<?xml version="1.0" encoding="utf-8"?>
<!DOCTYPE html PUBLIC "-//W3C//DTD XHTML 1.0 Transitional//EN"  "http://www.w3.org/TR/xhtml1/DTD/xhtml1-transitional.dtd">
<html xml:lang="pl" lang="pl" xmlns="http://www.w3.org/1999/xhtml"><head><title>Raport</title><style type="text/css">/*<![CDATA[*/
/*! 
 * Base CSS for pdf2htmlEX
 * Copyright 2012,2013 Lu Wang <coolwanglu@gmail.com> 
 * https://github.com/coolwanglu/pdf2htmlEX/blob/master/share/LICENSE
 */span[class*='ff']{z-index:999}div[class*='ff']{z-index:999}#sidebar{position:absolute;top:0;left:0;bottom:0;width:250px;padding:0;margin:0;overflow:auto}#page-container{position:absolute;top:0;left:0;margin:0;padding:0;border:0}@media screen{#sidebar.opened+#page-container{left:250px}#page-container{bottom:0;right:0;overflow:auto}.loading-indicator{display:none}.loading-indicator.active{display:block;position:absolute;width:64px;height:64px;top:50%;left:50%;margin-top:-32px;margin-left:-32px}.loading-indicator img{position:absolute;top:0;left:0;bottom:0;right:0}}@media print{@page{margin:0}html{margin:0}body{margin:0;-webkit-print-color-adjust:exact}#sidebar{display:none}#page-container{width:auto;height:auto;overflow:visible;background-color:transparent}.d{display:none}}.pf{position:relative;background-color:white;overflow:hidden;margin:0;border:0}.pc{position:absolute;border:0;padding:0;margin:0;top:0;left:0;width:100%;height:100%;overflow:hidden;display:block;transform-origin:0 0;-ms-transform-origin:0 0;-webkit-transform-origin:0 0}.pc.opened{display:block}.bf{position:absolute;border:0;margin:0;top:0;bottom:0;width:100%;height:100%;-ms-user-select:none;-moz-user-select:none;-webkit-user-select:none;user-select:none}.bi{position:absolute;border:0;margin:0;-ms-user-select:none;-moz-user-select:none;-webkit-user-select:none;user-select:none}@media print{.pf{margin:0;box-shadow:none;page-break-after:always;page-break-inside:avoid}@-moz-document url-prefix(){.pf{overflow:visible;border:1px solid #fff}.pc{overflow:visible}}}.c{position:absolute;border:0;padding:0;margin:0;overflow:hidden;display:block}.t{position:absolute;white-space:pre;font-size:1px;transform-origin:0 100%;-ms-transform-origin:0 100%;-webkit-transform-origin:0 100%;unicode-bidi:bidi-override;-moz-font-feature-settings:"liga" 0}.t:after{content:''}.t:before{content:'';display:inline-block}.t span{position:relative;unicode-bidi:bidi-override}._{display:inline-block;color:transparent;z-index:-1}::selection{background:rgba(127,255,255,0.4)}::-moz-selection{background:rgba(127,255,255,0.4)}.pi{display:none}.d{position:absolute;transform-origin:0 100%;-ms-transform-origin:0 100%;-webkit-transform-origin:0 100%}.it{border:0;background-color:rgba(255,255,255,0.0)}.ir:hover{cursor:pointer}/*]]>*/</style><style type="text/css">/*<![CDATA[*/
/* vim: set shiftwidth=2 tabstop=2 autoindent cindent expandtab filetype=css: */
/*! 
 * Fancy styles for pdf2htmlEX
 * Copyright 2012,2013 Lu Wang <coolwanglu@gmail.com> 
 * https://github.com/coolwanglu/pdf2htmlEX/blob/master/share/LICENSE
 */
@keyframes fadein { from { opacity:0;} to { opacity:1;} }
@-webkit-keyframes fadein { from { opacity:0;} to { opacity:1;} }
@keyframes swing {
  0%  { transform: rotate(0deg); }
  10% { transform: rotate(0deg); }
  90% { transform: rotate(720deg); }
  100%{ transform: rotate(720deg); }
}
@-webkit-keyframes swing {
  0%  { -webkit-transform: rotate(0deg); }
  10% { -webkit-transform: rotate(0deg); }
  90% { -webkit-transform: rotate(720deg); }
  100%{ -webkit-transform: rotate(720deg); }
}
@media screen { 
  #sidebar {
    background-color:#2f3236;
    /* modified from http://philbit.com/svgpatterns/#crossstripes */
    background-image:url("data:image/svg+xml;base64,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIHdpZHRoPSI0IiBoZWlnaHQ9IjQiPgo8cmVjdCB3aWR0aD0iNCIgaGVpZ2h0PSI0IiBmaWxsPSIjNDAzYzNmIj48L3JlY3Q+CjxwYXRoIGQ9Ik0wIDBMNCA0Wk00IDBMMCA0WiIgc3Ryb2tlLXdpZHRoPSIxIiBzdHJva2U9IiMxZTI5MmQiPjwvcGF0aD4KPC9zdmc+");
  }
  #outline {
    font-family:Georgia,Times,"Times New Roman",serif;
    font-size:13px;
    margin:2em 1em;
  }
  #outline ul {
    padding:0;
  }
  #outline li {
    list-style-type:none;
    margin:1em 0;
  }
  #outline li > ul {
    margin-left: 1em;
  }
  #outline a,
  #outline a:visited,
  #outline a:hover,
  #outline a:active {
    line-height:1.2;
    color:#e8e8e8;
    text-overflow:ellipsis;
    white-space:nowrap;
    text-decoration:none;
    display:block;
    overflow:hidden;
    outline:0;
  }
  #outline a:hover {
    color:rgb(0,204,255);
  }
  #page-container {
    background-color:#9e9e9e;
    /* http://philbit.com/svgpatterns/#thinstripes */
    background-image: url("data:image/svg+xml;base64,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIHdpZHRoPSI1IiBoZWlnaHQ9IjUiPgo8cmVjdCB3aWR0aD0iNSIgaGVpZ2h0PSI1IiBmaWxsPSIjOWU5ZTllIj48L3JlY3Q+CjxwYXRoIGQ9Ik0wIDVMNSAwWk02IDRMNCA2Wk0tMSAxTDEgLTFaIiBzdHJva2U9IiM4ODgiIHN0cm9rZS13aWR0aD0iMSI+PC9wYXRoPgo8L3N2Zz4=");
    -webkit-transition:left 500ms;
    transition:left 500ms;
  }
  .pf {
    margin: 13px auto;
    box-shadow: 1px 1px 3px 1px #333;
    /* Needed by IE to make box-shadow works * https://developer.mozilla.org/en-US/docs/Web/CSS/box-shadow */
    border-collapse: separate;
  }
  .pc.opened { /* used by pdf2htmlEX.js, to show/hide pages */
    -webkit-animation: fadein 100ms;
    animation: fadein 100ms; 
  }
  .loading-indicator.active {
    /* 
     * use 0.01s instead of 0s,
     * since YUI Compressor will change 0s to 0,
     * which is not recognized by Firefox
     */
    -webkit-animation: swing 1.5s ease-in-out 0.01s infinite alternate none;
    animation: swing 1.5s ease-in-out 0.01s infinite alternate none;
  }
  .checked {
    background: no-repeat url(data:image/png;base64,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);
  }
}
/* Fancy CSS END */
/*]]>*/</style><style type="text/css">/*<![CDATA[*/
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')format("woff");}.ff2{font-family:ff2;line-height:1.106934;font-style:normal;font-weight:normal;visibility:visible;}
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RnxUVvwerxOruOaKc0oH2hvQF+TZTAD2pO2GLWPiRaCdxGhyqUS2rsLme0sqbaWhUrCOXywNL8jsWb79zWeOB/R0555IYHf/PXg2W9V81vvH7d6pkN6+rG1Efx/57EGz6/qffPX333derzbQsw82bL8PlTNxHukQe2Dp20PvmBTjMcQYj5I/RTRps13zCyDpOJGNdJDXiINI40SZwkyycRtsOtbBv+RVMYKSxychgZJUmU5TaMNAmJGIuUvVEbmXjUJGIVuU6CMBUDmUtK6nHJGvWf2B1JwGEkc0wPUbykXv+LtLdw5SXr1NOUBtD7oI3naqrzqP7AuP3LXalvc1uw0C+cNz91hr1qxeBHqp/uG677WdNldRVC7HpofxDtPz7SPDJ7vpdR2i6/o41QLDFjADaF5jxvfnYdU22us2o5/XwTyUJ5nm2Od1rWtOyZOTN8a8la5lZyK7Mz6zd8G+PyB1BOlkXlGD7by7Os3xSwcwE/9PNYEBkDP4TUk9BPC35dk5EnV4q7vaEtT3cbTFA/n1PJro9TSdHFuo52C4Y1Ee1DoE/wmxnEwj44WunDMMg8B1IUFFZlz3zk77fHhuW6ts+be2/wkPeXZ9e9PWeelnpj081Bckfo5kP7nm2uHjksWj972/YHvK/877znZt3ZMu7f12yuf5TSYgnw7HKgRTG6R1MihdgeMFtiIiWCE0jSCnuGksYFBzWuysKBZJCLzZWAlxmHGQ8FxTpes4SNQ80BSQo7AtkcGwibMB1iI/KUCPH8+/0RD3ZTAnjwm8etcb+3tKPzyYvtCRDLLn621kXaL6jJC7pay5CAEsFW44Nep0kg1Dg7DjPUAI7nBUoSFMotWPKMfcviTa/cuVYp9Xvdex/bMnP6Xufh0p+fPHJ+9erG8akPz7z+Pd7gvPeWU9dfu43dze5eNPvWbTfmHX3to33LnqqL3pF4NXX+PJXlBPDIBO4kkpAJ52i9OSN+zPiY6bjxNeNFI8cahxpJRIgLN3EbjXtNT5meNb1tMmBiQEbeJEicSAwSJ5sEZDSajMjUhi9rToa1MwwLH3CSdBIZQTqMjMnYhmVN5MIsaxLixHASn0UEnzkigayAjkWtGwzY0IY/PCyybBthNUnkOEmEH0nKSJHRKKLFMIxtZNJhswgKGWmymWDiUYwgUVtOdAoUUDkx4gKI0reJjCx1E6sSVT//C5zCbRd0CfscRqIeDtqRpY7KWoth3WnYu0sMIHVm+KHj04wSzUFbsAZHmagQkrENk1mjkk8UMFV3vXI2eHbUwA3Jc3hFK7Pj0pT9qVuJk8xK3qfrEHQ78N1d3KOoAL18dJBrpYv42y7/sVW1xLi2y59qdcBuphhsPGKlusXGFLry/YNcu7Nec3Eui9PuCKN8rMqMqlgtTmfAZrXbbFaXV9EZ0tIaVOJeIOxh61BLG16lGW0OZ9xuY4VA0GShCkm0MvF8T6Ecz2kjt7SGqWbt4MOIzokgi2ryYrJd58W6jKZBcEhFE1jTEo22KLrqSWQYlHfYKY/2wR2caQsKQSbDnoQN5ZbDle1tpP912rinr92xYtS23g98Qt4JJX+/qM/NAw98cFcqueuGl6fjh62Fhn6bBi87t3DtXcOHy+TrR1O3lZWde+nx1F/vWfrGLEm3M08C7W4Dmc0Bqb1bc/TMHppN3FRuPXRTWJy2L59qAaMlpmavtawOrSxuKeaChqqcQWguWq1ucW0JCS4narv8rZYvW2Io34fCAeYH11Dn/3gDNi4YkEyu+/Pj/P1Ob6kvbvKUtJFNh8an7W87lV3dvoPIJi/+0K5TpSRt3TMSizM91w1RVaxGt0wuoRyHchXM2J1dlML3Dd899LGPHtr6xrHvRtYfen3drhdMB5QFI8Y8smL8vdMH7Llm57xVZ5mx8fiFl346fA+W//3JV0f/sejZp9WV19zw7+Tfrn987u/mbXrwHzpdlsPGzxbo2LYIlO1AzHMDWR0GkKsP8wO5NrK51dDzOgpQdEuetqGACPS/cMk7xakNgA2YiWfOXHqMIgRy+U+gB74BPSAAwtyvDTLwPOENBoETJSPLGxSjUeANZk5UjbuNmARAzfkEo10QjMTIsj6GgMwTLJhZhjCq8RcQTNEQ5Pg2/KymCALLMgwyGB8333yTu8SjXkTueL1Kfy9SY1DfjsEcWOrqWkD4QPZA9IALS9IcWNeiKqe506db9K2g1rdQUxjCUVuICTI4yFDwV8TEv/jXC4OTB/+B4/izuqChchp38udB+NHUJNIbL/n4zhueAroxaCJCXG/ooxVlozD6gza4IACC6KCbutz5jtezX89hbeGc7HCBwyZzeUWyLZydk+NLm3i7LRgOFxYiNis7iKeFWeLLCYatyOAqNrSRXZpJKUZ5o/Km5W3IY/Py2vAfNF8O2H4kZmeLOTlrRTOKwMihQUU6BBg0psP8j1S/1e3/mhG/UlLqv+jnSR2IlSQRqCjA7vVAlQjIbP2VsuqqE+rr03YkioOVLh/psBUKDsEHYEeAJYNMsBI4lPJjcCLAuteur5/RMvSWLStX3PbZttTTuOgPz/acvin1RjseeUt5Ylm/G4+mtnInJcv4nRNXt1UU3j9/9bnVTMPmm/pMKvplp6iOuGHg3AU6P04Guh4GuppRAN2pDXUFQNSy6QYBzq+wP2NnzdgcICKWs/04K9sfiOBIQBjM4YCqZqjrDwQxDhNiq1ODYTMyeIsNY3LBexE0S5pyg4JLMAbSUcoBmRJpRa/LaIZCF0CJq0AiriUDmEA8E4nmbiQhgCT4UD4Fi/CrS2Yh0GIyrsQn941b9UTjgqeev3HG9tSfvrx/zfDqwT2HT75+2uBdqSR30uXf9/Vdh1KffLLO53o0xxoqGzrjl/2HX/S7dB0/Bfp/CPovo9Na7xJSxPQkmjCDcBJDiMwZRNZgMrKimOkqDwrKIAiIYYNhEBRJDIZlZBBeRjzm28jU4xzHiszLhMCxlgMGEczgWh1GdrCQMc1CC37NQjrbjOgydmvoxxd0dtKNXZqN9O2VXET1GjAQiJau64FeoNPTf1NwlM0NXXpoGtMQutR2DbM3xJ18LFX7WIo8mrZvgB+4Bui7iJ7Uqv3Yz2YZmChTzV8mv/As7TtnkKX/s/NiGHrehpe3qrTz+OVjHKey0Hk41Nwsq4prl9FRz7CARMd/gT7++vBTNhiRhBP14gWV7i5kbPoVnczwg27SMmLSrYsJXMmcCCXl6QwTupS8jfau7LHkXL1vr1/+gg+CzxRA75xAPjA0FrDUg/3YV6xQtQEbN3VzKLdTM9QXDmR7lt2e3csxSOUQzvUyfpQTDvj9GQ3p99nqrHcqgTAKkjDGvLNMYXLKeNFWbCUiUZk23Edz5XqLKyQckbAUY4BIKsMEpRjVF7peqC9RT+GRFxPNI9rVH+jZ+7gTVELPgRoIrLkB+sx1aFG9510oswTXBBmeDQUKCyyqNY/C7LTFYkFEqCdlYwaHyE3rVqfe2pU69cAtf8MzP7zvx405p/yv3LMv9dVvPjr14p/7kX6PJp8cPu2lhzHCBnzo3ebn9zh2P/hU6uFzn/zlBtwrzRvUTi0A3mDQXZqocljEcY4A7jnVWlAc0/fukL7XCu2OGGGYDJMAbQgDnEGIyDD7dd5HmjUUBycK7rV4c2MqPP0BVpeDB3Z3kwPoHDD/ryWhw5vqdKXgCzoTRPFyHH0ldZZaC3gi1WNf63L8ozbBCm4x8DPJYrJ44F+DJHGAa2Erg1DLmZYyYPBYHyfZAa8KPO8TDXa4lQfwahAYzmSUoAMyx9IOyWGDgAxcG67RTKal3bj6BK4B7BpJpJUa9ZDqM85ffX1H8MPQMiI9oC0ZYMplzKRgqDfUC6qh/hBP+o9r0mTebaR+jVH3Z97TFOBJ3m0Nx0S6gY8+PQx7VKL/TNSdyqX9pzQdYcNWdwyXTASagFUVcUjEDOjF0zuZbGxPTsDffZyamDozizuZ7ENeTj55aS/5IvV9Ki89zmMBO1QC3Ti0XHNfOYwssDAH3X4ZPOQiLUvQh/RKdcan1dkJXIT+PxqNKvtOPdZtOOlABoWx0NzUP8lPoKF+/kr3+SYhxP8M7XKTEVp8nxdXMzVCjVitDhYGi4PUIdaJzGTrtcxCdr5hgTjfON+02Drftti72rreu4W5xXKr9XHrB9bz3qx93vNekqbvEQl5PRwVeqOJcu57mhe0gKLK2TGHBhvOoTAIywALwEvSIyj1dPgosXUpzDqBzDAESoB/7vIpxMEfCxwdYliOI7xgMHBGk6LIZtViUWx2h8PqdLndjs2KQQScO7uVs1oCbTisjXUABCMc57M67FbOYHUY4Nii2C0csSjgM/lkxS7LCgVpbocdnsBht2MSEZW1hjAIFSbAC1aLRZbBl0UG8LJEcL6WH+UoXAHV20sD5YXWukWHQ3S7d3KiolBZLSqJ6XtHvr7X6hU1pkTkffJBmVksr5fPy4wc8ca9xPuWBI1YK8ryTjHA3cGRaRzmOI9XkR1uVXa5XYN+Swe6hEJA7KGIBqy0bqxK1vwv3ar/al6jJppfolTzUCiUvnYqfUJv8ai6Xet2QAVGBd0HG/gAxfV9e73ajro8m4zMtBhgz3U/gBdRnHn6/9yg2tpaXFtLBaY5sRT4zeZ0VYM3iEO2ahsv4JCOQ5lJuPKfd+WIvbcT8n3q7Ev3VM2MJ5Lnnt9pFz3uV7iTl4Y++9u7kszWnweRN/+No9t/c6kv89sbf/tS86WJuhzNAn5VgF9teKY2fxmzglutMHXKRGUON1/ZoHKFxhrjLMsKaYXcQraYBAMQWVDMqmqyWG2qalNNtozgGUE/SYIdLhPVZPIJBIA6gcEm1OQKk4w2kzqJhE1GI4y+Cbz2nzWvUSRkLYYhM9Kngrv9iyhowgaBgHXepBUhEV6gw1mbrQvLioI9jJEkgPgKLnifPq5A9/TQUkMFotwBb9Mjm4a2mZH8Z0Lf61foh103ZD76S2ZgkT6YKh3NeL3+cN1T73QWOrRiyxWDlhbZo2pAMsYEqvlgjzq0nq7+YRTpONpgHLE+gLNw9IV/N/crqMwqOvJi6uzLqbumV5tLToLa++jSb2c9ceJV5uqfBzGjPn1y+3uXbtGx77OAEcoBI6jIj3Zp3kISlslq20Y7OKqgerugsA0a0CqrMR9FCj6qlW1ittOWlc2GcYN7gg1wAMM4ykyit5inUpZXG9P3Wbn6XoOGxjYASBoTtBRXILBpGMUCFBZQINSsA2Fq37tHTHUdDz21qSgYQBa7oMPf3DxSk/HhrVUxEspFz+JXcX9sxRMn9H2tedeBZ1Ln735pwfvLm995MPH9kc9T+8kcvBl/ltqbev+Px7e8Xt1wAJftv/GDNQtexK6WjzGbWknp0AS2827dB/CivVrtAfYxGym19bStsm2xsorqNdtURXVk2YjFazZn+NSiBkHdIY9Xx4Jm4EZvG35Ry3UUR/g4P5qfxi/hN/A8Px/chmWYdFrM+V3m8ofEiOTnv8J8nZCvM5Jh6QB+iCI/Pa6o0OBxkLEFdQ+dekdNOEpm7ds3b2jzsn7b7kjtuH4f7v/cM9fUztmR2sydHHJo0eTn1vQxB5NPkZ/GPJpomFyij/806PefoN8ulIe+0W4MUmcyh5rfCTKmuly1Ws1Od54ry+20iZw/3+bMc7ky/bcCJRTZDndZzTKTrxT4ZatL3OTMmuYOOp0OBwrl6ZRxmcNmoJMhL090uTqMJ2j3o/mivzjAV4Cr3r+AGtHt/TuCYD8AS3T4kP8RW+7UkV0o+YL6WQYpgrkC6ilUmri0dKEuH5PKFf3r8jUpLXmOypGNKsFyXIIpUXU/k1J1GlB17rHnFvw99cvooim1Sz6eXzekct7yC5sfx+bn6hbfPrLn1c2pXO5k7wMbWr8K9aq78dbUV9hy17XDIsnlTDEnj9w4XJuam8YZd1z+gpsKslaDPjyBSkGeTJZYMZUnmnEwUqIvK7+piFSz1YbaICNWY5ZejMHFYAA2At3kR6rL7pIZs0kuLi3nnVU5ddmoDufkODGuCpU5Gb6sSsRrEbWCpsLigLXCSszWJVZibSPR1lqxuAcVRgle1eP1nGLvtGx6quaGY4HsimwSyX4v+9NsJruN3NZa9wYMhvo9mLaLyYslANYTzR2xGCC5pS6iXlAvpDNaOjKnKgl2thrBnokCF4J3WkjjaR2xcDOOFZaDxAo8AHUX/dWpz4JM33GKjDxy/TMnelSefyo+8+rrv9nV+sNi/LxsH7dz8v6JA2qHxF55oH50447L6Dc/pV7FH1mj47eNuHfmwLraacPCfe+Z0Xxs2qo3JosOc59Q73HRhprJ1eOLchoHhat2T1v55qIP0/S/DLz+iB4j2qdVZxEcQAGhGtwaRjRgniFhXhAynM2RICBjASSa50VBoDzrxxTGU5UWzI3pQN6Y7YtFUAV6BhwEIPirxww6Etx+AqBTZ3YkzcElVNr/M0FS3+nCXunoJII4WAPeHcb/g80pf4i9KZQKpf7J2R577Of2dF9eu/w5L1JsCFq7UlRFS6xQDXgnO+Y7VuJVDh5E1ycbAUUZMcv6nMjudCKTESMSFsqsYhiMZq+jSvEmIzZSThE1ebRMkIzlNjJXU7z4IbZ4E8JL4D0POcG+tnpiN9Fg3IVEM0ga6OsLsC+Jo/YSAIj1LUoG2ysZOKJzBABx3pGOIIKBYviO4GoN3nX6OdfJbUteWlL2+OnW8l2pH5559LvVRQAv1i6pXnHH3Dc+ZgovPfLn1OW9i15eO+I5aEMqgyskdJ9mG4AHkHF4HCDzTtDZdnmxVsIhKQC2P8gZwJkxIIx9hLMTQgPxBh00SgAV1xo06RXDSewCEv6oGbkAXquRh7hn5UBm1DxeNem+6G2Hfbv7gqfd7VXTmURqtH8NxLqBLtrlYBesIu7U588/EVGm9CLyW5f+DH3b9fWdzy1iTlE/DTQfMtwA/fHhKZo77MINaIinCU30zEfzPavRas9mtMUjpa3/cRcO+DcBX1HGk8ENovlIBxxkafQsSwW47kYGh1GH69DODFxPpOG6NsLjzcpyGwSeA34molkxmVTZaBStgM7VHJ8xy+fziUZw+owu1eHwOV3AKC5flugKqFmqyPicDpOREJ/bZXCs1YAV1h1WAy5w81vdQRVYp89RUzCL+HAb/l0rCoqBk3geUvHvjmY9K+70A0k1mo29mASmaadR+s/hn9ejJr3u9nRr6ztcxDqKcjshEewyivp0S/cD/Uc/GPaM56qmEyjr8qfH1IAYgLaidZHI9REAubUTMwgpyOgAyWEX6JjoQ5PGvDrYxXjSpNdzGYHgNdX4hbd6GBhr+ZAQfuiNpPN3PQS2d1GKBdhUEvtc81rG/jyHGX7psZ3vRmc/PIjpCRBq1dJHbxtxqSEti98Af0ZgPI3oM23sPHGeRADciryMw7JRlowdoSNZ4hnJJ/JAbZ7HhBeJj+HtDMOLPGFYxSTzmAGHG3h1ChgD0D2yalwLGqUNv3HMBPvtb6VDRzRugpNpHxuo2e6mtKzPeNpARAOQT/evuw4os1rruqHKE8hw+b1WZzYFlvqez+wNmcS3kNnD518ehn13lzto6+J0htSvSPX+3QeD+w/dgJv+nhxwHalhbk6N27p/84P44KVFmVw0qgTd6wYaOdATWv8h8j2gbs1hCyFUirEZ/EVFsTgcJofdKLMuTMMPMqdYLD7M2TF4XxYXVozcJjkI7GjfZAkCx1W3OgD+P092IQX0qQv89V2abAYYGwF9/IzzmRO4B0rDyxGgs6jf/XnyM1C5n1nSijbNbsiSIRwNQgiqokOE0/Xp6Gu0BgPL8KFCs66PMS9UR4NCpY2c21Neksiv6FmXAtTwneVS+47CUhPjD+1kFrbVRmQwFY/dc2niU6X8YxRjTbr8JVvN9kGFqAq9pI2ZXIbzpXw5ZMwv7YmHYj5iqDNMCM4NsrHSYpmNhAtMjBnl+0LhEsZmkiq94ZKSUskE7pDJmed3YddYm98rFEiVfkZ2NZmdGMTyFc0XCfAF1eaADzWpoSUhErrs0yzWGPKpvsU+xvccWQWwowC2lCSfJ0pG/JBoV/VcWhKOqFmPtycTF6guVzLQs67DJmXKVzJ+R76CQ7kF1KrriXxq5ztzvLq0Ub3vChXYAK4rJGMCGPXqp2fuPDJm0/TeePxQR3l89dIdweO135149bomT69s53Fz74IJcx64qd/86ZMenbZxzLCnWiZuucpqVHKG9ojnVc5OqA8cuHrQkvFLUj/eMKry6hj+3KyKSsnVdcNnTH2C0ngA0JjGcW0ohC5pc7w0uumjGzY4Kn+541bL45YTFr7IEsmP5w92NDrmOPg1QcyAHsy1QSOtTHYew/tthIQwAo4DQ4kRk+f384ItjCS33yyLAWs8G6PsSHY8e1T2N9lcdjZF+0YErmeHbwlcqXlE3b+Jo1FoKmIRaszTYUHj7F9Fh5b+h1Pp7ogVJJr7T2lqXZKNa0oSE9PxUSruyQtdUaPOzElLWi1m0gUU1EY78pkKAwNVKNgEOgZd9SUDcOXRhY1bh9/9+ugVN2zsPX9/WfFCfNP0qfvm3Dh1xiM1YImTF0f1Pff+tr/vmxpZvPRNfCR38+23YO/KTXftvn85yPJ1QGsn8HMW2qpJdcx8+9ys3TzrpmB1PM1FSbdZyJSs+er14mr1HgPH2532IrE/biJNBt6cp1wl47wKcDzuoLiJtfplweNnZdQUwBXgJH2rOANCQba5CSmqQpRhObXDOuq/9KwmyHMnCk3QKoRMdQ1035XhTBoUdjr0mDCfZsBqJnh0wC/7n/rTrRj/5sk3DuPrrl64f/KqpqYH8c2211/69M2n8eiDL+0zzl56a+qLmzZv3qT7RtdCP9/UfUI/OnAC5QBih+5ZaT+nAmeJDK+wOR5mvrHNdEwRnIo9p0gIOQYrExTe7sIRHJRKHY3SHInriSulescw3E8a6uDdZrNRlu2iEWX5RcGsSHY/kU3vKE3Gd1TzVPNi834za27DeceCaoArCBScwPmoK6MLyiyd0q2HPxp7An21Th/9BG6m45/Pp2lQDdKoBwZ0OJ4pTFEIo+59fPeb+75Z9drsVUdSZx9LVZReM3TtrE0bZ/VdML/h3sPn338Z993/Iun18yD8/OIN4zc88fMNt/e87Y+UHtcAPfrCuHtQLjp1AgWBDiIQxE99RielShOlCh/Ovc19m4d1ewZ7iYCOel71MAVMqbzS2+JlEb0XZXkRY8UWcw7KU/E0gC5YxaPhgMVXsVneUssd1v3gsVjZgN8ouIA3wHm5U8uyBwwFoZyAWXMFYsismpeYzwOl+uQV9EkzSEmaQzIZb8oeen0AoNV0OYCr7s0SyixLmykgxy4+g0jT7GIXgmm8Wo2DmboVZvQzBalvnl/x6twHMbr7hb8ql/7FbpmZOJLKAwS6ecGyF/F8681fLXzvlqfx4H1fvTNyrN9z9/1r8Jps4+Yd+9O5JaY/+HtO9Jp2TUjAYVwk1wnnbeftnBsXWKutDAtKhnUwVofTaYFjxBllIyOLisXpDCEOUAM3SsFKQMR2UsrYgCIswztBH9mW2ZllKoBa6zKHQ3Q6m5DILgP/JJKu1LIfcYlvbwV9082DvtDN+7gAkhPpSDXpmWxa1NRMVUuH8rfWqW8KnFoPNjEdemimwQdbqCaqFwm4BEogM44KISbx0kM5D/nd0etmDrw5OKVPVY3d/VbOWy8x927d3Tyrb84D7qqZS7demoN0mapKTWA3Ag/loijOOYEK0jLVoy29r6RcFKdau4e9B2HddeL4gtkFG6q4/JKKKpJvzXfEUb2fdTodpS6XJHnCprDb4wlJLrCOLpxHizMJ9P92LWqK+O0CgGs+7DdJvD/H7HaLHk8TeAguoJfoWu/CflfEtcH1roud6sII7GobyT8ihgIUcL2rZZPAdvDCXlUL4hJGNJkVdqmSS4pJBVMzUUIaIUw048/Bfn6mJkvW/CuRaF6qRwQzqvw9fffPzuAvclPG1KlO/ekLHY6T7vy1KOppQ1qN63Jc4se8M10ZGMfdZLomyigkzbg2u0t3ta0Z2e55nOTm9xj5SEMkbN2278EPn/xq3f805z36x9DSt2/ZcGLyFw7f4gETn1m4Y0G/6xfUTLP06WNxjq97sXF7+4etuPSe157+5fLjz8/rt36sh1y1sGbEmHWYX3nz3sE73qL4bQCo6l7U38R2beVgFhcI2G/0m4iI8w1D8CDDBKbFcNYizBXWGNaArX3W8KyFZ2VWIXbZDlrH5SbE7Q6lkbBoNIZMqh1cERvYV2ppTcDTIjghxiaTuF3FqipGTHHTetO7JlY1jTJNNS02sSZTG1mnlXnB3IpuN3C8FVOX/FfG1iNipJrA3ppcjX26wvTdrC7wf+LKPHPG5mauqB0D5u4qY4y3d8hGR1BJUDKp2ERiKUo0d7O6AhOyZbQtFhhqbJfPfnrKxjsDNx9tyWkYMOPw7OKpYGLPzBh/29LaXclt5OatebF+c1tfT9UC8/YGIcnTc44CjmjSY8xrzBfM9wwr0ojD8EhtbJS4QXxPZPxiRNwnHhRfFC+LPOJYFjNASoSZMBGEEIvt9JOZlLY8xwthVgKqCcIiVlR1qoEmoQ90wwM3sO+xhAXoHGOX0wgGmyFchmglzTQnCXjkKKuNKI/rXxPjBXFW65Ovn7UOK0h/qvQNwqf2MGysofSlnIr0PjuS3rsyt4p2emtOoX522BOMl3T/mfgfY5RRVXTb3i1iInDd9FNJs14dZIsyeGDJkZLUgHNHz7HtZ878YmMLfvmI1ggZUhNISKetFZ3RBm8RccQ+gcY9JAkzRpOJcCwlIGvhZIGYTCEJ2+kVnYoyLwQsZiCiyRSQRIRETFG+RAv+8EktV5Q0c91UUBOqFJHi0iiJlRpFyRbGVGfYpMbWbjpDzyok0nGhNSM+TUNAGh76dZwTMLne4YyaSKtl2m8Eulnl9IqHNBOma6Oo8dJjLTRMDkRoLUmqgT4VPQfmnz/6eUntsE2DKT1+2nivZcRBtuKXg+8Om6X7ZoNAthfRvDGedQJJl7/VimQ1FuA0bjJ7DXsbu4e9lxNEFpuZEPOg9Jn0vcTNFzcyu/kzDJtJ24ZF1WiJSbTwHEiIWN6AJIMJCSaZAcaTiSo3AQamEShovVpSD96rRS+Ip//owMb1uEWWNprnhc5ktUxYnmNYA5HlULd8dTSdrxYNomQICbxdEHjwF3kwjSYj6Bw6WhzL6/lqSWzDbVqJxM6McJjbGtd1CWOi7dFT2F2ao9EIDWzc+l+KM0aqCQo+uzLbOht2wu/yrnx298R2R+xeSKe3DfUTqWpvBt2uI3QcFXGIEZhBOHrkBaJ+k+qFra+9/+eh3MlL1+GfUsuSc0jwhdT9ad+5Gpg3R+fblDZ+GodHcRu49zjGgP1chNvHHeRe5C5zAmGYUGfiGjGgUfVk9aIORWlFL6J3EdmA3kO0+hR8w3npCoTGqZ3RSpD2pWlhR5rbGkcdwo6osOtnSnYNnIGQpysa9HhoTXoPwo06hBtR4dY/BeFGGS1B98f70osh65US3yny/3fNA0g4TVzialComYoHSpv+CPEbAE8U4yFa70EWXKqJUmxf6bOhF0vfdb0Z+oLw97juCT3tfDr3YOmzLn6g0mgYr0ywzlHWl/IizjXkKlWGqDLIwJfSpo8yqTGmqJiQ4mJKSxxQ65bReB3O8flC/oA9QD8IYL8/YLZaQza73U4/sGObzZ7v5z1+o1G3Z3yx30fdxtI2/DvNZDeL1ia7imyqjYCHuEAz+XNUXxMADb/qJ376iR8RtbjpCn4sgaEJqH67aqPqOK0c0n9p7uyoHEqkg0GdR6exqiM7+OkAeODoA1uCtlEyDHrlYZc1K6HmrARgXlTQjZnrv5q07sf9zx3Nn70vMfMWx5jWmbfc4tp+9E5bv/oxBxKha4/uUvvGRjx+Te58tuBgc+P8q2fNvGFpj+bkOPJCY36sfsa+3yST5MwQf0ybcfChlJTBGHUwli70jTZan8sSInmGajLI0EgmGOeQ1YZVlicsLwK0eMfwpkVhnC5QEAxxufSx0tS6JfpYZeCFCh8sVXEGZTBtOKVZCMF82OgymQDRUZgA6uH4YWOTCjsNAAfuAhvPknXg5xB88rCrCVMVb+s2Nu4ueJGOL2Wi4skLOtrQQXV9SbweedQLbh07ZChO0UOa4npaPxM4Rl0U705raPSAc48ULjg5/cad3paj2xxDBt72YXQuW3Bi4ayty3utT64jD86IVPV747uUVcfWs8A/Gwv0U1AArTqBLIClrwIsnaVPlRDxtNwluYTnshx2HzPRPsnR6Gv0L3ZM8/P9ObxMXWFf613jO8Jw2X5WAKdcNgeQVhaJoYKgJ4AEVVgiMMJ1uQWzu3njXelaqtoA/kLfbGpNdbdq6ho9/kM6/c9Zx3d/f+ofd6W+2X392wuO3rG459IZAx3+HYvGb22uwjtxzTsHvn3neOrVA9e8vGPX3si0tYNnTr5j35j73qX2+x+p+WwD9M+CguhnLXegv5G92jzJscDM9XRU+QeyI8xDHFw+W24ucdSw9WZOpXXTYxSawYbNRPcqvNq9Be9GPwZ5j7vAWIsb8Fx1nps3BLHVQpgcF7FYMipUVZWcNDblXX5FtoSRIga8yDvVS7xtJKjl0aiPaLEADN2sa1da0YWGiyg3TFUqypXe7nOlye+cJnMlxOyo9G/P4Mx0oMcCfn1XnCddw657BeDmJ8B4dDALoRGPQibjCHT4AQ4cfcyf2Dl2zxuL9j/S+OL8VYcsnqXD7jt147SBK2b3S83nnr9r+rBPzj6a+ubRkS8nX2SGrCzvOxpPPd6yc8iO36XlkJkMdDaji9pakdkk7jTsEFne5DQ9anid/Rv7M8MXkDBbi6tJA16Nt2BBMRNGJmZzB8BvMvByhnzmtCEym5uQpqgxPftrBdWGKmj4B/y1aWgJmKRvQa7SEsagRlW3S2+fwPXdEmk6Ymqm1V4nEAKDYg9mzI3iAoticqbNTJlL3x/2ZSzMxAyqKvmvqD7egSZRB5WBiTuEMe3jynjAuf1lY+8fWz1qaKR26ht1k9iCD9euKDyQ+36qPdVIbdBIkDsG6FWK/nVULjZbYvocCbNewvap5oGDu033Be/LZVYwazy75LuNrEwZktb+04k7QXrXADi4hbnN/Yj8qIkdxKyWN8tMsTEvmBuqNbIBo8zkgK2CPYtdec6xNpSHcZHXbxM4f5GcQ6fgqctwKQ2TiLgpkK6vaCN2TS2jEeNvDQGUr+aT/G+degViXlEMOVUn+dSJnS+VN76UFunmkhEXE8kLCThc2g4KrbkzzqZP9qFx8nQYGKUdVJxJ+Hble/P0dG915xwCGgjWE716IXduYcH4oxU3Nq5alZef+t9w/wFvHHnjf9hD7IblV88r8617r7px+ustbTfeiBfIIxcNmtY3Uly81lO0uOGGIyd2G6ctaaysLPBWT4pdtXLUnsmTJ+txyK/JndwB5EWbteKh5jnmFeYW8x7lHttj4jPZp7K/tIFRwQzymJFVLrUYwT4zsvlbC1iCw+oy60mcQjaS1WpvEo1tJOuwaZn8HMkCZs1CIhBJzisFZlXF7SIjtpHtrVm1rfr0zpKLFy4CPej2QmYOStyih0so9+RT6F0IvnoNDZXYauh0m0weFP/D17f3tVqF98btOdtr3h1z2HdorSu/uH7nXZaq8MDQDWT+VsytS92wNXl0iTOQC/3bAHy1gi0AO5TSlnsMHvFu+ZhwTPrC8ZlbAPQrbjRuct8t3C09yTzOGwqlGvcKYYW0zLjczZfiiFpnGWJhHR43mEenx+4Ea7gehtvpoeaRM9gNFWAeDZjmSg0ep2hw8WGzn8get8R5w06PgVNdTU5q+MzuprgHq55RnqmexR7WA154axZIOLWZ2cZABYff4z7lvuWYCEfLYz0uzsV5pdqXMupvJBXa9NxdvYKgo7aK4uh0/jit4qiJTFeIJkp0BK101sAnMjFN3bfpyCnrnk6I8bz4xtrduRuO3m4dMnj4jvlBZ860o+ceO/XBtjn9HyazkxPHR+r7D72hseZW/DY4gRg9BBhjNdBUQvdrw6yFTMA4SNKMo41bhM3iBuNv8KPScSzz4F442UKpFtFpXFEDZzcYOOibgUTT2YF0SpmXwMFoQgbVQIAaDoAXegz7W8wsxtsxwZflk3iEnnKhIpX8PtGVSqZqx9AtnKDrd1rIapCsLlrImk5e6ik2PPrpZyabnbExeOaLyf1sQfL4tA+b7yTr9f7sA/xbA/3xwvsLPvNgc/b5bFLkGexZadvEbJA3GW+y3eLe4N0t/sH+hfil9KVNydYd82BML/3oD56ealYUi8koy4rD6XLZ3R6v10UdKl7Sk8Y870WKzWXXKy5dMyWJ9tymzLTbvfxML5JsJ8ksZCezj3uzXS6vtclyEp9AMpnVegrc4TZ8opU0YbCZs1ppzU8bfkkTzWAwPVnbtlK1c6F5xA/Nn6vJHxIpzw/upGfkwNkDPnePUH/4Gmill8ylKdaukw2Dw6inimnQuyMn/N8KHimYLaHT3oCOWZgCWWAXW0exXCYBrCx+usJGWF9xefLVkIFUNl84mvzpuTBLimpTX7AFqVDqom/ynIWzSXGyffVbm77Gf/nlI7K454EF1yd3Ub2PUmPYdUB7O9qjXRVwVsiaUXO2SJxolE1O0SUVy7Um3mAQTYoiIOxANmxgzKoaFRTwWRWTIgkqYzIA9SVJ5A0SE7CBlVQVDP8UqUnEJ8mdyIGZQ0Ao9UKkPQJqWQ8KZIoRLOns3JXhAf0TlT1tqNdZylKTiSDq7ATMRPWwXFtVk1sa63no8Gi3BX/8fHLyjD0z46k5T6ie4OR5bFHyi337mAm/jHhmadr/DIPMeKCfFnRCG72J3GoivLwcr2fXSEtMX8r8QDxMIkZZkkwMwSx41SbMstF0xlJaRh36UQIWogYe55nNKqK2KmqRbC7XMFFdZqEIXKJAfPVhYZmuVOD6QXirJisx9I31Gz39c7FEd3kuXqCuzsULI1XKJig+or2ZEuNCPLPnMjUEqtJZSomadd8xWoNpJrdbGjecQ3r1HnZjbWp5gKlyJ0/1mL67Fj8U3EpuHjDEtHtpcnXNNBGk6/JlNCk1luZvrQWUEhYB/Yv0BLrIxwjq268gX8MlVUi/7xq4r69+X2n6PpyVuS8aZdmu+3Q/hzsJ91Xp9z2I/gYXXK0gFXzb5Y+ONBRi7D6B/4GKUAkuSX9Hrx0TCuE7wfR38DK8EDk0CeM659X0G7Un8N8z34D7dUyiv6Mu84574UH6/eU2/f6yrjfA/Xp+Xn9+Yeb5Dnh+nmbCLs2bHRvl2u4iLksbkY40lGDs7HxXgnYKvq/ziP6+eOZ92zN9spna8Kt6n6y/6pP+Tv5vne/8GhvwGP078Cb8iv6drjehbu/Zk3kPj75e2fUW7T/egmnMD58F3jWjOi2ICAmZzHaT2WwQ0rGg7eDqITNvMkh+gXBmFI9G2ysr46cApr9TGW3JqOZ0RK0wLUs1Nnw2HU2bHehTMTZszjrPFujBNO+9lkm5G9gKXTd0/fSg7T5A3mbC3DsWQTyPvyTTkdiKkcSgeFWGJzbAdTN3Eq7/Fb9BRunXWdJ1fSdcz9WvX8B/hu8Lh5GJXqbXHiRvMSHubbj2Gb4AeJp+19Xt2Ufgu6X6u7/A38B35SMEI16/oYpC8DloEjuZHYkEoJIL+WE0IqgG6DsY0PgE8HjnosVoJVqP3tBmzrt29LhxU5pWXV9bv2RZuHTarLzhDUbDAI1FACNQdiCvvjQvr7SeacqOVdhV1Z09cuiKpUtnzBnU74Y11ZWLrrE6xzYSvmefRvjNvXqSzztpzTWTJl2zhpmTKynF5eUFuXNQ5NyZusiZ987Q8FokElHfO6OeAV0HR2foYfc//T4cSe/Vs+n7f3Xzf9wPA2oP5VbFopWFmb0ts3dl9h3XhV+d/3r/6+u/Ps//1fM73se8XxGLVdxFN/+O9oj2yKNHqZpK+Hkq2qNHlIyl26SXfkBu7rw3+XRFrLJSvxm/Qa+lptDtv+nNd9EjZhdsKuAs9adotMd5OMG74aCRPmwtbPDzlZGqZAMc3V1RESOBzE0pAQ6+pF/7MFYRK4cDPVdHmZiDX32e7tBDBD+LyxGPBFJzGHFsGy4/wiBJoAdHMfIYeI5eJ4jB/VvFyS9Q0APYGFR3/YhkutZRvQSbHhXBzPo0wODoUoA5dUnj0C8owJ6iMYzrYLNIn4sjoqlakM5g8jN+FpzNCSzhiciwjIiJYSCPGIIAobTh7zQnYCCmWRxImiP8KH4qz/Aeqedmd2dshq5XgMBsRtR2rEecBUH39LJIVCY1UeGzxfGPB7z/15J3SvBSJhuXpp69lEzdfuYMyA52MK0MtEctQJMsVEdNwlOoHgWNwwOYGXa8oRBhQjr1DWaZVmLV29+s1WvoEY4s4TDHgl3kwgTjASxjZ0ExYwJbxGKBsDsYfAcJI+59hgkD9Y4JyMNP3qhjoxHpUB5Sk4CYL6TngnRUfXSkDus616FoxjboDINZY+xs1XymFVu//z71NYzePZc/Zzdyp8CPKEAx9NDRXJqE16f8KTT3Siej++gk/vyMQ1qk1/jTXL7D4yEi8pQ5o0ypO1y20M8kQLeZcgKVFDw6RQn40R4KCFxJwG5yxc2F/kJS2IYjh71xpg03tFZF4qDJo8cDcclb3bEySjLZrv7Q/n1XGUdJu1722pxZJAU8S71QtDqzZoTuPyLdA6i22TuXlaAT1LuVNvD47Nix0zZ8/NK5VRuaCnqk/vblib8/ev/qa67fu/qa0Zv6buu1asTOyQ23XLv5eaagbNuYW5rveXfXgt9Ga/qMufbV1DsXnnzwC1x69XW7FyWWD12fRL2X9Lv12nVzbnqL8mQbfpDdwPK6HFRrEsdjVhARWYvbsKpJ/FoOeUXsMcw4QdbqlRoX1M9RhLo8mWUIaOeCVcDxVUF2w6Va5g36x1x9ILn3gI6vToJt/4D7PcpC+1p3GbA+1QLGxK6PEAyDSsfLQqu/9RqbHrIlxrrtblJgj6uDmFUqqyp2p8OjWs11yp0yrruD2h/WWiYznjJWRNBOMl2zm9cqzuIKAUcAjMWylf45sf56LVh6/oXarbibltVcpD4ttmbW90iPCy2x4VEogCyqrTpYyepOfkDgLfqgsL9/eUpq/8ep71Ovf/0+7vU3HHQdzzm6PfXdo3ecO7znB8JmpVKX8CBwkLZi5ouff2/Zd/83Z1Of/eXr1ygNGkGGDfrcxfPaUBb8K46RZCKJLMOajF0TFmmJdtodEyWWCYIzQp01ok9QpBNzOyu2DSLHwVPayK1ayERjdbL8H7OQEWdQkctwxXyu/2PSQcckrv9c5iYd8M3saUFOMuPeddUJd8w+SKcqafonSL0QW5BpxNFX1pMf159OnT19R1LcwZ1M7iPTfx5EWpMj0th7wOUv2CF63eQjWt4KFVeYNfNo8zTzUvMBU5tJAG9UZroVe09DbWSr5uGNhC+ziCaTqCjFsjjNuMRIjEZ9UZ9TWpbIFEfscfso+x121t4oO8NGVXbJTolOTOkKWY4E5UmrGjJ9TfwqNale7Kxf0KddpPlEX2FDz0Pq/nmmIOuqY+rsSX1n+t2ej145H/nzk8dO4idN48NjpvfqE1nDmn/5n7+8fGBPf32dpxeBDwppf/G1Wk82INcF2P6mWzFTJ/WU64wNcoNxgNLf3Cg3GtvkH9H39ouOfzkVhilA1cbN8hbjAdMPsiDKOJOXlBTiclrdcrquVaPzHLHVZGARkQkxA2KJd5ZMZwqmr9NZS5YRy9HacklRGNVitdrNZmKzWlW7w2G0ErPRYWAUGYZHJmYToziMBqvLabASh4yQz2GkdxE6OYaxw/dNr2DMGGVwpR1mBRkck5B5kqLJk4wBZhIBFWxsw69pxgDRq3fuc/7jLXeJZ+QIms9xv+/FHprn8WK32k5rfb1uVV+KrT5dPW0By5aZLNQt75iub6Vrv4AHVG84TYtaYUsdIrqr1+fB1J82nKbVvEtpYU9JSOycTaZPn017yH3Jc6npHzw/TPb6h+7F/TBK9sJ3/uHrUHn1yNRc8hn5Q+rIzc4eA2Y9jK9KynDtqfjMIWNTwynfmlKLmaA+16JJc7Mc1znhOIhVngsKyEoOMicxBzbwfCsnHOTbMHeYoyuAWFoBTMw9AfY1s45Y8uIF9aJewJusjye7MoI2HBRCOCqY8I14Z87HqSOf5KQWC8Nu++nt29Jrhm1OLSYP6W2YouU0oCEMEWB40gv8MCSIrRwb5AWVPwgogmtl8UEC+2OMMJBFJwDWnD/KjDD87VZ94gMQnU7S/y+twAkcrAFprglid2pJzid4+J9z8M7U4tv4qtsAe+s5Gd0vqs74RS+k/TCCc9lxDYUEB7v7K3gS+xj5Wc/1DtTsjcxcspIwAKmYHRgTcBIwaSOCZt6OMb6XOREBJ4sgD7R15KEOvJP8IZFM6Fm/hN440DR40nMXUj+wj2Fbqp3S5RJ+i11MJsM7ck7AK+s0CREvB8+5p18389WjgqkKOlj2OvzWjh2UnskvL7/CyvoabIM0qYbMQ7TeBIGh39sKYJH0Nenrsf1VX49Ngy/MAYAXwBvw4o6JFd7kD5R32yPAuLRxHI7CU7llB39e35tXf/oW6KXPR9T9UF/GD/047ecCoXLmUXoFunmEGK0DA63qa8n8TnONI7PwLNKMmwngVpreGYc3cByXmbSj73N8mZn73vTe7kzP4M8zmWNXZND57hl0sBuf0ugVfKGwNNZ9FhB9IMo8UE9HmAEUIVSbTq3X7rqy6Fc3o0v/v/P7cXrqI00LMutoGQstYMH4dvYEuY/bA33NBz9+IOJcLi8ZiE/ij0CKrjq0kXJqUg+gpcdPrwq5PXK+gj1x/jyNqKTG4p0wkjbk1xTZiLBQqBoNyFoIoxgBvzeOI+3vVJ6jDlJnGJsu9Ejna4FTszNrtDajJGtAj5EbN3uY0ZHU9xtCNbmxcU3x6qHLFaVBt1duQB49gH9N6LA20M7T5RVMLGNiicATuuIWNkgcJ0k+E2s3mVihzACXSRnGJi7MElkKho0mg/CywWBUyMsYK8aXZQpeFDNYc0laa6LridBCsD2aqIisanKduumKheh+ZaBBYEFF0sWhIt0m3iPqENDPOrI/6WWyUMImxGn9UL7A0bU1fv9s6Nkdp1fiTaHUmuXk+9ClwWTSvMfnkePJ0x8+9lHyPX2OfgHwX4OOWz7Uqv2mCI6QiImFXsssI/+61yGZBSvNCkQwkNuwwY7BI6Drh1QfMRhYidDq8UqMJSAFksOSJCyjM+rJMr1ky2SkNS8qeBKsDKRoEuWIPFVeLDNAoMmaCJQBI/7N1i5qJLpNSNftN93qs9U76JFJg3VRw3BlULpj9bAMWWrMmAm9sCe4Z/vR1Q8EHrjnKFk85r7R5Jnkc+P2jkvmp9ccdJFPyB+5d8B7W6XZGBYULhbCBlEs7VhokOzVwF4bxA8NYQHLe4UfDc/iGiCkiGsO65NdPtKMSKJZVCRJZxquWDeETnxpV5PtetuTqJv1K6FWr2PtShsv1PQB5mfww4vn3pU1/FjlkvuhWfYG33rnwnjSQsdtD/mEqYJ25qBrNCfLsk6yIQtnZYPX67Jknc/+JptkQ1MPoxzlJLkPmUDpWnM+lAotOOdg9l6h3O71m04obaT0KPL4Fh7vWChVX86HGon29uQFlS4CCu3SzbGujG163uLXq+IJvKAvEbjHv+fgbHco3rthpO0e3wMbb72tvuzuif0deK2HfDLvqZl1nvzigpranuYFzasnjhnQY1JVLGs17cvj5G0mCn0Jo3WaxyzjS47Lzl9cjKgIcsBU+J6EJcnGItoPTIRWtrDARY+dRDhW8KGt0IuLwYk+FqoUDuaUq224/2HnCRf07Dj+EXmKOvrWfhF098Vke6Zr7fqKa5FEe8ekRdSMu63/V4JrXP/H6n80lfP4dtfYnkNG9R1W5Ar2naX1qmtw7vTuWn3rraObhvZ6eOvaR5iH1Lrqhqry2gW4Z024pkeVrXH+dWP7JBy+sbVNW1eBndB9Jt1OzM7Yib93xENz5EE0Dph9RTxUn7Og2+HijB3+piMemiNPz9zfaYdJ6hS6BmvMApDrLFSuZa8Wt4hkkYiXM7cwZAaD+XI7KjcqhZKzkEWR9j+3g+o8ByqXFtBgu0CCuZZYjTVYKcTodNe0AqVDjzXTsNSZ703DcPT7PcumV/lclvSWzO/VP7Uek1798Y3Jlqm1yyaU6lvaljZ0PR4MbZFAq16lBVkjB8hU5DkJVEopMoILYERGE0OQUeYQTxXC3lYRSwhFTn9yOll5mkbEcORsZV10Xcvp0+kVB06fxlF3JKqHDuK4Y2VAgbHhrEBqnYeg5TNneWf5G7XUX6/fsxqfS2VftwfLWEz9W5fz1HGgzyBmIljpkVqRYja7ynlVtpSbIsY4dTVQOeA3bJThKzIjMhabypsYJouSKnmusl2P0FmiliiOnGuvjCRo0FWFgyg1Wp0efnp1PqE6M69IN0mp43d7rxs1p6Fu7PiWpfh7T2p9ZFrjnMHDF8y+ddGoCXi4sKRxZN3QniLesHp/ba/4rJYJY+viQMPnob1xoKEX5QEirbaVTwA3OABjC5q1PCunEBx6qoPuEPeLn4rfiuxivB5vx+cx2HERc7mFFq7QZUGRPwMQ1BufSDTT9tNxj0ba1XOVCWpwBbogV273FqfjGC4nE9PT4XR6QXw/dmZH7yvutWFevP+1c2//ecbSVxfHoy+uGjZ56ZCZ5KDgdeb8cVBF7OrbJo7/8d07D/SJprbNnDxs1lSEmNSr0I/e0A8PCqIyNFgroO0GY1nu9TrLc8NSuc+nlIeNKLvwvWJcXBzIK7QGCnlrR8upxNZ1tJluoTOgmpiCjnZCqztprZt/aHIVtJ2xpyMtlJ3nr796+IKFg6c8dfucxhuvGzGlT89rVm5dfvvImxt61Nw8pKKGmHssmBktzovM3JKfv3FNv9pI7bVNPWN3TJg7OdWwOLdwYHOokMZVVoNvO43trdfzjNWqVwZbgmRCztwcsjK7JZus8mz2kCbHPAdZZd9sJ0UqLuAxE1dd2OUK+eMma8Bg8gbA3z2kxy2gU7pCSsugLof6HChaK0+qYn0IU5leOy5Xn5RGnnvng9G7/nDL7PuvrRt195+UqdunVVy3buod03osY3v/8fU7Us8vqrlm76zbk88vutRn/M5XmzduG3cnbLcDualQnmVrQB7jmp3nOCpqJzEBcy7qE43BnfAd5nkJmnYYhADFT8d1SmOQt3ROwaILX4+KYIjOktONFf7b4cOj3lib/+g/By1nGqoTBQfLNw5OxwDoNKkaoFMJmqAV93RjPt+ZT4rzsS8ug66awl/LE16WcZkj7nTifOR0OIrVAO+B17cWx5GRkqeOjn1Ub0La2NclopGomhn+RBHuw9T0YapidHq+QoTCarquFtBJYQWFEYLMw5emGWuXtG66fm+jz1Uxorpq5jjNeqQas69P25YoC/UeO3VudOoNo0tksq969do1NdHRgwYX+6qL3P7eU+ptx14oGTG/T3zGyN7REkdBfWWxTc9LWFKzWCfbG7SxcvnB1DokHkLZ+nBWpeeKhFKr2R56rt6E7tKGGQSBKj1AUieNKK30VrN4MiAiY5Nxj5EUGoHWB0z4XhO+yYSXmfBsEx5kwoUmbFrF4IngRBGCFsBNPNdGntEkmeHjmK5wTEfok9MqaMo4GGpKoihg7wwXWaLpP/U/dCdFGlcsqdrzquSuAka76+TZ4Nmr+q5M/j61Gre0MtddWrM/tZoUkkHJk3q/q1Pz2Hq2EPqtXj6QupH22wYtSvcbrj8CcrGRO2XlkeUnen7n5c/Zdfp5Qj/PrF8N57J+P7i7TCV3ShWQ8TKNTtPPMmsnwz0m/TyzfjCcK/r5cri+GOwhj8xuep5Z5xXOVf36KTjfD8+ENjjoeSaGTNuQqTX8hDsAvmBPNAY9qc2dPwpvHIpXDMXLc/HcXLwiiFfn4Hk5uDYbF1lxnYqLVYwG98A9qqt9o932Mb1c7tEGd4O7yc24R2OOGz3adFVecX7+4GI/DFd+ntvl6mEv66Vpkr+smBldPbwMwC+N18T1/JzOzcnKSkv0bCVA2/YMU0epSk7QgVJOc+nQWyLapRDoTzBE1Zo+MxKUAktFT19AJcP3fZg03/MCozCgJmArKJzD7iN6FSMXOCczFQs3PjT79x+7es64+8yWF/5aJsq+wUvHTd25dFzgUMmKh/649fpDzVWqudbus4vmmQWLN+4cPnH9hKpsMThw4bDJx/YutkcGBPIKRsYLn32qvnnOpCHVFldULRsdqmvqEwgNWz62ZPEjC2KRKbdNrl7XkPpp6u0LRgWKBpI/Gj0ej2wqrdX69c0pH1bti82+82p9LI4DFvoXjEUhiqIWbdLcypWVLZVMz/Kh5WRzHr4lgFcEcGEAt/jxCj+eYMWNFlxnwnUCnk3w7YV4cuHaQjKkEIcLMahlj724qDTszSmmK/ihwqKg18tFysxMbhkn6oqWou401SsrqddYGdFF5UoyJzAlMVW81k5VQoSggjtJiYOZpWUVwt1avuLeV6/f+PH9Tat+j/0Hbjm7bQgjmo2/PM9xva7dPXn8luZJBZeOMVtY9ljr5Cd2NOP90x5a3m/0nnPbX8djvr91yK2vrfNU9x9X4++ZNXvv/OrIxBtG4/m+Wu/R53utPJrWoXR9nz/oayE2a319gYAPETsiNWQwAaWAlFyLbDSpdLUpxWxXzA3mVWZSZK4zE5cZmxWrxUKEMp+LUc0kYEIK8OHp06epWqf/2wKAGEoBXbHTsgPutAVYHhREIpM/Dto6uyowNGIV7cZmbL9Wk3X/7pva1g93PnEK1x4rNxQvvPHOkTMeXtHPpBxjhtYv7N2yasKOF+deOs+d/FN0Qt/84ql7m6PX9bv0RNoWiZXQr97ouDa/xohLysp85RX28oqK8nKkmGxWM12lR7XYVcsKC26w4CILeDjYoqrI75vga/ERX6/evdPUmEfwRIJr6FpG8OReFTVlJb68PI/dZiNimcdjtZCycmRWe1M5PP3+afV9IAFIXqUudhE9cw5s0UkLXJmgF9xp/kiTh0Yh08avI7eeSFMnI4DdyePqTqbQFXcxv7Qqat7AOf2WP7mqk2yF196wrWHETTP7GQ3V12++a0TTnXPrFPOxU62KJW/QnP7Ln6C3MkP7NscGTu+dfQVF/QMXj+5/7fBw0ZS7F1atGXwJbtOW1/W/uldW+rY0D7Ve/oKvAF8/gJZqfVZJmyXSwgN3KD46mc0oW1TTBNNcEzG56Aw2Xy4ixOcL2CmzKSYUIB1c5DKrlIDRSJp7KCvhDD3SjJPQdRjlJLfaQaUEZqjwpIupafagJtQhYdU1NjKoOxOl3vgVE3EnLx3LsNEL85jg/2vu2sOjqq79Wfs8Zs4588rMmWcymZlMnmSSkAx5THhkeOTBKwhCwiuCQEgICI1AAsQHBZIIWJFaraIi+lG8VytqiAiprY+b1tvaar299rPt/Wx7b2392qKF9vOzwkzu2vvMJAFt/y4Zvi+Z2efM3muv/Vu/tfZa+3zeMFmNeJrDOvZntCFnWRxjUbyAU1UFCBEliReEbFnRZFkpRjiQqQkW5JBk5JUQAk9dYhRfzGAi7g6yzrLJrShjGkH3vQxhtI+h6qgjDDnk3rzfXfpdXmJ33oeXfi+OnL361Nmzwi1Mtms4TspiZ7wMxBcoCmc0GNkXK0ajCym4rKDvqhDI5hQN23CCiRgkXuL5bEHUBLFIPCwSD91olfMNdFNVEgkPnJBeqOiito2yZZpSw5SkB4tt3OuDYqrbbVH6BztBnVIzoMrIQwhE96eJbzz8Bkx742F+OVivHSLvJYrFkUQJ+VnCn6oT7xFmcRr6lvfG1/TmQ49nwENaPR0e0m+FAiscNUHEBIoJVDVTParyRQqoSqZCWgAcdns4Q9MyOLpIM9ZpOzRi00DTIs6gDYfi0BR7hpQbsBh8AaIyAEbcGaXwS+luG7p0NAdusqZM/KN5k4z8CnrhKC0GZ+ibWkkCbzvxzKKv3lJZNH/jzrviP2jPG/7108mpjmjLvAUHbq0J160on7GhOZZvPzEU2/5U14YXH9qzouTVp6/+Ek6VdrbWtp34fmfdxvq86PJtu27nyNjvkp0kX69d5ObGc4mAC9VgCEucJoEocTHpMBJVmihvkASRgMQjF6GD+QDZF6S0flQfyCBN4dOrpKqjWVAznHwTNg5HhpOd4nc/nysN/JjqTD3qwW1MZ/rj83WdiaZ0ZlxhotcpDC9JYVHQRFGYL0IN6kuZsE4gAjGALEkijWYLShrbaUSJodmg7Z/ozJeqTBT4oR8nD91+DqqGXyWuPyReIZmJD3EV7oc/JcaYvu8Yu8Jk5ebq4wWyolCnxqVpLpe2wAUupLf0KTN/0XjN7UKGKgU0xayms5OosLrH11uFTkVT6FBVzU5BSOFCFGqNSqjYXuRWp6zOii2M2F2m3w7DxvAsf2iKyD+myv5pjUWVPbUCzTe+G8nET8USxICWeIkiy6rRwBkQBQwcFwZJA5D2SCCBwPM0IknUiGiQjDixoLBppBSazeMkNLCNjtom+DK6OzQrmjFmKB8afd3/es1Qzff83+NPHAVj8jN934bLT7ayvOcK7pF4a+1UaM2GBnz5W/ykyQVZPl/YW655PW6uotzb6gXv9nKwIbUsN04rChbm5RlVszlsVDQjVQmam1teEsgKWn1eVZGKCs0ZASNHUrJ8u4JNNv5G+z3JNWN0so2pJD253fKFFZZeWpNykklqz3Mclt3p92mW8sz2pkKWp9zUVLv9lgVud9b6l37hXHjHub6F/RtrBf7Z9Rtnd6+eY3/t/bw5q6L1T9Lk5ZbSGXOnLNpSV3MY3rr62Yan99aH6jsaHdkZgcwZi0ML+1bpftI+5OpdqEs5XBW3M76ovxJ6KqGjEg4HoMbf6Sd7sw5nkQVZkOsApwNc9nw72WWEdiMsN0KDEYwVR3Mgp47jbHWFhTUVdb6SoFFVc4Rw0GlmvmNZNOVdX6oou9SGLtINdA+QIrOKCZ3mpTGnDmACagglfkLXv918sKN5ZqlW89Cmmw+tLV/6jXfuXv/ottrMWRvvf+2O7uSF+gMbZ+TMaokuuWdTLKdurThyrPH2dUvqZ4dK50TX9S/tefexNTO2P7qu+esPfPNbL29Z//nrM7Y+uGr6ylr/tPWHl9dubCr6V7Bl/3JrG/23VF05+m9Tqc6MXURILBK6Eamd3JH4XKvFoaC/4xAcghAVJU2URFH6mgR9EnThmjcQo4wyA4RTg4bXcByaJp5EjFaL4hAkpxORAD33YQE4URm3uWV2d2w0BQlpdiwy/sf8as91byK2xihC8CGKoSqU8pXIcJAfF71Rk7Rd/Ak593bFVEmWBEHV3Nmub0NDckToTuyESF5l8RRfVnFJZX7yl+w5Cc04ts04NjsX4CLI92cdCcOW8N4wuccNtuCTXtjvvd9LvF4+yHH5kJ8vl0YcgWAgGAwz66GUyXUykTlHJBKRAxEFXfNzwQgalLT3ExsHi3Gj0BZFH7QtFX0C/YDOcMgR0ulrXtrmFgMfSq+JEL9949r5+8+2JxJX4D9bD66M3Jk4+9cZXUtKw9NvKvn8LNhv2TPP66td3zDGkRWZ+9paD60uFbrz69fFbu8vziiYU1EyLdNw7Z3cWEM4N1bo1LHzzrGPhR8LB7kibl+8CT26TTmwIgcacqDVD66sliyyzwMDdujPgL1m2IovE2hBpxM5bZGtiBQVFQeCnGJTiMIVac4i/Mn1Baw0kpQbENWUBMZjtzoHod739d7fuPNHjwpBIm8o5dMQwPBQuKtg08Fvde4Yvnve5pc+O97xzc3TTcNy7oyVM7uev6O+ePHW+OzudYv8cOvSwxuqZ98xdPsDiZGu8lV9C4IlzbHQsvu/v7Olb2l+fv2GGQz/luB8v4PzbeK83G3xhrUumO+CVTbYJR+SSZ7cLpPdxn4j6RBggIdeHjbxIAX1clyHKdOL1sLEaSaO02PX5ohJ8UY4FpBhccW267j5dUMFfYItIIQRFsYnGWbD4N7XBxpXvpj87Plk/H8+PPJGXyyyvG/JJaF75p4Xdz/y6bNrT87bf767aU9ruT5vVGfP4hhUbk28GKFJpc8csalIGMGcCvWHWYiRlEEdIHmKyDKIEUKVU4nAhHJ+mW5G0xBWBI7xZyPwv7i2+wq/PSexaA4ZzEnsXUDeFbpPJd86lTyd6s9W7I+MXGAKJ8tCBvJpHpDQqZS6ARIpg1EzGI308UrEQCKiaICIEbszJBkYH/hHvWHdoWjKuhF2hIT5iWNziT8n8X9bR67wxfy7yTdPJY343VQu+8Y+Fk2oz/nIrBfXB6AqAF0uWOOCLiesVqFTgVUKeBTolGAVvkTIy83159iDDkc4H2lLTljLCYc5tG85hf6gDY2dIz8SDvOegBmV+qWcYIDjKfZe0mNKibfTSj2JDOihpes1PI8dHjQR3phQccRpup8SEu4bSF49uuuVgaYt3wX+0e1P7phjed4Uaexo7BnZP+/bJ0eeL0yeySGmEy0tc/d9u+sBIK9un9rS25hbtqjKv/z4Gzse//f2kdPjujHGdGNvfBaRFZXyMUUDZacCNTRKAza6kyyaeaNBMAhCmAH47ThJekmWUY4QnhdVhYL0C9eB9CiF6RRGt92oNilviT1WI0TT1cIOlromWC7sSAztGLk8sp40r79AlMSnQncyBm/qfYW/Y195Lhr38LSjVGldBJ0ySKkuT5V2KM0aYeKL2LdEwYg3xjsAN2XsY/4R/M3DxePuexzgAQg73ZrT7XY6faolqBg9brzVy4rqzAgAhadoglE6oK41nbTxIAOkIn51MNmLJn9zLew42PzgY+azotiwsKqxNFN56jvQ1Xl8ddGBvVUzHZ4pjsaGvPiKqeRz7M8SWq/A5uF4vL4XdUmWowqvKbysDOJKVXig/oaqcZxKVPquQgRWFyyajfz4vKQmReHFL06HPTY6vmKAHcCH82CP4YKhPFQYHaQslDob0MacEE+xQHO+2pjvYWDzg86HUP3fyfc+uPnClQu7yaN/TzxPwieTfWgr3yeFyWx9HPwGHIfIzYj7RHZmFF6M/ZsMMGyWzgkpaBm9EQZ1MEF14OMJ6+WRdxDUu6+VjWOZ+HO8v5P7OH7ssAZbNSjU4HE7aHZ7VE+AfkCFARV6VdDUXJWIKnzdDEjbGfUQpT3iPSLpYh6aVwRFhEcE2CVAiwCCzSqiW0l6neBMK1cr6SWErGNl2G6atKebcYQGpU4GGd0+YjdbbUbZqanUmJ83iihzWZd5ahG4qU2vSMetdLmnFgQgVcHP0yt/UPcD4It/6f4NhPkwnQhHNrijs6AaosKHZ1+TEn8+ep8wevby33fJEhD7tDC89Dl/9Npu/rFrm3BqXNM2BAMdM8gH6fV+lenZUHxzDUCr2qGSfg56OWjnIL36QelRBhQyh/KySgMUGMBJS5sAjUeUgEYIZEA3PVsNKDQQPq1/jeO4QHijzMv/EBdiKSN/g1jS3DS9OXK9CNpCTAIOejp9VFCGkxuE8y9cHoKTwvkhfvW1M6glZ/jVut/SN3ZJdCG2O7li7kB8bdeUfVPImimwuqir6EgRvyoXlgehPbA70B/glwdgRXZ7NkF3r8UDmzSo0ho0gnR4qwIxZb5CPDxksmMKiMFQkhHcUXCsgNhoQDuQo5oCroldwra2G/cJxzG9YpYw2VtxpHbA0lSG3N3Q13lzLFByc++Ctc8caI4s2/Onr1wcWBC5uffBFzf1vnKgYcvLnw4WL+roPTB7cd+KkiVf+4/dDftWT+Ovzbvr3I61z53YvzY6/+D57cc/O9/Bxk/n+QjOswV5y8p4RY9xwEikoM1xPyUmlkyT1Wum5MTCaRauB/WizFJnIRZrxGTymi2TOArF8EtfhuB0kGmKQglnWE/PYBQlDk/veKJ96qyvvnk4+dGaEai+duZkQcO62EdCd8XKPQ3L7u2oTbaQBd3bps3Jt3Dj/f0Z9teFvPqueN1e72Ev4alP4NQ4p8Mpc5w1aMuEzEwlZHQH5IAshxVVU1SVHolEFCfnjtgdDh6MRiUQUanK0WWYUjlqfhHpMqJso/QLrAFJJj0kbTxoHOZLeWTTaJVYaokVObdbf1JYfjgk3P3eA76KGQvLn9oycoWYv/vD938EdS35iW/B9CfObN+TfAGqqxqLM5I2ofvowcef8wqe9mZo3tzR1Kift4McehbqZYz7Tnx3QzVUV0N+NfSVwZFcOBiCXSFoCW0OkV1u2O2CQSMc5iHfWmVtsPJWRQsWxNCt6IqAGlkTIRGuwFZACgrKpweC2dlKcEc53FIOZeV15UvK+fIYPVmSoNhEa1V2IJAT8UYg4hUDVZRw5wS8acLdpm9uxVhQgi7JtvEtrzYEJrqZT1vdQMInSLc7m0875gUsR0cnqgXoY03TH/nHD0JmbHV81pbFEf+crsXLjmyonrt/pHf/C9srpWHxieMNOxYXZs7d2dp2aEXh4kPPb3jrhyIfqFhcmemJzMgLTYvk2uyRxs5FzQO31lS137fS1HdnsKqpIK+mJM/hqF20vvamfcumPPcsyvZZ1KGjzO9cEM+T4uJNiEMiSxMjJExTcwVhCb+OJxxv41G5hAiFpiHCM7LAeEraPFLfGFltm84lURGQc21J9v30wk+Td+fw3+PfvVbGv3uKzucBnM9f4XeGuI3x0qYsCCGPSAXmsy1hR0ZG2GbRbDaL0Qa2JZZjFqIfPRoKZtgovch2+AIWMEy46KN6N1JAmNrsmUQ1xAkfnZ+044V4uEQNTGvuOb193xNrcy3qwQv9qsVZuXJux8GlEdvRV+DXlTt3bFwYqVyzb15FxzTSmbhv6urC4oZoVvnqOxeR++lYBlB+H+BYrOjXzlRUs0sCgwTVQqNA0DWO0ud0IdcjZqs1SjPuqGk/BNAOu9Gk1yEFk8yqIhCrQB8K/cIQPRW97joLiJBeNkF9B9PInkGdc5oXjnaNdzK7JnyQiP/gv0aO8iJPiDXshr8K3VePIb7/wJkTCmnhefl8rc4HnuI46VXscx73Vnz3QgG8aMezfFlRIqCVEvJ89T7i8+5Bu5GXF02VecgumahutOded1SVNVVFcIF+gM3QA6SARh8VL3QS8BJTgc1iiZpNmtlkNversFntQfZlCtvcWbIgmfJ8FjPnpVijEjBNmLfUiHHAFWXjvCamWzQ9NmGjlcQwyb7RsJAn/a4ujVKoDqNqMLm4JLpxRU8az0aSaWAykl5N/PyZJegwCVLYnaw/X/eiDc0uEb1ZmUY4+IuZAmo4L9hK/HATFR7fWRnLsM4vu3YKKUF02aH8jOl1tTbyt8T6wlXL5tin9swmv+Fg7CHUgdcYPzgUb0aiaeCMMi4hEceLcuElaJLhqgyFco3cJD8sX5Dflz+SDTKv8FFBRvYlG2hKIJKF8XCOYJYkwaDIkg7KvDAhKBoRY+fMsoHTXZJxyXTrCaKIxcDqB2jc+/K7nyTrf0OWJd/70Tvw4HuJ38PPkiVkOfEn18LpxIf6M2XxC//I7N6e+GxK00xGSYrSuLyAWGDC6Uyp7gBAL53rFDLUCE3CHuEeAfmj0aQIIPIWiRMn4cPErKYVt8JzozZnQIxNHiIGmyo30+U/Jh7bPLI5+cbbZ7Sg4qitgEacga8kA/Bbcn/yePGisL+xBm5D2dO4WSuLLW2OlxsEs0CEqGrWVLNAi0bq7GC3E21nBizPgMoMyDCbiWw0spWnGiIyFS/JiNDMIepxsqhzNJW20NamwzvdSR0UqIix05RlVwOCBytcpw/AQZ9537W6MHk/WFrlTCDSbclJaJ6o0+si/3uGnM4uKrWfOpVodpXYXVSGlcj1b8X+mtFi13NmM1hVg0lBR9EkC6IEMsIGKLwiywaTKRXkb0Y8YXH+W6m/r3sDtBALuSIPjCqeM6XdArteamv7CQvytbFxTIpdUgVJec/oLUzKrubrEtbltwW33TXSDnnB5K8WkGq4d/o3ppOlydCpB59IPkVzThg/lGR7vpKqnYB96Lu44grhImUuV5xA5CIZ0nM2K8fGxi4ml9GYJrZP1+m3p+rvQznATdTfsxgZu28qFxS26/dFl7PEao0DTJl8X64Z73uW3Tdd1/8p3shyEdXh9LDHw7Fb03ZIkm4S/4Dtpuq16cOpuwoCIXhXYeKurB+M57N+VN7YD5NVUvEK03X9YLxEUrB9bSqHdYy7SW9fO7OqCtvXXi8Pqqvs/rNT7S+n7+9wyQq2d3yxvfjRePuPuVfT9/+y9lzJ2CfkOfIXVtN+21i/XrOuTtSdP47yWEs+cRiAHxtIhGnNOtV8VrOOeE7OsM+Ese4bPssd+ws5Sy7jZ+JYXyKPfpavTrruYfIJq5NfOnaIfSe7MPWdIbz2BfJrViffNTZAr81MX1uFn10gl1md/F78jF6bMam/OTieE2w8f4A2HA+rk7erep08reVJLqM5TygfTdcDPp7Sr7ZbJuvXy9juCmvnTOlhLNVu3jxRnGjHclJoDrPi0ueHLEOMYfIO5brdKO/QeA5zJa7l7LErZKE4gpzx2fgWuq8QyIRsd1Ym+D1en+b3uHxatjv7pB+O+SHbX+q/y89b/eD3Zzp9mo/LBGTmYZ+m+XzaMz542Ae9PnD5wKd5uvUDkN1att/j9uOPlOn74s7EpLVOY906ZqV3Ry2jNvzPYJa+q6/86D/avaiD8ZKCL9nFCD8Ueujx4TuezDn1JbsZp7ed3EZ+k7i46/FdVIbbcG320DM3lKzU2ryUknVVteaYkHVKdnZJreG4/we8tsVLAAB4nGNgZGBgYGdgmKUg8zWe3+YrgzwHAwjc63HthNF/X/wL5DRiV2dgYuAAYiAAAECLC7MAeJxjYGRgYFf/F8jAwBn298Vfb04jhhQGUQYkwB0MAItIBh0AeJztms9rE0EUx7+zOxtbUVFB1IOCPygiSKnQQA6CYu0xKR7SNrHoIYiUlihLRSvV4sEfiMVakCqIWDxoqieFtv7ASqn5E3oQTwpKDeixB+36nc0WYiKy1lQovA98eTPz3rw3O7O7p7EKaAKxclTMt0+snDdkb0GB/Qb2j9KetmLesHYxqF1VT3uGOkl1UAPUKGN6nKQ34yTR7uSRpj2iP6AjEkO+6EOacYcjOaToz3D8Bcfa2D5Ge4OxHttv2Z5fcV2B9ivH9nJOimrSgEvbRXUyn6nbaMZVHvtU3quhv5ntKPMf9ONdZLTrfeH6zdw455j5/WyPsM49WlC7gvydZo6/Dsb6dY0vsCa/uuPvzUOqnxqi7lPP9Bscj0DB38OYL9eaURtQhrqs9EKbtW6X+vRjjJf2ub7nVJIT/LPhvr5m3tXFGt6V8tz/G7O31cxn5VSqmvn+Fb4338PEqeSPz9Wsa76J343z7PsqxnJq4Nc+9hvLs9nE76BuMfWZcyPzDFOPwsSb99R8l4upJQiCIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAjLn/nJsv44NUa9CvrTS70C7eKsvR6tugW2bsY69newHaV9EPhvBnbQ3oxrJXf/evy7f+cxGfj9O23ONDKRVRhz5tBWm0Qr7VPb8grOAaSDuC6V9z7aczhkrUTWjFktuMDxOqrX9E288Zm7ffqUN6GvIq6n0Kc/IaGzbNcg7tSjV39DXM0ibrvYzZiE/RIJJ09/gf4GnNPdiPs133Gsm8+0FqP6PS7qE7gUaceIznq3dBefYY03sbAfzNG4FPts1hM21n/mqco7XxVx2eLzhcXs1R/zFcLlM3v5N3XDYs6h9CyE6mDlsIe6S9VSOwO7jYoG/u1hc5nvO0yc+QdUzOU/IfyqqwP/I1urkcf8t5a6hiAsX34C8RjGJAB4nGNgYNCBwgyGNYwijAGMeYwdjOuYlJiamDmYp7C4sDxizWOdwcbFto3djH0LhxLHIU4pzm1cTNxRPCY8O3hNeF/xreIX4G/jfydwTTBD8JnQDGE/4UMiXiKPRHPEPMT+iK+SMJNkk5wiVSUtJd0lYydzTXaSHJPcGnkR+UsKbgrHFG4pvFPkUFRQtFCMUCxS7FFcovhA8YXiDyUOJTElNSUzZSflGjA8onwHBlXUwPAYFH6DQNUKNRa1GrUa9QT1RUD4hGL4hziooUcl6IUF1hAJpyCgJhccakFhDBBe0YrBAzdoi2lPwAJXaB8YhaNwFI7CUTgKR+EoHIWjcBSOwlE4CkfhKByFAwd12KAwQGeFLg8QFpEMz+mx6RXpNem90/unzwaEfEAopq+gr6FvoG+h76DvAYQB+gEGYgYrDEUMTxlZGFUYXTO6ZhxlPMn4g4kVENaZipnOA8J7ZhpmBmbzzGXMp5n/sHCwaLFks4yxbLI8ZaVnFWf1z7rI+pONFxDus82xXWbHY5dmz2efZ3/GQQUMm0iAs7DCdQ7HMOAtHPATKnTkwgKVSIBWjkFDBiY5FjjWOfY4znFc5bgLCE9hhfewwE8w6MRFNpxCBFyBAjeMwlE4kiEAL54l+wAAAQAADNIAgAAQAGYAAwACABAALwBWAAACkAJNAAIAAXictRlNbyRHtZwZ7242u0kklhBir7ckUNaGXtubHDbZ5UB7pu3p7Hhm6BmvY3GIeqZrPL1udzfdPTtyLogDB/gLOYRrFCSE4II4cuCQE0QIIcSBKwhxyAEJOPDeq6r+GH9odyXW6+5Xr16973qvuswYa9XGbIHRv4VXXuAKXmCLtW8p+AV2qdZTcI2t1T5VcJ1dq/1TwYvsWv01BV9iL9UfKPgyu1vX9FfY64uvKPhFZi3+UsHXL1+98SpwXqjXQNbLS0sKrrM3lr5J8CLhdxSM+H2CLwH+2lKq4Dp7fekHBF8m/EcKRvwnBF8h/G8UjPjfEfwiGLlC1iG8wK7WNhUM9LUtBdeYU9tXMKyt/UHBiwD/V8GX2Gv1ryn4MhvWdxR8hW3W/6LgF9mPF1cVfP3lG4v/Jvgq2fh3BaON/yH4JcDfWP6KguuML98h+BrgX13uKrjOlpddgl8G/JXl7yu4Dmt/RPCryH/5YwUD/+WfEfwlwn+mYMT/meAbaPvyvxQM9t5cJPjLSH/zloKB/uYGwa8R/qGCEf9dgr+KfG7OFIx8fkjwEtF/rGCkl/rcJPrPFIz0fyL4FuG/UDDgVxYI/jryWVlSMPBZkTnzDcLvKBjxMnZ3kM9KqmDkQzlzhfy/8pGCkf5Tgsmuld8qGPF/RPiapP9CwYC/VSOY4nLrloIhLrfusk8YZ2+xTXaX3QNowCZMwHuXRSyE34ydsJgwDRglAOPTBbxPFOswY7IAfjhzAHcI6zOW0kjAWwD1E3h6RHmdXaXfFmCGMCPYDLBdkhCCbC2rDRJOgP8UeHHgHQFfn40AHgEcw1ySy+K5BZvsbYDezEf3mEF6uMAhBloOcl2QgzxG7EjRvgejCWBxdgp6prld6AufbAnO1WdM/uBsC8ZDmEGsS96o2ij5RMpSTlKmMDsie3E0Bt4zWJsQZgpUHnmPA17HxAad0Ds+rQvJvw9ovSAKwY5BJnrboydXGmlaTvgUMOi/OI9iYQfOZ6CFDytT8AL7hL+1efceH0wE343CKDuJBW9ESRwlbuZH4To3g4A7/uEkS7kjUpE8Ed46v371+tWWGCZixruxCAe4qu2eRNOMB9GhP+KjKD5JcBVHAZtv8zfxdc/gjhvEE95yw1E0OgLse9Ek5K2pl6KswcRPeVDmM44SvuUPA3/kBlxJBJoIhPI0miYjAa9xNnMTwaehJxKeoSX2gLf9kQhT8YCnQnBxPBSeJzweSCz3RDpK/BhNJBmeyFw/SMEhJvkOY8zMxHfhZZPHpKeZnbnAg53aQPdLC+XmOIQgBxRwXmHB2Sqs9ilIUZ4aa8BS+f8+yQVvH04DN+FSIl/d9UdJhMausYqsinpyqVbyEWVYmmfBPYg47hz2SCQpmn5vfXOzzO00L82qLFEmu0upi8XCo8RES49oE4yfq9Ao3SG6Ls8S1xPHbnLEo/H5ucmeWQo7j9fpgPJSvWoSkxkwCSGsWNHG8OOr3X2HAh7BzvTJyx2amQAGw59SleqREgnN+OS6PjyLKoAOvcveZe9AbcsTgdO+aibuzA8PeXc8huTld7gTDf2Qd/zRJArc1OA9N0v8ke/yvktbIOV3330H2ZxKMqwkU7ApphDLCjImuzOqiAdUtTgF84SqlKwqWV4pNTXiIqrXWM/QNkF2ekQXq4pqUJqEJCcm6+XakeIi1Ngl3jF54hioMprDVUPSQ1fI+WqXqRWy9ianMOPcBiMfF9X2tHdiGnuwZgRjQ1Ve7HBSrpHLmbdARn5GfhpRLzrLZzNlqU9dKqB+pHvnvO9xTUDQKtCvVar/2dylDs/r23Jv0XmeUDfReas30VkWaOmn9XpQygG0RNqSkTy9PRPqRyeUPxF4KaQe7J5rqcw9t5JVspdG6imtkjB29Vj1dtRWR1PzQUo8QVyUo/IcFKrIFNz1DvGVlxM6bfhUCzIVW30q0sVqTJUhIEu1p6uZbVB0XII9lQunzwnzu2GVzkto6322AT+CyirKOKLTgKDIuoBDLx0ChZ7bUDw/mDt7rKkdXFSMNPea1uZZTndPeZriy3M82poHv5ln9GPAyVjpzBF0Eg3UKazI8ItOiDozzz8l6uj18h2UljqqjLvMBqHkHVJOhyr+BtmdqBOcrEFYIVyKgYy1zmeZX7HqCFIC9hV5YgvzbHFZcVKer2v/h3jkXnLJ9kj1MF1HPMJMwTdyrxTtllOXDFTerGodz48vw75YOStDxNdKPvKo2wSVenPaxgv4URX2aZ2mPrvKGXNVTvt+fjV6TdbVst1ar+I7ptg5RUfSMTSo7kckZZyPRSlDsH7JCKXArei0Uush6SJUx5rmsSzXExnDDRXxlHZKkOug93Y1l57eq+VOL60sd5xqTheemJEfj58zjror4HdWqDwjShp49ESZhV8eA8Wo1EOyC2qy7AAeWaA73/1T1dwFrhFVnrO/XuWZUnecwke6qxV+KteV6qqU6oWM11DZfnb/dc+JapJ7IKVMDYm73EmyC5e7+/NmQbnXtZhFFF22DaN96J4OYWzA4XnYgZlHMGoCtgmY20DRV/O3KWL71JNaQLdH/U7ycODZgfEB1bptxmmMo4dA3wFeuNZi75MMC7j1idIh3ruAbcPbUnS4ogGYPRgjvEPVUMrrwCr5PW6r/ig1HQCe5xZWtbJJotZsF0YO8G+pWRN428QP9Uf52wR3cj23laYm+Qg5I88GaNSmEWL34N0Duj7JN8lmqW2HbNiGeWmLRRqg5HVlq6RD/zxSMxgj1K8NP4VVJvmgRdoU/mvAuweaI/8dmB1Qp+jCyiZZ2ifvWcpnaG2bRoVVMlINsga9ij5oArwLvzu57xx6Sl2cEreq7/ZpvqCS9pnq2SDPdWkko9Gg0YBihbOGiqVDdsxL3adMtIjKJIv7eYZsU/ZK7XV2ShndkiZSHsa2rIvOan7BHpFc9PyeivRpv6DXTfIJ6tXPJZ/HGb6Y81sEnk7jOPCFx8dRmK3zg2jKj90TPk0Fz/AeBtE8i/goEW4mDO75aRy4JwZ3Q4/HiQ+zIyAR8HZTHovk2M8yYDc8oTsYfdOSwUTKo0QDY5Rg4JtuanJ14iTypqPM4HjHBGsNXKMFwPfubAIfvCXNZiDUD0fB1MMLKa19FAYnfNVfkzc+JXLgcJG28oIIP7MTkeLnNF4KFAJwec7rAXlg1QcpmTjGG4TEB6leNAuDyPWq3nOlq0SC5kQgCp7TLJ5m3BNoJtJMRBBXPbrOzfBEkWNAgCH4Z+IPfdB5HW/f8CJjHAVBRHcDytkGH7opaBuF+TWYDsPqJMvi+xsbIlyf+Ud+LDzfXY+Sww0cbQDlB+rCbA0CTImRomrI5uwbvrNu5n6vKNpI8Tk6+nEEVqFzxBMRRLF0ePUOEJ1ZuQVE83oYoJTuqMB2cIOAdYeJC97xDD5OhMAMGk3c5BCsRj+DvyCqwIBHw8z1Q3SLS/eQOtee3g5UyU3TaOS7mCNeNJoeQ1RceV3oB+CbVeRYsZf31UXk52ukkSfwNktG4kw6PvOzCaJLKWeolEPt9XTgQ65K2cgrkZexIIE2Elpo8OPI88f4FuSQeAoGpRPatMB6OMUNnCJS5QlYuAGGpyIIkANGW3npTFXlpgeRcuMoT5MSs0l0fIGNuBWmSQjKCGLgRTyNSJfHYpTpFCsyGTaA59Pmu6/T3B1GT0TpRjmMMtw4pBFutbjIFTWVTlywaygq+9ctmZqgAmkG6YRXjrCF5Xa/yAVy17Us3u9uD/ZNx+J2n/ec7iO7aTX5bbMP49sG37cHre7egAOFY3YGB7y7zc3OAX9od5oGt97vOVa/z7sOt3d7bdsCnN1ptPeadmeHb8G6TnfA2zbsR2A66HIUqFjZVh+Z7VpOowVDc8tu24MDg2/bgw7y3AamJu+ZzsBu7LVNh/f2nF63b4H4JrDt2J1tB6RYu1ZnsA5SAcetRzDg/ZbZbpMocw+0d0i/Rrd34Ng7rQFvddtNC5BbFmhmbrUtKQqMarRNe9fgTXPX3LFoVRe4OESmtNtvWYQCeSb8bwzsbgfNaHQ7AweGBljpDPKl+3bfMrjp2H10yLbTBfboTljRJSawrmNJLuhqXokIkOB4r28VujQtsw28+ri4TAy9sEGfDnjofgIH2Ood9/zcEY0/ZP84g3Z+7qi09ixKPfPwXLrKTO0ntV/Xflr7Re1XtZ9X6eZmnsWesoSIPnGmF+hQUBR/IfgejAU7728Rera58B0YZ3N0BVbe02sp8zpX5wobBHx2nGefnHtK3+ajE/qIOZtSz6F1f1Wf1vO6zs3V36g36t+um/V36m9VKedmHl6QV/NzT2nTwmYehaMq3dxMj0ULLl2bhafsmZ8L6YPWZ38jqEo7P2eBlA/pI3PeourMs+TrM/j+mfk+Qz7/D0rYFzIAeJxt3FWwZNe5bes1GVPMzAyVfUwUMzMzMzMzM9piZpZsoS1mZlvMssWyxWhZ59yz99/y5daDckRV5egrFPGNpxY15o+N/f7d2Nhvv46dNfb/86t86f/+xxvzx4KxYqwcG4yNPzbB2IRjE41NPDbJ2KRjk41NPjbF2JRj047NMjbr2Oxjc4zNOTbX2Dxj843NPzZubDimMTdWjzVj7Vg31o8tMLbQ2MJjS40tPbbM2LJjy40tP7bC2IpjK42tPLbK2Kpjq42tPrbG2Jpja4+tM7bu2Hpj649tMLbR2Mae7wVe6EVe7CVe6mVe7hVe6Q288bzxvQm8Cb2JvIm9SbxJvcm8yb0pvCm9qbypvWm8ab3pvOm9GbwZvZm8mb1ZvFm92bzZvTm8Ob25vLm9ebx5vfm8+b1x3tCT57zKq73Ga73O670FvAW9hbyFvUW8Rb3FvMW9JbwlvaW8pb1lvGW95bzlvRW8Fb2VvJW9VbxVvdW81b01vDW9tby1vXW8db31vPW9DbwNvY28jb1NvE29zbzNvS28Lb2tvK29bbxtve287b0dvB29nbydvV28Xb3dvN29Pbw9vb28vb19vH29/bz9vQO8A72DvIO9Q7xDvcO8w70jvCO9o7yjvWO8Y73jvOO9E7wTvZO8k71TvFO907zTvTO8M70/eH/0zvLO9s7xzvXO8873LvAu9C7yLvYu8S71LvMu967wrvSu8q72rvGu9a7zrvdu8G70bvJu9m7x/uT92bvVu8273bvDu9O7y/uL91fvbu8e717vPu9+7wHvQe8h72HvEe9R7zHvce8J70nvKe9p7xnvWe8573nvBe9F7yXvZe9v3t+9V7xXvde81703vDe9t7y3vXe8d733vPe9D7wPvX94//Q+8j72PvE+9T7zPve+8L70/uX92/vK+9r7xvvW+8773vvB+9H7yfvZ+8X71fuP95v3X+93f8z3fN8P/NCP/NhP/NTP/Nwv/NIf+OP54/sT+BP6E/kT+5P4k/qT+ZP7U/hT+lP5U/vT+NP60/nT+zP4M/oz+TP7s/iz+rP5s/tz+HP6c/lz+/P48/rz+fP74/yhL9/5lV/7jd/6nd/7C/gL+gv5C/uL+Iv6i/mL+0v4S/pL+Uv7y/jL+sv5y/sr+Cv6K/kr+6v4q/qr+av7a/hr+mv5a/vr+Ov66/nr+xv4G/ob+Rv7m/ib+pv5m/tb+Fv6W/lb+9v42/rb+dv7O/g7+jv5O/u7+Lv6u/m7+3v4e/p7+Xv7+/j7+vv5+/sH+Af6B/kH+4f4h/qH+Yf7R/hH+kf5R/vH+Mf6x/nH+yf4J/on+Sf7p/in+qf5p/tn+Gf6f/D/6J/ln+2f45/rn+ef71/gX+hf5F/sX+Jf6l/mX+5f4V/pX+Vf7V/jX+tf51/v3+Df6N/k3+zf4v/J/7N/q3+bf7t/h3+nf5f/F/+v/t3+Pf69/n3+/f4D/oP+Q/7D/iP+o/5j/uP+E/6T/lP+0/4z/rP+c/7z/gv+i/5L/sv+3/y/+6/4r/qv+a/7b/hv+m/5b/vv+O/67/nv+x/4H/r/8P/pf+R/7H/if+p/5n/uf+F/6f/L/7f/lf+1/43/rf+d/73/g/+j/5P/s/+L/6v/H/83/7/+78FY4AV+EARhEAVxkARpkAV5UARlMAjGC8YPJggmDCYKJg4mCSYNJgsmD6YIpgymCqYOpgmmDaYLpg9mCGYMZgpmDmYJZg1mC2YP5gjmDOYK5g7mCeYN5gvmD8YFw0CBC6qgDpqgDbqgDxYIFgwWChYOFgkWDRYLFg+WCJYMlgqWDpYJlg2WC5YPVghWDFYKVg5WCVYNVgtWD9YI1gzWCtYO1gnWDdYL1g82CDYMNgo2DjYJNg02CzYPtgi2DLYKtg62CbYNtgu2D3YIdgx2CnYOdgl2DXYLdg/2CPYM9gr2DvYJ9g32C/YPDggODA4KDg4OCQ4NDgsOD44IjgyOCo4OjgmODY4Ljg9OCE4MTgpODk4JTg1OC04PzgjODP4Q/DE4Kzg7OCc4NzgvOD+4ILgwuCi4OLgkuDS4LLg8uCK4MrgquDq4Jrg2uC64PrghuDG4Kbg5uCX4U/Dn4NbgtuD24I7gzuCu4C/BX4O7g3uCe4P7gvuDB4IHg4eCh4NHgkeDx4LHgyeCJ4OngqeDZ4Jng+eC54MXgheDl4KXg78Ffw9eCV4NXgteD94I3gzeCt4O3gneDd4L3g8+CD4M/hH8M/go+Dj4JPg0+Cz4PPgi+DL4V/Dv4Kvg6+Cb4Nvgu+D74Ifgx+Cn4Ofgl+DX4D/Bb8F/g9/DsdAL/TAIwzAK4zAJ0zAL87AIy3AQjheOH04QThhOFE4cThJOGk4WTh5OEU4ZThVOHU4TThtOF04fzhDOGM4UzhzOEs4azhbOHs4RzhnOFc4dzhPOG84Xzh+OC4ehQhdWYR02YRt2YR8uEC4YLhQuHC4SLhouFi4eLhEuGS4VLh0uEy4bLhcuH64QrhiuFK4crhKuGq4Wrh6uEa4ZrhWuHa4TrhuuF64fbhBuGG4UbhxuEm4abhZuHm4RbhluFW4dbhNuG24Xbh/uEO4Y7hTuHO4S7hruFu4e7hHuGe4V7h3uE+4b7hfuHx4QHhgeFB4cHhIeGh4WHh4eER4ZHhUeHR4THhseFx4fnhCeGJ4UnhyeEp4anhaeHp4Rnhn+IfxjeFZ4dnhOeG54Xnh+eEF4YXhReHF4SXhpeFl4eXhFeGV4VXh1eE14bXhdeH14Q3hjeFN4c3hL+Kfwz+Gt4W3h7eEd4Z3hXeFfwr+Gd4f3hPeG94X3hw+ED4YPhQ+Hj4SPho+Fj4dPhE+GT4VPh8+Ez4bPhc+HL4Qvhi+FL4d/C/8evhK+Gr4Wvh6+Eb4ZvhW+Hb4Tvhu+F74ffhB+GP4j/Gf4Ufhx+En4afhZ+Hn4Rfhl+K/w3+FX4dfhN+G34Xfh9+EP4Y/hT+HP4S/hr+F/wt/C/4a/R2ORF/lREIVRFMVREqVRFuVREZXRIBovGj+aIJowmiiaOJokmjSaLJo8miKaMpoqmjqaJpo2mi6aPpohmjGaKZo5miWaNZotmj2aI5ozmiuaO5onmjeaL5o/GhcNI0UuqqI6aqI26qI+WiBaMFooWjhaJFo0WixaPFoiWjJaKlo6WiZaNlouWj5aIVoxWilaOVolWjVaLVo9WiNaM1orWjtaJ1o3Wi9aP9og2jDaKNo42iTaNNos2jzaItoy2iraOtom2jbaLto+2iHaMdop2jnaJdo12i3aPdoj2jPaK9o72ifaN9ov2j86IDowOig6ODokOjQ6LDo8OiI6MjoqOjo6Jjo2Oi46PjohOjE6KTo5OiU6NTotOj06Izoz+kP0x+is6OzonOjc6Lzo/OiC6MLoouji6JLo0uiy6PLoiujK6Kro6uia6Nrouuj66Iboxuim6OboluhP0Z+jW6PbotujO6I7o7uiv0R/je6O7onuje6L7o8eiB6MHooejh6JHo0eix6PnoiejJ6Kno6eiZ6Nnouej16IXoxeil6O/hb9PXolejV6LXo9eiN6M3orejt6J3o3ei96P/og+jD6R/TP6KPo4+iT6NPos+jz6Ivoy+hf0b+jr6Kvo2+ib6Pvou+jH6Ifo5+in6Nfol+j/0S/Rf+Nfo/HYi/24yAO4yiO4yRO4yzO4yIu40E8Xjx+PEE8YTxRPHE8STxpPFk8eTxFPGU8VTx1PE08bTxdPH08QzxjPFM8czxLPGs8Wzx7PEc8ZzxXPHc8TzxvPF88fzwuHsaKXVzFddzEbdzFfbxAvGC8ULxwvEi8aLxYvHi8RLxkvFS8dLxMvGy8XLx8vEK8YrxSvHK8SrxqvFq8erxGvGa8Vrx2vE68brxevH68QbxhvFG8cbxJvGm8Wbx5vEW8ZbxVvHW8TbxtvF28fbxDvGO8U7xzvEu8a7xbvHu8R7xnvFe8d7xPvG+8X7x/fEB8YHxQfHB8SHxofFh8eHxEfGR8VHx0fEx8bHxcfHx8QnxifFJ8cnxKfGp8Wnx6fEZ8ZvyH+I/xWfHZ8TnxufF58fnxBfGF8UXxxfEl8aXxZfHl8RXxlfFV8dXxNfG18XXx9fEN8Y3xTfHN8S3xn+I/x7fGt8W3x3fEd8Z3xX+J/xrfHd8T3xvfF98fPxA/GD8UPxw/Ej8aPxY/Hj8RPxk/FT8dPxM/Gz8XPx+/EL8YvxS/HP8t/nv8Svxq/Fr8evxG/Gb8Vvx2/E78bvxe/H78Qfxh/I/4n/FH8cfxJ/Gn8Wfx5/EX8Zfxv+J/x1/FX8ffxN/G38Xfxz/EP8Y/xT/Hv8S/xv+Jf4v/G/+ejCVe4idBEiZREidJkiZZkidFUiaDZLxk/GSCZMJkomTiZJJk0mSyZPJkimTKZKpk6mSaZNpkumT6ZIZkxmSmZOZklmTWZLZk9mSOZM5krmTuZJ5k3mS+ZP5kXDJMlLikSuqkSdqkS/pkgWTBZKFk4WSRZNFksWTxZIlkyWSpZOlkmWTZZLlk+WSFZMVkpWTlZJVk1WS1ZPVkjWTNZK1k7WSdZN1kvWT9ZINkw2SjZONkk2TTZLNk82SLZMtkq2TrZJtk22S7ZPtkh2THZKdk52SXZNdkt2T3ZI9kz2SvZO9kn2TfZL9k/+SA5MDkoOTg5JDk0OSw5PDkiOTI5Kjk6OSY5NjkuOT45ITkxOSk5OTklOTU5LTk9OSM5MzkD8kfk7OSs5NzknOT85LzkwuSC5OLkouTS5JLk8uSy5MrkiuTq5Krk2uSa5PrkuuTG5Ibk5uSm5Nbkj8lf05uTW5Lbk/uSO5M7kr+kvw1uTu5J7k3uS+5P3kgeTB5KHk4eSR5NHkseTx5InkyeSp5OnkmeTZ5Lnk+eSF5MXkpeTn5W/L35JXk1eS15PXkjeTN5K3k7eSd5N3kveT95IPkw+QfyT+Tj5KPk0+ST5PPks+TL5Ivk38l/06+Sr5Ovkm+Tb5Lvk9+SH5Mfkp+Tn5Jfk3+k/yW/Df5PR1LvdRPgzRMozROkzRNszRPi7RMB+l46fjpBOmE6UTpxOkk6aTpZOnk6RTplOlU6dTpNOm06XTp9OkM6YzpTOnM6SzprOls6ezpHOmc6Vzp3Ok86bzpfOn86bh0mCp1aZXWaZO2aZf26QLpgulC6cLpIumi6WLp4ukS6ZLpUunS6TLpsuly6fLpCumK6Urpyukq6arpaunq6Rrpmula6drpOum66Xrp+ukG6YbpRunG6Sbppulm6ebpFumW6Vbp1uk26bbpdun26Q7pjulO6c7pLumu6W7p7uke6Z7pXune6T7pvul+6f7pAemB6UHpwekh6aHpYenh6RHpkelR6dHpMemx6XHp8ekJ6YnpSenJ6Snpqelp6enpGemZ6R/SP6ZnpWen56Tnpuel56cXpBemF6UXp5ekl6aXpZenV6RXplelV6fXpNem16XXpzekN6Y3pTent6R/Sv+c3prelt6e3pHemd6V/iX9a3p3ek96b3pfen/6QPpg+lD6cPpI+mj6WPp4+kT6ZPpU+nT6TPps+lz6fPpC+mL6Uvpy+rf07+kr6avpa+nr6Rvpm+lb6dvpO+m76Xvp++kH6YfpP9J/ph+lH6efpJ+mn6Wfp1+kX6b/Sv+dfpV+nX6Tfpt+l36f/pD+mP6U/pz+kv6a/if9Lf1v+ns2lnmZnwVZmEVZnCVZmmVZnhVZmQ2y8bLxswmyCbOJsomzSbJJs8myybMpsimzqbKps2myabPpsumzGbIZs5mymbNZslmz2bLZszmyObO5srmzebJ5s/my+bNx2TBT5rIqq7Mma7Mu67MFsgWzhbKFs0WyRbPFssWzJbIls6WypbNlsmWz5bLlsxWyFbOVspWzVbJVs9Wy1bM1sjWztbK1s3WydbP1svWzDbINs42yjbNNsk2zzbLNsy2yLbOtsq2zbbJts+2y7bMdsh2znbKds12yXbPdst2zPbI9s72yvbN9sn2z/bL9swOyA7ODsoOzQ7JDs8Oyw7MjsiOzo7Kjs2OyY7PjsuOzE7ITs5Oyk7NTslOz07LTszOyM7M/ZH/MzsrOzs7Jzs3Oy87PLsguzC7KLs4uyS7NLssuz67Irsyuyq7Orsmuza7Lrs9uyG7Mbspuzm7J/pT9Obs1uy27PbsjuzO7K/tL9tfs7uye7N7svuz+7IHsweyh7OHskezR7LHs8eyJ7Mnsqezp7Jns2ey57PnshezF7KXs5exv2d+zV7JXs9ey17M3sjezt7K3s3eyd7P3svezD7IPs39k/8w+yj7OPsk+zT7LPs++yL7M/pX9O/sq+zr7Jvs2+y77Pvsh+zH7Kfs5+yX7NftP9lv23+z3fCz3cj8P8jCP8jhP8jTP8jwv8jIf5OPl4+cT5BPmE+UT55Pkk+aT5ZPnU+RT5lPlU+fT5NPm0+XT5zPkM+Yz5TPns+Sz5rPls+dz5HPmc+Vz5/Pk8+bz5fPn4/JhrtzlVV7nTd7mXd7nC+QL5gvlC+eL5Ivmi+WL50vkS+ZL5Uvny+TL5svly+cr5CvmK+Ur56vkq+ar5avna+Rr5mvla+fr5Ovm6+Xr5xvkG+Yb5Rvnm+Sb5pvlm+db5FvmW+Vb59vk2+bb5dvnO+Q75jvlO+e75Lvmu+W753vke+Z75Xvn++T75vvl++cH5AfmB+UH54fkh+aH5YfnR+RH5kflR+fH5Mfmx+XH5yfkJ+Yn5Sfnp+Sn5qflp+dn5Gfmf8j/mJ+Vn52fk5+bn5efn1+QX5hflF+cX5Jfml+WX55fkV+ZX5VfnV+TX5tfl1+f35DfmN+U35zfkv8p/3N+a35bfnt+R35nflf+l/yv+d35Pfm9+X35/fkD+YP5Q/nD+SP5o/lj+eP5E/mT+VP50/kz+bP5c/nz+Qv5i/lL+cv53/K/56/kr+av5a/nb+Rv5m/lb+fv5O/m7+Xv5x/kH+b/yP+Zf5R/nH+Sf5p/ln+ef5F/mf8r/3f+Vf51/k3+bf5d/n3+Q/5j/lP+c/5L/mv+n/y3/L/578VY4RV+ERRhERVxkRRpkRV5URRlMSjGK8YvJigmLCYqJi4mKSYtJismL6YopiymKqYupimmLaYrpi9mKGYsZipmLmYpZi1mK2Yv5ijmLOYq5i7mKeYt5ivmL8YVw0KFK6qiLpqiLbqiLxYoFiwWKhYuFikWLRYrFi+WKJYsliqWLpYpli2WK5YvVihWLFYqVi5WKVYtVitWL9Yo1izWKtYu1inWLdYr1i82KDYsNio2LjYpNi02KzYvtii2LLYqti62KbYttiu2L3Yodix2KnYudil2LXYrdi/2KPYs9ir2LvYp9i32K/YvDigOLA4qDi4OKQ4tDisOL44ojiyOKo4ujimOLY4rji9OKE4sTipOLk4pTi1OK04vzijOLP5Q/LE4qzi7OKc4tzivOL+4oLiwuKi4uLikuLS4rLi8uKK4sriquLq4pri2uK64vrihuLG4qbi5uKX4U/Hn4tbituL24o7izuKu4i/FX4u7i3uKe4v7ivuLB4oHi4eKh4tHikeLx4rHiyeKJ4uniqeLZ4pni+eK54sXiheLl4qXi78Vfy9eKV4tXiteL94o3izeKt4u3ineLd4r3i8+KD4s/lH8s/io+Lj4pPi0+Kz4vPii+LL4V/Hv4qvi6+Kb4tviu+L74ofix+Kn4ufil+LX4j/Fb8V/i9/LsdIr/TIowzIq4zIp0zIr87Ioy3JQjleOX05QTlhOVE5cTlJOWk5WTl5OUU5ZTlVOXU5TTltOV05fzlDOWM5UzlzOUs5azlbOXs5RzlnOVc5dzlPOW85Xzl+OK4elSldWZV02ZVt2ZV8uUC5YLlQuXC5SLlouVi5eLlEuWS5VLl0uUy5bLlcuX65QrliuVK5crlKuWq5Wrl6uUa5ZrlWuXa5TrluuV65fblBuWG5UblxuUm5ablZuXm5RblluVW5dblNuW25Xbl/uUO5Y7lTuXO5S7lruVu5e7lHuWe5V7l3uU+5b7lfuXx5QHlgeVB5cHlIeWh5WHl4eUR5ZHlUeXR5THlseVx5fnlCeWJ5UnlyeUp5anlaeXp5Rnln+ofxjeVZ5dnlOeW55Xnl+eUF5YXlReXF5SXlpeVl5eXlFeWV5VXl1eU15bXldeX15Q3ljeVN5c3lL+afyz+Wt5W3l7eUd5Z3lXeVfyr+Wd5f3lPeW95X3lw+UD5YPlQ+Xj5SPlo+Vj5dPlE+WT5VPl8+Uz5bPlc+XL5Qvli+VL5d/K/9evlK+Wr5Wvl6+Ub5ZvlW+Xb5Tvlu+V75fflB+WP6j/Gf5Uflx+Un5aflZ+Xn5Rfll+a/y3+VX5dflN+W35Xfl9+UP5Y/lT+XP5S/lr+V/yt/K/5a/D8YG3sAfBINwEA3iQTJIB9kgHxSDcjAYjDcYfzDBYMLBRIOJB5MMJh1MNph8MMVgysFUg6kH0wymHUw3mH4ww2DGwUyDmQezDGYdzDaYfTDHYM7BXIO5B/MM5h3MN5h/MG4wHGjgBtWgHjSDdtAN+sECgwUHCw0WHiwyWHSw2GDxwRKDJQdLDZYeLDNYdrDcYPnBCoMVBysNVh6sMlh1sNpg9cEagzUHaw3WHqwzWHew3mD9wQaDDQcbDTYebDLYdLDZYPPBFoMtB1sNth5sM9h2sN1g+8EOgx0HOw12Huwy2HWw22D3wR6DPQd7DfYe7DPYd7DfYP/BAYMDBwcNDh4cMjh0cNjg8MERgyMHRw2OHhwzOHZw3OD4wQmDEwcnDU4enDI4dXDa4PTBGYMzk8133XbXXbbeMdn6fz7jXTbfcu+9to7X/J+PPf/nY4P/+Tjg/33kG2y1616bb7nl1rvslR/AMdl7l+3HybX/36fGjev/57Md97+f1f9+1v/72fzvZ/f/Pusll0xX2XznrVfeer5xdhjaQXao7FDbobFDa4fODn1m94zjVNlJDaeWU2cnxzfckJM4OU7c52pO3FLx9yr+tOaWmp+v4fcavtFwc8N3G37mhp+54+/1/KT96Pf4bs93e77b85P2fc7/q3Gj43B01OjoRsdqdKxHx2Z0bEfHbnQcrQ1Ha8PR2nC0NhytDUdrw9HacLQ2HK0NR2vD0ZpGaxqtabSm0ZpGaxqtabSm0ZpGaxqtudGaG6250ZobrbnRmhutudGaG6250ZobrVWjtWq0Vo3WqtFaNVqrRmvVaK0arVWjtWq0Vo/W6tFaPVqrR2v1aK0erdWjtXq0Vo/W6tFaM1prRmvNaK0ZrTWjtWa01ozWmtFaM1prRmvtaK0drbWjtXa01o7W2tFaO1prR2vtaK0drXWjtW601o3WutFaN1rrRmvdaK0brXWjtW601o/W+tFaP1rrR2v9aK0frfWjtX601o/WRm+JRm+JRm+JRm+JRm+JRm+JRm+JRm+JRm+JRm+JRm+JRm+JRm+JRm+JRm+JRm+JRm+JRm+JRm+JRm+JRm+JRm+JRm+JRm+JRm+JRm+JRm+JRm+JRm+JRm+JRm+JRm+JRm+JRm+JRm+JRm+JRm+JRm+JRm+JRm+JRm+JRm+JRm+JRm+JRm+JRm+JRm+JRm+JRm+JRm+JRm+JRm+JRm+JRm+JRm+JRm+J6jrddqf9d9tOdWOH1g6dHfr/PTTj7CA7ODtUdrALG7unsXsau6e1e9qhHezC1i5s7cLWLmztwtYubO3Czi7s7MLOLuzsws4u7Oyezu7p7J7e7untnt7u6e2e3u7p//dbbtw4OwztIDs4O1R2qO3Q2KG1Q2cHu3loNw/t5qHdPLSbh3bz0G4e2s1Du3loNw/tZtnNsptlN8tult0su1l2s+xm2c2ym53d7OxmZzc7u9nZzc5udnazs5ud3ezs5spuruzmym6u7ObKbq7s5spuruzmym6u7Obabq7t5tpuru3m2m42Ms7IOCPjjIwzMs7IuMZuNjvO7Diz48yOa+xmQ+QMkTNEzhA5Q+QMkTNEzhA5Q+Rau9k0OdPkTJMzTc40OdPkTJMzTa6zmzu72Xw58+XMlzNfznw58+XMlzNfrrebe7u5t5t7u9kMVmawMoOVGazMYGUGKzNYmcHKDFZmsDKDlRmszGBlBiszWJnBygxWZrAyg5UZrMxgZQYrM1iZwcoMVmawMoOVGazMYGUGKzNYmcHKDFZmsDKDlRmszGBlBiszWJnBygxWZrAyg5UZrMxgZQYrM1iZwcoMVmawMoOVGazMYGUGKzNYmcHKDFZmsDKDlRmszGBlBiszWJnBygxWZrAyg5UZrMxgZQYrM1iZwcoMVmawMoOVGazMYGUGKzNYmcHKDFZmsDKDlRmszGBlBiszWJnBygxWZrAyg5UZrMxgZQYrM1iZwcoMVmawMoOVGazMYG0GazNYm8HaDNZmsDaDtRmszWBtBmszWJvB2gzWZrA2g7UZrM1gbQZrM1ibwdoM1mawNoO1GazNYG0GazNYm8HaDNZmsDaDtRmszWBtBmszWJvB2gzWZrA2g7UZrM1gbQZrM1ibwdoM1mawNoO1GazNYG0GazNYm8HaDNZmsDaDtRmszWBtBmszWJvB2gzWZrA2g7UZrM1gbQZrM1ibwdoM1mawNoO1GazNYG0GazNYm8HaDNZmsDaDtRmszWBtBmszWJvB2gzWZrA2g7UZrM1gbQZrM1ibwdoM1mawNoO1GazNYG0GazNYm8HaDDZmsDGDjRlszGBjBhsz2JjBxgw2ZrAxg40ZbMxgYwYbM9iYwcYMNmawMYONGWzMYGMGGzPYmMHGDDZmsDGDjRlszGBjBhsz2JjBxgw2ZrAxg40ZbMxgYwYbM9iYwcYMNmawMYONGWzMYGMGGzPYmMHGDDZmsDGDjRlszGBjBhsz2JjBxgw2ZrAxg40ZbMxgYwYbM9iYwcYMNmawMYONGWzMYGMGGzPYmMHGDDZmsDGDjRlszGBjBhsz2JjBxgw2ZrAxg40ZbMxgYwYbM9iYwcYMNmawMYONGWzMYGMGGzPYmMHGDDZmsDGDjRlszGBrBlsz2JrB1gy2ZrA1g60ZbM1gawZbM9iawdYMtmawNYOtGWzNYGsGWzPYmsHWDLZmsDWDrRlszWBrBlsz2JrB1gy2ZrA1g60ZbM1gawZbM9iawdYMtmawNYOtGWzNYGsGWzPYmsHWDLZmsDWDrRlszWBrBlsz2JrB1gy2ZrA1g60ZbM1gawZbM9iawdYMtmawNYOtGWzNYGsGWzPYmsHWDLZmsDWDrRlszWBrBlsz2JrB1gy2ZrA1g60ZbM1gawZbM9iawdYMtmawNYOtGWzNYGsGWzPYmsHWDLZmsDWDrRlszWBrBlsz2JrB1gx2ZrAzg50Z7MxgZwY7M9iZwc4MdmawM4OdGezMYGcGOzPYmcHODHZmsDODnRnszGBnBjsz2JnBzgx2ZrAzg50Z7MxgZwY7M9iZwc4MdmawM4OdGezMYGcGOzPYmcHODHZmsDODnRnszGBnBjsz2JnBzgx2ZrAzg50Z7MxgZwY7M9iZwc4MdmawM4OdGezMYGcGOzPYmcHODHZmsDODnRnszGBnBjsz2JnBzgx2ZrAzg50Z7MxgZwY7M9iZwc4MdmawM4OdGezMYGcGOzPYmcHODHZmsDODnRnszGBnBjsz2JnBzgx2ZrAzg50Z7MxgbwZ7M9ibwd4M9mawN4O9GezNYG8GezPYm8HeDPZmsDeDvRnszWBvBnsz2JvB3gz2ZrA3g70Z7M1gbwZ7M9ibwd4M9mawN4O9GezNYG8GezPYm8HeDPZmsDeDvRnszWBvBnsz2JvB3gz2ZrA3g70Z7M1gbwZ7M9ibwd4M9mawN4O9GezNYG8GezPYm8HeDPZmsDeDvRnszWBvBnsz2JvB3gz2ZrA3g70Z7M1gbwZ7M9ibwd4M9mawN4O9GezNYG8GezPYm8HeDPZmsDeDvRnszWBvBnsz2JvB3gz2ZrA3g70Z7M1gbwZ7M9ibwb7vs/93GI4bN47TkJM4OU4Vp5pTw6nl1HFiY8jGkI0hG0M2hmwM2RiyMWRjyMaQDbEhNsSG2BAbYkNsiA2xITYcG44Nx4Zjw7Hh2HBsODYcG46Nio2KjYqNio2KjYqNio2KjYqNio2ajZqNmo2ajZqNmo2ajZqNmo2ajYaNho2GjYaNho2GjYaNho2GjYaNlo2WjZaNlo2WjZaNlo2WjZaNlo2OjY6Njo2OjY6Njo2OjY6Njo2OjZ6Nno2ejZ6Nno2ejZ6Nno2eDZwPcT7E+RDnQ5wPcT7E+RDnQ5wPcT7E+RDnQ5wPcT7E+RDnQ5wPcT7E+RDnQ5wPcT7E+RDnQ5wPcT7E+RDnQ5wPcT7E+RDnQ5wPcT7E+RDnQ5wPcT7E+RDnQ5wPcT7E+RDnQ5wPcT7E+RDnQ5wPcT7E+RDnQ5wPcT7E+RDnQ5wPcT7E+RDnQ5wPcT7E+RDnQ5wPcT7E+RDnQ5wPcT7E+RDnQ5wPcT7E+RDnQ5wPcT7E+RDnQ5wPcT7E+RDnQ5wPcT7E+RDnQ5wPcT7E+RDnQ5wPcT7E+RDnQ5wPcT7E+RDnQ5wL58K5cC6cC+fCuXAunAvnwrlwLpwL58K5cC6cC+fCuXAunAvnwrlwLpwL58K5cC6cC+fCuXAunAvnwrlwLpwL58K5cC6cC+fCuXAunAvnwrlwLpwL58K5cC6cC+fCuXAunAvnwrlwLpwL58K5cC6cC+fCuXAunAvnwrlwLpwL58K5cC6cC+fCuXAunAvnwrlwLpwL58K5cC6cC+fCuXAunAvnwrlwLpwL58K5cC6cO5w7nDucO5w7nDucO5w7nDucO5w7nDucO5w7nDucO5w7nDucO5w7nDucO5w7nDucO5w7nDucO5w7nDucO5w7nDucO5w7nDucO5w7nDucO5w7nDucO5w7nDucO5w7nDucO5w7nDucO5w7nDucO5w7nDucO5w7nDucO5w7nDucO5w7nDucO5w7nDucO5w7nDucO5w7nDucO5w7nDucO5w7nDucO5w7nDucO5w7nDucO5w7nDucO5w7nDucO5w7nDucO5w7nDucO5xXOK9wXuG8wnmF8wrnFc4rnFc4r3Be4bzCeYXzCucVziucVzivcF7hvMJ5hfMK5xXOK5xXOK9wXuG8wnmF8wrnFc4rnFc4r3Be4bzCeYXzCucVziucVzivcF7hvMJ5hfMK5xXOK5xXOK9wXuG8wnmF8wrnFc4rnFc4r3Be4bzCeYXzCucVziucVzivcF7hvMJ5hfMK5xXOK5xXOK9wXuG8wnmF8wrnFc4rnFc4r3Be4bzCeYXzCucVziucVzivcF7hvMJ5hfMK5xXOK5xXOK9wXuG8wnmN8xrnNc5rnNc4r3Fe47zGeY3zGuc1zmuc1zivcV7jvMZ5jfMa5zXOa5zXOK9xXuO8xnmN8xrnNc5rnNc4r3Fe47zGeY3zGuc1zmuc1zivcV7jvMZ5jfMa5zXOa5zXOK9xXuO8xnmN8xrnNc5rnNc4r3Fe47zGeY3zGuc1zmuc1zivcV7jvMZ5jfMa5zXOa5zXOK9xXuO8xnmN8xrnNc5rnNc4r3Fe47zGeY3zGuc1zmuc1zivcV7jvMZ5jfMa5zXOa5zXOK9xXuO8xnmN8xrnNc5rnDc4b3De4LzBeYPzBucNzhucNzhvcN7gvMF5g/MG5w3OG5w3OG9w3uC8wXmD8wbnDc4bnDc4b3De4LzBeYPzBucNzhucNzhvcN7gvMF5g/MG5w3OG5w3OG9w3uC8wXmD8wbnDc4bnDc4b3De4LzBeYPzBucNzhucNzhvcN7gvMF5g/MG5w3OG5w3OG9w3uC8wXmD8wbnDc4bnDc4b3De4LzBeYPzBucNzhucNzhvcN7gvMF5g/MG5w3OG5w3OG9w3uC8wXmD8wbnDc4bnDc4b3De4LzBeYvzFuctzluctzhvcd7ivMV5i/MW5y3OW5y3OG9x3uK8xXmL8xbnLc5bnLc4b3He4rzFeYvzFuctzluctzhvcd7ivMV5i/MW5y3OW5y3OG9x3uK8xXmL8xbnLc5bnLc4b3He4rzFeYvzFuctzluctzhvcd7ivMV5i/MW5y3OW5y3OG9x3uK8xXmL8xbnLc5bnLc4b3He4rzFeYvzFuctzluctzhvcd7ivMV5i/MW5y3OW5y3OG9x3uK8xXmL8xbnLc5bnLc4b3He4rzFeYvzFuctzlucdzjvcN7hvMN5h/MO5x3OO5x3OO9w3uG8w3mH8w7nHc47nHc473De4bzDeYfzDucdzjucdzjvcN7hvMN5h/MO5x3OO5x3OO9w3uG8w3mH8w7nHc47nHc473De4bzDeYfzDucdzjucdzjvcN7hvMN5h/MO5x3OO5x3OO9w3uG8w3mH8w7nHc47nHc473De4bzDeYfzDucdzjucdzjvcN7hvMN5h/MO5x3OO5x3OO9w3uG8w3mH8w7nHc47nHc473De4bzDeYfzDucdzjucdzjvcN7hvMN5j/Me5z3Oe5z3OO9x3uO8x3mP8x7nPc57nPc473He47zHeY/zHuc9znuc9zjvcd7jvMd5j/Me5z3Oe5z3OO9x3uO8x3mP8x7nPc57nPc473He47zHeY/zHuc9znuc9zjvcd7jvMd5j/Me5z3Oe5z3OO9x3uO8x3mP8x7nPc57nPc473He47zHeY/zHuc9znuc9zjvcd7jvMd5j/Me5z3Oe5z3OO9x3uO8x3mP8x7nPc57nPc473He47zHeY/zHuc9znuc9zjvcd7jvMd5j/Me5z3O6eFEDyd6ONHDiR5O9HCihxM9nOjhRA8nejjRw4keTvRwoocTPZzo4UQPJ3o40cOJHk70cKKHEz2c6OFEDyd6ONHDiR5O9HCihxM9nOjhRA8nejjRw4keTvRwoocTPZzo4UQPJ3o40cOJHk70cKKHEz2c6OFEDyd6ONHDiR5O9HCihxM9nOjhRA8nejjRw4keTvRwoocTPZzo4UQPJ3o40cOJHk70cKKHEz2c6OFEDyd6ONHDiR5O9HCihxM9nOjhRA8nejjRw4keTvRwoocTPZzo4UQPJ3o40cOJHk70cKKHEz2c6OFEDyd6ONHDiR5O9HCihxM9nOjhRA8nejjRw4keTvRwoocTPZyo4EQFJyo4UcGJCk60b6J9E+2baN9E+ybaN9G+ifZNtG+ifRPtm2jfRPsm2jfRvon2TbRvon0T7Zto30T7Jto30b6J9k20b6J9E+2baN9E+ybaN9G+ifZNtG+ifRPtm2jfRPsm2jfRvon2TbRvon0T7Zto30T7Jto30b6J9k20b6J9E+2baN9E+ybaN9G+ifZNtG+ifRPtm2jfRPsm2jfRvon2TbRvon0T7Zto30T7Jto30b6J9k20b6J9E+2baN9E+ybaN9G+ifZNtG+ifRPtm2jfRPsm2jfRvon2TbRvon0T7Zto30T7Jto30b6J9k20b6J9E+2baN9E+ybaN9G+ifZNtG+ifRPtm2jfRPsm2jfRvon2TbRvon0T7Zto30T7Jto30b6J9k20b6J9E+2baN9E+ybaN9G+ifZNtG+ifRPtm2jfRPsm2jfRvon2TbRvon0T7Zto30T7Jto30b6J9k20b6J9E+2baN9E+ybaN9G+ifZNtG+ifRPtm2jfRPsm2jfRvon2TbRvon0T7Zto30T7Jto30b6J9k20b6J4E8WbKN5E8SaKN1G8ieJNFG+ieBPFmyjeRPEmijdRvIniTRRvongTxZso3kTxJoo3UbyJ4k0Ub6J4E8WbKN5E8SaKN1G8ieJNFG+ieBPFmyjeRPEmijdRvIniTRRvongTxZso3kTxJoo3UbyJ4k0Ub6J4E8WbKN5E8SaKN1G8ieJNFG+ieBPFmyjeRPEmijdRvIniTRRvongTxZso3kTxJoo3UbyJ4k0Ub6J4E8WbKN5E8SaKN1G8ieJNFG+ieBPFmyjeRPEmijdRvIniTRRvongTxZso3kTxJoo3UbyJ4k0Ub6J4E8WbKN5E8SaKN1G8ieJNFG+ieBPFmyjeRPEmijdRvIniTRRvongTxZso3kTxJoo3UbyJ4k0Ub6J4E8WbKN5E8SaKN1G8ieJNFG+ieBPFmyjeRPEmijdRvIniTRRvongTxZso3kTxJoo3UbyJ4k0Ub6J4E8WbKN5E8SaKN1G8ieJNFG+ieBPFmyjeRPEmijdRvIniTRRvongTxZso3kTxJoo3UbyJ4k0Ub6J4E8WbKN5E8SaKN1G8ieJNFG+ieBPFmyjeRPEmijdRvIniTRRvongTxZso3kTxJoo3UbyJ4k0Ub6J4E8WbKN5E8SaKN1G8ieJNFG+ieBPFmyjeRPEmijdRvIniTRRvongTxZso3kTxJoo3UbyJ4k0Ub6J4E8WbKN5E8SaKN1G8ieJNFG+ieBPFmyjeRPEmijdRvIniTRRvongTxZso3kTxJoo3UbyJ4k0Ub6J4E8WbKN5E8SaKN1G8ieJNFG+ieBPFmyjeRPEmijdRvIniTRRvongTxZso3kTxJoo3UbyJ4k0Ub6J4E8WbKN5E8SaKN1G8ieJNFG+ieBPFmyjeRPEmijdRvIniTRRvongTxZso3kTxJoo3UbyJ4k0Ub6J4E8WbKN5E8SaKN1G8ieJNFG+ieBPFmyjeRPEmijdRvIniTRRvongTxZso3kTxJoo3UbyJ4k0Ub6J4E8WbKN5E8SaKN1G8ieJNFG+ieBPFmyjeRPEmijdRvIniTRRvongTxZso3kTxJoo3UbyJ4k0Ub6J4E8WbKN5E8SaKN1G8ieJNFG+ieBPFmyjeRPEmijdRvIniTRRvongTxZso3kTxJoo3UbyJ4k0Ub6J4E8WbKN5E8SaKN1G8ieJNFG+ieBPFmyjeRPEmijdRvIniTRRvongTxZso3kTxJoo3UbyJ4k0Ub6J4E8WbKN5E8SaKN1G8ieJNFG+ieBPFmyjeRPEmijdRvIniTRRvongTxZso3kTxJoo3UbyJ4k0Ub6J4E8WbKN5E8SaKN1G8ieJNFG+ieBPFmyjeRPEmijdRvIniTRRvongTxZso3kTxJoo3UbyJ4k0Ub6J4E8WbKN5E8SaKN1G8ieJNFG+ieBPFmyjeRPEmijdRvIniTRRvongTxZso3kTxJoo3UbyJ4k0Ub6J4E8WbKN5E8SaKN1G8ieJNFG+ieBPFmyjeRPEmijdRvIniTRRvongTxZso3kTxJoo3UbyJ4k0Ub6J4E8WbKN5E8SaKN1G8ieJNFG+ieBPFmyjeRPEmijdRvIniTRRvongTxZso3kTxJoo3UbyJ4k0Ub6J4E8WbKN5E8SaKN1G8ieJNFG+ieBPFmyjeRPEmijdRvIniTRRvongTxZso3kTnJuo2UbeJuk3UbaJuE3WbqNtE3SbqNlG3ibpN1G2ibhN1m6jbRN0m6jZRt4m6TdRtom4TdZuo20TdJuo2UbeJuk3UbaJuE3WbqNtE3SbqNlG3ibpN1G2ibhN1m6jbRN0m6jZRt4m6TdRtom4TdZuo20TdJuo2UbeJuk3UbaJuE3WbqNtE3SbqNlG3ibpN1G2ibhN1m6jbRN0m6jZRt4m6TdRtom4TdZuo20TdJuo2UbeJuk3UbaJuE3WbqNtE3SbqNlG3ibpN1G2ibhN1m6jbRMkm+jXRr4l+TfRrol8T/Zro10S/Jvo10a+Jfk30a6JfE/2a6NdEvyb6NdGviX5N9GuiXxP9mujXRL8m+jXRr4l+TfRrol8T/Zro10S/Jvo10a+Jfk30a6JfE/2a6NdEvyb6NdGviX5N9GuiXxP9mujXRL8m+jXRr4l+TfRrol8T/Zro10S/Jvo10a+Jfk30a6JfE/2a6NdEvyb6NdGviX5N9GuiXxP9mujXRL8m+jXRr4l+TfRrol8T/Zro10S/Jvo10a+Jfk30a6JfE/2a6NdEvyb6NdGviX5N9GuiXxP9mujXHP2ao19z9GuOfs3Rrzn6NUe/5ujXHP2ao19z9GuOfs3Rrzn6NUe/5ujXHP2ao19z9GuOfs3Rrzn6NUe/5ujXHP2ao19z9GuOfs3Rrzn6NUe/5ujXHP2ao19z9GuOfs3Rrzn6NUe/5ujXHP2ao19z9GuOfs3Rrzn6NUe/5u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')format("woff");}.ff8{font-family:ff8;line-height:1.104492;font-style:normal;font-weight:normal;visibility:visible;}
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Frzusc7BRL/BMfjBSzerzxsPMVUwatRDYTw5ElN6xbKipH9EfIRUAxUhw1bRAcWoWUM2p/2TES43XB1lDTyq6YUqGUk4SUMnasv6yy6Z6NScPgLXvvATWKZ6TbrUETLddH3M641637U/e+NYs8zqaI0ea1M5a4S2/X8wav25Beebi3fMVtD+/5FGMMirpbAn3Haai75aBc193j8h5AdQN6bFZpYyBZxb9VUS5Y7FtQ8S1Y4KsQKvOT+O+hS/ndSXSDCkqqrkQVFKWq6wxYijVhCrD6NN8Ef4VcQ6K5WYnm0NzvWxypAkmFdzjIvsUCcgyCKFyhCpbOdwzqYvxskRPlK6qSa6j2pfBZtR62xHl18ZyCzRVlo/+w3yzx/3tfzml71mdJRV8tuikcKTsM5qZlo+Vi6pfpbARxuv/66s72/StKaoWM4DgqOTjRlh9tsrq7tvZcolQzJEnzzJ7SWItDCHfGMqv60oyckUtwqULbuvpQ7+o7NqRtpWXFzh0DAXBo3ccnshqLjdOag9aE12w3m+IdwWhv2iIT/HarVys3p3rCzqaw0e51yLQ+m9EpcBqfxxhZfHCwaWJRQUXIs4s2ifjimXmD+A2pxULQO/65McO1shiQhYHUAmQcgO5GqgS06CRpZAgJKPuYk6vim0/6JRIs+iSuwISZv1SU8I+COeYXpeuH0j0pgeMMV8GmkxXnCLUEChpKGoo5PR1+LgVdJpzA8fTZVAp6TahzER+QknN+FvhjwB8GPgvwc8CvAj4luEiXxJ687wfWtdl4SuMH6lUaBroGILWA2cmcB+c8qwDcwEn8Rqfex9gSPk/SStd4lcDKCJmSAneShnB7PN0b1u7j9LWteO1hsAzsT2f/QLEU5BMs9QeZMe53xH0uDf68QqmQkDRHv/XfSfz66UfrvGAtnKPHSRXWiv1nY46SOUBmz3Os+SrOnAqkAimV9Un8OTg3f1nXRH1OlqrAe8LlIueb/capyLCiCtY/rjGI0jHMM/bp8EtnISQjexdnG5psyOTnzTNNKAdCedDoiehF/4GnnO81z02lOvyn52aOSIb4BqHSIX7Ft4I6tPXdcGZv846leV5O4hIFI6eCHWs7SmvaPbbKRF9pTchqtLvwTQqOJnXaWsbd5dv6wO4S+PzWL+xpZvV6Vm30mSx+A6W36A3ZRYXEQMbEWP14KuBmTGFbc672mgRPrrkNcdBRqI8XSY9aSrwi6mcYzo8zUD927L5Z/agByQPaOasfJ4Bz4TsnpFIdfwb/NnyTblY/Oig3HcnPSowXLdM0TDcsM5yqe7ufn61LaVb6qsYT4CezxLu9/QIHJZulvUAkplC8IuyckcgYeW2pVOPK+rOtVlwOvj39S51OSrMUAdQGlUzyWWvY69S85VVyCkLG6nniL/lmW9jCyAwRkZe3iDLxQpn8XPQZ7fD1MxBXElg79vIsJ+2cefZxNOhOYIWYcscJTKXCqlAS54hpUxU/+Li3IppKpQoCJxwO2XxzClUUocVzlgRZkazhnBt2hMjpc0hgReieUyJBPQUfxxJwqvypQkHPfu6zKwr04dwFaPBuT6g/IlyXKZInJKUxyXwrzavAPN4qIRvuvs5bc8QzXHTh4RNXhJd0JwWKgJOdiZQXJUf397rw2LWjm4+NBUt7H7pk7Oi6Ni9be9OQ6E3EO6OCJtgeL23Gv7bwy5+7c2eFUWt1AY8zIMhUalXzxI391nBu4s5V6x64vD20YPdNn0ltP7bU42weSWaHsyY3ss8D+HclLvI3MDqoVBQuzKGSO52C9AxA1suBVx4XnDJIvvymKl6b0hB0FZ/Byul0OQ3xFXF9aHot8XS6qC7WQxo0Awk0Tp+f4LWzMxLCmw3Xm6FXhFeCTuLyFLK+f5X506kQ+YQvl/P6HXtsYZug+ORnFDqzx7g/4ML/i+V5Fmem/6JmWBZnp/8qvj7hctOCx1AbAY8a3Xra7YK9xCawMclKyQIYTbKYHs40PxbH8lgZ68EWYsuwNdhmbDd2OXYEe7mya9GWHaM7CgeubL4ycMn+yH7H2o2ejfLeQWYQq3RKOrlERpvZceX+jYOdmUzn4Mb9V+6QWZavMlj691624LL2K67qviq1bVdul2lstW21emSpsBQvtUpbqVBMFbvsql2rl7bGYq1LV++66jKZb2K9y4fFX4i/wItMBP3wae6F1LsfAHqH+oO8A8nd7cpm0il/46xpnPWN8+zfZRe8vvB84d9lwvmvvRd8/uzziJcSmUziY+jwejqZTnrQVS2fgj+PppPJND6CjtMm1IBfN3fv9GOJTCrlAclMJgm+if5YW4WOr6O7P4auiI+nELon07UfpdPJX8AX4B54sRR92iF4AF9NxbPTvfDq7kQigzsaN9Vk8OJ36G0/ySQyMXiBkRhW20e8Av0wyjkUsSFsATb6FKYEn4YGUwLfOdnZKY/KnoYvccwBvoPJMQA+DYMBXGk2l91Z6a3EMN9Xlt2Kj2Ll6Vd//g14eAHOdxi4/fzsy2e56W9Agg8nA9QF7+TFf/U0Qn3C+325BsHzneN3uXydIxAXhLOAeOWthUTXtAc/6GxanCRB2Ku3a+Rywm5TetMOdmDInQuYSIlcSpBymT/X7l5yeb/re5RBjMcoeLYiqJr+Gql64y+k6s1lks43n8J/V1ze6pEeVNI4qZB/OmDTeZKWlgElqyRVZr3JIpPzKirUu276XpMXxXZek8WLPss73QR9xG0zb0j3QNk1Yz9qMDxamUjo43EqZjBAz7DxpCfJMBS8eBzz5IaNDG04A6JYBYvN/Okk58YHk8jBOtCVnkNHZf2ojyeSMak9MGxfol5CirBULkPjD8MfEyR2qTKIv3QWmTk68KKn4dOJpPnUP/UhiWQ9FENK4N0NEPQDNz/XOOvBQLruwiC9kO6hIXX2JCwMXrtZorYnXK6EXU3UPo7Ttjhst9K56COx9oSDAQYJcCntwYJ30uw3Kj0wiJNK4UFiffM3Sp4iEKWTWN789Vz7Nekc6y6G3pomQKjkYVXwXfVczo0YJilJfJga+bhnMA3+AGw24UcwBWYAiSnVRhiOJifJzVgZUifQMMh6kHmOGJFi3MEjQJKUhu/+38dqr9qCQRsoffSFj/bX/ubs3b92+/ble4d8uOvuF69t8viIO32eyjVfu7n7wIrU9LrIsqtFXnPjzBvk12FfCljvyYgu6jdU8RUQQJRxKhp1ZaAtbKnwmCu7MSrQhNW30bqF20JuwRqyr+sVQQdkjgak3WKxnnqbUwJ4RyVo0poGjpBfp80Jry9hofDaDyWFsiNqYYnaj3DY6vPFzVTM95VoJWZnfiL5hdIeLvkf9UfslEohkShUFJF869s8K4ExEpF76/tzrVPBCOcqBqafw4uhkpuNBEW5Qw73WzjWNLS29icwCn/oZJIL85kq/qUpXxNfxa+esoQhvZKdaGrSF6tAecqxUd8YrsjNEFSmEFYWXz57bpxxECOgJuYNsMFcIRWzEXZgA+CcrojfMo5SNJxxqIghldUb9/YztpTXl7YyUHejm27fUjJlF2SMIa+LW0LJa//K+5pzl+1Kl0M6jYwiCQnFMb8OFH3q2pG5sX7V53H17h7IjfVkOcoWbfH/xGLFv2NJuLW1P2q9mbrNDUCu9l1yJ+aDXvOu+uyfos3FM/hq+Oc4vrdCaZzddNFvlqhCs0wpVAV9FYWhPyMypQx8dbKiGiIHG7wT0THRBqCBpqDezRXFh/yIeTO3BcxnV4Keb7hTHRED87KDeJ74LmUI2hwBI911z6qJ21YE0uvvXDNwRTOazl44nd/Ibcgle8I6dbAzY0qmcw4XJLoSCcXSG/pHFt54YsPlT9/Y29IE4HylpVKao6Yznb3JkU3ZwrbFKdaVb+Rrr5p5Az9D/AjazK661CZ9bBVfW2EwE0vZqThFKAmqkXCgqmBxhaqE+32sztGnEwcJbQUNFHJJEH/uLJISNLz3vB0KZDY9igYtm2dcdXFY65GpFD8jkSspudZoU+tC0aSFEUdvZShT0O4I6Sl3a6FgUdocBpqU4MSAJ2aiZHIZ72mOTL80G5sSV85e7U61+VhCpqAYXQjaTAl/Cv+UlMY8WBZLTSmM2TPgOBRKFJyscLx9p1FBBB4R9qQeZfYT++AcOYsmyTx7EHnk+9VoLo9/yhU32LWy6LrmzvGiyVlZW44NehWCz2z1CYqv2XJ2c8BAK/R+i7ngxn+t4iRyWpaLJpLDO5p7942EnU6gk1FSgpBSslq/x2cK5cy2fMjsCiM9juHPg1dJGxbFfCdcJoytguMVxkT9q3+Pi9XZLtGhAaDeQ387/VydBV9c/ihJ35C+BLyKk5RMRil5pdJgsvFywWu1+ATKHU+4BL/XpVZZtTICSJ4xOeEZYr3aLtS+KqPlEtR3XKeCP03wDQqJTK52iPP0P2f+jGPQ5eiwIGZ/ChPwKubAdPhHT9Ok1zzEdcNu/vx7s5jQgDhiVqKaCznIrwBlDENDMFLAxNizgUDGriSVzlwwmHcolY58MJhzKsGXZqcAcatSq5TKlBrlmwuDBRfLugrBUNHNQhhDffv+zO/BjyW7xL45UN8+J/btc6dpLgR7txWDXeOemw9YqC9zveMv7N3TlD7ocIb0CpPCkg2H01YFY0v7fWm7UmlP+/xpGwMmFEpkmkoF/pJKA7vGaFRvZbwph0rlgF4zg84ZMTZtwu14AT+rlmFSKMdjoiwPEhvxn5KXz8pSh0sxGEzj0tNB0uzr4XqgLBFTP/vyRbs72+InfKLh6vCvK3Quk9mtVRgYc8ThiJip2g6F1m0yu3RyoAeosS1JfHSWAIBnoFxJSAuoWtv5bTqd2L8FM7+XjElaMA2MdCAP0OKTsNmGH8cozAjap9hV7iromCTXvI0HnL9qgs/3i5Kxjuufv+aWrx0qdNzwnHiu/dnasrrStKrstNXPDtxw4IWPj47c+e3L0Xn4rm9dt+T6sXh02ZHFS65bGYssPwLnixH6vZIkgTkx+6QehouPnsB4hq6Cq09YVpKroeTQasdLKPw+B/dvX5HASxDdfN60TfWiYOVlhFxFo1UIo8/ujxllTppVSAgFyxCyfbSUD/tMbj0nm5RICUDIaYXofxdiGPFlKKNWrPcJaHGvzy4snMH/DpUZBC0nxHw+OFBRFHiBkMZWcRC5L5+UjkOppRBJOcuLGa5zywQfNF//ZSnNU9MewaFRSFmT5rVif5jX+JsCpbH2iFKmhC5HptA0jR/qW3NsfdLUeenYJPgj0vI2a8BEyw1hjzvhsbBfjw1WimZr0q01O8wKQ8iltQoc73AKgYX7+hJrJ/Z2fGQ2X99RmyHug2Mew7Y8gaXxn1eUi5YEFrUHFi0KtBMqaxX/7ylMpTgDDkDL6QGXn27RwF9DoQounRpYEqsC7SmXixxYZaiCyybJdch6Gknteen1l87PrHvfIRv3ATLb97UeOnO4e9+yvEoBfR30b3RiYFNbbnHJ6u3Z0rmd1VASkuKVO0pjzQ4h3BHLruxJ0VJaTsJQRtey6kDv6mPrU9amZcXy9gWRY8N37GrTWa0qzhp1Gh1qqcVhMae6wuGelFku+Ow2j05mSXWFXM0Ro8PrkOl8dr1T4LVetzGy+MBQ08TCogqXJhZuR/PMNqOUtEsiYm67OCXmrHfXc9ZV3Pu4EOacK2NmP5TWKW6cWisZF/leCq35iGbTSE5732eOWNIuqB+ezRFP/xdn5GQko1WBz0otic54sS/IPswZagm8djvYtyWd/dasa/iWzBDxOFKxiBn/LgolpIxa+dbLSfzL0zeheTCDEccgd23Fup7A8rhHzAMz5ir+symMcVThPCiVyFwVHJyKjEHTOIjxmNBQ//RLZ+v0VdR6I8XbULjk7elX1P4O+ddjvddXd5e2Li4IFMq+0r7ymo7Cqorb1LKhz5qKhHRi/nWkkX/tsfXZtt6/Pf/09gf3NrE6g5BNmn1i8tWUHS4k+9MmCUlY/HjGj9Kv9qZs7TWcSK69VfSNE5Cvvkl6sBTWjbVMBlugBzrJmExMuoo/BkcMrbz1RKFAeqqgPKVZ0V4FbbOO8txI6+lBcG6kEgTauvnAXtfdrBOVNZwo8Wb54GO7xm7e2B7g+NiiqyYPBIa7khoK+S/K37QwuWhfnwfom7oXRibuXB2u/V0b6UxYS/mkzpjoTyX7kgbwxbWfv7wjOLTrls+tHHzw/jt2VuQqtcbntwX0FMPSLVuP9qssWmVu4o7dhUUZA6U2qrbdttTtbhmGuo7PKEVd27HgExiH/+KEVKqH0cmrJzA9CcOTK06Yxui1iHClUN6ikVo/l/gFmXzDOusqhJ8Fw6PaapT5DWSbrXLw9en/gDyYFDT433kDKyMet0Q8Ls1bbhjGSuSckSf+yphDtta8zAC5E4ENQV38hfRClMpiXdiCp7AYvhvTYgF8d4WysW6bFv5SuTP4w1BzFfyRk1S6iQxXgWbKuKKjCnTnFDObaoQmCA+NtbV5gJaPEbP22IieAEq1SBG46VuBBqrJryJ0WgHlWf9SPji5d+uXL29zd64vp0ea7IXdX9ix7b6NKXtpJNOyvtNTe2XF4pFVQrQ7MbDUaSmM5GJ9CeO2zeu2gZWrbhmPBxdftSS/bnGf01IZWpkbvHo8Gxvd35VdtbDD4uhdvBrv7Bgc6nTkkjFjaPP0lLclmzIb07kW94KRYWifPXA+/gz6aJT7bppEqe7HTqJUd9MZ/FEoqAo0T5dLlkPmGUGeuG1Stm6eeZ597px1XiTBTLwzxOeIn2nii68+dUV4+UBeB/WlophgZWl+9MCQTzTJ4La7xoOtByb3Xf/wxkDt78bUQCrZGzcIka5E83bwyoKHP3fnrgqjFnR+jyNkUPAarmXL0T6VScvkNt6+Yv0XDnaMfe5Xa3fcDq2xdXEitzBldM/Wn8znKl8RucpXRK5yaZ2rXPYBuQrxcmbPiatvPr7Jn9574gg8B2qva6JDxcxAQlDHBuE5KeDCge/eDbnKdw4ceOFjiLNcu+K65ZHgkquXwnM4sOTIbF2HJA29e+IJLIg/WmF5G0/DX8ygUbtXBnkk/gYh+DmkLc8hA0TZqAu4wD+9qALfNFdUwcpQUQVOwJn41uNiUUWjpgLKtIS1IW7zP6fjbviLZZ8WuY0P4rsNCvfAaSEuDa3isvNpTbEIvfp7kJp5SUrR871LDcJfmiAsDSworuxOKKFBSZWm3o1XVNbfsTZh6r58/BT4b1R/cAGfSQy1Fa2lLovLgoJNX8jkcQiBoUt60hu27m2b4zJLIJc5Dce4HFv/BJbEf3FBjUEV/xvkMl2Q555oahJyiMKIC/XaU2idfpVIcs5HsjkqE383FvOPLs838R9oeZ4gFVx5/HD//OX5u9Z9fHNOa7bxamvQglbnLeZkZyDal54jMOZUT8RZQgTGLtX67EanwPI+j/kcgaGyCzfBuWeCeHC2wV8KF/AXN+QvlHOl3wwR8bKTEkRgIDKkPzx9Ic6iJW5r0utNWpjpGRYtccuVCvCAxBTpiGV6w5p9rAEtcX8CbDufvhhjAUfc71bjv0Mr3Kjtre/X6Yu4vo3m6AX8BXFZyF/Q0nVLfVFZ5C/UGXAZdDSG98FfPtTycY5XfIDl46e2fmFvM683qBqrx7TRajBlFkECkzGj1eP0OfpC4Mk1H63n2xrrx1gG68X+fXZttL+xNtoPwuUq/vBJxmJhsk/i14hL+ar6AimGMYAlmNJsBq2EmE4iQfqqM39CWSPf7B98EFsqCs2KTjG11lkFlakK9L/nr2PWV/bHw3NsSFws7RcX8v8pDzi3TjqfZEnfD8l6sXn/Q7vHblzf6lWx4QWHvnLAN9QeY2E8QCBM8+X6EsOXdDuAUOxYEFl/64pQraYOtMctuUxCZ4j3xGNdMQM4vv6LB7vm0yyFSq3kNBatPainlBzTvPmmQZFobfzoJemhrBkRre23j7pdrYuxxrq+kjgD7dJa51q/Etfvq/gvT2A6Uo24luFdudbsInvuXdfYBW19hf0iRCvf3JwVaRbkWY31dYiweRjXWWatpq9RYNAHEmcuQrwKTyLidd4Ke3sVv/YklW0ho7O6jEI6VlEYV3SJuoT+VneeLhvUTCynO5+eoerPPkUHULQDRRuQVwAlAdIeIO0G0i4g7QTSPJDmgDQLpBkgTQNFDCiiQBEBijBQhIDUCQgHoGHXWeKDdedcTcP5P2C2YOfdWaPoCC5KG19sufz4vl0PXlJwtq2DtLFky+/8/I7t966P2wuQNq5td9de1YbL4dERXaQ70bfQZswuysa6Y/pNG9evAyuX37ImGVlyeLhOHNuGVuUWHBlPxUYv7YmvWNRjFYlji7vg1yLqmIiZwuunT3tbcimTMZVH1HG0XjeBEc+I3LET6xC54yN17ljFrznp1WgMuTOgAr09JJEQBmWh+fwRWaCIfu/JId+lSAFOvnNVCim9HDp4io5WhuPvp0rBnktFwU8XPFSnkTp92GrzGymWZ1smjvZZw/mJOxp1Crtu/kxy++31OoXcoqxJwRvqvnH5zO8llvlc8gGRSz4gcsncFDsBuWRuktz6gfJeluYrnrzy2pOXpFqueOLw1ad2p2t/s+cXJXKLChZbYWEqO5y34Kbrf3DHQM9Hvnv9jT84NtBzywsf3XLTiDOy7Prlm28edkWWXwf9gWXmDdwiic/lvT59winmvY6csGwSV4KmxcXii+e9yrNgilsYW8rvTdmYxwUTR+IyJf0qa7RCmhQzyB0KVkFKFCxFcOspiSboMbqNvPSogpbihIyWN/wSdAhLJM1YM8JLAf/TubzXXyE3DIGdjbzX7tOoanUCJb22T0o3z7LDfyzpJcBHQwyf3qm3qWVSzqR7Nt3uY3lX1p1c2BSk5XSjIHHZ9uLKoyuixrZ9y68DX9TqNll8BlqmC7qciYBH81RqpLNkMobtvNFmhLzRpbXqOI3Tpg0NbGnJrNt5ZOTKvDjWoZk/EN1wrMuxSxFH/MLbOOKPEUc8A9RimWehwvC3N322CW8UewJ1hYOc8TXOAXY7AKKNE0IVJBr2A+fL+J653Nf4RZNf/3hVZ3fnwc+vKa3vT0JmQXAqyt+ytBjvSZlMxWWtE8jZo3WnHdHelIl15XyJxZWIQkpBIZIUn1+8o7Lo6uVRU6o3ipKzID96eHFQpTPyalPAErbrTDqtO2N3Zj0aqdZjM7vVUp03a4di1RhtBog0Vp1N4DmbVevq2NSZHGmLM4Q0XBkVazrfhJwrjEWgp2meSjjZKr71pJ8ksXgV/PsJwW9OVAFfoSRRJ2S6zk3UFnENBPp+xBjnc8f3UR5pw0XyeFzLXkNbE260AlfrYbUqKTR0BnTR1lh7PNMV4q+RKRXS2ka89irwgNZk4mlKiZYxldTTUkPUZw64XAKoqU2sjISzZPpehd6LK2uF+pxYM/MatBMfjLiHn8CKuDDHIR+saDFV6x85x3EHfonjfngioB0UqqBpKrIRxhApkU3WTWKWTUKrmM8nL16O6Ht7OgxNI12j5KO7+4oHVmdX9SVUMkgoZbSU8RYXZvNDGcOu3eZo0Ks2aU123KZQoTUMlaJ2JSPojez4XRM5MLbs5tVJitcxKr3HYnJqpKyGM4Sa3D09EqnE5AQ/c9tgFGm1+k30C4AAILBgf8N3/oG4A86VFMSOrskghIxds3mxnVMYA6eD6vFYTEPa7RVPFXBTmolKFShnnSn0CvyHyI/J6oKYY253NO++Z2zk8KpWD8cFe3fft8Xd0xzhFBBGaNqdrPjbxltsQJNs7vAsu3pJ6K3+ASEeDXL6UKvPX/JrwNrlH1mbdret3HN9f/mW6w+MZWFwzbs8dr8gl1Py8MCGPK1lFTAMGu8bkio5atG2ssEYaxVtwDvzBhE/x9deafC1lxBfg3H+rhOGjfSW983X4mgdrna/VO3K+DKtVkIKbqyleI2Wwx9jdSop8bQl5Lbyb72l4uQEqdSxhC1dLKWkupDI10pQF/dCXSC+NoDyYgl8q0jPtsynZ2dwtGepHT9U4alCe0s2EZCS4T8YJ3r+0FDKuRK8D5gXq6PffIbT0M+9zXs+v3njp3cWTYVlTYn+lCm39ZMbJ+5aEzMkB9OlpSVL7bX+YX/Jp+Z8bfHBdr0m3JdLQqDXhTqime4gDyx9excEnTDmDQx2lc36bGUg1r59KOTtXl8O9pULenOpcwi8nGjhbAGDEHC7tJ6ems0aCfggHQgFBXPEwQto3RXHuqGMjkAZZbBuyHXsWWimJzGOw8roIqjTmUpngBLGte1AdcrjkcUmTFXATsq2vgfXkb5zvkwim6MGgiiNI2ygZ/d921PLOkIoukDJUDrYsjBZXt3qAJpsc7tj2TVLQ03b7x1fdOXKso9/Swi3+KGhagf6hUQ0iJebb7rh4Ko8o1YzSo2Jt/t0MiWrDPVvLDCimV6xcOTm9TlneWzPjfahbRWLKdriGRyUMTwafx6OfwscP1qDhFxHwD8NjcGBX40xmBmkpvgJbxWkLs51JO+YN9sS3/iZXUOXr2j18fGNn96971Pj/tpbal/RjxZtNd6SL1R0qnDh2u8dG3S3rbvirtHrvnf74NCx79y049YRZ3j5dcu3189wPh2EhlyRxKAGoih3dvhxG89jBhrtTrrqhHsTyp1xs7wCUZ/nRFB4l8RZ+TxQICokpZRN3428Prr6+uM6M+RD0FH8Vq61hm2+iEH2JblSQa4xe/QKhd5jNvsECt+3gQJCzCs4BFZ6KwmdKwHh8q1HKcGH1noXwT6PSpo5KfGrGfR6MZTxoPj636VI5lHoIw418iXN9XzJtka+BPwM4V4MyhziXvifgHv1nMkhLbdWaUl6PAkLXZtQCUopAQNBEKfNkY5MuiukXqsSatfhtb8CFoSTiYdna3celukjfnvUY+dxWmdmZVKaY6aPxUCtloC6WT8f75pw/alQJpRBePcFEe/Ocq7jLvwS1/3wRLhcZAnhXWwjdQYwIt7xHxzvLrb+Uwe8egalu2Xv57c0r+0JMyhMl1EyypFf3JQczFr0MJSyJEJ+tUlntuF+eR3V5bX9hqxnybH1GbBi9OjatFKtoTmDx2J0qWW8Tq3xNwchH9JKJBKjE/wUQp4BQZ6R/g6O+xdcinTZ1Zg/CO9aJsNNiMKgtAnEu1GIdxDjVSdiMdIHz3WsY2Yn03vg3AUpClDHOTFunMO5LYUtHxsfObyiyaVU+rp2fmq7r7cYYGQSHO2Nk7syHYH2lSUz7rli4ejBBZ4/8+6CN7XUqQsg9+FTg4llH9mY87St2nNdX+tNNxxYmZMrOZpRm9QOv05G0VR0cGNO8EQWX77WV/RqTVqIcyZTrEXEuR5ow6Pn1oB+3FgDermxBrTrhOm9cW7eEtAoZCey2idJtTPtz7ZYCTm4oZZAaTo1j0+xOqVsFur+m4bXdahjzEFrKSmCHYEVoB4moB7cWBJrQ1gXwpdgasyDj1Yoi9JuUcNfeeoMBEAMa8a3VXh5qjkf94SkhP8P+onya8S7Y530olAnffcVoIkffHfN3ZtzxuxIMdaTMKbW37F2/W1jwVVrssM5c+2vnT0d3ZynKdTaotOG26PenJsfXjQwDPyfvt/esW0gtKCr2SxkywOxzh2DAV/3hubFh6OmYvsg+E6quSmpD3pcGntfzW2OBf06tS+QsBTLTSIHQ7JY2bDJ/KQVmuK2KRXWcgYfhVQAAhla+YGGyUxFJmDkrmqg2ezKz0vF97fuMw/H6us+K1WBrt2f3RFYUI6qKZSTVXgK/fHO1c1WoI4X29wrr1rkyU98bPXiK8ea3Mq/C8EmX7DJy6FatswyvNJy0w1XrMpRnJpz+hwQwxiWiQ1uyNJaThEaObBgyS0bkK1ecp1pGNItc7zF6SkEtMa5OhXSi6gNwjAd/kl4acfvhfG6CYxOsYsh01wySS59t3hdd5FClRu+ef1Nzx4stN/wzRtufuZgofZnR3llU/vqFquzfrbgRz/190fHlz/0P5/99BtfGR976PXPKI+e3Bkr7nloLzxHC3u/LM4VsVaFNMCY3fIE5sTvrCj0PM3QlhFyCSqXgqj1QvrsP1Ko4qZZioQhHEP8YS8qVPGa3XpWfpIgJeIu2bk6FbQ/FhtA8fp/nYvX/yjG65vntp6CracbG02rYMWkdHR+yF7f1foPlKqIyzrO2VKVX7WPhFl9pBzMLW+PMgqVgsRllKZ1/PIutLXUOHDDznvA/33XraUeO22OuwWHgVf7vCZxa+lVtz+0o7G1FNWqzPyeuA/tLUW1Kkn8m2+L3X9bj92XXbBFc25H5qn6hswqWNqwoPesVfnHw/X7mg89dVXn3qUFtMrDcnSif2KuUGWbUoOK4Xhm+1yhylhPUiUTw3W50Dp+aeeauzbMFaqAy4aP7SxrLTZWbYk4o26zw2xKdIXD3al5mzC7Qy4oTLvXLtf6rAannhPrVEYPDtQ3YZKJRY06lTck3sYezJY6b7lsdp1H3eAtS+Y2N54Q9zbWK5M/LHGReHXqhxlryuNLWJmaYq5W5TpUqxIroVoVtQ7VqjwCloIjhcTfKFZBwsic+lu9WCUaNeP3MTwlkTIaZpqM4wemH6/bxUJoF8dIFeQuXShWZ+a4y3PQHlobmwgLaO9gbBhG6OtFxlI3gYuu97x/viIu+BDn6lXK20eSnFxKoAUfhb99Tdu7VKzwDodTg2pWwBe3P7inmRMEJWsM2M0+Pa03602ZkUJiQCxbMc/fNXgWxwFI1fcNNupW1FLiB6Ic4hDHj4n7BkUc/1YDx/8N4bgaaVHcyPfPq+U4bxOflEOb+FAtR0sBbeKD/WvUcsD+/VDEsp6Z3xE/a+zhC52o556DWASrgMApCGORxWiD3KRs6Xnx2P/zsgX86wsfeuCOubKFoIHitFzL5qP9KrOmUbZwoHPsgV+uRflmd+toIrswbXCLexbxJ/G/kv+hlkkY6KHvFmtFrfjz4B7yF7BNOdfWin8HPyzep5prK8D37hHb2Lk2N/48/m3yJ7CNm2vrgPftJl+Cbfxc2wBse0x8r3quLQbfe4l4n2aurRneNyXep51ry8G2e8U2Xb0N6qllxov/FV8k5sxdT2Fa8FuUMwe/rSgo42PsQfdj5JXz4dd7AfzKLkBf/K/hZdevGL9uxAvPy1dfN+z7gc6TcXjSDk7rydo9aSf31TWf2Foobvn4+Op7thWKW+/esGB9UTCX1rQv2FCA59X1eW6dSYB78H6IvVaIveCJCiVi758sB8hDjWy5CL7ku2TLwT0KIWCz+fXUAV7HkLiUUjwC3ZDdaHWrJSchcSUIeMBbS3JcaTNqjBCwtuASHBAwMkR9aJ3J4YehbHJY/glMizefijqjTgzSsrGKWuH+8iWWqy24Rf+TwEEm8xXiinoo+9L4HNCKvZO+3+IJAT+sZGsm3qCSwj6y17tjRkUiZs8E7QopJSNk2ljbgnDnpk6nKr5ioBeEGPWVIQ/J2UwGp8XAXesuJMNaX0ytU8u1TrPVqTUKrL24KO7uWryps8MjyrQAdb0HjmcBtvQJLAr+XFF293m6C57ubk+BUBmreKliwVQtD2YrWmNvNvFIW3/oX2w2su2g4jgvPIoM4VyhxPRL4fdRJ5G7EEBz83Kfc+gpReCJ78muPNQdGyg4FTAQohmZNdrsLXeoAy3hFpqRExJIiCq93YmMsxixy5UUTpBMpHU43r6xzdE7EOiMm6yV8RYbzbEKpcZhtFtUvCoWFbxGRspbBZ2JlaZjnhAncDY/9GcUY9Cx1kx/pGe9Gids8RY0F9wzCfzbeOe8ek5wcja+v7XCCn5D7NFGcH+AOvROwf07FURozsNIIo1/m2XWUXqfWNlf+wYNoQISAdnrhNqV9gQKTnYdzdWeBt/8N4PXd82ssV5Dql1WvdtiUoJbpXIZIYZfFT9YU/u3Wd7kxXfjZcgXFz+B5cFts7ls8F8VClOVvnAMhvW4qzrz7IlYuhedK7xW34tqJJ6JXq74isbwyKyeEWiEw3s+dHWELpdCt+C7E8sPDXg68n6lFAa4pFwqMwSbQu6sV8N7Cn5vs0XLaozgbjgQCauq/VoT0bVv7vZlKpu6vDCuZRjepNGaeSnDKmHgaDF6DbRMrQfrzIJcYxfC/mtxc3H57F4kL/4YtO8YVsGyk/58FZw+SRkMVBxeVFiMyjwYCpGuL/EHm7/U8GoXxvLz3Nvbcta6i8by+GPhRXs6Vx/oNNKWzOLLh43psF0lQ+ttCqM7Zom3h7Tm0Uz7mmbrv1F6r9lVMCjNAYvFb6QzrRt7fMVNNy0Mb1i/ojMI8VdpNhutHAm9jy3T5eVNzsqqTmvQrFSzub6wmrcGoH5j0EYvgfq1Y36I++D/1vPU4G8VBaYj1M+YLqcPvXeWurF1H7+EIClp7Q0Jawrag0k9IQXm2jMqJUrAgDcg/ZKCP+qsJr1q+gU5JcXR91fhHb6wYNfKSR5tK4HxezOU+RSUuR1iezPW9xTmA5MYhznAZIUy0VYTB3/l0TMA0bc8qFYYeThFuD+rO1i6n7jyXco3vbOhe+7CyB0Q5yL33HmBOz71pXt79g6HBxbYEi61f2B3b//OHmdHuWfkp8lEMsGYgtalPGuPO00+I5MvNeWpfXv1qQX5yjo/64sXXKlFeZs53RdvHnd614G0x+1zcFajQRWvPa2xW8wcZ7bYeX/Ah2wtB8d9Lxw34jdptNYOHhfzz01VcKqi8lceRFWaX44cNHxRduXF6jO9c/nm3DvwHFmMmEdz8Hspa2b08mF7U9LLwIlEq2SWYMmb6AzrcJU7EDN0rm21QlPsGb+80/AtoDL7zWa/kaGNPpO98Epk47oVnQEYmtOUSquKOWiGsqe7fHKOkcGYuNi6qcdf2nRTKNsb1vC2gN4SsKjU9TkVn/k/+I34J87xg5MiPziJ+MFn2SPu+8lr3y08fxs/uNHdv2/Rkr2dFlffvuEV+9pN32AMAbMRKkQFtWL16SnQt/DIWCq14sqBgcOr0rlVV/TnhxKCLj6Qa10Y5fWJgdn1GvAAfhfkBw7ED56sMHr+ahqg8PwIeU0jPB9/p/j8HEV4QK4P2G1BSBHUAiMBUlp+XEKrHTBC1ZBaGQzj0LYv8L2CTEKbjbxBTZMbcEjLcVIqEfuRgELqgPLJoTy3FvedRhwhikhCU0Wh0D8cOKLMfI7A4pAbXBCBfwBm0KFkah1qg4okFLzqKlQBGvHYEn6LglRIJTI21DQUKUPs40K9+WEgZdlun0PCO81qk06n3GUOuF0aq0+lZmVqu95s5HQaxpzsDtmb23qDFQ8cgxvquBeOYRi7DPGCP1WUvUOe3pKnt9dTIhjICwKVFMZks0EswSVwbeKeDiwIhOCddpbVYnbOjhf/ZAfH7cBuJzuOPKP9vhbXfkI0i3GEkHv2rh4X/evqcfRPXHa5OG+QvEvknTtfQOfibsgcemOL93cHewoBtZymFOZgKWSPmJUqVz5YppQINxl5Z6U1lLJmwjY5FBkBCCkdal0Uaxkv23lX2hUqB7XPphZkLQoVr/bYHVolp2Q0JlZt1VKkygijF6Uk6DZ7WZ4lVQYNq1PJKZ2aEcKVgCUVsMklRn8azhVu5g18J36byB/KF/CHj1S0MNB+Jvb9GB67p0EirqKuOUcixj8Mi5Cl8Z0qpqIwNFjEaxSnQPteZC8SamfKG8q5lBWKq/0S/5cHqi7XOml9G6N0HcnaTTqbQacEfRIoD4kMwsBNNmCpiTadhPbQgR/FCognJiGH8EQ8EcZcBa9VaIx5MQMyHztuAzaRRCR70bmi0Zt6IVWM3x88/IzwfQEXPt4wgFkWMf7em0R857EIoU4i6qCLd4QW7R+I9KTtjByXyqQKo78QskYcfFNbsNWsZbV6cL1SpVTV/lsd45rXdXpeTC9ucshpFWOzw3kjZVQ0pXMI/oCM1YGIoLb5A46tOBBiA8jHheB4V0H7Rwg2NOlNV8GJk5QgUFBtJytujPpFAiTuOB54NvBigAgEyOOOZx244w72yDOF7xfwwt2zI0VWPj470LfxCfwd+YRvPp1YFeibaB3c0eVwLrxhgz4ZsjMSCNIyuWAPWcNNHs7UF25dkjN+wxnSx/S0zqHT2bXUj1PLWl2BhZcuGLpxQ5GU07RG0JpUJBSUMZRHGaTsgmIipmLiZR+vNHrq8dUbeDPUsbXOI/7WWO/2IR5Bqv/FcJi+5mI8grjIajf8HAkle41QmYK2cMpIkNhM7T8ZTqUEr9AcJcHbeaMgqGoZGYWqY1UU+KndH7JJVGbEH2xQ9juh7FH+vwNb9xQWAscxLeZB/MHGOutr3akz4BTK/0Ma56BORZ+P/u8oEc2TJ/xf9//QT/hvNx75fht4qg203VHXRV0ZxfGL8op3WP5GzMLfYBaCvpU4b+07h+/0Dlwy0Luzz6d2ZdzmqEPt7trW27u1w9GWr/T+0JuI+mNp1qSlGUTv1Da9EhVjp0MnYn0psy7cETXGgz5OafPFbf72pMkQafWl+s3Wxf9jdTnMJq9WzmuF2kusUdAxlE5vUin1atqFbNMM5TME5ROCtrlw0hhGLgVjGCwLjbTidb5YAqU7nrF83/ILC2GxkD9NgBOJryfwxF2+hiO+c84658xz/pr3hW73/PK+C+A7hw+5Ft2wwZyLOZWojMbkSdhDTV4OmHrCrUtzRh+Ux8DWTsc3GEgRtXYtLYcOVJcCa4ePbshJKaVSqw1Y5JTCGCzYWY05O5BILyu7AwsuLSYrUDhGj97k0VMqMVcRxy/DbyTtapkEmgm0U9Tmxa8BD5Am2GaZa0vgR/EO8T7rXJsbvrdXbLPNtXH4NfhOUgvb7HNtSXhfB6mCbY65thBsWyW+1znXZoXvbRbvc8212eB9O8X73HNtZtg2JLZ56m0YmInNvEo8QqYwHWZ8CtOB0xgNW09PURyJxVH9wc+hTdaJH8g10qhAKpMoNJaA1ennCZr4pEJtFa/hJGNYVN+rYyX/B80sOSdAYZFY98yvybykU6wFaIEovglb+RR8ym8wCqPBf5zWUfDXMdJGgVdhWLgKHnvhLHsVE7AM+HmFdyy7b2jdfR1bi/eZ4/dx3gnYsfJzZ1EA+FKd1c1NosYMeltvyfcgfe9FCsFeSmPx210BNUERGymNNWB3+eH19EOu3l0DozvLBlfPzoHFOyum55UGp0bv0tFKvUNrdAkK4pC7R7zFWL+lzfS8yuDQGJyNW5wCxSChyVgtdKTomxpkKg39u/JErz/SvyHftrnPH+qfKMdaXEre0xQK5l0qjTc7/db5N2yqxJpdKt5bCgULTnQDJuq78d1YaimmFrlyEkTwsmQF5MpuzPAMZiQ6MJZox5zwTBJNIk1+J4YsnZ1hZXvbpp7+Dc1GW9um3oENTca7VLaorZxGx/YE/vxalDzb+vFVjfPGZXvaTTcfW3pJu/kjInaPgjJukYxgNswwyei/Ch9PY2bYAULsQKqcnv/Vwqi+QoouIAMFaCs6YhW4hVLVrlAqWfraoxo1pbyHdnlCur20EhxwGI0OtwGXjzB6n9VKTcilNDV9mQk9twLa8LhkNWQ+9iklzj0DH+mAD1dgYXiFNx5+tv4FCI2no4fOTwfNfuPROd4bN9UWcTrOdF1HJluwJnxmmYKhOdqXbvWUlpasfHiwaT/I0yy4ts0UjuZNxwY3BWNFtU5t9VhsSoWOp23Z/rCvZ9GalgOOen6kE7jxCNRRO+abrJirRMcJt5sMPg07WYTd1Ymqys4FbPO+r8GPIodzaS0fJKd1EZ6f06oPQqgntQAeiS7Y2uJpTTikchmlkJmDGXvP4KLxAs3zVKlrKNVsT/utcopSsIwnWQ5uuWS4f3wDbmpZ1epgeI1UbnAa7ayabSuUygaHVd9RiDRr9BqN02ajFRqeXr1uYItWQm2qx2p+kMH7JEMwJvJirkmChqM7bXOZvF6Z6Uk4OBnSwlzOCo0MMUxEuWb5Za5OL+t2QKAcVZ++3ekLWGu/ljIKUkm/KGVNIUdrqJ1m/gP/1a9xvvkoo1IxRyWs1RAtCuCoUk1JtJpa0Az+tTaG5D0APLgX+qYM5nkCGSLaERJG4vZcRNzvLO05avg2Zuj192/v8JcCJplcoVDIjZ64vW+kb7k1YdCq/GBUybGq2uv6uD4/VnHhieYNPT45rSRJm1tvppV0paepkxaMYGHU4nbbTuGEtbhUlGUOzuUStJMgVkQ9j8Ke+/2kHfWchz3PzpvT5/e8Hr0JeltdtvPqQIQLqF7J07GmedGmolZhiPRs6k4XYDjOMCRnCVqTnREdcK5Jb1tzQ77J227h7HG7PWpT4RXkmIobb14U3bRuRUdAKZELNp9eppCHe1alBN/Bw+0VvbZjRVYQ/FnR3ptBDM9IejE9pvkq9EYdmBbNStESznE6MLcilBUFjGcIqYL8o8IftThYEihqz1mt4KRWIyG1VoNeOf0kpDdKnsLXdXeYIIdLAgfeCmVlxPxYGvM9rleEw14vYX264QCTov+ZU3O6vg1j9svJ83Oqflt6BxVm+Pwq0EjvtB69/tDRoWU9A4cPl8eK5q7+keF7s8VcnrHGXKmEstxTypXLTS04t/eqTTvKE9HA6vZ1O83JrnDTmkB0DWiLZrIRncth4y3l2iejXW5HZyJdaHyPUQ74RX2Hob59k6Y88gxWqyyOxuBvmKqMaL7AM0jQFxnOM9W3E6jZ76IRB1BSmKK9W7qjQzAcYWhS74xa0t1RHXCsiBcXpfTu9jXNw5uKulvwcrMzalWmy75u/DfRTRvGuoJqWm41uQUFowj1rEwJbltpabFlU7e/uOmm2MFt+kDG0tplQzUk2Ck8Smw9h0ExqIIyxKAYtNfK+8OgqLV1XUfP6qLB2rKus2dNUX+ryhKytiTQsRLF+ZFrxuKJsSMLG+el/WsLwqVX9KGjaHMrsOdwhtgAYwvTlJIRvgqfb8Jo2AOJ2AMIQi/MJkDmUOhCEGJopnabEsZth672UMwxyukKaHfSzN+sOsFi1YEnu7QtRoN8uVRKKaZ/LNR9ew/2TdxO7MSiaORq+DwHfHIYnvF5Iz8HPsQFfhvMBx/cbqxtYnWc4bAzbKJTOXPUY5IpaIrVbejKj+TNXLC3sAsEjNhMQfD6Y8IhRzbqU/uSrIY1OPQmmnMao2Wvo6VjOLMZ9a0feww3Q71UsPBki7tKxE6azWQs+AzsXR72UgfPHNRQC1ZOw46mPzT4gHngYw73byq5S1G7VC6l5DKTL2nr7B1ckaFZVlFo70+UrEkEqZRCpV81uH7Hgu4Vq8HV6YVZM8VypExr0VqUrDIfT+W0ZqOmmPCmOQ3HWQ0mBescHi6v4CWKJfUcIfZVPE+saeCOzQNHd5pwmWga4U4ZTpvKB8advFC2e32W2p+hfkma/qZUZfTbmwJlinkFvPwjcCC1n6Jpar+EMeh8CS0YYFgFwXO13QZwpHZvfZ/LY7iWWDaLO7EG7sQg7tSlLcr6A+MO7HkDd7S+7k0VX85vkMnlCrnc4Ipau4c6l5hjerXKCzoZVql6S4hqs0tbHODO9GizU0bREtJo1erhHM43p4pytQAsfqPVavwUjhuTvXU/1ALnbwDaSRDL13En1sCdGMSdMsSdc/P4Q+FODg+4KmPFobU5jVwf6lzXnsjKWYamSc7sN8fbglpgX5nYNHYkU3CXTawtYm3Kg89ml7U4E0v3d/qXLB4sumiJTG1yaKFReZoXhDWOzdsKOQ1fHIyquxscC3sc9xJjs5gTg5hThphTuRjmaOYwx0tI5eSv5d6I2a6U1Gr/y2IB96s1hJM36DRMjVczUppV4LJSUUB5gyL2sOjn9NDPxSHmKHR+v9NJmJ9uODwoOIg5syrm3wFzhPMhR7gQcaJXX3XpNf0j7b0HLjuwtb17aMGd6Vw6k64kosqWjny6qbnQBC5bu33Zyuwyv3M4P7J6WV962OkbAbwvGvF5UlZDvvY9f8luLoVCiUhdv5Nz+oU4k4VzBeFMFPXb2zBN2TwFvyvO+C4OMwGFIdy1viPcp6LgLCF1jrA50RHSAftodOdKZ3msNLgup70eNBftETOTaPZ04BHf0tGhJjdLyfR6qxbas6d5KKSxbliXWdLiTC7Z79+8QuuMGLIlketjM+2kCcpdianOQN/ahikJD4ZUq8vWZ4kMhoiSN9QqBe1ZtXVv89O/0rFWp0wXduvEmPhL5CMSTprGGEw+ycBwE/2HFOh9s//hCfFnlrO/+TLLcaw0bfV1ho2mIHrfk7JH8W55EmpfPoncDoxlCKfO2Y3fOr1fnrwew/4/Om2YTXicY2BkYGBgs3q422750Xh+m68M8hwMIHCvx7UXRv/X+1fMVshhCORyMDCBRAGJgg0eAAB4nGNgZGDgMPx3h4GB7d9/vV/P2AoZgCLIQIgFAKTIBrQAAAB4nO3bwUuTcRzH8Y/f328ew1tk5UVHEOT0Ypu5EF0uGqZDhdVF6zCwQwwyyKgOQR6MDkGXiqijBEFEXToE/QN6KMGDeBJBKIiga+szMCh8BHNbP9TPC97wPDz7Pc93z07P4LEvyIDsJdCwAMQWkbImHLRrOGWtuO0PIMUesQIbY21sgo2yPEuzPv8ENxoeA/4jityXDY0/8SD0DHuFf4iZ0DP8i8az9ZnXx3fXfagHn0Mu9AxSPVvCndAz7Ab2A907WgdcrPUsIiKyc/YUa1sem8TC/5zlr2vzuS/UtaO4u5gOPcNvfg7nbQWH3HcMuW/o9xNocesY8n0oug9I+F4Mcjsb8czcHPnMPIWCvcIR9wJ5dw+D7hPa3CzG3TwKbhxx9xndbhkD7jlOsmk2zEbYCXaZnWFZlqy0ab5M9HwugbTFcNTe4rS9RtK+otXeoN9WkbNnaOd+D7e7ou5BNWvtHRJcG7cSOmyK666jya6g027iuF3iOe+jxa7i8LY/t1Rur8XvGruFgVqcR0Tqp/IfY+gZREREREREREREREREREREREREREREREREZH+xEjrZKOtlGXaM5VgX69k4Hvk+3bavUUSSXWBZdo4lWJ6lWYalKtt/rinPVfe9RERERERERPaX8vvQE4iE8wvnknHAeJztwj1IAmEABuDTMvsxtbPU9DTvU/Pn01OvhhBpCImGhhCJBqcGB4eIiIaIaIiGBgcnCZFoCAmRiJBoanJ2iJCmcGiMhpDGKAKbEsuo9OV5GIbxvJtm1pkDpihZktSk11333ceyFdmG7LmH6SnJnXJnb7C38hf0Zf6F6s/oX2rCzW8bWOsAj3+PYvETJwBt4vmjwdlvWWiRw5Z4UIrKvCqqKqoFdV79NLQ9VGPD7KGG1ZwPa4eTI8sjOW1Gx+kSuoLepi+PTo1eGoKGHSNrTBmrXIgLc/PcqUk0FUw185b5aSw8tmeRWnK8kt/nU/wtXyUREiNxsko2yS5JkjQ5InlSrLNKrWFr3hayZe2cPWm/GY+Ml+ocrGPRceGMOa9cU64zV829R6VUQbXUQt10kk7TORqhMRqn6cY8UWg7MQAAAAAAAAAAAAAAAPiirOfWK3gz3nthRjgWKr6gL9vAnZ/zJ/yVAAlsB+5EVlwRy28eX00oAAAAAAAAAKAJZoDO9QJUIZkxAAAAAQAAGy0AgAAQAGYABQACABAALwBgAAAM+AE/AAMAAXictVlPbxvHFR9bcmw5tlEUTROgbTKX1nJKUI4DJIF9KUVREhOKFEjKik/BcHdIjr3cXezsimG+Qz9Deytybj9FC/TQHHso+hmKnnpof+/NLLmkJMMNWstcvpl98/7/mRkKId6/EYsbgv/d2Ln5Iw/fELe36h6+Kba3fuXhLfHuVuHhbXFv63cevgX4zx5+S7y99Q8P3xbPtuceviPe2f6bh3fED2696+G7N05v/9HDb4tf7lgP3xPv7PzJw/dv33v3Xx5+IH7+wRCS3NjegXA/ZKkIviEebL3v4ZviztYnHt4S9a2Wh7fFe1u/9vAtwH/w8Fvix1t/9fBtcbH1bw/fER9u/97DO0Ju/9PDd2/+9tauh98Wz3d+4uF74sOd33j4/oP3dv7u4Qfi8w/uiG+FFE/EY/GR+AzQiTAiEJlIhMVnLHLMNQFlIuWnwowBFIs63jREhD8p+pibiCneWR5pfGtgX+AZAvO+uCuOAY8wp8UcOD3Q06AyFAuGpOiA9gKUC+YZAZqwLBKfBDgLrC25yKXUj8XHgH6xHH0qaiyBAoUUuBJ8FfgQjUC88rifYzTFLL0tIKFdajTEvGEtomvlGbMlpNjHeIQ3NKvYDus6OjqJ11QylwJvA9a3tO8cazOeKYAVst0k5qc8dyLakImsY3hdzJZ9xus1Y2gxA0+yc8hP6SUqcSXPW/aqgSyl/1Z60PscUhistLCC+FY+efzRZ/LEBFlik3Eum0mWJpnKTRLXZSOKZN9MprmVfW11dqHD+v27x3qU6bnspToeLlItO2qRFLmMkokJZJCki4yWSCL9+GP5C/r6tCb7Kkqn8ljFQRK8wuznyTSWx0VoidFwaqyMqnTGSSb3zSgygYqk5wicBEylTYos0JLknatMyyIOdSbzqZYn7aHsmEDHVj+TVmupZyMdhjqUkZuVobZBZlLSj3mEOlcmsjBFkz1r2KsGQxWZUQZgH7aLYDmxn0R4Xk6bp5w41cVytWhp2afSU5SOzrUr1tGec5TYpSc/gdeeIBPEc51ZUuKT+pOPN6lt0rqaowtaxSFI6R5ygFGIvuJgHq8F5+ViMeFxgUArsSn1ZhhTGhoOxfpKH3hPyTxToZ6p7JVMxs5jy8ibZEmR0nSQzFIVG01OefMiJa6MYYF0KkBhF5hWPPIpIMUR00ywWnSKYFfZR4gEeZQlSf46Q82wxOWty3LFmSd9DTRshDFmZ5xhC4zmgHKuThaCjABHLIAzHVUBg+fE1w9HNWdHOJ4x53nAysY+Fqh6tdkUY8yQCQquK5bpal+hDGe6qxCWa6Vl97o6TnUs9fMllxnoRGzQ1EsZY2bGXB1Ny/VjJQFxTFkX547SGU72iGsp1cepr+cklQuQgOU3rHG+rPbOZo6Lq26x18sF2IgxVxJXNSKrfc3rnNavMK5fSs2HTG3GFBZsh8J3r6q9y7CPfX3POHxy72W7rNyafS19EjhtnIwTj0OZ+42nnkML56GLpZcUxwgl3WxNrzLYA0iimH/g+W+m1CxB9UNRVLFFycvMWI7VzEQLOTf5VNpilEdaIrfi0MQTVFCg5nqGlXGIVMti1JG6bOdyrFVeZNrKTKPkmhw8AluTdqbQBQKVAqYlsyLKTQqScTHTGTCtzpmAlWmWIO8o7UA9ipK5nKITSIN0DnJpYplTY4BkWIKCHIMX0n1kJkzYMcr11zkWm1e6XhbMh1bOVLyQQYEG5OSmyhGjI2QKumTGUvnXaiZRQMAGFCeYseYboOcJFLoglZREt5g5XlQmgqnKIJjOYFEKvpwT4qnYw1/ImwgK9NmlClT3dW4P8IIDf8IOok3IArMKIeA2E2Ka56l9urcXJoGtz8oCVUeF28sXaTLJVDpd7KkR+t5KBidBxHWLwm7MKeXSznFmuiAbFYGy4ySGA0Dy6mppOThTTgG3aSjpUXK8YEldQiw4kN1GIl9ujkrsMnwDX2IoGGtcTwkv9ZuoajlJOVliH8aOivZj5UuH5sA3rLmTbsRylAm4ucHJ/QpXErJLM+OlDrU36mGueIVs69wXSbeddXxrSz6bGrhkn7OdAi5tV9ls7jU1vDGNeAvqNsqXbU9rXAHcBf6jtQ3f1dSdDN/XttXtpGtC0reRnD0XrJXzTQ1WxXtTrmeVGCBNnC6uqZVdO1s2yJBbRMytQl2rqYs9tRZVrsAm/um0cnDBeeS28yGXW+O34o4OYUZcsq+PUXfoib1nVtTLDDGV5jfl9mK8nd0hiD5Db+kx78dcMywtvR7ZNfaOYjhcbgU2jwab2bC7UTM0H23m3PwMRwB5VmGOrDQBRvluz9P8auO48chn8KpirBpXKc1/c6B7wwOU/OkGjU5JQ/5sGdEvMed8VUaOa6SRP3itIvx1h8IyMq8/GJbeO11mkK1swJ3fXTRoz8/V/9j7v8Z6Z/7QVu6MXRufeF+X8eziK/UbO8ch4W2iYl3LaFFidTjerGv/B38sraRYd7Kd8TU/9Dkb+K1hzLJWj5qGN4+W49PLeL1/AQ/Wj8fw+KOKjcLKhraaE29MT6w24SX21VWutlHlSttvro54E2s29C7lWl1drDJn1ZFKH9ZEeZigQ0M51pUISfm4EHG8TSud1kk9Ylm071jF0pfVeuJ8uOc9bjlToqUMZW6vx9KbW7Xa6Z2W1Y6zHtMrS8zZjrPv6ceyKxR8GHKW0RUJQn4Sz5VdXgIjqPSQ/DU12XWAkDUoO9/TS9Xc7e8uGL7qwirmflF2nOqRouwZV9WV9VWW64Xz18jrfnX/Vdd4NVtawHKkxkzdZdLlw9r3jYJqrzsWLcboiUOMztE9+zzTxpxENe3jzXOMDjB7gJmHwBj49w/ZY+fck46Bd8b9ztHo49nF+AXXukMheUyjL4DfBS1a2xJfMo8WqA0Ys8+0TzDbwXfL49GKJmbOMCb4iKuh49fFKncF1/b90Uk6xLxcarguVZs5lpKdYNQH/WP/tgHabaZH8hP/Q4a7SzkPvaQNthFRJppNSNThEc2e4fsUeAPm32CdnbRd1uEQ750uLZaAONe9rg6P7PPcvyEfkXwd/K20arANjlmalf2a+D6F5ET/CG+H3Cl6WHnAmg7Yei1vM9K2w6OVVs5TTdaGrEo2OAB8gs/R0nZ9fjpZ+hVq67Y75/crLKdfwz+bbLkej5w3mjwasq/obc37ss96bHI950hsMVaDNR4sI+SQo9dJX0an49GrSOL4kW+rspRRLV+TI45K+f7Me/qyXcjqDbYJyTVYcr6OssvPyt2YLdI0MjqUdGysyxdJgcP1QhZW41BtLE/TmTnItMp1TYbGppFauLN/mhm8DYCi8a1w4tfZzOQ5yI0WfCgvr1lxqp7hdJ+VwJg41C5f+qVZEhZBXqObiwusrdGakgGO8vOpCaYVyeZgauIgKkIdrqRP4mghd80jd91bQQeF10nrbodNPJGZtnlmAnd3UTLgK4uS1jO2wK4Bl1zP6H4xo0uWMJnHUaLCdespZyqdkToJWOFZ5GmRy1CTmoQz1VG6btG6bMQLj04OMXylMjUjk/PF+/27Qwg9TuhqhYT2xq7JkbKQNomXd+ClG3b9RYGO63PzyqQ6NKqeZJM9Gu0B8yt/W/4IDubA4AsTInP19f5V1/J/8RgdwviODP0ygVZkHH2hoyR1Bl//AYCMufYTAKl3Sg6yfK0N3WEGjXWTTME6YU2OM635fniqsgm0JjvDXvAqCMhklCsTk1kU/whRxtqb60EiKWuTwCiKkTAJihm8otxvBSaCbXaJ4pq+cuB/hfjuEUsU8uWZ88SVeHwtR9OVkKv5kCPpy9eRQaw63kQrcz/DgAMnEmlYo6s/M6ZvzQZJCyhkp5y0ID0qKIEtTfo4gYZ7UNxqutFLUuMu4K4V1SU9WLrE8ZZmIebTZPYaHSkViiyGMJoJhIm0CcvyUgd5GWKrSEYChIaT72kZ5mqUXOjKz0lxklPiuNs/45PZxYp/Zad0gTjSa/mrKqpmJIDNEU4GTlpeVb7OBC7rjlty0Dscnjf6LdkeyNN+73n7oHUgHzYGGD+syfP28Lh3NpTA6De6wxeydygb3Rfyi3b3oCZbX572W4OB7PVl++S0025hrt1tds4O2t0juY913d5QdtrIRxAd9iQx9KTarQERO2n1m8cYNvbbnfbwRU0etoddonkIog152ugP282zTqMvT8/6p71BC+wPQLbb7h72waV10uoO6+CKOdl6joEcHDc6HWbVOIP0fZav2Tt90W8fHQ/lca9z0MLkfguSNfY7LccKSjU7jfZJTR40ThpHLV7VA5U+o3npzo9bPAV+DfxvDtu9LqnR7HWHfQxr0LI/XC49bw9aNdnotwdkkMN+D+TJnFjRYyJY1205KmRqueYRoND4bNBayXLQanRAa0CLq8jw5//ysvfNLnjFfwCKd0fteJxs1kOYJAsXtusO246o3rttVTobu23btm3btm3btm3bts9/8MWqwYlB5juKZ7TuK5Khyf6f5w+fbEiy/5/Hy/p/fpBkaDIsGZ1MSiYnU5JpyfRkRjIzmZXMTuYkc5N5yRIQFMEQHCEQEqEQGmEQFuEQHhEQEZEQGVEQFdEQHTEQE7EQG3EQF/GQBCQ58g/yL5ICSYmkQlIjaZC0SDokPZIByYhkQjIjWZCsSDYkO5IDSUQCSBAJIWEkgkSRGBJHciK5kNxIHuQ/JC+SD8mPFEAKIoWQwkgRpChSDCmOlEBKIqWQ0kgZpCxSDimPVEAqIpWQykgVpCpSDamO1EBqIrWQ2kgdpC5SD6mPNEAaIo2QxkgTpCnSDGmOtEBaIq2Q1kgbpC3SDmmPdEA6Ip2QzkgXpCvSDemO9EB6Ir2Q3kgfpC/SD+mPDEAGIoOQwcgQZCgyDBmOjEBGIqOQ0cgYZCwyDhmPTEAmIpOQycgUZCoyDZmOzEBmIrOQ2cgcZC4yD5mPLEAWIouQxcgSZCmyDFmOrEBWIquQ1cgaZC2yDlmPbEA2IpuQzcgWZCuyDdmO7EB2IruQ3cgeZC+yD9mPHEAOIoeQw8gR5ChyDDmOnEBOIqeQ08gZ5CxyDjmPXEAuIpeQy8gV5CpyDbmO3EBuIreQ28gd5C5yD7mPPEAeIo+Qx8gT5CnyDHmOvEBeIq+Q18gb5C3yDnmPfEA+Ip+Qz8gX5CvyDfmO/EB+Ir+Q38gf5C+aDEVQFMVQHCVQEqVQGmVQFuVQHhVQEZVQGVVQFdVQHTVQE7VQG3VQF/XQBDQ5+g/6L5oCTYmmQlOjadC0aDo0PZoBzYhmQjOjWdCsaDY0O5oDTUQDaBANoWE0gkbRGBpHc6K50NxoHvQ/NC+aD82PFkALooXQwmgRtChaDC2OlkBLoqXQ0mgZtCxaDi2PVkAropXQymgVtCpaDa2O1kBrorXQ2mgdtC5aD62PNkAboo3QxmgTtCnaDG2OtkBboq3Q1mgbtC3aDm2PdkA7op3QzmgXtCvaDe2O9kB7or3Q3mgftC/aD+2PDkAHooPQwegQdCg6DB2OjkBHoqPQ0egYdCw6Dh2PTkAnopPQyegUdCo6DZ2OzkBnorPQ2egcdC46D52PLkAXoovQxegSdCm6DF2OrkBXoqvQ1egadC26Dl2PbkA3opvQzegWdCu6Dd2O7kB3orvQ3egedC+6D92PHkAPoofQw+gR9Ch6DD2OnkBPoqfQ0+gZ9Cx6Dj2PXkAvopfQy+gV9Cp6Db2O3kBvorfQ2+gd9C56D72PPkAfoo/Qx+gT9Cn6DH2OvkBfoq/Q1+gb9C36Dn2PfkA/op/Qz+gX9Cv6Df2O/kB/or/Q3+gf9C+WDEMwFMMwHCMwEqMwGmMwFuMwHhMwEZMwGVMwFdMwHTMwE7MwG3MwF/OwBCw59g/2L5YCS4mlwlJjabC0WDosPZYBy4hlwjJjWbCsWDYsO5YDS8QCWBALYWEsgkWxGBbHcmK5sNxYHuw/LC+WD8uPFcAKYoWwwlgRrChWDCuOlcBKYqWw0lgZrCxWDiuPVcAqYpWwylgVrCpWDauO1cBqYrWw2lgdrC5WD6uPNcAaYo2wxlgTrCnWDGuOtcBaYq2w1lgbrC3WDmuPdcA6Yp2wzlgXrCvWDeuO9cB6Yr2w3lgfrC/WD+uPDcAGYoOwwdgQbCg2DBuOjcBGYqOw0dgYbCw2DhuPTcAmYpOwydgUbCo2DZuOzcBmYrOw2dgcbC42D5uPLcAWYouwxdgSbCm2DFuOrcBWYquw1dgabC22DluPbcA2YpuwzdgWbCu2DduO7cB2Yruw3dgebC+2D9uPHcAOYoeww9gR7Ch2DDuOncBOYqew09gZ7Cx2DjuPXcAuYpewy9gV7Cp2DbuO3cBuYrew29gd7C52D7uPPcAeYo+wx9gT7Cn2DHuOvcBeYq+w19gb7C32DnuPfcA+Yp+wz9gX7Cv2DfuO/cB+Yr+w39gf7C+eDEdwFMdwHCdwEqdwGmdwFudwHhdwEZdwGVdwFddwHTdwE7dwG3dwF/fwBDw5/g/+L54CT4mnwlPjafC0eDo8PZ4Bz4hnwjPjWfCseDY8O54DT8QDeBAP4WE8gkfxGB7Hc+K58Nx4Hvw/PC+eD8+PF8AL4oXwwngRvCheDC+Ol8BL4qXw0ngZvCxeDi+PV8Ar4pXwyngVvCpeDa+O18Br4rXw2ngdvC5eD6+PN8Ab4o3wxngTvCneDG+Ot8Bb4q3w1ngbvC3eDm+Pd8A74p3wzngXvCveDe+O98B74r3w3ngfvC/eD++PD8AH4oPwwfgQfCg+DB+Oj8BH4qPw0fgYfCw+Dh+PT8An4pPwyfgUfCo+DZ+Oz8Bn4rPw2fgcfC4+D5+PL8AX4ovwxfgSfCm+DF+Or8BX4qvw1fgafC2+Dl+Pb8A34pvwzfgWfCu+Dd+O78B34rvw3fgefC++D9+PH8AP4ofww/gR/Ch+DD+On8BP4qfw0/gZ/Cx+Dj+PX8Av4pfwy/gV/Cp+Db+O38Bv4rfw2/gd/C5+D7+PP8Af4o/wx/gT/Cn+DH+Ov8Bf4q/w1/gb/C3+Dn+Pf8A/4p/wz/gX/Cv+Df+O/8B/4r/w3/gf/C+RjEAIlMAInCAIkqAImmAIluAInhAIkZAImVAIldAInTAIk7AIm3AIl/CIBCI58Q/xL5GCSEmkIlITaYi0RDoiPZGByEhkIjITWYisRDYiO5GDSCQCRJAIEWEiQkSJGBEnchK5iNxEHuI/Ii+Rj8hPFCAKEoWIwkQRoihRjChOlCBKEqWI0kQZoixRjihPVCAqEpWIykQVoipRjahO1CBqErWI2kQdoi5Rj6hPNCAaEo2IxkQToinRjGhOtCBaEq2I1kQboi3RjmhPdCA6Ep2IzkQXoivRjehO9CB6Er2I3kQfoi/Rj+hPDCAGEoOIwcQQYigxjBhOjCBGEqOI0cQYYiwxjhhPTCAmEpOIycQUYioxjZhOzCBmErOI2cQcYi4xj5hPLCAWEouIxcQSYimxjFhOrCBWEquI1cQaYi2xjlhPbCA2EpuIzcQWYiuxjdhO7CB2EruI3cQeYi+xj9hPHCAOEoeIw8QR4ihxjDhOnCBOEqeI08QZ4ixxjjhPXCAuEpeIy8QV4ipxjbhO3CBuEreI28Qd4i5xj7hPPCAeEo+Ix8QT4inxjHhOvCBeEq+I18Qb4i3xjnhPfCA+Ep+Iz8QX4ivxjfhO/CB+Er+I38Qf4i+ZjERIlMRInCRIkqRImmRIluRInhRIkZRImVRIldRInTRIk7RIm3RIl/TIBDI5+Q/5L5mCTEmmIlOTaci0ZDoyPZmBzEhmIjOTWcisZDYyO5mDTCQDZJAMkWEyQkbJGBknc5K5yNxkHvI/Mi+Zj8xPFiALkoXIwmQRsihZjCxOliBLkqXI0mQZsixZjixPViArkpXIymQVsipZjaxO1iBrkrXI2mQdsi5Zj6xPNiAbko3IxmQTsinZjGxOtiBbkq3I1mQbsi3ZjmxPdiA7kp3IzmQXsivZjexO9iB7kr3I3mQfsi/Zj+xPDiAHkoPIweQQcig5jBxOjiBHkqPI0eQYciw5jhxPTiAnkpPIyeQUcio5jZxOziBnkrPI2eQcci45j5xPLiAXkovIxeQScim5jFxOriBXkqvI1eQaci25jlxPbiA3kpvIzeQWciu5jdxO7iB3krvI3eQeci+5j9xPHiAPkofIw+QR8ih5jDxOniBPkqfI0+QZ8ix5jjxPXiAvkpfIy+QV8ip5jbxO3iBvkrfI2+Qd8i55j7xPPiAfko/Ix+QT8in5jHxOviBfkq/I1+Qb8i35jnxPfiA/kp/Iz+QX8iv5jfxO/iB/kr/I3+Qf8i+VjEIolMIonCIokqIommIoluIonhIokZIomVIoldIonTIok7Iom3Iol/KoBCo59Q/1L5WCSkmlolJTaai0VDoqPZWBykhlojJTWaisVDYqO5WDSqQCVJAKUWEqQkWpGBWnclK5qNxUHuo/Ki+Vj8pPFaAKUoWowlQRqihVjCpOlaBKUqWo0lQZqixVjipPVaAqUpWoylQVqipVjapO1aBqUrWo2lQdqi5Vj6pPNaAaUo2oxlQTqinVjGpOtaBaUq2o1lQbqi3VjmpPdaA6Up2ozlQXqivVjepO9aB6Ur2o3lQfqi/Vj+pPDaAGUoOowdQQaig1jBpOjaBGUqOo0dQYaiw1jhpPTaAmUpOoydQUaio1jZpOzaBmUrOo2dQcai41j5pPLaAWUouoxdQSaim1jFpOraBWUquo1dQaai21jlpPbaA2UpuozdQWaiu1jdpO7aB2Uruo3dQeai+1j9pPHaAOUoeow9QR6ih1jDpOnaBOUqeo09QZ6ix1jjpPXaAuUpeoy9QV6ip1jbpO3aBuUreo29Qd6i51j7pPPaAeUo+ox9QT6in1jHpOvaBeUq+o19Qb6i31jnpPfaA+Up+oz9QX6iv1jfpO/aB+Ur+o39Qf6i+djEZolMZonCZokqZommZoluZonhZokZZomVZoldZonTZok7Zom3Zol/boBDo5/Q/9L52CTkmnolPTaei0dDo6PZ2BzkhnojPTWeisdDY6O52DTqQDdJAO0WE6QkfpGB2nc9K56Nx0Hvo/Oi+dj85PF6AL0oXownQRuihdjC5Ol6BL0qXo0nQZuixdji5PV6Ar0pXoynQVuipdja5O16Br0rXo2nQdui5dj65PN6Ab0o3oxnQTuindjG5Ot6Bb0q3o1nQbui3djm5Pd6A70p3oznQXuivdje5O96B70r3o3nQfui/dj+5PD6AH0oPowfQQeig9jB5Oj6BH0qPo0fQYeiw9jh5PT6An0pPoyfQUeio9jZ5Oz6Bn0rPo2fQcei49j55PL6AX0ovoxfQSeim9jF5Or6BX0qvo1fQaei29jl5Pb6A30pvozfQWeiu9jd5O76B30rvo3fQeei+9j95PH6AP0ofow/QR+ih9jD5On6BP0qfo0/QZ+ix9jj5PX6Av0pfoy/QV+ip9jb5O36Bv0rfo2/Qd+i59j75PP6Af0o/ox/QT+in9jH5Ov6Bf0q/o1/Qb+i39jn5Pf6A/0p/oz/QX+iv9jf5O/6B/0r/o3/Qf+i+TjEEYlMEYnCEYkqEYmmEYluEYnhEYkZEYmVEYldEYnTEYk7EYm3EYl/GYBCY58w/zL5OCScmkYlIzaZi0TDomPZOBychkYjIzWZisTDYmO5ODSWQCTJAJMWEmwkSZGBNncjK5mNxMHuY/Ji+Tj8nPFGAKMoWYwkwRpihTjCnOlGBKMqWY0kwZpixTjinPVGAqMpWYykwVpipTjanO1GBqMrWY2kwdpi5Tj6nPNGAaMo2YxkwTpinTjGnOtGBaMq2Y1kwbpi3TjmnPdGA6Mp2YzkwXpivTjenO9GB6Mr2Y3kwfpi/Tj+nPDGAGMoOYwcwQZigzjBnOjGBGMqOY0cwYZiwzjhnPTGAmMpOYycwUZiozjZnOzGBmMrOY2cwcZi4zj5nPLGAWMouYxcwSZimzjFnOrGBWMquY1cwaZi2zjlnPbGA2MpuYzcwWZiuzjdnO7GB2MruY3cweZi+zj9nPHGAOMoeYw8wR5ihzjDnOnGBOMqeY08wZ5ixzjjnPXGAuMpeYy8wV5ipzjbnO3GBuMreY28wd5i5zj7nPPGAeMo+Yx8wT5inzjHnOvGBeMq+Y18wb5i3zjnnPfGA+Mp+Yz8wX5ivzjfnO/GB+Mr+Y38wf5i+bjEVYlMVYnCVYkqVYmmVYluVYnhVYkZVYmVVYldVYnTVYk7VYm3VYl/XYBDY5+w/7L5uCTcmmYlOzadi0bDo2PZuBzchmYjOzWdisbDY2O5uDTWQDbJANsWE2wkbZGBtnc7K52NxsHvY/Ni+bj83PFmALsoXYwmwRtihbjC3OlmBLsqXY0mwZtixbji3PVmArspXYymwVtipbja3O1mBrsrXY2mwdti5bj63PNmAbso3YxmwTtinbjG3OtmBbsq3Y1mwbti3bjm3PdmA7sp3YzmwXtivbje3O9mB7sr3Y3mwfti/bj+3PDmAHsoPYwewQdig7jB3OjmBHsqPY0ewYdiw7jh3PTmAnspPYyewUdio7jZ3OzmBnsrPY2ewcdi47j53PLmAXsovYxewSdim7jF3OrmBXsqvY1ewadi27jl3PbmA3spvYzewWdiu7jd3O7mB3srvY3ewedi+7j93PHmAPsofYw+wR9ih7jD3OnmBPsqfY0+wZ9ix7jj3PXmAvspfYy+wV9ip7jb3O3mBvsrfY2+wd9i57j73PPmAfso/Yx+wT9in7jH3OvmBfsq/Y1+wb9i37jn3PfmA/sp/Yz+wX9iv7jf3O/mB/sr/Y3+wf9i+XjEM4lMM4nCM4kqM4mmM4luM4nhM4kZM4mVM4ldM4nTM4k7M4m3M4l/O4BC459w/3L5eCS8ml4lJzabi0XDouPZeBy8hl4jJzWbisXDYuO5eDS+QCXJALcWEuwkW5GBfncnK5uNxcHu4/Li+Xj8vPFeAKcoW4wlwRrihXjCvOleBKcqW40lwZrixXjivPVeAqcpW4ylwVripXjavO1eBqcrW42lwdri5Xj6vPNeAaco24xlwTrinXjGvOteBacq241lwbri3XjmvPdeA6cp24zlwXrivXjevO9eB6cr243lwfri/Xj+vPDeAGcoO4wdwQbig3jBvOjeBGcqO40dwYbiw3jhvPTeAmcpO4ydwUbio3jZvOzeBmcrO42dwcbi43j5vPLeAWcou4xdwSbim3jFvOreBWcqu41dwabi23jlvPbeA2cpu4zdwWbiu3jdvO7eB2cru43dwebi+3j9vPHeAOcoe4w9wR7ih3jDvOneBOcqe409wZ7ix3jjvPXeAucpe4y9wV7ip3jbvO3eBucre429wd7i53j7vPPeAeco+4x9wT7in3jHvOveBecq+419wb7i33jnvPfeA+cp+4z9wX7iv3jfvO/eB+cr+439wf7i+fjEd4lMd4nCd4kqd4mmd4lud4nhd4kZd4mVd4ldd4nTd4k7d4m3d4l/f4BD45/w//L5+CT8mn4lPzafi0fDo+PZ+Bz8hn4jPzWfisfDY+O5+DT+QDfJAP8WE+wkf5GB/nc/K5+Nx8Hv4/Pi+fj8/PF+AL8oX4wnwRvihfjC/Ol+BL8qX40nwZvixfji/PV+Ar8pX4ynwVvipfja/O1+Br8rX42nwdvi5fj6/PN+Ab8o34xnwTvinfjG/Ot+Bb8q341nwbvi3fjm/Pd+A78p34znwXvivfje/O9+B78r343nwfvi/fj+/PD+AH8oP4wfwQfig/jB/Oj+BH8qP40fwYfiw/jh/PT+An8pP4yfwUfio/jZ/Oz+Bn8rP42fwcfi4/j5/PL+AX8ov4xfwSfim/jF/Or+BX8qv41fwafi2/jl/Pb+A38pv4zfwWfiu/jd/O7+B38rv43fwefi+/j9/PH+AP8of4w/wR/ih/jD/On+BP8qf40/wZ/ix/jj/PX+Av8pf4y/wV/ip/jb/O3+Bv8rf42/wd/i5/j7/PP+Af8o/4x/wT/in/jH/Ov+Bf8q/41/wb/i3/jn/Pf+A/8p/4z/wX/iv/jf/O/+B/8r/43/wf/q+QTEAEVMAEXCAEUqAEWmAEVuAEXhAEUZAEWVAEVdAEXTAEU7AEW3AEV/CEBCG58I/wr5BCSCmkElILaYS0QjohvZBByChkEjILWYSsQjYhu5BDSBQCQlAICWEhIkSFmBAXcgq5hNxCHuE/Ia+QT8gvFBAKCoWEwkIRoahQTCgulBBKCqWE0kIZoaxQTigvVBAqCpWEykIVoapQTagu1BBqCrWE2kIdoa5QT6gvNBAaCo2ExkIToanQTGgutBBaCq2E1kIboa3QTmgvdBA6Cp2EzkIXoavQTegu9BB6Cr2E3kIfoa/QT+gvDBAGCoOEwcIQYagwTBgujBBGCqOE0cIYYawwThgvTBAmCpOEycIUYaowTZguzBBmCrOE2cIcYa4wT5gvLBAWCouExcISYamwTFgurBBWCquE1cIaYa2wTlgvbBA2CpuEzcIWYauwTdgu7BB2CruE3cIeYa+wT9gvHBAOCoeEw8IR4ahwTDgunBBOCqeE08IZ4axwTjgvXBAuCpeEy8IV4apwTbgu3BBuCreE28Id4a5wT7gvPBAeCo+Ex8IT4anwTHguvBBeCq+E18Ib4a3wTngvfBA+Cp+Ez8IX4avwTfgu/BB+Cr+E38If4a+YTEREVMREXCREUqREWmREVuREXhREUZREWVREVdREXTREU7REW3REV/TEBDG5+I/4r5hCTCmmElOLacS0YjoxvZhBzChmEjOLWcSsYjYxu5hDTBQDYlAMiWExIkbFmBgXc4q5xNxiHvE/Ma+YT8wvFhALioXEwmIRsahYTCwulhBLiqXE0mIZsaxYTiwvVhAripXEymIVsapYTawu1hBrirXE2mIdsa5YT6wvNhAbio3ExmITsanYTGwuthBbiq3E1mIbsa3YTmwvdhA7ip3EzmIXsavYTewu9hB7ir3E3mIfsa/YT+wvDhAHioPEweIQcag4TBwujhBHiqPE0eIYcaw4ThwvThAnipPEyeIUcao4TZwuzhBnirPE2eIcca44T5wvLhAXiovExeIScam4TFwurhBXiqvE1eIaca24TlwvbhA3ipvEzeIWcau4Tdwu7hB3irvE3eIeca+4T9wvHhAPiofEw+IR8ah4TDwunhBPiqfE0+IZ8ax4TjwvXhAvipfEy+IV8ap4Tbwu3hBvirfE2+Id8a54T7wvPhAfio/Ex+IT8an4THwuvhBfiq/E1+Ib8a34TnwvfhA/ip/Ez+IX8av4Tfwu/hB/ir/E3+If8a+UTEIkVMIkXCIkUqIkWmIkVuIkXhIkUZIkWVIkVdIkXTIkU7IkW3IkV/KkBCm59I/0r5RCSimlklJLaaS0UjopvZRByihlkjJLWaSsUjYpu5RDSpQCUlAKSWEpIkWlmBSXckq5pNxSHuk/Ka+UT8ovFZAKSoWkwlIRqahUTCoulZBKSqWk0lIZqaxUTiovVZAqSpWkylIVqapUTaou1ZBqSrWk2lIdqa5UT6ovNZAaSo2kxlITqanUTGoutZBaSq2k1lIbqa3UTmovdZA6Sp2kzlIXqavUTeou9ZB6Sr2k3lIfqa/UT+ovDZAGSoOkwdIQaag0TBoujZBGSqOk0dIYaaw0ThovTZAmSpOkydIUaao0TZouzZBmSrOk2dIcaa40T5ovLZAWSoukxdISaam0TFourZBWSquk1dIaaa20TlovbZA2SpukzdIWaau0Tdou7ZB2Sruk3dIeaa+0T9ovHZAOSoekw9IR6ah0TDounZBOSqek09IZ6ax0TjovXZAuSpeky9IV6ap0Tbou3ZBuSrek29Id6a50T7ovPZAeSo+kx9IT6an0THouvZBeSq+k19Ib6a30TnovfZA+Sp+kz9IX6av0Tfou/ZB+Sr+k39If6a+cTEZkVMZkXCZkUqZkWmZkVuZkXhZkUZZkWVZkVdZkXTZkU7ZkW3ZkV/bkBDm5/I/8r5xCTimnklPLaeS0cjo5vZxBzihnkjPLWeSscjY5u5xDTpQDclAOyWE5IkflmByXc8q55NxyHvk/Oa+cT84vF5ALyoXkwnIRuahcTC4ul5BLyqXk0nIZuaxcTi4vV5ArypXkynIVuapcTa4u15BryrXk2nIdua5cT64vN5Abyo3kxnITuancTG4ut5Bbyq3k1nIbua3cTm4vd5A7yp3kznIXuavcTe4u95B7yr3k3nIfua/cT+4vD5AHyoPkwfIQeag8TB4uj5BHyqPk0fIYeaw8Th4vT5AnypPkyfIUeao8TZ4uz5BnyrPk2fIcea48T54vL5AXyovkxfISeam8TF4ur5BXyqvk1fIaea28Tl4vb5A3ypvkzfIWeau8Td4u75B3yrvk3fIeea+8T94vH5APyofkw/IR+ah8TD4un5BPyqfk0/IZ+ax8Tj4vX5Avypfky/IV+ap8Tb4u35Bvyrfk2/Id+a58T74vP5Afyo/kx/IT+an8TH4uv5Bfyq/k1/Ib+a38Tn4vf5A/yp/kz/IX+av8Tf4u/5B/yr/k3/If+a+STEEUVMEUXCEUUqEUWmEUVuEUXhEUUZEUWVEUVdEUXTEUU7EUW3EUV/GUBCW58o/yr5JCSamkUlIraZS0SjolvZJByahkUjIrWZSsSjYlu5JDSVQCSlAJKWElokSVmBJXciq5lNxKHuU/Ja+ST8mvFFAKKoWUwkoRpahSTCmulFBKKqWU0koZpaxSTimvVFAqKpWUykoVpapSTamu1FBqKrWU2kodpa5ST6mvNFAaKo2UxkoTpanSTGmutFBaKq2U1kobpa3STmmvdFA6Kp2UzkoXpavSTemu9FB6Kr2U3kofpa/ST+mvDFAGKoOUwcoQZagyTBmujFBGKqOU0coYZawyThmvTFAmKpOUycoUZaoyTZmuzFBmKrOU2cocZa4yT5mvLFAWKouUxcoSZamyTFmurFBWKquU1coaZa2yTlmvbFA2KpuUzcoWZauyTdmu7FB2KruU3coeZa+yT9mvHFAOKoeUw8oR5ahyTDmunFBOKqeU08oZ5axyTjmvXFAuKpeUy8oV5apyTbmu3FBuKreU28od5a5yT7mvPFAeKo+Ux8oT5anyTHmuvFBeKq+U18ob5a3yTnmvfFA+Kp+Uz8oX5avyTfmu/FB+Kr+U38of5a+aTEVUVMVUXCVUUqVUWmVUVuVUXhVUUZVUWVVUVdVUXTVUU7VUW3VUV/XUBDW5+o/6r5pCTammUlOradS0ajo1vZpBzahmUjOrWdSsajY1u5pDTVQDalANqWE1okbVmBpXc6q51NxqHvU/Na+aT82vFlALqoXUwmoRtahaTC2ullBLqqXU0moZtaxaTi2vVlArqpXUymoVtapaTa2u1lBrqrXU2modta5aT62vNlAbqo3UxmoTtanaTG2utlBbqq3U1mobta3aTm2vdlA7qp3UzmoXtavaTe2u9lB7qr3U3mofta/aT+2vDlAHqoPUweoQdag6TB2ujlBHqqPU0eoYdaw6Th2vTlAnqpPUyeoUdao6TZ2uzlBnqrPU2eocda46T52vLlAXqovUxeoSdam6TF2urlBXqqvU1eoada26Tl2vblA3qpvUzeoWdau6Td2u7lB3qrvU3eoeda+6T92vHlAPqofUw+oR9ah6TD2unlBPqqfU0+oZ9ax6Tj2vXlAvqpfUy+oV9ap6Tb2u3lBvqrfU2+od9a56T72vPlAfqo/Ux+oT9an6TH2uvlBfqq/U1+ob9a36Tn2vflA/qp/Uz+oX9av6Tf2u/lB/qr/U3+of9a+WTEM0VMM0XCM0UqM0WmM0VuM0XhM0UZM0WVM0VdM0XTM0U7M0W3M0V/O0BC259o/2r5ZCS6ml0lJrabS0WjotvZZBy6hl0jJrWbSsWjYtu5ZDS9QCWlALaWEtokW1mBbXcmq5tNxaHu0/La+WT8uvFdAKaoW0wloRrahWTCuuldBKaqW00loZraxWTiuvVdAqapW0yloVrapWTauu1dBqarW02lodra5WT6uvNdAaao20xloTranWTGuutdBaaq201lobra3WTmuvddA6ap20zloXravWTeuu9dB6ar203lofra/WT+uvDdAGaoO0wdoQbag2TBuujdBGaqO00doYbaw2ThuvTdAmapO0ydoUbao2TZuuzdBmarO02docba42T5uvLdAWaou0xdoSbam2TFuurdBWaqu01doaba22TluvbdA2apu0zdoWbau2Tduu7dB2aru03doeba+2T9uvHdAOaoe0w9oR7ah2TDuundBOaqe009oZ7ax2TjuvXdAuape0y9oV7ap2Tbuu3dBuare029od7a52T7uvPdAeao+0x9oT7an2THuuvdBeaq+019ob7a32TnuvfdA+ap+0z9oX7av2Tfuu/dB+ar+039of7a+eTEd0VMd0XCd0Uqd0Wmd0Vud0Xhd0UZd0WVd0Vdd0XTd0U7d0W3d0V/f0BD25/o/+r55CT6mn0lPrafS0ejo9vZ5Bz6hn0jPrWfSsejY9u55DT9QDelAP6WE9okf1mB7Xc+q59Nx6Hv0/Pa+eT8+vF9AL6oX0wnoRvaheTC+ul9BL6qX00noZvaxeTi+vV9Ar6pX0ynoVvapeTa+u19Br6rX02nodva5eT6+vN9Ab6o30xnoTvaneTG+ut9Bb6q301nobva3eTm+vd9A76p30znoXvaveTe+u99B76r303nofva/eT++vD9AH6oP0wfoQfag+TB+uj9BH6qP00foYfaw+Th+vT9An6pP0yfoUfao+TZ+uz9Bn6rP02focfa4+T5+vL9AX6ov0xfoSfam+TF+ur9BX6qv01foafa2+Tl+vb9A36pv0zfoWfau+Td+u79B36rv03foefa++T9+vH9AP6of0w/oR/ah+TD+un9BP6qf00/oZ/ax+Tj+vX9Av6pf0y/oV/ap+Tb+u39Bv6rf02/od/a5+T7+vP9Af6o/0x/oT/an+TH+uv9Bf6q/01/ob/a3+Tn+vf9A/6p/0z/oX/av+Tf+u/9B/6r/03/of/a+RzEAM1MAM3CAM0qAM2mAM1uAM3hAM0ZAM2VAM1dAM3TAM07AM23AM1/CMBCO58Y/xr5HCSGmkMlIbaYy0RjojvZHByGhkMjIbWYysRjYju5HDSDQCRtAIGWEjYkSNmBE3chq5jNxGHuM/I6+Rz8hvFDAKGoWMwkYRo6hRzChulDBKGqWM0kYZo6xRzihvVDAqGpWMykYVo6pRzahu1DBqGrWM2kYdo65Rz6hvNDAaGo2MxkYTo6nRzGhutDBaGq2M1kYbo63RzmhvdDA6Gp2MzkYXo6vRzehu9DB6Gr2M3kYfo6/Rz+hvDDAGGoOMwcYQY6gxzBhujDBGGqOM0cYYY6wxzhhvTDAmGpOMycYUY6oxzZhuzDBmGrOM2cYcY64xz5hvLDAWGouMxcYSY6mxzFhurDBWGquM1cYaY62xzlhvbDA2GpuMzcYWY6uxzdhu7DB2GruM3cYeY6+xz9hvHDAOGoeMw8YR46hxzDhunDBOGqeM08YZ46xxzjhvXDAuGpeMy8YV46pxzbhu3DBuGreM28Yd465xz7hvPDAeGo+Mx8YT46nxzHhuvDBeGq+M18Yb463xznhvfDA+Gp+Mz8YX46vxzfhu/DB+Gr+M38Yf46+ZzERM1MRM3CRM0qRM2mRM1uRM3hRM0ZRM2VRM1dRM3TRM07RM23RM1/TMBDO5+Y/5r5nCTGmmMlObacy0ZjozvZnBzGhmMjObWcysZjYzu5nDTDQDZtAMmWEzYkbNmBk3c5q5zNxmHvM/M6+Zz8xvFjALmoXMwmYRs6hZzCxuljBLmqXM0mYZs6xZzixvVjArmpXMymYVs6pZzaxu1jBrmrXM2mYds65Zz6xvNjAbmo3MxmYTs6nZzGxutjBbmq3M1mYbs63ZzmxvdjA7mp3MzmYXs6vZzexu9jB7mr3M3mYfs6/Zz+xvDjAHmoPMweYQc6g5zBxujjBHmqPM0eYYc6w5zhxvTjAnmpPMyeYUc6o5zZxuzjBnmrPM2eYcc645z5xvLjAXmovMxeYSc6m5zFxurjBXmqvM1eYac625zlxvbjA3mpvMzeYWc6u5zdxu7jB3mrvM3eYec6+5z9xvHjAPmofMw+YR86h5zDxunjBPmqfM0+YZ86x5zjxvXjAvmpfMy+YV86p5zbxu3jBvmrfM2+Yd8655z7xvPjAfmo/Mx+YT86n5zHxuvjBfmq/M1+Yb8635znxvfjA/mp/Mz+YX86v5zfxu/jB/mr/M3+Yf86+VzEIs1MIs3CIs0qIs2mIs1uIs3hIs0ZIs2VIs1dIs3TIs07Is23Is1/KsBCu59Y/1r5XCSmmlslJbaay0VjorvZXBymhlsjJbWaysVjYru5XDSrQCVtAKWWErYkWtmBW3clq5rNxWHus/K6+Vz8pvFbAKWoWswlYRq6hVzCpulbBKWqWs0lYZq6xVzipvVbAqWpWsylYVq6pVzapu1bBqWrWs2lYdq65Vz6pvNbAaWo2sxlYTq6nVzGputbBaWq2s1lYbq63VzmpvdbA6Wp2szlYXq6vVzepu9bB6Wr2s3lYfq6/Vz+pvDbAGWoOswdYQa6g1zBpujbBGWqOs0dYYa6w1zhpvTbAmWpOsydYUa6o1zZpuzbBmWrOs2dYca641z5pvLbAWWousxdYSa6m1zFpurbBWWqus1dYaa621zlpvbbA2WpuszdYWa6u1zdpu7bB2Wrus3dYea6+1z9pvHbAOWoesw9YR66h1zDpunbBOWqes09YZ66x1zjpvXbAuWpesy9YV66p1zbpu3bBuWres29Yd6651z7pvPbAeWo+sx9YT66n1zHpuvbBeWq+s19Yb6631znpvfbA+Wp+sz9YX66v1zfpu/bB+Wr+s39Yf66+dzEZs1MZs3CZs0qZs2mZs1uZs3hZs0ZZs2VZs1dZs3TZs07Zs23Zs1/bsBDu5/Y/9r53CTmmnslPbaey0djo7vZ3BzmhnsjPbWeysdjY7u53DTrQDdtAO2WE7YkftmB23c9q57Nx2Hvs/O6+dz85vF7AL2oXswnYRu6hdzC5ul7BL2qXs0nYZu6xdzi5vV7Ar2pXsynYVu6pdza5u17Br2rXs2nYdu65dz65vN7Ab2o3sxnYTu6ndzG5ut7Bb2q3s1nYbu63dzm5vd7A72p3sznYXu6vdze5u97B72r3s3nYfu6/dz+5vD7AH2oPswfYQe6g9zB5uj7BH2qPs0fYYe6w9zh5vT7An2pPsyfYUe6o9zZ5uz7Bn2rPs2fYce649z55vL7AX2ovsxfYSe6m9zF5ur7BX2qvs1fYae629zl5vb7A32pvszfYWe6u9zd5u77B32rvs3fYee6+9z95vH7AP2ofsw/YR+6h9zD5un7BP2qfs0/YZ+6x9zj5vX7Av2pfsy/YV+6p9zb5u37Bv2rfs2/Yd+659z75vP7Af2o/sx/YT+6n9zH5uv7Bf2q/s1/Yb+639zn5vf7A/2p/sz/YX+6v9zf5u/7B/2r/s3/Yf+6+TzEEc1MEc3CEc0qEc2mEc1uEc3hEc0ZEc2VEc1dEc3TEc07Ec23Ec1/GcBCe584/zr5PCSemkclI7aZy0TjonvZPByehkcjI7WZysTjYnu5PDSXQCTtAJOWEn4kSdmBN3cjq5nNxOHuc/J6+Tz8nvFHAKOoWcwk4Rp6hTzCnulHBKOqWc0k4Zp6xTzinvVHAqOpWcyk4Vp6pTzanu1HBqOrWc2k4dp65Tz6nvNHAaOo2cxk4Tp6nTzGnutHBaOq2c1k4bp63TzmnvdHA6Op2czk4Xp6vTzenu9HB6Or2c3k4fp6/Tz+nvDHAGOoOcwc4QZ6gzzBnujHBGOqOc0c4YZ6wzzhnvTHAmOpOcyc4UZ6ozzZnuzHBmOrOc2c4cZ64zz5nvLHAWOoucxc4SZ6mzzFnurHBWOquc1c4aZ62zzlnvbHA2Opuczc4WZ6uzzdnu7HB2Oruc3c4eZ6+zz9nvHHAOOoecw84R56hzzDnunHBOOqec084Z56xzzjnvXHAuOpecy84V56pzzbnu3HBuOrec284d565zz7nvPHAeOo+cx84T56nzzHnuvHBeOq+c184b563zznnvfHA+Op+cz84X56vzzfnu/HB+Or+c384f56+bzEVc1MVc3CVc0qVc2mVc1uVc3hVc0ZVc2VVc1dVc3TVc07Vc23Vc1/XcBDe5+4/7r5vCTemmclO7ady0bjo3vZvBzehmcjO7WdysbjY3u5vDTXQDbtANuWE34kbdmBt3c7q53NxuHvc/N6+bz83vFnALuoXcwm4Rt6hbzC3ulnBLuqXc0m4Zt6xbzi3vVnArupXcym4Vt6pbza3u1nBrurXc2m4dt65bz63vNnAbuo3cxm4Tt6nbzG3utnBbuq3c1m4bt63bzm3vdnA7up3czm4Xt6vbze3u9nB7ur3c3m4ft6/bz+3vDnAHuoPcwe4Qd6g7zB3ujnBHuqPc0e4Yd6w7zh3vTnAnupPcye4Ud6o7zZ3uznBnurPc2e4cd647z53vLnAXuovcxe4Sd6m7zF3urnBXuqvc1e4ad627zl3vbnA3upvcze4Wd6u7zd3u7nB3urvc3e4ed6+7z93vHnAPuofcw+4R96h7zD3unnBPuqfc0+4Z96x7zj3vXnAvupfcy+4V96p7zb3u3nBvurfc2+4d9657z73vPnAfuo/cx+4T96n7zH3uvnBfuq/c1+4b9637zn3vfnA/up/cz+4X96v7zf3u/nB/ur/c3+4f96+XzEM81MM83CM80qM82mM81uM83hM80ZM82VM81dM83TM807M823M81/O8BC+594/3r5fCS+ml8lJ7aby0XjovvZfBy+hl8jJ7WbysXjYvu5fDS/QCXtALeWEv4kW9mBf3cnq5vNxeHu8/L6+Xz8vvFfAKeoW8wl4Rr6hXzCvulfBKeqW80l4Zr6xXzivvVfAqepW8yl4Vr6pXzavu1fBqerW82l4dr65Xz6vvNfAaeo28xl4Tr6nXzGvutfBaeq281l4br63XzmvvdfA6ep28zl4Xr6vXzevu9fB6er283l4fr6/Xz+vvDfAGeoO8wd4Qb6g3zBvujfBGeqO80d4Yb6w3zhvvTfAmepO8yd4Ub6o3zZvuzfBmerO82d4cb643z5vvLfAWeou8xd4Sb6m3zFvurfBWequ81d4ab623zlvvbfA2epu8zd4Wb6u3zdvu7fB2eru83d4eb6+3z9vvHfAOeoe8w94R76h3zDvunfBOeqe8094Z76x3zjvvXfAuepe8y94V76p3zbvu3fBuere8294d7653z7vvPfAeeo+8x94T76n3zHvuvfBeeq+8194b7633znvvffA+ep+8z94X76v3zfvu/fB+er+8394f729CsgQkAU3AEvAEIoFMoBLoBCaBTeAS+AQhQUyQEuQEJUFN0BL0BCPBTLAS7AQnwU3wEhKozm2aJxYKxv/v/0COHP/vf7hgQbpM/daNSzfOluN/I/F/I/C/EfrfCP9vRP43ov8bsf+NOPO/9+TwV6K/Av4K+ivkr7C/Iv6K+ivmL78R8BsBvxHwGwG/EfAbAb8R8BsBvxHwGwG/EfQbQb8R9BtBvxH0G0G/EfQbQb8R9BtBvxHyGyG/EfIbIb8R8hshvxHyGyG/EfIbIb8R9hthvxH2G2G/EfYbYb8R9hthvxH2G2G/EfEbEb8R8RsRvxHxGxG/EfEbEb8R8RsRvxH1G1G/EfUbUb8R9RtRvxH1G1G/EfUbUb8R8xsxvxHzGzG/EfMbMb8R8xsxvxHzGzG/Efcbcb8R9xtxvxH3G3G/Efcbcb8R9xvxOOvfYA6YiTADMIMwQzDDMCMwozBjMKGWCLVEqCVCLRFqiVBLhFoi1BKhlgi1RKgFoBaAWgBqAagFoBaAWgBqAagFoBaAWhBqQagFoRaEWhBqQagFoRaEWhBqQaiFoBaCWghqIaiFoBaCWghqIaiFoBaCWhhqYaiFoRaGWhhqYaiFoRaGWhhqYahFoBaBWgRqEahFoBaBWgRqEahFoBaBWhRqUahFoRaFWhRqUahFoRaFWhRqUajFoBaDWgxqMajFoBaDWgxqMajFoBaDWhxqcajFoRaHWhxqcajFoRaHWhxqYEkALAmAJQGwJACWBMCSAFgSAEsCYEkALAmAJQGwJACWBMCSAFgSAEsCYEkALAmAJQGwJACWBMCSAFgSAEsCYEkALAmAJQGwJACWBMCSAFgSAEsCYEkALAmAJQGwJACWBMCSAFgSAEsCYEkALAmAJQGwJACWBMCSAFgSAEsCYEkALAmAJQGwJACWBMCSAFgSAEsCYEkALAmAJQGwJACWBMCSAFgSAEsCYEkALAmAJQGwJACWBMCSAFgSAEsCYEkALAmAJQGwJACWBMCSAFgSAEsCYEkALAmAJQGwJACWBMCSAFgSAEsCYEkALAmAJQGwJACWBMCSAFgSAEsCYEkALAmAJQGwJACWBMGSIFgSBEuCYEkQLAmCJUGwJAiWBMGSIFgSBEuCYEkQLAmCJUGwJAiWBMGSIFgSBEuCYEkQLAmCJUGwJAiWBMGSIFgSBEuCYEkQLAmCJUGwJAiWBMGSIFgSBEuCYEkQLAmCJUGwJAiWBMGSIFgSBEuCYEkQLAmCJUGwJAiWBMGSIFgSBEuCYEkQLAmCJUGwJAiWBMGSIFgSBEuCYEkQLAmCJUGwJAiWBMGSIFgSBEuCYEkQLAmCJUGwJAiWBMGSIFgSBEuCYEkQLAmCJUGwJAiWBMGSIFgSBEuCYEkQLAmCJUGwJAiWBMGSIFgSBEuCYEkQLAmCJUGwJAiWBMGSIFgSBEuCYEkILAmBJSGwJASWhMCSEFgSAktCYEkILAmBJSGwJASWhMCSEFgSAktCYEkILAmBJSGwJASWhMCSEFgSAktCYEkILAmBJSGwJASWhMCSEFgSAktCYEkILAmBJSGwJASWhMCSEFgSAktCYEkILAmBJSGwJASWhMCSEFgSAktCYEkILAmBJSGwJASWhMCSEFgSAktCYEkILAmBJSGwJASWhMCSEFgSAktCYEkILAmBJSGwJASWhMCSEFgSAktCYEkILAmBJSGwJASWhMCSEFgSAktCYEkILAmBJSGwJASWhMCSEFgSAktCYEkILAmBJSGwJASWhMCSEFgSAktCYEkILAmBJSGwJASWhMGSMFgSBkvCYEkYLAmDJWGwJAyWhMGSMFgSBkvCYEkYLAmDJWGwJAyWhMGSMFgSBkvCYEkYLAmDJWGwJAyWhMGSMFgSBkvCYEkYLAmDJWGwJAyWhMGSMFgSBkvCYEkYLAmDJWGwJAyWhMGSMFgSBkvCYEkYLAmDJWGwJAyWhMGSMFgSBkvCYEkYLAmDJWGwJAyWhMGSMFgSBkvCYEkYLAmDJWGwJAyWhMGSMFgSBkvCYEkYLAmDJWGwJAyWhMGSMFgSBkvCYEkYLAmDJWGwJAyWhMGSMFgSBkvCYEkYLAmDJWGwJAyWhMGSMFgSBkvCYEkYLAmDJWGwJAyWhMGSMFgSBkvCYEkELImAJRGwJAKWRMCSCFgSAUsiYEkELImAJRGwJAKWRMCSCFgSAUsiYEkELImAJRGwJAKWRMCSCFgSAUsiYEkELImAJRGwJAKWRMCSCFgSAUsiYEkELImAJRGwJAKWRMCSCFgSAUsiYEkELImAJRGwJAKWRMCSCFgSAUsiYEkELImAJRGwJAKWRMCSCFgSAUsiYEkELImAJRGwJAKWRMCSCFgSAUsiYEkELImAJRGwJAKWRMCSCFgSAUsiYEkELImAJRGwJAKWRMCSCFgSAUsiYEkELImAJRGwJAKWRMCSCFgSAUsiYEkELImAJRGwJAKWRMCSCFgSAUsiYEkELImAJRGwJAKWRMGSKFgSBUuiYEkULImCJVGwJAqWRMGSKFgSBUuiYEkULImCJVGwJAqWRMGSKFgSBUuiYEkULImCJVGwJAqWRMGSKFgSBUuiYEkULImCJVGwJAqWRMGSKFgSBUuiYEkULImCJVGwJAqWRMGSKFgSBUuiYEkULImCJVGwJAqWRMGSKFgSBUuiYEkULImCJVGwJAqWRMGSKFgSBUuiYEkULImCJVGwJAqWRMGSKFgSBUuiYEkULImCJVGwJAqWRMGSKFgSBUuiYEkULImCJVGwJAqWRMGSKFgSBUuiYEkULImCJVGwJAqWRMGSKFgSBUuiYEkULImCJVGwJAqWRMGSKFgSBUuiYEkMLImBJTGwJAaWxMCSGFgSA0tiYEkMLImBJTGwJAaWxMCSGFgSA0tiYEkMLImBJTGwJAaWxMCSGFgSA0tiYEkMLImBJTGwJAaWxMCSGFgSA0tiYEkMLImBJTGwJAaWxMCSGFgSA0tiYEkMLImBJTGwJAaWxMCSGFgSA0tiYEkMLImBJTGwJAaWxMCSGAASA0BioEYM1IiBGjFQIwZqxECNGKgRAzVioEYM1IiBGjFQIwZqxECNGKgRAzVioEYM1IiBGjFQIwZqxECNGKgRAzVioEYMqIgBFTGgIgZUxICKGFARAypiQEUMqIgBFTGgIgZUxICKGFARAypiQEUMqIgDFXGgIg5UxIGKOFARByriQEUcqIgDFXGgIg5UxIGKOFARByriQEUcqIgDFXGgIg5UxIGKOFARByriQEUcqIgDFXGgIg5UxIGKOFARByriQEUcqIgDFXGgIg5UxIGKOFARByriQEUcqIgDFXGgIg5UxIGKOFARByriQEUcqIgDFXGgIg5UxIGKOFARh8+OOKgRBzXi8NkRB0DiAEgcAIkDIHEAJA6AxAGQOAASB0DiAEgcAIkDIHEAJA6AxAGQOAASB0DiAEgcAIkDIHEAJA6AxAGQOAASB0Di8NkRB0viYEkcLImDJXGwJA6WxMGSOFgSB0viYEkcLImDJXGwJA6WxMGSOFgSj8e5/28m5siRI8lOTLIDSXYQdmIoyQ4n2ZEkO5pkx5LsJN1Akm4gSTeQpBtI0g0k6QaSdANJuoEk3UCSbiBJN5ikG0zSDSbpBpN0g0m6wSTdYJJuMEk3mKQbTNINJemGknRDSbqhJN1Qkm4oSTeUpBtK0g0l6YaSdMNJuuEk3XCSbjhJN5ykG07SDSfphpN0w0m64STdSJJuJEk3kqQbSdKNJOlGknQjSbqRJN1Ikm4kSTeapBtN0o0m6UaTdKNJutEk3WiSbjRJN5qkG03SjeVgmrbq3q7Z/1kBfwX9FfJX2F8Rf0X9FfNX/H8r7r85nugvvxH3G3G/Efcbcb8R9xtxvxH/X+P/nLi/Ev0V8FfQXyF/hf0V8VfUXzF/+Y1Ev5HoNxL9RqLfSPQbiX4j0W8k+o1Ev5HoNwJ+I+A3An4j4DcCfiPgNwJ+I+A3An4j4DeCfiPoN4J+I+g3gn4j6DeCfiPoN4J+I+g3Qn4j5DdCfiPkN0J+I+Q3Qn4j5DdCfiPkN8J+I+w3wn4j7DfCfiPsN8J+I+w3wn4j7DcifiPiNyJ+I+I3In4j4jcifiPiNyJ+I+I3on4j6jeifiPqN6J+I+o3on4j6jeifiPqN/zrToz5Df/OE/07T/TvPNG/80T/zhP9O0/07zzRv/NE/84T/TtP9O880b/zRP/OE/07T/TvPNG/80T/zhP9Ow/4dx7w7zzg33nAv/OAf+cB/84D/p0H/DsP+Hce8O884N95wL/zgH/nAf/OA/6dB/w7D/h3HvDvPODfecC/84B/5wH/zgP+nQf8Ow/4dx7w7zzg3/n/VcQdI9GJwEAUvNJ+zUjA/S9mJ+7NFDEkr0i6GJ2Pzkfno/PR+eh8dD46H52Pzkfno/PR+eh8dD46H52Pzkfno/PR+eh8dD46H52Pzkfno/PR+eh8dD46H52Pzkfno/PR+eh8dD46H52Pzkfno/PR+eh8dD46H52Pzkfno/PR+eh8dD46H52Pzkfno/PR+eh81D3qHnWPukfdo+5R96h7vv+f/O/to+6oO+qOuqPuqDvqjrqj7qg76o66o+6oO+qOuqPuqDvqjrqj7qg76o66o+6oO+qOuqPuqDvqjrqj7qg76o66o+6oO+qOuqPuqDvqjrqj7qg76o66o+6oO+qOuqPuqDvqjrqj7qg76o66o+6oO+qOuqPuqDvqjrqj7qg76o66o+6oO+qOuqPuqDvqjrqj7qg76o66o+6oO+qOuqPu+IpH59F5dB6dR+fReXQenUfn0Xl1Xp1X59V5dV6dV+fVeXVenVfn1Xl1Xp1X59V5dV6dV+fVeXVenVfn1Xl1Xp1X59V5dV6dV+fVeXVenVfn1Xl1Xp1X59V5dV6dV+fVeXVenVfn1Xl1Xp1X59V5dV6dV+fVeXVenVfn1Xl1Xp1X59V5dV6dV+fVeXVenVfn1Xl1Xp1X59V5dV6dV+fVeXVenVfn1Xl1Xp1X59V5dV6dV+fVeXVenVfn1Xl1Xp1X59X56nx1vjpfna/OV+er89X56nx1vjpfna/OV+er89X56nx1vjpfna/OV+er89X56nx1vjpfna/OV+er89X56nx1vjpfna/OV+er89X56nx1vjpfna/OV+er89X56nx1vjpfna/OV+er89X56nx1vjpfna/OV+er89X56nx1vjpfna/OV+er89X56nx1vjpfna/OV+er89X56nx1vjpfna/OV+er89X56nx1vjpfna/OV+er89X56nx1vjpfnZ/OT+en89P56fx0fjo/nZ/OT+en89P56fx0fjo/nZ/OT+en89P56fx0fjo/nZ/OT+en89P56fx0fjo/nZ/OT+en89P56fx0fjo/nZ/OT+en89P56fx0fjo/nZ/OT+en89P56fx0fjo/nZ/OT+en89P56fx0fjo/nZ/OT+en89P56fx0fjo/nZ/OT+en89P56fx0fjo/nZ/OT+en89P56fx0fjo/nZ/OT+en89P56fx0fjo/nZ/OT+en89P5o/NH54/OH50/On90/uj80fmj80fnj84fnT86f3T+6PzR+aPzR+ePzh+dPzp/dP7o/NH5o/NH54/OH50/On90/uj80fmj80fnj84fnT86f3T+6PzR+aPzR+ePzh+dPzp/dP7o/NH5o/NH54/OH50/On90/uj80fmj80fnj84fnT86f3T+6PzR+aPzR+ePzh+dPzp/dP7o/NH5o/NH54/OH50/On90/uj80fmj80fnj84fnT86f3T+6PzR+aPzR+ePzh+dPzp/dP7o/NH5o/NH54/OH52/On91/ur81fmr81fnr85fnb86f3X+6vzV+avzV+evzl+dvzp/df7q/NX5q/NX56/OX52/On91/ur81fmr81fnr85fnb86f3X+6vzV+avzV+evzl+dvzp/df7q/NX5q/NX56/OX52/On91/ur81fmr81fnr85fnb86f3X+6vzV+avzV+evzl+dvzp/df7q/NX5q/NX56/OX52/On91/ur81fmr81fnr85fnb86f3X+6vzV+avzV+evzl+dvzp/df7q/NX5q/NX56/OX52/On91/ur81fmn80/nn84/nX86/3T+6fzT+afzT+efzj+dfzr/dP7p/NP5p/NP55/OP51/Ov90/un80/mn80/nn84/nX86/3T+6fzT+afzT+efzj+dfzr/dP7p/NP5p/NP55/OP51/Ov90/un80/mn80/nn84/nX86/3T+6fzT+afzT+efzj+dfzr/dP7p/NP5p/NP55/OP51/Ov90/un80/mn80/nn84/nX86/3T+6fzT+afzT+efzj+dfzr/dP7p/NP5p/NP55/OP51/Ov90/un80/mn80/nn86/f53Pf/86/3v9XOOKq651netxvS4bPxs/Gz8bPxs/Gz8bPxs/Gz8bPxtjY2yMjbExNsbG2BgbY2NsxEZsxEZsxEZsxEZsxEZs1EZt1EZt1EZt1EZt1EZtrI21sTbWxtpYG2tjbayNtXE2zsbZOBtn42ycjbNxNs7GY+Ox8dh4bDw2HhuPjcfGY+Ox8dp4bbw2XhuvjdfGa+O18dp4bXw2Phufjc/GZ+Oz8dn4bHw2dE7BDQU3FNxQcEPBDQU3FNxQcEPBDQU3FNxQcEPBDQU3FNxQcEPBDQU3FNxQcEPBDQU3FNxQcEPBDQU3FNxQcEPBDQU3FNxQcEPBDQU3FNxQcEPBDQU3FNxQcEPBDQU3FNxQcEPBDQU3FNxQcEPBDQU3FNxQcEPBDQU3FNxQcEPBDQU3FNxQcEPBDQU3FNxQcEPBDQU3FNxQcEPBDQU3FNxQcEPBDQU3FNxQcEPBDQU3FNxQcEPBDQU3FNxQcEPBDQU3FNxQcEPBDQU3FNxQcEPBDQU3FNxQcEPBDQU3FNxQcEPBDQU3FNxQcEPBDQU3FNxQcEPBDQU3FNxQcEPBDQU3FNxQcEPBDQU3FNxQcEPBDQU3FNxQcEPBDQU3FNxQcEPBDQU3FNxQcEPBDQU3FNxQcEPBDQU3FNxQcMO+Dfs27Nuwb8O+Dfs27Nuwb8O+Dfs27Nuwb8O+Dfs27Nuwb8O+Dfs27Nuwb8O+Dfs27Nuwb8O+Dfs27Nuwb8O+Dfs27Nuwb8O+Dfs27Nuwb8O+Dfs27Nuwb8O+Dfs27Nuwb8O+Dfs27Nuwb38vG+qm4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4ELBhYILBRcKLhRcKLhQcKHgQsGFggsFFwouFFwouFBwoeBCwYWCCwUXCi4UXCi4UHCh4ELBhYILBRcKLhRcKLhQcKHgQsGFggsFFwouFFwouFBwoeBCwYWCCwUXCi4UXCi4UHCh4ELBhYILBRcKLhRcKLhQcKHgQsGFggsFFwouFFwouFBwoeBCwYWCCwUXCi4UXCi4UHCh4ELBhYILBRcKLhRcKLhQcKHgQsGFggsFFwouFFwouFBwoeBCwYWCCwUXCi4UXCi4UHCh4ELBhYILBRcKLhRcKLhQcKHgQsGFggsFFwouFFwouFBwoeBCwYWCCwUXCi4UXCi4UHCh4ELBhYILBRcKLhRcKLhQcKHgQsGFggsFFwouFFwouFBwoeBCwYWCCwUXCi4UXCi4UHCh4ELBhYILBRcKLhRcKLhQcKHgQsGFggsFFwouFFwouFBwoeBCwYWCCwUXCi4UXCi4UHCh4ELBhYILBRcKLhRcKLhQcKHgQsGFggsFFwouFFwouFBwoeBCwYWCCwUXCi4UXCi4UHCh4ELBhYILBRcKLhRcKLhQcKHgQsGFggsFFwouFFwouFBwoeBCwYWCCwUXCi4UXCi4UHCh4ELBhYILBRcKLhRcKLhQcKHgQsGFggsFFwouFFwouFBwoeBCwYWCCwUXCi4UXCi4UHCh4OJfcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi4UHCh4ELBhYILBRcKLhRcKLhQcKHgQsGFggsFFwouFFwouFBwoeBCwYWCCwUXCi4UXCi4UHCh4ELBhYILBRcKLhRcKLhQcKHgQsGFggsFFwouFFwouFBwoeBCwYWCCwUXCi4UXCi4UHCh4ELBhYILBRcKLhRcKLhQcKHgQsGFggsFFwouFFwouFBwoeBCwYWCCwUXCi4UXCi4UHCh4ELBhYILBRcKLhRcKLhQcKHgQsGFggsFFwouFFwouFBwoeBCwYWCCwUXCi4UXCi4UHCh4ELBhYILBRcKLhRcKLhQcKHgQsGFggsFFwouFFwouFBwoeBCwYWCCwUXCi4UXCi4UHCh4ELBhYILBRcKLhRcKLhQcKHgQsGFggsFFwouFFwouFBwoeBCwYWCCwUXCi4UXCi4UHCh4ELBhYILBRcKLhRcKLhQcKHgQsGFggsFFwouFFwouFBwoeBCwYWCCwUXCi4UXCi4UHCh4ELBhYILBRcKLhRcKLhQcKHgQsGFggsFFwouFFwouFBwoeBCwYWCCwUXCi4UXCi4UHCh4ELBhYILBRcKLhRcKLhQcKHgQsGFggsFFwouFFwouFBwoeBCwYWCCwUXCi4UXCi4UHCh4ELBhYILBRcKLhRcKLhQcKHgQsGFggsFFwouFFwouFBwoeBCwYWCCwUXCi4UXCi4UHCh4ELBhYILBRcKLhRcKLhQcKHgQsGFggsFFwouFFwouFBwoeBCwYWCCwUXCi4UXCi4UHCh4ELBhYILBRcKLhRcKLhQcKHgQsGFggsFFwouFFwouFBwoeBCwYWCCwUXCi4UXCi4UHCh4ELBhYILBRcKLhRcKLhQcKHgQsGFggsFFwouFFwouFBwoeBCwYWCCwUXCi4UXCi4UHCh4ELBhYILBRcKLhRcKLhQcKHgQsGFggsFFwouFFwouFBwoeBCwYWCCwUXCi4UXCi4UHCh4ELBhYILBRcKLhRcKLhQcKHgQsGFggsFFwouFFwouFBwoeBCwYWCCwUXCi4UXCi4UHCh4ELBhYILBRcKLhRcKLhQcKHgQsGFggsFFwouFFwouFBwoeBCwYWCCwUXCi4UXCi4UHCh4ELBhYILBRcKLhRcKLhQcKHgQsGFggsFFwouFFwouFBwoeBCwYWCCwUXCi4UXCi4UHCh4ELBhYILBRcKLhRcKLhQcKHgQsGFggsFFwouFFwouFBwoeBCwYWCCwUXCi4UXCi4UHCh4ELBhYILBRcKLhRcKLhQcKHgQsGFggsFFwouFFwouFBwoeBCwYWCCwUXCi4UXCi4UHCh4ELBhYILBRcKLhRcKLhQcKHgQsGFggsFFwouFFwouFBwoeBCwYWCCwUXCi4UXCi4UHCh4ELBhYILBRcKLhRcKLhQcKHgQsGFggsFFwouFFwouFBwoeBCwYWCCwUXCi4UXCi4UHCh4ELBhYILBRcKLhRcKLhQcKHgQsGFggsFFwouFFwouFBwoeBCwYWCCwUXCi4UXCi4UHCh4ELBhYILBRcKLhRcKLhQcKHgQsGFggsFFwouFFwouFBwoeBCwYWCCwUXCi4UXCi4UHCh4ELBhYILBRcKLhRcKLhQcKHgQsGFggsFFwouFFwouFBwoeBCwYWCCwUXCi4UXCi4UHCh4ELBhYILBRcKLhRcKLhQcKHgQsGFggsFFwouFFwouFBwoeBCwYWCCwUXCi4UXCi4UHCh4ELBhYILBRcKLhRcKLhQcKHgQsGFggsFFwouFFwouFBwoeBCwYWCCwUXCi4UXCm4UnCl4ErBlYIrBVcKrhRcKbhScKXgSsGVgisFVwquFFwpuFJwpeBKwZWCKwVXCq4UXCm4UnCl4ErBlYIrBVcKrhRcKbhScKXgSsGVgisFVwquFFwpuFJwpeBKwZWCKwVXCq4UXCm4UnCl4ErBlYIrBVcKrhRcKbhScKXgSsGVgisFVwquFFwpuFJwpeBKwZWCKwVXCq4UXCm4UnCl4ErBlYIrBVcKrhRcKbhScKXgSsGVgisFVwquFFwpuFJwpeBKwZWCKwVXCq4UXCm4UnCl4ErBlYIrBVcKrhRcKbhScKXgSsGVgisFVwquFFwpuFJwpeBKwZWCKwVXCq4UXCm4UnCl4ErBlYIrBVcKrhRcKbhScKXgSsGVgisFVwquFFwpuFJwpeBKwZWCKwVXCq4UXCm4UnCl4ErBlYIrBVcKrhRcKbhScKXgSsGVgisFVwquFFwpuFJwpeBKwZWCKwVXCq4UXCm4UnCl4ErBlYIrBVcKrhRcKbhScKXgSsGVgisFVwquFFwpuFJwpeBKwZWCKwVXCq4UXCm4UnCl4ErBlYIrBVcKrhRcKbhScKXgSsGVgisFVwquFFwpuFJwpeBKwZWCKwVXCq4UXCm4UnCl4ErBlYIrBVcKrhRcKbhScKXgSsGVgisFVwquFFwpuFJwpeBKwZWCKwVXCq4UXCm4UnCl4ErBlYIrBVcKrhRcKbhScKXgSsGVgisFVwquFFwpuFJwpeBKwZWCKwVXCq4UXCm4UnCl4ErBlYIrBVcKrhRcKbhScKXgSsGVgisFVwquFFwpuFJwpeBKwZWCKwVXCq4UXCm4UnCl4ErBlYIrBVcKrhRcKbhScKXgSsGVgisFVwquFFwpuFJwpeBKwZWCKwVXCq4UXCm4UnCl4ErBlYIrBVcKrhRcKbhScKXgSsGVgisFVwquFFwpuFJwpeBKwZWCKwVXCq4UXCm4UnCl4ErBlYIrBVcKrhRcKbhScKXgSsGVgisFVwquFFwpuFJwpeBKwZWCKwVXCq4UXCm4UnCl4ErBlYIrBVcKrhRcKbhScKXgSsGVgisFVwquFFz9Fa48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ+3PNzycMvDLQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzfK38AWh42mwAAeJzl13lcFHUDx/E58OBcMUBRlsUrS2y9FcVy8VhJUjwYEzywtLTMlhY2SyOotOxQrOy00szOrcDRCvOs7D60stNKKzutsLK75Pkun/54/unfnj8eXnz2vfPb3/xmmBk83Hj7cIHXHmWYRr5doNdr7b7GGmUZcXYfY66qUvtUnH2S3cvIM3x277/NtXu5eb7uO7W5QW1WdvMuDXbrGdzS8iYrJ1gwxx5u5Nn5hmMPk0NlnhwiB8tBcqAcILvJrrKLzDEcI9cO6IwWxF7tk/lMW/ka6273M0qU1fJu4N9bR1WckWb3NEarQ8rWWffUHEaq1FK1Wu1TR1VbnXpXrThQRzS1b45m52h2jlbM0R452iPHaG395mZ7fY3Wr252rvjFze4tfoaf4Cif/cjWD/A9HIEm+I6Z38I3DB6Gr+Er+BK+gM/hMzjkZseLT9n6BD52ve3FQdebKQ643j7iI/gQPoD9THmfrffgXXgH3oa3YB+8CW/A67AX9sBrnMSr8Aq8DC9x2BeZ+QI8D8/Bs7AbnoGn4SnYBTtZcwdsZ3AbbIUnYQs0whPwODwGm2ETuLDRzeovGqDezRogHoVH4GGIwkNuVj/xIDzAfvfDfXAvbIB7YD273w3rYC3cBXfCHSy9Bm5n99vgVrgFboab2G813Ag3wPWwCupgJUuvYPfr4Fq4Bq6G5exwFVwJy2ApXAGXu50HisugFmrgUqiGS2AJLIaL4SJYBBdCBKqgEsJwAVRAyO00SJwPC+E8WADnwjkwH+bB2XAWzIU5cCacAbOhHGbBTJgB06EMSt3MIWIanA5TwYESmAKTYRJMhGKYAOPhNCiCcXAqFMJYCMIYGA2jYCQUQABGwClwMgyHfBgGQ92OQ0UeDIHBMAgGwgDoD/2gbwu26Xb0a6sPg344CXpDLvSCE+EE6AnHQw+3Q77oDt3cDrEHuqvbYZjowmAO+CAbvJAFnaETZEJH6AAZkM4R0jjCcQy2h1RoBx5IgWRIgkRIgHjWbAttGGwNrSAObLDABKMFsxmOwV/wJ/wBv8Nv8Cv80nJY8+eWn8j8icGj8CP8AN/DEWiC7+Bb+AYOw9fwFXwJX3C8z92MbuIzOORm6AEzP4VP3Iw88TEcdDNGiQNuxmjxEXwIH7gZY8R+NyMo3of34F2Wfg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')format("woff");}.ffb{font-family:ffb;line-height:1.114258;font-style:normal;font-weight:normal;visibility:visible;}
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q40ebH1O6VKiL6lJ1JnIsoF1EuoFwgIG3+rx89p++IpjFBuVTn3j4yKMv5oIpKE4Poe6bqvHliMC8xPXVeGB9kpCZwwzydxuANW61IeBObtXMR7ESCGdl0rNM9Z8dijOZ2ObHhV2zv7Oh04vqEleUs0OlA6I1a/lfRjoU7bg+mfvLelg3VWJzKxWO5g/tvW7fAbxPdiio7e4auKHTDRzLrl2zuWnPPdVbPp69ZXFhyy+bo3itaWjLd2fZS2+axVOiC9L0zP7p7gYMz93R9ccnnYa3HkxmorNiBZMfsh7On6GdMDyG7OQrfPy87DgVNWAaoWBqYHMhSFTH/a4gF3prAokLGhIqrSAFLChm3N+P2sqy5AUMJdgz/rA5DQM0cTuCLCVK4n+IIdq++nm6Ad8Lpr6cn1RcR2yMk2EQ8cXQJGl0CnYfPwecGTaZ4DGhIELGbNArTP+7OBxN4HxX+4xiukuV4zEpEChIdk7h0onm/E/h2GGreqsbh19ij7BHudyHGFF9srnXo8Rvpm5j76D3MN+hv8dxyDnbzjoS51x50LNHcMmB8LqCG4bmeFEKmMRM1YBo1PW2iTe/KLgC0qCyr5j7zkHnMzIyi5KCZBmbVrJvzqDhpPmnmzEh+HOspmwdi31tNWBGzX89arGqQvqmNNKyakarVXSFeA8JcSY9OS1xcp4M69IqaH3g0SfbzaC/EhHXokXx+EGB9OgDEniZGCjZQEMsgLqnBkf5+32EnoMJ13j0xSHGCD9nY44PCHL1ilIFI0eV0cA36KxHfQyJW9EBMmB1NuoUL7n38r/7pbx78Vt/XNyu65m+1QHtb8brK9r/+653lcpJ6/5n//MczXxjt7qaPfHmFV40MTSenf9lefOmFg8/7HAgbLEN0tgrpqDDVgqlsnGfgnJaivKyM6YaVMR2xRNOwrpgicAPhoTDq+ezkEUxz4QDSKxN2B7UJFX58FOutQIFGigQpiXStenyKENOJ45iKbBEsrD/Z2lYCEfyF3eYtJspv38hsMG1gN3JbfVv93JWmm0yjYDQ84fuBflJ/E/zGJHTC5XCztsm/IzKgDfhv0kb8D9geso9Zx7RvwK9RT0cOw+/CH3I/9LzDn/L/Tj8DNZZaZdtiezD0oD4aOR3hrDr8zuybQEdbCIklEABYzOcR7QyER8MUCKthPdwXxs81Fj4QPhieDJ8Mvxk+HTaHrwi8oUDlh66YwKHH+zlCEjgzumwV9JBS+KchGa6X98mUnFNBHhhgAAyBMXAQTII3gYArKPDUJ713e6k+L9zvhd46lA3baRYCVmUbOMjELm5Z/Az12YZZPTK8dqo2Mjw9XDs1TEgvna5OTQ0TBXHK1mRDcUPgssAnA/TnA0jqD/cj/unq6oJdcBhDnxEwQlAvQj8attNOH7VXTKpagRjnq1j+Th5SK01HT38/HPYdUxQhHKYFV5373cSgwNGBOu8fH6Slj8EhaEE0SJVLoNj0+yHom2iITywZkbCkV8V+fveX34ZwYs/fFzILglYpElm0c+GFX9176brOErz4yPch+8bPoWXf2ngu7rwpFFx16Ve/9uHi7K0YLy2ZPcWYkMwLgTZqZB5eiucMTIcpViMkyDfIkZAm0AMuIgJdko4FnRVTny5jstRJa1T7gUEIWNfwGbr/WfrfQQCDB7QXCNmwMFTthmChNtkdIIY+cyZDExSEZWEObbCJel5HmGeSkDLCPXMC8SIbOgvoEk3jU/1DAWgEBgJUICShy0guIhVdDBaBqIcOnOuMoqCUwkd0PZdNkTbk4dhNLJvLEjl5It0Ql+nJE+k0FkCv12onqlPYQn8dy+NnQA4Z4MuXl3KYoS5IZ0sDuTuYO0wPMKO5p3OTOc7IjeYokHO1OtObTJv4jekvctwKDuq5TnG5uFl8lHmi9UCOm8ydTlO6DvTws4g3JKSZl/bo6/VL9CvEQf02fT/Yrz/FPcO92CrFeXtC7rUF7UucgYSr1x8MLAmh0yQm4yRvLZSBmUyIlkJACss6Bj0254Br1PW0iw65xlyU691UH4udBslsCefHlpfZxdnFuxsSFyGf6ZFaz3QP/iGwj8TtFBa4KpG4QD0veL3xNMMnYnE+pYM0g5IkF9NhqylDRC1sCNlaF+YHxA3DcGS4hjADQgwOEJKEWJ17h1B4ps6bzlM48ajHMHUjBGBDCKB8Ttw2cYDbFClbsaenSevUDxePrvrimx98/9b1SOx602ZobVPCLl+bNHM6y/Zcltu6dPvBwe1XLlv44Q9+AJev/eZfE+n74etfXe63RoZ/BH++ZKiy/qqXfvyvgPiJ1yA5vIE+CBwgQE/Mo/0k70K6VlYQsQILySxEEFuceQNAHYkcCgAVJeiVEhmMC4bVakUlIPliVg5wKkdx+DA+myNSG7XjmPrsq+QMVPjxMcw3TEGSiMDB+B/RGqY/ZEoTBkBQIHdi8jwQCDhHwQEk5midSD260YnGHXl8EyOKiV3ldO4gRwNuAMHeAxzDfY75G2acofGtOPRomGfjmPAdjlAQPScuoqdFDIKfFmUWF66yWELBj8KH9ImTGEHUjtdq6XbSV9TTE8RlZduh1TwDYMDxKm3y6H4EMv0Vl+GvhHCvxMWrSnwIq54QIcZkiVRvaM2WfKxH2Gq/xLXDvU3b7uUgLbCcwMsm50p2L/UZdo/8gHpv4G+pb2lH7K9Qrym/UM9Q/5u22wa4AX4IPd1e4bvcS8ppDmlQznwPRQuYo1jEUas6hGXUcmF9aCO1UbiUGqH22vd6HrN/TfiaWOePCAfFH1K/pd6Uz4gO/iQHAXeSo4Zxjt/dGHppBzmWu5NxgLzLibtqt1VsO5y7nfudbzgZp9P3zwxEX/AkUkwMBth2nP3cWGGr4Hd8sQ/iL8L9lHclfRXFBXe5drv2uWjXGYdjlId5foyn8vw+/g2eVnmDR0/CH+Tf5Fn+KYuTAXsxXdEZw5a3GJY+Cw0sqkW30Kct0IJ7IqB3aVkcXNxETciAWTs9jCHTcA1lU8hKUbECG8EklR5BKgRbCrucyFJAxk0P9iAPj1SIvd7VBYZrcPHWCRZAihruJ6YN/hF74hnAobtJkYpstFXMaOOxJktWuEaGpcm4r7Hnaxxr7omNPbGxJ5A9wyJUnKqn4tGtFTPaiND4iI3Rj6UFx0lWJ6hzvzky6HRKVoTO3p0YtHISU+dD44PSec04Z1TY2YZr193UkTasI2PheMMZ/Au4c+eebfe2hZw/fvTr7/7n0cdfnN4DnzSpnss6NtxNLfjpDTdcdotj768hfO1dyP3kqe6t0S7jUwCx1cKZZfS/IXy2AKwE/fQ0GQf5tM3V90j8sQ4atKnbqZtab9pAgVY2y170oM5UO9dv39V5Y3xo+z5mn+lu9z3avvIDi+5eum/1feu/4P6C9tj6OvOMacI9of2o9KPVk9tPbn9z++ntPq/uLKplR0dou+kJflVH1QdcdEd4lQ94FtusqmIxy5IoCHa7Q+CRmWuLYY+EDcmOGGYih1zFuSHZpOr+2NOxF2J0rA6/cmRrehSBc9TUMOO2tv3hp8MvhOlw8xySo1PCqK2hja2CqwxUu8pAVasyWB6t6nNARx3yhn0XD3fzqGBFl+HL7GOL4eI6XTBkzyox54F9nlEP5Xme+ifAAoFeC3rQIZHlPBfCCzMZZe0/0Hkko4IorYC1dN4IqXm4K78vvz9P5zUsE/MyFlX5ciVLj26EG/GzmRFgQIUfT6gOUvgVsf43YlNVNCOxtDEWSsIkfmiX21val4Trk0PJyeTJJJO04Jbo0BlifqHCfxg2jDySN+rb89uN7QfQOzdtx6f6Jbm03bLvi8vgMuI3WFbQXVBxDbleRgxan/2DYcXnuWQszF2kj6469bxhf6wKq4U83UdTfTTEQ4UUjV+lJ1AiOboqjW+PQRAuHMPPSF+9bfuz8BYQhuKhvdhHiykd8d/UyDQpTKVHTqnp4ffJTnoEc2x6WD2FNDMygNSpJiNPv4XZuqpOjWArqYYy3B41Rpw98XL4jTCFeHvkzBRSuWlcE3sjhmpGsPXT9NhVyPgryue8FLet3tK9NFr2B9waRIZke6FYKBVotje+Pp6NtcY3xzb6oX9B0A9Wl9fq4AJY1cFCU9UP+trW+sFF6Y06XKIt88NNiS1+uHlLoNuHmvsWgDWFVTpcvarcYVCLdWTnLGJ6/HBd7kI/2JC6UAdL3Yv9xDRLz40gNZPzY5/414rAxKeIs6OGBdQwEUeGmFURjZZVG/ZunD5ka44jHeIdde59IzaISBUR7A4erudhlYc5HoZ4qPDQRvOs0bEqA3yexXXujSODHs8qtoeUWO7CjIL9zA2ZQl6PVz2x45I5fzYZbJ0bQ0KixY0tQwtMwyYQJ84J7LhwB2HDZkxgB0cH+iNnwcYQFTEcE3GIm5/bQ/vljdtOHLh74HtpC82aaCV9c9fxry9ZngmF8/6hny2s7brmyx9+997VkrXM7SilK9C5aueSUt+aS5cWZz7I5bt3Pj/xrWLp8V/DdanP999/3DCxgtsrmtgVQ6NHHfGKw6pzDG0SzEMXDV/2uS3tHZoWu0C4LFQIRS6h9tx021e2XDBy2/5tF5z9VHFrLB9dtHtFyeViWOK7NiMh+L+RTdBBPT8PFQW6DCwgVNEq8hgNiVoU72te4g3B3gfMexr2NBE7QbNgZtDi9dnfIfZHFfFwqZxog2FGlpEBS64RbtPwNdrqs3+ZwLWo8D5xpbTN8TIqvGco+PQ2cr02iLB8r4jsCRvaYmhLoi0BSnh4rUz8K+UOkLAGMgz2ruRy2KJQp6beew87rBtWBQE06vEX29Xj6UbNCWRmHJ9nYWwt2TDrl0mK7pgooYviS1oTInG3iCwGSiLBTmLTA0Oqmj4ZrasThkl1mFSHSXUYPc1pItVQ4Q8T+AAqnD2Gj7W1dXU2zY/X03OAC/cMKWT0FA2vDeZfiP2/uS6jtSx2DSBMpcSU+GjXWBdzsGuy62QXnWZhX9dA1xCuMrqgzmupoLVOK4a1pS0VTKxqEVNBdVUknArG67TFyEbKiWxvKVheAvVEByBPmYjHrVZV9GhRYUyEB0WoiEPifvFlkRGxMIy1gXA0G2rraxtoG2pjRtvG2qiDbRBpxrbJtpNtTNtA5zd2k2Aa7NSZJugE53MDUlPVHmul0owGwfEgSCQ5vH4Tz8Z8cb/J44cc7+UCfsRpTQ8OcXlCPK6FcQL6viKDzGXREAYZToklaauNhJFYRQwR3O1N4wJaF8EG21odiEWLznAZo4WOcsOxw3LEzkC17Z2LYPmctweu3fXp3nVDPrtFzBszi5xGu0iHluQL16xyVpbNdC+MODQl5HXmLNBmemj60tuWbr7YeGrmO1t0zR+NJuLqOrjki5fkSutn/JdkQ9GoXezaTC9smCINu6MHJRziLwm0ULvOc9gzIIoUVACTv81M2MMcJvZzWMOcELZrtIA0G9ExqPAmYRQBWxT4MCr87ChuLZi1OU2ECv8+0WTPN+fY89UjhDt1bIS714d3hXcjeNCyC/H9AAtZgxj62FbEF2BbWDvIVV9FyuZETX291rTLG2MSJxALIVmePo5pco5zzDrhmTBJ8XUmVq9uFnp7GwXD09nJbjKwO+YAS+GbImM+3MLZ8eO9b/jxmYIQjZgJ/5gpzCZmwj/4yRr8o2FBQfgN1RxrsFw0Mo9nGvYK6vvrJ6onGm77Jut4xqJwIDoUHYseiJ6OmvRoX5QycBLFiry9vUTyru5G3pZv5JEYyY2sx1tCDGVf1WJOBW2IjRKeXj0YXiJ7ZPsYepQKAC0yZ7eJYwIUKhgbjC8u48xQqmX6Wlk2e8xRzUhXNDKC0tFdGtNgnwYHtCFtTDugndZM2nhk/G8J+5AAMMwzCBJMjZBQKoQI0KOp50KpGqoTsUbDvfkMYPnCMQN1grPaHYQp7GIjtqrqncI8MS96zH6O/gn5J+boP9W6YEFra8+CuzyF3pnFi7M+gQt6/UkLdJgewgd6WlsXzISn9c0VRPDenk3wE1/I6B4lOgSo2ctmlsF9pn2ItlPw9DztISXtxKFkD+GvfGYCi31SaBLxm3NE/HPD3qDiBgeIuNqM7MUZcgoqvEdOQYVfklNC+BQBnxICbCqBqVpOGtjRlEy5fD9TQW7qBPYoqa+eaBJvOj1HvukXkfF69MteyHpgGn+PamfZnB5HQtVI96XH0k9angwcSLM62hlN0yqqOZmmvXwyofcmgsklHvxI7Ca7V2j1+PSUzLnq0GKYVQBkDt1Z2Y+HfOGVRk9rgxiM5WU6m3a7vYgKGrRN3FL4SVEaDYXGdKjocEA/oJ/WaV0nnqv67B8NM/Fbjbem/zGMKSO97kx6zl+OB4rWqUsvX/LW2jOIRhBUxI6raoMbD7InfBOEKqdG+lUkditWAgRt6WYwHhG9qj9oUQIxvxLyw6DFhzEaJEKXuHEQBuv3Tbhcaoqt84WjBoApTkWm2enxQVUhFhkirKY99jHiOj+4g905H6WxZLqnJ41IafSlA9u3FsJen/UTYS3rOk9p+8jh1nTPjH72indPXRCJtJu5LbEtn6U+80g6TKgNYxUrAIyMZGkn/ed51Jb2EgjiIalOnDdWkkKSohpMLy6cInzyNqEoXDDSDaDSkciGYBOiMET4sgS0ZAkGybowKWbnsEp2DqtksXTGF0CFGUMlVSq0hpi46PbGkuRG2Dx5DiGWOCgjSrV1EMTS0QniHllujCHR/35UkM2EGeh/PySy2Ds0lW4Cmen05OTk+cGiJlZ4EUliHLxRyDeMaiLnnlEqoQplY1WI/j8vfEEck8bkLymPW79kezy0v3JYFCueineHusO6IzSo7rLuCn2JEt4NToWoUeFTlhfpF5V3qHeUKevvbXzVWtWqoS69WlmmjIg3KnyOalX1mB7PVbpgl8o51U3wInWjzkTULXCL8pb6R9W00roi9D3he+L/Ek1uwaWGAqHQUuoChZWsit3slQNK0BJiN9CbmA2mfnWjdaOd9SiBQDC0gWKaqiTXoREOgCotJsroHd0hQ/l2xEki60nIMrp1E2ERp1U4i8fj8D42EIhuQIW/EN2QzVa6zmMrAq0wpjqBlNq5wTCkwoxNqgIpq81uVz0hb9CTRXAp0SJSQlDEaCkR6UjkesvBjiUgByQkpaJ6yKFDSg8hfJqHlANCCupAD9khk6AUUVU1sRMAdx2+Z6zR5J9KksgiZOXxaKKUl0dl6rQMT8pvytSQPInHMtzu/RrUvKEKrCB4BaK5HMiq2YPZyezJrKkvC0ezY1kqO9BVqcNbDoe/cT0RBMMjNRxpq06tU0fex8UzyHAZPge1evChao8HPzI2ABHhqD09eyzNeJ89fLMAUAOtqVVIiE8j3YOPHec4HOUzMjKMhzpGmuE+YBgMEz+RitjGgWyzUBJZmWgLGIjwkkqFwrpPqkg4s1aURiY0Mhw+cMhKAkPScyTbCAqSoKrTCfTeZBHTP0J4IhvzuuhEkkQGeRLiXGQQUmlzoUFWbHPhaJ9y2GmBCrQTqwxrNiR0Sgk4F1Dc3nke/WEhtP6dVTIfjsOHLrqu9913L23JRz2LZhbHfcmZ33qya2eyyyJOSbHoXmerFaqmh84Ov7LEJsuOAKXrVHbBazP/ens4ZxGjUei0u4vwypmT/V0ajEatkjt8IX3B/uU+K4J8ECxEeE9BMsoJ/24+2nMjsEPQnkNmIQeJtIFE2kAibaCMjYTmCPPviH0kzwE6GcM+MsBcn/3VETLmbHoeiRUebRywoxcn2c+NNnMYBqXbsRkE5+wdHExyXH1xns2TsBPM5iADJniwGQAOEtgFCZtBoqxwpxoQTG6IPVJoQDBZdrs+YrZUybgJlkbHxtyT7tNu2o2xVHVZCedGd2VBCbrHzTs7+tzQcPe5B9xD7jH3AdSQk1NBblULTAXZRGRu+Bl1iWNFAKNmuXmZRhhKeUFpTIZ9MhyQh+Qx+YB8WjbJ4655IKphfFR7zsOmGhwmkWoENU04gYnjCVrixHOR6PCj8GiOaG73lJbPVKtZryWkeZNWaDU99GHv5q4AgUK08aXlTaBPdBObp58GWxh+nm5y9xM7up/EI7mt5LNbN63Jz2mRPP7Y+NPiGkPB3z+fJq3Shc5lc62WzbXCNUYYt1rWu7yXtOslRNRLiKh3jQPfbc3ceWvmtNaauQugwl8MD267RsSXWZMmp6fJ6elOEheFKzpVfFonjmeS8HmdfnzhTmLe46adFDlO4Wt0Wsk1rOQaVhyE0riGnm+OD36vcQ29lYwd1md/YUi4qU41j59F9IvHE12eXPvSFVgQ6Ms3bjJwm9wmuH7Trk27N9GbNrPLC1osI3E9GVMjliKH9WSthsDd9CT+zanJc6jvI8UmG2CP1HE1TfIXiT2TPscVPejy6OoSZ+I2btrMaYXlVsINVp0MMOppYt6nSV26s5fs9ZK93jXoOX53rDHkuLUTO0hwdWfDU0IKfyBHOzu3rsHIAVeumeMuVPiAHF2zpn9rk6ms51IV9Zxs6BEAeeYT1SoW9YiyD5pXb9z6Alg2+zZYirYc2vKzbx/xah5N07oaPyRo/SXuZP/vXfQoovN+7EdIm+FYP9R5PRXU6tTZiZbOVLCACobUsiYVXL6qxZoKuuu0ZSKSTgXzddo8EelNBZehgrEosimxtndjcNMSPtW51qikkjzgYss3b8EfJpaRRYljGRO3fFkhr7nFfoSAVWs0nNfhkH5Qp/Q6LBtKZyqbjnblO+FQ58FOqhPXudZu6Y2uWRNa27eWGl07tpYCa9W11FrE80cdrtLaga39dWob0oS7tTrceS+BxeeiSM5gj8OpRtazDuNjHBqMflXyv5aoxbn4YHDOFzHnjWiJyoo5FolH5bAfWpQWS2y+N2IE1NIQ4WL0GsXN3NL2nMdlWo6p9NhgQVsuxkw9dV48PCghosTKqr1aJBqLxJd0NnwS/xfPRFM54cF9VoHuc9LnfDU3z2XxEThdhH07bW1XFTff4bzyodUrh8Mus9ixcKbHviDsFhlfYnP52jUU5exeNlNYU5FM4cz6jvKGNk9h9cyCaruXgO6EAh1p6r2dSrx1545bVq/e1H3HzE2bdVcoGnWrEWsffGAoa5RXSOmZ1cStgdTcRaiuYAQynTPObR2+aNS3YBO85JFME5xDIANA/wnJvyLNzJd/ZSL/8gSbF0hq4RVXBAuSLN6LBKIpnggynkgRnkgR3kXcjS7ibnSRaAPXnFBzzQVrurDnP46bu0CAnBwgFwqQSwRSxNuYIiA+NQfWUw24SAoN0ZjCElHEZ6SAn4rmCQ4pEJuy0G7+B6RiVbS1NPyPhhBVou2cN9OI5srliLNRJTFdlY/C9HlSR8ViR204Hc8Lm0tyLjIqQsYdCqRMOlBoXF+J8kQf80S+8ETW8C4S1OAiVS4eV7lc5RIIkJYBUhEgBwPkQUncw5yQSWERhFukUuXS/9T5iHByd9loLfNlLDXy5b7yQHmoPFY2tTHQIOVRtHewzB4snyxTB8twAFVMlukA70oFlYYjMpUKRle18KmgZVUkkApGGo7IQqK1Nx8sLPGDSHuRPHE0ElEUi+h2RbkxHh7EHv0hfj//Ms/w2BHpSxUD0dZQqi81kBpKMaOpsdTBFA1SaopKkcFSJCZSA6WGMzL9P3dG2jQPzTIxD+32QxOrmbxzzI8nuwyjfxzx0/BFtnOKSHnrvIyQKsW1qGY6GkP0MjGoiFEMJea7Izv+G2ck5uz5lefBRhGu/urnVg/qLotUuGBmgd0oikzv2ptvkiyYdR3LCkpojnOnvrd6c88dM7duCXmIG1JZD2++c/jTM4GaK4B4c/lOuPHrK7wNsxlQSDWcop9BvKmAANU2jzv9CIw2AhcJqGzYpCoOlZa9DOY3fBAXDDuuZEgzxh3jJTUGGjq4EXrW8LGcD14Q8HHczotP9mE69DIOQqUOWSU4UiUgkiGIAxcZJijLjSAEovQwQSKt15xq5zOW2kad8AnXUdcP4I+E44HXBNb2WxGuEJa6tjjvhZ8R9iqv+biQ0V5mSPDB/hB80fkjL2WE4Ep+rjc2BhNKGtkv6xH5MvAkTvuYAWaIGWMOMizznowHRw15PzLRzo2746hh7NxOrz6Y3LD6YN+F2w7JwZWHQszKi7ZtfR7HSQMGbaHZSaxsF2/9DvDS7YABDrr9HfUd37xdpIf6z88d7IABW8wSp2L+uBhj41bFoYMA9OrQJaCSxqGS3azq0EejxCm5deAxoaRp88/9SJwwok9EqXDxVsN6I3Uje5t4m+U22y2uG7Ub/Xytv9aYmSX4VWvFhzYnHlSTGoNqiKwPAZWEpQGOd5Pph7x0fvphOx4HwyPueLRrEXS34IEtW3NciwIn77r2ppd3v3zblXf+dEP52gv2f/oTd129nH76K3uevv3s6Ncf/PZdf765t/qVO16a+dWB75/5zACgZv88s4p+FtFiAlSoDfNoMbWAROu3i604w0MueNTJ7gE6nbITuW7XSbC+jseP5pAjkeX6uQhcnU6mbYyF9eIYNDc2jBAQysYsHf0sR7yFAiCSHUBEvUhqIww5RYT4R0JyJ9UXkbDOfSQO7RnQPnv2CCbUdhHTLAkmE8UF3ah3hK7tRO7a9YZeIb68/zB8BDbqqFWStSQA9FhQZyTcG9wBEp+rNqQtPBd9c7IZfpPGVH+XuABTc0VdqW5X91qZ+zJwQaa6YHVme+Ya6zWZT/K3Wm/N3MN/nXuH/7Ngzi/YWuwvDZYYYwHM8XQyZbMjgOe5r8WOYF4iAhLh9YkgWELZ0kmayaodEPeE4nCfPJqlvRASx0RqQBwVnxZp8V2dIg5Nn6734XDU0TDEYZyN0E1TeKAbB/MSk4tMGmnE8WIRi73W7nNea9qiYiRGKF7PlTkzHyvF5Xg+VubadZgzo6QodOiwIGXPBZjNDQPhMWEseA9Dju0gcbwsZ8nWud8eGbRIbo+XGHEeS8OIawb10rGiE+Mtt2tulDYxB6OKrnlDP6aGEG7vJJSM4RYFvfHl+9Y/cPHw/UNPrepItrsrq2d0T2fC7lQjQS0GS4Llug07F114sbE1n4vSlZFXb/3E4D2vTH1pt1Npm3nnkmIwFoMuqbCTvrQ/r1l2zzy1K9K9dd0Vz/zT8DrN1hhrpY4h2k/CX8yPQGsllM+G3NYEgTEJLQSbpuJ8yyo0h4BCc9glhGmMxDCEiOEXImAnRCwq0hCqtObyYBekBuKI/C3rE7sSuxN0IslpMo1I8AS2oKaQ/fRf8Ase71E/OlAawZeLo3N3CbsFSkAX0FjUU0L+VmIh4T7+hZB/CFucWNDjAolQD4VaU/P8cupxkKueaPrkKiRAfRcyD5R2ql0xKEP5NMMZrXBHKwxh2iX2yH2RRELvjQcTS4AotVodugoZbRR721UZyv00DThkcexgocFCNhtqha3AGg2FQjoc1cd0CugqskAm9ZO6SR9IfePcrJCGDTFyargx6KJOjUzVrM25hGDe4MsIQgKIGMddmocofU1MynXefvhaOtmA/ogKydy1jrno3TkU754befyoR2rNJ2/tXFGKRrY4bc62vN18waKZ9LIWj2gyR7yhhAid9NM/+9niTKJjqSN1yczKNQmk2qMugs8vO7DQj9U7BDtnT1H/gmiqwFwzj6YSRUJTRQPrbQqSkUVIRhah4vPyCRnXJ8IKHovBxxQsQtvxcaXA8QklzNjSJnirCQ6aoCmWgxC2cp6bg/CyIAzGdC8c8A55Ka9NAtXjtRrSjjmUo6yGw2cxGSFEcOKVE+orDRl6joLaw0qCZ1pdQVvWRLUWuMZlPLbVJnit6XYTZYq1ckuCcGfwhiAVjNkkiHv4B8OLKUpRiu1e3kIwccKGs0Si2N6Ulccb+XEcsVjDm3r8eK2qHiezdZrzH1JCxpOhbLasIVUySamiOfrlbfEvqQ9HTSInJsXUQHGoOFpklWId6sYeJHZ/Yv6J5Xj0eOxfI69GX8u8xbwVeSv6TkayVTO1zPVtd2b2wX3UPnrUOeod9Y3697bty5rx7HmRFmTWL2ZeavlRhPfTLofN7wp4Ur7MY8Jj4pf0z0c+H5VsaXMysyqzvrijeEvqlsx9licjTxffpt/yyym+EATPU0EYgjlIwTpMj4Pns3XoNaytWtDzvC/oDXmh6tXRm8MHPc+78MEWmy0aMUuMkiCZKQh/CLK51gIA+KV67/J4NByS73Dl8IulfmqD0IYDin6P48VohyENKXBAGVLGFFqpww7Dk/B6siEe8pn9CTiQGEqMJmg9kU9QiWehDtqhfmj1HAPhOeoEak/j+MPZMKz1V3IIcYzPQlTEgU2n0HEycb1HPTVv8jrCKyJC/VGz5DCbpbmp7P2Nuey1kY/MZkfFBhFNZHXBXALpfqJS/MlUSFetLBeyIuOdTfF+xOZBP+CSJj9sqBMSX0TmrH/Iva++b/0wydT6kVmPJ6xvNTz74X5qP71fetw85hzzjvnG/I+1PBLZ3yYj4JTGEUk40sqQcpFc9MHMl6Jfyphq/RhOWZO6pyIkPRVoiBUKbb5GKKSXjHqLlSyqypBNqMhq0Fa16DjBkyV9FZJ5KtFGQGmkkckoO2qvZJqzv8dtjWspNnQLG7qFrZLRbfic04aioGZKhVbN6D5mfIHThs2M7mNGbdCmWcn28aldH/3Bxlyvfp9hpqis1+vKFjiP2Gqqc29NDLZytiAqjA/apI9NzW9OyofNSfmhuQgpLO3wlPzm5JloIj5vQj41Fo7ffPGyzXpox+d+8vyNGwfDTrc5HPZ/5dKlWz4x86u2ti/d3rG2aFVtMv30zEufv2ZVW1cylV1+2d/c+VhQ9MLln3nowsrSS8a6K1uGH3UrFo34XB2z/0n1MN8FPio5T/bFAoYNyb4AGYKWZOIGkJ12aLKTop0oSftcDJN9blzajt8h8VDYJT6juBxMHfrGAWSRlpw+eSI3dbypH1+fm7N1Xq553I3oQZI655V9eBwQF7xzBQ/2jxK3+5AEJcUHnVc74EoHJLczEAmje0s+aCJw0kRMehPRsCZ7w4nBkp4S3WqfG/Oy2wP+eSY9idyuTp+s1SbVE+rx2lzkACIH3zPAjDrQK1d2wB0UVQ08Zn3M84LzBVfd87aH2x+Ae71wvbzevEPeYf6jhuxhp5bQaJdT83hpiBOH7wCknflmb+k8RUFWLuNOu152vuH8vZN2Xu7w/RRIeCQsoyPFnM0FDgaoAICQYUxRR58djtohsKv2g/ZJ+0n7m3bWPuD/1t45MDndmJJZO1PDYZFn8MzM6VONsS106BREqhmgzYZkOgkZRChxBIPEoz6IpBtk6tx7E4OQVXgyP1FpUi+J9iOUW3RGrA5Ck0Vs12QRIoyUF0Gkm+GqV18tJsOLrInI6JLs1tbPdn6yzZ1ivjvzz8um/75/USp56WXFHZdRV4VdV6+IX47oj0J29TT9MIhRW+fRnytBfF58c5BH0pNNv3cTlenBpvVyqhH9oHtJQ6+N+Nhtc4Rpm7NzUOEMCeOxRefMGosWYyXdorGBjEXicNT1EWzW8CLIvZ4+gb49gi5Vdeq9uSAIkuH5NfPQ3BauEY5O86KkS5olGnOjqzYuKUGejAKJjVEgMi6ke8mYkJcAPa9IbHobz8d1QqM62/B9x214HAs3sc1F7eACoVKbLRGf791GiUr8YziZJKEMiFwJHESolMw1KMMEdjzpCayBDiaYktQZ6tZXhFboJi9vX4+tmvD6YCwR4ROwlwvyS3QpFuDrcKlhF0EshpQefh6LKImSFCaTZizgIIQKHIL74cuQgSTEzebxRm22PvuYnRpFyUE7jclTbxIoIs/493Z/FC0iZdfTXDsKa7YGyRIn4Dm8iIMtfH7F6le8fqBafWrAD4hjCU+fgcSuGY9qbuJIjmmsKFkCdV4eR5ZNI9Ci2ECT86bHzJErApBcOdwkYiseCaUvU8KuUMIy8x9tN92xdO1wxt+5Avb2V9PXra5sox+e/pf9ZFLM90Yv6P/MKHyst90HY9NfGu3rWENx6zqpGLZNZk+ZJhAtZxox8M31TOLhoNVCZbDpbAFCXOOZZCzEKixAUrFazeWQnTdvNZM5UzmOJMwSEqflJ3CNpBoJweYbqRYXGJAkF781AzPgxhiMSTcmYVJqXD2TaQuHs21NjYPvVa1VcVAauVljEJ+INN8hG5ma76+WXQkE8K2xhJ7dkb1aGMq+E3sn+UHsg6SMG4zby6TdS75QKZzNpnZ2BDyekC+iZhkxHohn4pX4JvcT7ie0J+K8FOuMdibWgzVwLbeSXx5dllibXJu6nxtVR61/Fbs/eX9qNPu4+jBuHHtOfSb2TPKF7Euxl5KvxV5LnsyGgInhWCfjFmJcQkiyqbJ7sbrY2me6iNusXZTaK+1T79f2evZG7o/dHx/NuvcI97n3xGmz0A9vVm+2MoLAx+OJWEyEHAKBqtsaVPVIOKiDVCYIFNESVEKeYBCZVfcdxsFJ9dk7DUOLRXWe4wUumko6UqlkPBGPJfK84OB5AUlwjzMqxhyiGItEo3nN49A0Tyoe8SBjSeA5EX2H5+B7QAdB+N7hEFSseE8FFiS/Ef+rKjKgdEDhSggyqAkErPYcvAbEAA+/YShJA3U2Gk1K+lnlchHh1UMTk+DyVATPK3AavlyfBx7wwOc9L3ve8NCez0VzGlIdx3QlBlX00Zvx9LHnoAriwIkYVDbE3I44NOKjcSqOlMiEcGcixz8Lfeh2PkPUkfU8mjydpPDkgCPo1OQBjrgp+lJwNAWxP1hPGamDqcnUyRSXGmg7p1mm8IiRxzs1fQoBymHtjHfKQ6Yie1EFOqyd8iJ1g7epprvY24inwGpobqGARnmqgWHxGisksAJHWPC4YJorzNX8j9dYwSuskNVVhsnqGjiEEckIhDOPxFWHXMWgD0/psONJ/4GKe17mwNnpcXclhjMn2TvkrJxzEfYTgIc4jk5SFmswbAIZInNCCmBjSbLQXGPIqhFfYcdRFQjX+SBZZKUcdrJ4Rh7anwu6wOuy0DACszBhhqNIEB3/QUlLuHrgxIqggz/5XUeiAsNbUjM/S/1m5o+xmV8Eunroh2NM0B/KTP8n/PaeHreFjsVotxpxOKf/AD/s0O14YTfz1WffpVZOH6OplUVzY10VeWYZfQbJpHZq0zz96hCEdCsNbknARMDGOohti6Mfj1pJES++dJQiRQoX20mxHcdXgWZ81Xvor5o7USNOv/Ne66CQBgGHlbqtHbYDG5JCkdvwPRSHowhAqXhOGL1eO440FZZFkw3XxUF19catzwPf7AfAM3saeNEHENXm0Ou3BDyXwZL+Qoqyl7KunR13m+5lKUEw2XgP7xXSDm9ciNqi3ni6C3bYyr7ltquEq8SrPVd4L/NdlbmFv1W81XOz9wbfLZm94l7Po+BR4RHvF9PPgZOl37ARJCvS6Uxrqwh5JCvsHkfQDjLtQWATrUFbnNc9Xm++VXSgBpl0OirwDvTm0CmtXoER+QzKPUgC8BG7DVmDgE2Q2Vuot4lcpBJQSm6314O52LdPhG+Ip7FrcEj8vUiLd1aF9cIOgRbu5HEQZCD9qoKDGffrlL5vRwbmMtUMlfEUS9/Ew7V4qLY2svZUbfjU9JkanpM23RyiXTt9Kt3gtHOrmfHzOArl2Afz3zLQeaaBw3jGP9aohpwWAujbtVsdNKCJmwawgUSd18cHA40IRjxGgz9bg9YbRgwh7uYyQxaIVx5qTlWds1+qsLnokAy/5WxrC79xwsrxLWnYGktqgmfmwY6nL1ywpjMfriTF4PJo78wxJexR3UVE94lAYulMO/xLKmkTJHMsxmhhS/Xs9ffevyTTWnQpi/r3U4dD2Yisyg2aTwFADyKad8JXyVy0nI1nNGY/s9+83/JNps5w+93Q7L7RXOjoA1uVPiftY9wWu3IJc5HyBnNS4Zq0nIS020UrlMUkrzbB202wzzRgokx5mV2iwBsUuEPZpVBKnhIRuh6p1UjSWNukuYaWAN5X1V5nEAP5qNFuMk2IQYmxKEqUZhw0zdASxShQtrjN+C5Mnwma8maZVXcoUMlDSlSeoxYBC2CoRUaGhtn9eJnOPjPMmw3zkJk2e3Puqnu9m3bLWakMKEh5XO6vhk/sbcS5rT2D1yXCay2eqZ1S0R+SyNMjPSSZ62NzrtOebHrPncc1iNAuUP/YzEgIGzILEM4iYWuW2ZOGgKxvOo8SMghkRgXFwHtRF45X++VRV4VJOnDx50cdFWbIhotjR20VRnPi4ttHnaiokOIhpfKRWUyALHkkSbLTSckmYoDILKXUud+ND1Lix+f4NxY7wutbRTrDTrIAUkcnfbF09ufUwMwrn+ix+5gkS4Ppx+G6q1e7VQl6Zn4bpVs9kfZVM7Gzr0Qy+pWzs40xPdP1tjjwAGDlwMPgK4h+AoZCrQ/D3WEYBuqKNAVDz1DfRjSFbP3acBmg81bObMBrJqHzZHLe/4L/hs6TjlJg27ZYzIDpMtpF7RbTV9IbTNdaaaTnAfO3wGpIeKkyCkCqlcYXrDXGFhfPHKc3gJeAG+TA1wnFLvyy78vZb+bquZdy7+TY2yw3uh+w3OtmNI8/ASCjhPlWWTvaakQlcNRmyFKh6u/ua4NKW6httI1uq8NWQzmA5O73mW7FGXKOIoMS1R1WPPlCHd5wOLxxW2Ptquna1Ps1POpwCjuY0P/cMEpzgR686ugxDURbbTaZaDlUmyuShV1JoCBxzs4xOXZhmP6b+k9eXhUls+hyuVp71nZecO0eeNmWtaIom11ua2rhqo4lg/fOHG+t1Bb6LRae70nnV4xsufrvo61tly+IWMw8vyidX3bjpp3fbvD359DbvIA+CGigGxJgaRF6TcDDmOqw63AYLwWbXndKRcKxWsjbw9bw5+iDZ/vwht419ANg8psAWdd3sKER4XPUPyC1xlEvjCPcWaf+YYIGIocLRyDw8KzpBXScAjRMAQFeCy8BGAzhKBn1DF7wC/NVj3oWJVgNAmQ8/+vhQQA5lB8ahEDLIdMRvbJwc1Vg6GfAWZ2ePGuYwIdAZyYbNHBq9hR8kazBqoF7cL+eo55CZCngUfmOrhIwjN4SmRrsCIZLovcDy5UdwGgtl54Ax9BT1emVx8wcbTbsEiqXDaT8RUY1XCXRYD7wqO9PnSEh52SVGPUt/GEbPAeXLUFiymyHkLMLHI3H3zGT4U+MAMq578fR89fQvSq+lV2cy/Uy1+MldNEGr6Rby97qmjWrtfTZfG8brm7rbTzXvXSE+g56LjPwNlbXPVb3vOT5k0zj9XfwLBGSt+VLEAmFw+iBQH32JSOACh4NJd4ulPxJhpzslinRfy96bDOow42HOdprQfk40lHogZGRLzIW/OQur9dtFa9jvu++Dlih9V6f/+EGSSBCf7/xEppvYrqnij8ZDkxq+vJGfEeAxeAc+D0UvSeI7Ugn5r2F8PxXQhkdLqorm67YKzOXdrrKbZlubwcdgdFbPZ5qd3dh02Uz/waTt2WM7gWFxEMzrzVodwMcpbZSbkR/Gwmn65RpNLCzY7cJoQcKHKRpQKmwDw7AMXgAnoQsMgZKR8Aog1lWfX+6hu3lHPYCY6WNTDekoXnvoUGA6ayhjsMbKNP0h5T7EXK/FgDYP5jWgDxFYoqMtxUNWgDvtnjMSSWltDJ5zrYQLsz1a7vgVdp1uVu1R+DjuZ9ov9Dehu9qZrMGRTebX5anO7SO/HKNduUTWjxPs5op73bTaZBCewtAt7uilT3lfLV9fftV4DZwk3ar54b8A2Cvdm/+MfBI/pvgG/kD7Qfbf+r+kTbZ/kv3a9rJ9in377Tfed5sfx/8xf2nfGwFXOleltsG+92bc9e4b/G8qP0g/6r2av432m/yFiXkE8ItesjnDbdkQ75kuIUK+fhwRA35XOFIOORLhCNuTWsB0AE0D4AeTcMLSy7C60xq7nxOy8Ec6jsCYx43heAaAPl8IsnntyMS9eSyLbo+b0UdNvwVA8FXSOFLmFVFV6zUJuUrhU/8srGGAGb6tVi14kIP0kgz4NyakQ0shqEYAWKmuZhxXNDmAuawiYJ+YJjEFPhy2DqBjUStaJq1oqm2CuA1bIecPOKuuPONNQFBU09i8wbBNKjlaMHjogDv8TdCvz0UG0vRZI3ow4NJgT8X+l2dC/0OQ6vD7VoAmwF0zZC4cliAGMchK+VjhyG9bPqML9aXn0nmN0ddDstqRMDwPXgKjua2RF3+WF9uejK/JeKa/iNz49mb7gy1xmIlfYS+aVsykIh9+G8M2T37wLkDD3z4IKHL9xgnVTZdj/igsd64gqQYVNCBf6FMCDQjHp8+Qt9DYalOCYfDv/lac7XFJvDNrZ2qERbwjdMGhYjfe4IshRixU+WZ11quNl0/8wTsR5cjcwfpp4ELkjXEm9Cu4CCx206SuhxOF2fieY0PsJt4TnM347epeZ67+VHc7388iltzf2QiHcgV09Zi9fUTaiOW+/CYBsnsNU97e2lIe1o7rdG61qdRBkoGtDGN0Zoz6LTmDDqtOYOOnBXzeEvno7tXRZwJc68j6Fxi5lyAI/HdZhglgd0ePDuOBHaPyadlCkd3U/K4uxnXjcNvpnqaK4zbKh+dEYcnxOHYbt8EehX/39Duc7OSbvd+fMYb/fT/bZ4bBO8wO+D3TRUggZ7G996NKunrBI9s/lP4N683vu4UyNXOz8R6Bqn2dVP9RKuy6BMXPzZjCm5uM4y2NqNqquAMbw0ZG5jZAK9HX94POsm9LLJk8gPHoEmW+G4FgFxuqr0d5qZ+dUL9WTu+vMLXuT+PDyp+dBciRmMWmmPPL5WRpfAqfIvoTrjcvyCvQ6rSbs87lOTGjlhPygmpeNAWae1K9QSNJSsTpWUWOZBs92QqevqiqDMSz+gAzj4LY/BJ+M+I3rXnAUUfA5A+jFBI/ZAJ5jA2x5HI4XIYPjljg/8BY38PGueYfP//c0y+v+w3feL8ORD8d+f85vx9wMyzcNn5c/j/wTk8+NOz/Lxz1P/BOSr4/bNq4xwVXAG2MduZdQh5KQjrhkAC4d1OUAXLwXqwBewAV4Jd4GawG7xkXHbVYN/GjRdvveWOrp6hG5KZgZ3RNStkfonBAB79+fVoTyYazfTQW/2lvENVNf+6VTeNjFx6xbIL7rqto/36a2yuizZTbPeizeiv5ZJtQe+2267Ztu2a2+grWkRLazYbb7kC5H51opI7cZLMZ8rlcupJ7DhHADennsDF+RtpB3ONXP1Zo/3HGv+X9ugNOCIt5VKxPdHM7c3c3cznjnMf2/94/vHjnOuj+7GPXX/ufvQr+VIp/zBO/lQsFAtRXJrpbEe/bxcLhSJ1EU6nvbiCuvtc2+m/z5fa26OwUCoV4A/xwZmLcfon3PphXKK/iJI82pv512Kx8AbagY+gwmZ8tdtRAp9vz5WnV6DSF/L5EqU3G81wqPA2Pu21Ur6URQXMr2QO7F1IRofAdYRfzf6gEVgS5IAEA7SE56uGRGtJsjJKIAGiTmdYb6xVsZ7fwe/iZ3mGzyHhRmAdQv2vH0+DHZfUtOraP3px2ONRSWJCHGMlUzCZhgOjucbmuTUomgtqzqnEeDOY9K51l3xnYfuSfIsWcLYV9IUOSZCLRMylnT+8dZ/TV24pmoVU5sLMGJ5l2d2M4573K+D965EOuoZ+FfhA4YhXcciQrcOVhqg78g7K4YU+X52empAVnxl7Eo6jf5irTf/qRfVXLyIScrZYKLzQJ9UQv/+nrauNcqM6z/PekTSjkVaj0bc0mtFIMyNp9TXS6FvalbRf3rW9a8NiwLGRMU6MDSUxOJTETlJCiDHEoYSmhR7aJLQnh7ZJmyYEMISTtAl7mqRn7ZTAiX80pT0tJ0nTmPTj5EcbS/TOjNYskKOzK2k0ZzX3uc/7vs9z9947xi0eSkiuo9un54oRXuvJYzrbL0bChX6W/JEylV5uj77V7sftikJLsw10S6UjOhXLjxoG6Fb7cS9FUG8eJqxjk7X1PgfhN/U6g71VhPwv7FizxObgbhxamVg0kvXQh+gP0OSYhv+gYY2GHN2hEU+Dk4a/p+F5GiI0QyvZSCCbjXg8DJNV1TQfF7KCQtUoROEXZTsVsNspgLJ9YEeKHez2bDqjxrI8T0c4xmMHQRFVL2MUnzeI/kZ/Y6xvmA/cWe0NDEpUq0a04bCqnfUa4xVwl/esZ8O+sQH4MFfVrh631NVdd520PuaMzyvlat3I31UQyS0ga2kNkuaOqQa4XJJkAulsgYcVL9wRSGemw+NjjCSGWE9z/GTdSQdF0Qn65xSgUjsGpHDl6VI1ilEmmaCPy4n33htOegM8SylwB9xhgEsSIfzr0+QlokDMEevE4WcfXIPYevBFUsdZL0XqA2VXEz8c++bWFQcmBR8rltX1vXt780sqiAVmrqe6RWxqDNd2WTd+MBLVy7oxy+y1De/ImLBjJCBjKB2b9WF1Gz2SumgLBjyICop289lDyqS5qthWr5Vs5mYO5lsMg3lvACrUHiQczmSvAZ+7+VOHu0mXvrjD7600W4W4lMsxfGvl5vmTbEegMuVaIc7nG/WSJ5IJhHdnO/uaMa79W+/hK6wS1eZzKFNZLARkQZuZafq7q6WwzUZ6Iun6cklbrgh21u+2Iz+yIVckP1euLGtx1kaSV/7E4VA7K3JwdXcTIauO73zzdRvCXOwTdw7k/Ro0/ct+dEyDXr9PJCQJkji85q5u6zbnfR5jGtxbgIKUAPwIu9RKv39DG9oVTKmvh9WMsXNcv4oZZCCGoeOqONKsfdkuYAJhEl2wbq4zBLlEZkqkbARfQLQZSgDTJ+yxG2KgXushY2o6phIGsFklf6VQbCgR5OeWdym7P3ZAl9u7rtmb6ny0E5HjYY9Mx7WF4em1973w8PXr5168be1oKiL6GLuN41ibjB7z5wqFEJ8Xvf17/vy2mx8+Op9ms9VgJluIBrydpR0dZdeZb5y466VH1pMs46aQjZXilrc29kw/iPklEDXiyIA/V4ROEdqFhwqok4EHXLBMww4SlhDYDWQS3pyU+0zuyZwtlws1BK6mhERZ5USWqWlqXCS2E80QR+Z8sCHOoFvb+4Bu3DvC4tL2VAQmDjaLSPhj5H/sx5/Z4c0tN2Y/fOoj/fGhQivh9sqNNHQYJa+F4/uGh3ZrC7/95CE2m1UZ8tLe+788TB85fjSHA9ymeKRqGp0qtiSXfOUDJGUn2XT/8Jn9x5+6uwckicUNUcdxdQy3u0bcMWikVYVlfRynGLuySQooSrFRzRadEaWo+BRfRFTTLLBAM2okQmfFNEOr1auNNTfls7gwoQRoow3vpO2YDrrBCR0XeawTIYxJkQfO6PRMlbPe4NzRBZMF1HZMSJ1R7OWFtdTL3+kMBBuoKtDJ+fZ5MlicXtf3Lc/ElO7IWcbtpWLVPHnpZ4s7U47xab7QEsaPKe3p0Pi8mOfdU/lrFt9UElo7hq4zjspX4+KJbXHR0aBVgnYOdnjgOGmEB65BgqLwA2w8InMuo/d9RlzwokjE4z6HERdmUDwb9qmKERY4rfSrVlxoF80CZIbFxdEmbr8ZFhMOyNuDAjebm6wiJgWwlPI7g8MWk4O9G+/edfSzh4pqf/09B7NKr5bz7piFv+Y12b//pZMPXHrs2tVHXz7TOFH1R7wu2heaciAVfbn+3tXSvgf+bN/6/Ud3aiE356fBtjSLFAW5kzOV/y03rzv3zJGj3378pkDQ6XIgNhhxWnkjguPCyLtd4u5B1xEKKYIzwCqEIBRm9UyhrnRFpUCorJgQNXGv+Ij4BdHRn7z4gWgXRbWuOx0iVcMkOa+EAxkxpOLKjEvQhlGV8G8DmrsuG1R5bYssG6PJM+ZJ3UrB767cyeC76rh5lgDkgkOcbcC/1HsS407N6mOJrxf4sUBJ/fY42uwnKErst+CnjYHkRME3MvOlmCz78zuqo3+sL01ziuKId+uQGE3PazHsvbT5aaSWl4pBWQ6Vlko/s3DJ4F+XMS48kR24eTaoUDhavVPGIqPLz/BIJN7SH0Z9+TFuyzS881qtFsHlcUdrCU4b367D39XbvM0ptDQlmOtl0YI0owmykf+l0TezvVzQ+O74m6+jw/i7NSI3cAcTGcKhFDNEUdTwdz8bi6Uueo3krGvmt18cXfS+Zuhn8/vimFlGzrlKLhGFJ7Vrcl3ocK0ds9lcLn97fqccbuuyKyD4uYiPpTneGYwwyJns1+EV8hmxMq+Mn0zOz83y5eVyxB3LiyxO0YwvxsqeuNZLIRXjNYkzjJftNL7mReLJwfLiItEBpxM6TspZbnUCLaer1elgPUOxFFAujos6XU6Fjwb4qJNnWZdreoemTOvJFq9M8y2FggVNFyuLuLkDJupzsUlF5FITWmGRYxFLN6eQb6MVDkni22ftpq7RDZkzxAmJq56lsdSxfWyDMLKyoW4MmWhjAadic91+w6CguY7/N9EtyEGPtEhqkyKleu/aW+dOw0L/6J5OaBxLi3Z3wDN+0Z5Y6I1TRteanfxavjftB84lCcFALGYnL8nII7Zu6N09/uLiWsZFKorgoT3eEAcHx/8gzxQiihLXugm0IM6URVl2JWer418CwUiyynp8TlK+yknyqxjjFFEfcH7O54spUjCWsisxiRCTGK3nfC41KPoxUpdHmyY7RpsTcC5UtyjyVhYm39Za5JxdlBzII/A/jPRXVlXlxisXr7boX8lngvlFbfTZcDLgpLI37Bm/oYhaV0ALyVmNn1xfCnPg//D16cSXBscP8PAAwIcAIMaTcokDlktwiIuwNqcSRZFIvlZJ55MyELJXRnL8iwScJD5BoPcSsEjsI4w5Qg4sChEhlIm8N4/yaR8rixx2AArHCPF4JRKN2ioisqoTJgauPsajv/GqvuG9gvlhGAPdysT6xeFwiyRVnHy8m0Njyj3+pFJ2ot+QfGTAj3czAg5gUazCSmNGoOzx2dZ4plKP2mzjp5Pjp23ezKA8Ptvs8nYyNtMmL40K6FU5ri9lR/+WWdDjipJs7pxGN155kYyPvlwbyG7MglKTR8zM/nbcuDWe4SpsD2P8MsQfD25xsuXHCfgIcY5A7yEgywHB+TgFiAAQ1GcA5gC8IEEZSADfdIZPlr1RiLI+oH0RXoxyZyzsvVGGoURn8nbfaR866IMVH7R94EuLhNME7tXLJkQ6Vsj9V/FLQyqDdmi4ORxd3OSsXXgvnp1YheEwMtrEiMHb4kN+e+jgmlcHGT0xlepX4ITUSAflUdOVmquPH2zPxG3J8vR0DIPThstWzqWFZunKj0hq9LK2WAjiQlxZLqBjci5EydY9V163NXH9DmL9emKgNUvLJbSShXYWWtKKhJr8Mo/2+4/70QHf7T50w9Stxu1TjlLoAHk7iRijmnOE4lUkc0uuryoORamG8NHzhKCyrrxqNw2UubDw8jsk3HDon2RQQ8jhjGprWoV84go8tp27zjz/gTu/cWbX7jPPv18/eeexvdpLJKcu3r62dvuSypH2QHbx1pX5W5YKUSeMjj/34J69n/7WnXd889w1wcq1H/rTg4HrbztxsNs9eOL4vkDq8LGj1+i5leGx27a8JflBzAUF+5/dLxAUbojs1SQNaZrQDrKqIsgRQc2prNtdC0bEENOsqfI2YTrasAzQxP5sbglUmJgd8x4EuN+awXfL06s+B14I7zty63W12UMn6/0jZae8NDMapXoaz6QWO3ADnUjnA/mdVSEzuyulLgfISyQr948srxybE1nX+NfGgB+WIHah30G7SnPTfnmctzG0I9ldr/Sv14MUZWlz7P1sopk3lohHB4GHOvBQG/I4IJRiPlAs5qGqGB2pzVYqxU8U4Z4iHC7CXBGK+uxsQJ+iqgo2k4FqXc3mIe8AmFqaV2Ni3CwfxYo45WZFYsoqH95fmJqdMxLB8C10NHMLG6PPOUPY+dqWPTb//ZDEJXUC1jvqg1VcMZo2yiwmIII59LkFHxkf/4HHz/ndYr7iH09X+0kXk+zX4C+ltWvX1WydLzQamgcgnMuXhdG8L1euC2I+7hEaa1q84YXv4QCG8a/aPQF750BhsYwy2lIhKNvYBC/c1C3tqCkRj238UjwvBhwK/BqbF4+HzVeb0cJqM0EhI6esYS3xKo6fVeI75zl3aDdWuyFj/QXb9takGqrVenuyaibjNo7t6/0V8U0C/Q7xuwS6mThBoBIBLJEwDCNHfZKDde4Id5Ija9wiTuTawn1ZuCYLySwQWW8WZbNt7Vwbhm3otne3UZun1IXV1ZUFHGDnNZVPpyXe0M4GvFvqeWjOAdGG1vO2d0McjVhIXzDft7HSMV/i3pBLYI6nm6Iag09OQtMyU8ZqAPsWf7Ej3VJA5uRr9KjCpHPyTbmUnuLkuZva2oGlnLx6z3p6rqUFfFHOZZNlVu90q6pdWapJifZ6Tb9lT1leOraY7ZXTXDjiSqOv5A9W89NBuRTNDDqdJD/Ye3O3cOS6ptfndbEcBasLw5mkh/Snu9OpmW4nIfR2D2f14XLOw3kiQdwfGo7rpzDXE8TNg25C/LwA9wqPCKgn7BFQQtAEJIQIeBTBnejjCFXQHEJeJCGEWFrxhjyGAxUgTKtWoI82fmxJ0M3R5msGbhd07+T5LQv2trpmwtQk/9AjO8RSN/X7LqmjjYvVrkj/XnUuy5HKFHnp5815xT1qqf1iVFGixb6KvhfK96d/btZ4Gufjj+LrbxO3DOqnCrC/cLyAznHwkBfOuOF+BlqtmE44ynM6eHVJL+ukrvu6MUmJ+PgItMR2DF/517M4+Rpp1xRyhoad1Brr+aqBmhRmh6lo0+9U1papwuFmHbd9tDNIOHzh5E3ve2/2hz9gDBX700ZfohErdQ8upFaX+0FfyEW6kp0yVmR8ZSE7Pt09Nd1eznpeOA9/YZWjYGGpMr5xqjm/1Fan+ILEN5pNAZ6SGpmQWaNjb77uwMWd6BE/GNz/4SnI5SS/X1TcHEe4CwW9LD3VfK6JVpvQbkK3sbuB6AY8wMAHGXAwwDSaZOup2nM19HgNTtdgZw1aNbiteqr6UJXsVuGeBCSqtbrLLj0ogbF+ELklt9QaEIRTafV6LSZRd9kCtYZrtpjjICDmCZ8lf0y/ZTguc4qhEV26Zo14mWvktgratpeTM8wzLcgttAMhYyqmUcQtnI0w4ycS2DKvk9vkmXX+C5wQmnK7f/I32VhOVQJwr4uPeOkpj+O175NYeHC85AEdp7dCdPxKevzr8X+r47+NpNVMFHcA6Q75ArI4+hZ8+8hgh2SXZcSEgq5EKuUZ/Q+MqHgy5QkJnBPJsp3LrQ2ujND7R58lc92FJGV5DmP8lTbrxn2DOb/fTRAMzbjpSdXQ9TwuEXnGHYszcXc5FsdSPB4MxuS4oubzcb+aEhVcHmIhGtx+MTARklsDqWYBbZvUvKAbo6WmtzDmCEa8F4fmEWPCrTFeasK3Db3edlNLkdt87CxYsJ1nUqlokP3e14Q4G036YDaSzZWlX9iEudlxpNKT3eP/DCekbAKjBM6AL5wNj78LoWId6zuGNCRTpzJ+4ifynC4qii+3VP0ufF4u8S4ZY9I090W5hLXkjYPSJ53gpGiaiLnA6YIbAFxAgMK4AgzjwmAFDQ/B0KAyDDYOk5SCfcOmQaEL5gTUq8PEuDBG8DFDMENy4h6Me+jhdOInXx4dhE9df7TDu9PpK7eiL42/sedANeJW4uSlK+9LdvaUxm+Qf+TTru2B25wTZmg6+/d96alz1lwyiBIHicDAiYhqNaQMUO158pcEDl9jchg+nxlfZ4yz4/M/Zs0hw4rYmkNWKoVCb80hMz27/QF83hl8noP452fXjL8KhJqggwNIvfVXgTiFvgKv2B8jwoQ+wL0WZliaQPexYX8IKIaggX4e9n8N7ET/yvCfNrwXjP+BjvRN70VdM4xU9e1qwNhVh8rAijoVTcfGTyemI046zIn+gP2x0VkhyZKJhJ2TYvBMqeZyxs1rPUUAvIL+3U959hLE6DqCepqgsUSpE/8P0vcCmAB4nGNgZGBgYGdgWDx3WnQ8v81XBnkOBhC41+PaB6P/J/9zE2BgPQnkcjAwgUQBT3AMCAAAeJxjYGRgYD35z42BQYDhf/L/zwIMDEARZMAXDQCM/gXyAAAAeJzt279LQlEUB/Cv915/IAnZDwl/NLxFWmqKEHLKfggFgdE/UDS21NLmUKNE0dTcIK5tbk5BW0M0NNYSODS0RMPr3OdWghLq0/h+4HDvO/d4PD7wTaqaKEComkRr3ZGYl/2FAd6Dd9gwRyiHK0iZFyR1BUUD90vWNTkvyLopa14ipnJYVjl3T/Zx2edDOcRlPyaxKq/5lL4xncG+nE1JTknvmD2XHnO2xvaWWLFhHnEZygXS3mytuV51AWfoQOpKnWr6IZyB48f7Dhu5/02/ZxhG9rvxK1fD24/rzOAmIiIiov8gUHXrfs/QrWBqdGYlIvJTAG49IjEOPjeJiIiIiIiIiIiIiIiod0wDB+3y9ne/g56FaFQErv2egIiIhpl6xmFXdQ1sd6xp858TyziI6nskzDqK5gZJfYVFL3/rXc+oaWTVOdLmGFn9gGwwCUfyk6aMoq4i6tXOIqE+sKWfsGBOEbG5UAlJ72wCUZPHUpcf+c/sPF3XOq25e83eq370peGndnHSyzoiIiIaZd/rWUPkAAB4nO3CMUsCYQAG4C+1MBIh0TqKVDTE+i678jxPvRrE2aExGp3E8Tgc+gVN4XBDs8PhFHFENDg43BT3E25qdHK42aNCCU9QITjy5XkIIeyPNhkQe0PxRf0vm29bcrCzbeyEQg9hdXcvYkT5WGu/z7wflo+C8XriI2mn5WM9c5BtnFinIxqmKSpQkw5Z8Uv3jJ3RWF3u2QM+veNcm7C+cVkAgDmqf+IOwIMU7pHrAQAAAAAAwCIuXqcu4+ApGQD4pelCnnE/lU/lB/wNbxbqDktoClrRV9TFgNgt5Uq9ctJhVtSKLSmSciU5jGtmaZyr2hJu19qTCw0AAAD+tzFuqsVpAAEAABJQAIAAEABbAAMAAgAQAEAAhgAABekEagACAAF4nLVYzW8kRxUv78x+ZFknEQQUWGfzDihro47tTZBW8Qqk3nHb09nxjNUztmMJKfR013hqt6e71d2zwyAkOHFA/AW5cQzKAY5EAq4cOAWJIxISFyT+AMQF3ntV3fPhjyQrsd7pflX16n383qtX1SWE2Lq2I1YE/1t55RoYekW8Ujs09DVxs5Yauias2meGrotX6m8a+rq4U3cNfUOs1jND3xSP6v829C3x+vWBoV8SjRs3Db168/ZrPkpeqddQ1527EdPXkX717o+ZvsH9v2T6Jvd/xPQtpj9h+iU09B5bSPSKuFfbNvQ18XLth4auiQ9qPzJ0HXn+a+jr4vX6lqFviG/Vjw19Uzyv/8zQt8T29e8a+iXx8+s/NfTqy6/deML0bbbzD0x/hW37M9N3uP9vTL/M9L+YfpVsu/sfpr+G9FfXbjP9GvGs3WP66yRnzWL6G9z/faa/SXPXWkzfZZ4fMP0G88RMv8n0T5j+NvP/gunvMK0xfJvpXxN9i+1f+5RpretPRN/R/X9lmn1Z+4f4WIB4R2yLB+IhUj0xFBLfByIRMf4KMRUp9zSwlSFNTx/7FXNs4ogtIvwD4WHfGc4vRM4tiW+J3M/xGTLnqrjNvyb29HFEign2dlhDjLpLXS3UMEX5Y5QFKDtBuUoESAdIpziWVbqg8mBbvIvUW1XrobDYDh8lpMgLqNdHPSQjEM8M7/vYGmIvjY7Rzrzyi7BQ7Et0qT0DxgPEY2z3cYR6fUZj0UctJzGeAmsZ42jA/lJrgLInODfjnjFyhYweYH8ZExdtInQUz4sZ30c8XzKHFCPUSWiH/ARjUckL3J9jD+GXVlGc+UHjBVqhcGaOKIiP4Z3tBw+hN5RwkMRJMU0lNJIsTTK/UEm8CXYUgafOhkUOnsxl9lyGm7B6e/V2U/YzOYFOKuMezWr502RcQJScqQCCJJ1mNAtIwfa78Ba9Hlrg+VE6hKYfB0nwDHvfT4YxNMdhTrp6Q5VDNC9nkGTwWPUjFfgRGI3Ik6BSyJNxFkh8DYqJn0kYx6HMoCBP3B60VCDjXD6CXEqQo74MQxlCpHshlHmQqZRcZB2hLHwV5QhID7EZMYog2ia6HqI34twSPTWSObTRDC8Z+dhB6+AM4xlxbIUnz8aRj8TyCtv5HMmwJAnEOspQHMukyqANFGzCtLNkChjVsH6ggiwhWDa+vDvHnJR5lTgPMUlosYljmeWE1sPN7e15sVroskiUaAR+ntd65fi8DqjyhJzlhMAzXlGDF6pay45R0vhQZH4oR372DJLB5SkvvrQ+cZms82kAc2Vwl4VMUEiMgadCOcA/ZYrG2/jr8mKNMSUkztIGZQwZSaXyd8z8hVneLQYu5IJApeyBeA+L5juzpAFeqruZP1HxGXQGA1wP8DZ0Cz+O5BR9yBSuRAuOVVDgsmj5WSjjAh689y4JOZeOVJrG6E3KhUiXpAHbVnCJPeUyCBzQKZc9XaaKqvSW3MA+AMuXDK1k/0LmS02JtjhVYtaTMhJ6bmCklH77LDvlXB4hV8FjNKvPdpQld7l8FmaGLubZuZ5B5YNVtWfl+zw6KbdDnEMxskwppy1T67UqPcseKF4cE8Yp4M3tIswmxlPF217EG1y5GS9jn3AeTbmwKCwk89vJxdK1DS+K7fxmVWZ4xoWg4MgF1fK5yINS+3m7Hs3lAHmifSlYX7kwM97gppw/CaIU86buX+qpzj1/Iav05pyYp/ZK03RMSM1hgax9Xq1ZLYc46UhyVY7qg1VsIjOTXq4QZVDO+PhChw9lcN6sjlllmSI/IvZwVksWM9vi6PhMhyYXzh88llfDOh/AyNcdsYV/kksr6XjGxwvJkfWxj1A6Q45ybMvI/HDpMLNhVvCsYuQVaqU1X+a4+AWPZ7C2JKNVyoA3qox+in06VmXmSD7aRuZYN8vwq46cZWZefuwso3dYraB8br/VcdfZII2+M87p2MTfYr8zcyTUNYgqhM8x0LEu81nnV2r2dK0hQan6CBhX2eKL2dF7ua79H+JRoeSz74SdMjU/NGs2QOkjs1ZmGy3w/hiZvFkvbbw8voL20IXDN0Z8Yw6jkHebaKHenPfxCnlchRXPK7kvrnLWUpUrsV+eHfGBSS35Xdo1+zCarZzZjlTG0OK6n7CWQdWWcxlC9UtHKEdps51WW91nW6TZscZVLOfriY7hlol4zislqmwo1/ZiLn1xVOd3eu3l/I6zmNMzJCaM4+gF41juCvThFhtk5JwFIT9J5wyXp8gRzO0hxRU1We8AIXtQ7nw756q5j1ITrjwXfw7r02S548wwKne1GU7zdWVxVs71Qserb3y/eP/1L4lqViGQmzNqwWs4YgtofH53f9EsmN/rmsJhjo7Yw9YJ7p4e97jYB1hNPRw5xtYu9u5iz33k6Jrx+xyxE96Tmsh3xPudluHhs43tU651ewK4Ta0nyN9GWTTXER+wDgeldZnTY9kH2NvCt2P4aEYDe46wTfQ+V0Otr42z9Ae+a/ZHbWkP+6HycNEqlzWWlh1gy0P5TTNqo2yX5ZH9pH+P6XZl556x1GaMSDLJbKBFLW5R7xG+D5Gvy/pt9llb22Yf9nBc++KwBaR50/iq+QifYzNCMSL7Wvg388pmDJpszQy/Br4P0XKSv4+jPd4pOjhzlz3tMnqOwYy8bXFr5pWOVIO9IVQJg12kD/C3X2Hn8VPb4s1JW8TuhMdnXNo/2zwbjFyHWzoaDW71OFY0aplYeuzHstYTzkSHuWz2uFtlyB5nr7a+zE6tozNnidZHsZ23pcxquGKNaCnl+JGJ9HlcCHWbMSG7upXmyyTjt3J12QD5OE0jJUMYJHGxCafJGEb+FMa5hIIudqgbigSCTPqFtCBUeRr5Uwv8OIQ0UzgaIAt9b/o5pDIbqaJAcf0pX+qUVzcFDuSAH6eGGJAGi9589VOZk2ZJOA4KC+jSCudaNKdUoGKYDFUwnLNsgkpVHETjkG64SuuTOJrCutrQV0hz7CjhKmv1jRN9ZGcyLzL8nFZJPFNA0ytZjxiBdYVaCjmiu4NModYwmcRR4oeL6PkaKpmROwmqwue4SMcFhJLcJJ6hjNJFRDfBjqeGnQKCAhGfoeortHmTrvPoCmOQRFHCNwMGbAv6fo7WJnF1r1aGYX1YFOnO1paMNyfqmUplqPzNJDvbotYWcn5obuA2MMCcGDmZRmIuvjK86KrvM8PRIo6/ENBPE/SKwJHPZZSkGvDFS0UCc+Fakdw7pADlfIOFviMMEuedZT6iE1owyKSkDAqGfnaGXhPOiBdGFQVA0i98FRMsPl9slrn2xf0gk/w8TwLlU46ESTAeYVR8ff+oIsRmnSQu+Atdc7P5lw22KJQoUOlIXMgHE1UMqXsu5SyTcmR9ORwpzFWtm2Rl+nYXNfBCIg8tGCWhGtBbMiDpGB3Kh7xoUXR/TAs4p06TJ+jhFjqeyygiCRRtg9KFpupFjyr1wjFIsxGTYTK6wkdaCuMsRmMkCwgTyBO25akMijLFZpmMCyBUvPh2yjT3+8lzOXdFHScFLRy2iJZaOssVM5QPffSrLxfWrz/nakYG5AWmk8Ig4RLWy/0qCPSqazrQ7ez1TmzPAbcLh17n2N11duG+3cX2fQtO3F6zc9QD5PDsdu8UOntgt0/hidvetcD54NBzul3oeOAeHLZcB/vcdqN1tOu29+Exzmt3etBycT2i0F4HSKER5TpdEnbgeI0mNu3HbsvtnVqw5/baJHMPhdpwaHs9t3HUsj04PPIOO10H1e+i2Lbb3vNQi3PgtHubqBX7wDnGBnSbdqvFquwjtN5j+xqdw1PP3W/2oNlp7TrY+dhBy+zHLUerQqcaLds9sGDXPrD3HZ7VQSkesxnrTpoOd6E+G/83em6nTW40Ou2eh00LvfR61dQTt+tYYHtulwDZ8zoonuDEGR0WgvPajpZCUMNCRJCF2kddZ2bLrmO3UFaXJs8z417Y5oPviI/Bgj+0pyureIx9isfgf2JPvDBeXu6G5tJW1D6q/bb2+9of8fe72qe1T8SyxFnL5w+yy8b/vsRNH8yL+ozGS+VHfHWwNF6/V39Qf1Lfr38Pn+8t6YtZx+XyqOXjZw1dwhEOgj4HVn6z8qua4M8jgUeKDP/G5pP/82Rd2vofLu2bBXicbNpTkKb3F/X9vmz2xLaTude+GNszmdiYJBMnE9u2bdu2bdu2zeett55/73Xw9MHUrurq37q7aupTffAdMof+/69/1x7adOj/8VWO+//+MYbMIWsoGoqHiqFRQxhqhuYfWmhoyaGlhpYeWmZo2aHlh1YYWnFozNDYoZWGxg2tPLTK0KpDqw+tMbTm0FpD6wytN7T+0B6GOXTL0COGZdiGY7iGZ/hGYIRGZMRGYqRGZuRGYZTGsDHKmMSY1JjMmNyYwpjSmMqY2pjGmNaYzpjemMGY0ZjJmNmYxZjVmM2Y3ZjDmNOYy5jbmMeY15jPGG0MDBhiVEZtNEZrdEZvzG8sYCxoLGQsbCxiLGosZixuLGEsaSxlLG0sYyxrLGcsb6xgrGiMMcYaKxnjjJWNVYxVjdWM1Y01jDWNtYy1jXWMdY31jPWNDYwNjY2M8cbGxibGpsYEYzNjc2MLY0tjK2NrYxtjW2M7Y6KxvbGDsaOxk7GzsYuxq7Gbsbuxh7GnsZext7GPsa+xn7G/cYBxoHGQcbBxiHGocZhxuHGEcaRxlHG0cYxxrHGccbxxgnGicZJxsnGKcapxmnG6cYZxpnGWcbZxjnGucZ5xvnGBcaFxkXGxcYlxqXGZcblxhXGlcZVxtXGNca1xnXG9cYNxo3GTcbNxi3GrcZtxu3GHcadxl3G3cY9xr3Gfcb/xgPGg8ZDxsPGI8ajxmPG48YTxpPGU8bTxjPGs8ZzxvPGC8aLxkvGy8YrxqvGa8brxhvGm8ZbxtvGO8a7xnvG+8YHxofGR8bHxifGp8ZnxufGF8aXxlfG18Y3xrfGd8b3xg/Gj8ZPxs/GL8avxm/G78Yfxp/GX8bfxj/Gv8Z85ZBqmaVqmbTqma3qmbwZmaEZmbCZmamZmbhZmaQ6bo8xJzEnNyczJzSnMKc2pzKnNacxpzenM6c0ZzBnNmcyZzVnMWc3ZzNnNOcw5zbnMuc15zHnN+czR5sCEKWZl1mZjtmZn9ub85gLmguZC5sLmIuai5mLm4uYS5pLmUubS5jLmsuZy5vLmCuaK5hhzrLmSOc5c2VzFXNVczVzdXMNc01zLXNtcx1zXXM9c39zA3NDcyBxvbmxuYm5qTjA3Mzc3tzC3NLcytza3Mbc1tzMnmtubO5g7mjuZO5u7mLuau5m7m3uYe5p7mXub+5j7mvuZ+5sHmAeaB5kHm4eYh5qHmYebR5hHmkeZR5vHmMeax5nHmyeYJ5onmSebp5inmqeZp5tnmGeaZ5lnm+eY55rnmeebF5gXmheZF5uXmJeal5mXm1eYV5pXmVeb15jXmteZ15s3mDeaN5k3m7eYt5q3mbebd5h3mneZd5v3mPea95n3mw+YD5oPmQ+bj5iPmo+Zj5tPmE+aT5lPm8+Yz5rPmc+bL5gvmi+ZL5uvmK+ar5mvm2+Yb5pvmW+b75jvmu+Z75sfmB+aH5kfm5+Yn5qfmZ+bX5hfml+ZX5vfmN+a35nfmz+YP5o/mT+bv5i/mr+Zv5t/mH+af5l/m/+Y/5r/WUOWYZmWZdmWY7mWZ/lWYIVWZMVWYqVWZuVWYZXWsDXKmsSa1JrMmtyawprSmsqa2prGmtaazpremsGa0ZrJmtmaxZrVms2a3ZrDmtOay5rbmsea15rPGm0NLFhiVVZtNVZrdVZvzW8tYC1oLWQtbC1iLWotZi1uLWEtaS1lLW0tYy1rLWctb61grWiNscZaK1njrJWtVaxVrdWs1a01rDWttay1rXWsda31rPWtDawNrY2s8dbG1ibWptYEazNrc2sLa0trK2traxtrW2s7a6K1vbWDtaO1k7WztYu1q7Wbtbu1h7WntZe1t7WPta+1n7W/dYB1oHWQdbB1iHWodZh1uHWEdaR1lHW0dYx1rHWcdbx1gnWidZJ1snWKdap1mnW6dYZ1pnWWdbZ1jnWudZ51vnWBdaF1kXWxdYl1qXWZdbl1hXWldZV1tXWNda11nXW9dYN1o3WTdbN1i3WrdZt1u3WHdad1l3W3dY91r3Wfdb/1gPWg9ZD1sPWI9aj1mPW49YT1pPWU9bT1jPWs9Zz1vPWC9aL1kvWy9Yr1qvWa9br1hvWm9Zb1tvWO9a71nvW+9YH1ofWR9bH1ifWp9Zn1ufWF9aX1lfW19Y31rfWd9b31g/Wj9ZP1s/WL9av1m/W79Yf1p/WX9bf1j/Wv9Z89ZBu2aVu2bTu2a3u2bwd2aEd2bCd2amd2bhd2aQ/bo+xJ7EntyezJ7SnsKe2p7Kntaexp7ens6e0Z7BntmeyZ7VnsWe3Z7NntOew57bnsue157Hnt+ezR9sCGLXZl13Zjt3Zn9/b89gL2gvZC9sL2Ivai9mL24vYS9pL2UvbS9jL2svZy9vL2CvaK9hh7rL2SPc5e2V7FXtVezV7dXsNe017LXttex17XXs9e397A3tDeyB5vb2xvYm9qT7A3sze3t7C3tLeyt7a3sbe1t7Mn2tvbO9g72jvZO9u72Lvau9m723vYe9p72Xvb+9j72vvZ+9sH2AfaB9kH24fYh9qH2YfbR9hH2kfZR9vH2Mfax9nH2yfYJ9on2Sfbp9in2qfZp9tn2GfaZ9ln2+fY59rn2efbF9gX2hfZF9uX2Jfal9mX21fYV9pX2Vfb19jX2tfZ19s32DfaN9k327fYt9q32bfbd9h32nfZd9v32Pfa99n32w/YD9oP2Q/bj9iP2o/Zj9tP2E/aT9lP28/Yz9rP2c/bL9gv2i/ZL9uv2K/ar9mv22/Yb9pv2W/b79jv2u/Z79sf2B/aH9kf25/Yn9qf2Z/bX9hf2l/ZX9vf2N/a39nf2z/YP9o/2T/bv9i/2r/Zv9t/2H/af9l/2//Y/9r/OUOO4ZiO5diO47iO5/hO4IRO5MRO4qRO5uRO4ZTOsDPKmcSZ1JnMmdyZwpnSmcqZ2pnGmdaZzpnemcGZ0ZnJmdmZxZnVmc2Z3ZnDmdOZy5nbmceZ15nPGe0MHDjiVE7tNE7rdE7vzO8s4CzoLOQs7CziLOos5izuLOEs6SzlLO0s4yzrLOcs76zgrOiMccY6KznjnJWdVZxVndWc1Z01nDWdtZy1nXWcdZ31nPWdDZwNnY2c8c7GzibOps4EZzNnc2cLZ0tnK2drZxtnW2c7Z6KzvbODs6Ozk7Ozs4uzq7Obs7uzh7Ons5ezt7OPs6+zn7O/c4BzoHOQc7BziHOoc5hzuHOEc6RzlHO0c4xzrHOcc7xzgnOic5JzsnOKc6pzmnO6c4ZzpnOWc7ZzjnOuc55zvnOBc6FzkXOxc4lzqXOZc7lzhXOlc5VztXONc61znXO9c4Nzo3OTc7Nzi3Orc5tzu3OHc6dzl3O3c49zr3Ofc7/zgPOg85DzsPOI86jzmPO484TzpPOU87TzjPOs85zzvPOC86LzkvOy84rzqvOa87rzhvOm85bztvOO867znvO+84HzofOR87HzifOp85nzufOF86XzlfO1843zrfOd873zg/Oj85Pzs/OL86vzm/O784fzp/OX87fzj/Ov85875Bqu6Vqu7Tqu63qu7wZu6EZu7CZu6mZu7hZu6Q67o9xJ3EndydzJ3SncKd2p3Kndadxp3enc6d0Z3BndmdyZ3VncWd3Z3NndOdw53bncud153Hnd+dzR7sCFK27l1m7jtm7n9u787gLugu5C7sLuIu6i7mLu4u4S7pLuUu7S7jLusu5y7vLuCu6K7hh3rLuSO85d2V3FXdVdzV3dXcNd013LXdtdx13XXc9d393A3dDdyB3vbuxu4m7qTnA3czd3t3C3dLdyt3a3cbd1t3Mnutu7O7g7uju5O7u7uLu6u7m7u3u4e7p7uXu7+7j7uvu5+7sHuAe6B7kHu4e4h7qHuYe7R7hHuke5R7vHuMe6x7nHuye4J7onuSe7p7inuqe5p7tnuGe6Z7lnu+e457rnuee7F7gXuhe5F7uXuJe6l7mXu1e4V7pXuVe717jXute517s3uDe6N7k3u7e4t7q3ube7d7h3une5d7v3uPe697n3uw+4D7oPuQ+7j7iPuo+5j7tPuE+6T7lPu8+4z7rPuc+7L7gvui+5L7uvuK+6r7mvu2+4b7pvuW+777jvuu+577sfuB+6H7kfu5+4n7qfuZ+7X7hful+5X7vfuN+637nfuz+4P7o/uT+7v7i/ur+5v7t/uH+6f7l/u/+4/7r/eUOe4Zme5dme47me5/le4IVe5MVe4qVe5uVe4ZXesDfKm8Sb1JvMm9ybwpvSm8qb2pvGm9abzpvem8Gb0ZvJm9mbxZvVm82b3ZvDm9Oby5vbm8eb15vPG+0NPHjiVV7tNV7rdV7vze8t4C3oLeQt7C3iLeot5i3uLeEt6S3lLe0t4y3rLect763greiN8cZ6K3njvJW9VbxVvdW81b01vDW9tby1vXW8db31vPW9DbwNvY288d7G3ibept4EbzNvc28Lb0tvK29rbxtvW287b6K3vbeDt6O3k7ezt4u3q7ebt7u3h7ent5e3t7ePt6+3n7e/d4B3oHeQd7B3iHeod5h3uHeEd6R3lHe0d4x3rHecd7x3gneid5J3sneKd6p3mne6d4Z3pneWd7Z3jneud553vneBd6F3kXexd4l3qXeZd7l3hXeld5V3tXeNd613nXe9d4N3o3eTd7N3i3erd5t3u3eHd6d3l3e3d493r3efd7/3gPeg95D3sPeI96j3mPe494T3pPeU97T3jPes95z3vPeC96L3kvey94r3qvea97r3hvem95b3tveO9673nve+94H3ofeR97H3ifep95n3ufeF96X3lfe19433rfed9733g/ej95P3s/eL96v3m/e794f3p/eX97f3j/ev958/5Bu+6Vu+7Tu+63u+7wd+6Ed+7Cd+6md+7hd+6Q/7o/xJ/En9yfzJ/Sn8Kf2p/Kn9afxp/en86f0Z/Bn9mfyZ/Vn8Wf3Z/Nn9Ofw5/bn8uf15/Hn9+fzR/sCHL37l137jt37n9/78/gL+gv5C/sL+Iv6i/mL+4v4S/pL+Uv7S/jL+sv5y/vL+Cv6K/hh/rL+SP85f2V/FX9VfzV/dX8Nf01/LX9tfx1/XX89f39/A39DfyB/vb+xv4m/qT/A38zf3t/C39Lfyt/a38bf1t/Mn+tv7O/g7+jv5O/u7+Lv6u/m7+3v4e/p7+Xv7+/j7+vv5+/sH+Af6B/kH+4f4h/qH+Yf7R/hH+kf5R/vH+Mf6x/nH+yf4J/on+Sf7p/in+qf5p/tn+Gf6Z/ln++f45/rn+ef7F/gX+hf5F/uX+Jf6l/mX+1f4V/pX+Vf71/jX+tf51/s3+Df6N/k3+7f4t/q3+bf7d/h3+nf5d/v3+Pf69/n3+w/4D/oP+Q/7j/iP+o/5j/tP+E/6T/lP+8/4z/rP+c/7L/gv+i/5L/uv+K/6r/mv+2/4b/pv+W/77/jv+u/57/sf+B/6H/kf+5/4n/qf+Z/7X/hf+l/5X/vf+N/63/nf+z/4P/o/+T/7v/i/+r/5v/t/+H/6f/l/+//4//r/BUOBEZiBFdiBE7iBF/hBEIRBFMRBEqRBFuRBEZTBcDAqmCSYNJgsmDyYIpgymCqYOpgmmDaYLpg+mCGYMZgpmDmYJZg1mC2YPZgjmDOYK5g7mCeYN5gvGB0MAgQSVEEdNEEbdEEfzB8sECwYLBQsHCwSLBosFiweLBEsGSwVLB0sEywbLBcsH6wQrBiMCcYGKwXjgpWDVYJVg9WC1YM1gjWDtYK1g3WCdYP1gvWDDYINg42C8cHGwSbBpsGEYLNg82CLYMtgq2DrYJtg22C7YGKwfbBDsGOwU7BzsEuwa7BbsHuwR7BnsFewd7BPsG+wX7B/cEBwYHBQcHBwSHBocFhweHBEcGRwVHB0cExwbHBccHxwQnBicFJwcnBKcGpwWnB6cEZwZnBWcHZwTnBucF5wfnBBcGFwUXBxcElwaXBZcHlwRXBlcFVwdXBNcG1wXXB9cENwY3BTcHNwS3BrcFtwe3BHcGdwV3B3cE9wb3BfcH/wQPBg8FDwcPBI8GjwWPB48ETwZPBU8HTwTPBs8FzwfPBC8GLwUvBy8ErwavBa8HrwRvBm8FbwdvBO8G7wXvB+8EHwYfBR8HHwSfBp8FnwefBF8GXwVfB18E3wbfBd8H3wQ/Bj8FPwc/BL8GvwW/B78EfwZ/BX8HfwT/Bv8F84FBqhGVqhHTqhG3qhHwZhGEZhHCZhGmZhHhZhGQ6Ho8JJwknDycLJwynCKcOpwqnDacJpw+nC6cMZwhnDmcKZw1nCWcPZwtnDOcI5w7nCucN5wnnD+cLR4SBEKGEV1mETtmEX9uH84QLhguFC4cLhIuGi4WLh4uES4ZLhUuHS4TLhsuFy4fLhCuGK4ZhwbLhSOC5cOVwlXDVcLVw9XCNcM1wrXDtcJ1w3XC9cP9wg3DDcKBwfbhxuEm4aTgg3CzcPtwi3DLcKtw63CbcNtwsnhtuHO4Q7hjuFO4e7hLuGu4W7h3uEe4Z7hXuH+4T7hvuF+4cHhAeGB4UHh4eEh4aHhYeHR4RHhkeFR4fHhMeGx4XHhyeEJ4YnhSeHp4SnhqeFp4dnhGeGZ4Vnh+eE54bnheeHF4QXhheFF4eXhJeGl4WXh1eEV4ZXhVeH14TXhteF14c3hDeGN4U3h7eEt4a3hbeHd4R3hneFd4f3hPeG94X3hw+ED4YPhQ+Hj4SPho+Fj4dPhE+GT4VPh8+Ez4bPhc+HL4Qvhi+FL4evhK+Gr4Wvh2+Eb4ZvhW+H74Tvhu+F74cfhB+GH4Ufh5+En4afhZ+HX4Rfhl+FX4ffhN+G34Xfhz+EP4Y/hT+Hv4S/hr+Fv4d/hH+Gf4V/h/+E/4b/RUOREZmRFdmRE7mRF/lREIVRFMVREqVRFuVREZXRcDQqmiSaNJosmjyaIpoymiqaOpommjaaLpo+miGaMZopmjmaJZo1mi2aPZojmjOaK5o7mieaN5ovGh0NIkQSVVEdNVEbdVEfzR8tEC0YLRQtHC0SLRotFi0eLREtGS0VLR0tEy0bLRctH60QrRiNicZGK0XjopWjVaJVo9Wi1aM1ojWjtaK1o3WidaP1ovWjDaINo42i8dHG0SbRptGEaLNo82iLaMtoq2jraJto22i7aGK0fbRDtGO0U7RztEu0a7RbtHu0R7RntFe0d7RPtG+0X7R/dEB0YHRQdHB0SHRodFh0eHREdGR0VHR0dEx0bHRcdHx0QnRidFJ0cnRKdGp0WnR6dEZ0ZnRWdHZ0TnRudF50fnRBdGF0UXRxdEl0aXRZdHl0RXRldFV0dXRNdG10XXR9dEN0Y3RTdHN0S3RrdFt0e3RHdGd0V3R3dE90b3RfdH/0QPRg9FD0cPRI9Gj0WPR49ET0ZPRU9HT0TPRs9Fz0fPRC9GL0UvRy9Er0avRa9Hr0RvRm9Fb0dvRO9G70XvR+9EH0YfRR9HH0SfRp9Fn0efRF9GX0VfR19E30bfRd9H30Q/Rj9FP0c/RL9Gv0W/R79Ef0Z/RX9Hf0T/Rv9F88FBuxGVuxHTuxG3uxHwdxGEdxHCdxGmdxHhdxGQ/Ho+JJ4knjyeLJ4yniKeOp4qnjaeJp4+ni6eMZ4hnjmeKZ41niWePZ4tnjOeI547niueN54nnj+eLR8SBGLHEV13ETt3EX9/H88QLxgvFC8cLxIvGi8WLx4vES8ZLxUvHS8TLxsvFy8fLxCvGK8Zh4bLxSPC5eOV4lXjVeLV49XiNeM14rXjteJ143Xi9eP94g3jDeKB4fbxxvEm8aT4g3izePt4i3jLeKt463ibeNt4snxtvHO8Q7xjvFO8e7xLvGu8W7x3vEe8Z7xXvH+8T7xvvF+8cHxAfGB8UHx4fEh8aHxYfHR8RHxkfFR8fHxMfGx8XHxyfEJ8YnxSfHp8SnxqfFp8dnxGfGZ8Vnx+fE58bnxefHF8QXxhfFF8eXxJfGl8WXx1fEV8ZXxVfH18TXxtfF18c3xDfGN8U3x7fEt8a3xbfHd8R3xnfFd8f3xPfG98X3xw/ED8YPxQ/Hj8SPxo/Fj8dPxE/GT8VPx8/Ez8bPxc/HL8Qvxi/FL8evxK/Gr8Wvx2/Eb8ZvxW/H78Tvxu/F78cfxB/GH8Ufx5/En8afxZ/HX8Rfxl/FX8ffxN/G38Xfxz/EP8Y/xT/Hv8S/xr/Fv8d/xH/Gf8V/x//E/8b/JUOJkZiJldiJk7iJl/hJkIRJlMRJkqRJluRJkZTJcDIqmSSZNJksmTyZIpkymSqZOpkmmTaZLpk+mSGZMZkpmTmZJZk1mS2ZPZkjmTOZK5k7mSeZN5kvGZ0MEiSSVEmdNEmbdEmfzJ8skCyYLJQsnCySLJosliyeLJEsmSyVLJ0skyybLJcsn6yQrJiMScYmKyXjkpWTVZJVk9WS1ZM1kjWTtZK1k3WSdZP1kvWTDZINk42S8cnGySbJpsmEZLNk82SLZMtkq2TrZJtk22S7ZGKyfbJDsmOyU7Jzskuya7JbsnuyR7Jnsleyd7JPsm+yX7J/ckByYHJQcnBySHJoclhyeHJEcmRyVHJ0ckxybHJccnxyQnJiclJycnJKcmpyWnJ6ckZyZnJWcnZyTnJucl5yfnJBcmFyUXJxcklyaXJZcnlyRXJlclVydXJNcm1yXXJ9ckNyY3JTcnNyS3Jrcltye3JHcmdyV3J3ck9yb3Jfcn/yQPJg8lDycPJI8mjyWPJ48kTyZPJU8nTyTPJs8lzyfPJC8mLyUvJy8kryavJa8nryRvJm8lbydvJO8m7yXvJ+8kHyYfJR8nHySfJp8lnyefJF8mXyVfJ18k3ybfJd8n3yQ/Jj8lPyc/JL8mvyW/J78kfyZ/JX8nfyT/Jv8l86lBqpmVqpnTqpm3qpnwZpmEZpnCZpmmZpnhZpmQ6no9JJ0knTydLJ0ynSKdOp0qnTadJp0+nS6dMZ0hnTmdKZ01nSWdPZ0tnTOdI507nSudN50nnT+dLR6SBFKmmV1mmTtmmX9un86QLpgulC6cLpIumi6WLp4ukS6ZLpUunS6TLpsuly6fLpCumK6Zh0bLpSOi5dOV0lXTVdLV09XSNdM10rXTtdJ103XS9dP90g3TDdKB2fbpxukm6aTkg3SzdPt0i3TLdKt063SbdNt0snptunO6Q7pjulO6e7pLumu6W7p3uke6Z7pXun+6T7pvul+6cHpAemB6UHp4ekh6aHpYenR6RHpkelR6fHpMemx6XHpyekJ6YnpSenp6Snpqelp6dnpGemZ6Vnp+ek56bnpeenF6QXphelF6eXpJeml6WXp1ekV6ZXpVen16TXptel16c3pDemN6U3p7ekt6a3pbend6R3pneld6f3pPem96X3pw+kD6YPpQ+nj6SPpo+lj6dPpE+mT6VPp8+kz6bPpc+nL6Qvpi+lL6evpK+mr6Wvp2+kb6ZvpW+n76Tvpu+l76cfpB+mH6Ufp5+kn6afpZ+nX6Rfpl+lX6ffpN+m36Xfpz+kP6Y/pT+nv6S/pr+lv6d/pH+mf6V/p/+k/6b/ZUOZkZmZldmZk7mZl/lZkIVZlMVZkqVZluVZkZXZcDYqmySbNJssmzybIpsymyqbOpsmmzabLps+myGbMZspmzmbJZs1my2bPZsjmzObK5s7myebN5svG50NMmSSVVmdNVmbdVmfzZ8tkC2YLZQtnC2SLZotli2eLZEtmS2VLZ0tky2bLZctn62QrZiNycZmK2XjspWzVbJVs9Wy1bM1sjWztbK1s3WydbP1svWzDbINs42y8dnG2SbZptmEbLNs82yLbMtsq2zrbJts22y7bGK2fbZDtmO2U7Zztku2a7Zbtnu2R7Zntle2d7ZPtm+2X7Z/dkB2YHZQdnB2SHZodlh2eHZEdmR2VHZ0dkx2bHZcdnx2QnZidlJ2cnZKdmp2WnZ6dkZ2ZnZWdnZ2TnZudl52fnZBdmF2UXZxdkl2aXZZdnl2RXZldlV2dXZNdm12XXZ9dkN2Y3ZTdnN2S3Zrdlt2e3ZHdmd2V3Z3dk92b3Zfdn/2QPZg9lD2cPZI9mj2WPZ49kT2ZPZU9nT2TPZs9lz2fPZC9mL2UvZy9kr2avZa9nr2RvZm9lb2dvZO9m72XvZ+9kH2YfZR9nH2SfZp9ln2efZF9mX2VfZ19k32bfZd9n32Q/Zj9lP2c/ZL9mv2W/Z79kf2Z/ZX9nf2T/Zv9l8+lBu5mVu5nTu5m3u5nwd5mEd5nCd5mmd5nhd5mQ/no/JJ8knzyfLJ8ynyKfOp8qnzafJp8+ny6fMZ8hnzmfKZ81nyWfPZ8tnzOfI587nyufN58nnz+fLR+SBHLnmV13mTt3mX9/n8+QL5gvlC+cL5Ivmi+WL54vkS+ZL5UvnS+TL5svly+fL5CvmK+Zh8bL5SPi5fOV8lXzVfLV89XyNfM18rXztfJ183Xy9fP98g3zDfKB+fb5xvkm+aT8g3yzfPt8i3zLfKt863ybfNt8sn5tvnO+Q75jvlO+e75Lvmu+W753vke+Z75Xvn++T75vvl++cH5AfmB+UH54fkh+aH5YfnR+RH5kflR+fH5Mfmx+XH5yfkJ+Yn5Sfnp+Sn5qflp+dn5GfmZ+Vn5+fk5+bn5efnF+QX5hflF+eX5Jfml+WX51fkV+ZX5Vfn1+TX5tfl1+c35DfmN+U357fkt+a35bfnd+R35nfld+f35Pfm9+X35w/kD+YP5Q/nj+SP5o/lj+dP5E/mT+VP58/kz+bP5c/nL+Qv5i/lL+ev5K/mr+Wv52/kb+Zv5W/n7+Tv5u/l7+cf5B/mH+Uf55/kn+af5Z/nX+Rf5l/lX+ff5N/m3+Xf5z/kP+Y/5T/nv+S/5r/lv+d/5H/mf+V/5//k/+b/FUOFUZiFVdiFU7iFV/hFUIRFVMRFUqRFVuRFUZTFcDGqmKSYtJismLyYopiymKqYupimmLaYrpi+mKGYsZipmLmYpZi1mK2YvZijmLOYq5i7mKeYt5ivGF0MChRSVEVdNEVbdEVfzF8sUCxYLFQsXCxSLFosVixeLFEsWSxVLF0sUyxbLFcsX6xQrFiMKcYWKxXjipWLVYpVi9WK1Ys1ijWLtYq1i3WKdYv1ivWLDYoNi42K8cXGxSbFpsWEYrNi82KLYstiq2LrYpti22K7YmKxfbFDsWOxU7FzsUuxa7FbsXuxR7FnsVexd7FPsW+xX7F/cUBxYHFQcXBxSHFocVhxeHFEcWRxVHF0cUxxbHFccXxxQnFicVJxcnFKcWpxWnF6cUZxZnFWcXZxTnFucV5xfnFBcWFxUXFxcUlxaXFZcXlxRXFlcVVxdXFNcW1xXXF9cUNxY3FTcXNxS3FrcVtxe3FHcWdxV3F3cU9xb3FfcX/xQPFg8VDxcPFI8WjxWPF48UTxZPFU8XTxTPFs8VzxfPFC8WLxUvFy8UrxavFa8XrxRvFm8VbxdvFO8W7xXvF+8UHxYfFR8XHxSfFp8VnxefFF8WXxVfF18U3xbfFd8X3xQ/Fj8VPxc/FL8WvxW/F78UfxZ/FX8XfxT/Fv8V85VBqlWVqlXTqlW3qlXwZlWEZlXCZlWmZlXhZlWQ6Xo8pJyknLycrJyynKKcupyqnLacppy+nK6csZyhnLmcqZy1nKWcvZytnLOco5y7nKuct5ynnL+crR5aBEKWVV1mVTtmVX9uX85QLlguVC5cLlIuWi5WLl4uUS5ZLlUuXS5TLlsuVy5fLlCuWK5ZhybLlSOa5cuVylXLVcrVy9XKNcs1yrXLtcp1y3XK9cv9yg3LDcqBxfblxuUm5aTig3Kzcvtyi3LLcqty63KbcttysnltuXO5Q7ljuVO5e7lLuWu5W7l3uUe5Z7lXuX+5T7lvuV+5cHlAeWB5UHl4eUh5aHlYeXR5RHlkeVR5fHlMeWx5XHlyeUJ5YnlSeXp5SnlqeVp5dnlGeWZ5Vnl+eU55bnleeXF5QXlheVF5eXlJeWl5WXl1eUV5ZXlVeX15TXlteV15c3lDeWN5U3l7eUt5a3lbeXd5R3lneVd5f3lPeW95X3lw+UD5YPlQ+Xj5SPlo+Vj5dPlE+WT5VPl8+Uz5bPlc+XL5Qvli+VL5evlK+Wr5Wvl2+Ub5ZvlW+X75Tvlu+V75cflB+WH5Ufl5+Un5aflZ+XX5Rfll+VX5fflN+W35Xflz+UP5Y/lT+Xv5S/lr+Vv5d/lH+Wf5V/l/+U/5b/DQ8NG8PmsDVsDzvD7rA37A8Hw+FwNBwPJ8PpcDacDxfD5fDw8KjhSYYnHZ5sePLhKYanHJ5qeOrhaYanHZ5uePrhGYZnHJ5peObhWYZnHZ5tePbhOYbnHJ5reG5v/MTNJ243Yetgsy232WbCphtP3N0fO37bCWMmzDv6f8fgfwf+d1T/O+r/Hc3/jvZ/R/e/ow/+987okUtGrmrkqkeuZuTqRq6RVzAYuTByjbyHkfcw8h5G3kM7co28jJGXZeTzyciGjGzIyIaMbMjIhoxsyMiGjGzIyEY1slGNbFQjG9XIRjWyUY1sVCMb1chGNbJRjWzUIy/XIy/XIy/XI+/VI+/VI+/VI680I5+0GXmlGXmlGfl8zch7zch7zch77chPdCM/0Y1s9COftB/5bj/yXj/yXj/yXj/y+/Z9OPL/arSeAz2hp+hZ6Vnr2ejZ6tnpqWsDXRvo2kDXBro20LWBrg10baBrA10b6Bp0DToBnYBOQCegE9AJ6AR0QnRC9BcSXRNdE10TXRNdE10TXRNdq3St0rVK1ypdq3St0rVK1ypdq3St0rVa12pdq3Wt1rVa12pdq3Wt1rVa12pda3St0bVG1xpda3St0bVG1xpda3St0bVW11pda3Wt1bVW11pda3Wt1bVW11pd63Si04lOJzqd6HSi04lOJzqd6HSi11+o17Ve13pd63Wt17VeJ3qdUCqgVECpgFIBpQJKBZQKKBVQKqBUQKmAUgGlAkoFlAooFVAqoFRAqYBSAaUCSgWga6oGVA2oGlA1oGpA1YCqAVUDqgZUDagaUDWgakDVgKoBVQOqBlQNqBpQNaBqQNWAqgFVA6oGVA2oGlA1oGpA1YCqAVUDqgZUDagaUDWgakDVgKoBpQJKBZQKKBVQKqBUQKmAUgGlAkoFlAooFVAqoFRAqYBSAaUCSgU6XVM1oGpA1YCqAVUDqgZUDagaUDWgakDVgKoBVQOqBlQN9LqmgEABgQIiCogoIKKAiAIiCogoIKKAiAIiCogoIKKAiAIiCogoIKKAiAIiCogoIKKAiAIiCogoIKKAiAIiCogoIKKAiAIiCogoIKKAiAIiCogoIKKAiAIiCogoIKKAiAIiCogoIKKAiAIiCogoIKKAiAIiCogoIKKAiAIiCogoIKKAiAIiCogoIKKAiAIiCojonx2ilohaImqJqCWilohaImqJqCWilohaImqJqCWigIgCIgqIKCCigIgCIgqIKCCigIgCIgqIKCCigIgCIgqIKCCigIgCIgqIKCCigIgCIgqIKCCigFQKSKWAVApIpYBUCkilgFQKSKWAVApIpYBUCkilgFQKSKWAVApIpYBUCkilgFQKSKWAVApIpYBUCkilgFQKSKWAVApIpYBUCkilgFQKSKWAVApIpYBUCkilgFQKSKWAVApIpYBUCkilgFQKSKWAVApIpYBUCkilgFQKSKWAVApIpYBUCkilgFQKSKWAVApIpYBUCkilgFQKSKWAVApIpYBUCkilgFQKSKWAVApIpYBUCkilgFQKSKWAVPrHSKWWVGpJpZZUakmlllRqSaWWVGpJpZZUakmlllRqSaWWVGpJpZZUakmlllRqSaWWVGpJpZZUakmlllRqSaWW1GpJrZbUakmtltRqSa2W1GpJrZbUakmtltRqSa2W1GpJrZbUakmtltRqSa2W1GpJrZbUakmtltRqSa2W1GpJrZbUakmtltRqSa2W1GpJrZbUakmtltRqSa2W1GpJrZbUakmtltRqSa2W1GpJrZbUakmtltRqSa2W1GpJrZbUakmtltRqSa2W1GpJrZbUakmtltRqSa2W1GpJrZbUakmtltRqSa2W1GpJrZbUakmtltRqSa2W1GpJrZbUakmtltRqSa2W1GpJrZbUakmtltRqSa2W1GpJrZbUakmtltRqSa2W1GpJrZbUakmtltRqSa2W1GpJrZbUakmtljRqSaOWNGpJo5Y0akmjljRqSaOWNGpJo5Y0akmjljRqSaOWNGpJo5Y0akmjljRqSaOWNGpJo5Y0akmjljRqSaOWNGpJo5Y0akmjljRqSaOWNGpJo5Y0akmjljRqSaOWNGpJo5Y0akmjljRqSaOWNGpJo5Y0akmjljRqSaOWNGpJo5Y0akmjljRqSaOWNGpJo5Y0akmjljRqSaOWNGpJo5Y0akmjljRqSaOWNGpJo5Y0akmjljRqSaOWNGpJo5Y0akmjljRqSaOWNGpJo5Y0akmjljRqSaOWNGpJo5Y0akmjljRqSaOWNGpJo5Y0akmjljRqSaOWNGpJo5a0akmrlrRqSauWtGpJq5a0akmrlrRqSauWtGpJq5a0akmrlrRqSauWtGpJq5a0akmrlrRqSauWtGpJq5a0akmrlrRqSauWtGpJq5a0akmrlrRqSauWtGpJq5a0akmrlrRqSauWtGpJq5a0akmrlrRqSauWtGpJq5a0akmrlrRqSauWtGpJq5a0akmrlrRqSauWtGpJq5a0akmrlrRqSauWtGpJq5a0akmrlrRqSauWtGpJq5a0akmrlrRqSauWtGpJq5a0akmrlrRqSauWtGpJq5a0akmrlrRqSauWtGpJq5a0akmrlrRqSauWtGpJq5a0akmrlrRqSauWdGpJp5Z0akmnlnRqSaeWdGpJp5Z0akmnlnRqSaeWdGpJp5Z0akmnlnRqSaeWdGpJp5Z0akmnlnRqSaeWdGpJp5Z0akmnlnRqSaeWdGpJp5Z0akmnlnRqSaeWdGpJp5Z0akmnlnRqSaeWdGpJp5Z0akmnlnRqSaeWdGpJp5Z0akmnlnRqSaeWdGpJp5Z0akmnlnRqSaeWdGpJp5Z0akmnlnRqSaeWdGpJp5Z0akmnlnRqSaeWdGpJp5Z0akmnlnRqSaeWdGpJp5Z0akmnlnRqSaeWdGpJp5Z0akmnlnRqSaeWdGpJp5Z0akmnlnRqSaeWdGpJp5Z0akmnlvRqSa+W9GpJr5b0akmvlvRqSa+W9GpJr5b0akmvlvRqSa+W9GpJr5b0akmvlvRqSa+W9GpJr5b0akmvlvRqSa+W9GpJr5b0akmvlvRqSa+W9GpJr5b0akmvlvRqSa+W9GpJr5b0akmvlvRqSa+W9GpJr5b0akmvlvRqSa+W9GpJr5b0akmvlvRqSa+W9GpJr5b0akmvlvRqSa+W9GpJr5b0akmvlvRqSa+W9GpJr5b0akmvlvRqSa+W9GpJr5b0akmvlvRqSa+W9GpJr5b0akmvlvRqSa+W9GpJr5b0akmvlvRqSa+W9GpJr5b0akmvlvRqSa+W9GpJ3/fR/z0Ho0ePpntAN+gWuiu6a7obulu6O7ppd0C7A9od0O6Adge0O6DdAe0OaHdAuwPaBe2CdkG7oF3QLmgXtAvaBe2CdoV2hXaFdoV2hXaFdoV2hXaFdoV2K9qtaLei3Yp2K9qtaLei3Yp2K9qtaLem3Zp2a9qtabem3Zp2a9qtabem3Zp2G9ptaLeh3YZ2G9ptaLeh3YZ2G9ptaLel3ZZ2W9ptabel3ZZ2W9ptabel3ZZ2O9rtaLej3Y52O9rtaLej3Y52O9rtaLen3Z52e9rtaben3Z52e9rtabenXfJqQF4NyKsBeTUgrwbk1YC8GpBXA/JqQF4NyKsBeTUgrwbk1YC8GpBXA/JqQF4NyKsBeTUgrwbk1YC8GpBXA/JqQF4NyKsBeTUgrwbk1YC8GpBXA/JqQF4NyKsBeTUgrwbk1YC8GpBXA/JqQF4NyKsBeTUgrwbk1YC8GpBXA/JqQF4NyKsBeTUgrwbk1YC8GpBXA/JqQF4NyKsBeTUgrwbk1YC8GpBXA/JqQF4NyKsBeTUgrwbk1YC8GpBXA/JqQF4NyKsBeTUgrwbk1YC8GpBXA/JqQF4NyKsBeTUgrwbk1YC8GpBXA/JqQF4NyKsBeTUgrwbk1YC8GpBXA/JqQF4NyKsBeTUgr0BegbwCeQXyCuQVyCuQVyCvQF6BvAJ5BfIK5BXIK5BXIK9AXoG8AnkF8grkFcgrkFcgr0BegbwCeQXyCuQVyCuQVyCvQF6BvAJ5BfIK5BXIK5BXIK9AXoG8AnkF8grkFcgrkFcgr0BegbwCeQXyCuQVyCuQVyCvQF6BvAJ5BfIK5BXIK5BXIK9AXoG8AnkF8grkFcgrkFcgr0BegbwCeQXyCuQVyCuQVyCvQF6BvAJ5BfIK5BXIK5BXIK9AXoG8AnkF8grkFcgrkFcgr0BegbwCeQXySsgrIa+EvBLySsgrIa+EvBLySsgrIa+EvBLySsgrIa+EvBLySsgrIa+EvBLySsgrIa+EvBLySsgrIa+EvBLySsgrIa+EvBLySsgrIa+EvBLySsgrIa+EvBLySsgrIa+EvBLySsgrIa+EvBLySsgrIa+EvBLySsgrIa+EvBLySsgrIa+EvBLySsgrIa+EvBLySsgrIa+EvBLySsgrIa+EvBLySsgrIa+EvBLySsgrIa+EvBLySsgrIa+EvBLySsgrIa+EvBLySsgrIa+EvBLySsgrIa+EvBLySsgrIa+EvBLyqiKvKvKqIq8q8qoiryryqiKvKvKqIq8q8qoiryryqiKvKvKqIq8q8qoiryryqiKvKvKqIq8q8qoiryryqiKvKvKqIq8q8qoiryryqiKvKvKqIq8q8qoiryryqiKvKvKqIq8q8qoiryryqiKvKvKqIq8q8qoiryryqiKvKvKqIq8q8qoiryryqiKvKvKqIq8q8qoiryryqiKvKvKqIq8q8qoiryryqiKvKvKqIq8q8qoiryryqiKvKvKqIq8q8qoiryryqiKvKvKqIq8q8qoiryryqiKvKvKqIq8q8qoiryryqiKvKvKqIq8q8qoiryryqiKvKvKqIq8q8qomr2ryqiavavKqJq9q8qomr2ryqiavavKqJq9q8qomr2ryqiavavKqJq9q8qomr2ryqiavavKqJq9q8qomr2ryqiavavKqJq9q8qomr2ryqiavavKqJq9q8qomr2ryqiavavKqJq9q8qomr2ryqiavavKqJq9q8qomr2ryqiavavKqJq9q8qomr2ryqiavavKqJq9q8qomr2ryqiavavKqJq9q8qomr2ryqiavavKqJq9q8qomr2ryqiavavKqJq9q8qomr2ryqiavavKqJq9q8qomr2ryqiavavKqJq9q8qomr2ryqiavavKqJq9q8qomr2ryqiavavKqIa8a8qohrxryqiGvGvKqIa8a8qohrxryqiGvGvKqIa8a8qohrxryqiGvGvKqIa8a8qohrxryqiGvGvKqIa8a8qohrxryqiGvGvKqIa8a8qohrxryqiGvGvKqIa8a8qohrxryqiGvGvKqIa8a8qohrxryqiGvGvKqIa8a8qohrxryqiGvGvKqIa8a8qohrxryqiGvGvKqIa8a8qohrxryqiGvGvKqIa8a8qohrxryqiGvGvKqIa8a8qohrxryqiGvGvKqIa8a8qohrxryqiGvGvKqIa8a8qohrxryqiGvGvKqIa8a8qohrxryqiGvGvKqIa8a8qohrxryqiWvWvKqJa9a8qolr1ryqiWvWvKqJa9a8qolr1ryqiWvWvKqJa9a8qolr1ryqiWvWvKqJa9a8qolr1ryqiWvWvKqJa9a8qolr1ryqiWvWvKqJa9a8qolr1ryqiWvWvKqJa9a8qolr1ryqiWvWvKqJa9a8qolr1ryqiWvWvKqJa9a8qolr1ryqiWvWvKqJa9a8qolr1ryqiWvWvKqJa9a8qolr1ryqiWvWvKqJa9a8qolr1ryqiWvWvKqJa9a8qolr1ryqiWvWvKqJa9a8qolr1ryqiWvWvKqJa9a8qolr1ryqiWvWvKqJa9a8qolr1ryqiWvWvKqJa9a8qojrzryqiOvOvKqI6868qojrzryqiOvOvKqI6868qojrzryqiOvOvKqI6868qojrzryqiOvOvKqI6868qojrzryqiOvOvKqI6868qojrzryqiOvOvKqI6868qojrzryqiOvOvKqI6868qojrzryqiOvOvKqI6868qojrzryqiOvOvKqI6868qojrzryqiOvOvKqI6868qojrzryqiOvOvKqI6868qojrzryqiOvOvKqI6868qojrzryqiOvOvKqI6868qojrzryqiOvOvKqI6868qojrzryqiOvOvKqI6868qojrzryqiOvOvKqI6868qojrzryqiOvOvKqJ6968qonr3ryqievevKqJ6968qonr3ryqievevKqJ6968qonr3ryqievevKqJ6968qonr3ryqievevKqJ6968qonr3ryqievevKqJ6968qonr3ryqievevKqJ6968qonr3ryqievevKqJ6968qonr3ryqievevKqJ6968qonr3ryqievevKqJ6968qonr3ryqievevKqJ6968qonr3ryqievevKqJ6968qonr3ryqievevKqJ6968qonr3ryqievevKqJ6968qonr3ryqievevKqJ6968qonr3ryqievevKqJ6968qonr3ryqievevKqJ6968qonr6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvF+rbhfp2ob5dqG8X6tuF+nahvl2obxfq24X6dqG+XahvF+rbhfp2ob5dqG8X6tuF+nahvl2obxfq24X6dqG+XahvF+rbhfp2ob5dqG8X6tuF+nahvl2obxfq24X6dqG+XahvF+rbhfp2ob5dqG8X6tuF+nahvl2obxfq24X6dqG+XahvF+rbhfp2ob5dqG8X6tuF+nahvl2obxfq24X6dqG+XahvF+rbhfp2ob5dqG8X6tuF+nahvl2obxfq24X6dqG+XahvF+rbhfp2ob5dqG8X6tuF+nahvl2obxfq24X6dqG+XahvF+rbhfp2ob5dqG8X6tuF+nahvl2obxfq24X6dqG+XahvF+rbhfp2ob5dqG8X6tuF+nahvl2obxfq24X6dqG+XahvF+rbhfp2ob5dqG8X6tuF+nahvl2obxfq24X6dqG+XahvF+rbhfp2ob5dqG8X6tuF+nahvl2obxfq24X6dqG+XahvF+rbhfp2ob5dqG8X6tuF+nahvl2obxfq24X6dqG+XahvF+rbhfp2ob5dqG8X6tuF+nahvl2obxfq24X6dqG+XahvF+rbhfp2ob5dqG8X6tuF+nahvl2obxfq24X6dqG+XahvF+rbhfp2ob5dqG8X6tuF+nahvl2obxfq24X6dqG+XahvF+rbhfp2ob5dqG8X6tuF+nahvl2obxfq24X6dqG+XahvF+rbhfp2ob5dqG8X6tuF+nahvl2obxfq24X6dqG+XahvF+rbhfp2ob5dqG8X6tuF+nahvl2obxfq24X6dqG+XahvF+rbhfp2ob5dqG8X6tuF+nahvl2obxfq24X6dqG+XahvF+rbhfp2ob5dqG8X6tuF+nahvl2obxfq24X6dqG+XahvF+rbhfp2ob5dqG8X6tuF+nahvl2obxfq24X6dqG+XahvF+rbhfp2ob5dqG8X6tuF+nahvl2obxfq24X6dqG+XahvF+rbhfp2ob5dqG8X6tuF+nahvl2obxfq24X6dqG+XahvF+rbhfp2ob5dqG8X6tuF+nahvl2obxfq24X6dqG+XahvF+rbhfp2ob5dqG8X6tuF+nahvl2obxfq24X6dqG+XahvF+rbhfp2ob5dqG8X6tuF+nahvl2obxfq24X6dqG+XahvF+rbhfp2ob5dqG8X6tuF+nahvl2obxfq24X6dqG+XahvF+rbhfp2ob5dqG8X6tuF+nahvl2obxfq24X6dqG+XahvF+rbhfp2ob5dqG8X6tuF+nahvl2obxfq24X6dqG+XahvF+rbhfp2ob5dqG8X6tuF+nahvl2obxfq24X6dqG+XahvF+rbhfp2ob5dqG8X6tuF+nahvl2obxfq24X6dqG+XahvF+rbhfp2ob5dqG8X6tuF+nahvl2obxfq24X6dqG+XahvF+rbhfp2ob5dqG8X6tuF+nahvl2obxfq24X6dqG+XahvF+rbhfp2ob5dqG8X6tuF+nahvl2obxfq24X6dqG+XahvF+rbhfp2ob5dqG8X6tuF+nahvl2obxfq24X6dqG+XahvF+rbhfp2ob5dqG8X6tuF+nahvl2obxfq24X6dqG+XahvF+rbhfp2ob5dqG8X6tuF+nahvl2obxfq24X6dqG+XahvF+rbhfp2ob5dqG8X6tuF+nahvl2obxfq24X6dqG+XahvF+rbhfp2ob5dqG8X6tuF+nahvl2obxfq24X6dqG+XahvF+rbhfp2ob5dqG8X6tuF+nahvl2obxfq24X6dqG+XahvF+rbhfp2ob5dqG8X6tuF+nahvl2obxfq24X6dqG+XahvF+rbhfp2ob5dqG8X6tuF+nahvl2obxfq24X6dqG+XahvF+rbhfp2ob5dqG8X6tuF+nahvl2obxfq24X6dqG+XahvF+rbhfp2ob5dqG//P03aMQEAAAzDIFGNf23byYcIxm8fv3389vHbx28fv3389vHbx28fv3389vHbx28fv3389vHbx28fv3389vHbx28fv3389vHbx28fv3389vHbx28fv3389vHbx28fv3389vHbx28fv3389vHbx28fv3389vHbx28fv3389vHbx28fv3389vHbx28fv3389vHbx28fv3389vHbx28fv3389vHbx28fv3389vHbx28fv3389vHbx28fv3389vHbx28fv3389vHbx28fv3389vHbx28fv3389vHbx28fv3389vHbx28fv3389vHbx28fv3389vHbx28fv3389vHbx28fv3389vHbx28fv3389vHbx28fv3389vHbx28fv3389vHbx28fv3389vHbx28fv3389vHbx28fv3389vHbx28fv3389vHbx28fv3389vHbx28fv3389vHbx28fv3389vHbx28fv3389vHbx28fv3389vHbx28fv3389vHbx28fv3389vHbx28fv3389vHbx28fv3389vHbx28fv3389vHbx28fv3389vHbx28fv3389vHbx28fv3389vHbx28fv3389vHbx28fv3389vHbx28fv3389vHbx28fv3389vHbx28fv3389vHbx28fv3389vHbx28fv3389vHbx28fv3389vHbx28fv3389vHbx28fv3389vHbx28fv3389vHbx28fv3389vHbx28fv3389vHbx28fv3389vHbx28fv3389vHbx28fv3389vHbx28fv3389vHbx28fv3389vHbx28fv3389vHbx28fv3389vHbx28fv3389vHbx28fv3389vHbx28fv3389vHbx28fv3389vHbx28fv3389vHbx28fv3389vHbx28fv3389vHbx28fv3389vHbx28fv3389vHbx28fv3389vHbx28fv3389vHbx28fv3389vHbx28fv3389vHbx28fv3389vHbx28fv3389vHbx28fv3389vHbx28fv3389vHbx28fv3389vHbx28fv3389vHbx28fv3389vHbx28fv3389vHbx28fv3389vHbx28fv3389vHbx28fv3389vHbx28fv3389vHbx28fv3389vHbx28fv3389vHbx28fv3389vHbx28fv3389vHbx28fv3389vHbx28fv3389vHbx28fv3389vHbx28fv3389vHbx28fv3389vHbx28fv3389vHbx28fv3389vHbx28fv3389vHbx28fv3389vHbx28fv3389vHbx28fv3389vHbx28fv3389vHbx28fv3389vHbx28fv3389vHbx28fv3389vHbx28fv3389vHbx28fv3389vHbx28fv3389vHbx28fv3389vHbx28fv3389vHbx28fv3389vHbx28fv3389vHbx28fv3389vHbx28fv3389vHb47fHb4/fHr89fnv89vjt8dvjt8dvj98evz1+e/z2+O3x2+O3x2+P3x6/PX57/Pb47fHb47fHb4/fHr89fnv89vjt8dvjt8dvj98evz1+e/z2+O3x2+O3x2+P3x6/PX57/Pb47fHb47fHb4/fHr89fnv89vjt8dvjt8dvj98evz1+e/z2+O3x2+O3x2+P3x6/PX57/Pb47fHb47fHb4/fHr89fnv89vjt8dvjt8dvj98evz1+e/z2+O3x2+O3x2+P3x6/PX57/Pb47fHb47fHb4/fHr89fnv89vjt8dvjt8dvj98evz1+e/z2+O3x2+O3x2+P3x6/PX57/Pb47fHb47fHb4/fHr89fnv89vjt8dvjt8dvj98evz1+e/z2+O3x2+O3x2+P3x6/PX57/Pb47fHb47fHb4/fHr89fnv89vjt8dvjt8dvj98evz1+e/z2+O3x2+O3x2+P3x6/PX57/Pb47fHb47fHb4/fHr89fnv89vjt8dvjt8dvj98evz1+e/z2+O3x2+O3x2+P3x6/PX57/Pb47fHb47fHb4/fHr89fnv89vjt8dvjt8dvj98evz1+e/z2+O3x2+O3x2+P3x6/PX57/Pb47fHb47fHb4/fHr89fnv89vjt8dvjt8dvj98evz1+e/z2+O3x2+O3x2+P3x6/PX57/Pb47fHb47fHb4/fHr89fnv89vjt8dvjt8dvj98evz1+e/z2+O3x2+O3x2+P3x6/PX57/Pb47fHb47fHb4/fHr89fnv89vjt8dvjt8dvj98evz1+e/z2+O3x2+O3x2+P3x6/PX57/Pb47fHb47fHb4/fHr89fnv89vjt8dvjt8dvj98evz1+e/z2+O3x2+O3x2+P3x6/PX57/Pb47fHb47fHb4/fHr89fnv89vjt8dvjt8dvj98evz1+e/z2+O3x2+O3x2+P3x6/PX57/Pb47fHb47fHb4/fHr89fnv89vjt8dvjt8dvj98evz1+e/z2+O3x2+O3x2+P3x6/PX57/Pb47fHb47fHb4/fHr89fnv89vjt8dvjt8dvj98evz1+e/z2+O3x2+O3x2+P3x6/PX57/Pb47fHb47fHb4/fHr89fnv89vjt8dvjt8dvj98evz1+e/z2+O3x2+O3x2+P3x6/PX57/Pb47fHb47fHb4/fHr89fnv89vjt8dvjt8dvj98evz1+e/z2+O3x2+O3x2+P3x6/PX57/Pb47fHb47fHb4/fHr89fnv89vjt8dvjt8dvj98evz1+e/z2+O3x2+O3x2+P3x6/PX57/Pb47fHb47fHb4/fHr89fnv89vjt8dvjt8dvj98evz1+e/z2+O3x2+O3x2+P3x6/PX57/Pb47fHb47fHb4/fHr89fnv89vjt8dvjt8dvj98evz1+e/z2+O3x2+O3x2+P3x6/PX57/Pb47fHb47fHb4/fHr89fnv89vjt8dvjt8dvj98evz1+e/z2+O3x2+O3x2+P3x6/PX57/Pb47fHb47fHb4/fHr89fnv89vjt8dvjt8dvj98evz1+e/z2+O3x2+O3x2+P3x6/PX57/Pb47fHb47fHb4/fHr89fnv89vjt8dvjt8dvj98evz1+e/z2+O3x2+O3x2+P3x6/PX57/Pb47fHb47fHb4/fHr89fnv89vjt8dvjt8dvj98evz1+e/z2+O3x2+O3x2+P3x6/PX57/Pb47fHb47fHb4/fHr89fnv89vjt8dvjt8dvj98evz1+e/z2+O3x2+O3x2+P3x6/PX57/Pb47fHb47fHb4/fHr89fnv89vjt8dvjt8dvj98evz1+e/z2+O3x2+O3x2+P3x6/PX57/Pb47fHb47fHb4/fHr89fnv89vjt8dvjt8dvj98evz1+e/z2+O3x2+O3x2+P3x6/PX57/Pb47fHb47fHb4/fHr89fnv89vjt8dvjt8dvj98ev/3dAaf/pcAAAHicrVZrcFvFGd29q6eVaykmCSaOs5KuldiRjI3S4JDcoitZCk3kYoNDIqUMsuOY8BybyqJT6uAwkE4zlNrTpDwLNg+nDE7G11dJqjzaeOi0HZhOk07/MZSYkv7og2KgpQND655dKQnM5E9nKvucs99j99vdu3uleBXZyj5QjpB6wtnf2ftEh75vOep5if2tyNbwWHwpu0B62J/JOPsTOQ/YiA8eH1oxYBDtBcC+MMveLaZSUaMEDV8r1Wpsip4QAWv5iujP2LvKYbKacDjOW8vqZOQdK5GoNK5fX24U1zRHz8er2DvkA0Bh77DzpLHcq9h4bXQ+rsJB2cPESynhZIL9gZiAQgz2VrFhVXT8DPsN4m+yN8gu2e0NS10cxYC/Zj8lNVjecXasEjlWrF4cJfE8e4JQMgs+B8wB84CNDLCfkBFgFJgGbMQL5kAL0Ck8bIpNYZ6T6O8FtwADwChgw86+Bv+9gtmr7B4SRN/vs4NkKfRxdkDqK9Dl0JfgXwl9EbbQ8Yr9HFTEn634n4G9DPp0RZ+Cvw76JGyhP6rYD7KC7DdU0QmWt1ZyX3wl4n6gFWBoHUTrILbuICwCpuxRdp+sNAONQu8vK7ZrjxXQ5DPaU7z6mugEtnQPtn4Pdm4Pdm4PsSE0fDFnuJzTzIaRM4ycYeQMY1daWR718nhgBOwD/ADDvuex78JvgmeBc9L/GHgMmBAW+xb2sQmz2s/usRo5Dtnu4g1GNHaK3YmtNtidxWvqo6OXLXeVOIjQ6op6RW6/jPYX3YuEt7+4vL6syLo3Xs36yHcAhSwBNwBfAZKAjfVZDS38JLuZ3O8iRjUfUUbYiG3EbmtN0pozLEq6XARHsoY1E91FjvOcTtv2TcT3sZ0oSMA+YBAYA2xYbQ5+P7sDyGFfcpjUHfATMIHlA86hPQe1w/Iiz4s8L7xeeL3wErCIdAE9wGAl6rgUudhH5M+LCLAa0Wp4q7HKOfC8aAFbYKmwVFgqss4pn2OGPrAf6AKY9M0BeH7gi7HWSrwHcMj4vMy5GDNEX+VzI7J6tomaTXSiiY41UUOPxaNGEFRTU7NvtGO640zH2Q5brmOgY6SDtZUWZotWuDUqNRgSesy6Znm0zRvfqExjZjnwOHAeYISDW4AYMADYlGkwx9utBYgBnUAOsKPHEXFnwbwSE/5xGRMtEVe+FGdYw2Frw9rO+NfxHssB4wDD2IcRPyyzy61p6TfBc9LfWcmfkH4OvtiHyT7i3bGjwhyIATlgELCTs2w73rvbxfhgDgwC04CN7cDfdrZdOYK/w8phFjHU65ZysmwZIaRmscsX9ymL8FBV+qrkpyXvlxyT3GBUb1E/2aL+fIv63S3qajSURhJH4KDkgOGJq0fjamdcbYqrGO1qEiCqslSyQz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"/></div><div class="pi" ></div></div><div id="pf2" class="pf w0 h0" ><div class="pc pc2 w0 h0"><div class="c x0 y1 w2 h0"><div class="t m0 x1 h2 y2 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h3 y3 ff2 fs1 fc1 sc0 ls0 ws0">SPIS TREŚC<span class="_ _0"></span>I<span class="ff1"> </span></div><div class="t m0 x2 h4 y4 ff1 fs1 fc1 sc0 ls1 ws0">1.<span class="ff3 fc0 ls0"> <span class="_ _1"> </span><span class="ff2 fc1">ZASADY<span class="_ _0"></span> SPORZĄDZANIA SPR<span class="_ _0"></span>AWOZDANIA<span class="_ _0"></span> FINANS<span class="_ _0"></span>OWEGO<span class="ff3"> <span class="_ _2"></span><span class="ls2">....................................<span class="ls0">5<span class="fc0"> </span></span></span></span></span></span></div><div class="t m0 x2 h4 y5 ff1 fs1 fc1 sc0 ls1 ws0">2.<span class="ff3 fc0 ls0"> <span class="_ _1"> </span><span class="ff2 fc1">DZIAŁALNOŚĆ<span class="_ _0"></span> GRUPY KA<span class="_ _0"></span>PITAŁOWEJ MIRB<span class="_ _0"></span>UD<span class="ff3"> <span class="_ _3"></span><span class="ls2">............................................................<span class="ls0">6<span class="fc0"> </span></span></span></span></span></span></div><div class="t m0 x2 h4 y6 ff3 fs1 fc1 sc0 ls0 ws0">2.1.<span class="fc0"> <span class="_ _4"> </span></span><span class="ff2">Opis Grupy Kapi<span class="_ _0"></span>tałowej i przedmi<span class="_ _0"></span>ot działalno<span class="_ _0"></span>ści<span class="ff3"> <span class="_ _2"></span><span class="ls2">................................................................<span class="ls0">.6<span class="fc0"> </span></span></span></span></span></div><div class="t m0 x2 h4 y7 ff1 fs1 fc1 sc0 ls1 ws0">3.<span class="ff3 fc0 ls0"> <span class="_ _1"> </span><span class="ff2 fc1">SYTUAC<span class="_ _0"></span>JA FINANSOWA<span class="_ _0"></span> GRUPY KAPITAŁ<span class="_ _3"></span>OWEJ MIRBUD<span class="ff3"> <span class="_ _5"></span><span class="ls2">.......................................<span class="ls0"> <span class="ls3">19</span><span class="fc0"> </span></span></span></span></span></span></div><div class="t m0 x2 h4 y8 ff3 fs1 fc1 sc0 ls0 ws0">3.1.<span class="fc0"> <span class="_ _4"> </span></span><span class="ff2">Omówienie <span class="_ _6"></span>wybranych<span class="_ _3"></span> <span class="_ _7"> </span>pozycji<span class="_ _0"></span> <span class="_ _6"></span>skonsolidowanego <span class="_ _6"></span>sprawozdania<span class="_ _3"></span> <span class="_ _7"> </span>finansoweg<span class="_ _0"></span>o <span class="_ _6"></span>Grupy </span></div><div class="t m0 x3 h4 y9 ff2 fs1 fc1 sc0 ls0 ws0">Kapitałowej MIRB<span class="_ _0"></span>UD wg stanu na 31<span class="_ _3"></span>.<span class="_ _8"></span>12.2021r<span class="_ _0"></span> i <span class="ff1">31.12.2020r.<span class="ff3"> <span class="_ _3"></span><span class="ls2">................................<span class="_ _8"></span>......<span class="ls0"> <span class="ls3">19</span><span class="fc0"> </span></span></span></span></span></div><div class="t m0 x2 h4 ya ff3 fs1 fc1 sc0 ls0 ws0">3.2.<span class="fc0"> <span class="_ _4"> </span></span><span class="ff2">Ocena zarządzania<span class="_ _3"></span> <span class="_ _8"></span>zasobami finansow<span class="_ _0"></span>ymi i płynn<span class="_ _3"></span>ością<span class="ff3"> <span class="_ _9"></span><span class="ls2">.................................................<span class="ls0"> <span class="ls3">23</span><span class="fc0"> </span></span></span></span></span></div><div class="t m0 x2 h4 yb ff1 fs1 fc1 sc0 ls1 ws0">4.<span class="ff3 fc0 ls0"> <span class="_ _1"> </span><span class="ff2 fc1">DZIAŁALNOŚĆ<span class="_ _0"></span> GRUPY KA<span class="_ _0"></span>PITAŁOWEJ MIRB<span class="_ _0"></span>UD I PERSPE<span class="_ _0"></span>KTYWY RO<span class="_ _0"></span>ZWOJU<span class="ff3"> <span class="_ _3"></span><span class="ls2">..<span class="ls0"> <span class="_ _8"></span><span class="ls3">26</span><span class="fc0"> </span></span></span></span></span></span></div><div class="t m0 x2 h4 yc ff3 fs1 fc1 sc0 ls0 ws0">4.1.<span class="fc0"> <span class="_ _4"> </span></span><span class="ff1">Charakterystyka <span class="_ _0"></span>rynku<span class="ff3"> <span class="ls2">..........................................................................................................</span> <span class="ls3">26</span><span class="fc0"> </span></span></span></div><div class="t m0 x2 h4 yd ff3 fs1 fc1 sc0 ls0 ws0">4.2.<span class="fc0"> <span class="_ _4"> </span></span><span class="ff1">Perspektywy rynku<span class="_ _3"></span><span class="ff3"> <span class="_ _9"></span><span class="ls2">.................................................................................................................<span class="ls0"> <span class="_ _8"></span><span class="ls3">29</span><span class="fc0"> </span></span></span></span></span></div><div class="t m0 x2 h4 ye ff1 fs1 fc1 sc0 ls0 ws0">4.3.<span class="ff3 fc0"> <span class="_ _a"> </span></span><span class="ff2">Opis działalności<span class="_ _0"></span> spółek z Grupy<span class="_ _0"></span> MIRBUD w 202<span class="_ _3"></span>1 r.<span class="ff3"> <span class="_ _3"></span><span class="ls2">......................................................<span class="ls0"> <span class="ls3">34</span><span class="fc0"> </span></span></span></span></span></div><div class="t m0 x2 h4 yf ff1 fs1 fc1 sc0 ls0 ws0">4.3.1<span class="ff3 fc0"> <span class="_ _b"> </span></span><span class="ff2">Opis <span class="_ _8"></span>istotnych <span class="_ _8"></span>dokonań <span class="_ _8"></span>lub <span class="_ _8"></span>niepowodzeń<span class="_ _0"></span> <span class="_ _8"></span>Emitenta <span class="_ _8"></span>w <span class="_ _c"></span>okresie,<span class="_ _0"></span> <span class="_ _8"></span>którego <span class="_ _8"></span>dotyczy <span class="_ _8"></span>raport, </span></div><div class="t m0 x3 h4 y10 ff2 fs1 fc1 sc0 ls0 ws0">wraz z wykaze<span class="_ _0"></span>m najważni<span class="_ _0"></span>ejszych zdarzeń ich do<span class="_ _3"></span>tyczących<span class="ff3"> <span class="ls2">..........................................</span> <span class="ls3">34</span><span class="fc0"> </span></span></div><div class="t m0 x2 h4 y11 ff1 fs1 fc1 sc0 ls0 ws0">4.4.<span class="ff3 fc0"> <span class="_ _a"> </span></span><span class="ff2">Społeczna Odpowied<span class="_ _0"></span>zialność Bizne<span class="_ _0"></span>su<span class="ff3"> <span class="_ _9"></span><span class="ls2">...............................................................................<span class="ls0"> <span class="ls3">48</span><span class="fc0"> </span></span></span></span></span></div><div class="t m0 x2 h4 y12 ff1 fs1 fc1 sc0 ls0 ws0">4.5.<span class="ff3 fc0"> <span class="_ _a"> </span></span><span class="ff2">Informacja o pods<span class="_ _3"></span>t<span class="_ _8"></span>awowych produ<span class="_ _0"></span>ktach, usług<span class="_ _0"></span>ach lub towarach <span class="_ _0"></span>Grupy<span class="ff3"> <span class="_ _2"></span><span class="ls2">......................<span class="_ _8"></span><span class="ls0"> <span class="ls3">48</span><span class="fc0"> </span></span></span></span></span></div><div class="t m0 x2 h4 y13 ff1 fs1 fc1 sc0 ls0 ws0">4.6.<span class="ff3 fc0"> <span class="_ _a"> </span></span>Informacje o <span class="_ _0"></span>rynkach zby<span class="_ _0"></span>tu i dostaw<span class="ff3"> <span class="_ _9"></span><span class="ls2">...................................................................................<span class="ls0"> <span class="ls3">51</span><span class="fc0"> </span></span></span></span></div><div class="t m0 x2 h4 y14 ff1 fs1 fc1 sc0 ls0 ws0">4.6.1.<span class="ff3 fc0"> <span class="_ _d"> </span></span>Odbiorcy<span class="ff3"> <span class="_ _2"></span><span class="ls2">..................................................................................................................................<span class="ls0"> <span class="ls3">51</span><span class="fc0"> </span></span></span></span></div><div class="t m0 x2 h4 y15 ff1 fs1 fc1 sc0 ls0 ws0">4.6.2.<span class="ff3 fc0"> <span class="_ _d"> </span></span>Dostawcy<span class="ff3"> <span class="_ _9"></span><span class="ls2">................................................................................................................................<span class="ls0">. <span class="_ _8"></span><span class="ls3">54</span><span class="fc0"> </span></span></span></span></div><div class="t m0 x2 h4 y16 ff1 fs1 fc1 sc0 ls0 ws0">4.8.<span class="ff3 fc0"> <span class="_ _a"> </span></span><span class="ff2">Perspektywy ro<span class="_ _0"></span>zwoju działal<span class="_ _0"></span>ności Grupy MIRBU<span class="_ _0"></span>D<span class="ff3"> <span class="_ _2"></span><span class="ls2">..........................................................<span class="ls0"> <span class="ls3">58</span><span class="fc0"> </span></span></span></span></span></div><div class="t m0 x2 h4 y17 ff1 fs1 fc1 sc0 ls0 ws0">4.9.<span class="ff3 fc0"> <span class="_ _a"> </span></span><span class="ff2">Określenie głów<span class="_ _0"></span>nych inwestycji Emi<span class="_ _0"></span>tenta kra<span class="_ _0"></span>jowych i zag<span class="_ _0"></span>ranicznych<span class="ff3"> <span class="_ _5"></span><span class="ls2">...........................<span class="ls0"> <span class="ls3">63</span><span class="fc0"> </span></span></span></span></span></div><div class="t m0 x2 h4 y18 ff1 fs1 fc1 sc0 ls0 ws0">4.10.<span class="ff3 fc0"> <span class="_ _b"> </span></span><span class="ff2">Ocena możliwości<span class="_ _0"></span> realizacji za<span class="_ _0"></span>mierzeń inwestycy<span class="_ _0"></span>jnych<span class="ff3"> <span class="_ _2"></span><span class="ls2">..................................................<span class="ls0"> <span class="ls3">63</span><span class="fc0"> </span></span></span></span></span></div><div class="t m0 x2 h4 y19 ff1 fs1 fc1 sc0 ls0 ws0">4.11 Czynniki ryzyka<span class="_ _0"></span><span class="ff3"> <span class="_ _3"></span><span class="ls2">..........................................................................................................................<span class="_ _8"></span><span class="ls0"> <span class="ls3">65</span><span class="fc0"> </span></span></span></span></div><div class="t m0 x2 h4 y1a ff2 fs1 fc1 sc0 ls0 ws0">Zarządzanie ryzykiem<span class="_ _3"></span> <span class="_ _8"></span>kapitał<span class="_ _0"></span>owym<span class="ff3"> <span class="_ _2"></span><span class="ls2">................................................................................................<span class="ls0">. <span class="ls3">80</span><span class="fc0"> </span></span></span></span></div><div class="t m0 x2 h4 y1b ff1 fs1 fc1 sc0 ls0 ws0">4.11.<span class="ff3 fc0"> <span class="_ _b"> </span></span>Informacje o <span class="ff2">kredyta<span class="_ _0"></span>ch, pożyczkach<span class="_ _3"></span>, <span class="_ _8"></span>poręczenia<span class="_ _3"></span>ch i gwarancjach<span class="ff3"> <span class="_ _3"></span><span class="ls2">...............................<span class="_ _8"></span><span class="ls0"> <span class="ls3">81</span><span class="fc0"> </span></span></span></span></span></div><div class="t m0 x2 h4 y1c ff1 fs1 fc1 sc0 ls0 ws0">4.11.1.<span class="ff3 fc0"> <span class="_ _2"></span><span class="ff2 fc1">Kredyty i pożyczki<span class="ff3"> <span class="_ _2"></span><span class="ls2">..................................................................................................................<span class="ls0"> <span class="ls3">81</span><span class="fc0"> </span></span></span></span></span></span></div><div class="t m0 x2 h4 y1d ff1 fs1 fc1 sc0 ls0 ws0">4.11.2.<span class="ff3 fc0"> <span class="_ _2"></span><span class="ff2 fc1">Długoterminowe zobowi<span class="_ _3"></span>ązania finansowe z tytuł<span class="_ _0"></span>u emisji obli<span class="_ _0"></span>gacji<span class="ff3"> <span class="ls2">................................</span> <span class="ls3">84</span><span class="fc0"> </span></span></span></span></div><div class="t m0 x2 h4 y1e ff1 fs1 fc1 sc0 ls0 ws0">4.11.3.<span class="ff3 fc0"> <span class="_ _2"></span><span class="ff2 fc1">Pożyczki udzielone<span class="ff3"> <span class="_ _2"></span><span class="ls2">................................................................................................................<span class="ls0"> <span class="ls3">85</span><span class="fc0"> </span></span></span></span></span></span></div><div class="t m0 x2 h4 y1f ff1 fs1 fc1 sc0 ls0 ws0">4.11.4.<span class="ff3 fc0"> <span class="_ _2"></span><span class="ff2 fc1">Poręczenia i gwarancje<span class="_ _0"></span><span class="ff3"> <span class="_ _5"></span><span class="ls2">.........................................................................................................<span class="ls0"> <span class="ls3">86</span><span class="fc0"> </span></span></span></span></span></span></div><div class="t m0 x2 h4 y20 ff1 fs1 fc1 sc0 ls0 ws0">4.12.<span class="ff3 fc0"> <span class="_ _b"> </span></span><span class="ff2">Wykorzystania<span class="_ _0"></span> przez Spół<span class="_ _0"></span>kę wpływów z emis<span class="_ _0"></span>ji<span class="ff3"> <span class="_ _e"></span><span class="ls2">................................................................<span class="ls0">. <span class="ls3">89</span><span class="fc0"> </span></span></span></span></span></div><div class="t m0 x2 h4 y21 ff1 fs1 fc1 sc0 ls0 ws0">4.13.<span class="ff3 fc0"> <span class="_ _b"> </span></span><span class="ff2">Stanowisko  Zarządu  odnośni<span class="_ _0"></span>e  możliwości  zreali<span class="_ _0"></span>zowania  wcześni<span class="_ _0"></span>ej  publikowanych </span></div><div class="t m0 x3 h3 y22 ff2 fs1 fc1 sc0 ls0 ws0">prognoz <span class="_ _6"></span>wyników <span class="_ _6"></span>na<span class="_ _3"></span> <span class="_ _7"> </span>da<span class="_ _0"></span>ny <span class="_ _6"></span>rok, <span class="_ _6"></span>w <span class="_ _6"></span>świ<span class="_ _0"></span>etle <span class="_ _6"></span>wynikó<span class="_ _0"></span>w <span class="_ _6"></span>zaprezentowanych <span class="_ _6"></span>w<span class="_ _3"></span> <span class="_ _6"></span>raporcie <span class="_ _6"></span>za </div><div class="t m0 x3 h4 y23 ff2 fs1 fc1 sc0 ls0 ws0">poprzedni okres w<span class="_ _3"></span> <span class="_ _8"></span>stosunku do wyników<span class="_ _0"></span> pro<span class="ff1">gnozowan<span class="_ _0"></span>ych.<span class="ff3"> <span class="_ _e"></span><span class="ls2">...........................................<span class="ls0"> <span class="ls3">91</span><span class="fc0"> </span></span></span></span></span></div><div class="t m0 x2 h4 y24 ff1 fs1 fc1 sc0 ls1 ws0">5.<span class="ff3 fc0 ls0"> <span class="_ _1"> </span><span class="ff2 fc1">NAJWAŻNIEJS<span class="_ _0"></span>ZE UMOWY<span class="ff3"> <span class="ls2">................................................................................................</span> <span class="ls3">91</span><span class="fc0"> </span></span></span></span></div><div class="t m0 x2 h4 y25 ff1 fs1 fc1 sc0 ls0 ws0">5.1.<span class="ff3 fc0"> <span class="_ _a"> </span></span>Umowy ubezpieczeni<span class="_ _0"></span>a<span class="ff3"> <span class="_ _2"></span><span class="ls2">..........................................................................................................<span class="ls0"> <span class="_ _8"></span><span class="ls3">91</span><span class="fc0"> </span></span></span></span></div><div class="t m0 x2 h4 y26 ff1 fs1 fc1 sc0 ls0 ws0">5.2.<span class="ff3 fc0"> <span class="_ _a"> </span></span><span class="ff2">Najważniejsze<span class="_ _0"></span> <span class="_ _6"></span>umowy<span class="_ _3"></span> <span class="_ _6"></span>o <span class="_ _f"></span>roboty <span class="_ _f"></span>budowlane <span class="_ _f"></span>i <span class="_ _f"></span>inne <span class="_ _f"></span>dotyczące <span class="_ _f"></span>działal<span class="_ _0"></span>ności <span class="_ _f"></span>operacyjnej </span></div><div class="t m0 x3 h4 y27 ff2 fs1 fc1 sc0 ls0 ws0">zawarte przez Spół<span class="_ _0"></span>ki Grupy Kap<span class="_ _0"></span>itałowej<span class="ff3"> <span class="_ _10"></span><span class="ls2">............................................................................<span class="ls0"> <span class="ls3">92</span><span class="fc0"> </span></span></span></span></div><div class="t m0 x2 h4 y28 ff1 fs1 fc1 sc0 ls0 ws0">5.3.<span class="ff3 fc0"> <span class="_ _a"> </span></span><span class="ff2">Zdarzenia <span class="_ _c"></span>i <span class="_ _c"></span>umowy <span class="_ _c"></span>zawarte<span class="_ _0"></span> <span class="_ _c"></span>po <span class="_ _f"></span>dniu,<span class="_ _3"></span> <span class="_ _f"></span>na <span class="_ _c"></span>które <span class="_ _c"></span>sporządzono<span class="_ _3"></span> <span class="_ _f"></span>sprawozdani<span class="_ _0"></span>e <span class="_ _c"></span>finansowe, </span></div><div class="t m0 x3 h4 y29 ff2 fs1 fc1 sc0 ls0 ws0">mogące w znacząc<span class="_ _0"></span>y sposób wpłyną<span class="_ _0"></span>ć na przyszłe <span class="_ _3"></span>wyniki finansowe<span class="ff3"> <span class="ls2">............................</span> <span class="ls3">96</span><span class="fc0"> </span></span></div></div><a class="l" href="#pf5" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:1429.160000px;width:452.530000px;height:18.430000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf5" ><span class="d m1" style="border-style:none;position:absolute;left:1033.260000px;bottom:1429.160000px;width:10.070000px;height:18.430000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf6" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:1392.300000px;width:452.530000px;height:18.430000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf6" ><span class="d m1" style="border-style:none;position:absolute;left:1033.260000px;bottom:1392.300000px;width:10.070000px;height:18.430000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf6" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:1355.460000px;width:458.100000px;height:18.420000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf13" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:1318.600000px;width:446.950000px;height:18.430000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf13" ><span class="d m1" style="border-style:none;position:absolute;left:1022.100000px;bottom:1318.600000px;width:15.650000px;height:18.430000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf13" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:1291.740000px;width:458.100000px;height:13.430000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf13" ><span class="d m1" style="border-style:none;position:absolute;left:208.100000px;bottom:1291.740000px;width:425.710000px;height:13.430000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf13" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:1254.880000px;width:446.950000px;height:18.430000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf13" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:1254.880000px;width:458.100000px;height:18.430000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf17" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:1218.040000px;width:458.100000px;height:18.420000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf1a" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:1181.180000px;width:446.950000px;height:18.430000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf1a" ><span class="d m1" style="border-style:none;position:absolute;left:1022.100000px;bottom:1181.180000px;width:15.650000px;height:18.430000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf1a" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:1144.320000px;width:458.100000px;height:18.430000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf1d" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:1107.460000px;width:458.100000px;height:18.430000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf22" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:1070.600000px;width:446.950000px;height:18.430000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf22" ><span class="d m1" style="border-style:none;position:absolute;left:1022.100000px;bottom:1070.600000px;width:15.650000px;height:18.430000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf22" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:1045.320000px;width:461.160000px;height:12.640000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf22" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:1008.460000px;width:446.950000px;height:18.430000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf22" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:1008.460000px;width:458.100000px;height:18.430000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf30" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:971.600000px;width:446.950000px;height:18.430000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf30" ><span class="d m1" style="border-style:none;position:absolute;left:1022.100000px;bottom:971.600000px;width:15.650000px;height:18.430000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf30" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:934.740000px;width:446.950000px;height:18.430000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf30" ><span class="d m1" style="border-style:none;position:absolute;left:1022.100000px;bottom:934.740000px;width:15.650000px;height:18.430000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf33" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:897.900000px;width:446.950000px;height:18.420000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf33" ><span class="d m1" style="border-style:none;position:absolute;left:1022.100000px;bottom:897.900000px;width:15.650000px;height:18.420000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf33" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:861.040000px;width:446.950000px;height:18.430000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf33" ><span class="d m1" style="border-style:none;position:absolute;left:1022.100000px;bottom:861.040000px;width:15.650000px;height:18.430000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf36" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:824.180000px;width:446.950000px;height:18.430000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf36" ><span class="d m1" style="border-style:none;position:absolute;left:1022.100000px;bottom:824.180000px;width:15.650000px;height:18.430000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf3a" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:787.320000px;width:446.950000px;height:18.430000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf3a" ><span class="d m1" style="border-style:none;position:absolute;left:1022.100000px;bottom:787.320000px;width:15.650000px;height:18.430000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf3f" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:750.460000px;width:446.950000px;height:18.430000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf3f" ><span class="d m1" style="border-style:none;position:absolute;left:1022.100000px;bottom:750.460000px;width:15.650000px;height:18.430000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf3f" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:713.620000px;width:446.950000px;height:18.420000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf3f" ><span class="d m1" style="border-style:none;position:absolute;left:1022.100000px;bottom:713.620000px;width:15.650000px;height:18.420000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf41" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:676.760000px;width:446.950000px;height:18.430000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf41" ><span class="d m1" style="border-style:none;position:absolute;left:1022.100000px;bottom:676.760000px;width:15.650000px;height:18.430000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf50" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:639.900000px;width:446.950000px;height:18.430000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf50" ><span class="d m1" style="border-style:none;position:absolute;left:1022.100000px;bottom:639.900000px;width:15.650000px;height:18.430000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf51" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:603.040000px;width:446.950000px;height:18.430000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf51" ><span class="d m1" style="border-style:none;position:absolute;left:1022.100000px;bottom:603.040000px;width:15.650000px;height:18.430000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf51" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:566.200000px;width:446.950000px;height:18.420000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf51" ><span class="d m1" style="border-style:none;position:absolute;left:1022.100000px;bottom:566.200000px;width:15.650000px;height:18.420000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf54" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:529.340000px;width:446.950000px;height:18.430000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf54" ><span class="d m1" style="border-style:none;position:absolute;left:1022.100000px;bottom:529.340000px;width:15.650000px;height:18.430000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf55" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:492.480000px;width:446.950000px;height:18.430000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf55" ><span class="d m1" style="border-style:none;position:absolute;left:1022.100000px;bottom:492.480000px;width:15.650000px;height:18.430000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf56" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:455.620000px;width:446.950000px;height:18.430000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf56" ><span class="d m1" style="border-style:none;position:absolute;left:1022.100000px;bottom:455.620000px;width:15.650000px;height:18.430000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf59" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:418.760000px;width:446.950000px;height:18.430000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf59" ><span class="d m1" style="border-style:none;position:absolute;left:1022.100000px;bottom:418.760000px;width:15.650000px;height:18.430000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf5b" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:393.480000px;width:461.160000px;height:12.640000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf5b" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:368.180000px;width:461.160000px;height:12.650000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf5b" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:331.320000px;width:446.950000px;height:18.430000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf5b" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:331.320000px;width:458.100000px;height:18.430000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf5b" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:294.460000px;width:446.950000px;height:18.430000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf5b" ><span class="d m1" style="border-style:none;position:absolute;left:1022.100000px;bottom:294.460000px;width:15.650000px;height:18.430000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf5b" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:257.600000px;width:446.950000px;height:18.430000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf5b" ><span class="d m1" style="border-style:none;position:absolute;left:1022.100000px;bottom:257.600000px;width:15.650000px;height:18.430000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf5c" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:232.300000px;width:461.160000px;height:12.650000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf5c" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:195.454000px;width:446.950000px;height:18.423000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf5c" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:195.454000px;width:458.100000px;height:18.423000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf60" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:170.156000px;width:461.160000px;height:12.649000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf60" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:133.300000px;width:446.950000px;height:18.428000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf60" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:133.300000px;width:458.100000px;height:18.428000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf3" class="pf w0 h0" ><div class="pc pc3 w0 h0"><img class="bi x4 y2a w3 h5" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x5 h6 y2b ff4 fs2 fc2 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI GRUPY KAPITAŁOWEJ <span class="ff3">MIRBUD ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc3"> </span></span></div><div class="t m0 x6 h4 y2c ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y2d w4 h7"><div class="t m0 x7 h8 y2e ff2 fs3 fc2 sc0 ls0 ws0">Grupa Kapitałowa MIR<span class="_ _8"></span>BUD<span class="ff1"> <span class="ls6">| <span class="_ _8"></span></span></span>ZASADY SPORZ<span class="_ _8"></span>ĄDZANIA SPR<span class="_ _8"></span>AWOZDANIA </div><div class="t m0 x8 h8 y2f ff1 fs3 fc2 sc0 ls0 ws0">FINANSOWEGO<span class="_ _8"></span> </div></div><div class="c x9 y2d w5 h7"><div class="t m0 xa h4 y30 ff3 fs1 fc4 sc0 ls0 ws0">3 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h4 y31 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h4 y32 ff1 fs1 fc1 sc0 ls1 ws0">6.<span class="ff3 fc0 ls0"> <span class="_ _1"> </span><span class="ff2 fc1">INFORMACJE<span class="_ _0"></span>  O  ZAW<span class="_ _0"></span>ARCIU  P<span class="_ _0"></span>RZEZ  EMITE<span class="_ _3"></span>NTA  LUB  JEDNOSTK<span class="_ _0"></span>Ę  OD <span class="_ _11"> </span>NIEGO<span class="_ _3"></span> </span></span></div><div class="t m0 x3 h3 y33 ff2 fs1 fc1 sc0 ls0 ws0">ZALEŻNĄ<span class="_ _0"></span> <span class="_ _12"> </span>JEDNEJ <span class="_ _12"> </span>LU<span class="_ _0"></span>B <span class="_ _12"> </span>WIELU <span class="_ _13"> </span>TRANSA<span class="_ _0"></span>KCJI <span class="_ _13"> </span>Z <span class="_ _12"> </span>PODMIOTAM<span class="_ _0"></span>I <span class="_ _12"> </span>POWIĄZA<span class="_ _0"></span>NYMI </div><div class="t m0 x3 h4 y34 ff2 fs1 fc1 sc0 ls0 ws0">JEŻELI ZOSTAŁY<span class="_ _0"></span> ZAWARTE<span class="_ _0"></span> NA WARUNK<span class="_ _0"></span>ACH INNYCH NIŻ RY<span class="_ _0"></span>NKOWE<span class="ff3"> <span class="_ _e"></span><span class="ls2">..............<span class="ls0"> <span class="ls3">98</span><span class="fc0"> </span></span></span></span></div><div class="t m0 x2 h4 y35 ff1 fs1 fc1 sc0 ls1 ws0">7.<span class="ff3 fc0 ls0"> <span class="_ _1"> </span></span><span class="ls0">SKUTKI <span class="_ _14"> </span>ZMIAN <span class="_ _14"> </span>W <span class="_ _14"> </span>STRUKTUR<span class="_ _0"></span>ZE <span class="_ _14"> </span>JEDNOSTKI <span class="_ _14"> </span>GOSPODAR<span class="_ _0"></span>CZEJ, <span class="_ _14"> </span>W <span class="_ _14"> </span>TYM <span class="_ _14"> </span>W </span></div><div class="t m0 x3 h3 y36 ff2 fs1 fc1 sc0 ls0 ws0">WYNIKU <span class="_ _f"></span>POŁĄCZE<span class="_ _0"></span>NIA <span class="_ _f"></span>JEDN<span class="_ _0"></span>OSTEK<span class="ff1">, <span class="_ _f"></span>UZYSKAN<span class="_ _0"></span>IA <span class="_ _f"></span>LUB <span class="_ _f"></span>UTRATY<span class="_ _0"></span> <span class="_ _f"></span>KONTROLI <span class="_ _f"></span>NAD<span class="_ _3"></span> </span></div><div class="t m0 x3 h3 y7 ff2 fs1 fc1 sc0 ls0 ws0">JEDNOSTKA<span class="_ _0"></span>MI <span class="_ _12"> </span>ZALEŻNYMI <span class="_ _12"> </span>ORAZ <span class="_ _12"> </span>INWESTYC<span class="_ _0"></span>JAMI <span class="_ _12"> </span>DŁUGOTERMINOWY<span class="_ _3"></span>M<span class="_ _8"></span>I, <span class="_ _12"> </span>A </div><div class="t m0 x3 h3 y37 ff2 fs1 fc1 sc0 ls0 ws0">TAKŻE <span class="_ _14"> </span>PODZIAŁU<span class="_ _0"></span>, <span class="_ _14"> </span>RES<span class="_ _0"></span>TRUKTU<span class="_ _0"></span>RYZACJI <span class="_ _14"> </span>LUB<span class="_ _0"></span> <span class="_ _14"> </span>ZANIECHAN<span class="_ _0"></span>IA <span class="_ _14"> </span>DZIAŁA<span class="_ _0"></span>LNOŚCI </div><div class="t m0 x3 h4 y38 ff2 fs1 fc1 sc0 ls0 ws0">ORAZ WSKAZAN<span class="_ _0"></span>IE JEDNOSTE<span class="_ _0"></span>K PODLEGA<span class="_ _0"></span>JĄCYCH<span class="_ _0"></span> KONSOLIDACJ<span class="_ _0"></span>I<span class="ff3"> <span class="_ _9"></span><span class="ls2">...................<span class="_ _8"></span><span class="ls0"> <span class="ls3">98</span><span class="fc0"> </span></span></span></span></div><div class="t m0 x2 h4 y39 ff1 fs1 fc1 sc0 ls1 ws0">8.<span class="ff3 fc0 ls0"> <span class="_ _1"> </span><span class="ff2 fc1">OSIĄGNIETE <span class="_ _0"></span>I PROGNOZO<span class="_ _0"></span>WANE WYN<span class="_ _0"></span>IKI FINAN<span class="_ _0"></span>SOWE<span class="ff3"> <span class="_ _9"></span><span class="ls2">...........................................<span class="ls0"> <span class="ls3">99</span><span class="fc0"> </span></span></span></span></span></span></div><div class="t m0 x2 h4 y3a ff1 fs1 fc1 sc0 ls1 ws0">9.<span class="ff3 fc0 ls0"> <span class="_ _1"> </span><span class="ff2 fc1">CHARA<span class="_ _0"></span>KTERYSTYKA <span class="_ _15"> </span>ZEWNĘTRZN<span class="_ _0"></span>YCH <span class="_ _15"> </span>I <span class="_ _15"> </span>WEWNĘTRZNYCH <span class="_ _15"> </span>CZYNN<span class="_ _0"></span>IKÓW </span></span></div><div class="t m0 x3 h3 y3b ff1 fs1 fc1 sc0 ls0 ws0">ISTOTNYCH <span class="_ _16"> </span>DLA <span class="_ _16"> </span>ROZWOJU<span class="_ _0"></span> <span class="_ _16"> </span>EMITENTA <span class="_ _16"> </span>ORAZ <span class="_ _16"> </span>OPIS <span class="_ _16"> </span>PERSPEKTY<span class="_ _0"></span>W </div><div class="t m0 x3 h3 y3c ff2 fs1 fc1 sc0 ls0 ws0">DZIAŁALNOŚC<span class="_ _0"></span>I <span class="_ _17"> </span>EMITE<span class="_ _0"></span>NTA <span class="_ _17"> </span>W <span class="_ _17"> </span>P<span class="_ _0"></span>ERSPEK<span class="_ _0"></span>TYWIE <span class="_ _17"> </span>CO <span class="_ _17"> </span>N<span class="_ _0"></span>AJMNIEJ<span class="_ _0"></span> <span class="_ _17"> </span><span class="ff1">JEDNEGO </span></div><div class="t m0 x3 h4 y3d ff2 fs1 fc1 sc0 ls0 ws0">KWARTAŁU<span class="_ _0"></span><span class="ff3"> <span class="_ _5"></span><span class="ls2">............................................................................................................................<span class="ls0"> <span class="_ _8"></span><span class="ls3">99</span><span class="fc0"> </span></span></span></span></div><div class="t m0 x2 h4 y3e ff1 fs1 fc1 sc0 ls1 ws0">10.<span class="ff3 fc0 ls0"> <span class="_ _18"> </span><span class="ff2 fc1">ZMIANY <span class="_ _19"> </span>W <span class="_ _19"> </span>PODSTAWOWYC<span class="_ _0"></span>H <span class="_ _19"> </span>ZASADACH <span class="_ _19"> </span>ZARZĄDZAN<span class="_ _0"></span>IA </span></span></div><div class="t m0 x3 h4 y3f ff2 fs1 fc1 sc0 ls0 ws0">PRZEDS<span class="_ _0"></span>IĘBIORSTWEM E<span class="_ _0"></span>MITENTA I JE<span class="_ _0"></span>GO GRU<span class="_ _0"></span>PĄ KAPITAŁOWĄ<span class="ff3"> <span class="_ _10"></span><span class="ls2">......................<span class="ls0"> 100<span class="fc0"> </span></span></span></span></div><div class="t m0 x2 h4 y40 ff1 fs1 fc1 sc0 ls1 ws0">11.<span class="ff3 fc0 ls0"> <span class="_ _18"> </span><span class="ff2 fc1">OPIS <span class="_ _a"> </span>GŁÓWNYCH<span class="_ _0"></span> <span class="_ _a"> </span>CECH <span class="_ _a"> </span>STOSOWAN<span class="_ _0"></span>YCH <span class="_ _a"> </span>SYSTE<span class="_ _0"></span>MÓW <span class="_ _a"> </span>KONTROLI </span></span></div><div class="t m0 x3 h3 y41 ff2 fs1 fc1 sc0 ls0 ws0">WEWNĘTRZN<span class="_ _0"></span>EJ  I <span class="_ _13"> </span>ZARZĄD<span class="_ _0"></span>ZANIA  RYZYKIEM  W  ODNIESIENIU  DO  PROCESU </div><div class="t m0 x3 h4 y42 ff2 fs1 fc1 sc0 ls0 ws0">SPORZĄDZA<span class="_ _0"></span>NIA SPRAWOZDA<span class="_ _0"></span>Ń F<span class="ff1">INASOWYC<span class="_ _3"></span>H<span class="ff3"> <span class="ls2">.......................................................</span> 100<span class="fc0"> </span></span></span></div><div class="t m0 x2 h4 y43 ff1 fs1 fc1 sc0 ls1 ws0">12.<span class="ff3 fc0 ls0"> <span class="_ _18"> </span><span class="ff2 fc1">INFORMACJE<span class="_ _0"></span> UZUPEŁNIAJĄ<span class="_ _0"></span>CE<span class="ff3"> <span class="ls2">....................................................................................</span> <span class="_ _8"></span>101<span class="fc0"> </span></span></span></span></div><div class="t m0 x2 h4 y44 ff1 fs1 fc1 sc0 ls0 ws0">12.1.<span class="ff3 fc0"> <span class="_ _b"> </span></span>Akcjonariat<span class="ff3"> <span class="_ _3"></span><span class="ls2">............................................................................................................................<span class="ls0"> <span class="_ _8"></span>101<span class="fc0"> </span></span></span></span></div><div class="t m0 x2 h4 y45 ff1 fs1 fc1 sc0 ls0 ws0">12.1.1.<span class="ff3 fc0"> <span class="_ _2"></span><span class="ff2 fc1">Informacja o dywide<span class="_ _0"></span>ndzie wypł<span class="_ _0"></span>aconej w okresi<span class="_ _0"></span>e od 01.01.2021<span class="_ _0"></span>r do 31.12.20<span class="_ _0"></span>21r.<span class="ff3"> <span class="ls2">...</span> 101<span class="fc0"> </span></span></span></span></div><div class="t m0 x2 h4 y46 ff1 fs1 fc1 sc0 ls0 ws0">12.1.2.<span class="ff3 fc0"> <span class="_ _2"></span><span class="ff1 fc1 ls7">In<span class="ff2 ls0">formacje<span class="_ _0"></span> o nabyciu i sp<span class="_ _0"></span>rzedaży akc<span class="_ _0"></span>ji własnych<span class="ff3"> <span class="ls2">...........................................................</span> 102<span class="fc0"> </span></span></span></span></span></div><div class="t m0 x2 h4 y47 ff1 fs1 fc1 sc0 ls0 ws0">12.1.3.<span class="ff3 fc0"> <span class="_ _2"></span><span class="ff2 fc1">Akcje i udziały Spół<span class="_ _0"></span>ek Grupy<span class="ff3 ls2">..............................................................................................<span class="ls0"> 102<span class="fc0"> </span></span></span></span></span></div><div class="t m0 x2 h4 y48 ff1 fs1 fc1 sc0 ls0 ws0">12.1.4.<span class="ff3 fc0"> <span class="_ _2"></span><span class="ff2 fc1">Zestawienie  stanu  po<span class="_ _0"></span>siadani<span class="_ _0"></span>a  akcji  emitenta  l<span class="_ _3"></span>ub  uprawnień  do  nich <span class="_ _11"> </span>przez  osoby </span></span></div><div class="t m0 x3 h4 y49 ff2 fs1 fc1 sc0 ls0 ws0">zarządzające i<span class="ff1"> </span>nadzo<span class="_ _0"></span>rujące emi<span class="_ _0"></span>tenta<span class="ff3"> <span class="_ _0"></span><span class="ls2">...............................................................................<span class="ls0"> 106<span class="fc0"> </span></span></span></span></div><div class="t m0 x2 h4 y4a ff1 fs1 fc1 sc0 ls0 ws0">12.1.5.<span class="ff3 fc0"> <span class="_ _2"></span><span class="ff1 fc1">Informacje <span class="_ _c"></span>o <span class="_ _8"></span>znanych <span class="_ _c"></span>emitentowi <span class="_ _8"></span>umowach, <span class="_ _c"></span>w <span class="_ _8"></span>tym <span class="_ _f"></span>zawa<span class="_ _3"></span>r<span class="_ _8"></span>tych <span class="_ _8"></span>po <span class="_ _c"></span>dniu <span class="_ _c"></span>bilansowym, <span class="_ _c"></span>w </span></span></div><div class="t m0 x3 h3 y4b ff2 fs1 fc1 sc0 ls0 ws0">wyniku <span class="_ _8"></span>których <span class="_ _8"></span>mogą <span class="_ _8"></span>w <span class="_ _8"></span>przyszłości <span class="_ _8"></span>nastąpić <span class="_ _8"></span><span class="ff1">zmiany <span class="_ _8"></span>w <span class="_ _8"></span>proporcjach <span class="_ _8"></span>posiadanych <span class="_ _8"></span>akcji </span></div><div class="t m0 x3 h4 y4c ff1 fs1 fc1 sc0 ls0 ws0">przez dotychczasow<span class="_ _0"></span>ych akcjonariusz<span class="_ _0"></span>y i obligata<span class="_ _0"></span>riuszy<span class="ff3"> <span class="_ _3"></span><span class="ls2">.................................................<span class="ls0"> 107<span class="fc0"> </span></span></span></span></div><div class="t m0 x2 h4 y4d ff1 fs1 fc1 sc0 ls0 ws0">12.1.6.<span class="ff3 fc0"> <span class="_ _2"></span><span class="ff1 fc1">Informacje o syste<span class="_ _3"></span>m<span class="_ _8"></span>ie kont<span class="ff2">roli programów<span class="_ _3"></span> <span class="_ _8"></span>akcji pracow<span class="_ _0"></span>niczych<span class="ff3"> <span class="_ _5"></span><span class="ls2">..................................<span class="ls0"> 1<span class="_ _8"></span>07<span class="fc0"> </span></span></span></span></span></span></span></div><div class="t m0 x2 h4 y4e ff1 fs1 fc1 sc0 ls0 ws0">12.2.<span class="ff3 fc0"> <span class="_ _b"> </span></span><span class="ff2">Wpływ czynników i ni<span class="_ _0"></span>etypow<span class="_ _0"></span>ych zdarzeń na<span class="_ _0"></span> wynik finansowy<span class="_ _0"></span> za 2021r.<span class="ff3"> <span class="_ _3"></span><span class="ls2">...................<span class="ls0"> <span class="_ _8"></span>108<span class="fc0"> </span></span></span></span></span></div><div class="t m0 x2 h4 y4f ff1 fs1 fc1 sc0 ls0 ws0">12.3.<span class="ff3 fc0"> <span class="_ _b"> </span></span><span class="ff2">Zmiany w podstawow<span class="_ _0"></span>ych zasadach<span class="_ _3"></span> <span class="_ _8"></span>zarządzania p<span class="_ _3"></span>r<span class="_ _8"></span>zedsiębiorstwe<span class="_ _3"></span>m<span class="_ _8"></span><span class="ff3"> <span class="_ _9"></span><span class="ls2">.........................<span class="ls0"> 108<span class="fc0"> </span></span></span></span></span></div><div class="t m0 x2 h4 y50 ff1 fs1 fc1 sc0 ls0 ws0">12.4.<span class="ff3 fc0"> <span class="_ _b"> </span></span><span class="ff2">Zarząd i Rada <span class="_ _8"></span>Nadzorcza oraz zmiany w organach nadzorujących i<span class="_ _8"></span></span> <span class="ff2">zarządzających w </span></div><div class="t m0 x3 h4 y51 ff2 fs1 fc1 sc0 ls0 ws0">Spółkach Grupy<span class="_ _0"></span><span class="ff3"> <span class="_ _9"></span><span class="ls2">....................................................................................................................<span class="ls0"> <span class="_ _8"></span>108<span class="fc0"> </span></span></span></span></div><div class="t m0 x2 h4 y52 ff1 fs1 fc1 sc0 ls0 ws0">12.5.<span class="ff3 fc0"> <span class="_ _b"> </span></span><span class="ff2">Informacja <span class="_ _1a"> </span>o <span class="_ _1a"> </span>osobistych, <span class="_ _1a"> </span>faktycznych <span class="_ _1a"> </span>i <span class="_ _1b"> </span>organizacyjnych<span class="_ _3"></span> <span class="_ _1b"> </span>powiązaniach <span class="_ _1a"> </span>członków </span></div><div class="t m0 x3 h3 y53 ff2 fs1 fc1 sc0 ls0 ws0">Zarządu i <span class="_ _8"></span>Rady Nadzorczej<span class="_ _0"></span> <span class="_ _8"></span>z określonymi akcjonariuszami<span class="_ _0"></span> <span class="_ _8"></span>posiadającymi<span class="_ _3"></span> <span class="_ _8"></span>co <span class="_ _8"></span>najmniej </div><div class="t m0 x3 h4 y54 ff2 fs1 fc1 sc0 ls0 ws0">5% głosów na Walny<span class="_ _3"></span>m <span class="_ _8"></span>Zgromadzeniu<span class="_ _3"></span> Akcjonariu<span class="ff1">szy MIRBUD S.A<span class="_ _0"></span>.<span class="ff3"> <span class="_ _1c"></span><span class="ls2">..........................<span class="ls0"> 111<span class="fc0"> </span></span></span></span></span></div><div class="t m0 x2 h4 y55 ff1 fs1 fc1 sc0 ls0 ws0">12.6.<span class="ff3 fc0"> <span class="_ _b"> </span></span><span class="ff2">Wynagrodzenia<span class="_ _0"></span> osób zarządzający<span class="_ _0"></span>ch i nadzoru<span class="_ _3"></span>j<span class="_ _8"></span>ących<span class="ff3"> <span class="_ _3"></span><span class="ls2">.................................................<span class="ls0"> 112<span class="fc0"> </span></span></span></span></span></div><div class="t m0 x2 h3 y56 ff2 fs1 fc1 sc0 ls0 ws0">W <span class="_ _f"></span>spółce <span class="_ _f"></span>celow<span class="_ _0"></span>ej <span class="_ _f"></span>JHM <span class="_ _f"></span>1 <span class="_ _f"></span>Sp. <span class="_ _f"></span>z <span class="_ _f"></span>o.o<span class="_ _0"></span>. <span class="_ _f"></span>w <span class="_ _f"></span>okresie <span class="_ _c"></span>01.01.2021 <span class="_ _f"></span><span class="ff1">- <span class="_ _f"></span></span>31.12.2021 <span class="_ _f"></span>Zarząd <span class="_ _f"></span>nie <span class="_ _c"></span>pobierał </div><div class="t m0 x3 h4 y57 ff1 fs1 fc1 sc0 ls0 ws0">wynagrodzenia.<span class="_ _0"></span><span class="ff3"> <span class="_ _2"></span><span class="ls2">....................................................................................................................<span class="ls0"> <span class="_ _8"></span>116<span class="fc0"> </span></span></span></span></div><div class="t m0 x2 h3 y58 ff2 fs1 fc1 sc0 ls0 ws0">W <span class="_ _f"></span>spółce <span class="_ _f"></span>celow<span class="_ _0"></span>ej <span class="_ _f"></span>JHM <span class="_ _f"></span>2 <span class="_ _f"></span>Sp. <span class="_ _f"></span>z <span class="_ _f"></span>o.o<span class="_ _0"></span>. <span class="_ _f"></span>w <span class="_ _f"></span>okresie <span class="_ _c"></span>01.01.2021 <span class="_ _f"></span><span class="ff1">- <span class="_ _f"></span></span>31.12.2021 <span class="_ _f"></span>Zarząd <span class="_ _f"></span>nie <span class="_ _c"></span>pobierał </div><div class="t m0 x3 h4 y59 ff1 fs1 fc1 sc0 ls0 ws0">wynagrodzenia.<span class="_ _0"></span><span class="ff3"> <span class="_ _2"></span><span class="ls2">....................................................................................................................<span class="ls0"> <span class="_ _8"></span>116<span class="fc0"> </span></span></span></span></div><div class="t m0 x2 h4 y5a ff1 fs1 fc1 sc0 ls0 ws0">12.6.1.<span class="ff3 fc0"> <span class="_ _2"></span><span class="ff2 fc1">Umowy <span class="_ _1d"> </span>zawarte <span class="_ _1d"> </span>mi<span class="_ _0"></span>ędzy <span class="_ _1d"> </span>emi<span class="_ _0"></span>tentem <span class="_ _1d"> </span>a <span class="_ _1d"> </span>osob<span class="_ _0"></span>ami <span class="_ _1d"> </span>zarządzają<span class="_ _0"></span>cymi, <span class="_ _1d"> </span>przewi<span class="_ _0"></span>dujące </span></span></div><div class="t m0 x3 h3 y5b ff2 fs1 fc1 sc0 ls0 ws0">rekompensatę <span class="_ _8"></span>w <span class="_ _c"></span>przypa<span class="_ _0"></span>dku <span class="_ _8"></span>ich <span class="_ _c"></span>rezygnacji <span class="_ _8"></span>lub <span class="_ _c"></span>zwolnienia <span class="_ _8"></span>z <span class="_ _8"></span>zajm<span class="_ _8"></span>owanego <span class="_ _8"></span>stanowiska </div></div><a class="l" href="#pf62" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:1468.020000px;width:461.160000px;height:12.650000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf62" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:1442.720000px;width:461.160000px;height:12.650000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf62" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:1405.860000px;width:446.950000px;height:18.430000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf62" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:1405.860000px;width:458.100000px;height:18.430000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf62" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:1380.560000px;width:461.160000px;height:12.650000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf62" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:1355.260000px;width:461.160000px;height:12.650000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf62" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:1329.960000px;width:461.160000px;height:12.650000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf62" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:1304.660000px;width:461.160000px;height:12.650000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf62" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:1267.820000px;width:446.950000px;height:18.420000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf62" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:1267.820000px;width:458.100000px;height:18.420000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf63" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:1230.960000px;width:446.950000px;height:18.430000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf63" ><span class="d m1" style="border-style:none;position:absolute;left:1022.100000px;bottom:1230.960000px;width:15.650000px;height:18.430000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf63" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:1205.660000px;width:461.160000px;height:12.650000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf63" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:1180.360000px;width:461.160000px;height:12.650000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf63" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:1155.060000px;width:461.160000px;height:12.650000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf63" ><span class="d m1" 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style="border-style:none;position:absolute;left:137.200000px;bottom:250.240000px;width:461.160000px;height:12.650000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf74" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:213.380000px;width:441.370000px;height:18.430000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf74" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:213.380000px;width:458.100000px;height:18.430000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf74" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:188.092000px;width:461.160000px;height:12.644000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf74" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:162.794000px;width:461.160000px;height:12.649000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf4" class="pf w0 h0" ><div class="pc pc4 w0 h0"><img class="bi x4 y2a w3 h5" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x5 h6 y2b ff4 fs2 fc2 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI GRUPY KAPITAŁOWEJ <span class="ff3">MIRBUD ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc3"> </span></span></div><div class="t m0 x6 h4 y2c ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y2d w4 h7"><div class="t m0 x7 h8 y2e ff2 fs3 fc2 sc0 ls0 ws0">Grupa Kapitałowa MIR<span class="_ _8"></span>BUD<span class="ff1"> <span class="ls6">| <span class="_ _8"></span></span></span>ZASADY SPORZ<span class="_ _8"></span>ĄDZANIA SPR<span class="_ _8"></span>AWOZDANIA </div><div class="t m0 x8 h8 y2f ff1 fs3 fc2 sc0 ls0 ws0">FINANSOWEGO<span class="_ _8"></span> </div></div><div class="c x9 y2d w5 h7"><div class="t m0 xa h4 y30 ff3 fs1 fc4 sc0 ls0 ws0">4 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h4 y31 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3 h3 y32 ff2 fs1 fc1 sc0 ls0 ws0">bez <span class="_ _11"> </span>ważne<span class="_ _0"></span>j <span class="_ _11"> </span>przyczyny<span class="_ _3"></span>  lub <span class="_ _11"> </span>gd<span class="_ _0"></span>y <span class="_ _11"> </span>ich<span class="_ _3"></span>  odwołani<span class="_ _0"></span>e <span class="_ _11"> </span>lub <span class="_ _11"> </span>zwolnieni<span class="_ _0"></span>e <span class="_ _11"> </span>następuj<span class="_ _0"></span>e <span class="_ _11"> </span>z <span class="_ _11"> </span>pow<span class="_ _0"></span>odu </div><div class="t m0 x3 h4 y5c ff2 fs1 fc1 sc0 ls0 ws0">połączenia emiten<span class="_ _0"></span>ta przez prze<span class="_ _0"></span>jęcie;<span class="ff3"> <span class="_ _e"></span><span class="ls2">................................................................................<span class="ls0"> 116<span class="fc0"> </span></span></span></span></div><div class="t m0 x2 h4 y5d ff1 fs1 fc1 sc0 ls0 ws0">12.6.2.<span class="ff3 fc0"> <span class="_ _2"></span><span class="ff1 fc1">Informacje <span class="_ _12"> </span>o <span class="_ _12"> </span>wszelkich <span class="_ _1e"> </span><span class="ff2">zobowiązani<span class="_ _0"></span>ach <span class="_ _12"> </span>wynikających <span class="_ _12"> </span>z <span class="_ _12"> </span>emerytur <span class="_ _12"> </span>i <span class="_ _12"> </span>świadczeń <span class="_ _12"> </span>o </span></span></span></div><div class="t m0 x3 h3 y35 ff2 fs1 fc1 sc0 ls0 ws0">podobnym <span class="_ _6"> </span>charakterze <span class="_ _7"> </span>dla <span class="_ _6"></span>byłych <span class="_ _7"> </span>osób <span class="_ _7"> </span>zarządz<span class="_ _0"></span>ających, <span class="_ _7"> </span>nadzoru<span class="_ _3"></span>j<span class="_ _8"></span>ących <span class="_ _6"></span>albo <span class="_ _7"> </span>byłych </div><div class="t m0 x3 h3 y36 ff2 fs1 fc1 sc0 ls0 ws0">członków <span class="_ _8"></span>organów <span class="_ _c"></span>administrujących <span class="_ _8"></span>oraz <span class="_ _8"></span>o <span class="_ _f"></span>zobo<span class="_ _0"></span>wiązaniach<span class="_ _0"></span> <span class="_ _c"></span>zaciągniętych <span class="_ _c"></span>w <span class="_ _c"></span>związku </div><div class="t m0 x3 h4 y5e ff1 fs1 fc1 sc0 ls0 ws0">z tymi emerytu<span class="_ _3"></span>r<span class="_ _8"></span>ami,<span class="ff3"> <span class="_ _3"></span><span class="ls2">.............................................................................................................<span class="ls0"> <span class="_ _8"></span>116<span class="fc0"> </span></span></span></span></div><div class="t m0 x2 h4 y8 ff1 fs1 fc1 sc0 ls0 ws0">12.7.<span class="ff3 fc0"> <span class="_ _b"> </span></span><span class="ff2">Informacje <span class="_ _c"></span>o <span class="_ _f"></span>akcjach <span class="_ _f"></span>pra<span class="_ _3"></span>cowniczych <span class="_ _f"></span>i <span class="_ _f"></span>ograniczen<span class="_ _0"></span>iach <span class="_ _f"></span>przenoszeni<span class="_ _0"></span>a <span class="_ _f"></span>praw<span class="_ _0"></span>a <span class="_ _f"></span>własności </span></div><div class="t m0 x3 h4 y5f ff2 fs1 fc1 sc0 ls0 ws0">papierów wartości<span class="_ _0"></span>owych MIRBU<span class="_ _0"></span>D S.A.<span class="ff3"> <span class="ls2">...........................................................................</span> 116<span class="fc0"> </span></span></div><div class="t m0 x2 h4 y60 ff1 fs1 fc1 sc0 ls0 ws0">12.8.<span class="ff3 fc0"> <span class="_ _b"> </span></span><span class="ff2">Wszelkie <span class="_ _1f"> </span>ograniczenia<span class="_ _3"></span> <span class="_ _20"> </span>dotyczące <span class="_ _1f"> </span>przenosz<span class="_ _0"></span>enia <span class="_ _1f"> </span>prawa <span class="_ _1f"> </span>własności<span class="_ _0"></span> <span class="_ _1f"> </span>papierów </span></div><div class="t m0 x3 h3 y3a ff2 fs1 fc1 sc0 ls0 ws0">wartościowych<span class="_ _0"></span> <span class="_ _2"></span>Spółki <span class="_ _3"></span>oraz <span class="_ _2"></span>wszelkie <span class="_ _2"></span>ograniczenia <span class="_ _1c"></span>w <span class="_ _3"></span>zakresie <span class="_ _2"></span>wykonywania <span class="_ _1c"></span>prawa <span class="_ _3"></span>głosu </div><div class="t m0 x3 h4 y61 ff2 fs1 fc1 sc0 ls0 ws0">przypadające na<span class="_ _0"></span> akcje Spół<span class="_ _0"></span>ki<span class="ff3"> <span class="ls2">............................................................................................</span> <span class="_ _8"></span>116<span class="fc0"> </span></span></div><div class="t m0 x2 h4 y62 ff1 fs1 fc1 sc0 ls0 ws0">12.9.<span class="ff3 fc0"> <span class="_ _b"> </span></span>Pracownicy<span class="ff3"> <span class="_ _e"></span><span class="ls2">............................................................................................................................<span class="ls0"> <span class="_ _8"></span>117<span class="fc0"> </span></span></span></span></div><div class="t m0 x2 h4 y63 ff1 fs1 fc1 sc0 ls0 ws0">12.10.<span class="ff3 fc0"> <span class="_ _21"> </span></span><span class="ff2">Polityka różnorodno<span class="_ _0"></span>ści<span class="ff3"> <span class="_ _5"></span><span class="ls2">........................................................................................................<span class="ls0"> <span class="_ _8"></span>117<span class="fc0"> </span></span></span></span></span></div><div class="t m0 x2 h4 y64 ff1 fs1 fc1 sc0 ls0 ws0">12.11.<span class="ff3 fc0"> <span class="_ _21"> </span></span><span class="ff2">Informacje <span class="_ _11"> </span>do<span class="_ _0"></span>tyczące <span class="_ _11"> </span>umów <span class="_ _11"> </span>z<span class="_ _3"></span>  podmiotami <span class="_ _11"> </span>upraw<span class="_ _0"></span>nionymi <span class="_ _11"> </span>do <span class="_ _11"> </span>badania<span class="_ _3"></span>  sprawozdań<span class="_ _3"></span> </span></div><div class="t m0 x3 h4 y65 ff1 fs1 fc1 sc0 ls0 ws0">finansowych<span class="_ _0"></span><span class="ff3"> <span class="_ _2"></span><span class="ls2">..........................................................................................................................<span class="ls0"> <span class="_ _8"></span>117<span class="fc0"> </span></span></span></span></div><div class="t m0 x2 h4 y66 ff1 fs1 fc1 sc0 ls0 ws0">12.12.<span class="ff3 fc0"> <span class="_ _21"> </span></span><span class="ff2">Informacje <span class="_ _1b"> </span>o <span class="_ _d"> </span>istotnych<span class="_ _0"></span> <span class="_ _d"> </span>postępowani<span class="_ _0"></span>ach <span class="_ _1b"> </span>toczących <span class="_ _d"> </span>się <span class="_ _1b"> </span>przed <span class="_ _d"> </span>Sądem, <span class="_ _1b"> </span>organem </span></div><div class="t m0 x3 h3 y67 ff2 fs1 fc1 sc0 ls0 ws0">właściwym <span class="_ _13"> </span>dla <span class="_ _13"> </span>postępow<span class="_ _0"></span>ania <span class="_ _13"> </span>arbitrażowego  lub <span class="_ _12"> </span>organem <span class="_ _13"> </span>administrac<span class="_ _0"></span>ji <span class="_ _13"> </span>publicznej<span class="_ _0"></span> </div><div class="t m0 x3 h4 y68 ff2 fs1 fc1 sc0 ls0 ws0">dotyczących zobowi<span class="_ _0"></span>ązań oraz w<span class="_ _0"></span>ierzytelności emiten<span class="_ _0"></span>ta lub jego jednos<span class="_ _0"></span>tki<span class="ff3"> <span class="_ _10"></span><span class="ls2">.................<span class="ls0"> <span class="_ _8"></span>118<span class="fc0"> </span></span></span></span></div><div class="t m0 x2 h4 y69 ff1 fs1 fc1 sc0 ls1 ws0">13.<span class="ff3 fc0 ls0"> <span class="_ _18"> </span><span class="ff2 fc1">OŚWIADCZE<span class="_ _0"></span>NIE <span class="_ _4"> </span>GRUPY <span class="_ _22"> </span>KAPITAŁOWEJ<span class="_ _0"></span> <span class="_ _22"> </span>NA <span class="_ _4"> </span>TEMAT <span class="_ _4"> </span>I<span class="_ _8"></span>NFORMAC<span class="_ _0"></span>JI </span></span></div><div class="t m0 x3 h4 y6a ff1 fs1 fc1 sc0 ls0 ws0">NIEFINANSOWYC<span class="_ _0"></span>H<span class="ff3 ls2">............................................................................................................<span class="ls0"> 119<span class="fc0"> </span></span></span></div><div class="t m0 x2 h4 y6b ff1 fs1 fc1 sc0 ls1 ws0">14.<span class="ff3 fc0 ls0"> <span class="_ _18"> </span><span class="ff2 fc1">OŚWIADCZE<span class="_ _0"></span>NIE <span class="_ _16"> </span>O<span class="_ _0"></span> <span class="_ _23"> </span>STOSOWANIU <span class="_ _23"> </span>ŁADU<span class="_ _3"></span> <span class="_ _16"> </span>KORPORAC<span class="_ _0"></span>YJNEGO <span class="_ _23"> </span>SPÓŁKI </span></span></div><div class="t m0 x3 h4 y46 ff1 fs1 fc1 sc0 ls0 ws0">MIRBUD S.A.<span class="_ _0"></span><span class="ff3"> <span class="_ _9"></span><span class="ls2">........................................................................................................................<span class="ls0"> <span class="_ _8"></span>119<span class="fc0"> </span></span></span></span></div><div class="t m0 x2 h3 y47 ff1 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y6c ff1 fs4 fc0 sc0 ls0 ws0"> <span class="_ _24"> </span> </div></div><a class="l" href="#pf74" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:1468.020000px;width:461.160000px;height:12.650000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf74" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:1431.160000px;width:441.370000px;height:18.430000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf74" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:1431.160000px;width:458.100000px;height:18.430000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf74" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:1405.860000px;width:461.160000px;height:12.650000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf74" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:1380.560000px;width:461.160000px;height:12.650000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf74" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:1355.260000px;width:461.160000px;height:12.650000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf74" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:1318.400000px;width:441.370000px;height:18.430000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf74" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:1318.400000px;width:458.100000px;height:18.430000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf74" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:1293.120000px;width:461.160000px;height:12.640000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf74" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:1256.260000px;width:441.370000px;height:18.430000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf74" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:1256.260000px;width:458.100000px;height:18.430000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf74" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:1230.960000px;width:461.160000px;height:12.650000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf74" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:1205.660000px;width:461.160000px;height:12.650000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf74" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:1168.800000px;width:441.370000px;height:18.430000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf74" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:1168.800000px;width:458.100000px;height:18.430000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf75" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:1131.940000px;width:441.370000px;height:18.430000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf75" ><span class="d m1" style="border-style:none;position:absolute;left:1010.940000px;bottom:1131.940000px;width:21.230000px;height:18.430000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf75" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:1095.100000px;width:441.370000px;height:18.420000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf75" ><span class="d m1" style="border-style:none;position:absolute;left:1010.940000px;bottom:1095.100000px;width:21.230000px;height:18.420000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf75" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:1069.800000px;width:461.160000px;height:12.650000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf75" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:1032.940000px;width:441.370000px;height:18.430000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf75" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:1032.940000px;width:458.100000px;height:18.430000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf76" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:1007.640000px;width:461.160000px;height:12.650000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf76" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:982.340000px;width:461.160000px;height:12.650000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf76" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:945.480000px;width:441.370000px;height:18.430000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf76" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:945.480000px;width:458.100000px;height:18.430000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf77" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:920.200000px;width:461.160000px;height:12.640000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf77" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:883.340000px;width:441.370000px;height:18.430000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf77" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:883.340000px;width:458.100000px;height:18.430000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf77" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:858.040000px;width:461.160000px;height:12.650000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf77" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:821.180000px;width:441.370000px;height:18.430000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf77" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:821.180000px;width:458.100000px;height:18.430000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf5" class="pf w0 h0" ><div class="pc pc5 w0 h0"><img class="bi x4 y2a w3 h5" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x5 h6 y2b ff4 fs2 fc2 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI GRUPY KAPITAŁOWEJ <span class="ff3">MIRBUD ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc3"> </span></span></div><div class="t m0 x6 h4 y2c ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y2d w4 h7"><div class="t m0 x7 h8 y2e ff2 fs3 fc2 sc0 ls0 ws0">Grupa Kapitałowa MIR<span class="_ _8"></span>BUD<span class="ff1"> <span class="ls6">| <span class="_ _8"></span></span></span>ZASADY SPORZ<span class="_ _8"></span>ĄDZANIA SPR<span class="_ _8"></span>AWOZDANIA </div><div class="t m0 x8 h8 y2f ff1 fs3 fc2 sc0 ls0 ws0">FINANSOWEGO<span class="_ _8"></span> </div></div><div class="c x9 y2d w5 h7"><div class="t m0 xa h4 y30 ff3 fs1 fc4 sc0 ls0 ws0">5 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h4 y31 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h2 y6d ff1 fs0 fc0 sc0 ls8 ws0">1.<span class="ls0"> <span class="_ _21"> </span><span class="ff2">ZASADY SPORZĄDZAN<span class="_ _0"></span>IA SPRA<span class="_ _0"></span>WOZDANIA FI<span class="_ _0"></span>NANSOWEG<span class="_ _0"></span>O<span class="ff1"> </span></span></span></div><div class="t m0 xb h8 y6e ff2 fs3 fc0 sc0 ls0 ws0">Prezentowane <span class="_ _25"> </span>sprawozda<span class="_ _8"></span>nie <span class="_ _1d"> </span>fin<span class="_ _8"></span>ansowe <span class="_ _25"> </span>zostało <span class="_ _25"> </span>sporządzone <span class="_ _25"> </span>zgodnie <span class="_ _1d"> </span>z<span class="_ _8"></span> </div><div class="t m0 xb h8 y6f ff2 fs3 fc0 sc0 ls0 ws0">Międzynarodowymi <span class="_ _1a"> </span>Stand<span class="_ _8"></span>ardami <span class="_ _14"> </span>Spraw<span class="_ _8"></span>ozdawczości <span class="_ _1a"> </span>Finansowej <span class="_ _1a"> </span>(MSSF) <span class="_ _1a"> </span>w </div><div class="t m0 xb h8 y70 ff2 fs3 fc0 sc0 ls0 ws0">szczególności <span class="_ _26"> </span>w <span class="_ _26"> </span>zgodności <span class="_ _26"> </span>z <span class="_ _26"> </span>MSR <span class="_ _26"> </span>27 <span class="_ _27"> </span>„Skonsolidowa<span class="_ _8"></span>ne <span class="_ _27"> </span>i <span class="_ _26"> </span>jednostkow<span class="_ _8"></span>e </div><div class="t m0 xb h8 y71 ff2 fs3 fc0 sc0 ls0 ws0">sprawozdania <span class="_ _7"> </span>f<span class="_ _8"></span>inansowe” <span class="_ _7"> </span>i <span class="_ _7"> </span> <span class="_ _7"> </span>z<span class="_ _8"></span> <span class="_ _7"> </span>Rozporządzeniem <span class="_ _7"> </span>M<span class="_ _8"></span>inistra <span class="_ _7"> </span>Finan<span class="_ _8"></span>s<span class="_ _8"></span>ów <span class="_ _7"> </span>z <span class="_ _7"> </span>dnia <span class="_ _21"> </span>29<span class="_ _0"></span> </div><div class="t m0 xb h8 y72 ff2 fs3 fc0 sc0 ls0 ws0">marca <span class="_ _8"></span>2018 <span class="_ _c"></span>roku <span class="_ _8"></span>w <span class="_ _c"></span>sprawie <span class="_ _c"></span>informacji <span class="_ _8"></span>b<span class="_ _8"></span>ieżących <span class="_ _8"></span>i <span class="_ _c"></span>okresowych <span class="_ _8"></span>prz<span class="_ _8"></span>ekazywanych </div><div class="t m0 x2 h8 y73 ff2 fs3 fc0 sc0 ls0 ws0">przez <span class="_ _6"></span>emitentów <span class="_ _6"></span>papierów <span class="_ _6"> </span>wartościowych <span class="_ _6"> </span>oraz<span class="_ _8"></span> <span class="_ _f"></span>z<span class="_ _8"></span>godnie <span class="_ _6"></span>z <span class="_ _6"></span>odpowiednimi <span class="_ _6"></span>standardami<span class="_ _8"></span> <span class="_ _f"></span>rac<span class="_ _8"></span>hunkowości </div><div class="t m0 x2 h8 y74 ff2 fs3 fc0 sc0 ls0 ws0">mającymi <span class="_ _f"></span>zastosowan<span class="_ _8"></span>ie <span class="_ _f"></span>do <span class="_ _f"></span><span class="ff1">r<span class="_ _8"></span>ocznej <span class="_ _f"></span></span>sprawozd<span class="_ _8"></span>awczości <span class="_ _f"></span>finans<span class="_ _8"></span>owej <span class="_ _f"></span>przyj<span class="_ _8"></span>ętymi <span class="_ _f"></span>prz<span class="_ _8"></span>ez <span class="_ _f"></span>Unię <span class="_ _f"></span>Euro<span class="_ _8"></span>pejską, </div><div class="t m0 x2 h8 y75 ff2 fs3 fc0 sc0 ls0 ws0">opublikowanymi i obow<span class="_ _8"></span>iązujący<span class="_ _8"></span>mi w czasie przygotowy<span class="_ _8"></span>wania rocznego sprawozd<span class="_ _8"></span>ania finansowego. <span class="_ _c"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 y76 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y77 ff2 fs3 fc0 sc0 ls0 ws0">Skonsolidowane <span class="_ _d"> </span>s<span class="_ _8"></span>prawozdanie <span class="_ _d"> </span>f<span class="_ _8"></span>inansowe <span class="_ _d"> </span>zos<span class="_ _8"></span>tało <span class="_ _27"> </span>sporządzone <span class="_ _d"> </span>prz<span class="_ _8"></span>y <span class="_ _d"> </span>założeniu <span class="_ _d"> </span>k<span class="_ _8"></span>ontynuowa<span class="_ _8"></span>nia </div><div class="t m0 x2 h8 y78 ff2 fs3 fc0 sc0 ls0 ws0">działalności gospodarczej przez MIRB<span class="_ _0"></span>UD S.A., jak <span class="_ _3"></span>i przez spółki <span class="_ _3"></span>wch<span class="_ _8"></span>odzące w <span class="_ _3"></span>skł<span class="_ _8"></span>ad Grupy <span class="_ _3"></span>Kapit<span class="_ _8"></span>ałowej </div><div class="t m0 x2 h8 y79 ff2 fs3 fc0 sc0 ls0 ws0">w dającej <span class="_ _8"></span>się <span class="_ _8"></span>przewidzieć <span class="_ _8"></span>przyszłości. <span class="_ _8"></span>Na dzi<span class="_ _8"></span>eń autory<span class="_ _8"></span>zacji niniejs<span class="_ _8"></span>zego sprawoz<span class="_ _8"></span>dania f<span class="_ _8"></span>inansowego <span class="_ _8"></span>nie </div><div class="t m0 x2 h8 y7a ff2 fs3 fc0 sc0 ls0 ws0">stwierdza <span class="_ _21"> </span>się <span class="_ _21"> </span>i<span class="_ _0"></span>stnienia <span class="_ _21"> </span>okoliczności <span class="_ _21"> </span>wskazujących <span class="_ _21"> </span>na <span class="_ _21"> </span>zagrożenie <span class="_ _21"> </span>kontynuowania <span class="_ _21"> </span>działalności <span class="_ _21"> </span>przez </div><div class="t m0 x2 h8 y7b ff2 fs3 fc0 sc0 ls0 ws0">Spółki wchodzące w<span class="_ _8"></span> skład Grupy.<span class="_ _8"></span><span class="ff1">  </span></div><div class="t m0 x2 h8 y7c ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h8 y7d ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y7e ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y7f ff2 fs3 fc0 sc0 ls0 ws0">Sprawozdania finansowe <span class="_ _3"></span>z<span class="_ _8"></span>ostały <span class="_ _3"></span>s<span class="_ _8"></span>porządzone w <span class="_ _3"></span>tysiącac<span class="_ _8"></span>h <span class="_ _3"></span>złotych (tys. <span class="_ _3"></span>zł) i <span class="_ _3"></span>wszys<span class="_ _8"></span>tkie <span class="_ _3"></span>wartości,<span class="_ _8"></span> <span class="_ _3"></span>o ile <span class="_ _3"></span>nie </div><div class="t m0 x2 h8 y80 ff2 fs3 fc0 sc0 ls0 ws0">jest <span class="_ _21"> </span>to <span class="_ _21"> </span>wsk<span class="_ _8"></span>azane <span class="_ _21"> </span>inaczej,  po<span class="_ _0"></span>dane <span class="_ _21"> </span>są <span class="_ _21"> </span>w<span class="_ _8"></span> <span class="_ _21"> </span>tysiącach <span class="_ _21"> </span>zł<span class="_ _8"></span>otych. <span class="_ _21"> </span>Ewentualne <span class="_ _28"> </span>różnice <span class="_ _28"> </span>pomiędzy <span class="_ _21"> </span>kwot<span class="_ _8"></span>ami </div><div class="t m0 x2 h8 y55 ff2 fs3 fc0 sc0 ls0 ws0">ogółem, a sumą ich s<span class="_ _8"></span>kładników wy<span class="_ _8"></span>nikają z zaokrągleń.<span class="_ _8"></span> <span class="ff1"> </span></div><div class="t m0 x2 h8 y81 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y82 ff2 fs3 fc0 sc0 ls0 ws0">Zasady <span class="_ _7"> </span>rachunkowości <span class="_ _7"> </span>przyjęte <span class="_ _7"> </span>przy <span class="_ _7"> </span>sporządzaniu <span class="_ _7"> </span>sprawozdani<span class="_ _8"></span>a <span class="_ _6"> </span>f<span class="_ _8"></span>inansowego <span class="_ _7"> </span>szc<span class="_ _8"></span>zegółowo <span class="_ _6"> </span>z<span class="_ _8"></span>ostały </div><div class="t m0 x2 h8 y83 ff1 fs3 fc0 sc0 ls0 ws0">przestawione w<span class="_ _8"></span>e wprowadz<span class="_ _8"></span>eniu do s<span class="_ _8"></span>prawozdania <span class="_ _8"></span>finansowego z<span class="_ _8"></span>a <span class="_ _8"></span>ok<span class="_ _8"></span>res od 01.<span class="_ _8"></span>01.2021 do 3<span class="_ _8"></span>1.<span class="ls9">12</span>.2021 </div><div class="t m0 x2 h8 y84 ff1 fs3 fc0 sc0 ls0 ws0">r.  </div></div></div><div class="pi" ></div></div><div id="pf6" class="pf w0 h0" ><div class="pc pc6 w0 h0"><img class="bi x4 y2a w6 h5" alt="" src="data:image/png;base64,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"/><div class="c x0 y1 w2 h0"><div class="t m0 x5 h6 y2b ff4 fs2 fc2 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI GRUPY KAPITAŁOWEJ <span class="ff3">MIRBUD ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc3"> </span></span></div><div class="t m0 x6 h4 y2c ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y2d w4 ha"><div class="t m0 xd h8 y85 ff2 fs3 fc2 sc0 ls0 ws0">Grupa Kapitałowa MIR<span class="_ _8"></span>BUD<span class="ff1"> <span class="ls6">| <span class="_ _8"></span></span></span>DZIAŁALNO<span class="_ _8"></span>ŚĆ GRUPY KA<span class="_ _8"></span>PITAŁOWEJ MIRBUD<span class="_ _8"></span><span class="ff1"> </span></div></div><div class="c x9 y2d w5 ha"><div class="t m0 xa h4 y86 ff3 fs1 fc4 sc0 ls0 ws0">6 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h4 y31 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h2 y6d ff1 fs0 fc0 sc0 ls8 ws0">2.<span class="ls0"> <span class="_ _27"> </span><span class="ff2">DZIAŁALNOŚĆ GR<span class="_ _0"></span>UPY KAPITAŁOW<span class="_ _0"></span>EJ MIRBUD<span class="ff1"> </span></span></span></div><div class="t m0 x2 h4 y87 ff3 fs1 fc0 sc0 ls0 ws0">2.1.<span class="ff1"> <span class="_ _7"> </span><span class="ff5">Opis Grupy Kapita<span class="_ _0"></span>łowej i przedm<span class="_ _0"></span>iot działalnoś<span class="_ _0"></span>ci<span class="ff1"> </span></span></span></div><div class="t m0 x2 h8 y88 ff2 fs3 fc0 sc0 ls0 ws0">Grupa <span class="_ _14"> </span>Kapitałowa <span class="_ _14"> </span>M<span class="_ _8"></span>IRBUD <span class="_ _14"> </span>zatrudnia <span class="_ _14"> </span>1<span class="_ _8"></span>000 <span class="_ _14"> </span>pracownikó<span class="_ _8"></span>w, <span class="_ _14"> </span>wśród <span class="_ _14"> </span>który<span class="_ _8"></span>ch <span class="_ _14"> </span>znajduje <span class="_ _14"> </span>się <span class="_ _14"> </span>wy<span class="_ _8"></span>soko </div><div class="t m0 x2 h8 y89 ff2 fs3 fc0 sc0 ls0 ws0">wykwalifikowana <span class="_ _3"></span>kadr<span class="_ _8"></span>a <span class="_ _3"></span>inżynierska <span class="_ _3"></span>o <span class="_ _3"></span>różnorodnych <span class="_ _3"></span>sp<span class="_ _8"></span>ecjalizacjach <span class="_ _3"></span>w <span class="_ _3"></span>branży <span class="_ _3"></span>budo<span class="_ _8"></span>wlanej. <span class="_ _3"></span>Atutem <span class="_ _3"></span>Spółk<span class="_ _8"></span>i </div><div class="t m0 x2 h8 y8a ff1 fs3 fc0 sc0 ls0 ws0">jes<span class="ff2">t <span class="_ _3"></span>również <span class="_ _3"></span>rozwinięty <span class="_ _3"></span>park <span class="_ _3"></span>maszynowy <span class="_ _3"></span>zapewniający<span class="_ _8"></span> <span class="_ _3"></span>wykonywanie <span class="_ _3"></span>większości <span class="_ _3"></span>prac <span class="_ _3"></span>na <span class="_ _3"></span>bazie <span class="_ _3"></span>własnego<span class="_ _8"></span> </span></div><div class="t m0 x2 h8 y8b ff1 fs3 fc0 sc0 ls0 ws0">zaplecza. </div><div class="t m0 x2 hb y8c ff6 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hb y8d ff6 fs3 fc0 sc0 ls0 ws0">MIRBUD <span class="_ _21"> </span>S.A.<span class="ff1"> <span class="_ _21"> </span><span class="ff2">od <span class="_ _21"> </span>2008 <span class="_ _21"> </span>ro<span class="_ _8"></span>ku <span class="_ _21"> </span>sukcesywnie <span class="_ _21"> </span>buduje <span class="_ _21"> </span>stabilną <span class="_ _21"> </span>Grupę<span class="_ _8"></span> <span class="_ _21"> </span>Kapitałową <span class="_ _21"> </span>o <span class="_ _21"> </span>zdywersy<span class="_ _8"></span>fikowanej </span></span></div><div class="t m0 x2 h8 y8e ff2 fs3 fc0 sc0 ls0 ws0">działalności. <span class="_ _29"> </span>Zadania <span class="_ _29"> </span>inwesty<span class="_ _8"></span>cyjne <span class="_ _29"> </span>w <span class="_ _29"> </span>zakresie <span class="_ _29"> </span>budownictwa <span class="_ _29"> </span>mieszkan<span class="_ _8"></span>iowego <span class="_ _17"> </span>w <span class="_ _29"> </span>sy<span class="_ _8"></span>stemie </div><div class="t m0 x2 h8 y8f ff1 fs3 fc0 sc0 ls0 ws0">deweloperskim <span class="_ _8"></span>realizuje <span class="_ _8"></span>JH<span class="_ _8"></span>M DELO<span class="_ _8"></span>PMENT <span class="_ _8"></span>S.A., n<span class="_ _8"></span>atomiast z<span class="_ _8"></span>lokalizowana <span class="_ _8"></span>w <span class="_ _8"></span>podbydgoskiej <span class="_ _8"></span>Kobylarni<span class="_ _c"></span> </div><div class="t m0 x2 h8 y90 ff2 fs3 fc0 sc0 ls0 ws0">spółka <span class="_ _c"></span>KO<span class="_ _8"></span>BYLARNIA <span class="_ _f"></span>S.A. <span class="_ _f"></span>rozszerza <span class="_ _f"></span>zakres <span class="_ _c"></span>działalno<span class="_ _8"></span>ści <span class="_ _c"></span>grupy<span class="_ _8"></span> <span class="_ _c"></span>o<span class="_ _8"></span> <span class="_ _c"></span>roboty<span class="_ _8"></span> <span class="_ _c"></span>dro<span class="_ _8"></span>gowe <span class="_ _c"></span>i <span class="_ _f"></span>mostowe, <span class="_ _f"></span>a <span class="_ _c"></span>t<span class="_ _8"></span>akże </div><div class="t m0 x2 h8 y91 ff2 fs3 fc0 sc0 ls0 ws0">produkcję mas bitumicz<span class="_ _8"></span>nych.<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 y92 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y93 ff2 fs3 fc0 sc0 ls0 ws0">Ponadto <span class="_ _c"></span>do <span class="_ _8"></span>Grupy <span class="_ _c"></span>Kapitało<span class="_ _8"></span>wej <span class="_ _8"></span>MIRBU<span class="_ _8"></span>D <span class="_ _8"></span>na<span class="_ _8"></span>leży <span class="_ _8"></span>MARY<span class="_ _8"></span>WILSKA <span class="_ _8"></span>44 <span class="_ _c"></span>Sp. <span class="_ _c"></span>z <span class="_ _c"></span>o.o., <span class="_ _8"></span>któr<span class="_ _8"></span>a <span class="_ _8"></span>j<span class="_ _8"></span>est <span class="_ _8"></span>właścicie<span class="_ _8"></span>lem <span class="_ _8"></span>i </div><div class="t m0 x2 h8 y94 ff2 fs3 fc0 sc0 ls0 ws0">zarządza <span class="_ _c"></span>największ<span class="_ _8"></span>ym <span class="_ _c"></span>centrum <span class="_ _c"></span>handlow<span class="_ _8"></span>ym <span class="_ _c"></span>w <span class="_ _c"></span>o<span class="_ _8"></span>brębie <span class="_ _c"></span>Warsz<span class="_ _8"></span>awy. <span class="_ _c"></span>Począwszy <span class="_ _c"></span>od <span class="_ _c"></span>2021 <span class="_ _c"></span>roku <span class="_ _c"></span>s<span class="_ _8"></span>półka <span class="_ _c"></span>ta </div><div class="t m0 x2 h8 y95 ff2 fs3 fc0 sc0 ls0 ws0">jest <span class="_ _c"></span>również <span class="_ _c"></span>w<span class="_ _8"></span>łaścicielem <span class="_ _f"></span>i <span class="_ _c"></span>zarządcą <span class="_ _c"></span>P<span class="_ _8"></span>arku <span class="_ _c"></span>Mag<span class="_ _8"></span>azynowo <span class="_ _f"></span>–<span class="ff1"> <span class="_ _c"></span></span>L<span class="_ _8"></span>ogistycznego <span class="_ _f"></span>w <span class="_ _8"></span>Os<span class="_ _8"></span>tródzie <span class="_ _c"></span>oraz<span class="_ _8"></span> <span class="_ _c"></span>obiektów </div><div class="t m0 x2 h8 y96 ff2 fs3 fc0 sc0 ls0 ws0">handlowych  w  Starach<span class="_ _8"></span>owicach  i  Rum<span class="_ _8"></span>i.  Spółce  MARYWIL<span class="_ _8"></span>SKA  44  Sp.  z  o.o.<span class="_ _8"></span>  powierzono  funkc<span class="_ _8"></span>ję </div><div class="t m0 x2 h8 y97 ff2 fs3 fc0 sc0 ls0 ws0">zarządzającego <span class="_ _1e"> </span>ws<span class="_ _8"></span>zystkimi <span class="_ _1e"> </span>n<span class="_ _8"></span>ieruchomościami <span class="_ _1e"> </span>kom<span class="_ _8"></span>ercy<span class="_ _8"></span>jnymi <span class="_ _1e"> </span>pozostającymi <span class="_ _1e"> </span>w<span class="_ _8"></span>e <span class="_ _1e"> </span>własności <span class="_ _1e"> </span>Gru<span class="_ _8"></span>py </div><div class="t m0 x2 h8 y98 ff2 fs3 fc0 sc0 ls0 ws0">Kapitałowej MIRBUD.<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 y99 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y9a ff2 fs3 fc0 sc0 ls0 ws0">W <span class="_ _3"></span>listopadzie <span class="_ _3"></span>2017 <span class="_ _3"></span>roku <span class="_ _3"></span>Zarząd <span class="_ _3"></span>MIRBUD <span class="_ _3"></span>S.A. <span class="_ _3"></span>podjął <span class="_ _3"></span>dec<span class="_ _8"></span>yzję <span class="_ _3"></span>dotyczącą <span class="_ _3"></span>założenia <span class="_ _3"></span>jednoosobowej <span class="_ _3"></span>spółki </div><div class="t m0 x2 h8 y9b ff2 fs3 fc0 sc0 ls0 ws0">kapitałowej <span class="_ _7"> </span>pod <span class="_ _7"> </span>n<span class="_ _8"></span>azwą: <span class="_ _7"> </span>MІРБУ<span class="_ _8"></span>Д <span class="_ _7"> </span>Spółka <span class="_ _7"> </span>z <span class="_ _2a"> </span>ograniczoną <span class="_ _7"> </span>od<span class="_ _8"></span>powiedzialn<span class="_ _8"></span>oś<span class="_ _8"></span>cią <span class="_ _7"> </span>(naz<span class="_ _8"></span>wa <span class="_ _7"> </span>skrócona: <span class="_ _7"> </span>T<span class="_ _8"></span>OB </div><div class="t m0 x2 h8 y9c ff2 fs3 fc0 sc0 ls0 ws0">«MІРБУД») <span class="_ _c"></span>z <span class="_ _8"></span>s<span class="_ _8"></span>iedzibą <span class="_ _c"></span>w <span class="_ _c"></span>Kijowie. <span class="_ _c"></span>Spółka <span class="_ _c"></span>została <span class="_ _c"></span>zarej<span class="_ _8"></span>estrowana <span class="_ _8"></span>2<span class="_ _8"></span>5 <span class="_ _8"></span>s<span class="_ _8"></span>tycznia <span class="_ _c"></span>2018 <span class="_ _c"></span>r. <span class="_ _8"></span>Akt<span class="_ _8"></span>ualnie <span class="_ _8"></span>s<span class="_ _8"></span>półka </div><div class="t m0 x2 hb y9d ff2 fs3 fc0 sc0 ls0 ws0">nie prowadzi działal<span class="_ _8"></span>ności operacyjnej na tere<span class="_ _8"></span>nie Ukrainy.<span class="_ _8"></span><span class="ff6"> </span></div><div class="t m0 x2 hb y9e ff6 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hb y9f ff6 fs3 fc0 sc0 ls0 ws0">MIRBUD <span class="_ _3"></span>S.A. <span class="_ _3"></span><span class="ff2">j<span class="_ _8"></span>est <span class="_ _3"></span>jednostk<span class="_ _8"></span>ą <span class="_ _3"></span>dominującą <span class="_ _0"></span>i <span class="_ _3"></span>sporządza <span class="_ _3"></span>s<span class="_ _8"></span>konsolidowane <span class="_ _3"></span>spra<span class="_ _8"></span>wo<span class="_ _8"></span>zdan<span class="_ _8"></span>ie <span class="_ _3"></span>finansowe, <span class="_ _3"></span>w <span class="_ _0"></span>skład </span></div><div class="t m0 x2 h8 ya0 ff2 fs3 fc0 sc0 ls0 ws0">którego <span class="_ _c"></span>wch<span class="_ _8"></span>odzą <span class="_ _c"></span>spra<span class="_ _8"></span>wozdania <span class="_ _f"></span>jednostki <span class="_ _c"></span>d<span class="_ _8"></span>ominującej <span class="_ _f"></span>i <span class="_ _c"></span>jednostek <span class="_ _f"></span>zależnych <span class="_ _6"></span>–<span class="ff1"> <span class="_ _c"></span>JHM <span class="_ _f"></span>DEVELOPMENT </span></div><div class="t m0 x2 hb ya1 ff1 fs3 fc0 sc0 ls0 ws0">S.A., KOBYLARNIA<span class="_ _8"></span> S.A. oraz MARY<span class="_ _8"></span>WILSKA 44 Sp. z o.o.<span class="_ _8"></span><span class="ff6"> </span></div><div class="t m0 x2 hc y19 ff6 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hc ya2 ff6 fs4 fc0 sc0 ls0 ws0"> <span class="_ _24"> </span> </div></div></div><div class="pi" ></div></div><div id="pf7" class="pf w0 h0" ><div class="pc pc7 w0 h0"><img class="bi x4 y2a w6 h5" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x5 h6 y2b ff4 fs2 fc2 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI GRUPY KAPITAŁOWEJ <span class="ff3">MIRBUD ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc3"> </span></span></div><div class="t m0 x6 h4 y2c ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y2d w4 ha"><div class="t m0 xe h8 y85 ff2 fs3 fc2 sc0 ls0 ws0">Grupa Kapitałowa MIR<span class="_ _8"></span>BUD<span class="ff1"> <span class="ls6">| <span class="_ _8"></span></span></span>Opis Grupy Kapi<span class="_ _8"></span>tałowej i prz<span class="_ _8"></span>edmiot działalności<span class="_ _8"></span><span class="ff1"> </span></div></div><div class="c x9 y2d w5 ha"><div class="t m0 xa h4 y86 ff3 fs1 fc4 sc0 ls0 ws0">7 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h4 y31 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hc ya3 ff6 fs4 fc0 sc0 ls0 ws0">Podstawowe dane s<span class="ff5">półki dominującej</span> </div><div class="t m0 x2 h3 ya4 ff1 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hb ya5 ff6 fs3 fc0 sc0 ls0 ws0">MIRBUD <span class="_ _6"></span>S.A.<span class="ff1"> <span class="_ _6"></span><span class="ff2">powstał <span class="_ _6"></span>w <span class="_ _6"> </span>wyniku <span class="_ _6"></span>przekształcenia <span class="_ _6"> </span>spółki <span class="_ _6"></span>z<span class="_ _8"></span></span> <span class="ff2">ograniczoną<span class="_ _8"></span> <span class="_ _f"></span>od<span class="_ _8"></span>powiedzialnością <span class="_ _6"> </span>pod <span class="_ _6"></span>firmą </span></span></div><div class="t m0 x2 h8 y6f ff2 fs3 fc0 sc0 ls0 ws0">MIRBUD <span class="_ _c"></span>Spółka <span class="_ _c"></span>z <span class="_ _c"></span>o.o. <span class="_ _c"></span>w <span class="_ _c"></span>spółkę <span class="_ _c"></span>akcy<span class="_ _8"></span>jną, <span class="_ _8"></span>w<span class="_ _8"></span> <span class="_ _8"></span>trybie<span class="_ _8"></span> <span class="_ _8"></span>art.<span class="_ _8"></span> <span class="_ _8"></span>551 <span class="_ _c"></span>i <span class="_ _c"></span>następ<span class="_ _8"></span>nych <span class="_ _8"></span>K<span class="_ _8"></span>odeksu <span class="_ _c"></span>spółek <span class="_ _c"></span>handlowych.<span class="_ _8"></span> </div><div class="t m0 x2 h8 ya6 ff2 fs3 fc0 sc0 ls0 ws0">Spółka <span class="_ _2b"> </span>została <span class="_ _2b"> </span>zarej<span class="_ _8"></span>estrowana <span class="_ _2b"> </span>prz<span class="_ _8"></span>ez <span class="_ _2b"> </span>Sąd <span class="_ _2b"> </span>R<span class="_ _8"></span>ejonowy <span class="_ _2b"> </span>dla <span class="_ _2b"> </span>Łodz<span class="_ _8"></span>i<span class="_ _8"></span><span class="ff1">-</span>Śródmieśc<span class="_ _8"></span>ia <span class="_ _2b"> </span>w <span class="_ _2b"> </span>Ło<span class="ff1">dz<span class="_ _8"></span>i <span class="_ _2b"> </span>XX </span>Wydzi<span class="_ _8"></span>ał </div><div class="t m0 x2 h8 y5e ff2 fs3 fc0 sc0 ls0 ws0">Gospodarczy <span class="_ _8"></span>Krajowego <span class="_ _8"></span>Rejestru <span class="_ _8"></span>Sądowego <span class="_ _8"></span>pod num<span class="_ _8"></span>erem KR<span class="_ _8"></span>S 000027038<span class="_ _8"></span>5 w <span class="_ _8"></span>dniu <span class="_ _8"></span>22<span class="_ _c"></span><span class="ff1"> grudnia <span class="_ _8"></span>2006 </span></div><div class="t m0 x2 h8 ya7 ff2 fs3 fc0 sc0 ls0 ws0">roku. Czas trwania Sp<span class="_ _8"></span>ółki jest nieoznaczony.<span class="_ _c"></span><span class="ff1"> </span></div><div class="t m0 x2 hc ya8 ff6 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hc ya9 ff5 fs4 fc0 sc0 ls0 ws0">Jednostka <span class="_ _2c"> </span>zależna <span class="_ _20"> </span>od <span class="_ _2c"> </span>MIRBUD <span class="_ _2c"> </span>S.A. <span class="_ _2c"> </span><span class="ff6">- <span class="_ _2c"> </span>KOBYLARNIA <span class="_ _2c"> </span>S.A. <span class="_ _2c"> </span>(dawniej: </span></div><div class="t m0 x2 hc yaa ff5 fs4 fc0 sc0 ls0 ws0">Przedsiębiorstwo Budowy Dróg i Mostów KOBYLARNIA S.A.)<span class="ff6"> </span></div><div class="t m0 x2 h8 yab ff2 fs3 fc0 sc0 ls0 ws0">W <span class="_ _7"> </span>dniu <span class="_ _7"> </span>03.10.2011 <span class="_ _7"> </span>r. <span class="_ _7"> </span>Sąd <span class="_ _7"> </span>Rej<span class="_ _8"></span>onowy <span class="_ _7"> </span>w <span class="_ _7"> </span>Bydgoszcz<span class="_ _8"></span>y <span class="_ _7"> </span>XIII <span class="_ _7"> </span>Wydział <span class="_ _7"> </span><span class="ff1">G<span class="_ _8"></span>ospodarczy<span class="_ _8"></span> <span class="_ _7"> </span>Krajowego <span class="_ _7"> </span>Rejestru </span></div><div class="t m0 x2 h8 yac ff2 fs3 fc0 sc0 ls0 ws0">Sądowego <span class="_ _7"> </span>w<span class="_ _8"></span>pisał <span class="_ _7"> </span>przeksz<span class="_ _8"></span>tałcenie <span class="_ _7"> </span>Przedsię<span class="_ _8"></span>biorstwa <span class="_ _2a"> </span>Budowy <span class="_ _7"> </span>Dróg <span class="_ _2a"> </span>i <span class="_ _2a"> </span>Mostów <span class="_ _7"> </span>S<span class="_ _8"></span>półki <span class="_ _7"> </span>z <span class="_ _7"> </span>o.o.<span class="_ _8"></span> <span class="_ _7"> </span> <span class="_ _21"> </span>–<span class="ff1"> <span class="_ _7"> </span></span>sp<span class="_ _8"></span>ółki </div><div class="t m0 x2 h8 yad ff2 fs3 fc0 sc0 ls0 ws0">zależnej <span class="_ _8"></span>MIRBUD <span class="_ _c"></span>S.A., <span class="_ _8"></span>w<span class="_ _8"></span> <span class="_ _8"></span>Prz<span class="_ _8"></span>edsiębiorstwa <span class="_ _8"></span>Bud<span class="_ _8"></span>owy <span class="_ _8"></span>Dr<span class="_ _8"></span>óg <span class="_ _8"></span>i <span class="_ _8"></span>Mostów <span class="_ _c"></span>KOBYLARN<span class="_ _8"></span>IA <span class="_ _8"></span>Spółka <span class="_ _c"></span>Akcyjna <span class="_ _8"></span>do </div><div class="t m0 x2 h8 yae ff2 fs3 fc0 sc0 ls0 ws0">rejestru prz<span class="_ _8"></span>edsiębiorców <span class="_ _8"></span>Krajowego <span class="_ _8"></span>Rejes<span class="_ _8"></span>tru S<span class="_ _8"></span>ądowego, p<span class="_ _8"></span>od nr <span class="_ _8"></span>KRS 00<span class="_ _8"></span>00396760. <span class="_ _8"></span>Dnia 01.<span class="_ _8"></span>07.2020 r.<span class="_ _8"></span> </div><div class="t m0 x2 h8 yaf ff2 fs3 fc0 sc0 ls0 ws0">nastąpiła <span class="_ _0"></span>zmiana <span class="_ _0"></span>nazwy Spółki. <span class="_ _3"></span>Od <span class="_ _0"></span>tego dnia <span class="_ _3"></span>Spółka prowadzi <span class="_ _0"></span>działalność pod <span class="_ _3"></span>firmą: Kobylarnia S<span class="_ _0"></span>półka </div><div class="t m0 x2 h8 yb0 ff1 fs3 fc0 sc0 ls0 ws0">Akcyjna. </div></div><div class="c x2 yb1 w7 hd"><div class="t m0 xf he yb2 ff6 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x10 yb1 w8 hd"><div class="t m0 xa he yb3 ff6 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 yb4 w7 hf"><div class="t m0 xa he yb5 ff6 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xa he yb6 ff5 fs2 fc0 sc0 ls0 ws0">Pełna nazwa jednostki: <span class="ff6"> </span></div><div class="t m0 xa he yb7 ff6 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x10 yb4 w8 hf"><div class="t m0 xa he yb5 ff6 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xa he yb6 ff6 fs2 fc0 sc0 ls0 ws0">KOBYLARNIA S.A. <span class="ff1"> </span></div></div><div class="c x2 yb8 w7 h10"><div class="t m0 xa he y85 ff6 fs2 fc0 sc0 ls0 ws0">Siedziba jednostki:  </div></div><div class="c x10 yb8 w8 h10"><div class="t m0 xa h11 y85 ff1 fs2 fc0 sc0 ls0 ws0">Kobylarnia </div></div><div class="c x2 yb9 w7 h10"><div class="t m0 xa he y85 ff6 fs2 fc0 sc0 ls0 ws0">Forma prawna:  </div></div><div class="c x10 yb9 w8 h10"><div class="t m0 xa h11 y85 ff2 fs2 fc0 sc0 ls0 ws0">spółka akcyjna<span class="ff1"> </span></div></div><div class="c x2 yba w7 h12"><div class="t m0 xa he ybb ff6 fs2 fc0 sc0 ls0 ws0">NIP:  </div></div><div class="c x10 yba w8 h12"><div class="t m0 xa h11 ybb ff1 fs2 fc0 sc0 lsa ws0">953<span class="ls0">-</span>22<span class="ls0">-</span>34<span class="ls0">-789 </span></div></div><div class="c x2 ybc w9 h13"><div class="t m0 xa he ybd ff6 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x11 ybc wa h13"><div class="t m0 xa he ybe ff6 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 ybf w9 h14"><div class="t m0 xa he yc0 ff6 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xa he yc1 ff6 fs2 fc0 sc0 ls0 ws0">Nazwa emitenta: </div><div class="t m0 xa he yb7 ff6 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x11 ybf wa h14"><div class="t m0 xa he yc0 ff6 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xa he yc1 ff6 fs2 fc0 sc0 ls0 ws0">MIRBUD S.A. </div></div><div class="c x2 yc2 w9 ha"><div class="t m0 xa he yc3 ff6 fs2 fc0 sc0 ls0 ws0">Siedziba Emitenta:  </div></div><div class="c x11 yc2 wa ha"><div class="t m0 xa h11 yc3 ff1 fs2 fc0 sc0 ls0 ws0">Skierniewice </div></div><div class="c x2 yc4 w9 h15"><div class="t m0 xa he yc5 ff6 fs2 fc0 sc0 ls0 ws0">Forma prawna:  </div></div><div class="c x11 yc4 wa h15"><div class="t m0 xa h11 yc5 ff2 fs2 fc0 sc0 ls0 ws0">spółka akcyjna<span class="ff1"> </span></div></div><div class="c x2 yc6 w9 ha"><div class="t m0 xa he yc3 ff6 fs2 fc0 sc0 ls0 ws0">Kraj siedziby:  </div></div><div class="c x11 yc6 wa ha"><div class="t m0 xa h11 yc3 ff1 fs2 fc0 sc0 ls0 ws0">Polska </div></div><div class="c x2 yc7 w9 ha"><div class="t m0 xa he yc3 ff6 fs2 fc0 sc0 ls0 ws0">NIP:  </div></div><div class="c x11 yc7 wa ha"><div class="t m0 xa h11 yc3 ff1 fs2 fc0 sc0 lsa ws0">836<span class="ls0">-170-</span>22<span class="ls0">-</span>07<span class="ls0"> </span></div></div><div class="c x2 yc8 w9 h15"><div class="t m0 xa he yc5 ff6 fs2 fc0 sc0 ls0 ws0">REGON:  <span class="_ _2d"> </span> </div></div><div class="c x11 yc8 wa h15"><div class="t m0 xa h11 yc5 ff1 fs2 fc0 sc0 ls0 ws0">750772302 </div></div><div class="c x2 yc9 w9 ha"><div class="t m0 xa he yc3 ff6 fs2 fc0 sc0 ls0 ws0">Dane adresowe:  </div></div><div class="c x11 yc9 wa ha"><div class="t m0 xa h11 yc3 ff1 fs2 fc0 sc0 ls0 ws0">ul. Unii Europejskiej 18, 96-100 Skierniewice </div></div><div class="c x2 yca w9 ha"><div class="t m0 xa he yc3 ff6 fs2 fc0 sc0 ls0 ws0">Telefon <span class="ff5">–</span> centrala:  </div></div><div class="c x11 yca wa ha"><div class="t m0 xa h11 yc3 ff1 fs2 fc0 sc0 ls0 ws0">+ 48 (46) 833 98 65 </div></div><div class="c x2 ycb w9 h12"><div class="t m0 xa he ybb ff6 fs2 fc0 sc0 ls0 ws0">Fax:  </div></div><div class="c x11 ycb wa h12"><div class="t m0 xa h11 ybb ff1 fs2 fc0 sc0 ls0 ws0">+ 48 (46) 833 97 32 </div></div><div class="c x2 ycc w9 h16"><div class="t m0 xa he ycd ff6 fs2 fc0 sc0 ls0 ws0">Poczta elektroniczna:  </div></div><div class="c x11 ycc wa h16"><div class="t m0 xa h11 ycd ff1 fs2 fc0 sc0 ls0 ws0">sekretariat@mirbud.pl </div></div><div class="c x2 yce w9 ha"><div class="t m0 xa he yc3 ff6 fs2 fc0 sc0 ls0 ws0">Strona internetowa:  </div></div><div class="c x11 yce wa ha"><div class="t m0 xa h11 yc3 ff1 fs2 fc0 sc0 ls0 ws0">www.mirbud.pl </div></div></div><div class="pi" ></div></div><div id="pf8" class="pf w0 h0" ><div class="pc pc8 w0 h0"><img class="bi x4 y2a w3 h5" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x5 h6 y2b ff4 fs2 fc2 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI GRUPY KAPITAŁOWEJ <span class="ff3">MIRBUD ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc3"> </span></span></div><div class="t m0 x6 h4 y2c ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y2d w4 ha"><div class="t m0 xe h8 y85 ff2 fs3 fc2 sc0 ls0 ws0">Grupa Kapitałowa MIR<span class="_ _8"></span>BUD<span class="ff1"> <span class="ls6">| <span class="_ _8"></span></span></span>Opis Grupy Kapi<span class="_ _8"></span>tałowej i prz<span class="_ _8"></span>edmiot działalności<span class="_ _8"></span><span class="ff1"> </span></div></div><div class="c x9 y2d w5 ha"><div class="t m0 xa h4 y86 ff3 fs1 fc4 sc0 ls0 ws0">8 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h4 y31 ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 ycf w7 h12"><div class="t m0 xa he ybb ff6 fs2 fc0 sc0 ls0 ws0">REGON:  </div></div><div class="c x10 ycf w8 h12"><div class="t m0 xa h11 ybb ff1 fs2 fc0 sc0 ls0 ws0">091631706 </div></div><div class="c x2 yd0 w7 h10"><div class="t m0 xa he y85 ff6 fs2 fc0 sc0 ls0 ws0">Dane adresowe:  </div></div><div class="c x10 yd0 w8 h10"><div class="t m0 xa h11 y85 ff1 fs2 fc0 sc0 ls0 ws0">ul. Zakole 1, 86-051 Brzoza </div></div><div class="c x2 yd1 w7 h10"><div class="t m0 xa he y85 ff6 fs2 fc0 sc0 ls0 ws0">tel/fax  </div></div><div class="c x10 yd1 w8 h10"><div class="t m0 xa h11 y85 ff1 fs2 fc0 sc0 ls0 ws0">+48(52) 381-<span class="lsa">06</span>-<span class="lsb">10</span> </div></div><div class="c x2 yd2 w7 h12"><div class="t m0 xa he ybb ff6 fs2 fc0 sc0 ls0 ws0">Poczta elektroniczna:  </div></div><div class="c x10 yd2 w8 h12"><div class="t m0 xa h11 ybb ff1 fs2 fc0 sc0 ls0 ws0">sekretariat@kobylarnia.pl </div></div><div class="c x2 yd3 w7 h10"><div class="t m0 xa he y85 ff6 fs2 fc0 sc0 ls0 ws0">Strona internetowa:  </div></div><div class="c x10 yd3 w8 h10"><div class="t m0 xa h11 y85 ff1 fs2 fc0 sc0 ls0 ws0">www.kobylarnia.pl </div></div><div class="c x2 yd4 w7 h12"><div class="t m0 xa he ybb ff6 fs2 fc0 sc0 ls0 ws0">Kraj siedziby:  </div></div><div class="c x10 yd4 w8 h12"><div class="t m0 xa h11 ybb ff1 fs2 fc0 sc0 ls0 ws0">Polska </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 hc yd5 ff6 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hc yd6 ff5 fs4 fc0 sc0 ls0 ws0">Jednostka zależna od MIRBUD S.A. <span class="ff6">- JHM DEVELOPMENT S.A. </span></div><div class="t m0 x2 h8 yd7 ff2 fs3 fc0 sc0 ls0 ws0">Spółka <span class="_ _6"> </span>powstała <span class="_ _6"> </span>27.<span class="_ _8"></span>05.2008 <span class="_ _6"> </span>roku <span class="_ _6"> </span>na <span class="_ _7"> </span>podstawie <span class="_ _6"></span>aktu <span class="_ _6"> </span>notarial<span class="_ _8"></span>nego <span class="_ _6"></span>Repertoriu<span class="_ _8"></span>m <span class="_ _6"></span>„A” <span class="_ _6"> </span>Nr <span class="_ _6"> </span>3299/20<span class="_ _8"></span>08, <span class="_ _6"> </span>a </div><div class="t m0 x2 h8 yd8 ff2 fs3 fc0 sc0 ls0 ws0">następnie <span class="_ _8"></span>została <span class="_ _8"></span>prz<span class="_ _8"></span>ekształcona <span class="_ _8"></span>w <span class="_ _8"></span>dniu <span class="_ _8"></span>10.12<span class="_ _8"></span>.2010 r<span class="_ _8"></span>. <span class="_ _8"></span>w <span class="_ _8"></span>spółkę <span class="_ _8"></span>akcyj<span class="_ _8"></span>ną. <span class="_ _8"></span>W <span class="_ _c"></span>rejes<span class="_ _8"></span>trze <span class="_ _8"></span>przedsiębiorc<span class="_ _8"></span>ów </div><div class="t m0 x2 h8 yd9 ff2 fs3 fc0 sc0 ls0 ws0">Krajowego <span class="_ _2b"> </span>Rejestru <span class="_ _2b"> </span>Sądo<span class="_ _8"></span>wego, <span class="_ _11"> </span>J<span class="_ _8"></span>HM <span class="_ _11"> </span>D<span class="_ _8"></span>EVELOPM<span class="_ _8"></span>ENT <span class="_ _2b"> </span>S.A. <span class="_ _11"> </span>z<span class="_ _8"></span>ostała <span class="_ _2b"> </span>zarejestrowan<span class="_ _8"></span>a <span class="_ _11"> </span>pod <span class="_ _2b"> </span>nr <span class="_ _2b"> </span>K<span class="_ _8"></span>RS </div><div class="t m0 x2 h8 yda ff1 fs3 fc0 sc0 ls0 ws0">0000372753.<span class="_ _8"></span> </div></div><div class="c x2 ydb wb h17"><div class="t m0 xa he ydc ff6 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x12 ydb wc h17"><div class="t m0 xa he ydc ff6 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 ydd wb h14"><div class="t m0 xa he yc0 ff6 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xa he yc1 ff5 fs2 fc0 sc0 ls0 ws0">Pełna nazwa jednostki: <span class="ff6"> </span></div><div class="t m0 xa he yb7 ff6 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x12 ydd wc h14"><div class="t m0 xa he yc0 ff6 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xa he yc1 ff6 fs2 fc0 sc0 ls0 ws0">JHM DEVELOPMENT S.A.<span class="ff1"> </span></div></div><div class="c x2 yde wb h18"><div class="t m0 xa he yb7 ff6 fs2 fc0 sc0 ls0 ws0">Siedziba jednostki:  </div></div><div class="c x12 yde wc h18"><div class="t m0 xa h11 yb7 ff1 fs2 fc0 sc0 ls0 ws0">Skierniewice </div></div><div class="c x2 ydf wb h18"><div class="t m0 xa he yb7 ff6 fs2 fc0 sc0 ls0 ws0">Forma prawna:  </div></div><div class="c x12 ydf wc h18"><div class="t m0 xa h11 yb7 ff2 fs2 fc0 sc0 ls0 ws0">spółka akcyjna<span class="ff1"> </span></div></div><div class="c x2 ye0 wb h19"><div class="t m0 xa he ye1 ff6 fs2 fc0 sc0 ls0 ws0">NIP:  </div></div><div class="c x12 ye0 wc h19"><div class="t m0 xa h11 ye1 ff1 fs2 fc0 sc0 lsa ws0">836<span class="ls0">-181-</span>24<span class="ls0">-</span>27<span class="ls0"> </span></div></div><div class="c x2 ye2 wb h18"><div class="t m0 xa he yb7 ff6 fs2 fc0 sc0 ls0 ws0">REGON:  </div></div><div class="c x12 ye2 wc h18"><div class="t m0 xa h11 yb7 ff1 fs2 fc0 sc0 ls0 ws0">100522155 </div></div><div class="c x2 ye3 wb h18"><div class="t m0 xa he yb7 ff6 fs2 fc0 sc0 ls0 ws0">Dane adresowe:  </div></div><div class="c x12 ye3 wc h18"><div class="t m0 xa h11 yb7 ff1 fs2 fc0 sc0 ls0 ws0">ul. Unii Europejskiej 18A, 96-100 Skierniewice </div></div><div class="c x2 ye4 wb h18"><div class="t m0 xa he yb7 ff6 fs2 fc0 sc0 ls0 ws0">tel/fax  </div></div><div class="c x12 ye4 wc h18"><div class="t m0 xa h11 yb7 ff1 fs2 fc0 sc0 ls0 ws0">+48 (46) 833-<span class="lsa">61</span>-<span class="lsb">28</span> </div></div><div class="c x2 ye5 wb h18"><div class="t m0 xa he yb7 ff6 fs2 fc0 sc0 ls0 ws0">Poczta elektroniczna:  </div></div><div class="c x12 ye5 wc h18"><div class="t m0 xa h11 yb7 ff1 fs2 fc0 sc0 ls0 ws0">sekretariat@jhmdevelopment.pl </div></div><div class="c x2 ye6 wb h1a"><div class="t m0 xa he ye1 ff6 fs2 fc0 sc0 ls0 ws0">Strona internetowa:  </div></div><div class="c x12 ye6 wc h1a"><div class="t m0 xa h11 ye1 ff1 fs2 fc0 sc0 ls0 ws0">www.jhmdevelopment.pl </div></div><div class="c x2 ye7 wb h18"><div class="t m0 xa he yb7 ff6 fs2 fc0 sc0 ls0 ws0">Kraj siedziby:  </div></div><div class="c x12 ye7 wc h18"><div class="t m0 xa h11 yb7 ff1 fs2 fc0 sc0 ls0 ws0">Polska </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 hc ye8 ff6 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hc ye9 ff5 fs4 fc0 sc0 ls0 ws0">Jednostka <span class="_ _0"></span>zależna <span class="_ _3"></span>od <span class="ff6">M<span class="_ _0"></span>IRBUD <span class="_ _3"></span>S.A. i <span class="_ _3"></span>JHM <span class="_ _3"></span>DEV<span class="_ _8"></span>ELOPMENT <span class="_ _3"></span>S.A. <span class="_ _0"></span> <span class="_ _0"></span>-<span class="lsc">  </span>MARYWILSKA </span></div><div class="t m0 x2 hc yea ff6 fs4 fc0 sc0 ls0 ws0">44 Sp. z o.o. </div><div class="t m0 x2 h8 yeb ff2 fs3 fc0 sc0 ls0 ws0">Spółka <span class="_ _8"></span>powsta<span class="_ _8"></span>ła <span class="_ _8"></span>15.06.201<span class="_ _8"></span>0<span class="ff1"> <span class="_ _8"></span></span>r. <span class="_ _8"></span>na<span class="_ _8"></span> <span class="_ _8"></span>podstawie <span class="_ _c"></span>aktu <span class="_ _8"></span>nota<span class="_ _8"></span>rialnego <span class="_ _8"></span>Repertor<span class="_ _8"></span>ium <span class="_ _8"></span>„A” <span class="_ _8"></span>N<span class="_ _8"></span>r <span class="_ _8"></span>6480/2010. <span class="_ _c"></span>Spółka </div><div class="t m0 x2 h8 yec ff2 fs3 fc0 sc0 ls0 ws0">została <span class="_ _6"></span>wpisana <span class="_ _6"> </span>do <span class="_ _6"> </span>Kraj<span class="_ _8"></span>owego <span class="_ _6"></span>Rejestru <span class="_ _6"> </span>S<span class="_ _8"></span>ądowego, <span class="_ _6"></span>prowadzon<span class="_ _8"></span>ego <span class="_ _6"></span>przez <span class="_ _6"> </span>Sąd <span class="_ _6"> </span>Re<span class="_ _c"></span><span class="ff1">jonowy <span class="_ _6"> </span>dla <span class="_ _6"> </span>miast<span class="_ _8"></span>a </span></div><div class="t m0 x2 h8 yed ff2 fs3 fc0 sc0 ls0 ws0">stołecznego <span class="_ _c"></span>Wars<span class="_ _8"></span>zawy <span class="_ _c"></span>XIII <span class="_ _f"></span>Wydział <span class="_ _8"></span>G<span class="_ _8"></span>ospodarcz<span class="_ _8"></span>y <span class="_ _c"></span>Krajowego <span class="_ _c"></span>Rejestru<span class="_ _8"></span> <span class="_ _c"></span>Sądowego <span class="_ _f"></span>pod <span class="_ _8"></span>nu<span class="_ _8"></span>merem <span class="_ _c"></span>KRS </div><div class="t m0 x2 h8 yee ff1 fs3 fc0 sc0 ls0 ws0">0000359265 w dniu 23<span class="_ _8"></span>.06.2010 r<span class="_ _8"></span><span class="lsd">. </span> </div><div class="t m0 x2 h8 yef ff1 fs3 fc0 sc0 lse ws0">W <span class="_ _8"></span><span class="ls0">2021 <span class="_ _8"></span>roku, <span class="_ _c"></span><span class="lsf">w <span class="_ _8"></span></span><span class="ff2">wy<span class="_ _8"></span>niku <span class="_ _8"></span>emisj<span class="_ _8"></span>i <span class="_ _8"></span>przez <span class="_ _8"></span>MARYW<span class="_ _8"></span>ILSKA <span class="_ _8"></span>44 <span class="_ _8"></span>Sp. <span class="_ _8"></span>z<span class="_ _8"></span> <span class="_ _8"></span>o.o. <span class="_ _c"></span>nowych <span class="_ _8"></span>udzia<span class="_ _8"></span>ł<span class="_ _8"></span>ó</span>w <span class="_ _8"></span>w <span class="_ _8"></span>ilo<span class="ff2">ś<span class="_ _8"></span></span>ci <span class="_ _8"></span>1 <span class="_ _8"></span>565 <span class="_ _c"></span>000 </span></div><div class="t m0 x2 h8 yf0 ff1 fs3 fc0 sc0 ls0 ws0">sztuk  o <span class="_ _21"> </span>warto<span class="ff2">ś</span>c<span class="_ _8"></span>i <span class="_ _28"> </span><span class="ff2">nominalnej  78 <span class="_ _21"> </span>250  tys. <span class="_ _21"> </span>zł  i <span class="_ _21"> </span>ich  obję</span>c<span class="_ _8"></span>iu <span class="_ _21"> </span>prz<span class="_ _8"></span>ez  sp<span class="ff2">ó<span class="ls10">łk</span>ę</span> <span class="_ _21"> </span><span class="ff2">MIR<span class="_ _8"></span>BUD  S.A. <span class="_ _21"> </span>udział  JHM </span></div><div class="t m0 x2 h8 yf1 ff2 fs3 fc0 sc0 ls0 ws0">DEVELOPMENT <span class="_ _7"> </span>S.A. <span class="_ _6"></span>w <span class="_ _6"> </span>k<span class="_ _8"></span>apitale <span class="_ _6"> </span>zakładowy<span class="_ _8"></span>m <span class="_ _6"> </span>MARYWILSK<span class="_ _8"></span>A <span class="_ _6"></span>44 <span class="_ _6"> </span>Sp. <span class="_ _6"> </span>z<span class="_ _8"></span> <span class="_ _6"> </span>o. <span class="_ _6"> </span>o. <span class="_ _7"> </span>z<span class="_ _8"></span>malał <span class="_ _6"> </span>do<span class="ff1"> <span class="_ _7"> </span>46,12%. <span class="_ _6"> </span>Na </span></div><div class="t m0 x2 h8 yf2 ff1 fs3 fc0 sc0 ls0 ws0">skutek <span class="_ _7"> </span>powy<span class="ff2">ż</span>sz<span class="_ _8"></span>ego <span class="_ _7"> </span>z <span class="_ _7"> </span>dniem <span class="_ _6"> </span>01.0<span class="_ _8"></span>7.2021 <span class="_ _7"> </span>r. <span class="_ _7"> </span>sp<span class="ff2">ółka <span class="_ _7"> </span>J<span class="_ _8"></span>HM <span class="_ _7"> </span>DEVELOPMENT <span class="_ _7"> </span>S.A. <span class="_ _7"> </span>utraciła <span class="_ _7"> </span>kontrol<span class="_ _8"></span>ę</span> <span class="_ _7"> </span><span class="ls11">na<span class="ls9">d </span></span></div><div class="t m0 x2 h8 yf3 ff1 fs3 fc0 sc0 ls12 ws0">sp<span class="ff2 ls0">ó<span class="ls10">łk</span>ą<span class="ff1"> <span class="_ _2b"> </span></span>MARYWIL<span class="_ _8"></span>SKA <span class="_ _2b"> </span>44, <span class="_ _2b"> </span>natomiast <span class="_ _2b"> </span>bezp<span class="_ _8"></span>ośrednią <span class="_ _2b"> </span>kontrolę <span class="_ _2b"> </span>nad <span class="_ _2b"> </span>tym <span class="_ _13"> </span>podmiotem <span class="_ _2b"> </span>prz<span class="_ _8"></span>ejęła <span class="_ _2b"> </span>spółka </span></div><div class="t m0 x2 h8 yf4 ff1 fs3 fc0 sc0 ls0 ws0">MIRBUD S.A. </div><div class="t m0 x2 h8 yf5 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf9" class="pf w0 h0" ><div class="pc pc9 w0 h0"><img class="bi x4 y2a w3 h5" alt="" src="data:image/png;base64,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"/><div class="c x0 y1 w2 h0"><div class="t m0 x5 h6 y2b ff4 fs2 fc2 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI GRUPY KAPITAŁOWEJ <span class="ff3">MIRBUD ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc3"> </span></span></div><div class="t m0 x6 h4 y2c ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y2d w4 ha"><div class="t m0 xe h8 y85 ff2 fs3 fc2 sc0 ls0 ws0">Grupa Kapitałowa MIR<span class="_ _8"></span>BUD<span class="ff1"> <span class="ls6">| <span class="_ _8"></span></span></span>Opis Grupy Kapi<span class="_ _8"></span>tałowej i prz<span class="_ _8"></span>edmiot działalności<span class="_ _8"></span><span class="ff1"> </span></div></div><div class="c x9 y2d w5 ha"><div class="t m0 xa h4 y86 ff3 fs1 fc4 sc0 ls0 ws0">9 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h4 y31 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hc ya3 ff6 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hc yf6 ff6 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hc yf7 ff5 fs4 fc0 sc0 ls0 ws0">Jednostka zależna od JHM DEVELOPMENT S.A. <span class="ff6">- JHM 1 Sp. z o.o.<span class="ff1">  </span></span></div><div class="t m0 x2 h8 yf8 ff2 fs3 fc0 sc0 ls0 ws0">Spółka <span class="_ _8"></span>powsta<span class="_ _8"></span>ła <span class="_ _8"></span>13.09.201<span class="_ _8"></span>1<span class="ff1"> <span class="_ _8"></span>r. <span class="_ _c"></span></span>na <span class="_ _8"></span>podstaw<span class="_ _8"></span>ie <span class="_ _8"></span>aktu <span class="_ _8"></span>n<span class="_ _8"></span>otarialnego <span class="_ _8"></span>Re<span class="_ _8"></span>pertorium <span class="_ _8"></span>„A” <span class="_ _8"></span>N<span class="_ _8"></span>r <span class="_ _8"></span>4812/20<span class="_ _8"></span>11. <span class="_ _8"></span>Spółka </div><div class="t m0 x2 h8 yf9 ff2 fs3 fc0 sc0 ls0 ws0">została <span class="_ _6"> </span>wp<span class="_ _8"></span>isana <span class="_ _7"> </span>do <span class="_ _6"> </span>Krajowego <span class="_ _7"> </span>Rejestru <span class="_ _7"> </span>Sądowego, <span class="_ _7"> </span>prowadzonego <span class="_ _7"> </span>przez <span class="_ _7"> </span>Sąd <span class="_ _7"> </span>Rejonowy <span class="_ _6"> </span>dla <span class="_ _7"> </span>Łodzi<span class="_ _8"></span><span class="ff1">-<span class="_ _8"></span> </span></div><div class="t m0 x2 h8 yfa ff2 fs3 fc0 sc0 ls0 ws0">Śródmieścia <span class="_ _f"></span>w <span class="_ _f"></span>Łodz<span class="_ _8"></span>i <span class="_ _f"></span>XX <span class="_ _f"></span>Wydział <span class="_ _f"></span>Krajoweg<span class="_ _8"></span>o <span class="_ _f"></span>Rejestru <span class="_ _f"></span>Sądow<span class="_ _8"></span>ego <span class="_ _f"></span>pod <span class="_ _f"></span>numere<span class="_ _8"></span>m <span class="_ _f"></span>KRS <span class="_ _f"></span>000039<span class="_ _8"></span>6588 <span class="_ _f"></span>w </div><div class="t m0 x2 h8 yfb ff1 fs3 fc0 sc0 ls0 ws0">dniu 20.09.2011 <span class="ls13">r.<span class="_ _8"></span></span> </div></div><div class="c x2 yfc wd h1b"><div class="t m0 xa hb yfd ff6 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 xa hb yfe ff5 fs3 fc0 sc0 ls0 ws0">Pełna nazwa jednostk<span class="_ _8"></span>i: <span class="ff6"> </span></div></div><div class="c x13 yfc we h1b"><div class="t m0 xa hb yfd ff6 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 xa hb yfe ff6 fs3 fc0 sc0 ls0 ws0">JHM 1 Sp. z o.o.<span class="_ _8"></span> </div><div class="t m0 xa hb yff ff6 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y100 wd h1c"><div class="t m0 xa hb ycd ff6 fs3 fc0 sc0 ls0 ws0">Siedziba jednostki: <span class="_ _8"></span> </div></div><div class="c x13 y100 we h1c"><div class="t m0 xa h8 ycd ff1 fs3 fc0 sc0 ls0 ws0">Skierniewice<span class="_ _8"></span> </div></div><div class="c x2 y101 wd h1d"><div class="t m0 xa hb y102 ff6 fs3 fc0 sc0 ls0 ws0">Forma prawna: <span class="_ _8"></span> </div></div><div class="c x13 y101 we h1d"><div class="t m0 xa h8 y102 ff2 fs3 fc0 sc0 ls0 ws0">spółka z ogranicz<span class="_ _8"></span>oną odpowiedzialnością<span class="_ _8"></span><span class="ff1"> </span></div></div><div class="c x2 y103 wd h1e"><div class="t m0 xa hb ybb ff6 fs3 fc0 sc0 ls0 ws0">NIP:  </div></div><div class="c x13 y103 we h1e"><div class="t m0 xa h8 ybb ff1 fs3 fc0 sc0 ls11 ws0">836<span class="ls0">-185-</span>59<span class="ls0">-<span class="ls9">68</span> </span></div></div><div class="c x2 y104 wd h1f"><div class="t m0 xa hb yc5 ff6 fs3 fc0 sc0 ls0 ws0">REGON:  </div></div><div class="c x13 y104 we h1f"><div class="t m0 xa h8 yc5 ff1 fs3 fc0 sc0 ls0 ws0">101288135 </div></div><div class="c x2 y105 wd h1d"><div class="t m0 xa hb y102 ff6 fs3 fc0 sc0 ls0 ws0">Dane adresowe: <span class="_ _8"></span> </div></div><div class="c x13 y105 we h1d"><div class="t m0 xa h8 y102 ff1 fs3 fc0 sc0 ls0 ws0">ul. Unii Europejs<span class="_ _8"></span>kiej 18, 96-<span class="ls11">100 <span class="_ _8"></span></span>Skierniewice<span class="_ _8"></span> </div></div><div class="c x2 y106 wd h1f"><div class="t m0 xa hb yc5 ff6 fs3 fc0 sc0 ls0 ws0">Kraj siedziby: <span class="_ _8"></span> </div></div><div class="c x13 y106 we h1f"><div class="t m0 xa h8 yc5 ff1 fs3 fc0 sc0 ls0 ws0">Polska </div></div><div class="c x2 y107 wd h1e"><div class="t m0 xa hb ybb ff6 fs3 fc0 sc0 ls0 ws0">Tel/fax </div></div><div class="c x13 y107 we h1e"><div class="t m0 xa h8 ybb ff1 fs3 fc0 sc0 ls0 ws0">+ 48 (46) 833 95 89<span class="_ _8"></span> </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 hc y108 ff6 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hc y109 ff5 fs4 fc0 sc0 ls0 ws0">Jednostka zależna od JHM DEVELOPMENT S.A. <span class="ff6">- JHM 2 Sp. z o.o.<span class="ff1"> </span></span></div><div class="t m0 x2 h9 y10a ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y10b ff2 fs3 fc0 sc0 ls0 ws0">Spółka <span class="_ _c"></span>zosta<span class="_ _8"></span>ła <span class="_ _c"></span>z<span class="_ _8"></span>ałożona <span class="_ _c"></span>1<span class="_ _8"></span>6.02.2012<span class="_ _8"></span><span class="ff1"> <span class="_ _c"></span></span>r.<span class="_ _8"></span> <span class="_ _c"></span>na <span class="_ _f"></span>podstawie <span class="_ _f"></span>aktu <span class="_ _c"></span>notarial<span class="_ _8"></span>nego <span class="_ _c"></span>R<span class="_ _8"></span>epertorium <span class="_ _f"></span>„A” <span class="_ _c"></span>Nr<span class="_ _8"></span><span class="ff1"> 7<span class="_ _8"></span>85/2012. </span></div><div class="t m0 x2 h8 y10c ff2 fs3 fc0 sc0 ls0 ws0">Spółka <span class="_ _f"></span>z<span class="_ _8"></span>ostała <span class="_ _6"> </span>wpisana <span class="_ _6"> </span>do <span class="_ _6"></span>Krajowego <span class="_ _6"></span>Rejestru <span class="_ _6"></span>Sądowego,<span class="_ _8"></span> <span class="_ _f"></span>prow<span class="_ _8"></span>adzonego <span class="_ _6"> </span>przez<span class="_ _8"></span> <span class="_ _f"></span>Sąd <span class="_ _6"> </span>Rejonowy<span class="_ _8"></span> <span class="_ _f"></span>d<span class="_ _8"></span>la </div><div class="t m0 x2 h8 y10d ff2 fs3 fc0 sc0 ls0 ws0">Łodzi<span class="ff1">-</span>Śródmieścia <span class="_ _0"></span>w <span class="_ _3"></span>Łodzi X<span class="_ _0"></span>X <span class="_ _3"></span>Wydział <span class="_ _0"></span>Krajowego <span class="_ _3"></span>Rej<span class="_ _8"></span>estru <span class="_ _3"></span>Są<span class="_ _8"></span>dowego <span class="_ _3"></span>pod <span class="_ _3"></span>n<span class="_ _8"></span>umerem <span class="_ _3"></span>KRS <span class="_ _0"></span>0000415335 </div><div class="t m0 x2 h8 y10e ff1 fs3 fc0 sc0 ls0 ws0">w <span class="_ _7"> </span>dniu <span class="_ _2a"> </span>22.03.2<span class="_ _8"></span>012 <span class="_ _7"> </span><span class="ls13">r.</span> <span class="_ _2a"> </span><span class="ff2">Zarządzan<span class="_ _8"></span>iem <span class="_ _7"> </span>należ<span class="_ _8"></span>ącą <span class="_ _7"> </span>dotych<span class="_ _8"></span>czas <span class="_ _2a"> </span>do <span class="_ _2a"> </span>Spółki <span class="_ _7"> </span>nieruc<span class="_ _8"></span>homością <span class="_ _2a"> </span>komercyjn<span class="_ _c"></span>ą <span class="_ _7"> </span>w<span class="_ _8"></span> </span></div><div class="t m0 x2 h8 y10f ff2 fs3 fc0 sc0 ls0 ws0">Starachowicach <span class="_ _1e"> </span>zajmuje <span class="_ _1e"> </span>się <span class="_ _12"> </span>obecn<span class="_ _8"></span>ie <span class="_ _12"> </span>MARYWI<span class="_ _8"></span>LSKA <span class="_ _12"> </span>44<span class="_ _8"></span> <span class="_ _12"> </span>Sp. <span class="_ _12"> </span>z <span class="_ _1e"> </span>o.o. <span class="_ _12"> </span>Z<span class="_ _8"></span> <span class="_ _12"> </span>dniem <span class="_ _12"> </span>1<span class="_ _8"></span> <span class="_ _12"> </span>lutego<span class="_ _8"></span> <span class="_ _12"> </span>2022 <span class="_ _1e"> </span>r. </div><div class="t m0 x2 h8 y110 ff2 fs3 fc0 sc0 ls0 ws0">Nadzwyczajne <span class="_ _f"></span>Zgromadze<span class="_ _8"></span>nie <span class="_ _c"></span>Ws<span class="_ _8"></span>pólników <span class="_ _f"></span>Spółki <span class="_ _f"></span>podjęło <span class="_ _f"></span>uchwałę <span class="_ _f"></span>o <span class="_ _f"></span>postawieniu <span class="_ _f"></span>JHM<span class="_ _c"></span><span class="ff1"> <span class="_ _f"></span>2 <span class="_ _f"></span>Sp. <span class="_ _c"></span>z <span class="_ _f"></span>o.o. <span class="_ _f"></span>w </span></div><div class="t m0 x2 h8 y111 ff2 fs3 fc0 sc0 ls0 ws0">stan likwidacji. Od tej daty spółka nosi nazwę JHM<span class="_ _8"></span><span class="ff1"> 2 Sp. z o.o. </span>„<span class="ff1 ls14">w <span class="_ _0"></span><span class="ls0">likwidacji<span class="ff2">”</span><span class="lsd">. </span><span class="ff2">Likwidac<span class="_ _8"></span>ja spółki zależnej </span></span></span></div><div class="t m0 x2 h8 y112 ff2 fs3 fc0 sc0 ls0 ws0">JHM 2 <span class="_ _8"></span>Sp. z <span class="_ _8"></span>o.o. <span class="_ _8"></span>należy d<span class="_ _8"></span>o proc<span class="_ _8"></span>esu reorga<span class="_ _8"></span>nizacji Gru<span class="_ _8"></span>py Kapitał<span class="_ _8"></span>owej MIRB<span class="_ _8"></span>UD, o <span class="_ _8"></span>który<span class="_ _8"></span>m MIRBUD <span class="_ _8"></span>S.A. </div><div class="t m0 x2 h8 y28 ff2 fs3 fc0 sc0 ls0 ws0">informował raporta<span class="_ _8"></span>mi bieżącymi nr 36/2020 or<span class="_ _8"></span>az 41/2021<span class="_ _8"></span><span class="ff1">. </span></div></div><div class="c x2 y113 wf h20"><div class="t m0 xa he y114 ff6 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x14 y113 w10 h20"><div class="t m0 xa he y114 ff6 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y115 wf h21"><div class="t m0 xa he y116 ff6 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xa he y117 ff5 fs2 fc0 sc0 ls0 ws0">Pełna nazwa jednostki: <span class="ff6"> </span></div><div class="t m0 xa he y118 ff6 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x14 y115 w10 h21"><div class="t m0 xa he y116 ff6 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xa he y117 ff6 fs2 fc0 sc0 ls0 ws0">MARYWILSKA 44 Sp. z o.o.<span class="ff1"> </span></div></div><div class="c x2 y119 wf h22"><div class="t m0 xa he y102 ff6 fs2 fc0 sc0 ls0 ws0">Siedziba jednostki:  </div></div><div class="c x14 y119 w10 h22"><div class="t m0 xa h11 y102 ff1 fs2 fc0 sc0 ls0 ws0">Warszawa </div></div><div class="c x2 yd8 wf h22"><div class="t m0 xa he y102 ff6 fs2 fc0 sc0 ls0 ws0">Forma prawna:  </div></div><div class="c x14 yd8 w10 h22"><div class="t m0 xa h11 y102 ff2 fs2 fc0 sc0 ls0 ws0">spółka z ograniczoną odpowiedzialnością<span class="ff1"> </span></div></div><div class="c x2 y11a wf h22"><div class="t m0 xa he y102 ff6 fs2 fc0 sc0 ls0 ws0">NIP:  </div></div><div class="c x14 y11a w10 h22"><div class="t m0 xa h11 y102 ff1 fs2 fc0 sc0 lsa ws0">524<span class="ls0">-271-</span>14<span class="ls0">-</span>28<span class="ls0"> </span></div></div><div class="c x2 y11b wf h18"><div class="t m0 xa he yb7 ff6 fs2 fc0 sc0 ls0 ws0">REGON:  </div></div><div class="c x14 y11b w10 h18"><div class="t m0 xa h11 yb7 ff1 fs2 fc0 sc0 ls0 ws0">142434636 </div></div><div class="c x2 y7a wf h23"><div class="t m0 xa he y102 ff6 fs2 fc0 sc0 ls0 ws0">Dane adresowe:  </div></div><div class="c x14 y7a w10 h23"><div class="t m0 xa h11 y102 ff1 fs2 fc0 sc0 ls0 ws0">ul. Marywilska 44, 03-042 Warszawa </div></div><div class="c x2 y11c wf h22"><div class="t m0 xa he y102 ff6 fs2 fc0 sc0 ls0 ws0">tel/fax  </div></div><div class="c x14 y11c w10 h22"><div class="t m0 xa h11 y102 ff1 fs2 fc0 sc0 ls0 ws0">+48(22) 423-<span class="lsa">10</span>-<span class="lsb">00</span> </div></div><div class="c x2 y11d wf h19"><div class="t m0 xa he ye1 ff6 fs2 fc0 sc0 ls0 ws0">Poczta elektroniczna:  </div></div><div class="c x14 y11d w10 h19"><div class="t m0 xa h11 ye1 ff1 fs2 fc0 sc0 ls0 ws0">sekretariat@marywilska44.waw.pl </div></div><div class="c x2 y11e wf h22"><div class="t m0 xa he y102 ff6 fs2 fc0 sc0 ls0 ws0">Strona internetowa:  </div></div><div class="c x14 y11e w10 h22"><div class="t m0 xa h11 y102 ff1 fs2 fc0 sc0 ls0 ws0">www.marywilska44.waw.pl </div></div><div class="c x2 y11f wf h22"><div class="t m0 xa he y102 ff6 fs2 fc0 sc0 ls0 ws0">Kraj siedziby:  </div></div><div class="c x14 y11f w10 h22"><div class="t m0 xa h11 y102 ff1 fs2 fc0 sc0 ls0 ws0">Polska </div></div></div><div class="pi" ></div></div><div id="pfa" class="pf w0 h0" ><div class="pc pca w0 h0"><img class="bi x4 y2a w3 h5" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x5 h6 y2b ff4 fs2 fc2 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI GRUPY KAPITAŁOWEJ <span class="ff3">MIRBUD ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc3"> </span></span></div><div class="t m0 x6 h4 y2c ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y2d w4 ha"><div class="t m0 xe h8 y85 ff2 fs3 fc2 sc0 ls0 ws0">Grupa Kapitałowa MIR<span class="_ _8"></span>BUD<span class="ff1"> <span class="ls6">| <span class="_ _8"></span></span></span>Opis Grupy Kapi<span class="_ _8"></span>tałowej i prz<span class="_ _8"></span>edmiot działalności<span class="_ _8"></span><span class="ff1"> </span></div></div><div class="c x9 y2d w5 ha"><div class="t m0 xa h4 y86 ff3 fs1 fc4 sc0 ls3 ws0">10<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h4 y31 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 ya3 ff1 fs4 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y120 w11 h24"><div class="t m0 xa he y121 ff6 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xa he y122 ff5 fs2 fc0 sc0 ls0 ws0">Pełna nazwa jednostki: <span class="ff6"> </span></div><div class="t m0 xa he y123 ff6 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x15 y120 w12 h24"><div class="t m0 xa he y121 ff6 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xa he y122 ff6 fs2 fc0 sc0 ls0 ws0">JHM 2 Sp. z o.o. </div></div><div class="c x2 y124 w11 h25"><div class="t m0 xa he y118 ff6 fs2 fc0 sc0 ls0 ws0">Siedziba jednostki:  </div></div><div class="c x15 y124 w12 h25"><div class="t m0 xa h11 y118 ff1 fs2 fc0 sc0 ls0 ws0">Skierniewice </div></div><div class="c x2 y125 w11 h26"><div class="t m0 xa he y126 ff6 fs2 fc0 sc0 ls0 ws0">Forma prawna:  </div></div><div class="c x15 y125 w12 h26"><div class="t m0 xa h11 y126 ff2 fs2 fc0 sc0 ls0 ws0">spółka z ograniczoną odpowiedzialnością<span class="ff1"> </span></div></div><div class="c x2 y127 w11 h25"><div class="t m0 xa he y118 ff6 fs2 fc0 sc0 ls0 ws0">NIP:  </div></div><div class="c x15 y127 w12 h25"><div class="t m0 xa h11 y118 ff1 fs2 fc0 sc0 lsa ws0">836<span class="ls0">-185-</span>64<span class="ls0">-</span>65<span class="ls0"> </span></div></div><div class="c x2 y128 w11 h27"><div class="t m0 xa he y129 ff6 fs2 fc0 sc0 ls0 ws0">REGON:  </div></div><div class="c x15 y128 w12 h27"><div class="t m0 xa h11 y129 ff1 fs2 fc0 sc0 ls0 ws0">101387140 </div></div><div class="c x2 y12a w11 h22"><div class="t m0 xa he y102 ff6 fs2 fc0 sc0 ls0 ws0">Dane adresowe:  </div></div><div class="c x15 y12a w12 h22"><div class="t m0 xa h11 y102 ff1 fs2 fc0 sc0 ls0 ws0">ul. Unii Europejskiej 18, 96-100 Skierniewice </div></div><div class="c x2 y12b w11 h25"><div class="t m0 xa he y118 ff6 fs2 fc0 sc0 ls0 ws0">Kraj siedziby:  </div></div><div class="c x15 y12b w12 h25"><div class="t m0 xa h11 y118 ff1 fs2 fc0 sc0 ls0 ws0">Polska </div></div><div class="c x2 y12c w11 h27"><div class="t m0 xa he y129 ff6 fs2 fc0 sc0 ls0 ws0">Tel/fax </div></div><div class="c x15 y12c w12 h27"><div class="t m0 xa h11 y129 ff1 fs2 fc0 sc0 ls0 ws0">+ 48 (46) 833 95 89 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 hc y12d ff6 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hc y12e ff5 fs4 fc0 sc0 ls0 ws0">Jednostka zależna od MIRBUD S.A. <span class="ff6">- </span>TOB «MІРБУД» <span class="ff6"> </span></div><div class="t m0 x2 h8 y12f ff2 fs3 fc0 sc0 ls0 ws0">Spółka <span class="_ _21"> </span>ТОВ <span class="_ _28"> </span>«MIPБУД» <span class="_ _21"> </span>z<span class="_ _8"></span>ostała <span class="_ _21"> </span>wp<span class="_ _8"></span>isana <span class="_ _21"> </span>do <span class="_ _21"> </span>J<span class="_ _8"></span>ednolitego <span class="_ _28"> </span>Państwowego <span class="_ _28"> </span>Rejestru <span class="_ _28"> </span>Przedsiębiorstw  i </div><div class="t m0 x2 h8 y130 ff1 fs3 fc0 sc0 ls0 ws0">Organizacji Ukrainy w d<span class="_ _8"></span>niu 25 stycz<span class="_ _8"></span>nia 2018<span class="_ _8"></span> r. pod numerem <span class="_ _8"></span>41887344. <span class="_ _8"></span> </div><div class="t m0 x2 h8 y131 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y132 ff2 fs3 fc0 sc0 ls0 ws0">Spółka <span class="_ _21"> </span>prowadzi <span class="_ _21"> </span>dzi<span class="_ _8"></span>ałalność<span class="_ _8"></span> <span class="_ _21"> </span>gospodarczą <span class="_ _21"> </span>na <span class="_ _21"> </span>tereni<span class="_ _8"></span>e <span class="_ _21"> </span>Ukrainy <span class="_ _21"> </span>w <span class="_ _21"> </span>zak<span class="_ _8"></span>resie <span class="_ _21"> </span>m.in. <span class="_ _21"> </span>budowy <span class="_ _21"> </span>budynków<span class="_ _8"></span> </div><div class="t m0 x2 h8 y133 ff2 fs3 fc0 sc0 ls0 ws0">mieszkalnych <span class="_ _2a"> </span>i <span class="_ _2a"> </span>niemieszkalnych, <span class="_ _2a"> </span>budowy <span class="_ _2a"> </span>dróg<span class="_ _8"></span>, <span class="_ _7"> </span>wyk<span class="_ _8"></span>onywania <span class="_ _7"> </span>s<span class="_ _8"></span>pecjalistycznyc<span class="_ _8"></span>h <span class="_ _7"> </span>robót <span class="_ _7"> </span>bu<span class="_ _8"></span>dowlanych,<span class="_ _8"></span> </div><div class="t m0 x2 h8 y134 ff2 fs3 fc0 sc0 ls0 ws0">prac  wyk<span class="_ _8"></span>ończeniowych  i<span class="_ _8"></span>  arc<span class="_ _8"></span>hitektonicznych. <span class="_ _2b"> </span>Aktua<span class="_ _8"></span>lnie  Spółka<span class="_ _8"></span>  nie <span class="_ _2b"> </span>prowadz<span class="_ _8"></span>i  aktywnej <span class="_ _2b"> </span>działalności </div><div class="t m0 x2 h8 y135 ff1 fs3 fc0 sc0 ls0 ws0">operacyjnej na teren<span class="_ _8"></span>ie Ukrainy.<span class="_ _8"></span> </div></div><div class="c x2 y136 w13 h28"><div class="t m0 xa he y137 ff6 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y138 w13 h29"><div class="t m0 xa he y139 ff5 fs2 fc0 sc0 ls0 ws0">Pełna nazwa jednostki: <span class="ff6"> </span></div></div><div class="c x16 y138 w14 h29"><div class="t m0 xa he y13a ff6 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xa he yb5 ff5 fs2 fc0 sc0 ls0 ws0">ТОВАРИСТВО З ОБМЕЖЕНОЮ </div><div class="t m0 xa he yb6 ff5 fs2 fc0 sc0 ls0 ws0">ВІДПОВІДАЛЬНІСТЮ «MIPБУД» (MIRBUD sp. z </div><div class="t m0 xa he yb7 ff6 fs2 fc0 sc0 ls15 ws0">o.o.)<span class="ls0"> </span></div></div><div class="c x2 y13b w13 h19"><div class="t m0 xa he ye1 ff6 fs2 fc0 sc0 ls0 ws0">Siedziba jednostki:  </div></div><div class="c x16 y13b w14 h19"><div class="t m0 xa h11 ye1 ff2 fs2 fc0 sc0 ls0 ws0">Kijów<span class="ff1"> </span></div></div><div class="c x2 y13c w13 h10"><div class="t m0 xa he y85 ff6 fs2 fc0 sc0 ls0 ws0">Forma prawna:  </div></div><div class="c x16 y13c w14 h10"><div class="t m0 xa h11 y85 ff2 fs2 fc0 sc0 ls0 ws0">spółka z ograniczoną odpowiedzialnością<span class="ff1"> </span></div></div><div class="c x2 y13d w13 h19"><div class="t m0 xa he ye1 ff6 fs2 fc0 sc0 ls0 ws0">NIP:  </div></div><div class="c x16 y13d w14 h19"><div class="t m0 xa h11 ye1 ff1 fs2 fc0 sc0 ls0 ws0">418873426552 </div></div><div class="c x2 y13e w13 h10"><div class="t m0 xa he y85 ff5 fs2 fc0 sc0 ls0 ws0">REGON (Kod ЄДРПОУ): <span class="ff6"> </span></div></div><div class="c x16 y13e w14 h10"><div class="t m0 xa h11 y85 ff1 fs2 fc0 sc0 ls0 ws0">41887344 </div></div><div class="c x2 y13f w13 h2a"><div class="t m0 xa he ybd ff6 fs2 fc0 sc0 ls0 ws0">Dane adresowe:  </div></div><div class="c x16 y13f w14 h2a"><div class="t m0 xa h11 ybd ff1 fs2 fc0 sc0 ls0 ws0">ul. Oleny Telihy 6, budynek 8, pok. 302, 04112 Kyiv, </div></div><div class="c x2 y140 w13 h18"><div class="t m0 xa he yb7 ff6 fs2 fc0 sc0 ls0 ws0">Kraj siedziby:  </div></div><div class="c x16 y140 w14 h18"><div class="t m0 xa h11 yb7 ff1 fs2 fc0 sc0 ls0 ws0">Ukraina </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h9 y141 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h2b y142 ff7 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h2b y143 ff7 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h2b y144 ff7 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h2b y145 ff7 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h2b y146 ff7 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h2b y147 ff7 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h2b y148 ff7 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h2b y149 ff7 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h2b y14a ff7 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h2b y14b ff7 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h2b y14c ff7 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h2c y14d ff7 fs5 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h2c y14e ff7 fs5 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pfb" class="pf w0 h0" ><div class="pc pcb w0 h0"><img class="bi x4 y2a w6 h5" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x5 h6 y2b ff4 fs2 fc2 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI GRUPY KAPITAŁOWEJ <span class="ff3">MIRBUD ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc3"> </span></span></div><div class="t m0 x6 h4 y2c ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y2d w4 ha"><div class="t m0 xe h8 y85 ff2 fs3 fc2 sc0 ls0 ws0">Grupa Kapitałowa MIR<span class="_ _8"></span>BUD<span class="ff1"> <span class="ls6">| <span class="_ _8"></span></span></span>Opis Grupy Kapi<span class="_ _8"></span>tałowej i prz<span class="_ _8"></span>edmiot działalności<span class="_ _8"></span><span class="ff1"> </span></div></div><div class="c x9 y2d w5 ha"><div class="t m0 xa h4 y86 ff3 fs1 fc4 sc0 ls3 ws0">11<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h4 y31 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h2c y14f ff7 fs5 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h2c y150 ff7 fs5 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h2c y151 ff7 fs5 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h2d y152 ff8 fs5 fc0 sc0 ls0 ws0">Schemat: Struk<span class="_ _0"></span>tura Grupy Kapi<span class="_ _0"></span>tałowej MIR<span class="_ _0"></span>BUD na dzień 3<span class="ff7">1.<span class="ls16">12</span>.202<span class="_ _3"></span>1 <span class="ls17">r.</span><span class="ff6"> </span></span></div><div class="t m0 x17 h8 y153 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y154 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y155 ff2 fs3 fc0 sc0 ls0 ws0">Spółka MIRBUD S.A. <span class="_ _8"></span>nie jes<span class="_ _8"></span>t powiązana z innymi pod<span class="_ _8"></span>miotami organizacy<span class="_ _8"></span>jnie lub kapitałowo.<span class="_ _c"></span><span class="ff1"> </span></div><div class="t m0 x2 h2c y156 ff8 fs5 fc0 sc0 ls0 ws0">Tabela: Struktura<span class="_ _0"></span> udziałów MIRBU<span class="_ _3"></span>D S.A. w podmiotach zależn<span class="_ _3"></span>ych na dzień 31.12.2021 r<span class="_ _3"></span>.<span class="_ _8"></span><span class="ff7"> </span></div></div><div class="c x2 y157 w15 h2e"><div class="t m0 x18 h2f y158 ff1 fs5 fc4 sc0 ls0 ws0">Nazwa podmiotu </div></div><div class="c x19 y157 w16 h2e"><div class="t m0 x1a h2f y158 ff2 fs5 fc4 sc0 ls0 ws0">Kapitał zakładow<span class="_ _0"></span>y <span class="ff1"> </span></div></div><div class="c x1b y157 w17 h2e"><div class="t m0 x1c h2f y159 ff2 fs5 fc4 sc0 ls0 ws0">Udział MIRBUD<span class="_ _0"></span> S.A.<span class="ff1"> </span></div><div class="t m0 x1d h2f y86 ff2 fs5 fc4 sc0 ls0 ws0">w kapitale zakładow<span class="_ _3"></span>ym<span class="ff1"> </span></div></div><div class="c x2 y15a w15 h30"><div class="t m0 xa h2d y15b ff6 fs5 fc0 sc0 ls0 ws0">JHM DEVELOP<span class="_ _0"></span>MENT S.A. </div></div><div class="c x19 y15a w16 h30"><div class="t m0 x1e h2f yb2 ff1 fs5 fc0 sc0 ls16 ws0">173<span class="ls0"> </span>000<span class="ls0"> <span class="ff2">000 zł</span> </span></div></div><div class="c x1b y15a w17 h30"><div class="t m0 x1f h2d yb2 ff6 fs5 fc0 sc0 ls16 ws0">100%<span class="ls0"> </span></div></div><div class="c x2 y15c w15 h31"><div class="t m0 xa h2d y15d ff6 fs5 fc0 sc0 ls0 ws0">KOBYLARNIA <span class="_ _0"></span>S.A. </div></div><div class="c x19 y15c w16 h31"><div class="t m0 x20 h2f y15e ff1 fs5 fc0 sc0 ls16 ws0">30<span class="ls0"> </span>000<span class="ls0"> <span class="ff2">000 zł</span> </span></div></div><div class="c x1b y15c w17 h31"><div class="t m0 x1f h2d y15e ff6 fs5 fc0 sc0 ls16 ws0">100%<span class="ls0"> </span></div></div><div class="c x2 y15f w15 h32"><div class="t m0 xa h2d y160 ff6 fs5 fc0 sc0 ls0 ws0">MARYWILSKA 44<span class="_ _3"></span> <span class="_ _8"></span>Sp. z o.o.<span class="_ _0"></span> </div></div><div class="c x19 y15f w16 h32"><div class="t m0 x1e h2f y161 ff2 fs5 fc0 sc0 ls0 ws0">148 250 000 zł<span class="_ _0"></span><span class="ff1"> </span></div></div><div class="c x1b y15f w17 h32"><div class="t m0 x21 h2d y161 ff6 fs5 fc0 sc0 ls0 ws0">53,88% </div></div></div><div class="pi" ></div></div><div id="pfc" class="pf w0 h0" ><div class="pc pcc w0 h0"><img class="bi x18 y2a w6 h5" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA90AAAXeCAIAAAD96NtFAAAACXBIWXMAABYlAAAWJQFJUiTwAAAgAElEQVR42uzdd2AUZcLA4XezCQkJLQm9dxCQbkUQwYLl7N2zI9aze6KnnxXP3s+znGcX9VBsWGmCCIqCNOkl9B5aSEjb7494iJBAQDyJPs9fycy7M7O7r/rLODsbicViAQAA+E3FeQkAAOA3F//7e0oFBQWZq1ZtytlUsXKlSpUre48BANjzRX4317GsWLZswqtvJo36rtaMjCprNkRCyI/Gzdur4bqje3T+82lVUlO92QAA6PJf0eIFC6c891Kr1weVz8ktdsD8hrXqvftCetWq3m8AAHT57rd2zZpvb7qr7Ycjojt6FuOPPbjnUw95vwEA0OW7U25u7uj+/6n25Ms1l6wqzfi8+Gj8t4OcMgcAYM9UJj/3uXzp0tkXXrP3hJmlf0hCfsGMr79NP7qXtxwAgD1Q2btPYmFh4cyLb2ixM1FeZNPKld5vAAB0+W6QnZ099LpbWn43dRceG4lGvd8AAOyZytJ1LF9//Gla3/s7rlq7aw+v0qSR9xsAAF3+iwx/8ZVWtz0RX1C4aw/PTkxo3qH97j2koo/MRiIR0wgAgN9/l2fMmj3/pn57j574S/o3o3WTOklJu6XFJ47+evnwkSlfT6w9PSMSClfWqpZ5bM9O556ZmpZmPgEAsGv29Psk/jBufML516fv6rUrm33X55TD/u/GX7KFpYsW//D+R2mvv19/7uJt125KiJ/2t0sO6X2eKQUAwC7Yc8+X5+TkfPmP51o8+2ZKVs4v31rl/Tru2gMLCwu/GzIs7/EXmn8/vX3Jf8Mk5uW3vuupSXu32nu/fc0qAAB+J12+bu3ayedc0bHU913Ji8ZNPOvoTi9/UOza/Ghc83077+wxrF+3bswTz9Qf8GnjFWtKcwlNfEHhyn++FHQ5AAC/my4fe9OdHXbmZoiTLj4tpXXzUEKXr6ye2io1dacOYE1m5pzjz+s0e9FOPSp9RoYpBQDALtgT718+5PF/tvtgRCkHZ6ZVmnjXVQffcOXGGXNKGrOieYPS733l8uWDH3x80RFnNNzJKA8hxOfmmVIAAOyCPet8+dyZMxdfd0f7cdNKeeuV+Q1rpb38ePfGjUII5cZPKWlY3j5tS7O1/Pz8kS++2uihf3dcv3HXjn91w1qmFAAAZbvLp02YGH/ONXuV7tYruQnxk045vNONV6Wlp4cQYrFY7UkzSxpcfb/OOyzyL556rsG//tNu9bod53t8dFa75hsb1O74zpCtVm06eH9TCgCAstrleXl5I//9cuNHX6pUuhPV6yomr/7nXYd1P3jzkoXzMtIy1xc7OLNyhe18o1BBQcG3nw2OPfFCh4mzdrjfgrjIpCMPanLDFQc2bTL4qr7brm3xpyNNKQAAymSX5+TkjOl9Vfvh35Vy/PLqaXEvPdRx7723XDh/3Pi9Shg/5/Qjm5TwjUIZs2YvueqW5hNm7nCnG1KSZhzRpe4FZ/Zo3y6EsHjBwhaffLnVmBmd9urSsIEpBQBA2evyrKyscede3nbM5NIMLoxEJvfYt/ndN9WuV3erVRvHFb+FvPhoh4vP33Z5LBb74sVXm9zzdPPsTTvYaQgTe3VpdeeNh9au/eM28/IW9r626TZ3VY+ce7L5BABA2evyhRnzF1zet/X3M0ozOC8+OuPe67uffkqxa1MmTS92eUbLhvtWr77VwlFvD6zywLNtF67Y4Z8BE07o0fyaS3s0arjl8m/e/3CvKVvf+2XK/nsfcMxR5hMAAGWsy+fPmRt6/bnFxk2lHD/xwpMOKyHKY7FY9XmLi121rnnDrZZ8NfC9Flf1K83tIcdfeOJht9+07fLcQUO3/pshGtf8iXvi4+PNJwAAylKXr1q5cnmf6xuXLsrXVyg/87Izu118QUkDMmbNrlLChz7jWjbd/POi+Qt+eOzpVu8NiyvFHmddekaPKy4uZtW6dY2/+n6rhVN67tejljskAgBQprp8+sRJWX+5tfHshaUZvDqtUt5LDx9a8g1VQggzX3mzUyxW7KpaB+xT9MOotwfWvvXRTuuytr+7/GjcxD6nHHjN5Q2Sk4sdMPaV/u03ZG+5pCASqXfdJWYSAABlqcuHPPF02weer1YYK1XBd2hR88HbmrZovr2Szs9v8N7QYldlpSQ2b7v30sWLJ9/zSId3h23/u4piIcxu0yTh5isO7da1pDF5eXk1X3xnq4WTDz/gkNatzSQAAMpMlw9+5MkOD71Ymu/yjIUw/rrzDr3mih2OnDdjRtUSvopoQYtG0269u91rgzoWFG5/I1kpSRl3X3vQKSduf9jo/wxss2TVz0o9GudkOQAAZabLF81fMOeaWzt8Pbk0UV4QiUy+5dJDS76gfEuLx09KK2FV8/HT48ZN2/7D86LRKT33bdT3yoOaN9vByLy8ik+/ttVxzrj3+q6tWplGAACUgS5fmDF/7Sl9Wi9eWZrBuQnx0++48pBzzizlxjdNmlrSqrjYDq6WWVmtStZjt/fodtAO91JYWDjiyr4d5izacuEPB7U/+IxTzSEAAMpAly+cl7HmlD61f375R0lmtG1a96n7Dt6Zb82sMGXmrh3YD/u1afHUfc1r1CjN4G8GfdLhgy+23vVFZ26n4wsLC0MI0Wg0EomYZwAA/JZdHovF5l91S8vSRXl2YkLD5x6uWaf2Tu2i6vylO31UIXx/bPeDHumXmJhYyofkvPneVks2VEhq999PiM6dMXPRxMnZ02cl/DCr8vwlKeuyEnLzIoWxWCRSGI1srJSytna1nFrVQ8O6aZ071GnRrHrNmmIdAIAtRWKx2K+06QVz582/6paW46aVpkA3JpXLeODGLicct1O7WLtmTW7bw6KFO/EUspPKzfq/K7qdfUbpy3jD+vVrOvZKzv7Z3dYX1q+5vEuH5Olzq2YsSc1cV8pjiIVQEI1bXzF5WaM62fVrxZo0SO/cvuU+ncuXL28uAgDo8t1v4byMtaf0qVW6M+VTO7Zs9uyD1WvW3Nm9TBg1ut5pfynl4Pxo3A8Hd6rb9y9Nd/KTmmM/G9zkgr6/3nuwKSF+UeM6a9q1qHTEIa0O3L9CxYrmJQDAH82vch3L9yNHJVx3VymjfFrHlu1ffzqlQoVd2NH6RYtLOTIzteLaJ27v3v3gXdjLhgWLftX3IDEvv/H0jDA9I7z1WXZcZHKbJjknH9Xp5OMrVqpkggIA6PJdNOSJp9vf969SXiMyo12ztq/9c9eiPIRQsCm3NMPmNqtX/d+PdGzUcNf2Ek1KKuXIWAhZFZLWVamYlVopJ61KQcXkwqSkWFK5WFxcJBYi+fkhOyealZ2wIStleWbF1WsrbMgul5f/s30VxppPnBUmPr76/me/3b9d4vFH7Peno6PRqJkKAPD7tpuvY1m6aHGs64mJufk7Tuq4yIQTD933jr6VKlfe5d2N/XxIk/Nv3M6AtZVSZp9/4v6XXPBLLg6ZM31GpUPP2vaui7EQNlRIWtK47voOreIbN6jUqH6dli2q1ahR+ozeuHHj4nnzlk6Zlj0nIzpzXq3xU6svW73VnzQZTequPumItqedWK10t44BAECXh2HP/rvdnU/tcFhhJDL5ziu7n3/2L9zdhvXrMzv3SsnaVOzamW2a1Hrq3vqNG/3y5/X5tTd3euuzop8X16m2rMNecR3bNDqkW73GjXbjyexYLJa5evXscd+vGTyiztAxNbe4EGhDhaSZl555wEXnJScnm7UAALp8R/16692dXnh3B/UZwvd9e/e8YntfX19QUPDUc699OHj8kmXr69aufFjXNuf/+YQqVapsO3LIk8+0v/e5yM+3P71jy7iLzux85OHx8bvnQp1YLDZ72rSVs+amNarfrHXr/8FdDmOx2MJ5GbO/GJn49idNv58RjcVCCFnlE6ddcGL3669MSEgwdwEAdHnJXX7HvZ2eG7D9KB935Z8P++vV29/O40+9dN0972+55LiezQa8dG+x/Tr4gcfa/eP1+ILCEEJ+NDLhvBMOvf2m39MNwhfOy5hzc782I8YV/Tru9CMPffAucxcAQJeXaPiLr7a95dHtDPjughMOvePm7UfzypUrW3f7y+p1P/tMZyQSPnnl6h7duxb7kNnTpi3+flJy9aqN2rVNS0///b1PhYWF334+ZN37nzYaPrby2qzxZ//pwFuuT0lJMYMBAHR5MVavWpV14HEpWTnFrh1/XPceTz6wwzPZDz72r5se+Hjb5b26Nvqg/4M7dTyzZ8+dOGVasat6HdZ9T/s2n5kzZ0+eOqPYVUcd0aPo20mzNmwY8/zLDZ4fEM0vWHTHVQedcqJJDADwO7Cb75OYlp4++ZbLW/7t4fiff//lpsSEKZefdfBfLi7N5SWTps4vdvnk6ct39ngGfTbiun7vF7tqzui969Wru0e9Ge99NPymBz4qdtXC7zrVqFE9hJBSoULPqy7bcMHZ4wd9EvfKO0OWreh5xcXmMQBAWRe327fY7ewzsoe+Mf6EHjmJCSGEwkhkRrtmq/o/fui1V5Ty04opyYklLI/3hhWpULFi19NPOfC9V8rXqfn5vQ8vLfX3KwEAsGf6VUq3QdMmDZ64P/eh3HVr1pRPTt5/J7826IhDOj/31rhtlx/etaU3bEuRSOTAE44LIaxaudKrAQBQpsX9epsuV65c1erVd+G7PI895vAjDmq41cK6NVJuuvZ8b1ix0qtW9SIAAOjy3SwSiQx4sV/fi7u1bpqWXjmxbfOq11940Mj3/l6tWjVvGAAAv0t76BXbSUlJd9161V23eoMAANDl24jFYgUFBcVs5b9fq5mTkzP22++XLl8ZHx9t0axRyxbN4+KKOSU/f/6CiZOnbczOqZCS3L5tq9q1a/3CY4hEItFotOgARn/97YxZ8/Py8w/ct90Ot5adnT3++0mz5y7M2pidllqpbesWLVs2L+Wz3rzTIgUFBcXedDIajW57F5qZM2fPm78wNzevanpq271b7Wl3bAQAYI/u8rff/eica17YamH5xPgVU18vKCh49B8vPfjskC2/DyitUrk/H9/x7luvKOrO9evX3/Pgv/7z0ffzl27YXLBxceGkw1vefXPvxo0bFS1594NPps+cf9F5J6elpRUtWbdu3UefDps9b8nfbrjk08+Hndjnqa2Oofu+9T966+GHn/j3HY99ujEnv2hhv+s2JSWV287T+fCjzy+56cVlq352t/VD9qt305Und+/WZXNMv/za25fe8sa2Dz+uZ4v+z/fb/OuxZ/512NcZ2w57/fHexx/bq+jnjRs3vvz6wH/1HzFh+k+f1KyYktCtc/3Lzj/KdAQA0OWlUlhYmJe/9Snh+GjhuPETTu3z6IJlG7ZatXpd7uMvjxk/ecGnbz/0zdhxva9/Ztb8tdtsM/znk2nvfH5D/ycuPOHYI0MIGzZsvOXhT2977LPaVVMqV0xcsy5n4fKsEMJ5J7YPIRQWxrY9hvyCwiHDRt5436DSP5cRo8b2vvG1/IKtNzXs6wXDznrk4tNHPPngzT8eYayYZx1CyM8v2OoYih1WGCvcHOW9Tvnr6AlLthqwPitv0BezPxrxRLvmPr4JAPAHtRs+91lQEPvz5Y9vG+WbjRy36LxL7zjktPu3jfItN3LNba/n5uZuuWTBsg2TZ60qivIduuvht3bqsP96z4Bto3yzZ9747pnnX9+9r/UNtz66bZRvFouF76e73SEAgC7fVbn5hbMXrtv+mLc+mRqL7WA7i1ZsHDnq6107hjnzM0eN37nv1lm+Omf7A2598IPMzMzd9UK//+Gnzw8YZ8IBAPBrdfluNGHyzF17YMaSDbvwqCO7Nb7w5A61qyUXuzZzfe7Lr7+3W55XZmbm+de/UFDc6flIJFx4cof7+x5z2IENTUcAAF3+i6RWTPzHnSfN/PLh9/51WYXkEq9ZP+rgxoNe/Mvz953ZtF6lEvp1/f/smd9y2SHvv/7A04/eMuubf5fUxO99unvOcH8+9Mt1G/KKXdXntE5PP3rLNVec/+EbD3TtWMeMBADQ5bvutGP27nPBmQ0bNjiqV8/u+xbfuOUToy8+efPhh3Y/56yTLjn74GLHFO7wYpdSiI9GqlZO3OGwM07+8R4pCQkJZ5/crdgxk2fungu+p0ybV9KqM0869Md3Ii6uZ9e9zEgAgD+m3fO9Qo0b1Nz8c9W0CsV38DFtU1NTi36uVDH513gyezdL79f39K5d9q1QocKmTZs2bdr04msDSxpcvnzS5p9bNCv+b4m1Wblz58775Qc2Z/7yYpcnlYtr367N5l8Ty5UzIwEAdPmui0Z3fN69eZNav+oziYuLvPHMX5s3b/pj4yYmJiYmlvKxNWtUL3Z5YWHs2/GTf/mxzV2wutjlTepVSU5ONgsBAIj73TyT1k3SNkf5zkpOLvHrNhcv2Q2XsqxcvbHY5TWqVTAFAQD4XXV53VqVd/mx0Wg0Li5S7KrN3/r5S2zILv5Dn0mJ8aYgAAC/qy6Pj+76c4lEIiEU/5HTWjXTf+GBxWKxghK+wCg3r8AUBADgd9Xlv0R2dnZhYbG9HtrvXdp7pJR0L5lIJJKYUPzrvGzFBi8+AAB/6C7Py/vp2pK58xYUO6ZmenLTpo1L2sKmLc525+XlzZm/uqSRVdOK/3DnzIzMDRt+SvOsrGwzEgBAl/+xLFv+0wc6J0+dVeyYlk3St3N9+dRZKwr/e5r97w89u53vHK1do/jvUcrJLfxqzLebf504baEZCQCgy/9YBn8xtuiHvLy8N98fXeyYAzo2CSFEQvFpPm/x+qNPu/7V/u9cecO9d/9j6Hb21bJxzZJWPfLM+7m5uSGECRMnD/5qrhkJAPDH9Me9H8i9Tw9buy4rLhJ5+5OJ85dmbTsgGo38+dSjQgiVKqWUGPejMwaPztjhvo7oue8jL35V0hb2OrB39aopk2esysn1MVAAAF3+B5ObV/jYS2O2M+CMo9s0a9YkhNBmr+al2WCF5PgNG/OLXXXIwV2O6f7hh8OLv1pm/tKsYv8wAADgj+MPdx1L1461S3NH8vo1Ux6484qin5s3b9q5TfUd/H0TjVx8+n4lvspxcW/++67929bc/kaa1q9sRgIA6PLfv0oVEt5+6c5/3XtmWqVy2xm2f9taH776t6pVq25e8uQ9F1dPSyppfJumaWM+uL3Lfm22s81y5cq98dzfGtetWNKAqlWSnrnvIjMSAOCPaeeuY6lYIaVpvWJuLVKl0k/fJ1+jaqVix6RW/ilJK1UsfjtpqRVDCBUrJBe7tkbVSiGElOTyxa6tXaNysQe25eCLzuyampp6zlknnXrS0S+++vZjzw+etWDdluNbN0m77boTTzj2yK2206lj+5ljnrvvkef/8fKotVk/3mAxIT6ueYMqJx3V4bq/nJecnLxqdWaxB1Yh5cebJNapU3vUhw8+++KA/u99O21u5uYBLRulHntom4vPP6lSpYpN61cu5kbokUh8fNRkBQD4HYvESvo6nD+AwsLCGTNmZSxYlJOTm55WuVnTxtWrV4ts9zKXnJycGTNnr1u3PikpsWmTRlWqVNmF/cZisblz5y1dtiISidStU6tu3TqR0lxbAwCALgcAAH49cV4CAADQ5QAAgC4HAABdDgAAhD/y930CABRZsWpt1sZNZeuYR387rWwd8Oo1G0Z/O32XH/6b3Ltu+KjJS1es+d/s6+Unr9blAOyirI05K1atK1vHPHXGgjXrssrWMQ8a/F1Za9x1Q7+c6B8Q2Fm70uVDho188vkPx05atCIzO71y0kGd6t9/+yUNGzY47swbxk5aHImEpHLR5o2r3nXj2Z07dZgxY1b3k27rfep+d956ZQghJyenVZc+ObkFg165ce82rVp16b1hY14kEsonxrdpXuPeW3u3bNm8aC9X33jfWx9NrFSh3IThTycmJm55AK/2f+ev97z9px4tn3ns1hDCU8+++uAzn7fbq+Y7r9xbdCPwbkdfMWt+5oEd6w146d6ihzzx9Mt//8enRX9sVa1S/oCODa+97PQmTRo16nxufn7snX9dc1nfZ5eu/Nm/qRPi42Z+/Xy5cuVCCH864/rvJi9p1bTq4IGPFa0dN37CMefcH4mEhRNe3Xz38Vgs9szzr7804Mups1cVFMSa1k897djON1x14Zw58w4+8f+icZH3XryhY4d2IYRr+t735qCJfS87/MpLz43FYqdf8Lcvv8u4/+aTzzr9hBDCa28MvKHfgBDCJ6/f3Hbv1qbp78+8BcvL1gEvWrpq/sIVZeuYvxk/s8wl45vvfemfDgBdXlrLli0//sIncnILQgiRSGxFZs7AwTOaNRrY77ar16zLXpGZk5wUXZGZPX9p1pLrnvp++HP5BfkrMnM2bMzZXK4r1+RkbyrIy8sv+jkrOy+pXHRFZnbGkg3rNjw59L3Hfzw9MGzqisycFZk530+YvN++nbY8huyc3BWZOWvXZ4cQJk6actWdA0MIT/Y7vKiPlyxZOnrCkhDCxyNm5+XlJSQk/HhSJzMnPhrKJUSXr875YU7m7PkrP/nPQytW5+QXxPLy8letyV6RmbPlXsolxBXd3D0rK2vwV/PyC2Ijvl24evXqtLS0EEJeXv6KzJxI5Gd3f//406F/uf2dzb9OnrVq8sOfVkurfP45p0TjIktXZY8ZO6moyz8ePm1FZs5nX0y68tKwcuXKdz6fHkJo1bJJ0QM/GTau6GAGD/+6lF2etXHT+59988snxOy5S6fPXli2JvH/8v8xAQDsKV3+4BMv5+QWtG1e9cHbzm7TqsW8jIVvDhx80bknFK0tnxhdPuWVVatWn3XJPaPGL/7hh2lhRxcD7dOm5pCBDy9duuy0Pn8f/f3iOXPmNm7caNasOfMWr9+nTfWJ01cO/mLsVl2+pfse6x9C2L9trSMO6160ZMjwr0IIPQ9oMGR0xshRY3p077p58DXnH3TbTZe9OeDDC298fdS4hevW/XQu7bvPHykoKPzk8xG9+/ZvWr/y8IH3RiKRovP0X4wck18QO/SABoNHZwz9YvTJJxy91TFkZMxv0KB+LBa7+9EBCfFx15zf5dwzjilXLuHdQcPueOzj+//58Tlnndj79P3v/sewSVMzQggrVqyYu3h9CGH8D0sKCgomTp4WQqiQHN9qrxYhhIKCghHfzGtct9KcheuGjppy7V9K9b6sWLX2nCseNaEBAMqonb4fS/8Pvq9Ztfyojx475OCDqlWrtk/nDg/2u6FhwwabByQmJtauXatRvfRSbjASIomJiQ0a1N+7Re38gljGgkUhhP5vfxKNRp5/5OqD96v/5gffFRYWbvvAjTm5r7/57lufTE2vnPjcw1dGo9Efj/DdUS0bpQ58uV965cT+7wzb8iHRaFxiYmLXAzuFEPLyY2vX/tTlVatWrVGjepXKFUMI8dG4GjWqV69e7ccNvjO8VrXkga/c06huxf4DR265wVgs8qczbrjy5idDCNOmzxg7eflJh7fsd9vVzZs3bdiwwdWXn3fRafvMWbR+5Kgx115xbqWUhC+/nRtC+GzIl9G4yKlH7rV8dc747yd+OWZCCKHbPvX/+2fAV4tXbOx348k1q5YfOmb+8uUrTFMAgN+9nTtfnpOTs2xV9iH71UtKSgohfDZ4+OixU0II+3RoeVSvniGE3PzCS66+e+HSzCGjM07t1apVq5Y/TN3Bh4WXrtzw+D9fWrJ09dufTqlfM+XA/fcJIbz5wXcHtKu1114tjj2s0xW3vf3iKwMuOPfUrR748Yi5H4+YGxcXbri45+ar0idOmjLs6/lXn9elfPnyRx7c7N3Ppj64dm3lypWL1o6dMO/xf7708dAJIYRGdSrWrl1rh0956dJlHw6fceqRbZKSkv7Uo/Uz/cdmZmZWqFBh0GejigaszMx67K7eIYS58xaGEFq1qLvlw1s1bxDC6DnzFvXo3vXgfRsM+mL25Ck/fDps/P7taj/S76oPhl7+6dCvR3w9M4RwxMHt/vtnwLAKyfHHHNlz06bc865/9T8DP7n84rPNVABgSz27tq2WXqlsHfNRh3YuWwfcoE612jXT/jf7qpZeeee6vFy5cinl41es2lj06/iJM15555uMJRsuPn1tUZfHYmHyjCVfT1yaVqncI/dcGUKIi4sLIRT894R3LBYrKCgMIUSjP56qn7d4/XX93i+fGG3botpjd1+UmJg4bvyE6fPWNKqX+twLbyxbsSaEcP0975xw7GGpqalbHkzXTnUuOL17776v973/o7q1q5128rEFBQXnX/V4Xn7hxuxNz73wRgiRNRtyr7zxoZeevrPoIUPGzB8yZn71tKTjeja75dqzNp9iL0ksFrv0+oc3bMwvjMWee+GNTbl5m/IK3nnvs3Z7N7/v2REhhEgkNuqjJ4u2k1qlUghhxcq1W25hxaq1IYS01EohhCO6t/tg2KyHn3pr8Fezrzy/W/Xq1Q7sWHfQkIk/zF4ZQuh1aJcQQmZm5rufTa1dPeWV/u8WFhamlI++8d4YXQ6wu+y9V4PWLeqVrWM+oFPL1NQKZe2YW5StA66WXjklOdE/IPy2dq7L4+LijuzWdMCn027v98RN1/e58do+N17bJ7nhyZsHJCbEffHB42dceMvAwTPufvD5x+7rW69uncRy0ZHfzFm/fn3FihWHffFVbn4sGo00bPDjvxb3b1tr5EdPbrmX1wd8FkKYNG3ZpGmDQgjlE6Prs/IGvPvpReefvuWw6ukV/nzGid+Mm/HP/mP73jPg6F49vhrz7cQZK8slxL372eR3P5scQohGI/0HTbl+8pSih/S9uNtdt161eQsFBQXbf77fjfv+w+Gz4qORz0fO/HzkzBBCQnxc//e+OuHYw958svcplz23+Q+PEEKnju1qppd/c9CEU44bu/9+nSORyIwZs15466uU8vHdu+4fQjiiZ5fI7W+/+v6kWCz06nlgCOHwbm1uvG9QCOHIbo0aN24UQrjyxofXbMhNSIjr9/igEEJ8XNzXk5Z+PmT4YQgBz54AABspSURBVD27m6z8hmpWq9K9S5uydcwtmtRt0qhmGUvGlvUrpJQvQweckpxU5k7XAfxOujyEcN9tl4wed3O/fw7v/8F37VrWmr9kTV5+LC7y03Xq0Wj0tefu3O/wy59789seB31y3J969Tmt8xOvfF23Q+9mDapMnbM6hHDeie3T09Pz8vK23X5ubu6Ajya2apw6YcS/ipb0e+Dp2x/7vP+7o7fq8iJ33HzxF1/P+mFO5j0PPrdk+ZoQwp+PbVt0/8QQwp/OuP6TkXPfePvzihWTd+HV6f/24BDCMd2b/ue/91s895L/e+OjKTNnzalVs1oIIRaL7H/EpUWr/vH3ix+944yzrnqh28n3NmtQOSEa98OczEgkPHrrCUW3cGnYsEGLhqnT5mbWTC/frm2bEMLhPfa/8b5B0Wjk77dcGEKYNHnKmx//EB+NTBr+eHp6eghh+IhRh5358EU3PD911H7ly5ff/n8dTz/+oF8+IaqmVd63Y7OyNYn/l/+PaXepWys9Pj7qX0AAwK53ef369b759OH+AwaN/Hra/CVrKiSXu+6CLtdecXYIYd/2DdNTU0IICQkJj9xx3gNPvf3CG0MP2K/TA3dfV6/Oy5+NmLRmXfZxPVsc12vfE487MoQQFxfXc/+GDer+7BOinw8Z0bpF9dOP7bJ5yZkn9/p2wtz8goKsrKyUlJQQQr061Q8/qGG71g1CCKmpqV+8/+CVNz48bfbShPhor66Nep/90/1Srrjg6MLYh5lrs9rv3fTwgxo2a/yzi78jkchhXRoWFMZSU38831OjevrhBzWsX+vHyFu3PvvwLg0vu+CYzQ+5+NxjVmZmvTlwaJ9zjz/8oIZbbq1cuXInHX90rRrVXhsweOqspQUFhWcf1/bU47r2OrzH5jF9zur2yfAJXTo3K7qlY6u9Wp58RMvUysmtW+0VQpg6fc5hXRq2a1m3KMpDCF0O2PfUI/dasz77h6nTO3Vsv533pVp6pVeevMaEBgAooyJFt+gGAAB+Q3FeAgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAwDbiN/90/J1DvRwAALAL3v2/Hr9wC86XAwDAby8Si8W8CgAA8NtyvhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAD2fPEhhOPvHOqFAACAXfbu//X4hVtwvhwAAH57kVgs5lUAAIDflvPlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAD+6OL3nENZXbfzlr+Wv7ZP+Wv7eIcAAPgjcL4cAAB0OQAAoMsBAECXAwAAuhwAAPYMkVgs5lUAAIDflvPlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQCA/434PedQVtftvOWv5a/tU/7aPt4hAAD+CJwvBwAAXQ4AAOhyAADQ5QAAgC4HAIA9QyQWi3kVAADgt+V8OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0+f+3a8c2AIJQFEVD4gTWjEHvBCZuauIEDuAY1qzw7YwbgOGcivr95hYAAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAP5iel8pJXMAADR0bqsRvpb9GLHLI8LtAQAaqrkYYVj+sQAAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AEBf5vsygi4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuNwEAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwB0q+ZiBF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAAAY3ANqUpqXBko+mAAAAABJRU5ErkJggg=="/><div class="c x0 y1 w2 h0"><div class="t m0 x5 h6 y2b ff4 fs2 fc2 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI GRUPY KAPITAŁOWEJ <span class="ff3">MIRBUD ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc3"> </span></span></div><div class="t m0 x6 h4 y2c ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y2d w4 ha"><div class="t m0 xe h8 y85 ff2 fs3 fc2 sc0 ls0 ws0">Grupa Kapitałowa MIR<span class="_ _8"></span>BUD<span class="ff1"> <span class="ls6">| <span class="_ _8"></span></span></span>Opis Grupy Kapi<span class="_ _8"></span>tałowej i prz<span class="_ _8"></span>edmiot działalności<span class="_ _8"></span><span class="ff1"> </span></div></div><div class="c x9 y2d w5 ha"><div class="t m0 xa h4 y86 ff3 fs1 fc4 sc0 ls3 ws0">12<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h4 y31 ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y162 w15 h32"><div class="t m0 xa h2d y160 ff5 fs5 fc0 sc0 ls0 ws0">ТОВ «MIPБУД»<span class="_ _0"></span><span class="ff6"> </span></div></div><div class="c x19 y162 w16 h32"><div class="t m0 x22 h2f y161 ff1 fs5 fc0 sc0 ls0 ws0">2 377 752,81 UAH </div><div class="t m0 x23 h2f y163 ff1 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x1b y162 w17 h32"><div class="t m0 x1f h2d y161 ff6 fs5 fc0 sc0 ls16 ws0">100%<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h11 y164 ff1 fs2 fc0 sc0 ls0 ws0">*<span class="ff2 fs5">Łączny udział be<span class="_ _3"></span>z<span class="_ _8"></span>pośredni<span class="_ _0"></span> i pośred<span class="_ _0"></span>ni MIRBUD S.A<span class="_ _0"></span>. w kapitale za<span class="_ _3"></span>k<span class="_ _8"></span>ładow<span class="_ _0"></span>ym 100%<span class="ff1"> </span></span></div><div class="t m0 x2 h8 y165 ff1 fs3 fc0 sc0 ls0 ws0">Dnia <span class="_ _d"> </span>02.12.2020 <span class="_ _d"> </span>r<span class="_ _8"></span>. <span class="_ _d"> </span><span class="ff2">(akt <span class="_ _d"> </span>notarialny <span class="_ _d"> </span>R<span class="_ _8"></span>epertorium <span class="_ _27"> </span>A <span class="_ _d"> </span>nr <span class="_ _d"> </span>11976/2020) <span class="_ _d"> </span>podj<span class="_ _8"></span>ęta <span class="_ _d"> </span>została <span class="_ _d"> </span>uchwa<span class="_ _8"></span>ła </span></div><div class="t m0 x2 h8 y166 ff2 fs3 fc0 sc0 ls0 ws0">Nadzwyczajnego Walnego Zgromadzenia Wspólników Spółki Marywilska 44 <span class="_ _0"></span>Sp. z <span class="_ _3"></span>o.o.<span class="_ _8"></span> o <span class="_ _3"></span>podwy<span class="_ _8"></span>ższeniu </div><div class="t m0 x2 h8 y167 ff2 fs3 fc0 sc0 ls0 ws0">kapitału <span class="_ _6"> </span>zakładow<span class="_ _8"></span>ego <span class="_ _6"> </span>Spółk<span class="_ _8"></span>i <span class="_ _6"></span>o <span class="_ _6"></span>kwotę <span class="_ _6"> </span>78 <span class="_ _6"> </span>250<span class="_ _8"></span> <span class="_ _6"></span>tys<span class="_ _8"></span><span class="ff1">. <span class="_ _6"> </span></span>zł <span class="_ _7"> </span>zwiększając <span class="_ _6"> </span>liczbę <span class="_ _6"> </span>udzia<span class="_ _8"></span>łów <span class="_ _6"></span>o <span class="_ _6"> </span>1.565.000<span class="_ _8"></span> <span class="_ _6"></span>s<span class="_ _8"></span><span class="ff1">zt. <span class="_ _6"> </span>o </span></div><div class="t m0 x2 h8 y168 ff2 fs3 fc0 sc0 ls0 ws0">wartości nominalnej <span class="_ _0"></span>po 50<span class="_ _0"></span> zł. <span class="_ _3"></span>Udzi<span class="_ _8"></span>ały <span class="_ _0"></span>w podwyższonym kapitale <span class="_ _3"></span>zak<span class="_ _8"></span>ładowym pokryte w <span class="_ _3"></span>całośc<span class="_ _8"></span>i <span class="_ _3"></span>z<span class="_ _8"></span>ostaną </div><div class="t m0 x2 h8 y169 ff2 fs3 fc0 sc0 ls0 ws0">wkładem <span class="_ _1e"> </span>pieniężnym <span class="_ _1e"> </span>w <span class="_ _1e"> </span>k<span class="_ _8"></span>wocie <span class="_ _1e"> </span>156<span class="ff1"> <span class="_ _8"></span></span>500 <span class="_ _1e"> </span>tys. <span class="_ _1e"> </span>zł. <span class="_ _1e"> </span>Udział <span class="_ _1e"> </span>objął <span class="_ _1e"> </span>ma <span class="_ _14"> </span>MIRBUD <span class="_ _1e"> </span>S.A. <span class="_ _1e"> </span>z <span class="_ _1e"> </span>siedzibą <span class="_ _1e"> </span>w<span class="_ _8"></span> </div><div class="t m0 x2 h8 y16a ff1 fs3 fc0 sc0 ls0 ws0">Skierniewicach. <span class="_ _8"></span> </div><div class="t m0 x2 h8 y16b ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y16c ff2 fs3 fc0 sc0 ls0 ws0">Środki <span class="_ _11"> </span>te<span class="_ _8"></span>  z<span class="_ _8"></span>ostały <span class="_ _2b"> </span>przeznaczone <span class="_ _2b"> </span>na <span class="_ _2b"> </span>poczet <span class="_ _2b"> </span>zakupu<span class="_ _8"></span><span class="ff1"> <span class="_ _2b"> </span></span>nieruchomośc<span class="_ _8"></span>i <span class="_ _11"> </span>po<span class="_ _8"></span>łożonych <span class="_ _2b"> </span>w  O<span class="_ _8"></span>stródzie, <span class="_ _2b"> </span>przy </div><div class="t m0 x2 h8 y16d ff1 fs3 fc0 sc0 ls0 ws0">ul. <span class="ff2">Grunwaldzkiej <span class="_ _2a"> </span>55. <span class="_ _21"> </span>W <span class="_ _2a"> </span>ramach <span class="_ _2a"> </span>z<span class="_ _8"></span>akupionej <span class="_ _2a"> </span>nierucho<span class="_ _8"></span>mości <span class="_ _2a"> </span>Spółka <span class="_ _2a"> </span>zam<span class="_ _8"></span>ierza <span class="_ _2a"> </span>prowadzić <span class="_ _21"> </span>działalność </span></div><div class="t m0 x2 h8 y16e ff2 fs3 fc0 sc0 ls0 ws0">polegającą na najmie p<span class="_ _8"></span>owierzchni na cel<span class="_ _8"></span>e magazynowe.<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 y16f ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y170 ff2 fs3 fc0 sc0 ls0 ws0">Podwyższenie <span class="_ _6"> </span>kapit<span class="_ _8"></span>ału <span class="_ _6"></span>zakładoweg<span class="_ _8"></span>o <span class="_ _6"></span>zostało <span class="_ _6"> </span>zarej<span class="_ _8"></span>estrowanie <span class="_ _6"> </span>w <span class="_ _6"> </span>Kraj<span class="_ _c"></span>owym <span class="_ _6"> </span>Rejes<span class="_ _8"></span>trze <span class="_ _6"> </span>Sądowym<span class="_ _8"></span> <span class="_ _6"> </span>KRS </div><div class="t m0 x2 h8 y171 ff2 fs3 fc0 sc0 ls0 ws0">dnia <span class="_ _7"> </span>1<span class="_ _8"></span>0.06.2021r <span class="_ _2a"> </span>w <span class="_ _2a"> </span>sposó<span class="_ _8"></span>b <span class="_ _7"> </span>n<span class="_ _8"></span>ieprawidłowy, <span class="_ _2a"> </span>niezgodn<span class="_ _8"></span>ie <span class="_ _7"> </span>z <span class="_ _2a"> </span>wni<span class="_ _8"></span>oskiem <span class="_ _2a"> </span>Spółki <span class="_ _2a"> </span>i <span class="_ _2a"> </span>st<span class="_ _8"></span>anem <span class="_ _7"> </span>fakty<span class="_ _8"></span>cznym <span class="_ _2a"> </span>w </div><div class="t m0 x2 h8 y172 ff2 fs3 fc0 sc0 ls0 ws0">zakresie  wysokośc<span class="_ _8"></span>i  kapitału  zakładowego,  wysokośc<span class="_ _8"></span>i  kapitału  wniesionego  przez  poszc<span class="_ _8"></span>zególnych </div><div class="t m0 x2 h8 y173 ff2 fs3 fc0 sc0 ls0 ws0">wspólników.<span class="ff1"> <span class="_ _f"></span></span>Po <span class="_ _f"></span>dokon<span class="_ _8"></span>aniu <span class="_ _f"></span>przez <span class="_ _f"></span>Sąd <span class="_ _f"></span>sprosto<span class="_ _8"></span>w<span class="ff1">an<span class="_ _8"></span>ia <span class="_ _f"></span></span>kapitał <span class="_ _f"></span>zakładowy <span class="_ _f"></span>Sp<span class="_ _8"></span>ółki <span class="_ _f"></span>wynosi <span class="_ _f"></span>148.250.000,00<span class="_ _8"></span> </div><div class="t m0 x2 h3 y174 ff2 fs3 fc0 sc0 ls0 ws0">PLN. Na tą wartość<span class="_ _8"></span> składa się:<span class="ff1 fs1"> <span class="_ _8"></span> </span></div><div class="t m0 x2 h3 y175 ff1 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x24 h3 y176 ff1 fs1 fc0 sc0 ls0 ws0"> <span class="_ _26"> </span><span class="ff5 fs3">1 565 000 <span class="_ _0"></span>udziałów o wartości nominalnej 50 P<span class="_ _0"></span>LN każdy<span class="_ _8"></span><span class="ff2">, co daje <span class="_ _3"></span>ł<span class="_ _8"></span>ącznie 78<span class="ff1"> <span class="ls9">250</span> 000 PLN </span>–<span class="ff1"> </span></span></span></div><div class="t m0 x25 h8 y177 ff2 fs3 fc0 sc0 ls0 ws0">udziały <span class="_ _8"></span>b<span class="_ _8"></span>ędące <span class="_ _c"></span>własnością <span class="_ _c"></span>MIRB<span class="_ _8"></span>UD <span class="_ _c"></span>S.A. <span class="_ _8"></span>U<span class="_ _8"></span>dział <span class="_ _c"></span>MIRBUD <span class="_ _c"></span>S.A.<span class="_ _8"></span> <span class="_ _8"></span>w<span class="_ _8"></span> <span class="_ _8"></span>kap<span class="_ _8"></span>itale <span class="_ _8"></span>zak<span class="_ _8"></span>ładowym <span class="_ _c"></span>Spółki </div><div class="t m0 x25 h3 y178 ff1 fs3 fc0 sc0 ls0 ws0">wyniesie: 53,88%. <span class="_ _8"></span><span class="fs1"> </span></div><div class="t m0 x25 h3 y179 ff1 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x24 h3 y17a ff1 fs1 fc0 sc0 ls0 ws0"> <span class="_ _26"> </span><span class="ff5 fs3">1 339 800 udziałów o <span class="_ _3"></span>w<span class="_ _8"></span>artości nominalnej 50 PLN każdy<span class="_ _8"></span><span class="ff2">, co daje ł<span class="_ _0"></span>ącznie 66 990 000 PLN –<span class="ff1"> </span></span></span></div><div class="t m0 x25 h8 y17b ff2 fs3 fc0 sc0 ls0 ws0">udziały <span class="_ _6"></span>będące <span class="_ _f"></span>w<span class="_ _8"></span>łasnością <span class="_ _6"> </span>JHM <span class="_ _6"></span>DEVELOPMENT <span class="_ _6"> </span>S.A. <span class="_ _6"></span>Udział <span class="_ _6"></span>JHM <span class="_ _6"></span>DEVELOPMENT <span class="_ _6"> </span>S.A. <span class="_ _6"></span>w </div><div class="t m0 x25 h3 y17c ff2 fs3 fc0 sc0 ls0 ws0">kapitale zakładowym <span class="_ _8"></span>Spółki wyniesie: 46,1<span class="_ _8"></span>2%. <span class="_ _8"></span><span class="ff1 fs1"> </span></div><div class="t m0 x2 h8 y17d ff2 fs3 fc0 sc0 ls0 ws0">Różnica <span class="_ _27"> </span>wartości <span class="_ _27"> </span>udziałó<span class="_ _8"></span>w <span class="_ _27"> </span>wynika <span class="_ _27"> </span>z <span class="_ _27"> </span>umorzenia<span class="_ _8"></span> <span class="_ _27"> </span>udziałów <span class="_ _27"> </span>o <span class="_ _27"> </span>nominalnej<span class="_ _8"></span> <span class="_ _27"> </span>wartości <span class="_ _27"> </span>w <span class="_ _27"> </span>kwocie </div><div class="t m0 x2 h8 y17e ff1 fs3 fc0 sc0 ls0 ws0">3.010.000,00 tys<span class="_ _8"></span>. PLN. </div><div class="t m0 x2 h8 y17f ff1 fs3 fc0 sc0 lse ws0">W <span class="ls0">dniu 17 <span class="_ _0"></span>listopada 2021 r. Nadzwyczajnego Zgromad<span class="_ _8"></span>zenia W<span class="ff2">spólników Spółki Marywilska 44 Sp. <span class="_ _3"></span>z<span class="_ _8"></span> o. </span></span></div><div class="t m0 x2 h8 y180 ff2 fs3 fc0 sc0 ls0 ws0">o podję<span class="ls10">ło</span><span class="ff1"> </span>uc<span class="_ _8"></span>hwałę<span class="ff1">. w przedmioci<span class="_ _8"></span>e: </span></div><div class="t m0 x2 h8 y181 ff1 fs3 fc0 sc0 ls0 ws0">-<span class="ls18">  </span><span class="ff2">obniżenia k<span class="_ _8"></span>apitału z<span class="_ _8"></span>akładowego <span class="_ _8"></span>Spółki d<span class="_ _8"></span>o k<span class="_ _8"></span>woty 145<span class="_ _8"></span>.240.000 <span class="_ _8"></span>PLN, tj. <span class="_ _8"></span>o <span class="_ _8"></span>kwotę <span class="_ _8"></span>3.010.000 <span class="_ _8"></span>PLN, <span class="_ _8"></span>która<span class="_ _8"></span> </span></div><div class="t m0 x2 h8 y182 ff1 fs3 fc0 sc0 ls0 ws0">to kwota odpowi<span class="ff2">ad<span class="_ _8"></span>a wartości opisanyc<span class="_ _8"></span>h wyżej umorzonyc<span class="_ _8"></span>h udziałów,  <span class="_ _8"></span></span> </div><div class="t m0 x2 h8 y183 ff9 fs4 fc0 sc0 ls0 ws0">- <span class="_ _2a"> </span><span class="ff2 fs3">a <span class="_ _21"> </span>następnie <span class="_ _21"> </span>podwyż<span class="_ _8"></span>szenia <span class="_ _2a"> </span>kap<span class="_ _8"></span>itału <span class="_ _2a"> </span>zakładow<span class="_ _8"></span>ego <span class="_ _21"> </span>Spółki <span class="_ _2a"> </span>do <span class="_ _21"> </span>kwoty <span class="_ _21"> </span>157.500.<span class="_ _8"></span>000 <span class="_ _2a"> </span>PLN, <span class="_ _21"> </span>tj. <span class="_ _21"> </span>o <span class="_ _2a"> </span>k<span class="_ _8"></span>wotę </span></div><div class="t m0 x2 h8 y184 ff2 fs3 fc0 sc0 ls0 ws0">12.260.000 <span class="_ _c"></span>PLN <span class="_ _f"></span>poprzez <span class="_ _c"></span>u<span class="_ _8"></span>tworzenie <span class="_ _c"></span>245.200<span class="_ _8"></span> <span class="_ _c"></span>nowych<span class="_ _8"></span> <span class="_ _c"></span>udziałów <span class="_ _f"></span>o <span class="_ _8"></span>w<span class="_ _8"></span>artości <span class="_ _c"></span>nominaln<span class="_ _8"></span>ej <span class="_ _c"></span>50 <span class="_ _c"></span>PLN<span class="_ _8"></span> <span class="_ _c"></span>każdy. </div><div class="t m0 x2 h8 y185 ff1 fs3 fc0 sc0 ls0 ws0">Nowoutworzone <span class="_ _c"></span>udz<span class="ff2">iały <span class="_ _8"></span>w <span class="_ _8"></span>całośc<span class="_ _8"></span>i <span class="_ _8"></span>pokryte <span class="_ _8"></span>zostały <span class="_ _8"></span>wk<span class="_ _8"></span>ładem <span class="_ _8"></span>pieniężnym <span class="_ _c"></span>w <span class="_ _8"></span>wysokośc<span class="_ _8"></span>i <span class="_ _8"></span>24.520.000 <span class="_ _8"></span>PLN,<span class="_ _8"></span> </span></div><div class="t m0 x2 h8 y186 ff2 fs3 fc0 sc0 ls0 ws0">przy <span class="_ _21"> </span>czym <span class="_ _21"> </span>nadwyżka <span class="_ _21"> </span>pon<span class="_ _8"></span>ad <span class="_ _2a"> </span>w<span class="_ _8"></span>artość <span class="_ _21"> </span>nominalną <span class="_ _21"> </span>udz<span class="_ _8"></span>iałów <span class="_ _2a"> </span>w<span class="_ _8"></span> <span class="_ _2a"> </span>wys<span class="_ _8"></span>okości <span class="_ _2a"> </span>1<span class="_ _8"></span>2.260.000 <span class="_ _21"> </span>PLN <span class="_ _21"> </span>w<span class="_ _8"></span> <span class="_ _2a"> </span>całości </div><div class="t m0 x2 h8 y7f ff2 fs3 fc0 sc0 ls0 ws0">przekazana została<span class="_ _8"></span> na kapitał z<span class="_ _8"></span>akładowy Spółki.<span class="_ _8"></span> Nowe udziały<span class="_ _8"></span> objęte zosta<span class="_ _8"></span>ły w całośc<span class="_ _8"></span>i prz<span class="_ _c"></span><span class="ff1">ez MIRBUD<span class="_ _8"></span> </span></div><div class="t m0 x2 h8 y80 ff1 fs3 fc0 sc0 ls0 ws0">S.A. <span class="_ _f"></span><span class="ff2">Kap<span class="_ _8"></span>itał <span class="_ _f"></span>na <span class="_ _6"></span>podwyższ<span class="_ _8"></span>enie <span class="_ _f"></span>kapitału <span class="_ _6"></span>został <span class="_ _f"></span>w <span class="_ _6"></span>pełni <span class="_ _6"></span>wniesiony <span class="_ _6"></span>i <span class="_ _f"></span>w <span class="_ _f"></span>d<span class="_ _8"></span>niu <span class="_ _f"></span>28 <span class="_ _6"></span>grudnia <span class="_ _f"></span>2022<span class="_ _c"></span></span> <span class="_ _6"></span><span class="ff2">r. <span class="_ _f"></span>złożony<span class="_ _8"></span> </span></div><div class="t m0 x2 h8 y55 ff2 fs3 fc0 sc0 ls0 ws0">został wniosek <span class="_ _0"></span>o zarejestrowanie opisanego wyżej <span class="_ _0"></span>podniesienia kapitału. <span class="ff1">Do dnia publikacji niniejszego </span></div><div class="t m0 x2 h8 y187 ff2 fs3 fc0 sc0 ls0 ws0">sprawozdania <span class="_ _27"> </span>Emitent <span class="_ _d"> </span>n<span class="_ _8"></span>ie <span class="_ _d"> </span>otrzyma<span class="_ _8"></span>ł <span class="_ _d"> </span>posta<span class="_ _8"></span>nowie<span class="_ _8"></span>nia <span class="_ _d"> </span>s<span class="_ _8"></span>ądu <span class="_ _d"> </span>o <span class="_ _27"> </span>podwyższeniu<span class="_ _8"></span> <span class="_ _d"> </span>kapitału<span class="_ _8"></span>.<span class="_ _8"></span> <span class="_ _d"> </span>Środki <span class="_ _27"> </span>z </div><div class="t m0 x2 h8 y188 ff2 fs3 fc0 sc0 ls0 ws0">podwyższenia <span class="_ _c"></span>kapitał<span class="_ _8"></span>u <span class="_ _c"></span>zostały <span class="_ _c"></span>przeznaczone <span class="_ _c"></span>n<span class="_ _8"></span>a <span class="_ _f"></span><span class="ff1">nabycie <span class="_ _c"></span></span>od <span class="_ _c"></span>podmiotów <span class="_ _c"></span>z <span class="_ _c"></span>G<span class="_ _8"></span>rupy <span class="_ _c"></span>kapitałowej <span class="_ _c"></span>MIRBUD<span class="_ _c"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 y189 ff2 fs3 fc0 sc0 ls0 ws0">nieruchomości <span class="_ _0"></span>o <span class="_ _3"></span>przez<span class="_ _8"></span>naczeniu ha<span class="_ _0"></span>ndlowo<span class="_ _8"></span><span class="ff1">-</span>usługowym położon<span class="ff1 ls12">ych<span class="ls0"> <span class="_ _3"></span>odpowiednio w <span class="_ _3"></span>Starachowicach oraz </span></span></div><div class="t m0 x2 h8 y18a ff1 fs3 fc0 sc0 ls0 ws0">Rumia. </div><div class="t m0 x2 h8 y18b ff2 fs3 fc0 sc0 ls0 ws0">Kapitał  zakłado<span class="_ _8"></span>wy  ТОВ <span class="_ _2b"> </span>«MIPБУД» <span class="_ _2b"> </span>wynosi  2<span class="_ _8"></span>.377.752,81  U<span class="_ _8"></span>AH <span class="_ _2b"> </span>(wg <span class="_ _2b"> </span>kursu  śr<span class="_ _8"></span>edniego  NBP<span class="_ _8"></span>  z  dn<span class="_ _8"></span>ia </div><div class="t m0 x2 h8 y18c ff2 fs3 fc0 sc0 ls0 ws0">31.12.2021 r. wynosi <span class="_ _8"></span>353.571,84zł)<span class="_ _8"></span>. Jedynym ws<span class="_ _8"></span>pólnikiem spółk<span class="_ _8"></span>i jest MIRBUD S.A<span class="_ _8"></span><span class="ff1 lsd">. <span class="ls0"> </span></span></div><div class="t m0 x2 h8 y18d ff1 fs3 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pfd" class="pf w0 h0" ><div class="pc pcd w0 h0"><img class="bi x4 y2a w3 h5" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x5 h6 y2b ff4 fs2 fc2 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI GRUPY KAPITAŁOWEJ <span class="ff3">MIRBUD ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc3"> </span></span></div><div class="t m0 x6 h4 y2c ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y2d w4 ha"><div class="t m0 xe h8 y85 ff2 fs3 fc2 sc0 ls0 ws0">Grupa Kapitałowa MIR<span class="_ _8"></span>BUD<span class="ff1"> <span class="ls6">| <span class="_ _8"></span></span></span>Opis Grupy Kapi<span class="_ _8"></span>tałowej i prz<span class="_ _8"></span>edmiot działalności<span class="_ _8"></span><span class="ff1"> </span></div></div><div class="c x9 y2d w5 ha"><div class="t m0 xa h4 y86 ff3 fs1 fc4 sc0 ls3 ws0">13<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h4 y31 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y18e ff2 fs3 fc0 sc0 ls0 ws0">Jednostka nie jest ko<span class="_ _8"></span>nsolidowana z uwagi <span class="_ _8"></span>na jej nieistotność.<span class="_ _c"></span><span class="ff1"> </span></div><div class="t m0 x2 h2b y18f ff7 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h2b y190 ff7 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h2c y191 ff8 fs5 fc0 sc0 ls0 ws0">Tabela: Struktura<span class="_ _0"></span> udziałów JHM<span class="_ _0"></span> DEVELOPMENT<span class="_ _0"></span> S.A. w pod<span class="_ _0"></span>miotach zale<span class="_ _0"></span>żnych i powią<span class="_ _0"></span>zanych na dzie<span class="_ _3"></span>ń 3<span class="_ _8"></span><span class="ff7">1.<span class="ls16">12</span>.<span class="_ _8"></span>2021 <span class="ls17">r.</span> </span></div></div><div class="c x26 y192 w18 h33"><div class="t m0 x27 h2f y159 ff1 fs5 fc4 sc0 ls0 ws0">Nazwa podmiotu </div></div><div class="c x28 y192 w19 h33"><div class="t m0 x29 h2f y159 ff2 fs5 fc4 sc0 ls0 ws0">Kapitał zakładow<span class="_ _0"></span>y<span class="ff1"> </span></div></div><div class="c x2a y192 w1a h33"><div class="t m0 x2b h2f y122 ff2 fs5 fc4 sc0 ls0 ws0">Wartość nomina<span class="_ _0"></span>lna </div><div class="t m0 x2c h2f y158 ff2 fs5 fc4 sc0 ls0 ws0">udziałów<span class="ff1"> </span></div></div><div class="c x2d y192 w1b h33"><div class="t m0 x2e h2f y193 ff2 fs5 fc4 sc0 ls0 ws0">Udział <span class="ff1"> </span></div><div class="t m0 x2f h2f y159 ff1 fs5 fc4 sc0 ls0 ws0">JHM DEVELOP<span class="_ _0"></span>MENT S.A.<span class="_ _0"></span> w </div><div class="t m0 x30 h2f y86 ff2 fs5 fc4 sc0 ls0 ws0">kapitale zakładow<span class="_ _0"></span>ym <span class="ff1"> </span></div></div><div class="c x26 y194 w1c h16"><div class="t m0 x31 h2f y118 ff2 fs5 fc0 sc0 ls0 ws0">MARYWILSKA 44<span class="_ _0"></span> Spółka <span class="_ _0"></span>z o.o.<span class="ff1"> </span></div></div><div class="c x28 y194 w1d h16"><div class="t m0 x32 h2f y118 ff1 fs5 fc0 sc0 ls0 ws0">1<span class="ls16">45</span> <span class="ls16">240</span> <span class="ff2">000 zł</span> </div></div><div class="c x2a y194 w1e h16"><div class="t m0 x2f h2f y118 ff1 fs5 fc0 sc0 ls0 ws0">*66 <span class="ff2">990 000 zł<span class="_ _0"></span><span class="ff1"> </span></span></div></div><div class="c x2d y194 w1f h16"><div class="t m0 x27 h2f y118 ff1 fs5 fc0 sc0 ls0 ws0">46,12% </div></div><div class="c x26 y195 w1c h16"><div class="t m0 x31 h2f yc5 ff2 fs5 fc0 sc0 ls0 ws0">JHM 1 Spółka z<span class="_ _0"></span> o.o.<span class="ff1"> </span></div></div><div class="c x28 y195 w1d h16"><div class="t m0 x33 h2f yc5 ff1 fs5 fc0 sc0 ls0 ws0">9 <span class="ls16">001</span> <span class="ff2">000 zł</span> </div></div><div class="c x2a y195 w1e h16"><div class="t m0 x2b h2f yc5 ff1 fs5 fc0 sc0 ls0 ws0">9 <span class="ls16">001</span> <span class="ff2">000 zł</span> </div></div><div class="c x2d y195 w1f h16"><div class="t m0 x27 h2f yc5 ff1 fs5 fc0 sc0 ls0 ws0">100,0% </div></div><div class="c x26 y196 w1c ha"><div class="t m0 x31 h2f yc5 ff2 fs5 fc0 sc0 ls0 ws0">JHM 2 Spółka z<span class="_ _0"></span> o.o.<span class="ff1"> </span></div></div><div class="c x28 y196 w1d ha"><div class="t m0 x29 h2f yc5 ff1 fs5 fc0 sc0 ls16 ws0">10<span class="ls0"> </span>300<span class="ls0"> <span class="ff2">000 zł</span> </span></div></div><div class="c x2a y196 w1e ha"><div class="t m0 x34 h2f yc5 ff1 fs5 fc0 sc0 ls16 ws0">10<span class="ls0"> </span>300<span class="ls0"> <span class="ff2 ls12">zł</span> </span></div></div><div class="c x2d y196 w1f ha"><div class="t m0 x27 h2f yc5 ff1 fs5 fc0 sc0 ls0 ws0">100,0% </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h2c y197 ff7 fs5 fc0 sc0 ls0 ws0">*<span class="ff8">Różnica wartoś<span class="_ _0"></span>ci udziałów<span class="_ _0"></span> wynika z umorzenia<span class="_ _3"></span> udziałów o nominal<span class="_ _0"></span>nej wartości w k<span class="_ _0"></span>wocie 3.010.000<span class="_ _0"></span>,00<span class="ff7"> tys. PLN <span class="_ _2e"> </span> </span></span></div></div></div><div class="pi" ></div></div><div id="pfe" class="pf w0 h0" ><div class="pc pce w0 h0"><img class="bi x18 y2a w6 h5" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x5 h6 y2b ff4 fs2 fc2 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI GRUPY KAPITAŁOWEJ <span class="ff3">MIRBUD ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc3"> </span></span></div><div class="t m0 x6 h4 y2c ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y2d w4 ha"><div class="t m0 xe h8 y85 ff2 fs3 fc2 sc0 ls0 ws0">Grupa Kapitałowa MIR<span class="_ _8"></span>BUD<span class="ff1"> <span class="ls6">| <span class="_ _8"></span></span></span>Opis Grupy Kapi<span class="_ _8"></span>tałowej i prz<span class="_ _8"></span>edmiot działalności<span class="_ _8"></span><span class="ff1"> </span></div></div><div class="c x9 y2d w5 ha"><div class="t m0 xa h4 y86 ff3 fs1 fc4 sc0 ls3 ws0">14<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h4 y31 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hc ya3 ff6 fs4 fc0 sc0 ls0 ws0">Przedmiot <span class="ff5">działalności</span> </div><div class="t m0 x2 hc y198 ff6 fs4 fc0 sc0 ls0 ws0">MIRBUD S.A. </div><div class="t m0 x35 hb y199 ff6 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hb y19a ff6 fs3 fc0 sc0 ls0 ws0">MIRBUD <span class="_ _13"> </span>S.A.<span class="_ _8"></span><span class="ff1"> <span class="_ _13"> </span><span class="ff2">działa <span class="_ _12"> </span>przede <span class="_ _12"> </span>wszys<span class="_ _8"></span>tkim <span class="_ _13"> </span>jako <span class="_ _13"> </span>gene<span class="_ _8"></span>ralny <span class="_ _13"> </span>wykonawc<span class="_ _8"></span>a <span class="_ _13"> </span>we <span class="_ _13"> </span>ws<span class="_ _8"></span>zystk<span class="_ _8"></span>ich <span class="_ _13"> </span>segmentach </span></span></div><div class="t m0 x2 h8 yc7 ff1 fs3 fc0 sc0 ls0 ws0">budownictwa.  </div><div class="t m0 x2 h8 y19b ff2 fs3 fc0 sc0 ls0 ws0">Wizytówką <span class="_ _13"> </span>prz<span class="_ _8"></span>edsiębiorst<span class="_ _8"></span>wa <span class="_ _13"> </span>jes<span class="_ _8"></span>t <span class="_ _13"> </span>trzy<span class="_ _8"></span>dziestoletnie <span class="_ _13"> </span>doświa<span class="_ _8"></span>dczenie <span class="_ _13"> </span>oraz<span class="_ _8"></span> <span class="_ _1e"> </span><span class="ff1">ponad <span class="_ _12"> </span></span>500 <span class="_ _13"> </span>zak<span class="_ _8"></span>ończonych </div><div class="t m0 x2 h8 y19c ff2 fs3 fc0 sc0 ls0 ws0">projektów <span class="_ _1a"> </span>inwestycyj<span class="_ _8"></span>nych <span class="_ _14"> </span>należących <span class="_ _1a"> </span>w <span class="_ _1a"> </span>zdecydo<span class="_ _8"></span>wanej <span class="_ _14"> </span>wi<span class="_ _8"></span>ększości <span class="_ _1a"> </span>do <span class="_ _1a"> </span>prestiżowyc<span class="_ _8"></span>h <span class="_ _14"> </span>kontrak<span class="_ _8"></span>tów </div><div class="t m0 x2 h8 y19d ff1 fs3 fc0 sc0 ls0 ws0">budowlanych w zakres<span class="_ _8"></span>ie budownictwa:<span class="_ _8"></span> </div><div class="t m0 x36 hb y19e ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _17"> </span><span class="ff5">przemysłowego</span> <span class="ff2">(budynki<span class="_ _8"></span> produkcyj<span class="_ _8"></span>ne, handlowe i usługowe);<span class="_ _c"></span></span> </div><div class="t m0 x36 hb y19f ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _17"> </span><span class="ff5">użyteczności publicznej</span> <span class="ff2">(<span class="_ _8"></span>hale sportowe, sta<span class="_ _8"></span>diony, szpitale, urzędy a<span class="_ _8"></span>dministracji publicznej<span class="_ _8"></span>);<span class="_ _8"></span></span> </div><div class="t m0 x36 hb ya1 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _17"> </span><span class="ff6">komercyjnego</span> <span class="_ _27"> </span>(cen<span class="_ _8"></span>tra <span class="_ _27"> </span>handlowe<span class="_ _8"></span>, <span class="_ _27"> </span>wielkopow<span class="_ _8"></span>ierzchniowe <span class="_ _26"> </span>sklepy, <span class="_ _27"> </span>ha<span class="_ _8"></span>le <span class="_ _27"> </span>wys<span class="_ _8"></span>tawienniczo<span class="_ _8"></span>-</div><div class="t m0 x25 h8 y1a0 ff1 fs3 fc0 sc0 ls0 ws0">targowe); </div><div class="t m0 x36 hb y1a1 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _17"> </span><span class="ff5">inżynieryjno<span class="ff6">-drogowego<span class="_ _8"></span></span></span> <span class="_ _1e"> </span>(aut<span class="ff2">ostrady, <span class="_ _1e"> </span>drogi <span class="_ _12"> </span>k<span class="_ _8"></span>rajowe, <span class="_ _1e"> </span>wojewódzkie, <span class="_ _1e"> </span>powiatowe<span class="_ _8"></span>, <span class="_ _12"> </span>eleme<span class="_ _8"></span>nty </span></div><div class="t m0 x25 h8 y1a2 ff1 fs3 fc0 sc0 ls0 ws0">miejskiej infrastruktury<span class="_ _8"></span> komunikacyjnej, mosty<span class="_ _8"></span> i bocznic<span class="_ _8"></span>e kolejowe); <span class="_ _c"></span> </div><div class="t m0 x36 hb y1a3 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _17"> </span><span class="ff6">mieszkaniowego</span> (budynki<span class="_ _8"></span> mieszkalne jednorodz<span class="_ _8"></span>inne, szeregowe oraz<span class="_ _8"></span> wielorodzinne).<span class="_ _c"></span> </div><div class="t m0 x2 hb y1a4 ff6 fs3 fc0 sc0 ls0 ws0">MIRBUD S.A.<span class="ff1"> <span class="ff2">gwarantuje najwyż<span class="_ _8"></span>szą jakość usług, <span class="_ _3"></span>s<span class="_ _8"></span>pr<span class="_ _8"></span>awną organizację, szybkie tempo prac w oparciu </span></span></div><div class="t m0 x2 h8 y182 ff2 fs3 fc0 sc0 ls0 ws0">o <span class="_ _8"></span>najwyż<span class="_ _8"></span>sze <span class="_ _c"></span>standardy <span class="_ _8"></span>ora<span class="_ _8"></span>z <span class="_ _8"></span>profes<span class="_ _8"></span>jonalną <span class="_ _8"></span>kadrę <span class="_ _c"></span>techniczną. <span class="_ _c"></span>Podstaw<span class="_ _8"></span>owym <span class="_ _8"></span>prz<span class="_ _8"></span>edmiotem <span class="_ _c"></span>działalności </div><div class="t m0 x2 h8 y1a5 ff2 fs3 fc0 sc0 ls0 ws0">jednostki zgodnym z jej s<span class="_ _8"></span>tatutem oraz wp<span class="_ _8"></span>isem do Krajowego <span class="_ _8"></span>Rejestru Sądoweg<span class="_ _8"></span>o jest: <span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x36 h8 y1a6 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _17"> </span>b<span class="ff2">udownictwo ogólne i inżyn<span class="_ _8"></span>ieria lądow<span class="_ _8"></span>a</span>, </div><div class="t m0 x36 h8 y1a7 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _17"> </span>towarowy transport drogow<span class="_ _8"></span>y<span class="_ _8"></span>, </div><div class="t m0 x36 h8 y1a8 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _17"> </span>w<span class="ff2">ynajem sprzętu budow<span class="_ _8"></span>lanego i burzącego z obs<span class="_ _8"></span>ługą operatorsk<span class="_ _8"></span>ą<span class="_ _8"></span></span>,  </div><div class="t m0 x36 h8 y1a9 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _17"> </span>d<span class="ff2">ziałalność reklamowo</span>-wy<span class="_ _8"></span>dawnicza, </div><div class="t m0 x36 h8 y1aa ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _17"> </span>w<span class="ff2">ynajem pomieszczeń na własny<span class="_ _8"></span> rachunek<span class="_ _8"></span></span>, </div><div class="t m0 x36 h8 y1ab ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _17"> </span>s<span class="ff2">przedaż hurtowa mater<span class="_ _8"></span>iałów dla budownictwa<span class="_ _8"></span></span>. </div><div class="t m0 x2 h8 y1ac ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y1ad ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y1ae ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y1af ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y1b0 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pff" class="pf w0 h0" ><div class="pc pcf w0 h0"><img class="bi x18 y2a w6 h5" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x5 h6 y2b ff4 fs2 fc2 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI GRUPY KAPITAŁOWEJ <span class="ff3">MIRBUD ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc3"> </span></span></div><div class="t m0 x6 h4 y2c ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y2d w4 ha"><div class="t m0 xe h8 y85 ff2 fs3 fc2 sc0 ls0 ws0">Grupa Kapitałowa MIR<span class="_ _8"></span>BUD<span class="ff1"> <span class="ls6">| <span class="_ _8"></span></span></span>Opis Grupy Kapi<span class="_ _8"></span>tałowej i <span class="_ _8"></span>przedmiot działalnośc<span class="_ _8"></span>i<span class="ff1"> </span></div></div><div class="c x9 y2d w5 ha"><div class="t m0 xa h4 y86 ff3 fs1 fc4 sc0 ls3 ws0">15<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h4 y31 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hc ya3 ff6 fs4 fc0 sc0 ls0 ws0">KOBYLARNIA S.A. </div><div class="t m0 x37 hb y1b1 ff6 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hb y1b2 ff6 fs3 fc0 sc0 ls0 ws0">KOBYLARNIA <span class="_ _7"> </span>S.A. <span class="_ _6"></span>(dawniej: <span class="_ _6"> </span><span class="ff5">Przedsi<span class="_ _8"></span>ębiorstwo <span class="_ _6"> </span>Bu<span class="_ _8"></span>dowy <span class="_ _6"></span>Dróg <span class="_ _6"></span>i <span class="_ _6"> </span>Mostó<span class="_ _8"></span>w <span class="_ _6"></span>KOBYLARNIA<span class="_ _8"></span> <span class="_ _6"></span>S.A.<span class="_ _8"></span></span>)<span class="ff1"> <span class="_ _6"> </span><span class="ls19">to </span></span></div><div class="t m0 x2 h8 y1b3 ff2 fs3 fc0 sc0 ls0 ws0">spółka zależn<span class="_ _8"></span>a <span class="ff1">o<span class="_ _8"></span>d </span>MIR<span class="_ _8"></span>BUD S.<span class="_ _8"></span>A., specjal<span class="_ _8"></span>izująca się <span class="_ _8"></span>w <span class="_ _8"></span>kompleksowy<span class="_ _8"></span>m wykon<span class="_ _8"></span>awstwie <span class="_ _8"></span>robót dro<span class="_ _8"></span>gowych </div><div class="t m0 x2 h8 y1b4 ff2 fs3 fc0 sc0 ls0 ws0">i <span class="_ _7"> </span>mostowych. <span class="_ _7"> </span> <span class="_ _6"> </span>Jest<span class="_ _8"></span> <span class="_ _7"> </span>również <span class="_ _7"> </span>producentem <span class="_ _7"> </span>mas <span class="_ _7"> </span>mineralno<span class="_ _8"></span><span class="ff1">-bit<span class="_ _8"></span>umicznych <span class="_ _7"> </span>i <span class="_ _7"> </span>betonowych<span class="_ _8"></span></span>, <span class="_ _7"> </span>posiadającym </div><div class="t m0 x2 h8 y1b5 ff2 fs3 fc0 sc0 ls0 ws0">nowoczesne wytwórn<span class="_ _8"></span>ie mas bitumiczny<span class="_ _8"></span>ch w:<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x36 h8 y1b6 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _17"> </span>Kobylarni  <span class="ff2">koło  Bydgoszczy<span class="_ _8"></span></span>  -  <span class="ff2">wytwórnia  Teltomat  o  wydajności  240  Mg/h  oraz  wytwórnia </span></div><div class="t m0 x25 h8 y1b7 ff2 fs3 fc0 sc0 ls0 ws0">Teltomat 120 o wydaj<span class="_ _8"></span>ności 160Mg/h<span class="_ _8"></span><span class="ff1">; </span></div><div class="t m0 x36 h8 y1b8 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _17"> </span><span class="ff2">Bogusławicach</span> <span class="ff2">koło Włoc<span class="_ _8"></span>ławka</span> <span class="ff2">–</span> <span class="ff2">wytwór<span class="_ _8"></span>nia Teltomat <span class="_ _8"></span>160 o wydajności 20<span class="_ _8"></span>0 Mg/h<span class="_ _8"></span></span>; </div><div class="t m0 x36 h8 y1b9 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _17"> </span><span class="ff2">Miękini koło Wrocławia </span>-<span class="_ _8"></span><span class="ff2">wytwórnia Amma<span class="_ _8"></span>n Uniwersal o<span class="_ _8"></span> wydajności 240 Mg/h<span class="_ _8"></span></span>.<span class="_ _8"></span> </div><div class="t m0 x2 h8 y1ba ff2 fs3 fc0 sc0 ls0 ws0">Spółka <span class="_ _2b"> </span>świadczy<span class="_ _8"></span> <span class="_ _2b"> </span>także <span class="_ _2b"> </span>usługi <span class="_ _2b"> </span>w<span class="_ _8"></span> <span class="_ _2b"> </span>zakresie <span class="_ _2b"> </span>wynajm<span class="_ _8"></span>u <span class="_ _2b"> </span>sprzętu<span class="_ _8"></span> <span class="_ _2b"> </span>budowlanego <span class="_ _2b"> </span>or<span class="_ _8"></span>az <span class="_ _2b"> </span>specjalisty<span class="_ _8"></span>cznych </div><div class="t m0 x2 h8 y1bb ff2 fs3 fc0 sc0 ls0 ws0">środków transportu.<span class="_ _8"></span><span class="ff1">  </span></div><div class="t m0 x2 hb y1bc ff2 fs3 fc0 sc0 ls0 ws0">Podstawowym <span class="_ _8"></span>przed<span class="_ _8"></span>miotem <span class="_ _8"></span>działalnośc<span class="_ _8"></span>i <span class="_ _8"></span><span class="ff6">KOBYLAR<span class="_ _8"></span>NIA <span class="_ _8"></span>S.A. <span class="_ _8"></span></span>we<span class="_ _8"></span>dług <span class="_ _8"></span>Polskiej <span class="_ _8"></span>K<span class="_ _8"></span>lasyfikacji <span class="_ _8"></span>Działal<span class="_ _8"></span>ności </div><div class="t m0 x2 h8 y1bd ff1 fs3 fc0 sc0 ls0 ws0">jest: </div><div class="t m0 x36 h8 y1be ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _17"> </span>w<span class="ff2">ykonawstwo robót drog<span class="_ _8"></span>owych i mostowyc<span class="_ _8"></span>h</span>;<span class="_ _8"></span> </div><div class="t m0 x36 h8 y1bf ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _17"> </span>produkcja mas mineralno<span class="_ _8"></span>-bitumicznyc<span class="_ _8"></span>h i betonowych;<span class="_ _8"></span> </div><div class="t m0 x36 h8 y1c0 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _17"> </span>w<span class="ff2">ynajem sprzętu budow<span class="_ _8"></span>lanego</span>. 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QP7F/it0zsNGGOyTjqptW49C83cufMXLVmaSHjtqyuH7DDoxzZjIwAAAAD8qOPy51587dcXPdJiYVHYWT3zKWPMnX977LYH38n8PaCq8tCvfjn8xmvOD+LOurq6m277x39e+3rJivp0BKsUHXXAwBuvOrNPn97BkhdfeWP23CVnnXp0VVVVsKS2tva1N9+bv2j5Hy8798233zvy7PtaHMOonXu89u/bb7/nn9fd9WZjzA8WjrkkHomE8nydV197+9wrH125ttls6/vs0v3KC44etdfIdDD9+L+e+83VT7f++OGjB4x9eEz6n4ed+If3PlvcOtlTd5/5y8MOCv5ubGx8/KkX/jH2gymzm97ULCtx99qpx3mn/RzZEQAAAABxeUGstZ7fsknY0XbS5CnHnn3ntyvrW6xaV5u4+/FPJ0//9s3n/vr5F5POvPSBeUs2tNom/eeNWc+/fdnYe8444rCDiai+vvHq29+89q63urYvqSgLr6+NLV3VQESnHrkjEVkrrY/BN/ad9z68/JZxhX+XDz7+4szL/+Wblpt677Nv3zvpjnOO/+De265KHqFk+dZE5PumxTFkTWbFpoPyg475w8Qpy1skqGvwxr0//7UP7hnaH69vAgAAAPxEbYb3Po2RX/327tZBedqHk7479TfX7XPcX1oH5ZkbuejapxKJROaSb1fWT5+3NgjK23TD7f/eqMP+w03Ptg7K0x54+qsHHn5q857ry665s3VQniZCX8/GdIcAAAAAiMs3VcK385fW5k/z7zdmirSxne9WN3748WebdgwLltR8PHnjfltn1bpY/gTX3PZKTU3N5jrRL7/65sPPTkKGAwAAAIAfKi7fjKZMn7tpH1y8vH4TPnXwXn3OOHpY1w7FWdfW1CUef+qlzfK9ampqTrv0EZOteZ6Zzjh62F+uOHT/3XshOwIAAAAgLv9eKsvCf7v+qLkf3f7SP84rLc45Zv3ne/cZ9+jvHr7lxH7dy3PEr3X/tW9+9Xn7vPzUrfffefW8z/+ZKyZ+6c3N08L99rsf1dZ7WVedfdyI+++8+qLzT3v16Vv3HL4NciQAAAAA4vJNd9yhO5x9+om9evX8+UGjR+2cPcYtCutH773qgP1G/fqko849ee+saWybg10K4GhuXxFuM9kJRyfnSHFd9+Sj98qaZvrczTPge8asRblWnXjUfskrodToPbdDjgQAAAD4ado8vyvUp2fn9N/tq0qzx8GHDqmsrAz+Li8r/iG+zA7bVo+54vg9R+5cWloaj8fj8fij/3ohV+Kiokj67wHbZq9LbGhILFy46Psf2IIlq7Iuj4TUjkMHp/8ZDoWQIwEAAAAQl286rdtud+/ft8sP+k2U4qcf+EP//v2SMW44HA6HC/xs504dsy63Vr6cPP37H9vCb9dlXd63e7vi4mLkQgAAAABQW8032b5vVToo31jFxTl/bnPZ8s0wlGXNusasyzt1KEUWBAAAAICtKi7v1qVikz+rtVaKs65K/+rn91Efzf7SZyTsIAsCAAAAwFYVlzt6078LMxNlf+W0S+fq73lgImJy/IBRwjPIggAAAACwVcXl30c0GrU2a7xOO+5Q6BwpueaSYeawm/08r1xdj5MPAAAAAD/puNzzmsaWLFz0bdY0nauL+/Xrk2sL8YzWbs/zFixZlytl+6rsL3fOXVxTX98Umjc0RJEjAQAAABCX/7SsXNX0Quf0mfOyphnYtzrP+PKZ81bbVDP7n//6YJ7fHO3aKfvvKMUS9pNPv0z/c+qspciRAAAAAIjLf1rGv/9F8Ifnec+8PDFrmt2G9yUipuyh+aJldYccd+mTY5+/4LKbb/zbu3n2NbBP51yr7njg5UQiQURTpk4f/8lC5EgAAACAn6af7nwgN9//3obaBsX83BtTl6xoaJ1Aa/7VsT8novLykpzB/cTF4ycubnNfB47e+Y5HP8m1he12P7Nj+5Lpc9bGEngNFAAAAABx+U9MwrN3PfZpngQnHDJ42237EtHg7foXssHSYqe+0c+6ap+9Rx466tVXJ2QfLbNkRUPWigEAAAAA/HT85Max7Dm8ayEzkvfoXHLr9ecHf/fv32+nwR3bqN9oPuf4XXKeZaWe+ecNuw7pnH8j/XpUIEcCAAAAIC7f+pWXus89dv0/bj6xqjyUJ9muQ7q8+uQf27dvn15y703ndKyK5Eo/uF/Vp6/8aeQug/NsMxQKPf3QH/t0K8uVoH27yAO3nIUcCQAAAPDTtHHjWMpKS/p1zzK1SLvypt+T79S+PGuayoqmkLS8LPt2qirLiKistDjr2k7ty4mopLgo69qunSqyHlhm4rNO3LOysvLXJx117FGHPPrkc3c9PH7et7WZ6bfvW3XtJUcecdjBLbYzYviOcz996JY7Hv7b4x9vaEhOsOg6qn/Pdkf9fNglvzu1uLh47bqarAdWWpKcJHGbbbp+/OptDz767NiXvpy1sCadYGDvysP2G3zOaUeVl5f161GRZSJ0ZsfRyKwAAAAAWzGWXD+H8xNgrZ0zZ97ib7+LxRLVVRXb9uvTsWMHzjvMJRaLzZk7v7a2LhIJ9+vbu127dpuwXxFZuHDRipWrmbnbNl26dduGCxlbAwAAAACIywEAAAAA4IejcAoAAAAAABCXAwAAAAAA4nIAAAAAAMTlAAAAAABAP+Xf+wQAAAAIrF67oaExvmUd88QvZ21ZB7xuff3EL2dv8sf/J3PXTfh4+orV6/87+3r83t8jLgcAgE3U0BhbvbZ2yzrmmXO+XV/bsGUd87jxX21pMW7tux9NxQ0CsLE2JS5/570P73341S+mfbe6JlpdEdljRI+//OncXr16Hn7iZV9MW8ZMkZDu36f9DZefvNOIYXPmzBt11LVnHrvL9ddcQESxWGzQyLNjCTPuict3GDxo0Mgz6xs9ZioKO4P7d7r5mjMHDuwf7OX3l9/y79emlpeGpky4PxwOZx7Ak2Of/8NNz/1i34EP3HUNEd334JO3PfD20O06P//EzcFE4Hsdcv68JTW7D+/+7GM3Bx+55/7H//y3N4PKVvt2RbsN73Xxecf37du7906n+L48/4+LzrviwRVrmpXUrqPmfvZwKBQiol+ccOlX05cP6td+/At3BWsnTZ5y6K//wkxLpzyZnn1cRB54+KnHnv1o5vy1xki/HpXHHbbTZReesWDBor2P/D+t+KVHLxs+bCgRXXTFLc+Mm3rFeQdc8JtTROT40//40VeL/3LV0ScdfwQR/evpFy4b8ywRvfHUVUN22B7ZdOuz6NtVW9YBf7di7ZKlq7esY/588twtLmR85qWPcHcAACAuL9TKlat+ecY9sYQhImZZXRN7YfycbXu/MOba36+vja6uiRVH9Oqa6JIVDcsvue/rCQ/5xl9dE6tvjKUj1zXrY9G48Tw/+Lsh6kVCenVNdPHy+tr6e9996e5k88B7M1fXxFbXxL6eMn2XnUdkHkM0llhdE9tQFyWiqdNmXHj9C0R075gDgvh4+fIVE6csJ6LXP5jveZ7ruslGnZqYoynk6lXrYt8sqJm/ZM0b//nr6nUx34jn+WvXR1fXxDL3EnJVMLl7Q0PD+E8W+UY++HLpunXrqqqqiMjz/NU1MeZms7+//ua7v/vT8+l/Tp+3dvrtb3aoqjjt18doxSvWRj/9YloQl78+Ydbqmthb70+74De0Zs2a59+eTUSDBvYNPvjGe5OCgxk/4bMC4/KGxvjLb33+/TPE/IUrZs9fumVl4v9mHxMAAADAjyUuv+2ex2MJM6R/+9uuPXnwoAGLFi995oXxZ51yRLC2KKxXzXhi7dp1J51708eTl33zzSxqazDQzwZ3fueF21esWHnc2X+e+PWyBQsW9unTe968BYuW1f1scMeps9eMf/+LFnF5plvuGktEuw7pcuD+o4Il70z4hIhG79bznYmLP/z4031H7ZlOfNFpe1x75XnPPPvqGZc/9fGkpbW1TW1pX719hzH2jbc/OPOKsf16VEx44WZmDtrp3//wU9/Ifrv1HD9x8bvvTzz6iENaHMPixUt69uwhIjfe+azrqItOG3nKCYeGQu6L49677q7X//L313990pFnHr/rjX97b9rMxUS0evXqhcvqiGjyN8uNMVOnzyKi0mJn0HYDiMgY88Hni/p0K1+wtPbdj2dc/LuCrsvqtRt+ff6dyNAAAAAAW6iNno9l7Ctfd25f9PFrd+2z9x4dOnT42U7DbhtzWa9ePdMJwuFw165denevLnCDTBwOh3v27LHDgK6+kcXffkdEY597Q2t++I7f771Lj2de+cpa2/qDjbHEU8+8+O83ZlZXhB+6/QKtdfIIX/x4YO/KFx4fU10RHvv8e5kf0VqFw+E9dx9BRJ4vGzY0xeXt27fv1Klju4oyInK06tSpY8eOHZIbfH5Clw7FLzxxU+9uZWNf+DBzgyL8ixMuu+Cqe4lo1uw5X0xfddQBA8dc+/v+/fv16tXz97899azjfrbgu7oPP/704vNPKS9xP/pyIRG99c5HWvGxB2+3al1s8tdTP/p0ChHt9bMeqWrAJ8tWN465/OjO7Yve/XTJqlWrkU0BAAAAtnob114ei8VWro3us0v3SCRCRG+NnzDxixlE9LNhA39+0GgiSvj23N/fuHRFzTsTFx970KBBgwZ+M7ONl4VXrKm/+++PLV+x7rk3Z/ToXLL7rj8jomde+Wq3oV22227AYfuPOP/a5x594tnTTzm2xQdf/2Dh6x8sVIouO2d0elT61Gkz3vtsye9PHVlUVHTw3tu++NbM2zZsqKioCNZ+MWXR3X9/7PV3pxBR723Kunbt0uZXXrFi5asT5hx78OBIJPKLfbd/YOwXNTU1paWl4976OEiwpqbhrhvOJKKFi5YS0aAB3TI/Pqh/T6KJCxZ9t++oPffeuee49+dPn/HNm+9N3nVo1zvGXPjKu799893PPvhsLhEduPfQVDXgvdJi59CDR8fjiVMvffI/L7zx23NORk4FAACATKP3HNKhunzLOuaf77fTlnXAPbfp0LVz1X9nXx2qKzYuLg+FQiVFzuq1jcE/J0+d88Tzny9eXn/O8RuCuFyEps9Z/tnUFVXloTtuuoCIlFJEZFIN3iJijCUirZNN9YuW1V0y5uWisB4yoMNdN54VDocnTZ4ye9H63t0rH3rk6ZWr1xPRpTc9f8Rh+1dWVmYezJ4jtjn9+FFnXvHUFX95rVvXDscdfZgx5rQL7/Z82xiNP/TI00S8vj5xweV/fez+64OPvPPpknc+XdKxKnL46G2vvvikdBN7LiLym0tvr2/0rchDjzwdT3hxzzz/0ltDd+h/y4MfEBGzfPzavcF2KtuVE9HqNRsyt7B67QYiqqosJ6IDRw195b15t9/37/GfzL/gtL06duyw+/Bu496Z+s38NUR00H4jiaimpubFt2Z27VjyxNgXrbUlRfrplz5FXA4AsLnssF3P7Qd037KOebcRAysrS7e0Yx6wZR1wh+qKkuIwbhD439q4uFwpdfBe/Z59c9afxtxz5aVnX37x2ZdffHZxr6PTCcKuev+Vu0844+oXxs+58baH77rliu7dtgmH9IefL6irqysrK3vv/U8SvmjNvXomi8Vdh3T58LV7M/fy1LNvEdG0WSunzRpHREVhXdfgPfvim2eddnxmso7Vpb864cjPJ835+9gvrrjp2UMO2veTT7+cOmdNyFUvvjX9xbemE5HWPHbcjEunzwg+csU5e91wzYXpLRhj8n/fryZ9/eqEeY7mtz+c+/aHc4nIddTYlz454rD9n7n3zGPOeyhd8SCiEcOHdq4uembclGMO/2LXXXZi5jlz5j3y709KipxRe+5KRAeOHsl/eu7Jl6eJ0EGjdyeiA/YafPkt44jo4L169+nTm4guuPz29fUJ11Vj7h5HRI5Sn01b8fY7E/YfPQqZFf6HOndoN2rk4C3rmAf07da3d+ctLGQc2KO0pGgLOuCS4sgW11wHALCVxOVEdMu1506cdNWYv08Y+8pXQwd2WbJ8veeL4qZx6lrrfz10/S4H/PahZ77cd+/zKl8AACAASURBVI83Dv/FQWcft9M9T3zWbdiZ2/ZsN3PBOiI69cgdq6urPc9rvf1EIvHsa1MH9amc8sE/giVjbr3/T3e9PfbFiS3i8sB1V53z/mfzvllQc9NtDy1ftZ6IfnXYkGD+RCL6xQmXvvHhwqefe7usrHgTzs7Y58YT0aGj+v0nNd/iKef+39OvzZg7b0GXzh2ISIR3PfA3waq//fmcO6874aQLH9nr6Ju37VnhavXNghpmuvOaI4IpXHr16jmgV+WshTWdq4uGDhlMRAfsu+vlt4zTmv989RlENG36jGde/8bRPG3C3dXV1UQ04YOP9z/x9rMue3jmx7sUFRXlfzoe/8s9vn+GaF9VsfPwbbesTPzf7GPaXLp1qXYcjQIIAAAANj0u79Gj++dv3j722XEffjZryfL1pcWhS04fefH5JxPRzjv2qq4sISLXde+47tRb73vukaff3W2XEbfeeEn3bR5/64Np62ujh48ecPhBOx95+MFEpJQavWuvnt2avSH69jsfbD+g4/GHjUwvOfHog76cstA3pqGhoaSkhIi6b9PxgD16Dd2+JxFVVla+//JtF1x++6z5K1xHH7Rn7zNPbpov5fzTD7Hyas2Ghh136HfAHr227dNs8Dcz7z+yl7FSWZls7+nUsfqAPXr16JIM8mrrogeM7HXe6YemP3LOKYeuqWl45oV3zz7llwfs0Stza6FQ6KhfHtKlU4d/PTt+5rwVxtiTDx9y7OF7HnTAvuk0Z5+01xsTpozcadtgSsdB2w08+sCBlRXF2w/ajohmzl6w/8heQwd2C4JyIhq5287HHrzd+rroNzNnjxi+Y57r0qG6/Il7L0KGBgAAANhCcTBFNwAAAAAA/A8pnAIAAAAAAMTlAAAAAACAuBwAAAAAAHE5AAAAAAAgLgcAAAAAQFwOAAAAAACIywEAAAAAEJcDAAAAAADicgAAAAAAxOUAAAAAAIC4HAAAAAAAcTkAAAAAACAuBwAAAABAXA4AAAAAAIjLAQAAAAAQlwMAAAAAAOJyAAAAAADE5QAAAAAAgLgcAAAAAABxOQAAAAAAIC4HAAAAAEBcDgAAAAAAiMsBAAAAABCXAwAAAAAA4nIAAAAAAMTlAAAAAACAuBwAAAAAAHE5AAAAAAAgLgcAAAAAQFwOAAAAAACIywEAAAAAEJcDAAAAAADicgAAAAAAxOUAAAAAAIC4HAAAAAAAcTkAAAAAACAuBwAAAABAXA4AAAAAAIjLAQAAAAAQlwMAAAAAAOJyAAAAAADE5QAAAAAAgLgcAAAAAABxOQAAAAAAIC4HAAAAAEBcDgAAAAAAiMsBAAAAABCXAwAAAAAA4nIAAAAAAMTlAAAAAACAuBwAAAAAYAvEOAUAAAAA8CMnIlv9d0R7OQAAAAAA4nIAAAAAACDin0KnAAAAAADAjxzaywEAAAAAEJcDAAAAAADicgAAAAAAxOUAAAAAAIC4HAAAAAAAcTkAAAAAACAuBwAAAABAXA4AAAAAAIjLAQAAAAAQlwMAAAAAAOJyAAAAAADE5QAAAAAAkMlJ/9V92BkrVq/HGQEAAACAH6Edtus56e3bfxJxeRCUm3NvISIRISJmZubM1JZS/2QmEVLNm9tFmqUVIWZiCTYiIsy6efLkXpKb1MpaSyJZthzQloTYWmUVs7ai2NFWfGZrTaJIqMTGekS8viWqa0SVhZ3iUMhxVNi1Ye271isJhUtLikqLwiGHFVsR0VqzdjxjPN8m4lFmReyIcowhz4qrSCvSZMj6htgQu4qZLJF1HcfzjXKcmJGGWEKE3WjxOt+r0c6ChtinC5bVGq0jVctqEn6kXYNxWEyIfVHakFhmYWGlWCyR0SSKKU6WiMk6JEykg34MJiESYhESyrgOmRclOIeKOM81FqIW69NXpPUGWyezqXS5kqUuLgtT8qITMbMQkeLmuSLrblpuizgzm9nM45Ege6R2QUTC+fp8WJq+ZtYvK8pmnKZmZ4aFSHHmeW59grIcfLNvxi0zfLBlpXJus5mcX42ZiYRIMjfS4quFbNxTZFkTKddYzRxXIsxkFVlXEVk2pInIkPgUcsiY5HkQHZwaFqUsMbGQNdojFlJMQmQVEbGyyUtMQixEQtayFcXCxKV+rNiL9y0O9y1xuxY5JWxEGXG052hPuJYjUVUaq2+08YQScsPO6rq6lbF4XShcr5wNcb+nKw6FbMxG2CkpDinX1vuNdZLYEPfrfMMq7LIuVm6pcImSIjIqsaFExasiqrJIVZYVd3fCIcdxSIjIsxxT4Rpylid44frGlXEbj5cvi9WtC5F1XBLNVmlhI74oq5g5yPGimB1mJWJFfGLLpCwRiWbVRqayZDijBEsmTuVbTWyt1ZqJTFhJqZb2YdUp5JR58VIxlcVFpUackGXla/IdYnaK6shdFPNn1tV91xhfS9UikswbktoLB9nYsihunm2Sd01TeSt5srQIMauMEptbZ7z0B5N3vUjG80JETOvtc+qGtRlPnHzSn21d5qTLh8yCIrWKW9zCbRVZzZfYZCnQ/PjTybS4ImKZhCl5LwSFdHCv+sTWihZhYVZsFIliIdFs2Ygilpgkj1wRE2mXfMOGFbEi9hxNIsSWrM9kOFluO8I6uQtFJETWamtCJtGzLNyjJFQt8SqTKCVxIj4pUg65rMJKR3SYyF2T8FdbWUmyOto4o6HIszbhiyWltCMiZIXEFIVCkZATivJ6G693hUjIZ2VDlonIEJmwmJCNkcOsI751Yp5YEUVEioRYmIlVcGMQCbMQW2YOh8OO43gJ4/u+WBFrjVJCqXxriYMzrILShVMPDKF0pmrKb5R5XZo9CLLmkFw5KpVtWKnMi9tGOZyRT1pk6WQeI9V0MOnQKH1grXNpqydUjtwoWR/Z2ZOJpG+/nA/TAg6mWYK2H08ZuT/rszV7CZNxDoXz3ZiqqYTJPKXOLb+dNnPx1l3xcLLEcOkslS7CM584TeGIJP+ZJcLKvGFUi+gh14W0NrU1lSMcEU0iJCzMREoUW2tIDGlRmksTieqQ07HIrXRNmSNlWoe1Djs67FBIKe0ox9G+78diQiEdcpOBkbXGWrHWGmOILCtOxP2EZ0RpcjQ5ihURsRhLwhxyQm5IMymVDJaVFU1MSumIV0bKdZxwcXmJduoS3ECReaH6RbUNHpENRXxSImKTcQyLFVbKISZrWSwpRcTEHJw1EZM6+ZZTz7TCL2qWpxFvdM7gjd8jpzJM8rOcM3XWTEfN816enTW7w/OXM5lVGuZWO2t+iloE8dmOoWXZJxt3luS/enczSfpbswkOWykipa1wOqQWJtGSoFS4wcTBB4PvxyRB+Jd6zIhKnax0vSNYRUzMTMxKK1XpFlWUFJW7WivxjMS1Mn5wr4YTpOqNXhVriDdE/VisvKi4LMSOGy5XrlLaeCbqeSocIUuOo1k4Fm0s1aGqoqJyCldQIqossTgsEbalyilz3CJXuRQKsxfmRLGmEl1ELotiI6KIWClFijzLCRs2tkREXFtCTpxNIxnrW2UVB3VboWQAqxQJi0jGI5eFSZpORN6Het7QkJmIyTKJpYS1ntINhmt9YRWyYuJxU6EcZchlx2GlrZDPnnZMKBwqdR1bx/HgAcxND63Cs5983wyYtR7YdPunKwxNYYlkFEDc5tZTzxemTT3UAr9jm+Vb6wSWLXFQoggRiyRrAsH3EkVWMbElFiHDmlhYiIWMKJvMW5yKZITJN8QsmqyIFUuiiCwJMTOJpuQdmE7fVHIJsWW1PhqLUEK5rLXyrB9JCCnWwg5LQlnPCrFt9KTBSEKRZ9gnEVakRUQZEisS3P1x4/lRT8c5roUsEzELixhmJYrIGvZ9V7Ev4vu+EWalNSux6ToMNytAiUhYSBKJhJfwjbGSbDhhFpLUXRYkVswiJBwUSslWHWl+4+SL7TJaZ9rOAOmwtfldsGl3RIudZhbsLQv5wh6j+XJjq2POX+Dke9Rmq2a3bjjIVyX+3rdenstaeHC/1XPynJQsOT4zi+eq+mVEgqktcNZwqEWxHjwTWancV10zCbMVYptsq7DEotg4YqvE6xIp3qY0VM2xdo4tcXSxq13XcR3rKi1kRbFSLCK+7weHo7Um1r6QtVZrba2I4oTnNcQSSmkKhZgcUaSEjbFMRFaHlKs1kxh2wwnfshhliRXpSLzMcYssVfi6Q5luSNBaL9Ghc6SqlGdvqFtSH4vpCnIUsyNCZCw5Wqz1DDmsrQRP6qDdkVNlsJAKivWmW6R1SzlnjTV54woXm/XOyZ0Pst456SAt1YxdcMGUNUE6bxDnahLOese2PDaiFu3rLTNVZobP0UaY676Q4MGZ79TbVo8GztVcl62VjnOvartAF9ap9kMtZBzt+OSR9YkcR7ElUYrEWk3M5FpjmRwitkE3DZNlEzRlCbMwK6UtmVSNWzGnq+VB+BE8VSnYoVKqWEtFpMgh65OJOzpmEp44CV8nDHukVvl2yYY6NoY9Y4uUEjbEDlHYM2XGauVEtGuJlGYW48dibKjIOMqYcmI3VEwUY4q61i9mU8LkknIUOcp1lesqKmbXkM9ELMLWGiGffEpI2FKl47jEK621jiImHfd8ZjLWsiatfKWYWbHyOaiuiIgVSUb3WW+trMFulsd2s34kI0xBT6JPTp2xsXiijqUi5JY4jku2LKyUT44oV4w21nUco5061gntxCgRbC2Zl4Sb3y9BSJvzIFPdLG30kqV3kb+ZOU+yjarVZ2+0y9r+11aBxnm7AVt1HXDhx8zMJsjwVhQzk5BtasdmZqtYVBC4J3chZEmYyBIbEiusmx6FTForEbLGChMpZmNSB6CTJzZ5R6UifzFB1ygrZVhvMAmvtqHBocbiSFVRuNQnYlLMLNYRKQ6J1qrOSK2xUcsJ6/rBHcvKEjFrEd8oYcW+pYT1tRsRxeT7ijmkHCPikSHx2ZoSpTu1q2hks6Ex0ZAQ29To1lRzSPcZULATVlbIWhMUFWIlSKOYbeoypOpylkSYTeo7cutMmKctufC8l77ibUaELRM0f3a0yP+tn1BttnC3+ArClLU9PqPdunk1t0WkTdxm8JqnB0k4o42/RX2YOZXDc4f137NK3+qyNjvP/7P2rB9lXN6im7LZ2mQHbvI/ra4T57he3EbbIjflsBYdo83DfsUsEpQDQVjANiTGMXFXSVXIVLqmRCWKtA1pcdhnUipoA2RLzEGnohWyQlaU8T1rhZWwchQrn9JfjIhILHmeISFHkWZiIq2IkjE9i4gVaz1LRpygo834jlZhJlKm1KV2RMVKQo4OF0Wqy11nSc130agXF9KOIe0xEzmWiLTyFLNVqYY6IjKcvgeTp0Q1tZRknJbCH1qSp5E42/0mLQLjZn27TS0+mR+X5stkY5oK2gzT8w+zkc3XRB1ES606xpsdErd5Mgt70ue6fM2fQ7Z1vTgdWklbVRtpanUjYuVbI5pJsbJGWctkfSWKFZM2IkQq6IQWFgkGpZAlUrZ1ZZsUJx/GTE3FOKea0kWEjeUGP1ESiSgin9V6zwppX+kGXxriNm6kXqlVhrXVWqxryDVWG+MQFTNFtLYR17NETMK+1uyWRYpc0jaujHFFhVgpso7iEHOpkiJOOMya2VHKdZRm1saISBDm+EZ88X22vm+16CKlDPkdw7qYSfsmRL4v7JPyWTUoaRASxZaZFJEJTrJN9zmkWoKVTXUbSlP+b+NxlZkTgo6LoGlUiD1SVmuPbKMvyvMVkRNrUFoxWceakHCIhZQX1zoRCkeNyowsW7dgSa5ImpsVzkKSPR+nvotsWjNz08e5ddYUkYKe5Mw/XFNZZmjeqg7PWY+vqZwJnhJBHC7prG+Fg2A8s42fKRm4C4mhZNyZjOCVEAuJ7ycTBp32rCg5Kk8JkVU6dX2TZ1Qlq71imYkdUWFjyLdeImEaw7qzigiLiBjrKzERT4VER0VtsH5UqbiIETIiJhigxxw0UYsSI6KU66fiM2WEjMfWOI4I2ZD45U6k2AnF/bg1QUjPlhSJDWqAQaW86SEjTKwyOkmST/N0dTFZ4eVmPaNibaqvTZoNcEiHic1zgsoo+XMFvm22uWaWwHlaOpJN7M1vMc68Rza1xT1/NN+6YiC5R6G0Mcplkx67hbB5P6QkX63+h+u93wrjcmprTF7BVzadmdINGSQt44yWTeYt6srZGuStcNBXaEkkRMY18bCJVUScqggVhYxiy46Iy1ZbccRoIypoZGAmMtYyk1JKE1khtiLWaEcxs+M4xoqxpB0ddlzPiLXW88Qq5TpaMWsS39hYLKZ1MEBUrEmNoBcbphAbV7mOb33r+EZskeu2N8oxqpS1VJW13xDfUB+NkRdlJ67cBpKYZp8d0koMsaeJLKmgdGdWkhq9yDYor/Jm1vyjXfM0HuSqLzXfQualCW6t1hWr5g3SnO8+z15lzx0r528s36j+6GwjfHK2AeQcolBwH1zr8KZFzSr/dWn7xuR8Z8CyErbJbhhiI0ysSIm2Jqysw36cPVZho5SX8CgcsTYdjlsiq4IwitMDWIL7UrEwkbJiUn3sTJIcMBP0o4mItVLHHCKut+KwJLxEQyzmazdOOhYXX5Q4rtURIuNotSruhbSU+KbMUUUqiHio0fqsSClxQ8phUmTEeqyJNItjmV1rlZAoRUpZrW3YUUobRYaIrBDFI0YRsfLEGsVxa3wWpTlEtlikTPvlisMk7UtCUhyOe6pBh1Ya4/uJePIbUXAGtJAwWWHLTKyYmMmIChoOJM/jsPXLOU1lGqfruJpYk4hRbBR7LEGbKBkTJNLMLrHyLRN55Ju4MSr9DM7VANJyeKFQ8/cxJPOWbZXJhdJBfPbx5RnfscU9KKn+ko3qtv7+wUH2LsQgHNyYdtaCSkvm5CkiZlJWRFQ6JuVkOCmGhS0pIqWCPjVLimzCFSalxGoiLRQKheK+55FYxWItKyuimMkQEelkEWpsatx28CgVYiWshMmQa7QW4yV8r7HOi7shK9Yqa8QwUUj5Iddn1nHrJISjVoyYpj4fSbaxpRofgqcNOcpV7GvfOuw7LOR72ktEHFfEiBVrxCRrdCY1lCfVpZkMViVZGrDNzP7CwkF9QNK1NpbgFS8OOoaNpJoPhDg4zmD7nONSpZdLtmbXrCVnZpNH6yVtDrUNXjxpNswyWxt8m50wzTuv2giHWo9ob1WZzFgiWZrMWjSTSWHVgB9oSEmLZ3GrnokWuxbE5S0rQK37Plq20GQZ5ZLRwyWpZtRWr+Vlbk1avVTRrJe25bHZYHAdsSEmLcaxXpmyFUpVhZySMLnaGBGPlMdakSg2xrIS8azoIBwPHvqeMcY6WknGe6jMrIgSxhjfN8aIEQkGjmsdtKN7xlqihFg3+XoQp5pYjLHCfoRIi3Z8JV5IjKJEwiNjS62KWLe4sqRXqVsbC23wzAajatlZWtu4stFr1G6CtLBmZmtt8Ny3REw61WjATtAzmrfZV/IMnkhdjCyPwGSEKfn7o1r2LmUpTSR1NTPfMeVc8bRIq3In97spbXYLSNZO8Gxt2+m282ZlcfOR8NJWo16Wg8nYY8tIpeUQTEmNxKZWozOz/CvX927r1R1p2hkrIhNsyXEcn4xYwyZerHTXdiVMiXqf1nu+T55HQppJmIzRYjUJkTbMljkYFZp8hVsyS3mV/Gfy3SVFHPTcswitZycWTbAxSpFvTIK0FRZW4ioSRTZoWnNIU6P16zwvHNK+YkfEEVFEZYoVWYcprJOZxhf2rI0rmyCrlcOWPbZMxmcKKU5o1o5ia8Wyo5X1tLXCmjwSZvKJgwFnRVqHHBuK+WFrlUhcOcZKzGWtaAMZiScss7BDVmkRVyxbQ6wNsycsRCxWWfE3slu1ZSnHKlWZST+bhKxNvg2niJQTnGFDygixNioZ7tnke7ffI2xtq7LXRhhtsq7K9j7cZg+7N6FvUApo2m9+MvK8kJ0ae51sCmTLwYudNmgXJmGypCR4GVcpUjY56QGTtYoVk2EyWijESotUlhQ3RKPro41EOkgpnCpGyQQdvUHzEzGJNcSSfL062XnjEJGvHBK33siSRCJ4u9SwKBYWceNRR7mG2DJ7xpLWTYP2gvcmyKZetWRHrG+tUcqK72jTobiofdg10UYvytphQ2JIkdJMTEoTCYkNInTO6FZs1s2Y2cqcHHNqmtqXgpH6ZMWKq1VYO75vPGuDcF7YBr3EEjSg5x5Bnh5C2XZ9T5IvBVOrj6TiFsoe3kh6jWSNsIN6b7NRJ9zs5eRW20vd8umbL2tMla7DJxvspenubPaskKZ2dG71zEiOtEmN58y44aVZJC8FtT1xlmdSrm6H1telxSALaVV6pF79TcWc8pMLx/O0l9vmlZXgHKmmnJmnOtXUesfS7Jpxizpi1ipjcNtIvjbUVFAuwiRKfFe8yojb3nXLNYXZuKzE2GjCd6wR13E0CRtHK7JsyCpltSIm1mS1UiEtWolWZIxhZrdIE5MmIbJBm4W1QuRY61vlkCJjLTvaiGjijBwe/GkTnucyiSitlCGyyjpalLK+SRgxrtgiHe9QqhsM14muI7dMhcN+bHVjLKZCot2oJZ+EWFtiY0m0ImFFioW0kGEr1PZrH7lrlq3a2zmzuYHbyP2KJbNQaVV2MJFSylrb1PnYPNBsdjVbDV5v2ULQur28eWHKzM3SSc5T0eY0Mq27Jpuak6TgSKL5cNvmm7U5DiA97j3/8PR88Q231aGZKv1t8r0FxULiKA6xFDnS1dHFhteK75iElUSD8VUokvB88rwwc0koXGts3BjrhIiEWKceryxClm16YIQ0lRKcajElJjIcavBJCbO1hkOkUi88pge9BF39pIzS9b5fHFGaxCfR1jJRWYiVJZepRLG2TjzuW3YTpOJECSOe8ZRlQ5aUxES5Souv2CqtXaU1iWrwoyJGKVaaHSualWMkpNkhUj6FhIzYMtcpEiduRcQ6Yth6VhJCDhGFKEye74gfYsWOipEyliwxB7NxtDkuudW7X5mFKYlq/o5CcEuJVUQSDD7XmdldWFmxxJaJSIyQDu7KpjPZqp+yVf2w8BatjMiWsw52kXxPZeH8DYFtVBVa1dKzRPnMOaP8Vm+tbfxz3ea+6YNqpbJBz2b65KhknxIHNavgTWmhoGdWmIyQFrIijo2HlONqKnY0W0WJaIjFJfaFFZNHlkgR2aDaxsnZBZQ1HhGRDnq+Mt4okOQ8AaS0MVIfskIOqSBMDN6JYBVUmq0QMdugxYdTd2j6ZtSKrOPb4F1kq8WK0SZRLjriunHtrDHeBi8e84IDUMk3e22LDpmm3JPZcZP8j7XCoog1k5BYttYmT6FWEtG6rCjcGI1R3BrFXvKdH062wzOxzRILZoYQUkj1L1e2aTH9SOaIr7beG0k3+rYoj4NSUFqU6M1q5pl9ndlHp0jGqIOWbVhZWsfSI/y5raarVH93szby1oFWtjCsVZMVp4dCZGuwK+A91Jx940KifqpBeba4nLM0JAhnKY9bF/dK6fTAsuANy3RNNbmZ5l1ILbN72y8INrvrNZES0kqFtCLrWZ9Ea1Gub/y4Yu1RjK0rwiGyRKKYlGjFioOZComMdYmElFZWkbK+L8Qh19HaiTt+PO7FE561vliyQXmm2LeWhBLGJyInNYpOrChmj2NEJmzFsUJegq2niX1WnnjGsGXDNhHSrnbDEbLF1tchKq8qW+XGE+xGPbPWcaKevyYaTWjHKleYSMiQ6ORMEAWMy8woGQt405Lzj/Fo2THX1AXffGh7ZsU6NSViRiiQs2cwzxv3bbwEU8jojszPqmQjfvM2ifRYnKaAvEWvgWR/J7bFWUp+jJPzMUrGmxKFvpleeILWVdm2+hmD4zPB01usYSax4ogtJlVJUq11RbEuc1R5nGutWE0x31qmkFJFrKzLlPBFrK8UiW3qH0qG1xJMYRk8ozPr25IcBqKDOU2IlGIbDCoNXmTW1tjkIBklQr5wlLjWsFEU0a7jKMXKJ0+LV86kicPExBHNIUdpo8QzCd8kjEm4SlEkQkoLOY0Jifmi3JA17Hkm6hjxrRJT5DoRscVEpYrLlCpiCglb1jFWHmmPOC6SEOuJsUolqy+slW9DiipCkZKQ6ylndUOcWaUiGeGmEbRtz8eX5epkNG6l5twTCcbMBGUV2WR41TR7R9CRabPkK86c6oRbN2nw5hgcUvDWpMByKk+7ZmZ0/n26zjdXY1v6GBwSKyZ4w0I4/TpQEGoaTRJ22RG2xiaISXzLrhCx9UOOKnKcYmNDWqwxyhKR8uO+dsKO0saKZU1O8OgVsr4WYmLxg0kI2VpLrFPRnASTeaWbTYP/m2CwYzJrCQUT+qZb1yUY0RYMtAlG+DTFjZaYyLKwWFGOFmNiiajRHHbCFHISMbO6vtGI6ytlm0K6YDKaZO9B02ugLdolkiP2LYtVwsmu56DXgKwmca2NWOX4fkisz5ZJvCDw56Yy2eYIsyV7p0ehBWnbnTnJcLvNNrFCR6pkn1sm7/3Gqf5oauoFbfrWG5fDs7aCc2FdtD+o5kNW0g0+Nlc74U8yLs9/pVXzDJOrD7TZ5KDpKqhwup4fVOJbxveZrTtZql8czOCqg0jAkPWEYsYmWGnFPodi4hA7VoXIGmGjrBIWMkwirusERYkVCV688azPLOlnsbG+YqW0KBVMKe46jjbWBkUYE2ulrbVEbH3RSqXnDFfMzCrhej757JFjWTxfEZEmZhFtjUtG2LfMVkh8hyRiTJVW5aWhTkVF9TFvQ0O0hP24plI3sjzq1ZH1JFmoWc7sbMp9H3KbRUy+siA9hWqqfqWaBxxsMx6WnC00l4zu9eRyxZn9JLl6IVsPWFIZk8tSulTK3UWetXsxozky7ySMbTfs2TbaC5WipqFb0ryTsFk/RZ7+fc75opvNdlWbrkv+kegczJTPooIpyYiISZHV1te+kB/Vmsscxy0KlWiuTXi+0g3iSiiiAGq0kQAAIABJREFUlGOMaVQ6mLXQF0NKpSohwbT0Qb9J8htpYpLk47PpmSR+U8uLUDAtAxNpIUfYkPjJoRzaCDdYa6OmxvpuMO2o0iHxQ2SqipxGR5U6rrLC5Boiw+Rp8TVbCVnlNLCuj/kNxm80NmqSnTe+Z6PFloxl3xQrcX2/naOqQqHqsCpRXKxYK+U7nBDxfEmIiTLHlI5ba0QJKUd0iKhdcXFFSGu2xvOZbFCZN0pIrBXVOqfl6/XIHgcIBRMecLA5JiIlOtkplWwJV8JsxSZPoSgOqln/1YdmG0/uln2e+QePSAGzM2UZtr4RR1t4TanVjW2bz/CbusRNt6NlZlHCrCQYfq3YIauN72qOsKkuch2ihoZEQ8KPsxPzEsTMYkqV07Wiqr0RQ9IYjflEvlBUkQlp9q0RMUE/rlhlTYgp4iqHyfP8hGeFtEcs1hilg0NTQZdx8nRKsi6mTMaQkfTgvOB3BpiJxNhUD6/NjGaDv4xS1gqJUlZIlGckYWyUTUKcqDiN5DNrUtqSIhLFStgG0zoKZw5vyJwWwCaLRbYs1mUJKQ6zEmN9Nr4xrCXEqkirEs1iTZhZhUIJduKenxFAJMuc1rU5yd0dXMgzIl/Ubm3zPMBtTvm9UXXC/JuT1pk5x09eFJLD840Xzd+rkPW7ZZ2gL3cFidtqTcx4OnOrmsOmD9jbCuPyNorCdHU526vBGb/qYFuFF8EdptrOGbnzHAsnp5hgJrLCjjjhOFGDMDtuA7Nm1UisfRtRUsZKhCMkrhEWKnLYsaKCt12ssZaD2WaVCUoVq6xhTWKtUuw6DrN1rbVCnjXGGBL5f/bebUmSJMkO06Nq7hGRmVXVl5mdnb0BQqFAhBThA8lf4FfzjV+AJ+KBQgDCJXaBnZ2e7rpkZoS7qR4+mLuH3yOyugcQoFkysluVHRkR7m6mpnr06DlWPEHUItygpSsnEBMI+NIVtohQ4tBEziEtpFHkJJFVAl1/EZJE6sgeuRI9wlnn1MSXINLDudLG2YqLmYhCPcKFmFky/cIo0RTIY2cX0w0adW1KxXgH9YwmrjecILIx3bjqNjL+4VXG/o6M9h6wa10QfQ084L08kvHtimn7nW95TPgaYflR+bo14dR3FQPdECdF1COXyzaRaF4/XaQ+pZo0Te8Mlek5IlFewSzhkJNZK54yDeoygoe17OKY8f/AieoW1YvIixQ7HuFISVMK14swoQosVC8gqQZlofnmKmn7uY0/xOVo7cmOCR7B8JZwp2ZPsHRxfm55Dl4IFyIyBKrS+EkoqtEKk7Rnj+eMz0keVY6QkxhFG4mgi1YZ6UWtVUE6pEjiquoGEWZIqErQRVWUwiAnFlRvShb7xnXvToBhDRXNJS2sskBT8ldcu9m9eqVIJ+6xjUdzozX8y6Tp21nILyafMo0bN6VF/0ww+cpbwUVENdECEZqk8rZyPzBO0G/Q/DX0qKl5qJvT6WPOf3w5O2kij+HfNi/fi7vIQ9JW02enE8/0lhFqFBWnMEDWkCfT2lSSfZbLS5vV6ibCVcEyfxRF/bvQ0LNCIcIsAu1mT3ttJcYwe5p1TM0bUJXukbWqIqgkIbuKSVW/GuDx6u2FFnYElKIdT2kyQxSjWKpyZWVgGEE2kaPq+/r0YIkeTbSOgPIAqT3q4GuEgAILAMExIsrdRbIhEPaVS2KevF4NjXDn7t7fDlgjaO03RWeznvvai3fWq2/wVPpFt89dYye3ZBV+JXLm6U3Xr5q6QYftpiQAUkc89TLEPFHw3YcqN1FAMSDIYBm7YWTRz5czm+a5ktdUVVVlZsjtuxo8Jsm5ET4cEkQQfiQTVdWohAqEqgotkqudl5F7dneIQVVNS2AjhZkqCIqpglJZEtK0E3pRCbPakMRT00amREoX8Sz00vH0Dq+McAYJRuRSxKREbdtvtT6a8VA3x/Tjn76ItwKIMhigD4q2N8+n9Z9jsdxHnmQo6i9rxW7Jr3pPx2HMZTx+gLEqhYzEy29CubNr4cZse4y27qqC2yrZd2r9w01sYPGf5vqwiP32EWQvzC0vZwfM24rvWyF769DitcaIbjiNokBdVVQ9Wnqq+NBKq/yifoKnnFNoDZiZporOjxFuRcw8FGKmkYNTkKNs7f7TdP7lgSIEyihajcrodOQcAtG4ir8XNgtyUZ/T5MVrJNUZzVlepHlViMTLMdUmEt5Q2vBj9iPMW4pDJFlHjKaU+VXxWihhuOTsaiG58fz55aVST4gPUbOyNlyDNapM/QL7BOSAiTGEcM/izFC5tNEluyoiSoaGzqxJ3mjC1c2KDZff+QyJUkCoIJcJBw4eLAVMF0VM8/JlJL5NJPlZnevb1Kl9ZgF1/92GFsRXw94/9xQHloJgfcYWhMCoymCYBCIfVX7z8PjN8fRN+/l7uSQnYZ7s/aH+7uHxnBsjD8La20NumSwlPZt+urzC6jY3TfaoUonwGpI8JHI0TsXp4SE9PaRLdq3OTfuxGy8cuMns5021eHMqYVRQRYKiIerd8SEQdCdcEePvlsEouFUGgUUSp1qqDopj1Tbx2vASIlReR2rBoPXEaIcOFO9SBkxGf0qrPIJOby5hVGElokpVPUCq7JY9WVdLuFlVVdmn1GfevZg3DsG3+lBKz968p0ML7qXmW6a5+/trJhczE92fZO24B3CTVdxoTReYX7H9tzbaXbtva0rkDifKX1Vebj0jnCKEzio8l4mR25SRrLziQKQALl5e4oWfulDtmTxFxE6FByCi6QiqEmV6qoE1cvooRxE5vnrt6f3pmBCHJh7DHg3vD/VDqxY8vr6+s3g41EeTGjxaHE1ajVqZIAY+RSpGHZQMRPGyDikz7IkJLwwqLjkLxXJOoAkOSSHujENbC+n5tchgiWsFy64hqRXNIW7e5jbgJZ61heeeNYUeqR8PUJP3/MkstaesL/gxkvMogKcQUhijZ4GYHlo6TUYXuSk7DuF46eN6LJt4mObB1SLK3BlCpXNjRu4hFhVJnWAX3egGMo4tXDREqR6PopLDRRuDVyYCtIgQICWo0kuyHSIOJTT4SjWBiYsREuFGKoWwsKjOcNRhTsm9jLzmSCKu4QP7jzJnkGB1dGW6sYEoumQDsXXMogGE1XqdMxbuxk7O4/d4lwya/TdlFqdZYK/3MNFg6dM4MuCiALU6VuZex+uD8zHk3aGuDkcaW/c2TMzc7FXymWw1neEN7fPL838yROmwOxUlsTYASYIeIYyrGmbMjhAA9Hrspy0jC9jc23FDhGXguZxDJsFBSdkpQq9F6qAI5Ms4HVVCR71uD4wRPAr00t3tSkLkIulMEzkUKeV/EEo7PMiuRwTAVMmMWj9RPkWASVUFEhYQIMo3SNGHtRFEPdVXFpudWBM2xND74rAFOzZB12iKUfIaVNUhI6KNUltgcLHpP19vtiLfnJGvmohNR+446T7vORcSsSvYMrqZhVA/Zpm+8USmrMpQbYqj4zrvNswvoxOQIktQPwmeXJ+0zmhatg29ys2HsN8LHtWPimShCEH7SH5H/ZL92Uk7ZNjH2kyqtkXjCad3Hy+vP+Qm17XkrKKSWle6sBGcRZ60iswD8N0xec6t5Ut1aJo2ewBVp8k4LhzwEKW4u2bbRc1QXcSvg+zlvgRJKIfIo23WyCZeSfNB7ANP8Zp/dH4iXjoBNBXxrr0DRECQpNtsW1Zo1j1OVGfBJeRPERCq0Fwq5SGluqrFwt0FcJFLvni4oTP0AFVEAxFLPuHEc1n3H/GCzbgG4qyZeEzsojcw3ZhC6p2cYiljsNgQgwdfT+Xl7D11nD2zuKdunR0Ll6E7S9P+qpeI1fhWrP3XLeRo2QoYlGp2m28YNH1WvrqOiPVX/bRfaV7Om/FvVV8c3cD3BA5fSRruadBPIcZp52Wkv1u2JKykBa9He414blqVqIW1NyfTB2Z9ycz5ncq3B3ukPag8CJ8snjQejU8JjzWOlX00SWqmxTaF4qKqIeoB93ChM4p0oruXfEsVVRSVQ9FccpeuLZBDzqHPrZ89ssiZdo6Uc5mSDxOQKqRa1eZGLL1LqW0vh6pW2F+cjq+C/MKP3sDMhCGMaegZSNhLPeyxROugl0zde6aN2pA2ofDauzcPARSiRHhrBYAVJ0zUKHRRgupiZgRN2qP494cquZxfz+fwJuQscoGlwxHeMreiLOLvNIVWFDsILmUPq4WHmrCoaBW35163Q01FTShCNTFIlOGoq8kD19uF92Yea6Tz9bh2V+9Ulu3Inw8ATIuKXa1cgKSKCdxDBeKmLeRVqNBWtFFJiqDQmaW9ZH65nDOUZlpVL1o12Ukpot0iKL6fXQo+9tS45Vq63yKYbfOZKvYYdlrQeEaPSbGabw0fXRTYpJ+dGM8URi//yiJDR6oBsPKhERElM55QQ+4d6n0zwaMLcDHa6ZjTAm95a8/T7kUTfB2Xegstp9zSt/qYYDY6csfi18Wv/LJN9rGNHRfIIkYHGUoDM0JMrVbDyR1g45fcCBvgSdNJgaCpmKKlXCgHiIM5EMozSnnpUh0/U15DW5qECkygdAEUCqFG8LXJ3nhtqOsKAFMlxaCauGd68CaEWq6nbOdSmFbQD/XhoT7VEqLWCJ+dz23OYjIcEON1uTr9v/qRYEgJRyQDEpoZqsG2ya3n3EkLQBvSRWLQ9ennFW6tk3UQd18F6KuR17kCzBZfBXvSKJMUc5p9LrvWb0OgN+LwOJBuDsYMLPY7R2PXMKOlTs5W31ims4Vc/fLj4/jPFg3+6+CxjHKVyZOIrjhEN1c9k2vj9bzERCWAb4sZsmI7x45UMBjvceiKohTuWol4poiwEQf1U4R5pmeIVIqT43Buas8PzO+Vf/vh6YP4O40nsNIWp6TwSqU2rUoyairQHGxdyCCdFFV4oPW4eGQJmlJNU/UkrmUmSIIibcjF+fkcF6eDn4nPgaYJ0k2RlKe6SkLNroGkeGgIpMghDGn8XXp8l7yNyCw1QOoS6+tixhggiykW7sJJvLoZf8xEBBEog01gWNGXZqKkYAoq3cQJZrWWVcvcTcJBwKxBSJP8cor8TvPfffft4bvj6+X17M0f2vafzi98fT7V9cNDdTStDG3gnOOlfX4+N2HvoKnRpApKaPGNUunis9NIcSdVNQVMw0ChpN6sopVrSUEIxoUbvqKtP5SCUxmcGZVowDN23vs6Crka1G71/G97K4JbPUop/riCCFwiDNKKnEl4rhsX93RModLm7EVvSEzUgogQeLhDAJRCqB8X6ExpOQGnZUNhaRyjdyL44pZex45XyUjj9HpV1WeF7bNmkjCrGUrE7ykMcL9O0el16+E6n7T7ZyIihztS3pm8pl4THWJrxXIcDbZT/PsO9bfTVVcf7o5W2p3d/F/cyuT+xGWcsqx6goZEIF5zw9dcHw6oD6BXx/ol8g+Xy7HSd2KmQUpkASUFK+IAFdKdr4pW5OVw+Bzx47l5yRKsVGtKiqCyoMukSIZTkMmXHOoNVQhpO7bYuujqzM91mbN2+MboXB6ftkZU0Md0eqcQbxvlF/qn7K+qKslUfVjUo3a5rDzclUKU/XBEFCRNALWGkaNYZ/eou0kIHCp9g2hwEL2J3+3j5fc0Lb9izfQlCnayyVlcxqKzfWOF36Ka6HQedN+jANu+9/Nf/9pbtG/qJCtj4vf66G2Rgn5Fefkmw6dT7OZAVRGsl61ce0g3JpGH57d7GPR/75wRehVBaGuF5ypCMshwkBSzB49oKC+immnRHKhPHueLfmP4RvEgUUtECMJr6NF4SmZFGxDRUtoIzxlCkVCNELTO59ZfQy9sW6PW1Xt1QExR15UIzm2+tP75LBenI15FngPni3iIIirg4eDfHOuKOCVY+IvzUCdKXBQXCZrBMtVztGIUs47HjGEY5Xrej32zVhsOvFkamYCSPJJ7QCIhNIqphVEeIB/q6mAm+SXn3DK/SL7QGqQsCEgdwci1tFV7fozmN/XDt+3n7x/qwzd1dv3ni/1QV+fnL+9P+u27+gg8nGpqes3+02v78cvr/+vV5/Afzq8tGmgl1FZJaPGkqsED5DHVTv/izQVGppAaWnxcXQW9+6KMhfN7FsDdEMg088OaFtWcdYobZHfZjSOTMfZVL7cZLjP7CHB1iOfKburOO6PAgewuEgK7qIooqUGRlIQq7HTpVZMzxCkw6SklAyY9zgJH9c9cq3so2WMX0NsKsqvzSTJCrHvrQ0xsNmQ6raWyB/mMekpXnD6CQ4QZgJnesfjNA7pjZxHcJ0LSYyFaHgi5fuc6Ggz6aLCCsXEDflvJXW53vWWeY0F6pfL7LF2mOC37ZhPXquItykG/5G/BOrhrty+FJli4utNm41w6lhHQ1nN2r80eTsfWkojmpm3hj4f6VNtBkdyRswmpotCKcM90dzn88eXlI+qfwhqa6UEyxUGlmKZIuYwVg6IpBEGS0ZlxqiJcBsna4HhH3HXZu6MyCqiUgSlz4wvzR48XIVOloSLYX8OxKQg2RYaKtwmsjSirVKFmVoKt90rrgm4oZfR22Omu36WcfTf8cft393f0/N02n821Atxt8C40uSYvcE4HU2fiZtzMj988pXaHHjmmko7z02FBY75HcvWtnIv/NvNyIjhq6HNn2akuQvw8nV/kMXH/DhnMn6YWRTM/GRsOr+Su2qm6Fg9kFgNgh4iBZAtHBGpHujC/vPqjyZPJo1qtWkMlZwseTY6IJKKQLMgSmeEhBusoLkB2Nqi+ZH5u40t7DouEF5JVSg+nY0TkYBt8bT2LilaZbaa6S4gpIGTt8c/N5anSo/KgqqqaI5m2OV41PUd8EWlNPVWCEIoM4k3LGBQhRVxZxq5g4wOR+/icsDWPozM5Q+MSHCQkQ6SivFN+c0gPp5Nf+JrzBXgR+cJ8IbLjaFIZvn1894THd8zfJ/lG+cj2yBDjocZfpqM+1bXEg8YxyUNyq9NrtpcqPR/TX6enH7P/+z/99McvzWtuL6quVQOQGqg0Xh7M/rtvnpTx93/64x9ze0mnQC7iNhJRWn1c8+yl3BzcnAescawHYLK0Cpr8/eaYDMcatCvd11iNWvcdIdgioPe5LCKcolKUGSoTSRIeqsUoW6IcCSrugIrAgyjEFTI09ZBYx7y/ftuSEcZkgLjXRuBGTX8j+u9MzQ4slBF3SwckiTO5rQFOHqMLC/cQLk9IgIU4EUUSgps3+WYWxFHNfKPrvnLaFEmiGyrICz/wWb03IqjI2J+EwelheT0AKXKf8r7Mv8B2T/8GyYG861NkLI6xBy6+4WvPqLRdeoTiY1m2z8BX6zARrTyolsA4Z75+fg0JhFehDcOfX//k1UnkUeRBeBQmhgGaNEHUkGgR8iXapqoFlbsmFNcfUtyLCjC6LLSjV0HHtzEoAMwsdgCHe63JMGHRB1vE52hfI7e5eaY/h1OTwHzVq6bfL3c3wjn9SkqoKMnejljYb7puLnXI4LiidruHlw/h4uv+3E7Td4mOC2nCqdXdVLprNEN/V0lwU/CRy87b9Rf7zxoXA7GC/Y96dW/rM6ybnGzzWGagwHzleq9b9bNR/P/68fJxg3KEIHZlkOnyHo0mIOYgzYqd20o3v394qrM6EkMauigoO1fRq6YIQsOZO/IrpMfOuwaIMZSdaFyoZq0u4V+Ef2y9EleR2sREKsED7GhSqVaVBXmhvF7aNoeqGiRBU1LVqhWcIZ8QLyqNC+wEIVuibUhCNaAuiWJ002KtDKUZAyI8K188fmyaSmgSjZkyrMvUrGGTrc5WCbyQq/eUtlFkY3r8rEuhRuUmV3+FhbvJCJN8ZDyZvTscG/pnZJdoCbUkAWFjkdXzhySHg3klGemV+kL9fGlfmzYJa9gH2lPCe00n5hS5eW0l68OxekhV0FP4MeGxwoNJbW6pfazrT6/tASHNp9Tm+in97dPDT6/573/6+M+thz1kVEFNkIPn34CPoB6s+fLlT1A3BZK6hAd1oCKMUre7G+Uy5SPOMiFfIyvv9P/nkUjHkz1r2KNgN7Yu9cs53UzYiukkAyE2gNz9ElKjiKgJqR3gT6iNkkmO5Pl63YbVJEx3VW562V1Oxe+vyMdUWIZTgfyJXCZ6x9kJDjeyGVu5t7GuUo8JY3XpXRVrMWrRx1g4Aq5yvrvJp7n8ERdKoCtcl4H7tDLbtWGAskofXy54XemUb/9z8VHEXkq9UlvOyWDjnyxO6+sqvJF0AhKxVxusMWhJv/qgd6sxRqUar/BubxzBq3CQCI2I6BtRkaXUhw4NxGvkP3y5nBjfpPR9sm8UT6oPQAWoSW79ff3w7Tv74/NZIqRSOEwooKq4RQRHBqIQn/U0UIR5u62BIW/V+Sm8NBWZN084Wl3dSqPizDhfXgFRtRAIKglI+X4SSzbFhpb2mlVcx6HpLm+8GhRFEmCkuwWRKT8NC9V7jh/98E1miccIw+Ju9YiNFFNVyxyFTFl2q1nNTqmww8ebffzPH7e4k0h2XVq6B1XPGDg7pMRlvbTyucOJtcYqXLl7ujbF/ivll2sfiUZPZSxLvJdk41arYXUM7tbUyOTXu1/sf3uUgLKK8aFUcKHRSeNa4hG0s3aHZoqLZoqKfGGATBSLSBKVamojGFnogdYTQ5U0hDYZkMwIWCvqSJEgkcrEJEojUpRBFgU0KOEi3jVvFSLwMuJuh4uEFflYUkOKYhpUSRMXkdQjWFzdCkPbXRY8ZowDcadmyGn65AWRscgHS0+pfnc4uLBisLn81LQhVK0aaZ/9fAqjs5aoVUUkA43IS6UNNEc29VO0J8dRVJmLEWvjIdlrMyhcIiOoiUkyc5sbx1nNTin9pjm37Relfaiffv/dh29O1b87X/7tl0tGBa1EhJfWXp8/1Ekf6nx4H43/0FycES51VeXoLnxWgt8P53AbXQJiqyG/j97xHugF5Jp9I+Vr9GVXwJKJ72qUZjMGIwgSxUkFV0YBx6ky62m34Q6V4B6JmSt19Ht8fkTJNmfuZ0Ijaz3iSa4yRouXU7wYA6sr5rXzCHaTLzH7+1th47dcN++nlb/9z/Uo/aWxq47DAr0DER97W26eMl/PRh24f5x9qAk1JIoBrsDKAgrxS/mvWmWGBjULIZIsJTOGRVR2iAi6VCjaUxlSJHq9M5Eq8pfddWnRJuwLHYSTK/qoxUYAt11Ux7+1FhcDCEUvkgSEGgtfCi5BLALVloM6pyu8B2XRq6WXI66sUmXRGe40SDtklOOM/LrglpnAHAjYCR1fKwY6cJpnYoWTFy8cf9b7QlvDoPoGFs26PsyNxt2u+fbOghkjAtxgrt+6e6tIwbWoGyZ33jQZ/yvMyxfqyDPMyUcu3Fywi2ynRJvhOjL1jJxW3/1WX8SCLqUeHrQOqzkkOvCvvGDox5TfiKKV0vW9O654UeIpPo2BEMhghVLkAfvkN7EyUQWJAv4V1UJ0HmsChZh01kG970Mx2C6JUPF26Lql0X11ICQJ6CLwIq7YGTMpBaQVFyIFwQDXISiM2k+LO3yFuLh+EJauqHh6zf7RX8Pzsa6S4gnIgjOY1Z9DSDHBt2qpPVcpnZIVRdv3iqjM1SRcwhNFQ6rKhIRZhDQ5TNuDQSTokj0iaZ2sNiXMQ0LYniCS3jtfL5/l4u8e39Wn4+fm8o+Xc8PUWuXwizslDnH5XX2Uw+O7V/5wzs9ycThwXElNuvXzNf4LN6GO6YNY0GG7l7HvzG5Gvfu/yaZA7G7MgoytizBUd+z/b69kPIBaWGs+c7LkRkKMy+829Nm47GPeDLJv85Senk9rmjm7gPe98PDgjTJ+U0BvfO1VZnmBFe46bGyUcExfsM1tvVoQbcBRX5Gs3xzuvDlj97ZP2RGxGWfhHRixuBsUuWMocDGnMTCOZvd2ZeCwxPWCsXcTPyjICwUGQaZ/9Nw4v0T+lOTVDh9qq7S24Iul1oRw9QhFIFxjctJhoFJ3Knul6VZy9LjOdIy5nDoy9NqLJJTYWXg0GxTORJSklwXYnVZ3pmR7uRSWyird4D45q7BGmYeZ9W5es+c8ikizuHdPorx9JRt9UdwOwh20sUbtWwPU74RdxtTKN9fYuBHi5m2QvhFxpbuMz7WNi9/a8l1Dfm0Q/4qIk1uwz037jl8TXj6a7h8PFPaRC+OB7sVBHotTZnazbTYaPFHVmSm77Ag2Di1IuX6iRuoAksEHuHSjOqC4fDkFtVcFZcnAaaCEiokItbPkLDUcUDECItDCvBcKJAwi4SGw6zlrQgLFjTyoUNHyMRQhYRQVOsCyVEWjcL+oJmSK1sWoxa+NQXYGoaJClK+5YbcxgnQ2z2ysIQgE0LXq0jHDX9iGt+0lH9Qk3DybWpjk2j7HMeX8IUtdHQ8KCBNChQpPJkgmLmyL77qbKBWqvXxAZNVUYqU72zYO0JCAuIlCyGP9rta69SdrPPxLvH5n9W9P+LHJ1KAeWvUfI39nySCHiN9ZpaYtnxvTxsJiO9beAZnfz5Fc1jxcC+o7xN8VJGkDjZydKpR1F6T9jhPEJn3KDnpjYHEkkVfUrS8mQlaT3XGuz5mI1+ybbJUWA9rKBRn9lwq7OyppywNvo/8b01ObWxneyhGyvXj4JtXwe7DA5XfY9bHHGvtzeWRuaThA15vOi4j05uc1ZKazBTMXcFhQjyYsx92FdEsT5qbuR0ADQoBGCfErx0S7mVGqtkjOeIF89PzDl9dvjvVjlSq1i+dX02zWs9XFiwo/INLLWZetQYqCVHQyJhwufqERLtPp59VbuhdwemYXJURDlSDFyxBsdxwRBH+GTg5Hg6GdaEQ3BkbtFHI7egautqGFp9qN9C/CNKeppa6u261a8SYVZMmH3llC15JyPFIyptiuvduqGfbqrZuM1wNya6R72Sh4g1rr9rda1SjExv1cyjcvGw4YXxEwUhK4CzL7deXlnKTmhReGSXIwbOblAr0pI79hEMU7l9qknRSLDkk1DKOxaHlASI9u+SQIinJcaZYLtRAxAAAgAElEQVT1yk1R/BcsR09jLYFAOx8+QiSUDGkZ2qM0JpbQKWtTJGgFKi/DqPCS25MsMCRNkEQV4iJZGRJCaECFLoQJRYIAESJBhJc2J6OUELNwc2ft2L1MVrZN4c+Vv2etYCpB8UtFJo8KOKiE0dUzTar6ufE/vpwfHupk6uI1JCFM3RRWkCITJYKI8PpQFZvJBANzZkaYqjZCyW6maskUZSDRLUFRUepTHZlAnJi/eUiPr35p23McLmJ/unz5bRyP3orD2Dzx+N7qH9iIkc1kDA5DX+wX2caKGxD1z2q6rQ0UYpjh530yC5uv0UgDolEaoNEJw3ddFBWNMQBHKEVZRjfkkriRsZQ+e8hMtG2cJC0qoq5g7m01hr//jNYkd8C79XV/d7gnOMmMx9IoIAPYZZSu1ks3/YxHX16XlzbKU7mbFv953apjiEWKodX5c+onGWvhT4P8Cr3+lqjcXRYZ07b+TokyP61QDG6j0FgMVgbPKdErtJIGgTnVYS2rs+dP2Q8eKqwlWuiLk2IDybv329My/kQWc6BydohfSaQdBtUzGaYM4F3InNz2kkdfZjMjULtYIIgmiSeKlv4uEaTaHpa5GY5GmdtEh6CP0xjUEzvMvHvgncpaGfoktvfsFUgeaowIeauFxdr5iA0y9N4k6KKKnk0cfTWx6j8Prxrbw4Gr2zyw8fU6PS4OB+jI76K/M8saY4WH+Sv9k3aPeQzA8xQgWo9/vXZhP8y+8PggYhi9ni7friIbNTVWM/UylDUfMSk/cb3s9qjKy4Idtj39IApT4dYNLTWSmR4CqJkIEPXo27jQxx9RzuouKAzF5fUXsjCLapS13OXoYAeF+DmlK6JZxKQ7pVdZ4XYtsUDm6cVi/DAVpkjhuVJqXIxni6aK5hFHthKNn+sTgrX4t0n+h7/88LtjPP/4x5dL64dvPkv9f33Sf2qPkuw/Ir1E9fvq8XupT5FNGtEWVbx7iQy3dDgYDrl5yM3p4gnBysMEhDmqStucodU5JFqwqt5pUveacjj7mXwVPUMviVnS4RK/bf1f1HY5f3wPJlU7Pf7HS2181OrgVfUZ/JNr09QCho1zprHYwmQuaiuRJWR1Wq1LbafN3zlhY5VlO55IW/3QsTniElbnaCPM3n9Nan0nQc/IC+wEKEwrEQodIZPuF7yo9K+94RUvoRc+24wJcD0OV53kBlhwbIa3ciT0jDbVnxnaVhGv/s0H6E5WG00q19l3HQ+QDSKxwinxdSoqjInRYD9f2Fde2DvqAAhjNVsfj8tgs2Cc03GX0p2zlsLUbeRapW1UexM/TobP992uNi635UH6tTHlLFxnJMoYcVpNepbw4sanKxdNrvFPyDGiuVLoASqimSQ4DOGhjxPA4GU8hIgqi+QBTwkKRDutw0HlkmR2ldHsep98Y5TNDh5qXKnB0PcNZwa7Au+nRWc3fDb7aATP5mKdRbESzOWbIMxmufG8i7JZoOr6Ihx20RL7uH6zGJJ1mRgHY0y3gEiED+OvlFL1xGhnrsAf16Ka1OlIQ6+GNJQTZDFRCgoZEIYLMMhU9I+ji2ksZ7GiI6wSHGSjRt2ezUoGs2HM0itY0sqH2KWTfbWqk9g3dVaAbdmGRDHUgtuviUlBtRqGR5XMiJXHGPfe+pq/W6Ob462/Xj2WX6TewlpLdKlz/EtUhzua+Xtx5A6YZ001mftZwHgcavp6TMRY7ysHZ6o4X9fiARDMCj+Kf5eqb61+cD+R3z08vH84hUfbNE11ev3y8vr5y7uE//V3f/1XT7V/f/r4+eVFHz7z0OSPL18+vXi8anzMocIL9YFRabGA1I+G3Lo1+V3Sb5MRlao8GA6mdYIqPWeBWQKg4TnnfDlfLOeKrNVaRhNxprSM7NK41zgcad/W6a/eHz9FVoIpvQQ8u8fr+fz6TF4ULtNBsY108Bf5s97WvJMuDOz3GeeAwX+hkfN52+qtlhP7FJ3/ol3JG/2lFc3gkWbILjC/2Rmc4sFLAQhuKRvjl1ADlBsrbjujf2tD6W3l01aU3mYT7a26nzk98qZfZK8r1AV5jnSLOrxWZFsyj4WaMky/jHCBMYRP2cS2cd+yGJ072Fw2q8Mki2/+ltu1pxmLkdzkig/uVwTtKTK1taju5G+47MK0y87emL9O9mrr09cgrn/nWzNLvnkfbqRMxK289p5FtfedefM5XXsl1y85oEG7++XXmpTLjbnPZZ2k2Jvv4WRZXcGYsffVVCV684xcN+jaK9lvOLzIDWu62GzziV+7bDup+Up5gGnJjmEuZJbr95TBpVECF7JKfHvFIhqSPLWXb3n4H9998zf18TvN3z/E0zEBEZGiqsmj5/eXz5/eX/7pPfVY6e/fVZfKzlJJHI4/+r/7fPn7sIvpP8f5U5tPwCEl9VrVGj/XoY9hl6xu6XKoz+AD5AE4uVXImmAEoEGqVgI2DhXJIk48gy3ZejDgWXKb2wDPUaf029Ojw87N5afz+dy2mQzRRpgJMRMxBQLbsQnAFAt5s98EdB4jtsw7J/2kO1wh16iuX6HVuqM6srVBlo379SJ23wVsNeiPDa64tyyXcXc2/PczMypiJRstU+P9aMqNr/dzErtl/jHuYq9qa+Lndd7fsKp1ZXJhukZwZ4G6nu/rLar93qLizhwtAN50I3gjcWz2qzOhtxlBNqZ8wn2gZzVij3sUsy2yw4eWUZ9k60GMO8mrcOPkKWMr191g2C+UBldnzveq3z5McVXQk3cErlFnCqNqkGssF96/Z7E3VIDRF8bqQYyBFo0pyD2edJi5U81VueaCGWNWEva4JZNvu4tmboW1W0PhtwLRUGqunUEqFp2Z9AKm7GoXrp8guMtW+f/Hy+fhY/VxxlV8bEQlGw8E7aIjvCo/DM19dr1+cKRWLlfCx7ZKwTzz6NGgkRneJCjsw+3LS15XeBjEifeW+2T4vPfEWU51v8GLa9WbdxzRnQKFIiwuNeTDUX5zyu/q5liJWSiy2kFTff7woLmxyICjSmdpWrX/pTr8zW+O/+bHh//973/8hzY3KT0f7NVpFDQijWTYE9CEtZBnINFN42h4FH1UfBPy3SElilEkqJaEocSL04KVySuDFIZFMDJDqpcsOVWvHh9fzj9EasNfMi8UT9rz/g0hSkWZvlo4dHKcit34E9u5HSBYyZhlpbX3hlxqrFw7CqYTresl0LL6Pti7wFWwhOOzEON/LvQfNxZVV6js+LWVA36DpLFzeN9MTd6W462ka7wHYNvJq34OLjsbEfmzJd/3OANxI5+9nZffMu7+uVzzrR+ulzRv8+G60YgaaOeDzy7B+x+rYOpQOEtJZ4D1xLt6ZdR1k3Iw6auU5L74v0yiH/duBacAE0VW8u7JV7pt/zTORblfMK1I7N9+95lsyBWuwoZUyH4PmeR+hXHVje1V3jtvnkKhGfCyVUAQvVrPOtYzW5NebMunSua8l17dSdkOKQ2XZwBuuZPeFnnczpL3DK255kg9cqdZ/9hBZvdXDJmn++PaDPXZfyQxLeTvOncxJOXDM8NoXXBWO06f00xJUGZKggNxkCt+5re37s2fb6GM0xvY/0SX3iITffGeFIM+PRsNSawvUF29+f0JUZvHsTo8PFavcfnjl5fHVP02VXbA4xEHkxoQDTFW0AoPZDC8daZwTfl3kr9P9vgh/fTh8V//6fUfnJ+tbpO2rBKT0QLVmQzJF/FEXJ4vAa+THkQeoL874PehlctBTZx1ZYVAqgCIOinbFlCIkZJbD7Nn049afTT+p+fzD2dDlVyTm4mJRAhsaPcGY5AmXBdWu72xNywnpgFrJr6x35zZcWrE/vccT1TfSt2u4OKOVMsdyOIsXI6xkFmEnznYrVzdKHffImmMOOh7AYd4A4z9FafF/oux3Sh/k7TZKoa6MvI+rwS+8tIGPPGeZ78Wit88xLmW+O7nsps9nHtSKMFNRxj8rFuHUQKNJWKL/RLuZu5+8/bqwkV7pwgp85E95Vzvu1IKxi8YGO57sjy8ZW2MfdcFikioXv3C5ubq0P3btYJSj/fyUgJ8FZiflDS7ed5MfBP9By21ocdKf6NEmQu33U28vIOcC+N6JiKps8Lh5jaZvWDZOZnTBBY9lzFMc0fjdC8V5AwPYjcGSogoiBUFR87u7QIC+JXqJM6syGdPPbY8yVf7I4N8AKZHRu8xtoxmY0B9vr1Hp/56WbYbiG+exMSNHG5mybNslHN7aWKa0mH2grmly0jQfW2QDtvJ5Oo1Jte6xbGSB6nl/Jwlv75K9gNDTKwSpnBSqiodHmsA4k6yyfngzM4sObevf2en/+3vvv/99/g//vHTv3lun7UiEblJwjA7Qy6JCoUQ6SieW8drxGeRM+Vz5kG0FlGnNfQgJdQsKZLbwS1ZZUgSbAJtyKvpn3L+rNVPqcoVoAhEUSsQEaGXXmZR8Fq3W1/W+l+n/jF+bx2lTVNVuFn/fXB/GK38LqPllq7iFuC9Z0azW2+s/uLEwXeIlmuSuuQs5t6fsd3zyjuozNx9W7wpVy6+fSP/Z167epxu006wiwvZVt5PoOfG6OTa01/7r7vPnfIzxw8474vsZM5rjcjpHZsOaaLz7v6lDtFfWFhm5I/TiVxx/cZitp07ZChGAqwcHt8KKRxT859RRtzFihHnjcuHu8lj4QjBmiIIMuaR9r3h8Ttrr0ww+b1Z2SNXScYub+ve+Do5NosZWFvbk+YJOPbm/RqvNIyAp2VYWE6u3TU8tpqvry9BLurq/gGVqDJLdBdeLLMCZmM/IhYnRNzsQGF6RTPQwcUFk2jD1ZMCMofbu4iX9jcj7n+IY6YNuZ90cZqI89fh8bmLlw/6NbhKll51VeUWiDVPkpauK2OX49EvocfJN4h6xSt4DmdeV5vcgOS7ZhQGh17e0A2g7DZtt1yvN47Snls/rQWJ2bAIZrjpCK6QGSdoB5KZz9aAVQX11/Tavo/m+yTvchyy1J4qmpJKUZiFmAICrerIXhnqaLPkl4Sc+SSXv47n9vj490f9x2c9t66HdKRb83ywY6N6UcmkUEVSopKaxS/CS/aPwQdLFWEECKeQWqFS0ZSNfkkulUrSyqrDy+V8AT7leBZ/CY0KZejbShIeIiJeBCo1xHrAaGtk5FYudUN5GvvaF3K1uR7H3BUr3PsKg+UquvPFW6fObKFOiJLrcXXehd8ABXeoim/Kxu558VqA5liOae1N1r8exjXwJNWYnQor23nPQHTj5t+8+J3g8+YacgPdX7x5yAYevPKJq3JDE0h+eqM4SQff5Jzyn+XPtRCCFKe4ydIiNoqfVcLFDkYoO7qEcjM6rfNYIHP/0Zn58FSPixsrsw8IU+LvSGtt/P8GZ77pdUHmSISs2H1Pa7cdafwZX2hSnHR1YIy+9pJEGut4ysYQ7fznq7t1+HTtJno5brBzzNoZ6bFMQnd0EPt0KgLYg5wpMdVjWUfE+Ubqzuoam9UYS0CHNwOX3CUMP5+8ul5R7BUcmIBcK824X1FePmPTTucOZ55hHK9M8lrUKjhhG3LmbjAiGN0goW4aLnayWbriEjqYfmMPfbknIbuGwZmJl6wTc/cOhC6U4Ro0sRYFpopjLK0omVcyK9XUNMKOd0LW/BKXD/FysPS33x7/7vjwoZInpWmIKZVZCA3RBjAoskcwghEaqq5VRRVt8wdr/7LKf3fyf49nUtpLHOP84aRPzZcX2B/F/hjapkMQYdoCIQhEC72EvAYqgQpICUqQlkUYELZGjayMJDkBHi6mTWYrDqnl0OFz1skHlxWooR3kOW+FT8fn31ptL1wquYk4DtL+yyb1qonMPcnHbIX/nHxlASe/KQNesUWc/XO28Pvlff2sezipO8B5cIeAO9qyvAtsl6l0xuw8XjXHniXHwRuEz3HY2fJw2cgD9pp1b5cunnfe5u9sc0bcsqe0Wk+udmmW1yJjeHR9AHcCYAveonjzRgGWrbwBAxjM5Ura4T/c24rYQuvf8AS58tNxYJnGh3uY9yOTmmmXb+bqd4fzzvxexe7FjIH5vh/1pqd4vXf4BRpGdwEi18sbqxtes47pIpnxfHj1AbyrfzVzBZ40Wfa3P3eg0jty7nVe5TzGLtpN/XzRKn4+loIc2LnA2zfUL+Bx8d9QXj6mQE0Io7Jis3J9kMBKzl0W2XBPY115YHzuDr8+/osMcPGiyFtHp365p4glpLFaWA8HeSGcrahQDRcl+1BceVnEWI+Ww5Trfna1zm40CpqnWr59Z795r3/5VNXRijSU1AagRKWmAmRBMOiCkAhQQFQg1FiBDmnfy+V//pt3Ldt//9NrFsDTN++O/9Pp8Sep/u/X5v/89PIfLs2LWVYL6zOeEAouwRaFXUiBdUktiQhqJWYqSUPCWxEVDxAKM9FML45uIWEK0gp4EtcCZgINzs+MfZbLqjbBKCRCg9uSy+ODf9Xz7AavdJnABWfDoLJtS7me0Q47MVgUx7mGQo15LMu93Gu3rTDZOG5BzgvLa+ZKiO5DKYBgH85ZT5LuJdVghiCMfEwgvYA5ZcMWdEUr5h4h+a0cetWIbccB9H6dzZ+fhWz162Q0gDXPkTZvxTw9WenJcPNkvusy3yjLs3v5K1z1K0SHr7nt+HM+I8GEtDFj395hqTTaDfOOMfex1WXRPpdwsLXNPq08J7d9m3e3tsBGgCBFeJ87hOxt2J2uBSdo/cgJp7tps2tXlUGUYnmzIZBdP91Onpw6Oe7XpOdWdbSm8kp9Nwwb9dKdww9bbfnRvVi/19N+DvrFNrV6GJ+9t2wop7WE/GoILemtSd4eVjRu7pDLtGN18HwcWQZjy6G2powcELHoQE2Scm4nHCu59VsbrNhQeLy7LB5yNZWpiep4Nw5vNiKTDyYMN6bZZrXN8M9Tqx9a+6v39beIBw2wETgKhzZ7pZUHVEJBiIczAi3hGUEktaT2KJKRqPkg7d88OP7i+Fdy+eOPz1qn7x4ff183vzlUh9PjOfvz5TVLOJRBA6uITHE1gVBCTCQo6iKQUNPiyariKtQQCVSi0Y3OBCQEAVICJOBdyaMd5zCwJOAthupuMAq29G3wMwkk2y2gvaRhyAamSf8bNuPOtOs0pu8ZSt9KfDvSp2LfFH3/Ps/J93fHn7vEle+Z+t0eL1t98SaPZQaw3YwtN2ddfjli5Z4i+M00fb8xfcc13nsJb9PJ3r/cW9XgGu47iup3snn/XH8mAx5LqV+MaeYTHbHbeTkHlJ1T6bryP9vd750sWncczSAB3nqC5MzK5x563mZBviiZvqYzuWhjjETW+3O3zyQKlYJTb0tiK1PkFdzvqAf35FQxFW+IpQqNrHcv+bMiwzSVmUVjrPKLJttQ1xGK61XIeNjw3uixE0l+nXOfqxiJ9HPicx7YvB+6DKG8eQ6NZM6705qzYxtX9dMZ8MnBOBAbfZhJZTaRpuLCAG0/Kb9RV4ybBmv9mjHlgrp8Tam8J6jkVbUdb2NBzCLaU6S/1Q9/ZfLon08w5vbweBS6BvmaJcRQV2aVhKpohIRGaDjgREqVQCIzJEPYXh7V/tU3p9/w3Q9VXT28h9Za/aGt5FvFd4fqyZrPKbmmNvtD8DHLs/Bs8GgjAgkCiiUJEXESEpEK9K0IBUw9zmIQICgwMREvoU6758jO0V1FKKKA72XYbwJZ99sO2zn3Fpj01ioXo/F5qIITL8a3xt2lsdd+ijMBTkZj1kvh3kXfe638uHG3OTyb1bU9VhJYlsFLTvmdD3c8+rYnbiCcX+8dYmGbWezYiGQjBf96TOSNSTNEV5sPV/4u7tovM22u1QvBnSpJf840dwfCGHLEmR/h9uXjF3kEXwmEYYpUTjHLe7cDZq8hIICG38TaJ8NOxSNzpDiM3U3BG7dFUXrpo8bFiJEct5SpZinym4Wp1sHp0Zj4PDbNIchlmn+fxNCVtX5Hgn2vGeJkP+oWeDdJ7VeJbXcV+Wt35m4o9p4dMZuP+pXqsRwiFWgzEBQnJDqgWgWScpAaEMJ6jkqpimJoTxF9ch2iAmGQLiakE/X1QFb01iRdWw0doWjcbdfxOR0jc10se5GYbeaQCY1hkr5TCNtd5atj8jIipAanFjPsST684oiD3lA320qSMajpTwybVArfUQuQzbGQHKECE7pCQNfSXaMGRa1yCpkKuUMgZLioaPkAB6OR5xe0L87TwU7mT0kPCBws2J6RG7w++GMgtRANqgAWYDZDCC9sW0eEm2pyiIj5JSX+xQd8OFnmlwi+mjznL++1+lcfJC75Pzx/+szjR4VX9dnJxoUhZkgVAXFKLpQHUCGqTVSCELSCEKogSbbStA1QlJ30Qe63afdInUIR58xvGcvslJORJp0KZ8a1IBTpqVY95BESqnp9YADQSX1pgfK1bx1q9/rrCUpZEfBahJ0V1bwBp7HoS1V20pliKipeZvcpIEggCAkNlxBl3+4W41lYBY8RCgWUEY2KQCowGVrI5YJEq4QmkSuGRgTQahI1RluObUr0c1dlIes8yg+JwsBkIcNG7LXhGFNMkJR+n424czpU0rHGHBu8yIkx4ZsDUFWUnL2o2k9cKkQGv8aSKF9rgyuk2H0EA9cJOGX42BOM00HRTs8dV0fqVfmvrQNl+PXR8WNdA3cYeRq3j+mTjKe3n8TQxxh7N4EkhKKqEeXa/RpbxtLaw624qsitHMLUJCQRJdCRIZM1D722AssFzNBfnTzQeesc61nVSOZ2VTFsuMvEaLFN1IdGP8dWoqoykYuYYRxLzsBiO8/ZW6sowXDJunLicCF7OjC+PA8OdEsvG1K7V3ZyVbNe1sTEhxGi2p1J3WjY9iBNb3TA0bEbA1n8ypfg4EUv7P1GSJUkJqHRLWe7bohh0apzfDYHps09dGZYJAcHnsn9D5080BXWM4ag008NxXBAW1gGaZAC9YSkEA06pP/K07K8//Jc+IyQY0ZKp2VOpQTR7+i++Cv1jTC0f12o6jWUdZZJ7EL6pMHYa0rPLr2s4RkAMdPbmbX3Yyp5Nz6Pelu93VZDZ9NGhnaFOgdlGFGGlLFDDPBib/BCgYhlcTUaCBEGPLooa0Kl5uWxzl/H5Oc8L7/U0e8uYqAHlodNhLIP6UOKTHStMVrAQQEpKn0IISBlZanOh4A2jO72Gb2bHa65ordip/W8AAKDGx+3NXlwJ4A9PQBUdbABgGLZIbr21IaqnRKk0LuEAepCAaIj6yuETCGRAVGN7FHwOYhYuIkfxU/Mv3l6/7vvTsfUmDqgIkrCnRE80yGGpOV7aBcwQdKDmUEPqaCiIhohnimKqqqSgIIqGrTRBH9TH//73z7k/JM18u7p/UvIR7+4OCJTxKUlRdXCxcUimQvETDwLAgJAu8IMXjTXKOXn8xnEHb7BXGanF4gYPK6H0q10aDgbqNXhw7rfHSr0UjxOwLbJfxDM1GD0Xq7UvMc3/D1PVC8oQrgXOlBH31cJ6ZlR2uVbw/ZVoSRBLZooTrjUh8hZIGIpe4gcJAxZyVCTjCwWELOghEQyRJTwT+poSLJkzBwsuvaBkHJFOia7l772lbbKaWZ2PUFIzmqbiWwEr+ngEOp78ElHo6nYBchWYsgEZ4IwpseBYtqKe4PDJXaVoMakOIxl7BfzzaNzd8R/neSUBNDlGqOGB6a+Zrp2NzY21KiVyiuhYYz1caIMACHKac2h0pWvos4PlzwVm9oKuZiodUFG5OAbwOn2GgaU9JvQ6y6EuUtEvObtC3SZfQPtevB10XJWlVwToPm6xMDwxhruuIWQdo9xzUat3/tDdyu6f3YK5XKNijJRuplVCrYYA13wUvZ7X7fQ9F7OhaOVOyrX4QOccA3xLDbSvB4Hc7mz/d19Par6O4CpdiUHtcsrQZdXtZnexYijWDSXpkSfid3cO/cZA0E13K8SXhGT/u2WjWsphoEYY6PAMF04WVrdfvTxdBR7QCQwJkqtXciv11fIQq5yrSLSw1YERNwGRm9X/5VFVdaudYiwOkKhAxOOinWCBybFGxfBmrPjAfPkbK4yu7TyIm80oNeGVCZrCLMqdRoEIetGHmu6eAB86lZ9PUNjvvSH7jlFIFHKC4GVNnNJilQhbCXi6K0hlAEhoOINBOJxAGqTb5n/5uHwmyql3KYknls3CWFEJKhpnbNcNEgxVe1CEyhgSG7boDAiKGYqAVV1oRaeBYVkyjwCjxSPaKH/8v1T/OnLJWdpaaKpqj/7RdgaaUBdpRfGx5xfaa+aRE3RyJB5dH09ikT5CmXQcyJr2icFgrWca2XidsBMMP0JIPC5HRUIQXT3nex0OCbT66WrgRF1a5q87MTue2xHhndIMVl7IYxyW8r6KV4UOrRkVFQlIAEQKnAYCdFKoBIhIQJXJcOlfRUzSp3MtGXQKRFKUZI0ekW5iFJLeeajLakjzHiE2yzEmqY02Kl6pY4GLDjTHRsEEDPH8KLiqqzcnXAqFI2pKMDIMQSKO81Dl7PdETEZ8MAkTZn30K+BoO8Fcvspb3CYxzwoL0OrQ2sAkwY94rqeOfIhR68fLqMEfciWgIX93szepL/ZQazlz32xPuQ3HIwQr5g+18FKDCXcWxlly3jdXcsmq3nFgObej9sWhgNw0y5+dVZv/HxVJt7SXJqB9D/Rfkdh3MkYclyBqs68RLRL/jqhlRXzrGn2zZiQxLHo7K0SkLh1xrG4jnI8FgyRrre2aCAVkUaUlgFWNMlHvYMCYV/lTWbS8ADuyE2V40RjyrDHsITjquTdXRAgkAhebQ1m6imT8a+J0/kUrsfI0LkT+Sem96Y71ed3eCk7df/m6TKIbR/WAun0Lw1RDqWt2CCkEkOdt2gRRZeNXLX8r89lYEaM4l6fOoIgGaRIlMeho2GwWNveuI/u899mXu7jue3JQdS1E6488xh4G/3tD/bIJ0GFdriYolvj8K2SdxbWZg4Iy9B5FTUnZ2jHtsrVypjaplTwxpjCkmm6+lVndrtYO47Howu4cCoAACAASURBVLG6pqHF0YZVeoh5JyUBMGpVC9f2nCC/hVu4N5ckcjqd3j++95wvr+eTydPx8B76G/NvNB+Dly8vh8e6aS/JTsmSCRGRVXNGhFdKM+2zT+QI96CgdUd45QbAhBKuSksJgJmFKcINUUl7En570N8e0w/5fAmq1iF+SnjQVEU+qDycqueD/LufvvzjxZvDgyMZImDRgzra7csICDUQSdb0QO40M188Vc5RDcywIZlzHrqVFYCYlfcI1SoGlGVMFhTIz1PynrhC6IBSdo4tKozOCddHQdr64F+im6C4oKoKVEijg35U9/PLASKR4fR0uIia1jC7RMBUxLreuop3R3thVSQZJHy5QNOgstcCL99Lxx46wwF+ndZHvw/6FBHh1x2jmMgEYwqrjz4xhknxSatjHYHDRL61Q9y7oIbgCDmYKUOvsDtmer6OHTR1Y1VMDPbQZ9LXsDYEXBUG0bcgxs4mvEKhJUmL/mc6a7kD6FKxmMAi5QO5ll/qdEoBMDBGXKauh1IgRiywD8AGqvH2vlg4rs/2OKbK2cA+Wr1sRt1kmezk6/scbi6KkXHUAoDdxP2aLE5VntBzpVSuCvFQ7QS7hr1AXxBfJgcJsecftR+UuEo9mqDIMu7a9NJYeqWfY6UBMYC9MwFyxLDs2Ws+aJ/ccsIOLZF6Jr60Iv0U04boNBrY6HAuIVyvaevQYy3VjihlxYeSVxLbaG6thG5Q2RECr7okczezMjeFrr8kY9VjXRiT9/0F5bJdvA2H7/aLOEhAkgsiw4h4s+6XXRiE1/KboznarpLvkXNll/wXElUWhlC0i/oyjCZjrqm1ksL9evLyQ7YonWvtwY+ehNazVyAwIIIqnXy4CSBURiYo2u2f6BndGhISQl16a69KEO+ephNRzPFRyIXr10St5bbj7iKz7gevGdzvcq6iaOMXR8wztsWICq9drbGebL+HfdQqBqVmnNp8yOcHv7w/Hf7lw8Egkk09zPRgLQwOPRpOFQ/h79G8gxzVjpUFc6qS2YBuaYhkCXHm8BQRQQCqKQdDxBmtR9+XRCH/KTsGrpqfEQ2ilZwjN00g6qeT/vTjszlM/BSslafcPDJ/X9VPdfjT6YSMH7/8wfl8vnQOaZq6eBcliHVAJa+HNSiTp9lRXHwPLIl5gtAPGA3BcUaTGHhbFJKqyoiiCK8ilZlEEFoEJTv76InIj+yAtCT3srGrzmv/5avBTrSj7UKSSlAoYRBPHapFFwSiYB6Aq8JEJEIFKXvlfpR8oj+pfFOld4djCn5uLj9cLp9oX3BoYS4nQVWQDwfdOpS2s7oc+ZViMMna1dQHhQtuxug+lNnK4ZwaJ92d2AsoskbNHmMmHJ/8kOv/YlKGxXjIm/OTdQJXX/0OB3R60GIYzm/dPyqoqyZlG6fjqC830MrHAfD63YZIgdIw6bZAnzv2xAI6RLTP4AqMD9EARdT7vRNXPUDIhH58Da/jTmIHgjDGDJ7xRXBE++UEMe0FGUguygO5z661f83QvV3FOjr23XIsuP/nTWB19YCgkAwCN7zur50NSgEDBw+vq3PF3lBTL5/QdQQ4PiIVWsZhvGtTj/w9BWQprSUiICAw1uq7np3X7zS5YhesfJN+omJgIXGtrd2/LKTDlq8A7dA/mdlQFcZiuV8U6kIjFUDHfCPHkuUDHDdRptntSXLFm3YUVCA+Ni9FR3Cf8LsKK3oji8Capd2ViD9BASarlotc4Mrj6BWlib3CMSB678bZS8dHfYwot77/rz4HZpdRvnzpmBxg4w4k0TklQQQMEwFL6zdqUARZ++ZNJwldNPWCG9jFrzEvzzDRrscghc7QDUnQgCosSBIB7Q1BSzOqHIpEKe/6R8WgeCiZhIhoF4Xm0oRvspJiMoYjy8Jx6ymNq/xbuuYbZ8PUahgjXLxL2XvFww2ezATpwUAk6zmjfcbJmVQG+u4zruKPBCgqaiJA8EB/R//90Z4a/lb1qYr3FZPSkiACiLq2CEdFZTb6+6P85dPx+8fjY6JBRByVChhkBBHMkOxS6pgX9/6hRDmJ24hMugeym5k5TKFKNBmAup6JtslN2+bWzeUg/GCVfvNwej6/5CYUJ9X3Zt8oP1Q84YWSP3xb/e7x/b/99PwPn374Q/3hFXiVyJIEGggjwc5OiSpDdMY1R79C1HNztLFuz5BBDZVcN8MUAu2JbCjiPAolGYzyz8LmDFJVGEUMxhPqTC/8e5iuwGXoUobSiXbhPnq/6J7Th2tk724qKt1Ib2GNaU/J06wID9MkEQaIh9Fr+glMjO8vnw6Vvav1EXEIfwK/O9R/8/3T+2NVg5JOf3j59E85/T+t/et/ev6nFq/pKSMJQ5BFQuhXYTYU7Mj72+WTnXXf/L6ZdSOzqhGcdWhxHZkoH2HSm6VzDCmyb+SBAg0GhKZG0gsoIBSzfiCJ5XSfY6701dH+jt85SmM6dobiOnnbTx+WX7ASCUewqP5/5L3LkiVZliW01trn6L3m7pERlY96dzeNCMKoQQSG/AT/jCDChAEizKCQFopumqrMykdEuNm9evZeDLbqNTOPyAdTMqYe5m52TfWcvdeTrIDt4y6v4hiuXjdZjZx9YUN8Q7wwFIU6P4vXDd9AWZLVgoYCRSKIcn+HSFeQTIgOiSDcIlHkSbR49M9SD5mcXdFPe7U4gsVXj7WbxbcpqfAw34tyVU9ilN5omv3KaTxstA2VRdRByPqdNP2tePfNFdDPyWMU++GJ/Xii3pCWfv9g+n1q9o+D8Q/Nwo8m5pyyKP3oqPB+pzfeSPb7sBFl2FV53iOH+++NcKvpC2eBkES7+go41I/FENMCQUeoybqsY4+laLW2n4zzUjnEIoJNEYd0RP1o9WvlH2Ber3KdV4/j63fLd/KIV7+znceRpUNnKakFkHjz1zzyxQ4N5OuRTB94EACE4gwo69H88BQeKbln7sKRHdShXGcR35vevzca7+OUEMois/D6cuEAU3jWolFKVzbudEAEqiMlklX1o6E953KtN6TQo2vxVEO+KVd6vPvq/diOY66otmWc3hEahbdu7urOkXPbx4/4VX6YJdB5evyxZNg371rFGO8kTHyYiEzqPDEOkPFsVvGphzmPa1uhquLj/mPRR55IEHKp8rJtHzSeje8yd9v7GiG4YLXid72xW1DCn9N/X87lvqLWjhGM4bU/RPk8BiMGmScvatcklXdVomrl5+3Dx5dEjgltWOuQwqFYhUrG9U8n9P22reP9wvh4kn5PXcv/h5bH17tZf2QPe5dRcFjm35j/fv9EcliO2EjwgafygaO3O/AHdUNn8Y5fb24aRsDTecH6es6fjcsvCk8yc5+rAjnlOWIbBjhEmIP6etPXT3HdKFE4gVfR5ZWVWesNitTzQFUdHKpUVpYzbZtZkiSKtW0hCnu9PN8yTWNDpItleF1nfPzq6XcvLyv56enygXmp+mZwC0P5dNl+8vHy06f41x/0P38f//R8K9iaifaks2PL4SCSX56D/kPs8xdCUNdjAuObnfzQXvUgJfr8AzUPHw8H6rE3CiUwRB37pin+MNnhcdPX74EY3oX4/hAJ1jsgNvY0CSHfPgOH0tQ2OC7EIhgS73vU/oT1Ff0J9XGOf3epn37z6W9/8fWmwu1Z+z1yfRqffzLnh8vQ3P/VV+MzP/2fnzVf1v/0z9/9p+K6fAQhcCaXnCggjkmCdcKrDmH5x/ui300pb71eeqcwPu6eN8KUN8B5ZzmJ5y/omOMMHfUEzA56IAtU7y19X/ZbVtVDpd5Y5R66gh+VP/GtnNze+hJiayAfJO8x0QLRz5UO7QYi1J7H/s12jM9DkgXnqRQlH1T/uzgHP261HqCOcjG+uXcf33YtUSRUOWOAzEy7DgFJOYRBiaAhBYASh5FV99zhOJJsTrVrc+eAW5DvQ6z8ZuSSYLdEN468BTzMsBIkZJWJ6NfjnLhau3L87/2D6FQO68vaY57jBmDpQYI+lPGHaOqhkn+rZHtEcb/9PH+4CNd72dJZ13ZA1P5TKml+jGN5s1Ec290jVpDGASy8bnclvm2bOSZOApZ1eg5Dry+S7SP8qZ+qg8T1aFrEgKsiTiDiaM6q4y1otrb0imH3qvaeOlC8Vtfpi1ZdiohCXwfHG9SXLwkgbW3DWU3UDJ2wb3Ycx6vBu6UttJ1LUhdnll3dPq/zV1nVx3Lvfv1iPdwsgSPZqR/AiFj0wyv5aALRK+hb5dIpwXcWDeoUSXRyQpoGs0iWi706nAajs/qnV4ovR9te/t+UH36hOPFDfEW86+XxGexyPg/staHOtfmdqOncHMq0a4xRxyrzI+mHDzDifAb4YyMS+6J/5SXeDE7nUv5QM/KLLvV3vKBBnofwG5q0mXAdrDJkhzCMAW/b9vWnT36+32uNh2miaiD2tSyJGlJmvv3+f+/I9//7uXzcfwOpKlwqqoHdkyGF2SQ+AMs5nZfav8rbVwMbKz7qt7df/2bhdvl4H96hlpv3id+W7T8UKKv4cbLkHc39B2Vkf5zM+qEw6k/7z681Ywf2+iWK84d9fnVC7a1eoyttS7TJHxhjfB5hr7l5IkGxhhzAAKsqgWRYDJNk2AO+IGLPEdpCU+MS3gbKdV8J0QpJRnl5JZaVxspTP2IbWqs6qe18y+xymqfl0PBS8LoUYRgqoUoak7xzTVRW5v6yjfnpKfZVoTVYU2QALDm3df8E/w399XWsePr3+PwP369/vr/s26WYx/ciQQM9lL5vgf198MAPJdo68wtPC90Rjfh2zfK5LwWlJhSq+lg5zSx53LUuHUxHnVOi36or+PuLtPCDmNgvfxbb7yGNzVFmgicdnMo14agVfeDun718iRnlq/gUeHL+RfAn9M8/zv/m8tVPPm1/8VQzSk8zMJ1FVXBts8Ysgh/356+ePn34z37xk4+f/8d//vYfbr/G5SsWR+bnaFV7P6EHAC06yJa5peu9CuVLUe5rRfXxsdcboeKhDji1cQYb9XoMTPVuCScJRJuTjlHPpIlKmzosLDIMy0dW3EMYwyP88HTInud7vZ/R9VjDqkI0eXDzoE++m2gEq/ru74dHddDY0dHOPYFVvWr/zwjzVgY/EGN+4WPzAyNynXj/Y9wkTGLWQcgEySyCAaZNM03YE4zjnGnj7hFsJEkYS6o6dOGdOBRUwZVJgAqQaZcr64D/abRCgvZ8A5qYzDaaH4Q75VeeDRTpfBRFvx0E33eFvFH3+e1y+4X7kKff832248Me+6cy3L+vmELvAfM3ZwT/wI79+rc9VrWO3Pabv7Ytg8fB4Y4Ky0yeZBTxSOk2Dhmh2u/oIye2Og/LZwbh4Gt8of1OPS4SLvUkd5iYGWfmXW/16XoFjIkjy6nv+XqY8B+r02H+CHb5nF+FYUQQeb/RDnL0ZWSQWEDHCBQPcXYALY+NxoiAcq1KxPYweODVrOw3BpVzXu8POlNSLzMiiOKb9eZEog9GqP85AoMBIjOTr+K3zpuVEWSYFpfPhcZg+VyuZJdPOKZcfpNopNdslTeb/9uNG49EotNRI7618z7efZG984Q6WzopPtB/u+wkiFwEImi/a0Yvv7tBFF/Wh+NNX9Kx+1NAVVliZpKK6J8ijyfuNKgchMYbddZ8ZD/26EBmVT9ybXR+9cjZQU6NrXKLeY0xq+69VJRDFDigKV2fnr7dV6HEMNUetuNf/0G+y5/LXP439+8qxs3xTNa4LI0FpgWgKIw+K0TUxPoJ8xvd/83F//YvPvz0aZb4q+f9H7+//8N3+z/fv+f4tEdUVUEImPVF+dWXo/OPhNq+z2bCH8wn+qPKwT8Wt/RHvvo9bP+WXSX/iF2JB8xRqAeSxHPKhO39/D0cgv0Iv7G6CzXPwLEgSNxWPle+zPmZUcI1OOFyECVhPtBVMkjJRewFFz0UYAT2zPteWSyPfotWnVBCXDPrvq/MQoQAl7O42j0NkwrptnuMGjGe5GL4yNPWskMQityvU5BRy2GNYWEvT01R217INdf6LyauH6+39fJ8W9+VcgTUK4CKiMa7ceSM8wciv4U/5P68qiVZj+Iqgtj5umX1HdBZvqGj2qmzSw4By7HtQ2Sf7+TbVpx3mqrzXvEflvH9SHXFj6V5JiOPoRZiDdQl7x9qfaj8AH7camN9eLpetvHtr3+DzJ9/9fGj+M3A18GffeDfXrdPH7aPVztvzhyaY84hrrpRKWhyhu9j/92/mR/rL7e9tv0ff/XtzhtmUedVc1w2QbnB8qOJ5I8PQny133/5hh708es67XNUzSPi+AemH7qjH5PGjBgRe+UOxDYTzkxVCfRKoXCJIySCDzfRKwE9Fekq+0fcaIDAjR5jkkwiK/fKVaXzvS3UQeseomKD2GIQqMyqHIfH8TFYYyiqqlxBLR+pbW9lGyfqRtvrfD7eNysdwt2NEDBDoWBWv7xJw5W2gkHRoBN2JCmZWDbBMTRD2eKUc0sJAmSdUtICg1jmAEitXI3UBiBFeKFog8Ekoo4JL8qgxcO81lCp+Rb5pn9g+tSPNS594S96t9y+28D5Ti/9rk3ij5mJ3qOGryqp94M5/+SuQZKgRpvmqw4dgiEqelskqhYAwVMieV/rxElJ0uuIou7pRzSlBFZVl4C0rQ5ueNVZJQo4xrhltqavbYaP90usctHcYvQAa2LP1GtyOQAEo85p+LENPT789oOT1OkLRx62nv7+Z/fFCZPBBjIKLa4znEbJhFkNKil4TJsmJ/Xcc8IRsI8Yo6pQtmxbbN+4D0aIUIhg9U9apeAXv9Pmex97b8vKQuO4cZtc48NtYIFbjG5I8WHO6EUUEdHnfbUzUTq4Ir5e2Ud0N3j0YTzamh9Ryz6pDMNl61XVHidG8LgOBtUA/8NtEngNuBxjGKiq5QrE/uaI8KOd8Qvx5huPylsM69CJodVzr496pY/f9cMX16M5y8cudKwS8/AeKW3D2bvnuUj0u18w+8k0WEvAphh23m9QMDAibE5iwEMRl8sLXvasXPmqeu9BSMoC/gzn8v/ur/76mfztXr+65y/3/K7wIiXPnbAxxCrYw3nx/V99/fTvvuK/etI3UZ6Xl2+++sWL5798rt/c/tN9hwIS4Op0S//4RP5FpdMb+cq7BHF/ESheZ4a65B+ctj8463886PpPj874oraWX4a5/n51+qFHLb7WLmDqoB0TzsrHL6II9f+d2ZuibdmbVMbKLHhV3e3PhUuhMqcLun/cxqehj/KVnK6tand8DFq4dlBFOVEwA0nWQu2rCiqoVmZ5X7nKZhzlP1n7nkCSPZdXmVCcTp0V4hgxIvdxs1EWoDJKrehbAoSY9IhYwZ0uhsbY077vKgQwV32zXtb88KuvPv1a99tahpPnGCLTfLul/Miv6fcMwQfTvVLSkIpIH0B590T4IXVsBmOlq7LMk1a0rQgRslmdFZXN87J+r9iJPwACf18F8QPD+HI+OMeRW+jUrtRwcd0/ef390/Xn4gfXT+Pl6+nrJebk77jdby9P1/3TFh+VH+kn/+ZWEWvhVpO1xbhEzBihmIZ9qxXLAjRnfeDL38bTf/XN9fvvPv37+/iXef3Vy73BclE+cr3w8EPqwIP+UFv7mzfr3etWVWKr2x4O/jqtmq8vY8kn8mcYXbQjuRvOLgodxO+qlYZlBDVAiAHmSWo/PtsvPuHeF3+Yh30Ab5n2HTGauK2VFEU+gDQdIviGNo+9TuSIgcDL2iWpeViA5CAtpR1kRBz3X7Vqq+eEk3kn6+Ezw6vjlEchkmLVDE0EC0H5SL5EuUSKsouuASkax8o5ZoD3XABVYCHrdDYY2xCpFS0dUhmJOsgEeIgoj/7ppOkJoCpNDmqJqCx7tGSo0yMoFNLlasED3ySgverKfhjGdwTTvdG8flH493ahfRDxeO2g8J9YO/KjrxvsHySZ4MFmNgHwQ6buIRWIUBDOajS3v0GJEnEc1CS5coll+8J4U5N2CCe65OIhhOPRras8aKLXT2BENOjee2dw9qknU8SI6Lpgwh1aHIe9ARBrzznHcmWV0yCnRp3PmXv+epzBx8QGqdNGTDviVC2QlGLBlUwocOxm5MO6Z1gHRuSLtEU4m4qtOhbyrMqqEhURQ1qr3lhIT6eYrZAeCkKfCiJDUmua2/b6UAfhkeRiC44YfefyzZkGWMERBFyVXV10SNJHDKAyYY8RvZq0VeNhfaGOuah/mSEefFQ/FabMKsOOY8PoKb+XY/jxnB+GOp7DcUmM4zY6dtChMJFVMUKmgT5M+nOoKkW8ncLzPGEeb9PbJ/Zwiditi3O7yI55+mjjeLyPrV7N9BvGE9HTFykjDwNAa18LpwbvUckSxEAoM/fdoYh4XvuqMtXkfxglvKzvMYbpGXpXuiyGiML6M5zL//u/zeeV39q/vNf/9qvv/uG3t//4Er/iU374ixXz6fn7pdhjMMa9iG0a+fNr/F3cfsb9sz4i/On6cvn65pff3l/2f/LPSp8QG1Yg797WWbk1j171ZuAIoBi708GBlMuHMpKorlEjXbdzZC8gkAkLCJmiMvLYq6TiGwnIIz7zeH712qoYekSJgfE+cfwM1e9qtDPzv8U2nWN2NivCQBvZHpZBqL+1M3X/TFSRwcpBXmM8iM6XzDdhZZYRimJJGjze+8HIZuxDMbd75i/H9pnjymsA4/68LX51md88XT6KW6Z831YMaxvzae2f0h8u12HjZQVquC5RdtKLxL84UFWL1dxq+Dn3vUyxqrAsMK1iVGJV/8oYQ1pQ1cwQGGZAmxnAJTiQgZoFT9yRdF5cKlQ5rQXeignpeuF6/jT0r2u8hOvFvyz9LrRQUn3gy9yiaqEOpSlbL65xWzvEVXUls8evUGa2iDSoCDlr28JlOKekiFbB3gsvax/bcGt6VpLcon1dnpoFZGbBKiiYcHW2q+c4BkgBysemWT58jahygYUhoNq8iAIHkXUkgRjOanKu1iI0GK4KHAd6BBOWsKeKxhw0ZuZP7vVvR/znQ395xaX2jevDBde5s/a/+FT1UWCxDbOMF+vqfb8baW8xx3zBXiiBGCK3te/wymXngMYT/Lcj/9ufbj9/4f/x7Xef1p77/hzbb8b1u/l010hbXnIGVpAS92wWku3AO9r42Nd/KgWNHXUYecqjiLX6Vo7w3GJl3rMo3TKL0BhlZ90V44qgUSsjhMwtBgWRMSJCI1c4dxH0Sze/2gI+jG1G5b6Us4C9DsCcVK4VoIhBATuElz1B1IjMpHQMMvYIfdjByR25VonaTsWtiZX3LaarUNYxh5hVzP26bRFAWWgJTHEqVxHEukvSUFXefQ9NhZyHndTmnLPO2OnaF1m59kSuHRUXxEAdY/RliHCgny33c0aXIiDb65Sorr4XR4RzBfAEECUx7eyyMCAiVKuqwkXTHGWdnnAb3hTptQVhqLICGzUkG0vCmPd9RUi3/ZNG1i1VdjmixnzJXD2fHHIyOgo8DhafWWlDctXQAdkSiBFVlblC0huXIelyoU/Igk611JHCS+TDiAYElZkIkVyZki4JUGkyQrRYue4OlrjMUTmzKI3LNPqkqp75+rf/bJAxIBdYNnKEIO61mwiPi2bKQrHucm0KQYISeMnbJ37SnJ9Ru/YK3G4v17E9MWIvgfn0VJlBMauN5rIB3/IOliLWw8Se2BSoFLGmd9SOXB4uBDQi9vuNKCmneCnKxl7xYZq83Xdb0HJ5C61y2XNsIRdqrRURoFYdO95UVFY6HXCtiCBjZaWxw7LQe9hIpYd5QW2Mtk4GWSbtK3D8aDRrf9piuUC+3NccA1IN3deOqkcAiYgkgvSeEw44QElbDAD7vj8S3C1eBKPuaxcgjf5ySTICzPJyRnAMSCk69zvZ0Bj39NUFIIiYYyIsPj8/71kxBmHk/UIYHpCk231HVoxR1BFclvc5Z5d8nCrHvqmMLkYfqt3I2sA+we657rkvOSIGUo94weBai5hjIo0SVLhQmTkZ6ogqMoHlqpUENpUi9rVLc6E0uK88rBTyFaONI3stu2AOKbNiblkZI1bc55y1ct33XqXGmN08uueiJJBGoCZDiiKzKr0SZshLktnNJ6jrNu77nq4qQsxRLETWpIYiMx3jptiNmxng7yIlDGiq8r77en3OtZeJ3IDR1OiYJNdaLfEqrz9HvPzjB8bihfGR45uvP/7Nt/v//qtv/6/frc/1m+dn/S5muWTue15H7JW/ud3/w/f5l7/4eIlSviD5afDvf/L0ollP63/99fqn9Tn1lEgN12FK0Y9Z3x+JrDDLQvJNMHCdKsXD5dBSwKNJuFVib8usv+g/OLmk10CFB/XodlMe3w9fEfkziPTQmfHoMXl0LrWAEm9jG04d3CtQWm80rod96finbmun1H+0znKvx55aXgzBWLW67MCoIA/1c6akqrxVsajyYg7wtvzynFf5KTQqY91rpegPwqeBp8t90GFMofb7U2AM0lmVxoDtVbWq4IV9HbhP29BFRmbamYU9l/sVJxQh6Yp7KMbYZowboyWwQYc5h2J3EIQGH4pF3c2bvZdYuAM3788Y2OaWmh5PQVUi9xkaZtkggjoBKxoOm1SE0uicpQYNDyEyDmlgO2mCyso6KGAN1IyAmSthjv4SY4xx6iUs0lTEAC2rIHXFUXPMLX8WD5DgEBgm7cPYlusUCdP2cBhmHEd5CR1pIuls6+z8WonMWmME4VmZLaZ0fkB9PfmRGffvQ9y0rsGxoPQ4uOwDGorioANahqQw9uR9OXPdlGz9oKiOWixmHe1rT6FvtvEZ8d0d3nM9ffysrZJ3V3qRQTajLQCVlhExKrzvyy5Fmy/bqmqBWesI3TLCHg2tkRZnKAwqRJYR21bEXi6gpKHQSpenhGxlvwOQMSSBg9EPQA9f91wwLxFXDbmGcJdQFRG7y4A4FOpPA1Vh27iEthgJLhE28zClRXpQgjKTWQptc2aW4YUiNUg3zgSIjpa0VEb1FVubxiOXbP2QugAAIABJREFUXSPepq2PCHNIJGQdvHMr/HJfIGMEgTGGLLJYhiJtVLVGljzOwbJHi7iPpOgjK+UhUT2MX2+gsla9E5wxeMB/h0Ksv7ZdfoTYtj3SrhkaUlC1r3TaSWKQdilj0C5n3u/ITdw40p3pw0mJuGe1kB8U0wq2MpIURa9s6fX5bRdQbbaFi4cVp6QA6SwZETFi7LXehbLbalueiSNYpkaoqiwG0Yo+85gWBQz1A4hlyJ4RowW5OGSy8oFcBjnnXGu5UjqUFTRbVbhBgKM8VGKJ0thYNaQBVRrEx8sH7qL9FPNDzJX7FXNjTAYHQ/GyXi6K/X4fY8acKxepRI3tYmLlGmzEUHDJGlSQEzXgibUT2QxHYkisHMHo8R6Gol01lzGSnNexZ5qhWGUPHeHag3AmUZdoNy+HZDNJRJsIz0512+lSiUOSLIkX8KKYvT+mA+z6uQIyTdcgQa393nbqIWalYtCO0MFRHreokCsIjZjAALKyT+aQTK1Mw2qZpVR2oJarM6NQRarL7UmMBrcMZgG1SVT4UGPXxrARraE21spLjG2Q5KqSOEOuzgbDDEkscDlhw4pDTsSOfc1KvTWd83hzSY6+v6oERMcnjOC+SwEwsyqzD46VFSR9bMPBNm+rXMGwrPJlG/f9PjlDMYcSVrGbehQCtJyyl63mKCplT2JJraPJtUaIaaZHa67GELVqsUxLY6ASaZm0o4+DWtE4vWKbR4WCOvHwvp+vKmxUrjb2tsRMjcivReqQMrmcZXrMOU/EUyKlQEU5xnBljNEymzEH6Puf4Vx+3fLDFbaT668x/+7D5b/8ev7fv/7+2zt283/4PP6fX//u7nvqgn2/BAH+h19++w3q8vd/9VP8Ktfaij/frvHV0+V6GfHyv/zyd/+8PpfoEajxiGg9o6neBPdWZ5Yc2mIowXjN0TVk0Qf8TLZcPSDWWf/63hrP6jncb3JAfbhq3vnx3xSOvXJbxrscXKN9mA+/0Tl3qx5/0yHo1qOS/eHkO5MC2o2l6mgzOitJeSryJBkBCFkePEp2NCNzJUoaQ8NZmakB2KvqzqD8bYxAfef87cqotaEu4iQrM4grcblh3JPkJGfEdQ48v2yhISB5XfugWHahp9dlr3RlwZ3AUJU1xwiypY5thikrl5UmgVEcgEoRfXGFMMwL9UnbCExJbKyOO3iDb/Yqvsz6bvkl6Otlo/n9y3SQKPCSGOGsojGGaGYVyILbx2bgpVaETrO2KleAQwrJKwUTGBLTqIZAIGmOrex7eiDmGJXJ8uyYvazqicEWnO0abAqlUs6AVlnqzs08VZFgWaIrWTUj5pi3/YVgGSomMMR9VebqGs0xNjIArUqyKWcHGdIcFLRhlV02vT7aX4W/ErbcIzGFCxQVgkKIRPWzjQp6QENcoUXPGOC4L3p13Y0VCxpE8fDndJhfVeID+fMhf5zfzPG7MX6HePnu9v3tnpjuD8RgQeIEFYHQvlKAgmNE3qtJ3ao150YXaJmVeR1zk1gaoJ0zwtl5TXHLMpEFVlmEg+AmmV0r2+rRCkOkulnBZjGAC0FjmiIHY2YzxIohlCNi3dOn9jiOYyAnG+eLtFfm7KypcphiENiGg1FIA1Na+7pEUExjT186MJDovNhBhZy27DAI3lGiMqta/jECwFqZKyOCVUcDW0GU+5+WMNQreBBUyMFK1to6P8yFPOyg0fNkQn2NkVZAPXp1cMprxr9wyoLJctWbspQD3jiuZJFchSz30JDF8y0gjU26A0OIyos9gLCZXZwSORDyhdrAnUiDLoILYCiFgjNriDrcoocO2PCMMIquHrx8OCOFoaqKiLbDZWazZiENqaXT5Lu0eEptGalMpMcYi6ysTnJRlIG0aUMO9AbLKhtxqIjBloKsKhFjjPaxDeIiZGWAI8QyXQMcYNuR7aSZYClEudZ0TEX75+cYtgMO41p0qTCUTCyL9voUXuse120VbutlapgtJpcpW09RLmkENLBqo8JwaSLNba992clYxGXb9tvLNGfP5RHaZqzvZSMoGByNaA0SiGgwiIDmbb9LHKBdwRggg+1fzoNqdpDXiF0sHynJLgx7UhsYPhq+wmeFcwy3GipIIHP3oT5lAhRuqEsoIpptTpdF757wjOBaoYbAOYggNKRsqyIkrqN1i1K4QQqgvUA6reZwhSmUjcvcIqIS91xmMHdAwwzI8LrvQVJBYh4CGZ4iqUMYkyideU0ymBkRjGjIrLmaM9MQ0UogIdp7GlIl0quK6a0NHmaRSUaMGMPGchlYB9DRAiL0mkWFqCJScekPnGxUbduuz3lzlYSrVHWcljpzoIaxjbCEod01ssJuHd3kIWdROUIa8ZzpLNhD3IBBJo5KcZ7GETbCQIUIVyPsBVYrv4wgB6UjwF1U8GxcZVWAW4TKVUmJ5Qh2ItVQZ3x6Sv1Nqjz+PPXln+aQfASXq75R/tWIv798eFn1fFvf4Jt/3NY//vNvnusecWH5E9ZPVfX99/fvPuOr2AYnfKVr3X9W/Lun+R8v87ef1z228qNh+wxpfkSAo80lw48Q3GC5zhoxHfFsWWediQmKOlHGfphedU8kv6it4pvEVj8cLX7tD6kzuuE1BuhteDAanj/ySfiaGNA62NOP2T4JV2Phb2ONH50BjPaPycQhwhrcqHKdBgdu29Ya8xYR1mGH95RshFmZIBs9WGu9UANKKJ1TM+EUJ9HvV4q3KriJP6sYe10wnxCzqPJT3qYiOvtVWJl73u0Y3EIqrA0Vg1twBjkixoRUUIL7Su5bAqnYGXdzFfOY3S3pYn+UJc6BOaPSZSxGMvahzPpd7p/v64bbC/GSGDToCTJiGqiMKpFRZTeFDChaspmV/WuJiBF0ogzBV3IbsaqSKSpQ4/jYDWcQBpeLmVMax3PgyKblHqJpt4ApRZhZ2IgUZDsYooVZ2FGAKO21UJzAIGfVQI6gqf3UaqrY8uIWRo0qsPqxraObOAVex2DtQcrh8hSDI9ZdrpibWUmv8ouwje6Da2CoJIgt7UqBk8HKwBgUMiMGexIv0LWABbVvsHIHVjFqN/d8WoRjcbzkGrnPXJuAGdl1BGQggKKTaHEJGay1tuAWk50iMLiKdztRdjH3cARqUCTmo7yZkqobrLYIE/eVvq2nbYJc+7puF9iZi6DcY2AKVEhBEAPs8E53S4BoRbCzLCoIooaiTc0yRHvd55wKrZWEqUA238shUZp1V9UFNDGN62gYq5Y9iO0sfGnmLmCURwdNmBGRuVg+qrfsw6yUi1kkrq34dB9xqYgdxVod5VEwmPAEuq+1rgQOlj9Cg86AB4VwGK1dfZsn0+RNj7aH1PXouMEpcTnsgwJ6VT7T2R3VIdkIOGka5RI6us5XYXOF68l1JSl9Ln9bfslyjKoaZOCYvHHaJzrszFLYwQjy6CkTBrngsKuV92zVIdW+M+q+J9ouKQmHfBZVyhxk25bOPkvAVp0R+xEcAHiNed9XmwY7DaSVkLJZ7mny7KVuOoldatLHfZyQTdgSdyFYarawPOmrIkoyFp3A7oNlELQlLjarVt798vxxehrXrA/WU/ASsXu/s2qLz/t9f8kkV74kx1Xj7oLmAjPT4HRdgYW97cqih2OAzqILI76uusEv0s6S94vr6ghjdy0J8nWMAva1JNW+TwDAxPGpSCrQ4HQAjGjogHBzHVaprVBSMJT2IIuofrQMgZs9qnR6HpNnxEt1bVEx3e8gRIVua8WIrIqOkWzPWC1FdBzXgCfbeu7eG52709ucU7EKnc4U47Iqz5aiIw0kcChkg0e7pCoPSD7XBFsdSpFDmdnP/J7rqjjWwtPq0rKviGEbuS5zayVYASvXdc7TYovkSb+f4ZhhRzmOElzTlavYXYwMMSZytLyRQY1m4VaWXAqtCEuQa++KX8JFS+SeayOfqE5KHUBJXuvJZwYQUBKIrMSqGRFk5TJ1zxV0Vl4wBsWQwJB6+l8gC0MqVQGu5p+LxkbEiNMV4+6KPGojqqKfscwjHatzAsBBd2XEGPJQrexonc1QU99ws4oJB1S57LqMWVURI6pWrqBYSf5ZzuXhgZWBOrgIp5TzaRTGy7V+Vvf/+vLpn77WL7/bF4eN9bx/kv7ym48/v3pnjLG5Fq0wed/Hfc1yKA5YIaudc28acx4uAmZrU12TmFIWCrWMFCGdUSUdpfZw/Z9jNIHQ21zzV/fnIznlUQ7sR1kC+Gi+bcs36rVP+DRgdIn0u5AJyQCdfERw8LQes00ub3plj2Ri8ayZOD5qSsE227cE4jEQlvPMC/M2B1GrcgAbo6uDkjCZPaiyNo8gBQc1pHFkiXEEDoEmXeSy90qXA8a8ZFq5wvyMHGYU2rSjOXdEZQ5oEy/2JXyJ8XHy4xw9BBe0zLtxZ73Eh1W+kzfqs/058w7UEZ6KAV5EOEd47ni53+8rF4Qx01pZt3wmw1GONLWNRsZqgAFexsA4DOlVXn34BspoSn3TsDHoCa/aJzxjXIPDTnHv0rJc25w0DzyDgrjAHOHycClk4KAR3yRt0wvissuW60KUYtlB3XHAAzdXiQg5VZXbGBMcWcN11wBVSqCT6xgUxfYdjFoTWKgkSpGVQAUQmcMYVFIErmN8iDlHXNYN5DJvBTVAgkxotaB/hCZEDWE0HMdDd+Pa+9NrhLwfv7t1s1aNrLqv6hacBT2X91IRtcrlMKLtIP14mUSE4ojac/FIwyoObtIAfE/Yrh2gncw0/KRtogIedFVFUVA12Er6MEoGiCExGJUiRY9uuQFE8+CaDYIDdGndByzQzgUiZoZsTBfglftVKqAjuwcczUEp1YgvawvaeUaxU0IEt71jZwCGYFbBVVUzfBmhXFKvREfV05E1bhA5wKsCwNJxFnW8z0Y6eidpMMJ1xIRlVtpa+16KGJF1h0XMQYRic5JFQsQgl0J9TZ5RKkLD/6hGPHx2v7XlnkeHyxGRjPNL+sthV1YLCaTVBEodecPd3zJEiM4cig8LV8Yn6knexkzFbwu/vu+75vNam8RMB4loquFei1UJi7N9iG16FfnwO299HxMD/Y/SThbJejpMI5ghhKpAaa0F5yArZLNe08qPmDwBVMdNdEsLbFStMYQ2MgPEGvQF2hBVEMOs5SJECU2+VWUunAIq0Bvpo/wFEjZpgFErwJBa2t9+OGVtmVfWheXaJf/NhqcYH8Fr1hPw1YdJbfeomnpO/PIzIf3L58/fr/uOvJUYtnTfV5WlKOcyC90k4QvHpoALtpC/2MYz+Dl0C9z3/RL4ygjxOdf3ziyrslwdsBvnXdmi7Y5PsbHKW1+XuXozEtmX1EEruwY1R6y1CnhEuBYoc6D9wWeZPY/OcNPUUUSh4OHUMvruIzwA52qZh7M6xvGJCteG6ul/gEE5OircBkbnttoY0p7iGSsJVEsZ2TZx0AVgHGlaJNqLWdH252sgSxRdVRkN8XdVWS7SEYAw6XKJZq0ZAQale8M0PU0UBzsf7HCgVVnAdAWj4xO6QOSQtNoqz1aoHvSWQ1RoAWtVkHdid7V3gsffw3QZGHDCAzWk+8o5Z7pCE5i277mqam7XqlxImZdQUEkUoPQYEea2IPsw3vQ2byxHucLV9gmWay1WUg7GFqPN+AUsEMhyBQQgcx0FRhFFABOoQanV9wSzVi6SAQTwYc6175PtB4tyZUKhWgUSuW8SkTQGPc7E4z/HuTwTopLMbGdTIEbZRYzL9tXLt58mfvJT/d1PLskwAtiQL09Twe/38XULUcpOWVNURt0uOy+InEPeC0iiGueubhJ9OHsU9lb4FLruBrxnvkCfI++ggwjayM4ZPYxAJs+Z+F2m2GsS0GvKGH3kkPq0gVYXiZWIPMFrP1pyCUmZ6xVkh8EjSg9V5tG1QTKqwbmmYt4my6JDQITqBoEQZdRaYZMMjaoCDsZrr8pOHoVFyMnlsJk1pYEVZoEgF1vzCxMfwSlV5gCivEWgMspyu6UZfSwd3QRh115wOpKWbmMMKmid59eSSN3LFTPIlFJYwl2Hv28v7+WXrN36Hrw5n8vPxmczY9zbFm+JvAnPogsyo7A0ckRRyzS1A9B1xmiJrICAEcBqH2AE8swVFlCDXC4aM9i1Kb2pXzSxlqomdYkemmqKg0c+3UWCvS+3TJzEpmCMvf37hI29rFPG15kbm8L0xljIVd4Ik3GMd0U0Q6fi2A1TJTRd+7TN/iFsbIpsDpeqlu7aI2KSm3yr3MkFZGYcqcUVioA23CVvrqflmfv07tLy+pwAmeLaldIl6IqnyzCr1IbkCrJEAnd2fhVWpiK6MArkfeGW2I3dvOVY8DIc4454oV4WnjVfDA+qluDZcmp1s8VisIy9Ht5XOVdYg0fHRtohhrRcgj7MMQxWBZECUSIrswfUIVLNktkoSkqjahtSx4wEj1bvA/2qiYqqUbdRDoExd+Bl5V50xMURRlIdDnCUVAHDDvJTm5DuL+1RSaDAageTwMAsATW6X7FLSQjoqBo3jNp7/EPnD5FWB0WDyLCa7qfoQ3zViaN8k2jO7utJcEoYcRux7Bjzvt8nklmj7ci5R7TzAKx1mR2abuFI8SRN0y7Z8YjQfpNM9IhlPAIT0Nz6wShONiZiVA2eOfLAJgJc/Uy1lAjcoA0Y8kaPSiKu5hNHpuVWuJcYQs5OI7Eu82iQyao1muvvuZkrF4lNKMiuAY+jZuWA/DMTueacR44jWud0/Fwa0VKKylxVIQZxxAUCPPIoPYJVSCOq5Se5qoDaQqPjdIaIADjYsEjV7ogAOt75mLMGlC2iQ/cBY0REd90YCgg14UGp8knrI+sngx8DW4wp/CL2i7zBM3O4PkTNGYkqYLF+9pNvbmv99fbxN5+fv73va8gBZ63I/g5u1B2+ZS27zAFtGDHUyV1f+3oVJutmv+wvn4CvNZ/mfAn/Ju8v9fIdn0iDWu7m3TwWGJdRVNho93C51kpCas9rpdp+UDl6essVONLVAbWxW/AwiVITNifRzNduLAOOsyS0UFfF7irjIkJssgVSwbbmGHF85u19ICphR8RBBPFYxbKWnUK/50eCjXzaJyoTGSTskI7UF1TQHISxVwuocsTQFvvecNsCeJQ19dEHR784wiNIv8MiyhUR/dAOMzOPtfCsEehAcB4csqODxswucTsKElpcVsdYRsG1h9TiyFZYHybx5pekabGKriaaCMIrs2wPWBHOO13MNUdczgz2RRcxUFuoWSBnqTDGkWMBFlq6k0dH7VAzjRUUaoWiW4TSe1WxMsbo7AQz7l6rkvZlyMTgsbpYWl5Z2eQ2YUEz1PVrNOC6zqh+hoy677pcOm1zSqIzM/48APMv5/LnfGlB1VFJbdAFHS4QDQ9z49Kc6TRWhKoQXBK3lQBy8HnPW+7G+Mkl/vbT3LGebrfvnj+vQY/5Qi7EEhGBMm3ZdBraKj9V/ZT4UDXge9Vn4dfl7+wU7gOwGhQ6E02NNKszR+sRxPbq7NRZEXgIy6GhbDF3JokINkN0KjAbAc+jF0NnHUMZzjxqlujcGXHg32KA2ouhGCNRt0zoWGoP3MAIQlYAYUdlW9AGOAyAzz2sRRQtKHMnMMULxXLAitjAzQijDEVUsDOYg0F6htIlilXIJWOO6FBDMV2FbO4f52nQgcwG8j7C0GIdZIYrgRkhVBlp3RwX8GZdSzJGzHvuC3pey9BnOsd4znUrZ8gRrEAefZDpKktiAgZXuSgqvIwIDREtJDuOALliCNVVZAh3dCSCTnkoBpE9fNQyiD1BPFEMA5yK0R6xAzspilTAiSrKLUk4a1qO3sEO2UewL5s4XQ/DtItDYcwYGwnhttxF03ILMVkAVrVPLFwXYQa975ueMnOIa91Y+TRnYQVYzqu23IsI4f8l7116JMmSLL1zjlxVM/eIyFdV9YNDDocLAiRAgAtyRQIECPDHE5gFQYArcjGcmZ5pdnVWPiLC3c1Ur8jhQq555vyG2nVXZ1eGe5ip3ityzvfFAFMam1ysnAOxaxtUvf44Ip45NnvU3IjTVowCTmgkOTngXbruccUgPeQhDyOA5PmIYMVEZYWhJpMZwDTmfEu8lU9GMjzinLwbb4W3aWS+CW8Iyxuhqg2OhxrFiQi6aos4O1jPGOt9wDBmD9JCJ2MglHNArJQYepfkiSEmBtW9LvHRCHIHK02kKG3hrE7ogtjK16yY50f6wyUGpW3cjF+O8+WsqootZnc57Gl3oDwyg7xE/BGuhwFEMSZ8zzxRk5p1zOwsOh5/EMvVRKjumOh6Oc+cc5KNQ2yJPaXoW/r+YJPlooKbCCxZfUcjiuvA507ZJsltHJmkx4h4ff1+219++WX78KynK2K4KNQWXTs2JVTZ9ejMLcnhcgD9bkIRD6Be/2HvzSPvQ/nDJvyuWpxLZ+R35GLPyokusIJjS9aBSTqMrHwrZbCACpWr811dEZPrOaJ/S/3b/gzXPLcGwMGo3IhwKUQTmT2H7DJZEHuMzRBVVWOMPtyc75vLsmEpkoj2EQJuwiy1LIxElhMVwV1bUcMqFZFBDLj9NHaJjr6+kulSvZ8t3QMXFjY+0s8C4NFL1UC65/1kYHPuPr/b/IehH3Z9Gt5VdH6YC5lDeqADbvMCYlZlql4vNZ/Sz1vlPkrBkJO0BEo6vd/yfDmPKZVRs8QiK0caePb1FTXst8qPPL8Bf7jEN088MX68Hz+9vty4K0bSotKTfQmpYvtHXVXVBQwF6agqyWTZs2daIW4RJM/zIDWoAhSc5W4ebwtSlng4ZA0H4t0t3xzrGDEzg6qO7rEpAhxkb0vSVigA2nIGUO/o5K7tqsTf0JlHlauiRcG2IImV2RhTVwY9RqAcQZmu5EAAsZhvZaFq5lxglnc4/juJXF5LmKXnAhIJYwhlprGFMtNEiGd6BbBFV7ZNkWVJiSLDrOhwOh2Q8zdBrOGsXh6io6eRqd9xRfuIO0h0IFsGKwaB7KNIPKTdkt0G0xBdqp4vmC4TZ/+9x/pjkBjyPE6NMCsiCrgsiiKRjdoEasJu1llERwsBcdNit5TbKGQrNldVjk6GEe03GHs04DbIzHlRx2fcSYoxxlG1ASF+eHoi6ey+b+7bDgmuv8Zz+WvdBroXALi3pV1VCFF3bkUucW7WnAe20Z/VUDzxTPBeXdWenPPJ8Z8/6cr9T2N+xvx8eT6on2d+zqKuZxlVw97tqGThUvWpzj/G5dvANYhx+ar4cOafj+N2n794gETbLWUXJLqqTY3zgaDnww+uPmz3R7nct+5VugQ20s4oqGU7zt9bPEju4yE7WK6pBz8FdEQzBIIcDImjkaJDtzMvoSKEd18nkCW0Dg0bOBSDViGMzazyEQnGmVNAIQWqaiMvYpguV9WgR/sZYPXTB8wWvshiJrIdwuUaZHa6gBBRPLNLqkTWHGMrGkTB01WIqomsRljMOW0XQ0ahDvNNl1H8fEKHUWkfZxWE2QuDOKk4y2mIsaowXBCzMFXrDBzsxwIIyEWHgWVRMewyEU4UN8pyVIXW02oEMeHKrgelK4BZeQUl9ZGLrIFSWUt+VuP9cQdSAfZKYK224RzbsC2iABNa+nc0O3af5WVmFgY3CQWz1KR5kuV9aSMxqpoWsldtPoTUcYSMt7drVOR9r1LNEAlu2u4V0/u9qgtbJZFx+qS5pYPK/bKBOzQqMc1tvIFHM5GbDBnsB+44xTlJx2BQ0bRNFMlWPiW2wlJH9Z1jyzkKp3kwTusEztOH8w7eEacxKg/rBgPaRNXc0YAApNOSetRBjHZOFIKgU2SElE40KAeD/WWp7ij2GLKjXr3u5QCFchKM95ZTV3t7mrVoDOg99rXqW+Np275BPQcDLvtgXLb915pvM2tYhisTGHC4gggp7OfQpwNSp+7TVUlO6U4ewEF0GLkF3elCVQC7MJok7+5zOsT+6KFx4ws1vb6ebcqjneUt1FSCVSwvA4+FWKtiqgrNRWWVA/5hq+Mf/u9/+6//9X/3v/yvpT9ObVBEcHNmtlqvw2o1Vi9tyTLB3z7x7iG5m+aSIUmLU82HcekdVeVFXTQfBkH1JCPinUBM4BxM8DReKgcI1J2Y2mq4ylxOnC7x9x9wfd+ahbV1XxNGTqcvihHhzGWWbhxeQ1PIIOecHy+X2+0W5AAK1b8zu8jo53KYv93VFw8AfaoLqdawkwCiHKywAQxpayySOxnYC0N3Jii5Zi5YdnQPsdIhFZxOpEGIU43lpWUGHDUvns84/mbbv1d9yNt32/a0qdKqLV2FCSm2mMA8DzOu2yUC4Uzx5vODxIgzJwwNuiwixPB+Km6xFRfWLHOeORHD9GleztrO85tg2R9C3+28RjliH5cnn79MGp7kCS8kQj1QBS0LlN51yJal3ygK5G8uBnaABIvYD0Jrj7QmGx1va6aeq9OeNNilLMF0DT2U7l3UdcHYCLr5Lf0J7rCZLJ6urnHTKCcf3eb+8O7saFdfKOWyXO95miRnVcAQA7C6iF99LOiA3C5Wx6G7GvE7G0V/pfu30QX33qmsor09Ym/rVrkGw+XHOLDpFEpk9H4QDqCcj3nZYpU3G75v1NmJmjVVZHTV21zYiMVod0j9fa93RfECMhW7wtwjDAPEvkVWgRX9y5GERrDRrsbQi2TObXAM3Z1VJxZ8h6O/0i61fpMIO2tu29Zdh9ZFBUlqOvsrCnoLVaXsWKgbD6m6wg4HaovRv0n5EQGuikzAVAiy084thqyIVjr9Vc7Lp4meDlexCLPz/psg+exwIJBVLrMG1UEH04LmnHUWqzQPztsZ5Y/JUHz/PI5L/OMZn8u7tvP1/oJj266AL5XXmjv8bG51POf9D8FvA5fg2PH9vv3Ay3df+fl+/vvQ2zkxdMBnpql+y2lVd2m7DeqrVowlSAAQZMdvrXdpAgjtTSuSolYecc6jX1Yj6+G6kOFgTHvmNLlfLsdx9L9is5EW0jOrlpi701r9KMtMQR1fUyJUQ9rYV3X3zOMao6TifdB+AAAgAElEQVR+d2eBg8q5AVEezUlc/y9ddeNCaBAX0eWK1ZkolLR1GCd9ANjWF9h8bBM3IlDNP6w+DBsPvlpAorbm+JeRTb9V90eWoazaLkFptMziDYbRfcY+4VrQqmMR0cdYeKNIZa3XcJ+Rk8n1BlTC0oBUZNNnFzsCCpNg9d6VMNjjzA39ysw9RhmBajGYHs699SQSf+8g6jCSvdzskOYiP6xleT/plgoRsKgeCNBptFnHhJE7CfIKFTmEQGmm5hn008wNk/cvP1z53Vb/8u++9/2V9v2Ymed9378cr6/nPREJGeNMa2xuihjwtu0btM/cwdhZytf0hKodL8MYaPe67Jk5Xaq+9UnGmICQroSmM9HVruiF0maoprmZMY3pYqigKaZUdkYHT6aA4dqIYQtIygsQOemKgqpkNfyvxyshNQsom67VvT1bKxECUWLMxhxR7FO0yw9ZjPDogtiqindQia3CSO9DH0ZcfI+aQqEyYnwYT9Oqt/tOUUt23Q3vQY5K2Buqg90btDWdNasvjD2GbZJjyYZYRuXT2HdiE11Z4KsxuvdcrnM+JENdtew5QKkHqkQ3Yx/TABOdKmOgJwJNeRKqJIo6qy6lp9fPP/0//+f2+uO//z/+93/5P/1v9/0TGZLiPDXGatGoXeN8SFweea/HtP5Rfe/fAFdpbL3kIaxqTfVUfB3OHtm/qgd1vLPmjy+PbGIaBUwFrOb8iw70Cjpi7QEgICu7KV9tKc+5Dy1XVtl5DsGuIW4RCXXguI98ghXaQx59p9CsrJrb4wfsClT0fxuX637bJAnZc7tC37gfCWkBpjd7s7dM1wR5MItmhEUx2s/SmXTYooJ0zqEIpJ2jirYCmH3/oLoNlzPq/BT4Jvid6jt5r+JxtyUi4sLlfsE+xhBPQBS3fUgDU9J1RpVn5i1LDPR32xYUde95p0TYW8jUQWiLifnicyCfWIW4V+2E6jhu97HtT/sFl6dvtd2OOY3F5+nwdSHIdwH1Mq81VmhtkMGH3amqUO2P9Xq8irU8uAhKrprV5p98aHYFJpopvDREi8LW/0kHA2GzoZ8QqTGOnLR781kgY3jBlByMjoh0lMX2Ixi7Dusaay7XYzWRIURvmdDtbBFgVT8J9hhLi1pZxtN2mf1iqvqdKa7BSRbY+xM8JKP3qsoZYnDBgcaInmqH1J+PzkO6qrxec+GqWjJlitHKLaBXXx0GaLAvwXfj0vt/LYl2AMUYfQvtTC9ymc5sbNL+tB/nUTRY6ZIjBmmsRcjavY//RMmXNSQoemfVZe4R4SKr9n2rmXCFAjNj9E/NAW7ScU4RG9F/tWsUQrWaI999C7Vy/xrMWQuxQGX1welxJ+zrUCfFXMgC2RSvv7pzeZ37KQHKqpnVokeiqJI0GqQfq5IYo7+bQVjmK3jHuDlezrgdUWewzJnMM3wO+/scgeDY7s/PPurrcW7Ebn8MfXfd/3jW07jstX93qSfOgZL8xLgAYH1Df07gPHuzZzJdoCJWpLWhYyVIijZd8TeST5BDQt8gWFlue9auES4ataTBSHbKt1BFsbJsbzFGKO07mPZWNWK0pWVRWgiSY0RY53k2gyygYCt3kEC5Q/LcR7QLRCsXJtd0JiUURDorgA3cjF00dXbzDI0e6vdcIReKiLMobuasUk01bxhsHQMqhbFLBGeWJSZ7uJFYD7gHwRZZpmKhASlS9hFIU/2vQq/AQrPmAACfHOihJtgNH4Ot+U7CrqJikODBSqZZjHj8C9FoP7WTxgtXH4DKGxrtB7pUfdenm5fHtifGxuqd5za0HkiP/2aJygI4uodX+W6Xeq8/tl1VDxB+9mUdDedzo3X4zptr+fDqtuhEHnmL2JxnIDZjS1xY2xqF1vPwqOPbT2O//bS//PQ///d/+/3zN5uUho0z8MvX29e3tzl9n+DYENtRuJ/ny/1+v99/zbfI+v7pOV/fqvyW88vAgXE7PZPlcd7tjlikkjqrkdMKRkgmqnDWCpGbUY/4Jo2MUVRZYmjl/VKYhu1zQZOkkAc4UHsf+yiTk3oA+7iJRIw+4K5sr8szfif0Ehg9SF7VvHIZXWAhxsoIPDrQ77aiqqaPsczOGYFaFzPe4Zc6xWKHjVAHfSBPorZB1mhwstdQWY/dkTM/C4A3zIYUdlvWUgFZmfCwkf2zcoxxIXZjq2qi0glUh3FBjI2dOfYDOEVxAGbCWlZBr3HxQ6i+6DtEebYoVESzxlEV0/vt5fgP/+by+ecvx3H/9X/0h7+xWZXRBIoe1VV5nZDUfPdQ1O9QsL3mr6pWkrjsThUvbtvD+SfRLqLTX6uB9tBPLuHsY0r1ZDaevGKAw0kZSIdzeCa0LjYPbwNHtPylf0UbhqQ+8XTTt+PIKggOrerQMp1XhSKPY5DVth29awT7idulFHvRfdCO87Chjupaj46p4ek0EK5R9SSMOocY23g95y1v1uVcwfwakLl+kmgXWM9QXKoM10UaCle1qoyVRmKeu/ND4Nlzn/Xx+fppf5rHkZnaxj7mUNNeJud937cP163grONIY2Bw7HuUqRlZmFX9rCzCsCJBVZWq+rooYgSLk3TMl2fpaSir7lISx3lAcoD3UuoJqEwpvHY26+OhVb+yYVaaDeJYE9iOgvSHYsRAmb0XXY48pEGqjOgYX4Pd35fOrd4gch0x0fCPnNOtG+tXTNHoUtBDq5fVyo52M0cXlWs91dvvy7WawekpL3ZCKJy1VCJwiNKY6XbO9yq0JyricE09ykWgKlQ2UeHq5lKtAP078RirLe2HXnb55vnopvOxZui8CwEGGG7+EgcJYhhzhbDslenqrvXadnWAptkuaqdva13IiLH+RpYxdcGM1lKIAlItxyxI7RFLiM2DWNwbe/QfOGKhMR7xtVkr4nfmvGibLs31qBc1jAKi37Od5YdD2laV0+9e3Gl3W2DjclA0WbLgiOjb4KwKrUE/USEE1W9ctonRK7O3gm0S3+/kf1Xn8q+/Ho3cn+Tpmq7q2Z0s6ZqnWWMEyQgMCFl7bhsl8rif5uUofrnjdo7j9P3M46jp6REKfnAdVZr89uO3L8g5M+A4D845Qtfj/P7pw84YvhN3wqgTR3Fu1xOXGH/79DHAV/b2aLSegBKlqhzpbRtQdM5hUGOMqqqZdidErRjrzQiOGK7SeTbdf8KslHTZt1gy2xxjZGZVjZALEkZczsqHDYRDMTRQPh+uYFRtoT0G0zIGpaBDE6hS1bSrM8cNzMUIZu3Yzsy47JzWiKraya0qssK2dK5HBBXRhrlQpKfIS2zncYumOxUrKwQ93sERQSuMRrPMqplFofoJ2d+fLQJcZmTinBPq0hqpkDGYYCWiOhDkpICa/eovXMcYzdoODbR/sS2tba+jpwv2ruFgkaOnZEtvCZldLXJ637fMpBHwLp1A7zEEtqR59lEUqNkPbkS/pLNfwF0qwuyp8Nj6bDjnbCfob+BkW9JwVBXAmdlnGYIjNCJcjkVEruysgReMtt8WEmKLS4zpcwN2CMcRde7ih308X57OH//88vOf/91f/uHvrvmdX/DPf//xj98JQGwR19fXr/PrL5dzgpEY18uns94Omx+3+MPTmdtffv1lmP/Df/uvcNa262b8lPh84h9//Pzzz19eJr6eFkLS2+12pF/u52m7KoiNeFFzu94diSPLEFoLecJnRNvWAoOuXl90gnLYX1EaEbO6O68uAFCl6BhQBB9pMYexuCxCz4YbvIUFS3EvLySuKKW0PD7l9Tsni8g6G8qd6OyWhqI8KWih/SjJ8MESaw+wkWXi5Hip864RH648p36rPva7znq4xF+3IHGkmXMjG+1TiEmctMlrRbq6BLIRkTWMcHUjUbaoUmR1/qoJ2m3lgR6wC3qFKxoPvOzAbmg51XxPs2D1CwmkYifh8fLjP99/+ifdb3Xwn//xP377N//1uO445xJfPw73D2n2smiJstO/A0oB/4mHoT/z+s3h9rt/kr+p5xsjTdBVQf1eTr/PmshJBLrWppXTq9yJGZFsgVhfMiCyI+pVWfCebXJLkiPUZa9QR15LjOwfpPPmZFWd53m5XMqzfbodr8+yFvkU3b0ThWDRmWmUOisyJ9maFQCcNQmKtQk78WEbz9fLfr38/PKm+9FA7oRHhKTzPEEGtcSoUgxwUvKV8bztw1XEtDqv1ZDyK3HVeS1eRWTW1PX6ZMaZ87K9BZIzWQeao7ptd885T4SyRmaOscPRYunzrAPWNkrKqozZ9x0RsvO8R2hEnFUYCE9CxhgIDlVsNY8JFsOJ4L51sKF8dzZgrIfcXOFyxxjNxJg2sxgL5iuGy7FEWowRwMhMPbqNEXHkhHumO2odofiAT6LJ3Pqdv50P9RWg5qLp8VDtA2yPFfofD6nN3lhO+pUs74eMxWFVS5epscarJtlcZa3vnbGgnz2r7+c67dq6BQ4Eefa1tiwhHs6tBpFKEo2yJFQtYVNz1bZNUhf3e5DXEx+t0/W7HnyZBKwkkAsdM6Kh/vXbLwePwN+7w9BeH+M5J4yI2Lb+FjM7VGMYvOy7izRWSSMzRsyc5RL60suOD/RzwM7jPHr6UJWKEPvR4NaFPG17RMzzrKotglWyL/s+j1MRJxPVJoSFdXbfflrM0YfxsjvLLk7YmZKGAuUS59maoOKILvSjunXKcdnmcfQjK98XAv6r5LH82y86tG7iNrsM07H8sW0nhLIa4iuFSHrs2sZgSLWXdU//+nrcSp9zvq27+6UImgfpUGaN4+u35GveQH646pPjiXn9kBOvLJNPAx/vaUP3zFvWaRTx92+//Mk+ra/Cr1l/ruMLNTFojRit8xqK8FxopHM+rregfYko5KwEheGqWc6QLlvA/nAZqwloeLYISMqiJ+hAhjjBIkI+6zSImoExmk44KyIElpTnHHLrP5pjNRSzZlVJKjNWkwoEMWeVc9Qm4/66g2isGhGMEe3zPj/uW2ZG6DxuY4wtk1UDEOB+Y7kblTmEEAZFxwArU8LhEi1FRiYrRhhaQczo+YujSzl21RyegFk1xqjYDjzV0s8zgOcxqhyKMileADp7NCOebASWZNCZA/EQJhXP/p2g7mcIGwjgrK13/wGMEDMvZIRQqqo9wvZQdA6uYxVKDGJjj0I5RNuj6ziPIWL7U28umQT26ERuEf2w7XxfNT4lPfetMnMfAx2YLPfYvnHR5ZwWx34vYFyYGWUUQ094e/uEec0vT3U84/6BJ2+v/uXV86y31zj19Pxp//T8pw8MPT89//Dnv/zM5w8al6lj+/jpm/27487QDmbx/vX11yFdt/Hr6/GBH1Rv+/2l3n4Zr4jpb8en2+e3P9zOZx41Xz5dtk/ffvPtH7//6et2K//0a769vmw4/5v/6l/k7fW4/uHr2/HrPV8nfv78+X68nYmZqrjeT551fzmPjGce53PkOfPU9cy5hVPbVz5fkzzv6ZlZsV9nKanztLb5cYszjZlPPHh/u27fZO61XY44Z2b4iRkDvzhj6118eRur2WkNa4cn6mijIYBgoXITTzS5hxcEI5HHVjTMaERBh8XnuiFAv0yQ1+YxIdFne8y3ffSOOojhdMTKRpaZMT4wO6ZdjIPoOAezdvKp53C+PW97O2IpFXEPneyqpct39ACxOQsugBdGEDUzii9aRO0ue6zTPIjGeHMARrXoBPLa3pAwCuTAOTTq5T7PCevTH/+FlNfzn5/hc1xDdprGUEQTrLEi3MYZrljypZXhixit0wRVXVLO3BYqvZo2YShK5iAKzom1ShgUs+jS0IGsQYCjuIEw00j54LRIDRktEV0465UiRSXkeMKoApEuQ0w4XfsYYSBdy5RbotEdNTZmJreLwKkNhXMgMhP2HtHj6m6ULgclUNDQOr+5anQUI7MxBhs/KI+nOr/z8fe7vkNdK4+3pJTb5cusK5mGA7YbPdWIm6Zu33wbgWHIBup0VcOxULIvdf4B9T39TeWnwaenYIC478onIVBvwjmnCO6XqjrJwEiIYy/769s9IjZXF3pLrG2cybPGkTwLuEUnNoNkJXAOk/caHDwtPc9M2wxEjJkZUELTTtU9X8nnMXRW9jZ11jEMlYe1K2rTzHN2eCmiuuzhfAf3drigKf5c6p7U2n3VwPqIz9Wq0G/JaXLUsnw8vB+N/D/4MI2EugZchocCVVsrQqOrhJ0nQixTiGB0rL+nxdtqbEihmSlF9oAWeDTNhGpmBAxkTpKDQxF0jIIZSSQQQ+347EC4paq8kHZhnhGBcsNC1IvrqtEB+TlHIGs+2OFaO206wiFHRJ2z5YH9x2D7JjyDsQQIj98wqnPw1Qn4EVuVhXR6dIDdi2szebbFJdMgpmd3RwEOMg1m7dAGIiGvoUZzMeko5HYZa68h2hWhcxYUjNFwFFQOWaKQcEZInsJUMVYozgUxepUd6DO6qLP6AsYl1aKMluR6JkmG9310w2apG1t7BFOM+wESYz9zjtUTz+2vc17+f03fUSViorJoy+wnfBwOex+xBFc1JW/U5UkjfMzbLNs8zLcTJ+PlqCkldPb0JXTe7xQ8xkviy5wzve2DMVCziJ/Kup+7xpAHa63DwZORpMX08fT8nBSocD3VoPRyO2SH655nTiti0+g806prdG9vseu73d5cYhsOMjrTUi8NXCCD/QJb3POSiJSsC2miqs7iicK2J+qs+5R2vjMQGfuoc3YtLyiUqxJVW0SP8N+hMV2v3kYUEEN5HGNsZSs029ZLBVEouRb3YYTE6oSMH2UveIhpzfSZp6iWLprdT6XKHREQEGNk1e+miRhKiWEMYAAeGgvpqOZkj/JZybGRSz0A9HayKjFXrcoKBAU6agGnRyOSHvnbprYqYlHVM6uKq6/e6IvmyPrRhlH1EBdoK3ETOh5eVGKF1LvtOrvG3rvszjVfzNVVWSrBBXKIhcPHVHptwxXSplBZ/R8B97GjKpAhqIp1Xql5vF0Gcd6fUc8Reb7t8sjzyrx//vyX/+8/4rxt8DefPnzz/R+eeD0cyjdwckzFcZ9fIseoJPeZOE9X3fdtjo1Zdb1crGv6mnTNnz49PX389OEtb33USmPOSdSH68aIZ5231x/rx+M2eUvWffqe337/6b/8u799+fw1z3otf4t5RB0/NKV9bPt125/vJ97mbe768de325eXf/Wnby/7hu15zrkxX27zn97qP371cd66f2DU2z3vVQcyM4d0Ow1o8CSmso663G7OPY2Sd1a8biwkYswsyjKCGduYnhMRChegwAgX4Oo6cghZoGKmpYGVie9imWJBDkhkWxors3FjXH2GlmdBOBtVLbhYwWWPh0TMyXLUO95gObtX5LZtQaqBXuy3Lq8VQU0TBC7VSQrIErGtEK0Exll18az+vi3kX4+QVg2rKh8Uv0Vxfgc9F8uA7/77v/27f/jmmz2Pfzf9/fNeqqfgqEJVZO495qyTjwXRw3MkRqyZ4m+G48kVBlYAGLWEa+/5BTRPMDvS04uPrVu5MlEbqZpPgO+54T7UKTOc1AK8R/RQ4wI8uRKevalHLOb8GrmXjBZIAbRrs9Dixv6JWp9WXDNUda7A5ApfAWhf9wMjo3dJs6Rs7gfVCPYOzMRo6YlctXGCcxc2hUXu2zTvNUubxBGtM+yoOrwSxpDGCMHevG9k38Xu5b6ztXNpSKL3jRvruunjdRMr64RxZg5IITBJUAoFU5XOqg74BnUK91l1nCt7HduJcRhv6dv07TzvCLG2iBACQiqadQuPESM6/UBhgKqNb6jX40ygqJlI1BjbNnM2+b4H0MAmbRE3P5Agq6HbElPrYdN7F8uvWXVVr2Citzdaw90VsuKSevd9cLThcTVI18yr+9z991dCq1s5xFWpRHQGftlNGCCy6BxCVSq5Mt6P/nLvpIJdOcOjmNo/UuViE+m9dD5Wy4UDAnHkrJwmN6kWULTTZqvqsvoMAlCt8ySpbWg+zF5cyM7GwrVYx6v3amQ+VITVv96Ox4wx+rbfr6mVuSJgJNgRGPUvHyrVGqn3V4OsAkNZVXhU8asUwf71PvouC40q4j35BlKsmYsXhVK5BwlXcYE/Vn1FyHSVtAgfPfMK6dqJpVXyVhe2+KjLjj0eABmMdVNrl9wiXwZWmaQ3dl0PGI+i4DYuLWRQjFqcfvyV8lj+X28TTqOmc5aS48EXl7VH6MSwN4ygd0n2OETiOHhvB4/ihKz9K85jurnOsjJ9dWRa4p0sidEgB6Z9n3kPrsBJmiwpQKV7EObOrn057+c5k3EnZ0iKLXOLGFgBqWEEPJZ8iJIUYWvmnZWm4n1va0ffl2EAw3q829xGRJLO3mUzC923CEqKEk6fRd5NBYq1cQgPVySJbcODBNovmDEeniGXyw94M6LppK3tYCj7/N1dGkTv9/sLLD0y3P2wtKs60NbbsRCHOFZEjWBTnCyw4z39omKHWfuY0TQxzM5Dhz36EFI16A0aMYo87MMFTzr6XWWwwOk2hkSDKER090BezddWKZjdZEE/71buvwyDZsRio6DLQ6Dhofd95fvWXo8n+6MBtBb0eH9byJiPrsyA0t67l9IduD5MhfTQYfTrf63B+9hnhxwAK1mu2MCTzg0QC3kOkjg/UojjTwN/3PFv/ukffvn5J8/5ueq7Tx8+0mf5MsYo7NvHKiFdrkQaJ3QoZuygZs2neVJI4Rgjn65bYUzzyP0+8fnlPF5feN22C8796moOhOyU6rqNMeLD5l8+v71+/Rnjw9P129vb/Wnbn7fr086TmqQKPKuO+07uoW2AdR6ff7q/vJ11H9980MvLePn5j393/ebCL7efkfOHb57rMj747Vsqk998+PTx40dre5v1epsvt7fb/cvzh/12m/t2iYFK3Ovyy9f89X57q5dC1vHmipfaj1kmx9jO8y46Iubdk1Hapjk56DZjMiIcZh1zHiQ3bdz2qrp7WkEFtS3eSTqceLywV9W4e8WdhXaZGMw+pax4tMDsEkUCNSz73UfQ3UGxP3u2pM3J9HQXs/jwWayXiCO6u9R4bKwci4mCYCB4lT2dptdA93c+zs35cBwDRK5Pvr3M5R6Kj9fLf/anH/7yH/6dHJc6W7R0GeOYHK5Q0yyS7/4zas3cVxp4YRqKtkvqr+SiHz8uuuqa36pZAF3rS2BUDxr7tVyoeTXHeT4zxmhowyjw59fXA01P3CwJHPZwndQBHebB1ZfBWgBqZF8GaMIJNU0LLLA3XStj0DEIe1ALpvRAYXdw6PEIb1VR/7y1JqNosA8CMSI6RtCzT2tKVJFmSneE4BvqPmctsUTfcwA9bBdZ8cj4bDW6tGP6rGKn4XvJEWpf84F5KA6P0R5ZICuPLIDuyIYC3S8nq3B0bdZ119Mxj3kei6mhtHQ3D49+/H7WsM2zzYj1tF9EwIOAzL0Ws4NWs2HumJ8zZ6JYM60ohQiOWmjvPjOFQWOMcZxnZZqMEea6kzzcq31+sh7higfVqTPknH4gyx/6Dy7v+uK9LBMnVpOnsYkPxk+3NUxy9BWrc6T9ista9WkSSMGBHi0/JLUAt0sjXd7Jo4iFQWvB1G/t5xXi6iG8Y3FKp41gYYxyGWsSyZ7okv6NRtP/o4x8v6Vs68C4NnLZf7fG+60XDxZNz5L8SNq0VpTCbJpTE203veOeg9H/B63etiqzj/WotidwU0CEPSv7iiqyUcCubAJNP6k6wtn38W4AoDzGTlS7kNczyQ6xmY9Y/2t4IeZ+a4f2hWczgKXdJRbvUkBiDUvWGb2PPX6I0x8mddnxOF6+L08AmLEB1e4wIGtiHXV+K7X/dZ3Lf/Z2Os+ZhgauuxRNKs0E+NnI4z6g521saGhiX+GcOTI0nXZYoxBvQolnzlklM7M09jZClURTc2LOCG0RZJ3cQZ6PznbjiUrrey5FsmhwbN3+a+DJfrnQcM2uaIkceEC5+qS4GGb9qXp8UWzaW6PHuzPOa61Xqx/JSFVVr8tTRcXDz2w1RaIIe2cYXsBermxZq2FcJWOpJ9oJVh6rL93dwJV1Hu+w9UUVtoIwVNVDhKzaxMwai17MfkR0SiyqWn0aosQqiwY5xJ7LR4fj1qkWI6K8Zh6hfveIgMoNCwtYZbpG1Ih4jnhlHnX2xal15/lgY+0tCgaKVVljDJXVO4q05RSdjT5Sl8H6oSpCIybdZTX1b+BdC8LOKtSjB9YHeT56bo2e6AFjt7wLTZD2g0tuqI897VOLqKpOObeDDASzzN61WlTVLJaRQ449rnXCp+Z9+Njoa2ggZ73NX77oPL7Or2C+/PmfBvT8/OGbb3/Yt+3L4E/znoEMZqF60TFIZflkgMExxpGc0/c7tuGxe99qH5jeCB0TN897zSGiuVfbNqfP+212C1l8vsSG7Xkfx5nzJV/fbht6cZ6sQiJYv9b+lvuM4e26XbZ53iMG4YripoELt+uHj5et6sOHj5ctXt5ebvf7L395uyePulwm67wNzXm+vR2Z3HM6b6/ny0/P4/s/hD5dtD1tpcsvL97v+f0Wk9uHD8/hizJut7ldLrfjeHl5+fjxo4gY4yyfjtvEr8f5kjnntDTTZ1U66ZJqD533n61xpA8DY6+pWsCghdbIiIl2m2R3MYsoyNRYMDcagikNdlidAYNSFcYc7Iw134Oq4kpfKqwtX1dAvNfvaKXDIpIQ2QwjY/arOnq/sl45LmwGuE4H5HtCDiC59U8D2M42eD9mc92bGsT5+vXLrz8xb0gwj6d9gBQi9ivn8RhFqsd5zUTUA7LshbkgYfZ4at1NAGCiQAghyOqUa3/FemJaA9yAqPbZVnmG5zP0ifhh354vte/7iKEYvw7++OXlbs9Kl5q5VPAdFMLcSrH+XlDqTHnXvDqz8DC7QUwU1eezhbXROsbJC7W5Gig95V/h3X6jh1zVROTOq2j9zLV1FPhhf6u6h9qYqDviSxrAad6qTj7mGWW1846IttOgdcmLmt3/mCLM6sNNEFu/TUhx3EfVZ9UAACAASURBVM/z58/nZWgEiRr0ibw1tKL/3bIRBZ2Ft0QBx1n3jZkjsUCynUk5EbOQHHf5LS7O6SrStI5cHWgRqNrZA5coZ6HrQDi45XpTmTVVLnBESJErB9zjnZqzCFzGVuz2c2ktjh6P4mX08uM6+dtkBEC4eh8UyxDTD67l6aJUq5Ir8mESWe+7Lnz1kd+oJOFOe494x2W2cyooIDdXCK4Si1LB98dUVo+LWn+dko275cpUtdym6v18qXXHc0+1+pVruCq4bOA0mA8zV3mpUbJBZgXb29rAN+un1PXvB4Q0H6bU9V7jwwHcF02xKqM/ez2/9+Obu+SGyrbdLzkoR8s5+hgQrOrsGzk2rM6GOx1AsYNJa/P/8Lqs3qsXOKrNaEGNgcrFWagyxNmzzkZW9G3hfa8itS+21xbV5B339Nxq98SjxPKwLPajugmWJBALSLu4eYEFf+wD+rG4amCPN/pu/9fp+6y4nPO8T0cEwXPdgNSlhNfBA7pIjP2o9HEGGHTDBic514ATho6asYW0cc513xxDQQyFxHNehzBrp/eQJu7FiMg5MaiI7CyUaTmwOMFdrWDEAI7jwDvbTtgenT5nrVXco9DUi6XmM3TNv2+Og4j17PA9nvqdT9ToCTp18gyMgBJHYrbNT9KQ8sB1hJb1lC8+39H/HX+5RLAdnFp+sMwsVygknXOOiG5m9ITnsm3I2saeVWdNrK1TBRjR032w3HzZtYle5K8mDS9iyKQ4SDLAMTTVrbAW9dh2q7m4HrPlmr/tAtEa036MOCtzBnluI573CMvA4apE9teQIpHnEdtQoDk5lclKAeMxEzn6Nt/Y7tVU49okUFVzQZEA2kPRWfOG5knv+hOXS9AaFjYSSwCif+fZvGF0p7OWM55+lNvXXcsUuKivtmNtO5UNoA6OTgFxGvlhHqpDdex1Pm3D5/n111/evnz+/OM/b8J3F4wP27jo46dvz+L2fNHYfXvzZSsht0cQcY0eLWmMYdMVmT7POvKguG1jhIgNGS7ej/utDuu8jMFyzq6fVTZli75s8XwZG697cIyCbnMWZm7b1sRgGETWPO0a2+Ymrmj0ZCIupWI4M1VZOfv9i/IM4fX2+nLU+O5DlsaO56fLiJE4v7yaMa6XJ86nv/3++29243jLnEfl/ct9z20bdN2/NTgz77j9+R8//uGHH/b95/mX/+LTv7jsARrj+jrx09fbHyLv59RzfPvdJ26Xs/R6u3399Zfr8N//8Yfz/hLb5e3Ir0e+nv788vL2dq8qm2dVGrfSPaOHPwuAADYDvhAFnIi0qJ1m80PTj4+jHyTMWK8YV58q2L9fNHdCLQ5DtbFMjQkVgB2zvyJ4dLxibH2+wdpG3VsO8Ehw9V19DYMx2ktiF/ogQC4fkJbCOD9cJNzhWyCO29cP9rZfjntmjBg96exQBPxobwRFRLlhFE128XrNswCPhYXolyYF0SiUzYffOpkQuCdGwahEHXVeBq/OP1wuf9rG7rc9k5n7Vt9f4++2j28zzy51Vp2Ir+WXWV8KQWzS0YLnaoQiGvqeC/KsiCZGZzdjxxpr/6Z446rerQF/S2nxYNsMRXWzdkkGGqHhNW4vV83oie+68neBbwP5VvmW004zckRBdldI+8619pxGuazGM2/hnHan3DyCmaZzpy70lYHK01XncTjPbUgUfAkOeRB1QopCGp6sCZ6Om5H22+nb7bayIgqD04WKaZ6uQh0TM2iGQ03eOAXMghVSIqc7laFuFcyyIUvQmC4DMdaTNLCe/lJfLFiPk5BtsoYkq8rvVWC6tODlj/3Mmij58XRDQ7b7+kei+o7VPQwi22DPajPu4/T5gIqusWr/VsdZZ0cN+59QFZwD2oMyRxVhoiL686OfCl5vkx5sIeHHdFWBxok25qnWkIYsY6zicY6IhLuu0K2jHrM/UDT0u/BIPQBa0zEpWPk4V3sCy/zyGAEK69v9UBVZ8DKX9wBunWFoe8TjkURWJdAyvvdgvTt43Wm6dPUMzfQmVUS3QkOKCDIzz2199NfOebW9vdaMNs50V8a7k9Y5FldlpdOXy6Xc+cnqA332S/OxKyAfBY/HEqt331jwyseSge/0p15I/jZWe7e267Hl7yHFnCkSlY9+aq2HQPqv8Vx+z/M4D4hN+NNa81f/laUrRlBMFOBt25wTEWdOMWCPMVatuOYWDrrgISo4p9GrvpwwdnEUrs+Xyxql+BJh4zrGhJ0e6kGyYFSeYG6PEy6zCF+lqgx49jBj2df6vt7vwQxGxIh0RQA1FAlHPPgemYuxLw4QrkGHp/IcAisFOu+iJjCNo6qGirqfb/vl2hERJVm1x5Jx5JI/w3luMSzS2RfQ0R9/2Dnb4m7Xvq0KKtMD6tTrrki7Khs7iKpdcuayD3Bt2zuUVpVBKxrxjBFBPQzn1aPxWjt79gzPrtnvqYcZJmCoo0JQZaKSHJAPUOL0zEf+FENmuUxFBI/sC0bmtLYYCg5l5bB2MRqS1dN8CW4gUucXV/h107upz0tj3icJrsv3u7u1/Sk9Fewxee/OHpvuRtCQcIQamLVsNO+Le/uRgewQEVKEs9VsizqS51DJM4Q/4iCneHz55cc///yXmhmKb7/55vmHbzfB860UxXy5z/3pw236EtDYQWRVEMHcWm4XynSlg9vgZZ6839qQeEpbQMTFdakZx/1eOWPnxTWsrOXLmvOUiKwteN0iWNJmbrPut9urxq4IjTHPNzK3DWB+inPf81Z5V+3xdB73CCUK5CXmTJvjQFadz0rl8bzVLc/SERsKd+3fsBDbRpGxcUdh3G53g3Oe+8en+/mW0j2h/ep0uD4+P33ahyJu5/xZ/vEvfx7Bp6fL9989ofLIfDm+3A5+/fqyk98Eqdpun+8vuL3Nmrndb8fbr99/f/n4PE7Muuwvp97Oetn3/W8+HsdhDcT/T97bLElyJVl6R1XvNTP3iMgfJNCFqi52zzSFi+aeIiQX3HBDET4wuaYI+QQcoQhHOC3TM91djQISmRHh7mZ2r+rhQq95ZJGPgC2QQPqP+b36c8535h52Db/29fry8v7xCYxpmghde79s/bLte3Onhljz1h1bDxp6uIRBFGEXU6GoqHvXYsmudg+YeVBCUTz1Ld1DrKbt7Y1zkh4XURRE71YKCSfMSnOfplq55ZM+HE0He1AIg90GXuzgpYsKYGqZnp1+j6dF/+f/6X+8/PKn/+3//tOPnz4SIb2dl1M0Km2YXohg1wN7kLFqCE8s+VgZHVPznFgIYCySkMbM/wqqwJtDWIpOghIxAXMpIXZjm4tW5Xsrp3DpNyu+3daHeZHWKvU0T0+V3dl7Z3BFmWhVOaEstC97U0pjABQNuEMnmI0bJRdaBITFpEukVXy04XJX2eUcLtNPKDoQN6oKhCkUYYqAxHEXiHDIYRPYdUQXZN/kY+liWi0GXl2PMWLUYSFl5qPl8kFVAQeQjoU8a+BeGcZYgJMWC/Zw0ictpqVbycLCiUmkGIrMHXCoA6vj6tFEbpBGdK1+qD6yYOohnZ0jJFow1XySdLSRSa0QEeseKtbRB/81KGKwlCZTTeAsxZjpeMw86J6IJi2qlnFOmkjN0Z7mjE6tu3v3ZZ4YPqj5pAo8QtVGBSZSS8loWz8G6lWVo9MdU+QxGP0m23KkahxhsDg0Ikud3D0hqsxhDUTp2qSK6GHPQHeGiErR2hl2XJGecPfEVmRzIcwspByrm2iGgOaiNQ2JxmQWpwFyqOLggzGe+yg1zcpYGZlaHPQxXlJlhA1Nm5AZP0aBIjzNWnGX0iXJaCRokL2rarERZim55crvmiyAZVfjIQyDkuHhmjq6GIEpqhYY2wBF0o0G4TG3UozQo2yI3jEyJQICS0+td/ZuIqpWLO2hTG7cqCKQbYkkQloGexWZLpS/rlFkAzocoEO9khoqMNxDhp8Ezjh+7Jqx4DIsc1Jr0Qh3z/3DaAbSNfpbzBXyXQqc3tzLVM1UAkGPCDMzRHp3MgtEDoGAjG1G3jQMdlBMRBHuHYBBi9B9z3wdCKrABYtKpRZNRZEACcoeKdnB5I+KE5YyPkgAikhWkciIf+2MEpEJJoP2qkoaUijM+EZW7hqgu5ViopNpBjifuStiil78tsQ+M2aJSYszvWtYG28RDdWXaZ119ytYRIrUIrQ6zIvSQQJTKRFxUPZI0g6qWUT46MsR+Wklw5ED16qCuxcjTy4dKjkcGlpBmqK6C1BKWucODr9I+NGbRJeDzJ1H3CHtTnp06uwgpSLhWVklFKXDRVXhzC7CqRJqg5cKoVBM0llnsABThZmLsKpFvZsUA9z3ombFXMQhsLGkTk6HAG2s8KEAg2bDkDRUindIm4hlEDeGEinTnj0YQZhkZTM4ACMxPVeV2dwPDUTu18hQhgQ3xVyrwQtc2269zeC7qc4qt9fX2P68Xy8aff3ys1+u0zR//OF3798//vprK8Uu7cawCNUwhKlUhFSzSQzei7saTcIg2ClBhqhU1al3GopoyMSpFhUJr0RlAMFacDoVLWXWMmeCKF0RSi+Cueg8WTGV0MAUibGp08Pjw9Y2NQZ7EGo8FTdE7HSEstEbVIuZiuxOo3YKPYqISZym4ore101JF6jOxYxxPlUwbntomghURKKK16nsfSLVUVwJw1xjqXyYFzbpApRzWy/N+7JYrVO4K3x4APVUxc9VSrEy1bi2DKdZ6uS7zRHfnebn23q53Xxdv3z+oirf/eF31943bzvJmEq7PvRLf/3lj9+fl8lOy1TrvBMvt/b19br1XoXL+Qk2bc6X6/p8edUyn8/nX78873t7EVXVbdv2fVWWvbVSS8A86JRsRfatTVpnQHR2ikC7h1kJj+CpmkT34V3zOGayuQzR3l1GiF8B6YCZCVQIJ409Dy5TIW1ssZCVepAssb+by3/3P/y3U+z6f/yfX5by2m6VCt+Di8ni4TKCX3S0nUOuMvzWd1CjDrXr2JoDqDJOpEwfL4KcF0R4gUzgxFCqhYvwJB4iVaLSM6OpFyXU1VNpmNIFMSo76cGYo3bmsL23iEqNAXwmlF3odCG6BAZIaegpEl8tR302dnG9laScI3mWw0k7wmJHHSDZY3eMnNURxQoJP15nWlXKBFgyzR1OJWUI34qakAIf+egpVU63ujJtPJ2uhkw5jd5FYJKFCzWcEU5QDapU7WqWEVXGnjRTFlI62KhN8Mp9o1yCDoQWgx8jY1CNlqBAOSDXkgJ2OTLuTXKlmkm46bUcXR5HWZlzZVe6BDli7wkJGtOSNDTFpGLQ9ZiBzSJO5Kgr2YI43LsZ563D5jREYxnnmELnUYDnAHkYGcdMVNJNgRxvH68YSGbiiJI4zJoRwYgkBBRCUgoPZomWip1jxwWGC5LfgpE7+7aDvSsbR6VyR2If2rG32X3eGYMNIMJvE7okjj93mLgFRdTlLTZ3KMYEkREYHIpZFVEcyAkgwpHEd9UeQ0WjKvTxcygySvOM0TCwEBJeBCYOsItHuDjECiEOBLxFpk3xSIQKxfFXIiV8IYAWIyyBVKYKJ+igGCDFhjd+KPw8/SBDmo7RK43FiEjXGOqU3MpzpMbp8Vu+F9HDsnlwWvkG08w9jQdDCT0G7pbhBgJkulOmjB3ZC7+5urxWa95NUK2oIOjjIVXSWJ1EgqLcoIfeL6DJ37JEx3NEzxHZvcmgZ021wiTQci0ylaIOAj0tt0P/RAk5yMhpGsoDKcvcAd0vmW8UuYalgrMN17XkzFgSMzS4xZZBMXlIj9srz1fPL3ryZtEetH8o/sHi06zfP57nuQA0K3vD2nBp/ddt/bxdXzqeezStqKdAd0DSCI6xCDIdWZWplPe435QhQjEZbXcO+FUYI/OWHhTE/dzSsazWw5RxN5CpDHCUGsRxHHzpRj8mOoM9Mhxuh55DIq8cEUJUZEeIjg9kSPNgauZ5NIoqMweGI6Z62LItRFRTtH249T2hVq4iyF1bIhYQSuNhm7cBVxnF8l1VQuaZlhjlkW/yltJJH58SaYeCNoQi93gCqNzVfQmXTkNenvlA0poUiqRLoUhIv2m0k3CSPqtP3ctL315evvzpX2XaT1P5/tPHaT/LttVaSx5bptThEy2iNqaXQUeh1MxkZoAdUtN5yhCDsoe3vZdtqosoG0Sg7uwCkb5Ht9IWlTJV8nTzl6riTnor6JMGxXopRUewuzf37mook9TK5j18n+qpCKrWvZRAeI9QcakunjQfigSsqa5hK0oLWUPP84LYQ2/UUwdFTou02Xwp7hHJ9wcpcNOYC+diu817UNRUfDJU04dlmqt2aqlztVOXcN+KTLMWSEVvq0ND1LvWojXqPJcyWVM3UovHRillrqoiZTG4dqqAbb38+udSp/N83jfeWiuQk2F6d/7rT0vsIbFZ9+267c+XSVQ6TzXmjn2F976sK/bblz9//uPf//0fv6/rlfXph9vtujfdm4qI1vO8nLfuW4/buu3NHx/PwTlEblvviL351npAEHD31xJspEdVK8W27SpWHQKZOoOhTROFmtErUtQkczIFAj1jz8TsTgS6wghJbEPi3B8U3z2df/z0INeX788zpJ1kOxcraq97X2MlRGDN0dLUKXmOZnngd9VHyu5S5Zla7CFLQBjCLCogdOmJrlIJGlwloNFHDCkKORMFDkGYelHNcGIhDZ2eP7lQDaWEzBLOiN57gJTQAjUKghTRldyGQVVjQDhQZPD2ksiUDrQcpJfhcM25muT2/Sj4xkIAg2YdAhQ9KDIgGTaSZwbG4Zi25WOcNh5iIOQIOIQ6bKMpSDpyoBTufaS/5K2p2qPlnwpIAwwmaq4RKSZM0TRBD3pHcyNzr5ITip1woIuNCFYm5/qImxmBM0DiUwaafpiSjiDjcWxmE3jQIt90F0hmuRB0Dc0tZ+YwpUYETGcQmYmugCIgjICpEQTjPE/wofLLUx53FUoKJMbJHMPbENQcriTbZug6occTqGo83vHh4h0fcgoMhWEqjkR6p9abkr8oTQuqdBJpE1URhirUVEy7exn67GS6ZZrweEjG8zJUkEOw5N/UPxzKbYAH5yk/JskoeR7Gp0FU08P5nYvcoTI9GpWBKRsfGpK2ScHdPpv9JJDg5IAmy2GseNJiEdGNKBBDWEQhTIEiRBGhmDWPzb2HqCAkA6J4N6sOMGKEqpRiR6zpoNUhIuCSt+h4WclHGC/7LSV7sOQjP5KgwF0p0Gz/9E6yuuOehgtuMJ96zsgjYgQkqSQS1A+Sj+UPJhOUcMhj7nMHINPIf4t1+UzxFiKYTKVHZtqpqgskWKiiGEkuMoqnSD+/yBFJrEM/lE/IkCJBoFWVApfx4Q8mJuBEi9AyzpQRlcHRZSe7fwjEJPVZoCRLF2SYSEDEXTJydxysZnqXfEtyvJABB2paj3Voj7Rj1KJT6LtiP072+/Py40l+9zRNVSBSlsmDrXWXE+TTn7/e/uXL5T/98vqlbVfBqta1XkYU7rHEYQwmUcqgE9MXHKQhQQ9PYeeBTApLt6UKAS3WM82Pkbiuu7JvrNiOoD6OwJ2DS5DjhDGFOhhlxywFzOEdJKKUKa0bpZTw2wjlHkhWqGlaRzMJVw7hvGCkLCS2iYRBm7pkG8wMYBXvu5lmjq8eGJlBY4pjdylhAkVmFN2jN3HnV8hwSfnYbx5nwx28lmfGcKy+WfG/yeY0JIJXkl47tHpRGJoKXfBp32uRpUL8Nkv/z//4H7TtxfF0Ov/4/nTV6WGeHs8Pt69f8+BpvRGwMjmdhlJ8mqCTQhkSHpHJlQQhUVQjLyTkwlBa28O3sizT2eFgFzoapFieRrdpCYMpdWvWek+6dkpyqsTuEX33Dqf0DiKKxWkRnaDWitH3m28WAXVlnSHR1n0PSoOjTlpK0RaRXBKHdWinUNRKNXFFNZnYG5vaiZohmAykgReaw5BiMqut0AmciAoU01naqSLjczOTTk2ie5EQsqg0DUvIPWBFp8VKNU0Kg6mK+sqQqEUhzbV2oPkOePTrvraH5YPN8rUFtEB13/JqKdPM2BsQiqiGh+Vhd2dsEHXfq2B6mCwuP3/988s/z7/74YcHY9sv1y+/LKazhBaRML9svO0KwXXbXi//1eNfvf/43XJ+EKtS6teX69fn13Xf1Wyapq91Xi/Xvjd4//jh8ec/X2GyObfYbm3f3VkXb+EQaMnRM0SOSBNRtIA4xMRYLBA9IudPSLhT40ntu8eH3m9/eP+w7rfvzP/m+3cfH5Z/+tcv//D5Xymmeu5aN9Qmsgl3jw5QQwCNpKod9ejwet1zgyjhRhc00CV6Fa1SvXVBKVWg6AmpDqpgAk6a+0B08dj3qtrdBRE5ntQUxquwANDwQp8YHlHTcksHNM30FaZpdhXpEqoDYxXRR4mm4gwiq8WUGR5xV1LkCHIfRIjxjkbBVHIbxgH/YDBxrGkgzRlGJrwQERFWQwSJAhSXHMfhHrwuIw9rTBySRQ0xiiG6h4hR6bmcE5hT0keSov04ChrRgELCjvImv5CgQKyMlNnIHEequCeHn6nZVskoR4gds+1BlB1l5ciElHJIQewQ7w7NQU4/NWUsWT4fWZkSozzNf31cLAJDj25q0zT13sX02xSqw8PDI64q4fijE4xj/MUUgmfE3MHFGv6LkTl0R4d67tvFcG8qzMwdcZz5EFKVUIb00eDAMaQgAinJuB6tlCoRB+p4FOOHDrqq3dc0dw9rog3Ta4kYyyUeOQSD9st8OxyBewn2PXqhYRXlgVg+0DR2FO95hZlo9hmpQMnGb5CINHkNoqOthiE9XlqBImGggcYwKhUi0r2ZqkG34E4qMyF74FOH1VUOX02M/UaauEY6s4gqRr71oQ7PRkGGXi5/hvldDLeKDqt4ahxGhZGzcMlPLxgqORcPRtYmkiRiVZLubhkwkTqCnLRnJl2qfwVmuO8sMuzpcML8xuryKYpV69EtxKR4a2nfcYZ7QOtBk8rN6GFnkDFNCzLLYc/Mc2LEbgG1ViU8AgrVgYxipN85pNQNu4haAk+Q0dyDZuYjEpkBhkIpEREHHZcCy7MAh/L6TRkxLiMbR8bYC47eWERNxBTugWpFi7nEukBPIqVtGQJUzMm9cJ9Zq57ePSx/+/j7//Jj+9XxOfiPXy5/+vr1qvP91MqFkZUCgqnYG1vmtD+AAoOkxxmgqJpV8TAcs+EgdJTgANSOaN47XU0OWEFqvAYwLl3qSKDSkS5GRbobDz99AiQYQgmGihhi5NYDSLdojJBXj0jbNI+IYQuRe4hzLq6GXV8QkmdEmebwpqo2T4xA5KLfGpmKw7QuqYQO5R85xgtyz/QaO40kL97Vh6L3of5x9VIsiahUlfA0Gxz54ffEEWRAPYWuQWVXoar8zvHLT3967pfoL99991Dbq7cd0GKzFUirHuouVqY6LcxvSs1BsaIFLI4ImUihFAlQgl3p6mEYCwSKiSpUTbxvtWJ6MDEPJqVTRSAGWp+LxNoZikC7+eVycYvue2HQG7z3ndt6a203QUSclrNqMPb1tnfsvYUivLVJgTpfG0mEO3tARKJPaksRa75j31g8EO1m6EtBafvEqN7Cve5Nei91MYz8apHioMM4UqVFgcnRyBIo4fS+zFLgJill7G69695kc2ssEWy0DutSVSdqCVOtRoirhBk8XDUgnb5N5cQGSJjSxK1wNl8qdZJSgq13xjwtrfcQWJl69/AAZKoLgVLnjRPr5P3ivYlHD6rpMk+TwopeNWSpUBQry2kJQfNQlQI7zVPM9ceP03Lydfu891h7/PLrV7PSrtd3T+/fTx/ayz/r7RZ729ft3/7104cmp/M5rGzB58vttu2drU6TaL1s23Vde8DKpGKR43aeHejEBjZGT94HmDAhAJOVueDd8qDvt3/z+x9lWx4+ff+3nx5rbO9+eHg4B6Xq/HQJ+5fPl1/XLqUmrT+sHNSyONAxgv8POgNU06pRxCpotNhaET2f5uiyYW/wLumhFvFQ1UIp2fwXqS4TVDMcd5hiubuHp53OPboCVZh22064O1UhSoiQHWhIVCQgwiDDCyV3Th2OeyWeCMChWBFB8nFGS/62Ij+QEznoGGeFagj18Nxmk98l/29UoSUFIAJAkZL5sx1vJGkyTBWiEUHQitI9exURs0yDNPFRfmokIx3sGFGHCE1Uj4tQog6cYw6LhYMjzpwjMCiWRf1IYBiGhBQhRacgQyUDLjlp0MRvfSMXYJ6hykNXeaAJUaAu416J4bRTpUuIAg2pilGkyo+omhH1UUzcI5mPx0571HxvM5TBz0mJTdbK0AOVmKRFVXGPAT4/eC5yz6A9usbxHo6ITURQNMPoguwSmXKUvVAi1KZDQhMxJOOCELG8E/1QmBx1Ae8UwyPsdmCH3yiAkLcW5JsnbXDSD7l5OiStTCPXMoUumpLbRAll7Suiwu7jBchQ2ybTMyviiPsnc2T05rBJUy7KnDTNRQsHZjybG2U+I9SgiTpSu3JAWe9G3fvwa+zWQCKCQ0WAdKf5YDKoZedgzlxQ5AYies9Jqw2hClO2w3Fpix44m6IAsI94BtqQBkhOGhkhAsuYFQ53LQ4DmEkSZ9AH7T2Ofk2+UQz8xury3Vq6WyK6qE5L0YiCqBJm8qqU7upRzShkkea9qNWQ6tin/L6dgZJnoykJh6tqhEee9T37wjAjNSJiqSqIjsIIA5TBcJLVNATdBMEWXWQ20nZOlkgwMYOQJXBSbeOhx0ANkhE9H0kPV8tFbZwqXHwnoRqpfCcVOgm1NdkbzPssG8sLMANnq31rYlLnB2XpO92vsNu7U6/hP9jpD7P+x9b+3fWlBXootahNHh4RO4V1oRb2PsE93MNDtYtQRbUUZ2Wg7bdZRKkBg0DMIQY4xrsEbiKraCHMaUIxM3FORBUw2l5TdVegSKKCidkI05FTsIRDQgobuku3qbQ9itSqk3iv3qjiKhvpqiJaipEswUnM4bCozzcuyQAAIABJREFUEEmnUWpNhsoOIKbhiyI1hG6qvYfmvpIEWayM4IHRISmDHgKrISK6M/VOh6mICDv4Sh0LJdFgIRp3K49pBXKwZ6aU8KAzpENS/p5JqDI/edtOCmy3ue8z9wfpZ3FsF9+u7XZdo6+//OLB73/43fePH7Yvl7XfcpYRGo8T1TzBnnUyQt6d6uT7TI9O9jrNjytXwdmbl7NlhToHUE6K2Z2QRtlavKzt4i2mWt49FNWIXr80/WXfP5T93Umnqc61hJR9n1qHNxHCLqtVmnfVLrV5X1HrTvhWQ+YTto8nhGwq123dV3/6/Ln7GhOjOzyuGuFNt02vu0+2PdbbhK+yFfqpt/OvLzev3F/+9K603rb67ozLDbCbnffZaunv/BbiRc8xzbBtlpDuk4I9MvfVTsoNhgJcSwWg7hVyCt26ruKU7OmLaFBRHdZKkZCp92XW8UAlLCtiQnFI2NxYup4Qu/SYdDE9NfaQeY95kaVIt95Fa6kl4nkRP0263XqU0wr2QlWqbMLFaY21AWWEheHjh3e11tjj6fHD9bLC0LxPlGle0F0uDSjiagwtj8vDdytv1/3WGDe/fDyfH72V/eXrP//5Zn+oZdZ5n3D5sCz1YRXsl9cv2+1m6/7OSmXsN9+cZ+8P8Nvr1/fn5enpSUy0FvhXW6Yv+/Yrp8/27h8vtZeP0X2K/SlezV//jtc/qk143yf7+GH6ZPXjBz/Zdd/6D0/lbz6cESZS/vXLeuLLf6T/5DNkVj2J1xmq0te2iUCL9Oi11ogWIqZFRLpD9u2hyl8t8t08nSSuz9cQR43N47n5i0thJauCVX3C9aztQ5UHkwKZPM7LWbWISOt7o8Pql5fbytA6C/fHx6qqt23fOjeX16YvUTfMN84uhdqdhaA0LxpAb9G1iJj0aFWmKUqGovtIYFEbemlKsEsi5tvBM8dhXxNAOowQAypDo4uyM0ItmxGENCAEpQpQohd2metEd8JdO+DT4GqHiXjvRpOQiFBCVV1n2EifMECkhAfFDoxPkA5qlWPdqw44gxUw0V7cEs8aoiJMSpbZGOl7RLRik4DhWYaUnHZlhbrsG01c1REUjFgIdyNMZBu9DIf40QB2ZMQSIUBY5Ci4HKENlhtMEwBVp94jP+kyFgw5bQXBHQ4JqmlJRR7gmbtJHWYhT2AnRSnaR6z9mIzlTCJLUitZ+ic+BEn9MilJYjCzcB8M0xRh2ngZOVceLPpD6eHuppa3FQ/27lH1e1bbOSpjxmcci1mMnNEsBDGADYCqJs5LlXpQjZKcTY/h/hweazoSCz0s15q9oWReGsqbeNQzdScH7ffqP99jjpxrQpZ6z9TwwekXmmCptaR2pkhT3SJcqGad0Xq3A/UUOlDxlrcXvZSyeWrEUvsDplFQM/mYRQ37OvIDgyIVQYMYEj+MXlLmJUFm+DFy/yKaZHj2JsAkeuRK0VsX1RDp3mudvEWW2+MhzJ+KikdEBIvl40qP1B631lTVgIg4qeUe8c1wLwL5TdblNfMSc/FJFB2Lpyqlt4b8CpOcbRpCs+yFIAeQ5LDrHUu8Yw/4F8uaFHzLnVQu94QIRkC0liIiR+IGQpj6MTjFDjf3WyawMmIMUt+a8WOrkikzosqh70q3SubWFogFNaCxzoJTsdmypo8IdnDvYQEDde8RoGP4L8GgtN4X2B8/fbed4+X14sC6b2K+91bK1EUvbW2uRau4S7VQvLbNMDXY1ruYFS29hUKB4R6LI0A7K1REJiBPoBKSKwI9gIkNIlrFu2IEHg7hkEk//PutewVLVdCLyDI/7L1vlgkXGtTZKs0apXvHCBKLIfkbyOiBc8E3qUxjwzgOmSGMxD3B4QBFSYqVRBJANg6IlKQmL2rIT/4iuwGmiMQzdWFK4nkPQzrOCoynlSODiSqS697EKQvcd2VH88dJl6n0r8/r+nq7vdy+/EJv758erNr5dHJyqua9mUop6t3NrFTde/QeBljRYavNfZyHqphCoivd4IEwOqIpQyW8ObzL3i7r5dr3GfHpVCM4TbPVhTqDc/iuvisVrr6zS2nBdd1fLj1ierncoP22bZfL5f3TrLp4a+HSW2sepURgb1EccNfei+q076u3vvdyWIbrvm9OtP1m1WUS0ILSmq9b27Z125sIXl9f13Xbe4+sFNyDvYyzGu7h8HCP8JIBEyrsPkCByNgaUZFih6xUxMyKinj6QQBCTU1ZTLrCjJr5uAKIVNOi6jlkIhPoOFXt3bT19PqIpAWcBti4s7oiVMRETa310PQGIUBXDxFXQO4TTCDfVKffbq9kn22WonMtRTWEJlSwR/f9dqrq+1rgp0nb6zopi+Y91Nt6K4+h4dFW9L0YpyLemwkeTss8zRSblQHtKtu+b9v13VLmoufT8vJyebk8f/78/PH776ePH9R1qlNRMaEVXSJmjcc6/ZuP7z8u1+dffjk/nGazr5fL08ODi9ZqUqYqpbUg8P7d+Q/Q7fm2XxrDdzYCWczVqY4IIeatpkokluEUNJEToM0ZUZf6w7sPQWzOTWKqWILrjr2HKWboTDxN5cNS3i/zUuokXqdymqZ1u7UwEXvd9jo/bEEPPdXlw3kutey9O7GF/vyy/cuX20vbK6Shf9XSPSfSNTUPRStAehgKjuTOIJMiMOqkYEJwDYlcw92Ah6GMTqVB4tCRBQRUnDkaHRCVRQCEeleGEiaCtukw6wXN9oxBCojY/dZK/jQ0ibsYQ9h0QCaQIimXbzu9v5BPDHW1apGcbeasMbJU5Tj9hjTiYFhm7RxD95Ky6pInXH6ZEBUjIHEIf+9CPx4j/9SxgMdHNW7G/9/EUUQa3cXTbjSUFffTHlAX5rxsTONTF+gyjnOMewIZRTFejAxGbWRNfNdU5AWid7/UkZ2Z6iIVTeT5IBdkzXBc6nfHYU7Zxeyguby9wSwnhv5b9S7ZH1+EyMDaHP7UoanJ+xZv7/o+Qh/RZUn2HH6qIZi0Y8d1LCg4amocY295e1Vvd6IMrX7ur8bTkyT+Q+6Wib6pRwlAI3rA0oRAtKySx5u9hzukwF0OWn9MVY5qgodRe+yRGUEJURAeKdxRiIozsQnIjkWO6RslDCn4h4sPjqgBMUb7KtK9l6J5iSRJXXUsI1LzbKajtsniPmKolk3VdN82hdTx8CgIM0vObIxH70A9/tbq8hMkMDo5JSY1ZFi96O4hJZNsj6hEzXqJI8f6TX82UMEqicjIMjd0hCTHfatyPEuSLBhN9GbuqdIHgiwWqINwF0d9x2/CswdkHYeVOxdD468gDoneYSEQSUaPoiT/RMFH7WdwEUyacgh3Wq4HMgVEI+SQcNQiQS0StPpUpwftdb7tD8tt73tXiG4bYL3My8vmn78+ty7z6eH0MD2vK66XPZaLVKmnDlzdrZZJLRh59zAHF0DqvZXBEEax3I7CyS4iWiygAZNiS7uHIZOICBdB0DMPY7IAutIeqlWIBrrYxWRTbcIubt1FNR0qGeVAEQ7/pagM9TZI5Zsm794Aqdrhgxltcw45DqwBXUIy1UUAoNgwpij6sR2U+5nLgwIfYzXm91YrLyozVRzoFUt/bejQ1md6c2LgYMDat9NkuvuTyfbl8z/9+39nvv319x//9q9/vF6ezZSUvSj3NtVyXpbHh7MKX1/3UrXWWqbSe5vmUoqm1+I0lTrVqkIVsqM19T5LqAR8Xcwur5foq5Jwjdvl3VK///7jhPjA1rYW1O5CK5SpmH84l08Py1xQixYrUkRWh3hZ6uRcr60UVau9W/TJ29S23vdG2a1A0BwMR+91XcN3J0rrt+vNt97J6F49gr4LbiZDwuPQ5tG9MbZ50h3hDJsmF6OWkBG2ukzFCoYpOigeyaONMd9JWrYiuoSq0ARZXqcvzcwQPqnoVJRARKmiCAOEPlU1CQXBXq0Uk5LIeJMU10ffcxkdvdE7vStMEAYWZc2IQm8moUF4LGVe96YE6FUBulYTlRuihSvCQDAsbSQP50Y5zcUMqjbl2W/6MFWIsq3dfEI/Tdq31i4vNWKKVsNrUYhJLaWQ0a3KPC/vlmK9mi2Kr78+v7bdp2kmvfV4WbetNYZr7I/v33189+7pfP7pp59fXi5W9N27d5cbl7oU2QrDECe07yb5w/vH3318+BDtyRxbX6BX6Hl5mIootAULEaDDT7P9+OmxPJ4eXrf/9Mvrz5dL18nreVNlDMKolXJEFLIAiji3XiTOwcm9FJQSTw+Lqa5tD0ozWcHn1+15XwU4T/rpfP50kkeTk+E02XwSE51nK0UiLFTn0/x83Weoh0jbCjHBp4KgLoz6VNH288ZNYuvxGVNH6t8t+I3QMLoI86hNAXWQqupgOWQGZGQwjarysJ3wW5WBMH1pAQ4md4YE0xM/UBhV3OJWo1XGpGpSnEhB1M4TUAXoEM0pR5aWelcPDoozR5ATXGmDwMFDb33X8Q9Czl3trREDVSFydyEe1efwHyqS7J513lhJZobnCPADE557WK5SN3GAMuUeMiVvOBFSII7j5cW9cL9rUUXsoAUcup9IOyaEQBlH72Ddi0iAdtBZRDSSj5g2ESTpPyQVmGJZFt5r04wcuX9QQxKTYo8YDn45Qnz1+DN3F+LYgfvgNkZEkYzvzTeoEaEixcoYS+Mwa47gDAl3zZV1ls56TLxHk3HcgxGJir6neKlKEfgR2a3Dr3zQDLKPOop5kczaOPSUiVF2/+bPAMD0ZsGFqfbWc9YwXsORBpSXXRy6IGccFY4OZWzWP6ruw4yWhETCCWbM09EavQ1SUfQ+uc+g3VSdqap7lB4C1jtxCOGiQXTRLhr57rO4kgGNs1JGsVeU2QxkY3yn1QtVJIOroAfIh4DHVEqEZ2q8qY7AJFWQo7sb3+Fvry43pw0mKURQwCEBVJIsOY1IV3qWTlCGJyBXMcyebz1WdAh0qIJFEWYKTxhW1uiMyHkb0gOWMP8Bu8SI+yy5iMGQJR1hIhTLELhB08Q3fh05uGHjnwy0Ki3vhAScCDWT7ZQntnOx81JnBdC3HrpiV7SiRbVDqsGA6KEIuImEmQa6927kD7bvIOa6e4hYKe+sGKV8fn79CIuQx8daZntZp4/Gf75sM/Slb7vVJgDENjeimKHoMMNKGJlmUAkD1OBV3NjIDtXw0lB2LRzY0MjqmNGy0wB6GT/uvRhPygfILDKbXffmQGfswlDMpkSY6Ky2RcgQfw5dF++hPN/AuAaQ7Fvf1bG+eFub5KA9ReEHQApO8Q6GxNiEipjlbUQGQ6z0iEHkE5PYjtyY4b0BEPADRACIJeQ2RYhjvcCQ6EqeEVNvsV9OpSrXs+xzicK9ba+Xly+1VrOqZFH4vt+ur9fLS2sNdBFE9B4O0L17b3nJCqgMRcx1rnPFvhZ6hQedO9wgbFWle59q+cP3HzeRVYG9qdJUi03e2ZUYpogocPUU5zsF3hrFtXA56f4w923bw62Z7+LdvLeiqKeynGkUKWW/Nvep1mWazmK3qXKqLqrN5fWabcAVcRPW7QaLhVrWrX19fb68vDw8nvq2Rus//fzLX33/Qw80Z++9t73v15iWYaFjRDQJL5MBaA29tSMmsLsHvTvoPXoPClrrrTVhIIK979tNIkoOQLCDMRmKUkmJTt/Z9rZdg7avr/vzl7b+4LP0W4vN23YDo+RX6w19Ew/t3RW9Xcw7e++QojPbyu5omxYzpfSNhPRtAmtRK2UyXWrJJe+s3gvDm6HUCLAXxiLRo5W4LaVPcG6Xhwp/mLfWqzzMk21XhFMR4mtBRNu2fuvra2Hzbf3155+eL7cyn1BLMc5PZ5j6s3dv6/X6y759fPfu+etz2zaB3y6v0/ML7KFaMawVzfp+xvq7U/0v3p+naLw8/8O//39ut/Yffvr69//Nfy+BbWumQjXuDhVIj4hFy+8WeyrLB8V/rpdfrvtnd49qYmHFM5AgUrLpFVGA9/OgrIhHd65bTBrLVCcVK0r4I/hwspMLIE/L9H7WHx7mWbr6PmsYaIpo22zFJTwYxKmU69Z6C5K3vediiQgVrarfvX+Ydnnd47p37aOlDh4z3wiGlxwVMnJO6ozB3coUBiaIYUx/TBAHZyXeBOcq6MGeeoEQYQ6nSQtWeAmp0quvJ1w/neRd0Q8P83l5uFz3131vxM+r/7w6WXYpYx80HDdjYi4YVLi7B0ZHbtl4CQcpnfdc8fvcXISFFhHDZKTW3RMzQrlLsfPmGmDHO+J+JEAZMrpaoUmrkEPam7bUt0SkROIj7HD74wgzzaA1fVNOjzuyjmRKOgNjWJtLSCAiO6YjJUcGiAE45sP0kXkzQqiHQFqO8M0xqx4z7IEwPzJDVegMtTLsU3Qko324pA8IYfov7wBEydBMHR3DwcAVQSn3pJsxsrP7Cn30OYnbHtQypXJ4GfAmYs5wklxeRGSavA6Fj97bhVy9HytkELQMbWGQktlB90ZNgKJyj3B6E9Uc0hYlRDWDBQwiREf2ZHHsXQ6j2sj3hXsMIf79wUs2SlY+vuEYWR4OLr0L5YViqkH6QVAZVoh0pQoFURATcBLMBexs3nb1nWWHeM7bAUiJUdsjuovSlOG7aEaWUFLUmu3N8fl6uGEeDS3AcFU11YOdAzve6bCujufoN5krZJnBpKjHiUTVFBZNy6mrjvVH4vtyeDCCYNJnzXvfnnV6RKgiQwdUtIz0Kc8MJx25cyA5W4mITD82s3R25nFbMuYIUNNyNMSHV+RA4PL+6I4pRP6mB1PdQE1HMYcyLzxNozlhrT2KWi1ViwRlD+fuCu5FVLSGWoFJUrD8urapalVj9AioWXWSUYtJhIBLlWWuvROn+m7+pOJLESr7Mn9a6sfz6R+/3P50vd3QuhV3njtExUO9KcrA9StRImrAIEWkoj8VzIUV2Pq2s60oV6+9q1ephsIojNmiMtS70R/LXM1WsDMmxsQ467SY2Fz2vW/sLRBUeIiZCVVBoN2nVjIiPMBvViHDi8tv96DH+XIXuTD/Bzk4j4wPIRGuAZMMr6YiMlDxXnF3ugTyoUl8kplx0NnlzR00gDDjPwxgpPpFkFQEIoyoquZtAqZTeVf4pd0W9Nmg0aZyqrU4WEGJoLu31XBWONhrMYD7vt32pqovL9i2GxHR/fL8xc+936593ZbC5lvf99evX9e2n06nx48f3LQU620naEIVilNVBFGKidKjKQKIMhXKlHJLQxXRzhDGeallEjPZTg/rNU322tq677t7L4ZiVLRa56meIatHC7AaypTWkLY17ruQ1vtmFtU6iO62i0hRDwC+THIq0Ll8vfV9b3uPFuwe+bKjrdeVvXfCNuft9eV263O06Luvt9vtHh9GhoMe0RVKd2i4+7Z3hKsEe9+uPVpnb94aW/d9j96b96LiolZ8vV4vz187dbs8Xz//tF5+jHNp+7at/fr64vs6GcDY1msQl+f28nltoGmT7dK232c2TN933/feVkxVzGedxaLSEaFOQxhQqxkkjBbN2L23Mj88TlMI3D1qoYh6ORefi/RocLCt+227fH3u8wy6iaoU7qtVNQkoTnNtEq1DhS/Pz7Drw1ObPj4h+rput/U2NNhTiYjT6bxuTRHe2+vrq75/MlUDFw1Fe1T/WMuD34pw/fzz//6//i/Xtf9f//Tr7//uvz69/1QXax7sXrwAEhoirbJrY/UyLeXd908/rds/PG+fN99686iNSi0AKqCMIlHAuaTVW5WqgkbeotM5iSrcIqaIWmx5WiCYVR+qPFQ91Rmh8E43EjlTC5cI6burVenBDmp57bKNORhFohNdJ0qIKdkruyo6+xF4ADELySQUSXkeR1i3JCqZDoKmaqLuuQhI4aLq0LGNHLKS5FgoRIMDrWzR56CF1+A8+3nCjw/nv/t0+n7Rh1LmaV73+eq8Of/x54v99LVL3Wy5gWtoy31wpn4CYwBwcAmHDzKFHffKUCQYuBv4Ehmedx+AVE6TTNzsATYkGIdp8hDPHKvEkaqI1L8gUswzDtuDq33guAR3At8dyn1U0nqHhQ9JMjJnTgBYJ2GhSVpThQChgQKji8udNzmKKr1HYnBEvuXbCjIGAQZkxlHnBNpySn9McA5mzqhbNevgt4iNt7TuQSrMoVCMTgSi6u4CWAq+/xJT9iY1+UbPffcSm4pBXA5domUgIEOhCo74ubFmv28IByWOIQKTgUQkeVcQ3AeDMSJ4Qw457bcKlm+H5QmjGm5aVSGLqrvnZO1IX5LEQY+nfSQfWQxHQdytz2/vUSRGxB6QU/NEEqdVVHXItCDSwyAaoSpCYY8BqJb8aMMgk+DR5MlUiu4et4gbeCE3khi7y8NoMFDvCtIdzJ+tHPsHJmcpnWN6ZC+Pvyki68Ac4rr7HZF8xy4dDMvfXl0uqtWMnZqyUT1UHymvQkTu9VK2FTRAUimuCXLl8Uzb2w8YQx0oDGSKwjdysTeCV3Ljs2X2xgQMQSAoAgLdXUFJjEkmdR0g+5GqNxAEg2o6OK8qiow5IxBGWHgBAZoA3qtqUrFbi9vehRqqIfAQYV97B4IrKZxMH07TaSrKvm8+dZaipVj3riyl6N5BmjNu172tO9TmMk+10G8at6qLIzpiejyfrH730H++rs/blSqTQqxuIreQPdLIJEqZoFUw0Qv3s/Xvqr5fcC5W6rz2eN3x68bny+ViWhUlfIJ/mObvH88TQnt/nOellpfmn2/rdrstxeYqjP18PrWqvu7m0REsIioN6N6VqOM6GfYgPTwDf0FfGtHfGaPNI//4joIZKsMUieaslO4ppCtp0M7fP0l4Zgu7d2FE9Em150ExgibkG5jVfcoyQiE4Vp7BDN0QlaApJ9GllkfTCi7Kx8o4L39WqMDMukfzqNOU3KuiUlQQ3VQiursfi3ImKyqDLkRkXVcza9u1O6fHxaxMk1B1WZZlWdx93bZt36Gluf/8y+cbfVVMIND6j48q3dR7v5jZbdu37drbNIvUUs9luV5fEBup0Xpf9+steoeItrZu+4vHtRTTJgoTlH03hQaN3N03tk7dm1/Y3Tv2vez7vu+rRhc4XYK6NleGe8xLFYvJtJvM0/T+48fIopw01VpkqVpKCUJVLbjMNbvY1pt7a+sWzr317u4O783o+7aya3Vc1/b6+tr2jYWqSm/ruj4sp+g9vJPu3sENcwVCrZpAwKIop6U8npa5Pj2eXtZ+5T6OnwR4uvd96+u6Xl+3iOgrb1+vr39Tzo9fXl5eLvvz9XrbXvdrMfVlWqHz86+va/MP7x8ezvNSy8i2NauI01ROUzUU37cINN+vz1+syO3yvLfttn5azo8F3vftvMzbttRa933r4be997Kvt92361LVw1vvovr49O77H9ihhAZEqFqrWu1967ufTlrqsrebB9yb2uS9a/fYm0VY4WSxIEo0bNEVC2NyB/RcZ4Y2yrbnfqIvpCvdXAuKUHeq2wR7V2Z7t0Dt/Ov6Ev3qe4MR6IQgjF3pJjwtdXAhvAS9dV97EB4e7joFK4RWaikAItq2xkVCz1Ot4oECYUjSuTz0et266r71HkbotfMG0d2VDG+ABMSluZQtsDY/Ez24UwQeYk4VzRFjoosz/yFjEnPCcqzOsvI1ZJS7WXJoQw79QC6g7ACEHdw6zpAFrIzZ5MPD/GD6Nx/rjw/2wfpZukQ81Po0lVtg+eH03Sy3jhdOv9z8/yXvfXrlSJJlPzd3j8iqc0h2z8y9V3p4gAAtBOEtntbaS99cgAAtBGipP5snAYLuu39mutk8VZkZ7m5aRGSRPfcjzGy6wWGTPIdZkR7mZj/758f5UXlQUzSv40ZYssLKVFXqy0y8uM5Y9TGX75tyjdiLTyg2lQ6u6VcmWWN1tbwq1F4M9h+dffNVJkW8utAXmJ3CfGnl5OWcnkOwoKrs9cuvhTZ0AafnW9NnsUuJk1RCSm2KZlCCLxtMVa2F+nfGgmhNWvFVGr8G1fkblRDT6S4Lds4rHjZLWKu1Nof66c+RddVaMMGrughXwQ2+S+mzHvJ3bnCZVYa//8Grja6uX2Guly+G4Bz3l1Xe9MosAdc9B78DfF0+nzlFiGTVKyxXVdcbc5qrrwXy9S/13VEgAKRWG+CCkq1s40VZBEVoNt23Ap3AnrXCUUBf7nzhHNgubM7kgtr1W8v080zs9YQdizBFVUS1qaxeJ4gaTahFDjm1uOqCTd96v4t4BLKEopljloeXWJVp4wU/I2vuDex7s9T85+pZBFYY6XrgVztvZkykpjWXnC0uIL8bMfRvs+9TqkTFhc0AJoiqSYDWmtcgNVtG6/mRXah3CB2aC9MxP1oXRfECFfmKNcz16nLFvVxudj30ayMyoyvzWZ2Pq8r8z9foP0G0F/pFDbMzbNK1l/ZwYW6Z1VBe7BCrbCqVA5ImohFG0VKFnhEZcri+ub6ZqUhVcIJdqakFSaE51ERn6bUkSBlXvXNQK4talVUcVQfVRQ6X836T5rcuBOMTkyp90z9ZG5UktekO/zXyt6xHJmGu6hRndYk3iy8df7jJzze8K9xSmsW9fQz9tfOf9qexbhu+3PrPb9vnrl1n71xBjjfvn9v7b8ZjBDHSNOW49fYz/TYqq75GCFf2RUSGgOuTnXixHV95kXWsvBSNVQQ0a5y16OZk5RwHWaDYJICRWumqzgUvx2wOVbbWSEYyi6OKpqMyoCSPH9DLV1SgioVasQU1mIQyHQBkc82sqco3ZavRVTfIZtZbg2hGVIm7mzdoM5XxfFC4bU0XlEpGZUSISI6TqiNGZkx3oF5n+v1tu922yPAap8DUI0K2Zt5LnlCtCSIj1cGM2athyO7MPLvlCUnxkSKskVlSZlCwxqFSeT7HE2BrrXMc5uF9iAIHiya15eBBqaA5PaPf9IhRcZxnidhxRJw7WCJ0GEsjKUxDjjilBljzveq61uuRoxiKcgcWVx4UrQoz9KaqcGkcHTASmRyZpFalotx16odJnMHMEZWUjIiMHOe1FQ39AAAgAElEQVQ4jnGMMyIrM8dxtqk3SWREHEU3BiCZkRlmMNXee2SxzrmfbabdtZmo2T6kIGD15iJPdxOpyjGjy4kntHLseeb99sf92y+saq5m9vFt//rt2xjR0Hu/aRe3NkuD3NqkLRwj6zjM2tunz1+/PY7joOCIMtEoLdG+9UApaNbP+LZt23a7wz8kSdgZqcgiknrkXBXU84gsSRFVHeO8uWdRMm5Nh8St+ye/qcyqDnXBp9Yfmcjaz9zZknKOYukjiihxWlRX6YRLZXJEDspt6N9Z/XTvT+KZekL3sUAKqiLFlnWVbE0vn6Ioo+hSzOScE1Kvs/ksfn3s+zjut9Y6Ok8zK6EIz+TAPON4UobkQRwhUmFcNDQRFBiQESnML2pn1S5wyIAMrNyk+nqjCGkv/W/e72coBQBwCkVrNqXPfVmtXV0BIJizvkBX6xqyrE7Xupv89LZ9aWXns5foeZqXu7p6qRlSFW2rzz/bKPsl9KcmG/lPH8+vIdG2kkZYZF1MA6m65Om1pp1NQtN2s6gJ/B1jb1bsUCallpwvLBGx+XqBXdQ4+HdyHxehfDZATZVxlrslVVOE8zz0S1WsKplZGF0gAUKLYgvPvUo7sUovaDN+2ppkzIDP7KEkrhHSoaBJXcHSK0/J2RE9p/WEiOnV7SeLOq/f8YLfN6uy2IhTQBWzRT2gCngtUWUBhbGGhx/ouVc601eKSdasJ9eu/moGkquubim0iw6Jma2cAHKSkFq4P13C/GodWRKtvP4KBPNRkzmA23TAk0Kxxb0om+LlAj5ONIq8anqy6vcGaV6e3Yt2rotLVqvqe3XCzOzsq0X1Eh/1AlNexYTzEZJ1T6hcpPqLv762HOsdKjLMk5wGXYfMYKtpq6KCJi1jD+GRMaBlOr3gLtJZVWluIhaRg5PSKCNrmk2oMO2TnzH712u5KvT1va2KS2yben9Okvp0UqwbnsxySKlJl/vb7BVyVGeZjB6BDDcjEIUhyKJ1n7WxsR7jJVZDOU0G83yaVuHM+j69TYsxS9cnIJflfN7i1uWtruTfHGmwIEJX9rkrLmT/bHycPIjFh7LpZJrNs4saNEu7SsiWtbE6dJPcRG4Gb+aq967OJlXf0kbWfj4DmmUZyt5MESEEOltLELmLMFNJgzbVbjK6GKzkXLV2IlVpWU1B1jkSSLiyvSnbCAnB4zizCMGXreGtjzFOYcGMFpQ9Rp/yD+nCDtmkbs63rW3dgCpmBbtb07rd7Ivf/uGtVZy37p/urTtagwrN2xjjGOdNbLOtc/u6184S4cgdqBvUUGeOR81yDA3OkgqErNjlRQ5eZhO5QEXTRlJFVtnK1suKBuYAYISpqimzsOIJNVuhJq95nldXaj1konxV3J2qBg4iBKG6jqd1Uqw9CZirJqF2E3Epn2/CEU3giibVMjcZc1Gbp53niBKDCUxgCjUFVLy1eUBMCpBDD7IyXwLI8dz3fZ8dSe+fPn369Ckzzczdz3GujanUikZlGHRkes365WWLm8YtAdRMghljJJ/H0KbmOlF+c6aAWqQ8n7E/dpNUJaUEAU0oRTRLz9AcwTqA6F5H5tZ1JJgiyeZimq4hwhgYgaAITFTUaESjZkC9AzrGkAxhMQeKAA2YvKKCF5GZEVExbOtZY2KC95H7yH0/U1CVx7kfJqAYzuOIEdPCVpEjzoiQEYyoMSJiZfLm33xkVhVEW++SnN/V1z7avQlGUvIyFrZmt9b2ZGuN1SkpSDUxF1WYqqmpornMDUjmGOcxf8HzPG99myOVaTvP0Xo/xmGa3z6+7cdx5Nj38fE4Eqrkse9Qj4yqUjerIiUnOAK67+eQ2M/jOA7zru4kI9K3HhGmzFgTmrmRLGZWkCWmDgeVmd0MUgp4d2t+5vPrnu+iZ2RrrQXE7GNEOytUH8902FpdUrpphzjEilUTZSfIsByqTeEmfMRohlwJSFBTRwGcW3MFVMwmP30IVNN0kkq1cubOGmyQOTIxbtZET9Tkl1kAp/KserD2jCPrHIzSBdUxqEDdU4Cq0GqtV5pSKmuWwUQVlJMygmmYrUnmtoIsW61csjJfQxJtmg50ds8VRYoIVEJUQuZ6SEpldOTN+Ln7l1vdz11qeDrKoPOJ6eYOtapUsguTZaj3L+3N7nfJf3nGbvXIPainblwcoiq1WtebaRLgldIUk9W+Ng84/gi/XmJoLYMvrkiiSORrRllCLC6y3zKirOl8GSO0aJiFpGWsN0bvG9xjtj+ySE2WTB4hVr/9i419eVAnqUZPj0KYsAulYgZ1ZokIRZnhrBn1nrj1yEGZ5JQ5K60GzWkNp6SZrpif8K+SjldWseySjeOSsWfdh77MOGu6Xm+dHxHjL4+HfF+9v/Bg8uPP/552m2rx9V2+6pkmw5A/dlTJ9Z/IK8uLJTOuDvLVGLiCsmZisxR70WMu46fQVrMf8d218bv/JeuHXNzr5vIybE4GhopwCWSXifQyBciqH5x/vOIqCQKEHCKr4Jnz9To7jXK2wDJrmJgSRdEgWUVog8gQAprjlMpBPiqQeZ7uuhIELryDZ4UCwfAcinNkKSG+FZAEKzB9DXiJrRO380I9vDYHNWcMqBqUUj9+L36g4uBvA5P4b3ksxncTP6MjlEejqXou9Ic8gZ1ZV8enVKyeyNn4vEY56By38aIW1vyGRua1vVgUl8m2mj9tchGySlXXE3dtd2bDbcpQzCgPWBNMNVMFCgGZutxms95hBj7WvqgreqJXduZd6xPs083um751vHVjxEduj3H+60c9RiRzJD9ONdMgEnorbKFQHpIfMSpFC8381rWP7A6RoAoMBWhhay1ZLEkhE2LebZvc7xB8VD6JsXgjoEKtRTCTQm3wIckqJZ3Voc2keYP5Sa2zPqreW7urmLChuuu70LZ7c2kuxWEl1pqA2tTthgGH6L2JlexHnsOIqlL4ZqbOjQJFQs6iEAEVSsxk7sLM5hrN5aInTljskgLWX7PBhKLm072oq+SDFw1s5ZmKWSIq6+9dici6Uiu0hhkBAEVFmoRwxYwcMCEqpYZKruKhKmM1EyuQNG9mDUxUdNHGw6hGFU4/qqsCahBRllWW+3yKiuzd51p4QpLP88yI2+32D//wD3/+85//8pe/uNq2beZuZmbzn1CVJmhuUHEVJbvbhBx/ut8lT+aYu8ARRXXRVipHKklXcVNvE1qQJQxipO5nfX1U85QIY6Fphj93ZYFqWahkZbzfXY1njmZSo3jqeEpXERnqz2YDwmfgDCuYKNTEugqUIScE5iWzoiuZYUJ3yTOrkrSk5HqxqgiLOS0omZklERyRZ4TAWVWVz+dDzcHnY68zOVuzK1mRY+QZNYIjeJzBkRzDPJQgWpKEeuvFCCJyfnGVLFHN+UJU8Io6mAIJM5fWBFJI0TQzczV3996Mt5tr661bPfKXX36p8Xju+7GPZm3fd0UriZERlapUtVLmbK3XJnaDad/uR3z7+ParSGWFzHSXQgSRWVnHeXadqk+xYto7xhitd3czKDNV0M0HdJaDiCQmrEJQVTnivTUThiShabYPUyJPvg9W1ZlRqr+N4HN8EBUqwV3TgG5yUzRDMxPkXCVJFlTRvYpgmGiTlBKFx3z1UUfEtPBxNl0pVZvBRIpzGhYIsiqFBLWSb/1mVmU8cmqaVVkFKWnPkj3kmfURtY+RAbCaotG0uZktEoaJw0IgKcsfsFwhNVN5SpqqQoslRUjpDKa98kKzAMhsBpuUojMtdOnVy+itpmSrNGRX1vH4ueEP9/bZ5aan5/N2s7fmbqpto1q5YxXYhSiVJlVvWu/e3tv2863/82P8+Yh//vr4OM9vtmVWigRnnw/m7eKykS9beF1N2N8njgs6M39s9iAqa5ZBLt162XjmGDcv+2q4KicBm5vm1Ra3vinKRBWk/mDsjdZQ8I+DH8cIqbF8pboqKl+FryrT9jCTYmS6jCblCqusHDp1BAHVJxLSisK81Ev4rHgq5TQBzxlXcuppc2ydJ/+yEf9+oKrKhcC7itqn+MLlp/9uW8w10v3Aq7+8/C8qpOI7g+BHVOIltIPfm5f4/XKygrNr+NWFFFvPnAnk+3gt+N1ETQptjZt88Xhk/UnW2HKV7PJ7AWi90sA/jN51/ZIvb8GLrjN/si3jPn//f80lkqzHRRaMQ3ippTkrCWdywQ1VBdKEwvBF4Yx1S6+aX6s1r6qSNJFMqThNKIoo3YscwyEO2uTVgpNHD5TfRI3PMx8xncpbAM+sNcTNjxgm02atdWR2V/1QI2vAzA3OrMKP2YB8JQ7kb9LH0uPsxXetP95vN+mbNwDnqD0zkv+inmeemeuDUZyFVLOJc5U/6nr6X3mMlaYF3C6QnrywnrMcCLNBIGdEfXalrT372kzNlK6p2YplXNBrcrZKrBiEQKWSCRFXF67CWFEEyzivDkUGxdzMDW4pMv4g8tOtf37/8v99/fj140xiH4GyAEPkIFsVOc86VHGze4NtVI90VkMT6GzPVGg70wUOh/Z5vYxTpyfmSH6ctZeEaDGFBamSiqw99CQy591miuXsmkbEwIfIrgXC4B8p9+S9ccvhJm9gM503GSmOY2gk1AtCamUQVNP37qZ6856qHydH8kyO5KetCzREkZIjKYzZiTZxKVLzbSC83jH1nQUF1SueeyFvpVafK+by7TsoYK465h4wF89QenlJYfZVkzUNbdff79TtlNAqgzQRlzKli7jDzTYpQ93MenMRfHvs43wKsxve2u399iaCzBIoxCioJEtQdKApTsqoNLPjOP785z/v+z7GEJHee/NuvsBeFweGC9G1nu6CpNQQuMIN0lRUshuGsEE8x00tDUx0psCBfqbugQhhpuRwVRNIReQI4RH8dlZk1+0Pt/o466zafRq40IqeFSNTJUxHayYIyClFDpPYpLrwST7cv+0ZqEm4sjIviJuoF67axOc5juOcqStDmdIh5yrZYBRjRLSShQhiZmSOypofWwoERkhk6kUy09ZxhCAW9QCzOk5nNDepa+gCzHwKihk1AemkFGQ/znHmOcYYeQ7OLs8R0kzjooMBatoLM5BXItMzQZmqcOEYh6OZ67ZtEaEiyzA9ua3U5/OIyOexm5kLj3F+ezxg27fHfpznr99+E1OBjONIMs79eDaqmTmZI3Jr3pqhRuXwOZosm0GC2dVhYiJNmabW7Mun+8+f3z+0Kvrz/Lwf9fb2du5VFSIl6lHyDHE0JWsc345xRJ5jFPDrx3P/9niUCVVCHn24YBPtgCvEUoxNtUF6EaZPSKHOkUKb4IPCTGgJYcOXUXeOUqpMiKmp2FA0mF0OUWHNn1JJUYUkycdpU7qKlD1kDzwG97JnyFkKWVitQw3aCpolZzGgJ+vIeFaOYgC1IogGTECfWM7XtuY1cy0JjRcmb3Ykq4okpnOj0t1ENTOjslGkRHN4jI68a90b/7TZF8cd6RX9vd1v/rY1QpIeasU5RkZVDKLUmrnVgTxa8Gff+uf2+d4/Nfu2n//XzmcMhZkgWaZ+1UfXFDGWY3vGoacFB6JzPoU0xY+2DqxY6iUVz1mck7xhgrkV5isaOX8l4nvXuwKu6qCJftbTCY6ku7oo5Rm1GrKhapZcnRP6EpkrRcTUpOQWO6pasrHuZt09Kp/jPMZOU8DngOnezT2y5qV9MCuTioH2giy4WX0vAf1uQvwrYvqPA/Rr3sLvG0ima+Kll/8VaeAHSf13qadXKelLvb68EMRrZmbNkUIhJagSnQYU/K7c81Vo+qODZsFurh/zq7yJ14M6/9qmD//FvLmQPlcD7Q+NMS9S4WXKX14VQqpynmuzJ6Zy+k9e373VQaWTdklZ//66pcyJfTF2KFUmpSzLVCaE/zCTWkY1FcVjnEEEK1QTiFtTEZSYsylMyquc4ShjddNsrcbRLP/45b1vfY/8y2P8dtajRqJlQ1RexbRzG0yRfNUqQPw1el+kDggLQmEB9npw/CKX/43mPrXKIW/ub9AN0lFQE62MYcIbbifrzCypVBFzzNjnrBwAX9HjHz6Ol9EOaOYiEpErGZM1feAX4gdVOXcZ85Mzq2sm2GmWOApJFBYXD8ya1RFzzUHSpJpbU5UqZYF11R1nl+wqJgVUSj73A6KC2yg005+RIx7v1v/959smfJzyK/PJTO2hemQpJKhRZuo0UzETbQUtaNLEprdLOMykm3bTuZhTqiDBKFaRoyqoZ1Vel2cuuzQoGiKps6lNFEpgCJNiqQ+yWPNl1o36ODvy57d+6/3Oj2Z26/5+2wwO1YwyndkjqvqQ0mRWZvG29TPq3oFgSXZXgRNaKcj67iJfpTFx1Z4t0VqWSDDT8SWkX563V0vUovGIsHJaQGvKLApOe5tCYNdVGLMgTTHVO62pLKz7XK1zmSkUFXblhro3vDlufc7ltrnft42K/a19ex4xhruB8m5CyiCqpEO06LNZPpLnOM5z7x45RuT7vX/+/LmiHh/P/did3O7bM2dF/NGauvcxKsUKAhMzLQGtBYeIZplBWSZilJp6I5oL6bRkEiWmyTo+vu2PpL0h83z8OvwLw8/Edugz4ttv5zFOwdlcpW0WQ/Q2161VWklmKY9bj44wm+Uw2M/0jb9+/QUcirh520VhTrQ0HPFkxKfWbqibnKX5xDiTxxhnpLBUsukw2cHdjCgbCQTGeXzq1qUOnFIZqeeQiNQM1xXCgYTJgITCRGBq3aoLA1SRNn2WTelIKamQjGRppZSqupqrQ6ARQ6UETOaZIXFG5JnYI5nhe3RrblJVMRcuZGZm5dxNT5BuUY4MUfNAIBTZuj6fgdKzZOSIoZtb6Pv59TdROyKUdXNXb9q6WrdWm2+VPI8Qsm+3b789Pn/5AwszVtWsjuwUbP3t/Ph1jKqS53N/7uc5MqLOM94NAiMrIiIHJBV1cxuwTSyFt627sDeFka4FPRK/jHwwXeRTjM8fpwV6AmV/eQ555mHOMzfRuUz+mOUE0+HqYo4OaNKcZaZotJWJGwyKFYVQQAtg5Qq0sUzgEGSpqhVurv1qqAF8NleE6RMmgTjPwj0yIyqizmSUHCGjJMUnuP6p01MiXlAgKSNr1JlCUspU3EauirCt2bI/yAQjlkDaTDWQFHFcL5SJDZFyEavwyq7ydvOtu0Kez2NwoMygd88vb/jp7f7emyvurck4TLJBWrsBpaLFemR+nGNW+agiskbwtjV3L4SwUiryFLgW7xqD5x/9/hF1kgE7IbQ1ni4ryjodUZcQtcbqKR4BfhVP6ku4ZXiymW7eZnlKVAVLVEpmrd5yWLAoajMRsEJwFJVyYTNtKj3l7jbVjRL5JDyMH8FHjaCy8pTGKhWa8FUYJ4JmVuBPpGndlH9863/6dO8GZj0jHiOPrCN5nHFEzVX5KTIosKbz03qeHwuIa3nNtFOLvhLGpStwtqSNqwVpCcAu3wuY5NoPTODJKvS53CA/Ik0WiJHCZWe6plV5cdnFZz+TrlvOlPiqSueis1iV4qZCxVwXrdmPgrkqNF2MEfJ7qkouOKa+WoMWJh6cebzVdX4xp0Wm4v1v3dFAlVBNXjHW6wv9jmSXCcyoKdjN/h+C1Ekl5CIRYomgsiiTJYGazUqsVKGBrfKOujk32K3Zv2txu9/cTSBRtUcexV+f58cRobKzUwSGjKocTfXe9G5+b3ZvuPf+7czHb0dF9Do/qb5tfG/2yO2Xkx8HZd9nm1GwIjHZ59NUUxAV+I+JtSvdvFTbVWNTxcJc3VzLt7/J3Kc2LFdm2XLsTpg8RlbV4ZkbKYJTFpUFQqV0YMyl0HxIfqRyrmTnRHOu8ttZEyjf6xjmXfPy4F2Xv7nvWK3qZKGMOvkMILNSKpkKYGtNpvCTNZm4JpRMYami1fku7KYNvJlupkyeO75WmJkZy6L3riIm/Km3rau04qhvowBLkKaULtVDfXb6qshBGszEZz1mTQt1oSLdcI23qSKmEJmX71VaR84rtUB9rBXjFWRxE6kAsuog5+ErQMhkU8oRA1ldoENPgNQmHmE1DFKAV4XkbN7xaQWYDV/neZplip2Do6aHqCeriFEMETHNmqfn7Aua2KMZZFpNEhMsqqpZEIUxRDBpsq9jbS04IFN/Q37XPaBGRan9QJaa1jxCJEiZyacqkYJObLoS69KvKKv83LY3l82y6Ry1E3HA9Na9oI/neqAyjyltEzRFxknVx15A7jFMtW9dVeJ49t5cbUaAUMwYLFh7Yz6hYZqo2vpblbbu42DF6P0TdIwSs2Z2224bIGrbyCOBgjzBEJCSWXozuLFOzX2T8Nt2PEdFHGdFU00LCrxLiVfQDrAOGuyWNIhmjef+OGJ0U3I0ORwqcqcg0FMkc4gPrdMhiub4LDqCuvMMxZdbe7P6ZESMA3IwT0qUA1qsiD3jqRqqAXoUKpDP4VkNQ/NAHFkV7OteGruxADYTk6qGMaiqoi5ZqOzgYLmsWyclxUikSjUVNbi1rXlS1Zq5evNiCXOcB4XqZsz5Ks5lIqVWTu/T8r3iKpohkYKCiVIQFFe7WG2RGeOs1vuY0qvk+7btulEtRrrOHBKSrOIRzzFGUVWwtfaxP9t247f9druJ6Bi7K7rjrX1SSW39bfP3t0/Px+O2vYnd7t/OlGbe73c/S1rr5mOCkSNGxDj349xjRFQVIiLy17/8S0gvKMoCGFMhpH4c0a2dEgoMelp/qm9veu4jqXBPl1qhKopAS/cZyE9B4lUjQFK0/6Az1dqBLeqHjSlJJrWgimfNqvuaowCukB+w+KVD9ipWVRbHCLNWVVMVAbSKtQZHSNZkPZSgJuaiqrAYuDNlZ3PPiYsyqJf6SbHVGbRQFVgMNWpmr/Gm+NTt5mwywHxvqQ6jOuxm8fmtvtznTr59e+wRYZ73ty5Jss5MkdTBiDG/OrWWydx3uZfcNwAUG5ATCDIqM4fIeE9rkFNxKHbKKRWTijeBMVMvvrKKdrlrRKSYCpMqheTF2xYpJY3ZsgxUGAWuOIJZoat6iVCbE+GwiVScTG7xpSWXzjhca2bNZLjk1rQcQTxCPorP4HOMp4hIba357Kif6S914SHArbJr/Rc/f/7SZcPzrtqbltrIdmR9HONx1HPgEfw6hoqZQFkGuZneTAsclYK6aDBWugjrQirLi6uLhItI86NLwV4FUz844PUHw/WcHGbcAFff57zbTG1+ph0X7MF09bcCplqX138q0POhKlKq3MwUQTqIDJUhVc0sqmCN5isHsEq65voDgGjNrw4KJfhDo+ILgsCrDGu5IsmFofsrHwt0rYYxvy0/elrWjaD8MpEDTtgkDs+2rJwr3RVK4PKxzFMRnCPWHHqN0lmd+Q75qdkn4NP99u6/3ttobTndT61BvGvfb8ySP+8Ro8wMbucZYHbU3ey9Y3M1Rq8qs0yvLGV15b3rO/ze/CtS82NKjUfJs5iqqTiJBCkosyv9+eOt6uV0qpViu6pwpHSuWP8m9fKmWXFEPEqkFKysohoLmZooYlYKWwFnjCs7vPYsihUcfDFEyZejqyo5F5H1Yrb8EIj5Hub4oQWUUGCxV0VresJ8GpxzEZTWcTAON/OJ81SqzIXIJJ2jwbpw635z20y7o0Yjs1gxksHQZiOBcrcsoeK23b5YVe2DOdvYDKrNkjhHXJuBqgsr8wKUZhau82J+mWflRB+8yO4K5WULWXurK0o91zYqhhn6KE7SGQU1o7aqU3EO5oM8j/NJ9qyWukXI3BK8CFJKBw2rt2eMElBYCQP8jDojEkjhIEbJKIyYvrACZZoslndoeo/q4rEsCKZcb3klf1fyfBUaGEqgnEnrue1beLN1YVvJ3Vevm9SFJoSPa727GltFKoMsMzWTqiwpQqtqH4MKhk+atRRa608d5i7QUbUjhtOMtWluFqEFaTQpkGrWrPft/W2wYuzoLq21pDVrjE1Lc3fVt/bW5DSem99Qp3I4wxHKkyHtvjmYqI5Zk1ZFNjPxiV8MqFrrXZu2/tyF9nZmNT3f3r3dIlmtU7RTJZPK5+3tbiYGmqdaSp7uItLMIqln6D7qPHPEgLC5ZVpWPs7cE+fwo3jGSO6ljq7lEGqUk5+gaUL0Tt69b6I96SHtGHkEzzzvn+4ksziCj318/XruHL/++lt8/OX5qf+H/y4pJySu/fMs5EVOs6O+jJqsqswpbee6qBaLOQZF3chxHoxU07mEW9aAVes43bCz1HnqTZjDotQ6ASicN8qJyQA9RonbZUuu1tqEIZipGiYJW4qZ2bytuk+BKUhx1TGiuSr46e0WxWI8Hh9/+MMfx/mYM6pbSUaOQ5GZR3O4c2QB5SYR5yiKbarcmvundyn76ed3MwRjMFpr+UySTHZvTk2o8pU042k63jZ+uqc7UDvzzf2cvZP6KtWlAOr2kphKXr2Kl591cRGU39tNLlTd8n1ORgt11spMPOrrZ6wSrSrGhVBDrIuzkBKEci5MF/A2WQtoPXnVgJBmNl2+Zjb5EksZnA0Jiwkul93gGmtEX87gywAgxmzCe2+fm785tIbE6Sq9NTe1QlNu7u89N4eZ7clffv2axX4zMY/8mCKp1PCmryJ4SE1743GOWsIuJu+yoLmfPMOJd5XbZqltJ75F/XYGVUV1xgPmwhjK2Zgt195+uatZBltfBklWRcybCURRpRyqaKrdJWoJpPN6RNhiwi4/dIFsUi7pDKc0yhh7NmluJtnAbesKO4oBe4787WP/JRgRHdpbA/w8joxQRmaq6h38/Pb21ptbgR6ZmCKXwkqa4m279a52VuQuoxxWTAmomTk2iglHBKENlkibxYNZunztVKIwFyPgD7zd5aj6AYPLC91tyxvD77wUfoe8XfhzatnFbhFyxp/XhJ8MLrv/1SmN5QZaVWWSn3O4SmvaVFFQ1X1wVKQwUQENnY3zq3Apq+Y9dH0Kfz8p6hVoXEsenR1DF3X6r96RL9DLgsGvDC2Wj5yETh78xEiaKtXmZZxESi00WigAACAASURBVKESczO/ND2BpF6VVhttis4icNQm0sHN5a3JzcQ1TKQyqWoGIaezcDJ6Tubfv99HhmnT5nFsEaeShtoUXaGQz9t9g53aXEvLAFFYU3tTZ9PHtp1VOhck5E45Sa1UUm3Kci9/q/zgO1oYe0hCqjGQ49b8PI6NG/425/KSiIxReRalxFQjWay5cE2bNFlVQIVdXSejqNJn46K+mPyL8fmqW5inuQky01QjRmvthwIBnDGusPNE5U/G6mpyU9Was3ClUFytFOLIXNGYDkJSMqVSoWZwUVG4wAxKNU6fkxIyKNAGeLGyKpMfaRwF4ds2de4wEzN/cx9FZp2YLdES111/HsPz82+zgA2a16lQ66L/cqatHdh8a33/ZK2sBpaTcC7t9CrlKtFaTMeFB5lF5zQqKgaTrDRxJTxFMcCZDX/5tSAZylSDSGXOKnt482CdR1aJelFtFAelAG8+GbwrPw1kpZoWpCrtalOTmeVf756Vc7rKgSfa8jpEVdYaV16ixzTErSF/LSjnubYyPJztXySSObWOOfrZuvVl5hUiuXaFY4yMQXXU9JGM0WJWWxTKmnpvAK23/nb/OB77sb+LK5rISMEoHplHcQjTECY/aVPUT5vp8Wh8bND3Fl82x6ZvfdtHHAyto2t/2+yn97tKuoQ6DqmO6j6rC3PUOc7nt29ff/n628jydiuA2hLtzPSe5uN2s6RE2jMsy6KK9Y3JjPOnn79sm4XE8x+/jRHuJaIl/RR/juMcISK33o46GIiQx3kehW/POjKyAhZ77H6SspHbc9jH0fZjUHYXqnkWRknBxPvJM1hnsH77pfaPHvcc4x//9dd//jqGtq/fvp6//bnLO5FVO3lSrIoZcoKiNeFjImJKFQkmyaqMiIgaY5x7nOcwOZq6dfHKiqixG1uNUyqVYnLJJ/NjQzN1QUAMSJXEovihMsiQufaXYoGlFZpKycosUO73G6tMRXU+RuIwNXX35s3NTLV7e7/fqsh6MoeiRPLtfn/up6K+Ph5/+tMfoZg+K0fAmLX3W982E7mL4NvHIUxFbVvXrbV+jzoBtfuWA++3W1a2+/Ym6L/msT/35xN6/+nLl3/9+rDZWjjZeTB4//m//q/+w3/792b97//z/r999WxtK5Eq720CQReWwa52rav08eW4fcVA1H5HZtPJhJZVUVIiKlomyhc0ebKB5pG0JPl6DRBmL/tB6wRs/nYrcrL6JKZqMpmToqrXrLTqTURBXk5cvWiCq/5CX4U6giU/AlIMAF5sKne3m7lJSKWSRnFhFzjy5nrv6prKmuMKV3zZPh5nw6mGee1XsWY+e0UZEymuJTwq5glDZIkma5xnJZXSUA5NplBHjjHh2lAF0kzFpGqGOtdOeJXLwK7+R5RWRJHM0HkSqprBYZ0BQqkCLdMojoqglkpK1TRJXIgOFTayITeVzdQNjBoVN4gKldEot759ggowmh9t+8+PfDxPylBC4bfe6MgY5iqVn2/9y/tNhTFK1YaISiO1qjIrRopo9/beMbo58nGOsyqLZBPTTaAo1OzuQ6QkSgTMUqgriIKaASgKUJmvACNZrt9pKFPY0lf+TF5oFl7XS75ecBe6vYCZ0pkJ0Tn6V14CvV6JUIWIpDBdZ2FVGfClHpu3T9v9vfcJBtqLH6O+nWPPfAhq4ZqFzPW8UmoGUvHX+vfrz/vqRyJlMgf+qunz9dO/W+rXkUe7uDETvOgX7CyFKcsAOxHQPtM+LzTNWistNvwNrSqjCsKm6GAHNxVXKopMsw4FqUWprHFGEQI3oIu4VgfIqChVuJtNz39lJdybqFrr86zdy30mQiRDICVv9zv2/TFSJyM0SgR+3YOVKVcP/A+R1xWcUMBNNeKGwnjILw95Pn/6/OX7auVvjF8+hFHMk4xk713co4TUyDxQBeQ0Ns4RWcXNoNNwsk7y2e0k5KyV0bXXXLYnE/i8LvEScC6NZzb8rLbLOZHrKqQ16GDqDASQlOrmhKVqFRc0cw0EC8xfEiCpiEFTOcGKDK4uCFVANQmKRtaD2rwhx8djqLCbmaU5ImrubUNI0aSMymkTU8XFc7yu+IAUVG22bckCxWLeaF9FuqIT21svuupFYgIBrNwMlxDpAppe2SIBavUDQ1xKhZmHmJC+WtPm7l9/6NfwuYcGHFpkqbicFVEUMWvCE5Sc88+kHbyaw2aiV0mUXobUi4ooFFFF1qrJneLHwtVf9Qez7keX0eX7m5/fmU/TSEZhQQRlImzuqqgKha2gjQoyQPHmDcjiAM18MDLD52MDPc5TlKxCMQ9KZPoQQGFOtSSFmnDRTZu6pGiKjuJIHiOe5zgjYT6ixm8f56//+v4m+y+Px2+/3Cg4+du/nPnw53NP/xaCYjQMk/N8/OW3eGzNOJ4AulHiqPORI0bWeD7UoQrzdnv/fCbPiP2M5zk+vbt3I0ORmUlGBaN4nOO3X3/5JvX169dbN6De3jusHo+P+7Yp2nNknefzeRzHIUWTcOQRZ1ZEclDOGCND5Oyb3LplHSVSIllSJa7ijq69jkPNCIuCWs88MhmR7x16a58+fcqRn0/7iI+Daqp109tNMg9DALGQZFBSM6lkLW/ZfBCqKuZt8NIJMyPIEQme56lP5ojjyBjx/BgfjzjPHBnM2ZfgmFFOpTi0iSRQrgJDyNxuFyWyikwFGJTJgWeqmrvcbn3fj2IWo+gEMmP1C5KVggZW6lRrGF3l1vtta1WhumTbMQagIzIpbmjeJNvf/emP29ae337T1gEUw8zf3u/WdAKGKivO/fnt6/7xVd2fxzgySZo1EenNf/78SX/7UBGihKKmKTlG9D/94ed/91+2dvuP/81P/8//+p/+cQyoW2uVkSxTu6DNP7znyYnyfA0KZvZj0eB3Rh113mXX+D6XV9+vxlgiAQSc3QNX7pCcdpTX4vmywy7R26ZtjUyBLvIhJykCVwHkbJys5Ayc/MCvWAjcVxPPFEcXzqKW25eZx4hWRRMXK0mpsixlmotYznVtUWYlrbllzCcR2ZSAGMxbWssZMBclkFJwQCe3ZM3yRSZlD0axyFGDIhSrgoy0okNTK81QM+dsS5udx/X1FcjijMl8dGevxsyhz6cLrO7Tek4yUcKalrqsYpFRcwUks6FdWc5qkK7WXZuqt08Z44hSZYNksTLcTKq6iDv/ePN3u4/CY2TEMJ3WIzZhMZpt4xxleuxHRvRmfaD5PKSlxIuSmSxxSFPpRgC7yIT2EqUCJxfchqxkiWDBFhUrgziNFeWT2X3Nkw7+kIZc0db1frja3dYIQf4IJ1keJzUTsSpU2ZwQdPIys4Ss+TZcmQqwVGhRzOHgbbv9nWk33C03GVIySty7dadUHbFX4voIvFZwclmu/i0hhL/PJn6vXCVZpf8G9BdzLroQGaY6YRW6DtZy5jSlUDCo0KarYHYJl5dTv36ALb5A7qlSDmEVsgoJBVWDOFkZEhWteTPKURExrX6zx4BEZIrIGTGCogbAzVXBFJ5DOdJ9JBNIoiethBEUERlF2QvHOc5kmZWu/PMkvCknpNx+l0XUF1F+7pqoMd5b/d3Pb5/+0DHuklVRf5M8FqQrGRFCMz20Rp1ZDrM0HKDolGxnO1MB6k2VGhF2ZSump3wObUL5rqEKq6r3Prnx7vZjwDYmEW1GiElVKGc4QEW4Arksx6RpzWMaejWPyiqHhIhkxOxmN0WpznI1QgLT3zLjoyLEGVUimSgXGWHCbg2Zo+gARkXUnGlVMAuTdWY6ZKVATFVVGN8fLwXqqjv+bndb7fXrxq8CmbuFCUNVnd0umMhr6NSpAEJgqvq9Dey1wwOhKSiIWKuqnOLZ1CTkMp3NirmVfpm7v1xV17Pka6KY9MLjAgbLTEHNpDmZzW1qA+ZgLg+PQ3n55r8LBZg1y5faP6uGVRWojLmGfUEwhZTEpZOIYC4Lq5blQS9IrdiEzer6pUtkVKlIcwkRzKt4wnvr3qLKqUJKpOvSAwBs3FuZKDa0Vu40QNKsEiFISIoI7DzHcew1jn3/uP/2fP/3f/gf/sf//v/+T//nP/6///T29tm639623nue9j/9z//Ln5+/fuzRtnsle2tSVKGZw6yI52//9NzPdrvdtm2A/8f//vWPX97O/aBZwb/t+e1xjGj7U5Xj4+cv5vY8xpGA3yrj0+cvyvz8009J+fr166efPvnWPv7zXgkp//Y80REjwFIOlCGPHM84x3Ecx3FQdrcyZlWgVKgTggzl1qS5vm2bmxxy2Kw0h7nbBDWA9b41Ze9mg/rl06ej2h75PICeP78v6PPSbQGhqnvEy9NVciE15f8n79167MiSLL21zPZ2PxFBMpmXysquS1ah1D2DhroENPQ6P1yQhBEEjSRIQkMjQBpMt7q6uroumcnknRHnuPveZqYH2+4nWDP6BcnHZJKM48d9u13W+hZgYfeX82W5rOu6bVtvG7GBU06gSSf8VOduVdqUEq8emToiSjGKWX79Ojz7RGtm3lV0rz4T/xzuKKq9N6ERUJWq2kYMdNiIuXBh9vepZJVEzahqkZhvp08/+axUdeH69r1qvbt7ArCUadsWYX1yd0vE8ydfTSrv3n1YuxW01ns4qXz37p22epqffLg/X+4vFfHuzfs681d/eXfuD9uae4MtXBrW/Egy1H+ABMxmlK1fvnv/4dPPby8ei1lRCRUqG1mlAjCzrLxHguDH8r//LPtin7zEMH6MgMPd0rZr6rjHGo7CwPL39u9yf6gxOCTYkyxG1G7iUzjiVwZ+DgEV6WG6l92NDkBZcCiQBiDvWucErpl0kBARc4CyuZ/Nm/s8qW2uYQaxQrOwLRz6ZK49XLovLXQup2kK82ma1itksFwaSHaD6pQ8C4ebmwJChPno+MAVZRin5pwLCQzs7tZFRSEli7XoGKtOBlz2k1gIUmAmA+XBhK3AogDFU7fvXWOohJ0+eNc0DwtLaFeagRRQhBKTcEpQkrO7G0FTUQnr5kHVpBnqLiQrcvKq1sJioO4jUEvtfRHBw6XNs1w+nNfeQekPW619qjqXUgrdYN0DjeTWenOv00zQmm0WHuy2Jv8hy0uhE5lLmjKpGBCYsBw5STDog1WTtODHt6yOMjU3CrsZMmRscY/Z6hEsagKqm4RPZEkYn6AjPLzvsUISCHcJF/hcZCo613p3e7rzKJTsdrqFUtZ87Qu0KNbgviFPcKeOlzXBEJXwjyrFgUW/jtuugUeZLf/nKHcU39HrgkgOqPgYfVf6DYPRgTCHODWss9ohzddp8B9x5TUIadlvpo43aEZzCMQLG+S+Oczhdrq70a7SgmCVU+tNKUHJSYqLBbFBXSmioG4Qa+YuaW45X84t3EQdIhSNYF5hobtPOpuhg92iuxtEVINC0OBEClvHyTNmdLu1AAB6j21dzg8vvvn+dy9+v53fv3r58uF8/iHW5b/7x3+YgM+fffLZp5+cnjy59LY0x5TPTRGouVELRGlWpKRnr1u+Agcr1MzDQ4fjLxepBwpKEJ5Vu/WW2HIAvfeiQ3yX6nC5GiFdIVkrCJD8fiHCLYaaS0h0KRhlvYtMQrpZRoECaOGqZbTgpDOGY6pOlOLuES0tZQ0QKea+BYXiWhM1lGJIRoJLOViG4ZkXc82HFwZiJ+vlQChPqEfS+RhbgQMaGWEkRVNWyT5yfY/9joM8FgwcjXuIjAABDxMioo9RTXgpZWBqIm3cADX9sCrlSELN8RSooAjEB8bJMvg3wsIdjLb1YaIPqOzJdql78y4jbDrM9uYkIjn1HiaiSWJIyGzKklJyN+YNZAREJMyGo1wz/y2K1shP5F2AcO/wtUcwQgJFokceGAJIEaMGyJoxHNSJgZTyh6pOraMUd+vJPbBQqYv3zlhs+/b7F9+/+H45L/fv3i+Xh229PNy//Ytavvq8/uLnf/GjT+Y3P3nz5Y9/KlWCplp6kxevvn9z+fD5lz9Zu0M05aDRm1tYiAeiXdwjhK01b1vr2//47/4XM9+se2CLsAhYoLt4gn7Jklp/h0SNuar+3f/5d0UYNKmyWb+ct1O9pUs9nTjVohrWVeLJ7WzWzHvv/o//+Pfv353dLxTZukXgZp5rLZfSKWWz6EbSOuX+/HB+/0Z8e3J7QsTPfvqTb797zej0LsFKirJA1vW+bxeKwFagb61lfVvrhKgivccWrVFqKVqnMvViVG8eiDpPWmqpJUbkuJtb0RxdRU9uv/d1OS/nBzHbWlvWzQLNOlBaXyPP9FJDhUQRbG4RrqoOetARdaq4rFRmrCFFtSi2SwIspypgmDWZq5Zq29baNk+Tqk7TBODu7k5Ve29f/fjLWsq22do6lB6gqCpas2XZatVtszev3335oy+mafrmj79//snzbbPeWeut+7t127ROtczCKlKn6uvDh8uy3T19rnUCLr1z7S0cdzeTixKuhCAbefFwESnevZvotHVbejMzk25ASIQKujOD2rHT2R7x5nQM9z7KYTk4zCQzvTjHuDsFOvZ6O2nUvp9UuYJPX9pIfCdcD4/6kZa1jxKPJ1yuPDrfdYz5SUlBOCfRjBsaOSMxYm4OoMaxB8hjtqgEookKwyhrRAO2FkER99ajFz1RFmuXxZeQSVVVmnfUSSBKEdBM196bWT+vHVha70lLF4VofsaADxKkJPsiIzpI4eame0hqE5UqAgpEdvVQsCPKSNq59kMhgmnK9GgfNnYKS7Cbh6Us9+JQVXhS2NlzNKKSFC9IqFNFaKaIIpKnsSMG6QZSRaNjIxfYZbEbx1QFcDcLd42VOp27nz02Sxg8126ZI3XSuqy9uzRM3eGimaRQ1KaiRdQswsO9JRXbmoWWRrUivTuLesARFmbunl1Fzp1U0sxIN1J0bGkcIdDBUMpwgAwBPfJk0r/0UbjQx93mcWv32Kx3GKYx1aMGC2XKEO7kcGYIRv7zjgk41XIzqVrv1KA0cwFbxGp+7m2BbKoPzXpkmEdGKKUzw4UBUnXIzEXFuuVwbYAu0mnH/QENACiiO239kfwyF8Vjnz4SjsiAdUQo7JPTdDOfwvratkuPJbC5dQwMQs83JuDuRSQgcRAhpRjP7s58HE223r1z8R69aaCW+n4dwh4C9KYqcCOj966qjg4ZZm4KPaz31rsdW7puvrl1WGhhqHpmqiSLJnK7aAiTElVDFKL5pUrsClR3jxzR8qq8j4jArEXr5Pcvf/v3f7+8+n30CwtKLT/Euny9PFDr//Q//7tf//rXf/nX/7orQ4prCVC0inl4SaGW74rpHKmKqnv6f3MCxD3tGaq6e9SPZjc8J+K7mrgWNdhRpaVEkYQk5xZOsIoCrhBnHFta33MJjIdzm4HMu1YgbAxvtWU9LAmO4NBPZNKtlMr+iKRJFwVgGJxdzX6UPBYtiXXc/W6MQ8NJ7Km8yRMcmWCy77wClk1LXCdDHkckGA96rR/zq3wzpJ9u31jj8YSs0EQkRSMRRoHmHzlkujsxgLHTDPfpDJDXHYjcLsVOxaF7trRDIFdyTrBbW44fQA4cWPoyhyDVdvJRUBTDZpaX3Udu2i4oLLlb0JG7HQg43L2zlaqjlwkPwiyaHHhldAuhWOuFosK+thSzCjiJTqLlya13c3dxPwNWS9/s4v2ulsX6h7dvmioQrS3v3rx88c2392/vC+WXP/3pV1/86Ef/6q+e4fLlj55VRRXeTNPtNJdTWfuy9e5dSf7u97/7pz/8sZ7upKiqnqZyU6ebm9tS5wg+efKU5Ol0qrWSLKXM8wyglCIiLs4iAhWvMGpohHv0tT8s7bxtF7cJEdt5y1rifrlX7zd3bBdf7rfLuw+Xfu6twaO3Bb5JDk9d//k3v3s4b50fwqGcRCZCAVFVKdSiVM5TvTlN0bsKX796+vL7l7VO794//Mtvf7P2UC1/WvrNdHNZmpbp7f37dw9nUANtOb+zLvcPZ+t8uF/N1vOyAex9k4rWFuuN+dgJA7ysiyHm29ubJ+ceqe+wWut8OolIKdO69lK0TifClg+rTNNq5qLzqZ57LxVtNQihQk17JIqyVKJWD9maB7W13q279yyXgggOivRU9eb0yauXU74FekSh356mHNVs22IOwu/v7+d5ur29/f7Ft3dayqTzzWQW69YuSyfn3rtIReCLL358e3f78sV39w+rh0CKBZtbRzTzOo98DFCa2fvzg9by7Pmn4BBXLK1L7gIkz8mR+yhIgJjT+iTlyc3dNN9+djdZa6en09ZaqXNrnaO3pZlTRIc+ZLdOJ6bjKkiJj4blyW5xl90DNB7QPBHG5D7MMxWdYzH6yP7BI64lJw5D/zIGm2R6s2Mv7A+bVuz5zsYrC09FR/3qYdcElowIHIU9RLhzpemlMDs7hyG2XMsIOsRdNlcl1H3ZROFF3IkiKmQ0i24XToFp835uvrbeIRbwR7E3ktr6fAHZNZU2X1I9uorQorCIqCM8XeuBKmrZ6WAw63ZgyLCypa3/8F+RCAsLCNARQnYWJg0yhKQp7QjBBkhOwkIEE7mYwR3FzM3MEETdBGoBOBjaonQUCTBXRFHaptU2i5ZxcIT0nFmKgA4NKQ2+uPd9akJAI4pRAwoNCnLaQpgBIR1hoAmBrN7ylZpacsGeW3KVejBZANThPM4ZTQg09oAo7pOUI246EpmceI5HEu3xonHvtslg6onl9DoEjvHOYqQ5IdsuYcZawrs1woVelE53eqBZrM0WxybowIbRc+UATkSgNDOGcM8w8nG/ZngLmflEoKh8zFa5shYfqTX22XYc2k5n9iRCgjWC1tH9VORU5pPhoePcbOkwd4bYyBSLKnvKLNQCpDjDGCEgQ1lExSibueSUMWJJDX6khs7hUULoIRLdgm6iGnH48NEsurn10XeLlMlFNUJALcqKzSqkCkiHbxY0Ig1AhzhNHtXfERYxsFKllNgZ8Pktt7XVcFF9/fL773/32yIWBeX29odYl98++/TJdPrrX89ffPXV5tFEgrqPnem+l9Xd8/tLg0uKrIsMZaKl2m5H3KSMw8PpV8vtPjneI7syiWaf3cS+0xS5ytCFY6SocpUlDafBkGRxB2uNNnXsW31o2Dk2piN/VLJKDqqMLK5si2PAt7P6HaCEoWDHUMzIfvcM8uqevbsDi3aiQUCFw3k4PnWOn1yuujRxjhClOCza+9WQPRkhRdtMnxbdc4IlksHp3LUtMXxbA3ubO+mB7xrRQKPDzosvA9SKwUe5xkSPd6FSZAgDh9nkCIDIkYDv/2dOw4RMeX1q8jlSgVPVMKr/4fUYYcZDSkjsacMBaLi7Utz71UYjgghDulKJwNbh3qPnIqWbeQaVFuEsViDrek48mbh72xp6i+ZL+/bF8u7dm/PDw+tX79+9f9tt+/yz51//9Kf4Cnenm5tpEvrN7UnbamhAqCiC62W18B4dDFGyyMPaXn94jTpJKaooHHmOhDrYbUXsPFrCA5n4VqsKYdFJFJ0HIkhqEVHFPMvppKVApxtlrZxkrL6p81xlCl9/9ulfSAkWL1qFFME8KcWVbJvfnu7aFr1erBuM4mIGC3Yz8+6xmbW2NXMLD+9ta/33f/xGpfzhj99dlmVZNooQGyDmHiiX1oPazIUOb27t9//yB+u2ta6q5uGOUorWeZqmrPxK7YUKh1n8w//7D/LP/7z0ZtbDDI7TXJWYp6lWM3dRKbVsm9TTzdLafHf3/s0KVY+FtO6X5pNhAqml1Fo7wJ6gskqdA2dRau1lAhOpGD6JTLX2vpq13rYsILetV+3btnpfHHppiyNub55clnU6zZ999umbd2++efHdj55/JiEOdHi33vpaTs/ZabbVqtPp5sOHh5ev36ioUzcLrRqgI6jcvN3EZL1Ns75+vSxtub2p800NWFERuHPYn5k7a6JwJA7mf2qxXc5LiWcz+L6jqL47P6CUKmoaYib7yZMh6iMlJoakGY80pvx4zhgRyQRJntpIvCFypzyi1NPKKOIDc8c9GCcOODR2QfCgSMUwtI/KElcx7i513XXCx5gsT6dhDXW5Ujhyayo7LxEy1HGIiBIu460w1ohm4eEWEb2vmbnoXhkME/Hc1YXDW3h3L1m3wkFjHbEYQogEjmXqMeYe/ynrQAIdNAD0zV33z2XEwJEpPU9XHKwpyDVS5po9mSmPpATTtpQihZJj78H72yNoxCNzPmeO706z9rPoHp6AUKCl5yt17cNkG0qnMGeTGiI95f5K5chuD8uhz9acKh7cEMawOL5sISgeCttFv4kMFzfvZqpCUYT6QHbpWLGA49yPGJkye52dIyLfk6OCwaujicf1fxTo8ziQfTgaHkFCI4dQ6cuy9F0kYXeEysb+pocABhGVIDtibSC9t2QZhXts5s3Rc5wX4VBKlGNehEx1BZh//f7I7FE4ckD99hn5AeeWlIJnBTykYRBhNCgYmQckmvY5eowlPLH1zoCgTLWoitr+HQdIVCToAoUkoncDRbU60J1tBI+OJZhq5rNeFWxU31WnWeTJeNhKQUSL0WHuj4WKaEiGswnIaX7isKIOUlwNkQomZsDkQDqkH8AiQnOOT4Z5EnQLxZlLzyF+Prg6OnF5d8H9h0/untx8/cuIdfHWQeD8g6vLn/3oq3ZZfvXzrxOQEig5gU4QVw59I0KCoAippBEYVCzJZjFsZMFksytDzx0YevJIMvZVdz5MjKMc9yt674rll1EzEoByjMxjJwyCnJivJVdKTucl/xSVdATDXShSEiwb/lgWZuyiewOwO34ZGeQ1hsIJC9gbf93Df3Pl6oJhhU4C8T781kFJCMgRHSwDIrlbRSPIMJCZPbbDwkjmR4Dng87YyQUmI51YSFIhyTUcpb/sFfPozeVo1B9J8w53f5pVrycgH+2Q097KqyROU6t0qFgPcuJx4BIUyUSyXFXlWiOJKCPCM6fjGES23LK5u5AeNt5kFKVwn+VnnyXU2P+JIFo4EIZSJokQA1hyOtR7UqXgKkTwkF2YeAAAIABJREFUcn748Pa1rRcJ92158fr7Vy++u1wuWohNv/zs+RdffHb37MmPf/zjFy9e2tZb205zDaGxuyskf8hCqMrkEebdwtdurPXpZ5/dPnvm4OXyQQi6ARIOdy69T7VqXiJh8winua9ugEUPBNxWjy3LD2t9UpmrVGERcrK2OZpua7TWob61ZXk4//G33/zqZ7/Syu6rSKnTSQSiUIG7zTrN9XYq86qmgtta52kqpYpOonWa55ubOpWiReebm9vb25tpvrm5yW90mqaUYLn7NE+krIPgU86XRVXduvXmW7PWaPzm2z999+KbOuDCYb4+nBfPXYetuVw2i99/88153VhSu55wLidEwgGhqEs5ne627XI7T//+3/8fn37ylKXUeupB0WLWS+XNXG9PJ+9hm3OaylzR+h/+8M22bef17BLnZbOQqUxTlUKosk6qK5fLpXerRUkFKFqf3MmrVybk6TRpnVRrnaenT+7M2rv375d1XXs7lVMP67Y9LPdaJ/dG8Vq0dX//4UNrazIKXeCComK2NWusBRoCn0913bbz8uH22VzVDR30WlUltBTfIhMAcs0lFHB4Y4K8bw//zX/33//L352++PLn3/XT3/32uy/+6m+effmjvi6T1NSU50J87CFHSg0x9ub+UQgLrnxlAnDf35h+AJfy4CIZFsNWDs3nbh/9jlNCQ93diT23fLCkubcAgj3nfV8I5gk3ZH6BEECgqfhNJqMMhgbHym2Xt+/HQvjuBXQTUqFOOhJfg0wJNmhQ8n6yfW7QvXczQkVUpnJdyea7pmjOtvO64bGwkMcxOQKYAqEoOY0O9hYOlaHZGfI+MGlSI5fwONzyi5Buhw0gC14xpDcqOiDY6TQUy6IdoIcObUNMDIWoIJFHrty6O5VCc5RTOHaxJCZHeIR56P5JtGQ9b0JIYIAsg051wNCZr9qqjMhVaSSMFCGxT1CCeW0RGMQDoUenFkQuY1WwL6owxuF5p45pTiLHRuDFTgeOw0jMP5Op5OXSI84zxoSOIjtagLMXPOoSezcVUclVeFaElkQbhOQrTPPFzhCnmWWoVUdYJKBYU6IuVIHvM/oB2BkjqkMskLlRO4J071D5CP/3iIQ4+r1jeCyJYUpvdJriVaVOxXq3bmvmBMHRrCMgtXtCFTQIB9U2FYi7pNPXAVUwnArQUYCgjYVPWnDTKuYIAIWjbnnMjydTQ99FiuxL8vSXFGFHOOBuEXEOCXa4ka5WLNxdnaEEZL/C6bqFYfSB0GCwZ+eRogl3j7DDn5CSAKl48vxJ4fPv4JfL5enT03R6cnv3BPj2h8cvn2/U4SwI1zLnNlpDEJCeBW/SsUOyeTdHeIpYmHryIzaZg6NyPGB6LLQC7q7jwOU+LB9Wbtm3n8fKaqxNfWD2leKjm0z7IIMhPTd+ISpFJadHjFCV8FRmSISLBTjyv9K9QdDNUe7cHT4Sv3bxTCYt5j4yh/ShZIQnveHxabKLS8ayUpnKS8/bMUHChOQZIVL2Pyjk/s+SkmbPEc48shXGW0tG/HLK81QH89HCJTQXCYPgtD9pCUoQHK8ijOWah4qEj0Tfej14InnDjt2Qsa8Oju3Sf3JogmPt/FEQ8S6yjN3REdCPxyE+YqgO+Q8F9ONUY/owHYeoxgNBFRHN3Lgh+Cth42rRI6AKKsMvl2V5eIjLu7dvXt+/fd0uD5e3bzX66++/6+vy+fOnf/nTX/3spz+5f9ceLg+hbutSRNq2mkUQPdzgZq1HzaNdtYhOpZ48wiwmPd0+eSLTVCkhSpXndz+yvtG79zAP63EjRXbDFoRwFinhcNsEBhvVjxMWFgC9Vxa10Igi6tOH091T9AqvbrG2S7flXKdvyrf1VGvVSiWKaHGAAocFGSzr1npHmyZ6b8uD4H3vPSAOSQxHbncMISJmVlTdvNZymibAhey9t1xslNLCIwHvtVZVFbk5nU4yTVJevvr+m2/+cHd3mk7VETr8vOoeqAhD1WLmqvXJk9tQDhlceDgEOjRRFIOsPW6e3DG8cHr/8BCAxXuR4kMTZcl3okt0oKjR2PGb//gP81Q3W3SqLfIMqgypqtNkIuHGWu6q6Pny5vtXf/Tup+mTeqMf7s91PkGm27unIvXm9qYUXbfLcj5v2/bq9UvDJprILmxtuSzndVm74P7+/cW1FtVSrDct+RO6qJS5WkCL1kLC7s/vplO5u5v7eu/sWigaA7fAcaYNI5tbhHg4JBjx5PNn/ZMnv/zlz548/eLv/+9/nubpJz/9KlWwCKjAzBMkin3Zf80kFHGqu19DE90fVwXOkS4+Tr9Hz7WkkQ1HgTr2j4Ae0xIfPQAOa1AqqgeVFc7kkmKICYeMLpCVh2guEbOKu7pSk039SEk4UrgzEDrFaQBLuCRQJtgFQZYyyE01i2lEtnseAg1j6RoIFVeEKFd/HNo4Yq98FxtCDhxkxnE+qq8B1BBzUOkKjwGTGVSMkZ81khkOBMejZHiMXPFjfSDUAY91BkpIRyDlMceqGaFAAQqlRquUoiICs+getUg4Nu8BWW1DRtdlbrIUhOR6ToIJJxIghArPqFwAIgVp8ivF3Il8+eZHHrTafZQTQY3xEfINBbBzWDgHYX2vQ7OQHoIkP9Q4+7Ik57ICD4bsr78/e7/w/0dQvl9P5gQhIiaoubsEhB4j38i4Vx5O9zCkjEh6bgBEJEEtpLpbRIYxmwxzCilwSuRQzHc9zohvffzz7O+7g3nxZw2G4D/nw863rZlVqig9pLv13nau0h4iSmkRdLTLhZeQMm2hq2uHOoTQ24IipHMuteqNu2/mm/nqXYKKk2CPXWLihzJTORtAFrdUrEFS+Wexv/YBmKchyIkQSd1D7MWaeMRDsLuZLUVQ4bl3CtLEAj6ZQ0TTYECmXsJ6z12K5vAtqceHgOIRMjJiW9aH/vZ17z0i3r55t4VJmX6IOpbZ37fWLJ5pndywJ84qpRDF9cHdnD6VklsP6z0R5kV1n7rKDtLYnUb702YciJWMBYKFpPYFHkCnFCmi8G6xcwYzdj4HMFVtvD4yeOdRkhYAmaq7q2oKWHOwS6Z2012AwnzDkyPHC7qLI4Vi5yIiVcws9zYYtWw+Rq7YRgjCGEplgtfwrMAoRGFPN1MaTUSE7nTrKq6V7olw6uGh3elCKBDuRU5jV5AHu6aAOv39CQHYl0dxUFFDIW4+a+ncipbsao5NUQAiJRjdu1Yh1Hp3slASNilFskNqckobdaEAtHGcmqCLbYNPNkyiOAbqCWvyiBsvQTQ6qoWwIQMqWVxLiAubhI8OJAH0fiRK1CKTLRkMFJ5rGA7gHYwI6VVEApt5DyG0mjulFqot26no2boq6T4L0Ffpy5sX37bLw4tv/iTku5ff/OY3v7l/9/6Lzz//9d/8+rPPP/vw1ZfmnnxzPz1dPrzENPXWpU5r18Wy0EAJYjXyLu3OYg2xgR0lbO1uzUMm9+posVEnqQhsc0VliQiD9XDdaha+pEYEWnd0FzFq6KQi4QYYPaqzlgKXqZRaiioVvKlP16237utmblGnGYuKukOMXmqlzjJ8F5k7Is6Okvh8U12hDKmGauKXy2Uf5eXywYQuIarqtNBw8cU3kkLp8LOv7m4Ltq335hYAkJkD3UxDZq2vXn77pz/9y7/6q//i2dPnAQloAIaLu1lwXVcPx8D7pEqYPcK6ufVU5F8rm4FJYS21VrktOlclrGoGzxZhXdb27PkzVJJQnWSSDTBVOU1ZeyZYRlULmsiUpcHiy6WHq/7p1YN7uD2wr92N0B5uZpbxrrn9jiD5//xf/9u2NZFaarWgquYOnxIi1Ok5iUl5c5r/6Z/+g4qcpnmebtZlDejt7d37W1XVy3ktUAnHZq36q29fNduW+9efLA/Ltm1nezr9qL7/08/jw4e1yTS3XB+IPN8ePv03/+a//q/+erN288uf/rf/6//+ub5be530Sb8s5+mmQgAkMmyo91LuQVqs3ZvmGeXhlCrqFkJhHIpBA6BjLx9CwYAu9kBCe8LCIWP+OiafVHc/xdAzZNHmHmNRp5L2mwIPGKg5JYsIiGaeIQBpF1XN9BKhdDMn4VljqftKtr3e7Xv5wt1fh65p0XHCa0DcdyVOmiBdEO6NCT9W7b3XrCjEIjrVsqSLCBndy1VEHpj8UDaTg+KE6zrRC4ni7kAtKq13kWFrt6S+FRQP8+wQ5yjFsh4qRkbZVFS7bZ5GUwmLLvueZKUhU1ccBZLFUjhsDJ6E3BxuKOoagGvZPC7wTdDdFrF834qzUCd4kTGxzO/vxiYLo4QwJpVYtgk+CyK8WVt5OhJhcyLijrQag9IHa9BHAHfObpKFHCSLajXrdQSBGZmAfHoEKJMAqfBGUhnGAOYI5WGYyiP2d/KUtWTzgB3Mn65KFRG4xBjqUSJ0pVKlACWcQvVuikjyuxEshTQJK1nDZoMZI3psCeQCn5DKI/rHck1aLBDiVxyaeniGdmQ4gNg28tLkWvBgN2EPqOOuAR5rmVwghInIbC4hZiatRevTaRZUD7gHZSY2AZrXNdSC1hARU4VGm73fTtNTGq2fBM9nOVV1yNr5fsWbdTs7vV4I5E+vLB5o3TvSNKghYrHwUbUmUq4YSpEpRpvlDiT4ck/hBVGL3m4LRIDb1BTJdGSbkChW2NNLpkKE5qrcQ0ARhTlL4jRClVf1MpE1WMVEmfpUPv2LH//i6y9tWUW0d/+3/8O//cHV5UXq3U2ZSl3XVqaS2nFrLdxUfZBXHwE7P1KDHQu8vWVMt/61Ce49dnu1RGoruVuHoMKA57Of+o2U2UUE47CE+pXItxsI8rfMLFO1DouBjDiwoeEgaOOP+44rGiztPev1EIrgUMDv0VO7FN4jkGNZBUdIDiIFHib7OFukmMdu2zwSpjmwLlRP80lKsiMM14v2eDAQR+8MfywV3X80z0CPo1kfQy8zjJMjUvKd5AZVTQJjKkw9XEd93xWucIkcpRcHfQQ3FpVcNcQ1j21nQOTPbDo2DBol3Es+6ErIsC5lKnrswruUpeSiVqGdkuvU2DXqoA6xpMBK8TTSFBVVJ0WLe1hspUaztdJhtp4f3ty/7+eH96++f/vyuw9vXitxe5qf3t3+7d/+7XZZaq15Mc3sqMszhrK7pRNuSHFEJWyfeKH3nC3xuLGzE+RuYs5Fv5lRJd/zquqR/ilf2yYUD8uxZQBUVIrn0U/faRYwsyqstc5z1ZHF0ga2RgUIb7umckB8HR4imjQbEdgI1PRUN6QWFxkdAz+dJh8L5lQ7KcMwQgMSSRaiyfMxYFf+CV0DoDrNza2DVCHMl+Xc2po6yN4bKAGjZniXhqGU4u7BUSu37ukSdi3ERIAqKXoZnTAECDdrEedt9VoovsbIe33x4uXbdx++/uXXUtViBFLFR0vwhCSoqlbvWorkylkk53WqqlpUpQotQpICnsOzelIdCTwqwmi3T2sET7d3y7KJamS5GR758xKb2bosb9+8GXbrtG6GALBYVCScRUrWkWZdi2RgoeSxoZOFznfPlh4drKcbT2+ryCfsX33y7Ls//DbgF/f7N28u7T8Ap4KZLn1qqkU0L7QOWIjkhytVSo+8CUv2QqmWKVBzU8o6kigfEQkdvN6ICkqkm5EIiHtcSw0w9EDewjDWbhBgBCJmIm+AXkploXXz3RoEQLRghCjBCKkTYzcLDtXMFPBhqclmc+DR02jTHVcToe9VWxo4UimfHzxfK2RxiaxY3aFIWWP6WMagfqSKjvn4/k+HjTE/Hi30LESEmUBsViWGc8e9EO6QJnDTxgLNZPOQXVs/jFa7CwoxtP7YXe1DADGMVXnXD52SA/SulUCEtABBczNAlRNFqdNhsGQCKqmusk9owp3ZJiGn5RAVd4mMwaUw6O7hRkJKmVSD7OabOehF1McBOKbNh3sr3/PdDIl9uIolY9C1efX58dGv/3SGnAU5rwv2cbRySDtjB7ulWHpM30m4lN0DkE0OIflFMcS5A/0ZH+VKHj9qGfC0bG1HGOLYm1hPfI4APpgOJtytm7tRQnaTVapUww87AY7M7yxmCgTqsh9dElFphEgeL7DqPbyLsIpSMKBmYZMUqISow5XQsBI41XqDPut8o7yZtDC01HmWcgKXau/u7YraAOEWIZBJtQu7u7ntVfboTr3bLnjbB/Z72B9FsiXbvxQB0qwZSTLIGgwf49sLrqu01G5BIEic1O5G2c9w2ZczOWNwc0W42R//+Mffvvu+L0stU63zD9L3WW6+f/uGz3Cq1YEQJ50FEaaac5ZRvuyRQDzu+N3Tc81tIveoOIAU8S3cSSmiedxkVC1V8s7OmQfCSAhEJQkVDoiK+hBD5/MhOJi62WbJ4FxjTz++iqb2AheIUXoJgdzwRhxDeFzv0T+ry/ch+a6vGQqRI7MMKkhLxVjHji1BuiCvxk2FMFg44soZIzXJuXG4Kgf1XB7tvw4O4+NN3yEWEhH3bENsZ4lTM47UQ5Ue3GL4TLKtkESqj3ezVlsLYqIVhDMsygY1UaM4OfJd4qMHdUiGhGC0fU4jAUUZ0kIVYzhCw0oYRXygXLOIdxnp225lRoyW6fp0MkgtKkt3eYSqMXNRU4b3bWuLrevbFy/ev3/X1/Xh/bvLw4fz29e/+sUvfK53p1Od9Pb29vb29g3eeOvdDYHWLQ4FDzki4nGtdotI1rw7dNYP47+ZtdbWdd22laFm/Uh2EJFpmgqhDoeJ1GkupPXeSYaPnJHWvGemSl7STG1KgjGCZcrpVkQ0tyoClRz+obm7gS3ZF/mHc5Hr3t1COSLlRCklqwInRTXvdjXz8Nzl5BZGdt9tysNJsqr03t3MzVKfauaRaUERgkhRdYSTKFXvbm9K0Wkqp5tqFt2yWgMY03QzTdNeNYtZMp+D7vroBhZRi+i9D/tRhGQ/38w94OlAExVFZI2oqkVEmu9vRPfemw9mQzjC0mRiaK3nTDTZoNe3cpXeezc3G3uAiEgnn1tDYCpyuSx/+va7L7/6Cy2TqEZ4mnsj/KachFShEKWMTmDopimllPmUwh+hEBFFy+l2kjEGdi0B1XDZWpD27GZqBqAh2NYeEQ+If3r54p//4+JhKOVD98bC0OhgtwWvd4HKjive8QiqKnpDmUVKnSdVJfR0Os3zTS1lqpOqbqWISNl/kUx1UhWptYJsibgdNVDxcBU1N3cvqmsOuIgQmLuoJjYt3wbuUK2sBOjcrEcZvrHEWVG17JNFGTHK0LQ0k+IUxFXPO7Q6AyDF4ZdMj07a0LTsfv2dqAiY2ZjSMU1okMTapblfGIfmfTDD9vQaOtEP4u0REX7NacpON9zcdufM3iEHJLRQFRri0Ty6UwTKPSE1lmJAxjTlrDfkCG0a52vIEI7AKRDQg1pSGtRZ3b3vw5H8ICSKUhC6lqtAYmeguXkWhYSE9x2F5QA19ZXdVTPdyMlwxG7IEy2TEiXg4TnhHZdlxM3FwGheZ1oc7cdV4MHDqxV7dXyITz5mfh9hWL7HD+LRA2upo0ghspmJfGRljijZ5Az5oyX9mz3tmeRuax48tb0zGOH1lGuG0YAT4Fot7g7WlADuY/OBLhs0BZVhKXP3bAdA7KKl/ZWdHIiEMQOCcELgTxS3t6daq7W+LMu2bUG4m8MEgiK9Z0iZeO6fBBohYZWYBZ9M9aYWDdOwsK7iwXJbq6NcLsTmJAslN+8e7BGLm7deyFrUWHZZaezohdFGuTt2MhsGhSPkmq8Ueye/14Ty54qdiCikpZdPrtrm8eCJ+EhFv6LfH03NybB3b98+vHnz6WfPfYKt6/nhsizbD7Eu71uz5sjQ4OHatsRRmruyRJa2e+6y7GlVR6aPDB8g8nk4KFdZDfduImnlcVEdGY9uodmCR/ZQAgqDYUMWDZMYsTPDOB1dQB3jqNRKetIOPIYjcpDFD8eTpNMoTWlWSuGBIyCGqXJ4lYI4+Cpj+YT4CE34Z1NtzaF+PoHjxGSktWWQEE1IGUIUkeNo8KA7S3DXDGEQZCBXx/eRQYAY81q/qhjd8/8cnzIC3hWhYCHE2SAl0snk4a7UXFQcTJUa/bbgaeWTqgR7yNvF37W1YXItiUnmjlPZvdm5DnCCxq5BQhUiIW5GoUWEuNHhLpA0su9RSqAoJMTjukFLL3YgrFNJd7q7xwmFEQyDR99Wa7as28OHtw9vX739/pvlfH959856n2tt2/rJ06c/+fpnf/mrr/9UpW/rtm21zL05Qnq3eZ6a9d57JkSIqFnG0o3rYK3HoyQ5EU3b/Z5d5cfbZIidktaf0R9l3Ko2wpyoKuWmkKfee3Z2rZnNbsBmtm0tAEpRSrjBtU7lZppL8i7dyFit+0CJ0QnPtJPIQtxKkdu7UykKtxz15sqolMIRQe5jTDHyvsQNWWAhfC9asryge1bJaRDxgFUU6UYPKXlfau8twrRQS5GQvjZVqqDWWmuZZ9l667tKKR/z3LRkSEtJ2mikh2JYsrJEKrJ3FfuiTKeb01QIS8GEtZjmSnKqBUKoBvXwcjxKKIvxms+YeVFJEFdWMlJyYd3RKYJuVCg41nckM/uDCGt60pB5un2mWi3j2ouI0sOt+/5O92XxiEEb69ldgYg1WYmFUkspyqLiYRSqinMjxV3c2JsT5f7+MtX66WefZXmzlnKCnxglHxnReQKjTSLlhNBnGWl5NV4nC23ctwKaRfP1nJK2y4Nfgta7UBG+4REgJWMQUl0WnpuO3G+giIyikfM0i4iqzHWW00koWoqqihQtJQDVlHlLiGKeRYtoyUMpMw1GC0YJmbDPtgOwCIz8NQiLjwM4QxVimEdFPBD5UtIB2sxFpGRKcCYhZKACWYCSM+2cZY9hAAPQPZo0ibVkhmliX6n6SJl+dIniClUGHd08n7K8eLsGgO4Ot+ZuSZtNBG/4IP3m4RktjmB2jkuQhn2Cmgx7HvVuclkgIkpowKQGuu+Wnp1hFQxneJEpcpDvAaGb7ansMDN3E+89gpprVjrY3ZduImJx8Bwza8mj9VJCSmrRo8NRWEoZqRRuqmPhnHYmhaZ1LwZ+bWTU5fSJ8LQ1PSIJxxWcP3g7cZDLR/7dMALmxsCt9RChSq2azzQGPn/EXipcwsL7JOqgAU6AqiS8jzhJ2FEdIomOAMMeZ3bGbpkeQTeP9jP773v2iXvYbUn9/LggCVS57n4xVJoxjLwIV4HA6Z1E2BobGFXcp2jzhKIlIpp1VUGdNoMZ3LE079HNQhEKn8CJmCUYPaxlqdO2tcXWpbjo7axTmcPNzd0irHtGFLqbW8s7fk8yTX3SRzuMiG1PmBHVRz1qkLRsb/Ztb5YyPNAZWa7oELfnsyy7JCH9gSNSige57xrC4DmdAZ8+uePd7e/+6S0vH7y1Wqbnz29/iL5PN5umSSkjJWvcxdx3mEN0lyuYx7mvZq5HloLyES8XMrKUnaqcpmPIky1mDsSiO+qYOyJCKSpEDsvHM+S5TknB00C7woQlx9LBKEXho00YepW9hk7BBwki03jgbohEsgpJuI2yOO8hPpquEY9vWT6iAh9r9JK+7VSrU+JqaMqtWji7QhRhZhCNI4ZICXjRcvy1B1npIKQeGsHDEvFnzsv8xO6BcOu9SAjiNE03pQh5btG7D88PhaLwGCyrvAkiZshT5fNZZxXIdFtbPfP9ZluCj7IG9eHjEiGYyr0goo7MwjFJS7IvIwBTulAi1Pbw0X0bkMoYJ6i2HlcSEYVUJ6NHb2FW1269bdu6XtaHh/PLV29evXmznO+jL/dvvn/18tuvv/76Fz//+c9/9pPXL1+1bWP0y4cPMnBV0fueTlqnbevuISKOxAnJTgwgHccKKO2/McKP2HvPWfY+qpFEGRx3wnDwdNva5oEy9hhhnt7f2PurEAmScynaE6gztjeQAHCqVVUA72ajABdCxCPcEZKUqjHprEXnuT55enOaJiJKYTof0jmUI1zm7iEtsxGqZQhqoSIC5Nqaj9PaI2Lbttbatm3n1dy9tSYipLbWgFJr3flDpbfJvZlZ5tVrRaGL04aOOSuYkXxViqT9yALYu8qEcqpc12AcmwwRcS2iCdLrqFpuThXwaS6i7CKMw04nH9uvIyVzuV1V1W3bzCwSfuMOIKqSIoF9zSsiwiEEjXGaFQ0RLUXrNBr48A5X6lRGt+ZhZg1SFGjdq0h6gnNtRbCQdapK1Kn4fsJomYQKl94D3pfL+vbV9yJ6O9XWGoCHqnG5xLpoQFV7kMJE1CvR5MljuaCISCp2Rv3bg01EtEx5q6gWkqf5tK1tnubbac4vPStpTT3MXjtbbnDCPQzRCC1a0B7WdV227T5iOa+HmgrYC9sxhEGjxzT+tmmaSimS6qH851hkOknRPERUy93Tp6UWURWtpVbVScskwlp0zEcz5pWiUkTKljQ+GXW+236ojMikhF0ogB5m7iJi++z7GHCEh+SIx3cSdqL3BnIsxnodkq+uHQQwILBjWiwp/Agg3PIftc0WRqio5uQpLXMs1ELRefgbxdzHSyhv18E1wY7uHQUj03sISEAFEy1JIciA3F2MmwLixbZd99jpTBDGmCloBP2kYogQdUIgbk5ot+4Qg2dmnybTngyye7BZchLDw7qNhoFXUUry/TD2GB7dIBHHhFgjobg5y3vskjy8kvsDO1rKUakr3d1tPIxhFm5p/tOpzvN8ZF7nnVYjCKveNTq8l1KWHg0CmULqoBjv+BTZZ0PwHGCr7eCyY2F+NGNkGktkl4yPtkqTeehjCjCycrI3zFSl1OHsa5D8YhARbimvESDM4BYa5/N5jUi63TzVighYWIu+tW1znaY6dQ+xVYOlUoUlpJKzaKBnOFaAEWbg2vsazbT4UFjmaAwudLfeek9soYd3a8WPE+DxG21HOY0zdkAm4mrLzlwT0fEqzL+hR388SMwwE0YUvYq3JP3HeT1lgAIe3Qlj8UViLuXduqjI+3dvLy+/C+uA9m4/xHllaS4kAAAgAElEQVR5nbW9/5A6IA+3Di1i3YcxwnqqDHYv/1U8J5J7sB2U/ZGBegfhlrmIW+sY/vsUt9JGoY4RfhOpi0uA7hEIAHEb5L5EB1kK5ULGXCxkYE9CqLv8awBbBQce/Hif7ceHW04K8k/Ix0kI2RMkTOw6Hx/kYGIflpQjcnrHhKSiOmeBg2YuQmaqZYDwcIin/HvfHoXsg/sDP5yLQWGOdGKf58QxwU0qf7iHG9zpLWRgzDRzPiK1iJnfQ4ZbOK6j6giTUER3tqZBqn2iRW+nie2hNWPpjm7NQaEGQkPcOsLS7lpFzOno7gEtA5wSrXajOKFmPkv1oz8OwEwk0DsFdnlvZt6tta21bT0/0H1dHtqyLA/3Zb20deutW491s7f3lw8PZxBf/fjzf/03/6X3v+wIAOcP9w/392Y+T3MaJZetmyMVKMuyitDcHezJ1xHuWcp098yzFZGiCviQIIwKey/1IBHRm6c6ondLLMaOvkHvfWgUxSIkyB7tANTspx7cjdGLgiVTG8ZhJTKI7ztDEx7hYeZs1nMkm99soulqKU+e3BYVldw3Rim6ru7ueYwSLmN7ONCHrcHNAw7Rouk6voLwUrRTJ9FSp1lPt0MwU0rJsbqZ8QgmMOkbiso/qLjZ7d3p08+fZWYWqCBT85PTSfMIhHW3FNpHeM/kuKEi2tskD4MgRFwkyuSFEmYy6bosFI9YWzuf6klgHsEY407Z0d/Hg8viHkGBh5mv2Q/mpRCRLhaGqeb2SSI8ugWiyJDbOzQoVanCiJ5wcZEoZKkqPS8slDrPxRE9HGrNXUApKqERXogyKKBjlq+qJJTqHkRhGFlqEQ9qYh1FgKh0uTnpzQ0szKNQqSJ8Et5UvPE0CAs+JpZDNJwzuUBYNN+ADckqJs1CwW+/++5U51989eNrdbJHTxwSCJehhFPVonWU7BiKIwKhYzWnpRQtxOA9IlDr9HD5cHM7JVua1qJv+bV0Rx+zxMGV8gCEvVsaRscaDnl4y/4LaT+o00RynmeTk3toUYpoKdNpBvIrVVVRZBsgWmtujdLcgFTfF/3/yHuXHkuyK0tv7ccxuw/3eOSLTLLIrqpWUT3o6u6BAKmB/hEaCPqzEgQ0UAMNBAEFCKhml6rJSrLIzCQzI8LD/V4zO/uhwT523Un9hMxRJJkZ4Xmv2Tn7sda3IMNyMN43cNUWoxSTFtBdnkADg3WjT2YRJJkqzLBcD+Hu1Ttwik9zJIjT4c7pyABrj548ER8OEQBF5uY5YvMG6m8A6JmZkyOyTLGJqDAIQhDROZYgRLALB7jvKOAsAXrz2jdWJh1lLU5TwaoiTZqbJTlnkA7TPhMpx8h9LcNfYTMIIghEgFmoiQ4XVRlVq6Uv48r+1gXDPdPgNNiIEQMi9ryNGYHZBFDGzR42uIs5RCwD9VsOhqqf6xtkcTdkWu8iVDmy9Y8fbKHod42OykoUYStjAa7RtwwnSZJEevg+1sMt1ocQxDru9ESiGOTFFpNnuxkGa6fC+0AUu8Vl55wgiSKj0Ca0q9Xdw3ovi2zNLhnEAmVWUqT06EjUfhvEi+VmXYSSNNI803v3yk6rRq3wkgNv6B97+bBEmEHq7ht4AyLYkr33caEU7B/oiS1iIwqmJA54uM86ExepgkrUaWattWOb9rkMwk1kj/S7WQvihiwa/o8/59IwOOlFqT4wSMFj2zTiUWsiuf8jxbS0vp2Oxw9/7J+8fSunCeHEmoG//4d//MHV5T226/pEDIpUkeguwWEujdyCKQQU7kUREdm5IYAAKreFYD5Hvu370syk5ASpFG2n6k2uLUcCjTzCBz8qy4Iuzs9fKKcxIQcqCyoUUfjg4UsqgdwAkhOE2b2Mc8MMJ6xUBp3RNI/OjXkA3Z4fqRt45P8HbHqphdqH3Ag34XqrR+hXJsJNERNlpHjOcCeimZsjUWi8jBqWtrwRxINGlHjimS+ef+r4vP2EuWOjPMMJqULSZk5HZvd4WlZErCUsBjy8IFBZw9JMERJh0kNQrN4350mELTN8pvz8pHdbrh492Z082cM9QlMCJoLT8Xg6HTLy4eny1P1C3aguFJdwDWN3s1UiLpfFNr9el8eHB3ez5Yq0bb1+fPjg29q70X4eI0OQb+7vj4f2i5/97N0fHlNpamdpE7fjU89v339cNjsej0aZIrZtmdm7R1Amm8OTV8vkFkG3DNoIiCoxs3DvUbtCVEbCPq0SUNkY+HaAFLLXcvcn1E4pisDLTCLC8IhAkAibmQ/MW3pxaWqLEP7sBwjyCHcjEuYme+lvZu5eQ7wxPyCx8Ejaukckg0H5i1/84n/42/9wbvPf/z//17at1ESaejjC04kBnYR5rJXdrUb8u5JgNCQRvSeo/DqMqmTc3QxkY6XZKvsJO/dTCNnqxvJddc4R9dNPk6pmm9XMSkyoyu5jxLKZDefz3i7XvTXE41SdQ2XQgjmZeJpVmJDo65ZGZkjEb36Lw1F+9vMfzdM0gqCtV/Vf3sqqOEXEapzDAqD3bmZ9s9gjcDw9vH5RZlnQVJZOrxdQmrrnLNakg4VFMp3SmcCxsbA2kVK71pUbSXCtnNEEpxBCmGZhoYqRonLnJsYYspocgFbri3U9HbZK/kxoxRhkJAsV5YYkyBPc0xR9N8Nltf7VMlLptFMpWxsVCxOTW/BE7nFo58N80PM53Hc4Ru42btoPoAoezCTyEjxY7KoDZOSGvo8XMwJMVFokM0Piq6+++tlf/IyJI1NFza02gSVrTCDQq/56kWMwfs3CDGZAVVV5aPEHnIXN7OHh46ev7g6Hg0eYm07TEL2MQCBQMlUuM9cafNjNalfCzKk73gq46RHrK+QBFSg2tgw3JqhiegfUX0VFRJswE6i1abd5i4hCmdokbVZRZQiiMYPa1I56/1nD9EY1STrRU/Yt0hnFN9iTapwAYpKKyWVEJoVNnBNhYnymDpYeuYRdeizBzkJ8cCAYJ003y3AhboAADVzsc0E0Jjkdt8yntS9mkSUpBIQtI0gipd7KDA84ARaeIGESLgiOmRnFkGhjZDyPjc3EzCStcpvLDZlaupZbpAkgxEnP+8MXQZjjvdlVo2EE6G76pORya0wiyGBKypyEM4wt2iSv4nKc9KefvbqblaJ7uHNbU99d+/ePl4fNllAwqYhH7qk1Y2YXHsaNCUJ8cz2VO3hvyYYQ/RYVxIPpSSQKAkXcvFoMeB31g24ARjDGmpAZKrUyd8oaGkXyVAoDZQkiLhFjVvTUhD2QIMfrExbhCQgTeHHbSi01gg3JHAFYqeaTKjQoiSMjytMgHKpMhcWkqQgHaZTcVCNDGpuZzgpkE5RtydyRIRifAj0nDNR2B4SgoYbCnnEIDKh0YlcY3sgRbXdd5xA1PMtfbiZUZuphItyEI8PdGCysP8R5uRSiIIwhAop0sn4Q9vXp0EpnyUwoTNKNhbivpHFzfewzxDH0re9FkJQuArMukSLiYVmpvGDxXsyKurxymCuprgqIsA+w1w4RB2OPutwD7l5ADId9pIoSHbiAofRjRhng9uiKQqmOcvwW5bXLy3Z//O0uyZFYgJEljBhxHIRMKUZZhIYrectEgEkyK6SaViQlRXKSKCkRSS7PB1WOFNVn2Qxe+rtHZ3krHIVJmW9EKWYWbmUk71liBZCAS3441sBUpMtMS3dj6aBO7SnIelKNTXJLBiEactaWTT1523LbHOGt8enQ5qYTEcGT0nO9XD9+//4DmKxvsW52uW7XJ9hyvXwwy6fHp+++/f44z6/v7k5zU8rXjT99pV9/d23n+Xw+n8/n4/EIxHK93J9OhPyrn/749ZvDerler0/r1jttRhFsrvFkVz7cWQyxkiVFJQ+DesUs79f/TRqU4ASBJLMX6ktV88ZLHyfyjt95YSR4Fqs8d241MpSqdSECFWFNSYpBIPIIMIen8GDMuRsRJpkHd4+kckhjFyQAARJ+4VsYnISC2IVT5q9+9at/+odf/uIv/3LZHk/nllqezEL0Z+8G68Wkc/eqKkYx6l6anCpeVQUEcysT29blmW3KlEGAEUq9Y5kZIWMGFHArIj8N4MNYoKVIDZmEs7F2ZqrPYuguSw9bfrsoWHAKN1ISIanhJaWwEAhSMvrIMHNsWwE2HAjAMzsztdaOx2PmnC9zPyiYOUffRZnZex/6ThKiEiZZ5fpEhFuR3sqQFDRS9OZls1/9+h+Z7Edffq5TC3NOJyC9k1KZzIrqUW1xDYNri80QThCCKZmoqPC9m3t0szSPwWcUMwN7myQo2iReS7Be085MD+Y2GOUMUvHMqY/DaDhXimbDINIc4wzeh+mUoCaChCEkQkHUaqBHRKT7sx0RZVAWKVGMIAahvJ6iqOoWeLV7hcPhZgQJODMHaZhxCtqptkghAm6YWq2kckQ/av3Qdcyqaq1MPNMDhGBgXVfupESiTOnM7Lba5r/+9T9Pf/Fp++STZVk8IubDjUu1Wo+IDIQFEfHuZosIVsE+gQen7H8RpERurTWKYJFD44lzTxeVm9EwtvECLukGrO6ZGV527cwdKNQ9F2erbjZcEfen09vPfvy77x7/5t/9T//hf/xPc/RSm3Um90igaNFFDS5MjGKMryJDMyitBY5NTpN+MjXR5uDFcOn5x4fL5uS5MTSZZ7d0Z9DE1ITYYxY5T01ZCCHEfZYOoG/mG6hlhtdIW5Ag6FSemerwh5Om1ntpCSA6wohZaCLmOhMG+SCSpNxDwrXAAtdWhHfZ/87Y+BMYy4vwilsGFYCsV5J2cATnzT9GQqAIThfKDJ+EDtrentqhtQPnREGUqWIJEeA0IxPUsUWPXeyxV9400PHECanEJWQpNKrdqHSl3VWVY5c/Bvs30Qvls0ATBLDIs4i3wDCsNdEo4WJl6wz5TpBVs87MTM5skdjTWMdCJbwSDsGczGCJDBehDOu2UhtXEiEiw5NVqqoXUYPXDqXYDbxbPAk5tQpfomVZTsd5XVfKFKBpm1XrQLDukXk4HMhDpcwP/CLolGIH5e2yiLzh7PKlTeOGzdg1unj+ekcU+lin0XOyoRC14+Ex45tvv7GH7w7zrO2o2n6IdblbRPdJxC18Wc6Nr9ePp/ORKS5PH9BeEZOqultmlOlnt2JjhyLh5RO8P5+UQPOrAALM6EDUUMJzZMdEGIiR9e1rUFpGkU4DyXC6WUUqKIoJJDKeNRhFAV9fAMCK0zJydShHs181Au2BmCPuLfYH5oXP8rkCHrka9HJufTtlIsaG84bWakweKUIzkWYoruxPRAywBx/n+WHZSBSkXL2w3M6pvEGIbvgXes7p3If4iYyonawyF8KJRZ7/DdEYAaNKGQqvfKGI4RmQkk6mFK3YEk+BvqUSmEiF3BOxTRxCSdlRYctu3vv1eqXw9+nW13S7PHx8//Hh/dPHS18fl2t327ZtW1bbuptFrpm9gN6fvv703/zibzhcEKdZv/js7U+//PEv/9u/bGa9m0cIc+8urOvWmXFZ1oePtm3mHTE20mjK160n0jbbtk3yFghKEaFK7kZIpCOdgiBMJDfmmYiwqHtU+8XlCn/OsHq24ke5i+qULLZiPJMK61du1q1rTiP+cJANxndplrdIR4wQ1sKWlZ1hOC9HwDFLUNxenCwHPpEPXhGSII0U/O7dd9/d3795ez/Ph6ZtakoUXPYx2gaSjUi1ReaoxSNKEJm3fF0aWPxnpsRuyqpDuaoXVR3ySB8li1lRUlKJVaUeQrNtXamHqzTh2cKpd3cvgh+DWaUceDVRYSjCCm/Mg+M5Ym1rt1As0dpcIyHEwlofeA5nVnr0mrZPk1bBvYuucSs3wz3dwr1M1yqqkyZrzU09S7tR8ZdesA03Q1RqpAvHYW7z4RDpikpGmmRmKU5q5XDx+BCyVlK7rZEL00RQVQJ1MzPvvWfEuvZM7j2W1T3pen24rsv9XTsc7j2D3JMjEO4upBRcZtog92DqNZ2oby2ftd4lTXYjeALuhR/kTCDAHKJGtDAZScYufN2BT1YebiSnV6dGjBKmIog9sxzS4sO0IFmG00gG1wxE+TjL1ODuNXNpkyT6CDtjJsAjn5cmOWh0ylJzvQqDY67GIRDOLDDTJOJsFDpNrCpTUxKdWmREGUOZzByJ0GEjH28QqtYKrycp7WWUUkUId+tfffXV3fnuJ19+QWHlQBACs6gIC9/QWM431QnvguTbJUNTpqoEKbEIqaT91V98/j//L//r//53/7e8egPrZQwee41MuFUyquqIEOIBqkJEAW9SEVP4HHmvkwhTpgIHIlXl+/uHa7+Y99gAndyL/T8p1/JkEhJK5RBmIaboQnRWylkT0nskcxBZelBGOqeD4FLiHa5mLPeCqqk6MRGUGSBh+ZOUnGEO8TFPpbyZ0/Z1eL64N3M3ujybLQfXLW8AzJp3oSSjTMRIyVCkwBHbLDxNNIk08uN8UKHe7RquBA9feqwB40kSp0lZ+ePletlWbi0CwlJfY/0Y7C67bZQphUvkHxXERml1cBbrcziJMRibNGC3iT8DP+KZzDhoLWCR+kOlcHI1qSiNkICCsqbaPHhHpWllokaB8UeDgiLr8QFlhMlwrNccyokmkucz/pYRNObuUdKG4likB3PezZOty0EUSDP7+uuvl+V6PB5//OMvSenp6elfvvp2Ohy+/PLLdd2Yy7WZhMqN7TufB8CYJw5jbWaM9L8xrn2WET9rWmR4oF8MJbEHgfe+8bZZ317dnfUg4R5BAfwQ63J2gjt5CFw5vv3dV//y1T/95c9/ypT/9b/+ly//5j/+9V//9bqu8zwPZnNp8G7rqBf+yFt58SK0aGsqQqFTChDeq8OqAILUYVsGyNM8mIQdachwD3AWMkKIooZqdSmOhe5u48t9Ql8gBxrBXvQCtIKxtSzJSZ0BtZV+yVp5Ttml3ccxfues2oWfx+ohKpQlZqwe0JUwMUnExHg1xeev5O7u9bba77/78P3jh3M7dNaAEubMHFOWW/Ae80v7Bfacgpew11tEdo4ULhIpCfU4BUbYM3GB1TOzjtPxm0cgQ4iYBfDI3JJWT4CmabJlYYSEwy+0fIzlYo7rmsva3z88vv/++wyPvobbpPLu3btt24jjfD6dp/ZPv/onnQ/T8TAdDm06p1IIxZaH+TDLbNz61ieig7Qt6LsPHy0yAt09HKScrIuvaXF3Oj6u/eGhczKRlsb387ef/Lu//av/4z//XTpNQRS8IYQFgxdpKA9THRs0Zn4FVAEXYPm5/3JLYkqmjOdJedVbY97mtY9NVW2tTdNcSfX1t+WIqlodPioPAkd6ID2CIBG1uq9ZRUYC3RPh4chh1qyZLhHN8yGJ9uIfGZ4FXgaLsKgyuW/XInNP09TadJs91WAbwNQmjIunGAzjinT3WvAPNU7ujSmxMNdkFACzNOa5qqXyAnbbtm1g74PDE1DhUKHirOueBIoBxYrw8n+kSF3LpRbYdbwyylp41GXsZoSitO8p0GMoG+nhzpmk2lSbSCNiFhalW9sciPAwt1uGZdbwzwpRX1IepIdXZTZJDb0KPxwFZuWKNQazoDOnMyckuq9aLD+uvZ3yFCJoFXwXI3lj8EzhIASbgIhShvcumJUoWUAM92DlTGom86lF0N1Zl2U9tHx9NwHpTinBEmamzBJMnu4ecPBkybfK0seBOdZrjhSiSWWfRBGpEuDdt21b+vtlWT55exKRGzC4erAR4AKEeZg/j0IJ5hZBLKQEz0jh4k1QRI5+iizCzcK8b48n6UEhkt2tjKQAQsb5bFTz8oJbJ6UVx42YEHCK5BThxlJ5W3enOczXy5LIAwXNMx8OTTWSCrcTZoVu962zqBJXPkHl54oID9NdZGaD3phu4WnmESHETbSpJmlUmiBVYgAFF+1iFDSFZIzKnoigLGxfhgcBjB6wxdE9wrdYLnfn9vbtqy9/8qM4fZaEzdYEd2JPiQhhzUhlmrLkdqjgYsFwkRJSE1PmlK7mV5gkq4BSGugsLTU5cEU4sokwkfL41pDoYd57S5laExbuSzLPzJinbikxHugt09JW74JgYhWCaJm8KrG1YNzKEhLbtsGNuVItngXDY7g7QFIvRluVQk37vOqF8vhP8eV4MVRNYcnnYR+AEIDCOUMZM+c86bGRIIRCKQMagcXdB1eWPdOclnU1cBIJy9x43cKs88REZbwc+yaEqYgghLKNqXAQiSNBURcliKMo0cy+AwSz/h8R3vGJuUOObjR02m1FNSiK2FXUXBktkDQtCX5EeogOrjN2CZYkk46TbgjYMgahYmdqDa4JoqnqTkGRQXaofN2giul4JklQZl6vl6+//vrx8XGapmVZIuIPf/jDz372s99/8813v/vddH9y95///OdPj9eHd+9P9/eoBc+wK9MNf1my3jpPxrByB2fSMMjtWIsyw9zicUs5RrucaUiAkZnn82npT4dp+uLzL9QXYZraMYjxv/32h5f32TTSLDcu83mS8PRffvn/Tof2b/7tvz9/8eNluxKzbb1WGkAOVWRGk7muivo+fKx+6KbNDTdRupvkk/vTQSltBcgizYNEZ9Xu3j2N+GlZH9elBxmrkDIpqGWuyNCsR94yAGILyqQAdI8culmLx0RkoMbJE8++BELGOAiqfov0/S26AZHiluATt1j6jMFDYoyoeUBYxFO4pDVOCCUIG9t24Pz81f2X9+1Hr+V0d/bgv3h7/PB0/f7Dxw/X9THsybaeLfpEIh0JlrrfuVKLCtZU8cDg4mPFzd9GjPRCUkU4grzeAn6OqCOklCGXkWEtqEWGezAlUhMS4Xntfdnc+9L7ZU3z9fJ+2x4t+sfHSywfY31atu26eO/eWD99/fb+dJym8/l0/PyzzwLRrV+uj+Xd/Obrb+ZP3uirO7QZ9eapqMhE2oJTubWJracjAtel982BFHDlkpk7SwNyswrRK+sQmxMlH+fzZ599kQ6zOE5sEVlcH6aEFwYBtwxApkDGkFwUmykSkRlCJIRMh3P5ixyZTOPxoUikp2stBzOFSFVbUxWep0bsU9PWlIXZmSI5sqnUgVmaiJR96VH23J3z4zZqqXI2V9JCZcQgOTzKTuoeXF0mwIjM3Lqd9Phh2TbPq8divmzbNKmHqRLBwz0T7F7BToXnLg+fCItwMYj2FpzymVjGBFaR2iTuqFkZLW9mRsk6CZzUit3G4ZGclibK09SOxyNXdg40fEz+aQxrEsQ3VzR4mKi4tCsg0uoNmEDKzEwdIOJpjhAXJl8JEbZ194gKkOMsf1Jk0DYyCEsHXEAJ9wDb6E9AECIUCTgLPJZ5M66B6zmpXUaGaGNIJGxzZeVMYRIKFqrSPCM362HOgLIwU0b4LvtuwzNAEeEW890pQJAQYU9ubQLYzTunO5lBdWJqSGaRqhmSwMoqLMVBSLBlRkCoCIwF9r6lHece06csTZRUirsASmbJxk3yMMl29bvT8XQ8jiRnLpEoavNY50hJcsass8KTIyNhHh6x9u1m56HE1A5FiQyPZVl+/4ffHGY5390Rh6eXlLFm5MwlclUaDmOvfc0wsI27mEHBlIyOdG1CWIWCeQNzxlUpJ4Uwr9uWSNGZGKNlCrK0StYqYBSNnKOyk+7z2HoCSYYuAsh17RE6zzK1HMVlVhW1kzy41JDlNRQd2Y0ja8zTowwnPdKQaOax8GrbcTo+XberwxzkqakgjqQkFc7uTgnOqvygQRkpFE1QbC/GLcSDV4sWYkTmnIllfbLkHiNVID2kcSbcM9OGpRUIs8UdqxPywFpsVEuYp1kGBgoGyRSdEq3MnkhWiSQraScnMSMNnpyZ3RzgNo01wahC/QXqPV8O6lD2z30Wvus/dpjD4E3mDZtWNa0PbcOI8qBwIVJCozw2Oc+qiHRQRpNWLK1tM2dSUaIAqyopyPrmHat3Zj6oXLtTRGQvS7YKeV3kHiwkLJROEUIpdSgDXp9IWo72g5IYrMnUzSHYCrxDI4mPWXJXdOzYz2KHp5vnWGI905tv/teSt5dnz4fupxQzUfg0ZEoianIUz1mENwfcmLi51Z8ewCEMANJlZ2ZyCfiSRcDMf1zi1dzWR//v//qvHh4/ZuLV+XQ8HrfL5V//q7+c70+//+bbw3xaFmPVgQ26ZS0SP0eF7rTF/T98UO1vD8SNnlOL4xHkO/jle7x6EI+WjAnpywV9u16evvrqn+P6MLeWyfnD1Jc3im25EDuBm8hxPvz48y//u//4nzbyzbdkK1FsJgglBiiBNXs6uVeuT1TJTNhxp8EgAjkNWYFkcO9HIQCb+8VMQK8U7Xzkae5ED5endx/zcdkubmsSUXMoxEqRJyV3FQXg4ARHoth/lRs6gnYxQpUrmehG2LidDDzi6ktgkC+0b7nTb1/YV+mmkhtH2QghS6KkRpoRCGsC9uuUfidxnP2T0/FnP7n/5EAaC/WNpZ2P+uXh3j89v3u6/uGav3m/fvOwNJpW7zlpD09QYyFPIjFypxCVVjEio/kkJhbmTCeujj5UJBEKtozowUjlCr9NWJ+UnImQk+fUMzPfLU894t3X3+Zmmz9dtod1eVoeruuHa66L0PLu8dtN2hrtfHf36tTaYZ5fHw+RE8mPPv9ULLNbAw6qW+9bDPGYsup04Lt7evuG2kyBJpSSKiKWrUd6bxwUIRmcqBzM4sYUkKdTZd8kJRAjmAxUKEj69o/vfvuf/+6ybCLKKpt3EqlvozSat0MgE4GC6XkdYjfOyZjNQQihUEurhGowgero40RaOpsdG0UGmKZpAiHcVKUMbyLMIk100hZJvnURqUqgydSUkZ4DlTX2MEVO3NY1PSyQzALJRO8GRGqq6s27wME8iYpe1ms9d+a5mDs15/bh6arfvf/R55+oAA4VkabhtvZANyJPYg/PCB1uCuxo9WTmJEkeZi/lwVX0MDOztEyfDjOiwF44zPMNc7YD7Oh6NW6tuydinubjfNRpFtZweKYlzCyTEKnErOKOWjqoAo0AACAASURBVOYQl6R8pIQIc/iYN5v7lpkeOp9FWZpWbpP3YCIVJaYkkLAqdkYI/gz1qKrWPVnmWbfew7wyvaukZ6LKylFtRWoChSA5Jd0zjEnNEciI5GR4HFoTqdFUhPt2AVGU+iKK41BzcxotFFiYuOiUkX65WpWoorBAOEV47926u7MbrMMdViUxJaITczoDHETtMIkQYUIEKMw9bzKdrJKgWIIEiNT9Bk5UN1+zfALxLG2mEdpgfQ1kIJlR7EsP3CpPopK7jQBHBkeAOjRFtQZ6EJEmEzOP+bp7k94at3l6/fY1N6/A84hUneZpVpEIC6thDVtNtWvYXyEmQGV0q8BsifDT4dhto0Df3Cx+/dXpPNMnr0/EvNnazUjFPXo3s5yZ1967l6OXR6YtVf+17yFHpnByQb8irXtTJgrmFDKP/jIbDyLYtxPPOdPEwmCGewLpiG49Cw8khf/Lpkx6mGQWmSHzkpSW5KP5oSEFrtGyWwQRsRMSiiTvyhDQDhnSYF6hvnkF5wbhYbWl9xw1IgPYeiFc2T3hA6ftXt1iEtFHaCFfAK9n+4aSAeAwLiRMxqHp3OYecakyv4CLlKqkOns39wJ8gSSJwjJEkqWYCvmn8vHKtE7OEnbjFrpXB0FNm5z2mRooduBB7psNAuD7Q44scj4z17/uzNFXZu6J2kEGIT2S4Bkjx6E7hI7TRBzO7MWWwZAdiopt25akTUEsRLOwUkgmUTrttiIpTq1sno5MkLs7Upl8ZERUcu0AzAgVi3hPJkE2ISm6YiaFiwizjElB1Ll4S97hGgbyLlLdQ7AqMWMPLK3neMTTgpGijEGpCgbO5KqirPUmIKAs0zQxa9Fj5fX5zbFtl4e7WWLT+Xi8fHj/+nzeTo9H1Yll5naaju/y4whvDWOWFPZAJY8+OwTw5wX60G3u7L6MZOE60N3T3bm2i4SM8N2q51GDLcyiF7O78/2//dt/n+ujb2s4rmsHfv/Dq8vNZ7c7hCCOhLs39w+wORYKn1V6WriTYnPydJAmMSCVzzpkibtRsSa+Y1JdGjKdNrcPT1d2u2uUysJUtN+t94/eaTXwk4NY5c3xOIlOPR47PfbNbGPVAcodkEAnYsaGIEZ626fclQ1R9GliZkkGpVeKDWeCYuQW7VmgQ731jF4FMY0p5ZCRESdKoVqMrxhD8+SEJAcESCGSsHuVz+6Onxzo1UR3jV6rTUnghuFsI6Zk0JvzuR3oeLp7fXr8cKFH2/54eWRWcEsryCwBEBJCreXBgFAFebqA3NYmZH0r0J5FZFIj6tYpkNG3ZQ23/vhu1vi4Lk/r1Z+WuGzX5fqhL90MSz+ynu/upyO/OUzrOeR4PopK67/89ebzgc+fsKhIkipAnDSxmkjvK1EelDvC3cpad3szW5M2Tyktuu95RAz4KJcjGw+EfCbv6Q0Vlpall6hDbtwB4Ulxe+e//vrr1tq29dP5tK3LxTYCmIYV73ZqE4Xsuu3Rce2Wr84MLycd31axpcsCDU3LS/2VmTXKAv+Ve9LdnTzLSxTe180yLMK61U0IIZaq2wIJqgq+NSa2Xn789CxlQ4Z76ZRU9DDPpUjhAmlZT8nNfTObpuP7h8etRzfzCJaDyAE8J2HrvVReMbI0lEQK8uBhWyZ52Q9iUGOjQiCyorZCSD37uhFBVVSYaArPTIRTuhknRQ5ohhAxwtMd+yvFmdw7QNRhGcggZ/SewsyldwwuykhkhmcChnDzYR/PZ1k/MxNr3zbzTBoZGJHsxI7ceq80++7BmYNHfsttjQDQWkNkEiu328pL9s+fAWlSTVqEo6o2AhEdjjNhdvNYkxHEmCY9niZtPDVWaUxwL5o8q0o1fWUTExr7N4+IsKiPmoiEPL0QyGbuEVs3Ajy9TXrgeVmMJVlSOEtUvSPHRu29LDZNKqU7xrA3FLZcdvZzZsKHoxeBzGAmaY1IzDx8YGqI+Xicj8fJXTxjs6303CXrL5wgkzCDZUwGVTQTZkHEbt6rbYrIkJG+aVHrHiSHZ8mVdiY6VIVZI3y1LZE8YugdMewEJfGiMhtJjdPicDiosgrd6ck9+tLdgplE5XQ6SmNp9+u2WrioFliRAt197VZ8noiowXidnFXZeKwVeJwB90TS1nsmjgcRyTef3AF14Az8Ie3ZovUJt5RIj+y1/62NG2eKWkR6OCUTsTIdpmmxNWCqlDDi7LEpaNcdUUQycWaEx/AiQojYbx0KQ56J62D3zd2s1wp6TZhI5J5kXuLMHCpi2vnQntgTOZHhNTodclNCEjwiLYczingsx7L6rtbAPZ32NArZLRo7AizhEUhzZwrMc2uNX8j3b8GfNCJkQKhU7/L6QTCGYjfVysiH4qzhc/1dRkTvpNSUM3Ox7uE69vBVw5JqNTKlNaPubl788+aMZHfAA1FUqIrYLra7cHiM5WlGbZqztPVIBitFm6jkRbEj3HoYIMHhER3TCN4dKW41iERKRXZR4nYzQpSLTbi7H5G+1yH0LEm/hVsNOStRRTQNFdYYFzJATrHjrVIAcpcyEkXMqsdpmpqqihZOo67UbgbjZBVNWCBmiqPgCpfYZklFf3t/miTvDnP0BWETU3onFyFkWhoDTPysTXr+0l9kuB5H0F6VL3XFRokplbi1dq5cIqYesbmBNRElZkPmxcDz+cO1/+M//JK3p9OkDGrT4Yc4L79jeiN4g05udzLNdzJd4jX7AkuEExvxdb2Ap05q5B5Z2jhKrgjkSoN+GbyCUfHCkkQ0khZPyYxuwlwiKg84PMmYxc1Qi1SVCZiSD4AQLU5g4uQSxu2ZoMkSlHm5PR91kO1S7wyrIZQW74miAExeqtXBVE25fRQURJQVcMKVs+gUJJkjWzclCa30h+6KlOxACKdmn2CfH+Tnb++P1M8cEzsvTxuD20ScxEraVDWiS1iL/OI030+vLl0f1tX++TePtnlOFqJ62KzkW1IzxVZhEeFwa0wNab5wRL9eenckrev6/fffXz5e+rq52dPjw/J0IQJvTxTLB1+N0ruRx/nuVUxKwM9/9OM3xzOu8cVPPn39yetv//jOl+zbZpRXW8+fvj1+9olBWKm1VgEW0v3qzsCsnE1dyMzNNndHlQ3wsV2gfRcZnFSGYXD0DBTAzt1ba3tCcd5ISiqSicrUMDMmsAzhGo9sCFHVbd1uq5iajwlVAiBucvxiYiC8VrKZlEHVLVqgtt4vkIjPFNW9wWhmTyUHrKOnbJQRw6DTVFuXbl7IYSWuyby5W/ZKD/I9CUVkIibrEe6ZI++wpL11BjfVR75kBmeKSCaZW88NE1+3/sXnh3fvHmAwz637x8fLx8fLv/zuG2UQcp6aSqn1mFgywdoio0ButC+vBpgCYEHB/hhQggBMhfFiqgRwsIjMsxCjr1uPDjCS3Uay+tPV//DH98sWAe6OdbOtRynUVSVSVLi1xgN8IRNDRGwIdZAJbrex74hoqfQrZk5yyyBprNLDM9lJWSePsO7mbjdJdASz12h2ZJxlpT7zuq1F76b9fs/w1exI824SrZllZASY53YW5h6dWVWhzMzchO+OszZSJWT03qOWL97rN6GBX2dRGY8QV5/pPO7Zsq/0jGBCOx2Y0syEJ052D1ViCiCQThzK+sIFAdUK5UmSSp7hzFSRSn26pZwmEycRc6RXBKlExC3lIAGwj/9ktKZNwJ3qSRjPBApZI5XKXu+VCGfQqHTBM82lmGG+TeKJWZlUpJd/gbm25Ll/KQ5AlEW4MC+oXPGIwoPW21WKBWHKgCqJkIVRhb8pMWlZ7AA39wogEnClIyHSLQQ5gZq22p/crMAAmJWZV0siIYCSI7JiSqz76dTmCZ99ek+SN/xRveX1eu6/SfGBY5/FU0SYxbYNFD+LlnjuIPrtcvXskZZIYhAH8RSRacNzGwADZbAGZ7AALiTEbEgvztTY3AacK/MrokIblbQB7AP+VNdW0bh3A0mM9e7I61B9RlnHnkhFg1U/TROV3SiDIrfN6xMKj/IQJJPnUGWoakQUaynTKMLNNoCJWmsjvuc5gJZuXMoccpZhqil7K14CPUpfWkpVGVFu0T3TIzWIesK6NdHGEqD6DUQnSS73JCXZFpuH1wM2aKLkEb71AKgJiwzuOFI4QyDJFTQoiWRezSt8IJmYcGxSoWxbd+sriBBBFFrCS3DdKxi90O5aIR5rmT0KdIRFUNJwzWbC6cXIifPGtngGmDJGYONt5TvEPxFgCk4gZYiFEh7KJOCMOLI28YIeAMmBGDD1kHHyQjlnwXnSiUnhs2CWZO/HRhxruh9am0XSLJnkOGd5dCKDBKywMYpVrV3QDiCvd8QNmeQOj/EgRvaIxtLmeZqmexAJg7WbL4ADW/qWYRmJtKTLsnYP0bZ+3K4P73Mcdz+8uvzg22vKv7g/zJwa3oQObw6ffn7/tK2kcjzeX7p/8+Hx+8UfPYKnoiJRMHLgopIwSo1aWBasq4pz1aDsjjViUiG4gNOLPJ0uzOBImtpB0tMNbubB5pLkQUQHJwpXEklCFPVzz9Nqg4pIaTkUws9IHi5Y+MjsrWiJivYcVLg9VHhEHAQBQpEAZ0Q4BVrWeleqqBAWCpfoLUwzj3w9ynSY+O359GZu07YwRSfnSaUdiT0itu1qAdV5ak2Ve7dt7XFZk2iiwzG2n3/66tuPl48WlhzoLJwgM6Nw7tn7Ztsa2wa3dXlCbOt6ebo8Pj49Lstq25bmjacwayzn0/ltk3h1EuYm97/9+jenuzfzm1elgbFImnTWCU5bzzvO9eljP2m/PiEmd3eOIOLpoMcziTpiy6wQC2YK7yVn3ikfPsRt8Ntweo/TK6stIeC19B/DGK5DnRglJSSuGDwWkUqaZ6Xj4TjPW4YTPbtsp2m6rqaqvXcRkeFtL3HfgEXwLrEnQEWY+dmdXBnmCWLJPecsYiRn5W1eNOpyJSMz8yQzU/fbbe3s4UGRPB4gZDqBVSoTKzwizGrw0rs7HFTjPc0ibBBFcdDHz+DmkEhlyQy3ocplalu3+7s3W8/rss2kII4IlmMtji2TmZc1hJkG+jojM9BjzKYRFSWzD6UiItKYIAwlNOYm1AgysgoxUmkzJm2q7G7VCGeim1fQU+/x7t37pdt17V9/88fjByUKYW6tieiGtRFP01TtsaoSS9MWGea+x1znzeLMGHgENEomi94TcIHIFtJX+/r7h6e1J+k8Hw7zMYY6/DnG4vYXl06URaFgnrIzs9cghmWeGgUYKlqRjSbcpoMKUQYiuenJLLZ1yxQiVmlmjtrRA27pYTEcq8QsxOweFvBd/Z5ISrjXbe/H45H2TGoiMvdSLRfWmFurZqlpm+cmQlFLljF0LsUd04AbjIU2s8SNe8ryzIkCCUDC5Wpwd7egGqVFROTWt9YVAAknIHoLuh19UURdflERvtu2ZcAsBpqfGkAsOU+a6UAyJIPDKUkHHpdGcBszT5NShTfDM73et0SySEIiggVMpY12IoiQykQIIsyHQ02N++aXbdl6B6VOmgSQE8Lc4A4Hqs0ddWztKgIEFRk/ERuAeSqCJCLMPbyv7rFtbt7NeyKYQchwT6QoK2kE13UmUjVbeex554dkJkXMlRaAUh57TOB3k7RJIlx0BB0MWbVwAQ0LhVcWmn0Em85Z+z5kRYMMSV5SWGQwgyUzKxa4yst6KFYzESnue+VQEvFuMUQCvoONylx3S9fbPYjwzIxQZmIyN3d4jvl7REZhi4aVeRgTEhA0EUbT+sZfkB7yT1mIL+Bm43zCoBYzV479XokmUH8KB0ARRghGIJZtYwCBHlH5vDbClBZmSh8TlohaQ9ygwik1fePi2peiO8tOgTEBCYtwDxdNM3hIZQMlThOaSjBAkgJzi0xHIsIiLNzTItIzLd0yLWK0pqQBIXillJeMfCfOPB9ZY4O0cxhjFx3sOHnKCBuPN8q/NF7U6h5nRZRWE5mYK1IOAEt4LOlIUxlRTzIEY2TpmSCW8F7hEt02JPW1l2/YIy7X60YPAC3rdrlc1WyaJhFiFWI2D7fehkpnMDN2inRs2wagDVdh1AKtnF9MHIll3batT7qdjidGSOYEXjwyPQBPOHAQ7pQTxWlurz59O8vbQvn+n3//w8sVOrDfif309fn+qA1ufdsevr2f4jRN7XA86dSZT8cZ337nTyYcBloTnO7uAzvmBVrGOImYhQWZFLl4iEoIL+7U/X5qJBppgUDU6l8RKVM7iWi6aK7u58THbu8vl755ehpHhCYJF9NI9szxHpkpJLmnSNxyFvfsCtr56LJbpSubhxJUXP5M50wtC7PbgBISOLqmEzGoWaYlNEMQje3ImAifNv/809NBmiIVMbc5M1frl57GMjEpd2agzDqetvZMuHOETarWr6dp/uRep9P59+8e/vDh47v3HxH0+PHx/bsPHrYty9Pjx/VygTkjPHzdFoMlA8DhOE3aDm36Vz/9SXaH+Y8++5xBHx8/vH//ntv80DHPd/rJF0EsBWsXQXdfLKEii4eDiFjcwj2gou3QA6uFtpbRPZxFlEEwBBoJZ5An+Q07OvI6nhdbQ13HREKIEkIyx47LQtaVQGXcBO1VtdRpxsTE8zxfr5fc6TeF+q508Zq4j7Ii8gVoqf6HdPe+dW1tJ81L7UlG7Hak34KUk0uvMva4/BxYO1D9rdUvbnW5kWVEevTeDRlMJYzgukejzlRmFC6KzKOmj+bRN0ckRIp4DUBFms7ee9Vt4V2IhXlZNj40t7y7e/X733+XwcmMhJkRQVSRiXQiDg/mwSIsxVQSFemovjPrXjVccTJB4hnpQYyJRUXTOpiRUrVNwWp6htWbJShK4eN1eXq6bmbSmiW0TRZ5ua7XyyKSkypwjYhQL2VFehBJehCTqA4hEOC9gC3yDEGK25crFlcjWYK7s7nMbf7t7/5gwR745uvvqEBCL4yeI721DjXVJhJxZRFpqqruOZoOEiaalHvfKMEU3Cat3PTM+i371pfr8v7dpW9oejyfXusUFSxT/TzZBoFIy93LtO0SmjAHYH1jLr8lQ2tsDOsegYQlYJlCbBFMnMFmkcEqqjq3JrlDCW8RZsyU4eHhESN7oWixkKr56nMARfk0VTX6tq3Wu6eTSjHm0wNujiRRBlNpijysVjzMrNqqFgIgUsqo2HO7AmOwbogqXi0ihCmdoyDkyIR5dDKKTBHZ+lobMFVEuMRQQahqfaAixEy9d+Kcpqlw6U2b2RYRFuE9lmW9XtZAdh9mVvdMBjONStQ8IpAszPDq/kdIWXVAQ5DmVj+iB3l4dy/GRjX51+syo06VEJERnjPC50lEt34pro4oALgbiImysleGTZoIpBMpkgqRrjI1aTzP4cERmdwRaZVUM5yRAFkhfTzgXVVFuNIUarRKpY/xIdkvoo6IlAgrM3Webs+/KP9pOh4ABCoNBzXFkBeZ1gAW68ykQkVnR4nxM4UFxBlRybEs4AF3siLzVp/Iobdg42dM2T4mHw7cqsTB+9v6jEJ8CTXnvSqt8x/JTIooglDU8RWZluwZPT3AtU+uUjvCS2Qf5XdvjUfsVKXtZqklSznDNRyglFlFYH235EsRjQ0iG/CweqxGzJncrYRrlaZKkWxuASqElhWEn6iJlHDyhuXeVdjx5znolC+csuDnlf+YmZdCb5Qpu0EOhKghETIzKpjDgS0cnMyEyM0Nmtu6FDeCCI3l9o5bJgf6tq3r+vG6fffw9HS5JCG1Ld1/+/uvp2l6/ZYP53vi9vB4Od2dWSdRFWUCR0ISB/hLXOZ+CNMwozNn9Z05LNi1tcS+huLJMB8bla+Eui89wpkDcGKKfmji1n/729/65eF8mJlI5AfJLw9fOb0vTzQdWTliS1gThJldHzdash0OkC/fvrF8fLc4FUYJJEzJI8Gk9lzjXEjkyENHkm8WEjEJXbsjcxLnhHAtXnKLToF17VfCQf8/8t6tR7bsys4bc8619o6IzDy3urFJtpuU1IYswTB0g14MGLJ+p/+I/WQ/CHCjH2RbaEgA3WSxqkgWT9W55CVi77XmxQ9z7Z1R1dYvKD4QB6fOyZMZsWOteRnjG5gqT8fDodYu7Y7Zn/RpVSYyIhtK8wHlNBqy2jxJRVJqlVU4uTsxe0R+qkfiIPH+GCWZMdPr2Y3CC8CZpC3MCAhVploql6mZP10uAhaymyp3U3l5PNyltg4GkLuvvTHLdDyoW4eb6qGyCzvCSc7dPfiyrE8Pj9bb08P95XL58Pj0/fl8r/Htx4/fPzy2rn3t6HqkcjjMp8P0y1cvLoUIkFK+//Dusj5+8vlnmCtPNV2eBy6LNuqdLJblzERmdrq5uV9auTn6PGkpXOtlValFQHWqpTV0X9lnKavZpTWJYyD9okIQoRoK0EBOcFAhLkGkOoGru5hyyrVzw4sopeRJFBEsSUQA5xvgkeIQdyulEufeE/tZmbfyDovsveWvx+aUqJY6On5VnmcR6abl+ZZyGkDAUVKzcCmllKIIEnH3aZqXpQnzpvXEvrke05vgtKxtUdt5FyYM0Zg5pSzp2pFSIhDEXX1od4AwQ4C5JPGAwzl8rjTNR4CeHs8RqGXScPck8adb33OGGoEqU7iaGRMjcHNza4rLZSHi8CjMt4dDEU4oBpMwgaVk0E+AMULoRraAEQJkgW46i3iaHCBbxGqYI4IkU8qJc7GR7+MgtDBlrr1HEMraFFR6C5Gp9S7C5hDmCDJnokzV29NO2d1R4O7rqkRMPMFdpjLwlKmRSC6YprQnzEnB90/rh3MPZwF5Jl+GfPzwZBFSM6rDMfCT2BuqtEClmIqFUuRJHvM0AVFFTC2X5iJURw0U7tGbAtS095W++eabh4e1K776w7fTRB6tcDqThSgsXERSL0TMAXS1qwrDmVFLJaHw6DE0y2Cq00TBCJdSuLC1OJ+Xh49LRGk91kVb61MtGFwCYmZT665FiKgSWW9GRD3M3dWCN+BDBCK4CJdCvkWxzVFCuEh9fDwHhuEi0iHnY7eZnXMtlUV4gGWLue2l3UaakTH0IibQ2laiKEV6N6Ha2zDXivA0VRKXQgCEi5Qc0qIUgu2vtoOJfCzRCiQovBsxTFV7J3CO6lPp3dWWZW2tX5ZFClMlWNRa3JEyrbzxtY/85s2lH7WWzcoStRx84GV81KxME7N2vzkcCJzvYJEyspDyNSUG0LsWmYC8RERESom29vxTZlYQLEIsnlCfALNM00FIhAsgDg33iJhrkVngcFOikiI+wy7LZhbmUvaBb54KhUrqo8ogRueAI8etJJAfIwjpOUDH3ZOylCde3aDA2GNeKgFkGLDSSJvmiHOElAywxBYktGc0Juhr8Jv24/SaNQw8B8oIyJGUsXCzLNh25PFIlMEYZsMdEVWYBtZzC5LMlTY4bfzau3vzoDwiBhtBiBHgCPdgbI4jEKhWRsBT1Ri7xzQy5crV8nvt4R5h7j221EKCh5lzwpcHRiSRUhHMXAlcSmCDWJk7e5WN/Dcsr6MPeUbW7LLJZFYhIZyeLXHXFP1tr+GIesooMQIiug0wMxDMzmi9MxETu6l2TaQO4An/4UB4T+kdMd6+/fj27du1LTadHh4fHh4eX716pap/+PP3n332qX98+PRwo+b3D49gSYlRV3MKkLgjXHmDsgx1GlFEnOYZW/eSGbJh6RiIbOMcUNV7kLVeyKdSw3HuDs5DPoRF3Rb108tP/s3/+D9/+81X4fHq9Zu1O/7D//qTq8vBvLT1vCyn4wziFbR4rAO/5ue+RPOFiqFMzDMbYogpiVj5KsGLacQBpucmhIDVMj7ELQjMDaJq0a2WUkR8OABDHMpQw0ReltW7ntU0eKq1WeQScC5bRGwM47PWPKw84bqUoCnAYeARS4ZN+7VXY6m0c3dmSiW8RLArR7w8zDeHqTBPRYgsojN4mk9BOC/l8fxYi9zUelvkIMB0d+lqfZ1YBHGaa1AQuZOt67K0Zh7v379/+913D+f13Yenb/78blnMtNfAcnl0tyD+0/3HmGebpnp7IqBWvjnefH738liLafvizQt/cfP4+LSarTenx76++PTTXgRVCC4g1kFimgYVPsxdw4n9UNkliniQ1zqcehIhrsViJQixgc0JHhGcGWOuASdEOpCigMqAVY2x6ogIF2FjBpdSBPsxtBOgIutyglFGCg9L7pZLvyXs5Q002G/pytkm4u6W44fuzsxhQ3aSLcHu3Pedn0OZfRyq0S3UwyIQ2rUjcpftNV1uI9Vvm7PWulrPCi//2CjJLcws6FnHkhnsHmFOnUI1Y4/BVzHPBDZ3SAnrgEzzoWcSNEhVPWNiERYOJyMrudqF54thEUTRenvxySff/PFPueasda5MFFEZTpmQFQSSDZybygdLCrhQS/9/0Ol0cKIcspQyWVdhIQ9mn6oUYgYJF5BHEHOVdHFw2ZQtroYyMVZ1IzBYJLwRgjjmQ9VmQeweIOfR2gxSfuok1SyCnWhL/tz6IHcKr6UC6OiRGgsRDnbT6AoWYkxSirBFBBcE3FPxL6mGeg4ZHoF8vqWlQrW564vbW7eAR1fLpAGR1CWjNzUzVXt8uvRuqhpebm5elemx93j79r2UiFBhJqcUkOcoMgF5sYU3ZR8EgMiK8FRret9HMAJHzhdbU9VeRZjFeiyX9u7d/Xw83H88X9alVslGiZDFX9KNozBTIGCn422EM8MykztiXS0HqICPxPgNdSIi2r23/uHDwx//9HaaJjcx5SGeKTTVMXDlvZYClUolIsXZqh0onDQGklIrECATklKZuUSltprU2nqrdT4cjsfjMShFKRLJlHBLHLbIvBngCAgqQ/0suJK/DQd5stWN4E/LmajEyCKcHZmA6OenNXcF4e5qbtJ7qCoy87wUEWnr8txXk2fN7hHaCSHhsIDI5E7ao86cB1J4uIFZ0tmSTT7x6FGZGEFulmGU4Uhl/HyYLSQYxTk8+tLOTxdtnQ6Ax1wERQaWEwSPYXpR8wAAIABJREFUKBm7biOuaCA+92VvyvcdVxmKFNgF3HxFPmHwdXLIPrceL68ICW1J1YMX/IM8wQQljW3nYEM6Mkl+jLxHZbvnbadqhcaEe8PYxK5USdvFqDg3EUeK5te2box5zHWqc01J6WgE+RrnQrtkiAaUbCRwCzBNJQfTjN3fmtHa44rB3qjT8J1m8vVwlVFyGLeWiImrjFikiPQUeYyt40CfUX7ZfSeAHOYTgbiM+GmktMRcw3OpkLKigVh59jJtafb5gXX3/fLAdmgQp3GUQPnspi0gAyHCK03PaScEEDz94zSyT2MEpxttOhNzRDgJc+Dus88xH56eHn/913/97t278/lcipwv5//h889/9atf/Zf/9HdvXt39/usvf/XLX3z+xeemHT0Oc3UWJ+7kcsVKjHBCJMA+FU26GVgFDBmbt9H2CXGhXuzBjMJq60w8TzOEq3AwEUuUG5TpZz/7+fL48H/8n//3y1ev//W//5+MC/6Xn15dfnr5qkc9d/lw8SePp4t/d8EnMcEcHiBR58XiSbWtzqgSkMHqSrvYVYUvzKAMY0i/0klSNZeqWXR3JqZCCTt31aQ4O5MhFL6Yw7z5umqAS3ILC4HZC3XyyNmgBBPhEjpQEUkAGQKWHPiBeHKW7dBByun2VCxmFldECGIiYkSlkDDSDiZ3loLCCLf18aOaOfmBozAJeWuqi9syLZezuWpvvV8e7t/31s7n+6eHh/Pl6WnRpft6eezLRT3Upcy3b958MZ9uvnj9+nSoj+fzpa3f/ef/Mr96Ob166VNx84npJtgslsulImztpkru7NF7W9pKhaMWVCEu5E7k8DWPFATMrKs6gt1mDoeVMAQRi7tThBAzKXMw10zeyn6XWQwmTHAjWASDRvEbQ5fvW/ufgGTa9b0gKqUA5m4YK9gg2LaXi6uAt0wfyMQBMGg46rM1iFC3hKkxDxC4mWlczWD2cemV9z8HCUSknt6RQYwdBqCgDIhNkd6Qo24DHk1IYIz85AwlERJsej63EcISEaamZhbczXtET+o8EblT7BZG7moR6Gb5KqzruvQVGrCAJBsto95opFPkoU1pGQo1O96czHpY+sDIe4NpQdYsRCMwjYM8PInUgYwHDY5wGowM6m4aDvDt7e1U5oePH2Lj4xPYVFk4XC1cLd+dLKFz+OcsRVUhs6lFwLpOIKaYJiYY3DNyq7kSjAVwYmKPsSSJsBxym7ua5tRtl0kQcnA7jngz8zH8FSYwxaHy2jV8s9JaiFDGRNLucht8j5xkSeJEiCiiL8s618LzYRJBeFNzpxSC7OGgAe7qazcPCImDAmyRmIssBkp60rp1IvLwZW0B1FqJhVjS1snEInSYDrUUN3fyVdf8ntxDTRm8nvvZLsIy+PJlFqlN7fKwiICTs0EsA38DEAqTttXdKd4DkFIcVxKyyBctI0uR/HvVnjzY3r13ff/+4+efff72z++kfKQEuo85Iu1ZP6Xm9HlYhFO7tYU6EwvXqkRcCjOzami/uNO69HXt3333/nxeL+d2//HC2eeRi5TcYDNBStGIJJBwqiN47LX6cIMEwd09mTCqrppl6tTWtcgEiGUelwuSDkRMSICM28htZjf3MaMIIF0kWUKER3qdQBLhkSLKxLO4+bK0/SHMkycDucZAtI5guwQEq2rvmk0mM5fKvTeHmKL37H7lMNVpEq+Jnd/Az7lD3tKxE99cOV2L2FJQ86DzwYqCc+Yw5NT3OmYusFPDd4sh0Th9E5C6Qcz2wt2vJ+upUsux1HNa5dB/jz9PKc/eEMLMhNgCEGgnkW80/O2gp01qPjIsKZJ/O9Up3EOCiYrITh8hzhAcbHE5gYjsCGPP+vb817NViEo8xB/5qvkQrwsoSYybrhIpxckXInNMOfWr2NyhA3KSQ5lRcTLYsSUMggmhqpkhzkPgRB5DBpveUyC1iGZhBImgTW73HBf4PMHcwSyxvVypSSEmsIgQIosoBrILifAIlnBzFppY+NlbA6SxO4DMCsilb3haXTdF0T4vRe+hydYCYVnOd3e3l6eHX/yTf7JcHsUvsXzUh7d/+Y//+lQ9OLRfsC61Ts6ljE7KtorueSya4lTJ/CHf+ImcDwtRoICMqNSKgBCRR2FmNkYIITwobOF5PsyqDcRUyvHmDmXi8pPUsazODz3uG5ZH45XOa3x3xhcLz1ILkYl3x8X8slrrUAwCh2dtFTY+fiOLdWCO9lp9YoogTWHXJp0Ls2AGZdACM0kLjwiB8/A6iDERFTOthSujhEr0maMQFeYqzMxdSmvN1N2dIKPLTskysGismIZwJWENcCLyDVte1MiDCRJeIii8WfMmh1piEnP0tp4fH0O197Za67131bauy+OyXi7Levlw//HS1m79qS+ZmpjIttPx2Iy41FJv1qWVyp+//mw+3kmZbe0sgGtPBXfgcHM3v3zZS5EiM4QvCxYN9HRyqDb3cWFkU0IVLpR010J5YrItHe4EB4yFxXBgXjwq2GIML9Jfz8LqNjsq6MBl4gILIYAwT6LsRMnY8wAcZAhDkAAcFq7kOiYsz4d+KdyfN7C0pXtEpkaMGnKzVoJJEsieU2LmPbQjB9LMHG57FKtkU0GkqmmlG+SEcAu3AYVlEkkObqmT1EosYbkfjDKiHoEgM31m8xFlaSgio8pzz9FNroNFhEuZpqlqJfc6VZYCYguspkqSnndKZTlyYKmta7B1OAsvy7qsq7lXTqXhEJsAHPAI3iSYQQSO0PBay1/8xRdf/fFPtbIYhxlUOaISyI1YaPDRcoGIMcl1GILNHD66tISGEt+9eHl7vFmWNanOoGBQZnMGx6A/+oAsZ9WTHVGotaZUAcLhMPfuVWRp5wg16wEFcmsJD3czshL8zBQPJg+01tLJULkQnmVLyTLfF1m9d5mLWjNr5CrkMBTuzGbWLAoRuffNoItnw+5eVIWKCDHVWoimWuUwFSkQhnab54N79oo2ftR00CV0ArDwWqoUoUIW6Z51kFDUVOoFgbjUiSzMkYlY4eYUTiVziFI90TNt9Pkc5BBUkQLf6h6SQT4eUFePLkFgETc2jXVdWGiuUzhFUGWJiDD23LJxbpbCcz0cyEZM1de1E3FS5Kc6nY43RAUobbXsfHzrS5mZAmOHgLiauI+wknynmNPCEETEVJId3rtpdyJalkV73H+8tPYnjHF1Hb4VApEzQ2oZIFTyoTLfnNlEVAvVSuFEJERsGjJNEVhX//79w3mxcDovjYhEnIvUOiWOPPa+OYJFWCSiMHOt9VrxDLe2EVqES5qew1CkiMhUJ67Yn6JNH4ysy4mI2VMat2epMLGGZoMsxK0r10NonrCeQilyhXXiymT7iejPpJR04OzBC+w8mCSgGC02HKCgHa5HwfHseM5xb7LCNiLZHtTkm7SggPw6+H7k5G2iwayFfcuPzyeMZEunpC0rJ3JQndT5/F1K0fTWzOyYvCt0Rgw2Oe0JOBLEXChjtmMj7vHYBthVwZp1s4+g7nQV5ym51+5lQ0oOBXbZy1TP1zWTrbbmhInApMb5k/JQ68TW3jC2F2fUHwHLwOZwijDvRM6DI0Ncar7ehEwm96QD5ZzRFWEUEtNUR+z0GIWMJ41HfNBVkzbSvmgLCgUxcSZ4j5TE4MIUKCRuscUxBbFnXbMnsOz8xWtzPINJSgKLDdb7hcj6eoGvoeuh3D7dv7s71dbaDa04v/vi5fTmAMYlvAenwtO6EqScfUrpW54jwpuTIz0P5Fde/LEbH58+8pChiWNOMZcjrICrGBMnUEHX9Wbm5bLS8nDA+smJ9cp48xOqyx8u/dLx8clk7cbdyN899a++/fD69rYCK5k5luZLDw3WyNxziqEIe3Ze70s0ICwyqSLYfPP7jWURtiYuh40gKIXmzosrhzOIi4SxBWQqTDaLHUWO7KeJKrI0JyLieuhdtFvv1rvWItM8E6EUdre3azxAVNOrT3DP41ZVu6m7H1YN1d7Wvl5MO0x7W3pfzbq7q/b18qStsTvBSejhcnaPWufDdJjKpA/fcpmOU3nz6vM/ffwop5tyOHKZSp3c4/6P3744nqaK77/79tXN6cWrF0G1NZUCtwYuSdsF0E1LkEyTAhwkXD20Bha1rhEk5i1loERwN6LCEgGB5SLMi4MphCnpAuEhJEVmhADsIREUPDnydFEQHXqPFTCrmfERClcWEDlLOG+dLzwczmEUxPCAITRsP4gJu+82mBnCyVxPuuGIhxu+onGWpOwvtgix/bQi4bRuJUnjOTlc2MyYq1mrpTaRMKURaSnbpbWtL4k8kGmFcWWaye8kha4iIp5gOKq1MrN2p2R6XLE+8o7nUvO+cXcmllJYirm3ZsYIIg6CKWfGqluA1V09jBFrv7QPqkoekFprUYS5ptMpricenBWGt76+fPO6tbYsiwUJFfU+SWGCaaMq4UmeQYRruDCHAZmOHskXz1hNuDmYp3m6ORyfns5PT0+IMFMWEEt4gKO1joE3L0GA23bZmfYeYPNgr7WWV69eLUvj8N4hlJy0Hi5ANlkjO2NPd7fwSGwG6HhzmuZZ19bPy/ivZkFRmPdykJnNOpgP00S3LIxJ/P7hwW0J5AqErndzV2PCjYW+heDmbuPuxen2cHh8fOjaTFVQIiyQbzRFhLp7kJqpqQOHWg/HWV0jIsgyJ5XM2BlgyBDRWvi6rrmLL4WZGE6VpVaaqiDQMzzTjYgtj54EuIC6p7tAhqy3FOKk4znzPLKrmQFME/XeIrIqoG62jbkHqjiR3IHBBI+gUmaRmkjPaTqkxU7KFASiAc1kQN0DvqxnZpnrhMgxYT7hFIE03hEgzMPG58YkEWSOp6e1rerurbUXL168fPnq/v6xyCEcZqZdwzO4kJgR3okQbLteJd2Z7sacfH8pggTJmIWqdYvezS3S7BVBl6W9ffs9gK4dFKUUysC4yEPEk806mr2t3N8PKMksGAKJ5PDSDe/efvfd99//8he/YKFShhp78JE2DFzuVcZYh5DPTHKlmCeREJFDBaho2lEdXJAydWKUQiEJ/kLGR+YRpOabGiUXyQRYCn8TKpg7vawIfYjC96S7MQh/Ron94P7NU8FZwAx3pxjz3QBssIw4GY7hLqnuS3gjjX0NwlMeM6a1kfMU2lwcNGivmZtzRS7f/7cro/LZ4SSdAcQQKvDswDgh3DJYDME/kF87Z9+cWBp6FoHkpgsIzb5lEFhiKLJTNhNJdvDNUskbDOX66PBr4+k4jNOTm1rNnBtxZB7FoQ7vfHZNnba0thSDsSQzt+bDtEUL7cPyTaG06ZbwXD4HtrZhC9YYMfUxEmspyMNZxtg/IiD54Pt2XsR4WfLlGPGcw/IbCLfIHmCo1tmrUIXMFTHJodD5/v0vPv+UdPW2vDzSL3/2+nC8/errb/7xr3491ReFoqtRqS3iT2+/v/CUYC0WBihnELuoZuLBaOV0DNPALQCA0I5ldzditN6SKu8hFPCwaI8zgEfly8O//qe/+ouf/7yu70Ptp1iXv1vX9XD88vw0HU5MhZnf93Jq9P3H8zRXt9j9cMSDQyd5TgSWQoQoYLhXc2FKjt7YAg2yLXMYcixF7JFSLQrwWaKwVGJRIxChBMJBYcTm0LiRS0XcSb0TmYgPYA9nYubCLDLJPBXvqzWbynSYZJ5yZqURgfv17d//vZvfv/+oZo+X82ptWZfeFl1X7SubEGG9XIS4lnJ3e0tEva/TNL158+bl60+X5YVZo/DT6fizLz5/eHho2rWbTNPt7d15+bV1bcsSZfrm/XJ68xd+PJbDBNXq/f7//a5d/vjm57+soY44ux8n4a4VTMaPsIutE9UCkfkQLKw4EieOdQYKnJMLNlQWUSZWXT1MqJqJkBeKYl5IWIRodirToeJprSyqSykSCBG2IBIxCyYqHtVJVDvbVE6rFUghWNhCRGLFXNj7XMh6BDFD2KNSkfAa5cg0gw/gj1XRiVNqSVEpSms/l3LffXGwCDQG0DBcECLkulAIQgtH+jMzPlqI5lK1W1MjgpAEOshYKOEptVItvPY+FY4w1cZDGSs0NtPQVdmpoqS9q9TKzBUTAodyKEz39tHIFKFhAXK1qWwLHoKUKXtNMTGOKlXBIWU6TYFqVE53LyxuRKrUota7ene+dJN5JtdkdFIQUU2B17bLc+0dYSySPgZyMGQfDDFzqDKLw7lMva11LtM0ffjwQTUT2DP3PhRysXonRwCal19EIDhIthqFiaJkLBOIpBKrOpF++PN3mWokEYWEHLZGZ4ZIXskIdze4s5MPSXQ1sDYzc9buIlzFuIOJpPReoJN2iYiM8CIVCVZ2gFXVLBKeEhGn29PxeHw6n8/nkWDKCAibDbJZGaw95iACHV8dW++hPlFZHxexwxRH0XFoPN9tTgLE1ha6O7uRGwuTeeFyOt6ZGagYPITD+1g6BXrPtXdt1uthZutTnYXqh4f32hZyjxTaEquxUDC8qanb8XTTmi4dL25vtbeAMwfBUISkNHM1U4ICxOxqKbqrAZu9s695JhqmSVJWKlFDsyn19FSk1sYjunu7rERUpnoQgMh5wIyzU81Mt4gozK5WKOrxcL481jJtWi8vBcIhZCAzBAGVwxGHWbppdzsdTgTnpGoiNMwCLHWYEYnBVOPGAm4WhN7hQQqq04G4dHW1JtWCKBTgYrDHp/s6yWmeg40Q7IOaTRudGxQbW1Mkgp1MlYFwPH64FxnkpcIycw2l9tSnaWKTdV2jEHN4jBE4hY9VepIrzTcPLvMoxkI1NOSy9oAQF7NO4Y+rL0ZfffXnuQoRem9DTJWidBqpnzzxVOpG9KJ0p8kGIZFJqfRPXn+yLsupHmGEqGrpv4gq6IarPiHMWi4KB2NumjM9jmIs2yKnGSyD3x5LZkyWUp63Q9s0tJU6pH1mbl4lI6LGHkiIQT2TjCh4LlXdiNndwl3G0bf3urv4YOhCgKF1JqQ5h7bI7DGOZe+M0epcqWU2wTqlAyQAyBZSgRQYJhXAf1BsPWs8crewJYNepdgwsANmMZmlS4d4+JNGDZjjodS6pxoeTiSZQFk4EEwgZ91dpAAXrjH2Z1umz1a1J40Ggm0bn36IKxjkNs3ZYv4iUSNginAHuDwz4nIhk8Bgz7YkJ+buJXtjs5kQLI4JEeEd0UWyeGIBkTlKh1bEhAoXVTi6UBSIKz8VzBmtnTvwRYOmYtqP4tGWSbCu5pUvy/nWG5aH737zd//o139Vq/zH//1/I6JDkW//8Of7+48PHz7+3au7qZSbmxPBb29v/v2/+3f//F/89X/4zZ9Um7bGprXK0+Vpb2sBTKoZoJEKFndvl+X8dNZ1vTkd2tq8Zj4u1VpLKWbGpXR3miYimjyW86XDKfBv/tmvPOz9l//paTn/FOvyxInE1kdmkC/gIE5daT6j+2ZwX/ZFWgzcA0aWAtlMkdi8UDFCM2OL+HI4kiKKiLDCNPx3iQMrIOEYzmOqs3QVwBeNKiG1rPmBUIUZMU98SNpXKIi5oJCRu4lUFv7w4bu//du/1aUd5kPvvanWw3T74vZwuvE61fLy7ubl7c1Ju+rawv3lixelyLosTfs8z6fTTa2zaVuXc56k67qCx2xgXZdlWciHNZCZqxQrOeK1iflwOF4+PPz5z2+J5OPDw/z+/bkub44v/9l/+09/99u/pyKpm9sWbSH0/PKOjRdvLzvDsXVHmW/D7JkXsSnkiMaGeiyPxnTdwoPgFEJM+c9lSTvUgTkUQnDJ8orMdJPAxe6vz3/Vwt3Jgy1br8g/I4BLmYwpM+aF4EAObzxhT0TXYKydmTWg2u5E5dqTlMkdezBrSu7EyfGDhel16thu6k1taN6vmTrpbp6Z5Zvn8xoasOeJwD04U4gM4WFGEeQGFLdm3t1bSl1KKUxs1omltUYwzuwiEBGp+U5DD2yGUfMiEsYROYDZNs6eKJNgRH7PIkxSHh7eu3sCOlSNM4AnwtT1OSovwkOE86LkzF9BJsCmCwoBqCnM99AK83xCwsLZBrKaKCOewtxTM50TGCkkXIhLFOE6rX11U3eHJUk8J75bKkBAZDBJU+pr7mZ2//Hj+Xz28fN5762KnI6HephMTdWaNUnuB8U2FMz41yH7SK2FX00IBxdie5YGRjdljFvVkpm067qGb7jg54yVfHiDmG8OB6cwQ44kdgEo5Yuyx+9xzHVaLhdT/ezTT2spl6dH956yn2dtlW+JDhvjjLb9wDzP4WQWKWjIuFwz9XBCqA7H5AY3dGY6nW5ba93UYNc6gf0HGR8BpqxxzYxZ0gSZ/Pje++FwMB9I+xFlQlRrvXtx11VVdeiRM2TgufnhfWpsGD7HIgJ4HhGxZdTUUoc0R0Zk6Ol0KpVle7AZsuWPjEOs8CAm5clPQCkFxA6q8+Q77sa0a9/r2uPxyBtUZIits7jcuRXMhQZ63H2IubfBcoxOhqwUmeqUuCdTswGMZyDnmuSubpoz6NaaSEmRyTMCiCiNm5D11Senzz7/Aiu11ubDgUaznzJnKrlL3A5qDh7KjTR59y7bCRwc5nBrCBBNFPaMHCS6DjzfayDr60hO9TT0E2MEP+WYfPublFFT2YDTni15tRv8cUGw+ejHZTHMzdeMEdqCcvZgS97c2EHXzJEfOlN/DJC5+un+4e//6IT/UdJk4iP3r5A/7zMU7upLRdje0gd8CznKPyM/0MUl1BEDSfAPX5b9jtp/uaEhYwexs6TkdHtZY1sK5GfMPXa3/vXrNLgtqcGJoIw/Cxk6bkRwHvJJq2RIZD5AOJHkR0ZoOEXIkwkQpUh3LyK994lgqo8f3v3h91/dHOc//O53l8cHa8vDh/dzrf/2X/6rt2/f/v7L397c3Pyjv/pV/JW3dfnkzeuplqenx4eH+7/5m7/54osv3j3h8eEebsxwM4SbZdakmbkQ3C0Qy7pelgVAmF7O58eHh5d3dxGxuqqqm8+HOd/xaZqe2cTMbnaoRZjJQkSI8ZOYlv/DupyZpZZpmg7TnAWFMBFRYREh9dhyD3cBInkMNUIBR9qk4BNJYYnswCkyScTBgXAHpR42j4mEsblDw3XEweWdxlPJdyjpwEwCkhVeQwpTdxQm84wpQRgJEG6MSDHM4SBExZoxx5tPv/j1X/433vWXP/vlh/uPa2v3T/evXr+cprpczm05F5GpTtFtNUOEdZWEA3uoaltb1+5mZqbGy7Ks60rCrfV5B6VHANCugPfexCcUEWK43d6ejvLJ+nQpRE+Xy3fvvn/98rPJL7/93Ze5Z8u5hEiSRjhrQ6JcBAiIhCUBDWTsYemXStsWmGOczgEfQYFm5lvET5ATnCiE06ESicTKOifb9FFIMnmMX4hI2puYEWAwYYj1cnbGmW+mefAljSv7+FqoMHHJki58nC+5XRVCKRHW4UBARmuwxYsj0ljp7vnk1TK7GSKvl6FgZpYUfJcytW57IZ6/EJFw1Fp9PGo5gB0lLDOlU2iv+0eBwpxqV2yrcBah6GE9rFNMBGIYo2gYXIlqfjTSJJrHsTkCnlHsAIgkdcw8pIWJ9bTYxOTYrtZdBevhBm+mpvrizSdL18uyQupIs8ez2cs8DNvlOrSkW/zpiPHLSiCjjRyDlb4t+jFwBI7gCGXikWOyGcWIAKT1duiLghlMwTmhHJjFAdFAC+XEHQNM1PuW++NQNRovFqw1UIS5m3KEMA8CXyUAqvBwIdkguFl2phraxs33fIXtAtp9ge5bUglv0XsB4N333+fqLJkajh1y70maClcNL/OUDq3R1w5wzA+MxQB6byEhxIfbm5vT4ePHjym/zu+nW3AUojB3dUseNjySp+EEM5/nYwR6c1hYon4ik2GHevu6OnL3Fy9fMJdlWVI8w6n8GPKHHxj4tpFKmPnt7e3lsorIuq4RuJyXm9Ptsq6D7jHeP2bmu9u7h4eH9bKUrRbfCSEM9mvdMCQBoxZGTInKzjdW1VTVNMA5MGmttcHhZhRhuEuEbLJ6IjLrjOQuJT8n5eHsI/OcYd7dKIiZkYhPkQC6KjHLFbeec4cfCPKwUS2JCCCphRjZUgXsxMxOYzzUe++9Z1Xf1QbdlWAppzFP5R0zZ2yUe9COB1HN952Zi8hnn322vx0RQcIgMU+NpyT/PkYE5H6BBnFktkJeo2YGgjD5SHsNohGaml7yhBRe010BDDdcOA8uuHEatDxAToPCLgEIDQCiJ1OYxUJ/VHc+S1DG+ZlGvueSd/u4bYXyWIs/61KHkXHLx/lRcb7nX15ZH/9/St5NsgK6gnzvMVibyn/8V6bxL9HuauOBQPzRT7cxtrdvNXaKOu/dxdZQUexAmR82LbF9P8/uhY0kMOaVAWcSpFYjBsBmy8CmjL4a5t9NfLJJD1LmSalIRBA7JVnDTZwZpOGBCaWi5DkajCgDh1IJbJHrw7EETgM/k9wcjst6Od0cv//m62+//vr1ofzqZ59Ptfbl6Xh7+vSf/3cJVPn6y98y8+kwCcU3X/+emcz0699/WQo/Pj6u6wL3aZoo5seHe0LcnI7ufjjMWTNQUsaLiMjN3a2ZufUXL14QzXfH4y8//+Lly5cUUMbt7W2Ozy6Xy+VyiYjL5dJaW9f14/m+XZbvluVyvuiyqmpr7WldgPknV5eberp8el9B6TfwIlyrBLxwuf7Y5EJtf9aLZzgYwuA8hutg8iDTsLCowzadeWF5Dw1slmSOWSQwSwk5sHTrruZqjDDMXFkR594jWCiKDHdgAH1pgz4dKGqPpc3NRXJgTJenVYgj0NbL+vR0WZcqYl2X3vuycMDITM3diwgHiKB5z6hKhNds7GzUjmbmLlsa3xj6etaFCvf83jm8iETvETje3LjT4/fvWGo5HD/94otJ+fv3H968frX56Z2ZLVWYsC2+eHM5ZFCMYM/vMe+IUWAwM5tuTu24miViY4v6VHmexJrSSG5DBuFs/KnkLkUQwsawOcsmgEohB+Wu3AOCjJO2U3IdAAAgAElEQVR0A5sZBjCF81IkcKkTEampgUFkHkyZrs55AeeSkEBTPZRSwhQj1JD2hcxVdcKAEzgt6ltANW+yQPqHg/PIUphzbT54MYMs4B7uEN4gxOKWq3s36x5uZjLwWSjMUHPrBE89ilt37e5q1Atx+p9ArN2c2UFJAnBwsmtimKMQTAxJlnJqn/dTn/PSjcjgmYCBuU71eHrxzR//yDKl8XbsPgLhoabFXEeMECV+UkQ2exMxkSXROTw2yAEl2BbbbbdxBpLCU1jcFR5Mg3VhoyW2nMKnxBZmJGyqBN6CZKz1puEjaQ6QhB9H5FXnAHTUFcNuTyh1EhkbTJAXydj7rmqeOsNtneBugo3jl3dwit/iB9uOvdqL0fXTPlXffcO5mDLaxD8jOtuJmTOA0z0Ne3sNwIAObuGoWQ/TnJW09v7w8NBby6fV3QXIa2YoAMKrFOcR44fNU5HK54BlT+euSUfecBKMTAQghJMUcfenp4fWWhAMXUQ8UKUws2nvrePaJEduATW/ubtNs82WgT3SYYmIcr3M5I6pzsKVqRSuwvvrAh+LkNibkwAZfPimzV68uOu9Z1dWpZzbOY8f11yS0TRNdy9ura2tLwxyN6Gyi4OJIsdjV9uqUS2qq0WUqdrak5fVWr+01RBLb6fjsZuO6Dqi62som2FGmEYKCWTwPinreMM46AjUVefDXFhqKWbWWs8lAHRH10UERyRdw2UqWRxts04Hc6nFw+BxOExSpLUldeQeYC4B9Gak4WzCz67K3V2FK1Vzam95AP6QlmuCDaUEy49q1utyk8MYnBLivFwZwYnBYSZiJ9LModlFzfuwPNgonskgPyCpZFYcBofxavqcH8YRqxwxTusNMhMjP8HHB4H+a8PmMdF51r5sdfMofjdiuaf1k8BbdN2m236+7vIcp53ylKfd+CrPOUp5+sXVuHs7PZw28/oYCozTbPCI4qpj2R85v3oTtxn3xuMK8IZEkb3K32+oARIeRfnzq4rnIQCP5ff2xSMERmBHWUmUJ4VxmSuoepdYOWJYeEECVjgyLHXzHPW2csT5/v72ePjy8vib3/xehClMtYVlhAvcrNZJVU+3p4eHh8PxoNprqcQg8O3NzeeffRrux+Pxdjr85je/efXiDsC6ruva1LoHyDQAmPSArpeHp6dlWZjp4f4+d+1MVEs10O5BSh3LNQcJE0dEESlcbu5eCHEQWMr/85+//MnV5aVKYWGOOpVBMXM160SFPNKfkb78sd0dp7hFgLzmb7hZU9e0JjCDKS+D9dKYM8sXNGJfiChJbp5z2cJMoMIFGTwNp8qBCNfCUTmYgiKampuBOA8Kj3BiRJCBSNhCPLj3jDL2cNGl1KJrCgc13M063xw4sJpJYsJSuGMe2zoxr+2My6EUGADhmA9zqdsFE14kQUhRROB+OExwFSYmFCIqfDyc2vr4yZtPzh8fPPzNZ59LndplKbUakD4wCi/M3ZTCQSQiwQRz5hyBQsNK1qsxhsycMTIelCh3DmLAhwkymHxoRFCLHOcyFV5WJ3IClVKkDwBTxouoqYYzQUQufclodAFZOJEkp5eQMJuBkwpiBSRAwVvYJ3t6gFNyQOJhzLkB2c3lFGA4euu9dTNz1QwXNDeg5LR+m3CLSIYiJ1CEh5Q6c3csrneaz1PnbXyehK88SAtLrcJMpciG28tJaRcKkWnjCFGytaVI4cldkrRoHhbGRN3cI8QGQc4szDwd7qm+iDHHhIdFokCzakvzq4gnrY2QeOAce49SUQ0wqfXV61fffvf+4bzKGPynSS5R4GwOdXjOw4dUzIc8zDZimue/kfNySg0Qcbg5D2UZMSjBs44Y5Awet4IaHCCppdaMtsvt1jOdnQhBGqEe5giWRBJkr6B9zP8AMDHgMtDQypJpec5BzCRlPMtMiDZckmnzSn94onKySkxYTaLZtqkb7e43ljG0JpcceafFLYUKmSbCAXP7URhw0uK3ezqhoSPVPTzSzcoECYpwbYtINfegaKvmu7dlPJF2HcWLBxOVUtra9ukjCQfUkhvlTu7MeSHFs6XvOjokuK3tfLnkKNwiWns6HA5HkcLsQFfrqrk+QoR2DUYQtdaPfuq9m7sU0aWXMqmF+igIAGcPIljX3lqoMVGYc064kzAPWNMYVDpEuCFEJJ/E+Xij1sIwxI6pDhlbCk1pU5iVUlqPIYrbdyBZ6Gy6lN3ynF5Ri+Babg8ni/ucTHhrHuSIu5cvSinnx6fklOZUbryYoJy5gze4JYi5DIZFUHcD0TTPN1TAcj5fUq1nZtb1sqzp/N6qvSw8w8FgFhGD0TOvBSwFMKlC7tM0ffLZi+kwlVLXx4W3Oa1btKbUVdHLNm0YbkAA8MJlHFDM2KLNxhpoc0KDXIQzTXsAkhAZoEvbCi3VX7TFPsGMCRm+UYoIc/foamphjuTNcpo4gCKi+4G5D4I3KMgmvbiGKG6LKRrIRSRBl/b3cf8BacNf0n+9CIkx3Liyez5vgbaxPD/3IdvI+Ud/MqfUV3lGY1kaPxjhY6/QKQ3kSVSkjbJqY2bOG7XmWTpBG7aF90iggTfZt6/J8HTPtJSUpKcaJXVU+3IzLUDMbFcizCHGC0/ZyTDguhIhgtOSzRlTO908Sv2+8WV+RY5j+GvCS6oHyhA5r0xkYRircgaCUSCGCFcO++NXv//jV79v3/5ehPu6zHNR1RT5JGWBmb/7zk+nk/b1cj6b+zzPOf968fKulPL+/fvL+cPLly+n2zpP8+O3j3/+8BZSWApYiLhq0oeJKY6HCYDfHFN0cHt7y0Rdo7We4SQAtWi5yXN3U22qgx+5xT/kx+OnqGOZS/VQV53ntMCzFCmVpUgCsn8QDrp3NlkJDaKRl3kSphxLOJMDmYExdsRhIIjwlqrOxEFmOZTTQB35bahMABenOpXKR/FVBEGipmpBLMHskMjjaAQjEIjUXRGFBRC4ZnVnBKfR8JcingATwNzBPCeSlzmYtvTmNCWgVBZmYeoWIlJrFa7zPLfWUjUx1SKtMrv2XoVrKb21CZEAOHhST73clDJVMZ2miVkwVVz6mCkm1osphWNpfgdCMtIopwXbvnCaSu9JdczAtNEaMUJEoqt5mFmt1RHmGQ/vQLgqIdINBEIpHBTTNHnvQ1e9AZtE5DDPD8sixAAXlqW3wgS1ykWYiMk9QNzV5kNVcSY068QxzYdzW1U13QY5zB2CqMgdSE5qwZvSRkRGDg1niliiylMiP84Igqd3kIhMLbWiO3hhpA71PuZYgd47M9c675qHUhL+wIQw88PhkM6tFAXkMHhnw23I1UJSm0YmiKoFF7aA9iDEeV0An+Yplg6KZMh108KypfNs4HWPPcFoQIivOGIbyj2AmGpd1346nY7H09d/+gZBrSsXyXtSpCTmxQc/l9MOj2djv4TryCilSPlTisNIWN3IwAJL+m9AI10NMCLOpMFNDqRmVPhZCEQED2IOonmez5eVgsGC4AiySO1EMCA0pAv7VNDNgeBCTAznje+OvUDJwB2PgRSUbU8kIl3tOuQ5H2YpkiEWe/r3UMybX5m0SBEUoIyGyUV1ykhZ8ovHeBrHUTZN0+P5iXz3fKEysUgQNJxBAQOoSsmHxGJsQrIEyFl+fpzT9CZSeu/7QG+jVPk1UyIhBvv/AyGbeyzvbNpuyjECrDe1FBCpKbIcYrau+dNFwMzTN2vqFh7AumpEtNYTyGjum8ksVdRmrafC2238lU0aNPKSfXOYbNhElVLGd5UTFuJtTYHdoeTeHx80+7WxV7SIZxxGEMW1DMBMzcMQIBHyaaJdydS6BYGLuPuHDx9674Ul5WG6dQOILVvB3cEjOTZTVdxKEXMH6Ob2VGa5LC2vIZFKzKoaIPVE9Az14LjgSnH3Ok+hK0Gch4dB+zrNBWQBPd3ezIdpIEVdhUo2k3sqanNX1w19MHYzzIzwNLbuHzSPuK5Rt+HxWF2OB4t420eNvwUq+QgRPHJU7+oBDdjah/zeIlGzra3dgoS5FgB5ovtmiqBnbcpeMvKzmNoswtKe4z4yO4m3p/oZCEp72/xc42+0ll0HMn7T4kdyFhpY90EuJ/qBoPwHxlCCJuhzy3hWVboya7rZGN7/oDkITj1bIJfqfW0iklQXwwhLjKTWjr0RmIiFs8Pk7UW6luYXYXcvWyZd7rkZo4HqbhxXntFwqJE7bWOrRMTulKrMPWZXhK7m3Qnutjyupu3mk//rnX+9lPdyO9V6i/a53//3n0x/+WL+9NNPl3Y5HA4SQWGZCbCNtIav7Hg6Heb6+u7u9uavLpfz8Xh48+b12pZlWcy6SDWz1hoFZWjaVOvaWn5vj4+PH+8/RMT5fJZiv/3ydyKiastlJS6r5vEj4FKtZ72US61pnvKDP01T015KAeF4mkspp9NpnuctRXsYqc99TS+ye4oXQlVVHfjNT64uj9BCYA6EmXsEMilnNr8Oc9lVfdcPZapXQSA4gZ3GEi5tSiIlfdDbPJqEJZ3fRIxaNbcuEZ6qKiAsJJyJ51IOUzmFkdRgWq10i+boPjw+wtyoYUcOCacgj5kGSSgKOIftSGI2OTJOT1s3sz6UhLqrV0U4nUTPkrVs3giaWSn87IQZmtRMcwyvlTMrmeBEmKQsICYauYq5xoqhr5ddqzdmZk4sWUvn6JlzMJ543nDyzNGO5A9wINifoxlA6cfak/8olQ8tY/DYXRMGn3PACMOWhsLC4Y7YCO8RMGcm1cbhYV7A7p236AuPyMvPXd3JsS0vwz2nqOF5YOYnHOGmzrmcqpXAan7tYSIeNF9mLoWvRmme9W0iySS/ycGLpF1G/INzPbmTvedQbRMdJY8PyQ4M06wFc0JXSknh/ggJp+BStWeMKAdEAwWkFquq8JRDRLOeT0wzvbKPYmuH0hcxFph54puP4NMRg7cvo4mXZTnO0zzPjw8PP1jxu3k6zAKO6GarWeoxtlUpETwyYR6pFQlzAzEYTuQ2WgLykRXNzKUIi4R7TxZEsqAjYA6WsASfB/vINxnWMpA5EJFg+ayJIgYPzdwjUscy0r1oTEHgEsJC4aPPFGYuxANIMshfg+/1/5H3br+WXdeZ3/jGmHPtfU7dSUqULXfbUkuW1e6GYztAOy8B+jkvQf7GAEGeO0iAoBEkDaMTd7ttx5CtyJcWKcqkSFFksarO2XutOS55GGOuvatI9z9ASSAoXqrO2WetOcfl+36fSxORBui8zXMmyhPkVwfPVe73Jd/Ko/CtEwyB+U9yhf+BsxbJ/sai/lUGbE9Fqa1Ukl5ScZI/LqkRMlLv4fs/TTvumeYYLWoCOqPAnZzrO71WnL3mdZ6FSIYVFLNhBmm1aei7KmX2usTciSpUL67pFpeM89xpXysixMPyNanSag6bsy1wECa9OrOrkF32FJ3n+2kWmT1QlG6+4soTWQXT8j53BcHcyXwv99XciplqToEx0rdKTrmxOd2vTe5tKMBDPTPjBby//nlvWRS/wNRr2uFh6urGLEG4v7+/P2UOaOYa2C7XDkcanooeHZm6ADOtMTllmxc3Nzce43jsAX767OHh0PJb45l92BofltZ7W5bGchjrVhhSTnRHB5cGkMiDlgmosZnAtvMJ81G7XMFUm7A8hN3DNw13z/kCIxgEi02NNw1yYW4TWjvSqjt9Lhm0BpmbJrOUWnF5mFLq5tNyAjdN1CQuo9+g18Hob9BLiyuQbmzacz339KIJNnndcrozT79kuaQ3rJ/VzIuER9husSn/ACcq7DXGy5WYO8UdY2sATDPrSjKPsDbANo+RPLJ56Lg+5TXIzTzC1Wha9s1SQ5UVumWPXTkI7jvawd1DjYI8PLz6omkbyXQ9aj5EXCGDOxOWGHJY1P1l0K+iPZen7P5q2/x8+o3DuNlePnv6uB9uAo4wppYw9HykzSN/CqfT/fm8vnjxxU9/+lfMUFPOdCSGhzPSvsWd++F4BKA60jtORMfjsXUB8Ou//uuwoWaHw0GHRmDdhjsZcQRpEGitDYBa1ifnbT2fz6dtG55NKbZtM6vUkV19lH/UjBNhBoSIau0c+Fr6Pt1BETZEiqyQsVNZguxVy7XK6jKs8pH8o2HkgZygO0E9hoc5HXsD54RKcjiSM4+kmxmIOZ2htP8uHs4cHhIOFEOXpTV01vNYWuvMajHGEPiUUc77ghmZ0AKniGAhkKPMf62nhVmyAHVKwnIu3TnPVwiTzlA8zgpnFzEn/K3a5jRrRliEcIqbEZQ6FswYowxEd99nAzz1M6n/Zew3ed5FObXNi3CiTIt3EfDdSBu2r14rsyDcbY58TMDM3byUpRzkWTIik1ad8yAWBnMgPwBqrfG+K9TBzOt27stBilU6p7SV7UVEzgzjUvBGOMLS1MRFsdstehQeHtWt5YChYoiEk0UekeB5z5k6MyKUCmObFQ25m088nMdl1J069TqsW+u9Myd+ytwGLS3IO3NrcjgsZ3URIY/0fZZOqJa1lyFOEIFiDKOmqmo6vMfUwMcsQTRzht2TqxGWYXuF6iJOtSV5eDSfP+0pms4PDsDxcHz3m9/8m5/8f0AvWJF7cIJ4iVlImgFJmcHMqKt8ilABcz7z4NyWEFEyOOLqKqRwV3MPKx1SbNtopeIHE0fAreQZhUON3BMjiIwizDUi0qXnCJ4FqYe5k8yYofQEtOZwJ4gwPBdcIJYQdk4bC7wq/CyoU2pbvFvhhhmv7V5Cj714rgDCKjrrCcGuOSBMbm4UO2RSpKY0a/bfNTJI9Uu9mKgBcFHCdy1sTGbDBVo3YzU8nAkepK7JyUHp2tOvW6gWc+OQSyJ3jvCSXF5TD2dmfw2fwsaeSV0pGKsKm6uRjphNjFEGaRERC3ktREIi82stJ5YRubpkdy2az9UzH5yJqhxTdJ7WIGLa+2ebzu5Mj61WLCxREMz57Dgg+cbS/tRTysAy8rRHCqJSTsBAhJiZWX7BeSEzsW6aLlsza3OZtsOeyaHmPuHTnnHPgrgoLJiZh2mQt9Z8zgXy3c+KLmuY6hbMiUKEN91aa/W+VZtnfZHT+e4b7zx5+ODoNjgYBRGMcBUKAVGoMHHnzsulHMRF4F2Wv0J319wZBEYwQvZPlLC7sfeU4gjPmtMrUTIXb0nsgDulkxWIzz756P333//+93/w1tvfIBGmjIpLSzeEe97+GdvrZr73abmx4QycysPNYwrV9/L8y6DDK2hb8cIA/rKt8xr29UZ1fnHQfhWb5fJSZIiXGl30P4lf96keu1KcMyYGPpsuevH5px/+w88b4KloTQ5kUorzoqzE4rjES199F1zgtdghYHwV5ZPQs4Jb0IXplF2EmzFdGHdMJIxrvFIADJcYFkoJiPEhC7sPlwfndtQ4UqPDMtiOx95i+7yBVCpho3xF2WY4IKKmTNh0vHz1YtXx9ttvb6bn871TkGnuPE/ne1Ul4nFecye2bVs+Rcuy5NN7e3srIovH/f39N99+p/fDZno83FrtzxYR7g8eVVRCXMKDh1tZFSIO/bCua2133bdtU9XUl+bAfnodNzNXNR3pJVy+fvpywe2hV3hi1HQoZ89EmGaofEV5+rpiejeRnjOQMygt7amzamBpHKR54oLTog4isqHEHgGBofD5GULAEe7EI+JubJvbybd+OATTMBtmagaWZVnCndyb1CRP1dQqgnKfLsw4rkjRZ+pGGrHkvHkubrMiSwdjnQhcwACaN9y1Y/2SU+x125YjyIzMe0MTMSJ2n2S7Eao+Nt7NNWZSBS4x14o/TAkCnr7PiMjwEeEGtlABgzyxEVXDkEfJb65y1aYvndtBh46hFiEEn0MgYnJXvl7vzXlHnqpmxkICcvexbgfidrw9gAeUwkBglqgc60qYIoaZhVmEk0WQoJJ8CvqYdMxZj84vFfv9s+O6MJ2sBkiRWIRYEigdzBlUFK9Dc+M6p/Ay+CFihrR2OCzXPIRs0xGRxrtZyc1qXweFJ3mdiYWc4b0x8+G4NEEYOVGYqwONWd2TTBGeCiPgOjOoIkUIHCOcp0cz9txvoPf+5PHjT3/5SwTRdCA6BefPmIIYTtBZL6cNOG93JnAmpjDgIGF3N8oOLhkOsbOAI5gi3MPCclFTNzQiZSTVHoP2UDqigAc81EktVM28II9BpOZpSEjNq1dxmCux4FwZR75G8CxyIyRnt+nMq8VvWlR3EFMgaFqCwtTBSimVqXFe/q2q9vY3nioSMK4wmkVaDNOKOr9MzWBUtbe7Q4R47sOycC+sAfZ0Pplj5RIKzec5q81ZQOSIsV63gGeHludBLifc639lgUJYCS7J92nzVb0SHs5BHvPavZotRiLqaixyPUCZz0nJfhAyK1eziSzMVKO4zDs5da7V7OSJ4chDx1G/fh4xQTz3VIEdIphdQ2qZgWCO9LPOGWsWeDlRK9N5ShjcRaSxoMx+xb1UNWBkWNT0/lZYJBEkSUvpzIzIFZC5BcFy3RREZpuOMUal2LrDo0jSwjEZf14w0pxfeO6IJd+DdDJwGoZJOJ4+fbSNu6V1NwMHFRkzmFOoE01IOa5Gy7sqOvZGKHXMnBG8hVaKLtI47VVmJPtCiYkOhwUzi5SAIM7HJ8cyKQ+V4EgEpNlP/u5v12178PgxNWmt5c7IJ3wpw6MbC+QrJ9Oxf80il05y59JQbVCLsFmPXFzY3tPHf5mGvkZceZ0It2/jrxY49LoC+7XaXc1y/Lx7B0HX0CaqnwhNkfrkURYGnfR89+rQBGEiXGU5eBfNTK54cDghJ8qliQORmYNCct7FiDByjyDZFwooN1FG7E2ilOWybd64ufyOa6kPEQXEyQMjI9skiMdo1mABXrZYKBr5CDPf1q50DBL3YRoQi90/SwzOdCUnZgki7odDnhDC7fb2QWCeVKDOXVhMzagSzRJt6pZJkpS1VobI9uUoh+OmqmbPX3xBmfzhpGaOQURtP0ZBpmrhEJEmQdQmy6AU7cLpfGsiTeTm5mYSIHi+N/CIv/77n33t6nJQLL0JI9ncaJzaypr8zREpV1e3+6dLZlmuRMpVnUTgPIyMfMo0hSkCLXUTnUCsauEOgtjVLKBAyhIIdXP3oWNw6yEUUCfNikA3ojSew72VItJJiJ0oJ9TMVGErVJpcqWkX9TkKj1nlZWtPqUnNkbXIvmqsW+01gmyt1y/9MSXppG4OASzCTMncVMmDie7v7t56/A7XpjsyhpojmpSsrzB29QZX4gMIDVBmTwJKRHh04mAxDExdDTOEiwecsD+OYJZtU7eokVbNVUxyIz2pL7uuNAmGkqeIBzce24aIbd2iH0tumBULMdimSw+UBa6bubqZqSF6lOMpxQwG98pfqJV9HaHXUHya8mLOsT4TPIEVl6ZIhHtvajovabkepWT9US24GTcu39r8la9+goHLwjTmzDGxwxbkAof7ItCWIk8BqM/B8kX7ONPkopIw9o6DK6maOa/M1sQjW5fSsswoOGnMx+Pxg5/+9LB09tpVR/ZsnLQ4TkkxtTYfkjmDJGqcUt9KEW2tadCwEJCzqG7mzi1RgJ6/NJgNRk4iaUIiT9opyKggNJwNX3hCTNVN3dXU3APwUmTkZK1MjxG6z86cXM2asBHR0EQ3ZAFomWsIhJfAIU0IwVSKgghTi2EZEm5qhdu88Bt2bsTl5g5CMIV78KUOaKicTLoKv6BdQTstYojXpn8pzsCV86tk6gyiUE9S0N4Qxr41IAK5dxGnXTech0Welg0YAOcHlZMqIic4k+CaNHHx4mUDsoNJATACwTVFqRchUKPiSz4A5rzfkLAX7GGRSQFKJ9+uYNnRLnh9QsmAhGs1J5MqV7IZsEeiwX2GpYM5RSZ5o9CcW+yikfRqI42wOZa5FHBGmUSbONd0m85YH5o6kyzCI4UznqsjxD6yMM/dWgCRBpWhuouCQOmYyFKhWeToLr0HHinDY46I1uQy65gsozHGu996azn2dd14cr6LCluEzy2HoFr2rIp5v+4hd/AwUS50icnTCHTT5dizsOat9gc1O+hAa81F8ns5DUuLzozlotSU5jJkjPiv/uAPnzx5EoS+9AhiEQhQQ3fLMT+DRfDlkXDAvZxH/PoAG6lrohrP4fo1fK0oZ/yXVCivD1aux+dfCQ5/4y82FiLatu2jjz4ys+9+5zt0NWjHlRQmZqe+r16TpkikRAHXLA6ncodyR7d/Zfnicc5WoiwrSRauTLt8qNUoV3iFSM92mYwinPa8FxB1EaOLNvjaMFCPqGQGSCqnzM3JtHvwMDJ2ZyZ328S3ZrpEO4I6YwAJ+2Q4poM9L9zZ8PvN7S0xfvazD0RE3dTrFFracjwcj/0YEXw4mClLiXInQEuOhyWtF3JYHrz97OZwyNp6bKppv++LiIgNd+dLnoNt23raVo/IY7kR1nU9n89jXXNAPhNLtAaNlAI5jyhJKgCit792dfkYeh6rugUJs6ia29BxGltP49NOvU0tGk/7urszSFjAMYNoQKDeuDUkL8gq/KE2fQgwR+8tS0zGHCLPqPMoWlhwkBHM43w+5/Z11tPQehlcCKlVz+MtcR45P8mRJc+JzlTKwKLQBxBwMFmKDIKn33wvMQAmLsZfbrcYBbJ1C3diLE4BORBT64fVk+fvwQ4OttBt3B+2Dc6g+xcv1mf3t/1IG0QEzMgs4sZuhkDeReQkpYUNceoOEhizk7A7ICHQFgQLCohEAu0IjZjBHNTAJAgL5m5eYyubG301l8gepnLRBOEwYic3YV+YHoqc3NQidDQ3uI7zufcbTY4gB9iJM30aiNTwg8OaWxubbkNk67GwHEUWIQ4KFnJPyjFXvqCbCAIBBnswRQOBnMi7SBcIqnzLuQcLI0gETfiSPcd1ZWbuiSMiokvrIr2lkt6ZISXvpMjU8fz0SXJXw9xq2MulXgDRefMAt2NrFizCdEj1Kod3p84ikI3YCB5wUy8OV3AhRFLRnYk23JiFGxltEcocrj2lhqYKek2eAEkAACAASURBVPb4nfttRF/OZoQw882d++LEQgnFSQwNiGWMEWqgaMwN1EXciSM4qDVWB5idyJGgLESZiAkce18UZrnPCAcFRCAEJeeKdfcEdxBTmDMjLI5BmlL3iFyObBQh4kbMEmHYVeHpn3YaHhqmHA0kRs4UoCUQTqAgq7WPWQRBA6RmYf3mxnIzRgFhiAwzwaLmoGuiWM77y4jFDCMPR8SObaliPdsGnpnYMWe3zu6TJBjTK6bmw5wircjBQjwNFCwMEovQfToRvlveAh6lSi95TCQbkuFgN82SjYgs1W+ec7ga17fUIsyNn1NCvcljAh5R2hXUgLrQEhXXFuHk4Ppb6tFbG2NzJQrOYnQaP1BYiqA5tZwaC6/qcsrjcgDq7CmYNW+sSm6EgFsQwvOnWBuglJKxm+1VV3pdam8JpKy7euPi8dVKA5IlkadGOHONApn2FLvA4DouJutrT50MiAoXzRM+L9kUaUQzy5zyZNWpVrGbFb3PrWNu+3KgEIhd50pkuQUOGsejvPXWEwQd+jHnBxNUtNNMWFhK/LMnjE28SX2/gdywJI1UKNyJPIRBgEZwWhyCc4yf6NBxd2otvRnkEWPbLPlLYE63PkWECwsBLMvheOzLAoKZpiE9AYHzy7LZFM/RJEWejVnI7lDg6qbIJ7IlkQO7PI4uXEIQz/45u3BMYQp2RUcRo0oz6LkbzBM6NWZRDpzZxmT/QNfGI/dgkb/6qx/9/d///R/8/u+7GyryOFukOTopvGUkMTl2IdfYxD1GzcLLv10gmfxU+Lolq+8nZmlQAYm8m1sgNXHLT2oSEDN0wndyTWqs7Mqqt1tjL7YiGxEUcQiyECVpJN25KSGIFllGmEjrzscWEcMbezA0mM0iE9lSA8UEYbDbepDmQ7d1vTne/JPf/M0In46QnBeIl9QujEG+EIXZIDcfwyPWVV++dIDdnDrWdUUg7ba00wgCTtEZOS8XZiFktqlFcO9g9gwnjliOt7e9qY4mLZ+6+iBaq59a6jdzp+f23odfv3n5eRubbqpDLYCOCIYLvDHM2MTBXJFwRNJSHc57DHKQZVwzcVk3WYrhP4dhdXDlEh9Bqd1IgFxGKlB6ytM6UbCgNIlZrlougaOAASwTyJBBElF4RtTbmY8lWFpSt4MT0YCAQJrn5MvhmuJzin0/WzMdAjO3HjEm9SnKNJbUCeKlHXVTRlcykZ6CvAgCkTShIHi8XE84NtzH+urul7/8+Nfe/rUDs7tv4URw5hCmbeuEAcn86x7EbAR0lgXihIEIltg2BG1kByHftnZcqjHP4iacLCSoVY0SKYvnREk6OdKAiDo75onbQMqejpTl2B4clwfCwywo3I1NO5qeTqsjbGpKQ0ELRfLIDBRQFVfezrKtN8k3oCFswU5yZFDvzdbVbPDSb5e+9GWoA2RhXK40bwgmJ1Bj6k2agNAydYpZWNyHZjttFMlRzBtUhJ2cAAtjaRlzg0n3wtRwzzW9kFG2l1QB01ngF0Ulf6lNw9HQJLASUZPFEdy8gUWjgcHsAQuks9IAN1Pyo7TMFdoHJIfWiaAj68ZmLOROuqGwou1we/uLX37y6v586MKqp01dGpPDfVlYVY+ts7CCnr98eXfeMj30uLQHN7ev7s+mmuwgEQnp1xOmZFOkpJcqXqnq9Rx7buFC6CyW700MJ8rMEYSbhQR1FvdwwprBpQQBGfmGWE2PdFjvzv3QSXwkIyyoSQuyQUFE6pG/RUR4mJSnjRqImZ1wJiZmN28MohhjGAEifWkvX70c5v14VCJ3EmlZMF1LNgGoJkM/vaep2UAQsVOAzeEeIqk3pbyEPRBE6t6BYF7PZ4aYmrS+qW1joyZuJKzwaGDuHB7kqrHHJRZiIVsBcy3YeRBb+FAGILAgjWhNmMXjHOk3FUmJRTF2IsBtVi3smDpp1EYFcOzpboTahaddPm//tMEAwQgwMQ/1cPR2pJCxbclRNbXhWuyR5MXFHlhInlGUfDWrr8FXTMU+mROjE4Vnv4IgSXq4e4SPUS6bFFCFp2h327Z0Q2cvlavKbMnhAFqkfl2YENKYrCQ4BjSGAF4yd88Jfh7+6fSxyg5jCme0ya2vuiqgFZbE8EBvzU2T01lImbqlcthcQMlJI0kIbA7RnWAe+ujRo9sHt+fTHYOIuET/IjBK8ykFM1oYUud25Y5EDgVZpIRAmUHmQWABBciC7rdBNQXfrayZH+YRNJRIcjVJLNnYFnQXCIQJiwibEYOW3vkSruwyEyWvAjorzKLqbZodQwTFJa+sLExN3H3v7rjK7mte7WXTMo06qdlI89auVMG0v2dbRLtdGFmXEwJlYMCOC+fpKAUxiFmY+d1vfuO3v/+9R4+Sqc+Ye42IiupD5irsfPGILDRYbQHt+dAZAbf3GLX7uAoSmn/jSk0zcxX2xV22jvnNeeZlgXc5ZzWW4RTE+8se1wD36paZrNGCOBDdExsFK7eBxVv3jQA4hXCnoKXBxe3QXfoS4PBNBMQBm2s+B2ERJtW3njy5wa//v//x/3n/b36Sabu99956E2mtHQ6H3ns/9CcPH0U4E/XGwpRdZpoxpDUCN06KNCiwrluO/FVdzSLiNLbMuA7VcNN12zYdquf78zYGgd01pUfreu693d/f72tMd9dSphVBq01rO9Ht164uPx6PrQldFpcVJLAsS0hTHpetkye5qTSaUUv9ejQnUqBk07m3ZFSgYKI4mdMnHKiZN3bxXVKDaiqRa3ukC5CvN1k7Ii29Flx/pRZM+ys0c9flmiGzZ5WVC0SotV6m6vJgXNIuUqI3xQY8E7yddpW5G8IiNCqOQ8wQTFsjhEjrqrqd7OHSzx5d2un+ZE9N0KaohJlcKMiMXDkaOXFU0Fgw3GNCpwluTBCLNnxRCkNsRh4LsXmQpuOKnMgoMo/9vN6FbULGGuIIDhWEu9oAU1UQlQTJQe4k5+1sRLQsdL/6dor13k53FGC0B32R1nUYGx3lUJ1b7jqhi/gvPvjpLz9+T20MN9VhCvWmyizH7373+7/z/d8WaQkYPo8tbxkIMksvHYyeJ3TeGIlOq8RQueyvPcwsLXspGcqDVQjOU3uL1wgtO7gj9x7uHjPdrZToqPkII8dZyEO/FAie3kXXsPJcMJfFmdjdLbxBIDxgC/cJ1cnmMxMdHZAxNKPtz2Nbwn0MpmgiT996ax3j1d09mIe6nrfN7NCPq6pEtPb4D//wv/7bH/8E4JcvX/3Bv/pvSPqf/fmfBWMljPO9jmFDe2u9iY8Rsn9onDmRe+EFC64xOsASQWaGRHSrYmbsRWVCEVH0XHDoIMYNyXK8ffr0yd3HvwxuDukPHp7uTvfDiGhTpYClCpMAU3Ul5lzmIkJCGcZsx0PPqWbZYxkasQ5VC4zRliX/jQwQaP0I6ffndTneBLNVvm1aUTgiRnKQhYXZKXHv5hZR8VjUzFsmYanvykWA1JWChzlUVw9rzUeA+3mzVT24E8Q4gYphlAEDEYS0v+WB1DiqqyTkGinHbebe28KAk0fEAlnNuiOdvGZbJasQWeLemDVb3nLrTu4y4AEpKXBNuBgSTBQ6vbwlPUpIjmmMoe6RssOhaYnkbSibNRGRXqPMHefk4ekpmGinC87Fp8k1g8pi+gpUmXnTxLP6vpGvk9z8Wp+mQxNqfn93L6213gBkkNmUGXjMbs134B6Fh/mu059P9c5c3A/2/YKQxl5666hrqhIvo97oEiGksXJP33xNOPFalGM5Kaa4BXRY2rNnT3M6QIAIhtm6bgduy3JsTZIPXAJns3Xb4vKVU+IR8xoxtxyHSKkI8wsMNQOI01wSlstGYnQSjwoTEWmNgomcYCV4BIcyooFsXVm6sOjrgURf+majBNDTS8A1yfaIaDyDC1KiLTxd15nLSm8YN9/QmUxqFr+hDSOayoqaf6XCHhHEJVf3+Urt3lKu4nwvDXLiEPHo0aNHjx7tOTVpjdkripSaXYNfeHIV3yiBZi93YRxdC76//A1mWVIJ5Zfa8U0X7HW06WsK8ogvJ61ecTWIklWBPdy3RMZefJ7rKNRIMTbCCQ4m8qIyRNGD87LVTz/7+POPP7y5Xb773e/uPkuKjCCwV69e1Vf16a/MRrjPTcY006e1g2iRGrkKS0xICAuzCBFCirnVAWYsyyL9QGC0ll6YVh7cYrv33vcPBwAkQeaWO7e0EKjZj9/7+OvHY5FCZ3RGTgwyB4tRamiemeqvq3LTE+pXsKQkI2FOnFNSgj08g1ENccxQOcNMKL7EPdYtwICAIuT65PUrShdN3LhFMRx96vgCtNM2LpgXd3dkTDQANyvYAiR8uJmqSUXYQLgxZI+T3Gu414oeXSOU4YJdoclOpEaNxD2eP3/+Wz/4zuPbm9OnX9gYb7375Hg82qvRmpSlinKY7eya5GKOKi4jSKeLhiLYicxF/UDMwzv6qmrbcEIMJbMEu6QBzIKGjqErEC0IASGJoEQjbbaR+k07TpYwgVnV0Lost5988OHnr/765d3nOl5tr16sr56zebh875/98Lvf/cGRDxIcClmIEYALeZA/OMpnn3wQbP3AYLjDcWj9weHBcekPnjy8TTYlR0AkiMMztaNm3qYlId3dHpZ+Ws7U79zQJnsHFih/QB70aeECM1hyKTltl7sCa++48trBVTn+VUckZ8iRSMspY/7oGxAE6Y3A7r6Zrz4GcXhseiYPdQtw47oahhoHUcQ6jFqyNMnc03nABBFWi6fPnv39T3+2qd8c+no+b2OQyPDMSeGXr1797d/8Lfc2hjrJJ59+dnz61ESG23a6SwQ4iTjYIA6M2s7XBYOrPFQ4hFwQqXnXFDeHIvkMbo05IBBORQQ7LeladOMuz7h/74e/+8MffP///F/+12DcPHr83/33/8O/+d/+93947x86selYbpbzNhA04T/InI4G7ixkTnq6XcgePQCLhjNJij82s7vTZmYsMe7PD4lO5/Ovvfutf/HDf/Hn/+nPPvjwo+V4+/3f+cFf/eRvXt2fzJ1mROy1FbuxeKjMYis8emt5NzNr4jirq3cnd0jCbmh5JHfbMLNHy/FuM+6H1aIty2pqkRJ0wMl0Kxj9vBCFUaUxXMBL6rATM80wDyeYJRPGlcVCiLuHtcOybYOEh/umEWGHw9EjRQ0cUwXDQgC5hQ47CDFYmBmCZMABTtLAMxORSy3O4gRpwsAgXQ5LX5a8Ns0SM4xkURNdCXvymkx5+lWIuVdaKYJCNZzdKSwyHzoza2zPetkZC7gg3wJAFwmi87oCWJYer8uI00FhcNoroto1mZU7m5IDwtcmwimyoQi+igXYn4f5ypMTmIs8ndNhETEdzCy91YB11gpc7Ku4Ap42ZiZqgBHonXfeevjwgerIy2pdzwEGR956GiYiHhkMt2sZLqmaKfe1ZDuGuxozI0PHilrOmQVW8RQZW5r2p6ClSbGAhYPYVN1DqF5gIBaRMAcTc7r3LE/4UuzwV3BUCuYCigz9rfCxySxOmJ1aTtO7SNLufMaXTsbONdwwpmTjtd+FpedYJB3nY95zl6CpSbgPjomLzKbhurvIEIM49uV8Pt/c3FQigadGf0b/kO+Axsq3p+ArJ9KX9etfWSvTNQT3H2lC3kgDzfqhgYnIpjlqpizX/L8WUFc9DNFemlNEOqX3tNIgTC1dihlKiYo9O4kK5mw+dTiF70R4QDiayDvvPLPT83W9762WRYfDobfeW8teJfFED548GmPotpqpm46x7d7ffDhjDDPb1u10fzKzcKjqUFVz1TFCMyHIty3zSExDzUhaHheuI9/Qw2EJ8jFGXrIZAq2+ZV5ib+2wLJUMzV/LXKGWrodSZVqFvKm5WgSHKAXX+ohTAXaJYFI1wmXFWuvxiAR3JEr04iwEqZnM1xBCVpvgNEpHluH5p6Uekfbau125P/ut7NUCEDmRgJyStVJpF/ms5/ZQRMx9R/ZKa8GNrlJhJ7+Bd7HdtRtmL8dpfy05WBDlGXP2aAh3jYzDAILo6bO3bns/Hm8Afuutt5bWlcYlcB7BQQiToDAzkBerIbXk5SdLPkmYMmDqpO6hG2tj1mGY2jWWRB+mrrr1fvj8+au/+NGPY5Btet7WMzxc33n46Pd+8EO2TAUrDa4sx9O2QpaPP/38fvvo4QHQV3dffLa9+rwFgQ/hq2RTHnC7LPgigmFhG9NgcR+DQK3fdDkQVGBuZ3d1NRC4tWF+GudclnhkUBEFOGlpjgyY3D9tHhmxmTRfcP40c2srdS5Fa203zDVGbtRncusljz1/aqo6RYpkpdum5JOkfkBVaWzrurpbnvhqG9gc4aFjG0EIsLu7cXAQYJa9fktg4Cwb2TLVKnxY7pWiJIpeG5h3vvHOadUvXrxkFiLVYZt5a8umg/thjNGbvLq/E2qQPs7jvfffHx99BIrWOnpUHAbLRmmUoIA46LKAVUs5Vw5BOagxgahQGFX/lAg+pUuIUk4iYlVtYEY057t1+49/9ueffvLxq7t7yPLJr57/j//T//zZq5Opb+QW/sXLu573QE5Whc3DwxvLoTGp0zApnygnSh3MMDbiVYcakSqLqGMYrcOG6nldhwf3Qz/eBrdVz4nVS79A2UKpyNOZjYUiPeP+vFFcyDjEAoRUdqJThDQGUzx/OdS+/e1v/8E//5f/x7/9t8FC0r//w9/94//wHzR9jRYIErH9EpUMFyjRmwtza21pwWZMEHAC5hoxg8xsbNuZGnG/v7+P8O9//3un0+nDjz5ywjvv/tqLL16+ePHKKyywTJAMeDiFeyjAh6WXiLiiW1jVT+e1tDt175OHL0dXdSV/cLy5uRUA29g8Yqgm6U/VAKRUab4HwSiRAaLo1bj6T0410+FgbtsY4e6m0tpQzdlxTRtRqg+zy24aCHPvvbXezS0lJpUGQVNhT2kLdpvCshkZhDfCz3GFys5DhDj2dzzIQLwHBM5WHLMkpctFF7imbl8fEZNWd1H9CpO7PXh4ePbsKTdiw5bfYDhX2+domJ5Lymq4MTe02MHj0wec/08kw6pqbyzCibgFZDi5OQEc1psImAWdhQGLYLfIx8MUxGBnkmCC0dCNKYTb/au74+3tJbbyq6e5F7dGvbYT95m7IRE+Hg5N5Hw+m1nS620Ml4Rp+BWojd6o+HHhzc6kTfLXxsPwwgTnNGuWx76n4F5+yf3/ocJPKDZdD4fD9vIlmcOD49qlPZ0LO/V2ZgzFzCv4xz6W10BOXzXMvh6ZvwF5vPZuFhGlVHNzLjkvo5zXvA6AvywyGIV/KiDRLihIpZN7ti7TUF2YAYqMG6Q9f3nniLbWYqzjdN7WlYmeP3+eaMIdoHs97gwGUTTh3kQYhXQsdzA7hRCZeapfeluMvPd+OB5KiSepSp4Yo8QucOkAWBpciej29lZ1mOkYY19bEVHAKqerwEquZmH2dazLzSz1WMxsmtHVxpHQDng+G0FXIpHYgUQsfI3suorM4Nkg8pS9kCf0DhUomF6x3TId00zFBSkLDrL5z5R5lMsMXol0SZwFJ4aP8zClQhSZmrunjsq2s2nkn1dgZBfpB5k69Wra2jLayFeOwSJCNUfhPX6PJ+WHG0JHONw1Mg/MR6FlhEBx8/AJcQ9wW5bOC0O2TVuNMH2RHrCkv6U6Jt+mTTXUoJZg6cjfjoSWw9n0x//5p9vhF9v9uPfVt61bfOfdd//Zt/8JC2fLK5Vh1Hq7vT/7F6cXN7ePWW760ycN+vh4eMwNdCA6ZWkb0wvYl9vz+Sy9Pb55dGhKp5MfhTeQhfswX1U3kQ5hCw9uQcibMl2fhFA9EZmHhvvN7WLqaD3bpRKiOJyiL33izEtakHhcU2W0CEhrVBwGyw3NTl1K+AOkCbg14RIVehexSESPd2l86RS5t54EVvfd91ZoFxFBw0QYV1dzPDb1bQoeLmdxiaKYa7RPkpOtPW8y6WzCaULIqCcHUeu5RdH8Gsxt4cQkxz/9re/83d/9tPejmg01VeW+cO9OYuFj247Pnm7398djZ/cEVPi2UWu2DZYGcJtbJhZx1Xwh56sY3FpYEa1rds5EgFqKnFvKdJCSIAJZgvM9AYu9tbntYg8aqn/1o79ehp9Xlc2ef/IpLQ/MiIQdhC5k2R2QhsMJXchJnWLbyKI7JVekpMZgIw6wepzVzRO4EovZ4Xh872c/+/gXH491mMdHv/jlL371x2dzku4e521Ia9K7eagqwTtLb93MyPdVSZQELsjMRcQ0EMTiQhAW1SERzCTS7k/nDz74kFYLNA28Oq1/+hd/aZDNTRPqF9Qmf5M9Ikjq01NLpYTI6VA62pz3hDtcOZzCzGxVOjzAGDF0ffudb3z++ecW9GC5+bVf+/Z5+/kX//Ap9zCf4ePMER5mQRbhneXZow5iTg9iRARt6i/u7oUknBI9FREEP67rum43N8c/+qM/+uKLL37813/97rvv/rf/+l//yZ/8yaefftpay7cgptMuORXMJClXiBpO7dPume5BaJKsUw9iSJA+fvz45f3dcjgcDkeeeUA7o2JOHzzhxsRQ1eVw2MZ2SeHCdPVlLs4MIijUB4PT5H1dPU9clcx4VIrXgtkJkVG2Myu+QEmZ7NxaW9e1tfSvsEiLsC/XrPul05nVRmb1Pnn8kIXI/Xhctu2cMllONggo9zSQy4yqC/sUcjjI3XsTi51U7baVCsLcyvEyO5AMXrnpLYMgwtyyHHdPAIaZAaJhprlOJSHvwqH26WeffviLX/7e7/8+PMgcRLnyywnUzii0q8/zUgATPBsSdzI7uzOzjsEVSMZmmfKrLccPFajw5th4t5ES5Q4zpl7FU9Q6LaHglPR7ELioujWfudJ1J4Eo22kCCMpkumUwyDUqsfwL+RP0uK62Myk2qhn4yl6ldj40IbZvwGT2Aj2DhK71MNd49cJU1btz7T+9rGS/TG1/re7HLt+ZGqTCOMLCKRuR0h3ljj39GgFPb53xlO8zKIyE22nVF5+/fOetb3z7ydPLcDNNP1OLpqrmo64M1zE2XTdV1WHbNlJEarVHwrquOnxiK1XNck6Ux2D2ESISDotYloMTIkjCl2Vx98Nh6b0ty5LpRXlHc4OI9KVnPdZ65yZERP/3j79+nMQkVY8VCAYEaMzn9T7cwgVcuV+UIViXicL1DiipbXwlYpui86i088bibmSxHNtQTeWQ5D/BvOrIF6x0hLmLMmNu16/HDFaoEXifGCApbWwd9+k8OFDtVdd1pUu4MeW+Zn8rzIyQkekIsqFrb8uev5XnY+Kx5rx8Eo6ELX3rrR2Xbu5wG2NtiNP5rDrazYMv7k4r0zbi+f3nx88+/+azb2SzaFORT8Q/+/kvPj5tZ8hmEcMWom8+ePiD7/zTTiLMzvBwQkgX3Nw+H+MsC/cD39wcI9qmN8+eRROzCKLGIFcQhFuTxoeHD58+WtGkHddw+Hg17GHr8FYJMuGtMZ2pteWsKsyg2NaTrie9+8K201AlU5Gb+9M9L03VFE5uS7TNvKN34cxidwKBjUbKLtfzXRCr2nKAjU2Yvfr7ULckWcCNW8vNsoiMbYsrfq2bLb2PYU1aay02zZPrcDxum7bWxhi3x2NrFYIAkTFG642IMqgv77ltjMQv9N7TwwDmQKhpdpWpPUVhDWsrsnd9p9OJ0A/HGx0jV6KX4kYrLzPTE+Zl6wnEjaDG4qZjjJx55Z3UQGEWwNOnT8/n7YuXd+vYitkHlt5oXlo3Nzeqg0Dr2BRs9QK2VNlkfjtP9Vg4GFLaBMDcapoIklZbF86QP6Azm03YHLesWBmQkg0gaTkc1BlmJgxhkMXxeMO+Lm0BQXgZ5iI9wZsW0YTUrXNrLM68qbJwwMlJGBxwN0rVO8TCEXCPVXWYA32YMoK5jTFEmpmfzytBLEhIUCoUMDkF22YAOnd3BXFvPbMnafrWmvScJqQqQFKjkLM0py6d3IS5oQl4rOvPPvh5XpWv7k7RNuqLETmQG4QuLS5ZVia8dGm89PN6difph/VxS2RpiDizMC+MxcGn8fH7H4zNh+rwGBr/7t/98YPbB0R4+eru//rjf68alLTKDH+wnW5BDBFmYph5a60u+/0pJVAlECW+OuVswsw27C//8i/D/dD6+Xz+0Y9+dDqd8ibehRZ7FZhPbdRcmXuXfRxY53lagzy3PZzChpubm29/+9s//dn7AJ49eyYi77//fvrDxrZdl2gpoPfw4/Gobq01ZPTxDFDOJUEQHXrPr4qZf/M3f+tv//N7RHjn7bffevbWBx98wMymlluRHOIws1m5gLJIyjXUtbrdK++z/quqz549e/nihaouy3Jze3s+3XkWEFEvskfB6d09SNPvcHNcnjx5GGHMcj6fiWJsIx1QF6U+OCucdV2fMmtOCgpPXtL73MYahZsKhMJiTp3cr7AmhPDYVt1idGYBRtg+bw9CkFhGC1wNXfNbePz48e3Dx2MbOXVh5pQTXzPCo+rT2kDmh1bI0DRNqjXUTbpXlK01j1i3NeWvb4iwvwK2eCkza0Y3af7RIeGpmBMBewYV52CjLMcAI8fDrgagg92tS3NVShv22JBLe2JmyZTNlhPAK61IYb3mMioL64toFrviGW9syCfMtFqma0PCTt3dH/LLLzKDhCsYPPbEZZK0dnn8F/ToQXFVN1/ypTxCI0jygtvyhwuiJiKEJn3dTpAGUkQKqwgsw8LMGXQ43L717O2/+NM/tVe/2sP4wp1n8BNLzR0ok2uZRfjmcIhlqYUOBIAiVLX3nvxgVRWRmHdWBSNkBDWqe0x5qgUBzG65ss6IwPxZqGoWaTHDoncWNXI19DWclyfJgXLBnLaLXJIEvWkWAb6cy/XaUuxL8QRZKDcRd3OzxrKuWxPJ0PgYmzCH27GJmoUOkgwAnQdHEF+F9xY59aJmL1HiHoyxA8Vptq0lKmVx3/hqkjqjIrh3KR0Cai7OqVZmXI2Uyuqx0wbySQVxOrKI5ec/x48bugAAIABJREFU/wCffbbqdrp7ud3fm7fnJ/vpJx8t5uOLF53li/vt9/45f+vRMzNjWfJ3RztGOw46WDv2m+Vm6TdhnYgyD9UM3PJOdFAcDu243Dx5p8vx7vxKmhzGMOkatHDRvvLj4mBIj7ZsfLgHa46ePDjCQjwWLtAgpRcXRuw4tM5k5/vnHmfYSp6CMG/hm0UAIXAOYw8CuBFS/JB0CzALGYZuoQTaIJ0Dg0+uGwdJBc+YCBETVSxlebry8k5l+RjDXIVBoNayps1tadYI+aKm0semwKmMu3mrHQ4LEZn50lpv/XA45I2bHPFKl4yZfDFHRXvwe/GuPIqfypJRN7W6JWfOERwoXkt7BpGAGyTgQc5AoO1Hr4cxwXS7OTTdtnfeeeeDDz5QHcJ9RnhcCcKuaYD5HfJMA3FiUDhxy4TZSS0AgVnN3A0706uw5tOtFbGzkpBunggmEkqfNWlo6iiEqGcUqECABkAYRgn0BFikhXRocMa4NrQw35xrOWo9V/MJFq85VH2LNcGSFrWsTZTqhaODQJOW5765twTJeOlE6xZM9wmhgTpBM2ChYk6o7/hkJyKoV55vUqJz8CWMxrKwsHRzq5HnlD6kyyHTxJOyB0S4NyZhfvTokZOFYB3bk7ee/ca/+kFjbrkMZJjqwnwbYp+9/OVnz+P03DzUrC/H9Xw+n77YVmtLd095BliSampGgQDNtMWIhMwk4NVSZR7kTsGCJi2FKLuzDzP+5JNffJK3+rZt77//PjMvy1LpPFKnoF/lEO9CwSvM/2uVloBrPe7hZi8+f/6Tn/zk0A73/urDDz/8Smfh/hd3+Hf9pnvoWxoAAI09DZOkyVjHq1d3ZnY83pxP59PxlF+xlIQI119Vjkle/01pYocgLLVDimDw4XD81re+ZaoEfvDo4ZMnT7b1lITcN3jZ06RBIAfHO+88Ox6XYWeUlkkygAmRGxUOFM8/a77kFgQUu0OPpiwexEG9d1PeM6Q81wQzcyPyJTPLjSmYmHoFz0JSSNgElvVQLlZty+PieFhY2v39OSiuf47X1xkRhY38MwkSkBVhVJI5K014R2vPEnOMkbXUG8noX2UqnSlaqFgzMDh8cmfMTmdmAVpERDuu2yYiZrrI4qbCbEPNbDl2d+sMhLEP8ZDYJKL326FG4WS6q7hBQjAvq0Ts6SXX2XmIK7bDl/xFdJXmcVHhzFK73AKY66l/xM0ZMYVlr/s+6Y1m5R+R02QlUvMWSD7IBDGnGZJRkjem4HCECpNwUJjAzYxRAB8Eel8Y0RHPX7z6/FfPv/XNb+kDqdF4mpEi3H2MMcaWDry8ZTzM1XbZZ5ZgETEQqgqiOecKEdnbD5KW7uHWpCW7Tzqz1J5NWib8iciyLHuPnSqG3nv1C01EpLZngLv/+z/9T1+7utzDE4qWzzMQkZnqFEyhea3Hl/c+u3wlM8uiiGHlva7Lt1OAoetKFMel69BFBOGH3u7u7o4sriMo5LAce1+3barcJgeZvrojn6/cxHntHr7SmUhjaYE+BzCpQcBrt0WFLfel0TBEgKN1RgFmieh1kWW8dsbN393cDSzm/Opk5kOZn598PbtQ8O3to7ef3oJeKn3+6ae/8VvfvX34KMKHjSMvTaARBvZ+2x88O9w+HB5nUwkcGxGzj2HmrafOEL0v3A/O/eTYnEgO5jHctk39dn5zDBZKyWaWNmgscvDgAJGzEq2uRtqC81LOdQYxwVwEbCP0zM15OZgOYgGxGcbInCl4qKTqgSI8WODEwmzqapr7XIN1RsRwZ/LVbZhu7iItf7gaFCI8aRAmzHskDwu3RfZBRaY8TNkhsXC2M+Z+YEarzDDujZGJYqmX83zhTSOH5XuXqKrOFerk5Tco4GZuC5mZWK6bMU9YUHmKyd07SySkuawXzhSNEUCnHZ0LyX08yMOcSCBwOxwXDn/67BkDL774ggKttXAz98xJoanjqkeRZsg8XyqGqmBS3FnPf+XRyMWXXbOiWnfOrOiaXSGIyHxG5UXAg1lY4XLVZGcQdFbUmX2NsJTe5+dT9IAID4449IUshupycxxJBUsEe6qIfRYhLEltTEteBhV1JHOaGMgVRtsZY4V4cykDRWmGGQTmxtyYEqczPxDUAiSqVS2JcWRx7xmbISBBsUZSvOtmuYwFolWEoGfIE5Xwugx80uCOfuz3urbb41i6E4aHI5xc4T3Chi/CgwIM6dJaMzWKxhUpw1Q1i8/okytV9C74rFztGYWUihYBXQn8nBxO7hbhHGRDBbyt27ZueEh7Rd6aePiVTmOfJtayvADKZrsfNKNAXE1dY8cfgRU43Z0y8ziXite2y105kGOTS7YocOV/q8QaswhGVbient3lk48/HZuu5+18Ov3KXERqcFuKnYt15MtiA+CC3ip9WsZLCczsvffeW89n9/j88+dhqmpOkUUG0SXptP7YzH08fvjo0aMH4GB1dwO4IEfMTDOiycKNQLJtmlN8y7SnmOh5uvhaEzDAXcLdvMxbM1wrH14CEJIAqcEhxNyWBrCWKTXHArsVygW+MDVE+Ebux07r5pcRJOO1CDagk9Ulu4g75QEEgRkIEGa47YkBmNKOmKCIq7Ey3pib76M6v8TWgUzNBsE5nBHfevJgOR6H0WfP7+7OL53YzdRGXxBmEeitL72DQ03J9ebQ3nry7MHCPvSLzz/7bDsTUZgKcxBe3N0RobWWG4B8YSr1aXoxp1krvpxeNPfn8Qa/6yurjusJLr4kQ88fd7Vosy/a8YtZH+3aoWu/xGthRqlSmW8JcwM4SRo1mqhTzQFdFnJ7xdJ6O53iRNFzF9/aYq66OUOCYln67e3Nxx9/LPpiqpdjD8ZOHQER9cOSXzynuqx0vLIPOr1VXKuw7C1ozfiZKSYxaV7ZgFQBmUUTmbmHpyk2fHUiotP8JL0+IL+KhA3/Ws7LQTRtHLFH4O6VEIiv7wx/XQQlEcXfnR3rXMWlR4eExsvnLz/88EMG3n777fPd/e3t8fb2dqzbe++99+zBo+VweP/nP/ud3/2XD548EmnJo42KHQhQfOWu5/JUx4w62K3lQcwgDwbSEWhmu2gyJSizwDIPTTe0h7o3Ed4xote7LVxSSZ0rYRoNIRUIhhHAzcPl0dPleEOP3nH39eX9+XxSFmOmtmxm57GtY1uIDwKnMBuOFtxcblRu7lVk6YdGrqeznja12znKnau3AAmhUXTwAovGfBA+LMfjchPbqTTE84YlcWJlsgODnc0NWXCyRQ9sLdK/GTUCzGk62XbbCcclSFSdl1AbY5ApwgiNKFy4EoQplMDkVdMyABYtH5aFGwnCrTEYPMwYEJYu3LqMYRm5MJ1SNP1S/O1vf/vFF8/Heup8ALPpluHxqXASYWbkjJ6ZjYpBO8LUrDWISLpJ9gvjjdXkntVaYsHaTmaugquqm67rqqpmSFyMmREhUkliuhugc+XH4FRpE2jJOHSiJsyMVJ+n7pQ4QkkomPm3v/e9D/7hw10lFkQi5IM48Rf1FnoRhTET4adhjioooOAHUgkDyKTDHKmWpBKQACoxJALlPS3TvtV+SZLMxUySYbBBe/5AAg2JiTDIncIylxOUPRUDBCe4a9zc3Lz7zv9P3rs1S3Zcd37rkrn3rjp1Lt3n9A23boAgSBEgJUIUrbE01FBjaRQey/LoxTOOUfjF81XsF38QR4wj7AeHwvLIlCiNKEIkSIJ34kZ0o++nu8+lbnvvzLWWH1buXdUN0l8AeEIgDuqcqtqZuXKt///3v3Tnzp0uCcWgYqO+jNCBuFh6/Aie3aPjb4LCMgZi90kEpoDE6KEVSn5fGjRy/vmTV9UmgcwQiuPQt6CtOG8adWwFVq8GUj5VMiBABbf3qWQf8QaEENgtAQqkpmBGoGJmaIKqZEDcQ+60d5sCIQAjMEF2kUOmWDFXis7aIwUT9eMwqJpBqYBxGNQQkZmMh5gHibu0tGQomvnsH0fWxMCc9iQuHPzQQ0aog464CDNK39Q2oxgfDvicVNRVDTZ2Igg1KxARsIHpQBlCIyRSEZVyB/YKouu6KkbfKl0xuCl9cNOLLinlRO75HMDmaAYmwExd6k1ARPuunzQTL8qLnGA0JG1MSZstusA5txgaWnKcXBJRyAREFGPV9QnMJRmbQl8HE6QZqCZmunCwx4H8sCg3JdfQF94bqhYEKXBIKYsrdI2GwOwS0RFCUBFTIbAYeC0DCacEzjg8XbGED2NVoRmjDnRPNEVTUQEFZBvsVa7QAUmae6pCXcWc86pbGwYklI1y3XBLrB9yi4h1NamqKou1Xd8nBVBiUBMc0thoC4eiw3FLgCbb1dImSX7kqhW/pZmHkkZf0Nozwd5s5/rRfmwmnQIy9k/mathLqpjMBMli5JzMQPq+JRBCqaazaYRJ5KYORztXq/P+7v0HmtI4n9jQkIsmawPTHKg4+Axec1uXstVkhC2wsn2ytz12yp+pDcYXHFOzcNiDts2g3jjaMkvY00S7IZYXCrMXPb5LPOnMZUsM5d4LAbVbn9672169dnTr9gdXrr8EeKEKUbKCdSIQq4lIZqKDvZ1j0EcP77OuNsMEoirGDb8LkeoK3ddhYKAUOYSAwNnH4gAqiZmbuq5iRSVunLxtVHZN9H6oB4eomYf1ergbG4x6KjNTF2R2XTew74rSPamMPQJN+dNYl3s7ue97EUEMG9+ybUY+Az0LwX6lNKqkebpAYaMyAbPUP7x7+5fvvnt+fn7h4IJKBrMvfvGNhw8ePnr06IPTOSBRjKvV+su/8zsHR4dSbpmEg2DrVyqxNtfQMd+r9O/HsvSZ5k1pw7vMzt+aaBbJfiFxkdOQJgYbiNiwOEefx6hfZJDC31ZICoJBuUlWrQmYaa1tn/Is7gZGRexSdq5kiLHLqVLx9qohK1LGoFQ5TBlVpiFSrEz6ksThyFpiphAwoJIqVhDIwDKAQOp6FFFV8OYNqDIZZYDMoJGxQlzmTCBIomTKgkgAAoYMAAaSMiIwAmoOBJPpNBst121VNRXW61VGRTAkQCQIkQJhJABDJjLRijmGIIqmEnzQNgbFmYqzSInNJItoEZ8AoNvLVTSbGTEAomheLOdI2DSNiQ0yccMhfNvZke5tTyl5BcDMBMjMYpZS2tnZ2bY1e//UpSw5J0E2s8CMXLxQihpgM530WXkIXGBSFYdYGUHOvZcgaEZIgbFLQp5ICsrAiqgqOSVV4VgBUJFYmXgclSc6zXamRLBczFUVKYiIqafJClGFjisto/8S1DwAussGP7pXB7qEqmUEBAtDt2/0gZReBYF7VgE9clJLqgcaIOoYq80cnLlTvPjlXEFRE0R1iyGjpzIiM2ohefmqr2Ld9ylnRSxypTIGH0DCOMKOsAy4Noeff69+T9gMoMtbdHq4qomKg5cQzZ8MN5gUHvOQP7Jdl4+iOO/POnevXElNnJPtxFbn1znRlXG0JqpgCcTxBHsFzSpUBSVAZuMCL0P2vAZLIoEpi5pa7lLKHbGrLTGE4E0o9Vkzg5qa6NBdGzfYQkJjImQCd7ozEeig1BvyCdUMjQnBe+uFN+LHpJkoiJoqEsVSQA8fe8mVHIA2BmYqYuNUpQwbDLE49orST5K7bqCqKvEA7S1//Cc2avRemn81mwDIQe1hBcoH7lM0NQwUQoA+gUJTVSZSVVUWGWTQAxtxkMdsM3a32o7qv1etkOlM1ZN6cs4KllJijP72x4u6t4R5I920yaSZThvnQvt9aHwHn8R0DBsOMIcAwWt8/1LULPdp0tRMVdd2OWWgWCzCNuS2+s8OE+euSyEEBhSRPHSBk4oYIIeqQFuCIzWZ7OLe/qWL+zt1tVx1tz6+Pc80tpM+KT1lS5N6cnS0v7u722c4Pn7y+ORM1Tx5FQtQHsbSUVQBfRMGQ6Ctg3jbjTAcuzQcm+pm4T51H33wizrAc5eOtF+HxSMLQbk6bfuHxycPHp/u7R/cuH4dcnYMguYMYN99658Wi5PPffZGf3jh/PjeNNI08Odfe21vd+cfvvVBr3RweGTAXhP7lbIEvZqDlgdk+pbUdlRwPaNmKXSyovTTrfeCz356+Cs65ZsJ11aS3QiM3LyIQ1p+jYJlDCzbUG2I0TObfel4IqoKOnOB7Rfv/ni1Xl7cn3x48xcvv/65L77+x/Mspnp0dCUOd2dVPTs7Sbl76aUXWNuxCtr2D5S3EApcAdQB1IW6Y+VyTQCyXuf1atV37ZgPU66hRAjVwEsVKekoHJAHHSAZlD3Qr6Oj6WUYRGSXoBXnCaC7ED+VPBYgwolKalhF1ohYE0svTELYosUtpasL6qwIIAx77IgY0cUTSFacDszD9LkC7TtarvK9h13briGvpXvl5eesX0ysP5vfW3f56os3Ht67A/CVPiVDNKNAgEJsgcCEspD4k8/G6JgjRCPLNFxMxYaBKYCxmLjNLjIGgAAYzGpGtYQMgBnIwAIYE4Y+ZQBSQwBq25wEKo5ihBRAesOxo0QiGdGAQSwbKgFWRCGEzAFCtQQ2poQ5Ngj9ai/i3t7hQazb9cm5rshW8+M78cYLhlEQooVzRDJoNFWwTnDWYlfxNIhWBGpJIBlbz7muI6075JgiV/v7Ou8IMLN12GrOFQMoVNDUBrViRTFSbDWjIWSUXAFPeRonDXWP1v08RWEOFIwAeg4ECLPZbDGfi2YG0ADGkARDbmPFxKmVNgIHUrZEInUdGSdkUybOYBTCSnIIATKbaQjYiyrlGEMAkmxEHMA091UT+kUijJBJ2qigDmBGdg8lAAlABlRVWc3XjMwUBFSQEClUE8MOzDSbJ4rHUCEGNZ+RqZgwBx/5ieashhxUMyNxYAHJ5cAFAWMPrFW1LIWxpYZc5CLDvYtCqJo4sYrXbWaKGMlAgZGrCACMQGq+85unUJqSUMZMESmxxzZbjAlNFGvDKI4o6K88d/29WzfnbSfoIQEGjJ69nnJX8xQByNgACQMwiFhETL1gVHBdK6qfNwykpiaAEMBANBXphyoTiQiiMVEg8xgM96IGN9wbpVxaJZXvitYGZkdDiOQyMSMAxMipMc0JcmBARU1N6pRrJUZEUGYDDHHVpbP5wgAYzVJX+wglQBbNKkqcTYARGQEoYMjI6CYlsh4lEmQRzFnEAEkQehRhAeiMSCyMUHpTUzQkAiKsgnAgNRW//xTMhZNoCsDexLusRLFEnFNANEQGF2oaA7JR8BjJAOY1kKoZYux78ShNQADoKWgITaaJ0mOpl1TvggHFDIGxD9YzaFIKcSetlmxSYQUWlChJBjbVlGlVcaOICiEbGItX1ajGfo8UQKdRiZIYG2pQt9BqBtAAGgxJEbIIYaW+DiAAsVuB07ptsyZgz/pFQim5CUVGU+ppQiRWMwNkd/4WormDs1SCWzuyCajmbArB742EyRgDKAcKVhr2nrqDhME70IW7pUro9wRxjawR5lHGhkxlPMtAlHJSMzQNoFk1eFE41i5SYBRW7iCiWijdqv5A0zgZyO6aJexVnA2CZgxI6tRONVTalE+EEIjQLCMbWG6afOPG5RAQCTSLqlZVwEBAINKbVGhMLKodoCgmQcUqTKZNDE4uQIqhb7u+XTash/vNc5f3icLZOT94dJb6ZIhVrIyCGiqYqIDzEhWIrDu58/YPf3h+fv7Hf/wne3tHbQdZ0QBihVnalppAMSDfvXmT8vrqlRlMZD3v+wWlTqNK9/jB3ffa5158ZbIX7t97b2dSM1YXD64tV/23/+nbz12+/Mr1F3J77xHeztqfd/3dx6f3Hp6+8NLLV4+uoWL2yTOCuueEMKfkFyAR1WpqJqCKYGSGoG5EBioVOZkCigZVQ0OMGE3h0f17l2eEky7pLgZV6qDt9fz8/nu3XvpnN2JqxBKxiCQMSCG8+PL1t79zb71axqM91swW+5RDFZ+v4pX96cOV1dPdvO6YpCbxlQGhstwRKgIroAE5p08lVYFz6iOzWi/i8Vvkd8YhiaUUEmPbupTjxYJY7igykC9Lfe+N5Cww+LuQBx7dVlLVRkRU8OJlfGdPo9BRyUAlqphhjkyqoZc46amGzJXlPiggg8LudErpfG+S3v/521/+r/+rD356/OAXHBYP7929N232Pv+Fr3Spvnj11dnB1clkV3Kq0XYq0h4VyMsov0jnkmKMqtpLZuZAHAIhoqSMw07qKe8tJfR8Sd3NKfmS9DKfA/ceMO0o2hIl4TnBCgEA1QSziOeU40aCv+kFExHQJjjJEJ6ezHxq6nIzaNs2Bg5V3S+WITCFYOoGM8jiN0sZFS8AigZkPuSqGBmNRIRKSqDbRwp8DhkRSUSIIaVeUMBMUw5IVaiaSTxbrgA5VhPTQFglx9+C+sSSVIDVadFEzCY+vPO5ugltAEPF/eHjfhoEJrhNjjF0IkWZAY8OJzSIHJh49FmDKG01AGAbzz6cZ1XTYGQCQ9SIENHnMjWZMtXNlJYPj7v+bGdCxNR1nSP6TS265Vw8KQvRLGfgwKQWLLMJk0XgyFWk0IS6CzGDGVogRUjuAUMMRGg5q4sTmV01De4RMquQAkKXBVTJaHdndr48nyCTSiz8gZxyn3M2wBC46/sYCk/QN526blbQztctSuiz+fMAKiaZKA5NsqLqqZtJ33UhBELI3sYWdbJN6aYUaPsGC0CAOnqGdFBKZjFQyYL8K3hW2yrAEreG5BHriEWTVsy7RCJmYFmyt9Vp/H4RkSkAjVh9ciwmGBiklAKUIVpKXd93ORtnQdRBzVLQeKgaY+xyKiRHA5HMoXSLin1ZVUDRwCWpOcv1l55XheVylSUz10MidWkbECmAohKGAWu76Zs7zEG385/HoRZsRdmZPeu99gVZBkvqynABo8DkGHeMQGBJs2YVEWCuAoskA0g5V1U1hv76azq0O8GgJANAA2Iw1SJJRMAQRu2mijivemxtbif4EpHpJqLMQ7KY2coktPhNiq6DkIhH6LWAiVnl8Xtbjagtzag5vKFEAHqQB6KBWFHUDLgGM4SSUeVnMHmSNVqsql5EzJgJPcjByfoqWZOomkv8CnRUSv8fR3G4FZCepziqgMdbodv6ipSjtJC9daeuArA8ALc3E3Ycc3y2zvdiTlNPKCuQKgIbHuZn+MpjP9sjSXy/9r594WIRjqLSrR/emrYrDCr0wam0/eAVow5umSLw6V4gPsOgKJNJsGr0swJs5yk+k/8yjGqdN+JPlHe6eWyrKwjYU7gCQlDCLSRA+WrGj9Gzxw0SgO7v7x8cHMwXZ2xkRCJiJoiBmT1tBzb0DCLA3Z3d3cmU4SyQSu4BlCC0y7N//M9//+qN5/n689KuALnr7f7Dk59+dPO11z5/dOmKgZbUKOOcE4DWEasq/PCtH33v+98mCj/4wZWvf/1PLh7sP3x8HrgywEAaw1JyH6lmaE9PH1y/totg7WqtKYNFyfl8fn5yunjls59D0vsP7t65dXN+svrzf/Nvd2b7VYX96gHmWYAZiGpOkBWygeG03kWMCMAoW/pwz5rgopPUbJqHL5WHZi6CUWGzGSJENXQdDDGz6XOXrz6S1Ww6OdrfizohRmEADjuT5WduvHBhNrG0rivqu2UMgTik1B8dzP7Zb//WK9evHe40F2dTUEHA937x3um6m+7sTkAAoGnqbp0QwVlA7PZSjDIsDSYGEVTL6xWYPLz/5OzslJlz7hxzNLAyfTHpgJOAp4Ql2/9lCJ0teHukXwdX2R4pbBswfl2q0SCF3yrOXOftRUvRZBJzdP0eorar8/PT47/9xl8uF6f7Fw4m9YWPb75fV9Pz83mGnS/+Nl5B2J8111+8dnr3l9/9zlsMG9zzqOfhEDx6s5ccPCo9kE+hY4wMOB70EhAAAlEgZsDZbOZsdd+3KzMmiiHEEAOHDccGCJk4hMCVZwlVIbiIxc+Fp4orsCwiw9XazN76wVufurqciIg4Z1UxN2AxV8kyICcRDGSuJiwSXCGXeNpICgZEgIzjIzxkxvmuxdPpDnj6MZnmHsHqGBJQ7rXNnZ+XqpizmE/HwVSTN7dk3UIMoalACYGA2LN3yoztKbrQZvTjA0Ejz0ch1+6JGRIZwliOEwET1VXoeyXEGML+3l7ftkyBiGOIHNjFEl4hNk0jkl3uAgDKZIymiADTimy9irM9pWAGbEG0V9Rm2nAQ1RwjTyZNxQEJmJmQam6YpI6IiAFqowlKitYHyzUEMgZBy2DZ2EDNGDSggfaEmTwJFQDYlYmKgRW0TyknAUQGi4wMYDmhKgKAaGSCXtjEcu8mDWLSzRlPqIbgmnDJ2UKsY7OTcwWZOiP1cEHLqn3OlSuWzcSFIiLS9322FQQjZFcNwybs2nCIhRNJOPAxyRUGgAribWzfKUTFu54jmHkblDBerF2aAkCqGnjY4BDcbB6Ce8M36MMiNiV1j1MYrgc0kFlALcYKsrhCnSgSklpPVChyLh3xjVpV1QXBuTioimFroIB46REQ1bIpmmndVEdHl2/dup1TJoo5CyIPez2ZyXDQKwMYOvvdSo00DJa3tfJFludEcDPy24nHOxjwFkhJQQHIxGIIhwczMsspG9Jq1a5Xq0nk2aRea5pOpn6nPT09i8wUeL+aUWBGY0RBz3wzQmJiGdMvfRUnLDJhUBOkwDgETPiR8knPxvCd4kg3cNlxkaoMkb3kDObxANsCjalZysIhu+bdI0vGi9+GjzDmkqB5hLEVdJ6hadFSqMEQRUyA4qeX4+hzIiJPhvSrpWpWRYLg2AAFYDQmYiBT4KLqG6B2o5aufLkb4qqThdBQR+lqOZ4Vh1icsTgYAPxYvC7kqQ4eneyQo6xYPh/cYk88E56CT4lZfYmVa9tgays2AB28QyN3eXRujCjxUao+6gGertdhW03hmFEXe/g4219FS31kzr8fHNhYNDxQ7KIGBgOvfSxgtuPTn4lpNH80AcsWh6P7ebi1Koy3B6eiWMHg57oJR5cuGgiaEWNK2Rs1KuJeri26AAAgAElEQVTPu1/DSugeBDTqlututWRLIS8JMWHq+nx4MNnbiZZ6EAU1JDPNbTtX0FgFZpAy3UoAUgcwSSbZer53+0PLq9PF+tZH7y3mX2mrPsaQcgpcpZxJjutQacLnLjW2YrI04VkILJhNSfqMaM8/f7Vuqj6f379378P3352frU9PHh/s733+sy/P9Pz5S/t70ykCKdAyG8WGQn3pcC+nhIBkaoiq4Cge5+GogiFSiKwJBk+4cxux4AiLbsyAPUSNAFCNEfb3dl48fOO5S7PZlCdx17/WdU57B5du333EQQAMszSY02rZ9plj3CHYu3Tx6sHBbhPqwAwcuLpz6/ay092LRx+f3O27FRAxG4E+enj8ve9//0tv/vbBhcvJ/x4wcsqRZMxdE+jk0cnxnZudtADA7OZ/HYD5G8nLU3iZTwZ8jkHgbv/49f8804MYLWqfLNw3kpjB5k3IRs6oQsXxqSUHShFYQGNMfXt+sBsf3vvlxYPdB/d+AfIkcmZqV8v7R1dfvn3zneeuHmr/+PadY83dF994IwbyTvYAqTH35CBt7FgeBwZW7KHl6uwhgIySc9f3rQgYnM7PS+OSEACyR7HAmNtbFFFjEeAo3zLRUvXtfbS/bo4r3Jgh6NOZ92mqOSc06LqekM0AiURKt0ZSt3lMDZhZDQjIKfFkBprNRS3IMLhFncNASGRBBc2MA4r2VaA+C2QNyE3VoICKguY61myGlhkVLYHHPqr26/7s8cmV51/kUJk5+EG8C6VmkYZr1jBfHg8JQgTPfmNCQw7EqVd0zxO61BEHG7KkTIxgtlouVRUgq6hqnSSNaaAiglhtb/0QyJicvBrRKkuVZQrcC5paFu1SO1+sJzWK5sm0SV0nkmLdMBKYRawAWs8pYYgpU0CpqKd+HWhm2SAGk0KAZ8CsygSmCcHh2eThcECmYMmyYPQ+sTkqlYyL/csvuLwzmZK0rAoqBmymg+URTJGYici77t76SjlRbPYuXNCEZqTEBr5/yQBzBQ8l8QZbjFFzMFTmUMS7YoImkrGwo7X4l6Ag/MZSwCuJAuIYkqNVFUaOToHPlhVcsp+G67iIwCDFQMKqqmKMKXWI5IlL7k4sW6Tng+KG++m6OWZ2UIaJioiqqHrvc+BGD+wKGPYZEQFPv1MdhF6l8Ta0JaUMM0wIbTKZdG06O1ukpAYcQshZR6Oep6mWT0bzUHZ6saAARm7eKKWEFvahqzI8zAHYRcNIqIPDD/2jG6SLMYQrR0eEsl6v6rq+e/dBXuWa5PKF/ZN+efXyZTMDsdX8TFUv7h8cXr4EgFm0rk8BtcvJIaqmSsgK3j4mV5TkPiMYEQbmMGBt0NRUaQs0Ns6ItzuoYWT0FMm0+VCLhqwDAsilfEbYADLNvyop+74bO0dSxACcGYIJaeDPMLGBMSIBBiQxHCpyr3DV1DgEQ+emQowRiDRlBVGDvu9JQDGn3GVJuesRasTElgjEN1kGcxeJGzbLdAaYAlQc/NKiiAFJRyRLOe2LcloA0AmtnvZe1sCzHbUyhUf1akNMB+qr78y4jfT+lWw4N8rCEAQxBqMbjNBndM36VmNvA6gZEc4lUG7bdPs0R29MXC7/blbC3bCEu5XN1mi7mtl21z3193vI3BCbBeip5ag22CqIkYyeiqQuhFwoVC4oUxgsPSZHkzHCwcHuzs4kEgamnBMRMsdSNvh1EwTZzRZExGw8qxtMfV6cBVmfnD95ePZgvcqf/40vff4zL125dPnyxcOd6QQJ1ylzZG2mu7MpgoBmgxw8JERSRDNIlvXs8XEATatzgiXDHGQlZkTYd3lnZyfi/ObN2+t5fvXG57/w+ZdeuPr8bGcWKZiAqnVdL7s7p+ddHYlD3GliTn23XK3mZ+1yHgN89rnPXDi4WFEIISjiJKXdg72d3ftipwAJrGZsPJtSAdAwSa7rRkB8I2XJhqgQFMyIxUoWEJqUYDIzMkP1JGUJiJNJXUFfBa5CJWKBEQzIoGJi67XrmRksLxfnf/e3/+/tW7eTwmz/4L/7sz9DOWRgUquaOidZrtvXfuNLj8/Oj+/fvnzl0mw2W67ayPTTd77zztv/pGn19T/6U+OIDmYwZdMH9+9Ggp3Lh+vF2e/9F1/9zo++t1gskEGyDI4IHLo/uO1LwcJctk/2EWwc0G8xEDchp0/X6+NR5f4leNrsuf3iQ/sAyVQxjAKbMhUlguJUt8gWUWpSaZfWrqS1nHHxhPJqrhWHYGCne7O9H37/m89fffUrv/W7D25+1K66lXU+vfapYNM0ZQbIjIiBfOBb7FWwmT+zz2OXqfM6sCqj4aeaLFyTU5UcGjM2GsoWzAxZvUfuFX/f99u7hLscffIpUIBpOWeA9tPHY9HMABcOLzJhFkEAzalrl6DJz5WtKF3yTDoldt4BUu/udWYXAY79MDVUIGqwrmNkQtXsLA0gWM/nlqFftyhsSUk1taer+d1Ll2tFTVkAmLECIp5wDzUiiOQYK5UMqIaioEWKqWZYGAVDk0ZLd5ZKQrQ/GdnrFSwcaxxmzp7jDcher2uWUPlgSv2J9B92W8l2GpETlP3lA4qmRbs6uXCwLwBt1qqJounWx7cv7DXarQhAJKe+h2mxsokashqpmYJaNAjQaX+6Xsz39msCEBVlsrLYUdUYGQRQIEYyzZgSxtKjcK6FDDuKASixEhkjEptiiFXuOvLgwxAsZb/hemYek0fJRAPt+65qKgIGwKqZEk4lkPSqyIrlKusJkog+RM6p73NW94H12vV9YqOcxLRn7YcRng66EaWxPNPB3V9UCiWXrmQEgglAOVIBnVcIJsxsaj4O43H72OLOymARG3fA7brcCwQawGF+cR/BqTFGtXE/8ujyJCIGKpLHBBPHTXDRCKgbcQKF4jAbIcoGqAIgbiC7eHR47+EjcWY1klOqh9aLv9NCtyBmz3g3RAZyiHi5wAz5MtuurKE14RpHUvdEek0PA7HdTNWUs1kGy2g9KJKlKgCqoAqZmOX1YtU0TVNX8/k8Bu6WK2RiDpozKpoqIAbigITMfpdwuQkTIVlAN0wqDCg3AgwOWtzqDHlGLyCYuMKEhs7MBmafcnJWrpmJivlg3ZxhXxwDnu9tQK4z9nOSkLB47YaLQUFxDpEtw4DYt35VRSq0xHIsESUTBAR1ZJ1JToKE6mYGrpsq9hqAg59gyBEDGkXByIEkqUEwJAMuFE730yH6JcrM3ziqKQoaPFU1usiVyB2Lz3SdEXjDe9ViuCmxuoQhBDMNgcGMw7B6ftXQfFMaeBXuWLTB1/5MG287J2igbejoHkPyIl62uM46uJZ5xOHg0F40UxjEX1oOb/NKrrTTZDP6/xV46W1bP8KGsvU00m7DVSxXZXTT85B25Om2qIO4bgzWAbCq5qPDA8si5Kt+pG1sMSxNODCgaenvoYkGkMPdJsjy3R+9fevBL1frvD4/+eyrr1+5uHdxf7eKtaFOdhBQWgsxEpOZ5tz1SVJAQ0u37n784Qfvnpw8lmWHXc6r5b2b7z9+8K5x+/DRnaTd45PHzCzr/sGDR4w7EdJnX3ndtJVUUQBCMlNEm1RxSb30LWAfEALgn/3r/+b68y+gpt1JzLkWqZRrBVbtmUy603519+GT+72ma1e+IFqWIRiayvL0tL5wwR18OSUAAUDgGkMFXDEyIpgJaWZTxF6AipnBpVs5IWPbrfrUiNaI1mcXYmHq1wEVAwaSrluTdL/5xuelX50v1s1OBZYXq7nklhHrqgam0+Vq7/TxcrE4vvvRO938n3/t96MsKw41drg+e/Txu5TmkdknTmTGCKjrb33r2yZ5f//g2rWrbdsO6srNMPaTnLpxDdhINzLwrvDQS9kaDdl2sAo+81K4STh6plm+TY0augkCzmAHyR5qj4hZQNTEAcUqhFoxsEFedxUGjU1eJcDQrVpUaxfLlPrHjx8dXn4Uw/7Ndz+8/d6tOuwOeGtwGBQAzOfzArvwIXDW4f5QcCjDYmEVIWYhyH0aW7oxRHYNoXuyWcsJBeDeYI+6AIQsog5dVXVg+TPMXyQMHDwQF0vl8ynul6P0ETWvF6SJTEIIZClilnY+nU4hp5zzvePHTTPd3b9YN9Muaa9KHPucG84ecKwqfZ+8ZGEudnZilvV6WnMMYNqBBjbebeL9j38pgvt7FxgYUsrrU03rn73zzYpPrt+4Pj89/+53f/wHX/tXYIFjimIGvQGv1isHQhSPCZGmCISmSCGMMxFGMsvOGlMTNEs5Mca6bvrclecMMKcEpBqormtP35hMJmg4BnepmkOmACClhFU1zI6pHAlujyfquzYyrOdPDPXwuWuxqrqsmjNa37erkzyPJmxAaOv1mi6iiibJigHNOHAMlE00ryN11p13ixPYvUTRsvTJAhAKoBEDEANDEhbLy3WDZrkngNhMEcRMAMtJxkTZdN51xr6xGpqIZGLuNU9jwBhZDVAGVSSIw+A0gxkhiGSKFGPT9WRAotA0E8ABt2xiBjlLVVcGIjn3fXI6kqKAgohKzioKJmZ58F93qpqyjWpjVSUKOedYx9LqHuKsVQQieTsWB8RqVQdEYA7adZHCFvzB6rqm4dnzqngD7QIcAu1K2yNW1XoFpoYBVbWu675rDWybDu6Ml0FOWth+nhg89vyYGXN2UW9gT5FHp7r6q4GBSNrbny3n53VTMdPu7u6du/dF1Qw4hL5PRAzDTL5ERpgQBTA3hZaZcElEwpJLWsDqqq5JhwKew4TKiN5QGa5QAja0PAENFFUKWUTy/HzdNHF3cgnVlotzDUamXbe2LE0Vu8BNVZ+dn81ms51pQdwEYgQElRgYjYxBVFxX0KfO3wUhgQpupMyCAOx2Ni2F18CMKYnZOExPJGdAUFNAGpW7jOTa8EIIQTcRsg92RvXyJi9HNYExliaughGwmoKqIQZmyynnHKtYWN3+2BeoSMkOrkIwJIsm2VSyAAsYqSJvoGwcSn/XkmXQCujJg+PLR7uaUzPbCUpkwEid5FF0x8yas5nPE8kZPmgwUPP9Jo5uJkMiAxthwwOEfUwFQiSSnGNwwb0iIUfqe3XHhqry0+DqsigGinnB8w/BOgo2LreCOULikmq5CS8sOyEWiCQHHOSgNgi9RrZM4Zcz+/+VsWxTZS8d0qZo7MAPcGXcZtJtSS5pWw2lW/YfKMBf29byltQCH8cPoDzf7sqd3ExBmcldNWqZyFJun3vuillSDWZBVaqqyjnToBUemzuaM1EUyR4iUEXeqavnv/DZxfr03Z+8fbY63b9wuD5/+PZbT17772/MJo2qKWKWLrLk9TKvYTqdcs4BlSJb7jT3nLr+/HT1+PjG1RdiFdrlfLeO92+//9Gtd3o9N+sPLuydnJ+DzvJ6zVV++5+++fILLzIJkRkoEAlkDGapj6AEwgFr5t96/fV/+QdfB8E2rc36s+VKkHd3dgHUtAVap3z+4M57/8f/9b/vX9x94/XlSy98FQB2dnYkJ1RtoF89vtu3y+9++1vHxw8JKQlws/O7//wPXnvjS33u0QBBguVpHdftikNwzZc/FFXk1XLeruY/+dn905MnsZr4dmpm16+/hJoMBIAX54+buiEUkTWQAOj94wc/e/fnP37nndR3053dxbr9whe++OHND7/85m9Sf/7o1jF3r09AtBXu53uVnNx+j9tHO5OQc4bCiqVI6dHDuw8eHv/e1/5Fb6X0dEX1eN3aaE6cDYro1vnS99lKVuEwgkFHfsvAm8Jy6x9fcxvnP5B587iBOFl/fKT9BNwowVBNgWPV+QolEjEKqKln1KaKUenGi688d+lop+FJTdV0t+u7n//i58tu+bN3f4aA8ydP0NrZ9DKZgsDVK8+FKnuR4JcHJ/dzYP+eCEb/z2Y1qY7JjaBDmeGHoJmRbbIXMZCK4GDlTKl3QH8h+QBECG3bjvg7j/kc13VOyX9MclLVtOl+4qeuLo/Ws7TdYtWw9NJbaqOudHW6EzJ052k1z6o/fOubGOIf/OEfpX5uFDjWqj2jynqFxBQrQooIppJzjs1EVBFDu2yn3CMswZbMvWkXsEbpe+kAYojTgBltXVG3To8e3//4b/7qJ5//jS9Mdy4++vi9k3ufe/nG554kIsOK6z5rFdzc1TNHdcVaVERGZCB2IJWZIBhoqiKSpCpQCNSu+tDUy+UKCUvgAwAxi6k4MHN4qro+pZzruoKSW16MC94S2/ZOmZllQQURAyAAuXAwO8nt8vxBs3+5qUi7vl8vm8jSrwEN1PZ3dxFURBgZmdarZdMYKEQE0DXkrg6rbnVKmrpuIdJ621VQMxhRQCA0CyLct8pUQUeojRH2yDplIhUVUw90NwRE8jQ80h6SsJopI4CoZoMAKqoG0HWdQwOzZKcm5b6vpxW6/gTUGX+IQOhVLwyetDJaIwp1XTNxFtGxLU6sottBx/4vwf0r7HxU91ghIFRVlT3qhXh/f+/J40eqikxmIDmbearOpqPgK9mr5FFd6hQD77q7UWlkQm+P20QERI1KecHEAsaDt46IFLy0y2rkcpwsGYBSyqqSVYgoBDbREKjPuSSGqOtjtQgxEBEhRl6cnVWBAezylaPVetWlRBTQlcED7MeNy6hboVYDRxCJOESPT4choa14I7eHrU/tXDaKpL0hQyWfSJpIhCp9Qrb1qp1Mpwf7u1WoNKV2tWrXi5wl91lRCbGpGkLs2w53d1UyaGloeviLk4kHJwmq53eqOHYUTHAISBqcusBbgopR6KDFEKlDQxtHYNl2/M0AeCpt/23qmf+AR0T5jzCC5wR5QD0YylAFqqmoAjFicT9BYAN7JjpkYN8rAQoocCihlYUV61TwInLr+z73yIhqcP5ovsd8ulrA45YEjkLAEksKw2OyyU0DMAOHlm7nnW3lRagGGgNSNokt/vflnCmGIQHABUXeCQOxId90i163Jap+KqQW9WmzztjH8jhA1G00tX+DxWM+3oXKb1EbKv5tXfszxNvt8fegmXFKvt/8yfzeDs/K4n9F+/yTtrnRdOH1IHqyCXhaqwxmVd8WnObkaU0FUWiGqHuzye5sUsdNjxxLYKUBgvkgVsGh9aW7JQIGWRKgnp8eZ+gP9neYFNX+5I/+8B/+4bvf+E9/eXhwJYRGUUMTVmn1/gePXn75lb3muS61O9Npu17UhOvUnx4/WJw8yevV7VsfzWa7R/sXIefFk/OG6/njdawoEUztoBXVLitmquTt7731s5++362haWYu0JrtTN588/euvHjtdLHocv+lz30mYmVdK2IEPWJ///j9t/7yew/uP9rdmaGlo4vTF144vHg0u3rh8uHlS1cvX7twsAuqMQYTAMncTMnkzs17n3n+cIrtvftPCCl389XJ/f78ymxvP6V+dzqpMQTU3UiiCSkQ167pb7v1we6B5NnD+w//8i//UXIOIQSuQgwHu9MQQHJ/3q0BIHIjuauaeHB0yUIznU2enJ7sX7y4OD+nGHc4/v4ffO3yXkUgX/8vf6tv11f3K45BRH/vK1862onz89Nr+3WcCJZ6jw25ndc70/jCS8/PdneT2nrdBg5ec/uEdmvjdPKmHyhChGa6UVNuQkO3tjH8NRznT1g8f4XREwq35GkrM6ANw2nwERkZesgbq0pAAxAEjRz//V/8Twe7u4wp9WugijAv2tXDk+P/7T/+x//7//mrWX2xqXfPz/qTJ08uX9q/efuO6bxoabYWC1K5szqb2D+B0voZ47AccASWUhqPVCIig3E9A6O5n82T5lyV6oGThIAYhAyMi93WJpPJ9p7AUOgNY/rd8Ak+/NTV5ScPb9+79X7TNJDm/XJxcvKE8nJ1cvfuB+Hw4sV33n5LwM4e3MQQbf2b677jqtk9uMixUrRY07vv/vzq1WtHR1cSqIjee/xg9+rVWV133aJmDnB6+UJAOweYN02jacXMMVZcNSkfqz2pqvXp6c2un092uF0v3v72f5pOL7br8KO3v3n92tGkurSYr1hjUEHQOjAgqZFIAKoFT0ujUa0KMeeUU0sBQDpE61erWE9yu6orZvBerEgZW4MpuMaq7MTo4fIuvKJietqmF221YMvdV9XUPROEZqzZ2vP+9MH+bAaChmKpnzX16fwJRAzI6E03REVIKsQOkaWgAnmuuQ1Vtzg9rTi0qzPVlkONZBm0/KVmFWqVllWP1XTSrY4jx0ARINd0BCUj28fBKpYNKKhUmqfQs2Yy64RS6gysiRVLguFwcklHiMF7hDG6bsxS7iwHwhCgQs0gyv6XxEBIIVSIbrgMppEooLKjIyQLqolItp6k95uxKjDjmAVtZiUyBSlLqXQIgQLPZrPJpEl9R4QgICrbY/RRR1SEqlD6ZFVVMXNWE9Ht6IcRz7LxwA34he0ts2DAByi4iIhk5WCDejlWccCsliRz7cWvJ0Mr2o3pgl4UOuJJdFJVoDJtmkuXLv3ghz8JIaq4w7C05AOPRUwBGBu5uqcoC0U1eyComacvoxEQQTEHDsQAdUydk6qQNoEm5CBfJDDJGIAAVXBv73AynS4Wywdnj2fTycH+3lq1ihPC0Lbt/myXpqyi6/UahoEmGlBZN8iA4gU6losMUxGV+r5fLINGZnmEbozFYpEY+Vfq6Us45FxtxZ9sSXQMyEBKrMxAI0dz+au5/bFYObMZM5X+9wAqD0ienyiedA5opMnTpMaU1kFMTUQivvLQwEQ0EQAxmgEaqptEHcseuq7rMx0/eLA4mevZSV7MexCsJpMwqauYkr/hEaY8VMKI6jMFBsvFlmNOnbPBQ6xGvBFGD/02Gdpv5cNhRPVYPoDBTEwAbiPeBKl8kghRGnWDNFbLooRNVIUaBgfmiG3SfOwTaBQZNkkahjmyUXJv1SvbNfrw2DMSjqcwEiKQSbFWeHzrENdYbMVbbAoblfDjqifymDxFJAP+RLKj+q3YhyRF0TtQAyiwSX90dNjUASgTxeIWNVDZgl5ryZN1azsSKZiiqkmSDnLa2atF8uHeRW7i4f7+v/lv//X/8j//r8tFb0ZqVu9WFOCNL37tytEFslxHyt06EMXAK8mHFy587rXPfvD++8msbbvf+cpX9w92X3zpqGn61fKsrurdnUNJmGjx0a1frlbd5SvXdnaP1kv927/5R6ZaROsmHhzsf+2rv3u433zn29/8/a9/1doLNz+4fe/xPMY6Q4uxm86qOq6q2IYQ92ezSR1eefGlLP3/+O/+w9UXb/zy1mMAMTTpVwhmOUeGs8fHO5N4/ctvfGt5cnayMEIMrN08Lx7fePVFJKtD2J9NUcQsqRdg3CCzo2yBFC1ef+7y3/z1XyFqzoYQCHE5P9HcAiYCuHjxsK7o1VduHBzu3b738HzZt6vVcn6+M6lBpwcXLhxcOPz7v/ubSs6//Jtv/Om/+rrk9enp6Xyx3Gl23vzSF37/q29GQgyhFfNzgSgoVhHgYDaBuFPX9Uc3b/ZdijvVeDvdUkqQ48cd+WBmzEFEPBR9/PYJuFx0rSQWyf9vP/eZq+N2OQFOYNgq5T1zvYiuBqcSEUFGQ88tU3+mmQgEfvLDn1++dKlbLcHSo7PzgProyZMMePHgpWl9eVodzM8WhweXXv/C6+dLufHKS5aXpa3jmhyPbXHyNSIhi0hOSSSnlLaifMsHJSY5Z2J2zHnOmYfPwcxSVt/gTBXAHMAgKiMfnq38xpGh7kzJ8uJtDwDAnqthG9cpHHzq6vKfvvOdirlbnrz1n//23t3b8/PT1159Zf3k7vfvfUAIi9WTrkur9VJU3/q7/7OqKiO8fOXKhcOLsYoXphfWj37y04+/9+abX7lw4ej9j3555/ZdmV+7fv1GQDg9Pv3ZrR+GwMvlnb47brE2SYjQTCZVnBw/vnOyOjHOT85yU8fVQlPfImLuTqswuXP7nb//O/udr/27inKEVQi6Xp99dOumSv7sq6+DVoFAWFXBUFNSpIa1Z8pBM+jqyb37jx4c/8ZrbwRU8lRtQqNIqjHUGi1DMlJi2sxtAUIViYOaEdiIuy/cQMQYY0phGLMaFpw+qhoZnj58sG4XwfQkybUXbnSaZ1WNgGeatTMJcX521h226LR8wsk0aJdqqkNKaqfQnnW61vO51PXSHqMlwoo2p6mCpAknWD0iOJ3gjq7P+k7WGft67+XnnkcIAUOM0cDUckBoCGsQ0LbplXUlIrVNVRMmQUkl9VYlVhUiiikR5dyBmxlFDQNozv2K1KZNYFDyUZqNcyfyMwnIRGSMJvZ1iFpqpJyzs02GJA6QXCAJxftJBISaTU0JSUROT09TSmPHlIlDYGYCQGIylxJJWdiAoGolpNAMsVhXiciMhqmijYBFVzp5WTm448sBryPLzsADgIjQ5TGj2VRyOZu9Ts05+3ZWnDrgODHz/B01iEymyoBHh0f379/v2pZDo5pd8z3I+PzpU0RQRTFj9WgTVgMFCIQA5JmTgBsWB4zJO+5qdOPopg/jqo9S7/lPVJGaKqaUVAyJUsLHp6snj0/a/b5qGgRGJTBcr9sLewdNE/qUVDfBn1tiShusuiZDtyM7ghGAAbzAc4pjYaKMxdTwGdMGCzjGZUMRwW/Jhcdv0Eq4syd9+vszx62Ygvt0YVDV94IqMrIURNQQMqCJuqsPABgtmYk721Q9cVKxpEGrK9H9gyNXBpGhqZoPb3QwJywX65+/9+F6mUPCSS9nuYdIqbU+apf6NkmAcXhUFPHqvpzREBnYVRSbLvLwVQ5Vsp/oMIJQymUjMAGZydhoE1XiIXPx6eyb8WPkrc8ci36q/C4eITYFCwFbQ8KNxr3cYv3vHJRjY9fMbGyzlTzGpwAXvwpGoR6hjmOxjtt67u3++q8Lm3umoV4ELcxWfJrbA4eBiEcBhdUEDJDIi4nJpN7b2zHoUbNhdB+bog6GYQNzJ7MRISj2qUdjERHIwJAkG+SXr7747//iL2xFShI51JP453/+p//0j99HjNOdnYZrrGgAACAASURBVOOz4z/8o38BeIDoeVfGFeeuP1ss1yldvHTp5PzUiJA0QF1NpjdeefWVV54/vFhXDHW1Q9KARuPFP3sziSUOYbnu7t57/Pff+NbRwR4irVbzz7x4LcB68eTOm1/8TMPpcK/OVy5EmsVqwjFnWkzrMH/00qsvvLR/cIQI8yePXr1xXQG52Tt+uDBFkwUComEIIYGenS+WbVsF/PDm7UdncyUgJtM8qSl385Pjj1979TNoSnndVFUWyD5pzK1IzqnL2hEDIEuCNz778mSnVrGuk8Dh67/3VWIx7YGsjtOUtG5qDvyDH//8hz/+BUh66dqV565evXr58je+8TeyXr75+hfe/u7f3rv38fHD25bWgGCaRGLgWSBsqkpMJwFFFNSndtCvF9KtdyZ7uW+5miCSqhGxR3sTkaoDChGenT0C6icCPtVAXQM9zJ228IZPrZanfRrbL7IxOz191x1QtoLAw+xUHFLk3SuQzcytW/d//dff+PJvvXn25NHubLrKCbr+ZL6wql4s8//wb//Dg3t36yosV21VVcvjhw8fP7K2dYkaPr2C/Hogpn5nJUZT8ywLwiFTmGjdt4AYK8giKecwGPDK7TZwSfOFUcbjkARDIgOoObh2xW8eHkZrw8KMVqLUvCYZT4Gff7T41NXli9PjL37pSz/60Y/eufNh6ruuXd24egHScvHkYc6p2qFpw127apfnP//Bg8uXj6Y7zfn9H6nknZ3p3t7+ycnp+Xw148ezvYMf//inKevj29MPfjadTKYqeu/hx1Xk9XplOk+5g9QiwkJPa9rpcjfdh/WyC4rTeqLZUr8GULTeTPru9INfvn1w7ZpgNV9cQLQHD2//8sOfESLjcVVdZJq2UKWUU5KU5fLRZTBlFJQVWPuzH37vo4/urOftlaNLCFzF0PUkz6qUrHTHxxoHyQANnYNSuq1b5IHNNVdViVnUEFk0RwrY57yYd2ghSa4b1aoiQsWGeb1aWMrL5TJLNgA1RWbKvZlVEBqE3M1hfbJenIecc7K2E8gpRAyAkSIRgWoAqTGlxQNoe2orinVedF0L0GSUzBzLPkBoagQaDWvLljW0LXTnlgQ4TWGSJel6TQGRbHtYrKociAhz7qNVokk0S5LVsm24ITRQIUBVUxnD7d0a4kQXExEZcIE+0SaEkbW0PQ4rn6T7U53uByaqiJCGXuCQx6iwhbb0JigixirygEcto/OnmxOuisuWqzq6DEm11AehXCrg6SRvULAifx4oE0Qb34+IFAL9wPIDSKWDbqYqnvcZAvepzyIUAgXWlOtqIintzWb/8J1/3Nk7yCJIVPZ6ECRHDJlHoRdBzphgWXLUGYmASrS0/8WD7h6HB5kUfN4Jpm77xILmUTEABmSGg/29aVOZYdu2QLGahpxNkMXIoTldSgAk2US0rquz+TkODLshBm84h8wYSQgHhprH7gAhGhqowkAFh4K7KEGq2//QRghBjlgv84otYqBt04LhKQHGgEoul6NtZILoEHHhKfJIWYFRN+nYYGDoXTVEtK0xiw7AvvHXiVkGI0NwRbVFZPa2NAKv12vpklpEsC6byf9H3pstS5JdZ3pr2u4ecYbMk1lZA1AFggQIEBTIJkRTG41US2bqlkySqWV6AZku9GS6k9pMF3oB6kKSSewmKQJgQQRZIIgiasjK6QwR4e57r0EXy93PqQL7CVAXZVZZJ09EeLjvvfZa///97Xx34Y5Tc5sasawHpQX5HxG2ANoyHMdXSmOs7sQEMQGmwHzFGm+5G1t6ABIRoDcPdMD1+VqsmQvrZvFSP2CQPxS/rkSzBcf2sIBO455uZgbgzfS5RUM85ItvySzb709CC2w5pnhv4LmnTySgDeLLoJWHEHp4oPP5UszkkqL7IKYiPJwcGQHBwCjkK2U9Ls6LvPMo8iZdX8Pd3nrrGQsvB11zU3N35kLEuSRhUE7dIIEHtbGQhQMFMpS+XF5eSum++zvf7fUCCt0eXlZrP/iD3/+N938rgj3go3/4ad+V06zDIHNtzHw4HcP8dDyK8M3p7mcf/8IRmweJOOJxmn7y07/5V//ZH7X5MCAS0TQ2DBp258Ht9nB9uDt2xP/j//DfX5xfjeMY3szbXrw/48dXj7jD/def/eYH3/DWRyB15nS39+6bb39Qo5hT35fT8ebifPf8xcu//smH+8df01p7MvMcCMA8z6+ub/ZD30K/uL4dDbn07la1YTiD/uJnP31yMbz/tffaNN2NByei0nfSF5bqFuBEPp0Opt515//df/mfQw/h5BoAtN930oU5R3g4YFDP2Nr8z//gn929OXz0s59/+9u//Sd//Mdtml/97nd//OGH77/99MP98PTp1TCUfsfDfnj15nCqSfdjq1rdgAUhmBAcLIwhHp9fzHV+9dlno8LF48c5q0wW0EYNx3XV3QTfsUaZ3t+E64ax9LJTYn5vc4H7QIoHkrhfPY6uCZfxFVnXFtORBJdNxrcswUzhCCi4MoW///3fM4vPPv/i7d//3fP98PqTL95798lweVUNn7319ve/9wfTeDic7s4ePabhw7/88McyuyXewx8ITbcDgyz5LR6W3vSUlxBxrq9GCxe+qeYDnn2uHCw27iAzGu+pZYs4aFEimkeEdGVDE8eDXbtbv4VYpWVf5S/9+tTl03ic55hrvHn5xtroZlVxVri5fb0fYqqlcKjdlmGUAg6vapWuY0C9u3t1uP2cmEuJv//5XxCXaWraAGxA25/eqKm62eGop9OJkN68PmBgV4QKqt9RRwIuoP2ww6gIUSQAlMkR/dGTwfzFZz//03/+R39yffvZhx9++PL1S22ViP/8//xE5KyUM5VzbQg+tEq/2F+0OhJMjLUjvX7zYj5Of/fh//Psj/6lnD9tzUyVpbgDAxFggIWHqTKxu2Z7yMEdg4kXr4NZmFGCZjJSuzUphdOulMhPc8QIitJTq0etQdF//slHwINO2ndDJ90Ubnqq443VkVNgCgaGHoigFHOM13G6tunoQXOLNolXgz1nNncQpP+aGKyOOh7aCbp+V5uqsdI+DILY3C00Qokk1BFx0KmdXrfRp/EO3MFeCl9YxZi/iTJk0ji6MyIhN7Vs7t7d3VJ3ARypmKzHw0RMvFebLUPdACNctZEkEVuZIStaU8PtZGNhrh7NtCE4gMHS8VRGcMovIDPsYVEYZWESaQtb5BALMM4MENTAHc2jCMUDTjERI3F+h5mEuTBRCM281qbN8hwSAbZ4ghfVPDF5OBOZuzlZYBBXdQ9Sj0BkgQxAK6UrpRAQAwsxuglJALo3RAhoRm2s7TAeZ639buiYi4eG73e7j372d/1uOBwPXbfDNXJoQbMBhoMDAjIyZA2d1QICGoSqQjhapqbbqlhaeue5filAILICAiUxUBE3lDUjMhIjzlNDRwy4vTkOux1d31hr5NBqu7s5RHB9c1fnauG3d7e7uZsORww4HE7UDebAyAZIREEATM1DnRQcnQAKhhOsiWLA4OteRTm1MAwnBzAAR2LOKpIwvdpJsU28I8NSY0JkLDmRBwBK4JITs377DmhIGKDg5toiwsyJkDObZsnvI2diSOygxZLiExFoYR5ZauOiyCFO3h4QpfkSiNCDPCggiBgDPMDc0Y20Q73Qempj+IwRpTOts2lH5hTIrnOrAiWC0mSYzX4IdEd3yrkKLcE+GRuEYQ2Wg2F+QncI8BCi7FB7phSihJGGbeU95b212T+ymx1fwkQs1eiKJc4kuCROpmgOVuLgqoOhJEwuRYn5IjdaiCturSJYtr1y1GHmTEm6X2wmuJ2kWNZqgIh5ZctnsSPrMCbbbQLAqRhKjnOsGltY/mMNsLunp8fCUoelw+fg2b9fSKFEmDMRhAhUTx+IQDi5g8/n593luYA3JIooD6AZBujgRpjYGUPIRrouekCACOr6nZpfX9/1w/Do0SVyQ4XS9W00Znn29tXZ7uLudBzndz7/4nPsL968es1EAKhV52nqug7MCse777z15s0bFHE3Jm/TYdLx+sXrp08utar6CZjDsUUQ8G5/Oewu1TyzjEt5O4dv0WZNvIVjKUMYtnY6jZP6RGK3lQOwG/j8fE9Mw/A0wvphV6fp+NkvSpHK4ZaDCzgcjn2RUCXCr7/7ds8QTVUbMb777OnFbt/a/OL5i6ErhaW1aoHqY9cNlxcXw37oekLc7fZ7ADSFrhtCCCKRqqTWArxIyduzFAyPQt3t7bEr5V//6//ms88+D7ezi/0f/uEPfvzhj8fx8Lvf+tZ/8id/PE+nBn59uO263dvPHhfpljs8EyVRgoVIMOjzF29+/JMPg/r/4r/6by8fX/3t339MaXdO9G8AreGSy4hpDZt09+0GXcdHCwfRt/nREtWxKLFy07731cD2y5bcBIQFQpWtluw93R91l0lgtm4WIuwaBrIctxOFhWhSdmXYXd+++o//5X+6k/75y1e7y6v3v/FN5G6c20c/++g73/6WSPf46q2//ejvx8Pp68/eLiBbQyTn2xt/aVForfO6POVmHNum1XRa6vaNPUC4YiED1DDC7/soGEzkHp6BJgl8WTV4adn2lQSQRK/l0I7LUSSnbQC/fv3y0+lmat4ajIdjLwZBDl1wP9ZT4Qq8B3SDu7Kzs7OOZQzi2aDVFhFeO2Qwb/2wKzgEhppSNQF1a2DaSQ+gNp+qYTNoM+52pQdp6oOjTwqAFmo2tzYPvYhAV7xwnJ95hPv0j5//w58dx7ndfbqLmN2Y+noaFV+fP337rUfeZmHqQ3tX/fzV51Vv333vcjrd6vhiL0XgwJSwAS5S3FRABIiJAL1wIcSuCBMGAlIgRmBaepJqFOAreiVlZGrCDKuwV4jUnZgMARmBA0hP8y1zGU9KOOy7d4UEIgjbPN6Mt9fRGpKEWbg4GMB8PL5+8+JThKm1Zh5zJcDOmweSRjZxEyRhSGQAWlXBIai2eW7A8jgcITgNFhAhWCoghvnx+vaTj/rLHXWlTic6jbeHZnghP/gPwQ3QGaEjFuKw4PwESG1u8ziRoIIxBbTDfCfAc4AqmIBQLEEHgRbo4cocC3bQfQlPdKSgVT3huOgxczZuTKJpFQzPapQQdJH8Y4Y3ueZ8X5IsnvGM7sRSfByrGqFFLD1CU5trVddSCmB4KBG4IyCySJGOWTLfMfELQEtaYUAArVk4jupYzRHIgogLCSHp0oNb4HoolLEOxIQO1CzhPzbroelc7063x4O6lhOz20DC55ePz9/7m48/niGmaR66AZH6fsh+2/nZRdfvNs4bUqiqUMFI1nts/AoKIMLIhHosuT+oGRE5uIcgYhecVbFBOIF6ADgnDBu5mbcG2mazlgewOk0Yse87Rp5PdbZUSigXadpcG0Yw0fE4DpfmKeEOAwoHN7QgVg9L3UQAQcNYdCZp/11EJgAOThCFgAmZhIBxyczJLdAxyNSJWdWloHl0xIyc3XbHhLRSYAQzEni4t+puCCYMhqrzlIqp1ET6gtOJRY0mpIAUAeYYUIRFkkpX3SZTZRiEKXPpsxOKiO5KGOEZ3mXhCoTIIBDsPnkNiALzY1CB0cIszF0JXU+vexJqZnPryIhLAHr+BuBwy/py45C4LTr9AH0QxuQRgBHBERyZnJjsmlinJt4cKZAXO6zVhh73CicAILQll5dhQUVsdlkkDF+C0nN7xg0ICBgWnsL4PD4tpHxMwCWrBzMRgrbRvQZohJmFqoeDiGA2FIAeaspL6dZQVwGRIKQoUgrnje5tTXZCWDVvGOi27OULh94BMAh5nYkkknNJR6FFuUKIaBgsBBjCGIBuxpTBSSTEiyApIa1hXbF3nu46aRyIzl5BYQJw04ZhiG6uBImEVKIgDgVLJwAhE/Lt7WGc2tOrx0N3Pp0Md5WDAbjvz7P5p97O9sNuv7t6fLW7uCildCyERMjocXd398tPPtGqv/Od7+z2+6fP3uk6GYoweJgO5Xw6IYCXwixgHgpOQYg9IhSCtAJP85QFzX5/xoJgZuoQPE3jPM/E2MveQ71DVWvzKEO37/YWACilP3t69XjY7/bnZ13fbwiSNldmPt/t+74XEW2tFFLV/Eb6fkiyCmKM4wkLDLIzo3keb25v6Opq1+8CAmSAIBQ7nE6lP08doFmdpunNm9fZC2utzfM8TfXFi5cff/zxNM8//8Uvnz9//qd/+r+/99577//GN773/d/7zW99q51eR/P92ZNpmvqOP/nkk7e9vPvuRXpeCaI1f3N7ezhOwMLSN+Df/8Ef7nYXf/iDP3j67K3nX7w8Ho/SFTfjIubOuVZFnn9jy2uLBWge9yPZrK1XuteXonBjwxCtecwOmACrdViMS4TcJk9f2u73Q6dEfZOsmTHAlKkyvMwMycCDyCA0Qv72o1/+s//ouzjI7c1c5/jmb3/37u7uL/7i//7ggw9+7/d/5/bm7oc//PG3fvs7H3zwm59++uL15y+32fU9We7hJCqUHvzzK254HOe2kGGZH9hIlmiCQiU39UVSuPRcIodviOhemVlQ8pJI6XJTTq6G0VcjL9fL8utXlw99CNVObLenaGORjski2r4vhetorwHj/AxYAGN2FyZqzVLQjw5aa+m71uZwCOciCNa0NuYg8RYWWplrP+zeXJ+aQtGOWdxDm3ZdDH3fWozjBGBu9epqd342dF0QamtztfKjn/xYm1tAbQDINs61eQAFxTy9Ni0IrxAv6hyvXn9OXOGLNwDasLa5cvfI3MwUidQNIkTIV/fPMseBsHBTExFVBXNA34xuW4DGdpf44kwT86UIWC4EQPoFh65HLIc6BjLGMqZlRFfTpuCRLGoAxVAABzD3BqARDVEgzN2SmZ3z6EULsNzWYRZA4QFqHsDE2fyycAZzWgPqmQExrm9endFFd74n9KrzcTxS1yEj8UJ1ckjJxyoqYzKzVmtnHfCi0ZzmSbp+QWdgtNYiuggHR1VFNwxNkXetFfIxJAyLVKeoqiVaOiJ7acS4KbmXIKoVW+Zhi4u+EAJWt4Vklw00kf1uf3u4dncpUkrZZEVC3ElJPGHyHHKjb62panIkN7LFwz6Gqi7n/gBXc3fZ8GpNN0LzZr83co1mMTk08xoR2qY6HU+nm9Zmr2p1znO+qQbAEQPpncPd62oWQFOdAaCOXWYN1vHY94NI6bu+lIJpa8u0UPTk1iEyEwcYeBCQAC9UbLOCmKNYWlqgCdt2gsBVEBFuYa167YjdkYmKoAF2KMyYNT8CqOrF+Zm5qQWTCGDUxl0vRNU93AgsGV6pWddagzsMZHAGAgha8IyL1NDCIZEnqTcEb2HqGtgFhWWGHXJkC5icIwei6fxZkRoBEeaqjuDi4R7e3AHdo1XQmuc9r9zGQ9oMtDUoBUvJeV3eT8tg1QHcCTAIG0LXd40tTMEtEJAJtUKdEIAoCIncMYDCa53SI9iaefWez8bDjYcGxO31q+9973e++y/+RW7JIhJq1y9fFSS2uH395kf/7181qxiNwJhCUqEexqEUhm4EIdSlaDkAUlpJEJQRpoGQKcvg6RfGNIpGi1XgbarCqXfCUsoKfV8qgeW8kWx7BFwzPyDCwx0sPAC2JXFhk8XKGyfCTWAbkTw7gHCzqm2aTrc3L7G2E6BthQgEiTASuCuXQsjbBq9tZOYU+DIzsaCUYh1J6QQJmcjByUADnAULcaJEAZdJCeRcAALQllnAGr5JhB7uoLj8JITlhANN52RHUCBYC53dWn4TDCRMbTo+vjp7fDGETbMqkUxTA9OY2UyVFwmWA+iMtVbmghxAvM4RUn9LzPLpZ8/HcUKAvu9hFehYeK1zrW2326lbRHn54rbrOwK0pkVKJ11A7PaPu/5C3RDxi+evzs/O+sIEQBjHw3NVTRhR6ftNSZGb0DRNc60pW0pPHrNkudxaCzcpoqqZC1FbNXNVVdVhNwzDPiCQGBGbttNUb29Pw37HmOl1iAHu/ry+YKK+7wnJwcwcEadpVvVhGMwcwGudPv3007u7kai0Vs11v9/1Q6fLmTnmeT4eTwCSybLbEm3akFCYzd0smMvxeAyPL168OT8/7/v+Hz7+9PnLN++9994Pf/jh8e74P/+v/1ud6+F4QMSkiiUWzNxylmPms6o5AvL+/NHhePr8sxe//OX/FIBvvfdB8pEzhu+BfwMfpP181cDwkAH1703rfKCzWvemNaVrE40sNNIl+CosW/JfeolFN7ggrcAWk80SH5HvMU+qT5++9cO/+uHvfO+b0jqR8tFHH/385z9///33iegXv/jFh3/9E5HuFx//4tNPnl9f31xeXmYF/FDj/tCWTWAP1W7xK0L5/f5+zzWz/NubDierJl/ca27hthLTM71BWMxcbXbzQIjjuLwEYUSGW98r1taXwF9HHcvlOe938O3f+tp//a9+cPPq+YtXt+ePLk/HF0+fXJZw0xtm2O3FQ3NNZGZnrLPPU4s2lw4LyzhNUZgJC8pYT83ni/PerIrs5zjtd9Tvxb0z1XkeTZGIzVx7JRzmeVazrie1ykwsYDo6qUi8Psy1ajhqZAOxnKYJgkS6w+mGp8a8Dz8Ou1q6rhsmKW7ktc6nOs9H67urZDYEwKwzAxF50+YIaoYkDoEPmbgB2Yvje73pvdtJtW12IjMT4mQJRVAAMQs4ukFXulKGOz6GIwUU5MKC0SzMVCMMzcBDCriqeRMCtyYlmImYtWkzD1cGBAd3cAez4DxDAzkABTY1A+z3Z/0wRECChM2VCVpTQiYywpjnabAB0D0syJGQhAwsU1vd149v+aECmX0FR26Ph7nRWp46etBCD8zJtrlj2HqAZgfNo0q4IxBzsczMTJ1AkDoWXmrjDHbZzjxIABBZbbtZOjhFpM/rjNRam3DaYHqbzji/JF7MeVG6Ms1T8uMijAWliNlSZBMtOAYzc4RdVzax7MpqXY5hwmBIX2K0EQJB83lsh+N0Os31eBjn08G0gWmAkQNBQNh5vy+7Aurf+c5vvXj13GwONyRBNyKx+UDEATgepvlEiNT3PZciXREW3F0QSr8bWLCpm4W5JsOElsgG5yCPYAYCW/xoYboEOINEYOBSjXl4GAHyMl1lIjav0vfu2ppGBJeu6zprx9oMhdUAuTOgUGd2C6MIRDC3FHGtSaIugAHBGAjhsTXIF9tgrrSEjqgIFhTAEZiYw8TYuaMqNEBEzz5xBhJlvE4QBWMQ+uxN2wgA4AYeYIatYlMKTdMe1ANlLI4qQnPFyJuQKBZ4IhKCW+qnwtwrE+pxbk1VpZyLiMQM9VhKkVRX1gbmqlrrlMLkudXmNh2lL+91XWmt1vHuxWf/CP/u/2CWTJuypjev33BANN13w/zm+TTpfkd1uh3HuZdiVet02O8KRhN0AiCoAXkNHQNNq4ODO7oDYZ241R1jABF4IAtEg5gRPNOKhFaeGkbTmVDWw2dSzNLH4RQL4B/CPczNIsJcAyJVZq625G497ESQZz8CiFRLcm6Is1z3sFrnu9Zmlnwh8qYRkIAW8wZtqQ435uwmPQeggA6iuVe2HsndFcKJxN0BDNHBDUMinIAdjCmnDbks2Rq84CvcjeZxArzXBJMwizC6tyNKJ8QYQKBMwaixaL5AW0MY97uLebqZ5mOEEwkERVNvpFoXLToik0TAPFdEotZxNxCWIhzEpnp2dnZ3OPyb/+XfDMO+EHPpH5peOItOX0gUUDhtca4uLPkztdaUt5EUwAAzYWZCbTMhllKIqLVGRcKRHlhlNm7sCtCIh/VNLmLmbaty+r4s8V5EW2OyzgpM8zwnSYPW7MklU2LNgooIK4uzgyiFSRmlQLXO8zwxCoHk/gjo7mpmImIW+YxA8AOfgDFza0sLxt1tlWtnz/azz1/s9/tu6D//4uU//vKzw+FwPF1v7zkbK1sTFwDCGi4jKAogAHr16uY0z4gipXP3Z1/7Rtd1x/FEmdO68kYiVpv1r9TlDyXmaWuOcMSH6ueMYaY1mRMf8j23ypWIDAIXaV9Ajnxh89bfW7AWHdqKOtmayIBGwOBAgdrs3/35n1e4+au/+rePh6vjYZShqOqPfvQjEQkEbbbfn1MpCBSB3/jGN6Zpyje2BNg9ELEAQHkQ4pM/k7EwG9B21hYReR8S0RLmvVYLFJR1+WplBSFens018m/L5mNmXbCw68GA7w82D9Hv/9df/NWvXV3OWAkmxlnYdj1Op5t+d9EX1jaFj48ud/v9AKS3N5MF9n2x5tNYp6m6gwj85je//vjq6SefPr+9mRi7cGAnpiJAFqBa90MvfXc8jVLg7Kx/82YaTwfhAQCn6ZhQwgAw0/B2d7g9219iGHpzdDQSZOl7c2/qRKTMpk4QQydfe3rejE+jE58sprOzUNPTOCIKInR9Z6a5IQFFpqyn6bjvS1e7HJgu8TQewsLMfdepqogQAguLyOJmBCCi7GhCqkwR0u6QO78Ql1II8XQ89T2EB+YeF04ZGUNUGBlpMeEBRDgzZX8L0AFCmAE0dOOghadC0DIMUyJAzQK9GgRagTidTh4uKyKZkMIbBlrTxI1XbVSrUCDROJ8KzeuDsXit0hHmAWq2tdu/tCp5tNZaa727o5PQBm/KzJtNqeaZHAOIRBru1pCbJ8EAMQIBOfP/Fvn4Cj8monSdZnkRESKFiVWbqgHJIj5eEQ2+tOEXPpWbLRsJUR4gM1M1GQ9mFqvNLp/07I7TmvG5cqNWYEbE0mUXhgcy3OzKg8d0Oh5uXp3G8VDncABswhGIplgoA4dpEBamR0/Onzy9+vCnP4Gwfje4WgFkxlHVLTGLaEsop2Od4hSEcuoOalH6/uLqsnTdUAaEYAJBYAjOEDsOABckRI9QDCSEahUzOzuCEARQtbbWcp5Sw4euz7AtJj4dsJQCQEjkptZaeFUIKp0FCnkh0WaoAeC2iCABCKtp2iVTAUlJ2w0T6jzCFyWYIyKYpT8C0RkCwSI0vBEUAFj81d4QlUECUyQvabadqAAAIABJREFUhNC8EiBmRzkauHGoh5mqzjOYeW2gjdzJjAGpiPvJ3SEgvFkjKQJu4L5EzpktiozW3DzPsYAxiTfVqg1wzDb/qy+moe+HrgtfYlwjItCaWjaWGWm3O0Ob5sPBw3W6u33NQ2/L6DrTtNyQCgWMp9vDq8+ujyNTfXN9Mx5GQgYHm7Xty3zkYNJwIfQIteXRC9fs04cbE9aJtQ7puwwIa3A6Xh/vXiMIAiELMSdOUXUfoQ7OyNuVR28LKDastTnM3Zup5gza3C0yNBTCDREEKRb+fSpD5kjRGTEx3N2d1AyRrdk8zdYm9ELgYO7ghPlSFBZIAN48wtyy9vLwNqfmjdYFBAOp9EM37AAtaHJH5h5RCA29ATii517v3nKilQh916ZmutjKszGJqo23gOpwC0fmYbc73NzlQTDcrdY63c2nu6oToE3jKXx+5+2rNt0eqtU2EpFIISSvxozhbohEqKr9MACR2mTmUSlQ3HA/POq6s3Dt+56lnJ8/enL1VmadwoN0Ug+HdYFN06hZPjFLgxGRhyGYWXPit8DggRDw7BIR3QyJ+j1FBAk/rLzhQXmYjVdGMc+wDkxkPUOfhF9AtNC0dESgaqx6MsZA5k5kyBZyFuIezsTx4PxTI1vv6J6RrmgWTNR3Z2d7J5bVqGzEJMIP3iFBBAKvbOzU47U0hcOqzDZzImraiKjr+1prKWW/VzN9+vTZOJ+2XkkRSTDIFgoAYBCex3Uz9/RjADqgNpOuZIu973tV9fClIbSi9P9J0OGvdsr/yar9vsG8uEgIKJXomUgBGY7rbg8JSVtjaN1r8irgFppFJBCcZQQsM/6ACFdj4kK9nF/0NPDl4KQRUYq01rphaLUxF5Ly+PHVZ589/+lP/yYvm3sk4uxBBMRyXP7VT/QV62p+cdvsBfD+U2SIs23Q0iXMO7Iu3wymlPoFgCXLFMDc7+MpHnhh1+tJv3Z1ubWpMLx8+dnP/r8/23d0d7L+7HGYPb26enJ5df5Wub55dXP7hqAzVUU43B0PB4+Ai0flYsDz810RuTi7HI+AXuaxgZcig04NsJShP56OvePxeCIeuo474VZdrbpCf2ZI8ejxeauj2UzUa9NaNawRunsj2zMROXGQEM1zLY7Pnrz1wQe/8c477/Td/OLl608+fYGIVLozGKQrn37y/OXL1+ESBo0qYIgwErEIIQKShQ+lB1zO91kM5k0gRMJsqkzEhF1Xur7UeRnhMlNuLQsDP//TkmgswgzmIVt6iUIQQYSbahXW7B1kXLYQ7/punidXDSRzQHNEQGBYkHy2Ha+LFCIIHQkYkczd0ZgLIM21Ho7Xqrrbc2o9mQgBWEq4uvs0zazdmUirlczVAc1O07g/e7yo2pjSmZ7NLkx0Q66YG/wb2NeowhRKZN8LCD1QSukF8pckIWGlS4W6CzksWTvgjhEQTltIE6Gs6LHVgmN2dXX18sWLOrV1KV8cnDm82HpCfdf1fZ9vpuu6vusKi0N0XU+EXddN0+Tmfd9LKcjkGoQBxPvdro5TLEKsWOryBBsj9qUDcwIgRBEx5uUiIDJgx2VHnTgWorNdJwNHgGrv6lms7onctO+LasWwx1dXP/rwr6krT86eATOqoxqXstvvmblqQyAzA+LdbsfMzGjmEFybBWGA3R1uZjjUaT4b+kdPHl+yIAYR7YbeXU1ruLZWszNdcMAI9GAPBtBW56roLQ1NQIBQB+a+H8J9GAYIIpIAVDUURuiodIYM3AMyBw7Dvi9SdRp2Z/v9xNwgnErX7c53l5eBTMSCUBgZHLF4RHpU3Y0ZwrQAMBhGFIzaThSq81TY2SmIAITRekGRJRdg2BERenNBAou+844d2MMam846chgzRQ/UFcZAi0I49H2ZIfXl8+xmdr7r53lubaFgEyxOZLPmebejAyFxGk+TABqq2uYqtAPZh2kCzYlQQj0aQjhiAOgcqGfe5nEcoU2hI9YTBDKRqmKQtmZI/W5/OB6sTuBT2ITRiI2IQAMl6nR3raMMfSAIA2R0SG5vHonfhlAM8ja7zsgUnpB8dJtqPVLm1qNUVRHquu76GgCoSAkuYAFRIyrioNpaa22eWmsZFpamBSayCFs2QojEli1ddnBKMcgUS5oozLOM02Eaq3uAhZmbNVqMwAGAIpL27e3hpfvkBwzLBXGdjFN6D6C1udapG+Ygac2Ji3DvDoEa0dCh1doipnlkZncFT2bGMiTMLmIs8vN1/49wMxJya1pjOt3MTRFYawuz8XB3e/v6eLzd7fvpdNjv5e2nj8A1MMiDCYRJVRFjYSOltY0pENzUXJEJMUybzjYHe4tWZzODoH44UwMiaU3vI0iZIqLWeVvB1GxzuWWeQ2Exs4XCRCTEW+coh5BSekfIWJYc9mLuX/EltOhaoGPkTJMWqLyZATMyRIRQuaeOrLVXRrcKlfCglfiRhA13D4qcLYf5ft/P8yzcBSUykhiJmd1BQ4VLdoCZOw/L8hoxTdee+iXXtlDkiToZzCzAiIiJWmvMpKqll9ZabZO5jYfTbrfLKRwTq2r2jOa5MnNrKiLZ1GHivKNVTc2IJOt9YQ5ydEfEvu+b6YIG3/QrAasp5qtC50Xr/e/Bkz+sI31hAi58qC2YNilW5s73sGF0X8DotDFGcd1jgxZ3aSAgLnNGQHQnXzhLAXB+dnG02nVCVQABhdfhjJh7+gEsqLV2dXV1dXW13ZBbEsv2KZiZVz7pMlhewUdbG3sJskDMwNRY8L7r0BvYfZlnEZFDChEzpAGZWdeXznJirnUL+0NEYfrV0w4i/tmP/+2vXV2e3UFm6vqudECzIQIy7Pa7s3O+uzmcjg7ezyPMNfY7HLq9PPZxnIX40eOzCL++fn1zPSJQm/3ubtqV/macL/ZlGIbarMi5WuvKoE6IfnG5q/Uwz+P+7ByK1XZ3d6gQJgLMvBs6VSQop6nt+n0HfTi4ReFSm7Lh24/e+v73f+/i4uLu7lgFD2M1AGuVEVqLXezff+/r7ai314dxniNGbbW1qlrNFVnMtOuG1EVZ06HvXS2lWgTg7uM4CnObq+x7RFgVVIt8JS9U3oWqS1823AFjt9u11vqhzwzZwqTugDHsOiSv2nbdMM+Thy/ZJ0EITFwSO9APg+lMy5AX3E2EIpAQGcnMEQkcWYSLaFMwC44ScXZ2lgvGAvlnFi7qIdIxFxZBFPUFD8bMAVBrzUCvhXNClFnZOaVFRBYhImCK1rJ4TS0QABCTiIjIsOtnVUQkZiLrui4CmKXpnCGa7s4ktWa/VlNCx6tOZlG5rci6LbJHpIzjuI26fCWoMXFrJtxt4jYAyE7wunPkFuJuhoBuvrGra605PE1QyBKjvaVRAgotelUGbK2RK/QSHglft9q0NBZxd6/qU0XzaNrqafJ2OI21KgIBIJGEMAPO81in0+5sZxDP37yqas2BWECty/GfAzMhUa0t7eq3tzd93xO6sBB3VQ2YOmjTPBt10+kU0d9dvzx6mKswMWG4uevK1LBwb6oQwBGy/IGGmqqaKySLHSF51VknMZeEFAEKMwODEzkJyiDSM5I32w2dWju/OL+7u1P1HPEfTqNzpwEBwKHknnbgiAAmQDc3t+Y6M3hBfPutq/3ZvuMy3t3Ked9iCimIYAqP98Pl0AOQ2mTZbg8bdqTT7DbO8+3FxTPpyq5/1BF7rDOZSMKKt7l2pWBAW2KbzT3meXa3YRgyriobUNYUIo6H45IgnVZj4XGamik5murpOL/7zrtPrh4/uboCCG211nkYBmJQtcioFUBkPp5OXRneevIoVT2FgYjMvaMuAqEIAmit52e7/+D739MwZL47HOdmYBAaH//843efPXnna+/NVjXibNd1fZ99NmsKAMLkqixktSk4mIZDMCNCuF9e7C++8+3cSqe5wor7VbXr6+vwIGQBmea78Mt5PNQ6a2tqCqshF8Mwo87cHTClDACpnKFYYnTC3dFODtjMgEX63qyxABmyyDSOgDG2WjpOU2hzACTL8G1AAyC1JSzIIPQeaZoWF3ULNxI0nVslpOIWrbbJRw8Iq206Wk1Flps1WPLIySxHCrYw3bPd76npyhNaAIRrRogHgqfapxvKNCpCaJ0JcTyeRODpk8uhF20G5oiszfsOBamCIWIgk3AAaFOyQKRARkQm8qhEEWEeurojUqpRIqCUEssYc5FtiIiFR7iDrx2hFT1JaKCBmVWX44dAJDNr2nypDt3N1SozB2CWpgmpgzU/a/PhhS2111YJRUBGQwCExT3X8isi45WslSqUheSzrpbLiLKdThFhqphZPIAIWJckYpxcfZG5LNSoVMwTEiDk5Gtz7ISZ2lLJ5a66KkvD3VKOKEWkCCJmuNM8T8yUE5J0HxKhJcUIQU03jjjRfeRIPvjbv78UkhCL1nzJslhzLh+yC++Vkw98k7+qu8DF3rn84pT7LxV/Eg8hvpKU95BfHo7Ji4TMHE9GE6AnQZWYA1VrJwV8YsDj8dioqjbRzoMxa5uctxC11gAApSDSmzfXX3zxYkvxvH/DD4YAgg/ST1cpy9YjzzkDAGzOrsRl5Q7u7kwlU6+XX0uIsVzqQoyIjriBXGCjnQIAgpkJ0VdK018TSOI/UZfP1bKqAUIqyJ20MEf4+ON/+OLz+vrmjhn2512tMY2xG7grfdRxt5OLy72IPP/887l6bTSN0KrUZp30Q78H5nFuJuShgeDILGQeXU9XT3bjWLsO+90eMZiXqOQACyql27c6jacTEXXAhGiqtTWRziGuHl89eXz1/PMXtda33/36m7uf3R7H02k8ncb5pBD07Mk7aDCUjgiRC7i5GWDeXr68kDl4QIA2xT0mdCIfXRHBTe0Fy/jpYZY7rFDzrW2cie2dlP2u7wpDNDPY74c3b8baxmqjoalXoE7D1JSwQIAbAhKCEHfEhaR0QyFgAHj8+DIhMb5k3C3FKQKoael75CAXQ0Ois7Oz9VAe6qFZwSM6GDKUoZdeSBBIqNUlTKjpkuXnnqJrJHZXyZY5spDkZG0Zua4at03P5y7uy3km1FI7ZupmTsREMs9zx2IOzKzW3DSAGRkBkxF/H7l+D5/KS0u11nzOw0MYkdkziIx5WxABwNyyLnc1Y7XWFpS6e3YuM3Iyjyur+QZX4QwSZc7xlrWZMzYgInDIoQEALxob4g1VzoCcZAdV1ZZtjxx8u0XppBDqZFH4/a+9exoPTRuVgi0wgJg93N1EpJSCSLXWnBND+HQ6lRLB/e6ssICDAxqBoTdy1bkdTCfwiGip/ookz2Q0CagpqCOAmjcEAUJ0jJS+ODpGckDWCWkgakxEYu7InYigUBA5MvLsXBiFiDANwDaDVgmurVltdEaa6EoLAEPX4FjSeBalch3HO9AWoRR+3uOO3bV6G20OMuaiSGxmWq1WNY3gVs2be22q1UJtOh3n0+083hENTefWnASQeWozEaFwrbXWuht2hWUpPnBh5dRWFwUSAiK1Vh2DmbDwsvgzpSwXWgVkcgASnuXs/Kwbuq7nCEfiQOaCACCFk5yS/dhOMIL6TiCCaM2RJkJYNFqI2GrlUoiIAxyoFHFAoAACYSCK/V5YobbK7MKRyjgFarUiMDFQhIZGePprIpQX24QT5/7tCIZAnumgoOa1zrOAKNI03ry5LqcjAUDXSbIRApdINICsLN3DI1VEargC+TVP3YDizQCbLyG+K69/cV6kaivjUROdjjmn96SmLH2v1P7mk5juFNRUQscSTJLYSAZCByIFn0/z8XR7ff3yfLcvhdOUtvKlCTMGGN3cshpVdWu6HcVzPSdBIpHohFkKuwcDaqtA4O7aFMGd/OrRRYSZpvYPI2p2GbwZUrIasybjCPRcN5bAdmKKnN8jeCfSLSVLRKBZ29gUuXB5aq2W1mNbZb74gD6ROVkOFi2WHNyHFUyKjACcuH849H8I0Fj0fuABtLY/5UFzl5IhEyvt5qFhEZOpKsvkdquNfEOSZDsWCfBBPeprPqxnskGW4Ot5AIAo0zQDVnfw9ss98sdWIdjar83P+xCcl39lrvPx7iZ1z7Tawx7SRczhKy3vLdRrwWY/jPjZmkP3/e8tbfBL6vD7HLcHsuyHcV3ra8FWeS/Q7iQMrk7stdpJ1Qasn30jFUIEEFI26HPndw+PJaYtDeqcOxoCMxtQfgZEcAviRQuwiabmeXYDM93v97n6bYaErzg7GXi7+Nt9tf08Ik7TlOLyXB9kBSkt1x846ePLNk1IgGnHzyC/fr9Pgfvy5YI/1LJuE4mHaWIAAH/5D792dbkTT605AhCc5hGFsQAWULAWbX/WI8Ww63f7rtY6DMPV1RN3vb173XS+vj5Oc3MPoA7IpzoeJ1cbLy/PBQeUsIhxGh0VCZq5cGGM/Vl5/4OvE2LTk5RCRHOd7u5up2lmIt1F35/v9sYsFszCSGRq1Jezs10L/7uf/z0iFJFf/uMv727u3KwUefToke2jTqbe1JpDe3T5BOW8ZJc0AsCJGIMYl1JqN/R5QFwyqN0X25Za2qWzeot1rLhix5DWQeSWQsiEIvzs2VNilcIQsNtdzs0N2tRGEhj6bn92NuwH6Qpx8cWwyEAqRSBRdgRN63DWX16ee2iEI0AubSKirXo4CzV1FmQXQuj6PmMHIwxJmBmQNCwwkIIEuCBJBDhxMGMpCabYDsSo4Y6g4R4BxKlOXrihvBSjrTWHqusxOrXdqprB6NuQazlGg7VmrtaX4nMVRnCDcEb2WCjmiTFbE0K31Q1WAkQu9Nsy5+aQXqmHbYxtUxCiruu6ruMFTZJaoiRJALOkVN0XiTmnMi9lOltdvtXrqir5Ppgj5atrYrCqmjfHppGFZBACAxQEYRKCubWs+ADr5dnw7tvP/vKvf9R13Nw5rfTglI1VbeheSgFrYdaXLj247lWjRuwIMRCYsS9SDAPjdDy2du2JgCjCCwfCLRbzLgOg5SzGE2inquge5mEa7pFppLDGRubSjwQOQFwBHD276MgsUigIAOttz3336HJo0yE0PAC9hVbQkj4dRiiU324LS+q/Rp2lVdUZQh1sPh6PEuHa6lQ4wChMiEjVTuM8TtUjWLCFO1A4InjpWCciCgxLPiMTMLGFITggpGP1PpeeKc88afuPzMULyLOigwJGuvfAwtwB8oJ4uIUbBntTBFTVWCAASEzAZBAE6Al8XDNJl6Q6X4pyD3TLm9PDnYkjgopoGHkwknvYUnAAAlg6L90jFNDX4RtEvh33iOJupo2QTvNh6HdZiMTqjcsGlWVj+34UnjoXctPMXW3TmD2wVhEBCHL/Q3fnZXRjvuK9Tds6vAJ3J8RA6rAAQvJpYGnNouMCWFiUepAdB+TShQMTOSHR6mnbsHHhK72BIiDv2QhjIHU31UCMIA/FIAjDCJ3GCcJdEMPNU4/qyKoWERbWtEUEE6maNsurpK2Fg4cHolpgra015CASB8yQZnU3dxFodUIK82ph1pyIA6i54SbVsdw+khWZJPssxFfbOUREVhiBCEKUjWRAT+h6QllzwL+Ua4BFJLZifV1F6UHM8KYXT7p7bgcIwQjJjE1b3vbX1wZOrEWjLHXVl0vnbNmy0PpeJMUbi8EmSbIPwIBrNb75+5J3ghG+REHmQ4EBK05+QdAGeGTy89KEXYYHifJ+UNHmeW+FX9nSMgFcxJNrXRiphnrQn96quof/pFt1yxZOFuZiQv2yQGJtOX1VQbAwuPFeUf3lHFDc2rhbLt39nzys1wE8o63hXkR+3xq/D7X7SrBuUCxUk0XXurhcEILcGroHOANSBBPQYqdI8qksFt+1IY2I+/1+vz/LbvcmX1m91/BlBEo8NGJu+WVbc1/6ztzV1MMR0NqiY1la746YlN4cSvM6cEnXE8CbmxuPKEXya01IWgq6cE0V/SdzfH/t6vJn777b7/dGQT3vuh3I0J+Vyca3v/7Wo70FKgE0rQGOsBcUKaAaZ+cDQKd1d37ugUBFAMWMwsgtulLCVOs8G59BIQ4pYuaEHRMzU2FiBqG3+6Fv2sZ5Goau1ioiAEGFLx4/zgcMCQuihGfW4007Hm9nRDgcjh1xx9iVDgCBOIJKGdwNwMbxdD5cUjzpu+JZtRAtrkOijoUIcEVzMFF4FJZUKo82Ii7V6XJyoeX5FxGiTBehtIGnnV3NWajvy9n5cHa2Q8TDcW4+HW9eOMLXfuPdJ1dnu7InP0/1yoLJoAgIEhr2HRUD9ovz3XSsh9Mbi5pLfLZhMHL5hn7o5xmbWbRKAqXjeZ498sAMjkjEgBDQgI2KIxuQohi4SRe7gfL9Lmd0fNiEZncj5ozG3ARnRGQPSKLxMDTYF7LbvQIPUdVabX3pOWF02UJcgzcwHNfVfM0aQRHJXRaR0JfVOSFcEQRb7vf6ltZEteV1Ce+hBJm4vuylDlmdL7pT90RMQiZErJ28NXKSEB0x2YGaR3yA5f8Kp5uAjWyWFp1Tj+iBDfpCO+nRDKMJmXudZ+tZ3n/3a59+/LM63jKL9F1zgwBmsmgYXgqHNp1ql1FW3sK9SIl+mJvO44gs1Gd0ke+448LVah0PSP8/ee/2bNl1nfeN25xr7X1O39AAIRKAREmUSlKkyCoxqrIVp5KHxK+pSlLJix70nyWVVCpPqcSR4ye9yaXEjqkLKdviTbwAIJsATnef215rznHJw5hrnd2g7H8ALBar2eg+2Ne1xvzG9/2+yHnHB2wjzabQEYh4xtqsq2sQ9iyt9yA3VM+7GWwKWe4OhCWVTUR0c/Q2jMQYTqRqRKylushPYH35yUtX5zo7Ukx1NXVkCDAwD/W+nPQEqmBB6t67a3PvQAHkp1nmGiRormprJhiJhAtWZ8cSEW3t4CFVEKFbmEZEFC6CXEhaW1HEQvNaxCCpehekgkzEamspxQHcDcPnKtZXEYGAMMOwyPBXGMEwP3gEsQiOUnZ0ZCBvGgauMYJxiOYGUlOBBMGk7wFJWkqQuBA3RDAYkg8TQphZKUmztAhUc/NRhzDCTjR6cokit/Bmnm0FiNR7N9N1XaZpAgi1hpAeJznHh2VqDUMMLCLAyR1UjQPDjQLdzFQhe7YDzEdlqHtkjMTdPCydJsncyAhdepGLkCsijRoWVde04sHI0AM4gdVSioi7g3X3YBLgbISAKIAYSI5IzLjRG7cBJScWxxyChvXfLMAjDNAArOspIOHrnhoLIqladr10UwScp0OeZ9yzCInS6JsYSFZbuyaaRkg8IIAcyNwpHNkdO1BBCtOH6iek8RZBJsjVTI1x7HABEItsJUrhZBHGTKlEyNjXC2w+j9iqUh7k89h48oGpoeYo59swmTgOfxiLA8AxLNAZx7nANSVWdPNh0Np9F7SN4bARmzaNCQCAbLdTbyPoODXm0WsgKDcpd1wwx+9HIAWSh0PqnmkwwlHyC4E4Cn8f5PUMdG7K9T515vch9oRP8sGSdJm3F2QK8N4s77zHw1FK3TkhsF2mh1kEcUg/MI43GdvYYVxDSz7rktyhXvsvzjuG/z6eIP8cPBEfaojH2DAIK75XFw9VnGKz9e8Nufk0c7NAgT6uTuCj0yxjzsNKIwRMSMOY093NwRAdty0EADCVrCHCLSSW4ZnPnUzONznb93FfCPDZwSPt4xARGRXYLeajt+RNluLD9mYrtttPVlMp28uO6ooIKQfmlMDO8HOvP3wxOYl39/fdLTDWtq7tLqAcn325W7873Z5uXx0vOOMKRYppFKrrupSaNkcTkWU98cwB2rXlbgQAgUN16bBKeQSM7s6Cj588TT7Kui5S6ul09/h44R7r2t3s8vJygCO0qWlmTVoMAzFyItvYzLyfai00UXVGpKZrEGUHnnpb1/Xici6A7krhKW+LMHfOsU+ESylCbM3KXJioiKzjSAD7nMrMpZRSZD/Np26977ZERCSaGTNLmQ7TdLq/PxyPEd5au7m5bb3d3uvlkyfPnj1750tPDuV4f00khIjqBhAs2Lurd2IK6KUSUTx7/uTV1Y3qui1DB4GECJOVW6ey3t5KAgOGoh9IZG7a1SMjmN1BAyzQgJwLkYc4MkN31b7s1+scuJnZIdx7hh1HCx5ia6uqQhTcj84BQDAOKlnLg1jrPE0TEZn3jTAoro3Hd9uHUY4gZ/R9vId0kyBCoLsToJHtr7aZJQowHe0+XCqOSEhhZmkcByYRqbWWUsxMcACzFH2/RjALQGg4ESd6P2HmeE6dcY/z0Ml2KcmfNn5oYargFAYaedjwYEDrHSAKxu16P3MRjKnyD374ojCp91CcpKia9Y4CRYQCNLwwBRKTrPcnYQ7rZnlgDHfV1dS6QFzMYxikcATAcAoEQg5yBEZwB0I8zjN07G0NM2CCMIixmCFEGsXKWwVkvnecXXchxIYYPYvZlMAliBkdXa0BAbpCKJjZyaAWDn/16iXIDK7kirrYcgI2UAMLiCDzBEcCBwiIcKklQAFjVOLReGR1nizitK7aVcNrmRDZvfelu4aQpCxt7oXITYMICdUNDAiZmHhsPcwdVTXfNSLovaf/YRiqcx9sFm649cgSOEM4uKCg4Hq/hIc2Hc13vB/gwHx4AAACaexth2oewzOaazVmDs/hWed5Buim2ZC3+UyRgzI7jhwcgBG2S5skhMiqKlJU+2Y1Ha0lnzOGxvBesVlCUzA8oUyR1nHCTNBZfkiYCZEi7d+pZLoGBBGwCPIYTNK5NRy06UiHIXInRpWQN88DMAaY5ZYtW8OEAhyYiBlsA6UFWHof3D3lAQBg5DwxEhIGuoGjmjkgphFlyIAAI/iY0z9EqKWwnQzZXTo1c8J91MDV1wjyjcwOgcDZ3TzaiHKQM9Nsj2MhRFIzpKh1clXmtOZg70YRQpjwm7z0JfN9EN4h+rq0dc3xm4jVH6y6CGiDr7JpvQHgniUSwyaeFr9treGAEaG7qElBkabqEGacplIKM6/rmt6/TJQOoK07MeTOdZ+03jA0ezy4SmA3RFtDoJkvAAAgAElEQVRyM4AIiXcR/txLvTWoi7sONR93xp+O70FgFjKnXSVre3F0zKW73T6XUs1v+WBoWmDg7qbg3GJBbhoHzGYAA84w4eOAgui+p8Iw49T7APqAyn0IayLgmRI+LDN4jrg5h5P8/KD4H+AqbkuGhyH+HIO4/c6D0r4RZXA7Ie3y/ACY52uJCFnJkAAiQyPy7DokxpGIBcPN2tTMWmtXV1evXr1K78pONtuPN/lqFKrn5OLdFvXA35TRkJA+lvyk7KYXCYbRh5GfoixET4EvR4sxxSECsoz6It7IbMbnX5Ddyg/w+ovnLzeMhuT1bvVSaxjHCQ8+Q2eZLpr23jsROWK3drPeArpovs7UWycisQKI5hHhho5Id705Bs5F9aa3XqRMjNc3P7u8eFIOh9vVPru5nw+XOuHN/Y2ZFyl1Oh4v8dGjyx9//MPb++u70800FUCbDwdAHL2GxMDBSKf1zt1jns0MK5r13m8BgJyI6bYtEbH6LcfxpKcnh6nAXEC7diKOADMjJCiCzFILi5BboIsQFwzyXdMSKevamJEkSDBwwIC4lCKyQEcGixDB4Djp8nr1NoVCNMawRnziii5PbvvFak5UkUksjjBP07Qu94ViIlC9nWcpx8JSzeC0NsTpcLjU3qcqYf2+NwbIeHYhOBQEWKReElI3E4lCGiCgWFk63E5koMT06H7lGoLW6zR1LzexkouqlijuSgEFifMqGUYYROjgToGTR6y1klzI3cteXbnrkevicRI6oK/tJMwlzMPDoCt5SISlZcLQTD2MWSbGipEBEQrErl676IoiBQwDwDS1Pg6S1QKRzcNCg5Gk6KggBndHsU4NwsxsqqUe6v0qGnDf1snt1BsAEKrqigiAxiyqzaybdVUtRNYbxmMuc0B4WBaZkFthieEpBCGO6A6o29TjYEl9ll7kdKi9iGJxdVgDjZhgdjcP4qcnZaSv/erXbu9O7lhkEmbVHuAyQ1N0JE/9gUmzszzQCgCDm4HfDaEi2AwLz4WqqVoYFHAegAUWAQzbLCnqfZrmtZ10be6OoOCBYfkZJiJ3bTn5ZaYqOyyJO2owhYP2RkQegMgQhCwG0HKOJ2SSWPvMvPgCLBKi159eBPhyDWEMoNrZTN3cHMZDBGRywqSURgA6hmF0NEWu1V06YaHSsxBlbSc7TdMB0Xxt3hpCdNclbHWncGJJ97AAhzkGIoGZqWmMtLSbNgYMDHTLoqMC4UNaLkAA4ECZJ/Y8AAFoYQe3WWBxI9Lb06vj03ryeykFAEioNc07PWZjKECAEyWxlBy8uRKnUzUA0NQRgVmyibZwMXQIEIZCHAFh6qZEpBpsbBZaEJGS5KAWAJ0YzXqd2d1DxxY4TUZZtLUjsSPMwWCkrZpbD7WwQERiDHLrFZzGSeQ8pIgYESJoHiI0T7Kua4SLMIJNE5spMzMIYBQPwJgRzUPdQLhFu48TVi9HDu1VxDR1aAiJcBMhAhv487EA2eQ0DiIQYQxlBHXlAGCISLofQjAYo0k4uEYghiIBUZCZWigQADkASwblTSFyIveBwTITkRquRuQoBAArc0HgieYFrgluK7dC7EGVjqhc2RFdrTH28Km3LqXUKqfTCZkhLMAUeyBHyXZDRxnuLV+cfAKfkA5qAjJ5xO5YHB48wByO02NgaECQD5sym4HglJuCoXsG5IrPI5wRAOKdLz370tvPmegnP/sJU9zfXwuBQgeAcOwOiETITAJgG4YOPoe62/MV8Aae7w0vdQBkz8TDHBpnrewIEXL+M3dF+dzD/Tni3t+DAx/pzPTB81CYCbN1W5BTsxcueW5JTM25IX4PJu4qDIoZKARhcOI+M9JpDqaAXDEaoYSlSIQQOF7m3DxA7p8t8xiE7B7pEd+OxIpAOA7LPg48sdVDIKVFM3mjvrXU5vMnQjBOJylSriFgq8sKALQwBSAWhqDQCDI6nvjy3uZAB78xlMk+vYyOyp2jXiDrBDhD5tXAq9Rdnk8yzOXjx9mj9OjxhUBN6qm6b0esPVBHaEFJBjhbj1vmAwKD8LSeAODicEAICN+doDjSPMlW9fxAqTlKQUQ1ACZDdlitdwLI06yD9XAUNARzL+kYgzgH8Nub1OYvylxeUAmU0UWgVPKOlLmPIiSyakMpAd7MAQmlIAIyWnhTDSAMVE3CNwJghgoRiZgZAUKqlAh79uSddV1vb++e1sPjx5efffZyWW/C+/F4fHV3LUyffPrivffeOz66/PKXv/LJZ+Lg3bqAmCabFiDAVActIAgAe9dczeSZK8+a7pEtBmE0sXq4uplZ046YWlinZICeufoehFXc8hwBrrF5Rkfd5iYR7W0LWW0xgt7u3pvhaTFCCwfO0D5Y6Gr35lxCgDAAnVykJpqWRUwtAIkJCda1mbuZEiExAaHUgqctVUbgoMdHRwCEkG7aOyAGCeVCSIR4xTBAFBQGQgtDCkD3DOWBRUTXBhwBo7indycEYiCOcHWnIsfktUidWZawtNsCAwjjPM/90NJ84vaA/U4vCCSNPoKYSylMnCF9iKTognnz6Ljxv5DIrRFRhObxPRPlpZYcfWwENzG16yy2ST0vmb6ttfv7+7wT82bN3BnJ6T7aF3aj1xDGDi5L4x2H+5IIwFI2jnVdC+GDnz5GVyuefWA2BGwS0FEOx3k+vP0LX/67f/1X9XixNCNE4BLgRDRxCbNhmowwTUhdMAEhBeESHTHVfaSAIkWS3T4cfwEUh+Oh1poVd4jRXaMvCxhEMFKAQR53cl0ASJE08WEgTa4cRCT5YbDrgW2gitNFO7DHMbzqHm4i/Pjp0/v7E1K0ZWlppg+H3sGN64ZdA0Agd5/n2VybdlCz3lXXgAB0YAB2JyWgpnZa77quxCgF68ThEWgoUUnuFwPU1pcn9VJbi4e+Ed+cTMYCNIpBcKp1CyaGqqJwloacbW+JBSnYHUQk708BXqdabCaR67vXWVOQwAFEVMvW63RwAjISojsgo8BAJjt6GdeNYe4HR/Ao2ye8MlPh9d5KYVO3gONhYqZpqm1dRSbH1dQpZ4RE07vDtk/SbQTZugXiHGT20KqT5pKAQDQ3Ycn3hwWAGBE8NLuHmEG2xWAAhCYmoePINA7pjpkAwr2jsBRyBLfGBMCs4VPhO7civD82RDTTIEEUwEiIirojkpmbpnmK3S0ha+4IblJZ8nmKCNK6emHulpkZMFXIb7S7mTEzAjHjTlosJTd+gDi8yERkBu4oIo7YGs7zjIUCuhsgUF80wkphmQ8YRkgiNM/VHBGdDFRHB0opsoVQLN0a7hpheU5jQbKs2bVkZpcqIkQMZh0APBExKb5mDhZ3R+/wSdKDKLj1EG+zyFkicLMMYfz0pz+7ub7+oz/6o08++dl3vvOd3nVpTUR6ty3XTtsb+4aOm7udB+JK72/YGOKN9OMYQDeDRqSmPPRpOG9uh59Tl89dH+cmkPOmmLOYEBDiOSGECLILLNcLscHQADDczSxYDocDnmG3z+/jABAEggWdADh9FGadAJjRCJlLZsNjdMVTRKTGO1ztmZGNQOB0Q+Eb8nzK8PsZY/xTOA+KEu6lhEPi3kQfP/v1OAfs55Z8tQPRHZOXE4F0ptbD7tJBRs5Px7qe8i3JxMgAcW2OJY8wi6U1Ivr444+vXr4kR9s8/ftGArb9gWsgAiOcc88CiYhH3UYhzSo6BNkP955rECAuSWjJKAkRpzyRWk0E1pIGLMhKYwsn4UgQDuGF1ASrnTtjv6B9nwyNYmFQpiBwjQh0oKoQZj2QY7CoCGg4jdwz/TLYn3neImQgDAzeLr5q/s7Tt588enx/f09UIlSkfvLJJ6e2RPjF5aEt4dqFkAmnaTqdTstp7apcCqAwI2BoDPh8rvgsnIExN8VAuTOPIIeMTm7jFwZQQcqNIKQfrJsiArsZsIaDhSr23tMBllA8gHBVRzREVTXVMA8Ag2FbTj9zuIejO6RD0gMhBZyMbQ0x1oLAUC1aoKk3YTNUwKIQZoDAuUklpt77si6lVjMIdAvX8KAM/oNM1XVFImRQa0HGMre1mUH3UO8s0NXVGkshyUMvMJc8PACEaouQZNo6OAoiAxCY+/7hZ0ZhJLYIVEVCAEdzNAczdTfKmiQMDBSppmvO1mGeRe6ljGg2YR6xOUariOPo+CQifuvp494WdyWC5B+UwuqGRFLo8vLi+npqabbxYKF0SufNt4wnNXa14xt/xmk53zbu5ay7dzIZDsSDG+DumeCMoFGGHEBEJZg2MvppbTRG/PT7e3av1Gwe8QztZYkiNIQvv/ML3/7+j07dzBFLNch6YXIABBs0kLFVj1qqmdFohPbgQkTDi0rAxPKQTvVNE1XVaP0eIIhQmOkg2bWuvSE40ogAQriwMI9eHYgIsO1uOFpd3MM8xWVwNwQb1YZAQDSiig5m3d2nw8Ul0dXLl9N8gB5gCqYASEXCDMDyzuaQCYEWYRBKQrVygHfvQQ5oAeDBEYaAXVfzPJVZhEW2PIKdlhVQ3ZXI7083POZFz3ETPCCxgTj8JAgFScDBI0zt/m5h5iLoQKoe0DOKsGoboC5r6cF1dGbO0wozP378eIh12QXTNCO2u7iHEDkXDisLBCLKFmqDwEizLxgiadd1XXma3FwwMKwIY1hrC2KYNWJwVzDX1mqZCCnCcNPUTU1VKb2n6TM1zyIAAswIu2/opHAUJGY2jWmarGvmDRFdtZdaKMDDizCEPyQywsHVAgmDhYuIR6B7nk/MzMGIxj0eKUTQujICAUxSdG3M1T3MdIwvm/vBPdw05/II9PCxndrifRFG4IiCNOwZSETsIlO0ngWO7jjVGhHTVNd1Sbpp5vJz1S+Sz8THOArAGaM3ICYiUHViZEBAlrlo415cijx6dPn40Xy6u2nrwgTTXFVHMjUcgtL05A8N5eAiZVDAhwmLRbAWd2MwBAyubHm8oSwOZhjEGkZECz8fWDcbEvy86rzBCnVnngCGmdVSgvhvv/v9/+uf/fPf/o9+6+rlK2IJb73rZn5wtxFSJMKf/8nnRJFzqAiOfc+bSbuzymvcjX/x97g4zqfk/0BH/edE0EHiOcs7Ztepm3qEeZYHbyIIullkjrBt3OvN5PkAonF3pJSgc/Dbxt8BhAF3NwDOyDuMkxFQbmVjd4wBsyM5DgJOjPgjvIHuy25cP7dob0cJBHeD3cdy/qLQvyfOiHviIvbntb2tOWMAAG1K2ICNIQBxPuEkKgYR046CCZimwrUcjxeAfPnoSWZcdvUq3nTHIY0dCb2x4sDANHPhqS1FhDdpc4udbf56kgDfU2f5gLM/PHthu66MKMTguddKY2U+pagkSbF4SK6Nl+7FF4/HYt3MfIPmmecyFtKXAjTo5sQR6sQjuY2IgDw67sY7B+Djb9FmRLu9uZ5qfXRxicDL/cvUQe+uX/NEtSP6NE2Hy4tHNzf3RHR1dbX2flrvuTISM7BHd4eszyAkD9+byN0DGIIoiGzonLA3OqZh0U3NzbwnJS3Lb9V6hDBj2FYGCZH11Kmt5o0/L1L7xi5viowEqVvnEX+k0xGBkAuOMssiiErGXNx7auph240wO3jH3MpmYFkkg6hunNgkZgtL4Ctibpll1TUTUx62nu5JoDUXFsy6Cu0RnIHs/KQ/EEaG9dGzWlVdu65AkfOfDfwhIzGiMWEt7MxmbuiCQ0ZJkG1KMSVPwBGMGEjATORM5GrOoNoJAUmQgpDDMUmFQoNpVUoBsFoIiSJJq4Slki0NCZB8KiJCKVgSEjETIOXFMWD3xD/sLpj3umBVTU6JiKTnMlObIqKqu510+y8hUnJ3doqZqTK5h6sqbRf1ZLkkBTmNfQRIQAy53wQNS8aX1Ivp+PjvfvxdNSSpya6zcERSVXAv6aNzCwwWMURDDBYgcnQ3ExgTU1cXVCjEyExYiJAAR3SyR1gRUu0QCXczEXTNojvHxA1DCr2Rb17iGHN/mhYY7Q0GypgMes7/xHVDJ5w7UF2139xcP3r06PLiYjmdYD0BIgjnlQNUoWJefNGzkY4ADNzQ3ay5d6RcSuTDM8xTgbXeF0S03r2IcO3W1Lq7EQJ417Z4oTJPMIpUEMH3Ch53X5al9z5Pj3rvCc/R3vcilbMZyFVtXVdEnKYBwmcq2l3HTqQDICPN80zjjusQISSOuBFT8/WICDVLSwZAMm3GS8sBkTFzAjqtPWwECcqjR7e3d0gUYSxIDF3biFKsal15OqRTliIYUUoxQwIMN6RcY45ZqpQQoR2QnHMtIJZSpjK7ntbT8vTJ07vrW2bu2uZ5Sj2liDyAkDbFjmWUZ7l7157relcTKWaO2xPOriFmxB5CAkCVRR3XpWtr81R7a6XMkTF8KoP+hGMNoGqpFOT7kp/MbYgfocD8xPXeD4fD7c2SUnFGwJdlzeuzO2VHT7qjhgfec4KiLbk4vONSinvUWsEAyQBourzoq5fCb7311lvPjve304sXPzFXVTXLz7mpBjJ6QIZoxip4e6jJF88JkoiFa6AkMLrWGmFcOINJ6ozomznbz+PpeTLZA4P5w7NvMWuRIMubdwsJYKnzcrqfpsN7H3z173744e3NDRETMXOZJu5dqTDtjxKype7vp1vszYsPS5gAekOYjKzF2Bd1e6HeRlt5gwRwPo7/PHb6fC4fhwHeeXyBEDsPO6dWhxhRCcBzRjgzEjERHY/z+b/6TK3ngV5MIpVTYAA6M2UzaUKBBwxgy1iNWdrPxUqCpCdnM84owxjZWcWHvGnaS/ea1S0rO7YcCXH3/cx+DkT/+85jsSHJYI+iwsO7kGz6kX/bD2+WpPvxKlu6FYhgkBkRkZabBkFmPk2H1pbEybsaQH7rtfeWHKrmo250h86kCa13XbIDG0NEhkYJw9c0jPvmWSZ8vjwhklxPZ1jWwBiHI5e2DDCXIe+CxkNodIs0ICHAW1+8vk+agiagGlQiNJcOAJRmOIuWjRN5fHEdPOCRFx9FZUljHV9W2lJYwBDUjodye3vz8rPXYaCqAXH56JEUykzKcTq8fvn67u40Hy5KnW9u7oKimR0uLu7u78wjIkxHVsOH9GLblyelevCREHrDSFeQwi1NqGtbmLl1TUq1hXdVhmrhTft+1RhN8uM6lTroQ5QYIBLEB+7Zi5kqs3kL81ImxBIWGAWACEygBjo7kQs5MzBzIWRKeFgi5UzdwwwkGbgx4CHdbOzpzRCwNUMgADIL5BreHYKlIJF1V+uECMDgaVYsSODexu5vM5qFwwZqG99zHavmFCMQPa1+TIVKTUYAycxSKda8LAFF4qF5IGLMcrtGQ/sZpyJVBQshBODRhj4uPZlR86SBZQqdWVStlikihOTm5mZdVhFpTdPvkSCdrIO3rhggSIKUSNScJ3acPIZKdhYi7fce3AQPEi5FiLB3S+W6lDIgYhTZAwd2AssnxenlhcCkx7hnxM3DLdQ0z/kOKfIKll/56ldPNwuDOMQs06qJYRlGzBByAkAMliQV37XmDkycg2pFJEi9HCb2uRQmykAPQhQuZZ7dbV0XiFC1cWM0VQsIQExE2iiPI8Qw75mUCswNI2Iw5699gxnvk0de+d0siAKRBzKMGQBLqW+99dbV1dW6ngrTO7/0fm/t6rPPyiSqStMUrogR5g6OEH29J0ZwRRQKpwgCDAAGEERBziLYyoKlInFBLshpbnz+5Nlbb731nb/9zsT1Yj780nsfXL28MlcCSlwFjpiUa++69HBHwXZqGSvEIAosRGWosxAOaTQXIFPT6Pm56L1bt2mavvz+e3/zb/7GzQHwS2+/c3+6d7fwKFwobb/pYwEfJErHrC0nIIRssowEAOY6mLnkDbXWaSrTsqxufpgOv/IrX3vx4sWPf/RxW+2D93/p9fWrm+sbNxMmxkh1HBGEhDCTlGie0VBHzmfiKZa7O4BjkKsNNSUCwo/z4Q//4T/6yUcfv/zs6uLi4g//4D/95rf++ubmppSq2oRLDADLKBHCvKKmsxQp5a1uyhq9A5MiEYPEPggF/sK7X37nnXf/xZ/9OUL53d/9+s9+8tFHH/6wyNS7USlmYAbB5Iq2+eARIUtehBkx+7DAzJsGMWS/AaAUETX4jV//rdPdX93e3P/a137dTD/88Me7LDpwHmdtEm6WHrc0VlG+JwFEHJ6RiXGkFy5f+cp76/2P7m7Ks2fPSolpmoQFA7UrDQBUbmHylI6mACGEAuFMyGk0T2ex50UVMamJQKVURHGHruoAeT3fB9DAPeOIEc4sO2BvL53MQPCYz4BzTbYTRcp0CADV+OjjF+H23nvvtbV5HhMjvLX91IiYYNbPa/AP+ujmpngovYYHwTtNxvHAFYHPqVQe+PmeS/f9Pfpcc83npNmIsP03MSClqz1jGpAdOuOKFqNPdEx77l3x+vr63PyzX/93jCEAYPCwoIT3hJoAuiOLCQJBmDtk+UNe4cf3JzGomujLnIq30X8EF4DxQUdGcP/ciiAimUpEFOBp74wHyE4EvslygTe4LjFYrBaBYzJBj1FPAPvhagvqzvMc7uZ+/ibuZ+6s8EPieT588tnV9fWNe9/Oh5hO/ZS3pFYAqCyUnnffuwQBkTJcDoT3y+l4POLGkaFB4Rkhchfaw8GJ0BApANjVxoIaHcIJICzycJ1tWRqOiAJlKDdbLDV//L/9wUdfuLlcoxpUwMmNzXq4aPdHx4N2RddcMScWaQA0x1aCVE0EE67XtSNTmIsIAtZSjse51ur9+pNPPrp+dQ8ux8NjVTOF+6WVys+fP0Wvn3768vr6lpDvT52Yj5cXd3enpuv9UljEou2nYbNcrRgATNPUWss+Au0+sPYe59AfCyIINXv33XfrdKlhy7pGkEitVYii4uxudSqb2VH2C0qtFdxzWbaDpZJclsOZyGSphQOUWlWNaQ4XAgmVInNbT+CTABbnGscaFwIHbFhCMAJBIRpgz+985SncmGc3RiThgKBaynp/Qgh3ZQxD1G5mpC6qIkQsIly0RThgkHtAEIYUmZsZUky1UkCVGkapVGV+BUa+3smDAcPG+G4GGbcijMOBVXstZZ7ljoJ4zG6VJNQhlBncEviA2Uvn7taCkNfeiIgB17WVUltrqloBtws3ukcqFmOjTWHqWVZq6qaR/pCNtJEiAWA4oUxTWe8o3HvvrTUi6r0nlyAvBImO7q1htkRt7sP8R/M8u1vvbfdy5DFsKtW0E1GACbGgELHrwAG13rlLNw2wzC8wSSEnktYaeVAMUvpbl0//3UffJg0B0qUJCQAQSrjNZVICowedI8wJhBnNjLiw4AE160sjAkgE6J/8l//Vv/vrb33/1bcj/P333v+v/5v/7v/+53/y/e9/v62nSgyQdbPpQA2mki7SvLNn84QUHN124REGlF9mcHfGrV0pg0k4+qGYecTzCCIcgxDpgw++8sd//Mf/8//4P/3wR38XEf/Df//ffu+73/1nf/InGcwvRVyBCBWCCYkYsXTrzMLCvXftHfLJdQMpgMAsjMBOy2oiyMGgQYzk/NbjZ//4H/7jFx++uL563e/7f/J7X//Lv/yLFy9+unU9npUUupNh4VpF0uKTnty5TBhhbTTFmEetRzM71GO+RPm/zEzBF/PF73/96z998eLjjz9klqdPn51O99pVRJCRmREkIhgQx51Yg0KtCwhYEBAgmulY8hAjOqG01kyj1tKbmcb19W0p089efNabL8tqFldXr6ZpQjyFRamSn/kikq6hdW1ZzevWmOda6xh6wgFBTcPD3UutqSeY9ba0CO+t/egHP5imqWsDgB/84Ifr0muty+lkalA3B7YpAY6jxqj9JqKSg4Ewu5OUOQ+0Zk7MEbi2xlw+efFphPTuRPKdb38vtDPXxI1AsPYIp2VRCghBCA4n4Sk8RES1M5VkRJY6p2dLI9zRPdSia3zn299dTg0cf/TjH89TiYip1t5Xd1BVBHYHIvLw3oZq09Z164wcs4uZBoYadT2tuhAF0Xp78+3XL2+naXr16rXpfei6ru3q6mVEuPXcuakFs5g5Mt/dLtlrsbFTB55CVaVwON7eLIyzd7q8eP70yVsRBZF7zzoCTZk8r7dxZgzJn5AA311F3mdTH1k6Q0SHIGHPWmAPRPz0008//vjjt9966+7+tMuTm0jpo3gqoTmbXYGGkEQPs3LQeWtMUkj2HxUQ6FkAj2+ycR0R0bO59fNi/MPB6ec6RM8dw3FunqAHXX/8sQAgdARTI9ypLOMncxERuby83Jkh+Uq+ORk7hEVQODGSCHZv7gZEAYzICJElFwYRbiziaRVAZKYRykQMVxi1PinP+GjFTbbytklxV9gN2pDAw5Te0tY1eIWZOiHKuXznDNIZjnCz7wOFDWeRRzhSBLTe05Lr1jKQqqpspqqEkG0qmbTAcz66Q2ExAGb5ynvv//KvztrucLTPMsZW5JlHTfA1KCsJwjzbN7NFWLtlnEyKDPCiWdcmLBCRX43euxna+E93d1VXVXdw9d4UkRZbi/BUa5gjhrY2aOsJQbfs8HqzpwkA4O0v3Fz++PKpcGGutcyAWPgwlTmcGEpvTsKwWVtH/gMpPclFDuHNNXusiIIDKQUtVEcNxECg3tQt7m9vrz69TWzTk2ePHz9+5B5VDref3fQeIjjPxzpNInxxQO7MlXpvAQEIwqyqzNi7pbi3nE7EnGLtCKXEG1c1IgwMML+7vX358uXFBfTQABCeIKjI5ObBkS2SqZhO01RrFeGIqLUS4lQnM+u90Yi48+l0yl1qrbVOdHfXcFELWhu+95Vf/Prv/yOPjiJdfX28LE/v1BaHfjwcoqOviBjYbZ6qWzO/DrsjNKFCWAECfU6PSxZ4sBuF3t+8FJEIC1UiEjnAaZ6m6nBy5a5WeDrOk1CYG4WBtzAtAmtXCGcSMOGYyAUCD9Ojtrip1yIRpt7DO3OEOxBCIIJASBUGNYIA9/SEnG6b9k5EvemxXiCCMDlRMIUZM6/fFM0AACAASURBVEPgoR48FlNnEoD829Z7b2t39wgPIA81s3AMz+pvCgAa/TweQWNd6ORu4QDoMPQMAw+moGxuMWOmHLvTwZJuGWZ2cGbGyq0174rM5zZH6zpdHJmTBZkXtLKxgQERplqjLdq1945uZqw93VOxYewJAPqydm3NNKFfmTj8zV/9NV+0394XZ0FQd9BOwtB62uETVJfZrAiMYIcgZCwp0jgj8ohrokeg2V9/4xun2zuIEJF1Xf/yL/7i5WevKOAwHRHcwzLXuhUw2fBQBgICj2K5Qdra7spAiEBM5JtfywcoAxgRiINJiDgQCUky3WH+0Ucf/m//6/9yvJgAohb+k3/6f7x+/RrJc4wwy4ecjilmpoAgH2eDcO+rjtcQINRSQI2I093dcn9KUWaa5tu+WMDffe8Hn7z4dDktrm7N/s///Z+6dXPbb/z5dCJi3aax3l4H7AUlxqO9JHXBMYXkzSMiEHmvYjHz+5vTn/7pny7Lwiw3Nzd/9md/Nk0lnQ2DmkZzDgiD6xkOAGo977/pJFFV2ooXTW00qLcuImUqp9OSPJUXLz41c5F6d3v/7W9/J2e+ZbkrdaQbmUcVdu99FFjiOELsVSTn1AvAPGOwq4XHelrD44c/WMycEG9vb77z+rNSRHsjwlLK/d09MdFWmZ5XTMiSS9i5aWc0U1tKKe5uELUuAey+uuMnn74mEkS7uroK7aWg9iYyndY7D0AAhqCwEN5qgNcNK+kAOeUgIbo5EDZVLjWAPLBr3N0u19d3RerNzevbGyCCtriHMZOpAdPQo0cU441G8RxGx78LXY1FptVWlkAghLYszTV+9KMfFjEwvbm5dV1O97fJnxkWZRZVRS611uyu941fsZfglCqmdrpr2shV/O368uXrJ0/edoPj8ZBHYdh6a4gQOUPntrsvcrpKQOEYfJMpkzMoornHcFAhiwjgzfX1Rx99xMSXjx4xV7cGAUixcS2zvt4BYAtHxRt2X9y5gHwucg9k+56kzB1dIqi33+RcogECpW8Vfp61cg5m+fcxBNOtvs+jKU6dkd0xqe1p9NlaKToA7gvtZVk+FyF98zEoYhCWSDQ4AsC2TwQmloS+JJ/Tw0dXRrqJIGILvG5Oc4jRVBqO6IgaweP/J7KR0hPpAGEGufBMAwbuTX0JfQGzQNhQ64Gm5xagHX46Pjc8akFB3U037Hs2axIKMRGZaQAGWgY0IT9dW6mTW3TtyBX49sXPPrm+uSXoW3sqIaCZY57NIRDCuWZpVQbmzpzvmIZ3y/j2SAaYiGTBSDKRLbsQMXKm2rGTjEOfMrQshXQzhF0RH8Ywga0m4jxAjPDdjz7+ws3lR4qiq2hntzIzkRBxIWYSixFnHouhAW2ljCpXnj3EbIXxShJhCBcRvDzMlYub3dxZGBJO1ltvnbDM8+HJ47cfPXrUer++vm4tEEvv8PTphQhf394EaPN+OR2cmaDk4MVUEBFB4fxywPi5uC6eJbspClMRGjcz77Zqr4UgGI6zdgNdmUmFt97mXMdIW9fwBz5x711EREhNT6dTTvCIWGrpunZVh9J7zPPj3/nt3z8cJqnz65t7DvS+iuDF5eH58+fW7eqzl+valtPd7fUVoGlYLTN6+eVf/KVHjx+v0abj4bSclrtTX/UX3v4F73eFzHSdywHQy6HeLZ1ImI7mmpc1BK5SC+FcqEVnWiA6oRGDeRQhCGKsj45vR5gDHkq35YTIYY0oBLWIdu6h0fpSBBG4rTErU3CRmt7sjV/rEVoKaVt8EkKMcGFSQ9p8LG5D/GhdR6NDyh/pXo2RIU9jMe6UkbNqBjOHlE8Ct+s1hAchiQAhhHV3JyQRoc0ceZ5iGeqUBwCKcFrYBwt507rSIUrIMhB7WWPsW6Aw0cuc2SQRIeFSCkCIFATsa3959dIg1JSJemtWpwj72lffP726/5dXr9UtCKVMqpoU9tS107tF27ITYvA6mCifRcPVNW1a2HqnWn72k58cptnXfpjrzc31//f//kt3PUxz6yuzALCNC3aWSo0Z7nxA0YjAQI5Uh9M5mo6cUSG5GUbVGgLnOiWtO0SS80KtvLb2ve99jxkRTKS8/OwTAHh8cZFbXGaGsVvD8CG81Wli5u59Xbr6rYUDeL2j9IMhRuLktXVmBqJlWU/NSpktYln7zc11qeX27m5ZllKG6zJnVkTOX/fembnWuq6nNDcmOjDvm4wPIN4tbpjoS3J/4POY+UcffXx3dztNNSWAdV3N07EU7r62+1Gq55Gf4TzAI9Nmew2uJSLmw7FyyZc0GT6llEA8XlyaegTWOv30pz+N8Gmuz58/T2f7NMnxYgaAcGViD0PIaiELd6KgHTvFHBGq48CcshISYmBbG7gv9+vd3d2zZ89evbz+5JNPikwfvP/B1dXVAo4IxDAfJood8ZFhuDEmegQPINJZkNpZRFICmebJHdem83zx7Pm73/zmt45zef+D99H15voV40Ugtgy+W5b69A5B5LXWUiYzTZk8eSYikp1uyGQQpU4BtDY7Xjx6+/m73/jGX93d3f32b/46E3/62YsqI3moqkHYmybxMVfs4962AZJT9iYiruguUg7NGrEfDoenT979N9/82+X0+rd/5zeOM9/f3P7k4w8/eP/Lbz9/1ntztzH+IJl5tyil5OI016rZKJffGhFCou/82+/d35lvfU+9t6xWMLPk3I8wImL0B47T7szcjumwz+UP/nJg5PHU1A0iiPDm+vXp7u5rv/KrF5cXxDQeLGIyo3aKS0RUKZ9ztJ+bSXybu8b3ImLHbEeEEFcRj+imWdxomj6fKLmQ3NDs536SXZvfh+YdYphrq8/BE9PfA9u64AEFQ0DMQT66uACAiWvNlGaaD8/74T9n1wE0RICMucWg+WdkzoJKqYFswblmdEz3MxoBeEAqDbkm3A3WkBHUoYIbpCue8myzibo0+AEBhGgA2Z780C5Ew4fN+cpvAjmeeejzvYzRQzpmL0xTyTDZEIKbqYVZ1gue1+w9VMQCEqSbE4lJOMKnaXpnPswl/zXCLIiUAzRiABoiEk+eWdI8aeQ0BRT5g5jv7+/y7JrXQNuOrHkSvreOoyJjXHJV3cxxVEeYrt3BR0QB3LoSkVrLs66tYWkfPJPMPfznp9YvQO7z9cfTs3cvaKV2U6aqK4IqMDkg19mSHp83hmFJTHsAIQnkIQ2T50DupopS6lwfh/nd7evQi1JKZYpHh8tjPHr8+PWrm5ef3b66um+tL95Op5N1vTxehONyasuyAigKmBlGNreBNxeR3vtcjofD4ebmZkODjcvAsNR59lFjljO6ArhvQGViFjYLc+0WBgjY3RyDVXMuL4VzDZ2impSSgXYfvnO9vLxsvffWxqReKjMwkxt6oKBcfXp1OtizZ8fXL1ch7P0E4Tc3q6v01tu6qi7/6l/9Py9f/dR97XBd+VDw0W/9xu/92q/+Zj0en7z1tGm7ub7RVW29/e7f/nVhZPZpnoQnwOpY/ov/7D8PZqmTkC6n0/3t7XJ/96W3nxOuRXp4CyIRKPUCEA9z/eVf/KrUcjlfJhpiOZjQYSrTXNG9qa+tv+59DZDDQRDAzaZppqjUDuDQwxkKYSGyKjRX7u5A3R2JGTGEBYwQoUhFzClIArEI4zDhDpfiqOwO79oizLQxT0MLByfI8oesa8wjl1NA8pdYiDD7mUt2athmBclhbe8V2iuIzXKgAmYuLHtdlLuLVJGyF1dvNxIgzghQJnTBzLxZ1IGUOp1OrS29dXcg5L60RVvva7gXovtXLy8vj6jt1dVnr19e2eiHHxWE447hyASIPmBckTtQzyKY0WlVyd0oKdGqHPb46bOp1Ju7+yA+Hqd5Oi7r6fb2tmawzAw2XSk3qDHC7O7h3rcNqTsEDU7tCHQ6YhThN7q2ATCyP3CYRIHQAZCoVBLhP/xHf/jNb/71Z5/+rK/Lu+++s5xOP/7wx6o2sEKoydtJp7J7dNWAkFqfv/P80dNHjs5Mx8N8OMwixEzg8fr169P9wiJcSgQa4Gnt03z86i999S++8Y1Pfvbirffe+93/+Heurj69vb3NEw0iEnHvFpF70jgeLwxcVSG8FBk58FHAMU5e+Sd7725BxK13BGKmu7sTM//Wb/7eX/zlv3758qrWx3/wB3/w8ccfrbrKVG/ubj0iaRTZGZxyViliIzaRN1MoUtq6PnnyJJcqZrae1oiY50mq3N7cr+uKQO+998Gz58/+/F/8eYS/++6Xplo+/PBDr3w8zgB7vBgQsWox894VqTOzsGToLRsYEJFZhsSY9kK3MFRtwvSLH7wv8tOPPv7x2xfPf/t3fvNvvvWtq5eaYi3iKO6GN32/zOQRJLjdaGNc9r3kMkaKsJB1LXORiR8/uZiPE0C/uKzodHPbAhAwNb6N1BXACU+lANQABQh3dVcpRDzYDRiZCGYkZnG1pdvp8qIu99dmmijUHhBhdarmCkDjIx62BaISL5hocEdE8w7I3tVDAKHpCd2W9aaU6fk7jz/80ScB7e6uuanagmi9n1pfk0zgDkSiZsiTeQQoEUPYsjZmzsN2RExTub25Wda7p8/eAa9mWAp1XWUugDEd5vC2ucmJKI37n2eebNaRLWN9NpeHd9j6koZxHOnZ4ydf/wf/4OnTp/vyx3fjyyY9ZGuooj4gvc9m4vHHgN7osT+v9gQIj9wSDAcgUn4wEsYK+wM9M5Gf1+XsF9vzofk8IRAPwnzWvNp+cm4eFuYYhAnvHX9RVR1RikgpeQI55yS+CTZJThIjcDgEOBJmS685SMEZZNSwBg+kWy5JqDiiRvbngYPDWNDmImKYKg05vV65gYwHfgiN60FsFM/YxuTsQEUIJDXYiSu5inyA3kCW46KP+k+3QFLzLDjD7Mze8qA4umFTdENABDdMySkQAT0swEEvpolFzH1pS7tr9sDmwGFOhojogBEmkeSA81htEgMCAFGtM3O69nErbIqIlJZccO8hA9+7UVFIiPYVpbOkQ9UGCE6ERYiIpwGRf2MDhgjf+uwLN5dfxG3RVxfYJljEwyERyIAigSTlMPyn+xcMgKhEYACReAUhYXMjYQhPVLWFmPbWgeHpJEe3huEEGkaIfPP6FpkQWab5+VuPbm/uA2JZeil0nA5OvUyCqIEIORZFhKHgPJVD4YlxiVBhydsYAQGCue1IqalORLToOpx6DuEhJB07IQsyBBIOBpyaFeYtPmcu/OCx2/diOzcoAbxFkOF0ul3bakbuhEjajej/J+9Nnm3JrvO+1e2dmeec27y++kIBIAiiIUEpBIckDGyG5JAV1kgOeeiJ/yp74rkjOFCEJMoKOkgxZJKiSAEEQAIFsKpQVajmtbc9JzP3Xmt5sHbmvQ+0rD+galBRdV8T596TJ3Ptb33f78s5bbVyHQE6Ru5cS1Vyz6Y2TzV3Alglm7nury+0TIY0T/N0qNVK7g2QrbDO9ez5i//0p3+023aSwMxSyocJUj753n/7j7rN8e7k5Cjnw+HaH1Qmff9v3n333R8OgwxbOT7eDNuh609V+zunp//if/oXkrph2BztTs5eXLx4/nye55xzZgDIxY1x7npH52msXdc/eHD/W9/6NhFJyph8rIcs2+S767PrzXZDDOjGxIguwgjATJE30VpdgwgmJKLsDD5DMaOl7isen7HGja24RcAE0AFb8Fy1znOtRZFWDFaEUdDdiKDv0mU8x26tStZ7OkCbOdrKxGMO09t+taVPFMEppW7hoEdueGFIURuUbzyRhJKSpARAXdczSz1cz9MMqlOdNl1++43X/sMf/sGLJ9fzYbToZBcWIm1iZARmG1b8hn6gzokiQGM2kzGahR+dwDOn//4f/6Mf/uWPHn/y6cn26P69e//0n/wP/+b3fu8XH30YJ9Xc9fFIW2cFM0MENTOvDToWRcrIcLP0MiRgIvUaz1p0WDlnbvHdu0gsq50YRPz09PQ73/nOT/76x+M4dkfbv//ffPfp06cf//Kj7XY4zLMbWBQ2wrIDcSRiQzAHU0AiSsjC3AvnIEkgOHIWMck5V3NiMTdBGY42D157xH+VXLCibY42Y9ke5v16ZnBy6UgVCZ0AKGFRdAYCxgCTx1gQAjm5MAAbMbha1cKYUDxqPTgTM11dXXVdF/Le48ePg4bEIrnrzLFgwJ5NiDVghYAKFkD9YBGiwHyYK1RSiMJOQ005UaJZK3c8cF+rfvb4E1dghq5L5+cvCIEZhHJcsSKCCN5ybMgMcYSIGC8xtQzxIhITcuTv1ZWRUEiE6zT/5fe/bwh935+fn/3+7/9bIkpZwK3vErhridjlEgoHMFMiCmuTqkUtKxITA7iFDRrJgaK2ky6vL3723rvAXsv08S/fg1pSIkmp1JlFlp7ACqhIzgREDqBIGgAMVUMCQI0O4KCMOszuwkLjdPXhh5e1zl0vj598noRZOAshca3FPc7nRhRzT12HVyRHsKgPVFOWyHxSSqhEgLbb7UrZA2juyKGYTV2XmQFQkZSlpf/IHbwSqCMjMZIiAaMTY0rM1UsxMyfSy4vnr7/+6PT0UZ3kxYtrtUKQ3Csiu1eID6I7AKlaNQ1iT3zUwowR9wFpDI2lK3Exoa9AIWYmBDA92m1Pj4/mwxiLoxVmGKCwG1Ec4LYnfu1jX2fxon5bL49OiFtgEMO2UArB29uQbd7uYAQ3sNqX64RuAxPXF9kwCevgvsjnRI2odTNnm1vAfOOBq83ww8yGEPEhSdSOjtHuSX8bOZgAmVCcMKpPLeoLQIBYISGyuYGjoRSrAGJgYADgamCtCAiXik0KdaUVlSyRyEb6W/k34AsJPpBG4OBqpnCr4BORDJbvnfxl7nur0FNAJHQLzBdVq+xmFrdpaD/qprmLiHk7ZoU+imCMLZ3cpTRVm8ax7McXZ8/HqdC8J+K4FzdnI2E0NSFC13WMrcPi5tTFQiJMgsJg2vd9hDdE2NWW3ZEgogu8xNWJsLMDtUg0Xl9dhfEPEB2aH2zWOXbaA+V6C77RrpwvZq/Q3/mNtw/jRPX63nY/w6WXPNRXN3V34u6Al8juIMQBoiIiRhQOqhEqDCLeuhWBGIEQyW0+GAFlGsC7nIZRXSuYwWFfctpuNjTOc+76lAZAHrqd41xVCec+CfIWkJUqZ6KCil24tYTcFa8P7HjENHXohpvoO3B3aiWdbasVPQ6E2dEpWQVFl1ohiTv4NM9V270qXLFLW3kYzoWZCSm2w3FDCcgqM5dSmBDcRXpho+qMAK4pJUAodepxmxIDIUSZNrK5zWVuYx+glsqZO+kJs1CerbhgqfWwHwm9ToUcBHnTD/fubLJgtA8pkMGWAqc3FemPEethHHPy6/3ls2ef7bb0+eMrZCs6O/TMd778zje/8Rt/x2E+OkLw7fn5VFUc9ezi7A//3b+UZIpjEDI2wxGBIHXf+MZ3/un/+M/LrCmnzW6Y6zyNYznMh6t9n/jq4tkwSALUKWM9dFQGwTm7pP5bv/mdR6+94ahlHoWplHo4lBcvzmtVFjneDduB5zKxJLfD0N+ZB0jJALEWI1RGrVYRwdRKvWQuiOqqwrlaReyYU6KAH2M1JeEud0M3HPZ7cEVQQhNqKP22Mls6p0LvAbNGuPS119i0TmZpia4vAdNFcak6mQsnMgcNryMaUAk/Ya1OSE6VBN/80hsPX3/lj/+fP7ZC25OtmukiZC4mHQd3EtaFltAiPoJAqBZd2NHIGLZDU3T1+u//8A8vzi/c7PL6qpTyr//tv3ny9AkilFoAYS6zmnoTbl0DXEjI4gzJIhRi2mofHBeIEXkbyahFJ4nMXQjUzMiBAZGqhc4EwKBonz9//L/9H//75flZv+kP0/R//u7vcpLUd0W173swd04IYOq1VosnfQPmGCdHUmYiNKbG+8NYGSOZY/gRhJOXimbnz5//we//vk4VZ+sk/+D7P2BpLEsWjhI7d1dXNUOiGmSSwAYvuIwaJepR8F3i7cCqDsDRxl01ZmwrVX/+s5+aKbofbbbnL862R1tzsFqjhi8zBxWaEAm5hE61AI/CSVLmGqU9ECcdi7WP1GJqVc2vrq5T6giplpJyZubcyTSNTsAEtRb38GCEt5imcULEWhWJAcgNDQy0hF5uxBiQCkQinOZqquBY1OZao/vjsL9++ODh0Ta87+COVrUBj9sWx8FRLU5PbmqhtAVzxtxMq9fSbAOOrhaZYiJycDNlxE4yJal1KrUiCpiDBiCOUCBIg0zR8e6SBICU0S3GIPBWTk6mgATjPMWzfJqnaR6JegdX9Tn08pzNjAkxjOCOaoAAkVFDwqWkIJLuhB4tZMqkQDj0G4S8v3zK5KZe5soNSILR7OXuiZKqAaJXNMfEbFqFyN2rVkLocrKqRDiN4zBsjk9O3DR8wGUuKYcLLlwRK/PbzT2RhKc5rMlD7gGbD/gGF20ehu5wLSNFtNtKOJoQa1UCbEF8RI8h0YEAw0fuAIQEBB99+PH5xVmE4wFcREQk55RTIuYkXe7yZrPp+x6RNNoPlrtjkHkAgYnCQREGp6BjrS03AAQgS86hxSBb1Rrc+Ft+xWveKE94E+xrmMsF9qJu7YS0lDMhkdUa/WhxwwuGAXIDC8Y9lZABUMGBc6mdYm/gjhbKiFPwjABU0DnOTIBoFh+lRttsoVsicFez2MO74RqOvrGgWNAzb7qWWq9es9sGihvivBhlAhHnoQjWq3sA+VerfdyVvSJQMKwQiYBG88nAmOJPYePWsBkhJVIHdEJHNDQEILeKiEPXA2JKcnx6h7seAfaHCeAoFhFr8wfHVAeGCGBpcVnehEfVvM6lQkGkedpfEZIQEZjGG4KqFQgM3JFiVQ1mSzoWSolkEUeqxG6xUZudZ9kQguLLTVKAyw/nCzeX39ls3nrljcv9+YN7up+v5tI9f/Ls+uJyc3gKdOiOXyullPkgks0JiauiGVbgbuhFNUoWpzrrZJJy1DGS43bYDNmuLqf9tZ5fHPbXTpSYhv2+OGySbIWyoCNvZNNN8yXAdTmMvadNf1QLjzbN09R5z91JrZCxDBmLAw5Hzw7nHRhMY4UhbKaIyOjmPk9j1wsRIZnwxNwZmJJVMAJ0iDO6VlUHNp/NyaHN5QDojkGIat1m1kofQsqqWqPDVKuJCKAAMHqN51UY7yGqBnVKqUMSh4mlUfri/CoUx1FM1INLNZu0FK8iqe2XNaB4mKVjBDQlzOZOydyVnMgogdeih/0IyIYR3LDUSeo6ylQ0q0vihMi1MlJyyGYyzVQKV9Opzofr50DT7FfqSpBeOLm5pM2jV147Ov1SrdB1ttmekLNVr8UQ5ac/+ckPf/DHfTaCWr1n8KGXYRgAe0y73/q7/+CNd359rnNKdLzpvWJ1Ob+4IkLTQ5Yyz1ebjqoeUp8B9ifHPRHl3JdSx8NsxSt6MNQk1wHNptm8SqKiBFF3VMyrXY+z5KRqVd3NGREZkxCFxmFYVd2867r9/hBz+TzPSbjvOnMlhOlwiNJNQtQ6D31HhKrmTsxcS0mJkNFM1UupczGtBshERJww94TsBjiXala0HI7vbI7vnfzZf/7zi8OBIPtLrRAAggDAGE8vQMtrIIIDkkDM1OosgA3cFVwdHEHdPv/8sS/PDwX/+NNPEBGFYw2ZCENqjXNIqWE/QCICAiZHRNUSU1JVD6/mgoeF8JebagorahhgW7wbaQHMAwCmxICHOqchj1f7Td8joiFsT0/7LieknPNsJciDLRPS0qiuqilxN2TJEsdabJunqDJlxCTSl9HKqOaWUbJghYQzdjIISCedg5o7OpJTdGKrGhhIVDwCODo2rLVFT2fcmqIlIOot0FznKF0iVyu1hB2VnIbtwETT4SDEjJQlzdXNHNQQQSyFREYRbIoWPAMhIiAzAxIzRyerIQ0QgBA4OauqcDKvXbcJwRnRk3QImFg0JUaXm4IqgIWBuBBjSC0cYZHMBlPXokCQksQYUdVLUSaxquDoSCSicyEgNHC1pQHAYW0Ex+ZZDzhmXKu1ekgwtrKPEZhhSV1n4VRr/KK7KSJo1WmvSDVGSLOSZIieh9bn4rWhuBu1jlSLG1hz3+Ii2ZMaYVjXIhhHZODMjaiKCIjRNGSCiEmitXeajYiSNOVIF64QojgAmzhVBHUtXd4e707Pzq7CXDZNlZx0Nq0KwGHZN3dhcdDoXTMFJkzM0dsVlrpSlImI6MnjJ8dHJ26tESbyA6Zg1bG7JSKvrSvYUKStYgCiSyuKWtcRtqkC4CgiLWvjrVFsxQUSMwkjoHpFYtc4WhvAqjPD37z//ge/+MU4jienx7thiHUQE8otSEvYi4dh+MpXvtJ1XXTH3HhZAFzV8BZ4e2XnBSkUAJfWW4rmCPQlh8a3IS2RhVhdUznJ+lLDEdJsD6ulg7CdPxc9PlyBgFbLPE9lSXhaY7oAEVE1V7VKvC/18yeH4pvJqsKsWtyZOUknw1beOJaUki1yfq01ZtTQ4IQQzMpUls1qWzKEiBt0gbXyAqnFpBb6OK1AnfaylzMJIjbeJfrSf+kAUG88SO2I0ZqRnNhBHVjdEqJjJi5EYpXMFHxUUuPLmbIMQGY6MSNBjrUGC10cDlf7KwX/yvG9DvNk6JKn2cC8lFHVXE21EqJpUS3gXtVbW8fSho7YPEztwnOgRAoFwNCxlx4NgYATzlpS3hJgkNGEWNGihTQPfQjqCiXKRhAxc0uDtHUcImC67a1aBaw//LMffOHmcgD66P0P7969e/2ZVuOUhy89fMCSf8HXwP3Z+YWZX48jsmAaKB3tkarsGLNb3sL05PnT54czB0ZODortAY9dj+5eS0HEOg+SB6s2zxIVJ2Y+HazK89QxIIN3YqmX3d08YNXxcKX1AD4ZDdjVMl0zz1d27dzNaXLY7WfsaadJLXqMwkYFCmi5S1H7kwTAZEHzUU7dYX/QcDyH7yngnQ6AEFtJpNudNb9ai2Da8gqqEWAL9B7FX9HQ2AAAIABJREFUIMQUqA1ixoDBRL3IopUoEhKhpGRmifNBFYGq1Wma1pXNeop0h6paqnMia6EfDkGs5crR1Q0QIrRCxLUYMWox7npUiqSsqqGrmc3zVGsxq61OhYm6nHjn6AwdI6sqYIfEqmqG0ZlSa53n2cxyziI0z3OX2NyAbJ7HOuvFixdGPfcnl1dXLnkqsyTWUshwVtofZiZIoj/6yQ9/8P0/zZnVnSXlLm+3WzffbncIjMiHcSIUJu77Ib/fdyKbTnabLWKnOGA/d8MGcuLExAREjJxz1292c50Ph0tJ2YOD4cCSAIlFSDh4DSSs81xVJUnVGhx6cwsI7/XhumoRZkdSrepsbuRATCKScvZawMAxnHMUgvZ2O7z++qtVx1KuHz269+jVVz/97Nmbb95xEAC/fQnFzhEJ3b3ONYnk3K1ZqXgvlrs6ELVlZ1UNd/Q8zW7w5PPHm354+523c59biHTZit60AzZXfeyvovgNkRbqGTYI7oJW4GYqUj0cDsF7SSmQDw1HgMHsdK/RuqMG6qD2i5+/9+D+vQePHnEiTikxu5kgVTBEmKap1ujpDL2N2wsgAAKzqwXnHHZwyjkD4DiO5MlbKzW6Q0qp63wNBsQDMDzFsBxj4puJ76La4n0yB/Qyh0WnCVqMbFZslXKsxiNZRGKeSJRwmSFiABSQ4rX5/v+Wg3atfG93DEAWKTCpahJpgqO0sxmCYTQYUyJARxZiIRaRjEbCXt3dhTMtVS/zPA/9Jhpnrw+XTCzMzEQeoyp5eLEd0A0JoOuFRWudus7N0EFT3V9dM3MWXgI50bLphIGSb5Ls0vWNHCQdolo1ficAqtXY+6jaNM9moG5aDbmxpWutACYJA6Bcao1AMyKo1QUh3wauKMc1g+WO29zLhkicHJE5h4KuxepU+9wTeq1lIc41ovNadUQkQUYPHBA1nRWX7lV391rUHY+PTgCwlFpKYeKcss6KCG5o5kxiXr1B35w55jCI8G7828yZYzsPZ2fnqtr3fSlFhEU6Ftnv9yL96q4OIJ25RdvD7eJ6ZqZWydKswSuLI5oETGFNq68j7DotAYC6EVK81w1nIdIg3O4O/sqrr//yk89Ktc1wtDs6YllqIAHAPT7+pXrVMheLEjSCVvMe01ErbcAbT8PKzw4iCyKCrx1PoXTqcmcLtm0bOkspizE6jhll/abUjLgFJGOfafFd+VrtF4Si+Arm3G2XREGAVWIuj8pbAPR09Mv3z/78P/98rL0RkkRkiB2YEvUb+eiXh67rJAmLpJxFWCSllJDaWCBMIsIkBq7mImwIiNzlYdNxAG3CI4SAzNys+bDYkmDpqvRb9Mt1nFgQ79Z665ZCkdiqQm58kmCwm3aet47HdT6UM56UYe5ryYM488Q7OHn1oNUBmHFf9uTJ3Zzc3f7y3fd+8d576PbOk/n49E7qulJxRxtEinJkIpKgkmGL4jCVtnJZapLQIT6m7dKtRInMK5KheWrwIDVQJ6tKET9wVbAbXGbkrNy9us5zJSoQl9DyIFhGoBta6KqXwxdTL5/3FwwusHnj4f1xnHM+Ojp+eD3W9PqvM+N470nEdD755JOzq7PD4ewrb33t6MGrk/VG6a07D//oP/yxH/Nmd7wvOlUb1dRhVo3z5WbD6ASOm2HjUQ+EWLXEk4DoIXGeKxCkLXcbn05l3MjV4epinmu/2Z5PnWw3OZ+QXeyGBwfjA915Mfal9gP3aYeLVwGiE929XFw+K3Vf6t4d1FiLu6E5UkrYpmaKyEdcaxF4EpHm11wetOt8vvwvITKAmvlm6JYKZSdCMEwSxz0H1zYUoQOocLQg+RKTN+GArSZmDqDSLTt7a1aLZbkTqJsjIaE7mrkB6up6R6yqSGagZm5OU6lk5upZ0GLVZcgs5lhrVdMFZOEsaOAELSFeVaMQBYi0nXQwZObD4dAAfKpRUX56nLoEU8E6pS4xIinmSbuFIcjI1A8Dg8wXh8hbEhqguRUEJ7Cri0vp5Ozs8WE/lVLiCX1+frHbHhFJ3/dIUutUp/2m3wBml+NX3vr6b3/3e5MDCb3yyqPLi2ut1Y3sGFPuh00PYJLy7ui477duc0opkrsicn19vT8cqlbJiZnVLPzkQcNCwq7vRGLGWrYlxAZQa0VHM6vFFBq/gikhCLgfHW/v9adVD27129/+xgfvf7Q7PhIeKOfVx7mOccSgqtM0weCZJYSreE7fLpEGgDbOMtVqqmoKkuZEfPbiwpE2R0epS+FZfIlpsChcOhVvAfa1oRrNW5k4ECFx+zogAgTMpPVwpTTrPGnF8Iq0JurW8koI5NUtINaOLF3XV1do21NUQgeQlHrhwKS0RkPC9reBmauZrxWccfft+77reoCr+aBqmrIkyaVU5qS10d9SSkQQ0yp4K3mKiT965gAJHdBuKX3mLEyAYECOrghRC4NNkxYRTpS7jojUrePBFv6dVl3gHp5S5sSBNgv9LKyuYe2I70RE3JGZo+6ny10pysSZZfFn4lzD/k8RMBMRQnI1dGRAXCIu7UowD6JbhBRSSsE1J0IGaOhuwJQ6B1RTM6WMOeUyTl3OXjWK6WO/F3evJSCUQvVb7zkxSjRa4jJ/r9dwc4kHaD6ioK1PnphZUKrzUrJISx1qFMBhgLRN4x2L6llQNRGJ/yZiRpaciRiQUMTagh7dcZSJSVLAsIhi/ndHWjhcAKRmADWoo4iCCOKExNZ8BYTmwmzoJycnp6cnrfMXiYiSJHbwOoukq6vrYegktbGgVkUkNyT2SJHGIn6ep5Qg5/7y8vL58xcPHjyQlFQLMwcJ7urqqut34RgxWxpnIvJ+CxvVjiPO3j71eruFPqZgEQ56/ZpxopdDLxBGkzj3m7dIJQAhRAjx9bfe+unPf+5EJ6d3+35ohszVQa41ZSaijsFKTZJTSkjxGiyMNLbMlOv2Zu0EnWq93Sq6Iu0imdDm8uU1E5IQw+rCdk85Q3OeubmxiGtzhEQxmccxzJrfL6w4cTkBWpnn5QRV3V1yCnyKOzIL+Pb8ar64UuNIzBmJIIg72QSXl/vnT64iGL8Kb+1sdFNL5HBLuA0Uz6r949qVwZxzXgp0RESYOaeUUwpVOH5DLCWiYYOIKKcYM0TSKh6viVhz0NBriASdvKj54bMn9XxOfHTU7Qwhwzhdj59dg+7t8lpydwxE8zgx7bquVy1E1Pf93S+lqX99nMY7b3/tjbfeqgYiMpTR3a2qqcWuwE1Vaxh8rveP21tiRgBmqqVM0zhNUy2zmU1XUxw2iQzrrNOhExBG9WKgBhLTdnSftYIIomBgMXMgfeNbDtGBmVE45U5EBGVJo0VypwUP4E/e/cLN5az0xqv3gfAw6sPXHo6HWeGyy3D/3t2cu+tRCFTr/qtvnUyH/eX19dnlxcXnP2Ts+/6oO60b/Pztd752/5XXK/bUHe1nm5RUSVKHiJVbs6NwEDAUydVnSXSYrjt8mHKa6iSYBqCtng/149P8+HB+OR58Okyfnp1fWxlH7vvum7/+zU+eXnxyaScPXju588rJdot5N5dCzRFsCDpOV3/6J3/EzgSDcQUWImHOzQG2WFTijp1YbvsN1kNt3IbWEMx6L4s9wBr+5LDsqjkQE4XRDRGTUCfiBMUtiFUslPs8T3tVxQYnRlcz0DU6s3Y2tZVnC0aElQYRpWopXtTcEYvWLkyoLOYVkKaiuRMiBoZprCLZrcktt24uimRxJ5ecci+UxBxKcS/AzEhigKoKuHaSeUSt3bTW6q6ICRETI/epEyLiCinzFhFiLCNENXAABeSUwQqSo9e+T7ttjwx37pyMZTbTk+PdPBeL6swy3blz1Hf9brczQHIb95fgWE0qZmYsWin1gKAhvRKq+zjPl5dXVcec09HR8eX1/vJ62nTU90N8+Lebo5z6lFLVEm/s/fv3ya1oXS3gtdYatkJVcLg67Pt8hABqLgBEnBLEhhgRmSxREpFOWBJJyicnd+/cufvjH/+UKQPyYZpijmwRq/AiGo5TmaY5sRjTOFezOecsIlFxf7O64ghWeSk6lwaaVUAWidY3XUvUEYHQzJCCKwymxpma6uC4hmPJOf6ULfuYuPuvLL+g2RAReVomKg7cgppW1VgzMgMTetGcOyJGppxSJDS8FHMwx3nWaPtKuVsRlktHo3mNmtGWm2wmWfOcunt37k6D7sdrc12Y9O0xuTRGAUCcepr7QlWZpUJ1wyQdaA0lOJ6jXSZmDqpuIOck9DoxBMC83A1JkJGc3Bq5zAwAoZRC0u4AhNwuA1IACMWUiFfeMCKF/YOIupyZyBeXSJRehfzXXLcOjJhYGDGs0qY6HqaUUpLmlnE3AKq1boYObn0S3W+lsRpi3KDphWFbXor6vJHOmJhQ1LSNOGDx5QZHAwBwZrwdtLrVdRLgNwFDA0fmnDdzVXQXB5FcpgqSk/SASuTEyARrbQozMhM5tZYbQncXhiQp8hRE5GqJkyM5AJOouxlEUxYjr/aPrutKCQmzfVHVVA0BsiwqCRIxIRJ4gDAIETkhsnWb/vTu6dD1hWk7bPb9UMZ9tFk/ffLcFE1dJOXMIoxIZockOQmWOjZ2k4E7ptSJZHAfD9PR7vjk+MTboilZBQC4e/fuMAyllGTxUQoLRBtJb20tluoAsOXnbC/3PoK7507WQvLakGO2yNZtdjQzdIxur7UKNd7X3enJg1cenV9ekggyCdNS0hBPFiCWUiqq59QZ0lQrLQQEdCTHZo+n1owOS31OTFQLIpBuL5Yd1BvcD1sHpBoh1Nr08vhiqTXMOU1XjjLdRS9wNA97KfDq3o7pHLHBbRAxpdTq200JhShKIaAwSgbn6jYCMyZyUDd0jzfCfI6wHAOgqSKx26po+0pjdLhpTJ2mEcyAGZuzHhee0ZIgwJtm1JcTqM1pT6FvIGpDgbcfa9SH4w0zh6IgKEiw5JXQi+OM2dMOuHPgxPrL8fxHOkriakCckQQQBTH3WbXGXFtU3Qfi3Ye/uPjoo79ywJRShqVTDzjKWBBAGEWYCBPdpSCjJw6pkhmFSISFEYm8zqE5ok86XVM9sE/gsyQ0q4pCrXHZZbn3Rn16a/HTspxFDRGrKTXwa1VVQ3P3WNHfXg19EfXyH/3HP9/Xev/Nr/z2d7/36PU3WPxHP/6zX37403feesN0/uSDx9/8ja8++/SDO3eG8eL5yXZ70nd3H37pkyeXT59d/vAv/iXOh4/fe0z4rd/4ze/OdU6ulZNjZnY31+FINRjASClVqNKn/XyFmYahG/w+d27jObmzlezlfoYjGl/88r37J6eP3nrj6N5rf/bTi3/9f39/u3v4wfvnzy4PZ4Xs6rOzFxdf//LboGDq0vVMDI61ak9duZqj8QYcKkKdDdSrhwaGrQIrkk8NcgxElBbVkJgwdmovY1nxVuHzPJeWDW17cwMAhuB8OiGwkBOpGRGAOgvnnMt8iEp2ImLiWoqBk2Dc1pm53b4p7ptu7uqu4IQoIteHeZpraJPFFJGrqlcwqwZ4fb1P3BG79DKrDujgOs9FVRlYtQRMElruPuotXGutZtPeMnVB7G4qU3OzWGMRLluFmJDMZ+LcSXYvSECIU52R2sTALOEFVzMAclVhI0JhFHJOXGvNSdxZ1eKjO8+VyTdDt9kMXSeI2CXZ9CFdD/vSnZwcIcJhmkgEOYW5MZyaQGwaYiSUYo4AOgFg13XXV4darNb64MEDm/384gUzX11dP7x/p5TiiH3fpy6fnpzEAb1M0zzPO6mONpe4WddxnDTQa4Ypcy1qQbBGVdXU0auvvfrRRx9vN0fdIONUeHEfr4ojMwfOj2hjNagXVGsNRTmklNsL7hDLWKAjrrVOpdRSkdhDsrKbyzLUsuUYSW0NsOzuwZuxKnyx7s5wc49b39y1LRURE7bfb7FkNGfiLnfENJdiJJvcT/tDiBx9P8xWmrhBJMxmrfUtGjqYGxfFAZAIfd0/CZGIRCMBiiREVtXdbpc62R+uwzx6m0/MzPM8qTYK8kozCPp7GFpSSmuFZ601Tho3FScVDQwXFj4Cumv7rDmaaSJaqblmpurIvkKBoz+EiBdAvjML0U1NIyO5ahbJKcEyOJjqeDi42WbTE5o5uLmqQtXgVVup3CWLSiwkWLiHQWJF800/TNO0ruxa22D4AeKh3mqGNGYxXw8WsUdp5Aha34R42lcPkKGvnqvbRKMbWTfO82WOFDswdf3g88zqTiwiSTrj0uUBWSPyFjL2UkukAJ45rcg8MzOMcRxaoYj5WkkhxOAYtvUgOwln5pDQpNbKnITjPSXEiqgxj2I74XBOOT5W3vpNsMu5+nhyfHR0tItemTAfMosgKzAiSUr9sDk6Ot7vL7u+A4DDfoo5SiQagt2N5rkEErPr+8NhevjwIbO4WylNeRVmEdFaiWgcx1YxgYhLwq7N5SsmHDyE89W7clPCXasbsqy0/sY1X13aDRsFgObLtUGIWBdqIiLuTo+++rWvfPb5p5ttn1NuvKYlUMnUqaq0pmQkTilETDREj2RCjFN6qxpdF3fBDanQaX1J7st6AdECT0yEgEwkSK0VJ3oqENa5HInU9La/XL0ujGszi1KLG47WWsaEiHHPcQS3OZzQADgTzPWScDROSOJWQJ3SxmsBB6AKkKLYeL204BabD6C1Ji12HLSqxAl4ySMKN50PcXEUItzU4RgstpbbY7otAUdDQgT1ejsXu/4M0TF6G0NtBCixzQJE4EtAgdkMnUkLxq5bgDM4QDUSjLU756y1AgDnpFPBqBFDBCLAGdoQ1Kg6AUaDMMpjWm55rcUIPXKounx1bI0NPup4/tU3H7zxyonVfdXJTMdqBFhr1dW2hKjRwhDio998BEQEqDkTmJlFMqUVHBRnhtg5fBHn8t/57772bC8/ePf5v/q//mR357XTu6e7zfaNd/7uyUm6vnjyG189vn/nbj1cep3u3X3ler+nlJ48ef7ZJ89THr7xzjfOL68NmMx+9v3/NFZTp34Yhn7YHW2vLq9h99V+2JF0xVA9MWWbgX0DzqWULlUEJ7HPPv7gjXtHeRj7fpZadpvN40+eiR4fbfe7YZuH03uvfuXsAG//2m+9KZv3Pvro/Pnztx6+Rqd3atWry+tpLDl1u74jr//kd/6xltF16nb92TgZH0VVSst2e2VIMWvGo0JVCZOqhn65RID9dk97PH2j/wWW0vJ5KoRiNjOnaqbLetgsypONCFQ1MU7zXMocq7oAZoFDLFKrtxq5+GTujo+maUT3lHLOGWACoKqudSqlVoVSq6oSpda+gEgkTJJyT8wAtVYjTqYeXkKiWPVCGFEiSMMpWqx5qhMgMWOrGQYMXL2q5sTLnyIrMxMgoWoFjAQPOdTmeFSNaSyrATJCq8rrumGa5xjlc85dztvtoKooYC5EpGS1FncwtE7Stu+6HCW/qDpnQVUrOqc8pCyA3nV9dTscDiEDc0rTXBqJpImWXIpholJr1w9AWFQBsajONUqMUc1Ufa5mZnNVuLqepvL0ydO+60IROtqROnR9P07TwzvHXZfMYH8Yq1qSdLLLR9vjWO+zMABsNtufvfs+gDDzsBFwnKcpXI9WorjHEGDbD+5gpnMpJHyyOR3HMYp00+KhCiMyEIY919ES5MoWDghVHQ+HqsvWmFBEmJs92lTdwWVx6bVrmBq935rjPBzYsUyIU0HIe4BIwuKEiCC4ghBwoQsIshKsjSoxvYlgdatu2J6UFtImNOOgr2H6KBWX3CfJTDer20YRBo9Poohshg3TPI7TuvePlpbVW7zSytYkVvQPhKrHRFqrqTJRYGraM08JY+IM/EUY+YPZktNa/xnfeS3xacai9TbU+SWc2a2m8bWf/PZ+wAEChVFKqVXCI+uGtVbUNgGLSNU6lxkR5zLHnx3HMd6UoD+tPssQ6W96W6PgJtRTaBC3xQthQmyL62btdGw2YFyo0u3J28DVt+91a2CXmaOR3skJGoE7BE2da1j1RQLl3gwMqkYYjltHhLKYy0HN3WM+IwduPUke3aPVXdUgMj/RHmCq7XZHZsYkCK2olRnBgIATE/GNjwKBc2IzdVjkf1QCl8TCVKqJ5JA54oAUZStzGfu+q7V0fUeEdcFHhExba0VgVUMIiDWdnV2klLouI4EbNnfcMtLFJZdTJoKgxFIwqheWnEG8OiOiuFHEz2eZCxcG7NKt2Nh8KxnzVioOGr/lxpKLwhqQTQRK8KV33vjZz+5vdp2rAYLWBgghInRi5DjJMWdVBUMkR7J2+F1Q63irYz7yeS/xwr2dfhtKYykAtpDlwZHcrBSHWBmFntrQhuF0qsVhZep72AuZOJCDTCRyu8szZIj1/6XJ297IhgBImDITmLrNwI1nD1oI2MzBFUgWp72rV7xppbOmg9/+/uKK17pMsmBW2uDc6CurVL4Qa26E95dG/PXy8Nu//+a/49hk7OBEFguVhXqDhm4T+JQhRROI4jJY17lN+AGLBvC5cMDR53rTINZWUY2Nvi7/AXjhkUUQhgAQlrdx6VPHxjUmQeJaVEAIO5LcD9ucekJ1XMCiLRh74zWI/jV3d6256wLJEh+cOPs1dWm5llZZcFkuXX7h5vLhRHGq1S7HcTzGB4drm67Ti0/1X/3Vf7x7un3jnfuPrv3Bg9/cdPz08S+r7juSOydHD055uxkuriec7N7dO8PueHfn1B2uri7H8frZk/euzuD506d7+YvXXnsr9cfb4wcoO6UTg83konPqKPvhOtNAnsZnZ97XbqNHG3/+4dOT47uHS788TE+fH376/uebeyenr5ycvTjL/aSEdTp/45UH1+dXT54+NnOt8Pjx4zdef4sBOuHXHj74g3/3e3U+/No3v/7jH//kfPR/+Dv/TCTCCBZWvIj8sQOoEXOZ53UzHh17UUS8GvKW9nWMlpyWdlpqRRxa1xItD5iq6oQWKZXITCBGmhkB+zy4Y0op9LNbnM7wioRjlYnEdDJzNx3LXEznAlotymiEJaUci7acO0IyBQcjTsHAi+IYRHTTeZ7CzanqhFJLEUoI0ElvANWj4thJK0aI9Vbz2rpgTSLuplqN3JyCT0nuDQJgRh4l0hjxemZkZq/lVpkFIToRCiQicnaXBADW+cXR0dF2G8kbBSMjcmWWhJ1yTkmw0btIJMEyL6aU5mnxWC8reAPllJFZrSEC1DweCpF8B2JmUStuwMIi2R3muTQtivpSp+lwNZf64vzs7ukdRJzGaRyn2mUzZAbQSugA9vWvf/PTTz6vBSRxqAHo2Pd5fR8j2xNxKSJiEQBXrbVAIE3GaRz3+5RS13URJFjsr+TzXEFFhJGJqJgxcxeN6GaxB52nKf5aFmYidQNHjGZ4pJd3gC952W9qPhAoSXMsWCg6GAnoKCGyRRUDjGa+dlXE9EMcvRhOwWhvjoIbP+ituRzAgIgRA4kowS4IpXBtXY3zRtdBrWbaxs15ns2VWAwCdOZqVkq5bXRRt5WRukpQNyYubb3FSMhIEZjGgLtEA/ViE4lx+aYPPLiW8fodTC0EnhgjzAIOhqVWW58k7tM0xfwXpqbVclCKmZkQRg/5OI5GHge8rusAoM4FCaZpNLM0DArm1BTL9YSwBFEWH0FcaQC2zOURvgxNPX7ykd+CJrS3KEyD3d1YYhwdb/rVcVHvNPyuoGYJ16EQCIBxKfx2uzFXhBca4wFv6xHmVuXqStiI3BuEYR0Q3I2YXJcDIQJ4dPe2l7PsJwkdCVFBAY2QW6WLr+clCnWToPabfrvpzApzMvWgpROCMBvTZjPY9RyxI7ViBtEF7NGNtRD5wckdpmk2808//fTevbsibL6U2EMwgqCU0nEX0JibA+QSpoxj7do0Xmv1ZmXUWx+WVrwQBsg18qTgKwu86eXRDUk3nzJVXZZSSMzHu4FPdt/7B9999OBRmaZpmuZSDuM4lVJqrZO5+TyVMpeuG5pZsVRCM4TZnDDY8k0vb1PpYvu8CbY7tb7n5TODrS8nVjdtFidCj/OGAzOredDyVbXREcx9Kc1Zz79uDbxoZkTtPMBM6Lwo0E1BuCmMd3BDV0FL6B04AyoaIDC4RNzEyH5lUn55JvqveCfQG0l0xd3eAuL+6j/r2O3rdO4v/c4bfGRT2Z3Q3BWsbaA8BmW0mCFmnB0DjEntDOENOqno4LK8egLHqMyAdtsEAKBlhQlAt9EWzb6Ph+WXfAmjmoMGVAPJwThqRw0YFI+OT07vHBOWoFMCcRxBCeB2rDP2YwBwOOx5HEOFCZyuuak2eCLaS+vclyI3X7S5/GfvH7717b+/O7147xfv//yD76fd66+/+Z2Lcz89PTEsf/HBIX/8aZbP7xxvv/z2a9/82psPTof5/LNNt6nToes+Rqy74/Lm2/e7/pTT5upy+vTjT1MZEvHG7pX886P+/PL68fMXP5uU7j56R2nTDXdBtqkbFE63QFPRrdop+wkrzpc2l4f37j1+/Dzv5PkMf/3BR0ev/NrZxeNyuDp/+t7m+OF49eRL3/qWo+6OT8bDbMmHzdHp3bvbvpv3l4D63e/+9ri/+Pjzz37r29+aYSOIjrjd9FeXzTa2bIvsV4rQXqoCXp5Vt9WIak0pbI1lCIAMQOrATbkA03i8k6AbuqnXqrUqBNAZiDBpscRSDBKlRRGhpXmBPB5EsdvlVAxcPQBeTHEKxZD0RIhQCImQwZWYErEH+EWYmUQofLzhQjFTInFjRraqlBARBQUQ41MOZujK3MUy/Sa/5boACqoqAFO1im4pel+XGEf7JLsL0zQVZnRnMELgRStBbCOC03KMNrOUKCUSCSdMdiO0yizI/ejibrUUX5wJwYsg4mk8+JJxDJ++Gyh6qTXQ1DEFzKWorbRWMg0CAwCBkDgG6hjdsFY1hyRpLOHXjAQbq1ottctZSznsr1mICPu+v3f3wbs/+SDnYa7VEYBcMK0reyKKROmtHyYQ4TxXM01JEGkY+pg7D+NuKkcfAAAgAElEQVQ+/CHg4N6er3HzYmJa4pdRMZJE2v0OQd1cazCFjJ2ZvBVfyy2a0A2C7DZLWFVDslrMo7DOlpF28NvPqCXDxrw8mAPzQoDqYaq5dZ+PNrhbQlcbftfid7oZMeN5YRFibkqniFS2l4IfABYcCfeqNew+oQqnlCimUgchbsaS5d/uzoIejHN0IF94btGtCO646qNxgl1ju+jcfvIvn2dWfbr53Rc0mi/adr/ZmJmkBIgiXN1VVc3DNaBuGhoskeQE1ZCwzLOD5y6HPSPqhtdatxiJCJafqt+Uby8dJk7MTkhMpVYEQCbgiDNTQDljC3Lj0oMbTmGMAGsJ+I0LCG2BGyMxttwsGACDGxEwo99MGC8dxtwdb4KAv/IrN0AhcGip0Zv7cFODmYiQEcFdEQghKDA3LoNlUKJF/I/LXN0UwFOf7905Fibn1mKzSHlxNRmSE4EIRXeimbm1swdTchVEjiZjVWVOz549Pzo66vvWVbysWaJGFyJLoKpd17lr7Dcs+Ni0ovHa6YGdvXWw06qXh2MqMt/r1iLm8rB0394a3X5shbsDk7SgJMB2u9VSHz548M7bb9VS26kVomdPmQQcrQJzurq6/uC99w+HAwEBkIOaaYjWzCyE0XBEt2hl60OTsKleN6/H3LyV6YQJJP4s2E2aK0wKwAGKRYtzL7SAhKMjo+kN6wUApmkE9JzTNI9lnFpFPRoAcBIPm42DqVfkWtyMANgtnjuOQBGQ91tj8XrhLvaV/++x/FdGw5chIfhfmeNfJorEbAD/hREeAIzYAemmzR4BOBDygBAtbQC8nHccTJfRPMK6Co3z421wD+tbax1Fummc1QV+sZzRAQAKAiFQJN0cPIR6hwZ6BgREDiQcET17+rROT7PUWmdVqFqXMchug8dJ2noMl2YrRlzzsszcpZyapYpl+YeWf/79X/zVF24uH2l4/4NPB/G/9/VXf+3V/OKsPjt79+/99veMPu62m+t309X1oXh3eHH47OxvRuj+1//lf0528ezT985efL59dt3lXtLAYEe7/snT55fn1+b7+w8GQZrGp6+cvnV0vJt3E+d0PY6fPv3o4ny/Ob5jkPrNMWyGLb/V2fERnPdVU9UXv/zk4sn5q3dfefTozRcXZ5cqTy/g4ZdfOcm7A0A/Z7uqR92RpO5qnPaFprlM89wNOwM6TBMznF++GDp4cHTy4NX7sn1Qcfjk+eFiLLWUKB0nh0Rc0arZss3P8zzf1gDUjYHxZYt56xoAdEMgMgNVbybyMAy0nlxYIcHrYxsRi6qQp5QBoMwlHmx936eUEFBSCkHFzAhbl0RYhU1d1RyjTIIIubXBWbgzA5zuAC7ELKiLCBAMlhiAQtVGZPOCyMLZYURgcogEK7cROfSb6h7JHhvHMap6lqw9RSNknDGQhEkQJUJmDgQGZgoOqrWRX2PVQEIs4Wkl0GXKafMarkMBrhQxIGIDAHNGEhEFrFXrNLfcYnMx2FpAgYum2EC1LTvYGqMQOML7tda6MODaGEroajG9llqYm1YXRre+35iasOy226oV0UWolPLW/bffe++DUgy8cpLqxaBWo4ahDNvAIlFz5sU3IMMwLF7JeNhzAGSmaRr6jMzRFRPRfleT6ENyR0YDn6ZJkhCxgjNHOY6qeoRtU4KUMnDbhsPa1tGeea1fqF2czH77qYNEzBHDUnegZZQHqEEoNI97tIMiOqgjOSMSE66u2RvGcasJbL4XAFBHjxMgxl+9irixvY8L/vbj8KbGNcYjZAdSM0ROkprI5BEFM9WlnelWNs59CVWD3Wh87urGSIDcHpSOt9VoIjK7tWFY5N7bbuwVzxKhpdZ4B2Du2902STocDiG9O7pWraYYow5SmGJ3u131Ok6jSDJXdUUEYoLqzKSuq+xKiBjESTN4+bm+rOMs7j211n4YwNqrio1wA9WbutuyDVgqfZaY5t+ap9em9OVtxUWyRYh48vJzDndElILQzctzutnbr0/oRfVcCB4OGPANNVMnNtPwnDvc/MDX0YeijGWZDqlVTTigkVNkwtEBo2fFfbsd7tw5nXQyMAcCbCWR2NxcnNOwP1xEEhLXxT6gGwBF0sbdKnM288PhMM/z3bt3gg4U11gphRCEbQnYNEZHrdqYNu60LIVua0C+dGc2twCu7BFekgPhI4oVlZndLvjERiJsNiYAQHUkCrUIUxJG4UTCSYj7Ic/zrFqjzJsI3eYGeSHeDr2qWqmhNYW3N2R7VQ2rQXwQ9AZVuZ5J1OjGSsStDYloqd9WhjAtAK2dRNCCKAG4jmnPYe0eNvClSmF5PxC6rlMriJCzyHLejqRgO2kSChAwupNCdYqCTAdSd3BQR3c0wIout+ZvB78J2/4XRmv8lTH9phgOl/Oh3zp84q+2j748fv//sf8c0JENFMHJUde/uXWpEDiDLWq3edxOHdCwgZkdEJDabN+2Y3GKdgT3BcW7iP43uxAAB0tIhE7rcR3cHRS8AgT6cHaPPhgD991u++pruz6DaZXUBbOypVj8luuP2z1hP44xcNdaE/PqJV47uSN5td4i1q3aF24uf+trjz788Wcf/vWP//k/+4ff/vIrH3588ebDV84vPn/69G/eefT66w9ef9GhdLs8HFPueHun9Ce73emX33jt6uLZj3/3fSj57r3XgPnZk+dPnz8GVMezUWuf6c2vpgf8tWk+VBrH6WKA/5e8N/m1LMvO+1az9z7n3vu66DOyb6tjU8W2zKKkIgUCMiEbtmUP7IFhCLAntgYGbPgPMAQYBgR45qkHgmcSREOyadAWLVIukmKxVCyysrIyK7uIyIyM9nX3vnvv2XuvtTxY+5z7MqtKFg1p4spJVTbx4sV9p1n7W9/3+2gO+uyrz1bAUrHa5v7yeyeP3pqll1gylrI+XT++84EOcvponeb7N67v/fmby4ttfPhgWzu+vbh5bXbtB/fuRV6cnGyyVJl3RcyAvvWd7xDzydOHH334zurkEylnDOXs9CIsbv78L//6jRc+Nz+8oVqZGbQ5Uyfe0/Ry3bEICC87wMbnPzZZjkhEYoxjtB1ohP767h5HBuS45KNL+ARQtfPz5bBZzuZDUejnHNKBiHCYymja0Xg6LAbGlDqV7OQ5MNOqKuK0CZXqkgYRxhhjjFkrgjYBVZVCmxE92KlNiUMgpoB+8FXRwASe1QVhTID+RFbvwitDRkCPYhBJCzZioMAA3Eg37RGFgTnGUBTyUEUkRsfXBA6pvU01X1Zt1WqKlKLDELAiIxIpELHTr3w8KqqI2Pf9cnnuNse+701rEaPJp7ELv6mIhMAwvbX8BQZgLpx4gaKAqdcSttZpAyi1OlR7yqCk1JVSXfa+eu2KviMxcc758dMzMOz7+TpvKfhDkBBxyIOf+EXEmskSzcBEInOMoXpjFGEILCKJKVLabrfnp2fzvUVMPSKY7IQdQndgaYwpIZRSqggzCwIw+WSPiDnnnAsAppSwZQQNQKdqvfYJ4Yg8F5memA1lqCr+gTPp2KE3ERwMxEzapNuEYXGuiIq6Vnf5A3dpbNfXvdtOflaOcju6oe50uEtd0MwMTEYsplKEmZEZbOw8cq6o+i/xgujQjnw48ZoFALX9rZqhjq8Q/3C1jlvxhpQkGc3lqgbUNgmTVcZfHimlyQE8DSvMbIYOuRsTLHhpzG1rN2/rbMJ/8EQpikip2cBiCP7NTweecbU/eUXGDhowG013rlyqVyKO3zA2Rw3UCjjyanw+cxP47ga5VH/jc2Tzhnln+MiFHNPJ7XQFaFMXDaLvLSaEP9nObgA0wrMujzvqV+NYb1SlTjYa2BVJuPFaCSZ8rQ+vZihmrjM3zj0YKIibQ/b2FovFXDd1O1SxCsDj2qT9NZt10YMaIQxDtQaJcyamOpLa7xdVPT8/n8/nk7cEpp5CdzRdMuc4wLdZw6sHky4tY/3athZ6G4O5zSE53juoVhtvntr3gJeaESKNSQZXbRCpLZP8bKzz+XxYbwgwUDStwfFz2KDoiFarzWYzMK6onvtXVZGqbjLR8QHEtMMGY3sL7DwGRgw4JabHtZDapc/EIRv+C5kZreVbjNBhA8Tk/gcVcZKLu01Hk49vAwqgEsWc82a1GeOw1gwt2uipTKEQClSDCqSg0g4/AAYBQAArQJjUXPshH4v9iFHaftScvTvGXRrK6ccJ4bsv+dmv9unfy4seAM0me874ldEAhHS87gzZwNd8CiBIFQNqdQKMNXQzIlIjyJgT8VwmBwI2hDGGgS0abtG7FlpItc3w0nyMCEQZDQV9K0/7+3shBEIB5s1mqyouB5qIVvH7woWwpqIRegeWiMTR7mVqgTml5PvzFjy5pJ3/JM7l58v5aY525XNvPrz5rQ/XL77w2qwPhxG+/IUv3r/3ka3qC4fP3Xzhte7wcCCrQGazZNdweRI3a8AXvvHt33v9F29f4KbrGC/opYPFArRjHLQuT1dvr/+Yw0KxPzx65vjJsdKz791b7l+7lfaurAvcOvpFW6x1c7KUOw9+8MhuHV2UPUH54HjZr3Muw917cvtofsTHi4XuvXD1Wx+8s0GaHx7cOXn44quvcXdEihZSf7rF2y9dvX7r2c9/6clH7z++e/fJw09eubUQhTJIH7gOmxK7UhApIoKyCRULsJUhxui+BvLbnKALyVRMAQ2ZmIkMRFRiSG4v5xjUT6DBacJVpQIyAANoDLy36NabjY9+CTkoUOrqkA2NEw9l0/WcC2yzDPUidKtxWYmIKGaBiDEl7k9OH52dLtGCqgmIkawvVkfXbkogYFOobARVWDFwnwIQYrQUHEWjXcQ58UJABEFRqm4NCAIJMFLq5n2VreSSqOPAahlDNKMUe1HiAIqgjGpYRYGBYlQDj5kKCwgBkBoCZ+BoaCHMh1qYtarMeM80c/C2O+26BGREJjoQgnJob+HJOwNhs62LRSJEogwSQBMAIWoINfXIzCBMgTEQWkAUM62aOdFQEJFLBuZYayYMpjhu4RURRIrvIsyAORSVXKtn00ULoErZ+DuewJunoYUOUYkMMG/yeQWtwkBUqjLOYOgffnQGgQFtKBsCYyUGqgS+gTEzH+VrLRN1mDmoOykxAuJQlMiYoyuyqQ8ISYqaVf/vEdGqDLVaFVQEhVqrIqRZbwAiUhzLSIxVASBxEMA6ZC01hsDMgYNqS/22ffGoJftmGcTa3lS1GgBA4GBmUMGtKT4dsVFRrIqgqMBqNFQ1YjMUNaYYu6ClNs0WUZqKqmPOz9GkjowRpOA8xDGMZGZWmkaI4oOFVLXSyJ4ciYEIahFEIkNT01oRNIagVtGAIKqpVAmUUFHNPUutcMRP4ibm5wQzSxxMBLCE4M2REczYICGSVCuiWigmBCCly5M3gHdOAyNERhFBkxQTqJFhokCAVWouJQT/YwJZNJEu9uJgdUJEUFXkkIdNiNGPuSVnRM5FF4tF8wIxqWonhATIZqDADIKEM1QEIiFxsjyH3ilSqZutzpdMwQ3WDMjMm8069QkYRMXAFLS1zwIxtapFRe9mE2wNxpWREJHUT5UkIhEITUzU/dYgrelSZJcQIEIkES3T/G4APl35gapZflANDI24EjIBGCFJqeily4ZQMUAyqyIQInMAkVIMBKsheVxEKsUwQ8wYxHRLyFKD31CGsr83Pzgi0SqVAy9q3SICUjBNBsHQFHWoWhRNQ8DZIMWK2w2rac7DEFKMMdaiALrZXIiUw8NbMUaRakUoBghRttKFWLZCAF2MIqhaAwd3JyISx+D6wjiGtdpHxqiigF6jNLrtEc3UFM00AQGasharCImgQ2M0ISgIeZBE7eP1iUvJSDxUoNqnWQCrvt9lq2ZqVVR2HXaBAXEoFdvS1YjQc7jASNQgga0PFxuK0ZMzgFiXy9GIRNwQ+xQih8AUETlO2BnfI7XT4LgrCKOlx0DFxkOkASN5+zIRZ8lVFVRDCmLKgQ2YY0iEfmEj+r6OFMyUFJkwGGKhuW4/JoxkXKH1dpM6fojMjXef8qF82vBtigYKBMQesSFTQHMNAMYYkJsxDXbgc/Q8DpIBoFUGMTQhAiIABAFQDQYKqR0Tdu2mLQvdkpcubSAJ+aAhu4HeQCmBQ3NRBU3AWSte0lSFJuVFJo+KXUqMjQFZA2x9Jp/GXPr/DoATUGbctHpTcZ0JAiJU2JgOJ2fHKc5IB/YMlXq5NQKQMRAgBYI0xvMQofPlCTYXbssqNFnTeGeIRUBwArUBwMlP3Fy+Wg6ri+3hlSth1t17/70/+MM/unnj+te+9tXnnn3j5o3n37/z4enJyd3vf/PF11+P+70glO2DzbzjQA8v8hk+F6/+9OPVXncQ33337Ssh/+Zf/vrjex/M9ubvfnT/xgvX5zCsMz54ur6/qid1v4bw9vH6Z199fUUz3ts7OS9lS/OQzmR5/6PH737y8Re/+Lkr1w5jChcXq5PlyenJxx/dvffw4NHzzz9/69az52dnYX7w5Z/6mffvP5jF9EBnQ1VVrrNrH59VrLrfxf76qy8dPb/57ncvTh5cmcfDoyNELKXuxwhDRSRmKqXUUmwUs3WsufY3jEh1B6Dv2NVTX/iZW9eRvLv9//S8m+gHviZqu0sw5pYTQsQYA3FSVGrOZpvOiDQaaXywIwSniV0MFwZaRRTMPejgfppRyVhv1nHAmoqKcTCO4I3oTcIxI2appg2OijVn5Lb+99M4edZVxM/rkxQECjh2HREyorqeCiIiQhw+bc0HU8klq1Xv624vd9Ex9QXeIIigfl5HRO9rNQMRNc8XTjVLRFWk1CpGwdiDuWY6Qh39ra9d19Uqkx1zQrP5mVsnAAKAO9tEqmcxRcSo/byaLVtLSomIzepUcwCgRISjs1XAV6FuhnRJHBkRRpURd8/rpiABjyBKAGJ2ISGk5H5hX8rQfFZK2b2nRphUo+m7bGIQkIApMCcOzWKlJqWWyeQvKpK9DsN9e15qTU0dbxOTkZt/nFdk0wflb18nPLqy5d4fFWBAN0tst1skSrOOmU01DwOoV21hy4xO5AFtKu8kfk/V1qZNc20huUtb/mlfhKM7Hg0IdxXiFYCYgKnmEom8MnOiRqq1rlBVDcxqtYHeoC3N2207VnFKBUAQtCoSZqmCKoI3v3qPzUSSNjPE4LJrW8d7PU9gAixVYgiihkgxdf5nWS6XiqBgIho5EGKRioA5ZwRKKcGE/SQqRfwGVzXitrWB8RWLo5bssTkQdVYmwm4HMlomWiROwNT5CuMqYORntzf05Ov2aiEiBhBnX/qYop9SuBGJvNXRJvZdU/hcV760JGxtxzYiqC89SFstG8FOJEO1Kb1KTt5gIDNFASQwQ1QjAzIntJC5gQdHexaQqsWIBsBEV68fxREsqKrg1YxjwJfGZLNnyv3YDO02ad09tdbFYr+Uddd1x8fHN27c6Lqu1urVv/6sHlOaRkRd12234vI2GKAakbezg6nnEMS9iWBWZBiXDwqj3dZ8DnbOo6iCI6cMwKQWBWFUhWpQjeO0yd0N/ZN5nTnGmHP2doIQQq3ZfU3NVxaD+iINiRQvGwbM9W5ra1Ede4udj8TM26F857vfvXv37sXFRUr9jRs3vD0npZhS5IBTbxoze42aq54TPXaWOiKi2BT02WzWJFKKIaSJ17TZbO7cvZNXhdkVWmrx6Oo7JwX0GdrAWJHBCIgq4Xa7lVopjHdMe27bZ4wo4/WPn0IttTUNWfv/LutSc2wTe1WCAY5skym4OTJh3Ftp491h3L4SyGdjnzjt6NrHbHApBNzcp+6/al4ntQLucbGRqwyTaf5THhn7obnlsin3/2OeEptZ10M6t2/ffuHW/mLGXYo5l8jRX3tumXOivFRBw1ql1vrk/MRDUqrVTFarldd4+b+tuktKOFzRVMEI4PAnbi4/ffAUaj26chBn3ezo+v4teufuJx/+g9+/euXwS1/6wovPv3D1ajg/yU/vfzzI6sqt6wtcBx7WA2ywf+fpssyOLoTXpxdPHz/GPu8dzrb5+uPzzT/6gz873crnnrlxcO3Z2dGt+5v10yEIh+X8pfeWvVLPQ1oUM1xQ2re99cs/c+3s5JP3Hp7PlxlAReTs9GQ+W3zlK1+5f//+er25c+fug48/sXDyDfsn24p5NZzv1z/98zfPt3mdi6paGfa7QHVICB3zy7cOY2fnF6srZohtZUxmiEGqMXFVcGaF56hU2/WhCoHZoS2AzYhmu2Xs+FIH8DSYqorKdLl7Vs9vAFGtVsfZFGFsYzYzYApGNu2YplXyyGamEJE4RmLsAUBANoX8hTLtnadd4Wq53m5PI1MInHPloCHNiK/VWgWUdQdSxRExISJkIqKJIwEjtdJBQlRDz3gQoOehRgcLiShoxdCDIhEyGSANVbzVEgXHmdIxpZfZdlarekDNwLsASc1UYQwINhGjVmUwVWB0Q5z5UhgEVKUOua05va3aTcAYxnndHL7uBOipo3EqL3QrWyBHQ07sDhQV/xGISCD2ER9HD7v/TIXFfcle6GPg6mNzmoJA45Nd8uYCAHFwP7FWGUrxf+sO1GZyaC4jMrOqIiruzWztzIgcGAOpV9CNGguKNuSFm9gDGofA6IZXd1rPZouc88V67dO5H4r8BILQjhPuFhCv+Sjb6QDDzNuSJyL4NE9bkeYcAcylVNPAHJgYiZhk3F8bGBKNjv9mvRBTBRDzkhtH/aC2d6ZdtgHg6MKaeo7AxERV/EUoolqlBmKtRREGKVjJx44QggOERXVHOaB2XdbxB+23QwAUU4AmLilCJRikWBkEFUxNLWggHY+vu+u5BuZcNqXkGCOxEoCCUghqVmrt+35ykuScffpHRGkEI6xVSq79vDcDMlAx8nylO49aMBY88OhVQTjiHNoI5VeOV7yKuh+m67phOzCAkRIGBPYeRdEpm9qoDw1nCc2o0eKXSCLNke9xMVQ1Q6PR1k2UiDGS1+tMz6LJPD391CY4zBjznZKaO7+4gqEqNhM/AvmxAcdbYIq+wXhgoF3CXJtGZwamZAZIYSxsHa4c7h0cLDxOYgAC5mOl384j3gUnLLf/Qw6hquyQ0kibzUZFnzx5klKczXpPoAKYmqix2a4tfDRh1+noSDtxA5uH3gQRWk8Wu6zgxYs7IpCCelEoIbcdgx8D2Amm5HAecx9UKdjqMMHrj/xUrKAApiqeNZ+a8QB2Qzx7LkRJpHp/HDa11QmnpmOmyr+3UooTU7que/W1V+99dC+XzCERU0wxhIjEaqoFRRyTaGa2Wl1Ym1Vt3J+YSBN7AGyXsQZuvKaRCHl4eHj12tXD+XzMMEAM0cwKc/A/DiqoKRhhVD/PEDP3XdcxBxgxQP8ybe6jSQxcScaR82gGQGQ7H/mlwPWUknKF2J2SLlC3ODCAMSCP7HI0AyP9bGQU/e4WP2m0jKYRfPbAMKVTbRpDdGyRc5LWhHicYgCfiY78hZrtf/i/VxxHc3dbnJ09pu0xFEIYhuyXi6nVWhyVCWDabFYM4ARg5xeYqhsOsevQawpCiDvcUOs1QjP77p17P3Fz+Xvf+TbO05e+/NP3Hj765Kyk65/71Z/9zRdefPm3f/sffeOdkzc/uviNv/ybX3jlubvvvC316eMnd37vf/37/+F/8l+EMDs1/fCTPwqx53PcXJwsn7z30mvXRU7igu688/DB8frJCh89ur84Et5f33t6flFkk7cxxW9+7w5yL2JBln3Aqz2/evvqr/3KV9LcTk7w2rWDJ48fnZ6dPDp+dPxYbly9dvvZ5/f399/8/luI3cFi794Hdyj1w8XwZ3d/72y1Xm5yKQIpMcODzRrzZtZ1eTs8uX39uds35wdHz7/8uTiL3oHrD+MUI8Z4frHyO81d3FN78GjE9fY4RMRqBmaxdQz7KZm9LoEmKWunWIwpndGdefl4SmMRDBAQkuKoRo1UKUfOcQip75AJKRigSOUQAkRERsBcqyupAdGIUkoq4g8k5oiopmZVHIGsDfOCpjYhD2ouDx7dI9YQQqQeFUPCfjHndNW01SJ4xMrMCAhMCMlbG7pulpFGm7DWWtVYW9NPBTQa9UV3H7qUDOYcPWdHICiamtQ2SFWxKuCYL/V4bkP0gYBLkqCqHDl0iZi8oNktECIGrMMwTCGSy/kqN15P7B33dkbmWj1kCjHGEIJIRQQQFQHgVKs4DNglH5cYbYormSeDTUQxOKoZqwqNbPvLY8pUlSciUgWhndy82NkzeTvFi9lf+O0DBKtS3ZvuU1XbSJiNvxCanObtcAjE3HGrhVKw2KVa63K1ijH2fR/Hq1HNaHwjCthm2IpI4uAtVyEEAwAhvRTzqlIbxdYwcFgsFklls93WUk1QqRUstztCxM9/bUWiRs1VC5egDs00LKJghDy6v1XRgEccW/Omi0guTiVsR7EUh5pFKseQc+XKRGSEAmZSKbCbT1yoq6CGwCFEpqmoYjoOAUDqegLDyIfXr8YuhFlvpIAuGEOtykQxxIa5QzSzGIJpdcShYHBfUCJeLpdEIYRUSnHMy97e3sV2U0RbEGX01zKHyGlbBx9QAievX3UxG3drbmgfH+7wEarqdfZorVFTVUOk0KWuS6YG4l4sDwI2WJ+27RkaeSmNUxSBEM0xlcSXwJoAwKguzIGAiTpjBFTGcyIQGLUZYjQc+xjZQI0gU/waYBJl2714qQsJJtTp1KGIrWLSNQK69IzlUR70d3+bVt1wZ6YphaOjRYggpmCjVx6ttl5BtcvZYmg2kla3nsFjl6oKSDGk7WZ5//79Z555JgQG0BBZFXzyGJ/qAKCEGGNU3TbtlAmqgHmF1Iju8XOiwtiWs+utGwdnZPDlLVSgRiZ1nIZVa2UzagbA7jwJE2gJCcmAAgFAjMElo8nLEEKcYEeIKFIaG5sIQ6BdNscPa2oevcFLbcRESMElj2vXry/29s6XF/PFfLE4mM/nROTDsplw86S1qc5J/NNbUlWxd4aw6X8AACAASURBVIe6eJ58rDzF4hU0Jp4P7voupeT5aQf7MJGZ9f2cTAFUtLSfnVX1sw5g1VJKEafZIhKzNoV7TJDgjxeDd1kOBRwVFqIRTzK2gTqaFHb5T0PdgVB8pw1j+/KluaI5VtoYrYAMXq80sWBaAzReimO2Ad8cxG4FkewSDR2Qdlzj6cBwaYsCf5FZ/P9NL/8Uh0bUK/Okn88PDw6JE4eWZmHGGILrQQ65J6JcwDNsqgIgwzC47pZzLqVs1mt/w27WQ87Z3QqlFICDn7i5/Bd/7qeerNex23v344ePl70N4aP1+R+8/c+fLKlU/uC83vvf/uja4spch+ev0Zdee+X29f7/+Pv/45e+/NW+cCfvBOtN00+/+OIf3lm9/tKX33zrzSs3Xnz//U/2Z888fHy6ZNufX7vz8Ozdjx9hCrOeat1EwGSGiGtGZoox3btz973rewdzSIxvv/Xm0yePbj/z7BuvvPoDenp8enK6Xc5niwr2wvPPzhdHRZ708/3FYvE3/8Zf/+a3//R7734wiAkgmFSMp5vTcn7Rp/7xgwfXr1+9vtgHYs9g4ehUGSG47W7xdIGNtckTzcrF0WoauJEWgKarUkvRENN03ZOHY8yQ0FdZRKQClwOOE3XRvxq5Zqxaa42q45IRlMAAVdG74tvbBMTMn25kqkiOcQUz9QhU13UpMnNQQbWtDx+RWYFT4HGtKYgUQ3Q/g98DgASKm2FYbdbcXxMRCk1MkqomhoAegau1Hh+fXCQsHBKlgBRYjaEC+ksGYXyOO996zAJ5pEQF3XaBSD5SA3JKSXW0q2JAAiQlYFAUtwoglBFEAAhVio2+EZtiVMSzxWK72Ypsvfdxu91O712PHE19e33X1VpxcIyuemeNL9LFxCY3NrI6hWbU2JxtUVVxjFraGI1q3gDc5fFtkk6gMdP7wP5eHIahStVafGpUd3ubmoGKIEKMEZnMmk1AsYHYDUGboGiiwsZT+FjR5STyEWB0RBRmTn3X9X0Ldbr83FJoqCoO8GbmEGPHYWSAgjTOYyil+PCaiwBAIPYTkZuUfK2stUqpQJBznlJiHiNrhwBVx/wjYgjJG6hHaEZbWRZp4DnfLF2ucqy1oqqIGAAwKSgAbfMQUnzmmZuz+ZyZg7lFQYndpIql1lIKAnR9r2CEFFNEJg5h1OdwGIacB2aWClLz3Xt3r964fuXGVWBUMhe6tNZaDAkDBzP13hOXGAEg+j/kWEsJzCePn5ZS9mZzLxnwoGdKqapYcZyloxAQkeb9TEQ77tABv2RVS4rJHcighgQEpDhyo5naHoKQ3GDifX+EXQylllEMxvahw9jwvnsxk4gBICH70Y1Gra1tkERFhcf+Y3Y+TwMUoY3itzl4ziN348Z+SqQqTMuexuQZfWIjEd/l8AZJb3ZBJ0GJ+kVPOiFQR6NNQ84rArvAAc3906QQAsSKEgNcvXY4X/SiuWmqqoo+rpkzr6TWKuIjXTueXcrXEvnRAt03f35+fnBwMJv1xO2DtTbrt9PL+HUaSKDWGihw8z85SfqScIMt1Odh38swnPHQMp5AKKgaqpICgnoBsiIyshhNKJBmzRfREQ4LCF47OqF13B811bX4WWKa43zBdYnkiEDsK62dxuHQD2nXxmKxeO655x49euJvOt/IhRAATVUIyUYyragiQOoiTLbsdlxoiWW/Tp0Q4gYeAxtyjpFmszkizmazS1BzkypDKTx6oxEgpWSKioQQDFGshQa9SVRr/eFBfDpd/0ifBrR0lQGCAXkQA82MlBB9CQGfon8qGAJKi0EDArK5ko3NCdowh7tk6YQJ5x1btj3PR+tL4+I7X0XHiV53ar5vuqblk9puRBlhMT8O+Iif1hP/5Rwsn4VDLubzo8N5pEoGw2Y72Ma8qVylSjERHZsWpNZaaykcAnNAkequzulQioiRmIhSiN1RAkRC9i6Nb//g6U/cXP7CF7/44vxKuvrK9k+Ov//Rk+X2Ew3H129e2Q7bG7eunA94d1M/PP5oH/TJUl594+jp6ccv3eyffPj7jx6evHzEapji/rXF/Gtf/dWbz776g7t39pbdk5Ph5Re/8IMf/DHOFYkeP3paSlGp89kCahm2a2Bmo0fLOg8M+ws9u3jzzz/4a7/xb7zx6qvzxUKVrt14LqX+WjHsaRiG89Vqtdo8+M63Xnv18+uLvLd38MZrr/5X//V/8z/93f/5T/77v1OQzi42TKClDQ9SIUX+3pvf31b44s/8/N7RtaJSa2VmBKy1Jg7gHJIQVSXnnEL0BwUzSxXiJqb6Er9W8Q1aUzUQvGiRmYFD0IYkMgFTC8QZsvOV/ZXCxBPza+wrRhGNKYQQVARkB9L3J1RIMZfKDGUzIOIgeSiSy2BmXUpuI1SRGLgQpZQ8C++v0i70VdRUSyneWuJI9BhCzYOIBOYYo6h2XQeVOIRSxRHLIYQ6Fp73XX8+ZDQ11RDiZptXdSmyNY5WISCaDhhZaXbz1hfASNVUgJAAKYSYc3ajHnOopaiaDJK6gBhEaoyJiLebLQIQsQqoWghJtRAgtNI7dnBYVfECoGHYfuqR6v4bDsMweElZKWU2mx0eHp6eno6qJE+ZbhHpu26z3U45pMvytvsTKAUDUlFFbaJWe2sKmHVdF1P0LxhTUjMkrONbELjJhJe/pneyICAycgh9oJzzMAy11kWK3qHn3qcUk/fFNrOENgAIMw/DAABVNRLFLmGtwARmJurLPmJfYCszG5k42mM7OLgmxAgGteTtMBBRIKbRoaIIXd/77+eN39vt1nvszSym1NblhMM2U0xVRFVrFWBoRpcQHOAgrl3VWt2fo+oKOhr6PKNqXqjeGhwRAUiquvtIak0pIeKw3aKBnyuasXtMxQGBAKhoN589+9xz165fU605ZzTyQp9qRmCx6/q9has1DnovpVTVGBhCSxOpKHURpIoZIHV9H2JIXScqMXUKlZlrKTFEA8t5gLEIXc1EDKm5/8HIVE0UkBBg3vXNf6It6mCgtdRail/TqjBs88FiL1IowzYlVlEyFKmoYFWIAwAyB1UtZcilpMhmysg6tufkIZtZqcO6FqJQRdabdb+Y11pzKeDtsmNTLADU2lDiqoaECiBqGMiRIWRATCja2tOmqhqzgKiiEAiN1IyYRC0wq7Tm1Gmm3DnXEae11WWbFiKWUnikarZOSQADqFI7tFxLyeIg11wyBc5SfXNZTRWslExE4pNXCKjFrVJMsZahn/Fms+76xdVrB4gSY1BV9VERQM0zedaa26E5y0WEx8DZpZY3NQBm3mw2q4vVG2+8fnFxEbEtYfzoPqJ4xgYrAlV1S3cMcZu3rP7hVO89b8Y2501hUBOzXSHrjjw4AvIRLQRkIwrIODn1zQwMSWplIs9KNkyKD/UxqGogbrdeK3xoRc7TayiltFlvu9SVIkbIIagYEUmtzFyk6O59BEQk6on26OftFOn27dvf/Oa3zpfLJ0+epJT8ANb3feo6z817XsX/1P7y3RXKMJWcCVFr4dg6VhEZuJET+9nMqsSQVM17T/080HWzbNuESNbMNqZVVFVA0VRUASqHYRi8EAACIbPtMqw/AjZ+qWOh4UcwGGtJjKUUIFQxpC513bDdGBjhTFUIo1bh2DFzHobZ3mzIWwUlaGtbMwZi70xAAhADIkQWLbHra6kAYYc9NWgLRRNDoJA0527W5W0ZO7b8VjEyVgN0oR0YzCiS5gIERCCfbQsa9aEfAj5+hkj7LwZE7l64ZjtXAOJ7779//AkQ5MTcdb0GRsSYuOtSSjF1adZ1XdeFEJgCMyP08/kMyRDB15Z+AzZI4jB4DiqXUmpxEX3I9SeRx/Jbf/jngy0y3n3rg/OTC764WB/d6J+9ffXJk+XZ0/u8f2Sc1yZHV689WD38p995+9/82suZDTCv8tmXvvTlEBYPHi6//+77R7ee+Z0/+tbx6pzSo3fffajlXtXywpWbvW51e07GZrxcb9jKsNqiQh87g/5ine9fnHU1f3Dn0R99689u3JqdLZ98cnr2aLW5eeN2pdwdxNWTZX80u6h5b39xvl6lOCPmr3/96+ti3/neO69+4aff/fBOZ+HK4cHJ8VMzRqTE8fNvvHL9yj6E2PeznPMejXZNZzmYEO8wuE6rcMIhjDEgryjz+usYow9xalpEInNz1bpbznTq9fK6b7eeexf6ZM5WE7jU4z15WkbM7SVms7owUIhS6njYblWqx6yoPdxxMpwRITOroQGgKaG/tGLbHhpS5B2LblSYHfvoSaPPZEAmVG1Kseu6motidWy1AXFIoe+sAKpK9b2jSnXpqvUZtIXpSApm5s0mP3jwgMjXppE5dKkLIUoVd58Pw9B1HQIaqiGA53kAgMC944pqCCmlAR0XTe6i/rRTaEe3nOQffydNVpbNsK21NLb4qBk02awFaNo/ZA44aleTHQU9F+V+AHFBpLFTEEDgU6DrH3r8Nfhb05YAHNfq0L0QAgHlPMxmM2ryCSKiVZUqzGwAkQMADkNGAKkSPZnXqNveEd06GwmZu77WUqtoqVWNiEHQKlQtYtlc0QqspmnWxZQIyStRU+xMzUcTJHAlrpSKxMN2cKZ1lQpGwFSlElIKwQACoqIKSIMfN/8yKYKB2GgZb3cGomuZ7ixQ0CkP4O5zn/BzzjFGsJZ6KENN/ezajau3b9/u532tNTDFEGqWGELNxWHh52dnrcEEcG9vL3bdIOozaz+fd33n14NVMQBiBvX1UfWS9jxkJ8xE8IZpAHUgnUIznikhY2sXR1BA0RhJc1EFd5o1TJ6qJ5oEYVtqLRWqSpHl2er99z6otXhGasw/VQSXisfuMsSjG/uHKRJ7sTur2cnxyUd37tZc3NTKHIqImF67ecOvq4BkgGZYqvTA43Xo4RJ/UatYk6sRQE1NTFW5qdOew7bGRQcDRUVV1SEXL/wD1ZxzFfF9B/i2Awxd+BzLgtwoMtUNtmTDKHX7725joMIhj2ZgVi9ltVsm1UxTilWqv7zb8xhUBJmLqJQyiOZudsCJVCoS41iUepmF7LekiIipF8zJJYMHEYkqEkoVQn16fLJYzEVqjAxgRF7907ZPIZKKTmWXjnXLOaspMRGMrjZqO0QwN555fAcnBsZO8WkzmpgB1iyCRRGMqbHe3XfJyBQ8J+kxO3GeGNXR7oUtdCCXmsJaGPTiYv38888zQ61P3dw1DDnX4psxNPMSuksjnPcNiOd2aq2IhImvX79x/fr19959f3m+evvtd8bv3/q+B6IQExGhar9YmGpMySnDqeuYCBljjCkEEE2RAzMhITP5arr5jhARu9QzUy5Di3uqDqVkETJDL8R03opjswMFCohx5LX6oCu7RAn+2LYgmPI2DCnBf/Dv/HsBSs3DttZHJ+dvfv+dV19+iazUYbvO3enp8vGTs34+H4YqUkMKebPqZqxaiMSPigBJzRMriiqAABQMKKFC1UCsokBRgceqSzMDYEYw3WzCLA0XpyGlMSTjGCojbW8WdeKCmUoFNvCqgct1Xf8K7Ss/RH70Iqg3Xn/9xlHqWBmBKEAMal4+WEWqquRaSylSG0tgu1FEU1MzYW54n6mQAFRat/oUNQ4RkX4S5/L3z7lqenR8SvFatTPDzcmTe2+/ecyYt+vlvMyfeeH23dW9t9+9O4faq+rwvSvz47/667+6md+8OF0xl9/9xjcePT158AernNASA4ZZt7dePlitV8+cSiD4tV/++e/ee/zkIq/ykKumxfXN48fr2CmsOVLNNTE8PnvynbdOXxquDnKxLEsrYTgzkNPZYv/KrcMHD4/7g35/dhhhljdScr539+5K/vDs+KkM61/6ha9cbLYH+3tWs4l88vH9t773ttZ6fnoOsRNRQNtut2JCU8iJ8HKJhpm0koo2sqKpqCBhF8Zwp6PNxYuhmwtzB2OWS0/8VgHohQU0ApihQegmKrAn+Wut4HILXOpDQWN2JDnHrlPNyNEGklrABP204CXOzsDg9mgGtBAIUW0cEMmmgqRxO+rracKYIiGJAbb2oR3m2sBKKcQ0sa4kBOIgSt7S7kvawH0xUXGLQqO1MDFTAKtuqTAARC45b2Tjit1QKpi7Spp1W0pdLc8efPJJ33d7B7MUFwk7ZOCOCkaybQgxGwIYToAOnMwYBtY+YSQMI+rEJ13faF4+95eaq1ZXHd0SGmNs3FzEGI05iK9fMdRah/GvgIFj9CQLASI4bRsUdWxVM8NPuZWm0ZxHcaABF0YXb+QgIiaaq9RcFt1cHEs86kwqSkAuooOat/4EZP9b0EvHAGdbGPK4GK1mkVJkVdUAARQMqZ8vGMlMRaury6KmRSyYoTlzvTFtCCfwtqoiqSmMTe0QYhyk+ElvyHm73bqc5h+yl/4MOuwOooS+VAJCIALCVsWFaIhqWmqhscVQq9D4+7ayLUJgMoOu724///yNmzdLKcN2iClu1pv1+mIW+0h85fDQHeFSHVJZa62kxmIdBiLY5KFuhkgcmMEAimiuasYUTatfWymEXKtVsaIGGIjrMEjOiKRBGpzHNCiBiIEgopWqOQvAk/v3P/7oY0I01dY7qxpCN9/bC/PuYjOYYSIGtbOnp+fHxyPByeOtwYFiIjI116SUFke9mLZ5HYkcG1XF66bUH2uICigiRWpgNgi1VB2B69SSYuRnCMeXKAJTMKhgaKpmykjm1zfwpIJXUFFDE0UrtQ65mnn00YpUdTPNuKnXBmrhkYts7B33iL7NAxwLARsF38MkPGLXG7S5qjQnWKv39GScUSAT83lbwZCRDAUUyZDNoKYOr147DIEr8Oi73UWPm4lFREVzzojKravYbALHgJOsWFW3ef3w4cPXXntlb29xenrsd3ZjBQKUmn2Dh4FVMXDnikYIIaYkWv1DUalWp2/B46BM6OecJm+OZwYDUGxPdk28jmEGkMSSGHBktSaBgFYB8XWZJ50aNMxdfYDtHpfqnp1aHTmoOZf5fPH48ZO+D+6n9z6kfjZDYkbSUlWlSJGdyspjFI+Z2YeootIv5i+/9uoP3vvg6o0bi8VitVyXkoe8Reacyzava62b5ZJS0loBL4ENasVILV9SRUuesFdGTMz+3J7P51/96lcPDg5EpJ8lx/CnlGqts5DQBED9qilSTNGI3QyprdbGiEh3XZiX52/7cTOrf4eE9vW/8rXDOTEixvjxwyfz//13/su/9Z9vL877SGvde++9u3/7v/sfLtbVkIBYNPcd/Wd/8z863E+bzSrnfLaqj49Xv/u7/+RnfupzCetmvdzmvNmWoSiWWgWK0sWmVgEmEPBGWzAwUACCOE+mQ9cp00Y0mwFh9BI0AzAgQYqhy0VAAUM0rVDF0P71juMjbQKglT/cuXv3/ClaWdeSVW1ba4ge4GnwgMQhpdT3/Wy2SKm7efPa0dGRSKm1EOG4x/ZzIKdEO8qCiIi6VAHwg5+4ufzqjZfu3btIoT+8cmuzrUXOTet6vdEqoP3F/fPVcmNUtNY81OUKFK/ePz35u//w9/evXpv38vTRw836dP/m4ld+7uX7JycfPz0VI9Dy4uvXol3bP04c8Nf/yq+ufucb83778OykVHrllZd+6t//G7/1W791uj4PFRhqIl0cxPkMgDYccx+gqgquCTarizwU2z+8vjobVptlXS0X8eCff+tb9z64x/P5o+PT1ZDX6/Nf+KVflDKgBRS8vz2Ltnn3re8q0M/+3M+rSHAqk6sRBAJGnpp21+5YumYGqtWtyw2f4jyy1gjmw5gXazkMyGFml3aRPpAZtF4GaBVWcVxQxuTGGKhaDTAQMZGpueLKzCFEQwMtkTnEEBBT4L3FfDts1XwcA9eYp2kbEQKRoPsahNi7PMh095oBAAaso2XT22Q4hhTSYNUQUJjAfBuAbERoiKLq8Fp3HGIIWswMObBHpdoOF0OrfgNSUfPOASQiNhPnBAJi13UASoypmwHgZrOR6hWSbU1mquvVxWp5RhDJoplo0BrStWftlc+bqFDinPNU2BxCdFd1FQlVxuCZIWLXde5cn9qRLj92DRvLYtK9TNTMezWhbZnFXF6azWZ93xfv4PAqE0fawRiYG8FwbSMz0v1sFy8zL70AU3IiyiUToEmxXBJS13WImGKspQpi1yUwkFI4dATEgGyE1a3ZBFURqZZCzOQXcVXVAQDBHSVgpjb5s8tm8A2+1AoGzMRMgJClGqEQaqmU0jAMzCwipZYQ47RzcI1/O+QmoRNWFfSOTVUYGYuXz7oT8cpNPoQ7zdJp/dNypm3GU/Kjqa8v4ZK6aWZVtUhd7B889+ILqe/X2w0iBmYplZFmqdsL/bAenj49YeKSc+NOqIpqLUUNOHBRoRA4heXJ6Yjltbwdcs7KzAhlGD66c3exP1/s7+uqWrWnnzyUUgUw5ywizARgKqoqgYNoG9HqthChig6bDSuIVAALQMQIDGoYmFERndAM6Fm3QKGU7OwRl1GdqomIAM18LI5HMVMzBkDEqm75qSbChEQgrR3RSilDySmmQKqltjJF9/UbtDobBx0yB+I4m6FUNs05lzx4jUuYVFswIECvtQkMo0HLn3vgEc9LP+7JLfppG6s1E7ZNcTr09h6ycWHoAcBLvjJP1ymaw9LI0EwQYZO3ohIo+o/XVGjEwDADR+262M+41myGtTY6TFuItRUEKRgQ1lpDnNKW42Um4uWpfhc8evTg5s1rIdB2uzZQUaORmhdCLFoALeecaKaKjpn91J+9fXxhomQ4rdndfZ5w0tZya60CDAT9oQuWaDDEIggYDXmo4p2Lnih0v0RMHRiAKo3QWF9nBYQp09yUJ1HnwK7X667r1ptNFa0qqrjZDrmWIQ8u4lqtyBiYG3jJD/ljYtafcAdHB8vl8vqtm8aoBK9+7nMff3z//OxsjvtECEBdN1uv11evXn399deXy+XTp09zzv5M3m63kW272fzg7bfzdtvKrf2n770SBmC2Oj/fbjZubFOValJFQh5Wm3UtKwbgAERgKh5ZBo4AiGSCyY9e/mr50XOq/YtGc0Qswwa6bhjWsZ9dnJ/kzWq7WUJZ523meZcCqBTHmVNgUAgMv/iVLz3/7BHIljlC3Pv4k9Nv/7P/+2/9p//x7RsHeViJ2VBVjXQYjGIR+u3f+af/4B/+jojbznmEoCqhgG6/+gtf+vwbL1wsj6XmUmrOkotKhaHKUPVsufnwowdACKnvU6qSJGfNBS6/Wv6Vhz4BrKWVTVHV9MUXXrhxlAJVcKoV6PjKEABgpBHdQi6fHR8/ffLkkUOkPfE/AfEAELD6k2EMrNhfzAH//6e5PCpzwc35xcXyw9VwttgLVXG91RiuaY2BYDucFT2fz2IA2CzPHz2s6cAucr5Yb3G9qbV0PfX7/Mn994RiRJChBu5lmwPTsL6IuPhf/t7fOx84b+usDlwu9ur6xaOwp8t1FRjk1v6Vzkq0VV2frI4v+iMuw2aTpetqhG3suhTj8dNH89nVk9NlR3tnJyfr9frzX/3cOx/dBbTNZv3OO9///ttv5fUKau67hIhMySw8++xLIUQplVLrBPAb1YULVeEJncsNc3H5HUPtDGuAyBim3ZDXoV9q7ZroAe35frneb/IxExGgBQ5+QPDJt+u6wN1ksSAih40wuVGGOTAHmocZoFVVQtep4VN4YGhNJcxUa2UGVSQOnnM1bbvaqcDS0OV8QKL5fC51IyakqNRwDUjqsUsa3dWIrUAhpi51LtV6LIwYQQQnzIKqudSFzRjEKtk/TDOLkZGgFmPmGAKaigiHUEsBgBRjKXneLyQbQwRiCYoY3TzNyGOGBKz5UtiBYrtCTzO+pJf/SFZrIz21zBb50r9CAxJP0ajJ9Omzo0s4QORVU9wQtYiI1Q8lDrF29UmdZYEtZGzm6xRHE+qnnzUl57oZYozIuskXBpZr8XdYSulidXGh6+1mU0o5PT7ZrwcmmrfbWooDsImoqgBAqbVK3rl7DdyzPh1OHF3vz1b/JzGxIsR5f+u5Z/fN5iGEELbb7XK5JOb9g/2xkd4tJXJ4dHR2fBJSAsCYEsVQL1YpdKZqWgloSonlnH1NMRFyJjT15CmcMDX+oyRwpk/zruhIkGxrn8SHB1dffOXl1PdDziNaG0waaXtzev72228/ePDAf8FEqvaJj4gNgALPD/b7xXy8vTGGgGq1lIEpENRcHj98tN0s+tSJFsn6+JOHm9Uqxr5KbnAeaMkBZrSdwir+mbvwFf07Hy1PDaYpioZukJBaTYRCNAVsrEbQNrLaON4ZIohIw7AiCFgkKlpUtVkYVFqvnzazsohkKMAopTQPg+jl+pAqApGck0chAgKjkhS/j6QKIzrsz69wbXsNUAAy/2ABGRFQWHOWWvPkIPde1Vaw4MdO2xH2pyX4CAZR9ztpuy9sSmWMM7qL5ROZXsw8sF4ByNMgyO0dDygc4PBoAaiIUAZFaPwcbSjOpkm3o1StRGzBDEFH7nt7R4aASBcXF6pydHSIiE6QMLMYyD98M6ulIvvX+RREvJSCTMSojtDjia0p7U+haFZDyx+74cV5z9ZAtSZmergfcqazdS4ai0GcdWiCJmxISsVERQYREEUD38i5Wm8IUqt7Tlw2DiGYSQgBgGKMpZSYIhQhoth1Ve3wypW+3243W1QTJtEqCqptvWBmKaUqGkY2+SAldD0ETvP5/pWjG8888+TkxFZL35sFDquLTd/3r7/xBjM/c/v2jZs3J07l8fHx6uzpCz/9M6dPnn58sTYzRlATAPKiIR/LmNiDJVWVY2BCYo4pcQiEgKaI5go7BTIFI1JFQIoUfAsqxlXraGIxwB8z413yfvgro+s6U/XqLK3FpAZE3Q6WN12gCmW1PEVUAwJEFQuBwAaTjWZOJMFkvarb86fBSs+yiDpjJAwFCDlE2quClPZ+5Ze//H/+4//r7KKAoRKCEZoxAqFIWf+7//ZvfP0vfUXKClsuNyAkQ67M3xTp5wAAIABJREFUQ9HvvPXOf/u3/87FVl/7/BuE8e6HH6fYXQynl3gp/1pUc0byRQoRMbABVFPNueShVhlqru2vbFVaXYkoEQdOzGxQ5vPehZ4QQtf1McYQUgwdEcUFOUkxjWBfEEXkf/zP/vQnbi5fn539W3/9r/359z/88N7Hh4OoDUMuK5IimlFItpY3iTCBfvFLr/76137p8YO3P7j3J4fz+VBXZrY+31TMD8s5oq2HjSgPF2Jcnpzk/cVe0n6BcP25W9/7w29rSFX09ddefvaZm3ff/+DX/tLX1lr/+A++eXG62mrtQ2GAvug+9lHXzIHV5of9dlslS8eJVW9du7Y5t4u8jKn/7lvfX2J+enZCHDriIjXtz61GqxqMoMhsdnD75rP37z/c5twdHQqKgQZiUkmBA0BBJDBGCP4AGJtliLCAeqzaXHVQU61EAGqEYyV0UAVRUCaIzDVnMlMEQwMmLMBG0lL65saZKiUEVKhKFGMSAY4BmQRUvFTMzL0KYsYhIEWMAYIG5g46r5I2Io5dCCCJRVmNOaQWI1f1HSYBoAGjgRXiGGIyA+BqWk2qh8nd4GgBQhekVERgwADIQM5UIzMiLCpOF3GRN8W0mEWT7UarGQECmUREM1FUJe0cidu6oEENGGk2n3MMaoUj5ZohsJEpiKES4/9D3pv9epZd931r2vuc33DvrTvU1GN1V8/sFimyxUEkFU02JEthbFiILUhIIsOZ/oQgyFuCPEYwYmRwEMAB8qJYgmVYkiW5SYniKJIi2SR77q6u6q65bt3pN5yz915r5WGf36+qJUpRnknwoQCyq+/9Defss9b3+/k4WM2dM5O7gBZDMjRiJ0RBsFz6vs+De4kM1ECJWF2HAhkBR64us6x9jG2IsZYLEZAJhele9Nxr/QfXTCtz+0Aw3rWGugHRAYs6EQdmYSCiyJGQU8onx4cGUErWPGypEdHU6tMcrZyO9VmizthqRqLvetPK8h5GmaWUoV+AUMyAqajGtt3c3ByPpyWXRbcoWm7euNE27fHh4c0bNz0XWj08GA7s5wEQXOtrK6zuKm+FQKj1N3dAcyaupIhSjFlC23Zdx8y1uEY8rDzW0OnJZPLCCy+89oNXLr9zKQbZ3dudbm1+/5VXauLBtOaJh3oGOKSUhyDzavAKKBV070QAhFBbUCWVnpgQhhYpoDqYgYkEYHKi0XRyau/UmQfOEYuZjdpoblYUVMcxpq67e/vWe29eun3rNiCYGhOVnCvE1NFZcIDorsxddVpPdd1BDoJCTOCmSkwsNGgzXIUgMgPm+tAKOlQHoF4MhvRylX04EmbVIJJzD4TgXrxUiZJ7MQdDdTNGiE3oS87aGxQABNf6AF9zG7hiODiYAxKSIxiaeh4FkcYUlikv2QmRwAnNdbCrVEa9l5zWgh4bEBnihg5ezFELgLlqpwauS8+ai6kjFCLKWqiqcOqTjwEgmoKBm1HXdRUTAYDFspkNX00GWbH8h66NuSMWK6vy6z0Ms7nVmAchILA7ArIbDSRHL2poiAqoTjFILgmQSymNSF2L4YDxFgc2yI6FqIxGo62tDR9oFapuhFysOJo6OAkKZ0sY2DNIMzYvqmAGap6HNRiYOkvM2Q4O5xsb0xBj0dKnrObr/Y6vFD7gxBwcqYJQ+r5POdffMqXipmbOQqYOaIDOwgZOElQ9e3FzQlRwqi9asRXdxfs+vXfp0vb2+enGmSANOKWUSKiNo+lkQ0B2W4JJPLO7O6UAIggYgHsv3Ia0XG5ubTab0yY2s8Vc2rjsOmWoWHNNhYlMUThKiFa5H0hQF6QVHEkSOIpwjLG2ElKfqv5FzZFQHBY57ezu/Gf/5De2tk5p8VdffS3GRtWQKBDxiNrR2BBe+cEPRqMxEzUxEtFkY2M8nRycHG7s7sloDIAiEd0AXMGRqx2TXdFJaiDb3bSoWn3cymmZixcwM1MRFkbItuLcM1HsPM+XfdFkIEAMIOBDRmg1m/GBu4IfyExD/UsMS1HzrE5BhLgBJc0FEUejLXZNyCCkYOaplgS0ZBIKFFHJXJOXpp2au+bciERCJCEhVHOCERo27aKURx97eDwdH86PHRmgutisuDOWvdPjh85v5MUBmBLX+2sSVEYpCAwyaZrUpceffO6Z55+7eXv/qc2NG1dvLrvOFosPHsrxnk8J77mV7s0Ua0JsSOj/sP/rB14lX2kN61ALu26ZWg6oQbiJzZgm9bTDq1SwmYsEZtGiALToZ6HeXAABIOfi7uqaljNV1aM84HrUEGh4kP6RGJf/lXN5SenSlbc+/smP/cP/+HPvvvn6R557ytS+99qbl28cfOkbf7E4sOMTfuDMA5/5yZ8YtXTn4Oarb78RBTnnxvp+mUbIMW4iMSIK9blPNFAghDebPrTPPP30Z3/m7/7g0rvvX7tlyDf37y5zGo/bftklO05pbmSTzY0maNd1MorMscGuaRswtNK33GxuTPrewcLe7tl5q08/+cK//+MvHnWLR5698NGf+Ggro1Ispc7QGcGzUYLWZTa3a4fHi+N5Vs2mwQozRmFQa4iEeWGKTlS1seYOJpV1PSwb2XFoSSGCEDIC1z8QVgYDCwkjgAuiIJq7IagVEjEzRtLVjYgQ3c1KJgYSkFbA2UGByREKWK0OMRI5ChEQN+3YMRR0oiJCrIEDFivI7BiLJhsws4jEFJgzIRREhgpEUQfLDol4yhSRmQSwFMBhMEwMTpZBpeXcOxQjRwEINKCI6yujpoSYrYiIMFlRdGnaJhkYFHOvkVjzkimrrSqTgyuJkFBIXAOgS2CK7ENhrgAaMWguzEI4tFdVlcAwQHYjhFgJyQ5m6gwVhYOCoI6EuaRGQjV9OBoQAYGTrbzWThVuZQrADkOcPafs6lV+Wa9EBuZoCGj3BRCLFgdXg6IOgEyIoGAEBowEAMvF0sFLyl4XvDjgb3GQZQDRel5ez9/ESO00aCoIgwoazdydAYY0p2UGNLUoElCODk9+5md+vpT8R3/0R4vFYrIx/bm/8/Pf+/Z3bt+8VfkwaI5MledVQ9L1rE9AWKf1Q/QJiMhp0KHXGl41kQAjizggsfR9vw78EFLJpSZKCQkQuuXy5ZdfPjk4KqUA4u07d959/z1zX6alqU5H467kAbQx5L5qNNiLGRNVdE7lsVWMKHgldSCQJe3FERFTX9TUvCBR1pK07Jzeu/jUU3EcDVUt56wl5VFsutmcwfcP7779xhv7d+6gukMBB2IEtHqnd8TK4AMDZ0Jgx9rSHixCTlDAFaF0OQYmIgmMTH3pCetZxQ0MrKiWuggBBxIebJGE6zr4oIgC70tWU3QkoqpB4KZFJqehRyki/aIzUCZBBjVlAmJCv/cYVdX0VkFPIKYKDpOt8cOPnF8czu9cuw6oRMEc1cDNAdFAh2Vwzu7ecFM3Fb0lMBq1cbnMiMghOmgg7nLulwnZAW31TbDKYFxJBEtRdeOhzIFAiBJkuezAvGlGaiaxkTAaPu1W6iwWKkeIsIJWAoX10HoIlSECcX3ural64sgcSL0dcUopNLFLashNO0Z3Ecw5hdAyy8ruRG7OLIDE4sjeNHzm7O5kMq4bOzOPEc24eFYo6kMa5NRec+vuwaJPm6dO98sTK9l8kKFaffVMvfjR0UwVNk9tqBc1QxJiKaWY28AwFcJC7ighIjGxY8HqImCWnAsSERsSEXKxfPdw/87+zYceeSjExrxnjqVkZm5DHOw4q12+GhJFJ986/4wqjDdOu1Er7EK7Z88+/vjF3Z1zjPzIhMuY2lk/WugRlyRMSqXhk+VsBJBzVwB3d3ZZ+Ob+bSfsun7cTo7vHt6+fmvUjjY3tmrOOpei5gcHhzHG0WTs7rlfHh8vkKCk5O4xhGoHlhjMIJXc59ySArgV3d3ZHU+mh3ePTAsZBGQkZnR07br5aDLePX2267pxO4oxen3nokATsW2M5ZEnn5rEOJ/NKIgzFkIlYifvtB017WSDJKCQIFWxLhqqehiF8Wi0XHRaMvLgVmZiwsDUqLZAQgyqCTyCISIDaq1dfZD154jojKA+ACwBEaWOeJDMFAjISpXSohqCB0fpuuzgwAimFYscUMhJUIgBQlCkvpjVTycRGlTmKTJxShwA3c+eOXPugQev7XdWqjFXwRWQCuonPvHh8+e2yEuUppgbFEZvmNyALDOwdirUXnj0iT9+6aV/+l//V2+9/XZo4vH+wXK5uAdqX3cD4L7a673/CdbaNVgRGz6IKPfVHAvXVPdqXYbiqmZgj114dHcLBTIhiURAMSullJT6WghX1VJ0uVwsFou+z4t+QYiuVnI2tYq7gcEcDG0bqpRXJDKFKNI2bQgB4EePk9j3i+9+51v7h7MPPffCYw8+0Eh7vDxOfX/50jvdbLY4OSjL5a0b733ty91yftgt9/vu7o9/5DEoWaRxVERjh4YFACjEaTPOE18s+px0Z2Oqk50vfOHf/9mXv3o0WwZustrxwe3bN65E4VKyUy7JGeP8+Hhmy6axzcnO7vaUtvdqnbcdleUyITcwihKny2W+efv2yTxt7myMxxsfevaZM3tnc9KKPlTN88UciqXjZTrupuP28M03z+xun5pOmhCaEFNOdTdqA8aE1nXA+ue13bDOzu/jucL6vHL/7muIxqoTYhBRUweJIQpTR6uKW73o1xuSCGsww+OjkxAaBxqNvdK1fCUCMFNY/XuXfQcn2I64KKDGri/Lrncz04zQIhpikRBBMxE6GlYAAzo7EgUHcBuCNAg17e2EBI4sNHzH0EjCZDpxzTmro1cfAiLV1t9aZIIEMcZFmRUrjUgcN30pnlTq9EuzmVXyrqmalaqfwyEU5Fgtym3kgGmZSy5VZWLuNPQBUYiUwLSAoVXMHFOozPOKoFHzoj6EMvw+po272doSV5HT7gar6mKdsRUtqLa1MalDQbsvtrRKulSRp9fHkiruKaVo1pyzkNdRtK9EcOZqpjVuXOWD9fRWt/H3c+JU3b0oUs4p5X4wXa/ySxX57O4ETkzmICJt20DKf/InXzhz5szWxub8ZFZK/p1/9Vs5JdVM6CTVz0rZCjED1Fj5qlHntCLEDPtZGpIP1SVoDkYY3Aq6ISjB4GCqHay17qH+syJiDgd373ouNWOdUkIkQseAwtz1PYhnK5VpZKZIOHwA0MwLOOWiBlafRZB4APHWyqx5nxIRmzlzME9qpWlGQLi5faqZjItmc8hFT45mwmy9MeLtm3cuv/3WYjajYUIzKG/WzG5EWPFH3NRCBBum8lw9UaRq6KpGLMUUmcxc3UWCuxtUySeaQVWP1QUIAq0k9kBADhDjaJ0aug8LyMxkZl2XA5Bgw0TZFCGYMzGagwOzCILVJNSAFBqYQLgazhNxcPCtrVPnzj14AHcRxBQMIasOsRqCYqamXlVThtmyIeaiIqwG2hVHIiRTUPAMRhRRDECZ2dRUVSQQoLvlUn9NRJI6Ga4cuqLedQmBYxMn442DuydMuL29d3R0mFIfY1QzB0ZAGJqjxDQUeYgdBuB0HeMM+O0YWnB05BBD/VZMtiePX3zqa1/7ZkqzJ5984u6d/WU37/sqrrrvnLGemngE6Hd3d86dPeNQck4pKzOGEAiREpkDKRA3wuJOqBgk1IKKYWEhRGBGBFa1pmm6Zeq6xfkHzk2njYjECMycUkas5qyqVpVqAtOsQSTjUG0kxLNnzrCQgRm5Fi/FmQUbiuPm1M42EuXsZhBjqCgYqNHHevE0LaoSiELY2TutvbXTzVs3b2ctGex7r732hT/9s9IbArZtaXJ5ckYvnr/wwj/4+e8v90+dO/v6pXf/zf/z200q46Y59dDZf/pf/hc/+MErl65e4RCff/75vd1d7ctNu6HFptNRtYPmUrq+77pl1y/qHJMBYpTpZCOn1He9CA9JSwIMHANz4M2N8bzr4XgWYtzY3Dy8e9S2LaqzbI7H45wTEzqHra2t8w/68dGJIMcgBvWpBmOgwHBqe/Pc6dOL4xMZt4DSu5F7AaSigJmEOYbT587s37ldtDijO2RXIFDV+XzeLbsmRhiiP7ambzn4B5Q6NbD+N3cZadiA1DgkAq0kA0M8k9k4KKmTUyDWbF4QEgNGJCZ3IkUqQEsiRIwIaKU4Asmw5zX1+WyRDceb41IyQSieH7vwyHe+/7bWEAsAkQFREPrUJz4eEMexKcVjE1O2GKMng7Wji6iScLdP7ezfukUG/WJ5auvUcv/uB/Plfs97iAA/DOR+71j+19hA7w+C+sq+S4wifOPG9W7mnpclZwQxWAub/f4bNNGgq5tOxoh1szhg76tMoQo6jOqNG4ik1sDrYOtHcV5+4ZEzX/r6d9+YL9/8/itk5jl1fbfo+0LS9cm1uLsu+Wp3IOxtgy3L048//cTFh5bdsS9ngDCZjHJOUNEB4ykCF3VTH43Gb12ZHR3evX7rDldVoBk6TiNo6ZpIxW28veEqB3fvMlgj8cmLz33so89NJuPUZzcIeuBILE02dIov/+CNr3ztmw89zIt0dPXm+2++9XoUQUA3KFoMgBlYgRUvPvT4hQcePzNtVaDMjqfbm5EoO7gjoZhXV2eFePi6LFg/eOvj+FrWeD/ZkOuCH5GA0Gvvg1IuBIBE6iBI1b2yTpwTs0hgCVpMDYhD0dT3yZ1SlyiwFWcaoFlmZqsYyLLPiTyhcFLI5eSkP6MAasyATsLSWTI3N+fA6qqQgCpNicXZTYspApnVgTKyszsWAxYuVgyjI6aSBal4UfdkuTqDoWL9iYW4gk0A1MkRPZecCKkJ3FBKBqCAkq2420AVHGAyQFjpa4qIIqSgJLyxMTrMhwCeU59zJiRwA9BahwPwUpILIDKSV1a1qaI744BQqsVHBPCiGXKN15ZceHjZ1u1PwlVpoF7LmBhx5cI0A8SVznxlWR8wWVislJLczBSoEsJUVRm85FKPqqBWADznvsa1hyCBAYDXsMSgi/PqSa7VOwdGZipug77Ctc4ih4cEU3XnEJbdkoI4YN/13WKZ+r6NoQncLefgwIJgQEjmrhVmPGAtKkOLK4yttliHay8DsDNTVSERiJuRIFf7e1F0N9V6IAwh1DtxWauhzCbj8Wd+8idfe/XVu7duudrOzs723t4rr76iqgwICOplyE4Mqaoh3Z1KRkKBAO4SGNCAENnbGE396Cj3i87QrHIUAcC0adutrR0OcvPOvoHPF/NSSo2bjZqWnI4ODq5cunRw67arMqBEsRrMIlyh1oafHOuTNroChqYJMXKQGJthMhYlm6KyUFRVYuEYQ9NKbE0LiEmIRbIg1Ydbq6VB4VoeWN97ioGW2voQIhReowYAABLSdGOjIILaeNqULnHMWEyY1JSFNfdD+8Cg1ojrcMDdWIhZggQTH40mTRyHuAihnU63BEJWB0ZzNTc2bZqxQz/aaF988cXXfvDaYtGf2t37zE9/+stf/sp771336p4Eiw2ZKQIRBUIjdBZi4lSqqdEHjBETI9sw/CYgaNs2xvF8vnj88Ys727t37hwG5gsXnrx95/aNG9dESIZjeL1sAsKwjpYQRNhMAdysQP1wEphakGAG7hhEcuZidnJycu3q1eViYaqXL79LCO5VlQr1ylqP97VpGQKp2njUnj2zS2xmPpmM9GSOTQDUEKIBiVK1SqLr9avX57OTtm1y1zNbjKGJ0jShHUUrBACl6P7d29PpeGtrwqKxGXimABYC31d5APDCPOSf6uvZdcuUuktvvy7CSDDTnjmKNBJbZtrZ20UCIt5oRyQhMlU+IA1gUK9Z8OKm6rPZyXGXx7FN4BSEGQ/uHrz//jVmfv/Ke7vbe5n6s53tXE+vyaV/+Xu/JZ/50E9/7j88Opgd3rqr844ij2cHi/n8qSefunb9elH7xle//p3wnQ8//+HAcXNzc3u6UdSIWQFn8/nW5jSXPAR5cm6bWCE6xKCawaFYYWEikhhERGJLWZvR6M7duwbIwogowkEEwUpOBYkizRedhKDm6pmIJMqiW2zEqSABwLxbnnTLk667tn8AxOqojoZEJbcMBK7u125ep/qWEyAiR5lsTubzk6YdBZacM7q5aqgaECRm0KzDeY4I/hatQbyvfbFWbCIMbwsRAqlCcSiGTsRMoklJkYyIBRUJQJhJzCgjCFdmLRqLk6ChMTIBHh3Mr127/cCnnieCgNj384+88Mxv/fa/pbBtQ6hE0PsLD+z++PNPj0cR1GNsk/nXv/mNn/3pzxZLAVkd+wxaFAC+862/+Nyv/MoPvv/K7Zs3H3nosTdvv4r3Rxf/Eg+yGljvqyDDD8m48F9f+ayCoxVAyMzdFotFQA2o4EBU4wO1jlXhB0DEzFwHdjHG3KVQCUirEpeZ5TTUPQuWKrjQXL1dbCsry4/cufzixQe//fL3906fev65j/aL/it/9sVHHjr38IVHw3i6zCnPT27euHF8dDQejZfzEy3L0Ex2Tu0+8/RzriVCns1majmlvpSBwWwG4zaWUpjlzq2bIWAb8dlnnnriyWdeeumlUsoTjz927szplDppWjecz9LnP/+ny/mxULx9887lS9faNp4+fe7s2XM77S4Sc5BsaMixmezunvmzr3zt1s3rCEmIUrdkor63EBERXF0Lenaw/vSpDV0uFkKl71DVrfrLnJiHQbHZqkA5jNZCkNUisqJXTVXvlwHdN2CFaimrRfDqvKs4jqqccAMgW7kzVoJlFvHAFFM6aqJYjTeUeu4ZHgPqBc6hYkZKSUaBEEF7m3dpuVy6qaUEPg4hDG5uIkdOxcyLMwI5qQYDor5GDhAJHdEhcMjqDI7MxSCrdTmBcinap5JyiSk7DGP+AZ1Yh6LutYqacnICBUGCOG7Scq6dMtUDldNADQc3Vctr8hcRWjX/uTnBaDqaz+dOiNVqgw40/NfRY6DCiCQIHmDYNbjpwHg3NzVwJ8BaHk1UTYg85A6wNjBXtztcOQu9JlsGdl5tdw29K+Y1mK8uk+sQV5iDUGUSq0aWYIa1neaEg6sETEErdNncVhf4isRZDxvqU8BqnYgO6DgMcQa5OtZwuIOjI4HmYmbZ9Jd+6ZeJ4Q9//w8qdecf/uo/fuONNz7/+c8Ls4OrmoNTCGaGxG55aAQzwX0boSou1frUQrUmX6MeHmKUINWBTCJBpHKBKoi9ipTrHqltYjc/GcVw8fEL5jAajW7dugmE5KS5MFFRryw/HyxbVNfEFcOpaq4KqLnYaDKOkWMjrlhvnYRc6j9itrG1MZlsIlPKuVREPsB4Mhk3zfHhUSS5fu3a22+8UfocQ0Bit4KAHERXC9xaFAYAd4IVrxsQs6m5MaCqcg2pVK5zDKmrpZK6rIh9zm4eiNu2RXcolnMeatzg98CpKyhqfWZYW5AGk+uqeTyKDQkjYBzJJz75qcM7d7/6xT/b2d35pb/399659PaXvvLlUdPAkPwBUFfVEJiZwZWZR+MmNsFbFwkSKIgwc9NEgRgAi5u5OkFEaNs2a2lHIwDcO3Pm2vUbEuLly5dTyju7u7l4LgkRJEDbNqq2mC9NXQKRUCkZ3AgFCVPpwTDG2DZhPG4cKtfURHjR9814dOXKlZPjWYiiam+/e6nv+81Tp3K/HJrVRFhVUMMTacWfVchgdldAg4GaCISYs2kxB++7haFrTvPZSd91ln2xmAtXXWWSQCHwiudKqppzZwZItrl5mtj6frniLbmZluLgJZeipSsFwE1o/MDZ0zevXUP0nZ3tlI6LLtSygw7P5MxHR0ddN9/b2y2lkGjX2YqcXb+vwYeQG5ecBInATEt99mAmcD1/9vTGxhjQE0OILWHs+nJ0fNj3HUeez+e3jm8AUCmpXg+YOcYoEmJomlFbW29qSiHMu8XWxnRnZ5OIF8vFow89kFI6ubs/HYdRaMe+iK0dnRzztrSBb7zzzoNnH07zucTYC6WDg0tvv/PkM0+/9sqri27ZNC0ivffO5Y/++ItMZFm1FCP3qiwq1i2WNSvCjMTGsQUmYnainFK9A+aSi2nbts1oPOv6LuXQRFUrpXTzBZgJYe4NAYglNLFWriVIYGlirF9EMx+1UwRhju1k42TRj6dTQnbHUsy0isP6yWQcQ1gulnt72+hQSlIzdzUr0+nYDcaTiZaEVqqKxN3VmSiQVbPycI4kZCt/09nO11uqoTpSYfCVoV4r4sIcmYO7AfIQEQQlMAR2MIBMHICDIwOiADtgSp25ETmLEBSGGLi9cuWafuJDMRBqmTSj82d2NqbjWVcAogOo2ojtmSce2d4cExREohDmh0fHJ7MYg/Y9onGFb5oCwOGd/f/7X/5fFy9ePL218/K3vtkv5n4/wwTvsyj9dfwZxPsMpPjXvj6r0aSrIjMgMJOIfPJTHx9JJ1DcACGk1KtqLn3XddXM0ff9wd3ZbDZLfSml1PvaepxRT4yVcCAizTQGiU2IYdy0bVvddiLy+T9/5UfuXN5G2tueLE7umM53dzabBlOadcvDPp8Us+XJ8ez49nI+S4vDnHrTLORf/8rXDu7cSrkTL88888wTT1zc2goishJg41C5Q+p8/P0fvGwl3bh65a03X++WSyF66/XvvfOGhxCyKVNgimf2Js2DpwBwdnz86quvi8jOzq0HH7j76Z94ftSO1I3QieSBs2dP752+8MijV9+/VtN+ORUCMrPQxqxJmNvYttD0x/33vvrdj3/shQ9/5jOpnbxx44bmFCSsAfZIICIIAyOimslTSuBeB13uJhXXsvbEDrdhHMblq0fq2jOrgLlSipaC1QWwOsKvz/dm7laL/5VA7O7KBDQgsesTPg8HdCKAYUQ/8MLJS0mI4KClZCCuD5xMwQxTr9nUAJ1AABQhSsmmAK6lVNc9AIFVTXsww5SMo6N5wwzE7pqL2kD9c1z98IygAHXrlK2wUQEDU0dEwpQzE1dtOwExuhBJYOiAGZCEQCs6FwidHAl53FBJELiCB0oxJ1QERSjk7bDh9rrwqgNOTY89AAAgAElEQVQ29FopczMT5jrZXfMTBkYh0hoWXo9NRARezBS8skGYiEKIzNKlvnKIV4Su1T7PnJmya81g5JR64sovRwBVX5/GzGxF9HIgcNXV2r5GZ3ENf6j3CEIG8KIpa7LqU1BbRV7uXSXNtF8sSESENdvrr7+ytbH58IMPAfh4PD46PNja2nzxxY/FGJq2VTVzkDBYizkQuFMddRIFkco6HGA4TQSiQBxjrMZjFpIYKITQxNg2gkjM7l5pJ/W5JcSYUhJmJBThnPT4+KTPeXNn93uvvnLn4K6qQuUh+kA/HDgatYM4qKKHlhUyNOOwe3qbHNgJlVhYgph7iMHMNjY2d3f3ainUwEejNoaws7ODpt18xujvvPP2jWvXWxEFJ3cKCEDC7LXv78Pndr0BMzN0cFdg1uHYjMx1vzUI7WMbf+anfvbrX//6nf3bk8nkoy++ePXa1dR3kHNxW7lUB4oz3bdGu++h3UJZ3+B1yDj5YKzJqRtNpxhkuVhefvftQDyZtLl03/zW167fuN6OglsBW3ew3KEiVq2ue1SX7iNEAszMAGiA6l4cCQBtbfNxB3TTkvr+lVdeGTWjnPPxyUl/aYbgo2Y0akm9LaXfOjV95pmnzfzb3/r2yezosScePXvmtHkpWty0Wp8827X3r5eiOlRZaktCmDylxaSdIHnKvRBvndo4PrI+LXJJzFQ7tuSVjAZWjJk0qVkJUbSU+kC0CrTXFJgDkFthJrAynYyfuPj49au3lt5ffOLC8eHx0dGB1PFEzYkNUBcHLMQ4auP29gai5VwRW7DOtjYxZi0IygTuaNapQdNQ6vtucZjLMjRYJ0qq2a3k0p/Mjjc2pk0TlsvObCi4EZFqLqWIyMohBiyMZIhQVGuGjwjPntl78Nxe181zXn7n1VdHo+nO7pmN0UZAOzq2vdO7fdfbHriaotbbR51WVjlTyqV0uVu6qsrGZtF0ePfm/PDQzR958NEPf+i59957//zezrhp0q27vrlsR7Ndkm6SYWuzTeXMxsaFxx+Oo/GCPHR933WTdjSK0VURIPUJBAj9zJkzP/ahFw4ODvbvHixTOlgcadEYWkKuA6gua18093mxWIzbBrlSMpmxxr1kuVwi1dQfVIu2iFgpfd/HGAZAvRoRFTVVdXMECEHqRk497B/MgBrmOGrHx3jipSznC81FiBFBS9aQCWxzMsldn1Lv4DEEESHA2Ww2Ho1NNS079yKMBkokWtVq1t538nPVgoB/06HcbU3lW2UwSk1fqYEDmQtAVG/RDSAcn8zeufQG+CI08sD5vZs391O/dJRiAcKmlWxO5tj3iWpCg9wVinku/vrr7yxSlhiFMXs+f3bn4QfPvfrmDRAkAwADSz/27JNRMJLkDA7y9juXZ/OFE4UgqI6rnKmZI4fS5zdeedVU0YAo2v37gftFSojrKdEPO38Pcp//D0jiPTGqlZJ5jN/59rcbXpIlQnbjAa6Kw8av3ihHo9F0OhUOqkZck2BU/6IgMjiJzdyMaoxQtZRydHTkAyXpR3Je/tSTj/3e7//B4f7RFz//70quCm29s39VXQGrRgqb2EQmGo2DcIzCzPv7h6dObT77zPMXLlzYO3O27hoq6nTgfCG5+2OPPfprv/arIkHVEJgIhSkKN42EIMAMXnWboQp+Y4wkPGB0OKouitfHXgjEaMBMD+7tntveVvVl6XzoZjqws7C6RpTNZuv21Tt//Dv/5nj/7vmLj5576jm30sRYAIuCgwEiA/Dq5kqrQC2tZL80zBxrUHLoKtVDXzX5EqFwuG+cbEPKhSvNiRGxphtExFVVFVdg6/oCQUAH01J4hO6KUIF/Xv1CgSRIYKovaantDQJFNBEiYiQwH2qlhMQUcrZsEJqoSMIolXWl2c2H4E1laxChG6F0y1QoU4yMCNlT0Vy0FNMCGAxqPB4MXXHA1TgJu4O6qxoQuJo5ppyDBHNjZlB3MHeTQXVO5I4+vCCGWAwUwQJTG13YiwEYh6YsrKArgTFo7wXUSWDAOw5jeMc1i80Fq1LFVtNnUFVZ7yvIu66rq0yuFim+l02qfVBwIobV6aqO7ofDec1Pg1l9X5gIHFSdJQIakWBFBzoQsa8fugb4WgYA9zL4y4apal3OIDPT8FIAOmBlA1b/1LBLrcEar/z1UvTVH7xy/vz5f/C5/+j06b2trU0iZCEHny8XFCSl5IalaCmWc5a2qfDvtS3czCq9fv0xrm8MIqacAoXcKeTcuqlbnp+seZ3V0lqHxPXPyHRqc+vWrduXLl2Z910BOpiddF0nxEOFYIXgrbsmoYFUyGhEJA0hWKHF6XOnH37sweXJfHm09MLcxDgaOwBymE6nGxsbFRv/2c9+9vN/8oWSc9ctt09tWepuvf/u9avXbt+8NQpRS0bQmjYGgBDImSuCCO/Te60ffgDAGZWwaUI1EQoxIEoQZ1fwd955Z1C7I373uy9v75yq86Occ06pIhzr+btOVYennVU7JWtf0ZzrUNwHeH/cuvWNhKzw7qU3d7e3U15YLq+8uh+CpNQz1eExW116CRUtaiBESAKk5skKlNKZZ/dkltQSoqtBcXcHZi6WXVt075bzRx56+Ma1G4F4PGp2dsaHR8dtG/qsy/kcCZh9PA6ubta7pfE4bu9MDdWs1Gk0Ommxa1ffN891SFnlCO7qltDt0QsPnd47896VS6Nx8+EPf+jy5csvv/xdCWTuoAarC+mKs1nT4GrmgFozaIA1Z1W/bmamOad6v0+pv3LpnQrMvHbtWu4TC+aUYqwRf70HNkYlpq1T49E4lNwTO7oOBQqElLM5ImgMGALnjCzh2tXbo4ZcYbmcGaTQjJgpBFnLfebzkwcfeBjAmiaaLwHQrCDymv4pIquzgtXH0aLowKnkxXx2dm/vqYuP98sjEXDPo9H0Yy9+MhW/cePGy9//7qc/9amSS+pT36VO+zpQrGjnPudUx9HgKaeuS4d9gd4mDe0+cNrM//7nfnnv9HkzOzk52tqcbPCk6Jz27x5dvrp58dz1xez89hmbTj/xM/+BEHETUb0u4f7Z//SbTdOkUojo7v7hSy99gQg2NzZ3trcffxyOZvM333r7ynvvzWaz0EREJyIK2I7H4DBBdLfUd0S0mM/W4uRTmxsrLHq1L0uMMZuR8GQy6fuehCUEEenSoprqx227WMz7rhNhtbi7d/7CY0/ubm9qyhuPPmI5zw4O03JZcsmqEKdMFAOPRyMvpQ3SdV2/7NoQLWVVzTlR9dEARCEnIQ5IAbnxvl27olYtk/sOnYjr0+p9dMv7xUNGXH9RQ2BEMSUtIcbNlLrD48U//z//t69+7Uu7e6c+9/d/8dOf/sy3vvmd3/nt371x4+q//t0/+PVf//UwisBUijpwSqlpItqgAHCky+9fO56nzc0tAkUt01H7zNMXX337GqE7WBQS02efeiwQAhhSTApf/PKfnz27YTrIlwkkNlLMiNkNCdBVybH6Pv+qZPqDls7/Hxz3H/ofYrZScEDclocfeWhjVKZNbJsRU1NvnUhgpnWYVQ/Z8/lidjLv+7R/cAcAsmm1XC8Wizo/qlfStmnqPKiJo9FoVIfl0+kUoPuRO5c/8vDj/91/89/u7x+lvgBKMau5QnALIrUBKUNciGIIMcbKCBeRKqoo7gAC6GBD180Q3c0RiPzJJ58QDmaWUx4Ez6rDOb5+9t3c+1yKmqhWm4kggWqpPF0iNC3DDUhdS63bGfGgr6wGEdVczErp5gcnB3eOFsvZ1UuX/9lvXv3UL/7yYx/56HK5bCZTNMOhaPiXXRj3Jq9Ea4H2uvG5PhH+pVwakbgroNfgIzNXihAhCaOzCjEA8pBaqGRlADBinzSj6WS0MZ0y4QocNJB9Gc2sEAKjCkIghxh6MgBVyw7ITCQMw6TVkVwCRYoKoKp9KX3JFLzkpJpDCOuwrznYYIWjtm1ijIyhpZC7hRVjQq5nXrKVJamiCob9YyrKQUoxZAMDM1c1Ql8Fi9fWulXFq7JOhZHQAcy9qBdSFI7j1lnYiRwHvTOROhqgA6oCEVRqTI2erw58KsTJqwOS1v7U+gsiIpKsR+O1e+r3BiE4+OErH9pIXe+7QFfieKk/PIILcUm5bhuapnni4hN37x4eHHyJSepSu/7M9/yjlUI4vI9639S2jo/VYaA1W2VsrvvEiLWQLsxFVZDVdNktap39/feu/Iv/419Mx+PTe3uTjfFo3BoaMTliO2qb2CJgE5rA0QJXKl89N7p7CDIej5fLpZkFlijcNJGJVHVjOrIhbI7IpnkZhap4qM+5FK2wlFIGhF/K+XYIIcTJeOREr79zKYO1bVufaRigJV5f+NfscFdTUgJgRiSg0OzunhpNGkDtlp06KLihs8SNU9vT6ZQQl4tF0fLVr35ldnQkgBvt6Oj2nauX33n91e+nrhfiZdeTe9Giw2vvRYnZc0r33uu1pWMo8pohgnBsmyq+wtgAgoMKh9R1Bwf7i/ksdV1KSVKyWiUuJfVd3y1gVUio73QQCSI2QCnBDM2Slnx/0K1uVFatAfdG3HpBfe5Dzy5OZje9bIybZ5/58KXLl27cvFn7BYBDJVfVARjRMxC4Tadt08rcFsRgg6rWSunN1QGL1euYCAJoCeij0ei5p5/o5vP3rlxumvATH/3IF7/8leVyHpqRarGSzcem2dXBCqIyG7G7K7MBWuXkOZhq74Nzy9BQwUuuPCV/84033rt8JQgdHR184U9e6rtOAoKXOp1BBKhYSYSi2YbRAJSBAwjr67+rG1n9vtcFVBAElJPZcRNEoyyXiyBce5k5p9gEQIN7XW1F9K3NSSnJrERiNSUcCKRrBVh1OxBSE2MgP7U5LakT8uJQESv1nco5X716tSpvhxMbwjqzVBdxa7PBcKQRjE1EYFUiDDEKWEnLY9BFE+PmiEfjsDy5+847727vnSbtxw1CYGhb2pqYwNAjB6ylIgBUwGKOhPuHB1/6xsv7J8fPPf7QU48/1i16zembf/6Nl77whW45O3t27xc+/pknPvHhu2l5+fqVCzujec79BpwsZn/+7b/42JPP7E43S5RSVITfev01RLz45FMogRmPjw+9PKC5T8matp2M2heef+bO/q1/9du/zUIiLMzUtNvohLS7u3X29OnFbPbGG28wmLBQE4XBXbUUQI8x3rx5w7P1fZ+6xIyIWFJm5uqhdLO2janrSuon7SinPoqYBVM7uH3n1GR0cnB44/0rkzYKIQHmbr5U9cI1Mr5YzMC0lMJETdNUsYOnBTMzwmLZMXlJBuSA7MhAzTxrzhmgzsvBzeBvdrnfn/eoG1dERFBNgcZMQizNaHx4cPLSH770+T/+wtHi5s//7Kd/4Rd/7plnHyfk87/wU488ePZf/+4f/NEf/eHrr731G//Jr77w3FNxNF4u+8l4w9VUTVgcwJFu3L599ebBgw+eB9MoaMI//mMf+r0//kqfE5oS4/bm5KEHztbBiPDozv7yC3/65d/4jX+k6jw0+Ad1VJ1JkhMioIHhinf4Q5MqcO92/LeaiK/xuh/8G00NRQAcDGKMh4cHi+PFvmtOakpmxYavNnwwBjwkD7a2tlC4RkPXqb86CyBEUx1mmsVXKDPLmn8U5+WuMhlvbk23DXy5TBTj0GcyFWYSXHue6lm8lAIExGzgmsvquFMtLeuiXXXDgaqORm3qi5uJ8HC9Q67PrwzrxUf1ITJTcMfU916LgHUtVdRBNfV1CFeThV401YlpJRmwAYEjBpI4bmdhYabj8WgJqlb6vmunp8Cd6nweHUDX0p+1Z26YKK8GhFwj1Tw0BevHSETqdFzVkQSZTMsqQe62gr0wsyCCmXBV+dbhN2vByahdNCKCDzx4Jsg09R0TmJaS81oX5+CM2DY8nnA7whjYVWzZxAgObgTuwCwr8kMRwZznKS8WyyWINCFEDAIgzCvfmdXIRjFwgMBYvxel5OKl6HI+P1nMZsRTK1kkrORLXlUCVtsug1CNBSNyRMIioRrX12pLXCW7CWnoyNczvUNWrdfp+vkqRdNiSUZgZgpmFmLk1KeUl4bZSxT2IEyMWpKW4E6IxAgV8WcWWGqKt46BA99TatdzedWF3ydiWqmk1xNNuCehHAylOLzp4E4M9ZyaUirFEelkvrj87nsyjjUNAQiIpdIJiWEIh69WeCzD4FnLMNFE5unmBgBoKaoKuuKxEBIzAIAWM3NiQJIYgsQmxhBCw+Gzn/nMQw+dO1nOd3Z3ZsuT4sXcKx1MkxEgozj5SsuXG2n6PpXl0sS72VHOGR1yn6uNpe/78XjsAGqqrl43XUXvhxRVsPp63I6I779/DRzOP3jh1N7ppmm0pIoWRTOurPeiZb12HD5xbqWYuQsZ9JNJO95o5/1MhLjlxaKfd4s4Hj3y8GMZDCv6njylbjmH/du3ImLpFt/+xtffu3zJumXTtEkzIuYqrSCvLF0yEu9zSdW2e7/kxdQGVDwCBGlSAgAnLkp1n4EMIdAjjzz8/e99bzweu/uDD5x3gF6Lu3NFnIKb6zpkqeZsQENDGggJwRAM652SVmE5AFUDcNBC7pYygF94+MH33n2PAeYnx5Nxu725eePqVYNSv9H13qlaoHI/raDDZDre3NyYHcwAPOdU21K5lHqo9Lr6gyIipV8S+GJ2/Ie//29VATQf7e//3r/7A0RuR9NltwQ0JHR0EgLyWqQZHuJMnax+X2pVQq24We1UVDNkzYOmVILg0eKAAHNKs9kJEaIZoLEMOxYEMDUYkPrujmaOKCsSCw8UeXRhdCNwdSg1x8VM4HXpVE8h3vf9aNSm3A1Xs+pKR+cQdnY3phsTK7kdNXUwKRIdiqqFEJowYky99giMSCWXIMEjgTsiWKnrLAeAGOPh3YP5fH7hwgUtg5cKqR7KpTpxqnuyHvgQUV0dgZgHY4S7MF159+3XvvP1KPn82d1StAO7dePK0eHtvpsd3b2u6UQILSnH6LkQESMDgCE6ErAgYVIDpOAZ3U9tTjYno93tDd04dXRwdOHC4x/58NH58+dm84NHHr2QFU7MXn7r3dPPPidti804RPqJT33ylEJIedmriCwX86efvEhEfUpdzgSuJcUYsnVt2y6WJynnre2dra3JubO7JydHWvKym6XZUTtp796+E0TO/9RPaV4GMhHOmi0lIy15ijDkLXNOpSsiolyEmVAkALohGBFUOJII5ZTA9dTGdL6YO2Ngv3Xz6s5GK2CROTBPJuNSiroRoSK0MUw3phwYgQGg73soZTSeXr9+td1q612tbdso6JaQyZENiWSkfRtCQOyKKiIjM9jfAoK9mqPXohEjC8faG8ol37lz63/53//5V//0q6d3zvynv/Yrf/fv/PR4LF03a9tWAT794o//2HPP/+b//L/++Te+9d//j//DP/mN//ynf+7nugyuLkhkBRmKmxOlYpffv/HJj38Uc0ZQAX/26YubG+P9g4UwWllefPzJzc0JkTtQl/3ye9feu3azaadqCGoBpRLezM2qtboMYvIhLah/ozipwmb+CrZ93f784Ckc/1KD9B4jAQHB1cq1a9dOTWESpW3G0rSTaRtCaNs2xrA+dlfXbN3izmYzNcs5L1OfUjo5Ock594tlTql62apfTItxPb0HYhGA8Y/cuVx4EsejnDu00o6abBBCoOqdRy+WB7agKwItln1NaEDuK3a6HnHcK1TuXqZWtbhXRlhfhfTDCXh4jlJ3A2MEQLbarjBFd6oH2toNslKZxyqBmAOLEzMhs5upNSBDOBjN0Awra5SwUNtONqbT475MppPpxiQ20UGZmvogx9UoxLTqBdatQMVP16Cg1R9+fYAjWpcgqbpgDLxoWXN8aqN03QODFZWijnLrIDmgEXjbSAwynsTZ7DgGs/+XvDd7tiy5zvvWlLmHc84dauiaekJ3owkQIACiwUkSZZKmZMqSTcqWGAw7wi96ZNjhkP4QvzjCjrD15AhTlEQqgqQpCQbNQaRBiSRAgI1uoBvobvRQXeOte+8Z9t6ZudbyQ+5zq0BBNMPhN9RDx62o6ron7s6duXKt7/t9Gsw0RL4gM2pVghP1TbPqMbbaCLlK6mMT2FGZ2QwJZd5MXIXVbIhRK8CbTJu4DE1AdCbEmtJcZx7V10i+25xZaFpeNKEjBhYHVPcMWMC1djvdjWCeRNfoaSYhYgQikOohJGQ3rIN+8hrHdPHmI7jPiEbAnHPOhaciTSBCId5lZTMr5mbolKc8DSOpm0M2I0QlA1ebSikl1J8MUc5Ke51AyYXnBB0MIeCcDXGxx1TX7R7jUAOWc76gXuIT9vNaydWVaabmFogLSwgcQhjHXSnqDrthOOibJnZt14kweGelosjBwEETItCeLbOvbhWBEMkARKTiCIkI2An3PK7ZH+wOombEgkQsstsVzYVC7Lvm7bff3qVxGLfA0C7aYdqllBgpUqyc8JwnZl4s+mXfPzx5kHNu22bclEje9ZEdPMjZ2Znl6fql467vYozILFE4CCCKCBGLcG1a1DvPOI7u0DRNSnkY0jSVByenZ7txGHYFwRFKKQwQiLLPqt4Kr5sbgA6WK9aFx7xbXe2JwFybRbfM/uhke+3WjRAW2dWYhBlNgTCEePPmjfWjkw/B7n7wwcde/r4G4K033xAUA9WiQlxMAVBNkZCYCRzdYH5hH4c4E7kjMPJcONdVjYxebd8OaEy86Puu66b0IRO2bTuMQ23smqlZcQa0iwkb4KzwngVs7o426zewEtlrVqWqzyQf2202jfuY82/82q8Hku35mhC+8PnPTykxs0OZK1dAd8haks7HaF2ry+XCHrqZl2KqpsWruqSouisyJQNTydPIxCIRRErO6J7ToEQsATWTiCMPaRymCQgRKVmdipBIEAQSNM9ugMZJi5tb8TmIACuo1B0hcMhTChx2u6GNrSCVXAAqjxgJgWmGJxGRuoqEuv0T8RxxBbbPA6760UpSxMqel8BmGoR3umNBd48xqOUqFFRVU2WejenLvnVXJHezaZxCCPX1V1UEmkYlYgBGQyvOjMIyeQGfJ2w1mh4ApimdnZ3dvPE0oUhDqtq2bcqKyE/s/DXEdBbqzNAcotqar2iV5aJ/6vAW2raMm9i2OQ1vvvHa2++8f/3m9XHafu21P7U0LbqeUYLUbYxC04YQgZgkOhJLQBGCnMYphFD3qtu3b//Gb/zewfGNMeeDt9/purDa2PlBuP3hB1unL3zxj77/45+4/d5DOepf+NjzY8ljHqltzUsTg6mmaeIQXG0aR0QYp5359Kdf+bN/8k//6cMHJ1evX799+/YLL7zwfS9/pPZIMMSmX16/fADm7LkhP394j6vEFKAPl5999tm79++3j06mabp161Ya0nvf/nZeb1nEABhRKoOMOAhr0UXf5SkRYi6piQLiBPnSYb/owtrtYNkDYXYPi/7FFz6iYNXatTxc9ov+0ekJIVEMImE77FIpeX2+Pj076BZtCJoMUZHICNSZgm0Hn6aptjvMAXRmXv0lfyFSdYMzsxq4G7H90Z/8YUT/8Z/8az/3t3/2Ex+9iq5YbBkaNjIQL/mgb/67X/wHn//Cs//Hv/7d/+F//J++/ta7l4+PmYMgCzkxsXPW4kzffPvdalFhgGx2fHx0/drVBydvO3hJ48c/9nIILAKpOHPzla++ThRZGiIJHAi8QsTU58jCyvkyvCCQfzcSovu/V23/f/xlZiShIpWapnnppZe6MELOJasbbjYbM1MtVdRnVnXjc9a4u3tWEmbhOtJddT0tOVyRGAKYA+HeN4+VHq9WzO3ffu3e91xd3sRlyds2NLupaCnIgVnQ3EpRd/MCAGpWtCB613WlVEcdAwBTjSpEd5umoW5b9VCvbbZxnHIuTFQ3wVIKMyNBpVkjioPWopdZMFCNfAuBAdw8x9hUfkXKIzM7gTuUCuUWYY/MgIhAoFCMDNDJOFizoVHdpzJZio/OTm8QhRg5BFVFJyKTPYkMkUQ4hBmesL9XzE2vixTii6ruQr9VU2P2hk5TM96T0S467qSPOYOBiBmJUISJAMzG3XYkG3c6TePF/1ihQhGpjXG1XBweUgw5BhTs0VJoGzNTNwBiruVdJcB438d2EadEoe3Ym4aPDBZ1XFRtFvWYJDcFFEaHIqENgRwKcxRBESS+aK7DhSJlb10tqppSQrK4COgZHVIqOWfh8NgGjvCEkI/q3GRv9aikKzIzQUa4QKh7mpLEkKekRRkpSADkMPPtsJRSQ9QBDOqTN9OijjW+hxD8QhVtZiyh6rNznsBqD/ixg7dSd2QYdLaNIjMbae2c158YIs6h8TMJm+o1BZByUVMPIdSpQlF3s6KlAgHJcy10kC5OfYY9SB5ZmpSmNOWUfU4UwtncV0EwlokllxJiC8SIZMUcqeS8XC4fnjxYr9eHR6unblzdpd3nPvdK3/WEePX4yqJbBhLCklI6PT09OTk5Pv7hL3/5yz/1Uz917do1QFNVUmDDnHOaIeuetaSSsxYHQKIxl1LKOI7jOKaU6gv73nvvrtfrF198cRjG8/Pd7dt3Hp6cLY4vD8PORI4Wy2k6M7MpZ6U5ydyx3kWh6iFySpaKAzh733elFPOkpouDlYST9XoksbZpFSHnDFZqtsClS8er5ZKJh+32mRs3PKW73UJEQOYRJ9VOuAKgkwSCOt+Ys3Vr2PvsOUVCAyD0WWk6r0/VIhzQYRyHP/iDf9M0HQKUUr7+2uvXb12vEo5qPFK3UgrtbQBoTjqrleo7izrr+OsSuthMZt4L0TSMm92OQpzG0YoHEc2l9rxqxvCckwoz856Y91m2BAB9vxCR2kNiCczcNC1HKarqiUBNjcBVlYlESHPB2YTqDjBMKXYH6pC0AGIqisyMVEeHaF6RZsQIRkhMziYgxE7AEIhn7qWB991iu912bafFurbb7rZE4p5DEHJEBJ09CXsN2zyEnHsC9eAAr/xQImgHoGAAACAASURBVHKcURgzf02Eck6IbFZ4f502UwetMPj5Bo6oqmDada2INLGdhvFiB5hZt1a9nmYKJAiIIgEMQIGICblp2vqSrteb7WaTcz4+Pk4pVQBR5fc3TTPvKsx1G5l9+cyABEgOOJt0CQGcCbsmBOx5GSYKjrQ8OFoeHIQmFh1u3rxGpmVKWlQQSynjMKzPT3MuqTiJbMfRkbOWlJSwN4D33/9A0/T+e/df/dpr1Nw2wKxj24Y3S7zblLjsXrj53O///u+/+vVvPXjjnU3Z/Rf/9d/9mz/540dHi3E3gXkpWQiZebeeQtuNw67WTIj+K7/yz+7evQ2Af/zHf5hS+oVf+Huf/tSnTAu4b3bDh/fuv/3WW2++8eYPf+ZTcPXSoo0lT6o6pmm5XH72s5/5rd/+nVpDdV2XhxxD2/d9kBBjFFAEjTHOuWSIADhsd10bH508uHT1CsHEoKBpfXYy7ra73c4Z1fHpK5c/9bkf3u3OSxkvHR0/8/TTu/X5/QcFkcx8ux4RMcQ4lvWi6ReLxTRsAb1mcKm6OhgW20cpW72J/7/xy7+LinrPSt7bhPToaPWzP/uf/s2f/ht96NE2TQxeyqLvTbEYFnchX/Xy93/+77z08U//z//4n//6b/4r1Pzyc9crb8eKAkMxC0389nu3xymJADEx0sFycevWjdffeJe9GMJLL34kxuCeAJCYX33t9abtmQM4EmKaJuIwh6K4g1+0+X1vT+I/J7XFPei5avuqzOSJNE9/wvOK3wkl/C46ltovr2XQMAxf//rrZOcR0Q2WiyOWyoeQGGPbtiIUQtN1Xdu2FSzLBjFGQ0g5pVoi7oZpGNMwjuOYtKSUpmnKqZRaclhRU4Cb33u5QuV8KllV1ckogJmWEcxdDQDqrQcRmSMCDNvi7uizCGRkfaKLgCklQgwSLoS8MUiU8ORtrV6GfIZMa53BIkGF8QEWIqxB6ESY/NyNmYI0DTO6GzGCgzsyiWEgqghAQBA0QwIgAoCjZ5qzRbotJU1nH4UkLQgnEpk0SQwukoR9yEgsTEwszMUdmTiwuik5gIpjJCwEqkCABOhZ2ZCAmRiiszigO9Bc6BqRIZsHNyIbbTJyp4KcJjy1JueEEg+Wy0svvoB9XBSbgNG9Pzp6imDp6DknYPQCahhjVxTXG+v7g3HHrrBeTwvIURaunfvOSxAwNicKwt1icQk9HRxcAQcmJMZiqLmYYQYyoznhOBcCdOGmaxddXPTs5oGLLtGpixLUSyMhZa3hNgBbd2+iOCTmjDgQMwYSVM9e7Gyj5w2altQ7F+AMNpn3UMwzAiMzaLSioC0URsXgmHMx0Lwdx/VWSJgEWNKkXSML7tm0kIgIeCZQilSlZ+yOQKxe1DSriIQgFX4XONQDmIjAANRy2jlkwIJCBlh59YRgdZ4GWrTUU7ZyLXVub9uUdZfzoCULF+akvkTpQ/utu2//8v/+S/cfPdzsHl2Jx+N4Pg6nTjamSTWjg6maGkAWZqtse0QHz5qe2OVk0lBsKJbcTICKWs3rcHckdDQwC0ygE1N0Qy/ZiYgbs7RY9efj+VvvvfPWvfefef6Zz//ev2mEAkvf900TQ4xYGFSh5M356Sc/+Yl3Pnj3l371l69fvx5DLFMOEoYpf3j33pBLhauYZSQ4OL48FnMkL2XYbhG0TNNus9ZSbn/wYSoWm3byuDw4/IMvflndjOWwSSptVp2yTmNmZmJBjUy1TwkOiuBgRYDADAmNzIMH92m9WR12EaRkD7ELrIGDFYtkixCxiLfh0b0H//qXf50AmxJ2w+5f/PPfoCBA4ir1ZDEzVXJnoQYAPZEDewoOrqDEjDx7k8AcwRPy3On2Bq0hCWoA2BSltFXmyGRejJ3IHOocANVMtSRNqXiuDQgiYiNwQzQiUijCrKCIStGYRYtVGGiVk6opAAEXZhck8ATGQJymQQI6F2kKQAHrbI4gU3Bnc2ZXdxd0scwpcyEB9NxEcS8OiuRoGgPlIuYMpI5YAa3ZikgEdMPipC3PvG8DQSRCXkQJ6FSLcsEMJbShqNXNk4C8mJC4qqCjlAuWHLqnaR0ETZOIrIedwaQ2INUXypGAgjvWtEsgAtOLdDarGBWqtxt3BAYEn/H9ioBM7I5N7HI2ZkJw4eqKFqIIAExkJeFFKi01dWPY7nYiSKEOQCEQ0qgorh6IAAUVrKLdsmlBNweS6KqeLUBzdnLG7MeXDq3mEAszBwQCcomSUu77PqWsRaunKOcMyFaUkVBVEAALkCJDAl8XJAdGIuZUUDFsx1ayTEO7PlGkkdnU1UyIQ7uQDgmR1JwkFPOiXtROTk/v7s6Pl+2qoUUwLOvt7sG4OScOKY2MvgYE5oOD4z+593AY07WDo9XNo+nu+tf+yf/213/w42fDKdGUsFNsIE/kEwifl+1ZnkIrpLsvfuX123fOnz569srVy5vNdtLdR5bt09++O53v8s3DYSGMeunw4LlbN25cuxIYn3/6MmCVbAkAD8Mp+qToBWQ7FQc/ufsBGsajK5OHQQtBWQAoypRM1citaaI73nr6xb5fPto9fHi2GRIsVpes5NCUosNUSh9Ki3r7/r31dp13m8sH7cGiE9tFDurA7LuhNEglLK0a2nQsntW8GJtTBsOA67QGVIQFY6u+poBWBJSxepdMarKze1V9ILjVK1YtQhVIrbawUmQhLiVtf/SVz/z9v/MzUlR0l0OLGI3dIMaWzSbXTOCde8zxx15++ul/9F/90j/7zX/5+d+l6tuuekkM7pxy+ODOw5OzfHBlQb4NMDYcX37u2f9z+n0Qe+7Z44++dMPKCOLKy5Mz++Zb5wYcwtTEXUgYabmR5CNwAinBvcKYqxYTwKPvm024ByC62hNOdKtFOO7jPZHwIlPviSymualS07ABDHBu0hkpeFeBlIeL5vteen4RCAwQK4jC5gszzH3YadpsNpucS21x2t6YWov72rSqrAUK1DfdarWcYQxMF83Qr79//3uuLl+v11POc1hdvS25s++FVgxVoS97kcaFmQYAJp0ukqIqXs3Na6etPp4w4+Xn3ffC1+juABTC7NmvgSLV6n7BOUDEplmZ4j6cz1mg2vgIhTkAk5sCOIIGEkA3s6KKRMdHRz/+V3/s/ffvrrfTU5dXfUA3awk5RCYJHGJoH/HE6AQu6PsQ9XodkIjKKDannEtxNfAQBIiqYhnEGSEIxcBVmp6zISGwG6iRMaE7qCMZATpbhCJijFauHF69cvXWYrUCSNxGtZbxci6KAMQuZA6AYKpqWoiYCdumFQohcGiWzOzAAHnfXyctJBJjbLvYm6mbl6I2peIhpWSuaKVicmqnB5CYpOuWItJIE0IEtzIlbwNYIOAa6cXzTAMvGvlt2/Z93y0khkggAN51Xdc0JZtZdjBmVnA31QLgc7qkQSWjZbUxFy1aFW4MmIoNJYOIuEGMUaINu53plAzVZE5tLy11S2ZyA0C3uQVA9bWv6qkqK3+8DkXqMquXxgv7ne/b6k+qqB/nEFWbJhMShiYCAIv0i37Kqe1aFvnCb/1WsnJ06QjdEUBVhYUAzam+LCRg1f5qyCJ1ZbOEx90LksjNhKkmbzKik5lWmA8ycylpnvu5c5iT3UQCALlj3y8PDg5xikdXLofYIQVhjiymvtlOth4iRisakUwpTXr92s03vvnmsEtatEyTGjx8dLbeDRQCEMUmMOPx8fGD8/ek6Vxi0zbS9pqn5fHB8vDYUiFu3/rWO1HaPBUhIURHEgmIuNvtkHgcxnEctRQREu6qsL6+5qUolKLVKuSWoIhIUu/6lZMbUAitO6h6ngq6oXApoyDdee+Dr3zpy+Nm28ZORFLK2+3W0d0txiDM8wO1fe4cEIo0iOM4OoKBEtFqtYpd28ReSzK12XvAtFwsJEipTj6EWurNmhdVRmRi2Qc3IrGIBAnCXKmalZTKjEEEwHyWZMwLsq7OfdPB90CSqrAGM6uxAFDzr7zm75EDXTjOZx+7GRMTmPHMRK+FuKqmNFafcJ0dOejsGZ3dIPiknd3dF4uFBNPJL4Sz4KaqRTM77iFRZKbZdDzfnJ+f37h2vZGQsDCzmvqfC26Y9/AZ8DyzktzqYb8XBF7k/BE47eNjtVqx9yYQ2PfCK97fGXnGJe3HknXQdNG0q/U984xOqtrl+hnKzN6YGTgIUsNNSlYA3Oe/EjEAetVHulvO02azBnQiIMKDgxWAl1KI2YxUMwDNBmhk8Cwiqr7PlTR0V1cErmkWIGSOqp68QJkQ1bAUJSNNWsY8nZyfDiUxFsjmoD4b02vNxKkUx6QKCmjmYy4osZg5SWj6K9euj+NoQkU9RN6enwKXENtHm8SxZY6LVXj65jPLH/n4v/z1X71z/91Lx0fb9dkE7ZCAStK0SaWc7KZtspzzq1/96rv3Hp6f3v+RT37/NA6Lrv3JH/nhl55++uRLr/3hF37n+3/uPwkffXrRRj46OOxacSV3VJ2ldujIbnnyMmraYlhEAQ60Ouh0TGC7LghGJmwDE3g2TeCFEIQ8pYSu5+tHo+b1ejMMYwjB3aZpymUq5mkaN5vz1erg6Piwa8P52TmafvObb4EaIheDYcw3bzzz7t33b16/+iCfv/X11wOD5QIkLI0xUUMql87OzoiuqzkKWxqB5C+AABLznNpRjbiqx4fH9Rwh5CpoOTxctW2r212MIQsORZerSw8enP3Zn33pR37oBw+W/S5t+sgpD0B06/qNf/QP/6E0B3/65T8xcMAqdHIDB8IHDx59/Y03nr3ymVoMC8FHX3yOyawMn/3sKzeuXzNVCOQOX/nKG/fu32PmECNi9S7VIBSex/iIf8ngJET8/6d+NAM3ItFSLl9+qmkaRhvGYZrGlKeSNeUx55xzKqXM2Q7MANi2bZCmaZu2jSJCiKEyfIlEKr9fxt1QX65pmsY0VT3CNE3fi77PrutCCEWL7Y8Lmm9bjoBZy5PpJKZ7UZ6ZuyvsuSVe0zbqgA8vAiMeB93P8cmPiUXzH2HNnaGLVI7Ksqx/YRqVmSsRjBlLyVWYaFA0JwIFcEYC8uLGhE5Wqd9m9jM/81dAIRsNyYY8UQwiY8/iZoyOOS8aJQICC5ARVcjNHQFYxJjRAYgkcFZBVSRUL4iMDGZqgIEwMAZBByTGoowASM6BWJAZsPisX0VGo47agkCEZZqmXTEEaQB0MtO2XTCFCjEANGIn9baJL734kWdfuL5cLqJ0QrLbDSmzEDowUql1thsRszvkSQXB1EzBSun7xfHBteViwVifiF0cmWoeKJIxKBEGdCEEdPZciDhnbVuU2Q7lF0+/mlmbpu2auFi05AENIyNqmUZvm4BoAJU0T3VaQrUBUYqDsRSJJTbcdA4kEaksw2ohORcmGMcxlWlKPqXTiEmd1GP1gjmYacolOzgCl+w+n8f0xI7kF5KbCi+PMe52u2nKIvykoq7CWIDJ3Lhu1vjYq161B6UoAKScqx+CAcZp+ujLL/7if/uL6vbe++996523REQ4IIAbmsJsRXMibInI3EoGYkIAsNmowMwAbIUJohBbLrkoOiGyhAA1vIlBEJEYACU2ZpB8CiGG0JoicwCQ3ZC+/eprTdefnp8FYkHabjY1ztuyBaLjxSIQ3bz17J07J298453For9/595Tl698+atfdQlHl69yE0MTTTMxXt4M7925uzq+1K4OJzdCYNVVEy+tluJw+uCsFB+H4opd05dSKEjbtoH50tHxlHPXtiX35+fnKedxsD1IHhAgDdNeUuJBQkFPqSQAJVHNRQHJwZCQ0LyNDannVF7/xuu3330fCh4dXI6xKaW03fLo+AoxMEIQxn04q3nNbyJzR5aINqUJEbXioNxDCMJMxCXnqhUhwCZEaWJwA8RSFMBjCGaWzAiBiAlIJDahyQWTj4LBOBbSi6DHGjJAhAAktcpEt4LgjNU+qaW6CWuDykEJ+YLgAU77Gp0Bue64BJWoCIhYO1o+J005wYwBAQCfO1Kz0E5qWpPr3m0+g4nAXXMBByFuQqMwVEEOMlc3tqmCzRKPOu0sakSMRGq62+0sNHnK6urg9Oe1udWYrmb4uKlSr5Jgezs9fifewfcQ0os7w4VIoEaQz/LYeq118j3ZCC+qbXdH9FJKLUXqHvMdSGX3KiPG/T2nfkd3dyhEDF43KFAt9eZoVrbbrQSkAJevXKqKi7pPQv32SNXLn3NxR3fMObtXEwEhYSlubuqYsjWC7jUgzUgEzIuBIRZwED59+Kgq+10n82KAAmWWFCASgjkikQECCSCqU1JAsM1UvvLaN65fvxXb5s79E0fSPF2/fuVHX/l01y0N6d33b9++czfEiEz37j3oF6uvvvra6aOHbZBRw2tvvP3o3oet6AsffUmlG7K9+Nzzd+/ceev119M43bnz7jANfcs//eN/FdLu7VdfLev1v/v9333p8Kfuf3j/cHV469rl7fnDRR8RTbi6wUhHyDnn4SxgAbLArpCa6GMaUCdPCZEdyAQCli7SZprUFFCFbb15GGNrapcuHQFomobN+jyPA7FFxvt37vzWF/6VGnaLftk1l44O/u7P/md/46f/4zxNm832wYNHjpyzfvLKi4fL5eXDxX/0Y690QdrYGKAhGkLo2nVZvPneP759W80R1DCE74yMdILHkRFer9f7BYtIwsDsXRdZ3Gd8MSBizhOjO3pBwBA//9tf/I3f/N333rv9mS9+7ef/y7/1iZdvJd3E4GBaVA1S0wQibGIwG8xBSXMxAx+m/OrXvvHTP/oZF3R31fzMzSuXD5rNZvvKpz8exYmpKEwF/q/f/j1VZUHhoE7sFbqCxJRKmfVgf2nh+HeFJ14oKP/yEh8EdnVmfvDgwd1DWEQiIERo2457BjiITbjYKhEphJBSMvWci3px98oHI8Q532GvFibAfRQ34J7Y+2Rw8vcSj8WNmdyJavge7AHA9h1i/xoPX5WdF82Y2kTXKnMiKJoJfQ+CVX/c1JrP673yj2oiD1bqJsqMdt6nN9fqSkQAHKmwOEDJZWgju9cMOUREhcHMnGGappymlMftbhdjROQxTYumjSQUmkjk5Kdnt68+9XTfrUpxdJ6pZ0jgBDABGIVgIDXgXqkoggMEcg+uxZAB0WMIhKTKhC7VPIruQI7QNU3RUk1ztQcn0WsblwgDoXsJJCkNsYGUzxBEcwGunkglroduqfPcSqIBBEJlNhbVopvtqfDKrNT0zqZpQghgZurCzdPPPHd80McQlouDKCxBnJYUj1hQmImMhRBmmxooEnKUKNRUIjsol2T9onGth+Ucwc7zIzZSRUQhFmIEAkdTCxz6vm8b6dqWCdWdQAGQUPbgAkcGZm9aWWF3eNitDrukIEBdJ/0iaiZmBsq73VaNJXpkdzclQwd2EKLkRUuGPT7lCeXfXsdPj3HR1bA4jmPOmYjdsaIDn6gV7MkO3MUf1Q/MEpEIOQAiCU+mITagOU/l0uVLSPjo9IQA0pADhzGnKC2BIKJrHUlYbJr6Q6vpPjHE6kKrZdmyX4Ki5aKoBXPtyrCImuacpzGZmzm6Q2hKKbpZrxddTyilaNO3aoYYikIf22F8MHjqY7/d5hn+qEaA43rwUlJy4SZNij4RiBvlyQDx7GxzcnZ+65lbEogCPzw9dw6jESttzdoQpzzEQJ/70b/25muvf/jBgxB7cCSgJjRUpy0OJeeD1WpMabFc9H3bdV0uE3osubgaujMxriClFEKo77oHOL52eOXapdD2XU9t0wrEvu20s0Vz0IR2fLT5xtdfTZvh2uWrphpYiMPDhw9j0yyXS9NMOFO0bLY8IRCbozmwBMEsYW89R6B9Wx2BEQJ4BgAFdydw8n0KQY1CAwORGCWAnziIcIxN50jKU2g6KpAsMcVaFjsUQqr1olBAqtnpF0wDRdQn1mcF5O/rUSd3tBn3xDAbVF3m5QhzLpI7eTUEO5Ij1YZJNaMRCyGCe3EgIhCmYuZVl+IzqwhIwQjMzx6dSuemMx+/slKJMIRQu4PgzkGQCJlyzsM48tVAc807D0bnnCPwWvISYWWEP0kgrd36/RdeNzAAqPDvJ7DKdR5k+xTcKvivPgveRy7y/l8jnOMgABGQvGliLhMAsBB5tSnxvj2v85VpHonVcx2QHNSZuUKfiKl22WGm5QACutuiX5lZCMwspYbNsaQ0tU1AZNUKr3Rwhr2ztxQvpWZmRlUwICABEiRjBCBniMziChJNUbtlz00M1Lp7zoY2D6jNStkLfLOalmQGm2GXjQlxSHq23qwOh5deeiHnbzZtm9LwQ5/91EsvfP/5ejNMRajLE27Xubm1eufe2+9+++773/615aLTcr7JPGQfTk+Oev7gzoc7pZvPfOSl557fbDa2W0/j8O++9G8PDpc//wt/78pq+daXv3r9+HC7aC999IXT9VkeB2vb84f30zScNdy3UjtuZlCyewy3nrq0OLj8wYMzBOu78Fd+7BXMw9npAzMzC1N2lLYRP1iEgIvd5ryAOsH52XnfBwEMaNPunDxZ2eZp41CICGnM0zYVX/bPopOgfur7X3azGMI4juvN1gx+53d+59nveyGPuxtXL33y+z7mxdw0a8laRi3meGdTUblAwMBkeQKMc7by/BrUSRfMq5TQ0bEG4qCh58Nl0wZBLEDCHHPWOawNQLOS9F/47f/7f/lff2U9iCn/1u99+f3bH/6D/+Y//7FXXsYyNBIaCZtULJeURhLwYo5gYEXrziVfe/Ub6+3YHQtZEixXLi1feu7GN75x75Mf+0hgB8eidPJo+0df+pJCPa3YjRRmQgYSpVyI6N+jr+Bf3DX3/3Bz/S8En3/HN6jTPE3l2rWbn33l02K5pJJzUivjMI3juNvtdsOmJmmklEop45Bqv6xY7vu+BtmFEBaLRdc1Xdc1TVONwhWED3vznqrudjuAt7/n6vKaF1Hj0PacQwAAQ3ewuqFabaLPRsnHz8/qDBcBsdZGEQBMSzURmWslgT5hC3bap41cLJQnOy4XXc/ZlsvbYXp0tr4HOMaG1uvTzXazXm8qT7rteUqTah7GcUqjm59v1iEEd3SEZdPduPLU6uh4HIrEvijlex888/TzpSiYC8emOWBmV8wZnVykC2HhIFnXkUcKMWUntYbIQ3YnQGpJCqqCBhEhiUji4AhmTuBC3EhgEuEgkRFnQSUTEntoCN2NLcM65ZOycwnAsQGHJkwY6wnBBKyORBBEQMs4bcMEpUxC0aGkNMg+zXE2UzqKxBCavr9ysIwhBHQC8HGcHLnhJaKrJcRYHy0TF7Q2treu3bh84yD2sWu71WIBrpvNTnPfNI2rPnaS7OsJRKpM4zRNIYUmBAPNeZqGyUrRhdJFvryZzz7HvU8Oqp65YW7QA5Ozk3Bsmw4ClFIWHbr5armyroswJAyFxEoRA+HVpkQJQkRaFDjWHMr9yVrn+PjEogLVTNTX+NUL+527Ixkii7AI04V6waDWeQ4XE2pNKVVVXuVz5awOPqUpxhhDcIfVarUZd41pLupVFKFgRY28gpBVVcnAPUu5GMaZ+m47rs/Oa8polUaEEFikYrYZ51RMYW5i17Xcxq5vu67r3JGDAKGBSggPH50UA3JEZKv1HQIKgyk6h6YOIgI6tW336P6JXBIz8KxNy2623Ww3u/W1m9ePji9t08YMgKSRCKoO6E737z9661tvT9MUmfuupyAsHEJQM690azc3L7mEGA4PDnJJOVkisFxMLTCbWQgBhVNO/XJ1dPVodamvZmstpT9qG2yXTTPCwEXf/tYb9959f9zuiEiTEpIwu2eAzBQASg3RfILbVR3GM36dGBj5AgnlDqZGJAZg6NKwayYWBKOmhxhd1dwqDMcAmz4yUttECg3HFqRLhYoLcBvalUATLBct4Fq0aEmIjlg15OZqaoAgZurgzDGEOtmrLJYyI4Hmj00IDHs+rLvNTQ9wIPQ/f7o66My1JkIiCEFkdj+bQwUoOaARz7qbioMMUcAp6d78Y4CAVtQpV/U/XsyOLriWiMzUdN3R8TEzz3wtYXCFmoK116BWT+R+zmTfEVUy47mqnGZOHvSa+RUE6vbwBIVzTl5GBJzXHdekOYd6cXpcOQE4KLgDoQgdHKxE+Hx9rln3CV9VLTkredxdWIip1LRgECZ5HCzq5E5uyBxCaM3y8dEVMwCsU3p0J1OsSS6Pbf9QpxOQUhGRtm2naSIObOQWJSYkASQzKF7Ms+lUAIE8O0zTEFi6tp3GVByJpRQTYnBiJhaGGfBJxF6fbkraJm8CnD+6d//ByfNPP/vyi88vuwbcx3E3nJ986Y++OKY85QIoN64ek6Y3v/Ha+aOHz9y82bUiQo6XXJan6+nG5c9eO+5j28TVccZYxvEHf/AH//ZP/DULksFv3Lr54keeu/31146aBeKm6brl6iD3i00cY9NGCYtl557RS7HipWKIcNqVq0fHtC0PTtZIlExf+MizDWWfrgE4UZdV1knf/eDuqm+effqGpmSaSynn642aY2iPVvITP/7ZVRv82soux2nalVJQgqqN2W5eWWqeWi5lOiewKfvDBw+6tjt9+Gh9+sGjD7vzs/vH7Ut33n+nkVaYxrzJNikwYD9uYykJUbwooKHIvl9ePboE6ORo+8vwPhbNwBUAGNLnPvsDIojEZmLAw5TnHOhpbCWq8gfv3dvusmELLCj8zbe//av/4tde+eR/30TWYk5FOIzT0LZtKYVca5RvMVNzoPjNt969c//k0uqSowvDsqHPfOrl3fn7z9y6Cp7Vm+L8tdffONsMszLN6pvF8+2hHnz7OttrSl1FDP6HO+XfVcpyMcebhel/mchPRDfnEM7Pz7/6la+yJTCoTFxw2ANGse/7WqUwMziFEHLOHGhfdhLArHne7Xbr9bq2zPec3/29ff6E9D1Xl4tQKUWYCLkmNaiqudVRTyPi7rD3uRvCE9HTbl7cnWNTw1JmGv9sqnBGH7bEJgAAIABJREFUAP5zVTio5otmkurj1J4qPXwc6CiCiNzSa2++9sY3/ySXM6BkllOejg4vEVGI3JR+s9mUUjhwznk3jcMw4ERm3jTNnfvpzW+/HiO7Y1Zniqt+efWdp44OjkMIXdMcHt5KSfu46PsVcyyJkFbDUBApNpInOF4eEeUp6YJIQmfAVs4icAFlY8ROIETBcRojR3Az90hOXiK5xqigORUidrQC6ujF1FiVy5tvfePypWuxwbZbuK2EjleLp9zI1II0aECuIYhaAszFxzZIyQNidgxmxb00e80GICAaok/TMAatr6YQMoesSuSEaO5E8wii7DkSR4eHt25cP7p8xCzgtlmfiUjfrpqmYWIOjIAVW9yEWOneqt407fHxIix6wahYypiEIsbIJCW7NAFYHNyhxFDFqSgSc9oiRLfoGt1aYmfmtgHtrY5l7j24f/n42sHBwXZ77iMgsCsLRQEtk7Vt4+hIxpEd58tefXWbJtZLXc2LnWNNaAbp1PbqniejzOxgiNK2jdfoVoAKwZ12w2xSd6yHsakxs0NFoRuAhxCYqeRyccMxhyaGWgU6WOQw6lStGvWijwCV51DhxwCYc14ul02MiFWjDPX6wszAFNDNAQlNgWMAoGG3ixL6vq05KRIwRAas+eUZKZh7Ua3QaHcnM8Ka36R7HIWKsAh1bWMSqqsZ3dJuZznVzNRZnzZlzTkg6Zjv370LNeZWJDaSNUkb+r4/X69FhJhLygjAREy0ODysjeezR6eb800FV1f52pjS8dHlazduxoYH3YgEYVJNaFbKROY+Ta+9+eaDuw9aoIDgpvPS8yIkjRCTE6gEmcnWAIhz1Itd9F8VQogAeb/VEDHl4hRC0cIYkBglhMCFGm56L2aWAYkICAlYAHEsgKEH6YvLZnIgkrDAuCppQxiE1MyWLQKAlokF3Ew1Vf96SgUA3VTNg0RwVJsrcjNjnsFWhGzupqam5gRQaok/q77Bq0OZq5IfaofBRGS1WlWVoJpWwDmxl5xFxL0Q8QUBJoTIRNOU5kEcITOagYg4kiBpVaWpIpGbCVHtbAEJk7AErDE3ZkRgs6ijhr+mJwLWnObwKpzhq4Dm1e9Vd3UDgKrGJmYA2z+7Wcr4hP6+/oj2klkDBUXkC6xKjFE1EbNaMjMJcnC4ZGZzPXkwAEDJJTasmoU5Z2OCSqCqPXIirmly4MTUmCJTY7ouxZu4CDJOyfp+mZMjOdNclIcQU0pzDIJh3/XMcn6+BlB3CCGKhJwzIntGDDFIi8jErKpEpnlEMnQf00ihOTs5WyzazelJbW0IR3S3rCI0DrsY57m/V6IlMjOjM8Pk2Y+OjtpAfd++8ulPfO7TnyhpKm6IPgwDETvQlBVZhmG4fHwphh9gdCZH8AKs2L77wb1lgBtXDg18dB6dv/XGG23fX73y1A506/r088+/8+57OukB8Qi4VjgGHCedso2pAEmerGgi0kCQsgZuVC2I7MapjytWRPJGQmRuxZkbz4VCSBAxeBrWV2/cunS4moZdG1fjOB6slrmUo8PDnMaf+1s/cXZy98pf/1Tbiaa8HYdxmorpOClimKbddn2edyclpWHcTtM0bvz05ORjL94ojrJoPW82p3dPJ8slFd+MZSdhyXJ8b9M5mFpBFiR2UJ85fbCPVtl7HKvSzp0ZCeoRnW/duPpDr3yKqQKIGJy3m0EkpJREJJUC2rgHRAZNwOCWauihqaMKkDNzMUgp1Vt0jS0yMy2makEWD08evf/h/Y9/9BoYuuW+bT/98Zce3H6zCSCOY/Futfyz17+5HRIThRCYxAsAgVpxdglN1lJKQW68AEB5wuv5HU3xi68f+0P2ETM1FNKfMHvCE93Si2S070J5N2cJZSpte3jl6pWjvlktVswE6EwCADnnKQ0ppWEYdrvdMAxnp+thGFJK22EzA8rcwOeZf/WtxRiWy1UIYblchhAqULhuN7/9x3/0PVeXl5JrdEYVJoIbuT/uh1jxvSgQyclrKwPd9opyn78EcEX32n2pzXQArE2O/ZIgpL1tjxCxEOydebNaumIHiTDnFELou6NLR5dTmgzGGH216IgWAIBoKY3n99dqpajOEyKApIBmKcGURwkIghlMRBBtNw5TGR6c3++7ECWoqSUPIbSxb6QXahHj5cs3nn76OQfkEAM2Zw9vA4WuXTqE0B7evXPyrW+9/Zkf+GzfLQnRAzKWZauWd0iZBXIqgDlIaH0srgAkKCE0AKUL3cjJDIlawGY3mpzedVBzNFseLp+lpxCYELEqLGsG3Hp7/s57j/qltE237FaPHp4LX3rqKbzQSZsZATgUQAVUEUPK7k5ChNU97w5KFCpCvhajjM5oqhnR1JK7xRBYiBnUkloKoUFwM62XXQevD2y1Wr384kdv3LzaHC0Dt+SYhs3m/NRNwI+apk3qs5vODcDqGlI1dAEXV0kTNomUipkO27RZJzQwU4LGNLgHhI6QOTaMBJYjmAlnahHIZzOsCYU9jtNjDMOAAKCmRTMx1H5ehcppMQC/cJxf/LeUYqaVdMnMs6oKCMCZq8mZaa/puohYc9dxSsO0M3NmAaSihcitOnWBFICDEHPTNAcHB7z/ty58pTnnWSrmYKo1jRIukru8mJO5oUs1Rl8Ib2r8JHNVCDsKYkFDUFNDIwZSEEYHIqNAFBBYUIRqxnjbxtg2TduU2vxEIwRwddU0DaZl2u2k3QoFUjWzjGBTSVMyM/OSNCVNDp5yrj8qK1pyBnPNmdxGc3dN0yAxXnnqSr9Y3Ll7Z7PZmZcr166ujg6RUF3DrPGFvusAoGlaK3r+6Oz80WnkAKoIe3E6Is26tnlER0xASCKzgar+nTl0Easn0uazBt0hF8XQKIgzPVhvF03TBm7bJXVdIRl8MhAo1sfQLRa8D0IyEKAo3bI/OEICzAlCLM5pN2lOsYn1TI+hD/XEda+SyBhqgW7juJvJJABMDMDC7lCoVqJz8xsQZ/kycSUX1M8+S67VvP7GEWpykpmLhL1jfnZ9VHqnmSNYKflCcEhUk3FNpF5EGWEfokOAKPVEJgAJlDKmlKohVVUrUZWJjIqbqeaaDntxrteTer+p635x+j6763EvvPbOmaW+So8VaN/NlIY43/EACZEBkKs943GCbA0Q9eWyr5ECfd+ug+yDS7yiA0ouc1JZURMGFwe7sDsRiSkyR3BGkJzUDJgkSAOoIdRMDpNACGQKaiYcUVBEELlt291u2AvhMEh0YjcD5IqYKaUA2GLRWS7uCb1pgNbDVG26jCIsXOFjhH3fTNPYNWHmdcy3bQ0xHB5fXnSr3fsfljKVMlrRpmlcM7pFgYbYEbq2QyQgqeX82Rkte2HG/4e8N9u1LLvO9EYzm7XWbk4XbXbBTJLJRiJLKqFQhsuABV/4BVyPUBe+8GPUrZ/AQF3UrQ3DF+5tAQWVS1QDWgJFimQy+4zIiDhxmt2uZs45xvDF3PtEkJIs1TUPMgORkZGBk3uvvdaY//j/70cTBAMDQqccr69enbz9MAaXRT36IelsvjTAdT8kpniyTBkvL1czhOshmegU42osKzcNxdwkBeWTjz86O18+vH86ZSUKZsyuEdJu1q22edbOm7ab8o6JUxoioSmCGLIxQ4zROwcGwXvHNOs6HAZCJJ0i5S4Em/GixRAYAy8XDTmuCfo05dlsNo2jlj465tbPGheCv38+NwDi+4iDyjr6IFmZZ31RBS7SqnSjn6sW77thEiSt75fp67u5mdgdT9AACWbR/94/+eHq5nl08F/+F//5w4tTsRHZmXgjf327OTshAqruXFDWLKZVX8+IhUmPMC3EGqwGK6rs2A7NeoTAZoDIuRiy//Kr52P6bnTAaFLSvfPFt7/5JDDlXJBn/QS/+NWXasBgCFC9owZmKFaTy/m1Xg7AAPL3mVh+QyZ/PZ3/mmsF/z6x/NiE/WuVoSqlal7r9Xp3k0yslGxgOWVEEC1vJtNibE5OF/fu30NAcvXGjhX+fyRa1t4LyTmP47harabpIG8dnRT+t24uJwRmqiIOH2isoGBareF6gNLXX7yDeR/uswQ1j1MxAkRwBEXDAcTL9IZeTillgPr7zMBCaKpNhihWgXw+n4fgVXWaphcvXlhZvvX4g6aZGWW1XUppHMdpKmYQAnnXgla3EymBY2Y2JFosXEqlVkYdngSM7CUn6doYo0dEEtinXkrKsi+xja5TofHrmy+f/qyUslwuwXjss3NxNju7uHjwn/2LP9ys1tP4Zb8/nUZ3ujwDWvbDFGIbQ+lmy34/NEzFFRXtvABigY4mIUshMunUMGbhsSCqJ2w17UUzhyhZhv2+Ct+eWcDAkFR9CCmP+9XNJNF7v1rd3LxaNc3w4XfEIcAxtFUTZiHwvh8NscgAYKrO+4bJISoTBh+rMRURidEBhUgACVBVi49OLQEWdmiqzIYozM4HV2XmWttCx9PUNI5OIxoxUCllGHsTbtuz2tBUJBWwox0KCep21s262aO37p09PF2czMIyksB4s9m8utGsKaWPPvl4GEdHTU592ZVRywTWOIqkBk5DlmruMRW9CyIfIOtHpbAABAC4Yx7jsctARI4rdYOaNDx4TxGBK9SlBu0Ia9KCHZKpgVYKiJgqqEixOnMjU52/vfeAJCnjMYWR5SDZQkr1GwveE1F0vmp4TdeWXErORogGdASYCFhFNZrBsbNGEJlqRxtofXm5BkWZkUq139Y1CKowM7JHEVarvMIDCdsR0EGSV0DVQ1sbmLraMc1sxAQsOYFo6oeEh17JGsrULCDKzEmy3X32AQnAik4l44QGYqqr2zUwcfAKhJ4v7t9r27aYMpCJMGPJogKxbRUwxI45cGhUEYwO2fDj+wbsjBjIA3lAr8DFDiZqQjIod+8ygNDdTIsHQXbeLfZTmsRc071z//HFciGmrpuF2UyIgHC/329ub2MMNeOBIKhG3gGzj8GHUFSy2JSlqPoQcinkQjfrVAuaAgIaESMhCIhvY11ZxNiK5JSSSMk5TWmsuSZERwRGZoZgNYqNAFRLwpnJoGagzFDRwOpQWst3DPp9j1gPTWoAhyvW7rzaeJyM6/VfO87qgG6HRCqR1npgsUMAH5ABnaM2NsEHqjzlarlHNFUEdcfm+eMTWo+QtUOxrh6/qv/7Tgh/07FauWmqUq9Wgtf2xUNOFWpkUxFdLplQEbnmRczUTAwE6l8IXdfUg41z7mimseM3eHCo11QJM0tGBGJm7wITMXNsGhEOoWmadrfbNU0D4LtZZ1Z8YFVBUPYhpWP241gPTERt247jdGftY+fsALk5og7AVLMaqiaikqcBOQDYcrkchyGGgAZScpFkhlMaRaXt4n7fxxhyLs5HIOe8Xy6Xjx7Od1k++fwTM2AfRKTtWk1TyUnUfNOWbGpAzLX2VzOVTAiO0JuJSgktF7Tz09MYPQA0TczqIOdiwD5SbBHs0eN3SrLGdyopNzQ1Mc9mxcekYBzQNf2kk9LtZhCArm3LlLqmWyxaRpNin3z8+V/91c/W223T8R/+4T8/XcbtduORuuBEbZpqBQqqAhrG0C6X85zl1dXVvMEy6e9+/8OS9rnfO2athbpoAiY5z9tWVQsBIagKEwOAFOE6UUBSG2KX89STZ8HseDdpHxp39eLm8noPADkngEjEInZH3nojuGxw2JiaSX7w4NF/81//K8ahjLuz5VzyaISlALAXoVcvrx9evFO3VTXPoEVQFYDRDEHJzFUsqyozIhMI5pyJ+Zj/BiInoggEwM61v/rkCyMHyKWk4Ljx/p3Hb3nvUxZB9/yy//TL5+Bag4kRgwt1fW0gBsEQcsnELKUaZP4j24IQ4e8yvPz/G9DfmPrIFM1svV5fx3Eeed7Nl8tFiCFGP5vNuq5jJhFBNAAax/H2drXZbPq+X19tzDSlNA5DTrXgXIioCuRtO2Pmtm3n8/lsNmvb1jnHRH/8lz//LdTLkxWUIiqihMceNNOKrRdV09fvWTWyHjlijkm1pmBe34Wr1aneqEvJVVm5u7MTcQihug4MK2FKnXMxxjotDcNopnUD4sPJ+cWj87P7N+vNsZ3UW0DviQhQtG1DFsqSUetBQkspkrMKOIdIifAOq+esYefYVEpRM+UWHAMI9tMwjCND8C6IqGO378tmtwMgBcLN05frxRcvft42nQv+Zv/Lft8bv2tDu91umR0C45XzHIOP825Jnth20byHOTpxvhEtLc8EMoJnb8s2UCrcxMq/m4oSIJkBKTvB2oGQFUCzZMEC5LQasjyWkirhpZKUa1O0gRQZX736uhTvPYTgR8JhN6329P77fHLyqNLoKjKBCIHJezDIufRTUiRzjtWyQSrmFCaiWa28bJomhFAfS6pqokwcvAcSYiNADuYjowUfSUGRCaU6RlnVmJkQRNR57GbNxcXpyelieTYfIAdmnnUwFc2iCu8X/errZ103n83mnICaphCzlUhK6Del6drZNBYXHFMgwrsChTr71jxDNdyrloNAckiYvXnTUUR4Q1nMdxzPo/ZqZkZGiJX5DDWJ7IDVeyO4UwUP6Dcp45jHaRCpLE1DR4enOCIhEVJBIVQU8N4bI3qvudQ+JWRWkeMeA+AwmiAi2kHjl1q8VD8mxxQGEhIiE/IBOYlUU7olZY8sIg6rRdgjkRTLRerIpmpGhMhADOzUQAFyVmu4qE4pgUrOaR5jN1sOfeoa710M7GsV2DCNYDBMY/AtAqhIVklpREJmLEmJXFFIqcxOTs7v3yeierQBqcsTp6iKlAXGYZRpnY2LOaUIigXvmE2IAAoc0BcYybxCRGAFVSQwBTQRBdD6ptUuIT567epkP6WkiEB4dbO618y+/ulPt7vdZLq4/8C1zeL05BtPnnzvBz9YvXp5/fIlqKJlAs5p6vcbDGiexIqN43Zzm/e9FVGVvM25TPOuC44Ph4dDGAZEpBStIUUmns9aNZWSpzSJyL7f5jzllImYiAGZqyEFVVUAjUgrlxTM6kx86N6pEonCzc3tEXVTK/+05OyAK5qxqt2VYVstgaVkAEp5bNuI6A6XbX2xqkEYKyDYJOfapq5mhARqVLcyFTRT27TuaMh28PS/Aao8itmgqK8Lv+l4yhLJbz7yReRYIVSfCyZygGKYmWqp3vXaxlodO2osUggUEebzWYzhbtyvGno9y9Yv5xwCH+ucXIikKqSOHZCySAnejZydo+rDbNuQ0nDQnQBUMyA6R6oEqFzP3m84AV6DVslI8YiUJce1gJ4ANU170JEks4/GYNmcd5RdrtByD8iUUzJSQlNIr66/XiwWu/0YYnt69hAh7Pse2YFZ8I0Lbrvdtt1SNcemDbERhDEXoAhmQN4Es7CiF/AyydHu5dJmXagTycO+7wNMIsnNxgyINEx5td0WxC8++3IZZ5ubTZZJ0mD7bdIst7dj10xZdbsLIXz57Pn777+3OL3HCG2zGPbT1dU6nngo1My6exfn3lHs+PzsNKV9aGZkNGYB54HYhxaARLRM+ZOPfvIv/+V/9fnnn6tYTiYC+/1U0mBFcgYRE0QBNRRCckRm1LYnNRJQ7chmUkvL0JvoOMptgVSmMqbtPr1YbV+t1/5XPx+vx7fHsSc6YXKSe3L8Opnyd8yd5rxDK9OwPp1z1zGWMQY3lEzOFcHVzfb5y1e//8MPjjYrQipFMiKyOS1kwIZMzglZxozoq0ox5UQ1L4FcZ6iSxATMAAg///JpyhoIPbOp3Lu4iI2T6rgh/Hd//KPb1R6QVYwAo3OkYFjwOIyl2ucIr9Mapmj/GAxLTY7hPxbY8mu9oWDIZKWqDPTgwYP3Pzg/5j7zlMarqxER6jq6IkdzzrUq0XuPSLNZVyOe9fZyV2dbR0RDUtVaGrjf7zebjaqWlH87eSw1oWOAVo2halqVOyQgBAK0N1DWFaFy+EcVQjiafRWA8NBDdWw113LcRrsDEPRYB0VE5PxdPdsxxajeOyKapqlt2+C7tuEf/vCHf/bjr1Jx2+3GOY7RxRj2/a5DnDeRfZct7/pxKrnt5mYwTWkcpqbzPuIBviMwDGNoGikylYRmYMABTSHEaCYyaTefLbr5NE055/X61hyCJ0feLAvv2tPZdvNy6Hcvbn4x67rLm19IwVpC1jbdNz/4dvTz3Xqc9v50fnpycZ+B9sMVCzR+UVAbXGrggO1YrHU6C+gghOCmkgnM1GIMRQuS8sEXARw8MWaQSaZKHkAGFWXHYMjsvA/HLj1ou7DZ3YxTApyYAFUdxaTLfthpRT3VTnStnZuApNvt6vY2nNCJoVHCnIZ+7NOUzs6GeQuBQ03s1XenxhNDCGkcwADZiA2tmAmgimYAJQfEXNDYOYQjsMIRCDqPajmXIRdm10ERqC2ZUiQXBHKOnrz3zsNHj6ZpisqTkSAwGeYpJ418GhaLiZjRJZm6A6uO6mO4RgDv8iJHLZzuohB3u/I7V0TlWtxF5e4+BYgoUqSWftQrWVREkBgAtIhvYzfrqjIbY+NinC1QShIRk0JEBu7Yw8VMhLVpMxcppboRzKD20alIvX7oWJOsaHygLTKAItV6Sj2Cpw/RGkJH5kAzkbcilW5kioDmyM/aTsfRpKiCcx4qf9cF54MiKgGCB3aGCMiGKGqGpAZFcV+yR1IEI0bns5gKmhoaQkEzEFUi1roHmxQBpBRTJWQTvX/+KJm8vL1++M47zWKWVcTMM0vKZMDMSYwMU7H9mGUqm/WtGPWTJiFQUo4AwHUmN5BCAjwJgTpST4BFAYkYUEwOjQN1n6FVKa75SauowSRTRvfly6uT+w9frda3L54BEviQSx73kk37cTg/Ow0hfP3imUyJLBHw7e11linu1w9RBESn6fLyZV5vD13WDAh4ujx5eP9iOV8QAQI4IkRIY3Z8NP6ZEbGKIfrgyZwF305pGMc+pUmKqmrJBgDOsxQ0UB9eQ7sJUSs5D+FgEDRbrdboYBjGYRjkcJc2JDxEGQFr4ktNiwoZAx06RMRERLIISanpFDCrK2MirgO0iEzjVCT306AqntmKHqwhKoB89+zkyo8yvDvx/saW/I7HUh8Hd/aVu99WlXWi10Eu+nUhExFQ5Q3eix2GfgRims9nd3SjUgrggVlJdFyd1SVgKYh34epUt+SmOYbFockBdJx6ZuxmTS49YOVgFrVM6NiBB3IO6zr+ODcUVSOiQ90sUZGiqiD17FnhqtNqdS0touyQ0mwxQ3Op5P00IZHzEZjEkqR0s7plzsvlcujLx59/9PjxY+eaJOXk4qGaffTxr548eT/nAkCvXt2I4o//6if3Zs0Pv/9dYtrv9pe3qzRtEMjHtmRB5HHKAqm2FDvHZnoS0KCYiPe83+1c2yJiSiVlKdGKqY/tuBufXLwVHsJf/PWP+3Frm53ue+vPCgFynM0W77773u1q9e67bz9+fB9FVKCLMxVLbtAMRO1Pf/I3aZqQ6dHDByEyEztwwzQJwdXN3j+9ul1tNqudJ1KFTz/97KOPPnI+Qk5NS1dXa8/FEaZpAnDAvjJbgkMEUjVCYvZErkitGvRGqFqGaTOW6+cvfvLy8qv1eltkZ35rLrfhvUdPPjyRb4Q/ebHfHwrltBRE95tYETwqAAimxbRIHgPPnEmeCkIkxqymRp989sXlyyvnXc1Mq4phLpYAgCCoAiERincRCQtmAmRVUcsizM4OHbFKQDmLavXfuZeXr25Wm8VbHQGo2MX5xdnFaSkDIu+H8sf/4U9TNmQPCsTgnDuMxWQGxlR5nQa/IXz/XcDD3/Sx/AbR4W7k/sd9mZmPUcYMaE+fPu3XX8w8OXIxBmJq2xBjXCxmbdu2XTwUvpKvn7+ccyp5mqZxHIdhlFLW69s6u9dntxy1sFnbtW1bT8Vd29a2lt+uuRztMIdXj/ndugfRELCujSryoBIl795MBASiqkpWXwHW56rBncmw1nnUPaOZOe+Z2YfovWd2WYSZiQms9mQzABlAFmtnJ1MBKSlN9q0PfvDzX/7p5c1VbMkMmq7x0XHTYQJziB7ncQ5kISNRKaonC/+Ndx5MOW33eyTyPg7DOE4iRWddF4MbpwlNlRfTVECoja05y6Xsh51IMVAXK1g9S85qkMr4/GnftOFkEUJspnHYp820n6SoGjC755efvf34sSkEF9pmFr6ODO28u/DcCC5PFieOBKVEnpHC44X9ix98uNqP2/1msxUfcMnlxGsuGJWIHATXjzvC7MmJRQ+BmQgjE4MFRjHdEXaExnUBDug9m2WxkSAboEERlZxYSyIz0RxjYMdIBIYiOmW9Wr1KT29Ox9MY59GH3fb66vpaynIxf+908U4xkVw6XgKCGnpmsaKo15tX1KTZrs1hIoAifbYNY0zTiqmIHDRpJAEoCAzKDEFzYjTnVST1w55cUBFDMcrkUZIQ8fp2vVwmVSulB/AiJlaJuQ4qb0MAnBKTiB7brNRAAe9ywwCAoGiIfT9mKYAItXjzGOquldlSCkF1CCihMQOSIRAiSTEwNENVZPbALKA+eCcORAAcGBOSAamaVHuvAgEhOwIUPMDZEMBUchHNxcwOai4hAHkOQJaNAMA3wXmHBl3TrtdrhzJOk6uIFWMmZszVGyua7ViCVNM9ZHB4dZAYGcFSLjTnAz4OickT8mw+lyI+NKgIYuRJAazWoSMTcdvxqOgYKtMEi0OAkrL33gD7ftIsp2fnZJj7setmmIWiTsNYVNUqdElFZVxdt/PZW0/ec02QLPW7kCyERIgqRdOEXYeVhkH+5vaGSzsU2/SShlF0j2aIQKaAEJoQvBvGccp5GsY6pNYuJABjAkfkuGrWBEYIgqBAZMgCTonWm10IcdaEr7/8gsADkoqqKDqfVcb1akjjvAuz+exm2DusABnH7OxIOgRg9sGaFiSVcUT0MYYxDbuhd8G1MdaSbu+dDwTIoABIVp3qzIeCO0BkbtpZ085ymlIqecp76Zumadu2SFYzhVFNgSnlKeclUNG/AAAgAElEQVRC6NDQVJER1TEGIs02meJ2t3fgKuHIqoND7E5wBjBTNCVmV4pVVQWJQQRMkY0YRS1pWW8392MEVVDrt/uXLy6L5FTy/fv3VECK7PdDlRcNa3UAqqk7TMB2KA82AdAacDzO3nY0uRyaBVXxiD7Cw8ReYe2gYICEgHznqETTA4McsVIhGQm17hDERx+iB1RENoDqKDAozkeDDNVqBgZAKhlAVbyqlZwBIJUJEVn8mPYi0vfbXX8zm3UAJee+5DEEUhETMUYpuSoL3hPUlgw+UOfx8BEUMCGs9QZ10DcAx9SUPGGnz77+9PLFy8W95x9864dmPjayvr2Zpv00npqlpCvBm49/+cWTb7wHqM+efwoos+6MuHvrbShi1+ubH/2Pf3Zx7yFzu9nsurZNZehRPv74s9v1RhDeeu8tjnMEit6VYkTOTSm0zvsW0RwbgrkyY0IfHEY/X5z1U45de+L06uqFQARqx3EMvvnzv/zzWdO8/eTtpgtn83nLHhyJC59++vTi3vlquwKGdjZr2wUBIFjJhTxR4aYNpYxfP/8sevfg5PFisVguF2nKBOxjBmKm5ne/+wGQY3abze7Hf/GcHf3T3/9hDL7rYhr3FxcniFpSUkUAQuYiAqDOkYkSE6FTU+98kVL3+CJFc/782RefffHzB4+i4snZvVN2BdyQNXn/gO2eTYsxJfKtqoFyfVYAGhgfDNI1iVnVSDAkcMEb+6FA9A0GS2LAQdWNWf6X/+N/G9II3ABGsMxkYlrKZJCMUsXtAxq7gEBszKYEmcGBFCZAE9WMyGJaioChgmaUdT998tnTdx9+XywHBrPJAItQAfzq2fOvvvrKal8yIiF45xQU68JWFQjGXJS4Bj7JhOu2Cf5eyfzv8qi8aTG/W4fBm4UAd+QruCPto5U8AilS/sb7b3/w7tnMMQKqFtGUC5pZztPNaqPXWURKKQhYihJSyQWYKn+MiZDd/YePqw7rg7/bWlcClYoWKaZacvlt1MsZQbEuEQwZEdG90YZIWid0RCYDYOL62qlqPW/W4QTxkMuhg05zsKTznUeSERCpqrzsAMkqDa6mggwV0McGgZldVlVV7pMLhubOThbvvv39y5tPvKdxyrebtQuOWdC8paSSmxhFUte2MTYz4hiiFFndbMciFxf3z88vrq5vVEPOaRiTY3pw/56UPAzNPOJuu5NSwKyJTjWp5djQ+cX5ctYwwTAOYKhm4zSJKVjKOREjafERTk7ngJAlO+cnWzvvLzeXforMbuxL7mW5PHHko2/vnT/smoV3DaP78JvnP/id72EIzvkvv3yx3aS2OW3hWeOip0XwHVOYe4VsSyIdEHuLs+i5HfIoGbwVg5EpImj0DkHZNcFFxAN/LRcFMPDE3lfTkSNCMq0tIYCEzpANcrEhick49j2I7ERXaVKVQswCyswIVkrxjgFBVATzZ08/enGNi+tl8A2RlbS9evm1TXz/9MN33v4e++DQHRNpE5iT7EAY1EzLMG5cBwBzLclMBMZRd6RU1FSS94xohmosDojrmY+sgBYT0+Idqil79C7UoMKx+PewwKkJTgJWM+cjuynlDAhsJiqqBcjj0WpV6UMAClZx1IJMZlB50QYIQOw8OJc1gYkRA3gzwkOCBw2qjbUKGYpVolRBRAWTGgwCsENtyvEoq8bEJuKYi+rZg/sX9y6ur64//OCbr16+XF1f5qvbUozZgyKxY3JmBQBLKUQ1LXgI6FRjIRohoGOvVoCsm3W7cazldd45Jm6bborJ+dCEALkoO3SefQR21aGQU9qOEzTBUEUK1UMJwDRNvmvVJPdpGkdQ0ylTUGMB0WmcjNDYgfeTSmhni3vn8/kcALMUZmYgE8WaAQCwkvb729ChSjeNOqWSipa+H5Oud5MlLMMacq4sfUBFRt9FRDSRraooGKLzHlCLCDF6xyeLxfnJafCOEJ0TURAjAVYK2z6NQu8++ebVi2cyjc5CyQpcvyUtk6iVm+urd77/ncVydn1lRk4lFbOpTJTBqjyPROwVzDGDd6bimuCc60uC3Q6ZWx8MaZwyWj76NwiIiNEhSilWPKgNkkD0kBVkck2Y+swYHEXiCIDOL8nR6b3z6+tX2+0GrTimIiJQz96+W7TXm8umnS0Wp/2mz1lBa4zKC2Q1xYOkL2ogSgaoAlWfG6ZkQBHRTIrkVKZG+Zcff3yyOEUzNFjdbG5u11OeKpH9ZH7y6Sefra9vAEnBju2cVktLjyVjxkfHyTHDWs+ih/yqqtZfB8BqNMLjMHRQx4+rLIVKlQdG8Ey5NnQCqqmCeSbHLHman3SxcWYSQkxZVJWdyyUhCYCoFufYEZWiyJSzgWqppHNiBFdkMsiiY0ojYpjS1M6CCyY6TdN+nHYxzETKMOzZB1UgdmYCBqoJwIicFDWtXudaA5W10mAJio5SEjpSgSzji+sXP/vlX3/60Vd/8J/SH/3R0z/4Z/9cIW22X18+e/Xg/MSg/OyXfw5+//Szy5/8zZ9/+zvf/vyrX714+WLZPXjn7e983n65n3Q79eRC1rTZTsF1wYfF0jcE+3F0viG2m9vrGOdNdP1YyIgDaXLiAhgRSeTo2IrNEbOY7MY0yG692U75ObMLgfqh/2p1G0IoJbdtU8YJBg0hrIITkZwnBJ8mvbx82i7aq6uvCfXrLz/frFZIMFs0CtJYdI5zTn/4h//JW2+9NV/MxrGXnL0PIkrE3sPpvFl++A1kFqDNbvj401+8943HyzYymFpSrRQa8qE90v6AiatdVklyKSJDjVpqrdIFUrWc8/VtKmWRJr53fg9QUtq7qLGLSIthH6i0PrZDUlMwZXakKrVuxIAAs9Y9zfGuLFmK0aRO/emE5rzF1g3JxiL/3b/5tz/5m5+bC+DnGVpUJCigi91WVRm8QZ6MSCw5h4dilpobMcxTaU8WZljZdoI65lEJkEklFdH/9X//o3/2e99deDYSs2TgiD2a/9O/+MXl9RpoAcUQyDNHHwgJ0SmCA6v03sOa0BCtrsK56lVvCuRvjuOvf/731X8eAll3RQRvKOx3/168KRETAjoXVbhPRbNkGbIMatXvWq2kBgDMxMRd6x07USUH3nlytUHSqt1TVYtMIpLGVM8XdaCvnTmV+P7b6GOpP74mYL0BrwCrwmItxiCBYzOymQEBih6k8MP7rXUOt9dLygOI5ZCzIzugfEBVDQFACB07R4DMroktAHlVYJKipsPqdhMav5g/SCOiVyII7AxonETSVM2dpklF97u956Ftu/feu1f6KWVIOV9evrq6vh2nxM4PQ+8IncPtdte2YbO62e+tJJjPwXtIE4gAEwTPWmi3G4lMVGuACKgE9s65IaVpnEQKs5tSX0oxgikNIYSm6WLk7X6DiE3stMvq9hlovXl5ufry4b1Hy8Vytx36Xw1g6H17//6Dxw/fPTtfjkNP4eV2PUadF2lKttbPzr195517L2901W/KemdeGmjnpxeLphWh4Cg4i65qpuy4cdyxcwgFRYpNxdgwTAUNkajKS8hMtRqw2iuL5pwncBi9S1OvNjLPgLJpBmMAAzVURSsmYjp5EkYhUKAilkxBIQMqslPTnDOyurrJBFQwNeN6rGPbj9vVs9VinO/ShpkBLPW7V8++tgySTAq1zWw3+JRzscLmPDhHAKwZfWFSyMyoYNWNctd5dCeUH6JmBGrgnC8lGQB5pypEhIcudHvNfD3+qL+uItTr9A4EYmYl5wqhl2KIxI6Ia1e6pnJARKMYAYhKTWjVewoSHIJFeGDl1jlFVCTnXIqA7fa7R++8VUzRs2vi5atrIgKmWjPnnJum2mpZ1UWsZTRGqAgFDRALgaIBginMZrPFfLG9uhKRGuSoX0TIzCHGQiyEjj2zA6PKzVakAjiqqKKYOSJmbttGJJtFgAPb9NDiiqBVwCQsdqDVn13cOzk7NV+POsbO1f/N+iJW14SWbOSyaD9NoOi9X56erMYdMxkIIEFJkJKREddHgpIqMKjmkrKqARKhAqKWIlkzGKp557uudd5hQYHatsiGLuWhaea56Gq17bqTab+vuVpGZCQmmM2Xm5vbLjZnJ2dPncu5KmElZ+xmjY9Os4CgDw5nrQ/M0zRNU5zN7t27t11v+n3PsItnF7NZt75dCWZPDGpkRgjRz4CwSG8gAOB9ADYEKMCgWUGZvfeevJOcRYoooFII0fkQY8MA3rGBKCF5jm3Tzromz2LbXlzcH3fPzMiUgTwReuelPgVRTI0JmCMiK2o1TUcOojVjigDI5FXs1eX1s2fPVRCAdrv9br9XMHJ49eoqeP/xL3/lHZVSwIwAq+sVEOlQUAqGqAZwqPWpuQhCwEpzORQCaK0KleOiHA3oTZf2cbFUF1+IhMycUqkmtDq+F0nOoGv9w4cPprRnppQmZl+KikoIbjabGWQ4nn4R0XuXvUd0hgCq3vuS7chIxaZpNuscQ4gxAmRAwUO+R4mN+dAkKlqQoBQZh4RkKSVTBGARQbBcRCSrifNtKVKKghZCc55SSV89/eKLZy+ut8Pf/Oynu74/uQjb3Xa7Xo+78XS+UCsf/fIX/bTJOanpZ59/3s3neSz37p3Nu/jO22+ha7fD+NmXX2Lk1e3tq1cv3np08c33v+kwzePidr2fnczBgZdIACVNTB6AV2nvMRI4zXk7JSupz/uUhn0/iuni5PR0eSKA05j7fhyG/t4sllJa7zVN+/VARIjmmEvOKSXH7ur66uT8pG0eUUn71avL7W7etPfvXzy4fxrbcNKeV+upSJZSvOdSCpKb0lCKxNhYknrmklFH0e2+B8l9vwk4Q81vjoWE7kj4OTiUkKttkyv6tRo2DECr3w5xfbPRAsvZxXp9s1nd3t5eCk8+cGzOCM9e7oe+HwCW7L3lIpL+1hQqAK+bnmO3+PTTZ//6X/+33//ed3/n+99/+OB8moaPPvn83/0/f/bs2UtgzwC3u+nValjOYgxdcDOmE4NOJyTXAWYwQh+EGNRJAVQ/qRsS3WtOkrAjJyLc+SRFZEJrEBnR/eSvf7Hdp/lFo1RAVU1zHieDH//lR6otGAMaA3WhCd4zOJPCyAYKCpon1ALoAcCACqKhA3X/sOXjbxnP7B/vYgEAdAYkqcS2Hfr89dOXlgYTJTbDFJwRUYw+NjFE55ybzWYI7L3PuZhBaLhSWUvJqra6XaeUpikPwyAi3vv66HTsYqhlIX7WNADTb91crgaqVssU8bX/Fqu/Vg0JqC58CFEN6GBUMTj6Xt/EYMGxqO2uaKJGQokZANl7do6IAQkRuSJzkABIVXIqCJMZMrvAbjGb9cPkXFitxscPv9m1941RqCfypZCY820WMTAkR90slixNaAFotRrX603fZ/KUS9FciIOoNW3rHMWa0EGbtW7oByJyTEVK20ZmzHlSKQCSRRiInTezKU0pZWLpJyilABAzOaQi0rTRUBFRxMaxNwPnkIim0p+cnQKAZEGvpuVm/2LUtRZt56133pm+evXpavW1c3ExP3PUzGZLpJOuXa6m9fVLfbB8/DvfePTk8TLMZkOW1WbqBxsGCzo6F4gTy451710wlIbQCSMxkWNCxiBgYl6yMHNwrgmRj5ZrgULMRcGUAMl5IgJ2dfcNAIUAHAdAY0TvCOveWbNqERlzkTH74BVM87Cf0qhjkSYzMzsSQDMAZASuYhozO8Jcxhe3T3dllnTMkBl03G2effEFFtCEjpuzs/uus6IiCJ5Cw8EDTGO/myTj3i0eL7sLy6CCGA6Ru0MKsjqSD+XboGZFpeE6UMqBD3Egdxrja0hLHal/7RRah+b6t6rWtKyaZxd9zFAU0AWPjECoiCJC7BAJWdHAgLJoKWKqeNzO1yTjkSpbmQ1kiojsmIYppVyKmiI/u7ysEaVaS25aC9Zf7xgBwFN9VSGjJVRHLKZSPQFwaDxlYkOpXPZDr2SNeqgUFSDHRA6Z2TFS9TtSDBiipb4uWEophOidR1CTYioquZo1XXQ+eCB0MZQsoWkXZ2ftrBNVU6E7HFO9UYhOuaSUzbRWv/ZTmqm1PoQYiioxHhyepowmKGhAVrvUkVARqPI/CEFNwYSRqzpUJdV+Ggpa0Oi7eY3shtA1s9Oz+28nhc1qPesWaewheigCpov5/OHjx7u+J0djP+x2+9liGZou571znogrHrTkUlfepZRSBLwTJPIRQ3N2/5EombEhrfejKN+u9ouLVokRVAxM0RC9D7LvRYABcxImij5QVEInpXDw5F2FUNXaHWMk9ojO+1jbW6RaBIGUMDQxNk3bdm03n3fLWXe2mA8eXUm5lN5U8MBwUUQmCgiIKETesSfyCgDGBgjmCVEFmcJnn31lwKAw9HnsEwWCYjdXN02IpZQuzhSzIh2Rp/VkWz90eEADgL2m6B5v+sda73rRI0C5C1W/YX6tMOnDh7j+F2pwKBhGIqsMIfEeRMfz5cXJoru63R9N6sLMwdA5p6qA1QVub+pKNePKCM65nBIz6wEmg1dXV857NQnOVe6ymRkqWG3Q0wO0kTFPpXq+vPfsOCetjy3NIiJFswKNU8qp5JzActP4m/XN1Wq17vPtfoqXt0mn84s2NPjxLz96cHHvnffO1puVqK5X08lZu1qvr65vzs/P95ublPdNq20j7CGL7bc3p93FB++/9cUXT1PZfPbFT8+WXpcXn3/17H5+ZAwxIyGM/ZBTadtlOz9V45J0s1kjaBe9i/7xO+/q52VKA2jOWkQQCo673TQOTz58r+/7UvLl5atxvzk9Oe3aLoQYfAgheIe7xxdn9y5C2w773Tfee3K2WIJpjD40fspjngYTV5WNcZpqiZv3Wc0qcBMR0YQZjRigls0VE/EO01BXDXXxbkSljub1Zlwd/IdG38NCBkQP1bNIEEJ49PDxfh/ef/Lh2Pem0PfbbX91u73e72UY3MHWYaAqv0Yqef0zRToKj4ZjP4XYPHt+9eLyR3/yo/8XGcjBfj9lAaSARgL2P/z3/9P/9X/+310Xl8t5E+794pcf1elGSwFQYj+M9PJqWszbwDRvT0loUl8gYOjMHLHlwikrukCKYCAC63368vmr+/e/Lan3LiiYoQ2T//SLrw0JrBCDlJHDDJmMDu5NVTa1kooWQfRmoIAIZEBADJr/wSjnm6kqRPyPGh8NB6SAbAZjCPb40ZnHk8CeGYzlUGSjKppTSmmcblOaxqQKOWdVJeccu7rzVVHn4mI2P1+GOpPhcfy0mlyq9JFSfhvncjgMzW+sP2rRiatGQSIiAaw1Df5Yq3aYMqwgIhgKvKbS4ptbkZrJYmJyZobElU2LyERkCLXvDjSVUhxX7gc4Z+M4gtHt+pZpNuzh4sFb3/7mP/38+Z/ux35KQxZnEti7GLme2mez2Wa1zQKIcLvZqgAx5zJkBefYe1QFRItNM417UgKVcZiC92SUs5mJTZJTMtXZLCDR0OdSwPvkPacsRa30ygxEXE91gqX6f4uimtYkqyrkIjE2w5hKhtls1p60V9eX19fXc8YQ54Utlb2Ci9GFCCrDMPRp3O13g+P4zjtP0tm9nAsYSfGPHzTXqyl0fjfaPMzP7701jfYf/v3//Hv/5A8eLt91KmeNFp1KSacteUlaUmybEBpBniQXY2/SOWCGJjhm55gBSBW8b5kaIgfm6yVBGAiaIqTVuWS1nQbMqkUEKitRNJciopMYIZiSiGTvDn6DkovggT7N7O1wKVmBQg7YA5AITmIZQLL1RfZo4ENMKb+8HvZpNea0msbON11oHJWiqVhA/6g7++D84beKQsmCHRIdnqZv3GIObVYGYFroWNjOjCKiWuFwCExyZK8SkXMMZm+m0ADfAOwDEpI7Fp3mKQtBjZdiHaAAyXnQyhsBLaJSR8laqsOVen4XyDG0yjk+tttCCBEQBSxrQaaHj966vLw0MzRkxwpa4fGKcDiBOleLxiuEXA0LmBz86wgAKSXvfZGCCN77Q4eL1ghfHfJJRUrKMpXaK68KUhFlVhdEzlQBlNAcE5AHLYdnJEFsGx+aogJM0Yf7jx752CQt5L1qQYKaPGMiAJZUJJfaTZlSnqQomxFCtfpIrhFk02IKDk0ALE8lKRBg49CR896qSQMr9V0BiQ+0Gssi/ZQLcSbqxIjIOR/bplvMQzcPceaevCff+85+fXO9X718+fLy1fV2u2vatZoFjCrw9Nmr+WJ2evEwDc+YwHEwKKjA5CrsgtgXgWk7gikwb/tpKLDaT1PSWYwp2+ykm9/3yJMZAgqZAaMhETs1MMQi6lw0MxGQYqUcuP4HvA4ie2cAztV26tbEgJUQULKSVd7f/HT5anPlfAR0bTOfdctZtw8UrbGuS4allFJK1gNF1ExBYCJzBE6BrBKdkAi4qBI6NFvdbh17NXPMiAwFQhOji/vNvo3dsB9LLszIdLSaYP2UkZkpqBipFYMKahRVJTx86GqU4+gUr7z2AwWZiI5H6MPi1F5DGEEM8HglEwETGZQmxuXJrGl8G6OYHnp84XC6Xq1Wi0XTtVE0v3nGruaZ+ierqvNeUp6fzJ89XeecK0IHHCMcbomqCGjIZIa5iHOkqjlnIm9gIYR6zjcFZKzrMsAjqqZ+OEzT2A/jeLvZ9kn3Cb78ak8Rxrz/+OPPrm7W49An+V2lab1Zr7f50duPdvtE2Dz/+qpM48vLLz/81rvrzafOt/u+gL0yhY8+/mlO+uGHT37wu2/3++c//+s//ujjr56M34ptPGvcyXIpMLDn8wft2YUDD8Oo6/62bULT2igaWywypLRvWkgpI8Rxlzxrd9r1/RoR798/A9DFovvuh9+5OL+oJ/lSSslDE12fCrn49dPni9ni5OSkDS7nlCU3vvVNcwdNZhdKKUQu58LO18Z1RjS1JFnUFHgcekLIKW02ayu5SKkMSu8jHtW92jGIiKIKVuO7Upd1IcZ60FIVUzQVz94KzppTBBfc/PT07G16X9WNk/v4pTj+C1HWrEd83G+Mp8duCmQzcz6knACJkfspAaH0PbUz53wpYikB0260YVodkZ1agY7sIyMjBlX50Z/85Cc/+VXT+JNld3KycGH24tW66eb//kc/a7yeLE9O772lGk0YQNUUvUtqP/vV89///e+BLQ1EVFT1s69eXd/eVBKXmghmjqSeM7sKucvqCLBIDRrZQZmq6A7Tf0grR3hjKP+HGSx/+0+gQsxaBC0/efchyaqkcX3Tr9fr/bD1SocS6xB84LbtYte1bdd1sxBbVT05OT30CqmpSCkyjWm7Xve7PqW03m7HcRzHsZ7Pa8AkhADQ/fblPvG12HGXnX9d6gmuttMYwJts2v+PvDeNtSy77vvWtPc+59x731xzz83uZrM5NAkOEkkNkCzTkiiKliDBMBLFkSU4MJI4kZ1AsGEFCGBbNiLZ1gA7spjYQQzEpmTFEaLICiJRokYKJrs5imx2k6zuqup+9cY7nXP2sFY+7Puqm5aV5EO+sT49vKp6Ve++c8/Za63/+v3qzbSS7mv+6LX98hoXIySrd6xqSCFW3aiYCSpzerNKqla9FRpjrPd0LYYIQGQGCLI4Hx68/8lPf+F31zH2yXIqRBilmEViQoR1H4d+QKS9vT0vpMWGFRiSd0zEwzioAZiNaeCKE6tdxlxijN6TMMUxec8l2zLmtmnIhzRGYHHcahq9Fye1CQNDH4k4BK6qOXKcs6WUYywAhsQxLoehLObjsll578axdyKrVV9ymk5aNMtpGBb9lUuXxzEdnxw5DpcPrsZoR4e3D1++NZ3MJs0spVXTtIbiCYf+/BMf/+TB/tVHH3nsydfNMN88vXPqXdu2s4ZDtrIbxqcevrwe+3EczUpWm/mQEHcb3PFmmMXG4MOKseZ0kST4aeNg0jZNEMZimQmxCVtqXD1EzMzskOpSpKmhhOBDG1oL3omQEDsoY9fawDX0wVxpawgAxRRUbYNxjEiKaESKqD44UHCeyaEzIrOUSsp5zC6WfOnazna3BbmUvB7G2DWtUYOsOSdEYeZKTyVDIvbMUBQAiJEMKqxDRIZhADDP1Vxgr3n2awV+X1AdyDnZdJRftTWVCyRhdTqW+sTwzmWC0DbEhMwGYMRmgIAKiEVL0Rizma5WS2ZumsZ5Wa16EQnB2wYQoQxkImYWJh0wee8RcUzp4NKlo5svjTEy8Xq92p5t1RZj/d+aAagRyb0pExNVW2ptFjIBI1XtV413YyXu1QZGKTnliu6oViNCKjFvela5aM4pphxj8CGwaMnjOHSNFwTC+lqZeO+8NwBFbCZdN90icQWN2KWcGSyPsVY1OpZhXNdaBYnWq/VoOWL2s2nOJaZRHPrgnYxg1XkJ4sRKzspgaFAqFpCYK6i/IvEVFXGjVFADTblwLI7RfJ8zE2LJi2GcD0M2JvZCvDObTVt/cO3awdVrb672LMPVuu/H4fDo7kt3XnmkfXjvyrW4GIbV0kkAE+HgyJecENBLW1wqWOko6F0L5KPRiAIKjv0auJBNHVRPLJmRkPPehSDOG3DSaECqJVr1jlRarFTXTS0LEcWQS40VbdDlRizESMLkpe2m9QQJgEiuZBz6EnVgEmZhYhbvuCCYMBXVUgoUElyzMXEwU7CKwmowo3MhxxHRaUFEB0hgzkwd+dl09+jocDE/Q7Pd7a1h7PmCSq5akIkINdc0olaWo2qp7xGk6je1KsWs3yts1rnq3hEi8r0TeZ1vVZ8XQEV5vaaNh3XXo+zubbVtIMI6yiiqABRjns8XVnS1WG7NugoUf/XYRWSmRFQ1SJuwGRIY9v3QdZOco7DkUhidKSNIzvVkw0WBGJk9C4pUSXBBxHpXQCS4yNOXSshAx0RQUpV9bs9mTLJYrFUZkLtZPjlbfuozzw8LPT8dPvW5j/f9cHiy7Ac+fPl83etivgTM007U+v0DunxVF6sjGBaz6en2NDz95ssAcnZ++5XDo9X8ZjdNb3rTrrh+zHNzOOhpoeHxEgUAACAASURBVGjGR4vFeXrJN7OktIpHIF0auGmubu8J4Li7F3Z33XqdV4vlAw9dCy6wwP7OVkoZkR6cXjdVJD1bnuCKCEmICW21LihNWqeYIRcsBebzVbEi4rOp5spxp6qpQJTgRVyFQBBCQTQWByBFq4QHEaXkslz2ntFAU0oxxtWqzzkzuYpOrty2sqGcQCVyEFEupcacahrQOwFjJz4nw2ICXqFSnZnRVZ2eKSDzBc3TAPU1Vwia1o8rgrbMtidvetMbY4wvfOmFs/MF+oCEeVijePBipYDWstGQWGGNJChoaikDsVe1Uqw/XpjBLbmLkABdyfrJ+fz5574AWsQ5FybjiABeIQGzAg3D8H9+5Pf7MU08zyZN2/rptHv20y9oyaRJiREMWKCdZt/2wCiiauAECMbChLKZIlRAmRVTu0AbfTWG5UI6UCfH/+/ZlX/fb18cEX3uTXwg9C/evLk70YZw2nR7sz0JLggRkfc+l5JLNoSY8jim1XqcL/r5fMnuxRwT1u1pNUIQEUbyTpyHS1d3Wdh7LyLuAtZnZn/w+dtfe/lyrHPjTW/BLuhBtVm40ZXjZvmn1jFaifEbRiwhYl2Wvqio8FXFremGx2JKSFyH/ohAqIYXjnSrwClVrfNDAGAWBGzb5u4r5wASpL10+ZHZ5KrSUmkeUxnXMYohgg+EqHnVI5qVNF+ej+NYu5LdpGu7LjRhjBEIz8/PoShiJasRcWNgDAmYlBBAXTOxcVDVpGTGEgQBx8FMXYobZLWqEnowGIYxhMDsxphq7d11XYp5TNEMERRMS7KE2Tn0vikhasnjsBBGJi6mLx8NXTd96OFrKZaUVtOt2dUr9x8eHpeYz/tDcsLRrdcDo4MCT77x6qybiZw8cLATvBQdwbLqcrvbPT1bXD/wD3zHe+bzuQGenp6vVv35fLVapdkWbUkvjkzIbB0gUQiJYfAc2HmkhiaddyWOjQirmjXjUHl/XOdjzJJzRgJE9qE1lFwimAkzIxvUXZyK9IF7vpK6/g4IZqVYKSWplpSHXBBJkxpvDFRo1TbiEBB9cMZ49folyDAuV5cuX1aLxUK03XYSiEAVPQsSXhSQds+ec4/dufFD6oa5jgAbAbi92u2LcXN8TCk6z/fgxKrWhmBmTdPUFHt1fABg23brZY8AzrmSdbVcj0OUpiHk1WLhRFbzhXfOe7der0MI0+k0xjj0YwW6pZQmk8lysUKiSWiEOca4PJ/7Sbu7veNF6lNiiCm0naasqqlkH1zF2IWmXS+Wwk6IhZwVC+ID5xgHdJUTzwwbtCMzC3q4OOnQxRuSiWPJWkqVsNbelKUigGKKKXsSchDHIYtTLWCKaOykrLWU4pt2Op0RUczK3m9t7yaFZEVjFhe89zAWZimlxH4Y16OZbW1trWI/9P389FwmQTGjAagyuuClbdo5nvfrdUmDYEPOWRqrT7hSTYyoABmwAiNVcjdnA80FrG6WoBWLY0aXgyTNablarFfLy1dvXL52/3roh6RpWJwT9iEQkvfh/hsP7O/v7V92p+fnrpvMtrZ3D6488Mjj7//m9x0fvvyvf+nDN65fGUppp7ODbtov1nYjLbsTccEAYykS/O7uwdl8lXWjXVtpjinmOAQWT8ZmYphL2OSwqTJmwKB2fwGrT4o2Gt1qrgXkjQW0oq9IABShACMxi3NERK6OvILwQMTiAimDgpaN0RBKnfpTcAE9OvL9cpxNt61tAKhpp4YsLpQSQ5DIY+EEikikloNPSOBcE3y3mK8W86HxokZMwTQiMCIYFC216jZmArjIk2/WMUjVEDZ7Sq8mBvTeUItUN/mxi9ao1LaQ1tUNYiauADi6YLhsTacHB7uVwoaAwYVhiLVNvV4PjmU6nU6n01IiIlYjBAIXLsWgunadBOegmLnGHx+fmYH3oZSESEU1G5kSoCBwXd8Yx+JRUrZcXg3g1iCW9762bEUoND5mRmwEeYS44kwgoGZWgjBaESM1/8STj+QCy2W2LLu7trs/ufvFs7M5TGfNKy+fXr167XyxSCkP6zzp8sn5l/MXb6pmFO+b9bBaqE21iOXV6cm6a0blwZTjSMicQVYjlJyHPh6ekWJDYZILpZRqAIto90tfeW5YQxOwj7ScL6aT/d3dGwBRnElr0jIR5Zj6frCCgh4BHToDQrVxTFkHdt16TKfzOTMwGyFlwzFnX0cwzCiuDsutNgIMrO5aotapK7OIo6aPpagP3aT1BEZYxSagqptxJhIAjeM4jmMqeYMWujiLEHMu6r0Pvi2lLJfnzoFq9uyBvGoxjTkbMoNhipnIARAR1xvdPaw+Ys2q88Vcv9JF8xNPPPqf/5X/5Pkvf2lvb+8n/94/eP655//Kf/qfifjDw8OPfOS3VqvV3cOXgRjRSho5uBITshAZgKqO4ryZspMxjqqFvWgpIGwAi+UIRZtJmC96BAJjlKRQzBA4PPvpzz/78WcJzTsHgHXRYRwiiGNxJaVC7iu35//t3/vQfdeuTibN/t7u1tb2waVrp4vRUOoDFABIMxqiQfpqIuSr2pk/fub+6s+/puv6ak/93qihfoCIlh36AJpDw29505M3LhHGfuzLapWWq34xv3s2Pz+fz/u+TyUDEiA5F3xoJpPZ/sHudNpNJpMQAoJNJp2ZxTgyYM75/Px8HfNisTg8PFqv16vVahiGi3/6ka+9HMvFT4roq3HOFYrCbrMtB4qAapkAqpzZitpGtrw5tF/cZC+GR2i0eWNtuvKlZDVkYSE0KKAMUFS1aDZTRBTBlHIcIrOoapEx5mEc8tb21a7du3Tw0O3PfiEaEAIL1dIwJQVQQGNBIloPY86laYOWsurjekjsXCkFCccxMjGYalZmVCw5ZzVlUkQrRfuxlKwIltMojFagZnYQwAmXooQQo4kAIaDCapWZQRFqDmLoIwCId/UWEDywB8BkYApZPCEgowhi27b90CNA01G37WLEKbk8RpN++yB4Pzs5O+9jVh2sDCK2NZnltJ73i53Z1tHZian2fdrfO7h06fL58mQynSKMImF6NZRs1w4uIbr5vGcJfZ9bOjZbMU4Vxp12BEqDpRUtGxx3250t50VhHYs3csZMTiyDRc0J0Mwik5ETcRgzmgKjNEEcosdASEYRFRmlcnVq7Ls212rlZmCI6EWcbLSToEAiBCrsnHPC6sghWgRjYUYzKwhwePjy4eEtZt2/9MDB1YerqVpLdjVR+sdMH8xcowGVNQ73SIIICMC4iZ/W69s5Vy9v59wFzpyJCABTXIewOwwLM2ORXHLO0fuQcq63s5LASZh0s6bp+3Ecxnj3lVfa0My6SWWbBO9rrimXHCiMI8xms3EcclHnXBCXhkgADOh82Jpta8pWtG2aL33x+a7rzs/PiWhvb6+krFoqVuVtb37rO97xdt/K0R/eJYDA4iAGIELBApbKzu7uer3SFE2Vuc4AkS8+qj0SFtGcxTtjISdGagQpj6FpO3NkZgSCbAkRlEBrPaOquRRAFBInPqf6tkdmV7BAMfGOGMc0BrWipeSSxtwPgw++abvlqq9cEUspadQY8zjmxhhaQkUwy1FTTArcOHAefF1hBG69hA6IQLEeFQDVkAAQxV34pwkITWHs03lZlzik2EMpgFA0CYOmtF6Po1nfh5xziklzPpufIfEQY2gn4iXGWHJer9bXrlz9une868knH3vk8ccy0fNfvvlHn/nceD4PyCUXMxtLVkJU0FxSjEiYc9aiWopzhlAYWBjZ8b37JwKwCAoDAhOhkeZsanSRiKu7vEUN5MJO43xtQlZ4LSB6H8yQSIilNttZxIdAykUVVAlEVQ2LAZQCasWJFKNUTJGZBZEriknIXWhiC3tGEGZWUCSnlrumCb7b2b7E5BDASYeY0biUrFaqzhJAALQkRQACp1ZKQVUiFKyyC7s3NK0BD4cXD52NAgypFvNZc426VH0qAqRSxUqASKDmiLtJ04RgANW6y+zBcpAAVrxrmHR3Z99J8F7MtBQtGep2qxA5J1hq056bxq1Wy5Pj86aZ5JichBCaUjT4rpvM2qZrW8eMKSWW1DbTbEYsxuq85IxEWG8XMSZEJUIAECYmGSMCyOb5Sbo8P16c3W0QoqVRQcTuvnLo0CW1S3tbIlZiEYIcEypcu3bp7t3jlEvbAABtbQnSnDnmAs6blZEgFw2EsaTViItSkpkwe9e0saiWkseR2TmGIQ05o6E4hyXlmNYk5e7dKLiVc1r25zGOd+/evPXS89vbM6YkzV7XdV076bquaTphyVmYXUFmEzQ0IdDQp8Wtw69cvbEjrZmmbCUrZwOwDABYmJQAWA1s3DznqeaWqlWhVqLkANC7RsQTiTBSNcgYuDpFhwpqBh9C203MrJiWnOubwMxiSmY5xRLHZYxj3w99H7/85S9DJqYQQlCMsfQKDnHaryGlfAHz3qhwwV7NOQISaO0gGZAxAoLdvn37J378x+97+OH3v/9P/9Of/9DDD17/uZ//UAjdE088srW19a8+/OGSxr/4g//xerV8/E1P51SeffbZj/3+H1y5evlTzz5jWpRsf3v/8uUHT86Xt26+JN7XFQxiMvYxZS0qLkAarEQiUSpIYlrQiRCnktXIiFBBfKu5WCZQj+RODsdf/8gnUDMxmClxEXTjqKaEG+hG/Vbrq/3vISRedMqt6n//vxPL60u3edHqK8gGaQ2Sx3T7Dz72i6x3OiFHLUEjbiIeu4nb2hGRXecDMSMRoIgLJelydbJaLFcLyLlo1ppXqUFzqBY8boV5q53tznZDE+qoBJE+/wu3vnZ5LHVk8Jq+46YFQlQ9yQBgzjlTFSYtBRHQGKw+qjaZwXty0Nq2NLC6AsLMqaS2neRSo/w5l5Iy5BxLGmMcU4p1U41QnPhJt4WIW1u709n0K1/6CoCB+YcffOpjz3xEQhjGtW74QHiB1awx4mo4AhxLToqISTOzGpg4NmMA1gwxZkcsjZgqbjq85pwIEWBCpKgJHeVUiMF5NtV20uScHFOrpZQcvB9X43TWNU2z7FdVWVqjEbmoCLchCBswFdNsuYDmnBmwGKyirVZRfM1TLs6XCxFJMZdSbt55YTabEdF0e3e6u7WYL6ZbNJu2jLrXbU2ayep8aWqLxdp8WZWj/vDk5Oh0d2d/d+vg7HQ+7bam02nTNGnE0HVt63b3fd+f5EzjCgs0XoJwAzhsh8Uj1zpyav05OWo0hzBtrl5TbLYn7Hkk6XLOAomxqCEZN+I633gSNmjYNdwZKHII0pg5L56ZEQkxVyNgZYkTAKghsxALS/Ah+CY7R5DQueCcmEFGNK3xUBFBg7ZpnQsl9SmV9XogZDQUkZKthkzqnb9ekEj3zFabmziYgRXcjLOLFiMAL1JdYuJczcB57zdMprrliWpGjkXVvPcGULT4EGIefAiInGwIzZTWvRowSde0/TDmGPf29qDoYj6fTiaAeunStatXr52enq5XS+f9RX0rmpIXCV76OK6W663Z7Kmn3vAXfvgv3rl7uFycL87OLu3tdmG2WnyuLs0IVyMF3H/jvve9732//dGP/oc/8Od/5/c+qql847vf8+ynP/fJT36mYeFsjqTxYbGYXwzxkQoQVZsaEZGBgVpVfpL3mSCxmWMVKKhd5y/xVJkPj09Bi3esORHiZNr6xucx7uzu7e7uA6BjN4xJifxE8iYbTUU15exD0JRjSkWVvZvwjIimOztn6xXk5KdT0KwxMpqAoWbNUY0bx7PZ1IcQV2kwIR+IqjEBpK6iAnrXkM8AoGxEBEil+oPpq7Q1hg4EGpEQxEwP79yZbG2VmEqMqrnvV6YwprReniNZNlCDlBOQpjimcdi+Snlc/eHHfv/wlZf+7TMff/u73vV17/y6b/mGb/xf/8WHP/obv973KwVb9T0wxdVWXJ6XnJnZYjJVJiri+xgVzZiaZlZjXZszKAEygmFN0GkGtVz32NQMa2oZAIzrFczVSWAFCFGAHDM5M8N7jWe8YJ+QIRIwAiDXwlXVoIhzSCTIwM6wFpx0EQYiUMipXHAOCYjBUFwDoLOt7clku22nTA7ApltTMyNLOadhGMaxL5ZKRmbHgqZgpQAQY1M0KhCYQbV9MddmZymFWTZlIiIB1u2OTb+8+k2JAKAaAJkZWL0IgFY798HBQdM0ZtZ207ZdetfCRFSBCXd29of1wjlvBkK+kkC0IDsn4onAOxGHhKFkaaeTo6Pj7e0d1SYOZwal6yY55+Dbtm1DE0JwRCAiLnjnfFYQ8cNSnWdEL8Ip5XoK8t6PcZ3SQIw5DeNI45hj7fpqJBhbiQ3ZYGY+7u/4559/0XK2bFaWbKOl5AiCk6aLTShtK9AX5tIECcGJ8+IkFxNpNKPB7tmpLla6v3+J2RPCOGg/ljHlEGbSILaT1WqFzC6EMUGNMiAV9NSn8y5sQclIw5hPAbOh6+PAy/kQzzjsV9yeKTrnGMX7EEJwzk2nW/t7+22YsWyFdm97T3yXh3QkAs4LoEdF0qyqpliAmHwgQaRSNkeIlEsp5hBRoagpuPUYDcqqX6l6x7gR5iIWzcxuM2gnBGBBVDUxxdDUgCsiBt3sFaSUAeCl28fBw0MPPbRajqQCYMkGGMqqr5s0SCiIrIp/wgHUgOzCrQxm6CScn84B3Sc/9sx3fuu3Xru0M/Tnn/rkx0nC0299++NPPK6Wr17dv//6JSt7z378k7/2a7/mnHvDU69/73vf86lnn1HT3e3ZT//Mj08m20Ov//3P/w+/9qv/x+seffhP/alv+8qLL3/sY//29O7JpauX16s5u5iU1AqqmUbnyExLHtj5UjJoMVMgJ56LFihqLMBBx5G8lDwwUVE0sJILWC2WEYAViUoB+v/njPjqUf6P/6IMzgDne5fjt7//jQ4ClTkVWq10fv7Kcy/cMQra68nJaj1AKQAAucAwQBNABDq/v72z632zv3f5+rWdJnSTbqttp8J+HEfN7WK5XCwXfd+vFscn6/VqtZqvll+L/XKkuuC5KS03OaSLbXrmC9wKXrAlEJGQalTLaANl0ZJtU7oVzVCsqBbNqFxKUbViqmpEp8TsXGARQHSucc41jd/hrQpJd84zSl0xRcBi1vfLrOMQ+9C5ne0rjd8eS28GIvf4o5sYWSmGwLkUMMw95AymCQl94FzyGJMqEBRmJHSGspyvmMA5ZhGEAsW89168qgl7YpttkWopuTRNS2gsiGCd90W5bUKzf5BzTim2bQOgIjIMIwCxMCJ575iwH4cxK7IDhBSjqXUhAGYDGiOpliHGcdTpzAMUIuqHnPA8Zw2rM2FXUt7Z3jYYcsyHd3E23Y1jYvJDP8bcYw+z6XRZ5mWZ12kNyi++cPPGtetNE7RIzjD0q8df90jwAVW3JpP6dO6H07g4urK9833vf08BWazX8/n52dl8jNAPNhS+uttMXC6WBFUwB1ZgR0QGGJhbF7pWtqdT75qU4pATAathKaq5SKiKeEBUJkAgU6vPaSEBBc2myUyMmJgYQHMuFXlez/GmYEUZKMes2cQFJs/ktICmTCRaEmJ7UcFDrQMr7aSqBEHNUM1wQ/aAe0tFNWsOOefql71AK76agakUFBEZVtmMN5AB71f9um2nt19++erlGyI+uGYcx3GMpRTvfRxHRtrd3Rn64amnnvi2b/u2Bx548PkXXvjiF1947rnnxpgWi4WIy1lZeBgGxyJd943vfe+7vv7r/7df+td/9vu+96nXP7mztxeH4cWbd47v3r1z5xYhMZOwvP3d7/72P/O+/+mf/bPHHnvs8uXLjz322OtD+7rXP9m47rnPfGHazS7tH9x86WaMEZGcI2YWcPf8prXerusfBSyBTSbt/rUr2VJ7sMOtG3PcFgJQQhYmQdQ4pmGoHUFmHsEu7+/7tgEiIs55AKFqkM9mUYsP3oegYENOsWRDIORCMOR8uloksyHnBObQCJTAvDADlBSTUhoHK4nAmLmwA+KKumRmFeLQlqxmQCKI6L2wFxTOWooWACi5WC4VWmngmECz5myACgCasmNxAVNfgmmfxjLGNC7XK2Uf1DAlGlYIOUMaX1it5yeHu7tbB3vb3dbsF3/xX/7GR3/z0Yceuf3lF4+PDk+Oj1NKMUVFawL356dx7NEgjRGKCrHu7YjZuqQerXqmaz1GFQKoaqBIpKUYGQPf631sACKEddpT9fZ20djb6KhUCaXuUFwEPAyZhGQjoQciqkg5IKrvLFPKJozei3hEAvCMZGqoXC0TVBuaBkXBkAgIkPt1LAWIPaEReQBgcMzg3KRpopZUM4c5RjAQaooVxLCZzBjU5R2mei5HsIJkTDUGU52m7uK9ZpugPbMBOCfVwstM3gtoCSF0Xbe1tQUARHXaxjEmAIpjUkUGsaIM7EhKyYTcNkENRVxdynSOBczUh2D9egSgGzfuv3u4ElnlLE3TDcOK2FiAGYEU0FCQCwIoEpplYmSmun6xaVoxGJSNHjsnLZizlKKqmRidx2kn05a2O8U16Ay0HDsay2geIbBNAouJB0jr8cHX8/5BY9pfvXLp7OywZB2HDGC5ZKaQFRExxmLmcpKcfAhbaMV5QgLx2nU+xZEJusYNY0pGzvGYSskFQNGxFD+sVoJhHFcK61R6sokI9eMauU+ZsNIdDAyGbKiJxoSqenoqr7wSAGRMIm67FPzEs4eNVyJtmqZppm275Z1jYideJATfJqyar428FVnqRYiMYmRA49n69OxkHPsmSD9EZqjrCGBVKl+YWcSZQc4ZDIQrogOQgIhMdUjJagDMQAtUk7H3noFzUTO3Hba3dydxDHdWi02f+KsUOQrAG5IX2qsuekUA9BwY/bguJN38bP7gA1enk+ahRx46Ojn/8ksvfmNwZvk97/n60+NXdrZmWhYpno9jJU4ppDzZ3vuvfuRHf+Pf/M4v/atffOz1b/gv/tpfvfvyS/ddv/zmN7/OUD/wgR/76Z/9mQ9+8LumHfydv/N3dWhBC6J+8Hu/68b1/Q//L//ydY89enDl6ryPQy6f/cxnaj1zdHjimlB01TTTUkx4THElaENucsloIOSzZjOuCIRSs/6gf2JW/DX88v/HEzl+dUL9VU8kQD3pEKildPrirWf3pre2uhJEfMD9K27nYLfifYn3AEmzpaJaYL0eY0zeN2iA0I/j+vDwxZs3VylCSjaOhZDMWsEtcc75xrvgA4eGt3f8o+3eM1+Br8V+eW2YXwDO7CL6i0h078dcTUE5Z2Eex4GRSilxvVYzQ8g5ppJzSf04pjwys3hm5kmzFSozxbmmadSwdlXL5vLgzTsDi1bkMyYSJrKcEyEXsLtHh8vVufdt1013dy89+ugTz3721nSrXa9Gw015WB2/WgqAaSEnHoBdQ+M4qqlIo5ZiHomopAxAxFJjGlWTboUQMaU49EkEQmiD87H0zN45N2Ixy8DgmIahz+uxFFivB2erGlA2IkTL2cyAGRSAGWMUADbCXEizJi2CPPYZwUipACO5GEcicg6HvgCq89BNfNESGvYijZPMYJbOzo4QiNCv+2HSba/79WSylWHQErcbbqCxYsYaU77/wfvAFFiHcbVcjmDJqB9zv16sLeP21uVxzER0dT8IZ5T2bDHed3mnfehaTGW9KmfLdPPW4WTGjosnUkPP4Bh0I0VjQbSiJY3DmrFxpRgpEzE7X4s3xM0+HgKKSCVQoxnV0buIE+99GC/yEarKYBdea2Rmg3q2qMtmIkTBN03TqoZKKIsx1rN1fYTXv/vaFNar+y6blAsIs2MG3WSvAaCKf0MIKcXKx72YFwEixhjrZ+oXH4ZhZ2d3Mpnef//9zCEu+xr6bZs2aTk7O2tCk1Ncr9dvfMNTf/kv/6Wf/MmffPTRR3d29r7929/3gQ984Pj45MO/8Au3b78cY3SGTWgw6Xe+//1PPPb43/5bf6udTb/7ez4YnH/LU288Pj4e1ukd73jHpz/dLhfz+fz02rVr3/ot3/I3/vpf393dvX79+tHR0Qc+8IGP/NbvfPQ3f+v6jQemof3B/+gvPPzgQ//wZ37qdHHG/dp7YWbPzCIbW+ImTGSb7X2iK9evP3qwd+eVW3Fci5bjVw4BYej7ZiK1YaM5eaGUYvX4iojzfhgjI4l474trm1oJXb129YGHH54v5ovV8nw+32o6AxARBVyv16t+XA1r9r6ZTtJqOa56TNFy3gCrSwLyerFW2wW3FBFximg5FwBGaruJGlgxx5JyWg3r9SoWBGSq3MQyJiilOvVMBHIPkHPSEIIhlDK/tH9pNp2WEIZxoedjERTCHIesRbxPwzr267ULJ3fvHmxtWR5f+MIfHb58M2q+7+FHXnnlzsu3bq1Oz9er5cnJXR1HbAKYMpRGaH26hGKaEhYDkVJmphqHAWiz2KCqpsUQDYyJX5vgxItQ9qs8Wdo4eDYsETPTinIzA0NFEa5hLRGpch8fnKuYFwWs58+idemqaToiGNZ96CaTra1L+7sp5azMJDnn1WoZU2+mBGxaY+9GRCml5XJ9enrmmGr3GjYL/1JKNkPvW8LWTJkYzEopR0cnxcruzsGGOloUrNS6t2iqXI5iiYhKyVqymiK+mj2rtV9KlSUjVEel3hERaDEz5xwApFicI1VjYlWjmiM3YhLGMplMWACN7iG0763EeC+Qc1Eg5JOTQ++atu1ymYNR2Szg1lUUNSilaCW451JMCwDlpGRZlcZxyCURsRZEpGr4YqZhjASMyJs1UC2q0Xu8dmXvgUvXA+7cGV9GN9+a0iMPbW9Ntmbbx4e3X5qEZndruliNN27MfKPdRBbzMwRogmd2zjW5WM6wWCxC487P0yuv6PHJ+XzRPProToy9FgrtVmjCsD4RgdiPOScFRAmOCQzQCYMQwizMIF86OyrtdC/bsO4hjthIyLmoGbANQ3/RsxBCAjNEFkHVFFOP5HZ2rsdc1n0+X5wvMQobAgxjGaNpUUZxLnTddGu2K+S9AfmtYwAAIABJREFU9zs7O7Nu4r0XNxE3ESQnrlLJDTSmgYWrHrleunVyomr1RK5qlcBiquOgdeRSgYci7gKiVyFXwOxSzkSUUlmtloYZ0GLOcfR9HyvN8zWynH/Hc1lqatoMqfbS2J2eLM1YB/XOb23P7rv/+o/9N3/zU5977u//d3+/oM12d775m7/pl3/xX3zTe99zsN/t7LT9mMWhmoLIlcs3nn7Lm3/+H3/o9O7y947/4O3v+ug3fcN7nv/iZ2+9ePOffujn/uu/ceXd73nHdCZ7u919N3a+8PmVMB9cOvhLP/wDw2r9m//Xr/7Af/Bd6LZOl/21Bx/66Z/5qR/6wT+3PIs/9qN/cxjWk8ns+7//A4d37zz60I2jV146PX758KxZLZZfev7LZpbMNlvTQICmRv/OuXyTL68CvHuWD0T7k8/lrznGX4y97Z6HAw26HJMTRwizrRC8Ea7AUA2ssGGuGVFGh8ixjERSSmka7DoZhgVLIYLQ4UOPXl+vWuFpyX4YihXJWdPQDsPQ9/16fT5fLfMaQrOn0ALsfO35PglrwMtqEgARAFMqF7xlrfLbnFPRki+OQXViEripj3/nu4Y3WsP6/NisThvek0vlpFVwYxcZJ672ECIAyKiAZmpVGyEigMgWrl663vru9GQYOt7eufzWp77xKy9+vh/vCFrBKgyzfh2JoBQlVhY0HFS1mIAHAhzSMucCaGjgA6mmAgkBVIEZiWTVZwD0vhvLGM2GEnMe2s4tjtbCiAhtYBzMLDE5QuhaBwZFYypJGTa9sU1+DYSJkIzUBQMkigaALQW14r1DpgKFPTpFpz7nFIRZ2IqaZlINIt6JkaaSskIeSz/ohc9PT1fLppF+fqLcWknHi+P18nTWdc2kxLh+ZX4UwpSy0xynl1pm98kvfyJnC6GbzxezxcyxA0BhHvrz1l/d27ov2emo2jU0nXRTN+mKm3awWn961Y+EsuMe5hQpTIux+HYdyjaJqGvGVgAtg1rowo2sLJMdaxADa2+enBmbTRTUdy7GBQtnasjtkpOCRmJoxDJR6wQxNH7o+1IWBgXMqJugJzfFnFWJohScWpACfm09NNAUQPHBFIhIFJ2hIBlaVR56jKbQcmtQEKIjZCwclxIXDTOOsfNlp+FI56W0RA2ZZ+gQQgUP5jICFbVEIGzswDvsYm97u91kmk9PTxjLE294dLDhDz/xzHS7o5IX8/mklafe8eZ3v+frf+Lv/u2bN2+y5R/5kf/ymWc+7kN4+um3fdM3vOuVu8dn5/PPfubjZMN3f/8Hgm9/9p/8Q2gsczo6P9y/vPUrv/JL73z721//+I1bt2699S0ffOnmzVLK9Ss3PvRP/tG0CwyWh54Jbt++9cILz7340ss3rt3/o3/tr/b98MiDN65d2l6tjtlGHdQ4onDbBNokFLSqiABADBCzTsRf3aPV+UE7zefz84KBXF+ircbpkNUsGWWDgg4oKBAYpRgb51Xs7vyw8831KzeOzhfrcSFbDz309JNOxBMzEAkDAjGXoggw9vFLX3zh+S8894XPfb4/TSw0RgNNgllLBgxIjiSEEMjUct+AYh6J0U9CF5ppN5l1k7uHh6974vFHH3/s8OjoV371VwmsYykxEUKxwlbUTFEBIeTzmJMpFOI+9t636jWNq3kZhDm45r4r92UAP5kogCLmkk3zOA6pn4vwvPRN6IxC5i233S2p05BLXg8pDXF0HhMSOjTkVRoXw5q8N1NwaISJ0Vsf44iECXCMedI5yOg5mJkwlpTqGdAhiYipOSIz8yL1wVeAjCimQRwpGpNDYGAABhJ2wdUba7XNigvON148ZiVkQciaCTbnQ1GlHNHMmQawBqAe3IVMIRWIHNBzEJEUU9X3EGNWhVpdJ2FCAiOwEHzbBIfNqHkkXaUxpSQGooCloAvWDWVMIFMgA2IUs6yOTVNuBdnALBtjyjl4ijll0JiikNOigo7Rr2OfNLbYdjLJaXQsKRZynoBnk91WWtfyVCYEDVNwTSIHRoYpBmnGZepHKETOizcBTY3zqsVKFsKiMPYFkiDban1+fvLKjRsPakwaV7E/xlLGeRxjhg5zTMM4OkXEIiD90Iv4jbjRymq5MNAKJ2XCUrRm7SyBQlvYEp8Xkn4dWzdz2u20l7fvywe7jeVxZ0Fml+87OO0fXxjkrrlhypAXnd8e++xP+uXRCw87XK5i1+FszJ/5zWdmVyc0MTfzo44wb0xtd1+6bnCUbWz782U/9D6cNyHM+4GF28nUFEspUmA69ZRHUhBmIhz6jig3Mnau882DZTZnHpeL85KBbHfadUW79bAihm46HYaxHyLVRWUrydZAboh3tRyAUcm90inKaGouTIvyKIe+nRBwQjlbv5SzlQz2Egl7JnFCmrFp9i9fudq0DqHte750RdbxOXCtUKuFvffArgAjiSmVUpcCCJTJHAIAlJyKFiZixVFxUADQtuRm3ifpSoaCmQFxe2c3F4o6oo3gGqBCwjFFAwQqgICKoHW4ZICJ1AGAggKbIhiaaxGpZ16BHV++dukPP7565pnnfvof/BSJk0Lj0dmbn3zj1s7el+7cfReH9773Ox588C2/+7u/M4y95QhYLl3ePV+NR/N59i3k9cd/73ff/11/5vD2S2TmMHeYL3Vdp+38dnrnm/70c89/GDC/6Q0Pf/HTn5pOQlwuLNI//+f/82/99h+6sJPS8of/3J9/8pHH3vTUWz72sU8Edt/z3d/xq//mfwfMT7/96Xe+8+3PfOpWHvFnf+Yfv/DFLyGKldoAr7n5ZPAqeeyrORy6+XOGpvrHW+YXHQGGDbRhQ0uHe4xJqzuzvbHLwMAtw0Rtb54bF6Z+q9FhhbBUpAIl5WxqKZFpFsfiWK2EVoQ3dovF/BUEjuWEkNqAMSYfiHfAtLESivWqyUyEV84vAb72+uXDMIxjjDHmnGOMZaON2BRMbeNDCE3TTKdb4qR2qOnC06bpVS3LRRdk8wOuEV4R/5qNH77XH9qMcYFEXM4JAL0LKaVKYnHOiThEUqOtbkuET45edM4B2IMPPHywd/nO3eMxrisNOqVkVswoBF80q2r94ilnJM45m0HbeASt7c8aP0aEEHjTwVI1wJyTMI6peM8iGMekaiZEhJnrTVpMDYUJvQ9eBI+Pj4N3IjKO43QiOaXaYjSDkoHYB/EsULJZsZhQwSbTSdJMJqqQ0xijsrGQQyxZswQJvqpjyAuMMZdSgqueOY1jJrDUF80lwUAIabUIgRLFm+c3S64xDXTSTCetC3tF16fnp+v16EOTYvFezJfT4+P1et22rg22WPaeeRzPdnangWcam8sH9404dzO878bB2enidPmVo8Pzpp2RBABuOL/zLfdn0/m6DMOArVuuh72DAwkz52bXdrYNSCKixoBx1sB6SFhK50kgY86kxsAeXEYF1VIQFQmZgMGIjMnYwDAyO8kDCPmcARNhgn653NkviCqOgisgWlJ0Rp3j3gZRAaLOtYNkiAkRnSJYBhtEOYg0XGYBneMQHELanrV248rx+ThmLqaIWoFZSJv1PNpQ31Q11xPVcrkcxyHFeH52hqpPP/30Y4+//qWXXjo5Pv2d3/7o2972lu/4zm//ib//E0cnx/fdf98P/dAPrVbrX/7lX37HO9/57ne/9/7773/d46//3B/90WOPPXRpf+vO7Tv/4899KLStGn73934vi/vCc8+H0K6H8XWPPLy9vf2ZT33qypUrDz/06DOfeObo+DjHeP3aje/7/u+/c+flde6vX7vv9HT5yCMPffQjv/3Siy++7tFHmtD2q4GI0UhN65xHVe/lem3Dn0Yt4NgH5xGga9t+3TOzmqU0omExA0IXmr5fqdn+/r73crRc5Zwre6TEZBy0KKixSHWSjevB2AWWmmNDKt1kcnT36NaLt/t+nVIpRXPORfNyvTqAbTWozgERYWERIUYFKCWiESLv7e088brH3vqWt52fnv36r//6Zz7z2edeeH419GZqAOM45jgy8wbLbmZQgDDmVOPOAGZKSOYdH+zv3b59u5RUxgGZkN0eXp7MZqFpAHF+fnp+foaojQ/bs+39/Z2S0/0PP/LGt731C195/nR+VtogwzrPz5omhK5JqkbovbCjkpGBkMio4rEll9x4jznnEtVyViJBMGMWj87MhLhC2J1IyllVd3Z3SynEnIpmU+d8nUwiANjGUGRkTja0uM1tlrDuA9VoeclaCVNVsMUAY98jouaSU04pxSHVBowBqAICiVDTNE6anJKBGkHDbEBZi29a0IJmlrNzvgmdQ2pdUxxNcypZHdC4XJVcnAvrdVqVdRsmiFiKzufzu3fvMvP3fPDPNsEv5vNbL91aLBbrfu2845KaplGzvu/btu37cbFYnJ2vF6v/m7w3j/Xtuu771rD3PsNvuOObOZMiKY6iZIoaHEuKJctjItdC60iOk7YB0gJtjCIt2iJF2gR2jCZ1G9dJExeWk7pxYdeTnCZt5NiSLWukSEkkRYkzHx/feOffdIa991qrf5x7acYpkhTIf3p4ePcC774/Hs75nb3OWt/1+Szufcvdj777XUTYds3Owc6inVVVmM2PxDsf1kMxBnGiZFSEulp2c+FChDoB9CFZZgVJvXMoGlUlZyHHkq1tW0dl7aurOxf9CJT7VTyMtsrYKGm0Rco9NU5jzypOkR2gZKdKKQEQs0+QkY0YnWMxE8lD29DMiIGBwLQgRsfEaqhNyuLG9eS2lSZAyLyaHR2oVqNJSWjB+VFdb65LWdZmZrEtXGUZj/bmjpk9tGmuIS/7ebeIUZJEadrlqAqjsl7OZ93ymnPGDKDdfDEnDhINAs4Xcx9Cs5LYV8EXRVEicRZpmrbrljmjmNRCdU2WtfIlORKBPu4DWFUTMznXTSZclQUAOWLnEHjcNFltLeXR7Gi1sTZGjIjS9y2z1BUDbYsIGIlISitUCkxioLlFdr1kM4rzxWz5GhKAjTTXRVE9+bWLOTdFMRpVOBqNmd2onm5sbBehds4XoSJ23jsEMBXT7JBUApgLwRlkRfJu0qxsZ2dvPFovi5J9BSYp9cfPAkDVYwQQIpoooA3+8WEHZZAlgxwDZo8BnapErm27btU+9PZH63r8+pVrq67fny+KosoiV2/sPPbu98wWqxu7+/V4+ku/9Muf//znwPIHv+eDhjqEtZrVPHar4FzMOl8tXagUeGPr9Hd/6Pu/6/3f9bN/++dvv/Oe51966uG3P/Ib/+wfd237jne87dd+49f//T/3ce/9gPI1xL5bAWmM8qUvPfnud7/7iSe+XlZhNIJnnvnmH/zBp9///u966KFHfvqnf2Z/Zy92mThoPhZjnAROTjrb/+ZU8pPo8huQ639FBx0AzATRIVMRQunKqhxnc22nLmDgSqwwM+ePH2JVqWaWYidZBnmnd3ri+8yaRVVDCADWJaWMIJ1JZk6hIIcsEpjHxunbsS6fz+eD6LMsy6qqnPfeD/wMx8xDCOHYOHjiQzEDE1VTMkf4huDP7Hjpc/g9JIbZ8DgXAwADA3EYqCMSEhmg8yHllFXIOVVNoll7TjJEFrtVy8xra2t7e7u3jM8URX3LzXe89vqzKpy0R8Sc1XsSVdJhR+RkaVWEEYqyGKbzLvgBv0XEx2hqE0RnpoQgx/QrDp6YSVWGeENKZqqSI6MRYRHcctF0ZfY+aU6ILFmrmr2vVYQQ1WLOQ/XPbS8NrPiNjC9SF1PbJBET1WG6gKBaWN9FRHFkknLPkdmCo/X1KXrIpBjzYrFixoIJDD37TqL06th84NrXgZ2yYoFqZoShKEzl2s5lUSuKem1z5F0AoKJyheczxXZMcbGYLdvD2fLIOTq1PXWVzeYHDNXFnXlR0E033ba7WGSVoipvuq0e16PUa7Ns6nJ0buNC7JO50e7+wWrVs68PDharrmNzrj3yfuRZRa0CJ5qmBQOoSHJo3sD6LKtkE1MyS+Ig1GHqAXMfyYrCQeUmijhy47EfT/wGgiWwMU9LDSBWWJbUaO7CZJRkaZZKCiXwZg1FwcC0sV5s1BsFkmMuyuCcYzTnvWcqgs85eee890pGzrdRnn3h0iuXdsiPiIwJDDVLdmA67O/TIAtB1QTgBtTjdDyuQvHSxYv/7P/5Zx/68PfdecddffvN/+gv/sX5fPbX/9pfP5wdPXz/A+9973t/99O/95a77jp77mxMcTKZzGazfnd/e3v71OntPrbXvv7smQu3bmxuvve7vmvZNr/+W//kA+/7EzeuXh2NpqmPj3/py/feey8hP/fcc0T08Y9/fHd3784773z8ySfuu++tl668fv9DD65vbL70wvO33X7zcnF07erlEML6+gavPBwnD3SwZZKj4yD+cQaZA7khakRIOSVmIiJmMgRgUOcQTFR8KFzwviwGQHrXdn3RMiIZt6tm9/ouhiJL0qwSZW26Ftsu+JAsq+hkNB6KxRjTzo09RDKFoqhyb84XIRQ5Z7bjjQJTAdXgGEtuFysxLUb1tcuX18eTw1v293Z3VaUaVYJw6vQpcpRj6pZLQrOBpc1DxBPMlBwLAiABsfceAcejkaTEw1o3KxIppBgbmWdql8Su7ztA9SGg48XiqFksuq4nRoGcyWLXaNt0qzmrhNI3bZtVHfsudt47R6VDVBUFFZWq9FXpGYgBQnBlGYJzxJWpsWMmryIEqAMI2YY+v/UxiYhhYmQ1zZxTSmhgWQCHWYUhkBx7Z8VE0MAdT/SJmQlwmNjTmw9XMzrujQ2IWlEDdyxzIwMIoVxfXxeR/f19IBpPxmVd28kRbyqWk+W0Wi1XfVMxSEZpQQxUQJU8eiLO2YjD2nq5sX1qMp6A4Y0bOy6M+hgvXrnBwa1vbpy+8857xxtr0wkzxb4/ONg/2N9XtaSaUk4pz2azvu/Lury0uwjBMUJw0ztuOl+OilVcuuA2t9faVY/sY0yZqkYwuUpEy7KSuFouln3iUNaChIiq0TQLMhlFkwjOgK/vHzZZb7rpJjEUduZCBDSgLquoYk5ZchYhZhzOB3KmOB5Ncs6gaUC1OyIHkESRyREbgoIE9mqqoJ7IMWbQBG4l47YV530IlRvb7WdHjmB9PEJNObaOkQj71E2nU9AYfOWx1EyEjKhdvxJLXW7FRMyC55Tavp2vVocIbc4HfZw3zX4I6D2jSYxx/3DfDQ0EiU3TzqKIQFFUwQXjKaJbrVYx0nIZy0I3N0pGyNkIWAVURVUg+Bw7MzZlImeESoisDK4uKnE+BVibhKKoxbrYKxIOOZgYRXIyAxUDEACRLMEXZrHtWqQgmtUyew+KOTq03Kc94KbrpV10B0QIhMTeF46880VV1d6F4AvvC8eOHRWhIqhzglD49c1xUY1jmoNVmxt+fdOFosOspplYyTFKBjbngd3xqsZQiKj0YGQgA0romI54HIIlM0B0i/nq3nsf+E9+4i9vrK39xq//9tp08/y5cw8/+PDu/mHs89Ur1z/ykY/89m9/sm370WgCCCm2XHjylHMC0Bjbqg5FVRwdHhHa2vpa13U+lJsb2/fc/eD/+DM//9Unn/jIR37kG88++8EPfuj0mTM7169vbp5++umnQ/gPm7aZTqv3vf/9t915/3wZP/2ZT3lX/oNf/OX/+r/6L06dXgdsDUCFPU+8r0TEkZOUiXlAxf+xEvxfzyb/1+x6/itR5ohEoJYtJTbnuILoc4qkhZhndFRwlozojrfSAZjQ+6mqDJSFlDI5KLx5UdGsOVd1KSmLrRAReAZYoDnjYa1/em23C8F/O9bl586dG3Isw4Vh5wbu3Eky6xh2MSx6e18c7yehoSoBv/kC4jHx/I8sjAj0BiQRgIaiWf/oSlNKOQQ/nOJlWSKQSlIVc4jIABmJuq5POTsfVLIK3nbb3V/4cj3yrtGFiFTeO+eGlp4j98bJ5J3TrKrinRMRE3XEAGQEx3ezDgYZAwDHaKYi4IM7DuIiiw2jg4H9gIhuuejLMvRJ+9RXLixXbc5WLOMw92EePCHD8pMCkmMQSSLgHJgNWW1x3scMsRciZIIYc0ownRQ59aFkJiiLMBnVqU+IuD4ZzxbLYst3XZ+6jMDjasLQeW3MDJVypyAZ2QFglE5S6qRzgGv1qGnbZTP3vpivGjScjMaDUbDrumpUOk3otKqKRg4XO3tHh63nWiWfObPeXZ5duXJw/ty5QG52MBtXk9tvvv3s2e1A3K1yfXp91Xfb07WUKSbqTq/3CYpy/ZZbtw8OZteu7zAHVqzQFJ33Vdtmh+SRtFftoeJRXXj05gzm5bJdrkblOMYkcanJ+1BO/aY3Pym2VZUKd3pyYQR1XRbrZVjf3qrLyXSzIrSyCKOqcoyFD0TU5xTKQkQhpkHUN4jiRHLKrcQ2EFtqU4JMrEAZ2DQ7AgATzWZCjEQMWZGQCEWPA46MSDSMZXR9Ot29sVOEcLR/MDs6fPTRd21vbL30/Auvv/b6nXfctVgt/uyf+/N/53/+uatXrjjn3/f+96+vb6SUnnrqqVNnzr7nnnuv7+1e37lx6x1vue22u7dOnXrqmae/9MRXzp0/s7a28cBb7z/Y2fnVX/k/H3vssb3d/RdeeOH222+/dOnSAw88+L3f//2/+qu/+vTTTz/40EPLxSrF/KlPfWpnZ+cnfuInrl25fOPGNUQKoeI2Igkdm8zNTInJThwo5NiTN+0Ch8lo7NmRwjAZQMfkGJmjCiKWZbm5tuZ8iDE6NEQUSTlFIo59Xxc1Aeas5rhrY1nUq2VTF7UpGVhZlDnnFKWu6ttuu/3Fb70ISQiodMWibYqyNsCkFswQ0OyYLs8IZkakImImOetzz3/rtddeZXTEDISKcOrM9sbmertqXnnh+ZQGqawNf4uSkxoR27BFNqjKJB0e7O9cvToaV2jgCpbj65zBsWbIOce+NzMGZMCubSxL7KNYjrkv10YKak3Lls+fPtVQOjiaJxX2bogCeywIQSQbGKBRKECtWzU+hLIsiQDQVCXnLEow6DCHoK3q8Toy0sD9VzORHpwLzEwsOb/RADtZ+RlMfoaAZICDC4KIgAiQWdHo5EiWgSyGw+6iQ2RANlRF5+G4wYKKCg6d98YgqOCZCycnyIu6rNEURJp+GTWapSwiasyBlMFCr2rIwO7W2+5Cz7uH+1d2dh1yEcpbb79zY3OzHNe95sPFfH4w/+ef/gKqnTtz6pEHH77/rfd95tKnX3vt0i23316P1mPKk8k2AKonBUWzvFyu+Ul/eXbUrw5Wh3c/8Nbnnt97/MtPvPOd73zkO94WyWNBEfpls0TgAn2RlMpT5iqDHjw6spyTpV6Rc+7U1bOm29ltq9HpSOOcTbSONIkwRsYI44iWUFrijoM6FkRHToIzAain/WrFqjRogy147zU2CMDo2Q/O6NzHjGCAROyJXSf81W9cfPyJr2YlA56Uo+moYOg2p67ytrUxft/7/8RDDz3MLmQdMpyh79SUy7JmALXkHBIRguas7IlQ+m51dHBNbRW7ffbp8ODa/uH169evbE3Cma1TKlhUjjyw5/liyeyqcnzx4iXHYX9+tVm2dTUJoV6blKqr5WJfYofABOyrDR9ClryYr8ws+BoMCVQJvXMimT2vulXO2s7ndVnkflaEVDhA1N7i4dE+MwfvQwhDSeC9R2Cw3sxGIxalJAIg6FCT9WhN09WVuSIbpDFNU0pFUejxaEkkL/pm3tnQvCvUHKJ6cqau6WLWdrJebGxu5Vi0nY9SH85vvH7lYFxvrE1GITgSbykqQkljF+Lx3N4GviqBvLFKZ8dcdDhZ+kS0mL76la9def0qIhwc7B/u7Zy9+ablKv2l/+w/f/HFl3/qp35qd/8wFMVXv/aUJvNhtL65sXn6dNe3zNz3PTi++NJLDvH05vpqMctiH/rQh1959bXxeOOLX3z6F37hE6p64cL5VdNfvnzl6rUrt95yy9vf9rYbO9eRfVZr+t6w2N3d77p2Y2PTOwai+bx76dUXP/rv/vA/+ae/YQjLVUNchaKeLeaiakCqyhy0TzBwgU8eGHaCG///W52f/Dz+K4ry4cFK7JB94eqCRpjGlJj9CLKaJSoYIackw+I1MxVFIAKigaaKgJVoNjUi8B4Spa4X5309LbquS8k5rgyGjGIw29ScGs3fjnX5G/s3b2haB47hEBy3YasRB7mznXSaj5vfaHzSQdeTBtgwDbE3dAx2zEwcpAPDgGk4OUjAgFmROITCucFbziEM63fMDGKKXIS6LLuqnphBiraxdvamC3ddv/FK5dOgEMoxwUDZxGNhChPbEIxPqlmIh5EWZUmDbxwQeVA+w/AcRDH15FCPVYh64qM7eS0BIjWElCVGcQzSCQCGQABaFL4oAqGF4ELwZiqWRVNwFAo2zWratbFpLWfLEoODEMLwblCVvvDOMQQmkViVVRGKrhMRE4nofAglEU2nm1Woq2qce0OgEJiZF4sFoou57/oGPc6Xh02/RDITXDaNCCSFHFNVVezcctXqclmVwXs/mx2E4LdPryNq27ZZM3sRXbapv3hlbnbZe3ewTKntDnYXZ7Y2xxM4OLoikWYHC0Q6e+a0CzVBWVbr7Dg3iZme++bjy1XbdXFt7fTu9WZ9+zSa5gwqEV1Rhaoup4ELstE4jMpQFOzTWUSFMlQIGLNsbG1ubm2dPXc+BP/oI++pQ+VDqMfToqhDqEDJcWEDNB/ERKRbZZPeYHCYdkuXcgaRgZQ/XDszIUQDNTRRISIc6lEzT3Q8AhQDI0LWAcqLqAiqYscjaxnWAFJK+/sHAxJ8a2tzPpstFouvfOUr991z743d6+9//5+crk//9s/+3OXXLwFA36fv+dD3fup3PvWNb3zjjjvuWN/c/M3f+g1y/q677ylDcfvtt9/Y2XnhxRdnR0fb25tbm5t7N3a++czTF85duPnCzT/zP/3M7u7eCy+8+K53vYuZv/SlL505c+axxx6bTtce/Y7HuhSXy2ULTVGlAAAgAElEQVQfu50b1xBNVb1zse0IOeWOEcRQJAMMKmOwN23YM7r9vb30CueY0Ac7sU6IWVShqpyOx4Vz7BmdSyk579BsYFwOc4Sssur6MApRlL2/dPXq+nR9udwvnB+NQtt2a+vrIgKAjrhZNc18wcTL5bJpmqLElCWEwCcwpSENbKbDBHY6mShBD5pSD6ZVUcUcjTCbPff8twjBs1PTsgoqJ3FJMIBBv0NAQ04E1AQNUy8GaiLOOU0ZEcgARHMfiR0gO6BA3ruiKkuJLbCbz+bOh5xi6jhrtrYDtZx6IQDR1WrpfLDSYttlMAJIKRoaO/IZRHLuY5+ENoEGwIrIsODMNNxyAECGQAYpRSJCBMkJHQOZQBqKbtHEjGCKhIYAZMxIRIwEMFhZk2o2U0U1RGVTU8DjZpeQDlhbBUmYM2alLKZI0QB7ywoGhJmFCDvr0HEHnQdnDNkSeYoQy+Datsuccs6ZEzsmYwZEIQNEdEU1ToBPv/T85auvd7ENoaxDLX3OMbPjYjTaPnv61Plzm6e2vu9Pf6Rv26Od3edffOnzf/j5y5cu7R8cPv/iKw88/Lbb77rTsgy9zWyalivZO7pw6uzm2lnQtFo/tdpZfnN2uHej/6f/1x988Utfv/eht7zjPW8PE9/GJaA1TTOdjB6478HptAbTlBMjdl3b97Gq6rbtVPXa1etuvH7X3XeIZDNqm9hKQTtHjrlc2wg4NZIUZUHVyAUJLCkPO7iph6bHEdTOO7Es6OtQp+Rzzs7YoUNPKfc5xwxoTEgdomcKKEWziByCaJ43ujrcYTjao/kt50cf/pM/9OBbNwMtAErHZVQ0EedYlUWzOQLAjJBjH5xH4qwM6Mjx9tmxpK5rD3NuVLan03s3N47y6rWiCrdV52/svr6Y7RHH5ap1RFu3bDvA5uhoe7om1Wh76/Te/u7R/h6SLBcL52lUj4uiWnV70uayKtBZ7JNJMmHvSlUXO829FYVv+4Vof/3GNdHRZJx715BTdlmBB4/EQLUyBc+eDIkoZXXOl0WZ8nB6ZwC2YgyxFKbxCHxpCg0lIHYiKaUkomVZqkWxwZFCREzEIrFLPWJQE/bWtvP+Rmtax1g27fjgMC0WL2F2RYEbG+sAdS8ZHYNtXrs67vueuVYFUIUBqmtv3ne0YwkeABiEatQ23SsvvkJEBsqh2tnZ/xs/+d+zd4UvCN31azf+h7/1s9euXHeu+P3PfPahhx969LHHvvrkE8vF/L3v+c5Tp04d7R/+3u/9/g/96Y988pOfvOOO29/+6KO//pv/+LHH3pski3rnKAn4os4p//4ffu4d7/iOB+6//x9+4heJvRoBOFH81O/889cuXSNXFcXQnoA//Ozjf/Wv/adf+NKn2IEq9F32vlDVtu3NjIglZ2R+I/19/EUVBoT8v2Ga5U3Kmn+pLP/jwMQBtaSAlg0ksI4ljUnKtgEVKZhVETHknImACLNJtxjMr24YzGaLhEPYEkNgR14gAwIThiLURQ3gsiSkpMZqk82tNbH+27EuHw7RE5v3wAOmk61Ne4M1hMdmFnkjciQix4TlY6HQceE+OJCP/QJGQPxH09VBwAPHcHTnXUpp8LQN4W9EGmDSzjkRQTVXFCml8Xjy8iuvbG1vFiVwWd1+61tfeeVFqhKYppRUwQzK8o/mHZKTZEMDx6Bmms1716dcFGHA+JqZO0bthr7vAYCQUsrOOQDKORM7Jh3obCY5ZwWw0ahMKRUlee8pKxGNRpVoVhUAbdoWsWi7Vc4SCs4qVkKoivW1kZmWZzdV4fBouVr1YByV+76XaCEgkTFxKIq+h5QMQQAxJks597IcjSrvKWtMCUOxtra5kbr8wqvfCqFk5K2t7QfuuQ9AOdC3nnvm0pWL00nddCsBJBESyyKLZVuWZc7ChH3KpuCcFsEtl4fOcdt2ZuQDiphX8M5nyexk2RxMJ5NTYbK/f5gvv8pYTMenuPRmdP1wSRidG6l0s1nPVFejVFWjta3tO7a2wPz13cViuchKKWNZ1DnLI2975wMPv70Y1dWoPnV6s67r0gdHzhF78jFlBRiGF33ucs6SBzMLgGi/iv0qDi9IAADG3hHhsch82NIHdmqZDYQIEJmCmRmIGSMTgooZsDNETIaEjBx8IOSYlSkQeQJS06SWs4oIsXPeDTeq9y6lZKopZ8++69pHHnnbAw8/8rnPf+H//if/9Ou3PvXxj39svpw9+eRX3/Oe7/zkJ3+rWS0//H3fd+X6tc/+wWc/+MEPPvLI2/7O3/17O7s7viimk8mHPvShl19+dbFcfvRHfuT3//D3P/zhDxferTQXzj/0jke++dy3dnf3jo6Orl+//rGPfUxVf+d3fufRd75z+8xpQLh48WKGfOHChaPZ/isXXx7Xk65rkXDVtYAMYM551cxcmqmZHL9jEw30A2ZeLpdXvnlwdmuby8KYxHTw6SG79a2N4ByZ5pTf7Bcz065dIZMhJLUCoc8pMSriE1/72rnzFy69cnH3+vXvfNc7nnv++T/35/+DwdAUNXrvr125Oi6qftUE9oAKgDFGV/gUU10MQRT03uWcQ/B1XUXJfYqjUX1q+9RiNmewmJUIFCD2vVAkQhX1hQ/Ow6AnA1DVUJZt26aUhwkYESJAcCWgptSjmvMeTdmwCqUAOF8sV01gv72xzcyzeeyb3rHPOYvkelSlFNm5JqbY9lyG4P3W+kYX8/ra+lHep2zMyABiCqYac06pDKEqytIHQtRsmgUdq2rWSIjGA2ZExMwgIzm1ZCjeuZgy+2BkyEYBQA3MkuYBJtd1Xc5JNLVtC2hqWUGNVEzAIFpSkGEtMefMcMz3NFUuXK+JrTWALKJA2QyZE+bxxpgIR4tRn1M5LstJFUJg5rIKOcXDgwNX0bnbL0ynY1+QZ+chVK50UBjw4bz52jPPfvGLX4piflLd+8gjAdmbu/ra5WuvX9Muc+yOVvOXL72qZnfcfM8P/cAPnH7rPSNfsOrs4OBzn/vC40888fTTT61vbd587mzbLHvIG2tTrMv1rdOXn3p2d9kQakINk+q++9956033HOxd2zu68fgXvvraldff+Z1v359d9wWcP396vMH7zeuLHIjIs/Pec+GJqZqUxbgIoSjG5akLm9tnt+u6in1GdOX0+UU3J4Dv/t4/uWz7JGiPf/l973+vd4QIKcVm2fZd1/dxPp+P61FVlfP5zFTmywXVwUQyYswGAC1EcHTU9B6LNkZJEXPE1Bbax8VBUTCJV505Xj5w3/YjD9+6mj339Ff2zpy+Y2Pr5rXpKU9jIA9YtGbEpSiGIuQkoSw1DyUSg4EZOWDB4IrSBSmrm5nhzBlJ3bU+Nqtmv+lH48niypWXLAsX6LT4wHs/sJjPRYGIk9ikXsuSdvZunD59a9f3IpqSCM3KqhxP665rNsZrKjibNatF27XR1EpXUyPkasRyY3PUNPPxqGqaxE4FI7siZwHAGDtG8r7IjkMoALBwEwI3P5yVVWlGzWpVFKPAZe3XmjT37AKJmLniGCTqHAJQSsl5qkPVdZ2qCrRJGkk9kUdNvqzYFUCuj1YU60R114l3RtQvm6OUUKQT8VFE2Vturl1bIyIRIQ56nOIzAAY8pjOc7EESIoHhwPhCdgYAQCIGCMtVA4AAiwEf9cwzzwJSEvi1X/tNAKiqSiQFzxcvvn727JkqFI8//vjHPvax/+6//ck+dj/9N/7mN57+5g/94EdvXL8Bgr6qGL1zTg2/+IUv//CPfNSxe+rpb9ZFnQTRlUghJhnMXaqqKgDw7LPfWC4X73zsUVVLKRFxVZar1UpzJnKqCoim+sd728cOdf3/7nkPpTe+Ces+fP8Gi+94f/SNf2j/IpsFVBGIEcPZ07c89h0f8DaLSVYdtM0qNkdHTa+qBwd7OWczzX1HjMQovWQz732moxg7YhbJzOr8wDICACNmcKAifU4uiPOub/sXXvjm6bNTgFPfpl4h/BeNrP+ydegNhYcNjBUYElp2si2Ab9oj0BOh69DEkaEp/6afOW67a1QwyzGdIKuQEEVNRYbtOyTMSVW0LIvRuJrPZxMbrdWj2269ZzLeXPQHw13kGJnZBqOvHnNRyoK886oaYzJCAKlLz46Xq1gENzRIU8o55pyFyQ0rm6mPxMOtLXXBx0nOUJhJlpRFiNF7b2ZDurSPLTOqZgMrCpdy9N6VpQeEcVEBaNcmhzGltOSoYoSOkAHYc/YVLcVy6tD7Vds0yJJtVFfClFRiBlFO0aJ2AD0haZrduDEzJQTqrM/pkIAWq/5otiRAYkupLVw9P2yVQMn6LoupihGFrsuSUQkcY6fCKZsti4Ia7QHQOzbLMcbgptPxmZjNBd80TduEyWRt+xS0ncbsKjrrimldjTbqjZika5WpPHPLNlM5Hq857wdYwbgen7t1pEiKDoDNSAVFVBCiShIhyyAYszWxiTEPdu5jXQoRO5VhSxEIAREH5Tcg4qBeIaMBTY4IejzkIbCB44TAJ1s+MEAXbajT9CRZ6NDAQMFMYTCYHjNxFQiYyTE7Q6eiQzgq5+xUQyhWq9WwscDB3/PWez/3hc8Te2R+5O1vv3r9uvPuLfe89dlvPPOxj//YmdOnvvXc8+99z7tPnTlz//33z5aL5WIxn83eet99b3nLnZ/+vd+9+aZbNjbXco4/8APfjwhf//rX3vMd72SVf/gPfumBBx4Y1ZMiVH/hL/yFrzz+5HPPf+t97/uuqiwfevDB2MXtUxs3DvZOn9l+5WItousb6wcHRwCaUudCOUDbAgcz7WI3AKG9984PWNhiRJTNDEFMETGLsnNZlEOxsXmqFWAikJRjjH3s+77kKqcc+770Tk2zmfOUTXPsrSq7nCLg5atX56vV6XPnLr1+xYey67v1jY2u7XPOCNq1TZwvc9+iQ1BTrVNKKRqMq+F5wt557zHjpAxFXUrXlWVJhM7xZDo5PDoqSo9MXd+qQx5aBsZF8EVRDKuQAwBKTLOk4XIPI+zgfFn42PfEdv7chRBCFHE+ZBFVSX0fnGu73jP3Xd8nMSZFK6uSPMechpZCL3G5nOWldTGiYwHouiqnhCo5W0q9DeN/iya6iv10MhaVPnYhePQkImLKDlMWTYKAhAimFFAsR+3B4bKbkyMyyBgSxi73DMaO1CRJLovSDd5ZkWG1HR0pqZI654b9KWRwhavrcVmWqOZ9MRRJe0ezW+648+yFM8Rc1iN2hRok0aIqz54523XNeDJd9e1kbVrXNSI1zWq1WhZFdebcubXpWCSDSTYFBTRKilHzwezoM7//2RdffrUajTfXN5RsfXOjX7UgdjA71NWcq9FkVBPxMKG6du3yjetXivMXKkffePqZaT36nu/57g99zwd/5Vd/9fLFVz7+Ix9Zm4x+5bd+fWt9euett3AvBVp3cJByVAZzaFxeOLNWMMW+e8tb7nr18otf//JT73zvw2vrvutmKfWxiGgVGDYiRVHmrJ6LdjEnIjDsu/5odtD3c3I42MpROtI+p7Sa7y6POtVw3613jMF55FAEP5rqRNWMiUW0Go0kpyJ4M20WcwTz3nddB2Zt1y0Weyl1h7sz7Y2kq6qe9YDT7pRnrkymDRCvTYsH77/vsUfvGdeW44KsO7j2wusvP1uP1s9cuGsy3RxPT03KNWPoEzhgIEJ1aIzkhqktOjIzYjb0TACmRIZo3k8qy0V9lHVa1rK1dYfmRdcczg5393diXa5XNeSUL196FRnB4S033zLd2Li2cz2UVdt1bVs33fLypV1iyNIiOlMHFgC8al62cTRe+cBZonMUc3s4WzovkLUYVUbSxQYRmZ1xsGxZBzsbLsS8C4zUN5pFnR8xVO0qL4+WOUlsBdRCOVIQQyurou97Ikcs3nszrEecsxwuDuoCymKkCily8GMAFUsZcsyx7wigiCl5l4jMeevT3KwSQzAQTcPYcyhFjovO42rkj6qUk3VJ+2NqzD/WfT75cmwkHfKBaLxaNIjQN3Exf+WF51/2RCryi7/4S7/yK7/Onnf39yzD//6P/o++SxTKtu3Kqvz0Zz67avvZ7PC1iy89+cQ3V4t2PFrLaogFO/+ud/+J/b3ZfNZcu/FqjAkR27b7Oz/39/7if/znU9TlcgmoRVG2TT9kDo6PODo+3v5t/jqRo76ZZf6mAp2RGIyDr72bOjFXFlVd4pY568Sqk659NjBV6WInkkVys2q6vmvj7mIxTxJXq2WKnXbS9r1aOrYZYKOKRVGAkvSgiTYmGwH52zTHAm/oc0/AuifUTyNiRFBVIhwIo8P82cAAVQWGMOvA2wJQOObwAiK8EY8BMB3Qr+TeWE/CY1e2H6wZwwuumhGiG0IzkAfBL4BLqS8Kd3R41Kw6Dmc31y6cP3v7q1cuNU07qkcpJVMJ3lHAgdIAZs77sijbtss5l2XhnOu6LnVdHVA1m0JWIUT2jITMCEbMjOBMVTQXhVeTLKksAqCKWm6NHTg/IEIt5+w85ixdb84BCPQCo5pz0r5PzpdNlxkRjftVTn0silCURdM0AMiswAkAHAIRxC6pQFGQsTZdt1y14JwAGBg7ht5in9mBAz6azy0rE0RGR05F2q69dv1aTrEsCxEJwTnH5NEFcq6MTWcAA8gaLROjijpHBhQzZIW2VQCsa/GOimJN48akfKiqz5X1mhltbZ8ty4mBM3OAHsAXRVXVIwcZABEdIZuRZM0iZuYNUkqzLlLsBSCrIjIjo6GKZTMBMAR3/IKHqoDkwASZ3rD/MCRiNkcGiAaohmqEaARqrAzOjiG4w5uhgjGhGgAok1Ox4YE1IIDomPRkw9ryAJAa5C1vvA0ObwHMJJoRnQExuwGvPgC8Tc37wOy2Nta7vu1SdH23aJu77rrnR3/s41/+4pe/9fy32PFj7373j/57P/rqK6987atPTkb1iy++9Kf+9J/6zGc+44K/6abz73nPu0NRfOIXfqGqqj/Mn/v4j//4fQ8+eO3GDbH84MOPLNt2Z/9o89TpKPq9P/CDiPBLv/yPjg4OixBM0Qw/99k/fMvdd2aLp89sXbjtwmy5fO31y0WoNje3buzuIqtidA6JIARHjoP3AyQrBBdCCMGzZ8t5+8ypm89s7ly+oqa+KEShrMdjDGLYxUhgLEpqwRdVURNC8M5Ucs4Axo6cYxGh4AUgpXTnW+/b3Nrav7F79vTp5f7+qm2q0SSmlHNUyxtrk7VxdXjtRr+cG1O5Xpokh1TX9fr6euASB1krs/OEjjc2t9L+7qpdIurh0f7WxkbwqJBTFmYYduYck5ooasz90AEYbhsBiykaABGJGhICWQZRkK1TW+vbm0SYRUJZIJGCJVUEur6zq5QmW6MlLJvFStkaaUE4t0PLOi37RZdXCpJNTJm9S9xZyJoETZEAhxXLpArZey+coFSqyMiyqZAQk69d8LUjBjNGckx23VJKN915IasMA8ZqMq5Go4Ev5gi9ZwUV1C52i8WCA6tqG9sud7sHO712GszVfnPz1HQ6HY3qjfXNIhSSwRRAEIFN4JmvvzSpT5/avlnUEF3M2ncpZ7lxdTc1zlSvX5kbZG/jtGgNYH19/fT5m4vSsWODvL+/1/etZmyXq9y1tS8ff/KrX3/6GUM9e/vt0/Fa7OPR0X5/uOia7vrr19q9QwjFqKqD4erwKHW9mUzO30ySA2Ndlb/7u7+zu7Mzqqof/7Ef/zMf/ZG///d//i//xF+KfYvebZ4+/eLLL4kqIxZFSBKzZTV1eS2nzgGsr03j52OTVpP1Khi86933T8ah6/pJCiRAjCokXVc77yghCpillErhDaD2+k5ZBVUAI111cedGt1q99KUvj8u6cIXkdPngNXaACOwo55SzqIqIlUT1qB4VwUyXs6OcYgjBea6rUdM0bkLz+X7upK7DvXfbqJjv7vzBw/eVP/iBH93eqlSWbRe7brU2HcW47Pumj92prc2yKLcFvHOIu4c715ZHk/WN85P1M6Mw0RwdjVTVqCSGLNGxy2JMTkCJEdBoMKGBZa7N8ng6Ga2dZUzd9qzrjvrm6Nz5plnNc+4V9yjIbXfVIt3RbK9t+p29F2PuF6v5crUA4XIUApXsUWTVd30RSAGArBwVG+tbOfViMXg2VcOOXUhRsvXGRoULVVI1s67thyY0iUhOUFVhNBo5KEhHoKwGMS76Li6XPvgqp5jzsus4JvU+zKwtQuV9YQqrVgkJgMys5LMKfU5KaIOpSCyyl3JsOWVyOWUkl4pKCbJZSyhJehEAC+i8QXXSSdQTq8ZJZYkKCECDExrNgIEGLqAh2HHvBt8EOTn+9iQVeewfsGOVnSEzIiYxRN/1EuNSRJAdIl58+eKgoSLAxWzxDz7xvyGa4+qv/jd/k51X9devHfyVv/JTR7Ojv/W3/u7m1tbadPvWWyZXr175wucfb5qWMDz+pWff/77LcPe06yKABV8u5ymmbMfwdcN/6+XhifDrX86xHP8JqqBkGkJJWKiWBoVoQazkLNBgbrIUzRACF0VVMZPZsfQalAasgqoYGjPH2KtKjLHrWoPZcpFyMvK561ZHhxJshRwBDr/9fJ+I9KaoyQk45bhGF8sICGaqeHJ55E1CItXjq3UCYEE7URLhUMq/8fEwG/ItBGhIBKiMSHi8aYrH/i9MKYKZY2KmJIpCPjhAvHDhvApevHgldjqZFjdduO3K9c+70ch5JoCUNPd9UXrJYqYhuK7pUhzAhSY5SepNgdDAYFQXiNikfpDwihpi8j6opCGejgSI6pE0iUiu67rve0TwnhAhp8TM9Sj0fVIz58B7VlUwi1GG/7Joikmdc6DKSJPR1ExXy8jsYupVMQA754anj2NWNFUFRgLqU8xdHKJxzgkQxk4QofQCBqMROcetmpkKAoCEMpD3WTWDOnbgCyMpy8IMcjAAaNt22AajE6FCMhYDyIgUVO1wtlpfK5nchXNv/bN/5r9kPr13MBfF1bLvoqpCTDo8eVOm5W5PpM45wnwcNAuh7/shklSWJXLR9T0HDySqiipMzjGBKIAikSRxzqmpoRIzejdIfIYy3BsBkzIpIABwVhsch4NF3ADJjqtttGFzZ1BhgRGaMCKADVnjEyymmRkbGCAYCKMOAVxUtSyQAIUQkBSGZwcgs1fLeqIiGj4g8/l8bW2sCJevXHngzJnNra2bb7/tE//rJ3Zu7I4na4p64Zabn3nmG9vb2zfddPOp7c23ve2hp772tVCVr7z40g//8A8/9dRTv/3bn3Q+IPGHPvTdvqz+l7//89/5gfedP39+92AGWU6fPb955UooiwceevCnfvIn9/f2p5PRRz/60a7rPvELn7j5pps2NqcvX3pxbXPzfR/47u/58Id/7md/7sq1a4899q5LV17vpY/doq7qMBoVZVGG4II3NMDjtx0iQmZwAExr6+vdYmEGBkCOiV0flyWXROyRCDOagkHse4vGTGgGqGDmAB1RzuqQYs6S8ulTp8qyLM+fd0gbt97MzhmCgYlIjB0zBiJQIVNDGECBzCwizaoRjzElUetTzl3y49qHwM4rADuXczw6OszSMzOZonPO8fDZ1KTD0E1FGAduUjI+WUxCQwTnnIEN3eWyriCAIQCBOUEyYnIKhkAlrp2amkHay1wQdBC1DxBMTRmRlSoOWpJXRUTisq42NjYsrY1CMSpL712S1Pe9GbRtW5blTecvkKO6rldt4xaLoirPnT9fjsOorJxzkjIjgtmTTzzZNM3b3/uOJFlV29kyjMrJ+nrf96vVKseYY79oV0CgoleuXHn92uXRWn35yuWj2eH+jf1scvf9d2+fPqMIq8Wybfu2vV6F2nHwXC0OF12b20VXurXXX7nx6mvXchYETgJ9FBEFwKftBUYUFREZja7HGFW1HlWhCAZSj6qiDEaytbV1/z0PffW5J3auXPPEz3z1OXPhznvunqyvOeLVbL5o9nZeuNz3/f7VGwREzJSga1btwUy7FojzeDkuK4fUd23TNimlw9Xq6a99/e5/586AtD87mi+PiH3XRWljlMyTsSDGbIiu8D7LKnXzhK6/sfJcF2U921k9/9QrW+P60e+4p0xYdRJjm3JWECRb9m3fd5qT5JRTLLB2hTOU+vT2q5de8+RN8M6N8tRdF9bG4/GoLIqwuXl+72A3pf7cTWdWzWp3bzZdWxuPRyJ5HMLa+mR+eHh4cLj/+nOOsVvl3d3dCzffdPbs2fWNyf133DKaTl+78uKVG3PVtLFdvO2+txVUXbn4svcxxeb0qfLy1Vco4IWbzu7vpSavXBGIHLli1c/39g4Bwnx+6C6/MppujKYbG9vnimoiFkQg8Ig5gBm7EgUMWMWYGQFF1FFUtaxA5ATYhbBWn4KNzKSmKca4Wlxtm3lKi+AS2GveYdvNV83R6fW+qsOVa68fHu01TTMJVV36FHvnDAwEjTAvZisRzZqHKjVgWJ9uBc/7h7tH80NX8tqkABEw40FlVRRd200m49F4lHMuXbE66rtIqjCbH+7vd5PR+bXJdt/tVzXv7e4mgclksrGx1XWr+XwmAo4Dofe+ICJGX3JRlCwam9STemZCzL5wiUqh+kg67wvv1E8YDJEUoDL8f8l7s1/L0uxOaK31TXs44x1iHnLOrCpneWy3wa6yu1/abj8gBA0CiRfEv4L4E5BAjYTlBzC0saWGdpvGthhsPNTgdFVmVs6ZMd/5DHv6vm+txcM+90Zklg0Nj9SNUCh0z4lzb9y9z96/9Vu/wTFYzlMyRneOC7ikfi/DAAH1KpNCLzn1L7HCAkjwYqDFrqkHn5fycAIRYz1ZJwicM5ERFkTMKmSsCijzyNN772PsM+fxGiyigBQH9q5InC9WXc7ww/c+zPFda31shlCXv/PbvwvGF2XRt/k/+0//87Is+z4i0h/90f+GCCkxAILKGHp6OW9cVrL/v0bhf7sH9CuA8AUZBQMIgLDKerMprSBBVkBkkJyTOOdiSqrqvUbvcasAACAASURBVAckNITGBO/HWzz37J0VUItorV2tVmTLsvBlBVVKxizv3p6peIFBNXUtfO/770+mHuBPfuJw+XiHu4xM2YmKLnO4deen3G1y9CsBl18+eHplAr60hyqigeevPGJXBcLx9UF0GAZrvSF79d5IKYkyETATkkXElDIZVsrXrl978vhss21dEV966eX3P5yfnp022wFAU2LniTMjqvPWOyeiAhhCMNbkGFOUovDGICHmnL3zg+zCgIvS7BQshPWkqOty6PqU2Fm3a0SKSVVn0+IySQYRIOeMCFXlx+xe56zdVf3tstyVJHN2ZJBou+2I1FpEMqqkAKkXtWJtQcgKgEbIGDSEiAJCmVkBlBANApnCWGMQuJhYkGQNZsaccihszlkgl3VxdrEVBR56jVFzbLZojCFjiTDnPFZp5iQhOBFlwDhkIg9sEcG4ounSYhqGnjjVOZvPHzxRoNHJNOr/nLMKCUWDU8FCZETVqqqRo2gyFkB1iJ0Ba32RJAGiJYsqqCKqCGBH8feYfIREgFl3xVIwBjODQsxABhVEFUSNGgIQuaw1IETkceDenUVIqhmBxsoCAhqTaVGfW/DH0qzRCZGBx3Y0JABUIvTeEikzk4EUOSUGZqXREbEzWnRNe3x88uqrr5R1VU3rs4uLn/35n/vzv/jLzx88sNbt7e/9+m/8xoNHD373d/67l++/9M23f6pp2t/6rd/6N3/pl27duqWZnz19+tu//dtlVU9my1//jX9cVPV//89+d2D+w3/1R2VZ3rt9++23vna4f/iLf/+XHj548PjxYx9CXdff+vavPnny5Pd///enk0nO+eBw/5OHP/rBD/4msVob/sE//IfPnj6bzmejy8MHq6reWR98WRRj4jWNLamG0BrnrMl2vpwdHBycHz2TPhpCAGBR54IojGvaUQiCCF3XuapAgFHvCMKoUBVF36ecE1prka7t7xvnLJBRVJCiDIA4DFFHZCySOXlntAwmhNlyMamK4C0ixBSFzVibkFJOMRotxwHSOcfCxhjhbJFGHQigEgERWWsAZGzkds6Zy82eGvAegAgQx3z0sZTRGghlaIaWaExsJTAIJN3QAdHhzb3X3np1vd3s3zokxHe+/73l3vKlN17BYNQgiUg7yBDBChIqoS+KuqjyEDnF1Pd91/ZDbwdCNJNcqerT0yfGmhnPyrI8vL3vgh+0S93Q9NsxHxFEEWDQ2KT28enTcUlokmhsjs5P1pttGvqcEhGSwe3QdkN3uHctFK6cFi+9cs87l1+Rk2enqpQ1J+FQlYH0/Gz1+ScfnDw7bzd9HrRvkrcFqhFWcKSKxnpEl2U0AoOKGgIkUIZN1+acrbGrpmVZoaUsxy4YQPjUPvzrP/2gcO5wsfz0s0+50/pgenp0/vjRU2LOTZua/ny1MUVhGViFQdbbUxVRAUBrkHKf+m2Thlg4F9zOAvT+e++XIVzfv7bp2rQSwzl2EcQAIA9Cxszr/coYi9jWqwvpeN2LOCQo/MQYuznrPvnR5x7zL759f0bMAVsZMsdbN25stzqZzIe+nU0qTslTff3GwXq72rTrihbOFgbI001UMQh97Feb42kVHW1ny3Dy7EPjsCzi2enR+RkslvOzbb/+9AKFb1w7eOWnDpRzVZUxXZvNZmSMjV08Wwec6/D4yeO/Lmt3/+4y6cmw8aE0zvrpbEpOMdywNVQTXx9cf/DZY7Zw49o9HhCzqepZ30SDFoC79vHx8QePn02qyXzv8EY9mad2rkB1vVSOjkpVEjIEVlktWIHtmO0IZDIDoBchZraWVLNans5uTyY9SJOH0/Wpn9bu9iE2zdnp6SOF9NKt6b1b6Wx1VNb22emzKkjKue/TkPqyKCwGiWkxq8qqIICD5dKSuTg7nU8Pwbim37brIqU45v70oEMh1oR2A33T5DSEAJKGxCEzl5V96/p9bxefffY5aFNO9m7cPLhYPRU577qEQNvtShgIw2Kxx7lbbZtqOo8pbLasIn3HCNYFo5h9cMJecnH09KysK++KwhEADkODxhlXGfKEM7qELqP5TVUR6McgqcJoBH/OiY/NJrorEIDngOcrSmtFQULRzFEQCYhUxRhkEeMdJwElsk5yAuE0dCpCxuh4y2RGMtYVObICCCiBiX203nFkMC4OYsspIAyRnZ+zyHYdjSeW9PHHnyIZVqK/I1Llq7bN/w8fqlc3zkvx+Vck5owkihpjf3xyrMOG/ESoIMvB9bXfD16ICI1FtqiITIlwiHlEiYVFNIqiItzFVNbVJRDAYA1Rq8rWGlXPgDZL06yXezd+EnUsqmCtGfM+RyrLWFRNiLue83FTfDUs8q4lWl6IpR+1Ac+dnVcVGMbRDhsBqKIqGwPKCgBkTORERIoiyAikiiKyq20EHBlPxOwCIhjiGSm/dGf54OmP6Por+9OfuX7tF9bNn9rwLPZgcCK5E8rWArJYb7zxQ9JhyAWaIaZ6Uu2QnDHOOUnZmrEOg8f6dYGsAggGxBShtnaI3CspK+aUkExKHJznnEAkBIdCACxZnSMkMAaTZERjPSHiMAyFBc6KKJm5i0oEhgEzqAIpFAaUtCzQIKpyygkgiyoCWauoCgpE7BxZIlXs++gcqg5koK6q1G6sQUIhg6o6DH0ZjAhwFlbJgpGtRgFNhJiTWAJvrTN+HBsitymBYnQB0KAhv96ycLucgAJwts7NhmEY/RlE6B0Asd1NHWBk2Mn1GBARGIwJIqKgRASqKMmPs9w4pFijotZYzgIKCjJ2dAOgBRybyKwazeqc6zBbQGQ14ylnQBDAIYgQc46RoMCxVBUhc1ZrdZSzkBpjLu0vVxZyAgQWvQTq4NgyuUEJKIgxijLkXlBJEZL1kAuDwkhkrQssefSYkjVvvPZ636eg9vX7r1pftxedEWMplEX9T/6d/+BP/uRPfvjuD1K2Dx6fvPPD/+H+vbv/+Dd+nYr5K1+7PYh9evTM1dNM8B/9J//xkydH//S/+q9ny32xLkYpTBqePj5rVneuXxvON97ZWzcOb9268fWvf/3OS6/+F//lPzX1fABRQ8F6L16YvvuDd5+dnx0/O/kP/8m//9kXj1arZjHZ33ZN5R0VhdYVukCKNfngfKgrLC1ZLMpQMldgCtSyCAygQ0ZwkKWLnZYsXbaIjoD7DkCIwDgz9EIWM0EkiAYmBwfY5HXThrIovCkciEYXCgSqRVUSMxTGZcVoXAhVXU0Gu6nnAabe70+KvcXixj3vDYrURS3L4rjYzK9fi0OypEPuiXRvsUgpKekIr2OMZEw58a4gIvK+GLV2qlpPJ9V0IqreewyFt857jwjj2aWqXdsignMW1KjqMAz90LNwjHFaV9duHM7n87IK5Sycnz8KIRTTtHfDLQ9tvZylNDiDsSXucYIzEUlpYMkobezXcehZxDiqrCPDfcfooCz9G994afSOp5SQRDXnHKMmtSalaL2TpMSma7d5iKenJ+ioaTewbSSV3gaBLWNDxsQhNC1Y515/9d4bP/3GYrG4uLhwLty4dnO9aiK79arLQ7bkzr84+9Hf/OjdTz9qWXJmGLjIlLZbQ2aynA8axSECzSd7KjYU0y4KozPBc2YQdd5qTgaIWDVnIeyHLIRNy8hq0ZTufJXz2eo4hHDr5o1203gdMMez1Vm24BDVmjQkMtaSS+2gMYMxZIyiAqKHYG3dCs1dVaA3bc9GnjQnWw/ljX2/PtJzCwNimzBtyPZGypmtSDSmZn5tr4wzV9MqrruzFbre4qYsYLU+Wz+zD627fXMfqD0oHl/bawb0m/VT2Qrj0OjJ+UqOTs726vCgqapqcnJysl5v+75fTGd92736ykugWlTl7f06lMPUE1i4NS2+852/ePr4yZuvvWUw3Lm9RLJdVz949OhidZyZbSgGU07ms7V0B/uHk7o+fvb0o9PPs8aXXr5jLT07/qztzkKouzgcPTqtAl6/djMyx+P86LsPmfnu7fv1PhTTdBpXBdnl4T6QbLpGjSp4czoM3ebDH70L70EVquOu64b4K9/6B/fuv5mxBFxIKgBmQyLnSqUSADJnS6LAoCxRiaxmQHCgVkwLZBDnoTx88xfeGoZ1Gs6L6mQ5uS7cNd2zo+PHs73JEC9eur8XLJSFPz87H9qobFLmtotDTGmbJ/P52Umzbi6GvA0VlrUBY7u+Z0hDUu+KzabLZ12fFICM0eVy4Qx4VwFIKAq0XjSeXXxkXVN6X7i8WT2oSzeZTM7Ozs7P2sW8qqpq6FpLEVjmlXbD+aY1KSURMeTLss6tJVP02+h96runsylJ7DWlbZeFrTEuyrEiVuWrkJfSstWCczbBpawWC1UZaxyMFqK1Ur/DJEgqQoAgYNCQgogIsVgGJVAFMAAIaEBpbKRXRTAXQDhSQKo8lkaMoIZjIjWkBIo7cIuIllRR0SogGK+achouqXdARINWoqjyqBtn3gFvlqwKSCSZx/pOQjTCl7HUVyGqz0cJ/DIFroJXmYlXTCu84BAFUXgxtxx3ts8d2QHPifMR3Ql6K86yXDuY3bx3d31yNjStxZ6AYmfTsHI2AECMiciOEcZE5Jyx1lproxvqug4hcMwGUWQAVBDYUYdxjoYG6IFQxTAQWos2/CTi8q/k4BDRWEKiiiK7CUxkB8QvH70yBOj/DfWOiGPe4iXH/FzOO37Ge79z+8GV7XMnPR8PpzICYE4CoMRAZEUAiRy5upq+8dpPffH4r/vBGDu+g8g4IAIQUoU+DsYEjtw0jTGYUur7aAAnE+O9H2SwZPu+SzkjkvV2VKb3fS/MZVEs95YAfL7e9ENWSZkFVHvurCEiHLqICCpARgBkTK0QAZZkxHofnC1yToI8hs9Ym1WBCMepWgTGVXzfRR1VquPOy9mcJSUN3okAIQlr0/dlWY2n91gUcna+VQvWGkQzqWsEyllSzDFm1owCqjGlZIlGb4CxiIiinERIUVVHMjXmnBKjaIYhBGuM6YdBRMjQFVugKqo0Emx/67G+am+F51omxC9bikc7+dU4Z92OhB5Tdy7TM8en0RgKe6WKGWfFnPOjR4+GYcg5788W919+KTOPpNyu5lThxe/kKxmulxmd49qSRUHB7SSDu38FoEoECsSKwppQsnDKiXMmA5W30/lsvV5/9NGjJ0fHf/Gdd/7tf/ffSzm/9tpr3/7VX/ujP/6j9959T0HLqkwpzheLk7PT3/8f//md2zeF8507t+/cvf0r3/61GzdvfPHFg//9//ize3fuDiJUBPLWENX1xIfwZ3/xVyeffvH6a6/evnHjl3/l2+v15l/8wb+cLeaWCCQZY3JisqTIQGOgjPnD//kPv/n1bywWs02zRmuqurbGWmcVgUVYdTw7iXA0RIuySLKGjIGs2VgCZCIlApZMjnbiSkss7IMXEHI2p55FkNQHW01K67TpuroMs8nEIYSyVlFCDIQCFEcBiPcSiuC9C0Woaq9ULcr963v1pF5WhSpP5tPCBW67V+7fXVQ1xxw1GWMyMyH64MnQ3nL56PFjBPj2t78tBsiZ0Xs1Ym5RBRpTESXl7Ioy55xz7roup5RzTilNJhPnXM45pzz6X4siVFXlvDOGyJqxwTGlVFcvd31vbQXqDIXYMzOwSLPqhqZ53BzFFMcfpzHEnHPmtutEdDqZOucni7Kqy1C6NnaYSGVsRFZj1LpQ45wlF4FA1ZUOM1bmSA3dObjbpY7EZOfbDZ+vL7K0ZWVRXVnt37hzECoi31PmuGn61SbMXNx20sVhM+Q2tdv47rvv/OB7P2jaXq1xZVXPFxNX+SSPPvos5zhwyqiHi8PVxfr8+LSqFn3HRT1XwhijIYtImYHFOLJIJMIZZQAy3jMzoBjjG9iqM42IHaJzfnIQgjHOogmuT4Mjm4ths16LAqcMJDDGWI+XD0IpMBnp+05SnlfTI3S9JN22m5Ozr7386o/e/RtjDKMMgGwNgOXIF4+fGVOpDP36fL6/JyJDP4B3rMACBnBv/+DkYmWCe+e9d195/e3g63X3xC/2h7aZVGXXrjK1m3ZzOFtWtcnMooP3aEyezkJRYFVNYupySvPD0tm4as7as/5sdTaZVtv2TDD96KMfXtu/OcTOO++c7fuec3bObLcXqqkfttume/zoC2tcVRSb9XnfN95bzsk5z1mqKufMk2lROd80bYq83TR1XacYm6b54Q9/eH66IfJOqY3bKOl8cz6dTVzwXd/GIb351ptxiM667ScfNE3zp3/6v7z7/jvXr9+/e+/rs+l1ND1ZAgycJ4TGW5tyAjDMCmBUOEtCRECwxAAinFkiZkAEH2prKfhaODpfBX8oEjfrI4VudXG6xg7UGBfIgw48LwqEqu16IohJ6qLQdgjkLBpblMGn9XrTa9rfu7a3R2en5yKQM/sQ1uuNBkyDpJzm8xoAttsNghjjyfiuy9VkboO7WK8Eabk3BYS+71NOLGyMJUPEaW9iYoKm7fuuadOqLOrZ5HqKfHb2Kah5682fW60fnp5+rgySXQgu1OCcjd1Fjs+6wQhlIMsqQJRV0CCQgmZA1pH5G+Gn8lhuriSjxEVG1llGEQztStkQdlkuOyzsriykYzD0i8nfo7bykmtXBVTBHQ+NI7jXFwUkV7fRy1wNeMF2+VxVcpV3B7taFf3XYsrxxx4a+8MuRfP6/xBn/uMvyCIMl1vuxWKO0xlZJQtEhUIe4aLy+Po0YqNRh0qkKeEwiAqLjCUhJCKIwExdMxhANJg5jZKKzCDK9HetB/5/ry9/UUU0dvSMvKOOut1d6wdehayMxlDVXWzijx/CKzOWXHVwAl2dWJeuBVC5jNMAJLoyjCIAMAuRATDGeMAEkC1azsrMZTHhDDnpG69/8//8q3+5Wn1iCFn6uioyMyKi8f2QECHGYWwiZxZC470Flq4b0pCttUPs+y4CgaowZ0DgDDlzzjzE2HRbQhnVe4ijwARGqMMslmAMFR4DXIeBWTMo5qw552HYhbWNP08iNABogCyE4MbM6dEhQQSIao3xzg3DQGAUUjDibSkAwzCIoKJbXTTGGBGNcXDOeV8P3AtTEk65SYk5X9Y8AhBRCJaMWOMkc0ocfDCEImyMUWWOCcGLaFEWocKckzFOhSTl0Z4LoKNn94Uj+2LKKV45YMaHxnDMXS+VMSqCXz4rxjT6lJI1brQQjOB7s9lUVeW9F5HT09Pj4+PFYtE0m+1223WdMeatt94K1nljh7Z7/ODhZDJR1eVyaYxhEWuspIjPM57+9hqzF69rAKqYBRTGsOvnRmcY9f0wNvEYUkQBAEIeQ7EJRQQI33jjjR99+HEfuw8//ggAfvlbv/zf/M5/e3Z25pwT5iFHJBxy9N5erFfr7cpZ+/Fnn/zmb/7mt37t1777ve/+9TvveF8gmpxTcC4yozfGGLRusb/fHl988eDxP/u93y+c//47P3jjzTdVsM9xWhQxZpZMnhhEABQYEbLEo5NnB197U42UdTmZTiKOvUgGDaGh0eOIxgKhAAtk5ti1m2FonTeFWgAWzZaUNTMSi6iot2C8tYVz3sbYLpbL/f09591Lr9z1wcRhIJQ33nj14HBfhwhkNAkZh4YRqXAenRfFgToyxoXSF7VRONw7+IW3v/nk6PHm6Hi6mBAHJcyp33bnm/YcGNlhHerlZLZcLhfLmSUzmUw23TrnPF1O1l2HIYCCIXIA1lpFHP0tOWcTY59l9PVOJpNxD5ZzzjEi4mKx2N9bIKLsDOjwQqIrjwNh14auycBGk4FkfAhJTddsVyfbvmnIi6haZ9p2iE0UkbIsb968O5/PnfPMrJBTGlQy56yKzhUqyMzKBArSMBgFysaYxING8YyJkZsONdVAnQkdbhaLYjpbLBYz0LIMezHFbf8s0FAyVGAjhEIsduyytdl98cHHf/Hn33/4xcNyf6+6eb2YTst6Whhnhnzx8Nlwfjq5caPr+6KuuBPLxgcPWYbYsCCEisgDQo5syyIhxZwNiyCKdX2OPOS6moIIqElexwVg7jtMSdtm6t00hLff/tk7d25eXFz0ff/Zp592TbtaXawuLhyZnBKnjOBQQTyr4cxx6PvJdDYI27qIHLfri8PZrLYuGOoM9iKAlkg1CkZSjUhJidabrTHOl0XfdqEqfFkictM388XybLXpPzj7sz/vf/lnJsbxtj2eLW7eWizWJysnntlRGtbbfjabdf2FUvQlL5czjtw17ZOnx9bYpnlmrJRlDdZWU1Bqywk6P1mfNVUdrt/ch+y33XYymfRDs2nWL9+/U07qzWbz9Mkj7/1supyUe3uzWU7x/PwkBH9w7XC9vnBFuLi46JqG0qSuZ7O95WK2v5jP4jA8efwkWCxKlyIzykVz1qWu6zs1jJ1yVmvs46NHzvhZPVkuqvmsIGfPVueffnz03vt/efvWS6+/+g3vy0m9KMLLOYPmQBq8m7YpO2tHc4VI4syCY8nlDoohoqXgXGFpqSLT+U0R5jQ023OW7vj48649bvvjfjhfLookgyEtQvDBgJpvfP2tDz74sFmtC5qkLiGaclJuIb7y0kveF8IYbM08evtM6UvOw7Xri5zToyeP2rbd21sOw9DH/umzbeGoruvpMoCxOeUUB2/dpK4xJVWJ/ZBSQhVvW2+gXrrGM4AANd6uLeK07upq5t3K+YvDfTP0vDlvKj9F7UHQYg1wAWDQDAIogEgloFFJgAKkO0E2uxE2K+6ADFyp90hRDIK93LsK7DpdBJ6nn3uEnR5stxAGHKUyuOvKkEtV+iVAx51/9VLarvACbfSinvurgeIwNpQ9v0nhpd79OTpH2Cli/nZxy1f5NHiBRPuKwOcFzHZJkX71hioEQojW2jEa3jmLpIqZiLx3IoqIozJZFYBVgXeCSoOZ/fgjE80qWIbAsmNGckLOPMpQU4rDEIfIKcU49D+ZOhZWHSlDIyLMooKyM8wBoowScxyR9O4X7IzOX66Vwh87inhpuniuZhFBMLsmUWMuW6R2QYqjtuESviuqEQUFJQRAds5OJvXFlochxT5Xxfzl+28/PXqfqE0xJqY4MIIBTeRBddQuYMpKhMxMaBjBW0NIfT/0SQxRWRVZMnMWFRvGaUQAICUhUHJGRDgLEuYsIhqCMbRjiRUxi4AqWXLWqwBLtGRjTAqEBonIO++8DYFZkmo2INYQOZvTKBxyBBj7aMCQmpQyCKBg13SMo08NVcTaIMxtMxhrcwJnjQr0Kelo/kRiVtzFDFpVNaSFNyEUwxAzS5aE1gmoc5RZEgCwsBD3MauMyiNjyFqLhIJCCEiKdJVtOiLT3V5LVYH+zgn7xT9fPD3GfPqzs7NHjx45T/fv33/vvfdU9bXXXgthSQQnJ0ebzfr+/bsXF2fT6fTu3bs55+VyObL7TdPcvn37G9/4xnq9vn54re07JFQA59yl2V6+MmE+dyd/GbIrsqqK2p3rR3TU9ggKIYmAIghAypxER57EWWOchTxYaxLnclJ77x8+erTYO/i93/u9bbM11mZO3ruBeRxhGBQMAUKforPuX/zBH04mddP2wRc5sXAiwtg2GKwkNNZmgSiQWK2123ZotKsnk3aI5B0y6vgetFSU5SiLFxUgVVQBNs6QoaIKoS45DUBEzoAhIDTeoSVXBOv8bDnvjAKBCDPz0LdKLktW4KoKzkAb2RvvAAMiGt073AuGlNO3vv2tuqqsN6+//urqolldbI3Fr735JgYjKfacDVrvKXIEQ0VRkDV9jDvHvTPgSAW6GI9Pzo6Oz/rYmiK4MjcxtSlO9/YWB9fKsi5mdRkK7wOCcs4gwqIxppzz2ekZhhCHYRz+hq4DgJgGzqygKefx/rOrPiBjjLHWTKYTU3hDJni7XZ/Q5SLHGGOttQAoCKDWWksowB7YaQ7ApVGv6giMpc6ACm/ON4RU1NWMQrlYlEVhrUVA0zP2AzIzdQUAoBSIIGh4dEK4lCJmdZAQgHM0SGkYggkhXzTNSTrf33QbQfFU3guF895ABxcXRG44/YyZvHLo7YkcF2Wz3mzPYCVgT44u3n//0x/84EdnZ5tpvT+dH3LlQLBbt6JkIz/7+LNituQhAWtzetY8PAPrQPn6rdvdemVirPYdkgMFQtOsN33sJGUgBENgsdzfq6bTzWojMQ+R+bB2ZWEncyeSVhes1Kaoff7uO+9uNu033v7GjVs33/qpt0Fz7Ls4dF3Ttk3bbJpm264u1oNLwjnGdLLZzO/fKT6/PqTGJo0Xp3duvvz1vf326bNnEnNZgvEytJNJgcmootoebWbEzByq0oXSOw/GKGIUWG87722/ar7zx99/qXq5PjgbyuTulk8u+v2FU66blLYX3ZDbmFrmZC1OpnXmVgFjalh5Vk1FhlBaIGiabVVPrHWzSYFq7t58dbvq220MwYUQVFPbra5fW3bdGiBtLtb7s9ne/jXJSoJPHz6bTqpJmB+fHSlDn7rJtFwspjduHjiZGuOabTef1gi4t1zMp/VqtV0u9gBMWRSRc0x907dFUWzapmna06NTZZzPZ9WknFS3FKBPPQpf6Eq56bePPv+s9b4IPkynny0Wh4SVd3sUrk+qCtClrKJkrckMwg5BFEWRQQXRJBZlBHAqhncRw9OqmqvG4K+fnHzutk/64rSPa0OWIHdtDqGMcTg9XQVXvPHaW4SwXq8BFErjDn3q88Xqoq4nw7ZbrVbXrl0j0f3J9Oysvzg+B4T9xQFL7rtBBIiKveWEmYtqstlshqHPnAlQSw2MLERklJgcLeZO8iYOWhWmdhCKCtVkTsyy2K8Q4fjsA+ei9zJ07f7+zJCQM6qZ8xqoKB0WeswwAbNMuSEqRjJQAJUcII4bYEDFXekwvih9BCKQkS+8ilO8wtlyiWV2oYmX8YuKwGPsheKLm2Xd5YXv4hZ3dZyXj7yAj8cpAS+5/EtH59U9VC8zNC7DxeWrmBp+/DN/CzTHrxYJ4b8WTf78i2QFI5JBNcYYh5jQkhWljJTdswBJugAAIABJREFUIGNbPCEacmNX7hWtqUIKdsQpwe+AlDVeFbz1ZSiERVSG1AcIVaVdFxHRWfeTq2PRS7kSZ0HEURpwtWQRGflyMMZeQi66zPXUH/ftXkayGCL7FYeoIfdc6OIMAOBz7zOqEiKK2DEp01rHKsYCIZAAquztz8/X4eToOPibk8Xs5fs/9Z3v/ysyAJqGYfDWqxgw5uBgPqRm27SKADETERB6VzBz37WcBQHK4JHIGKMgiJaFQyg455Sjs9YQKrMqKqHSlT5Hg7cImnMco/3G+cE5F2NGNEMUsCKCxlokMoYQKWfOOSIwACdlzmAdjgGROUfJuW1UOBc+WCAgYGUUdcaI6BATZ6mrakhaFUWMMXGqSgwhaN/3AysoAjvnmFU4y46cxpgGESmKCozZbLY8iAJETjlDSqApT6c1AMchgYG+7ya1lKEQYeZETnfT8i4jhy6TTejyMMqX5StfFrcA0Jc1baoqwta69Xq92Wxefe3edFoTwa1bt+/cubVarVQVQN588/Xbt29+8dnnr7/62quvvvrJJ5/MJtOmaYaub7fN/bv3UOHs5PT2zVs7snO8ZO66ZhF+rH9Y5Tmv/8Ku8CoyC5EVadSxAxEpoCGSnJV5tA3xmFiRWSVbQ6qyXB4Q0WQycc4MObV9x5LLqhqjoCZlwczjNoBHjI6ooDHGs7OoYAgtigxtSxYZeLK/jG16+vjx9es3hsQ+FADSbNfeWVME6x2LxpQAkSzFzNY7RgICJSRrfPAAUNbV4Y0bt+7c1EFNHWaL+dT7sq7I2aqeTKbTIfIslL1ya5SsSSnRJcfCoOerCzYolqr5bG+xuLl/uKgnd6/fuLa3OD16dnby7OBgn4hEJcbBe2+tzcKMUpeTgWO/6bumJzACCRFtCAzQxdi1/ZOnj6L0xqM3BoI72m41lNP51NWzerFnnK3ne4SUoojIMCRRaLsORJyx06p2xk6qSd92+/M99SZKYmbhPKReVa0yp4FzzjEOw1BX1XI6Hb+90fRJiCqsOcehLYud3klZGJGcQ0RSUFU2JqWU+9blrYubwFM3bGJ3sd2uu23Dfbv07o1r9zMng5hS8taAZszZEKKoqloy264lAm9NjINkBUBJmjk6hDdee/miPX785KGv/LBufvqbb2/P1/6+X01L6D5dOntw42DBQQWE0uH1yXQ5W21Ot9uhru9Oyrt5CHl5f29v/5OPP//n/9MffPTxF5ttlyJuLwYZsMdsVl2/3iKgATxfr9PZCro4m89TynUo1jFBElQOZTg9eqo5idE0bIuyMmTIudissF1DTuAsBAdCs0DX92afnhxt1g2kDLWFeuqrCkB9KFu0ebONMUrkv3nvkw8/e/hv/PIvvvXm68w4WwZnlwYp2EBojfE5c+RtzNBlUOPf/IWfvf3WS6cPPqXjo5+dzLu//Ku/P1k8EWxZWkJ1ztgJJUEwGZUDRY3YY2Y12QYfuqHPwqFwNoTT85O6rtx2M7cdnMj+rb1H6dGz4y+e9flibw7BsrVuMY+rHgFmsxqIm7b1zqFQVc8W8/LWtds5D+fnR2ScRR87ip3OZvV21RQUbl+/bU3o8jaYIDogSdM0h4cHwReSsLS6mOw78tbYRbksy5KsqYrZ+eY0R338+KnzZnmwCJBizKuzlYjsL5d37tzcbFeTyZSlP3p24stARJ8/+KLt229+85t9u/ng/R998vHDMvibN27NZ/ObszuLxfxgNp/Vi+OTZ0ni6dmZxm42n6w25+vN49VqITkcHL6M+Or1a6+LQuYyZ1VwAh7SBFEZsgCPxDlnZRBEFAYFQiIGUjQAwfny1u1FjC+LtMcnD588+ggwHx89QmJLGvvOGGMtWQOHB3s553W/DeTKskwmTqrJrf3D84vTYRicsfP5/ObB3vnqvGmb5d4ycl5vNzElY90wDKZwZVEWRXF+fh77beIELJBb7z2AKjsRXm+YFSfTOqJrY9vGjBY4Q4w5sBBlliG2mxhhOln0rXDiaWkVbYytwGpe9rfnT/rk+lgMEDQH5yYpO9aCZaJYRrI7M6iiKALheEN7HtNCL0Bh1OfK6/E5lC6ddQCjlm7E0HpV3GMAaKcYGX+r7vLDvkyKv1gLc8mjX2lg6MXvYQexXggX/yo0H6/oOxROXyFHr9JarqaP0b+nX1qHw1fulQpf5bnAGGQEAOcsIqacyCiIiAoB54ERcdw0I/D4/zJExhiRjIjWyZUFMSNaa8e6wMtPWm+dCx5Jc1ZDPYGZTmc/yfpyBIAx9tkYO8owLiPM6WqH8uPs49Vz8Mf2MlfbkBeaGmn8y6iTSX0mNIh8ORhcyWPGrkcxxFGysckYRUFL3ph46/b1Zyfvdd262YaD/Xt1ef349OlsFpj7LJIzIHPTNOREJBvnQxFiTIgm5gSiSKaqC8nMnFWzxB14GpfaY4JpzhnIcBZVDcGTMUkYAIpgLRlAda7sLuuQFCBlZhUDZC2qgrCGYIw1w9ALovPGWpNTUgCjgAqORk+3oIK1NJ2oMuUUEYCQQNlZV02qzXpTeTvdn/XdUEz9/v6esAx93/f9gFJWBWJflmVMOeex1gEIsqgkRetQRDabDQuAUsrqvGFhUbUOMo9Hk60DY8byHhTJY6bJuL8YVR+XPa8vFoTtVGkvdIDJlw735Yyulx/jk8ca13v37r3yyisppdlsdufOHWt3J6RzjnnMctYY4zAMbdvWdT2GMIrI/v7++fn58xBZRDKUOX9VTb5b5+FVQuKLcyMisuiYVQuqpASAJCM3QiLiAFDGpkZFBgL0ZA0gipKAMq9WKxHp+3556AUg51SWpaCSMRaMQfTeE1GwZlRTjCTuKKMXRRHhYTAEklMo/Pr8nA1ab/f3lkdHR4yS01BMKskpSe7SQGisN0i4kxiRA0VjvTOh8BJCZYwPvqiq2li33axCXTnnRmyKiD54631ZFmWovCuqeoKFXy72u7Z/+vgJZ53PF4fXrs32l6Gq6uVkWtUTX5AwCUsaNCdrTNs01lmC/dX5qgxTay2LbtrW1uVyb748PIx9Cq4Y8kDWEGHiPAx9s107ytPKDpstMFPw9d5ibzlfLKbWkXfWWZNS2qybNGw0y8Q7BFQhECVQzIO3VBAMORYETbO2VmWIgYhJu+0mxmgBZlVJtUeaTUJFRMMwaEwASkiGDBEOQ28Ih+1gjCVEZ61kRhvH+5uzdhgGVU3bU6da5mE4ebapfKiKCvTGwd7ZEU+rCrpTGHprbWHAqwFJdVWIJAQG1bIMX/t7f++zzz4WicpgDN27c897F4e2bdf7B7VW1Wa7XBzMPvnkw+Wcuwn9xq/+ytGzo9VqtdybD3moictq3sUshk9WT9g29cF8Njk4fWYeP4wPvve9rusfP37yxcOnN2+/cl3Nd773/TgI+SIlXp+tiZBAu7aDpoOYvfeStZ5My8Vk07borXCMfevLkEFu37150aWhb7zFwtONg/0t8dHZieSomsFb6vu8WlGK0DVEJE0bZsm7NHBGpKKctF3KUdFYMGFg+ZP/9c8eP3r68z//zZ6YQL1zXfOsKid1Nb1+7ZZGAQOhDGosGXjpYG95/dorfZp+/vjZxw/fX529cbj/a//WrxzXYZt7CxrEEvkBNfk2wXahh5nFh5ASk7WIUIQAyoiSU7ypED/43od/8ce+mHZ7A0rOfWRO6jyzbdcDNxsiJQeLxSTlwWDvbDl0rYH+6HEbnM1xmC+WdXnYdp0qxwYc1YWbbNdDVZhscsypH7rJZNJ1zeefPbAU9hc3jNrtRQZNwTlh6Fru+yGmoSoWzoXD8trRyeP1anv/5o27dw+fls845a5tPv7kQ+/NanVWT2eKlJKeX5wb0rosjp49Xa83BuGVl26rwI1rh/fu3Z/gtZTi6dGFoswnB+RwUs63zfb8dJWYr92aAWjfbdrm08+7o/OLz6v6+q1bXyv8POVBxTg3ZVaiQoBE1VgT06AgokwGNQfVkUZBRFQWALWudpaq6t6Na2/HuF0sPuvjqtkcDfFMOaLhqvApdYrZYswsmnlvvlCRvtnU3jvVveUipbhpGkxSucKTz5ErV1a+6rpBwQ9tVCzWmya4mgpHiMK53/amNApSl5MkabPa2HIqMk+JRIqYkvaQYtpsY0q9IUM2WgvOYpwkHgBRBRFMzhkM9i/d1Vs39tHMVltZrdNmEy9WT7eN32zLi82mHwrBg0vEPMpnreAoHBhzvHiM3gXZZVCA0hjxdUl+DyNLrgAgDKNbc0cSqYK51LAg4AiVv4xur1JgLjuPrhShz1uMEAAEd190vPnKmDHzZej1AjS/1MYgjl8Vxnzz58j+Uvry4xmIL3R/fnlUwC9l0QAACIGSqDpnEFII5I1BA2MYucUwTn2IOPaRjGOAMUbEKohCHitwclJVxYijwnmcegwVl6tgRKK+j5w1Z/0JxeUj3UhEo3sXAEd5MRGJqDHmBUuoXqHzMVfuRaR+haevXpl3dLsw81gZ4L2/soSygLXWe/+CP8+MwxMz58xlWbBKUaGCWHAX5ydNdzKZ0b2715tmlfOeC/Xrr/zM6dlHfTyzlkAdIeWctk1jrO4wkPWIuN22I1jJMY1+4bL0ozmMrPHes/AorC98GC2oztqc81VMclkFJBLNOWURNq7IOceY0WBRBNUsIsFZFR16bbad9aAK3ps05IRqDBTeqDIg5CxCAgDeoCFKzD4YS7bv+mvXDyd1fX6xLsu6cLYu66IoP/zw48lkgsJ5aA3otf35g/O1qFojzqoCOGdnszLn3LYdorEGVXIWAQFOmjMIQozZORMqG2NUq6rsnClLjCkG7621wiLConw1OI2qld0Rxudj9VU+zyVZjj9eE/sVUD5eEUawOPLN1trr16+fnp5+/vnnOeeDg4PJZPJCzo+KSIwxhND3PTPP5/MnT56MHZxjv+Mux1Dl+SXthQHiSyJ4HJuwABE0I5IhQINoDbIKEZACIyKSBSitjcaiZE2MCsCARiGD5gyihQ8qmYhEhBxYa5FoJ/K5XNgRApLBEQWK9H3HmRFARVPSMlgUHIuKnaU+dgTCHL3DalYOPagkJbSFtYU1aI1qsISpH7VdImjJq4CzIQ25Mx2RY5YYmQCLouiHvqQx2tLllCXJ6el5LmLTtm3XQ0zr0/PChuVscfb0eG95cPv6bVvYrMqb7TBENTY2Xbh+/b133vHWBev7vjPJAOv2YmPnARgk87OnR0xaLSfbrjVottstgybO3ltnKMZufXY0NBfIXeFkMq1mh3u2LpzRSVBHbCRjVMuc4zbHbYwxMYxvT2dt8AFYAAaM64qGzenDruuS5BxTs9kS4qSuLQARaNtsuxYABnTjAU8p5ZzHWNa6Lvu+H4ZBUjZERSiMMYvF3vHZ+XKx8N7vHR7uzWpv7VOFIoTf/NV/hKDG2nJSe28P9vfbe9uD5R7zqfd+Pqm7rvEeYt8M/XZ/f3bt2vLs7PSjD94Pprm+b6uqPDycN9u1c11VyXq1GvpHX3z2DhSkJJ99fpFyvzmnKtR/+eff366b2WxWl9dzTg/zo+5Yi2p/efDS020fdX915h5899Pvfedk6Opuu+267vbt27fvvHHj5q0HDx/2g4hiUZaI2G23knI9mRbVdD1kUKAQtjltNhtKA1SVI059FsnD0JMz0+nkoj3drs4P9ss4dGVR3bhxN6E9efYYHILys88ePPv8MagashwzbDZsbb8JvbINxbSsE1ACysxZxYN4Y374N++dnxz/ws/99N6s3pyuACB18sWnD1cX2602xf9F3ps8WZYd6X3ufqY7vffixZCRc1XWABRqAMDGREpsGQc1TZTYpGSSzLTh/6SlFjSTdhp2Mg0mNY1mUosyscluQo1qFKqAmnKMzIzxDXc657i7FjciKrOA1j+ATVpkZMSLmzfuO8fdz/f9PtdUZVOWjYccjN4ztLte/8v/4b97PzR+bO+98+Y//s/++Ff9ZpuGmbWb4/XO3s3scJSVQP/Bgx/9T//z/zKM8fvf/+5k4RXh4F3fbolg2ebtav2rv/znT746dZbGOFiA3KX57t7YD8Oqv3vn/sHh/uMnXxehPLwx32w23ha1x+1mCL5WTpasxaoK8/lsLwSbebw4O//000+I3J3bd8/Hk6HfHh7uh1Cu162qvX3rzTrs7CwOg2+E0+npy6aZe1cYY5DAFNh2q6cvHj78+vRivQnUvPnmW2k/F9aP4/D1wy+m6NaUkwL1w3Dz5s2UEgDu7x8cHT3XjFVVq4JFe7C/V5ldEVnuL7puO5vPuqGv6+bGTVqt119++eWjr8+8N12/2d0dmJ+fnj/qOvzgw+fvf/A3GShlGsfImWb1XjdQ8E0aM5G1DrOMAtnYICLGEKAACDoyZDgjgKncrJodWKt377/H0sfxYrN5+ejhp/1wzhqBEtq8mBV3b8/OT4/7vq2rctEs0jhAUc3KesABK1u5eR/73dnurRtF5Nz3/WbbxRhFtKnqvfne5ClS1ftv3Ts5OTbGzOtmNpvlnL94+NWm254/ba21Q4zDMBRFkbPkHg25mBMWbgQWljyKMS5Yc9J3qlEVgqciSFVEhZ7mNJ8rCxhT92O1bXe37Y2nR+nFOmw22+2my1nReGFARdUpR8UyTMf2pAgAhnASndKlfROAgrueMwLqNAmaxJ3XsMVL+a7CVfjPKzQC5FfgJ/q7aYf6SkjMK7X4q4CUV+Qr+Nf4PgXg1YGpIgHw6wPZ10vzb8lmLv/6KsVFKWcJINZpzBuPkgUNKnmjoIgNIlg3Dc1czpmFDZECADIhJk7GWLxC2cYxG+uncJVpwgeElkxWYZGcEzMP/fj7WJdnUc4skojMdHcQzTWDPMfBWKOiokJEk6ATL89adLIITLX4qycg1xZaMuZqoG4n5+hUoxtjiayx1jkbgp/KX2OMMUYEEImZEaMxiGidMzH2xhlr3Y2Dg+3wvB/aizUuD26W1ez99372yaf/8mJ7QZgRMoIBzDkrkrHWskCMafp4KkyNMwDqnMnMgGC9I6IsjAicJY3ZGgrOoSEkCN6qalTmzHGMU1SVsSYEZ03ZcQeQhXEYxuktaclUVVW4zDLpSphQGdU7NNbMZpVCZs4i7EqbYzZEhGa6lYkFCcfUu2ysw9XqtO+Gdrtm1rL0KrnvViqSUiSSItjNZgCA7badAo+Gro8JQvDeE+cEYKxgZjCGmHWMGQ0CgLeWUybD3hIoj2Migpyid855bxGAhS7H3vSKPhsBkcx0Fqd/nYv78gBBBL4NQsErMRteilpy3l0unzx+/Omnn56dnZVlOfR9URR61chN7dkwDCGEnPP0RE1mvsur+0YNSNNr/rY063KyTvrqIR2BVUUCsCgOmQgtMpGoABgjcQCsAUSZY4zeXGbViCihIUTOUUVBBAFBRFhkmsATCecs8k2CxdWCTERmysRxioTMWYGVVA1GzUioyHXjDw4WfXtaek/gFdgEOjg4AEFSwHFsLwYkdORQAQEtGmPIIWkSg2iNLUJwzgPRtt1CP1RqCuvXF6txGLbrtYkytN3JixcHNw9NkqHtZTtCzJrz5vTMWHLBp3H77GKlMXPK9Q++jzGjomFpz1fGWcxMiS9enAgYTMlyzn2HKVoRyDoOUUE5xx5VrDEEDQI5wwhJMnftcJqKMQDo0FZRufJeOccxHh89b9vWGNMpgUjO2SCp8Hw2Wyuk9mzousef/zKO4mxRVdWN2SI4d3Z2No7j1BQtZzNmtmCaWQMAh4c3csrr9UpYgvdVXe3v721WG2ttUzebzWbWTIRj8N7v7+/FmIoivK82j+OsaUA0pmiD94VXljSMY9+fboOCXmz12dMXMfagsWtXy2VMv3hkHbQtPDv7TCEvdqrfPPnVOLQ7i2b/YNnMgttxaUiSN84b4zZqY9+3zjfbflPWfojrVbuNKWo1jNo/e/a03gDh9776yn78y7Oj50MfC87ogKwLxyfnRy9PfvnJr4dxbJpmNp9PWWF1EUARRYVzM5+BSgI1FFhEDRlrMQ9gHbBqjmpoHFPOzGMahqEKNgENplzcuLsacxoHyFEASIWMyaIIZLo25qSGGIF9iMZo5Omcf8ruyikb1idfPHSZ333nrfmsRgCmXFh7+uJoKFQCcx+hib50xurZ8ek//+//W9w83/Z0UVattFBAsMGqnZO5vbPXj9CLlFo3RbNZXRw9fmS8G8cWoSAikTh2Qxza0vuYxoi8d/PWbEfvf2c/FZu4WQX0NlQH929qkp7w8PDAGHry5PHBfrOYF3FIZPHGwfL7H/1wfXFcFXYYRlVY7u6kPKzWcb5XufIwhLKsqvGifvzk4ZNnT+/euSUsdTFbb3rvdlfr9u7tfRGzXO6JQEzJqiZO3KWz1Ykw/eSnP3748OuXJ6c///n/e7B/SJXb3ztcLBbHJy+yMhkHSHGIorh3cMiZM+t8vlzu7FsXLs5XzrhPP/3NYn5KRF3XxRTHr0YfQijLpmkWu8v78GbXYYq9tRecI6AWhcvc/dm//pN//Rd/6sP87be/8+6bP9td3uIc57Mbwp0xPmUFUQNKRKjB2onvl65WZkYDIALoAIF1WoRdqPdsqHd274zDJo79MHar1Tn3X3tnP/zoe227Pjt9UZUBgft2GwoXvO7t2mm228ceEAjjALlwRbfu3nzjgbDMb84Q8GX9MudcF3V5o8ycVVUzLZrdH743895k5uPj4ydPnoTdMJG4tIGirNq2PVpviyK07abfQBrbUIQpkFhUi2JYgxjM5JgBQ4kuYNI1gDTNPjk/xFDMHGDDWccxjUMeE8co45DGMafUR5EkqAKioEIAxqEVIYUpfhElk7ksq0UF5NJzqd9MyCUr4sRYxOs3Cl5+AYq8rh15XeGNr+1hMKGCXzcEXqltvkno/OvJ5a/pGya9qF5WcPhbzcBvK9F/a6cXtIYgp5gvfDFgHoGnG2NYTdTsrFdFZSU1hIgGFIFVFYSQjCVVVkWVrDBNUnJK6n1ANEBZQbIoq6rgy+MXn3/+67feevD7WJefnF5qAyY71PV0/LKIUQHW6Sz+Wk8sKpfz8iup0Kuzyam8xqsHckIrEl3yqtGQd85Zn1JCvGYyXrKKp9qLCEQElLqudaEC9QhE6Kzx3uIwdoud6uj5y3V3UtX13u79O7e+Y8/Ozy+e5ZgAkggoovNBJPV9JIPGYIwJAPqeZzPnvE3jyFMYOyspTdnsBqksgwGUzFmkbqrg/Xa7RdGqCKo6jjEpWFUR9bW9eeNmkvzs6LlzCKCorIlVhuCtqMksaskYk3N2zsUYh2EIhVNCQOKRhQUIBcWQHdNYlmWCoe37mFNObNAkzqyCYFabtfcTDFK9d33q0OhiVnjvEbEfh3Ec57N6+vXlnMeRnbOqGEcdIycVUzoymHLKQ08q6EAlIbEjYIZQYuxbH1y1UxARsyCYSz/1t/wiU1yafgvjo69Ww0QEeh3yqtdCpuvMKWGYz2Znpxd/9fEnzrm3Hryzs7PjnPviiy+eH72cRtHTI9R13Xw+Tyldq1m+5SjV11VxiKiCr7aIiAgory9OqCCoGSEaGpCCodEST+lpAoqoRCCgY04GUQBZNGc2xqICM1/m1BJmEVUhYycU1BRyK1M65mTCIEREBlZVMqAT14VAgMEYW3iLbMh/7/vvfff9tz/8/nfG8ScGYLNZH7948fToxc5izxn//MnT9vQUUMahK4NXEY7RWpM5tptN4QKIpHG8OD+DbozEYCgbn8p5inHs+6HrJXMaxtT1noXGMV2suvP12HXPv/pamV8+fEhEgFI6W4WiKsqmKNrjsx++90HK8Ze/+lUwrq5Kq7rfzJ+/OGm347havXz49ea8LjQNbVcXpSOXcjefz0WyqyprsLK232x5vSWWcYzSEWxtWYRA/vj58w3ovJlZ53Z8tVvOqrrZjGm73QrzrG6I6ODgQDV/9J33nHOIuN30dTl3zs+qZrFYrFYrQltWFVnjgr+4uHjz/oNpjTLGoGgIYRz7nPNsNgMATlJU1dj3RVFcdX1m6vemKSyrAxZvbM6ZLIFBBpXMKmKR7rqPpsfsex+OMfbtdjMMm67dPH366GJ1GnUx5qMxbnuGoffG+t88On/8Ms4WBXOfsp37ctX2pqiTIDoUCqEBZt605/k8IUF32kWQMVoZ5cXz9V99zI8e5fNt5wqLBhgHVUwpnZ+vhvPz22+9Mz2E1lgAEetCKHJKIlI3paiKJRbJrIiUc7am4JoJdRxHRTg9XROGvYM9ZZNiJiMd96H0Ozdurs9Oue8wjXVRCHDkrNYECUKglgRQORdEaFRTHoaOmSMIKtZ16Z1L2/7F10/Og93f310s5lVTz2YznHke2Fq/t9tsT18+X5+9fPQVWPjJP/x7pydPD/YOn6gb81gULieJm+2T5w+3EcUE6dYwbHuC+/fvDON4+vIoxoiIhbep7/f2dsmA8xoa93f+/t+d3xue5F8fvzieF+7D7394sW7v3L796199+pe/+UxEHjx40Lbdb37z+TvvvJNS/523v3v/3v2Ls00ozNnFiyFGBHt0/DhJLArvizDbm6022+26Pz1f/cFPfrrdbObzuTeWwJwdnwuyK8yjo6+LEMoiLPeXFxfrzFkgo4Gu67vUiXLKOoz5+OTi8988acrZhx+8/9mnvzy8fVMJTk/PLzYba3Gz2dy794Zzrl23XdfdPLydcxZRa+3R0dHBjYtxHAnI+9A0s3ZsP3/4pSA4X+zt7794PuQ0HN7Y31suCKXt1quzXpj3d2dDis+e/aZdt6r2xz/4w7oYAJvgd1Q0K6ogZzHWwQS3FkAkUFBRFVFl0WisQcSUIwCGUIRQj2PviyZUeuDcwUHfb271fbtpV5ld2VSgWSRebFOj5XI+22wvzi+OAXTbt2+99cYQ4fRkvb+/H9z4+OHTlPIf/js/NcYRYtu2IQRr/WKxuJ7CzOtK8rBtW49mf7F88803+75frVZ05DhEAAAgAElEQVSswszr9bp8cmIs7X5n1xgzDMOL5y/ruu667uT0peTEoq6sEawziDyO223KiSUzdFnZ4qwKyMyCWBel3Q0iygLTIs8smTVl7fux3fbbbTcOcRha1WmmSyoYhRDMZHAURIWJc2yn+wcghBMWnBEJwAjKVW0trw7Df2cxjYC/Nfd6XUf+jTEUX/8a/J104NdeDF/hk+PVZngNT4TXUoQQr64Er6iKACDMmg3Erx5+/Cf/4mNMXRVCM2tCUZAp9/duN00TQklEZVmRtZA5M0+PEwsTOkQz8d9U0XiHaEiNQJpiJ0AVgQ0QWr+/P7t953C5nP0+1uU+hGt1watKFTLGGAM5IgJdMuX0ehw++eeu5uvfPgqZKmxVzQCABhGMtZqzMA9jRCQNKCLe+SlbdBInTPrjy8sQMAaRnHMBwHjXCBuDPqeRIz8/P+Kct+35Oiz3dg9u3Xrr8dG/8s4Z4pwFVY1xE1i0KCwL5CygYKx1HnJO45hCQXGcUspVgadeUUENIOecYraO+qHt2o0xpmmqSfoCV0m+zNJu2tXFCg2CAhGBZmudQFRhAQjBl2XVdb2CeG+NMSLmUq+NxKzMimiDL0UVFKzDnMW6QoG7IQqLNQrGTJKI2XKuqhZxGHsGZmFSQMJxGEJRBOfrslLQlOI49KIKkKcjLxEmxKlLYsneAiBYJFS0tlCOoWDOYhDIGgLt2lYyu8qpqoheZgvAtdfzyryL5hXF9uvS81eUUX8dsIWI2rZ9/vx5VVUffvjh/v7++fl5zvmdd94piuIvP/7F9O4ka4auVQRWWe7tJs6Jsy/C5Y9+fSV55QAOf6ep/BWhuRKgIDubneOkI0G0ThhQQdCoomYQQI2SSgrkHE7dnplS4NWQmSSDBqksCmN9zHF6klkEJ20iAiKwTJlZKsAKBAZsaWf1vK7mVd2EugaL851muZwNud2249npqTWUcwIjs0XZ7FTBFId7H718/OgXFyeIgihp7BEFhQ3CrKocGWehKv1sVgmRq0ryrjJuZ74ofLh543Bnvkg3Uu3CopktF3Pn3NHTI+9DY8yPP/gQQYWTQSAij16Fc04q0p2tPj79eTNruB8//+zTUBVvvflGGtoA8PLivAT44uNfGEe6Pjvc2ztpexT42//u3zDOxggch2EY77zxwO8f3pnvWxuCC6HwSLJoZmUI8UE/zURCUVjv0RpRLU01KfK9d8555uRDEFVrrQgTkihUReWtyyyERNYqYGZGort3AMAQkTJPwHsAKGxNCDABAQpKiYt6OQ6D8yUSsAJ5FJGBkcgLMCB0KRnCkVkEWMVYAkAB4DRO9ndDtijndbNjiETS+x/9mFMUlTTGlPu2W708fua9GdPw4sURy5h52GzOJbWcN6kbk24zb1GDxYzIO7tvDLFF0FktJsC6RdBbD794fv7SaEYHLWVtqtlyf+lsOD09m1Xe3L9jyXISY0hUhDmmbLMiKxGNMYYiJGZLLqCSIpHLc5LMlkwYIxIxUmG88wUnNUBDGtkK9z1K3p+XrvEuRRImiz2nCBmoyZknILtVJc4WBS1LSWQNuqDGW2MDGQOQx5j79tHF2e17t3Ns2tWxK/2snlNZdVvM/WYh/PDjz75f79QXCaQypj4DdFnMGEml64ej50dbKP7tJ58dzpoiRd/QMI4KQNY4Z4Xz/Tt33rx/e2c+Pz8+1hQff/Xpi8e/2Htbb/1kp6qqtr346ulDDIG2L895tViGnHi1PnYevDOff/FZVdaPnn31/MXjo6dHdRNi6u7dfWO92T55+tQFmyWtNxtfFCKYUrZkN9vtYr44OTknxHk9K4uy7ddj7PaWe+er423rxjysLi4Q8enTJ/04kKFQFW3XWhtmzXK5e/OdB3sG/TCMvlgQlcv9vW7AR09PR9mOQ+rzwzs3b1dV3a+2Qoa88dYS0u37b3z16PPtejufze/dvW+KgmMuZvOirF6cvNw+ffr4ydNFM08ydu3y9PicE8/ns37oHn392c3bN5Z7fp3P93YPjp7/5uTlz+/cfmt//461dddL3ewIS44JARUdiAV1IggKAgzAqhnilPtNCCbHfqujqgAyIgw0Zk5kbjUL3NmFYdxsVqfCI0K+V9xOsY/Czc7MhGrbrgemx09Pyio4V4fQPHhrd143Kgo6DP2gkrynpqkBMOeYUmLmvu+3m3UcOxYe4ljX9dl6fXZ2NpvNquDbrvVV+YN335rNFqvVum4qMu7dew92FjcU8Oz09PTs5enqRTmrcsbttmceVPv1ZtWNFmhhwx5vgcEbQiBQVcmCgAaECKwjMaLCEHRZ1bDfCKuI5sTDEGNMwzDGmAaGlHmMY86SWVhQlRQMIRIBoFUlupSGW70Uuwhc57govQ4d/5ZSRa4Ijv//WZ76W5W9AJjfMeHG11+N6JoH840pVK+H5dfY9dde/pvBK6qzBDmKpiGNToZupKyn+RxSpk9+/edVVRVFWYSirhpEUlXn7GI+nzUNGdKcQyiKUAVfOVcqOkMBwACQirIUU88AiiwJIFa1tfb3Ul+eWd00qBYhY5xzU4l8GRCNAKCIYAxdytGuerZvFT/f6rQukSzm0m87jRKtc8Y4VSVr4DKACL33InmKmJnG7URGZAq7tYiUIntn+y5xiosd55wnwv393VW7mlVdinD/3tt/9udojHHOpBSzsCHbd1k01k1tnd+2Q04cijCOvTWmrCwRmQCXLYGIIbLWEoCzzhp0hGkKBwXIY0qAVVWJqHNCokgmcR5zzJytMzFnxby7nBmCTEAKpMIc0TjvzaTJ6brOOaMI4zg65yZlyDjkOG6ZVURjhJ2d0PYdIhSBMguQRmYSIoJ+WBtjAGTKRkkpAbNFyzkP3CXOzvuc8xQ7YAyGQEQ6TXOnYxAAsr4YhnbiN5tQqKCzbrmcXVxcqOrQZWsj1Vck70tapQLANPSVK23I76BhIv72x69+cprBvxY8hOi9/+ijj27evPno0SNE7Pt+NptVVTVNyqeR+bRMq2pVVW3bXnu36Wpx+RaARURAf0c0w2vjfEAkRQRn0TvizIRsScVSYiFDShN6BkRFEawxoJPpBnGSwk3SLEA0JniPxikooOacmQAv6e86rfeOyFqzWC729/eXN3Zmu4u6qAldF1M/RsZsLKIzZFEiG4eEYJFCUfZxYE7ky67fEGEIPuckzJyTVQfKwVljwBJYg6FwTV2V9aLnZLzLbc85G8Sc0nazEdGu7bcX50dHT95773vr4+N+jJLYeTNv6llTu+Br7xezJccUgjeESOi8XW3Xm+0GASRl4VwYGhDuHO4f7B8e3j4MlX/37Tfeund/5ovClwQbRPQhMIAxoY/5p9//gxiBrEe0iRmQCCDFsSkrkSwI1rukAEQGrRkU4TL4TVAIMeccQujGQUSsxaL0wxBVwZBTABGKiYuqZhY0liOzgCqxABLFOJahSClZ6xVAOKuamJRsAegSJ2OMImVhIhpzBputM4SISJyiGkzMMaciFFlEc6cC3gXJeRiis05FnHMK4owlBeffhJDnVb5940NVQcLwk5BSLxr7ftuu2s32bDWePD/+arN5meOm8Dh0F32/RmIA3XYvrWDOtm3l+PSsbG6sh4vlnlWQ87OnJ6ePU8zW+q4bjdqiqLz1CEZFvPcp5fn+DbXGe48EDJJEUxIFNmI05QtRQCJySOqcV1Y03hgPmUEVJJEqjzFYJMkzY5sQfvjh+75wH3/2SZvjeSwixynmzQoXCobHPHYpRgAZ8gjGxr5lRcxiUXNOgBkkFuGtmPpiazanJ2qsCWHH0q7x4+MXJ+2zBNKN2yel3b7zxs/+k/9UnHHeIMvB4c1Fs/vnX3z9h//+Hy2NyfFstV6vtpuyLHeWc+ecBT3Y3V2dnghnjt35i2enR89nt2be7FMVDvbvtuMoRj75yz+rSz+rfVEUdT2/WK+3q45Ix7EHyKq63G1SHrs4fv71V7vLQ1cUKechMxifhRJDUS2k7xFtynk+n3/x+Rdt0+3vLtcXq/v375+ev/jqyycIbjavz0/PiKjru7393X7oN912/+Dg4SefOOfqavn12eN2O6Qxbrbri4tt+eLUFcXB/i3bwOPHj1Xh408+yzk7ay/Wm5zzlIzovY95ROP7mD/79RcfffT933z5EAAi84MHDz7/6ksTxjtv7ld+5+nXJ2/cfbcuFu22++r8C4PzNNqvv3h2cXFWhPDgwYN3Hry7Xj3+4otfpmyOj9c/+dkf3r51v0+dsiGsEGsAUHGIpECITIYmuxShITQilxEjgArAouK81Txnlb7rvN9Z7s/Hfo2QrUHhmMcYyhFpf9tunjx5tNlcNPMG0QzDeH62ehKfzWfzmwc+phhTWi53j49fpJjLsr59+/Y4prqu0eJqc7FarWxRHdy68/WjR6ttS0V5tm2RdO/GjXrkEIra+7KqWNTagqAgCjt35t998Pbp+lEn6zQiaEDQoV9v202WMuuNT38TA0gr9RV8RQgESWTqS1CMATQJIYnwVPqoqhitimBMNdVFmZDQMkCKMoyp7cdxSG0f+35MWTgDZ8MwZYUyTB5SRP12XX41CP+WWmTavPBK0XJNUvgmtwhfn5p/a7Ku35KzXw28r779W9u3/lb8O1ypyfF3TbgIWZKBVDeurJJhAU7WATnkXoqKs6y23XqIbt0aEDDGIurJmS/LkgiqQDnr0EdEWxaz+WwZfENkd5cHRVEGe1Mks4qCQbTj2IFmlvj7WJcbQGae4m9SSiAyhTxOuF8kO4UKCQOhTk7bqW4DNYLjBJB/VUksCsp6OVyXNA3jUZWUDBlDJme2aBl42lpiTAQkzCqCxqSYnbcIxlo35ivoj2DZOEBKPMxmb6xWYB3yyYrnLUM/27l17/5PH331fxO2NJJRwxiLQlFs4ayiWJOdU5XeWyVCzOK8C5QExDcFAvR9b0hizAzMzNY6y9YYh0Y1cAbe5E2oisXOIkfutgMzkLcyijFYu8DC24uhrkpv68L74LwLbtttu9WKOU5GY1TUCCnxIKmqShcyBUg5FQWKYNPYcczBVzHGoUfnQ8rMiolFhH0wWZXIjDGnlOu6Sim1YxSBorCskAe21kzxrIkFRpOiNcZ4CzHGmGLO6r0JociSObMFCcFmiWPbW4WqmFVWBIpZ0yTIQOoMTC3ZJNK4YiXCBMyexCnfMotcKlgAFCeDCYgIIF96YQgUdORBUY3z1tpmvqhn88RifVDV89ULNHZ3n1BBWVDBGVuGYuyHqqj2dw9OT08NWmc8WZfSFpWEMxEBszGXTE+akq4IaQrzvLy+S3vy5BAVkzVLYc2OGffgVGwqdETRJPMsTYed18yqqiQZQYxqDgaUxwIkYRSyY45AmmXgHGNcIUHKUSQTKlnywQFi0zRFEZa7y7quXbBlWRpDFhG2F3F1joAOqSQjwpYwjF2d6uH0ND37ahQ2xvWZHauS6ci1205EcdhQjDNbHvqaB64zKmZjLBkbMoRB5HQLwZQANmZCJI7eked8qyze+9Hf+NM//b+2mrtu+PTTz6qqyjFlAkg8dmPsYhHCym6f05MpltUYU1WVMc45Vzh/5/DOYrHTmObe7bf/4AcHN2/evHPnTtM0RVF471NKV+cpDQD0U4vOAAZWbTLGGE6XRu6crbVkaTNsp6ytMTKRAYCkwxTCBQYysIoiIhrs84gGJ3Hd0GdRvBQ1AyiK8ZjygIjKCS/dVFNIgnqHLB0ZYImqimgBgSfPDEcASHy55QhPURYoIBOu3qIDAboMBsrGGIEGAXICAHDeAwAZFEQAjQKIFs35lT4TAUFFcyugAOC93fM3DpY33kSCj6Y0BGGW3HXbcRzjOGy32218tlm1aeAvv3xcwOm/+Yu/2Gz6Zmf/3ffeH0szrFa7syURSVkPwwDIOW8yMxGNA2SG5y9755z3YRiGxNmQsdbmzN57513uxTsLGj0wSiqMZwUHxNI5Q2jIsCmyzmIsiV0Ry1nzd/7oZ+tt9/Dxl93T1WHeiCCDPU9pZfQcFYfokxKETEbE5gHV28JwM2wPMs8c7d47vPHe21y6f/3zL8bo5nvLnYMl9+PA8mxYPcvJzNxBKCnSGfLGY+YhqIlsByR07mYdvncw222M9b6Gm75Z3DRknUlxTDEKxwy6HrpexoHdL1s37t7ZWx7Wu98d+en6/GS92oKmMO4WcdHBWXuRXvCLsiqU3SQ++OrLx0WoRDXGCICZx4vVQ2uNqG7WgyEsilBbjyO0A17k7iSvOB/VdX307OLo2UVOadPqer0Wxtl8+eXTo73dnflOs7tcNrNFOt88ffwMA4bmXpn4048f/vgnP1numfOL1WrI7QCz+Yw7rszMqLm50DF1u80icYoxr9dtU853Fjt917bb9nRzutxdGIRt3P7FX/3ZatPXszLG/H/+P/+ybsr93YOvHj7l/HBnvni++ezdG989PJxBcWMcMiftu75Zzogoaz46PQrrs9VqdbB78M47s89+9b998Zlp9t+dNXs3b7w1b+4wM2AA8kNK6lwGgjwWBrKCICuBAqookSG1gIHEMPUq4gpUgKRExQ4iojHArDa1caXJWbd34+bhYqdbLqqc2jxuUtz224vV+cmvvzy2jnb3ZsfnF8+enxzs3TCmfPjwSc6daF+V88I1Bfmc09HDRwHxzv5BWZZbgGHotxcX0XHlYijL5+fP4pgO9g8t9sziTdhsYtsnCrO6IpZceq+N213WFMpkbsfCPFw91jywCIK55JpntdZe8VgU1RHYSwnHVL6TqmqeeCgWAiQAcABFoFkI+7Ni2v5yzsyiysJ5GMdxjDFzjDLGOKacJxqaSNQa0aTMQAbAAlkRUrKgCJMXSqfFJQNmASPQAAdQRDsi9AoetAeLSF4TgSBiRsOCBqBCyfiKQh1U4IreAKhElF+Zp9GVTv0a4yAw5ZICoCrmy7JdQIkAjQJAJjIrgBXgLUNzVLaUEZxV74F79SG4lKOwTJN3Q0hoUVzqIaXcu9GQizEDcNum5y9eEplh6Muy3Nvbm8/219tWgULRFGG+2sReLs63T35PeSykIJnVTAAWuRKRKwEI85XKZQrOvCTZTVQ+Qb6E6V09C5O4fOryJmr4qzJfZvHeT1v0JCU3Fq01wlMXJ5c/iC4BdsYg6uURNgiSAeucdfVisYhp6LqtSsop+dJ98P4Pnjz8N4QDEA59dKUZRxFWpcG6KWkkW2cBIMc0CBPRbB622+0YRwCKWQIaY4xz3ntk5mEYKAtZUBDjqQiVqGy3bdcNRg0awxLL2qE1zMxJROD4fG0A6qpc7ixrZwVUCay1BnAcx8RTVhFUVcEyBKxs8CIbUAIVawPbfGlhVFalwvtx1Ki5qgoAEMma2TmXYl6vtyEEVbTGEjpC7Id+HLmqQlH4rus4MSD0204EvDekUDhbV5VzLqXUdd18XlfVzrZdjXE1nYFYcpmxbds0jGbHTBX2q0cf1806XgZFwbdk3NffolcZUiCXvb0xZrPZtOvN+cnpzZs3nTNtuwUQxEsxNyKpcs7RWrKOAMV5Q0STuPzOndvOGQAoy9I513UdgFze9EuTMYrkS0cEmqvi6OraAEWnIokQIbM6axHEojYVvTx5TnCxv7N7vlqHai9t2CU1TpIMub/AmfXWqDIQCipzCsAgCTmB5M3F+vz4hao4T8bQcmd+sD9bLpez2YyM6foOkXlzFleyGgYkJOOcL1G07/uqbAgxxtEQ5pzu3r3jDJK6/b2b7777nYcPHz169JjU/OzHf+uv/uqXVVX/9Md/686teznJD3/4o6PnR3Vdz+bzEEJVVTcObv7gwx82TVOXfhxHzrksSmsdoZvPdz766AdozA9/8KP/40//1DlHiEUoZneaYF0IwRjTt93Ume/sFFVVVVW1WCz39/eXy2XTNHXVHBwchBDarvvOd787m836vp9OLVJKKaUrJ7cxxl3r3F7xnGDOAjCZ6zN+w6y93Piu+U4To+mayvqqgxwRVVRR8ep3OjnNX0UTTKck0yMx/fnav6J8O1fvt4RO35JmGkPO2Wmts/Z656LrC/imEVVFulRiXgkyCS/Ff4hTfOy0LxprDU29QQjeGBIWQyT0DigVrvjnf/Iv/tl/9d+kMf7g+x8OKT/++vO7b7xREr399tsTUXRidKacY4wTTmq9aTMLM8fYxzhMsuDMNI6xH0wIIWEgFRZWBWMBPcEk9RERkDKj2ba7IchqdXi4/MH7H9z/zv0//oO/2Q/jd/3sf/9f/+T0xcvHz47Oh74IvvWI3hGpZ7RIg+SJM7fNozMIyGfr1R/9k390/7tvP1ydPF2dPH9y9Pjxi+WtG//gH/8j46xP6eL47N2/+7f/4O23Tp583XerRT/4utrmnCxkwiHFsigW89lPf/Tj9dlF5swpThBV5w2oBu925oscud20lly1qP6Lf/pPnzz/eHmDE4/Gh9hyF7tbhzedrRANwJ2XL19W1Xy73W7bLSLWVQNQ9gMAoLFhGLZESIbariNnq9qnxCIMKDHxwcH+559/fnh4OIydC2YZFnEcy2K5Wq2Mhcx5vT0LpV1vz5+/fHzrxs2XR0fPnr9E8OfWlWUFGd944435Yv7FF18P4zhlFa/WF03VWGtfvHxx69aNFye9da5p6rJuOE6ZwkY4X1xc1OVOXSytNQjl+fkZis09eldpbvuNwMwWxnRj12/j9mI8ffFvbuwdOlsGV8aYy6Leb/bW6/XR4+PKzO4+uFlSfX52QWy51z52X339rxD83/rZ36/fLpeLO9tukBwLJFRIgggOwRBkZgEEa4yaySSajTEI2YDDbyItL/FZOQkiBV8WTeHdwWp10fbigh0zIlQMXDV1zrQ8qF216PvN+fm6qsO9e+/OZ7sIQKZ8+vQrF/zCz+aLfVXtuk5VlHA6xmfuj46ORWS5KETO7t29t912fddz1qHt93f3y7JkZmN0sdOsNxehCOPYTcfgxhVj4ru373/vu+W//fTzKaqFWa4nTlcaS5zQhfDq6kE0cVUuHXSvFFFXa880ljKIpJJVc9PUiJRZAA0ZmzNnkZQyZ972Q4rcj2OMaYwxSxLGxMxZhZXRGiwMWCQWzAAEYMRM29kIMBqpFQWVSYyIceQUkOUyQF385mrcikg0zeZFYUrLE1A0/hKxoqTXCnJ9BRdzCZG5IhgCCOq1B1QgKBWW5ipNzpD7ztugagwVXT8KAmkwpk4chdUZq2KGkTsWa4moSFsTQmnIpcQxpulsfOiDit9uBk3P2qFHsiG0zm0T06zc+cXPv/p9rMutMWQMM08IHhbBiWkKgMakcZz2gyn9Z/p4ehNe+gbkNaL51Dcyy7QBG2cvqXY8yUIo52lsNj0BrEqcE3N2lghQOIsqp6wTbk6ZGYwhVWFW61xKQ+YRyIjifF4Mw6bfbotice/2u/u7t1V9ym3ounXfFYUHwMwZwYYQ0NA4jldxI5okk5sVddN3nSE0hmLOhfc5ZwIE1cI5JMuaxyQxS4xb62wogg8lKOWYTAHGYUpJUBWJrHEGxiGuu3FI53jCqtEZctZuYwzB5ZhDsDmzKOfM5xdtWXoWo0CqJnbRkO3HkUVCsJwTIRkipwZYUs5NXasV4eytLYoixgRKiLTddIi03NldrVbeFsqogs5ZyQkQRMEHO9VSXd/SiE3THN48GNqNNaaum1DgOPakxlhnXblc7JZFfc02wUus+6shC5dF0qvFzauF1HUs2ZUPWKfDz+dPn52cnNR1fePGDefcBNMwxkyvT0QhhLIsY4w7y2VV12fn5zGPzjk0ftu1bd9ZbwTYheLly+ez2Wz6RmPMZONjvhrYI3wrsuFb3H0iw8wE4ggN8uFuvb/XjCnulK4fTqrqtnBMOSfIDtoq7DlHKtgPcTvkmMa8Zgd8dvz88HC/IN2ti6IMCLC7tzNr6gIj9N223UzvFF8UdV2XZTlZVxlsvdiLMTb1DAFDEQxNDKJ8eHg4mzVGFBFDKD763o+6vj8/Oz84uPHWm+9554hM08w32+697304Zbta56ZS8vjk5J23v2ON9c6M45hSqspqGIac83/8T/7z995772K9eved792590bbtVO/RISgYMhMMFBjTFEUzoN3zlpnrbXOEtLVDYQxplAUJeH0H3n1zvvpXUOT5dJcQ1QnZPvrMiIZhoFZnXNT+8Scp7OXb9nNr2vra9/wddrd1ZNJBPBqiXx1amemx2DyGV+FSeMrXKBvpFmvAl6vKuzrOh5UZRJfEaGKqk7GZb7yTlx+xZWt+ZpjdnXMrJeNISpITlN9joAIcplpgsqsOCXOciCAMevp8UW76e7eulkFX5TBOTI63r19J8VROE+en6oqL0MDiABBWFQ05Xxdso9jGschppxyarftOCYjBREKQBTIQ8za1WU1qzwpe03ziuLFSaH8x//BP9jfWyxv7Op2sz56no6P/72P3qcPPgjN4r/8Z//1r9fnVM3a1AfQpPK99z84Pj1ZnZ0PfeeNpJicwVCXf/HLT37z4tnp2PaSuu22Kky7Pv/1r39178GDwrmDB/d+8v0P/6P/8B96Teer0zjEmPmTLz6PwDGL9XZWVUb1jVs3mTNPhxsKMcYxjpxZU3725Gkah+DC/q1bFu1333nn57+gh0e/+OrJ07KJ6zbF5IfsX5ycDf1w/+7tup6NcQSkIjTbdhsTh1BM00ukgsyCCMkaNI7Q+KIgyyggQN7TyWnri0Uo5qv1YIzGcbhz5zYRbbbjOA7Glfs3bkhKm/VqPi9Wq86Sa8Lc+9ppaM+HqnC7e/uZBS3szpeCrEYjx223bnucghq2m61oLKqCRQFIsqrorVuHe3vL47OtghaFz1n2dw+c923XWuPfvFv2/Xhxdj6dcrfb7byZGzLPnz8zZGfNfGdnd75TzMtmXpZnZ2ebi/OnXz/sh77f9hfHJ/v7+/fv3JnNzler9snDj/dmtfRrEeeLhsgbKUpfx1RWof8AACAASURBVIxKjtQCMKDQZfC0IgGRTDHTMOV2f7Psy3Xf2495TEBuZ/dgQSgqyRpQGdKwtX7JOS61Y44pDcPQKiugEdVtn9Zbs18u+jGks8FZ53wzVRoXq23XdQqwmN+MKdV1tV6tzk6H2WxZhoV3rqlmzpqUR0Q8X52ero586RtdHD17qVlvHOxnHS9i3CS7mN/48MMPv/7664uL9USCFhFVuV4lAHFC0ul1uCYAEr4SwfiacVNEJgTvNPwxZnJGo6o6Ow3asiN1hoJ1AG4xJ2YGrRRIRMeUhTVmTikzy5i0H1Aii3CS2GeNDImzglFMRD3ElXdZYQDGYCpggyQCSY1hSiMxIBIiKKnwJYFMJ7G7AQCVdO0v1cv0omt2GCAwTEU8EhB9g2WfqAiggI6zAXVGd4xiVdcIGdGh8VXtANQQFSFcj1oMkSHLLIZcURagnozxLgAgKBlrODNLKkJhrNHIaIz1HskA+ZPji8ePjj744H2A//H3ri4X5ithrqRpCITorCUiFzzh5SYHV4z6VyNaCAmBRL7ZSic7OQBOVZdBAgCaaPYKIlkIrSFrDDMbS8agtZMMS5Cuh1ZCxl7vnc4Si6hCSnHacnLSbTfu7jWb1bbfbudNE8rmwf33Hz/985RbNJM6Nmw2m7bXMrP1Fi8n94I09ZKw3rTjOBIgWJjE1syahjibVUQUY0opxsSK4AMZ74qyNMZxHoXVOA80OG9DWVrruiGNY2y3AzmXsyCgBYPg+zFnQVTbdTl450Jg7oYxEYGq6ftxOiIAQOeKrhusJck6airCdE/UEKhCsE4yE5GwGqBgQ85cV5UhM3SDAnRtD4oX52tj0Hvvrc+gzIKoMcZJQT4Vry9fnjt37glTxr39pbfBgjHkVWjTxvVqE8c4Ncqv8b+/gakqIlwfqvxOifk35zCvkFustffu3H3zzTdv3ry5Wp3nHBeLGYD0fVsUPqV09+5tAFitzqu6YEnPjp7MZztd11lru66bxqNTjqYql2WYqii+enqvyrgrLd5V1fXblyqgiEho+u149OT4wf29Osxjf3r08OFyub/cESLrQvPs6OX6/EX8/8h7s17Jsuw8bA1773NOTHfI4eZQQ1dXswd1Uz1boiVYFGmTlEhBMOBHDzD8AwzYf8SABchvNgw/CRIg+9EwYdGkSFGWIct0U92s7mZ1V1VW5s07xXCGPay1/LAjom5W+x/0fcpCRMVwYp+91/rWNzw8fX05AOJ8vowlX12+spzvbq4kje88ezqM05NHf3sYhn63+drXvvL04uJsOb+7u+u6johCCKvVCtnVFmK5XGaB9bY/OTnxLpRSttvtw0ePQ2gANJdcSsEC3WIhKeVcZqcnrVssFgtb2GazmbUz55rF0jNzzrkJTQ19UBVH/vH5RS6ZHRF5wkjogu+kjN/61ncA4Ols4b0/P38AoOUAtZroAeXKdQ6GvM8/EtU0TETsvU8p1r7ae+cc657TnGOMx7K4/gqEQKSfjVmA96O0PcdRj6eeqhoAs/PeExEiH6PHPpdEdm/D+YW86Dfpj/enOp+5Zx5Cyiq/6R7t6g0pcB0PHlu4o8fUvubYv1qttRFgHy5NyFYpf0y2twWmGpF7744wA2PHAMp7ZG6vmc55KrnUrAYAakJAwOvXd1Ls7edv/eo3f7WZdX/0x/+8iEjJpgSqJSXyrg4b6ycUEQAjwlI0hHCyWlRTTjXLSaqQ7uXr7TiOwzQaMIZWgO82/W67nrmTFAfysFZZnIa729t/+I/+p7Ztnz5//Hu3v/uv/sUfv/7kxcPVirIZh5989Jd0cbEZhhHK6dmp3q2d2aprwvlqmFwBu7252e0mbsOH1zfx8uXsdN4uZ48vHj9+8uh6s/7Zhz95ePF4VLNc/tc//MOr3d3f+d3fpmXHbcNT7E6Wcejvbm5UYH19DVmq/fw4juAIAGOM1Y4JREUKoT16+PAbX/3Ku+++O4zby5vb29spipuSsnsueX57PR8HCq75+Gc3PvBicRLcYho2jB60YVwAyRQTuOVydlJUpmksee5d53h2d3VJRI8fPSql7DavvD+5uoS72yClXXRnm7uw3W5V55uNnJ6djX03a06fP32bAHfr7fnZI88BzJeir15dzk7g7PHbNzc3ou3q9OJuE3PRJ8/em6ap320ZusePv7DejEPqu67Nib0PbdeCqEEzm8/eWV6M4/jq8qUpnZycLRaLjz76KMfcNF1GEfYPHzw8OTl59epV4zwzX72+UrXdsO3H/unTp4334MPZF7/omAmYmfvtUFO07m5vY9zMQnj96c9enJ7mh88Xy5Pgo2kAmJEUzwtwVETViiEgelNFZEQCI1M9Rp3sdTeISCYihEREBl60VGkTIgTPCMKouRtBk5n229fVUYoJxmFQAe+4nd2E9sGsc8zUto2KpjStb26857a7WJ26OE4A0DR+c3f7+PHjOI2ATS7DFGU+ayTLYr5aLpdhNtsNmzHHYdLzB2+lISN2jQ8LfxJ3zWYsi8Xy61//+scff/LxR5+kNDK7qp1jps9tKfd69SPbGw6pPXZM9yS6159owb1P7mcHqKqZCUEtVUGsbt0ZCLuZt73xOQKgAAIEVFTTPu5uttP1Du82khWMkmJ+cLp1PDVBGCANGzMHKKnELJazIzzNOZsikQN0hAHBqRKiq81GwXSvqeBi1X/90IpUdnlNeETCo3siGqIaKEICSQ3773/r17751ScMI4L6di7EPnResUhhpsO0k1VU1ZzzNTVynDIzI/DRA7Du0LkkALAs7EjNxBTIo7U//uCjBw8e/XLi5Q4IQ9MQgx6ONyLSUo5wqapW8ExE7jMWjgBq/atXWdWI+D4aWqG1+o/DYhUiYAYzyTlKydXd3MxyVkDy1jA7BC2lDENRNfYVCeNmNp8tl77pttuNak5jf3d9N1/Sg7Pn/9f//c8M42a3MQSiAuTmc/CexzEjawjcth2YDuNQRCAXRMqlMLP3XlV5n6nETLhczJFoGIYxTiJWYt7EkosAECKlJEg2DlsEcp6d85VKVSfZRIboQJwoYCbn3MnJwjssJYqQmiLQfNmoajtrU8zjGKcYUyyIrnJEShbWPYbnGM0wpzRNxREw0m26wYDMzRST905ES6l0AnMOESGXbCrzeeecq+ZiwzCZATN5b4vFzEpW1VcvX7cdpRgbapfLs0cPL1Q6yeV+pubn7MDvexLCvdVyH5+u/88ew6wSScR33nq7aZq2ba+vr8c4ENHJycnt7e04js65pmlijJvNhpnVSimlDjfW603Xzvq+XywW2+2maZqKlB/IElCLJDM7OknhoWSBY6m3H8/tPyE7tWJqGNrz1el7/QTtbnl7Oz26+HZwDZCxc4vF4mtfe6CKd+vN9c3to8dPBIzZ/cqvfFlSevb2O7/xH/yW8yGEpp11r1+9QrSHD8+Z+KMXr84ev/3o4WM1Y2JDcOxSLma2HQ1NJJVxN2SXcyp3681qdTaNUVUB0TE7167XPTMhck7Ft7MpF+dcEpuxm1ISMyzFMU9xyjk3TQNmOaW+35VS5NCflDzVa5VzZmatmaNaEM1UCckRsw9789NDIZtKfNO4BsFgMV/mkplZSjEwIitFvW/uF8EhUCmF0B0NUj8nBK8+A5Uxtd9e1PZBg9W1mPjIYNkDLQfo/d5JiW84A7wBntM9R184Qub33v1YpJveA7et2iEZ4Jt1eSl233xTVe6teaqW9LWp3vNKLR+6EcR9qB7dw+NLfRcDRcAKwFd5X0pRVUV0Goeu7YDg4snFd777HWI2tbeevZVLub2b4hDrBXHOl1K00mLMzCx455hEJE0DAJlBnaXUZtV7//jh2dWViKSsoKZdO7MVa0ldG3bTtgDxrBnB0ZOLXdGN2u3t5u5/+/2Xn3xc+p179RLQUrJ4urq8W/OTx7/3m7/xsGtPGZddCwzr3aabz+Ynpz/76OM//P0/aBU3NzfBzTNrYOa2vdmun739VjL76McffOHtd2W3m7T86z/5Fxeni/NHZ8ycY5pKvr1+/cFffJBTIsEcU6iDWYBU8p42aYeIE9OuCbHf/h8Sv//97wHpzfX1fHb+6//Ob4aGttt1jJNnV1vfNL5WKzmXzebufM7Mbu+E7eykZR9m7WyBiGMa+76fzdqU0vnJW13jF/NlKcU/e3+93pyerJ4/ppQmdui9C9AD2PlSzJSEZYL56ZPLV5cPHnyxbbrr6433bUqyPHnsQrq5mm93kFP44IdxsXj/0ZOHl69eEaFZ7zB8+ol39P7J3FxwMaaSyGHjnZNE/WY8fXQSfGm9O12GaRpvrtOsfas7nfd9/8V3T52jGGO/699+9uzs7DTG6eLiGx9//FHTNE3TxqT92Dx69Lht2/Xt3W7bn50tl2ePHoU2p8TMsaydC+9+MTRhho17cfWy2dzNZ2dtd4L96NtJ+c67hn1jwCoKwAROhUQJ1BmOSAR7QzY6jM6l5u8UNQBMksdxIsTgnWNsgwcILrRS8vK0MVMRMRHigga5pMcXDy6evu+9S2lENFOTUh49mdrQmErR3G+3puY9P3jwXpxGImwbPww7ZhRJJcWb66vru+3p2Wlo5uYycwBtTubzJjhlctZdD4XZ17vynXfefvrk6aeffvrixac1um4/tbsnhjxOifWzYw8VDxFCh23J9hO2vQWhVah5b0SoAMbkzAwBkNDE19UtB5KwmppptYQjVIMEgJ5RiZbUTSB3QzQxcITID0/w0aOT3/z3vvvdb/7quM2mVFS2/V0/pn5X1tt+t+u32904pu1u3G2HcYzjFONUci5FpM9OtB44jMQO6o/oABgQCrYAaEA1mhyRDA2tIBqSAqjX3sHO6e2cxMYBSRxzGaYCmCg2yICY9xCFq9shs0tlKkWRyAcCK7VqzCkqMxLUK09ERsUMTBMxA0nRbTsr7MdfSt1nNY1UrSTIulaGYeiaJudMb2Z51oV7cNioOFAdKUOdZZdSqmlureCZkYhE9jWTiJQCtUAHgH7oEYCZKjxfTRJnXZNKBtOcI6FM04TIgNhyawpEnGL2HheL09tbe/fdt3cb295dPzh953T5fDF7drPtvW9TylKEEEvOSfJqPidC1VLGSU3rd8hJuq7VokOfGKFrvao9fnw+jRM5z0RFck7JBBjJ+S6myAgG4DybacteFcyEBVOMaoBm7MAHynnMwKJoKsomirfrW8fQtUFA2REQxDwaQBlyTuocEzGAzbp5jgM7cAQAioyqNo3JzGaz1rPLMSEgEZ09WAzDQGwGFhqqxUVgXK5mOWcARYRhmOo0f7FoZ7O9G+Y0TTFOXRtSFCSapowGyG6z3qr6bg7MUPWUtZ6+n95aReVmioBHP/vPdWv2JuGgVkg5FxH5+c9/vlwuVZUcppRqume1Ydkn25+d5ZxfvnrRdd1yuawxbxV4ZuaLi4thGEIIR6uWo7NnZb8d+OWAYFzzOBFwT2kwPIgeCgp5h4LOn/z1X/89x6yqT1POWXa7fjv+fL3trz65ef7srSdPnjG7i2fv1aqPHDMRzWluRsQ3d3dAqAqL1WnwLhcd4nh9N7Tzs49fXqWUhnE6f3DeNK0ZMHNoWhRdLE6JKJe8G8emnU0xGaCqAVhGA+7r96pZp2ri2JmpqFzeJmZnAEysplakaZqUJikl53h9/dqzU6rZx4QAMY6fuZrinhlNiMzMRLYfbelnAgIRs9qH13Kzki8RQAlZxWrxe/CkwXsME6vzkCoKv08OOUZEISIxVjC+IsT1Xq70tv1L7UtzJkIirqda/ToH0188JG8QAN9fmfdT8ewe0fyImhNhLeoUTGWfg3YMREPEakCxV7Tvp39Sk4+PoXj1JlW1aip7fL6K2p5re6jmDxEjCGhQI76Vme2wdGvnWgHvGOMubghYVPt4FzpGT0+ePncurLfD5eVrk7zb3hGyD37Yj93hMHPgNFJtNmrhTkSits9vNmu7rm3Foz55cHq93nDjKbgiuZsvZl17tnw7pViKTDHHpEYtN+1IePdyS35Fy66kqCuETGQt93l1dvHrf+u33nlwPidAtnUehjHevr49OTn/+NXQnD//8Gc/JR9WjYMyzBp/cvrw+dPHf/7nf/7282eXL15O69tm1oGKKm1ffdzAYIbs2yT5bNZ+5698WUQkZ8miZrmUVArWgYwCO2eqIkpgkotjtBL/5I/+WSkppvTbv/M7v/Y3/ma1YUaAfrfdbnZmhpRLSU0TtrtthTy8D7Qvksg388Xy3HtfVKpAgRCrv+yh8UORknJiQgArOYkUkZRzBjBHJFKmaSxS2u+2s8VSDJADcRADYmeJiBABVIuI1jZsmkYD8MG1NEs5csCUxn4cVa0UZSA1BStxGqlRKfLkwZByDMGDSte2APDy5UsppW2709PTEAKzyyXHOLHjZxfbqkdi5nk7R6Cb6+vd8PGXvvwrItK2bRPaGCMioW7W63WgcLeeyk169PhtY3cXBabs2cvdFUBu2xmRcy6cnj5wboaoxbQUMyPnEwIysqqYQL17HcM0jYbIzCLq2QUCKQKlqGAf+3qXIwFRQ8TMJCCNw1ymLoBKBjRibroVAJioem3nZqqMaKaLhQEYqGXLJ9X0ynR2aghQUjbVbtXnnILjmPqZJyBGC2yOQbllx024uU7bpCq12XaevvDeO8/fevbq1atXLy93u51I9Y5DETVVYlaRGrSCiJXCgkCI+1b/3h4I+1Ycyfa2J5URUjvoWosaIRZz+yPSmZgxUQ1p3LswQwIt7LyCMDoSpcabU0XG4MygdcGLPpjNTshWMyeKReGsW5qhg454IqLqwJRiJiYgSimrWskll7zpLcXcD8MY0+3dZr3ebrf93XrTD+MU03a4TqnkIlOSSos3E3bIYMG5rm05D6gjywa2H8TrczdrhLmACaHvAkKokIqoAiCHQMSARIQmueQSS6mHNRGZqgstEwmIqI5jDG1DzoHI7d1mvjhVuCZeC7z+5fRJlD2ieODhEmLXNDWh5lh+qWjF3o7jXUSsenawN8CtwwQY74u6Kpeuystq9q+qErpjMXdUNCtBheUIrFbwTdMZAqFDh45d67GUwiEgdkxus/nUQacqp6uLb33zb/z+H7xwrEBD8H7MAwGYwrDrKyroHAbvZ8vFNE1JbdnNJCYDNYVqGRKnyUxLiuOwQ6K2bTgXKfDo/PyTFy9QVM2iCBE7IGSMKc/n82kcDbQUaJxTVI80RKlGIEwFEXNW59049kgGiGqYBjWEbmaCarkGEEBOk5l5csRQSvHsl2er3W63WCwAqN9sl/OTPcUf88nJahzH5TK0bXtzfbdY8Ga79YFykbZt+11f2/7ZLNR+NIRAtCfZl5IBw3y+QCpTP4gCEd1tN5vdi1KimhxHJffouXt3VUO6T2q6D6sfZ3kVcqD9oNOQUMGePXsmIrvdbpqm09PT9Xr98OHDOmqvuH5KKYRwfn4+m83GcWyb2TFgyHvfdXPvGyI6chLwEIRWMU0iJCJXP7YZY01DxmrBqao1XzmQNwNgjiX/8Cc/efHixYsXLy6vr25vbxXs/S88/cqXv/qlL311tVoBdQpIWBM21USTGFBd5IboiNiAm3YOqBrTejdYicP2bj6fd6v56WrpnHOOEZG9994RuuqxyCE03cwFP00Tk0OzKoMsEvflHRp7QoVcMhFx1UqaAGAuwlDr5hKniYm9d0RUpABgzqnkAiBHwJiIKhMDDBCoIhP1lzrC2/Unrgk+RwpHXWn704KgUsY/xwJ/c5ZCnzPnOSLfeBh6fzaCMy37PfozKBtkT0yqH6Z+wqOm5Zg7Vk0q73PQj9/lnjGCHB9V1VIldW8yXo4MeCJSzUew/HOtxf25UH2oNopH/34itAMw4dmJSB0WmpnkLCKi2VRTllIKmPZ9X5Xlfd/Xkf3l9cdm6LhhLEAyjLvlct6E+dOnz376k5+N0wBgoXHeO1MkJrUagIBmJkWA7qUsWz2XoW65XdddPHy0ubv5wQ9/sO0HBTh7+s7Tt9/bbgfLqXFORUyxCCo3ipwFiDkW6bpW0PtuefpkCdGCNnC9vvz06r/9b/7B+XJWpkEcXMUNFODRSHGYRmx8r+DBFt454CnF/+Q//4//8kc//PAvP7QiFxePp36Ikh2JlHI33fkesDAYJynchn4YyDFqnWpAllxU0hDNLPiGmYtIYO773rQguBSnNI4MeHKy+v63vy3j6IPPOanGYXdzc3XJhK71ItL3igTOuVyKgWdmU/TemzgQ48A1vCNLIUNAVUBP4JwTMSUf2HvvpziAQuNb7/fuQghACKWUIqmIBR8U2TddO58bkilyCZ/Rq6pTFFERqawJLdw0fkoDMbD3deGDgGrxjlRLtaZ1jvrddpr6UjIjlFLefv5VIpZiKaVjGiAitvMZohHRFMdKIjXVt94qX/+GVlE12B7j8N4385OUUlFVK6VE5wERTMwUwLxJdFRiHG9ur3LOOUUpxYdGioqIcwFRSikVZas3TvV2dM5U1QTYkJSapjECkRxCEAE1ZUbnXDtf5VwQueTsmF2gNjgiu729HfqYcvb7W4w8Oh/qpMgdbnnzrNXZCAwqdY4cOOLFCSGSlpLSCE6LFSvswREqsERyzSwD3ZnKof1GVfCe33nn7fPz8xcvPn19eTXGSVUBARnr0alq9wKc67ZAn0kh1e6rxg0RgKzSd1HUlIysmroAKIDSYSBp++DGA+/AEBGNEQjJV6Moo2oS5YCckYEJUocQWw7OhNCGKTaNnzdORUjyWEqF9tk7sggFEKFjAga/8G27hDwik+opAGRR5zyxR3JIOAzD9vp6mNIYp+vrm7v1+m678d7NuvbB+dnpycp7ByBx2FgZ4vaT29evPun7+WLx+u66WbRN2wz9oAonp6fsXYyZvVucrAwgl+RDWK/Xje+IiBmrYQAzp5SGYYwxTdOUocwWiyKckvpm+cFf/OVms/HulxIvN9inslZwqe4iRGSiWgRMDgzdOn1W732twkvReTsvRXIqdZ9yzh3P7AoFMX8GmDnvvGd2FbAjVTXFEEKtAgjIkRNQZDIzQzAzF5qmm9UqkNnVtrVpPFFmcGazYYxoKcY07jazk5NnT760WjwZRiEPadyyq1UVzrrOOQ7eL1crERnHwTik2A+7rUNoFy0BtE3IOSEaoYkoEfngmVzJAmYlpi40gAAEqaRcCqAB6nzWzrqAJtMUF7Pm5HS1Xq/HPM0ap4SmUO3JEdiEib0PvmncOI5nZ6d9v5nN2znJOI6Siu/crOkYapKYkevWm816vUbEcRxSSsxkKDEm5xwx5phKLiWrI+7aEGNsPOc0IWjMcb6a1/nDNE17XBlNUWfLmaouZzPm+W4Y0GC+XJbRmNmzTwmL5Trl2IuAAY9Dkl9kkx+pAscC/T5iKtWDAvavthv6tm2BsGm6ENquK4hshsx+txtOT8+naVosFopqZt3cVa4AswvdDBGLiBEqAgGbwZGUfJ9vQATEoGrEexpxZWADGrt9FVUHdmq6263/8T/5J4vV6snTp9//a99++Oj80aMHq8WDGnRWxfUIoAfKhIIBgokRUslaWdpIpCreexFdrE4fnp/W5V1NJIpI3bc1SyrRgA8lpRkoTpUjEQ+cDlTbk4iOF/Y+R6gOi3EPvYBICcHvW19QM1UxAHBuT4auzifVTAYRVEDNVAoeUPIs5cBEAwAYp7HC1aomUpidmdaE12O9fr/7OvquHMIKjqvC4ABRw32ytdGR00J8IHAbiO5x9OqCciiOD4JeKbUlqNek7j971wA70EMAUtoz3Y/PPMIK9fz9XOt4pGgfcs30fnTx51a1mRBhBd8BQDXFWO0OpV4CkQJmMea4T7vSlLNV5r3ZbrvOOacUc84iJcbJMasWVfXOmbRt0Jw0x3h+Nn94tnjr6eMPf/IBu/bf/JsfpHEAU+8cExGhIRASEzo2QFZV3pM499bFaqXu1RXdD8Ffvv70o59/uFvfPr54uDg93Yzp9vplNz+NufRTnLeNaSmIwNTO5k037xaL5cnJ7WZ9fXfTx5g/fuXNpz4j+7ahy6sXt6/FcuauuUpD6xvapWDonO+nbcFMqJvb/jSQEXvAR+dnf+173/vpT35qZnfru7mbTZoXXdsXod0umPvGV785W86vbm8AIaeUYkLEVGQ3xqkkzNtpjK4LtdWKMUkRVbl6dem9C2wlT9/59tdvX78Q06JlPm8Rcopb7waVXOIZohGhiZSSRERTKaKlFEL2fldyms8XgIR1jGOGAN5xAlAp5EPOueTiPe92277fIQDtzTGgDnfADNByLrXvXKxOAiuyK6UchydYz1lEMCgiBiDMCG6YAFFTVixI5FTQsQcrKWuKo/dzIjKBfnsV04BgQigqdekjkmgGZBBfpDoUjSE4VU1pYsciuRLGnPMiCkBFikZ2zjk/JzgPrvWIRJRLRBJmRCACNmO0QixpGswoxh5MZrPgg5umSXVCSJpQS8klqyoCOu9Ecz/2zjsRKUUcMxNrmZiciEgeiZ0hiGIRzmZN6EzZe4+gDtEgjuN4dfUpAoviFGOlKTO7Q96Fd94DgoiAZQBkYmbvPIMBERMxkzMAQZdKEU2AxM6boogWlcJkWqdbnyVVm0mVfrZt88UvvvfwwaNXl6+ub66nKdbqqGq7a6reYXOgGhZU0ZojZFBh+ApFUZ3OWE1rAkIAOxDbMN+zFD8O+vZVmNVUUWBAQOM9KY4YwAMKGCtmpEQ8NL5HlHW+Ce28axsUswzgFAlVBczAUtuGKU21+Lm5uf7xDz/+K1/6Yg053vU9M//wz39sBm+/+46ILhbLZ8sIJ4iM/JULw4vL169EpGu7HNPN1V/mMbeLxbNnJ7fX/YjlycWD11f5o09+WqzM/WnX6dXVz4l529+M0/Tq6irlHLpGQUULIEwxrrpHi/k8pliFMcvlcj5fVBH8bM7q8nr9MWBDvABzpydd22CRcSNbbQAAIABJREFUHiD8Etble/btHl0DEFV2HhEbHwxkfzLpHhQHgEpZNsMYo4qJKDM3TVN5LFUjdSSEOucOuB2aKVTChwkCVD5s7TE1p9oQc/BH3x5DLnmPmE5TqrsMqBFRcO12U0DLg4cnt1d3UibJJ13z4OnF+z/6ixeLbiZ5R8QGhACNcymlpp3NmjaltB5jUW28c+y4oZim2awTKdM0LedzYBqGabHozGy93izmi64JUz/Mu9nji4fD1K+3d87xEAdQZMLb22vPbtY1zoXdepACs3bRLZbILsbS70YRMqSUBc1NSTWFXAibEzMb+pRyL5rb1qeU8hQDEyM4zwKWi9SRalFOUbrO9/02RmsCsPM1HnUYhmmY6i6zXM6HYdc0PouIqZa8WCwsTlnKcrbs+34cRyIaR0kxh6Cb9QZJyBQtaC6uaYhm/bDd0wVrqXSfnXI/QfgexQXfABIQqlXiQfRZLTbJu2m7bdt2NpsR0Ww2CyFM03RxcVHB8vqfIlK55vP5PMZ8XHIiYorMTkQMgAiOBesxxYyoJpsaEdRPfUxRKEV0z+hlNO66lhkfPXr4X/9X/+XTp88dBwNRLcPQ73a99w0xmR6dspGIDCobUs0MHQJAN2tK4a7rmDmmvQMg7LkfUErRbADkwr43vR+ppqYiuXqb7KN20akqVga/mtVmuHIPFYqVN9wqsaqR9B6HG1TBuaopBKbgPIfgSynjOKoZceU9f8Y/OdbZ95FvUcllz+4oku93YnrgnBxh48+5ZNb79Fis19/uXimPTK6C4yJipvVIqz9uvT5HD9Zjbf2Lo5jq7WhH9kt9fQNDOPJSavkOSKpwgMY/n4B2nNQdBJT6OQOi+29asTIVrbqJlHIF4usMUFXRJOecUgKAnOPYD3W6SETO0+b2pqLsdWMjyCmOuUQRSXGSUob+Nk4F2Z+fX7z7/MnPfvoXcZK/+7t//3/8H/77x4+e5IM2AgGKyJQn2PdEBMjeMxOVsifV1GF71VEBgGjabHfbzfri4vTdd55E0dOz009vBgOdcp51C9HoWQEgW5FkSqU7mT17cLaad2CyGwfeSJ6SE5nSFLEYFI8kw+BMlwimsQngs6CURcB56zXHhfHSuQbxX/3xnzQtiwgz7Xb9NMUpy9np2WrRonEedNOv//c/+iMjDG1ze3udpghiKpqLjqkkEU25aZpdP1ZuGxH1/eb//bM/67eb73//ew9Ow7e+8aVvfvMr292VKLRd2G1Hx4gIq/kipQjQiYjzLsYJANp2Vn/QnErOedjeDNvrpqYTzhf7ftgMzLyjtmnvrvu6zELjcs6e6qymJuwYs2fHpQiDeTIzLaVMa7lLY43PM0601ywjAqYpjimmnACR2BG1xJAl1Qg/VWbyjQ+I6B2qaggzM23bEMf1OO1SGutGVLWb3ldgAhw7AEypMPOimxEfNECOcs5ExMRmFdbd3/45LdCKGpmRqOacOTgidMiIDpTYOSTdbO5evvwkToMPtF1T13VGaGa0d0RVKflgnVyxibLZ3IkIIc5mMwDYbotDJyLdfBHaBpHVTIEoD9PYzOcnDIZsUkbAnPKQ004KkAvsQo5SG+OYpes62xkzOxcAwFNCRCZHxAe2niMirhFBBRCQmpJLMhOHgdhadpkDE4Dq3pX8gICrinPeDET05OTk5PRk129fvHjx6tWr6lUFgJXAcr9jP9TRdR55rHcQDBj3Ss46a61Ppj0l/R593eigQkFE0qN4a8/wtmoxjmAE6IgUVQkpSOjg9dWH1w+m9evLf/kv/8+33n3rC++/NQt+XI/m9jtYzjHnHLzbrNer1Wo+73abTX/94kUbV6vVNE0//vGPk5SUIgC8vvxR23UhhAeNPz0/5cCKGRlu7m4Qsd9wSdqE5mQ5y3nz8pOPiWhIvfApd7iJt4BCu3j26Pm3vvs+EaWSr66vC7nb9a7YuB3GXKydgzow9qeP5x99dBlzbNt2LL0MbdN0Ijb10268Gcd8fT113cOzs7ebsFqtVm2QX0oeSynAhIqkoKrBOSkF1AiQmY8kqvuA6OFUI+ZQsgDIfbUWIh2YqXvU/ACj6j3Lhc9MjqEaf+53EzTDUnKWAmCh5r2rNi7Ug5/A2DORe/HixRTli1983vn+048/GsZdt3wS/OLLX/7Gq1c/nLepbWUb11Z0PpsRYB7j0Pf9bieqSCRJkpVmFbq2BZBZN9ts7jy7KY6r1Wq5hBACIHrXeOc12+r8HBFNNMfIiDlHcpKTMtt82cyaxW47Bt8w2cwtN+udZIbs8wSgCwKXs65vN8RaShGNIQRL466fFqfGjWtbTil5MkZuGpeniOSDY2YqkuugEsFKkca7tqUUEwC1bevYiUDJKqpmene3DQGlKCC8fj0sl1Qp2tOUxvGauWbUAzP0Q6y2K4CI7EiIG68ILnApCfGNIf4bSPk+pdf+f3M975McEBG4OrlB5Yg/f+ft/VClWEoFEWezhYiMY/Te9/3IzIgwjtE5N00JEaudIhEz+aKlvi8dUGTVclhOhsj7FUJQ8YCjFhkObJamabz3AQPWdCQAR6EUTTHte8jiFrM252wFalQtIBIxIKgAMrEnycV5MrOGZ9UZw8yCZ1EVKQitqRURouCcA7CiZjVVi4iB0FC1mKpz3jEDmmpVHxYE3iNh1dPDKnyFiJXg/JmBX43dISJRrQlKYMbeEaGqmoqZqViccr3RTFWKHcnTiEjMCnasYuFQxNXRVgVf91eb9nQkxr2J8ed8mY7lbCnp/uzicytE5eDQU3XkhHYwVtsTtcnu91rEeBwd7GtlA0Qcp6FaPFVFCjMf3PThvsihViR1gldf4dhGHpfE/dXrvT/6StUTsQYhiUjO2bSoqkgGANE8TZOqTNMU48jM1Za0iiUIgQhjjE0TAGi3HU0FTKsT8zRNdeXGaVSTpgnz+Xw+X7z1+BSAT04esG+fXTz/R//4n+520+bu5u/81r//p3/6p8JhvV7nJOfn56vTk7ZtSym6n36bSNnbTBEScpaCSM5V9pprmvDq051z9Pzp09/6zd/4f37wZ7d9fOLnL2/70MwU0QO4Evfa2FLyNF5utpsXL4rhpGLENE0kSqYhkHo21Zmhl4AGC3QjF+cxgKHaZDIlCQSUSuPYUv61735v8Wj+P//T/+XTFy/M0JG7vbrxgBTLh9sPvSnP2pMnj8EwjaNvZl0zl1xAIGVJ63Ue0rxdtG233UwiUIqlNPz0Jx9++OFHnvBHP/rgP/oPf/O73/vGtr9GdOzCOAqzV2JEKgaEc6OJSM0SUT70y1nEmF3rsG2XapJLGXZ3u+1dtYzwzgXvhDlPQzdf7Be8ikOgxtvBY9TMtDKJTQGQEZm4Yy+llN2gRIiUqdDeB3svkGiw8T6YAXmnRqaKEMyBKBbTkmycUknZOTRQ5tFMveciyXsO7YwdAQDMFiJimMzAFAmZiK1BU2MiqfQwMy2ZAUAqRQ5N1LFHIlPL/Xhb/m0IbcqgQOyCqgOzBIzIpExNW0wU5OGj05I7EKknuxkZkhmyKwUNGo8YDp2wc4zeLWs6QdfN9hElwKWUfHB/yqaOqZTRNyx5utvtXl9+2nYkMgIoEgJqTmORRMwIRI5a59QyGEwpydirKpaBEH21iCKqhYr3nokJketHylksO2xMRA3MsIhpzoRvaFHqGaEqRI6ZpAgSLBaLL33pS8+fP7++vnn9+mq325nJMRDjmMOzD68zrHZMeyMCM7JDM092gMSPIBGS0IESUzf8+gCSIoAZ6sFQow4qDcFqaV6NYAQs5skHmuJOyvid737Dt44xS8ltMDOoLhqz4DNo0wRqmmDGMT9erB6+v7hNo1mZzcI3v/V1AJ2mCRjGcVBVdjz37W7YlimBM3KWbMypoPHjBxeozM51Lc6XD9i7d7p3p6wnwf36b/xtcmKQzDLAMI67ohI6fPh4tThvN7t1F1Fhn9/eAmy2n86XEFrY7e5i2reLUswM50tYrRrXzF+/2v7gB//6vfe+/OD84WZzDfD1Xz68XAsoEDMBk6nmRAgIBQ1MiiJUf2UDQyIzIHbtrK0WdeIol+wDaylsaCU33heVLAmQi2aNldUd6gQekdihiAGo98QORFNKmdCJWM7FOc8lVzu82awbtleLxUKyNbNQFJrgmd1uGEPnbjY33/rVryBEwpZ8ePX6U3CLRw/ffXr2jffffmH2crv7kb4ehEruezDyFGZ+4VzIZTo7W12+fgm8BMBA3e32Tkvvfdct50wwm3W4gCFu18PtfLbIRWIRKL7fDTUBcbORrpuBGJSyGaRr501zNl8+VeNdP5RSPvr5a0BZb8ecRAqAQIygCt6DCPQTeA9o1+0MLp42p+cel7ZaLObzJk89CLSLRc6lFGnbrvRmAuzDtk+m1q6WRTBF8k0qBYDMt66Zu8ePL4ZpvHp9g47J+9xP85YhWdN5KrYIIceUJmtCkAIdt/7UEPxy9uD89Gy7vfMOTXiKbePebj0QJO9arBj0IUVIawQjOrBKeruHlb6Z/cn3dJ+VMgcKjpxlcYCQhQ5Ozmg1MMFMSuNd9ZENZDUmlpCcQwAhMCQMDYqUvXc+sJkxoXO+FHHOETrvfQhhvujqfl3L9GMhWEkOZhYtH0FZgOm+rR4yAng6UK3ukxlcCEREyNh8ZuHH3u3rY5Gaq8q+R8TgCQBqJAqRAzOqw0UrVfbkDm7ZpVRRkamR96yKpRTD+nQ1MGLC/SwLaV+BgxmoiqrVb1rLa5FapSOyq51Krvma3FQOT60yRcQMasQPMxPuo8SYWXBPPKtJT4crwLq3RTNi+EymebxolQoiwuTejOw5Hn6AiExKsFdcsmMAUEU7+ItVouFhjeHe2YCqTowPRhwGAIx7GF5EVTOR1GFdLpnhDasWRAQ1lUxEHFwppZSMSM7X8l2dYym5AgQ5gUqqfnxmhmRV1zEMw/X1dT/2paTKn2HmOA4AVp2Luq6jQmVcmxlbGYZ+HMftdjvEScXadoaIJlPThNXJ8vHDxWI2D8HN5/PgPaFVHTNJNMBxysvV4uOfXV69/Nmv/bt/6/bq09cvPx2HAcAaam5uXl29ujk7O1+enD26eDxfzXLO5F2/WzsmMyumhOIdSyneYUAJrB3RAuWtB2dfe/9Lf/e3f+ef/+Efffvb3/nBj3/mnLu8HWIWIyrUeJXOzEtBjYSTpt41bQhhO0zRS9HsZg6LdNmYCM3EK1h0zHNVjgZAhtYZzIWhiGMsmP/m3/zr3/yrX/voxc//i//0P/sH//C/++TFS2T68MOf/9mf/1vvPSOBWTubzxar+WoVfFODY8VU1VJKm83GzJ6sVt/6q796ebX5+KM/227WOaccy3LZKPBPP/xo1i00afDAHCFOiGAZzLdJCJw3A3eUgxNhNasugIBaZ7VgPgSR3LZN9bqpCRvTNE1TLEWa5rZt267rmqZhJBVQNSnKzETMZqTq2BUVJdTaSbceRMvempPLwY4MkZg5l0JMqiolA4uaOuccB0QsBWlOAKQaqjYgpSHFOEzFOYfUBg7M4WAQFPMk+yEVICjUcVa9l0uRz3QUqGrivTcEhUzIqmBqeex2vaAZogIUJmIiVeF9zLfDA4HEAwI7772I4GEUiUSBvDoOIQDAHphnrpNPAC6yF4fUHaM6nlX4WVXVViEEM2mdW773TozjOPXb7TqncbPZrG9vSsoA0DTtarWazWZN6JgZYpYYGREI9wKOUsacj7qX/V0vsfXYdp1zLtuNgDS+EQgaTlLeie6A5wde+GenWEV5iMEMVBAA5rN2uXjri++9c3l5+cEHH/R9vw9ehJroglIEKs+zbmRGAKgmgoaE1eqJiA7ZPfvzUarQ8+iL4D6bQ1cKpbPKn1QCRHNmZIYCjYKB81hCI5v3H5x/4Wwup0ul3ASXIsSYoAVLmlIqOQNA04ZZ2508PCeAYRiC8yGEMIoPXGRi1ikNq1OXpNwNwxjzw5NHGW2+OAUwFwgJ17u1b5wBuLaZpul68+pm/clquVyFlRdGlKn0d9c3KimlOI69hTIMU4yKCN6DKuWoTNiGVoVzKhOlXCKD5SzkAMFZEe8dofpAZwsvivJ69/Qxniyha1+ovEpp+0tZl5uZaeUa1BJhb8aJcC/KHN6klup+IG4EhpVNCoCqMk0JqFLljMg5hKNfcslKRIB7kwfn3JSmtm0Rybum0oVr3VD713qzMbGipFwMYJomAGLnpynO54u7u03XwulJaJpmvbn56JMPzx8+VZBnT7/wow8uL1/Cdtt1XTNfdMOw2/W9KDSNtd38Zr1bnZ0nwZubG2I3W6y6WeM8XV5+KpLbwZdSQuvjiJKiCuZsjsrJ8rzf9ZvbXYzSBVRzJarHYFlfv3wFCDfXO2Jg5tMz2u6G5RIRnAmpmHdusWhqjj0RIrPngqTtDFwr7MRs2Gw3aNCGIIJI5H0XYxqjzOfdGLMCtLNuF6MZxpRaYiyQdyMhIZW7zc9zEWICK4DJMxoKeS5QimrwbIpcZYcKyFRynqZdmkrf35ilJrjzB88w2zAMKYkoQJ2/gdpRKXfIXflFmBx/wUn6vpHiG757nxnPfaaxO8oS9oamexwXzKBG1dxzekEzC4GY2dVdJjSVQFVBI+ecWjma/1SagdwjYBwtXO67dh4/UpVP1AnP/QHRm/EZcN/K48izR8SmachBKVJd/A/ROZWAaJVtUYG2qhNSLQBH4aOmlI6A8X2rk3sWKPv8i89EfgBHAomI1LvySAI5Sjzrc9q2rfKv+nf8CkeadeXAfI4gdDzt6i15n/Jej9ijnfbR3cV+4a8CAIxk9dFcaiImGKhVo3303t17OwAC1aKi+5+sEgzgiMETMx2Ma6JIEVAlPgqqqFI7pNTZTxrzkV+UcwTTnBNhZdGUcRpzLNM01q9TreVFMiCcrE76vleIiCgCjJiTSo7VxC2luL7JKeUybJznevkBIAR/dvYktG3bdM6587OTruu6rlMV0/3qogO/NPiGiHKRtnFxSu+9986XvvjuH/7B74vS66vbkmRMGxF0bDHJ5evL19eXP/3pB7P5vJvPutk+uKptWyZfbRAAVcRUTEWBxLXh8dnq6VtPhmn4e3//740pv7zZ+FFjguvNUAdadQymCihQtKBDxQJU0VNrXGuqBGimpGiioFgFJIgoiHtaERiaMcFsPgOQL33ty2OKH/zkx1I0l5xSAuQmdGvZTaU0PjDxFCXKth/TXh7N7phT513TNE3M5Y/++E83m82w24rkOjvaxdLNvA+z5dnFpL4UdKLeIWghJlMspaACEBXT4y1fdWZ1xlL9jgjAVBirtnsvjGDC4L13jplziTX7BgGrNKoqkqsLSk2ZMtuHCR8Xf5WRioiZIGIpyax28qxW3Q5ATW0v9yhSSiVuOucBcD/oCK5plvP5vPKjamJAvbUr4bMJjtAhUR2hIRnYniy3dweyOheCmst7IJQWFWBmcmy2p3mZ2TRNYOocGzEiahHDpKpVn1cHSvenT3VmyMx93x+3gnqdSymqaFb3Jaj+vHGaVMU5lxMQIRKNQyRCkSxaAMQ7Wi3ntuhOT1bD+VmOSURyLjnn9d1W5I6ZVfe6cOe9czWc2zNzP07M1DQNIokIAk4xXd3crtdrLVNgWC1W7fJ8HS/v1srOF3sj8XdvGPXmvnfc52tK63e+853dbnd1dbVer2PMMcbqXkVEpcg+6bMqfNAI4b6g/c3X/HxB9jnHMwTIZqRoaAomgApQM7Erudc7p0VMhQhLlt24GQbw2OSkw9g7cs45criYzQBASjHALEKMWTMo+pbVMnBpZkGZyOFiNn91c4ksP//4wzbw+fnZYrkoImO/W2/XPvhh3InpMIybzZo93d5cm6pqJgTVnEv8/8h7tx5LtuQ8LC5rrcx9qXt1n1uf4VACSYmWKFIiRZmwDEoyBQu+yALtB/uv+Mm/wAZswNaTHwzDD4JhA34wYL/JsmyDlskRORxyODOcOdfuU91dta+ZudaKCD9E7qzs6rH/wPQBGt11qnbvysqMFfHFdyGytokhcF96Zj47i2Aem1WZAQGGYSAKTZuKZGfNpYi1mom2iRGVGQBqqRpDurpeFMGzc67VzMpyyT+LPJamiRPLMzCH8Ni7wCTdGnc9j9RMEQFQokCeKvnOrWyAKKa1VkMnj4JUJ5WamYU4nqmLxWKxWBIRGDHHU+QtNU30GnroVAFT2wCiVuNIQxUyYwoppS8+//Ev/OKnIbY3z569uX+IyY7D5vzi9pNPf/HtwwHk4qOPbLt7+/LV511nHFba6zHLh+uLi6vnxPLFDz5TjX2mrivdUC8ul+uzi+UqlTJstg+l8Hp5HkOSYprwfHW+XCwWYRFu2Ymh37yqh/tDl4eUoGlBBC4vYLFsXTx+cxNVIffDer2OIZQsIYRuOMYYDYAjWT4UqWkRKMBQaq1ABBxiN8DQ51JMpGPGGOnQZzNLq6UCHLqOKFQwyw4GB44ppTjkHkhXZ+fDMOScIUAeulplEUKV0g8lpXg4FFKPzIMWgZAhISA0bZNL/9XXLxmfQ7X9UQ0I8YkJ3RPNnDNZpy6KZrQHnPdPc5bwe9Z187T2xwgYYse2KKXkR6BL/dzv2XtNbyvnhj9FsplhfqeXnfKG5m/eoZ2JWzzZfZzcAmVeTOf8afcJPJ1lj4yd6UU83TEljjGWPPmBzKaRMUDukadIxFNQ5TROyOjY8BiGOqHUE5/ySVk/mSEkPxfd5WaWquPfHYTATRObJvpR7T2oSD1dAfYGAuAd65ITHT2YjW39dIz5aT0K5k4WJdM/Ov8dgSiEEALQ46j2TkMjeSo1iFg9+dA8KNuYiU5D1LwHQrQQiJlAXQsraMCB3agcQMysP2Yjzjn3fd91B1RTqzn3aNYPfc59ztmqqOpisUhN6Pt+OB7v7+8vLy9qw3U41LpV1c1mMwxDdzgaKKpbRTXL5XIZU/vhzfn5+XLZtm2TUiQiID4ej32XASDnSlQiJ98NiGitQogEGGOMYWnIWrrlsjkeu/Oz9X/0H/77f/jd7/7xd//kJz/5bLc7ZODXr9/EOLQN9IOXW6119+blDhAUgCOen19eXF6en1+u1+uzs8tSSu47UR0qprNFVbn+8Pn3/uz75xfnP/zOd97cvSrKEaxFVXSFGSBaSIGNU0wU41/7m7/5wy++ePn67TAczUxA1NQAApIgYGBPBLAAgormwKyYlmqyPW5vr85/7w9+7y//lV949eqrV6/uXn795TAMagyqZmjVslZTpCCcQi2VXJyAwW9mjsFvLUR6eH2/fdjGFF3dbFaZmqz40UefXn/089a2x76Tclw2FJGsaAxV1CJZ5KBafVKdnMRmuzJgYgSIIbisHHm0JDqtlZRQV8tmGuDzUI/H4+ah9ym3aRr0vVwISDhuewDUk6fUOEWXDjKTSK0iAFDKCO4SVJq5LZiCFkUkNKs111pP9sLAAVPTOmrgE8XxeOy6MlU/BwVc5z0VSTByHbnvZBxxEFHiSWPNzOwEiSZFppPi3Nt7AmIijo5uVMkc0MDUBIxqpZyz12R3ue37fioILrSYEgncG3TKCTEzg1RKQTQRKWUwkJSSv2siCsyYkog2Tevam5SSI3de3+7u7g6Hw6uXr/yZrbW6kVfbtjEEUFOBGCWEfpCiplXs/mH3alNqvARsT/mXj/Khab/3CLq/GxodY3z27NmzZ89qrW/fPrx58+bh4eF4PNYiKTkFbgQ3VeVJbvETufzs3EQAe4JwqYkZRSZTNGQlUwIht2khQJRa0zIgqNTBLK+WcbfdSC0hLm6uLlShlIJIQ+m7rgO0JFGqNClVyZFJqRhUQi1Y7vffbHfby5srxX7XbbquPx7L16/+fLvbFMkhUQi4Wrebzb5WWyw4pbjZ9ItFG0LIQ19rRYK2ZWaKMYgWhCjVIvNqtfItCiKWIlpERKSWVQvdQRChaSKkcNjnnMuyiUNXYiROKlpTjCIFeXSq9dSLn7m+XLScpOXvXIATfC4nmwJiHvP6vDESES7o9rwqIoC1Vg5BVVSFQqimAdl9yS2Aaso5A3pDxojkXJhRvOwBtuRq7uo3dNO0Itb3XQhpsVgW1Rjj0GeM9OrVq6vr68vLG5Hh8vK56J9xQ9xgWrTt1Qe/8RvPNptdCHD3+uXLV58du82x2+XS7XZvdsf95tBXyX13jgT9McRwnofD5h5iCmZkEC4vrzb3O60JMMXAUur27eFV97rkgUnB6mLRtOHs+U0Yhi4Eiy3VOjRNOLs4L6XmnKVKs2xzwNUqLdtl1/Uc+eaq7fNAkVWEm6tScmiTqJVuL12piIMSAAM0BJmjIiIHdpe6za4bsqYIKRoi5b7UricGyr3nch+P3du3h1qNCBYNpADrFSdI5HN3j4u46ocKAokZKhnyYcs5BmRo2rVp7Eor2apGAwZwh4p3qAgnkYq971E97+HsZFbwxHLu3XbqkeHnx4M33zGOU2IIwT/y5GvBUKpJHdFzl1POjagJ2XOEzQDHwHVkBvdcV9MTDZ2mujn5nwCAVPXI5el7cV7EuPQEJHwEqqe2+BH+BwghhBAx8fSuTolxdlokkBmc5NE4i8fBqYjPXeHnoU5Tgua87k9nc0rtBH7PG2s/IFXFQxP9SE4p+Q7ayRsn/dY0aE2vPKHggjguN5x1PTY3fErrfBcgnxwPTzMS5FrFbAwyIpy0K6PLmGuwTKUKAjBxDOz/v9YyDFnFmHm5WvgNSUAGRuSuOebOGKWWnAcPjh76rjseSs7H4/HYFz+Kh9xLKUimIm0KMTKoSn9kppL7kvdEMAzDkIeS+8193j68zjlrvXcZ69ly8fzqdr1aN02zaJq2aXyITKl1OyBAMDQETE1atsknmTzA8Xi8OxwdEg4hrFfrJkUVQ8ShFyRU4EOXiTiX/vrm/O/93b/9W7/5613flVL6Wh4etg/3m+22++LLl599/vXnn3/95u32cMxHeBILAAAgAElEQVQ5l75ALrZ5e7+5v0cKMaXFYrFer87PLlarFWAEzERcpb55++bb3/455tAfj122tDxfMBaqRapqVVNgIiKjnKX82Q//eNcPQz6A1Nz3U7RFX6WU4r2FqSmagAZmDiw1g1aEumiojavt6y//h3/y36wvLn/ykx+Y5sPuQYwOu4OVDIZ+G5pKGXLNfo8yAHLgykwD1RglJ0Ju2kSBSxk8QxgjK5miFa3/9X/73/3cpx/+/Lde/NyL52KwakJiAyRmc1uS0/Pi3ZI6fSuEGGPwxNicB1dLE2GtxdyEHwkBqlRCVcm1gJkb+2DbhqZZO5HscNiLAjKRo4L+7DODAQJEDl3u/RFIKYmKSDltvQwAwrg345HhQKSiqu48hiq1AjZNM/LEcpkC4NHgfH02QRt+Yvpeei7LNgUD9YkdwKZx+uSexI/Zt6YKCjJLAECYEgzc2thOm9MQ2Ktf27a1FucW5jx4MLAPNjGEkatIOIZdIIDq8bB3w1axgYhElIkwcs5VayFkNfdfVFPwc8EZs/v9Hk4eryJyc319e3Pzc59+a8iDigJCyaWUctjtSy1oyoHELC2WbdumgG3TdIOdA77uWOo72cEjMfI9ldTcDxpmPtKIeHNzdXFxlnPp+2G322022+7YO/9NVczENZ5j2RyF+qOcZg7BAD726I9yUiJEMrVqYkSGVAkUffJFQKQAxGgkyGJW+rwDLDFFgHI8dIYAhFLleDwcj4eQQiicy7BYLna73e6zHcRaylAll9rt97tc+naxHErt+lIKlCIhUNNQ28Sch1yAO20CXpwlUx2GITJaLUMpVQSndAbRoeRhkFyNCIau1KqX5+fLtlWR3Hd916cUV6vGMpDklNKCVoQNNSWD1FwbTChmqpJVSE2JiRRABar8TOo+p6BN76cm4Zc3Oae0TqcXAxFNwVdO4W1SArNSSkDiGIiZRHItQJhSIj35qQUCoxAC0mjI4MmaHhMYgrmrFLPWmh87CUFmrgoEIAaIlGITOJrZzc1NLoeHze5s1QY+v7n9ZHs8tKuFEVTBEC8uLtep0avbZ7/yq39dJB+7Q0ppGIbt9v7t/Tefff7nx91erXTd/u2buz6/qVXrIN3BFOpyuWjieduQihwOh839DlE/+eiDZ7dXD/evd9v75WoRabE+WyyXrdqw278tJR8OBxuwjWfnF+l46BDs+uq5qWnWVXMRAj3/8Hk1AYLt9mH79p5SQxhVc8C6SCEXaZetix2VKIRkphy46w4CwgBthNggMaYUuFURh14RIA9DDoSLxqilGGOLtIopEFuHVqOIIcVjL6ZLDkEFwtl66EAlydCEmA6bkprF7e3H0rQKbZ15U8x6NXwCADyRAM56bmDiORA+Vwf6wZBS8uW7ozuOuzjQC0BTr1yKPIFIJ+UNIpgJmMeBPGLkNPLbTWbPsy94AYCQDeQJLvIu5QbRX85gatCJacLMHq1L3P0aUU//FiIyRzNUHekl/jnOjhgz6HEKQoIn88mkkPYvnFjjs7EEpjo+v+y+RPYOe45vz4OfRvyPcG4O6Cdf0zSOqHXdIKIi4lTLaSia4HYHq+Ak5J3IMGNBmOHl3qPMbwAOzEDu0ataCVFV3KoCEAgdEicAYCSftdzsEtQYITCVKqWU4/HgM1tV6brOUf9hGBzxHYZ+yD2ZccDucDgc9iKiIqMvU0ygQ81HRCi57/eSYlCV/X53ovRg06YQQsD6/OY8xrhcLpfLZcDeL4h/RIovDYBP0bMeX6ViROB3i9YCRjHGmBIhLRaLEELf9w8PD5uH7eZhu2iaGBrfCFEkGwmvYlKrr3hVch5CCOtA5y+effvTj0JIJet2d3zz5v7rl9/8yZ/+2fe+972vXr7dH7UfihkMpUqpm+749vUbQEgNp9ien6ef+9aLVy9ffevFi5dffv3xRx/+cfv9ze7tcrlWK0N3xGCIogZDqVm1iqbF4uWffhVX64f9/iymiczgP9N6yoVVVTCopbgRfa1DZGTSw6H84m/96nf/8Pdfffang4W2bY+7rUlfB4HaRwB0d0EsroVWVVBgYkDUoibs5sYSgqqFwCmWXiozjpHGVq6unsek3/nO//1HfwCm+YPbixcfP/u1v/rLf/e3/7VI1KaRzdyXHGMMjMg8AXgq48zJCFKKyog9qVSmCD5CexaKClMktComYxiNOoEhhhhjQ8SKICKGcDx2x+ORkRAxIDFzaJwODk6dB9RT0IeoapWqqkxxJoOBGCMHqrXmkim10+LLsXA3+fFWW2aEct/b6CkszLdhSFBydem/A/xevV1cMRVzVUVPrj2R0wzRv1lEUBUiCiHmnGst04bw4eHBK4z/0260NVWe4qEgqmDo3fRYBJC8YXV5tFPYiWITwkQmBITU0pjWbKSqNvYM46rTzMjANwApREpjIqEzfJi5lKwmQ5X94bDfPZS+O3Z7xcjhotSsisBzvHxSo0yOtIr4tEd/Qtpk5ralxaK9vDz/9re/3ff9drvdbDb73TGXodYyJwoiosFJJ0oIMFqa+lA0588gYjVRycFCpJDRnMSCxEAnUIxUWSrkrLjrHrbHt4h6e9YMuR77XVouJddhGA7Hw8PmDRBsd9uXr75en69ijN9880oYQoCmBSK4vr7kmor0gnJ+swwhdUcnK1rNQ64QGWpWRCJrDGzVhmqD32BISJERYblYImuVGqO5ewejNSGayvZh23W9CKzW3LYpd50MDWrQgpvjAaFqxrZd19qdX1wMQyd5IMShz2rQlULEMTak9jOJl9ccOPlQOzqzjWAbeRUYA7nfBT5H0BFdV2O+f8SR1UoRCYmYNQGKioiYmoGceDEOyOG48UEkYvcQ9fV9jJGZEEEpxJi8lvm72h/2gQMAfPjhh93w0B/z27tNKQXtvO+7L7/45uJKV61FOlutlohFJO/3BzNomhVhPF9fLprrTz/5pb/6y/8qEJaSTerxsB26w2c//tGff/ajt5v77X633RxquRfZ1FIR9OryoxcvPn5+e8lk+z2enZ+VMrTtKnITODXNxdXlc48QCaEJ3Gw2+6uVHo+79XoNCG/fvIkUaymf//glBiiSH3abxXK5WKxiDBRSk9rj8VDq0KRgKhEMLebBqlSolRWXi6WZUeBuGLQoGbaNhiaZUR5K32mDKXBDiU3JDBa8CBoZwnp13jTrFJft4kIkloqL1dnZ2cW29EOP33rxl26uXyxWayMIATlwrXZ1dUsUmfX9tnXCDMjtoydeiiogArJ/FnNs0sJbba/dEwXFf39irei/D0MxM6IwdX5PEPeZ4bSdvjoAqO9MvYFU1VIHmv2ad8AjncZozKRAcHdYQDAFQ1eU0vsVec6Gf1Kjp2dhyps4Ndk2LTQnySmM/jQ2UQ+nF5tX5wnS9j9PMZmecDd/G/MXJyKPmJ4QdA9smn87tT46hTvZeuLZu5EfYqy1DkM3M4Y/BQyAAqAvNKZH9cSjtYlyM72xKdjyVDHYxwokMGAwUTAikFoBMGDMSgg8tghqgVlqdvy7llJV1mcXXcmbzUbV+r5TrQ+bzXSVArihqgamRZtMDLQ36Uo/5Jz3h4PUIrVyIBANAZsUUwyg9eri/KMPrkYVLJEbX/q3439gZqnDyahFQRGQ2zZ52pprIdCQiUfDRkV16wYEb1kJo5mCYRvjs+sbvZScS86l67rt7p6IJHLbpuvLKzNUg6GKVImBm3ZVcxGtUAuidNKrWgz80QfXH35w/at/7Zdq/Tdfvnr78uX9F59/+fnXX3/xxdf3D9vtruuzVIEqMnSH++NhFdLP/7ufPtzfbzab29vnTj0acj/k7vXdS9F8vlp8eHtzsbwKIdRS3txvxOr29avjMPT2yEbwDg/AxHS/23d9z4BYH806U8Jf+Vd+6df/xq/8W//gd37rN3/9D7/zB3/8wx/cv3kboKySrRLfXFyomDcuOQsyur/H6PVkBoDMCEBmClCIEECulq3b8FEgjjHEsDpbh0h8fr5o24uz9bNnV+erZr1O2+39ntAHfgCMwaM2qhv4zlCncbvlCjkvDv44TPk1ZkYYJ6ELUfBZdLYIcj+WkX13eXkBNtqJaqmqmgdxG74qhZCatvHAUQDLpXis7dRTqhozAHCtpoYhNE5gRiADO4W5IjOb2n53ULVJW6Ki7s9jikwRI8fQqMlysVLTWmrXd3korrceAewY0U2sPLMAoZiinjB4Ux8vJzzFB4NpCL+6uu77MU+66/rTZ3pTq2DIxKa1FvE3RoTMoW2ia29iCv7tuKLdbSV1zIdHUM+9f6y1y+XKmfdebRhQxxymE5fPZx33hhcBRCA+O7+8urxkNK16HKSzxUO5G/ZVn0KT9FP9x+Y1f6psqqpaJ+qLOxLGGJ49u729vfFPcDGAc0r9d3/nvtBwVe6TVL5HLVDAQGGdFimlzTDcf3EHJ+okGZASJsnSfXX3FQqtzpuC0h123bEEaizqsC+73VZN+twdhn2zSOfXy/b8BQUCNGz16tm6aRskff36bhh6RaVETQyHw65WAODT5hIWC04hRo4IlAeoRZbL2CTjGGqVUgowtU3DgYfc1VLAuE0UYxQpfdftd7sQ6OJ8iWCIFtAs4qpZlMIq0He5bVLbnN9ef9i2C0TtusP9wwEIc84Geuz7Yz9IdZjmZzBXSBF4VKf5Bm1Mj3MN6Eku4zdN8MwSAANRFRWcltpjZxCDFlXVQASqhoxATAi+vDJTQTCLI5YmrncRkVlD492MmFloV6rmHLgYEgCISpUxNzSltGzPzlc3UjHG9NGnf6Gv3VdfvszDF6jxYn12dtZeX18tlo0ZEqhJqaqgmPseEZSjKgcOVxeLh/rm66+2f++3/731xUUWianZbF+J7A+H/X6/6w677riLARHrzfVVlYwIf/GTD10V1C656x5effP1ZrNfr0lqv9lsVYch725vpEnx8vImNuFh81ZRqpVDd9zvd1njUAaE4ZtXr67OzgMi4eJ4GAJT7iFFkiFfXlyHQG/u3yZtcilQqYHFYegjpPOLs6Zpj4fhfL2gs6TCKlwLtO0yhjZwurq6XSzWphzjItDi9ubFsw8+FYsxLM4vLh8OW6l0dfWBGlXxDOqaa19Ld9jnRTvyLP1H45V6AoyZuQz5BFojwmhX17atcy7bduG8wFP+VJ0LK2fJ548WnPPiOJmcTP3fhFI4io5ATmIZTUFCUBXPjg0hEDydJSYp5CSIBABf0U4ySo/88DjMx5XiyadvDkJPH5y/sdPK1SYLLV98zyWnqup/cbb0CRdX1ypNzuLvRzjN3pJbKtp8tUonyHYiqk6m7xNWPTtaXBkyPu+O0M+2B0oEjxG/p58UMxMFD+CYDQnkfcy0UakiNJt/HP6dGKVoEJhiJJMiohygFDG1JjIZ9P0+a+OL/lry4bA/bLdmYlq9TA/9cHl9nVK6++YbJ8EzM2ldr1tVHYbKVneb+1qGUnpikDKeiAgQmFfLRXtxtl4vz87OCLFp4iJFZi6lEFmKqeuGk2EiqxgTqhqo1xuLznM9nc05Z1E19cVIICKT6gQ/mAlnzX/YhKo9gNtdQZUKAG3bLBbter30u+vHd1/fvdnePzws2rZt2svz8xgXzIxqqpk0jHmNoDGOgGvbpBBpGPqf/9bzv/jtF/obf7VI3W72d2/uv/u97//p93/wgz//8cOmUwUcwPrDedusnj//8Z/98J//s3/Oy5WZ9uW4WrfNfXj7etM/HLpNt2qbGKIB7PeHQ5+ziIp1gL6gCIECY+DUpKQIx2MFyWIIQEwMYGpaFS+fvfj401+s2P763/rt3/rX/4395uWrb14edvvN5t597SLjoe9ev359d/dNzlqLzfF4H/y8P44xRkI/X9y//Or2ql0sKIWY0mK5CMirxaptmyb5zo1z6fuhiMhQiqji0SXF0YuT37Q5Z8/cmDQVp67XjZ/L1ImehNRV1UHkPE2kzISE/tRRIiICG9vWSKwRETmaT7w66Ykf9oece6+Tvipp2vYUd1BcNSwK7s0dfOYEnUKLzUzGeIHR5czHZtfYPRHwhEA+gDDHJvlT/Ahz7IcBAAJajBgCOSfb1KBWZqwqOm0giXzWmETkTtiYDoV5HO/4V4XiLwDslwWBxEyqjHkWyJONqhm4i6tPZUQENC4GT3gKq5rv+sZi7qtFb8pFyKU7p+9t1MEDVTURIZOAHGJM0Iy8nf8fI+ARg7An+vv550wz0nTxYbTL9P9LvoMEOJsTHefH39STT0CMjz0AQAFJscWAiJth+PHrvdgemUwhWgAbkCy06WG3Lfv9B588u7hZiUG/HXLePBzfHrdHZjayUgexwh0WLUWGi8tzDBhaOnT73WFb6mAmCro8W9VSU2xSWrx9uym1tA0gwrJdpNRKVqlmQjc3N5dnl998c7fZ3R+PJQRerRZa4Si9mRlqrZaauF43UqU7DAa2SDE1TAZt23LA435Xh5pt4z/Es8t12ywX7QJ4MMLUhPvdbn/Y9f3REKpITPH57XVIKdHiZ6Evf7zJ4ovfBYD/+R///UlYdpJpP+JkgYKXIb97mFlUvCUKIUgZ2xGR6qc+EvoGB4lqrQwwooaeR6jqPhVOruU4Epfd2HhUj50KmZlRSCkmLw4pJUJCpBBirSWlpuIAwpHaMlhICSKmZRIbpNaS83DIx32vljlgrYWITzGTbUoRTDQtyaAJgcy+90ff/b/+j//zH/6j3z27vAYOQIx08ipCDExEymh9f+yO+932wcAs97vdZrt7ozY8bF69fPW5WWWG/X4HiBcXKXB5/vx5zn2MgYJ1/bHr97vj5tgfDsf9qzfdatGQ0n67TxQ+evZh3/WffvLpB88/bJv27du3Lz79ZMj9V19/RcQvv/nGAHLVvh+KKBMv2sVqdV6LxdgQtpcXt1eXz9ery4uL66ZZVoa7t/fX17fPn33UHTNje3Z+E+IKMVUFU2xD8HycKlmtpjaI1JyLVFg0Z2dnq74//uhHP3pU/IVw+kHL2P4SeSM+pclM4KIb2PspO3Gm5z4h817wp8SeE86t0KdO+jHTwdFIhHcB5pMlyMwyZQ4qzwPY8R2+1juM7ffb8TlU76aRp9BHfUKsBwCTpzLTKbT5kSFukzu4+ZVTVW/on6Z7Pk1XFX+aJhBr6svnxrrzb2ci85yY4jbfHky9yInLHmEkQepsQh5NERFVrTjuOI/5nKzQEPjJT9NJMifoEbWK1EGl1Nr3/X7oO5WaQmqaZr/fvz1q13V56If+iGB56Jhw1TZqGpkMYLFcxhjvH96a6v6wB9O+7w/HQ0ophng8bIiwbaJZXS4XF2drEWGktm2Xy3VMbqMRSyk1lxCDSA0hMHoUGubstt9hztQCQBUjIgwN4em/EUwd9b7jwroMZhZCUrMYIyA6P1C0qqnUAmBE7MwoP4+nEC4gzKA1SylyPHYllzpUZm6bZrlYxhgj66JdwMh4JgCRWsyqoZRSGNHEVCVwpBC7rovN4tgNd3dvX35z9+VXX3/xg7uvvn55cXHxN379N4rIv/zjP/nxF18+7A8YYmoXb+82x+0w5I7GfEIwVy4CeXQ4jnkoj/bwpz2JilTzAHEzMGuWy+vry4vzdZOobfnq6vzb33rxW7/27V/8hV8gBICKprn0YIIIeQySY79tTqsnlFNMpi/ZTCsTD8NQSyFmJEpNYwgKxjFqEc8mNlMDIyJgDrEBQA+q0lLV1NScs4yITWqatvEy4iiRVJmTKFTE8ekYo/eUpVR/QJqmOZkTeAA2pCaeolZHWyEEcmVu4CAwupTMEvfM3clEVKxOredc1D7N4XiqMx7I8KRkzaycHrXdk9uMqk6D9ORqdaK0VQADn3/cDkmFTna3niknOj7G8/Sx2bhiJnWSl8wXm6fHHxFoKjLzVOaxrwVBJFcBnaoQPAYI4NiyzlNQpjWF4+XzheqcLzct942DW82TKZgWwc6Wf/iDL+8Pmt/LXvipWRxzcua7dMp3PBbnhipPdp7TxDJdK78Nnji0THkvZgZkrBCUCLHG+E//8Pv/7F9+tumjSYh6JD3+lW+V5+1X377Yrai7+eCmPUuRAbKVWnvZpbAUqbWW3XHTDYfYkGD1+CpkXCwa1QKItQ7ISERdl2MkgACGizamto8xiipTULH9tu87DYGX7frs7HK72RMMtVRnzeUsqiAC7YJiouVy6SkBIdBy0WoVEWGEEJjQvGco0m53mxBCd+xXiwsADpw8ELAfDvvdQ4hUah2GImbEIcQmUvxP/su/AwDli//+Z4nHIlMLQqpgj6xc9dtoAtvGr4/BD2Uz4zA+7UhxlL0jj9NqqXXIxdPFyqBWT2kvfsczItSaJwu26Q6elIWqygjge04zqVXAtSAeKV6Rk2gVyxwDk1ZRK0zMKmW9WJ41Z3rJokNqGEAPh8Nut9tsXr982Q1DN+Tj1QefphCWTdrfb/7oD//g/s1LgMxYjbBoJUgI0QQEQIpywCYkFVmtVm1zYyYi9YMXzOzs+sPhcP/w8Pqrrz8vtY8xVOm6frvZd0OGkrvr68vXb459tsXqWdfpmze7SLhI7V/+xb/09vXbN69ef/jBR2frS6J0dnaz2R6Wq4+Wy2+1C+v788VyfX2bQ2wJQzUwxf3+QNim1J6tzzg2bXN2dXmzXF60ixVCUDVs4/nzY9M0TWgWayKMAMSxMSVUQSBQJDJDaZqk6OZxhSkulgumBOZBiczMZ2dny+XSASdvzUNw6FSnijn1YW7ppWpThfXz5okh1JNyNjfuAAAPh/cDYG7ONZ0KT+rgKXQG3TRATvoEm1kJTbjO/F+fJ967dsrM3Exwcox5gjrrycr7//tzTl4lNr04PU4jo6JsQvQdwre5L8371J1pdTDZEU6H8RzCn2twpyl6bgQ5e7Jk+mQ/759cTP+IZ5Gaoe+HkYAgTEPalPvrvKMQwmPQ9Gw7nHMejdVSSzHc3X3zwx/96eb+dYqUEoMqIl5dXALAsRoiqBwBskkpw37fH3W1yqWXXETrse+apgmBRepmu1mtltfX10SUEhHZtz/5CyGySOYA56uVU58JiTmYgWoFqcOxeKCsC99MVQhCbBARS53Pft6TAaCSImKuGZjJAjDiaM6YQxht8hGxDuouqCePHSMiMVHRUkoKUURqEbegGbm2LpJjAgAbKgMu16vri0tCHrp8OBzcl62UwozPnz9/8eJFrXW7ewDRGBMAS81IUGsFMyQmRtOyWjaH46GJ8cUnz37uWx8N5ZfJ2mGo/9U//sf/9H/7X2Js+yKl3y4Cvd28/uYrkQoowAAEpjBmhjMCmhqAggXmk+x7LNRaxdSIKBBVqEYWY+LYLJftchkVhu1hOHa22dz98Iff/87vlb//O3//3/m3/wGa1SwppVoLEbIaxSi5IFiMkYiGYchFmhRPN3mpJ4M/QODooEzwtPMTXm2RA/GY74NIwATq15YRCFPru1y/IQ+HQ87leOxGLybmwNy2TpIRGgNoR52Jw9Muvg/xsY5NxiAA6ooOMVMzIgZDM5WiqmoRjNX7sBib8UsMmEJoIjNXqycVTXFPQDNomkDEkx2hP/0AUERPQ6OJKiK0sfGIA0Bgmu3ERvAAEF1jTWCIwAjETMyqGlVrViNiTuxKHVVFGxFxq6JgdALj5iy1MUiBfANenQIORhOlZMqkm5fHaan4WPBNiQCJXJc7R5FdAwsEcwDCR47H8jJS63UKBXuHrGhqaNVQ0VMQyK1yTNREiQwVf2ou3nx/+wQ8epc9+BQ6eb+bnzv/TsXQUa33vuIdpZOgAAEoiBqFcHF9leHHYsCBNUNEsmxpsVgmulndkoXjdlAtVC0EUuK+ImJEDE0DIlQl97kYViBrFrHvJIZQSqmKVWvbpuur267vt5u9GUjRJdScdbVaLhZLFw3lug2RucF9vxWuoNquF7FNIkZdH0IYhkGqqujdN1skWK8gBez2XeSYYgtEDKFIxcgKtu8B7ezh7UYrWim73SbncnV1HgN13V6wu2jbJnC7TMxRABBou9n9LOLl/9N//jtjukFkJ2YRjRIIIpI8Zu/5sxZjVA8UcjDDUggBZnttRByDqURKKTg+yQoASCYitehU2hSc20dP7nBH9ZCMKBE9qkYIOTC7cSwzCzVMkBhMC4UgikWBOZlZYixFQkqqxfM1VQ2BqtjQ9/vDfr/bvNkddttN6Y4t8+3lZdM0v/BLv8SpgZCyWQwN6rgRAzNiUpE8ZCL2NOyK6g4YgVmkMNFi0YgU1Ypm++OhlPL69d1289B3B5W82b55/eYVsHz51ech8cdXzfX11fnZCkxATdXaZmEQV6vz9focaakWSym73S4XaZrlxeU1Ury8vFks1oGTMwOBQowJKQCwqIIhENeq4GmshIQYODBjzvlwPDATMqkJCbTLJXOA0XLkMeg7cCDGIffe9nkpcWr49NdpWptK8E81f3VenduqzMvc1BM/IZqPZXG2wXwS7T7HvKciKHWq6Z6y9tSMdh6ePAeDH5kzj+xwHGN0nn7JqZs31ZND0WTdPX9jhDol8qhM5oMjag44RjGfsm9Hm3ZmdqDq/cs4v8gTj2V+hs3BHl+7z/et76LvOm2iJoPzKZEXAIjShJf7T5mZT+8fDarZ467cQaDp7YUQTPEdYwHEd7jvITWxDRFL6TYPrx/u73J/6Lu+5JxiykPe9JvtZrN5eMhDn7uDaVWtqzY1TZNCIMbLq3MADJEvLy9UlQk5sKnGFEopi7BCAkRLiUxVpQJQIEbgWt34zUIISBRTqlVLKVWEKIygIDwSe/BEeI0xuk7X+zNHSl0TCCMdGR3nrLU/ZR/53GVI5PRjRJAyBhu7AszG8G4jGpOVsKoZcIimY4/tbU4pZRj6bX8Y+l5ES5HIYbVcNm2TYgwhxEC1DqCCCGBaSw5OHhMhDoBIFJRDivHLz7/+f/7F7//4R5+9+ubNdns4Hodq9nDfAUEVraIA7sJhFD4kyx4AACAASURBVIMnogASAILWU0wUouOjM18PIiFUQCJm5OBhAm0bQ8Czs/XHH334a3/jV54/e1ZyHwMnwouLc/cCJ2IDAKsEngs2WvrEGMBGyhkiKEUwYyR/c4gEiBwCx8gcSq2EdPL6Mw/FjSEyMxkCQDWYfLUnrbPfuqUUqVpycTljTP7mfYw/6d1RTtalioAxpbHKeCPuwevEaobMgaOqojnbW5lZSU6NrM82xBwQyeNCgcCXLTRuUYAIiWZWUaMJzDuI7OPxTWmqve8To1UV3OvWXJDzGIDglmhwWnOB6rwEnxZ/o4GfiKjZtB0bOwRERphHHzxxAwS0KYz5SZGfgtjm6Raji9fpPzfineMUEzo+0mnUniDl86UlggKAIAkSITCoihrGo6Tf/95nm97Ku4fIe1UXJ6z8ySE1rdFmwk17r0HHuRPu3FnrFDyc55+GiCKPxE4hYaRYyQytbX5yLP/kf/29uzcFhKN2yfpf+wBenN//nV/7+Nm6xRT3eb95uLv7+tUw7LHt2/aaCLvhWGUYahcSGpQKZbFMQ+4ALSIAATJ1fYcMbduKiYmaWcmZSUSgaWmMfgP3AgFOwafKaOXi4nLoh8Bx0Sx2u52ZgzJ6OBzXqxA4iNjQl1owEh/3Q9MwqJZcOaCFVQxc6mCmZ+tz9zVihuur81w6DNUAS5GHzR45LhdLQEKw//g//ds/c3i5iRapPpeqqTdqLqYmIqveEpFzV3LOIY0hXvv9HrF1YTgiphMvENSIKBJHDu1q2fe9Q++59IjoIeFuw2xaTyQWm62ldPSDIzAFqRWddGGgaNW0lByQimEhUOmXC2KqkFGARFOTQhlyQTPUw3CoMhyP+zdv3jw8bEs2prRen9/e3l7ffPLBp01ATIzBtCEG1CLKgSFwzgPiQKxMAT0QEQhAU4NSSwiBGIrUXOpQMmJo4iKG5nCkyCszNdDV6hYxPX8WS+6bSKUOIYBoftjc3b292++3qzLsdhuDwqTD0D3sN226vLq8Pbu8Ik7HLi9W62frsxBiSG0ICTERRVNKaaliimZmuZZDXz1ZOTRNLsVAmTkoN9RqFSayWrkJCRGbqCYGRU2EYbe/J2pjWCFExGAmCEIkKj0T2ahPgjE+Q2QY8tRvOdVvgoGnOPq5UHI6u30FOf184afltM+pfmI6VbGJwTz/cidUT0tAFSfnjbAxnlQK803iHAjxA2MC6Z8cLU0TvJuc6PXvVGQEA33Sr7+76DydieMCSp1o7qe5iKipa5onGqhfolqLL5SeoDhP5EHTyDFtrqd3TnSChWb9+uNpesp7msln1XVIAODLEJF3ztoJbncPCq8AviV3QrB3rk3TvE8BUtXkCaknxgtgKKq5q8x28+z5Rx89B5A3d3f/8g++85PPfjgMJctWVWPgs1Vqr9dMsF4uYqSPPnj+4YcfSulrra9fv85lMKtNYmbyhCAyS2wIQkBEVsvQpIghalUVqVVKqYjU9f3F5TUB5VykWt8PQLxcxjxUBEIaB04H/r1hYo7MKCJgebR8xkSMfe4RkSnWWmupJRuxC6DBhctiGiniSH/VwGszFQ8UJAY6DfyoAgYAbYhq4EkziGBS3RMwRmBO6aIlZBHdPmzv7zd3b96qaNM0FxcX6+UipQDECMoETdOYiqqyaoip+NzYGIDcfnj1j373H4oYCh2PuWbpuu673/1uXLbF6t3ru2/u7u7uXj9stsdhkKpioKpSLc4YBXzS/3mqwKJp1y0tG16fn1+cX55dXl1cXS6Xy+Wyvbm5bpsQQtgbR2apZb/ZmOrDw97t29fnF227XDTJLJuiERkoEuVcmZE4eFupyDG4fbUbJQERUYi11qxaFZnYzXYIgYkYKYUgpYoKEQE6N3okfoQQT9HF1DQtNBgvk4h03bHWcjh2ZtY0cbFYBCREqjowMwVCflTITH2YqEaOtVZRRTEhJQqEYy4BIRcd/NGL2DRNe9oiejOseRhG7RZHn0kI3aZ/rCcqZqf5eWKLTSkHE/HDuddT734CaFnNDYJoWlAT0Wm216HvH6uEjslfIz4vI1vbABCJwFdz4JaIIQRRLbXMQ828y5xCNA1FrJ7iRnWizE3oBhOeiHk6q64jbiHqQZk0nTJzxs7EMCQmH4XppL8fSzoAIwARUgBTUGWkCmBjwXd7Lvip3JU5ueXJyPGefwvOLYPfB1OmU2ZypnICwvzFTvXcfEkiIkLjTwiRBG25Wp1fXb3e3lvfcxO0GEEApb/5a7/58x8/N46Hely0PByP9/ffZHxQW37x5Re59Hevv/7hj39gWpBxe38/DCkmBgTTGlJEhRQXyBBDg1qQnSCKINRERLUySJFMhM2y2R/3sda+t9jQzZqOx13XZQDa4365XALA+fn64f5huVy4rli1Nqn96IPbTz76NGLa73Y/+MEPdrIjpJvby3YRfvLZnzOzQbfbHxJTrxL4iFR393pzc3t78+zsrD5sD8NQ1uvVRNz/2cLL/8f/4rcnbdkUwTB1VJNrNIAhWC7F1TAhJgAwXQQOvuljQpUxQMEXVcweqGfMVGp+7EUU3freoDCPuSrMAQycD+dOpd7TjDm3hKaoqhR4ilZx0aivkn2sN9Xj8Zhz3u33OWcVdQO41Wp1dnYWQri9vYWTFk1rbprGAQwRVbG2bUsdYownGIOewBVTcfGlmH/OdMX88fPURo4tUvQOb1rDeSfkHxm0+lMqVX3T6omAROw+vidc5jR2n9xbvXub4J9TB4kTkHmypHXUw/1tgm9DD4dDKSXGOJEx6MSU9FQprygx+ln8Tkc7SXsnjOGn8urcDXBEBGeAhxf0Ob1k3pXO2/T3YyPnkPncX2XuAfJICgeel0u1iZg4nisEPHWu71xhTxtFfSLrfFfxCU9YyE8+uZ7Yse+Hoc5Hi8liyFdMcyfyiZc/Px5Or4Bzn0THU+cEU+fMzL+vydpl/pH5GxsFqSLzKzkNV+85FSDMIjdxUjWNa3eblGFPXOdVVVSA3hHUem+nqvf3969fvw6yz0NfawGsAQ2haukld4EsxYigxIQEXX88dTMUgkcpQa1izgjCUS3X99mfFCZCpF76Uxy6T0HVH3OntZhZ4ISnnfjo8GMQQzg9vwZAiEQYRLTWd64MERnWkf0yA9tKKUTs0J3fKCF6dmnFxzpME9vKi8lERZ0SpvDENTjRh0rfD32X+36oVYnDYrlKKa5WSyIyUKnCHGqVGBMRoQwxnjjHYCJ1qq5mJiroHRWYquVcRKTvstsV7/f7QaqprRaLxbJxs5omjo1yCAGR3RV0WqbNby3vjJ/wj4dhcHfLnHOpShx9+7pYLJbLpYi4K8hYHMCv8GlxBAoncxI3JwAg57iHGAEZwANYSGtxJHJ6J+6SNJ0Xk9xj6r3mj8ypWIl/X6q+B+OZHeo79LapDoxSqFFehTKj5p8qzIl6J+84gTwxn3X8/31y9iPKC++w6d5X0qsT7kd1PnsqmpmpVhFBgiei9rkOx9RgnhrxHsfjiQHu/G1PN8NPFcmMaYbIo3x1JPiBzbAGJHRK2FzeMwcjyB5f08/fdwgnON4RAIiqBlXUhOJR0u//8U8OhcUQAeeXHQwMydCJOAazvLP3t6Z+Sf0nf5IqzW2yRiB8fn2mC+vMxicH6PyqoqKiqQ7I2MX2K77537+//f6/+EzfPDT0FvD+t27txYX+B7/z659+uOYYUruIaFC6UnNYrlbL5TAMpeTFYoGEw9Cr6tu3b1+/fk2EMaY/+8mf9sPw9VdfA6GIVM0xotiArItFs+++bNo2xlRVjaCvA0etMCBXDAqgJMEM+r4SQYzMAWLkUkqtFgItFsoUpVjbLnMvBBSIATQG5oBt26rUnPN+vzeFQGSGtWjJFSHEGI1URJi4FstDFQFGA8D/7J/8w585vJwpAgACnaiuAQzzUJumYSJRJQ/+AEOAJhAiFRUT8w0esiAgkz85qiZqEpitaiDm6AcbtrEdhiGXUkpRBRGNMUnVlBgRmIPqqM4EZDN1/1SioKaGUHJ2n1dTEy2l1K47Djl3Xbfb7ZznesqHw4uLi2fX15eXl6lt3LZl6Ac1fzBGICLFeBgOakHLuGdUkyrZG53T82OleFIDi9SUGiLMeTgt/dlFikzBzV9zLe4wpWqMViV712WKIlLq6NLFgVx5gwjMvF6v3Y7GVM1UxESqO3OdGBHTQk3dXLIUiJGJIKUAEE8SPTq1aOLJPqfWU0spkzP9FL3mi2kY3aiQiX1knwS4YAAIhGRgpkbMYFBqYWZ7lyn+lJ/3rp/mdLC50cHcAXBOhpnjB+9D0VMA9aQ8e388OB2rMlkQzvWmp/aa0R5DIp5w3FWVAr5/2MxKM5qp32/zI3letacj5InIdaaktOlzTh2STYyaiR7zZAv8Po/l/bGBKHjHMxkUTpHjP1XeNPVS3pt66sokaowzY5yJVfnE4DKmONnOeLbi5HE+TY8TifJkXzFa+apa3w+q2raLjz/+hEpfah6Gru+7ko+5P0AICMHUxNNAtYKpCqEPHmJiVYo4lZxDQgQ1LWJmxpEBYH/Y1SohxBARfReBFIiRgQAXTevdBxGh4emdG7M/qlBr8eujKswBAM0KU/RoFR8tiFBEKLQ2Gj24AaVvGxiB1AxPEk9/fXgc+dwN8J2Vkf+YppHb6QdPZuDlcrlcrgmJiPuhHLv+eDzc37+JaUx8XLTLGNOI1iMPWdzGFgmZmlqK6GgiRGSIo2MIojWJa5UU2xCCz11i1jZNrRXQnNsNY5bFWEydCzRXtk3IDiIa4ARz+EdSSm3bjtMjkBr2p1+11sViEYmnAF0++TA9hkkDmJ5YEGRggu4QalaluuUpIRF6t/pOdphjkxOEMbVWE5Q7hQRPnfoECpzgksmxFCee8VSXJvuEkbt1CkJ+J+1hSkEGnEPg75dTUZ1crd5Xyb9PbnlaiB7rJxhUG0nVJ5vj8Kgaf7/U4Bjb/LRc/FT6xxNDLXz317xCPlbpEYzHEyqPdCpQ3qYr6HwgefLnCYafJq53SOFqhqZaAJDMiCeg3aacN3znYk+TKQDS+1fjp6FPNjHp54DdO/D/ewj6lFX3dAB7d6gYPSKVwGIvmC5v1x/LriuQtxEYIhfLd5ttLbtqVkpNDJGMGS21kdQD4xZtF2Mkpial69sPn3/0IoagZr/61//WMAy1StsuDsd9P3SlDtvt2z/5/h913XGdLtWs6waQ+ub1632XV2eL2w9ua+6HfAiJMSiYBSltbGKItdaaa8kUYyRjC8MgAkADiIn2ZWCGgJArhEB9PnjCV7tqzMRN2/KQ+yPkXKpKDIEi5SFT5DZQKaKCLnn/mfNJbFIaiaQARVU8bYTIjV2ZglsQoKmZ5SGHEEChao0xESudUPZpCc4EZrWWwkSe/bFaLYmw1lpKZY6LRevzgBNjjsejWQ3R4QSPTEtej/JQpUhfelXd7V+XUu7v7+/v7w+HQ631/Pz85ubm448/vr6+XiwWE3HNazoxaS3748HzFMZOzgzMhv5YMqWGax1iTGDkZAMX8XRd5yfBRG72PFOnHk6lZxiGSYM4wV2+vkdEkRpiirE5+X+5Gfxppe9L0lqJyHPsmKOBuVW02707quKGDaNcT+SR03wKcnOQHkctzaMNk46ERefxm4vfY4yjDdkTqPvkEIGzPR2M+YuGgC4XQsJEVEqxdxvKJ70a4Dvx9ZNX4ByAnwOrU4Wdt7lP+s6TF1h20sU8TPvJonPOZZ/GDBWdQrKY8H3d/dQrO9XPrbKmyC2Pzn7CIZnEqfOLMJmvT/fDtPs+tUE0LUanr51e4f8l7812LEmSLDFZVM3u4u4RkZmROQuqa6rQK8ke8IEYEOAbAc4X8pkfwb8gQBDoF3IaszSnhtVZHRkZq997zUxVRPggqmpqdj3nBzILKCQ8fbFrpqYqcuQsjbjfboIXZ5Xfv1FiOCLbm8+0IU/rvgrHbBh2p/t940FEMXIjhQNALdNx61fTIjz90M0Ol8bIOa/9hohM09Rsj82MialaN/g35OwyFS70mHkcUY+Sl2Wap1vOc5qvt+s1T9fn6aYZhkCExMRmucZNGqJBlpSSjthuOBENA8/zPB7Gg398MhFdliSaQwhOxPIiclmWEANX0pEqiOTgpSEDM9UUdyiKNzQzdSNRd1whbllRzTrNyxRU0ZyzNwnMrGagZYVVSjExc1ZJUmKewOmCIRCCqhpACJyS9u2lmRAV77xhiOPh8Pb7b+d5Wpb506dPnz9/+vnnn8dxfP3qm2EYzudHYDazyGRmWZZhLHPOlJKahEAiAtVD01kfVM12rIuRMlQRCcR14FO637bmm867DWFO54fObZMa17axih2bOJ/PDTUg6zhRJt2KLaMq65nQJbPFX3MjcsckVbQGyLbY+dYVVwJGoVL0nqf3cQStJQiBa4kvlUDC/Uz1xTC1HScN6miuQbb3Fkw7zXcPWGwpc3bPO395hrn+y/rI7uPh1gs2aNOwl+AJaFvNi7tKP5rbCSt3N7Y5XG2uvzDwrU982+D6or0pVp/SUKd6xB4eJKJShBN+trykuaxHXrU7rDZxvwA8FXdd7KZ/awvnf6XvSXr/ynq4wA6TWo3CTAEVBYAIjJUPz4Txh39u//AHQ4rEk9hwOn3z/T9/fYLrbUoKkBPJvOR8e86RFrNbA7+WZRmG4dWrx4eHB1//375KKSXmgIAEFGn47u23rx8f/9u/+W+Y8T/8/X/8l7/5sw8fPk7T/P7D+7//+3/3D3/4h3/893989fp8nZbzw+FmVyJ6eHyNMwY8sAkAjCG7qRGEBVXUcspqIGlOyXIIlEWZcRii2TSM4XQav379crl84gBEFA8Rw/D1ulyelxDgdIgAkBYJI4/jYRwPv8a6/Hq9dnO9kojWsrXNRJI6WM5EsRicgzpbS7MSqZhnT/o+qFkOh2NRB1KgELJYnhMAHc+PgWOMQ0qScwYRIj6fH+Z5gnL8pGW+Gah7D399vn748GGaJjALgU6n0+Pj45vXrw+Hw5vXr4/nY8M5RFKxcRRRzYhIgogYA4NlM0uyeCkZQjiMzvcqLAL3Tx2GQ84phNgO3VY/zfMMAJfLxT9UqfKZMFBtv0FEGdjMCAgRVSx1ZBg3vugzIyNzJvDvNDAyVclqxhwYQMCyLKiImXwwzqHYWqkLMQOY5WnKnsdUTxRuYgAijGFAZxKBT89h5cYYbQ1ZvbivmyCYgd4bg/i5G2NMy9wyODp3y7ovdzUf1GjYXaG88wjv6YNtJtsFiK67s6r6im2n+441UcGM9YuEHIboVW+VYWEJt3LWaq2VzYwAdwnMDaRx/kNhR1TAvh1dPXzVw2BNid+W044h05va9q5Excak5t6rqhuptT/xwoHUyVhbNd/sKXt92E4v1Uir7Qfbk2rC312F0ZqNPsmo3Q2v5FxdV/gMBjkvjcwTkFzhZV4ZYUZgFQQMcXyI48k0q6rlJJKvl+fb86dl+pqXOelsFlATgpJJCIxEIQarfRMiMtOyzCEymALg7fbMtiY5+TRCdHGvz9PxqAZWVQc5JwTMpbcFd4Yl8i3QGw8TTXlaigsNeH4j1DaevabN2cXueDgOOYtq2UV1pWC1ARGTAZbJkksGgxl49BVT8EGEr21V8fbMSywzoEApz6JuF2hv3rw+nY45CwCaycdPHz5+/jIO4+EwDnHwNyqjSU7+JG+32/Pz12VZkGkYhmGIHgGzGg0BVAUwEgYMFDhg8T9BAHL+JyKBYVpy7wPNTM7r85fLf0+vS2ZkA+obaWb2NMceBAEAR+X919aFSgiuwy4rM8ZQgAw1HzMAAlUHpB4jbxAEgG2HQjtkt7j+OcCxc3p19mD/Ou82PSx6Y2u5RUTExIXfuPUvesFOuwObe6ul0tUQvjhyXPcfBjRqIEyFEoCIiPGXy3jwwhfuMhB6CtyLdiX9pt1zM3qKduPYNBPxxvZ2eAkQaxrpCi3vSvzCrAXzpmxOi093128oDxQZbFeF+3sBa8dVTg0og95yNOwy6XaNRz8v9TO3TnWs+VfeTxvqebd53C86wwAYKahywuEWgn1zhO++lx/fqQAyz1m/PF+m5xuFKEYDwkjjeDgQhQCLSsvoyGEIYvb+56/v3n/xTv6Pf/x/wXAYhiGOMQQO/POHSAx//OP89OrpeHiVJn06vfn+m8Pv/+zP//Xf/PdZ0pevH7PMP/30p3me+MRZ8vVy/X/+3f99+fI8Tcs0T09PTx9+/hkRcQiH4wlAjqc4jBg4qWZG1DQdh9N0nZGfk9KHeTkcnhSW+ZYUNEYLMRxGjuBeGuO8zAqCCM/X2+evz7/KXKEst+U2juPxeFTV8Rx9AwocFllUUt0fIYk4QhxCCDGYmYVIiGDSPD1Op3PZGFURGZhVYwjh4WEQEQBMKc1TVgXmAUinaQqR5pT+6Z/+6XJ59mnm8/MXVT0ej99++/Yv//Ivn56enh4fEN3MbpFUKsIhxOThEc6OQGIkQHM4BwlSTgA0z5N/w7LMzOyMKyKigMy8LCaihDHn5AiKIzq+BTffiePx2CyZCoW3ktv6cpOIvBDBdaLdatCV0m1mQMX4iQOrKgc0QO+ue/I0gLqxbJpvVmo4iDEuKWNHTXGLtmoeIyICCmZC5AY2bKaA5BQXJnbvHT8FW9FcqzcUNZW18PI/1HLpDodDDOyDDgf2YOt0q9sd517Y7jX9rnLtSdi/ZCLussjeIaud3x2t2QE2XaEsaQcGhRBEF3PSK5PjKEglFtyHvzs7wtVrhajxTPpqu8e874fOjavq39l+pGkoexipfaX1xtgts5RySlCtiN3IZdNfDcPQXOFaKdAWbW+du5uf1tJHGzzfzptinVSo8NTbFd/R69lxaOdFhDAgyu54VtVhCN3DLfEFRCxZvR1EQADmGBgR1RDh/PhG5Add5uvt+euXT89ffr5+/YxohwiChCqGyqiOXzKXjO4sC6K5XpmwvLZMwQjBIERWsJRSCEMd4FhKS875UNwYxdEmSSkXi0s2c9KduHvGskyFBm0KGJ0RBtof6mCWmUdzBsumIyK3LgYQUW1ZhojoKkev75clDWMgUt9blmUBwBiHZVnMlnE4WlpiiCklCnwYIiIMgT1mywz0tV6XdLlcvnz9fLvehhi/efMmBLKK6sU4nM8PDw94OB3dUNTVwF5572yn/Sn3+AJV7Ny/xyOiG1znWVe9+WY/dKopGZu63FlJ60yprnAs0kSXOhoAEAMgEICYWRZDF2aAqYIZgnkGpNMXqwc/FojWeQuwSTJul932xh1U3He59d2xnbh8G7IDuH0923bBzKjYnviLVa+K9g1DO48qbvwCRr5R5mgRwbf8GnOzclXUl62f2ktqqlg9wps+fsOiEWufu/9xj1mteh550RTctWG1UrYGjbsTC2yL+/62rMMWBN20Aa3z8m/LoK7BbU4S2yexmRVYc6Cptft+jNCewn0H0k0pXb5CO6Z+byVcjzN+sXBfBwgAioYGYDxlzMNp4YfDb347v//3qiyajsfT737/r14dMCtcpyVdb9fPH75+ff46ZbTZUyPGcYzxMIwUQplTuWXt7XYDsOfrDeFGGKZpOh4GlXw+n/7wX356OJ0Oh+PpdDoM4zdv3ojKMMS3337//v273/32z6/X63f/7Aevzf6nf/M///zz+2maLtevZvbjjz++e/fu+RmeXj08P3+el8vlw6cwPFyuz6oqwjQ/AcDx6dVpPCxpOmJ8OMKVrsSomud5yTmbCQfMiZcpizIYLjkNQ/w11uWvv3njR4LvBoGDiHAICkaBCUBFzcAxkrLCEOa0GNgQjzlrzkU+aIbXyxxcmgnITKCIEBB4mpaUlpz1erl+/vz1y5fnaZqul09Z8vF4PBzGcRy//ebb8/l8OAzjOAzjGEOQsn2YmkYOpXS2MiSdl5u/y0hU4sEAUp6XNI3jKCJIdLvdmtCnIaYlIZxIRJmLk53HQSJijAHAQiiKGQf4cl6a03MIzoxEZ620rbYEKlXJi49osbnImXoejqgE5mVOWnVdMY7zNHmJbGDMFEIkZGhsO0SvilQ1u9DTSFXBVMWWZSlHeAFQMWsOMSYV0wWpHEhmpGrEBACBgu8jwzC4nqyxKItePhCqj9HVz7Y8Jz9O5mUKVOfynTq+2632cGzPeEFEZxb1h01fZMvqoA870KL3HOh3zC1xxb/OHU6DG0MA5F32Z38m9TrL+xK2GcVM01TmHhU77wvQ3Q7eTmLY5oD0MW8tVbcbd27QGv+Ge33VLtO0Ee77ND4vOFqSYs+Q6Tk8iAVOc5pK5/VuXguux3bVp7Zmyc/TnQ3OzpfdX5bd5TWzHQ3qPo5AfRoUkmOxTDgO5+Hh9Pjtq2++n2/XZXq+XL7keRKYJedzUCh6Y5I8LznFEIYhRo4iKeDo707KQoHJWSsAgMUOUjWVnoQacQWPh0PkkNwgulRZRXnivYeT8s0UELIJAKgTOawYBPlR7WWiihXH2FpMOHiRc1Yzr2hb/ksjI1VaCKS0MNP5/FhvJnmaqJOenRNfGcuWLRfhENLpfDidRwDIKYMBI6oIAlQ3QAcItJJPKjpY8rBKXj10T7yjM1GvD25ruL16OWffXXdZV9tkK2w4SFGx2/oe5Rr6g1AjaQzbwnYIgL0DAX+tFOtsoTmB1mtWVdhFjO1W6c5fdfdSt0Kzzi72FL7dm8Vl5Wy2AoeHc85cA5V2vf1aMlaRd1ME+S/3Wx2Im1z7XmbtdbuaIJAzJ0XEl5+BqthObX9PocE60ltzjvogNoJdapvXtE7H8rHlPadlQ2HHF0zE75PgeiihY8Nze8RmQBS6USSW8S+So1zg6wk5Z2Fmy7C71eXaagmxUkfBKvPcei6Oi7BbZf7Cg9tiUjtCZv9Z7vnlXt4gIxpzDIBhNp45nt9+n1+/kZ8/DEGHGJdpSmAYhofjMR5P8e03ZvA85ySLmzSI5Gmartdrvk63qxAmowAAIABJREFU201VfKM+n96GEJzH57Z7y7KkZXm+zmCnz3L78OlZTWOIh8PgUeuIwKEgMs83PR4PZh+ZQxxOr159N47DPE1//Vd/m3Mew3fjGG+3Z9E5pQnAni+XnHIS/fDzJ+aY9OPPH959/vyR2MZDOIX5cv06z1OU9Hg4fHr+6eH0ECPn+f10/QiRDvGgXT3wK6rLRfV6u91utxovzE2ONgyDgXrmbUAyAApkZlNaiAiJplk8Xtj5E4FjCNEAkDyHIQDyx48/f/jw4d1Pf3r//v27d+9M8c2bN69evfn222//4s9/M47j09NTjNFAnEDsSzYti6myI8rMHtg2jqOqQIzzPJOSgTRZjFfel8tlmibfrcbD4XA4TNPEzMfjcRiG5+fnxg0IIYQhVnvpYvJau/+1Qm3vbXfMVPpEHHq0o+XRVFuGdStR1XmeezNpkZyTLHP1fU8JkRTUyAn6xB11z0xNPSECOiZDOdddH+ZX0gzs3Ha0XIAxmOQS3RzSbCL68PAwDENKuiy3rXCQPMWjcdQ7OaZXrhkRk+zrY8+aaW2bbben3loEtlloa9Bs5/Ryz5jcZd/0m2A7YOpJ7ynK+AuAxOYYbgZELWmvbzN2YP/OVmXHmN8ZFO7YKfe00Vbi9x1IT4DpR9g9L7b/tQ3eduVAA9198Xgn2a6qV7P5i+bu8r2DijtO1FKPdwmpLeyzf4L+0B2d7R9x30r1T7+/db2HpkgiIkUAAdFyJT6+EFWkQIWJDofza5Nlma+36/Pt9nx9/nK9Xpbpk4pKWphxiCGlnEXUiJkQh+zO8+r8cXSsL8SADY8UM7EY45IVgdKSVWSIEQMRcRb1wncu3WnE1S+CzBBJmd1hM5vpYrPj645d5bR4+ZhyVhUnbecsIQwOwUrOrkvZtaCNU+R+VCIG4P4wXLHaDddLtDQMHqIJgDlnJFFf5MTugUuEtFa7CIYeftBWMRGZqqkVfkphQgARaVdRvQhq3tWp2jfPO9qx/2wDhhr5uK9NS/PWpflUvgFB7yZtoC6rKa9wpSJtQGipIMUKb++YeC+63bWXtAYgQMd52HPtNq8wbHnbPbUD9qnD7V/Kxoj7OrXfVItr0CaedsuXoBXRr502qWlfKN97n9euDN1n3Z/FChbUfyFcb8vO7klErPSue3L2ustVZ0XzwvoOY+4HBfBSvk9v1Hun1OwETggAlEXFRLU+qVXA0PFb6uuM1lsh4g5qcdyqUbF+0fauO2J2TVf/y14QaBkAoiCAZQAgDmqUwoDnV4fvfrh8/M8EFgAZ0Uw05XmWxWwAcwWZ1w6OoYzjeD6fWzWiqjkv799/ul5np+aWxhjx4Xx+ev0aEZHy5XJJaSbA67SILCF6OoCozqr67t1HJ6SNYxzHMUR+eDifTqcQwjgOYzAA+Obb17ev6Xg8A0Dgw/V6U8Fvf//PHh+ffJ8XTTnPf/qnf/z27ZsQ+O/+7u/Gcfjxxx9Bj3/8z/9fiDgveTx+c4qDWJI0/Rrr8mXJABzC6OjdMEQRR93EW0cO0QwWQXXwxhecz2IAieMYhib9vk3T8/Pz5y+fP/z84Xq55LSo6jgODw+nH77/7m/++i+Ox+P5/DAMo6rO8wUwX29fcWobJXj22zjGGKNHIToBNcbo3HczKza0stymiYjALOXs3rqH49HMhhg5xBiHYWiiARrHY4UVQcR0yQhkkMB8b1KXAbl1el9FVTmjo8umKk6CbI6NHEKeF6qjZw+KJy6qvsCswXYM3cPYKj+q2SWN0as5Z6oScSsM8QpalH8RIo6Bhxi1UghVFYDNCqbuLZPmXMtfULCUs5mlxDUzTbr4SUeYAjEjUM8kYYcYTd1Wo6UQ7/6p/P7VHnaHi/TpcdCCFffpOXbvvdUlmeA97rJNAoJCIlo33eJ+AFs96NqaVqTZwXXHl2yb6lZtAvdSLd+k2lHhK+SeynIPTTW1nKf9tRu4sxq8Fz/1v7mVtj0lqR2TPrjsPeB2T6Edt9XEbd0cPGF+65VZJHTMjLjvrETUScm9NqBdSfXu3IzaVdVzzk1BqvWhs5jdssmL8kCEISQ1RQQDEQhMyIfhECiOp/Orp1dvk8y0TMsy367Pt9s1p9sQzzlNyY2jQNEyUmSOpFrZxSYi6AIy5hYouIaemLl6FQCyas5CxMMwAFDHYQDmwmlW1cDBGNKyqJqIhmAimlImHH1tMFNb5s10RbJYKaYLNbYQMMysmmYSEVNsfs9UfFyaJ331uBTkQG446wUuMytm5oCEVGVujfGvqmpCJaC2id529jsuUqTmzN/hAr0xi+0kenVMtAnE7T1A2yyrrfxa7HQtbntnUfqyEgGdwFJcfMsVrxgDoe1UH/Vl3BAVevfSHQrwC8Fn0NESANHuoxjW+7CFfst/qjdEVHpX7/sq1u5mbrANf9g5pfSYguPljaphVt5ld8X9ryDlO1xgN1VbtxHCHRGx7RtYDNw2Awff5dputrjspJ0L5q4Dm2Oi/5i7Z9TPVF/IFfKVXloiz0KpEyqpGzL0IBEBgGlLSl2vpN+BX1LMS+mQf0F3e4+jt/y73TmyPkoFQFQwRRHIIAKKYCHxMLz59vkwEl1TSqAWQszu+6mKKjXLOZv4AgAmQg6E0KKyRIZxiK6icSFsznlZ5nlZLtO0pCQp1FE/xuE8eFtTyTmmJvmWczbk65Sv8w0Rfv50CcxOXkcQInp8OC/zEphDCOPh8HB+GIaYLhMHOAyvAXgcDpfnmfBwGt4g4V/8/m8fHx7/7F88f7786XJ5/un9P03LJeXbH/74h/n6nCX8GuvyYRyPJ/bywrEr0RkQgnN5KZJrjY2U1H1/Tw9nM1skqdrnz5/fvXv3448/fvz48XL5Kim/evXqhx9+ePv27b/8zb84xng8jafTkQiZ0dM3RCQEmG751dPJp9stq9xB5ZxUVSXl6lDGqnK7XYk4Z3m+XKodUo4xPj6eEfFQXxj/FMMwmDnhtTorIROZ8+ObK0oxuEDobCgMyVqh3HwziOj5+fn5+bkgygBDPHmg9073U6oc2EBZztzo9YVohkSmLuoHRPLtQK0mCYOAUfO7ahM8QgBEB4YMzDcYrWeb42QjQPNC9gncPM+tJ1GDlOaU5n4a0Ga+zsFFZGdomIvVctZ2lCrmrD2k0TDvSlWHFY6745f3HAzfYZ1f0Zj6zSJtx7ZsW3MbDrQZep/+YLpqV80AyFaR/tYloAdmVnAayGMqfGu28nNWrXYBtg7i/bnuHL62Qnpe5m6b7u+M6yObc0t7EO0+tK6j/6/+C70l8DXvilh36Snh8HexrO0R98icl9oppY8fv4zj6H6jABjCAHeWl7035c7FsgHnfWvRrgHrZ1k9KxGpahsAYFluKmhAxFRkA2YmpoSBicEIrY+nNUDEAUIY4jDAgywSTR6/tbTcbtev16+fb9cvab4C4eEwMMxmJposi5EhOH0WsF6h86RF5HAYRSTPCzF5miyiOxI5Xosth6FyQZ1onpl5WVzqzYg2DGPOeVnS4XAwlZwzoK53nqqcV1REhzFqox2bqSrXSSAAEA8egEhU8ozrnCQ4sdWHac3yzblw3kQ516UtyEKEFRURAyNiQijWOuUdrDxyQmrZjWLbQpkayqjmeVP1e7ew8YsdaV/e9XvmmmalfS+Kak2OIr1jbPUtZazjQaxvK1aXFmJoMbT1LZB2OZ1h4p54VveT4jfWfYRNGFkfNf/i//ebXmlTW8pEtl2n3d8ZIlLYsNvv6Ry7t3s3Xis9jPeluOZ4wjYn+GVbQH3ZBnfdxDqL7l1JWtKLqiHPvWrIkaxq/FKq1EIbbywpx9Kh6Wu3Vey2k+qZNjXWFHywUX1QgZDAZHVlLEA47u1ikLH6l784RbnzT+y47XUB9nPm1s90t+sFcvn63I0ANZOhqaHIMpMBGCwGx6cn+uat3D4MhwPHqCJqmJYUEMyyii2gzOCZsTVnXVUgp6Vp9IfAABCoy3KCxyYOIX5alnmabrfpMs/T7XZxU0UijnGMMb56eHM6ncZxfH7+er1elmVxpoMBXG4L0kLEHz+/Y/aImOwOZGB5GIbj8XAY3hxP49PD4+Pj+fu3P3z9egGA43B+OD6dxofv3jwZwjDEP/7jf7nNt7/9m/Tzx8+32/S//u9/+BXi5YtXVA3rcv/Lop0PZxVVMUn5y5fP19vt8+dP796/+/r8xcwgEDOfTsc337z+7W9/8/DwcDwezufzYRy9nmMRM0FSM5WsKuC8tGValnmaJ/Q8HRH1y1CF4/E4jmOWJUA0EBFZzOfaJCLE/Pr16wJr5aWnKfe4i6qGOCCyx1qACCDGYfRSXFWXlKK7EyBUgWBhbnBw1wQIIfbs2zdv3mx05QKEhghIUI75UlsrEwOStu21o1B3LyQhEDHWDcrVIY7+GzFh8fkyJAKkCgyLvyRu3QjlHaRqNcjYa+qdDe8Q5LEAdQ9wEpFsBQtJKfmAy4PQfPAtKJ7OAxCbsLJjaAhRbNfcZILOovEAI4SNf21PZWmlyQ786K2CX/TrbcVrj8n1tWzzlvHKqVwzr+bfcDdTbvrLOubLPWVzN5iuBmL2XyE+9jzUnSnkvTthzxpvyVPNYK7/4H013DPgG1Luv9BT0JvWs+9wWkhNK5p7AN4v43w+90ThuyIDXXVX6A0VQSlOmsQtf6pJ6MZxXI1rRHdi1t2tYDo1A4psoKKE5HHwjASmouJM87pWgquvi1T6PJoIE4TxPBwezg+v59vXebrm5aaS8zwhAlO0yOQHpyqAgekwDMzoi7RB5twh6ABghB68sCvIsAa1IEZHA4kiExsYGI5DHAcAwFD6a8itswIyAiKkgczA3QDbOmxDpA41ZOdgdJFYhQiUszAHvxJm6gsAL2j83hWTIkPJ0uJZANAsq2YAnxxYsxkhJCTyB74qEetQxT+qASKsIe1+W5ozJnSJKj1kvglUxw0qWTr8bQo6UwTULpyhh5896su0ag1Lo6hSygVyQJ2aPm9XS/mu5Tz+fkjVKOkdyr6h2NVXm+8neB3kbEYvOBKWN9qon2Xt3vcq7LSdccc6BNj68d0zKBSrU83GAKQW7Z2k9YU5pFozMtn5RJULILxvtBrVEytj8B5Kr2V9lfv3/96FGe2sYHboMm27kXYB7fkiurKZqHq7aAk1BUISUyvJfdoNndaTArdj3hfHKd2x0uP0cC8CfrF7uV8V1fYTnSeFhK56i8SgoIjjw8PDd9/ij8GARDGrZgXkAGZo7AMl06Rea62RHXV8oGJm8+xvPVAgQDBVYrLyEGOyGxKczsPxzESv/HbmLCmlZckqervhTx++pJRyTkUPxRxDZObzE6d8Y2I5W5oXFU3LkpYrGg5xuM7Tdb4RfPFNNTCO4yFQOJ/Pjw+vPn35ZGIDkYE9PJ6+ff09IIrZn//uvCQF+N9+dXV5shPxmAzmnEzBzIbDQeKYbJlEPv7pTz/99NOffvzjf/pP/2GaLueH43dv3vzu97/5q7/6y2++efP08N08zwCKZll8UKUDpAMwAJoCoFEI8zyXUC6m+bbUFxgvly/tXRURZgqB5vn25csXETmfzzEcY4xECCbRs/K6oo2HoS/m9mMjQDOL0XnP1FxpVwR3I6v36W7slHliov7VmpQDkYNXbyEEDGjVoks1d/W3nxcKxdYUAEHNVZISAjsPtRxCboZl5pOgqiqBunGSGx0iFHr3ejDQoQTOm4kCABOSQdv1jA2ICQxyKazRE6NyzqY4sFtHh2aI3rANM0ui05xyTjWDIziEmWUpCHcYvCKPcQQAlfzw8NRYy2rZtZft/FcpTFkp45FN1E5v751SWYQ9eXod9QJQ5+KHiIGxpfp18K06Dx6xyAZU1ZFiVcUu9KQ/bxA1ctA8l625Vd4GbvFS8GbC/vJaWVyEsFLw/pSSiAI2V4eVct+LWe9Zki0KtATHMjulZKfTapaR7mFf4wxXpYH31f7PjiTTDvLdiJwprPqtpRj+OO/ZwwIdgZMtUaE/b/zi/Q74YnBaGhFx4B2JhYndFYQDiwjFAAAEDACxaySMwSKiBXRRqcNHBQgsuVhMNHJ2Qi2GSMcR8XVK3y3L4ss7p9v79++vl2czJbKBESChJbRMKEwUNTGBM9ABQDB6RwAYDBDw0sSaJe2rwsal+cm1YGIUKVaqDsibGWnykpqMDUkVXAMeQp1syNyK2tZNNUcdNgREBfd1ri54BpLU1EIAhcVTb3IyAHdgAFU1TQhgyksXQ4vNatOMiAIHlXW04ouZcdVIUIghxoZ3qqpkbUMhMcW6JxMTgu2EFoaMLajWZ1wVjPcCi9EraENALl10MRUvQmFZsxIRESzUz1EqDDDoC6LCWDOssQz+QaR/13qMYN0NENQMCZkK/4pLwcft1c1ZnQ8NRZIsBtTPXanMWlVNAjBZhzrbaiwDAFmt2tGASNrx0xDR1mw427377ipYGCm2SsCbnF1VwSeBtiqtu/q1jGUqnaPJBhxoLsk21XdgHSo6tdqw3oGtk2xPzzM1Xye1lZWemY0QGEMxfiGSLJ3EhQwEUMHWDcr1SwWdEYluflI/joj4OM57FVUQE1UVUwIgQqNgSKIKTJZTAJZSr1tl3pvVB2OKUHSlrf5WA11TbCuLzcfejZqV82JmyBt0/D7iuh1/u2Qo/7aJjBFPaTCC6wHm49PlE8YxJYxf+OmHH76FT2NAunz+mg45UzgGhpx4QBxjyCigaoYUOFYIbItvCaYCAupCRAbG5ia2CgAYhypJL6e2L4/AIRwBEX/45oiIyCRgYnq73aZp+vrly4cPP18ul3lJh8Ph9evXT09PTul0nOh2u8E05ZxHdsULzmm5TmK2xK8J8KMfcAeOAPb0+PDNN6/GGBBtHMfjw8OvkcdyPpV56+12uzxfPnz6+PHDp+fL5Xq9AOAYwsPj6fvvv/vrv/6Lp6eHwxCIcBjZVNVkmiYfxBPCCIND2jnnpJLmNN/mLAsiHo/H5+fn48N5wKEUMYiHEA6HwbMGnTfp5SNzcE/uGEY/+fywb3YoK1pJ++yG7QAR1cpmVC0XXghX65vaRqitSNW+u3WeT8ktohYqRHXHx/ailWq6KbPAQJSKt0UGA+k8kQAg59S13c3Ma7VrRbyfKvafAvpiBbCn6BUtDnPR0TMSoomqeQgOs6rGYWi/bQQcDyLNbgI2CkgiUitstpRnB42u16+OPPnphSVx3a08IITop2OMUUR0rQVxHZyKFQEQFK1YKJUcWNVyeYOOJeDJGeRONCpCTxEh4pSWXOyZvUFzsNkApJTZ20CizUi0sHBbOjcxlaGrMwN1ywXf8cgPh7GvVrOk5k7YnmAjR+4Mj2GbmeeX5wIdfwt6Ezf/nuPx2IN8PcXFewPXGHSno94HNvWmvztxVfMMXZalJrYYdEFa91SlZrh+Op16ldtuUtGAw15+139b79Izz3OLhrnvwKH4juf+OOz3ClWNcfjuu7fw3duUluvlq+ZFZQZlAjHNCsBMakYBCMFyRqossWL6MSIp1SzbEAJzaJI+VeOBzQxViYk1yLrVIACY0/KRHBD0CZaD2e4BhRSOh4GZ/XGLiPO2mZgDgQASRo4hBDGbpklFAjOGoCKABoRZ2gANAQ08ahxZVKBmXYF7dKi2hIEaYYY7l722FInIyzt/tWs5UpDpO5oKEiHUSNryQJH7TXtnkKoqSOjbQp/cvnf/6Gcs2pWnCNBGW049qywL9GmISe862mcI9DBw4RnDJqv4HuO8y5jsk4ZxO91CIlbxInYLkW5pLe4hs4N7vSoWtZ5Xs7OK8t4JbC+2aX24bqy7t7oOz98tYD+2wLK6wLEGQWOPdvc3bdeWe+ncGgBfV71z+Z7LFEAtp5qn63iHwygG0g80mo1vzit9cVmS4/GVDN0C11xTgcUhEcHr8myoEHFeiqoYELopRNmQae1DYLWuh85CsfvCKsrClmNdKayru0Dv89stKvglML69HJWsV6LHpLwvOHA4HkZmPp0OcRRBljlDTouIgI0WgWV3WPeHgs8ASy2k6p7KVvsTZs7b1/Oeh7YsCxKBADJT4IeHh8fHx++/e5t+k3LKt3n2CnBZlsvl0kK+Y4zjOD48PGDOqsIhIBgiiOZlcdA2z8t8mxOg3d6///njh8Ce9ogch19jXf5//Z//xx/+8Ieffvrper3GGN+8efP73//+v/ubf/34+Pj4+Egu//INxhQRJCcmcqmnxwkxo/PBe2aeqHnyL8UwpYVi8Mdj3S7pwYvF4auOcT2YIydFxDDEZhFFRAzUlwUvbjddxdMGtUgUiLhnFgKAatoZ/O3GYTt8or167m3c75I9aFqYFS/p/NxIoSfDYCl2quyyAvMEvAvcwe0lMZPVaIZW1lTdaTtd2tkJIbD7tzSmZg8UxRhvt1s3zMUYBy6P6dBSRVrlpKjNSMEMck4prTt1XlTEOqYEtw3CgMws8NAKLDeXbHDdMs/DMKiK2nrA+FbSHgoyNT2ASHb5YLuePmXN/RA8URKxdE0qpU71CUzPorlXVbb8yK4AJdhSpfs993a79dwV3wFbRPmO0HKv2W8Ggv3557eo/Z7c5VU5VNO8X5olS+9L6OVOK3ockd05oFXvAt7ZzG8Eu1Co1W7/4sdw76LjuL7X5e1q2xvRHkpbRc0owIkEuxfNC8GG93vP7AfDLjOy3s+NQLaRghBxHEdGGocitTwez2CW0jRfvqY0aV7AVDWJJgRlVFFQH7kQhBiISTI5M62gkmYqeT2xEAzUAIHQQyndYFsKQ5YZks8ZAImDi6pZwVAgEoUQFOl4PDIz0KWtupSSZDADBtMkJKboBGXiwAbASMwRCRAh58wE/Uy/DhTQ1bxlbbt2qzKjGtRX3G+6oWKD+sTQXG4S4zAc3AakNyHZGdvlnNuzAADk0Kv3PCVj/RMIQwwe/DzP89rbVxVETwNr3JW1BkI0wBeKm2IGgm6IuSuS+q21J3TByrlFe4nJcM+ed5MTZ0H0Tov+DAm4Q3n2pAWvyCtNqNqeOJ2yZM+FXSNBndKo72H23D8EMwscfunbtiyLjcrcCgl7zUaomcdpQ4lunJOaJUeA7k7ro0EkoJrO4z++izBrrdeyLLfbrUYORx8AunWvV8g1jsq3LEJEUt9DQGSPtXmMlFWHYVMVUQpDc68H2EuT64AdVvJSaT6bKfovLQa/pFh31zqvqahK+/i7bOx726LuYnxdgnaZGAsCAHqk4OPjg9klpQVIIQAhjsejBZ1z4kQYSspBg29o+w8zM1vxdEKAbI36CwChmEqtlNHmmN9G8YFQzXJKIDnnbKJExIDM/PT40PPZ/ERo+eg55/c//fzx8+ec0zAM7u3x8OqbECjnnFKSRYhwmm8mmZmXNLt1xa+xLv/65dNf/+Vf/I//5n84n87DOA4Dn88PiJjmmUyWeUkp+QyaiZgDU5MzUox8vV4vlwXRmmojxjjE8TDiq1evsixDBWI9hrqflkLJ6PMdE1qGrSmGENv707wLeoc7VSUKjiuQM+hKNEEz2Cphvr2bXv8y9Ozbu0nTtqNFBK/um3CncoKb40TPAvR9ys0KehY1ESG24xyd6OY/Y+p4aq35qtKoeeXubKdMbQecg4tdHABQ8zwzFUEkDgEauGeAiFkydOk5Tu53/aUbpSO6Xluq9XsxzCpVFyQfDgTeyKd8YsyZc3FDMDAwzVNaYhwgxrwsIYTFZseTahFgPnZfloyIxGZgOacigQXKshC6DR+HEMRySsl/3EGUzjEFCmfGa/Fqa9VklCICAXfOJDvXkR4jaBB14U1Ssae4t27YZd3tbGTaZteg63uzmh3xvc8katSUvnCvYxBuf2I3O2rOp336D6zxFrifGBi+aMTrMzGrnFO/ksbFan9xmqY+uqgR2XuOKZVUS+kbnnuznV1v7JQG/yA7L8t2D+99GDdIZ1ZiRiIGQgoIFobD+fQEppfnr/M0aZ4sJ0mT6GxIGIVQEFVNk2SGsVN2IQGammHzuGwBMZTFmDmbMgf0ap0IIWD1hgBkLfthjJEVTNTAcFlSzpOIeKInoqMJ5Cw+Edf4CCC4hh091LeMcTAMA1MJgMs5A4KKqAlHCpjLXuTNmKq3LM6CsNpc9Yzwvpp0doYDHG0TdmWLW+i4KkBLh9waA59ySR/n6UVY3/qq5KvpvZVeP67ZVzY7wdwdabf7r0Z1R92WPquUvMVNuOzQ7orve6/VTvSsrkf0wdqWnm47x6TW53R9e8HF/f8b4aTFUu4MHPutA1oYZvtuh2OwoNxWxgf7fMrV3rQsAFZVSVrXthEykkGHc7VZXD9wRtinKbUwV08O8emtND29r+T2oLMYACEexwEP49PDucl7QGWeks+6vf9fuTGrKSeK6yu8Ac6bSQtBMUI1dI6/UjQg0I6ruXMMK9115Zl01bMhwerPblsQ3VYRQnPm0WoScE9W6RHxnfVNt/uhexe4XDeLqh/xhAjGBG9eP71SBNW8zCo60ig5z/O0SDriQVSJ6Hg8Nbun7krMTJOIc0Hbq7Ea4EBx3Wq7cX84trcvaZXzAsUQFLWM4USX260fIzdQVVVPp1PO+be/e/zt7/6ViEzzbZomkZzScp3m+o5QoHA4PzE5+FbWFcCPv7q6/N/+2/+ltLNWOBXz7WqiwxiIgEAPB29eq/gPx8DsO3aI0U0MiFzVYSWsC4oJepJY5iPF9GAjrDEhIsyuSaohmO7YXxD07lBv8ElfLlv1A9vIoYtaCPv6aSfOMzOHA3Zd7GaC2V7OlqJR4VVnoSGRaaGc1uK17LVW8aq2GSGBWsYC4ZhXi1ZeuI1BB2EwKI1KAcARRPKmYgPuT7tNPVereGjSlqzVFbhExgRyglCBeTzj2h/LGEYi7lzYykAj52W1QGG/nyV9BtAnicYcmFmUDLhtSSmllJKppbSIyDT5TucRTtH9m/3GppSGYXDXBXdEYQyegZG0ppbgaGAq2VScF5uoeIekAAAgAElEQVRzjmFsHuQ0xl4PBG5NbeZBmGbmqPAv+Rt4REUtCq23rCmICGxyeXZu6CqrWTgVo4gVNW/lBXbL6Q73XWvZ3ty9bZG32831ta1C3fkStFZh5wHchh4Ne95bSWzSM6wh39UnFLlr5LwD30k77lXO7X1pn8hxlPss1Z1/5Ytp3pVDwv0Ap5dG3Ntf+gcfxlFrchgPAwAQwMABzAyH4ZgD2zzf8jLlNKXltiwXsKyWAMTQ+atgJqhI3ATZxoyVf5wA2F1TADiQS8DJRz5qBeZEXw7EMQ4xDmawLAv6LzUTFdEy1iciJGm5j8NhVLMlJReEUQiBmcorTSEErHEqZtg8wdFD1yG3GYXrKJCMGhyu2WGXUm4GZuCcsziZ2AAh9gSqEEKf7NNVmRFE0LR0sIWXwI1W1BC4nq9CCIE3qiFnu/VtpBMR17GVdd0vluZk4yUKnaobrF9sOxOS/jRpDIRdMdrX5X2V0yEmsPMt9RMJEQhwN9FFqC6WqmFgsy0BuMNlvW6nuv+4o3xrPFy/aJUJ2MykSgyOQ7ayaXj6ncfMFEmzAAgCU6VEq5igmBlBEQA08ZWI1Uv1RbYRqPTJl42sb9Wp0McX2ktZmHLOji7V1Q5xCAPGch4huTjEcVYPAAkhFDk7kSPnUM24oDVvqlhzqZCrW2bOCiiiW/wb7nmtq2Yatarb4b43a92QmRIFf2LlFcOSavdLylrVl00Vu8a/NBeAVLhghH4GBMSH0/HtcTgdjzzExXCAAXKWRXJahOP58bEpcxAphA1aQUROfy9CspRADTG3UfMQx9b++dbbUbQQALJmEDEwRwFUlWztdI/DKCJ5Se52KqoCJQBYLKmIkjq17Hg8ns/nnD3m00RknmeE4I/m88dP7z998t2mpRD+uupywACgIbqHrQXGlJKxxWE00+PAPm5mjmZgCp6j4ZuAmo7DgRhVHeYpoFBXeTirr6SENGuhFsRo5nNAMUVRE0hejHoQnUeN9Of0zuRuR2/dOl4VOsnKf8D+yIcdv2s33WvQ+/2stiM5lEi2ug0Vbwr/eslA1WIZUbSoYCYZ+lAxEyRyj4tik45tZ8ed3dKKEZJgdeg208YU9M6KKZgbNlXIuJLdFZvFN6LmCt63oRViXpau2lv/X6r6ykEwNXdsKCdFzktKC7MbPAfC4GUyIg7MdDp5OVgws7zklA3MNLu+MGeb51lNwcQv0hFVb4hC8LWnImwmQMUi0gDAlAnNnEjtY/tYFV0WilbYw19qjWhKuGaoOAa/omjY/h16gKcyLpZ5mVu11yvJShRigF0cd2ucWn3QQ+l9fdMK2ftAoibr7KND+wq4aQQbtrQLLWrrtk9k3CH9vgDbfEY0F1ioyzfZgf07+/Z755n28Xcz9B1hRktU7crk6dF9uGP9NrS+pdIwhd5qRlXHITYPTc8GNiQE8NoXABbJaMhhGIZTkikYchwHeUjpxtMJVKbpOc0zoiFN4BUxlnhzIkBUUDPVLMrkLjKIwGAZkSwrICMSKFLwdF4CAAx4PJ5Op9MwDNO0FFjLBBHGQ0xpdfiGWsKGIRIRIzrV20O2RSQvi49wVDMiMdIQB0ScpimlxUAZWUSy5h1dyksSD9KjrRFHG+w0TTMShSF6PeSD6RYkXthKnVqDwFp95kUSe4IsMw6h4dM9x6mPv+1dWe4zWV7gq3Q5ZbtGbi1ztq/AnZ9GZwVTTDBsp0S6p7LUX9LsgKARYCofutAQChmPyQyYuJ9FMIdqwQ6tXcFOFMGA9waO62ekUp73O4Wqai03yTbHlnXDakScl3lZlpSS21s3noNvmVgnq7s/vVOe9DfEn3hBzQ0M7d53fO2OdCOG2RlEmikYxBBj8fe0p8dHkfKmpyWprenIbfzedhgyKD0AIaiKuB5iozmxO9kAQm9Ks0HN703Aun3S376q8urc8XsHm+2d3IOAG1UPVLcFZlUwICAunjpmYBIGOh4HVZFlSUBgEBEfjqfDaQzKDtk0Un57ZM2NXpsq3e+by/2MgNYxJnRR3D24iYg8cKuuRKRE7fqNJZ7nWyu0VItab1lSA18AKBKbqaZFwczM0dwQ+Dg8IAQ1RaLjOL59+9ZPtJaf9euqy4/ns++SQ5EzuowdidBAJV+ZuQuKKUNMBCKiDAJEFRgu2kcOzEjZBzBl2oZdIW7N7LYW627O33Qt+1TetuH2dNiyI4E2PTVgJwEq7A6rjtbFtWpT4r9kzrpN3uojqfd2rZ0nIVQSjjYHfrdCr66rrTqxGr5ddCc1pU9N9737fVyF2VqEaY2nbkWMV/51B8mw2RAd1Cwe3AbgsC7UL4UQoE7fGrLUdUFOdles/GNCZuq4HJJzElMEJFAgAmfNt8egoqZCqAbGAYfx2D6j1+uupJrnOQYyaUunBLOlnCuzPApY0tTBtKuNSbGXkYUwmLqwhNKySG7cPg4hcNjwqn3g4y9/CMGgMENaH9KjfWrqVi07EX3vBd58WtZFBUTEPuXfDZSb58y97df9hKc/+Ht2e7/pu3m51Vx32Lvt7ldXa/b6jPH7+MAdv6WDTq2xmJZl8fTQ/qS8l8buLKL7Qqf13j5G6HXYO2pNPyhY+1VQVcvVnCdLnxqoZmCkxZCk5ByZ+qxdDQNHPnqPSsthPDwh4nm6TdNkKun2LuVFVciUGDWnLIkKKT8QIVhqln85LURsgKYCQohoGKvxEojI7Xa5Xp9Pp4cQwjhGIqBQ7puvw7qKilfVfFvMhDgc4+AJRLfpAmoqQojj6RB4mOf5dnv+kqTdOiJg5pQW34XK4+6K1J6BsGNP9TMQzVkQGd3YAg7D6OBWStk3E2IyLUVTm55HroVyXQmwDbXt/2IrmJrjal+m7wRFrR0t31l/c+/BusudhV+w4t59RU3BcGctutPA3b1HRZl3F2Z8hxOpJUnMHOOgWhTqjij7jw8DmhWGmMNeMYZ7zGj967YyWKBncZjbR8FurOc3Zx0ihTiO4+FwUFnLUxGZl9uyLKZ6HA+ek90I4k4k87dyGA6tdGuj7BCqvtxEQbZxb+u0XERCtVXdWZfUR0PU8YJ8ss3ENI6lEogBaiiHr7cG+gBAJPbxFJPP1igbpqQ+MiVCldXLZb3DK+TX3PBhJ9DfVyYEoC/JGzZWnnBHWUS4Z9E0My6xGv+FYijm2SauS1ZGQwBmRAJRpRAGPtiySBG8hl5tsQNT/H6mlK7Xq5+54zi6k6tXESJCRq0ob6fSxr138rQCctANel0KOokUeu9dD3NYd++8pDt6WHvTwxDB0AQZ6gQ+8BiOv8a6nDkS+VAUXXHiJZ6I1ChKN+9DKAHJ7GphZMLGtEMCk5XJCgrgHCbs/d1ExEsTRup8lwlg5ec5bFGKXc+gZoayBSBsBfDNQNj3QRWtMHPrf70+tMrJrj4pa+T4Cqy4821HKa/UGFNEcre8jtRHPfqiO5YwmIkWBJ3A1JDWbQjrubLWPbq1j63mKp4jDAbEJKLr1Lh+GG3+dB3lxhB9t6+fzB9phezryxZCcFRENWu1X/ab5VgaloLeEJGYi/af2WPS2+k4DKdhcPJ0LyHSrZWvtM+raQP0EkAgejyfH04nIgLiWgWLn1IAaOolnYqI5iWrAUAMMcZYPNGyLSnlnI3JNBMzIatCTsnNc/wUBNC0JCGS6rGtIiHGYYhmpiJIaGqifTBbp/QCcCWZ7aiIBmiAgE2/uD5cBbUKQFadfSttdxzx/p+dAhW2zuUNKOrPNieM9QXQzl6jh+vgLgvdS+12kFdCAva/v9fw9TTxfqLlX/FcKriLPOzVSL0crfX2BRVLqQE2+5b4zrVmZ/yys39xH2OPuDR0K3UjJHJnhsiEtFgGc+qLG6YEE6F4PodDzvlwRJGUUlqmm2kOQdlEJalkp5O6WzKs6S3FpM93n5QzM5XoUdJ5WgjpIllFyqSLzPvzeZpU9Xq7merheDwdjz45BACOAYlERc1URMVfaZxuz763iJQkmSLXYcoCIjKEsaxtAGnSzC6OQDe+ItCPHQCQQjAo3N/r9TIMo3/ddYEiIimX51UmgWaqAoydsGc3xtm5m++mnf2x3a/hun42G2nJgFMTFUUp4Et9eZmg9+/b6a13Liv9jLTvVHcz256/fs9waPIhj26EKtY002madTYzCCEcj0dTBCMzkawC6vY/HhflazhVd4FKjNxh9tYEi9SUiz6/NbNKfVw9+DsymxMSEDBQAALT6i4FYnbMknIWA5hzmtKy3gTJbngaQgjuVFitXVzxrFB0Bf5omElFaiIbQXOJrRfc84K2HkouK9WtINVUq0dtsdnxFRXNgtmwhtOJ+lswzzOaIQLFEbEpyCUw690ABPa+MS8U4k2a+XKbh4qAv1R49YnUcBduvSmmi6eSh+O54zMgKoIRmIAxc4xjQBCMJsAhcmQB0bmY/9/zZxrez0Rjbe/XU6a2l+656b7/7ae4TJvJqUFgYKqgCmpzytWBDUU10sZ8qaEnawRKlSZ2LIZ1PgZqRGien0Bcp6b2a6zLA1VfEABRIwyqyVuxJDJScLoCEYuX3Cs/otUNBbrt3/ycNau0pDEzQwNGgpr5glqmkMzsOsk6Z/c16gyJ7BxBaBG5KwYJZlJ41GWHWqfwbUF2wQHNBKrgZ3I3rNwSwgiBGivUPbd6IXa3Kd93xkV5YmVVobOm2iigRdb37IKtD5Mf82uZ7jBtqwF17R/21ntFJUBYpnNuSxWCqrS9IPLAiJozM0vOa33plRCRFoK9f0yXO5YPzIiKbgfu1E/1iZUnVItI4SauO02Zm1DZwNFqbnnDhlNq2Jg5AhE5Uhzx0PwKS9y3qoqM0zTdbrfbbb5e8XA4bPnT+TKl0+mkyEW3mjXlueShuF8dIRF6flYxA7HsAXG5Qi+enGrmQUXUqPa7zdrr4LVSR+grVzch7nLv/IRep4ptKJxScrp2j7U34eZ9bsgOBW88lkb77skwfQnSr/NmdeJAu/+5ZqXSDR+h9+JtYUbNOq0J8PuE+d6fsRXxfX2wl2Y6ibajFrTAlwbDrwE3Xc5r7TSkOxKK5EO1TNuXxYq7DyMxmWYwEAUwGkLkyAORWM2v5pCzGBGiIoRIlOEpoEYDPkw5zZJmSQugAC6iKjkPhaGrBACklgXRMxGlHGbIIoJub57zMAyGpiqS8ziOxb8jZ1AlgNM4+u0NpVEpXar27oRgnuvDZSgBqCZggBhj9E4bECKRVAi2DLgNiuM1YLEs6sJ9/HH7i1yOTMndMoDb7TYMQ6yO5jklb6RM1Wv9nDKYOqBgqlB5qG1h90B4PzHvs2B3iNoulLG3D4TOdQ4Bw+rOvouneOF96d9TIlJbbwUzN+uYftXdcVpWMHIbcUpeN/blUQhhntP1el2WZZnzaTwdj8fHx8dhWCdgzbSOiNG0byFal9uYGKtKtU/bcX45gOsoXGvr71F/zI3R7aXR3E0Q3BwGCG3wN65ST1uW8LIsLQfNF0BbCVQ7GVFxKk0ELvsHlJQGbQvMkSNA9Py8rd9ifcbSp5s1q9l7r1UEEFVCJOboPXy1PcgqmjMi3JY8pzxNi6oOw+hUtP262o4luzbMdoC3Q0WNu9LCuH6RMr4ds+wW4c6UEwHIee2IBn6WUnWRR1fNKRIQhTioUqABRZLORhRHWnLa/fJdmW6ijgAZIREJtIGV4ep5gPdL3R90qTRwdakmoqQipoi0zEvv19m/GqUbLAJi86RIn+6uWWiW/MUBZEMGYiLWWtv8uupyEwEraVgGZiSI5poVMgBgf0BSNG20PhJC6ryHVpuCJr8mUs1YJdKlhLcaR4wmq3nJajvVxCUuHSjJOi5zUeuHQKaCFfwu2bYGTXDpCst+K+/Xh5kZ4z2DpXtJxEzAyLEoQoISKldSgsW/iOACLyykZyiIs2mltFit4/02uTHyJk2GKTRSGqx3c6PJ6wf3qjrEsD2edGv5VPqRZu0nefHkL/8fWCYiUT9Nrbd9NCA10uIL3gYmjoJgNcYxNDFVMzIRF/8XzLjy1UsjhL0zQcG8/XYw0T55oeAowRVIqrn6iAEAVAxbB+bx4eHpfPbxZc7ihvcASIBLnjUnzVFkRqAQos/ZTJKKKVJmaCJRALhcLlB9hFJKWPsNV5j5YeJ4marltBhoL3bstZUO27mItjNFXtl+gK0ttGbR4Mdt0843/sZu3e4841pNv/Mw6Z3mdiyRe7s3JyP2+H3vDgnbvMYe7e6voecvtk/UToX+OvtzYvf1PdMdwJOAe6fFXUyBdPt1w843B3atJj09x0znZYZkMZaceVMEy5oxqSYUInbEQSSHwC7ORlNgAH40dbPLESWPqogmaUnzJJKXebb8RUQRRMEIjAZFEFAFJVMhNBUhKJAiE4DKktJhHA0NNIs7GYm4toaHocGchDQEyGIGCqKi0kwn3JgFzKc0PtOieihGdz0uR7BjV2C+QRMagHq8IiNgJ/4pq9Fyedyivp9KLUSIOS9TXmZH+ttQhclDhcAIRfy3mWpLXis0xVTmV3v7nZ2b+D2wvYtlacVUlUW0H69enx7q2gVbttb9/u+uZBXCfvH79/d4TU9o6VMz15DOsoxX/ZJvTU6TG4bDq1evVWye52XOKaV3P/1kZnGIwzDEGIYYqXqRqWUmdlNba9zz9lmQ9gmgWzsdqZzEGKN7bW1bFHUqF1Z6atlsq9lI/0aHEDwC3F8xZ/2KyO12c2fYFmHmRoemmrOYKTExByRyE89qBePpN7azAOr9x9zxp93GLMU11c/18rLXsz4ENgDJBbttxTQRcYwAdo7jIHTVG3685Zw9X2NPXl1VNNobqN/3dbZ1N288MeumqC+Spna+QLvfXBUa2MqZeo9s5UK5ybHI9XbjJIIxqQ0Aygoeome49gywwmktgZs9iwMs5VxwBERkUlXm0FVi7dDZyAKJGKwM/30479pwTxUx4F5DkkR34iJEcpAFAIhgybP7MhfuBqpHnuSiLCOizg3n16X71KwAhIToXa8wQWASlRgJLPs6qyI/8/wGT7tjrN2OGhKDgdGqUwYwV7r4FEvVXHft6m/JmasNtrNFVLWS5tBXp4Ihomir3w3R6ezFQq8qDEpKHxJBrSJFzYtQMBAVMyMj7LZ+E7rHYzbjzkriMzX1maQ25Yf5DLyOtConjLClGYAaGnLt8Rvg5KeXi1LX2OEyAMNKASkWts2ItRbN5cKS5N6rqWhlGnfNm05oWRHOA1FD9WE6NFtcU0KKMYp4JBCqgAH5UZ2ztlPPwKjqvUBUhESEicuuVApZaGLfYiJGuB4oVmCMwGgO7fW+Y36OgnQjDK3nhzWwHAlVU9VtEhEeDkMvITrBg0sXvAJQ8fwESzmraeDgJow5w+321c0fakolmKU8ZWZ2/nEIQ6AQYjgejjEOIuq/xPsBT7fNWTZzWCIwIw7YSmFfRi6roDKc7ZXKnRFhF1dRCNEgqpKlOHV681eWevGabWsDERXUVYNNi9kDfi7O7uKosNkS++3dvQUNo+rYCCtfpbPMWxO2d+z5hrI0CPaekNMqbJ+FNE68v1aNvB7C0Awr+xal9RWqsvvTvdpPRSjQYRyRkMjvT9HSiDOoA+Qs2pxVlUQz+LkFkAXL4M6MkJARAcPAHEZEUBGwN9frdbpdc5pQFSwTqGlGUIpDTlcViYHRtKppiZmyqGZjQmUpAhlGRla1nCorxX1gnfnjiGnFR13voFKUIZWYh1mkr3v9Z2OMnlfjRCFroLWr0rFsQA4zE6/O01T0RYXF2AEcPn9yTVr7rxCHgSU7aklEHH1BSj9+QXArviKZdLKcc4jdLpBcx4rOr60bIBpTELWiKgQXN27EEm0lEDEhklGNRXPbRKw8GEQkw9r0Y/Hd8yKAOPoOVset1BDVQlBRq+Q1qr7V2k4Nl4EyE2JpfmpGLPmiJrTDEE/HY6WA5xYycLk+p8/FpCKGcDwcVz/vFQvAMnishM4aQtwEoaoGHLlZuKABugCshifVFtb31VxFX65i8qMmM1EJc80Zyd1NABHGcTgdTro6bIKYutX01683kexnS4zxcDj4iwqA5nNcZoboybqtg2r1d8OVEJAYoValMQ5Ox6wU+aymTOysmEZKrDuASzBdlS01RJvK8Q3dkkDwQFRHwnoKS19aE21MKf9/8t4lS5JkxxLDR0TVzD0++V5XTXoXHPQCeDjinjnn4TY4YXflq8yM8HA3UxUBwAEgUDG1yGSPmXnq1IsIdzc3U1URAS7ux7N1x/alozWMm08P2OEDCcMtUQEJ8UxuOdR38ZwqoIAVgSLkbFVBE1KuINfrl8ulkN2t4LbtezfdmzE0n7G4oVOUa5ZchvBQBospIiEg9t6JefQZBnaYNWeTFkVO4CwKalGwjKk4U+kq2oSgkCe0AC51GbgSEqCDZ+5erX4c6C4qpiYiEBO8zbWIoiZiu59NiH/LutzjjDGkk34MuzdoUMf9uEAwAOaSGZxqBurAUlQH85hyPKZKTFmSIbOK+mBCzJZwAzfHxPugapjq0erNzSXh4eQ2bJh8Amc+TyQUUT/fiCEeRzM/2pLagtHS6WyWdGJ6JepARJolaRLO0UDRwGKmwDn2gn1vCFQLH47jBhPUoRg2sbNjF6gKzBM90ynJ7QECxMSJEDWNTo9/MQ9mVm9h1M2tLPH8EWtM2REZWteuKbUEUMujCGakUw5i+oKKSdvwe+Z3iYinwCbVfiTbOQtRh+Y0UU9HYlpvAFCpqu6P/VII9FIOGCfmCLF3Z8bj3fKCiKbChABur4wA8EqXKOCiRJRta4Cqovfb7haNpZTKRYPUTmQGLIWRcEGTtt1u273UqqrSGzNfL+ucOqSqW483JqPlNzOR5mM9GNSUpHYk1OQnnNO7Ez6f04ui7QHEMoUcET44lMGR6ZAcj9nTjShyu1QPMD593nE4SD7iJT77CsmX/yLnloTKaoQZnWgG/tVZ4+8f2Uk7GV86VdicriwTLR6zdhnmPCU56CkWdNbHkXSo6vT0A0QEdaKLaeAvTog8XG4EZjKxyxLMwCfWNS0L3YwuakVGLmbGXBFXKteX11/6voFK75vst/vtXWQHoMtL3bd7bxuaFq7I0FVFFFUKLaQoJAgZO0VmAgjELCqAJnLM3AoXi1pKiRzQhfAAhXGdmfy6SXD9+ZRdlYm8J2qQ+6uFWjfZWZAPaiYewCSMHrboLi5ykrub4jkmBocBxWFXjyPEMagbCnjEm7ubBxioKFPRSSWspkSkiO/v729vb+/vd1G4Xq9fvny5Xq/rWgCBibNp8fQM0W7SzRSZEAhHSHMflXdauySf258Nt5cxUw8PSipIDOVFfHwBwySAmUFdoIVg2Ns+LjvNMV5EQdKNDGPEMtxFRC7ph3O/9dvt9v37D3/sl+vLy8uLZ/Mxc983mOIybHwoGGH1In2gZjrCYYZpGKIGSSZ6PwMxc6RZKGzUzEQYnTgezUbh4SYpgpEfRMUT47BcLvz5yxcnle3bzQODPBT89eXT5RIq0taagXifaWayN99MjoNeTcDQHOUYvSUzApQS6KClx6R5CpimrBlMEQ2pHBgzigHH4aiQh7mTKv1lKNlch+XysycEThqzqNfDveaoIsI9ZZQpD14rCCh21rtPVow56e+IorYYFChogoAdQSusxa1UsRRkReErmRD2ImC9QLvdtbfWW1Ale3QsHguGxMS1FNQR9olcEx/sXUwlNlIgfzZGHirmKhn9n420E2fuEzJax+5yqTEZA4B2212C4g1C732T3kU6HITJ6q5ofXfTp0rIAL5L+BL+29XlftDO6pzHmA89jFOiNBwngKpHvCcv7md0bZtHzO6XmaOr3n2yG7g7p2oQlSJooeMBC3juiSs7nbBIcKDFgeE5B6AU1/nNevC/Dr89YLynLtbF4TCZ0gw9fGCi6t6lXluUwsGDeIhHBh1u/KOK4idG++zElHO0YekYop5glYSbfPj1TlT3wZeYRfoJwc7qutlJow/Dkzy+keDRXgDmDEuLfgDTqWwIOOPD+jdw2uKqDMawjJS7Y069u93bUIsDltmhabqJwGF1HETkmU+SQCmZmAYIF9J4rwRMR5gaVC5rXa7rZdabz2mUqibSRBSQ3EC31tq7bHvz/sEJea1BOhI4W269Buydx4xKVH6igqFVUOcPeMuKpibmRea+b6fLHkbUfvEH0yefGr8URKXWgkhcOf0cZuOwgVUrgCKaMxURKb1lnE51qt589j3nFvn6Shv7NGp4Vr+dvGKSTe4j9bRQmG1M/S70iQx9Ou3m+vIUhZM/nnUJ/MwB/STO45EONhPfZ0H22d99KBef9zqNG0G1FDCVvtKnT5/a5/v9477d79sOyLy8oHYAMTJEIRJGIrWuTcQYzdAVPOJBY2CmoAhQSj0MsIkI0cOzc4pIxDl5TwvXCAQicnzXJr71LOt0R5N8hmd3y1NbfrL4SDBsptLNIoEM2TUTeMibRDWdbPsQgF1x5E1FRrQMDMRRxrEPIjDi68tlXes//gnb1u/3+7dvv//227+I6HK5fPnyZV3dhpl7wPLh+q6OchgioBgBAtMEbZqhucW4oSqYAuUl7UQkctDPwmP40fhl6NXFW5fMRsn0jwfO8QQAzY4oud6v1+V6Wb0BuG9bb/uP7+12v7fWSq2fXi6llHVZl2VZ6mW44IW9LBh1FUYwMSerdFDf/dSlE1FgWkiWPMDKwiEBiYAwBhq+IsY+Ed9iHYkATLWrIReuhd0+xNQI4VLLy7oCwL433yVu72/ffw9VuqCUUtZ1XevimnvvzV0wYDGxtNSnaZeYhLip77QDUIrPkjAEZqqmHYkAQcyYsITL+EF5eva+/LN/+Wm81E/5Lfgn4O4D9kcPzL0zB92mmt5Z/6o+xPB14YcgEqLXPAColoBliCLiJuWCVVW73e6qH4TMhX0A7gOHYWpXmBkXaHu7bXdP9/XJANEhzkbtmRox+7Q42kKGGppj8TZtst4AACAASURBVDX48fFBAIRELkEWMIC11Mv1yoWRgv/sF6SGgRObmXjUIvyV1/v/n+vyLMEzWfDRvXK4lY/Zult7WkQD6jDJt3yiBkjsfa2kpmccaXZodcltVu0RKo6h4KBKeaKCIlcDR/kGqP9gjeyKt6WUOlPW8ghHxH3fZqPWXDAZMxvcgbNdnZvLztbOUeUOLjWkvOwwCfLAoRQ24WyW5PVQmUP1TjE3CVcPz6wY2E3fGUyVQ3WKPh9wihmC2awoT97ZuDjONvE1D0PiiYNKYbP19ZyDPYs1JwUM5SQ6QeIU4GZhPVOK54JpHZkvMKV7DIwKIlc5Rf0AiMto4sHTNx82R+gDr2LHxqcaCwHQ8MGBO51cg4vswik7zFzNsLXtfv9whyK56/1+r7W+vr6atFJK3/eIB9Ir18hLSmjMChAtw2mk9968JN22zTmaDy5yE3/AhoCdipMpvQ8BBB6NmBGVWhfHGADgvm9Zoab/3WSdfmynQFQKLss693QGNodoZrc21wopKs18It9JfeiRay21qrlIT45vc2LLmE2l8aXvEgzwQNJN6660xZwfpN73tGwnIteMnsxGn/0Wc3ZxcoifXQXmwuuZ7TO8eysikjmWbuvlItKw1GupVC96pe2+gTTte5fdtCk4XxYNO1gjKO7CeRjPk9usGgB+fPxwTIqYMT3FSgGfMU6KwJlnMi67lbKc/HBOPOnZJmWEn6fVE8xUpRxQTEMVPfkI5S14BkRUzM1GjrkKGA77V0NgQDPJMZAXUT5YGQk1GR4EjEiFl+X69etXM9u2TUR+/Pjxr3/9ywNi13Wt10+Xy6XWUECquUTK4VFGMLAgBI46FRGUwCEftMnoczyokS/mn336dD5YjtSOGJq1PtORZ+aVqmbCyzwOnUPECGFvm6v2v3x6bb1dX14QPGP7fd/vb2/ffdD39cs/XEK3LMu6XsPOxccUhQeIFJBNWaqZLQVPNu353ry+RyRwLayDpipOpHEuUNtuXAsxu7zV6XwuuPbLyUjDgMFEeil0uXz1bWHf96at935/f39rf/TeX19fmblyRIY5swKmQLfKJTgwHAGEsR5FnQUxOjp0yZyqqTZVSqAJsE+t5k8EwQcF7qk6PztUPtbiByR0FBX/UwLQn0yk3RTL8XxCDNkf5R2kII9BULrBEU1GIAVFUEk/LgAD8/3MFSuxG0tS4HTfmwc2OQrmQAyVsjCr2P3e8iAQEVXovZvcZtXQHEGtYITGhEZ4fXnxDepy/WWtSy3FnJ4ApKaGozQhjPrD3ZMQjsy7Ye737BDw9+CxTPtCzqnzaROxUV1ZImReNqsqWFPFoXugAZqi6yDdxzT38ZjTaZ+gxMBdaFZYTw0DeM/kuAaR05MgLM8PBxgf/rpxwZxXnyHk/tdlWYnwxA04Oa/9uVZaR9EAc404avH05dVAuB+ReHhctzMCd0ppGb8U0R1wsdg8FIOYUPuRcVKs5gr3Nle1P+z703s6KZ9mn7sRMYMncH32CzNQh6FHX2TDDgtO+aynfJwTtzjsmbdtdtJ0H66/GG5MfjsP0PLh6AIHZuKlxhyuAVQT3psyPqKyKWne52KlMkXGgqlC77IuDiHrvm/bdqhmEWR1ihcFeOmeYCpgTvtRUWkYhCyRvnvJERdQVQ0U0ZEMl6DhpN4RgeMOExHx3lrvzf+qgzz+PPyJFUeApRT2FFhrat06DehMRXlumcyYWVR71hZ0FPqxlZTSWvMfud/v84hptip/PtVOkv+ToNPfuRPuT0rT7PBPnZUHgDosl9z67LjmpMNTVMrkieQjae+Ws6kAEZuTWJ0HN9rXwznKy1MNLAxbbwBcainLhZddbbm8dt+h2n7f28fW31v7scmdAQozqqNWGW414o3HdChUHuMN11qREMgF4+gsuzkuBwG4JN7Pk22pTWDcyEoi8nFE8uZc0e5RLCJ79o25XaQfaE4s8oFHfMAjSy2RoePclPHNROR0wJmCa6BgDyMLnNJtdEBoR3uAbAj+IqVyXcp6Wbxp9Jjht7fv3779AWDLsqyXl/WyBtbDjEygNAxqbchywNFG/zbpItbTrSVcxYgzhWtQAROaNEB01NoEVirjOhxhBRF62jW9XOYjIXIziJgIzdZa/YKqCRPdPz4QiRk/f34BvCKSqm3b1lr7/v3eWlMFr86XZV1fgpg+W36ZKoVVkU5U8hDoi28x5E/UiN5wG4cjZA5dOIKIoNa1Oz+EC/fWfeM0s3YYyYfpQ++7akAta6nrUu2yTqaocmsRIkFcHL51Q/TBQUdn54Q+QaM7OknA/fWZqpgaUNDzAJ1vhBTg3k+Fv39imAh/bX347O8JgH9WkTs/CE5JKXPElU2SYaCETcwEQkIgvpoVnWMGYFCQCJwTlSM+VNVSjuC2+HcFDysCgNZb4WJm99u9946ADZsfvm6l4HupjYcKkdaR8ZyAXUI/iMgmpRQXrxwzzFBHqXtAMrGBqatLNPS74KRcHYoXjPleKSmc+5vV5bN26vkQVXFJRHyP08oP/RYfYIBDIyndxazvHoMAE91MwOD5l6bWEZgGw3QcVMBq3Q99BAZTwHmNQdIu/UyNKnaKN89nKcfoORzIxcPMot2cTfqoIUtDvCC6mdnIHhvFKweTbA4YI8oBTRKjn/v1w3rCLUQMEst3X5RjHMwH1/wxhCyor26KmFdGQgoW7ySX06kZPWbNj+jak1uZX/bYj5wuPCJaxblGbn2YgQXTrcc5IOlU+tdaFXT2uHy8UCjqGWN2CrM8ImYdUgU2M0AFSuVWsG4cMfAhHw561hDcWte0dgqWJ5b53eL1UullnSWbfsjd7/fe9+32xlxM1hFO5FhCAUVTRVDQ5jF7rTWTHal6ZafWwYCXqm6Sw0hIarLtO2TeihkXRkSmiujujWoeOEcFwA3yNMNiTkBOOIoSmUYCgZlZF3eYKZNHYV4xx2MmwO+Bz+BvbG7mn/M+4THeIikxM00iJfyze2PSY7IHSNJ8xp0+pj7F/aq1elDUuAUCU2DNDIHnseoUhdyg3AYucYpkyWerD48Zk2PQR2YmBkZIdd22jQ2WZblcV6XCSJWK23ACStf7x4/f33/8un+8ad9Bm4sMvH32fExEBkJVw7omyBpmoGAerMjsnlXF1TeOUWVY1QALjhx4elw7I/VM03HPCfRNjgzXZVlmj0vfOX0Cc2qefRVnisVga5CaDm1fEOizcsEhjD/mHm2bB7Y2h8njATnHAB3VkAZih2lttCzlel1VVYFF5OPj4/399v3794+Pe13Wl5fXz5+/vLy81grExXlIGbTmylc0IEKui3fdzKzaRcTNu+MB1klYnIcIRdDdCTWdrZrd68mbEMdf5vkhIqKpGYFossgKYRcXHSkhE3OT7mn0zC+IWHgBgNttu91u9/v29vbj249+vV5rreu6hiEdUWutqxgYIPum50LWo2fz3IxxY4kZxRliOLd2NFoOJnION9iQR5ohGI1tf/QdLu2ILZ0A59VXiIfLrSCiqO17//j4MBOfjK11YWZRicAhRC7FH0sf1j04kpkyIiDlMLcb7OLEomIj6/7Z6GwcRucw8JMZ1Imk94Sj/5zogpPY8wTP5UnNPKS6AGBkQOaOy8FTVwThEcmUalkzcgiqWV9GaZG4Q8RFbVtEL/UwAs4d27e763UhIuTVL4I/MP7jt9vmAyi3tPYvzTBHTkoX5gTgM6dTwWjkoG775rwMIkQjEWEf9/ERa9DaliTMn04Y/i54uW/x6Zs2wyGeJE+FBz/VVLpHgaqK4wauLXDGgrvB9y5B/+hyejTzER85xjiflBNtkYZuqTOXlLD03n3c7aLvmZY9xrv8uBUSIol03ypdz+cShwRo/YwJKkJO3l0HzDhXzDMtdTqoYE6Q7l2CbjAVJTrF101ElAev64dARzvmv1NI2Fwfm4oyewquzPZhY0oFNsFLYxQcI2YVG2gNm2kmsHo/40YFs/7v5LHq5P7856FWfHBFGK4splMIkV95gP4nyX/QmjBXQNBBfTYZ+KgBmFUu0lWHAe3h+RvOMyDiH0ceMeO5w8Fn4uwUiBg0JCKHJ/vCi5p26VzKUqrHDnnIRb4gAbxcVoAVkFQNrLeDNO9ORri3/b7dRfpERtTeNyIS2aMouTffmrsDD61VJkS8XNbb7baPCrh3RRRm6m3roqUUlQaAqN1USykjulXccDMyIFsnZl9Vzi8/pgpgBpp8mGQrjXQJmoOQTiCQ+17NVolZsaXNXO4nWWTPay3d3E7ueEnYmOd1WRbnepy1nkm8mXMrIhv80dPXV30CP73raRnCcILPZTuLcR+qKK8UBczMKRMi8vLy6hi1gGExV0Yv60rXV9HWpTLzp9eX29vvv/36H4zvTCTSVcVEiak1OZysx9oJ2Qym1MdnhpAso5kWldVDogBZTM9TRDMD4Ino4rLOQ32rKkyFyUtWr78iEHqI749sA0Cf6vjACEWUyDBivJzCfHiBhE7dPIhIgwuHbGMq5jqcka04LMYduOHiHAqb2FA5z0n+A6EtzOuXL798/uyubbf7frvdfrz9/vb9d0QoS13XdV2WWmopBQmBYLhxq/ZIGvdHq5Rqdjxm/rbnIyyw7fFw+vuZn6hJnHDQ807gVBLOCmC344iM5JexWzKiiiAECNXbhsjrUmr59PXzF2a+9btXY7fb7ePjIxtLr9QVCBELV5HuShXfUMc7lPTB0GE3Q9POOew+QFXce0tF3X1hGHfsznd1cY43ANIjkMHgqHRNj6C9gb7hZVkvywrDKrBJ7yqegeVXOSaGo0+ex2Jh+0iESd0D4rIiYGsN6CDvnYQl6RIB9oCX0ZGeEjPr+Rx5KhynsxjM9AgnSUuxv6atqwoQiAoxj5AoN8NXd5RrrX187A33Trp1sR2smUrfoJUpGMSvT+5pvlFfv1T3gstdIocqiEiQrRQjAlQ2g0/X1YFtMxO0Ll13iSabiIO8ZKIqyoTFDFUMgd0jwZMN/FcsawlGw7RqQhl9YCju6anj/tLftC4/7yzjsDxqMjPGiGiFoC8DuDbRCEAmPqICMICpieiRmeKhhlnqBUKGwkRutTHhzaSqBgaE1pGYDJCHS0MpxbNd56Ft8hbMxE8pD4CdMpkPTkX+rtwlZ/fux+rzwdNttijxB8ltwnyRjyqBRthFuPRbmFLloDwK7jwa50b8mbwx0m1s4tpizDEApMuJDDAwDyAkg8i1mW70oP8WTpc0vziYDn3hPm6nEnZ+twTLiYuCo85LtuUMZs+ck1nAfiIfj/O1nbq1ObNdRDBUbj6C1en3pgMkjjsOk7Ah+xOZNtBDGjEGzvkYYGFCMoMOYExAoCJNQeAhvO2YfiBiKUsAHmYu6VRVcVgI7bJWwCW5Fmakqr23tHZWVVwWM+vdQAXM9n0rpbxt9/v9/vL6UpjdX6Ld975tRGTdmB3Pky4ukF8cMyZUX3quhytrYWYRkx71VimFiXsXP8G2W7dlKaW4b/Dt4+aa4Fqr59GkEbvfHUdEsoz2wUiSDmelSlLgZprc4xSLMpAoeeG+Zv1aJdl9Jkpluezy61OGXL5VbwMy6ih7j+wZHP2c0fe5A893mDuYD9+zOl+WpWlbXpZCVUW3++ZKTUALUUHbOjKb3EUIae/t+9t31O3r6+V+V7B1WXZmlg6t2QhGinWc3lbx/IOBBs3hoEDgwyQ955kpp5k55cn/nicbOcGY6/hhgjW2IMPxpcRWobnxUJKnkTxb2IYtDDE7keah/ghCoPOjEIkLF4wGAwAMOXIrEnEQA9Ujg2LQb+BppPaQhwUqsUUjIeCu+npZPr9c/N3uovfWP97f//jtDx/6vby8vL6+vr6+EpECFCq7tGzM2pi9OCyFhgwU+LJFxica8IBRXDCX2/ND4oT43oXzEDXLo/iZyU3BSU051xWR9OD29ZJtFAAaiJoVpOXllZl1ijb7+PjYtu23337rRi4TfHm5fv36xd9Ga01U3S7MKeOlFKQCKu7H5da1iIAllxgeKL8PXqJ/qKc4AncPGouU8hHiqfVFxIIkCoA0zySb9MhLduvk1h0Dzlt/uVxqrWWpy7qaqOxt3xoi1qXWZXn7cVtKNWYxKFzV9mdPVXhgfB7FwFyFjxGQPRNQHw7tqUR/VpzbI1I+41/pNN6ZIJJDAIGD2ErGBq31Hz8+QG4FN6hIdSHjivVyXS/Ly8LRq8wTMzdGGqZePQ1/Tv7xRBiBggYAHaI/jhtRKhHRDsCTjVgKmdS09/bx9v319bWuCyPVuvTemZhK9YeDiLqJtn4KvNNx9qqYqAy41lXFin8LuPw5V2iiWs5H6Yke6raJs9ynFDY1J40QEXN1iyXPpPdIRVVIhVbuaPkrgEnNaxdDQA834uJMWZ0zIIgJzJOfw7tsHPA5EIcBBvvvTUA3hdv46EjqzZkNbQFM4lQeKPiBDoo4gOqHJjrj7gjgjCqWBo8F6HEShoQnpvVzwO9Ph2KpvjI95R9lFTLl8hxulZNT0zjYH00DHnjKjyU1DEaiwZ84u09YnQ2sXR/p/vrTiJBnffo5gnjMwwHA00lyz8pKgmgeO+Ipp9fTwVUCaXL+CoDLuzE4rI+F9cNH02aPGTeD1ROOY89y/rnfU71Pqa6hYvWfiwxZhGWtdTkw4Az0qb1oVzPd9yYiKpHG2pvrSlmkA1gphYlURfrezZjrvt+c541ldSmsihNJcV2Kq069jO59VzUXEnlqEgAQ+eTKSikirbUtzRABbFkKUWgV/I4kOnsiQfl27+iLb9lzczXXf3ls5JiemZ3eWkqlVEF5VSvi9XQWnSesa9wsmwMRs+/NStopLvO9e/wI4kwYJzXG4N7iV4tgah4QgdldHaOV6n2/rCsYOKg3hntKkV8rS629i5oQ2r33+76tl9K39u3b99tt2/d+qdq7zzp4Xer9vnvCvBoO46lDzJIGmX6AMrtRz4NGZRbLTpr1JO1I0jPmMd3sNJ+NhyKctCizinSpi+GDMieHJLH8kR+1NDhntgxrTjji2zCi3JJ4OjRIQW4UCQdz1AAvB7nF5ilBdHGlhB7AkAguK4XhN4CBrVgKlZdl/efXr11k27b7/f7777/9+ut/LMvipd5lXZdlQUIwdVeuoaNx1saBpkzKqAFSWAo6eZBhYr1DQS6UDMA5Zi4faR6XaQyuyMYj6hcnNtXB+xzqJr/yboarXbqLNZEQmb58fTV7+cc/v2ybN+399v724/s3Vam1Lsu6LHVZFqqFipslqqkxFSIangxmZntv4wgJrSQzT+Ht6vsPE6t7/iChefwemJnnnODUT8QWGrGZqTMZ9rizzsdsKYuSMpXcQnuT2z34D2jARFwqFe53vW8NqX583Prus3enPsGzKcoD5P1kLfVTSvqJJk5hDHqc+2D/U/bbE7/8EFx0jZBxj6YHNQBb18uXL1//S/l8qSrFDJmhFEFClaqkBzAhfusJA+iJiABIlwV4zDF9Gh3AXFSEqRczIRqgdOmth9DZO2viz8vL29ubmC7r2kXu93tiAV6XQyEmLuSV3DBiHYaVlRh7G6GwI5/r78kvt0etmJPnjtHGYCDETYqZgo5MLPKgtzm/bcjVkZlSEP3swnE892B49muIBB/DxJjNDGphU00DgKH+jMrT5x1hU9C7+43kQeIfKjUE8wTcx9zzFHi8Sc0sFeaY7Q4bBx8U2Jjmzf4Z4E5bOQsLl5LpEU/q/bz4Hxe8DVB5TD8dPdL4F9Vu6topGylgs36K0p7M+38cpEdPEyhUZ870DDQecQnTE3JiLyS46GQMZnZ/mFmGG8PnAxzFEZoDqu05Y3UGUE+o6nxxENG3GzgHMue7lQGQo1ob3iwA4CS8nyhuH55PbeGjAg9EauC4pYMvOel1/CsEikpG6dbnMeRjv+0+4fUVlLwOD9LzP6/rivrg6+e2La01R6bbfROifQI7aykqjakiY++9bQIAhawDIOLlcrndbtu2RXYmIrHjRxcmLqX6vvn29n1Zl31vrYkzN7JaFZHr9RqUYmaDYxbPzG5wOXubzMaCl8slaXJz2ZE1ffoAhOi8SYLi6VU/BaNyNuHzozhRMh6U+/Npmk3C6do6bS8S70sZWVHmwOEMMOco4ORK5IR+Zt73jbkwkYps93stZaw+RbV9x8JMTNJbKfTlct337dZu2+2H9J0IVMW0q1OSVNWUXb027LCiGoPZSApsVOez89IJApz7qLmTmT0u5+r85A1iZqDHj89jxrg4w+J9YgT1NNQHgCb9UIB4PjSeyLjR87S2w6HhVjC0I0TJa2kEIkNPYCIAUOkyuJf+idJiHDJ9I9wekMwJ+lQKAYKqkCEBisjewZg+Xy9Iv4iqmH779u2PP/7YdmDGUsr1ev38+dWZtVz8qRBTQziM4AcSbjRkc1xpAoJoNvJHcF6miCiWMhKBKPAOv72DRqx45DW6zBSZEOyBFD6cvgxMVABZd2PmyNtmut/vbk3YVJjpZQW8XPwBFrHb7bbv+8fH+9sfd0R8ef1cl8uyLK+vr8t1MbN230YIkYqokhHCKJ9GFuAIPyFChFCeIIxp2CEkcC9FdPUhGHiFjQd+lNa6MUbQAdD4KY8NmQuziWrvfVkuaromnWlvrbW3H9+2tpdS1uXa1ZbrF6fW81pV21/WyM+qrZMJxE+A9nPc/XB2hp84tP6EmD4bKM1a4STcxLmOQFSWuq7VritKkVvrjFyQVJuLXAfqZlkaEU+J473z4XGcjxU69RyO5DgdDR/PpZl0SSXYvK96qsBCpdayXi/MLGCX6+pbce9dRQjwriKtNWt+sWqthli4cPWyTQmciOGpC4pm+PfkscxqpxnzcEVX1MeZZxbRyskriIs+5H097VAQadTNOJ+UD+yIUnDwt5gONVUc2LU6PlFKac0ZyeRg51y9jTVgROWYQQ+QbuYwzBYuQ+OcYQE4AuddPGoP6XR4KEZDa0IlSgQ7hkQpeYXIT536aZyL2gf75+wZ9CGaOGwfBvhR0gwxzb9PiO+p53ng40bjBIZjog08mx7MrzAoSXoKoH7EzPgRNX8AHk78nJmvMrYAOumc/kwgfwLpxzuZwqUmjma8VVJTVEMw9+KQDDzyHZ+onnyvH4lDmt4FInaEn3n8JvJpU54lbk4Hmv9KBHNGpoF5nqkXc3PdGYFNSPN84HK5eCngZ6qfc+kXK9L9wXNjcQB4ff10v9/NxCvO+/2DmWtlEel9770DUK3LHT8AMF2xCWC/3QDs0+evXtY400ZUReXHextdNyf2ORdeh0/WoIf6i6TuJ5urmV+ResqsfQvXB4HE1C9l8JBjusloSjNEj7mZtZgnj/PTUzS33wMY1uSmZ+OUJJATFer0IojYe1MBJlqW5bIsIr1yifxbMNKqXfZ929vGFeulqPb1UvodhODX337FX/rL9YoAxHC/3zPcwHlQTLVwMcJy6NQjms8pEacS4TQQSDvwnxJqR/7AXOPNCxMI+eR9NFvZDF3agyHpA6l6qNMQyFGY8PRwOBGBMB8eplILkZl6j5TOcCPPGXVYdsKgE8zmmPNyjsUVcIB/PyKzmvaurly34Evi4qwYRAFDRgb6t3/+8m///OVjp33f7/fbfbv9j1//hWjrur6+Xq/Xa5DRY/qmZDh7ZlGIOh7M/tKPUlWl90KYz1Ve3nzMIAyrB7UBAlUZXkkFTE6utWHxGk6OikCELKYiSialspl+3N7DG9QNocKzCwvB8nL5/Poiotu23e9t+7htH7e379/9dZ2YPnYkVNn9luhwDfYYSIci3EYNwRNGbZooltArDlevYySO4UrpXEIxf9geadwWhBzWMA522nTvPUnbRFRqWZbl5eWTjs35/WN7e3vf9lbKsvXO9Ff07jxW/gI8enZXnM0npto6dL0z6fE04D35KxBS5Aci2YiL9RVKRExsatu2f7/fP97bbo2Wei1X5EJkRITqsSHZATqbLgMftYI7w85MYEjUTMeQ1wB7FzAjtMFxJSQs092caagZeHh9uTCxIUjvnomBiMtSVRnMLriAqKlJ76C673v34HMEEal1jX0VsBTL9Ny/ZV3uedq9Y+QUq0n3rRDNuomKqErwJcRUldiFPSEYmqSQNtkSu2Qhvuqcb8eBLRI3AdUOJBhBwcRUu7ljuRdY0nqzhkj+CshFZLdmqrBt7XLhWhfpPepaEB+G9t5iiKbamxJRAapUzWxve6SlLHS73RC9mDBELcVxI2MmUUAs6XhipqLOHmEA66qq3dGmWtdK1RkTvhAjomFkIM9V76OjkwvzCQHb7hQgFHeJ8QC1Ud1rWCYcwDAz+cpgZrDoSSBZH2qICrAws4F5THEYWbguBO1ESnkoX4AQ2EADs48KQMcgjEzmDeXwx6CAP9xsi0IoFoCejfgHJ5Ycate5eXt2qoEpGTS1a3kSp+gzKS4yEr8RM1kNfJwfjVa/HU6gY6pyvBlz309PazIENS/Vo8QyRMZR3zAzGB1xm8i97/M2LdIf9V4wm9gk4gsZWR+WB47agg4zystlMTPAaoDrFP5yMvpUk3Wp27YZk4hIb/fbR7LISqkIJm3zthvBeot8HxdmyTv+27/9m6fELZVqXXPz7b2rdUQVcZEW9Sal1lIXlxETMpWQ9juOPvsdjca8+bm+7w1AR0kNvTcz3ORj2uKJmYfVLqgqMbiOJVF2l9gRgZnu++5UgTwRZ7UMInrurKuHfRg4V/9mtpTS+24q2u+1cqnWmqz12lsHw9bvl8slDA2EvO1J7t/nz5+VWlkWELm8FCY2EQIV2Vq7i3RF/Ggfsu9EwEp608tSUG7v7bcfP/71f/5f/8f//r/+b3ApRAiGlys16QDQdXPR2OX18/NayO7RgX+vfkXE8S0icmKoiPFgc0e+vVv++QpyY5DukcBOvDADQ3COInta7dw/Z7cTdflgzM2uO0Ns0IjImhrNfuTDwtKp0YANzXc/YlKABmJgefIaAAAAIABJREFUgmaMqsKD1uCKNzQt5EighlE2QPGWu4vj5QPmNyLSts3u7PEqQXhjQ+zOAD6CSDEVtCLycoGXyyqvBfGLqr6/v//48eO3X3914Ply+XS9fHJylNiRzgvBh6yVEhyJBBZmimkhKhKbTB0I0Hj/IaaC3pBp9IGq+d4R1DqaehU+tMhhOHygUZ3bJp5w3EHCyQ4ZxLd07dvmmNqQAMYdXCtelqsGJx7dP2rv29v7j997r7VeX19ePoXTi09d1HNPM8xe3Csv9lU/neGIGtTFF6A/tCZMPFQlRoBGYAgUllMhqh54BxOise0iiMBce++0rHHlUQHAuJp7vUlHRCz10y8vr3x5+7//H/jxdl0uYpg08WerRKeSIM7YkE1Ft4HhTykA086f+/NhokDMxKSqpIxxbeX4zRlVashool3rdcMXQQP4gXQxuuiGF5AV759e6ev1S5G77XcVvW9v30333tV0pcLM67oyM9fix2XvvZs6siF9eC8SIOIu3ZsHIoKCRd6jaUEr5LptPeyPDBQviJ65LWiwcFUXN+8dAe6wuwoZDFaqblPs3VuJ9l6hsJkVBDNblpryU+0ixXrv+77vretNCJCHHOhvipebmRMfZkustL2w4Sk7nDHcWklqoYxfOVlKh0urHLYnCaclLjUbuiUKNRs4ZPWTmZE5Sy2lAKx+/M8y/JMB+eR9C/u+JwDmD6uPsHNsDcdQDkxNQU7I6Kw8I3IGwuH7O4yN4QCKnsj6M5T1LL1NlqeLnmaI6ynNRJ7L/eP7J7M5A0iV558xvJ+EL6YgcIQiO6dfp0KHnm2kJuTgnOI5v7fRBNtzcTlLuE6vf1Kq/RkR6+Qme/pSArSRng3gf3CzGv9zAbJhTjw6oiHosgiaPYn3zRJ70J/i/Uf1jDRs0SCy1o6Oy1rrCW3OH/agIgQ9Nx0eLawHUhhQauoaE9VwUDlAO7XWe+ttqRUQRKX3ZmbbvtVaUdvtx/e97VH2EbufQPRUXGpduFJAJ8RmWhhqLe8fH/ePdzQopdyGiZ7LdgCMiUTVVJwuv6nn4wY7hYmpspl10bEGYWT7YUwqIsAyhKH+YM+OOpGjoWIh9gdCCluiIzyAem8u/G2tAR7x3Ui4bUoEre8+KWmtI+L7+/dSlm1rotvHx/dh3a37vjnpoNZFVW63t9bbul7ACFVfry8mHUHUuvUubStcSHe1Zl3fb5v2Zqa97b/+j/9uav/tf/lv//Zf/n3btrouXbooMC3EaLZY5NccmOvQcvk16Zl0M6ZwETQ2cogREdV6tsdEw7F7+JeDUT6nx1w0cMqHaM85GfcoRwbtOFfoTF1VVX70Vj+pMw0RjAycn9gBrHAxGEIOs7nxtkEeS/UGuAH6Yxs/r9A8VubtbjKLPJDRk1XunDuRzKuvX79+/vzZ29Tb7bbdb9+/vfmW4jFGOeDyN7Bte1pzOXnDwCyGqWYm7h2ZvCBV98ONGmip5VT8BVM8iNn86BlwYJYjCyjiTRHLufokFLVSFy5VTY+y03lDhIDkLjkAUCuXwle64i8oIm2X1tsff/yRD6SH+K7r6twGcXfYYMCaO5iOsaFF5qjveuYs1gBoTT32BowQmEXUR+5ERFjS4X0cf+KtiO8JzimNSGDFESdsotJuTaF0aK03z2Qw+PmRMZ139hf2fPOBdRJJD0oR/JSxfWhEYkgFedT8RRQRItuDuyKISO/GoFy4llrWRd2QSgWaqKr78KjntvqsY1moMBExzGQ/Y0IF83oHFcFY+uH15HoAFTALYYBij106hAIKpjQs6t2WwKAPmNI8ces4jlkDhqVkK4B5IOtSdxRmXmqNnVkNzPTRnP5vxC93ZNGm0se7SXtIPKB0mw9nouFg6hDF84T0wflocnqZ9xpHv4Y9hc31WRZtA7ST1jbmmhWeSAPgUkqt7BOYUmgI2zH43HQklUjv4ySz4RsYwVVpV+JcdiJCMregmmvxuWMhKhPSoE+53MfaVvckZsI/ccKZuxTQSUj0yFR5BGLlp3VqbhlzuObpyPGT/i9yEwzsFBAI4LZamL5Rz7/3IBgcIaz2rC44HTMnN/c5cfZ0kM+0hJOi9LTr/bRef37m4bE9iOvmEt482vNXJJ6h4mju8R7gIEd5hK1votNqgoMiMJH1nyVH8/M/tzrjdhwe9s+6YTPLLTe1cIi+OvLACFsSh7ju99t0KVh1f//oB7HKJHFZLqX3+yY7IjYRM2Aur6+vTNrax7ogAhKQqtQCrd3S+/YwxARA4+4fBML0DexQPCEpWJQpZtb2EfxGpU5u2SLiZCEDUJsFTJ2IiGFkh7VhOxAdU+xRRirouUVABEC11uv1+u33//zx4w1Jb9uNCNXkdrtfL6+39x/7vu+yefHx/n5rrfmf9729v38LGataRVO1j+90Jbzd3/u+A/bCCKDv3/7zt99+e3t78z1VRNq2L8vyX//9v16v13Vdt+125QUR1TZm2lsjoMG8gm3bZ2JJiq29snRSWe96sr/IteA2pqmczp1hPNDhcOphFKqdiDE8qZUILNREQR3OvWlgtzaBifbMwVXt88TfxcQ2IikiYDd5GGZN1deLP8KBgI70G8YoI/zJwSGpzxLa5ydzSz9TYE/e6qnsP23vx5p63HXzqS6lfP36Fb5Sa91r9Pv9/v3t9tvvHZGWun7+/PnTp09LXZO4gghcOcVI+74zjWyOJE+Q6/jZipffPO+ucUrmzeUy8anwCAYJN3EMAxU7ugsbAlgE4FodwwcgYhqYl5NmCAko4FxEBCaf4SARXq71lS9cr76N+Gd/+/7uA213s6lcqVTmmpOHOUWbmaTfvctS9ZAbNCD3EgUAk7DJyx/vk63WrJcIqB7tfr/fbre41wqtdZMGAL23+y51fTF+ud0a0QLEKvrTIntqTn7OHT9rNB/jAn9m2/BTtuS0TEDc8yvpuGk3HIFlIaELuAvHupPeBDuBKaoEOxIqc6l1XPCFmZFJVW+328fHD4+XJitAIZlwWB0HP8oThEI9FS6PkHUaMoMZ+wGnYY0ZUQmHGExH0ESWHw9p3LLLQxzKsMQffhpBd0SAhYuRqQgC/B3r8gDkxgUKC8nCGjW0Mx0DLHwkqACRzQViqrjmTL7ZCSRTIXJ8/5wgHTEKYQ6ggwE5gGQ0iseV1nXNV3AULX3NYvOdqtuosZhKYWm9917WGBeu6+oGL14u+LHHHNDlEPMAEWGE8CGhufow6+nhekLz2jv5Kz8ngZ/OsOct4GlANu7iebiDz5K4UdiFE+L81Wc49s9w6GH5wjgsXG3gKA8I/XAbHCnZGQEYFk8+cSbEPIVn2vEz/XcurGfmKDOr9Wc27ZRO8hOs+oHf6Q/zCN4mpBYG/JSMxmM0n29VLPmbiKZHCxHeuy5Tw0PM7/CYzs5Zjg9ymOJronTjY+bWDGMH9gE7AUhwBBN3d4GxA8OB3KMNN2VzD45BZB+6dzJAIlrXZVmqqn769Oo+Lf4K+3aTtqvqjx8/3BvRf9xKaZuJGnMhZgRg4rXi/eP7x/v3l5eXWpeXS7nfGyF06cvChLS8XjMEkYkBcN93IiZit6Fg5jDL8UVXyO+LF0w0nD1KWZh531v49JWYAhMTQlSZBobDFF+k9S7lspiamox0KhdZUMBIANJ3AGi9Sa8I2trH97f/HIWgqcr9dgdzqo8hieydTBhUQVE7GaG2SlaWikiMuN/fCy+g+9v337bt1vZNdXdBjumtovzj04WI1vVCyNfLtbV+vbzcb7cf39+wInMR1bJcRGRZF7cHjwsIEZtE44E84LWIRieiPm8mdgwKvIWx0Zi7oWSSSsyV6q7edFSACImgDbktHsmmOBvCBlhoqHZkU8x18GnXmtPlZiYvDdWqu8pFguYgUFHqbYZpzhFarj3KqEei8CkFZt4MM+X7ZF94gvMzexyHs1AOJPPkMjMAKYXW9fLysoooALbW7/f7vu8fHx9vb29k4CB6JPtgEel+UNR6Ud0ICYc1OxqodIP47FlhO/vowCzCLd4yXm0sgdiJgo/ihkLHPI2c4AcUpZIPO+pSxshaXR5o46RHRM5ke9O061FVNWn3+wgWXb5+/ZqjuY+Pjz/++KN3NSAXtccMIW37zFqXwjXMEMwMPDwKzaIOM/AE+SMafG/3PKp679KViLq0FC6LdDN12B4ZK1Klq1tDGRUu12a1/ccf3972rh0Jf6rHyIdyLtafz1+anMdmO+lZr/l8sk8+iQ8onp48vobaU826uJJkEMDc94awVi6MqN3DngHJG2ZV6apz5kMXMbPL5XK9XmNtKopvkdI+Ptpg5NeBYK6zd2d4Yh7DNAMQP+eYEakk5uJ1uoGSYRcTSTMufbggw2wNRpGQ+u/eu7skEJiqdu1DiPK39GMBRCO0A7AevcvZuQlVwYmhPqeesYcstWemSmrz5wflVHL5wiuluHojg6OGksySpOu7YRYxzFjKkqGAUUA84pE+23OfMEphTSm81IUvyFC0EhEh+2iLS0WMlDIYwFJiJP7XjIqYVcKT9SxMxiPn5KBTSvnJI+mv6/LTNxDhQ7Y8PCLTaoVTpWpcaE5rclRsrsufUj9p6trDz+iZVDPhczY5QpynzzQRTyNWE85YwvO49hmreAa5f45SPCHQJ/nOBE7AM09JXWQxzN3TgDZx+poukhpc3nSfATN6uKt5rcbkxABwfFgY9nCQ/qRAE70gzGW6ugEcuAhwokXNAuhxcyWDNuDI/Q6bkVKWwouKaGRZB/5fR8n2cvnk7/sfv3z2V3AUaru/BwtGjYhqWZGo7XdVq3UBXfoufQemQkza2+vllYi27XZgk8xEZa3hfCKLJz7yNECjriqOshCh2WUJS6haCRHJeLzlzBUP0aoZiChFRKwSaCHTtkWD0jszaeuG6MhwZVbVtg96T6O2/VBT6X3rLTwyrF/Wl8J4vXy63++3274sCyE06U5xI4R1WSKiRXUp5ePj4+Xy6ucf4Xq5FNULaFfVfje+RgZeJHCR1Uq323dVeHm9GJOqggBzDYGjWrJal3Wd113mY8cQTJ2xXb3WcvvXaeStmeMz78ynJeD+e6Mody6KEpUIrECYxoY8jTQ9EZlmWHfkeOdT2v3ZQQ+7MDripQMG5NQswpEUZG5b6XD7zFFJUPGEdyJmFtthn5qDweSXz/nWjhDj43+p+kj6ikxUutxSgvwm3QQRuTJJ14Lwy+cvPqBorb3/uN3v999//91rx5eXl+v1+vnzZzPrspd69XmCOm1HDZBMFIHUlInTgbaMYC8n7SAcUMsc5jUPTIioW/PrSlTcrcjpaDkAV5XWHL/kB72pTey98PwxKkd/QkQE7GnBcTQjKkJZ1pf1wsxi2NW2bfv4+Pj27Zv/lFeH67oS0cdtixaLqEvU323bb7ebivhKFmkOWzCzgaTnj5kwV2Za1pdSyrLUWgsMt/6DDq5qJgBkSKKFtDKRmRAXBf0ptv1sk3hCzf9sBmvnCM9HTigckR3pW3Dyb3iA2A0QGQDFhkFX0IvMWWM4UC8FM9mBikWrYL1rop++io7cdUQAWNaKuAy0UbkU571s9/u2bdrIZ4nLsjgrafxg/G+TnY6oEzfBc302FC4+3VKHf4I99XC5uARI5O20iMRvcMKTHa5DOrICXD3y9+OxINBhPIKedZzkEy/B56A+3/WSd+gbcRYHs1B33vdzPee/e/Sm60PcJ21oX3KIQzAF0wSkfRRw0Fr3cMdjDDhFAITLD0AMarisXMysclEXioFF3Le5A4P17nIlDzqm9P3NbcvMiAbRDfopeWcMCo467JTQNIssH97q45d+Cnuf/tHR+om8rg+M7VGTzTG5M60lDWueGefz2eNO5CdYWk1Maa6nE6MafQI8G75mPoiZDrKH88wsPRvmHWouhf1L/j1qZ8rTT8ncp/10voyn9JlTlhYwnSlJQb14oPuPEsc/73Fz57HEfH1yokJkMKIlRiV5JOAqPihxx1LCSZBrgBo5co6nERmYihqRaNdSzIofTW5uGFxUJgDtsj/pQFzJh0g4AmFwXa6O4pTX5eX6KepXkVB9mN7vbb/dSyld779v2y//+GVd1rZv3QwBPn589zY7r7O03m0DxM68LNU9/qc4WDTDMbI0x4QIPZKnm9ZlWYgseIpg7nYpfQ8/B0BCZWIDMVU0A+umHQnNFEFV9Hpdtm1zyNDcg8IUUdelOFBU6PLPr/9QlX2/M9OnT5+QkLkULgDIBfdt39uew/RlcTw+6yf88vkXRFRRNVWm1nZprXUBsLpcAVABqABSQH1IiBUXIi5ub09qqtCLH12ogITEgz4L6Qrv/owHZxpscvf3h1MyVe3kdnqAzQN0iI7PMvALRxZV6CdnRtz8VA+qtyFo2IcGKmGIEFWBKT72/PO7ckfcsYhGbT1ydP3O9qnoDApliis83/dnc8JpH+D5VMoQg1F8Fw9BnM+sea77vCs+hsJCKZ53AQBYLgsC5YVdluX67xfH3UVk3/dt237/4/3Xf/13/ypfXmspS62lFiZEAlVRElAFYsWwwCciG92XYir2ISRAZBlNH0lD6t4DWMLFywUULKaBlCsg0uZxZoUtmdoTSyTiRFSJdBwizXl0ziBzQPSZhhoOpCIBUaD4/6nqj/ft7ccfcYOU1AeYhdNy1GfXRFQ4wBzmqC7s0Hr5LSjTDq+n/4LDHUalqEAKKBqyInya2Z6ODDvEBY/uzWlO8Civckw7VNRDpJEB1TNaNCbIEbY9n/jPhr++qNTQXPKEiGYcITDiyhOu1eOtJAJQwejBbT3ZTYgIxFA8FCi01841J2K+XK/rxcyQSsh89+22vc9dn+8/l2WdjJ7AiADZVAEKAg2agK+X2fMxHw4ZHYGzFh2AiBPOTflitD7Epvr39GOZn850Ww6WzzTjm+RodqK3zrkAc5164ojPpIWJYnEA4WFBOJi7w22tAaBL1IcGNP2PUVWHhXBJ+mlg+e5DQgRm0rpnKYvITo2I9vtOBZm5d0HU0QO4I7hvyoFSIOY0Z3L9BCBc3YEkP/gsbD11wHkRUpN3iufIGnH2NHCOUPZIiXY/m5ZE0HHW2QORDjkg8YkqM0fz4DwkHbTLYYo85iGICZsRoJF5Se1RxwNgwEE/xTnoZB4MnLAE+FnKadbNp4iQP8s9ntl7pzjDOcXm+HTj3D0IHnO9PmzszcxkWAqMYV7umjxlkY5qcraxz/L95KsFYjSbz3jXMX7QRhr5ADVPHxBBTUMCYWhTuKGXtGtdH9wbRxlxv98RcV0uAKaxOmZdrGJ4Y8V5s8s2qxoKsxGhJ/4QAZJ9iYettdZFGFF6a/stb1lvdweSncLbe3c6OBG1tgxzGMoTAhGZqgON/qTt+63WSiD7vYGImbS+Z66CWzapLxDmWuh+vx0wrbqiVXpvbnTTtm2/330E55vGUstszLKuL+u6pn/O8HgNV34EqHUppR7MKHGZSvg2No3pvxGpAjJWQAMTwNZ2hJJ6euYKBdB67zuAKrIqE0CTDgRMlYj2vTMTcJDIrdtw8wi5SxQrw4A8B5+OTThu6JlHYQf7yF7LNxNMFYQxY3n4ToeTTyS3WWI+Wk3OZMHZ+PzkdHmyWUx2uwMr+YOnIGc5PKZ0mA8eS9vgIYriefudmeW995HkQM9C85RDzNKRNDM9HYVj4XixaIcvL9qohNAM1BoxEHMxqgv/8o8vqvrx8fH+/v7x8dE3c6OzdVmu1+uy1GWpl8tLIRYR0VbARMTDzWtd73L3Yy7OCEcr4Pjgx4wiMBDKKySg7vcSqRc+rdLgxQGQqXp4jRmif2RgP3a9r0AAm6Iiu4i7qfrr558jQBeUygO7FQEKo0cFMDPT1fuB1ruofPr0iZkZCRGXWkdan4YTlGpdSihKAdyuKu0i3PJv9h32x5hyTGQqJqIEPv3+GRz2gOw85F4dveiBGensXZbhJPOo9JBOnn0jonHF56PtYGAOGwnEIh6GiUQghOCaNsZCJGjIpRCTAUWtYqaz99FDRTzLgi27mThrIJQrojsT8Fova83165W6iIi0b9+2DD8mopeXl1qrPzmtq4fTAeLexaMPD5tgvyqyERFz8ambPUzDBvUYH4A5/XsYJZ7rcuaRl8tEdugtaiUvaieGhot13BsRIrFhKsdPmraTG0nOoeAwBsbTl3J7zZdiLsyMSK01VfBuz3us3qX37nHBaaLn+MS6ruqcE0JC9zbewx0OAJGWy8VHe0c2GxJAGHh5dAISzO8kE92HUw2mD81MFE4qSIToDu09OTGaiooAUpcIi3DBrbfFGhQyG1wyT8HFsEEcVEyzsJ50CtB8kaOUj/i3UQc/VrSnNv05ZCdlXo8qSh2Ad/BmTkbpkxUazBZUpyOQKOIJZzqfjfmsWRaH564G/iyb7c91kzOrNRQqno7oyTWJEplRHuqIRAXUQsyeVXumIs0jdXNZIWZjNqtI5+nh5OtvBxXeHSsfmTZJUZgnRYFDjBCTcDOYN3f3EXxk1nqVk0uy9Zhre/U5/SwGpdV4Ds2ZHZcDzEC0LMsIVY2Zai1uvff6+jrT5bML9TrYowcRsTCN50rGIVrdtdfVQuOIMie2mene3GBbRUykJbaXTxQzg6kB+v9HsFKIqIAtNr7t8+fPs5rldG6NKnbOsVIf0boDVU78Dq4nIpiJlyNACsdp52hRWS5Ul1UFmrXWWt/NRLW3bffNh4kVTERI4poL9B5+CEpB19AxL55dmCYBejClRBVnulrkyTCCWlbMJ+hk7Jw5FktltjO9VcQGsSQulG8401rDWaCSE9GjoAGeRnnHkpiCGo5FPbB5OsZrgGDoPaYB1nVFN5PzycAksE4+65wNnMzDQW7WeXPQkd75LIVKlGf+OE8mWoSjiFM1p9wQzs9YG3udEYL0ZmZLLeXLl69fvnSrItp727b94/39+7fmMGpdFud7rIzMHBRwEUDSXLW53zqIpgBA7ujqO7905ZGKjQwqigimoNq5FrXwt8zNQVW33nU0P9JVJSjjvTczLQPF8Al5k/0h0BdtWYv7mzmSisOdnZh4yJPcuAMBVdlD37t0zwaS3ptIb1284C7BeUvPtImug94Sj03URvs5TzNGqvEAyCNINIy14M+U9yd++XMM4k8lTCdC+U8ZL6dp8EmTdnzVJsg8kuySdGioot2t6qAN+ykDjZ3v6WS3YaU32ANAfDgrEKCKuKx7sCv1SflG3jHG5iY4WP7izqHMJWF1Eb1cLn6/BnaguVeLSK1LAlFgCli8i/FS1EDgFOcHcCLZ/o3wckQsS81Sz+eD7AUN6AlRQIxoITMnIJ7NMeYzYK45stTIbdonI7Mz4/w0e4nZu2xbIyIwbL27eZqZKRozq0iLIwpKKaZUy6WWYY1Z1VQZqdaJqex7GJOB5D4+G0cQk7vcIyD7wD0gB/CBCyKKdixLhgF5T+lSOZGuqqUswVUYILfDXelaDSPKDib09IjgGqwhP+Z9JuB0FNckEdkJxJqoYJAi3T9jdJxw62QU6OGSrnPglNvduAobAQSPoWceikePG0VLAI0xZEki55/YTh1v/mfeKY+7pz2SAOGYQE5w+wN9dmod80PG+T16IFBFMzSJsE/XXIbWKrwzx/DN+XARyQEUx948Z3ew+wEdDPoKzZ/ikRXj6VqRPSG9j8qeDsTjqXSYBwWU4twxjvU3ULn4oMAiodYda5187Iz3YMyLDsIoWJdmzWqt6IiUPM7HRhEWv9OMaXFUcp57TLOIwUxDRkBAYuJaYhmYGg0weOb/TIOdybrl0eAsai/wFPcQZDMXU+29u6yuScuy7zSbHuXpPd/tiEiDlC6bxRQFNbSYFOrvsCgB85GSoQkGGSdKSybCS6GlLHYBld6b9g6mIq3vDQmXpRLKsfUhAIGoiIi57frEyfYe0mOl4kIxzdJHeMwLG+4WOHBzVLW47wgPjofh16YjNQwytGuuA8OKzg7eebbrswvtsdWEi+hDq3k8ughicyAUmBq6xx4xIqLsMLxfwUBdp0ruofzAJxivEJyU9JPNkUi+vWc7I/gTG9bZQvFZHnoygIrvMfFJl0hHi1QKHG5MhFRLdRTwimCKqiTXCvDqmvK9tft9u7+/vX//Q8WYuNZa18UNNHipCOiRImhhRG1op/+iOdRORCJt2/fkeAiYq64LPTQbAUvXOsRjpdaCWK4vi1fGBGHwMhL7jqU9etEjMQDsYR93/apj2wEYietRiAsaMr0spooGpioiTWTvfd/3+7YPtJ6d6OKBxOu6HoCTkymOuzDInOYe6kGSiK7Md8HH1vTZrhfw54QCTNOfP3H6+ilhfX7k0lRgwOIYdl6WyL0R+jFBQGSIAOS2AmiKYKVUBLdaqagSh735XoWQwArGJsSIRuz2RyJi3ssOZIEm6sgQeejA9UFBg9ZjEFNjUkKsSwWIgWco8VyurCgi9+0mIsMJN+SFpTjlidyYzmGxkRuUie84DueQQjvn/O+Jl7OCpWQz6q3hU4uQzJOcmQbHkTjs6Oc96xReNY9EUwl64jsmbcYb8SwlEwJfl6tvHD4Fc8DeW7Ep0ijAucQ5YsuI/fIwTgEKzR1zBQhzDJj4TCGa6SaiM3Ukh6eJTHtTISK1eo50Y2YzFelETMPS0Z/LbdvmGvTETjnpQUOZPiKZHnn2D1pSfxHPcj92BF9I0QGfReUPXLpHv8I8aZxS74V1qLtmwjdI9sGIzl1+RhwQnt7tT40a5rCSn2IPp83xz/bBJBjk9Dkv9VwgmuHM0ZpD+NxqClxgqZrIRSoWHIhxKVTxAsV3RMJUuJ66j2kjhlmqO09RZWhcVHquwWkKEU8dcTlJb/ODjG6N5hHB/FJEpBqsxLwYE6cfg706kqQU1PF1VDQxEXHGRj6NyNTbCJSNop5P07O85k4PG/6NxWPCJHFNrx6nQIO5uRr3CJ3hPivwIuhH1cyWGgJEEWEuvQszM9V8kFJlMbsP4oi2AAAgAElEQVRFJdO6VBp5un77xQuKAK7wofZBd9XR4IowMymNnDzxCgCngXLrW1wH5spVimgXrGBVt/u2v+/XC438LyqFVJUABMS3ONUe4cLT03JwuFWmLiUcOIawLzjZI79WYLKgjUcxTt5DTDIzUOY83fHIPaAto0A/i8IzAtaUvbFMTGGaAgFgGPlnpcIcAwrvMLkuTnJPLzZC4slNdfbBQCTmAjB7sT0IZvI8Gu+fTpnE0yz3IRT2Ea8ds6/BX8CpRci0ASTEjiYh9VORWquqSR/WLroDQCGqhEDcRVStrOXlso4eZnl7e/vj27fvv/1uZnVZLtfL5XJxm04RHOwCaa3d73dfDmPKZBemUouMhFT3O/SHwT+i2y14pTsPGSYCsR9P4qQ+xMIlbmvrMrMHMwYk2jMgD0DNiAYVQQXDOD25gEpXIPJBUA9SOxJUKqVytfr6+npwroxcQtpac83Aui5fvnz2g8/MlmWJCjOMBTjPDUQkZLIynlg9Gbo/a4ifbRj+Py0H5t5sBg5ONsEzPp9Z46Mk9qGsRobs/0veu3bJcexW2rhEZlU3Kck+XrPW/P9/99o+PocSya7KDADvh41ARma1PJ6vIy1fJLLZrM5LBALY+9lEPkakWKyFWYWnD5MgnwGhTIF7nnwgo/cI4ZF4LRz06PsBYhQxM+UEZZqZSorOc50kEZbIrDH2AIQA+isOor27qLCwirAH09JCoQceGkZ7PB6P7WP/sZuZ0BvA1qralIcehjARavLJleTPMJT/79flZubhbtgA0P4Ud8NA2JjMQ1U9IjB0YA0EpGmTOFpQ8xC/irDerZgc6Y/Bzg9CKquIsiiLylDGYCUVbaKtacMqBqPMdGwld5PRIqYIRSJ5HQbQ5Q0OcyL2oMl6j3MkddumgsmQagzWDzt3twhi9Yjo3RQeBWwVIqzNuhUQl0Xe3t6fz6cHrbc30QzymJsQWM7WdcXi9SLpPhDjh2xGFXADmyoJSrBJbgTD9sQ27IlROhiuEdjch0YbL2CxgssK9QiwGWgyEZF5t25AZeXOLSyiTKTB2CDrKDuenCpM5TP8jqct5hKidmjyElVZWnQQS9BxoXx2+GK7oetUMY81I6HT3WJYY8nNmjKHM7GmoMWYSUaHB3XDbI1QUTCceXgMEzQfccyUsYic+yufmPeHaj/omJdEBOQpxB4hxOwRx1AgA9MYkasYLg87fAV3H0ici8Bj0PpTfYhYI8hOOB+E/AD4nMsCBbYR8e3WkOYTZK2RClPkxUc2O7zW7mTdupnKYwQmciGSWluGHsBUGlZqSQ2udNiXMXVWIksvK3OjAflq2tz6vjkFmfeR/2fjIQ/iII58ZrObwKra983sCX28k1vv2hos0TgQlyuLifZtO6tID3zf1Femw9IEA1ywsKq0ICc4mLGBToh/xn+LFHaAyFkRatpWIVl1749lWfJ4Q9TxNoUIY35SJkuKMDenSKDhiDNLqXG1Kd29LYo2vkRrukSEddS1TTCIG0VSMA3jOGVMD5N7VN05C9OmnvHh6IJ7uAzoF2zr3FMYuFs+KI1SI9Y6P+PZRkF2LGOSFUYeRaYI0cP+PvdAoZ6fC3fhg99aqwUzUI+YhQpQICgYsrWaR3dIYkgGeGCMSsDBIUsVVk62VIXyQQsWCo7n9kTDg5jNUhni5sTETjixmufcKkLc/e1tvd3/DdbRj4+Pfe9//PMfo2fWIMVL/hXzuqytreu64rS8NlJguZiZ+bYuUQHDEeAA46YfF5CcK7MzDCohHFVz2NzDujEURKP4tR5gme99F1FpKmGafyChQKoS7OhpBIVFwmehJ8Q4BT3aPYJYkPcRFI2ZWgunv/3Lr7/98mWIV3vv9vHj+/c/HGaVpS3QzCy3VbUJs0ojVncXFiNlFxFhUTJ+zfq5Sk1iEo8TSQ0ha35Gp3jsUy9p3gJedoQROssvf5ZzKaNwknBn5Qd5R9oDhZgLxa6ugqxcPEKwjYdjEBphvqNV5BEZ0WYdD6oY+rClxOMBZDSMwUUHJQx/QWrCnSAjU1WmTic/2LIoXvlx2jQKwJ0MhZkwv7+9vb/d0fnqOyYz9nw+HxHWu4jAccAst5vCRi/jNMItDVh/PR5LPmNZKrg5CoBcT1ksnEndjVOrLxRMLuRKbPPxeu7zJeFruHfNbFkWyzztEufp2PTg7ylXQlTiwMQ5qSkk1Wms/rrsmiN6igjjeBHu7iQz12USH7OfUBiGhSnMU39CxCQqzMqDTZDKWslIFMRk5EmgafOEoLF23+E7KXhTebYK8Y7viUFB6SDrJ+UJPlxX4FAEHjYOCSLzI4NziJEjWxHuM0VxHjyPzSmi5NHogg9YZjX3mYVkgOEjmAKv9wFJjEBmeLVezm2DGRBJNm7ThXmC+QyT0kuPP1fKKOADzw3+XPU8xoQAwOwS+0rMPcLQaQmOA1kg+moeRaXOJBhcaNPuFoMaKVCtDKcFvfRaMk+nmiXmMgaYI4WWWAXUFLNOn5E0vbz8GfCZMw0nGtZVn8cCZ5/Dob5V4XD4MwxJ703XnCDBSQKhfwQFFEr5nAix5BRhRP/ma6iYijIvS1tEvcbWON6LsNk+MhC8214hkbNeJd9HsbqAH2YNVu8IH8m1uCmtNQqZobZIEh3Ku/Rqb9vHgZjwHiRmfWjEEiRCI5qHBhJ+JiwRzdOe8PQSDGC817RVhKWzHfZn8jjTeRWMJnfKvDbHuwkQCjNpuxkMc07M7swGcmtpP0rKHdyUhRxQmggLYhItyudM0gSAQoLLk/fJJDOQvTc6pl4elZOIv1QixLP89OTaHOWdDNGiiIjb0W6oRa8+gB+xode5K4lKyL4/R/Ku1A2tRxqLGxBhNSktUyxSM+uIlYIKisnCDZEiGO6nZFAPO8x8EPmGL61dxGnnPIoT7lZELJxG3Y4CZ+QkkZMb36xykYLYw47BBSzjOSdpQou29/tv1nNB673/8+P7x8/Htu3EtN7Wt7e3X3757e3tTVUR6Wr+FFhfJFTVtr2wDcAAp3o/dXdYDAX8/lIUCLqkxGPRG22VJjiYUgRzNNWmuvoSeI2t4+UCsIhk9L0iJATaqtkNrKq4NSUHFydih7e18odUSBZel4ViHQpYsvBv377t2/bz58+Pj0cErW/3f/nl199+++X+thJRdxJV5WYW296X25e976+z2U+EKJ+1xXlowI/Zb9CVeHjuGl2wwgOpc/zZFJUNAYkJc7CEPMJ3Igl2CnFXjl3j48fPb9++tV/evq53ZqfQquGIgjQEd817BKlWABkZhVDGdASFRJhVGZ5/9WQa8RiRzCklwbFTWjbd0NR3R98Arfu+h/CLfQwyFREVaRpESlQNo2Y9DcTb9vx4dDQxgWjMP9f+kvpyBHGXGmSEfWT73GPncCHRnDEEszgO9xySEzGZKSI0RcYUfTbH36O6rYXsIt66kAdnVHPRTuYBx2sW5iwUQaup+jpQnqACTt2OOXRv2BzRAK6wazMjc1GNIIBa2UOEfe9VgOITIuwArtPy29W6U5viLDaYr0NpxwtrMFfh9ePPJMS58J0vQuWKz01fel0a6IC9mLu5t9ZADG6TZHI+jcz2C7dd5GQVVRUzwwbpceSQnM0ueScwBJi1JXMeYThfrCcX32d4/zM1SzEi67QzaxXkswdmZnqqaoTh+S897rjULioQ0l0G1vM8fS5iLhIaqI5hzOKKa5YjBFdErfs5r/EkBKLzL86JsJMSoOIHJqp9ip+96HLj+Y+LQr1G3pJcmqoSBm794O2MbKODRp/wbAAKI2LfJ9lJHvCYxsgK405VNTeoZjOiySw8Ntt4mJPq1I31amL7lLeJzbZpdEDlZWS0fqVlper1ylR5iiNcvErPJwBon+Vn01QwIdblFZuTa/9sVj7fX7wLJY2rTGIb/xynkRSi+NCRUsYWMjxt2dAYT0KE90C0qS4+fMwiAxKHf+HjZR+B51T8onIBHbop76V9isAWWydYtCzaeKfC3Zh8GOuBJ/fZJ8oZ4iU1czv74ViEK6x0dmKc9OvnheIiWiv9zxxSdk5+uArtLuSZ137qn+kfLm2CmYl+8fzVrnHJIgi+jv5meb+I8MLhqqrLstx/+fJ8br0ngbH3/s//+vs3zjSfZVnu93dpjTmYQll0gXvS5szmGAmb+XIThTMFDTQtX14K8KPMumOwEAe3UVhUm4eTox48XfmLRfJijiwSaOac1BmX5lXamEq/jswdpyBh/tvf/kZB3ez52HrvZm5m//4f/259YxHWpd3f2+03JmqtbduOs+Uro/D/9p8yRVxkMLOC8c9yOT55qAqaMDaLEqNypDBUid7f763pt3/+47vv2ApZl7au99vttixKkJ0QcxvNHwofnr1sqgSkPQRQ6Vgzg4hHkS+iqg23WLQ8S8GqkWWVVtIf9AtmJlPBcE4mqkDZoaE/7Hx8b/ec3pMRce8dGCj8C/819eVg1uakm2lZWvWkh0RYMUjtvUNMIsDqhO/7occo+eb8CJb7LVva5/NodY4vc6UDTcXpNsgvkKO5geThWj1n+uwo4jOUFCOVATGQCPQDAvtxZWHUQ3bh9c70rqq8Z+nOXOEtcJgSgd9cIss6Ucz+mLnYfX9/x3DuUwPyLBdGs0Rbaj3r5O3REQBZh+eq70ukPgmNRt0wh2ioykuOj0zcwLnNdjlZQeNu3s131bV3sJ2WGUGIYxK61wj+qvqdQ9BNJGYVSkFREICOB6UQc7eXLfm8c+T5BKevyy4+/8FzI7BcmHPVHu62LLcq9A2+4/N2O28567rOJN3p2477OFshBd0oL1bMSb16VqujLueX1bzqCR8B5vU8ttbM95FXS+EuxE6JKwYrg4jIwqZvWOUIINY166CRbDD5EHR+Wrbns8QD8HuwRFOhSPmBKg1nb4yOdIA4nroSx/GJ17VBdcg+XHdMfcAxpssCYS/a0z7ppElV97275TH48bHXm1Ws0pJrV7BxXepZhnFq4l535RF/Kzzjk+e35iJOrRpuTjgeawULKwQMeIB772Z9f265urqrgIEvTEHCbsnLK8zfIiLL8ty2iFiyc8zoVmbBndu2lDZmRvsrMXxEl8DmqWlyEnZXa3ycfp1JC0KFn0On9k3pHg8IGH8S9JvN2slKOH+MA787KBPFyXV3i2xnEnFrOldL1e+Ykdu1C8ylw2tHo56f65jutN/JfHEuIJfp/IxxpMykBBFhOYGzKm4TiMMReJfh1tRjEbnd29e3N7xxz+cTQvMff/zz+XyqvKFA//r169vbW4OAjyTBRnkKSnf1CKpDyxxG2xzRgT2GD14fHw60CmKQiGBHDdZaE2FIlmsZnMkK06kgLuGsNQ0eVPijkEgx9cSTSFN4sHlnlta0fX2D4gitf+/94/Hx2O3b94/nj+37z6esX5TUXjo7/32NfkWUnD39s/24ZFLHT/R/ifmDnDGbAlSRgUTkEsEUQvS//9f/0vhN+sNt3/b942P7eDweP36osvJa+PxlWVjwlC1omphZW5IVSiLkEYG5et6p27LatMwKFfR42BHJ3T2T7jyUWIiFJVAEhk9L9On1ScJ+yGhzuLA0RZvDhIWVQS5oy4KgtHQqfxZG/leoy0/8CphIYKRg5r0/Z+hBvWnp8+jRWgMTEJ4bNE2nrJaYy6A+pRkjhOXi0L80y2fm2it07xX7PYN14CZFG2bULkQUogwppjupLuPvCrNAIPn4ARWlf+0N6IjPxVB9hlpty9iKAr16DPu+41cS1Tz68VX0V6P90D+c3ZmzdwQevnnHmh1yr1TK6uXMmZezy3MIVQ8YS0lap+s5XXmPIbr1yrNET9Q9KHzqofIraUdeoGPnTlVcNrDzsJhmz+ushMltdeoB4wrP32ruqM0z8QmN0jkDCNMvv20PMKH3fdfWfLBBC784Q+Kq7Jhr9+N4MFg5dTmYqShgYEt9auefF/3jCTxzi0+FCzlxdNtmSAMR0SDZz1YQRxYPsk6lXBuyLFQIXgryyMK3Kk6ibnZg6YbALGAFxsepwzM8pVCXekrVUow8smDH+Tw4PBAnDimV9U5yUC/rqZm5T69dydl91ZZDDI3LkmmOgD+SWY/z0nSSjcEdjnt9zucalatnhF3aXKqVECQswdcabn4j3J3I933nKTi5ThfMd7v1fds2UDWM9tg4SZWkIpgvzdSs7LsfsMs2N4NfoK7MrOM4KkzcGk8EkihY5DiHnPNxYekTFxbK03VKD5BG1RYCH2VuwQxxPAV57/aaTjCtfvoCkuJZaRBnLups3Kz5zyt3tersOWXpdcA1l+Dzs/Ha/aWRw/raH+WXf/Iuk87j33GR6JU/G2GHdY/Z2YWFGANhcY/wLizvbzd6u/366xf3f3X3H3/Yx8fj+Xz+/fmfqrqu63K/3e+3jHJcGqYaI6AMx2dPXa8QB08y/UYTY0VElGgInVP0EN2CGVQlj6ApXJam/JMEp7ZlngPPe32KSOPcG3Inm3M/qgihoGiq5j5UVZBSCFOwypcvX27Bv/zLv/3s9LT/+LmhJOFXguHlln2KFqiAvFec+afJnaVj/G/4LZ8bSZkyOQUxckP8yETa5PH8uLMBgLqotl++fP31l3Dv+2Y99r3vvf/8+GF/uIeL6rKs63oTVRbp5ktrTOyWZMMgVkkXxeP5TPstHuMp58TNhaGEPJqhqJ5rHA39iY/2Ss3BaACC2Xluk3k4QRnPw9dyzKLRUfqEKvGXqMsfj8dc+8LgXLvd3n0wv5lYWRqFsYi2lYg8umoTQY+ZhpiPJg7JabWdX9HqtXz66I9Vqdbo4wbTERRcwyKc+31ozWFfSjsdgMaiHPm8cSjPA01U0r33P/74o+rjt7d7a2t9TQ0cVXXbtopongUqoBnO3xlN1qq8Zyteaw38lrm8ruLsUKRMFjoU/TZ8/fO1qoSUEuFc6AFzK2hWRMy9qBlpN7QQB90WdJosbUlhDjY3d8MU5fnsy9JE2NyXZZ1zkS7dZZ82yxkFgE3UbC9D7czQfB1TXLbwHEG0VlgAWGZP2pJzJNO8BZZRYbrpFsEj7MaXpT23vS3rjEYuZdQ1NG6K05qcaAnIr2lGk4Vlgrj55yGsFTMU002M6ZhxSqQiv8B3gWivZ6aUuMJySps6YgRG79AJRsyYGYszX7UdZzao5HvvIiTcoDzhHJonJiANYzicIOOdMrs0GC18VqibzYJIl2XBK5MR8cIsg+kxKI0E1pjxpKCAOA0cmO3ZdQyyLqdZXId935f2Nj8JF4Tl5RCY9UEkC6zK6HFeEhxX8kybvdgKmZo96NnyD485qWrkpunY/I6ctX3f+/Z0N99NRFxZOHgcqACcDlT2BQXPbL101Y5dPw3ickbN4JOXEDwiYBuYB8pz/aGqCLksBdEY6lRfoM+HkMvMqpTUNFZXB/KVSEVU9bnbpUlR55ZsOU98lZkSmAMo80/1J3PtXoVydUZq+HDJhShwbQ06LsOEWiHHemWvyR5lxLo0aKsxOVX2s9iGImgOAGGS3juq0pQmY9d2Bwjhy5f266/viBX7eDy2bfvx4/fffzfIYL58+YJ/EVUhrSchJ8PC7HXjYkyMvSBpadxmSennONizSHdYM4+Fa06drMHg/D6CCYOnN9cfn0YZyquuNeIgIu+bE8FSAj4sSZ5Vx5EIZpWcDIFaIsKsEv0kjLjkTP33AMTRD6iVlri46Odh5jHYOfdoPv3mYyDJBxoAfm7iYiQwc2NemMN93zcls9g0OdaCE5uq3Fqj+y2EidjMt33fd3s8Ht++/WODp6i1L1++LMsiQsoijHmIaBMRuek6BCRXrSxl7uwIqIpg1hrIZ6clF8MobFcN2bJQ4TZPC2Pwd9Oy5xl5eNCTmKvq+2vV5bhVKIlA8p8LONG1Lcs444oPMIVhz2NjsB3AgRahC4bMInkgkSmTkzz6mPlWQVk16OsGUGdl9K2zsJiMI1Xyjq5MDMEr1RfP68Kccwm3AQxD4xtWiE/M5Cxcpdqw931f17W0Ivhgh37d/fl84pt/fHyUvqXK9Ofzua5rCShxIzxxaYXd1Rrsjry3YynB/TpIWJNqYpYYYZvHBrMsC8uhnrzMiLE9mDsTl9aNVRRlOhOLeOe++7Is5rGuinyZ5/NDVdqioifR89zUrBd1hs+cVrFxyKmDzRwBOG+xpdS/VKVVK9fePPfUSw9Ycup5xFxH/zm946zrkKlbTDUQr613LtFogvtO1BmIOI5ijiKpvhfL6VkCRBcwHHNqii+SnpH5dUmX8Mx0jHQtUlDTFWooGa9DkIzE3HRi0EjxoERBUgW2AypYIVh4o+s59DAQeQ8hb0T3abKJXXz6x8PzBfQrynA81QnPuAjMRmt5nS0ZzLyu+dTd7+tu++WBrHor1UcZWOZ1xJ2QMk0Ej8FEg0W5O2UY4wOXHrrWKxHpw7Q6nzZRjozzj9VxqGrFspqYdVFhVeSbLuvNrZuYJNUx3J09FOWCNh9dkpxGJDuc5xgdFOiSsBU/niuvpy6mKAWau92o0fFp+25ExzEb8NnTbO0zncBM1mrt1KyBJINGUo/IevK7XxrJFHQWE74uO9emwHTX5nnsjPGd5Wfza1i9ldleMlIn5TIlIyKRZXogdVIkhplJWNrKK8tZ+MzAjfMcWOZFJrorc2UOnNiWFMIkq4SbeV9XWW5f3N/MbO996/u+79++fauVbVmW2+3WWrvdbugueYSwBnmKiYEQCOIm7tYjzFJ44zCaUBbSbh5BwgLQCD4YFFmznCnMLwqiqviTzllGRp4HdJmQCrh9uAUHAawOTD47Zj7QSQqiEVlsvHqjf31qSM0j9/yt5M9gcHTYhCGgjWnoNPL+/oRZTleRvYhY1ABKquY8sMLEHkEhTrFbdzp82RyO4dG6rmIb9aGY9di6WZAK7fGk1G+rqtx1ub8tX7++4bjWu/38+ex9fzw+ELSyaluWZb0trWGho0vOTD69KqBgIOacQGMjdnNn7vtoS0WpQ0vYFgNv5VP/0WetAf69dxe6jovnrf+vVZejasS7MUcQ419URZcFjZRs/AyhmUWoLjD65EyedVB1aRQltWR7+GBJjPUzovDDXvRc5hBYvQkFv5yS9o72rc1tkvnVyuUm1cnZZitkBzGLKLqAVcYV/vx+v5vZtm2tZbbIZVKJYQ121vJs4eOhj3520ObngRenZBWzWhGXfQZRw0+Wmj0u75qfyLuU+cM8CKOU1HDshY7frePWXKS6exOtFPqZgz7WdxI+/J+ZNCmY1oewMBDLovc3rZfnl19/w62kEUtUt6ymyTjGmO24s5T5AhhBHqX5tiGcVWfvb22cc4f4dRqD4qMu4Mg1mtzAA7LWR77dvBdWnGSVAeN3dciJT3LSeVBee/BFFzuT246R5GW+mQaqYzJz4S7z5ALLr3vZDI57SsIcqlwBium7Pacbup9folFNtpbiTk4irkwVv9Sx6kh6B2N7VlSTXof+E1UysvvK8+tTp1OUpoJZWxaP3MY3mH1F46kWwNpAb2w6XVX2oBCW200uR/3ZXX1po15SC17FCDFZS1pb4HostXpJUC55q/M7iI+BQx0zLymDngcd9bSM94gJLo6IiFhjgKs9zID2w/fHn0qKf6ZNYb4oSds4J3nlKPKYTA6c43gByK6ueioaZohcJdTASx+DzZdh/Vl+LaMQT1Fuaf3Hg97rqp99tx4eTsLaLq8eFpz0Ar3MnS7+jemwcdI659SC+EA3Hq/qOKamRSfCahDByNvCBfJzoTbfekjrq5GUbXjhObt0gl/zRCLO0Q2fDXazHXnsKR/j8WMR7W6qeru1262ZrSTL4/GAZ/TxeGBWvK7r+/v729vbl/e3pSkCEyLCPJMb0KQhZlIWliDq3WRQFkpr7gRCrc9iyJM0UQSqUdymOglPhJMUlM9x8TUkL+0fU3iaQYc8MgN2glmC0qU0pV/LK6L3ZL2tmLlI3QhdrIeDjzlVmf8nUcpLdnWxu2rdyLl/rvYosTjZqzTm2/kb1FpblEQ9rLfWmFhamJn3nZuMA0wnDDM8F6WltbUtGGWns7zvfd+ez+c///m9Jqu32+39/R0ntAyUQGSQezdrwqqtqbq5mUtrZgauq2qjmNcKlJTCiAeKecsrhMORKs4sROoQ/uW2638RePkndXlrEK6QqlT/6ehepJPQGYd5/AqzMDvVhPtzeda8UF4EuLWU1FJVy2XtVYeIk8iTKSs0XpsM6jxrMF7Vkyh5Zwtgyejd99YaCDO9dyInim174Ol06+GeMKYI1OKoF5dlcbNuNn/PeVpXpWq6yyNAMb9oH2ftXbV1L1rqy4R0Et9HpfdNYusj5HruuV76rzHIz4nvEIFj+/hduk76Lt0FFRINjz2hVwk/BvlIe+9QEh+x4Y5zNRPR9nwIk0f0nGmAwWKjYuRlaXJy7aPsG3vhi5e/NAa1IdUg+1P2gtBRcs2an/Hd2kWiPGrZDIqbs0Jf19w5/c4mN8WrkSgXqhdRzVwyvv7Zk+B1qibPUSmpOrGeLq4CLqC9NFWag8EHH0j5rY+XCKXSYH0Qfssir467G6DyEJYJC3CKxXNHcx31H9CkHfc6jh0a/DoWGWr1lBuBPHLQXkD4irkDCp4JzaOJOhun0whBCjVQOgQbwawy2tJz1/ZVRTaK1FrvcNzVSWsedS4ioldP4RwfVhqVyaxyzI5KxBUvAj9WSSf8WOjub29B9Ny2fdvyYINihEG8ZSKSODr6syakFosxRWcRkkNp45+b3i5Sb0b5ItM708fBGFdGR9e8DupxiJVHAsYlwPw1z2UeCZ6QRO550A1iyjg2JrK+M8tc98wv2pzAdWmXnnYxv9o3LwSki0mUzmJ35xOa6eI8UZbZbKqqpCfb6Mjgk3NbNytwDpcRyZTuhkw3dzwGRjv+NsRs3ttSzCFhcYrbbb3fbxFfYTDuvT+f27Y/n9vjn9/+gRCA2/2GVvq6rqICvrr+tYoAACAASURBVK2HN3yqiDZWa2C4PDE/LoODDiOu5hqV/Caf7uwMzqoVf+RwzIuew2xQU808/0tYWPZNIGUZ03lAX2GHd4joienc4Lg85FNAz+cBfHVCnn6RL1qp/xngJab4BHJPAikPGEtRXmIQcjkovLOIuXvfljAmemw7qwaxqCaP9YhGBvUfJTK4/M66sAcrLaq0KvNbRLj1bt3N990j/PnYfv58HG+BcBv5U8ytm2/bluuJmaoua3N381BKd2HQ/KijNDIvzm4gBiCN/4eijQB9yvUhFxeKv2JdLtKm+V2mVIw4BiLfiPGrLqQUxNDCMo6qV50W3pmiegldEVQXrdUpqXHUUtX49JGDyC8e+cR6TK7BC0RltCTUDHpTvPwyxQduVT+h/72ua1Xe27b50C2U3GpOkZwlg3PxVwPruSCufPI6ilx8TpeIxyqyL4qUafeiaUUgOej7rNoc8NfROvJxwDiGsF4Vb3rUCg6Q4V4vtL75NrlviGpH6qdIEAfAC9rAQwsZUt8gaqo9gsZ1cA5V5SPA72DtibCbaV2NUZnlLNGtqcQLDmU+gcwP24whP8bTk8xgJm9cgA9A9xxsIpKgsPCgg1tycZRedv2LUznrkekjAUFy6LeHhvjyBw+j6qTUQ6l4OdaObUzLkotvWGKbQ8OaEslMSKLTxMCG0N9KcQ2EAkurzwoEam6XjB25oTMnB0n/dJawCKcEe+e5nRFbgjLSZXiFUNyBDhZHClNVNoRe5MguxRYkqqqExptDAWvm7ob4lUMtcO6MlpF99tVcSsOxwthow+PKR5UI5CQiQrxoIyJuo5dGwcLOx4jvMiYeB1cIJIg5pXQkFRU5K+mTji6THs/dtTVtGTlse8rk+t4by7Is7J1hdvMARK3ighgC/zNN4vJOufeqh8qHcPhDlGuokIfrFEODNzqLreO1dglyelHl0kuw4qtCd0xdoKGYuxiO27XvfV3V7BOK7mVNuyimzu8y/TdewMu6cTH8HYrhqeab/9753F6qqrO/MMZ7I3OrC/Zj5lB1JQwGx2xPcC4nkJRoxD65zZtVmBkvDZF5+Aitybre397u8Gqbx+Px/Pnz5+9/fLd/fnP39/cv63pDMxWpHTn0EvEOgI8aQipzSRmoH2JC8g3FRZ0/e5AuCAo/+4JwW6cpyhFVS+6kI+qbjoVXiJTYYaDEEI6SEstxvYMXifn/gdPC/40l9Boa+ppvff7mV+8KdDhBBMANTTgUkCmJmaURUwSjLHZmMwJwFCPNQ6BlDtt1jWjMer3CHh7kiiwoFSJ6fzumT9A7oR35x+MBMVLT9f39/X6/gwvSUoXrLLy0RSyGru+wyUWQtvwLxVOmO4Flj2wGlmqIYA2kP7sv/+/X5Zd02EvgcGq1MlPOkTo4AgXIneYGTD2XtQNx0MUGN3dc5nq6bEZzOvo87q8vqCLVz2SJ1xcMm1nRsmcoFTOLkntnUJOEiKLb5tHDLMiQ7oYavT7t/X4vB/06vhtqzYuXxSc3OrD5+BlnXsdre2a6Mly7ZElczuu7IGJzBGVnLA6+Z1sWIiu1TF2HTwRw00ed65VLZTkDKNZ1NetErprWzwiocsW9//jxcV/v+75DHFWDWvzsZna73bb9YdbxR7ZtiyEshlIC8Mf5s1VPBX98Hw7UWa1e6zhGnJe+4GU5vAiTzgMfkDQJNJ4REDM4lcTB/DqsnJ/8i7DqJFsk5GcxHapr+pRD/ymIZv6JWmujaX20EsuvWZGrZgf50Y+dfvTc0NXwPEwaH9ko5a9A7cXMZEDzoVomJnHPfABmUm2bneY5n+p6j/Sxy0ZLgAIcO1zSikiqAhPWw9ZFh1c4c7RY+UTcSxMLuKiDq13/wyOpCcfadqnFZ6hfnd9632vGAtk38FOtKaQXaEnUaf9gRvExysdRqpTKQ5Z2Ui713lkxc0K4aZ9PFIF0n0Owjp03pfCtte25HT7R3rX3+aGqd2cclnqkZD/GuTxGyuk8FzpgGofthBkytONtDbnUNMPlm9/tMvcfVU5m6zgFrHu1Io6zMb9YmSXVx7Oyy49mxJhdXGum0onNS/Tr3l8v358pEy7N1FlXWa2iGfH2iUU76EJ+hI5lmsHWJ/dikk5O7tq4c6w3kJc8lIET5yVywsxByqIqziGqUdtWEObGEHArK8ovXMzefdu2bdt/fP/4/dv3dV1V5Xa73e8rdMYUsSNYAIcBcxsCpPlS140oqvL8ir3Sb2oHhNBx3iCH4wXVuJq7WxxWB0jOmUOg5RvMgGTGfn64Gp+TLn3DT0Er8zn/fwRALMVRLn18fZDy+QmcLjJdMVfbYKcIRwAoxqGMhFgBXDWy3cISqYr0DHCjwAKkwuHOTXzYThAQuvleWom5PlEWud1qIGPh+77vnXrv3/74Dg+SiKxru91uzLz3/qbLWNZ4+FsILhSoc1VpBCenG76ArYFPnEvlaOPKX0Vifq3LnZEsRxGx+x4U2tTZjUxUjFZdVus9JAi2y+jCIiQeXoPisQ7CjjYZroe+PA/EiBoXgdNYuZEjc5X2bV/X1dwkw8BERB7bTwChwRksOVpW50oRLqr73pm0LDXMyizEgodJgiPMugGgrqqeoG/pe2dSlRWwEeGc0zEps603RXBSy8qAHfu8GSyiszTc3bH3l1fMzPYdzYBWi/LgxCebkMoTxxQRbUkNuor4YGaXE1cmmUEtYcvSzGzbnvf7mmma1hdZiDTrFVhJLEolvCyrB8Yjrqx49NHFNDdlFVYzcnfRBEQzRe87kSsL+c7Ixdiey7rs1lWo//z59vb28+PhfesRy3r7+fPn7Xa73W8fHx+4jCzUew/y1lhEn899WZbbbQXXjWhRbb33tt62baMgRcZ1OEvadtdlIY9FoFSx4dZXZNgrMU758+GGPCCDxtqxbZu2Nfdszk5TlhRZOzqDYjm2K3CBWmukQk462htzu316Eg6j2GVxL7H0UQpkQRxVtF12prKFFXmaxsLGLGHIViTNSbcYb0RxMGfiON64O3kluo20FacRvE4HSnHUjvVT9N4zDVekuoiiTacTUY8QoQnB7rN/bvSzGyodnHaW4WODi0gpakqmqqPFkoWUsggTuG5gD0REnwTuy0q2Hx5cVe2RUWKqar7N0hThgxUALQCMoXu3AW1UIjLfkHnMIhSmjYVbgSN6tyAYZDmKKEehS8Ocl3gkqbkLKxByNEAS7s4URHboZGoAyBzWq8ffNz+wRcSOaZckoOnHzx9B8f7+hZn7bqrt/f1X1eXxeICN81P+4Ai3jiwnuMfEuibhp6cXR4QiiNWG6lOkBQXE3gU6EV1iSmyt8ClwnEbJLnFoSHsO5SjCryGL4abCqqoq+S7kkSDAyycfLYPIEJk0aCD5jpyEwxkzMBSv7oBtO8xmRGRWlZNM6og8nl38ndO5y1K2xhPOdWqWhp8aGXNNkxMn3iMYyayomBsLZrZQn19osGbmllMjJtqt9NA5JEHAsEgIkaasK8yOWUqQixBUUdwJ21mnDJqFSsnzQgh5Fuujux9NhfBWRufxmnATvqvqPZz2vX98PH58//j42f/z3/8/TGmW5fbl69cvX77e73dz2vcdMiXsp1t/ICISXf2FOSL22CSEVZSpu0Wwdzesq6SsIY2QyZ7NQeytYZTGsKVWzqFGI0/9XoDKRUS977YbSxPm6F2M2EODKU2Z47k6m+yRB0DIyEvSecw2AyKdR23zUarEgRUO0EbIWmbBNN1sqFvNq5PNzBRCEZ27UrS+sLYeTUl5j+6+8cbqi/mN4k4ULAtxIFuMG8qA6Lu03E0BjBrcSRYRtE/IMsBARDycNSulMLwdjpoYLxHcO6ikW0hr7ettcXf65QueW/Qcf/zjG0IPmHVd1/vb27quEuxMIsqSqEcVNfOQhiGpWQf9ryrvJeeafIhjKT0ef0Uey4xAnnt1EbFoi26ZdkmxiBK7sHCGvfCkoONL6/3SFX7145fiZQ5hmQ+mrS1M6ULD0DsCG1ZvrTmUriQUMgIsNcOqI9zNwd9Mm0Wuxp5R0aHaVCs1+iA6Zcu5tZgg+RfZenmxS1I8N6KqL3LWpRxNFCg/5v6omTXVMNcR6zBro+cPUAky5ex0N5CJsJll3rhMEPQ44sdFuNuOd2/uvx6RGR7dTHUhDrNOFH3beu9tkfv93nvniAjT1ojp+XzCIhlB+77f73f3NYjQt0M75H6/z6SLQcLSdeXRSscZJxExz+ezsDbCrLpQZLJs1Qd1p4quUBfnymmeTEIicrvdusWr7LtAPTzduyoOLqPVerBnnMv4v/EqYz2N5uchlUcpMS7pWieRQ8S+71heo9KcsrcSOBXnwVhsfgdnNPKY8+KnFgRY4kbgMpiZil4kZ3HCK50Wh0tLWM4GnYtwn5kJ/v3p6+cDzJypieFJHSdGgoynLv2sGauZ+Pbc64OpKLIwmYSC3aII4vMIwoZMDsfX8GjaKmDFB0Cd4sA6ITY4aaQpO0G4gdVofmAcT9cEvGkE7x2TCgZowcphXdZbPJrdzLYNYrF6eOiA7oeofPnyJUZJ0ZoMfl98+fJOxI/Hg80lqPcN+Dp3F5Ug9iAVCYI7H208hnQeh/EpdTKGTjRtmufAiSNCdTx1NCxqeRSNFydS2X+FP8G617Ci3tH5sZkMuDkaGZP5M8khoun6Z6TqiVN50tigwhhf5q90iONXfIjkX47fJzm7pHEQCdPzw/86BKhP21rzuCrvT18/bJGvgPD8Tz9txiNxneryHv2yc9ApaCfVsj0WWJbW2q+//vrly9etm7s/Hs/n8/l4PP/+9//8xz/+0VoDKlub3G4NXt1lvfXeg8nddeiKlwS8eBBpS+Ll6OESVXR8ag4d08vMq6LwsMHYhKiyDbt4rgpHbUdMyp32o503KWCZWVjng9mAFHFqvNKJla0EfLZ5gHO5dP+92GmsXeNWAukN3TiGtHzyLPkU2IyuSmtNlElCFADBUFHP7Agi5fmzNV2Yj5tYN7deolK3HjBionknvToiVM3QjeWx4CgRvb3d8R0ej2dQdNsef/zsiFBQWdb1drup6r7F27rMzuai9NSh+fKe/nV5LHi3i6P3apg7fEjDk5T57Wa2dwocVH3ExZAyiaYRCk/WDIitgL3Xi15fcyD8nJxCiCl431JVsixoMbMbmbkqqqgZJnBwJyIbYzwCPtnCOcb+re1C125Nqk1SWvmauM3g6lmaPAtGC6g3VwBHOV4Ty2PPDiZu1aFk+DM6weFOpUUJEXRy2T3CTJSQLJDxK27pwlIZ7AKml7MmXoYDAkCnMgiZuua7Rx9VSBeR9y93wB/u93Xbtt5dmCDHRytaRPq2M6tIezyfQdvtdouI5/NZLx4Q7/f7vffN3Vtbx4EQ8eC4REwtKVqT8IajO6SiIhpCNrKCRZu7oxszDD2HPlhV4Wg813D8aqOcqS/0EoQ0y65mXfK8KL+Wwp+o889YIZbDkv867X0VxWLUN1DBjN4SvgFxeE6uD2p+iVJwilNu4TTKytZanYeJOVTVgufn9jMU0tVFVz/1q3nrRas9wqTPzt0J52wXM8CMLXL3HJGXrYmGm6yMYsxB1BFxUvqTBHeUjGFONmdm3q1HjyaYSJAHJ/C00pKILGpVzC5pwmr4avu+ejfzto5/hco166rKtU3gI/4rbe1gzpNH8Hq/JVpReGZAgbWyrOuATXFItNbMij7ub2837QB6Lvv2FNn63jFuQqefuOl40XBJLoOOyu0rsNVICkZ872x2P5Usw4o3yW/GWza9VjI6oPJa4J4fs9QduccRysuItbESL8xGHRyxLkXJK8t89nT+mXvvIpWs/jSOspfj+nHOJyGSWoMrc+BVa/7q+BeRmA5487BUp7TzC5yKJgb/qg07ME/vXR1QB9gnLn9wcmOjXJ4CsMI5SCREpC2yLLf11oR/I6J9773bt9+//f77999//+YR2rS19v5+/+233263N7NOEoGlKiL2zk1VKdx63yMMEaHpeznJG9CyiYheLRIVwovEaLQNRj7Onglu5vHzeowhAGrii1rm6gJN3XwUGoGvHUaKiwzy9bH5NJmoyvE05o9zb0Y74C8coFKfVJfExBzCrByiQiLYPSJImlAESwiTU8AKMkcyEcfcXqQ42ZcroBoVDoYws+Ht8nOhEKfJ5oQXrbXFzN7f30dZQaK67/vHx8fHj5+//+OfWMF+/fUroJyQp9d3qCrr8lSfKcN/pbqcB+MQ3AzAFOhoaeA41QH53vcnOnMRlSVxOIGOcsQcm9DCQi9B1lXQXNArc5euxCH1Zfi0vXf0M1prIg2nPuCZI3zkcqcc8myngMyGKKoMopJ5jeZfYlvMOxPPdXa5Nuey6aA15dIcr4HPZ4x0TFqFmNl3IrLvG2ZGZibJIMM+BL+cJ8KDmSg0ywa0PWJZcBHyrzB3GoGgYFyMoL488B/1lgd48HVYAkLxuW2t6bI0Im+at3ffd/hiRXjbNuhRhOjxeNzWW1sWjyCPdV2f2xNVPtQjdWfN7Pl83t7e9m0nCWYh4ecQo5NqEK1rO1IVCUYR57bgyfK01F8DHevwM/sQmFmb1u1Ae2AunWeS/cV3X+20CV554LHjTLyZBC30knV6Mgqdei0ZlHstGi6F70HCsc7swMgSpCzRMUdamgZA1zxG33m4jUPNwuYhngQeYiZnJj0KcbZ0KUwl7CkqhaYN6VK7zNODyzGjNnU6LCU+gtax6vRZpnVOhZSLW+CakPVCuJv90/VhtOllpndhVJdRpBp1dbtba4MsgXIcx4HLq00zq26eNiQ7YxBB0RVKbElixYIcpknWtg5ntnsQM95BFZHWZAoEk2nYlU5bIxt7KgP3iayfotPcbvf77c3MHh8fz+fDiLtBSSLMJKLZ/K8XwTzIQwJ4TAlY7VyOY1UBNj5NY0Gu65wpQS1f5NEIJGbSmSE4o7qY2eL1pMqDGQUKe9J1a+WHrkpEiLT7dmlnnh+tw30xTAunx2YARs+0kHl9eBmjnSr5MwM+Ilgk7CRGvwYtjQNtDZMvDpPDgOFXQM1l9OdRSXoTwIqimOIX2fRcD0VC+QIRBXMOVFCEd1be+4YQmYhYVm2LrOu//e23f9n7vnX7/vPj4/n49v3Ht+8/1nVdl+V+u73d72tbKEhkDafuHiSy3D16YhgZDGwq0A+N9JN8Y6CMtXrRjIi2bR8xU6GNlYTzuBgeYRhT1XSDS843ApH42uouqsKAJqawKq+ex+Vlv7CDPs0TPS413I7DxH8pjWhkOwRB9iXO5B4SxBnsxLv7EhyZB2MWpBAdMRHpYKAHQs/zJx6tDIwbqsNh3Yao/dqtf52CJl1n7GrluB8cRR8CY44I75tEfH27/fJ+R+XPzM993/ftx/fvPygxX3ASq6iHrUOyW99qZtz9FX2fOUXFhjcSp4lIW3Mz1LAxTocy9RjyziXZZlq5PMi9k6mojxQY4VSjrreVgmZTiLsDaPrptloDuyL4EpEoIuE0ostEfs3NaXrTChSzLAvEeiLCIapp8pvpZsTuZkxS2r7Si8+NwMsjuyxLKpalaG6XR1xLfzJ33+fSa2RMINjYsqGEaVfLniKzLE36vrmRqDJSsokjXER3tPoSCcWUfXTsqokgXZaFKUtYUa4afVmWx+Ph3Zal3W4LjPvr0mqfW9cMXRMVqFMIj8jKbrYst967mbemb/d3Vf3x48eXL19SazvqznW5ucftdjNDZ1dVF6AbmIRwETCJd8LW0pYbH8gFsbDLzPpAJQrv+2Nuu3brRIS+PlCVLO0ylZ4bkCp8cbu+KjrOkX4n4NenJLV5uZ8rvPHFn6AnLltmvoyi4S4SRNZ7H5u+BI35EnuxO06dS+JBpTveetvLHiqcCRoyZ3xcuiZ/5lGeJ+/zueVSqGFUfRh5aTZ1HRt/RS3WJ8nVYHjII8Ulk4QCcmcqHr/gMHa8iSNCbo5bn9ucioUAeXgqJW7BpRNOIkrhdqv/ewxScrqF5JHRSHejCMWEx9zMKUgVkHFcVUGQhzuX9zSjQDHdG8/mtm3W020CH0gNf9xp74DuZ0t73zd3xybL0oSaRwgFMDLSoq23277ve3cHIW0z996tmwtRG71/VlVuzttQbYQwIw79AFaKXlx60xuRj1rdserKosLLk9ikWpnPwGNjbhfGfGUADwTJ3OvFFJR7z2lJ01N7T4oSnURlSdw2HZ9+lhpJ00unfOaEKItPtsW5vznkFDGJfMY5qmkjjYiMIi6BxMyHETY6HIozCPXoAkyvV72wr6OG+t3TbwV92mWf1h8BBiuzm0bTB2kALOAF+YAysTALkQi1Vd7ud2f517/9BkfyY3t+fHw8n/vvf/z+X3//u7AurS1tWZfl9rau621ZFuI1sv0UCO2UM3+C81OXr9EvCu/0f4pEMOJtpyPS4H7WE3n+8T38lRH3auu/mLvmXtufaaVeZj51zICChTxMRYd8J43etqdM3tONQgKQl3UVsuC9B67GIupM3jtFkHITJQJbokpqTzcnhQh8a1FMsDgKLfw/v6CrX5tEhCSr8RYsyyLClvV6SAkrQBvLYVg0FlJiovblLeJez/DI0qYIi6B9Ei6euEZ/wbq8xKm1BVZbcca75t3yHOI2ETdjpb33bGmToVZ2NxGMlL3SB92tNeUDuOARIU0tHKMyVqEiXglLUxFRpinjQ1klaQDomDr3bn130dPgZhKltO35aMsCvl5NcCITeVItWho7NIOHu9SWkehuZgj1/Pj4wKlgXVdYUcuQamaqCzgk0GPMAOASTxdeYN8Ni/m6rlBpE5H5TkSNm5vR5Agx88LCjFha771rKDr927a9vb2ZWcImRGKURzWamKnJ0/mBSsGS9RCQt8q9d6wluDJ4Q/Dj731XVVEByg228Wfvqrpq633Hjwk9+oy2yB/HoaxQQG/WdaWQ+gB7mDC7mTAYLyOYZmSS973Xk3lx3qD43rYN8w1k1+Fj19msVFj4WYqeMa4VzUnsHHRpleHtqHhXyOXnSchrHtCx0I8OUNmgyyt2kdZc9LiVw8pEOUBg+P+OCQCS54kFp+gpeCTDHVEWV9EzS9cgJgHD+FXse+Eq1M9b4ItLhV2yxflg41OfG4OaT/vc1UqEW3cqevJtncXrdaQc6aTwUWUgrvl4SiNE0p9df3ZGmrbWeKjGa8XDB0aPumrBoZqRlJlMNZPZ0E6MXM3Cue6WIDkeAPjz3KwyOPTSEx0vbG6Wh6RnPk8yzfEFKesaOi4RxgG/7OMQ77bW1uXOzHvftu25PZ9934R5WRbrO7kzsYr0CFYJT5GqUc8Z3xCTuEcNyi8JZfghlhFxOpJNTz6QasTML0LGoCCbnY6D4hzmUMyWONITIzNwvN5WYfILHWWKpwWpJKU7NNVe6GIERU108dhkd+mozkPO8M25IyBSLthT+GgaGM7jpvnsUa8kahpJwP/kWhbRJoNuTq9sKNzfV4rrfOKd/SH1Tk0odzRsHa3zi9qTmbe9J+mViMMJHVoLJvZgFmdmC2eS+6Jv6y8QNe37/vj5/Pj4+Pnz+8+Pff+vrm15e3v/9ddfRWTRFZk1zEZslSXMB78os7pklNoeESTd8lCat5FZJXmpQkwi5vneqqj7CWUYZ1BbdQDnRM9PhxKvKNvP2bgvhTtxDLWYMycqtMzN0IDARe0BeKqAJS+diIy54WKGWY8IAiSRw7m7r6uWjYcI4JexP1JUCluc//m0JXQ51OXKTAb1Go5OmBjhV6COE2aVydCv7B5C40x7Fv1WquOc+DEn29D/FAb//6Lvc+5MT+myxMzWLU33YyqaM2nLg37QWWAaJzWhfuaKKIC3e7xipz6VZ52GwtNXZn3DEuTMMRcQUD2ooLnVmZQorG8x4haZSyh2PgeTECXPe6Y31raNk8xlzlKbB+okeDLmoT++8vl84u9qrT2fTxTlve/LstTEMTlBMSWBuVvv2FnHexJQ0eBmtSa9b4iI2vedp62iLAGo7Ldtezweb1++5o9WN3q8fsLi4d5PETn3+3u3HhGsGu5KrdTO5CHSipXrwqxKwTmVHEJeYQ4PEdWmaH4nKMNMuGV4FY7LFE4OsWzBPVSEGBuJreuCIkyYRKVTcK7GBJ360m5455GKOtaXIGLkhJ9aaOOGjh6qzcE05FeEKL4Ypy/MNy4gy0uqH51I2EO9NBo5renoDQ2vHJ40QBWxJWAzZ2ayHiGAB4ogDk0gBxpskdGKmSxK1bl0H9A6Z5YMRByd2dch1fwj+Dn/aO6u1btQ60Z8HttxCl4Jczrz++euXtV5VYliv0KBjpx5SeS+EKGFE8ykkso0/AoFwWWBLeysfHFODDn1vovjeFOGMx8yG0rwMf6zNCYBgVDy6vo411386+XGHswyyWBND/QYedrzjnjdoY3hBJ/3T/NfZ54gPmp+eN/H8cnhK00LxxjYNz0QtMv69v7+huy/vj/zYUZLzCzcBp8es2/J8YvSWCs1XqrDmRNabpbZQTjZ2b3e0On1cSI2292ZZK3D0lwhTYoXmp/ZqcBqRI4X+BI1dewdg+Z2gUge+457ENKOJSiQf0lMnBHLcM8O2CkFRhnlsVaRZGxP6qzaxWZQ4yUQ/oLBvmx8rwOxyxRrhA4glP7owtQ5vG6BnucJU3eAD37l+YXOJ39IMo6zd6SRF3JD4LQzApDJvZOTsv/yvvzyvu5/ezfzvdtz2x6P/R//9V9EwsTrsr7d32+rtJa77TR4ROc7mMSDiZtosCxEPtRSgXEV5SoneD09SEXh5RySjate/OrkeRkmXDgZn5h//uSLLxIXhDb8WUu+mtc+sudqLMJuEqTB33//4z+E7+r3Rd/WpS2rSAOfSrU9N6jwJdtKka237KmaNdYX6/PJ83r1Rw390kCepzxtNB2issYpYtW5RJneqQy2YDdLdQ6zqJhZWIe0wfuuuuDPFvuc/jL/fNIvn5cMOkcTk0fAzjMCaaOCkgAAIABJREFUg0WEBTh4RtFLXIYWePgC7QaeBv3znOjC+7vYbs5eOqra3T0GRcQTrMsVlRI8tlKUvyKiKr1vfd+XRYXY+p6i8HWNiG4eWh/D54HUiGXpaGPPI/v7/V69E56iPdB87f1gmV9WSZoShbIbZxbuwuzeb+sSERyYQ0UqOOXoiFzMSe6uxE1b7z26SZCZdwt2fB4KDxYdBwNgo3TfQdxbvnxZrSZ3Q4FQDWNhsQGmrFWbBpG672DYqZnBMpYbzBR5IzpqTRqcOOa25JvmQaCyVOuaz4JsYRWWkHx7UYAO51400d16XdUSlE+pkHwWSl5Tq3yqs+tAhd81M5aYa0FledUl13GltQbx1Wwqn/2gV+PE+ID5n+aX2l2ILoO8i9DcjZDeQyTEQw7OA0RF+pL/DQVCat+BNSjv8vj+ArDdZbOYz5yvOer0EghQG/+r9Pwioam+6adqonnnu+iCqjMNCUOhUXMuN8Ly6ngMUUo925qR7yTEOrJIzMzNFCKqseU4CFQiRREmCg/iTB8uQBsqApo5IfQSJiJwQCY9kHFaqHgGgp2OuZUrseSnZm5GGQ0b3fZX9NDkI0fLrV/cEcMcL0NZh0I+xm7dkSu13tq6aER8//4dNzLb2OxYhR1UG4wdYE4AKpkFyb5zSmVECmkat1mJW+Od8tFeRiv1xfnrGmazbIAuhmPmFhGqfE75rWKR6CU8aB6uVlArTcGude/0rFioTLG0Gg+Zymvo9XEm8QEvCr8IXeYzxmzuvDw/l+rkgtif8+bmWSgRseZgMMaL+RqVVe/vZRAxeKZeSWTjj0NNQjrKO47hLuNgHUtZOP4Xr7JHdpHQBCcKZdalrev65csXIomg3v35sf38+fPH779/syeLARLwdn+/3e5oLuGSeoTKMh3d277vA2uYA3U9IqPhvmgwso7sAp+X5b3vZ81hBt6XEvVFkuevIa9/1u6cJ3up+7co0fqwCc2PDbBIHMwhDNBnwkcphPzXr+9f39/s8f3588fHd1+WhbQty7KoLk3evv6KFzdIZBFA1cBViwzI4wt6f16uZbi8j1P0qM5TKhQ5gey920hQSe0ZTdrm5I0dHYSgAHJ6ft9f94vX0I+/aF1enFEeno7KSAbhYPqfGuNCo9IxyeUgG4ekvBuMiYynbORMaT0s5Haim8+6z1fY4uXcmd8TGAqf3UoeOeTq5L40tb5ra+vSns8ngOLEGDZnXdh7ycskNehMrbE7/v2IokBI0OxirClM790szqLYaxIYyvdt28AfeXu7V1zC6PEcbR9hDnND5g6zm2+9N22COQN0JkkVXMBYh1y7taVbSi1bjSbSS0rhHsROR7TqzIoZw1kRbuHMqkP9GSINsg3VpXtnlhgotZkJIOesogsiM5vTbgDfDuVDZBLB0HjIODC49yQWRwYJb7YTNfRwtKlAe5eNYYZqtVpBVaKeQoiuQ5uEEQ0yI10igV47HwA+lqaCTvGurcQV477zsfIONvNluDlLFz5DudUjxE4sWXyzKDnVyIjTVYaZxktQEcS1B2czW8Ej/SH/1llhmR+7YiCSkHR2cx7HuZcgqqM1PlBfQTEFRZU+PEp7P5cg5UXOy4uemDsFNVEWMOvhhyFlQee6Pt66LGDTYFOp68hnco6BG8gccaxgs8d3HFEaPIK1o1fHs2IB5o7GvOKNAijl3qBBoHbJOXyqZuO59TwNTpHAJWCAOQEzorrgUI6qNlFBErvEKaLFPQ7BDIBsQdYdRbuZuRMJXvNcfYBKwN1HQDu29jCPtIyRY0rp5m4UNpz3MT6wR2SaidF+6cDVwzwIWnLKopxC78fcww+QrRy2fvxI5iVICNF0xeOpjzhSji67/qgeahwlr3XAvO/MgLKpjIjq6cwik6N7omrnGogPvMYR5BiToes8XvskhfRVmjJ/TZ1MDutFUrqKjJP9sjMUgS/JTR4d43HEqR5XJos0ViQLjm9dehDAsUlgU0zeIGePlUpFrXrLfnCQhzHz2mT9evtyXyJ8t323bmb7Zn//5z/N7Ha7g3Kr2tZ1FRLRNl6QrsttKETw4ME8aul5z0jUoJBkrbwwymasigfZJbnz8vWf1d+v/3zK9jFY1y7gjfmLJeoJBxchtUFBHCTE97X962/v9EXFd2bqFs+9P7fd9uePvv3nP76t67quqwipSmsqSihp8o53p8uJIuLPev+vsoV5rnVpmiCo4YDAEvNBERgPQETGQWOPEZHs1oWqup/iI//ETf4X8X2iCgFqnjkG7eEYYbzAKAqNckC7PLhxzctAALUXAtRcx3yKPf70Obgo22bLGaeD6ADg10G2CVs4MfzJtG0Pd9+357I0hIbs+3NZFhRSVVeZOayhM328PgAUculfXNeB4gbAuKPpWDrpIy5xKLznK7AuLa3U1UH3jsCCJFursKoZMXBwQkgEUFVurUQ7RKS6lHgayFWVZhHu1fpNfW2m86zL3h/Q0igLbJEgjqclKOi+rM6HAXfr+/i5dN+NdeRonDIXiIWcPCxqVljVf/WiRMTJiILphBhDcDczCwE2QkQkgYakj3ZIRLiO07gQ6rP8y0ZvmOY8mmqWl4CyTyF8F25a7fuloOApk28IdsFtbcUFOp8VT9qnV03IzH4K90K5ZUd/zIteOYljHWsg0yFyG5RJCx8aWVw6mIBlpGwITohAFJztIseviDSKU2bhBThAVCdznrOjL1KuOSBzbn5DiHKsBh6XEvaCo7nSKiqag6fjih/bqsceFCOPlUTIPbr18YEbmvTHNx+tM2jtvNspeOi8LkWOJsYRhd2N3Q1SEzzjn9ukigaIx/kotiz5LOgrxyGARmPQhz5DiFpb8HZDI6Fgp0OAkbpCA4Sy1PNzGzWcM4HRHJdMFHlbm1l3Emkr1CNIf0qsuKqK6LI0Symjwc1ju5lZOIJqRoZFAmrMTAis+gPKclFg1yN0SN5fAKNTAc0A85Y5Z7wR+D6tJXCpU+GVQKdgjmCOfZZFXS0NHNqmIYOc+tNIuD6fJU6HB5YDGTmZUHMQkcykIc5WJ7hVDgj9i2zsmOlNH/hTbMun7fmL75ylQi7d93HpYpjK6EqKnF9DePguWzCTDBkes8G/mEtu1ZiFFyPJy+4RxLRoc/fsoTO7MaWy35nwWMKbGMwhrd31TbhlX9bsx4+Pbdu+f/+B+eTXt6/Lsry/vy1LSjjywEzKiKI5jKoJpDgulSiFX9SMZ+jTqer4RHPi8Vqn/tk/8ypXVKvjsmfI2mxCLSplIhVnzyWTq5iwEVtbcDT0r7+8/Sq/Bvn28fPZ1cwez+fj+RHhrcmy6NevX+9vK7oY65ELO9pDQ8dPlw731cuR7ZJL+3/2IgNbfLykdRhQCfcQoV4qLyIi693nh1zapTP1163L3Q0ZOhhHqiqSeNNIhKewEu2GH4iYbus6B8Wjst+3bbTGiCw7myygWaWCIFMV0Z/zqFiTWpiyYSkMTRS6KuGhrR1E7iBniIN7TfSsd8xpmyrMUhH24+fPdWm3dfXef/78cb/fQwK07KYCWkPvO3w2br5v+7ouzELAm4W72773ZVlUoqkieg1XCZldmQqeDTwcQAWvL1OKUDnjDC2lwgwNOmisij5uEC3L0s1obMDEbO4CUpRKjD3GYnjOg9I6SaTS9n2n8Laug9iccMTddmGR5D3TuqzzegGSBip1N3c3FREm80AV2KhR+kHl+XwyN5ZqObcc5odJasq5FIrhZn2XEYGx7x0blzvAMgsTQ7hSgT4ScAtQ+ABf4sjRmqoKvpyxC4uZH2k1KVPbAkV/kO97bnVEbEFMGtTdWGquPTSpFESxNg0hSMxpahVHkJDEwNyARA3h/jAPCHiU7l1TO9EjaGSnFbIQGUyeUz4K8xGakygkHtpNYKzYA66OofdA+4kPrbAXxQxxh8HEmf8JTBtxyJESM81wPAsRVRmtcRr0xpycMBNCnkcT5CR+e232n6OzT5gOyNyl1Ah8TdsO79UKwBUuhXeapfTYyQ60dqqxnMOREVsAuyasS0vJeGD75xFNQsLZisBdg2+NmdE73vs2mm1Z/019fSceguLIVDz3z6HUtdfGRNYfWhWPcOIgJ+97oakvRGpVHR1/mWRIE8iPgih63+eLll4gytjOUrcm1CJkkC9UWLTlBk/MRAY9qPVtBzh1udeMqIu4NzHkvxJFeN8jBQtRb6EkWEI8jJIpPlwKMcYzwdaRQyn1CZhsXC2A7Yg6I4sHZ5txCtJEp9Dmx2yXCJFJYYSEywDnAWUEF8kgIMzJ1DC+WN+uIzLyQXzMpyXomF4Nj+CoaBNOn3nV7tRWZmJRKGYSGkNIrvU+HH6BRjOPebNHHAuaO7AoPCnxaykIPvpru9t8GrSC24zyjqNQpVLwQQPa5RC05FKVEM9xM0rkjQId9P4amZZ5kcIpyC3CBplPCPgvLAJOwR6gbvo0gxre54wyTUdvUBNSVv3lS+83d38+n9u2b7Y9Pp6///wDNxRI7NttFYT3Mgs10h7WzSNIicVjkB/Js9Nfgj1oPiNASvFxrkutGuXukMr63AJqADLi5HLwxUGMoVJV23ziFZK/gLxOGqQkrkdE27qHRkQoScRO0SNyGWBtjT0M+H7vthH5ujRVZV7i/dbtDQxlVVmWRVmCOTjCY4ygszd0pNyNU+Nl+HnRx7+eEuufbl1Vyt0+UqcpE2TMVbOko0wYx9QlWNjNbM5+yr/3r6ovh/MGk2X3DIofKyBFP5JraFRD2f31iDFzwaB5JNAJQr2aEho85Fm7lwcRm6kCG4JDrFT6q5QYRTk4AmIMGZjeGNgBIVYVs2E4C3bzkoKY7W777b68vb19fPz48v4eFPf7zSPWpYXzx/Px9nZ/Ph/ZjgpXaeuy4EXdtt0trHvvey37zHy73eDKN9tV0ibITM/nh0g7RLFuRWbIgINwSfBiWO8ehirTzOBbE9UI72baVEL682mURVt3ROQQFAhNZLMOzLmoStDHxwfwBdpEFVN9Mk8XP5heK/gGHb1qQu8f8pTy5uPPBnH3PmJW8Cmwag+fFlaqZNeFm0NFQEaqSiLWA9FMRNEks12EWQXd00X0AF+GMwW3odTPxGiWDtPVGIcguoqYnbLX42YULKJwkKARrsmLcFXtHmEGJW9Y6m6bZowLoVsghHZlag1TNkDWD7dulRq7dSIeQEDbtg2XfdueALSZdTN4bWUCfsNs7thyx/53zLtzwIK6fMr+9givjCpRLO4W0N5TZSznmq6kaUdDURKa04xIOCNqw2l+Dc1DUODkUHmSkfi2Y1ifUzXiC035Eoc0BzBdGo08+vbZmzlz3CJCawQE/KbwRR6Dc8JgTmdm+4hP8mWMKa4AHKIQtogxf45Bw5NBnQi3HgUnHm97BHngESWJ0yHEj6tx9NNnb8xsMhGRfUpoPzyRU6Od9QDL4GU8a5B8qGgCrRP8yNVRNu81yGSW3m1wn1ABDK8IEwhn/f8n7122JUeSK0t5qAJmNyJf5OrmrCc9q///kf6CrkHVoNhsZjIy3K8ZVB41EFGBAtfjCzzIlSvc4z7MYICqqMg5+wRcFZl7R8w13yx+PDADnaFULjLqkrbee/8I//rr9Yr1R8cxowXcAZg7M6FP1wqMJeK+6ZB5VcNGll3XUC4jgYjixO4CACXDm6/OyJL/Gs44qrxinufqqq5jw6nyI+q20vEb/DhL6BScWDVJDW12UjkNkSEEKq18hGm4YVxq6nsGxJoDZPaK6gAHwkxzD5p/PGM0Y5gDzQnmzCwCaBBmpIAZR43b244TGJqYnZx95QtujcPqZ3nejiG2Bug4mD1RSs/yceqcqiydBHYAlzFKOmyuXgItWNRWNgH70V+I/A1fyriQ2ztQW1D0jitbxmJLmItRZXg2Zmzt+dgAwLmJyO+///7Pf3779vs3M9u2LZbi3vbH8/nxsW8bcyMXNWNwJu5xtFFXwFJ1T4eGKSIBGmIC28Gn9CUuO9jMA9K4/SjxllOSjlnrZ4ynT+1Z9GOmoBxXu8IXtUaqMc0c3aFrIDSTTC151KLmgDJUTDZuvXVPXoASGHG+pEbsbQnB1VzrPG/UDBgiYlHRKHIIe+tVg32lCcfsvYbDRSg6jVWMU8BMxOSavV2KO43QfBATTANuKoRTT+aEtMooouT8SXOFeu81T7yRYhGResNwp4UUId2cAISEDDOe05f5+3rMWsepq0UsqaEntBUK1nZS2Cjcv4gQDEH9MuDAYGKketu1fkj0wPbHHiF02/54j4OZn7/8iohqTogfHx+qGsE3Y0QeLELayJQZW2Mz3fcdAI7jjQQlJTfTfe8iWpavbdvSjgYgIkTInNr0EPwUcSlF7SrhYiRCV2uNAw88xuHQ4lZ1cyI0BxMl4uj4fL7frrY9nkE4QWJHAGTCFuWsipkPZIoTcJStx/s4/GBmE3X3oVK4wLgHrvaUnM6eylQ3ZnQzM916V0cPurgbEakLeVDBXFWCHe/ZAXUkMp3JqUiOwJwOvETTBLnJ1B0ITh8SEajFSYDCYpxwJZUiVRPycYxJm0ZmgsXNiYh964nfaYs6Aub+A7k9wxJJvciiThWdSyQbN5+bX93SIU8PUVPvvaSit/jxifjEOgKVqjVuDxEhpJvwsba0aJbarbd3nUQHgXsRxV6sY3UAhmta2/n1sBo5YJVWzryVlC0F6yOrkJqbw4SXFWtl5UiEjXJZGWjW6IRo7tOqdb4Ec3ObFVjiVi+hTjestc8OXXGilhH/ZUJ6c1ETkeNl3bMl+CNVuVcg/bpaRsjLVU1+ynhExH/UXlrZc+YIPgOJNQZFIaxAteA0arXojvRMZy3YOhfvZFn9oMA8ZhDBezEQi9V+hUQVYIqSLgdz+GMpLJta9uiax3K3bZuqynhbIxExNUVUEU2EIqB7hMXDQmLJAjTHFT77LfF5eWNi3gt9BJge+Pmp0ZzsqQd9nKBxu7EIv1bYdzT1vDvwJsPDW6gQfg0xuCG/zMBdSpbTGtW6MZnZJQkDs4FEyN2z06DzJ1+69SIylVOTtMOICD69yJ0IEFV0DsZSS2N4jbCZFEifp9+YZ9aIL4QRmEATr9ZudmT09NGurtw19HqN+y3YWrDVYweHxekOC3k9bFo3+NJ5agXkonkwmXubtmYxBUCzg4n++pe//PlPf4rQjOCMvV7vz++fv//+Gzfe9/bx3J+PX1rviI1oWEgpgBA8BM+Q5xECJJ/OXpuGYYfY0+JlV/xbwxiLBPkez5W1hNoEKbGdh3b0OfZcu843p7j7iTBHQPNVUhVdLSTwxtx7Y9vQsDFbvM5TIXP3UdyWTVxp+fNrck3I076b6SIcR/dLcbxygVbNVYaOXFPhYrRVXLghtQUzIBCxe1GJMGS91YW5+Qx/Ok7iSmU+A1aYMwAPnJmBEAC3xz4frWpWgZ7dICqb7cSi94XAw4GjzvFQzNynLs1u8XtuYIiGCDQx9nYOIt3DAld4O2aGmfORbdHemHMlfb/f+8dTRBlJzcHBIHMuAzyybV1EZlfGkMDUWo+jiCDi/ph+TfTWSDVjqINixoklCcRPaNZlvZ5xQVZ1Y+/R6zDKy6Buxo3JLIQPrmGc2Pa2zx68AcC+MTPHYy8iwark1g5Nub8DkiMSNWpioST0fdvGGK5ZDqK22FznGkG1RcVcVVVKk+1upufRwoYAZREW37W3LnJMEjxGSy/2+7C614LbuPeI6giBoZuMQX2vDan3DiFfihYws8gxRjDy8k7bP/ZAD8fNEIpDd2iN591FgBh3FM+Fc+qL4FDBmDNMwyv1vqBV04Pe6GRFExE3JGpAqGZjHHHLxQMyxqgr6ZHSV8KqgB2pFqEQJkm6FjhVHWMwc+99VS7WnXNmXp5SitrFbRJ+8TJ7v/SjJ81c3fQPgV+nPPbcLbwocsuHeElov/mHVhOwL+P4aSrXM0fMqylCoX3PCIql6jVzAF19bOv2YEvxFLvkTdB5Vd/STa5w6/ev2eYZXgZgMKcZSHd82BWXMY/k50ZYg8G6tX6Iw5sXvCHhTOUwJC7ok5kBpn/xvFtmfClPcvl0UsLNL4GI7lJatbU+rnHEHIUV0yzCSByRmBstdTwAfH5+Ph6P5/MZM4F920zlOA5zUVWTjEZWVTFHRM4SCxzE3ZmuITxY2nGYOC9abpwUK07BQPw/L2VxtjyvKBWsEOp5pMEaR+T+EkmWeBGuXKNtL49J+XHXiscNMP4mOqTu7+OVExJ5t9ZcU6AYhW9Y8Ykz8bQ1Xckz8yIAz5MGIbsaUW4f6ZRKBZzjxQIR4M9VYGAIyExOKGLpUM747dpnbQJYYULfs70Nfim/iiebXCPmfd9vsbtryR75M+Do4JrtIWLACISerEL4IwF9CjXhDOYkYveYkyIi9lRFvmMeYgq//vLLv/ztb7HXf/v++f3b92+///aPv/8HIjn0bf/L4X3b+tt8iDKYU2jZct1zZEAwcDd0tHzcUytKsdmXip2AcraGsEDfqxegkUIKWFD8aWynmx4f/ijjIs7UhA0onSSUCXDkFqUFduqAzkBO7BDaoaFX2/TaFY3fNVQIJnxZtRGHJDWd6FebchzFV+zpusTdB4AAMRleLPv4Nfsiy/9cdXvdjcVWT2C/aZm1fsa6HInUHMCOY+z7Bj7tj8Tm3lqvq4NIY0Txl+ULYEbxYcrFQr1l6GjJzoU4MCEkeV7VmNgtGRoFNajMrSUvA9ew6yR3uRBS9M771lekhmkizOOjHe+DWggr2ecEqTUer/fj+RhDns9nVVSx4qgOyNjToI8HnqVFnRpNhDl68zKAikhsJ3FzM4eYiiLhYn4BttZ6j8LREowbvDQEm4RHN1A1JO/9oYku9hBDi1hCjgCOoa1nHkqQLhqTDCmjtA6R4wjmST2fTBxcNARsvYvIiCEUoi5kTEmUMkWsRqBjEurn3hBMxRV7bx6dGFMMd6kbOHRugGAuCATRdolgUWKa5AoiVAloI/fWTCUkPY3ZzaszGhcqyl9zrWO9DFsECamALy+mqhNx2VOy2r6EtwdJk9MZNr2psX8jUWs9wvyu7Hw3OyzgfITVZYw/vF6vOBT9/tvf932vGyNyhmcNaUjscOFDVQJI3idA10aFu4TMIJv0tAhFoqi9QE6uiehT2TCHrX4p37/SmkNbrJIMm9DE5lhEDaaf77R3X0QmwHNs6w6RMovghLCEuyfyezk+wEw8cKbLC7vQWmfRUoVH0iAMcgfzK3RiPtHnnrf29fFEzdTlLOdAzBli+D+1D2dg8A9BQ7AkWMVfRo7VOvBdL/UKjZ6LW/vKxDj3PIIafYTEfIZ5OyLM5lZYeD2U32uXc4JfTxcXUTWAIQXoMHGBnh1N5tSUI5/T1Fhzxhiv12teSGRsGyLAFqJtVRljvN6vMQa4q4uZYehJgkTuyoSZInnq4HP+MCUNfpukw5kD7SEj/mHW7JofVMfI6MmVAb1+Jk9eRO0jX0Nhbr329Tf6pPHkw0hrhy+0DKZqITxgZuZNAYbESyL0kRo55PO9LHGhFsW3g6pPOEEMIwARGMqXaQmemervKP3i4LRgNKMfRuiQDTKEWyLSSmLIzWV5++tx6vv377GpVTe0ugz5Q4pXE323EIrMaDVfuOzrJ3KzgK+dBoWTLMlzYYnr1R+bqsrxQiQC/3g8no/Hv/7tT6rjfYxD4Pfv9n69h2KMmcw0dIlhtpgMfCIkp6TK4kyovR6hcYlHDyc3IE7LR0EW81QzBxmVMzCr9Ruo+qo1MMTwwJ4+IUR0U3AltChLXA+qzGSE2AWiXLghGr8iVoolnIr/JQfNbKwObDMTqfF1IMjoxgZY3cbroxrfUkKX+WKAmREixRLq+B16KM+2kd2c0D9nXc4z+kXDTntCbonfx2HzKB3nVp09NGrJ5lPV3jnWSnbGbFVS73sglvOpjiKUCu3i5h6jf8DMDb09BszNbAQJYTrJTj5raAYiK+dGUch34Wjg+7Z/fn6+3u/eOyA/Pz7MkLkFJzFuoABR99577+4jCvF931ujWCG3bXu9xrof8+z8BNxnFoUKELtP5Ipxa9zaRkTv9xsA4nVFrT/GcPXWGAFFxMyRcNuexxgIFlAnVWsZcuxmjhAnJYhw7JJPAEDfNx0ym/F9x03d4tlTNyZydDMDS6rMGsoYaJGV8LUQnICQGqGIiMjWOhJ/fn7myT/O3J3b1rnRGENNiTBqmHglscQTNQQy8+MYTNh7sF+QmY/jGMcxP74QunBMxE5eCniBRPwEhJ+3Stj2mTu3hK4wUW0t1YJmZtMZAoVImGN9RIi+IKBmgOsQWKIlQxt9yKgi+Nbq+Pbt2+Px+OWXX+KyRE0TM5ZqnFM0NpbpMGfRk8yNKInSWwYx0JyNYUJYJDFx38blndEPuEYa3VTg8Rc8t96ZnqNwaa8iI6V8P4UklqrEOEjiGfZxGz2bJSQ9x7BQQy1cu4xfQYrT2eYhTrg58VfsdFSTUW4mjwtP52jc0vCFATXzLxZIPOWUD6a/Ns78SxMoD5CB+Wdu7zHKFYvTKDM7YiH25/iuhbh3CSoundiaM3+ynkwRySajpveWaYWEkaRYvfOoLUsa936/i8CNkNqJKVAhAB8jM4kqlrjSNItpQ8RBWFqqW65Gw5iDuLhi3759WymxMy8iLEDmbr3tuU1Ex1pG0DdCl9y4oQEwoANauEV1VfXcSDgTzZknYbNwENHKBVqCUeF2z9Sh9yLhve7064imnNzrSWBVa1x5EXFgzpaBg4a2x0x638L/w70TsXpYJImQtr4HQ4ntXEJVL9z0bdsfj0f8tN9+++39/uTWgw4wX14o6wzxFJB0opDDZw+isZkVNirZkRBt4jDMgC/YJXcn4NZjHKG3NuX63stn9fUYc8fC0AnSLY4xAJTUrabr9XNui1jhdwnJZlCFRYBucWJg5hm5g3v8PW0dsT+foN7+8i8d//23f//PfxI2dXUgwNmXcQg32CEtAAAgAElEQVQZtqGbuZohOFBJ8yblFqP3n2fgW6V7cdEABZ43E2gjVUpnXY9A11Sj26AA56RTzTOUbDq9wDUCE1ojcDYbCNA6zc9PEU+cy8UBvLjwCytO5xA+9XqiwtkNvDySdXxSVcSrcnIm9cZSQNQqIneKWC4JNmqiEUmJzIzXhBYK81XEl97kPT9dXV6PwYrlXtXGBetYY7HjGGRmrXUAitFbLPr79lA1B4t/z+61HPWL8oD4JR+4AvNwuqKWZdGrJxqrraqO94GIoooAcoxwHUVJFOey1KC7bdseNbHqiOIBiDqRyIhnLDTKVd7Fu4s7LF7tGKO19u3bt4+PD3fofTvk6Ezmtj12MxuixC2edmIGxzpLrFPjuI+ZGbBxxmUzMcabNk8qt6k3JiIy8BXR2CvjUxXQC6SNiEzn3Hxrzc0wkpTB0UFVTK0hqdvn92/CDN7UJlRBBYlkyL7voc9R1caM2EyteK0m/taUcLzf7zCTRQPseL2p8Tzgcu99jFFSmThghFORmWXmOKhYVQMSLB1EwMgItHgZqeXAFjZuJtaZeV5DLneIIM/YWijTx/IUbpPBFHoDXF1iS5Os1HLHccRPLt9Fkitj217ESDWwQ8Tn8wmZfsWIIBJIyn2m3mDvmyMa4E2xGqVA3GZx1Fzp11WFjzGYycxjgNGY51GEv3KX18X0LDdngOgJw1rqyKiLVbIxjohimjOWUOi4Rc4NaRoUEQjcYoDLjZsvcm33uDPXcecfWU2+4hHXpnLhzeaJJfLWI9wT6yQZSKJV+Ih4jjUQeGXFXAtotJleVkq8WQsSAroBU8s0QUAkdHOV9G4yMTNnuq3bIqlUN0AiboyzfFwNA+sRhRqWs5OZA9vnpQTy8PCdL7O1KLItBJqZURSPvxpSsJsQwLj1nAMAcWNixwjgdGzRpG9U71onvxlcCdzA14Cn+HTiFo1/WZPbT2enau97a5uoHsdheSgVFTWHz9ebKEPWMSc4OH9pds2JSHSAAzfmRUE0mwXnUbBukqg+a/O6PTvrE1eI3j/KUf8KiTt3pWtulM+Bs4EPESS3MUJJGNCniG1MgwE1bvSXP/11ezy37fH9+3d5/decwdQ2AaFn6723xmPoGIMQewgU0fHUjkpIGeMcjw7mNuRdSJ8c0Hn0RLKLUfNbAGhIZkYzS3U9YM8Gp5e4MQI7w84+H1iLLKc0pdPaJXFwm8hwtxnoQUQZ0wbQiiYcw+WFmBnWwtVGMoeZF2FeWl1N3Dx0pKV3IkB3MFUAcyB1BOrlkQAC4E3dwaIlHddKPK3baEiWls6Y6gAiuQkAIJBDjD2tTtG49Lln8CWGvtCxyJDwlcy43nvniAyyQ+7uhwgAeoyw0LbW0I0IZQwGjZr/OI7skSc+CzHKg/gIYxSwWPImOq/0XD7HJsYRyz15ozcfToGA1/NqFYezh0Vr6nMEqqxaFweEpJzLYkoEEQn1LTNB2SQMAX5W3ydCzhp6292wknuZWoIGcE4uMEKJCRwIG9OEl4PWHUaYQL1qVHxdzkrGqKUInHyJ8x7NKZKryiK1PDmjYwwmoGXDWydEnodmdleTXBeezyczj6Fi2inU55ekt3i8mc/K4MrPCgpyRVm5GzJ1BDS13luEXUQfBRDNZAxtLZMFZ38Fe9/NfNs3VUUHQgLzrT+GjN6aAxhEPh9EPpZNwca+b65GhG5ampDcPyB8Yym4N9OYa5rqFNEBujlCbyzjgNDquI/jTUQfH88xRouXhIgAYkq9MdEhauqKEGcAsHC4jhoWR0ktIt16a83cVILrnK7c1pqZqwzmRtQAAIgzbqdl/ecOjmQAjTNoIOVP2TtHROcE9gElmCcLqas9kSZVLSb9XgO7tQdTbcslINCvTvATyD0pLmxmIopMVUmvUOT0pJpHawyIbeo2ol0KhYld+iUrW339dfUFx3GYWZiPI3Ui3JNANHWoZ5a46tnjD1PgtnVVZW5xtqxRmE+CRrxCz4m5u3t5Tyn3cosREIaqZaKRQ3s2G9hEzCYDEJDJ3IlJzZCTS2MzoCQEomWTOhki1zhG+BJ0iuD0o1qqRvDu+rUzWr2fr1kE63UOTV5ALQs9BBAmGCwI8uzfniqRwhpKkMgzdG2mqxESEizD/dv9dmPz1Wq2Um5qpLCKvGNpig+UW8vI8chQoQ0RuKW6es2SLOPQ+pfxI9eLH2uIiIQcIk68cE2arA2bmabbDCs4LBQGnXnbdzu2GBW+3t9FKH6BJSrKybPrOQMf0rYbgnskyIC69MDwRVqmMExu9M/bFa5sijox/jBB/cd5mcv6ULuMLR7xzEAlBAc1syGxSJqDqRNhJ57+CnIEMAMTJt860S+PT/t+HD6OI4SOU2+lx1tfn9/dPebA2X4GczVzNZg5Ce2ylXdAMzwhV+6MGPx1nWidlNuch43i5PC0hlc1nESR9VLU7rxOMm/mv3w2mTgPX7COuE3N3TnBLT7HawVKytXgqw+khIX58vg82Puq/MkHhACAQBFRwUqPZsVPSUN0JmAxdwcMuCYgGs68ap+02kRaObgSsIYsFg0Q3BzR8NTn5QsMgxOe5vy14vpBVMv1KxCAzGGt3ymdvZqxYjaDiAljScoDD17oBWJm86SaCM40WVvluMYOGftWHVDXlsoNRZU2tqkVrDXQzJhxlYQBXOKiVXXmi6SP5bIOg5prko9KdAr8k+pY4tCTZ+hFkVznqRm+C0CYNjMAdcu8igvhEu+PU53SoqHD6EmVClncHOkma/mWDZu2nUt/0RCBwwRY918O1FLHZnWYExEmQsLH4xm1LFEjAo5pNDBhtmzjoBZ5nCIwxmiNRWSeh6Mop63vFJl7EEzamnviBPN7mtUAmBp2qoU1qtXet3kMUGZyNTNrs78IiSnnuLbpm/bZbkdwQsuolARm4YRjgGPjZmoUTEAKQ2me2gnxcA3J/7Y1QmrckJINDGbh+wAzbs3B9q2pHIaY9lyPoAYSk/ehhhqzr6ibd37yGDHImjJc760Hr0PV59ycqudRB+X4YmbeNnYHtwh9uvjwSqyGQOrmZDN1/NZPDei9lgenyD+wTGyjVHJIea6ohvYxhoAYK/IyTYoa5RhHyPuDW184vMm0idAfbD2MzmtA4NlMotwLYCXGfC0UqgdZHcE5N2imtQvCCh0v3VcVSXMa4FOV4UQNrnKSbGac0kdaT7Ye+L8JO4/HeOnG+dyK0N3HEErkKYpoLCRz469yKvz+57lpHeOapyO7+iUOfqmT0geWNOvo+wQnfhKEgtK1kjQoGJq3AJfbXH4V1y4BpWvKPX9dNqsaXl28Z57DdSxTuVRwSa6Z1jov5WnYgynPPDlDS4X0zKsNRrLFdI6ZmRtzA8Dw9Z6VnGOcTfCawrvOPwGwHBpxNVrj6frFtc1/tjxoZaTMlGhM9W0hPHNs0vuDGQG2ff/8/B4Bq6GFFdXwMJpDjYmCxBCqXwKiGYoauWNE5JZXvpCblBHgoYqmeAKic4LApoBkt5M5pIaY1k/2h0LqU6b15dBYp/85BuGFJYdEPG3cbqbo/rZP/6d++/YbMw9VlLEe7y98ngyJm9zsWO3T9ZTY8DXpMzm+i4Zn8hzBDd0S3T/36MhPUmacABZPag4iUYY0gcMt5OUG5fhqoT7vZzWHdG7OI1ucUhnMEUDhB8lrZ4MWKUAxZZDBJR3Y3Az9lEqTX0+5lKzZ+M+RclsEyfiBIXYnBCBDfgM6NqGmQEbsgHUSzwavG0ZCAiT3P/0qblGj5OQHPRpkWO4IN0SqIwfeb8IfFujBbgGE2KeSZRnQYTBDdzNBd46UFId4xwDqpuoXYcwXBxG8TSqPAqfUpvLz6hNG5MXxSdXMwSmUoikTrVZ6JHWsDmycURjn8dIvlgy45NoWseAUZCbQ9ufksbTW3u93DXrWeHk1vUZVXVzqkbx4npKRibwO3zHkqoASQKeMQYmR79kT0ulBOf3v4IRsrkihQ6TChM277SJ3i3+rj7NMwYTRPEYVp44mGodZVWXk0FeEH9TMmLqKr3KC2KzjLlTxKDVa4yp6mBEAo9pe3VeE2Li1hhms5hi2idabmfGCKA6fvkeLUXUCaSFRzQVFdTMHdBhjbNwMx9qraEihCaRQwcFk+iOICgDIjMM4xiCiKEazu2Om8QZVHEx0yDg6s6sCErduakOUiLdtb20zs6hZYqxuKpkhJ6pJ8mo6DrcRuUhzAaXZeWVDjjyLGKxszG5lVgd0aIwBUowboXFT1dBPk7uAVJxFnaop0d1AEIg2JwBCrHSLU3UH2SvyhJGRuSHhmil4FkC+YgGxMYvqmCjfynaNTh4RIU/x95ye1OmqIMGrb7K6UKdf6rrb1ToVVwAxjZSEtHYK4+VGG6nyQULtx8yZYENYBjg8zbVLDnOmFOCE4jHnlEBmhCFaNc1nlECUBBHwHZ4dIIqSIaXMSykPc9OcwslQTk6FClLGpeASLbxC2gGSHpfaaENqoVjyEyrChV6diKGG1yLjKwiCp7T6PAlcOl33vWSaWalukFtQ64ohqiZ0MQpvgnsAniUyzduHi3dctsj1ZwLAtvWVshIbWCmk56kmWtp4cnHyJjfVGNScMsIiqV2OZ243/+VNGW81OIIIgUstX0omzGLB6b0/nr+kpcEhpFkiw01VxUxtFggxLgVEBWfExts5Q/AVA000fcZrpn1eKMYVdRK4nrnFWO0mdTb+CrIsHVQdTm6eBwBozHVyDglfKUCYW4gfpopAGcnlOMw0PEtJRMgTqEwpzkp7dHcxICVEVBE4lylfxj7R3l5HQEYwaaQNG7DCAkUldEcPjBhmc6G8BxootsKAzF9XDdSavayl+QoGPVMIMuwz8CJB/8tli65jq0nn1PwtnoqyZNdGbVv3p/mwgYiNW3b4zsdtMg5NAMjRCMgBda1ekEAPoAbQHFEAB/bBu9B+UDckc4j6NN4kAaAJusQRB9lbuj+Vg+DiQm6UrR6PUjqMvYAt6mk8dU+n3f2PuubuZ5JYdEZiaaY4KOSs0xyUkJhYTIcquTe+NHduH015z8KxROejEFhUd4R2xVito6dFrHKmVhcUmPMfvN4kWELo+GSrlK9ZzdxILANw8gotIkOFn7RfXk6gWoNW6edJX55P6ZISvKYoXyR9t/7T6tI9vc2n7wFg2W/Wdf8MTKa2NkeJOM6sq3xwhZEdY+gx9n0P4FCMfRMmg8BwthLLoKDT4QSo2E6hlZmp+PRZCkYRbNHo9TPszYGQ54XCWVvkaSHOEmZe8lMzwcT/DWZWE24kqi7SEEHNEYkzaP443p2bmhH4+/25fbQyxDBSAPuO49i2zdTQ/TgOarxt25gOa3BQ08bMSG1vquoqrbEFf9AUATrRcRyNKOCPIvp6vfbt0XsX90MlThduMkMlQBU6I3GD89zM27bHqSxENabeGrbWzVxVgak0TqF9GjYCBgKT2LU2NSfHLXoGEKti6fUzprCm2KaTd16xSlVbRZ1HK9Ir7vyoPmOZWM+fs4qask6z0GitTQJmnlnQIBKbH02OLJf+ECBQwn7zN9e+uI7I61dXJVcN56nkoSqfsgZDUNBqpc+TM0+ydpbCk+OBS07QFFH4FLSkcJUcYlfgkFUHBqteajVUaD548484uezZAQ0/wI1kctuTVr/XupHkAjU/xpXNuqLcqu9YmuN1BL9uhDcHW9mtJEoryAj6uZfjhSdz7QUshiqYJbWdkqpFRVPT4R+EH1VzkxjyNI5MDbAOXTChRnRjXMY2aWYI1YuKN6iqycs6eZ1LysStTVs6GcT0UUSbGDFEn3xDQy7OH8OYTQO7ublFfOxJkFxMDkG7C/R4a9japjJMRSPrT45pLMswGQAwb4i25FXRqi+fkW1+AWje+S05JV9OvLhCib5mfK4VSX2U5Zo462YEwDiVXBA6EdFqlqcH5pDtgeiIGTO6dSY+o0Z99UoCZLuHM2otw+nCXGRXEujMkT0rXTMlBCLSgmaCwrSHTtOiRc5UWWbTqg7tnFZdn5FYJL8eO7+Ef02KBFBpq2M1XubJIL54+v2y4MMMuk9cVWwKHrby7Go0bJEePTsAsRo3rGDYDDSOgQWbn14vA9jSR2mK7NiMN21P4ceBfTg7KJGGsAPdKJZCAHBlJmbSoXHPqyuCUVCSwdDMwCL/L9ptLRTemXPqtwb5DyMzc1OY7qBS+2RI+JnsVpuCxfkQPamyN48EXPM7VW3yTvKTwSlt8uqhzU9qrf1uc6T4mSs9IvaydUmJqdGP2LW56WS09oyTqtCipW/z1Qj+k+jLEccYY4zWgiUZgiGORvJ6qK1RY/J93Qmamm59i0niMQYSDhVmFlNAMHECRkdCNHUiNlOda3rouU/UvQWIE7izmTVCNWkt7QUZghvTfHDHpFxt2yaT92dmvfcj4B5M+NzfIvu+D3OlxsySa5O7+6OZme2PBuCibyJAyvmAg4/h7qwaZRXnYgbOndUVEMgE3BgICc3MxELcHElX5ta3fhzSG41x9N5jRVU9ANlMAEhk9N7dDAkdxF1N0Y63u3vfEdktEhUI3J9tAwBgNFIzR9riNDHeB8azgcTcjyP4j4cTRVxChBVi5AttLCLQWlbAouN9BDbn9Xr13s2csRmAxTd04gnnY3PVoTYAoSPIOIgbc2t9M3UHZG4iYo6Nmd0I/TiOj48dUdxdxACsNWJOCAm3LqYiA+DInrENIhJXJq5CJMSp8ajHTjPn7DrGUf0mwM6N3UEGITESBXkTwCnUTTkAIRJ+v9/RuO29e2LGMPm+KBz7n4OIFQsoOlUOHmVb9AIDuVOLFzMTkLu3Ga6R98MMxXDIA1utqvN/s+81DkhcsVnvO6EzMfUJ3QMlEhFB3GLZLPsmRswyMMQ6CHOIiogtTwjmMgMgc80+odAA6g6gMXcmooYUzU53D5mDq7f0nCghjvEGxzjOuQmgB9aXCMwUAUwtcTEY4pZRs04A6NXW9RlS7VzaFQ6VNiFiNHMMgILSKEtuRexdkwzHqXqfVZelXYaooZnNiMETtZ4t+qDgj081RaBoIjohWHU6ieEs9Si7OHJSC4gMwWYKeqxCedsku4kjpTRDXucM5Zx44CkO6b3dKZaGiuoeXbezpgQHEycmBEYSzISaGCUroLXGRKhOK/YunAZMJCJDtSOhRQ6DATozoRPEUTTkNFcddmFYlpeBnph59XzHCgYi4oZuR44RidIohoAYDwJrJ/Mt7snX6/V6vVTVAY5xzEhOaJ0p2TuOqNyQPXGKCGCiHpxcBxHtvZeqNZDezOFdnmJxA6KWnz47dgJL/iY5lTo47h0zYOpmFl1Lyvoy0uYdYxBJF2MfLmf78JqX027rPSSXrdGUECRCBMhnGvQyo8HA4Np6CDlHFmBqyVNCIvPSzrkjimscoAKtkwhwA0J0tSiL0KBIsZBUokRWW6ybcJO9tToN1lGt1hPmvtpGAdP26u46lJkdLgOrAAOsztpzHMFEOPXrc8oT65hfm/fxuUGSbSSLP2R0jhXdAZA7KlO6EhG5/enzH/9r/z//0f+68SaHvOivf//46+/79mnwFj6wOSG7dzu6HJseOx1PfT9Y2dVVyZ8NpdFofgCAAooZAxMamuIhDfDF9uaBjP2ApxIbA/hgNXLXRB7DLLfyzoxjFQK5OcLvDWTr8TAy0TZsI6EnMiJkTK6bKyBa3DkYMWS+ooqsIsrCA0SMPiy/A2O/nnP+aKzo2SqdJ/CYlNbxp466RBBp6HE/qA33RGeeYTWW4RK9xTIba2Z6BefghSg1YImOKe2DqV147z9VvzxOw2G1vvQYFs7UCjGok3SaySeSIlNkV/jUNMvHcTwW06AKTjzf5UjUuNkFl5ZZU/PwRAvsjFQk9pgoklprMebM0WQsl3MPbtPtVKPzSBQKTUImKJksymYkQmJIocSUK5+sRrw0C4u8G3JkczNP2GecEyaZTmaHwzLLiej9PkJV4m4NmVsEGSDETI0QAMVMVbe9g9P+8ZQZ8ZCSg87MZEPKoLPve0SQVB5QvVpVLS9INLAR8fF4xLmLuYkpgtVsZIW7pe3DtPct5cUemoc+G8kgZtwY3Ppj1xhKc6QL2zBHRBligW4MXzFCFDGrGLde7bZtt9F/NN6qTcPcol91a+JGk2Z6TSao1ayBtQ0h0lLRRMURMmDaJU7wJTlYG3ITa+gr6LDYFDkBWByH6+41A8B9euk4nos1a4aItq3f6BCrm03VkHDrj6uJ7VSTOzheXVPLxNlK+XNjM69/rC5v9WLPxjahg5UcdDXILoMtn+JvXI2Mq5ajlo6bkmQVs6U0aTVoAt7yU9f+zRRB3qkvN4vnTZJXA1lVZWqhA5mNH62MOndX0a/6otVQaNMCw8yt9QrMO9vtdPLjZzzaGWFbePJVjF4LrOsqnyiD8uyPqmhkD1HJ/SG7ijix1iHxWf7d56rYmN3OZT/bwLBmf/CVSUxr/g4CfqV9L+N66H1fr5uI1ouPyB1YwF/P57PMZNFC78yRjREkfUS3w+MAhojo2Nppytz3Zg5mjnPeEprDZCASu8nMSo8FwOTQspGkJD0MNW4xPqoU52rslbIo02Rmfw9LJATnufGm/LyGvMybhu7ExluqaM3oVmOAL9DxG7d0umJGOWVjDyU86SursXUV5+SHa2k7PP1RYQbw0KmhKtwGFFUIrob4mz977ebeNHtfSOG+QOhtzRyt5n3OwSZGc+Fkw/RqJ0DxRo/9H4//639+/Nvff/k/rPExxuf+p3/0X353OI7DnF0V/diYHvTYe9/bo+uxj3d3be6Evg3taBsczZlNCIzdGLyhMgBwyMAtrWngjmCLGSpXIUzd/Ekv8QwQ+lqhhfnZcVWXpdRFVT2CgaAmIrBODhcBsF+LqwuMa73aP0QgLIkHZzFWgmcRcbDIYbjsCzSRIfNzLDbiasXJ7fUP1ueftF9evJvb41Fr9JmB536Z51439a/USZzDjni228T8xQ3Rt5ZR87WtIUUocOpNaSP3SGgP74ZOtLa724SXB308n/PM3Qh7Ztp8AYCJ1DwpROZgRszjGEQsY6hI71scEQmJOKQIlP2gOc/Jwivciu5xKoh3XdC6GWdooL5te6BeJwbB3El11MAREXtrj/0ZFRUhMaCZaYJpIUTliGFwz6AfL57/RPXJUCJyQgJ6v9+tcYkT1jA8mOE74MCdgRlUPXQ+CO7kyJFeE+2udeK/LqNODACiBo7bxgQIxOLG3AnRZDiAOYZvgTkaURRpTTHkBSARD2XkMY58L0izQpqLl4ThlWAq54hJXKfVktxdxZHQNANWwkU8IT/IzGYIYHzymzSiasX1EKHGEYYymYPnFYtSeGKzY5OWKq3WGfcpzJgLYp1mLyEy7oCxGCU5cYH6JSU3VduURpuI0AoFKc1gEW4NzUQ0RgfhC3NzoAvwtLgihS+zSVzBKcdfoLlIYK6C8zRLSFXMRWWJC04AIDwVC57WfR5cq4YOW1aIf7jA/+vRqypmGXISfyHdY7VH+Jx13syUtYXE8G3RQcaMwlQtRCYFw67Ba2jPSo5fxOIqGqqkQM5mc7F9sKrzaLfLgenW4shNi6wjJGRiJHALgRaXQXCOAnxau/2P2PM4i8K4w5eTTwzrvXW+ps1ziLZCYJ+hm5D/5xbHKwhxKqV4pgKMiE+f7j2Faj0xzsj0EPTaFDpTRQUQkSmA6+o0rUP+jLCFel5ikaw2QSgPbaiaiBxqAW6M03vcUR3d0YC4zXYsADqR08yJlPS8gltglfNgiqVajsJaLfsHacN1B1c9cHbZA46ZKZhUQeYcUdVTETZ9Vim0JBe9BS7iRLee6eng53Lnt9vAVwTKTWazeC7gGgQjFVVTvzdu9bikody7mU1X+fjUOOcuLCqRv8PETGhm43hz224+jRuhYWWhrjfn3fF8jQ87ndYLcGylXuYuRnz54qVqz/fF4fw3JrLZJ4+P3cz+3z/9t//n/fj/+F+P1gD9+6t/M36j+SH4docDwXAAI7BTA9jg+efHX3YmNEOHv/bvHewJsvvYdDQdD7bdx26j80EmZNKcOijqADdxQHSM3EUzmEIbhdDT2uoZKNu7LWhCBCB0whhgTx1LkqHaHMJGswNvbYtFrwg5F41V2iHBD4BAZ8LruqNVfV8lxHKjWnXK88VT3EWx9UjSV6FUyjHE4wkawIqkmAdbq8NeFTlfgbk/TV3OYKJMDQgbtwiYiGdYTDuFQApMBcFySJETPQDiAm8RkV1R+czMSOvjuiLAAEB1hIUBEQn7daPlmGQhAkwXYBXcwS8CAgQjBiRvneJM1iiQMhHDYpGVG0UJZexf7klu3tsmIkzMTJ4xxsHOOF/vbHtc3oWZtd6r2RDt0tVyeoy3qLjD+/1m5uN4PZ9PIiLqqhQiTlVt3EMuzdw+Pz8RkWOjb9MxSerg0cgHBBHdWzezvT9E5JCMrXm/34hIDAoubnpo4M/f77e7//rrrzn2XTyC5siEAeSm3kSEty06xkzE8zxWJ42LUdqw985UMjWabZI0zIkqAAxxBxB1NGMm4iYiOoRpRwJ1Q0BXJ2xgZm7KIak8IfQn+HaiCXvv4AwObhRvRFU5styJYtklYkS3y/K0gHGOdz4JvQ+VygA6a8sJvZ4N44BF4Ipx/XHPlTmSnuZgl9cebYBKopE5dZbeWgMHhBhOWt7YCBTrnZ5e1TgiB7QuQrhaj5sHF8Oe33tOaAjLuuYRtxfWyknphlq+7bY0X7pZyejFKx/6nODHwK3mHiu7I+6SqH3OfmMkYM91AcPasZz209AWMrcsAX/QVJsVts1SpproGrIBs7PduGpk184NUa9GFMxM1kpscWh4931mLWBmotbbtpzT/LyqEMAW9Qxosq9hn+uburkLkpfFF7vnbAfW8G8R7sfNYIkuibdQkXs14SGy2nHj8DAz2oBbclXP2Hm6yK/LYFBCrDCuR62QZHuiTLGxmEiXxlg+haIAACAASURBVFRDwnFGTbnNix4+GYomYpzAG/HBY8Pd7aky3senaoujuJkh9a03V52hbECYNBufjMjUBqhh0pzL4hwMHCxWr0di0UpiAXDXiDEmOOtm8vqM8PyBjVcNLlbMbroAAWe8aNWd7noxXM0ndJ6LAXBNKcbTw7oo5r8+DrUZVcFX8Cs3WGVItcCuFMh5Xjr7EeYWkrDTTXHGcuF65Fj74qtb7KtJ9AYJpavdEPw6hLtCLQEg4mZba7F+iujl4iMyBdGInBiQaiGNH/Zfgv/j37/9x+NJvD971470Cz4ejMz0hIP2g34xEVUBEzAFlb8faWxGwD85PrD9yv3P/ZePDdr7/QD58PHQ1+YH25vH66n0q77ZHEAM3TEzwPEaKlSuvFsZ7Q7mbkBWHXN3hEiQMDNDM8y6HE6+yhdFw3Lls/FsuPxXW6reOLTLXRZRtdyX4QZVpOM0ytvj8TBzcFQ9Z0UzjYbcYYh+Xe7qJuf5e6d/41y3f8Z+efUvZllDnMRlZ4Ipb+C1BJloMx1yDIGSgqDR8hy2YEmX7GwlgtcHk5ce7Yb4jE7bHKm3YIrETCeWzDgldmZA3PetjnGplqHoGBl1mo29LEmjUI9Ithl8oydAF0qeOlla6A4wxjHPr+6m77fVHKc2+Pf7PSO4p1MDEEJwrMZMhKQ+YOYOqmrjhphcc3ffuCPisDHJRVgqnRrvxvMQxSIiqCatj3lTldb6iKwB5LbthHQM7X0Tkegp9q3FeuzuxIEyNAjWWJSh5pxxXKMEhbEohxiJuPtcPEWMmd2875sZiGrkAcW3lOds6pdiJBouXgIwNw8IiImNIe7ceBvHMM06O1T7EFQ+d1NwhHg7Y4zeN6IWtsKFx5cx9oFtmu4IG8cgRjcFRJk5qSKqar33CKYtXXtlK5ScAwALBDmlCPnuKj2xqvkIJwoRUe1hNeZb+gSYAa5mzE2vTaOv2olzzghomoLXpTzFr3PAhBVNCSlcEzcv7uokLJmbMVGCkcrNyeTghCn9pBDW0yK68Izzw9xvYlxLjmBuBKvspDbR1QUbBMDchILWHk3BQJFGDbro4+IT95lsYLdG0SrJs3MGl0O8AL8umwQXRBkRzIE5dEfAxG6tsIlYKMoMRzPEiBTxyiYLC9qFrnBZbGNJ1PIrg180DD9sV696qsupCdcQb5wdpoCUgYiucJX4lpAB3NAioYk/gQ+lgyIs6kK9hpAmJmGWeGXVzdouGE3ezhPvOXa7VQ81QV2DBVKugJEFg23r1FhVZcjAQdgej8fWG6CP430cByYdhUSGjCEjajWdcRZ2gh3nbecOpgkMAUAiwdmGCJ4MgxGtJIOkls8d4jz8g5rDNT8GUr29trTrgt+UJ7PmDjcPfK2rbly50BGsm+lNdSYisSgt3x7qHTDT79+PiR+w1Tl91WjFIR6ZmGbgNMxwesO14vebIfgroe8m0amP+BrSvmQzA94G+OtPm8aVeI7ORslc7R2RHTKbU4FEEsibLTfyt7yGgpnrMcRUPztsys23ttHGW0ekjfrmbgau4y025mQE/m47qfznsA+2X7g98PlAe8LYkHffHtafRn/2d3NidQYD0mTQOvByzcOx1jiMZF4rNQAGPydQjLF4RugPTzpzo47LwhKYIzRFgq9ti2lMP8eM6yB9vdn4akits/fSYILFnYRlO4wfeBxHwEnn1A7Sm5FOgUuaW/38BYisNyqUg8FPgS//A3551lsUwv8W6+P7/Q61fqzC0QtctUERKLMeduOf8GLWflO1zvqArWFRlbwYLF6YuZvHMRAhzmRm84dQWO4MTHvv4aKTQ3WGnqSMeH+mMNSPUJKAOwDD1O18fn5OUXWcCCnCh0OlggCMFHV2yD+YtriJRQTckfBW5TDzr7/+GmpycGBsbhaNoW1rr9ertafq8Xx8fH5+RggToK+PioiZee9ta/Qer9ZajBSW/iXO5CCfMEfOo8KcURIxt2bubuG2ATVrCH3fYnAcmpnQT8ecVzRhyfFJHa83tj7rSLg2hkV1cNuqAV8ixeptA0IkSNeca5W7qeoQMTR3a509d0TaPjYdEgI73npMwFTVwd/jUNXH40FEr3EA0LYhIm3bHh30UK3xYiVExLZ15gaQLCf0ENNbcDDjBT8eD7d3aHuCZhMve4wRUT5jgZfFXRdzj9PPd91pEGOwQ9v2KE8jUTxQ3DuVcDZhbueBp4sIMa1z4RWgXoOpuBvnCuZxHs5nWa2ciCfJhKa7k09FU2SdBHIw9Dmr1rDqv9t8GRDNfJroz/NJmP9K918ejBLBVtFQHd+K4ZgdRycmM5/ShknAy7qtETriidy2meNTcWP1KSxd4TMnSBOofaGJFxXe3WNeBwBEMJNcx6RwWHs8ywJ10+wBQiwFNdJpfVdVXJwDiIocGnO6iowT7zNUbp3Fwoq11gj8Jk2+OhCWIaTTPFLikkAEqxei9MpfFc9qYqaRKxG/GhHVbU2+POXa2XZFcFQbqkoE8TzO5TQ/o9tOXP6icE4X7qaybytJw93HvPOBvBEh4uPxAQCf39+fr/H5+UnkvffH88PdCf31ernIMUaUCI0wei4KQAgl/ZhqlkmunEQUm3wSB0DCUvbfhjPLoZrPSmIm5Z2bgvvNMFCxLKVwu5TpwFXarsXQ10mdqvIiQF/308mVwhii3iraaZeElRp0k4OXQGtR2aGqEWJFIBlaLYlrAsCqOlhoWgX58VURgV8ihNaWuc+kvDW0NR9qwrUZgYCraHMewfM5EkfElm8E0N23IQ2702bt+XIC6OAOr7fZUBMl0c1bb7y3vjF1wN4ExMBEh7kdbTeV95BD9DcxE3007AAd8EH8V+j/tv2Z6NW+/xdBb6jkbn5E+pfaAvWEGQUzRYJzSSECJm6xmeYqaUrN0eTkcsoRR3IFLByW/0GAWq0Y4nbTl5fIG+CCTC2TVX1GrbVYwczMXUOjG0WgqsLsWE2NuwIw0XpYQgclpvAkVvguJYnF2UndSluIiK4K9FPmCqkcYwyVEdZgEQkyH6YUJOhCsuLVkivtzkwArRKw1RRSQGAZST1H+V8BsRFPWJ2S+DBmYwbdrbVWXfDMrlCJb8GM34D38QpBpJmaKWWdlPBBtxBxUfnwZqwJmOlckhbfBdiE50P4pWO3EpHjeMfQv6CHeo0MxLlmrTnqqqKatWkx0d/HZ/neXp8vU308ni2cmwRmehwxo4LjOCgpFK6qW38Ecvj9Pva+1UM1F7iTG7rxFhcqyr44lqxfT7UZQOSZp4EmNtrkpTC7wXu8Zm1tIc8Ng9TcmIAoBuUcVO3Ko4lm4o1kF5dl32JlgYWp5KLuCKLWjLll3Rxp4c+PNlXC/Oh7RDK7e+MGnkcLZHqPAxaD72I3lLAUx8UZqh5ZKg6vV3ysGvShuLxxN0Rpvm37VPhhY1I4KRwBpqy2ehwMfhgnWf2Jm4gzzq6XTXfpe60LYrXnF9yBUaquzwyjlRc5H083kxkwVDDs0iuXAyxFMNFOnvpZnKp4n63kmTcEqGiI5BYEgOk3ylbX6t8sOxICEk71qhUw61S/Q/72aJ5fc38AzCsRY7G7nTJWPuG3Do6cQSmx3zEwZtjUbIG7M2f/qW9dZCGUozsCckNUc6dFue7XDug6ZF/zOG/xLn+Aps2xSSwFq2i7qpDoTDe6CIVv85PqiK2Ch3Joubv5cDjhobMRFf6fFXuNgEyUM4s6GTrCjbl2g5ctBZOfApW0XbZ1MF1H2XI8r9bDW0RGVYe9tQjCpNDzmALQx/P5fDxkHEPeZhZVOBN+fHwcxzFUW9/2fec405iP8UrgIKSthYjcIPasUDOLiEGEmgMuZ75qi6ynqbx3FyY1IraJ1MCQo+QdYRXCZWZjFGxUph5gppefoTBEdLYP19L5lJ04raLQ+rKzxwk8rRMG08f/tVV5idkuk+hMKrLci/J3UOPpAb3Y32/RWreno/gE9Z8KzrieW86bKjKxvhwVztve1ifx0uw7vS7AsfqAtxDBVV7YDtidyFC1Q0x+CQkeu3AXPtBNzV/4/m4vFiDnjdpOvLWNO6KjG5HjptrMwE30E/1T3mBIqr+LWQf17rjtzTYZGwg6uasTphEiF8Sz36EhSQSEGbPoqWnCBMCnYzsh6RSuDCbEhtmncCZCIChszdRReaQDpE2oVnpwcARggpkO5nj1194mdSIyvTHp+yyXdogta27sKZfRqfOyCUgFMOe8vU2OsSIE9OwZoc8+wk/KSTTRzo2IHN3MOJyX4DoiWcpWvfhaJcypZemwpxw8IM0ErbML3iLH14+BgraLLUQsJ5F6/qMqZXgqu0DMf4nQAcb7ICKZzJPH8znd6MzE1Gge9z3aYNXCmTX0qHVWTeJ2DmQKIbnaGGMK8jKtagEAnyHGq2BjdTET8ITtuqqYQe89FBrHGMzcGuu0o80FTjJNe9uO4xUltE3vVHTCiAg04KAU3ZHet8iFiIpkJfHVFlsbauzAAWAXdYzUBQQR2bbdzJlIJwYuIBVjjHjc3u93a603JOIpqMhSOBT8DpFhmtQFohAl08qYNz3A0RAQnZki/gYAWtsA9f069n2Pm42ZiHrskCHdYT4TQGvLXCeDt/49M6dUSS1mu9HxJebWu6u9Xi9m3LY957B+RKdw9sAIZuph/ihI0vmJjkaMA62q7o+9Glrwo+jyVcBdH/o5g55MpDVPu77LTENslsZ9BjcbIm7F1PPFAqGlF1/Ei2dd+KWtNSnoCMWOjV8+v5djQLmU3HYtOilX7dnCXZd4N1/b5CeUt94j2goLt0WLmcvFMqm/6Xy+pl0Xlz0VcRanhfw7meqjuI3HITD75aFykGFTFoLmCCerDr82UFcmet0P140tRgFWkfJzWjLpN3TB19RWlACyIfODiyeCL8bQi2LV88B2qn2cAE3U0dZT4iJk95XSeNPbpIV9URqs/wAAU6NTDuQ1YgpVEqTAO2dikC63kAZa2F5vgZFroTZD7PNY6CYyRhj0RY5G7fHYN2+qai4yBjh8//69tfbXv/1t5gnIeL1Vh2ixMR0zy10x65PzMMwE07GLRFQx8szrNKlOqo5gea/SdfQfBCMvw8OFJhRvvGDPzL0c52uFXRf2dsNPVa7C9QG5BY+8369zeVlOUxXsUn9za5mnANOzhV+OwDxFAMHSyV6RU8XcuGnKo/N6q9fhyie5ld0AlyyU01wYjxOf3sRIaVjf/jnKyjfIHJoKBUdAwFdX6ebsYNoVmPpQcDwGurQOCOTsACCgYkCghx7fBJioU2ttfxA3IOrGIATQTNyddrDdxvFC/O//+R/f8N1+3dv78+HYnDZHdAICJ3Id55WBRQWU0lxyQ5uy29OugMAx8MmPyechbWDrROSzF3M53ILV/TbrByugJ2RWl4f5O+rprxyw2xxy3pP38ZE7mElyOdERakDqc6G6HN5uykwAYGyrlvkncXz+oY6l2qjRRXYPbHOQRGewcGaiZigTpliN3D1qYmY2t0JuJTzRGlzTW66hcayqilrfkr1qDs+MEruZOoiI9sQsuozh5kx06EtVadsKMLdvXVQiOLN1RiSGNsaI+t5d1C2JoeAkau69NzMFgu/ffjcTbhzDYORmluPUApDVFPs2+FtdUMF/nBZmCaJzfbGIIJKIETUA3LYdt6rbImDCiZAaM7FzB1BwI0AiVjl6e6jBx+MJGkdhDI1quEvVVM3YnWaaY1SiIQSKVxX7wZFCNqpAXQBgZKbmAVzzGCkgM6ehtlH4I5nZVZAaoRtYwoPNzRWRWuMGHFlvCBh6cHdBJEAMgw6TWHTQBYgb4ohWUQcCYmSy8HU2zgB4d0BoW48DVae0V4qOsE6KiKo8HnvMNHLjxFJbOSL4tHK2hu6kemTeaEcAHXI0bkigh66GOZXsAcQkV9W4XWqyUvzH1KjK7q/JNbBE5dWJrrBlWeIX1MUBPWPY448z/zmt80nDhuktBEO4dIxinnjueVjwMM/E++pJQ8oYkTj54cFph2mvqKXDCTM60We63mnJWJFttzCLs7BeVAS3ZciuJUhZGpccDb3t92tDenIA6igCFTBS8RaLRRWisBCxYFPcIsHjli5ZTrzfFfuwvk1ENBcAwKm1cDf4UaTfvDcCxMnFScTFn1cNxSV4ta3kyuqvV7Nt5r0vQGcVnXXbRPucIZdr+Qu4DjPjmy8Z6cS0ftfdm0QXl8LS2ozedswtLnb/9YAapsyVKQKQam/PbgUEb5sIVI0RNaRlWUfECuPoORBrrR0yvn++kHDrG/MGO3PXbg8E2PfNTG1mGKmIx0x9GngqACuKiOqGfCULXz7WLwgdrzMPRLy5rQ9m1L3t0S58s1Oaxet9XiLP21TBwapBth4aa3uqOXZ19FdsS52x1xja83NBsNzi5z0WHU1wUal05LVDv/aAbg9LZdDcVBNXXMziamACwBu/9YccuXl7402GHg04IjBvhnbV68N3su9gGquRubs6ubGFcS2Tsmb1mmdbZzC3AQeI/O7UgJrTBtipbdyYYGO0HVjlk2R7//+fR//HP6nbv7h/GBBwIzR3daD15nG4zRnUjZzDqGMwT4EzrbctRfBtIar75ArE8+WpdEQwvR7nKrcvOQHtRum4jVOWMNpLxlwtINFkND396FWa1z1TfrMfhp7OtwNI+JOYPn9QlzM6Uxh0CDAzzykC6hENdGHA2UISjeFIFfQ5rgsET9gyiChCOiv0bp2UTWdnDPImJ5VBVV18CnDjU1QZw7RX6EPbOgCoYd824FMy0XszNwA/jve+7dVRWP63IqagNX69XkQoehCBqhBjxGYRxawzKeBRtoZKeAo8wsGfjs/4mrpNowImIsCIiEMiCs0DB9LLEFPVio2rrHduGR89fZwcmysv7QEiRuQhkbYDF7zD2YC0tRWxNnRz16fmfjG5k+PWt1AxIQSnzOICmof4WCf+XMg5uqGMZK4I1hgBOET/jqh2TgCO4/j+/XOFcx3vf7bWPD5wh9Y6EruBuHXens9nUdhXkPPkHwtBgNWQOIXX8S7zNsv2ANgsPUMz0KaM5/P1bdu2TGKAhKWZDcXINt9wpixt/XH4Udy3APdl3PDsHFRGRpby0x371XJ+R+8t8Ry199SWtvrQT5QsRaYJLtS/uJnPb1w3vDM5FaOrp+UvjIf4kgMCcWv9uGnqHtneDOlH9iUz2e5w1S/Uhdjhvva5zz/WQxrH06LCedEGFFdM0g+65vyDX3oegdrXF3mm+ar2vVFh8syq5R2bjdn44UnjvEQOq1pjxc5mIaTn0SzdzItEHpdGZu2jteFFfFX176OAX0sQM8+47jxAjkXbrUCpeFrBwzN6Fla6s7l5uOoXwcMqs7ndkBmYZYWYvGzV8yO2WyG16Ky4twbX04KI1AmzXGaiozzN4/12923bzF0sVhojIp+v6vF4jkNEJCIXubdOGcQDYEgEiG46xkDAbXuojuM4fHFmm5mreV2L64s/nw44Vblg4NccHrjmvK6j1FxAxIoRWVdySitt0en67ZC/Nqd/WMHPl3pmfayJm2naAywPQ4nx6vg3DdZAxDVhnqUVAiSeuJb0HzpSbpXWWgB8bZpedmq/xNnePBVJf6gnBWtWj2t1EbehohqomKzPbH9tbTjaw70bwdSNEURaFBo0wwyZQgAEzZyNWErRwMQE3kAHsEEj3Dckag4EBsbDN6ft74f8u3z7v3/d/D3QgRGdYID1Sz8b6Ool8JILgJdKfjKp52Ws0SgiIo05uFa4TClzv8j+S5CFfQ20XkhWhUA5gQe3JXruyJeP4EKmRzOT2dyfpJCEHCScaH2nP7hVfLH5/uhG+pl0LMCMDdnVwADVXM2JpqokqhaffK4EbhCAuLlBesfmPpF4qdAvmZr5MUtGrli1qfkEcIl83NiIVYc7iuoYQ0Sej4fjdIu6t2QIuKkBk6pyf1CY1zhaX/L5ebi7uo3DPBVZ+UTNIo/mpuUHuILr8VIdYK5jbNvTHbixmhFibxsRm7kZNO7jGOYKaZgDZA59cDQCRxwkkrEusQE0DIuPhEnx5LQwxpNWy6WqciMEQgqjogStMYxHDmDq4GgBZNXBrVRD4O6tR8BkCiQI0QFb2yDdtNGu6GbaeosclBiZbcyI4GpAyJ0VrLc2xjGH7ho6mtb49XqnTQqJHcd4h+kWwAgwTuEyhohs+y6qhPT927u11lp/bpu6U+AvmRB/DTMgZYI99Nacskumc/WJFigTOYBmawTbthGklgnOuCskpiHi7htjhIe7avFwKm4DEXEwAhMxIYqKqREiAJlHprYCoqoBCAAjMSAOEU4uPvxv8t6ty5Ekt9LFxcxJZmZVtTSadf7/DzyjS3VGkG4G4DwABoc7o1oj6emsrNUtZWfFhaS7m8GAvb/tDfxAjgCaGnNTj2kz23qz7Ahq6Flj+ougIS/JuucQG5gpIrTmuWoKEawd7gK/yh6aayDEXcQMzIdUABYdrHLuRazMMu98sYb6P4ozIvZhTmQSRbIe5Nid1m7kU3WkxKG4PhFTDQgAYAynlBlYBoMlyFkMxBqQmOS1yAuwIJjQclWuRyC1vK7Czf8uLaV/BEi+Gy0wjIfeMiAjHN8CiBpafwSgvnU1NdBYoFzsi7BQkn4YgmWsCh4OroBNXxgXgDSploUpgQ3JTOOjQBei+P9cFbmkkzdu9TCGS8j26FDmpK5gpU8SHG8OAy8Ztb4bkdNX4BffwFTSjeBH06wBjsG0hyt5xX/A3SH7l2Ek8PtaxBxS7BjjKAiQOD6i+OCiieJzm0yjyMZ53vCRpSKeGiMyx9Dg3SIwN1GVlW2eBhuZu6rJHADYGRpF+umU+FVE1Bq1vqkhQEOE+7bJHEAfzr4AIiDQMRTN97aIcQWNfEYV77aYGiGF7tehQHBIgtd9Gm4KJGzcwpiuKQ/I6ZWYxgJiAETQGIhATGuRoupdGli3NtTzTy1zV9d5TbZNHA3svPk4YpgxRc0rYyzfsGMhAXmJbyAYTY19CU1lGjmFQQL9jhcpFMS6kZQkEo9pI3Q2ZtXla2DmPa1EVUTm5MaOQXTxSQA0vbyz9WJN3AenKmqwnixF0HjODQFcMjVXDh42JVAiUYAdrJkfgQTRfJJuEng6f7YdRqh+jEVeEavQwchUbYghAMsEa2hqA9gEZYI13myqIQ5QQENDFjRnn/nVj6UiTjuw1FGCTa2xbQhsaAzSwchA/YZTUIzbKxTjEIEtxObVmt9pJQIMVvgj+f4S3hJ00JkXSCARswDnNB8rS3o6fw6K+boV/Ye6BFEBJML64ASFxFi5VNUWpWb1ZVw1F1mKJZX5V+yXtxuQQ+UmEokZljaSYpzyfUqopGkkN/DoL15jkCCXUTzurbqycoIf5+ytT58hzqES7jfXw7idbs7JSNv9Fq1T5pUQzuIGGUKwpgC0Wr/MxI5XF/njj29+X3kO5ZzTY9sydxARJyowMbVu3Tve5Cfhaa85Gxl0HmPOOZk6f+tE3ILUDgA4144MQEjYqDExM7TON/WkPVyN+Z4jG9dnb9sGRiJiqkYUJSME39px4EQoKgaoaqLK3LwgscU+1xCKmIGBZkfWuQorfjlEELEAy5ykCgBb73ld5px9Y0SkBmww5DXnvvXmC7rvze3xaG4ilElE4/n58+dP1217qigR/f7772g29xexV9L6+fnxeDxa63xruss+Ru8dgYA6ABC31popiMa5jxBNBJtrqHIOEBbP1aJ2V3uohV1kMuYkBm4OxBhrWCvejWBCM/v58dF7//bt2237RkQyBZgINyA3KAMRCUU46P3xLVnmvXdAQiCL7pG4umOB/2yM6QMiLycKYTqWIli5CRBIE13RMFC7iZHSUjTZxdRrgWG2cED3xkC4v6a60ZnAAPydtsZjaE14VedIcvMT2iUuKufIeKgvLF9/GEbNAM1QKkrg4iGjc3FQEeYLGaTnVhGoKS4Fjsfw+oeIxRCadcDRrYyX6JUz5pahh/pCIWl4mAEGS4u2KDBZq5lZhOksvZB/UIX76/MVvQQQZp8JoR/iCnQ6WLWjIaJ5A/6Y7x9U77hHvF3tezV1VlVRYWYkt2GQ2+KX7C2o2whYsINuDINM/fSL7DMThzt4RjOSMfjxoyhXzABgLDjP8hdG6+E4FcDKuFQzCa88Oc0W1XFVq6FuzivMuj4RxdVNHPRaChNFQGpV1HS903YJojp0t0fCUQiyXLsvMmVOhG3bNkB+jf35fI6pj8fj9rj3G7XtTo7KRGoSE0tEFB2CBI24EQ4hQgBBJDfXqamHYJiCmRISGBl6F9PCUB+zOkHa3FvPC9XqDGKoOUHH0GdNlUOdgkkYq+YQouSn0+VB03I/qyot2xIAENCYe+/dm/GttSSyh8IYwcx4JVYRxSDXvby+xaua6fQX5CueRP7Ddk0OJsS40Fj/cg3HgMI1OFePYNmXAY2gN8ZbzxDxMhNWCMaTlyhCgEDm4d9mAGQeAbUuGaEBARKuUzaAGY4GoyGgMIgaKRCAGTklFAgQrBWqN6SsLgyMric0Qq9xmcHQUAxFQA0E7IVojIyyc0NAmGTI0MTY/KCzesMn06orzkEJJrAJs3U0BDICfTiUirm3trELDYzMxtgdnGiGMg2bd9NoPR9Zjq/HBdnvtAi0QgJQD+ScUzO7xik4NfspRVMVrHeJYlVVNSW8IOfXiUuFIh7HENlPevXuJT9FwVms+GvW5SJTDV19u8jlAKaIRoStbTmGu4gKckZW5XeVJuEjuUKNDdOPyPz4GKq6tQ6Aemx2zufqj8c3520ZHiretC0m8ISolSk8XOzb/q8S7Og64EpPM2YZI1IMkFrbxni1rU/T262BmqiKytilNxwyCUkVpwwDa8zQjgUlvPwoY9hSCIiPzlNK4Z/M4/GIu/wg2yRgWw47IBMgcGu58R/cD5lkfEA0MBohq+oxMZWpTEcww+v5ut/vqsKMKsINZf/pc9JeXAAAIABJREFU/VEzRFXd6bW/nFPhtgEPxxGRfd9Fg4b5fD5fr+e3b9+88Pfx2f3xMKI55+e+MzP1vu+D27Zt29/+qSPSc9972xCJuLW+IRKBHKhvok49r9HRMixRmghgK6igtyZjeFyR22ENbM7JxswEhuIjy8BUR/OAmLg1YpKjojo5mIsFIsMguRRhiIBjDNra6pBBsB2I1Cc+ZoiLOXBWZRwXq0Q1VdloGeCuctk/iry91kibmSFyEk3Gig9cC1+FHrjA9GRDRMJCK7uIXgAgkORgZwRzyRsvwLuvJown/TFi/cPRWfmSjFaH7FAv/fl3fenNjy0BDM6ZHSeOsl0R4FlbVIdTVT/XAf3xZSYlXKmqYuw9J+iCSbkIaS7Z19UfXGkzFD5PSJjP+4+SswXwaqpDt+iZswLXmTIAOGkCfsPe511h6ayNlGIgyECdmP2HbsD/OgU9wOQjx4ykkUWEXNLVU3R8/QTqnXm5Ucvgu95L+JY3Kar7mLs3jhDx99+/z6mfHz8Bkf2cys2f+jHGGCPDgFV1DNkMJQjZGpYF7qbWekMgE1mIf8d4ubEn+sSeC+2nLz2pAo4F/yK9+JJLU5N6qqWy2pZSPVwHUZcnsyLDzQzwmOmoH0sstN0Ifjqyy61bjdr54jPc8ZQEZNHTJkw9TMRXR9V+OM6luAY1vDIaN6qZ7fsQeVb4BCIaLhK5QVWrWlFDrFWY1CEnFlMuAxtjAHhnHI8vB/hvo7KjiFg5DD6kQ2JUVhM/1wKqJ3b84x+VsdDlTkhGHBLovu+89bxTtm3z5wvsnKOckK60ePqI/jClqKpO8SZCS+z95Yh18YQkDigtTHW9rayCahYqe8cRPFeX3GAhxDntYuH9JXUsBgrmTBJb4qWYkbRGYidBYZLdsv9Rq5xcfMsVjeVg36fLdv/888/W2o8fP5h5zgbA29YD4utVMgAzf35+vl7z9mgJPMlU0cRllJjJAsZfIGFCBjuY2SpgikzdzHrrzkCgjUGUGzSgOaeoKRAit9bG2Llxx9v9jgAgCsCeBcqI2rZtlLBAALjf72MfW++rz3sE5jlBz81bl0iXihWrPGwDm4s94ve4hASOKODK5oqZXB/dqMfcbhtbi+oz7N4GYAoyG9Pn8+Pnvv94tMQtI9BrikvklXhO4d6HiH/Uvfdmbd/3vrVVrQK37bFtP3/+/Pj47Nu9b/fWbd93QEbkfu+tbyrQt5uImE0xaL23fvdf+v17hGznKc5W/pQjhLNTkhuACxmdMo6J2ZpmaL23+72lY2G7PU42GrcEtO3b95icuHnVazKf3vhvWdqApqoypTWvaSK2jxuhd6uheiORCLfbZgvIYOe47FXMWSXo0Vdi4gNCkjk+C08kec8g7VPyiVgRp5xnP0JIxWdNaEtSYV3y8nhQBKBWd6e1EQbI8iIM/cKsg/ZVzR0i+L8qfLMaq4DRi0fwPdP7fdsooZJwqYzd3F+HAxWHXPmGf3XqOGErsf7qkPEQ0pe//aKnr7CpavT0xaF6DypuiJhqKONXR5qDj3C8jONY6P1uSkH5+7W7cujM3ky5cHxQoZgJXkpx4LlBaK4aXVVQ5JWrdFrMMaO/1mB2nQ20Hp8KpUovpJpqHg0zDwQ8wHsKEXVigWDPe5EJmJqYzrk/n+LoeUAX8rVU3BArIpIimax1SFyEo6rILGKmkwIbytQYQDHkATFHVVF03bmhuusgc/HgxFF5XzRqTVMF1jX9p07XchnJ29tEL/Or1+uVqwqW9InDugdIhup8u8VmzVfl184lo2L5sfvTGo7VuHzJMVzvzkcfpV8e4nVVEJm31sNnDghGQGZoc041423rRFkbLAdqDOcxjjzeEPR0TE9tVQDXHkXAluvSAAmAP1+7wkNNGbqlt3MxXdHgS4/pUWtmZrL/q/O5xQyBGhF7aW6oELRjUzR+qzS/0GksYWE5n6magCmavl6fnbA1N8tpBj6oqUxr/ViYYsFZM7JVvLU8bPuhSNVApwve6hr1fjCukPjltcPqOa4WgiptKg11+XLviDL9VPFDAot+xbp8zr01pwi4UiJsQn51lor0lKqQBIOk4Zb9BkXULYaIqDqyP+eKxz/++M1ZBJ5ZdcAvz4yn3nvvHUjOeCk5Y6QuKV+BfHFZhZohHP1y92XmmkVE+xxoIHN2Zo1WyA0QubfAZKESN4eW7PsgJsBGbGPI5/OVm4pjGRFpNfVDJbhEs0jUEGkMXQuZiKjZSJlDVBUIIVJn/vLgnrCX1+vF3LN/4F3nM7kWZA6ZSuvJkH0HUJenI5jZNANVGWMnavfHXWZUZvf7XRGVWEWnuNFzTJFmvffbdru/ni8zbQatb49viB5Og8Bq7FcNWBUMgFo3pN9+uwGgHnxuikDWFZXqOvUj9wQPPgEc6e7O+nXMYlQBHDczenJq9bmm0SqRKZnK6SFZfl/t+14hXB5lukRHhMiOrVwDolC9Xhadmlpf3XhpmKvolcvqlvVH/QmXFLSj9CS26H1OF9VAZgMuCAZR/nbvQR7aEkJy0ZOn9lQf26pvWv2bQp/E9S36Zffisv3X2qIsuwJg75vcqsauPPJLY7gO5erZILeBOiiod8Kl/VO/vgKY3+MJ7Vy/lsZh5ICW3Yvf81kvSp4LCrDeQn5crJ+JTwsjpag11R0WkCRFUNGZDnMfXSbOZ6tifiau1Tnk5kQNTEUl8gJzMKIzu2sY4VNRiKzwZABcuAhAF01n970MEEyB8smN4PT6Kdm6FlOQ0EwhkZemLhyudcYhafI7pwzQ3ZieM9tl5NBFaTdAYnIpkhJYb9S4zalTppeVzsP1wGZHPNlMBVGoK0WEW3cJH/SOMqboXE2BYAQjEjVADQy/65oAg69KoRu6nDEu/M13r+3lhrx8WR1oL9mb5EKXhXWy1wBAzrh9v2DuXDcAnbJMgbHE5UwDwAjBdJrDHZYnQGX4VM6Vz3UoBCXn0jnZ9ayVd3W8eFFgJCQkNAAVZeIvdkMLtr7qbG1bjWAna/o1R/eFKKCPPQxAwZ779ALdlhvEZbn+0uwfNrPXVDN8mDnSt8QBOivLabaAiGwwDEDAyMzwP68yPdTczH36AD7dkokgjfF2u3GLZZPCGuKfLfXORpO5Iaxgc0SN+GR0KriYgpqAJzr7sozqbVlCkFN+U4XqZg8lz2Or+NK/WvcSkZl7vWuZnNZw6vAuhFZOy21Bc+HX7JdHz1JVfdM1EDFUI4LWNo2Bl3pbzpl0zt1DxM/np6ctZsk7hmS3r/c29umsN8fg37bNKyEHVCN42y9IrqrTy02R8Xq9zKzfWjZWXZld+2f7vmdbMV7P5ycRedooIYeQjpLaQRkARESPx2Ps+/12ozjpt4+PDyRiamOM7X5DEBGZMgEwEjRlIoKLATwVwvcIl6zcbjeX4RLBPqabk1ZO6j7G8NfvZV9fCm+/3SOkDdSlcKKKhLVcSz2lgolKa1tGM1SZVxR8MmVOZt62rmOq2S5CaGNOJNy4/cfP/3DeSNvurfUh6riMfd+R4fP5bLebghFS2zZq7fb45hXt/X5/vgYyD9Xt8Xj8+PF6vb59+6aqt8e39bAxA31+ftI+mRs3fu27qjZckkEVTzuCAq33loDp5LZlZ+XC3Vubhy0KMtXEez9hQ6m0/Or7xu+nNQDo3DI/677dnEgIGkp8T/3M7zLTbdvUxKE0VExweRr0o4WXVjmIrzGKkRG73myyUy7DJURk7qk8yTvfY55EZIy9927gXf8mIoSB2fH2f+stgx5q5tThjgXKXy0irXHEUHgBp4egf02W42hExBHLc16C6x9MZukiZ1x95tGkyvA0CX2/vl8W/XE2ONfN3ioOatjauSlQ0rWzbpcS4QJ2hPPc7zITqEeFVTyZgVZQCZ479LXPVLVSNVqlviTf6vKokAELEWTbcrJxJKcuR5272/WylV4sCgtvC8tz4ml8kGZV874Cs/t83HWdjj2HcqqquoA2yuYJamIG5ci0BHuW+Qa+Qtap5imDyaARi4rIDDJJvIXA76heldNfSk7z0fNltrw1OkYiquAmQecMmCFh33jDAxrmXY/7+kdGVCQ3enz7Dmb2fD4zCbWjztfr3//j3/ePDyBiJHMwLhKSEXYwcU4kESkYL0l3iA/tehtchCvIVO+ZzGlac792CVG/IO34fDzzz8Ff+ev1AjTiUOu5y9nR1/FnYhPxs3SmQKjqGHOd2JmZt95XIhJa3CNiZIjBWV248cVkLGlZeU5wPTRAGLcAUQ1Ag7rtpqk63ENEC2y80uqAEOW0zV9MxpZhHqRVXUSuYkDExEyAsvJPzY27/9V/7GRhj35HPvKHnCgETDVp4WLVzeXCiNCwJiShkxrRbq25GUxlYEhYLVIORMcYc44kyufK5ne+08FRQcfUFTPU2mZmcx8iOzbeuJ0mY6uplNhlPP9ziRurIPzsmTrE+dJQ7717MVk7U51PstJs6f6KdbmPM8yiN7PiDBSA5pzAccLeevPnxDPD/brfbrdcCFKDnofjlcjDVQlzu92KbED3fbTW1JSJkPTz+XPl3sQqaWYfHx/M/Le//W3O6c1OX5X81aYiKsN+S3eZcjGqerjwO47BxFHVMU954TK5E9HYX2o7AHl9L6LMzXcNr+p691vt0PUisMxBhGqCyHPKSvyxbbs5CznVI9nflcITzQrb2UlzTADova1RNSBib33rG4T91D/5AQiirrcRZiYyIwWDf//X/7N1v0Y2xvCZAfQmO9/6Q4kBYAwR0d5YRbHfBLnfH5mj5LQPxz5s/QaAv/32OxKnm6S1bd+nmTHDqvaImb59+6YKqiprULD8KGRAeVf47uKlbdiS7FBDVriYP8M+qynYJmMmkQFmvXdmlrkTNU8sclD7tm0Aerv12AnE86pidMlMY+y+UqiqkUdk++rgFoWdCAF4zulpSHnDZ5xhlt3mgNElePXS1l0TaYdqKaN39RERAqxjg1RnYehYwvjBZmhKzI2oGYCKmOLW70LhTNjHZGaRGcAjJAN8eXFPPEV9G3aenaqaHUlhZrbico8GRXTuY3xs7+Dhc6OuKky8pj+15FNinl/p3n8fNAMFnQLj7HDGOyws/WnGei7lc16Um8RFv1gVMhe5/JfS6lKOY7GTwqLIHfEliT64lImX/NcVa6AXTFhmp7+rfc5ZHljTHwss/GTA9d+SP83RaYRoqlOmmay4XwMFjTBIUJ0iY51pIR0Liz9uQUfxdqnDiBAICYlhOSs81djvsVBbGbjd01//2Pc1/CFPDjZTZmrtlk4kRPDjiYgQEmDIlIPmsZIQXZmVwGwo3PcUv6poUVSCzqELTkSEhihLoAxw9LD3fd/3V2uNsa3onwaRQNRVbYz5er32508GmyLffvv9t99+jDE/P36O/ekkAwWJ7qCIGRCz66ojepGwrmP1BHgeMUGVtbxer8qvvAQD5Vq0hslaNQA5bj2OnS7s8JgeM5liZdDUW4uI60ZmMMeMBqyHDoEhwpwD4HgxpsCh1zeATPGj5HuEqTfeMniuX2vsa8V676HbyCcid8kyb1IAYELQFffmKj04mhFh5CWUxaXIedcUM2oeS36qihdA/79Ymtsa4RDGbTb9oVMRZiZgxOlksKlCGEOgL8XTZeq4RDLuVTAhMATxnntrrQZL5RLRW78U+nmmXZHbTL3hDKWMqvr9OU1xGqr5Lpmg3osQvEaeEZEIvM82qzwyuwyrQ4HLv66qY5nIAcGFdlobNLUb8svV5UQkYiqWz7mI6pD7PRSZXgQbaNmubMFx7ZI3UQcTrbU5XvXoE3NAZj8qEfOUgQRE5FsyeDB8WKoCqPzbb7/5Cbs2I51t4n3Kbdt8K/J7JVTaoSE5tC6XeAhGytVnBQuL2ZQ4L+4Gk4h7vxF4cKUSkJ9QKXj8tm3diSXOfPWqsbcmYmh4xkD76DkmnnOO2+2WfJh3DC2szSxIOGs7d5v8nDuCiggg+ggi6CiqIkhgDKYizLCP5+12M1AFEwMmkjn/+Kd/ERGm3lobYxpMoMjFjEYdh1A+R1cujUBgYladteFRF5dUhvXeVeeck1tTBWZujZLsnpHynhBEhGbSWhcBmaf03WwG+1qQR3YRMROEkCpKBBEDdY9r8StCY4w5dx+Y+I71x29/49KIMvONIWzsHWmM4RQ5QiCMlIRt24DQzVHr9cPKfGWfJDoLJYlUXgRn59ZbKy5FcDWkdwpWtYfq3cfoUIKqcwzTygOIZIguLnIMdk6Z8/lqrbfWK6maw3TvtVmsia19kab2brU8nXKDOXllKh+lA+A7brlm2by79+qdkyfVM2j5qJsTPJI7zcVAmTvHJa3p/X1VZ2H+9iuv/fQe/VcHxT+zYNf4xC3acFHPv1OlL2Kbi86+DourDTQZJPVbkifNB4zFavvqkMqAr6VoZuBsMkwr4ZR918L9MCmSRLeCrRqCEIhd3KX+oxAMly0BI7swnghv9BGRiSfmmGu5tnWujnuAsbo7XAeYJxBmNlHfHazcREud5eKBpFxTXUujzF37VEDYglhz3LYcomRT8xEcO+tDRExlF3m99m3bvn374ctajrlut+22sanMOQ15KFLr33/7fX/18fx8Pj/HGLdtE1U3N1HUyuClj86QKl3sFtWWgISVHFA7kXn8qHFO9WtUA7/znvtzUnZJZYpDUjgDmQl5khQk8k6Tw+/CxRk/k0yVWzM0QvMkKS+Lfbv2/xwlSKMkaQKqRnGmBOx9LnWUvtqR6BfKMbW4UhRnfjCfK8b94GMBU48vJjSGzkwkIcQ3E0RWRPMIhghjcKij31D/PdVEhu+G25UQGmJnb7UorMvEgKZy8YW//aiy8KQshoCZOkMue1+tJNpc9fJmpvctxF8NN6KNGyP4MoKoIGTknOXLZK+2MltkOx6vj/nCxT8tPtlBKIB8sxkPwpTZWsslKgNBLx70X5ST+Hq95pyg3jtsvtbTmmC4rldEtm1bYOarHerS3UkNwL7vS/6lS6niZNIZJ+MZJYIDpFZMdxgq3FVQf2b2m6NC9ZRK5hAwnPPGwo5Aee9acqDNVNRw9bREBhjkIQ0AOI4KvHwdRshjH2YMYEjAiBwwmWNLU1EkH0B3P6LX4MP34JV93zOD872xl28wfRXpnRIRAhj7i5hNldC3ldBTPj9fIPPWe2vtdts+P59+RkImMBCDvt12sTnNmhEgcntsN5nqFPrmG/AxlgJEntMHoPZ8PrdtA8TtdlvViRXxgE8iQaYAGDP54cI8XAANCcbcG7XqIXZZfn4aBM1B5lGEmbnSkZFMDdSQDQE5WnpOHwcCAhVw2ovq2F++/DWXh05rTI0dWybiuFxyQXloJBFxzsHcGi//nEajQlXH7vN7EhUy48VY8C9Lh+iY8YkZ4HTwtnkcYwhCTNEUZTXjZa4gNCMz23XkiMkPG29RdpT7uJ8NPO5qTvGK1Pvu9QDzLt5Yy+XVjEhI7xrBAwcR8XNfcB5Sv35JPKlOzeUYxHOuOF6CxI+REdFJ86CASJm/exn9X6SK1V+bzbaLHTPF5dnbvjBSLqiv0ji3KlDxGndJgOyS7XLx8F2IIpfs9Pp6zkwSeqdFrHggQmeKp6iOKGTNAK6gaCsKykHQPv13HLYV1kfJVDp/wiqBKgcsogg2cvGjYcEbh96crkEzleNRZUtV35XinPoP4+nUUaVHeZGqwLpcBTAzT6BbtzEzM1lxLyCAu7kTFL7cikikpoTU2jcz+/z8SZSSSLFFY2y9t1v3hshzjDkGeveDewOaGlIMpoWT93xVA1ttgrrmX+iluOLk8nKk2CmpjmcLRFwHIlzJx3aBC11iWb9srl0OtFdq05LG5UwGwEfTqLqoQaZaUmlVZoral08XfWk3AcSgbSEQAK1rGqYF788zs8UhShf13xkyi4zlLgX0CFiFIO+CzGFMTth38zciGJAtGH/yEOF/Vv5lwjSaArpFCzoyZjSa+VvGxNH8ddFpmrxAh+P5kQWEnMhJK6vAoLgUoDWGM5bq3b7paeB5DEOijZkbbJ5yoFJdfCeGb6GH5U+u5fvFjnyJfqu6yjx1V/89EfW2yeql/9U84Vepy3vftm0DNRFhciwAAufG7G0el14oGM4pJQkPaiJXDuZSgeC9RlGRKa03RNy2m+mi/mEDEMSuomIgE9WMKRQfbrlLbVO9ydYqfNrMKlvN13kRQARRAYMxdwM9EHWGW2MDMBECRLaAEcsgoq13UZlTmXtvrGJgujXm8MuZqj2fr1vUpqEw9kJudYIbAAXw1sK2mKoMn8SlzqfehZl4h0sV7Q3j/MaYhssQEWeKb7fNwNyKum1be9zBBGT0hgC2bZ0IpgFinzLnkMfjvgHd+s0dNo1ZRRrHs069p2mSyIPfrLWmCjL1tj1UlduxNLsQJd8FESEYNhRPJF0GrCG7tzdkziHj8Xj4OxpjV12yeJXWXFDhXHb1uZcPQCORyk0wJm4SeT2fzMREvbHnvLaGnRm3johzDARujY0pw8GnjEy5Y/ZUjbFIEWo2PAcqxujmY97oV3HbconJYq5aTlcHHdc09thWF3vaT1a67hkvpVwLCn7PX9xdJxAseEi1reTXLO+8bOIl7lJaz7Ib8P1ZnlMyr3Rp9SvBowQyg0tgVU0vUMViGZ+nLq9iCQ4iH0qUsoCJju9lj7iH1WUHm7pX3MSFIImMhFxrl/rUZBVefZ+XWuS9MVkttnPhlS7q8HRMrt9LngBVYlBPUMhLS/4fGPXeUvesuvTOojuGUy6nU15x1eWKdrzuGivrcjiVPVdydy4z4TJsxeEoX2mC2ytlBRJ+DESNPbsUiZsP7yw8RaYCCAQtSk8vtQwILYcYKnp0BcH8ULFQsJQS5zXxAAKqrK3qnAaHzhWCW5Jw02EyxRYsntesVSp5EAlMQUwN3aZ31PdoRg1UbeubadgYRGbKTAx4qhFhPNet3VqbY4DNbdsQgcimzCkypswp3BojqYhMReaOcdelVu2iFvDwqqUDbnleza05BS2yYobrUTnHIFlJ59HIEVVxGwewywjVD2BzTpCB6xmvUgT3ygMANzofDFwciAD4er38qag85ewrhZK495DZICACR36fIFrj5slNZBFGpqpgMc5yr4MH/InIgnjaYryuZAi3DRKJqslUMRUhIDABVQNnlp+K8f9hZV7Vf4SCJoy2NWaYzEygCDlC/1pZDvWlAJSvRQADNDRFFS/uiRmBQA6XSwCZ3gzumRVHwTOI8Jk0/xCxgjI2fwYvUKzLglmBiZ4zVc05F1N7tk0vi5v/5LTY5b/9+Hwx0zp3BfTMfs26PCAMMOvzP8dorb1eL2BvP3u2JTTuRMn5p0VqA++I5yw4F4utdVVlau3WlztBXvMVaXBMMgeTrfRB6Lwd9j71k7RUvID32tdOBr13N6EecKiCJak+Yr8Jqg5PNfr36FG+aLettyh6BL27aSoiYNBaV617qrhGwgMgclSaNta+YTZ03nHRfvrPws7R4InsWEEPdFG7ZjjRtm2gEefrK9XW+xiDl83RRJ7jdbvdVGHbtl1k224eL9hvGxHBBPc/SRTZ4FJ7RMROl7rHzGRaa+12uy01vyYNxjXf3qmNDxwOMrcPPUWHu2NF9H7vYNsi/fmcNDaVOXXf98fj5jpIEXERfWvtub/M7H6/zzkR6fnx6Z8DIuoc0xVFfnpBj05U5gYIYw630pLHS5n12/0A1yD6K3dNFDObwfP5dNL8uqnMSRLZ27vgV/0iOg3T31eAF9ahK4t4/0pv+laDWtlNqZolLhAGpC6umWRcTYUkAi29mVlCOfPnr+ZWctZstcQmERlI3TgvrdNa9V6Mqv5Gso7hEK9/Ud2ujvK1WrWVSVbZWJcZfXzOdjDa39Fy70CunJxWi8vFRVS5N39FRrNzoPqylEhtPb73vd6Nv/WoUJXE7zLQyxskIkQuXxNzhsMwbXjhtdd10jf1Jcn1nVs9XJnC7m/ILXMk8jM/LorfMRqOBXTMBTECmmgcnleiODObyQk2L1rNEhcTbeohMaLFqVIUiRCGOTkAAEFt45C9HtJg5tWCjZCKMiANfZGZKUZlHcGE6650fYTTskN6gWZghOxxZ61R781HcQBAdCeij4+fr9drTCFDbDBljjEaEjMyEeMNTVRVdBLzo9/vdLDD52vu+05IMJ61oKnEkii26OTlrYhJRyxUpI+vw1DCyHSeVrlM//BXIirvRosIkAaTKb1xghGXRq7Vk0Nk4q7eJ0cANkQWLJySEMpTSWOM0EZTxMpOmCrOiW/blmNz4OKx8aGEX8H+uPtdt1R+tnYlwsWBWSU7kEu0HY9jfgZ7e95z5PTfK8kXpRQhHa8QShlRMDUygsCKHoPCv+iXH3SSvDcWpSQeSTwxrKqvr05CLt6DRPGyRzcDmrnilNxsMWUmbL5K0vUNQVYkjlrXwCxg8lscvVCLsTyeVTVBmEOaw/71fer4y9XlXh7tr1djHvvLIwOZUedARMMb8UERUUNkXnewejWTNLraqom9h6DfbnNOUTVQUTMwvnXwbisq3ZoxZhzikH3jzTujQsZAedYPKjk13ynMkMhUJ7PnGmQDTLZt8/50a15Y65zmRedSKtucE7xRHp17JGRRcAEpIxI1U3AMfmttyqgHWFUb43m73dzYMefs7aamSM6+BbNpgN7BYebWm8qLGY/jCjaiJqKrEdIAUMR33AbmkZzigvWD0eGZcDZFzZXZgX4X7ZsXzcbMAr0//vmlvOKy22v488wINHdh8lmeUiM17P0mMqJO2gEJfYTKC5EGDEQKaEiCAGAdDBE8LnTf99m5gWLnLT2yjXnKFAXi3rbb5+enCpp1gGaAH5+frfGtdSRmYjV3uN7GGDKfiMiE7kVDRFHpNxdpPMWE4HH7/nBcCCES9TnGLi9gAzKG7fPzExGZOrcNVYe4WZmBmiMiffw39kFEQNCwcWOfOe+I3B5zzinH0qwtAAAgAElEQVR+ZCcHSqKTr0xXaB9n+7fKD1zPmoL4GpKSmZdO8vEDSx0BiahHZa2coMitT/kdoRCD04WRgiqlmRjaUEwM7LLwLXi5EejKKAXHX5wHkcdtlik8UdstIp1q6DQt/biA5M0tJAPg1nLAvdLr1udDKw8Jo5NXU/SQkGADgN56yiyX25ldgbbce5g2vlJHGqLWrnPtEZgZkqEdGrnVP3ZhsWc6wvGTHQ+3UlqqeGdtmPQ+uk2ZQQ7usvfvvahTfxF9NL0mD0tMrAaADGvUHSxBWr32yPMxWjGXETl8yEUA0VQGgm6dVKeZIQiAwVn3H+Qf5kZsvqem1wrNM3f9Uza8EwB1csOkiBgAmQeje5xTtOv8t+fxz8vxRuTll5pYYg9RL9ILX4OzjFgX0ZR9GBUfnqABYKTW+yesfv40UGMkYhdAhoVp6szzj8ZQzo58H+9hIqJjSSCw2HFFGjVAFdWxB4vJzMTmNEZ53Fa68BgukFQTtA2xK6JBUwDGRkSCjov0mgbpvrXG+z6IfkCTvm0IMMduIqCCAUpHb8OjRTGNgKB4v9+fz6e4E4ZvvgiICDOav2ZEYBYzkckWzTMiXFrewCIBAK2EF19l/EH2TMFGyL3Vo3iVCCdQhYjMZi33lw+eqhM3x1YJ5XC0Szxq2CAot0mbUCQVFYvEjsbM7mpYKm3bnx/3+91FHWuBVW5uIRAjFAVRVZsGIESGQMz7NGlNkMFww/1zKloTnsBkszXBweYmIlC7zAbP1WHEyysZEACqb4o+cTFqA9odWwciGQSKrIZT0RqRiRCyAjAggq5A1HWLgiogyd7aHx+v+8TGthsBgj1071OJf99wMzOTCaSielDkkeOInudPc86gX9UwEDK4Mg0UEcDXgTBb31rLoJh0f1WXUQ6sDhsDEBA5VMXMNqYL7rM6AwFAQJAdk09mYgvyGD2LUF5F6mzecr9iXe5y+zwsJ4Aizty4grhzdKjXYBG/Ql4j1jQTZgbCeioqRGSIbG6Atg6OFDSYdboSwcMuIPlg+9f03m0Nsy4k5sroyat7v999vc5zm66MYF/dAIGQCcMi7O9AVcfYo4+oYGYLQWPukswedvrcoy/C4STxzuUYgxF1ufSGTFokO39TzjHIBqdvZb1v3nxaGJxmRmPuc07nA7S2iYiq44FZZLiqG7FyixERGqEbFkUUyUEdGnI4EzOsqJPGLHBqmlZhkpkR8piv1tqYI8uRlSCmADDn/njciGDI7km//jYjxl2FAVBNRJCACOdTxGbv3SskZ2Le73dxFaZ783npl2S23tV0n8PM+uaO1WBvbTfyEdAsKmcAEI2IlTlcemiETUXnWOEFRjINOqTSQ9VZLrY0nT62sxrU53fUMfrgng7jk/cgGgZWl/eL8rguZ++tVp+ioPrEGVXUs0shPACRdqPF9waJISjeyfxdtZvyzlG+eDov4ora865/qMlib4mYh7rjEhicAvH3CJ56vHnbHU8uSaJTludFBpNEbTexFJWt+nD58o4qyMLMXP1/EdraV7Q+PBNCIMltdFTk8DYxxzMN5iigPUnbjrOTy6MxuqQrCmpJRf0ZXErp/PRayXmorkpclTdmclBCbwHXOMiWyhmPLhrkoQvQnTqXIiZtM2nySUJXOLbLxCAj2HzuWlTIJIJ1uK9qCKgCiG5E88OtVJSHy51759bo4+OZcwByfmEeJY6nBtRvyAUjOvDUi9jt/ZSLfSJwJVGLsMbIdABG20/GQITWW996hk/3bbvfuj50vGZrzYsz7W1/vVTm3IWRAF2XHvq93nnOOef8+fNnLsuxWcS5nVyLr7ic+kYwDjUwG5iawHWGc+H8VK3/xTBW0TG5beXu7FcwFfM58ro8+7UV+K56d3bCwemLCYc4WDkBNUiWOxF8mQ0MuMbjHpRoElPoRkyaUzugQEzkkTUcEv81u+fx/zF8GGTodTCwRV8fUo1ydZamOb5WU4EwP6/Aq1OA3k7yIJL8KHx7q72JesStGJw6Y6lT8dR8e7FRvS4XeGIOad08Vq0d2ZepuLyj/GucqzGurgcCOo9lzNel3/GLhAp9UZd783jO2Zhbc4MKMRO7jQwBQDxD12kSvrn7/uJPS1aN76Ach2RBUJCPuJxVFnhvg7xtZab+MjzhvDaxDnFLMQt7ry0f8mo5lRVw5TLiGqV5cBvXLNjiwVA1BSKVoTq9HURRshMCDN2JKFLuG++v3WMjY+Cw7/U2clx/thYQEVqjmNUiM6tF/Zc5phfpwhgTyOM8IgJabEU9IaiBef23Ej8McLvd/cNGaqkoXU0sD/cKfhnYMXD0h2cRVFREDEzPXcA6mu+9z6kuKIwF13TM0bfWWhMBEyXAOV7E2JjmHC7R9kaXTeFGjA0QRaZN7b333uacqtNUkdnh9EnAnHMiUZ8dETu3pWV0VpSqmJEys9gw0SeNQGZJ6HxWdxYCcUBLWI0oYNybmaFX3GZADvbx1c0ctuNSezNgbq1RlvuOA8oWQlLDq2zpreq1v2rD1FLy4rwsEQ9awZqJYnSnV6YI1YDAL9LLS35NLZGrfrc+LO9pzPl+/4HU0iVelRNSO3B12Jri4Loo1zL9ErH0rpYxs2OSvF7b+cgB7wg0Pzm01nyMHd0aDCnW++Z7Oai8nxNSSld3vuwEfylwv7SNFzXC1guOlSpOZXCN+qT1tj2wWVVVZjJ8fAYyk6IDEQ4UDYJskANWqk/s8obLuW6O/ow6/njvuugd8B55c5JGgL1NwPGCH8lPbNu2PPEiYu/39YIANE4dEmu8BEduNW5qDbHiw6IQ4UVnZ6ZTD++MJry8/oLE0UvTJwOn1c3XrSE5bdDd6SYijIwIYKRiIpO5mQFhY9qIjLAjAhOpzI99FxGZU9UjIUmdUwI2Za6JtJdWzW+zdYCBzKkEAAaEaEVH4//i6UxxXVWcX7za1Ueb6OFL1+D92JxSOn+Qfa6YRafjiEomYF56rV7eSP1Ear2Z+m/BVAlePOJ1619yZw4ei8TAyqecCZlxZ/FUm7SedPgfyiQseZ3e0lNRAIUcd/qzRItogf9Ixx7dNCKLGt7xAwZqC7Oy3JOrd1iCkAEBnflbF73gjPXuyvLcsGrUVN16aoV9OVNlhy77L0jkQLQYhsipCq9E10gXwpIOsdgPxYV/kNdtOWL+xxfo/591uXtivCXpa7KqeK2sqkAAphBR7sbUalfa1wRenLhM+BEAMOiNppgfo7UMXDJEg5lEJthx/cAU/BwIBqZ52PK7xPMac9cP6cV5pUjYc7WlXs6FSTuJ3YIofj8BEcKytU61fcgY2jsSUd82n42qCijU1cHHBZUbqLYzt+yF58qlUwwkshvX9/oXJDE030uuvI4rWT+HCr0/kGTr8+TVwuFazC1ZgIIBMSBOGT5tl1xYK/e37k+19ehPUSMGUGcLOskEwEjD+uOsmH3s27aZGpg15uD5GC4roPqfpqrIRLQ5xuPx+Pnz5xjj3hsTMfMuc702n7CqaeCcpfR1EFGmEnLjLiCABGS4RquexupHyeger+wSAGguVzUDYmcqr8La92Ofw3tHyuaUfY/LmtBPV6UfZWLRg1ZwwdLXyiWo8lIKmOlFCV06cweII+EVCa72+iN1/0k1uQj4LraBfAQupurFbOY6yL7gwC9gPjgHAx1i1TfVHLyF+FQMSz3Yv8eIVtH2m4T9FEVRFeEuT89Prx5CcAlkDVbVbuDxtOduH1wmcheMyeVqXs5CK2rgYGlfTwiLt2igtngmSdhkIhFQNbTYuVXFjo7vQVTzdgZRKFgWDWPJQ1eeIi5nGR7xTwAQC8KlCaIr9/MKRHMFiH3trD3ScNFNZsdwKVNFvS9Q7mdzwpL/kDEEAHpb8fJORVTzyo2REGDKMLJa8V9sTnPuS69FR/UAMOcoDVJ7Z2HVJOlakp7xdmgGzCyGIsKA3JjIuSIg1l8/XzJFdQB07vT5+WmKshlT//btW+u3z88PMCXE7z9+3Lbt+fH319NkDocqig7iIMBkXnWeFIl46VJKL8zUlnW1862aL720BSBPp6oW83elb0WyHPK2TCxaRpq6mlXTre9BqaNez75WulFdAXLvW3W5IQX0MLmc+SKJITObU4zny+xq5EfqiB+zVVVUM6kWwASc+OVU5v+WtfBAuRhQECnd9OAys8jpcuGgOd4czJS9Ovrrfvk6o6NABFChGjkjDtFWc1/Ej9tWbgyTqXRegWuYTAb6XL4gXHZrZJFD+7Sp5B6RR/eCrzith315hHIF8MrksGYd/XKo0qbLmbC4X+EX1Zf7h8iNiMEEFiSKwEBUNCLQm5fvvnB7vOVaRg+xfx5h83k2MQVhpNbYK9F93ycG59tUxz5kStAJmVXUSzxc8NR6i9QnuZru31FfKXmvw9l61bMMVTBQnVOSfo3EDEDcSAE22DZPVhP/5d4Xn3P27S4iPz8+/IffH4+EGF66g621MYa/ZWRCIHVYUdkGnEHuInivGPwMsNr89HYmUbc0hbFS3OYYDCZx/DZRQmS9sjSYfhWYXb2tHoHn8r45V/ioTEBMdz+YESABMpIGyMwH4vB6fjh5oHcWkbHP3ltzTYiOuC5i++vF3CDYJryPF8QZmpgaETVmj6li5o1DpLtBGzJpbT6+EPfeXWeYESp+/h9TiVvnTaYEOIIJUSHiZgkRBRSRmGKWOMbo28ardRMtMQVf04nC1zjnFIHe+7bdUzfll6OGSIfjCqh2m/gchVg7JdmOOneOj7Jmwc4srXtYOIa1bq518IW5+b6o1c5HagZyMp5vp5bI76KRfO91jfZT0BkoTnUDqFL76tK+csqLXr9ObL7s/Reb/4m/fhmArjUhP+EIvLyk1r3PMd4Rh5eh+UXwUwnr77qUy7soplglipDU6OvbMR2XMXJUHT95NfvTI4WAKXfxA8CBNqNUzlgGoS7npAEelBxEfku0cREOeQhxpsE6YDAOCaWquzTY5pxkAGjVj5tP7roQlmWBnX+U9ztUtREboWdOiUyb4V0Wnb58uVfbn8qUxORWlQewfR9FjKG6ZP3vqVKxdxiqASEjgooch6k4y9i6FLja8QQh1ueO7d77nPP1es65Tw9VR9r3l4g8n599+3a7beH7YUYApt8at7//+W+v1wsBmNc254Bgsexx+gLl79Q/Im8jxHKNqOV0VHkvns2X8yX/xLLwqrSNywCtelF8t6pbv1+7+/3ul9KlSvV4VkkAYRj1XouCmU6ZK2rHMUNGQGBHFy9/i4Nus56rmorjb8SOShRx6Bj7cc4nbIAExSICKyHYLybof1qn21nE4qZRzelWeJ9sCaV95u46/qAb/aOfbYgCJq6cVXNgM4W59GBaeAmRkwRwgYpppRmutL7Ep3CNHE7vfq7bNaXx3euZ6+0h1ERUOLxM/u0Zt3dRKLjg/3jSz9X5X8Fkf1Edy7ZtYwwvUxqx6grpNFWD7PWGMHq8WuteRo8xGja/C8ysrYeHW1NRxlgbdGXRexFQ3WYmAWnzYtHjLVfn3uYYnq3tchHXzKTFJCHNOT7z6+pj0Cr1rlYw/y4/VfvBo/UuYu5EMZM5FEzArHUW1cZtDnGu9uu1e49h5cVgPUdu2/Z6vcoaQbleVx6zfwiOzc7NaYogkaje7vcs5R0mdQYbH2hh4n4KwgQEpFQ2yxx8uKQ1dK0EpjbnAIBGDAZ///Pv379/z49oDvHKmKERUxr89+fL4OA9v16v22Prvcuct83h2dMMUc1EhonFIon/9m//9scff9xvt/vtZgqKhBBdljkn9Z4FcVjEWmNmkdFum6+WnUlF7n0TEQH7+59/x+/fh5qHSX1+fv7zP/9Laziniqop8NYaba/XC6mBGTL33scYgMi9RbTHFA9sMogQ4+Psp9YYDfDW73M4/56jbDHPzoib3Mcj6fNLzXSOTVwln9XY0qCfwimzM5EXzgGLYwxHEfiRRCPDlUQ0GkbrIbqERNYZQmp283mp4u+c7RRRWWSOVuFvzrjqQSL7K3W3rlPm0jjHC8G61uI1PSrr9fyC3IkvLykBTZdv9OzAL+v4Uuv7ATV5I75byCVn4F2DlNe3fsLvwJZKMnmnob0rJgvLzCy9N94JL9Eea9jilAnwNDEPQQkYoim3hsYi0yVYtTZ1icf6ObggTiDiPXU1BYNjdLBsdjMF8brSeHzgM+cUmbfbrfduqmEGLYDtXJcQsROvz1kvypB1vY7Bdx41fYn24ONObaEAg0FkqCri+auusaHGc04fo7fWOJAgYaLx8a+II4lsJdG6OtYuJJysAokICF2YHCYBOPGYEZC5bds21xNhcZcisAKSqTDj9+8Ptc0L4jFVdIKqKj+fr9frBWDoKfakNufr9RLD1jdCGLLr2pv2MWUKLPlcqtVd8uepmRSkS65+D/+QXaMIJ3C+XFCGFy9HHY/4HVjpUrnKHeoR1QSnXlR5acLJdUBUwh4DQTMsB1RySasFP/d47kK5us7/eZMX9uKBngwnCVGjBjCizQyCravB9Glj6EIJqtn8dFb9mmPoSgFY6P6FEkUwUVNa+h8ODiSqKWG0wPzosaa35xWD0JRE1Dh67/7kezrGkqMAMze+wVomY4XvDYO6SzUu4OToKwkwOVmqAy4vPC4NhXrReTkuYgdBkBL4uBTOx/3jt4Srm1yHeXRnzumhfpNUG9vF3vCr6ViQ3PDoS7xAOI3UENH5fX43lDbhGru70x8wpcwuzfDu7Bgv5Ft6e/067fvuKa9rrFYt1VBtHFl/pErbrZarOcHuCMnkyCxBKpMuF5qsUVJgN/Z9u90ifwFgity2TecgYlCZUwBw33cXXGIABKK13HsXhda25fjE53M3g9Z6zcUtjub22gcTa7j/+7bd/Rv9TmVujjJYo2PCCDnLBBlD5DXBJDMc+3673dymGU/d4e6D4owxmbNvmwfvRbnTEREfj29+4nW4yBQFCsx0lkeNOCZfaoSIhAzOBQ+Ub3bFmPl23/KOQoTv378j4uv1ImLPtWRuCOTrS5qHxpxIrGZz95QldARY6Oyn/sef/+e37z8I8ceP3xGxMxCxTGm8fXx8EjMRI8Cff/782986gt7vd1HBdW9E5eTZFQAyx7ofQuAINXkKQrHj6O4pRsgpHI9s2uLXrP1RrwDmnM/n5/KwZi6a70wKb3mT+T99CctZ4QV3tQCIvYZB1nqCmQ2GI7S85eqxRA5E8yil5HDXWzQr4LoNV7bgZY2uRo580C5d5Evp+WU+aG3G17bcRQiRUtpqKKxmpssf3hvepesT0prSkonR9pfycXiL4L1EJ9bm7rsZtOTXaP5gteN1poiiGs68yQfnor84QQ9eavwcVUYwmbrMFmfuCteoxeM3rz8juqOaEetRJ0ARvvKsvuzuS7Gfn1eX4RSw+iW8Es6xrBnslzOiug1nm98dJgt0vZRUcNTyAODilkXt6MkJ9VHom7vRn9w6UHLOixc3XsiCGagCIgOQKRA2NyAStjig09qtlhi/1itxn4joGCZjFXoAAL231kAVRXXMl6nvmxLAI1A0E4PWb0Se6ncbY39N9Y4VuvbSGeH7ripTpDnNEE2Xg3nfd/+YfQhZ15lzvkdLjdyX9oD6durzFRuogQaiHhFpLVVMTOAhE+R3FIpMGaEpR6Ro5PNx9M0DWwrBXVCK55HdQtZSnadlus0FKYGIAuLJRcjHh8DEkpwnj+zFgIgeSrb/2y5tBUFee+BqJq4K9pYWmPJSiMeD8MV3LdE2GxK0ZusQimHqU0Pdtoet1nvkphMBwC6TFjmrLtQXQUvtuXgVnndvPTzXQ1SWTHXjiHrdNKF2ItLpmhXt1f8BSbTDeQUG9QyQF+6SdfWL8li8S0fMYMaETN2NjlMGETFwxSz4QnzUJUXTmep+AHg+n74+5pk+l4ZEotb9tY4RK734onU+DbNWzZ3RhnXmBQVOXGHV1S2uyy+sCrTOamKKxjInIPXtpqq32y2qeeqIOGV3O1Hvm88Qx5Bt42275TSWyC1AB+UGEJmBi6whm0O1BZgH02mz+PaMmG1RMgwVCUHgMhDImVQWeX6gUpFpaqpEzNxer88xhhORCXnfR+/9cb8Pmff7Hc5pAiKSuZsyh601Ec1viUD43VoMQ0FtOCOld2b+/v2HqkSWDa3OFnv8J40x1BxYe3daeWtNTJmoL5k+LW/i3z9++sf1+fl52x7//C//yz9tovb5+bltLhMHmZLo7jHGEPFB3uIMYiPmrRd1foZBIuIppSzDVmtZA8F0yXhqTZ2lPyZgSoRzuqZRvb9YcjqxKkCKgxkrsChr4tqUQkQVz2GBINzHiRTNwGRtS75hwiGbpvXA6ioKD7dDaU5cstnq39TSPCdCORVNRdmlMnsvyC5ZcXUTfa93axv+lFp1Tt75sg/9zopZUmasxMMSGXnK3Xxfl973hnpQuThTU790mO2I339sVL7hipNzgNRFA4Nryo9Oh3U21AJoAh4DBjGqHSYsDoQrJzsM96cPJIxieRlX5zgNDPBOl79o6+vd6yWbcxJz6z3fb5r9cnefpyTSh5ASVlxqSAAwRTAi2SM700XeLucl4uRTeRYk8Wm26R7N436LBZYyKW+9ePUChxAuIVOn0nYdn2rXWS2O38QoAr11MxkqS1+EvfXNczyepgruHOidCTuiNtjSwcxm/W4qc/dJrEulZRAAtw7RQTMAnWPamr/52cMHj96QXhgiXLgev9CncIys2Gontd4Y3hQ7Ur0sT1+cPgRIoOlxdxkommnrBwrdeyKZ+Fs7ca5dwTKg8zuiRTSHiYinYVS3Yu0N113eLRrUGpHzXj1AWh1HHJ6Ti9cD/yv5QpjQTzpV6wi6crwgBiLrQSQCkHP1RSeDCgIiGaIRAROYj1OULEgXR6zEgta7MMmVTlP2y7yian5S61jT2S5Cu0utfHFD1cUkLG2rb+9VR1Wi5y6TUnUzdEgOBGs1GmQeFpsbTv29l5yHX6Uu9wLCr/EQlTn71hg4M888itC9/WT+DJsfdoDJTBVw7IMosM2qZmq9NwBsriOfc4G9UGUScWvuHujI7bCXhYqWXFY1RRnmRflXxyi1mVTnyLWouvTh0iMCAC6vfTweXmn5ugNAc845FNls7qJiAnNOG3vvHQzEEUD9puKvmXrfKOLKzExba370zrZWXdMRyTzDQsSfKO8c115RlRbE8K3UAWCgYAR2v3Uvvj1A1/Mc1cKen04LEent9nx9ElJvreHGtwbU1mnqIFFu27bv+/P59LyeGmZpMyLlAijWMJhfvXtmcB4MiFhUkWmqMuIUUwN1DVxjVRNQQDaA7fYI7cecxA0VxlREfMkOyM/n59a3+/3e2u1//+//5/V8PR4PEXncv//8/JxT/VQwxphzqigi/tM//YEAYuLZq8RIgBZoLVokOHl/JGqIYI7vzY76e8pOtPpS546C307pBIWyDiZyrvZ3L92LPNP6kfWi5HPvR5Y7HrWFhEkqMjADQfLJFdaito6z490tDFkWlNVaWl047wVoNWXWMrQqT+AMzLok219E1bVJ/+6FTSlXBSHXvuyXpMKL/8ROxO7DMOfftGqpLAMOVuHKEsbklHvAWR3r/ZVwH87Z5tEl8qxEDwReN8FZaN58Sz5ahnBA37R0+KLC4shy9/wUi9OYuvzscsAAK6ZPsKxFDG39ZV7TuC/yTljiK1WFFNf5FNHF+vm+a+pN3cLfETruzFs1Lvmvdc2BmtvWXYgCXkgikoOpDQHdV+lEKgJEW44XMH+ncVg5DhJxLQERvP4jROLGGPU4+v5h4UqhJAQ5qTBvvGRHHK2idVO11T4HE1pAm4VNVABEY69AwRCAQAkUthbLy2t/iU4gMLU6OlkMfTLsasMRaYCgMoeIgRGiemgSIrWmZojATnFHND2NuXKpqYnoFYXktVS2uiq4o64Ai9mF9Umvgrc4/Zr/It+swFnaeVkB0i12gqMvs6Y15BxtpQYvON944iDXIvJaTYKJyJDXmJ77YaqAKZpfY3+4kJoM7D8rzdPxmCT+MoYK1nKU5hS/SNysoCdl+8FgyZaQgoJO0QOJFmcdJVCktL+fimMR2cdgam3BplNwmEtoXcCzIVVlnBf5ygF9LiPZ9HRGG1HVSo4ElVbjpfhxJRXjsUCRHU1ALyeQjhBJWAFDv2hdXtq62rhBobO5RvbxeMQdMA/FZxyDNAR/c+7ePsj7YNsaQAQ4ARafpSkxcWtjDFt7cxKgqxj04uKqnfKUo9Rv9NVhd+DUX+QaXPqC3qQZ05Hb01eNRoRMvTEy9d5UtbV7cLkkMO2Ou1oJ6nFU2HoBqizWioP93Z/uvD+vqnyhz6Kw2qFqYhYRAfD5IOsIYxMTFYVlnHK/5gq1Qee1zzl9651DmCLZuLX+fE7bqDVy9tkYp+chqzoVhcX09RGqv4ahs8gMiNDSDu8bm5+JmckPPHnbiIwxJvEtT1k/Pz8f92+hL79tY0hD9E9iTMXXYG6t933I87nfbrf7fXv8+A0RPz8/t22bc357PG7b5opzEZF9J4CpM3dTR5gB5DEpDm/eZkhDbc6jy2gI2oq5WanXWLue7zGusCrsZHtd2nV5YoRzRPZ7u6Ikh69H4y0CrYpiV3Vx9SC+JyRflulLBV8VGpfjRK2es91e22B1iX+L4zlZyurznlrY+jJqaFw9yXxZCsfQb33IVZaT2/9S08G7uOJ07n1XoZzlK5cuzl/ZTM/y8fVzTs7Bo1kdpWMIy42ITxIaJkiLsOWgXEMjIUoY7cpYP89vTYcgukuzxLx75UgAxYVSuwMriVPX9qwi6N70NXBL9edBPq6E46MKp+NeXVdnqcxFsyGKSMwUnRNbsSbmD9RGRHMf3jo57kkQlT0OltHCxhT8IOI0QPOzBykg9+3A6gHIGg0ukOsRNWpOyLFZCZ716fMxAhEv3MdJ2ODlLtPdq0wmMoA5lYjAGLH1hmShsb0nifEAACAASURBVO2dp4q3GMaSYirAxo/vP77vz6fa88dvj/t9awSqMud4PT/+9V//34j1wuaERFdMOfiDiWVC3U+rMKx2spLVe3n0qi/wYshb2k58F3q9qYbwstxBoI2PkrQ++NGNAr0Iolb3TRCx9cONcNFnvysfVFFMvNKIdNJ1xosR6SVU4v9exHLy/paHGpeptr6pJAodB2G4rMxJcgQHbq4ZmuPPGxIuI5OqMoG3//20vG3brT3mENCR/elqA/jC00JURz0X8VLVC9WluNYJvXefDBzTdTxV/3WX8ZcxNM6Bc04PVaz3G4Fe9ovCIPrV6nIZiOQI/2m2j7FRn/sOakTUetN1oFQz5GURkznn5Hgq0OFxrvTtG4wxXKswxY1FYUlmYmoABlMMkcMnYMDEjqv0OlJN3b5ZXVZpufZ4Fw+jRQQIRwWYqYq5Vr5yzXJJCvLMUYU0QhDxFFNq3HrfVKURI+GUqU8nASuxjDF637gB8RZ3NvppzsA8Y0gBUOaYzs4jROY5vQ8R7SpiNJ0Uj9PmzfLsQ5R3GixtRJIpRPF/ve+lYgDGvc05PDNZTbkxIsUEF0FkMrKZighy28foW0NAZALVacKdPKPDjWJ///vPvjWvUF3QCebneiNCU7FgHDsdikzMMQEikwCB2dWc6SdXNQRWRVCPGyMVMbFcX5zzRUxb6zonErbGYMBghsBMj2/3bAj7ujPGMMB9TAJlpiljH8jcGrKBis59ADP1rRlYYzZwrISpCmZGg5nC2o1BiHmuaCQfcbb/j7x3aZJkR7L09AGYuUdk3qrqJoVDIYcjQq644Pz/38D/0dLCeXXXrZsRbgaoKhcHUIN7ZPfIyMwuc1N18xHhYQ9AoXrOd0aHTM16a23bIinvk2uOVa/NGYgFVL0iOtleWOBKUSR1haPocWAh03yHGKCCg8FS3L/otbDIrtLzr63iFOu/1NBfG0iASRNRuIlIZICUOZGu3acAKwFnKpacha/nh1V1kCiGF7bDqlNPVmDSnF7+Qsq+Zz5O8rg4iJB0yJNSdlUDQZBzLr3O64EcRB8KCgcZkGfwdtCs4WbfcaADZ+AF6g9EtPrCiiG/HGD4X5aM5YyJR+CkeyeLcOViXjmd5Ey85EHFkxSeJtcNbxeeYsLuHw6BElEQkCmj75s9RRT52DIni3H8NUyOzQ3RcqPhh9CG4JECCRgrJcfGqxZmONpwmYOJSUiIMyVAWYJwAX0sUjNVjYWzJ8kida8+FKsocEPLqBSDSKRONqju99rP0UmUEQ3DQuQy2hPET4cu3M2rNcP52jCLLuXIqPqSt53lnaT2DAhqFrT2A+4TNw8kqqaDOSGSwioWo4MI+YGoElB3HMQcDPud4Siw7fu27b1bnzFmFP7x8Ucp5dv3b0R+tP7R27Aph96//9k6kLuDskLhtagw25DPZYOZph2IRo1IJIXdfGgLB+mPMpC11KqlzmhbXCCygVxzd9O6XzV6IJE2Fm2Y5OEQ/wexJMsxWL7CRtcuaTIs3W2W+CPnHh8GzFxCHiCNJWEYOMgimLmoMBcuVOgRQSUoSMKCg8tUnuR8igNMFXxj/q/iWIYpIJAjNItwp/FWMzmTCwdFdHfFMCQIbwXugYdzPqspiiE3LiQ1jMjDBXmlvqnXMCHhwpVKmWOs82x4xvxs5E+en7X3ugBq14kfoxoCVQI3N2UFq5b4Ojl4INUo1+UVUo4I0CX/ZLi2gsjDxq2kEOKiSvzCIouiSkxmFh44c/86VJYvvs8YyT5QL52o9txU5MePH1y1VJTIyldrkDxci1SpuN9lVJa65GhgsxMWBH8KiBnmxB5KxMEkxhOXL8yk7NFZgszdESkvM/Cs9H4SjbReETY/RLeicqH1x4MQzBRuoswiiU7PHvCVydeJmbe6de6zYcMyNZfCpdTpCiLHmM5psmlBQGEqWsKdhTDGwwemcPiL5i4w3jlVMe86tnJ6TlH1qa5xZg63CL/f72b4I0fNgZeRmRtwIbM22kHOUomI1vukNxAcOaIF/kvLY4kSqhfiMLdtr0/gCBisABLGeUxYZgnDQpUG5pLgUJ1UnwFZ1yqDqull2/Gq4RWuWljLo4NGz+ZeVfd9fzwe6NxpUeNcU8LczqNDV1NqjSEJdSLe942ZgxwBHCjggzDe7wl4gSnZ7BrIHu2ceIfYt/s8C6EAEvduZqWQqpipWR9p5aLZ5FwFiPu+jQ8BgZ1beBzHoarDpkyoewaSzH2wqK7uMsTi8CK3Bld09tGTN3fJCp/X3LQ7z8innpKYtRksI6tiIY4LsTDFUsfTFfBhC0IRDU9fgopWM9Y6knpBMb5AURKvmfvFM338isLEmHjx445mIGpRbMdD08qXVzLjDlJHfrXl3C6V7TQLzheRZuUNvtmFb0rzgJR1UrFkf04wA1J9XjqLs/yM7k+Wr2XpzW1pssSdp8VqPWKNf+9hEzw+xAE4agwRxqxB67z7i1ZnWEFmaT7lDWZOszc8ATVb3Y7jVFUKsd7Jgydl0q2hnTzvF5sHGg3W2kv/dcCPAeoRXgRFl4d1gKTI3E2EiQn4VxxyiJhdJrI99r0U3c7zxNdvrakU1bpKGdchOzObt/HsCEv2/+hKNqFYUvCe9dZgI6oKYIvmDQWhsJISiC/dMDFmTyPpPG6BNMYJuFg46ywc4c27aBK90JFgEd55HzI2b4/H4/Px43GMPuVxHLXWWjd3V9mkeK1l3yq5H4/P8zj6efTW97pt2xb9bK1FkDCgsWMkhaIJBHeegTQZDjWWeVaiMPeIsQ4k6AybPGt9ihQIm5Wc4LTmZjx6UlwYcaSL6UH0RbR2nUid8Q5iHrPIrBZfNClMC6tHKAPLWZhIKbaI3uM0F4vipM4R7MRKXCBkp4hcKiYw+18P/UkGEkTjYqNfPgik8GcGhQhXFeE2efzkEWHEQaG0ThbwHWV2CpjjIAqpRFyEGkOn2KuaeJfgz/OoLKRFYvrrwlszCSoiZjGb1rT4gtZV2pewJ18BLESjhPvqC0ptAhOtaNGXhDWZOwgmFDmKl1KOs5VS+nmmN4NVMnAAX6G1rqpMIov15Rety83dW8/HU7XgWL9tFZ6JUgrw3sdxDgj34DEV0k01gsh6j8nTRffdWRFchaKFx810pSAhgXnRg4VHOh3YPedZixYRCt9KIW8KSOf5WSSEAvABhsZd8QLb9XAM/t3gqzDHephLLR1+iqSw5/QzVXecBgtFk2CI88CFLaW4NRQ5QKU+Hp9wPZZSIrw1K0WZyxW+vbq+mDjIRiyfp6UawWbjjCRqfYiuUPUChrVIdJ6gV1m3oUTLrIHsYmKQhHcgL0XOrTL7afz4opPUIEThZuCKKQkxmRErl1LNOlDfzc2NgkVqxSEfO8fZmhoC9jozc0gzr7VA+4MMEdViCxcAylAA+/Bhtm3D/ZrTzEsMDfgAx4XzSwdwKr/z6JI/eLOeJgTMK3LyjvNM70YktdZ9By8I2Q2I4SNjpDwovv44+Ikw88fHhxTFl131zdmBgLNi8oafJsvDNp35pkuUz+CWfuGW5K/0y68p9OvDvDiKOFFiSWJJKcvq4tdSfF4xyh7zFwlN/sN0++VPlBCu1YOYRXYiI3VKooe24imkk/+l8fTXiQG8iTO4W3METM/Hgxeg+CKIt9XunDF4X5VvL3qbqQr9SSLpc1pTvEiJsjWLuzSkIEtMZu6dORWf2ja+Mn/mu5Aa4mRSpS6LL9PZdSIYwyh3woI0BkpMxMej4Scy629vb7dSzQw2pFJkND8iSZeITOAZ/wenDUUQYgkoSSAQkCSgMGJYchYR1+rNwHoAeHfetft9Y6ZS6njUKcw6hukzx3fUV84kwrXU+BoQO4gumJHECyw/H2/sEZwsPFZmMvNgZ5YRx0kiLF9r+okn0bUdGM8a0RdRL4556BBj19Si7+/v9/u9tYZFA2+Zqt5ut0kzM+8mIm/v375//34+Hudx7PtWi3o/j+Mw87Z0Iq6jo84UwIn0xTlVVeb5/FVujQEI+q19+r/HFHpREOFUJfxa262ukhdM9WqkWbQrTzLvZ/+Jrz6ZEYeSg4+wMZNcoumvdzYGg4u+BAD/t9k9Xzvo80PON2uM64chCB0Q3OLhcvjpOjaCeUNWeUxQsNvA7BRVSLlQNFHgDYxZ2+R6kg/bFGHSldPJulTbPkR26NY8qwRfAClunisMiplYJF7eB6zphZGFp7e1VpawiwTpLDtg+SkX6JfUsTi54NVjiHRr3ZCdXmsNZkR/17rPVI4BYps7Bw93dgDuJ1oKy+CiqGDjdx2H8jAgwBkWIp2aJDZyt1Y39PUgd7bz+Nz3HeG2zGz9nDIP5iAPMvPjOI7jAHoPz8Qs0SVVTS+Bw6mOghj9xai3boE8u1DMxazVWr17eBTohgUIGoWQOtxRrqVDaKwvz0mK7s5j0Ic6EhPGkdmEt8asq2IyIMzc2gEG5eANx4VwSUooSsxsygKfykOrTZBZu5O7icTlIyQpBWv9kiAgZG5uxmXkDc4mh2DA2NpDyz0ohNS6fXx8fv/+vdYNiu1wGeSVAoo9ESmEmN0aDyGompnDbM5cakmfCvrcWZsSMy4p2OrQUOKFx/Gjny1fb1TJ6K/PafCVOoF/st12mklVWQ2kiKjue619lZv33jNEWkUxjicZit1B0Dcrotu2fTw+EzqED5OBoNNcW+D3XU+M+AFRluV6hANJQqlyrXrhF71o/mYuGPCdcL/piGQ3Z+FhwyJiUmERhHuPKCW5QnOXjv5YXi+fH14WXqANYIb41276V4zgy3L/L1XeLyKciLkFzDVHePSlUOGdx5mPwb7vpRQeABZ/0YKn/Oar7P4lwXRBFtAKe/0Zc4Z+JtrJL5WtPl/Kbr+6WXTlPMDBsnLchzlHsoMwU9viKu/SaZMyquuH7U9V6ZxoD+NiIcQsJz2CimqEENG+ld7ao7fJUsiUkEiTDA3/DA08AIJTMEwjmkp1PD88Hu+pIIonESpo/bKCrkUEQQ2QRkTEjx8/IqJbq7W+v7+f52Fh4TktZSZGhx4MaZLruQqfn2QgDYYw72nE8exbXaBJQ6AUY6YhtSo+6Tr2XBtAAHG8OD3WUiOHeMOxveB9eLSgPYce8NJA3//jxw8R2W5vhcW8ncfBFLWUUqSW8v59a619HO34/DQz5TAPDxIt0NvMH/gyZWE7nqZYnOodUJf1xI7HA+cQEE6uYe/zaM7NaDBh85XHDcV/kvnTwTX7I8/Ypcv6iAbwFIST9ScfOV6Z9UwlIuHk7oiDfX6jn3w4/72/Xov7QRpBh3wctMJVrsM5dGIjvHaK7IeHl6aKRjhYUJlJkJAPCqVWonaJWjEkh4rXkjmLpuJTVG0mR+XbhNulqugzTNEvv5htXrA8WnTVmntcE0vM7YddimnJQByseuhk1oZUjpHzOV83kRdyxi/GSRxEGwli1VKKBg3zbGuNxwRfzvMUUWENdiKGVGji91lUIkiLYrTr4WNw6KawKyh7uAqHkzAJBVMoc8d2osoReykeYec5IrKJihYbWwL9/tff397fVLSU6h5mJlSYudZNtaw3e8bdBdGrJWXNSOp2EjveEHD6MjEOUhwPz7mMuzMrFrPwUJHT2hqHNqJb3AeJBXyjeYpHVwXEOiyvHNilovWTic07zi0dwDsPEv38/ARkNMF/18mBZ7eSiYIex4NYSEhKUdHzbOFkU7QaEUWRKzEoE1jjZm6crMZEkHqF2QUjP9ZSUAlAYkkRRaL1HkFSi9Zyf3+zCG9NtTAOG1C6kySjRopyjHEqLZtfHplSyfOc4qu+pMyMcoRsxXhlsySDclafyjoqHQ0eR1NBVJVJc/HC9+3N3UlV5r6yUuee+t9Zpvz+++8i8qc//clOe3t7yz04wxTyk3RctGU+k3l7WY4kD2EcctbYS2ZZlqrc1bJ2T1cQDgNrhNuIh5xqqGmFHMwy0EigoklULbxxV7CzyHI6oKk9vc7nL/Gfa0Xy0oZ8YS+uivnV5bnKY3gyVVbvHU+BKAWF99ZOCgghItyImUQwUje3L6X2Uy5YqopX2uN179zJB5fwGvvGOvWOp536cpBdOT4iV67i/MpZKPiappRIjnRxxCIQn+fzC+6ZXf8ljmdpTz7PglXTftdRv3K4MDl6fETeo5TaPVpzZpWqpMLC4W7uvTfMD9OdDOTR4DU5qaqwwozYoyOvYAYv4ChrvVtcyM6Y2rBY0ZNErMpm3R1XbyxCMm3lw8WkGtNoefFqsKREhHs2Jmkxpa2G5vVY++W4xaoqMbotQOAOj01IijAnbCdi8OxSU+QrMfPl1LdoBgi8kpcxZriramaZ3bY9It7vbxAl/vHxKQOlQGHe2oNB7ggPd3ejCOsdj81WChOFdyI4tcTmt0aDmVlKqTNyi1XTQt3ncc5XBXlwLBAIFlpQnWZoudMLen8BJefrssaxrSOy8cUH5lxyKh4EE4uv+Ucv9673ThTC4u5DAf5cSPtyPPvvKMgjUSlEQjRNDjF0oKoqCUjMbY8T5MLr45ojMswtPNiJbXzIKMIqjFcFPQI319GeYHPvZt47Bw3QkHxJFJ7rrV8e5TGKn9bt1+yFtZO9+kSfxrxxDXDRTxQR6y5lgH1QtNy2GzYX7+3FNL8yRnM1XkPlflEeCwUvLv/lZOmxbZsTgl5r7/082r4LelR4c7YylIvKZX2dnCKsYe45PD1Mim2bYZjEpNLGKtJHQ+WPP/7m7n/5y18Qd//xeNS6qern4/Ptt+9mwaKduJubxZ9ud0BdSi1ryHM4Yv0C3QW0WjNyHOTs4XKmsb7nc5CE/FIKTY61U7hP9ctcTFExrwjqUsp5nh4uIvFMxuAIt1if7D6uT0FxlsUTjgSoX0spt9stSeTIeBqZWLPOxgp+v70xcxnVnoOnF04OoYiZiCqX267ZJHb3ouW003pMGS6ZhYgEYvLkah/m6GpASQveNyVhCg4myK+7mUgJGgsDJtbneZoHGVYo7WYRfYVdXhAbd3cvde/WS6mttdOObdsy3hJXLJeyFaqzihRRnQDHnhcWkuveOx6tSUqhDIvF3a+6t9ZE2IxGYLVkVd0kCsbZGEhigPjbb3/+/Pz8+HiUUoQVivbJ/0rDsauqKmcvfMLvW4bXDmW/+79E7tcvkUPpZ88y7iVPFLwzTJNYGBZn1eQbuA5vqmY6WO6R+TPg7Jpc7ClSFPf2Ra1BXwvxFN+vjeT1d/JfvQQYPXkeYtSXs/M0tlgRdnfiuN/3fa8J/MYUToSDwbEu65Us6SwcZbFFPCkQXhJJV5DF14Y6HEsv+YiXdmcIsgFRGQ2DAWPu/UWaD/H0i83gBZuQXSh8sVVfe54ndMBPPAQt2IZ9zDqNxmjOYDHnCJnHE6OQkOM4tnpzYSJ+PB54PvPcuwaLwBc7b73ue40I65GQ5jaWXwOJVVWriPog8YX5vFPYDijHXBHRu+z7bCIoBxep0loboFAKYmlzSPLCto8vwS2L9zvCYJF/AhO9SE1WsRPiGuDXz0aGPcORuEyKNuUeyjSE8peddxT3EaJDZDifOkkKXr7dK6suj/rM/P7+fn/79vmJMIoaZN5Nlf/4448fP37c9pkKud9QIleUa+RYdo7jwBR0vHfC5g1Nijl0WqGHy8o/O9mqNO/SawqYiMTM0E3UafLHxqsxx7mpgsvRRJ6NVcrcFKwUnYOvnzja8yvjV+GiuqnczKTRGSQ5WRpNKfof0oXF1xERNCuvYn2A4skH5cDJzYPMnVPH/xO4qhA7bCbcI8x5BBZQZwqZo53Pz08NZo/7tqP/wqzbvpP5+Xj4WDwjNZzzTEArOcB9xUb3xDGX8pROkMP/p5b5VI0yMztL6v08VGXA6WdlNU7swqr6eDzu+/YVXb10qZ7k5j9FXf0qdTnI8NYNrTiR2tvJRc0akUqp+bLVWjJLHGWQOAyJbL2rqrCEdRapEKDvlYnM2cM5wsxaa7AH3fbdw7pbqlSxf2PhzlJJurPWYL6/fwfet9RNtdzuepztPE8V0Vqh82VEEyPupHeiaO3EF/yaeY7hkaoex1GKqm5zfEyDpMHCF3kaU8uO0655F2Hr0c4megWOQk6D0nlpIF24SaxQOCRoudK2VnxeuluwQ//xxx+4FOd57vt+SQzL9vHxsUo+sJcPic5WV5p1ODXrqnoeDZe31lK24u5lK2uTMgNQMEbuZsqiWiIYNaV137ba7XOGCAhkA+fRp3Af3MyWivY8S4xqeOkb4YJ8fHxgy8dDlRrxXM3dXctE03ifPrZxkta5xOf2kP1mVDZ4AOBJJaL7/Y6PVEoBVXeVP34cH1lP3263IMeyVUqJKB4jESkzs7Zaiejt7Q13PH+QF+p22tvxm6h10LZPAQn05S/J2PiaOJhhxX3pr69L22M+gfgtcxfVgtNIa8zQ9F/G0/xIuE0QqqGNt2ha1ijQp5bz2iCH2GNNCFrLxxW/9UJLXOqhWAl3Oj8AakeiUBoOfSHxSVYJcyYqzN1HiTM7lLRmmsYy31i148uHka8om3WvfUG1vgQSuacWP5hHTtAXu9hrrOlyNTIlTRBvGeHnecyFd0sCLFGgKXUpPucqiuoElKdn2l2KnebPG32eFpzcozUPP1sT0RB2p1L31nuwEFIdiTzcuolottbwaWftlVBFo3jCOECxlq8hnr1E/vMs76cwMvKQDFYJjNdp/kGeWhBbN2aRUhCKB0H8eGhhXGcKcpkmdhzS5jgjaLhPnZhQxLzM0FMjNkN28WPzQL4EU4ymxJqAuyZY53+uz9vTg+f2nOkb+ZenDphQKvUONHBJwFTvLYKLylbv+EnO88B+ByQ9gvAigFTqzVyYz+OxbTU8QorbOcdE7H4SBTNm4FGUhTVCVkfsel5lZn+GEctCWYEufJrQdEXEXksHsc9ANxG2Pn7eMiqByAEXsqhzuoIWokt4hM52hpbCkgTbRM4sxd9KOkqTq0p0WF0XdTdP/vjPG+SDRzC04stxCw4ZFnYLZRERO7pJhAYRiQrN85XxxT9FHlxMqe0g2zCJ1B7kANGQS/QqI+S+lEodB5U4jkOs67aRu52taKnD4NtfzC14SLBzTV8vzVUCsyWs9se6+2DrQfNo6IFFKFxIIjw8Vk5lKSW8jwk2kdmg6g0pc1itizz1SnR5ia186nfQL/PrtS4XoqKFq1hE720kMrvB6z89KN3MPVw4ugWP1dSMzN0lxK0zYUJPbh2FtR2Ngs/zDKb9dgtm1TKHL+rhHnQe51Y3aKxxjNv3TRQlF9/v30UEgZGttVpFtHTzbt5aq4WbRY7v7bx6uihYscSPGPnFrDaXXZoH8Yjwbat4N0Z31j3cwlmG+HhM01hVi1KEamIcgWHxhZOFqS0XUdCR9m2jKbRgEe8terhbKaWWchxHKcB+KROHs18z61Gg4yXJssMs7vd3M4vgUgDMgWhsmFpAxUJ/JXeL7KWZ9aRhjAb8VMjgbalQ6msa6aCHZyMKMgzs9m1HL9a6lSK1qvs0g0Ma1GcSEks3g4gZ6xfcI7UWZq5c0dEHSuplUkZEoqQqyb7MGIvcwFbILoqSvNHr5Po8zzz/jPJ3abNN7ID23j1MZoI9GgZjExL+PI+tVBHZ9721RnMDxnX7+PgA7x+/sA6i/n5JSsMxNW1PrbVt2+Q52Sef7dFDXYBC+R2z3Q492FoyYjKwGCdeXcjZrksdcw5hmLkUxdI720Myo82DfpY8/7UP9EWz6wvR/IKljDDL8LmtSoShUBdmcguKMEsZp4fFquSAZBlqS9ElAokvqBlflIxh4puan1jQJy/imatAZ5u0uxc85TQNG/1UpH4R9wT3fY1nQk8LRT+4Z9koGkWqWTdjdJpL0XTvrYNglJVrhZfO1NmSXLM5UbgKyFVu1Jr9l//4n37/2+8/Pj5rLX/39//Tn//yd+YUDC0ex8ChDJQQEhvGEseqIirDEZjHOZgRA1qC7ozsHgrhkbEQEWGMBvmMtY+FlZ4QN01pvlnrfZj1RZQG+Tr8chCGO1q5RTicQ5jcLGBbh0L5GluMbrpPc17MBL21HeoUHj55N0ipHKRElG9POv5l2PXTF2QdCg0k3qVcCklGJzlW4klndWIvRQDrRMvAPDjE3Kw3LLm323a7V+zLx3G2dvokhzIXC7Nw0nr0wCkfiUQRvjQsGyGP2SOsMZdV54MnJ/dNoBhXFpNwGWDbcXDzF3HC0/owQN9h1mlpEIRHt/7Cu5yxOz7ANTTcWe7e3fh5lUEF2nrDNkgF1KA+qnNejsoczALZYj5y//Um+SBkxKyebLCj8M3B258Yx6IibDA26Lh0Tnoxz0GRnN7rSE2UExsJgms5jMPB4OVSIlyHdGjiDc5DVIXZ3c52wkn/bJ3kNRtoPbHj2MNcUKn3/pRenM9nprn3cIYF0IOeCUgrbiEuhv0lrPdwXV7w/IUKDebytUe21mO/Xr9coJkjO0+KsPMYixiF9RN0VfQ8prkmjuNo7SylfL+/YV+B1QDqlFq3WrdRcDRzOjHtoYjzPN2dPWIjZSl117KhcYhOT7AES6bZfHx8IpXGrJeqZp1YiI2Z6ybrORfPWap1syDDMW6Uj3P3espsm4VvFk+j7oHmJJwWpewsX5JWPMqLIIJ78spXB+qMGSi6ovrx8cEq27aZWyklnFO98OJZwYQXsLNtu2VvWFUjOqw53Qw/Fz5Y9phnhQ1ppkVYKTJ7kzYRb66FYWNVVWLXIbOeuszmbkbZEfRxps/dXaVEhPUeqJky99jNI6B4ExEiN+ulbAAniQ5VCWobqG08Am3dUU6J1CqrRtkd1KwnT2EW6CJS9Cq1UdNnkhmGYvf7HZd62M9XSW54NhfHSNQPGpDHXBRqumylaDPrbj7twqP9TAQMC+r+NTgTh4En0eRyaEThjg9zHMf7t2/ZXz+OI4VV4wmfl2WNcFsl0WZPUk6Ra2edhNqrMh40dca9G4CUlVhC+4afYwAAIABJREFURBYX9DnphC8T2KXUeE0s/xID9JMWSHbKmZwITXfyseunZZpFiGK1b2Z4Dc8AKc92JBHhZx80tPlPXy19zhQiLMQkRVe5yCvkkRwWFHpOOssZvZuvZKecyy/VwhgpYNd8rqQ1a5kZ0GPLRyWM/uYzvKWKd2608tJbkuXIsZ7HFgzIVe6w1j//z//mf/nf/50In+d5nufjOFW9lE2lquL6otOx5c8IM3GSfwYjDgRyt9QJWNgoY8cQ7hoOLIomPHseC2gyh5ZTWOxJcl8Mr8IMEsgwOSBMoC9aiDKmKoH2w/PXL8Ec5uvMZ7WaiEhwsBQRZZIINrN8xhlYR4oXpko+RStO4CXka/5OZXLmoWWCVnnVz0QAbc7Ig5tHUB+s1e4YYs9Me6OJ8K5V9/2tt3Hg7+6lVOAZR2Qj0a5vvbezHREBEsA45AfsvLJKg/IomBoGyDXX1RgnrsVicS0IEI+8hm0t0YHr9Ak5TTwAy9gLMExgM3P4kRai62LdmbbRQqrVSZjJxaYZntdynydnZ/TL+fJm0xdMy3pQ/7KCyfzHnIYPDJlGNPNo83NCYF/oK4PsPikv6EMb8QCRsnKEchRmZoLbQYmRBIKXoI/vxd5hL+E1yxlOUBznFnjXtQKY4br5OPE+K0xWhfcVG4xLPW9otkJqqhKu7AjJK8/M3vrTV3vOulorqByzZBP916rL23nQ0Gw4UZxnF+Ee3s+jtbO+/5YdPkwc5oq5bVttFqLqxGf3bS8FdLzuAwhPrCz3+7uPkDYqBZ0SZ1ZWLaX2bhF0nn1QYJ3MrhFGEeYwcMPDyNtJRWhaQDxowAGIt6q9hzA4gwGVuZaKWm1wtZ8n0e4YByO2jeZ/DqGLigorjyDlbHWoRRus0glFydp67JQiQSGqIBykm6e1xsYiAqFu654+sG27mRkOrCiSMNfLw0C2PIHExuQO7013swx2cQuPgnVLrtTcPJWuZc0LsuppxVQQKT3Na9dJJogomlmKcIZ4g3wYC2cMRBEd4djkIuU8jVnAjUkx98ucdC4iQuRPskV/jQFDwT14LBNRj4uz5sknjWdpcFowAe0CX/+qIY6IIZoglAK4+IESAdfgii8lBi8F7Pa6beFeVNEIT8nEC60SD+TqesEc4/39Hcetiwwz/ayjFy7is6X3Ym9dKnX52t1Z8Fiv+BHYuxc/kKxVdTKn51LrHPQlDSRSKfFShb+8bsnwvVbhuL4XEYmbwIvqziOoeVXqkC34kXEoYgLkXmiEYgZhI4OpOjdblucwQprR0HlH1jyOr0DGger3mHzmCHOKKBPh5/O2zNftar8xc8JqUkS0ClFaawD/rd5NLBpwsN3v71PiHCv3A2ePCMez8MI/zXUJ7ZK81MPnPzvexFwqMVOzFizNXLTUba91K6UyC+uirSdGSByFEzGKJGHlkcxkc1QV7jYIuf26mEZjmIaHWZjtAv48Ye/dvTWQ+HWJBB/ngfnsWcSgr0OfkEgK+BAiHCySZL90cyTgAepCLIO+vYisMIgfp/QYwc0UIlJmLEuskToWPmI3YVL0UDChVYT460F0TeYCFonFr2RH4RSQ8IibweBigPAmqS/O81FqqRI8CuXsHIcIiwpT2fc9Ij4+PkbbwjEmUWb2bhEqvAcZkQszF+m9DfhvNCaHamjo6RV1pXVMtsk46nO1yqsh+wmuNx/+JMCkHmYIVpcaXYehJTw8egcGJ4dMVw7aokPL8el0wPhcf8zdgy7g4trLD/+5UiL+FQXL9Vf4tXC/NDPjmyjxc+/ZEuK5/vLJgwTSkX2GnDkTsoPMYh7CRaSwioMtP+zR3czcqmgZuSWcTaV5Ya+aaup1x+KQWxWzpG/kZ0TXeSspst0puoIXOUaj50o0TcfcVYXPc91LTwe1jVnLjvsKyvsV6/Lj8Sjbxs69d6dgitttJ5ZSVGTnwkxXxw5XaqZ7EkmJiFLrbapaRctxHOd5vr+/j9GFGc9XEWUKeQyzNnO3XkppbaiTzV1ntOw0pbkI11qP47NW3WoxQe8jeo+sOfKfXG9+0PMcWea2JGsNAcE3Kqf19GbmwWTmvVsQCRePrhO+xkzbVtHRzC87NwxKCkq3XktB7CS+CzFfveFlP1hdesxc636/3fCnqb7oraeC1jXcOkr8iBjn8uCQCCZzn6gNhu0VfdksPuh5tviSXn5144JWlYjMhaa7zbc94HbVwlwLSG7CEjJaXETUW4MXpC6imqwhUoOR5tf5sc+nLPHLwnKZ+ofuwuPxeGR74Ha7fX5+QvVOM0c69T+1VqwseabC5c06xu0goloLxHAwIWAeB0VW3Xc8TsfjqNOZB+k/aqx937NbmbrVi3a3HISwQp0zagFClEl+4CzocWXweDzrUuiVtP0yiM+QoNHAkxcS2Sp8X8XWcyFe4IAIeIxXqNxP2+erVOZahTleRkPLNxprfsbOTeQLOqkwocbkHsYqHL+wdAJFkKWjd70SL4Lv9UaM3Yuur/my6+OHyU1uLeCWrjlhY1sV1auUZbXx5TdKyXUaDBInBXK/KIH4hocnPZHuLlJAE09sSNqjV7ZPYpfwm6qKnAThghgyp7BwYREt+17e7u/z7owfEaqhIaoeSwJNpvgwUyIPeuarBzOBIS0iotcGv1RjitazG0DoLoPIvAJ8ePVtJ1MyTX5jRqM5EgmfrwNEStb7bd9xhkervqii7Tps4swquq7DuHr4Iq01qSJSRYpwYdYhuMr3AJAglDhTVgd7z3ig+zMy/GeE0DmKHDlvLyfbl3ZyzgmJ6E+/fY+M0yMSLjj3irKFm/XwMWW93+8YxzVzWFB67/3sMyJeBrxLqJQ6NKWWg5ErDCE9JyDbMhNUJMlvvfxRY4mQHMO+uMNTsrUaTtYqLaaFEt6Dx+NgplprqbK6q1fczSV+kEjJHw5sk5QyoijHNbSgmQuW+rF/XdI8P/xPfvNrBQk9i7nHDFOLCBZNS/SX88DQ5c/SdvQ7BkcMh0IRFVVhYsfcuVnH+Ki11jy0aK01sXJzqsy5+EM8GYHXKqt2VYWywNcF6uWJzXNRlu5JKyYPIzMfDdZYhpNEHNmDXBQv67KQW/+K31gCj369upzLjVjP1lrzUqTuu0PqpoXYzcpwtJRrS2u4iGWjQNY0IbBwWBjrrmUjLiIc4mHGIh5CLOaY947WndZgJYsuymPQJho03MEqYr2idfr4PEqtEXEcjYnd1Z2VHxy+V4VCLHowC7shlheFNYxJ+1asdfQ4R3ihBwyjImo2NM2tYUVmswCCkImqqgibnSLMZAGlhsjpVuru7jGgKDLUhzb3bJbmLYJj9Ik3M9vqjjqh3raBrHabC0ojChESYWdq4DCGSxHQhaWgeUwezoMdJuThZqLKQFMNLwVhouREKhLLsQFrX7NA62P2aS6ZIBOrMCT+QNBhkmBmPgvcWVvj7MswBLeTmTcs8VNcGKXuUK2VomZNhdrxUFVsSsog049eqlD082A1EaGRcI8Vp5/nyay3G+37Tjpkar13lULE236X2e1mVgjuRzaZ8BS8DTGuKHs3ilBmothU3DqpBAKgHRgWrBckIo/HWUrZtg2HgWh9REbV2lrTbZO5y7bWjKkfDy3KIaxKTAHUCbtNDpbI0GnAiXZ/e0ODp2gJv4rFVSY+N/Kxn/nIbyaVgtFU0Y2ILdrM64nZJYWZLDX0skaButO8VrhcNlvgRuSKLRUF9QiXJGFhYUeEN7fMqIdsSUSCbDocqBR1b+HyLKJYEIrLAt2C2MfB7uLcRQ6INQHtypDY5N4fESEk4VGgvFR0Yvxa3EX5qf/lM+UvgV9RlN0dol/O5tpAJfDoxWMdXJN6mFm4lnFcTA/ckzd0YVpnnz5rrOnnLs+a2mDmWvaI4CID+s+be5SqE38ecyQtFt7BoQ+BS8HCBxXFI8MEZhd/brQRSrCAMVGlGCA2AKojnMiUaREGZ5i65SQgi5JSRqIPs3BIWBQWVlTSaM4oEYeTG4dD3qhMy4yfcZGv2kvjxO1QaKBbK5IaWSNiBGIk9O15rls+g0gLa4F6pqNMmQn1HOCb+0xOZeZQDo7O5FsJp917ODtRF7mUG5CwkLlyGQqNcBUpCKi2k4cqpo4ncOEU+YXWsSeZxHhhZaTCRxAdOJXNdsmAKeHZOBx13siZcnOEdOI1F2YejzwssHHb643oVnF+0Lbt0FuChzOrRgkiay2USWrdCrMfj087H92cequ1QP7VHi7MQVGruruwUDQVwaprMz6PIjDudg9mnLkDcad4DudRhxOXOVMXhqEIGsttv2VCXEQoVSImvwzWkJ4ywlmD3MWpsR/i/FBuKsT95m5af5RyaG1HpyompmFEHCwtQnowuUPL4Uj0dBlHJiYWYgmkeo6ZEYpaIXemJtw4eifqZb9F3RvtAmNJ1RAhUTULDMYHY5WFHTGZgTAhZlInNaLgIHaPTkQlYg/b7ME//qlXd5xgYyBIK4tTDyUXYvbeD6BFsyHde6wdyQk2QBFMRNxaiyir52flh+apabTVmJmosLBcoN7k38OV+ELfknD2iCdJsE0m/UAWRbjZUwKAanmhN/5Kvs+FiJLi18SlQT4O++DtdputuzqLdRmxQapC2uwUKdgyU+YrAr4KL0pKx8xLuTzOowwWPcLkOMxZBWYEUh5DkME56Zl5KSLhbBYo+GBXB4EOxIytVp9QQrd4PI77/Y4GDCh1eThbn79nw8R4RM3GrjkT4HiNHEsycaZ2l1KS/0AROL+uNsTZmZ5MpcH4u0h/s6SwPD6eZ0vpSCna+9V/zV/oqqpqO4/ZF5gy3OdQ99GlWJox44QaoUVFuPc2wTIjXaL3B/MQ0qwZQPkVhkZFiEOcAvcrFfMgKEVEtpZXNhY9x7mNx1JH2/J+v9/vdzAcVTVElIXCUl48TFrDzmJpIEtqRD54pahHQEpbtYziXgc+ctv3/XZbfJCc3JicIOP/ZKgn0UVa3Lbt8/GopY6xpHlhdQuiGEY5RK4PF6CvOw0RubeiG1alVYC0jAtGj7z3hvcUMazZCk0azNfrOaM9aNn/YnLDLiMa0xNBZXAtZqSlW2IEzd21DFnwVF/w7BK2vEoi8jUL6YWSu5JJcl1+iuYeqIfFpx8j8vZ6Wp4b4SteY3VD8rOgZRkptHzrV+4k/twseCqGF+W34su21vAU5WwEHz67TWXGpuQDf/nLZ4P267K8qm9VVUR7GKwjQ82PbCDMXlhEhEKw0mIvxHkmTyRTTkAvss55+FmnH1Ae8herwNDpppQWfQSa0guUgyISXYE2DjJsHysCr5Z9jDVEMnwHD+jaAUVZlo80VpjVdiw0mIPQmnB4LpLz4OfuDmKTu7OMVZdSKB8oOwLHS0BR53Vw0qHM9gjsL+OB5/Fcj+JKaUa28VAszIP6Jcj+ci6NGOtnzsdePRuko/M1HMO8qM95zoXGHRGx5W4GMyvrugLg+YeET0S6BSL5Wmu9j8Xt7e3tdrt9fHww6+32Vmux1ratHsd2fH4cx2fvRhQ9QkkRIbiM1GZbGiMF4ggjdyMSYgigHHL+Hsr6YvR6CmRofVgSVbHRqCqMCJBun3Zc/L+JkxoXUFEBM4dKKRZURc3PKaeApOMpzvRKGgh2vn4rWGDkDPYUfVGwkIEpSYEhohCV0OK0k3fif2b/UeND+RESp5zK5hLCphQUtpvyfMl4/HsW8oCOAICg6ZLhYBnkZFkmGJapCDPloLh7EaGIjO7+ijn+iupf00tGNvvlCqVcw1MUl062dWy7DOXa14DzdV70MqXPXebFezCl8GWFtPxadXmIasGOOko9EqFw3UhECpW8AWve+5AiDDqB9H7QDErAeX0U5VzcnUJUKnBaQ8CsBckt23aHsFAlmKKbWzcqQUStN9WNyZES4j2IwnuD1UKYW3dYS8OJhc8ZSDTiacxYlUWxhklRmLiF1Qd6WmYEscyVriz+A141wSl0WWZD1zI6l0i59L7zyT7PM6ftRGS9i2opBf8096pSJM2FCflKLYqHiSJuyKEn6f0kWvHGY9FvzRL1sL4hCRBEzXe/3TzDWuc5AfVa6x0xLUkbhD00EZCJu1q3kLTVJugwVQprCimuMJ4EkYIO0LSp4QAgMTEFMO2llFy14ko276TrkHdkieMn4EBhIPAPzWxaTHXIu5EKPtLq9z0+TwRf/+1vnxgC4E/v9zcgmZlh7R3ItsTh42cETQUQRlzhbdvhmSZKpVCkdpGZIyQCZ5tZGnansBcAH4QcE0BmZX7gFN1qASfEgggr2PrQrs76FzvjdRib9V/vndncPIJKma2+0SlGuC1jYxaRUsdRGaXCMoa+lunZWk6vISVUZxaCY2tYnL6z5WYX6RyeB2EJcgTEwrKCxvdaS8WUgwfZfKmHJnha9NZEdFqGSPTCrl7H01P9fFXtzKMlinPy6tqUWvnZX95aj6Q2MOkyZB+D4OdR+PU+DvchQx5MxEwC5oO5kcVVl4sy8JHXvdY8Sb4YE7+CYqZJixeoVExmhtAa1/pMLJExrzDMTTlCVYSYCmg62RCNeVRTFLIj8ZODn3Psu9uq+jA3xAjg2Lnu3zwuS9eiZdNIsr5QDMs+YXm5gjX8KaVynD0E+vAyQ9AJZPHWTKPxUB4GMyqSAI1m3iObweloGaITHFOnXiZyh9ZdYHZbSpY+LxqwCSeBeBqei0T9DsOAaE0s9xwPErEjMBIEolFODoPgKC2D2DyQ8ABvTO/dzM38OFrvrlq2bQuiv/719z/++BtREBhcpGi4bEXdxLxTSLdeSNAyD2SvIrdyuD9CGGQc5+lBpgzQWTJoV0csOnQjtWC08wd+NJt9MVlfQbTtFefS5AJh2Iuz4EiEHWOIwZnjYHbiQB6QPMm+I5g8eHg6g5hYCXlRGEWyXnSnIBbB8IOZ2Glvx9vxz7+1H39Wu5Gzt1BC+AJFCGsXhCeTEFGMgUiQEuN2hhP1briL5HNBm3NU904LtEToeuQAY3iBsaYbJykFw7xXttWsMptcQ9eHPQ5PBYA/qmVMMGYDYo0ZXrqNq4LltQ+ypkq/kElfwLIRjKryF9WxpLo6zyXzSCQqVcqT+SwNFvjLYeisjCJASIJxwCq9d5mgJTRxXwi+mO5tBZPHEFHv7b7tXie4sELjMbgJEXaeZ0SUUikIQw8VbR4iGiLNnYs2H9XhcTR1usjQpZh5KXUIEFVTJUnPSWyLQC6NmKRaIzrzqKWm8jXkaUI9IH1rtgVK0izfW2sy1PCWgx7oRNeonSnkdli7BhDd0zHmmTmy/isEvI96azmqDsvg5IesCnLc1vvbG0z++LS9dwqI2YrqcF3XWkX0OD5VKz58MgfR20Bhim9Xaz2OQ0Rr3UbQlzv6ytnhXh3fuVgg423wEPjpb6Z+hmgYovDsdZzRWTCxHZNNVmISHeEyeG4fj8fn52fZbkW19y7MHx8f27bdbjeEEIlK0XFVJw+4ipSIOM+Hme37LVEq2dTEZR9PQgSzMsfjcaSkGD1pHe1/X6IDClSpS2YyT819QcAhSg3sQ615CxTKRjPpsJuJovokJb3IiRkNey18jryLsTiaubWCIMCx8g9tR4Sbt6LbapBnJhbZdx3lyFKF50mVFmfnlOIM/UyuAGvv/AV2/tJQzJ7K4LjFZY9bxKOwHMooxCM94SMG3NyZgzwVqJfif+FGX0mfS2N7/GUiqjDPpAjaQ7WkbpuIuve1LSrDw3dJpSeim19gecMXgbpk/ibUsTIvbB8ffuRanidoIQwG1Pysl4J/QJlY1pCjZZnKwFd8Qp9xm8McC7PpOO4yCcn6CF0Bp3DBymDjCdHoPfflESfpk4icmleMWH1oAyLYnmAysPJzQjQEQ9ocRKwsRVbVbWKRWnN3LYWmCy0vxTqUWNEiTArdSLAh/G12IseNqLWUIqLKglcmiH2kxgxsfGYASQwxdNaUsfZu1jdxNLncXsLSr2kMrXICZR4ppzQ4JECmKMRdQaAsKL1EX7kJLbyvzutm56jkhbUWKSP/+OPH4/F4mPfjHBENeMFUN/cuahFettvb+/ufvv32T//0T3/87Xci1VKj926NR1npcKBfSnqHmMcnfZKIZa3DVi9gjqOzWH+etuFYK2tPF/NDnuo+4SKiOKExa2hlPlPrjO3j4rF8qZA0TMOMOLh4Zro6kTiy34w3tK6Yunqv/dCwymdhE7e3z396+/jnb+ePv+z8XuVWtBApnmiLItLUhVmCihN7hKC2nm9ckBF7UDbO0Ep371MdOhqIGAYh3ZWFYJJJav5ahCQKeX381t7Z4vnJvoPsUzv04lSmJaAtaWaJqJ/SqScSwDKUuyAWiHxZ/WbYRlPnk1FWv2JdTsLQFFfdwKtSLijTC1PYkCsc57HvO/k8ugVxUFGN8GCC+naImcxaO2bEjBOHqng0HioqdL+CODjE2on8+Ogn0ArtPLBv9B6ODELCNsNmXbUQhZmrqnUK933frXeXqHWLIPcoRdf06WySrcnzIhpBSBTD7r5gOGcUhcpavA7x6DUxBxWXs7ToPbkKoweYkse1/TZFIJ4DKZ1O0MteE6NplAhqPP3Y24CXiTAiHqLoQCpBFwXzoSEHeB2FZ1ti2zZYb2WejB+Px/hT4WAOt6oFhT6EKzkznSRK8NQrlKPwla4ArGRKnGcjIsxJQRDf9x0ry5zmFzMrpa7z1gEy0/IVhj1PHWPnuizkdB3c866hyLgijaaHFSp5AFXWiZuZ9f7Yto2pwLgMi5LIZdpDWCnGAsdx4DSSLM5SNkzbF4VYedZUaFaH89BYmftcNyWpHSuzZZWppKh6rGX9KFzmqcDXc++6qkLhIzJGXtADTH3hTHDky8czI6/HeSfBCiiDoe7lRWKdIi6s/BHzu0tSgZOwQgtAbSkU3AfIMlWJT9B39MjnEZoypJYjooflkSNoHH5yOhTh5LTQCX5qOAOlQUBv4In2G/Ty+ZjNc3g0b/nMuLtsRYY4aTyLMqjdQ1WwVl2rGCZP7F95HVfal6q7H8cx0twEDXieVG4RKTExf1D0EV2jBmJ6FhHxk9JjFqPrOD/Ig3zwAONKMZQlahcRsKNWmOPmWqt1u6LHKZIKFYG298XunA0ImTTLnHUsotLeuhlERDLHkmi5MkssvEgYpW2pdFlYjMhDIYRkAd1vptyPbcwvIY+ojjxqFrnd70HeeyezIBbxCx2DU9sEYrjFKipAgzwtIvScF7u2gbKEWhsQ1+uA4tVp0opH3G7MDJgxtqUrywzQz0AmPL9MNRPX6Koa7DhIqJYhEnN+f//27dtvrbXPz4/jPEQV+Km3t7fbbevtjHBES/3x41O03r99F6IfHz/MTHgoj0Wcw2VKNCm8B4agc0wnoHfR2jR91rQEMZWqL1pHCI7wgl6jWp5y9Cwxw826hbHbiANhYZJp/hzxIjklmtCx4U5nciZjkoDbPIjcKXpx13AmN71LeI2z2udGn290vulxo8fmD26ft/b4TeP7t9tvJe4cRZXJg4RdIzyidD2EWNHb51BWpwgydwoK6REsjpd0iu9xjnbz8zxZeiBMxAcrnaYfOiZn/skQv6By0YdNTdqqUhtB46J4byCfRxRvroTCapEpr8Qsk+4Cf3mFcjUbuOsx+GuLPav5fEfu03R+oYGXf/5r1eW5Ha6Sy2wKcoCFcqyKyexbxLjE5ETmA7shzkG5XBoRnedxu90S1sbMrT2IaOMa4mbdiQQHPuu9N4g63F3LbmZ1Q2UTkPpFEKpDe7QIAU7KmqmqeVPdcN5CC0CkbJuke8zdw1lLHfKSsR1CpG611N67CLs1bGxQoh/HkRPhi1AO5bob2MmTYDiTIKg45NcTpj6ElbW2IUeGVGah4LlDs/H9+3c7mggTsc/QrN57ESUPd9tKpSmfyPYb/i0+MFPwJLyOltsU5Q9xuT29ujpJKTG2cOmGFZyExUdZU4apV5UCqySpFoTJZ+2IDiJaXElfwk0HDrJ3n1dDpiFM0M1iplJKszPRNKmfgVZnQNyZeXLBBx1yGJg4z2PZGFg500N1R/Z4HLfbTUv5/ts7Xv5b3fBFVPfH4yHShEtmA23btu/7eZ77fkOUTP7CGSmnsR5HrfvKjgWgYxkOjHoFIWrbtp3nI89me92aeTJiR1ehcmsNLV8eAtYJqZBhqHDv7s5RUiv/kt9OSzByrRWzFjMyW8SIPhJTVNV8kkCHVRAiNBYW64YI98fjgVFYdrVba8wAS7iq8tVq5WdxjryoKYiugMArDDJpdMjfnoIHGgSPqy0U5j26mWm5nEuTbYLkoOG++NqGH8WWRBnn2GCm1s5JUeyqer+9tdZgwFWoGibWIwNWYwbdj/kPTmXEwuxML3lMX2kDCxqck32JdypL3tzAaq0fHx/AXkHkEIsAxn2oU8DxDM+pRUaiLH0sctHBWsl5jug4QMY87SVTcn2oIHMiDojQcMKfuu1pkdTYtiJSng6KkdUAuffpJI1sngmPQ00t9QKzGJrWnuHipW4R0dxElczaee77zsLdTEvZ993axFrDxJpUzSuuUbQQ0IQ0HIrmcQFziLw1J6Z9v0+okVOgI3OBSoQl65s8Ab5Y1lYgGBFBsbMyefKVx0JXplqjVv2K1RfdF+oRzzUnNXITZj4fvAl04tFPkXGKaM2IvOgmKuhDl1K+ff9+jzes7dHj8/PovddN930nio+PP9qnuXvrB3bSrWwRdra27/Xz46jCVcacPEIYYqrZbPJOjVrOsVceTn7ghBTh/2RlOUzSrLHUbe1somozY8gtVG9atNadiEMK0SGi5uYWpJz2GlXhsBEVNDxj0oktSjATK8G2GlHYi3el5tbe4nMjq+fHOx+7/fVb/zx//8f2+//3z//xH/7+7f5//vv/5+3t2y66MRU2Ym9OEVJYiTcq1ShChIIjSNiDnawLEyu5uzF1J2IpdSMzESaPIqwsMtFDqI4yB0RUkeDrEQVi0Fl1XMOYM79hAAAgAElEQVTGaQbDIpZn17y8w3x/9vE083BwLsMbIaZat7mzo8iO1nq2LFPFiuLkCW20APHWz4OHEwWDLakga6rAL+n7ZBrw2QimAjE3OkYiyu5MfNtqa42CvDucCdbOoPDupehxnMxUttr8TK32gAlrgFvU+oHbcxzHvu/osLb2sN5VpZQyDovMabbbtu3z7EzkTq03EW6tW7e393fESr59e8edK7oNYq6LaEXylvV+nuf9Pkqibdvb2VUqyVTdKJm3bIkFuTl1awMByddRPjU8NHOSV/j0gBj2jv146AUZzSTEXJjPjqOHd7OgTUQ8PMh7B1FYM6PkPE8bNPcnZ9vKcQunebqFDI1LkXY29xAWMyszgjTr/oQ/AF7bbTAZSykyt0MiMneot5d4tsh80Ijo3a235BtO+gHPZqctUqixhUPpkYKW5FpCuZ6anBGBKTnc5FXHD+oLzFs8xDCjB6Oq3g08ECYSVYbBYLbZUvVRVINJWH78+PHb9++fn59jEen9drtpUTN/f//udpky3ePz84FV7jgOnlER65QN9+5Z3pfYtRDxGX7mvQ8f7WxUt9TnuNvj+Cyl9N6KFlG23pmLCNdaYgz3R6sy3M7DmGlOexFi5WZu1qdOIObD2eaFLFk0JH4+64AslDH3dxdkST77KMZ1Bn8t0zhEqPeYFnseXq/RlMqmuKdEYTZynibXAOBk7PYUCVzxQ4jMYyF3Dody1xnRQO61KlFAAU8s5p2ZFIeieAI42kwRX/Dovkg7IpNxMVg4jxPtLBFhuLHm1Mg93MPNLq3kImU2HhybF8DiS5nlTqKKBq4o99bhQougbs4JJZx3B5/QJpJaNck2o3fVeycZtPJFQU55Vnluz4eHU1zWQ0yf5pGGiKNbm/14z57mzAcYAcMJ3R8WSbyz3iMoo22HUPA5s3aYJSJILgvT8Oe0wTNNEfaq/h/WbxagAUrdzENFtroHxXk0HwGrOghg+jITR8WPQCt2JygqeaYmiwgFq7JHoBy5NCAeuQYGGFnMqnUBznKmaf6UuFfLPqr/yS+/FLoywgEQXiQiTGze/xWo9os4kJndJF83PNWqdY4c65QPcSkcjnM7xSidyaMTexEptxuHvL+/f3z8aKedxx/YNHESe9u/7zdr7XS3fd///HdvTPH2/q2fRz/Pszc7z6JaS7EInlJzzkycmev3EqMRFMkGXNelXLXwOKXgB5j2fdvQzS2C+3V67yLVil3OQmbz0TSnhC6FEReikAhid6mj1+iQcoVS2+xR/SzUydvf93/U3uT8cfz+H/76n/7hH//6j8U+92h/91b//f/9b//NblUPaNac4kR8KxfnzUweoa5/jogiXITZ2sbB9Ih+iFshZZUIaR5uQTre16H2VoO+R65PHkJsZqXqMnB6mj/kg4H/BMYXg9ypLM3eRwA5A0q9iGiZtCsREXL3x+PIpxRvZXZSMETNYgO1EErzzB3vHRmImuBXIrzybRrYLoXhrwNJ/BknEVEDRCwhkrOnsZfCrzPxFBWo7PB+BTFMaUp4d3cL5EFIrRuThHcoHDI+AFTpz8/P3rsQt940NPV/LPTx8VGHdpNYNCK6h6g+Hg8zxHRXEXWnUspxHG9vb+d5QlGw73c0ZlRLkGsZ+Al3YuGjnayiqq3btm3WD9j+sq5aLa1YE7FOqWrvdhxnKSVicCeSG41KGoEXyasOCpA3ZojX7Ad4uPvj8UiwCWLSmEuKAQbonZ8yBecsOLAGdXNVpVjkN8BLkYiAIuiJ6DYzmVEOeA+lcqnXACTW6Tmkc4vjG517NPjT95YlAnYms040qSbbZuYJg0sgd9FNWMwbjvXhwSxudPQ2fwqhiIj+MtBfdYejLmeqVefJu8929fCuifBMRWZihUkO3RQt23F+ishvv/3GUz+Ax/s8zxKVIoQD3fpt20rZIPEfeWZVex8+h9VRnvL33k9s8DjxIkVytEZEgqL1E4zt1MuaN+9dREQH237fZ0BSkW4tGwxuFj7u6Ui3caC1mIjDw8JyRUtN4UK/RSONWrN84KG2jKDeXUsQo8xid982VcW4A4GaLQkScMXxIs9YlLKjL5syJACzp8AdFYCtEHRoA9BrMUvlFb24VEcf1kOEdJwbnWhEUj68xxK+o8J4O4bh9Fk540tS3ZhW9QvAElOgghsc7id0R6UEcw9Ed8tUs6FLftGXLbyIrk3l8dJN1FWyffIDqFbM2R0cuTIzaPGW9eS3XO9drbXW/SWGEJ8kUcHhHE6sT4Caxd95BbWo6FryRoyZ53melSVPoZe3dS5NX0lWEHwkN0SGxmRRdMSlEVo1PIIP+cyPxzKSuJtX7+bIkhxMkoJWiDmFE/KgWbv5jHCXlPiPLxVExAUWIPY5Z2+O0dRkFNZa4VSdSi1BwlSEu8VCrSGQKxMfNMIOXy3y09Q0T63Lac1XT7bPQhxKe/i1YtKvmfhrdb5y5bAQ4GlpE2WTjHThClXPyOOamRtj6uKMkwaTILz527fvx/F5HA+Ez2stESFFEYg2KUNBYe/ffmvHETf724/f++PRnMiDkb/rA3TAeskncqdYjqnGRN6t2ZmXfWBkvA2P2fgpBhr44lEO06urSpWKZNB5jVhEBydcaIxoKGSEpjmT0/CIQ+fixc9bnKX92O3HHm2jztTf/uH//ef//J//9l/+w+OPv77fyp83vt/3W33/v/7d//G//a//toRVN2M1Ls6lq5pIJzWqTUqQHnJTlaJcOUq0asfOdeO6tYPssAgLNof6X5TBahT0q0WEpSgKc3N3Px+HuZvDERJlRPOWl8WTn81aX093UMRdgqj5RdJ5iC0yt0v8hW3bEguBbXHtJKI6R8tyHq2fZqelVAAY0KTLIucKWiH6RSrzLzyW6KA+wMLDQQITMFgWE8KAHTfCW+uPx2MWIsXaWIS7Ye3jMkC54d45lMLbeepkFWPiWkq97TuF1boNrYWFSmGmom7u7MpcqKh7v+03M3v/tmPDgHdeRn64Ihu51Kqqx3ESIzjK4FqAuRPzsW3b0OiEusYMM/erdRcR+16XRBhZrWBoLUNQ5e4/fnxmHpCZIXcyQYTIFnJ3jqe9Oab7fgBmASfxHi0oxjsQEao37A34DKqCQxGSB1H64C9kzFPvfd+H4GerW9omxlTrCxp5DeuhCE3UDLNf0ZsXXCkDPvKUlXXMNNGOQ1e6dvD/SykRJKzJFc68zyvH/hlvN/6UdF1crgDUMB90M5ytyR0W3qFYNTcM3ZDpUErZ9o2IHo/jx8dHrVM4ZIb6RkTAURFB0Gmo1t69NWNWzOnMorUT9tCXHLI1yNO9w9Q7GTKYrrCHu5EO4U13NHDJaND0DV5e642IjqNlxY9hyzhTqaKB9qI8hlQGTevZ/aV925kJL7GwWO8JdZ6pYKgmqbVzKMSoMXOwQyWyJK6h2zRoJPwMs8vUd5EKM/TKWEjaBlB0X6kg+VSam8xZ2XBF59kMmmKQhsPD2MO8T1A6jcNoTKb+AN3APYRjrT91x19YAenvXKkdS8j8iJlEOV6KzuAwjK0U3uJ1N8rc6XkpAjU2NBupoc/8SA8KG03WNhZbImJFk9in0JskqbV4QWNCrGmsbJxvmdmYSmWveok69uXNkjlM4CVANJillKpa+nlYOCw9RMTKPUwwP8SPTExEpdZLJBsODE4EkfeJV0J2PSWh6Imk/qVKWN2lOZpfBfrIjiBijws2T0SidUa0zHomA6RLWX1vEePfEoXb/9/e3fRYltwJHY6Xc869mdXuabc9MzAygiVIzAZ5z4olEp9iPoA/CF8FiS0b1shiAQtWvAxYDDO2225XZWXee05EsIhzIk9lW6yQuqV6noVlq9uqqsyse383TsQ/wnEcYupvEKezs8eOn2OkUjrOF8YpncbGjT9FOBYy8r6ZpE8zSTmGmlO/GSMeK/39qoF4/lMf+5LONyMef/Yw7WeaQ/vuvTb79MbjO9t/6/2RYd9X0F8Bxujo/Xt0ejB1bJAroX8sjSnGfRPjw8O7d1881ro+Pz/XWm+3e5+xmGKe5zmnWGt7ebmH59v99txHbOfl2ncRTTlt93tZa44xp6nvcR/LE+MI0/7QeL+Aph0fLtL5lq4QYi2nz5Vp31F5xFzu11SFfYBSLaWEGPqZ9/5lqfv45X4Dcd33evfdP7VO4ZZKyfU+15eH+nxtHx/r0/Txt/c//OYPv/mbp/ffXj/899jqj6/X60+uKad8XULK83L96k//4mnL766PJU9rvNzj5SlOTylt87xO8y3OL3W6l7jm5XKZU6i5re9iuW4fH1+mL1r+0TRdwhzLc0v9CUwIrZVa+rtz/1HuCw19Zaz/7M7zvKTYhx+knMuxjeTNzLTzT9f5Ur83G0VifL3nbl3vowGmaeovff0KyLE1ty+JjpNsy/I6dm+e+13X+X6/Pz8/5zzd7/dluU557q/2IcRtK/0Gklrava0xpHlaWmv39XZaNf8su3zqKyWhxtZCje1Y6uhHCVvc52b2dDgWeOqR6WXc1dLfLfpdbsffrH7RR5immPPSPxm/vLyUUkLIpbQpTTn3tM1xzrXWh+WyzI/jmMsatn6mo9Ztnqdaw7qu83QJfSj1VJd06Usp8zyHENPW1/9Cn2vex7n02y6Ocwll7Kfva1d9V9M4jjluWR9nLvufq/+Afvz4cSxx1Xa/LA9j0NW6rn0bcc/3MqZ9Hasa/blBv7CrlJJSiLGmNPVfMYSQ0zx2Zvdq7L9W38A3jhLuS+A1nPaZ9B2lr+PMUwy1lnELfZ+nPnYuxhhrP9VybHYcz6FKKdOxwPpHt0WOm5779X59DaaPJz8/iBxzV47zgnGt63lGb59C+GaM9L5aWbYxhff8InLaiVvKsREz5/l+v+fYP/WFGNO6b87pt3umbdtut22apsvlMk37LIh9+sqyfPz4sZxGYWzbtq1lWZZlmY9dOvvQg/OF9mMvxLZtDw8P43T5kXEtxnasIW2vG4RK2Y9k7QNAaj960Td19H85hdx/AMZkpPPhhNwHt++Xmac4jWvkW7/up4TSD2W22qYp98+Q++ixPPUWn45BIkcstRjiPhv49AqYcoghnR+vj5+Qsfr+Zm/Gsby7L2wfR4L6V7d/GG6f7qV+nXacUqptGwddzgV5rA7ud7n0+6Ze5yeGWFtpoZX2+kRlO+7AezM997tnLsdw+jdzpt9+x2PsMze3UlKa+hJRPC4oGoE5vj7nqQjnuw7ezN84ddU+NXLsoz3WrUOtNcdpX9EL+xHVvl+iH/s8FlrbechM747xnno+EXG+Rv6cfeMb0SdUbmXrT6Iu12X8BRxPn1tr+7aKFkJILaYc4r77sV+nVftVMsfSSduHrI+fr/3gctivSR+3Cea0H8LYZ5bf1vESdH6FOZ4a5Ro+yfoWwla2vg4yz3PZWl8nOu9YPe2XGMuofSRAqa2klMfM/rGJq9UaQ+4rRy3UuF8ou8/0HFN3xkvlvuumpTc3TO37dI8+iv0gcgzjJqHx3Wwt5Lcvwtvr34UYy5gnEk+3brUwfj9xPx1a3szj35ckj/GfpZaRaHF/yBBzyPO0bKXX2z6esm/xz1N4fHwMOT3Wut7Ly9Pzy8vt5eXWCzinkHO+XN+1Vtd1zaH0wzlfPD7enp8/vn9/e37e1rW/Mo+/DiPN9+fqx9vBuKN6XK29L0a07fxpLeT06fy+Wmvb6jbF0EIqqf8B8/5ZNuwznEKtp5sc+i1CIbUwtafH+uEa1sdwW9Zvpuff3H7913/33/7T9uG3X8zpT3/0bvvy3eP1GmvJOc6X6/NW4nL987//D7746ifb1r5Njy/zu216fJkeP6Tl25Sf5/yU0lObnmp+2cJ1nnJudb1NrX4Z45/E+au8/HQOJcZ3IV1jCWUNLe273/oeo1b7w8Bt2/LUx/CHY3lraqH1fcN9iuVYTWifTms9vxqM4BkDG3rI3e+3fkRkPGV9s4RxuVzGqIP+gjMO3qSUbrf7mPbWDyUeU+mW/n56e7mX6ZMhMLdbz5tlzM9NKS3zpe6bDct5093ntF5+TErNKffgDDHc19v+xlPa2tZt22pr/XrhGPI8X18fI6a4bWVqU225thBr3EptbZuXJecp1n3RZZ7n/phsWS6thZxTaCGGMaq2j+sKt229v9ynaU6pD1Iu05S3rUzL0hdWQonTnEKopa8yr2tO07Zu/a6HeZr6CfplmUvZcg4xhFbXeqwHl7JOU8jH9eN1X1htpWy1xhDa/RbXdc3TtN7Xp48fLpdLbXP/sXw9Tre/hewvYbWFWmot+y7q1to05W27l1J7EMeU+vavfv9kbbWWluJ0XNKWylZTSqW9blG93+8p9KWKNE9LyvtiWP8armu9XC+vmyzLuM/imJ4+ZiSFUPdLN8bQmG1ZllbKFl7vLg6nPRn9AE0N+2yHPtelT+3d35/6zY4x1VhK6UNIcoxhjBk+ZgbH090EuZRQW+2zblJOtZXY+vt0nOcpxBZaiCmkGOc07x+NashT6ufQSyl5v4WtTFM+beNuY1RTf4Od5ynlFFqorYbY5mXq295G47YWXl7u/S1qWS73dR0v9yHEtW6ttvW+HpMr7v1pQ923Q9T+7U8xpinmPG3ry75hKYTaWoxtW1uepn4HXy211Drt2xJK2PaBdrUfn2/Hru4ajjP3YV3XPu1xXbejgMPRbbW246L4Vo9F5RZSqKH0Qe25X09bS+nf1hTbMWs597F6oa7b/fiAOscUl8uyZ1maYogh7de89wc4/ee91jovc9/Y3x9QtNBS7Kv1+6iEfrNHf86Q89RaPH5oWwilD4CvtfZrAEOr/Q7Oesy87BvOWintGIG5Hww8rvzIpwsr9g+8rZUQQ3/CU7YQw7ZuYyZ3fzPub8Jb23LI40qd/eBUP+A+z3maWm0xve5k34dOv26miX0w4nGP9D76MrxeR9ovt6q11b4cGMIxvKpvgu81FtvrZLb9xtcUYqintc+cUy/a0/im8rrGHGNox3XwrzeCt2ODSjiOHLTcz3LUutXwZov5dyccHwuSrZZtn1Ufl5Jzq+3l+Tn352MtlP4gIueU8uud5ccukPE5p//LfS2g1BZjnubc14xL6WNMal8Ij6lfpFLjvnC+r5GHI1NjWup+dmK/qvnYjL4/6a/7hJY47lmZpuW4WTO8ebDznYX58Ug97Oe5w+s9XzH2kyq5vyu2fQLSPkG87aNk82iWuA+bTDGEUlur9Xii0I6J3WOVux0DN2vYP7PF/axXfN2jUttxy24YN8m/3hF23pp1fMH3vxXniT5jXWM8xqz97ao/qImx1f1KoONy376pNbeQYuy7ilIf0bnkuba6p/669quLrteH6/WhtXC73fZVhlJimh8eHo5BHS3GsNWW58vyUOf5Elr99ttv0rTk1F9Mau4fgMPx+9zHefY3wNhae3i49n1HZdv6seZaW9nWPein3E+S9F0TscXSWphbzGkKD1PLoZYaS825hBhDWdM1tjK1rfQrDuo215e53Ja45Va/3H7z5f1v7x+/vf/u17/5zf/afvd/lvL09dyuP36c52mel21aYo5hvoRl+RhjfPiyTNfL3/tH3y4/iQ8PH+Yv3s9flDQ/h/n39/S7rdyneLvk5zlt8xSu8fle27qFtYbS/lDrtyW9zF+Eh63cwtrql20ua9nvZElTaLW0OreS21ZD3LYp5TX0W41iLLX2jT37wYkW8mk0Z38Z6SMW2v5yFMrttj/yTff77f7h6UNO09HNoT9mP13ssE+0rMfTonXrxV/7Uc6+YljHSf30Ok+sL6WP8V/9X57SVGJL/VFJqTHFVtu6rft9quOWw2lfG6yt7Vc4fW5d3rfflVJC7FvyY85pK3W5XFNK5dZSTKEP2Ay5hhpb3Laa+mr6lGILKV9imksNIU4p5zm1Fspx3HB/yetDqWOKtbQ85an/0xCP6XvT8cm+tNhqKGX/duaYYkr5GC4Sl2XuSZJCPyfdaithv32gV9G2XHIf1TzlvhKc+uW5ddtiKLXcy/5rhW3rq7Yt9ButS79U5XWltr8W5GNX+jRN6/2e4n5Z8FbK5XKNMcXSck4hpn1Lbf8U20p//Ndr4Ha7zfOcQwwtXi7X47RcSn2B6XTPS+/7ZZmPaTlLrf2GuXyeJPh6O1rZUuqT0epx6quc7xytxznL137d73aMfQNMT8/+sSGkGFqc0hxC6KMc9hthxkCbVpc5h1Cnqa8oh/Ost9MM+DYuNCl1a2FfwZ3nOcQ49dn2/f7nUPvtpKmlvh9/Xyor23GhbEs59nfA1PJ57bO/vY6Vwj5YYwzp62MKau1XH+/7T7ZS+qpuqX0BJbYaWgu1tBTTZVnGzraUUo2hlFJfF8/a/mR739Pft45s/eNK7jHeauzHZ/ulSMcIqmPfyH58M+3n/fsb0D6HpO3vtfsVD6cJ91MfkjEdKyWllHrkXDvmS7QSS+nRllqIpZYQ8zidVkppY7LsvnWijAPBbZ8T2AdjlVbjGIDVV5W2rYxhfOOhf98/c3wjar8Csz9n6CPVj0qo+6ey/baXOEY09p1tffG5bls6cjyl1ErpQ7/3kWIp9dGDIfTtP6Fs+5SYGGPd1n2dsbZ+NWwI4ei9FPu18rWt21ZrLVuLqeWcS63TlKdp6htvx4byeLoBILaQ+vp0eB0xfqy5hdPe4hhjTiGlNPVFydja/sSorvtHj74vdNtvmZ7yfNy8+7rhPsUwzm62sfP6mOQX+4/Nvsz7emdTOP4m9tkVtdZWy3EMrH85z9fs5e9O5Ut5TMNsaynhWI9cluuo+X7PSNhen56N2bKfLMAfGxnL6dbhvkkm5pz2+4b2YaGttVKPw/fH56B0TAJdt7Bft5lyOW6l2S+j77d9xdf177Gt6/Qs8e3thuOvz3em5u/LdXFfcukPN/onmr4BJx0HrHsV1VbjOAV7urkp7p8Y8tRCfb0btY2DDsfHvWOk/fgCxhBbLSOj3wzNDOPSxL59I516pb3W/PlEzvg6HCvlZew06xcevf4G9qmR+wtyaymkHNL+UCjuI/ZTCjGmqYSSx227eX9ivCxzKQ99r/Dtvr3/cJumtCzLvEw5p/d/+Lau68en9621tvWH3vtNdrftudaaQsv7587YUkjzHEINrQ/AabW20B9nlNJfTbeybXU/J5NqySnWVFpraX9WU2vdpjTFrYXcpn6nfV5qSzGU53B9aGFJW445l/uyPT2s7x/Lh2t9juvT9s3//PC3//W3v/71+vT+R0v+yUN+uM4PDw9xuZS0rCmnUEue1mm553mbLs8tf/1n/3D983/86/hFTQ9/CNf39eHD0/rheX3/8Xarcf7yevn6Ol9Cy6FOIde05RxSC/e4rvWpzX+33UsIYXqY6pbCmp/X/c6rkFtMLdSprXNqebmEsMTwvI9k2U+dldhCrcf+++Oi6FLbtpVxo1/pL7QttLIdi3H1dr/dbs85zX2r9zTNMaZ+M+7ridu+17TUUPpd40vOOafYZz/sM9NOh/THYYDx5P+8HHBbnx/zYyk1pTAv/d6PadvK2kdOpeMMSanxeBL0ZkP853Puc99hVksb41fv9y3ne631Oj1M09SfE9XQpjjFEENYUws55zal88Cv18ejp9tG9r/yxyPm4x7QfTmxB2v/N/u8jjFSOh0fpvthr1LKPie71Hme23GdTWhhXpYQWoqxb4dP/Ycj1Of77enpaVmWsSF4rJP1I0nHAan9pWldtxTbcRdM2A80HE+B53nuE6n2UWi1HLMs+j+d+uLxPkdynmJMx+SNt+cX07Fgf5wmnMcD6H0L4OkOoDGtIh0/tePfH0Mt39xhMbYfjMFzYw5X33nS/1/jYs7vHng/v5qfbtZs56t9+9/bMa/wNIs6nO+IfnPu5M263bZt8zSN+SHbtsWcxnPV8ZRtDLJ9c7tBaPtFlOdBhOPtdnwFxj3hOeeY9tkbKabYlwdKHRtUQmi1lVpKaCHl1Mec9/fKGEOeUr+C/jzzbtwUfTyQDX0G4j4m7DtzGM7bM8af64jj8dUe92+Xsf2g1BpqeB3Lkz65uGGsBKfcn5XX49t3rKzG2LeajAeUZZ+G+boj/PxPz5cn72Ob4745dR+gG0Lf4fbJqdyYjuEPue6PyGPfUPjJnZpbGUN7+n+u672sa19Z+XQeXGr7g9y+lnb8cnUfFt6Xi0pfQm8hhLofNspTSjnlHPpU/xZKKf0zWIxxnpZpyiG2fiQphXY8XuhPR9peIWNAxqdHmvbPzKcbYc6DvfozhPNfxrE0G/Y7L0NKud+U3lobhb2fBs7LJzth4icX6b0ZMXm6peF1A+559855O+lxa2k79+v4z/O21HE14Dx9shnjPJb7PGHt/Jpzfm6eUj4WZGuKY9jllHM/thtrGyN3wrjrbXzIH3Opz68wpzP67TyD4o8eFn+zben8pz6dt0mnnT77I514+ugVXi/E3U8ixdQ3uaXzdqnvfHfqd2dKvLlK9s2M8+/sL2pvbgf7o7/Wm1/3fK3M+Iv5Zk/C8ckqn3a0t/Ph0Xaa4zk2ZI53nH5WZGxaGK+u1+s1xni51K3UdV1v95fbPaQUaim11YeHd/OcW93nueUpX68PIdRtXV+en++3l1BrDG2rbdu23L+//RRgjGUr67b1x2njYdfrcO7Y9luXUgoxhZbW1N9Tauu/vVpCKDFsKZQ/Kd8+rlvZtmuK8/r+i/I+fPu/yze/ev7mb55//3f3UtN0+eq6vPuTP1umtMSaUyhpCsvjmqatpZfly5Lne1qe47zmS7x8+dO/+Kd/U3/6u+fydI8v5eVle9pKa2EOacnTdP9YSniZwmWOsX+Oy3MoMYeSSo0vpa01lXtNscV4mdP20D5u7Vg/Oz4XxVDX2+3pw/sQbtfrdSweldKOffNxnudwHCkZdbFvu90nWu276bZt64unP/3pT2sJ67qdh3Ed67O5b5Q5D654enrqp+qnnEbbjEo27VAAABVQSURBVJ+6bV3HX9WxieUcGD1dWgzPz88hvEzTfob1OHDf3syKiFP+XO8VCn0vUQ4hTGnuh1Sul4fL5dpnM+dpenr/h69+/NXtfu+XVkxTm3qv5OPc3mnpqA9GHK8d466QcVfo6PJtW0cNjH+5r7MeRdv6RO16nHYqpZR165P+1nvpb/Dp3WNofWZvbq29vLy0EPvbydhzNjpv3PXz2jGtP1EP8zzn/eRTG6cbc879k0P/k14vS6s157zEkFK/wCjN83TsLMxjvaeEen5lfPfu3bnezhe+jLe616tzjrlC/aPIPM/9+dF5L/iYej62vlyv132P+DSd/1F/RxlXn75ukf/0lfc857//wY/B4eV8VVj/Mo7bZ863i/V/tK7b9fowRpv1qepjuNv5s/i+UbWUPr1+vzIpLWN3cn9Ydv6Xx0r2/nbyyU/Ovl74yZOBccHJJ/fZ9E+P+yvaePbXVxH6r1JqKWurNfcncf0/Hx8fXm/haa9znc9TPvoy+Xq8Qo35gOdbjc61dD6De14aGBNhx/n31E9mvyZUOE/TP1YZawj7ovNxH2Q99lCO0Y1jGEsab6v9U+h+0+oYsXycFt3PHY3Ci1Pqh0yPBdGc4/kC1+Puw/4e0HeWH1uh+kbS5fVlYdwRO6U0Dh7swxz3w1/x9Ev1zzPjZqUQWpznJaSwrevzx4/buqZ93T+HnNO05GkOsbQWLksekwRLKSHUfdtPKSlM+2CqY9V5vz0txrQP7gjnKznP50RP375RUa89VGsNrdTaH47l42jafo34/uUK5fyXaOy5+n+017mnzz8w54+v59efT2/1q9+dGH3+W9P3to2/7Onku8Nk3mwOGZ/0jiOwOcVxHreFvscj1P0jUwjx06Xf/S94TPtToPZJiJ8uyRqfheL5KtDzlKTTNv3Xk+7jgoVPZj6G9ulx0nCMKUz9lMU4RxSPrSYh1tBS3yF4LubzV/t0Cd3bkv7uAeg3h2rexPqbS87/6ODF84eN8Yf9ZBXjO//38SG8jwZ4/TFo+9zQ02navpvl9Uf9vKAwFmL2+5JSu4RQr0sp/ZlWudWaYo4ptpgvD0t+13LOYYxMTXmubV6WupWX54+hldbafd1CLTmlFONWaqgxpem4JX7NOe9/mfofoZbj80TrTw7aaQBRK6W1LYWUwzaF+19++A+P9Yunp48vH58+fvvNxw+/ry/v51YfpvSjr36UU04ppjzF8VEw5zZdb/l6C0ubL7/NX93rdM+Pt/hYLz96+PGf/4/bTz88xbU9tpDDVGK7t5xjnENJqcQcc3te7795nu7L5YvpfqmttjTnlh/bx1JSLWX+fU3bbdtCfAzrklJpqe47m/aJeVOMyxSvy9TH2cUYe53HOK33ez/AVmudp6nfvb2Vuq4vY3B4irHV/RX0OMazvx202j8Gx/Gt7PcerOu6bf1umXRaWev/lxBaGuVWti3sr+rLmB13Xtc7XfnUpmmKuY8KaNu21f1BVL9dfCzo1OPn8LNYLA/nXb//7F/84j//l78OAADww/OX/+Qf/sd/968/iy4HAAC+L8mXAAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHS5LwEAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAA4Hsx/UB+H9/87Ofn//n1r37pewMAwOfDejkAAOhyAABAlwMAgC4HAABC+OGc+3z4xV/5ZgAA8NmKrTVfBQAA+H7ZxwIAALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAgD9m+oH8Pr752c/P//PrX/3S9wYAgM+H9XIAANDlAACALgcAAF0OAACE8MM59/nwi7/yzQAA4LMVW2u+CgAA8P2yjwUAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQDgh2j6gfw+vvnZz8//8+tf/dL3BgCAz4f1cgAA0OUAAIAuBwAAXQ4AAITwwzn3+fCLv/LNAADgsxVba74KAADw/bKPBQAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAf8z0A/l9fPOzn5//59e/+qXvDQAAnw/r5QAAoMsBAABdDgAAuhwAAAjhh3Pu8+EXf+WbAQDAZyu21nwVAADg+2UfCwAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAA/v+Yxn+LMfpyAAB8j/79v/qXvghn//zf/NvPsctba773AADfo29+9nNfhM+WfSwAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgDww/L1r37pi6DLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgy30JAABAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwA4Afrm5/93BdBlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAD5z/xenL1s8gtWMnwAAAABJRU5ErkJggg=="/><div class="c x0 y1 w2 h0"><div class="t m0 x5 h6 y2b ff4 fs2 fc2 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI GRUPY KAPITAŁOWEJ <span class="ff3">MIRBUD ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc3"> </span></span></div><div class="t m0 x6 h4 y2c ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y2d w4 ha"><div class="t m0 xe h8 y85 ff2 fs3 fc2 sc0 ls0 ws0">Grupa Kapitałowa MIR<span class="_ _8"></span>BUD<span class="ff1"> <span class="ls6">| <span class="_ _8"></span></span></span>Opis Grupy Kapi<span class="_ _8"></span>tałowej i prz<span class="_ _8"></span>edmiot działalności<span class="_ _8"></span><span class="ff1"> </span></div></div><div class="c x9 y2d w5 ha"><div class="t m0 xa h4 y86 ff3 fs1 fc4 sc0 ls3 ws0">16<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h4 y31 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hc ya3 ff6 fs4 fc0 sc0 ls0 ws0">JHM DEVELOPMENT S.A. </div><div class="t m0 x37 h8 y1cd ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hb y1ce ff6 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hb y1cf ff6 fs3 fc0 sc0 ls0 ws0">JHM <span class="_ _12"> </span>DEVELOPMENT <span class="_ _1e"> </span>S.A.<span class="ff1"> <span class="_ _1e"> </span><span class="ff2">realizuje <span class="_ _12"> </span>inwesty<span class="_ _8"></span>cje <span class="_ _12"> </span>w <span class="_ _12"> </span>zak<span class="_ _8"></span>resie <span class="_ _12"> </span>budowy <span class="_ _12"> </span>oraz <span class="_ _1e"> </span>sprzedaży <span class="_ _12"> </span>budynków </span></span></div><div class="t m0 x2 h8 y199 ff2 fs3 fc0 sc0 ls0 ws0">mieszkalnych jednorodzinn<span class="_ _8"></span>ych i wielorodzinnych. Prze<span class="_ _8"></span>dmiotem działalności Spó<span class="_ _8"></span>łki jest również kupno i </div><div class="t m0 x2 h8 y1d0 ff2 fs3 fc0 sc0 ls0 ws0">sprzedaż <span class="_ _3"></span>nieruchomości<span class="_ _8"></span> <span class="_ _2"></span>na <span class="_ _3"></span>własny <span class="_ _3"></span>rachun<span class="_ _8"></span>ek <span class="_ _2"></span>oraz<span class="_ _8"></span> <span class="_ _3"></span>wynajem <span class="_ _3"></span>i <span class="_ _2"></span>zarz<span class="_ _8"></span>ądzanie <span class="_ _3"></span>nierucho<span class="_ _8"></span>mościami. <span class="_ _3"></span>Pows<span class="_ _8"></span><span class="ff1">tan<span class="_ _8"></span>ie </span></div><div class="t m0 x2 h8 y1d1 ff2 fs3 fc0 sc0 ls0 ws0">Spółki w 2008 roku za<span class="_ _8"></span>początkowało proces<span class="_ _8"></span> budowy Grupy<span class="_ _8"></span> Kapitałowej MIRBUD<span class="_ _8"></span>. <span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 y1d2 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hb y1d3 ff2 fs3 fc0 sc0 ls0 ws0">Podstawowym <span class="_ _0"></span>przedmiotem <span class="_ _0"></span>działalności <span class="_ _3"></span>j<span class="_ _8"></span>ednostki <span class="_ _3"></span>zależ<span class="_ _8"></span>nej <span class="ff6">JHM <span class="_ _3"></span>DEVELOPMEN<span class="_ _8"></span>T <span class="_ _3"></span>S.A.<span class="ff1"> <span class="_ _3"></span><span class="ff2">w<span class="_ _8"></span>edług <span class="_ _3"></span>Polsk<span class="_ _8"></span>iej </span></span></span></div><div class="t m0 x2 h8 y1d4 ff2 fs3 fc0 sc0 ls0 ws0">Klasyfikacji Działalnośc<span class="_ _8"></span>i jest:<span class="ff1"> </span></div><div class="t m0 x36 h8 y1d5 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _17"> </span><span class="ff2">realizacja projektów budowl<span class="_ _8"></span>anych związa<span class="_ _8"></span>nych ze wznos<span class="_ _8"></span>zeniem budynków<span class="_ _8"></span></span>, </div><div class="t m0 x36 h8 y19e ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _17"> </span><span class="ff2">roboty budowlane związan<span class="_ _8"></span>e ze wznoszeniem budy<span class="_ _8"></span>nków mieszkalnych <span class="_ _8"></span>i niemieszkalnych<span class="_ _c"></span></span>, </div><div class="t m0 x36 h8 y19f ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _17"> </span><span class="ff2">kupno i sprzedaż nierucho<span class="_ _8"></span>mości na własny rac<span class="_ _8"></span>hunek<span class="_ _8"></span></span>, </div><div class="t m0 x36 h8 ya1 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _17"> </span><span class="ff2">wynajem i zarządzanie nier<span class="_ _8"></span>uchomościami.<span class="_ _8"></span></span> </div><div class="t m0 x2 hc y1d6 ff6 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hc y1d7 ff6 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hc y1d8 ff6 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hc y1d9 ff6 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hc y1da ff6 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hc y1db ff6 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hc y1dc ff6 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hc y1dd ff6 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hc y1de ff6 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hc y1df ff6 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hc y1e0 ff6 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hc y1e1 ff6 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hc y1e2 ff6 fs4 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf11" class="pf w0 h0" ><div class="pc pc11 w0 h0"><img class="bi x18 y2a w6 h5" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x5 h6 y2b ff4 fs2 fc2 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI GRUPY KAPITAŁOWEJ <span class="ff3">MIRBUD ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc3"> </span></span></div><div class="t m0 x6 h4 y2c ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y2d w4 ha"><div class="t m0 xe h8 y85 ff2 fs3 fc2 sc0 ls0 ws0">Grupa Kapitałowa MIR<span class="_ _8"></span>BUD<span class="ff1"> <span class="ls6">| <span class="_ _8"></span></span></span>Opis Grupy Kapi<span class="_ _8"></span>tałowej i prz<span class="_ _8"></span>edmiot działalności<span class="_ _8"></span><span class="ff1"> </span></div></div><div class="c x9 y2d w5 ha"><div class="t m0 xa h4 y86 ff3 fs1 fc4 sc0 ls3 ws0">17<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h4 y31 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hc ya3 ff6 fs4 fc0 sc0 ls0 ws0">MARYWILSKA 44 Sp. z o.o. </div><div class="t m0 x37 hc y1e3 ff6 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y1e4 ff2 fs3 fc0 sc0 ls0 ws0">Spółka <span class="_ _f"></span>Mary<span class="_ _8"></span>wilska <span class="_ _6"></span>44 <span class="_ _6"></span>Sp. <span class="_ _f"></span>z <span class="_ _6"> </span>o.o. <span class="_ _6"></span>jako <span class="_ _f"></span>spółka <span class="_ _6"></span>zależna <span class="_ _6"> </span>JHM <span class="_ _6"></span>DEVELOPMENT <span class="_ _6"></span>S.A. <span class="_ _6"></span>jest <span class="_ _f"></span>właścicie<span class="_ _8"></span>lem <span class="_ _f"></span>i<span class="_ _8"></span> </div><div class="t m0 x2 h8 y1e5 ff2 fs3 fc0 sc0 ls0 ws0">zarządza największym centrum <span class="_ _3"></span>ha<span class="_ _8"></span>ndlowym w <span class="_ _3"></span>obrę<span class="_ _8"></span>bie m.st. <span class="_ _3"></span>W<span class="_ _8"></span>arszawy<span class="_ _8"></span><span class="ff1"> oraz <span class="_ _0"></span>Centrum hal <span class="_ _0"></span>magazynowo-</span></div><div class="t m0 x2 h8 y1e6 ff1 fs3 fc0 sc0 ls0 ws0">logistycznyc<span class="_ _8"></span>h <span class="_ _12"> </span>o <span class="_ _12"> </span>powierzchni <span class="_ _12"> </span>b<span class="_ _8"></span>lisko <span class="_ _12"> </span>58 <span class="_ _12"> </span>tys. <span class="_ _12"> </span>mkw.<span class="_ _8"></span> <span class="_ _12"> </span><span class="ff2">Położonych <span class="_ _1e"> </span>w <span class="_ _12"> </span>Ostródzie <span class="_ _1e"> </span>w <span class="_ _12"> </span>sąsiedztwi<span class="_ _8"></span>e <span class="_ _12"> </span>drogi </span></div><div class="t m0 x2 h8 y1e7 ff1 fs3 fc0 sc0 ls0 ws0">ekspresowej S-7  <span class="_ _8"></span> </div><div class="t m0 x2 hb y1e8 ff2 fs3 fc0 sc0 ls0 ws0">Podstawowym <span class="_ _c"></span>przedmiotem <span class="_ _c"></span>działalności <span class="_ _8"></span>j<span class="_ _8"></span>ednostki <span class="_ _8"></span>zależnej<span class="_ _8"></span> <span class="_ _c"></span><span class="ff6">Marywilska <span class="_ _c"></span>44 <span class="_ _8"></span>Sp. <span class="_ _8"></span>z<span class="_ _8"></span> <span class="_ _8"></span>o.o<span class="_ _8"></span></span>. <span class="_ _8"></span>według <span class="_ _c"></span>Polskiej </div><div class="t m0 x2 h8 y1e9 ff2 fs3 fc0 sc0 ls0 ws0">Klasyfikacji Działalnośc<span class="_ _8"></span>i jest:<span class="ff1"> </span></div><div class="t m0 x36 h8 y1ea ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _17"> </span><span class="ff2">realizacja projektów budowl<span class="_ _8"></span>anych związanych z<span class="_ _8"></span>e wznoszeniem budynk<span class="_ _8"></span>ów,<span class="_ _8"></span></span> </div><div class="t m0 x36 h8 y1eb ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _17"> </span>wynajem i <span class="ff2">zarządzanie nier<span class="_ _8"></span>uchomościami włas<span class="_ _8"></span>nymi lub dzierżawio<span class="_ _8"></span>nymi<span class="_ _8"></span></span> </div><div class="t m0 x2 hb y1ec ff2 fs3 fc0 sc0 ls0 ws0">Podstawowym <span class="_ _1e"> </span>przedmiotem <span class="_ _1e"> </span>działalności <span class="_ _1e"> </span>jednostki <span class="_ _1e"> </span>zależnej <span class="_ _14"> </span><span class="ff6">JHM <span class="_ _12"> </span>1 <span class="_ _1e"> </span>Sp. <span class="_ _12"> </span>z<span class="_ _8"></span> <span class="_ _12"> </span>o.o<span class="_ _8"></span></span>. <span class="_ _12"> </span>według <span class="_ _1e"> </span>Polskiej </div><div class="t m0 x2 h8 y1ed ff2 fs3 fc0 sc0 ls0 ws0">Klasyfikacji Działalnośc<span class="_ _8"></span>i jest:<span class="ff1"> </span></div><div class="t m0 x36 h8 y1ee ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _17"> </span><span class="ff2">wynajem i zarządzanie nier<span class="_ _8"></span>uchomościami własny<span class="_ _8"></span>mi lub <span class="_ _8"></span>dzierżawionymi.<span class="_ _8"></span></span> </div><div class="t m0 x2 h8 yaa ff2 fs3 fc0 sc0 ls0 ws0">Aktualnie  Spółka <span class="_ _2b"> </span>nie  prowadz<span class="_ _8"></span>i  aktywnej <span class="_ _2b"> </span>działalności <span class="_ _11"> </span>operacy<span class="_ _8"></span>jnej. <span class="_ _2b"> </span><span class="ff1">W  wy<span class="_ _8"></span>niku  transakcj<span class="_ _8"></span>i  s<span class="_ _8"></span></span>przedaży </div><div class="t m0 x2 h8 y1ef ff2 fs3 fc0 sc0 ls0 ws0">majątku <span class="_ _14"> </span>Spółki <span class="_ _14"> </span>do <span class="_ _14"> </span>MAR<span class="_ _8"></span>YWILSKA <span class="_ _14"> </span>44 <span class="_ _14"> </span>sp. <span class="_ _14"> </span>z <span class="_ _14"> </span>o.o.<span class="_ _8"></span> <span class="_ _14"> </span>z<span class="_ _8"></span>arządzanie <span class="_ _14"> </span>należącą <span class="_ _14"> </span>d<span class="_ _8"></span>otychczas <span class="_ _14"> </span>do <span class="_ _14"> </span>Spółki </div><div class="t m0 x2 h8 y1f0 ff2 fs3 fc0 sc0 ls0 ws0">nieruchomością kom<span class="_ _8"></span>ercyjną w Rumi <span class="_ _8"></span>w 2021 roku prze<span class="_ _8"></span>jęła MARYWI<span class="_ _8"></span><span class="ff1">LSK<span class="_ _8"></span>A 44 Sp. z o.o.<span class="_ _8"></span> </span></div><div class="t m0 x2 hb y1f1 ff2 fs3 fc0 sc0 ls0 ws0">Podstawowym <span class="_ _1e"> </span>przedmiotem <span class="_ _1e"> </span>działalności <span class="_ _1e"> </span>jednostki <span class="_ _1e"> </span>zależnej <span class="_ _14"> </span><span class="ff6">JHM <span class="_ _12"> </span>2 <span class="_ _1e"> </span>Sp. <span class="_ _12"> </span>z<span class="_ _8"></span> <span class="_ _12"> </span>o.o.<span class="_ _8"></span><span class="ff1"> <span class="_ _12"> </span></span></span>według <span class="_ _1e"> </span>Polskiej </div><div class="t m0 x2 h8 y1f2 ff2 fs3 fc0 sc0 ls0 ws0">Klasyfikacji Działalnośc<span class="_ _8"></span>i jest:<span class="ff1"> </span></div><div class="t m0 x36 h8 y1f3 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _17"> </span><span class="ff2">realizacja projektów budowl<span class="_ _8"></span>anych związanych z<span class="_ _8"></span>e wznoszeniem budynk<span class="_ _8"></span>ów,<span class="_ _8"></span></span> </div><div class="t m0 x36 h8 y1f4 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _17"> </span><span class="ff2">wynajem i zarządzanie nier<span class="_ _8"></span>uchomościami własny<span class="_ _8"></span>mi<span class="_ _8"></span></span> <span class="ff2">lub dzierżawionymi<span class="_ _8"></span></span> </div><div class="t m0 x2 h8 y1f5 ff2 fs3 fc0 sc0 ls0 ws0">Aktualnie  Spółka <span class="_ _2b"> </span>nie  prowadz<span class="_ _8"></span>i  aktywnej <span class="_ _2b"> </span>działalności <span class="_ _11"> </span>operacy<span class="_ _8"></span>jnej.  W  wy<span class="_ _8"></span>niku  transakcj<span class="_ _8"></span>i <span class="_ _2b"> </span><span class="ff1">s<span class="_ _8"></span></span>przedaży </div><div class="t m0 x2 h8 y1f6 ff2 fs3 fc0 sc0 ls0 ws0">majątku <span class="_ _14"> </span>Spółki <span class="_ _14"> </span>do <span class="_ _14"> </span>MAR<span class="_ _8"></span>YWILSKA <span class="_ _14"> </span>44 <span class="_ _14"> </span>sp. <span class="_ _14"> </span>z <span class="_ _14"> </span>o.o.<span class="_ _8"></span> <span class="_ _14"> </span>zarządzanie <span class="_ _14"> </span>należącą <span class="_ _1a"> </span>dotychczas <span class="_ _14"> </span>do <span class="_ _14"> </span>Spółki<span class="_ _8"></span> </div><div class="t m0 x2 h8 y1f7 ff2 fs3 fc0 sc0 ls0 ws0">nieruchomością kom<span class="_ _8"></span>ercyjną w Rum<span class="_ _8"></span><span class="ff1">i</span>i w 2021 rok<span class="_ _8"></span>u przejęła M<span class="_ _8"></span><span class="ff1">ARYWILSKA 4<span class="_ _8"></span>4 Sp. z o.o.<span class="_ _8"></span> </span></div><div class="t m0 x36 h8 y83 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _17"> </span> </div><div class="t m0 x2 h8 y84 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _2f"> </span> </div></div></div><div class="pi" ></div></div><div id="pf12" class="pf w0 h0" ><div class="pc pc12 w0 h0"><img class="bi x18 y2a w6 h5" alt="" src="data:image/png;base64,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"/><div class="c x0 y1 w2 h0"><div class="t m0 x5 h6 y2b ff4 fs2 fc2 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI GRUPY KAPITAŁOWEJ <span class="ff3">MIRBUD ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc3"> </span></span></div><div class="t m0 x6 h4 y2c ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y2d w4 ha"><div class="t m0 xe h8 y85 ff2 fs3 fc2 sc0 ls0 ws0">Grupa Kapitałowa MIR<span class="_ _8"></span>BUD<span class="ff1"> <span class="ls6">| <span class="_ _8"></span></span></span>Opis Grupy Kapi<span class="_ _8"></span>tałowej i prz<span class="_ _8"></span>edmiot działalności<span class="_ _8"></span><span class="ff1"> </span></div></div><div class="c x9 y2d w5 ha"><div class="t m0 xa h4 y86 ff3 fs1 fc4 sc0 ls3 ws0">18<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h4 y31 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hc ya3 ff6 fs4 fc0 sc0 ls0 ws0">EXPO MAZURY S.A. w likwidacji (dawniej EXPO ARENA S.A.)   </div><div class="t m0 x2 h8 y1f8 ff1 fs3 fc0 sc0 ls0 ws0">EXPO  MA<span class="_ _0"></span>ZURY  S.A. <span class="_ _21"> </span>w  likwidacji  <span class="ff2">w <span class="_ _2a"> </span>z<span class="_ _8"></span>wiązku <span class="_ _28"> </span>ze  zbyciem <span class="_ _21"> </span>nieruc<span class="_ _8"></span>homości <span class="_ _28"> </span>na <span class="_ _28"> </span>rzec<span class="_ _8"></span>z <span class="_ _21"> </span>Marywilska<span class="_ _8"></span> <span class="_ _21"> </span>44<span class="_ _8"></span> </span></div><div class="t m0 x2 h8 y1f9 ff2 fs3 fc0 sc0 ls0 ws0">zaprzestała <span class="_ _6"></span>prowadzenia <span class="_ _6"> </span>działalnoś<span class="_ _8"></span>ci <span class="_ _f"></span>w<span class="_ _8"></span> <span class="_ _6"></span>pierwszym <span class="_ _6"></span>półroczu <span class="_ _6"></span>2021<span class="_ _8"></span><span class="ff1"> <span class="_ _6"> </span>r. <span class="_ _6"> </span>W <span class="_ _6"></span>dniu <span class="_ _6"></span>19 <span class="_ _6"></span>listopada <span class="_ _6"></span>2021 <span class="_ _6"></span>roku </span></div><div class="t m0 x2 h8 y1fa ff1 fs3 fc0 sc0 ls0 ws0">Emitent <span class="_ _13"> </span><span class="ff2">otrzymał <span class="_ _13"> </span>inf<span class="_ _8"></span>ormację <span class="_ _13"> </span>od <span class="_ _13"> </span>likwidatora<span class="_ _8"></span> <span class="_ _13"> </span>spółki <span class="_ _13"> </span>EXPO <span class="_ _13"> </span>MAZUR<span class="_ _8"></span>Y <span class="_ _13"> </span>S.A. <span class="_ _13"> </span>w <span class="_ _13"> </span>likwidacj<span class="_ _8"></span>i <span class="_ _13"> </span>o <span class="_ _2b"> </span>wy<span class="_ _8"></span>daniu </span></div><div class="t m0 x2 h8 y1fb ff2 fs3 fc0 sc0 ls0 ws0">postanowienia <span class="_ _1a"> </span>Sądu <span class="_ _1a"> </span>R<span class="_ _8"></span>ejonowego <span class="_ _14"> </span>w<span class="_ _8"></span> <span class="_ _1a"> </span>Olsztynie, <span class="_ _1a"> </span>VIII <span class="_ _1a"> </span>Wydzi<span class="_ _8"></span>ał <span class="_ _14"> </span>G<span class="_ _8"></span>ospodarczy<span class="_ _8"></span> <span class="_ _14"> </span>Krajoweg<span class="_ _8"></span>o <span class="_ _14"> </span>R<span class="_ _8"></span>ejestru </div><div class="t m0 x2 h8 y1fc ff2 fs3 fc0 sc0 ls0 ws0">Sądowego w sprawi<span class="_ _8"></span>e wykreślenia Sp<span class="_ _8"></span>ółki z Rejestru <span class="_ _8"></span>Przedsiębiorc<span class="_ _8"></span>ów<span class="ff9 fs4">.</span><span class="ff1"> </span></div><div class="t m0 x2 hc y1fd ff5 fs4 fc0 sc0 ls0 ws0">ТОВ «MIPБУД»<span class="ff6"> </span></div><div class="t m0 x2 hb y1fe ff2 fs3 fc0 sc0 ls0 ws0">Podstawowym <span class="_ _d"> </span>przedmi<span class="_ _8"></span>otem <span class="_ _d"> </span>działalności <span class="_ _d"> </span>jednostki<span class="_ _8"></span> <span class="_ _d"> </span>zależnej <span class="_ _27"> </span><span class="ff5">ТОВ <span class="_ _d"> </span>«MIPБУД». <span class="_ _d"> </span></span>według <span class="_ _d"> </span>Polsk<span class="_ _8"></span>iej </div><div class="t m0 x2 h8 y1ff ff2 fs3 fc0 sc0 ls0 ws0">Klasyfikacji Działalnośc<span class="_ _8"></span>i jest:<span class="ff1"> </span></div><div class="t m0 x36 h8 y200 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _17"> </span>b<span class="ff2">udownictwo ogólne i inżyn<span class="_ _8"></span>ieria lądowa<span class="_ _8"></span></span>. </div><div class="t m0 x2 h8 y201 ff2 fs3 fc0 sc0 ls0 ws0">Spółka <span class="_ _2a"> </span>została<span class="_ _8"></span> <span class="_ _2a"> </span>powołana <span class="_ _21"> </span>w <span class="_ _2a"> </span>c<span class="_ _8"></span>elu <span class="_ _2a"> </span>prowadze<span class="_ _8"></span>nia <span class="_ _2a"> </span>działalnoś<span class="_ _8"></span>ci <span class="_ _2a"> </span>na  <span class="ff1">terenie <span class="_ _7"> </span>Uk<span class="_ _8"></span>rainy.<span class="_ _8"></span> <span class="_ _2a"> </span></span>Spółka <span class="_ _21"> </span><span class="ff1">analiz</span>owa<span class="_ _8"></span>ła<span class="ff1"> </span></div><div class="t m0 x2 h8 y202 ff2 fs3 fc0 sc0 ls0 ws0">potencjał <span class="_ _2a"> </span>r<span class="_ _8"></span>ynku, <span class="_ _2a"> </span>ucz<span class="_ _8"></span>estniczy<span class="_ _8"></span><span class="ls10">ła</span><span class="ff1"> <span class="_ _21"> </span>w <span class="_ _21"> </span>przetargac<span class="_ _8"></span>h <span class="_ _2a"> </span>i <span class="_ _21"> </span>rozp<span class="_ _8"></span>ozna</span>wała<span class="ff1"> <span class="_ _21"> </span></span>możl<span class="_ _8"></span>iwości <span class="_ _21"> </span>nawiązania <span class="_ _21"> </span>wspó<span class="_ _8"></span>łpracy <span class="_ _2a"> </span>z<span class="_ _8"></span> </div><div class="t m0 x2 h8 y203 ff2 fs3 fc0 sc0 ls0 ws0">potencjalnymi <span class="_ _f"></span>podwykonawcami <span class="_ _f"></span>i <span class="_ _c"></span>dosta<span class="_ _8"></span>wcami <span class="_ _f"></span>materiałów <span class="_ _c"></span>d<span class="_ _8"></span>la <span class="_ _c"></span>rob<span class="_ _8"></span>ót <span class="_ _c"></span>prowa<span class="_ _8"></span>dzonych <span class="_ _c"></span>n<span class="_ _8"></span>a <span class="_ _c"></span>t<span class="_ _8"></span>erenie <span class="_ _f"></span>Polski <span class="_ _c"></span>i </div><div class="t m0 x2 h8 y204 ff1 fs3 fc0 sc0 ls0 ws0">Ukrainy <span class="_ _c"></span>W <span class="_ _c"></span>chwi<span class="_ _8"></span>li <span class="_ _c"></span>obecnej <span class="_ _f"></span>z <span class="_ _8"></span>uw<span class="_ _8"></span><span class="ff2">agi <span class="_ _c"></span>na <span class="_ _c"></span>konflikt <span class="_ _c"></span>zbr<span class="_ _8"></span>ojny <span class="_ _c"></span>działalność<span class="_ _8"></span> <span class="_ _c"></span>Spółki <span class="_ _c"></span>jest <span class="_ _f"></span></span>zawies<span class="_ _8"></span>zona. <span class="_ _c"></span>Nie <span class="_ _c"></span>pod<span class="_ _8"></span>lega </div><div class="t m0 x2 h8 y205 ff2 fs3 fc0 sc0 ls0 ws0">konsolidacji, <span class="_ _0"></span>ponieważ <span class="_ _3"></span>MIR<span class="_ _8"></span>BUD <span class="_ _3"></span>S.A. <span class="_ _3"></span>n<span class="_ _8"></span>ie <span class="_ _3"></span>wywiera<span class="_ _8"></span> <span class="_ _3"></span>znac<span class="_ _8"></span>zącego <span class="_ _3"></span>wpływu<span class="_ _8"></span> <span class="_ _3"></span>na <span class="_ _3"></span>dzia<span class="_ _8"></span>łalność <span class="_ _3"></span>tej S<span class="_ _0"></span>półki.<span class="_ _8"></span><span class="ff1"> <span class="_ _0"></span>W <span class="_ _3"></span>2021<span class="_ _8"></span> </span></div><div class="t m0 x2 h8 y206 ff2 fs3 fc0 sc0 ls0 ws0">roku Spółka nie prow<span class="_ _8"></span>adziła aktywnej dzia<span class="_ _8"></span>łalności na terenie Ukrai<span class="_ _8"></span>ny.<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h2f y207 ff1 fs5 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h2c y208 ff7 fs5 fc0 sc0 ls0 ws0">Ilustracja: S<span class="ff8">tru<span class="_ _0"></span>ktura geografi<span class="_ _0"></span>czna Grup<span class="_ _0"></span>y Kapitałowej MIR<span class="_ _0"></span>BUD w Pol<span class="_ _0"></span>sce<span class="ff7">. </span></span></div><div class="t m0 x2 h2c y209 ff7 fs5 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h2c y20a ff7 fs5 fc0 sc0 ls0 ws0"> </div><div class="t m0 x38 hc y20b ff6 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x25 hc y20c ff6 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x25 hc y20d ff6 fs4 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf13" class="pf w0 h0" ><div class="pc pc13 w0 h0"><img class="bi x4 y2a w3 h5" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x5 h6 y2b ff4 fs2 fc2 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI GRUPY KAPITAŁOWEJ <span class="ff3">MIRBUD ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc3"> </span></span></div><div class="t m0 x6 h4 y2c ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y2d w4 h7"><div class="t m0 x27 h8 y2e ff2 fs3 fc2 sc0 ls0 ws0">Grupa Kapitałowa MIR<span class="_ _8"></span>BUD<span class="ff1"> <span class="ls6">| <span class="_ _8"></span></span></span>SYTUACJA FI<span class="_ _8"></span>NANSOWA GRU<span class="_ _8"></span>PY KAPITAŁOWEJ </div><div class="t m0 x39 h8 y2f ff1 fs3 fc2 sc0 ls0 ws0">MIRBUD </div></div><div class="c x9 y2d w5 h7"><div class="t m0 xa h4 y30 ff3 fs1 fc4 sc0 ls3 ws0">19<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h4 y31 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hc ya3 ff6 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h2 y20e ff1 fs0 fc0 sc0 ls8 ws0">3.<span class="ls0"> <span class="_ _27"> </span><span class="ff2">SYTUACJA FI<span class="_ _0"></span>NANSOWA G<span class="_ _0"></span>RUPY KA<span class="_ _0"></span>PITAŁOWEJ M<span class="_ _0"></span>IRBUD<span class="ff1"> </span></span></span></div><div class="t m0 x2 h34 y20f ffa fs1 fc0 sc0 ls0 ws0">3.1.<span class="ff6"> <span class="_ _6"></span><span class="ff5">Omówienie <span class="_ _1a"> </span>wybranych <span class="_ _1a"> </span>pozycji <span class="_ _1b"> </span>skonsolidowaneg<span class="_ _0"></span>o <span class="_ _1a"> </span>sprawozdania <span class="_ _1a"> </span>finansowego<span class="_ _0"></span> </span></span></div><div class="t m0 x3a h35 y210 ff5 fs1 fc0 sc0 ls0 ws0">Grupy Kapitało<span class="_ _3"></span>w<span class="_ _8"></span>ej MIR<span class="_ _0"></span>BUD wg stanu na<span class="_ _3"></span> <span class="_ _8"></span><span class="ff6">31.<span class="ls1">12</span>.2021r i 31.<span class="ls1">12</span>.20<span class="ls1">20</span> <span class="ls1a">r.<span class="_ _0"></span><span class="ls0">  </span></span></span></div><div class="t m0 x2 h2b y211 ff8 fs2 fc0 sc0 ls0 ws0">Tabela: Wybrane pozycje aktywów Grupy wg stanu na dzień 3<span class="ff7">1 grudnia <span class="lsa">20</span>21 i 31 grudnia 20<span class="lsa">20</span> </span>roku w tys. zł.<span class="ff7"> </span></div></div><div class="c x2 y212 w20 h36"><div class="t m0 x3b h2d y86 ff5 fs5 fc4 sc0 ls0 ws0">Wyszczególnien<span class="_ _3"></span>i<span class="_ _8"></span>e<span class="ff6"> </span></div><div class="t m0 x2 h2d y1 ff6 fs5 fc4 sc0 ls0 ws0"> </div></div><div class="c x3c y212 w21 h36"><div class="t m0 x2f h2d y86 ff6 fs5 fc4 sc0 ls0 ws0">31.<span class="ls16">12</span>.2021 </div><div class="t m0 x20 h2d y1 ff6 fs5 fc4 sc0 ls0 ws0"> </div></div><div class="c x3d y212 w22 h36"><div class="t m0 x3e h2d y193 ff5 fs5 fc4 sc0 ls0 ws0">% udział </div><div class="t m0 x3f h2d y159 ff5 fs5 fc4 sc0 ls0 ws0">w całości </div><div class="t m0 xa h2d y86 ff5 fs5 fc4 sc0 ls0 ws0">aktywów<span class="ff6"> </span></div></div><div class="c x40 y212 w23 h36"><div class="t m0 x3e h2d y86 ff6 fs5 fc4 sc0 ls0 ws0">31.<span class="ls16">12</span>.20<span class="ls16">20</span> </div><div class="t m0 x41 h2d y1 ff6 fs5 fc4 sc0 ls0 ws0"> </div></div><div class="c x42 y212 w24 h36"><div class="t m0 x2f h2d y193 ff5 fs5 fc4 sc0 ls0 ws0">% udział </div><div class="t m0 xa h2d y159 ff5 fs5 fc4 sc0 ls0 ws0">w całości </div><div class="t m0 x3e h2d y86 ff5 fs5 fc4 sc0 ls0 ws0">aktywów<span class="ff6"> </span></div></div><div class="c x43 y212 w25 h36"><div class="t m0 x3f h2d y159 ff6 fs5 fc4 sc0 ls0 ws0">Zmiana w tys. </div><div class="t m0 x20 h2d y86 ff5 fs5 fc4 sc0 ls12 ws0">zł<span class="ff6 ls0"> </span></div><div class="t m0 x44 h2d y1 ff6 fs5 fc4 sc0 ls0 ws0"> </div></div><div class="c x45 y212 w26 h36"><div class="t m0 x3f h2d y86 ff6 fs5 fc4 sc0 ls0 ws0">Zmiana w % </div><div class="t m0 x20 h2d y1 ff6 fs5 fc4 sc0 ls0 ws0"> </div></div><div class="c x2 y213 w20 h37"><div class="t m0 x46 h2d y214 ff5 fs5 fc0 sc0 ls0 ws0">Aktywa trwa<span class="_ _0"></span>łe, w tym: <span class="ff6"> </span></div></div><div class="c x3c y213 w21 h37"><div class="t m0 x47 h2d y214 ff6 fs5 fc0 sc0 ls0 ws0">714 745 </div></div><div class="c x3d y213 w22 h37"><div class="t m0 x1e h2d y214 ff6 fs5 fc0 sc0 ls16 ws0">35%<span class="ls0"> </span></div></div><div class="c x40 y213 w23 h37"><div class="t m0 x48 h2d y214 ff6 fs5 fc0 sc0 ls0 ws0">677 902 </div></div><div class="c x42 y213 w24 h37"><div class="t m0 x41 h2d y214 ff6 fs5 fc0 sc0 ls16 ws0">44%<span class="ls0"> </span></div></div><div class="c x43 y213 w25 h37"><div class="t m0 x49 h2d y214 ff6 fs5 fc0 sc0 ls0 ws0">36 843     </div></div><div class="c x45 y213 w26 h37"><div class="t m0 x4a h2d y214 ff6 fs5 fc0 sc0 ls16 ws0">5%<span class="ls0"> </span></div></div><div class="c x2 y215 w20 h38"><div class="t m0 x46 h2f y214 ff2 fs5 fc0 sc0 ls0 ws0">Rzeczowe a<span class="_ _0"></span>ktywa trwałe <span class="ff1"> </span></div></div><div class="c x3c y215 w21 h38"><div class="t m0 x47 h2d y214 ff1 fs5 fc0 sc0 ls0 ws0">152 997<span class="ff6"> </span></div></div><div class="c x3d y215 w22 h38"><div class="t m0 x44 h2d y214 ff6 fs5 fc0 sc0 ls16 ws0">7%<span class="ls0"> </span></div></div><div class="c x40 y215 w23 h38"><div class="t m0 x48 h2d y214 ff6 fs5 fc0 sc0 ls0 ws0">216 996 </div></div><div class="c x42 y215 w24 h38"><div class="t m0 x41 h2d y214 ff6 fs5 fc0 sc0 ls16 ws0">14%<span class="ls0"> </span></div></div><div class="c x43 y215 w25 h38"><div class="t m0 x44 h2d y214 ff6 fs5 fc0 sc0 ls0 ws0">-63 999    </div></div><div class="c x45 y215 w26 h38"><div class="t m0 x49 h2d y214 ff6 fs5 fc0 sc0 ls0 ws0">-<span class="ls16">29%</span> </div></div><div class="c x2 y216 w20 h38"><div class="t m0 x46 h2f y214 ff2 fs5 fc0 sc0 ls0 ws0">Nieruchomości<span class="_ _0"></span> inwestycyjne<span class="_ _0"></span><span class="ff1"> </span></div></div><div class="c x3c y216 w21 h38"><div class="t m0 x47 h2f y214 ff1 fs5 fc0 sc0 ls0 ws0">506 252 </div></div><div class="c x3d y216 w22 h38"><div class="t m0 x1e h2f y214 ff1 fs5 fc0 sc0 ls16 ws0">25%<span class="ls0"> </span></div></div><div class="c x40 y216 w23 h38"><div class="t m0 x48 h2f y214 ff1 fs5 fc0 sc0 ls0 ws0">422 346 </div></div><div class="c x42 y216 w24 h38"><div class="t m0 x41 h2f y214 ff1 fs5 fc0 sc0 ls16 ws0">27%<span class="ls0"> </span></div></div><div class="c x43 y216 w25 h38"><div class="t m0 x49 h2f y214 ff1 fs5 fc0 sc0 ls0 ws0">83 906    </div></div><div class="c x45 y216 w26 h38"><div class="t m0 x4a h2f y214 ff1 fs5 fc0 sc0 ls16 ws0">0%<span class="ls0"> </span></div></div><div class="c x2 y217 w20 h38"><div class="t m0 x46 h2f y214 ff2 fs5 fc0 sc0 ls0 ws0">Wartości niemater<span class="_ _0"></span>ialne<span class="ff1"> </span></div></div><div class="c x3c y217 w21 h38"><div class="t m0 x44 h2f y214 ff1 fs5 fc0 sc0 ls0 ws0">5 822 </div></div><div class="c x3d y217 w22 h38"><div class="t m0 x44 h2f y214 ff1 fs5 fc0 sc0 ls16 ws0">0%<span class="ls0"> </span></div></div><div class="c x40 y217 w23 h38"><div class="t m0 x2c h2f y214 ff1 fs5 fc0 sc0 ls0 ws0">6 303 </div></div><div class="c x42 y217 w24 h38"><div class="t m0 x4b h2f y214 ff1 fs5 fc0 sc0 ls16 ws0">0%<span class="ls0"> </span></div></div><div class="c x43 y217 w25 h38"><div class="t m0 x4c h2f y214 ff1 fs5 fc0 sc0 ls0 ws0">-481   </div></div><div class="c x45 y217 w26 h38"><div class="t m0 x3b h2f y214 ff1 fs5 fc0 sc0 ls0 ws0">-<span class="ls16">8%</span> </div></div><div class="c x2 y218 w20 h39"><div class="t m0 x46 h2f y219 ff2 fs5 fc0 sc0 ls0 ws0">Aktywa <span class="_ _f"></span>finansowe <span class="_ _f"></span>długo<span class="_ _0"></span>terminowe<span class="_ _0"></span> <span class="_ _f"></span>(z </div><div class="t m0 x46 h2f y21a ff2 fs5 fc0 sc0 ls0 ws0">wyłączeniem <span class="_ _f"></span>należno<span class="_ _0"></span>ści <span class="_ _f"> </span>handlowych, </div><div class="t m0 x46 h2f y21b ff2 fs5 fc0 sc0 ls0 ws0">aktywów  wycenianych  metodą <span class="_ _28"> </span>praw </div><div class="t m0 x46 h2f y2e ff2 fs5 fc0 sc0 ls0 ws0">własności <span class="_ _6"> </span>ora <span class="_ _6"> </span>środków <span class="_ _6"> </span>pieniężny<span class="_ _0"></span>ch <span class="_ _6"> </span>i </div><div class="t m0 x46 h2f y214 ff2 fs5 fc0 sc0 ls0 ws0">ich ekwiwalentów)<span class="_ _0"></span> <span class="ff1"> </span></div></div><div class="c x3c y218 w21 h39"><div class="t m0 x41 h2f y214 ff1 fs5 fc0 sc0 ls0 ws0">10 439 </div></div><div class="c x3d y218 w22 h39"><div class="t m0 x44 h2f y214 ff1 fs5 fc0 sc0 ls16 ws0">1%<span class="ls0"> </span></div></div><div class="c x40 y218 w23 h39"><div class="t m0 x4d h2f y214 ff1 fs5 fc0 sc0 ls16 ws0">548<span class="ls0"> </span></div></div><div class="c x42 y218 w24 h39"><div class="t m0 x4b h2f y214 ff1 fs5 fc0 sc0 ls16 ws0">0%<span class="ls0"> </span></div></div><div class="c x43 y218 w25 h39"><div class="t m0 x4e h2f y214 ff1 fs5 fc0 sc0 ls0 ws0">9 891     </div></div><div class="c x45 y218 w26 h39"><div class="t m0 x4f h2f y214 ff1 fs5 fc0 sc0 ls0 ws0">1 805% </div></div><div class="c x2 y21c w20 h3a"><div class="t m0 x46 h2f y159 ff2 fs5 fc0 sc0 ls0 ws0">Inwestycje wycenian<span class="_ _0"></span>e metod<span class="_ _0"></span>ą praw </div><div class="t m0 x46 h2f y86 ff2 fs5 fc0 sc0 ls0 ws0">własności<span class="ff1"> </span></div></div><div class="c x3c y21c w21 h3a"><div class="t m0 x2e h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">  </div></div><div class="c x3d y21c w22 h3a"><div class="t m0 x44 h2f y86 ff1 fs5 fc0 sc0 ls16 ws0">0%<span class="ls0"> </span></div></div><div class="c x40 y21c w23 h3a"><div class="t m0 x50 h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">0 </div></div><div class="c x42 y21c w24 h3a"><div class="t m0 x4b h2f y86 ff1 fs5 fc0 sc0 ls16 ws0">0%<span class="ls0"> </span></div></div><div class="c x43 y21c w25 h3a"><div class="t m0 x51 h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">- </div></div><div class="c x45 y21c w26 h3a"><div class="t m0 x4a h2f y86 ff1 fs5 fc0 sc0 ls16 ws0">0%<span class="ls0"> </span></div></div><div class="c x2 y21d w20 h3a"><div class="t m0 x46 h2f y159 ff2 fs5 fc0 sc0 ls0 ws0">Długoterminowe<span class="_ _0"></span> należności hand<span class="_ _0"></span>lowe </div><div class="t m0 x46 h2f y86 ff2 fs5 fc0 sc0 ls0 ws0">i pozostałe<span class="ff1"> </span></div></div><div class="c x3c y21d w21 h3a"><div class="t m0 x44 h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">6 009 </div></div><div class="c x3d y21d w22 h3a"><div class="t m0 x44 h2f y86 ff1 fs5 fc0 sc0 ls16 ws0">0%<span class="ls0"> </span></div></div><div class="c x40 y21d w23 h3a"><div class="t m0 x2c h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">9 589 </div></div><div class="c x42 y21d w24 h3a"><div class="t m0 x4b h2f y86 ff1 fs5 fc0 sc0 ls16 ws0">1%<span class="ls0"> </span></div></div><div class="c x43 y21d w25 h3a"><div class="t m0 x52 h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">-3 580    </div></div><div class="c x45 y21d w26 h3a"><div class="t m0 x49 h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">-<span class="ls16">37%</span> </div></div><div class="c x2 y21e w20 h38"><div class="t m0 x46 h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">aktywa biologic<span class="_ _0"></span>zne </div></div><div class="c x3c y21e w21 h38"><div class="t m0 x2e h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">  </div></div><div class="c x3d y21e w22 h38"><div class="t m0 x44 h2f y86 ff1 fs5 fc0 sc0 ls16 ws0">0%<span class="ls0"> </span></div></div><div class="c x40 y21e w23 h38"><div class="t m0 x50 h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">0 </div></div><div class="c x42 y21e w24 h38"><div class="t m0 x4b h2f y86 ff1 fs5 fc0 sc0 ls16 ws0">0%<span class="ls0"> </span></div></div><div class="c x43 y21e w25 h38"><div class="t m0 x51 h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">-      </div></div><div class="c x45 y21e w26 h38"><div class="t m0 x4e h2f y86 ff1 fs5 fc0 sc0 ls16 ws0">0%<span class="ls0">  </span></div></div><div class="c x2 y21f w20 h3a"><div class="t m0 x46 h2f y159 ff2 fs5 fc0 sc0 ls0 ws0">Aktywa z tytułu<span class="_ _0"></span> odroczonego<span class="_ _0"></span> podatku </div><div class="t m0 x46 h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">dochodoweg<span class="_ _0"></span>o </div></div><div class="c x3c y21f w21 h3a"><div class="t m0 x41 h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">33 226 </div></div><div class="c x3d y21f w22 h3a"><div class="t m0 x44 h2f y86 ff1 fs5 fc0 sc0 ls16 ws0">2%<span class="ls0"> </span></div></div><div class="c x40 y21f w23 h3a"><div class="t m0 x4f h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">21 829 </div></div><div class="c x42 y21f w24 h3a"><div class="t m0 x4b h2f y86 ff1 fs5 fc0 sc0 ls16 ws0">1%<span class="ls0"> </span></div></div><div class="c x43 y21f w25 h3a"><div class="t m0 x49 h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">11 397     </div></div><div class="c x45 y21f w26 h3a"><div class="t m0 x4d h2f y86 ff1 fs5 fc0 sc0 ls16 ws0">52%<span class="ls0"> </span></div></div><div class="c x2 y220 w20 h3b"><div class="t m0 x46 h2f y193 ff2 fs5 fc0 sc0 ls0 ws0">Inne aktywa trwa<span class="_ _0"></span>łe gdzieind<span class="_ _0"></span>ziej </div><div class="t m0 x46 h2f y159 ff1 fs5 fc0 sc0 ls0 ws0">niesklasyfikowane<span class="_ _0"></span> (w tym ro<span class="_ _0"></span>zliczenia </div><div class="t m0 x46 h2f y86 ff2 fs5 fc0 sc0 ls0 ws0">międzyokresowe<span class="_ _0"></span>)<span class="ff1"> </span></div></div><div class="c x3c y220 w21 h3b"><div class="t m0 x2e h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">  </div></div><div class="c x3d y220 w22 h3b"><div class="t m0 x44 h2f y86 ff1 fs5 fc0 sc0 ls16 ws0">0%<span class="ls0"> </span></div></div><div class="c x40 y220 w23 h3b"><div class="t m0 x4d h2f y86 ff1 fs5 fc0 sc0 ls16 ws0">291<span class="ls0"> </span></div></div><div class="c x42 y220 w24 h3b"><div class="t m0 x4b h2f y86 ff1 fs5 fc0 sc0 ls16 ws0">0%<span class="ls0"> </span></div></div><div class="c x43 y220 w25 h3b"><div class="t m0 x4c h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">-291     </div></div><div class="c x45 y220 w26 h3b"><div class="t m0 x53 h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">-<span class="ls16">100%</span> </div></div><div class="c x2 y221 w20 h3c"><div class="t m0 x46 h2d y86 ff6 fs5 fc0 sc0 ls0 ws0">Aktywa obrotowe<span class="_ _3"></span>,<span class="_ _8"></span> w tym:  </div></div><div class="c x3c y221 w21 h3c"><div class="t m0 x54 h2d y86 ff6 fs5 fc0 sc0 ls0 ws0">1 325 860 </div></div><div class="c x3d y221 w22 h3c"><div class="t m0 x1e h2d y86 ff6 fs5 fc0 sc0 ls16 ws0">65%<span class="ls0"> </span></div></div><div class="c x40 y221 w23 h3c"><div class="t m0 x48 h2d y86 ff6 fs5 fc0 sc0 ls0 ws0">861 227 </div></div><div class="c x42 y221 w24 h3c"><div class="t m0 x41 h2d y86 ff6 fs5 fc0 sc0 ls16 ws0">56%<span class="ls0"> </span></div></div><div class="c x43 y221 w25 h3c"><div class="t m0 x53 h2d y86 ff6 fs5 fc0 sc0 ls0 ws0">464 633 </div></div><div class="c x45 y221 w26 h3c"><div class="t m0 x4d h2d y86 ff6 fs5 fc0 sc0 ls16 ws0">54%<span class="ls0"> </span></div></div><div class="c x2 y222 w20 h38"><div class="t m0 x46 h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">Zapasy  </div></div><div class="c x3c y222 w21 h38"><div class="t m0 x47 h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">316 155 </div></div><div class="c x3d y222 w22 h38"><div class="t m0 x1e h2f y86 ff1 fs5 fc0 sc0 ls16 ws0">15%<span class="ls0"> </span></div></div><div class="c x40 y222 w23 h38"><div class="t m0 x48 h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">282 823 </div></div><div class="c x42 y222 w24 h38"><div class="t m0 x41 h2f y86 ff1 fs5 fc0 sc0 ls16 ws0">18%<span class="ls0"> </span></div></div><div class="c x43 y222 w25 h38"><div class="t m0 x49 h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">33 332     </div></div><div class="c x45 y222 w26 h38"><div class="t m0 x4d h2f y86 ff1 fs5 fc0 sc0 ls16 ws0">12%<span class="ls0"> </span></div></div><div class="c x2 y223 w20 h3d"><div class="t m0 x46 h2f y2e ff2 fs5 fc0 sc0 ls0 ws0">Bieżące należnoś<span class="_ _0"></span>ci z tytułu pod<span class="_ _0"></span>atku </div><div class="t m0 x46 h2f y214 ff1 fs5 fc0 sc0 ls0 ws0">dochodoweg<span class="_ _0"></span>o </div></div><div class="c x3c y223 w21 h3d"><div class="t m0 x2e h2f y214 ff1 fs5 fc0 sc0 ls0 ws0">  </div></div><div class="c x3d y223 w22 h3d"><div class="t m0 x44 h2f y214 ff1 fs5 fc0 sc0 ls16 ws0">0%<span class="ls0"> </span></div></div><div class="c x40 y223 w23 h3d"><div class="t m0 x50 h2f y214 ff1 fs5 fc0 sc0 ls0 ws0">0 </div></div><div class="c x42 y223 w24 h3d"><div class="t m0 x4b h2f y214 ff1 fs5 fc0 sc0 ls16 ws0">0%<span class="ls0"> </span></div></div><div class="c x43 y223 w25 h3d"><div class="t m0 x55 h2f y2e ff1 fs5 fc0 sc0 ls0 ws0">                     </div><div class="t m0 x51 h2f y214 ff1 fs5 fc0 sc0 ls0 ws0">-       </div></div><div class="c x45 y223 w26 h3d"><div class="t m0 x4a h2f y214 ff1 fs5 fc0 sc0 ls16 ws0">0%<span class="ls0"> </span></div></div><div class="c x2 y1ef w20 h3a"><div class="t m0 x46 h2f y2e ff2 fs5 fc0 sc0 ls0 ws0">Należności handlowe<span class="_ _0"></span> i pozos<span class="_ _0"></span>tałe </div><div class="t m0 x46 h2f y86 ff2 fs5 fc0 sc0 ls0 ws0">należności<span class="ff1"> </span></div></div><div class="c x3c y1ef w21 h3a"><div class="t m0 x47 h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">501 856 </div></div><div class="c x3d y1ef w22 h3a"><div class="t m0 x1e h2f y86 ff1 fs5 fc0 sc0 ls16 ws0">25%<span class="ls0"> </span></div></div><div class="c x40 y1ef w23 h3a"><div class="t m0 x48 h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">287 503 </div></div><div class="c x42 y1ef w24 h3a"><div class="t m0 x41 h2f y86 ff1 fs5 fc0 sc0 ls16 ws0">19%<span class="ls0"> </span></div></div><div class="c x43 y1ef w25 h3a"><div class="t m0 x53 h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">214 353     </div></div><div class="c x45 y1ef w26 h3a"><div class="t m0 x4d h2f y86 ff1 fs5 fc0 sc0 ls16 ws0">75%<span class="ls0"> </span></div></div><div class="c x2 y224 w20 h3e"><div class="t m0 x46 h2f y225 ff2 fs5 fc0 sc0 ls0 ws0">Aktywa <span class="_ _1a"> </span>f<span class="_ _8"></span>inansow<span class="_ _0"></span>e <span class="_ _1a"> </span>k<span class="_ _8"></span>rótkotermin<span class="_ _0"></span>owe </div><div class="t m0 x46 h2f y226 ff1 fs5 fc0 sc0 ls0 ws0">( z <span class="ff2">wyłączeniem <span class="_ _30"> </span>należn<span class="_ _0"></span>ości </span></div><div class="t m0 x46 h2f y193 ff2 fs5 fc0 sc0 ls0 ws0">handlowych, <span class="_ _14"> </span>aktywów <span class="_ _1a"> </span>wycenianych<span class="_ _0"></span> </div><div class="t m0 x46 h2f y159 ff2 fs5 fc0 sc0 ls0 ws0">metodą <span class="_ _6"> </span>praw <span class="_ _6"> </span>własności <span class="_ _6"> </span>ora <span class="_ _6"> </span>środków </div><div class="t m0 x46 h2f y86 ff2 fs5 fc0 sc0 ls0 ws0">pieniężnych i ich e<span class="_ _3"></span>k<span class="_ _8"></span>wiwalentów)<span class="_ _0"></span> <span class="ff1"> </span></div></div><div class="c x3c y224 w21 h3e"><div class="t m0 x41 h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">40 073 </div></div><div class="c x3d y224 w22 h3e"><div class="t m0 x44 h2f y86 ff1 fs5 fc0 sc0 ls16 ws0">2%<span class="ls0"> </span></div></div><div class="c x40 y224 w23 h3e"><div class="t m0 x50 h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">0 </div></div><div class="c x42 y224 w24 h3e"><div class="t m0 x4b h2f y86 ff1 fs5 fc0 sc0 ls16 ws0">0%<span class="ls0"> </span></div></div><div class="c x43 y224 w25 h3e"><div class="t m0 x49 h2f y86 ff1 fs5 fc0 sc0 ls16 ws0">40<span class="ls0"> </span>073<span class="ls0"> </span></div></div><div class="c x45 y224 w26 h3e"><div class="t m0 x29 h2f y159 ff1 fs5 fc0 sc0 ls16 ws0">40<span class="ls0"> </span>070<span class="ls0"> 300 </span></div><div class="t m0 x50 h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">% </div></div><div class="c x2 y227 w20 h1f"><div class="t m0 x46 h2f y86 ff2 fs5 fc0 sc0 ls0 ws0">Środki pieniężne<span class="_ _3"></span> <span class="_ _8"></span>i ich ekwiwalen<span class="_ _0"></span>ty<span class="ff1"> </span></div></div><div class="c x3c y227 w21 h1f"><div class="t m0 x47 h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">467 776 </div></div><div class="c x3d y227 w22 h1f"><div class="t m0 x1e h2f y86 ff1 fs5 fc0 sc0 ls16 ws0">23%<span class="ls0"> </span></div></div><div class="c x40 y227 w23 h1f"><div class="t m0 x48 h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">288 997 </div></div><div class="c x42 y227 w24 h1f"><div class="t m0 x41 h2f y86 ff1 fs5 fc0 sc0 ls16 ws0">19%<span class="ls0"> </span></div></div><div class="c x43 y227 w25 h1f"><div class="t m0 x44 h2f y86 ff1 fs5 fc0 sc0 ls16 ws0">178779<span class="ls0"> </span></div></div><div class="c x45 y227 w26 h1f"><div class="t m0 x4d h2f y86 ff1 fs5 fc0 sc0 ls16 ws0">62%<span class="ls0"> </span></div></div><div class="c x2 y228 w20 h3a"><div class="t m0 x46 h2f y2e ff1 fs5 fc0 sc0 ls0 ws0">Inne <span class="_ _14"> </span>aktywa <span class="_ _1e"> </span>obrotowe <span class="_ _14"> </span>gdzieind<span class="_ _0"></span>ziej </div><div class="t m0 x46 h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">niesklasyfikowane<span class="_ _3"></span> </div></div><div class="c x3c y228 w21 h3a"><div class="t m0 x2e h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">  </div></div><div class="c x3d y228 w22 h3a"><div class="t m0 x44 h2f y86 ff1 fs5 fc0 sc0 ls16 ws0">0%<span class="ls0"> </span></div></div><div class="c x40 y228 w23 h3a"><div class="t m0 x2c h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">1 904 </div></div><div class="c x42 y228 w24 h3a"><div class="t m0 x4b h2f y86 ff1 fs5 fc0 sc0 ls16 ws0">0%<span class="ls0"> </span></div></div><div class="c x43 y228 w25 h3a"><div class="t m0 x3b h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">-<span class="ls16">1904</span> </div></div><div class="c x45 y228 w26 h3a"><div class="t m0 x53 h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">-<span class="ls16">100%</span> </div></div><div class="c x2 y229 w20 h3f"><div class="t m0 x46 h2f y159 ff2 fs5 fc0 sc0 ls0 ws0">aktywa trwałe<span class="_ _0"></span> przeznaczone<span class="_ _0"></span> do </div><div class="t m0 x46 h2f y86 ff2 fs5 fc0 sc0 ls0 ws0">sprzedaży<span class="ff1"> </span></div></div><div class="c x3c y229 w21 h3f"><div class="t m0 x2e h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">  </div></div><div class="c x3d y229 w22 h3f"><div class="t m0 x44 h2f y86 ff1 fs5 fc0 sc0 ls16 ws0">0%<span class="ls0"> </span></div></div><div class="c x40 y229 w23 h3f"><div class="t m0 x50 h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">0 </div></div><div class="c x42 y229 w24 h3f"><div class="t m0 x4b h2f y86 ff1 fs5 fc0 sc0 ls16 ws0">0%<span class="ls0"> </span></div></div><div class="c x43 y229 w25 h3f"><div class="t m0 x1c h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">0 </div></div><div class="c x45 y229 w26 h3f"><div class="t m0 x56 h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">0 </div></div><div class="c x2 y22a w20 h38"><div class="t m0 x46 h2d y86 ff6 fs5 fc0 sc0 ls0 ws0"> A k t y w a  r a <span class="_ _0"></span>z e m  </div></div><div class="c x3c y22a w21 h38"><div class="t m0 x54 h2d y86 ff6 fs5 fc0 sc0 ls0 ws0">2 040 605 </div></div><div class="c x3d y22a w22 h38"><div class="t m0 x57 h2d y86 ff6 fs5 fc0 sc0 ls16 ws0">100%<span class="ls0"> </span></div></div><div class="c x40 y22a w23 h38"><div class="t m0 x33 h2d y86 ff6 fs5 fc0 sc0 ls0 ws0">1 539 129 </div></div><div class="c x42 y22a w24 h38"><div class="t m0 x47 h2d y86 ff6 fs5 fc0 sc0 ls16 ws0">100%<span class="ls0"> </span></div></div><div class="c x43 y22a w25 h38"><div class="t m0 x53 h2d y86 ff6 fs5 fc0 sc0 ls0 ws0">501 476 </div></div><div class="c x45 y22a w26 h38"><div class="t m0 x4d h2d y86 ff6 fs5 fc0 sc0 ls16 ws0">33%<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h8 y22b ff2 fs3 fc0 sc0 ls0 ws0">Na <span class="_ _6"> </span>dzień <span class="_ _6"> </span>3<span class="_ _8"></span><span class="ff1">1.<span class="ls11">12<span class="lsd">.20<span class="_ _8"></span></span></span>21 <span class="_ _6"> </span>r. <span class="_ _6"> </span></span>w <span class="_ _7"> </span>porównaniu <span class="_ _6"> </span>d<span class="_ _8"></span>o <span class="_ _6"> </span>końca <span class="_ _7"> </span>roku <span class="_ _6"> </span>20<span class="_ _8"></span><span class="ff1 ls11">20<span class="ls0"> <span class="_ _6"> </span></span></span>war<span class="_ _8"></span>tość <span class="_ _6"> </span>sumy <span class="_ _7"> </span>bilansowej <span class="_ _7"> </span>oraz <span class="_ _6"> </span>struktura<span class="_ _8"></span> </div><div class="t m0 x2 h8 y22c ff2 fs3 fc0 sc0 ls0 ws0">aktywów Grupy MIRBU<span class="_ _8"></span>D uległa zmi<span class="_ _8"></span>anom. <span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 y5a ff2 fs3 fc0 sc0 ls0 ws0">Wartością dominującą są aktywa obrotowe, które <span class="_ _3"></span>s<span class="_ _8"></span>tanowią na dzień <span class="_ _0"></span>3<span class="ff1">1.<span class="_ _8"></span><span class="ls11">12</span>.2021 r. <span class="ls11">65</span></span>% aktywów Grupy </div><div class="t m0 x2 h8 y22d ff2 fs3 fc0 sc0 ls0 ws0">ogółem (wzrost udziału <span class="_ _8"></span>aktywów obro<span class="_ _8"></span>towych w sumie<span class="_ _8"></span><span class="ff1"> <span class="_ _8"></span>bilansowej o 9 </span>p.p. <span class="_ _8"></span>względem końca roku <span class="_ _8"></span>20<span class="ff1 ls9">20<span class="ls0">).  </span></span></div></div></div><div class="pi" ></div></div><div id="pf14" class="pf w0 h0" ><div class="pc pc14 w0 h0"><img class="bi x4 y2a w3 h5" alt="" src="data:image/png;base64,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"/><div class="c x0 y1 w2 h0"><div class="t m0 x5 h6 y2b ff4 fs2 fc2 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI GRUPY KAPITAŁOWEJ <span class="ff3">MIRBUD ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc3"> </span></span></div><div class="t m0 x6 h4 y2c ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y2d w4 h40"><div class="t m0 x1c h8 y22e ff2 fs3 fc2 sc0 ls0 ws0">Grupa Kapitałowa MIR<span class="_ _8"></span>BUD<span class="ff1"> <span class="ls6">| <span class="_ _8"></span></span></span>Omówienie wybra<span class="_ _8"></span>nych pozy<span class="_ _8"></span>cji skonsolidowanego </div><div class="t m0 x4e h8 y2e ff2 fs3 fc2 sc0 ls0 ws0">sprawozdania finansow<span class="_ _8"></span>ego Grupy Kapitałowej<span class="_ _8"></span> MIRBUD wg sta<span class="_ _8"></span>nu na 31.12.2021r<span class="_ _8"></span> i </div><div class="t m0 x58 h8 y2f ff1 fs3 fc2 sc0 ls0 ws0">31.12.2020 r.<span class="_ _8"></span> </div></div><div class="c x9 y2d w5 h40"><div class="t m0 xa h4 y193 ff3 fs1 fc4 sc0 ls3 ws0">20<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h4 y31 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y18e ff2 fs3 fc0 sc0 ls0 ws0">Znaczącymi <span class="_ _7"> </span>p<span class="_ _8"></span>ozycjami <span class="_ _7"> </span>akt<span class="_ _8"></span>ywów <span class="_ _7"> </span>obrotowy<span class="_ _8"></span>ch <span class="_ _7"> </span>na<span class="_ _8"></span>dal <span class="_ _7"> </span>s<span class="_ _8"></span>ą: <span class="_ _7"> </span>należności <span class="_ _2a"> </span>handlowe<span class="_ _8"></span> <span class="_ _7"> </span>i <span class="_ _2a"> </span>pozostałe <span class="_ _7"> </span>nal<span class="_ _8"></span>eżności </div><div class="t m0 x2 h8 y22f ff2 fs3 fc0 sc0 ls0 ws0">stanowiące <span class="_ _0"></span><span class="ff1">25<span class="ff2">% <span class="_ _0"></span>aktywów ogółem <span class="_ _3"></span>(<span class="ff1">wz<span class="_ _8"></span>rost <span class="_ _0"></span><span class="ff2">udziału <span class="_ _0"></span>w <span class="_ _3"></span>całoś<span class="_ _8"></span>ci <span class="_ _3"></span>akty<span class="_ _8"></span>wów <span class="_ _3"></span>o <span class="ff1">6 <span class="_ _3"></span>p.p. w <span class="_ _3"></span>stos<span class="_ _8"></span>unku <span class="_ _3"></span>do roku <span class="_ _3"></span>20<span class="ls9">20</span>), </span></span></span></span></span></div><div class="t m0 x2 h8 y34 ff2 fs3 fc0 sc0 ls0 ws0">zapasy <span class="_ _6"> </span>(głównie<span class="_ _8"></span> <span class="_ _6"></span>grunty <span class="_ _6"> </span>i <span class="_ _6"> </span>l<span class="_ _8"></span>okale <span class="_ _6"></span>mieszkalne <span class="_ _7"> </span>w <span class="_ _6"></span>Spółce <span class="_ _6"> </span>JHM<span class="_ _8"></span> <span class="_ _6"></span>DEVELOPM<span class="_ _8"></span>ENT <span class="_ _6"> </span>S.A.), <span class="_ _6"> </span>który<span class="_ _8"></span>ch <span class="_ _6"></span>udział <span class="_ _6"> </span>w </div><div class="t m0 x2 h8 y230 ff2 fs3 fc0 sc0 ls0 ws0">aktywach <span class="_ _3"></span>ogółem <span class="_ _3"></span>spadł <span class="_ _3"></span><span class="ff1 ls11">o <span class="_ _0"></span><span class="ls0">3 <span class="ff2">p.p. <span class="_ _3"></span>w <span class="_ _3"></span>porównaniu <span class="_ _3"></span>z <span class="_ _3"></span>rokiem <span class="_ _3"></span>20<span class="_ _8"></span><span class="ff1 ls11">20<span class="ls0"> <span class="_ _3"></span>i <span class="_ _3"></span>stanowi <span class="_ _3"></span>15<span class="ff2">% <span class="_ _3"></span>ca<span class="_ _8"></span>łości <span class="_ _3"></span>aktywów, <span class="_ _3"></span>oraz <span class="_ _3"></span>środki </span></span></span></span></span></span></div><div class="t m0 x2 h8 y231 ff2 fs3 fc0 sc0 ls0 ws0">pieniężne i ekwiwalenty s<span class="_ _8"></span>tanowi<span class="_ _8"></span>ące <span class="ff1">23</span>% aktywów<span class="_ _8"></span> Grupy. <span class="ff1">(<span class="_ _8"></span>wzrost </span>udziału o <span class="ff1 ls11">4 <span class="_ _8"></span>p.p.<span class="ls0"> w akty<span class="_ _8"></span>wach Grupy).<span class="_ _8"></span> </span></span></div><div class="t m0 x2 h8 y232 ff2 fs3 fc0 sc0 ls0 ws0">Aktywa <span class="_ _8"></span>trwałe s<span class="_ _8"></span>tanowią <span class="_ _8"></span>na <span class="_ _8"></span>dzień <span class="_ _8"></span>3<span class="_ _8"></span><span class="ff1">1.<span class="ls9">12</span>.2021 r. <span class="_ _c"></span>35</span>% ca<span class="_ _8"></span>łości ak<span class="_ _8"></span>tywów G<span class="_ _8"></span>rupy <span class="_ _8"></span>MIRBUD <span class="_ _8"></span>(s<span class="_ _8"></span>padek o <span class="_ _c"></span><span class="ff1">9 <span class="_ _8"></span>p.p.  </span></div><div class="t m0 x2 h8 y233 ff2 fs3 fc0 sc0 ls0 ws0">w stosunku do końca <span class="_ _8"></span>20<span class="ff1 ls11">20<span class="ls0"> r<span class="_ _8"></span>.<span class="ls13">).</span> </span></span></div><div class="t m0 x2 h8 y234 ff2 fs3 fc0 sc0 ls0 ws0">Na <span class="_ _7"> </span>aktywa <span class="_ _7"> </span>trwa<span class="_ _8"></span>łe <span class="_ _7"> </span>składają<span class="_ _8"></span> <span class="_ _7"> </span>się <span class="_ _7"> </span>przede <span class="_ _2a"> </span>wszystk<span class="_ _8"></span>im <span class="_ _7"> </span>rzeczowe <span class="_ _7"> </span>akty<span class="_ _8"></span>wa <span class="_ _7"> </span>trwałe <span class="_ _7"> </span>stan<span class="_ _8"></span>owiące <span class="_ _21"> </span><span class="ff1">7</span>% <span class="_ _7"> </span>ak<span class="_ _8"></span>tywów </div><div class="t m0 x2 h8 y235 ff1 fs3 fc0 sc0 ls0 ws0">(spadek <span class="ff2">udział</span>u w sumie bilansowej <span class="ls11">o </span>7 p.p.<span class="ff2">) oraz nier<span class="_ _8"></span>uchomości inwestycyj<span class="_ _8"></span>ne (które stanowią głównie </span></div><div class="t m0 x2 h8 y236 ff2 fs3 fc0 sc0 ls0 ws0">nieruchomości C<span class="_ _8"></span>entrum Targoweg<span class="_ _8"></span>o Marywilska 4<span class="_ _8"></span>4, marketu NO<span class="_ _8"></span>MI i G<span class="_ _c"></span>alerii Handl<span class="_ _8"></span>owej wraz B<span class="_ _8"></span>iedronką </div><div class="t m0 x2 h8 y237 ff1 fs3 fc0 sc0 ls0 ws0">w Rumi <span class="ls10">i </span>h<span class="ls11">al</span>e magazynowo-<span class="ff2">logistyczne w Ostródzie</span> <span class="ff2">stanow<span class="_ _8"></span>iące 2</span>5<span class="ff2">% aktywów ogółem </span>(spadek <span class="ff2">udziału </span></div><div class="t m0 x2 h8 y3c ff1 fs3 fc0 sc0 ls11 ws0">o <span class="ls0">2 <span class="ff2">p.p. względem<span class="_ _8"></span> roku 20</span></span>20<span class="ls13">) <span class="_ _8"></span><span class="ls0"> </span></span></div><div class="t m0 x2 h8 y238 ff2 fs3 fc0 sc0 ls0 ws0">Zmiany w strukturze akty<span class="_ _8"></span>wów spowodow<span class="_ _8"></span>ane były głównie:<span class="_ _c"></span><span class="ff1"> </span></div><div class="t m0 x36 h8 y239 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span>z<span class="ff2">akupem  prz<span class="_ _8"></span>ez  MIRBUD <span class="_ _2b"> </span>S.A.  śr<span class="_ _8"></span>odków  tr<span class="_ _8"></span>ansportu <span class="_ _11"> </span>i<span class="_ _8"></span>  maszyn <span class="_ _11"> </span>i <span class="_ _11"> </span>urz<span class="_ _8"></span>ądzeń  za <span class="_ _11"> </span>k<span class="_ _8"></span>wotę  ponad<span class="_ _8"></span> </span></div><div class="t m0 x3 h8 y23a ff1 fs3 fc0 sc0 ls0 ws0">12 mln <span class="ff2 ls12">zł</span>;  </div><div class="t m0 x36 h8 y23b ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">zakupem przez KOB<span class="_ _8"></span>YLARNIA S.A. śr<span class="_ _8"></span>odków </span>trans<span class="_ _8"></span>portu i maszyn za <span class="_ _8"></span><span class="ff2">łączną kwotę<span class="_ _8"></span> 11,3 mln zł<span class="_ _8"></span></span> </div><div class="t m0 x36 h8 y23c ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">transakcją zakupu <span class="_ _8"></span>w lutym 2021r<span class="_ _8"></span> przez do M<span class="_ _8"></span>arywilską 44 sp. z<span class="_ _8"></span> o.o. od E<span class="_ _8"></span>XPO MAZURY S.A. w<span class="_ _8"></span> </span></div><div class="t m0 x3 h8 y23d ff1 fs3 fc0 sc0 ls0 ws0">likwidacji <span class="_ _7"> </span>2 <span class="_ _7"> </span><span class="ff2">c<span class="_ _8"></span>zęści <span class="_ _7"> </span>nieruc<span class="_ _8"></span>homości <span class="_ _7"> </span>położo<span class="_ _8"></span>nej <span class="_ _7"> </span>w <span class="_ _7"> </span>Os<span class="_ _8"></span>tródzie; <span class="_ _7"> </span>ujm<span class="_ _8"></span>owanej <span class="_ _7"> </span>wcz<span class="_ _8"></span>eśniej <span class="_ _7"> </span>j<span class="_ _8"></span>ako <span class="_ _7"> </span>środek </span></div><div class="t m0 x3 h8 y23e ff2 fs3 fc0 sc0 ls0 ws0">trwały <span class="_ _21"> </span>a  zakwalifikowanej <span class="_ _21"> </span>z<span class="_ _8"></span> <span class="_ _21"> </span>uwagi <span class="_ _21"> </span>n<span class="_ _8"></span>a <span class="_ _21"> </span>prz<span class="_ _8"></span>eznaczenie  przez <span class="_ _21"> </span>Marywilską <span class="_ _28"> </span>44 <span class="_ _21"> </span>sp.<span class="_ _8"></span> <span class="_ _21"> </span>z  o.o. <span class="_ _2a"> </span>j<span class="_ _8"></span>ako </div><div class="t m0 x3 h8 y23f ff2 fs3 fc0 sc0 ls0 ws0">nieruchomość inwestyc<span class="_ _8"></span>yjna (wzrost wartoś<span class="_ _8"></span>ci nieruchomości inwesty<span class="_ _8"></span>cyjnych o kwotę 80 m<span class="_ _8"></span>ln<span class="_ _8"></span><span class="ff1"> </span><span class="ls12">zł</span><span class="ff1"> </span></div><div class="t m0 x3 h8 y240 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x36 h8 y241 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ls12">za</span><span class="ff2">kupem <span class="_ _3"></span>przez <span class="_ _3"></span>JHM <span class="_ _3"></span>D<span class="_ _8"></span>EVELOPMENT <span class="_ _3"></span>S.<span class="_ _8"></span>A. <span class="_ _3"></span>udziałów <span class="_ _3"></span>Spółce<span class="_ _8"></span> <span class="_ _3"></span>HAKAMORE<span class="_ _8"></span><span class="ff1"> <span class="_ _3"></span><span class="ff2">sp. <span class="_ _3"></span>z <span class="_ _3"></span>o<span class="_ _8"></span>.o. <span class="_ _3"></span>w <span class="_ _3"></span>upadłośc<span class="_ _8"></span>i <span class="ff1"> </span></span></span></span></div><div class="t m0 x3 h8 y242 ff2 fs3 fc0 sc0 ls0 ws0">za kwotę 10 mln z<span class="_ _8"></span>ł <span class="ff1">(aktywa finansowe <span class="_ _8"></span></span>długoterm<span class="_ _8"></span>inowe<span class="ff1">)<span class="_ _8"></span> </span></div><div class="t m0 x25 h8 y243 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x36 h8 y244 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span>zakupem przez J<span class="_ _8"></span>HM DEVE<span class="_ _8"></span>LOPEMENT S.A.<span class="_ _8"></span> <span class="ff2">wye<span class="_ _8"></span>mitowanych <span class="_ _8"></span>i niespłacone w <span class="_ _8"></span>terminie wy<span class="_ _8"></span>kupu </span></div><div class="t m0 x3 h8 y245 ff1 fs3 fc0 sc0 ls0 ws0">obligacje <span class="_ _8"></span>wy<span class="_ _8"></span>emitowane <span class="_ _c"></span>przez <span class="_ _c"></span>HAKAMORE <span class="_ _c"></span>S<span class="ff2">p. <span class="_ _c"></span>z <span class="_ _c"></span>o.o. <span class="_ _8"></span>w <span class="_ _c"></span>upadłości <span class="_ _c"></span>z <span class="_ _c"></span>siedzibą <span class="_ _8"></span>w <span class="_ _c"></span>Warszawi<span class="_ _8"></span>e <span class="_ _8"></span>za<span class="_ _8"></span> </span></div><div class="t m0 x3 h8 y246 ff2 fs3 fc0 sc0 ls0 ws0">kwotę 40<span class="ff1"> mln </span><span class="ls12">zł</span><span class="ff1"> </span>(aktywa fin<span class="_ _8"></span>ansowe krótkoterm<span class="_ _8"></span>inowe)<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x25 h8 y247 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x36 h8 y248 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span>wz<span class="_ _8"></span>rostem <span class="_ _8"></span>o <span class="_ _8"></span><span class="ls9">50</span><span class="ff2">,0 <span class="_ _8"></span>mln <span class="_ _8"></span>z<span class="_ _8"></span>ł <span class="_ _8"></span>zapasów <span class="_ _8"></span>s<span class="_ _8"></span>półki <span class="_ _8"></span>JHM<span class="_ _8"></span></span> <span class="ff2">DEVEL<span class="_ _8"></span>OPMENT <span class="_ _8"></span>S.A. <span class="_ _8"></span>g<span class="_ _8"></span>łównie <span class="_ _8"></span>na <span class="_ _c"></span>skutek <span class="_ _8"></span>zakupu </span></div><div class="t m0 x25 h8 y249 ff2 fs3 fc0 sc0 ls0 ws0">nieruchomości grunt<span class="_ _8"></span>owych pod prz<span class="_ _8"></span>yszłe inwestycje <span class="_ _8"></span><span class="ff1">dewelopersk<span class="_ _8"></span>ie (m.in. </span>dzi<span class="_ _8"></span>ałki w Poznani<span class="_ _8"></span><span class="ff1">u) </span></div><div class="t m0 x25 h8 y180 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x36 h8 y24a ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">otrz<span class="_ _8"></span>ymaniem <span class="_ _7"> </span>i <span class="_ _7"> </span>cz<span class="_ _8"></span>ęściowym <span class="_ _7"> </span>r<span class="_ _8"></span>ozliczeniem <span class="_ _7"> </span>pr<span class="_ _8"></span></span>zez <span class="_ _7"> </span>MIRBUD <span class="_ _2a"> </span>S.A. <span class="_ _7"> </span>i <span class="_ _7"> </span>KO<span class="_ _8"></span>BYLARNIA <span class="_ _2a"> </span>S.A. <span class="_ _7"> </span>zaliczek<span class="_ _8"></span> </div><div class="t m0 x25 h8 y24b ff1 fs3 fc0 sc0 ls0 ws0">otrzymanych <span class="ff2">na <span class="_ _3"></span>realizację kontraktów <span class="_ _3"></span>drog<span class="_ _8"></span>owych<span class="_ _8"></span><span class="ff1 lsd">, <span class="_ _3"></span><span class="ls0">w tym: <span class="_ _3"></span>budow<span class="_ _8"></span>a <span class="_ _3"></span>frag<span class="_ _8"></span>mentu <span class="_ _3"></span>dro<span class="_ _8"></span>gi <span class="_ _0"></span>ekspresowej </span></span></span></div><div class="t m0 x25 h8 y24c ff1 fs3 fc0 sc0 ls0 ws0">S-1, <span class="_ _f"></span>tzw. <span class="_ _6"></span>o<span class="ff2">bejście <span class="_ _6"></span>Węgierskiej <span class="_ _f"></span>G<span class="_ _8"></span>órki</span><span class="lsd">, <span class="_ _f"></span></span>bu<span class="_ _8"></span>dowa <span class="_ _f"></span>frag<span class="_ _8"></span>mentu <span class="_ _f"></span>autostr<span class="_ _8"></span>ady <span class="_ _f"></span>A<span class="_ _8"></span>-1; <span class="_ _6"></span>Budowa <span class="_ _f"></span>autostrady </div><div class="t m0 x25 h8 y24d ff2 fs3 fc0 sc0 ls0 ws0">A18 <span class="_ _f"></span>odcinek <span class="_ _c"></span>2,<span class="_ _8"></span> <span class="_ _f"></span>Budowa <span class="_ _f"></span>obwodnicy <span class="_ _f"></span>Poręby <span class="_ _f"></span>i <span class="_ _c"></span>Z<span class="_ _8"></span>awiercia, <span class="_ _f"></span>Zaprojektowan<span class="_ _8"></span>ie <span class="_ _f"></span>drogi <span class="_ _c"></span>i<span class="_ _8"></span> <span class="_ _f"></span>budowa <span class="_ _f"></span>S11 </div><div class="t m0 x25 h8 y24e ff1 fs3 fc0 sc0 ls0 ws0">Koszalin- Szc<span class="_ _8"></span>zecinek; <span class="ff2">(wartoś<span class="_ _8"></span>ć nierozliczonych zalicz<span class="_ _8"></span>ek </span><span class="ls11">282</span> <span class="ff2">m<span class="_ _8"></span>ln zł</span>) </div><div class="t m0 x25 h8 y24f ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x36 h8 y250 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span>wz<span class="_ _8"></span>rost<span class="ls11">em</span> <span class="_ _c"></span><span class="ff2">nal<span class="_ _8"></span>eżności <span class="_ _c"></span>handlowy<span class="_ _8"></span>ch <span class="_ _c"></span>spowodowan<span class="_ _8"></span></span><span class="ls12">ym</span> <span class="_ _c"></span><span class="ff2">d<span class="_ _8"></span>wukrotnym <span class="_ _c"></span>wz<span class="_ _8"></span>rostem <span class="_ _c"></span>ska<span class="_ _8"></span>li <span class="_ _c"></span>działalnośc<span class="_ _8"></span>i <span class="_ _8"></span>w<span class="_ _8"></span> </span></div><div class="t m0 x25 h8 y251 ff1 fs3 fc0 sc0 ls0 ws0">segmencie <span class="_ _14"> </span>b<span class="_ _8"></span>udowlano <span class="_ _14"> </span><span class="ff2">–<span class="_ _8"></span></span> <span class="_ _14"> </span><span class="ff2">montaż<span class="_ _8"></span>owym <span class="_ _14"> </span>(przej<span class="_ _8"></span>ście <span class="_ _14"> </span>dużych <span class="_ _1a"> </span>projektów <span class="_ _14"> </span>drogo<span class="_ _8"></span>wych <span class="_ _14"> </span>w <span class="_ _1a"> </span>fazę </span></div><div class="t m0 x25 h8 y252 ff1 fs3 fc0 sc0 ls0 ws0">zaawansowanej r<span class="_ _8"></span>ealizacji). </div><div class="t m0 x2 h8 y253 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y156 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y254 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y255 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y256 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y257 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div></div><div class="pi" ></div></div><div id="pf15" class="pf w0 h0" ><div class="pc pc15 w0 h0"><img class="bi x4 y2a w3 h5" alt="" 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class="c x0 y1 w2 h0"><div class="t m0 x5 h6 y2b ff4 fs2 fc2 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI GRUPY KAPITAŁOWEJ <span class="ff3">MIRBUD ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc3"> </span></span></div><div class="t m0 x6 h4 y2c ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y2d w4 h40"><div class="t m0 x1c h8 y22e ff2 fs3 fc2 sc0 ls0 ws0">Grupa Kapitałowa MIR<span class="_ _8"></span>BUD<span class="ff1"> <span class="ls6">| <span class="_ _8"></span></span></span>Omówienie wybra<span class="_ _8"></span>nych pozy<span class="_ _8"></span>cji skon<span class="_ _8"></span><span class="ff1">solidowanego </span></div><div class="t m0 x4e h8 y2e ff2 fs3 fc2 sc0 ls0 ws0">sprawozdania finansow<span class="_ _8"></span>ego Grupy Kapitałowej<span class="_ _8"></span> MIRBUD wg sta<span class="_ _8"></span>nu na 31.12.2021r<span class="_ _8"></span> i </div><div class="t m0 x58 h8 y2f ff1 fs3 fc2 sc0 ls0 ws0">31.12.2020 r.<span class="_ _8"></span> </div></div><div class="c x9 y2d w5 h40"><div class="t m0 xa h4 y193 ff3 fs1 fc4 sc0 ls3 ws0">21<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h4 y31 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y18e ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h2c y258 ff8 fs5 fc0 sc0 ls0 ws0">Tabela: Wybran<span class="_ _0"></span>e pozycje pa<span class="_ _0"></span>sywów wg stanu<span class="_ _0"></span> na dzień <span class="ff7">31 grudnia <span class="ls1b">20</span>21 i 31 grudnia 20<span class="ls16">20</span> </span>ro<span class="_ _3"></span>ku w tys. zł.<span class="ff7"> </span></div></div><div class="c x2 y259 w27 h41"><div class="t m0 x50 h2d y159 ff5 fs5 fc4 sc0 ls0 ws0">Wyszczególnien<span class="_ _3"></span>i<span class="_ _8"></span>e<span class="ff6"> </span></div><div class="t m0 x46 h2d y86 ff6 fs5 fc4 sc0 ls0 ws0"> </div><div class="t m0 x59 h2d y1 ff6 fs5 fc4 sc0 ls0 ws0"> </div></div><div class="c x5a y259 w28 h41"><div class="t m0 x2f h2d y159 ff6 fs5 fc4 sc0 ls0 ws0">31.<span class="ls16">12</span>.2021 </div><div class="t m0 x20 h2d y86 ff6 fs5 fc4 sc0 ls0 ws0"> </div><div class="t m0 x20 h2d y1 ff6 fs5 fc4 sc0 ls0 ws0"> </div></div><div class="c x5b y259 w29 h41"><div class="t m0 x2f h2d y193 ff5 fs5 fc4 sc0 ls0 ws0">% udział </div><div class="t m0 xa h2d y159 ff5 fs5 fc4 sc0 ls0 ws0">w całości </div><div class="t m0 xa h2d y86 ff5 fs5 fc4 sc0 ls0 ws0">pasywów<span class="ff6"> </span></div></div><div class="c x5c y259 w2a h41"><div class="t m0 xa h2d y159 ff6 fs5 fc4 sc0 ls0 ws0">31.12.20<span class="ls16">20</span> </div><div class="t m0 x1e h2d y86 ff6 fs5 fc4 sc0 ls0 ws0"> </div><div class="t m0 x1e h2d y1 ff6 fs5 fc4 sc0 ls0 ws0"> </div></div><div class="c x5d y259 w29 h41"><div class="t m0 x2f h2d y193 ff5 fs5 fc4 sc0 ls0 ws0">% udział </div><div class="t m0 xa h2d y159 ff5 fs5 fc4 sc0 ls0 ws0">w całości </div><div class="t m0 xa h2d y86 ff5 fs5 fc4 sc0 ls0 ws0">pasywów<span class="ff6"> </span></div></div><div class="c x5e y259 w2b h41"><div class="t m0 x2f h2d y193 ff6 fs5 fc4 sc0 ls0 ws0">Zmiana </div><div class="t m0 x3f h2d y159 ff5 fs5 fc4 sc0 ls0 ws0">w  tys. zł<span class="ff6"> </span></div><div class="t m0 x57 h2d y86 ff6 fs5 fc4 sc0 ls0 ws0"> </div><div class="t m0 x57 h2d y1 ff6 fs5 fc4 sc0 ls0 ws0"> </div></div><div class="c x5f y259 w2c h41"><div class="t m0 x3f h2d y159 ff6 fs5 fc4 sc0 ls0 ws0">Zmiana w % </div><div class="t m0 x20 h2d y86 ff6 fs5 fc4 sc0 ls0 ws0"> </div><div class="t m0 x20 h2d y1 ff6 fs5 fc4 sc0 ls0 ws0"> </div></div><div class="c x2 y25a w27 h1f"><div class="t m0 x46 h2d y214 ff5 fs5 fc0 sc0 ls0 ws0">Kapitał własny<span class="_ _0"></span><span class="ff6"> </span></div></div><div class="c x5a y25a w28 h1f"><div class="t m0 x1e h42 ye1 ffa fs5 fc0 sc0 ls0 ws0">582 281<span class="ff6"> </span></div></div><div class="c x5b y25a w29 h1f"><div class="t m0 x2c h42 ye1 ffa fs5 fc0 sc0 ls1c ws0">29%<span class="ff6 ls0"> </span></div></div><div class="c x5c y25a w2a h1f"><div class="t m0 x47 h42 ye1 ffa fs5 fc0 sc0 ls0 ws0">461 609<span class="ff6"> </span></div></div><div class="c x5d y25a w29 h1f"><div class="t m0 x2c h42 ye1 ffa fs5 fc0 sc0 ls1c ws0">30%<span class="ff6 ls0"> </span></div></div><div class="c x5e y25a w2b h1f"><div class="t m0 x60 h42 ye1 ffa fs5 fc0 sc0 ls0 ws0">120 672<span class="ff6"> </span></div></div><div class="c x5f y25a w2c h1f"><div class="t m0 x61 h43 ye1 ff3 fs5 fc0 sc0 ls1c ws0">26%<span class="ff1 ls0"> </span></div></div><div class="c x2 y25b w27 h1f"><div class="t m0 x46 h2f y86 ff2 fs5 fc0 sc0 ls0 ws0">Wyemitowany<span class="_ _0"></span> kapitał podstawo<span class="_ _0"></span>wy <span class="ff1"> </span></div></div><div class="c x5a y25b w28 h1f"><div class="t m0 x49 h43 ye1 ff3 fs5 fc0 sc0 ls0 ws0">9 174<span class="ff1"> </span></div></div><div class="c x5b y25b w29 h1f"><div class="t m0 x49 h43 ye1 ff3 fs5 fc0 sc0 ls1c ws0">0%<span class="ff1 ls0"> </span></div></div><div class="c x5c y25b w2a h1f"><div class="t m0 x44 h43 ye1 ff3 fs5 fc0 sc0 ls0 ws0">9 174<span class="ff1"> </span></div></div><div class="c x5d y25b w29 h1f"><div class="t m0 x49 h43 ye1 ff3 fs5 fc0 sc0 ls1c ws0">1%<span class="ff1 ls0"> </span></div></div><div class="c x5e y25b w2b h1f"><div class="t m0 x4d h43 ye1 ff3 fs5 fc0 sc0 ls0 ws0">0<span class="ff1"> </span></div></div><div class="c x5f y25b w2c h1f"><div class="t m0 x62 h43 ye1 ff3 fs5 fc0 sc0 ls1c ws0">0%<span class="ff1 ls0"> </span></div></div><div class="c x2 y25c w27 h44"><div class="t m0 x46 h2f y159 ff2 fs5 fc0 sc0 ls0 ws0">Zyski (straty) prz<span class="_ _0"></span>ypadają<span class="_ _0"></span>ce właścicielom </div><div class="t m0 x46 h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">jednostki) </div></div><div class="c x5a y25c w28 h44"><div class="t m0 x1e h43 yb7 ff3 fs5 fc0 sc0 ls0 ws0">128 010<span class="ff1"> </span></div></div><div class="c x5b y25c w29 h44"><div class="t m0 x49 h43 yb7 ff3 fs5 fc0 sc0 ls1c ws0">6%<span class="ff1 ls0"> </span></div></div><div class="c x5c y25c w2a h44"><div class="t m0 x41 h43 yb7 ff3 fs5 fc0 sc0 ls0 ws0">58 193<span class="ff1"> </span></div></div><div class="c x5d y25c w29 h44"><div class="t m0 x49 h43 yb7 ff3 fs5 fc0 sc0 ls1c ws0">4%<span class="ff1 ls0"> </span></div></div><div class="c x5e y25c w2b h44"><div class="t m0 x63 h43 yb7 ff3 fs5 fc0 sc0 ls0 ws0">69 817<span class="ff1"> </span></div></div><div class="c x5f y25c w2c h44"><div class="t m0 x52 h43 yb7 ff3 fs5 fc0 sc0 ls1c ws0">120%<span class="ff1 ls0"> </span></div></div><div class="c x2 y25d w27 h1f"><div class="t m0 x46 h2f y214 ff2 fs5 fc0 sc0 ls0 ws0">Pozostałe kapi<span class="_ _0"></span>tały<span class="ff1"> </span></div></div><div class="c x5a y25d w28 h1f"><div class="t m0 x1e h43 ye1 ff3 fs5 fc0 sc0 ls0 ws0">445 097<span class="ff1"> </span></div></div><div class="c x5b y25d w29 h1f"><div class="t m0 x2c h43 ye1 ff3 fs5 fc0 sc0 ls1c ws0">22%<span class="ff1 ls0"> </span></div></div><div class="c x5c y25d w2a h1f"><div class="t m0 x47 h43 ye1 ff3 fs5 fc0 sc0 ls0 ws0">394 242<span class="ff1"> </span></div></div><div class="c x5d y25d w29 h1f"><div class="t m0 x2c h43 ye1 ff3 fs5 fc0 sc0 ls1c ws0">26%<span class="ff1 ls0"> </span></div></div><div class="c x5e y25d w2b h1f"><div class="t m0 x63 h43 ye1 ff3 fs5 fc0 sc0 ls0 ws0">50 855<span class="ff1"> </span></div></div><div class="c x5f y25d w2c h1f"><div class="t m0 x61 h43 ye1 ff3 fs5 fc0 sc0 ls1c ws0">13%<span class="ff1 ls0"> </span></div></div><div class="c x2 y25e w27 h44"><div class="t m0 x46 h2f y159 ff2 fs5 fc0 sc0 ls0 ws0">Kapitał przypad<span class="_ _0"></span>ający na udział<span class="_ _0"></span>y </div><div class="t m0 x46 h2f y86 ff2 fs5 fc0 sc0 ls0 ws0">niesprawujące <span class="ff1">kontro<span class="_ _0"></span>li </span></div></div><div class="c x5a y25e w28 h44"><div class="t m0 x56 h43 yb7 ff3 fs5 fc0 sc0 ls0 ws0">0<span class="ff1"> </span></div></div><div class="c x5b y25e w29 h44"><div class="t m0 x49 h43 yb7 ff3 fs5 fc0 sc0 ls1c ws0">0%<span class="ff1 ls0"> </span></div></div><div class="c x5c y25e w2a h44"><div class="t m0 x64 h43 yb7 ff3 fs5 fc0 sc0 ls0 ws0">0<span class="ff1"> </span></div></div><div class="c x5d y25e w29 h44"><div class="t m0 x49 h43 yb7 ff3 fs5 fc0 sc0 ls1c ws0">0%<span class="ff1 ls0"> </span></div></div><div class="c x5e y25e w2b h44"><div class="t m0 x4d h43 yb7 ff3 fs5 fc0 sc0 ls0 ws0">0<span class="ff1"> </span></div></div><div class="c x5f y25e w2c h44"><div class="t m0 x27 h43 yb7 ff3 fs5 fc0 sc0 ls0 ws0">0!<span class="ff1"> </span></div></div><div class="c x2 y25f w27 h45"><div class="t m0 x46 h2d y260 ff5 fs5 fc0 sc0 ls0 ws0">Długoterminowe <span class="_ _3"></span>z<span class="_ _8"></span>obowiązan<span class="_ _3"></span>i<span class="_ _8"></span>a i </div><div class="t m0 x46 h2d y261 ff5 fs5 fc0 sc0 ls0 ws0">rezerwy na zobow<span class="_ _3"></span>i<span class="_ _8"></span>ązania<span class="ff6"> </span></div></div><div class="c x5a y25f w28 h45"><div class="t m0 x1e h42 y262 ffa fs5 fc0 sc0 ls0 ws0">668 359<span class="ff6"> </span></div></div><div class="c x5b y25f w29 h45"><div class="t m0 x2c h42 y262 ffa fs5 fc0 sc0 ls1c ws0">33%<span class="ff6 ls0"> </span></div></div><div class="c x5c y25f w2a h45"><div class="t m0 x47 h42 y262 ffa fs5 fc0 sc0 ls0 ws0">605 819<span class="ff6"> </span></div></div><div class="c x5d y25f w29 h45"><div class="t m0 x2c h42 y262 ffa fs5 fc0 sc0 ls1c ws0">39%<span class="ff6 ls0"> </span></div></div><div class="c x5e y25f w2b h45"><div class="t m0 x63 h42 y262 ffa fs5 fc0 sc0 ls0 ws0">62 540<span class="ff6"> </span></div></div><div class="c x5f y25f w2c h45"><div class="t m0 x61 h43 y262 ff3 fs5 fc0 sc0 ls1c ws0">10%<span class="ff1 ls0"> </span></div></div><div class="c x2 y263 w27 h44"><div class="t m0 x46 h2f y159 ff1 fs5 fc0 sc0 ls0 ws0">- <span class="ff2">Rezerwa z tytu<span class="_ _0"></span>łu odroczoneg<span class="_ _0"></span>o poda<span class="_ _0"></span>tku </span></div><div class="t m0 x46 h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">dochodoweg<span class="_ _0"></span>o </div></div><div class="c x5a y263 w28 h44"><div class="t m0 x2c h43 yb7 ff3 fs5 fc0 sc0 ls0 ws0">22 826<span class="ff1"> </span></div></div><div class="c x5b y263 w29 h44"><div class="t m0 x49 h43 yb7 ff3 fs5 fc0 sc0 ls1c ws0">1%<span class="ff1 ls0"> </span></div></div><div class="c x5c y263 w2a h44"><div class="t m0 x41 h43 yb7 ff3 fs5 fc0 sc0 ls0 ws0">24 307<span class="ff1"> </span></div></div><div class="c x5d y263 w29 h44"><div class="t m0 x49 h43 yb7 ff3 fs5 fc0 sc0 ls1c ws0">2%<span class="ff1 ls0"> </span></div></div><div class="c x5e y263 w2b h44"><div class="t m0 x22 h43 yb7 ff3 fs5 fc0 sc0 ls0 ws0">-1 481<span class="ff1"> </span></div></div><div class="c x5f y263 w2c h44"><div class="t m0 x4a h43 yb7 ff3 fs5 fc0 sc0 ls0 ws0">-<span class="ls1c">6%</span><span class="ff1"> </span></div></div><div class="c x2 y264 w27 h46"><div class="t m0 x46 h2f y159 ff1 fs5 fc0 sc0 ls0 ws0">- <span class="ff2">pozostałe re<span class="_ _0"></span>zerwy na zobowią<span class="_ _3"></span>z<span class="_ _8"></span>ania </span></div><div class="t m0 x46 h2f y86 ff2 fs5 fc0 sc0 ls0 ws0">długoterminowe<span class="ff1"> </span></div></div><div class="c x5a y264 w28 h46"><div class="t m0 x49 h43 ye1 ff3 fs5 fc0 sc0 ls0 ws0">6 134<span class="ff1"> </span></div></div><div class="c x5b y264 w29 h46"><div class="t m0 x49 h43 ye1 ff3 fs5 fc0 sc0 ls1c ws0">0%<span class="ff1 ls0"> </span></div></div><div class="c x5c y264 w2a h46"><div class="t m0 x44 h43 ye1 ff3 fs5 fc0 sc0 ls0 ws0">4 384<span class="ff1"> </span></div></div><div class="c x5d y264 w29 h46"><div class="t m0 x49 h43 ye1 ff3 fs5 fc0 sc0 ls1c ws0">0%<span class="ff1 ls0"> </span></div></div><div class="c x5e y264 w2b h46"><div class="t m0 x57 h43 ye1 ff3 fs5 fc0 sc0 ls0 ws0">1 750<span class="ff1"> </span></div></div><div class="c x5f y264 w2c h46"><div class="t m0 x61 h43 ye1 ff3 fs5 fc0 sc0 ls1c ws0">40%<span class="ff1 ls0"> </span></div></div><div class="c x2 y1b3 w27 h41"><div class="t m0 x46 h2f y193 ff1 fs5 fc0 sc0 ls0 ws0">- <span class="ff2">długoterminowe <span class="_ _3"></span>z<span class="_ _8"></span>obowiązania<span class="_ _0"></span> finansowe </span></div><div class="t m0 x46 h2f y159 ff2 fs5 fc0 sc0 ls0 ws0">za zobowiązań hand<span class="_ _0"></span>lowych i po<span class="_ _3"></span>z<span class="_ _8"></span>ostały<span class="_ _0"></span>ch </div><div class="t m0 x46 h2f y86 ff2 fs5 fc0 sc0 ls0 ws0">zobowiązań<span class="ff1"> </span></div></div><div class="c x5a y1b3 w28 h41"><div class="t m0 x1e h43 yb7 ff3 fs5 fc0 sc0 ls0 ws0">366 721<span class="ff1"> </span></div></div><div class="c x5b y1b3 w29 h41"><div class="t m0 x2c h43 yb7 ff3 fs5 fc0 sc0 ls1c ws0">18%<span class="ff1 ls0"> </span></div></div><div class="c x5c y1b3 w2a h41"><div class="t m0 x47 h43 yb7 ff3 fs5 fc0 sc0 ls0 ws0">293 551<span class="ff1"> </span></div></div><div class="c x5d y1b3 w29 h41"><div class="t m0 x2c h43 yb7 ff3 fs5 fc0 sc0 ls1c ws0">19%<span class="ff1 ls0"> </span></div></div><div class="c x5e y1b3 w2b h41"><div class="t m0 x63 h43 yb7 ff3 fs5 fc0 sc0 ls0 ws0">73 170<span class="ff1"> </span></div></div><div class="c x5f y1b3 w2c h41"><div class="t m0 x61 h43 yb7 ff3 fs5 fc0 sc0 ls1c ws0">25%<span class="ff1 ls0"> </span></div></div><div class="c x2 y1b5 w27 h46"><div class="t m0 x46 h2f y159 ff1 fs5 fc0 sc0 ls0 ws0">- <span class="ff2">długoterminowe <span class="_ _3"></span>z<span class="_ _8"></span>obowiązania<span class="_ _0"></span> handlowe </span></div><div class="t m0 x46 h2f y86 ff2 fs5 fc0 sc0 ls0 ws0">i pozostałe<span class="ff1"> </span></div></div><div class="c x5a y1b5 w28 h46"><div class="t m0 x1e h43 ye1 ff3 fs5 fc0 sc0 ls0 ws0">272 678<span class="ff1"> </span></div></div><div class="c x5b y1b5 w29 h46"><div class="t m0 x2c h43 ye1 ff3 fs5 fc0 sc0 ls1c ws0">13%<span class="ff1 ls0"> </span></div></div><div class="c x5c y1b5 w2a h46"><div class="t m0 x47 h43 ye1 ff3 fs5 fc0 sc0 ls0 ws0">283 577<span class="ff1"> </span></div></div><div class="c x5d y1b5 w29 h46"><div class="t m0 x2c h43 ye1 ff3 fs5 fc0 sc0 ls1c ws0">18%<span class="ff1 ls0"> </span></div></div><div class="c x5e y1b5 w2b h46"><div class="t m0 x54 h43 ye1 ff3 fs5 fc0 sc0 ls0 ws0">-10 899<span class="ff1"> </span></div></div><div class="c x5f y1b5 w2c h46"><div class="t m0 x4a h43 ye1 ff3 fs5 fc0 sc0 ls0 ws0">-<span class="ls1c">4%</span><span class="ff1"> </span></div></div><div class="c x2 y265 w27 h41"><div class="t m0 x46 h2f y193 ff1 fs5 fc0 sc0 ls0 ws0">- <span class="ff2">inne zobowią<span class="_ _0"></span>zania i rezerwy<span class="_ _0"></span> </span></div><div class="t m0 x46 h2f y159 ff2 fs5 fc0 sc0 ls0 ws0">długoterminowe<span class="_ _0"></span> gdzie indziej nie<span class="_ _3"></span> </div><div class="t m0 x46 h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">sklasyfikowane<span class="_ _0"></span> </div></div><div class="c x5a y265 w28 h41"><div class="t m0 x1d h43 yb7 ff3 fs5 fc0 sc0 ls0 ws0"> <span class="ff1"> </span></div></div><div class="c x5b y265 w29 h41"><div class="t m0 x49 h43 yb7 ff3 fs5 fc0 sc0 ls1c ws0">0%<span class="ff1 ls0"> </span></div></div><div class="c x5c y265 w2a h41"><div class="t m0 x27 h43 yb7 ff3 fs5 fc0 sc0 ls0 ws0"> <span class="ff1"> </span></div></div><div class="c x5d y265 w29 h41"><div class="t m0 x49 h43 yb7 ff3 fs5 fc0 sc0 ls1c ws0">0%<span class="ff1 ls0"> </span></div></div><div class="c x5e y265 w2b h41"><div class="t m0 x4d h43 yb7 ff3 fs5 fc0 sc0 ls0 ws0">0<span class="ff1"> </span></div></div><div class="c x5f y265 w2c h41"><div class="t m0 x62 h43 yb7 ff3 fs5 fc0 sc0 ls1c ws0">0%<span class="ff1 ls0"> </span></div></div><div class="c x2 y266 w27 h46"><div class="t m0 x46 h2d y159 ff5 fs5 fc0 sc0 ls0 ws0">Krótkoterminowe<span class="_ _0"></span> zobowiązan<span class="_ _3"></span>i<span class="_ _8"></span>a i </div><div class="t m0 x46 h2d y86 ff5 fs5 fc0 sc0 ls0 ws0">rezerwy na zobow<span class="_ _3"></span>i<span class="_ _8"></span>ązania<span class="ff6"> </span></div></div><div class="c x5a y266 w28 h46"><div class="t m0 x1e h42 ye1 ffa fs5 fc0 sc0 ls0 ws0">789 965<span class="ff6"> </span></div></div><div class="c x5b y266 w29 h46"><div class="t m0 x2c h42 ye1 ffa fs5 fc0 sc0 ls1c ws0">39%<span class="ff6 ls0"> </span></div></div><div class="c x5c y266 w2a h46"><div class="t m0 x47 h42 ye1 ffa fs5 fc0 sc0 ls0 ws0">471 701<span class="ff6"> </span></div></div><div class="c x5d y266 w29 h46"><div class="t m0 x2c h42 ye1 ffa fs5 fc0 sc0 ls1c ws0">31%<span class="ff6 ls0"> </span></div></div><div class="c x5e y266 w2b h46"><div class="t m0 x60 h42 ye1 ffa fs5 fc0 sc0 ls0 ws0">318 264<span class="ff6"> </span></div></div><div class="c x5f y266 w2c h46"><div class="t m0 x61 h43 ye1 ff3 fs5 fc0 sc0 ls1c ws0">67%<span class="ff1 ls0"> </span></div></div><div class="c x2 y267 w27 h47"><div class="t m0 x46 h2f y159 ff1 fs5 fc0 sc0 ls0 ws0">- <span class="ff2">Rezerwa na <span class="_ _0"></span>zobowiązania </span></div><div class="t m0 x46 h2f y86 ff2 fs5 fc0 sc0 ls0 ws0">krótkoterminowe<span class="_ _0"></span><span class="ff1"> </span></div></div><div class="c x5a y267 w28 h47"><div class="t m0 x49 h43 yb7 ff3 fs5 fc0 sc0 ls0 ws0">5 497<span class="ff1"> </span></div></div><div class="c x5b y267 w29 h47"><div class="t m0 x49 h43 yb7 ff3 fs5 fc0 sc0 ls1c ws0">0%<span class="ff1 ls0"> </span></div></div><div class="c x5c y267 w2a h47"><div class="t m0 x44 h43 yb7 ff3 fs5 fc0 sc0 ls0 ws0">7 390<span class="ff1"> </span></div></div><div class="c x5d y267 w29 h47"><div class="t m0 x49 h43 yb7 ff3 fs5 fc0 sc0 ls1c ws0">0%<span class="ff1 ls0"> </span></div></div><div class="c x5e y267 w2b h47"><div class="t m0 x22 h43 yb7 ff3 fs5 fc0 sc0 ls0 ws0">-<span class="ls1c">1 893</span><span class="ff1"> </span></div></div><div class="c x5f y267 w2c h47"><div class="t m0 x4d h43 yb7 ff3 fs5 fc0 sc0 ls0 ws0">-<span class="ls1c">26%</span><span class="ff1"> </span></div></div><div class="c x2 y268 w27 h48"><div class="t m0 x46 h2f y21a ff1 fs5 fc0 sc0 ls0 ws0">- <span class="ff2">krótkoterminow<span class="_ _0"></span>e zobowią<span class="_ _0"></span>zania </span></div><div class="t m0 x46 h2f y21b ff2 fs5 fc0 sc0 ls0 ws0">finansowe za w<span class="_ _0"></span>yjątkiem re<span class="_ _0"></span>zerw, </div><div class="t m0 x46 h2f y2e ff2 fs5 fc0 sc0 ls0 ws0">zobowiązań handlow<span class="_ _3"></span>yc<span class="_ _8"></span>h i po<span class="_ _0"></span>zostałych </div><div class="t m0 x46 h2f y214 ff2 fs5 fc0 sc0 ls0 ws0">zobowiązań<span class="ff1"> </span></div></div><div class="c x5a y268 w28 h48"><div class="t m0 x2c h43 ye1 ff3 fs5 fc0 sc0 ls0 ws0">90 391<span class="ff1"> </span></div></div><div class="c x5b y268 w29 h48"><div class="t m0 x49 h43 ye1 ff3 fs5 fc0 sc0 ls1c ws0">4%<span class="ff1 ls0"> </span></div></div><div class="c x5c y268 w2a h48"><div class="t m0 x41 h43 ye1 ff3 fs5 fc0 sc0 ls0 ws0">79 244<span class="ff1"> </span></div></div><div class="c x5d y268 w29 h48"><div class="t m0 x49 h43 ye1 ff3 fs5 fc0 sc0 ls1c ws0">5%<span class="ff1 ls0"> </span></div></div><div class="c x5e y268 w2b h48"><div class="t m0 x63 h43 ye1 ff3 fs5 fc0 sc0 ls0 ws0">11 147<span class="ff1"> </span></div></div><div class="c x5f y268 w2c h48"><div class="t m0 x61 h43 ye1 ff3 fs5 fc0 sc0 ls1c ws0">14%<span class="ff1 ls0"> </span></div></div><div class="c x2 y269 w27 h1f"><div class="t m0 x46 h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">- <span class="ff2">zobowiązania ha<span class="_ _0"></span>ndlowe i po<span class="_ _0"></span>zostałe<span class="ff1"> </span></span></div></div><div class="c x5a y269 w28 h1f"><div class="t m0 x1e h43 ye1 ff3 fs5 fc0 sc0 ls0 ws0">673 288<span class="ff1"> </span></div></div><div class="c x5b y269 w29 h1f"><div class="t m0 x2c h43 ye1 ff3 fs5 fc0 sc0 ls1c ws0">33%<span class="ff1 ls0"> </span></div></div><div class="c x5c y269 w2a h1f"><div class="t m0 x47 h43 ye1 ff3 fs5 fc0 sc0 ls0 ws0">359 071<span class="ff1"> </span></div></div><div class="c x5d y269 w29 h1f"><div class="t m0 x2c h43 ye1 ff3 fs5 fc0 sc0 ls1c ws0">23%<span class="ff1 ls0"> </span></div></div><div class="c x5e y269 w2b h1f"><div class="t m0 x60 h43 ye1 ff3 fs5 fc0 sc0 ls0 ws0">314 217<span class="ff1"> </span></div></div><div class="c x5f y269 w2c h1f"><div class="t m0 x61 h43 ye1 ff3 fs5 fc0 sc0 ls1c ws0">88%<span class="ff1 ls0"> </span></div></div><div class="c x2 y26a w27 h44"><div class="t m0 x46 h2f y159 ff1 fs5 fc0 sc0 ls0 ws0">- <span class="ff2">zobowiązania z<span class="_ _0"></span> tytułu <span class="ff1">podatku </span></span></div><div class="t m0 x46 h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">dochodoweg<span class="_ _0"></span>o </div></div><div class="c x5a y26a w28 h44"><div class="t m0 x2c h43 yb7 ff3 fs5 fc0 sc0 ls0 ws0">19 662<span class="ff1"> </span></div></div><div class="c x5b y26a w29 h44"><div class="t m0 x49 h43 yb7 ff3 fs5 fc0 sc0 ls1c ws0">1%<span class="ff1 ls0"> </span></div></div><div class="c x5c y26a w2a h44"><div class="t m0 x41 h43 yb7 ff3 fs5 fc0 sc0 ls0 ws0">16 142<span class="ff1"> </span></div></div><div class="c x5d y26a w29 h44"><div class="t m0 x49 h43 yb7 ff3 fs5 fc0 sc0 ls1c ws0">1%<span class="ff1 ls0"> </span></div></div><div class="c x5e y26a w2b h44"><div class="t m0 x57 h43 yb7 ff3 fs5 fc0 sc0 ls0 ws0">3 520<span class="ff1"> </span></div></div><div class="c x5f y26a w2c h44"><div class="t m0 x61 h43 yb7 ff3 fs5 fc0 sc0 ls1c ws0">22%<span class="ff1 ls0"> </span></div></div><div class="c x2 y26b w27 h49"><div class="t m0 x46 h2f y21b ff2 fs5 fc0 sc0 ls0 ws0">inne zobowiązan<span class="_ _0"></span>ia i rezerwy<span class="_ _0"></span> </div><div class="t m0 x46 h2f y2e ff2 fs5 fc0 sc0 ls0 ws0">długoterminowe<span class="_ _0"></span> gdzie indziej nie<span class="_ _3"></span> </div><div class="t m0 x46 h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">sklasyfikowane<span class="_ _0"></span> </div></div><div class="c x5a y26b w28 h49"><div class="t m0 x49 h43 ye1 ff3 fs5 fc0 sc0 ls0 ws0">1 127<span class="ff1"> </span></div></div><div class="c x5b y26b w29 h49"><div class="t m0 x49 h43 ye1 ff3 fs5 fc0 sc0 ls1c ws0">0%<span class="ff1 ls0"> </span></div></div><div class="c x5c y26b w2a h49"><div class="t m0 x44 h43 ye1 ff3 fs5 fc0 sc0 ls0 ws0">9 854<span class="ff1"> </span></div></div><div class="c x5d y26b w29 h49"><div class="t m0 x49 h43 ye1 ff3 fs5 fc0 sc0 ls1c ws0">1%<span class="ff1 ls0"> </span></div></div><div class="c x5e y26b w2b h49"><div class="t m0 x22 h43 ye1 ff3 fs5 fc0 sc0 ls0 ws0">-8 727<span class="ff1"> </span></div></div><div class="c x5f y26b w2c h49"><div class="t m0 x62 h43 ye1 ff3 fs5 fc0 sc0 ls1c ws0">0%<span class="ff1 ls0"> </span></div></div><div class="c x2 y26c w27 h4a"><div class="t m0 x46 h2f y26d ff2 fs5 fc0 sc0 ls0 ws0">Zobowiązania związan<span class="_ _0"></span>e bezpo<span class="_ _3"></span>ś<span class="_ _8"></span>rednio z </div><div class="t m0 x46 h2f y26e ff2 fs5 fc0 sc0 ls0 ws0">aktywami trwał<span class="_ _3"></span>y<span class="_ _8"></span>mi klasyfikowa<span class="_ _0"></span>nymi jako </div><div class="t m0 x46 h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">przeznaczone do<span class="_ _3"></span> <span class="_ _8"></span><span class="ff2">sprzedaży</span> </div></div><div class="c x5a y26c w28 h4a"><div class="t m0 x56 h43 yb7 ff3 fs5 fc0 sc0 ls0 ws0">0<span class="ff1"> </span></div></div><div class="c x5b y26c w29 h4a"><div class="t m0 x49 h43 yb7 ff3 fs5 fc0 sc0 ls1c ws0">0%<span class="ff1 ls0"> </span></div></div><div class="c x5c y26c w2a h4a"><div class="t m0 x64 h43 yb7 ff3 fs5 fc0 sc0 ls0 ws0">0<span class="ff1"> </span></div></div><div class="c x5d y26c w29 h4a"><div class="t m0 x49 h43 yb7 ff3 fs5 fc0 sc0 ls1c ws0">0%<span class="ff1 ls0"> </span></div></div><div class="c x5e y26c w2b h4a"><div class="t m0 x4d h43 yb7 ff3 fs5 fc0 sc0 ls0 ws0">0<span class="ff1"> </span></div></div><div class="c x5f y26c w2c h4a"><div class="t m0 x62 h43 yb7 ff3 fs5 fc0 sc0 ls1c ws0">0%<span class="ff1 ls0"> </span></div></div><div class="c x2 y26f w27 h1f"><div class="t m0 x46 h2d y86 ff6 fs5 fc0 sc0 ls0 ws0">P a s y w a   r<span class="_ _0"></span> a z e m  </div></div><div class="c x5a y26f w28 h1f"><div class="t m0 x1a h42 yb7 ffa fs5 fc0 sc0 ls0 ws0">2 040 605<span class="ff6"> </span></div></div><div class="c x5b y26f w29 h1f"><div class="t m0 x1e h43 yb7 ff3 fs5 fc0 sc0 ls1c ws0">100%<span class="ff1 ls0"> </span></div></div><div class="c x5c y26f w2a h1f"><div class="t m0 x34 h42 yb7 ffa fs5 fc0 sc0 ls0 ws0">1 539 129<span class="ff6"> </span></div></div><div class="c x5d y26f w29 h1f"><div class="t m0 x1e h43 yb7 ff3 fs5 fc0 sc0 ls1c ws0">100%<span class="ff1 ls0"> </span></div></div><div class="c x5e y26f w2b h1f"><div class="t m0 x60 h42 yb7 ffa fs5 fc0 sc0 ls0 ws0">501 476<span class="ff6"> </span></div></div><div class="c x5f y26f w2c h1f"><div class="t m0 x49 h42 yb7 ffa fs5 fc0 sc0 ls0 ws0">32,6%<span class="ff6"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h8 y10f ff1 fs3 fc0 sc0 ls0 ws0">W 2021 r. <span class="ff2">struktura p<span class="_ _8"></span>asywów<span class="_ _8"></span></span> <span class="ff2">nie uległa znac<span class="_ _8"></span>zącym zmianom.<span class="_ _8"></span></span> <span class="ff2">Dzia<span class="_ _8"></span>łalność Grupy Kapita<span class="_ _8"></span>łowej MIRBUD </span></div><div class="t m0 x2 h8 y270 ff1 fs3 fc0 sc0 ls0 ws0">jest w 29<span class="ff2">% f<span class="_ _8"></span>inansowana ze<span class="_ _8"></span> środków własnyc<span class="_ _8"></span>h, natomi<span class="_ _8"></span>ast w <span class="_ _8"></span></span>71<span class="ff2">% kap<span class="_ _8"></span>itałem obcym. U<span class="_ _8"></span>dział zobow<span class="_ _8"></span>iązań </span></div><div class="t m0 x2 h8 y111 ff2 fs3 fc0 sc0 ls0 ws0">długoterminowych <span class="_ _21"> </span>w <span class="_ _21"> </span>finan<span class="_ _8"></span>sowaniu <span class="_ _2a"> </span>wy<span class="_ _8"></span>niósł <span class="_ _21"> </span><span class="ff1">3<span class="_ _8"></span>3% <span class="_ _2a"> </span>(s<span class="_ _8"></span>padek <span class="_ _21"> </span></span>udział<span class="ff1">u <span class="_ _21"> </span>w <span class="_ _21"> </span>stosunk<span class="_ _8"></span>u <span class="_ _2a"> </span>do <span class="_ _21"> </span>20<span class="ls11">20</span> <span class="_ _21"> </span><span class="ls13">r.</span> <span class="_ _21"> </span><span class="ls11">o <span class="_ _21"> </span></span>6 p.p.), </span></div></div></div><div class="pi" ></div></div><div id="pf16" class="pf w0 h0" ><div class="pc pc16 w0 h0"><img class="bi x18 y2a w6 h5" alt="" 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class="c x0 y1 w2 h0"><div class="t m0 x5 h6 y2b ff4 fs2 fc2 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI GRUPY KAPITAŁOWEJ <span class="ff3">MIRBUD ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc3"> </span></span></div><div class="t m0 x6 h4 y2c ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y2d w4 h40"><div class="t m0 x1c h8 y22e ff2 fs3 fc2 sc0 ls0 ws0">Grupa Kapitałowa MIR<span class="_ _8"></span>BUD<span class="ff1"> <span class="ls6">| <span class="_ _8"></span></span></span>Omówienie wybra<span class="_ _8"></span>nych pozy<span class="_ _8"></span>cji skonsolidowanego </div><div class="t m0 x4e h8 y2e ff2 fs3 fc2 sc0 ls0 ws0">sprawozdania finansow<span class="_ _8"></span>ego Grupy Kapitałowej<span class="_ _8"></span> MIRBUD wg sta<span class="_ _8"></span>nu na 31.12.2021r<span class="_ _8"></span> i </div><div class="t m0 x58 h8 y2f ff1 fs3 fc2 sc0 ls0 ws0">31.12.2020 r.<span class="_ _8"></span> </div></div><div class="c x9 y2d w5 h40"><div class="t m0 xa h4 y193 ff3 fs1 fc4 sc0 ls3 ws0">22<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h4 y31 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y18e ff2 fs3 fc0 sc0 ls0 ws0">natomiast <span class="_ _2a"> </span>udział <span class="_ _2a"> </span>zobowiąz<span class="_ _8"></span>ań <span class="_ _7"> </span>kr<span class="_ _8"></span>ótkoterminowych <span class="_ _2a"> </span>uległ <span class="_ _21"> </span>zwięks<span class="_ _8"></span>zeniu <span class="_ _2a"> </span><span class="ff1 ls11">o <span class="_ _2a"> </span><span class="ls0">8 <span class="_ _2a"> </span>p.p. <span class="_ _2a"> </span>wzgl</span></span>ędem <span class="_ _2a"> </span>roku <span class="_ _2a"> </span>20<span class="_ _8"></span><span class="ff1 ls11">20<span class="ls0"> <span class="_ _2a"> </span><span class="ls1d">i </span></span></span></div><div class="t m0 x2 h8 y22f ff2 fs3 fc0 sc0 ls0 ws0">kształtował się na pozi<span class="_ _8"></span>omie <span class="ff1">39<span class="ls1e">%.</span> <span class="_ _8"></span> </span></div><div class="t m0 x2 h8 y271 ff2 fs3 fc0 sc0 ls0 ws0">Zmiana struktury pasywów<span class="_ _8"></span> wynikała g<span class="_ _8"></span>łównie z:<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x36 h8 y272 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">wpła<span class="_ _8"></span>t <span class="_ _3"></span>d<span class="_ _8"></span>okonanych <span class="_ _0"></span>przez MIRBUD <span class="_ _3"></span>S.<span class="_ _8"></span>A. <span class="_ _0"></span>do <span class="_ _3"></span>M<span class="_ _8"></span>ARYWILSKA 44 <span class="_ _3"></span>sp. z <span class="_ _3"></span>o. o. <span class="_ _3"></span> <span class="_ _0"></span>na poczet <span class="_ _3"></span>podniesien<span class="_ _8"></span>ia </span></div><div class="t m0 x25 h8 y273 ff2 fs3 fc0 sc0 ls0 ws0">kapitału zakładowe<span class="_ _8"></span>go łączn<span class="_ _8"></span>ie w wysokośc<span class="_ _8"></span>i <span class="ff1">104,5 </span>mln zł<span class="ff1">;<span class="_ _8"></span> </span></div><div class="t m0 x36 h8 y274 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">wpła<span class="_ _8"></span>ty <span class="_ _3"></span>prz<span class="_ _8"></span>ez <span class="_ _0"></span>EXPO <span class="_ _3"></span>MAZU<span class="_ _8"></span>RY <span class="_ _3"></span>S.A. w <span class="_ _3"></span>likwidacji do <span class="_ _3"></span>MIRBUD S.A. <span class="_ _3"></span>tytułem <span class="_ _0"></span>zwrotu <span class="_ _0"></span>akcjonariuszom<span class="_ _8"></span> </span></div><div class="t m0 x25 h8 y275 ff2 fs3 fc0 sc0 ls0 ws0">części wniesionego ka<span class="_ _8"></span>pitału kwo<span class="_ _8"></span><span class="ff1 lsd">ty<span class="ls0"> <span class="ls11">62</span> </span></span>mln zł<span class="ff1">;<span class="_ _8"></span> </span></div><div class="t m0 x36 h8 y276 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">c<span class="_ _8"></span>zęściowej spłaty poży<span class="_ _8"></span>czki w ARP S.A.<span class="_ _8"></span></span>; </div><div class="t m0 x36 h8 y277 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">c<span class="_ _8"></span>zęściowej spłaty kredytów<span class="_ _8"></span> długotermi<span class="_ _8"></span>nowych</span>; </div><div class="t m0 x36 h8 y278 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">c<span class="_ _8"></span>ałkowitej <span class="_ _6"> </span>spłaty <span class="_ _7"> </span>przez <span class="_ _6"> </span>EXPO <span class="_ _7"> </span>MAZURY <span class="_ _6"> </span>w <span class="_ _7"> </span>likwidacji <span class="_ _7"> </span>S.A. <span class="_ _6"></span>kredytu <span class="_ _6"> </span>d<span class="_ _8"></span>ługotermino<span class="_ _8"></span>wego <span class="_ _7"> </span></span>w <span class="_ _7"> </span>Alior </div><div class="t m0 x25 h8 y279 ff2 fs3 fc0 sc0 ls0 ws0">banku S.A.  w kwoc<span class="_ _8"></span>ie 17,6 mln zł<span class="_ _8"></span><span class="ff1">; </span></div><div class="t m0 x36 h8 y27a ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">z<span class="_ _8"></span>akupu w <span class="_ _8"></span>leasingu <span class="_ _8"></span>przez <span class="_ _8"></span>MIRBUD <span class="_ _8"></span>S.A. <span class="_ _8"></span>i <span class="_ _8"></span>KOBYLARNIA <span class="_ _8"></span>S.A. <span class="_ _8"></span>maszyn <span class="_ _8"></span>i <span class="_ _8"></span>urządzeń <span class="_ _8"></span>oraz <span class="_ _8"></span>środków </span></div><div class="t m0 x25 h8 y27b ff1 fs3 fc0 sc0 ls0 ws0">transportu <span class="_ _21"> </span>za  <span class="ff2">łączną <span class="_ _21"> </span>kwot<span class="_ _8"></span>ę <span class="_ _2a"> </span>ok<span class="_ _8"></span> <span class="_ _21"> </span></span><span class="ls11">23<span class="_ _8"></span></span> <span class="_ _21"> </span><span class="ff2">mln <span class="_ _28"> </span>zł</span> <span class="_ _28"> </span><span class="ff2">–</span> <span class="_ _21"> </span>wzr<span class="_ _8"></span>ost <span class="_ _21"> </span>d<span class="ff2">łu<span class="_ _8"></span>goterminowych  i<span class="_ _0"></span> <span class="_ _21"> </span>krótkotermi<span class="_ _8"></span>nowych </span></div><div class="t m0 x25 h8 y27c ff2 fs3 fc0 sc0 ls0 ws0">zobowiązań<span class="ff1"> finansowy<span class="_ _8"></span>ch; </span></div><div class="t m0 x36 h8 y1d0 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span> sukcesywnego <span class="_ _c"></span>rozl<span class="_ _8"></span>iczania <span class="_ _c"></span>prz<span class="_ _8"></span>ez <span class="_ _c"></span>MIRBUD <span class="_ _c"></span>S.A.<span class="_ _8"></span> <span class="_ _c"></span>i <span class="_ _c"></span>KOBYLARNI<span class="_ _8"></span>A <span class="_ _8"></span>S<span class="_ _8"></span>.A <span class="_ _c"></span>zaliczek <span class="_ _c"></span>o<span class="_ _8"></span>trzymanych <span class="_ _c"></span>od<span class="_ _8"></span> </div><div class="t m0 x3 h8 y1d1 ff2 fs3 fc0 sc0 ls0 ws0">GDDKiA na realizację k<span class="_ _8"></span>ontraktów drogowych<span class="_ _8"></span><span class="ff1">;</span>( saldo <span class="_ _8"></span>nierozliczonych za<span class="_ _8"></span>liczek 282 mln zł)<span class="_ _8"></span><span class="ff1"> <span class="_ _8"></span> </span></div><div class="t m0 x3 h8 y27d ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x36 h8 y27e ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span>Wzrostu <span class="_ _8"></span><span class="ff2">zobowiąza<span class="_ _8"></span>ń <span class="_ _8"></span>handl<span class="_ _8"></span>owych <span class="_ _8"></span>spowodowa<span class="_ _8"></span>nego <span class="_ _8"></span>dwukrotnym <span class="_ _c"></span>wzrostem <span class="_ _8"></span>skal<span class="_ _8"></span>i <span class="_ _8"></span>działalności <span class="_ _8"></span>w<span class="_ _8"></span> </span></div><div class="t m0 x3 h8 y27f ff1 fs3 fc0 sc0 ls0 ws0">segmencie <span class="_ _1a"> </span>budowlano <span class="_ _1a"> </span><span class="ff2">–</span> <span class="_ _1a"> </span><span class="ff2">montażowym <span class="_ _14"> </span>(prz<span class="_ _8"></span>ejście <span class="_ _1a"> </span>dużych <span class="_ _14"> </span>proj<span class="_ _8"></span>ektów <span class="_ _14"> </span>drogo<span class="_ _8"></span>wych <span class="_ _14"> </span>w <span class="_ _1a"> </span>fazę </span></div><div class="t m0 x3 h8 y280 ff1 fs3 fc0 sc0 ls0 ws0">zawansowanej realizacj<span class="_ _8"></span>i);   </div><div class="t m0 x3 h8 y281 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x36 h8 y282 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">zapadalności <span class="_ _2a"> </span>w <span class="_ _2a"> </span>2022 <span class="_ _7"> </span>kred<span class="_ _8"></span>ytów <span class="_ _7"> </span>obroto<span class="_ _8"></span>wych <span class="_ _21"> </span>zaciągniętych <span class="_ _2a"> </span>prz<span class="_ _8"></span>ez <span class="_ _7"> </span>MIRBUD <span class="_ _2a"> </span>S.A. <span class="_ _21"> </span></span>w <span class="_ _2a"> </span>PKO <span class="_ _7"> </span>BP<span class="_ _8"></span>, </div><div class="t m0 x3 h8 y283 ff2 fs3 fc0 sc0 ls0 ws0">PEKAO <span class="_ _c"></span>S.<span class="_ _8"></span>A., <span class="_ _c"></span>BOŚ <span class="_ _f"></span>S.A., <span class="_ _c"></span>m<span class="_ _8"></span>Bank <span class="_ _c"></span>S.A. <span class="_ _f"></span>ok. <span class="_ _c"></span>60 <span class="_ _f"></span>mln <span class="_ _c"></span>zł <span class="_ _f"></span>(Spółka <span class="_ _f"></span>planuje <span class="_ _c"></span>rolować <span class="_ _f"></span>zobowiązania <span class="_ _f"></span>na </div><div class="t m0 x3 h8 y1ec ff1 fs3 fc0 sc0 ls0 ws0">kolejne okresy 24 m-<span class="_ _8"></span>czne. </div><div class="t m0 x2 h8 y284 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h2c y285 ff8 fs5 fc0 sc0 ls0 ws0">Tabela: <span class="_ _8"></span>Wybrane <span class="_ _8"></span>pozycje s<span class="_ _8"></span>prawo<span class="_ _0"></span>zdania <span class="_ _8"></span>z <span class="_ _8"></span>całkowitych <span class="_ _8"></span>dochodów Grupy <span class="_ _8"></span>za <span class="_ _8"></span>okres <span class="_ _8"></span>od <span class="_ _8"></span>01.01.20<span class="_ _8"></span><span class="ff7">21r <span class="_ _8"></span>do <span class="_ _8"></span>31.<span class="ls16">12</span>.2021r <span class="_ _8"></span>i <span class="_ _c"></span>01.01.20<span class="ls16">20<span class="ls17">r </span></span></span></div><div class="t m0 x2 h2c y286 ff7 fs5 fc0 sc0 ls0 ws0">do 31.<span class="ls16">12</span>.20<span class="ls16">20</span> <span class="ff8">r. w tys. <span class="_ _0"></span>zł<span class="ff7"> </span></span></div></div><div class="c x2 y287 w2d h4b"><div class="t m0 x30 h2d y159 ff5 fs5 fc4 sc0 ls0 ws0">Wyszczególnien<span class="_ _3"></span>i<span class="_ _8"></span>e<span class="ff6"> </span></div><div class="t m0 x65 h2d y86 ff6 fs5 fc4 sc0 ls0 ws0"> </div><div class="t m0 x65 h2d y1 ff6 fs5 fc4 sc0 ls0 ws0"> </div></div><div class="c x66 y287 w2e h4b"><div class="t m0 x54 h2d y21b ff6 fs5 fc4 sc0 ls0 ws0">Okres od </div><div class="t m0 x3e h2d y159 ff6 fs5 fc4 sc0 ls0 ws0">01.01.2021 do </div><div class="t m0 x29 h2d y86 ff6 fs5 fc4 sc0 ls0 ws0">31.<span class="ls16">12</span>.2021 </div></div><div class="c x67 y287 w2f h4b"><div class="t m0 x44 h2d y21b ff6 fs5 fc4 sc0 ls0 ws0"> </div><div class="t m0 x3e h2d y159 ff5 fs5 fc4 sc0 ls0 ws0">Rentowność<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x44 h2d y86 ff6 fs5 fc4 sc0 ls0 ws0"> </div><div class="t m0 x44 h2d y1 ff6 fs5 fc4 sc0 ls0 ws0"> </div></div><div class="c x68 y287 w30 h4b"><div class="t m0 x60 h2d y21b ff6 fs5 fc4 sc0 ls0 ws0">Okres od </div><div class="t m0 x3f h2d y159 ff6 fs5 fc4 sc0 ls0 ws0">01.01.20<span class="ls16">20</span> do </div><div class="t m0 x2b h2d y86 ff6 fs5 fc4 sc0 ls0 ws0">31.12.20<span class="ls16">20</span> </div></div><div class="c x69 y287 w2f h4b"><div class="t m0 x3e h2d y159 ff5 fs5 fc4 sc0 ls0 ws0">Rentowność<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x44 h2d y86 ff6 fs5 fc4 sc0 ls0 ws0"> </div><div class="t m0 x44 h2d y1 ff6 fs5 fc4 sc0 ls0 ws0"> </div></div><div class="c x6a y287 w31 h4b"><div class="t m0 x6b h2d y21b ff6 fs5 fc4 sc0 ls0 ws0">Zmiana w </div><div class="t m0 x6c h2d y159 ff5 fs5 fc4 sc0 ls0 ws0">tys. zł<span class="ff6"> </span></div><div class="t m0 x41 h2d y86 ff6 fs5 fc4 sc0 ls0 ws0"> </div><div class="t m0 x41 h2d y1 ff6 fs5 fc4 sc0 ls0 ws0"> </div></div><div class="c x6d y287 w32 h4b"><div class="t m0 x3e h2d y21b ff6 fs5 fc4 sc0 ls0 ws0">Zmiana </div><div class="t m0 x60 h2d y159 ff6 fs5 fc4 sc0 ls0 ws0">w % </div><div class="t m0 x48 h2d y86 ff6 fs5 fc4 sc0 ls0 ws0"> </div><div class="t m0 x48 h2d y1 ff6 fs5 fc4 sc0 ls0 ws0"> </div></div><div class="c x2 y288 w2d h38"><div class="t m0 x2b h2d y86 ff5 fs5 fc0 sc0 ls0 ws0">Przychody ze s<span class="_ _0"></span>przedaży <span class="ff6"> </span></div></div><div class="c x66 y288 w2e h38"><div class="t m0 x2c h43 ye1 ff3 fs5 fc0 sc0 ls0 ws0">2 505 568<span class="ff1"> </span></div></div><div class="c x67 y288 w2f h38"><div class="t m0 x1a h42 ye1 ffa fs5 fc0 sc0 ls0 ws0">------------<span class="ff6"> </span></div></div><div class="c x68 y288 w30 h38"><div class="t m0 x41 h43 ye1 ff3 fs5 fc0 sc0 ls0 ws0">1 242 903<span class="ff1"> </span></div></div><div class="c x69 y288 w2f h38"><div class="t m0 x1a h42 ye1 ffa fs5 fc0 sc0 ls0 ws0">------------<span class="ff6"> </span></div></div><div class="c x6a y288 w31 h38"><div class="t m0 x22 h43 ye1 ff3 fs5 fc0 sc0 ls0 ws0">1 262 665<span class="ff1"> </span></div></div><div class="c x6d y288 w32 h38"><div class="t m0 x48 h43 ye1 ff3 fs5 fc0 sc0 ls1c ws0">102%<span class="ff1 ls0"> </span></div></div><div class="c x2 y289 w2d h38"><div class="t m0 x47 h2d y86 ff5 fs5 fc0 sc0 ls0 ws0">Zysk ze sprzedaży<span class="_ _3"></span> <span class="ff6"> </span></div></div><div class="c x66 y289 w2e h38"><div class="t m0 x52 h43 ye1 ff3 fs5 fc0 sc0 ls0 ws0">231 600<span class="ff1"> </span></div></div><div class="c x67 y289 w2f h38"><div class="t m0 x4e h43 ye1 ff3 fs5 fc0 sc0 ls0 ws0">9,24%<span class="ff1"> </span></div></div><div class="c x68 y289 w30 h38"><div class="t m0 x6e h43 ye1 ff3 fs5 fc0 sc0 ls0 ws0">137 306<span class="ff1"> </span></div></div><div class="c x69 y289 w2f h38"><div class="t m0 x49 h43 ye1 ff3 fs5 fc0 sc0 ls0 ws0">11,05%<span class="ff1"> </span></div></div><div class="c x6a y289 w31 h38"><div class="t m0 x53 h43 ye1 ff3 fs5 fc0 sc0 ls0 ws0">94 294<span class="ff1"> </span></div></div><div class="c x6d y289 w32 h38"><div class="t m0 x4f h43 ye1 ff3 fs5 fc0 sc0 ls1c ws0">69%<span class="ff1 ls0"> </span></div></div><div class="c x2 y28a w2d h38"><div class="t m0 x54 h2d y86 ff6 fs5 fc0 sc0 ls0 ws0">Zysk operacyjny EB<span class="_ _3"></span>IT  </div></div><div class="c x66 y28a w2e h38"><div class="t m0 x52 h43 ye1 ff3 fs5 fc0 sc0 ls0 ws0">174 474<span class="ff1"> </span></div></div><div class="c x67 y28a w2f h38"><div class="t m0 x4e h43 ye1 ff3 fs5 fc0 sc0 ls0 ws0">6,96%<span class="ff1"> </span></div></div><div class="c x68 y28a w30 h38"><div class="t m0 x4d h43 ye1 ff3 fs5 fc0 sc0 ls0 ws0">84 409<span class="ff1"> </span></div></div><div class="c x69 y28a w2f h38"><div class="t m0 x4e h43 ye1 ff3 fs5 fc0 sc0 ls0 ws0">6,79%<span class="ff1"> </span></div></div><div class="c x6a y28a w31 h38"><div class="t m0 x53 h43 ye1 ff3 fs5 fc0 sc0 ls0 ws0">90 065<span class="ff1"> </span></div></div><div class="c x6d y28a w32 h38"><div class="t m0 x48 h43 ye1 ff3 fs5 fc0 sc0 ls1c ws0">107%<span class="ff1 ls0"> </span></div></div><div class="c x2 y28b w2d h2e"><div class="t m0 x4d h2d y159 ff6 fs5 fc0 sc0 ls0 ws0">Zysk przed </div><div class="t m0 x4f h2d y86 ff6 fs5 fc0 sc0 ls0 ws0">opodatkowaniem<span class="_ _0"></span>  </div></div><div class="c x66 y28b w2e h2e"><div class="t m0 x52 h43 yb7 ff3 fs5 fc0 sc0 ls0 ws0">156 057<span class="ff1"> </span></div></div><div class="c x67 y28b w2f h2e"><div class="t m0 x4e h43 yb7 ff3 fs5 fc0 sc0 ls0 ws0">6,23%<span class="ff1"> </span></div></div><div class="c x68 y28b w30 h2e"><div class="t m0 x4d h43 yb7 ff3 fs5 fc0 sc0 ls0 ws0">70 273<span class="ff1"> </span></div></div><div class="c x69 y28b w2f h2e"><div class="t m0 x4e h43 yb7 ff3 fs5 fc0 sc0 ls0 ws0">5,65%<span class="ff1"> </span></div></div><div class="c x6a y28b w31 h2e"><div class="t m0 x53 h43 yb7 ff3 fs5 fc0 sc0 ls0 ws0">85 784<span class="ff1"> </span></div></div><div class="c x6d y28b w32 h2e"><div class="t m0 x48 h43 yb7 ff3 fs5 fc0 sc0 ls1c ws0">122%<span class="ff1 ls0"> </span></div></div><div class="c x2 y28c w2d h4c"><div class="t m0 x3b h2d y261 ff6 fs5 fc0 sc0 ls0 ws0">Zysk netto  </div></div><div class="c x66 y28c w2e h4c"><div class="t m0 x52 h43 y28d ff3 fs5 fc0 sc0 ls0 ws0">128 010<span class="ff1"> </span></div></div><div class="c x67 y28c w2f h4c"><div class="t m0 x4e h43 y28d ff3 fs5 fc0 sc0 ls0 ws0">5,11%<span class="ff1"> </span></div></div><div class="c x68 y28c w30 h4c"><div class="t m0 x4d h43 y28d ff3 fs5 fc0 sc0 ls0 ws0">58 193<span class="ff1"> </span></div></div><div class="c x69 y28c w2f h4c"><div class="t m0 x4e h43 y28d ff3 fs5 fc0 sc0 ls0 ws0">4,68%<span class="ff1"> </span></div></div><div class="c x6a y28c w31 h4c"><div class="t m0 x53 h43 y28d ff3 fs5 fc0 sc0 ls0 ws0">69 817<span class="ff1"> </span></div></div><div class="c x6d y28c w32 h4c"><div class="t m0 x48 h43 y28d ff3 fs5 fc0 sc0 ls1c ws0">120%<span class="ff1 ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h8 y28e ff1 fs3 fc0 sc0 ls0 ws0">W <span class="_ _c"></span>2021 <span class="_ _c"></span><span class="ff2">roku <span class="_ _c"></span>G<span class="_ _8"></span>rupa <span class="_ _c"></span>MIRB<span class="_ _8"></span>UD <span class="_ _c"></span>osiągnęła <span class="_ _c"></span>prz<span class="_ _8"></span>ychody <span class="_ _c"></span>o <span class="_ _f"></span></span><span class="ls11">10</span>2<span class="ls1e">% <span class="_ _c"></span></span><span class="ff2">wyżs<span class="_ _8"></span>ze <span class="_ _c"></span>niż <span class="_ _c"></span>w <span class="_ _c"></span></span>an<span class="_ _8"></span>alogicznym <span class="_ _c"></span>ok<span class="_ _8"></span>resie <span class="_ _f"></span><span class="ls11">20<span class="ls9">20<span class="_ _0"></span><span class="ls0"> </span></span></span></div><div class="t m0 x2 h8 y28f ff1 fs3 fc0 sc0 ls0 ws0">roku, <span class="_ _8"></span>c<span class="ff2">o <span class="_ _8"></span>wy<span class="_ _8"></span>nikało <span class="_ _8"></span>głównie <span class="_ _8"></span>z<span class="_ _8"></span> <span class="_ _8"></span>znacznego <span class="_ _c"></span></span>wzrostu <span class="_ _c"></span><span class="ff2">przy<span class="_ _8"></span>chodów <span class="_ _8"></span>ze <span class="_ _8"></span>sprz<span class="_ _8"></span>edaży <span class="_ _c"></span></span>z <span class="_ _8"></span><span class="ff2">działalności <span class="_ _8"></span>bud<span class="_ _8"></span>owlano <span class="_ _c"></span>–</span> </div><div class="t m0 x2 h8 y290 ff2 fs3 fc0 sc0 ls0 ws0">montażowej<span class="ff1"> <span class="_ _25"> </span></span>zwł<span class="_ _8"></span>aszcza <span class="_ _25"> </span><span class="ff1">w <span class="_ _25"> </span>segm<span class="_ _8"></span>encie <span class="_ _25"> </span></span>robót <span class="_ _31"> </span>inżynieryjno<span class="ff1">-<span class="_ _8"></span>drogowych <span class="_ _25"> </span></span>i<span class="_ _8"></span> <span class="_ _25"> </span>segmencie <span class="_ _25"> </span>budynków<span class="_ _8"></span> </div><div class="t m0 x2 h8 y291 ff2 fs3 fc0 sc0 ls0 ws0">przemysłowych i <span class="_ _3"></span>usłu<span class="_ _8"></span>gowych<span class="ff1">. </span>Rentowność ze <span class="_ _3"></span>s<span class="_ _8"></span>przedaży w <span class="_ _3"></span>tym okresie spadła <span class="_ _3"></span><span class="ff1 ls11">o <span class="ls0">1,8 <span class="_ _0"></span>p.p. <span class="_ _0"></span>w <span class="_ _0"></span>stosunku do </span></span></div><div class="t m0 x2 h8 y292 ff1 fs3 fc0 sc0 ls13 ws0">ro<span class="ls12">ku<span class="ls0"> <span class="ls11">20<span class="ls9">20<span class="_ _0"></span><span class="lsd">, n<span class="ls0">atomiast <span class="ff2">r<span class="_ _8"></span>entowność netto był<span class="_ _8"></span></span>a <span class="ff2">wyższ<span class="_ _8"></span></span>a <span class="ls11">o 0,43</span> <span class="ls11">p.p <span class="_ _8"></span></span><span class="ff2">niż w </span><span class="ls11">20<span class="ls9">20</span></span> roku. </span></span></span></span></span></span></div></div></div><div class="pi" ></div></div><div id="pf17" class="pf w0 h0" ><div class="pc pc17 w0 h0"><img class="bi x18 y2a w6 h5" alt="" src="data:image/png;base64,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"/><div class="c x0 y1 w2 h0"><div class="t m0 x5 h6 y2b ff4 fs2 fc2 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI GRUPY KAPITAŁOWEJ <span class="ff3">MIRBUD ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc3"> </span></span></div><div class="t m0 x6 h4 y2c ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y2d w4 ha"><div class="t m0 x20 h8 y85 ff2 fs3 fc2 sc0 ls0 ws0">Grupa Kapitałowa MIR<span class="_ _8"></span>BUD<span class="ff1"> <span class="ls6">| <span class="_ _8"></span></span></span>Ocena zarządzan<span class="_ _8"></span>ia zasobami finans<span class="_ _8"></span>owymi i płynnością<span class="_ _c"></span><span class="ff1"> </span></div></div><div class="c x9 y2d w5 ha"><div class="t m0 xa h4 y86 ff3 fs1 fc4 sc0 ls3 ws0">23<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h4 y31 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y18e ff1 fs3 fc0 sc0 ls0 ws0">Na <span class="_ _f"></span>poziom <span class="_ _c"></span>wyn<span class="_ _8"></span>iku <span class="_ _f"></span>ze <span class="_ _c"></span><span class="ff2">s<span class="_ _8"></span>przedaży <span class="_ _f"></span>znaczący <span class="_ _f"></span>wpływ <span class="_ _f"></span>miała <span class="_ _c"></span>zmiana <span class="_ _f"></span>ujęcia <span class="_ _f"></span>przez <span class="_ _f"></span>MARYWILSKA <span class="_ _f"></span>44 <span class="_ _c"></span>sp. <span class="_ _f"></span>z </span></div><div class="t m0 x2 h8 y22f ff2 fs3 fc0 sc0 ls0 ws0">o.o.  rozliczania kosztów<span class="_ _8"></span> dotycz<span class="_ _8"></span>ących wieloletnich umów dzierż<span class="_ _8"></span>awy gruntów p<span class="_ _8"></span>ołożonych w Wars<span class="_ _8"></span>zawie, </div><div class="t m0 x2 h8 y34 ff1 fs3 fc0 sc0 ls0 ws0">przy <span class="_ _6"></span>ul. <span class="ff2">Marywilskiej. <span class="_ _6"></span>Od <span class="_ _6"></span>początku <span class="_ _6"></span>2021</span> <span class="_ _6"></span><span class="ff2">r. <span class="_ _6"></span>Spółka <span class="_ _6"></span>ujmuje <span class="_ _6"></span>koszty <span class="_ _6"></span>wynikające <span class="_ _6"></span>z <span class="_ _f"></span>t<span class="_ _8"></span>ych <span class="_ _6"></span>umów <span class="_ _6"> </span></span>zgodnie <span class="_ _6"></span>z </div><div class="t m0 x2 h8 y230 ff2 fs3 fc0 sc0 ls0 ws0">MSSF <span class="_ _6"></span>16 <span class="_ _f"></span>Leasing. <span class="_ _6"></span>Tym <span class="_ _6"></span>samym <span class="_ _f"></span>do <span class="_ _6"></span>końca <span class="_ _6"></span>2020<span class="ff1"> <span class="_ _6"> </span></span>r. <span class="_ _6"></span>wszys<span class="_ _8"></span>tkie <span class="_ _f"></span>opłaty <span class="_ _6"></span>wynikające <span class="_ _6"> </span>z <span class="_ _6"></span>tych <span class="_ _6"></span>umów <span class="_ _f"></span>(koszty </div><div class="t m0 x2 h8 y231 ff2 fs3 fc0 sc0 ls0 ws0">dzierżawy) <span class="_ _7"> </span>uj<span class="_ _8"></span>mowane <span class="_ _7"> </span>były<span class="_ _8"></span> <span class="_ _7"> </span>w <span class="_ _7"> </span>k<span class="_ _8"></span>osztach <span class="_ _7"> </span>podsta<span class="_ _8"></span>wowej <span class="_ _2a"> </span>działalności <span class="_ _2a"> </span>operacyj<span class="_ _8"></span>nej. <span class="_ _7"> </span>Od <span class="_ _7"> </span>początk<span class="_ _8"></span>u <span class="_ _7"> </span>2021<span class="_ _c"></span><span class="ff1"> <span class="_ _2a"> </span>r. </span></div><div class="t m0 x2 h8 y293 ff2 fs3 fc0 sc0 ls0 ws0">opłaty <span class="_ _6"> </span>wynikające <span class="_ _7"> </span>z <span class="_ _6"> </span>tych <span class="_ _7"> </span>umów <span class="_ _6"> </span>kwa<span class="_ _8"></span>lifikowane <span class="_ _6"> </span>są<span class="_ _8"></span> <span class="_ _6"> </span>jako <span class="_ _7"> </span>koszty <span class="_ _6"> </span>p<span class="_ _c"></span>ozostałej <span class="_ _6"> </span>dzia<span class="_ _8"></span>łalności <span class="_ _6"> </span>op<span class="_ _8"></span>eracyjnej <span class="_ _7"> </span>(w </div><div class="t m0 x2 h8 y294 ff2 fs3 fc0 sc0 ls0 ws0">części  jaką  stanowi  wartość<span class="_ _8"></span>  odpisów  aktualizujących  nieruchom<span class="_ _8"></span>ości  inwestycyj<span class="_ _8"></span>ne <span class="_ _2b"> </span>–<span class="ff1">  </span>dzierżawione </div><div class="t m0 x2 h8 y295 ff2 fs3 fc0 sc0 ls0 ws0">nieruchomości kwalifikow<span class="_ _8"></span>ane są jak nieruchomoś<span class="_ _8"></span>ci inwestycy<span class="_ _8"></span>jne) oraz jako koszty finansowe (w częśc<span class="_ _8"></span>i </div><div class="t m0 x2 h8 y296 ff2 fs3 fc0 sc0 ls0 ws0">dotyczącej <span class="_ _2a"> </span>częśc<span class="_ _8"></span>i <span class="_ _7"> </span>odsetk<span class="_ _8"></span>owej <span class="_ _2a"> </span>raty <span class="_ _2a"> </span>leas<span class="_ _8"></span>ingowej). <span class="_ _2a"> </span>W <span class="_ _21"> </span>związku <span class="_ _2a"> </span>z <span class="_ _2a"> </span>powyżs<span class="_ _8"></span>zym <span class="_ _2a"> </span>od <span class="_ _2a"> </span>pierwszeg<span class="_ _8"></span>o <span class="_ _2a"> </span>półrocza </div><div class="t m0 x2 h8 y297 ff2 fs3 fc0 sc0 ls0 ws0">wydatki <span class="_ _f"></span>zw<span class="_ _8"></span>iązane <span class="_ _f"></span>z <span class="_ _6"></span>umowami<span class="_ _8"></span> <span class="_ _f"></span>dzierżawy<span class="_ _8"></span> <span class="_ _f"></span>nie <span class="_ _6"></span>obciążają <span class="_ _f"></span>wy<span class="_ _8"></span>niku <span class="_ _f"></span>ze <span class="_ _6"></span>sprzedaży, <span class="_ _6"></span>a <span class="_ _f"></span>wpływaj<span class="_ _8"></span>ą <span class="_ _f"></span>do<span class="_ _8"></span>piero <span class="_ _f"></span>na </div><div class="t m0 x2 h8 y298 ff2 fs3 fc0 sc0 ls0 ws0">wynik <span class="_ _7"> </span>operacyjny <span class="_ _7"> </span>i <span class="_ _6"> </span>niższe <span class="_ _7"> </span>pozycje <span class="_ _7"> </span>rachunku <span class="_ _6"> </span>wy<span class="_ _8"></span>ników.<span class="_ _8"></span><span class="ff1"> <span class="_ _7"> </span></span>Przyjmując <span class="_ _7"> </span>metodykę <span class="_ _6"> </span>wyl<span class="_ _8"></span>iczenia <span class="_ _6"> </span>re<span class="_ _8"></span>ntownośc<span class="_ _8"></span><span class="ff1 ls10">i </span></div><div class="t m0 x2 h8 y299 ff2 fs3 fc0 sc0 ls0 ws0">zastosowaną <span class="_ _7"> </span><span class="ff1">przez <span class="_ _7"> </span>Maryw<span class="_ _8"></span>ilska <span class="_ _7"> </span>44 <span class="_ _6"> </span>s<span class="_ _8"></span>p. <span class="_ _7"> </span>z <span class="_ _7"> </span>o.o. <span class="_ _7"> </span></span>dla <span class="_ _7"> </span>okresu <span class="_ _7"> </span>poprzedzającego <span class="_ _7"> </span>całk<span class="_ _8"></span>owita <span class="_ _7"> </span>rentowność <span class="_ _7"> </span>ze </div><div class="t m0 x2 h8 y29a ff2 fs3 fc0 sc0 ls0 ws0">sprzedaży Grupy k<span class="_ _8"></span>apitałowej MIRBUD w <span class="_ _8"></span>okresie 2021<span class="_ _8"></span><span class="ff1"> r. </span>ks<span class="_ _8"></span>ztałtowałaby się <span class="ff1">n<span class="_ _8"></span>a poziomie 8,<span class="_ _8"></span>7% </span></div><div class="t m0 x2 h8 y29b ff2 fs3 fc0 sc0 ls0 ws0">Spółki <span class="_ _0"></span>z Grupy <span class="_ _3"></span>osiągnęły dodatni wynik <span class="_ _3"></span>finansowy wypracowany gł<span class="_ _8"></span>ównie <span class="ff1 lsf">w <span class="_ _3"></span><span class="ls0">oparciu o <span class="_ _0"></span>nowo <span class="_ _0"></span>realizowane </span></span></div><div class="t m0 x2 h8 y29c ff2 fs3 fc0 sc0 ls0 ws0">kontrakty, <span class="_ _f"></span>a <span class="_ _f"></span>także <span class="_ _f"></span>zwiększaj<span class="_ _8"></span>ącą <span class="_ _f"></span>się <span class="_ _f"></span>sprzedaż <span class="_ _f"></span>i <span class="_ _f"></span>rentowność <span class="_ _f"></span>z <span class="_ _f"></span>działalnoś<span class="_ _8"></span>ci <span class="_ _f"></span>deweloperskiej<span class="_ _c"></span><span class="ff1">. <span class="_ _f"></span>Na <span class="_ _f"></span>pozio<span class="_ _8"></span>m </span></div><div class="t m0 x2 h8 y29d ff2 fs3 fc0 sc0 ls0 ws0">rentowności  <span class="ff1">G</span>rupy  znaczny <span class="_ _28"> </span>wpływ  miała  ujemna  rentowność  w <span class="_ _28"> </span>segmencie  <span class="ff1">wynajmu  powierzchni<span class="_ _8"></span> </span></div><div class="t m0 x2 h8 y29e ff1 fs3 fc0 sc0 ls0 ws0">handlowych. </div><div class="t m0 x2 h8 y29f ff1 fs3 fc0 sc0 ls0 ws0">Na poziom <span class="ff2">rentownośc<span class="_ _8"></span>i Spółek z Grupy w <span class="_ _8"></span>20</span>21 r. <span class="ff2">wp<span class="_ _8"></span>ływ miał</span>y:<span class="_ _8"></span> </div><div class="t m0 x36 h8 y12 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span>s<span class="_ _8"></span>padek <span class="ff2">rentowności kontra<span class="_ _8"></span>któw drogowych;<span class="_ _8"></span></span>  </div><div class="t m0 x36 h8 y2a0 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">s<span class="_ _8"></span>padek <span class="_ _3"></span>rent<span class="_ _8"></span>owności <span class="_ _0"></span>w <span class="_ _3"></span>seg<span class="_ _8"></span>mencie <span class="_ _3"></span>bu<span class="_ _8"></span>dynków <span class="_ _0"></span>produkcyj<span class="_ _8"></span>nych <span class="_ _3"></span>i usługowych, <span class="_ _3"></span>który wynikał <span class="_ _3"></span>z <span class="_ _0"></span>straty </span></div><div class="t m0 x25 h8 y2a1 ff1 fs3 fc0 sc0 ls0 ws0">poniesionej <span class="_ _21"> </span>w <span class="_ _21"> </span>20<span class="_ _8"></span>21 <span class="_ _2a"> </span>na  pojedynczym <span class="_ _21"> </span>kontrakcie <span class="_ _21"> </span>bud<span class="_ _8"></span>owy <span class="_ _21"> </span>hali  <span class="ff2">logistycznej <span class="_ _21"> </span>we <span class="_ _21"> </span>Wrześni <span class="_ _21"> </span>po<span class="_ _8"></span>d </span></div><div class="t m0 x25 h8 y2a2 ff1 fs3 fc0 sc0 ls0 ws0">Poznaniem dla vida<span class="_ _8"></span>XL; </div><div class="t m0 x36 h8 y2a3 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span>s<span class="_ _8"></span>padek <span class="ff2">rentowności JHM D<span class="_ _8"></span>EVELOPMENT S<span class="_ _8"></span>.A.</span>;<span class="lsd">  <span class="_ _8"></span></span> </div><div class="t m0 x36 h8 y2a4 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">r<span class="_ _8"></span>ozliczenie <span class="_ _3"></span>częściowe <span class="_ _3"></span>dotac<span class="_ _8"></span>ji <span class="_ _3"></span>otrzymanej <span class="_ _3"></span>na <span class="_ _3"></span>bud<span class="_ _8"></span>owę <span class="_ _3"></span>obiektu <span class="_ _3"></span>w <span class="_ _3"></span>kw<span class="_ _8"></span>ocie <span class="_ _3"></span>ok. <span class="ff1">9,4 <span class="_ _2"></span><span class="ff2">mln<span class="_ _8"></span> <span class="_ _3"></span>zł<span class="ff1">;</span>( <span class="_ _3"></span>w <span class="_ _3"></span>związku </span></span></span></div><div class="t m0 x25 h8 y2a5 ff2 fs3 fc0 sc0 ls0 ws0">ze sprzedażą <span class="ff1">dru<span class="_ _8"></span>giej </span>częś<span class="_ _8"></span>ci nieruchomości w Ostródz<span class="_ _8"></span>ie)<span class="ff1">; </span></div><div class="t m0 x36 h8 y2a6 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span>wz<span class="_ _8"></span>rost <span class="ff2">rentowności Spółki MARYWIL<span class="_ _8"></span>SKA 44 Sp. z o.o w drugiej połowie 2021 roku wynikaj<span class="_ _8"></span>ący </span></div><div class="t m0 x25 h8 y2a7 ff1 fs3 fc0 sc0 ls12 ws0">z <span class="_ _f"></span><span class="ff2 ls0">zmiany <span class="_ _f"></span>ujęcia <span class="_ _f"></span>kosztów <span class="_ _f"></span>dzierż<span class="_ _8"></span>awy <span class="_ _f"></span>(o <span class="_ _f"></span>którym <span class="_ _f"></span>napisano <span class="_ _f"></span>powy<span class="_ _8"></span>żej) <span class="_ _f"></span>oraz <span class="_ _f"></span>rezygnacj<span class="_ _8"></span>i <span class="_ _f"></span>w <span class="_ _f"></span>Polsce <span class="_ _f"></span>z </span></div><div class="t m0 x25 h8 y2a8 ff2 fs3 fc0 sc0 ls0 ws0">ograniczeń <span class="_ _25"> </span>cov<span class="_ _8"></span>idowych, <span class="_ _31"> </span>co <span class="_ _25"> </span>umożliwiło <span class="_ _31"> </span>spowodowało <span class="_ _31"> </span>powrót <span class="_ _25"> </span>do <span class="_ _31"> </span>umownych <span class="_ _31"> </span>stawek </div><div class="t m0 x25 h8 y2a9 ff1 fs3 fc0 sc0 ls12 ws0">czy<span class="ff2 ls0">nszowych dla najemców <span class="_ _8"></span><span class="ff1">Centrum Handlow<span class="_ _8"></span>ego MARYWILS<span class="_ _8"></span>KA 44; </span></span></div><div class="t m0 x36 h8 y2aa ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span>dotacj<span class="_ _8"></span>e otrzymane przez <span class="_ _0"></span>Marywilska 44 Sp. z <span class="_ _0"></span><span class="ls11">o.o.<span class="ls0"> <span class="ff2">w <span class="_ _3"></span>z<span class="_ _8"></span>wiązku z wystąpieniem pandem<span class="ff1">ii COViD-</span></span></span></span></div><div class="t m0 x25 h8 y2ab ff1 fs3 fc0 sc0 ls11 ws0">19<span class="ls0"> <span class="ff2">wyni<span class="_ _0"></span>kające z <span class="_ _3"></span>u<span class="_ _8"></span>dzielonej obniżki <span class="_ _0"></span>czynszu dzierżawnego za <span class="_ _3"></span>najem nieruchomoś<span class="_ _8"></span>ci <span class="_ _0"></span>gruntowych </span></span></div><div class="t m0 x25 h8 y2ac ff2 fs3 fc0 sc0 ls0 ws0">położonej w Warszawi<span class="_ _8"></span>e, przy ul. Maryw<span class="_ _8"></span>ilskiej<span class="ff1">.<span class="_ _8"></span> </span></div><div class="t m0 x25 h3 y2ad ff1 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h4 y2ae ff3 fs1 fc0 sc0 ls0 ws0">3.2.<span class="ff1"> <span class="_ _7"> </span><span class="ff5">Ocena zarządzania zas<span class="_ _3"></span>obami finansowymi<span class="ff6"> </span>i płynnością <span class="_ _0"></span><span class="ff1"> </span></span></span></div><div class="t m0 x2 h8 y2af ff1 fs3 fc0 sc0 ls0 ws0">Zarzadzanie <span class="_ _1b"> </span>z<span class="_ _8"></span>asobami <span class="_ _1b"> </span>f<span class="_ _8"></span>inansowymi <span class="_ _1b"> </span>G<span class="_ _8"></span>rupy <span class="_ _d"> </span>MIRBUD <span class="_ _d"> </span><span class="ff2">zakłada <span class="_ _1b"> </span>oparc<span class="_ _8"></span>ie <span class="_ _1b"> </span>stru<span class="_ _8"></span>ktury <span class="_ _d"> </span>finasowania <span class="_ _1b"> </span>o </span></div><div class="t m0 x2 h8 y2b0 ff2 fs3 fc0 sc0 ls0 ws0">długoterminowe <span class="_ _28"> </span>źródła <span class="_ _28"> </span>finansowania<span class="_ _8"></span>. <span class="_ _21"> </span>Spółk<span class="_ _8"></span>i <span class="_ _21"> </span>z  Grupy <span class="_ _21"> </span>finansują <span class="_ _28"> </span>prowadzoną  działalność <span class="_ _21"> </span>w <span class="_ _2b"> </span><span class="ff1 ls11">72<span class="ls0">% <span class="_ _21"> </span>w<span class="_ _8"></span> </span></span></div><div class="t m0 x2 h8 y2b1 ff2 fs3 fc0 sc0 ls0 ws0">oparciu o kapitał obcy<span class="_ _8"></span> poprzez:<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x36 h8 y2b2 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span>k<span class="_ _8"></span>redyty, </div><div class="t m0 x36 h8 y2b3 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span>p<span class="ff2">oż<span class="_ _8"></span>yczki</span>, </div><div class="t m0 x36 h8 y2b4 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span>z<span class="_ _8"></span>aliczki,  </div><div class="t m0 x36 h8 y187 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span>leasi<span class="_ _8"></span>ng, </div><div class="t m0 x36 h8 y188 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span>fac<span class="_ _8"></span>toring.  </div><div class="t m0 x2 h8 y2b5 ff2 fs3 fc0 sc0 ls0 ws0">Spółki <span class="_ _21"> </span>dok<span class="_ _8"></span>ładają <span class="_ _21"> </span>stara<span class="_ _8"></span>ń <span class="_ _21"> </span>b<span class="_ _8"></span>y <span class="_ _21"> </span>finans<span class="_ _8"></span>owanie <span class="_ _21"> </span>k<span class="_ _8"></span>a<span class="_ _8"></span>pitałem <span class="_ _28"> </span>obcym <span class="_ _28"> </span>było <span class="_ _21"> </span>z<span class="_ _8"></span>dywersyfikowane<span class="_ _8"></span><span class="ff1">, <span class="_ _28"> </span></span>zarówno  jeżeli </div><div class="t m0 x2 h8 y2b6 ff2 fs3 fc0 sc0 ls0 ws0">chodzi o instytucję finans<span class="_ _8"></span>ująca jak i wykorzy<span class="_ _8"></span>stywane produkty finansow<span class="_ _8"></span>e.<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 y2b7 ff2 fs3 fc0 sc0 ls0 ws0">Za <span class="_ _26"> </span>zarządzanie <span class="_ _26"> </span>p<span class="_ _8"></span>łynnością <span class="_ _26"> </span>finans<span class="_ _8"></span>ową <span class="_ _26"> </span>w <span class="_ _26"> </span>Grupie<span class="_ _8"></span> <span class="_ _26"> </span>odpowiada <span class="_ _26"> </span>Z<span class="_ _8"></span>arząd <span class="_ _26"> </span>Jednostki <span class="_ _26"> </span>Do<span class="_ _8"></span>minującej. </div><div class="t m0 x2 h8 y2b8 ff2 fs3 fc0 sc0 ls0 ws0">Podstawowymi celam<span class="_ _8"></span>i zarządzania zasobam<span class="_ _8"></span>i fina<span class="_ _8"></span>nsowymi i pły<span class="_ _8"></span>nnością w Grupie s<span class="_ _8"></span>ą: <span class="ff1"> </span></div></div></div><div class="pi" ></div></div><div id="pf18" class="pf w0 h0" ><div class="pc pc18 w0 h0"><img class="bi x18 y2a w6 h5" alt="" src="data:image/png;base64,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"/><div class="c x0 y1 w2 h0"><div class="t m0 x5 h6 y2b ff4 fs2 fc2 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI GRUPY KAPITAŁOWEJ <span class="ff3">MIRBUD ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc3"> </span></span></div><div class="t m0 x6 h4 y2c ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y2d w4 ha"><div class="t m0 x20 h8 y85 ff2 fs3 fc2 sc0 ls0 ws0">Grupa Kapitałowa MIR<span class="_ _8"></span>BUD<span class="ff1"> <span class="ls6">| <span class="_ _8"></span></span>Ocena zar</span>z<span class="_ _8"></span>ądzania zasobami fina<span class="_ _8"></span>nsowymi i płynnośc<span class="_ _8"></span>ią<span class="_ _8"></span><span class="ff1"> </span></div></div><div class="c x9 y2d w5 ha"><div class="t m0 xa h4 y86 ff3 fs1 fc4 sc0 ls3 ws0">24<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h4 y31 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x36 h8 y18e ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">z<span class="_ _8"></span>apewnienie stabilnego i <span class="_ _8"></span>efektywnego finanso<span class="_ _8"></span>wania działalnośc<span class="_ _8"></span>i Grupy,<span class="_ _8"></span></span> </div><div class="t m0 x36 h8 y22f ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">c<span class="_ _8"></span>iągłe monitorowan<span class="_ _8"></span>ie poziomu zadłużenia G<span class="_ _8"></span>rupy,<span class="_ _8"></span></span> </div><div class="t m0 x36 h8 y34 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">efekty<span class="_ _8"></span>wne zarządzanie k<span class="_ _8"></span>apitałem obrotowym,<span class="_ _8"></span></span> </div><div class="t m0 x36 h8 y230 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">k<span class="_ _8"></span>oordynowanie <span class="_ _6"></span>przez <span class="_ _f"></span>Jedn<span class="_ _8"></span>ostkę <span class="_ _f"></span>Domi<span class="_ _8"></span>nującą <span class="_ _f"></span>proc<span class="_ _8"></span>esów <span class="_ _6"> </span>zarz<span class="_ _8"></span>ądzania <span class="_ _6"></span>płynnością <span class="_ _6"></span>finansową <span class="_ _f"></span>w<span class="_ _8"></span> </span></div><div class="t m0 x25 h8 y231 ff2 fs3 fc0 sc0 ls0 ws0">spółkach Grupy.<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 y232 ff2 fs3 fc0 sc0 ls0 ws0">Są one <span class="_ _8"></span>realizowane <span class="_ _8"></span>w <span class="_ _8"></span>reakcji <span class="_ _8"></span>na zmieniające <span class="_ _8"></span>się <span class="_ _8"></span>uwarunkowa<span class="_ _8"></span>nia ekonom<span class="_ _8"></span>iczne i <span class="_ _8"></span>gospodarcz<span class="_ _8"></span>e <span class="_ _c"></span><span class="ff1">poprzez </span></div><div class="t m0 x2 h8 y233 ff2 fs3 fc0 sc0 ls0 ws0">efektywne zarządz<span class="_ _8"></span>anie ryzykiem kredytowym<span class="_ _8"></span><span class="ff1">, s<span class="_ _8"></span>topy procentowej <span class="_ _8"></span>i walutowym.<span class="_ _8"></span> </span></div><div class="t m0 x2 h8 y234 ff2 fs3 fc0 sc0 ls0 ws0">Strategia <span class="_ _6"></span>Grupy <span class="_ _f"></span>prz<span class="_ _8"></span>ewiduje <span class="_ _6"></span>w <span class="_ _f"></span>kolejnyc<span class="_ _8"></span>h <span class="_ _f"></span>latach, <span class="_ _6"> </span>dals<span class="_ _8"></span>zą <span class="_ _f"></span>s<span class="_ _8"></span>topniową <span class="_ _f"></span>za<span class="_ _8"></span>mianę <span class="_ _f"></span>d<span class="_ _8"></span>ługu <span class="_ _6"></span>krótkoterminowego<span class="_ _8"></span> </div><div class="t m0 x2 h8 y235 ff2 fs3 fc0 sc0 ls0 ws0">finansującego  pojedyncze<span class="_ _8"></span>  kontrakty  budowlane  na  finansowa<span class="_ _8"></span>nie  długoterminowe <span class="_ _13"> </span>ze  szczególnym </div><div class="t m0 x2 h8 y236 ff2 fs3 fc0 sc0 ls0 ws0">uwzględnieniem <span class="_ _b"> </span>zaliczek <span class="_ _32"> </span>od <span class="_ _32"> </span>Zamawiającego <span class="_ _32"> </span>prz<span class="_ _8"></span>y <span class="_ _32"> </span>kontraktach <span class="_ _32"> </span>infrastrukt<span class="_ _c"></span><span class="ff1">uralnych <span class="_ _32"> </span>oraz <span class="_ _32"> </span>w </span></div><div class="t m0 x2 h8 y237 ff2 fs3 fc0 sc0 ls0 ws0">długoterminowej pers<span class="_ _8"></span>pektywie stopniową r<span class="_ _8"></span>edukcję zadłużenia. <span class="_ _c"></span><span class="ff1"> </span></div><div class="t m0 x2 h9 y2b9 ff2 fs3 fc0 sc0 ls0 ws0">Monitorowanie <span class="_ _c"></span>efektywnośc<span class="_ _8"></span>i <span class="_ _8"></span>zarządzania <span class="_ _8"></span>zas<span class="_ _8"></span>obami <span class="_ _8"></span>fi<span class="_ _8"></span>nansowymi<span class="_ _8"></span><span class="ff1 fs4"> <span class="_ _c"></span></span>odbywa <span class="_ _8"></span>się<span class="_ _8"></span> <span class="_ _8"></span>m.in. <span class="_ _8"></span>prz<span class="_ _8"></span>y <span class="_ _8"></span>wykorz<span class="_ _8"></span>ystaniu </div><div class="t m0 x2 h8 y238 ff2 fs3 fc0 sc0 ls0 ws0">poniższych ws<span class="_ _8"></span>kaźników:<span class="ff1"> </span></div><div class="t m0 x2 h4d y2ba ff7 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h2c y2bb ff8 fs5 fc0 sc0 ls0 ws0">Tabela: Wskaźni<span class="_ _3"></span>k<span class="_ _8"></span>i zadłużenia Gr<span class="_ _0"></span>upy<span class="ff7"> MIRBUD <span class="_ _0"></span> </span></div></div><div class="c x2 y2bc w33 h4e"><div class="t m0 x6f he y2bd ff5 fs2 fc0 sc0 ls0 ws0">Wyszczególnienie<span class="ff6"> </span></div></div><div class="c x70 y2bc w34 h4e"><div class="t m0 x48 he y2bd ff6 fs2 fc0 sc0 ls0 ws0">31.<span class="lsa">12</span>.2021 </div></div><div class="c x71 y2bc w35 h4e"><div class="t m0 x41 he y2bd ff6 fs2 fc0 sc0 ls0 ws0">31.12.2020 </div></div><div class="c x2 y2be w33 h4f"><div class="t m0 xa he y2bf ff5 fs2 fc0 sc0 ls0 ws0">Wskaźnik ogólnego zadłużenia<span class="ff6"> </span></div><div class="t m0 xa he y2c0 ffb fs2 fc0 sc0 ls0 ws0">Zobowiązania ogółem / Aktywa<span class="ff6"> </span></div></div><div class="c x70 y2be w34 h4f"><div class="t m0 x72 he y2c1 ff6 fs2 fc0 sc0 ls0 ws0">0,71 </div></div><div class="c x71 y2be w35 h4f"><div class="t m0 x73 he y2c1 ff6 fs2 fc0 sc0 ls0 ws0">0,70 </div></div><div class="c x2 y240 w33 h50"><div class="t m0 xa he y2c2 ff5 fs2 fc0 sc0 ls0 ws0">Wskaźnik zadłużenia długoterminowego<span class="ff6"> </span></div><div class="t m0 xa he yb2 ffb fs2 fc0 sc0 ls0 ws0">Zobowiązania długoterminowe / Aktywa<span class="ff6"> </span></div></div><div class="c x70 y240 w34 h50"><div class="t m0 x72 he y2c3 ff6 fs2 fc0 sc0 ls0 ws0">0,33 </div></div><div class="c x71 y240 w35 h50"><div class="t m0 x73 he y2c3 ff6 fs2 fc0 sc0 ls0 ws0">0,39 </div></div><div class="c x2 y2c4 w33 h50"><div class="t m0 xa he y2c2 ff5 fs2 fc0 sc0 ls0 ws0">Wskaźnik zadłużenia krótkoterminowego<span class="ff6"> </span></div><div class="t m0 xa he yb2 ffb fs2 fc0 sc0 ls0 ws0">Zobowiązania krótkoterminowe / Aktywa<span class="ff6"> </span></div></div><div class="c x70 y2c4 w34 h50"><div class="t m0 x72 he y2c3 ff6 fs2 fc0 sc0 ls0 ws0">0,39 </div></div><div class="c x71 y2c4 w35 h50"><div class="t m0 x73 he y2c3 ff6 fs2 fc0 sc0 ls0 ws0">0,31 </div></div><div class="c x2 y2c5 w33 h50"><div class="t m0 xa he y2c2 ff5 fs2 fc0 sc0 ls0 ws0">Wskaźnik zadłużenia kapitału własnego<span class="ff6"> </span></div><div class="t m0 xa he y2c6 ffb fs2 fc0 sc0 ls0 ws0">Zobowiązania / Kapitał własny<span class="ff6"> </span></div></div><div class="c x70 y2c5 w34 h50"><div class="t m0 x72 he y2c3 ff6 fs2 fc0 sc0 ls0 ws0">2,50 </div></div><div class="c x71 y2c5 w35 h50"><div class="t m0 x73 he y2c3 ff6 fs2 fc0 sc0 ls0 ws0">2,33 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h4d y2c7 ff7 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y2c8 ff1 fs3 fc0 sc0 ls0 ws0">W raportowanym ok<span class="_ _8"></span>resie poziom <span class="_ _8"></span><span class="ff2">zadłużen<span class="_ _8"></span>ia wzrósł<span class="_ _8"></span> o </span>1<span class="ls1e">%,</span> <span class="ff2">zmianie u<span class="_ _8"></span>legła rów<span class="_ _8"></span>nież </span>jego<span class="_ _8"></span> struktura <span class="ff2">(sp<span class="_ _8"></span>adł </span></div><div class="t m0 x2 h8 y2c9 ff1 fs3 fc0 sc0 ls11 ws0">o <span class="_ _13"> </span><span class="ls0">6 <span class="ff2">p.p. <span class="_ _2b"> </span>udz<span class="_ _8"></span>iał <span class="_ _13"> </span>zadłużenia <span class="_ _13"> </span>długotermi<span class="_ _8"></span>nowego <span class="_ _13"> </span>a <span class="_ _13"> </span>w<span class="_ _8"></span>zrósł <span class="_ _13"> </span>udział <span class="_ _13"> </span>zadłużenia <span class="_ _13"> </span>krótkoterm<span class="_ _8"></span>inowego<span class="_ _8"></span></span><span class="ls13">) <span class="_ _2b"> </span></span>c<span class="_ _8"></span>o </span></div><div class="t m0 x2 h8 y2ca ff2 fs3 fc0 sc0 ls0 ws0">wynikało z:<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 y2cb ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x36 h8 y2cc ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">z<span class="_ _8"></span>akupu w <span class="_ _8"></span>leasingu <span class="_ _8"></span>przez <span class="_ _8"></span>MIRBUD <span class="_ _8"></span>S.A. <span class="_ _8"></span>i <span class="_ _8"></span>KOBYLARNIA <span class="_ _8"></span>S.A. <span class="_ _8"></span>maszyn <span class="_ _8"></span>i <span class="_ _8"></span>urządzeń <span class="_ _8"></span>oraz <span class="_ _8"></span>środków </span></div><div class="t m0 x25 h8 y2cd ff2 fs3 fc0 sc0 ls0 ws0">transportu <span class="_ _1a"> </span>za <span class="_ _1a"> </span>kw<span class="_ _8"></span>otę <span class="_ _1a"> </span>ok <span class="_ _1b"> </span><span class="ff1 ls11">23,3<span class="ls0"> <span class="_ _1b"> </span></span></span>mln <span class="_ _1a"> </span>zł <span class="_ _1a"> </span>–<span class="ff1"> <span class="_ _1b"> </span></span>wzrost <span class="_ _1a"> </span>d<span class="_ _8"></span>ługoterminowych <span class="_ _1a"> </span>i <span class="_ _1b"> </span>krótko<span class="_ _8"></span><span class="ff1">termin<span class="_ _8"></span>owych </span></div><div class="t m0 x25 h8 y2ce ff2 fs3 fc0 sc0 ls0 ws0">zobowiązania finansowy<span class="_ _8"></span>ch<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x36 h8 yed ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">Wzr<span class="_ _8"></span>ostu <span class="_ _8"></span>zobowiązań <span class="_ _8"></span>hand<span class="_ _8"></span>lowych <span class="_ _8"></span>spowodo<span class="_ _8"></span>wanego <span class="_ _8"></span>dw<span class="_ _8"></span>ukrotnym <span class="_ _8"></span>wzrostem <span class="_ _8"></span>s<span class="_ _8"></span>kali d<span class="_ _8"></span>ziałalności <span class="_ _8"></span>w </span></div><div class="t m0 x25 h8 yee ff1 fs3 fc0 sc0 ls0 ws0">segmencie <span class="_ _14"> </span>b<span class="_ _8"></span>udowlano <span class="_ _14"> </span><span class="ff2">–<span class="_ _8"></span></span> <span class="_ _14"> </span><span class="ff2">montaż<span class="_ _8"></span>owym <span class="_ _14"> </span>(przej<span class="_ _8"></span>ście <span class="_ _14"> </span>dużych <span class="_ _1a"> </span>projektów <span class="_ _14"> </span>drogo<span class="_ _8"></span>wych <span class="_ _14"> </span>w <span class="_ _1a"> </span>fazę </span></div><div class="t m0 x25 h8 y2cf ff1 fs3 fc0 sc0 ls0 ws0">zawansowanej realizacj<span class="_ _8"></span>i)  </div><div class="t m0 x25 h8 y2d0 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x36 h8 y2d1 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span>Em<span class="_ _8"></span>isji przez JHM D<span class="_ _8"></span>EVELOPEMENT ob<span class="_ _8"></span>ligacji serii E <span class="_ _8"></span> </div><div class="t m0 x25 h8 y2d2 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x36 h8 y2d3 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">z<span class="_ _8"></span>apadalności <span class="_ _7"> </span>w<span class="_ _8"></span> <span class="_ _7"> </span>2022 <span class="_ _7"> </span>kr<span class="_ _8"></span>edytów <span class="_ _2a"> </span>obrotowych <span class="_ _21"> </span>zaciągni<span class="_ _8"></span>ętych <span class="_ _7"> </span>przez <span class="_ _2a"> </span>MIRBUD <span class="_ _2a"> </span>S.A.<span class="_ _8"></span> <span class="_ _2a"> </span></span>w <span class="_ _7"> </span>PKO<span class="_ _8"></span> <span class="_ _7"> </span>BP, </div><div class="t m0 x25 h8 y2d4 ff2 fs3 fc0 sc0 ls0 ws0">PEKAO <span class="_ _c"></span>S.A<span class="_ _8"></span>., <span class="_ _c"></span>BOŚ <span class="_ _f"></span>S.A., <span class="_ _c"></span>mBank <span class="_ _f"></span>S.A. <span class="_ _c"></span>ok. <span class="_ _f"></span>60 <span class="_ _c"></span>mln <span class="_ _c"></span>zł <span class="_ _f"></span>(Spółka <span class="_ _c"></span>planuje <span class="_ _f"></span>rolować <span class="_ _c"></span>zob<span class="_ _8"></span>owiązania <span class="_ _f"></span>na </div><div class="t m0 x25 h8 y2d5 ff1 fs3 fc0 sc0 ls0 ws0">kolejne okresy 24 m-<span class="_ _8"></span>czne);<span class="_ _8"></span> </div><div class="t m0 x25 h8 y2d6 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x36 h8 y2d7 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span>w<span class="ff2">z<span class="_ _8"></span>rostu <span class="_ _2a"> </span>zobowiąza<span class="_ _8"></span>ń <span class="_ _2a"> </span>handlowy<span class="_ _8"></span>ch <span class="_ _2a"> </span>spowodo<span class="_ _8"></span>wanego <span class="_ _2a"> </span>d<span class="_ _8"></span>wukrotnym <span class="_ _2a"> </span>wz<span class="_ _8"></span>rostem <span class="_ _2a"> </span>sk<span class="_ _8"></span>ali <span class="_ _2a"> </span>działalnośc<span class="_ _8"></span>i </span></div><div class="t m0 x25 h8 y2d8 ff2 fs3 fc0 sc0 ls0 ws0">(przejście dużyc<span class="_ _8"></span>h projektów drogowych w fazę<span class="_ _8"></span> zawansowanej rea<span class="_ _8"></span>lizacji)<span class="_ _8"></span><span class="ff1">;  </span></div><div class="t m0 x25 h8 y2d9 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf19" class="pf w0 h0" ><div class="pc pc19 w0 h0"><img class="bi x4 y2a w3 h5" alt="" src="data:image/png;base64,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"/><div class="c x0 y1 w2 h0"><div class="t m0 x5 h6 y2b ff4 fs2 fc2 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI GRUPY KAPITAŁOWEJ <span class="ff3">MIRBUD ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc3"> </span></span></div><div class="t m0 x6 h4 y2c ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y2d w4 ha"><div class="t m0 x20 h8 y85 ff2 fs3 fc2 sc0 ls0 ws0">Grupa Kapitałowa MIR<span class="_ _8"></span>BUD<span class="ff1"> <span class="ls6">| <span class="_ _8"></span></span></span>Ocena zarządzan<span class="_ _8"></span>ia zasobami finans<span class="_ _8"></span>owymi i płynnością<span class="_ _c"></span><span class="ff1"> </span></div></div><div class="c x9 y2d w5 ha"><div class="t m0 xa h4 y86 ff3 fs1 fc4 sc0 ls3 ws0">25<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h4 y31 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x36 h8 y18e ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">z<span class="_ _8"></span>miany <span class="_ _c"></span>w<span class="_ _8"></span>arunków <span class="_ _f"></span>rynkowych <span class="_ _f"></span>dostawy <span class="_ _f"></span>materiałów<span class="_ _8"></span> <span class="_ _c"></span>wy<span class="_ _8"></span>muszając<span class="_ _8"></span>ych <span class="_ _f"></span>wcześniejszą <span class="_ _f"></span>płatność <span class="_ _f"></span>lub </span></div><div class="t m0 x25 h8 y22f ff2 fs3 fc0 sc0 ls0 ws0">płatności  zaliczkowe,  co  miało  wpływ <span class="_ _28"> </span>na  zwiększone  wykorzys<span class="_ _8"></span>tanie <span class="_ _28"> </span>dostępn<span class="_ _8"></span>ych  kredytów </div><div class="t m0 x25 h8 y34 ff1 fs3 fc0 sc0 ls0 ws0">obrotowych. </div><div class="t m0 x2 h8 y2da ff2 fs3 fc0 sc0 ls0 ws0">Należy <span class="_ _f"></span>zwrócić <span class="_ _6"></span>uwagę, <span class="_ _f"></span>że <span class="_ _6"></span>na <span class="_ _f"></span>dzień <span class="_ _f"></span>3<span class="_ _8"></span><span class="ff1">1.<span class="ls9">12</span>.2021 <span class="_ _f"></span>r<span class="_ _8"></span>. <span class="_ _f"></span></span>uw<span class="_ _8"></span>zględniając <span class="_ _f"></span>sta<span class="_ _8"></span>n <span class="_ _f"></span>środków <span class="_ _6"></span>pieniężnych <span class="_ _6"> </span>zarów<span class="_ _8"></span>no </div><div class="t m0 x2 h8 y2db ff2 fs3 fc0 sc0 ls0 ws0">Emitent jak i Grupa Kap<span class="_ _8"></span>itałowa nie wy<span class="_ _8"></span>kazują zadłużenia n<span class="_ _8"></span>etto<span class="_ _8"></span><span class="ff1 lsd">. <span class="ls0"> </span></span></div><div class="t m0 x2 h8 y2dc ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y2dd ff1 fs3 fc0 sc0 ls0 ws0">Na <span class="_ _c"></span>poziom <span class="_ _c"></span><span class="ff2">i <span class="_ _c"></span>str<span class="_ _8"></span>ukturę <span class="_ _c"></span>z<span class="_ _8"></span>adłużenia <span class="_ _c"></span>Grupy <span class="_ _c"></span>w <span class="_ _f"></span>perspektywie <span class="_ _8"></span>rok<span class="_ _8"></span>u <span class="_ _c"></span>20<span class="_ _8"></span></span>22 <span class="_ _c"></span><span class="ff2">w<span class="_ _8"></span>pływ <span class="_ _c"></span>będzie <span class="_ _c"></span>miał<span class="_ _8"></span>a <span class="_ _8"></span>s<span class="_ _8"></span>kala <span class="_ _c"></span>nowyc<span class="_ _8"></span>h </span></div><div class="t m0 x2 h8 y2de ff2 fs3 fc0 sc0 ls0 ws0">inwestycji <span class="_ _11"> </span>dew<span class="_ _8"></span>eloperskich <span class="_ _2b"> </span>(np. <span class="_ _11"> </span>inw<span class="_ _8"></span>estycje <span class="_ _2b"> </span>w  Bydgo<span class="_ _8"></span>szczy, <span class="_ _2b"> </span>Łodzi  czy<span class="_ _8"></span>  Zak<span class="_ _8"></span>opanem)  oraz <span class="_ _2b"> </span>wdrażana </div><div class="t m0 x2 h8 y2df ff2 fs3 fc0 sc0 ls0 ws0">strategia finasowan<span class="_ _8"></span>ia dużych kontraktów drogo<span class="_ _8"></span>wych z zaliczek od<span class="_ _8"></span> Zamawiająceg<span class="_ _8"></span>o. <span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 y2e0 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h2c y2e1 ff8 fs5 fc0 sc0 ls0 ws0">Tabela: Wskaźni<span class="_ _3"></span>k<span class="_ _8"></span>i płynnośc<span class="_ _0"></span>i Grupy <span class="ff7"> </span></div></div><div class="c x2 y2e2 w36 h51"><div class="t m0 x74 hb y2e3 ff5 fs3 fc0 sc0 ls0 ws0">Wyszczególnienie<span class="_ _8"></span><span class="ff6"> </span></div></div><div class="c x70 y2e2 w34 h51"><div class="t m0 x63 hb y2e3 ff6 fs3 fc0 sc0 ls0 ws0">31.<span class="ls9">12</span>.2021 </div></div><div class="c x71 y2e2 w37 h51"><div class="t m0 x4f hb y2e3 ff6 fs3 fc0 sc0 ls0 ws0">31.12.2020 </div></div><div class="c x2 y2e4 w36 h52"><div class="t m0 xa he y2e5 ff5 fs2 fc0 sc0 ls0 ws0">Wskaźnik płynności bieżącej<span class="ff6"> </span></div><div class="t m0 xa he y2e6 ff5 fs2 fc0 sc0 ls0 ws0">Aktywa obrotowe /Zobowiązania krótkoterminowe<span class="ff6"> </span></div></div><div class="c x70 y2e4 w34 h52"><div class="t m0 x72 he y2e7 ff6 fs2 fc0 sc0 ls0 ws0">1,68 </div></div><div class="c x71 y2e4 w37 h52"><div class="t m0 x73 he y2e7 ff6 fs2 fc0 sc0 ls0 ws0">1,83 </div></div><div class="c x2 y175 w36 h53"><div class="t m0 xa he y2e8 ff5 fs2 fc0 sc0 ls0 ws0">Wskaźnik przyspieszonej płynności<span class="ff6"> </span></div><div class="t m0 xa he y2e9 ff6 fs2 fc0 sc0 ls0 ws0">(Aktywa obrotowe - Zapasy - <span class="ff5">Krótkoterminowe </span>rozliczenia </div><div class="t m0 xa he y2ea ff5 fs2 fc0 sc0 ls0 ws0">międzyokresowe) / Zobowiązania krótkoterminowe<span class="ff6"> </span></div></div><div class="c x70 y175 w34 h53"><div class="t m0 x72 he y193 ff6 fs2 fc0 sc0 ls0 ws0">1,28 </div></div><div class="c x71 y175 w37 h53"><div class="t m0 x73 he y193 ff6 fs2 fc0 sc0 ls0 ws0">1,20 </div></div><div class="c x2 ydf w36 h54"><div class="t m0 xa he y2e5 ff5 fs2 fc0 sc0 ls0 ws0">Wskaźnik płynności środków pieniężnych<span class="ff6"> </span></div><div class="t m0 xa he y2e6 ff5 fs2 fc0 sc0 ls0 ws0">Środki pieniężne / Zobowiązania krótkoterminowe<span class="ff6"> </span></div></div><div class="c x70 ydf w34 h54"><div class="t m0 x72 he y2e7 ff6 fs2 fc0 sc0 ls0 ws0">0,59 </div></div><div class="c x71 ydf w37 h54"><div class="t m0 x73 he y2e7 ff6 fs2 fc0 sc0 ls0 ws0">0,61 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h8 y2eb ff2 fs3 fc0 sc0 ls0 ws0">Grupa Kapitałowa MIR<span class="_ _8"></span>BUD na dzień 3<span class="_ _8"></span><span class="ff1">1.<span class="ls11">12<span class="lsd">.2</span></span>02<span class="_ _8"></span>1 roku </span>utrz<span class="_ _8"></span>ymała wysoki poziom pł<span class="_ _8"></span>ynności b<span class="_ _8"></span>ieżącej.<span class="ff1"> </span></div><div class="t m0 x2 h8 y2ec ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _2f"> </span> </div></div></div><div class="pi" ></div></div><div id="pf1a" class="pf w0 h0" ><div class="pc pc1a w0 h0"><img class="bi x4 y2a w3 h5" alt="" src="data:image/png;base64,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"/><div class="c x0 y1 w2 h0"><div class="t m0 x5 h6 y2b ff4 fs2 fc2 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI GRUPY KAPITAŁOWEJ <span class="ff3">MIRBUD ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc3"> </span></span></div><div class="t m0 x6 h4 y2c ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y2d w4 h7"><div class="t m0 x64 h8 y2e ff2 fs3 fc2 sc0 ls0 ws0">Grupa Kapitałowa MIR<span class="_ _8"></span>BUD<span class="ff1"> <span class="ls6">| <span class="_ _8"></span></span></span>DZIAŁALNO<span class="_ _8"></span>ŚĆ GRUPY KA<span class="_ _8"></span>PITAŁOWEJ MIRBUD<span class="_ _8"></span> I </div><div class="t m0 x75 h8 y2f ff1 fs3 fc2 sc0 ls0 ws0">PERSPEKTYWY RO<span class="_ _8"></span>ZWOJU<span class="_ _8"></span> </div></div><div class="c x9 y2d w5 h7"><div class="t m0 xa h4 y30 ff3 fs1 fc4 sc0 ls3 ws0">26<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h4 y31 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h2 y6d ff1 fs0 fc0 sc0 ls8 ws0">4.<span class="ls0"> <span class="_ _27"> </span><span class="ff2">DZIAŁALNOŚ<span class="_ _0"></span>Ć <span class="_ _8"></span>GRUPY <span class="_ _8"></span>KAPITAŁOWEJ <span class="_ _8"></span><span class="ff1">MIRBUD <span class="_ _8"></span>I <span class="_ _8"></span>PERSPEKTYWY </span></span></span></div><div class="t m0 x3a h2 y2ed ff1 fs0 fc0 sc0 ls0 ws0">ROZWOJU </div><div class="t m0 x2 h55 y2ee ff9 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h34 y2ef ffa fs1 fc0 sc0 ls0 ws0">4.1.<span class="ff6"> <span class="_ _15"> </span><span class="fs4">Ch<span class="_ _0"></span>arakterystyka rynku </span></span></div><div class="t m0 x2 h8 y2f0 ff2 fs3 fc0 sc0 ls0 ws0">Według <span class="_ _f"></span>danych <span class="_ _f"></span>Głównego <span class="_ _f"></span>Urzędu <span class="_ _f"></span>Statystycznego <span class="_ _f"></span>w <span class="_ _f"></span>2021 <span class="_ _c"></span>r<span class="_ _8"></span>oku <span class="_ _c"></span>prz<span class="_ _8"></span>ekazano <span class="_ _f"></span>do <span class="_ _f"></span>eksploatacji <span class="_ _f"></span>22,5 <span class="_ _f"></span>tys. </div><div class="t m0 x2 h8 y2f1 ff2 fs3 fc0 sc0 ls0 ws0">nowych <span class="_ _c"></span>budynków<span class="_ _8"></span> <span class="_ _c"></span>nie<span class="_ _8"></span>mieszkalnych <span class="_ _c"></span>o <span class="_ _f"></span>łącznej <span class="_ _c"></span>powierz<span class="_ _8"></span>chni <span class="_ _c"></span>ponad <span class="_ _c"></span>14<span class="_ _8"></span> <span class="_ _c"></span>mln <span class="_ _c"></span>m</div><div class="t m0 x76 h56 y2f2 ff1 fs6 fc0 sc0 ls0 ws0">2</div><div class="t m0 x77 h8 y2f1 ff2 fs3 fc0 sc0 ls0 ws0">. <span class="_ _c"></span>To <span class="_ _f"></span>o <span class="_ _8"></span>8,4% <span class="_ _f"></span>mniej <span class="_ _c"></span>niż <span class="_ _c"></span>rok<span class="_ _8"></span> </div><div class="t m0 x2 h8 y2f3 ff2 fs3 fc0 sc0 ls0 ws0">wcześniej. <span class="_ _7"> </span>Pod <span class="_ _6"> </span>wzglę<span class="_ _8"></span>dem <span class="_ _7"> </span>powierzchni <span class="_ _6"> </span>prz<span class="_ _8"></span>ekazanej <span class="_ _7"> </span>do <span class="_ _6"> </span>realizacj<span class="_ _8"></span>i <span class="_ _6"> </span>prz<span class="_ _8"></span>eważały <span class="_ _6"> </span>bu<span class="_ _8"></span>dynki <span class="_ _6"> </span>prz<span class="_ _8"></span>emysłowe <span class="_ _7"> </span>i </div><div class="t m0 x2 h8 y2f4 ff2 fs3 fc0 sc0 ls0 ws0">magazynowe <span class="_ _14"> </span>(46,<span class="_ _8"></span>5%), <span class="_ _14"> </span>w<span class="_ _8"></span> <span class="_ _14"> </span>następnej <span class="_ _1a"> </span>kolejności: <span class="_ _14"> </span>pozos<span class="_ _8"></span>tałe <span class="_ _14"> </span>budynki <span class="_ _14"> </span>n<span class="_ _8"></span>iemieszkalne <span class="_ _14"> </span>(20<span class="_ _8"></span>,2%<span class="_ _8"></span><span class="ff1">) <span class="_ _1a"> </span>oraz </span></div><div class="t m0 x2 h8 y2f5 ff2 fs3 fc0 sc0 ls0 ws0">ogólnodostępne ob<span class="_ _8"></span>iekty kulturalne, edukacy<span class="_ _8"></span>jne i kultury fizyc<span class="_ _8"></span>znej (13,4%).    <span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h4d y61 ff7 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h57 y2f6 ff7 fs5 fc0 sc0 ls0 ws0">Wykres: <span class="ff8">Struktur<span class="_ _0"></span>a powierzchni u<span class="_ _3"></span>ż<span class="_ _8"></span>ytkowej bud<span class="_ _0"></span>ynków niemie<span class="_ _0"></span>szkalnych<span class="_ _0"></span> oddanych do u<span class="_ _3"></span>ż<span class="_ _8"></span>ytkowania<span class="_ _0"></span> w 2021 r.<span class="ff7"> (oprac. GUS)<span class="ffc"> </span></span></span></div><div class="t m0 x2 h8 y2f7 ff1 fs3 fc0 sc0 ls0 ws0">  </div><div class="t m0 x2 h8 y63 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y2f8 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y2f9 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y2fa ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y2fb ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y199 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y1d0 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y2fc ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y6a ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y27e ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y27f ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y280 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y17b ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y17c ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y283 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y1ec ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y2fd ff2 fs3 fc0 sc0 ls0 ws0">Równocześnie <span class="_ _3"></span>w <span class="_ _3"></span>2021 <span class="_ _2"></span>r<span class="_ _8"></span>oku <span class="_ _3"></span>wydano <span class="_ _3"></span>pozwolenia <span class="_ _3"></span>na <span class="_ _3"></span>budowę <span class="_ _3"></span>35 <span class="_ _3"></span>tys. <span class="_ _2"></span>budy<span class="_ _8"></span>nków <span class="_ _3"></span>niemieszkalnych <span class="_ _3"></span>o <span class="_ _3"></span>łącznej </div><div class="t m0 x2 h8 y2fe ff2 fs3 fc0 sc0 ls0 ws0">powierzchni <span class="_ _21"> </span>użytkowej <span class="_ _21"> </span>wy<span class="_ _8"></span>noszącej <span class="_ _21"> </span>20,4 <span class="_ _2a"> </span>mln <span class="_ _21"> </span>m</div><div class="t m0 x13 h56 y1bc ff1 fs6 fc0 sc0 ls0 ws0">2</div><div class="t m0 x12 h8 y2fe ff2 fs3 fc0 sc0 ls0 ws0">, <span class="_ _2a"> </span>co<span class="_ _8"></span> <span class="_ _2a"> </span>j<span class="_ _8"></span>est <span class="_ _2a"> </span>wartośc<span class="_ _8"></span>ią <span class="_ _2a"> </span>o <span class="_ _21"> </span>27% <span class="_ _2a"> </span>wy<span class="_ _8"></span>ższą <span class="_ _21"> </span>względem <span class="_ _2a"> </span>r<span class="_ _8"></span>oku </div><div class="t m0 x2 h8 y2ff ff1 fs3 fc0 sc0 ls0 ws0">poprzedniego.  </div><div class="t m0 x2 h8 y300 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h2c y301 ff8 fs5 fc0 sc0 ls0 ws0">Wykres: Struktura<span class="_ _3"></span> <span class="_ _8"></span>powierzchni użytko<span class="_ _3"></span>w<span class="_ _8"></span>ej nowych budynkó<span class="_ _0"></span>w niemieszkaln<span class="_ _3"></span>y<span class="_ _8"></span>ch, na których budowę<span class="_ _3"></span> <span class="_ _8"></span>wydano pozwolenia<span class="_ _0"></span> w 2021 r.<span class="_ _8"></span><span class="ff7"> </span></div><div class="t m0 x2 h2c y302 ff7 fs5 fc0 sc0 ls0 ws0">(oprac.: GUS)<span class="_ _0"></span> </div><div class="t m0 x2 h8 y303 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y304 ff1 fs3 fc0 sc0 ls0 ws0">  </div><div class="t m0 x2 h8 y305 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y306 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y307 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y308 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y309 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y30a ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y30b ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y30c ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y30d ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y30e ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y30f ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y310 ff2 fs3 fc0 sc0 ls0 ws0">Udział <span class="_ _3"></span>wyd<span class="_ _8"></span>anych <span class="_ _3"></span>pozwol<span class="_ _8"></span>eń <span class="_ _3"></span>na <span class="_ _0"></span>budowę<span class="_ _8"></span><span class="ff1"> </span>budynków <span class="_ _0"></span>przemysłowyc<span class="_ _8"></span>h <span class="_ _3"></span>i <span class="_ _3"></span>m<span class="_ _8"></span>agazynowych <span class="_ _0"></span>wzrósł <span class="_ _3"></span>w tym <span class="_ _3"></span>czasie </div><div class="t m0 x2 h8 y311 ff2 fs3 fc0 sc0 ls0 ws0">do <span class="_ _21"> </span>55%. <span class="_ _21"> </span>Na<span class="_ _8"></span>leży <span class="_ _21"> </span>przy <span class="_ _21"> </span>ty<span class="_ _8"></span>m <span class="_ _21"> </span>zauważyć, <span class="_ _21"> </span>iż <span class="_ _28"> </span>w <span class="_ _21"> </span>omawian<span class="_ _8"></span>ym <span class="_ _21"> </span>okresie <span class="_ _21"> </span>znacząc<span class="_ _8"></span>o <span class="_ _21"> </span>zmalał <span class="_ _28"> </span>udział <span class="_ _21"> </span>wy<span class="_ _8"></span>danych </div></div><div class="c x78 y312 w38 h58"><div class="t m0 x4a h59 y313 ffd fs3 fc5 sc0 ls0 ws0">■</div></div><div class="c x78 y314 w39 h58"><div class="t m0 x27 h8 y315 ff1 fs3 fc5 sc0 ls0 ws0"> </div></div><div class="c x78 y312 w38 h58"><div class="t m0 x1d h43 y313 ff4 fs5 fc0 sc0 ls0 ws0">budynki p<span class="_ _0"></span>rzemysłowe i magazynowe<span class="_ _3"></span><span class="ff3 fc5"> </span></div><div class="t m0 x2f h59 y316 ffd fs3 fc6 sc0 ls0 ws0">■</div></div><div class="c x78 y314 w39 h58"><div class="t m0 x60 h8 y317 ff1 fs3 fc6 sc0 ls0 ws0"> </div></div><div class="c x78 y312 w38 h58"><div class="t m0 x6c h43 y316 ff4 fs5 fc0 sc0 ls0 ws0">pozostałe <span class="ff3">budynk<span class="_ _3"></span>i niemieszkalne<span class="fc6"> </span></span></div><div class="t m0 x2f h59 y318 ffd fs3 fc7 sc0 ls0 ws0">■</div></div><div class="c x78 y314 w39 h58"><div class="t m0 x60 h8 y319 ff1 fs3 fc7 sc0 ls0 ws0"> </div></div><div class="c x78 y312 w38 h58"><div class="t m0 x6c h43 y318 ff3 fs5 fc0 sc0 ls0 ws0">budynki h<span class="_ _0"></span>andlowo-<span class="ff4">usługowe</span><span class="fc7"> </span></div><div class="t m0 x2f h59 y31a ffd fs3 fc8 sc0 ls0 ws0">■</div></div><div class="c x78 y314 w39 h58"><div class="t m0 x60 h8 y31b ff1 fs3 fc8 sc0 ls0 ws0"> </div></div><div class="c x78 y312 w38 h58"><div class="t m0 x6c h43 y31a ff4 fs5 fc0 sc0 ls0 ws0">ogólnodost<span class="_ _0"></span>ępne <span class="ff3">obiekty k<span class="_ _0"></span>ulturalne, budynk<span class="_ _0"></span>i o </span></div><div class="t m0 x6c h43 y31c ff4 fs5 fc0 sc0 ls0 ws0">charakte<span class="_ _0"></span>rze edukacyjny<span class="_ _0"></span>m, budynki szpit<span class="_ _0"></span>ali i zakładów </div><div class="t m0 x6c h43 y31d ff3 fs5 fc0 sc0 ls0 ws0">opieki<span class="_ _0"></span> medycznej oraz budy<span class="_ _0"></span>nki kultury fizyc<span class="_ _0"></span>znej<span class="fc8"> </span></div><div class="t m0 x2f h59 y31e ffd fs3 fc9 sc0 ls0 ws0">■</div></div><div class="c x78 y314 w39 h58"><div class="t m0 x60 h8 y31f ff1 fs3 fc9 sc0 ls0 ws0"> </div></div><div class="c x78 y312 w38 h58"><div class="t m0 x6c h43 y31e ff3 fs5 fc0 sc0 ls0 ws0">budynki b<span class="_ _0"></span>iurowe<span class="fc9"> </span></div><div class="t m0 x2f h59 y320 ffd fs3 fca sc0 ls0 ws0">■</div></div><div class="c x78 y314 w39 h58"><div class="t m0 x60 h8 y321 ff1 fs3 fca sc0 ls0 ws0"> </div></div><div class="c x78 y312 w38 h58"><div class="t m0 x6c h43 y320 ff3 fs5 fc0 sc0 ls0 ws0">hotele i bud<span class="_ _0"></span>ynki zakwatero<span class="_ _0"></span>wania turysty<span class="_ _0"></span>cznego<span class="fca"> </span></div><div class="t m0 x2f h59 y322 ffd fs3 fcb sc0 ls0 ws0">■</div></div><div class="c x78 y314 w39 h58"><div class="t m0 x60 h8 y323 ff1 fs3 fcb sc0 ls0 ws0"> </div></div><div class="c x79 y324 w3a h5a"><div class="t m0 x2f h59 y325 ffd fs3 fc5 sc0 ls0 ws0">■</div></div><div class="c x79 y326 w3b h5b"><div class="t m0 x60 h8 y327 ff1 fs3 fc5 sc0 ls0 ws0"> </div></div><div class="c x79 y324 w3a h5a"><div class="t m0 x6c h43 y325 ff4 fs5 fc0 sc0 ls0 ws0">budynki p<span class="_ _0"></span>rzemysłowe i magazynowe<span class="_ _3"></span><span class="ff3 fc5"> </span></div><div class="t m0 x2f h59 y328 ffd fs3 fc6 sc0 ls0 ws0">■</div></div><div class="c x79 y326 w3b h5b"><div class="t m0 x60 h8 y329 ff1 fs3 fc6 sc0 ls0 ws0"> </div></div><div class="c x79 y324 w3a h5a"><div class="t m0 x6c h43 y328 ff4 fs5 fc0 sc0 ls0 ws0">pozostałe b<span class="ff3">udynk<span class="_ _3"></span>i niemieszkalne<span class="fc6"> </span></span></div><div class="t m0 x2f h59 y32a ffd fs3 fc7 sc0 ls0 ws0">■</div></div><div class="c x79 y326 w3b h5b"><div class="t m0 x60 h8 y32b ff1 fs3 fc7 sc0 ls0 ws0"> </div></div><div class="c x79 y324 w3a h5a"><div class="t m0 x6c h43 y32a ff3 fs5 fc0 sc0 ls0 ws0">budynki h<span class="_ _0"></span>andlowo-<span class="ff4">usługowe</span><span class="fc7"> </span></div><div class="t m0 x2f h59 y32c ffd fs3 fc8 sc0 ls0 ws0">■</div></div><div class="c x79 y326 w3b h5b"><div class="t m0 x60 h8 y32d ff1 fs3 fc8 sc0 ls0 ws0"> </div></div><div class="c x79 y324 w3a h5a"><div class="t m0 x6c h43 y32c ff4 fs5 fc0 sc0 ls0 ws0">ogólnodost<span class="_ _0"></span>ępne <span class="ff3">obiekty k<span class="_ _0"></span>ulturalne, budynk<span class="_ _0"></span>i o charakt<span class="_ _0"></span>erze </span></div><div class="t m0 x6c h43 y32e ff4 fs5 fc0 sc0 ls0 ws0">edukacyjny<span class="_ _0"></span>m, budynki szpi<span class="_ _0"></span>tali i zakładów opi<span class="_ _0"></span>eki medyc<span class="_ _0"></span>znej </div><div class="t m0 x6c h43 y32f ff3 fs5 fc0 sc0 ls0 ws0">oraz budynki<span class="_ _0"></span> kultury fizycznej<span class="fc8"> </span></div><div class="t m0 x2f h59 y330 ffd fs3 fc9 sc0 ls0 ws0">■</div></div><div class="c x79 y326 w3b h5b"><div class="t m0 x60 h8 y331 ff1 fs3 fc9 sc0 ls0 ws0"> </div></div><div class="c x79 y324 w3a h5a"><div class="t m0 x6c h43 y330 ff3 fs5 fc0 sc0 ls0 ws0">hotele i bud<span class="_ _0"></span>ynki zakwatero<span class="_ _0"></span>wania turysty<span class="_ _0"></span>cznego<span class="fc9"> </span></div><div class="t m0 x2f h59 y332 ffd fs3 fca sc0 ls0 ws0">■</div></div><div class="c x79 y326 w3b h5b"><div class="t m0 x60 h8 y333 ff1 fs3 fca sc0 ls0 ws0"> </div></div><div class="c x79 y324 w3a h5a"><div class="t m0 x6c h43 y332 ff3 fs5 fc0 sc0 ls0 ws0">budynki b<span class="_ _0"></span>iurowe<span class="fca"> </span></div><div class="t m0 x2f h59 y334 ffd fs3 fcb sc0 ls0 ws0">■</div></div><div class="c x79 y326 w3b h5b"><div class="t m0 x60 h8 y335 ff1 fs3 fcb sc0 ls0 ws0"> </div></div><div class="c x79 y324 w3a h5a"><div class="t m0 x6c h43 y334 ff4 fs5 fc0 sc0 ls0 ws0">budynki tran<span class="_ _0"></span>sportu i łącznośc<span class="_ _0"></span>i<span class="ff3 fcb"> </span></div></div></div><div class="pi" ></div></div><div id="pf1b" class="pf w0 h0" ><div class="pc pc1b w0 h0"><img class="bi x4 y2a w3 h5" alt="" 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+60SEFBQbE3l4xGozvec2b27LkLFi7Ozc2rmJ7aqmWzX9vNGQEA+PVG+bvvf3LhjS9tt7B0Yvyq6W8WFBQ88bdX+r4wbNsv/UkrV+oPv2/3wF3XFUXnxo0bH+z7j399MnHh8k1b8zUuLpzevekDd1xev369oiXvfzR45uyFV1x8RlpaWtGSDRs2fDJk+NwFy/5861VDPh9+2pXPbncMXQ6p/ck7jz329D/vfXLI5pz8ooV9bt6SlFRqF0/n408+v+r2l1es+dld1Y8+tNbtvc7o0rnj1pJ+9Y13r77zrR0ffkq3Jv1f7LP1jyef96fh4zJ2HPbmU5f//uQeRT9v3rz51TcH/qP/yEkzf/poZtmUhM4dal9zyQnmIgCAKN+9wsLCvPztTwbHRwvHT5h01pVPLFqxabtVazfkPvXq2AlTFw1596/ffDv+8luen7Nw/Q7bDP8aPOO9z2/t//Rlp558fAhh06bNdz425O4nP6teMaV82cR1G3IWr8wKIVx8WpsQQmFhbMdjyC8oHDZ81G0PDyr5cxk5+tvLb3sjv2D7TQ0ft2j4+Y/3PGfkM33v+PEIY8U86xBCfn7BdsdQ7LDCWOHWIu9x5p/GTFq23YCNWXmDvpz7ycinWzf2eU0AgN+oX/pBz4KC2B+ufWrHIt9q1PglF19979FnP7JjkW+7kRvvfjM3N3fbJYtWbJo6Z01Rke/W/Y+9s0eH/acHB+xY5Fs9/9b3z7/45r59oW+964kdi3yrWCxMnOnOhgAAonyv5OYXzl28Yddj3hk8PRbbzXaWrNo8avS4vTuGeQszR0/Ysy/QWbk2Z9cD7ur7UWZm5r56lT/8eMiLA8abbQAA/EeifB+aNHX23j0wY9mmvXjU8Z3rX3ZG2+qVkotdm7kx99U3P9gnzyszM/OSW14qKO7EfCQSLjuj7SO9Tzr2iLrmIgCAKN97qWUT/3bf6bO/euyDf1xTJnmnF6mfcFT9QS//8cWHz2tYq9xO4nXjf+1p33nN0R+++ehzT9w555t/7iyIPxiyb85tf/7FVxs25RW76sqz2z/3xJ03XnfJx2892qldDdMRAECU76WzT2p55aXn1a1b54Qe3bocUnzglk6MvvzMHd2P6XLh+adfdcFRxY4p3O01LiUQH41ULJ+422HnnvHjHVESEhIuOKNzsWOmzt43F3lPm7FgZ6vOO/2YH9+GuLhunQ4yHQEAfpv2wZcH1a9TdevPFdPKFB/BJ7VKTU0t+rlc2eT/xDNp2Si9T+9zOnU8pEyZMlu2bNmyZcvLbwzc2eDSpZO2/tykUfG/SKzPyp0/f8EvP7B5C1cWuzypVFyb1i22/jGxVCnTEQBAlO+laHT3p9sbN6j2H30acXGRt57/U+PGDX8M3MTExMTEEj62apXKxS4vLIx9N2HqLz+2+YvWFru8Qa0KycnJpiAAAHEHxtNo3iBta5HvqeTknX6h5tJl++AKltVrNxe7vEqlMuYfAAAHTpTXrFZ+rx8bjUbj4iLFrtr6vZ6/xKbs4j/lmZQYb/4BAHDgRHl8dO+fSCQSCaH4z5hWq5r+Cw8sFosV7ORbinLzCsw/AAAOnCj/JbKzswsLi4310KZlSe+IsrM7x0QikcSE4l/kFas2efEBAPjtRnle3k+XlMxfsKjYMVXTkxs2rL+zLWzZ5jx3Xl7evIVrdzayYlrxn+acnZG5adNPXZ6VlW06AgCI8t+QFSt/+gTn1Olzih3TtEH6Lq4pnz5nVeG/T7D/5a8v7OJbRatXKf7LknJyC78e+93WP06esdh0BAAQ5b8hQ7/8tuiHvLy8tz8cU+yYw9s1CCFEQvFdvmDpxhPPvuX1/u/1uvWhB/72xS721bR+1Z2tevz5D3Nzc0MIkyZPHfr1fNMRAOC36Td6A5CHnhu+fkNWXCTy7uDJC5dn7TggGo384awTQgjlyqXstOzHZAwdk7HbfR3X7ZDHX/56Z1s46IjLK1dMmTprTU6uz30CAIjy35LcvMInXxm7iwHnntiiUaMGIYQWBzUuyQbLJMdv2pxf7Kqjj+p4UpePPx5R/EUyC5dnFftbAQAAvx2/rctXOrWrXpI7j9eumvLofdcV/dy4ccMOLSrv5jebaKTnOYfu9CWOi3v7n/cf1qrqrjfSsHZ50xEAQJQf4MqVSXj3lfv+8dB5aeVK7WLYYa2qffz6nytWrLh1yTMP9qyclrSz8S0apo396J6Oh7bYxTZLlSr1Vr8/169ZdmcDKlZIev7hK0xHAIDfpj24fKVsmZSGtYq5kUiFcj99XXyViuWKHZNa/qceLVe2+O2kpZYNIZQtk1zs2ioVy4UQUpJLF7u2epXyxR7YtoOvOK9TamrqheefftbpJ778+rtPvjh0zqIN245v3iDt7ptPO/Xk47fbTvt2bWaP7ffw4y/+7dXR67N+vJdiQnxc4zoVTj+h7c1/vDg5OXnN2sxiD6xMyo/3Q6xRo/roj/u+8PKA/h98N2N+5tYBTeulnnxMi56XnF6uXNmGtcsXc8PzSCQ+PmqmAgAcwCKxnX3tzYGusLBw1qw5GYuW5OTkpqeVb9SwfuXKlSK7vLolJydn1uy5GzZsTEpKbNigXoUKFfZiv7FYbP78BctXrIpEIjVrVKtZs0akJJfUAAAgygEAgP+QOC8BAACIcgAAEOUAAIAoBwCA36x4LwEA8Fu2as36rM1b9q9jHvPdjP3rgNeu2zTmu5l7/fD/yZ3qRoyeunzVuv/Ovl595gZRDsDeyNqcs2rNhv3rmKfPWrRuQ9b+dcyDhn6/vwXuhi++muwvCOypPY7yYcNHPfPix99OWbIqMzu9fNKR7Ws/cs9VdevWOeW8W7+dsjQSCUmloo3rV7z/tgs6tG87a9acLqfffflZh953V68QQk5OTrOOV+bkFgx67baWLZo163j5ps15kUgonRjfonGVh+66vGnTxkV7ueG2h9/5ZHK5MqUmjXguMTFx2wN4vf97f3rw3d91bfr8k3eFEJ594fW+z3/e+qCq7732UNENvzufeN2chZlHtKs14JWHih7y9HOv/uVvQ4p+zapYofTh7eredM05DRrUq9fhovz82Hv/uPGa3i8sX/2zf6YT4uNmj3uxVKlSIYTfnXvL91OXNWtYcejAJ4vWjp8w6aQLH4lEwuJJr2+9y3gsFnv+xTdfGfDV9LlrCgpiDWunnn1yh1uvv2zevAVHnfZ/0bjIBy/f2q5t6xDCjb0ffnvQ5N7XdO919UWxWOycS//81fcZj9xxxvnnnBpCeOOtgbf2GRBCGPzmHa1aNjdHDzwLFq3cvw54yfI1Cxev2r+O+ZsJs/e7Xnz7g6/87QAQ5SWyYsXK31/2dE5uQQghEomtyswZOHRWo3oD+9x9w7oN2asyc5KToqsysxcuz1p287MTR/TLL8hflZmzaXPO1mxdvS4ne0tBXl5+0c9Z2XlJpaKrMrMzlm3asOmZLz546scTA8Onr8rMWZWZM3HS1EMPab/tMWTn5K7KzFm/MTuEMHnKtOvvGxhCeKZP96I4XrZs+ZhJy0IIn46cm5eXl5CQ8OPpnMyc+GgolRBduTbnh3mZcxeuHvyvv65am5NfEMvLy1+zLntVZs62eymVEFd0B/esrKyhXy/IL4iN/G7x2rVr09LSQgh5efmrMnMikZ/d4v3TIV/88Z73tv5x6pw1Ux8bUimt/CUXnhmNiyxfkz322ylFUf7piBmrMnM++3JKr6vD6tWr3/t8ZgihWdMGRQ8cPHx80cEMHTGuhFGetXnLh59988tnw9z5y2fOXbx/zeD/5v9aAgD4VUR536dfzcktaNW4Yt+7L2jRrMmCjMVvDxx6xUWnFq0tnRhdOe21NWvWnn/Vg6MnLP3hhxlhdxcAHdyi6rCBjy1fvuLsK/8yZuLSefPm169fb86ceQuWbjy4ReXJM1cP/fLb7aJ8Ww8/2T+EcFirascd26VoybARX4cQuh1eZ9iYjFGjx3bt0mnr4BsvOfLu2695e8DHl9325ujxizds+Oks2vefP15QUDj485GX9+7fsHb5EQMfikQiRWfovxw1Nr8gdszhdYaOyfjiyzFnnHridseQkbGwTp3asVjsgScGJMTH3XhJx4vOPalUqYT3Bw2/98lPH/n7pxeef9rl5xz2wN+GT5meEUJYtWrV/KUbQwgTflhWUFAweeqMEEKZ5PhmBzUJIRQUFIz8ZkH9muXmLd7wxehpN/2xRO/LqjXrL7zuCbMZAGA/tWd3X+n/0cSqFUuP/uTJo486slKlSgd3aNu3z61169bZOiAxMbF69Wr1aqWXcIOREElMTKxTp3bLJtXzC2IZi5aEEPq/Ozgajbz4+A1HHVr77Y++Lyws3PGBm3Ny33z7/XcGT08vn9jvsV7RaPTHI3x/dNN6qQNf7ZNePrH/e8O3fUg0GpeYmNjpiPYhhLz82Pr1P0V5xYoVq1SpXKF82RBCfDSuSpXKlStX+nGD742oVil54GsP1qtZtv/AUdtuMBaL/O7cW3vd8UwIYcbMWd9OXXl696Z97r6hceOGdevWueHai684++B5SzaOGj32pusuKpeS8NV380MInw37KhoXOev4g1auzZkwcfJXYyeFEDofXPvfvwN8vXTV5j63nVG1Yukvxi5cuXKVOQoAcMDbgzPlOTk5K9ZkH31oraSkpBDCZ0NHjPl2Wgjh4LZNT+jRLYSQm1941Q0PLF6eOWxMxlk9mjVr1vSH6bv5aPDy1Zue+vsry5avfXfItNpVU4447OAQwtsffX9462oHHdTk5GPbX3f3uy+/NuDSi87a7oGfjpz/6cj5cXHh1p7dtl6JPnnKtOHjFt5wccfSpUsff1Sj9z+b3nf9+vLlyxet/XbSgqf+/sqnX0wKIdSrUbZ69Wq7fcrLl6/4eMSss45vkZSU9LuuzZ/v/21mZmaZMmUGfTa6aMDqzKwn7788hDB/weIQQrMmNbd9eLPGdUIYM2/Bkq5dOh11SJ1BX86dOu2HIcMnHNa6+uN9rv/oi2uHfDFu5LjZIYTjjmr9798BhpdJjj/p+G5btuRefMvr/xo4+NqeF5imAMC2unVqVSm93P51zCcc02H/OuA6NSpVr5r239lXpfTyexDlpUqVSikdv2rN5qI/Tpg867X3vslYtqnnOeuLojwWC1NnLRs3eXlauVKPP9grhBAXFxdCKPj3qe5YLFZQUBhCiEZ/PEO/YOnGm/t8WDox2qpJpScfuCIxMXH8hEkzF6yrVyu130tvrVi1LoRwy4PvnXrysampqdseTKf2NS49p8vlvd/s/cgnNatXOvuMkwsKCi65/qm8/MLN2Vv6vfRWCJF1m3J73fbXV567r+ghw8YuHDZ2YeW0pFO6NbrzpvO3nlzfmVgsdvUtj23anF8Yi/V76a0tuXlb8gre++Cz1i0bP/zCyBBCJBIb/ckzRdtJrVAuhLBq9fptt7BqzfoQQlpquRDCcV1afzR8zmPPvjP067m9LulcuXKlI9rVHDRs8g9zV4cQehzTMYSQmZn5/mfTq1dOea3/+4WFhSmlo299MFaUA+wrLQ+q07xJrf3rmA9v3zQ1tcz+dsxN9q8DrpRePiU50V8Q/rf2IMrj4uKO79xwwJAZ9/R5+vZbrrztpitvu+nK5LpnbB2QmBD35UdPnXvZnQOHznqg74tPPty7Vs0aiaWio76Zt3HjxrJlyw7/8uvc/Fg0Gqlb58d/Ew9rVW3UJ89su5c3B3wWQpgyY8WUGYNCCKUToxuz8ga8P+SKS87Zdljl9DJ/OPe0b8bP+nv/b3s/OODEHl2/Hvvd5FmrSyXEvf/Z1Pc/mxpCiEYj/QdNu2XqtKKH9O7Z+f67rt+6hYKCgl0/3+/HT/x4xJz4aOTzUbM/HzU7hJAQH9f/g69PPfnYt5+5/Mxr+m39rSOE0L5d66rppd8eNOnMU7497NAOkUhk1qw5L73zdUrp+C6dDgshHNetY+Sed1//cEosFnp0OyKE0L1zi9seHhRCOL5zvfr164UQet322LpNuQkJcX2eGhRCiI+LGzdl+SDfhloAABrBSURBVOfDRhzbrYuZyv9Q1UoVunRssX8dc5MGNRvUq7qf9WLT2mVSSu9HB5ySnLTfnagDOBCiPITw8N1XjRl/R5+/j+j/0fetm1ZbuGxdXn4sLvLThenRaPSNfvcd2v3afm9/1/XIwaf8rseVZ3d4+rVxNdte3qhOhenz1oYQLj6tTXp6el5e3o7bz83NHfDJ5Gb1UyeN/EfRkj6PPnfPk5/3f3/MdlFe5N47en45bs4P8zIf7Ntv2cp1IYQ/nNyq6FaJIYTfnXvL4FHz33r387Jlk/fipen/7tAQwkldGv7r37dWvOiq/3vrk2mz58yrVrVSCCEWixx23NVFq/72l55P3Hvu+de/1PmMhxrVKZ8QjfthXmYkEp6469SiG7bUrVunSd3UGfMzq6aXbt2qRQihe9fDbnt4UDQa+cudl4UQpkyd9vanP8RHI1NGPJWenh5CGDFy9LHnPXbFrS9OH31o6dKld/2fxnN+f+Qvnw0V08of0q7R/jWD/5v/a2lfqVktPT4+6l8fAGAvo7x27VrfDHms/4BBo8bNWLhsXZnkUjdf2vGm6y4IIRzSpm56akoIISEh4fF7L3702XdfeuuLww9t/+gDN9eq8epnI6es25B9Srcmp/Q45LRTjg8hxMXFdTusbp2aP/tI6OfDRjZvUvmckztuXXLeGT2+mzQ/v6AgKysrJSUlhFCrRuXuR9Zt3bxOCCE1NfXLD/v2uu2xGXOXJ8RHe3Sqd/kFP90d5bpLTyyMfZy5PqtNy4bdj6zbqP7PLviORCLHdqxbUBhLTf3xTE+Vyundj6xbu9qPhbdhY3b3jnWvufSkrQ/pedFJqzOz3h74xZUX/b77kXW33VqpUqVO//2J1apUemPA0OlzlhcUFF5wSquzTunUo3vXrWOuPL/z4BGTOnZoVHT3xmYHNT3juKap5ZObNzsohDB95rxjO9Zt3bRmUZGHEDoefshZxx+0bmP2D9Nntm/XZhfvS6X0cq89c6PZDACwn4oU3Y0bAAD4X4nzEgAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAEOVeAgAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAotxLAAAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAP6/XTs2ARCGoihKwAmsM0Z6JxDcVHACB3AM66zwU9g4gBAw5zTp329uEUCUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAAAQ5SYAAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAACDKTQAAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAQJSbAAAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAgL+bnielZAsAgI7ObTXC27Ifw0V5RDg8AEBHNRcjDMv3FQAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAOhmvi8jiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcA4Cs1FyOIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAwFAa09yCnxSFrHIAAAAASUVORK5CYII="/><div class="c x0 y1 w2 h0"><div class="t m0 x5 h6 y2b ff4 fs2 fc2 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI GRUPY KAPITAŁOWEJ <span class="ff3">MIRBUD ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc3"> </span></span></div><div class="t m0 x6 h4 y2c ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y2d w4 ha"><div class="t m0 x7a h8 y85 ff2 fs3 fc2 sc0 ls0 ws0">Grupa Kapitałowa MIR<span class="_ _8"></span>BUD<span class="ff1"> <span class="ls6">| <span class="_ _8"></span></span>Charakterysty<span class="_ _8"></span>ka rynku </span></div></div><div class="c x9 y2d w5 ha"><div class="t m0 xa h4 y86 ff3 fs1 fc4 sc0 ls3 ws0">27<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h4 y31 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y18e ff2 fs3 fc0 sc0 ls0 ws0">pozwoleń na <span class="_ _3"></span>b<span class="_ _8"></span>udowę obiektów <span class="_ _3"></span>k<span class="_ _8"></span>ulturalnych, edukacyjnych i <span class="_ _3"></span>kultury fizycznej<span class="_ _c"></span>. Powyższe dane<span class="_ _0"></span> <span class="_ _0"></span>wskazują </div><div class="t m0 x2 h8 y22f ff2 fs3 fc0 sc0 ls0 ws0">na <span class="_ _d"> </span>rosnący<span class="_ _8"></span> <span class="_ _d"> </span>po<span class="_ _8"></span>pyt <span class="_ _27"> </span>na <span class="_ _d"> </span>b<span class="_ _8"></span>udowę <span class="_ _27"> </span>budynków <span class="_ _d"> </span>m<span class="_ _8"></span>agazynowyc<span class="_ _8"></span>h <span class="_ _d"> </span>i <span class="_ _27"> </span>przemysłowyc<span class="_ _8"></span>h, <span class="_ _d"> </span>prz<span class="_ _8"></span>y <span class="_ _d"> </span>mal<span class="_ _8"></span>ejącym </div><div class="t m0 x2 h8 y34 ff2 fs3 fc0 sc0 ls0 ws0">zapotrzebowaniu <span class="_ _f"></span>na <span class="_ _c"></span>bu<span class="_ _8"></span>dynki <span class="_ _c"></span>uż<span class="_ _8"></span>yteczności <span class="_ _f"></span>publicznej. <span class="_ _f"></span>Taki <span class="_ _c"></span>stan <span class="_ _f"></span>rzeczy <span class="_ _c"></span>wy<span class="_ _8"></span>nika <span class="_ _c"></span>ze <span class="_ _f"></span>zmian <span class="_ _c"></span>w<span class="_ _8"></span> <span class="_ _c"></span>struk<span class="_ _8"></span>turze </div><div class="t m0 x2 h8 y230 ff2 fs3 fc0 sc0 ls0 ws0">rynku <span class="_ _31"> </span>bud<span class="_ _8"></span>owlanego <span class="_ _31"> </span>sp<span class="_ _8"></span>owodowanych <span class="_ _17"> </span>wystąpienie<span class="_ _8"></span>m <span class="_ _31"> </span>pandem<span class="_ _8"></span>i<span class="_ _8"></span><span class="ff1">i <span class="_ _31"> </span>kor<span class="_ _8"></span>onawirusa <span class="_ _17"> </span>COViD-19<span class="_ _8"></span> <span class="_ _31"> </span>oraz </span></div><div class="t m0 x2 h8 y231 ff2 fs3 fc0 sc0 ls0 ws0">wstrzymaniem ś<span class="_ _8"></span>rodków <span class="_ _8"></span>unijnych <span class="_ _8"></span>z Krajo<span class="_ _8"></span>wego <span class="_ _8"></span>Planu O<span class="_ _8"></span>dbudowy, <span class="_ _8"></span>a co<span class="_ _8"></span> za ty<span class="_ _8"></span>m <span class="_ _8"></span>idzie <span class="_ _c"></span>–<span class="ff1"> <span class="_ _8"></span>wstrzymaniem <span class="_ _8"></span>lub </span></div><div class="t m0 x2 h8 y293 ff2 fs3 fc0 sc0 ls0 ws0">ograniczaniem planów <span class="_ _8"></span>inwestycyj<span class="_ _8"></span>nych przez inwestorów publicz<span class="_ _8"></span>nych, w tym głównie samorz<span class="_ _8"></span>ądowych.<span class="_ _c"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 y294 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y295 ff2 fs3 fc0 sc0 ls0 ws0">Analizując <span class="_ _8"></span>potencjał <span class="_ _8"></span>r<span class="_ _8"></span>ynku <span class="_ _8"></span>budownict<span class="_ _8"></span>wa <span class="_ _c"></span>przemysłowe<span class="_ _8"></span>go, <span class="_ _8"></span>a <span class="_ _8"></span>w <span class="_ _8"></span>szcz<span class="_ _8"></span>ególności <span class="_ _c"></span>–<span class="ff1"> <span class="_ _8"></span></span>m<span class="_ _8"></span>agazynowego, <span class="_ _8"></span>na<span class="_ _8"></span>leży </div><div class="t m0 x2 h8 y296 ff2 fs3 fc0 sc0 ls0 ws0">zwrócić <span class="_ _3"></span>uwagę <span class="_ _3"></span>na<span class="_ _8"></span> <span class="_ _3"></span>wskaźniki <span class="_ _3"></span>powierz<span class="_ _8"></span>chni <span class="_ _3"></span>magazynow<span class="_ _8"></span>ej <span class="_ _3"></span>wybudowanej, <span class="_ _3"></span>ale<span class="_ _8"></span> <span class="_ _3"></span>niewynajętej. <span class="_ _3"></span>Wedłu<span class="_ _8"></span>g <span class="_ _3"></span>danych </div><div class="t m0 x2 h8 y297 ff2 fs3 fc0 sc0 ls0 ws0">zebranych <span class="_ _7"> </span>przez <span class="_ _7"> </span>firmę <span class="_ _7"> </span>Colliers <span class="_ _7"> </span><span class="ff1">- <span class="_ _6"> </span></span>ws<span class="_ _8"></span>półczynnik <span class="_ _7"> </span>powierz<span class="_ _8"></span>chni <span class="_ _6"> </span>niewynajęt<span class="_ _8"></span>ej <span class="_ _7"> </span>na <span class="_ _6"> </span>ryn<span class="_ _8"></span>ku <span class="_ _6"> </span>mag<span class="_ _8"></span>azynowym <span class="_ _7"> </span>w </div><div class="t m0 x2 h8 y298 ff2 fs3 fc0 sc0 ls0 ws0">całym <span class="_ _2a"> </span>kraju <span class="_ _21"> </span>wyniósł <span class="_ _2a"> </span>na <span class="_ _2a"> </span>ko<span class="_ _8"></span>niec <span class="_ _2a"> </span>2021 <span class="_ _2a"> </span>roku <span class="_ _21"> </span>3,8%, <span class="_ _2a"> </span>not<span class="_ _8"></span>ując <span class="_ _2a"> </span>tym <span class="_ _21"> </span>samym <span class="_ _2a"> </span>spadek <span class="_ _21"> </span>o <span class="_ _2a"> </span>2,8 <span class="_ _2a"> </span>p.p. <span class="_ _21"> </span>względem </div><div class="t m0 x2 h8 y299 ff1 fs3 fc0 sc0 ls0 ws0">analogicznego <span class="_ _8"></span>okr<span class="_ _8"></span>esu <span class="_ _8"></span>roku <span class="_ _8"></span>poprz<span class="_ _8"></span>edniego. <span class="_ _c"></span><span class="ff2">W <span class="_ _8"></span>c<span class="_ _8"></span>ałym <span class="_ _8"></span>2021 <span class="_ _8"></span>roku <span class="_ _c"></span>deweloperz<span class="_ _8"></span>y <span class="_ _8"></span>powierzchni <span class="_ _8"></span>magaz<span class="_ _8"></span>ynowo </span></div><div class="t m0 x2 h8 y29a ff2 fs3 fc0 sc0 ls0 ws0">–<span class="ff1"> <span class="_ _0"></span><span class="ff2">logistycznych ukończyli inwestycje o <span class="_ _3"></span>ł<span class="_ _8"></span>ącznej powierzchni ok. <span class="_ _3"></span>3,1 mln m</span></span></div><div class="t m0 x7b h56 y336 ff1 fs6 fc0 sc0 ls0 ws0">2</div><div class="t m0 x7c h8 y29a ff1 fs3 fc0 sc0 ls0 ws0">, <span class="_ _0"></span>co <span class="ff2">jest najwyższym rocznym </span></div><div class="t m0 x2 h8 y337 ff1 fs3 fc0 sc0 ls0 ws0">wynikiem  dla  tego <span class="_ _21"> </span>r<span class="_ _8"></span>ynku  w  Polsce.  <span class="ff2">2021  rok  był <span class="_ _21"> </span>r<span class="_ _8"></span>ównież  rekordowym  pod  względem  wolumenu </span></div><div class="t m0 x2 h8 y338 ff1 fs3 fc0 sc0 ls0 ws0">powierzchni <span class="_ _c"></span>m<span class="_ _8"></span>agazynowych <span class="_ _f"></span>w <span class="_ _c"></span>budowie.<span class="_ _8"></span> <span class="_ _f"></span><span class="ff2">Pod <span class="_ _c"></span>koniec <span class="_ _f"></span>IV <span class="_ _c"></span>kwartału <span class="_ _f"></span></span>wyni<span class="ff2">ósł <span class="_ _f"></span></span>on <span class="_ _c"></span>do <span class="_ _f"></span>4,2 <span class="_ _c"></span>mln <span class="_ _f"></span>m</div><div class="t m0 x5f h56 y339 ff1 fs6 fc0 sc0 ls0 ws0">2</div><div class="t m0 x7d h8 y338 ff1 fs3 fc0 sc0 ls0 ws0">. <span class="_ _f"></span><span class="ff2">Najwięcej </span></div><div class="t m0 x2 h8 y33a ff1 fs3 fc0 sc0 ls0 ws0">tego typu powierzc<span class="_ _8"></span>hni buduj<span class="_ _8"></span>e si<span class="ff2">ę</span> w regionie G<span class="_ _8"></span><span class="ff2">ó</span>rnego <span class="ff2">Ś</span>l<span class="ff2">ą</span>ska (7<span class="_ _8"></span>06,8 tys. m</div><div class="t m0 x7e h56 y33b ff1 fs6 fc0 sc0 ls0 ws0">2</div><div class="t m0 x7f h8 y33a ff1 fs3 fc0 sc0 ls0 ws0">).   </div><div class="t m0 x2 h8 y33c ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y33d ff1 fs3 fc0 sc0 ls0 ws0">Rynek budownictw<span class="_ _8"></span>a mieszk<span class="_ _8"></span>aniowego w Polsc<span class="_ _8"></span>e w 2021 rok<span class="_ _8"></span>u <span class="_ _8"></span><span class="ff2">w dalszym c<span class="_ _8"></span>iągu znaj<span class="_ _8"></span>dował się w tren<span class="_ _8"></span>dzie </span></div><div class="t m0 x2 h8 y11f ff1 fs3 fc0 sc0 ls0 ws0">wzrostowym<span class="ff2">. <span class="_ _2b"> </span>W <span class="_ _2b"> </span>tym <span class="_ _2b"> </span>czasie <span class="_ _2b"> </span>oddan<span class="_ _8"></span>o <span class="_ _2b"> </span>do  uż<span class="_ _8"></span>ytkowania <span class="_ _2b"> </span>234,9 <span class="_ _2b"> </span>tys<span class="_ _8"></span>. <span class="_ _2b"> </span>mieszkań<span class="_ _8"></span></span> <span class="_ _2b"> </span><span class="ff2">o <span class="_ _2b"> </span>łącznej <span class="_ _2b"> </span>powierzc<span class="_ _8"></span>hni </span></div><div class="t m0 x2 h8 y33e ff2 fs3 fc0 sc0 ls0 ws0">użytkowej 21<span class="_ _0"></span>,8<span class="ff1"> mln m</span></div><div class="t m0 x80 h56 y33f ff1 fs6 fc0 sc0 ls0 ws0">2</div><div class="t m0 x81 h8 y33e ff2 fs3 fc0 sc0 ls0 ws0">. <span class="_ _3"></span>To wartość <span class="_ _3"></span>6,4<span class="_ _8"></span>% <span class="_ _3"></span>wy<span class="_ _8"></span>ższa <span class="_ _0"></span>w <span class="_ _3"></span>porówna<span class="_ _8"></span>niu <span class="_ _3"></span>do 2020 <span class="_ _3"></span>roku. Natomiast <span class="_ _0"></span>pod <span class="_ _3"></span>wzglę<span class="_ _8"></span>dem </div><div class="t m0 x2 h8 y340 ff2 fs3 fc0 sc0 ls0 ws0">liczby <span class="_ _c"></span>budynków <span class="_ _c"></span>mies<span class="_ _8"></span>zkalnych <span class="_ _c"></span>oddanych <span class="_ _c"></span>do <span class="_ _f"></span>użytkowania <span class="_ _c"></span>w <span class="_ _c"></span>2021 <span class="_ _c"></span>roku <span class="_ _c"></span>w<span class="_ _8"></span>artość <span class="_ _c"></span>ta <span class="_ _c"></span>wy<span class="_ _8"></span>niosła <span class="_ _c"></span>109,2 <span class="_ _c"></span>tys. </div><div class="t m0 x2 h8 y341 ff2 fs3 fc0 sc0 ls0 ws0">nowych budynków<span class="ff1">, tj<span class="_ _8"></span>. o </span>17,8% wi<span class="_ _8"></span>ęcej w<span class="ff1"> </span>porówna<span class="_ _8"></span>niu do roku 2020.<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 yde ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y342 ff2 fs3 fc0 sc0 ls0 ws0">Na <span class="_ _8"></span>podaż <span class="_ _8"></span>mieszkań <span class="_ _8"></span>na <span class="_ _c"></span>rynku <span class="_ _8"></span>budow<span class="_ _8"></span>lanym<span class="_ _8"></span><span class="ff1"> <span class="_ _8"></span></span>w <span class="_ _8"></span>kolejnych <span class="_ _c"></span>kwartałach <span class="_ _8"></span>ma <span class="_ _8"></span>wp<span class="_ _8"></span>ływ <span class="_ _8"></span>przede <span class="_ _8"></span>wszy<span class="_ _8"></span>stkim <span class="_ _8"></span>liczba </div><div class="t m0 x2 h8 y343 ff2 fs3 fc0 sc0 ls0 ws0">wydanych <span class="_ _3"></span>pozwoleń <span class="_ _3"></span>na <span class="_ _3"></span>budowę. <span class="_ _3"></span>W <span class="_ _3"></span>2021 <span class="_ _3"></span>roku <span class="_ _3"></span>taki<span class="_ _8"></span><span class="ff1 ls12">ch<span class="ls0"> <span class="_ _3"></span>decyzj<span class="_ _8"></span>i <span class="_ _2"></span>wy<span class="_ _8"></span>dano <span class="_ _3"></span><span class="ff2">lub <span class="_ _2"></span>d<span class="_ _8"></span>okonano <span class="_ _3"></span>zgłoszeń <span class="_ _3"></span>z <span class="_ _3"></span>projektem<span class="_ _8"></span> </span></span></span></div><div class="t m0 x2 h8 y344 ff2 fs3 fc0 sc0 ls0 ws0">budowlanym <span class="_ _8"></span>budowy 3<span class="_ _8"></span>41,2 <span class="_ _8"></span>tys. miesz<span class="_ _8"></span>kań, tj. <span class="_ _8"></span>o 65,1<span class="_ _8"></span> ty<span class="_ _8"></span>s. mieszk<span class="_ _8"></span>ań (23,6%) <span class="_ _8"></span>więcej<span class="_ _8"></span> niż <span class="_ _8"></span>przed<span class="_ _c"></span><span class="ff1"> rok<span class="_ _8"></span>iem. <span class="_ _8"></span>W </span></div><div class="t m0 x2 h8 y345 ff2 fs3 fc0 sc0 ls0 ws0">tym samym czasie rozpoczęto bu<span class="_ _8"></span>dowę 277,4 tys<span class="_ _8"></span>. mieszk<span class="_ _8"></span>ań, tj. o 53,6 tys. mieszkań (23,9%) więcej niż<span class="_ _8"></span> </div><div class="t m0 x2 h8 y346 ff2 fs3 fc0 sc0 ls0 ws0">rok wcześniej.<span class="ff1"> </span></div><div class="t m0 x2 h8 y347 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y348 ff2 fs3 fc0 sc0 ls0 ws0">Powyższe <span class="_ _3"></span>dane <span class="_ _3"></span>wsk<span class="_ _8"></span>azują <span class="_ _3"></span>na <span class="_ _3"></span>ożywienie <span class="_ _3"></span>rynku<span class="_ _8"></span> <span class="_ _3"></span>budowlanego <span class="_ _3"></span>w<span class="_ _8"></span> <span class="_ _3"></span>Polsce, <span class="_ _3"></span>głównie<span class="_ _8"></span> <span class="_ _3"></span>w <span class="_ _3"></span>obszarz<span class="_ _8"></span>e <span class="_ _3"></span>budownictwa </div><div class="t m0 x2 h8 y349 ff2 fs3 fc0 sc0 ls0 ws0">mieszkaniowego <span class="_ _8"></span>oraz <span class="_ _8"></span>prze<span class="_ _8"></span>mysłowego.<span class="_ _8"></span><span class="ff1"> </span>N<span class="_ _8"></span>ależy <span class="_ _8"></span>jednak <span class="_ _8"></span>zauważy<span class="_ _8"></span>ć, <span class="_ _8"></span>iż w <span class="_ _8"></span>ostatni<span class="_ _8"></span>m k<span class="_ _8"></span>wartale <span class="_ _8"></span>2021 <span class="_ _8"></span>roku, <span class="_ _8"></span>na </div><div class="t m0 x2 h8 y34a ff2 fs3 fc0 sc0 ls0 ws0">skutek <span class="_ _6"> </span>gwa<span class="_ _8"></span>łtownych <span class="_ _6"> </span>wz<span class="_ _8"></span>rostów <span class="_ _6"> </span>cen <span class="_ _7"> </span>surowców <span class="_ _7"> </span>i <span class="_ _6"> </span>mater<span class="_ _8"></span>iałów <span class="_ _6"> </span>budowl<span class="_ _8"></span>anych <span class="_ _6"> </span>rynek <span class="_ _7"> </span>budowlany <span class="_ _7"> </span>w <span class="_ _6"> </span>Polsce<span class="_ _8"></span> </div><div class="t m0 x2 h8 y34b ff2 fs3 fc0 sc0 ls0 ws0">doznał schłodzenia.<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 y34c ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y34d ff2 fs3 fc0 sc0 ls0 ws0">Rynek budownictw<span class="_ _8"></span>a infrastruk<span class="_ _8"></span>turalnego w <span class="_ _8"></span>Polsce jest s<span class="_ _8"></span>ilnie skorelowany<span class="_ _8"></span> z rządow<span class="_ _8"></span>ymi<span class="_ _8"></span><span class="ff1"> pla<span class="_ _8"></span>nami rozwoju </span></div><div class="t m0 x2 h8 y34e ff2 fs3 fc0 sc0 ls0 ws0">sieci dróg krajowyc<span class="_ _8"></span>h i autostrad. W 2021 rok<span class="_ _8"></span>u Generalna Dyr<span class="_ _8"></span>ekcja Dróg Krajowy<span class="_ _8"></span>ch i Autostrad ogłosił<span class="_ _8"></span>a </div><div class="t m0 x2 h8 y34f ff1 fs3 fc0 sc0 ls0 ws0">przetargi <span class="_ _8"></span>dla <span class="ls9">27</span> <span class="ff2">odcinków <span class="_ _8"></span>o<span class="_ _8"></span></span> <span class="ff2">łącznej</span> <span class="ff2">długośc<span class="_ _8"></span>i oko<span class="_ _8"></span>ło</span> <span class="ls11">334</span> <span class="ls12">km</span> i <span class="ff2">wartośc<span class="_ _8"></span>i p<span class="_ _8"></span>onad 1<span class="_ _8"></span>5 m<span class="_ _8"></span>ld <span class="_ _8"></span>zł</span>. <span class="_ _8"></span>25 <span class="_ _8"></span>z <span class="_ _8"></span>tych <span class="_ _8"></span>z<span class="_ _8"></span>a<span class="ff2">dań </span></div><div class="t m0 x2 h8 y350 ff2 fs3 fc0 sc0 ls0 ws0">o łącznej d<span class="_ _8"></span>ługości dró<span class="_ _8"></span>g prz<span class="_ _8"></span>ekraczają<span class="_ _8"></span><span class="ff1">cej <span class="_ _8"></span>335 km <span class="_ _8"></span>to zad<span class="_ _8"></span>ania realizowane<span class="_ _8"></span> <span class="_ _8"></span></span>w ramach<span class="_ _8"></span> Planu <span class="_ _8"></span>Budowy Dró<span class="_ _8"></span>g </div><div class="t m0 x2 h8 y351 ff1 fs3 fc0 sc0 ls0 ws0">Krajowych, <span class="_ _c"></span>natomiast <span class="_ _c"></span>dwa <span class="_ _c"></span>z <span class="_ _c"></span>nich <span class="_ _c"></span>- <span class="_ _8"></span>w <span class="_ _c"></span>ramach <span class="_ _c"></span>Programu <span class="_ _c"></span>Budowy <span class="_ _c"></span>100<span class="_ _8"></span> Obwodnic <span class="_ _c"></span>na <span class="_ _8"></span>lata <span class="_ _c"></span>2020<span class="_ _8"></span>-2030. <span class="_ _c"></span>W </div><div class="t m0 x2 h8 y352 ff2 fs3 fc0 sc0 ls0 ws0">tym <span class="_ _c"></span>czasie <span class="_ _c"></span>podpisano <span class="_ _c"></span>46 <span class="_ _c"></span>u<span class="_ _8"></span>mów <span class="_ _c"></span>na <span class="_ _c"></span>budowę <span class="_ _c"></span>dró<span class="_ _8"></span>g <span class="_ _c"></span>o <span class="_ _c"></span>łącznej <span class="_ _c"></span>długośc<span class="_ _8"></span>i <span class="_ _f"></span><span class="ff1 ls11">555<span class="ls0"> </span></span>km <span class="_ _c"></span>i <span class="_ _c"></span>wartości<span class="_ _8"></span><span class="ff1"> 16,8 </span>mld <span class="_ _c"></span>zł<span class="ff1">. <span class="_ _c"></span>Na<span class="_ _8"></span> </span></div><div class="t m0 x2 h8 y353 ff1 fs3 fc0 sc0 ls0 ws0">konie<span class="ff2">c roku w sum<span class="_ _8"></span>ie 109 zadań drogowy<span class="_ _8"></span>ch GDDKiA znajdowa<span class="_ _8"></span>ło się na etapie re<span class="_ _8"></span>alizacji.<span class="_ _8"></span></span> </div><div class="t m0 x2 h8 y28b ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y354 ff2 fs3 fc0 sc0 ls0 ws0">Kontrakty <span class="_ _27"> </span>drogow<span class="_ _8"></span>e <span class="_ _27"> </span>charak<span class="_ _8"></span>teryzują <span class="_ _27"> </span>s<span class="_ _8"></span>ię <span class="_ _27"> </span>długim <span class="_ _27"> </span>okr<span class="_ _8"></span>esem <span class="_ _27"> </span>rea<span class="_ _8"></span>lizacji. <span class="_ _27"> </span>Począw<span class="_ _8"></span>szy <span class="_ _26"> </span>od <span class="_ _27"> </span>ogłoszenia </div><div class="t m0 x2 h8 y355 ff2 fs3 fc0 sc0 ls0 ws0">postępowania <span class="_ _7"> </span>przetar<span class="_ _8"></span>gowego, <span class="_ _7"> </span>poprzez <span class="_ _2a"> </span>wybór <span class="_ _7"> </span>wykonawc<span class="_ _8"></span>y <span class="_ _7"> </span>i <span class="_ _7"> </span>podpisanie <span class="_ _7"> </span>z <span class="_ _2a"> </span>nim <span class="_ _7"> </span>umowy, <span class="_ _21"> </span>następnie <span class="_ _7"> </span>c<span class="_ _8"></span>o </div><div class="t m0 x2 h8 y356 ff2 fs3 fc0 sc0 ls0 ws0">najmniej <span class="_ _8"></span>roczny <span class="_ _8"></span>okres <span class="_ _8"></span>projektowan<span class="_ _8"></span>ia i <span class="_ _8"></span>uzys<span class="_ _8"></span>kiwania <span class="_ _8"></span>decyz<span class="_ _8"></span>ji ZRiD <span class="_ _8"></span>(dla <span class="_ _8"></span>kontraktów <span class="_ _8"></span>w<span class="_ _8"></span> formu<span class="_ _8"></span>le Za<span class="_ _8"></span>projektuj </div><div class="t m0 x2 h8 y357 ff2 fs3 fc0 sc0 ls0 ws0">i <span class="_ _3"></span>wybuduj), <span class="_ _0"></span>a <span class="_ _3"></span>następn<span class="_ _8"></span>ie <span class="_ _3"></span>do <span class="_ _3"></span>z<span class="_ _8"></span>akończenia <span class="_ _3"></span>rob<span class="_ _8"></span>ót <span class="_ _3"></span>budowl<span class="_ _8"></span>anych <span class="_ _3"></span>mija nierzadko <span class="_ _3"></span>4<span class="_ _8"></span><span class="ff1"> <span class="_ _0"></span>do <span class="_ _3"></span>6 <span class="_ _0"></span>lat. <span class="_ _3"></span>W <span class="_ _3"></span>ty<span class="_ _8"></span>m <span class="_ _3"></span>czasie <span class="_ _0"></span>ceny </span></div><div class="t m0 x2 h8 y358 ff2 fs3 fc0 sc0 ls0 ws0">podstawowych <span class="_ _6"> </span>materi<span class="_ _8"></span>ałów <span class="_ _6"> </span>budowlanyc<span class="_ _8"></span>h <span class="_ _6"></span>i <span class="_ _f"></span>s<span class="_ _8"></span>uro<span class="_ _8"></span>wców <span class="_ _6"> </span>ulegają <span class="_ _6"> </span>zm<span class="_ _8"></span>ianom, <span class="_ _6"></span>co <span class="_ _6"></span>rodzi <span class="_ _6"> </span>ogrom<span class="_ _8"></span>ne <span class="_ _6"></span>ryzyka <span class="_ _7"> </span><span class="ff1">dla </span></div><div class="t m0 x2 h8 y359 ff2 fs3 fc0 sc0 ls0 ws0">wykonawców, <span class="_ _2b"> </span>którzy <span class="_ _2b"> </span>są <span class="_ _2b"> </span>zmuszeni <span class="_ _2b"> </span>mierzyć <span class="_ _2b"> </span>się <span class="_ _11"> </span>z<span class="_ _8"></span>  re<span class="_ _8"></span>alizacją <span class="_ _11"> </span>k<span class="_ _8"></span>ontraktów <span class="_ _2b"> </span>często <span class="_ _2b"> </span>w  i<span class="_ _8"></span>nnych <span class="_ _11"> </span>r<span class="_ _8"></span>ealiach </div><div class="t m0 x2 h8 y35a ff2 fs3 fc0 sc0 ls0 ws0">cenowych <span class="_ _c"></span>niż <span class="_ _c"></span>te <span class="_ _c"></span>z<span class="_ _8"></span>akładane <span class="_ _c"></span>podczas<span class="_ _8"></span> <span class="_ _c"></span>składania <span class="_ _c"></span>oferty<span class="_ _8"></span>. <span class="_ _c"></span>W <span class="_ _c"></span>celu <span class="_ _c"></span>z<span class="_ _8"></span>niwelowania <span class="_ _f"></span><span class="ff1">r<span class="_ _8"></span>yzyka <span class="_ _c"></span></span>utraty <span class="_ _c"></span>re<span class="_ _8"></span>ntowności </div><div class="t m0 x2 h8 y35b ff2 fs3 fc0 sc0 ls0 ws0">kontraktów <span class="_ _12"> </span>w <span class="_ _12"> </span>201<span class="_ _8"></span>9 <span class="_ _13"> </span>roku<span class="_ _8"></span> <span class="_ _13"> </span>(pocz<span class="_ _8"></span>ąwszy <span class="_ _12"> </span>od <span class="_ _12"> </span>wszys<span class="_ _8"></span>tkich <span class="_ _13"> </span>um<span class="_ _8"></span>ów <span class="_ _13"> </span>za<span class="_ _8"></span>wartych <span class="_ _12"> </span>po <span class="_ _12"> </span>21 <span class="_ _12"> </span>stycznia <span class="_ _12"> </span>2019<span class="_ _8"></span> <span class="_ _13"> </span>r.)<span class="_ _8"></span> </div><div class="t m0 x2 h8 y35c ff2 fs3 fc0 sc0 ls0 ws0">wprowadzono <span class="_ _8"></span>mechanizm <span class="_ _8"></span>waloryzacyjny <span class="_ _8"></span>w wys<span class="_ _8"></span>okości <span class="_ _8"></span><span class="ff1">(<span class="ls1f">+/</span>-) </span>5% <span class="_ _8"></span>wartości kontraktu. <span class="_ _8"></span>Mechanizm ten <span class="_ _8"></span>jest </div></div></div><div class="pi" ></div></div><div id="pf1c" class="pf w0 h0" ><div class="pc pc1c w0 h0"><img class="bi x4 y2a w3 h5" alt="" src="data:image/png;base64,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"/><div class="c x0 y1 w2 h0"><div class="t m0 x5 h6 y2b ff4 fs2 fc2 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI GRUPY KAPITAŁOWEJ <span class="ff3">MIRBUD ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc3"> </span></span></div><div class="t m0 x6 h4 y2c ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y2d w4 ha"><div class="t m0 x7a h8 y85 ff2 fs3 fc2 sc0 ls0 ws0">Grupa Kapitałowa MIR<span class="_ _8"></span>BUD<span class="ff1"> <span class="ls6">| <span class="_ _8"></span></span>Charakterysty<span class="_ _8"></span>ka rynku </span></div></div><div class="c x9 y2d w5 ha"><div class="t m0 xa h4 y86 ff3 fs1 fc4 sc0 ls3 ws0">28<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h4 y31 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y18e ff1 fs3 fc0 sc0 ls0 ws0">oparty  na <span class="_ _28"> </span>koszyku  waloryzacyj<span class="_ _8"></span>nym  GUS<span class="ff2">,  który  składa <span class="_ _21"> </span>się  z  głównych  elementów <span class="_ _28"> </span>cenotwórcz<span class="_ _8"></span>y<span class="_ _8"></span></span>ch </div><div class="t m0 x2 h8 y22f ff2 fs3 fc0 sc0 ls0 ws0">wpływających <span class="_ _f"></span>na <span class="_ _f"></span>osta<span class="_ _8"></span>teczny <span class="_ _f"></span>bilans <span class="_ _f"></span>kos<span class="_ _8"></span>ztowy <span class="_ _f"></span>kontrakt<span class="_ _8"></span>u, <span class="_ _f"></span>a <span class="_ _f"></span>są <span class="_ _f"></span>to <span class="_ _f"></span>ceny: <span class="_ _6"></span>paliwa, <span class="_ _f"></span>cementu, <span class="_ _f"></span>as<span class="_ _8"></span>faltu, <span class="_ _f"></span>stali, </div><div class="t m0 x2 h8 y34 ff2 fs3 fc0 sc0 ls0 ws0">kruszywa <span class="_ _1e"> </span>oraz <span class="_ _1e"> </span>średnie <span class="_ _1e"> </span>wynagrodze<span class="_ _8"></span>nia <span class="_ _12"> </span>pr<span class="_ _8"></span>acownikó<span class="_ _8"></span>w <span class="_ _12"> </span>bra<span class="_ _8"></span>nży<span class="_ _8"></span><span class="ff1">. <span class="_ _1e"> </span>Wprowadzony<span class="_ _8"></span> <span class="_ _12"> </span>mech<span class="_ _8"></span>anizm <span class="_ _1e"> </span>dotyczy </span></div><div class="t m0 x2 h8 y230 ff2 fs3 fc0 sc0 ls0 ws0">zarówno generalny<span class="_ _8"></span>ch wykonawców, jak rów<span class="_ _8"></span>nież ich podwy<span class="_ _8"></span>konawców. <span class="_ _c"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 y231 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y293 ff1 fs3 fc0 sc0 ls0 ws0">W  <span class="ff2">II  połowie  2021  roku  coraz<span class="_ _8"></span>  bardziej  odczuwalne  były  rosnące  ceny  pod<span class="_ _8"></span>stawowych  surowców<span class="_ _8"></span> </span></div><div class="t m0 x2 h8 y294 ff2 fs3 fc0 sc0 ls0 ws0">wykorzys<span class="_ _8"></span>tywanych <span class="_ _27"> </span>w <span class="_ _26"> </span>bu<span class="_ _8"></span>downictwie. <span class="_ _26"> </span>Polski <span class="_ _26"> </span>Związ<span class="_ _8"></span>ek <span class="_ _26"> </span>Pracodawców <span class="_ _26"> </span>Budow<span class="_ _8"></span>nictwa, <span class="_ _26"> </span>wspólnie <span class="_ _26"> </span>z </div><div class="t m0 x2 h8 y295 ff2 fs3 fc0 sc0 ls0 ws0">Ogólnopolską <span class="_ _c"></span>Izbą <span class="_ _c"></span>Gospod<span class="_ _8"></span>arczą <span class="_ _c"></span>Drogownictwa <span class="_ _c"></span>opracował<span class="_ _8"></span> <span class="_ _8"></span>anal<span class="_ _8"></span>izę <span class="_ _8"></span>rynkow<span class="_ _8"></span>ą <span class="_ _8"></span>d<span class="_ _8"></span>la <span class="_ _8"></span>k<span class="_ _8"></span>osztów <span class="_ _8"></span>bu<span class="_ _8"></span>d<span class="_ _8"></span>owy<span class="_ _8"></span> <span class="_ _c"></span>dróg </div><div class="t m0 x2 h8 y296 ff2 fs3 fc0 sc0 ls0 ws0">w porównaniu do roku <span class="_ _0"></span>2020, aż do <span class="_ _0"></span>czasu wystąpienia stanu wojny w Ukrainie <span class="_ _3"></span>w I kwartale 2022 roku. <span class="_ _0"></span>Z </div><div class="t m0 x2 h8 y297 ff2 fs3 fc0 sc0 ls0 ws0">analizy <span class="_ _8"></span>tej <span class="_ _8"></span>wynika, <span class="_ _c"></span>iż <span class="_ _8"></span>ceny <span class="_ _8"></span>tak<span class="_ _8"></span>ich <span class="_ _8"></span>surowców <span class="_ _8"></span>jak<span class="_ _8"></span> <span class="_ _8"></span>m.in. <span class="_ _8"></span>ropa <span class="_ _8"></span>naftow<span class="_ _8"></span>a, <span class="_ _8"></span>ruda <span class="_ _8"></span>żelaza <span class="_ _8"></span>c<span class="_ _8"></span>zy <span class="_ _8"></span>węgiel <span class="_ _8"></span>koksowy<span class="_ _8"></span> <span class="_ _8"></span>w </div><div class="t m0 x2 h8 y298 ff2 fs3 fc0 sc0 ls0 ws0">styczniu 2022 roku były <span class="_ _3"></span>wy<span class="_ _8"></span>ższ<span class="_ _8"></span>e o <span class="_ _0"></span>50<span class="ff1">%, a w przy</span>padku węgla –<span class="ff1"> </span>o <span class="_ _0"></span>nawet 200% względem stycznia 2021 </div><div class="t m0 x2 h8 y299 ff2 fs3 fc0 sc0 ls0 ws0">roku. <span class="_ _f"></span>Wzrost <span class="_ _6"></span>cen <span class="_ _f"></span>surowcó<span class="_ _8"></span>w <span class="_ _f"></span>przełożył <span class="_ _f"></span>s<span class="_ _8"></span>ię <span class="_ _f"></span>bez<span class="_ _8"></span>pośrednio <span class="_ _f"></span>na <span class="_ _6"></span>ceny <span class="_ _f"></span>mater<span class="_ _8"></span>iałów <span class="_ _f"></span>bu<span class="_ _8"></span>dowlanych <span class="_ _f"></span>n<span class="_ _8"></span>iemal <span class="_ _f"></span>we<span class="_ _8"></span> </div><div class="t m0 x2 h8 y29a ff1 fs3 fc0 sc0 ls0 ws0">wszystkich as<span class="_ _8"></span>ortymentach. </div><div class="t m0 x2 h2c y35d ff7 fs5 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h2c y35e ff8 fs5 fc0 sc0 ls0 ws0">Wykres: Ceny<span class="_ _0"></span> surowcó<span class="_ _0"></span>w wykorzy<span class="_ _0"></span>stywanych<span class="_ _0"></span> przez budo<span class="_ _0"></span>wnictwo <span class="_ _0"></span>[l 2020 = 10<span class="_ _0"></span>0] (źródło:<span class="_ _0"></span> opra<span class="ff7">c<span class="_ _8"></span>owanie<span class="_ _0"></span> PZPB na<span class="_ _3"></span> podstawie danych<span class="_ _0"></span> </span></div><div class="t m0 x2 h2c y35f ff7 fs5 fc0 sc0 ls0 ws0">FRED, LME, SpotDa<span class="_ _0"></span>ta, Trad<span class="_ _0"></span>inView i Plasti<span class="_ _0"></span>cs Information<span class="_ _0"></span> Europe) </div><div class="t m0 x2 h2c y239 ff7 fs5 fc0 sc0 ls0 ws0"> </div><div class="t m0 x82 h8 y360 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y361 ff2 fs3 fc0 sc0 ls0 ws0">W obliczu <span class="_ _8"></span>rosnący<span class="_ _8"></span>ch c<span class="_ _8"></span>en s<span class="_ _8"></span>urowców <span class="_ _8"></span>i <span class="_ _8"></span>materiałów <span class="_ _8"></span>budo<span class="_ _8"></span>wlanych <span class="_ _8"></span>z k<span class="_ _8"></span>ońcem <span class="_ _8"></span>2021 <span class="_ _8"></span>roku <span class="_ _8"></span>wielu <span class="_ _8"></span>generalnych </div><div class="t m0 x2 h8 y362 ff2 fs3 fc0 sc0 ls0 ws0">wykonawców <span class="_ _8"></span>wstrz<span class="_ _8"></span>ymało <span class="_ _8"></span>się <span class="_ _8"></span>z <span class="_ _8"></span>k<span class="_ _8"></span>ontraktacją <span class="_ _8"></span>tych <span class="_ _8"></span>materiałów <span class="_ _c"></span>na <span class="_ _8"></span>przyszłość<span class="_ _8"></span> <span class="_ _8"></span>sądząc, <span class="_ _8"></span>iż <span class="_ _f"></span>znajdują <span class="_ _8"></span>się <span class="_ _8"></span>one </div><div class="t m0 x2 h8 y363 ff2 fs3 fc0 sc0 ls0 ws0">na <span class="_ _0"></span>tzw. górce <span class="_ _3"></span>c<span class="_ _8"></span>enowej. Wówczas <span class="ff1">nie <span class="_ _0"></span>przypuszcz<span class="_ _8"></span>ano<span class="ff2">, <span class="_ _0"></span>iż ceny <span class="_ _3"></span>te mogą<span class="ff1"> jeszcz<span class="_ _8"></span>e drastycznie <span class="_ _0"></span><span class="ff2">wzrosnąć na </span></span></span></span></div><div class="t m0 x2 h8 y364 ff1 fs3 fc0 sc0 ls0 ws0">skutek wybuchu woj<span class="_ _8"></span>ny w Ukrainie.<span class="_ _8"></span> </div><div class="t m0 x2 h8 y365 ff1 fs3 fc0 sc0 ls0 ws0">  </div><div class="t m0 x2 h8 y2ad ff2 fs3 fc0 sc0 ls0 ws0">W <span class="_ _c"></span>k<span class="_ _8"></span>onsekwencji <span class="_ _f"></span>wzrostu <span class="_ _f"></span>cen <span class="_ _f"></span>w <span class="_ _f"></span>2021 <span class="_ _c"></span>r<span class="_ _8"></span>oku <span class="_ _f"></span>Ministerstwo <span class="_ _f"></span>Infrastruktury<span class="_ _8"></span> <span class="_ _c"></span>podję<span class="_ _8"></span>ło <span class="_ _c"></span>d<span class="_ _8"></span>ecyzję <span class="_ _f"></span>o <span class="_ _f"></span>podniesieniu </div><div class="t m0 x2 h8 y366 ff2 fs3 fc0 sc0 ls0 ws0">stopy  waloryzacji <span class="_ _28"> </span>kontraktów  drogowych  do <span class="_ _28"> </span>(+/<span class="_ _8"></span><span class="ff1">-)  10%. <span class="_ _28"> </span>Zmiana  ta  dotyczy <span class="_ _28"> </span>wszy<span class="_ _8"></span>stkich  przet</span>argów </div><div class="t m0 x2 h8 y1a5 ff2 fs3 fc0 sc0 ls0 ws0">ogłaszanych<span class="ff1"> <span class="_ _0"></span>w <span class="_ _3"></span>sy<span class="_ _8"></span>stemie <span class="_ _3"></span>Proj<span class="_ _8"></span>ektuj <span class="_ _3"></span>i <span class="_ _3"></span>bu<span class="_ _8"></span>duj <span class="_ _0"></span><span class="ff2">począwszy<span class="_ _8"></span> <span class="_ _3"></span>od <span class="_ _3"></span>s<span class="_ _8"></span>tycznia <span class="_ _3"></span>20<span class="_ _8"></span>22 <span class="_ _3"></span>roku.<span class="_ _8"></span><span class="ff1"> <span class="_ _0"></span><span class="ff2">Należy <span class="_ _3"></span>prz<span class="_ _8"></span>y <span class="_ _3"></span>tym <span class="_ _3"></span>z<span class="_ _8"></span>auważyć, </span></span></span></span></div><div class="t m0 x2 h8 y367 ff2 fs3 fc0 sc0 ls0 ws0">że <span class="_ _6"> </span>mechanizm <span class="_ _7"> </span>waloryzacy<span class="_ _8"></span>jny <span class="_ _6"> </span>obejmuje <span class="_ _7"> </span>tzw. <span class="_ _6"> </span>ryzyk<span class="_ _8"></span>o <span class="_ _6"> </span>pół <span class="_ _6"> </span>na <span class="_ _7"> </span>pół. <span class="_ _6"></span>Oznacza <span class="_ _6"> </span>t<span class="_ _8"></span>o, <span class="_ _6"> </span>iż <span class="_ _2a"> </span>jedną <span class="_ _7"> </span>połowę <span class="_ _6"> </span>ryz<span class="_ _8"></span>yka </div><div class="t m0 x2 h8 y368 ff2 fs3 fc0 sc0 ls0 ws0">związanego <span class="_ _1e"> </span>ze <span class="_ _14"> </span>wzrostem <span class="_ _1e"> </span>k<span class="_ _8"></span>osztów<span class="ff1"> </span>r<span class="_ _8"></span>ealizacji <span class="_ _1e"> </span>kontraktów <span class="_ _14"> </span>przejmują <span class="_ _14"> </span>wykonawcy, <span class="_ _14"> </span>a <span class="_ _1e"> </span>drugą <span class="_ _1e"> </span>połowę </div><div class="t m0 x2 h8 y369 ff2 fs3 fc0 sc0 ls0 ws0">zamawiający (GDDKi<span class="_ _8"></span>A). Przyjęto<span class="_ _8"></span><span class="ff1"> </span>więc, że 50 proc. <span class="_ _8"></span>wartości kontraktu <span class="_ _8"></span>podlega walory<span class="_ _8"></span>zacji.<span class="_ _8"></span><span class="ff1">  </span></div><div class="t m0 x2 h8 y36a ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y36b ff2 fs3 fc0 sc0 ls0 ws0">Wzrost cen <span class="_ _3"></span>surowc<span class="_ _8"></span>ów i <span class="_ _3"></span>mat<span class="_ _8"></span>eriałów budowlanych w <span class="_ _3"></span>2021 roku przełożył <span class="_ _3"></span>s<span class="_ _8"></span>ię be<span class="_ _0"></span>zpośrednio na wzrost <span class="_ _3"></span>ce<span class="_ _8"></span>n </div><div class="t m0 x2 h8 y36c ff1 fs3 fc0 sc0 ls0 ws0">produkcji budow<span class="_ _8"></span>lano- <span class="_ _8"></span><span class="ff2">montażowej, <span class="_ _8"></span>która <span class="_ _8"></span>w stycz<span class="_ _8"></span>niu 2022 r<span class="_ _8"></span>oku była <span class="_ _8"></span>wyżs<span class="_ _8"></span>za o 8,3<span class="_ _8"></span>% względem <span class="_ _8"></span>stycznia<span class="_ _8"></span> </span></div><div class="t m0 x2 h8 y36d ff1 fs3 fc0 sc0 ls0 ws0">2021 roku, natomiast <span class="_ _8"></span>w lutym <span class="ff2">–</span> o 9,3<span class="_ _8"></span>%. </div><div class="t m0 x2 h8 y36e ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y36f ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y370 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y371 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y372 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y373 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf1d" class="pf w0 h0" ><div class="pc pc1d w0 h0"><img class="bi x4 y2a w3 h5" alt="" 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YqeHX2+mTi0alVP45YdO/ddj4obNqiXvb29cYtKpdqzPyT6VsJXX4zcfzCkx/Clec6hbWO3PZvnzfv+52kL9z9Sa40bZ4zNVirNi/g6u/YcHPnl6nsP/jGrun8T1y9H92rbuoUpSf+6btuHkzbm3717+xobVs4wrXbr95+Q07H5q61fNPSdbp2Ny48ePfp1/fafNhy9eP3vRzOty5m1buQ2anAX+iIAAACh/Mn0en2ONu/NYLlMf+78xXeHL7h9LyNP0UOVZtGvp86H396/be5fZ84NHbfsRlxavmOKLfuu/Xbwiw3ffxDYLUAIkZHxaNK8/VMWHnCuUK68tSJVpb6TlCmEGNSjnhBCrzfkPwetTn8o5Nj42buL/12OHj8zdPw6rS7voUJO3w7pP39En6OLv5v4+AwNBXxrIYRWq8tzDgVW0xv0pkTeOeg/Jy8m5KmQnpmz+0j0nqPf1/XmeU0AAIAy6t8+6KnTGd77aFH+RG5y7NzdQR9O8+/9bf5EnvsgY6as12g0ubfcvpcRfuOBMZE/0fR5m5/qtP8zc2v+RG6ybOPZZSvXP9+G/mLygvyJ3MRgEBeuM7MhAAAAofyZaLT66Duqouts3nfVYHjCce4mPzp2/PSzncPNuJTj55/uBTpJD9VFV5j83c6UlJTn1cp/7Nq/cus5ehsAAABeSCh/ji6GRz3bjrEJGc+wV0Drqh/0qu9c0bLA0pR0za/rf38u3yslJWXwuFW6gm7MSyTig171v53wdofmHvRFAAAAQvmzs7NWLPm6Z9Sf837/aZSVZaGD1Lu0qbp79ScrZ/fzcrUpJLymv7SvPWmU/x/r5/y4YNKNv34uLBD/vv/53Ns+ePhPVUZOgUXDezf8ccGkMR8P3rVxTqsGVeiOAAAAhPJn1Pvt2sOH9PPwcO/SuX3bxgUHXAuFbPXiiR3fbPt+/54jB7QpsI7+iWNcikEuk1Qor3hitb69Hs+IYmZmNqBX6wLrhEc9n0HeEdduFVbUr+ebjy+DVNq+lS/dEQAAoGx6Di8Pqupe2bRcwd6q4BD8dh07Ozvjso215Yv4JrWrO8yY0KdVi8ZWVlbZ2dnZ2dmr120vrLKFhdK0XKN6wb9IpGVqYmJu/fsTuxmXVOB2pbm0Xl0/06rC3JzuCAAAQCh/RjLZk2+3e1dzeqFfQyqVbFz2H29vr8cBV6FQKBTF3LdyJccCt+v1hrDz4f/+3GJuPyxwezVXW0tLS7ogAAAApKXja9SqZm9K5E/L0rLQF2rGJzyHESz3Hz4qcHulilb0PwAAAJSeUO7iVP6Z95XJZFKppMAi03s9/42MrIKf8lQq5PQ/AAAAlJ5QLpc9+xeRSCRCFPyMqVNlh395YgaDQVfIW4o0OTr6HwAAAEpPKP83srKy9PoCw7qoV7u4M6IUNnOMRCJRmBXcyPeSM2h8AAAAlN1QnpPz95CSmFu3C6xT2cHSy6tqYUfIznWfOycn52bcw8JqVrAv+GnOqNiUjIy/c3lmZhbdEQAAgFBehtxL+vsJzvCrNwqs41PNoYgx5VdvJOv/d4P9v3OXF/FWUedKBb8sSa3RnzgVZlq9dO0O3REAAIBQXoYEHzljXMjJydn0x8kC6zRrUE0IIREF5/Jb8elv9R63dsNvo7+Y9c2Sw0V8lk/VyoUVzV/2h0ajEUJcvBQefCKG7ggAAFA2ldEJQGb9GJKmypRKJNv2XYpLzMxfQSaTvPduFyGEjU25QpP9ydjgk7FP/KxO7RvPX32isCP4Nh/qWKFceOQDtYbnPgEAAAjlZYkmR7/wl1NFVOj7ll/16tWEEH6+3sU5oJWlPOORtsAi/zYt3m67a1dowYNk4hIzC/ytAAAAAGVH2Rq+0qqBc3FmHnerXG7O1x8bl729vRr5OT7hNxuZZESfJoU2sVS66efpTetULvogXm7l6Y4AAACE8lLOxsps2y9f/zSrn72NeRHVmtZx2rX2qwoVKpi2LJ45wtFeWVh9Py/7UzuntmjiV8Qxzc3NN674qqqLdWEVKtgql80eRncEAAAom55i+Iq1VTkv1wImErG1+ft18ZUq2BRYx67833nUxrrg49jbWQshrK0sCyytVMFGCFHO0qLAUudK5Qs8sdyVh/VrZWdn937/nu/2fGv12m0LVwbfuK3KXb9WNfspY3sEdgvIc5yGDepFnVoxe/7KJb8eT8t8PJeimVzq7W7bs0v9sZ8MsrS0fPAwpcATsyr3eD7EKlWcj+/6bvnqrRt+D7sWk2Kq4ONp1+1NvxGDe9rYWHu5lS9gwnOJRC6X0VMBAABKMYmhsNfelHZ6vT4y8kbs7btqtcbBvnx1r6qOjhUlRY5uUavVkVHRKlW6UqnwquZpa2v7DJ9rMBhiYm4l3kuWSCQuVZxcXKpIijOkBgAAAIRyAAAAAC+IlCYAAAAACOUAAAAAoRwAAAAAoRwAAAAos+Q0AQAAKMuSH6RlPsouWed8MuxayTrhh6kZJ8OuP/Pur2SmutDj4YnJqS/ns35d/BmhHADwLDIfqZMfqErWOV+NvJ2qyixZ57w7+GxJC7iqw39e4gcEeFpPHcoPhRxbvHLXmct3k1OyHMorWzZ0+3bqSA8P9+79vjhzOV4iEUpzmXfVCtPHD2jUsH5k5I22PacMfbfJ15NHCyHUanXNFsPVGt3uNeNr+9Ws2WJoxqMciURYKOR+3pVmTR7q4+Nt/JTPxs/evOeSjZX5xdAfFQpF7hNYu+G3/8zc1rWdz7KFk4UQS5ev/W7Zwbq+lX9bM8s44Xfrtz6+EZfSvIHr1l9mGXf5/sdf/7tkv/HXrAq2Fs0aeHw+qk+1ap6ejQZqtYbffhozasLyxPv/+GfaTC6NOr3S3NxcCNG177iz4Qk1vSoEb19oLD13/uLb738rkYg7F9eaZhk3GAzLVq7/ZeufV6Mf6HQGLze73t0affHpBzdv3mrT4/9kUsnvq79oUL+uEGLMhNmbdl+aMKrj6A8HGgyGPkO++vNs7LcTe/XvEyiEWLdx+xcztgoh9q2fWKd2Lfpo6XPrdlLJOuG7iQ/i7iSXrHP+63xUicuLm37/k58OACCUF8u9e0nvfPC9WqMTQkgkhuQU9fbgyOqe22dM+SxVlZWcorZUypJTsuISMxPGLr0QukKr0yanqDMeqU2x9X6qOitbl5OjNS5nZuUozWXJKVmxCRmqjMWHf1/0+MZAyNXkFHVyivrCxfAmjRvmPocstSY5RZ2WniWEuHQ54tOvtwshFs/oaAzHCQmJJy8mCCH2Ho3OyckxMzN7fDsnRS2XCXMzWdJD9ZWbKdFx9/dtmZv8UK3VGXJytA9Ss5JT1Lk/xdxMapzBPTMzM/jELa3OcDTszsOHD+3t7YUQOTna5BS1RPKPKd737j/8ydTfTKvhNx6Ez9tf0b784PeDZFJJ4oOsU2cuG0P53tBrySnqA0cuj/5Q3L9//7eD14UQNX2qGXfcF3LOeDLBoaeLGcozH2X/ceCvf98bomMSr0ffKVk9+GX+aQkAAOC1COXfff+rWqOr413huykD/GrWuBV7Z9P24GEDA42lFgpZUsSaBw8e9h858/j5+CtXroknDQB6w6/yoe3zEhPv9R7+35MX4m/ejKla1fPGjZu34tPf8HO8dP1+8JEzeUJ5brMXbhBCNK3j1KlDW+OWQ6EnhBDtm7kfOhl77Pipdm1bmSqPGdxyypejNm3d9cH49cfP3VGp/r6LdvbgfJ1Ov+/g0aETNni5lQ/dPksikRjv0B85dkqrM7zZzD34ZOzhIyd7Bb6V5xxiY+Pc3d0MBsM3C7aayaVjBrcY2Pdtc3OzHbtDpi3c++0Pe9/v32Non6bfLAm5fDVWCJGcnBwTny6EOH8lQafTXQq/JoSwspTX9K0hhNDpdEf/ulXVxebmHdXh4xGff1Ks65L8IO39jxfQmwEAAEqop5t9ZcPOC5UrWBzfs9C/TcuKFSu+0aj+dzO+8PBwN1VQKBTOzk6erg7FPKBESBQKhbu7W+0azlqdIfb2XSHEhm37ZDLJyvmftWnitmnnWb1en3/HR2rN+k07Nu+76lBesWLeaJlM9vgMdxz38bTb/usMh/KKDb+F5N5FJpMqFIpWzRsKIXK0hrS0v0N5hQoVKlVytC1vLYSQy6SVKjk6OlZ8fMDfQp0qWm5fM9PTxXrD9mO5D2gwSLr2/WL0xMVCiGvXI8+EJ/Xs6DNjymfe3l4eHu6ffTRoWO83bt5NP3b81OcfD7QpZ/ZnWIwQ4sChP2VSybsBvkkP1ecvXPrz1EUhROs33P73O8CJ+ORHM8b3qlzB4vCpuKSkZPooAABAqfcUd8rVavW9B1n+TVyVSqUQ4kBw6MkzEUKIN+r7dOncXgih0epHfvbNncSUQydj3+1cs2ZNnytXn/BocOL9jEU//JKQ+HDb/gi3yuWaN31DCLFp59lmdZ18fWt069Dw4ynbVq/ZOmTgu3l23Hs0Zu/RGKlUfDGivWkk+qXLESGn4z4b1MLCwiKgTfUdB65+l5ZWvnx5Y+mZi7cW/fDL3sMXhRCeVaydnZ2e+JUTE+/tCo18N8BPqVR2bVdr2YYzKSkpVlZWuw8cN1a4n5K5cPpQIUTMrTtCiJo1XHLvXtPbXYiTN2/dbde2VZvG7ruPRIdHXNkfcr5pXef5Mz7defij/YdPHz0dJYTo1Kbu/34HCLGylL8d0D47WzNo3Not2/d9NGIA3RQAAOTWvlWdig42Jeucu7zZqGSdsHuVis6V7V/OZ1V0KP8Uodzc3LychTz5wSPj6vlLkWt++ys2IWNEnzRjKDcYRHhkwulLifY25vNnjhZCSKVSIYTuf7e6DQaDTqcXQshkj+/Q34pPHzvjDwuFrE6Nigu/GaZQKM6dv3j9Vqqnq92KVRvvJacKIcbN/C2wWwc7O7vcJ9OqYZUhfdoOnbB+wrd7XJwr9u7VTafTDf50UY5W/ygre8WqjUJIUjM0o8fP/eXHr427HDoVd+hUnKO9snv76pM+72+6uV4Yg8Hw4bh5GY+0eoNhxaqN2Zqc7Bzdb78fqFvbe/byo0IIicRwfM9i43HsbG2EEMn303IfIflBmhDC3s5GCNGpbd2dITfmLd0cfCJ69ODWjo4Vmzdw2X3o0pXo+0KIzm+2EEKkpKTsOHDV2bHcmg079Hp9OQvZxt9PEcoB4Hmp7eteq4ZryTrnZg197OysSto51yhZJ1zRoXw5SwU/IHi1niKUS6XSgNZeW/dfmzrj+y/HDR//+fDxnw+39OhlqqAwkx7ZuajvB5O2B0d+893KhbMnuLpUUZjLjv11Mz093draOuTICY3WIJNJPNwf/5vYtI7TsT2Lc3/K+q0HhBCXr927fG23EMJCIUvPzNm6Y/+wwX1yV3N0sHqvb4+/zkX+sOHMhJlb3+rc7sSpsEuR983NpDsOhO84EC6EkMkkG3ZHjAuPMO4yYUTr6ZM/NR1Bp9MV/X3PnruwK/SGXCY5eCzq4LEoIYSZXLrh9xOB3TpsWjw0aNQK028dQoiGDepWdrDYtPtiUPczTZs0kkgkkZE3Vm0+Uc5C3rZVUyFEp/YtJFO3rf3jssEgOrdvLoTo2Npv/OzdQoiA1p5Vq3oKIUaPn5eaoTEzk85YtFsIIZdKT19OPHgotEP7tvRUvEKVK9q2beFXss65RjWXap6VS1he9HGzKmdRgk64nKWyxN2oA4DSEMqFELOnjDx5buKMH0I37Dxb18cpLiE1R2uQSv4emC6Tydat+LpJx49WbApr13Jf966dh/du9P2a0y71h1Z3t71686EQYlCPeg4ODjk5OfmPr9Fotu65VLOq3cWjPxm3zJjz49SFBzfsOJknlBtNmzjiyOkbV26mzPxuRUJSqhDivW51jFMlCiG69h2371jMxm0Hra0tn6FpNmwLFkK83dZry/+mVhw48v827omIunHTqXJFIYTBIGna6UNj0ZL/jlgwrW//T1e17jWrunt5M5n0ys0UiUQsmBxonLDFw8O9hofdtZiUyg4Wdev4CSE6tms6fvZumUzy30kfCCEuh8GWPMUAACAASURBVEds2ntFLpNcDl3k4OAghAg9erxDv3nDvlh59XgTCwuLov/X2Oedlv++N1SwL9+4QfWS1YNf5p+WnhcXJwe5XMa/PgAA4BlDuZub61/7523YuvvY6WtxCalWluZjh7T4/OMBQojG9Twc7MoJIczMzOZPGzRn6bZVGw83a9JwzjdjXav8euDo5VRVVvf2Nbp3btyje4AQQiqVtm/q4e7yj0dCDx46WquGY59uLUxb+vXqHHYxRqvTZWZmlitXTgjhWsWxY0uPurXchRB2dnZH/vhu9Ph516ITzeSyzq08hw74e3aUj4e8pTfsSknLrFfbq2NLj+pV/zHgWyKRdGjhodMb7Owe3+mp5OjQsaWHm9PjhKdKz+rYwmPUkLdNu4wY+Pb9lMxN2w8PH/hOx5YeuY9mbm7e8523nCpVXLc1+OqNRJ1OP6B7nXe7t+rcsZ2pzvD+rfeFXmzRqLpx9saavj69OvnYlbesVdNXCHH1+s0OLTzq+rgYE7kQokWzxu8G+KamZ125er1hg3pFXJeKDjZrFo+hNwMAAJRQEuNs3AAAAABeFSlNAAAAABDKAQAAAEI5AAAAAEI5AAAAQCgHAAAAQCgHAAAACOUAAAAACOUAAAAAoRwAAAAAoRwAAAAglAMAAAAglAMAAACEcgAAAACEcgAAAIBQDgAAAIBQDgAAABDKAQAAABDKAQAAAEI5AAAAAEI5AAAAQCgHAAAAQCgHAAAACOUAAAAACOUAAAAAoRwAAAAAoRwAAAAglAMAAAAglAMAAACEcgAAAACEcgAAAIBQDgAAAIBQDgAAABDKAQAAABDKAQAAAEI5AAAAAEI5AAAAQCgHAAAAQCgHAAAACOUAAAAACOUAAAAAoRwAAAAAoRwAAAAglAMAAAAglAMAAACEcgAAAACEcgAAAIBQDgAAAIBQDgAAABDKAQAAABDKAQAAAEI5AAAAAEI5AAAAQCgHAAAAQCgHAAAACOUAAAAACOUAAAAAoRwAAAAAoRwAAAAglAMAAAAglAMAAACEcgAAAACEcgAAAIBQDgAAAIBQDgAAABDKAQAAAEI5AAAAAEI5AAAAQCgHAAAAQCgHAAAACOUAAAAACOUAAAAAoRwAAAAAoRwAAAAglAMAAAAglAMAAACEcgAAAACEcgAAAIBQDgAAAIBQDgAAABDKAQAAABDKAQAAAEI5AAAAAEI5AAAAQCgHAAAAQCgHAAAACOUAAAAACOUAAAAAoRwAAAAAoRwAAAAglAMAAAAglAMAAACEcgAAAACEcgAAAIBQDgAAAIBQDgAAABDKAQAAABDKAQAAAEI5AAAAAEI5AAAAQCgHAAAAQCgHAAAACOUAAAAACOUAAAAAoRwAAAAAofxfe/DgAY0AAACAl0lelr98eHj4sWPHrK2tNRpN//79zc3NDx48mJ6e3rNnT3oGAAAAXpoyfac8IiKiQ4cOgYGBJ06cOHv2bGxs7Pr1699++226BQAAAAjlr8bJkyeHDx+uUChoCgAAABDKXxJLS8sLFy4kJydrtVpfX9+7d+82b96cPgEAAICXTGIwGMrsl8/MzJw3b97du3fHjRt3586de/fu9e7dmz4BAAAAQvnLZjAYDh48uHv37m7dukVGRpqe+2QcCwAAAF4OxpSL2NjYNWvWfPLJJ/fv38/93CctAwAAAEL5S3L58uXu3bt7eXnRFAAAACCUvxo3btzo2rWr+Odzn35+frQMAAAACOUvw7Vr1xwcHIzDx9u1a3f16tVZs2ZNmjTJxsaGzgEAAICXgwc9RU5OjpmZGV0BAAAAhHIAAACgjGJMOQAAAEAoBwAAAAjlAAAAAAjlAAAAAKEcAAAAAKEcAAAAIJQDAAAAIJQDAAAAhHIAAAAAhHIAAACAUA4AAACAUA4AAAAQygEAAAAQygEAAABCOQAAAABCOQAAAEAoBwAAAEAoBwAAAAjlAAAAAAjlAAAAAKEcAAAAAKEcAAAAIJQDAAAAIJQDAAAAhHIAAAAAhHIAAACAUA4AAACAUA4AAAAQygEAAAAQyoug0+mmTZu2detW42pSUtLo0aMHDBhw8eLF/JX37NnTr1+/wkoBAACAF01e+r5SUlLSsmXLrl+/XqtWLSGERqOZPn360KFDnZycfv3117p16+aurNFoIiIiVq1alZaWlr8UAAAAeAlK253yzMzMr776Kisr66233jJuOXHiREZGho+Pj6Ojo1wuV6lUueufOHHCzc1NoVAUWAoAAAAQyp+ahYXFF198MXPmTBsbGyGEXq8PCwurXbu2QqEQQlSqVCk8PNxU2Vjq5uZmXM1TCgAAABDKn+n7SKXe3t6mVYPBEBsbW758eeOqubl5fHx8nlJjXs9fCgAAALwc8rLwJU2hXKPRmJmZ5SlVKpVFlOYxZ86c//znP8blxo0br1mzhj4EAEBpFRMTs3DhQrVaPWjQoKZNm5q26/X6Y8eO7d69Oy0tbejQoW+88UaeHStXrmz8oz1AKP9bXFxcEaVpaWnFP1RmZqbBYKDfAABQFixZsmTJkiVKpXL48OEuLi7t2rUzbk9ISLh48eKiRYuUSuXMmTN79uxpuscHPJtSPk+5RCJxd3c3rapUKmdn52KWAgCAsiwhIUGhUHh6ejo5OQUEBGzcuFGr1RqLnJycFi9e7Obm5ujo6OLiEhMTQ3OBUF7k15NKGzVqdPny5ezsbCFEVlaWn59fnlLTffQ8pQAAoIwzjYD18PC4ffu2KZTn9lR/cgcKU/qHr7Rq1So5OXnDhg0ymczDw8M4wGvnzp179+6dPXt2q1at1q5du2nTJo1GYyoFAAAoV65cQkJCSkqKTCY7c+ZM/gpnz549depUlSpVfH19aS4QygvWtWtX44JMJgsKCspT6u7ubmtra2FhIZPJBg4cSD8AAAB52NjY9O/fv0ePHl5eXr6+vq6urnL5P4JTw4YN69Wr9/nnn6emptra2tJi+DekZfNrx8bGNmjQIM+PFgAAQG7NmjULCQn58ccfT58+bXzPYJ4KMpmsVq1aO3bsoK1AKH8WarW6Y8eOXH4AAPBEYWFhKpVq3LhxBZYy9hXPRRm9VZx/QAsAAEB+586dW7hw4bx58woboKJSqby8vGgoEMoBAABeiOPHj0dHR8+cOdPDw0MIoVarhw8f3qpVq9atW69bt87V1VWj0Uil0tatW9NWIJQDAAC8EC1atGjRooVpValUNm3atEKFCjVq1Pj6669pHzxHUpoAAACgOHQ63ZEjRzw9PWkKEMoBAABejUePHhkMBh8fH5oCzx3DVwAAAIrF2tp68+bNtANeBO6UAwAAAIRyAAAAoGxj+AoAAEChvpy1b9bS0MJKBwU1XDWXl5/gOeBOOQAAQKGKSORCiNVbztJEIJQDAAAAhHIAAAAAhHIAAACAUA4AAACAUA4AAAAQygEAAAAQygEAAABC+WtMp9MtWLCgX79+CxYsyF+6Z8+efv36DRgw4OLFi3QIAABg8ueZWzQCCOXPzYYNG+zt7devX29tbX3ixIncRRqNJiIiYtWqVXPnzj148CAdAgAAmEyac4BGAKH8+UhKSjpy5EijRo2EEG+88cauXbuys7NNpSdOnHBzc1MoFI6OjnK5XKVS0ScAAIAQYsy0XUdO3aQdQCh/nqytrYUQNjY2CQkJplCu1+vDwsLc3NyMq5UqVQoPD6dPAACAwWO3LFj55xOrebjY0VZ4LuSl/htaWFg4ODhcv37d1dU1Ojo6d5HBYIiNjW3Xrp1x1dzcPD4+nj4BAEBZptXqP/6/31dvOSuEkMukHw1s9vXYDjbWSloGhPJ/xdraesaMGVOnTv3555/9/f2dnJwUCkXuCkrl4x8zjUZjZmb2xANKJBLjQuPGjdesWUMfAgCg9CRynX7kpOBjZ+4YVwf3qjWqX43EhLjEhKc7TuXKlW1sbGhPEMr/QSaTTZ8+XQixc+fO9PT0PKE8LS3tqY5mMBjoNwAAlEoLVv5pSuQeLnbfTu5ha2NBs+AlKEPzlOt0uvPnzw8dOtS0RSKRuLu7m1ZVKpWzszN9AgCAkuLu3bsjRozw9/cfNmyYWq02bdfr9X/88UevXr38/f1nzpyp1WqLc7RUVdbspUeMyz7VKoZsHk4iB6H8OUtKSpo5c6azs3PuvyVJpdJGjRrFxcUZV7Oysvz8/OgTAACUFOvWrevZs2dISEjXrl1Hjx5tCt+ZmZkHDhyYN2/epk2bMjIydu7cWZxE3qz70sTkdCFE5YrWJ38fxUOcIJQ/Z+np6aGhoQEBAUOGDDFu2blz56hRo9LT01u1aqVWqzdt2rRmzRoPDw+GfwEAUIJkZGS0bt1aCOHr6xsTE5OSkmLcbm1tvXjxYjc3N0dHxy5dusTExBR9nMSk9D4fbbgWnSyE8PJw2Lb8Pe6R4yUrE2PKra2t33333dxb3N3dbW1tLSwsZDLZwIED6QcAAJREVlZWixYtGj169NmzZ5s0aVKxYsU8FZKSkr7//vvRo0cXcZALEfH+vVekqrKMifzywTFKhZy2BaH8ZYiNjW3QoIFczo8cAAAlWGBg4PDhw/fu3evl5bVixYo8pcuXL9+wYUNAQECTJk0KO8KdhDRTIhdC/HdCZxI5Xglp2fzaarW6Y8eOXH4AAEq0kJCQ9957b+7cuenp6d9++22e0uHDhwcHB1tZWa1evbqwI0yas9+UyAcFNezVpTatCkL5yxMUFMTwcQAASjSNRnP+/PkPPvigQYMG06dP37t3b/6x4zKZLDAwMDIyssAj7Au9vm77BeNy0/puq+YG0aoglAMAADyFBw8emAaRu7q62tnZJSYm5q9mYWFhaWmZf/uClX8GvL9Kq9MLIdq39NqwuC9NCkI5AADA03FyckpLSzPeHb948WJWVladOnU+++yzIUOGXL58eciQISkpKUlJSd9++23dunXz7DtraeiYabuMy6vmBgWvH+rhygSIeJV4lAEAAJRUI0eOHD16dEZGRtWqVZcuXarX66Ojo9VqdaVKlZo1a9anTx+NRtOhQ4euXbvm3mvq/OBp84ONy9071hwU1JCWBKEcAADgGfn6+uZ5MVBAQMCFCxfs7e2HDRs2bNiw/LvsC400JXKlQv7dpC40I14HDF8BAAClhE6nO3LkSPPmzYuY9fjLWXuNC3KZdPuKAV4eFWg3EMoBAACeG61W26tXrz59+hRYei78bv3OCy9cSRBCKBXydYv6dG5bg0bDa4LhKwAAoJRQKBRBQQVPa6jO1vYetf7GrQdCCA8Xu+0rBtSr5UyLgVAOAADw/H05a9+spaFFVLC1UYZsHu7hwlwreL0wfAUAAJQeRSdyIcTY4a1J5CCUAwAAvErjRrSiEUAoBwAAeJWUCjMaAYRyAAAAAIRyAAAAgFAOAAAAIDemRAQAAC/PV199deLECeOyUqncvn27Uqk0rur1+pUrV65fv14qlY4fP75jx440FwjlAAAAz9+MGTOEENnZ2aNGjapbt665ubmpaOvWrYmJib/99ptcLjcze+rHMbVa/eJfTtDCIJS/1tavX79r1y53d/epU6cqFIrcRXv27Fm7dq1MJhs3blzdunXpEwAAvGiXLl2Kj4+fO3euVPr3SNrw8PCJEyeabpw/lVu3UwLe//ladDJtixKqTIwpv3btWmJi4vr169u3bz9t2rTs7GxTkUajiYiIWLVq1dy5cw8ePEiHAADgJYiOju7du7etrW3u/yMnJyc/WyJPVWUFDvuVRA5C+esuLCysVq1aQggvL6/bt2/fvn3bVHTixAk3NzeFQuHo6CiXy1UqFX0CAIAXLSIiokmTJnk22tnZ/fbbb127dg0MDIyJiSnmofaFXvf1n3fhSgKtCkJ5SaXX68PCwtzc3IyrlSpVCg8Pp08AAPBC6XQ6vV7v6+ubZ3t4eHhKSsqWLVvGjRs3atQotVr9xENt/ONiwPurEpPTjast3/BoXM+1iPoeLna0P15PZWJMeefOnX/44YfU1NQHDx6MGjXKy8vLuN1gMMTGxrZr1864am5uHh8fT58AAOCF2rt3r4uLS56NEomkdu3aH3zwgRDC19dXr9cnJCR4enoWdpDw64mzloZu2XXZuOrpZj96cPMh7zaysVbSwiCUv6b0er1cLvfz81u2bJlMJmvWrFnuUtPwNY1GU5xnvSUSiXGhcePGa9asoQ8BAFB8jx49Wrp06YcffhgZGZmnKCsr6/LlywqF4uHDhzqdLikpKScnp8CDHDtzZ/S0w4/UWuNqvZqOP05/0668MjEhLvH1GMZSuXJlGxsbLjcI5X/TaDTTp0/v169frVq1Pv/884kTJ9auXbt58+amCmlpaU91QIPBQL8BAODZREVFGQyGDh06GG+K6XS6sWPHNmvWrHfv3j4+PgkJCR07dvzjjz+aNm2af9C50Y9rT3848cDjHCOTTv+i44RRbWlYlHSlf0x5amqqWq02/pnM1dXVwcHh1KlTxiKJROLu7m6qqVKpnJ2d6RMAALw41atX37t3r+nP1I8ePYqOjr57964Qom/fvnv27PH399+5c+ekSZMK3H31lrNjpu00rZLIUWqUlXnK09PThRBqtVqtVpue7JRKpY0aNYqLizMOaMnKyvLz86NPAADw0lhbWwcEBDg5ORmXFyxYUFjNjMzsoA/X7wu9/jjBcI8chPKSxdHR8aOPPjp27NjVq1ezsrJatWrVtWvXnTt37t27d/bs2a1atVq7du2mTZs0Go2HhwfDvwAAeJnUanVoaOi8efOKqKPRaDfvvjxrSWhE5D1jHG/TrOrUMW+2fMODBgShvCSpV69evXr1cm9xd3e3tbW1sLCQyWQDBw6kHwAA8EoolcrNmzcXXef9MVs27bxoWv1+eveR7zWh6UAoLw1iY2MbNGggl8vpAQAAvLauRSd/OHF76MmbxlVbG4v5U94eFNSQlgGhvJRQq9WdOnXi8gMA8GoF/3mjQ7+fCiuVySQ63eNJz7w8HI5tG1m5ojWNBkJ56REUFMS1BwDglfvzzK0iSk2J3NbGYssP/UnkIJQDAAC8AkqFfMzQVhM/bmtVTkFrgFAOAADwCiSc/crWxoJ2QKknpQkAAMBri0QOQjkAAAAAQjkAAABAKAcAAABAKAcAAAAI5QAAAC/GqXNxNAJAKAcAAK/M1PnB+49E0g6AYJ5yAADwSnw5a9+spaG0A2DEnXIAAPCy7dgfUZxE7uFiR1uhjOBOOQAAeHn0esPmXZfGTNtpXG3RyGPjkr4uTuVpGRDKAQAAXpJft50bPHaLcdnDxW7rj/0rO1rTLADDVwAAwEuSqsqaNj/YlMhDNg8nkQOEcgAA8ARhYWH+/v7+/v5TpkzJU6TT6UaPHl1gUWGJ3L/3ilt3UoQQFewsQzYPZ8g4YMLwFQAAUKg1a9b8/PPPnp6eMTExeYqWLVvm7e29aNGi/EX5ZWRm+/decSEi3rj61eh2JHKgLIbyEydOJCQkGAyGkydPajSauXPnmpubG3/LX7t2rVKp1Gg0VlZWgYGB9AkAAIx27drl4+Pj6ekphDD+N3fRoUOHli9fnr8ov1RVVp+PNhgTub2txbSxHUf2b0zzAmUxlDdv3lwIkZmZuX///sGDBxsTuRDi2LFjSqWyd+/eQogFCxaoVCobGxu6BQAAOp1uzZo1I0aMKKzI19fXwcHhicdJTEr3bTcvVZVlXJ07+e1BQQ1pXiCPsjWmPDo6WqvV+vn5GVf1en1YWJibm5txtVKlSuHh4fQJAABMEhISunbt6u/vv3r16jxFnp6ekydPLrAot1lLQ02JfFBQw/cC69OqQFkP5bGxsW+99ZbpXrjBYIiNjc1dIT4+nj4BAIBJWFjYli1bgoODz5w5k5qamrto48aNXbt2LbDIJPTkzWXrTpsS+aq5QXI5k0wAZT6UR0VF1atXL8/G8uUfv7DAysqKDgEAQG4DBw5UKpUymczd3f3cuXO5i/r379+4ceMCi4xu3Lof8P7P6mytEKJpfbdVc4NoT6AwZWj2laSkJCGEl5dXnu1qtdq4kJGRYWZm9sTjTJ061bhQpUqVHj160IcAAKWSwWDw8fGJiopydXUVQkgkEp1O9+DBA1PR2bNn33rrLalUmrvI5OqNB6Mm7zEm8mYNnL+f2jFPhdLNyspKoVDQi0AoL8CBAwdq1aqVe4tEInF3d8/OzjauqlSq2rVrFz+UAwBQuo0cOfKnn34KCgpKSkpKTU3t0KHD7t27t23btnTp0pEjRw4fPlylUllbWxuLcu+4estZ02s7u3esueOn92lMoGhlZfhKZmbmkSNHjL/r//3lpdJGjRrFxcUZV7OyskzPgAIAACcnJx8fH39//969e3fs2FEIcffu3du3b6enpzs5OS1fvvyrr74yFZmEnrxpSuRCiKlj3qQlgScqK3fKk5OTtVpttWrVjKuHDx/ev3//119/3bx584ULF2ZnZ6elpWm1WuZDBAAgt6CgoKCgv8eC169fPywszM7OzhjZN27cmH+XqfODH4cMmXTnqoH1ajnTjACh/DEPD49Vq1aZVu/duxcfH5+ZmWlvb1+rVq3BgwfLZLIJEybQIQAAKEJ0dHTz5s3l8kLzw5hpu46cumlc7h9Yr3PbGjQaQCgvVJUqVRo3bmxrayuE6NKlS5cuXegKAAA8UY0aNXx9fQss0mr142bsXrjyuBBCqZCP6N/k67EdaDGAUF6Ue/fuDRw4UCplqlQAAJ5C/foFv/pHna0NHLZmX+h1IYStjTJk03BGrQCE8ifLPTwOAAAUU/CfNzr0+6noOp9+0JJEDjwtbhUDAIDi+vPMraIr+FSr+NkHLWgogFAOAABemZO/j7K1saAdAEI5AAB4ZUjkAKEcAAAAIJQDAAAAIJQDAAAAhHIAAAAAhHIAAACAUA4AAEql/aGRNAJAKAcAAK/M4LFbTp2Pox0AQjkAAHg1Vm85u3rLWdoBIJQDAIBXI1WVNW1+8BOr2dooaSvg2chpAgAAUBh1ds6ClccXrjyemJwuhOjesebqeUG8thMglAMAgJdn0pwDc5cfMy53bltj45K+SoUZzQIQygEAwEty6lzckl9OGpd9qlXcvmKAUkFyAF4IxpQDAFBK6HS6iRMn+v/P4cOH81QICwszFk2ZMuWJR7tx675/7+XqbK1x9b8TOpPIgReHny4AAEqVyZMnt2vXrsCiNWvW/Pzzz56enjExMU88zoRZ+0yJfMKotu90qkXbAoTyf2vz5s2ZmZlyubxJkybe3t65byqsXbtWqVRqNBorK6vAwED6BACgVNq1a5ePj4+np6cQwvjfwoSevPnd8qO7D10TQtSoVvGnb3u2fMODBgQI5f/WtWvX4uPjP/vss/xFx44dUyqVvXv3FkIsWLBApVLZ2NjQLQAApYxOp1uzZs2IESOenN0PXes6eLVxWamQ71gxwMfLkQYEXrQyMaY8LCzM19c3/3a9Xh8WFubm5mZcrVSpUnh4OH0CAFCizZkzp7BR4wkJCV27dvX391+9enWB+6qztZPn7Dcl8u0kcoBQ/rxoNJrTp08XeP/bYDDExsbm3hIfH0+fAACUUDKZrHfv3itXrgwODlar1QU+6Llly5bg4OAzZ86kpqbmKdVq9YHD1ly4kmBcHdG/See2NWhVgFD+PCUlJQ0bNmzkyJF37tzJU1S+fHnjgpWVFR0CAFCi1a1b19nZWSaT1a9fP38oHzhwoFKplMlk7u7u586dy1O6+JcT+0KvG5c9XOymfv4m7Qm8NGXlQc+cnJwffvjh1q1bX3755ZQpU7y8vExFarXauJCRkWFm9uQXIkydOtW4UKVKlR49etCHAACvIYPBoNFoHjx4YFr18fGJiopydXUVQkgkEp1OZyrN1uh+XHd+/k/HhRCWFvKxQxsP7NVAl/PowYNHtOSzsbKyUigUtAMI5X8z3g+oUqWKXC53cnJSKpVJSUnGUC6RSNzd3bOzs401VSpV7dq1ix/KAQB4rSQkJMyePXvKlCk2NjYnTpwYNWqUra3t2LFjVSrV0qVLR44c+dNPPwUFBSUlJaWmpnbo0MG042dTdy78+bhxeck3gYOCGtKYAKH8+YfyypUrq1QqIURWVpZarXZ0fPzMilQqbdSoUVxcXLNmzYylfn5+9AkAQAnl6OjYrl27Pn36aDSa4cOH+/r6pqenR0dHq9Xq9PR0JycnHx8ff39/8c8bTKEnby5bd9q43Kdb3fcC69OSwMtXJsaUd+zYMSoqSghx4cKF+vXre3l5HT58ePz48dnZ2c2bN4+Li8vOzk5KStJqtcyHCAAouWQyWbdu3fbv3x8SEtK3b18hhLW1dUBAgKenp52dnRAiKCgoJCQkJCSkTZs2xl32hV4PeP9n40uC6tV02rC4r1zO276BV6BMjCl3dHSsWrVqv3793N3djfcG7t27Fx8fn5mZaW9vX6tWrcGDB8tksgkTJtAhAACliU6nO3LkSEBAgFxewP/xL0TEB7y/yrQ6f0pXWgwglL9YXbp06dKli2m1SpUqjRs3trW1zV8EAECpodVqe/Xq1bVrAWk7+M8bI7/cblz2re7485xeTRu40WIAofylunfv3sCBA6VS/kIHACjNjp25/e7Ys2Ls2SLqKBXyP1a+7+VRgeYCCOUvW1BQENceAFDq/XnmVtEVbG0s9v46mEQOEMoBAMArE7JpWL1azrQD8MoxfgMAgLKLRA4QygEAAAAQygEAAABCOQAAEEJkZGTk36jT6aZMmeLv7z9lyhSaCCCUAwCAF+jy5cvLly/Pv33ZsmUVK1YMCQmxsbE5fPgwDQUQygEAwAuh1+s3bNjg6emZZ3tCQsLevXtbtmwphGjduvXGjRu1Wu3THvxOQhotDBDKAQDAE8TGxsbExLRu3brAUoVCIYSwtbW9ffv2U4XyA0cjW/X8ceXGM7QwQCgHAABPcPDgwU6dOmm12oCAgNTUVNN2R0fH2rVrtpaMdgAAIABJREFUHzp0SAixY8eO4h9QnZ0zZtquTu/9/MQ3BwEglAMAACGEuHv37jvvvJN/u0wmmz59ekREhL+/v0QicXV1lcuL9cq/z6buWrDyTxoWIJQDAIBi0Wg0Wq3W1tZWpVIVmMt/+OGHkJAQFxcXR0fHJ4byVFXW4LFblq07bdrSu2udIurb2ii5BMBrQk4TAADwqly/fv3EiRP+/v7G1cDAwPnz59erVy93HZ1Od/LkyWnTphV9qBu37rfquSwxOd24Wrmi9fYVA5o2cNu4pB/tDBDKAQBAoWrXrh0SEiKEiIqKGj169IYNG2xsbPbt2+fi4uLn55eenr5u3bq7d+++++67tra2hR3kYeqjpb+eWvLLicTkDCGEjZVicO9Gnw9t5VbFlhYGCOUAAOCpZWZmLlmyxN/f38/Pz9LSsl+/fjY2NkXUT1Vlte+z4sKVBOOqUiHf/cvglm940JIAoRwAADyd6tWr792717gcEBDg5OQkhJDJZEUn8h37Iz6cuMM0ZKVpA7dVc4N8qlWkPYEShwc9AQB4jeh0uiNHjuR/l1B+P649HThsjSmRd2rjfXLHKBI5QCgHAAD/1qNHjwwGg4+PT9HVVm85O2baTtNq57Y1Ni7pS+sBJVeZGL6i0+mmT59eu3Zt42rjxo1dXV1NRWvXrlUqlRqNxsrKKjAwkD4BAHiFrK2tN2/eXESFCxHxU+cH/37ginHVy8Nh2ucd+r1Tj6YDCOUl49+4nj175t9+7NgxpVLZu3dvIcSCBQtUKlXRo/fw/+zdd1xT1/8/8EsSIMoUZEQZDlSGVIYgIFb5uhXrFlwVtdrauqtF26o4q7Xulqq1Kq11Mpy0iqLWgVVAMKCooOxACDuBJCbk98ft737SAIEMBOX1/INHcm9459xzz7l55+bccwEAoLXwBaKpi07+des5+ZSpz/h528SQqZ6oGQAk5e+2urq6xMTEgQMHkk+trKzS0tL8/PzQLAAAoLUMmnzw7qPsBlfRaTrSOhn1dM+GccjIAd4b7XpMuUwmy8nJkV9SWFiINgEAAK2osYycIAgqI2fqM47tmvrZrAGoLgAk5e8YDoezYMGCmTNn3rlzR2GViYkJ+cDQ0BANAgAAmlRUVNTYKj6f/xYKcGzXVJwjB3jPtIvhK3Q6/auvvrK0tOTxeKGhoRwOZ9q0adRaoVBIHUl1dXWbjBYWFkY+6Nq166RJk9CGAADalbS0tB9//HHz5s0WFoqTD9bV1e3cuXPevHn1V2nLxpXDAv+vp31X49LSUuyLtszQ0FBfXx/1AEjKFVlaWhIEYWZm5uTklJ+fTy7U0dGxt7cXiUTk06qqKmqGluYk5QAA0A49f/580aJFDU5ZyOFwTExMmpzNUBPrlw/DLgB4L7WvMeUKg8hpNFr//v1zc3PJp7W1tX379kWbAAAAJfLz8xubEiAmJsbZ2RlVBABIyhvG5XIvXbpEEASbza6oqPjoo4/i4+NDQ0NFIpGfn19ubq5IJOJyuRKJBPMhAgCAEhwORygUMplMNpt95MgR+VXV1dV//vln9+7d668CAGhSuxi+Ym5unpWVNWPGjM6dO3/33Xc2NjaPHj0qLCwUCARmZmYuLi5z586l0+lr1qxBgwAAACUeP37cu3fvBlcVFRVJJBJHR8eXL1+qF1wokhw88QCVDICk/L1Fp9OXL18uv6Rr167e3t6mpqYEQYwZM2bMmDFoCgAAoFx1dXV4eLi/v//x48dfvnxZXV2dkpLi5vbvrTTj4+P79Olz+vTp+quUE4slfz/MPhH9OCqWza8Ro54BkJS3I8XFxXPmzKHRaGgBAADQTEZGRpcvXyYfx8bGFhYWyqfdn376aWOrlMjOL5/+xakHj3NRvQDtXDvNSqdOnYrh4wAAoLkrV67MmzevoqJCjf89cvpRd78d8hm5tYURqhQASTkAAACopqCgIC8vj8PhqPRfD5JzJy74fcFXUdQSU2Pmz9smvL4fiioFaJ8YqAIAAABVURcjubu7JyYmdu/evf6qxoTtub5xz3X5JW4uXY79MMXNpQtBEDYsk3xOZYP/aGrMRM0DICkHAAB4J4nFYj09PYWFIpHo5s2bxcXFrq6uH3zwAYOh5gdiRkbGvHnzmMym0+WU9MITMY//iEkpKqkml5iZdhg3zHnGhH4jPvzfjC55/6zFLgNAUg4AAPBeYbPZcXFxK1euVFgeExMjEAgmTZr02WefjR49OiQkRL34s2fPbvI1dx9lz152Jju/XH7hhJEuP2+dYG2JQeQAgKQcAADea1Kp9NSpU15eXvVXPXv2bMWKFaampnPmzDlw4EBwcHBzznbXN2jywbuPshtbe+rH6RlZJbsO/S0/16GbMyvmyMfdbDphBwEAknIAAHj/cblcNpu9YMGC+sm6RCIh71bh7u7OYDA4HI78uPDmU5KREwQx98tzQpHkfx+6dNriEL/Nq4YbGuhj7wAAknIAAGgXYmJiWCyWra1t/aS8rKxMfkllZWVLFEA+Izc17vD7vmmBQ52wXwCgPkyJCAAA7ycOh0NOIl5aWjp69GihUCi/1szMjHzQoUMHXV3dliuGqTFz0WyfhPOfc5K+RkYOAI3BmXIAAHg/3b59e+rUqT4+Pi9fvqy/ljpTXltb++bNmxYqw/gRzuePfIx9AQBNwplyAAB4P+Xm5kZERAQEBCxcuFAoFK5Zs4ZaRafTqTPlPB6Pz+ebmJi0RBnIqccBAJCUAwBAO/XVV1/dvHnz5s2bhw8fZjKZ27dvl0/KGQxGRUUFQRB5eXlMJpPFYqnxFvJDxgEAkJQDAAA0TSwWL1++/MyZMwRBODk5RUVFlZeXR0REBAUFqTEf4pFTj1ieW1GrAKAVGFMOAADvOTMzs5kzZzIYjNraWh0dHYFAQBDExIkTb968efHixdDQUA8Pj2aGyudUXox7Gnvz+T/JubzyGtQtACApBwAAaBZzc/NZs2YRBKGvr19YWDhnzhzy8ahRo5ofpKikes13f0ZEJqM+AaAlYPgKAAC0F6WlpTKZzNHRUaX/yszmTV98iuW5VSEj79vH6s/f5qJWAUArcKYcAABan1QqvXLlym+//VZaWrp+/fqAgACFtStWrGCz2QwG4+DBgz179lTvXVgs1tmzZ5v/er5A9GNEwo7wWxVV/5njvJtNp09nDVg8xxc35gQAJOUAAPD+4HK5165d2717N5PJ3LZtm6+vr/yVl4cOHerdu/f+/fuTk5O7du36dop0+mLq1gPxac+L5Rcy9RmbV41Y9emH1BIblkk+p9G7gZoaM7FzAQBJ+f/U1NRER0dPnjy5Q4cO8sulUumJEyeYTKZYLDY0NJw4cSLaBADA28disX788UfycefOnV+/fu3k9O/NL1+8eHHjxo3Dhw8TBNH8KzIbM2jywbuPshtbu3Hl8B72ZolP8q9cz8jMKSUX0nR0PnCy9vzAJnCo46ghvZn6/7n9Z94/a7H7AABJeXMlJyc/ffo0ODhYYfmdO3eYTGZQUBBBEHv37q2qqjI2NkazAABoLVwul8fjURk5eQB3cnIyNzfXSnwlGTlBEBt2xykscexp8cv3k/y9umPXAECLai8Xeubl5QUGBjIY//kSUldXl5iYaGdnRz61srJKS0tDmwAAaC2HDx8OCgqq/6Nl9+7d161bFxAQMG/evPLy8rdTGFPjDr/smPzs5pfIyAEASbnWFBUVeXp6KiyUyWQ5OTnySwoLC9EmAABay8KFC69fvx4dHU3ea5Ny+vTpcePGXb9+vW/fvlFRUW+hJF/M8eUkffPJdC/sFABAUq41XC5XJBLp6+sfOXKkqqpKYa2JiQn5wNDQEA0CAKB10el0FxeX8+fPyy+cOXOmt7c3nU4fPnx4Xl5ey707U5/x2SyfZze//HHzeKY+5kIAgLfn/T/iSKXSyMjIAQMGEAQhFovrv0Ao/HeiKz6fr6ur22TAsLAw8kHXrl0nTZqENgQA7dzdu3ezs7NNTEw4HI6FhcX48eNpNBpBECKR6Ndff7W0tJRIJPn5+aNHj3ZxcWnmcVtXV7e09N/rLE1MTO7cuTN27FgajSYSieh0OrVKVUXcauUvWDzHa80if4Ig1H4LAJKhoaG+PmbMBCTlcl6+fHn37t27d+/+8ssv5IfHpEmTpkyZQhCEjo6Ovb29SCQiX1lVVeXq6tr8pBwAAAiCGD9+PPmguLh41qxZ48ePpy7KXLduHfmAzWbHxcV9+OGHjQWJjY2NjIzctWvXmzdvnj9/vn37dhqNtmzZsu+++87f3z88PLyqqsrIyCg6OnrYsGFqXPRZVFK9POzSmUtPlL/MwMBAW1eUAgAgKf8PR0fHkydPko/37t07b948an4VGo3Wv3//3NxcX19fgiBqa2v79u2LNgEAoJ764wMpTY45GTlyZEFBQXBwsFgsXr9+PZPJ5HA42dnZHA7Hycnp8OHDK1asKC4uHj16tJLMvkFCkeTbndd2Hf4bOwgAkJS3OfHx8VevXt20aZOfn9++fftEIlFlZaVEIsF8iAAAart3797w4cMtLCwUlnO53IiIiKVLlyr5XzqdvmDBggULFlBLWCyWl5dX9+7dycenT59WtTzZeeUb914/f/VpRVUt9g4AIClvi4qLiwsLCwUCgZmZmYuLy9y5c+l0+po1a9AgAADUwOFwFi5caG1tfeDAAYVVhw8fPnXq1OjRo8lre5pPLBZLpVL5+3o2X0VV7d5f7+379W5FlRB7BwDeCToymawdbvbff/+dmpr6xRdfkFcjNV9YWFjLjSkXiUTh4eF6enp6enoFBQVTp06VvygqPT390KFDNBpt7969aLgA0Aa9evVqyZIlhw4dsrGxkV9eV1d369atR48ehYaGNj9adXX1q1ev+vXr1/x/ufso+69bz9OeF9+8n1XFF1HLHezNRw7pPeLDXv/n19PIaYOSCBtWDAtbMQy7EgDevvZ7pnzOnDmqZuT1PXv2bO/evS9evBg+fPjKlSvlz+hUV1evW7cuNTXVzc3tu+++a87JHn19/RUrVpCP2Wz21atXqaScw+Fs2bIlLCzst99+Q6sFgLbJ3t7e0NCQx+MpJOU0Gs3f3//GjRsqRTMyMurXr9/a7X9tD7/V2GtCpnoe2zWVIIgTMY9Xb4ktKvnP5CoMOm3WJPegcR+MGtKHWujjYfcgObexgKbGTOxHAEBS/vZMnTpVK3GePHkye/Zsd3f3rVu3Ll26NDw8nLpp6JUrV1xdXbdv337q1KnTp0+HhISoFFnhoihLS8t9+/aZmpqiyQJAm1VTU1NTU0Pd/EFeaWlpx44d1YipJCMnCOL4uaQ5UzxWbLqSkq5467chvj12fjOm/wc2CssTzn+OPQUAbRANVaCJoKAgf39/AwOD6dOnv379Wv7mz8+ePZs8eTKTyfT39z9z5gw1G3pzCASCiIgI+fGXdDrd0tISFQ4AbdAPP/zw+vVrgiBu3rzJYrG6dOmyfPnyefPmsdnsefPmlZeXc7ncAwcOODs7t8S7BwT9opCRO/a0uHRszs0zC+tn5AAASMrfcwontqVSqUQiIU9sW1tbMxgMDofTzFAcDmfSpEmenp6qXhTVIKlU+sMPPwQEBAQEBNy8ebP+ewUHBw8fPvzhw4fYiQCgniFDhixdujQgIODChQv79+8Xi8VZWVl5eXlWVla+vr7BwcFBQUGGhobjxo1r6ZL4e3VLOP/5s5tfBg51wn4BgHcL7iGsqerq6nPnzj158uTbb7+lJgKTSqW1tf/OwKWrq6urq1tZWdnMgCwW66+//rp58+auXbtUuiiqQTU1NUOGDFm1apVAINixY4ejoyOLxSJX8Xi8RYsW7du3z8zM7Pvvv//ggw/Um+UAAN5Rjx8/Tk1NJQhi8ODB5MyDJJlM9uLFi4cPH8pkssDAQDMzM+Vx+vfvf+nSJeqpnp6ek5OTkZFR586dFWY5bAmGHfUG+/YY5u8wzN+hbx9r7FYAeEfhTLmmjIyMQkJCevfuvX37dvkxKh06dCAfvHnz5s2bNyrF1NHR8ff3V3IbDpWK179/f4IgDAwMZDJZRUWF/Odx37597e3tjYyMbG1t79+/j70J0H48fPgwOjo6JCRkzJgx+/btkz98JSYmLl++PDAwsG/fvj///LOqkQUCQXZ29pIlSzS/mL45Xt8PvXwsZPl8f2TkAICkvN1XIo02ceJEBoORkZFBLSwrK9MkptoXRTWGy+VWV1c7OTnJv4X8C3Jzc7ErAdoPb2/v1atXEwRhaWlpY2NDDgqnvrEHBQV16tTJw8NDJBKpdEkMeS7g7Nmzml+Ynp1fvnzjpSZf1tnMAHsTAJCUw7/Mzc3lc2g6nU794FtTU8Pn8xucjkDBy5cv582b9/r1a4FAQF4UJRaLly9ffubMGU3KVl1dPW7cuKCgoIkTJyqscnBwIB9ocivTY8eOBQQEzJ8/v/4n98OHD6dMmRIQEHD79m00EoC2hur4dXV1Cte92NnZkQ90dHRUTco19+Px+04Bu7r77dj36z3sJgBAUg4qKC0tlZ8IjE6nMxgMcqxIVVUVk8mkRnIr0bNnT19f36VLlwYGBpIXRZWWlmZlZRUUFGhSNiMjo0uXLl2/fj06Olp++Io8tYfKPHz48NWrVzdv3hw/fvzSpUvlP7zZbHZoaOiOHTvOnDkTExPz9j/XAaD5X90VjlGt8tNZdn75qi1XOvT6dsn6ixlZJdgvANCu4EJPjURGRnK5XF1d3YKCgnnz5llZWX388ceDBg1asGDB+PHjw8PDLS0teTxeM28eRKPRFC6KsrS0dHJycnd3J5/q6elt3bpVvaLS6XQPD4/z589TM6Z37NgxLS2NfCwUCqmrVFXi7e1N3m9vwIAB+/bte/Lkibe3N7nqzp07vXr1sre3ZzAYRkZGr1+/lh88AwBtxIMHD6qqqnr16kUtGTp06N69e4VCoZmZWV5eHnX7hea4fjfz7qPsxta6ObMmjPzfjYr5AtH9pJyHKfn3k3IepeTxymv+8/lEp3m52SQkYWQdACAph6ZMmTJFYYmPj0/nzp0JgvDw8PDw8NAwPpfLzc7O9vX11UppRSIRNV6FIAgnJ6eff/5ZKBQymczS0tKPP/5YvbD6+voEQVRVVdFoNCMjI2r5oEGDzp07d+/ePV9fXx6Ph4wcoA1is9lr167ds2ePfObds2fPAwcOEAQhFotv3rxpaGjY/IDDZxxR/gJZ7naCII6fS9p39F79O/6QRg3uvWz+QPI2nDp2a7CbAABJOahGKpXevn177dq12grIYrHOnj2rSYTY2FgulxsSEsLlcp8+ffrxxx9fuXIlKipq9+7dPXr0MDY2fvLkia2tLTWrutqSkpK6d+8uP6uaq6vr6tWrw8LCCILYsmULmgdAW1NdXf31118PHDjQzc2t/tq6urojR454enpq902/3Xntp4iEiqraBtd+Mcd3cYifY08L7B0AQFIO6qupqZHJZI6Ojm2nSCNHjgwNDQ0ICCAIYv369Uwms6CgIC8vj8PhmJqa7t27d8WKFaWlpTt27NDwje7cuRMcHCw/SofD4fz888+rVq2Ki4s7fvz4wIED0UIA2pQrV66wWKxvv/22wbURERExMTEnT57U7ptuPRBff+Ewf4cv5viOGtKHqa/4qeTjYfcgudERLN1sOmE/AgCSclBETgTWpopEp9N/+OEH+SXu7u6JiYnkKW0Wi3X69GnN34XNZuvq6v7f//0ftUQqlS5fvrxfv35jx44dO3bsN998Ex8fL/+C+jgczo4dO1JTU4cPH75y5UqFUfiJiYmrV6+m0WihoaEjRoxAYwPQkFQqffDgwf79+6m+Rv2MRqfTZ8yY0aVLl0uXLrX0PcU+nTVg+Xx/JafGE85/jp0FAEjK4T2UkZExb948LX7QJicn79y5U2GASk1NTU1NDfXDd+/evVNSUpQn5enp6UuWLLG1tY2MjJw9e/bRo0epEerFxcXnzp2Ljo5mMBi6urrYiRAbG/v69WsDAwMul9urV6/x48eT96kpLS0lby0pk8ni4uIOHz6s0njodoXH47m5uVFfy93c3KRSaXV1dW1trbW19R9//KHJTKlK9HNm+bjbebvZervZOHQzZ+qjRwMAIClvGfn5+TY2NprHGTT5oJJJDGJ+mS0/iUHzzZ49W4sbK5VKf/vtt2PHjimcbAsPDx89evThw4eHDBlibGycnJy8ceNG5aGGDRtGPnB1df3ll194PB6VlEdFRfn4+HTqhN+p4V/+/v5jxowhv7DNmjXL39+fnD7I3NycnF+Iw+EUFha+Hxl5cnLy999/X1xcPHz48K+++kr+ikypVHr06NGTJ08yGIyDBw/27Nmz+WGtrKyouZiob+xjx44l50ZULyMv4lY3+ZqUv5ahAQMAICl/G8rLy7WSlCvJyAmCSHnKUS8p166nT5+mpqaOHj2afDpnzhyxWJyXl1ddXf3pp5/a2NgEBweLxeIVK1Y0/0JScgo2Kp0Si8W3b9/+9NNPVUpifvvtN3IkjHwSI5VKQ0JC8vPzyafr1q1TfvIe2iz5lFEikfD5fIU5PWNiYqysrN6DLS0oKPjyyy+PHDliZGS0d+/eS5cuyd8F7NChQ5cuXYqOjn79+nXXrl01fK+amppJkyap979FJdXHzyXtOvQ3GicAAJJyaAWurq43b96UX/Lo0aPExMROnTrR6fSPPvroo48+UimgVCqNiIjo3r27wnlxDoczbtw4BoOxe/du+TleGkti1q5du3Xr1q1btyokMXZ2dr///jt23HujqqpK/isc1Yq0Ow9SK+rateuJEyfIhHv69OlxcXHUKnJY17p16zp16qSV35HmzZunxn8JRZJvd17bdRjpOACARnBHT9CyrKwsPz8/le42Ii85OZnL5QYHBytESExMPHfu3KpVqz7//PPG7ksqn8SMGDHCwMBg+vTpr1+/1mRzkpOTg4ODAwICFL57xMXFBchp5rtQ0bZt2yaRSOSTyNmzZ1PR4uPjVS2eQkD1ivcuIufiVEhJX716VVZWpvmZ47aTl1OPKysrqce5ubm9evXy8/NrxbLt/fUuy3MrMnIAAM21izPl1dXVUVFRRkZGpaWl9vb2Q4cOlR/PcOLECSaTKRaLDQ0N5U+pqooaAu7lYqKnd+Xe4/8kjj9vm/DZLJ/WrQd7n+25hQ2ns9YWhpykb7XyLn369FH7PkHV1dWRkZF79uyRnzVZR0enU6dO06ZNYzKZTk5OdXV1ycnJyoedUElMZWWlUChUe1sKCgru3bsXHh6ur6+/Y8cOR0dH+VuRDxw4UKX516uqqqhoFy5c+O233+RPTKpxCl95QFWL9y4qLi6+f//+2rVrFb7CJSQkBAcHq3GT2urq6nv37hUVFXXq1Gns2LH1v1vy+fzmjFPncDj37t3j8/mDBw+u/8OOWCzW09NTtWxSqfTSpUv29vbyX4B79+79+vXrxMREY2PjESNGdOjQoaXrXCKRpj0vTmQXXL/z8urtFxVVQrnDiNHIwb0iIpPxyQoAoIZ2cabcyMgoJCRk8uTJkyZNOnHiRHZ2NrXqzp07TCYzKCho9uzZOTk5VVVVar8LNQT8Ra4g8ENLhbVFJXwl/5uZXXor4dX28FuLvj4fEHS4u9+OJm9it3HPdffR+8fNPR6253rYnuu3El4VlTRxiVVjGXmTxVOJu7u7elO7SKXSTz75xMfHR+E+Jrq6uh988EFRURFBEG/evKmrq5PPjJUHPHDggMI3hPz8/HHjxg0dOvTatWtNRujateuSJUvMzMwMDAwMDQ2fPXumSc0YGxtT0VxdXXNycjSsaq0HfLdwOJxPPvlkwoQJ9bPezMzMmTNnqhFz//79NBotJCRER0fn888/l//xgfwOMHHixCabwcOHD2fMmOHu7j5mzJh9+/bV/1q4f/9+NdrSoUOHyB9A5BdevXr1/v37QUFBWVlZf/zxR0vX+V+3nnsF/ug+ev+Cr6LOXHpCZeSjBvd+dvNLTtI3x3dPw8cqAIB62teYcj7/P6lnXV1dYmIidVMbKyurtLQ0zX8LrqyWdOxA78ik1wil9dfyygRpz4szsrhFJfx/HucVcatSnnLUe6OU9MKU9MLLNzIIgiBnNmHqM3w87AiCGNi/m0M3cwd7c3/vbu/K3omPjzcxMRk3bhyVUn/55Ze+vr5BQUETJ048cuTIxIkT//nnnwEDBjTzTDw5EkY+xafT6cuWLfPw8EhPT1+8eDGDwWj+hZ7V1dXN/DLQHHl5eSYmJlqsPe0GVDLdB9WVmjmxCTX9fI8ePX766af6X9iKioqsra3V+Aq3fPlyFov14Ycf1n9HoVCo3jfDJUuWkJeQDhgw4MCBA+Xl5fKn2588eaJw29oGeXt7U6PAbWxsXr9+Ld9ipVJpfn5+k0EUkMPH58yZo/CPM2fOJGdQGT58eGRkpBqbvHb7X9vDbzW2NmSq57FdUwmCyMgqWbLuwvW7mQov6P9B182rRowa0odagnv9AAAgKW9aUlKSv7+/g4MD+VQmk+Xk5MjfabKwsFArb/TkBd/KXO91wf/uIx1xLun2g1e3El616AYKRRLyLeTfyNrCyNHBwtrCqI3vncePH798+XL48OHk002bNmVlZdnZ2REEwWKxHB0dAwICHBwcDhw40MyAN2/erJ/EeHh4EATh6OhoaWnZ5P2MKGKxOCcnRyHUP//8M27cuJqaGlXvZyQWiyMiIoKDg+UXkqfw1YjWWEC1i6d8ug+CINhsdlxc3MqVK5sT7ejRo2PGjNm7d+/FixeXLl0aHh4un+IXFxfPnj375MmTqg41Ib/C7d+/n4xGfoWrqqoKDw9//Phx79691WuEyid1ef36tcJtaxtDDaCqq6vjcDjySTmXy7WwsFD1O8OFCxcGDhyoMIOhubn57du3ycedO3dWY0gMQRBKMnKCII6fS5ozxWPFpisp6YX10+sNK4b9W65vAAAgAElEQVTNmujOYPznF1fc6wcAAEm5MgKBYPny5Z07dw4LC1NYRZ1fNDQ0FIlEWnm7xPSKLpZM+aQ8O788O7+8Vba9qKS6yZEtbcFXX3311VdfKSR/1MnpqVOnTp06tfnROBzOixcvFAJSdHR0VJrR+ciRI927d5dPpFxdXb/77rv+/fuTJ9179erV/HOfR44c0eIp/AYDalI8JdN9kOnvqVOnvLy8mhmtOeee1Zg5hPwKR83FSX6FEwqF1dXV5PzlGmpwUpf8/PyPP/5YpTj1f2CJiYlxdnZW9UvX3bt3Dx8+rLDc1NSUy+WSPwvweLwWGlAeEPSLwhLHnhZzpnp+NmuAqXEHAgAAkJSrxMDA4JdffklJSfnss8/27dvX4H0x+Hx+c+4WqaOjQz7w9vZu7Mq8p1n8AG/z5hevVzfTTiZM736sHrYmFmYdu9saW5h17DPsqJJ/Wfyx+9iAHgVF1SnPSgiCSEorzi2oKihWf2j4r3/E97Az7WrVVm62IpVKb9y4ERIS8uLFC1X/982bN+vXrx8xYkRj/yuVSp8/f25ra9uc4GVlZefOnVu5cqXCi42NjV+8eEGj0czMzO7fv//mzZvmlI2MFhgY+ObNG/mAhoaGVLSLFy82f6r7xgKqVzwKGSovL6+goEA+LI/HS0lJGT58ePP3C3k9QFlZmUQiSUtLk59LJCkpafDgwa9eqfwL0oQJEyZMmCC/xMfH58WLFyUlJeXlWvj2e+3atS5dushH4/F4paWlubm5mZmZaWlpCu/eWDvMzMyUSCRUXdXU1Fy+fHnRokWxsbH79u374Ycf9PX1lQeRyWTh4eEDBw7Mzc2lwu7cuXPJkiW6urr5+flnz57t16/f0aNHvb291egsKjE21P9yvmfwOEeCILhFedwifIYCNMra2rqFbosLSMrfB05OTkwm89q1a1OmTCGXmJiYUFOMiUQiMzOzJoPIZLKmP4wlsmv3efJLyDtLW1saGRvqm5l2tLYwNDTQt7E2MTTQ62xmoMa2mJubjxqqeLayrk6WW1BBEER+UWVFlZBXJsjOL6+pFXN5AqHozZlLT5QE/GTtNYIgzEw79O5uYdvFxLm3lbWFkV0XE+deVl2sjPT0FJvK0TOJ81c3OoZV8+lcRCJRcHDw6NGjVZ1dkc/nL1q0iCAIXV3d+/fvW1tb+/j4LF26dNCgQUFBQREREUZGRpWVlYMHD54+fXqToybIW5auXbu2sREgUqnUwsKCxWI1Z8hEM6MZGho2cwCGdotX/38jIyNdXFyo/xWJRD///LOvr6+np+fFixfrz1ypxO3btzt37ty/f3/qRq3V1dVVVVVBQUGPHj1S+/pgklAoTE1NXblypaonoRtUXFz84sWLsLAw6ueFurq6yMjIsWPH9u7dm8vlmpmZNVmffD4/NDT0o48+cnV1la8EZ2fn0aNHP3jwgEaj9erVq8mt5vP57u7uBEHcv3+f/JgfOHAgnU7v0qULi8U6c+bMvXv3Hj9+PG3aNF9fXxpN+9fuG3bUG+zbw7GnReBQpyG+PfCpCQCApFwLJBKJRCLp0qUL+ZROpw8bNiw3N9fX15cgiIqKCrXvZtekCSNdwlYMa+kNpNF0utl2IgiC/KtAeVJOKquoffA498FjgrjCphaS14/6uNsN7G8fOOzf0bFK5nIhtDGdi76+vkrjVf6XQxga1v8Fw8fHp3PnzuR0JSplpevWrfPy8qJSXrFYvGzZsu+++y4uLq5///7du3dPTEzMysqST7waU1dX11i02traW7duTZ8+nYy2bFmz7kOuJKAaxauPnO7j6NH//WKTm5ubkZFx6tSp2traP/74Y8qUKc1Pys+ePbto0SIqIycI4s6dOz169GAwGAkJCeQXZrVbC5PJPHv2rFY6EYfDWbhw4YoVK+QH/JSUlMTFxcXFxe3cufPfQyeDoTDCW8HJkyc7deo0ffp0+YX//PNPUlISdeHEmjVr9u7d22R7VngjsVhsbW1NjooxMjIaNWpUix5VXt8PVe/EAQAAIClXdOvWrdLS0smTJyckJFhYWHh6esbHx1+9enXTpk1+fn779u0TiUSVlZUSiaRN/dJkwzLJ51Q2ttbUmKndtxvi2yMjs6TB0efk9aPUxaPD/B2G+jtk55W/Kw1ALBard3/Hp0+fJiQkJCQk7N+/nyCIOXPmjBw5Mjs7m8Ph9O3bd+nSpXw+38rK6vDhw825TrGkpEQ+Wr9+/UJDQ8lovXv3zsjICAgIIKM1c/y3koBqFE9Bg9N9JCUlBQUFmZqavnz5UqVobDZbV1dXfqA8eetWcqfI3xBHVdT9Aepzc2Y9/muZStEam9TFysqKuntUbGxsYWGh8oy8sVHg1IUTsbGxBw4c2L59uxqbXFpa6ujoqHm/yM4v//H4/SZfhowcAABJudYMGjRox44dM2bMsLOz27hxo76+fnFxcWFhoUAgMDMzc3FxmTt3Lp1OX7NmTZsqdt4/b/Um4TfPLCQIIiOTe/rSk3uPsuvPfUa5fjdTydo2qLS0VCaTqZHHuLq6KtzIkyAILy8v8qLPS5cuqRRNPrFTiEan0zdu3Khq8ZQEVKN4Chqc7iM3N/fPP/+MiIggnzbnRC9BEBwO5+uvv16xYoX8Qh6Px+VyqYV///33nDlzlGe6DWosIycIQo3JRpVM6tL8E/lSqTQsLGzixInUv1y5ciUqKmr37t2mpqaat2cWizV79mxNIvx16/lPEQnkbKoAAICk/O2h0+lff/21/BIXFxc2m02eFx8zZoxWpmt4Pzg6WFLDbB4k59568Orq7Rd3H2ZLpHXv7kaxWCxtjW0Qi8VSqVSTgRYtF02LAZs80fvy5culS5c250Rvc849b9iwYcWKFVpJWDWkZFKX5tdq/R9YxGJxXl4eh8Np3W0sKqn+4dDfP0UkCEUSHOsAAJCUtwlZWVlTp05V9QpC5ZSPNmHqt35VGxvqV/FFzS+ej4edj4fdms+HCEVv8jmV+ZyqV7llr3LLMrK4OfkVmdk8+Tts1xf8xcnOZgYO3cwde1radTFx7m2lvHivcst+i2r0Bt3WFoafzfJp9ToUiUTTpk1rm9G0FZC8UrZr166nT58mCIK8UnbRokXff/+9ra2tqtH++OMPiURC3k+HIIghQ4asX79eIBAcPXpUu7dP0gqFeTnr6uqcnJyMjIzMzf83mVKT3+Hr/8By9erVDz/8sFevXvJB1DsXoLybuDmzJox0+d+uFIgys0sfpuY/TMlLSMp5+pL7n6M/neblZpOQlIsPQgCAtkCnOXOJACUsLKz+TOfttCr2XN+457pK/+Lv1W2ov4OPu62Ph139GY6bDCjL3Y5qby3r16//+uuvtXJSPzw8PCUlReEuQuofwuzWtFybqa6unj9//uHDhzU8w3306NFJkyZp5TR5M7tJSnrh9p9vn7mY2uBrutl0+mKO76pPP2yyAtHvAADeGgaqAN6au4+yyRHA5HQuY//P0d+rm4+HHWqmjdPiMBupVHr79m01ZrpsFUZGRloZ+DRv3ry3VubTF1N/ikhobKj9F3N8F4f4Ofa0QKsGAEBSDu3FEN8eKemciqra+qvqT+cy0KvbOzSdS3ujrek+CIKoqamRyWTNufOOchVVtacvpl693cQkMNvDb40a3NvNpUv72VnTF5+qv5A8Nb44xK/+QDUfD7sHyY2OYOlm0wntHwAASTm828jpXNKeF0XGpt1OeHXrQaN3bWyh6Vyu380cPuNIY2tDpnoe26XaPOhrt/+1PfxWuwpI0ny6D4rm554zs3k/RTw4EZ3MK69pToWs3f7XMH+HL+b4Bg51YjBo7a0b+njYfblg0JSxjU5Un3D+cxysAADaAowpVw3GlP+vKlQfAv70RXFuYWVRSfWLVyW5hRVPX3Jf55Ypv1pU3oYVw7pYGZmZduzcycDUmGlq3KHBW41qUsImeou2R9+2/YBtQVW18GFqfmZ2KXm14otXvDq1jlpmph28+tk6dDP3drP17mfj6GD5btUDXyDildWE7bkeEZmk5GXWFkYDvex93O283Wy93WyY+ro4WAEAvBNwphzUZMNSNnVGg/c2cu5tVX8OFqFIcv5q+u0Hr/+69Tw7X9kIlgYzbFPjDm4uLB93O319hpszy9rCCIPUtUj5qfeYX2bLz/XRHEru9VM/4N1H2T9FJJy/ml5/Cj8GnRY4zGnk4F6Lvj6v5O2CP+r3160X5Biqsoraq7dfXL1N/BSRQBBE3z5WX8zxHTWkj/wIDeW/rqhxNyLNA16+/uxeYs75q+kZWSXNeUdO0jdotwAASMqhHfkk2OuTYC/N4zD1GcEf9Qv+qJ8a07kQBFFRVSs/PP3fXMeli6kxk1cmwG7SkJKMnCCIlKccVZNyJRk5FbCIW308MunMpScp6YUNft8L/sjty4X+Dt06EwShPCk/9eN0giCOn0vad/SeQrS058Xk/wYOdSSz8+YUT9UKVCOgUPTmQXLe5RvPbtzLarAGAAAASTnAu6GZqUxA0GHtvm+To0daPWDa86K+fazb7I5Le14098tzkVfY/Bpx/bUO3cy/mOM7a6K7qjd+D5nqGTLVs7Hz7pdvZFy+kdG3j9WXCz/kC0St2GjvPsqO+jMtMTW/wc0HAAAk5QBtgix3+4Pk3Oz88oyskuz88pz8cg3TF4Xz6+2B6/C9BEGYGjPdXLoYdtTz/MCGIAjHnhbWFkYO3cyVD0l6C6Ji0+ovJE+Njxzcq8ErNZXctEthDJW/Vzd/r24EQfx4/P5PEQkKo0HSnhfP/fLc29/kvb/evfcoJzKW3eQryYlEhULJg8e43Q8AAJJygFZF3mRUfolQ9KaIyy8qqRaKJNxSfk3tm+z8cl6ZgC8QJz7JT39RjEqrr6JKSH4huXwjo/5acoy1bRdTGk1HeZyU9MLj55K0Xjw9XbpzL8ue3cy93Wz9PO09+nbp2EGvsRfn/bNW1fiLQ/wWh/i9yi19mJKfmV1691H2P49zm3nBcZiKI6ya/OK3YuPl+gttWCbdbc162JnZsEzsupr27t65h52ZXVdTsgBIygEAkJQDtDlMfd1utp262XZqMH9SnpS3w9lX3JxZTQ6MJi+3VX7RLenCtacXrj3V4t60YZl8Mcc3ZIqntaVRS7ecHnbmPezMqaeXbzz7KeLBX7eeK/8vNS57aCZrC6ORQ3qPGtx7iE+Pt7D5AACApByg0YRMydoGp3MBVZFzffAFosQnBRKJ9G5iDpl/5+SX53MqM7NLW7d484O91nw+pFXeOnCoU+BQp293Xtt6IP5tvm/wR/3G/p9j4DBHU+MOmncT3OsHAABJOYCmtDWdCzTJ0EB/iG8PgiCGDepVf+2D5FyhSJLytLCiSthyJ4bb6AHxrd9diJwfBt0EAACQlAPAf5Cj9smsXXlSvmHFsLAVw1QKrvX5ZN4yVQcUqTfRJwAAtEM0VAG8r4wN9ZWsVWM8jNYH2LT9gAAAAPB24Ew5vLdWLhi0csEgLQZUY6KPdz0gAAAAvB04Uw4AAAAAgKQcANoqhVnhFbx/A2wwoAgAAFqLjkwmaw/bGRkZGR0dbWdnt3HjRn39/ww1jo2NPXHiBJ1OX7VqVb9+/ZTHCQsLCwsLQ7sBAAAAAC1qF2fKi4qKLCwsTp48OWvWrJUrV3K5XGpVVlZWfn7+b7/9dvDgwRs3bohEIrQJAAAAAEBSrn3W1taDBw8mH5SXl2dmZpLL6+rqYmJiXF1dGQyGgYEBi8VKSkpCmwAAAAAAJOUtiM/n0+l0S0tL8qlMJsvJyZF/QWFhIdoEAAAAACApb0FsNtvW1tbW1lZ+oYnJv1diGRoaokEAAAAAwNvXvuYpT0xMDAwMVLjQk8Ln83V1dZsMoqOjQz7w9vb+/fff0YYAAABAgbW1tbGxMeoBkJQrEovFJ06c6N27t5+fn/xyExOTyspK8rFIJDIzM2syVDuZrwYAAAAA3pr2Mnzl6tWrmZmZQUFB8gvpdPqwYcNyc3PJpxUVFb6+vmgTAAAAAICkXPukUmlKSsqGDRsYjH9/GYiPjw8NDRWJRH5+frm5uSKRiMvlSiQS/NIEAAAAAG9fuxi+8vLly2fPns2dO5d8OmnSpDdv3hQWFgoEAjMzMxcXl7lz59Lp9DVr1qBBAAAAAACS8hbh6Oh48uRJ+SVPnjxhs9nkefExY8aMGTMGTQEAAAAAWgutfW52VlbW1KlTqdEsAAAAAACtqJ1mpRMnTsS+BwAAAIA2goYqAAAAAABAUg4AAAAAgKQcAAAAAACQlAMAAAAAICkHAAAAAAAk5QAAAAAASMoBAAAAAABJOQAAAAAAknIAAAAAAEBSDgAAAACApBwAAAAAAJCUAwAAAAAgKQcAAAAAACTlAAAAAABIygEAAAAAAEk5AAAAAACS8veHVCrduHFjZGSkwvLY2NgZM2bMnj07NTUVDQIAAAAAkJS3FIFAsG3btufPnyssF4vF6enpx44d27VrV1xcHBoEAAAAALx9jHaynWlpaX5+fk5OTvILZTJZZGSkq6urvr6+paWlqalpZmamg4MDmgUAAAAAvE3t5Uz5gAEDhg4dqq+vL7+wrq4uISHBxMSEfGpgYJCSkoI2AQAAAABIyt82Kik3NDREbQAAAAAAkvLWxOfzUQkAAAAA8PYxUAWVlZUqvV5HR4d84O3t/fvvv6MCAQAAQIG1tbWxsTHqAZCUNwuNRvP19aWS8tLS0lGjRjX5XzKZDO0GAAAAALSZl7bPzY6Pjw8NDRWLxVOmTGGz2SKRiMvlCoVCTL0CAAAAAG9fOz1TXlxcXFhYKBAIzMzMXFxc5s6dS6fT16xZgwYBAAAAAEjKW9a4cePIBy4uLmw2mxzsNWbMmDFjxqApAAAAAEBraafDV3Jycjw8PBgMXOcKAAAAAK2vnWalPXr0wPBxAAAAAEBS3ppcXFyw7wEAAACgjcDNgwAAAAAAkJQDAAAAACApBwAAAAAAJOUAAAAAAEjKAQAAAAAASTkAAAAAAJJyAAAAAABAUg4AAAAAgKQcAAAAAACQlAMAAAAAICkHAAAAAAAk5QAAAAAASMoBAAAAAABJOQAAAAAAknIAAAAAAEBSDgAAAACApPx9ERsbO2PGjM2bN4tEogZXzZ49OzU1FQ0CAAAAAJCUtwixWJyenn7s2DFHR8dLly41uGrXrl1xcXFoEAAAAACApFz76urqIiMjXV1d9fX1Bw8e/Oeff2ZmZpKrZDIZtcrS0tLU1JRapbmMjAztbkgbD9jetpcgiPPnz7e3gGjVKB46HXoxWnVrvTUgKX/nSSSShIQEExMTgiAMDAxoNFpKSgqVr1OryLXUKs2dPn1auxvSxgO2t+0lCGLixIntLSBaNYqHTodejFbdWm8NSMrfE2TmzWQymUxmg6sIgjA0NESDAAAAAAAk5S1LKBQKhcLG1vL5fDQIAAAAAGgFsvedSCRavHjx/fv3ZTIZn8//5JNPzp07R66SSCTUKplMdvLkSWpVY8LCwtBmAAAAQLnNmzfLAFTBeO97BYPB8PX1raysJAiisrJSKBS6ubmRq2g0GrWKIIjS0tJRo0Ypj7Zhw4YNGzbgWAMAAAAAWvT+D1+h0WhTpkxhs9kikejevXvjx493cHCIj48PDQ0Vi8XUKi6XKxQKHRwc0CYAAAAA4C1jtIeN1NPTc3FxmTt3rpOT07p16wiCKC4uLiwsFAgEZmZm5Co6nb5mzRo0CAAAAAB4+3RkMlk73OwnT56cPn1606ZNDAYDjQAAAAAAWhetfW52Tk6Oh4cHMnIAAAAAaAvaaVbao0cPDB8HAAAAgDaC3j7n+LO0tGyJ0+SxsbEbNmx4+vSpj48PGV8qlW7evJnH4zk7O6saTSAQ7Nix49ChQ1TA9PT0LVu2/P7778XFxe7u7jQaTY2Ahw8flkqlDg4ONBrtxo0bP/zwwx9//NGlSxdbW1sNi0ct19PTU6P26hdv165dP/74Y1RUVFRUVF5eno+PjyYByRI+efJkxYoV0dHRlpaW9vb2qhaSy+WuXbv25MmTPXv2tLa2vnXr1tdff02W8PLly6NHj1apXVHRJBJJnz59aDRaUVHRd9999+uvvyYmJg4aNEjVVqpQPIIgMjMzQ0NDz5w5o972UjXm5ORkYWHR2E5XiVQqPXv2bExMzODBgzXsIwRB1NXVnTlzhooWGRm5ZcuWR48eqVF7VB3u3r2bbDbkTlGoBA0boRZ7cZ8+fWQyWXx8vNq9uLHtJQiipKTEwMBAvQqUb9UymWz16tURERFkN2GxWKoWsn6rJnf6tm3bzp8/b2FhoUbDlj9W5+fnf/7551H/n0Qi6du3rxrRzp8/T5UwNTV106ZNf/zxB4/Hc3NzU3UvK3yU1NXV3bhxY+PGjdHR0Z6enqamphp2usZ2uhpHBplMRvZchadqlJA6DqSnpx86dOjQoUPq9RGt9+IGj9XkoSYqKkq9fgfQMMwKqcUJ0b///nuhUHj27FlyvvPi4uJNmzZNnz69yenPG3Tx4sUzZ85QATkczvTp07Ozs3k83s6dO//66y/1AlZUVCxevPjcuXN8Pn/9+vX5+fk8Hm/Tpk1CoVCT4lHLDx069PLlS7W3lyqeVCrduXMnNYu85gHJhRs3bszLyysuLq6srFRvzvuUlJTi4uKdO3fKr7pz587atWvfvHnT/GjkNPlktMWLF6enp8tksoMHD/79998ymSwuLk6TgFTxqO395JNP7t27p+omFxcXL1myZPr06WTxGtvpzcfn88lOsWnTJvmn6kWTyWRXrlyhoqWkpOzatUu92pOvQ6rZkFutUAmaNELt9uL09PTi4mJNenGD2yuTyUpKSmbNmlVaWqpeBcq3aolE8sMPP6jdixts1ampqSEhIZWVlWlpaep1ZIVjNYk85qi6U6hoVAlLSko02cv1iye/vT/++KOGna6xna7ekYH6sJN/qnYJqT7y999/CwQC9fqI1ntx/VZNHWrU63cAjaHha4m23L9/387OTl9f38vL68qVK2VlZd98801tbe3YsWPVC5iVlTVq1CgqYKdOnXbv3m1vb29ubh4YGJiXl6deQBMTk8mTJ1+5coXBYGzcuLFr167m5uZWVlaqBlQonkgkIs92FBcXq3faQKF4ZEBN1A+YkZFhbGxsY2NjaWlpbGysxi7m8/mOjo7kLy1VVVXUqry8vMDAQJVOzebl5VHRJk+ezGazCYKoqanx9vYmCMLBwSEvL0/+LVQKSBaPy+Xq6emR2zt48ODLly9LJBKVTg598803H374obm5uZKdrpKLFy/W1tZu2bKlQ4cO1FO1+wiXy7169SoVrV+/fgsXLiQIws3NTdXak69Dqtmw2ez6laBJI9RuL2az2ZaWlpr04vrbSy7PyMiwtbVVo4802Ko1Ub9VEwSRkJCwYMECY2NjFxcX9Tqy/LGaasa1tbXPnz9X9UQvFY0qYWFhYbdu3cid0r9/f1V3ikLxqqqq0tPTx44dS26vWCxWtd8pdLrGdrpKP9fIdwqFp2qQPw5YW1vv3r170KBBHTt2VK+PaL0X12/V1KFGvX4H0Bgk5dohlUoTExPt7OwIgrCwsGAwGNXV1atXr962bZsanxlkQKlUSv4vGZDL5ZI/jJL4fL7aAZ2dncmAWolGFY8giNLSUjMzM319fU22t37xNKxAKmBiYqKTk5N6Aevq6hITE11dXcmts7KySktLo9a+fPlS1Z+88/PzqWjOzs48Hk/DRigfkCqekZERudbGxobD4Uil0uYHNDc3X7169cSJE5XvdJUMGzZs27ZtNjY28k/V6yNkCdevX09FIwjC0NCQKq1AIFCvDqlmw+PxFCpB80aoxV6s0GZUjdbg9qr9JfNttuqamhpPT09tHaupZpyVlSWRSCwtLVU9LJDR6h8WtFI8MmCXLl3IF+jo6KialCt0usZ2evN16NBBvlMoPFWDwnFAkz6i9V7cWKumDjUymUzDTysAJOXaT8pzcnLITstgMBgMhkAg6N27tyYBhUIh+ZgMWF1dTa2Kj4/v2rWr2gGZTCYVkM1m//7779bW1ipd+dpg8QQCweHDhz08PHg8nqqfTI0VLykpKSoqKjo6uqKiQsOAFRUV//zzD51Ov3jx4uXLl1U9jSqTyXJyckxMTMinenp6hYWF1Ge5mZmZqplleXk5FY3JZJIZpKura1hY2JkzZ2JjYz///HMzMzP1ApLF69ChA5fLraqq4vP5T548UbUR0ul0+TaspE02n8JoTjUGdyqUsMFTX1lZWZ06dVKp9hrbKQqVoJVWra1eTH3rUK8XN9YIBQJBfn6+t7d3cnKyqvlfgwGrq6svXrwYFRX14MEDTfYI2arFYrFAIMjLy4uJiYmLi1O1I9c/VlM75fHjx/Pnz1fpnAJ5WKD+hSyhg4ODubn5Tz/9dPbs2Tt37owcOVKT4hUWFpqYmNy6dUskEhUVFRUXF2vY6RrcR6rlDTSafKdQeKqGBo8DdXV1avQRrfdi5TUmlUqLioowbwQgKW+LmEwmQRASiUSlQQKNoQ70CgFPnTp19+5dVa96lA8oFAqpgK6urjNmzMjMzFT1s61+8R49epSVlUUm5enp6RoWj0ajjR07durUqRMmTDAwMDh+/LhWtjchIWHkyJEsFmvZsmVqDG+gDs1isZj65IiJiVHvvB0VTSgU1tXVEQRRUlLi7u7et2/fjIwMNdJoheIZGRmNHz/+s88+27p1q4GBAYvFotPpLdEm25rY2NiZM2eqd51i/Z2ilRqTb4Ta6sVU8dTuxQ1u76NHj+zs7BgMhhpJef2AdDp96tSpH3300YQJE27fvn3//n3NO11OTk5ycnJgYGBubu6yZcvUKGT9Y7VUKuXxeP7+/mof+akSymSyjIyMDz744Pnz58+ePVMjjVYo3qhRo7p06TJ37twLFy6o91NkizbyFpKWlqZeH2mJDWws4KlTp0xMTHo9o6gAABsBSURBVFT6dQUASflbUllZ2dLReDxebGzspEmT1Bi33Vjx6HR6r169rl27pkk0qVQaFRU1duxYfX39oqIirWyvk5OTlZUVnU4PCAgoLS3VyvZOnjxZX1/f3t5eJBKp8UNzbm6uwpKysrLk5GT5ERRqRxOLxU+fPp02bZqLi8vKlStv376t6lDF+sXz8PA4efLkli1bUlJSOnfurOGkQ9pt4S0kIyODwWD4+fmp9+/16/A97sUNNsKoqChXV1dCrZEDDVagi4sLWUJnZ2c1TpbXD9inT59p06bp6uoOHDhQJBKpMXigfjW+fPlS7a+sCtHi4+OdnJwCAgLWrVu3cOHCu3fvahiQRqOFhIScPHly7ty5VVVVmifl2m3kLSQhIUG9PtISG9hgwIyMjNjY2BEjRiD5AW3B3XO0g06nU9Ny1dbWCgQCaiyv2gGpea/kA8bFxfXv33/KlCmaBCwrK1MooaGhoUpnm+oXTyKRlJaWRkdHR0dHU69pfjmVF09+rdoBjY2N7e3tyU+7Dh06qHoaVUdHR37mtaqqKjJxIS/qYrFYqu6RTp06yWf2TCazoqKCGkxpa2trbm6en5/f/M8k+YBU8UhsNpvP53/yySct0SbbFIFAsGvXrnnz5qn37/V3irZqTL5Va6sXKxRP1V7c4Pa+evWqtLR0y5Yt5MKHDx9+++23zb/2UXkFyq9Vu1XT6XQdHR1yiZmZmaodubFjtXoXnDR4WMjJyaHO7/r5+d24cUOT4lGjyevq6s6ePavqtSst3chbCJfLzc7O/vTTT9vCBjYYkDzU9O/fX70pIAEahDPlWkvK+/fvT36Z5vP55JX4Ggak0+nkj9FUQLFYnJiY+MUXX2gYsKioSKGEfD6fOvSrVzxnZ+eT/9/ChQvHjx+vUs6hvHhSqVTVMeX1A1pbW1tbW5NLamtrhUKhSvuIRqP179+fzWaTeU9tbS356Zienq7e3WFtbGyoaEVFRWRaTw1vFQqFQqGQ+s1U1YBU8cgSHj9+/JtvvlH7ekolbbKt9cT4+HgLCwsvLy/1/p2sQ6rZqPFdq8lWrcVerFA8VXtxg9vr6OhIdWRvb++DBw+qlHM02Kop5eXlmnQTslXT6XQajUYuKSsrEwqFKuXlDR6ruVzu7du31TgpSx4WqNOoVL+jLjipqKjQsHhUR46Ojr569erw4cM17CPabeQtQSwWb968eciQIW1kAxts1eShRr2ODNAYnCnXmkGDBp04ceLMmTNlZWWrV6/W/BfGYcOGnThxwtzcnAwokUjWr19vaWl5+fJlgiA6d+5M3gZC1YCmpqYFBQWrV6+uqakJDw9nsVhv3ryh0WjkTHxqF09b20sVjyCIY8eOdejQgU6nFxUVjRkzRsOA+vr6EydOPH/+fFRUVFlZ2cKFC1W9OmfQoEElJSWnTp2i0+ndunUjc9zu3bu7u7ursb12dnZjxowhoxUVFYWEhFhYWPTp0+fEiRMdOnSora0dNGiQShcnyQekipeUlJSTk7Nq1Sr1Bti09E7X+tm1uLi4gQMHXrhwgSCIDz/8UNULSck6pJpNSEiIdlu1dntxSEjIq1evLly4oHYv1vr21m/V1dXVMTExBgYGdXV15eXlqr5Fg6168ODBZ8+e1dXV5XK5CxcuVPWK3vrH6pqamrFjx6p3LSAVTSwWkyUMCAg4efLk6dOnyW9QqqbRCsUzNjYWiURRUVFWVlbHjh3T/LZ3Wt/p2iUQCNavXy+VSquqqqKiotToI2+hVVOHGrIjOzk54Xw5aIWOTCZDLQAAAAAAtCIMXwEAAAAAQFIOAAAAAICkHAAAAAAAkJQDAAAAACApBwAAAAAAJOUAAAAAAEjKobm4XO7mzZtnzJixZs0a6hZ6XC536dKls2fPTk1NJZekp6eTLwsPD5dIJOTC2NjYGTNmbN68WdV77wGA1qWnpy9dunTGjBkJCQnyvXvmzJlnz56lum1kZKRCf5dKpRs3boyMjEQdArQusnuq2osb/IAGQFL+7jl37tyQIUNOnjw5bNiwjRs3SiQS8g5k8+fP37VrV1xcHEEQRUVFW7duHTJkyJEjR2pqasg7LYvF4vT09GPHjjk6Ol66dAk1CdCKUlNTt27d+uWXXx44cOD69esikUgqlW7evLlPnz7h4eF37tx58eIF+bLc3Fyqv4tEIoFAsG3btufPn6MOAVq9F5PdU6VeXFBQUP8DGqDV0cPCwlALqnJzc+vRowdBEMbGxqdPn/b394+NjS0rKwsODjYyMnr69KmxsbGdnd3IkSN79eqlq6trZmaWnJzs6el59uzZbt26OTo6WlhYHDx40MXFRdV70QGAtlhbW48cOdLS0rJjx44ZGRlMJrOkpCQjI2PRokUGBgb29vYPHz50d3e3trb29PSk0+lkf+/Tp09hYaGVlVX37t0JgsCd/ABatxeT3VOlXjxq1KjJkyfLf0B7eXmhMqHV4Uy5OvT09MgHfD6fRqMxGIyEhAQrKyvyBsgGBgYpKSkEQRgaGpIvKyoq0tPTk0gkCQkJJiYm5GtoNBr5MgBoLVQnFQgEBgYGOTk5VlZW+vr6BEFYWFgUFxfLd3myvxsYGAwYMGDo0KHkywCgjXwiN78X6+npKXxAoxoBSfk7j81m29raGhsbEwRhZ2en8DFPkkqlUVFRtra25FMyKWcymUwmExUI0BaIxeKCggKyk1Id2dTUlPyardDfqb4MAO9oLyY/tet/QAMgKX+HJSYmBgYGKvR5Pp8v/zQ9Pb20tFThN26hUCgUClGBAG3B2bNnbW1tFc58V1RUKFz+RfZ3nCAHeNd7MfWp3eAHNACS8ndPRkYGg8Hw8/Mjn+bm5jb4soSEhEmTJlFfxCsrK1F1AG0Hj8eLjY0dMWKE8o6s0N8BoE19HKvXixU+oAGQlL976urqzp079/PPP3/88ccEQdBoNF9f3+LiYvIbeWlpqZubG0EQUqn03LlzBEFMmTKFIAgGg+Hr60sm5ZWVlUKhkHwZALQWqVQaERGxaNEi8lSZvb19cXExOWNabm5u586dyZelpaVR/R0A2hSye6raixU+oAGQlL+r7t+///jx4++//97e3p4gCB0dnSlTptTU1KSnp3O5XKFQ6ODgUFdXt2fPnsePH8+fP//fuqbRpkyZwmazRSLRvXv3xo8f7+DggMoEaMWMfM+ePX379h00aBC5xMXFpaam5sKFC5WVlREREeQZNalUGhMTQ/V3AGhTvZjsnir14vof0ABtgY5MJkMtqOrQoUO3b9+mnn777bfOzs5cLnfLli3l5eVr1qxxcXHh8XhLly6lXuPk5LRu3TqCIGJjY0+cOEE9BYDWkpGRsWnTJurppEmTpkyZwuVyDx06lJGRMX78+GnTpjX2MoIgLl26JBKJcJoN4J3rxZ999tnBgwfrf0ADICkHAAAAAGjXMHwFAAAAAABJOQAAAAAAknIAAAAAAEBSDgAAAACApBwAAAAAAJCUAwAAAAAgKQcAAAAAACTlAAAAAABIygEAAAAAAEk5AAAAAACScgAAAAAAQFIOAAAAAICkHAAAAAAAkJQDAAAAACApBwAAAAAAJOUAAAAAAEjKAQAAAAAASTkAAAAAAJJyAAAAAABAUg4AAAAAgKQcAAAAAACQlAMAAAAAICkHAAAAAAAk5QAAAAAASMoBAAAAAABJOQAAAAAAknIAAAAAAEBSDgAAAACApBwAAAAAAJCUAwAAAAAgKQcAAAAAACTlAAAAAABIygEAAAAAAEk5AAAAAACScgAAAAAAQFIOAAAAAICkHAAAAAAAkJQDAAAAACApBwAAAAAAJOUAAAAAAEjKAQAAAAAASTkAAAAAAJJyAAAAAABAUg4AAAAAgKQcAAAAAACQlAMAAAAAICkHAAAAAAAk5QAAAAAASMoBAAAAAABJOQAAAAAAknIAAAAAAEBSDgAAAACApBwAAAAAAJCUAwAAAAAgKQcAAAAAACTlAAAAAABIygEAAAAAAEk5AAAAAACScgAAAAAAQFIOAAAAAICkHAAAAAAAkJQDAAAAACApBwAAAAAAJOUAAAAAAEjKAQAAAACQlKMKAAAAAACQlAMAAAAAICkHAAAAAAAk5QAAAAAASMoBAAAAAABJOQAAAAAAknIAAAAAAEBSDgAAAACApBwAAAAAAJCUAwAAAAAgKQcAAAAAACTlAAAAAABIygEAAAAAAEk5AAAAAACScgAAAAAAQFIOAAAAAICkHAAAAAAAkJQDAAAAACApBwAAAAAAJOUAAAAAAEjKAQAAAAAASTkAAAAAAJJyAAAAAABAUg4AAAAAgKQcAAAAAACQlAMAAAAAICkHAAAAAAAk5QAAAAAASMoBAAAAAABJOQAAAAAAknIAAAAAAEBSDgAAAACApBwAAAAAAJCUAwAAAAAgKQcAAAAAACTlAAAAAABIygEAAAAAAEk5AAAAAACScgAAAAAAQFIO8P/atWMTAGEoiqIEnMA6Y6R3AsFNBSdwAMewzgo/hY0DCEFyTpP+/eYWAQAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAABDlJgAAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAIMpNAAAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQBAlJsAAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAPzC9DwpJVsAAHR0bqsR3pb9GC7KI8LhAQA6qrkYYVi+rwAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAEA3830ZQZQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAAF+puRhBlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAIbSAFtI43a/3+TFAAAAAElFTkSuQmCC"/><div class="c x0 y1 w2 h0"><div class="t m0 x5 h6 y2b ff4 fs2 fc2 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI GRUPY KAPITAŁOWEJ <span class="ff3">MIRBUD ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc3"> </span></span></div><div class="t m0 x6 h4 y2c ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y2d w4 ha"><div class="t m0 x83 h8 y85 ff2 fs3 fc2 sc0 ls0 ws0">Grupa Kapitałowa MIR<span class="_ _8"></span>BUD<span class="ff1"> <span class="ls6">| <span class="_ _8"></span></span>Perspektywy r<span class="_ _8"></span>ynku </span></div></div><div class="c x9 y2d w5 ha"><div class="t m0 xa h4 y86 ff3 fs1 fc4 sc0 ls3 ws0">29<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h4 y31 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h2c y14f ff7 fs5 fc0 sc0 ls0 ws0">Wykres: <span class="_ _11"> </span>Zmiany <span class="_ _28"> </span>c<span class="_ _8"></span>en <span class="_ _11"> </span>produk<span class="_ _0"></span>cji <span class="_ _11"> </span>budowlano-<span class="ff8">montażowe<span class="_ _0"></span>j <span class="_ _11"> </span>w <span class="_ _11"> </span>latach <span class="_ _11"> </span>2020<span class="ff7">-2022 <span class="_ _11"> </span>w <span class="_ _11"> </span>stosunku <span class="_ _11"> </span>do <span class="_ _28"> </span>analogicznego <span class="_ _11"> </span>okresu <span class="_ _11"> </span>roku<span class="_ _3"></span> </span></span></div><div class="t m0 x2 h2c y150 ff7 fs5 fc0 sc0 ls0 ws0">poprzedniego <span class="ff8">(źró<span class="_ _0"></span>dło: GUS)<span class="ff7"> </span></span></div><div class="t m0 x2 h8 y374 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x84 h8 y375 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x84 h8 y376 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x84 h8 y377 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x84 h8 y378 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y27c ff2 fs3 fc0 sc0 ls0 ws0">Powyższe <span class="_ _8"></span>dane <span class="_ _c"></span>wskazują <span class="_ _8"></span>na <span class="_ _8"></span>s<span class="_ _8"></span>tale <span class="_ _8"></span>rosnące <span class="_ _8"></span>kosz<span class="_ _8"></span>ty <span class="_ _8"></span>produkcj<span class="_ _8"></span>i <span class="_ _8"></span>budowlano <span class="_ _f"></span>–<span class="ff1"> <span class="_ _8"></span></span>monta<span class="_ _8"></span>żowej <span class="_ _8"></span><span class="ff1">od <span class="_ _8"></span>m<span class="_ _8"></span>arca <span class="_ _8"></span>202<span class="_ _8"></span>1 </span></div><div class="t m0 x2 h8 y379 ff2 fs3 fc0 sc0 ls0 ws0">roku z <span class="_ _8"></span>wyraźnym ich <span class="_ _8"></span>przyspieszeniem <span class="_ _8"></span>w II po<span class="_ _8"></span>łowie roku. <span class="_ _c"></span><span class="ff1">Zestawien<span class="_ _8"></span>ie nie obejmuj<span class="_ _8"></span>e natomi<span class="_ _8"></span>ast dalszego<span class="_ _8"></span> </span></div><div class="t m0 x2 h8 y37a ff2 fs3 fc0 sc0 ls0 ws0">wzrostu  cen  po <span class="_ _28"> </span>wybuchu  wojny  w  Ukrainie  w <span class="_ _21"> </span>dn.<span class="_ _8"></span>  24 <span class="_ _21"> </span>l<span class="_ _8"></span>utego  2022  roku.  Wydarzenie  to <span class="_ _28"> </span>zmieniło<span class="_ _8"></span> </div><div class="t m0 x2 h8 y37b ff1 fs3 fc0 sc0 ls0 ws0">perspektywy rynku bud<span class="_ _8"></span>owlanego w <span class="_ _8"></span><span class="ff2">Polsce w kolejny<span class="_ _8"></span>ch miesiącach<span class="_ _8"></span></span>, a nawet lata<span class="_ _8"></span>ch<span class="lsd">. </span> </div><div class="t m0 x2 hc y37c ff6 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h4 y37d ff3 fs1 fc0 sc0 ls0 ws0">4.2.<span class="ff1"> <span class="_ _15"> </span><span class="ff6 fs4">Perspektywy rynku <span class="ff1"> </span></span></span></div><div class="t m0 x2 h8 y2c4 ff1 fs3 fc0 sc0 ls0 ws0">Na <span class="_ _3"></span>persp<span class="_ _8"></span>ektywy rynku <span class="_ _3"></span>budowlanego<span class="_ _8"></span> <span class="_ _3"></span>w Polsce <span class="ff2">będą <span class="_ _3"></span>mia<span class="_ _8"></span>ły<span class="ff1"> <span class="_ _3"></span><span class="ff2">wpływ<span class="_ _8"></span> <span class="_ _3"></span>gł<span class="_ _8"></span>ównie <span class="ff1">uwarunkowania <span class="_ _3"></span>g<span class="_ _8"></span>eopolityczne </span></span></span></span></div><div class="t m0 x2 h8 y37e ff2 fs3 fc0 sc0 ls0 ws0">związane <span class="_ _13"> </span>z <span class="_ _13"> </span>wybuchem <span class="_ _13"> </span>w<span class="_ _8"></span>ojny <span class="_ _13"> </span>w <span class="_ _2b"> </span>Uk<span class="_ _8"></span>rainie. <span class="_ _12"> </span><span class="ff1">Na <span class="_ _13"> </span>skut<span class="_ _8"></span>ek <span class="_ _13"> </span>coraz <span class="_ _13"> </span>ostrzejsz<span class="_ _8"></span>ych <span class="_ _13"> </span>sankcji <span class="_ _13"> </span>gospodarczy<span class="_ _8"></span>ch </span></div><div class="t m0 x2 h8 y37f ff2 fs3 fc0 sc0 ls0 ws0">nakładanych <span class="_ _0"></span>na <span class="_ _3"></span>Rosję <span class="_ _0"></span>przez <span class="_ _0"></span>państwa <span class="_ _3"></span>Unii <span class="_ _0"></span>Europejskiej<span class="_ _8"></span> <span class="_ _3"></span>i <span class="_ _3"></span>US<span class="_ _8"></span>A gwałtownie <span class="_ _3"></span>zmalał<span class="_ _8"></span>a <span class="_ _3"></span>podaż po<span class="_ _0"></span>dstawowych </div><div class="t m0 x2 h8 y49 ff2 fs3 fc0 sc0 ls0 ws0">surowców <span class="_ _2a"> </span>niezbędnyc<span class="_ _8"></span>h <span class="_ _2a"> </span>do <span class="_ _2a"> </span>produkcj<span class="_ _8"></span>i <span class="_ _7"> </span>materia<span class="_ _8"></span>łów <span class="_ _2a"> </span>budowlanyc<span class="_ _8"></span>h.<span class="ff1"> <span class="_ _21"> </span></span>Spowodowany <span class="_ _2a"> </span>t<span class="_ _8"></span>ym <span class="_ _2a"> </span>ponadprzec<span class="_ _8"></span>iętny </div><div class="t m0 x2 h8 y380 ff2 fs3 fc0 sc0 ls0 ws0">wzrost cen <span class="_ _3"></span>surowc<span class="_ _8"></span>ów, odpływ pracowników <span class="_ _3"></span>uk<span class="_ _8"></span>raińskich z placów <span class="_ _3"></span>budó<span class="_ _8"></span>w oraz <span class="_ _3"></span>sta<span class="_ _8"></span>le rosnąca <span class="_ _0"></span>inflacja –<span class="ff1"> <span class="lsd">to </span></span></div><div class="t m0 x2 h8 y381 ff2 fs3 fc0 sc0 ls0 ws0">najważniejsze <span class="_ _c"></span>czy<span class="_ _8"></span>nniki <span class="_ _8"></span>kształtujące <span class="_ _8"></span>c<span class="_ _8"></span>eny <span class="_ _f"></span>materiałów <span class="_ _c"></span>budowlanych <span class="_ _c"></span>i <span class="_ _c"></span>usług <span class="_ _8"></span>w <span class="_ _c"></span>pier<span class="_ _8"></span>wszym <span class="_ _c"></span>kwartale <span class="_ _8"></span>2<span class="_ _8"></span>022 </div><div class="t m0 x2 h8 y382 ff1 fs3 fc0 sc0 ls0 ws0">roku. </div><div class="t m0 x2 h8 y383 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y384 ff2 fs3 fc0 sc0 ls0 ws0">Na <span class="_ _1d"> </span>dzień <span class="_ _1d"> </span>sp<span class="_ _8"></span>orządzenia <span class="_ _25"> </span>niniejszego <span class="_ _1d"> </span>raportu <span class="_ _25"> </span>dynamika <span class="_ _1d"> </span>wydarzeń <span class="_ _1d"> </span>m<span class="_ _8"></span>ilitarnych, <span class="_ _25"> </span>politycznych <span class="_ _1d"> </span>i </div><div class="t m0 x2 h8 y385 ff2 fs3 fc0 sc0 ls0 ws0">gospodarczyc<span class="_ _8"></span>h <span class="_ _26"> </span>związanych <span class="_ _26"> </span>z<span class="_ _8"></span> <span class="_ _26"> </span>wystąpi<span class="_ _8"></span>eniem <span class="_ _26"> </span>stanu<span class="_ _8"></span> <span class="_ _26"> </span>wojny <span class="_ _1d"> </span>w <span class="_ _27"> </span>Uk<span class="_ _8"></span>rainie <span class="_ _26"> </span>utru<span class="_ _8"></span>dnia <span class="_ _26"> </span>formu<span class="_ _8"></span>łowanie </div><div class="t m0 x2 h8 y386 ff2 fs3 fc0 sc0 ls0 ws0">długoterminowych <span class="_ _26"> </span>pr<span class="ff1">og<span class="_ _8"></span>noz <span class="_ _26"> </span>dla <span class="_ _27"> </span>budown<span class="_ _8"></span>ictwa. <span class="_ _26"> </span></span>Niemniej <span class="_ _26"> </span>jednak <span class="_ _26"> </span>Polski <span class="_ _26"> </span>Związek <span class="_ _26"> </span>Pracodawców<span class="_ _8"></span> </div><div class="t m0 x2 h8 y387 ff1 fs3 fc0 sc0 ls0 ws0">Budownictwa <span class="_ _c"></span>ws<span class="_ _8"></span>kazuje <span class="_ _c"></span>na <span class="_ _f"></span><span class="ff2">sześć</span> <span class="_ _c"></span><span class="ff2">obsz<span class="_ _8"></span>arów <span class="_ _c"></span>przewidywań <span class="_ _c"></span>d<span class="_ _8"></span>la <span class="_ _8"></span>k<span class="_ _8"></span>rajowego <span class="_ _c"></span>bu<span class="_ _8"></span>downictwa <span class="_ _c"></span>w <span class="_ _f"></span>perspektywie<span class="_ _8"></span></span> </div><div class="t m0 x2 h8 y388 ff2 fs3 fc0 sc0 ls0 ws0">średnioterminowej.  Należy<span class="_ _8"></span>  przy  tym <span class="_ _28"> </span>zaznac<span class="_ _8"></span>zyć,  iż  w  zależności  od  dalszego  przebiegu  wojny  w </div><div class="t m0 x2 h8 y389 ff2 fs3 fc0 sc0 ls0 ws0">Ukrainie, poniższ<span class="_ _8"></span>e skutki dla rynku budow<span class="_ _8"></span>lanego mogą wy<span class="_ _8"></span>stąpić ze zmiennym <span class="_ _8"></span>nasileniem:<span class="_ _c"></span><span class="ff1"> </span></div><div class="t m0 x85 h8 y38a ff1 fs3 fc0 sc0 ls11 ws0">1.<span class="ls0"> <span class="_ _25"> </span><span class="ff2">pows<span class="_ _8"></span>zechna <span class="_ _8"></span>mobi<span class="_ _8"></span>lizacja <span class="_ _8"></span>w <span class="_ _8"></span>Uk<span class="_ _8"></span>rainie <span class="_ _8"></span>i <span class="_ _8"></span>związa<span class="_ _8"></span>ny <span class="_ _8"></span>z <span class="_ _8"></span>nią <span class="_ _8"></span>o<span class="_ _8"></span>dpływ <span class="_ _8"></span>prac<span class="_ _8"></span>owników <span class="_ _8"></span>bud<span class="_ _8"></span>owlanych <span class="_ _8"></span>mog<span class="_ _8"></span>ą </span></span></div><div class="t m0 x25 h8 y153 ff2 fs3 fc0 sc0 ls0 ws0">prowadzić do opóźn<span class="_ _8"></span>ień na polskich budowach;<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x85 h8 y38b ff1 fs3 fc0 sc0 ls11 ws0">2.<span class="ls0"> <span class="_ _25"> </span><span class="ff2">wz<span class="_ _8"></span>rost <span class="_ _7"> </span>cen <span class="_ _7"> </span>surowców <span class="_ _7"> </span>na <span class="_ _7"> </span>światowych <span class="_ _7"> </span>rynka<span class="_ _8"></span>ch <span class="_ _7"> </span>może <span class="_ _7"> </span>doprowadzić <span class="_ _7"> </span>do <span class="_ _7"> </span>dalszeg<span class="_ _8"></span>o <span class="_ _7"> </span>wzrostu <span class="_ _7"> </span>cen </span></span></div><div class="t m0 x25 h8 y38c ff2 fs3 fc0 sc0 ls0 ws0">materiałów budowl<span class="_ _8"></span>anych również w P<span class="_ _8"></span>olsce;<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x85 h8 y38d ff1 fs3 fc0 sc0 ls11 ws0">3.<span class="ls0"> <span class="_ _25"> </span><span class="ff2">napaść<span class="_ _8"></span> <span class="_ _8"></span>Rosji <span class="_ _8"></span>na <span class="_ _8"></span>Uk<span class="_ _8"></span>rainę <span class="_ _8"></span>może <span class="_ _c"></span>przysporzyć<span class="_ _8"></span> <span class="_ _8"></span>polskim <span class="_ _8"></span>firmom <span class="_ _c"></span>problemów <span class="_ _8"></span>z <span class="_ _c"></span>płynnośc<span class="_ _8"></span>ią dosta<span class="_ _8"></span>w <span class="_ _8"></span>z </span></span></div><div class="t m0 x25 h8 y38e ff2 fs3 fc0 sc0 ls0 ws0">Ukrainy, Rosji i Białorusi<span class="_ _8"></span>;<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x85 h8 y38f ff1 fs3 fc0 sc0 ls11 ws0">4.<span class="ls0"> <span class="_ _25"> </span><span class="ff2">z<span class="_ _8"></span>awirowania <span class="_ _7"> </span>geopolityczne <span class="_ _7"> </span>mogą <span class="_ _6"> </span>wp<span class="_ _8"></span>łynąć <span class="_ _7"> </span>na <span class="_ _7"> </span></span>zaostrz<span class="_ _8"></span>enie <span class="_ _7"> </span>polityki <span class="_ _7"> </span>kredytowej <span class="_ _7"> </span>i <span class="_ _6"> </span>g<span class="_ _8"></span>warancyjnej </span></div><div class="t m0 x25 h8 y83 ff2 fs3 fc0 sc0 ls0 ws0">banków wobec po<span class="_ _8"></span>lskiej branży budowla<span class="_ _8"></span>ne<span class="ff1 ls1d">j;<span class="ls0"> </span></span></div><div class="t m0 x85 h8 y84 ff1 fs3 fc0 sc0 ls11 ws0">5.<span class="ls0"> <span class="_ _25"> </span><span class="ff2">nap<span class="_ _8"></span>ięta <span class="_ _13"> </span>s<span class="_ _8"></span>ytuacja <span class="_ _12"> </span>geopolitycz<span class="_ _8"></span>na <span class="_ _13"> </span>na <span class="_ _12"> </span>świecie, <span class="_ _12"> </span>skutk<span class="_ _8"></span>i <span class="_ _13"> </span>gospod<span class="_ _8"></span>arcze <span class="_ _12"> </span>po <span class="_ _12"> </span>pandemii <span class="_ _12"> </span>COViD<span class="_ _8"></span></span>-<span class="_ _8"></span>19, </span></div><div class="t m0 x25 h8 y390 ff2 fs3 fc0 sc0 ls0 ws0">związana <span class="_ _7"> </span>z <span class="_ _7"> </span>tym <span class="_ _7"> </span>rosnąca <span class="_ _7"> </span>inflacja <span class="_ _2a"> </span>i <span class="_ _7"> </span>konieczność <span class="_ _7"> </span>zaci<span class="_ _8"></span>eśniania <span class="_ _7"> </span>polityki <span class="_ _7"> </span>monetarn<span class="_ _8"></span>ej <span class="_ _7"> </span>przez <span class="_ _7"> </span>bank </div><div class="t m0 x25 h8 y391 ff1 fs3 fc0 sc0 ls0 ws0">central<span class="ff2">ny mogą skłon<span class="_ _8"></span>ić inwestorów d<span class="_ _8"></span>o wstrzymywania <span class="_ _8"></span>nowych projektów inwes<span class="_ _8"></span>tycyjnych;<span class="_ _c"></span></span> </div><div class="t m0 x85 h8 y18d ff1 fs3 fc0 sc0 ls11 ws0">6.<span class="ls0"> <span class="_ _25"> </span><span class="ff2">poz<span class="_ _8"></span>ostałymi <span class="_ _1b"> </span>skutk<span class="_ _8"></span>ami <span class="_ _1b"> </span>napaśc<span class="_ _8"></span>i <span class="_ _1a"> </span>R<span class="_ _8"></span>osji <span class="_ _1b"> </span>na <span class="_ _1b"> </span>Uk<span class="_ _8"></span>rainę <span class="_ _d"> </span>mogą <span class="_ _1a"> </span>być<span class="_ _8"></span>, <span class="_ _1b"> </span>m.in.: <span class="_ _1b"> </span>wz<span class="_ _8"></span>rost <span class="_ _1b"> </span>zagroż<span class="_ _8"></span>enia </span></span></div></div></div><div class="pi" ></div></div><div id="pf1e" class="pf w0 h0" ><div class="pc pc1e w0 h0"><img class="bi x4 y2a w3 h5" alt="" src="data:image/png;base64,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class="c x0 y1 w2 h0"><div class="t m0 x5 h6 y2b ff4 fs2 fc2 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI GRUPY KAPITAŁOWEJ <span class="ff3">MIRBUD ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc3"> </span></span></div><div class="t m0 x6 h4 y2c ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y2d w4 ha"><div class="t m0 x83 h8 y85 ff2 fs3 fc2 sc0 ls0 ws0">Grupa Kapitałowa MIR<span class="_ _8"></span>BUD<span class="ff1"> <span class="ls6">| <span class="_ _8"></span></span>Perspektywy r<span class="_ _8"></span>ynku </span></div></div><div class="c x9 y2d w5 ha"><div class="t m0 xa h4 y86 ff3 fs1 fc4 sc0 ls3 ws0">30<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h4 y31 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x25 h8 y18e ff2 fs3 fc0 sc0 ls0 ws0">cybernetycznego <span class="_ _8"></span>dla f<span class="_ _8"></span>irm budow<span class="_ _8"></span>lanych rea<span class="_ _8"></span>lizujących k<span class="_ _8"></span>ontrakty <span class="_ _c"></span>budo<span class="_ _8"></span>wy obiektó<span class="_ _8"></span>w <span class="_ _8"></span><span class="ff1">infrastruktury </span></div><div class="t m0 x25 h8 y22f ff1 fs3 fc0 sc0 ls0 ws0">krytycznej<span class="ff2">, <span class="_ _0"></span>wzrost <span class="_ _3"></span>ry<span class="_ _8"></span>zyka <span class="_ _3"></span>kursowego oraz <span class="_ _3"></span>pozbawienie <span class="_ _0"></span>polskich <span class="_ _3"></span>spółek mo<span class="_ _0"></span>żliwości <span class="_ _0"></span>ekspansji <span class="_ _3"></span>na </span></div><div class="t m0 x25 h8 y34 ff1 fs3 fc0 sc0 ls0 ws0">rynki wschodnie.  <span class="_ _8"></span> </div><div class="t m0 x2 h8 y230 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y231 ff2 fs3 fc0 sc0 ls0 ws0">Świadomość <span class="_ _12"> </span>powyższ<span class="_ _8"></span>ych <span class="_ _13"> </span>zagrożeń <span class="_ _12"> </span>wpływa <span class="_ _13"> </span>b<span class="_ _8"></span>ezpośrednio <span class="_ _12"> </span>na <span class="_ _12"> </span>nastroje <span class="_ _12"> </span>w <span class="_ _1e"> </span><span class="ff1">gospodarce, <span class="_ _12"> </span>w <span class="_ _13"> </span>ty<span class="_ _8"></span>m <span class="_ _13"> </span>w<span class="_ _8"></span> </span></div><div class="t m0 x2 h8 y293 ff2 fs3 fc0 sc0 ls0 ws0">szczególności <span class="_ _13"> </span>–<span class="ff1"> <span class="_ _2b"> </span>w <span class="_ _13"> </span>budow<span class="_ _8"></span>nictwie<span class="lsd">. <span class="_ _13"> </span></span></span>Według <span class="_ _13"> </span>badań <span class="_ _2b"> </span>G<span class="_ _8"></span>US <span class="_ _2b"> </span>w <span class="_ _13"> </span>marcu <span class="_ _2b"> </span>br.<span class="_ _8"></span> <span class="_ _2b"> </span>wsk<span class="_ _8"></span>aźnik <span class="_ _2b"> </span>ogólneg<span class="_ _8"></span>o <span class="_ _2b"> </span>klimatu </div><div class="t m0 x2 h8 y294 ff2 fs3 fc0 sc0 ls0 ws0">koniunktury  we <span class="_ _21"> </span>wsz<span class="_ _8"></span>ystkich  obszarach <span class="_ _21"> </span>g<span class="_ _8"></span>ospodarki  w <span class="_ _28"> </span>Polsce  (z <span class="_ _21"> </span>wy<span class="_ _8"></span>jątkiem  sekcji <span class="_ _21"> </span>z<span class="_ _8"></span>akwaterowanie  i </div><div class="t m0 x2 h8 y295 ff1 fs3 fc0 sc0 ls0 ws0">gastronomia)  <span class="ff2">kształtował</span>  <span class="ff2">się <span class="_ _21"> </span>na  poziomie <span class="_ _21"> </span>niżs<span class="_ _8"></span>zym  ni<span class="_ _0"></span>ż  w <span class="_ _21"> </span>lutym  i<span class="_ _0"></span> <span class="_ _28"> </span>styczniu<span class="_ _8"></span>.  Korzystnie <span class="_ _28"> </span>koniunkturę </span></div><div class="t m0 x2 h8 y296 ff2 fs3 fc0 sc0 ls0 ws0">oceniały <span class="_ _2b"> </span>wy<span class="_ _8"></span>łącznie <span class="_ _2b"> </span>j<span class="_ _8"></span>ednostki <span class="_ _13"> </span>z <span class="_ _2b"> </span>sekc<span class="_ _8"></span>ji <span class="_ _2b"> </span>dz<span class="_ _8"></span>iałalności <span class="_ _2b"> </span>fi<span class="_ _8"></span>nansowej <span class="_ _2b"> </span>i<span class="_ _8"></span> <span class="_ _2b"> </span>ubezpiec<span class="_ _8"></span>zeniowej, <span class="_ _13"> </span>a <span class="_ _2b"> </span>takż<span class="_ _8"></span>e <span class="_ _2b"> </span>sekcj<span class="_ _8"></span>i </div><div class="t m0 x2 h8 y297 ff2 fs3 fc0 sc0 ls0 ws0">informacja <span class="_ _c"></span>i <span class="_ _c"></span>komunikacja. <span class="_ _c"></span>Najbardziej <span class="_ _c"></span>pesy<span class="_ _8"></span>mistycznie <span class="_ _c"></span>koniunkturę <span class="_ _c"></span>rynkową <span class="_ _c"></span>oc<span class="_ _8"></span>eniały <span class="_ _c"></span>podmiot<span class="_ _c"></span><span class="ff1">y <span class="_ _8"></span>z<span class="_ _8"></span> <span class="_ _c"></span>sekcji </span></div><div class="t m0 x2 h8 y298 ff2 fs3 fc0 sc0 ls0 ws0">budownictwo, <span class="_ _7"> </span>gdzie <span class="_ _6"> </span>w <span class="_ _7"> </span>marcu <span class="_ _7"> </span>wskaźnik <span class="_ _7"> </span>ten <span class="_ _6"> </span>wy<span class="_ _8"></span>niósł<span class="ff1"> m<span class="_ _8"></span>inus <span class="_ _6"> </span>20,<span class="_ _8"></span>1 <span class="_ _6"> </span></span>i <span class="_ _7"> </span>był <span class="_ _6"> </span>n<span class="_ _8"></span>iższy<span class="_ _8"></span><span class="ff1"> <span class="_ _6"> </span></span>od <span class="_ _7"> </span>notowanego <span class="_ _6"> </span>m<span class="_ _8"></span>iesiąc </div><div class="t m0 x2 h8 y299 ff2 fs3 fc0 sc0 ls0 ws0">wcześniej (minus 15,6).<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 y29a ff1 fs3 fc0 sc0 ls0 ws0">  </div><div class="t m0 x2 h2c y35d ff7 fs5 fc0 sc0 ls0 ws0">Wykres: <span class="ff8">Wska<span class="_ _0"></span>źnik koniunktur<span class="_ _0"></span>y<span class="ff7"> w budownict<span class="_ _0"></span>wie (GUS). </span></span></div><div class="t m0 x2 h8 y1e8 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y1e9 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y392 ff2 fs3 fc0 sc0 ls0 ws0">Omawiając <span class="_ _c"></span><span class="ff1">pers<span class="_ _8"></span>pektywy <span class="_ _c"></span></span>dla <span class="_ _c"></span>polski<span class="_ _8"></span>ej <span class="_ _c"></span>branży <span class="_ _c"></span>budowlan<span class="_ _8"></span>ej <span class="_ _c"></span>należy <span class="_ _c"></span>zwrócić <span class="_ _c"></span>uwag<span class="_ _8"></span>ę <span class="_ _c"></span>również <span class="_ _c"></span>na <span class="_ _c"></span>s<span class="_ _8"></span>zanse. <span class="_ _f"></span><span class="ff1 lse">W </span></div><div class="t m0 x2 h8 y393 ff2 fs3 fc0 sc0 ls0 ws0">kolejnych miesiącach<span class="_ _8"></span><span class="ff1"> <span class="ls11">na </span></span>kondyc<span class="_ _8"></span>ję<span class="ff1"> </span>polskiego rynku <span class="_ _8"></span>budowlanego mogą m<span class="_ _8"></span>ieć <span class="ff1">pozy<span class="_ _8"></span>tywny </span>wpływ:<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 ye5 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x85 h8 y394 ff1 fs3 fc0 sc0 ls11 ws0">1.<span class="ls0"> <span class="_ _25"> </span><span class="ff2">dalsz<span class="_ _8"></span>y rozwój rynku e<span class="_ _8"></span></span>-<span class="ff2">commerce i zw<span class="_ _8"></span>iązany z nim po<span class="_ _8"></span>pyt na inwestycj<span class="_ _8"></span>e magazynowe;<span class="_ _8"></span></span> </span></div><div class="t m0 x85 h8 y395 ff1 fs3 fc0 sc0 ls11 ws0">2.<span class="ls0"> <span class="_ _25"> </span>wz<span class="_ _8"></span>rost <span class="_ _0"></span><span class="ff2">popytu <span class="_ _0"></span>na <span class="_ _3"></span>inw<span class="_ _8"></span>estycje <span class="_ _0"></span>mieszkaniowe <span class="_ _0"></span>spowodow<span class="_ _8"></span>any <span class="_ _3"></span>na<span class="_ _8"></span>pływem <span class="_ _0"></span>uchodźców wojennych <span class="_ _3"></span>d<span class="_ _8"></span>o </span></span></div><div class="t m0 x25 h8 y396 ff1 fs3 fc0 sc0 ls0 ws0">Polski; </div><div class="t m0 x85 h8 y397 ff1 fs3 fc0 sc0 ls11 ws0">3.<span class="ls0"> <span class="_ _25"> </span><span class="ff2">nap<span class="_ _8"></span>ływ unijnych środków w<span class="_ _8"></span> ramach Krajowego <span class="_ _8"></span>Planu Odbudowy.<span class="_ _c"></span></span> </span></div><div class="t m0 x85 h8 y398 ff1 fs3 fc0 sc0 ls11 ws0">4.<span class="ls0"> <span class="_ _25"> </span><span class="ff2">Moż<span class="_ _8"></span>liwość  uczestnictwa<span class="_ _8"></span>  w  odbudowi<span class="_ _8"></span>e  zniszczonej  d<span class="_ _8"></span>ziałaniami  wojennym<span class="_ _8"></span>i  infrastruktury<span class="_ _8"></span>  w </span></span></div><div class="t m0 x25 h8 y399 ff1 fs3 fc0 sc0 ls0 ws0">Ukrainie </div><div class="t m0 x2 h8 y39a ff2 fs3 fc0 sc0 ls0 ws0">Jak <span class="_ _f"></span>wspomniano <span class="_ _f"></span>wyżej <span class="_ _f"></span>–<span class="ff1"> <span class="_ _f"></span>rynek <span class="_ _c"></span>powi<span class="_ _8"></span>erzchni <span class="_ _f"></span>magazynowo</span>–<span class="ff1"> <span class="_ _f"></span>logisty<span class="_ _8"></span>cznych <span class="_ _f"></span>w <span class="_ _f"></span>Polsce <span class="_ _c"></span>notuje <span class="_ _f"></span>rekord<span class="_ _8"></span>owy </span></div><div class="t m0 x2 h8 yeb ff2 fs3 fc0 sc0 ls0 ws0">popyt i nie nadążaj<span class="_ _8"></span>ącą na nim <span class="_ _8"></span>podaż. Na kon<span class="_ _8"></span>iec 2021 rok<span class="_ _8"></span>u w budowie zn<span class="_ _8"></span>ajdowało s<span class="_ _8"></span>ię w sumie 4,2 ml<span class="_ _8"></span>n </div><div class="t m0 x2 h8 yec ff1 fs3 fc0 sc0 ls0 ws0">m</div><div class="t m0 x59 h56 y39b ff1 fs6 fc0 sc0 ls0 ws0">2</div><div class="t m0 x86 h8 yec ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _f"></span><span class="ff2">tego<span class="_ _8"></span> <span class="_ _f"></span>rodzaju <span class="_ _6"></span>inwestycji.<span class="_ _8"></span> <span class="_ _f"></span>W <span class="_ _6"></span>ubiegłym <span class="_ _f"></span>roku<span class="_ _8"></span> <span class="_ _f"></span>popyt <span class="_ _6"> </span>brutto <span class="_ _6"></span>na <span class="_ _f"></span>tego <span class="_ _7"> </span>rodzaju <span class="_ _6"></span>powierzchnie <span class="_ _f"></span>wyn<span class="_ _8"></span>iósł <span class="_ _f"></span>w<span class="_ _8"></span>g. </span></div><div class="t m0 x2 h8 yed ff2 fs3 fc0 sc0 ls0 ws0">badań <span class="_ _8"></span>firmy <span class="_ _8"></span>Col<span class="_ _8"></span>liers <span class="_ _8"></span>–<span class="ff1"> <span class="_ _8"></span>p<span class="_ _8"></span>onad <span class="_ _8"></span>7,5 <span class="_ _8"></span>mln <span class="_ _c"></span>m</span></div><div class="t m0 x87 h56 y39c ff1 fs6 fc0 sc0 ls0 ws0">2</div><div class="t m0 x88 h8 yed ff1 fs3 fc0 sc0 ls0 ws0">. <span class="_ _8"></span>To <span class="_ _8"></span>rekord <span class="_ _8"></span>w<span class="_ _8"></span> <span class="_ _8"></span>historii <span class="_ _8"></span>tego <span class="_ _c"></span>rynku. <span class="_ _c"></span>W <span class="_ _8"></span>por<span class="ff2">ó<span class="_ _8"></span></span>wnaniu <span class="_ _8"></span>do <span class="_ _8"></span>rok<span class="_ _8"></span>u <span class="_ _8"></span>2020 </div><div class="t m0 x2 h8 yee ff2 fs3 fc0 sc0 ls0 ws0">wolumen  popytu  brutto  był <span class="_ _28"> </span>wy<span class="_ _8"></span>ż<span class="ff1 ls12">szy<span class="ls0">  o <span class="_ _28"> </span>ok.  2,1 <span class="_ _28"> </span>mln  m</span></span></div><div class="t m0 x2a h56 y39d ff1 fs6 fc0 sc0 ls0 ws0">2</div><div class="t m0 x89 hb yee ff1 fs3 fc0 sc0 ls0 ws0">.<span class="ff6">  <span class="ff2">Na <span class="_ _28"> </span>tak  dobrą  kondycję  rynku  powierzchni </span></span></div><div class="t m0 x2 h8 y39e ff1 fs3 fc0 sc0 ls0 ws0">magazynowo <span class="_ _2a"> </span><span class="ff2">–<span class="_ _8"></span></span> <span class="_ _2a"> </span><span class="ff2">logistyczny<span class="_ _8"></span>ch <span class="_ _2a"> </span>w <span class="_ _2a"> </span>Polsc<span class="_ _8"></span>e <span class="_ _2a"> </span>ma <span class="_ _2a"> </span>wpływ <span class="_ _2a"> </span>r<span class="_ _8"></span>ozwój <span class="_ _2a"> </span>r<span class="_ _8"></span>ynku <span class="_ _2a"> </span>e<span class="_ _8"></span></span>-<span class="ff2">commerce, <span class="_ _21"> </span>rozwój <span class="_ _21"> </span>infrastruktury<span class="_ _8"></span> </span></div><div class="t m0 x2 hb y2d0 ff2 fs3 fc0 sc0 ls0 ws0">drogowej oraz <span class="_ _0"></span>korzystne położenie <span class="_ _3"></span>kraj<span class="_ _8"></span>u <span class="_ _0"></span>w <span class="_ _0"></span>środku Europy.<span class="_ _8"></span><span class="ff6"> <span class="_ _0"></span><span class="ff1">W <span class="_ _0"></span>I <span class="_ _0"></span>kwartale 2022 <span class="_ _3"></span>roku, pomimo niestabilnej </span></span></div><div class="t m0 x2 h8 y2d1 ff2 fs3 fc0 sc0 ls0 ws0">sytuacji <span class="_ _13"> </span>na <span class="_ _13"> </span>ry<span class="_ _8"></span>nku <span class="_ _13"> </span>materiałów <span class="_ _13"> </span>b<span class="_ _8"></span>udowlanych <span class="_ _12"> </span>obserwujemy <span class="_ _12"> </span>niesłabnący <span class="_ _12"> </span>popyt <span class="_ _13"> </span>na <span class="_ _13"> </span>re<span class="_ _c"></span>alizację <span class="_ _13"> </span>takich<span class="_ _8"></span> </div><div class="t m0 x2 h8 y2d2 ff2 fs3 fc0 sc0 ls0 ws0">inwestycji, <span class="_ _6"> </span>co <span class="_ _7"> </span>znajduje <span class="_ _6"> </span>odz<span class="_ _8"></span>wierciedlenie <span class="_ _7"> </span>w <span class="_ _6"></span>portfelu <span class="_ _6"> </span>z<span class="_ _8"></span>amówień <span class="_ _7"> </span>MIRBUD <span class="_ _6"> </span>S.A. <span class="_ _2a"> </span><span class="ff1">N</span>a <span class="_ _6"> </span>dzień <span class="_ _6"> </span>s<span class="_ _8"></span>porządzen<span class="_ _8"></span>ia </div><div class="t m0 x2 h8 y2d3 ff2 fs3 fc0 sc0 ls0 ws0">niniejszego <span class="_ _6"> </span>raport<span class="_ _8"></span>u <span class="_ _6"></span>Spółka <span class="_ _6"> </span>rea<span class="_ _8"></span>lizuje <span class="_ _6"></span>budowy <span class="_ _6"> </span>w <span class="_ _6"> </span>s<span class="_ _8"></span>umie <span class="_ _6"></span>23 <span class="_ _6"> </span>inwestyc<span class="_ _8"></span>ji <span class="_ _6"></span>magazynow<span class="_ _8"></span>o<span class="_ _8"></span><span class="ff1">- <span class="_ _6"> </span></span>prz<span class="_ _8"></span>emysłowych <span class="_ _6"> </span>o<span class="_ _8"></span> </div><div class="t m0 x2 h8 y22a ff2 fs3 fc0 sc0 ls0 ws0">łącznej <span class="_ _3"></span>war<span class="_ _8"></span>tości <span class="_ _0"></span>1,3 ml<span class="_ _0"></span>d <span class="_ _0"></span>złotych, z <span class="_ _3"></span>czego do <span class="_ _3"></span><span class="ff1">zaf<span class="_ _8"></span>akturowania w <span class="_ _3"></span>20<span class="_ _8"></span>22 <span class="_ _3"></span>za<span class="_ _8"></span>planowano <span class="ff2">prace <span class="_ _3"></span>o wartości <span class="_ _0"></span>0,73 </span></span></div><div class="t m0 x2 h8 y2d5 ff2 fs3 fc0 sc0 ls0 ws0">mld złotych. Ogromną większość tego <span class="_ _0"></span>rodzaju inwestycji MIRBUD S.A. <span class="_ _0"></span>realizuje dla podmiotów z grupy </div><div class="t m0 x2 h8 y2d6 ff1 fs3 fc0 sc0 ls0 ws0">lidera <span class="_ _8"></span>ry<span class="_ _8"></span>nku <span class="_ _c"></span><span class="ff2">–</span> <span class="_ _c"></span><span class="ff2">Panattoni <span class="_ _c"></span>Eu<span class="_ _8"></span>rope. <span class="_ _8"></span>Tra<span class="_ _8"></span>nsakcje <span class="_ _c"></span>dla <span class="_ _8"></span>ty<span class="_ _8"></span>ch <span class="_ _c"></span>kontraktów <span class="_ _c"></span>są <span class="_ _c"></span>rozliczane <span class="_ _c"></span>w <span class="_ _f"></span>walucie <span class="_ _8"></span>euro.<span class="_ _c"></span></span> <span class="_ _c"></span><span class="ff2">Za<span class="_ _8"></span>letą </span></div><div class="t m0 x2 h8 y2d7 ff1 fs3 fc0 sc0 ls0 ws0">tego r<span class="ff2">odzaj<span class="_ _8"></span>u kontraktów <span class="_ _8"></span>są <span class="_ _8"></span>krótkie terminy <span class="_ _8"></span>ich rea<span class="_ _8"></span>lizacji, dzięki<span class="_ _8"></span> czemu <span class="_ _8"></span>Spółka j<span class="_ _8"></span>est w <span class="_ _8"></span>stanie precy<span class="_ _8"></span>zyjnie </span></div><div class="t m0 x2 h8 y2d8 ff2 fs3 fc0 sc0 ls0 ws0">określić  koszty <span class="_ _21"> </span>r<span class="_ _8"></span>ealizacji  z <span class="_ _21"> </span>m<span class="_ _8"></span>inimalnym  ryzykiem  niekorzystnych  zmian <span class="_ _21"> </span>ce<span class="_ _8"></span>nowych<span class="_ _c"></span>,  przy <span class="_ _28"> </span>założeniu<span class="_ _8"></span> </div><div class="t m0 x2 h8 y39f ff2 fs3 fc0 sc0 ls0 ws0">realizacji zadawalającyc<span class="_ _8"></span>h marż<span class="_ _8"></span><span class="ff1">. </span></div></div><div class="c x59 y3a0 w3c h5c"><div class="t m0 x3e h5d y3a1 ffe fs5 fcc sc0 ls0 ws0">-50</div><div class="t m0 x3e h5d y3a2 ffe fs5 fcc sc0 ls0 ws0">-40</div><div class="t m0 x3e h5d y3a3 ffe fs5 fcc sc0 ls0 ws0">-30</div><div class="t m0 x3e h5d y3a4 ffe fs5 fcc sc0 ls0 ws0">-20</div><div class="t m0 x2f h5d y3a5 ffe fs5 fcc sc0 ls20 ws0">-10</div><div class="t m0 x33 h5d y3a6 ffe fs5 fcc sc0 ls0 ws0">0</div><div class="t m0 x2b h5d y3a7 ffe fs5 fcc sc0 ls21 ws0">10</div><div class="t m2 x2c h5d y3a8 ffe fs5 fcd sc0 ls0 ws0">2010</div><div class="t m2 x8a h5d y3a9 ffe fs5 fcd sc0 ls0 ws0">2011</div><div class="t m2 x86 h5d y3aa ffe fs5 fcd sc0 ls0 ws0">2012</div><div class="t m2 x8b h5d y3ab ffe fs5 fcd sc0 ls0 ws0">2013</div><div class="t m2 x8c h5d y3ac ffe fs5 fcd sc0 ls0 ws0">2014</div><div class="t m2 x8d h5d y3ad ffe fs5 fcd sc0 ls0 ws0">2015</div><div class="t m2 x83 h5d y3ac ffe fs5 fcd sc0 ls0 ws0">2016</div><div class="t m2 x8e h5d y3ae ffe fs5 fcd sc0 ls0 ws0">2017</div><div class="t m2 x8f h5d y123 ffe fs5 fcd sc0 ls0 ws0">2018</div><div class="t m2 x90 h5d y3af ffe fs5 fcd sc0 ls0 ws0">2019</div><div class="t m2 x11 h5d y3b0 ffe fs5 fcd sc0 ls0 ws0">2020</div><div class="t m2 x89 h5d y3aa ffe fs5 fcd sc0 ls0 ws0">2021</div><div class="t m2 x91 h5d y3a8 ffe fs5 fcd sc0 ls0 ws0">2022</div><div class="t m0 x92 h5e y3b1 fff fs6 fcc sc0 ls0 ws0">niewyrównany sezonowo<span class="_ _33"> </span>wyrównany sezonowo</div></div></div><div class="pi" ></div></div><div id="pf1f" class="pf w0 h0" ><div class="pc pc1f w0 h0"><img class="bi x4 y2a w3 h5" alt="" 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class="c x0 y1 w2 h0"><div class="t m0 x5 h6 y2b ff4 fs2 fc2 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI GRUPY KAPITAŁOWEJ <span class="ff3">MIRBUD ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc3"> </span></span></div><div class="t m0 x6 h4 y2c ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y2d w4 ha"><div class="t m0 x83 h8 y85 ff2 fs3 fc2 sc0 ls0 ws0">Grupa Kapitałowa MIR<span class="_ _8"></span>BUD<span class="ff1"> <span class="ls6">| <span class="_ _8"></span></span>Perspektywy r<span class="_ _8"></span>ynku </span></div></div><div class="c x9 y2d w5 ha"><div class="t m0 xa h4 y86 ff3 fs1 fc4 sc0 ls3 ws0">31<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h4 y31 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y18e ff1 fs3 fc0 sc0 ls0 ws0">Na <span class="_ _2b"> </span>p<span class="_ _8"></span>erspektywy <span class="_ _13"> </span>rynk<span class="_ _8"></span>u <span class="_ _2b"> </span>budowl<span class="_ _8"></span>ane<span class="ff2">go <span class="_ _12"> </span>w <span class="_ _13"> </span>Polsce <span class="_ _13"> </span>w <span class="_ _13"> </span>2022 <span class="_ _13"> </span>roku, <span class="_ _13"> </span>a <span class="_ _13"> </span>w<span class="_ _8"></span> <span class="_ _2b"> </span>s<span class="_ _8"></span>zczególności <span class="_ _13"> </span>na <span class="_ _13"> </span>inwestycj<span class="_ _8"></span>e </span></div><div class="t m0 x2 h8 y22f ff2 fs3 fc0 sc0 ls0 ws0">samorządowe <span class="_ _13"> </span>oraz <span class="_ _13"> </span>infrast<span class="_ _8"></span>ruktury <span class="_ _13"> </span>drogowej <span class="_ _13"> </span>i <span class="_ _2b"> </span>ko<span class="_ _8"></span>lejowej <span class="_ _13"> </span>wpływ <span class="_ _13"> </span>będzie <span class="_ _13"> </span>miała <span class="_ _12"> </span>dostępność <span class="_ _13"> </span>środków </div><div class="t m0 x2 h8 y34 ff2 fs3 fc0 sc0 ls0 ws0">unijnych. <span class="_ _f"></span>Z<span class="_ _8"></span> <span class="_ _6"></span>budżetu <span class="_ _6"></span>polityki <span class="_ _6"></span>spójności <span class="_ _6"></span>UE <span class="_ _6"></span>Polska <span class="_ _6"></span>ma <span class="_ _6"></span>do <span class="_ _f"></span>dys<span class="_ _8"></span>pozycji <span class="_ _6"></span>76 <span class="_ _f"></span>m<span class="_ _8"></span>ld <span class="_ _6"></span>euro <span class="_ _6"></span>na <span class="_ _f"></span>lata <span class="_ _6"> </span>2021<span class="_ _c"></span><span class="ff1">-202<span class="_ _8"></span>7, </span></div><div class="t m0 x2 h8 y230 ff1 fs3 fc0 sc0 ls0 ws0">natomiast <span class="_ _c"></span>w<span class="_ _8"></span> <span class="_ _f"></span>ramach <span class="_ _f"></span>KPO <span class="_ _c"></span>nasz<span class="_ _8"></span> <span class="_ _c"></span>kraj <span class="_ _f"></span>wnioskuje <span class="_ _f"></span>o <span class="_ _c"></span>przyz<span class="_ _8"></span>nanie <span class="_ _f"></span><span class="ff2">23,9 <span class="_ _f"></span>mld <span class="_ _c"></span>eur<span class="_ _8"></span>o <span class="_ _c"></span>w<span class="_ _8"></span> <span class="_ _c"></span>ramach <span class="_ _f"></span>grantów <span class="_ _f"></span>oraz <span class="_ _c"></span>o<span class="_ _8"></span> </span></div><div class="t m0 x2 h8 y231 ff2 fs3 fc0 sc0 ls0 ws0">11,5 <span class="_ _8"></span>ml<span class="_ _8"></span>d <span class="_ _8"></span>euro <span class="_ _c"></span>z <span class="_ _c"></span>częśc<span class="_ _8"></span>i <span class="_ _8"></span>poży<span class="_ _8"></span>czkowej<span class="_ _8"></span><span class="ff1 lsd">. <span class="_ _c"></span></span>Na <span class="_ _8"></span>koniec <span class="_ _c"></span>I <span class="_ _c"></span>kwar<span class="_ _8"></span>tału <span class="_ _8"></span>2022 <span class="_ _c"></span>roku <span class="_ _c"></span>nadal <span class="_ _c"></span>brak <span class="_ _c"></span>jednak <span class="_ _c"></span>porozum<span class="_ _8"></span>ienia </div><div class="t m0 x2 h8 y293 ff2 fs3 fc0 sc0 ls0 ws0">rządu polskiego z Kom<span class="_ _8"></span>isją Europejsk<span class="_ _8"></span>ą w sprawie przyjęc<span class="_ _8"></span>ia w naszym <span class="_ _8"></span><span class="ff1">kraju K<span class="_ _8"></span>PO.  </span></div><div class="t m0 x2 h8 y294 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y295 ff2 fs3 fc0 sc0 ls0 ws0">Z końcem <span class="_ _3"></span>202<span class="_ _8"></span>1 <span class="_ _0"></span>roku wartość portfela <span class="_ _3"></span>za<span class="_ _8"></span>mówień Grupy Kapitałowej <span class="_ _0"></span>MIRBUD wyniosła ok. <span class="_ _3"></span>5 mld <span class="_ _0"></span>złotych </div><div class="t m0 x2 h8 y296 ff2 fs3 fc0 sc0 ls0 ws0">netto z przeważającą eksp<span class="_ _8"></span>ozycją (ok. 85%) na kontrakty<span class="_ _8"></span> budownictwa infrastruktury<span class="_ _8"></span> drogowej, stąd też </div><div class="t m0 x2 h8 y297 ff2 fs3 fc0 sc0 ls0 ws0">dla dalszego rozwoju Gru<span class="_ _8"></span>py istotnym<span class="_ _8"></span>i są persp<span class="_ _8"></span><span class="ff1">ektywy tego rynku w P<span class="_ _8"></span>olsce.<span class="_ _8"></span> </span></div><div class="t m0 x2 h8 y298 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y299 ff2 fs3 fc0 sc0 ls0 ws0">W  sierpniu  2021 <span class="_ _28"> </span>roku  Ministerstwo  Infrastruktury  opublikowało <span class="_ _28"> </span>zaktual<span class="_ _8"></span>izowany  Rządowy  Program </div><div class="t m0 x2 h8 y29a ff2 fs3 fc0 sc0 ls0 ws0">Budowy <span class="_ _7"> </span>Dróg <span class="_ _2a"> </span>Krajowych <span class="_ _2a"> </span>do <span class="_ _7"> </span>2030 <span class="_ _2a"> </span>roku <span class="_ _7"> </span>(z <span class="_ _2a"> </span>perspekty<span class="_ _8"></span>wą <span class="_ _7"> </span>do <span class="_ _7"> </span>203<span class="_ _8"></span>3 <span class="_ _7"> </span>roku). <span class="_ _7"> </span>Doku<span class="_ _8"></span>ment <span class="_ _7"> </span>ten <span class="_ _2a"> </span>określa <span class="_ _2a"> </span>cele </div><div class="t m0 x2 h8 y337 ff1 fs3 fc0 sc0 ls0 ws0">polskiej <span class="_ _21"> </span>polityki <span class="_ _2a"> </span>tr<span class="_ _8"></span>ansporto<span class="_ _8"></span>wej <span class="_ _2a"> </span>w <span class="_ _21"> </span>zak<span class="_ _8"></span>resie <span class="_ _28"> </span>budowy <span class="_ _21"> </span>drogowej<span class="_ _8"></span> <span class="_ _2a"> </span>sieci <span class="_ _21"> </span>TEN<span class="_ _8"></span>-<span class="ls22">T <span class="_ _21"> </span></span><span class="ff2">–</span> <span class="_ _21"> </span>Transeurop<span class="_ _8"></span>ejskiej <span class="_ _21"> </span>Sieci </div><div class="t m0 x2 h8 y338 ff2 fs3 fc0 sc0 ls0 ws0">Transportowej, <span class="_ _6"></span>której <span class="_ _f"></span>głów<span class="_ _8"></span>nym <span class="_ _f"></span>celem<span class="_ _8"></span> <span class="_ _f"></span>jest <span class="_ _6"></span>koordynacja <span class="_ _f"></span>i<span class="_ _8"></span> <span class="_ _f"></span>zapewn<span class="_ _8"></span>ienie <span class="_ _f"></span>spój<span class="_ _8"></span>ności <span class="_ _6"></span>i <span class="_ _f"></span>komplementarn<span class="_ _8"></span>ości </div><div class="t m0 x2 h8 y33a ff2 fs3 fc0 sc0 ls0 ws0">inwestycji <span class="_ _8"></span>infrastrukturalnyc<span class="_ _8"></span>h w <span class="_ _8"></span>Europi<span class="_ _8"></span>e. W <span class="_ _8"></span>ramach <span class="_ _8"></span>Program<span class="_ _8"></span>u prz<span class="_ _8"></span>ewidziano <span class="_ _8"></span>wydatki <span class="_ _8"></span>o <span class="_ _8"></span>łącznej war<span class="_ _8"></span>tości </div><div class="t m0 x2 h8 y33c ff1 fs3 fc0 sc0 ls0 ws0">292 <span class="_ _2b"> </span>m<span class="ff2">ld <span class="_ _2b"> </span>zło<span class="_ _8"></span>tych <span class="_ _2b"> </span>na <span class="_ _2b"> </span>r<span class="_ _8"></span>ealizację <span class="_ _13"> </span>zadań <span class="_ _2b"> </span>inwestycy<span class="_ _8"></span>jnych <span class="_ _2b"> </span>polegającyc<span class="_ _8"></span>h <span class="_ _2b"> </span>na <span class="_ _2b"> </span>budo<span class="_ _8"></span>wie <span class="_ _2b"> </span>autostrad <span class="_ _13"> </span>i <span class="_ _2b"> </span>dróg </span></div><div class="t m0 x2 h8 y33d ff2 fs3 fc0 sc0 ls0 ws0">ekspresowych <span class="_ _8"></span>(w tym <span class="_ _8"></span>dobudowie p<span class="_ _8"></span>asów ruchu<span class="_ _8"></span> lub j<span class="_ _8"></span>ezdni <span class="_ _8"></span>do istniejąc<span class="_ _8"></span>ych już <span class="_ _8"></span>odcinków <span class="_ _8"></span>autostrad <span class="_ _8"></span>i dróg </div><div class="t m0 x2 h8 y11f ff2 fs3 fc0 sc0 ls0 ws0">ekspresowych), odcinków wybranych dróg <span class="_ _3"></span>kraj<span class="_ _8"></span>owych oraz <span class="_ _0"></span>obwodnic. Inwest<span class="_ _8"></span>ycje zostaną <span class="_ _3"></span>s<span class="_ _8"></span>finansowane </div><div class="t m0 x2 h8 y33e ff1 fs3 fc0 sc0 ls0 ws0">w ramach nowej pers<span class="_ _8"></span>pektywy finansowej<span class="_ _8"></span> UE 2021<span class="_ _8"></span>-2027 oraz k<span class="_ _8"></span>olejnej perspekty<span class="_ _8"></span>wy UE 2028-<span class="_ _8"></span>2034.<span class="_ _8"></span> </div><div class="t m0 x2 h8 y340 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y341 ff2 fs3 fc0 sc0 ls0 ws0">W <span class="_ _c"></span>Polsce <span class="_ _c"></span>sieć<span class="ff1"> TE<span class="_ _8"></span>N-T, <span class="_ _c"></span>zgodnie <span class="_ _f"></span>z <span class="_ _c"></span>zapisami <span class="_ _c"></span><span class="ff7">Rozporz<span class="_ _8"></span><span class="ff8">ą</span>dzenia <span class="_ _c"></span>Parl<span class="_ _8"></span>amentu <span class="_ _c"></span>Europejs<span class="_ _8"></span>kiego <span class="_ _c"></span>i <span class="_ _c"></span>Rady <span class="_ _c"></span>(UE) <span class="_ _c"></span>nr </span></span></div><div class="t m0 x2 h4d yde ff7 fs3 fc0 sc0 ls0 ws0">1315/2013 <span class="_ _1a"> </span>z<span class="_ _8"></span> <span class="_ _1a"> </span>dnia <span class="_ _1b"> </span>11 <span class="_ _1b"> </span>grudnia <span class="_ _1b"> </span>2013 <span class="_ _1b"> </span>r. <span class="_ _1a"> </span>w <span class="_ _1b"> </span>spra<span class="_ _8"></span>wi<span class="_ _8"></span>e <span class="_ _1a"> </span>unijnych <span class="_ _1b"> </span>wytyc<span class="_ _8"></span>znych <span class="_ _1b"> </span>dotycz<span class="_ _8"></span><span class="ff8">ą</span>cych <span class="_ _1b"> </span>rozwoju </div><div class="t m0 x2 h8 y342 ff7 fs3 fc0 sc0 ls0 ws0">transeuropejskiej sieci tra<span class="_ _8"></span>nsportowej i uchy<span class="_ _8"></span>laj<span class="ff8">ą</span>c<span class="_ _8"></span>e decyzj<span class="ff8">ę</span> nr 6<span class="_ _8"></span>61/2010/UE<span class="ff1">, obej<span class="_ _8"></span>muje: <span class="_ _8"></span> </span></div><div class="t m0 x36 h8 y343 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span>s<span class="_ _8"></span>ie<span class="ff2">ć</span> bazow<span class="ff2">ą</span>, s<span class="_ _8"></span>tanowi<span class="ff2">ą</span>c<span class="ff2">ą</span> <span class="_ _8"></span>podstaw<span class="ff2">ę</span> roz<span class="_ _8"></span>woju T<span class="_ _8"></span>EN-<span class="ff2">T i s<span class="_ _8"></span>kładają</span>c<span class="ff2">ą</span> <span class="ls12">si</span><span class="ff2">ę</span> <span class="ff2">z <span class="_ _8"></span>połą</span><span class="ls12">cze</span><span class="ff2">ń</span> priorytetowyc<span class="_ _8"></span>h, </div><div class="t m0 x25 h8 y344 ff1 fs3 fc0 sc0 ls0 ws0">istotnych z punktu widzenia realizacji cel<span class="ff2">ó</span>w europejskiej polityki transportowej, kt<span class="ff2">ó<span class="_ _8"></span></span>rej realizacja </div><div class="t m0 x25 h8 y345 ff1 fs3 fc0 sc0 ls0 ws0">ma zosta<span class="ff2">ć</span> zako<span class="ff2">ń</span>czon<span class="_ _8"></span>a do 2030 r.; <span class="_ _8"></span> </div><div class="t m0 x36 h8 y346 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span>s<span class="_ _8"></span>ie<span class="ff2">ć</span> <span class="_ _2b"> </span>kompleks<span class="_ _8"></span>ow<span class="ff2">ą</span>, <span class="_ _2b"> </span>zapew<span class="_ _8"></span>niaj<span class="ff2">ą</span>c<span class="ff2">ą</span> <span class="_ _13"> </span>dost<span class="ff2">ę</span>pno<span class="ff2">ść</span> <span class="_ _13"> </span><span class="ff2">i <span class="_ _2b"> </span>łą</span>cz<span class="_ _8"></span>no<span class="ff2">ść</span> <span class="_ _2b"> </span>ws<span class="_ _8"></span>zystkich <span class="_ _13"> </span>region<span class="ff2">ó</span>w <span class="_ _13"> </span>UE, <span class="_ _2b"> </span>kt<span class="ff2">ó</span>rej<span class="_ _8"></span> </div><div class="t m0 x25 h8 y347 ff1 fs3 fc0 sc0 ls0 ws0">realizacja ma zako<span class="_ _8"></span><span class="ff2">ń</span><span class="ls12">czy</span><span class="ff2">ć</span> <span class="ls12">si</span><span class="ff2">ę</span> do 2050 roku.<span class="_ _8"></span> </div><div class="t m0 x2 hb y348 ff6 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y349 ff2 fs3 fc0 sc0 ls0 ws0">Całkowita dłu<span class="_ _8"></span>gość<span class="ff1"> drog<span class="_ _8"></span>owej <span class="_ _8"></span>sieci TEN-T <span class="_ _8"></span>w Polsce <span class="_ _8"></span>wynosi <span class="_ _8"></span>ok. 7 7<span class="_ _8"></span>00 km, z <span class="_ _8"></span>czego o<span class="_ _8"></span>k. 3 890 k<span class="_ _8"></span>m stanow<span class="_ _8"></span>i </span></div><div class="t m0 x2 hb y34a ff1 fs3 fc0 sc0 ls0 ws0">sie<span class="ff2">ć</span> bazowa, <span class="ff2">w skła<span class="_ _8"></span>d któ</span>rej wc<span class="_ _8"></span>hodz<span class="ff2">ą</span> nast<span class="ff2">ę</span>puj<span class="_ _8"></span><span class="ff2">ą</span>ce ci<span class="ff2">ą</span>gi drogow<span class="_ _8"></span>e<span class="ff6 ls13">: <span class="ls0"> </span></span></div><div class="t m0 x85 h8 y34b ff10 fs3 fc0 sc0 ls0 ws0">o<span class="ff1"> <span class="_ _1f"> </span>A1 Gda<span class="ff2">ń</span><span class="ls12">sk </span><span class="ff2">–</span> <span class="ff2">Łó</span>d<span class="ff2">ź</span> <span class="ff2">–</span> Gorz<span class="_ _8"></span>yczki <span class="ff2">–</span> Czec<span class="_ _8"></span>hy,  </span></div><div class="t m0 x85 h8 y34c ff10 fs3 fc0 sc0 ls0 ws0">o<span class="ff1"> <span class="_ _1f"> </span>A2 Niemcy <span class="ff2">–</span> <span class="ff2">Ś</span>wieck<span class="_ _8"></span>o <span class="ff2">–</span> <span class="ff2">Łó</span>d<span class="ff2">ź</span> <span class="ff2">–</span> W<span class="_ _8"></span>arszawa <span class="ff2">–</span> Kukury<span class="_ _8"></span>ki <span class="ff2">–</span> <span class="ff2">Białoruś</span><span class="lsd">, <span class="_ _8"></span></span> </span></div><div class="t m0 x85 h8 y34d ff10 fs3 fc0 sc0 ls0 ws0">o<span class="ff1"> <span class="_ _1f"> </span>A4 Niemcy <span class="ff2">–</span> J<span class="ff2">ę</span>drz<span class="_ _8"></span>ychowice <span class="ff2">–</span> <span class="_ _8"></span><span class="ff2">Wrocław –</span> Krak<span class="_ _8"></span><span class="ff2">ó</span><span class="lsf">w </span><span class="ff2">–</span> Przemy<span class="_ _8"></span><span class="ff2">ś</span><span class="ls10">l </span><span class="ff2">–</span> Korcz<span class="_ _8"></span>owa <span class="ff2">–</span> Ukraina, <span class="_ _8"></span> </span></div><div class="t m0 x85 h8 y34e ff10 fs3 fc0 sc0 ls0 ws0">o<span class="ff1"> <span class="_ _1f"> </span>A6 Niemcy <span class="ff2">–</span> w. <span class="_ _8"></span>Klucz <span class="ff2">–</span> w. Rz<span class="_ _8"></span><span class="ff2">ęś</span>nica,  </span></div><div class="t m0 x85 h8 y34f ff10 fs3 fc0 sc0 ls0 ws0">o<span class="ff1"> <span class="_ _1f"> </span><span class="ff2">A8 Autostradowa Obw<span class="_ _8"></span>odnica Wrocławi<span class="_ _8"></span>a, </span> </span></div><div class="t m0 x85 h8 y350 ff10 fs3 fc0 sc0 ls0 ws0">o<span class="ff1"> <span class="_ _1f"> </span>S1 Lotnisko Pyrzowice<span class="_ _8"></span> (A1) <span class="ff2">–</span> Ty<span class="_ _8"></span>chy <span class="ff2">–</span> Bielsko-<span class="_ _8"></span><span class="ff2">Biała –</span> <span class="ff2">Ż</span>ywiec <span class="_ _8"></span><span class="ff2">–</span> Zwardo<span class="ff2">ń</span> <span class="ff2">–</span> <span class="ff2">Słow<span class="_ _8"></span>acja, </span> </span></div><div class="t m0 x85 h8 y351 ff10 fs3 fc0 sc0 ls0 ws0">o<span class="ff1"> <span class="_ _1f"> </span>S2 Warszawa (w. Konot<span class="_ _8"></span>opa <span class="ff2">–</span> <span class="ff2">w.<span class="_ _8"></span> Puławska –</span> w. <span class="_ _8"></span>Lubelska), <span class="_ _8"></span> </span></div><div class="t m0 x85 h8 y352 ff10 fs3 fc0 sc0 ls0 ws0">o<span class="ff1"> <span class="_ _1f"> </span>S3 Czechy <span class="ff2">–</span> Lubawka <span class="_ _8"></span><span class="ff2">–</span> Le<span class="_ _8"></span>gnica <span class="ff2">–</span> Szczecin (w. K<span class="_ _8"></span>lucz) <span class="ff2">–</span> <span class="ff2">Ś</span>win<span class="_ _8"></span>ouj<span class="ff2">ś</span>cie,  </span></div><div class="t m0 x85 h8 y353 ff10 fs3 fc0 sc0 ls0 ws0">o<span class="ff1"> <span class="_ _1f"> </span>S7 Gda<span class="ff2">ńsk (Południ<span class="_ _8"></span>owa obwodnica Gda<span class="_ _8"></span>ń</span>ska) <span class="_ _8"></span><span class="ff2">–</span> Warszawa, <span class="_ _8"></span> </span></div><div class="t m0 x85 h8 y28b ff10 fs3 fc0 sc0 ls0 ws0">o<span class="ff1"> <span class="_ _1f"> </span><span class="ff2">S8 Wrocław –</span> <span class="ff2">Łó</span>d<span class="ff2">ź</span> <span class="ff2">(w. <span class="_ _8"></span>Łó</span>d<span class="ff2">ź</span> <span class="ff2">Połudn<span class="_ _8"></span>ie), </span> </span></div><div class="t m0 x85 h8 y354 ff10 fs3 fc0 sc0 ls0 ws0">o<span class="ff1"> <span class="_ _1f"> </span>S8 Warszawa (w. Dr<span class="_ _8"></span>ewnica) <span class="_ _8"></span><span class="ff2">–</span> Ostr<span class="ff2">ó</span>w Mazowiecka, <span class="_ _8"></span> </span></div><div class="t m0 x85 h8 y355 ff10 fs3 fc0 sc0 ls0 ws0">o<span class="ff1"> <span class="_ _1f"> </span>S17 Warszawa (w. Drew<span class="_ _8"></span>nica) <span class="_ _8"></span><span class="ff2">–</span> <span class="ff2">Lublin (w. Lubl<span class="_ _8"></span>in Sławinek), </span> </span></div><div class="t m0 x85 h8 y356 ff10 fs3 fc0 sc0 ls0 ws0">o<span class="ff1"> <span class="_ _1f"> </span><span class="ff2">S19 Lublin (w. Lublin S<span class="_ _8"></span>ławinek) <span class="_ _8"></span>–</span> Kra<span class="ff2">ś</span>nik <span class="ff2">–</span> Rz<span class="_ _8"></span>esz<span class="ff2">ó</span>w (w. Rzesz<span class="_ _8"></span><span class="ff2">ó</span>w Wsch<span class="ff2">ó</span>d), <span class="_ _8"></span> </span></div><div class="t m0 x85 h8 y357 ff10 fs3 fc0 sc0 ls0 ws0">o<span class="ff1"> <span class="_ _1f"> </span>S22 Elbl<span class="ff2">ą</span><span class="ls11">g </span><span class="ff2">–</span> Grz<span class="_ _8"></span>echotki <span class="ff2">–</span> <span class="_ _8"></span>Rosja,  </span></div><div class="t m0 x85 h8 y358 ff10 fs3 fc0 sc0 ls0 ws0">o<span class="ff1"> <span class="_ _1f"> </span>S61 Ostr<span class="ff2">ó</span>w Mazowieck<span class="_ _8"></span>a <span class="ff2">–</span> <span class="_ _8"></span>obwodnica Augustowa <span class="_ _8"></span><span class="ff2">–</span> <span class="ff2">Suwałk<span class="_ _8"></span>i –</span> Litwa.  </span></div><div class="t m0 x25 h8 y359 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y35a ff1 fs3 fc0 sc0 ls0 ws0">Zgodnie z informacjami podanymi przez Ministerstwo Infrastruktury<span class="_ _8"></span> <span class="ff2">–</span> na koniec 2020 <span class="ff2">roku sieć bazowa </span></div><div class="t m0 x2 h8 y35b ff2 fs3 fc0 sc0 ls0 ws0">została <span class="_ _7"> </span>uko<span class="_ _8"></span>ńczona <span class="_ _7"> </span>w <span class="_ _2a"> </span>ok. <span class="_ _21"> </span>79%. <span class="_ _7"> </span>P<span class="_ _8"></span>ozostał<span class="_ _8"></span>ą<span class="ff1"> <span class="_ _7"> </span><span class="ls12">cz</span></span>ęść<span class="_ _8"></span><span class="ff1"> <span class="_ _7"> </span>s<span class="_ _8"></span>ieci <span class="_ _7"> </span>TEN-T <span class="_ _2a"> </span>stanow<span class="_ _8"></span>i <span class="_ _7"> </span>sie</span>ć<span class="ff1"> <span class="_ _2a"> </span>ko<span class="_ _8"></span>mpleksowa, <span class="_ _2a"> </span>do <span class="_ _2a"> </span>kt</span>ó<span class="ff1">r<span class="_ _8"></span>ej </span></div><div class="t m0 x2 h8 y35c ff1 fs3 fc0 sc0 ls0 ws0">nale<span class="ff2">żą</span><span class="lsd">: </span> </div></div></div><div class="pi" ></div></div><div id="pf20" class="pf w0 h0" ><div class="pc pc20 w0 h0"><img class="bi x4 y2a w3 h5" alt="" src="data:image/png;base64,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"/><div class="c x0 y1 w2 h0"><div class="t m0 x5 h6 y2b ff4 fs2 fc2 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI GRUPY KAPITAŁOWEJ <span class="ff3">MIRBUD ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc3"> </span></span></div><div class="t m0 x6 h4 y2c ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y2d w4 ha"><div class="t m0 x83 h8 y85 ff2 fs3 fc2 sc0 ls0 ws0">Grupa Kapitałowa MIR<span class="_ _8"></span>BUD<span class="ff1"> <span class="ls6">| <span class="_ _8"></span></span>Perspektywy r<span class="_ _8"></span>ynku </span></div></div><div class="c x9 y2d w5 ha"><div class="t m0 xa h4 y86 ff3 fs1 fc4 sc0 ls3 ws0">32<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h4 y31 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x85 h8 y18e ff10 fs3 fc0 sc0 ls0 ws0">o<span class="ff1"> <span class="_ _1f"> </span>A18 Niemcy <span class="ff2">–</span> <span class="ls23">Ol</span>szyna <span class="ff2">–<span class="_ _8"></span></span> Golnice,  </span></div><div class="t m0 x85 h8 y22f ff10 fs3 fc0 sc0 ls0 ws0">o<span class="ff1"> <span class="_ _1f"> </span>S1 Bielsko-<span class="ff2">Biała –</span> <span class="_ _8"></span>Cieszyn <span class="ff2">–</span> Cz<span class="_ _8"></span>echy,  </span></div><div class="t m0 x85 h8 y34 ff10 fs3 fc0 sc0 ls0 ws0">o<span class="ff1"> <span class="_ _1f"> </span><span class="ff2">S5 Wrocław –</span> Pozn<span class="_ _8"></span>a<span class="ff2">ń</span> <span class="ff2">–</span> Bydgosz<span class="_ _8"></span>cz <span class="ff2">–</span> Nowe Marzy<span class="_ _8"></span> <span class="ff2">–</span> Ostr<span class="_ _8"></span><span class="ff2">ó</span><span class="ls11">da, </span> </span></div><div class="t m0 x85 h8 y230 ff10 fs3 fc0 sc0 ls0 ws0">o<span class="ff1"> <span class="_ _1f"> </span>S6 Goleni<span class="ff2">ó</span><span class="lsf">w </span><span class="ff2">–</span> obwo<span class="_ _8"></span>dnica Tr<span class="_ _8"></span><span class="ff2">ó</span>jmiasta,  </span></div><div class="t m0 x85 h8 y231 ff10 fs3 fc0 sc0 ls0 ws0">o<span class="ff1"> <span class="_ _1f"> </span>S7 Warszawa <span class="ff2">–</span> Ra<span class="_ _8"></span>bka <span class="ff2">–</span> Chy<span class="ff2">ż<span class="_ _8"></span></span><span class="ls11">ne </span><span class="ff2">–</span> <span class="ff2">Słowacja, <span class="_ _8"></span></span> </span></div><div class="t m0 x85 h8 y293 ff10 fs3 fc0 sc0 ls0 ws0">o<span class="ff1"> <span class="_ _1f"> </span>S8 Ostr<span class="ff2">ó</span>w Mazow<span class="_ _8"></span>iecka <span class="ff2">–</span> <span class="ff2">Białystok, <span class="_ _8"></span></span> </span></div><div class="t m0 x85 h8 y294 ff10 fs3 fc0 sc0 ls0 ws0">o<span class="ff1"> <span class="_ _1f"> </span>S8 Piotrk<span class="ff2">ó</span>w Trybun<span class="_ _8"></span>alsk<span class="ls10">i </span><span class="ff2">–<span class="_ _8"></span></span> Warszawa, <span class="_ _8"></span> </span></div><div class="t m0 x85 h8 y295 ff10 fs3 fc0 sc0 ls0 ws0">o<span class="ff1"> <span class="_ _1f"> </span>S10 Szczecin <span class="ff2">–</span> <span class="ff2">P<span class="_ _8"></span>łoń</span>sk,  </span></div><div class="t m0 x85 h8 y296 ff10 fs3 fc0 sc0 ls0 ws0">o<span class="ff1"> <span class="_ _1f"> </span>S11 Koszalin <span class="ff2">–</span> <span class="_ _8"></span><span class="ff2">Piła –</span> Pyrzowice,  </span></div><div class="t m0 x85 h8 y297 ff10 fs3 fc0 sc0 ls0 ws0">o<span class="ff1"> <span class="_ _1f"> </span>S12 A1 (Piotrk<span class="ff2">ó</span>w Try<span class="_ _8"></span>bunalski) Radom <span class="_ _8"></span><span class="ff2">–</span> <span class="ff2">obwodn<span class="_ _8"></span>ica Puław, Piaski <span class="_ _8"></span>–</span> Dorohusk <span class="ff2">–</span> <span class="_ _8"></span>Ukraina,  </span></div><div class="t m0 x85 h8 y298 ff10 fs3 fc0 sc0 ls0 ws0">o<span class="ff1"> <span class="_ _1f"> </span>S16 Olsztyn <span class="ff2">–</span> <span class="ff2">S61 (<span class="_ _8"></span>Ełk) </span> </span></div><div class="t m0 x85 h8 y299 ff10 fs3 fc0 sc0 ls0 ws0">o<span class="ff1"> <span class="_ _1f"> </span>S17 Lublin (w. D<span class="ff2">ą</span>brow<span class="_ _8"></span>ica) <span class="ff2">–</span> P<span class="_ _8"></span>iaski <span class="ff2">–</span> Hrebenne <span class="_ _8"></span><span class="ff2">–</span> Ukraina, <span class="_ _8"></span> </span></div><div class="t m0 x85 h8 y29a ff10 fs3 fc0 sc0 ls0 ws0">o<span class="ff1"> <span class="_ _1f"> </span>S19 gr. pa<span class="ff2">ń</span>stwa <span class="ff2">–</span> <span class="_ _8"></span><span class="ls24">Ku</span><span class="ff2">ź</span>nica <span class="_ _8"></span><span class="ff2">–</span> <span class="ff2">Białystok –<span class="_ _8"></span></span> <span class="ff2">Lublin (w. Lub<span class="_ _8"></span>lin Sławinek), <span class="_ _8"></span></span> </span></div><div class="t m0 x85 h8 y337 ff10 fs3 fc0 sc0 ls0 ws0">o<span class="ff1"> <span class="_ _1f"> </span>S19 Rzesz<span class="ff2">ó</span>w (w. Rzes<span class="_ _8"></span>z<span class="ff2">ó</span>w Wsc<span class="_ _8"></span>h<span class="ff2">ó</span>d) <span class="ff2">–</span> Barwinek <span class="_ _8"></span><span class="ff2">–</span> <span class="ff2">Słowacja, </span> </span></div><div class="t m0 x85 h8 y338 ff10 fs3 fc0 sc0 ls0 ws0">o<span class="ff1"> <span class="_ _1f"> </span><span class="ff2">S52 Głogoczó</span><span class="lsf">w </span><span class="ff2">–</span> <span class="_ _8"></span>Wadowice <span class="ff2">–</span> Bielsk<span class="_ _8"></span>o-<span class="ff2">Biała, </span> </span></div><div class="t m0 x85 h8 y33a ff10 fs3 fc0 sc0 ls0 ws0">o<span class="ff1"> <span class="_ _1f"> </span>S74 Sulej<span class="ff2">ó</span>w (S12) <span class="_ _8"></span><span class="ff2">–</span> Cedzyna <span class="ff2">–</span> <span class="_ _8"></span>Nisko (S19). <span class="_ _8"></span> </span></div><div class="t m0 x85 h8 y33c ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y33d ff2 fs3 fc0 sc0 ls0 ws0">Zgodnie <span class="_ _f"></span>z <span class="_ _f"></span>inf<span class="_ _8"></span>ormacją <span class="_ _f"></span>poda<span class="_ _8"></span>ną <span class="_ _f"></span>przez <span class="_ _6"> </span><span class="ff1">Ministerstwo <span class="_ _6"></span>Infrastruktury<span class="_ _8"></span> <span class="_ _6"></span></span>–<span class="ff1"> <span class="_ _f"></span>na <span class="_ _f"></span>koniec <span class="_ _f"></span>2020<span class="_ _8"></span> <span class="_ _f"></span>roku <span class="_ _f"></span>s<span class="_ _8"></span>tan <span class="_ _f"></span>realizacji </span></div><div class="t m0 x2 h8 y11f ff2 fs3 fc0 sc0 ls0 ws0">sieci kompleksowej wy<span class="_ _8"></span>niósł ok. 30%. <span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 y33e ff1 fs3 fc0 sc0 ls0 ws0">  </div><div class="t m0 x2 h8 y340 ff2 fs3 fc0 sc0 ls0 ws0">Z pocz<span class="_ _8"></span>ątkiem <span class="_ _8"></span>2022 r<span class="_ _8"></span>oku G<span class="_ _8"></span>eneralna <span class="_ _8"></span>Dyrekc<span class="_ _8"></span>ja <span class="_ _8"></span>Dróg Kr<span class="_ _8"></span>ajowych <span class="_ _8"></span>i A<span class="_ _8"></span>utostrad <span class="_ _8"></span>opublik<span class="_ _8"></span>owała p<span class="_ _8"></span>lany re<span class="_ _8"></span>alizacji </div><div class="t m0 x2 h8 y341 ff2 fs3 fc0 sc0 ls0 ws0">inwestycji drog<span class="_ _8"></span>owych na 2<span class="_ _8"></span>022 rok. <span class="_ _8"></span>Według zał<span class="_ _8"></span>ożeń pla<span class="_ _8"></span>nuj<span class="_ _8"></span>e się ogłoszen<span class="_ _8"></span>ie przetar<span class="_ _8"></span>gów na re<span class="_ _8"></span>alizację 29 </div><div class="t m0 x2 h8 yde ff2 fs3 fc0 sc0 ls0 ws0">zadań o <span class="_ _8"></span>łącznej dłu<span class="_ _8"></span>gości ok. <span class="_ _8"></span>475 km. <span class="_ _8"></span>Należy j<span class="_ _8"></span>ednak zauważy<span class="_ _8"></span>ć, iż ty<span class="_ _8"></span>lko 19 <span class="_ _8"></span>odcinków <span class="_ _8"></span>o łącznej <span class="_ _8"></span>długości </div><div class="t m0 x2 h8 y342 ff2 fs3 fc0 sc0 ls0 ws0">ok. <span class="_ _f"></span>271 <span class="_ _c"></span>km <span class="_ _f"></span>posiada <span class="_ _f"></span>zapewnione <span class="_ _f"></span>finansowanie. <span class="_ _f"></span>Wśród <span class="_ _f"></span>planowanych <span class="_ _f"></span>zadań <span class="_ _c"></span>wi<span class="_ _8"></span>ększość <span class="_ _f"></span>to <span class="_ _f"></span>realizacje <span class="_ _c"></span>w </div><div class="t m0 x2 h8 y343 ff2 fs3 fc0 sc0 ls0 ws0">ramach <span class="_ _8"></span>Rz<span class="_ _8"></span>ądowego <span class="_ _c"></span>Programu <span class="_ _c"></span>Budowy <span class="_ _c"></span>Dróg <span class="_ _c"></span>Krajowych <span class="_ _c"></span>na <span class="_ _8"></span>l<span class="_ _8"></span>ata <span class="_ _8"></span>2021 <span class="_ _f"></span>–<span class="ff1"> <span class="_ _8"></span></span>203<span class="_ _8"></span>0 <span class="_ _8"></span>(z <span class="_ _c"></span>perspektywą <span class="_ _c"></span>do <span class="_ _8"></span>2<span class="_ _8"></span>035 </div><div class="t m0 x2 h8 y344 ff1 fs3 fc0 sc0 ls0 ws0">r.). </div><div class="t m0 x2 h8 y345 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y346 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y347 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y348 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y349 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y34a ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y34b ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y34c ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y34d ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y34e ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y34f ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y350 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y351 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y352 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y353 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y28b ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y354 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y355 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y356 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y357 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y358 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y359 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y35a ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y35b ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y35c ff1 fs3 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf21" class="pf w0 h0" ><div class="pc pc21 w0 h0"><img class="bi x4 y2a w3 h5" alt="" 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nr3nFm+fOWahkZN08uikSk7TdramjMCAAAAwNYbyp9+7uWfX/hgjzu9brlj8eOmad7+t4dv+ccbxZP+lIZcP/vJ9OuuPI9DZzqdvuGWf/735a8aWjNOfBVFOvbgidf98ezRo0fxPc+9+MrS5Q2/OP240tJSvieVSr386lsr17T83yW/fPX1t445554e2zBz19qX/3PrrXf965o7Xs0VDL7z+otUj8c1wNt56eXXf3n5Q22x9bqq77fbiMvPP27mPns6SfqRfz/9qyue6P30ow6YMOuB651/HnnyH976pL73Yo/fefZPjjyUb+dyuUcef/afs96dt/SbSzODfmWfXWp/fcaPcCwCAAAAIJRvmGVZutFzMFiWrC/nzvvpObevbcv0eCie0u585OO5C9e++vRfP/3sy7Mvvm9FQ7LXOum/ryx55vVLZt111tFHHkZEmUzuiltfveqO12rK/OGguytVaGzPEtHpx+xMRJZl994Gw7TeeOu9S2+aPfj38u4Hn5196b8Ns+eq3vpk7Vun3Hbuie/efcsf122h3ce7JiLDMHtsQ5+LWbblJPJDj//DR/NaeiyQzuqz31n58rt3TR2P6zUBAAAAtlPf9kJP07R/9ps7eydyx3tfNp3+q2v2O+EvvRN58UouvOpxTdOK71nbllm4IsaJfIOuvfU/G7XZf7jhqd6J3HHfE1/c98Djm3dHX3Ll7b0TucO26aul6GwIAAAAgFC+STTDWtmYGniZ/7yy2LY3sJ6mjtx7H3yyaduwqiHxwdyNm0CnPV4YeIErb3kxkUhsrr38wkuvPvDUlzjaAAAAAOA7CeWb0byFyzftifUtmU141mH7jD7ruGk15b4+H02ktUcef36zvK9EInHGxQ+afQ3MCwKdddy0v1x2xEF71OFYBAAAAEAo33SRoPtvfzp2+fu3Pv/PXwd8/Rap/2jf0bMf+u0DN508dkSon/Ca/t7e9hW/3u+Fx2++9/YrVnz6r/4C8fOvbp6x7dfffD+V0ft86JwTZtx7+xUXnnfGS0/cvPf0YTgcAQAAABDKN9EJR+x0zpkn19WN/NGhB8zcte+A63VLD939x4MPnPnzU4795an79rmMtcEal0GQJaEs7N7gYicdt64jiqIopx63T5/LLFy+eYq8Fy1Z099DJx974LqPQRQP2HsHHI4AAAAA26fNMHnQ6JFVzu2y0kDfIfiIKZFIhG+Hgr7v4p3sNC56/WUn7r3nroFAQFVVVVUf+vez/S3s9Xqc2xPG9X0ikcxqq1ev+fYbtqqhvc/7PS5x56mTnX+6XS4cjgAAAAAI5ZtIkjY83D5+TPV3+jZEUXjivj+MHz92XcB1u91u9yCfW1VZ0ef9lmV/Pnfht9+21Wvjfd4/ZkSJz+fDIQgAAAAA4tB4GzuOKXUS+cby+fqdULO5ZTNUsHTGc33eX1kewPEHAAAAAEMnlA+vDm/ycyVJEkWhz4eceT2/jUy+76s8PW4Zxx8AAAAADJ1QLkub/kYEQSDq+xrT6qrot9ww27bNfmYp0nQTxx8AAAAADJ1Q/m3k83nL6jOs0847DbYjSn+dYwRBcCt97+S2jgx2PgAAAABsv6Fc178pKVm9Zm2fy1RFfWPHju5vDWrROLeu66sa4v0tWVba99Wcy+sTmcw3uTybzeNwBAAAAEAo3460tX9zBefCxSv6XGbimOgANeWLV3RY3QPsf/7rPwaYVbSmsu/Jkgqa9eHHnzv/nL+kEYcjAAAAAEL5dmTOO5/xDV3Xn3zhoz6X+eH0MUQkUN+5fE1z+vATLn5s1jPnX3LjdX97c4DXmji6qr+HbrvvBU3TiGje/IVzPlyNwxEAAABg+7SdNgC58d63kqmsKAhPvzK/oTXbewFJEn720x8RUSjk7zfZf1Q/56P6Db7WIQfsettDH/a3hh32OLuizL9wWayg4bpPAAAAAITy7YmmW3c8/PEAC5x0+ORx48YQ0eQdxg9mhQGfnMkZfT603757HjHzpZfe7rtIpqE12+dZAQAAAABsP7av8pW9p9cMpvN4bZX/5j+dx7fHjx+7y+SKDZzZSMK5J+7W7y4WxSf/de3uU6oGXsnY2jAORwAAAACE8iEuFFCefvhP/7zx5NKQa4DFdp9S/dJj/1dWVubcc/cN51aUevpbfvLY0o9fvHrP3SYPsE6Xy/XE/f83eniwvwXKSjz33fQLHI4AAAAA26eNKF8JBvxjR/TRSKQk9M108ZVloT6XiYS/yaOhYN/rKY0EiSgY8PX5aGVZiIj8Pm+fj9ZUhvvcsOKFf3Hy3pFI5OenHPvTYw9/6LGn73hgzoq1qeLldxxTetVFxxx95GE91jNj+s7LP77/ptse+NsjHySz63opKrI4fmTJsT+adtFvT/f5fLF4os8NC/jX9UMcNqzmg5du+cdDT816/vMlqxPOAhNHRY48cPK5ZxwbCgXH1ob7aHguCLIs4UgFAAAAGMIEu79pb4Y6y7KWLVtRv7apUNCipeFxY0dXVJQLA1a3FAqFZctXplJpj8c9dsyokpKSTXhd27ZXr17T2tYhCMLwYdXDhw8TBlNSAwAAAAAI5QAAAAAA8B0RsQsAAAAAABDKAQAAAAAQygEAAAAAAKEcAAAAAGC7JWMXAAAAwPasI5bM5tRta5s/+nzJtrXB8a7MR58v3eSnb5FOdW9/sLC1o+v7ea1H7v4dQjkAAGyKbK7QEUttW9u8eNnarlR229rm2XO+2NYCburN9+fjBwRgY210KH/jrffufuClzxY0dSTy0bBnrxm1f7n6l3V1I486+ZLPFjQLAnlc0vjRZddeeuouM6YtW7Zi5rFXnf3T3f505flEVCgUJu15TkEzZz966U6TJ03a8+xMThcE8rrlyeMrb7zy7IkTx/Or/O7Sm/7z8vxQwDXv7XvdbnfxBjw265k/3PD0j/efeN8dVxLRPf947Jb7Xp+6Q9Uzj97IDb/3Ofy8FQ2JPaaPeOrhG/kpd937yJ//9iqfZpWVeH84ve73vz5xzJhRo3Y5zTDsZ/554a8v+0dr53q/phVZXP7JAy6Xi4h+fNLFXyxsmTS2bM6zd/CjX86dd8TP/yII1DjvMafLuG3b9z3w+MNPvb94Zcw07bG1kROO3OWSC85atWrNvsf8P0kUnn/okunTphLRhZfd9OTs+Zf9+uDzf3Wabdsnnvl/739R/5c/HnfKiUcT0b+fePaS658iolce/+OUnXbEMTr0rFnbvm1tcFNrrKGxY9va5k/nLt/m8uKTz7+Pnw4AAITyQWlra//JWXcVNJOIBMHuSBSenbNs3Khnr7/qd12pfEei4PNIHYl8Q2u25aJ7vnr7fsM0OhKFTK7gxNbOrkJeNXXd4NvZvO5xSR2JfH1LJpW5+83n71w3MPDW4o5EoSNR+Grewt12nVG8DfmC1pEoJNN5Ipq/YNEFf3qWiO6+/mAOxy0trR/NayGi/727Utd1RVHWDeckCrJELkVqjxe+XpVY2dD5yn//2hEvGKat60asK9+RKBS/iksRuYN7Npud8+Eaw7Tf/bwxHo+XlpYSka4bHYmCIKzX4v1/r77526ufcf65cEVs4a2vlpeGz/j58ZIotMbyH3+2gEP5/95e0pEovPbOgvN/RZ2dnc+8vpSIJk0cw0985a0veWPmvP3JIEN5Nqe+8Nqn3/5oWLm6denKxm3rCP4+v1oCAAAA2CpC+S13PVLQzCnjy2656tTJkyasqW988tk5vzjtaH7U65baFz0ai8VP+eUNH8xt/vrrJbShAqAfTK5649lbW1vbTjjnzx991bxq1erRo0etWLFqTXP6B5Mr5i/tnPPOZz1CebGb7phFRLtPqT7koJl8zxtvf0hEB/xw5Bsf1b/3wcf7z9zbWfjCM/a66vJfP/nUS2dd+vgHXzamUt+Mon3x+m2mab3y+rtnXzZrbG347WdvFASBR+jfee9jw7QP/OHIOR/Vv/nOR8cdfXiPbaivbxg5sta27etuf0qRxQvP2PO0k45wuZTnZr91zR3/+8vf//fzU445+8Tdr/vbWwsW1xNRR0fH6uY0Ec39usU0zfkLlxBRwCdP2mECEZmm+e6na0YPD61qTL35waLf/3ZQn0tHLPnz827H0QwAAACwjdq47iuzXvyqqsz7wct37LfvXuXl5T/YZdot119SVzfSWcDtdtfUVI8aER3kCgUS3G73yJG1O02oMUy7fm0TEc16+hVJEh647Xf77lb75ItfWJbV+4m5gvb4k8/955XF0bD7/lvPlyRp3RY+98HEUZFnH7k+GnbPeuat4qdIkuh2u/feYwYR6YadTH4TysvKyiorK0rCQSKSJbGysqKionzdCp95u7rc9+yjN4waHpz17HvFK7Rt4ccnXXL+H+8moiVLl322sP3Ygydef9Xvxo8fW1c38ne/Of0XJ/xgVVP6vQ8+/v15p4X8yvufryai1954XxKFnx62Q3u8MPer+e9/PI+I9vlBbfc5wIfNHbnrLz2uqsz75scN7e0dOEYBAAAAhryNGCkvFAptsfx+u43weDxE9Nqctz/6bBER/WDaxB8degARaYb1y99d19iaeOOj+p8eOmnSpIlfL97ApcGtnZk7//5wS2v86VcX1Vb599j9B0T05Itf/HBq9Q47TDjyoBnnXfX0Q48+deZpP+3xxP+9u/p/764WRbrk3AOcSvT5Cxa99UnD707f0+v1HrbvuOdeW3xLMhkOh/nRz+atufPvD//vzXlENGpYsKameoNvubW17aW3l/30sMkej+fH++9436zPEolEIBCY/doHvEBnInvHtWcT0eo1jUQ0acLw4qdPGj+S6KNVa5r2n7n3vruOnP3OyoWLvn71rbm7T6257foLXnzzN6+++cm7nywnokP2ndp9DvBWwCcfcdgBqqqdfvFj/332ld+ceyoOUwAAACh2wN5TyqOhbWubf3TgLtvWBo8cVl5TVfr9vFZ5NLwRodzlcvm9ckcsx/+cO3/Zo898Wt+SOffEJIdy26aFy1o+md9aGnLddsP5RCSKIhGZ3UPdtm2bpkVEkrRuhH5Nc/qi61/wuqUpE8rvuO4Xbrf7y7nzlq7pGjUicv+DT7R1dBHRxTc8c/SRB0UikeKN2XvGsDNPnHn2ZY9f9peXh9eUn3DckaZpnnHBnbph5fLq/Q8+QSR0ZbTzL/3rw/f+iZ/yxscNb3zcUFHqOeqAcVf8/hRncL0/tm3/6uJbMznDsu37H3xC1XRVN595/rWpO42/6R/vEpEg2B+8fDevJ1ISIqKOzmTxGjpiSSIqjYSI6JCZU198a8Wt9/xnzocrzz9jn4qK8j2mD5/9xvyvV3YS0aEH7klEiUTiudcW11T4H531nGVZfq/0xPMfI5QDAGwuO+0wcscJI7atbf7hjImRSGBb2+YJ29YGl0fDfp8bPyCwZW1EKBdF8bB9xj716pKrr7/r8ovPufT351z6+3N8dcc5C7gV8Z0X7zzprCuenbPsulseuOOmy0YMH+Z2Se99uiqdTgeDwbfe+VAzbEkS6kau+524+5Tq916+u/hVHn/qNSJasKRtwZLZROR1S+ms/tRzr/7ijBOLF6uIBn520jGffrns77M+u+yGpw4/dP8PP/58/rJOlyI+99rC515bSESSJMyavejihYv4KZedu8+1V17grME0zYHf7xdffvXS2ytkSXj9veWvv7eciBRZnPX8h0cfedCTd599/K/vd846iGjG9KlVUe+Ts+cdf9Rnu++2iyAIy5atePA/H/q98sy9dyeiQw7YU7j66cdeWGDbdOgBexDRwftMvvSm2UR02D6jRo8eRUTnX3prV0ZTFPH6O2cTkSyKnyxoff2Ntw86YCaOVNiCqspLZu45edva5gljho8ZVbWN5cWJtQG/dxvaYL/Ps80N1AEADIVQTkQ3XfXLj7784/V/f3vWi19MnVjd0NKlG7YofFOYLknSv+//024H/+b+Jz/ff69XjvrxoeecsMtdj34yfNrZ40aWLF4VJ6LTj9k5Go3qut57/ZqmPfXy/EmjI/Pe/Sffc0cE188AACAASURBVP3N9159x+uznvuoRyhn1/zx3Hc+WfH1qsQNt9zf0t5FRD87cgq3SiSiH5908SvvrX7i6deDQd8m7JpZT88hoiNmjv1vd2vF0375/554edHyFauqq8qJyLaF3Q/5FT/0tz+fe/s1J51ywYP7HHfjuJFhRRK/XpUQBLr9yqO5YUtd3cgJdZElqxNVUe/UKZOJ6OD9d7/0ptmSJPz5irOIaMHCRU/+72tZEha8fWc0GiWit9/94KCTb/3FJQ8s/mA3r9c78J/GE3+y17c/GspKw7tOH7dtHcHf51dLm8vw6qgsS/jtAwAAAJsYymtrR3z66q2znpr93idLGlq6Aj7XRWfu+fvzTiWiXXeui0b8RKQoym3XnH7zPU8/+MSbP9xtxs3XXTRi2COvvbugK5U/6oAJRx266zFHHUZEoigesHvdyOHrXRL6+hvv7jih4sQj93TuOfm4Qz+ft9owzWw26/f7iWjEsIqD96qbuuNIIopEIu+8cMv5l966ZGWrIkuH7j3q7FO/6Y5y3pmHW/ZLiWR2553GHrxX3bjR6xV8C4Jw0J51pmVHIutGeiorogfvVVdbvS7hpdL5g/es+/WZRzhPOfe0IzoT2SefffOc035y8F51xWtzuVzH/uTw6sryfz81Z/GKVtO0Tj1qyk+P2vvQg/d3ljnnlH1eeXvenruM4+6Nk3aYeNwhEyNh346TdiCixUtXHbRn3dSJwzmRE9GeP9z1p4ft0JXOf7146YzpOw/wuZRHQ4/efSGOZgAAAIBtlMDduAEAAAAAYEsRsQsAAAAAABDKAQAAAAAQygEAAAAAAKEcAAAAAAChHAAAAAAAEMoBAAAAABDKAQAAAAAAoRwAAAAAAKEcAAAAAAAQygEAAAAAEMoBAAAAAAChHAAAAAAAoRwAAAAAABDKAQAAAAAQygEAAAAAAKEcAAAAAAChHAAAAAAAEMoBAAAAABDKAQAAAAAAoRwAAAAAAKEcAAAAAAAQygEAAAAAEMoBAAAAAAChHAAAAAAAoRwAAAAAABDKAQAAAAAQygEAAAAAAKEcAAAAAAChHAAAAAAAEMoBAAAAABDKAQAAAAAAoRwAAAAAAKEcAAAAAAAQygEAAAAAEMoBAAAAAAChHAAAAAAAoRwAAAAAABDKAQAAAAAQygFg+2DbNnYCAADAZiTgjysAAAAAwJaFkXIAAAAAgC1Mxi4AgI1V/A2bIAjYIQAAAN8SylcAYNOjORI5AADAZoGRcgDYQPLGTgAAAEAoB4CtLpTrui4IgiRJkiRhFwEAACCUA2zXcdmpHukdnYsfEgTBsizDMPRuhmHwMmI3QRA0TTNNU9M0XoAftSyLV+W8hCAIuq5rmhYOh2tqarxeb/EL8WLOU1DfAgAAMBioKQfYllI4x9zipMuhuUf2tW0qviOTycXj8Uwmo2maKIoul0uUJNM0i9dMRKIo9k7qvGYnbfNtRVG8Xm9zc7Msy7W1tW63ommGS5Esy+JnIY4DAAAglAMMNT2StzMazTHdydNEZJq2JAlEZFmUy+Wy2WyhUEgkEoFAwOPxuFwuSZLWPWv98e/iEW4eWXdW3juUC4JQKBRcLlcsFrMsa9iwYaWlJbT+yH3v8wcAAABAKAcYajHdsixZlruzuMkhWBSlXC7f0dGRzWaJSFEUSZIikYhpmpyznYRtrZ/CnSTdO6D3Ll8xDIOrySVJisfjmqaVlZXVVFcSEde98KMYLwcAAEAoBxhSisetRVF00rNpmtlsNpfL6bpu27ZhWIIgyLKsKAoPn/cetHZW1CMx94jmvevC7V5j4fwSmqYVCgVFFsvKyvx+vyRJlmUVB3oAAABAKAcYUgzDKBQKuq6n0+l8Pp/P571ebyQSkWXZtm3TtHkQXejWI9nz/62iYW/n/8VJ2nlinxd6OguoqurxeERRzGQyLkVqbm72eDzV1dXRaJSf69TVAAAAAEI5wLYtn89rmpbL5VRVVVXVMAzLsvx+v8vlcrlcoigahtE9vC31GOemopH1b+7vK6lzrHeqXIojeI9QzsuIoihJkq7rlmUpiiKJJIpiR0eHpmnl5eXl5eVOdQ0AAAAglANsGT0qqvu89tFe99C6/xdXdfOIeC6XS6VSTqG2LMter5cHpzVN22K/OARBFEXTNEVR1HVdkiRRFLOZlMvl8vl8mUwmkUgoijJq1CiPx0NFI/Fczt5j+Nw0TfQ7BwAAhHKEcoDNzEmZfV7pWFy0bZNARKlUmlsWEpGiKETEY+GiKLrdbq/X6/V6nTHsreFnloM1byH/3zCMzo42URRDoVAkErEsK5FIFAqF2traQCDAXdJdLlePghbEcQAAAIRygO81xVJ30TbHUJ6gRzes5ubmbDYbCAT8fj+nWx4U507h/HSe66fnT++Wu4ayuEKGb6TTaZ/XHQ6Hm5qadF33+XzBYJB7MgaDwaqqKj7ZcEJ58XWihmGg0AUAABDKEcoBNjMe0uZKFdM0OWTzUHcsFkulUpIk8QyaisujKAoHVl6AukvAe1SBO7d7dEfZMr84BMEZJud7Ojs7a0cMC4VCpmmapplIJFRVFQTB5XJxHbwsy+FwuKSkhEtfOJH3+R4BAAAQygFg84RyHgN2buTzeVVVm5ubvV5vZWVlIpEwDCMYDObyanGVuRPHnXkxLcviqTeFIlvVm+XTj3Q6HSkJlZeXU1EP9ba2tng8HggEwuFwPp/v6OjweDzDhw/nQnOnRYyu63xaAgAAgFAOAJs/rfJAciaTSSaTnZ2d0WjU7/fzXPfE8+yIsizLPKDudCQsDrvFRSxODYwzoL4F31rvmvJUMrHDDjvwe+ESnXw+39nZGY/H3W53NBpVFKWtrc00zZqampKSEiJCHAcAAEAoB/iuOKFZVdXGxsZcLifLclVVlW3bqqrats3lK5ZlCaJcPNEmj44Xj4VzBOf8XdxTnIp6FG6RUC5JEodvnt1TFMVkV9ztdtfW1lL3VwT8XnRdb25uTqVS3E89Fovlcjmfz1dbW+vxeFBQDgAAgFAOsBlomuZyuYiIWwRS90CyYRhr1qyxbTsUCrnd7kKh0Ee6paEzt45tGTwoXlVVFQwGaf2rObPZbFNTk2VZNTU1qqq2tLQoilJbW+v3+6noylHMNwQAAAjlALDROIg7Q+M86X0qndU0zTRNr9frdrtN09wuxoNtk78KSKVSI0aMKC0t5arx4pH+RCIRi8V4V3B5j9/v50p0Z5k+G7oDAAAglAPAQJzCaNu2m5ub0+l0tKyCY7phGJqmeTyeQCDAbciHcia3DFmWFUVpbGysrKysqKhwSnGcdjScvDVNy2Qyra2thmGIoqgoyogRI3w+HxV1dseQOQAAbFfwNw/g21IUhRukxGKxbDYbiUR4eFjXdVmWA4GAbduJRGLI7wdJklRVzefztm3zWDjvB/4ygevOna8USktLJ02aVFZWpqqqpmnLli3L5/PUXTHfe9ZPAAAAhHIAGAhf75hMJpuamkpKSmzbzuVyHExN09R1ndt1D/n9IAiCLMuGYfCln9Rd21M8ZydX+HBkV1WVB9Tdbnc4HG5sbGxtbeX7uYgFhxYAACCUA8BgE7kgCKlUqqGhIRwOc08S7nJI3Q1VtpNdYVmWJEl8+sHv2mnWbhgGh2xu28ITlLrdbiIqLy/PZDKlpaWmaXZ0dGiahlJyAABAKAeAjcNj5PX19aFQqLS0tFAoKIrCI8Fc08KXMzozXw5hgiCoqspj4bquF9/PZynOTpBlWdd1Dugul6usrKyhoaGurk6W5c7OTpfLZRgGojkAAGxX8B0xwHoNv52aZuefTjMQIrJJ6L6fiKhQ0BobGwVB8Pl8iqJomsYj5VtbPfQgZ7N3cnPxxKL8VUCPPcPV4fw9AC/gPCpJUmdnp8/nKyuL5nPZaDQqSZKzth5d2B2rVq2ybTsSibS1tZWXl5eVlfW3JAAAwJCEkXKAb+JmcQp0ZrnnniGCIPCCgkC2TYZh5fPq6tWrZVmORqOyLGezWQ6dW+EUlU4o5zF7jsh97gd+1zzGT0S6rvMFms6ecfK3cyfPOcpFKYZh8FOSyWRTU3NjY6PzrAESORHV1tYqitLS0hKNRuvr69vb25HIAQBgu4KJ9ADWy5rOP53O4hxSBUEQJckwLI628Xg8FouFw+FgMGgYRi6XE0XR7XbncjmnGctW9HMuy8VB3AnfPRbjBoWSJHFwdyrCB0j5zj8ty/J4PHx/JBIxDMPtdqddMod1p56nv2btsiyXlpbG43EiCoVCjY2NPMSOIxMAABDKAbYXPBxORTNQchm0M81kd6a0dF3v6Ohob29XFKWyslIQhHQ6zXFcFEVN03giz63tDfYoQemvt4mTwp2dwG+KbzAn1jtfIzihnOvpuReNKIpOWfkgx7x9Pt/w4cOz2Ww4HO7q6uLLRnFwAgAAQjnA9qI4axbf74wWq6qaSCTaOzotyw4Gg6NGjZJlWdM0vh6RC6kFQSgUCk6U3wo5AZpPG3pHXq4pd0rJU6mUruucvKVuQjc+gZEkSVEUHl/n7G6aJudyy7I0TeMX4sKVgUO2KIplZWXxeDwQCHBjFgAAAIRygO0LD/RyHuUgrihKoVDo7OxMJpOGYbhcrrJo1OX26LrOS3IG9fv9+XyeC6k5dG6FPbY5K1N3ITin5D53grMH0uk0D1c7Zyz8lp3zFq4RlyTJ6/V6vV5FUTiIC4LAe4MXTiaT4XCY4/4AZeXOC3m93kwmU1zFDgAAsD1A9xUYsjj/fdM4pbsWxemmYhiGqqqqqqbTab4CUpZlDqymafJiLpeL7ySibC6fzxcURfF6vcVV2k7ipO5i9D6HhHu0QOlR4c2l204/E+q+gNKZoL6Pn97uge3iqzCdK1PX1cGLYiqVymQy3CmcB7Y9Hg/HaOqu2HFel7vH5HK5QqHgdrudqM29xvnlqHu+JNu28/m8IAh+vz8YDPIGKIqiqipPnGQaWiaTqaur8/l83JSmv6k6nb2hqmpnZ6csy+Xl5ShfAQAAhHKAoZPLNU3jDM0hzzCMdDrd2tpaKBS8Xq/P53N7fBzWfT6f1+s1TTObzfKs71wkzT8mnE3z+Xw+n3e73SUlJRxkOTpzd+3ioeUeOMXySpyOLk6rE942ftTn83HetSyLCzkGuNqSV+Wkc1mWLctSVdXj8aiqunbt2kKh4PP5nJcwDIPLxKPRaDgcdrvd3FZcFEVFUTo6OlRVLSkpCQQChUKhuI68+EU5uxNRJpNJpVJE5PP5otEovzXeEsuyJJGy2axlWePGjRt4pLx4/Xw6gUQOAADbFZSvwJDFTT9M03S5XBwWE4lEPB7P5/OGYYRCoaqqKqfu2bZtVVVt25ZlWZZlt9utqmpxA0GOpzwJjm3bmqbF43EuzOCUyVGSo3+f3VecKyadLF5cj+5MMCQIQldXlyiKPp+PzygG6HpeXN7N/9R1nTufpFKpxsZGy7JKS0u7urqcwXh+d7Ztx2KxZDLJQ+aGYeTzeR5HDwaDiqLouu7xeHiFxS/HG+NUqvh8Pn5uLpcLBALOdJ7d4duWJKmjo6Ourm6QnSKdy2oBAAC2Kxgph6Gfy/l2MplsbW2VZZlHx7k0nHO2qhk8wExEXq/X7/e7XEo8nuDJgJxKa75EkqtZstlsV1eX1+t1IiwPljtDxYOJ0c4lldRd7e3kZtu2nTkvNzi0TEUF33xekc1mGxoaFEXhrB8IBKLRKF+Kms1mnWoWHr3mt+bxeNLptNvtLisri0QiTsrvr3LGKY/J5/PpdDqfz/OcprzAumIVy3C5XE1NTeFweOTIkbquDxDNnVfEcQsAANsh6eqrr8ZegKF83ikInM6bmppcLlcoFOJBcc7Q6woqRImLoXkAW5Ikt9ul60Zxc0POu844tyzLHo8nn8/zbWfkeIBEzlGb03DxhrlcLkEQcrlcV1dXIpHIZDJE5EzZU9zKcIA47lxYyVG7tbVV1/VQKJRMJn0+X01NDa/Q7XYHAoFAIGCaJp+TuN1u3gBN0yorKzVNi8ViXV1dbrfb6/X2V23CZwtOAxZ+I3x2YZomdzMUBMG2zEAgwN8qVFdXO2X3A3xS1M9cTgAAAEM8sWCkHIY80zRXrVrFMbq4hcg3NdmSous638kl3SUl4Uwmm8lknFFtDpRcvc3dRRRFyWaziUQiFAqFQiEOo/0NLfNmUPflm05xuSzLmUwmFotls1m+rlQQBFVVfT5feXl5IBAYYJ08zu2cBjjbmcvlmpubJUnK5/PRaLSqqoqKesLwS9u2nUwmE4kEl/fw9wnt7e2lpaVut7tQKOi6XlFRUV5ezuU9PXKzZVlOtb0kSbqu53K5RCKhaZrb7fZ4POXl5URkGlpLS4sgCBUVFSNGjCi+7naDEMoBAGC7gtpNGLJ4WDqVSsViMVmW/X5/8WQ3VDQi6wRfLslwsmOPXOgs6Yypezwev9/Pk+ZwnqYNTc2jaVo6ndY0jV9L13WOtjz9kHNWQEStra1cWR6NRvsss+aX03U9kUjkcjlnih9es2madXV1Ho+HS2KcChzntCQSiXC1iRPWKyoqNE3jpC7LcjKZDIVCfSZjZ44kZ6cFAgFRFFtbW7nBeSQS4Sd6vd5CoeAU0A8w9N5jgByJHAAAEMphO5Y3yC0nRSKiEKUEUzDFYE4gichHFpkFIheJRIJpk6pSSCPyGSTbRIJOok6CTpZFYtAUZNsmmVSyDRL930P+djI0l31bliWI4rLlKwVBqKqqUlXVsgXT6p4nSCAi6m5J+E1BtjNYrmm6LMtOVxO+7UwVVNwJ0efz5XK5ZDJZUVHB63MW46qS4q6FhmE0NDRwQxVOzzxe7nK5/H6/z+dzu92CIHR2dnZ1dfEVmel0Wtd1rj+h7jYsTi1NV1dXPB43TZPH1FVV5dODfD5fWVnJZSpUVBre56C78xAX3Hu93mw2G4/H0+l0PB4vKytzzkZ47zl726nnsSzLNM2A31sSDqZSKdsyC/lsIBAgkqLRqKqq3KFlgJzdo3ZlKz/Z21Y2FbZmPSYBwBEFAAjl0OOIUEmURSKRSCCFRNMUSCJyE5FpEnlMSZTIIirkKSQThQyTbJsEkwSTBNEWgqYkyhZJlsF3WoJL/O63ukci5z9yzU0tLpfL7XYXd1AZ4OnOgDG3CAwG/YFAIJ/Pa5rGTRWLB8KdIhBZll0uVzqdzuVyXITNCZ4X4ApyZ8LLhoYGWZa5op2ryXmsPRwO80A7j5pXVVVFo9G2trZYLBYMBnn0mstCuL1JoVBQVTUWi3HHGJfLFY/Hicjr9abTaVEUvV4vx3RuqlhcHL/BoKAoiizL3EgxHo/zaL3f7yciVVWpuwKnuGlMd4m5xXvJ5XKpqhoIBHiP8d7gYv0h8COC5ASbRfGvIxxUAIBQDr1IKpFXIR4R9VpCwSZyE0mmThYZkpgn8pIokyERucgiO0ckkC2Q7DJIKRBZREGbBEsliUzBb3Cg/+4V10VwaI7FYtFo1OPxcBuTga/CLF7ANE1N00zT5/V6OV9ms1lnSqDiUWce7fb5fLyMz+fjaxw5vBIRB1xuDZ5IJLjQRZKksrIyXrkzcxA/xXkLiqLU1NT4/f7Ozk4iam1tlSSJrygVRVHTNF3XXS5XJBKxLCuXy40fP97j8WQyGY77HN81TeNzg43ah6qq8pq5+Uxra6vH4wkEAtzUnHcR9zUv/kJAkiRNzXs8Hu67ksvlQqGQs8HcRNLr9Q6l8IGqd/g2+Cel+DqNAZqfAgBCOWyHozc2kaXYok1kCmSTIFNesokskWzFFMggMolk8rrtLhLcthy0LDKJLJtsgQQiN5EgGZaomOSyiL63PzJcasKFK5ZlpVIpTr0cUjk1DhxPnVzOl3Jy3xKXy6Uosm3b6XS6eKzdKYDmO0OhUFNTE/+V5bkwOQ1z40Web6izs7OkpERV1aqqKr/f73K5CoUCv6LT99D5C20YhiiKJSUluq6n0+loNGqaJnc4sSyLuzoahtHW1ibL8ujRo4kon88Hg0Eea+dszTm+z6bpfVIUhUfrXS5XMBhsa2vjFi6FQiEWixUKhWg06na7JUniS2adanXDMHRdlyWRu57zB+Gc/xSH8m06gju3kcVhMwyArP/FERI5AKD7CqzPyhO5bEHSiUyBFNJlq0CmTILbEkVDtAWyOWmLhiaJskYFWzAkQRRssi1LtEVb8uRIFgRSiBTSBUsQxO/83K9HYLIsa9WqVSWRqFNuQUVT0A+cyIs7iNu2zZPpiKKYTqd5bT36t/BguW3buVxO07RIJMKvyB3Bc7kcP8ovbRhGaWlpeXk53+k0MOnREIYTOU9CZBgGX3nJW2WaJl+FyfXfHo+HK9SdYhJeiSzLuq7zQHWhUBj8dDycyJ1i93Q6nUqluECluFzH4/HwyvnNcl9FQ1eJKJVKdXZ28uZVVlbyaltbW2tqaioqKobM6DKKgGHz/uLC4QQAGCmHHqHMSxKZgmWQSESSJZHpIUEgWdSJZLIlWydLJEEg00Wq5kq9SmqLabklyU/uMClVdnBHyUWKTYqQJcqS4CMKfOcnl4LAJcvcgzwej3OfPuougOaIyTm7zzU4D/UYseb6cr/fx11WqGj2H16hM/+O1+tNJpPBYNDlcnV0dGSzWe4PSN09vHm0vrS0lDsq8mSizgmDcx2nYRiBQCCdTre3t/PFlyUlJTy5Jidvp3OLE7WdUwgi4pp1vtiUx8jdbvdGDZbzW+ay8vLy8rKyMh7v7+rq4q8LJEniKUL5nMG5PLQsGuFBdD6j4NJ53rf80WzbPxndkyUhQsHmSuTFbVKxQwAAoRx6xFsigSwSJTJcRIItkaSQaBHpLiLbVshSyOogq4uadW3VF82rXs3qsbypiII3oIRKwxVl02b6xu5GUsC0FYkCRN/TtX1OmE4kEs3NzbW1tapmcB7liEm9xqV6p6viBXhM1zTNfD7vdrt5YJjvtCyrUChwyTVfT0lEHR0dPp9PUZSWlpbOzk4Orzy6zFNdcr11U1NTeXm5KIocf/nkQdM054pJnvqH1+xyuZwZjjgB821nuiIn9fJfd14bl3E774ID+iD3IZeq89uMRqPcaZGIuDOMJEmpVCoej3N9Drd+572RTqdtywiHw52dnclkklsi8p4fGqPjfM0uV9UjkcNmOaI6Ojry+Tz/sEcikaFxJTQAbHqSQfkKrMfSbVHRiSQiydLJljRJtMjwUI5INK2AZBHl59PC2dkv3v46KS3O+uPNTW6ySfT6Q8FhJfr48sKIH59KtQfnaJjbJskgUjb3NnZfEeWkPWfQOp1Or1mzhlOvblicL7nEmQNin2XlPWpXeOCKO5ZwN5JAIOD1etrbOwqFAgfQdDptGIaiKGVlZX6/XxTFRCJRUlLS0dHR2dnJwV2SpPLy8srKSg6mHKNzuVwmk3EGzp2ycifnSZLEdSl8IsFJfcsOpDldHbk0XNf1bDZbKBR4OLxQKHi93mAwmOyKc7MXWZbT6XQkEvF6vSUlJbIsc3OYCRMmbIWHvNN4p3gn8wfkdIzJ5/OrV682DIMnVHJOz3qvitb/3qb4+KTujpZ8m79k6P0buEdrfD6WehwAuChw26JpGleF8eHEH3pbW1s8HucpbzOZTDQa5XIv/jVVPKFv8cGATx8AoRy2H6pJCpEoWUSWZYuCKgoCWW7KkS3ZhlfINMc+m9X19etdnWvfahAa/buNrxkdFMxcXm1PdmTbv9i/tq1sRM3oA84r2eF4sr1E39X3Mb1nojEMY9GiReXl5YqiEJEoKdlsVpZlRVH44kseae7jx6ColJyKClQ4Rvv9/kDAn88XVq1aFY/HuYOK1+vlKTN5ohyfz5fNZgVBSCaTHo9H0zS/319SUlJSUsIbQ0XNFjjX8sgrX/vIdSnOZaZONUtxdfsW+x2x/pymXNTOZxRcep7JZOLxeC6XCwX9/O2BYRiGYXD3lYqKCq5Tb2pqmjx5Mj+RimYson66p2+RdO60Yy+ezIgLorLZrKIo+Xyer+v1+/1Om3auz3GK7IsPSOfMqnidvUN8nycJvXdL8fSuuPB0Kzy7o/WvOSn+iHv8LAuCUF9fzxdjmKapqmoymXQGF/x+vyAItbW11Ot6UELbH4ChC+UrsB6DRIlIsIhsIkEUBNNNtk6iSgFZIElIxOa/XL9s6aKFbZ9qdWMm7XzcXocFA6VuSSZRbu9s6+o65ONX7901nhXm/Hea6Kexh5hi4Dv6RrZHZLEsq76+ntt+c1G1UdA4EHOX8QGGl5zhc6dDGf8F5cFywzAsy47H4y0tLZIk8XSeqVSKG42HQiGeakcQBJ/PxwUklZWVfr8/GAxyQuWQ7fy15mnt+SWcNovf/Ex2V4rz+DT1X3XzfUYNJ1k6LQ6dnjahUMjlcmWz2a5ETNd1t9sdCAT4jIXfIzcvlySpoaFhzJgx/JXFwLOffv/v0entWHxUcG/HlStXElFtba3H4zEMIxaLJRKJjo4OJ8RzIuf2l/xPRVG4j2RRE3e7+EIFjvI9xkGLv6jpneypu8WQc8Utfl9tWb0vHO99HuVMu+sUlRXNUKbxlSo81UA0GnW+ozNNs62tzev1VlVV9Y7jSOQAQxVGymE9KpHbNsmybVHWBJJtVTLyJJXERZKIvCv+8/WTd727XChU7jPi0JOmDAsIyfqkJWdN0SuJpmGGqsasaepY9O8rd5LrJ4yuHnHgyd4pRwvCZm6E12Pwie9paGjQdb28vJxrNA3DSHSlPB6Px+MpHprt8+9ZcT2Mcw8HKee6xtbWVo5BTucTt9vN41uapqmqymk7Eok4o+O9/4IWz3I/cNP04j/wAzSN+X4Ca4+hWd4wHi/XNI2/GWhsbDR0VdO0UChUU1Mjy/LKlSsFQRg+fDgRcdP0dDodCoWqq6udyZWKm51vJbmcb+u6nkgkMpmMKIp8CJmmWVVVZVlWLBbjBjjFTSGdkyg+XVEURVVV3jnF+YxHfvRyiQAAIABJREFURvnbkkKhwFGMO1H2+Eai+BhwDoDiMpvicVnCYPmWO1/t8we5x3duxT8+oiiqqtrW1uZ8a8RXX/DXZfx9Gv+ApNPpMWPG9PjVhA8aYAjDWAusx0VEgkCSpBGZRC5b4INEIgqQFVv8eUNjq1x94C7HnT+lZEVZVclLS1JdObItPeSV2lrqT5m6Y7m7tPzo019/+qFk3JX++P1dRk+n4MTNfCrZHVCc2BqLxTRNq6ioyGQyzmhlOBxOJBK5XC4SiXCA7q8PiZMyicgZCZZlmZuLx2Ixn88XCAQMw6iuruZLG7mhoWEY5eXlXBKqqmooFPJ6vU6XQ6cq1ElvxXGcF+s9eO+UTzh/17ds+UqfQ4CFQoFnZfJ6vbFYjBOGIAjV1dWRSMQpX0kmk1wsy28nGo3G43HOH3xWwyF1i4dyp2qFiFRVVVW1qakpGAxGIhEeyOSxcP7UeFOdvhnFIYz/zwdeJpPx+/0+n4+6+8/wMdDV1dXe3q7rusfjyefzsViMn8gztnJlFN9wBlZ7d8fvcR1Cj9Mn2CJnrYy/CHI+Mu6n5Jznq6qaTqczmUw+n6+pqeFvkxRF4TnFNE0LBoOpVMqZ3JeLppzLi3uciQEAQjkMZYKt2oJbJbKIXESCJZMsmgKFSSWtuas989VaYfLuU70lQjhaYbp8w+rGa8tWNjWu9Y8YttO0XbyC4fEL8dIRntofLFjz2djKFOVaN3sop/UrOvL5fFdXV1lZGf8BcxqHS5JUUlKSSqVSqVQ4HB74L5kzBslfH2uapmlaMplMp9O8knw+P2rUKJ4Zx+ka7oxsuVwurtxwOiQ6f5KdwOek8+J7igfSnDdVPGBPW7rkuncOsG07EAjwSHkymezo6DAMo6SkJJ3qCoVCzjgfp20u8uGcwYulUqlsNsurDQaD48aN27JXrRWfGnGT9VQqFY1GA4FAPp/n1pOiKPr9ftM0M5mMrutOUHY+oOKAnslkUqmUJEk8K6ppmnxOKElSLpdLJBL8ZQ5X/vBFyYZh8FRTXV1diUTCOUj4bJAzPZ/D8Nc1Tk/6PkvM4Xs7U6Wi71j4U+NvyTKZTDKZVLs5s4PxSV04HB4+fDiftnFXJb6Emr+i4Y+ev5FbunRpeXk5H43Y4QAI5bC9DfuopuDWiCQi2SKyRU0QbdIl6iAjlsmQGR7nL6+OhMVWeWRAUkrDma/aVia7OkoqI5HKStHtNwu27C0fOX5a49IP9Vwn5WPf0dCUM89OZ2cn/1VzmqtwzLJscrlc4XA4mUx2dnZWVVXlcjmXy9V7hRynOCXzDJrpdDqZTPLTE4mE3++fOHEi9/4jIv676wyaOgGa0xUH9+Kg78z744Q5J+n2TnU9vvje4mHLaTHeY7erqupyudra2jhktLe3D6up8ng83Kxd13UOr3wPN3bkJ5aUlPDe4KtdnarrLRut0ul0Y2Ojrut+v7+mpkYQBK5dcbqwE1EymdR1nS8q4E+zd20SEcXjcVmWA4GArut8cuKUp7e0tPB3CNwpqK6uTpZlHkl1u91erzcQCDgnb3xyyKcBThMeSZK4UabP5+PNc7lcXACD317f/+kc9zPlr4YKhYJhGOl0mr8V4Z79oVCIjxNFUXgQnUe+vV5vOp3m5ktExO2h+PePz+fjTzwQCAQCAb4elC/9RE05AEI5bEcMISSbVkjIkagURLcikMskshVSXURyq63lyiqUkiopL/h8ctCkQHXEWxs+bN+dM62ZiSNGk06iJyF72ymotGteXQyR8a0yZe9CcNu2bRI4TKma0dramkh0VVdX64ZFJAqiaBPx/2VZ4ghVUlKSTCaTyST/gXRWyyGecyEXRhORpmlNTU2yLHPpQldXVygUGjlyZElJqKsr1Xt8lFfFpSx8RWmP6s/iWlIacA6/Hl3Sey+wpZJH8ZY4b4pDhm3bHo8nHo9XVVWFQiWqqvv9QdO0BUHyeHy2ncxm88FgWNM0WRYkSRJFmScoJSKeI6m5uXn48OF8T/FJS4+x+f4ScO+M0uOYWa9Qe73F1v0/n88nk8lEIuH1eiOlZZyoDMO0SfT6AjxQrWlaNpvVdZNINPnDF2VeoTOrqyhKRHYqldJ0Mxoqcbk9pmlatqDpptvtzufzLa3tJEhen4eLrOpGjfF4PIZpkyCJkmRaZK67tJe3X5Rkl09xF19awKPphmHkC1pXMs2HLle88Cml1+v1+Xxer9f5sERx3TsVBLJt4r1iWXx+xYfluv0gCv3+0BV3cuy9n/v8Id0sR+/Avf96v8rA06wWXzryTTchiwSBhG/e+7q9ZJqWLPPCZBgmH5+mafIFJIVCgb8xMwxD13X+1oinKQiGSvhKbmeT+IMzLbJJ1A3L43W53F7dsPij59fWDYsEiY8ovi1KkmHaROT0dR2gvSYKWgAQymEIEnr8ty53WOT2kKYoEtnZTiOT9AWCgktI5nIBRR0RKh0RrmzotPSMqoTcqRxZ7jJLjQ2PBAU9Rn31Bd/YUcxeQZYMwyKilpaWrq6uuro6Z46b9U4wDIP/knE/kK6urmAw6LQ0oaLZ7EVRdGoS2traFEXhWTmj0ejYsWN9Pp8gCPm8yiOaPXQHMpH7rvTZeXro4ZzKXx1wIvT5fDw7Uo9sxLd5J5ummcvl8vk8l0273e5cLhePxzVNq6mp4dF0bjbS4+rP4g/X6SzZZxanou4WQpF1Kb874em6kUym+EoAnng1EonwkDafaQiCUFZWxoPi+Xy+UCjwBLH9nTTyu+MppSorK3no2jAMrryPx+NcOy5JUjwej0ajtbW1zvck/Z2kOet3zlj4YmL+ticSiZjd+NxS1/VMJsNhkQ97LtznvMiXnNq2LcuSKHJk/yaJCsJ614z2OIZ7l2P1rnQvPgUaYDS3+IS2vzOu4tctjv7OtxMOKmpkWbxaZ8cW31+8wcXV+URkWcT7jX8/qKqazWZ5t/NYOE++y4cxv3dFUfg3g1Ouxu/daWtY/FOgKApXp/CRL4qkqvogY7RhGFVVVb07lPMPi3PhAXI5AEI5DLlQLnxzYCjf5HQiQSJ3OFoSqFQ/N9tXxDumVhmBcFhZ29BoGq4PP15SGi1f3LB00pTxqlCSibVrq5eEupaFJ1dRpHKzjJQX/8mxbDIMfe3aRlmW+WKp/p7rdrt5iniPxxMMBjs7O8PhMPeT5rFPHoji+SlVVW1tbeXpb7LZ7JgxY3hOHJdLSaczfElWn9dl8mglP8vr9W4Pfx2dyhynNwjHWf7Wvkc8cupeeIgxFAp5PB7OW3x9myRJjY2NvDYO5SUlJeFwuDhyOaHE6YrTZ1F1j+zCi+m6ns/nDcMoqLqTYrlmly+h443h2ORUe0uSmMvlCoWCc6bR38fKYZG/KuGg5sS75ubmdPr/s/fmcXJU9frwqb2rq/fu6Z59JpPJJIQkkz0hAhKQKz8FXmX3ei/r5V4RkBsQfAUUxAUQgbCIKEKI7IoCyr6EJSGBGJOQhOzJZDJLpqf3vbrW3x9P5lCZJAgCvsG3z8ePxp5eqk6dqvN8n+/zfb4FuoAlSRo3bhyW5cGQ6KiSvv0rDTCq1SrejBgGa9jZBgvHgNipUCjgxLH4aRiJybQsSxRFUeCcUNsJx/EebmTgF53JDSf2dVZK7H+Co0pjR8m0RtHzo0TbUGaPMjNx/gOXAGEV2bf6FvAaboP4WvzbJqzzFGgUROfH5XLhmo5yTKLIm0YLdPJx5E65F1J2uBzlctntdlNX0L8bw4ui2NPTEw6H0ZOrXC4jBnO5XK2trbhfcMC1/as2aqMGymvjX4sBJRZhCCEcITZrWyZhCUMIQwgrmaa3ra2tlU1vfetPkTEzeBK1+PD6rYPxVCmr6qSQ9Q0ZsZb6StZX2Lxx8M0Hj5qk+OrrSbDzU2HKRwGv3bv7oEXB/gSO84BsLsgtsKGEEPTdrFQqfX19kiSxLAstAVwUPR5PtVrNZDITJ06keIXjWBBdB3RuoYfkcrnK5fL/5903/zkDxYu6rvv9/kqlIopiKpVSRrCLE0hRvAVwzPM8DEkoNqK4B7MXDodVVR0aGtq1a1dTU5MoinA9V1U1l8uVSqWmpiZcSqfR+6hptywLDieqqlarVciTRFH0+gJ4MwXNQHIUk4miCC4TZb77e2UekMoFJEKPJL/fT1nSvr4+pAUQrjQ0NEAMg0JhFAcfbEUdkDh3DqrCx7lQ4TL0zRSvkxGtERpdWZbl9Xq9Xi/9fhw/x3GlUoHib7rU6eRQsQTLslQJjVcQ3gQCAdShoi72YBURTktQ5ysHDPlGhT1YBihXwGniqCzLQsYD4bEgCM5blWJun8+Hm5pOnW3bVc3YPxSpVCqVSsXj8bhcLoRbNAJxBn4H5Pghf3L2CUK5Cz08umY+otVpLBZDNQJqXWzbbmhoCIfD/f39kUgEBaC0V2ht1EZt1EB5bfwrUaAWYXibsIxtEGIxAOU2MQlPOK873DC2sW54157Vrz3hP+Eslyi2tE0IRvJEIgZn2tWKpvGFdGn10qfqlOGGcEtj0xjCBT9VIp+xLGvPnjjdHXVdB2V1MEBPwQGANcuyPT09pmkGAgHk+tHiB7itXC6zLNve3k4IAf+EpD9EF/u3bCSOZo2AI/8/oawo8pZlOZ/PezyeUqkE+tkJ12izG6rqcVKJVOMBbS7oc2QkvF6voijDw8PEYVIJrnfLli3t7e1oqFmtVp3SDhTeQSNOiyAVRaFIsVypkn1l6HA4AcKDqz1UNKVSCd2RPoT0JQ5xDgVGFO7H43FN02RZRgvY5uZmmPOQEeFBuVym3V4/Sl6C7CvDoFoO55qsVqs4cVpeTOfN7XZbllUqlbDInfW7+DbAO5qFoFeK2unQYIPGw/hmvNjb28s6BmKt/euqXS4Xih2p56PzNCngBqkMCA71CG2rRCeBSkd4nkfXMGpyckD5DWIJLDnH8+EDfTb9VKlUQvksjdzolRrlSX+woII+kehVQDgqSRKKMZCm+3ARPAa8/0GTe73ebDYLTZTH44nH46icPmD9em3URm3UQHlt/MvALpYQi5C9rT1Nk7AcKweaYs3tE8yhtZtff1XxzD3mq/5AW2vEzwimLbPFXDmbSK1ftaKUeHv+jEgo7FXGTCeGmwif6EDoTmmaJtS98Xi8oaFBFEUKQcCIH2B9j3hLw40unU7H43E09ykUCmDKq9VquVyuq6vLZrOyLIdCoUAgQBy5b8OwQYQfkC4F8QbsAp7yIyKtzzsoByikrVKBomAVQq2agdhoO0MKx2kcRftfIpgBvsEEojGqYRiQJ4miCJCXTCa3b98O0hEg2DQthmEB2qBI8fuD8EuhNibVasW2bWGkZs6J8BAGwCgD6wHtWimLTA5SpEsBGU4H2QPgVJQDQhLj9Xrb2tpQDojIEKdDRsTiHz0EooiQ7FvdSDEirV12MsSiKMKeCBb7qqqWSiWfz0dtgvZi1qrmiFhQ/chYNmOZtv0BigVStxmGsCzPszwv7J2WtvYAdO04U9u2VbVaLpf3h5hUBuMsUqSuPkDklmVBNAJpDY7Wtm3U15L9yo7tkdkxTYvsaxlk2zYqaAXRtX8ughyoJhX3O+3pQ5v7EkerAfor9LogJMBUQ89Gqzxt21YUxe12maZNEzgfMXqXZRl+9tlsVpKkSCQSCAR0XQ+Hw8PDwz09PaFQKBaLOdtU1UZt1EYNlNfGv8SwWMISwhCTsIRYLDEJwxCLFVhCbEL8raoUbmvSXFzl6bXPJ/u3zDv69Na2zopeUQ1drVR6t2zsW/nk/5kl+GSD97cT3wTyiVljmiwuFoupVCqXyzU2NoPLxNYOVeUBARN2RIhb+vr6bNuur69XVbVYLHq9XpRPgYfLZDLhcDgUCkmSRAGZKIocxzIM8fl8mqbl8/kD7qOAhkCotHPQv/YyAXgF2QnkZNt2LpdTFAXSCMxJpVKBxhfkqNOqmYzoLoDdMQCUaRcnXAiPx4NLCaQL627iUMiwLMcwrLPsD5GAEy3tDc8cTYIAXlF4QB0GNU3DMTvZfadG5WBBI84FUFvTtB07dsiyzHGc1+ttbW3N5/MIIaAtRkjzcSUHTnaf5n9GWXBQ20TbdiJVAuNFGMxLkoSoA1NNZfrO8ln62f3JbLwfs+fMOZTLZYq2R163GXKAOBaJEaf+hJLrTrE1JhyKfKy0arXKcgcuRR1VE7y/2oQS5OQgxv+jvI9SqRTimUgkQuspRxnOOAtPafyGJe12uz0eNyFE103TNF0u0TTtcllFLyoqfTlAkHAgprxUKmUyGdjeR6PRcrnM83ypVELnsmw2a9t2a2trTVZeG7XxuSe8ai0namOfYRDCEsISnRCL2CIpM0SwbZGYhLGJTXR1+xv9b9wTya/r59sSGXV3TsyxHsJyIiOamukXykeEexrclUJgav2J1+qR2RZji46N88PTtaMq1TB0Xc/n88VikRAC/KQbB6jwc+7uwOLAWIQQVVVTqRTegKy6x+MBCPsoygRwtDzPZ7NZiICdSndnCyGGYVKpVDAYJPs5PBywF/fnYlBk5tQIGYaB6CUejxcKBZfLlc/nm5uavF4v5h+INpvN5vN50zSDwWAoFEI7w1AoQEbq5JLJJFo+CYIA9Qj1kiOEsBxPqJSCZclBkbHD084ZOTCMaVnEthmWpXQ+uHnQ89AjAT7qul4qlQE0D9ZCddT6dF5flmWTyaTP5xseHoYXkG3bfr+/rq6O/D1rv3/+UFUV5YZut5sWKZIPNUL5x5YO2Q+U23utnfb6O+3ndrqXurb3XleSz+er1Sp6o5qWxbIfCIrosvzUY2BcaFVVIVrDqh5VjYpYFOucgmyaEfL5vIVCESEfbpxqtUqfHh/RLGVv0GVbg4OD+GwgEAiHw1QyR4MNSOpdLgnZJBAEsiw7kyE0iKph99qojRoor43PyTBR1kk0QmxCRJJniGTZEmsRYhKDJzyrV978ubbiHo0EBMIbnFQVdYbVOFvULD9DpJA+kFeF+tNuIBP+T4HYMqOzlouCoVFbzsGKvbDNwEtOVVXkr6nXGwx9nR/ERggGDj+kadrOnTvpxgnxiSzL0WiUOITmHw6X6TYsSZLP56tUKmhF6cRttKIL/xc0fCQSIfuJ2j+n9DklwimNDf19tVpFV6ZKpRIIBFiWLZdKFJG7XC4kInbt2gXgEgwGg8FgLpezLAOWc6qqQm2CXwGw8Pv99fX1yDnohgWSG5fe2az+o6MrCoBwVPhCEPlo+wK5BWjUUW1WDxinOZ06aO90nufj8XixWATrrOt6IBCIRqNYKpRqPXRGIpHgOC4UClEXESfp+1kg3YPNJ11mo/5B75pKpVIoFFBLOsrjknyWRv60vFiWZdQwOOcHF5o2D0bPV7DjpmmrqlooFGiZrLNhMNnXxnH/CRn13CgVi319fX6/P5VKTZw4EXfTqM+O3KGEEIKEEpUwtba2YtmTWj1obdTGIT9q8pXaGMUu7vO/DOFswhq2LRKbENu0OYsI8vhZxpaxnmIfrwusrtlMgefzuqaVjIBqhyqc29c5j4yZXjV5gbdYSx3Vdp447If3B+iwss7lcvCQdrlcoVBIFEWwj3tT2wznLEejDCj2UcgD+vv7wYXjt1DcNm7cOLTkHOVb/CEMMRAVzfI74RpFe5S4ou0bqXD280uQf7AiRvQkwM0sy7pcLlVVk8mkJEnjx49HX/pcLuf1eGipa6FQYFm2paXF6/Vi8tHXs1gsZjIpUOOyLMPbG7EWaPJ8Pg+O2eVyybIbuBlA5OPOpJPMBoOoKLJhWCiyxDdT6p1KnCHM2B+7jOpVBBgkCAJCC47jABwFQSiVSn6/PxwOE4e53iG1DKBjKRQKUG3BNwYBLb3on1EkeTAfwAP+FhRBXq8XUqhyuTwKHH9G84PnCRYeSnXRmAmSKoSdtA4YlQwej8flknTdRAkErIRw3ZH8cdaSHmxindotWp47tGcPVibsO/Hro0LTkYSPhRSWoigoHlBVdc+ePZ2dndVqFY71h1rSpjZqozb2uZevv/762izUxgdbI6MThiGE4WzgcsZiOIaxWcYipm7ygmET0cVImlra+Zyt6SLr0Soqa1Z5YrkUl8hyRUYJHXsWCY21BMUiDM9IzH6ABmAIJBPYJtTz5XK5eDyeSCTQYjoYDAKowdWONpcxrX2+jaIHFBeWSqVEIgHFc6FQgMuB1+uNxWKjbDc+nBSkb6atWMCAkn01qXQfBY7BtgdQ7qz4/FyrzOn50kkrFAooZQP97PF40DYcqB1vg9cNTCdB4BWLxVKppChuMlLSx7Ksz+cLBoO4yrC7KRaLI5hmr90N4BFVmX+siAJrz+v1iqJYqahQblD3cdoRhuzrh31AwEdZTwRpZMTtzrKsVCpVqVQkScpkMtFoNBwOIzxDDesh6MkjiqJpmk63FnpG1HrlswPlzuU0yiFx1GwD++IuQwv6UTfUZ3FnUbcZaqmEilXnXU9/XZZluKNUKmomk4H9JZr7Ol38R/WgPdhhjwpadF1PJhI8z+u6DksiZ5pu1Jsty3RGjBzHoZUsy7Jer5dy57UeQ7VRG4fsqDHltbHPMIlGiMQQlrMJMYnNCSZDOKITu0J4wbaJiyXECpJJJwe2PJSMZ3iRZ/kYYYJaNcMWK5zIsKEu0tJFGJYjpKoTnrMZhlAsXi6XM5kMRCCjkDFtwRONRp2KhVKphMIpyAxYlmUY1tk4BihK1/VCoQA8B7qoUChEIpG6ujpQvPARQ89qpzPDhwjcnaYWgiDQdi2jTNNHhRyyLKfTadT8Of/6OaXM0XEGSFSSpGq1ms1mi8ViLBZTFAXltpCDBwOBdDqt63oqlYJeaPfu3dSJ0uv1gkIuFHLgmP1+fyAQgBOix+MJh8PZbDaRSMDqOx6P5wslv98fCoUAjP4BOSymHYUB6KHjKA9lqevfqMXwIT19yL49SqETSKfTyAZUKpVIJOL3+53lwljY1idrbfupI2PEvQiZcGtQaE7zQp80wj/Igt9/kg/4TtytOB6IjiqVirPJ/KgmBp8+ZTVige/xeCB2IoTAeBEmSzSpIghcoVCi2jYQBHiIOQN7Knw62ClTFhwFwRzHDQwMkBHhOK4X4pNRcNyJ+Om/8Wa327179+5QKHSopWtqozZqowbKa+PvDIvoFpF4QohFiEVsFhVXFmFtm7CMRTibEOIj/iAZ9/+US0sr6h5vlXdzXpaEeb6Q08ry+NnENc4kCmdbXo61CUOIDTvCTCZjGIbf70ezxv2pO4cLoUGRuqIoSF4LggB6z3bAcdrGL5/Po20hBKC5XM7r9aJ3OlgrWurn3BQ/XEDsdFzmOJaaRYwq9HQ6Mzjb2YwSunxOlwTl+WhJWbVaRdqhXC4jfQGrE8s06+vrgVORLkfCHZ5u1Wq1Uqnoui7LUjAYhDEllQZBDxCNRhVF2bZtG8dxsVgsly+mUinTNCHOBrftrAT9KLgQHhosyxSLZeq67XQvoRidXrUDSsCdVxCXGEbaAwMDMDuHsWYwGASoooHoPyCF/+fEWqIoiqKYzWZTqRQ1ZkF6h7qPf8KV87HA+v4I1SnVAMxF0adTBP9Z3FlUZUcl436/Hxpx+FqSfeuebZvAWBM+rVioeIiRkTa0o6TwB4wlnEw87q9isSiJomEYXq8XLp84KqcCkD6OqJAPqxcPRlhJ9vX1NTU14bM1WXlt1Mahu+HWQufacG6WJqlYRGIJy1sMsYjNEZMlDNE4YpmEIzbHGgbhRY0hpDxQfOch670H3YW8IoZsTauwVibQEv3GL6rhbqZcYlSjpJFSuWrYKvZUSZKEEWs2hlrpWRbBLuJASM7cNHYguBaCrGJYDk552LfgYUd7tmMTDQQCXq8XaV9IX5w72ai93On+BpRJCBEEnuM4uD1QE27n4Tn9lcmInQj24EQigY4edIP8XDQVGmW0QmnmarUKYjidTsNxGabIo/qKMwyDQIowTC6Xq1arHMuCUzRMM5VMwolC8Sh+v9/n9ZrQ4lvWXu8U24Y1h2EYpVKpVC5XqxqlGJGLd7lc+G/g6b3Uo21TOLPXvoPCNdsGJax4lFKxVCqXnVdwlInKAQH9qD/xPF8ulxElwpSdzlIkEkEZg7PM4OMWeto2oVSos1iCRkc0kjRNw+kgib9Ci4xl76wIpNkAelQw4Y7H4/l8HgsV4pDGxkb6tc7WmPRTTkd5/CigM30PyGMkr2iKw7nAnE44FCM6v5m+hwZIewt/dR0O69R7lHYGwFOFxsPOYNgZflOXJGR+eJ4XdFLhNZaXiEYYy+REolsmY0uWqbtkvlKpyILCaLrmymsVVSvoAutWfLGKW6qwhtuqBmzbJXt5ht2TL9qWJdqMTkzC7rWCtInNEGbvEqVEwAiOtg/EzeNeAxk/ODhomqZWrboVJRaL4ezwqNxnqe+zfMjen6AvEUJsOz487PP56mMxl+xi9q2H+ZDsUG3URm3UmPLa+KeCsFEtM3iyV7JpszbDMczeJSJalsVgPxBEQghnGFV3U/joU0vblihGr6EVLNGVFRrkiSemK+7s1s1asSxKHsVXp/h9DJHBHRqGaVk2y7KGaTLWB7YYDGEMw+RYVtf3enuhFyPHcbIsl8sVjuP27BnKZDKKoiiKUiqXZVkeGBhAhxHs0IIgKIoiy7Lb7QZkdFpfY+9xZnud8+BsYoIGnyCZVLWKOIE2HndCKydacs4k3kn7aX84a3iokeLOxDeAi6ZpMM5LJpPoSki56lH6ARsQgWUJITQZQtP3+Xye5Th7L5BACoUhhDEtWxB427ZtYuNvvCB6vJxb8cBiMpPJoMYOzjamaSqKEg6HkUIxDEPgeTRo4TiOH8nRY8Ui3oOxnc/n5XgefVsoVD2Y+yGuoKZpQI20Qq6npwcJExSPAsgiAqRpExrbOH/l41wCwjB7G1FxHE+1WC6Xy+WS4UqEEBf9iQA3K5UKBEIQerlcLk3T8DpNMUHljHoAQRCSyWT/VEDJAAAgAElEQVQqlYpGo01NTaIobt26NZfL4XRwyyCgpZp75DRgG492pICJoiiCJ0YrVpyyqqo4BuRA3G439Ou0BhqoWlEUWsON7rxAijh9aDbwTIC9INzQdV2nfZqoaTr0JJhtjuNw0UFd41dolIJXcNg+4tUEXbMN3hY8klxS0ywvECIKIqMZRY6xiUUshi8JHt3fsJlk+vrT/FB/PBHXo2Jre9Ps9rEthFjpIkt4k5CyYfGi5cDFDGEYxh5xeBwxgjzY0DQNKnBammKapihJdXV1qMSlVPfeRYv7zrF8PgDijpSIIAiRSF2hUBgY3NPS0uySRLJv36ta6Wdt1EYNlNfGIQHCyH5NoSHRdkJMZ7+VD4qfCCGmz64/vJTZYVtaUQhn3C0xb4te0T1ySIl1VHXdrFb1asGyCe2G7eTGqD4E208+l0NxJPg5wC/LsgKBQDabBbZQ1b1eLgAfoFR5no9EIqjkoy3ZgQY+4jxQ6g7fAB4UaWjKTTr1oB8OailtPMp48fMCymmnHkpRozc7IQQt6z/cL28U8YYIh3pW7q+xPmAjGFxHwzBisZjH4xkcHCwUClgeoiiWSqV8Pq8oSiQSURTF0HWWZSHip4YqTqIaPRQ5jnO7ZdpzkYxIeA/WVhOicGdwNTg4mMvl0LFF1/VKpRIMBr1eL5I2TgL4E8TJYLst2zZZlhiGxnFctVqRZcm2LU1TbdsSBE4UBYQWAJooty2VSkDqPM+rqgotCrITKEIFyA6FQqjuAKitq6vr6+sLBAJNTU3Dw8OovtA0TVEUGMv4fL5EIoESQ+SmMNu4GXG3wjwHNyasSKh7Ei4HPElQ1zsSohvQ/OAyqaoqyzJ0ULiIKOTI5XJIjyAwRsFGKBRSVZXS5MDr9BLQzl8ul6tcLrtcrlQq5fP5aGW5JEmlUikUCpVKpaKmm7xFeIsROFawGZVwtqAzjE4MgSGiKJVUU/V59pTCz63e9GrPtsFkQkxlWxkzwWolxaMo3qnR+v/8whGT3IJkw61Vdz5LP5ZpEA4bEQhmRtO0WCyGVMY/tq5ww6IPQLFY7O3d3dLcKIoiDVFq2fLaqI0aKK+NQ4gp399BnHxgfMvSP6HjNEBMtVqNx3OZTLwlNEF0vWGyQs4d6zjqFD46STLkCqekC1qxlOPNAjF1wrudHhfoIOOsRoIvXiQcBoagAhJQR+VyOR6Pg7FTFKWjo8O0rEwmMzw8bJqmx+Opq6sDL4ttm5rQfax5AJaSJIlh9nqN05k5oNHBAbGs898HY+UP5UHbkdKLBbSEBpCRSAQRy9/l1ZxyBQp5ZVmGKyKsVJyCXcrVjbLUgOONKIptbW1wwADUAwJTVbWnp8fr9dbHYgBtwKmyLAPx09PheR4GiOFIBLAVJnd/dzYoRw54lMvlgsEghZttbW1wgEY+gQaEnwSUMwxTLBapjisYDIKYd7lcmUwG1LIsy8lkEncEZnLlypW2bY8bNy4ajaK+lsYntm1Ho1G/30/bl6ISGkjXtu1MJjM4ODhp0qQtW7aAWi4Wi6IowmjINM14PO73+9GKklqOGoYBR0ssdVoG7Xa7BwYG3n333enTpwNkI9OCu6C/v/+11147+eSTg8EgXUu0jBjiNAQYCC3wWRQKw+oHJtw4EfKBFeDei4VQHL+F9YaFEQwGETnAoBNPieeee+6oo46SPEGDqZiMbtpaplB22ZzIuHSGV3XVJTNW1TZ517ZK8XePvd1TSO4pp4hVdRnVUjEnSy6uXK0mtG2JysJdvd/62vFzI7GgzWRGRaeWbX/kRBnSQUjR5HI5zKeiKE6R0j+gpLdHRFxo8tXf309N9Mnfc4atjdqojRoor41/3qC0LiXCqfku7ZHhLLDL5/Pode9SIpH2iatffCOUtCKhupW96pb3BucdO6uczWd0LVPVfYpUFwrmM6mqYZTLZdga0r3H+aN4ZXh4GBgIFBf2YNg/B4NBpO89Hk8qlQoEg/X19dhuPR4PAAHdWtiRcTAG9IB7IXChy+ViGAJCEcjeaQ7zIaYcB0ThnzsiivaRwcGXSiUAIDRvAr39UTCB86+UjfZ6vel0GtoDxHuAdKO4audn8TpoQvR+CoVCqVQqHo/D5hzobXDPnkg4jP6F4OOdjCldw+hYBGgCUE6LRw94WbEq6Buy2SxmQNf1MWPG+Hw+VVVpXR3+RB0SP8kluPvuu1evXo1i5Y6OjksuuaSrq8s0zd/97ncvv/zyz3/+87q6uhtvvHHr1q1f+cpXrrjiijvuuOO3v/2taZptbW1XXXXVpEmTLrvssmKxWCwWNU3z+XxXXHHFV77yFTDKuBwglV0ulyzLg4ODK1as6OzsTCaTbrc7Eong3qetnSCowKc0TYMjChV8AwQDo8N9r7e39/bbb3/wwQehPwkEAuVyGbHQjh07li9fftppp1mW5ff7s9msz+dLpVJwH0cADJIYTDxoY7fbjRruVatWPfLII9lsdtq0aaeccgqmBScFdh8qHYhVdF1HSAP1Cx4skEIJgrBt27Y777xz1qxZkpsQm7jcXElXZUGUGXe1bBBZEiRe11Xb5E23+6V3V+7q26EVEhP46vjG0JjmsYrbz2jscO/gzt27d2cz8ZDr8b+9O/6rX5U1lYzQASzLsjax2dFUuf2hNw5iTpZlkduhuSmn+PtjPVJwsXDTCYIQCAT6+3o1TXO5XMhafEbel7VRG7VRA+W18bFpuVHPYqdwBd7h1N3WMIxsNossc11dncYoO/v2/Pi2+48L9R9z7PwX/rp+1Z9v/06O+fL8+bwsjG1oEOyqWs7mS9VSWXWW60Fj6nTAwPeD7cYGn8/naWkaBQFgxEGhVatVvB8dGfc2FXLQQh+rsNIJNG17r/k0pc8/Lqp26nNGVYV+Dp4IPA+1Q6lUAh71eDyw6fgHsKZzv5dlmerUIfClvi4HxPSQjlAfTMAvlmXh0JJKpeDGKAiCrmlDQ0OBQABmO6B4AfKwbsmIXwp6y1P/+A8h/mm5IY4zn88Xi0VYQMZiMcSBAJFYzFQM/Ymvsq1Wy5u3bGxubg4EAstXLNvdt+u6666bM2dONpfe1bvTMLW7f3nn62+8NnPG7DPPPLNcLr/44ounnHKKKIqLFi26//77f/7zn2MBH3fccW63O5VKxWIxSZI0TQPARaNcj8ejKIrf7+/r68vlcrt27crlcm1tbZguqCaQIalUKkheoV8pzhRUfUtLSzabxdrI5XLpdLqrqwusNuoyJUkaGBjA3erxeI4++ujZs2d7vV5Yl8KUqb29vVwuQzteqVQymUxbW1u5XMbaQDTl9/sfffTRJ5544tJLL3W73c8888wVV1xx/fXXT5s2DTqioaGhaDQKLU0ymQwGg319fdVqtb29nQrnhoaGoJnBWcBj0S0TXTeqZdVmOJfsKiVLshguWQbDsaYtMC5l53B22eo1Uik+OeL5yvRJc8aNFXlB8jWqWVWcMH4olfjj31a+khz866bNr00Y/+UJh3sqRYe95sdbDHAwBN/vrJEdVZ7+sZYZLURGKgkJKE3T4vG4z+f75Lmd2qiN2qiB8tr41GhyqrhVVZX29AHXSMXlVFftdrt9Pt9e8CpJTz6+KJcvv5oRliY2DpcZm7geeviRo+bPZ4iWG9qmFvKqIdiCC9pQ+tzneT4YDDod6FCnZY38LnhH/ArNj3d2dpbLZWAvvMdp/TuqB9DH1V/CLwLEnpPFH8WFf8gcOiX4lUpFluVRjOnnYtujOg0okj0ez6g/jbKI/ihfiBgMaykcDqOR0NDQELzJKag9YMt0fJD2aqUxm8vlampqQvBQLBZtywJuzmazLpfL7/ej3JA2R8SnsE7gfg2M8iFOhYCDqBfMZrOQ1BeLxUAgEAgE8EHnOsFq/OSkI1ayKIoXXHDBKaecsnbt2ksuueTGG2/87W9/i8N+5plnXnvttbPPPvuC8y/0+Xw9PT0sy86aNWvHjh1nnHHGnDlzsJJlWZ4wYcLQ0FB3d3dXVxeE4LIs//nPf165cuX48eP7+vosy/ra177W2toKsjwUCm3fvn379u2nnXbazp07p0+fPmnSpBUrVlx33XVf//rXzznnnKuuuuqiiy6SZfnBBx8cO3asaZr40ZkzZ/71r3994YUXDjvssNdff33nzp04hfvuuw8XXdO0NWvWfPvb304mk7/97W/vvPNOVVVvvfXW5uZmwzA2b958+umnH3nkkc8999zmzZvHjRv34osvbtiwwev1/uQnP4EP4JtvvvmnP/3p9ttvb25utixrypQpq1evJoQkk8lnnnkml8vV19fj/4bD4e7u7muvvXbevHm2bd95551XXnnlsmXLNm/e3NXVJUnSrl27Lr74YhAEgiA8//JfBna/d85//4ckuKqVqihxhq2xDGuYpinIO5KVxS+8YaeL35zbMGPm7Kb6puG+weT2nSLfW7E4XvZ0Tjrs1M5o5/Zti19987EXVg/zYy8fJxu6oWmabexdE9QjxT54QomuIizRVCqFKk/q2kkfmB+3hZazHxbE/QzDRCKRZDJZLBbhF1TD5bVRGzVQXhufIc6mPruj/jSqCK9UKg0NDaHYH+JFoGE6KJGJZzp1QOM4jmH50lAPZ+kFpXNY520zKwtapVzauHN3U0jxEt0lujQimAwXDoVRc0bbtTjpSdqbhti2KIrIdAMasiybTCYzmQykLD6fT5bleDwejkRQ1Yd2NtQgBRICnD51pMYGRuXsqDyj+AlpXI7j0EIF30MLzvAeSDzB2oIihaYZDCL+CmqQZpmRdIZDhaqq8Alxcl2YT7D+mBDMTz6fR4sQEI3AYU4TDGdjF1hNgxiWZTmbzfr9fioVwDRCSUw7vSP+oTJrcJy0LhBINJvNwuudRjuEEOqOR0lrnAUqDURRLBQKKCWEhADRF0UVkJLHYrFcLhcIBBKJxNDQUEtLC02DUHAMgw7anxVzixmAjAETBfM4j8fj9Xqrqtrf30+VV7t3745Go3V1dbQymPZCFyVJliXDsDAPaCBK3VQwq04MlMlkhoaGULmYz+cbGxu9Xi/F605Q9Wk1mGTYve7mlmVJktTV1RUOhwcGBpLJJCFEFMXnn3/+yCOPvOyyywzdYhgml8sNDQ098sgjPp/v3XffXbly5dSpU2VZTiQSPT09hJBFixaZpnneeefxPL99+/ZFixbdeuutDQ0NuVzuJz/5yZtvvvlf//Vfzc3N5513XqVSaW1tffrppxcuXHjJJZe8+uqr3d3dzz333De+8Y033njji1/8oiRJU6ZMufDCC48++uhzzz3XsqwXXnjhlltuuffee+++++5rr722ra3N6/U+/vjjGzZswHI97bTTxowZU6lUOjo61q1b19jYCFHKQw89VCwWL7jgAlhoG4axffv2Bx54YNGiRX6/3+fzXXXVVRBVg/V/9913u7q6GhsbN2zYcMcdd8DLRZblq6++ur+///rrr69Wq4FA4Jlnnunv78/lcjt27DjzzDMnTpx46qmnJpPJxx577JprroHgPh6Pv/vuuy0tLYSQu+66azhVXHjrzyyb2DpDLMZkLINVCcMJNp/jlD+vXbmmf3ieL/pvs6ZHmlpZOZjxMXvUPR1jG4pqsUL0w1tD7kzmy1x7/P1df+jXX1v6/hXjpwdCwXw2Z2q6aZqWadI7YhQup4kj3IzxeLxcLkNpg4cS+ItRFrEf1yzF+dDWNK1QKETrwhAmJRKJMWPG1NxXaqM2aqC8Nj6rMao9BFXEshzHjDx51aqey+WKxSI43XDECya7Wq3yPFhh7CAMw7LEtvem5k3TsmxBEIlp6oZh68a86dPee/OV4WJJdHsDiljOZ8d1TW+INfPVtGGamXzeHahvbm7gGMvZTweIBw5oNAZgWZYbsXOmBmfYimirDhxGJBIpFItopQGaH7CSJnZx+kDPqPmDqRzaSaK/OhC2JEmKosBlBZVw+Xw+GAzKskSIr1wuw+MFlBUSygCdKMain6WvINuApDDUDrZt+3w+sFPO2AaHLcsyVeVCww1HCIQT0PISQhDSQM0MsEvlvJgomNX4fL5sNuv1enG0VGePHwXSxVcBK7tcLsxqpVIJBAK5XE4QhEQigV6bmDeYIYKThgMgdf0jhCDPjl8PBAJUeUyF48ATiqJkMhn8CacMySxELGTEaw+qBlw++Gbouu7xeDAJeMXj8cAZBsEAZlUUxY6Ojng8nkwmsUIymUy5XEbPUSD7uro6juMYllQqVfjNIx4AhezsiE6jl3w+v2fPHrgxJhKJtrY2j8dDSyw+o1IB2iQSUejQ0FChUMBqxyKZMWPGm2+++cwzz5x6yumwIAwGg7/61a8IIZdddtm6detUVb366qslSTrssMNADCMvwTAMSkXD4XA6nW5sbOzs7MTlRgDGcVy5XG5paVFVtamp6eGHH969e3cikfif//mf1atXb9iwYfbs2YIgZLPZlpYW5CtisZht28ViEWY4WJaBQECSJNxoHMfl83m32w3CGzpp0zT7+/uR62AYpq2tjeO4NWvWoKiD47hcLtfZ2blmzRrcboZhtLe3v/TSSzzPjxkz5nvf+57b7V62bNnixYslSeI4Lh6PK4pSLBZbWlr6+vrmzJnzwx/+cPHixcVisbu7+4wzzigUCosXL6aio+7ubkJIIpFYsmTJz2+7nef4ctX0uhVbL+pmmZF5RjcYm8tVzZ2pfJUVxrrdLikmch5BYKNhjyRyzz376uFzp3ZNbvWQiuQ17DLTFI3qPe+rlf7e3vDEiRMFQVBLZY7j2IMQ2xZD2JFK92q1umfPHlTxKooCP1aWZcPhMEiET7KinK6syWQSqU4o7yFPqvUSqo3aOIQgXG0KPteDsrMYeBEPWZBt3MgwTbtUqgwM7NmyZdvWrVsTiYSmaZFIhOIMgDx8z6hulBSvAN/A+oCramNa29o7xrKCZenZajlt25YgKnqp6mJ4ty/S3nX42K4Ont0r+HZuS9itgU3B9YLFAXrGm9HgU1EUKhEGaY1dSlVVtIcEE0xV4DBNwz4H6SSkycCU2WwW9DA60VAXDtSoAaoWi0VV1bDZ4xjA0ZIRlQtQIEQ+1JMOOWW040Z9Kr4fRWYulwuYHtcCCBuWjjhxQggAKMh1nDLAK6AzRcMQSdM6VEjqaZkdzCVodSOtVUXGABMCDl7XdbTe1DTN6/UiHZHP5zmOg1UFlgGdZNjPwfKCjNQe8DwPY3hCSC6Xo3ERshZkxCq+Wq36fD6v10ut9Orq6iqVyuDgIG3QCNNougAwJ7jW+AlMI5xDEAgRh7pJFEVFUerq6gzDSKVSiCV6e3uB8j0ejyBwpmlmMrlsNovjxILHVcY00palcAIZHBzEMiiVSvX19Th+6pJJPhtJEm5GSZKy2ew777yzePHiXC43derUtrY2hG0nnHCCy+W6+eab33nnHcuygLG2bt2ayWTQzIgQcu+99/7gBz9Ys2bN2rVr4/E4rlSlUmlsbLRte/PmzaFQiGXZ999/v7W1Fb2usD5DodDatWsVRYnFYjzPv/baa16vt7W1tbu7e9OmTTNmzNB1vampafv27Tj3zZs3w5AUQB/zuWvXLjgqomKbhqDI52DRdnR0AIZyHLdy5cply5ZFo9FSqVQqlUClb9y4ETI2wOhp06b19/e/+uqroVBo4sSJY8aM2bBhw5FHHhmLxQghdAlt3brVNM09e/a0tLT85je/ufPOO+Px+LZt2yKRyLe//e1bbrnljjvuuOyyy6ZOnaqqanNz85lnnnnLL35aLBY4whHCWpbFcJxm6ISYEsfm8qWhfLFqkWavx+NrqFqMKRjesNDSGpk2dpy7ordFwzrJGqyqs3ogEizamTyJg/gf1aZgf0RO4TKYBRhSpVKpQqGgqios23HDfvJFhfAYF4i2/UKOKJPJ1LbR2qiNQ2dw119/fW0WPte8OOMYzj9RzUa5XM7lckPxYZgQy7IcDAYhBXGarjg7noz6NiqfpXS1aZrDA3HOqoYbYhXLCPuluTMmn3bmN5csXTVp/Pi507slb9AQXbZVZS3dtNhRKF8QBPgHAz2Hw2HQtMCOQLSgUaGmYFkWUnLoXqLRaD6fByaG2IMqCmh5KAIMqo0BdefxeGiPT0p+41O7d++GxBmH5PG4XS4pl8tjs8/n86B4AUYBlGHAR3338LvlchnIA1MtimIul1u3bh2gA2hpCEWq1Wo+n89kMmhXRC8ofoUKkOBo4fSUpIQuVWzLsgzVCvhmKlmh8hVoIXbt2oVu6oZhiKIIpItchG3bO3fuBK8P3AwFDmAi7R+E30X4BKYZCXGv1wsCHi8Ch4HcpVOEZAIhJJPJwCOPYRifz0cbwYz0iirTPMbexI6qYm77+vrQuugDPcDIIv/9738vSVJzc3MwGISVtSAIXq+3r69v586dsizzvDAwMFDVNGB6FAc7LUSo2AYlEHv27MHJViqVSCQSiURoDExrLT4Lsty27GVL3964cdP7Gza++MJL695bP+nwyZdffkUkUvfyy69s3brt/PMuCAXDK1f+dc2aNfPnz29vb3/xxRcXL178zDPP9Pb2zp079+tf//qOHTveeOONV1555aWXXioUCv/+7//e3t6OJdHT0/Piiy92dXU98MAD/f39V155JcMwDz30UCqVkiRp2bJlDzzwwPnnnw+HxCeeeOI//uM/JkyYIIri448/fu6553o8HlmW77nnngkTJixfvvyhhx767//+7+7ubpZln3/++ba2ttdee+3JJ58URfHEE09cvnz55MmTka1CHsPlci1btuzMM8+sq6tbtGhRfX39wMDATTfd1NjYeOyxxyYSibVr17a0tDzxxBOvvPJKXV3dl7/8ZYSX6I/7u9/9zu12JxKJhQsXplKp//3f/3W5XG+88UYul0smk6tWrVq2bNmYMWOSyeRPf/rTzs5O27aXLl06Y8aMarW6bNmyjo6OQqFw1113nXDCCblc7rnnnrv22muz5czOTdsnT5muaSrPMwxLbJYntukWhZ25yptb+7LFyskxX7S5wR/zVxmVY5ig32MkCoePmxBrrLcJyzCMrdrDifJz6zcbAd/xEV9ra6sg8CxhNE2zoaqy96n5tBlCCGFG2nHm83mg8IaGBq/X6/P5wuFwMBjEE/JTifSKxWKhUKirq2NZlmE+0NGVSiVa4VMbtVEbNVBeG5/edr6fJV+5XE4kEolEIpfL8bwQDAaDwSBgHLAaivFB39LWbgeE+BT4AskNDg5quXylqjZ1jDn16yd99cvHHf+l4ydNmXnYYZMfX7xo/hePJoKb8IJlqCLPEMKPihwEQVi6dOnChQtfeumlV1555e23354wYQKsM9avX3/HHXccd9xxLpfrueeeu+2227Zs2TIwMPD73//+7bffHjdu3N133/37P/yhp6enu7ubUtfgVmElBtQL1IiMPLXRoP0pIdwExAeffdVVV82ePTsYDI7gSMuybABQcEtgvwRBWL58+bPPPjtlyhQIRQDQMUvJZBK6fKpvBjG/YMGCUCg0Y8YMSLchdFYU5cUXX3zggQdOOukk2vcboQJobzRqSSQSlZEB7hzgG8wucPCSJUvGjBkDjcrdd99dKBTGjx9PZd/IVKiqet1113k8nvHjxwP6076J1Wo1k8k8+eSTJ5xwAlA1pgg5dKrJRmQFbpuqyQGRsaKcvjqYWFwdSZKWL1/+7rvvjh8/XhTFF1988e233+7q6kI+/a233urs7ISuHUoSUKS0PBRkdjqdvvzyyydMmFBXV4fIhKYCHli0KJVMTpkyBdAN0B+uIISQ2267rampKZFIWJY1FI8Xi8VMJgM+Ekl8yKgQciD2SKfTuVwOkZXP56uvr6d3B46Hpm4+dbKcYZgdO3ZAhBMKhebNm/eDH/xg7Nix6XR6z549+Xx+/vz5Rx55ZD6fV1U1m82OHz++vb29t7dXkqQvfvGLl156aSgUOuKII5qbm/P5fFNT0zHHHHPSSScNDw+DhD7uuONKpdJTTz3l8Xj+93//t6mpCTKtUqn0l7/8Zdu2bRdccMG8efNQX9Hf33/66afzPK8oSiKRmD9/frFYbG5uPuyww+6///4dO3Z861vfOuaYY8rl8tixY9etW/f0009rmnb66acXi8V58+Ylk8lJkyZhAWSzWcMwGhoa0un0zJkzm5ubp06d+vDDD69cufKss8469dRTS6XS4Ycf/uqrr77wwgutra1HH320bdtz586llvMzZsyIRqNPPvnk+vXrDz/88AsvvLC9vV3TtNbW1scee2zDhg2apk2fPj2VSn3jG99gWfbpp59+7bXXOjs7Tz311O7u7oGBgccff3zVqlXHH3/8lClTisViT0/PMcccM+uoI95++fUZM2eKHpdLEgzN1AyG5whnm2mDXbqlP1soHVMnHdY9gWdZt+DiGW7H1k1jmlt6Nu9qae7kBJdVZRjN7htILXt/kHc1nDA+FK2r41hWEkQT6UpmBPIyH9DkhBCO2etAGo/HEWO3trZiAYOhoJHnJ98X0um0z+fDo4xj99buS5KUy+Xgdlor9KyN2jgURq2b178IEMcAqsvlcqqqAlGBAhQEwbI/4HRHlQ19iHMfVULDORj7Bxp9uxitbEmhaH1DQNY13eZFjuM5Yryx5NXHn3r+66eeetwxRxuGznHcPm2gR5rt/fnPf/7e9743ZcqUOXPm7Nq1a9WqVSd+9atXXnnl22+/fcstt/zxj3+8++67n3rqqWnTpn3ta1/btGnT448/LknSz372sxUrVrz+xhuRSOT+++9PJpPQtu7cubNcLquqOn/+fMMw1q1b19vbGwqFZs2aFQgEUqnUmjVrBEEYGBiIRCKzZ89G6vb111+HrGXChAk33HDDj370o4aGhvXr1/f19RFCmpoap0+fQb1BQN8qivK73/1u+fLlt99+OyFk+/bta9asCQQCEyZM2LBhw5gxYzweTzqdzufzw8PDHvcqv4wAACAASURBVI/nyCOP9Hg8r7zySldXV0dHR39//1//+ldZlmfMmNHU1PTYY4+9+uqrt99++9KlSyORyLRp04rF4uuvv67rekdHx+DgYDgcnjNnDnqYQ2IEshbXFBjR6/X+9Kc/vfTSSzdu3Lh48eKpU6d+7WtfE0Vxw4YN/f39LMv6/f4jjjiC5/mLLrpoxowZZ511ltfrXbFiBZS4EydONAxDVdXnn39+/vz5PT09giB0dXVNmDBh8+bN+XwejdknTpy4Zs0aEMkTJkwYO3Zsf3//3/72N13XJ06c2NnZybLs8PDwO++8o+t6Q0NDfX19f3//3Llzgdr/9re/3XDDDXfffXcgELj44ot37969YMGCsWPHrlq1yjCMCy64YMeOHRs3bqxUKocddtjEiRMty9q5c+fWrVsLhUJXV9f06dOz2ez5559/ySWXYCnOnDkzEomgt9Qzzzxj6PqkSZO6u7vB7r///vurVq2ybburq+u222678sor6+rqTNNkRtz3kTBBIR36caJvSz6fhxkfXgmFQn6/HzOP9U/2Fel+Fje1YZhglxF4IHxC5OMUvpumQRuI0lo9qiBy5lVgBI6QFdoYpCOcsA+pjFwuB/06GTHvdzqv06mjSQP4xNOUHcJCt9tNlfE0WqY10E7jSNpylfrkIPpFZEiLIOmvO/tMkZEacVwdTdPeeeedV1555bzzzuvq6qIJJWot4izsxsEjEivwVp3OaIyp8oTohmIrNuMymQJjZlNS9Ocvvbd0/ZazopVzTj69MRxycaSql5avXpFPl1oincFIrGNCa0UvlrOpp19e+et3eoQxE+/5WkckFFZkt8clq5VKtVo1NJ3jONTp2A5Qzlg2IUTX9W3btiFdVl9fTw2vqCnnJ6SxDcNIJpOhUAj5JZZleY5B5To6VUmS1NDQUCPLa6M2DoVRuw//ddB5Pp/fsWPHhg0b4DESCATcbjd2Yuzr2KKofx+2WMpNkgN5aYMOpLn+dDpdKpXwuslosbZmjz+kV4nkCprEbVmE0fLzj513wSXfuuUXN935ixslTjJtiThKPKm7IvQJbW1t3/nOd37xi1+MGTPmT3/601tvvYU9+Ec/+tGjjz568skn33bbbQ0NDfPnz8c+rSjKNddcgzotWJv7/X7btu+6665NmzaFQiHbtn/0ox/dd999kyZNWrp06SWXXJLJZCzL+tnPfrZ9+/bu7u4XXnjhmmuukSTpoYce2rRpU3d3d11d3V133dXb28vz/MKFC3/5y1/GYrGpU6euXfveo48+irorWKlQGzVd130+Xy6Xu+uuu6ZPnx6Lxe65554bb7yxr69v27Zt1113nWVZX/jCF3p7e//whz/ouv7EE09s3bpV07TLLrssGo1u3LjxqquuQv2iKIovv/zys88+29nZqev6d77znYGBgcbGxj/96U833XQTdC8jVQEmSH2IvDVNS6fTw8PDu3fvtm37gQceuPnmm88+++xTTjlF1/WXX375N7/5TTAYHDdu3LJly55++umHH35448aNWB6PPvooei729/dfeuml69atUxRlzZo1O3bsmDZtms/n+/73v79t27aVK1cuWLBg5cqV4XBYUZRx48YNDw8vXLhQkqS+vr6LL77Y7/dHo9Ef//jHTz31lCAICxcu9Hq9U6dOjcfj3/3ud+GIB/X/zJkzm5qalixZMjQ0FAwGTzvttOeff15RlF27ds2bN6+3t/eKK66wbXv69OkPP/wwx3FLliy5/PLLFUU58sgjH3nkkc2bN0O5/thjj40dO3bJkiXXXXddsVjM5XLf/va3TdOcM2fOAw88cMMNN0iSNDg4eP/99x911FGTJk169tlns9lsR0fH5MmTOzo6YrFYS0vLmDFj0Gac5/nh4eFNmzYNDAz09vb29vbCiQjQtrm52efzaZqGklxq2oO1B2z6WRAlkuQyTYthWJ4X8N+K4lHVqsslu92KyyVLksu2CfIAkOBDKQQ7eZZlvV4vxe6IWlE6AgoW+QEsKrRkQoynKEpjYyNSBPRtgLB4g8vlEkaGKIqIHHieRx0nvhAlwkhS4Z1ULoUiYxwtfQNU++gDhYcMXiEjrT3x1HK5XDg7JMFo2QaKtmVZVlX1qKOOWrBgAeTs+B6cGt6Jn3O73ahXQUWpIAiC5OYY4nZLNm/yLoElvKWytsXJEq9wzJHTut0i/17/zt5dw6lCtszm3tn89rvv/XU4oS772+rlW1ZsL22Lk8EdiZ5VO7dl6jnXF5saGhoMyxSEvXXhiOoP8MRmCC4fCrtxXrSonUZK1FP/Hx7lctnv9+O56iwvoQ4/yFDV9tDaqI1DYdTcVw6JMcrzmBy814xTvmyapmUz5XIZ9B60JY3+ICHEtIhpWWRvfT+zj5xxX55vlNr7w48T23O5XPZ6vU1NnYQQhlSJyFbNMs8QQojKekVWnDs5/Isbb77mmmuK1R9fffXVmqajZQmlG7HHwxAQ+3pzc/P69evTmUxTU1Mmm31tyZL6hobzzj+fYVkTriMAQyyrVqumYSCkEAWBZRi3LDfU11/4X//FMMymTZvWvffefffd19TUdNX3vnveeeeteOft2bPmer3eE044oaGh4cILL/ze976fTKbj8cQPf/hD7IvRWOSiiy7K5tLL3n7rxhtvnDp1qm3bkyZfdt1115mW7pJFyzIll2BbFpA0jFZWrFhx1FFHdXV1qap6/vnnb9y4EfPzla985atf/Wq5XL7wwgtvvfVWICSUcwFYLFiwYMuWLVCR6rq+fPnyn/zkJ1DHDg0NnXjiiaFQqLu7e+PGjZgrUKQIWsBKXnTRRbNmzQLCMAyjXC4/++yzt99++6xZs9Dd5tFHH/3hD38Ixfb555+/aNGiI444oq6u7owzzgiFQk899dSdd97Z1tbW0dGxa9eut956a+7cua2treeee26hUOju7q5UKhs2bGBZ9vDDD1+wYAGkMm63+7rrrrvwwgs7Ojpuu+229vb2WbNmybKcyWQef/zxE044wev1nnjiiZVK5fDDDx8eHl62bBngLBT8s2fPXrduXVtb27wjjmhtbX31lVe0apXYdiwajcfjhq4LPN/e1vadSy8tl0q/f+KJc84++4QTTtA07ZJLLgG1aRjG2WefPXny5Isvvvhb3/qWpmlvvfUWy7Inn3xyJBy+4YYbzj333C1btrzzzjtf+tKXJkyYYFlWJBJZu3atyyUZhqEoCsfzUP4IglAsFrEg0bYGBHypVIJdDLhDgG98xKlgQUrqs3F3tu+9957333+fSt6dfpGj8bvDQZ/lCKWc8XCgZYK2wQINO3t1HeDutve64tBaCwTPh1ZudwRW0ip2PDxR4OHxeDRNe+SRR9AC6aMMzdbdROIMm2HZWV884iunn8QoFbtSZZg6Jm/NDQeWxoIvaR2lt/5S5uapbFNg/MQTJ031WLbHNNiKaqdKOc1e359ZXsyGg2PPDE/mjbxksyLLF4vFqqaxLEsYxnKkNFmbEEJsy0YaAXXMWHg4F1oHTw1MP/rkOLcSXG7DMEKhEAr0UT3CcoJuWBwvWpYliK5iqVLbgmujNmqgvDYcCYsRooJyJGTEzdDZmIb2qkS1fqlUKpVVCHDBJAmCAG3up354gCCQYqM+74DvRGbc7XZPnjz5pptuuvbaa996663jjjuuXC7Dj482dETFIRVmpNNplmUh6VYUZcyYMWipfemll1IXAuAhtHgEWoIXBwiwZDIZi8U2bdoUDodjsZimacFgsKWlpbe3d2r3dDqrfr+fYexKpQIar1AoQHoLbbFt22PGjFFVtVgsdnR04Iwg4eB5nuFYWXZTP8GtW7fOnDkT8oBYLIZ6KdM0A4EAdCaEEHB4SOhHo9HvfOc7999//8svv3zaaaehU+aqVasuuOACnMiOHTtaW1tjsZhhGOFwuKmpCcgMIPKUU0458cQT4aGO1uUej6dQKIRCIbfbPXfu3Mcff3zKlCk+nw/9UKPRKDUZtCzruOOOe/jhh8vl8vDwMKz0stlsXV1dfX39mjVrTNOsr6+H83o+nx83btw777xTrVYjkQhgWalUWr16dSwW++Y3v1mpVBKJxObNmxcsWEAt3hGqFQoFEJlTpkxZsmQJIQS40O12T5069cUXX+zr65s5Y0YoFFIUZXBwUBCEaDSay+UuueSSJ5988sknnzz77LPnzJlTLBYbGxsNwygWi2PHjmVZdmhoSJZliEm8Xi/P8/l8vqenByWYAJGRSGRgYGDXrl1f/vKXUVoQi8VQ3UsISafTvCAUi0VVVV0uV2NjY6FQKBQKyCwFg0FkgQKBQFNTk9P50XkPUhDsfMOnm/JCfxwqYKAmjAfDYRRnM6wNoT9Y82KxWK1W3W43z+6DyKnUhNj78KMMtzfqTqfTfr8fEq+Pjm7/aSlB4ugOBgyKxwjY+lESo787VLPq5WXJ5uOp5D2/+lXeLJ3172fyPJ/JZNy+mMqy4zralg0PPbi1d4YvMNXi2tuavLLtNhhBY3VVTOYKr2/Y9Kd1a/hgdGK0YUaQp8UtIEqo5GbUIdFGm3h6o9AWS5EW3P8Dk7N/pzM8lNgR4Rb9ZjqBNZq8NmqjBsprYzRTjqen8/notI+Fhx36F+JZD7I5EokgSY0nr6qqn0rG84AbobMbIjomHoB20jRYHIJk/elPf3rHHXfMmzcP2VIqAABfTr0O33rrrfXr10cikYkTJ27cuNHr9V511VULFix49NFH29vbp06diq7gpVLJ6ZkIbCEIAsoNXS7XwMBAW1tbsVhMp9PBYDCbzaZSqVkz56CjOH4L1uy2bZqmrqpln89nWdbuvp2FQgEIeGhoaMqUKaIoMoSBaaAgCIBrW7ZsnTVzNkB5uVzu6uqKx+N79uzx+XwMw+A96JsIIA6LGDjZwZJs0qRJP/7xj5988smbb775vvvu03W9q6sLhX0ejwe9WgAx4XAHobwoigzDhMPhSqUCIS+iBZSNwvzx+9///ne/+91bbrnlu9/9LsQJpVJJkiTMvGEYw8PDgiAMDg62tLRUKhVVVaPR6PDwcDab9fl8Ho8nmUyKolitVr1e7+DgIEQFQBVA52+//fZVV12F8k2v1ztr1qzLLrtM0zScJnA5eHGGYd5//33aAAXVt83NzaIo7tq16+z//M98Ph+NRpcuXQqvd47jurq67r333s2bNz/00EOTJ09WFCWVSiH8SyQSqqoGAgHIl2mrcIZhOjo61q9fHwoGUbhcqVTq6+vD4XAqlQLdm0wmS6USy3KINxLJJM/zXq8XSQZFUaLRaCKRwFRD52AYxp49e6LRKK4dYDEtvaDGlJ9RNQ7P81/60pcQdSCegZr8QxCYE6patkGLhtEEyuPxEIuhDxZ6L++P+fQRPUN/f38gEKDCrUPtUUkfcdRlCIjW7/fDOP9jAU2XVy4lsx5BUXVt+pJZP7zpBpZnvvn107xuxbRNnrUmdXVGNry3tm1ib096w8BbM1sbOxrqWgP1et7Y1DewIZ5YnUv3iSG37J/a3tpiEX3kKUebJ1BdyqiggsZIHo8nkUgg9IVih16gfwyaO5E3qHfaDMGpsCefmd1+bdRGbdRA+eeeKafPR9rjEJQtbDdAUUO1+YEEfMTTjYwUQn0WxWeUjkITGTTHOWBKnab4wc1MnDjxrLPOWrBgwRlnnPGFL3wBZsm0YZDX612/fv0ZZ5xBCDn++OPPOOOMlpaWrVu3MgzT1dV1880333777XfcccdJJ5107LHHwhIErCEkrbT8jhAC/ztCCATod911V2dnZ+/u3VO7p5944om0T55pmrzA2cTieW7WrJk33XRjc3Mzy7KpdCIQ8AeDwXPOOWfRokXt7e1w0/viF49RK5pt227ZY5rmn5/5y7r31q9evfrf/u3fBEE48sgj77zzThj85fN56FapRXoul5MkCdplcHg8z996662w6G5sbATm83q9J5100i9+8YtzzjlnypQpp5122sKFC5ubm9GQJRwOwwEGGRIyYl+In0CHIKBPl8t19913P/zwwz/4wQ/OO++8Y4899s477+zs7BQEYfv27ccffzwqyfx+fzgcPuecc375y1+2t7f39PToun7ppZfCyv3ee+9VFCWdTu/YsePyyy9/5ZVXgH1Zll27dm1vb++KFSs0TZs3b94555zz61//+i9/+QvDMBs2bDj99NMDgUA0Gl24cGFdXV0+n+/t7UV2nq7JWCx2/PHHb9q0CXWl8+fP/9WvfoXGkG63e+HChW63GyY84XD4oosu+uMf/zicSPj9/q1bt55//vm0thX4BsqK+fPnr1+//t5f/1oUhJ07d55++uljx46NRCL33HNPKpUihCSTSdgvVqvVdDodqauj4RxljhsaGuBNnslk0P5J1/Xe3l7os6GZpkJnWuxI7RE/3XuNRkFILmE5HYwjHwWqnLUiwKmi4KqUq84QAu3ebTLqyG1CiG2xLMsWCgVkYMiIhfYh9agEoERSCyel6zrKFmHvjcfCRwfl+XJW4eRCqWizzJeO/3LL+I7f3Hcvpxrnnvafplp2cWJHRJnSGH1UbCt50sVycsueNN8/pBhbbV3MCUI2qKSDAcklt4r8cV+YqlaKEs8jkEbGDJeP5j2cC4+M2NEqigKlGZpw4SlKsfVHx82jYi2aWXVmFejb8Dp1Vaq5r9RGbRwSj7haoHyI0D90F4EVXS6XQ9cPv98PuIk+OKOk54ZpU36dejZ/6hln7ILxeByK6ra2NsqfjXqUo7aJHie8DqBzmD179tVXX02bzhQKBcQYpVIJ5sewDwfLDi9w27YzmczAwADHcYVCob29HTuWrmnIy/t8vmKxiG2Gln9BYc8wTDAUAu0EtYwg8CzHwFobJK6qqgMDA6FQyOfzWJZVrWqhUBjlg7lcbmzHuGAwkEqlR1omMSzLDA3ticVi4MKxsW3bti0Wi8VisVQqBSFNuVyG2QW4XghjgORYls3lciBrK5XK0NBQOBx2u93FYhFcONAY2usAiwPNY/PGtQbSxXaLUrZisYjkA7znkItgGAb0WywWw1TD8T0UCiGZMDQ01NTU1NzcXKlUsLpM00STv6amJkII7WmPXp6apiEwCwaDuI7xeNy27dbW1mKxyLJsPp9HNfDEiRNfffXVe+6557HHHkMjVXyzoiiqqnIsiw7waLoZjUbxK0NDQ319fRMnTlQUBVaPQ/F4oVBoaWmpVquIRoCMq9Uqdc8ol8u6psmyHAqFMPMo1uzt7Q0EAlDTxmLR3t7dpVIpEAxikVC/SKBexJCGYSAZhdNBSxpVVcEfB4NBmOVT4vOzeHhSax0EEghBD/hDFN45ERXOYnh4WJblcDg88tDgnBgVFdeEcX6nRQjhORewIMdx8Os4BJlUqsHA3QTDHK/Xi/VPRRofHZTbnG5XLVlwWwxbNjRBkUxL/8Hl350/64hTTj0zqxmq2/O3wb6rfr9LlzTNpWmkwvK8YEuMyZsCl7YKRGR95cq13TNP7KrnPKZHN4GqJUmCrT6q8OkD3HnJcNMhiBoeHg4Gg/X19bjfD6Z7+SigHP+NBmGmaYJGgQqOkim00MW27bbW5touXBu1cSiMmk/5IYTIAVzi8fjQ0JBh2vX1DeFwRJJchmkZhmkThjDs3v8QBv+hxmeoPHPyIp8uKC+VSul0GnICNBE8YHaVpkrRTxubUzQanTt37uLFi3t7e2fPno2dgOd5sLCog4S4BVoUiukhUwa/jpADDWXcsoyKSahmKYYDYEVRKSQWlmVls1mPxyMIgk0s6syNbU8QBFhQcxyLFjyIZ0RRrK+vN3RTlt3VapVleYZhgWvD4TB1EwdODYVCPp8PVbYAnWjfA+gPcIwQAiQoaH6AP8QVhBBZlmHqouu62+3Gp6gvHuAj0AbgIDQVkNrjZOn+ip5QeH80GoUyGEEd5qFYLPI8HwgE6uvrJUkC8gadjH/U1dUhskLDSOKQV7nd7kgkUqlUYODN83w0GkWJpCAI99xzz+TJk7u6ugqFwi233DJ58uSZM2eiehI5AWBfGGzDvkMQBHCEqAEA/Q/DkEKh4A8E8ApOh7KGWAZYAKqqNjQ2yi4X/HyopCESiUB+EwgEdN2AhbxLlslIH1DgV5CatCcU/g3LkVQqhbAHRclomEqh0v5e/p/OE5njQK/ifKlpxsE4Y+djBCQxNFe4OjBCsW3CshzDsIQwtk1smzAMwxCWIXv7yDAMyzCsZdq4QLquq6qK2+EQFBw7W9uifgaZqP0SAh/t2xiTZwWOcDbLWgxRNZXjuYmd46696v+VRHH27DmGpTMCu2ZzMlvJaRzH8bJtsBWbNS1ONAmrW16RDVUL/zP18Ml+mbU1ayRhiFAcEjtAZGf45NSooLLFsixYZv3DS8tJhCOoq1QqiqI4rSFp6TDuqWw2Gw6H3bKrthHXRm3UQHltfABk4/F4b29vOp0WRTEajbrdCjrdAFHRnLszZ01TkBi0rcmnPhAtFAoFURTr6uqcQGF/C0VgHdr/ElAyGAxOmzbtwQcf3LVr1zHHHANmlBACshNcIOhYYGvq0ILe9el0uq6uLpvNggJnRih5iKfB7YF/Qu96CNCxF4bDYUjtOZ7FkXu9XmhPWZb9v+xdd5xV1bndp916bps7nWGYwlCGMkPHCgHBEktU1FhQEY1Gf4kRQwwvpjyfqEnsYmIJsRv1GbGDRBSRJiJlYKgzw8D0O7ffc9up74/FbE8GNCAqMe/uP5JxuHPuKfvsvb7vW99aIF7rusbzPCEsQK2macRg7Xa7zWZNJJKUWUv3M6AlnAMoofglzaFSUyFKSobDPLUrSiQSgPhUuRlgHc8RWhnYxcGGB8eDKjfjT5CNA2YF5qaHwg3EhUN2mgrk2e12PCPcAdxn3AdMM+BUYHSqNwIuO9rXrFarKIrRaBSInyKPUCi0aNGiVatWvfTSS16vd968eYgQcO3ABwBSgUAANq6FhYUg+eArqJUJzlNRVdQZqAkRMTnOaprm8XhisZjDbqc8Y7wamFeapvn9fovF0tbWhpKF3vc4AFBQhUCwRK3gOY4TRdHhcHi9XqvVivCJKuvhLlFxjG+o6E9FCckXCzERRifkoFEkDWtjsZiiKIWFhVarPZuVBcGi6wbDCVlZTqUz6UxG03WW41meNxgE+Z+H+izzeZCPl4t8Y1rsx7Jaol6EsgbUS/A4wJo7Wiq2wWiGTjhOyGSymqHb7A5FlvO93gFFRYsefNhgyPiJEzieaUqS/eGuhKHZBAenajzH8AbrkHmnylgy0hCf9dJxtWI2zvFE44SDcuA8DzYUMghIWvcD5Xi+kUgEnsEejwcL4FcLMPpxVwDKfT4fXnb6dVgHsByFQqGysjKB53IbcW7kxr/FEpejr3zlxDYxsfS+ZN1EtonSBM24GbAbXjNQI6Eid7pxfPZC8FkBCpF6h9P43r17CwsLJUmqqamBB/sRkmQAkROJhN1u37t37y233FJTU3PYPtHDTkVstKD0ULUvgecB42hwYiZrYmiaJisKZE9wLYLApzMpKMBQbGemhdAMdCaTIQYLxKaqOvmc5a/hOQPDkT7RMapeZ94d6ZnQqwNyBUEFCI/ulF+yudI/pzjS7MNyLOlGekBz8vgYAdO+fft6enpcLldVVZXb7Qahtt+dgaMKstF4HDCXIYTQeACIARi6H8WW2uWgFVJRFLtJsILK4YPDo+t6KpW6+OKLR44cyXEcMWsIHkLwPfQWIdMcjUY7OjpwkuXl5ZiTaFE9jolk3VAFQZBlmWOFUCgEXrXb7eZ5gecFoFU00W5paFy1ahU0SaE1PmZMHWpWmqbphnZwAqsK1eMLh8Ner/f4IvLD0qkpfaW7uxvWRT6fDzUlzGRqunSkt5FVWZ1hCEcMVmOJQYjO6ryq+e2ON15b8sd775997ZxZV135UVp86PU3m7JGXNGdvMDqMss4WNnqIIwjG7rmrPEX1nhd2bjG86pmN09FxFc+nzcajVFdLNptiQA1mUyij7miouIITxvBpJmxQ+VTce2QFYKE/GHXVV3Xw+GwIAjV1VUcmyOU50Zu/FuMXKPnUQ8sZ9i6sKvRzcDcykNt9gC8DrIDCTEIMQySyWTj8TjYzxaLxeXyYF+RFZWm647L1YH+geo58k+apnV0dIiiGI/HvV4vIBR1UP+XA5jG5XIpijJ8+PA777xz+fLlh+0eOyw2AvaixvKyLCOzTkyMHfozzaIBKtFgACGEqqp5vnyzheHnknO6gs2M4zhNNSyCDVY1hJBsNsswlNyJ3CShxiuAPpRBZG5+xWfMgsqyLKMvs6SkBGHDF8HBL5Gop3vwsQMmekA6e4/xmKqqjhgxYsSIERQlILfdD2DxHAcAAcIJ6eMHA1ZiquDEOJ6nPWo0DkHUitIKEuoWi4UxzR+K4zGN/X5/cXExMLTWd98oyicmQdJDaz74XpfL5ff74WwfCASqq6tB8Di+1A7aTh2Pxwkh1LKR43j0AWcymWw2+/bbb2/8dCvqAIFAQBA4URSb9+zdvWP36aefXl5ermqyqqoa0XE1ZlWQb64UcITz87CvBsMw0WiUyq0gR4CVCk/ki2LdL/galjCEGMRgdEJYwuisQRiGDUVj5/7gPE7g/+fuu0aNGT1m4vQz6kY8tGotXzogGo/5VV1ltKxTz8Sz48rLp1UP4UlHTNA5jrfoTL/IXNd1WVacTgeWL9xbwzAkSeru7s5ms3l5eel0WhTFo1qo6RKEqh36ahD5oy+F53lRFA/V06QTu2+TyiHy3MiNXKb8u5wpp/06+Jli8X6pdLPmFD4mJVOSlEwkEpQ2AF5EP6/743t1WNNRpse2QXEbtEoAho6qqIr9kjGNI0ei5qoCCtbpVOqwHij9JrNmqMRgDMOw2x0ul0sURZZlGYY1p8kpKtU0DfxawGW73S6KzlQqnUwmsfmZnymEXLCtUifCfmCXBmmEECQpQRFBa2Y/ueUjIWMrDgAAIABJREFUgSPfgdWkL89K/tmjypyQNgyjva1NkiSn0ylJ0uDBgykbB9KKLpeL6o0oqmqeNogS8dYAxAeDQb/fbxEE+hmgDcRgMJN3u90A7jzPZWVZUdR0Ok2Vm7/8NUcyHi/pvn378MrjIaIP8ji+sBzPoKgVDkXRz5DNZgXhYM0hkUisWvXxunXruru7HXZXZWWF0+n0+XzZbDYUCh04cCASiZSUlNTW1p522mnFxcWGYRBGoZ2FkUgErcbHKztAvoC3AzVSSZKoGmwwGIQhKP0wqklHuuIxDGN8XpfsmxAGoxs8yxJD39/a+uQTj8/94eX5Y05++JNtT+3ck3S5vbEsxzMJkq0vzF8wafIpdlbmQmmbyGetHJc218foD2jGQKs0Wjs6OzsxwdDGUFJSchSsm39eQJARQPpckiRFUex2O3xeD32C9Mam0+lkMllTM9hqEXLqK7mRG7lM+Xc1U46kIE2X0t/QTC3l/tIKJmgq7R1dPp+vsLAQLX0HXTn7FDYoOj92IsFX3+k5DtQCmMIEg0GUyAkh6AukV3rkKB/S3fCHR3nhyEEnthkke3iedzqdDoejuKgIqIsyVWCohEY3rW+kMinkqpPJVDqd7uzsHDp0eN+GxOi6oeuGrmuGznA86eOk6oZh6LqhaRohDI5mEK0vqGCJwdAeKaRskYOkpHYK69H7CBlvqIX4/X5MCfS5Aqwf4Z08VJH62LF7v/6EYz8g6Chmq0vaKWgmn0AMR1GUVCoVDocpXkfQwnEcOLiEEEdfNIjXBG8H/sTpdCaTSZTm05mMoet4p1CaIISIogh6OhS7CwsLZVlhWY6Qg0remMaUBHXoi4AJBt1Jq9Xq9/tbW1vBtA4EApDQOb6JZPQxQ1Fe13Wet6Croacn8Nprr23evDkUCg0bNmzOnKshEs+yLCGMpmkHDhx45pln1q5d29vbGwgErr32Wr/fLysKTcCb2xD/TQYeE9STMD0woxwOByyrIOSPFeMo0C1hCWMwhs4QnRDCEGIwRNWJxW6VZYUxmLJBldde96ObfnL5RbN+dPMNv4yHs6/varV4/Ea4c7BTuXHSSWP9xG6kE8TKZKzurF1ypIipG5XmpNPptMfjQv86lJeg319cXOxyuex2O1SDjvxuYOpiDUE5MZVKRSIRm82Glm600Bx2TcZChL6XcDhcUlyU29lzIzdyoPw7ObA39ANVWBbNMBTLKyUBB4PB7u7uiopKpFfBmiV9vhKACPTIAATH9xoBNEFTgewdvSLyJc1nh0PVSHzC6QYaI0eF6WkNgd5VAC/EP2aPDMpJOMgX4pmOjg5ZltH0qesGTIUMg0QiwU/Wf4r+P5bl/fme8vLykSNHWq0W/eA4uO3Z7BZQP/vdH3pWNMygFE+UQbLZLDpTEUsgoQ7eDpDiUXEDKNz/CurFX37YrzErT+ctbgVCTbNbDfrzAKrAb0aXJ+36hfIM5U0BN1P9Ciq9goJJLBZDO6xK6S59gN5isYBklUwmaaeszWaJxhI4AvAQbX79oqAFnceINGw2GyTYAYDQk3ocX1K8R7Isu11erB5Wqx2/aWxs3Lt3L7Ldl156aXGRf39rkyBY6V0dUDrwyiuucIuulStXOuzWrs52nmPsTquZ1nVUsfc3Mfq1LVIjHmjL0BoU6HZQrjxsAe1fplmIcZDgQVUiWZZLprMWi8UgOsewg2uGXfeLX/zxjvs0a95l58w+EIrtyKp+p+3c2upxXoeaCoQd9gwRXFZO0VP9JFZo2zq1tlUUJRKJYGn1+/2lpaWxWCwej6MB5qjSQ0hzWCwWWZbRV2C326GOhXrRYZM7ZolVdMbndMpzIzdyoPy7jcshdBAOh3meh0EMKsh0EUQaFUi9vb09FovBo4QijH5Ii2I7cGGPV9WYUi90XZckCV2eZWVlHo8HCU5sM0dRHdZ1MMLR3ClJEuUZH+GfUwxKyZH8P3skUQYzfgmkzrKsqislJSU8z/f29oaCEZblJEliWW7t2rUbP90UiUSTyRTSRYKFUVV18uTJP/jBD7xeTyaTAay0WCxWm4CvVlWVGAa0Ec1s0Xg8TjOvgNr0TKA8CHo6bfOl+TP44ByhOUs/6Hzsfh+HbaE7xo2ZCmJSbx3K7yIm7WTA4mQyiS40tGPSWgclhgHK9Ltk4EWPxxOPx0VRhGI619eka6aQZbNZ6HJAH1rXdU0zPB4XZi76hsHyP+y7hi+i0QUqY2VlZfv3749EIh6Ph7q9HsdVCDccQpC4UpZlZVnZtGlTLBbTdX3u3LkDBgywWvnly5eJoigI1kQioWna1VdfU1JaNGXKqTt37giFgrt27aqvr09lJBpyA/Ad1av6zeFyMwkEsT2IGZg26EPo6uqiNOujqsXhe/r+H8saqxODswrprOyw21PJFGH582dcKBL3/Q8uao9G42GVK69W4kG/7C9UVOK0hzXdYvA8n4nwEQcj9stc0HxBPC653SLLspFIBBuB2+2Ox+PIWB+VACUtCCDUh7i+zWZDoEg7Ig7ryUq7ETC3j2/nQG7kRm7kQPmx7oWqqra3twNVAIql02nDMEBNoVISENju7OxUVbWkpIQQomoH+Sq0RkwrjFRi3OzP/O0P2pyazWY7OztFUQT0icfjFFAeFSKkqJq6ox8t+DObQmMc2rpEqeEUweNCrFarJEl+v19VdEVR9+zZs2nT5kg41tXVFY9LEOyLxyVJiubl5a1Zs0ZV1dNPP720tARoTLDwLMMQQlJcSlVlQljyz0wSWkwXBAGKgawJIJp7KPEDNf1BMhh48ajug9mW79gRDw5I+nq/jvGAmMC06dYs+kYHVfmUZdnj8UAcE1lzc5MG8u7GPxclKH0W/wtMrygKHgm9zxSdI6sKYUdUSxiWQ7OdzWb1+XzpdBrdw4d9zWkn98HJIAiQpU+lUmg7BqX7eC1EOB+cPBhiqVQG7KDOzk5JkiZNmlRUVOR0uPL81hNOnORwOBLxpNvtlmW1sDBfklIVleWTJ09+7733enq6FUUmpgoMlVs9ju0Nh3aMYP6UlJSANob3l5oAQMbxqC1IDfZzJrnpu3hO0K2MoqocxxsMIyYtZ007vbWt9f4/P5EqHOwpKWjatf35te9Py59XNmqwINjFJKdqYc2VJsnPQXk/cjn8sxRFCYfDaHFxu93pdBq9qocua19+czC3s9lsJBLB7gNwbzacQpHn0DWZ9utTMfXczp4buZED5d/JwTDM/v37U6lUaWmpxWLJZDIsy/t8flVV9+/fn0pl8vPzkQENhUKRSCQajdbU1Og6YRiGGLrA80g/Y92ECRAq76gXIwFLtXix8lLmBlKAkFkApQOgAbY1OD3qY09BEqQYgE5wQGQ0ESHQTBv+Cdq6wWAQ5HLY5XAc53Q6QcagOMksiIEkKNXXQxoGLAVo4pp1aSCagRPGWfVpDupURhpEXhwTcBZZHwr4KNyHrDVAGFCaAhFuTs1kUhzHcazV7y/c0bh75YcfJ6RYb29AlZXLLptVWVHtcDjS6XRPoKuhoWHzpm0NW3cEesJz58715HlUneEJo6gKyxKPS4wbJJPJEuagETqUE1VVLSoqOhLsaw5RaCvkUSFyc68kOeYWw0Ptvo/91aAGJWZ4h8eXzWZFUQyFQrFYjGFZXIBgseiGocoyy7JZWbY7HLKiQKGIZVn9C3SakcSFPaG5x9rcM2sQwnKcpuscz+uGQRhG1bRgKGSz2QDKVdUhiqIoOg2DQEolmUwSkxIL4Lg5MYlbZLVanU5nOBzOz8+PRCLU6uXbx6+GziTiSdHpVVXd4XBIUgrvdSQSluWsosgVFYP8/jybXWA4mzvP37B5y7ZtW0eNHDlq1EirjVVV3uGwDaosJywbjkmyzpI+1U66EJnfsm80C05vII1XkfsApsS/ptPpWCwG11tUmfDWo0QA2XtouR4VyuRItm/OsAY5+PQFQkgmY+tLoxvEiNsUwzA6DwQsWTk/1l659s3m5uZQNvvXt9767djf2hUlw6Y5TvSkXQxLsIYzDEMQJdLoVNelRKKjvd3r8cBYABwk7BdH1UeExRALNcMwJSUllBZIczr95nC/m48aETwKctt6buRGDpR/V0c2m81ms+Xl5fF4vK2tzePxBINhqtUQCARWrVr16aefqqqan58/cuTIIUOGPPHEE4IgDBo0qKSk5NNPP2VZ9oc//CEsuzVN++CDD6LRqGEYHo9n/PjxcJIHxgU3Rpblrq6u559//uabbwaf9fPUUR+Khes7ISQYDD788MM///nPV65cOXHixAEDBqAZ6KDws64DBMPMAmrZ0OnD8g0g3tbWFovFYF7t9/uxQcbj8RUrVsRiMafTeeqpp+bl5aHATSE1sCbXxy0BsEYKGVsORS2wksFXU6MN6kHz/PPPX3zxxTgaZdijOYmq8FKWua7r99xzz+WXXw57aiQ+0VdqEI3jeIbw+IrNmze1t7czrHHeeeedOHmyx+u2Wq0MYTVNHzK0asKECZ/Vb3n22b/F4/Enn3zyoh9eJAhVmsLzApNKZUSHUxRFWVZUTQMaSCaTiUTC7/fn3ghzftGcI8Qzont/IBBA9ChJEjU5In1mpYcqFX550PLVUvvouIWCByanIAii6EAKFllDzGTMWHNVBHQaGBIh9X587za4Nx6PRxB4uMOCHQdeDcuypaWlBz2VGDJpwsRIMDR50oSurq7Ro0czDDrLmdLSMryMiqLYLJzZqgxmT9/obDFn5anMDn2sqNfhnqdSKVVV4e/bLwrCaonMQiQS8fl830SXPEyvNm3a5PF4DMNoamrC7N2zZw9mwucO9oebt7gum83W1dWFbgRN0/C/5Cux0fAn6XTa4XBAGpJmx//loPpgh1pn5EZu5MbxHWzuFhztAFcB/V6pVGrfvn2xWAxFeUmSZFl+4okngsEgy7Ivv/zynXfe2dDQsGnTpqeffvrDDz9saGh46aWXXn31VfR6Aqy89NJLFRUVU6dO3bNnz80334zyayaT2bVrV3NzcyKRQBZ8165dqqr29vY2NDT09vaits7zvCRJu3bt2r17N+Tk4vH4zp07DcOYMWNGcXExMk+SJH366ac9PT0Q1aYpltbWVuStwevFRhiJREKhELzii4uLgWOcTudf//rXeDx+5pln7ty587bbbkulUrFYrKWlZf/+/aFQiG6EDQ0NUBFmGCaRSDQ1Ne3Zs6enpweOOYIg7Nmzp7u7G3LU8Frv6OjYvn07DOoNw5g+fToK0729vaqqbty4MRAIUHdJQRC6urr27t1LOdzNzc3JZJJhmKamJhjjAfAJglWWZU3TeZ7vDYS2bdumadrPfvazs846a3BN9fr1axcvfvKJJx//y+In/vKXv7jd4pQpU2bPvjwUCjU1Nb322mswMQ2FQslkStN0QRAIwyItB90xl8t1HNkL/55FJIqYKaJFnSeRSID7QVufaa8zJfz0Q/Nf/kVQpfwKQBDzn/TZnguCIMsqih5gwwPvUkOofr5FhBCHw4GM+/HVKbdYLIhwNE3l+c+FI61WK7peY7E4y3K6bnAM09nR4XV7aoePHDhwYGvrfkMnmmYwDJtIJHRdt9psPGfpx/uCPM43N0mIqYhEn34/02Ke5xOJRDAYBJVcFEVzzG+GpxaLBS4K1Jn1a7/bDMPU19fTcI5hmFAodPLJJ+N2mVWz+smAkr5aaDKZ7OnpsdlsmUzG7/f7fD4ajRztOSNwymazXq/3n0KCozmCuTk+N3IjN3KZ8u/qyMvL6+7uLi8vLykpCYVCHo8Pexsgr6IoJ5988qWXXnrGGWcEg8HRo0eLorhgwQKGYc4555zKysqFCxei1Eg7e0pLS4cPH37mmWd+8MEHyH4tXLgwGAz29vYWFRXdeuutWPSfffbZzZs3G4bR3d394IMPVlVV7dix4/7778dmVltbO3/+fGTENU179dVXp0yZUlNTs27dusceewwScrfeeuv48eNDodAf//jHlpYWlmUnT5580003QUgLchmSJHk8HkKIy+UCjAbZpqWl5eqrr8rPz58/f/7u3btFUXzhhRcaGhqCwaDVan388cez2ey9994bCATC4fD5559/5ZVXrlq16sMPP4RN0uLFi1Op1D333BMKhaLR6LRp0y699FKfz7dmzZpHH31UEIRYLHbjjTdOnTr1lVdeueWWW5YvX/70009XVVUh1LnzzjsLCwvT6fSDDz74ySefeDyeiRMnzp07F4q/Vqv1wQcfbGho+OMf/2gYBuj+iqLYbA5V0VVV3b17dyQSOemkk4qLi1wup9UqDB06ZNiwYZlMxm63x+PRoqKiSCQxbty4lStX7d27NxwOt7e3DxlcxRic3W5lGE5VP3dyjcViZmec3DCnA/tll1EOSqVSXq8XGWhKlKL38yvAAkgDfYU/pGlC6hWACWY+FN7ifrlY9ADAcNRs63vcEioccYr2dCYpy7LValVVGYBVFEWPx9Pb23vgwIFUMiPwVruNa2nal8mk/vCHP0yaNMnr9eq6kcnISSnd2dmVzSgul9tqtSpymnLMkJBGs+zXniA/FKMjxKKwEnMmmUyiXcdisbhcLtqrc9hjIg632+24G1/73ZZl2eVyXXXVVY2NjR0dHclkUtf10047bcaMGf0ic3MWn/4MFh+SC4SQeDw+ePBgjmO/8t1jWVaSJEEQQIbk+2y2jvw9pWFzDpTnRm7kQPl3G3mIoohOI6fTabfbZVktLCykyhtFRUVPPPHEjh07zj777B/84AeEELgFAZuCog20jXyw3W7/5JNPWlpa3n///WnTphUVFa1Zs8bpdP7617+ORCJPPvnk3Xfffdttt+3Zs2fixIkPP/ywzWZbt27d66+/fuONN95xxx1Tpky59tprBUG44447enp6kEHHLlJQUBAIBO69994LL7zwkksuWbt27QMPPPDkk08+9dRTvb29jzzyiNVqveyyyyorK88555xwOGy1WletWrVjxw7sbRaL5cILL2RZ1ufzybI8bdq0p556+rrrrhsyZMiYMWOi0ejcuXOTyeS111577rnn+ny+//mf/0kmk/fff/+ePXtuv/32kSNHzpo168wzz5w/f35dXV1+fv5jjz0WjUbvu+++7u7uX//610OHDq2rq1u0aNENN9xQV1f3/PPPP/HEE+PGjUP7I8dxoVDolltuOfnkk1988cVXX331V7/61YsvvtjY2PjYY495PJ7LLrusqKjooosustvtW7ZsWb9+/d13352fn8+yrCiKsizrhmqzOTRVMQymra1NUZS6+lFIb1ut1vx8/5IlSzZv3jx9+vTKykqrVXC5xN7eyMknn7hjx45kMtne3j58aI2ua7pGwMgXnc54IqGqaiKRcLvdh8oa/D8ftBZv5nmD7QPeEfoj0QBNnVD7KbT8S6BA7bq+Qqbc3Kbc5ypAwKHCuaF7wZzCxyehgG4Wnz6O3dj0bnMc53K5NF1RFFYQBJ5nDYN4PF5RFK0W+5bNDaecPAX+7YFAgGGYqqrBod5wMBiuqRmmqmpcSmzYsAGMZFWTqW4JBW3f9EJK239RHsQTyWQyqVQKxQqO4/Ly8pAv6OeAay7L9MmY6lD1OXr1lSMaqML913/91/vvv9/W1lZdXX3xxReDHwhYfBDv9l0U6euyQIwRCATACJJlGQr6VDCRYvcjB9ZYhcAhRKyLNMQR3vl+7ylVDs2N3MiNHCj/7iEPoDpq3yCKoiRJpI8A/ZOf/OTee+999913V6xYcfLJJ996663onnS73VartaWlhef5TCYD1w/0Zn300Udut3vTpk2333673W7/8MMPJ06cKMtyfn7+5ZdffuONN0aj0aKioiuuuAIU8ylTpnz88cdbtmxhGGbOnDmgXY4aNeqDDz445ZRTrFYrKIY9PT3t7e2EkIsuuogQMn78+IqKinQ6vWXLljFjxrS0tCiKMmzYsH/84x9nnHGGy+VKp9ONjY2NjY3Iu4DBYrFYYCF0/vnnI8Wu6/r8+fNHjBhBCGlsbBw4cOC5557b09OzevXqefPm+Xy+urq6p59+GhXV/fv3x2Kxq666KpVKbdiwYcSIETt37uQ4rqioaMWKFSUlJd3d3SNHjuQ4bvbs2eeeey4ykVAVKC0tHT9+fDqdHj169DPPPNPd3b127dra2tqenp69e/cOHz589erVF1xwAcMwy5Ytu+uuu4YOHarrOhTreJ7XDR0UBYZh4vE4pNM4jvN4PJlMyuv1lJeXT548ORQKnXTyCYQQRZFFl8Nms1ksvCzLiUSC9DHjVUWx25wut9OIxxOJBNpeqYTO/8O34LCgx+ycRQX7gJaoySKCPUVRQGWhXu79PIz+JX3FDLyOHM0ctikTgA/Nu3iLrVYr+Ff0lLLZLChn6JD+dxCswCXYbLZkMsmwBzuANU13Oh0VFRVdnT2dnZ2rVq0WRXdRgZtnBcMwGIPlrRae5+NxKRyKfPLJhj179vi8/vLyclmWefZzejeaKW022zd9CVT7Mp1OS5IEc3iHwwE/HdxnuPmavSAOvQ9U5u8bSv0yDIN2mokTJ44bNw50Go7jEokEzgoNLYqicCYZKNJnRZxIJFAsCoVCDoejoqJCVVWGYTH3KJ/+yM8nkUigIwIv19G2WPSzNA6HwzlQnhu5kQPl381bxvNU5Bi1SOzoALKqqra0tMybN6+wsPC///u/33///ZEjR06cOBEU1aqqqmQyCdCZyWQ6OzvdbreqqrfddltNTc3+/fvnzZtXXFwMZSto8UKiBHAnHo97vV673Y5WORBb0ZpJRWexoaLtyefztbe38zyfTCbdbjfM22APHgwGYYNXXl4+dOhQ2uJ22WWXHThwwOVySZJUWVmJ/QZ6zxs3brzgggsuvfTSdevW3X777YsXL3Y6natWrfrd736HzDqWdeDg7u7ugQMHGobx1ltv3XfffbDsRklakiRN04YMGVJXV4e9DdtJOp1ua2uDezYOgnwS0j8QPkO+KhQKaZpWWVlZUFAAUGWxWCRJAsvc6/Via2dZXlVVhgiUb4AEfDwe97idhqEWFRVWV1fLspxOp3nOwgsCmrFo66phHBQP0TWSSqUIY6C3NT8/H32Bx53D8O0M2oVJf6CY2NzZiQZKyI2TPmlCfNjr9VJiFT7pdDrN4BitltSp8V+COcqv+Aqy93Q+6LquKCraGwghfdQUzTAMhGS4CqfTyfMc/ROcM+RfqHGvGRV9O3gdCxHWHKqFhyhj6tSprfsOMAy3atWq7u6ec86eMWbsOKvVxrIcIUYyldq1a+/7K1Zs3rQ5v6Aov6Bg0KCBPM+x5HO3plQqZbfbcW/N8Y8ZyVHxEzo3zN5DlK9szssSU3Mh9WQAd4jjOLfbjbZy8HBoDhgkjX6KmehP7QfT8YKnUimbzUYjN5r1N0vOm3VpzRl382yn7e8Mw2Dddjqd8Xgc/HJFUVDwwZ3HYVmWJX36p5gYqVQKJmKCIKRSqYqKCqxjdBqbW4pxSsDZhw048Z/wBC0tLaWKn5iK5hfKXOtAYIOETr9olhBitVojkRACITQXmQtW9BXuNwdoFGQmrdF8P50G5ptP54C5sZvOCrN2k9lxjMY2NHim/5lDI7mRA+W5cXBl9/l8iUSiqKiIqiYjuWu32xsaGh555JH8/Pz9+/eXl5dPnDgRyzfWbgjTyrKcyWQ8Hg/A8bp16/bu3btmzRqHw1FSUjJ37twFCxbwPB8Khf72t79deOGFeXl5IH5MmTLF7XYvXbp08uTJtbW1Y8eOveWWWy688EKn07ly5coHHnhg3759yWQSgieyLJ988skrV678xS9+cckll2zcuBEk8jlz5jz00EODBw92uVwvv/zyI4884nA4IpEIz/Pt7e1OpxM8TpvNRs0OOY5rbGx89dVXZ86c+d57740aNUoUxccee0xRlMbGxnQ6PXXq1CuvvPKBBx5QFKWhoWHdunWPP/74K6+8EgqFGhsb9+zZM2HChB//+Me///3vJ02a1Nzc/O67706dOnX06NGTJk167LHHxo8f/7e//c3v948dO5bavlCBC5ZlY7GY3W7/0Y9+9Pvf/76pqcnn873yyit/+MMfcP/nzp17xx13TJs27Sc/+QllNWiaRgyW4zmW5SoqKjZu3NTV2TNgQKkgcKqqhUJhTdOfe+65k046ae/evWPqx2mqmkwmUUAQRbGoqIhlGVDJLYIgZ9Wenh6GZQYNGiQIXDKZxmP9/zDngdWoCB2muqZpVDwHcAQ2KEgzA5GYXSERLlJld5qKpkgXWORfStphq8Y3QuD5yD1izZLniHhBQsN+H4/H0bF9ULSEEFoSyWYV+rdwwoKXVjgchibmt4zICSHEYInBspyJ7cPoHCvouj5o0KCTTjrp3XeXVVZW9vQE7r//wcGDh5SUloKH1tbWtmPXLqvNWl5ZqSjK6NGjfT4PxxFD+1zv36yGBBMGqk8KOA6+BM/z4XAY7mlUhhVqp9ARpwiYsjiouA3AZTweLy0thWg9ZZ5gglEBe7jAIvEBNKaqaiqVEkURMwpPBN69Doeju7s7Pz8fAlNw0sW8hSAschlIiyAMA7LEf9K2B9Qb8U/ZbDaRSED7hdKWkBYBsQ0fS6VSDsdBJR9My/b29kQigdmu6/qQIUMIIYgZZFkm5GB2Bt8Oq1o0uyeTSchBIpRF9xFVjYxEIqWlpQhXILmDLAzE+yFZY7PZ4FnLsix49vi9uU2CPuiSkpJgMLh///6RI0eCV4NwF836oihSZG8WvUWkhNPoFwngXTZDZ7w7ePfNErf4c0B8fJgG5zgaIh/0kCBKxBaMdT4HzXPjP2xwv/vd73J34SskDnme7+7u7muf57DuY4UdOXIkKHqnnnrq7NmzJ0yYIMuyJElDhgwZO3Ys9qGpU6cCBPh8vmw2u3Xr1t27d7tcriuuuMJut2Ofe+utt7q6ui699NJzzjknk8mwLHvmmWeuXbt2/fr1FRUVl1ymNz35AAAgAElEQVRyiSiKEyZONAxjzZo127dvv+KKK8rKysDfmDBhgqIohYWFHo+nvr5ekqTVq1f7fL4bbrhBUZSBAwfW1tauWLGira3tnnvuqa6uliTJ6XT29vZib8CJIfONXGA6nZ48efLOnTs3bNgwaNCgq6++uri4uKGhoaenZ8uWLbqujx07tqampqSkZOnSpYqiLFiwoKKiYv/+/e3t7c3NzZ2dnfjAwIED33333Uwms2DBguHDh6fT6UmTJn322WcbNmwYNWrU9ddfD72FgQMHYkcZM2aM0+nExlZeXl5eXl5RUfHZZ58dOHBg/vz5tbW1mqZ1dnbW19efcMIJn376aUlJSVFRER4HyzGEMBzHE0IUWd2w4dNkUqqrG+1yuRmiNze39PYGBcFiGERKSIMGDUqmsr2B8EsvvWQYzKDKQaeeeordZgUlKR6PJxJxXTccTofVatV1g+d5p9OuKOpXYDZ/twYCTmyowOXI/FEqNvLfqqo6nU6n04myfj+hTEpdTaVSOCDoKxQfAzAB0tFk22EBLs23UV2goyIR9ZONRyshXHhQn0HhBecvCILH41IUFa29wBCAqoDvqVQKXCmgz6MlIRxjdoAQQgy0Y9r6EpyspmkWi9XhcO7evSedTttsVl4QOju7m5qaGxobd+zcEwxFPB6vx+OxWASGYc455/tFhYXZTJphCGUZgfGFNDAwJbUvxS3CJ0GSplCPmh5kMhlRFDEBqE2BruvArPQgyWTS5/MBgdHqCrU7ICaRezR6ptNpAEGcCSqWAMpmlwbAXJRigOrwjeAcAukiXLTb7Zg81AIsk8mYHSGQpNd1PRGPDygtzWYyDCECzxNCVEUReF5BAwzL8jxP9citVmtvb+/+/fsJIQhdYrHYkCFD8KagyIMyYCDQCyQNzA2IjGCAFgnxUkAWVtf17u5ur9cL7gqiU3p1CIeoGD9urGEYDocD7xfVrkGLM2Ini8Vi6JrNZoPGK94v3Oc77rijs7NzzJgxkiTRo+G54Hxoghy3kabPqRsufSMQEuBszdlxoG3KyO/n44t7ghuybt26ZcuWjR8/nkZ63D9bO+dGbvwnwMtc5/VX2wsZhmlsbPR4PBaLRVV17BM0lwAUi6p9Z2en0+kUBAFbVzKZhMGNYRjt7e3BYNDpdLpcLixw6XQaaxlyS36/v7i4GD9jj0mn09lsFul2XddVTbNarbS2iE86HI5kMolcAlZtrL90k9M0DYwX7ECJRAKtVPv27YPaoyiKhYWFDMMgk0RhEI6DNkrkrtCrit3x4PpuGJAJR0IICSfIMgqCgAQSkjfYfemmYrfbU6kUVuF0Oo0zjMViyHXRQioAExVUlmUZpWqkPJPJJFoJGYZhOaLIGscJhkGSUnbhwoVNTXuumXv1ySefJDrtmzd/FgqFotG4KIoWC3vKKVMUxXj55b+/9dY7ZWVlw0YMmzXrAqKrdrvNIFoiJvE878/Pxw1UVdXr9Xo8rkgkBqfS/+RqWh/iEQQhHA5T+ILOCoq/iUnYjgI7cysnIaS3tzcej2MCDxw4kBbKcQQ4+BQUFPTzLu03sBmjuy6RSFBb0CO5Frwp/Ra9fiapSAYDDzmdTrfblUhIsViM4hhM2ng83tPTk81mi4qKQGeCUDTFtd/8QsQwDKNpiiQl3B7X51hHYxiGYwi3cuXK119/UxRFVT+4Muh9BA+e57LZtK5pJ544+fzzz+MYQ9NUettxl3p6elwulyiK6XQaitpYBwBVKRUEv0dqFh295igOiJOyJmiHriiKXV1d6OMEKy+RSAA0I+ChqvA4Gjzk6ZoG8ApbNGqwgHwqpKLgIIGADSeGNcftdkejUbfbjaw8lhEwlGDUStV1XC4X5F8QToSCQY/HA3SLhYtOUQQGqVQKJ5NKpSRJSiQSDocD1jzo77fb7Xa7HTxGp9Pp8/lS6TRi1Gw263Q6UaLBG0cIAbzGCSBpYhhGV1dXXl4eCDC0rxp0mkwmA/Yd1mFcMmIPRAK0JGXGyvglxxJZlsPh8ODBgxE4MQyzePHit99++7nnnsPWg63ti0RLURYDl8bcjIGBLJWZSkRjPEoDoxOY2tuRPoYPXtJEInHeeefdfvvtp5122rfWjpwbuZHLlH8HQDmWJJQRRVHkeYE6roNdjdwGbXHDQgZVAeQ8sGJ6PB63240+G+QdsRIByGJhRW0dpEZQSN1udzwex/YGdE7JKjTxQAXdgI+pEjn11lEUJZlMIgnhcrkikUh7ezusqgkhFRUVyCEBimEXBPpErhTAF+gZ+wfI1khEAaMLgmCxWCDoDhyGO0A3CZwq2v6QBqO5WJvNBo1kl8uFhCg2FWrSjoABRB1k7CwWC8IA1M1lWWYYYuiEYVhdN7yevMbGxra29va29uKSYp/XN7B8YF1d/Zj6cUOHDCsrGyDLckvL/j//+TG/P9/r9c6YOWPAgFKOZVJpKZFI8Bzr9+fl+fMBRqFMzPMCQqP/7AlPAXcmk4HlE3LDFJeY+cQU+9JqO814EUJisRioCD6fz+Vy9WP0IuYEF4J8afum0ec9CSlSRGVHmCY3K2NQbcTPPUH70vYgJ4iiqGk6mCr9yK8cxwGpp9Npj8djNqz9tp4My7KMroM/wNOTZxlW13WOY/P9BXv3NsViMYYXDrqosjzDcppuZLJZq8XicDrOO/f7Hq/b0BWLhSfGP3n0wuhUFEW0e7a0tABoAr8GAoFgMIhyh8Ph6OzsXLlypcPhKCgoAM0A76bb7ZYkKRKJoCcEoVQsFnvvvffy8/NFUUQSAfMK1BGaR6eGTUgr0KZGAHdamQSIByCGU5UkSYDvVDEQ4C+ZTB44cAApdtoFhMkDzjed8MFgcN26dZWVlTQ8ozSnTCazbNmydDpdWFiYyWRisVg0Gk0mk6FQaPPmzWvXroUiCrIPaAMtLi4GGxDLBbRlksmklEzCTgttQlarFYshFjpkItAIBKwfDAbz8/MdDgfWRuoWhECIwm78HqeNbYi60QG+wyqV9s6qqqoqMk6soKAA9yEQCPzmN7+55557ysvLUQej7CNK/n7zzTdfe+21U045Bcs+UvsUmtOeb6zV9G8ZhnnttddEUfR6vfTDNMNy55135ufn5+fnI+7CDoWlBhvKyy+/fOaZZ/bLFuVGbuRAeQ6UMxaLJRAIuFyubFYGkoCzDJIWSBUDZSaTSTD/WJZFwxDtJAMexcaGtQ9yCqlUyu12BwIBbEjwtweqRvIY63I4HCaEQGgZH6Pizbqux+NxLLWon9Izh4EfwDTLsh0dHV1dXcDZiqIUFBTwPB+Pxym+p+RpoPZoNIrsKdA5mkTBPUVKFcBL0zTwcCBggv0JObB0Og1JL+TAUEDAsg4boGAwiD9MJBI4Pj5Ps2LpdBoRjizLsVgMiJxlWZxbH37SWJYjhDEMYhFs+/e3RaORrq7OTZs+c4mi1+NLJlOpVFqW5VgsnEym//rXpzMZZdCgQaIo/uCCH7jdLqtFYFiiKIrD7rDb7V6vVxAsdrvV4XBYLAIhJJX6zwfltEUsGo3m5eWhY5jeZGKSNDHjb1rtMbd2RSIRRKRIHNK+PXoEBJYg4H4RujVjfXCc4HV/5AEGTeHT/lT8Hilw+k8ul8tqFdLpDF5eehUHk4sch2wrsoB4i79dUM4wDAv4xXIMrSYRg3CcoKqa3ebQdW379kadFTheYFhO14mq6RzHOx12KSVNnjhx7Nh6hmVYQnRdYRmethjiUCj32Wy2Z599duHCha+88sqOHTuGDRu2e/fu22677R//+MfgwYOrqqqWLVt22223LV269OOPPx44cOCQIUOQ9DUMY/Xq1Q888MAbb7zxwQcftLW1jRgxIpPJ7Nix49FHHz3rrLPQ1Y2VE5AazHWAdU3T3njjjXHjxqG6iIWCSrWwLAtWDDIOVBVHluXf/OY3w4cPd7vdaLJcvHhxVVVVMBjs7u6+7777KioqILdKK3hU8QkH1DStubl5yZIllDeoaVpHR4fVag2Hww888EAikTjrrLMSiURbWxvOBA1CW7du/eijj6ZOnUoT9sXFxUVFRQ6HA4AbbfrV1ZWapt9yyy1vvPnm0qVL169fX1lZ6ff70UKDiDQcDmMVjUajLMva7XZRFEFQURTF7XZjl8E5U+6HmQRC/a3o+0VpLeiI4DgOBHSr1UoMHfi4qKgIUcHbb7/d2dl57bXX8jy/dOnSUChUVVU1f/589OjjmFu3bu3s7JwyZQqtQSFTA7I4cHk/VRxMjJtvvrmurq68vJy6+eLPWZZ96aWXamtrKyoqaCwB6wyECpWVlc8880xtbW1xcTF9VXMjN/6jStO5W/AVdkLkeq1Wa15enizLHCcAOKLA/eabbzY1NVGWC1Yo2jxOu85phgCLEXYImgGKx+NYv8Cfc7vdpE+7zYxj9D5pYWprh1yRuYaITFK/lnmcQyaTQUoeRXnUf4HA0DxEl3XaWIO9EOROWsbFeZqzF2ZQhSuiKzVt1EMgQXESknP0kzTLQvsLaQcYpRKaMze4wwzDdHZ2+ny+G2+80e0RCdEZwhFiSJJUX1+/YcMnVVWD0+nkK6/873vvvVdUVGy322OxeDIVjcXiPGcDp+Kcc85BjEEMmD5yeXnedDobCYd1g1D0Q0Hkf1LAeegvEfaATEUfujnfbEa3xMTvojrftImTYlbzcwecwuMTRREFfUQCX24WE41GYStzVIRycohauTkLbqYECIKQTB4kGFDMQcUx4PoeCATsdnswGAQzgSrcfRsLEeEMQ2cYlhCiKrrNdtDwiGFYVVUFwaIo8vjx47u7u9d+tl3TEZAwHC8QYiSSqWHDhn3ve9/jBJ4hmqYpLGOomkpFTgghNpsN3ZMrVqxYtGjR2WefXVFRsX79+iVLlpx55plVVVWbN2+2WCxdXV0PPPBAYWHhr3/967/97W/btm2bMGEC1rdVq1atX79+zpw5eXl5oiiuWrXqkUce+cUvfoF+laKiopaWlo8++ogQIorijBkzeJ5/4403GIbp6Oj43ve+l0wmly9fznHckCFDPv300zPOOIMQEo1GV65cedppp23evBmLcCgUGjlyJLposIR6PJ533nln/vz5gUDgtdde2759u6IoNptt9erV0KRasWKFJEkQXZ00aVJvb+/WrVvj8Tg8KGbOnGkYhiRJzzzzTG9vbyKROOGEEyorKjo6OrZt24aJ8fbbb9fX1zscDlVVP/roI7Shg9iDhHphYSGWUzrHMKvz8nyyrKTT6Wg0eufChW63+5VXXlm4cOHvf//77u7u999/H4W4oUOHbt++fcaMGStXrqyurm5paZk2bVpNTc2SJUsikYiu6/X19ePHj//HP/7R1dWFdsxZs2bl5eUtW7YsEAhomlZXVzdhwoQtW7ZYLJbhw4fv3bt32bJlP/zhD71e71//+tcZM2YUFRUtXboUpYNxY+srKiqgm4Q9YsmSJbNnz0aMhAZoQkhvb28sFqMzHJUE7HFvvPFGMBjUdX306NEnnnjimjVrmpqa4Jd0wQUX1NTULF++fM+ePS6Xq6amBuyUxsbGffv2JRIJXBHO7cQTTywpKSGEhEKh119/Xdf1qqoqVIOnT5/ucDhmzJjx97///YQTTqA0xRwmyY0cKP//DsopaiwuLu7s7LRY7YqiMCxLGEbT9XPPO4+Y2tu/2ohEIsFgkPTRBmpqao5QLe5LSt3AHEg5ZLPZrq6ueDyOZInFYikqKkKX/Xf0oWDfRZn1L3/5y6JFi373218ZBpPNygJvlQ11UOXAiqrqvXubWIujdFCeomk90ZQWkaxWK2MpyCst0uRsSk6fcfqMseNGZzJpjugsx0myxjIWwgj5BXldXZ1OpwOwjELzfoIe35UmjUNzulTqDkCZEJJKpSD6LooiIi4Ktc0Z8X6Q97DJaZqxo/rldE4iVEOQhjIRULu54e/Qx402a6vVSsXgjurazZdvvhD6S5DHYNyIgJbGujRfC7IBWNe4zG8NkRNCCEOtjoR4PO50OnmORsVE02SWJYKF/OD872/f05JKZVRFsVqtajbL8sTlYK+49Ad2O0tIhugGw7C6zuCSDVOc73a7QQbLz8//+OOPy8rKfv7znw8bNkyW5fr6+q1bt2qa1t7eHggEBg4ceN9999nt9lGjRiHFSwj5ZP36H15yiaIomXQ6k07XjR79txdfbNy+3SIIAs9bLZa/v/rqTTfd5Ha7//CHPzz/3HM///nPLzj//NWrVz//3HOXXHxxQW3t+nXrJk+aFA6H31u2LBGPz5o1a+/eva2trQ6HY9euXRs2bLj55purqqpuv/32BQsWnHDCCZhaF1xwwT13352UJE1VN3322Yja2u3bttXV1W3ZvPniiy5KSlLT3r0LFiwIBAJ33XWX6HR2dXUZhnH66acbhvH0009/sGLF2Wef3bR37wXnnz9+3LjW1tal7757/fXX//3vf9+7d++tt95qt9tfe+21cDg8c+bMZ555RpKk3/zmN9ls9uabby4qKvLl5aGC1xsMbtu2DfGbqqoTJ070eDy8wGuakUylCMM0NTW53e5du3bNmDGjuLj4oYceuvjiiwcPHtzU1PSnP/2psbFx5syZb7311sSJE6+//nqfz/fMM88wDDN37tyGhoZf//rX8+bNO/XUUzmOu+uuuyKRSFFR0f/+7/9mMplrrrkmGAz+7Gc/O/fcc6dOnfrmm2+OGTPm9ddff//99/Pz86dMmbJmzZrZs2ffe++9O3bseOihhxKJxM0//emsWbO+973vIaqEMsHgwYORqKa1KbAuEbmpqrpjx46PPvpo1qxZL730Ujqdvvrqq5PJ5FVXXXXVVVddcMEFkydPfv755z/66KMf//jHW7duXbFixcKFC7PZ7OOPP75z506bzbZz58433njj4Ycf9vv9b7311ksvvXTdddctWbKksrKyoqLiRz/60Y9//ONp06YtW7bsV7/61SWXXDJz5kxCyOjRo5944gnK0skBktz4Dxu56s9XGVRQguqwmoVdkRFRjnjIhxuEEJBMQH3Bz8cyqIA0eDXJZBI5DyQh8vLykBtWvpsDVWbq8HLZZZfF4/H33vsHzXFaLBae5aZNm2a1Wih51Gq1WgULcu1KVmZZJj8/f/z48dlspu9pEvpwUZmlKmmAL2aqBm16+04kb/qxqKlWA0IOi8WSSCRgWYX6eD898q/3NMxxI2XxfhG6BSCAPAUxtWke1ZfSg5tjqn7tnlSS/ItMRoFOEFSAuPUtmwrROwYuDT3hfmW96sHVqnqwk0SwcIZhDCof6PF4CCFEO1ivQFMHbXwEuoUWU11d3U033eRwOO67775rr732ueeeQ5sKus97e3sdDsfOnTuLi4ubmpruvvvuhoaGtra2zs5OSZLA1gO3BxT8trY2XddjsRhoPy+88MKuXbt++tOfXn/99Vh/Hn/88euvv37QoEFgtaXT6by8vLPOOmvTpk3hcLi5ufmMM86AxlRdXV19fb3b7R4wYMC+fftQ2SOEDBw4kBCye/fu9vZ2QRCGDh26a9cuhmF6e3tPOumkvLy8vXv3fvLJJ4WFhX/6059OOOGEQCBw3nnngbY+Z86cuXPnWiyWIUOGVFdXG4YxZMgQURRLSkq2b98+e/Zs9KOfeOKJn332mdVq3b179zXXXFNWVlZVVXXeeechkkTWpqura82aNe+8887atWs//vjj3t5ehmE07aDlEzwcnnrqqXg8Xl9fjyx7fX19OBwuKyu74YYbQGhkGObCCy8sKipyOp0rVqw46aSTEolEbW3tY489Nnz4cKT/165de9ttt3Ect2rVKqfTuX79+vb29tGjR69evbqoqCibzQaDwba2tjlz5mzdurWtrW3SpEmZTGbDhg0//elPnU5nRUXFzJkz165dqygK6PhgGMIiFLVK1IhA76HdqAhEs9nsihUrfD5fa2trc3PziBEjXn/9dY7jAoHAk08+OX/+fK/Xu379+ilTplgsFofDcc011+DhGoZxwQUX+P1+Qsj06dOhOg+Djl27doVCoVNPPdUwjLPPPvv000+PRqP4Lq/XS2n3OVCeG7lMeW78E5KgtDaaSzD/7zHifnBIwBFHEvFYDmhm+BFCgGXtdrvP53O73WjzR0bwO/pQEAiBjuzz+S666KI7/vu3HMfNmHF6Op0WOJuqyZVVg2pqajZt2exyuQ1V5TjBMBjGYAjRdF3XiDFx4sQBAwakk3GWJSzH6X1ON6D7u91iINCrqqooiuCugIXcD6f+O9g9Hskcpo3ICDKBJwDswLgdMGAAYFk/fPxNBB5gNCFxTjWSv+jDOFVkdikx5gjfgkOlIQ6baAdRytz4eOhVgyyBc45Go0dFpPlaah2U3Q7zLICnQ4H78OHDNn66UZUzRNd0nVcUZfjw4cFgUJLiAse4XC67XVSVNFYY1NMQbBiG0dnZGY1G/X7/L3/5y3feeWfVqlWLFi0aNWoUmkz27duHG1hZWblgwYJbb701Go3G4/Hy8nIsOOjvTKVSiKMAvDo6OiwWS2tr6+TJk1955ZX169fb7fYLL7xw9OjRW7duraqqmj59OtLtaDCIxWLDhg174YUXEHKfeuqpLMv6/X6oc+q67na7Dxw4IEkSUF1+fn5tbe22bdsikUhNTU1hYeHKlStbW1uLiop8Pp/X67311lvffffdxYsXT5o06frrr8dESqVSkBkpLCyErVtBQUEymaSVIlVVKyoq8O6j6QXo0O/3o3XH4/GYFQNHjx5dX18PiU/0vmcyGaQJ0KL629/+1u/3v/baa3/84x8XLVpktVo7OjoMwygoKAgEAmDz4910OBzt7e2hUMhiseAEiouLNU2TJOnRRx+97rrrBg4cGI1GVVVdtmyZ3+9HQDV8+HDsULt27crLy5s5c+by5cvb2tomTJgQj8eh/221WjOZDPyVaX8tKDp4jtgp8Hr28aM+3+wglxmNRpcsWbJ8+XK0mpxyyim6rv/qV7+aPn369OnToVo7ePBgxCqiKDocjlgsRlV0qHcs3iZN02KxGHjz+I1hGHl5eRDcbG5u9nq95s03N3IjB8r/vw8zoZYqRZix+FHJFR8WT1B3FdDEyTHzYcwG1NjncHwkKqji73d3maNCbGgJnTRp0nnnnf/AAw/pOvn+97+fTGUMwxAslpNOnrStsUHTVKZPU0zXia6rVqvAMcykieMzmRSentkbD9uqy+UKhcKQm4RQozmM6afd8e8/h83BJKI1jHA4rChKUVERFZbuJ6LytVxdv2lPxfIgVP/ljZ7UeNJsNHhU4XS/KyIm7jsO209omd4o888sy4qiKEmS3W6PxWJmY8VvE5ejqy+ZTGYyGZfLdejHhgyu9Pvc4XAUMqOamrVarV3tHVabkNaUSCQmOl0+rw83nxAChJpIJOCM29zc/Oc//3nmzJmnnnrqhx9+KAhCS0sLzH2y2eyQIUM4jotGo1u2bIlEImD6trW1ORyO8kGD3n333dmzZ3s8Ho7jNm/e7Ha7a2tr9+3bB4H5eDz+y1/+MpFIvPjii3//+98rKys//PDDs846q6enR1VVkILg6TNq1Khp06atXLkyz+/Hqgt1woKCgmAwiNisublZFMXi4uJ4PD506NClS5cahnHNNdeAhLNs2bJx48YhJBg0aNBf/vLErl17FixY8MEHH/h8PqyEVqu1paVl48aNI0aMQBURyV3IlXi93g0bNpx66qmQ9M7LyxswYIDVam1sbBw8eLDb7d66dSvCJHQGAzXCONnpdMqyLIqiIPCZTBbVA0KI3W4/4YQTFi9eHIlEwuGwy+VCI/WOHTtkWcZXJxKJzs5OlmWrq6uDwWBJSQnLsu+8805VVVVvb291dfXs2bMlSfL5fB6PZ9asWZMmTTIMY+3atfhSp9P50UcfDR06tLS0tKKiYvfu3eecc47D4fD5fNu2bautrbVYLNu2bRs7diy6liFH4/f7d+3aVVtbC447ymjA0GhzwtRCbFZdXX3hhReeeOKJqqquW7cuLy9v586dkUjk0UcfRc9SfX19Z2cn5AHa2to6Ojry8vLQyESVYcwC9gMGDAgGg6jUsSzb2tqK3SqbzR44cGDQoEFUnzHHKc+NHCjPjX/Sf+i3wfczCj4WDO1yuRKJBPqHgA+O8YDU4RyLqbkjHlvId7caiGompHBpmvOGG25gWfa+++5jGObMs87KZLKykh48uGrM2LqNn24SLA6DsCzL6hphGIUxjEEV5W632zA0po+kTrPI+F9B4PPy8iKRiCRJmUzG7XZTs0AahpmpEf/moJya82GHg2I9LGMKCgqoJ9+hePTr2gvNx6G6H7illBX2JWUfCqCPfN6au6LpFfXju6Ndm2rhHwrozW+9x+OJRqM4CHozvk2gQH1wLBYLjGOQRu23/lgs/PgJYz/6cFUqmXA6nRUV5cWFhalUlOdZm83JEi6dzuzfv9/ucIC1gqw2BEN4nq+uri4sLHz11VchcjJs2LDKysodO3aAjoIOvDfeeOOuu+5KpVIXXXTRuHHjrFZrKpWaOXPmL2+77emnn544cSLP88uXL7/xxhthmmYYRiwWe+edd7Zt21ZaWrp//36Px4NGF0VR1q1bN2DAgCFDhnR3dzc2Ns6YMcNut3//+9+fP3/+lVddBQAXCoW8Xm9ZWVkmk0kkEtXV1T6fLxwOoym5tLR03759RUVFHo+ntLRUEISVK1deccUVLMtCg2XOnDnQLLfb7cOGDXv44YevvPJKRVEeffTRMWPGADH7fD6e51F8Mwzj+uuv/93vfidJUnV19fvvvz9v3jyv13vOOec88sgjkiSxLLt161b0d6IZnSrMYiXHvDIMApwN/OpyuV599dURI0bA6O3JJ58cP358Z2fnW2+9BR4XogKEi6effvrLL7/McdzHH3/8xhtvPPXUU6+88srEiROXL18uy/KkSZOuvvrqp59+2jCMbdu2LVmyZP78+QAPeqcAACAASURBVBaLJS8v79lnn3388cc5jhs3bty7776Lp3P55Zf/6U9/ggzA5s2bFy5c6HQ6YYZKCBk3bty6detmzZqF9QGqoNlsFnEa6bMrwlp3+eWXL168WBCEhoaGxx9/fNGiRatWrRo7duyGDRtkWR49evS0adNuvPHGqqqqSCSydOnSRCIhSRLKJmjuh9IX2JWSJA0YMOCss8569NFHJ02atHr16n379g0bNgwkq08++eTqq682ixnkRm78R8HLHCvrK6cY8Z8tLS1ujw/7hNl649i/KJlMtrW1iaIYDodLS0uxVh5LIEFz/JIkBYNBVKjLysqQeaLshe/oc0HJ2AyODY1wHLtl6+ann36qrLzsmmvmeHx+VdXlrPLs8y+2NLcRIhDCGgbheTmbzV537dyamiqWZQSOzWRS1FE8GAz6fD5BsMAEUZZl+IOABgr7JCqq8216Oh7joJKFyD0DWNhsNsq57xeCUvORr3CNOEJbWxv29crKSsje0cYM+voYhtHb2wujx8N+C3L5DocDuVLqzniEKJamMOl1gUZPZ5HD4XA47JKUhOqoObl+aKKdENLT0xOPx3HfSkpKvjVDE8qUACMim82Gw2G/30/1qunj0xlm29ZtL774EiEkHA4bujZt2tTTT5/OEMMwDEXR0ukMMThVV8w1HyiHwE6B5/lPPvlEluWCggL0/+3bt6+3txfKgxaLpaWlpb29vaysbPDgwbi9uq5zLJvJZHbv3t3Z2akoSm1t7dChQ3Vd7+3tbW5uHjNmTCqV2rhxI2RYKyork8nkjh07FFnmBcHn8w0cOLCnu1uSpImTJjkcjngsdsOPf7xw4cLKykqGYbZv3w6+uKIozc3N0Wg0Pz8ftS+e5+VstmXfPoaQ2tpaj8fT1d0dCYfr6urA09uxc2d7ezsxjIEDB1ZXV+u6vnv37tbWVpZly8rKKioqMMdGjhyJ2LuhoaG2tjaTyWzdurWlpUWSpHHjxtXV1UH+pbW1FUZygwYN6unpGTFyJGpotOsXP/A873a7DUNPJlPpdPqzzz5Lp9OGYYiiCJVGm822bt06TdM8Hk91dXVra+uoUaM2b95cV1eHlLlhGBs3buzo6CgoKACZftu2beFwGEvfhAkTXC7Xzp07W1tbnU5nTU1NaWmpYRjBYLC1tXXMmDEwIero6KitrUXAGQgEtm7darVaR40cCdn1ZDKhadrQoUN7e3t/9rOfXXzxxeeee257ezvHcWVlZRs2bCguLi4rK8Or+sILL6xZs+bRRx8VBGHLli1NTU0ej6e2tra0tHTbtm2IrwghdXV1JSUlLS0tDQ0NoijW1tYeOHBg2LBhkGVE4l/TtD179gwbNmzt2rU1NTX5+fmGYXz44YeZTAYPCNHgn//85+bm5rvvvhv2STmd8tzIgfLcIFTfDbCmtbXV5faiwcicKT/yxeKwjwA85paWFiTAkPI5ltNGWRlpsObmZtQofT6fz+ejQr/ka2ImHJfaRSaTofaigFwcw2ezWatNMAztT489GovFFixYoBNW04xUMnvP7+/PZgyW5YnBqFqstnbYnDlXE2IYGrQdNeqd1NHR4XA4RFEUBMHtdgsCj5sUiyU6OjpQ2rbb7VQep18h5d92GlMKaTweRzkeN9AsjdKPuWGG0V8vKKcgJpvNxmIxl8tlt9sPe6hsNgutCTi5wI3rCOctVDXtdrvdbmNZxjAILA7RKwzWgcPhEEVnINCLHB6NtQ5lvOD8VVVtamqC8s/QoUPRafDtxFQQM4VmKPKvmKVmrXFCSDwRvfqqa3p6esvLyyUpmUjEXaL9yScfgy9MJiNbLLZ0KhtLRDElkCMHsRjXDveAbDabn5+PIhviVdB1VFWF3ghuAppVCCGyLPMchxJWMpmMRqM+nw9km2w2C9ls0PMMQtCuCrAI9jD9mRBit9sfeeSRffv23XPPPTglpHsJIVBohXlQOp1Op9OQjUc2GqUtJE3QqEPt4pGDcDocuHuw+4ENJzVtQFsnxC4lSWpuboZMZEVFBRLGaP6mxqKGYXB9HA88Fzq9UViDAxf+VVGUzs5Om80Grxxq8UZVdGkBE1MRAu3xeFxRFBDHEWPQZApeIqfTSdmJ9A6jTx15BJD7YcyMP7QIAiTeHQ5bT09PQUFBQUFBKBS66aabbrjhBnDE8S7QOR8Ohx966KHOzs6nnnrKnKvCfaDdrtTpk85GGrWaUxi4CmISa6KfxLLAMMy2bdsWLVp0//33w5fgoMJ6buTGf9bI0Ve+YlKW4masUP104sjXQV8B+hcEIRqN0t2xn3zbYb+FcgzMOXskb2RZbmtrA2E9FotBlttcCvyOBmloOTJ7NRuGwbA0RmJuvPHGefNuWbly5fdOm67rxON1Dxo4sKn5AMMYqqbZbJYZM2YwDCG6zguComQpWMSOwnOcqigo9XIcx3GMrhOe58GMRNeU2+2GrbdZRKxfTvrbwWrm2Uil7umeR/E0HJfC4TAl1AIWUMxNKS5m65yvJeTox/6i0xXJPK/Xi/YA9AlQw3DszclkElUjuLXDi/FfnhLNKzscDofDFo3GAXfAl7XZrDabVZKSQJ8MQ8zOhf3uqvlFwy/9fj9ILKAFU8CH3jg4gh1LDYpmAeiyA0iHL6JeZna7PR6PFxQUIJGJp8kwzJ49u3qDPU5o/2m6y+WSpPiWLVsqKyvRqkgMxuVy2RzWwxYWcN/wSaBV3A1q2UMIwRyjhCJ8u6HrMGRKJpMWi4XecFwF9S+zWCx6339So3XKqqKRWFtb23nnnQe0h+ANDwjt3TgBBM941pIk+f1+hmE8Ho+5M6cfM4o1hXO01RWnQeG+ruuhUCgQCEARBfEDYC7kSg66RvSZ2B+8q4SIoojCBcMwgsBHozFcJm4Fgk+/3w9PH/re4VA0h0KrFvBH83q9oVAI8Jr0tVhQphnP86lUCuUjWjPB2dJHRg0fqI4KfdCA+0jh+/3+xYsXU24bDoj1kGXZJ554orm5ed68eWbJfzpR6cRAs6Z5Z6TvkfmFog/a/Ev8TP9pyJAhDz30EC2gHaNGcG7kRg6U58ZRJzLRpI/+/SPH+liIUfIzMw1QOIZYQSAQGDBgwGFpsv8xA6k7Xdey2YzNYb388ssXLPgvwzCmTjstk8nUjxm9e3cTxwkM0SeMGzO4qkKWZd0wsGlRVgCYlBZBcDgcbtf/sffm4VVVZ9v42uOZx5xzMk9kJEJECKMyFooodUBRtFLrK1algsOnWNQ6oCKoFWqLw9vKi1opIg5o1VbFAkoZZB4EhAQSQsaTM897+v1xJ8ttQF6ttb/vq1kXV66Q5Jyz99pr73U/93M/92PjBUFRlExGzmQyQEUUmkPQ4nJ1a5koqiM9rSKxH3/fA/su0gXADUBLACX4L+pWA4EAislsNhs6RgEK08VArfH06+R70kyDEgPmQ1RDczu01JKiZBoVf1utCD14WZZhrsKyLGC9wWCARlYQBEXR9H6IZ5DrAKO4XK5wOMyyrN/vR595/By+clarNRgMfhdWD1EHoJvJZMJcoWqTAmVgSjQdU1UVcppMJtPZ2RmPxyVJEnmZ0QjLcXAehHiATmY0Gj0VlAMNgzgHH0z1QmiXBrYbgI82v8T3oijygoCmpxaLBeIoqhoCKLRYLKCNM5IEvIu7D4w7OtcAT6uqet9991ksFoBRmuehcSaIbXwVRbGzsxPdLrG0gJJxEXEWuBkFQSCne+jRfmQ4l0Qi0draCoV9KpVCF61UKgWjJ9DzAKxWq1Xpsd5nGMZut8oyAhUmFotj0vBoikajHMd5PB7ado3GKphPHDNljulVBraORqPInaJkFt2LcMy0hYIeqWMOcfvTaA1PKtxHyI0wjAZojnlA9oDWWmBV4xjmz5+Pa0SDf7DyvboZ/CvBSk9404v/6ht9ow+U941/ByincKRXr/L/lbOElyJ9CeAFGJRQKOT1eoPBYFZWFjyn/iPhePfOyhGNKNikFUUbNOicK6+88oknnmBZ/keTJhcXF7GcZjDwHMePHD5cEPhUKslxvQVIDMOwDIPuhrzAZzIZ6Byo2gdbBfBBMpmMRqNw0qXKWtBd/zZTDlhGQNRBS83QZBukWjqdxllwHOf1egHiYQ+cSqVAQ9K2Pl+nrfqXHzYmBxgOqxcRAqAJjhA5a8w25p+aMHzbD8J9AcQD9YKqqk6nUxB4Qkg6nSFfb09+WtBstVohvEEFAjXoTKVSqVQKiPO7hJco+ENwRVuKUvadngvCPzDHfr8fageoQSRJslkdcOWzWq0DBw4EWLdYbOm07HK5kunEaWM8VFGjjJUy5bg6AHOgZilAp3FgIpmk8SokK+l0GnWQBoMBuBbvY4GIRdMQj2H5oW0w1gMqSrG26WKgCahMJmMymZCOAG7WNM1ms0FbAo0N9f2kELNbjvU1c07bCcfj8Y6ODjw2UUqL6wsRBdhrHKfNZguFQizH4Q5yOp2KoqFrMtYwKG2gfPRmwjqk6nMqrcE54i7AbOO6A5viasJCsbCwEG6YiDSoRIf6meDlJpMJH4T/IoGDBlgg45PJpCAIqqpAx0LTrfoKExrQ4uc0a4GLlU6n3W43rXj+lz8ieqnCehV39Y2+8R+CW/qm4P/OgS0H7BR1SulFWH4dXABFSsENxViBQMDj8cTjcZ7nvV4vRIe93vM/bBplWRYEDt8Qwl5//Q3Tpl2+dMnT77y1ViOqw2GLRAMjRg4pLMqPRcMso9EZoybQ4KWsVqvJZEokkuFwGKbLpKfHCs1WO51Om81GpcmAZcAZ/06vSSonoCgNICmVSqFNbCgUgqLXZrOZzWYcmMlkohpubNXYznGmvRbb97FOaNsg8KBUrILLgaMCV0et0AB0vtWuDGGuLHezj5gcwAv4MRNCGKa38+OZ7zVAPVCeVqu1o6MDVdRUOfBt2y2dSsxDRxGNRoGJjUajwWCg0SNEF9RdDvYmsLVWFCUrKys7O3vcuHGSLEfjMUVTCcswDFNSUkIrvOF4fYaD4XoGzdohG4N15XQ6u/UqmsaybCQSodML8+xuK8ZuB9Ju40iz2QzsDrAIATfIctDhcB1NJBIAx4FAAFiTKiIo0QtJdyKRQI4CJt807UPrLHEv4wbBdH1d8gorUFXVxsbGkydPGo3G1tZWENuFhYUovaDJFtKjAAH3D4IZwBepBvThgmel3+/v6upiWZbqyEF1U/sjut5guoLUAY2Q6feKojz++OPHjh2DwAYPHEwprRWBjz6NqXCz4OGG6aXLHoJGzBLCMNKjzkJsT50Q8ekIzLAA8Cq/3z9z5syWlhbkIr5Xuur/ocbJfaNvfOvg88EHH+ybhX+O1cMGE4lEeOFfzwrguRkMBvENduJvXs1GejwlKNuHXQENI/Lz83vp/E49tf+Exc0SWZZ6XPAYjuNVRRt8zpCioqIVK1a8umrV0aNfJJOxvXt3CSxbXl7OceyXfdRZRtFUljAoIbVaraqqoncJBRz6wkeq9BUEAY1FaLKC2ln+e+aWUlxE1182mUwir223291uN6SulKUDsDObwTaaULQKgKWHAuQ7+5RHIhHwhU6nkya+6QHLshyJROx2O1ozUh05FRJAhgvjBZqI/1bRjs1mMxgE2F/Qm4WCD5rQUJRutY++7+nXxRLUNDORSNAehx0dHShwpPqQf+4hoP8UyOuTyWQ8Hm9rawuFQqBF4/E4AkWAUZvNFggE4vE4dazLzc0Zfd64AQMG5uXll5aWDhkyZMTI4S+9/KLNbispLU1nJJ4XOJ4n5PRCDmgzotHooUOH4IjncDja29uDwWAkEqHX8fPPPz927JiiKDk5OdC3gGaORqOo8gRHbrFY6KqjdS+KqppMph6ytjtkAl7H1ZEkyeFwoOZST2PTRgH6B53P5zObzaDJKT2BmIE2zMJ90ctoSB/MwxK7vb0dN3VeXt7u3bubmpoKCgpoCSOgfzAY3LlzZ35+Pvh4d1YWz/MGg4jkG7IECHtgbG+xWADrT5w4AY9zKkxHdIH1hsgEB6m39MZ6WLZsGSFkxowZEM8gjQAXILy8q6vrzTffLC4u7vUs6pX/oVK9nhImfteuXbIs5+Xl0ecbzRx+8MEHjY2NpaWl9DFI5x/2lAsWLKirq3O5XN/r465XC96+0Tf+k0affOX/0gGG1ev1tre322y2YDCIfoG06/sZqAL6xMRzFn4XLS0tFovF4XA4nU5Qa9ix/lMROSEkk0mZzVbk63nBoKpEllVRFG02R0tLSyaTJoyWSqqBrsTjixdn+3zDRgxnWIYwqqqqDMsRQlSipXqIOkKIpqpMz76op53oPgEM4fF4urq6kGWGtJfSuv+2c4dmgGVZu93ucDisVgvHwdCAyLIcj8epkhUEm8VijscT2J7BZaI9IccxiUQK7RV7+Xb/iyMojkOtZCwWgyyBBjOIS4HzqPAAyInCgm+4dAEg8D6UDqQoEKcJ8UOvetmvyw9Q1a8sy7m5ua2trXgTm82WTqfb29vz8vLoUvkn4Di9l1GxADrZaDTGYrFYLBaNRnNycnAMMJh3OBy45dHVyG63FxUVpTNJRdbGjRt/3nljDAZDOp0SBLagIPfhhx++8MILb7vtjnRKghfNqQMqdr/ff/fddx84cEBV1by8vHnz5m3YsOG9995jWXbBggWTJk36n//5n+eeew4iqPnz519wwQWJREJVlLlz5zIMU1RUFAqF8vPzZ82aBbbVarX2xD8KwzBGUYzH41AwQ2oFYQzt24W2oGixCUxMm+kCbWOWjh8/XlpaCmIYBYtAz5IkQb8O6E+JbZZlT7tuotHorFmzsrKyLBZLKBQaP378zTffbDQa8eRsbm4uKiqijiLt7e2LFi169dVXs7OzTSaDJKuqqqItPMMwMDmB7zvHccgqpFIp/RKyWCw4KWr4g+QbfhWPx6FGo/vC7t27t27d+uKLLzIM8+c//7mjo2PRokUvvvhiY2Pj/PnzHQ5HLBbDR9OPoEWf+AgoTHieRys0tid0FATu3XffHTRoUF1dHeIEvQWKLMsOh0MfmVM3G0VRxo8fv3Xr1uXLl//617+mFkDfEyN2qhVS3+gbfaC8b3yPA09Aq9UaCoWi0SiVUtCc9RmAArKiEFogywyiRZKk/Px8bG9IdJ6WZP2PmUOTyRSLRUwmi8lkSqUlTSPI2B47diwWixlNBlWVkskkxzEMxx0+fHj0mNGpdFplCEQTiqKkkqlkIiEKAlACy7JEJ9anFLJe8Q+km52dHY/HkbC22+3UPOffcNZobITFY7PZbDab2WzMZORkMgUbclHkVdWEQlVCiNVqdThsqkrwKsAgs9lsNBo0jWgaMZuNsqyCMaX+Ev/ycwF7iuaLSBDRNc/zPCr8cHjUJ44a3XyrTyE9eXn6Pc0DUKlJr4t1hpsCL6dNfEpLSyORSCAQgLAhmUwGg0Gn0/nP9fel3weDQQBKNDgkhLjd7kgk0t7e7nA44PmTSCRycnKw0uDB8mWTVE4gmiJJEstysVjMaDRIUmb8+B8ZjcYHH3wwI6u33nq7rKns18dLX3zxRX19/RNPPLFt27bXX3/9zTffHDVq1Pr169FbPhKJrFq16rrrrqusrHzooYfef//9iRMn4kiMRuOMGTMmT56Mvus0F/G3v/2tqalp2LBhHR0dgwcPFkRx586d/fr1a2hoGDNmTDAY3Lx5c3Nz89ChQ2tqaiKRyIcffogZ8Hq9o0aNSiaTmzZt+vzzz3Nzc8ePH59MJvfu3XveeedZrdYDBw5kZ2d7vd5oNLpv3z6r1dqvX78NGzbU19eXlJQMGTIEpdiAvBzHqacLlXFZb7rpJq/Xm0gkXnrpJUVR8vPzeZ4HObJmzRqHwzF69Gi32w1n8aws9969ewOBwKBzzvn0008HDx5stVqj0eiOHTvOOuusZDKJnq+rVq1yuVwTJ05E80632w0tWUdHx4YNG7Kzs8855xyLxQKlzYcffohZqq6uptdC07SdO3eWl5cDoEP5gxszFotZLBa/3w9H0dzcXED83bt379mzx2KxjBgxIj8//29/+xsU/CzL5uTkDBky5ODBg9u2bTOZTGPHjoYp5LZt26xWK8uymzZtOvvss9Gts6KiAsxCLBb729/+1tLSMnbsWLiSjxs3TpblkSNHLly48Dt6DX1bgN43+sZ/FPbrm4IzjDQhRCZEUYmWJkqSSEmipDOMltGIppEUw8R4XmMEVWVU3pjkhRCnxY2KJAQ4oY1n/SwTJ4QoxERUo1FmLZJMGLX735fzz3Zfhe5fyfjHMIyiSixHvL4swsgcr7W0NvFC959BnqBp3Uwt7YAIxgLywfb29mQyCQYX3AmagKDhxWlZ2/809xVJE0SzrGipNLTCmixnCFHtditc7zSVEwWzInOEZRRNjScSDMNwDMtzTCTQFQl0JWIRs8ngcjk4jhEETtNUmgGnc6XnU2lUgzqznJwcg8EQCoUikQhqp/SWZ3oXcP047bkA9lHKipo/4q3w30wmA8dxQRC8Xi/6dScSiWQyTYgWiUS6urpCoZAkKUajiN/CSlLTCPQPequHSCQqy7KiqIqigbwEYtYb1Z2KY+gZ0dJDagdBkS7N9lCXFY7jgsEgjLFdLpfb7YaDvtvthruz3+/PZDLBYBB4hYoQAIi/bsaovJ70uHrbbJZkMg2lClWr0yOnhh5naCZ62luGugSCyc7OzgbLK4pia2vrF1980dnZCdG2vqcM6dFB0Wps0mPejHNMpVKBQKC9vZ0Q4nQ6QVJSFXJeXp6qqsFgUFEUdEeHmgWeGMBqZrM5k8mgH0UqlRAElueZdDrJslw6JY0d86Nf3/fQ+nXrd362nSjdQiAUTeLaIWcCzQzP8yaT6YYbbnjjjTduu/XWaZdemu3zyZKkKsrJ5uZAV1d+Xl40Erl73rx777lHU1WiaaTHkcNisUD0YrFYUqnU/Pnz//jHP4ZCoZdeeumxxx5raWlRVfXpp5++//77d+7cmUgk7r333rVr18bj8WXLlgWDwXQ6vX///uPHj2/ZsuXttWsVWX7k4YeXv/ACx7IbN2xY/eqrsWh02e9/f6yhwWQ0vrpq1Yb160FMPPXUU8Fg8I033njjjTckSXrzzTfvueceKJdgXyPLsslsNppMhGEEURREMZ5I0NY/qN+12WwIZV977dXXX3/NaBTfeuuNPXt2vfHGmnvvnR+LRZxOezqd7Ory33LL7Kam46qqLlmyBAUAOK89e/aYTKYlS5a88sorsVhsw4YNt9xyS2Nj49GjR9esWWOz2Y4dO3b77bfX19e/8sorixcvjkajBoNh7dq1a9eubW9v/9WvfrV69Wo4qGCxoQEQgmTSU0ZCVyCyc01NTYsWLYrH41u3bv39738fDAb3799/5513tra2Njc379u3r76+fvHixR999FF9ff1d8+YdOXq0+eTJRx59bM/e/Vab4/U33pp1w43PPPNMMBhcsmRJIBAghCxfvvzll1/WNG3FihVvv/12NBp97rnn5s2b99hjjyFCKC8vTyQSbW1t3zdc7tOu9I0+pvyHOAwqISwhGiEqS1hCOKIQ1qAyRCWEI7xGREnVWNWe1hQlI3KqidNUWVU0UWFNjMYyqoFXBZYwGmHTrMAQDjj/a7Z3ljD4vG7IznMiyxGTyaQv6urhaAkhGiGsoqhUXEGrD0VRRCvQTCaDrkbRaNTj8aCq7wdeIqNpWlVVVb9+/RobG6lrpMPuqKmpaW1tRa9vAD6z2YzJJz2tl1iOU9VvNHvUHgSUVTweDwQCEFJT+3lCCNpxU/MWPTgjX7UXgL8egCxgMczakMeHAjWRSCSTSZ/PB5ISByBJUiQSQYNMrAds+WiEhHdWFBUAglLFYDQRSNAzstvtAHn6zqm6Nfklt00F91i3+r5U9CuVseLgaUUs6bEQoQ7ZVAWEeTtVoH/a7RkAheM4cNgQ8mYyMlU7fH/DYrF4vd6Ojg5Ewoqi+P1+lmVpCzBcO3ho4BLQ+5dKMlAxzPM8iHa6SGhWwWKxuFyuUCiUlZUFXQHCDEgj4J8YDoehS8YEUlSHKr14PH7uuefec889L7/88tChQ2HowfN8IBCwWq24xCjvQy/M+fPnDx06dOjQoRdfdBE0IZBAdHV1iaK4fPnypqYmi8Vy/fXXz5o1C1GW1Wp9++239+zZg2P2er0rV65sbGx85pln8vLyPvvss48//hhCr0wmM2DAgNtuu23p0qUMwyxdutTr9b766qtbtmy54IIL5s2bZ7fb77vvvhHDh69du7a+vv7555/3+XyiKM6bN6+ysrK4uHjXrl2DBw8GkXzljBlffPGFKIp1dXUffPDBM888gwV5xx137Nmzp66uDrfG9u3b33//fXg+Dhs27LzzzkPkSQgxGAxvvfWWwWAIBoMDBgxAuSomc/369b/61a+cTudTTz3V2dnpcDgcDscLL7xw3XXXTZs2LRyJOZ1OXEq/36+qqtfrRT+jxYsX40znz5+/fPnyiy66CNq25557rq6u7p577olEIjfeeONHH3304x//+Lnnnnv22WcrKir+/ve/r1y5ctKkST6fD2lPlF6YzWakQFFwSY1rcGpGoxFR7pYtW5544omKigpVVZcvX75jx45rr73WbDZv3Ljxk08+ueKKKz755JNf/vKXU6dOFUXx0KFDv/jFL6B18fl8Tz75pNVq/fOf/7x69eqbbrqJ4zgkChoaGlasWIH767/+67/QcBQNksxmczgczs7O7sMPfaNv9IHyf/VQNY0lDMvIhE8xmkwYEyFchhCOEEUViCYoGUJSHOtJqamMQDSeVRSGqGZFNXIK4VSZIxmNjacEVWU4RmMMvXN66umSFWhWoqmqomkMz/OiaEylksBJhLAsyzIc0VSGEI1hWD3DSkt8oHgBCqQ1ncCX/2+1gv+Xj1QqlZOT89hjjy1fvry5uZlhmJqamuHD6nw+nyzLaGHtcDhgP6fnfb8V8QPMMgAAIABJREFUktPbWXIch+ouqFmgCQY0BAaFarYX/dPr46hqlvTUZgGjw3MaMN1gMNhsNj2Pjp1SFEXAZmpelslkLBYzasKQWqEmaHraGy+nhg/6zu3kq4bl9Ce0LpOeC5SytCmMnpCmUxQMBs1mMxChvrcLBO6EEJhV6wvsvgmXRtl6k8lkt9tSqTRqMXF4Z+7A9V0GnPvy8/NjsVg4HAbnKoqi3+9HiS1clbAAYI4BDAegTNl3q9VKjSzo5dCvK5/Pd/LkyZaWFnDbqVRKkiS/34+yv4KCAqfTiepkhOXU5A4QE2mKESNGRCKRW2+99aqrrho6dCghBIWJWBtwGLTZbPfcc084HF63bt3SpUs//OCDJUuWIOzRNA2S6AsuuGDMmDF33333ihUrJk6cmJubK8tyIpEYMmTImDFjIpHIxx9/fOLEiW3bto0bNy4vLy+RSFRUVKAzJVT4w4YNU1V1375948ePt1qtnZ2dkyZNwsmmUqknn3wyFoude+65Tz31FM/zr7/+erconGGi0ejYsWM3bdo0YcKEAQMG/OMf/9i/f/8nn3wyYcIEnA49l8suu6ypqamurg4Qtqys7JprrsEi8Xq9YKPZnjY648aNQ9bx888/R4EyJvDuu+/+5JNPNE0bMWKE0+lMpVIdHR0dHR233XYbMjCKooRCIaPRiMAeiLmiogLvz/P8tGnTFi1adP755xsMhkAgUF9fbzKZli1bBlccWZYPHTpkNpt9Pl8ikRg6dOjw4cPRNgvadPi+w+uJekBRd0Ia4OFO6erqeueddxD/S5JUWFhoMBhef/31t99++5FHHqmqqnrzzTcvu+wyXKyKioqRI0dC/NavXz9U5ebk5Bw9ehT3O3wtvV4v6TFwnDlz5pNPPonDCAaDSON8T90M+kbf6APlP/DpyTAKl2L5BCEcYWyEcDIhAiFEJpJEBJYYWTElRb1CREpneM3AsLzEGlVDmrCEURguQ5iEwiUlUeEVUVB4Qk71ilJPIcuR4ufQA5zTWIZwsgz1Ak9Fvd1ATWVJTxIcBf6ZTKajowPPa/T2A49C9/IfeOIPhHFBQcFDDz2EDTudTitypr29HQRhMBj0eDyATbT9XveMfWP0BnCp9yjQNA360XA4nE6n7XY7GFzaMI+cImvRw3FoEqgVcTgcRu8S2FcDRQHk4e+Bg+FPbLVa4vEErZLER0SjMZ7v7vaiF8OQr5YrUAoc9tNUiAKAQqUjekN9PZMN9h2/BawhPZJuKh3BJNhsNhxYj1uORqvTcOQ4OzSE6hWlfJ1en/ZJsdttsVgciLyXb8P3wZpTfY7VaoV/eTKZbGho8Pl8x44d83g8brcb1xFfjUYjEhqSJCF+I191UtfLaSjcQe4iFot1dHQkk0mYsSB8QtNTq9UKK3o8E9CjAJUD+p5QDMNA4vzYY49NmjTplltuwfynUimHwxGNRo1G4+7dux966KHbbrtt3Lhx27dvb25uJj1Wg6qqlpeXFxcXHzp0SBTF5ubm4uJiiKNwu9XW1lZVVfE8v23btoaGhhEjRrzyyitXX311QUHB1q1bgXppIydCSF1d3caNG2fMmGE0Gjds2BAMBqdPn/7ggw8mk8knnnhCkeXq6up9+/ZdffXVOTm+RCL18ssvZzKZQYMG/eMf/1i2bNmVV14piiJ6v19zzTVougliguO4N99884ILLoC1oiiKDofD5XLRvFa3iznLIn0xZsyY1tbWdDq9adMmPGPh7bhp06aZM2eaTKZLLrlEEIThw4fbbDa3271y5cqf/OQnkUgUHccKCws3btzY0tKCO/fw4cPJZNLtdsdisTfffHPgwIH4XK/XW1FRYbPZ5syZk0gknnzyyerq6oKCgkwmEwqFkE9Ys2bN3Llzc3NzEVKeddZZ27dvp4ErlcgjSlF13Ys0TfP5fJdccklpaSnDMKtWrfJ4PH/9619feeWV3/3ud6De7Xb7p59+OmXKFJvNduDAga1bt06ZMsVgMNAeqFQkCdN3+KPTm3r16tW0H1ljY6MoitnZ2X2WhX2jb/SB8u+DKVdljkkQwhFi1wiTIYQlMq/xKiEsS1gmwzAGIhKm08BKRpkxyow5w6tsMmlQZV4jaoZTVFblRMnAqYJB5iXufyt/0br15ZpGsMVqGqNpWiYtwUWL4qTu1seSSruphcNhql1Gkw48GSlBrudif7APTVrziv+i+oohKtqA0/4aIDL1qhKGYViOU+Vv5KBCAyeKGgGaDQaD0+kMBoOdnZ0Wi4XCL30zbT1Y1PPNtLRRUZRUKmU0Gl0uF3URph8ELg1fbTYbw5BMRqLVBRTnYUPtZdfYizympwC1gyTJsCOkrCF9NzqoBgMEMA6P4m/aYhDacWz2iCGpSx2NK8DjolkMDZ8CgUB2dvY3MXagsh+bzQazRei8ybfpCvRdcDmV7MMK3ev1Qg7u9/vhUQ2lPhhKfRYF84aYhPrhUFxOLwqU8ZFIBM2qsGIBpmk9A8CuIAhYdWjHgyM0Go1o6gnrvfHjxwuC8MgjjySTyTvvvJMQYjabIVXneb6ysrKoqGj+/Pm4UpdddhkhBMeZSCRcLtdPf/rTRx999IMPPvB4PNOnT4ePCsuy0Wj0D3/4w+bNm9EU86KLLiopKdm0adOsWbPGjBnT3t4Oq0eHwwGanxBy8cUXb9++/fbbb6+trd28efOiRYu2bdv2zjvvTJgw4dFHH60oL588efLOnTt/+ctfVlZWYtKi0WhhYWFlZeXzzz8/d+5ci8Xy9O9+N3LkSLTeLC4unjt3bmlp6e7du41GY11dHWhjrEyEhXTN8DyPu7etrW3RokWSJMXjcSx7+K8jGfXAAw8YDAaTydS/f3+o3qdMmTJ37txMJnP59CtvvPHG//7v//773/9+7NgxRJKITu+///6CgoLjx483NjY++uijCK2TyeTPf/7zhQsXPvTQQw0NDZA55ebm/vSnP120aFG/fv0++uijiy++OD8/HwGVy+UaMGDAypUrT5w44fP5aONnUNQImLH8sBEMGzbs1ltvHT16NKTkTz311OOPP87z/IsvvkgIqampGTdu3Jw5c3bt2gXdo8vl0jQtEomEQiHcgJIkoVIFIbGiKJWVldddd11tbe3hw4fRPgkbzZo1a4YNG0Z9LftG3+gb33b0+ZSfcShyiuVkwtmgWtEIEYjEEJYoDMdpDKcQPiUzktLOCSzH8GKGtagcYeSUkCZcWlCJKHOsalaImVNMgizKfIYQQjQGdPgZEIWqAs8xqqrEYvFUKiWKBqfTQXR+EbIssywHkszv92PP4DguHo8rioJqM313Gz1YIT/U0nWAPKT7eZ5PJpNWq7W9rZX2D2cYBp3M9fQkVEDJZPIbasr16BbgHqQvFLpgzmBVicpFiuQo0gVc1kNzinfj8TjDMEiGAPAB6VqtVqfTaTaDOjcaDEaGIYlEMhqNUj9v+oaUzdX3S9J7++h/S22eaaBiNBpEUTAYRKPRQAc6icLqHAZwFCKA+YafnSzLqODkOI5lmWAwhN5MtAfqqZQzRahgzbGw/9dlzDCM2Ww2m02JRBIe2P+eZY9rh4OHuAhH4vf7LRaLXqqEZYALZDKZ4GsOjTWiL8p6nqpSw0rw+/2I5SBDJ4SYTKa8vDx9xyW44KGWFy1pWJZNJBJw38cxZzKZ0tLSysrKFStWdHZ2Dh8+HBXhkCuIonjWWWcNGDCgrq7ummuuueCCCwwGg8fjGTVqVG1tbVZWVmFhYXl5+TnnnPOzn/1swoQJODxJktxud2FhocVicTqd06dPRxfMqVOn2my2RCIxfvz4kSNHFhYWEkKys7MHDBgAK/2pU6fCuOayyy4rLy9XFKWiosJqtebm5jodjv79+48cORLeJoWFhZdeeikCAxxDbW0tjCDHjx+flZUVj8eHDBkCfDl48ODrr78exlMGgwFW7jREIT3yKrgtFhQUoD41Ozt77NixXq+nuLh40KBB2dnZdXV17e3tVqt11qxZ8Fh0OBz9+/cfPXp0JpOpqKwqLi7GFfz5z3/ev3//srIyg8Fw4sSJ8ePHRyKR3NzcOXPmDBw4EHbgXq83Pz9/yJAhra2t/fv3nzNnjsvlisfjZ599Nljwa6655vzzz6fdUhOJRF5e3s6dOyORSE1NjcVi6devX3V1NcuyeXl5RUVFeNpEo9GPP/54ypQp5eXlBQUFJ06cyMvLu/nmm3Nzc51OZ0VFhd1uZ1m2sLCwuroan+7xeKZNmzZ8+HCPx1NVVZWdne3xZBkMBqvVig/yeDwDBw7My8urra0NhUKKopx//vkzZswoKyvr168fhP733nuv0+n85qXSfaNv9I2vbFt9aaYzYqt0kuE4wosKQXEnYYlK1JiWMTJGUSVEIUdUKRhuFuwulbOwCeKUWIscU5kIp8kGmeVUIc0aIqIoqKpJImkxeUZQzupQHaHErd/fGYtFeZ4rLS1VNRk7KKi1WDQBHhGiVZQBoaqPajD0koBeoPwHePX1DVkA9bq6utKpRF5e3okTJ9D3tLy8HBa/tEIRU9rVFZCVb8QA6csc9d18qNUGFMDoT45+fsCviUQC0Io2tQGViFIq+C0GAgEUVNEySk3TrFar2WzmeVZVCShnVVXj8Tj2cirw0Kvke3UC+joRCD4XSxEmMIhtALxoRIGDAadIjUTi8TilqHmeb2trC4fD8Xi8pKQkKysL1hwdHR0FBQUOh03TSCYjRaNRfetHiK8wOQiowuGw2+2myR99sPHVLJcKxw+O4wKBAPIMNPXx74joe27MdDqNeYBftSAIoVDIYrH4fL6uri5cO4fDgVuVvpZ2HdIX4OqDPdSPwtSltLQUtvSwj8RfIuaEEwts4IHnULVMDelp2gTRzpYtWxYuXHj33XejGhJlD5IkxWKx7Oxs0OqpZJJhGPCylChFbyBRFCORCOpxYQ6DJWcymdDaHXcTaja+lEIRAvtXFA8gwsQh4b+iKIqimEql2B67Hswt5PKJRMJmsyGYwe0jGgyEEKQCVFV1Op2JREIQBEhZEGEiCKc+s1QApvbcUISQhoYGhHPFxYU+n48Q0t7eTnvNJpNJcOFFRUWIbHmejydSMEoym80gmNFj9cUXX7z77rszmQwuYiwWQwUz/gavReNSdE6Nx+N2ux0zhkmAHAscwY4dOxYsWPDYY4/V1tairxls1KFl5zju6NGjd9xxx7Jly3JycnADInmFfB0WFRqyouaBlqDQCDydTkcjof79+3cba/YUwFDzctR40KfE7NmzS0pK5s2b16v9Rd/oG33jm4++m+dMI8NwBo1jZUI4IgtEIcRAiKpoHGfUCJFiRDCT45L00a62LuVkSFJZwhdZ7GOLc8/yuqyZhCylzGZTLJkgRiWlxA1mkZHFHmfrL7ERkn2SpHBcNyOYTqcZhkVmmed5SZIJYThOUBSFEEaS0ydPnsQGz/Mi4BoSjgUFBdgMsOfRqjuTyQRwgzekil40rqOCS8AIk8kUDofBJeOxC0CGd8MDHZsZdgg88bGr0aQwHvR4ylNURx39KJuI3CjIPGwStAiP9qkGhy1JEjprUkILSIVlWXR5pDy0vls70q/UixB/AC8OdM2IRqOZTAZSCkEQkE+PRqM2mw2qEqfTKYoi1THjCGkvSdo8FeIKGLFRupc6aQBYE0JAzmHnc7lcgiB0dXXhHKPRKBCt2+3GMYNkRWIachc01nG73RTcA6fiG45jY7HuTuMUZPfyIkQCGhonHD9q7GDJgqPFCqFiEn3fRPQEQYtQvV87jgfHjAuhaZrJZLJYzOBxYQpECAmHwwaDIRKJAC7jure3t+OKm80mAAv9dcQKoZbwvVqW0tiS6teB9vByRVEMBkEfj9Eu5fQi4qve+xwzhsUD7EW5ebwQdwRdgViQFONSEQ5+mEwmgYY7OjpAitvt9mAwGIvFnE6n2+1GHoaq8PVuPDRqwuKn5qdopQSNL47W5XJRH0OKk+hvcTlUVW1ra0NCA7oaag2JSy8IwpAhQ+67776XXnpp2LBhCAJRl4J7EAeGXjb4IYX1+C30JMDWgUAAixxHK4oiCjYw//rKAVXTUqkU4kxEEcCspMeaBkGsXspFE4C46LSTAFYOrgglwiHfwpOQZnuAbmlRMn1QKAwDJTqkGrj3fT6ffvlhVYRCodzcXDyabDYb3hNnoWkawhWsN0y+KIrJZBLPPaTjkCGhYSQmAd8jjMHc4t7Rt6Cqq6u74YYburq6sBRBzKfTabPZrChKa2vr6tWrYaNJH+w0KMV/kbNCZoYWZ9OnHOY5Eg7SgEffk4HmYehe2dnZWVxcfMcdd+ix+3fZfPV19nqyA4yG3gWyD6j0jT6m/IcykoSYZEI0QnhVIZrGEIUwRGMEmYmp5NPj9ev21e/dcygQjPMsR1SV5/mElOK91oLyvJHV/UfmF5aznCUla1wmbpRTjGzMGMlXW4v3WEkwHMdLkqRp3U867N/wTQOvZjCIPp8vEglHImFRFAijsSyrqQxavcB9DLvdxo0bt23bFovFamtrL7zwwuPHj69Zs8ZgMNTW1k6bNg02ZF1dXbIsT506dfTo0RTjfvrpp4cPH0Yd5KhRo1wuF90GaAKdFpWiizhiA31RIKX39GgAFUhA5Nu3bz9x4sT06dNpmSPR2X1g29uzZ8+xY8cuueQSlmXr6+sbGxsHDBjw3HPPzZw50+FwLF269LbbbrNYLMCIqHCiSXxN04A7aXMNitcpSkZeOJFIAGEYDQI8HFpbWxF1lJeX22y2zs7Ot956C2ddXFw8atS5itptXgFIR/Eo0bmd0FmC1oLuprTATl/WmUwmOzo6XnjhhYkTJ44bN47iVL3yG9vh2rVrE4kEwzCpVKqmpmbMmDE4ACRJnnnmGYvFct1118F4h26KFLYiSoEcHFgN0nm8IWXlIa4A1gfSon9MNdm02w7+gOd5gDC9CEdnO2PKZGRB4CVJ9vv9R48eBXouKyvDaYZCIbQfR69ZCG1pUTLmmUZr8OSGsSD9lF4+OdTnW9M0vCcIaZr36GUy08s6Bi+kn0jludS+BgkojuNisRhO32g0plIpcPwQ9MORkAaWoihCVAYw1xOBmPPz82k4QT2nT9Xj4koBWWJCeJ4PhUItLS0QIeTn51NrmjOIqVAoLEkSAki0idF/LjIhqqp+8MEHH3zwgd1up+ExSo27p0vTcNMhfqMMrh62UjaazhuoazwQeoO2nu8RYeISYHHS2K/7uvTUJ9DYHoEKuImeOhyNOR1WO0NPVnrpCSF8zwwTQrA4GYbJynIBxWKu0DRUEASac0AMIMsyw/JUvEQ/UZbltra2/Px8XGuaw/wmR0iPk5IsNI9En3uUcEHDppaWlmPHjpWWlubk5HyXRsLpVEIURZvNRt0Cvu4IkVvA7fkv0a58XSk2Ls35558Pa50+kUzf6GPKf0BDJETjCKOpRFU4QgjHKISTFBKWyRNr3vrg+IF4Ijk0bJ5Sm9/P6c7SiKZITenkyvr6rbuDOw4e35iXN2vCxDF5OWyXnxdEhVEZRvkS0LAaw1BSh5WklMFg1DTtiy+++OBvH51sOYEiLfAlTqdz0KBBiUTSarVYrfZgsKugoMDlcqEbHO2fbLFYVq1atXjx4qysrMmTJz/99NOHDx+eNm1aZ2fnoUOHjEbjkSNHbr/99mQyOXHixGg0unjx4tGjR1NueMOGDfPnz89kMvfdd9+xY8fmzp27efNm7Momk2nAgAHRaHTTpk2JRGLw4MGVlZWJRGLbtm3gLcxm84ABAziO2759u9/vr6ioqKiowJ7x2WefNTU12e32QYMGeb3esrKykpKSZDLZ0tICEuvkyZNDhw5FMhfk36FDh7Zt2/azn/1sw4YNCxYseOaZZ+x2+7Rp0/Lz8zmOmz59OsibxsbGvXv3app24YUXxmKxL774Ajn3aDTa3NwMNWpTU1MqlSopKQmHw5s2bTIYDKNHjwZZ63a7Ue7GMBry/tjqwuEwbMXffffdgQMHDh06FP2rC4uKjx6tB3XEMExOTk5VVdXhw4cPHjxoNBqrqqoKCwubmppOnjwJcOZ0OsvLy+vr6+vr62VZHjRoUF5eHujJHTt2wMJiyJAhhYWFl19+uclkCgaDjY2NNpvt4MGDTqdzxIgRqNdMpVKCIEyZMgXg9fHHH0fzdp7njxw5cuTIkZqamlAoFA6HM5lMQ0MDx3ElJSWYRo7jSktLm5ubOzo6jh07VlJScs4554D1DIVC+/fvDwQCtbW1ZWVlMPEoKioC7xWLxUpKShBE1dTU5OTkbNmy5ciRI1VVVTB3gzAGb0XJZip8B7RC6p/jOIb5kj9GTKIPPDRNczgcZrMpk5HA4uuBtT7GADjotW2Tr7rEUHMYFFPqmz3RBJE+pUPV6hTV4RoZjcZ4PA59CLIrgUAAN5rNZnM4HFjAgiC43W4YTSJPBfQJYQBtGoVYwuv1xmKxYDAIU0t6/LQ0lhKWvRAP0D9OxGg0tra2dnR0mM3mZDKZnZ2NpkUoYj4tnqOPHaR9HA5Hc3OzqqowyoCA2+fzSZKExpmTJk3CrQTAihJDnBrDMBzLorQUdQKYOqwBFIZS0pomA3EKsVgMWSlEnl+CvK+eMtNjSkjxN8Cooiisrs4BP0ShAh6DVEMi6ewjKYI/rbkQ5Ya/zOCpKvxwFEUxm83QXElS2uPxoBtoNBqF9h1YHAsmHA7DxltWvtJWjK5h5APxxzjyb8jyUhWcPmhEiQtU+7ScFwsYNyaiONii//NiP1X2+/1lZWXoeoHGul/XFiAajbpcrkQigbThN6nG/l/PWg/K8VDlOA6NFyhl0AdU+kYfKP+hDPgfMqpKWFVjWYWwBpWohDzz6SdrD+/IROL5Se2qn1xY2N/t0FSfQUwmormK7Koqf/mtDcfbox3x4yuZ9y1XXFpmZx2cxicSKiPQbUbVZEWVFFlLJBKZjMQwbCKR3Lhx4+FDR6LR6MmWJlVVCWHAzOXnFcZjyZMnT44dO1bTUtnZuXa7A9lbkL60rUw8Hk8kEpWVlTNmzBg7dqwoimVlZQsWLLj22msZhtm2bVskErn88st//etft7e3X3311fv27Rs4cGBWVlZXV5cgCB6Px+/3L1y4MBKJoE1GIpHYtGnT6NGjR4wYsWTJkmAwKEnSq6++euWVV15++eVbtmyJRqNoK/3EE0/s2LFj+fLl+fn5zz777DXXXDNjxozt27cvWbKkurq6o6Nj6dKlCxcu7OjoOHLkyK233gq3gZKSkkgksmXLlnvuuQekl9FoBMe2a9euhQsXzp49Oz8/v6mp6b777lu2bJnZbH7kkUd+97vfbdq06dVXX62qqiKEHDly5I477li8ePHs2bMnT57c0dHxxBNPPP/885FI5IUXXkBl1YIFC7BzrFy5cubMmeeeey5wsMViMYg8NuCcnJyWlhafz9fW1maxWLq6uux2O8MweXl5f/jDHwjD/uEPfzSZTLFYbOPGjbNmzZIk6f7776+trU0kEk8//fSCBQvC4fD69esZhlm3bt0VV1whiuKDDz5YXV2dTCZffvnlG2+8ccyYMQ8//PDx48dLS0vD4fCHH374+OOP//a3v7344ovz8vJ+//vfm0wmn8+3Y8eOiRMnzpkzJx6Pg7Rzu91wSZMkqaSkxGg0vvvuu88++2xlZeW2bdva2tqqq6stFsvq1atdLtecOXMymcyyZcuGDh3av3//hx9+OCsry+FwrF69ura29s477wyHw3fffbfBYMjPz//Tn/40YcKE8ePHr1ix4rHHHrNYLCtXrhQE4cYbbzxw4MCSJUteeOGFzZs3L1u2zOv1/ulPfxo3btysWbOsVmsikaBqHFy7XvuoJEnhcBiiI+hwgGJhOgEgBerLZDIpippMJoFKaYa6F1uml7Hqvcb1+B65CFTpmUwGRflS6ELROfW6oYCPGlOGw2FA6tzc3EQiEQgEgKgcDgfFnfhjqJxBPOOMAO88Ho/D4UAlLiARAmZUNAYCASQrMCdQmumVGKd5TPM8QDDSJoFAAMoQvD/0EqBgvw7fAMVSHpphGKfTGQ6HW1tbXS4XlN/Hjx/Pzc1F002YoFONFnRTuBcIIVpPagK0qMVigXkRwhs91kSQgzcByPZ4PGcA5frWtlRHRIU9qqqyPRdOL7IPh8M4Qiq6w/RSzE39VSCjgnSHgnjIvr+0uOlJppnNZpfLabfbGxoaFEUSBAG5QZDHSDJQ63GE9xaLRTSYTosv9akM+qpvBcr1UyQIQjAYJIQYjUZUEVBXRNqw2eFwoAj1n94BWUbDJTOZTLhHIBQ87UGiZZLVaoWz53cUlpwqgKFXHM8TTEIfSukbfaD8BwbKNY1oGmFIhhBCWJ6QBn/0rS3/kFWtWrT917mjqqpyEzZBZpgIq8lWlmhKP0a6/dwJr/z1o88z8eOB9lVb/z5n4gSus8NhFJIZAThAkqRUOpFKpTJpWZIkVdUyGXndunX1R4+h9c+w4UMHDRpkNluSyWRbW9snGzeBlguF1k6fPt3nyyZEEwRRVbtV3djwksnkuHHj1qxZs3fv3l//+tc33HDD2WefzbIsmDlVVWG7m52djT5zVqs1HA7jkNCt45577pk0aVJlZWV2drYsyw8++OCOHTsOHz587bXXtrS0RCKR3/zmN6lU6t13333//ffHjx8/b968I0eO7Nu376qrrlIUZfHixYsXL+7fv//hw4fnzp07bNiw9evX33vvvWeffbYsy0uXLn377beHDh0KEhQeCA8++KCmaVdcccXHH388efJkVD6JotjW1rZw4cLLLrvsoosugsMjZUBRsLVy5cr7779/2LBhJpPp7rvvliRp+PDh9fX1hJCjR4/G4/GjR496PJ5Dhw5ddNFF69evz8nJmTdvnizLS5YsWbFixejRo9ENsaGh4d2/vA1ytLKysqSkBNVg9fX1FRUVc+fOnTJlysiRI+vq6qw2+wP9x1+XAAAgAElEQVQPPGCxWF577bWGhoZLL730pZdeeuCBB/r3769p2qpVq15//fWHH3540qRJf//733fv3n311Ve/+eabc+bMmTRpkqIo77333gsvvABBDgBuIBBYsGDBiRMnOI5zuVxOp5PjuMmTJ19xxRWfffbZnXfeedFFF/Xv3z8Wi6VSKeT933///dLSUpZl29vbly1bdtVVV91www2trS0XXji1pqaGilnR4rGnXEEym82PP/64pmnHjx+/+eabGxsbDx8+PHbs2NmzZ8disba2trlz544ePbqxsRG9u48fP47j2bdvX3V1tdPpXLp06S9+8YtRo0Y1NjbOmTOnqqrq/PPPx0qmjKCehqQwGqILqIqhXoBpDMAQNNYul4tlmUQiRQk2PcimhWUAdvoGt70MSahrjcVisdksFMfrsSn4NpC7kIXIstzV1QVaEd58kUgErVip9ALTiK+apsXjcdCTEAejgTxYfCBXkPQmkwkOJyhgAJUOAh7iFhS5UikUGOVTFQLAW1R+09HRAZguSVJeXh5w8JlVCkC3qOfDfQRjeBg3QWiER0EikcC9QHpUyHpD+u60Q09RMq4X7Y9D1d6YbRpf0V42sCSHpkUv3qDENvXbwafTU/6ykOCr2BQvAQxVFAV3ECFEVhT6NzQSw7WTZTkWi9H4xGw22+120MzdjAnDIB1htVoVRYWGB5WyCMYgF8RKo4eKjFYwGHS5OSq50cNKIGbanYDW5HwrnEp0HQBQH0LLZkDNfFnqKorJZNJut8fj8e8AjRWY/CDoOgMzjec5Ag8s/u++//aaQHqP4+OoIrEPqPSNPlD+QxkGQgirEUYlhBgIIxMSZMk/Wk7wEdXdkbhw7Jhzaio4Q/LPK1aLaUmUZVlU4yR90/SZVSWeqZPO3f7OG9G4cPhoa2oYI2oGInXnK9PpdCwWS6UTPd7VRrPZ8sYbbzU0NASDoXQ6feWVV503epjH45VlWVFUnucrK6qfe+65Y8eO5SRztm/fXlxcDA8Po1HMZDKAC8AQRUVFTz755Hvvvffaa6/dcccdN910089//vNEIoH9FfVk2ITAuSJ9j/3mrrvueu2115566ilBEO68887+/fsHAoHHH3/8Jz/5yVlnnbVhw4bKyspAIGAwGKZOnTpixAgAmkWLFo0ZM+bcc8/dvHlzNBrdsmXL7t270Ufw6NGjsixXVVVBvX3zzTcnk8mtW7eCK2JZduTIkeDFq6qqOjs7kQ1HfVV7ezshBO3laG8Rs9kMONLV1ZVKpQ4fPnz8+PFkMhkIBI4fPz58+HCw0Vu2bOnfv78kSU1NTfn5+SNHjnzggQdqa2s7OzszmczUqVM/+uijSCSSlZUFfwYARAC+qqqqHTt2OJ3OSCQyfPjwW2+9FWS/xWJ5/vn/djqd+/fvf+GFF2655ZaCgoJoNAr3A57nr7rqKsxnZ2fn888/P2PGjPz8/NbWVqvVunr16mg0GgqFTpw40dTUNGbMGEiPrFbrI488giUB0KYoSmFhYTgcHjx4cElJSXNzc13d4EQiAR+GgwcPrlmz5je/+Y3D4Vi3bh3HcVdccYUkScXFxcOGDcMyABzHNQUFKIpiYWEhiNKysrKCgoLDhw+fOHECrxVFsbi4uKamJhqNZmdn19fXG41Gg8Hg9XrRh3zGjBlHjhwJBAI1NTWJRKK4uHjMmDGffPLJj370IyA8qr0mX232ie8pfCGEwJcjFotlZWUBNEAsYbVaGYYAmOqbVp56S9Kkv14XTuu9qKOlKIqRSIwCO6rpBxaHQgn+RU6n02q1UpLbYrGgyjAWi0WjUQqUAWc9Hg+iCKPRaLPZqNUM8C40tbQ2GqQsul1ClIUBEX8sFoOEBiGTvnjgVEBD0S2UZiBx4UKTnZ2dTCapsvm09CTgFH6r1yXDQBMVxvhJY2MjyoiptF0fa+lpWlT6InSBxI5iaHpperWjwoRQJTrR6fj1UE9fbKOHXN2nprvueFuAM4vFguap+rVHC0PxktMCymAwiPsLyJ5y82i9hPiWEIIwLBwOYz3D2QapEmhFULKJdBA199QfpN6RCU/jb84lUyBObw1aSUzzJ7R2FkgdxxMMBlGo+s8NhhCYV4IFPwMCpr9CJuG7b75ngPVYGwjt+lBK3+gD5T+k2VFIhiOEIaJKSIbwIgkwZFcoaPenhzhLh1edpTnEbK9xSElZmdNnVRnFSPZ3HPPmZ0mBjIvN6183aENDU7pVSTdnLD5PRg4xIoMS+1gsphEFps5mk7WrK3Dw4MFgMBiLxe+4487y8nK7w4AdPZ3OaJo2YMCAX/ziF3/84x87Ozu3b9/u8XgmTpzIskwqlcB+QGmMjo4OQsjll18+ZMiQuXPnrlq16ic/+QlS+YqiwPrgwIEDVHqLhn8gQjwez2233RYKhZ555plnn3126dKlBw8edDgcV111FShPpOyRkfd4PIqi7Nq1K5VK3XLLLdikNU1raWnJZDJut/uCCy4oKirauXMnvHWxdQEWYN8C1QfikNp9UDO1gQMH1tbW3nXXXU8//XR+fj70BuFwGG1Ksc8FAoFIJGI0GktKSjweDzre7d+/v6GhYerUqdu2bbPZbOXl5YIgGI1Gt9sdjUaR1QXbCpiSk5Pzy1/+EnuY0WiE7DUQCLjd7tbW1gsuuOBHP/pROByeP3/+zl07zztvzLJly4YMGXL++efHYjHskTgROFEoivL000/7fL6f/vSn6XRa07SGhga4IlgslmuuuQZvazAYotEoPATh8AC3BxwDhRR2ux1wBGTVihUramtrCwsLwbxCMIoYBuWetC86OolQnphiPpCFTqezsbHRbrdD95yVleV2u1mWra6u3rJlS2FhYV5entvt3rNnTzqdrq6u7uzsxH4PM3Ik30VRhHyFCgZ6YTLMMM3Ua5oGVx+O45xOJxz90AKJkqbUmw/rgdqb6I0sT92tKeaG9kmvlqGimkQiAWZX75hOCIGpOyKiaDRKeW6Q32gQQzuhwpMnnU5nZWVhCfVya6Fu9ID4gOOkp5oQkNpisRQUFLS0tPj9fsAmar3Sy6a9F07FLRAMBgFtnU5ndnY23p9K+U8LUyAypuXFpKfXKWQqDocDxwZ9VCQSQaIANR76aleqy8etikZCeB86DxT3k68ag+rDg17XVJ8c0EvAe8nr6fvQWl4aj+FtcRi028Cp2I5aiOhnKSsrq7OzMx6PU1EEw7JGo9FoFFOpDOqwUaeOtkEwRMLDB3S1x+PxeDxdXV3IwOCK0ApaGmTi+Ux1U70O4wxItFdeCLOK1JnempD+DfXkQaXBdyn0ZIjKMAye/DTRdFpoTtvxgjT5V5HlvZ4nNGVEbWT67Bf7Rh8o/wENiSWiFksy9iRLTCwhimTjhYaWYIIPDx1QWWIwGoQCRojX1p6za+/6ppMHfTlFlVV1JrOHURIuOfHjitITBz+LaV2H0p1FXIklnQlEYpIkSXLaarUaLWZRNLIMxzDcjl2fdHZ0GYziHbdfP2BAudebtXn7Zx3tbbKc4VkmHA5Pv+zKwefUzp3zyz/84YWOdv/mf2wdXDfUYjHzPWYdyIyzLNvV1fXAAw90dnaOHDlSEISzzjoLghAAx4kTJ27cuHHdunWXXXZZMpksLCwsKysjPS0nf/vb306ZMgVP4dLSUp7nV69ePWPGjIMHD9pstqFDhy5dunTfvn2CIEBrftttt61evfqGG27Yt2+f1WqtqKgYOXJkRUVFTU3Ntm3bGhsbCwsLfT7fmjVrKisrk8nke++9V11dnZWVRbk6qjTFNo/qN7Q5zGQyP/vZz8rKyhYuXHjDDTf4fD6IWIB4XC5XZWWlwWCYMGECy7KffvopcMPw4cPvv//+4cOHjxo16tZbb4WyBT4z77zzjsvlSiaTH3744cCBA91uN3LWsizLksRxnKJokqTE48ns7FxJUqLR+JYtWz799B/nnXdeLBbjOEHgxfm/+lUoGLzyiit279rldrv7lZa+uGLF4MGDVVX9y1/+kpubW15e3lBff/Ps2du3bwfMbW9vv/TSSwkh69evl2X57LPPfv/99997772CgoLOzs533n579uzZ6VSK5zijwSBLkt1mYwg52dwcDoXSqZSmahzLchz31FNP1dfX/5//83/27Nljs9nGjBnz0UcfPf3005ddNi0UCu/ZsycnJ4dhmOHDh69cuXLHjh2BQADiE1xcsJvg58Lh8Nlnn/2b3/xmypQpRqNx7dq1R48enTlzZn5+/sKFC3fu3HnXXXcFAoFHH310woQJPp/PaDSOGjXqnXfeGTRo0BdffLF3797Zs2eDI8TlAzg7ld7uBqMsy3NcU2Mjz3GaqkKsjFaU8PpIpVLJJHyWjWh/iLXBUUMbVQUAYghhGUbsidx46D0I0fApBoNBFFmGtLW1K4oSDAbBzQP3JxMJWVHgfW42m4PBIJpBGo1GRJjQuKMTKpW+UEkJBP08z3u9Xmr3SYtQKQNK1SbU1Ah5KoRMVO8LaXUkEkGgiGbv3U6IqooXUh9PWZaTyWT3V0kCIPZlZ1P6XJ9DOC2LqUc2+lSGHhBDmAFvQZjJJJNJ6MVxGDie7nPp6TZMGIYwDMfzgOGqpjH0g4Am8Q/FslZrZ2en3eGQcbQMo2paLyh6akeF3voNyKUgLCREI0SSZZbjHE5nJBoVDQaiU2CfquHprVRWVbfLFY1G/Z2dMACFAKO1tR3OswgsWc5AGwUQQhiWJwzHsKzRJBCGIwwXT6RC4ShMnJCrQbkFTV/QiKJXs95vzhnrv6HvrNeN0DCACmP0MrD/lYEmX23iq2kawxCGYWKxWEdHBzWFPO0Lqc3u12Ukvjtlrg/taJTVh1L6xn/Y6OvoecbZUQkhJMPwhBBBIUSRMzz/4qZdztauqVWV+UXZcRcvmrl8i7erPTZg4Agtyf9ozHhNJZzAa3ImnczsOHAkmubOqe6fZSGdsc50NMXzvNPttFqtnMCzLMcwLMOwf/3r3w59/vnFF180fMTw/LxcnudEg6H+yOFtW7d4PJ7+1dVVVf0ZhrfbHQaDccPGjYIgVNf09/l8DNGoiTKexVlZWZdccklpaWk6nZ45c+Z1111nNptjsRjMTwYOHDh+/HjYgNTU1Nx0000AIpAZ+Hy+devWnThxYtSoUdA2+P3+kydPokFGeXl5YWHhRx99dODAgbq6umnTpjEM09XVdfLkyRMnTkiSVF5ePn78+EOHDn388cf9+vW79tpreZ4fMGBAQ0PDJ598EgqFJk+e/OMf/1iSJJ/Pl5ubqyhKdXV1Xl4erAPKyspycnIoyikqKiorK8vNzZ04ceKRI0eKi4ttNlt1dTXP8++99964ceOmT5/u9/u3bt3a1NR0ySWXZGVlmUymiooKlmXPP/98n8/ncDiKi4thIuH1ej0ez1/+8pe2trZLL730kksugemE2Wymqmh8n0qlULsWj8eLiorq6+t37doVi8UuueSSsrKykydPDhgwoLGx8ciRI3a7ffLkyX6/f8OGDS0tLRMnTvzxj3/c1tYmCMKRI0eamppycnImTpyoadr69es///zzUaNGTZkyxel0jho1avPmzfv37+/q6pp5zTWFhYUwbykpKTYYDGjFigRIVVVVQUE+w7CRaLSzs7O8vDwcDp88ebKoqKiqqvKii6byvPDGG2/a7fZJkybl5+fn5+dXVFQMGDBg3bp1paWl5513Xl5eHnz3ANlxocvLy4cNG2a1Wrds2bJ3796cnJzZs2c7HA63243O4UOGDPF6vX6///LLLwexN2HChOPHj2/cuDErK+uuu+4qLi6GByLW3mk9Q/Q7PboygT9GJxeHwwEXcIAwql0B5Y+voihaLCaeF8BxwiqxoKAABLbNZjUaTSaTyWq1CILgdNoJYQ4fPoyGLzk5OdSmEIhQURTRYEB0ivaEVKKAq48IgYYEwD2ZTCaRSCCstdvtqGCjZK2eCqV4lzqmx+PxcDiMRBaSHhSZobbV7/c7nU7QsZFIBJItnuNgXBOPx+PxeGtrK2RXmBx04szPz9d0Ps0UxOtbRJ0Z6Jw6qPMMvQqoSUUVI7xijEYjbQ5KK1/BECOooJKVXuJ4emCQ29F0EPnOrna0eyjSTUDVp31PfdxCiXaB5yFWMRgMLpfL5/OZzeaurq7jx48j/Ein0y6XKyc31+PxoFoafywIgsPhcDgcJpMJHTSpOy3sm+LxOH4FkyIqrTmt4vyfGMhWUWCqT1DQTAJNXOhzC183OYi+9O0mWIYcO3YM3a8Qi/ZZEPaNvvG9jj6f8jNT5YQwWpRnOELMmTRR1IjJNH35Wm7D1rvG1dWOOCuV73TZ7eZ2duPe/XXnDTmwY39pvtea55bkdDIY2XOkaenr73ep/H9d9OPqPGOaJPNYl8lkstjMqqpmFJlleY7lCWEXL35852ef/fKWm4cPH+awW202SzAc2rp1cygUcNjtNTU1xUX9EnEpFAofOHBw4WOPZWdn/+LmGwfWnsWoCtWTQJoJQgsNKQALCCFIvMK8DEiI+nPhWYx3gCodL49EIvF4HC5poBX10B/cvKZpNpsNgIwSaWjkASiDD4LwEapTCKlhFQflAw4D0lvqJwMdJD4UhwfZqCzL9fX1d9xxx+9+9zv0wQb7S62XoTGARBj5946ODlDvtAgvFArB3QVNzgVB0FRVFEWn0wlveJAxwWDQ7/dDhw3heywWy83NBQ8Egw7ktdGjhPqsd3Z2CqIIah8bJ+YEKh3gHkyIKIqJeJwSqGhUGQqFYJ/X3NwsCEJubq7VatUIYVmiqiSVShmNBk0jAD+pVCadTiNP3dnZCTkp8B90pZBuI6cPH0P46MF/IxgMghgOh8OYQNq8E30Qg8EgOigFg0FU0aF9ICoF8T5UEfF1iXLw3PX19fhLl9vNsizamlD+Uq+XpfBOkWUofCwWU1NTcyqVQmKHZlcAyGKxWCAQMJvNDoejqakJDaFg9oe/TKVSFovFZrPJsNVjWeAMGqXgwkGPQRvTQKWA1i0GgwE4jFp50P4+esoZ36C3AGxzUAwKaQTpEUbjGBiG6ezsRNUmZEsIIbQeBhTgPpVKZWVlweCF53m3252bm5tOp9WeiaKG2fgD8t1aluIGhDQ5nU6jPY3X602n08Fg0O128zwfDAZxJNQ0Brog3OynmmboJemJRCIWi+F99HmG7/KchpukwWDo7Ow0GAzQ6H9DplxVlEwmY7VaLRaL2WxUVYKHQEtLC/RpqqqWlZWpmoa5pbWn9GriRkZBCI4B3VUZhvH5fHiiWq1WvQnjN6fJzxDohkIhCPp7eRDpm+zqG9meyj2fliPX31kd7d3Om4SQc845BwFGHy7oG33j+xt9N9iZYxZCCMMRwhKZsBJRGY4Qn9VxnJDmRKI4FbVpZkZSDjQdYKyGV9b8taY4/4uGw4PyhspSMp4Inwx0hjmOWJ2CLGuphNFjd4rObiqCZ0ROhDcA0bphrtVqBenIsrw3K4tnueqqqra2tn79+ikyoa0ogWVVVVFVVetxVsZjl3YqoWYd2PPgZwKCEElw9JMDAKKdn2mutqurC8Z8QKjwZwCcRVc8PJpRLUqF5lThB0gHQSrewWAwoKTSarUCrFAcT1uT0DQriqjAFAJywfQtGAw2Nzfv2bOHZVmXy4V4g2VZtNSxWCxQbYLSU1U1HA4jwKANj1DbiuQA2lJ264m73cpUGt7gmOHQ3N7eXlBQoCgK6HOQhbBm747deqw8GIZpb293uVx2hwOtKwH4BEHAWQPEg2POZDKpVMogiizLxmIxr9fL82w8ngSChDc5GFNN04wmE14Vj8fjcQ42vapKoI2GTR6MPmw2WyQSwfZJOwHpW9ZTvrC9vR2eIeFwGN4jIDKplTJAicViCYVCyLeQngpdqhTHe9LeJafu9FQgjisLJ+zs7Gw9PtArjLEwutcDITj+lpY2ICdgU4ihabv4I0eOYH2WlZWhTY/T6czPzw+HwyixQEUj9BKg4cG143tEg8lkMhKJ4HPBL5pMJpREU3obBhcIGHo1QdT3zYlGo/BXcTqd1DgP+JWWMOIlaOcZCoVCoRCU60aDgfawxJU1GAy4H6lT+8mTJ202G9tDjdO+P6flp7855KWlGlgeXV1d4Mi7urrQvwzqMpwOKmJpBQit7aOpBqrt6fUpCPip3I58TZ3AtxrUnId2wTzt0Jc94Bssm6ysLKPRKIp8JiMjJUIPG08qlmW5nmIYyj3T+EffnJgQ4nA4/H4/y7K5ubkGg6G1tTUYDFqtVthNgoP4l/TWoeAbz3+a29EvSxwnDTXPsBL0Gki8A5x58KSF0CsrK6sPFPSNvtEHyv//GxwhKuEJYYlCOJUQgSOkMMu+3yxuOtlckyl3RFOCKjUFjwRTFn8oeNKsel1cWompqUwykf68rfWEknEYOZfF4DMImsPNZJC4VFRVYwijMdgINUjDVYVwHC+IRllRUrGYxWIZNGjQln9sbj3ZkpdflCYZjuNU2kSjR3OCxDFKCakpMrzeQKEBFuB7NHMBL4ufAFEBhAEEADcDZOPNYU8BTJxMJp1Op9Pp9Pl88XgcH4rHvc1mA3AEvwjBAIAUpL1oXk2LLGn3Fip3ptw50D8gC9gmYIUTJ04cOHDg+uuvB3MJahCnANSLolWgcAAFqk7B/kQFsjhT+LoAosmyQv8YEFxVVexJlHBFCOHxeAShuxN1e3s72GhIhz0eDyhPu90eiUTox1EHNPThQ2yQTqeB5pHKIIREIhFqtm0ymUKhEI4wkUz+f+y9aZQkV3ktemLKiMiMnLOy5up5kLrVA1ILJARSg4VtMH4Ggb0kMS4z+C0LL8N6XHgyg4XMZYm3MKArwGCwZKZ7bUvwaCQk0ASahSwkuTUgteSq6q6qrqqcMyMiMzKm92NXfTqdNXR1V3XJ3JdnsUR3dVZm5IkT5+xvf/vbH9A8kgOyLDabDvXaxNziIuv1OuwjcetRCEttcXD9OLwNw0C0wBhDtMb7pQCtIuZJJpOWZYHdh18e38iQWu0sZfFGHXyApPERvG4YSJcnEYEwZEkSBKFcLjPGMpmMIAiVSgWYD+y4qqrZbBa5F9u2UW3c29sbj8fHxsbQJZRWCNhfFCbCvQEZG7wAXCmb7+ODb0dom+I66onDK3b4/iau6xYKhUQigV6b+BVyCqc1QL+eSCTQzQf3BY6oEDeT3R4iCniYwmDRNE0lEoFfEMwNgQv5qyI6doWgnKe0W60Wkg+YOngIttttxGnpdBoTjvtIvXt4WxV2YokexQbYc7D+1yRPS8uG1CbLYHc+YMC+J8wvfttuwZBnnvUIeCdKammMj8M2BRKa7z4LXX4+n0ff+3K5DPUL2HfcEXIwXKWdX4dSnKA543xvGGNgN+AOhNazS4UEZGYPq9OZmRnkPFGkPj093dPTwzcK6I7u6I4uKF/X0RTaihhRQsYEzxfEUI7IIbtoS9+/5OO/qJrKr554/3l7N/QrkZifkb1tB3bYjbrrmdVioT7l3PXY4bt/O9buy/Rs7t0yMjAkBTVfepkXZEEQekIoMRZGIpHB/oHHQvb4449v2rwhElFkWSoXy06r9YPv/WBkZOTFF/8znelrNlvNpvPoo7/2PD8ej2cyaVEUg2CusEzTtAcffHBsbIxv083rXBnn+kyeXNQ/HFwXYBnV7APg4l9BXVOHUZCv6N6HXjDQQFO/RuAP6nUPhAfRNv/R5EJAxzYIQhzwpPElRi0SiZx//vmNRuNHP/oREZCUKyA5L2FrHiIs1FMSt6TIMshpRDXUrLter0PJAP87QjwkYzWMWL3eAI+IJn842Jx2m1AdTjjMJIAXXYwsy/M1pj6sVwDKSVZUq9XQTjWY7zlC/czxZ7qV1HCendhVhyYW/0ovpn+du+B5nptfIbyRRYcHAr7aeeedt3XrVlzSooic55hBdcuybBhGpVLJ5XLIVFC6nFhk+hb1eh2vgX04bOkMwygWi8DfsCAEvEN/VsYYXpDP59PpVKvlNBoNrArf9z3fx2ok7EIuGYzzc6QizoXJfSJZedM9ek2r1bJtG8EkwjBSOBAQp04FvJUELFCCIEjE4yRuQbA9MTGh6zpWAqBkNpttt9shYwgwTNOEOoKsJykKwoC8aoV8M+q8HcdB99kgCKgyu1wuY5GTKIIKWx3HIRIacRqyEB0lm4TgSWy2eiEHm5fcUGi3FNantpeMMdjLhGEoCgwcBAhyvADv0Gg0FEVBmo5xKR16mpDToNmmSt9EIoHfhV1PvV7HykdtQCqVSiaTq+ytw0508afNk3J36GaF+B9fp1wua5qWSqUWXQ+4oZgc13Wnp6fxZT3PGxgYUBSlUCgAl3eBQXd0RxeUvzLDY/5cR09JdJgiMkkL2LlDfal8z2Ss787p2cKP77r891+/c/v2pGaooeblep0wfPaFsZ/98unHjtWC4U1qaL71wr3phB5YLS0I3fmzgQnwDfBZKLRarbPO2vmrX2Xuvvvubdu37N+/XxCEF1/8zyNHXgrD8MWXxtrt9uYtO1st//DTzx469NO+vr58Pt/f2ysEPg4G2I/cdNNN73vf+yD5WOEXJOaPgCCAOE4mdA5HH7tF052u64KfzmazxATDIdvzPBAzfCKV/MgWdko/pbN54SsJbeNYIj8KxuV5SbtMTCf5M6qRCGhgEPZkIAi9CjAHTAOh0gZAEQQhFjMGBgapKziOdkEQjHicLCDBVEFQhDAGRyYRh5AooC0fPhosaa1WAzdZLBZFSUqlUolEAhQ1XGgAo/nbvfyt5x0SOsbCc5rUTcvfCyRkYCi5qHIA7iuYRkRuyWRyenoaDBzAGcArSES4bgMEBL6PfoSWZcEKA3UCMKXGHyRJ6unp4dcVGbQLghiNRuFzP8fuz3OlPL+4kgXGT0tHxIuf4EkpFAq5XA66Jt6qgo9C2by1NkU4hGUlSWKiCHoS04K+4khQwNaDsL4fBICMhUIBZN1kyLEAACAASURBVDmvBWq328CaiFJSqRTJfkDi8iYnZK+OSgn8Cl5DMBe8MrqMLTppdLtR4AFhGzIVlB7BHzB1ZBjCM/QdQQ6Fx/R007zxnDcBU+xmmF4qgQUvoOt6LBZFEsBx2vF4zDRt27YZOj4EAb4gsmHIV2SzWcTbwryBzKLcf0fOByJDaL4Nw8jn8319fbBQbLVamqZNTk6GYUi4nAw9l4Hp/BfHt4MgELsB8RGw/qxWq7iJaDgAJ1AkPZDwzOfz8Xgc5bwdnAXmCgW+kiT5XntkZATbUSaTGR8fx7NG8TwaiHahQnd0RxeUr8dQGOjWIGSiyCCXZikpuGTXnu8/+NtyLP1sy/vWfff+H9U9sZiU0GOhp8zONh587uknyo7fs1GStItG+l7d0+NZthW4mqiygDHGhLmmdQJjjIWCIMiZTGZoaMiyGv/rf/7r8PCwJEk7dpx17oHzIPB1HMf1grGxse9///uwT96zZ4+iyIyFyAX//Oc/v+aaa7761a/u27dvGRXBosCamhSS60Kz2TRNE1JmwzBA9ix1ToCog8YUouRqtWrbtq7rAEyLdkvuOH15PL0UBlr4DssDKWrTzfsr08UQCYSyMFkSGGOW1YTwnexEms3m5OQk7MA3btwInQM8PeC0EI/HEwkjDJnn+e12G1ITSZJ8TvMA7p8aueu6HonIjDGkywXGJEmKx+OKIuECACgdxxkdHbUsC5979NgxXdcHBgZwBFLx6yv1aOACSPwNQepS1XWKLBPKxDVrmkb0IYEDhDQA95VKpdVqiYIwOzvr+34+n0+n00hcAFVs2bIFMmtwtNSusl6vt1otAEdUI4CXXQp/nyo32YHMyCYPznF4Xlb5QZSsANwEroKjeT6fJ8mEyDXZgSoJIhNy+UCbWE3T0IuX1FzUJgk1J5D90I6EYBIaMGpaRH1Al9GckGU40lyobK5UKtRlCQAOzD08xdl8iUKHOKTDrpGujcDrXAAzL+mmgnLMPFYRAhJN0+CIIopCqzXXhFUUpTCck/mJ83kkYovx4MdiMdu2s9nsopTEcmeqLAN8JxKJWq3WarXS6TQi/EajYZom3DChIaSvQwTBonsgT/8jFJ+enq5Wq0i50LJB2INQDT2qEFoMDg4izMBszM7OVioVmDIR5U9ryfM81CDZtp3vyeKWkfAGXZAp4KT6h9UT/93RHd3RBeUnGSoThZAxMXQZExmTPcYCFmHtt+3fd9cjR2fSxqwoNKYa5bv+Q465isYEJ8IspR5Tapu3eVI6Z9sXDWzc6DImMcGI+W7TYwJjTArDgAWMBYyJLBQjETmfzyuKsnnz1ueff+66/+dLl132tgsOnB+EoShLiqLICnvuty/8003fLZQqmzZskCRp9+7dvu+LUhiG4h133PHlL3/58ssv379/P9DMym1iiYUCfm02m3AmgSAbFY1LaTRJEgB+3bIs4FS0s8FWTux4Bym+6Lm+JgJTIsVJOsK4rhMAhUTYgzKUJMFxXLD+dEbSlddqNdiMUK9p+DfH43EwiyS5oVpPWZa9eSEB/8UBW1utVjweR4GpLMutZtN1XcMwqGoT71MqlWzbHh4ezmQyELiXy+VYLAZpNTrjrKYtyCoHIjFMOBUkLPN6tCwlVi8ejxeLRYA/6mQJ0h2zBDePeqMB1pb616DHDQl5ycKPqilwYYCbwEYAo3Nk6iqgA98Hh/4LmyMw2ZA5rRb6c9IjfEosFoOoyff9RqPBe6gTkisWi5CKIUIAOEb1iKIouVwOXCnVM0D7jhgShoBUVEAccwcrjPVGEG35HALiz0gkUqlUyuUyZgYBLS/Zx71byk9zoWQf8hIqZuBTcDRdKJMAlQBkPN/xx4UAT1Ujqqq4rj/XJ1iaKw4BRkeSEPU2oihmMplT7U9JZc0QAbZarWq1CtFIPp+vVqvocXb06NF8Pk+sP6/TW3Rj5Ll54GYklJCOwwPSarUgEURiyjCM3t7eWCwGj9darVYsFpHDtCxrZmYGF4A1g/BG07RKpYKCARg+oqQbcwuLJyr3JF+Xrodbd3RHF5SvxxACiQUsFIOQiTJj8zx3sDfJ3rhz203PHW6k1Vz/cEOKtnXbEZqyLRqRWDMdm0hFZLN9wXDfpWednW2VC2GbaRHf9yQlyoSQhaHIGGOiEIpMEJuWncmkN2zYcPjw4S3bt42Njf3wh/9rYnzy/PMPSBHJNM1SqfKLX9x57OjUjh07HMfZvXv30PCAJDFJZPc/8ODnP//597znPR/4wAcgvTil8iki5DzPM00TNC02elBlVI65FEyJRCI9PT3w/AZyRdd0wqBU+7X8cbsUKX5KmIn/A7gfUvQSVKJEMGMsnU7Lsug4rmWaILOBEgiFwAYYVCtOIDB8hmHgO7quC5dryjyQP2DHUUoN29HFHYghnU6asoxcM1kl4GjEJ8bj8XK5XCwWN2zcWCqVSJIOicsrCMrJiA03epnbR/wf35YSywzokHyyaYanp6fDMNy0aVO9VisUCmR3qOs65ByIqchAA9V17XYbQnMYXyLFTy0k58xAVv3FeWyEAgwy30CYR9mA09xzFptqAM1EIlEsFqGmoEQQvnu9Xke4wlPswHkohuZtUiiIghcQ4hayqaaQlbrcEyIHJb/MZtLRLxO4EJqKdruNO8jXTZJnFN6W9/LjyxZ5/E32OHx3TxKqIbEA3ReQqKJI9bqJYA9w2XU9QRDxIPOejJRPg1dmo9EYGBhAHB6eCuqkIml05I1EIo1GY2pqqr+/H34+0G6hxSzUWWxeWrZoRMcLdUCCgBdAwoFfhLquw1kLtc5UaoJLymaz0Wi0WCyiY2ulUmGMDQ8PUx4PhfKlUgn7GAR71NIVRkyzs7Oo7+f30lcwZdcd3dEF5f9/Gr7IhNBnAWOihF1ZYkwU4z674nVn3fHikxXbNiVDNFJVRfFVPR2PKo42I/ie4GmitX/zWTmFBZYj65Lj+7I852bNwhCgFAcoSgwvueSS559/3vHc7du3T05O/vzOe+66915N09qu22w24/HE2bt3t+ympmnnnXdeJBIJ/PY999z1t9d8/p3vfOe73vUusiheCqgtJZOFmQMc3FAGRIpPbMd85ehCdEJcO5TocMjGxxEBsxB/d5DlSzXwO41Bhz3YerBKEMfjkth8vxtZluFhUi6XxfkcPVXL0ZFPuXU4n8B+EWlivraScSIc3/cFjjXkuS76FUw4RD7ASfSGKJCF72SlUunt7U0kEuVKBRhiTfzU1mSeqVQRZzNA9sJXSpLkuS4ABL0YgQ3s51BIBwjYbDbHx8ehhkKYh55WqVQKRCAZ0vN+cACXzfmcA+5OJBJJJOJhyCB6WSZFs/IItmPF4rvQJGAl8JWjp82UkxIDsVwikSiVSoBftm0Dl1NveQjNQdsjzcJbcFCMCj8lCofQHgjTSA87ZQDItJFSTNB6LTOHCx248StApRDFodgX0S8tBgpl2YmWjngieCMRXBjkKHiOsA6ROMJ3x7uRHD8IGBxjSEoH3TylBYJ5iQ6bb0xbr9fxWShpPb2MylxhsefB0L3RaBSLxd7eXorJJUmq1WrYMEmlvXzAQ38ln1lJknp7e8lbqdlsJhIJmC9hH6PGCEhVwRnGcRy0k7Nt++jRo8PDwyipl2V5YmICpjojIyOU7aSgBfHhzMzMpk2buli8O7rjjHDB3cTTcsNloRT6YosxQWRqGAohY4w5cijbgnTzs8evu+2u42FGDYV6JHBEP+q6MVcyVTUUSpdtzH3wnB29jqMIoi8JvqiosZTAXCaEkhiKQsDCkOHoFCK+H8qKduedd955z91hGDAWBoHih57n+UwIBVHUIprn+ZIovPHgwTe+8ZKIIvz00I/uvefOK9/9/gMHDiBTD+r0lPhmeFGjfo76m5C4kOeilien+TOV5xHZEgryM7HqyEkQZ080GgUKBAPE5i0+RFHw/TlxC8A6wiR+3nhUcezYMeogA4sMYIKFLTlOuJLFuoWTvRoPAmRJMgxDVSONhgnpBW5iq9WanZ1tNBpAYPVGIx6PDwwMkCXfK47OSerKBzCLzobnuqZpjo+PownOps2bQdkWCgViuCFs6O/vp28dj8cT8TjZa6I0lrf5I7cQ+qxoNEpiYkVRksmEIIimaZLWP1jFwuNXO6mbALzgqwNjmTXwEpmnnInH9X2/Xq/Pzs4inhwcHFRVtT3vqUcZIV58xbimlYyzO+x49HhBzqIybvpJvV5HseAyebOFtujUzgbidTySYHNzuRymrsOlHmEAYowwDBH1MMbwEqLt6Z3pAQf57ThOoVBQFCWTyaRSqSAIKpVKhz38CeT0PCjHR1er1ZmZGVEUc7kcEPOpMuV8Jym6WkRQtVoNav7JyclIJBKLxaLRKPmIL7VyqDiYNgd0G8V337hxI9YezyCwBY1maXvEZFarVXStwqmRzWZlWbYsq1qtgkwZGhpSFIWFL1M8iHMcxykWi9u2bSOp/epbk3ZHd3RHlylf4fHIAkGQGBNY6DHfEWSfsQiTWWjqQuxtu/rHR1/1j0/MaFK9bTNZETOyKrK223b35jNv2z68IeooKd30Nb3p+y4bPTajSi1ZkYyYFouqsijRuSXLSrPZfOMb3zhdmH3qqacYC0NREkJBVsQ537QgDJmwZfO2gwffkEwlfnbr/3vXXXd+7YbrAybz1WxwC1nUR3bRY4XSyqjbI1jPi0p5MrjjqCA01mF9QMLuRfnvhc23+fN7IfJbyXfhDwZUqgHJQQQCeSjgHbLYwonVXfK8RpnwDXgmdNKenZ1FAx3016QDkgBTR2vxMAyDE89FxtkmEJE2ZwwfBNQnCFQoMYhbtmypVCpTU1PxeHzjxo1onuo4jqZpoLVWX7m4qjTSfIHd8nJYfBewejwssCzLtm1VVQGaVVUtl8tgQGGDXa/XnVYLuA022ODLSVxBQQ7yDLgjMG/BfSkWS+l0Op1OlsvVZeyrT4kpJ3tH1PWq8wOiL76S4bSxP+OwFN4KcyIIwtTUFHpyYS3R8iP5AUky2Ilm4bxXYMcjSaCcbwJP7ooo4YXshFwdl6m07gjI+alAqMwYQ500PoKvX6Q6Flyg7we0mVCtBTo98eEZAjwQ/4YRdd0oWe/LsmiaLVqopHciVQaeffo5ahKg0oFREsIt8nZcOVNO04j4EOs2k8l4nler1dDQVBCEycnJRCKRyWQ6cgIdWSlSjePWoz1WvV4n9QtZS1Ekxt9uWpa0acBHf3x8vFgs9vf3T05OosdZLBYzTXNoaGgO5Qtz3wh/hfVtMpms1WrRaHQu0OUEgd3RHd2xyiH97d/+bXcWlh6ByJgQKqGg+EwUGZOZpzBPDlQ/kDxR6N2Yf+Sx257Rc0IQibSjgZKoyizBjv3F3r4tqpBO5cxQ8QQ1quhirZjx60bfYFTVbNP23TAajSuK5ro45AJBCDRV8dqtF377bOh7HovIsiIIgu8HqiKHgS8y/0/+5C2bNg39/PbbPv/5v/u/Pv7fsrk8NV/EdryMrxa1oyPOWJZlbOu0Uy/qS3jS06gDep6eyyH/Pvw4JcB0ovxDY0wgy2FSsgLK8G+ORo/h/AXMZWxFMcR5r6rVatUPgmgsJiuKpush9ytBGEKpEjJGXB9b4vp5+QqfUkgmk23XtW2bKhHxT67nQeUJghyXSmVnHeVxC+f/jGfZFsuEdCRP5lQWnieIYqVabbVakizLiihJ4vT08XK5xFioqlqr1arVasPDw2S+pqpqIpHQdB3yfV3XNV1HCoLxPXEEgQlCQBl2xkRJYieqjWVZEUWxYZrKfMeiU/2a9HG+709OTqIYmkS6CCQQCa+B6zbSLIzx62rO2ESWTdNkaPw074lEtnod097xGC5Mai36V8ZJ/3mqFQWLUJ6wpfu0d0hNlupeBBtvOIQgukDLVdTDOI7TajlwDmm1WolEPAgCNFuFbIMtsFKFMqfdbrdacy3S8Iae50Mn1sHHd8wGLSTHcY5PT8P0PZPJ+EEgybJw6pqxRfs3UQE93Jyo+xU8c1KpFO1UkPRQqgThBAX/o6OjJPhBV1pEERTuLtQRLboeoBE3DAOtW+FVWqvVkslkJpOZj0MExgQmiEHIBEEUJTkMWUTVqtVarifn+aEoiYIoel4giV2yvDu6Y02o4O5YbnOdlwuHczMlMCaGIgtDWRIlxowI27lxUxC6mioxwXNaputYw8nMhnRe9ZkUMlEUJZG5zWYr8JyoCsoQzTjgaaVpGshRmAkqirJx40ZqCgMv50qlEobBnj17zjnnnNtvv/2aa/72z/7sz171qv1LFV3xeWRK8gLDQa2BcrTp6WlQOEsdz79j94q7flEUw5CRvnYpRNLx67yIls2btRUKBch2K5XKKh15cb948a4oiul0ms1n3juiC3oZFNK4iTAiBDoH5AUcxI1+ZZvtke0Gr30ip7xYLIb1NjEx8cwzzziOk8/nqQENcACbt3OBMY44P05jceKdMV1sLURTQRDMzMxUq1VZltHUdt0IQqqCnYvW5ntjrcMgpHjSeoaOQk/6L21BpKWhCJkxpmlaOp1GHx/bthvcmP/1kAxMF0bvjLMqB6CHfr1SqaDzFM3bUu5AfG1MrVYDYqZ2qmsltKMUBB5twzDgkwgPVsYY3G8p3iaVOV05TP0hoNc0rdlsGoaBeWNc3+IV5riwlSF30dPTg5wVgplcLof0yFLfff4oIa99JkldINEd3dEF5etxGM7/b/7/RSYK4A9CxnyWYOzA1hEldFrNiiR7kuT26Mre/sFky1XdIHQ9MQxUSVZkWUwbylBOlJgfuKLEjHhU1ZS226o3qkY86vltJgQTk0eD0Dvr7B3pTJKxQJIEVVV918nlsoqivPGNBx944L5rr732sssu++AHP0iqykXhCLUBx74JeBoEAbpazM7OQjsImcep0tL/BQevbGZcP5dliL2l8AfZm8A2e3p6OpPJQFALefdpn9Z8chk591QqpesqhBA80Uj6Fiq0xXcBFgdzhp8QC8hLhl6pwUdBlDGnEFFRFNM0+cBjdnbW87y+vr7+/v5cLkeSVuoFS/i+Q/G8oq1tXkAcBIEsS6dhVtPRK951XQhsYP7N1tEJjtRWZFdCgv4zfQ2EC/lU21KvXDRtQmueJDe4rfAMURQF69m2bXjMYwcDaiQnb+QDeQah41MozQW1CRzBgWL5SHupu4ztolarQcgHmc0a3mK+YzHi81gs1tfXJ4qirus9PT2O48B5kAzXeXtyymRalgVKRRCEdDoNmxeyqTnVR4MxBjkKGhK32+10Ok32Pst8FzQYwowGQdiVlHdHd3RB+XoMnzQJIRMZkxgTmBgGIRME5nqqwHTG9o1siDYbqZgURlqeW1Pt+kVDG2IeU5gY+oHgeEo7CAXWjsgNMST5BIoR0aWvWCwKglAqlVA7n8/nR0ZGJElqt1siCzzPrdfrAwN9zz///NVXX/2ud1/58Y9/nLHA930/cE8KLjtUm7VaDWVPgJhECP1vwJSzBVbo5KNyUpZ0YWEW3qRarVIPRfSaXuoTVwjK+f6Cuq7rumrbLZidU0qaryNEgSktG94VhzhyqpZjS3vvrM8At02ufHycgOYpkUiEr9fUNC2fzwdBgDZAyOHwZiwLb+spzTamCEAHvVpOjycmMhI951HviwhkPWNOaGbAmq/bjV45U06Aj9YAnkHe0Y9xheNooDNfICHxBvCM07ijGAC+H4s+yLybIVZgNBqlqBXPyEmF/vBCwT2FTeTaMuW81giBou/7iUTCMAxUdZfLZRwBZMnPN5FgjIEgh5uhZVnpdBouK67rIlpb+aXCjAXbGpTiyWRS0zSgc+w8/NGwcNND01PUHUhSF5J3R3es2ehqypcbLvNFQRCYwBgTQibMC4ZZEDBRFAVRClk6puaSfU8983hdbBqR4M/27H1Lb77tzPpRFjeMeBDRAtmUQ1djQhhE5mym5zhRx2nZttVqNSuVSrFYjEQiQeA3m819+/b+5+iE07Jh8KDIYrvtPPPMf/y3//bxN//BH7RaTc9zRYmJoshCYXlQzmOUarXqeR7gOISwvFHA73x8ybn8gmkD68aLrZf6plTMSq1MZFluNpu4Kc1mc2RkJBaLrb5xHa4BdJTruqZpmaZJmJtKZqkIlZzO+B5MEDAg3038+hraSq4Gefhc1ySAuUajgeUNHKAoCjAbjAtlWY5GY9SPKZ1OEzNKpuynFwWRNhfIDA7op3r7eDoW4opsNgt8f0oNAdZgp5YkUMuoPQBOXbcEF7A1gNryJiGUaMLDgtrNaDQai0U1TccCgM57aGgQDh5hGJqmRQ45HYXg6FwLAApfnQ6ugc+i8J7lyHTxvZCWalGEd56YmNB13XGcVCpFBZSnF34vNT8daUmQI7Isz8zMoMAUFaskf+f9+9FntFKpOI4Tj8d7e3sxz8gMIJ92SkU4eDEUWYyxnp6eVCrFnxdLPSwIGxzHsSwrmUzO3fcuXOiO7lgTbqs7BSfBGfxmFOInQiiEohgyty1JSjQQ3r1joGVf9A8P/Fxywq0aU+1qVQ2jPUk/IrN6KImhHwZKKKleIIqCJImu66LRMc4MkIiaplqWlclkolG9WCxks6nZmanAd6O6Vq2Wn3/+mdtvu8006+22w4QgEok4jiNJQhAuToTAowA5XyRGG41Gf38/Xw+E3bzDffl3FJ3zbhWkyOQ7+HRUei1Ek0BvoLHRoPTYsWM4pHfs2AFksEoQhpbscHVAsp5IZeLFqaCT7/oB0EDsLLWUx/qh9+RtH16puIhxbVAcx6lUKrVaDc4YlmUFQZDP5414dGJiwnGcTCZTKBQEJimK0tfXBxQFSdUyjpMrR7EUtKA/PFwyl0Hei34dNi+MJr8ONt82aD1rahFaxOPxarUqSVKlUgGEOtPXAMyqqmqj0SCrjeW1DXyvAMMwJEl0XS8IgkhEUdVIu+3Cg08UpXq97roudirG9d4ilx4oZyzL0jQNUVCz2VzIO/Aeo/hJKpWCfAWdLzFXy2Q2Zmdn8b3oxRTnr8mu2CGFwjOCrxmLxYaHh8fGxnRd1zSt0Wig7RFq1hnXNen48eN46gcHBymZhlQD77qzkhALu5zv+7VaDbeJOuNS27jlN9tUKjU1NZXNZg3DELsZ9+7oji4oX4+zkOL/cO7vAOWCpAShJwiBwEIWBvZx+57vfdf3akePTn76Rz+tvvUt5/3+uYVjteOerJhhNppVMkk1HglCX5Qj9Xp9enoa3lJQ72GXRIfkVqsViURyudyzzxwOgkCShGbTOnbsWL1avf3223bt2lWpVJKpuO/7uWzWd9sRNbbwsvEmqqpCo4kDcsOGDR39bqCLWLS55u9k+HSiOzIdoyuR3qKSkkigdrtdLpchdd28eTMOqqWaga98YMJd1xVFgdorAuTxbnR87xgcnx2tFgm+UOMn+Fq+4sZkkNbgOpvNZr1eh2mg7/toA7Rx40ZJkgQxzGQyExMT5P8Yj8fhCwk+mOQNq1mZwDToaiTLsiQJiqIsCspPGuzxsuNGo5FKpSB8X+e5jUajAHMgm9fz07FpnFRqzLOwkUgkFouGYVipVJvNpqZpkpSwLMtxnFarlcvlsDuhfpGvCSEbfoqW5wsD5Gg0ClDe8STy8msSwWuapus6tQqi7NOil12v19GvCvAUX3YNAx5evUMF5Ug+4AvCJLHdbhcKBUEQ+vv7kUZA1qjZbDYaDVAD4MjxdRzHwYN/qpEDTMebzSbU81haUJRRqhBdupZ6KPBkNRqNeNzoQoXu6I4uKF+Xo4iycsLLnHnABJ8FIQtURWaeG7S9q//vjz317484iWhckUSv9W8/u+WcC3bGMgk78KS4Xm7abLQi6wpTmapoaOeWSCQgy1MUBWn9fD6fTqcbjUahUBBFcXp6yvf9TRs2TE0cq1crvu+Njo5u3bpViUi1Ws113Wq5pOt6Kt0Tj8dhkIySefSDCIKgXC6DboS5ATAE32+lI93JZ58XWomj+AnpY5xt/CHN69d5axEUJHUwWzhfcUyCqie3GU3TQAnTm+C7wEOXOvahJTilAshYjYdQQRCgIZ/jOLZtkwUHZgkTQkVXPNPm+365XAZcoKOU/NcX9kVa+cDtCILA9+eclek9l5p23lmFLXBYA80WjUZrtVqhUIBCF3JYvAAieJzlq4l2iM6ndARYf4QrnudhVVerVdM0cTfh242UjmEY+Xw+Go1CdSMrItWnkvU18a+rxOIddOC8QFb2vADafVhPgBREwgHW9YyzLeJN6/F44hFLJBKmaaI7OpIY6xPKAgMhMUKsOWFHkjesPm5cJgeCR8+2bbRn6jB3IlIZSxrkaxAEjYaJTQP+3AjPwI7jrRqNhmEY1AuWnsSOlluFQgH9pLCi6KmhvjlUEIJfBGCVJCmZTKJrD4opeb07vTkqLCORSL1e5y3D1zBzyG+VvIk7eR3CIHx2djYej9u2PTk5uXPnTqpzxQwAMafTaT5ix5zDxWv5Lm88/wJVnud5uq6Tiwtt4HhMlrJyopRROp0uFAqDg/2wlKRDYW2nrju6owvKu+NlUE6c+csbnMAYkwRB8FkgyUK1UPn1U4/pgW80HcvxfYnVWs1jR1561WsukKKCJyqMBSlJdQSnyfxWrYYEPYhY9P9Lp9M4bKDzTiaTnudFNXV8fDxhxIrFoiiKvu8ZhiGIoSRJkiAmjHi77TSb9tTU1NDQECrkaOet1+swr8jlciits22bpIr8kbNo1dSigAB2Ex2C0Y7XU6cYNp+A5mMAPtdMKgU094G7H+ARsTVQTlNqGwcJ8BPkHDiMCQISIsEnAvgKghCJKJqmWZbVbDZ5WQjfBxFXjjcslUqO4yBYAn1FxWodJ82pQnOy/1ur44rkIvF4HH3ULcsyTRNJGMAXtCBdDa1LN5p3u5MkybIs9NyG0bLruqDfsFRQaYdoM5FIQNKNMEMQ5vpfgllH3nzt01zzMMj3/6TsvgAAIABJREFUfcdpQ7ALJUY0GqUFA0cLhIIIkzq8KbH80HscS5cKiNdtIyIDE0jOMNvlcrmvrw+3m/fZPBMJKDj3YZ/BZoJZoqebNGPzjSr1IAjrdYsaBZAtj23bmqZRmI1Q7aQxIfm3AH1SILdMtEmBCh6ERqMBFT4Zm5DIDd8C+4NlWWS9sj4pCP5qk8kkYhVQCTAGbbfbkH0jiKXwnqAz1sMy8hV6hPk9v9VqzczMIEkFFdzKVyM2T+yK1Wo9lUrw/8T+t7AN6I7u6ILy/3ojFMkSkT8kYAHlMUFgYsNstMI289tRUY1IYj10fN89NjZx1s5GS5bbohw6nipGWIQJspTL5dB5JBaL9fT0JJNJ3i8MlEk8Hncc56yzznrmmWdeeOGFdrsdBF46lXrV/v2hH7AgFEURntnxeLLluKVSKZFI4JTyPA/NkyORSDweB65FkwjQpVSHx/dWXHgEdpDfRE3hJCBibOGEgcDGGQMnhA7oTwQwLgwvA55D10a+Yx9+QopePj2Nhs9hGIK36+iaBB2qZVkoEdO0CGMxYuxIrElGBwR0UA6LL2Lbdjwe52utCJp3fJ0VDoAATdMkSWi3g1PtSLIUf4n7AqCJmUQ7zHQ6vSaClo4W6HS0a5rWarWKxSKQQavVQvWqbduMMQQGhmEkEgmsCrJ3BLgkOg0ZiTOEJrF4HMeJRqPgbtHuh+6dKApE4dM9wnWSr2gYhnh8EGYQTbtuii8KXXB5aCiLwJ44zoVB8lrFNngWcBPpVvJdijrc6GMxPQyZbdvwEqFFiEkjw0EQwBBJL1oIwTO7iMOxlem6jvqEZUIjvmkuRGKNRgMYd2FiCrsEFFYgy9dHCUZkOWYJ8irbtvv7+4HLsSNZlgVLVsuyQMHwqQnGKbWWuvsLu0cJgtBqtfDMgn1Y+crBHUcwoyhKsVhMJhOMhR2tYbvwoTu6owvK1/wwFEIp9IWAMUEUmBgyFgoyY57AvFAQBBYyMZHOppJpS2rU2qYohoYiM0G54HWX7Nz9qpbrhkwIwtBuNuxmw7VNy20KgiTLkizLqVQGTfIg3ZNlkTEWiSiNhiWK4nve9S7fa7/00ku2bScSibe97W07duwQBHT5bkNUOj09LctKu90eHR1Np9PJZLJcLicSCV3X2bxdA1CgbdsgJkmLvFThI8+p0E9I1slO9C3uQKXgEYmgAlvf0eyTl0AA9LD5xte2baMoEJAuEomYpgl1BJGU+C5A5Iwx0MMgw4i6w2chNnAcp91uu25UVVXDMFqtFu9+gN4i4NoRsYBLQ+5b0zS8LXADaRVO2+oE+gdd1+t107ZtXPZqbPWIH8WsouITQKTZbJbL5WQyCVntUn2mVnjZlP3g10C73T527BgVK2cyGeTBEWdSFyE0YoT/yVxkJYSapmGtuq5LIeWZAD14W1RWRCKRRCIhy2K77dVqNdLPJBJxpKoQEGLpInQkEGyaJt5kYGAgFouRLmvd+FTKO0GPgYdibGwMIge8YG3JctoBqtWq4ziJRIK6lpIhIwWWmKtYLKaqqmU1G40GIoeOhFIYhvF4HOw+5NSAwos+BRRs0P7jOI6u65ChO47Tof7qWLQE9EEDu65brVbBg2CuKFEmSVI2mz1+/Dj6ayIaX587y6ew4FFrGAZ6J+FB7unpmZ6eBkaPxWLA0PF4HEtU07RKpYLwe6mHiGJL/NVxnFKpBHuZZDLZaDSGhoZOiSDAzcIjkEwmC4VCrVZPJeMdhE53dEd3dEH5mg+BMeajURBjoiCyIBRDFhGEIBBESWCMpbI9/+N/fO3qT109evQlz2uJYZBJZIr1hitKSkRpO47E/GQiIatMFML+3pFGozE1NQXuLZVK2bYNXI6jDuwvSu8/8YlP4LjCrjqvkpSDIBRFOZFIGUbipf/8TwDW6elpxphhGIVCIZfL4X36+voikUilUjEMgzEGBpqHxQvPwg6XgA7CDLAMvrbw6esAqQDN2J2hxqH8Nb9T817Foig2Go3jx49jl0ftf6PRgCMvkt2o8ZJleXJyEmKMVCrF/yu4fLbAox2IChAhmUzEYjpjrFZrwABHUZR4PI7UBAkVRFFsNptkAQ5MAEhEikmewzslGzK6SHxNINrVYDXetgWhCH4Yj8cLhUK1WkVFwWqgP4n1sQjxQa1Wa3JyEsp7wzBQDBCNRtHzhaYFFC9WGvCHKIqyIieTSdxxYs3PkIKFiL1ms4mr5TUquCrcDjg0e56Hf8WF4WFBy3ff94eGhpLJJPGv68aUE38PgT5jDLOXSqXGxsY2bdqEkHuVOqVFETmmbtOmTbquYUY9z2+1WpCG04OGFEQ0qpumZVkW+eszrvENm7erD8MQ7jGA5stMI0nMaRsURcG2bSQulk8OkN4dxRXpdHp2dta2bVwAnmviJqjScd3qBOgL0laDBCDaCc3MzIDaP3LkiGEYWJBDQ0OCIGDfA+UfjUar1aqqqtjElqrLpP+6rlsoFHzfP378ODwQUSO+vIJo0T0Bd1/X9UgkMjs7m0rGV2I+2x3d0R0nebi6PuXLUpEsFJkvBAFjAgslxlgosEBgIgAlE0MmhsLAYN+lv/emkaGBXbvPOu/AeX/wh2++/vqvj2zc3DM0pCdivtuWPc9qmkpMV6WoIIi1ap2FgmlaL7xwpDBbHBsdN00rlUwnEym37TEmPPbrf2csBI305JNPHjt2rFAovPjiizMzM5IkZTIZ0zS/+93vPvbYY319fUhEgulBvR2aUCDpOTY2duutt27atInNt3knZEmmYwubelJ7czqhQZe6rvvggw8ePnx448aNBGGJMhdF8Utf+pKiKPhXaiPa0RCbyC0cq81mc2Jiolwu9/f342SamJiAZTXhPCCqQqHwox/9KJVKCYJw//3379ixA29LnBxfxQWQTRIa0Gz1euMb3/iHQqGwadOmfD4fi8UQCJHa2/M8MHAE/XnRJ18IeBr1TJSgUFVVVVVeTbQaUE7ZBlwSvS05W+u6vnqcwes6wJFDZ5xIJHK5HLL/0E3xluqEihDezMmEvHar1YIBoiAIEUVFgcGZALK08DA/aJ5KqnE8BWggCt5RUWRFiWiaigpjfFnTNJEq6e/vJ+uM9XSfxHeBdpzKoxuNBuwvUDXO29WvIVlumqau6z09uXbbtW07CMJ5NxuJwnsUlxuGEQQhiqrx1JBAjte6sHn1GgpLsKIW/XR6cjHV+JRYLGaaFhV587hzYcaPcWoKsjHB+/DtZvFFUHbvui5K59cHU1IOCgPdFZLJpCzL1WpV0zSEYaZp9vf3g39BehDrkwJOarm1/N0EQ4FNQ9d1JIggyjq974tPbDQa6XSKin+6fHl3dEcXlJ+hw5CFInOFEOWdMmMsZCwQmSiEIRNFJghMCJgvsKQR27tn7wUXvnr77rNyPb2+E3z1a98Y3r4lP9QvM0Fre6VqKZpLyoEiSVKj0YhGo7/97W+vueaa22677Y477rj11ltHR0cHBwdzuVypVPrIRz4iMvamSy/9+te+/rlrPzc2NjY+Pv6tb33r9ttvP/vss4eHh7/85S9///vff/zxx++8665zzjlnaGgIGmJd12VZhooXAHdqauqf//mf9+zZI4oi6kqBzgHdFt3EwSFRZz6ikDVNkyTp0KFDzz///Fve8hZCqHgZXt9qtfL5PDpKKIoCOEjwiN6TyCEwQIcPH/7BD35wzjnnpFKp3/zmN0888cSePXvg10vNC8EJ/eAHP7jwwguHhoZ+/OMf79mzhzGWSCSIHSQhO74CSFB8HM7jcrn8ve99L51OX3TRRdGoHoZzXDi8UMi/AtoSQRByuRxFL3wQwrd/P6XG75D0ABZEIsppmPR1nLL4drx2H6oYxhgO+FarBU3Oaj6FT4lYllWr1arVKtzHBwcHdV2H2hhFcnykR6EI4+wF642aZVkwa1dVVWAvr8y1HXyXU6rw45UnZCoCSxZNi4BN9DxfFOcansONDlmCbDaLEA51wOvmQQkVNT1rkAahe4thGJBnIHZd80vyPC+Tyfh+UK1W0boISw4AEZMZi8VQ6ge43BGV8dQ7BTOKolQqFdS9LAUledAPOxe4BCKvRZUhS21ibIHpk2EY1WoVQnwyj6JPKZVKKItPJpP4duvDlFMbUTLUtywL5He9XqfYY2BgAN/Lsix46WJhRyKRUqmEZbCMwp5ahLbbbdu2ocJCEHKq2rYOlyRFUer1ejIRR4U3X9zfHd3RHac6uvKVZYfCRCZE+VmS5jxZJO4nUsiYyMKQsVBO6JlqwfzA//kBl7lfueYzysc/fumll5b9dq5vWPRESQ49z40Zquu6mi63XdswjNe//vXHjh372e2HJqfGb7jhBtdrKhFBVOSf/uy27//PHyaSyav/5m+eeOKJhx95pNlsRlT16LFjt9522zv/9E+j0ei3v/3te++998ILL0Rtn6qqY2NjL7zwQjQa3bVrV29vLxqOxGKxJ37zm0cfeeRtb3sbY+zICy+EYbhly5a24xw+fHjnzp2wfBkbG9u6dXO5XH7kkUeCIBgcHNyzZ48kCqIQFkqF2259ePPmzRFF0lTFc52jR4/C62NmZuY1r3lNb2+v67qbNo6kUikW+m2n/eijj1Yqlf37XzU0NCwwFlGU55577re//e22bdtgTb1p06ZyuTw1NaVGIoHvn3322U8//fT3v//9v//7v8/n85qmHTly5PHHH3cc5zWveQ2RhfV6vVQsJhOJ8bGxJ598sq+v75JLLonFYlDOPPTQQ/V6ffv27YZhjIwMBUFQKZcfffTRIAh2796dy+Wiuho3ok3bfPHIZCqVGhgYqNfrDz30wMzMzPbt23fs2FF1ms88/R/79u3zfX9q8pgoiv39/YLAnv/ts9lcTyqVvu+++4rF4tDQ0J49e2ZmZjZs2MAnBJYpAQScgrYVJmixWDSbzZZKpQ7d7cqPtI7WhnTM4+c4qkulUj6fJ8gO/wr2sk3NSbxESOaE94TyR1VVy7Ly+TxgKyVhyNMdfB7UwBTSOI6DbHtvvt80zUbd8r0Q1WxrjiZ52zvGZdX5FD+5YmMeWq2267qwtVYUJZfLwC0EQiMIVxB1oMJ4YSLoDPXHRYUDf9mKoiQSCZQyQ/wG+6CVVzsA1OK3yFyPdErkFYi4FwY7UGY3m01cj6Zp2WwW1+O6PlD7UvWXfOE4bkoikWi32/BDXKZ5pO/70Wg0Ho+LouC6Hph4oEk8UIvqoRdGBShKyWaz1WrVMAzEwyiThVSJzZvtLINuz0QOhE9I4vuieB3IOxqNNhoNhNm08MhPljgF/n06TEXhOOS67ujoqOd52Wx269atfI7xtLMrVJ7U19dXr9fxgFAIJHZbCnVHd3SZ8ldkCALDtiYITBSFSqWqadqePXvOPvvsQ4cOPfzwwzt27MAxEIZzZtiFQqHZbD7wwAOGYVx77bVvf/vbp6amHnzwQVEU9+7de/PNNztO+5Zbbtm/f/8XvvCFbdu2bdmy5Ve/+lWhULjkkkv27t371re+NRqN3n333Yyxd7zjHXv37o3H45qmfe1rX7Nte9++falU6p577jnvvPMsy7rjjjtM04TL+A033JDJZGZnZ6+//vq9e/eCrd+0adO2bdseeeSRF1988ZFHHr711ls3bNgQj8cPHz783HPP7d2796tf/eo999yzZcuWWq3205/+1DCMN73pTT/5yU++8pWv7N6923Xdf/iHf9A0bePGjd/5zndKpdLhw4e//e1vQwV+xx13wDHgc5/73MTExMjIyMTExHXXXRePx3O5HPrYl8vlw4cP1+v1Bx988K/+6q+2bt3aarWuu+66F198cceOHb29vbfffvuBAwd++ctfPvnkk729va9//ev/7d/+TVVVSNu/973vJZPJxx9//B//8R/z+XxfX9/x48e//e1vHzx4yZEjR66++upzzz1XVdUHHnjg4osv/sUvftHb2xsEwS233HLw4MEjR45ce+210Wg0n88/+uij4+Pjg4OD3/jGNxRF2bRp07/+678+/PDDb3jDG2zb/sxnPrNly5bPf/6/R6PR4eHhRqNxyy23jI2NvfrVr+4waD/piU5+Mq7rAWyBgGRcVeVpD3Lq4A0oKH1PBCGPs5eiG/kLps5Hk5OTELlmMpmenh6ib/G5lmWRvoIAfavVsiwL+YdoNIoKWsdxarUaSFNq1v2KDBLYwIOFIKmm6b7vl0olJP23bduWTCZVNaIoMjToJJTvcPNYN+VDvV5HKqlarTabTWpGtsIVSKUIHYiZ/wjLshKJBLWNxPqE8p7grGma9Xqdn89lLgB5Cdj1LG9rSK0DkJNxXa9UKlHDKVzJUqB8qUcDQBbhIq4E74Dus8C+a2VbdNowncAu5Nqo1YaDUEdFL+4dsm182MbfaCToisUiLHQYY2QqddoLdeEv2raFt+U76XaxQXd0R5cpf0W2UYb9x/MCSRKR+gzDcP/+/a961au+9rWv3XjjjZ/97Gex20Kz2N/fPzExgS3Ytu18Pr9z586f//zn09PTqFl88cUXa7Xa6173urPOOgtCDkI5iUQinU7/8pe/nJ2dFUUxm82iJcfx48dLpdK1114LHmt6evrIkSPoofgXf/EX6VRqfHx8amrqhz/84ac+9alcLnf48OFyuXz55ZfffPPNW7du/Zd/+ZeDBw/+5Cc/+fSnP717925Zlt/ylrd84hOfeOaZZ+69994bb7wRVaSPPfZYvV4/cuTI1NTUyMjI7t27E4nE6OjooUOHduzYAYLkxz/+8Tve8Y7zzz9fluXzzjvgut7NN9989OjRq666CirkW265pVwuM8Ygis3n80ePHv3BD37wxS9+cd++fe12+6677hobG/unf/on2EgXCoWHHnroT/7kT26//fZ3vvOd2Wx28+bNV155JWwK+vv7f/3rXz/zzDO/93u/d/HFFwdBkM1mn3322SAI+vr6RFF8+OGH9+7d+773vQ+uaj/60Y/uu+++a6+9VpKkL33pSwcOHLjqqqtM09y7d+8VV1yxc+fOCy644IEHHnjDG94QjUbHx8eff/75crmcTqfL5fK+ffv+8i//Em0Ft27descdd5zGeQZUgTauqGGFln0pS5zTgJgkNIfoqFar5XI5snXnmwsyTne76EeDTMWJPjU1xThPZeqpBKAADg/4DKpcVARSLyFIn0GNk6IJU7FUp5L1AeV82oHmR1Gk5557rlwuu66bTqcZY6VSiYjkbDaraSr8H9kr4dCsquqGDRvQHljX9VqtJstyLpdbeRoBXxPJDQKCQPkQHKPk2rKsbHau3yTQKuhV27bJ6ptYWx6KLbWcqLlmh/S8M0+pKBDDAI+SgQ9d/Klq6HGPkG0TBAF5JLwhXMypmeUrx+8IlM7CNt7X1zc1NQWblKmpqYGBARRVd5TXN5tNENUdiJwCIcgaTdNEGdLqL7Ljz5IkjY6O7tixY5kb2h3d0R0n36a6U7C2WypcCxnnO/Gnf/qnlUrl7rvvRm0fLBTgqgaEhGq8hx56yHGcDRs2wF0BgpDrr7/+7rvvhh4AO10QBM8999wNN9xw8ODBv/7rv56ZmfnmN78JRWy73c5kMvD+o22dkJksyzt37sQLRFHctm3bY489Ztv2q1/9atu2jx49WqlUYNvied5LL710+PDh48ePA42B2n/ppZdgnQuMkslkYEo9MzNTLBZh/2yaJrXJZIwh6426RhyxpVLp6NGjaJxkmqZlWWgovWvXrquuuuqTn/zk888/TxpZGJDj4tl8L2ik7CH/SCaTkLCjv4YkSeVyuVqtjo+Pm6Y5PT2tKMp1113X29t7991333TTTSgsA2rM5XJI35MC2zAMsErnnntupVKZmprq7e0dGRk5fPjwU089tXfvXuhr8a3b7XY2mz0lTMC3TyJ5vWmanueCdgXHvHpQThIC3Av0pUJTJJiCA2eDLMQfGNc3dFFshPCp1WrF4/FqtYq6BbIrZvNVp4ZhpNPper2O9o2NRgNoIB6PQ7pDDCsv+XhlH1syCOKBYxAEU1PT09PTYPd7e3tBiqPMcd5zU+joZbueoBwiloGBAaBJdIlf+e+KohiNRpPJZCaTyWQyeKIzmQzKHDVN07QIxG+e57muR4IQKvOgQmpiZBlXs7jUbaW+M0SEL0NsE5ePe4SPo+ZBbEFb4pPmBxBviKII60MSjMGMdZmmmOt2T7G6KM2VSqUSiQTSII1GA5XKvAqcNo0O4x2af9/3a7Uaprqvrw8vXuYGnR5Gh4360aNH8Yx0QXl3dEcXlL9ykyiyMGRBwCRJCAJGGlnoLzVNu/LKK7/0pS/ddddd0FAyxuLxOATftm3ffvvtn/vc55588snBwcE//uM/bjabQRAMDAxcfvnljuNcd911lUoFpZlELV9//fXf+c53nnvuOYADsK3ZbPbxxx8fHR3VNC2ZTI6Pj2/duhUU7J133plIJIIgeOSRR173utdt2rTpzW9+M1LekUgEdZOJRCKZTBqG8fTTT2cymeHh4RdeeAHeva1W6/777wcT88ILL6iqWiqVLMsiQrS3txc4FSjhrLPOOnLkyM6dO7dv3/7ss88+/vjjAwMDk5OTgLme5x09etS27Wg0un379lQqBZh72WWXvfOd7/ybv/mbWq22ffv2o0ePjo2NoehqbGxs+/btAOg4usbGxmD8l8/nn3766aGhoc2bN//mN79BJtcwjMnJSdd177///ltvvfW9733vjTfeWKvVwOy+//3vz+fzhw4d6unpueiii+655x7M8LPPPtvb26vrejKZ3Lx5849//OPBwcHzzz//oYceOnLkyIEDBwYGBg4dOtRoNHp6enRdP3To0KlaDZJ0hLeedF0Peg/eQu60B53oyCNDMg4BdLVabTQaiIWQECfD6WXQJIo4BUEolUrUYyWdTsNoha+ow2dRi3XIx9EpBk8EfgU4nuw7/iu4p/GVcASPJiYmVFVNp9ODg4PRaJS/LyiYg5EODyvX84sgqo9EIrlcDtV7p7QONU2LxaKqqkSjGnxpRFGMROREwshkMpqmWVazWCwyxpCPgnKdBvmmE9vN+4SeNFNEfARbVjpFzwsoiUQiAcqc6jdO6WEBu4HQEdsaOoVRl1aE+q+sdgVpKMpo+b7f29sLJy7kQyinQb+FWAUUzMKtAAaI7Xa7VquBkTkTHabgoF+pVIDLX/FIuzu643d0dOUra7gxMcZYpVIhWwDAjnK5vHv37iuvvPILX/jCpz519YUXXghgjS24Uql861vfikQiO3bs+NCHPjQ4ODg6OgoK593vfve///u/33fffR/96Ee/+tWvOo6DDiZ79+59+9vffvPNN6NZzGWXXQZ16fDw8O///u9/+tOfvvjii2u1WrFYPPvss5988slIJHLPPfeMj43Bp/ngwYNwXFYUBRTgq1/96muuueZjH/tYPp9/73vf+81vfvPIkSODg4OPPvrom9/85mw2e8UVV9x0003Hjh2zLAvnxK5du372s5+B9ad08MjISDKZ9H3/yiuv/PznP//Zz35269atDz308Gc+81ld16Hefs1rXgPbimg0unHjRmTAQYS32+0Pf/jDU1NThw4duuKKK9761rd+6lOfuvjiizVNGx0d/djHPjY5OYmaSBD2H/3oR88999wXX3zxiSee+MpXvvLa1772Yx/72He+852RkZHZ2dlGoxEEAaAzpgIaVtM0Hcf5u7/7u49+9KNvf/vbL7vssvvvv/9DH/rQ61//+nvvvfcDH/iAruuSJO3YsePrX//6e97znpGRkRtuuCEWi/X29kZjRhAEH//4x88999zp6empqanNmzefBv7jGWIEbwAKULCsHl9SZp/YROQBZmZm+GAAKnOc6EinLAX+RFGcnZ1FWRhEQeDq+G5QhLbDMMxms/V6vVwuZ7NZMkpDAAArN/4iV9/ZdNVBtcg4W2sKRSB2R7ca8g+lHlW+7wsCMwzDtm30FVpne2YYWkMgBLi58o/Gsy8IzPMChMRYhLIs67qOFlQoeG2325ZlUVMtunEU75H50sojE/w6pNKY50WxNQ+7YcIdiUQQ4/ERyMrnHNeJHmSwY7IsC/9FV1dd11Op1Cu4FHF28LWS2GB7e3vHxsZQXQ25EZtX4+C5gx0Q2sZ1YGKwPK1WC+6fZ8hf3/f9RCIhimK5XNZ1fYUyqu7oju7o3AS6hZ5rhcgFgfl+ODk5CSkCX/oWi8X27t3bbre/9a1vDg0NbdiwgZTE+/bt279//5ve9KaPfOQjZ599NgBrOp3evfucoaGhAwcO5PP5kZGRrVu35nK5nTt3vva1r02n0/v37+/t7d21a9f73//+Sy65xHGcZDJpWdZFF10Uj8fHx8c1TXv3u98NIa9hGB/+8IdnZ2cjkchVV13V19cHI+F8Pr9r166BgYGenp5cLnfppZf29PRs375t3759lmWVSqWzzjrrvPPOQ8s3KDr27dv3h3/4h9u3b+/v70+lUvl8/vzzz4/FYpFIZM+ePZs2bRJFsa+vb9euXeecc06lUpmdnX3rW9+6efMWRVH27t07MjJSLpf3799/8ODBXbt2wQUcvFQ8Ht+4aZMkSRdccMH09PTOnTv3798/PDw8OTlp2/af//mfx2KxVqvV39+/devWZDLZ09Nz9tlnHz58OJvNfvCDH9yyZUtfX99FF11UqVQEQdi9e/frXvc6SRKHh4e3b99eq9WmpqauuOKKeDwejUZ37949NDSUy+V838/lcueff74gCGNjY29605suuOCCqakpOK+NjIxcdNFFqqpms9kDBw7s2rXLdb1LL70UwpjNmze/973vzWQyfX19p1royeY9m0kMEI1GdV2VZaWDAzvto53stAlCAXX19vZiElB5DM7ScRyc2YvickmSZmZmpqam0GtwYGAgnU7zfZRIjYMjHwbkAG2wT6Y4hMw9gBsQwTLG0un0K4jLCUzzWpRGowHCGJYjJCdg8w1dX14XAAAgAElEQVRoPc/z/SAejwVBiBesM1mOvQX3F9otqB1Wcg2KokSjuuf5UHFALA6+HLQxEilUBAl9OSFF7Gy86omX1C//6WQJEo1GTdNEvcFStDHV0sAVx3VdTVPDcK5FK5lvrnDGIPzA9VPH2Wq1Wq/XE4kEHN8zmQySBq/IUoQnI6qfiSz3PA8dFZDrcxwnlUrRgqSOBFBFLnzPSqWCqU4kEihA6mhPwU7R8WmJJyhgjCGhVK/XUQLeBQbd0R2n/DR100yrH0EQ+r5fLleazebs7OzIyAidPfV6nXrQCILw1FNPfPe73z148OAf/dEfoYBpYmICGsf+/n7qmCiKYhDOeWZTNhNaQwJteBnIKt5Dg1SYpAGdg02CwCfoaTsm4ea8O96cFB6GaPhc/ITvywN6myzheF0pkV5zXyQIff+EKyFOseO7BPPXTG9CIoeOyw7nu7dQpSBZklNf9yAIqtUyeoUIgrBx40byfUsmkxDc12o14EhUd8FkY3R0NJVK1Wq1rVu3gpEi8BGGTBClDvRGFoSnZFtOLyMsK4piIhGXZblYLPGqkjUZWGzVahUhBDuxDytuPXAYNNPo4412sLOzs3DNUxQln88vnwHHwgCsmZ2d7enpofYoPPeJ9jGjo6PoHrV582aw0Vjta1go1tHhtSMo4pW15JYIc3fGWCKRYCc2IaInDoxmJBLp6ck2GhakXIzzWFyHbQfVGrha5DF0XUfTR35xdljU4YdoI29ZFrnHUPUkzQluU6PRsG27p6cH2uXVt1/lUwpwbiHRCEFDauZF3wVfNplMCgKz7Waz2SRweaoWovx9FEVxZmbGNE3P89LpdC6XW712hbc/X5NWtQiW8DCiMVwymczlcliHqNuh0AXfDve3UCggLYCGa7B7P1PJnNCHaSZ8/fv7+zOZzMLJ72rNu6M7TsK2dKdgTWKbUqlcKpWy2ey2bdva7TbOs2q1appmPp8ntnLPnj1f/OIXP/nJTyqKcsEFF6Bqp1AoACxS9j8IAkE8oSPMUmiP4FEHGdkBRxhjwgJQ0rHvzx9+7qJuWR2fjhfwuB+XuvB6kDSmN1nOoYKDifQHPq/9Mg/NsZJ0+EHmi5w7YKVt2/V6HdYEMLZDPVw6ne7r64N2iKh6BBj1er1erzuOg/sCDu9leYMgMtZpfgeRA1Am3eiVZPB5ytPzPFVVw5C5rrduq5YWGC4YGLRUKgHnpdPpmZmZQqEAaQSqxGB4DIy+DOQC6OH9MfiViTgKPSABZ9FOixYPtYFcDbrtoK7pMshyBEEaNcEJgqBWq+F6yHuEsg2YJSh5yEovGo36fsjOpEP58kx5u92mjpgkE+INZAi+0wqH6F+SJGxT2HaosxI7sSs7DILAvyJYWpOQAx+EWgXDMGDEBNkMHl5CzHQHydcFjUX5YoaVi6QJJbfbbYhnXnrpJby5YRjw8l8Yv510afE/5Cs6+FeuZtLgyw42wTRN+OEUi0Vd1zdu3AhbTKxY13Uty0Jc7fu+67pUfk3N1M6Eppz4IERuhmEUi0VRFOFZBIUSFk8XK3RHd3RB+RkfKN43DCMajUIGAFACDTdMKghtaJp2+eWXf/rTn77xxhvRJAJkFdScoOgEQQiZSJhpmZ10IXBZlDoKw1BYDIsvPIQ6iAzecXapo4h3XVh4SjEmiKLUUZW1KHYJF+iteYB7wq+EIRLrFBUE84MxpijKvEo1QF8b9H+hNAJkmvL8ME0TDcwpC4yWInirE6aIA+V0wF9zzTV0l3GCqqra4YTAz1VHe0tiudDj3bJsvuXkGV20fHCFKwnDMJfL2bZdq9XK5TKcmzGBuVyObNqW7/bCw1/gCXai8wzRz7qugyhFZoOnctcq5Fi42snHA4vEdd16vQ6u1DAM6FWgze2ox6UnCystFovh+oFu2YkK+/XK0QXkLYgya+KbSSmE12iaRgkoTdNEUYDkpkO90LEhwC1HVVV6ylbTawaDeglDoaEoSiqVajQaZKVPwr+OdYWbhT/ANYh6FS2fIeHfRJKkVqtlGEapVIK/J559pHTgVb+onGZRH8BF6X+ESSCtKZxYzaShaRqa4GazWexp+BTIxJHmwuTQRodaXlmWYbtOq+LMlXDgeUfegzEGz18yfe9y5N3RHV1Qvn6gnFTdOBohxEQDOb5NI/i5c88996abboI4RBCEqakpEHXoDQlM6bS9FeLvk3Kxc+fTYj/sSFgLgsBYsOiRs/B3F7LsHa5wBMoFQVyY0l34JsHJTBtefs8wJLIWSXA0pkY5GiXfGQugkUVZbbPZRD8OwzCQ/s7n8wBnpMCGlx9I95GREfwTTZEgiCE74eIFQYAPCYIrapqzEkC8UJbj+wEPldZh3ZIinA+ZIpFIKpU6fvw4ROGmaQ4MDCSTSdd1YbZzUigMaILsASBOR7NSfByCH8wez8KuiYKF0D/jpFNkwyeKYq1Wq9VqzeacFiKZTKKsk8DfwgUPmpyu1nXblmXxdavrWetJ2q12u40VG4/HeUUZMCj5D+q6rmmRMGRBEALDEcFJQI1ndvGeyAVRq6k1uWxyN8e86bruOA46NiQSCRLuU3RKAYbjOLFYlBe/rdwbHi+G6GhqagoqfEVRLMtKJpOoH+UnZGH8s5AdWHRCiOYn6R35u5/ewpAkCc3FELREo1F4/yN1k0gkEIyBGo/FYpCpUPYD/0SrYpXmTsvEh1C4AZprmlatVguFQiKRIIK82+azO7qjC8rXY6CvCmgzXddxfti2LcsyRJ9AKuiHjJRiNps1DAMNnzOZTLFYbLVafX190PyFYSgrageXyaPnpbjADv77BI52BVBbEASSr3S8YCk1y6JI/cRzi/HylY5fOeE7Ls3bdV7ziQc8KtXIOZtUv2HoK4qC4kVZlmu1muu609PTpVIJ8hVJkoaHhxnXg7DRaECw0Wq1NmzYAE35ywyoIJI1NU+PMcba7Tbjkv4nhYlEaIGaxdoA2ls3SMc4wTRhSgAIRCOxWKxer2cymWQyidMU5hXLXCFfNNlRIsnHYwAHmF4w8YhmOwKe1aDARTlUXInv+5VKpVAoIDEVi8Xi8TgoPRj/kZCD16XwAo/5fpAvg8s1uebTyHXAWAPMcS6X03UdnQT4SlyYUSqKEgQMRb0AwR0qtY6kHJgFhGFraMFO4RbKzQGUUcbdaDRgptlxYbRWqas8KPwOlc4y3PbcpirL7Xa7Xq9PT09rmgbgGIvFVFWtVCowD1EUBaHIMu/GTixvpZQX5g0AGtZYCIp4SeFpzCEkPRSpUvdfdJGjEBftF2B9S58I7p/2tzO6OJHcoHnI5XLQ6yeTSbZ2GbDu6I4uKO+OkzMZ1NKCDp4gCODAzTedJmztui5cY+v1OjXDK5fLg4ODlDjuYIgXLVZb5rTupDAXVYwswNai+DJwXIkgcgUoRCAUzX+XRZnyZb5sxztSu2+IyKE3gKUg56PswVFEVVWUMOq6nslkTNN86aWX8B2PHDnS19cXj8dBvaPWM5lMOo5DJgwdoHzhHFLafYWEIthHQFJwWuRwvz7aFf7iefQGEKYoyuzsLMB3NBqFXc8yeGWpd+YpcP6+U+tvAD6sf7Sl7PD8XitNOV+dDL8RSZJ6e3vxGihueWYRbN/Cp4x4aNxuWZZATnfg4PW5d8TQY4ZhE6Trquv6MCrBJQVBkMlksNhs27Ysa9EsBOnQ+MQX2g8vDEFXedm8bQi1no1EIpjzcD4P1kENzN/EMBaLoSiZh8WLYmhC83gNpmViYiKXy5mmieA8lUrBGBGcPc3nouEcPTLIbZqmyRb0S0IvJ5i7w6df07QVlm4vNb3Y68BAoyYVUQQeUlDUCG9wxxH04prBXpMTP0meVvLRK1/MiEPgioO+b0uZ6nRHd3RHF5Sf2aFHdVmWa/V63DBCxpq2XavV4vG4Ho06jqPIchCGbA50iqLAfN9XlIgky+12W9N0QRAiqiZLUqFYSiSSkDuHIeNTtx2S3KW21GUIrfBEULvwX4W584bh5KEPw/sy+iH9lcPa9NdwEQAtsAU/D7nfWnh5C7f7jqJSXIzreY16PQjDuGFEVNVHTlyWWRj6QSAwxpggyUokooYha5iW67qSKKbS6XgiuX3HzrGxsUa9LknybKFYq9UikQj8wqhFJf9fLlToLPTsIP75w5st5vKBI1bXdTRph3wCLyPtyvL5h+U5pzAIBLSzWuA6gqsXRNFzXSYIvu/Tp+Nl6A3UaDSgWw2CYGhoiPc7Pynlxn930MmtVovalM7be8+BP1EUIxHF9z0mhJZtJlMJWZA6pnp5+LJQjsVO9BIBZAEao2tIJBLQSbPFxFeIqNmCbpFANiACBUGwbVtVVUkSJUlR1YhtN2GeDdADTNmxNjpa0C8UQixT8rHwDyQTQsd7WKPgD/BCpYJtGO/AfLOjroO/j3wXWEEQ4FxExRJrlQfg4n+RutiC0SCXJ5KTdUxOGIamacJLBHUIPHxfaoXgX03TnJqaQsxpWZamaYODg1gGYRj29PQgk4aQYOHX5G8ofRxqoynRROuNmBfP8/BAIZXKO8wsmjbk/4pMRavV8lzXcRwmCIqiKLLMGPNcVxQESZJ8z5MkKfB9Jwhwfzt83/HEIdSntAmfs1q4Mlf+0J2QsQlDx2kLgigIzA9CQRSLxWIqlUKzPLZEsVN3dEd3dEH5GRmpdHp8fDyXy9VqNbvZTCST8KmQJCk44dhjIWOCiB54gSTJQch8z4vHE4VCIZFIzswWtmzZ0mw2caaSqfNJTQ9OabPjgV4HUA5P/HkHm70M0GfzlZodsvJw4euXuNSFgQfJnXHOAetAX+F5Hvx34/E4qVR5fwwQ29FojAlis9n0PF8QRM8PSqUyTqZsNicIIjpXR3UNf2CMgYeLx+Pw5aArQaQUhIvP9sISVfJsIe072erNE64sCELYfRAS6jgdefKSaFpCLYsyXnwbbd4mUmDM9/1isQhtVbPVAksNeQ9meGJiApp7KKe3bNmCA74DTa4QeAFv2bZN5p5UZhCGAUp1VU21bUvTVNu2fN9jEYUjZU/yESQsJrMLmihYxFiW1Wg0YLmDL8UbgJ708VlewwDIhXuUTqdjsRi4W6pEZIx5nheNRiFpg0sGv6J4jLsQgLIFtpUdABpCjlgslkwmYX43NTUF6T//HQET6VLJa2jRykUeOaFO/aR0wGmA8o4OVpguINeO2K9jEhhjKN7QtAiUgbwvasdDRO+AYg9MgqqqkUhkYGCABCGlUgmbbSKRwGehFqIz07jAmmbREIUPqhEdaZoGTh1u6PAy4qVQdOVI6LXbbdM00ScO8jZlvijZc9224wS+j69TLpUmJyYMw0ilUkEQWJYlSlK9Xk8mk5R54LM3vHMu9iWqOkC0A9cpQRAMw4jFYuQ+RBsUVFIdkzO/rc2Z/3iex/zA99xmszk8PMzHIV1BeXd0RxeUr9Mg2V+9XldVFdLwFf4uLFlc1zUM4/jx4/V6PZVKkXbid2sj62CS1oRao2wyDgzMVb1eB27Ga4IggA4E+gpN0/4/9t7lN5JsO+/dkRGRmfHKJ5NkkaxHn+6jx4HtgQ5sy4YnHhjw9OoChkeeGAb8F3isiQYeaaSBhgauNDVwcS8MGDB0YdiyARsQfGXAkvqo+5wqFh/5fkVGZGZkhAc/5updkSSLLD66CoiNg4PqKjIzYseOvb+11re+D1IEeAhaixwPnIK2bTebTdu2oyjq97sHBwdkE8kWHx4eXqcYYyijdHsmKddfqLb0cWFjE2PA1qhWq5PJhPqy2gqik4vVWSXCN9CR/U0gSY58sDh/Xq/X3W43iqL5fA4nodlsTqdTsnHiqwp6gOyL3D6B5Sc/OyIE8SCU2MmySlynZVp89XK5FDbqFkCkN+FA/YxnfqBq6Bo73W7XNE2creTboal88rLcJRZLQrRSKTPPBBtEYtVqtVarmaaRZSpJ3NlspmvwC9lJx6m7NkbqQ5KGvGJoqlQq9pbgvkHBWnzpc4j/jpUWfQE/p4YdcaD6UMlk98fomyyXbXxq0NLRe1tlQ2YxMDPC/SDM4LfCMJxOp57nCQ9bEGdO+yVXWLgLQVxugSVXrVb7/X632yWPINopLH7WP5bJUj0IgoD4ebpalctl1pXatqzQ+AGUZydpt9vL1SoMw16vZxgGHZ9sgOT+9eUEG435JHblImm0xTzOMAy8qJgNZpuJvXbb4f9hrEWLEDqQ/t4VjZ7FKEYByp9jpGk2Ho+bzSZshHq9fi/ZKc5UsKDruv1+3/d9UbEQWPYlFv4eLt4seFRAKqcIqr3r9RryolSHgeaVSsUwVJJsSiUVRSs57JlqEWxGjq1er6tsMxwOfd+fz+dhGJIt1iOiLUD/OFlcAJOgIpHBJmwT0JAkiW1bJNLkuNUT7bnkOgiDo1Fu5KYwL8el6Xa73W43CIJGo0E+bBFFkimv1+uVSiWKIsKSSqVC3ZnGu4c4GZGHi+M451ryAx/GLOE5ooEG46OyQjrCUFuOviyYOI5Ra3Zd13Vd0eQGmuzmyO8L0HPdqLnVLl9RLpfr9VqWZXG8RtQ8DEO95zWnRHSTrMcu/Ul6+KgnCPjL1ak+mGdNt/T24oB0ebJ+nmsLTWmw4THdhPy4QvpDEB4Nw1CH46ICCfeaJntelnK5jPgpi4EGCVEVFNLatdIruTA71wp/0/oUIRfeayzk4jieTqeO44DF4zgejUYIa24JXWUe7mw2M02zVqu1Wy0e7mq1WiwW3W6XckEYho7jNBoNKEYkd3Q1nvF4DDJGW0buS+994mThTRFFRVIVSZL0+30B67xiYleXC1GiKKK9B6nTer2+Wi11WnlhU1iMYhSg/JnGarUKw7DT6cxms90Uy11+HaGr4XDYarVms9m7d++Ojo40I8m7yn59PsnyxxJs1qvJFKyHw2GSJJ1OJ45jUZsOAh/znXKZkyOlmW+5zBC8AyVzEsthycFZKpU6nQ5u2zgLjkajxWJB15fSBPUMQ2V3u31dokQwk66qRkqJb6fJTFfzlZ/UK/K6+Y66QV1EQgIxxwGkok4Tx/FgMHAcB0HuSrXKAew4TpIkq9XqxYsX9GkRItJJ9tAtxrKEbE35QsjiW8GfD+g9H9Qlrptv3URWaeJ95MtJmSul2u22ABRdAPshOhg66pW3cuuAm+pQOwgC13XTdDMajQzDIIG9K+GXoxHnDAHUhwp9+pul62lSaSFa21U2VNexX+7YI/5sew4RMnCcLLKYIu0u79VqFUUR8ib4QugGxqSQebnoz1mv16PRaDgcitoPBqU0UVxeXs5ms2az+VhC7Lv5CDGLbTQaUMwRZEQKRt44QneEcSqVSqfTwZUs3ZYKueX5fE4U6rouykg8ej0Splo7nU7JgrdaLb0aQ95aFpgUEKTrAPO1LMtw9o2iaDQaqS0Z79r5wTMIISnDMOazKcowen6qSJMXoxgFKH+OMR6PScxg7hiGYavVutY+5iYYh9w1h0e1Wl2tVqenp81m03VdXdbji0Dku3D8Jm2EuwxkOrD16fV6clyx13NCID0GRknTNI6Xuu05uFBOxxxFEhLkbDZbr9evXr06PT3FBOri4uLly5dkcAW+3xRn6ECNHxYYBCCWnDFns1yPaf5QR9aN7sn653pMRf+YOQGAXjNjhsGE8LHz+Zx0l+M4aAbv7e2laVrSHAfhsJbLZdd1bduGSYJ2ygORGYAjiiKCHPD3tt0TGJ5Pe9++ciTDBxARGEFUQ1aPdKNU+XPZwU++nRyovZbKwiKh8AVfWV2Z9ZSkF2LXalTvQLiWBKyb7JLWtSwLLb/lcqUDdN2dXl2nWHp7ljdvA/xcoJygotFoEGnfsuMJdtTnR7L7hGH8gATzLH7e7uVySbq6Xq8nSbJcLlut1mQyQXdIWIi73369NusNBBteUnkoop2CkUWyHfLu8/Q9z2PDtyyLxSy/LsEeFCn6YtmpuKOrqGy95neTJEGKHmPadrstnk1ECFKd05tT1YfkJaYXFr5OD8stJPl/3SE4SZJWq6V2Ot2LRs9iFKMA5U8+MAln66E8eruW824qEc7Aq1ev5vP55eXlcrm0LOv09BQJPzqQvpTZyMEInZb9CQMUjrk0dVjEpGljIhaKosj3vTheUv7GSkO6uzgqYLkIUJMjU9gdvu9zQE6n0/39/cFgcHp62mq1+MYfEMAtsidbueI0TWezWRzHi8WC2EyM91B7IIHXarWCIKBSPBwOhdgNpCB9BfAi5AAurNfrfr8/Ho9FCDI3kq00eL1et22bVKJlWUdHR6VS6f3798wA/ceQWafTKT58UE3QulZb88UHrgfSe7PZLAgCOpgBFiK1IclgPR98CyKfTqdABDgJjuOQAd1lXecy3DeZ3d6rBLT7W6KBDU9J77A0TTOKIhTZXbfKxXOnsjIJJDzPsyxzvU7m8zn/JMwH0XuRy+Cu2Wpms1nOIOkW7HiT+a4eUf8om8ZV12+lMpvNCAtvKmUQ+fAeIaqDUAxmbbxcaJATmAkfOsuy169f/+Vf/qVpmpeXl0RuRJ7VahU9Ftkxburxvcv8yN5CzI/A0Xg8Xi6XruvSVEo8UK1WW60WbQ9qq7giXcsCmtWHFm+8QVSfhKt9VbHJMuwFILrAb5EfE0cC4kMJP0DbzBWFAglmpG4gakW3v6E/8HZKJTZhES//hBpyMYpRgPJi3Al0yhmPNQPpFuAXB5tkXO5y1En3Idy+k5OT5XJ5dnZWq9UWi8Xl5WUcxwcHB1/E5Ig4LsmSarXq+z5VdfZ3kqaAGI4HzglJ5OQYw9LBRkUVFibO2JJ3dBzHNK0sW+X01ACUkizX6QE5BT3XdUej0cuXLyH+zmazvb29KIouLi6EeO15nucHhqFEik78wFkGENxnsxl5euTksKbnkBZvIyYEsw+5FzyxRR08SZLJZDIYDMrlcqfTwVkzDEOSbWAODuZdEEzE0uv1wDpy5MP2wQ9os1rZ23Qy1rMC7OhWFBGPnMvj3aW4Rfscrev3798fHh6KXvhVqGYowa88srJtk6Evl6vr9VIycyQa5/M5z4JYJXdVxq3CPvpD/+SErtI4Rcwein5EQfTRAol4oPzKdDqNoqherwVBgLg1bj74i5mmsV5voig2TTMI/DRFW1oppRAdB3HKvJVKJcephGGEVS2TA5/49gz37YRyEXPUWyefM5InyhoOh81mU7jL8s7qYRWbLQyNfr8PB4O4WueXSzeOrI3Dw8PxeDyfzyeTycnJCcGhUgoz0Vs49NmOxqjIbsq64kUW4NvtdhH/4e0mABgOh6VSyff9drtdr9dzlC0JIT4oPG6rgqKgT+2FjUXXfWdtwGyhtYbXnw90HAe9mt1vkbKhwPFbCgI3vUG6ta1lWd9+++1PfvKT3NZR4IdiFKMA5Y9/fshGbFkWrpz6aQdwFH3Wu3+sbr+HPQS7+Xg8brfbX0SmQVgWWn+q8n2XE5YkH5qDkuUSuAxbVG2rvaSykFg2TZOwBxVe/p9Use/7wGIJiu5leMFV1Wo1vDw5wxCwozkPoDyfz8fjcaXqmKbFF3EjtVptOBxCuxSRY9EcgNCMBgghlpydwkUBnEExh7uCPBlcFyD76empeJKzPNbrdRRFYuyij2Uco0JIGn48HsdxjGMigQ2TT47ctm0aIfgivK7UVrxCKaWbgHyCMw44Uinlui7T6LpuqVQyjG2wmv3APQDNQP1n9mzbggI0n89FMAclih+F06WvbQDQarVC9NA0jSwzoSZHUVStViU7ye+u1+soih3HaTabemvmer1eLNY0HVYqFc9zTbMEyYFlFgQeT4cQlHJclildq0TYXI/7Lj/n3LKpuq47Ho8nkwn0EgpHOmQUaD4cDlEWPzw8lHIWb6JkQ9hbhBTEOhwOh4RPs9mM/mNS72EYwiG8No2yq7rIjy2XS3CwuGXNtwOmOL8FGvY8r9Pp0Lhyd/p+ztRJCk250k2appnmqibFB/j69JY86WMVQSHigflq+e7du9evX5PXyGnPF6MYxShA+SOfVUDD+Xzu+4Ech2zQIPX7fqwuodVqtQAxbMFfSuu62JgLJttsUsn2wbU1TRO8SE5R54OCxiA0o7Iyn885qnXmIn+2LKtarZbL1maTCSbWc+13OX74mWazSYJ8tVodHh72ej2aliaTCUoOnucZhgF/VyQO5vP5xcUFQJmLAc4i3YiES61WI62ltiK+6/Wa+yK9yt9UKpUgCPgiZCImk0kYhhB12u22mB2SMa3X65Bbdu8oWa+VUsPhkOxskiTtdht5h36/z/GcZZll25s0RU0flCB5Pv0WJM2ml33unvSSPl2ELBFFqVQstaNXLdnZdJOK5oxU/6HIQ0vIqbA/swGqQD1yijR0lkpGFC3xKCXQMgxjvd5I8QfEHIah2PEQRkpnqngxqq2/PU+8UqmA7WzbUqqSplmpZKRptlhEgPJcSvgR71RvB3yGaEcoZ6ZpgmgpCwiXg+WB8j1k/Xa7fXJyUi7bcpkS37J4dNcCnoXjOIg1ibOplChR+L49U54LONM01ZUZu90uDZHsBvIemabp+369XheMzo3cPYjSGUrVahVOFFqc0nwiP8NXTKdT6lRS+xKZyKc4TXJ7r21Z1Wp1OBw2Gg10FYtMeTGKUYDypxrSowNsCmoN1ACU5hH9CVkiXZ3asqzDw8Nvv/1WlI+/iJkh1SpFT9M0TbO02WywpgPwkUt2HMfznNFoMp/PmTHhU1IGjeN4MplYloXjBjx7qrekyX3fd5zqapVMp1NpSby7CrX+Y6Zp7u/vwysFH5DQ2tvbC8OQ/sskSUzLXq9WaPrSNylHIOol/L1YGokxB2c238i9o6vgOE6tFlxedrkpta3z+r7v+z4odjab9ft9cqVKKcdx9vb2+GqBZbm1ZNv2ixcv9vf3UfJZLBY0cU6nU/QQR6PRar0GqYD7EUMklyZq4jBndFBy32NVd8EEpqxWq3K5Cm3FMJ5FHcYAACAASURBVAxl/AAmpNYBvce2K5PJCP7rlQzFVtpZ14t8Nia0oAq5Tsuyms16kqTzeUh1goQopRLQoVwnjKDpdCqO6JJ314E75RTJjxK4YrAqxAAWhjwLqhnL5fIWTHn3exQU+Jwi5dwvkQlS2fP5HL9M3faoVCoNh0PY2IQrhmGsVms46BR86H2Ud1war2UXxaOHbK4EhLwdi8UC9cBrwwadzSVUbJ4jbeiz2axer1PTIAcRBAHBNnG7uPaQYpca1EcXsEBeAo/pdAov7vLyEsQPPWadJGwLVMDINcB8g9uj9xk/xQuinWLKdd04jvv9fq1W01/YYhSjGAUof+StxzRN9GLTNA2CQA5ptS1w36tIp1MndSlZGMnANTrkvogyAse57/vlsm0Ypc1mE8dXooQcRfA0yuVyrRagcqi2fhbUjjebKyG5Wq0muSXbtoWx8OHub+TEg3P9grdP+xbWrCUdG8fxyckJphvwJWDOxHEcRbFdrpDpjOOY9DzG3WgUEFTovjBylitNiIDjHK5CFMVqa88hlXppFKvX6/V6/fDwEGxKHhGkcqOM9LZSQYQAdoHzcHBwwI2Azkul0mg0IiXJp9VqNem/3Gw2UHqazaYuzHevpBeTTFkfp8DJZKKjEF3MgblKs6xSqSwWi9ksTJKV67qUJshMCx9GPZ7s5t3fU+khlrmN4+ViERFwStoVrn/OzFzyuGQ3dSLvrubJrnIicF9WkTwjpRTKOY8FysXfKkeQeOoKG9PCLDWbTWT4PM/zPI/SAaJAtm3v7e2xGtfr9Xg8lrQF4ZDneQh6ChtQmCcijSq9mPwN8WetVkNH6yb4qEupCkAnd4BzAk/Btm3P84IgoGwikFoXY9ltb/ho0CtbB1sNsSspc9abYRjZdgfmVYrjmHTDbDabTCZBEOhi9o8+dDmXNN2kWdZqtS4uLi4uLo6Pj4tMeTGKUYDyJxlpmna73bOzs0aj4TgOmyMtNQIK77v76JYxInuXpqnneWQars2Jfp4Ri9q6zZmmBXFTbk3UuEnnpGkGZARwgAuFeQzRJY5jOYEk3cJPQgbAzQ7Mp+7Txqefi8vl8v3798g1/PSnP9U7+Ti2y+WyZVmVqlMqXTGFXdfNkSh0GTueoy6FLjqA/CU9l6ZprtcLFozYeeraCCSGc3AfRin8n2vwzbaYwC+K9rPwoHzfr1Qq09lMKeW6br1el6K2LN0kScrlcr1en0wmUG/FPPVeGS9xExSlkW38mQoVRBAPvGqljPiKFp9B0dbTySII86MorFUqFc/zSiVjs0mho9BsJ2x4YSbovYC52FsIDOIJletD1XTxDSG06DI1EryxQqg/wI54SJSiT6ZY5D5b2CNhACDbdd1ms/nu3Ts8dLiedrvNK8m+sVqteFkkRCHabzYbYn9TLpcbjXocLyeTCcQYYRlJWEvC23VdLG99399dVzlEToECvVHbtiHVvHnzhjdO3lw9Ds8JCKodkc3b0+TyNjWbTRgsUOB4+vyTua0mUWcIw/Do6IggYbFYTCYTTIKe4pnqZlhKqdJ26TYajV6vd3JyUiDyYhSjAOVPMi4vL0ej0ddffx3H8fn5eafTMUoWaFKOh0/IEuVsRABGvu/3er0vBZEzPM+D6i0ATtrydHFxTi8qv9I2B1eEEoFEO1syg61r64qoQql0DUyU1rc7JsuHwyEn36tXr7gkyNYkxcWWxdx+meg87hI09cyojrd4xBJXoD5mGEp6KwXBw9O4+kbTZGkJD0TS6vKLu+hBIgrQtogWA82Rr8nSNIyiTqfDxIoJJcEPj6ZUKmExKwSA+5ahxR2JyEr37rn6AaMkDHLUG82SPRwO0zTtdA7gPukOqbrFknpem0BBwNi+xHEsnXNCWSYCkUqFxGzMm1ix6tKcura9Lh+UA3CyAAT082n8YhzH+/v7j4ihnz+vKe+avOm0y0+nU5AoITqhLLGQCHgLxQWsTL6cRIlkAUifs7QA6HoHM6+b67q42H40dYIW0OXlpeu60JZOTk4oZoo9mZ6k17eC+/ZCSPQlPsSSjIe2RBCLTbFSKooiz/OoM3D7ruuWy+XBYBCGoeTvnwiXXwWfxhVfi40Uccaiy7MYxShA+f1SNdJUdJWZUGqzyUxTrNHTfr8/mc4PXxxH8cowzGZrL1zEQRAIsrQsC1mMa40tdblZwaxiK02WSCCIlI85AxB1gTGcky5+yNG7ayKoX5ue49FPa0G9uRp9lmWu61iWtVyuae7M9fPJGYPfG2aW3H4YhhSdMZMToRV+XqTfBQ03m81KxaaLNNfXf/vkCBIqlUpnZ2eDwSBN02azmaZpmhlpZlQdL47jSqW6vgqWSpSG0e/TKb/XpriuFbSWwINFUq/XTbO0WiWiQabTedWH6nvXHmZ6CKcTG9ZJUjLNdZIow0izrOo43W43y7LBcHhwcJBmmWlZyjBcz9toAIipFikPyQtWKpVWq7VarUajEerpyDkLOJaVAFTVgYjwpAXrgyazbCNtZ4ZRKhlWlhrpRpUMS2Wlfr9frVZ5g3Ral66I96P0PRMSlMv2dHqlerm7BnapU7v1E/lF3c8olzrNPXH5rZyXJ518ADXsih6Ce3Tenew5zwPNr7oDbXuxWAjnm1aHRqOBQigbghCB9AnU73q1WvV6PadabTRqSZIahrFarsxSaRnHp+/ejUajZrMZR9FPvvqqUi7HcWzZtgR+LOzFYiGCWswADS0SEcHsOj09bbfbi8WiVCrt7e1BtKPGJTclbllqR4/y7mt4I9qFpZKh1CZNjVKJ13yTppZt+7btB4E8wSiKTk9PoT4SrrBg2u12t9uNogje/FM82Q8sAoySMlJRtrnWVKEYxShGAcpvS0jo7nqgcMsqgctXq+Ts7Gw0Gh0eHsoJja+NHJmi23WT3c9uAhVgmoNfUqCXM0A/I4W2/sAzWO0YcOZc2XQsIu1NOWieu03LstI0S9MM7jKQWu3YibdaLfwvoiiSjwrDED6o3DinL1In4pTOtdXr9XLZXiziMAxvyhlfOwQvpml6eno6m81gdGRZhvSk53nT6RRDbOHbPEpSVhTcLcsyzdJmk4rz6EOgjH4c8oDiOKZjdTAY9Hq9crnMQrVtu9Fo0DuIDIgsRV36QweRYCPEYRCMhwAg2u2ieSxlDcnx7wIRPcDTqxmwgUlkOo4DIheS8eczRPNeHuWzJf92Nch5VRHZoBDxKBcjcP8TaHgPrEKsVqtyuQwTerPZDIdDITjdlDu4aazX6+FwDL+f+P/9+/dxHDebzTiOv/nmm3K5TAEn1cI86SpBuFOvTUkAQApgOBxiMYbGJY3IjytJ+cnrhPIUBTc9q1IqlRqNxi3NrI+e5CI+J9YqAEYxilGA8k9Jk2/hOF7WpTS9auWhz/3NmzfADkAMx7OcYYI+SQTecuDpf0l6RmQlcgTEarW6WCxonKc4/iE393HO4Byq0y8yZ+u4mzXXM7VwHCsVW9gperFecEyWZaZpIHqIZsLZ2ZnYqYDqIE8zmYgt0Osp3kxxvBQlxLvXDUSJzLKs2WxGotq2bRx5BoMBAl7iKpLLQz+Qs6vJ/2VSdn8sWCMEGM/zzs7Out0ut+k4DnoUTHKn04FgmjNsIgLRfenFq1LWie/7IGa0w4fDYavVInziwUnLnTwRPcuro3DpE8hpt6M+KWT0z2eL4II3mxQW0HMiMHnL9I5bCD+TyQTNRGlEefgq4sNvUux+oky5mEqiWwIlw/d9UU2RtoQ77ueoxZdKJdu2ZrP5eDxGLD8IAs/zRA4/zTJZtGgmip+A7H5s+OQLVqvV27dvlVK0voDI+YT7Rg5Pl12iKsVl63s7GYdnCw8sy8rShEx5wSkvRjEKUH6/jUz4GFJons/Dy8sup93h4SHNQ4IYEMMKgqDb7bZara048RqEd22S79r+HnHSljyHfkgEQYC9i1gWk7oWG/nHOvXVjmudQCghv+p+b7o0snieNxqNUqk0m4WELjn2TrZ1gbYsc7VKHMc5OTkJw3AwGCACSMJVjmc89qBfc8CYpmnbVqVypWIuMsD3SqHJvYjDDiEWKJlnJ3VnfU4emDsUIXBy8EHgI8T2QCijtuVp6dHsdrthGOKlCjvfdV0gzunp6WAw2NvbU0rRu8mdoopD4ULwMRgd70ziT6mNWJbF51MpQtFcvFpyfAyJZ4RsTTCACz1XHkVRq9VqNBoib/K5MVChMcRx7LoOXN5nS+TnWjCFpYBpa5ZlIhn5KOifdwqRx+d5CnCcCHswf1gsFo1Gg3hPVtTd3z6YV67rep67WETff/89bdymaR4cHCAxebXPbznfYnvpeR4URKF/8KCxK6JMxD7WbDZFp1Un9f2IS1QXmBeSmOQCsEZ+JmxBX4qhqtXqbDaL47hgsBSjGAUov9+OJnCTJp7BcPz111+T/RVlWaE7c5bYtu37PmV9uI8gmGsPSKktSuOjWGeLKJ7etq+UwqwO4V7EsOI4RkDgJuh/ryGpyl36Ow2XNAaROeNM0huPRKlQSJmLxQJBQ4CaLkPBnNi2NZlM0zRl0kql0tHRESBAuCVok4tL33Q6BZQzLeTUdar63Q9CZpsSBDRcECG64FmWTSaTRqNB3CWqc/elgd4U+H2Ipx9qwZhThJSoo9/v0wdGGhsFm7Ozs16v1263S6XSL3/5S5FKpL0SiEynmrSmsTZmsxkwXdrpyNGiVOg4TqvVQpKo0WhAaBFRtlyqNSc9QbFCHmWj0UCOXeLbzzC7tlqtfN9FDPvZCDY6pV5trROHw+FsNkPnDkLCw+k0uk8CodrzACkaElhavO9oW+nh2b3aCdD3dJzKcDju9/uLxQLplZ/97Gc4/ug08VxVp16vDwYDEWnZbDaTyWQ0GoVhiFTRfD4/OTkB3Es1SS8D/rignF0OIRpEAjiwEDiX9tZneKbr9dqyTXG5LkB5MYpRgPK7DsHZSqnFYnF5eRnHMRIrWB7CbBaUplMy2u32eDwmGRBFUb1ev4lbIglXMX9O03Q8HkOhBnOLI7Ekxdnx5/M5wtW64fMDR+40AmGL6Af7uGmWFosINeuc/QQOnUC0bYLNgI7CLZCWziHa9TrJsqzX62H/7vu+ZVmOUyFjDdCpVstZpsJwQbpO0j98LMIX/GWOF3EX2EG+H6fMfr8/nU4dx+l2u51OJ8uys7Oz2WyGEyf+kaIa/ognrjzfBwZUOkyBlQtL3rIsQgs0fBaLxd7eHrSWLMtqtRpqleBgShCr1SoMQwkayauhn8AxDwedy65Wq5QvkiQBGh4eHo5Go1KppEvpiRRMLjYTvhbgngMbLxj1A3nssyDp6i8LOCOOV4TiYRg+m6uXFPGYOgLacrm8Xq/ZE8CvjwLpRMAUJZPnuUF5uRaLBZyrXXLX3d8XgfJ4W9I8SkSqttQsSpol0xQ1J3Gwp18fUDubzYbDYRRFe3t7k8lkvV4fHx+3Wi0cfNS2oVO3tPzR12q5XCYOIdPB3K5Wq/V6/TyEcqUxQj+TOSlGMQpQ/iUNtg+g+WQyiaLo+Pg4ipfkquk9Ymenji+EATLoruui/USnmpiT7x4qiOnqTGiQn6BMQIn0z5HCRHWLWiSJSV2L4FGOfFLjQRAopQDSaaowOY/jGDtxjis50izLcl3Hsq4S51I9ENkNoeLop/5yuex2u5vNhsQqiagoKiPgxU0tFjHfyyGq66VIA5PSODb3Us5mwtfrdafTwXB7Op0eHBwsFgvHcTqdzmw2Oz8/N03zxYsX2NEpTcvsIUBcNHYAHA8sJeeaaGmu7fV6h4eHwipB1oZwC4Px0WhEgYIFD42Hh7u/v88j4EHj2DKdTkmTc83C78JpxbZtDFzK5TJCbGifS9OnnkvWvVQofSRJ4nnebDZrtVqWZcENkFX0Ge4Sq9VqsVhga4UB5/MAVl1gEdeY5XIJNITrTNnqgRuC5NpFef3ZAJzjOCxFtlO+nUBd73y44wcCQCFZUeFMkgTXIbXtQUR9db3tYGFjhxFHfYnOY5a07/vdbtfzPJzF1us1iFx2IVMD9z9u6Mj1i3QjCwNZfYTbnwciw0TK0uRHZ/UUoxgFKP/yhvSJi7GL0EgEWOh9aWpHRRhk8/r16/Pz81uUxWnBCYJASLpq23RIVhgFEmr3nEPHx8fv3r2r1Wrr9frdu3dpmjYaDdy2Qf9yYPOX1ybp4RdKG6XQpkm6VyoV3/ehXQKVAI7C5Oas8n2vWq1KcyQYZb1OXNcxDJUkaRyvVquV7h8OIoerDVMCxz6CCsHrcJrJ0Ofc1HOQTheSu2/+TG0JzWrbwgWXvd1u40Z0cXFBArJer6dpenl5CVUaqEoopX/7p8F013VrtVqW5cHWfbNK1CiYsUqlMpvNLi4uMCYk3uBO4ZnwFSgW+74/Go2QCSI/DQzSATS0fsuyPM9Tmouq2squ054LVX29Xv/1X//1r//6rx8cHFBlajQauIuz6kRoHMBE4WW9XosVDlhBelIxhNJLE7r45jNsCNdqS4sOUq/X833fssxn8zAS1Xle8G6322w25/M5XRxqK973kMm56szbaq6Xy2XisVx/+VPcLPsnLrMob4rXprq/9Aq/slgspIN5NpvxRgjRTujyolLKgmTXon3ol7/8JVsEc358fEzjqbiAibuq7Fo/rm+lRC/UxMiwyE2xWp7tCq82/yzD75aLKUYxilGA8nvANR2/3v4zub/UeyLBebcYu6gPbRHJ2oKJwzBEck6Ecjkh9vb2vvvuu3q93mg03r17t16v2+02zEi9bHpLQkJYN7lOPmjBUIGpief45dLAtF6vl8sraULQWxzHtNUThGC7I2cV4J6Ungie+L5/dPRiOp3JDAvYkmvTBRmf5/wgY+37/ps3b+bz+WQyGY/HSqkgCL799tuf/OQn9XqdtL2ukHhfACQtjBzti0U0n89zyta7Qte3DNwHS6XScrmcz+ej0ciyLJSe8ZoF1PKlcrWWZQVBUK1WaVsk6YvCz+1kDL19k7rQ0dHR27dv6aYIgqDf7x8eHh4fH49Go/F4TKRH0o4kKPGA2MKzNuBgjEYjyBK1Wo2Y8Fo++rPVwXcftM71ymmnPsPWpCswhmFIPG+aJuG93vnwwG+Rz4GHNhgMgiCApaYz2h/9BWQFoopob7XDH3IvuoJnrVbb39+nY4HQWsgtIHKR8iS2cRyH9Mfx8fH5+XkQBO12GwEo2WalNV8mTRxJfyxcrmcKiDEgWFYqlV6vZ9u267rPrHSZZT/YPBcYoxjFKED5pwzojHfv2uEAkFwg2/21e5AuCaenAAHHtm3XajXAymw2QxuOKwmC4Nd+7dfOzs7iOK7X62EYwmXXq7oiZ3btEBjheZ5tW1l21c+KayN5FLRl9NNdv1ro9Wrb6sepKeYUoHac0vVMOUe7aO2ZpqnUldfdtRFLzgTx2Ti7cnLUajWSOqPRiIazt2/f1uv1Fy9e5J7gJ3wFNwVPg4eYy/ff67wknczyGwwG+JjAlcfKRF8b4tDO3MIUX6/X4/FY9HyuRZm7dSEGecfXr1+Px+PhcAgTpt/vNxqNRqMBsJ7NZlySCFEvl8vZbEai3XEcsulEa7VaDfoN/HI9Ua0HLc8DhXMZev2dlTl8tghBinXsM8KZIan8WDWEnLUZwRtW9tRDJNP86DconYij0Yg484FqoWxQURS9e/dus9nUarVarbZVr0rDcEE6w7KsbPvtEg+v12uo2K7rnp+fV6tV3/fFY5gZIDLJGdxyzT+6+gqvM9EvegD0O6G59GyXd1Va2W7srOGCxFKMYnwkH/S7v/u7xSzoOxr5p9FoZNu2Zdk5ZeWbLIFgZfAzZEqkaVIfsonrQ/ethKtdq9Wwt6RtDpr72dmZkEDojeOfpPGfpMhNkEXObAyoN5uUBJLrVpUywjDUpWRzJA3p/tRdwSWtS0QBM5vrqVarOM7QuirUZybT81wAnO4rrocBuwaHTz0E/+ntpI1GwzAM9C4nkwntdAJcxB/nExJ4ZDdh7DBju7Sou2O1JEnev39P+nmz2RwdHQVbez/hVsmTyp2Lvu+jOA44vj1BvhthEojWajXP88IwhIEAyncchwqMEFv5ENRClFKtVstxHAhCy+US6ON5Xrlcnkwm4E5Sj7sr5Nn2BN0tS1+QGCdFUayLhD7D7sQlDQYDWX7tdlttnctuCqvuC6TkQ1iZLNfJZKI7Mzxu5EOMNxwOyRHkXCM+ecZw98T6CkLLcrmEOoV4ju5MtFqtRHPp9PSU/dxxHH5mOp1CrILoIokYpTG7pEn6R8yU67YAo9EIPth6vW61WjAPn1PHEwcCuEC+75MIKEYxilFkyu96Gsluwl5Wrji5DMRNu63e+nlLivdarAm40X8FIuN8PsdBg3QmZ8Dx8bFlWb/61a/q9fr79++hOd4xSSYm6iByZDo4y+Hv5vT1chmg3C0ILzOKImQoSHDmjm1pPCJ3labpanVjeXfXoP7ZjjeyyFw8lCGI0efn5yhSn5+fv3nzRn1YkbgXQVP07zHVq9frGPFo7KAlVJ87HpzoY56engINkyQBH+tZeeEC6cQY0TOGVj4ejxEvvzukA76IuLtlWUdHR+/evaNofnFxkSRJp9NRSpEBBa9AGvZ9v9/v93o9KbwQKyqlQOedTmc6nY7HY8Tvd93snw1VAHZFojGOY/WDsKnxiN5PH9mmLQvIiDMrszSfz5k0tW2qe3gNIReW654+QRDAbYOX/MjJIdOcTqez2ezw8JDX4YEkGT5B3MekPZ1+Bt/3Ue5PkiTT+m14odBDtG07DMPXr18nSUIrLRn0yWRCNOt5HlGQxOrSCbMbeDzn0uVi5MVBEAyafrlcfnjkdve1xP5AVMPLXoxiFKMA5Z8C0F3XHQwGtbpxUypi99TUSdJs/bdsmvp/ojqH1CBpb4iVnILo45bL5YODA5RAYEYOh8Msy4bDIWriudLzLSlPiu+VSiWO49lspufsdz9BVG/VjvwISRdqxMyYeDFKS5/uQ6S2vHb4G7lJ2E0vPaeQFilnMs1QTgnM0EHr9XrNZnM8Hk8mExK9H2Xw35IXhCmEu165bG02mTwRPpmE3F0G6h/oCaIveXJyIoV1WWw6t0p9aOjD9wZBMJlM7usUQ/svh/1qtXJdt9VqdbtdsshM16tXr0h8wgegYQ7og5pQpVIZj8fUVdAziePYtm3qEvCpfpQEm87iqFar5bINU0iMZg3j+So5gGPiRmoIPKwgCHi4t9TxPgGUS/xG4Y4X3PM8obKI8MhjDbpT6Gx5FNUXKVoS35LbRtgHdAi/KwxDtd0SYbQjt+L7/mQyefnyJTVJbl+sZ+GewWwBykvkKXudXmN85kVLbYqMPntUEATSk/D89JViFKMYBSh/0JlEmoEz+I7YiEy5UKVvz/HksK8ITYjaABhdvHuUUoeHh0EQsMOiOT2ZTDzPGwwGdHzuUtV3IwEsSAFSyKLrJPhcRke/d1E5VB/W8UulEvoMGJqiBKJ21BJ0RorwKHJRhIQE1+pbP/UA1pCMFJFmgiXwB0gR+Tl5xPdt9RPdBgj68O+BDpVKxfM8cWK6Y1aJ3DMI5sWLF81mkz8L9VnUbKS2rpNkSK8CXKrVahiGjUbjjplU8Q8iFkUttF6vbzYbadlMkuTs7Gx/fz9JkslkAmEACgT9ndRVRqPR3/gbf4M3TmhgqL5AboE2rR5DlfIT8nwSzFQq5VLJTJIEIW2g3vPk/xDgw28Lgb/lcrm3t9dqtXR7nQeyPvTIXP7MVxN3kZifTCaPDsonk0mWZXt7e+xOH91C754w1kl90gYTxzFdm3DKmbc4jrHCdV03DMOXL19CeqF5XfwZSqUSJcE0TefzOVKDfBFxNUa5ascq69lAuWjOAMoJGDhiyBY9p7i+voc/W0NIMYrx5Y6CU55PjGVZ1u/3u93u3t4eneO7pom37P7ArNlsBklX6LA5treen97tHcyyrGQYSqn1aoVXRaVcFhVz0zRVliml5rMZDpogRf0ydo8B4U6gOV0qlTzPXa8T0V7Uf0zScjmsnEPJsKJRmBZafG6WhOhCEVxSj3Ecy43re/ePy8jcjT0odifbsVgswjCM4xh5nPteqs4eEZ0ZAQokkh2nmmVKt1LKfZH+CKbTKf/Z6XT01gU9NNrtJRWuudqK4lcqlSiKgL+Sa78ldy7LKfdpyLCA9bn+6XQK60M8X22yoUmy2WxUltWCYD6bibC6ZZrZlkrEOgH9C2toF+U8cPEQt+ifryPdLSBTpZK5Wq0MQ0EMsCyTV+B5COWiTTQej1HAfPHihewquzvMA1GdvlDlz9TxYLvR9KmrCt5xHnLSisvlcjAYYFmgB64PnFUsJGEAmqbZarX0vZrNebVaJUmSpalhGOPRqNftbpKkZBhJkux3OlcBapZBRpc9Vk9J4C9Gv7KUE+nPgfEiyrPPKXjC9r5er3u9HpQVShBPKmp5yxUpZUTx0g+CquMUfZ7FKMZHsgnFFMhmzck3Ho8vLi4QrtbLuLtG9LvJb0myimHhJ18PBx7gHhBQr9fb7Tb5ckwZV6sV1FJYKEIdzl2MsFbEsEbop5BlpXFTqR+wIDQD0STRVdWljD4YDDhKkRi/ycRUuqB0hkxOWOMztHyTo8vzvMPDw2azCR0ch3P63h6FMCABFcqGURS7rlurBWKhctPv0hhAZu6+x62gamr6klwXJXuB0fdFdZVKpdVqnZyc7O3tSU3Atu1Op/Pq1avj42PwitrSoiBFlMvl8/Pz7777bjKZCKefj7Isq9frTadTOEVMCG+ZvLZcqizmey0namLcNdlTylO0dvDSlctlyyrFcdzvD4bDURiGcbxarZ6JJkt5gUx5mqaLxUJQ5nPmX9M0LZfLjUaD3kFwOXH+3RdejtchzDEJ6R9FSYYYZjKZiDaongJw3SqeZfzleDw+Pz8Xo6L9/X2EraRuqasfCjTnB2SHrFQqUPja7Xa1WsVQU6/7qa+tFwAAIABJREFUPcOAOk+tCQ1EkQrQN+FnznNJnJCmBZmlGMX42FtcTIEOgg3DODs7Q9DAMIwsS/VDAuG/W3KHkjKkhQ4i40MuKY7jVqtFasdxqoahqLry4a7rwnxAuU+XdlEak1sOhnK57DiOcB+T5IoOrmeAqNLqmSrB+kmShGGIJDlGpOSHKP6SmroWw0mEoEv86mWBz3NJiHsiD7RWq202m16vB3oQutEDDzk9Nwm+EQ8pKEa35GJHoxEz6bquJNTvNZ8CzaXvU3cOvy+YINVNWd/zvFarxfoE6cqi6nQ6lmVdXl4GQTAajY6OjobDIbWp9Xp9fn5OIBQEwTwMUUtUSkVRxOW5rpurBd1ez7kLTBTNb6yULKsUhhEdfrZtwvtPkivmFbIewmd4hsFKo+zAJD86geSWbIUeOZMvR6VeHjpg/V45CFmr7B6iL/kJa/imzZPaC6hax+WIZxOD0cIxHA4bjQZ9n2/evMG7TTyVJeQTnVw5DkR9Rd9vlVJUeHRi93PiYGYV94AoilzX1V8T9bxpez1JVOghFqMYBSi/x/bBrpokSbPZRNi1ZNr6hnLLnpITbyHdKLv2JwAF0zQRudu62btRFJumWS7b9Xqdsqzv++cXF41GA20WUcPIKVKLrhk4Ep4oZAmIhnpNVkTBIKCTxOIn6bprNBpyU8Ke1PsIb0J+ksu/9oc/20y5xBKWZbXb7dFoJNxoqU0/HPqrD4UvoFx7nrvZVBFUvnbtzWYz2g+azabaYXDe8dtlhdPSp5Pm79tyR98C+ewsy+bzOXrJwuziM3G07ff7EltWq9XJZNLv923bdhzn7Oys2Ww2Gg3HdZlqQpTFYoGaPrKewCZWKdR8Vu99nwuVfdYzkUmaptVq1TSN9XozmcyIi8Qul2mRPz9PygCFO95BNAqfc2PUgzelFH2Q4g+FM9SnUbnE+P1xdwDDMOC+r1YrqouS+bZtO46XpBWiKLq4uDAMg97rN2/ecDvcNSuTdIPrutR8xDUz9+bqWQzqPHqm43mel3Q34cdcLpfpyhWVmOfk0sheJIun4JMXoxgFKL/fCUEqbjgccuSXzCsOpdryW27R8tOTSchpPSRBstlsyH8ja22apShKoCr6vttoNKbTKcrQbPfo70pim32wXC7TTiekFIzuMXYR/3M59YU2CveGT4YeA7hHfJqp4NdpO+PD6Ry9ZXo5Gk2zJAon6lOd6p/tUJGEmUQU/CUV/IeL/uY6DeR7V6uV57m3fz5JU7Dvp92dTqQGdHKKS5Hnvr2DEJlc1x2Px6PRqN1ucy9SW0iSRJVKlUqlVqt1u916vX5xcfHVV185jtNoNC4uLpA0nk6nw+Hw6PiY2g4omQgErvBoNEKJCJIPPBxBJPdKywkBQzxokbJBXgbGiAh6St3pUVgW94rcxuMxXKN6vf4oAeF9cbkkPm3bpjNYTwbfcZ3ksCw72O40PrwAFUVRq9UicpB8PKwbx6lkmRqPx+/fv4clZRjG119/7brubDYjpMRnrVy+aoPx/atlBi4nDtQfgW4ITVzHfT0K1//upwZmqFITUNsyi4Dy57ShlbpouVxerxNVjGIUowDldxzS7iaSJo7jLFcJretSqr79qJBtiJ3xIQc2OAbrCtu2s0yRqsHip1KpeJ67WtV934+iCL8V13WFTAJeEaZmlmXT6ZTktxyKokuoc8o5aURJBg1ybIBgZ3LeUM9FruQumhjyYyCnKIr14u9ni8tzTxaOB7Ll3MtjmXHs1g2SJEmSze1mjagO67rO96UQ6DV96KdIi0jX2r2eiwARIkZph5CwDZ4DeHZ/fx+zmPF4jByebdvHx8eXl5csZs/zvv/++1ardXh4yMLmIokMyVXDPYDf5bqu4ziC8+41/4KxKpUyCVSCaqZIKOYyyfJaPc/yk9QsC48m4+f5ao3y8QMJDXoV29R4PCajfK+FpytySA/ibs/JJw+2Kb4LUSNZzJvNJsvUeDzpdrs4la5Wq2+++cZxnPF4jNSMkPqWy/VsNouiKMuuunHECUs673OvsAR40PkYz/O89EmTllm1I4f1PEMCEiLqKIoKmFGMYnz8MCrUV+TYY6ut1Wr1ep0tdbVOkKSQpk+hEee0IHIbIoJxakvwuD1vt+ujqZSiRo+WhWVZhoH/cyKZQv4pTbN+v490huM4zWazWq267lU+e7NJ4niJGgD6JzlX0V3VwtVqRfp8uVxOJpMkSTDaEG6MNNipbZOiTMi1Jeyc7xJdR7RL6j/8GYJyOVF09UMEZzBzqdVqD0fkuxBEAAEJPOgrUgJWWo/seDwmXMQG/BPCm5xqB1zhxWIBDL1l3YqyhFyMqM7Rrkrmm0sSlHP1+ijFclVK4QROQx7BgOd53IvkLGnIE76K2kpqUrrBxoWJms1mEPF3NWf0da52zJWo/ADuITPoBo0ilZPjLTynPuN6vRa3r2azCXlm98XROdk6oSK3eGTv2t2+ru3AznVnSj0Qk8jlcsmmobeE5l5tvYdEag5RFEVRJOpMucd07auxO+G6ZZu8AuF8vlgseKydTkfoc5SDfvWrt+/evZMOihcvXgRBgEIoexStvZWKnSSbxWKxWq1KJbNcLtu2xbOAqbXrDiFOn4ZhRFHERrfbBJ/7lcdaSxIq8C4wsc1mk8LX89sYSYOyaZpRFAVBzTILCksxilFkyu8JUEj8pGlqWtZ4PD09PW00GiRUSMIJcpWUiX6kST++/OtHkzp6qxPmdkmStFot3/dt29psUljd2FhQhVwsIsOIq9Vqu93u9Xr1en06nb558wbBss0mhugpiFlSJno4Ial9MZrGhiYMQ/i+EIKvxc27x/m1hVGdgsnuvF6v9H7ZzzZHLk9WPzWFmQqp6eFH6U2/DkxB+VhAra4gQdsAtXLUFW6xkr0lJNBP6yzLxLKq3W6DMK59rKI1TlsC3u9wqLD+kYZRXfBBvg4iSqPRmEwmKNx3u11Wr2majuMEQdButyfT6WAwqFQqs9mMxtC9vb0gCMTcXj45CILVarVcLsfjcRAEnufJPAh4JeYUC0Ypf4Fj0KFHMFsU04khdYl3/VWVtb27bB59KXJJnucx2zzxa5MLYhMjdTBaXISCT0mE6SJxAK9DmFo6Ms7hTtmjRKym2WwOBoNut9vpdMhJ6xsCBQ21Nbpid6JVdzqdlkqlZrPJNyLCA96lnkaDr55EkKKQnotlg4IRJ0+Ht4ZaFgtVbRtmzs/PSbXM5/NWq/XmzZtKpVwqyRJVafqDjQAhcb1en81mFHPKZZuuEimH5hIcPCC66mmO73a7L168gDnD6qKVgsSNzPCjbCZ6Xz7+r/LePb8hrvqQkrderyvlAnIUoxgFKL8/PLo6tjdZrRY0m80wDDkqdLKgnFjXflqSJBhtctrpyard79UlpcMwXCwWjXrddV3btpJkw98AI0SX8MqP3bLq9fpisSAt1O/3+RbONv1Y3VVD11M7HLEQlBeLxXq9dhwHWu0DBUb044r672aTfLkrRG8tENr9U3zRVupBgTl2U+n8Yb1eA0eEU/TAzJZt277vX15eAuNuevTEV/x8GIbUpinU6Arft+TPQIee581mM9d1sU2t1WoAGlCyUSq5rnt2dkaovFwuu90uja0kLHkj5KFg+4LF6bXyPqjZiDKStD7P53MY0q7rdjqder3e6/UGgwE6jMQJpPZ5LsC+nLDG0yXOCcAEa97yRdIZorZ6IGSgSSWQuOVngiDwfZ8NCgCXS/rqAiNqR8WfpDLottls8uvgUT6Q2gXbFLNUrVbr9TpYdrlcNhoNzF+5BtmpgOabzWYwGHAvMmDu6eGWTIgYb3G/YsCJWpTneaPRyPO84XBI08JoNDo4ODg+PjZNM0k2cRzzXRh2EjzIKg2CYDKdrlarctlarRJJ3+hAXGYP6C+FF67h8vLyxYsX7LSVSgVbX3lMSqM+PsopRv3hUT7w4ZVAOYZWq5XynAJpFKMYBSi/N4LctsgYWaaOjl68e3c6nU5htsjBJn081258OvH09uQZ7u4ihTudTsvlMplIvkIOIeiJemIGut7e3t73339frVa///77Fy9eUM3PMUx0T0SdXkk/KBBnMpkgGuB5HohcIopPnlJOXNu2MbAgsPlCl4fumKOejKO5K/CXw3yyooQ1K//0QPE1YF+SJJ7noTgBHfym5U08gLAm0v4sKtGRvHbl84uo+gRB0Ov1YIS/e/fu66+/JtcOMHJcVyl1dHR0dnbGUk+SZDgc0umBODQ4TBL2vu/P5/Ob9C4A8QA48p24vazXaxSmpZWi3W5BQiODC6EFb3YJfiS7/AyDpm29/HVLsKSbvYNlEa6ZzWa+71cqFbjgfCazASzW6w9ibqWjPQlIpHlXWOaj0cjdquXI9uh5HtsL044VFBaYtVpNrItlN1PbXhd+IEkSgig61Llxx3G4bFovpINTkilZlmVpCva1bRumeKVS6Xa7vV6vUqmAyDudznK5XCwWbEpSFJIEinCuKpUyBUzPc6mlXLUsa9OuuxFLUyz9J3t7e5eXl+PxuFarsYS42kfXCuTKkySB+kWrxrU8ruc/T3njCoxRjGIUoPwTIZFGz1AnJyfn5+eTyUQp5TgOdD2wxaN8qTii45xSr9dLhrFcLkFF/JPaVnLlD6ZprtZrSLSdTicMQwTjUK3W013qBtdMzjCIMeS0tiXasrBshbDxkFuDH89pRNH2S18kT93nl/MWVZp3idrWNwTrCEz8BGW6XbgMHhoOh67r3vRpsviByI1Gg1zsVvuslFOj37074VE4jjOfzzudzunp6fn5+atXrzi8wXCUm16+fNnv96Gep2n63XffHRwcoIMu4QH/VKlUoEno/CiZTKH6jMdjikuGYRCCikeMZVnlcrlUMn3fJ+VJI8dsNkuSpFarwUsWNPk8jp60sc7n89sXnkTgun3YfD4n1Pc8T9oPqL/N53OhUOuMrFwZUE8Dyywxw4BsJpNgiS+l3KHXFpCywfKMFgL5FoIr6d+Q/YetQw8aF4sFXG2ugRAOjK62nkGWZakso2xiWdZ8Pj89PfU8r9frsUgajcbe3p5SCosfpdF+RIFKKlTAa8dxUOUSKUxS6TreFVY9y0/4LVmWwdRC3JOp05MdjwXN+ZzJZLLZbFgt+/v7n0OmXG0pWAXAKEYxPnIKF42eub3jw1zRFSg3DOU47nq9HgwGtJd91F2FAiKHzbUtWbsZDqwigyBwHCdLU0r2plmK46UYle9mILgMkQ5ANlEXNMgZHgkHg/8EypMghwosmTbRsHvIaYHcbxD4y+VyOp0C/b9QFwkx3STDBz57oi9CWFApg8pMLmjE+ns2m3EB9XpdVwh5CChH49I0zTiOBXhdu2Ity4LywbeDUXR6z011JCTSoigCB1uWNZ1OyZpjYQuZm6YOco10YHueN51OQUjj8RigiTeKyL3BZCBHqAsXgguJDKG4BEFQq9VQVBSdIgC6ZdHUuwLfW5aFTORisRiNRnDJdB7FM6xnLpuvbjQaN2E4nhfUGuxUF4tFGIa+79MVI2jYdV2iDtjqVyKw253hWitKNgSxqZIPJ4JCugrRJ2m5IXSBRD4ej5VS0GZ0syERcZLsA7+odjgzSimU0X3fdxyHYIxFSFwqMQmXSg2HVT0YDMhWmKb505/+lH8i5BOP2Nyj1PRbykapNB6P5/M5que73at6QlrfQqV8gaOQRIxiWZU7dB6+dZydnfH0S6XS/v6+VA+eP3Oh5y/Q/mq1mgXYKEYxbntxPls/xc9hbNJMEn6mWUrTLIriy8tLcDl1813UwpRS5Ww0Gh9NrMoJB9rj1Czbtue5lmVLtVdPWv/QRbpNReOrPJvNoOQeHx+TjIHRKPYccnjARQZ4kWqSNI/k2NRjVDxJg9XrNXQMkEgvfbE2EtPp9P37957nRVF0cnJySy75QQtvs3Fdt9GoR1E8Ho9z1ktAkF6vN5lMoL2+efPmps6/T4sHOEH7/X6r1RKLqNygugKwk3q9vmxuXPbbtCJgCN/4s7MzAFOapt98882Vy8n204QjgVz3eDzWGxXq9XqtVtP7Cylq5RjSerUBWoX+WsGL8H1PKWM+n2+2Q0cYpHJpXqRQAPS/3cTgUcb5+TmIvFQqnZyc3OSXLr73MLPJ+4rw/NnZWaPR0An3PCBUUAhOQOeyV+hwk/oAmW+KEjCkK5XK5eXl3t6e3kQrMwYFCPIPjcvCa9e7ANWHFq27f5lDe/oto4kE2L0S4jQMvmg0GnW7XShVruu6rgtOlUXL//OgpdwkUkLsitVq1Q+C0WjEuy+cEAIDfWGI55r6ULhG/kzLPmwZqETqOgmmT355Z7PZ+fk5qjiHh4dBEOj8yecXnxWeJM/oN379pwWuKEYxbhkFfeXWxCEt+YahlMF/+p7jvnn1V3/1V+PR4Pj4uGSU0jTNVEk2cbVt2XFddzQaKaVEaWtXYkx8N2FkkqhG5c22zeVyPQ/D5XK5ITFjGGmWKfY4zSGILNdyuazVahcXF51Op9fr7e3tYRaNJaduBA1bvd/v06GVy2qoHQmzB45SqbRcLsfjieM4zWZ9vd70+/0vNE2ulEKOBtAwGAxImz0wA6oLZUjVXvi1OfU0EDMkWnCtZMJYaQ95cDmu8N7eHisKRgfsIzLEl5eXdOlJlV+XVvwIjVXWMBwq0/SD4M1XX/3lX/6l67qbzaY/GOzv769Wq/RDD3ampdVqoYaBu6pSajQajcfjTqeDsB2ceESTyNHKHe0qpUg1KQiCWi1YLK5k7HTVILkXPgTKEG/T5eUlnBA99StfJMn7XLXqdhAjvG1xoYdazZv74sULvXEc/E22myZFLtK2bZRMuQW4QIhHsWnoZTfQKn2Zo9GINlAeNEtuvV4Ph0No/STFgft8qagDCcDlG6MoQkW+1Wp5nrdarWB05AIYHYvf/pc3LVrI8QRX0+kU6XTf9y8uLobDYa1Wm8/nQa326tUreTrswplSGVCVF5DNuVTiu0ummSlllEqr9do0S/V6PY7j9+/fB0Gw2WzQV6lUbCgqZG2m0yk5+GvlJnmjpbzW7/fR45f3joeue0jnYLTearIb+iZJMh6PHceJoujg4IC2ad1W8znF9ekCV0qJYmZBXylGMT5+Chf0lU8Ye3t7YRhCNdlsNml6vSQihEXP8zg49dyMvp+WSiX0tmCQ8//T6Qz+peyqtytGg+TE43O5XGL7J7gfNq1pmvP5nINKTy4+XfpE4EiSJLZdtixzuVw9EMj+uCMMQ4oP4m//wKBFLOhF7IJJq1YdDCb1DgG1pX9Qka/X66vVClD48EyYWAASG8RxPJlMzs7OQLqz2YyvwENUkNBNKcxPiHkmkwmcFngFuYqN3gsBxUWI7LPZjNoUbxBKdkEQgJ6pPulE890lCg0mDEN+N5f/ztHb5A+tVmuxWIiSOlCVZgxBtLvQ6vZ54KsFmvP3vV4PYF2v19HAHo1G8/kc7pmIrjQaDc/z0IrhfddTlfDcbpG5hHmy2WzQmyLSmM1mNA7Spygy8Lo0Ib4KuvgpjeOe51FseSwJ0WvLSqxGHhayUaPR6LvvvkNXcb1eu6778uVLPQy7Lzwtlyu2bdl2GTY5spvValkptVhEs9lsvU5IeyPkchcTBtu2J5MJhDFqbjkfCX0NsD8IyYfFzDoRAwrTNMfjsV7HkNdZPbv4rK4UxEuxWq0O9jsFfihGMYpM+SMPwzBOTk7evn2L9+dylehq33LwgIA57KWgmcuXQ1wReGeaZrVaWa+TxWIhW+0tOTZRSeNMDYKg3+9j8wl/lB8QDRbUD8rlMhnfZ3Dq1k8XgpEvGpHrgifiX/3ABLy0u0EMUFtVtVLJ2FXSFJV06beL41i3XXzg3ekqb2jmbDYbso98SxAE9XqdhuBHtCpEpKLX6xmGMZvNYKRI55+EshLD6LSrXq/Xbrc3m83l5WUYhp1Oh75P8RgioX6tnbugOplbMTm6SYZcD783m02j0ahUKmEYItBEeCyfDJHj7nhIXhYA/WZzpdbHZ5qmORqNCMCCIJDMvdDBwWGSRJdHWSqVptMpoc5NLyDseWC3tIGS26ZJVHoTc8r9QlZBGjxN0/l8Do8OmpDovj9FPwnfyCMWMjc8QN/3B4NBrVZ7+fLlruDjR6NTvbcV70/XrR4cHHz//feu65imFccrMsHL5ZImznu9DrZtt1ot8js6Wz2XZZclJIufJwK9SqQ5eU/pPiIkWywWcRy32+2cYuOzOV7lOPdf9M5fjGIUoPzzHZikvH79+he/+MV6vbbtsnTZ6yxJ13Unkwn2KL7vk6nSoSpndhiGpEniOK5UKoahKPMJTeL2I0Q3jKBrDYn06XRK8RrBLyQj6I3b39/Xud1PukdLzq9ardq2tV4nj2VN/6MMiPiu685ms8PDw4d/oB6e5TLBhvGDmgroXLDpZDKZTqdBEFAbyTnOPvBiBP6yLNvt9mAwoGOv2+0ipddoNHIP8eG+J7gOQdeez+d4x+jEFR1YgJjJDZfL5ffv32dZ1mw2l8vlu3fvfN8/OTnht0Ql8KaXCH5XmqaOUzXNOsBoPB6TMs/pxOeYCUw+zdnD4XA4HJIwtm1bzHp0Ys9dHoFE+JvNhi6RKIpQ1ajX65Zl7e3tIS0iHG4y09d+EYAsjmNaaQXb7T4vcqsw0dlJYLzg6QvsYz6pP8jX6RKNIuVUqVRI6pPIl9TAo7+SshK4PP5MMScMQ9u2Dw8PiXh327JvQqi7pBFIKTglcyPowEhkfrs2/7VQlTnnwzebzWQyQROGLV2PkPU4gdCd9laiU5aK/Od6vfZ9v9lsSg3nR9lvxVVDNMq+3FaiYhSjAOWf9YBtWS6XX79+/f79+/bevpy+Siuyc5KhNyLNVbqWLZbm6GzouXZ9C5MGzZt2ND1r6zhOs9nEbHw6nYoQIecWGRcyiOTLn4Ff+KGctpIWqy/xuWPALpxvXQP4IRliMSOEpYrGS7lc3mwyMnA5+gqXEcdxrVabTCatVuuxplQyapIQJR3+4sUL7rRarZ6dnYlNoA5SH34BaZq22+33798Tzdbrdd/3SffmnIDEdYX3olqtfv3115eXl5SJMBPo9XrksJXWKnoLsANgSe6ZrKfOlt7Vp2d+AEOmaTYaDZgegPJKpQLB5pZ44Nr3BSizWq2IuFzXbbfby+Xy22+/lTw6Abw8LDEM0vORkl5dLBaEcLVaTUQkb0KisqQhmrPamQqYwZIXl5uSxgbDMEajEThe7HtEd1w+6tF3GN0wOMuyfr8Pj5lubCxjPc/TFWxvv4xdNExotFqtyEzH8RIk/WG7jnkX+KsHeJvNplqtYrAahqG0O/Mt9N2ygdMoCaGRV5ViEXEUSl9wJunZFS8tahQ/4rYpdtFBEBTgoRjFKED54yMzIWW6rku2UiTA9AYsURfmqPZ9X9fSkiat/f19/n5rh5HmQMAt5W+5GH7FsqxOp1MqlQaDgdS7aSGyLGs0GtVqNd/3F4vFcyJjTuU4jsfjcaPRwBrmS3z0aZrSQxaG4d7e3qPkn0i1+r5fqZTTNBNRP8syoygGRuRIMiBI1lWj0Tg6OrqS4smym2jTd79Bfl0al8VHlgVJ7lz3NtIjwwdyynVfGEQzkKzO9bOqD63gWWCbzebo6KjT6WDDiVwj0Wmz2UQN8KYoVLoy6MwG69RqAXAW5ZBduCZAUJe9azQayPlhn4nsI0Ttm756F8EQq9NTW6/XJem4t7eHKnwURY1GQ1x7d6N3Yb6RFIiiCNlKEPlNDX+iDKj7BDG3TAvcGF1sR+jjXAOiN7zjSrOeJfsuz/HRMR+fbxjGdDodDAZykZVKhTikWq2irbnryXXHPZ/lJ+AYNVKposik6Y5CdwnIiejYnxH9TLURhiHSW8weNZlczUG/EQgtrHPmBLhPaKqel1bO0SOGHkmSHB0dFfihGMX4yIZWTMGnoShxb9nf3x+NRvBDBEzTigegIf0ZRdFsNssZwchWS2ptawBeEh72R7nCInbLxZDEwviQzBn9nXIuAijBPfc6Px4yyO6I0N6zmSA++iBvzZNqt9uPmH8yDCPL1HK5nEwml5eXg8FgNBpPp1MWkp4V5jIosBiGgXf3YxHcdTSmp2AFgJK0Y6nrHWnqkeR6DMPwfT8Mw2aziQIdiWf5CmHpSAOlIGPWVblcxtQ2DMNqtWoYxi9/+ct3795xFzfFA0KP5iWKomg+D/HB0V/DHMtIuusElAMQAVidTqdSqRCQ3z0KXa1W7CetVqvVaqGow/02m02m/fLyMo5jLk9tWwCl0KFjdFYU+tzcheTXbw+QdONSLoCtjNZPvegn808oYtu24zhqa6AjyfJHWZ83DZTpv/vuu/Pzc7jU6IIfHBzssrSvTVpfm9zVf0wqmbQoyBzq8o6Gcb+3AF9b5kp2chyRXNet1WqNRiMIgmazSdXIdV3RgNfbVXUzUYKo8XhMWIIG149SmeSghDxJH3C1WinwQzGKUYDyx08A6H8wTfMnP/nJcDhEBYKzn+oz8gVRFFmW5XkeAhHUFkEP9FHpZnLValUAtM4hvsVVW8IDyXKxxeu9NTiHA7AQrKDl/9EnRwdJElfQ4MWh/gWxyaXooYM/UlCO4zyWuBhghRCOpCZLQoy4SUPqCU7YUFwGoBBIpIt1PDBjLRCB9SNJ2d3OS3WD0cynzQONhvQFIgYfRRH3zjXoShRKY2gQmWBk4zjOwcHB4eEhyfJGo7Fard6+fYtDVo5lLrTsnKkWMFRSsNcGHlLvUhrrXfxo6LSmgbvf76O0qNfK9I6O5XI5Ho/FtRT8jWSTqLkrpQ4PD+VOYetKiUykOcT2C4gMFUp8oG6ppeyq+MkNSkO53qkp643PRLPccRzy+vrd6Tf+8LANwKe3XF9eXp6enmKrtFgsXr9+/fr1ax6EJFCkzKLf5i3eEbn/5EGgeyPhiu6kWyqVskxd2xx807cIF0ioR/I66yr6DCc8AAAgAElEQVReaqfnRGmMLAkV0D5XSlGSFdctVpfe6/kUQ3JMeuIJRD4ej6Mo2ttrF+ChGMUoQPlzDN939/b2UP4mmQq84JiE6letVnE8ns/nJHIoJcPahHjgeV61Wk2S9IE5bPGx7/V6p6envV6P9FsQBNj34I/4RJlyOTVFtd2yLN/39/b2kBeQy/vMh4joCcpZLBboXosq3MMPOWn5xdGmWq0CODh0ReGEvJdO9VZbcQ/J4T2RCDGpX76Xzr+niKwE9pFqhTPNamGh2rZ9u4ADL5QEfp1O5+XLl6A0fvEXv/gFHavEP2rrAyqKFqLgpraCbhKB3G9X1RSTULCp1+uTyWSxWAgJWG27UOBEDYdD8qaonkteX7d9ofmEVTGZTHiRucLctPA35XJ5Npuh/vToD0sPXOWm9OT90+VfqdVA9iMrjMRKuVw+Pz9/8eKF7o706Lec853Y3fee7/DegvI4jiFKQdOCr4I8CwQwUvtPKn4iRTyp3BIQQqT86quvyuXyl+njXIxiPC/wKKbgMfZr1W63J5NJt9ttNpvk+YRWTuoaojA2FsvlEoaJKCewo9VqNcsqzWah3pD0CaNWq5EyZHM8Pz8/PT2tVqv9fn9/f59tejgcPgWNhIKp1BAkWwao3Ww2IvX4+T9W4TGTa5QkWRzHjUbjJkvF+w7WBp9M/MYKkRKH2nray7wBKGkBzOX/ngKU88msydFoVCqVcp5TjzK4R5jfvu9fXl7SFiYJ5tt7BLlCiYHJFCIMV6lU0HN0HOfs7MzzvGazidWuLvCXuxee+yczLnTHFpRY0JAulUpYYFJMU0r1+33TNFutVrValSqT7iCTE6kk5w3Ep41bHEn1pUsWdrFYIOjx6EtCCnG0GEK+F2+Ep1uQOrcb07RerwdbKcuyN2/eoNG+yxd6lPgZAj31TPWhSIvuH/cMg2OFpQLpJcuys7Mz1m2z2ZQLQxdoNBpRfnnS7VfKKRCKxuNxvV4/OTkpl+nMVgUuL0YxPvISFeZBj7FBXnl9j8fjMAw9zyOJJQkzyYbCL+ewRP+kUqlw1tbrdcsyw3ABCnnIvlmtVunsIUcozhqbzWY+n3OikFB8inyS7/uu62TZVWUZ3xn63nBmeWpD8sdFHtJCMJ1OuX6cuiVb/HApQKA5KWHTNF3XEeFh/WfEk28wGEAX3tvbo1StdqTWniJNGEXR2dlZp9Oh5qOepm+MF2c+n4srJKKHShMUvxarLZfLJElE4YFMKsKOvHQiXRfH8Ww2w09e6jm5qfY8jw/U6/53NwAS2yBhYMPMwXlKbd18wjCk91q6J3edGiVbz4NGJxHmNCBYeA66gCYRFK6rj/6kCAOkGMjFo8Qn1/lE77gQydbrNXo7sOOCIDg4OEBMHdIRvEEpaj08aGQLnU6n9XpdClPyybZtV6sVsiHPtjupbbEiSZL379/P53Ni+8PDQ+nKlSW9Wq3gED7dFiHnHczM4+Ojvb22aCV9IRt/MYpRgPIvfGw2WZJsKhW70WguFovFYoFZJiQ/OZghXFLLns1mGIIKHcL33el0Np1OlUZb/+T9sVwuo6TW6XQg1aALhsQ17fn3kk++V74TpxIgbBRF4HIR/vtiQq0tqwRXmuFwyJHy1Vdf0ez1KMlyac5jweAUg5ycEJrFvRzUTltCFEW1Wk2g57Wm3I+FwEjLnZ2d2bb9+vXrTyN1fPRbxF8GODscDpvNJjWEWq0mbPLd7wUXktjGsZI8NP2RgPsgCIIgwJcUIf/T01PBtTl3FeGV8VG6DtK9Yi29O5D/pI5E5hLvGKaXljilOfLIvkHkINKKtm2/f/8ePkwQBIBOvf+E17/f7yulGo3GU7g5AsrZRqTxF3U/WRu7+fvH2283/X7/7du3qJGsVit4SiSMUa1BwRBVwccCnTQ2IEWaC0qZfyx4nydZniSJ67owVbrdLjlyxqtXryijSUAIh2q5XIKVn6JGKkoy1Wp1MpmYpvnmzSvLsi2rZBgqSTaWVUqSjWkWjNliFOPW3bWYgkdBb5TnSiXj9euXm82GXCalc3iWjuMEQeB5rlLKti3f9yuVCthrq3ackkK7XVD57skkstQQuC3LOjo6gtutlHr79q1SSnSyHj1/Y9sWZGg8F0WsQz2SRsfzDBRs1ut1t9tF680wDM5+wWoPj2pE6kRkzkTCUm8w5WSlTzdnlZf7w1PkwMIw7Ha7y+Wy1WrxZG9KlT1k5WjpNAMLHhGzo7L0UYSn55XJ2or0BH9PCyDeT3Q4/NVf/RUFLmJjpP1p5FWaddF9H7Quz68+1DNBjAJvVOnSBkRKU6+w23MAV3q1Qd44yAibWfKUfJSIrjz6khDOjNJKPQL1njQdmqbpr371q36/v7e3l2XZYDA4OTmR9g9mmOzDrmTno6xPmVK9y5nn+ESb6k1DCgJhGJINwb8Ti1Np1JZdpdFoYPb8RLsEC3U2m8Vx3G631uuNaRppqjabzLbNzSa17S/VM64YxShA+Rc1iSXyNxmH0atXLzebzXA4JK8JadhxnHLZjuPlcDgcjycIBTQaDXGN4SChm+2B54f0IcGvBRnHcXx4eNjtdukH+uu//uvxePzoUwFwNIwrneDNdojMRc6m7nMeJFknkwkelhC4Dw4OQFGwgB6OeIRtr2tIl0pXfY1KExhxXdf3fZjHpJMl4HnSLq7FYjEYDPr9vud5KJk8kVM32FS0ieCuMM+0R9/yvaKNIz8D+NB1LbIswyj01atXNDpjEnR6etrtdlGzCQKvVgtwsJfnKwqMd78RXUZDvDBLpdJwOFwsFkdHR4eHh71ej52BT+ZpCsdGvlS6jQWVSnkNgo1I1MtSQan9UTaTm2ZbV0OXqo4+1U+0Gi8uLpIkqdVqcPNevXoFA5CXCM2rp/PKEVC+q9/C8ns2m55KpYKaUL/fX61WnufN5/NmsxkEQRzHmFFAVoH3z/qp1+tP1N8v+ujD4bBWqwVBYNtmlqlSSQHNUacpRjGKUYDyJx+GUoZSlmnwB9ep/uZv/JrnVi8vzuIoLNumodJK2Uo3yWKxAC70er39/f1yuXx4uN/ptJW68m68L7raZRHANqaxjKZ7TEMoaB4fH5Ndazabb9++JWAQBcb7QqjdrzYMw3Gqk8mMAyOXZFKaNcnn9QS3sEYEzsi9wYJAdzkMw5OTEzmPH8sGRbrlREvBdd3FIp7P58wVp12r2awFXi3wA99FK8QslSzT5A/MqaGUqSnlC6Hl7vV0oUwAuVDlGwwG3W7X87yTkxO1pS7ssp8fDneINKRXuFarxVFYr/mrZWSZRrJejob9LE1UtomjMN2sbauUpYnvObZlUoySdlhRUBHKNWC3Ui6vVyuzVOrs7TUbjdVyGUfRfqezjOPzs7NlHGepihZR2bYMlW2SxKlWS4bxp//5P/9/f/IntmWlm021Ukk3G8s0WdPSgcqMCaSWCIFVhP7SdDpdr9fNZtPzvFar5Xne//yf//Py8lI+BBk7lWWGUpsk+cW33/LnZL0uGQZUANuyakHw//+P/3H67lfrVTwc9FS2ydIECM4TXC6XcOs/0dTJSJWxUUby4f/SXMZaacKOOTdQdQPR6O5bSo6LZRjGcrkkpKFEUC6XX7582Wq1ZMMEmsstk7wXnt4nL1E9Iw7o18lC4gKRpul8Prdtky5eXUr1gW+HVE5EHoB2cxD5aDQql8towhwcHJAZEd8M0dMkaKHAMp/PqdhIKv2mLcIsKbOkVLYxVFoyMkOl6Watsg3/4y/5Gcs0sjS5vDir1/yXJ0cqSw2lSoba7kuqZKhSQSgvRjE+Ngr1lacar1698jyv2+2ORqPj4+P5fC4qhGyylLA5v4Vyrfuk3P3A2M3SCbQS5Qo+NgiCLMtGo9FisfB9v9/vv3z5EugAO/nu58e1V+g4zmq1JusvAOXzf1jCi+VZIIfC2bZer1erVbVaJVP+6F+tcwBEMlspY71eoyUfBAF65JPJTOIBWgZ1B1ldMFFp9AkID3dfTgI4ELoejUbD4bDdbrfbbflk6Y8UnrfaCnU/ZB5c153P547j/NEf/dF//I//cTgcNhu1f/SP/lGtVvu93/s9iMLlcvnnP//5v/pX/woNQaXU//pf/+v/+qM/ns/Dn//857/927/d6XRms5n426NCyCSYphlHEU5eUDuQuby8vMRJ8S/+4i9ev37ted7Z2Tnt2ovF4g//8A/7/f6//Jf/EpA3GAxIN5JZz5Qaj8fNZpMHUa1WWTlqq95drVbX6zU1/T/5kz/5J//kn6xWq+l0+vu///u/9Vu/9ed//uc/+9nP/vE//sdhGFIM2WwTmd99993v/u7v/uEf/iFthfwAYdLR0dF/+k//qVy2/vk//+ej0ajdblcqlShewqffGrVUeUa815+Uasjukr7Rg8BPTw5td6rcxxKnoYw5Go3oh1mv1/v7+yggie3Do0fpOUReqVTm83kcxxL7wRIREXddzD5n+/rAi5G3DEY46l7QeJRSvu8D0G/yy8w9F7ovxN9Uj6yu3Rjl+JCCp7zsdI5y4tB5jGLBE5GmilGMApQX40GZPwgqs9ms3++/evWKJhjMtwF8YRiKYMKnkYNzPyzYTnzmlGbiwOHR6XQMwxiNRtg4o6dBdu0mH/Jbvjp3DkHXkZTzlzI46riX8Xgst1Cr1UiGoWL5FHo1eoIQJL1crqrVaqNRz7LMMK6yYqvlksOYenQcx+BOzkidMLD5MFl730UrLaeGYYzH416vV6/Xj46OwMRZlsVxTP9czhHmgcewtGb+1//6X//1v/7Xf/fv/t1/+k//6f/7//zf/+bf/Jt/8S/+xW/+5m++ePFiuVz+23/7b3/605/SD52m6R/8wR/M5/P/43f+T9f1/st/+S+/93u/98/+2T/723/7b/+H//AflFJxHH/zzTd/62/9rW+//fbP/uzPDMM4Pjr6m3/zb7qu2+v1/vRP/3S5XL548eJnP/tZkiT/7b/9tziO/92/+3e+7//85z//5ptvqtXqX/zFX7iu+3f+zt/57rvvDg8P3717N5vNfuu3fsuyrIuLi+l0+uu/8Ruu6/77f//vf/u3f5vGO6QwWCpRFA2HQ3KczWbz/fv3q9Xqz//8z//4j//47//9v//3/t7fq9VqrVaLxo8/+7M/++Uvf9lsNP7BP/gHtVoNivDl5eV//+///fXr15eXlxcXF4Zh/MN/+A9t2/6d3/mdXu9/s/fmUZZV5dn4PuO95547T3Vr6OqqnpumaaAbmvFrhqhRcCXmJ+C0dCVfzPrJtwhZiqIhRr7Ejxgjg4mI0cSPEKLE/NSgMREkIA3IpMxNN9hzzXeez7ln/P3x1H3Zfaur6e7qBtS7F4tVXXWHM+yz9/O+7/M+z5woipOTk/hYUVJWr149Pj5u23YsFiO8dSwlne7LfCByYcFf6TcuIc4eD6njg+Z8fYM+FrPaNE0i/SuKoijK4OAgzLaOKeA8jgWceNKe56FxFsE51ZTorOEyEQpp7baJqH5hsn+JcTtuomma09PTfB7B9/1kMgkhyCOcC+0FiBtrtVo6naZ+hiMwjkhjhzof5otOgQCWREozxWKxXC6n6/qJqiL2R3/8Bo7+k3OyBnEr4/F4LBabmJgAn6RSqaDnhqreoC5QM9kx7TGHdTunNZGqq0QAxYdns1l0R4EzffDgQZKbOD4oSUs/PAiRmzx5djYnI12NQ927d+/ExESr1ZJludlsHjhwABgU1PyTpKvAu2O6rgsfSsuyfZ9hwkAwBKVnGLVYlhUOh6F0iew+ZB+Ik03qxcd0C1D0J7MkSZLS6fTIyAhou5Zllcvler0OFgFdNDLaXNJK1MVYUGGv1Wr1ev3GG2+844471q1b9573vOeqq67SNC2fz5955plwEf/JT37y4osvXnfddevXr8/lcr/3e7/3Z3/2Z+vXrxdFcdmyZYqi3H777bt373Zd92tf+9r69euXL19+zz33fPrTn+50Ot/61rey2ex55533T//0T3fffffw8PB3v/vdTqezYcOGYrH48Y9/fOfOnV//+tdvu+22zZs3n3LKKbt377777rubzebNN99sGIbv+//+7//+7W9/W9O0p59++jvf+Q75pVcqldnZ2ampqZ07d1ar1UwmE4vFINUnSdK999572223ffKTn7zyyitFUXzppZdefvllwzCuu+66H/3oR5s2barWajfddNPs7Ow3vvGNWq22e/fuO+6443Of+9zs7Oxpp53mOM5tt90WCoXuu+++V155JRwOP/LIIz/60Y/Wr19fKpU+85nPPPPMM6BPoPPvGPWOBO4/kTGp+7PE/SwsAOusx8rx+B4BzDfi3yNANQxjcnKyVqsRzB0cHESV46Sy4Pg1De4KCMuhzon8PXnuIqoPBAKe5zebTRLZPFGtF7iDYJsUi0WsFVhph4aGVq1alU6nj+CXxOv54GnVdR2ERt5fdrGnEvE59ODhRTU2NjY+Pj48PJxOp+PxeDKZhExqJBLRdf0kaUD1R3/0M+X9saQBfztQk6PR6OTkZKPR6HQ6tm3DfA6K3cR67AG7S6Gv9HwawSzs010x7FAqlZqenobAyMGDBzOZDBLDR7+P8gfA80FR6GRvVQb5YUE5tLGbzeby5ctzuZwoiqVS6cCBA+FwGLsv1DxOXkKOzzKaponGAOA83NNgMFitViE31mg0hoeHaVslVRZRFG3H4Z0+j4nwzQvL4CaCPGMYhmVZcA3E1K3X6+FwGBrYPJH6uK8DLDwZY2eeeebb3/72Bx54YOfOnfd8+1+2bNlyxRVX6Lr+zDPP/Nu//dvKlSs3btwIYsnu3buz2WwymWw0W+iSRMVDVdX169f/4Ac/2LJlywc/+MEHH3xwfHx8y5Yttm1vPPXUj3zkI4899hgm59DQ0Je+9KWDBw/atr1u3bqrr756amoql8vt2LGjVCp973vf+8QnPrF161bf988444wbbrjh7LPPDgaDBw4cGBsb27t3byaTCYVCL7300vr160OhEMoX99xzzwMPPBAIBAzDuPDCCz/ykY+ACizLcqVS+eEPf3jrrbdCRlpV1WAwGIvFXnrppampqWuuuWZsbCybyfzzXXe9+uqry5cvf/HFFy+44IKvf/3rV1xxxfvf/37TNM8444zrr7+eKlEoX1xwwQVr164948wtjz/++HPPPbd582Zybod8zRKCSfEIz34PpKYM8fHlyynpDnSOmY/8dDQardfrkiStWLGCdXlBJ1XNCYdBXQGtViuZTAKOs24pEmkU1EbC4bCiKM1mE/o5PQe2xIMk2jdoJwDKIyMjkNICgYdEWl93s0Bsj2oYURYXg9Ge5+m6XiqVWq3W4OBgKpWiRpeFbUiIBpFcP0m+v/3RH31Q3h/HOcAY8TwPHiXRaHRubi6o6RDNIGoB5YT4fqmj/xbenu2w9V/HcTqdDiSEabOEoXcoFILDqCzL9XodsO+Y1AN6TFWg90IxgP8r1WwPlRjGWCQSqVQqBw4cUBQlFAqB+j80NBSPx+HNcZJycuxQ2WOqeCB9iHR4oVBoNpuRSCQcDieTSdqPdV0nyZ2OZbmuCyuiYwVJFEoB1juOA8d7gHLIQkPMB6RqyCRT38JSrgOwo+d58Xj8C1/4wq5du37wgx/85P4ff+9739u8efNZZ521b9++crl83nnnDQwMtNttJA4hh++5rqyo7XYbxrqFQqFWq/385z+/5ZZbbNuemZlZtmwZfOmDgUAqlZqbm7vssstuuummO++8c8uWLe9973tDoZCiQOxRWrduXSQSwXMRj8dffvnlgYEBgrkrVqx48skn0bg5ODg4MTHx/PPPX3311bjClmVt3br1wgsvpAZEFKDws67rGzZs+P73v3/66afjHlmWlUgkZmdna7XaV77yFUA6GHz+7u/+7v33348YY82aNeDHI5wmFi9mrCzLjUbDdrxEIgFeL/WuEMviKCfj0b+gx8wSHQjHLUxOLRAU3dm2XSqV2u12MBgsFAqo2ED5ByeOyOQkxfx8aoNfV7HegtGBBxPTnsg2/PGcqIQxvgWgHyicctKiKJJyF57E1w3+iaKGFnYS7VksUz45ORkIBDZs2EBd1CR/SWsUxUhYRSms6o/+6I8Tkwjpj6UPtE6Sacjo6CggHfYbZDV4S2p+czr6fdTrDj7dzutjQCYMgJsSGNRuD+hgmmYmk4Ho73GjSazLqqpQC+CvCneFUjtd9RgNGw8wYjAYXLVqVTQarVarJ2On6dkRqcmSZk73wqr5fB6407KsNWvW6LquqiqyrcFgAIBSEIRQKBgO67CV4fvPjnLSUjqNdP3y+TzS2PF4HOwazBzK0pG09hKDImCFZ5999lOf+tTevXu/8IUvXH755aFQqFarzc7OPvDAA5Ikbdu2DRGmpmnnnnvu1NTUCy+8EAgEXNcNh8P/+Z//+eCDD6qq+vDDD3/0ox9du3YtDEHBQQ+Hw5jkYMl/9atf/ehHP/ryyy/feuutwWBQFMVGo4UkIviyMCbMZDJzc3P79+9H08XFF1+8b9++hx56aO3atQMDA48++qiiKGNjY61WS5KkQqGQTCbHx8fj8Xg0Go1Go7ZtE8Vc07RPfepTBw8e/NKXvgTzF5x4NpsNBAJ/8Ad/8Od//uef/vSnP/vZz+ZyuWq1Ci8ey7LAJg+HwzAupb5e1BYEQVBVtVKpwNAUf0V5hwzhj3I5Ocr/FmbKefelpa+c6MMpFArBYBDeQKgLUWkRS+vSZ92RQTnFPJqmodWEd2jGocIa2TRN3/fA8mIL+kSXOEiEEX1Btm0PDQ1hieBB8GLkQ97klS/D4ok7cifAwYMHI5HI8uXLsRxhAcSVpxod376C4KHf6Nkf/dEH5W+9K9vtUid7IF3XW61WJBIpFotAS4DLpDCAfZRS5j2DKqdIyFUqlXw+XywWS6USZKTL5TK6cLBXCYLQbrfRZwZ1CGTm6P+gxg4PD2uaVqvVZFlutVqgKCAvy3OdF1vreTNwz/Nc14NfEqoER0ai/Bvf9DR5MBjEie/evRsuS5FIpNPpDA0NYedDfeOkHgZdbdIzQfjE+yZalgWOMvyqkM4Xu2Jjtm03Gq1Ox1IUORAIJBKJZDJJ8IU04/gdmqe4AP0jYjRNs91u12q1aDQK2xHk2KjkHQ6HXdet1WpAsXzRhj+dHjEKorf2vBj5XYQZP/7xj7/85S//8R//8fbt213X3bBhw65du3bt2nXaaaeNjo7iGxVFOfPMMy+++OLPf/7zu155ZW5u7q677rrllltgKLhjx44tW7bs2bOnXq9v3br1+eefb7fb+Xz+K1/5iiAI27Zt+/u///upqalTTz31lFNOKRaLojivJEhacsuXL9+8efM///M/HzhwQFXVRx991Pf9nTt3Dg4Olkqlhx9+eMuWLcPDw//wD/+wdu3acDgMVAThc4JHVAFjXXruyMjI5z73uccee+zOO+9kXX7XypUrBwcHH3zwQcMw9u/bd8cdd8ASmMLCf/mXf3nxxReLxeLTTz/dbrfh4knImzGGgD8YDMJiiUggJE7SQ2Q67EONVYiiMnCZKHvN06wp50r5Y0oeozp3BKbywv5j3sQAB1mtViuVSiaTQSduPB5nnF4n43of+cMgVXhY2AC483SLY8040FKM5sVisYh5TqL4eDyR+Gi3DU3TYNF63J5TRz4YkrjtQdUkZn/k/YiuFT4HxDzK9Luui7PDNIYGwMjICCJGCn7oYPiv42mKtJL0MUB/9MfxBOE33nhj/yqcpMFz9arVaqPRiCeSqC+DNIxcJtnRYT8zDKPT6ViWBXoABuVIIN6ConY0GtU0Tdf1cDiM5ie4QJumiR/Ad8SSjYwdthBKrqPdR9M0GLVgM0NanbYWvgjL76aHzfFblqWqiqKoC3nGvKY1URJ5/uWbyD4n2S9VVQ3DmJubA0CJRqNISL+RFEkKV3oui2EYIDCoqppKpRib92+XJNHzPNO04O2HqYUG4K41lYLwj5hFPUUMCo3QQoovrdfrgOOwpGWcFjWwCBAPvo7yZz1IYmEZh3EtB/wuDuaGIAjpdHrbtm2pVEpV1XVr1/zhH/7hxo0bZ2ZmhoaGLrjgglWrVuHAoOp9xhlnrFu37oknn9yx42VN06655ppTTz0VtJb9+/e/8sorlmWl0+lcLvfYY4/t2LFjxfj4Rz7ykVQqNTQ09Mgjjzz33HPJZPJjH/t/I5Fou90eHh4m8ZlVq1b91m/9ViaT2bNnz549e1zXvfTSS8HbkWU5l8udeeaZcOR9+9vfnkqlgMzQMUKngyAK84e0j7LZ7AUXXDA9PS0IQiaTSaVS6XT6vPPOM03z1VdfrdVqH/7wh0EFEUVx5cqVP/7xjz/0oQ/t27dvx44dk5OTV1xxRSQScRxnbGz50NBQsVgcHBwMBoOZTFZRlOXLlw8NDfG8Av6m9CCnBTPPA5ZmzGeHGta6riuIjDHPdR1JEhf2euJeoxHiyEy8hR0U7FAinGVZxWIRrqu5XC6ZTGLh4oEg/3pej584e+h5gJzUQsefY30eUXMQBKFUKoHj11OZxI2GzhVsm/k20CUiVHqUCoUCjgQx21JqEZ1OB1sGXxZDNAU2lCAIy5YtS8RjFAHyNJ7+5t4f/XGyAIDfd9k6mVAPy7HjOPv27dM0LaRHdu/eDUFZkFwByuGWArQtyzLK1uxQ3wrKKKuqCuFqvJhPfBIER8aI7/fiN4YeJA1foXq9DvogMuipVCoajaIgW6/XicxAPoXsUDFs+upwOBwIBKrVKtLPYET0ZOl6gALpjr1ZdwoFceCnVqu1e/fuRCJRq9XGx8dRnn4jRb74zB9NJIGxcrlcrVah87B27dpAQGGM+T7zfVav19vt9rw8YlcXgnjMuq57nlsslnDvELMhSKMkKGXI6J++74NLTdl6IpLi8NAo5rouPHFUVYURJmm31et1oDS+qMIYg/A25RGpXRXBKgIk8HG1MqQAACAASURBVC4kkUE/FJB37969OAxoMpLbvK6Ha/VGOp2m4AooDU3MqP/kcjlFUZqNBgpWmqbh+kBZGblDqImjexXxKoy3AOkqlUqz2SwWi4lEIhwOl0olSZLCkUgwGIxEIrIsG4aBOc+fGjVYG4ZBv+cpuZh1dJGDwaDV6QB7NRoN13U/9KEPXX/99Zs2bUI5C+tJNBqVZbFer1cqFd/3Y7HY4NAIFEKIGoeEPTXv8s/+4XPYvqPIge7jKXiej9R7tztcQLJflBjzD/Ms2LYNSXueebUYxuWBNX4g6T1FUXbu3InrNjQ0hBINrWOsS41jh0qkYwrhMiI0zWazOBcsg5S/X8qD2Wq12u02abCQYD/qPNDRh5xlo9GArDgW6qWE9Ig0Op3O7t27A4FAKpVC6eC4R6fTqVarqVQKjSh06RzHwdLt+/7KlSsYYwLz6a/9Db0/+uMNGP1Gz5M4aEtG13wmk2m22ljNFUVBox76vUzTxBKv6zry1gtBOakfktkQbU58Qgu7GiU/WNft5bA7MXYRQKhIJBKLxer1ejKZbDabgIDJZBIyWIzjq7yGFLsNZ1Qpxt4TDAagyE6OSD17MG3AjGtqfBMTMNiQyNwUiBPgCX/CpvuG7UxE0n2NrCmKaNiF5ScFMKbZoS5MwDWnm9Qn2itS7NVqlXLSoM6T8g/4J7iPAF5AFY1GIx6PU9zFkxYwh3Fz4/G4YRiNRgOQCHAWvjlweEHgRwOFCDBV0AZNcxsHQJQARZ7vSANwB7TSNK3ZbOZyOZhWmqYZCARr9Ua73UYTJHTlwfTFM8UYAwsloKroDQAuR7XKsqxkMqkoEkICpDxxhKxLz0B1IhKJZLPZycnJSqWCugok6sLhsKZpsVgMTXiYSHi4VFVtt9vAzahfYUYR3wO0abgXBQKBjmmyrt4/2qYRG4fDYfTCgmDWbDZd11ZVtVarZbPZfD5v2W4ymcTDRQ8abxzWk6g+DCh3mSsg4pIcx61UKowx9BJoWqjdbguCK8uqLIsopxw3xKRBsRnuL8xo8KBBpp3vWOCFF3uofYhqKDkNpzae1LH01nN8Auzr4SrK08fp8yFMFIvFMLsoKljiasAYwzXH8r7Edh0+pOEls0D9qlarq1evYowJAhOYwFNT+lqH/dEffVD+q1yGOFQiEGkVWsrRE6PrejQatSwLOUWk2YiTyuNgkgdhnAo139xDmxbpVVNyfbHOGypfAuhDdKJSqbium0gkbNuuVCrj4+NUrsWWSRshwIdlWa1WC4kicGoBs5DgJNM7wppk+MxvD4hJ3sSaBqFMRDvQNGBdJusbqe1IZul0iSRJ8j2PpIVhnodrSCorr2kgCAKJKBNKtiwrk8kglkNijxTfKDSSZRm1F6rXl8vlYrEIYM2TdylbSVAJfKdyuRwKhVAWp7oKnQKdYDweBzztdDrNZhOHjWkPlTdKjrruvEYyVDgGBgYKhQLwbqPRkGU5FApFIpFms5XJZA4ePBiNRicmJmKxWCgUQpocX42o0jAM6lFDZQCtnCAxQ92cMQbSNv4KBIwUKaXA16xZ02q1oB+fTqcR59Tr9UajEYvFcE3QgQAijaZpOF8cCZHEEPuBw9ZsNlEfk2RZVRTDMAjq3XDDDWNjYzj+cDgMvfNgMCgIPvpQG41GMpksV6r4J55cLBGAqj1p2sXwXCgUYYzNzc3teGnnc889V6nUGGOapqmqunr1yosvvjgQVDody/fVxXIQaJM9MnSj+gzmD/IRIOlhSrfbbeL8EHEFC1QPIQc3l0JoLDjNZhPSUsQ75+Wtjj5y6DkFWrUikUij0UCISKw2Ys4ghmw0GmC+1et1PLBLrEhDKx0h69LXSXL84U8Ts71SqaTTaV0PCwLzPCaJJ7hptT/6oz/6oPxNGzwiAUQgy0zS92BdnRbSScSGyjhZLiyL2HIovQSIjJw66SrytL+exPZCwQQC+tCFAIll9erVxWKx1WrB1hskAbLDwHHSe5Fh5VNWoNVOTk4SyxOnwx8VbaUE3ZBQfBPpKzxKIDY/XX+ir7xh2xLtl3RUzUYD8wfBGxoGKDwDZAFc61gWBT9oQnBdN5fLxWIRy3IgpUziCYS2keQjjO44TjAYTCaT6B5G9YbU04i5O6+MbttwJCEsiztLZ9EjLwOYoigKWkURVBD1wrKs+++//xe/+IVhGIO57Pnnnx8Khb7zne8QKWL58uXnnXcespX333//RRddFI3Gtj/y6PT0dCqVuummm9atW/cnf/IncJuHaS5ixT/90z/9yIc/fPbZZ1NqFq2lrVYrHo9/6lOfuvnmm1utFvoKEJzQiaAJ2LIs4HtJkkZHRyuVylw+Xy6XJycnE4nE+Ph4pVL52c9+Fo1GL7jgAkmSpqamJicnL7zwQoR8YFbgscJvEFSja3a+XCZJHc9D/h63e9OmTWReg3Zw5OA7HcOyrMHBwZmZmWazGQ6HDcPYu3cvhPYRP1Oy/2hMN9st8/HHH3/qqafy+WK93jAME6BcFMWDByfn5grve9+VmUwmn89rocNsHJDY65H1XPgyivCpAQY0IfCIBEE4ePAgIDXc1uBrBh4dngUeOuOfWIug5O04DpzeF0YjS8+w+L4PsvtCQUae3W6apqZpJOq/9G93HIfIMEsXtqLqQU+sMjMzMzg4mMlkgMhFsbdU29/T+6M/+qD8V3WQ4wMciRljnU5HVYPEUgWVnBirVAZdzB6Ph0TIDJEdes8WyMOgxSikvHUz43rv4JacTqcrlcrMzIyiKLVaLRaL9byRHaq0RR8FvrsgCJFIRFWVVquNVCi9ErEEX17H3oztn6QACZIuBBMLxYAPG3Uc680CoRliJhR4gMiBgIqEdE7ShFnY+wjMAUsjq9NxXFdVFDUQUBRF7MZ7vuu6risgTutOEtxHdAwTicJ1PVmWw2Hdth3P81zXMQyTl0IHDCXRTJx7JBKp1+uAgzy26wHowGTUw8AW9AEvzEFSwAPkBEtCURSffPLJL37xi5s2bdq6detP7r/viSeevO6660IhXdf1drv93//9367rXXbZ5fV6/eWXd/7f/3vnWWed/cQTTz73/AtXXHGF4zjvu+qqZaOjnuvm8/m9e/dalpXNZjds2ODYdq1Wm56eNgxjz549oVBo7969iqKMjo6edtppgYD6gQ98IJ/PT09PgzS8d9++tWvXLhsZsSxLlCSBMcibkBYhTFX1cHjlihXT09Nf+9rXbrrppnq9fvfdd7uuG9K07MDAQw89pMjyqlWrOp3O7OxsuVQ6ZcOGWq0WCYfHxsaef/55WZY7lrVl8+Z9+/bt27/fsqzTNp4ai8WeeupJXMBoNHrGGWdYVmf37t0zMzO6rg8NDaHPYWpqMpvNBoNBdJcKgthuNQv5ubAeqteq09PTZqczOjqaSafNjrlsZBRMcUEQPd/DxFEUxfeZ5/miID33/Av333//5MRkuVJJp5KnnXZKNpORFaVWrZUrlUK+sH37w/n83ObNWy655GJJ8m3bkWXJcexuQ4jruo4sa/xDSiEZPemU/Ka4EQAacW8wGJyYmMCyJssyhKHQvgzFSdQS8RVI62IlzGQygiDAiBeUbp4aRz05xyrAwr+eOk2xPlMPBiUseHcIz/NarVY0Go1GI/U6A5nqKJesHm4J/l+v1xHzIDhZYnZAEgVZljodMxBQPdeRJMkwzXqttnz5aDQSkRFr+B7zxYU5nT6DpT/64+Qmc/vqKydpUG7YNE0kxiqVSiyeQIPdfKm6i/MWGgAt9oE9Lzvu9XHhF/GiaUByjUYDqzBvZtmjrdbzT9AD4vF4MBhot412u92ju8d36cmyHOgOWZZrtRo06fAbEnNgXW431R96hBeWzi2hHkds5HTiwWCQyKPs5MgO9JwLGaSDRzQzM1OpVIiJoapqJpNBTyp0JxlEWLgrgOiiVqshAQm6M/KRIKQGAqqizHevAoKj3wsJb76sQZ2IYG/z14FX+qO7cBwzkB/AagcPHvyP//iPTCZzySWXXH311Vdd9b5ly5Zt23bRJZdcMjMz+9BDP/3whz+iaSFN0+r1xuOPPzE2Nv6LXzxzww03RCORer1+yy23hHVd07TrrrtudNmykeHhu+++23WcF1988bFHH52cnLzoootuvfXWZ599dvPmzQcPHvybv/mbQCBw5pln/O3f/t173/vexx577Prrry+XyyFd/+IXvziQy61bv77ZbAY1zbZt1/OcLhqbZ1MIgu/7mUzm/vvue/e73/2T+++PhMORSKRarZ6zdetPH3rosssu8zzvtltvfeCBB0ZGRr7//e9/4+tfbzaba9asufnmm7dv3376pk2tVuuaa65ZvXp1JBL513+958ILL9izZ7cgsMnJyYcffvicc8658cbPbd++fd26tc1m42//9suDgzlVVT/72c9eeeWViUTi+uuvz2QyZ521pVqt3nrrLevWrfv0pz+t6/r42Ngj27ffeeedoZC2ceOmZrMZ0nTP85gg+MxzPUeSRMy+V3+55zv/+v+9+sudzVbj/e9/3//z3vdctO2CLVtOX7Nm5ZYtp59++mlr165pNBuPPfbY7OycYRgrVoyjRuf786nWttF0XCcWjwlM5MnK8F4FtweTLRAIQDYKE4+CXk3T8vk8+B6BQCCbzUIXH3EyGn9hKwvy0oEDBzzPg9PCzMyM7/twmyePG16E+5jU+g+7PPI6UUjDw8ByYSGIQLwkSegn7lEQP4IGTk+1k2qq+XweVykejyPFs7Tlzkok4qVSURBYMBhwXaeQzw8PD2WzGd4X6bDrXh+R90d/9DPlv6oDjAKsobFYDCJoC4ueb6lj5q3pNE1D3fzoJQvBaggGVZx+T1qdx6C83iI2ZsgSt9ttCKLpug6lcF4SuCeTtFjQcqwDVX7sQxAsr1aroPSwbnF86Q1bRxPFgY5SKpWmpqZQ/oZ7DoQv0e1HdG16C8jiANkkWQ33TSqDgH3uOI6u67IsKoqCJk5JkkSRgdnS1VJ8LRVHHWy8Gh0fvFEGfYkptGAwWK/XZVleu3btxo0bf/7zn7/66qvjY2Pvfve7r7rqKsZYuVz+r//6L8bYaaedhh5EALW/+7u/+/znP1+r1cLh8PDwcCgUarVazzzzzLXXXvvud7/btu2zzz77r/7qr1KplCRJ11xzzYoVK3zff8c73nHZZe9kjI2Njd18882XX355MBiE7sTo6OgNN9ygqOqePXu2b99+6aWXJhKJVqtVKBT+4i/+AiyvarX6zne+833vex9S8sFgcGhoqFwuT01Nvetd72q1Wvfeey+CSVVVn3rqqb1793784x8fHR1dv379rl27stks8qnveMc7stnsY489pmnaunXrcrmcLEue573tbW8LBoOf+9zn3va2tz399NO7du264447VqxYoSjKnj17GGMrVqyIRCK7d++Ox+PJZPLpp5++7LLLXnnlleXLlx84cODyyy//nd/5nVQqddlll/3Zn/0ZY6zVaoXDYcdxTNPU9JDnCZqmWZbFfJEx8cD+A7BB/ehHP3r++edqweC+fXvb7bYiyZ7nCZK8YcOGt/3Wpc8++3ylUnrmmWfWn7J67dq1oigQQw966pZl+d48n77T6VQqFYT3CG6JC0fxJP0QCARgEYWjGhgYAIOF2G74FlmW2+22aZr45LGxMTS/lkqlarWaTqdR7TkZRAsqIoE6DwHZw2asyUXVNE0Qb5Br6IHji72XioS07oHTpes6OhxOVCIgHA6j3dm27UQikc1mKevRB9/90R99UP5rO7C8FgoFZE34/A0vZ/HWAeXIAoIv3mq1iBR+NIcK/GoYHaheqKoKM8Wefajnc0BoIepIvV5HPgxbEei/ODAKG/gPWfoFpFZOELVBziYwCuR6ktRXesIVIOx6va7rOuQLUQfHy1qtFpArW6AoR0AZ8swgWhDtGyENeulUVZXlgGXZxDZxHA+iLp1Op6fNlLfm5um8yNzzmcglXodyuYzTzGaz3/jGN5544ol77733sUcfvf322zdt2rRx48af/OQnzz333EUXXTQ4OChJUq1WazQahmGkUqn9+/efeuqpkKBBg0StVnviiSe+973v+b4fj8dbrdZnP/vZn/70pxCO9DxvfHzc81i73V69erXjOJOTk4wxCKfEYjHowpx66qn33XcfpKmhJHPttdeiaOP7fjQadV23VCwqipJOpy+99NKdO3fOzs5u3LixXq/fc889kiRFo9FNmzY9/vjjqVTq9NNPL5fLmUwml8sVCgVIi0CW7pxzzpmcnLzhhhtWrlz5znf+dj6f73Q6L7300uOPP/77v//7995777p165YvX4520lWrVoGnsW7duhdffHHNmjUbNmx48MEHq9UqQoi5ubnTTjsN6VVRFC+88MIDB/ZDl8axHajBMMG1Gp1KpSIKsuv6O17eMTU1dcml284//1xFltPp5H33/afRbkmSVCyUV69evWnTprGx8W3/44Lvfu/fM5n2I488ouuhwcFB02yjB7dtNAcGBjqdTse0Pc8DZkUMSWUucL6h/YoGFXqW2+323Nwc0rSJRAIe8tR2TCJOiqJEo9Fms4nrH4lE9uzZQz5fKCWh2eCEL6r8Uwam1pFfCQKY67qqqvDNrz2dQgs3ix4DAYB7QuqUyV7KuUiSBDIMqOqMsVWrVrFDWYJ80aw/+qM/+qD8V36AhABw47puPp8fGhrimzgPm+5960Bz7Jrs0H6g112mkdyCnV40GlUU2TAM8h2kzYnPoFOhmfSVE4kEVPxarRZkXoh2TxLaPKJdemBDIhUAqaQ7+Qa4GvVwrHHZm81mKBSCvh6KLRDUo+ZO9PDxmjYQVCFxBhL/7uH4ApqLogjBStKyQEqPHdozgCQlLgUPodihAp28zMVxXwdAZwgmPvjgg1u2bLnjjjv+z+c//+1vf3vPnj2nnHIKEPa73vUuFFUkSTp48GA2m/3Yxz529913X3DBBalUijEWjUaBvC+55JLVq1fXajXkaKEIGYvFarUa4j1RZFB+xMWE5S0S8MCRtm2Hw2EolIO9vWHDBshOI/2JkDWVSvm+v3HjxrvvvntgYCCXyw0MDCiK8sgjj4RCIdM0U6mUaZrBYHB0dBQaLIODg3BahSWq7/uXX3752972tueff/6+++5bvXqV53l33XXXlVdeWa1WTdOcmpr65S9/6boumj3QMPCOd7zjW9/6ViqVGhkZCYfDTz/9tGEYa9eunZ2dPXjw4ObNm2dmZqASY1lWvV6XJKlaqZumaXTMRCIajuie53m+YxidSqUSDAa3bt2qBYPRaFjTtNM2nor3bt68OZXMRPSQaXTOP//8Rx99tFQqVatpwzBVVa3Xq4VCIRAIdCwDrJ5gIKRpGjqDidtNM4TiScxe9BCbponWcFyubDaL4Ip636kdGQsReNVIP6N8VC6X0USLmtvJKGrxcxuP52Lfwiumu64rCMpi/mtHKJfx/0QkY9s2qmQowC5REhGyofF4fGZmBpI+JKBJy8XS0X9/9Ed/HDMa6V+CkzQo3yBJUrFYTKfTaMnqSfG+1UA5v80s9M9bmPM+7CdAG7vRaNi2A+ZlT0qVVyrABgCyKe1kIENHo9FyuYzEGEF5cofhDYyWfhnxsZ7nwTPVtm3IJlB/6klSX1k4B6hM4ft+IpEYGBiArI2iKJFIBGZA+CHcHaFQCOrFSFKCQU5CDXT8+CfZ+pDPK/nsEPShPjl8LKgvdM0lSUqlUrFYLBqNQgBx6VcGXbYAWLfccstnPvOZf/zHf3zuueccxxkcHHz88cdfeOGF008//dxzz8WpDQwMpFKpcrmsqurGjRu//OUv//KXv3Qcp9VqWZY1Njb23HPPbdy48aKLLpIk6amnngKwa7VaUPnYvn2743jVavX2228/44wzcrkcmEvobKbOV9h8IhlfKBSmp6cnJiZmZ2fRdYCLU61WkQJ/5ZVXtm3bhsmzbdu2b37zm6tWrbIsa9OmTaZpfv/732eMPfroo88991w4HAadJpfLrV27dmZm5utf/3owGLz88sthM/SNb3xj9erVZ599djgcPvfccyuVyv333y+K4oEDB7Zv326aJjgz1Wr1hz/8oSAIIyMjt99+O2koPfzww88++6ymaXv37r3zzjtrtRqatoGAQ6GQ53sIPMAzqdfry5YtGxocFAQ/EAiIIotEIg899N8vvfTC1NRUIKiogUA0GtX10OrVq412s1qtGkYb1BRMP6S3qeoFvwXMKD5+IxYHRXoIwwDo2+02yhRkK8vHhxh4JfTC8/m8rusoIACtlkqlk7Si0hKEB4esJI6witKSRX0XR5PKwYJAfdIw2QXPB4KhS4838LGA+J7nIZolmtBCL+H+6I/+eMNGv9HzJKJbuAmWy2VsNo7jeJ6PzAdpCLzVFj7eC8OyrGaz6bpuPB4HiZnnsSzmoU3gFTBOUWS4sbBFukt7sCk1bqIPDB4cSJmDW0kmI0RrWWwLOfpri+x7uVwuFArQXIdcHczeicdyMm4W5aoRAgFhgI4PXx4k/0qlEkg1lKXuiZoYJwO/UDSN4h/ATfJIIrXyUCiEH0h2kwQNIbcMLxvAhXA4HAiorush9wmq+tInM7BCLpc766yzNE2bnZ0dHR193/ved8455zz77LOpVOr973//ihUrKEMJDLpq1aqRkZFyuVypVFCRHxoa2rZtW6vVevjhh3/2s5/Nzs4S2D311FOTyeQPfvCDtWvX/vznP3/yySdPP/30D37wg6qqNpvNsbGxWq2WyWTWrl2LXGw0Gl2/fr0oinDw0TQNQQj6toPBYCqZVBSlXq9DE2nLli3QEMzlcvV6/dJLL1VVVdf1Cy+8cM+ePU899VQ6nT7jjDOWL18+MjKCds9oNDo8PBwIBF588cVf/vKXZ5991qpVK/ft2zc8PDwxMVEsFjds2LBx48aJiYlnn312z549q1atGhsbSyaTUDryff+ss87K5XLVavW8884bGBjIZDKBQODll1/esWNHq9XauHHjwEB2YCAXCoWYL1iWJclSIKBEoxHf9+PxhGXZ27c/Mjw8cvbZp6OPUBQFVVXCYX3NmjWDg7l169a7jtexrE7HmpiY3LFjRyKZvPTSSwKBgO97CITgF1ar1WzLwRPEM75o3aCSF2ag67pTU1NYD9vtdjKZTCaT9KDRjV74jEciEVVVC4VCtTqvzj40NBSNRiEMj6rRCX9UZVnudDrlcjmRSCAeW0w+BckF0MOCwYDjuHhAXhfvUk2SCoONRqNarcJaFTWEpZcCfM/F6dRqNUVRhoeHezIOx9Ea2x/90R8nBoP1HQFOSBKFHVp5xM+7d++GIw9wlWmagigLgoC+PYKeb6I+92HhKcQ9sCXs27fPcZyBgQE4yLxuppyX8QK7V9dDpVIZluxHbpckLgR5WzDGVFWdnp5GNZwarQDHSZ2dbLoxsG/h9YRf+eQTHaFt22CJ1Ov1YrEoiqKmaXBlBz6AfDJlsE5gENXT8Ipp0Gg0yuUykogg1yYSCdBqC4UCGLr0liVm7vn3Qio+HNYFQYRKBtAeekYBN4F1crlcIBBQFNmy7FqtFgwGNU0DeYDs3KnmQDcIBCSygVys6B8MBg3DgHoMWMUuJ1tBB4zbytdJ6vU6JokkSejQHRsbgykPqD6sK9oDwPSxj33s2muvPfvssxVF8jwmCMxxXFQPSJjcOxzlAD+gqoAYIBaN5vN5xlgikcA5tlqtZrOZTqdBdMbreZISXzXiH4cuEnUFYV5CB/CLdU1wp6enITyPDl3QjXoEiPBKWJaWy+VgMNhoNFKpZCyWVBTF6ji6rreMthZSm81GOBx2bG9urvA3X7xFUQL/63/9z5GRIVRg9u3dHQoFNU179tnnt27dGgpFatXGwYmpb3/72w8//PDGTad94AMfiMWijHmg8i8bHYYZZLlUjUQiIyMj9Xq9XC6fcsopzWaTWCXUuYjVYGpqCh2o7XY7nU7H43Ga24stFBT2o/Mkl8vxYp2iKBqGUS6XEV0QK4PIGJio5AR09I8z3l4oFGRZpuNcDJTTwXelYwKMsXK5AuI7/8jzFT/cO0xCfIhlWXv37kVFKBwODw4O4uaS8ulRHjld/HlxJ0lAbSqfz2/YsAEp8/4+3h/98VYYfU75ickuLxSZBlU0lUphAcVSa9kOtlKsrUQxf+sMbJa8FyAOfmH70WIbAOn4BoNBXddFUcCWQFami7nrYb9E5hUGn8hBIl+O/RUpKN6Nkqq9oFw3m00iniaTSXIvwhlRQZl4n0A5s7OzkUjEtm0YKw4NDcEjhnXL8XwJfonzhKAh/QY18UajAR1D/DUWi6GU30OjP4EZesaZuSLUSaUS8XiUMea6viAw6GkgnZZOp6vVqmVZ4bDebLZgsUQFHxwkUoO6rmtakDFmmh3DMEDnIJfZxcAE+v/wApSVyC6x5xoiSuGhTCKRwHHKspxKpUqlUqPRgKomnHp4tXvYaqJdr1JpJRIJRZEURQIhgb5ROtyh8hUknCmsQGGcBJsbELHIxYaiCBgU8Lx8qOMvwHOC73tkHY/3mqb5yiuvxOPxkZGRYrE4NDSEklGPUxjretOCh4NQKhQKOY6TTCbb7XY4HGw2m+FopFYrR2PRTqejyIFMJhPUglOTM+VKZSCXcxzPdd1223jooYfK5fIFF1ywf9/BdevWdSyrXq/vPzARiyc1TUun07oegqsolgiYuSbiKaBJwzB83z9w4ACoQZ1OBzcCvq2dTqdQKDSbzWg0Ojc3Nz4+Dq9TzCJe0PCwuByfg9JNz19helUqlRRFgZISGQwjPux2FIjkSnuUDy+Jih65QZ8PwPBFoiiqqkI8PcoO8DLqrNvZAgl8hDGzs7MQX9I0Del5PBTHlBqgqhd9qW3P82Hi8fhJEqvpj/7ojz4of5NxOY9WLcuamZlBix6K+4RIKHPDlynfUudCCS3WZUpgf+U3p8XWcbxe35VvDgAAIABJREFU13UkXEVR9H2PxpEZO/Sl4JQ7jlOtVhuNBtyIKB/WIz9MbwRIol7GdrtdLpfRc4bdDo4kPRC51WqVSiVVVQGYhoeHwTcwDKNHGmzpDQCHtXACCikUCuVyORKJILWZzWYjkUhPLu119dSO9WAI/eCOW5bVbM4rV5imicY7RESAy0NDQ1NTU3Nzc2htpFOgzR5mQ6qq+D5DWAXKLxmkH0E5EcGYoigvvPCCbdu4/uKhWWTKLi88F8MwCoUC6zaMTk5ODg4O+t3JR17ojDFN04aGhg4cODA3N6eqaiwWw8uo83UeRi+IBzDN4ABar9dxg2rVqqqq+BmWqygItNttVMmIfIzpx/OCFr8zHsAfpgfS3sViMZFI7Nq1izH26quvLoZZZVkGBRkO9nNzc8lkstGo798/EQwGXcdfuXJlKKxHY9FWq4luP0GQRkdHd7y088knn162bDnUtffu2y9L6uiysf37Dmaz1rLlY6Zp7dz16tTUVDQaHx8fj8djoii6rg05f3r8dV1HyyzwqGEY6IsNBAJUSLEsq1KpFAqFSCRSqVSWLVsGL0/Cjke4RFS6QcxD6yoVZ6AHOjw83Gq1qFkcvCNVVRFjv1YPWSRBcNjvtSzL931EX0dAxsT+wrIDn4pA4BAOOuXpe24iHxYahtFsNnHdIDVzfDsFLZ70dZgk7XZ72bJlPWFhf/RHf/RB+a/JoEXW9/12u21ZFtLkqDYCZcJ1GdzZtyB3hYALtVRidyFCJM/9WAwTBAIBXQ+h3bDVaoVCGmVkKT28WK6U0tIQLG+1WqFQKBwO8xlToB+2oA+McaRqZNnL5TKa2DRNgz4j8Ao1n+GLms1mLBYzTTOTyaTTaRhhMs5cmm9/XEpWideRoCHLcqFQaDQa8XgcZz00NJRIJEgJjt/+eTb/CYkQeN8fQRDgnkjHJopiOBzCLfA8T5LEUChUKpVKpRKMGAkD4b4oihIIKJbl1Go127YjkUgoNM876kkiLhzVajWVSnU6nW9+85sTExPzWPbQPCK1+rEFChV4PYA1uOZoZUOVhoy6UMMRRRGtn/F4vFgsks0NX0DwF8RRgGXQcsEDrqqq2JW+wbeoqgp9FcrmIh2OubfQaIZP4Xd/yRjzoVyJxwGFFGSXO51OJpNpNBrQ514Y7/GIEIUmQRBUVel0nGAw2DHtVatWffpPP5NKzbPRZFkOBkMD2YFkMvmzJ55cs2bt5s1nKko7FAprmo4qh6wq9VqzWCz9x3/8pyjKqczA+vXrcY54ga7ruMue57mOiygFrSDJZFIQhHa7HQ6HkcKvVCrNZrNUKoXDYcMwBgYGEokE4VTqNTwyyiQBxB46ELHUECog+44yFEy4oArFf8LRr8B4HinuOvJGwDg3e/75RTRFSfoeIhb1W3ueNzc3ByYhqFA4ADx0x0S84UtzeK8WVCHJD2rl0Ucm/dEf/dEH5b9ioBw/t1otoEDTNGmTwObRbDZh8IktAT+8pU6Et8xknIb3UWJ6ECg1TSOIcGSlAn4ghhEEAVAJFVugE2weRAntqVHgqwFiSCJwcHCw3W7DbQTZMgB6otAQYwHfG4lE8ErKh5He35Hr6ceRKecxBMjZtm17npdOp5H/oxPhM4ivC22Pr7bDS5Ij4MHVtizLcYIEvsvlSjAYzGazc3NziJc8z5NlKRwOd49WME0LgBWQ1Pfn3Vgp2FsMBiUSCeQFb7zxRnAzfN+XOYjWQ1npgbaWZYVCIcuyJiYmTNOMRCLtdhuqIDDNoa8GYx7oljFWKpWIoXtIB8KhoJ8wE6SdkRTXdV3psnXp7QD3uGKo9siyDJEcrAakdH7YipPve6I471ODCkO73YZ2im3bg4ODeLJY1+RlIXDEaVJJYW5urt1u+b64cuXK2Zn8bbfd9td//df/56a/UFVFUZRW0zCMzviK8XA4PD03/W/f/a6kKBs3bNh0+pmSyDRNMw3LcZy2aT740MOT07MrV67M5XKjo6MohiAyIe67qqqmO89risfjqqrCIr5erw8MDOi6DuGaTqeTSqVwu6PRKKQh6QL2tFsc9iGCxCT/EFHMxkdruN2qqqbTacj/27YNnykc29Ejcj6TcpRPFkFh3/fxPThNinj5dZUedrzRcZxGowGxwnQ6jaQ761JcjkMSkb8szWYTOSO+ctgf/dEfb4XRb/Q8kTlySn7s27cPtE6kmYEFZVluNNudTgd5UKzvJ8mS5oTk+yuVSq1WgwhJKpUiOiNvgdQzILClKGD9Mtt2kS/n33KE90LzpFqtQumCegfRfkqgfOHbewgelOvFb4AeyAWJdcXXFUWpVqtguzqOA69HSvmTCCD/UUsSPeg2WpEFSafTmZ6eRmwWi8Xi8TgYqz2umYyxQqGA3rWj14xfYmDJ7+JE9CfWbz6fh6t5NBpxXQ90AhDTiaAFMBoIqI7j4iwQIB0W1hBCwgWfl5g4ukMlvi8wMSmxGIYBuA9YAyCL2400ar1e74pJ9xYf/EOLMEDe6EAAdxy9sMKhYvm8ASpVVzqdDoI9sos/4oPgi+Jr2iOWZZXLZUVRUGpDiyfYVouxOyiyBUG51WpNT08Jgux5XiY9IMvyPd/511I5f+21fywIgiQqrutPTEx/+1v/Wms15ubmmO8NDQ1uPPWUseXLbdtpt9v5fGHf3v37DkxkszlRUq668sozz1jnOE65XJIkIRwOa5pm2ea83QyT+Odl37599HQHAgF4UqI3NBqNxmKxYDBIrY0Ufx5B+gOUM9M0IQnFOM4074lL6xg9bhQC4e2BQACFlKN/iOAjm0wmaaIe+TEnYSVFUeLxmGGY8EQ7bEjMHzzrEiBN0wyHwwMDA7wAFCquR0mF51dX7Di2bVfKxWQyOTg4+NZUAOuP/vhNHn1JxBMU3HDCtJIkVSoVMEqhi1ytVm3bLpfLrusBeCEvggTwWy1NDqUU2BzCJzybzZKYCeOU+BZ7u66HbNup1xumaQLEkG/IEQaUB+D8Eg6HcX0410mHF94m0S7KNi3MpPKgDe13WnegjxPpKPooVOHBx4AvILFjcQpL1FkjMA1OZ6lUmpqaymQyIHfilIEn+JwZcLBhGAjzesDoiZq9+LqFxXHUE1DrJ/EK13Xb7XYkErEsC6EFRCrpLZTgR4MjPlBVVUVRKJe8EDSAXQDMgVvvv54CPQVdUMHDFI1EIoZhFIvFaDQaDAbL5TKaQYlMwhjTtCDkbvg2uIUICf9Eu3Cz2YTTajQapZ5Rv4u9+A48ICdiy0BgXhTFer3earVwKehS99xKQRBc12Hd9tBKpVIulzH5ERjzuWS2gOmBFwD5oT8BtP5Ox5ZluVyq1Ov1sfHxiYmDd/3zXRdddBFjwuzs3LJlowITn3/xxWQyGY3G6vX6zpd3PvzTnz7xxBMvvPDC7Myc6/qZbK7Vam+76OJzzz1PEt1Ox2y320NDg10mN+FRkRAkYywejxcKBVSx8HvbtkdGRjKZjK7r4JfjCEnH83UbGSERiF4RSmpQJzfV+qjzmHWbyEFlgYY6ssXopj3KeLXT6ZC40+uGxDxNpdPpzMzMwBAN1RI6U0VR4LKE12NlILUiKG/GYjG8BkCcUhXHCspxBarVaio1j8gXSgD1R3/0Rx+U//ogcqzFwBP1ej0ajZqmWalUPM/TNC0YDEZjcZ5XzdvFU+kcv/EExgTBF5gvMCYKTBCwgWM3ZqIgiKIvMJEdplTKf+wx50J8X2BMEkWr06nXaqIgZDIZeLaLoigwRh8kHO4/f15yWwqoqiAIpmE4XRcb2iZp1+S5lTj+drsN0WJVVRnH5+av1UI7z54c1UJnItrz8HOn00HeDltUIBCwOh0ZYouO0+l0bMtyHadjmjAScmzbdV3Htn3flxWlR/uyBxXNn6Aoeq4riaLneZIoqqrqgA/qugJjrWZzdnbWaLej0WihWBwYGAAi79EdxzZMbYjRaJSfPCd8H6UwYGGQQxJ1lDYG2lO6VwOQ+rDJ706nYxgGUJGqKqoaAISlicr37xLvYv4YOBVO1v2Pv9x4IugtRNJ1XTcSieTzeVmWQ6EQ2oVjsZgWCsXjUVlWVDVQqVYZUuyMiZKER4xnsKCQ1Wg0oL6HrlDMzNeU4Lv/F9DGSoeEqdudw/jkUCjkM4Y+UbPT8X1fgTIMzqv7OeAyCILo+axYLImS3Gi2EsmUqgaYIHo+k2TF9XyfWUwACV1iTPY92WWK56u+FDQ8v9I2C41G2/Ubtit02s1GjTEvFtMlUfRcO5fN/vdPHnjsscfXrlmTzaRDmhZPRve+erBUqkiirIXCQT0ejqeTmcFYKqPHEo7vC4IfDgff8553R3RFUcRararrIXqyRFHyfSYwkZe4JpMaaLpLktRoNNDWybpcDihw89lu3iC2xyYM74LiJBUEel7Arxg9qweoLISnUdtBkMYvL9QwSp+Mckq73YaiC9+muVB3iyY2fCpqtVqj0VBVNZlMohMDfcxgeSHoZYyZplmr1dCcih/QI6tpGmSFotEoPI8p5KPHh85OEpnA/IX/ea4TDKi2bYkCa7db4+PjfC2ij8j7oz/6oPzXc/DsiHw+n0gkgEii0Sha5QRR4tmrWBmR/kSbFIEhkQmAuUj+CIzJkiTi9z5jnu+7HvMWFShghwqlHf2yK3Q3FZAvkbQGEDnKRDvUZlBwn09yL1D0o34s3qQdOVdBENATBhjHkz55wM1/Dm++w/8e7FviJyBNiw0VB9bpdGDfaNt2MplEJR3ZX5wFlChgSuo4TtswYLAHbQ3qHeyJBCh3C6iK7RwVZ4QBk5OTgGimaUaiUYJ6hyXF4nQg3U1I5Q2OOfluS1w3SLzzRN7FMo7EaXFd1zQ71CAI3TfG8Q0Wqy30pK4XO30exhmGAd+lfD5PLQ3xeDwc0ZvNNqnx4AYRuiKqN3L8IEP7vg/tCwDQJXpI4bkADrMsC7zhHroFpTYdx6nVaowxmKfiAF6jLDONMYkxyfc9QXQF0ZZER1HceqNiNJuSwIKyKgkyc3xNlQRRcl2v1Wqbhun7fjgSWT6+4sEHH3z11Vd/+7d/W5aUsK5btpefmzM7VsfqIEpRVdVxbFEUZUlyHOucrVtPP+1UURTb7SZ05enGHbaHG09BsVhEi2e9Xk8kEpVKBao+yDdDpafHA4HX6euJe0FFg87SsRrcULMjcsau63Y6nUgkgkoI8drxV4if1Go11DfQLaqqaigUogOmlnGS98GMAukIVRFd1+PxOMy50GaayaQTiQT8jxzHQSYC614gEEAjjaZp0Wi02WxiRQXnCnn9nklLC6AkSV3W1WE2JqTesfTF4/H+Zt0f/fHWHP0+jxMPylGyh3Qa+q4gByHLsijJhC1IfJpkHw7bx8bLLJJfI2GdhRmapRhb9nzpcdjlAGmB9UFletfzeqjzYLPwFwHJYOxbjNMRX0i+xLnTXxdr/kOxAn2i+CJ0StG+C7Uynv0MigvPBgahAplXgHJ8Dgb2UXLH7BHWIIwFax4QM/L5PLTt4HWv6zqCAXYoh3thI+NJ8hM9ysmAswBUJYjAZ9aPwK+lU+h0OhC7DIVCuPi80uVh304IdaFKyWLfRY+hoijJZBL65YFAoFQqiaK4es0a3DuQvPmkLD+LgMlAGYJGPnX4Hbf0DfF5QAkDCx/U4UgkAn4LXQ0yWwUDh9L2vJmr7waY7/nM8QWHeR2f2Yx5pVKVeYIma8GApqqawETfFxy/HY1G8XVI31Yq1dHR0U9+8pNf/epXP/GJT9xyy62ep27ZcuYzzzxTqlQ0XbccV1FVy7JEUbZtm/meFgxu3XqWqqqu6zQaDSgMMk5d5LBVo06nUyqV0uk0vJBc1wWPCJUHrGbgy/WsV3Qpem49lKzYEUl0r1sLwqMNdvvs7OzCVQ7EQpRZwDChsk+xWERATr6hfJsK4mc88oijSMMKJDTf9103gBOHeDzJj2pa0HU9WRZhToTlfdeuXaBjGYaRzWbR3aFpwUajCS18Xvj8sLMSijGdTicQCMzNzS1fvry/U/dHf/Qz5b9Bg3jAtVoNKzVotYqi2LZDOIBH2AuzvzzipBwb0AO13PW0+/SUcY8PlPdkyqE8ffRattjtkM3CnqEGVMdxqS8Nuyx6LvmmLvAEQPhmjJGkAxUQ+BQpkQdwecEVpg+kswbYJSImpbXwV9u2q9WqYRjQQUcvIO4IzhfyDnSQ2MUlWUayEwljbNgLbxYmAATOsCuXSqWZmRlQsaFHls1mk8mk2jWeZIdqOzLO1xB3nGQ33nh0TreVTCs1TeOz+0d4I06f54QgZIUAMxqgX5cjy1ufHM0DCGCkKEosFmu1WnheSqWSJMu5XA5CfgieSayaQDMGHFvQiUiU6CUKYvKth5hOAHaNRqPZbILJwFcDULRBWyr5d3KCPEwQmST7vu+2ms16vVGr1lVZiYUjUT2sSKLoWRJzFNFlStD3mSTJihrQ9bCqBuq1OnpFBgcHf/GLX0iSuGHDKZ7HJEk4MHGwY1mCIDqOL4myIDLP833PW75s5OKLtokCq9UqaHWlZaGnwsMX6yYnJ9GZahjG0NAQPDiRPq9Wq2hLQCmDF86nq9Rz91EDgVfr8VWNEF6SxBDCLYh+oiaGX6I2Ak8ooN5AIGCaJp59IsYgsoJtGSFjMBXxXtwp3lMWtVPUmpC14epIpuu6juPSjY5EwuhpQXiTSqWQYlAUWVFUUk19rQWF+UcOrev1+rJly/oCiP3RH/1M+a9/grwHQKBQq2kaNO/msz7sNRtFUghBGZ02iXmWheP0ED5kRaH0jCgI5B/eI1+4sBHwOLJ6dGzHHOR15QVZtz3OdVzXcTzXZbz2SJd9jgFJ42g0ioyU4zimaYJAQqRqoHMefPcMXqqcvGyQ6wqHw/hY8CXwduzrSGB3TLNUKiWTSbBosBMjkOD9F6k3C0UAwzDQJ8oHY8iNScTylCTDMFAEx831PG/ZsmUogjPG3AX0G15HgoQj+IL1YonJkxdk8nlKdOIikuGzy0dweyGPJPSMFotF9NpGImGCLEf+dl6R5nVVL3gqkeM4o6OjExMTtm2nUqmpqSl0gvKGpjwiB/ppt9uBQADEBqDGYDDY0w96rHCwp6oz38nq+8CCtm13Op1yuSzLMjp6kROt1WqFQmF4eJi6MnDklmW5TtnzfNf1PV9WVC0aTUiKLPhMYK7tOaLoMoUx33J933JlSZKYINi2I7ierKi5waGZmZlW21i9evX1119/1113CYLwrssu33rOWbOFuaee+oVl+5Io+q7ve74iya7vbT37rFq90jFajHnJRIbXMaTiVc8tg1lBLBarVCpDQ0NgcXieNzU1hRMpFAojIyOkvsI4hlKPNA1vWUq88GO9C/SWeW2fbvMx/xUklUg9MJi3gL+KokAAlC/j8KE4rz2PW0yUJ5LBZZwDLokpQfvcMAwsETSHk8lkPp/H/4vFYiQS8X2/Xmfo6AiFQs1mk+qHsrSo3ZLneYVCYc2aNX1E3h/90Qflv/6p8R4QjDRtMpms1Wq5XG7nzp3ValVVVdd7zeCGoBWlx8iN3HXdhS7fYATO3zZZRslb7zYIko4yRN/YofqAi6VXF6K6hUv2Yov4YogQuBb1VlmWoVnBSzLjgPn4AfuTZdumaYLkQL45SFdTDhvXDfoDgOy8SjQvyQKiRavVKhQKwWCQVB0JJkIAWJZlxE6EFNF5hppvb5AjiqIgEOc4Go2CU4QtFoeE44cVJWB9q9WyLCscDler1XQ6nU6ndV3HKwVBkLpKDodR5eveOBK3PjJ+PanTGwk50zQBsyi9zVOKj/Denp9hUQT1bsh+LzbHyKMeYRVpih8W+vPqMXgl+gQGBgZ27tyJ3Oe+fftyuVwmkyEFFapIgGQM1Yt4PA5KNAxceoSSjqNYQbqNPUL7aMDAgDZ8s9mEUj6uEqouFKYiKet5XiqqS4okaqqkBl1BdDzmMIExJstBX/B91/N8R/B9QWCKLDqO5/tdZ1PPi8TjoZBuGMbMzJTruh/+8If/8i//cvujD3/yuuvfe8XvlUrlXbv2OpataZrjOK5lj68YW7tu7eTkHrtjrF+/VlXUxWQBeVn3ZrMZiURKpVIul0smk6g2eJ63fPnymZmZRqMxMjIyMTERDoehTthj1tvzLCz2p2PNGhCLnZ6mwxYq6R4hbuTb8XlX5h4ZVjyqPYkDfC81tVOphD8Akl0C4xEEqlAotGvXLvys6zreggMolUpI5weDQcwKy7I81z5scQDNFSMjI8D0/S27P/qjD8p/4zC67/vJZHJ6ehpmGVg9Xe+QPDQ2NqgpY12mXi7/UJkq1Fh51e1arVapVGRFQe6cWhvRKrT0NOpxEMpZV0W40WigpSkajQYDgVBQIwUP1tVksCwLCA8KJ7Isu8xHbhsSwgC1VNtFPYGyjLRB0vYJHM8n+JFJgvzZ1NSUbduJRAJxCyIfkJvL5TIKwciSQi0xFArx+I/P1yId7nkeuLCUA0YCb/4gu/r0lUoFctG2bcNKEGVrsDiAkNgCX6Ejl2Le+EIQ35hLpF7qjDxCTYaosUAkdEnR/IrrHAqF0M54WAgFFAv5PAh+H2VkAspBu90WBCEQCORyuUKhEA8EVFWdm5uD4DcKWazLq0Fvn6IoIPWS5xHZTPbI4xzTAKynugF9AmAiPhxc5EAgUKvV2u12o9EAZG+1WsCFiqLouo5UumhLTPA8xhzP9SVHkKDSJDiu7fuSyBSBBZkg+ox5dkMWRdtHUnaeAqcEVF0UV61aNTszU6lUrr766q9+7e9u/N9//unr//Qd73jb3r3/KEkCYk7P8/7H/7jQ9712szk6OiSIjCfzLKbiT16kEFNyuypMEF+HSyXoHKVSadmyZaDo8Ply/mrz1ZKFXeNH+XRg6iLEoqWDp73xzpd8IhwFQHZoZzlFgHx2H7Cbf5D5GiYiQDpsqiiSu7Mw31zrYElpNBqMMV3Xm81mKpXSdR2pGUSbiN/C4XAwGACvplYtH3Y/qlarkiQhEO1rrfRHf/RB+W8oNHddV9d1wzDC4XClUjEMw2fziRDajAFAsSJD1mN+yzlUzoLyfwDuyJQLgmB2OkQAwA7n+36hUAiHw8lkEv47vEU8UBTPi+BzRcSigaAv9j9e9o42Ev54WNdNE9wGz/OSySSpDSiKTJVudEG1Wq1qtUqiKLIsQ4jXE+Yxn2ma2I0o//0ab0cU8RaS+EUKilqpSEiBxOzw+dDDgf5DNBrFW0glBhsqcDMwNOXU+RsqMOZ3y9b83kycUdZtq/K7CgmwHgQgyGazAKPYeudVOLh6N88pJ/IrjoS26tetVJzwAW1vzBZcHN5Ainc4OkIRiYdZBF8g8Yb4Bz1wPEGWkpG4FIoiCUJQkiQYWmGW0py0LQsEcdZlwGMuYao4jjM0NITnC6ZCjUYjFoshcKLJieNJJBL8kdB38aWq48vR9qR7eUzZ889UKgWyciQSQb45mUyivxZz27Zt0RNlWfKZKzLmC77gu0wQPNeTfVESBEVh7UZDEORgMGTbtiQqTBB8z3FsTwkGXFfodDqqJKtqIJFM1mq1bDb9yU9+8stf/vLnP//53/+ffxQMBFqtjsA83/M2nXbq+rXrWkYVM1ySJOaJ/MXnO2VxswDBoXWI2UsqgaCLoN93ZmYGwkcTExODg4OUkiDtQrQckLQiylnUWnOs3c+8WRupJC2cqIcNjDEBYHePc6c5v1gzT8+DQOFEz4spDKDIX5Ik0zSRHSD4DuYPccBwL8BKRyIjFAq2FQVxFPLx1HvTarVGRkaOj/PTH/3RH31Q/msySGkhHo9DHrHVNn3fz2QykC9AAhWwEtsMGcULhyOhghaCBDM+XwuF+J0eu5RlWfAcSaVSyEQC92Mvp3ynbdvwqJO7A/LIIG+0Wi3sFmA0zuuodPcwMkZpNpvoT8IxgG0CV064wCiKUq/XUXMHZwOO6EpApe3cMIxaow4tZ/B3oQuGrYhnpFCinS3QfCTlFsIHqVSqUqmUSqVSqQTH9Xa7PTc3V6lUSMpQURTTNEVBANprt9tABrgvpG8A4yFFVUkAEZEV8vc4a9j1gWuuKornecAciqK02+2xsbFQKAQeQqc7GGNBTUOWnd/p6Ux79Bb53NsbXIY+MnH8+D4QUxrdvYZhEAQHcuphyODEYczeaDR4fOM6DuIE8qBBuEXRgqIoKB89/fOfY3YVCoVkMkl8ErwXWnvUqM04oST2BvbXUkiGGoLv+/V6HVEu1gfMPdd1fFFkvs88X3CY6EuixESfMc8JqL5j1JMBSZademVWCkU9y7McW5LVsB5uGW1ZUgVJdF3bNJ1AILBs2bJKpeILzh/90R9985t3/uX/vjGRGhgZXq4oqiRJ559/niixgCLDklOWFNt9zSmzJ40NSK1pWqVSAREoGo2iSQPSTHy2GzngWq0GqX6sDLZta5oG3In5gKZ2dFXy1kI8XfBk3xRSfDqpjx59PiJMCm/wM/8g8B7SNMmj0Wg+n0e9hQyMUTJCram/KfdHf/RB+W/oQLoOmrXBYBC23tEYA4qF1gdgK+EtgL95tNFdeuf3AGJlIDHpup1Op2NZ8MFBCpMqm4yxUCiEdAuwtaIoyURCEAQocBFFcl5DwLLYof18IC9CPATcUCh2A50jQ9ZsNqneijq1ZVn1er0nK0+AhtJsmqZB+wI7jSzLiUQiEAjIikKMFF5qnY6KT03xaUV2qBwevUaSpIGBgWQy2Wg04K3tOA7c0SmSwaWwbJt1VTsWNpwheV+tVt0utxu0VHBhASBYV2kR55vP56vVKtK0oVBoZGSEZ2KgaxC7KXTRm80mIgQSd8duCkRCqotvcI68B/qwrnjFCcH3dMFJlRlq0HhqyMAF4YooCu22CfeWUEjDY4XSAQ6PFDbBzAY3CTcFDo6OY3uet2rVqsnJSQC7vXv35nI5UHEoiRuPxwH+AHcoYH4jXQ8x5QKBQCwWKxaUSjreAAAgAElEQVSLCOrC4TDJJs4TYCTB9V2ZCZLgyZ4n+a7keJ5tdlrVSrPieyZjnu87IS1o2iOReCKoKY7nW0ZdFWXXc0RxnsfleZ4eDgc1zfU6qqp5nlev13xfGMwO2Ja5Z8+eoVz62j+5hnny6Ohos9nodCxZ0npAOVWK8JDWarXp6WkED5lMhrxgSd8GhcFQKDQ8PAzT+3a73Wq1ms3mwMAAbjQxiMCKrlarZLWz8ME/2QN6PpiZJzVCw/qpqioEW8lOizRqqEjFumqeWB88z5NEFo1G8cgg/oejgizLZNrwJoqr9kd/9EcflL9pA7m6aDSKdKmmaZZl+b6XzWZnZmZqtRq2WL7636OqcUgauEthpD6hkK5HolG7iyZ7lN2azSZ9L7axAwcO8MIOAPHAQKxLxiBJbBC+YbwH6q0gCM1mM5/Pp9Np1E9jsRi6GCuVCtZ9VVV1XUciH8HAfH+e61I5FVAjlUoRF7zHpLMnH8z3QvXAxCMgSEpuIbWWyWTS6XSz2ex0Ovl8HiEBEXkhcVAsFtEshXQszqinQh0Al1cUwZsHkoafCKA2sMXk5GQwEEDmLxaLZTKZHnYH3zKohUJoEoD+hmEYAO54DRA5ihhvepDJup6IJwTok8IG+DzhsI47AoFLzCVVVWVZ8jwf9R+EoJFIZL7u1GpROIRZHYlEwONHFrY728VGo4Wbpev6qlWr9u/fD5h18ODB8fFx4iTEYjFwWkDEAu4HgucNTd+AS00pUlTVhoeHe0JcWZZdFvIchwm26JuKYPh2u92qlOZmJg8eeOqJp+v1ligpkqRk0gOnbj0rkx3QI7GB4VHPcRRFNl3P9xzXF0gpXJblgKxIUmnvnv3BYKDZrE1M7rMsyzTbjz720yuv+r1EIhbWo41Go9k0EvEQPyvwEGEtwgMyMzODesWKFSvoyNEy2yUjKXi6Ifhomubc3FwoFKpWq4lEAs2LPEsKqwrKHQs1Ut+Y9Zwy9+ykaR8RgdCyLEmSWq1WKBSC/g9WS55/SI/Sa1qu8muqnSg54pJSSLmYS1d/9Ed/9EH5r/nAGppIJFzXLZfL6PWUZLXdbuu6jpxQLBYjWZKeNqaFiz4xsEmDjDwR+aQy3gV4USwW8dWhUCibzYKMYRgGNUqOjo5i+0d2EAwQJOqq1SpaJD3PK5VKWN9VVa1Wq9h9If/MGINkNb69XC5Dcg6MdqB27BhEkqGUDy+yzg5tpqRdh/Kyh5ViWJh55T+N10VBYjsQCITDYeiLNxqNfD7v+76u65VKBccMaXaooxBflmTXDdOsVqtk1YkT9DyvWCzm8/lYLKbrOuIcRVHK5XIkEkmn061WC0CWdBv4W+Z1CaPAo3ZXgoZ1aUUg9x8he/2GgXKK2ZaIh3oCUapbYB7CRDYYDAYCKvxVQazHn8BEh9I5bIB834+Ew7quM8YASCC2g6YLSRKoHoKJjcLFgQMHotFoqVSyLCuRiLmuXy6XUcFQup0QKGqxo9ZHP7GgHKgUBI9QKMTTOfDgKJLkeDYTfEHwfM+u///svXmYJWV5Nv7WXnXq7Evv3bMxA7OBIJtEQRgEFxA18KlRwZj8PiUqiF6JMUSNhMSQxPApagTCKKIBYiKaD+N3KbKFfZsZZgNmepZeprvPvtSpOrX//rinH2tOz4yDw4wmOe/FxdVz+vQ5tbz1vvfzPPdz363y9NTeyb27f/AvPxweWa6nBwVZtx32ws6ZDVtvu/y9vze6eIkgCIlMngUeF/KMEzjGzSuBSEEQMi/UY4nBwUH441TKRUz73znn7FqtEo/HeJ4fHhodHx+P68muHt8gUkQqFotQOG2326qqGoaB9glqdY1WHuhxyOVy5XI5mUxS+EdxKWx3EOQfVJ7ouM1/FjGgPUa4PGqRizqSZVmIG7uc1KIRAoSDOCbhmiOxQiKttMX0cuS90Rs9UP4/dFCOE7p7c3NzpVJJklVU6qGr0LXcRyHLQi05Nt9HFVXPjbKrCb9CR4LjuL6+PkmSisXi3NycLEnIAcPeIpfL5fN5LNzRkAAf0mw2q9UqhPyGhoaq1Wq1Wq3X66ihIw0DBxnS4cb2MDAwkEgkIGqRTCZjMa1eb3Rsu6vFDYwXSs+TgmFXOxRlxQ61dR1+EyWNSJQFaCsFhxvwCyn8VCrV398PM3AItlByOhonBEFgtNtBEKA4wPM8Ggcha9BqtWAeGYvFWq3WokWLYAYOO3rSqYyqYTLGPMeBiiLxQ8C0RqUFIQR0Krpij+O2v3Ypox99rxgh+wNlv/f/oKpqMpkMgsCyOkhXI1xBXOe6Lp4daHpgeiiqAooRDgyzGn0RyCBimsGIx7ZtJNExjVutlml2cPsoNSsIQjqdglLHUYquHA0sQ1eD67qTk5N4uKjdOQiCMGhxnCfxIfO8Wr254+W9Lzz/7EMPPfL+Kz98+hvO46UYL+tuwFXrjW3/7/Y7v337O991+co1J8uqJgYhr+gBF4qi4Huhz0KO4zmRF3kum81efPHFN998cy6b9jxXkoRYLHX++eeFgddsNtPptO+HiUQKmQWaCdQGABHSarWKVxDc4l7T/1nEqAFZBsaYLMuDg4OO4yCLAVERknJnjKE/fmEV8biNaMqDKifH6NaTTydiwjAMU6lUV3a8azVAB3nHCoMgwGVH0gRU/oX59d7ojd7ogfL/WSOY199gjEFQttlslis1aOQVCoW5ublGo4Fy+UKen88iyWB0UPEcsc1DxkLG/MCXIpq4LKJeB+0CrOaapnU6HZj1aJqGtJPv+8jgUkGcNA1oxUemVhCEfD6fzWbr9frU1BQp7IJLjWw91A+BPklwV5blIAhNyyKuAjFSoo73+DrsHIfKhS/Mgi/03+56G/WcAYWzeT4lm+fsIjOKVPTQokW6ru/bty+dTicSCYjYdGXjOI7jBSGZTDLGwM/BXYaUhyzLUN2GT1BMAze3SXIK0ewgCasFQYC+XUpr0a6MvGAul2s0Grqud1UVFnqIHmeAfvQfQqnWeUYWQzsyChFgGAN9giOLqYjLPt+nIc8zoIJWs4V+ANxclBfgAQRoi0jM8310KwKdA4tXKhXKR1IByradrpt1fJLl0RgAbSFk+U5KlPu7DkJD4ANREDuWMzdb3fzijocfev79H/jYuedfpGVzsVTW9HzbD9KLxk6QLvHC8K47v/3/Xf2JgBcWLzuJYywIAt93BF7ied73A57nPS8Mw+D3fu/3PM+75+7vCwI3MNB/6aWXDg0NaZrWajY1TQ8ClkqlqtUyOrDpDqIHHe3dUJSq1WojIyOQ69kvyS8IUUkcYkiD0GLb9sjIiGVZU1NTMMWMok+Q6Cgf0WWkdXxAeVfJ6NhNAMScSCXgRV3XQRxfaF9FC53jOL7npNNppMkRT2KBQjzT25R7ozd6oPx/dKa86+dMJpPOZCzL3rVrF/RYpqenE4kEuMuiKEJBDPlvnnHA3/NLNWNhuGBZ5bq6jhaKcyE7TmVfoENRktrtdqlc7uvroz8PsPmFoSSKpmXxghCEIcfzjON4nu/YdhCG+UKBWBYQaOvr74cTJ1FvQ8Yg9ShKguN4XRoybIHRTLRLjB1ZSfrwqt5de2fUmQ//FEVxYmICOEzX9aVLlwqCMDM7yzhOUVXbcaADQ1cwGmihAWtwcHB8fByZ9UKhAOd5KFEC2BmGMTE5+SsPHmEStBGiDQbI8vq+Pz09HYbh+Pg41BhkWQY0gaICGB1kqATSRUzT2IHerjhxpJnxA4j+R7hPkx8KMs1RreVfG99EYwwAMsfxFEVWVdm23VqtRrorZL4IGhIgO+hVkiSlUkmOY9Vqy/W8kDGUPnhB6Ni27vuiJPlBwDhOEEUfPA1BcGyb57iYplUrleHh4d27d3csS5YknuN8zxN43vc8PmLmgniJBOm7EvwLL0WUZk2UMLQtRluxD4rworEKogt8nW3b8Xicaju4erbY0sITQktjlQe8qWf+8yc/vfT9f7jqbW+eFZXN9z+ruBXHmVF1PRTyF5x7ypor/uilsvzAv/7fP/roO5vFSnLRRcwtBFLTF9qyJ2i+7nEWz8u+zxRZ/oOPfOScN7zBtm04ic7MzCQScrNphIFnd1xMzr6+PrR3t9vtRqPR6XTA2komk51OB0QUXddlScLC5Xse7p0kioyxMAi4+YcX9Db4/s7NzmbS6Uql0qjX0+k0Nx+ZsDCUJUmYfyp/vXz5wgaeg8aZB8XcCAhJO7XLcPS1gvugrECM6OWXX0ZNdcmSJaCVL8TiXU63AS9qMd3qOKZlM04QBD4IAsYJjBNwvWzHk2Wx66yRUF84IXv6ib3RG8d/CH/xF3/RuwrHMdEIjQ6xVqslk0lRFJGlA28S+Qys+MciSIja3wDetVotMuhBygpZRmSCgYegyIaWrGQymU6nU6lUJpPJ5XLZbJZaEsGrQRIdaWPGOMMw/CMGf8cov7XQm318fBzaebqug/MNIiay4ERgWLjpggIBNAwBacYYMnyapqHEDKV2aEESOzk6kLKl31LYANo0DcoNgz9NMgtAxplMJh6PU3cpsDLiJZhVgezRRQSi83pVey1BGbRgggH1mt9TaH3attPpdKh9+VDHg0sBkBqGDE2c1EKA+BZyEwsLLIS2G40GqCyVSgXmXJjwkIT3fT8W09BsSo4/UfC0UIWmC+1h5sNGVFEUVVVUVSN5fpppB0VmFEY2m81CoQDPoKghfBiGTAg4nwleq1Ya/9btt7/uDW96y7suS2TThXTfzi3b06kYY6GmpxU1vmbNCkGRF48s37J5+/TsrpUrRzS1EAr5QHAZ3xECgQuVkHd9PyT18f7+/qGhIbSRNJtNcNVwAJZlZbPZdrs9OzuLyUa9KBAGRUwOH0pS5cdJHWplw69wB6vVKuobUOZm85ZkkNPhjmJtjEoqHTS2p6z8QQ28UEVEEfJYrGm0CE9NTUGR3fO84eFhKDIdKpYjLg10P4MggNVUtFWp3W67roeL7PuB0Wqiv4jNt/hHlebZIVTbezLnvdEbvUz5f7fBcUwQeGh0DAwMoLGsXq+D0Eya5cfiq6MSZrQtFQoFCGaj+xOJSRjIQ5AL4CCVSpGmOBA8uQjRqh09bEEQNE2xbdc0zd+gOG5XtRc/gP6OcjBI4YqigLSNAjE2XdrVugIbEouUJCmbzVYqlWazCYaJruvxeJzjOCg0HwbgRisbwDoAMcREAqccWjHkZAlkBrvHarWq6/rQ0BDwPWS29xPWGYMZpK7r4Bh0OaREtTVfVTiHcOvYCThALScaSh30i6LymtQ4GMUoB0W60XMHNQi3Dz2Is7OzS5YsgRSdYRjJZLJj28ViSdM0Xdc1TQ1DBuUQdOLS1WYRXyRSciSuheu6aOFF7j8Wi2WzGcdxG40GHvboCVIHLQI/UG5M04SfUdSjZ//Z+UmJN0Spsq841eISr3vzeVpK7k9nJaauWD68ffv2yemp15186qrVK2N6Iu4W9Wz/KW/5X/ff/TcXVcqD+aol+yHHOMYCjjFO4OZdV3H1EIABZ2cymYmJCVTbkEqArGQsFoPoXjweHxgYwGRut9vlctkwjDAMOcYs06zX68PDwxBpPdTMoSgFve+5XM73/ZmZGTTkoMIASZajSkFF/JvYgV0rUdeqg4JORVFwsmgpPkbrFc/zExMTiPlhdEqdr10CABTGoHMpHo/DBgGmEFR243ke3RewbMMKk4jHEDshUhIEYWBgIJfLsUP3Mv3KymRv9EZv9ED5f8nheYFhGIVCAezYRCKBHCFcM0AV6PJufG3Txmye2wDwB3JLtOcSucZardZutyVJwjbJ5t3vSEc8ymJnERWFebVB9lsiiBvNFkf7qEDcBPcGqdmoS/ZBU3q4O9BXAbKvVqvxeBz/RwxDJu2HQh5d0DyqPE15L+jEwYg0l8tByLzVakHdrFAoMMaazebExEQ8Hk+lUmDz79cw5jjk2KghkgTUSVoE8Jc/sngpyuuNNtsduwjq8IzhaN8t6S4TM6crpdd1tAhgcM1TqRT6AWDhWSqVTjjhBPTXkh6fZVkAx+BJI2YDVqa4ixwZiU0Eh1okxXme63T2S22C3YuQAAcfDVm7rirP85VKBY2eyWQySlrANzquFIotjut0PNsTNCGWlBQ1dCxRjr3xDWfXjerJp59stswTTzzBCzoxUUgm0kxLtz2+02qLvsW4gIX76SAhxzDdAX+jGikUiDLGcDyowEiSBIGm5cuXw7cY0aOmaSMjI81ms1ardWxbU1U0V6D78PAhOtaWeDyOP4cwZTqdPiA9fFRrrxedFVEgzg60Vj0ofYUds05f+lKoYPE8j2mJtXdhdSsatSIWQhDYarWAyLtIUFALJTst33OQhsBtdV13YmKi0WjkcjnI4EbNdxc+fT1c3hu90QPl/00GoKpt27BzR7YslUrBsQ9o4FB6I6/Vuh9NKCIhR7lzCglwGCRcSLtC1OAw2nRFmxllX9A6FpX6/k3BcbaAS4oEeSwWy+VyrusCKhG8w9vQiLbwA3GJSK8N5nmlUgnQDUrMyLUfNBF4ALyYl5WIbrRknwTxSoAS+CsBnddqtXK5LMsypk2j0Wi327quwzeRKCvI54GZA846gCDgJs/z/BFXMKJV8mNX91hoWn6Y44neGkkS4vE4aRcin03ztuujCMdDChNu9s1mU1VVx3FmZ2fBFUHEAnIROijQRIFuS6i+AD/F43F8C6T9EU3puub7QEuK43jgW+9X7zGMeDyeTCZ4nq/VagvlhoCJ8XBVKhWUzjAzo9IljDHOl2VZDxyB8czo2LwQE3hFFkTGc41GKxSDoaX9m57bFPLMD5gkyYHv8vz+ZmKeMcYwRfmQYyFjAgtIqYYsfgDa4IaLCYBsazKVMk1zdHQU+kLo5qQjh5Z8KpVq1Otzc3Oqqlar1eHh4cPcViw++ApVVVutVqvVSiaTpmlms9nowRwNfYV0eIjyEdX3jK6Nh5p11OHwmq/MbJ6lA7WlTqeDcgHFmV0PI5VlBEFAUyx8GLpqmPgn0j1UhhJ4RmRFaig3TRMeDvl8PgzDRqOBy4726x4W743e6IHy/4bD9wPiJ2CvRS6z2WwCJiJTeyw45V2ZSKywULEghi5ZeKLfFFwF8FW6RPEYY9DejubLows3dgtS0v0NDgLEgFYzMzMAH4ARaNYkb3aCcYc67C4VDqjmwbAG7uKHQvOHyr4TEGfz/E5MAGylYBLjwiKE6+vrE0URjqHZbBZYECwatNumkkkQ/UG9sG271WrhA0lgB+/0j+zWRL0Dj50a40HLCIcpOERznKCgQMKcpCcpaDwAV0VIwyB8B0EwOTkJPtLc3BySjtEPp5YJ0KN930fSkYheHMfCkCmKAiVNQRBMswOZS9hsgeuCowKUV1UZlTGiItBTRmIa8LnEiBo2/dJBkxMCT+XChKZrHHOMSrMz4NiCKPDe5m07lq5YbljVvuH8sxs3rlyzKrBdo1p3mrNpTYjrKSYoHAu4kAWM50OeYz4fMtM0iUBPuuOu66qqOjg4WCwWMdsxRROJBNVn8OzQwSPRjscBfRSAjEiWR52zFi5QWDeSySQk0rE0gbu1PzVwFHMM9TEK28gzAWd6+F4LnDXEXo/F/MfnF4tF2D4gTUDOQXSJon0LFNsDux+U9IXfgh0HFB6GoR+Enu+LohjTVQica7G4KCm1Wm1mttix3SAI4DihKlI+n0cpqQfKe6M3eqD8v9sQBB5m0eiy13UdfYGqqpqmiU3iKHmTh4FWC+uzOAzso0SbQVYP22oUKFATGGW2uvbUaFH4NyUnfKhzB8oBTci2bbIEggcNdUbSCR704AGdQeIERJZludFoQCQBNO6+vr4uz8uF1MwuJnGUuwL0jI0ffHeCO5Qzy2azCANKpRKwIGmx27ZttFqQqId6OnTTK5UKODZoZwR95QiTjtGK/7G7odFwbuGLC4+HMUba5IisRJFH+xoBuIPCMlKcRHEjnU632+1ms8kYU1V1amoKajzEkKF4JlrIQsocEwYvCoKgqorn+RBzBNS2LAtPFuEnUGJAOchm02HIfD/odDqWZSEeJi/PdrtdKBSAqPbrGs1XtPaHJYwZbT+pZVOZtMzMfbt3nLR0RZiSOh5neWzPhs3Pb3r4wgsuyqUWeZxkWZ7G7OnN/5lRvFgy48oJxhjjgpAJAceLXMBChjCV6iF4/DFboEoOZcNMJlOuVJYsWUKrFjhdRHiglgwgS9d1JUmamppatGiRpmkHvS/E5EHNQVVVdESg0xSviKJoWZYg/vp7Vr1eB7UabCJVVVVVRREgGoYdlKCFK4MI+bVNmlBeA4mDWCxWKpX6+/tRTaW+0q4IE4EToj7btlVVjcfjeK5x8ekgsVhRQoGbVxbavwhwHN7A83w2mzVNEz2mQ0NDjLE9u8dBnVooxdgbvdEbxwQl9tRXjucIQtZsNonnRxVbrPWmaWLDjqpQv4ZyvAf9ENqN6FsoyY34AXbNCzH9oQATYywWi+m61m6bCzXgfo0da6EUACXnkPjZn/6JaMgQosL2Y5omsoDpdFpRFNA/0E1FXJQuFsHhS+0EpsFHJ8jV6XQajQZoJzh32syiVHXs69GtvetLgyBotVqgAXSpPeAHVVXT6TQ8SmEyQo1fqG+YplmtVk3TBJ0gHo8DhpqmCb0df/4qsQN5PtGkPrkGQhkQ4vSvFQSnydYV79FsBN5FyAQ5FGJW0F2GGCWsNz3Px5vRkEcyzwQWgafJmQUoECLx+XzeMAwo+sMBNxoFReVQkLsNw1CWpTBklmUZhmGapud5ltWBGgnlxaP8majVDlS9TdOybUeWZVmWeF4gYhj+KgzD6elp4C3KldKdCoJAZAEv8l7IOFZT/OoTD/wioaWT2ZGGz++dnhQ4bunIMt/l2m1TT+bqpeKjP/ru5LM//b3ffWt69AQxd2LIJMZCnwtZyATf5xkLOb4rC0vmvjMzMyBCgE8/ODQECNhFd8Z9oVNgHCfwPLRxXNeFtRag/8K/wr3GFUCnrG3bhmHgOaJAFygfYQzmJDuYsw+LuOq4rlur1WZnZ9Ffi+UCAi84O3ROV6vVZrNpGAa+lIJhhEmMMRy/pmkkkLVwMTy8ZFB0GlBeg0J90Jk6nQ68zDBRKVzvMk4iCSAIBIGYFItpgiA4jrtQGDcazkUZjNESKOqfiUQCCgRBEJhmG/JBXXM4PHB0Te+eUVFv9EYvU/5fZmQymdnZWXTKozqMvn4kh1zXRd4uk8moqkpI7ritcYTSsH2ieYj6zA6/8XS9ASDjKLNKUdsdQoqAaLVajSD1QYUX0Y6G/JOqqlAQV1W1v78fbF00Rb0qnnR0X8TxLFq0yHEc0zSbzSaQNPaker1O4s2JRCKXyxH07Gov69rdkZI0DKOvr49INQfNLyYSCcg4Qsoa+LLVbOKyw2umXC5blpVMJgcHB+GUCVzi4f/zqV9SSwTwIiVHYFPAfeIzHH0LL10H1GcAPaliAKI/ZPtxAamtk7rTonwDpMa70M/g4GCj0Wi1Wng9FoslEglFlhHAYG7g00RRzGaztm2XSqV0Or1v375YLNbX3w/aCaYQwlQEBshNdgWogHrsVwnns4jyHZWVcPzZbMayOs1mE6ll5IaheQ/3KLLBQuLTdquiqti+oycKp69dkVf4737776dm2+f/ryvOPG2FHGqZWMboND2+OjUzfsctX+OmNn7qqkvUvlyQHLCkjGw7AgtCTuaEUGYeHyp24OFBI6gtCAJqLMggDA4OqqpaLBZxYFFIR8kFNk8VcxzHdRyodgLphmE4MzODG4r0v2EYtVoNHmT+/MAFoZxFrVYTBAFfingmyjEj5wGsn+B+IB7AF3U6nT179nAcB4tQ/DmWX9M0bdtOpVJ4J1FBXNdFXzVC38HBQTzp8XgcBY1kMgluEopmVDChgzlUKWC+38Yn+2Roy+CHVquFT+vv70ccEqVgdSkIQUI3Ho8jz23bDgJyYltRG8OrelS7XNsymQziscHBQSQdVFXF/6Mfi7uGB5Oc2np7fW/0Rg+U/7YPnmdUSSQMYVkWkTXR7tlqtVAXht4FO4R07jEa2F9FUZRl2TRNaCNGceSRLOt449GLFUT7sSiBqihKtVqluIUwazR5gysMYBePx/FO7HDxeLxUKgGUQ5zkyInvC61eULhPJpOpVMpxnEqlAlNP6KKEYWgYBrguoGYCPmIDwy2mzCghNmobJah30BElvcAEMQzDwYGBWq02PT1dr9dVVdU0LZFI1Ov1vXv3xmKxVCoFEguhQoBdQskALpZlAcgCPEUBUPRojzJTTgok4BSBMYV0ZiKRGBgYIHRI2jLEqYjqq0iSlMmkw5DV63UIXDYaDfizDg0NIbA0TdMwDFmSAGVwpkBgYAqB5M1xXDqdrlar6UyGZhT4ANHIMDo5yTaLzWt0HHQ6RQtN0XQpPAEURVGULKAhm++ihjKppmmUtscxg7muxRJNqyrHFK6lqYp+6utOcBzpznv/pWpX3nbpG+P8kKs4Hac0V9v8f39yv1mc/N+XvzOV1V0lnigMVzym8IwLfOaFPvNdPwgDTpD3d2YDYzmOU6/Xq9UqrkxfX18ikdA0DVUIFBOiHd6MMZQssJTt73+t1TDrRFGsVqu+7+/Zs0eWZRIyRw8AWiDIhxiYHnKQruvi+cUHorWU+qFx5REmlUolCkeV+fbEVqslSRIeeUzp4eFhqJog8CuXyxD2ZhFpqVgsNjAwYNt2uVyWJCmfz+N2UIdG1GIzKksFItlBkwv0EAnzA4QlnDJxrqjdFm8g0+Xo6orLjmvYbDbR5Qw2HeWqu1Tzj7COGhWiAcIeGhqam5uDXTEmIeXRqZSEs0P4eoSJm97ojd7ogfLfilGr1SCXRtRhrGiwpIGwdyaTKRaLrVYrm80CExw3te/o0gxQTq2fJFlwGExGxNkwZK/JMRPNgLYi4GDHcTKZDKXSFzYgElSl/CXRW8l/9Nfwac7Rwe0AACAASURBVFq42WiaBjI3tqVCoQDViGazCfV3uHVOT0+jsxB7LbLO1DZKezP2eJzdoa42HQNpZVCpnTHWcV2YKRaLRSTvCd5BaU5V1Ww2m06nxfkE87zRPYe6DeTSLMsCM0QURXSRYjayQ5BuX23UR5MfrWYASY7jxGIxGM0CCkfJryQZhOwgENg82Zo5jgtTeiRiW60W5gYQJHzLzXYbQSYSq4BiZFOqKEqtVkulUsVisd1uUxAFqEFln2jRpotj1pVoPNSTFaUqRbT/GbmW4rugpA4vJJQU8DwiUS1wPi/ZKSHpe3I8PTqz54nTT1s2OrJ6/b3/9rXN9xfSK5Qwb9vFfXPPDQ8P/OnHPpJT+XJ1bmzliTU7FMRQYFwYMj7wGfMDJnCc5DhmtMuz0+kgW4y7AMF1RLmmZdHBA4ziyNGaiauNp8wyzVqtZhgGrn8+n4eKeb1eh2wImpLRRwu8izsCQSHQVND4CC4WyV+yiEI8gk9IeuO3pmliDiMAmJ2dTSQS6XQa/akIG/ArSJfg/lK5yTRN2AIgNU51AMRvlmXBkQAsOMoL0CJwqKWMymvkSkGCV1SYAhsqlUrRTaeAMGqKDEI82iqIpwd0ziLiUUeufxWlptByCqGhTCbz0ksvDQ8PDw0N7dmzBwsIUgb7p6Ig4Lkji6hjoVXQG73xP2H0OOXHdbiuPzMzQ3RMLKaKooBKHk2zIY1EiZPjRl/pqsgjh5RKpaLr7GGOhNZ0ZFjRRfqapFSjPGzTNKGSAYhAPXBdoBwpK8qwko4YUnrYsRKJxNEgcsZYu93GTaREEYinyWQyl8vBNhXQvNVqgRcU1biIHj+goeM4ruum0+muhq2DJl8pRUd9CJhFSOZBSAT5wng8DoY6RACRC6d8Lf6cZCiQjsWf1Gq1YrEYhmGhUKCS+lEGWnTYrusickA8AKdSuiB4TJCQQ0ZcVdVUKqlpqiwrmqbFYjEkknleiM5b9PXuZzIwBjilKEoqmWSMoRSAM+10OpD7wNVuNptI2bqeB+1nEsM5zFlHsfihHtWuTGT0zfNAVkF0B+IBrk+j0XAcZ3JyEliQeG48z4eBIMtCo9WwWrzvdlTR7hhzKSU4bfXSmMZLjDHXWDKSePM5J116wTmC0bD9QOxbzOUWhUra9/ygY7kd07JahmnUW5bR7NhOG83QUMerVquQ54PKeD6fJxtUMjeICmxXq1WUZYCz91ODBAFQmDHWarWwpoHQlU6nJUkCs4UKJpAbchwHCWBo1wDswj9IEIR0Op3NZnO5HIJPkq3EJcKlA1tJEAS0AhcKhaGhIZr/mAyYV3A1wmqAv8IkBG0D4WI2m8XSQZMWnxAtlWCtxosL7z7wK9X0ot66RBxvt9v4ZDwLXTqYVLBCDTORSCBCQDY9Wi3s+vAjjJ8Xrp+MsTDYrx+qKEqlUimXy9VqdWJiAg0txMTDcByHyDM9UN4bvfFrYp5j5IbQGwcds3OlWq2Wy+XI+Y8Wza5uSxCLIeOAPNDx5JQDMnqeNzk5adv22NgYbOGoJHqYdCA2qmw2K4pCuVw5egzHIroBaFV0HAfCFOQ+fSjtvIUixPhhamrKcRxd1/v7+19tRn9h7ymRK9iBDQAkolKv15F7Q74tlUpBLY5oD2SjCFQERYgob+eg15BS6dErwB/YEIbPtyyrWq2CufvLdF0QgIcK+A4cEM2Aghy8Z8+eMAxBXUin0yQPcjSBFnr1wOkHeZpK4dGTJWYRkppw3kGgiPgBswuygZ2ODU4/MpHFYjGfzwOEoTohSRKbvzLVahX3As2gCH1lWa5UKrVaLZvNtgwDLpVkJKSqKroDoypD0RpOtGn1yCcSPiqXy0mSVKvVKPPKGGs2m5AKCcMQGjuIQvv6+nRd9z01CNoiz0I/JvpNv/VCZ/bxmFPkfc2S+hxeZhwnOh2FubzX0Tyuro+1B0+z4v2c72lBIPGKzIUCH/iy6AlJMVAct9psNsvlcqfTgf46LIEkSapWq4lEAj2amUxGj8fJYha3Eu2J0WiT4zh+vvVibm4OFULkmNG5CxSOjyXqBRKulmXhkQFWBoWPoCfFbBTa4Q2kxt1qtR5+5JHVq1eDCQ3KVpdDUJTd0dVVj/fs27evXC7jlF3XXblyJZtv3sUqlM1mSbkca1G1Wp2dncU7uwY1Y4BEXqvVarXa8uXLSQMXef3JyclYLGYYRjabLRQKlCOPPs6QOuV5zjDaqKx2KazTwkj0tiNf+dmB4qQCz6iHpNFoTE9Po0gVj8fXrl1L7ME9e/bEYjH4UtP60GOw9EZv9DLlv+3DNNvVSjmTSfMccxxblpXoOhg14sGWjw7LRqMBaA4QcywMLBZiWVEUwV5gjMGhMKqlHdVJjKYJEWYgVanrMZ7fDyPYgS3/tDsSfQJddwv3CdQT8C3tdtuyLFhadrF7DzoA2tiBcntQJpmZmYGlDrDOr1FMWJheijKGo6+gRB6LxZD8g4ri7OwsJd4gdNNqtZrNJlyBgPyORNJhockf/sEOfF2UpGQymclkEskkcCrsWhHs1ev1ubm5druNgjWJ0+FXxWKRODm4BWhNI9AcAQS87weMcTwv8LzAGIcbTmKPjHG+H5RKRRDxdV3XdR2AuOss6FxQPSgUcmHI2u02ktwk1oFeVcuy2m0T3AmaWoiCSOUdP/hBIEmS5/umaRYKBVEUk8mkHo/jUgiiqKiqaZq24/A8n8vl4vE4GMngUiMewDO4UBD6oCrR7NB2SBQ0ohoAORfTNCVR5BgzWq1OpzM4MKDHYvlcTuB5WZabzWYQBL7nxeNxh0+FYSDxriiYvsApar/vpFvVUOGCMDQ55oeeq4iCZzu2qFTVvviik9J9g5Ig63pWUJKaFpcUzQ8FWdIljm8ZrZnZifHxnV/+8l///Oc/S6WShUJeVRXf977znW+vX3/Hj350X6NRP/PMM5LJhN2xZmf2mWZb12OappbLpaGhQUkUfM8VeE7gOUHg9ZhmWdbs7BzIKtls1vO8vr4+SIj6vt/f3z84OAiWSzIZ9zxXVRXPc8MwsCwzmUxksxkcwMBAfz6f4zjG85woyal0Wtd1SZZh9qnH46IoqpomiqKsKIlEwrSsxx577Nxzzx0eHgaExRwjZgU0HEHIgaAQ1JmI8uF5XqFQQAq/v7//1ltvXbJ48dzcXL1et0wTMiyqoqDqglspCsLDDz+8fv36Sy55OwsDUeAlUZBlye5Ymqp4rvPUk09MTU4sP2FZLKatv+OfHnrwF2+9+CIWBoCvosBLkqipSrlU7O8rFOdmC/kcz3OSKHCMUxUFU13TNI4xgecVWca5WKZJZ8fxoiTJnucnEknX9QRBxPMoywrPCxzHy7Li+0EY+JIo+r4f13WB5yGFjqCEhaEkimEYioIgS1IQ+NTRAYs0Xdc7nQ565TOZDBINt912m+/7K1asoBWeOPqUF+ilz3ujN3qg/LcQlJsoBaLmyPMC8nCHQn4o9RIFAlIbED9mx6z7k5AlWtCQxkOSkh1o9N3lD0p0SaS1NE31PB+bFmWUu3zsqd+RcB5lqqhrimiXoBygKn2E+XXQc/FpgP6WZc3MzCQSCfSuHdMIJ3rW6FHjOA5oGBSmmZkZ2IsiAQnFxmPhHkWlcAhso4MTOj8QXoRdS7VaBWcAd9BxnHK5jOAQYD2ZTEJ0ot1ugxgA9jCyiRzHo0Yf3Ykpcut0OoZhtNttRZHhfIlJ9Ssl7dF41+nYJJyy8M0LIyXALHJXjUYvoN6iL7brD+FliNfRnkivo5IAchGhf3xINO0anU5dsetBz45aV2VZwTz3PQ/SimhIxVeAE4Vbk81mY7GYF0pc4HKhzfiQ4yVZFlU+9MxqYFdEibl+wHMh7/t8GPiSHssMaJnBUIhzUixgIsfzgefwHJME0fe9cqWyb3aGF8KNGzc++eSTIH+//e1vX7JkyX333fev//qvJ5xwwtjY2GOPPbZq1aqxsTFZlufm5hBZPfLII77vo7YD0tr4+Pgzzzyzc+dOnB1kK5955plCoTAyMrJnz57Jycl6vQ66fKFQ8Dxv06aNL7/8smma/f39U1NTW7ZsCcNwYmKCMbZlyxbbtmdmZtrtdj6f5wVx06ZNmzdvBoENMke2be/Zs2fLli0oQOm6vmzZslwuJwiCpmlbt27duXNnPB4vFApgYANciqI4PT39/PPPW5a1dOlSLEHEQJuent61axeOYWJi4owzzsB937Fjx44dO2RZLhQK5XJ5ZmZmampq06ZN5XK5Vqu9/PLLZ511ZqvVajQazz//fKVSGRgY2Lx5cyKReOCBB9B7rarqK6+80mw2L7zwwu3bt7fbbZTOtmzZsmPHDhQQUNrKZDKO4xSLpXq9Dsuq2dlZVBtUVeY43jBak5NThUIBvcJhyObm5hzHefDBBzudDiUvLMt66aWXXnrpJSy5UE40DOOJJ56YmZkZHh7GNgR3pLm5uU6ns23bNk3TisU5VDA6nc6GDRuSySQW0mq1umPHDsdxUEB76qmn8vn87t27S6XS0NAQxPjRuo3wdWpqSpblQ7Hte6M3eoNGr9HzuI54PF6pVMDZ9X1fVg7JGEZ+AqVDSZKQZxUEAUIE1Cl4jBD5QgFa9ALSsVEO+6CKftQ+RZpcUcAdBTpdTjFR3WKCX7IsW5bVaDRAKT7ys4bxCkEoHABwJ0xJYM9+rGsOJHsHLF4sFkulEviX6ClctGgRlIBRdz5o0eAoBzlSYZNG16aqqhCKKZfLaEJNJBKe5xWLRZ7nM5kMrIsQFuq6bhgGaAbYXEH8rdfrIMCoqspY4Hl+VKx6ngPjE5bVNAUnG1XtOAxmJaE9ckU5TPwTvZULsvi/LJ5YloX8aFSYnxj8XX3DVAtCJyj6jEGCR5YXTGjgdaAQigNJ/fAwvdqgHwC5yrKsqWrbMEzTVFUVGWUcFfrqUqkUWm9nZmZSGUESwzDk3JAFQcAzQVVjen6w0d4r8TbvWQIn8X4gcGG1w/flhkUtVbP9kGchYyELXcd2A99zOpVKxbQ9SZJ0XXv66ac1TRsbG5uens7n8+C4j46OXn755eVyefv27Y1GY25uzvO8F1988ZVXXkG/JooS119/vSRJ69ev37Bhw/Dw8MzMzNvf/o516y7cuHHj+vXrlyxZ8vjjj3/zm9+cmpr6j//4D1EU6/X6unXr3vOe99xyyy3j4zuWLVv2yiuvfOxjHxsYGPjOd74Tj8fr9frll1/+5JNP+r6PGODuu+/+0Y9//NOf/nRkZOT222+/8MILr7vuurvvvnvDhg24X3/91399xx13aJp23XXX3Xjjjaeeeup999133333qapaqVQ+/elPn3rqqYj2BUH40Y9+9O1vf3t4eNg0zauuuupNb3qTYRi4xePj45/73OcguoLlKwiCUql0zz33tFqtdDr9yCOPXHPNNYIglMvlf/qnf7JtO5fLYRqUy2XG2Ne+9jVwOQqFwsaNGz/+8Y9v27atUqmMj4//+Z//OSbh+Pj4pz/96b//+78fGBhYv379j3/8Y1zMj3zkI6Ojo3/2Z3/2la98ZWBg4Lrrrlu1atUXv/hFVVV/8IMfMMbq9frNN98sCNzDDz8yOTm5ePFiWI0yxv7u726C7dT27dsHBwe/8IUvJBKJv/iLL+7Zs2fx4sWgyP/lDTe4rnv99dcjKt64cePVV18NoSee5x999NH7779/dHT0M5/5zCc+8Ym/+Zu/OemkkzZu3Hjbbbf96Z/+qaIoGzZseOqpp0RR/Na3vvXZz3724osvVhTle9/7XjqdnpycTKfT3/nOdx599NGdO3d+6lOfwvN1ww03XH311aeddloPA/RGb/RA+W/RALhBqgP+FIdqxIkaZzqOA5HdRqOBpBTZyx0LOdiFILWrRYnaE9mBRp5kfwhTHtf1yWA8qtJF/iBI3CLJClHILhoP/SG635LJJAQHjrx1KUqR53keFJF4PN5sNqECDuXyI5dE/DWuIR2t53mqqhYKBWiDtFotdJuBzw3q8KsVMjvSitg8IqSvQHNhIpEgbA1EginqeV6tVgNY1HW9Xq+TOSUxuaGSZlkWzJLgEcMiTWxotCXHe1mWkd2MSPT80qjoUFCborhfydjuumhR8hIltlGTsW0bRacuQxYcqud5YDJQqECaEriSAPQQ64AvFVhJwGTgbkUtwEi56KDHTM/4fjGZMGi1WjC6AqBHBM4YA+MCjZiVSkXiFSWfEiTJZWLocy7HJEGT0v2smHbdGYHjJM7hOCZwfCI3Kut5l1cZLwQ+b3u20WqbzWrHbIe+G/JcPJHUYomNG57ftm3biSee+LGPfezGG2+sVCqJROKjH/3oJz7xiYmJidtvv12SpMWLF2cymUajYZrmiy+++OUvf3nNmjW1Wu2GG274xS9+YRjG9u3b//iP/3jx4sXtdvvmm//Peee9+b777lu3bt0111xz3333bdu27YorrjjzzDNbrdY3v/nNoaGh73//+/V6/a677komk3v27PnGN77x3ve+F/LhN954Yzabvfjii1VV/YM/+IO3vvWtqVRq27Ztd999t+u6s7Ozn/jEJ1auXMnz/NKlS6+99lqe53/yk588+uijF1xwAaorO3fuvPXWW2+99dZFixZ973vfu+2227761a/CyxO/+sxnPvOmN71p27ZtX/rSl0488cT+/n7UIh566KFLL730Ax/4gCzLP//5z++66y5d1x966CFBED796U/ruv7oo48+8MADH/zgB9evX9/X13fNNdeYpvnFL34xlUr19fU98sgjq1atev/732/b9p133uk4TiqVOvnkk+Px+Lvf/W4sYtls9gc/+MENN9xw3nnnPfPMM3fdddddd92VyWQ+//nP33HHHV/4whdWrVo1PT0N8fLdu3ejRyKTyZxxxhlf+MIXJiYmlixZtHfv3je+8Y3grvi+zziuWCx+5StfGR4erlarX/ziF7/1rW+94x3vmJ6evv3223Vdr1Qqn/3sZ1Op1D333BMEwZ133tlsNm+77Tao3ECRBmT36667DpVJSZKKxSJ8IVzXnZiYuOeee77+9a8vWbJk/fr13//+9y+77DLG2Omnn/6pT33KsqzLLrvs3/7t38BsQe8HngISv+rBgN7ojcOVtXuX4DiP0dFRMDrAdKQUZveN4XkkWpDMgGNFKpUyTRMa29H05zFF5F1Md4LXZPYRRVfk/eH7flTigzgtSESR2wv+EMgD67Vt2zCQx4DkNlQgGGPQvDvSyT1faqBAolqtUq8Y4qJjpDXZRSzGP8Fk9X0/l8uhiwtNAgBkUT73sRhCZOAWgFIShmE6nR4bGxsZGYG8BkrkaDVDshYvFotFiDoDduPuI6GLAg4U5YDFNU2D8CKMk/r7+wuFQjweZ4yRqyKissPP5Pk8ZXj4YKxr3kalDA9aNOj6LRV5CFJH8/dA1fudUOcnPBT96KTABUJkBSkeank8zGF3hWG+79u2E4/Hh4eH0aXKGCPvJFLNq9fruq7X5iY7RsN2XTfkQp4PGe8wMVCSYqq/7foiz3jf51nIGM+UrOVLzbZXN8zdE5Pj47unpyd931VUKZlJZrPpjmPNlKYff/xxxtjv/M7vvOlNb5Ik6cUXX8TXSZK0a9euZ5999j3vec/o6Ojc3ByCyUsvvTSdTk9MTNRqtUsuuaTRaLzwwgvnnnvu2NjYxMRELBYbGRkpFArr1q17/PHH77zzznXr1q1YscK27f7+/gcffLBery9duvTJJ58cGRl5+OGH77333p07dzYajf7+/lQqdfbZZ6MPMpFI/MM//EMikfjwhz88MzNjWdb999//05/+9JVXXlEU5bnnnpMk6Y1vfCOYP2vWrGm32xBp4Xn+xRdf5Dhu69at//7v/x6G4c6dO7dt2wZM/Nhjj/X397/lLW9BEyfHcS+99BKeQdTTPvjBD0KDct26dYsXL9Z1fdeuXVdeeeWZZ56pqurQ0NCLL744Pj6+d+/e888/3zAMnufPPPNMx3EajcZjjz02OjoKUdF169YhVFNVtdlsTk9PG4aRSCS2bNkiy/Lb3/52juN+9rOfLVu2DCyUCy+8sF6vb9++/S1veUu1Wn3ssccuvPDC4eHhyclJmFutXbtW07SHHnrIdf1isbh69WqIRSqK4tj2qa973eDAgOs4uWz28t/93Vdefnnb1q0fvuqqZCKhyPLI8PCK5ctrtdqqVasMw/jSl7701FNPnX/++Zs2bdqxY8fMzMzmzZsbjcbIyMjExMTevXuDINi1a1epVNJ1PZfLtdvtubm54eHhpUuXchx35ZVXXnfddYwxwzBWr16NKt/555+/a9cuEnyk5R3tGT0A0Bu90cuU/xYN7NCo7fq+n0xlkCo+6G5NUlkEK0EFbrVaMzMz2Wz2WHS4LyTsztOFuS5JZnZgH09Ujw8oHMwQykHCJw+IB1lP/CF4HTAqB2RExpFFBPvoIrBX4xUHnQTq34KzCfK+ixYtwi4OhsaxuIxRYRa6++iLgjMU8CgFDKDrvOY5+y4wShCWwgCSm0yn06lUimztZ2dn0dJAwoI8z1cqFcSEYA+DmPFLxxA+5DjO9ey22SLMHe2JBNkjpsUpeRxVujwo1KYgkKKpI4yIYA7VJR+OPtFYLMYiCjPUcIkwmApQjuOQJ/yhWilgFotii2VZ8K1E0IKJHfWXOdQJ4j0QklcUZXBwkLHQcZxEIi4IAnhrQDlhGIIBxRjLJFVB4LyQCzhe8IOQcV7I+0xT84s7td2O3xA5nuPkgMkdIf3ynqLlMVGNeX4oSaIq8Yy5ruuEoaeoar5Q2Dc7t3HjRp7nn3jiiRdeeKHVat1zzz2nnnpqvV6/9957f/GLX6xdu/ayyy7LZDKpVKper4dhODc312q1fN9PpVKkuWkYRiaTgXomLtd55513yimnmKZ56623vuMd71i9evV3v/vd3bt3/+Vf/iWCurm5uWazqapqvV5ftWoV/FyHh4ehsveP//iPzWbzpptuIv8yGNNalnXOOeecc845GzZsIKFDOE2SNSycUNGI4jjO+973vhUrVqDwmE6nO51OvV6Px+Po3wUcx00HCwWs9GaziRqFIAj1el0UxUWLFk1PT2ez2UWLFqEh+OSTT4bgo6ZpixcvHh0dTSaToHQ3Gg3kVjC7ILY4NTWFGG96ejoej0PPcXp6Goxw9EKsWLHi9ttvn5ub+8M//N+6rv/4xz8eGxs77bTTms3m+973vu9973vJZDKfz1erVXyUaZq2bRWLs/v2TSHtvXPnK65rG0bzpZeqy5cvwz2qVEqzs7Ptdvuqq67yfX/Xrl0PPPDAhz70IWi3p9NpzF4EgWjCSSaT27dvb7VaS5culWW53W5Xq1Vd13fv3v3SSy8tWbIEQRotp1jVZ2dnyfkOBaXjJuzbG73RA+W9caR5aDBTly1bNjMzMz09vXTpUnJ8WIjqgNuoFQw/QMG6Wq3CY+WYZnmjr5CXO5ZdcMexVxEjgjgDWNCBBVutFrQddV1H7xqRYQjKyLKcz+ejQi5R5bIofDly5d1ojlOW5Xq9rmkaUnGQSEPP4qv6wCN9ruZvFotwJKJsY9JDpM5XomIfhmB99DWQLv1Ewq8UFaAfALLTuq4XCgXIY4NvAz9z7LUkSA+haOg5AnlAvhAXlvAo7nWpVOI5MZlMptNpSN9EFe4WHvO836EAKAbyxqEmbRcXfGEuHG2sqVSqyyqFstpg78B4CG6aJHJPwQMJEOGe0szH9EYvr+u6xDvHFcNFWxilk8onwlFJkkqlEqaHIAi5XBbXljynRFE86aSTyuWy4lmtVtsyvWQuIwWewPEckwJOkRIDsdxis7hLkgTXV0IxVra8WCIt2X7LbIcBY1yYy6aSeiaua4Ik8pzoBuymv/8/O3bs+OQnP3nllVf6vv+Tn/zkxhtv/NnPfvbggw8+/vjjkiQ99dRTP/vZz6699to/+qM/isfjyWQSfJVTTjllfHz86aef/ta3vnXRRRddf/31N9100znnnLNlyxZBEIaHh2+55ZaXXnrpwx/+cLValSTphz/84a233vrxj3/8+eefX7Ro0RVXXLF+/fpCIdfX17dnzx5QyUHt8zxv06ZN//Iv/3Lttdf+/Oc/VxTlbW97Wz6f37FjRz6ff+yxx1555ZXLL79848aNLKKaCpoEZuwFF1zwyCOPbNq0aWxs7J577jn33HOha24Yxrp16zZt2nTNNddcdtllzz333EUXXfSGN7wBEpCdTufss8/+6Ec/+t73vleSpCeeeAI+A5/85Ce/9KUv7dix48QTT7zvvvs+9alPjY2NXXPNNX/1V391ySWXKIoyPj4OJaUrrrjib//2b8MwnJmZ2bBhg+d5Q0NDnud9+9vfNgzjkksuYYwNDAwMDAx85CMfueqqq9atW/fcc8/ddNNNuVzuwQcfvPDCC0888cR6vd5ut/v6+vL5/BlnnPHTn/50w4YNr3/96ycmJlasWLF8+fLrr7/+c5/73Pj4OAIP3/cDz903NX3LV7922mmn7dix44EHHrj66quXLVv2J3/yJ61G86STTtqyZcve3XtEUdy3b99tt912+eWXo6SJRDvJaqGTRJKks846684775ycnHz55ZcRgK1cufKEE0649dZbR0ZGfvzjH1944YW1Wg1q+rRbeZ53yimn3HDDDaIorlq16tlnn33mmWd6Iom90RtHlEzsqa8cZ1BOGq6e57mefyizia60NBrI0CoH7ofneYZhQDQDkB1LatTr+NcOG5CSlGUZwAL2GdDbliQJCh7I7SFTiHw/pR4FQdA0Bc55lUoFTAawDLtk43DAqABEsfhBlf4O794SzaZHs9SoOSD1i0ROf38/KeweI53+hYofVP2gdC/wJRAbWeQcZ5eohTAdAy6Mg4ODsIlRVTWdToNQDg462R9CIRFnlM1mMpkM0pYgmiOEA18FEyOZTIYBAysaDo5Is3VJv1OT6DwHCTriY56DLgAAIABJREFUou8HYH91nctC2UHYOqZSKTQkeJ7nOA4eGTJxpL9Fiy31N2PSGoaBxGGUDPMrtWLCMARNKxaLwYvetm0Q7sl6CU0aCK1t21ZVFVrasizzB4rTQy5QUVT48iCMBDqfm5qW1MS+cjmTTsf4UOGFMAg9P3ScTnluolQsx1IDj7/w8nd/8LMla0+3LMcLfU2L5Qv50dHhbCqlKEoQhowJjhsEjJuenl2z8sR3vvOd+Xxe13UylAVXYeXKlWeccca55567Zs2akZGRTqfz3HPPLV++fGhoaOvWrYIgXH311SeddFI+nz/55JPL5fIzzzyTzWY/8IEP6rq+evXqeDz+n//5nytXrnzb2962Z8+efD5vmubU1NTAwMD555+fz+e3b982OzubTCbPP/982DisWLGCKG3NZnNmZsZ13RNPPHHV6jWPPfbY1q1bV6xYce2110JQpVAopFIpNq9sCAGQNWvWJJPJM844Y/PmzTt37rz00ksvv/xyrJNBEOi6vnbtWkmSnnnmmSVLlnzwgx+kRgKO40ZHRyVJ2rp1a7FYvOyyyxYvXjw6MjI8PHz66adv3bp169atb33rW9euXRuG4eLFi1etWrVx48ZYLPaud70rk8msWbMadaRHHnkknU5fc801hULh9a9//dDQkGmac3NzAwMDkLQ677zzarUaz/Nr164966yztm3b1mw23/zmN1900UWY5I7jjI6OKoqK9WHp0qVr1qxBEYYx9txzz/3+7/8+fA90XZdlWZGlqamp/v7+559/PgiC97znPatWrWKMnXLKKbt27dq8efPy5cvXrl2bzmQKhcKyZcu2bt1ar9c/9KEPrVy5MpFIpFKpQqFgmubq1atHR0f7+/vPPvusWCw2OTm5bt26/v7+pUuXJpPJCy64YPv27Xv37n3f+953+eWXoxSwcuXKTCbD83yn01m6dOnatWtPO+20559/fnZ29pxzzjn//PNPOukkNHL0Rm/0xuG25p550HEe2JU5jiuVSvVGC5vKEf5hlAlg23alUslms1QipETs0aC6qAa57/t79uxBii6Xy4GIjC434DPTNBuNBtIq8Xhc13UyOkEIAb2OgYEBcuJsNps4zsPAxNcKcRJJhuO4HTt2KIpiGEY+n8/n8ySViIM/Pk8BKf5i7y+VSshGK4pSKBRwnYH/flOTk1ohd+/eLQjCkiVLosrfkAnHnW02mzBtAX96f1wh7a9LUKYTYRs1IeBX2Uwen+k4DghFiUQin89HKyHEWoFGJLx7MpkMYwzkjV85oPA4ODiIY2632+12G9qOmIHR1B0eLiSkDcOYnp7G7RgcHMxkMhBmOfJ4KRpzolaALm2iZsGIEf1/EBQiiloYhkJEJjLqAy+KoigKltWp1+u+75cmJh1O8AQ+FlOWD/fVihWOV0uNVq02e/OX/3j52MC73n3FX/3t13bvq556zrmf+9yfcRzX19cXBEEY+qHvy6IUhqGsaKbZ4UVZEESJd3HWODbwInCbRFEcGhoCu4kxNjMzc//994dheOWVV7ZaLU3TcrkcHnZEU/P1H87zA7xC/ayapoFBBKUR0PTLpTnLsnRdbzQag4OD1WoV6YBFixYNDg7i9DudjqIorheAT0WN0VRDgKIfugJQqTMMg9hxoLIgF47LC8ltSH/KsgzqEcJ1quZhbhuGwc+vFaDc1Go1BAOgzdDkEUWx3W7RstNut6E1lMlkOp2OKIpo1t+9ezc+FuEZWjsURUmn04ZhNBoNWNXCNs4wTDTnGIYBQrwsy3feeacoildccQWiVsdxksmk43R++MMffvKTn0QDBuA7wn5FUdDDynGcZdlkQowrSW0SeLrx8IILDu1UXE9cXvgEI9qE9ijHcYsWjeKyw/C1q0LF5qmbv8HFrTd647/E6NFXfgPJcizZjUZDltUjh4OUwwZEgPdNq9UiC+ijhOMHHYBEvu+XSqVkMhmLxdC0hPVaEARsNigWQxkNAAju5blcrlDIcxxvWRbEN2zbhrzxscj7dslFEw5Gx5LnefF4PJvNko3IrzQofc0PkuoJUR5OlEfxG/fXAEWk1WoNDw+TUCCJN6PhOAgC2FrRAe+fe1wwjx1F2oaJjQN4ZxjG7EwRFRKIsQAEkzQk5OSjSppInCN2WpgmP2QRUBAAVhRFwRQlZ9yopw+1dUZxcDKZhDlorVaLcl2O8KujqW5yq4nFYtPT041GA6akmUwmn8/jZKOKouH8RcNHwWee5nMsFkOWVBTFeDo/ObOvb3jAtppTeydm982Kkh7w4vTMzORsdXqu9PJUc2/Z1FID47t38TwbGhrsdDqB5wH58YLU6XQ43te0mGW7HBeYHZOITJVKBc9so9HIZrOapjmOAxyM48F5QVEbCvQI1NF/ApDKOJ7jeFgNUIMBGjHhVIUTR1qh2WwC4G7bti2bzSLzPTU1BaYZYlfTNGVFsywr6utOHGi0wIIphBoOCju4sPCWolUUFBeU+5DfBQTH6eMsUOSp1+uKovjzAlNgHIE/jdAUMxMrs23bkiTZti0IQjqdHhgYmJiYQBBLafgwDEdGRmBLjHuKjlLEWkEQjIyMwB1zvsU/jcIUYg9d12dmZl588cXPf/7zIyMjeEhRb3GcDrqu4TeH5wWBEEhfKMwqigIdccw9HC2uqmma4LjjYxHPQE0LD1QsFsMSQUJMYRi2Wi3E87gsjDHUV0HxJ/ZXb/fvjd7ogfLfugGIg21sdCyPHe5IBlgB5Ivm+34ikZidncUySqmaQ4mvHfnhYafEtpRKpfbt26frOjZRgC02T3PHK2irx0YFbw68jtXZsjpBEGAnzmRSyWSyVqu95u2MUZMaNi9qgeRZqVQyDCOXywFoop2LEqXHk+bYJcAHvgQJFOCAEfP8psiXADEo3aDuQYpmuN2WZQEtUfdnVOySoqD9gwvnW+5AoxckUZElNZnYnw4EdAC/vNVq7dy5s7+/f2hoCHAQ1wpzPpFIxOPxIAhardaRX22KDeAJn8lkqEQTlfLs6l4QRTGRSDSbTUmS4GAai8UIux95iBhVn8RhqKqay+VANcajKssyABBl4omvT8otpMYIjAhcHoZhMlPgirNGo+50Go2Ok0nnGS8znp+e3hcIsY7b2TVdUbSU2fF412w0GiNDQ1zoy7LYbNbRhur4Qcd1pJAJXGhb7biu4ivALMJTPzAwkEgk6ERw2MjL4nVyv0K+GQ8dcqhIkVMDJbSGJEkiF0zEJLCUSqVSjUYjl8tlMhlRFIeHhxVFefnllyuVSl9fHz4wFouZlo0cBGYg3OmB1zVNS6fT6OWNx+PAmlhgKbzEtyOpAXiN5DcCBqxgeBubNzVLJBK2bQe+T+2M+ChYHSHap7WXJi3uI4UNIDIBuGM2oq8XnKVEIoH0R6PRIG4b7nI8Huc4AXKl6XTatm1N03bv3r1u3bpTTjmFdF3S6bTv+0EQ6+sbqFbrmqYB8dfrdc/zoBsUhmG7bWFtR2mLIhYUrJCth1gq4mGkyUlQCxcEfwIFWyiEogQKhls0iqYIjQJLekNv9EZv9ED5b8VALXtqagqMBWSUj+QPaXcBrMc2UCgUgHEBlfC2oykRYqUmijMQANZf0qTDpkhMDCAJSvgROAMgA18lDMP93iiadowQJ0ErIuOC4QOBhWazOTQ0hD01mlrDrnZ8sjjREydUAb4HMse0u/+mJieJkLB5gUugRuo5JsBBmiHRix/9HJwUSdFHE+fAx6CFtNvter1eq9XwIjrGIM5Ifp8059FIeoTzByAYuXlBEFKpVNQNlA4+eusJmmuahqSp4zjFYhFFgyNPltNBRv8PjAiEDRpAo9EARSGKvB3X5SIseTxESEzCHdPzvHq93ul0GoYvioLvGLLISclM3Q54zpNFcXR0zLA9UYkJnGR3TJXj1VgiFU86VkcSRFEUXccRFLFlmRzjZUUOg4BjoSoLcJFE2INgbGRkBEo15XIZLdpw+W2326eeeipscUFscF1X13VSIJ0vFzAUK2gm0MqA2Q6zSZwdrJGwfPm+v3379kwmk0wmy+VyoVAgpXbS7aFeGvBPwEXBHCPtUSxoUYtcQs9I5aKRF1iZKlck90lNFPhMEHso8o/FYpqmhmEIr1mKq6H4hPjENE1cEDxEaL/p6+vjeb6/vx+0kFarNTk5yXGcpmnFYjGRSFQqFbhxIeQQRZmkMKEXvnr16rVr11LuH4Erx3EhY+9697vBS7E6nSAI9Hgcffng+eyf5wt6SKgnm+4RfnZdF7apxIfBuWCDwHqFkABMvKilABLteBwI0/cAQG/0Rg+U/xYNrGvlclmW5WQy2TY7Rw4HiZCH9Z1SqlCtIqWwo8SX5LdCXwoXUriWEEiKCiMGkYI7lm+SXqFUH5SDZVk+RingaP8oEIDjOJBaKxQKpVKpv78f5E6cQlRy8bjd/Wh9AJARgNWyLNAkkM87bnSag84xSmtRYyLBGuyySIhGwwxC5L4f0s9UqQ/DkOP4+ffjTwJCCdlsdmBgAN7s5XI5mUx6njc+Pr569ep0OskY63R+ma23bRt0lCNa2kTRMAzGWC6XAy07ekjsQOY3i4iQAlqhpBOLxQzDqNfrkAZ6VdFX1FKUzVOi8YSi0xF1f4RnUaIOx/ZjWfRsALqRjg3p9qT6xty2YxttJ/QDLWYzaWRgNKHxS04Y/sWTj/78gQcVzhfdjsiFqcRIUk8oshKGYRj4LGSu6wmiiMA19D2JDztme8/efWi5dl0X7BqwkMlGACYJ1WoVHIaxsTHTNJFZSKVSANl07jzP246LW09hMPmLQWRwbm6uXq8PDw+nkvFqtZrP50ul0sTEBKIgrJP9/f04X8xMXhCwngA34wjxK9QSo+ryLKKgSngRNwWkEWID4tOANak1HOKJuI/+PI8Lq4emabVajecFURR9PyC6C9p8wZSr1WqWZSFbgRUJR1Kv113XRWNls9nEFG21WtAvB3F8bm4O/C70KwuCgMA1FovlcjnQvjETEAPsj1VCznEcz/MFgQmChIomz4uMMUnab20RhiFjAWnXEjucMYarSlw1lBHYfO8ygis0TyOXRGwfnBdYZ7QB4aaQJQX1bfdgQG/0xuESoz31leOcJud5vlgsDg4ONptNz3sVyYOo9DVjDAQAKF6jYovMCuqPRwPLALkoKQVLFE3T2u02oElUs5zNu9Jg46SfURAgp89UKhWPx4IgNIz2MXW2Z/Pula1Wq1QqpVKpcrk8NDSEHkFk0HFgUfRw3Bo9oxBQkiS0i6EjFkSgKMv5+A8Ai1qt5nke7I0ojMF1A/jATIsKBM0XKPioCmQ0+DkQ/v6S6wICdyym5nL5IAjK5bKqqiC1ZzJZ07QajQaEXEh15AjPBVlY+MtGnaqifkDUdMsi5pqYxuBVowuC53lyAP31wkVy/CE1dMgWBUEAEIYGPt/3OcYajUa5XC6VSqAsJxIJxG+Qa0RuWFXVuWojcA1d5WVV8YSYGs/OFkvZZEKR2TnnvknVYqHv9KeTZ5y8Kju0dOPzG84+8ywWBn7gi5IScly4X7o+iMWUVr02PbEnlc6DvATkR5pO0JlWVbVUKkGKu9Fo9PX14UiQpq1WqzBRAvgm2gaLpPwpkYzOAc/zyuUyUsWqqmSzWVwZxCGUqR0YGAD+2y9DuZ+lz9NkQA0B0ybaZopiC9kP00Slj6ISEBoJqM5Gd62/vx+NtohO97tmMsbzPF4sFovpdBreEchfKIqiKDJE0B3HQYYYAS21WtIEQ/EHeRYwuWu1GvySms3mwMAAEtW+H0xNTaXT6UKhgNgMqweOlspWtm2LkkxnTdEFtawQZ0/gOaoaoeiqKApqpESjwuWNBi3kf0w1H6wGYAHpegwdRzi7aKacirfHmS7YG73RA+W98at2aJ5njFWrdUmS3XlETimEaEm9i3VNBACU45ECjMfjsVgMRhiw3oi6JEY3GBYRPo9yPBa2h2LTIqtL3/cnJyfBKwCLlM0TG6I6dAt14shdHPt0PB4PgrDVaqEW3LVAR0kFUfT2atEkuBbYV4rFYjweR+0byh5Ra8+DinYf6xGV+8ABgwlqWVYikZibm4PvPfkrUR7reGb0IQjIGMtms1CQpBwnEpwAx5qmET2AYqEg8Hmew1nivzAMGAvpn4yFjIUsQj2Honmz2fI8DyikVqslk0nDMFCfodQamSsBKUan0EGvD4EwVEiIsNQluBlN3XWZVVUqFaAKx3Hy+fyRz0yKSQBrHMdB5hsy5EiaohABOi+bJ75bljU9PQ2hbigagbuMfKplWa1WC8L/juMkYvLQ4PDQyDJeiBm1Gue0swlZEkNZVmKyetrJp1x04cUXvvWScy++9ORT1n71lq/unZw446yzRFFmjAv9QGAc8wPmh8xne/dOpzN9nudCB3NwcBDK3CBIACgrirJhw4b+/n7XdWOx+PDwCMfxjHGMcbKsSJLcbpuqqvG8IEmy7weMcWHIRFH06cHkOM91JVG0bZtjbOuWLZqqdiwr8P14POE4rut6jUYzny/IsmKalqKoiqJqWoznBVXVbNuRJFkUhA0bNmzdsgX8jcD3wzCM63rbMARBMFotz3VlSZJlWRLFJx5/3HGcbCYjCoLveYosQxiK57j9wVgYchzXbDSefvrptWvXxuPxMAhKpZLd6eixWCIeFwTeaBmSKKqqGo/HgXFBw5NleW5uDksiFO5TqYQsyxwvhCFrGW3X9WzH1bSY63phyKyOXSqVtZiuajHX88OQ+X7geb4giGHIBEHEdWs2W4qiBkEYi+maFiuVyi3DyOfzqVTK6nQ4FPpgcRUEruepmoa4SFaUffumJUkMw0AUhSDwfd8TBJ7jmOe5eBh5nhNFQUA1DHZv6GPxfTa/YjuuK8wTFGknIpcxWj8pCx6GYbPZLBTyCCy7ni96YClER+xE2YdoGB9Vzeqhhd7ogfLeOA6Ih7XbJq1K1PpDbexIL2HdR27DcRzbtsFwAKcWuRCoIFNdG6bfsCzBUgghFMpRIYcNFiAhZjoMgjjUOYSE2e7du3Vdh/pvNptFbu/V2kBAMQD5NoDmrh6714SwQflOfDJapkRRzGQykHF8Vap2x23E43EQT0ETguIYXRaynDxuiBwe49BRpgQzfgDlBu2eAJeUt6Y6CWZjV0C48E5R5yJ00CG2iHQsnHRwWVqtFor45LWJDjNMZnaguWbXt+B42u02+vOinNojvBT1ep2IB9BgPvJwEY8wqAWCIBSLRaiXgsOAvCzKXO12u1Kp1Gq1mZmZWq2mqSo0zvEG5FBHRkZGR0eHh4ez2SyC8L6+vkwmAysAXDQIOKbT6WKxiOea/Cw1VV2+fPn3v//9mZmZ0047LZPJ4KsxteBXb1mW57nDw8OJRALFkEajgdINyhftdvvv/u7vBgcHBwYGxsYW0YMGugsWn3a7jeCHeiXRhQlgR/2spmlu2LDh5ptvfvOb39zpdBKJBD7K9/18Pg+qm67rhmE8++yzvu+PjY3hPvq+/+STT/7zP//zueeem06nybQB0jqxWOzrX/+6IAiLFy+u1+t33HHHpk2bVq1alc/nMVd/9KMf3XvvvY888kiz2YQZJ7g0t9xyy5o1a5YtW8YYi8djd999TxiGY2Nj+EZYQUEmn+P4REJXVbSwW5Dhz2azQRDE43qr1YbICYRiqa9UkiRFUXbs2PGNb3zjXe96V61WQ8WDUCloKvD1BBseC3itVhNFUY/H4/E4yj4k9tJqtSB0CElKsFm+9rWvJRKJpUuXQpufqoJEyxFF8cknn0SLqiiKL7zwwk9+8pNVq1ah8oClHko7+6PuMIyqA+GCY4bjB8Mwnn766YmJidNPf31UjgmJduqQiT6k9BTjRLpSFexA0+je6I3/aaPHKT/eo9FogHBCFtzAN1jIINzLcRypTNBKB84xKQGzeRM7ehtZk9TrdeQgUfWmvZA46Ng4u3zXCUwQfQJG62RtjZzQq10rSacZMcD/z96Xh0lRnetXV1dXV1d3V+89G8wMw7AvEdAbVFyCCyIaNWrcyDVqVjW5mic31yfJz2gWEw1qjI9ejLmPBjeIy0UkKgaURUABI0qiCDLMvvTe1ftS3b8/XvrLoXtmHBgY9abrD59h7KmuOnVOnfd7v/d7P2JNCIsjGmFvpIxxHOG3kPQZWWYIYe12O7LqGMNRVsEe47SJToen5nQ6e3t7wQqjxgsxDDtKY4nLqbEoJhhLaCFWRAWt1WqFthjIhqgvdoSHenxlDDf1NIXJZm9vL4ylo9FoOByGVICqYBEZgh0E1Bt0cACLCZez7WZH+HSgN0AtIDUsHOHfAimSpzuZe2CRkgHIwMAAMLTRaERPGS2fz2QyCK3NZnNdXR10RLgFLOdD0VqxSOoIt9sdDoeTySTYdL1e7/V6Q6EQhEYcx51xxhnoSZnJZH74wx/i1mKxWEdHB5C3Xq9vaBiHZmQkkECIKAgCFEQw4rBarcC4iJRghAq/jmAwCDUOzoN8CzWxhz6HWh9AxlZfX19XV5dMJiFyQ3mMzWbDK6utra2pqam7u3vChAmxWMxut7tcrl/84hfwY0HaDZaXwJGYtwaDIRKJtLS03HjjjZi6iUTCarVu376d47gFCxasXr36o48+uvHGGyEcuuaaa2bOnInR83rdyWRSp+PcbmexyGHWITsUCmmUy0LE6HQ6Ozo6TCaT1+uOxRJ44qFQiPpiwrgWZyaaWVEURGuweoQ9Ll7L8XgciilQCfAiNIgingU031gFgPXpdNrhcCAWkmUZKnDUXUCcg/APSRgkvtrb24GMd+7cecstt/zmN78BxVMoFILBoMPhwF/hjW0URYB+uMFQowyq2lRVddu2bWwxNxWfgI6JxWKYMNQ+jFyG8KKm9CZLsVel59WjCsqrx9jgMA6vJ2xLhMvhaYBNDpsuWgkSIh8UnpL5CWX9wDvCPA4eZEiOk2sK9i1SRpadlhLuhUIhEokEg0FwezU1NfClpvYZLIz+RAIbtYwmkwknAW4gOk0URZ7X5fMarIKPGoCSEQHP86DJNU0zm80YasQhny4iH9SrJJ1OK4qCbR45EMBQzBMawDG7SCAnKCtgm4BoB7gNZsYulwswCEwevHeo3wopr4YKJ8j3BjgVLb4BLDiOs1qt9fX14XAYNnnpdLqtrQ09CxFkYlhgtcamXCrzM4jKAoEAVQEeka2hyWRSVRXGf0gcjfBv8XWiKGKq8zzvcrlw5Ugp4PfwLFcUJZfLQW2MMXG73XA9wjXIsonndaoaR20o2atzOh1yboVCAc56kUgkFAoBCQEOHlrsxaKqqlOnTn322WdXrFhx6623Xn/99S6XCywv7PBkWV61alVfXx9ERGaz+etf/7rP57v//vvhVIjlCWVzPl8IBoN33HHHL3/5S3S8//Wvf/3AAw8oinLHHXd897vfTaVSr7/+uqIoiURCluWlS5d+/PHHmzdvjkQi77zzzrXXXgubl/b29lQq9fbbb48bNw5qmUAgcPvttyOu8Hg8Doejq6sL7EB9ff3OnTtff/11h8OB9p9Lly612WwPP/wwnCKLxeL+/fvnzJnzxBNPwML1qquuuuSSSy677DLqazZt2rQrr7xy0qRJ//mf/3nzzTcHg8Enn3xSluWnn36a47ilS5cGg8H29vZYLMbz+uXLl8+fP18UxZ6enosuumj27Nm9vb2PP/44z/NmszkSiVx++eUtLS07d+7csGGD2+0OBoOCIFx/ww2Ic4xG46ZNm9atW+f1ehVF6e/vh27b5/M9++yzqqq6nM6+vr6rrrpqypQpsJR96KGHTjnllDlz5hQKhZ/+9KcXX3zxueee+7sHHlAU5ZprrvnTn/6ECLOvr+/MM8+cP3/+2rVrw+Hwtm3bTjjhhIsvvjgQCLz55ps1NTWPP/44On3qdLq2trbbbruNuhdBT/Xwww93dHSsWLGipaUlFovdf//9xWKxpqYGz+U//uM/VqxYsX///hPnzdM0zefz3XDDDTU1Ne++++7q1asdDgfIncsvvzwcDnd0dOTz+fXr159wwglPPfVUJBKpq6vr6+u74IILTjzxxM2bNz/11FNf/OIX9Xr9xx9/PHPmzKVLl/I8v2rVqoMHD7rd7mw2u3379ssvv/zSSy+l6tUqU149qqC8eowNLOOQFzYajWT4ajAYQqGQ0WhEMSLwBKxOWNUsmVVxh2fty1A14DKsTug3+KJkMokvUhSFNdlggQjwK7StcIyeOHEiBAOkDqRiqZEzr7FYDE3pgBVACIGEKzGLulCoAJ+yo5B6k3yCAh5sipQ6B8YlOfKnRY2X3Re1Wampqclmsx0dHalUCq5nyOODthyzy4bnHaK7MrNtHHjuiM0gZYlEIkj+yLIMZvoT9UhA+fgASDKLxQKZFrhAp9PpcDg6OjpQagmuMRwOY2mMHz+empJQ88WhBpzneYfDkUqlAEeOaKcnr3RSgY9wTpKpTjweVxQF1D7+VyKRQAWnKIoOhyMQCCDy8Xg8TqeT53kdE2GC2lfVGMYWuo54PB6LxQRBAFOOAYRKoba2tqampq2tzeVyiaJ44MABu93udrsFvR5UtKZpF1100dSpUx955JEf/OAH0JwAED/xxBO7du166KGHELrfddddfX19K1eu7O3t/eEPf4gYad26dejsq9MVcV/bt2+/6KKL1q5de9ppp3388cegeKdPn/7tb3/74osvnjFjhsvluuuuu37zm99cd911S5Ysuf3225csWTJlypRNmzZJkjRlypQbb7zxv//7v1tbW+PxeC6X+/nPf46kRLFY7O/v37ZtW319/Ze//OVisbhnz5777rvv7rvvbmpqslqtt9566/Lly6+77rp0Ov2Tn/wEwc/GjRslSVq6dKnRaPz5z3/e3Nx8+eWXs2m67du353K59evXX3vttW63+8Ybb1y8ePFVV11VKBQefPDBe++994YbbhgYGDj//PODwaAcG73EAAAgAElEQVSqqkuXLnU6nTt27Hj66adnzpx5zz331NXV/exnP8vlcitXrvzZz372xBNPPPXUUzNmzLjpppui0ei2bdugEUqn0319fffff/+PfvSjM888M5lMvvnmm3/+85/NZvNDDz2k0+l++9vfZtLpNWvW3HbbbU8++aTFYonFYvPmzfvrX/86b968Xbt2ybLc19cXCATeeuutZcuWbdq06Y033njkkUecTufWrVt//OMfP/bYY5dffvnzzz+vadq3vvWtv/3tb6FQ6PTTT//lL385adKkn/zkJ1hft956K+UJMTlvu+22Sy+9dNmyZUhibN++Xa/X33nnnWiT9Oyzz/71r39NpVKKolx//fXZbPa1117bsmXLBRdc8Otf//rb3/72OeecIwjCTTfd9Mgjj3znO9+ZNWtWOp1euHDhAw880NHRcffdd8uyfODAge9+97svvvhiKpU6cODA73//exTyXnjhhRMnTjQajcuXL1+/fj3KRteuXRuPx8sKr6tH9fjXPKqzf6yZcgK4oJyhAieui2SFEJfTe4rKxcAsUqEbMeVUXA8sDvEG+dfiGxVFgTl0IBAA40JKGDIWAFWP/4vG10TvsYT0EeE8WPYSigKAM5vNkiTCyJyskctELEfKEAOXU5KU1ayXcdWfdmxWLKONkdCoq6vDCNCYjLE9IqYZKUfLfNOoOpN6m+dyOXgaorthIpHA7EUTx6GunDRRVHmMeIkS2ZjkjY2NTU1NgiDAkkKSJJDHHR0doVAIpiiYWkNNBiwxk8mEVP5RVA8DFrNRxAiHEQ0aUfiBIcXYtrW1qaoKRBsOhy0WS2tr66RJk+AAmM/nUQtOonlI7UsOdIJer5MkI6Y3WaNSmQdeEY2NjaFQqLu722g0wsEwFov19/d3dnZ2d3dns9nZs2c3NTU988wzBoOhubkZ6oLOzs4JEybYbLZEIgFTkXA43N3dPWPGDOikFUVBOA0DPqPRePLJJ2/fvj0QCKRSqYsvvtjv93/wwQdz5sxBMfqePXteeOGFP/zhD+D+LRbL9u3bLRbL4sWLx48fv2TJEqvV6vf7HQ5HY2NjNBrV6XRer9dqtaKmEJWULS0tt9xyi8vlkmU5FoshcZHL5UKh0PTp0/v7+7u6ujweTyAQwNOZO3cuilPXrl27Y8eOH/3oRxhJSJxFUUSU8vOf//yrX/3qgQMHkslkS0sL8j+TJk3q6+ubOXPmySefjBSWx+NBT1Oj0QiP8Gg0Om/evGg0mk6np06dqmnawYMHA4FATU1NOBy2Wq3nnHPOrFmzVFXFRep0uubmZkjP3W43MkJdXV3z5s2D7dKsWbOQ2QBTPn78ePz8wQcfLFmyJJVKdXZ21tTU1NXVtbW1JRKJP//5z8uWLdu8efOUKVNglPTYY49961vfkiTpS1/60vTp06FKOvHEE4vFIkI+SMwTiYTZbEba7ayzznrrrbf27t2LPFg0Gp01a5bf78cruq6uDmkrl8uFRSRJks/nGxgYiMViM2bMgFvUF7/4xY6Ojvr6euwRBoNh9+7dJ5xwApQwXq83mUz6fD5N06ZPn46Ak+d53EhHR0draytCa6PRSK4ySLhhYlfRQvWogvLqMRYHADcIXbRHDgaDsGeOx+MGgwE6wkLpIM4Mkj6AGO5wpwiOcQJGHhxAnLAUoDB0uk6nU6fTRaNRuLXk8/lUKqWqajgcBh/W39+vqiq6GALiU50fC8tGDpRxUMfNbDZrs1n1en08noSrYz6fz2YPa4l3FBiazOaouohkxywQ/FRDMt1QyA+PVRRFuHyk0+loNAq+f4wvG5wrZg5riYgD+yUoZLafi9VqhX1yLBYLhUKhUCgejw8lF2Hl8rCuR9NvjhGIg4+32+3Nzc1utzuROCTYxUbe19fX3t7e398fj8eHkomzhoxHUZ3MliCzZnkjOSBNgSYE6mFkP9ra2oxGo9vtzuVySC/U19fjK1BIqqoq7EQQUXOl4shYLBaLxYLBUDAY5nk99OXQe9C8gn4DCw3vE5hhR6NRv9/P2t6FQqFLL710z549Tz/9NAnkUGeMq/V4POl0GhD24MGDdrud4zjUkiqKAhVNoVCYPn26qqqvv/66xWKZM2dOJBLp6ur6t3/7N4z2nDlzzjrrrEWLFs2ePXvmzJnRaPS99977zne+09DQAF1NJBKBPAnG5yheRFEN6l+9Xm9LSwtqtePxuMfjQfiKBpl9fX0ulwtWrVQK3NHRIYpiX1/f8uXLf/CDH8DYkYgAjuNmzJixdOk1U6dOzWaz8Fb3+Xxwvo9EIpASIaUAWTbce0jHJYpiW1sbTDZ9Ph/HcdAa4d2by+UOHjzY39+PoEWWZWRLsMCxotE26ODBg3iZd3d3Y0cAZ9zc3Dx+/Pj333+/s7Nz5syZoiju2LFj+vTpDofDZrO5XK4vf/nL119//Ve+8pVzzjnHZrNt3rx54cKFZ599NvgOLFJZltvb2+EELwgCbpDKDwqFwoUXXnjRRRfddtttaFoEW3SXy4UrQekwBecoJDCZTDabzWQydXV1GQwGg8HQ3d0tiqLZLFPBQ21tbXd3N74FYjxg8a6uLhKUq6paV1dns9kGBga4Ukc8hGQIzrlSJWgVKlSPKiivHscF4nBMAwuQoEAeoVAIjDUavFFZPdHbZZ6DhG65w5uE00FYfFCEASyF4iqPx2O1WmOxWDgcDgQCYL/wRaDqwVzCDYPlvNnq+JGDG+LzgJsjkUg4HI1EIrB+o5okWBAQBiXTj5Ec2DWR9Wazn4TGxthmq+y5cKW2SvT4yG6CHIuhDgJtKYpiPB4HgccasJR5XI4+SGAb/ZDWGc01ydq5LH4gVF0WoRkMBpfL5fF4XC4XuhIiuiMJOGNnfgh246szmSzulK0VA1WPUNPr9TY1NcH7GQgDYlmfz9fW1tbe3h6JRLhSZSrbvpErOSHKstzf3w/AgVrJsg72gw4OTT/AZdwyWfKzT4HKo1HWGY1G4WEHbKeqam9vLyoCjUYjKjKdTmdLSwuZynEch/byiZJwnJJLGFvozlOpFMcdmuEoFqcrRCyKs7ndbpfLBfN71JXCoYXjOFEU6+rqWltbf/WrX23duvX+++8HzD3vvPM++OCD1atXZzKZzs7O/fv3t7S0LFy4cOfOnWvXruU4bseOHYj5wZTncjkQ/M8///ypp54KvyNEa36//7TTTlu5cmU2m33//feffPJJFLckk8lJkyb5fD6o1FDibDAYHnnkEb/fn06nn3zySTQMwmsBDDdqbROJhMVimTdvHrxTXnnllY0bNy5atGjGjBl79+71+Xyqqq5Zs+bdd98tFou//e1vp0+ffsIJJ+D3eC0YjQZYqcRicYSUkiQtWrTo8ccfHxgY2LJlyzPPPLN48WIoqcixCkWieBna7fbzzjtv9erVb7/9dk9Pzx//+Mezzz67trb2zDPPXLVqVX9//65du2666ab29nYUB9fU1MydO/fee+/t7u7O5XLr1q1DSHn++eevW7fuzTff7O3tffTRRxcuXAijSTifTJo0afXq1V6vF25XW7duPe2004LB4MknnxyNRnGqBx988LXXXpNleceOHUuXLu3p6cGyxYo+//zzn3vuuR07dqTT6d27d+/Zs4e6MmM6aZr2jW98Y968eXfccYfP55s+ffpzzz23efNmTdN27969fPly0OH4PEpRC4WCy+WaNWvWY4891t7evnfv3o0bN1544YUDAz6TyXTw4MF4PP6Vr3zl1Vdf3bRpUzgchqIJ3gC9vb0PPPBANBp96KGHfD7fKaeccsopp+Tz+TfeeCMejz/wwAP79+/nmH663OF91qpH9fiXOnTVPNFxOsi5gui6YrHY09uPpDZELNCJVpqFHz+kyCJCUHqwJINcFegwEAiEw2FsvY2NjYS9jiHGxZZMDDoM+HQ6HdrWkGxgqBrHob6a6hFjsdjAwEA2m21qagIJRyqdsREssvQ2mYRgeAHNCZuCMKP+rHCgAwFsMpk8Hg/8zgY1Vh/lnGHBMc4ZCoX6+vrsdntDQ8PRGTISqQxu22KxoEBQEATQdez3appmt9vRjAaggWMaYVJlJLFo4I9DoRCFKyRSQq9vGHtTV1oaVTK4QCN31gx0qFZNiEv7+/t9Ph8aLtrt9vr6ejw+VqFOWaBUKoXCCZvNRnMAbWURZiALYbVa0ViADUFxMRAGiAYDCrIpLqXbBKd+yPmUWZVsOoj8cAKBQG9vr8lk4opFuGfU1dWhKhcEvM/nW7Vq1b59+2699dbJkycfPHjgnXfegejitNNOmzBhgiAIb7/99tatW4vF4tSpU2Ox2FlnnaUoClq3QqL95ptvXnLJJVartaOjIx6PT548OZPJNDQ0/OMf/3jxxRdtNltra+vs2bM7Ojr27t3r8Xjy+fzChQutVuvq1auvuOKKeDy+ZcsWv98P50eO404++WQ8F0EQduzYcfDgQRgyTps2zWazbdy4EbT3CSecABPDDz744K233rJYLDU1NXq9vra29q233qJko81mO/30000mk91ue+WVV/GH8Xgc5a25XG7v3r27d+82Go2zZs2aOXOmXq/fuXNnbW1tJpPZv3//kiVLYKiye/fuL33pS3q9/qOPPtq1axcGZO7cuYj0du/e/d5771mt1hNOOGHylCnUxjgaje7atautrc1gMDQ2NqbT6fPOO4/juD179uzZs0fL5ydOnHjSSScVCoVwOByNRjHxAMRnzZr10Ucf7d69+8sXXYQZOzAw8MILLxw4cOCMM86AnQ4E5agkPuecc9avXz916tT6+vp33nln3759yWTS6/VaLJb58+ejWkMQhL///e82m23ChAnZbHbDhg35fP7cc8/98MMP33vvPczkadOmzZ0798033zQYDAtOPTWdTnd3d0cikTlz5nAct2XLFtzOvHnzJk+e3NPT43a73377bbtdOeuss/bt27d9+/Z8Pu9wOC666CKDwfDEE0+89tpr3//+9999912LxXLmmWeiRavf71+zZo0oiq2trT6fb8KECbNnz6YIvyorrx5VUF49jv0BHpR+6O7uDoYiqG4kPTdr0ne8nwVhCHrxhcNhh8OBBtrkVwhDOhSbNjc3E3pguzOOsjoeKJmFI0iego9kQTlhpuG/DjgJ2XmO4zKZTFdXFzqBQ+P4iYD+mA81ssms8icYDALKsDkH1iuN6Od4PG40GgOBAM/z48ePd7lcLDIjKHasHgGNT3t7u6qqra2t8JE8ikCU5Ndgsj0eD/LmqVQKVWVwYUcNriAINptSLHLBYJAaMeK/9EDL9PcY0kwmA5kszgmsj0aDTqfT5XKBGqQZi36HkEawRihgsgcVwOB7NU2Da6HH40kkEjU1NU6nE8iJ6HbcIBr6oKcjBRXd3d3ougX5Sn19fW1tLQIMgvJlq6lQKETCYUh34BlCUYrJZDIYDCaTpGmFcDislUriyoI0nBbxFXAnVzIUr6mpSSQSELWj2lsUxXfeeefRRx+95557DAY9+kpSdiudTn/88ccwTZdl2ePxpFKp/v7+VCojiiIKwRHwCILg8XgGBgZgnyrLstFoPHjw4EsvvTRx4sQTTzwxmUw2NDSgMCCVSqHLPQniqTs9zBMzmQxK4SkJAM0SBH61tbVmszmdTuMtimeRTCZRzIpoilYfZjKuCv3tc7mczWazWCzxeBwPkfqSplIpXAy9lpFtoNL5dDqNp8DzPFqTgtRAHgCzK53JUB08pjqkIHDJRHh2qGcCx8FusqOjA/NElmWn02m321FIoCgKz/OZbDaTydjtdiyiv/zlL6FQ6Morr4RDVy6Xg3oEQjKDwYAKBAyC2WyG/kQQBFVVofOhQmSr1Ur2R3gPw7MLf8vzPF/y6UcqlQroEXUkk8menp7p06dbrWaOsehlBWPPPffciy+++Oijj2KRUrCNa2ATmywcr5Z7Vo8qKK8ex5GfBtKNRCKKzYFtDzQhXvdjk6pDYECsLYBFKBTyer3UFQJMXjKZ7OjogNOwJEkNDQ24Wq5kK8GVVAFHfTHULInqMr1edzyeRKdSjqlh5Q73UB+mJQ2dkMAEx3FNTU2wJxvjun7IabC7oxNTJBKBOQmoSpbzhnqHilM5juvo6EDpp9VqhdTB6/WSZqms/+toQDnrRF4oFPbt21csFidPnkxM8JF+C/tkBwYG7HY7xoErCXhSqRTmP2CQ0+mEOzVR2vABZDlgwqx0HmzwaEcVCoVQAsGVdM+w90ZPe7abOmonwGQDZAAnkQikLKyCPgSMKUJTTdMwo6C+xWmz2WwikchkMuiwSx0Q+/r64OaOfBQcx3ESYCCcpGxu8zyfzWSAL9GvFwaLyCoYjYZUKhONRjVN05cs/1lcTh2OOjs7U6mUJEmxWGxiSwussm02G+zGOY6DQ0uhULDb7b/73e/efffdadOmgNTHQ0SsnkqlYAwCVRX+VyaTQ3tLTdNgwpjP5xFXE6xHhIzOoCiXBDQklTy02uyNE2sAIIhPmkwmfDiXy0UiEawg9NSMRqPIOuIioZ/BI4OABKEIXl9IBgI6UwAAsQpeetBEYVpCFU1nQ1SJMhtUxUBXjSATQF+WZfhm6kpLAPg1FAo5HI5MJkMAPZFIKIqSTqd1JYefaDQKe3L4b1KUgnUhm834c7y3MRng/w0hO8JLhLsIJ7CaEK7gjYGEGyIi3BTuncJLoHb0GKZ2nrxOhwpRSHrgX07YGsXoqJ3IZtNOp3NgYECSJNwmZjiKcU855RS8B1AtgI0Pw4iNCQFtKpUaN27crbfeWpWVV48qKK8ex+XADh0MBru6uhoaGkSjCQQDtje2n8IY8Lh4ZYNNgTwUgA/WBEAh4ISCwaDP58Or0+v1Qh1LyXGycxnlyFC7ZqPR6PG4AMrpK0jZQhc/zOCAuOI4DltjOBz2+/3ZbLa5uRls0zBCheNxsC7jGOdcLuf1ejlG2cIqtklTRCoIWD2A8Uqn0zabDRCNZQFH8whwBqIVERvs3bvXbrePGzeOGK8j/RaidZGHEUURkhKgcMLTqEsjkxZKF2AoQBmWaY3YxiKwqgDRm8/nBwYGgsEgiqTz+Xw0GpUkyev1AroB4pAHKCoZICBB1mioUA1wAQWInZ2dgH1Op7O+vp56oOTzefhy2O12oCV0WkkkEvA/wXofN24cXC8pHkZ5HLALqyNCD8VsNouukIqiAIZaLBaz2ZRMplGUotfrtcIhC1GY/XOMT04wGOzp6YGy3+l01tfVcRzn8/ngiwJz9Lq6ulAodODAAYvFYrPZ/vSnP0WjYTRtVRQFxD9XatwIjKjT6axW68DAAMcdKmTEisN9UfNI3Ijf7wfuh6SHHj35wAJQQlZBrybMQzwapEQ0TYMjJMIJTCQkH2DXQyka+mo8F6vVigZDLIDWNA0ZFQw76HZA0kwmgx+oIzJ8qKgFD/VnQCSGjwGUY66iYsdQIpUtFouqqjgPTgVmHfBU0zRBry8Wiz6fj4AstQRCp4JDfbs4DisFwJ26WyDKpY6q6DyKolUEe7gkRI+SJEEARv6qhMLB3xOsRwBwSGJX4l8wwXCDOAPmUkNDA7h5URRUVYXBC+XxsIPg4vEbtEAiUpyoImRIYNtyww034OuqR/X4FzyqPuXH8UASNhqN+ny+lpYWbNVkTY1XG1GSx0QWMszBds/J5XKwhaa+MIBE4C00TaupqVFVFXttMBhEG0UyReZK6u3RIEJiYfV6vclk0rRiJfijzZsYtaEYYmwbePXDA85oNIJRY79uzB49JUDg0Q6gSTdI3iZkOICaNiIp4Y8py3JPTw84LVVVodmQZZndsEcToZWR0MAWcMZgA6cjeqyUyiBlCLZkvV4PMAGFAH5jMpn0er3dbjcY9PH4IciFLlqDRnFUi0xPFvEhChJCoRCYaTSz7OnpAXAEpAPYQpEoVOkA9EPJV9jl4HQ6oUIGLiermXw+HwwGZVkG9Md0Bbu8b98+9KtPJpOtra2KouAbcXLAU6DesiWv43kq+YV3B2o0sXJDoRAkOqIoqLEEkJMkSWazGUvYaDRkszmok5FsQY9GjuOgF8ITgddTMpmsq6uDNOW73/1uKBSARqKuri4cDgN1ORwOGPzBGq+urk6v1yeTafDfPM8T7ws0CVsY+DjV19dT6S2ZeMAWEFgW6JbeSxhzcseDagJgEQ4tyDeazebW1lbgQryg0FgKTikwcUcYBud7zEBBEKxWi07HpdNZ9BNF5ooaG5PUEKOEy8a7mqJlPGgAa1wkwgZke1Aib7FaSezBkh1wMoFu55CysVj0+/3wUhwYGICiHaOErsy4wlyJzM7lciaTCSOGFyOWEuU/We0H8jD4GC4Y10zmVMSJECtE/o94W+r1eh3H4QPQxiiKgqAOk9bv93s8HqPRKEkiVyrD4Bg5HOkzKSnHlQp7qN8FK/Jk5UxVprx6/Gse+jvuuKM6Cscr4hGERCLR2dnpdDpL9KGeK/UaxOuy0mDkOL2MsGeT+TFM6BwOB7YWepVjl8rn8zCazefz+DDYOFL6jhIRsuVrRqNRUayw8gXvReC7hD9E7NPc4fYjlaAcps6wKtPpdPARI8+BsXzLQ3vK8zzU0iil5RgDE3JfwbbE5gcSiQSeiyzLNpsNsB7+d6qqAhkAu4y+0JOc3dFWNhgM1tbWkur96OpiqYASWWkgb67kUAlBLSlrS3hFNBoN+fyhPwGWKtubqeKTyHiK1gRBUBQF5ZXRaFRVVTx31E1GSwfmPNrXA0Tih6Hukbrboryyv7/fZrOBqIZbNrk0AjxhZcG9xGKxSJKEdLzT6SSCk6jcoSJwvhRzoi4WrqkQ6kDTUigUVFXlOB3kH+C2JUnU6fhisahpBVWNdXZ2Ap6ilyRXLAKfYVRRW2yxWPx+fyqVQqv2WCymaXlALjSuhxk8V4JlNputpqYG9yiKRsBWoHDcNR4lz/N+vz8YDEKADnEFLCBxXzDLQ66DmGz8E0QGMCvpH8grFopqDDuk0ohSYNWCbw+Hw0TNwmwbMR6mdzyekGVzOp0GkoaYCmAXZC3YCvyAMBWu54hXMRnAFmMyk/AsHo/jY6FQyChJcJvB/EQWCKelVxwuIJNO9/b24s9FUUSeB5/E2wADi0mLwAzvSZyBRPD4J8nDaPTwYcR+GEZqFoFmAvhBKx2Iik0mE9T2sVisoGm4EewOcNHFbETuxeFwWCyyphU5rkjYmk1sktEtTX78BlOFUiuUMcZ/q4Ly6vEve1TlK8cG77JegURXxGKxnp4eRVH+6TTCC2N8YVyFJhtMniRJAHyDAjV6Rfb19UECiMozVBxynyQmGSEcxCtYlmWzWc5mc9j+sU0i+yzLcrFYKBYPqTsAIAqFgn4wKgUIsrOzE1SQyWTyeL3sZ4bRo5d9YCgVO/sz2+CdNi0Q3tg+seehIeXwinZKkoCEgyqaxMFwMgmHw5QlRwRiNpshm0bQQpJ0toKWY8pDK7+USksxXf1+fyQSmThxInnhkzj1SMlybM9AUUhZYFTJLJk7vDwROnKTSdLpdNGo2tXVBdk3i4yJTB2qFRTGCuMPjQpr5H9oNAoFTA+IjAF88YfobM+welxZz6xgMBgOh2GpMW7cuENo2GSmJQ+DUSTogb3cbjfaAowygiLNGGA61C9EYYIkpjmAEudMJuP1euEiQuQl6WSy2Sy6iiL9hf4vZF4JSQmFuNDTT548meZM5bICWMeBRY24kS8R/6FQyGAwoGa07LVZFqsMOj+BRxFcFQqFCRMm4G1gMpmoKBmfL6u4YNcCGqgJgkAl1xjJUUa2tMTy+Xw6nYZ2nzUaGupIJpPt7e12uz0UCjU0NFBH588BbtBxWj7n8/lQ+oycSRUJVI/qUWXKPyNvqH++eQmRJxKJ/fv319fXY4dG5lErFMfyeliXD+zryLFaLBa73T4o3iKWGvQtatogVQwEAsg+j14KUnYGcE4cx5nNZhCrtH+HQmHgVEgRAO+yJVVoJc5GM3ae5+12u6GkcKCvKxOpVwILjrEYZ39PWLNs7yGdBpSpsVgskUhgPzYajWazGTCUStmGiuiIMSIUyzGlq6IooumM0WiMxWIAlMlksru7O5/PQz8AzwSQjiSMIc/vQaMvtr2OKIoDAwNoEUJjdaTelyzFBdAD+QG0H8lkklwR2TmAyQnGTpIOqVojkQiYVChMwBpiVA/5QhyqQzusFBi4HwGn3W6XZZnMNMivEAMCE6RgMAhFmaqqPp8Pnd5LI1auaOd5Hn6RwP01NTWSJHE63mg0Al1Bh4B/ws7S6XSWWUyM8gDxiZAMtDco5FAohDpIv9+PBet2u6dNmwZOmu18hHGDGSsmJ+hq5G1MJhPwNKA5KjLxMWrKyMJQBNJoPYZYEbOXOpchrkO8ijpIts8uq9krm2bU5xXXj2gE38JxHFhwp9OJE5YtZ0rEUXEkpjHGjeh5btQeqWWZHFSAgMunDg+QKQ7VOAzZSER6aBv3OQANyJRynCzLkUgkFotBP1ZFAtWjeoz+qGrKjws/nc/n+/r60AItHA6jaH3MGiKwjC9BTJQeJpNJq9UKK4Oh2DvshdSbuqGh4cCBA6hTDIfDTqeT6tVGGTaQ+V02m0XSE+wjjAJg8gUSGqwnOm9brVYtn8cHyghsOqgsdSgYOkyQwFZhlkU1JKEhGAG0gfbm6XQaag3oKKjZE0GZQSdAWTyQzWZRP0c+3LgXKIxFUZwwYUJ/fz8aRtbW1sJRBK1AkaPHZIPTArZPqCxG8tUOh2MoHvpImV2MM1RPyBSFw2HoXMsUKRgWo9EIETZUVUDzGNVcLgc7cxRNUk6ADbFIpco6tKAWgrBjPp9Xo1GoF1DAB4kRlPRmszmVSgUCgWAwaDQaa2o88OvAs4MeneM4+M3hBhOJRDyRikajiURCFEWHw5FMJuPxuNfrRWN5lG1QKe1RH1SiQD6qUI1zJdM9oKJoNArtdTabraurQ04ALDgk0eh6zVYAACAASURBVBSHQz6HwAmFenhqqqrC9QWTEGcA0GTLr3EliUQChvqSJLndbpwKSJeKfWnhlFHsZckc9k1FixEljGazOZlM+v1+iIjg75HP551OJ+IfdkZVsuOkfEPMD8UUa/NyTEgQ9sqtVisSNZR/GKrfgsFg8Hq97e3tDocDUh/Msc/+BlcsFPT6Q5XKsVgsEonAKrR6VI/qUQXln4mXVFlvFyChqVOn+v1+ACMU6IyNfKWM3yX0g5YrIJsp2T0oCwKdLu1wtbW1XV1dIIOpr8coQRt1iqH0tE6ng/O02+0SRSGdziaTSQK+rBrEYrGAM6PLOKxU7nBQTrYew2BNtk8q+zHAC3BgBNCJLARqBPEGLQHQDIvdSTo5DOXMglRICAjKE14h+7xCodDQ0CDLMpqiI1gKBALwbIbWGaJhgKHhqW7CtWTvwOYfjlR0UZm7gKkCWEMIgsvqKCiHYDAYjEZDNpuHyNtisWB4OY6LRCKhUAj2JngWlHygetmyNcgd3ioLDLogCBazGdeQSqU6OzvJqg+fJ3/GbDbb3t6OYUTeBloXrGKobz/++GNN07QCB8pWkiQs9paWFrvdDu4fs5pqqUcZxLKmn5S6QQ0frA/D4TAcCVtaWlAHoigWvV7W6bhCoUiKZFr7wOjk5AgkHYvFqAUShR+0BGhdBINB2B0iHQEym4qVqXac1MMYBJRXcofLnNgVyqJkPDjIsmEK7nQ68bwgZcGUqBzYMm97vPREUZQkEdJuav46yvdYJS4H1JZlGbUfeHENtYjy+bzNZkO1KzVo++wfpXEroOUzLNWrMKB6VI8qKP/MgXL2HY2GeWgdTw5u2phw5WV9/nBtSM1DFE5GeJW7BUoPWf8vTdOsVquiKCjMh0ziWA0aYSYi8AAOMpkcECdVBRH7y3EctLDQM7C8O6nhqYsNC9TKMubs5o2tHV9BPB+ZptMZANE4pkwTwwVGlprdECXPWgGybdsrt3NqxFjpMDMoaHC73W63OxKJqKoaCoVEUfT7/bIso40LVEA4FWsVN8yDQGkXWz96dGClTJxA4A8/U46FTo56UOCYfL4Qi8WgNuFKhoyAvPDoVBQFRZNlsJ564lYKycrGkNfpML1RzmgwGCCLstlsALV4oBaLRZJEqjhMpVLAgrgRk8mkKAp+0AsiXEf6+/vtdvv48eMx5gSgMZ1GmVliOw2ReocSAqIoInmCyA2xWTwep2oQLCIkmqLRKMh+ektQaxuczW63Z7NZ+DzSSwDhIkYDLxOr1QoNNMFr+iL2iSC8x+2DXKdu8GXpDja+woHkRjQa1el0Ho9HkiTkkUKhEMpJ8/k8EkRlhvoU6eE8cKcRBCGTySWTSbparuTKN5qXWFk7BQwUQDmEgpgDQ619QHaodD5H9V30/kS8jSiuelSP6lEF5Z9RgI69LRgMjh8/HnsVsplaQRuDa2AbuFDhP4qiJEmitz8Ij0FZEK7U0QYUJmyYVVVFBgCVi6MklioxB7YuQRCy2RwKOtkPUDY8k8kYBAHNQQC7aSMHKMf1VxpcEMLgGOE4bgTmCUAh+C60ACR2ENg6z8hmgOoQHhAIwICTFIfwCqkOhhoK3D4MSSqxeFnRG4wjYOpiNpv37dsnCEIkEnE4HE6nMxaLQZ5hs9ngb8g2qRmKoQdaAoDAhz+xLnb46JQdYdyU1WqFeTzbrIdU4AaDPhJRSXUD8IeOPwaDAREIHOiBHWERw35vGSYj9pHFeYUSWDcYDC6XKxKJoLWT1+u1Wq02my0ej6uqGo/Hdbp/OpZwjIAEUw7225qmqbEwJNoul8vr9YIZxV2wXvWjXC8U41H2hivVPur1emjKRVGEdaPb7YbnYDKZDAQCgIMYVYjpMc8pUmJZczL7h84edhwA7vgZcXJNTU2lpp+USDB4wbdgLiGQQKtOkOXQnJSFcFhftPANBgOIAFmWSQKENxjsiQKBQCqVgiF9ZbqGJqEoiqJoyOc1cmxEgDHK9AU3hIsORhXzCkaEQy0iuDORR+GYybJHf9ealud5HXSGMICvbv3Vo3ock6PqvnIsmfIyLWMqlerr60ON1CFAptMf7yshhEeZXwA4IHL8TFTuoJlf2iyJRkLeuaenh1L8rK/FCDeAStOSygFknQEJhtJ+TEpQ2WSCAhiNBsn3PZ1Ot7W1oZ92Y2OjbDaDEoMgYVDbh0OxqSAA5RCAHmrDZn9Z9tDLuiqyMtOhLFDKKDdBEHp7eyHP5Q4vhWTnGEmxScDT2dmJsEGSJHgaQlSDNoQ2mw3Tj/qGsH4XOHlbW5skSTAVYRXwQ11z2fWwtHdZUyQKEQVBANuNvARGSa/XK4pVrxcgUMazpq5GZQ2k4BBH8nHCc8DoZWQ5G8b889EXCsix4Cv27t1rs9kSiQQyD/gkSk7T6STiUsR+MMsD6RuJRFB7KkmSt6YOTCfbNpwVM1SOUlnJxwhhUOUUQhGn0Wjs6ekh5zu3202uStQsnS4M6q9cLkf10Ox1sosO/4zH493d3W63OxAINDc3w2QDUfqgS+CfTWdKDwInpNQcGmmBy4eHKdziwRlDGsQ+RMhO2CWGwgm/348vwgignp5CAnqDIYCxWCwWi0XT8uDiC4VCscglEgnI+UYjGql80OwjhlEMyhUQItL4UP1xV1cX7t1sNjc0NJQtt6MLjCvzh4MGEpUeTWV/yK4jEtThYfG8rqAdspoxGo2tra1VGFA9qkeVKf/MRDYM48j+Xpblurq69vZ2glzH1XyF3qoQ8sbjcfhb22w22qgoizoUIGDfyKwcGbgHG+egYvRhBofORvLxSjO7MqhHhoBIBwMKwMQGSXC4m2slG138FaAGPKFBy8H3A4MAAQkr8RzGRmaoG6z8fOXTL9veht9ZWcxKDaiHOlUZyCNPN6fT2d/fD/TT1dVVV1cHpS/Ut319fW63G8YsAK/Uf5sSEZRhoIhihFCAnTB4THTZALV44rDyQNEepDW4BvRUSiRUmlfkXlwZO8HlhlLnJJqHWp21/ijDIgT1wGGLogh/DJwNBY5OpxNRDWpMJUkEbAL+RkUjwhtYwYBHZzlCNojiKuocyljhT4zTKlNJVGMAOA7D9UQiAdPoXC43adIk6gtDf0UXg6oMSKsBiMuuk3XOwSFJEtzWUT0Mq5NK2VvZ+i0zVqIlT44umUwGFDgiBBK3GI1GpJvKXj5lP4ii2NjYCI0NOO+2trampiY0IrVYLGx/HI7jQJCjnhXLzel0okc9SeBGSYJUInXMdjwdGLxilRmNRjiXF4tFeLejVLe2trbyPJVCMvpMmTqxLGKnRY0XCzvr4IZEeUW2Hr3y7Ud10vgleR9ZrRZU3La2tqLWqGqJWD2qRxWUfw6QOuSMo/ReGCFhw3KT8OZD3SHxo8eKhj/Sv2LLKLErVL7BhwIohA+oDZ4oitlMBqCKlYskEgm0V0QKPhwOF4pFWZatVisiCgJS3OG1sJ/6PCFiMplMHqnjL5mHyLKsqioK/tBnHkYQ0ADAdYe1hqRg4OhGgKVU2YSDoiikKoZ+F4+Jupf39/eTslwURYNBCAZDR+rnQx0HEUjAbySRSMA8BAp1OKvQYOJnyWiMRCKk9KXLhjCDNCo8z+t0h8IJMOsIdKnjIObSEa0FNjFVGfR+4t8S7qHKCkmSwuEwNe+sra1FODHoGkT+pxScDzft6WUCwYnNZhsYGLBarXDe5EahsiA/eJ7nVVWFRSbVktLlfWKFMe5FlmXMmUgkAlV9Pp93OByQDLH+SKjrZaN3vD0gUj9+FAm0T6CTURSLuYTQCEoeWZb9fn9jYyPCpMoa6KHeUWw6jmNk9CTAo2WCjsKsxg9sNzXZxXiy1TJ0BpIRIorGpM3n8+FwyCgaGhoa4JAzyoRD9age1aMKysfo4HkeopHSVneMVYNlHn/k1IEWcVBeAm2MXrBIeOUo/hZgGugHxFUllzzM32KnAQzKZDJaPh8Oh2F9DW87KvFEphgQyqoo2DNIoFzmxPJZOGj7RNcklpr6xAO3ic/jWadSKYvFAudgqG9hAxeJRHQ6nc1mI6XvoLKio7tyQgY8zxsMek071O9dr7cWi0VB0GtaAZ4wNps1k8mEw2HoKMxmcyaTJa706IYOUZkgCDBlg4siyhxFUUR1I5QM+XyeK2nEaXmSAWgmk1EUBUvVYDBoWo6oQdRQIrqGoJz+9kgvmI1sR76UqLsqUBcM4BGFQlZutVo9Hg9W+qDfiytHHqZQ+IRVwArYFEUJBoNYtpUUwFHgckBwu92OxetyuXBmluIdfgzphYDSHUi34/E4XORhl15SWfBs0EgpFBgpooMEYvhjvqLxZkaaJZfLJRIJxAyIIeHeQ0J/9PJk68jZ2VL2y7KnwP4X/qHQXxEVQkUvFI0rilJWEsAWvLLBAMqHqJQFr99QKDR+/HibYkWaCPOqutdXj+pRBeWf9YM0BqhtKhaL3PGs5CEeGlygoihU7jnKkqZK998juiowRiaTied1+bwmCIKqquwHPhF6EhMDKzStJEKA/gGK3kgkkkql0GdbluVAIBCORID80Jf++LFiozmoSWdZb52RP3GgQ4vFks1mo9GoxWJBa3EQuqDBANAhbCXvc9aU5qinHHe4ILVQ4KLRaDabtdlskmTM5XKqmkRkKAgCbHzC4TCkF0ajIRgME5058kC3DD1QBSRoPySIwJ0Hg0H4t1CjHIgKjEZjMBhMpVJutxvu+5Dds1IrnBbaGLTaQdUgvhe1nke6iCrfDyOMh0mQg5AgnU53d3cD1RWLRa/XOwzKZ119OI7jeR2bKCi7nrJnajQaHQ5HJBJBpfIRzc9BD8RgGExYwbDuq4P29iq7FzIzQW201+s9ePCgzWZTVbWjo6OxsZFj8nJs+wKK3rE6BIGnxNoxJ0qwyiDcAj8SCAT6+/thgxOLxSCXTyaTjY2N2CMMBgMohrIQriz2Y39ZxqYjYrRYLGUqOBpScrKi/0sDwqbR6L94WGQLCzNQr9dbU+PlSjfIpnGqR/WoHlVQ/tlF5FypVyJI3Hw+f1zL62G0kk6n0VaQY6S0x0SkQVzdEdlXg9gzGAxA5LlczmgU0cebnBaGwYUkhQ+FQmjNY7FYDIKgKAooYYhroRO12Wx+vz+VShFKi8Vi8XgcpFpDQ8NncPPAFg4rDzBYIx9eSORpf5Vl2W63x+NxWZZjsRi4QJwfYxUIBKxWKzVBpOGlusmjmN4kYoGToE53iNYFV405STJoTE4SEYEmp7rkEX51mZqWrVZkFTWCIDgcDugZUqkUOncaRRF4aGBgQFVVm80GqQ+k7XD6o7K2fD6vqip68cJ+HjY10AMcKUJlLXSONOmE1whVdAQCAWiy4/G40Wj0er3wwRjqhIVCwWq1mkxIEQw32qxbDuE8WPpwHBcMBuvq6kY+VQYN4yE6AjtuNptDoZDb7S57Rw3z1qIoFBXe4MVra2v9fj+Kv+PxOLJD+HNSXxBPj/wJpl88njhOb/4y1h8z32KxcBzX19cXiUTQGtZutyNaRnE2aaLY/5K3TBlu5iqKMsv+yY4YLXZqIFVmJFo22uQchcIV3AjB91wuJxoMtFKqdhHVo3pUQfnnAJTjVYhistG3ph8JVZnNZtEAvIwbO1LINdQXHQVTTviY4wyCAAl4weGwZTI5CD1ZZ5VBhxGCcp1OByCez+f1h3ZlHbCUXs8Xixx4UK/XC++8dDodCofRJBwgIBaLORwOFo8ek+6VozxAREFNzpo5jhCeUkchVHS53e62tjaQ5TU1NSC6gGAACOBXY7FYqM0nlUseUbhSlj1HySPP6yKRKMIkqgEAJ0oRHToBiaKoqiqYe46xhRnhjCrzi+QGcyWnBJEgCBaLBY87GonAigezLhKJNDQ0uFwuxAY9PT2InxVFyWbTqqqicyQAMUIgeBBZrdZoNDphwoQjJYnRsgCMJnjuEY42khsA4qFQCG0jnU4n+haBMx6qdgU5E9TXptOpTCYDE5vKj5GPJ9scV6/XWyyWeDweiURqa2uPtKVU2ecxN6j6UJIkn88Hpp8readwn1RpDXKdNDkej6dQKASDQXRQRucpjqlIoegRKnlBEJLJZDKZPGrp1Ceu6DIfHiQ0RFHs7u6ORCIej8fv97e2tiI8oPXLrgL2lVtJn9Nll62FslwH67JFK4USU2wANmgJO0nJcf2SJLlcrmAwKElGl9NB3qljZuZYParH//mjmnI6biPLWBnAjIza3RE5OlRh1sgPotyAq8LhcG1tbRlAGf1LE7sLCt3AWJfxaqzDXZlnHxhcWZbQVhBGFvF4Uq/X22yKoigGg4E+SU7hRBhD9gChPKqj9Hq9Vijk8vkix+l4Lq9pqXQmmUoVikXJZOL1vMvtrK2rc7pc9XV1M2fMkE2mdCqlWK3hUKigabxOVywURIOBKxb1PK/l8/rPAHcOLv8oIiXWwA4RoNlsjsViEAEDEAOeQtYPfEb8Ohzl0ul0IpEgsXWlKGUobEQPHWVz+byG4k6cnPZsPFCUiIHgJLvDSqeUETKRg1K8Zddc1pWG4zi73V5fX49cSiQSURQFHDMuVRAEyMcLhUI6neU4XlHsgiDyvMDzQrGo8/uD6XTWarUlEilBEDWtiHaGMDZBeAN3wkwmk0ql0NopEAj4fD6fzxcIBODFkc1mVVX1+XzxeJzKNwknETJmo0dqDoqCy1gspiiKw+FAMqSUiBsyss3lcqqqYg4AkdMKZQFfWcUeLgMRF5kkkvkji3qHr9Iu+yWr7oCjTjAYhBqNWk0NHyKWcfDJZNLj8YBsRm0iFriO43idrqBpgl6vWK1ul8vrcfE6LhwKJeLxYqFgOA5iaHYY2RnIcRymBDQz8Kgta3Ew6HiW5RBoE6lcoZV2h6yNVZlqnw1XPpGLIVm5QeBrazyJeIzVjI18/VK3Y/acI1zsxNbT/xrjAqGjLouvHtWjypR/hvhyqJ9TqZTL5fL5g4qiIPGtKAraFB9puVglLAO9h3Z3x+MuYDEmyzL6PnZ0dEyaNAlAgVqQkIiZtbhmOZ5cTgN8gcYml8vJsgwPOwLisDjEtoqTwMgPX4QuFQCUVqu1UCiiSw7ZmWO7gjrCarUWC4V8Pj9u3Li2tjZQ5lTMB54YDyKbzfJ6/ac+T44V24QJBrs34iPJjg0GgtAzQFgF62hqfl4Jqobxa8dTA7zgeV2ZYX9Zcx/6X2V4ayxpNsxV6NrRnhaMKeCLxWKBDQtssB0OByB7Op3GGMIcEBkes9mcyWQK6TQbD+BegFRgEInlD9u7yh5A4XA4kUjY7Xaz2Uy2GKzGmis13QQdDo8OkM14glxFn4RBg+p8Po9Zgesh4PuJldaIBHALWOAsEjoKjEJeK7TATSYT6H9Y91D4McKJoWkaxtblcvn9flEUP/zww6lTpsD4Em8MnJnn+Uwml0gk2PIS3fGPySnQisVisCRXVbW+vv7zu6nRD0eqBgTBDwchbFvDZyoqe/Siup1jbIjG7KgmBKpHFZT/XwDl2I9RcAaOBHsqV3JFGP1rAnttJpOxWq3H6WVULBY9Hg91nu/p6YGSFWCFer4ABVIdIdNtnsvlcqlUCjoBYEHkcyEvKQ2UgVpmEs0DSIEWifhbEGyJRALgniITjjE9sFgsNpstGAwKglBfX3/w4EGO47q6upqbm00mE/US+tQl5p9Y2Xakh9lsDgQCJCDBvkXjJssyPNpQ7whnbmQk4BJdue8OM7FxTlEUBYHP5w+5PrMi78obZDuGjv0mh3mCykVoeKj5VDqddjgccLNG6gDNMjGMwKPJZNJms2H06uvrTSaTjudJ/0PzlrACS0/SomBdGtGDU1VVtHkCuGRLTvHnWGgwCwfPLYoiSpzLNNPDqD4QD8uyZDAYWCJg0PY3LBIC6gWATiaTDodjNGK8st5JWMuQ75tMJmRRiAg4ImLC7XYnk0m0BOro6Jg8eTLeihaLxWg0aFoxlUqBSj9MSz0mCxwRl8/nQyxnMplsNtvnnXaltXykk4F1kT9SzoKcXvSfNpNSParH8Tiq8pXjPL48r2kaCGyfzwcEQxZUoMeOVQQPj4jj8aKHSlIURavVCqYnEolEo1FqxMO+NEHIcUyPa4goAG64UpcQjuOg845Go2hsnkgkWEaE3vuSJCWTSUVRYGGm1+tNJpOm5WOxGHZu6sFJIkikiQWBVxTFaDSOGzeupaUF5FxfXx9V3xLc/3RBeZlIdPQH+RCTsQnL4FqtVkmSADrNZjNphEg1MXITdxrwXE4jd7my5vbshymEY/98LKE51h0qO8lNxWaz2Ww2Ksg2m812u91qtWIegspFIEdW5Xa7HX7bXKllErUuYqcTCVrwRCrVBQaDgfj4WCwWiUTi8ThWCoA+HgryGxzHod1MJpOx2+2sjIQbtlqawFMulysUOLpsjmkx84mV1ogEUJFc+eGjeO2w6QVZlnFy8pkZ+XJgJeNoy+pwONLpdH9/P1OxcGhdlHxXBNJ1jNkyTyaTYE9yuRyu83NKvrKdno/00eMP2bKQEdJSlDtlO9SOpXyFLqB6VI/jelSZ8uPLyWFrkSSpsbExFov19PR4PB5gQWRXj8l7Wa/Xg/M7TtQLdrJMJuNyuQqFgt/vdzgcoVAIzgzklUaNIRVFQfFlsVjU63noVUCNU9NmghGHDKQ5DqELtQoib+ZAIADHXOypkE1D4gJcxeb6qbwvk8n4/UG0icnlco2N44PBIADogQMH0JcbX/GpzxMqBTsmJyQbeOLIuZJmgPA3XEdQcAnpEUVNw0iEB8Vh4G4NBoMoGljjOXrWrCwV34KQjK1GGDPKEOOMhUmu3hTpQRpO+isAX7bIAQouSZK8Xu8huFzRdrSMDK4Mnst+1jTNYrHIsoxvJ6ac9WnBJfn9foQ9VqvVbrfThZH591CSD8pZ4YpoDY7kWeMPoWBBqIAI+ahfXKwEme086na7+/v7JUmCgmjk1tfgC+BPj0fT09OjKEogEMhms263Ox6PQyxntVqSyVQsFsNAHRqE45kro1eTTqcLh8NIT9XV1aEU9XNqI8j6vnNHKCOhXlFsqm2YJ1sWO9Fvjs6fd5R3XVZ9UQU51eO4BL3VITh+a5gahqMpjMfjaW1thZE2Gtywme5RMqMo1DtOHi8QpSC37vF4amtr4bgXDofR4pulAOFHls3mUqlUKpWKRtVIJAKlBJXcATqzlyoIgtFoLBQ4lNkBUxaLxUQiAbUA8r/k5kGGdKSQKXPdRqgQj8fR6q9Y5JqammBQnU6n/X4/oM+xanc6+p37WDXgIIF45QkxUBAIOZ1ORVFUVd23b180GkUTllwuh4rDkZDlNM6lEr3DSsfKuoey4QdZvI0xW8kxhdGUYyFVqyAI6H+OS8Jsp9wOBS35fN5ms3Gl0kw4qFROP+5w3c5Q5kWkhy4WiyaTCYaVMNe3WCywdUdBJzytcfEejwcJN1biNQxxCPRTCoC1klUOTzT5MDo6gpUQPhmNxnA4XJkDOaJGSOxY4W2Ay0NkwgpyjgjlI6wym80NDQ2qqqI/UWdnJ3r3xGIxjtMhoUEB/Bh0vcF3hcNhmCx5vV74IB2Thm6fypHJZKh46Shk5bQSR5KIow2urJIBE2Ys9T8jueDqUT2qoPyzezBdPP/ZEtlkkmRZ7uzsRK0YWLrRfxewFAsOjvn7iOf5eDwOHOzxeDiOww6azWYp8OAOGXEYc7lcLBZLJpOw4OVK7crJdQGMIFeyHeBKGXZizQEX0P3RZrOR0qB0Kj3rrg3MVFbuRgARKBx/CMdl7NbwLx/G3XksEfkxpF5QtMCan5C+HyWziEOgiIBDYm1tbWNjo91uR9v2eDxOPcmHGhzWDhz9dBB3MW3qdSwdyx3u0fZpjTZ8A7FSisUiUDgVCudLB+YhTSGaltls1mAwyLIMwxZIEWgylwUkdNeU+K7k1GEYAgEMWizpDj+AtpPJ5MDAAMRvZrO5TJKLIf1ExlGn06GcQKfTWa0WSZLYhTN8ogZXiNJhSsUcdTcxVmdPHZHQiD6Xy5Ff0BG9oGAlhOkty7LX60Utb6FQiEQi1NbeYDDYbApGG9Hp2Ew8n8+H8BU+/Z/6a2eU2w3F1Uea4qPES39/v6qqw2TJ6JUItyJMDHy+v78fVMuYjSG9FqoKlupxvA/9HXfcUR2F4xLuMCzgP/+r42KxOJpHQEhNXBE2SFbfyWolWRsslngDhx2NRqEVJgPBQWm5UeJyIGMw0EajcWBgwO12gzikTdpsNuv1gqqq1HWPsAXbfZq0LgQmwJMJgh75a4A8VVVdLhdIQXwYif50OgNkQCh/0BQBHGmIXJdlmfyJrVYr0DnrQcFS/sNYvHGHy4LZSKCyJSGJEBAADLoDAfCRJRw3mFhzGMkvgRJBEOLxuN/vh/kxZNN0HnSMR9Jcr9cHg8Genp5cLuf1euvr67G5WiwWtBVEUSM0UeQHgrJR+i7iVgVBMBrFXC5PVbzssADM4RHodDpUNJLXHpAuTVryESKvGHr07J3iSirz5uT3zP4SQQj0KlzpLgKBAPXZhRekXq9Hf3K4vMM2HlcOZj0ajeJenE4nG2mTDRHrN1e2/KmMhBpSkjqrTEzCLnBCANFoNBwOw12kvr4ew4Wboj9hh31QuhEfA/SHiyXWMqnGB52ctHh1Oh30ThAgoSyYvvfo0C2b10LNcSwWgwfO8A3FyoRAbHyCK5FluVAowNEFPaGQ05AkMZfLZzJZyP31ev1oUHlZVoTKfKmOHNOvq6sLz72+vp5MeD4XEghq5ImdRRCEzo72//mf/1m3bp3ZbG5sbPzHP/7x4IMPbtmyJZlMtrS0HDhw4J577vnDH/6gqurcuXOxuvV6/euvv/7SSy/t3r07l8uNHz+e5/nbbrvNZDJNmjQJqxtUAguy2YKTm266yWw2t7S0YKo89thj99577zXXXMM+AlKjsb1I//a3v73wwgs7duzYs2dPPp9vaGhg9wtiK9h35JyFJAAAIABJREFUNfvnODPit+uuu665uXn8+PFcyaGBfcuxnmNov8D2BsbdsX2vqM6HbcRRlcRUjyooH3talIvHEwMDA0ajEUyzz+cDW2kwGIgYIyBCVYxs7ozNlSeTSbwyUGSGFyhZoLCOEMeK1sXLBRlhXInNZiPHPRgOov04+9Ip84yDPTacLlKplMFgQBvzfF4TBIHndbBwBrGEDcxoNFqtVsBNdP2goRjqBvUl2JTL5XK5nMkkAfEnk0m0dUREQeEBabsJMFXePquWIU087V6sOT0BbthrwAAbzwuGM7QfQG1PuXvaWoa/u7Ivwg8gv00mEyYYQXDodDFP8vl8KBTq7+8vFAper9fpdFKPGFyGwWAwm824yGAwmEwmUeMoCALKQzFiGEB8TBQNmlaAqBfKIkBeYBGynDeZTHjcAIWkx+BKFb2YsXjK5L/B8zxyHYAFmOFAzLQo8E/Q9uTLCfAKa238UxAEvV4fj8exTULqgxpi8KyIA9GGJpPJuN1uZHtkWe7p6YEfIiQlh7I0JcTPMWZ/yO+zwnpqbA5ww4I2bP9U74g7ZZd5LpdD/QaE3S6XC6WKlU6IpEIZVMvONpnHJMQTJF3ZUN6XdHlILuFOFUU5trASURNJ1D6x7SgL3SpvWdDrTSYTaHKj0RiNRmtraxVFKRSKhUIxEokgas3n88cElLOaHHRUoBpTv98fDoehLXQ6naDJKb/3Gd+wNE2DHSceyoEDB/7jP76/detWn8+3atWqcePGRaPR22677eOPP/Z4PFOnTr366qt37tyZTqc3b9583nnnWSwW1E//4he/wBp8/PHHg8Hg/PnzZ8+ePXXqVIT3YHyo8p4FzZi0q1atmjhx4syZMzE9pk2btmjRIqvVijmDNxL7RqUnsnLlykgk4nK5AoHAqlWrNm7cuHDhQmrnR9iavpq1dkEKC2+bXC63YsWK888/3+PxkG9pWWRI14zP451AwQyrNCMagvUg+gx2m64eVVD+f/8oFIqCXh+NRpOJhJbPy7JssViymUxMVSH0FKADKRb1JS0HsHVlQE86VHh7A8cQoCTzNVZvPXrWhGMMyECbgVyEPQX6JoImZ6MLlnShPkQwTiYxAFzhIpFIIBCIRlVZlh0OB3pQA2kBaKLrCoFXQhKD3iCNGAbQaJQIJ8EWDYIcMPFlFPVQ1DtX8rYjjIVoiivl4vG/0DsmFosBEUIWbLPZJElKp9ORSATCCbhAYAwRfpDFWFl95FA3WJbnjUajwIiSJJF0lRAh6sw6OzsHBgZkWW5tbYVYGaQ1EHYqlTKZTIDXOInFYolGoxAjgSQmzAQHIYwe2mTC7g30GK4NNc34CpQZSJIEYzhUfHIldS96uRP3THIOuKoDsWEzQ0Ybf44P4594snSGZDKJYk1aFAgJVFUVRTEYDDqdzlAo5HA48BnIygcGBoDYrFYrcD9pXURRjMfjDocDk5bNyONRptNp+KCj6AL3TvEGhg4xNoySSKtN94uoiSWhYaWHnpoulwurbNC8HHe4cxGrgSn7GSDGZDLm8xqikWEAIonT4GoKN1K32832gxwlnqAUHHIp0LEMc86yFVqmU+c4jtfpsAowHzBhHA5HJpOJRqPoDgHp0WiufKgumNR7oVAo9Pf3Yy2YTCbEcsewqvu444NStylkkzZs2PD6hvVTpkz58Y9/fPDgwVwud8kll0yZMuWdd96ZO3fuhx9++NRTT33961+/77771qxZ09jYOGvWLDyRV1999Wtf+9pll102Y8aM3//+95dddtmOHTt4nq+pqdm6deuyZctWrlxpMBheeeWVefPmiaL46quvLlu27P3331+wYIFer1+9evXkyZPtdvt9993X0tLy0Ucf7dq1a+7cuWQrRM+R+pThn++///75559/7rnnnnzyyRdccMHGjRslSZo4cWJbW9vDDz+8atWqdevWzZgxw+l0bt68edOmTfv37z948ODkyZOfffbZp59+euXKlW1tbbNmzRJFceXKlV6vd82aNU8//bTFYpkwYUIwGHzooYeampoURenu7l6+fPns2bPho3r33Xe/8MIL8Xh89uzZwWDwnnvueemll9atW5dOp9Hi4/bbb//f//1fs9m8ffv2zs7O5ubmMpRfPaqgvHqMxcHzOp7XUwYcul7wxGifgT4mFEaz3T0qYaKmacFgMJvNxuNxs9lMDS+P09quLFYjoAPq0WIx63R8MpnELg7UgltgRcaUrOc4Lp1OR6NRgBIgOUEQJElyu91ms1mn42RZBhyHpxhYW1YSM4yhm46h+hRFMRiEaFTN5XIWi4VoWnRYhKACF4mbGnTXJJk1YA22BDRORxNHHBBk8zwvSRJK9wihwikcBnCapgGkAhKBMQKGLvMTHF67wpVq3VDAikSE2+1mnQc5jkulUj09PZ2dnfv37+/q6ioUCk1NTblcbtOmTR9//PGHH37Y1tbW39/f1NQEdO73+19++WWfz9fQ0IBe7hzHocE7Wi/hY3q93mq1pNNpVVWJ74TyBDsl5W2JprVYLH19fQ899FBdXZ3NZqPBxF/hT0i0jRgjmUwSBMe3AMVSCSYYdEJmRLEvW7aM4zhIPsDuB4NBjuN27doF2lLTtN7e3o0bN1qtVjRgdzqd6Oql1+s/+OCDN954Y8aMGejiDqNuu92+fv36UCjU1NRU5Die57dt27ZmzZo5c+bgW6gpFZh13AVx1WCpMeeJREdQZDQasYT5kv05yPtkMgn6Df16WesYbghVFZ2EvFzKYjme50XRiM5E3LBVDZQO0uv10WgUVifIpZDlyygtdIitFAQhEomUeb0PCsdZzUylfqagaeBfFUUBLs9ms93d3STwQ2YPf3zM35PUt7K3txfTIJvN1tTUYLgQxo+8O9Knmto9FFQjOhVF8b33dnd3dxcKhWuvvfaqq66qra2tra1duXLl5MmT//3f/33p0qWLFy/2+/1r1qz55je/6Xa7cY8vv/wy4vAtW7bkcrnFixevXLnS5XI9//zz69evv/baay+88MLdu3c/++yz11133caNG++6667/9//+nyRJ/f39EyZMWLly5bRp09atW3fuuefOmDHjrbfeevnlly+99FJMm97e3nXr1v39739///33e3t7W1tbaWvYtWvXhAkT4KwvSdLs2bM3bNiQz+fvvvvuJUuWLFmyZMaMGStWrDjttNP27NmzbNmyM84444tf/OIdd9wRiUSuvPLKM844g+f5l19++eSTT37qqadEUbziiivOPPPMVatWnXTSSdls9q677rr44ottNpvf77/nnnuuuOKK/v7+G2+8cenSpaeffvqWLVv27t176qmnNjc3OxyOl1566corrywUCjfccMMll1yyePHi9vb2X//611OmTDnppJOqTHn1OJTlqw7BWB75fEEQeHjSodFPLBbz+/3RaBTajEwm09vbWywWFZutzJsCBV4g5IBIYOtbW1uL9uDY5tkG5mw35tFsAGVuUNg73W43z/PQx5vN5mQyuWPHzvr6emyErOaYO9yTGAJc4FEQSBaLhTKVuM5QKCTLsqIoPM/FYolYLIZUI+BLWZ3ZULdGCA8Si0wmC9wP9ON0Ont7e202WygU4vV6vLiRq6WisUo+krQuQM/BYBDbvCiKEHiwf1UpfkUIgesB36xp2sDAgCRJ+A0pE0a4ZbICBlCtaP0I2hip0mKxGAwG/X6/TqdbsWLFhg0bpk+f3t3dfcopp9x8880rV648cOCALMuxWMzhcICa4nn+4Ycffu2115qamubPn4+MDXzcfD6f0+mEoAgqf9wa+XwjUBEEAcJ9SZKgfkEDSzTfqampueGGGwD0wbyipw/aSxUKBZPJFI1G4UCSSCSsVmsymURhJRUhwFTUbDajVyLS2dBj4MZlWb766qvNZjPHOGaix9aOHTu+8IUvYAX5fL5FixZ5PB5g/Xw+73Q6cb8HDx7csGHDNddcA2hCZqZvv/32xIkTFyxYkMtmHQ7HjBkzmpqaUMkHrhc1HpFIxGazaZoGrZcoihCs4wYxn7HqcbUQ8ZPmB60u/X4/khV4RaDoDeNJC4FVrSDqwyyCPAzFDGxmvxReHnpLEKM/zDrCUoUACbMF2TmSCY2asDhkiYOC45qamkEROZusI4DOlhcfMmYtlehomjZ58uS9e/fiuff19ZnN5qamJgKa+lEYsJSl6Vj7eVg/YQJEo9GGhgasF0SzUCJ99qsGMT2y2azZbE6lUhMmTHjyySd379798MMP33zzzfPnz//jH//Iler1a2tr6+rq1q5d+1//9V8XXHDBzJkzuZIgWxCEHTt2DAwMTJs27aabbuJ5Hj1WX3zxxUcffXTatGmapi1evHj16tU8z8+bN+/UU0+98847QXJjIdx+++0PPPDAqaeeSsEqBXIul+sLX/gC2QDg96AGuFKZCq7EarUWCoXnn39+wYIFixYtwoVt3bo1FAoZDIbJkydfeumlPp/vzTfffOWVV2w2G8/zkydP3r59O5R7l19++fTp04vFYmtr68DAgN1upw2XehRs2LDB6XTOnz9fr9f/9Kc/xQU0NzevWLHikUceaWpqeuKJJ3ieX7RoUaFQaG1tffXVV2kOV9shVY8qKB97ppwvFg+1SwAwTSQSFotFUZTe3t5oNKooCky4Q6EQlAOgwDVNC4VCZegwHo+73W7QwBCqQi1tMpmQdiRlxTFkytl9iOf5urq6YrEIfwOn0wldhKZpqDJky9VJbZLNZmEQBpk4IS0yR8Nei4+ZzWYweWzjT1a2McwNsn154BrBUsvQOyaTSVmWoWeAgGSYIjMSvKbT6Xg8Dg6spqaG/Txb58cxChNiysmUEM9I0zSXy2U0GiORCFTX2AzYnX4k72vsi1ScQBqAaDSaSqXC4TAkQ//4xz88Hs/NN98cDAZffPFFnufvvfdeINof/vCHX/jCFwDofT7fW2+9BZiI1A0eUCAQeOqpp7q6usaPH3/66adns9krrrjivvsesNvtu3btuvrqqy0Wyx/+8Aefz1dXV3fuuedGIpEzzjhj+fLlEydO/PDDD3t6ek499dSvfe1roVDoj3/849KlS41G4+9+97u9e/dyHDd16tSvfe1rDodj27ZtzzzzTDqdHjdu3JIlSwKBwOmnnw4Uvnbt2sbGxjlz5uzcuXP16tW33HKLJElr166dM2eO1Wp99tlnN2/eHI/HFy1adNlll2Wz2eeee+6kk0468cQTAd/zuVxjYyOKXPfv39/Q0NDd3b1jx461a9cuWLDgqquuwl6+evXqjRs3zpo1a9y4cUhBPPPMM9u2beM4rrm5eebMmVjCgUDgnt/+9qtf/aokSevXr7/lllt27tz53HPPqapaLBavvvrqBQsWpFKpv/zlL6+99hrHcWeffXZfX983v/nNYrH40UcfPf/88z09PV/5ylcWLlyI8KysKLNYLKqqCpWUKIoOh4Oy84PiJ+phxJXq3lC5oaoqphz9IaQdxSIHYDp8K1BkhDBjbTZbOp2GZI4yIaM3p2Nr2U0mUyKRQHUmq7utXNp0gygaoRuk9mQgL0wmqba2tr29PRKJQJLk9/uxbGVZTmcyo7lstl6QVivHcagkYethCHiNvcf2UR9AtwgObTbbrl273n5rm9Pp/P73v//Nb37zwIED4DUwGXQ63eOPP37vvffa7fbvfe979Cxwy9dcc82cOXO4kggQLa4lSerq6po0aRKUY6j0MJvNv/rVrzo6Oh588MFXXnnlkksu0TTt1FNPPXDgAMR1YEBo/E0m09SpU1lnJ0wMUDDURkOv12/fvt3tdnd1dUWjUa5UAo5cFiq7wBHwPB+LxUA9UPkmKAbaBSiZg1QnMq6oGsdvsKJVVQUNkclk4FqmKEoikaBL9fl8eJl8uj3sqsdnCCVWh2BsQTmn03FIZyMrDf9yh8PR0tLicrnwKofoVlXVgYEBlDzq9fqGhoaamhq73Q6kbikdSM4C2btcLofDwXFcNpuNRCKhUAgNAo+hppwOMscYN24cWo6Hw2GqXkW/z0r/kFwuFw6HsbuDaaB3HFdqOUkdQBF4gPgkrp1Sw5Xgu+zAixvMq16vM5kk0DP4Fr1eX1NTo6oqXt8g45Gah+fGoLgH5nTBYBC1bna7nWTrFE5UNqsH4MDmRMWXuEcUrcqy7HQ6keCORCKwDGdbLA1D1HGMvwdYajSTisVivtJht9snTpzY1NQE3g5ai2eeeaa+vt5qtU6YMEGW5f7+/rPPPhtP8M4775w2bZrZbIZ4GiMWj8fvvPPObDZ79dVXz58//9VXX929e7cgCG+88caKFSsmT55ssVi+973veb3em2++ecGCBX/+8593795tt9t37Njx3HPPnXLKKd/4xjfefvttbFqbNm2Kx+ObNm3q7Oy8/vrrly5d+v777/9/9t4zTooy7R6u6pxzT09PZjIMIFEQVERFUHEFlVUQA+uqYADDKhhADGDCBKvo6rJGBFyVrLIsKwrICiJBJcwMTJ7p6TCdY4X/h8NcWw7hwUX22ed9pz7wm9/Q011dddd9n/tc5zpnwYIFdXV1jzzyyNChQ6dPn15VVYXfAHtxHOdwOPbv3y+TyTZt2rR+/frq6mqWZevq6sDhLV26dNSoUdOmTdu6devhw4dFUdyzZ08gEMDGFdqwZDK5ffv21tZWlmW3bNmyePHivn37Tp069Ycffvj+++9tNttf//rXJUuWTJgwQa1Wv/POOxicw4YNGzNmTDgc9vl8Op0OAGvt2rXFxcUDBw48dOjQDz/84PF4nn322aqqqhkzZowZM+aVV15pamr68MMP33rrrSuvvPLOO+/csmXLvn37IA167LHHDAbDDTfcsHjx4uXLl0NtLFXgYF8aiUR0Ol0ikUBgEKA25CvS3hLQ8FqtFhL/UCjk8/mCwSBaymw2q9ls1uv1ADTIBFCrVUgCAlIkifyxY550RyA4AYJRkZCaxpy+UoKKYEajMRqN/o8UtUKh0Gq1RqOeKgNkv6NWq61Ws06ns1rN2KAWFxe7XK5IJIK9ZXV1dV1dHeRep3naXf4FQY68YWzgtVottGTpdJpEev/rsWWnflNQ6UITyFtvvfXss88uX75cFEWTyeR2u8PhMNJtFy9ePGfOHGj3n3766U8//ZTyxVDFpaGLlGue50ePHr148WK/389x3KZNm0BYrFy5cvr06S6X68orr1y3bh3eZMKECTU1NYCw4LOoEEplIlomwOOA8sBmMhaL/eMf/3jppZf69+9/1VVXrV27dt++fdj0NjQ0WK1WsD+iKBqNxr59+/7xj38EBP/nP/8JwgtvCHyP8W+xWFQq1WeffZZOpz/++GOUpEaOHNnQ0FBTU8MwzOzZs5966imlUvnSSy8NHDgQ/lfnn39+MpncsWMHz/PLli07ePAgxbd1A6Tuo5spP+MHNZIf5UgYhhd4XuSS6UQoEnRluVUqFYrQWp0uJzfXbLEEAoGOYBAULIwXwuEwiuNEhimVSr/fbzAYSDdMJWZiiSB0Bt/M87zNZsMkBcaR6TSr6qJOoQlCOt8xkoQOKSdE39HhcLhcrmQyeeTIEaj3WltbQ6GQy+UCdkeGdiQSAQBF/AoBVkaic2UkXTtdBDDM8XTtJ+Gc0pkMwzBKlYoXhHAkptFo9Aa9UqUC3OF5nmHZHsXFzc3NZpOpIxBwZWVxDKOGMEAQ5J16WVyHVCoViUbBhQCadGmqk+4QwDdjSyC9YjBNB20DHQIq9ZRlYzabg8Eg3CFAUavVash7jrtNkgoYIIEIhUL4N51OJxIJg8FQVFRkNBpRB7jjjjtef/31zz//fP/+/TNmzBg9ejQq6Z988olWq+3Tp48gCO+9997WrVtffvnlBQsWQKuAAdbQ0KDVah955BEIf0tKSlasWIE8pqFDh95xxx1bt24tLCycPn26TCZDq+7XX38dDAaVSuX111+Pz9qyZcvhw4fz8vKgF9q/f/9DDz0ER5HCwsKtW7fu3r376quvvvHGGzmOGzp0KGROZJjYt2/fn376KR6PHzlyZPz48Vu3bh05cqSMZWPR6JrVq39/yy1jx44VRTEUDH60YsXMmTPVKpVcJmMZJhGP67TaYDDg9Xo9ntaSkh65ue6FC1++4YbrJ0+eFI/H0+lxn3zy17Kyko8+Wn7zzTeOGDHikksuaWlpqaurg2+G0+lMJBI33XQT7jU83efNn4+dmFqtrqmpKSwsvO2224LB4FlnnRUIBHbu3LlmzZoZM2aMHTs2k8lceeWVS5cuVavVy5YtKykpmTlzJqyBXn755SuuuAIGRGQHAdER3PrtdjuMRwHmqEWBaFroiJRKRTyegEcK0A/6p41Go0aj1mrVosjwPOA1G48niLGTGsgwEjNWIHIypYZNUF5eXnV1tUqlampqKigogDyJTulYtEriAaAZkIJkDyU1S6VuCmgS0IkrtZPq0kKAXtVYLKFWq61WKwa8IAioNcXiR73244kkx3GsTOZwOtOZjNfrFQRBI5fzPN/Q2Jifn2+z2WKxGPafJ1fjSJs98HhimgVSxF5apVKBaqmvr4fCCvWrVCqF4hW+CEn1/stBOaZlTMVFRUVPPjlvyZIlGzdu6tGjZM6cuRqNBl21LMt6PB6Xy6XX6z0eT1NTU1FREVU+kf6GXhHwHYDpU6dObWxsvPHGG61Wa0FBgVqtVigUw4YN++yzz6699lqFQjF79mwM72g0etVVV915551LlixBuw4N/i6KQaJjMJBmzZplNBoRhTtjxow+ffowDHPrrbfOmDGjoKDA6/XedNNNYNPpPR955JHHHnts0qRJRqPR6/U+//zzgiCArcCCS5a+Tz755EMPPbR9+3a73e5yudLpdEFBwSOPPDJr1iyc2HPPPdfR0bFx48Z9+/atWLFizJgxU6ZMmTNnzpNPPqnT6Xr06DF06FBKJ+jGS91HNyg/s4U/aafm0TVPFMLhsCAIPp/ParWSFQM1OQFnm81mn8/X3NxsMBhcLlc0GvV4PFBwSn2XTt7/B/U5TR+IuMMKCqoSS6M03ASTL2lVSaNyIndtUi2rVCo4ycjl8tra2kwmY7PZwuFwXV1dfn6+Tqdrb28Hx2C1Wslz40wf+O6g9MAsguPElZHJWKPRiBZbppMQgiCbvGNR30QTJ5ZbSIPIH/pE3Tmw2MM7YB4H7gEih7EgZD8mk4kuO6622Ww2mUzkvcNxnM/nQ+nzuGOMFk50DOMroxBst9uzsrK0Wi3HcfBlmzBhwsCBA7/77rvFixc/++yzFotlxIgRbW1tq1ev7tmzJ8dxP/3003vvved0Og8fPhwIBBwOx6pVqwAZo9Fobm5udnZ2MBjMzc3VarVkyllSUpJIJNrb2/v27Qv5QTAY7NWr15YtW8BiQo8OhgzXFlsvOKsAerrd7ilTprz55psVFRWAgDzP9+/f/9tvv8VajhenUqna2lq73f7b3/524cKFsNBBBH1FRQU4LbfbfeTIESjIYRuMqktDQ4PRaBw1alRtbW1zczNwRiQSkcvlTqeztrYWUbtFRUWwKh88eHBNTQ1O9euvvx4zZgxaLVUq1ccff/z4448D8mKvFY1G6+rqbrjhBq1WGwwGRVG87LLLotFo79694caTm5vLsiwMcIYPHw73w4qKCrVa7fP5SkpKqOdBJpM1NDRAVsRxnMlkIpwh3crS3YcdajKZog2M1HHZ5/NRGwMOQeBhBi8FmlL/ii7VHmmWgiiKLpcL8oNQKCSXy6F0lwYkMT83OJeqv0C6EwUgtWmXzl0E0/FIkgmd1FJJEASoAdF5rFarNBpVOBxVKGSxWCIWi9EYo02Fw+FAczk5QXk8HsBonAZmyGMf6i5O0vgWmFjwpCuVSqPRSLcJdHg0GoVJKKx7MDhPsyn2P3ygkIgNlVarHTNmzNChQ5uamrRabd++fTlOKCoq+Oijj8zmo3t+zKLonieu/cEHH4S3ARU07r33Xky/L7744sGDB6PRaGVlZSgUgpv766+/fujQIZ1Ol5+fn06nFyxYgKqd2+3WarWXXXbZBRdccBIgS6Lzq666atSoUWBS0HWKsf273/1u1KhRTU1NFoulvLycZVl8L9ydgoKCJUuWHDhwIBQKVVRUYD/83HPPYZZTKpVXX3015u3Bgwd/+umn9fX1vXv3rq+vz87O5nn+4osvLi0tjUQivXv3xrLy7rvv4sExGo08z48YMSI3N5fjuJKSEmicpI4x3Uc3KO8+zsghNRCUzuxer1ev14dCIb1ezzKs1E0MP2u1WnCxoJY7Ojrw0B45ckSv19tsNuiPBUGw2+3HrYGSEJPWUZwJiGqieMlymJH0xzA/zz0hucWJ6tqghNGECjYiNzc3FArFYjGAgLa2NvBYNpuN7Pn+M2sSGcpiQozFYlIDdfRWGgx6o9HY2tIi7RqkEBD0yWFdMZvNip/3mDI/d6DrsiowDIM+xS6DgWUZm83m8/nC4bDRaKRPpN0Rrg+QH34JMdJJqDv8FVCCRqNBlqFarc7OzgaWBRRLp9N33XVXbW3t6NGjBwwYsG7dOrCqK1eu3LVr1w033AD+vqKiQqlUbtu2TS6Xd3R0fPvtt2PGjGFZ1uVy1dTU7Nixo7i4OBaL7d+/H+J1hmEikUg6nXa73cuWLRszZozT6eR5fuPGjUAhIDXJ3TwYDGZnZ+MaajSaPXv2wDrtyy+/bGpqys/P37hxY79+/RD7smHDBjQewGwRRfPly5ePGDGid+/edrv9+eefP2foULvdnpubu2nTpokTJ8rl8j179gwZMoRibnw+n1wub2trg7AeYtZhw4atWbPmb3/7m9vtVigUO3fu7NWrF8uyOTk5mzZtKiuraG9v37BhA0DVzp07w+Hw+PHjqYJ0+eWX79mzp1dVFWwlFAqF0+l0u933338/DBzXrVs3cODAr776avXq1VDP7969G3uns88+e/PmzSNGjDCbzZ999pnVas1enGagAAAgAElEQVTOzobuCA2CPp9PJpOhuFFQUAByEYNKGiJGqSUKhUIuZ9PpNAjILu6leO4ADYkpgF5FCmvQ2kGwiXZ90qkAW1ZSbKOZBNKvY0tGBPehxyP2nb4IKXak2nGau5C/q1arSaErLdmhJUMQRPD3YDHBdIgiI/VjpXfGRJqTk5OTkxMOh4PBIK4VDEBPpI6jJx3/C3kbaSfQvCv1lMS1BdkPCiaVStE+nCz88ET89y9kkEqjnhaPxxVyuU6n69Wrl9frbW1t7dGjkOeFgoI80h3RJEZpD4IguN1u6QBmWRbaRdy1Xr164ZpjwOMJraqqIgvUrKwsDLzi4mIMML1eT3bvx12b6BZg3ZHeUCyC2dnZ+fn5NNRVKlV2djbR+aIoVlZW0vIqk8lKSkqwLZHm5XEcZzQae/XqJQhCXl4enVKPHj1wDlg7ioqKaPDjlwhCYhgGBcNu7Ur30Q3K/xOgXOoVgBWioaEBMA6+E1IX7WPbKCHzyM7ObmpqwuIUjUbxg9lsttlsgALHnZKoxirN2kRujlSRAlU6Zk+wC9L/PXlNjRA8OCdYTKAIKJPJEHMNx49EIoH9A2zmQBr9JwZ3JxCUujSQfBZoW6PJys7O9rS1QWCD9k1iyhGjQ5Gip05miKJosVi0Wi1sHDH1o9itVqv9fj/LstnZ2SaTQRSZVCqN6y9Nk5YiG1iGH/dGS6Mf6VMgTCf3EuDyTCZjNBpvueWWN998c9myZRzHzZgx49xzz929e/fSpUv79u07YMCATCbTp0+fRYsWaTQar9d73XXX2e32+fPnQxhTUlJy8803P/nkk0iMGjp0qMlkysnJAQseCATsdvs555xz1113wcl7yJAhVqs1FovBLFyr1fr9fhBvPp8P286JEyfOmDEDDpUWi+XOO+8sLS3du3fv73//e7vdrtPp+vXrp9VqsZCjAQCo/ZFHHuE4buzYsU888cTkyZMVCsW8efMWLlx40003mUymwsLCuXPnJpNJ2J6sWrXK5XKVlpZqtbpIJFJSUgIjkfnz57/88ssIF3S73c888wzP80899dS8efPuvvtunU5XWFjY3t7e0NCwcuVKn8/3xBNPVFRUPPDAAyzL9ujR4+yzz77nnnuefvppBM3269dv+PDhjz76qNlsbm1tPffccwsLC1988cUnnnji5ptvNplMgBSZTAaeMLNmzeJ5vqKi4plnnums3sjQSQK3GY7jEHlIKLyLLziBTuxYoNMFAU8wkdo2pENXKsOl5x3jhNRrZGaK2gua1VDScTgcMPqEPupf9oLHg7ORSASbAdxHksahgxYbJFJ5SR8xzBKBQADjh+zbMebVajX0BnDvIYtVo9GQSqXRqtHFq5H8OmQymdPpVCqVDQ0NNpstGAzSKYXD4RO13FG5DLURen9p0g1gN85Wq9VmZWVBZ9jS0qLX61FuQjMu/vy/fBWj+xWPx2GCyTIMdR53TjsMz4uieNQyXFpmkcvlkUhEr9dTPQQNnTQS6FJjX8R05spJJ3DpYgTlIQZGlwTQLpxIF3FLl+hNiKmko4I2S0xnzyUl5nYR3tCaC3BPpxeNRqEzhOSP/pfUSlLrWymhczqZuN3H/wehY/dQOKMKFunaGYlEao8cLi4uBmByu90CzxzLQxN8hGEI5oWamhoAo0QikUwmwQuexMXsuCdDWnOSm8N7BEbg5JBNq6MUBJxo7sPbYrsfCATAfIBW4TjO4/EAkqbTaYvFkpOTA7eZ/0yTE0mDCGRIhTf4wWQyyeXyn378EciDaqzYqCDuh1IP2Z/fqeN6TeJa6fV6k8nA80dlwdIe0Gg0mkwmLRaLxWKBZolWjkwmAxAvdXZnTiya7xLfSGQMlCSJRMJms7ndbmhmwGhC/hEMBjmOy8/PR+JgLBZDThDGANYSZNaYTCasoJA8Af81Nzc7nc6ysrL58+ffddddcAeDkAlOL/X19W63u6ioKJlMWq1WVKXBKWLbg40ZGgcFQWhqalIqlVlZWXQpOjo62tvbs7KysLujggMKMpFIxGQywQXc5/O5srI4jsP579u3T6FQ4KsJgvDAAw+ce+65l19+eUtLSzQaVauVgiBUVFTgK+McWlpafD5fdnY2cKff7zcajV6v3263Ay+iiTkcDufm5hqNxpycHJDuJpMp0NEB5jidTsPc0+Px+Hw+vV5fUlISjUahuQ8EAhAcv/rqqy+++CLKIK2trdFotLS0FBw5DP7r6+thOygIAjhyqfthlylCijNwp9LpNAVIHZtTI1WmHUsEEEeIP4nFYoTCASwgIYCSob6+HiWI8vJyeIF3KRLindF5jEAx7MnBfCN7PBgMKhQKeDhK85KkNTqv14v9hjQTEdsMrVaL9gyfz4ciDKYjiKOoo5ogGrWHIqwxk8m0trZCVAbhAXPirnGAbABTgn10kaV8PKZuCkKqq6vDZslgMIBMJWrgv1+uQEQymhQ5jlMplVjLAoEAcgYymYzNZpHiS6mxPa2DUk0gQk+Pnbu6kBHUPiFF6tKsNMX/ZGdJndNk+ikd+alUCncTsV/YTUE0RXeZ6sbS1GcppqeB2mXTS0EK0nUBQwJ2qEynXpTEkN2y8u6D6Q4POtMzmlT+GIlEEsmEw+GIRqPQN4sic2xWNs1QmLtJHxKJRILBILjt9vZ2rHDHLd6dCMlB/kjuBAAliUQCYY1kp4CVrEt+zXEhL16pVqv1eq0oMtBC4JdAXTDXw6kmk0libf8zsw9xflLLdiqOQ9QBe4pUMglIZLFY0BMJkAo1OZmjS/cSJy8jyOVytVoD6h0rB5UvwuEwhPXRaBQXH6sdvYYYQem6ePx0JMlBvCbWBjhvaLVam82GP4c4B4pPNI9CdAtnEsQzMZ00GD4OUmbS2sZisXvuuSc3N/ecc87JzXX//e+b2tvbYdKCVQ1OZIi7k8lkoVCI2hIIQwNFQU2Uk5ODxdJsNsPvHNVhFHZcLpfBYEA5CDs9ePMDHeKZSqfTgFMoBfA8D6CA1Y7n+aVLlw4fPrxXr16I/tFqNYlEAkUM7EsDgQD2Y6FQCK7qZrNZqVSq1RqIgKEJgYA+NzfXYDDQ5i2Tyag1GiiSKVldo9FYrVaTyQQk8eabb/7973+/7LLL3G735s2bGYYZPXo0HJP0er3ZbMa3QINHTU0NaaBLSkp0Op20G5uRKNOIlKVoVZI8AZIea6EtVYd3QeRSyI7nhSo8arUamw0aDNh4IyELYAVaAnpbaS8NI4kZhtcQlNahUAgyAJlMhg0SDXUq7hGtiE5KtMGQIgJHJpPR6bRy+VGaE2OA4CCpdUnPQ488uGqgeTzgsODAPlyj0Wh/flgsFrVaTe0QtOeXYinsXqhrlr54KpXS6XQw0aKZRKH4v1GmBvpErwXHcTU1NevWrdu/f7/RaFQoFBs3bvzmm29qampVKqXT6ayurl65cuXnn39uNptzcnKAdBmG+eabb2pra2HPBS8aGsPSSjKeIGkWAW4WKg+CIDz22GNms9ntdsOG6ESTMGZRmvZpViTpNjHitEBLc52l4X3kz0v9qQqFwuPxbNiwobW1VafTgS+YP39+JBIpKiqikY8/x3chz9/29vYFCxYgz4jGp1Rn1Y2auo9u+cqZBeXS0jB5BiMPL5PJyFiFNCj+WAULJgs0HoFugdWu2+32eDxQVR4XLnc5B8wsFJGIVQG/gQyGCv3pdNpoNKLf9OQ1NXA/wA2C8K9iH6lIsQybzWaklsbjcYCb/xg/JCVFaKkm2gwBLpFIBLQHpl1Mjlh+UEAnrfZRefrPIc5Jbr1MdlTbg2UGb+X1eqFlx2+wxkPsi4Ufdc9UKkUlzi7dcsd+kDTXiZABsBeBJ6lxbzQahSUOAkGwMhFFig4t9IkSUYRzMBqNF1544bx589auXcswTHV19fPPP4/xCUKXirwcx9ntdpRi2trazGYzNgP0icgJam1tha6JzjAej9MKCuUuFkggbDxBfOcB6UIkElHI5Xq9Ht8LqB1c++OPP65QKAoLC+Gt0d7eznFKbBGDwWAikfD7/bgXVqsVfmfo1xRF0WAwYcBkZ2cjKhUBAiaTSRRFWNzI5XL+5xGkSKEndi2VSo0bN+7ZZ5+dMmVKWVlZU1PTiy++CJ0x5PsU5BkIBNrb2yk6Kjc3l17QRTeFe0Ft1jRdYJbAjosC5KUqbebnzn3HZRBw6dLpNAh+m83WJRAURAAGD4J4/H4/vEEpGVQ6ieHModzAkxUKhRQKBSA+HgpBELxerxRAkwQcwwbNMBaLhTYGONXOdKQkegrRM0d0u1SCT1cP8Ah9tDzP5+bmYiJFtQdzI5lsdNGuSLc0UhFRF+dTqWE5xk9LSwuMbhsbGy0WC4yw/m9U0lmWTKIUCkVtbe0zTz/t8XhYlq2qqpo7d+6hQ4f+8pe/aDSaRx55KB6P33PPPTU1NQqFYtu2bR9//DGU+oFAYPbs2WVlZXCIHzVq1J133kkbJ6ZTYU/3CPsWjAGQBVQk2bFjB+KEcAGlVHSX06bJnOZPytSTUvhMpwITahMqYkg5fhQKcFu1Wu2RI0cefPDB/Pz8QCDQ0NBw5513jhs3rrq6Oi8vr8uwofZ08vpE58yNN95IxS6pfqwbMnUf3fKV//TR7vMCB5hMJo7jGFF23K5HQuSETqLRKIIJU6lUIBBA6jiAo06nw5oHtCHVZUpTLaRMG7FQ0mYv/FcoFMJ/waCNoiKl3AYKx3AQw1qFlQyksjRBOpFI8Dzv9XrpHViWdTgc6Poir7ST487TXFSkBLm0swqQ8Sgbx/PQBcEeJDs7G5sKmqn/hTA6bZtP0q4qiqLZbNZqNcFgCFw7ICMiiiwWC/nQHRu5qtPptFpNKBSGcon4dSmf1KWrTPq5uM5+vx8+mHl5eTqdjlYjsr8gOlYqr+pSZpGWSsjwThCEWCwG5++yslKFQol0G6rqSF1BpIpncMP4gljh0NGIcSvtLcb+h1ItjyW66Ad6Gfvz60CYzOfzgeDkOC4QCHi9Xo1GBdoSJwwanjTKOLDeKxQqkP047cbGRjxlOTk52CocrVB3SkSINqYzodo0HgF0VlAnHPQAuEp+vx9+ILg+drsd0FN630+VZVEojEYDx/EIq/9FTxZt6sBoQrF9IiYSHTLQ9sTj8fz8fBQTCK2eiPw77lMD6H/caZCmFxT0DAYDwgFIa8eyLOowaMHELhe1HcLN+D2J49GngZZ3nufr6upw8WHugelLas/6b0t+6a8gEqOyBuz//qugGH1HGsOJRALXDZtho9E4d+7cVStXnnfeeddee+327duHDBlSVla2du3aP//5z/feO6OxsXHXrl333Xefw+GYMmXKypUri4qKWJYNBoMTJkx4//33XS5XR0fHkiVL9u/f/8ILL3g8nhUrVmi1WoyiG2+8EUR7QUFBNBq94447tmzZ8t1336lUqmg0OnDgwDFjxlx99dVnn302LCy9Xu+tt97qcDjmz58/ffp0t9vNsuzq1auHDx/ucDi2bt36j3/8AwWx8ePHl5aWfvDBB9FotK2trX///uPHj//uu+/Wr1+PTK5gMFheXj5u3LhjN1qMRNnFsuyePXsef/zxV155pbCwkGGY2trad99994477pgzZ45Wq+3du3ckEvF4PDfccENlZWVtbe26devAv7hcruuuu27Pnj3Tp0+/5JJLBg0ahLJYIpEIBoMXXHBBc3Ozx+OJRCLjxo0bMGAAI0mk7gZO3Ux593GmDqfDSbRoKpVKJTO0I+/S7km0JYQB8CaXy+Wol6EbDE5z5NCCxlDkCgG1U5QGJhSpfA3rnLQRCj+AwgRxjh4ssFDgS6xWq8Gg43kRXniQyUoVhBA/QOoA6Ga1WsvLy71eL8KStFot2GLgGKbTxeUMVSroq1GnJi4ssnUQpZlOp1VKJVgcwMfm5ub+/fvDRA9iWRKHEAmNr4woFlDp2OGgHKFQKBiGhVOe0WgMBAJQ1UNdQAwQVbGpGSiVSmm1GoPBAGNBwGi8Ht1seAfqwJM6t4Afoph3OCQSLCNcjiwMaTwqGB18KZwPGTbTZYQXDWhgJNTwvGA2azmOQ40FhBBRa8ipAXtKthjxeNzn82FQwSoRQxclflzbcDhMKhq8J0aR2WxWKBTxeByUPM4WXLJcLucyGaloAVgqOzs7Go22t7fjzYF0QXXjtppMpqysLFjTABfii6vVapaVp1KpUCiEOENcwPb2dofDgRwiNJzJO2+f1CAZpDV5z/M873Q6aZwA9qEODkV7MBjUarXJZBLpYMSOU23n1Mc8GuaolfAX+axhMKBwAUR+kp2nTCbLz8+HUl+n08GXGltZptMT8LhnflyQcaKKHwmvUV8KBAIsyzY3N6OTmDwf0QGMaiTIC57nVSpFJsPLZDKe56LRKAQ5KNeQbgFPFgo4CoWioaEBbQNk2Unz82liI/i9NDU1oZiDNo//Kk05lSbAVfv9fqRboBkAA+Oiiy76fteuzZs3t7e333///cOHD0+lUqWlpaIotra2zpkzBwqfhQsXIgqNpNsUYKfRaO6+++7LL7/84MGDa9asue+++yDk+POf/7x+/XqTybRu3bqPP/64uLiY5/kvvvjihRdeYBgmGo1OmjQJLkkcx02bNo3n+f37969du3by5Mnbt2///e9/j/HW3NycSCR++OGHWbNmvf322yUlJatWrVqyZMnTTz998803MwwzZ86ciy666MiRI3ffffeiRYsGDx7c0dExbNiwadOm0WjfuHHj6tWrCRDPmDEDPSqiKK5YsaJv376FhYV4WEpLS5944gnsA1Uq1a233sowjN/vf+211+69994777zz6aefHjhwIMMwr7322nfffffGG2+k0+kLLrigrq4ukUg8+OCDDMPs3r17woQJK1as6Nev32efffbAAw+sWbMGhmb/J8zsu49f9+j2xfxPHznuHEEQGhsbkScMjE7FaCmUJCtcYFmscIAXNpvNarWmUinUXrGWI2yypaUFZDzVBDFfYJkEGCIJrJQBImQM03HwiBDagkJWKpUqlVIQGLC/4XAYNDmJtmkx9vl8QDPo/5PJZFarNSsrC6024NfxV1KL9F/9UhOjjNkWCeqiKKJpz2w2QyFApKzD4UilUhaLxe/3e71elUoJV3JCrmTijtdrtVp4ipvNZgSU4sA7y2RHDV6Awgm5orMNsJXy7YCScceTyZRKpTIYdFgLge2wMYMnIAA3iuxE/wObwmAnEAgQdAaSRl8dYVwgGAqpwReE8QvOB/sKUI9Y7SDMgCUIXZNUKkPyGGr0VCqVkFrhE2kjAWmKw+HAy2KxGE47EAggZxFiU9wR6GEAxXiexx1BfxiSsXEaQDbpVAo3GvpvOp9AINDY2AgdM84KhGsymXS73ZWVlXl5edj0omYChRI8v6FXnjt3bkNDg9vtxo2A3gnScwRIEWFP0tt4PI5ri1MF1odvPc4K+1icOczyLBYLGlXtdjul6jD/lqE17otSqYDb5i96B6IJiSo+CSKHhCArKwtCF4ZhkGFJVhW/4oNM0QHovYZVIprIMV+JohiNRjs6OgKBACUixWKJcDgciUQ8nnaU7NC6gLOlkQ9hTCQSwWzZ3NxMW6zTL9/Rn6fTabTJ0s7zvy1WHWUEtCWg0QVWj+h1xiR56aWXvvzyy7fddltHR8f999+/dOlS6sFVqVQNDQ2iKK5du3bRokXnnnsu6lEY/Ci6Ys7EzI85xGq1YkUYN24cDGrKy8tLS0txIwoKCtAEZTAYLrnkkrq6OlEUL7jgAlzYoqIi7LRhGU6BWWazec+ePT169CgtLRUEYdy4cc8//zz+q76+XhAEi8VSXV1ttVoHDhyIDumLL76YajWiKJaUlIwcOXLUqFEXX3zxBRdcYLVaaXJmGAbzKrYZmOGxYx88eDA4HbvdzjBMW1tbMBhcuXLlM888M3/+/B07djQ0NDz//PNGo9HlcqlUqiFDhmD5KykpycnJAdCHyAdxtvAB64ZM3Ux593EmJz5RkLGyosKiNk9bQ0ODQq7Kzs4GpY31jDAufgNzDEBk8I7AYQj5YxgmFotBBatQKCwWC4wpUqlUQUEBeuawv8eMo1AoMKEQsoSIFjMy1JYETeBhF4vFSD4rk8lEkQHHLEWEQFGEDmOxGDlR4A1hZQ3bitbWVjQ7otOUeNwzMfvQmkrqUuSWY5ZHSgioMoHnAaFgJmiz2ZqamrCIUo4PZNYalQogFRlvLMtQJ6hGo2IYhuMErGGxWIp6SVOpFBhZXGTslwKBAEmxySZZFEWsiCaTSa/XU4QQlSNI9Y7xAGHu0YDSzkI/0CeZmaAFE5+r0WjC4TAlCwKDkpU7GRrgyuDc8IbwmJPL5QaDIRgMoiGS4zIk+8YPGLdAnNLmP/yAq2E2m5PJpN/vd7vder3eaDSi77mtrQ2+JclkkgYVkHcmk2lpaQkEAi6XCwYg0vh3en86k1gs5vF4AOJJt5PJZLKzs7G3welhk0OWfNiNoKasVKobGhrS6XR5eblSqUTrBTKY4DghRV3Y80AWD6SOLk9swILBYEtLC7paAcpRGMlkMqFQCNcEbDrZPhybm3vqG9F0GuPiKOg/des9aW2E/FuO+7f4FkDwhYWFgUAA9vPokaUQrlNHtCd6JbYxVIhD2DvEb3iW4/E4djKo4YiiGIlEoBPDHcGMBMQDNf+xXhlardblcnm9XofDEQqFcLOoEnWa0LyL8AxtNnDX+VVw/687YWL0JhIJzH6pVArNABgbmzdvTsTjv/nNb3r16nXPPfds2LDh+uuvR+Y8xu0777wzf/784uJicMY0+dPcJZfLq6urQ6FQbm6uNLEOfd6A4Hh2cK3IjjadTqPwKG1ByWQy2GaTBQrGPwgFSn8DVSSXy+fPnz9x4kRagEi8J3XB53m+uLi4R48edF/o5BUKRd++ff/617/iAYMPaUNDg8lkwmqI/R4RGUqlsqysDDkGpaWlw4cPB0sC5WcoFCJVHhYjDEVUxXERft3NbffRzZR3H8dcblbGMIxMLsvPy+/bty/AHwhFtOWRMSogEdhEeE1I25XwMpfLVVhYmJeX53A4VCoVZMROp1MQhNbWViyoXdLpsMWnjAOtVms0GkH0YqkjnYZSqdRqtSaTCZbJ4XDY7/cHAgGSclK8CGGjTCaDTYLD4UDdE1Q60An0oADisVgsHA6ToXIXtfevSLDhzUlYEgqFUqkU+tLAVRuNRnxf8NkWiyUcDut0ukgk4vf7Ma0DmlutVovVajKZjEYD3kGlUsZi8Y6OjmAwGAwGQ6FIKBQJhULBYBDx5ul0ev/+/X/4wx+wbECdiWV47969zz333KFDh0hYH41GwZ3D8V0uZ+fNmzd79uyju+fOLRBWI1Qw0CYIrSoGD8Mw4XBYLpfv2LED0BYLAO4UNBLAuOgpxBKCvElSnGM04poIgrBjx4633noLWXQajWbv3r233XZbS0tLMplMJlPkFdMlrZ2sYOC/iWUVKzTc35GBRYYzP/zwAwh+LLpITfd4PLFYrKWlRavV5ubmajSaurq6urq6jo4OxBXhqVEolaQgSiaTHo+nra1t7dq1e/fuxQsMBkNRUVFBQQFkD0DeuHrkEMp0GpZhOWRZdteuXQUFBaj2MAyDghXVVUKhEHT/kMvjPfGbN998c/78+bjO1dXVr7766vLly5Etim4N7B/wt9CcOJ1Oqf8D+S918TQ8RQVLNBrluK7Q89TpUpI2neTJAi5XKBQOhwNiPFEU29vbsSEnPd6pf+6xB8atVOh8VPWXSmm1WqfTCX8kaM2DwSDuO/p0qRkG9RmtVk3jkGKAyK8G0yZkgaikYdqUWtacJl+OZ02qHENh6r9obepstIUlK4xrScWEOX/37t233377Aw880NjYKAgCdqpMZ+zGG2+88eSTT6rV6qqqqk2bNmFyg20lWZi3tbUtWLDg4osvRnyYx+OBwHLRokWA6eApGIbJy8traWnBEhYIBDZt2pSXl4caFGYVqEDNZrNard65cyc+oqamhuO4s846q6mpCT9/+umnDz74IMdxy5cvb2xsHDJkiCiKI0eObG5u/tvf/oZuk40bN1IXB7VaSZkdYisuuuiiTCbzww8/oO/8yy+/vOaaa6DBg+4OJU2FQuF2u202W3Z29vjx4ydPnkzsAAxPZTKZzWYDBSPd6MIEDNWn/0MWPd1HN1P+f/gQGVEuk4uMCFRtt9sPHTqk0WgoohlbfHpEzWYzJkQ0HabTaSxOKMqzLItGT7RnATfDPzEUCtntdur7JLYGclg87eBZ5XK5UqkAx0DzEbHLBoPBbDZj6YJ7NMBulywP0q/bbDZpCx2hbaAWBGeiuQ0idcKpv/ql7pLfBFoFDnpQ9AJOKRQKWSdLajab0UerUCgikQguPpr/5HI5w4hkM6xSKThOSCaTFL1E/gxSVXdOTk5VVRUc1miWP3To0Pr16ydPnlxRUYE1BtgR+wQwsuk0d+GFF7a0tIB3BInCdPpabty4sbW19aGHHgILTqY6ZEoADwSj0Yi6OZGgAIWIpsdwAgVF7DtwM/4EQ+7AgQNQbapUKoDpMWPGwNqM4zIYS9iSYQtkMBhABILpwUJLnne45vC2b2lpAZwCqAUzF4/HkaX3/PPPkxThkksuKS8v12g02dnZ0KhAAKDX64GV9Todto4AcxqN5vDhw4lEYvDgwWazGQVomUwWj0cJk4HBwjYM3xeWkShJiyKzf//+yspKk8kEv4VJkyYNGjSovr4ecHDBggXnnnvuFb/5DU4DDyY47379+uXk5GCNX716dc+ePS+88EKUYsLhsMlkIqgBZKbVah0OBzaoxO+enEI+Od+JB5katU91MVAoMLqIdT4JhsYMAPIyJycHsWgg/7KysjCWfhEiPO6nSMssGJbIQo7H40g8UKlUcG4h5IccK5qU0JCAuQ4lEZw2Bjy+LHY++fn5Bw4cABKNxWLUt9qlf/ffJggwV4ZcxwgAACAASURBVGNywLWCseZ/yUHujdjzkGaP6eyrVqlUY8eO3bd379atW1955ZXKyspJkyZBcoYggq1bt2KeWbNmzYcffvjee++Vl5czDBMIBKLR6Lx585RKZU1NTWVl5axZs2Kx2IUXXjhx4sRRo0bt37/f7/f/6U9/+u6771DJxEfn5ubeeuutubm53333XXl5eVVVVSKRQJEKS08kEpHL5bfffvsLL7ywc+dOmUx28OBBlmV79uw5YcKE6dOnDxky5Ouvv541a5YoigsXLszJyXn66afPOuusq6+++v777581a9Z5553H83x5eTnRXl1ae/ED8Rcul2vu3LlPP/10eXm5z+c7ePDg9OnTCwoK0K6A/Ql27CaTadasWfPnz9+8ebNarW5tbb3qqqs8Hk8ikYCYKhKJoNwaCATAR2BO9vv9cEqVli67j///HN3uK/9pRI7L/i+DFEFkWTYSjUaj0WQikeE4tUql0+nSGQ6ph7RASv3CyLGEkUTkyOVy8NnQ9QqCYLfbUdvFH+r1er1eFwh0kLMH4XXYS8MQA2ibnDTkcrnVahEEkeMy6TSQbYYcJxiJ5xSdodTBQ2rCgK1/U1MTLLpBVGdnZ9PidyaWGapRwuWdzK2kqJ3jOZ1Wl0wmZSzr8/n8fj96v4qLi1mZTN55/cXOWid8jkkxfJKVuKOj48MPP7z55puJedq1a9e3336Lq33ZZZdFI+GWlpbzzz+/rr7+9ddfn3jddb169frTm29ec801NdXV/kDgN1dcsWfPnm3bvlGqVLFYrKpXr379+j344IOiKJ4/YsSQIUP69O794YcfetrbFQqFVqMZMnSIwPMffvjh448/vv/AgVUrV4694oqOjo7W1lZve/v555/f0Njo9/mCwVBBYWFuTs5333035Xe/MxgMNTU1X23ePHHixI0bN9YePswyzPDhw88ZNuy999796quvFi9e/NePPiosLMwvKHj//fdv/f3vCwoL33/vvYbGRgyGcVdeabXaVq9ZU19Xp9XpYKhnNBjGXHrpzh07vvrqK4VSyXNceUXFhSNHMgzD8bzf54tEo7JOHpHneb3BYDKZNBoNl8ncdddd48ePv/LKK3/86af58+cvfOWVpUuXhiMRvV5fUV6+e8+eTDqdTKVisdjk66/fuXNHS0sLCP68vLxzzjnnhRde4Hl+2rRpffv2/eCDD9BdV1zSY9SoUSqVevnyZRzHR6PRWCzaq1eV2+3+9ttvw+HQkCFDhw07h2GYeCx5++23P/3007AynDp1ar9+/W6++eZ4PG4ymXbs2PHGG2/cc889Or3++++/z3I6Ycr+22uvtdlsn3/+ORwnDuzfv/6zz2xWaygUKiwqHD58+NKlSydMmCCXyWpqa5cvW3b99dfj9YMGDaqorFTI5TKZXCaXdzHXP3mGl/TZwROnUqnMZhPPC8FgkGQkJLWXzh7SQ6lU+nw+aKxB5J9cgiJ9vtLpNPKqUB/Izs5GwyX59vwbG2+p+QxNKZBOkdzruLsXMgsnygBe+ByXCYcjUpdxfAWQo3Bnb2pqwv6tqKiINrrUp3g6yhD8297eTuqawsJCsrf/VSh5rRAOyR08q1QJSZYReFbBMoxaSPKsPMWqRJZRMpyCS+rFAM8aOEbLMaLIciKrFBhGKRM6/H6e16p0VpVOqRRDGoZLy4xUET1aBOP5QEdHKBTKysqyWCwCz8Mw1GQytLa2QmKOriSHw6HRaHCR6+vrwYM4nU6LxUJDoqmpqb29XavV5uXlGY3GRCIRCARyc3OZTjfG2tpaBAuUlJQIgtDc3Gyz2chnzOfzORwOEFLwR0JvD4pOzc3NXq+3qKgIdVGYYGYyGbvd7nQ6GYbp6OhoaGhAtqtCoQCH1cVugbJIpesdmlWUSiVkogzDtLW1IT4Zr8SJQSfT0NCAaF5YJtTX1+fm5uJJIYP/I0eOoJeU47jGxsb8/HzyhexGTd1MefdxJvdATGegBrmTyliGYYwGvclowHLi8Xiam5tUaq3L5WI6s3xJ8UZOc9T5xHS65yKORKPRYHVUqVTNzc2wdKBo30QiCcIJPXykwcXe3Wg0Wq1WisVGsdVqtbKsLJmMgUFkJHa8VFjv0hcl9TKj6icxEKABIJvu6OhAwM0Z2hxSfQCl9i7c4b/QOTlFsCw001iH0um0ElbKosgyDC8KbGf/KEUYnjzWJxaL7d27l+rXDMNs27Zt2rRpTqfzzTff/Oijj6ZNvW3Dhi9Gjbp4wxefN9TXffLJx2539ratWx6bM/vTTz72eDzXXfvbzz5b/+ijc+Dictddd+Xk5AwePNjr9U6bOpVhmE8++SQWiz34wAPpdHrJkiVzZj/61FNPqdWqjRv/9tJLLz3++ONnDx60cOFChmEeeOAPyWSyb98+RqNx3rz5vauq8vLyFi5c2KtXr/POO+/7XbsqKyv9fv/ChQvff/99lmXffvvtgQMHplNJo0G/5euvqqsP3XLL77Zu3brl66/umDb1h317Gxrq7777bqPR+P77799zz4y77pq+6e9/f+aZZ6xWqyAITz31lMPh2P399w8//PDzzz/fs2dPjUYzZ86c/v36mc3mZCLR0dGxb9++Q4cOYVtYVFQ0duxYjVrNcxxKEx6Pp6mpac/u3fl5eRaLxev1NjQ0LFq0iGXZc889t7m5+dlnny0rK2tqavz++1333Xef3W6Xy+WPPfYYw4iHDh28/PLLBw4cMH/+/N69e1977dRgMPiHBx+oqa19+OGHv92x44knnsjJyamtrZ0yZUpVVdWCBQtqa2vvuOOOBQsWVFRUwIijtLQU5QuogFBvqampWb9+/VVXXSWKYkcgsPFvf3v55Zf79u27fPnyd99559FHH607cqSpqenW3/9+6dKls2fPBgf2hz/cl+V0HDp4YPWqlddcc83u73c1NzeFQkGn07Fnz+7rr59ktZgTiUQqlU7FMoAyaAKBGuTYkQaUgCqNNAgTdJ1cLs9kONrGQ6tDDzscclA26XxxBm+FfF9qUTgJLJDuFpRKpcPhaGtrQ4Wkra2tsLCwywZYug0+xU11l38ZhgGz6HQ6MbGgztPlPalGR3IsEOQqlZplo13EcpgDj4JardZms6F0EwgEUMeLRCLoPTh9jgCNzsTQh0IhQDepdP50Dk6eZkW5lhc1YiKt4OMKg8DoNUnRLIuH+WhSKReVuhRjZUVjiNVwMrVJzmgzkVTGK6pk7a1+BSMzW42iWiMIGU7Ox9ScPC5QORQlOzh0OZ3Oo3pouZzj+cKiIp5LW61WlOAAK1H0Q1ECHt4kBSFhldPpLCgoQOkVJSOXy0Uri1wur6iooH0dy7IwYGE6m6CArSEFAdaX8sq5ubnA99hw5ufnY39FrzGZTP369etSmCLhE50kuZvTPULGHPV5syxrs9nQxIX3BxfGcRz6/mlvyXFccXEx09mdjBPmeb6wsBAfoVQq8QKm27m8G5R3H/9bB9nhYTJCK1tDYzMUwF1KqNJAHCKrqMILoXBubu6RI0dAMEBFXV5erlAotFpNOp1BDx+kyRBWghIDk2GxmLDdJ7ZJo1FFo3HYq3Wxr/5F4Jhs+8DZU6sT9Ay/1PrtF11ehAgaDAbie46tnhPuQZkbu5pUKiXvVH10koKn9MXBf1BCKi4m5AFOp3PevHlDhw4999xzs7OzBZ7nOCEWS+zZs++226a+9957zc2tw4ady/OiIDAajS4WS8RiiW+++QaLmVKphHsMwm5SqdTOnTtHjRqF5JTRo0d/+unHHo/H7/cvWbLkiSeeGDRoEPwxhwwZEovFsCw1NjaGQqGqqiqdTnf22Wdv2LDhsssua2houOKKK3ie79Onz8MPP/y73/0OZV+1Wrt37w+Njc3PPPNMQ0OTyWRhGBnLyrdv/7a93ffuu++zLNvR0REKRaqrq0ePHo2GY5Zlr7jiip07d+7evTsvL6+qqgrl5tLS0u+//3748OFer1etVut0OtSOeZ4HBiIxg1Kp3LBhw86dOy0Wyz333COXywOBwKBBgwwGA6rD27dvTyaT06ZN++KLL7Ra/bff7sS3EwTGZnMMHjxEq9XLZIqamsOTJk0Oh6Mqleaq8dcsWrQoFk1kObNdWW5PmzfHnVdR3rO8rJJl5A57livLHfAH1Sqtx+Pp3bu3UqmMxWJAsQUFBV9//fXZZ5+9efPmAQMGFBQUMAwTj8fz8vKKiorC4XBubu727duRXgT2DvGQ0WhUpVL99rfX7dixo0ePEo/Hm05z+/b9eMstt/r9HR0d3/XoUeJyuaPRqE5n0OqO6k+gQUeLgtFolHceZASEXhR6VOlBg9oqmdRQGcdoNMLlCZ0DaFODoRN0IDBa9fv9cOYh9cgvetA0Go3FYmlubka7JOx6SNVGaOw0H2eU+EOhEIw7pJD6RPw0WcownTaLXUQy2FSgRcFkMqHo0d7ejjgh5pe3256E9YdvD0jlVCpFM//JE4JP8YjL9Qoupec5OZsURUElytOMimFkbCpq0jKMUh3hMwqR6RDNKTWT5plMKOEQMpzB2BIM6ORqi1avUgnxTEArU0RZZUyuc3RSM0ynbSWVWFEvRVNBJBJRqxS4O5Dq4WqjF1OqKZfugoDCGUnaMfSN0v0SuG1infA+wPoYXbRnoKF1IskH9GMkRIF0k36WOg6Roo/pdNDHVpMyIjBgGIklP74I7i+NFuyEcQFx3ejEaJ9DvUC/yL20++gG5d3HmaTPO7fRJBexWCzBUAQJhcCytEBKK2t4+EnxnEwmsU7LZLKCgoLDhw9nMhl4ltfW1vbs2VMulwtCikTM1EFFBhcw6zUYdHBijsViRqNRFI8azR7LWp3iIVVkkk0H4g8pQf1MsAKYxEEBYotyollPFEVBOEoKwgUMlo7pdNpkNmPm5Tju1E+RSuf4dtLUzIkTJ27YsOHHH39cvnz5hAkTxo8bp9Ppqqur1Wr1hRdeuGzZsh9++OGSSy6Ryf6l6aSk8XQ6PW7cuJKSkn379rW3t2OlwZuDvIcNGV4cj8dhdkuXAlnfWq32rbfeGjRoUCaTaW1tHT169MMPP1xfXw9za5lM9uyzz27evPmDDz5oamq6/vrrmc6IU5VKZbfb4eYJcWcmk/F4PPBCmThxIphXnDYSPaHINxgMMK2jSE6NRpNMJq1Wa79+/Xr06EEOIWSeABnV5MmTx4wZA6CJplUkyOr1+u+//37FihXPPfccwpi0Wi1ah1UqVb9+/c4666yvv/4auSQdHR24CJSlCvURoWcEoyCtE0QyMNlZZ52VSCRAJKtUqoKCgo8++qi8vHz//v033XTTN99843A44Jwj6zxgQIlvAY0ptqDwxOQ4buDAgW+//fa+ffvkcvmoUaPQfNanTx+c3lELJpbFvYATBUxaKJGb6bQIxDKPPSQaNjAMYrFYMBiMRqMA6+jiwPBAhgB640h2Ao9IoHw4JtH2+Bc9lRhjKCagSZ1cm5hf1WbEZrO1tLSoVCpYdpyEBZAGMPE8z7JHdfNSwh5jAOeJm4U0GYZhfD6f0+nEkD79Xk+ab6HDxk3E+fxabe5KXs0yXFzJKESNQkhZU0lOxvMyeVKlTvOyFGfQyuXOVI2gUiSSapZRGA1iWuD3xI1ezlJhYzVsUsaxmoxKqRSUglKRMnNcgHpR8AgbDAYqk8KnCNWVVDKOEIBEImE0GpF21yVbWpqVITV6QisLPKMwZwJ2H40C6MSsdMvI1FJK95AE7kQibKwyJPXEL/FB0FISMiZjK0zdx72V+ENSSaGVBSgf7RxIDKD9AJ4Lio6mHQglQnQLibuPoxRh9yX4378HnepGgrA8z1utlnA4TA5ljCR8EQgJczpcWs1mI2ytKctGo9E4nU7EzRgMhlgstm/fvvZ2L/hpCt0g5hvTLuJyYrEE6uYKhUKtVkWjMfIJPp2aGnYC0hAf8Gdk9HEmri0Wj0gkQokzJyfVSHyPWTKVSgFEkrjwl340bFWIjZPL5atWrbr88sufeOLxcePG/fWvfw2FQi6Xa+nSpRAdjhgxoqampqioKBw+mgkFu/fRo0dfdNFFV1111ZdffhmNRhFnA+K8rKzs8OHDJpMpOzt7zZo1BoOhoKDAbDaPHTt25syZP/74I+Ad4BrLstu2bduzZ8/IkSMRONW/f//i4uJFixYhav6nn3764IMPzjvvvNmzH126dCmcECsrK2+88cZPP/2UkfSD9urV66yzznrqqSfuu+++YcOGZTKZ/Pz8zz77DD2UsVhs8+bN6XS6sLDwp59+Qoy5zWarrq7u2bOn3+/HGk/CZSyx8CIA34b122g0ymQyOEKgrgL67fXXX//Nb35z9tlnJ5PJ3NxcnU738MMPz549+/7778eQxspqNBorKyvhcMxx3Pr16wcMGIAFkgYkdheoPuNBQO59cXExmZAij5Pn+SVLlvTq1auiogIDQ61Wo8EXEB97Ywoqgsd/R0fHoUOHVq9e7Xa7HQ6HUqncuXNncXGxzWbz+Xxer3fYsGHYsMlkMvbneQU4GZfLZbPZjEYjhDTQDzidTpvNhiZsitTNZDJ6vT43NzcvLy8vLy8nJ8fhcFit1pycnNzcXIfDYTQasYvAmETHLbY6CN+Rqjt+KShHChIqM0qlEk3DNHH9WqAcuQdo6v0f4Sw91xzHsSxDjpNdsDvcY7CbxTbPaDS2tbXh2f9VmBemUyeNe4ptp7Tp5fQ/RZNhMjK2Q60PKc0yQWVKJ8zpcEbOh+RqQWlU80pVR6vS85V8/9u6H941HVihOLKGa/1Kl2itcDsZlSIkKDKizqC0s5yoEURT6ugeRrIqWeVyOQpHmLSNRiOgLYT4aNSWyWSRSITqXVJTTtQP8UM8Hj9w4AAR8JSiwHTG2uMRFkXx4MGDcGoi624iifDUSBnoE11JahcGOQ1nM3wQ5EnkFIx6KTrXcY8YSfI0cH8qlfrxxx8xnPBfANyY57EE47PAlOFZBmtw6NAhuKbSyfwbJkvdRzdT3n2cwYOq0iQ+xtMO5QM21lIpORgyeL0JgpBMplFfg/IV9kxmszk7O9vv98Ngzuv11tfXQxuDGY1Ml6AlJX90JH5rNCrYrwaDodNE5MeuajCeM5vN0AbYbLYzpJ8DsItEInC3OMkyz4hHyRi5TKbVagEKqW9V2sB6ip9LFmNmsxnR7ul02m63R6PRxx57bOjQoV9++WXv3r3hvLF58+YXX3wxlUoNGjToyy+/xEbFYrEAFtjt9kcffbSsrGzbtm0dHR35+fk9e/Z88803X3rppWHDhl155ZUPPPBAJBLxer07d+6cMuUmMMTnnHOOXC6fO3fu3LlzsUhgAfjjH/8Yi8U++OCDvLz8Sy65JBaLjRs3bubMmZdeemkwGLTb7f/4xz92795tt9sHDBiAt2IY5oorrrjrrrv27duHmKpMJtO/f//3338fO4Qvvvjitttu69u376uvvjpt2rThw4cfOXIkFAr17t17yJAho0ePnjFjxogRI+CMUVxcXF1dDcMTKIWkxuEUpwWhBVhe2EFgpec4btWqVbt27erZs+dzzz2n1+svuuiiw4cP33777X369Nm5c2coFLr66qtjsRhs+G+//fb58+e3trZu2bKlIxicM2cOGr8I4kNsA0SLJRmfi0wf1ARQkejTp8+HH344fvx4CA8gL8FDSq7JWM6xu8jPz3/wwQezsrLq6upCoVBeXl52dvbw4cNfe+21P/3pTyhq63S6goICWG5bLBY+nZZiYjzp0ro51b6lfDYq40QJY/dF4UqpVAoCGEirpY6BGKgajQZWOVR1+TeeR0EQAoEAkn3QWIk4Iak4gTltKQg2UbAV8nq9aLw57svoAcRzLQiCKB6daaUt6dh4Y/aD9wj2hNh8BgIBTB2/SooQbgGqIl6vl2EYYpR/FegvyjiB0WRYjYzleZYRZExKrk7IzToxbo41pH2tHa21gSNfpoSEkhNYkeUVGqXRUlbaobOk2rUlHoUjnmFcCk4uiHKWkYshhpVRT45Go4nH46tWrdq4cWMymbz55ptHjRq1dOnS9evXGwyGsZdfOmbMmHfffffzzz/HlPLAAw/gGuK+b9iwYdmyZel0+vzzz7/qqqvMZvPevXvfeeedxYsXM53aElwo8iTFnwuC8OSTT44dO3bChAkkbpEGIeM3wLv/45X84x//eODAAYVCUV5ePnz4cCQ3S3uCibwnE3H6IBTZMIQ2bdr0zjvvfPLJJySqobwwRmJsgJmBfolG/3vvvXfjxo1kAUTJRN1GK90H0+2+8t9wkNKafhZFMRqLe70+hN4DN6PIBbGKQiGHhYsg8LFYHLwFStIsyyoUR+UoHR1B0FfgXLHWUk4b1Jkkb5CuH1arVaVSMgwTiUQp7PB06GpSoqM3C+51mEbha47OmDOByAOBAMMwCGk/EV0nsIxM7BQI8jzP83V1ddi0FBQW/isa6ZecIrBaOp3eu3dvVVUVkoCABo4cORIMBi0WS2FhoVqlSiQSDQ0NZWVlKG23t3scDifidQRByM7OFgRh3759f/nLXwYMGHD22WfDSLGxsTEYDObl5dlstoaGhurqaovFkp+f73A4MpnM7t27LRYL9gC46UhyxaeD/jEajUVFRSzLbt++fdGiRYsXL0bAeDqdxmt69eoFqwHEr8DazO12wysAhOu3334LKtflckWj0cOHDyOfyOVyeTyeAwcOTJ48WRCEtra2xsZGmUxWVVXFMMyRI0cMBkM4HC4pKUERQ+oQAoKqsbERbobkVtbQ0KDX69FQ6Pf7AdAVCkVZWVkymWxoaIhGoxaLBcR5c3OzUql0u90wbWhqajKZTAWFhQaDIZVKeb3evLw8INSmpiaLxQK3xwMHDmRlZZlMppdfemnWrFkwx0yn04cPHyYPR41G43K5CC7HYrGcnByWZePxuN/vLyws9Hg84IwTiURdXV0ymdRqtcXFxVlZWfDcbGtrKysrg5cIYp6IhGM7NSpSKpceTGlHx7GDkV6JsUfYHV2YCEaVGqQeixqlfkqn/tTjc5Hji/mEBPfYDZKF1K8SE0YIqaOjQ6fTHVfEQuQFmZ3D64nneZ/PB7EviSuwDwRmAuBLJpN1dXUmkykSibhcLrPZfJp6X2oKwqDleb6pqQmjNzc3l5LLfoXSICNmZEqRkclFnmHYtEwtz4T1NZ8lD33dVF97JMS2KHM4VaFMFpcJcUU8Zk76B2Z1FPSqUpWNTead71MYBCFtEEU5k+FlSTmvpWuu1WpfeuklzEL9+/ffsmXLLbfcolarP/nkk3/+8593TLu9ubl59erVV1xxhc1m++STT9atWwdj0FQq9eqrr+p0uksvvVQUxR9//HHFihVXX311Xl7eG2+8MXny5MbGRp7nL7zwQmQ27d279+DBg8lksqysbNCgQQqFYsqUKQUFBZMnT4alYFtbG8Mww4cPD4fDe/bsUSqVw4cPLywsJF34SUbpQw89NHXqVJ7nvV7vt99+u2/fvgULFqjV6l27dtXX16dSqX79+vXp00cUxS+//NJqtdbU1CBD9JtvvgG5XlpaOnDgwM8//3zJkiV/+MMf6uvrDQbD6NGjVSrVjh07WJbt378/y7JbtmxBI6nf79+6dWs0Gh0wYADEb3ffffe6deu2bNmiUqmGDh2K/Tw21d1wqPvo3pn97x/SSYTavVHPopoaJKFWqxVdmPF4nLxQ6K9QDjtax9RokLOtUCiysrLi8fjevXsZhoGhMqzKIY3IycmB5hWQEeXaSCSi0+kgMJD9HCWcTumW7MmUSqXVam1qakLHHlJLDQYDlivqkSdYIEUhVKDsYuxAwlDwlFho0bgGIlZq43jsfC2TycHOKhUKRG3jcoFEQXFfIE/LU9ho4d4plUpgRFCGuFklJSXSV6rV6oqKCkJRRUU9sIlyuVwEknr37r148eIDBw7guwiCUFBQUFRUlEqlAoEAYqhRgsCH2mw2vV7f1tbmdrtdLhe5X+PTSQoCucVrr7123XXXoR0QV6yyspKyiux2O3zHrFar1WrlOI7O32w2Dx06FIFEUFA89thjI0eOPOeccw4dOrRw4cLnnnsO6CcrKysvLw/l3ZaWFhgXIFtE2uArjXkHsCOSSRTF/Px8/CYrKysrK0t6wXU6XWVlpfSG5uTkUJnb7Xa73W6GYcTOHtzs7GyqgNMHZTKZkpISGIMOGzYMD2Amk1Gr1bBh8fl86DCD1Rr0tZQ/hTFMZv94Hnv27Ol0OqFswfmYTCaTyYTzhGc5ICaqZFLtrHR4S4HFiZ5HumXSxkFqnkN293EReZd3/h/t+ag3nUxdWJaF8wawFPbeRqPR5/MhD4UcUaSWc8zPjVNPcQOAWgTIeETAHrvBILsnpVIZj8fRjSCXy3w+H+4Cbjc6Z/DUkIoP72wwGCKRCBymdTod5BmMRExILINUf3iibT/dEbxALpcXFBQcOXIkk8k0Nzdji9sl6O3fWUpEvYz1yIW4qHJ1JK1yhdIqdsjrP6nZsX7XnpYom1M8dNTgwUOsFqegsAnpFBs6FPEefu/zb/rsjY/0v59fss121g0HFANiyrQ+6lGrLDLV0VYQzMZo2WxpabnmmmumT5+OjgWj0bhjxw6e56+55porr7yypKTkp59+WrlyJUWB7ty587PPPvv8888xl+bl5Y0dO1YQhD179mzbtu2cc85BpWvx4sVPPvnk8uXL33nnnZkzZ5aWlr7yyitWq/Wbb77Zvn17Op0+dOjQ/fffv2DBggsuuODrr7+eOHHib3/726uvvnrt2rU333zz8uXLidnx+/3IkMLTTYUmPAtFRUV40gcNGjR//vzt27dv2bLlp59+mj17tl6vX7BgwezZs10u10svvcTz/N13351KpW644YZJkyaNGjUqFAo98sgjM2fOVCgUu3fv3rt37+jRo5ctW9bR0XHjjTeuXr2aYZgBAwYwDLN27VqbzVZVVTV79mybzTZu3LjbT2EzIAAAIABJREFUbrtt2bJlmPq2bdv28ssvv/3221QY/xX1Xd1HNyjvPs6I7oJay8GRIzmP6YxgpNX3uGszJAEojKI8XVRU1NjYCAtCHNBQNjY2AmwBCuMTEQJ85nxSsWQ6nU5AZ6VSiRxN6lfD9E0KPylukCrgmU7lD9AkIkUBQOVyud1uxwsIEJyoo5TwgUKhiEWjWMXj8bjNZsNcCdApMiKZWp78UKvVUNYmk0mj0UhGAcdZRztlkdT4hXZJvJ7uMrSJ6NbFjgWqaCTJA5ewLIvIeniEIbwaOTuw5erylaE08Pv9I0eOHDx4MOA+lgfSeZOjJW2EcIa4qkqlgjL2eJ7Pzc1duHDhihUrVqxYodPp7r33XnBO5E9HH40vaLfbERzLdJpjnOlDPPGmkeJsEQ560UUXoZIDmQ0wt8PhgCESNYFxHAfEBukL9rHxeBw7TJ1OBxv+E+0GMVBhfKRQKMLhsEarZU6DS6YPkt5u6en9Kk80eUDRl0IiGLYcpNxF7Z7jOLS4dQH9zL/rX/7zvbTs2F9S3zzmFrPZjJvF8wJccZBMjDNE2yVOD2BdEIT29vZ4PI4uw3Q63dbWVlxcTC0HINfJsgN/Qs2+p14KkMvlBoPB7/fDOun0mXJBlIkypZwRRT6lFtN6gbcmDjce+HpXTWudprLfBdcX965y5Gqc8lRQUGZ4jdFa2GHTFWaqtnz0SlH6SL4uwjh66wsq4oJMrRAVvBiJxTCHYP6ZNGmSz+fbvHnz3Llz//nPf86cORNTN7ZnlZWVIHSWLl2an5+PKUgul3u93qysLLrRFIEnimJ5efmUKVMYhsnNzf3b3/4mk8k+/PDDa6+9dsiQITKZbPjw4R999NGwYcMqKysvv/xyjUYzcuTIsWPHiqI4adKkVatWDR06tKioaOrUqWvWrPnxxx9BaafT6Zdeemn//v3oen/88cdLS0shiYHeHbsLrKput9vn833zzTeLFi1C1W7MmDErVqy47777EonEPffcc+mll27btq2ysvKWW27BPXrxxRe/+OKLysrK4uLiqVOnplKpCy+8cPHixTfeeCNGEUY7Bid+k0wmy8vL//znP1ssFr/fj/LC8uXLaa8Oprwb9nQf3aD8v/cgRI5MTYQPsyyTyXBExZGR37FLJrSwBoNBoThKvavVarfbHQqFYrFYJBIBAEXjeUtLC9hHabK01ADxTAhL0J3mdDo9Hg+KifCFkEaQSnk1qeYPdDjWMHgXAKqCINdoNEjOO4qkJed/oi9Cr5E6lEmpR2gY2FNeNYGVZTLZBx98cPjwYYDy4067rMRMHVy+RqNJpVLUV0SidkEQIL2g7EykygOLQ6sKhTSQBIRP6PwDdJbiIcAUWJqIovj222/HYjFAbaBSKqdiqyYt3UCsjFdCkE3WnBAqWK1WKFu++uorKb9IimelUplKpRC1SBf5fwuUd+EyjwK7zmEAvQFgB+nLsYjq9Xr4ZhKgx7YQoxEdw8cOQumBa3veeeeNHDkymUzq9Xr+9Br+qMhG5RogAwybkz8Fv7S4J1VmI3sVrjvEIwDyBoPBSCSCAUOjiN7n31CzSMfScdvjaOpQq9V6vb6z04aJxRINDQ3YMuEOarXaaDSK0AY6JUQmazQanDlaGw8cOGC32+HPg4kCUFV6SclG9hTvFPAuCi9KpdJgMJzmrUnJORlr0Am8LJPSsz4jKwqRhoAv2Z5xVVw0vnLYUJde8Y8vViUb25IaSziddhnkF44YMawqK7wz74fq73LsGYPtJ1PhQV7IkinYDB/UqIwo+ACPOp3Ohx9+eNKkSa+//vrHH3/Msuy8efPMZjNqdECfzzzzzPr166EUR1XKaDTCo4npbLZB6UYUxezsbMxmKNBB0//xxx+vXbsWIqJ+/fqdf/75H3zwAa5MUVERYLdCobBYLIDdqFZh/oEM/eGHH0aFBA8pNWTj9VLvF6jRUqkURETxeNxut2/bti2dTjscDpPJBP1naWkpGaS43W483SaTCemwVqsVxv8YFZCjkBP5zJkzFy5cOHXq1Ntuu62srEyj0TQ2Ng4YMACDEOWRXxq+2310g/Lu4z99EBpgWdZg0PO8gI43NJMxJ20zB52Dmiwm+ng8jhRxNNIlk0kEHMIGjuO4pqamjo6O4uJion/QagNK41f/doS50bAFXB6JRNBaSo4ExDxJPRCIdyRvR2DQcDjM87xOp4Nohxq8ukhfTjT3EZWu1WqhJT1qIKjTSWg5lhFO1accQBzeF6TxPc7nijKp5p5wLaDevzhF5ui6QpALZmTQAh13e4YLAlh2LFNOF5ZhGNx0ehP8DGs/hUKRiKdQ6yfTPYphQoLSvxQRrACUiT0M2fZJ/VVisRgGFSRMvw5SFFnm1CoYInsyqPezhmbxKBEuJUexQmM/k8lkbDYb1Z0RGUuMF0hQ2Lp1JgvIj7v3fvPNN887d4RCruI5kcsIIiOyp7E9IREUBjPWe5mMRW2NDCh+FeNtDBh831gshjEDPZK0roJeXmw5usSKHcudnzooZzq95477LGOzpNPpYGyq/n/svXmcXGWZNvycfam9qqu6q/dOOmtnawgSWZQlCqICYljdcHBUcJx3ROVzVIjfp/FFx/XVcWMUlc3xjWIUNEDIkECAMRCykYTO0um9u6prr1N19vP+caUfD91JDAQZ5v36/Pjx63RX1Tl1zrNc931f93VJUrlc3bt3L4JY2tpbKpWCwWAikYDjvaZp1WpV1/VKpQIeC5YaBKiZTCafzycSCUBAEE78dQPaK/9XrxzzKBwOg3tWLpez2Sxy9qe3bRgOCRiE472SyOo8qRRy4wcn3GC6Z+nSpTGp1qDw6VjSEjotyTGJadfMtpb5kcrI6vNXPjq0e2fOXZQfX1zbXVPPMdg4R/IMIfj6qBr94he/2L59+6pVq/7u7/5u06ZN2WyWsgQDgcDg4OA///M/Hz58GEwPMqVdCDrH4cOHu7q6cH9+97vfZbPZ3t5erA9Y7UGsVxTlmmuuueKKK8AWg54BjZrQP42PhVQO3gspG/DowDdDCzXyDsDTeBcttGKBWr9+/be+9S2ojobDYVVVC4VCMpkEQEfUB2Y5mdJbHBsbw9qOuQ9kjwYtrLr4/PHxcUjpBwKBb37zmzt27Lj11lt//OMfO46TSqUqlcrExARtUwY9chb2zB6zoPwNDcoB7ODnh/2ezCBiHje/SEGeaZqFQsGf3MLaJ0kSUj6VSmVsbIxhmKamJtM0BwcH29vbwZ4EBKE47LX9doDRcEeKRqP5fB7rPvQoKLagijRUNYz689GghYpmwN6Zsln8mN5/T04Uw0DVy7IsnuMSiQRa1rAVoQmM4zjP9U4ROeKjSqXS2972NlVVkao5LkODJZxfmMLzPEWRAwGlXNawbRz7K+P6d3S4rlI7dD9jgcLfQqEwMTERCAQMw5g7d+404zoyxQymOh6UvEEICQQCiiIbhskwhOcEhmFt24H7DFikHMfUanq9XqfiehzHeeTYHolEFEYR1UTDdxkZGYGSekdHByAj9fM7nelCvNMF5f5OR4ByVJOoAxRubDabzWQyoVCoXC5TJ3lKYAAelWW5ubkZfDAge4ZhiHd8rC2KItyIoAnDMMwpGlSd/FsgnJBlORgMGoaJhNy0hvLTBOXEV+QBHoLbDlWkhv8RQjgYV1EcQ2OSV3oZfiYV6jwzGepYN6LRqKoqaOotFovFYhHrAzQlgQWp2gw+PBgMIouBhYgWT0ZHR/EFCSG5XC6fz6PhHrEuPurUPYBo+VGSpKamJrSr1uv1SqWC2tGrPsK2UeWECh/gODHq5rhaNj8ymLfJ0lXnxkNqUzAkEKezs3XjM7u1IyPz57QtOvtNlSDHMkk2uSy04u37d65fXGCYgaPu4ktqdqTDsnOCQ2UHGYY566yzdu7cee+996qqunz58muuuQYymhjq69aty+VyyWSyv7//uuuu++IXv3jOOeegF+WHP/zhfffdByrX4OCg67of/vCH0eRAKxtoxl27du3dd9+dzWaj0ejhw4f//u//3vM81Iph7URNrKPRKDYLZLUh2E8bhyg9yT/ksDX8/Oc/R71ucnLy05/+9PLly2+//fY777wTdgETExOf/OQnPc/DhuJ53rJly1paWm6//fa2tjbLsl588cVbb731pZdeQvaB9sYQQm644YY777xz3bp16XQ6l8spisJx3G9/+9u+vr558+YtXLgQ6Z5IJPKxj33s85///Jo1a97+9rdTa6RZTvnsQWbVV96wR6WqTUxk2tvbeZ6rVKrAhTPJGCdqW6SQFMCO8sVpXZvmnkVRHB8fP3z4cCQSwa7T0NAQjUbpWoyq3Gv77SzLAmkbn3z06FGkteCAiOImNRWCpCsF3+gugoMMLo/neTTbUWMIICEatNDN8oSjnWMd00JCxbFthmEGBgaQ52trb6c0Bsdz2VPLyALQ5/P5cDiMPtoT+cx5zvT8vSzLsVgony8jBQU2s+2Y8IZEg6+u67CnhmYw3eapwozruqOjo+hU8zyvs7NzWvzmV9ikLh70dgHMaZpWq9UkUZkyqGJrtTq2K8MwKpWKv6rjuq7r2dCVo626VP6CJtSPHj2KZ4R2K2yZp8tdOb1MuR9O/aW7gGMgIIikPo2Bq9XqoUOHEokEiA244XiZbdvBYLClpSUUChWLRYQl0Hl0HMdzmeOWjBzH+c53vsPz/K233mrbtkdc7/RAOWUIAARzHFcoFDBNqDzFadp10buBgKper/f394ui2NTUhNFO7VQwPrHaYBQByqC8Q+/2iWh4J883j42NAY35q2FY3ARBCAQC5XJ5bGwMApGRSCSTyaRSqUQiQZ2Y6O2izD1K0AIRTtd16iZTrVbz+TyeezAYhD+XKIrIx8MkFRz6V3QnK5XKyMhIOBxGpHqakRJPSI0JsjwTMwZD5b0Hn/zjI/sqqz7w+YbWDkkWImpA9JzfPfrY/OaIWSv3nndRlRC36o4W2Wee3rTvwa9+eIW0eOnKobM+6zrJOdXDI2oAGBdjSdM01D0gc0SmFAxt2xZ4VtM0x3Ha29tR60OJjOJmOIK5rovIjUaw2HSQCMdEQzUjk8mk02lah0ET1DQZAFqxQR0Pp8MFU2km3Bm0CaHOjCeOiJoyJMF+NE0TARshpFKpYIvB7OY4LpPJIBKjY4YKGlK+FsdxcIQNh8NUUwVtYKBL0YtBcRi3kbxc3nH2mM2Uzx5vuIPjeM/z4JmCRnJ/n5zfTui4SzNor9QqjC4Z2B2xawK5mqYJDbj+/n6GYZAhBhWPTPWsvFaGc37cCRdu7ElUOEXXddQHsEIhoqDOO6qqQgcAkAI5V1ST/S+j+HLaXnsSfjz2BhABWYahLXHwwohEIhBm4Xj+FJvwDMMoFAow0aTOEcdv9WO4E0leIJMnimIwKBNGJoQYhhAMBgcHB5ubm2VZdF0CuE/lBWgNASs+8tDUAnpazEYbnjBUUD7G/mQYBnVQwo7CcVw0GgkEVM8jPE9qNYdCQIBvy7I4ngX2okCWkl5wS9Hzh0w8NYB8DcxTTg+U+z0s/XEjJgLiDSrvjWumshtUbBiyg/ilpml+Y6xjFJ3jZcoRKq9Zs+aOO+4YHBxsa2szLed06Ct0FgQCAUkSbNsFZqIlr+M2R746XO5veKAhjZ9o7nkeukQwhIrFIpofECjSev0rDQ/oLJ7Z7E6DgWw2W6vVgJlgC5XNZpubmyGNSttm6ESY5liMCUVvJnjVoVAoFArV6/VisVgul0FsQOCBtngYPJ3EZ3RmLRTLmizLiJ9P86GUBT5luUHDZImleBnCTAhc3XIUw5LrjhOKxDTPqxWcptjclpbIvgPPW6YbERTHGRmpu64nWVxM5wxLMghji5xDyCTPR2jlAasEdgQ8VoojQ6GQ61iFQiEQCODrUwNLWg4CXWdaTQ8sOEBtOiMgEt/S0oJToyuGevpgwvrLcXhG1KwNzxRSB1QmCCCYkkzo4KFQHmwlyCIhhKDbClUdSKVSFKADaiNCwDSn58LNIVPGSVjD6UqCJAuuFojcf6Nmj9mD+9KXvjR7F96Ah21bxWIhGFD1eo1jGc972dZ18iLpNOmxaTsZZUDS3yB3BRu2RDxerVRgJhoIBIjnATDis1hocZz2t6MxBnZxTdMkSSoWiy0tLZ7nlUolVVXL5TKUsGVZRr7Zb+iAmmY4HKaqDn6F2mmCLf5u0eNeD/vye2uaJi8I+Xw+EAyOjo4if6/rujC1nftvID3oGW3bRos9NZqe1q76sncxnkc8wngEwJLxOJ7jBVFRZVmRJVkUJcEwLc/1bNsJBBTPI5ZlNTTETdOGnCIIlzTlTK8ESjvlcjkajSqKghdQKqTjOJIs27btEcKwrIciMsYZy1q2rSgyw7CWZbmew3KMRzzTMnmB53jWdtxypUIYhjDH3uu4LsOyhPwFpR27G4SwHGdaFjbgoaEhz/Nq9XoqlVIUxXFdwjD2FDGUMMyr/Y+c4n+e5/I8Z9uWIPCWZfI857oOIce+PT6MEM91Hfhboe/C30xcr9cLhUI4HC6VSu3t7Q3JJC4+mUoJguBQvRoKgv/yvQj44gzLMCyZeu6E5dh4In74yKEDLx0497xzXI8QwnAcb9uWoiiWbbAc47oOYTyGIQxLPPdYIOE6FjN15WTqP45jWYbEYlFR4Gu1WqVSrtfqrut6ritJUr1WkyXJtiye4wghDCE8nH1c13UcApNdZGumGhk91xUFQeB5x7YlSappmiSKtm0yDOE4FjdNq1Y0rcqxTDLZ4Di2aehatVKraaZpWqbFsqyAJgTXDaiqKAiaptm27di2qqrHtOrocuR5hBCUYnB5xPM4liWe59i2wPOe6wLkoUETMvaCIBDPcx2nXqtlMplMJgMKO8BQqVRKpVJz584F+cEvKAR6Ei0W+d1h6MtQ+aGLFc/zWBBs20ZumHaUVqvVSqVCPC8IxR6GcWxbkWW0aXMsSxnPx+p4jMcQj3iu49iGXvdcJxwKOo6tyBLLMo5tMcRjGBI1x0OsJpCyx+iaEKy4qshKsmEGLMcjQY8JBZ1yovZSKP/nhurzSvFFVeSqQsgLtrp1Plso9w33L2js7AinOSFQ5r1M/nCqSqqVcZOzKq6RiAUZc9DKTwzt7tNHJjqSDXO6uoX43FE2nAnGhXoNMQyNrmcavh6rkjk2bNrAk6aMF1qG8nN7pv1/pigwPRe1YfavbLQpf9qe6E9UUfe9mX+atkfQ31P/bOol5F/b/R9CL8B/qf4/+R1M/ac7ruQA/ZxZBsvsMQvK37gH6AdNTU1wN+QF8W90IqqbgeqkXq9DfTmbzWqaBica2htOey5PmwT8snwbnMmxHsFGMRKJQMYBzTp+XoG/6k03ztMPEvwcEroWI+WJPh6YStKkO309ciTI0IC1Mjk5CRlEcFhfaTqQljgoUCiVStVKRZZlx3EnJyd5ng8GA8ViCRCB5vkoOZs2P9FTQ0bAn5YWRdEwTey11GmFcnzRXmyaVq1W899/0MFrtdoJHv7LToFxous6iL9DQ0NosANPCaUDnP31kV7xb+3ULJCmwWiXgqZp6JGlBxzsq9UqnD51XZdlWdO0ZDLJCwIsRfCs6RM57lAnL6fK4IajZTAej//617/u6ekBMUYQBI5j6/U6yzKAcZDEsSyrUqmapsmyPMN4FEFSJWnoMCItPTQ0pOt6sVioVKqFQgGVpVwuh6uFbxfuPJUvNE0Tzq9Aung0u3btwmCGsgTLso5j0yIJ6vLZbBbcHhSIpp4sOXz4CPge6FGJRqM4NUYCGkBxQ0RRHBkZMU0zl8uB/IORhjeCrgb1vWq1ilIbIQQ96xMTExMTE4VCYWBgoFAoNDc3sxwHrhc0/uPxuK7ryWSiVqvTWhzmC4YEKOMYADRfAGkOZMcxTmjXMrQyg8EgcqWu6w4NDcXjcc/zDF0vlUqJRALPAtOQGsBBQxBsY0I8lmVrtVo+n0dRzrKsRCJRLBahDg5fLcuxTTFcZoIVEuRYVvbqHOOxguzxJOCMi7kd9dE9fbueyY4OD40WC4PjWn6gmusLc3ogEuYnx8cGDxe5hnDXYoezUyFvcnjkxR37/nPPC+GGpMdKiWTasZmBoyM7nnlKJZXlS7uS7V1VNs4oEY7YYVG0LAsdqGDsYKfgZhwCzwGCI9mM24UWFIrRaV/ma76FvYZYdlqS5dVtJa/61H5PK//Ps8f/f45Z+sob9ICeGqwxsOv/LQ4/HlIUJR6PDw0OoncHmi0DAwOdnZ3YdWjSgrwWXtkU/8HDCPp9pVKpqamJ53m0hfltUCjd2Q8cX8MQiOZ1wIaUJCmVSsFeB7v4sXa9GREFGCP0jsEsHQjev6Se+h0D4QEFcb8jOhBhPp9PpVK6blJASa98Wj4+EAiUSiWoXtIlnqYGgTVh7AqaEKIvbJyqqjIMX6+XeV6kiTFQ2KcSQtwpxjnIKWaz2VKpBASTSqUAiF//hhaqOk9JDqh9B4NBVBXwBVVVDQWDlPKBCgNg3ODgINX+J1MqeKjY+CkQJxpjlP1CNfiBPhcsWNDT0/Pwww9/8pP/GA6HOY45Zv/OEYiEIFQwDeiNsKY5Eo2EoPdHiFepVHRdhzgPegxgev/II48MDg6m0y0f+MAHXNf9yU9+ApL3W9/61qeeegqd1qqqLl68GC+wLOu73/0uIOPq1as7Ojr6+/vXrl17yy23vPOd78S3K5fLsixSLq8gCIODg+Ac12q1O++8884770RLH8Owt9zyiWuvvbarqwuNjI8//vgll1wSjUbj8fjk5ORzzz137rnnZrPZarX60EMPXXjhhWidFATh6NGjGNu4P6IowmR3//79e/fuve666+r1OpLTmLCe523dunX79u0f/OAHy+Uyx/PJZBIAkWGY+++//4UXXvj2t79NmQ9IpuJboKEFjyMQCNx1113vete7QqEQ1iUQmvEWzB3Kb4nFYoZhwA/hV7/61dlnn93T02PoOsopjY2N+XwellKFQgETAUqI4IM5jg0Zb1RdHnzwQV3XP//5z3/5y1/u6uq65ZZbcrkcx3G2FHd5teZKhkMa3FLILemsUmGDnFNRx57O7/j9WNUesZS8LY0WvUbWmpvtSzeGjgzu7WhbGEuGmqXaU30748vf2io1JIr10RcPTTp1NZk+2D/JDZbmzT1jbJwZHBirZ/YuX9xWIw5p7OaJIhkFkfAWxz399NPbt2/H3abdk8eb8A5c7aCgBX0S2kpOG75fc9o05We+JhsTOZ4c0KvG2RTfn6IJA4hSnufNmTPnxhtvnFUunwXls8cb6cHwfHNz89DQEDhqVa3+N+oCQboLnOlQKDRnzpzJyUkoFUC449ChQy0tLciOUMbe6YNyP8UZFzCVhHNCoRCUQ6i79bTTzXQfPP0E6jTKNZlyHeI4rlwu12o1kOzpayg5EoAA4Ay7DlxX6WtehWk51ZyhQYgsyxCOBG52HCcej0ERhXJn6YsBLyAPLMuy4zjIcVI4yLKs63m44ZqmsSy+qYAbzrLE84htO7btcBzrumQK+rO+O+8d98op8EVLAAr6yMdDjhNWo37vydfqIZ76AYA1NDRUqVRAkcpmswzDoMX5GL11qkuBho4Y/+C/QoIN34KCYCplc6L81jTevL8xkef5m2+++Utf+tKePbubm5vL5bLnuR5xqYeU5xGOFQIB2XFcz/NUNWBZdiFfLOSLhBDHdViG5QXUr1iO4/L57Le//e3x8fF3v/vdR44c/dGPfvS+973P87x9+/blcrkzzjgD8tKO4zz++OPBYHB0dJTn+QMHDmzcuPETn/iEJElr16694oorLr300o9+9KOLFi3q7+/fs2dPJpMhhHR1dRBC5s2b57ruvn37hoaGIpHI8uXLoRIYDAZlWX7uuecaGpK33HLLggULIPstCMKjjz7KsuzVV1/Nsuwf//jHLVu2LFq0iGXZPXv27Ny584orriiVSgcPHnQcZ8GCBel02jCM/v7+TCbDsmw6nW5vb2cYplAoDA0NDQ4O8jw/Z86choYGnucHBgYmJibOPPNMSZK6uro4nvc8b2hoqL+/H0T2crksigJd8WjLIBC/YRiKomAqPfnkkxdccAH0OmVZzmazTz/9NMMwCxcubGxsFEXxxRdf5DhuYGDAsqympqbFixdLknTllVe2trYifDp8+PDBgwcXL168ZMkS0zR37dplWRYci+bMmdPe3q4oyt69e23bPHToUD6fP+OMM3K53AUXXECN4VCcOXr0aCwWCze1s5YTdIyIx/Mu4zKCzFYFfaw6fvjZp/909MChkpiQ2ue48WRqYWuoOD4xOrRvb5Z4+YGxLctavLmNZn/fwe2/+o725nexS3sXLT+3LUKIpfIGJ9p2YTB7ZN+BfZv+/dyOWntSSy9bkWFbPM9ViXl0YOKnD9yby+Uuu+wykMJPso6xjIeZhemAmYJmbqyQWHb+FkJe/uTFa5IOI77GrVehDuRf0F5RwwwtdUJLkfjYL7PHLCifPd4QmfLu7u6jR4+Ojo6mGtNU0fm1PbBqoHSL/am5ublYLI6NjZVKpVAoVKvVhoeHE4kE1dt+TUSO/UYt6MuE6Rp4BbFYTNf1iYkJWJT7RVTI8fQNT5+NR7kolKMCoatqtRqJRIaGhtLptDB1+ImVKO/CA9WyLNBvKE3iVVwVXccp/xUWg6j+4wICAaVarZXLZcpzpeiWOteA54ruVciuU+1qhmE8x2HQnclxkqTYtq2qsiRxxaKGygx2BVUJEsZBXhkhwdQec3x/ShpOWJZVKBSQpHddFwSAcDicSCQQw/gT/K8bmZJ6o5ZKpUKhkE6nGxsbcT14an5m57RWAUJIuVyGTARtNeYFAS+jHqsnqTjTUeGP2TCEELpceeWVjzy68T3vuZIGfrh1nsvIsizIEpxKWJar1WojQ0OI32Ce4rquXjcCgUB7W5phCSHM5OSkpmmWZa1du7bJqXntAAAgAElEQVS5udkwjPPOO++zn/3spk2bYrHYRRddJMvyAw88oOt6b28vToSmOlilqKq6c+fOdDr9/e9//9Zbb61Wq7/85S/f8Y53BIPBBx98sFqtrl279pvf/GY4HF65cuWLL744Ojq6fPly8EDuueee++677xvf+Obdd999xRVXXHzxxTC0P/fcc3/3u9+tXLkyn89v2rRp3rx5uVwuGo0++eSTl1566bJly+64445LL710bGzszjvvXLt2bSaT2bx58/ve9758Pv+v//qvy5cvP//883fu3Nnd3d3V1TU4OHjHHXf8+te/fvrpp3/5y19eddVVXV1d69evD4fDK3p777nnnnvuuee6666rVCrr169vaWlh2WNTG1IbqPwgbw0GC1oDeZ7/+c9//tnPflZV1UOHDt16660f+tCHNE373ve+d+ONN95www2PPfbY3r17b7jhBtu2v/a1r/X29t5+++2bNm26+eabC4XCV77ylfnz569atWrt2rVXXXXVRz7ykccee2zDhg3/+I//mM1mv/e9733lK19Zvnz5ww8/PDQ0cOmllxqG8bnPfe4b3/jG+Pj4yMjIsmXLQG0vFos/+clPvvKVrwTcCjEc1WUVRs0TxRCjDWaf3vfH/O4/b93PdF70/1101iqemNFY0LVqkiAaJa+qWdt3/+fWZ341mD9wRZt5+fzYS6WjWx78yotblsy5+NrGLk51Q0Kdy2RGXtr952r/zvf3iizjRNubg01dg6YsB/k/PfrQv3z9h2uuvuJLX/oS6pYwJUCm5riZcrpYYZXIZrO2bS9dupQW8f52AiOvDkC/nh/4Ssu2NJiZZZnPgvLZ4w2EywVBSKfTBw4c+NvZ3aO2iLWgWq0WCwWqxYHCMWq4uVzONE2AwmNo+PQuyY9Z0UoFi0fQKFEN13W9VCpBno8qAR+Xgsyc9sXMFCeBmB0UcwkhIyMjiqJEIpFQKARtDVyMIAjValXTNFg1gdE7M2ty6ldIfZHIFM+nWq3ChAUkGaprCRLwtODE31YVj8dhFgjWPs1Uua7LThFnRVGGbj3DeLt373/uueeGhoZM0zR0q6GhoaWlpWfJQshK0FDEcRyOY04UayG+KpfLQITUTTYWi6HyMy1hdlzxk7/dATxdLpfD4XA0GvVT6l8mUfJyRI72X6ikkSmXdZ7nYcvV398PSga1ED/RXouqBVSGqHktbpcsyw0NDaVSCWwKTdMCgYAkSQIvSZIkyyosUXTd2LVr14EDB8rFkqZpuq5HIpFly5b19PS0t7ebphEOh3Sj3t7e/ulPf/YnP/nRr371q+eff+Ezn/nMRRddpGka1EWTyaRt2/39/Q899FBjYyO8AjDmC4XCfffdJ8vy+Pj41VdfHQ6HI5EIx3G7du363Oc+t2DBAkEQzj77rO9///u6rg8NDZ155pnz58/v7e09cuQImB533XXXU089ddNNN9ESXKFQwJdatGjRo48+WigUoNSRTCaHh4cbGhoKhcI555wDMvrZZ58NdcXW1tYtW7b88z//czKZdF23u7t727ZtoVCop6fn+uuv9zzv3e9+9969e48ePfqLX/ziuuuue//73w8C0oMPPtje0bF+/fpPfepTl19+uaZpL7zwQrlcNgwL0uabN2++7777oOtXqVRuu+22np4eYPS77rrrwIEDyO6rqnrvvfeee+651157raqqqqr+/ve/v+SSS1zXveCCCy677DKGYbq6uj796U8fPHgQ3IPt27cHAoGbb75ZURRFUX70ox9df/31LMs2NzdffvnliHOeffbZVatW2bZ94YUXdnR0rFixYuvWrXv27GltbUW5UlGUXC63du3aK6+8MhgMcvakRaSaJxmmrZG6ZeXLhb7iS9vL42PBpne0L7lEFPjxo3v69u5rVvhR24sogQVz5i09c5WnkB3rv2U2VhVvpCMUuXplaN/A7qceKglKJaU21PKarVdDYv1dC4IRY6IWjgfTvaYTVDjh0OEj67757Sves+ZDH/oQ1RhBs3ixWDyuSgzH8dRizDRNLIZjY2MIuo5b8JyGgE991/irv3+t0kYnd7c49Ss8xU/AqoKfsc/OIvJZUD57vLEOy7JgOIdczt8oLkezVKVS0TRNVRQ4vcPlsVKp2LYdi8VKpRI6luLx+DHsctpLHl3CwL6oVquQ0wKFXRTFhoYGZIipkiOVWp+mg3aaq7BfOdHfxxkIBEKhUC6XgxhWpVKBchmV4oJsJewM4/E4CNwgj84Mfk5d9Q9npw5KpmkmGxqmqYyFw0FCSLFYhpYFlQ7wbySRSGRiYgK3FAQhCsp5nnc9j+dFVVUDAYkQ8h//se03v/kNaNa25YKH8MILL2x7euvKlSvf9KY3QVcBWWHPc46Ld3F5kI2DNCeovajLQ26fWof+RQD+9QLlAM3o5mxvb6fs3mnSmSzLelMRoF91oVqtok4iyzJwczAYBDQvlUqlUqmxsdFPc3rZUsvztm0Xi8VSqYT7AAwKzz904tq2HY1Ex8fHe3t758yZ43meZdkcC2ISCg76xo0bn3zySc9laloFSv/BYPDIkSO7d+9esmTJueeeG4+HRVdublY//OEP9fYu3759+49/fNfXvva15ubmjo4OTJ9IJNLV1bVt27Zyufy2t71t4cKFqCFks1nMO0EQ7rjjDkmSsCxA+7+3txdzH0SOzs7O22677d/+7d/WrVu3aNGiSy65BKBtw4YNn/rUpy644IJ8voAJixYC0zRDoRDY4YODg+l0ure398knn+zu7lZVde7cuY7jLFmy5MYbb5w7d+6aNWu6urocx4nH40gTtLe3z5s3b8uWLY2NjaqqZrNZXddbWlqKxSIysvAwbmpqGh4ehiTi0qVLsWqtWrXq4Ycfxqw0TbO3t7etrY0mfROJBI0VOzs7Gxsbr776avDWhoeHL7nkEugp9fb23n333agFtbW1lUolQkh3d3csFhseHkYrzvj4+Pj4+Lp166h6ICRfQfWBLOPIyMjg4CBEu0VR1DStpaUFrBWkSBmGWb9+fW9v7znnnKNpmsAbGqtYjmiZBmdnOOvI5PB+3TBeOJxZ+v63tCh8d1w68ufBPfsPFALhEmM2RJve3Hs2kbTlPQud0Yv2HXjogg5Zqo2lxWrjnIa4XS9P1jzrMJMQow2JZEBp1w55nEJaziLJsyp2IBTi7//Fz99z1ZpbPnoTYx+TAMfjQzHzJKkE5FOolWwikThy5MiZZ55JfIpbpw61T3NzOf2M1au4wmnUyldUL6V22mSqBej1bIKfPWZB+ezx11cEdKRRvEV8YnwnoehRbjHtKvPL7vp5I2j8L5VKUIeNRCKu48CsB+LoAEzQKGQYZnx8vFQqgRYsKwpWEMgvoI+HCi9gKQHT+iQUWyrgDXUFqlOG5L3jOIlEAtmvSCSC7Womuj39vIhf5GsaY6GpqQmaFdhmdF3PZDItLS3YnDRN0zQNWTTqJTHTmeVUKI/+t1DnHaTJUT2gSWXLsioVTRAEWRapID3eRWnNuIccx6XT6aGhIXDHkcWH753reh5hXNcJBCTXJVu2PPnAAw+MjIyitwzSN/l8vlgsVqqxSqVy4MCBj3zkI/F4HOLK0zq3/A4scCPHkIBqDSAprJRmKn/R5jm/AL/fMJL+lRpnTmNqzqxFTBMI8g8YmIBIkgQ1SX+MNy01TqvtGKjwFgmHw1DGSKfTtVptcGgICscoKw0PD6NhGr659M6AYZ/JZNCtAf8UtHLC+RLfURCE+QvmPfbYYxdffDH4JJKoEMJalikIgm07Gzdu3Lp1K9jMqqxAHGlsbMx1ieN4AwNDIyMjH//4xyRJzOeLP/vZzwSBu/HGG+t141/+5V9GRkbQtI0H5zjOn/70J1EUr7jiCsq5ampqEkXxpptuCofDgImTk5OCILS1tdHBg7wpZHmWLVv23e9+97HHHtuzZ8+2bduWL18uimJHR8fmzZvnzJkjCKLfv4zn+Vgs1tPT09fXl8/nL7vssoULF953333PPPPMkiVL0HJw+eWXn3XWWdu3b//iF794++23Y/3BOmYYxtjYGIYHhS9YLiRJmpyc7Onpgdc6ClaCIORyucbGRo7jJicnsVLhA1VVhZ0WjXsRT4JBtGHDBgwM9IeglzQQCBQKBSq0B5YOz/MTExNolgXFC+n/66+/Hm3ZoVCIOjCMjY1VptRmET+ASUWrhRS22ra9fPnyycnJvXv3JpNJU6ppli1KbECRGkQu6Tl7D2YGqt44n764Md0q1QnvLprf5gYls05auWrXvLc4ssAYQltCKi7ofu5Ay3kkFyMFopVVJThXORRrarQ5tuTUGSknW2WRyU9KSyPzLi4Ic1iZ3/in32iFyS/e8TliVxwniLl2KrQTyp3DP+F1UCwWwdcnM/iHf9Ot878EkZ/OG+nqRGP4WRQ0C8pnjzcoOlcUpa4fE6I+FQCKTB6QLi3KUylD8FU0TQMpBbpdFIQ5tg08EQ6HoclFCBkeHtY0DZ4R5XJ5aGhIFMXGpiZgC5gsUGo1NVtBxvFE4on0lwDu2KL80ocUIsuyDHxAPTtfn+QBvK85jksmk/F4HAAF3EqQH6D3F4vFZnrdv6LnO63ZEYGKaZqSJCEgaWxspMgVslnVapVhmGQyOaUx7VCTQn/Ag7hOURRN0/L5vKIoSFpXq9VAIMiwLMdxhuH8+c9//vd///fBwSE04S1ZsgS6eCMjI4cPH37iiSdGRkY8z9uyZcv111+fy+XAKae777HUMnEcxzty5IhhGKA4g2GPKAVyflDDOJUME/5JHbNBL8EIwYCZxvzGy2iPKWIVf/yJv1YqFdM0ER7AwuNEumO4AMQ2QGyw36NDAqzrVCplWVatVkMSEQHP4OAgCP2xWAyBHOR0NE2Df0qxWGRZNhqNgrjFcVwgEIhEIoODg52dXQ888MD+/fvnz58fDh07nSAIkiSvX7/+iSeeyGQyCxYsOPfcc9taWmASNDg4tHnz5t2796qqunPn7v/8zz+vXHlmsVD+05/+tGvXrp07d5bL1UQiAb9JhAeSJG3atOnIkSNnnXXWokWLMIowVBAtQAyUEAInxWKxmE6n77///g9/+MP1ev2xxx7BMPjCF75wzjnnLF++vKur67HHHoN1zle/+tV169Y98MADd9yxlmGYVCo1f/586L6Hw+ELLrjgq1/9amNj46pVq6DXsXHjxttuuw0Q+cc//vE//MM/pNPpjRs3DgwMxGKxTZs2gTHyzW9+M5PJ3HDDDXSEIAEvy/KCBQvuu+++7u7ueDy+ZcuW8847r7Ozc+7cuT/72c8+97nPeZ73m9/8pqWlhTZeE5+1Ox14sOfECgM5P1mWzzvvvHvvvfed73ynbds/+tGPzj///KamJpZlN2/e/OY3v5lhmLvvvlsUxRUrVmzbts3zvLe+9a2/37Ahn8/39PTcddddHMctXbq0WCzW6/V6vY7pQDWOMEThMFoqlVCWROVt5cqVc+fO3bRp02c+85kJ10gwnswIhBDZMdzccK2mHcwTtq03FIvLKkNMLTWnc0vfgUMHJ1pD7rLz0rpAgg2B3Gg92Di3LHc5vEBqg8Sx6qalSppaGTRUJqZKjlt2awVLUriOVUZ4Yc0LPb31sW9843/e+dWv8S5hGcY87fKjJEmoD2Dy0mfnTw/NHrPH7PGXwGxWp/wNe1DYIUlSPl/A7khOQZYVsJu6PFLXa8MwJicnM5kMOsCQjkU5HizAZDLZ0tICDQpIKACgU40/CBtDSAG7CKwZ0alJNzmK/k+SFKEXBoxr2zZwg58wQIERQDkY1eT16r+hriKoycLopFQqBYPByclJWZbhloyEKL77qxBNn3mXKHRAyHTMFdyHL8lUyyCk6wB/j1s3QLSAG4iLz+fzwNDFYjGfL2Sz2a1bt27YsGFsbGzRokWf+tQ/LVy4MBgMxONxRVFSqeSiRYvPO++8YDC4a9eufD4XDodTqZRhGK57rDPScWzbMQ1Tr1armUwWSBpmRg0NDbQZIJ/PQ7/vJOPBj6H9JBzKsEf4gb9algXlGWhdW5YF2A07Ugxv8LLQv4iPCgQCgL+xWIxMOXEeN2jE8AOvRhCEer0Odn61Wk0mk7FYDLPGcd1EIpFMJpETRewBdpNt2+VyGcbskPXAswCUh41uNBrF9YD5oOu6rMixWOzB3/5u5ZlnQRKHEMYwjPvvv3/btm1jY2OXXnrpTTf9XVNTYyQSjMYioiQlGhKrzl61ZMmSarV64MCBUqm0cOGCeDz+lre8ZUXvCkKY9vb2j3/84z09PUjfdnV19fb29vf3d3R0XHfddR0dHdSLAD7qK1asQFiI2N513WXLli1fvnxwcHDbtm2HDh1KpZLz5s1bsGDBnDlznnvuuX379g0MDLzlLW8B4WTFihVve9vbqtWqLCuhUHjJkiXBYBCrjWmaEGI/55xzFi1aJMuyoijNzc0XXngh9U999NFHd+/evXLlyosvvnjx4sUvvPDCjh079u7d29HRceONN0LmfO7cuaAh2bbd2dn5jne8IxKJgJnd2dn5rne9yzTN8847z3GcnTt3FgqF9773vY2NjfPnz6epcX/WFv+H82K9Xncc5+jRo/v27ZNl+fzzz+/p6dm8eXNfX9/q1auvuuoq13W3bdvW1ta2b9++559/vrW19WMf+1ggEDBNM51ONzU1vXnVqr6+vr6+vpaWltWrV2N5bGhoQBWC47jW1taFCxe6rrt48aJYLIYguaWlBYFia2ur67odHR0XXnghCNxKfG7MqobNIqpEgfLB0aMD+zO8E19+xopVoZDqBkOWoMgKG1FD7QsXtnc18YxDXNskaqUuH93xQptqJed22XXd4Rjb4yTGM0Wu7pqCbSiskI8sjZz/D30Tzv/6X/9r566tn/inm1eecY5rsZbHn/pqxsyQY6I1omw2C+/6aQZqr21ue/aYPf4vycO+/lLBs8crAuX4/6HD/Sgx+x2tT/RGZJ3pC6BwrGlarVaDOyYa3UBKAZ5AZtSyLMs0qcEnFYjwt1dWKhXgjHgiYZpmvV7v7OxUVZUKw0E8kSacjrvgUulWhmGgwEgI6ezsRKbKn/6ktiOTk5PxeBxhxutT2ptGfcaN7evro18WJJZpccIrUj/0Z8r9oBxMIVEUUcFwHIc+F0oXgVYm9IAR1ZApiUa8wDAMpKhN0xwbG8N7UY7P5/Otbe227Y6Pjz/00B/Gx8c1TVu3bt38+fMnJzO//OUvZVnGea+99lpVDTEMs2PHju9973uLFy9avXp1LBbzPAetiqalg03ruq7ASzCcSqVSlEXDMEy1Wi2VSs3NzVR05VRi0WmDHIgcLRCo24ClQDuVpznw0VoNpb5Mq55TyubxQTnDkKnWK9M0BwYGWJYtl8uJRKK1tRVfbXJyUlFVRVH8qkQgS1CpSkqAEUUxlUqB5oShRTkSoKTDhd4wjKVLl/7gBz8YGBj46lfv1LSaJEmbN2/+wx/+MDw8vHz58o9+9O/b2to2b978zNNPhMNhluUlUf3gBz+k60aloq1fv/7pp7e9971XXXHF5bVaLRaPRCIhwzDL5QqNlqmwI+4nkCi1HJckqVqt4sYiCId0JiW5EkIsy0DId+jQIYZhIpHI6OjonDlzQHrxmwdJkqzrOvWRxSkgNYNmUzQrY9EolUq4maiugN6Dv6JqhNQAZh+GAQZVtVqF6iKcyARB0A0DC0g6neY4BvQliI7TEgoz9Yix+mGmgIKC2sixEW6akOjGyJFl+etf//pZZ511/vnnU54YVirUPWzLwpUcOXIkl8vhqwmC0NnZSR2IEKLoek1VVSzRw8PDWG26u7vRG12tVjFbDb4ppE+GJLYixk2j3Jp7fM+Whx55MV+MnfG+D318TjrOBSTNrL+4d8ecuW3Z8Xx35xxZIMSsVyqVbDb3h1/+8O1zE4uXzSeVicO7n2h2Dtd51RO4eq0SE3iPCetLb9haaPqXb3zvhmuuuvqD19cZTmIU1lNMwghu5ZRBuTtz/cRwymQylUqlp6cHq6V/xXs9lZdmj9njv8UxS1/5b3AgzXnqZiuU5+04DoQOIFMNWJ/NZmEi2NjYCJQAYxpN06rVKsswIE+DA0rpsNhmAIZAKoXZOMdxhw8fjkajgGVYdqmZJdWXOAkY1XUdqWjs5TPpHPRjgZBOv63zlcJlyv8BtsD2DBBACa/+az6hv8YJMOhMSArbTuTI0Wk3mc1ia5dlGZUKQkgmkwF4QnqPTKn24qZZU4fneegjhHEgTApLxZIgStls1jStiYmJK6+8MpVKCQLX1ta2bNmytvYWTdMqlcrc7i7X4YrFYkdHR0NDQ7VaRTHasgxRFDme9bwAmfKic2x3wYIFoP3wPA/dHo7j0BCJFPJJ9BOmMe9pIwQ6zJAWxQhJJBIgVtFMNi3UIBokL3fVphDc791DiwzHjfFAKIdGJ9xt0dOJHDmgIcuykUgE04d+oOd5jY2NuPMUyeHUKARhICFljvHD83yhUAA3Bl3dV1215hOf+MSzzz571llv0nV9//79hmFYlnXxxRdFo1FFkebNm6uqDM/zDOECgXBDQ6xU0lzXXbly5XPPbT906FCxWMQHKorC88coTLquw5ML/YUohYESDb41Sg0Q9sZ4A1qlao8Ai4LAsSybyWRw/VBQQdcsTqSqqq7rHMdTe3YELfjipmliJNCIBQ2XwWDQNE0a3uA50gUKV16v14GMgacBo+PxOOgxIBHVajVZUfAz2OSBQEBVFcio+93HPM9Dwy7+BElEWIZRcyIMY3hLQRUK/G+8EpVG/DIYDFarVZ7jbNuGGGhzc3OhUEgkEk1NTbTIg9ECaofjOOCrQCUdwQZWQnTZCoLACLZhM45LdMPkGYEEmkPB5Px45YnDz9br13pskLcto1DIZirbX7gvrTSnlCalrcmoV71aySkftvQBR2kl8UUk3E0my87Ai4anBDxGZCTbFnMk7Hixr379W9dcs2bN+69lWCmkRAq5XDQk2nVTOA0BQ8zNer2OqtTo6Gh3dzedj6fe9T57zB6zoHz2eGNUMabgS6VSwTLtpx2fJMkHjFKr1aA1Dvxdr9fR76+qajgcDofDsiyD6kpTeoFAgGUYoB/sjqj2qqoKKgUwjSRJCxcuHB4ZyefzEC6YmJiIxWLRaBTponq9DvgIfsXJMTSEn6lz0DQETzG9JEnY8l83PwVqQU/zrAAl2NepiCx9LqcvlI4TAc8BnFWrVcuyisViIpFAiyd0cmiEgL2fxgDoq0MoBUQFhhLcNBOJBPKL4XDYcb0FCxY8++yzpVKJ47i2tjZVVdA82pROPfvss7Wadtll7+A51nQIhGgSiUQmMwEKBMsS27ZLJY3lGOASlmWbGpt5ngfyA5JWVbVUKgEVzRRDPO4doC3CgGJgbINAHAwGEROSl1NcaJWA9oDSGIk+ODRXYLD5m1NPRF+huLxcLheLRSjqgGGFBwEgBR0VMsUUwqwB0Af3g54d3HQ8F79LKH5AthVJWV03GxsbV69evWHD7888c2WxWCwUCvl8HpxpWZY4jmtubt63b8eePXsN3XrPe96r65YkSYIgtLa2Koqay+U0rRYIBGDqHolEwPool8sA97iZQIToO6QMcr+pLUYXhhB+WSgUYrFYva4xDJPNZhGoEEK6urqoTWkkEqnVaoqiEMLYtgPNHzCFqIIncuro/8OkprEuwzBAychPg1hSLpdxwWiKwB3DIoaOWEQalK/lEYK8APLugYACEIh/+gN7yNfgAWGdQfkCzwsjGfQbBGCGYVxzzTUNDQ0sy1J2FiEEMYOqqjzHQaVH13Xk4KGV6bouUH6lUsGXYphj/Cie56PR6NjYGKZ8e3s7bAECgQDHcWW3IoZFYtR5PStIkbrYpCbTczOHdut9Y+OHmtsSDbbRf6hvNFNukFXDCe7vG2poTOkkNFGvPLf7UFCo8YmoFe/UbCuxcDkZ+aPEOUKtonBSzuRCc5d9Z/0jV7336g/d/DGtZjKWKDluQJFMoxCWZMs+LVCOiA4b0ODgYLFYVFUV8xf3bTZHPnvMHrOg/L/Z4XlevV7n+JfxOk4Oc7HRIr3X0NCA7RPp0oaGBhTQgQBgCy9JUiQSQfJVmOpsw6nxA/rogYeofnZ7e3s+n8/lcpFIBCY7OB22q3K5DAQA1+WZX8rfgYddn7zcFcjvhgOgCeECpBhfhztPGfnUsxOgvFgsRiKRbDYLkgZt8URGELvp6YByTdOampp0XYesGxR/c7kcbXYEcKF8DL/yCYAC7ioSnOAnJJNJ4DDLso4cOSJJkmFaMDzieR4D45g7KfF6enomJyeDQbW1tdX1XM9j0WsbDAYnJsar1erixYvrdc227WKpIMuSLMvAMQzhqD8rRgtscSh0IyftMZgWjIGTzfM8aCo0F46Mo5+B4JdnIS+n6VOMDngHxRVqk3mSdB1GnWma8ISKx+PFYhFagXBbrNVqsVjMncq+46owBuhvqP4jJZrjl8CFuEuIS1F1YRhG1w1VDdRqtTVr1vyP//FP2WwWhrKu64bDYYQlpmnGYpF58+YFAgFVDaTTTYoq5HNl2gSCKd/dPbdUKrEcAS4HeEW0jK+GCtUxfUzXzeVyQ0NDtKMDRHMaV1ALTM/zWJbAuIB61KNJ0f/FZVmu1eo8L1AdT3wU6D3QRqQG7JQ2A4NVf8WMTDFMaACvqipaJyGgjusHW4nOBXtKTQXTB9gdMS3N1E5ztMEZqWkLrgrjGfG5ZVmoAoVCoYMHD+LU4NhQoh3oK4qioESJh5XNZml6AqcAuCfErdVqyWQS+ZHx8XHLskKh0NDQEFhGxziEEW/+3PlxiRONkuUKJVaNp9v1l2pv6gru3vd8ek53OMorihKKpVpcMyd0sypfKI6PlLy+Ce6pPZl3tgQbOloGPU4JyUkjZAQ6JOug4prEdEKRpufHivmq+amPf6xoWJwaYeo8sTyGd7ASyf8AACAASURBVAXeIWaRsNFXvX5i+gcCAfCXkslkX19fa2trOByG0Nbr2SA0e8wes6B89jhdLE4pj9VqFT6IU8jDIYQwhDi2TRiOrm66rlerVeTqKpUKy7LJZBJUckEQ2tvbAamR6QThGNlTZDqPlVYtixDCTdEMoIktK8pfLmzq8kRRhCoIfECi0ahlWaAPdnR0JJNJdHCWy6WGRJxqbFOmOHZ3x3E4ljDEZZljKVJQSKnKCl4JJmgoFII6AU0D+9UYT8dXYpqanv8HmgljWZYQTxQ4nmOI50gi79gmz/Oe6zH4BM/xPMIyHsMQCvZmfjL9DX4AJnBdFx9SNwyWYTiWzU1OVsrldDpdr9dLpVIqlSKE0C5GoHOUv5F5xd2zLMsBiuI4iIGA64I76bquxHHRWKxQKEiSbBo2x0quwzNEZhmJZTiG2AxhGuIBWWAS0UQq3khcQgSjXqvzHGEY1nYZQVIrNY3jPEHhZIsnrisJMs9Jpmk7xPQXEGgK3081AToH9AGTgXKsMZJpfQDmR36SA3m559TMhzWze2ya3zWgGzkFUTbLtiVZzmazlWo1nkhM5nKxWEwQRcu2M9msbduJhgbCMOzUN/VXeGZqFVNVU1oHoEOLNjgiDZwZG503dw7DsNFQ+B2XXLp7157Ozi7PZTzPUxSZYTziWTzPMsRubW7PjE/KohQOKZ5rKCpX02yO41hWMkyXFyTD0l3GEATBsm1ckCCKnufZjuO4Lu0bIQzjeh4vCE9s2bJ+/XqwOGhen4bEKIKBxmboOrV8on0O09pd8MnHreOB+UaVW18RqxjsdvDgqdfviZZQrB6wiAewPm70Rdk1tHXkNJEiksR+UhPCMDqGEUVg5NMLoxwh2tZ8rMySGX37NX//vg/fHBJijmdqKh9sbeWaEl16btfBXUP73qrOnxttW75qflAU7TkeY0zmSjUycuTgrkd+1VXeunBxNNnQNMmnKqYgBC6qJZ5sHXimKkXzoc79Wuw7/3vTJ7/+QNZQBFYQ6jWRGBzvuC7neGGXlVjGwDWAPkSrUohYEPCDVMaxf5mnU/Ezw7I8IazjeIqiep6XSCT37NmTSCTS6TTEcGiggrdQvVQ6baniFiU3+geMv1bpP/u0h4jX0EosfcrTjKKnFetoMOmfzvQ++D/ELyYz07WUEguPm4Y49ZGGT/Z/PkptmAX4gd49qoM8c/vDGgt9gv9C49LZYxaU//cD5Zgt0Hyg+Sf/6qBpWqVaQ7kcyz0mIWTCHMcpl8sMw0SjUTSQITeGAi4yN5RrS98+DfqcJCWPEzU1NYXDYSTzPM8LBoMMw/T393Mch0oly5BsNotNHb/EygWwhZYvWLHQRRDICT1bKEwjXUotSAqFAgwmQSoA5/7kd/LkC9CpktSn9iSsd7RoQEsKPhl19q+eixLQwR2yLKtcLuMeHjlyBFqTk5OTqqrOnz+fbg90i+J5PpGIV6sa3DrpMk1mWMTTc9lTepeCIBDiKaqUbk7t3btH06rwxIZJzfPPPx+ORLRqde/e/YsXLzJNi2HYalWrVCo8LyaTyUAgYBg1QlxZlmvVei6X4zmR5wVR5um3xqaIZDAIDPTm4Onjr2SqIQy5Q8g2Y+SAvv9fpZsGIAIzdmCRSCRSLBbBwAZvYSbb6lUc8Ers6uqamJgolUqKJA4ODcUTSVGU3/nOy376s5/39p4Ri8VUVT16dKBe1y3LZkigVC6/uHefqqqeR0bHxmKJhGna8Byt1WupVCqRSDiOJ0mK45gM8Si4IVNWwWgCposGJLovvvhiEN+PBcxT3DNK8tY0rVAokClFQiTvMXppc/nLdC1nPDtQ5mKx2JSk0CtrEcFAmpiYCAaDwWDwRN3k1Kjcdd1QKMiyXLlcPslS5r/y0wfl+MBqtZrJZMAOam1tRbWH+FTw8U8KAYeHh3VdhwArhXeu62qlzM9+8e9f+OI/vW/Ne89805sk3TW8aGLJZVqhep45vuux/znwTEekqTuaaGZjKrHd7NBAcehFtXpwdajSvZQPNS62SVoxjYDKb3tm230/efhbqxuJlNo9qP3bH7auuODqFctWWBzrOS7j2Z7neMT1WN4lxHEdwkC60ZQkETVAZExs22JZVhB40zREUbQsl1qAYV5TeF2v11EDQUNLLBaDcjkKdKAY0XBlZoMN8ekg0bnmHzPU/5g+QXp7sW/6zeDoeKZyQ/grVmAaG1Bim9+/guYX/B3P/uIMDaLo+PFfv/+XuBj/zjvTvWFmERWIfFolmXLhjmV2pr4L9SY77qchS0K/9SwonwXls8epRsbYwNBPiYUJpXMkoTVNi8UbkDYGyQTqb8hdybLc3NyMfQtw3C9TSE8xjRUzM+F3ogOUUMdx4Dmq6zrcCpFpQ+dTqVRyHHv+vO5IJALjDHgPgYCBfQsLhCiKHvnLRgU/I5AxIF8Amju+RVNTE3Y7LCj+1fOvQvNTDIeOC6k9QpA1RJEBD4VmvIiP6MyyHJmhhUwpHP5PRkoYDxrEg6GhIVmWId8BhUqIYPj5GDQeAOeVEiGQ4p1JFPE7VmJz5XjWsvRly5bs3PlCNpt59NGNK5YvCQYlXa8dPHhIFEXLskfHM+mWJp5n8/lSoVg6fKh/3sKFixYtskyb43jTqnGskEgETcPWa4ZpmnVD8+fmcWp0C1BjKTJlXEfjQNSCwELGPo2/0hbMaUZCr5tgVLVaLRaLsVgM3X4YfpQfjG7F04f+FHC0t7cXi8XM+DjPcWNjYyzL6oYVjUaPHDmydOnS8fHxvoMHtm9/Ph6PRyKxlw4cGh4ddxyLELexsbGrq5sQtlar79u3r1gsnnHGinQ67RFb13VFkSzzmNILeES0WIFAndJsELAhLqIYhUyR7y3LGhkZqVar4XBYr9dVVYXGH4IWtGP6ixInSpYDpSmKQrndrwgW4PWxWAylM78a/XFBORYojuNPHrqfqFz26vIpWK84jsvn83ApFkURVq80a+v/7uC9+PuAQ6EQmeI12arwpXVf2Lr5Pz6/bt3/+/kvXfCmZYaX0GJnJ5fnW5/5erei9DPC2MRY7UC+YNVdi021ti9NOQtaimFrsFxXlDl3jBpJga+x9cK9v/zJrmHj7m3V7p6uBx/bmTFDxRcOvftwvxwIeI4uCV5A4kSJZwXO5QjhGdZj6vUaz/O1moYBb1km+hPQ7crzvG1boiiYPtVaSCShUAACPWhOjuNoWqW5uVlRlHw+Dxc2ym/0d4PQJ0JN06YljKdlu8kM8zWsh8eVv6QfSNcTvx2yPw/tV2LFa2hOhMYD/qYpuixPuyQ/WPe/5lQyDhS40zIyPfu009GCBn0jtVimc/xl4I/nZ9Pks6B89nhlx8TEhKZptMMPlX1Q9ILBYEtLS6FYBlrFgggVFFEU0WCELRDQDTMT2VAqFTdtVr+izB9lPdJ2sVQq1dLS0tfXVy6XkUhWVZXn2EOHDqVSqba2tmAwWCqVyuWyruugFeKNx6jqDIflD445wWAwGo3S3kfgPHwFlAIqlQqMe7Dd/lXt9pNn/adJvpwkUw4gRc/oL1/S5IfjWHTZpbeUohb/Woz0f7lcxv+RQ6pUKgzDpNPpaDSq67r/vXS19TyvVqsDSNFkueu63NSSPZPFQc13OI7jWNZxje7uOZFIuLGxsa+vr//o0UQyWi6VeE6sabogCILI1WpVgVdqmv7oo495ntfa2ppKpRzHYTyX50Rw1xE7EULK1RKIRvBTxNOE1RF2dHCCYaADdAiR5lqtRpsR8RaEmtM8O1/nA2Ln4EvQLkOoDIGefvoKEtg1IX9OCIGOu2EYoii7xIupwaamxt/+9rc33XTTU089FQ5FN23adM6bz6lWatWK7theKByp1+uaVi8Wq1q1Pjo+vuH3DwUCgZ6eHoZhGIblOdF1j/Fk4A0EtEqmOhoxB6mfJdADyCH0/qOlcmJiAn2o9XqdISQej1PeOZniI/2lXDMVxDJ/Dfu+0nuIuYYui1KpBJ+EE3HSps51/ETsTOT0WoFyqjNDyRVwWvDnTadREaDnE41GNU0bGBiAWG0kEtF1nWEZniVvueD8/0eM/PTn91yw7A6eDxK5SU2tsBg5yRddbrwhqSpxhvE8jg9VPV0mJdmq1uucFV8yaseHJ3JBocq7ZaNeDhDuyUP6jsmXhiuiJ0QM3dW1mqFrLOMWjYrrWoFAINnS7nGkppusVbcsS9d18H9ot306nUaxCNpZruOgGQA9GOhmwRaQSqVkWT569ChaDjo7O2OxmGEYkUikWq0ODw/39PRQc1ZK6IK/FaXg08yuPwymnHvaDECXU2qMStMlFKz768PTtgz/So5dBssR5YdgEuEUuq6jTZkWNCgDZ2Zmx195pnECVVA9+Xjzq9zSM1JiJxoeaL6cXjBtMp42LDHB6dMhf2N31dljFpT/X3VkMplDhw5BiBA6htgvgUTr9frY2JisBFDGDQQClCVG0+rQ5qMiD3A69LMgjruC+Lelk0xXRVGABSmtEITv9vZ2ZM2Ry1cUmWXZyclJlmUTiQSWcsMwJiYm8Bbk2Or1umk5CD84jmtsbKQCwNQDD4sskjTIJUPa+VQy5X81JTCNqnii7ZZKCvjbQLEc67oOJ3aWZU3zGO8CpJ1p4tzTkiWGYVQqFajC4ZGJohiPx+PxOP45sykKV4jssizLMPik24nfhcfPRwIOwO5Vq2vValVVg2eeeWahUCyXy48+umlu9xxC2EsufZfr2YIgFItF13UHh4df2LHr8U3/kU63LOieFwgEyuUi47k8z3IMbzs2x3IMyxJCAoEAVvx8Pg9DH+zoIKJQ2KcoChKHSJMHg0H0H4OJBHcqPwn4vwSR27adz+cjkYg9deCyMZVeq22MqsfQrFUqlarXtFqtVjdMz2Xa29uz2ezw8PCcOXM0TTt48ODWrU/Jsrpg0aI3rTpb1/VwOJzLZU3Tnshmf7/hIaCcxYsXO47jEZvjONe1PZeBuS8GAEapqqqKoiB3XqlUgK5oQRyRPFRZQD9AnAy5wNaWFsjpHPdu+MsyJ5qGfo+wV1FeoGE5am4zH4efrY6w6kRp8mlQ6RTzlyd/plTjBWsjghZ/jpYuHbgwvF6WZUj6BAIBTdOOHj2aSqUaGxslQcyOjwgBacXZZzz59DP/+sPvf/IfPqObpMo28skz3czmCBlTPIFnGdWumE5FtEVFZBmiZrmU1/zWEZMnUa9S1QICe+aKs8Z2HZwMpAcyuqw0mTZZ0NEdCCrEsWv1sqqqoii4xBsaHrY9gRUE1qwrisJxjK4bmlYdGxtpaGhQVbmv74BlWc3NzSgY5nK5et2AL2kgEOjq6gJXBxo+aBEBayKZTELUEoap4+PjdG30c6+xl/khKR0q/tjPzyPH1kY3NahYkqkmb8xfSgT1w2iqZEqJNHgoaH2mtnE46vX6k08+qev65ZdfTggZGhp64okn3v/+99Mebv/W6SfP+MsjM4f9yZExVbKiuXn8/tlnnz333HNp1p/juP3792/YsOG2225DZzO9Hn/XB53j9J7PTKLPHrOgfPY4zspOUTjUEpCZw54KLdt4PN7Y1EwXNWp7TiGj3/oH5AG/zQpt1aK/8SvW+Wtwx91csT37ExLQ/AKqbmpqampqyufz2cwE9JInJiY8z2toaACfYXx8HKsDLrtcLjsuQQ0XfGJcP761v58GFToUr+E6BB3cUwTlx/0ux62ZznylRwiSJf6mMbBBdF2vVCpICQuCwDDT6Sv+G+u/t8j0o+yLldRxnHnz5vE8X61WEZBMSV6wPs76X07th0Ecx7lTw8D/NOkPlEZs22RgYKBUqsyfP3/rlm3Nza379r10/32/vvjiC1FH8TzHMOtjY2NPbX3+mWeeEQQpFAr19i6vlsoBVTFNgziuy7iCIDCEcxzbshxB4MLhMNqI6/U6gDgiRkQauCFQXkfDQywWA5MBJucgRFHfn1OpcvyNDuiHiqKIYg71pqHbJ4b96U9zStTBDA2FQ4mGeL1er9eN4aHRQDC4onfZww8/fMUVV/T3D3R3z3/kkcdCociyZcug6TEyMsqy7J49e/70x0cOHDjQ0dHV3NwcjYYt27Atm+dZ4rGe59KmQ0IIVBHxXRRFAWsCktg0uqaLA9hoKHEAzc+bN08UBMRagJVQJcLaQgtfUCZxThAt+2cE7aV+RaAcXSiVSgXtJTNBOe4nlg5831Mspp3meKOK7IhYqDETlXwhLzdhQDzmOE4ymSwWi4iEQ6GQqqqFQsGyrIaGhlAwYhObZ7z3rlnz+b97n0uEj9xyazjVXWp+qz365xiZZD3PFALEMl3Z5L2KYHBVtrEaWKyL8wVFrNUykiKVy8aZZ7318d/+achlGEl1XSYYUq65/jqWZSRRIoxqWUa5VhNFORaN2x5jmqYohQgh2Wz2pz/96UsvvQR9rYsvvri7u/s73/mOqqrpdPoDH/jAF77wBYbhwKO78cYblyxZIknS2rVrFy1atGbNGlmWN27cSAi58cYb4XQBbXhN0/zPzu92h0yNv5hAexOp1j6lcVOQSqfkhg0bBgcHP/KRj8AEDcUoqiaEg/L9KKuEauEbhrFp06Z169ZB6HPZsmWf+cxn8Mn33ntvf3//rbfeikc2MDBwzz33XH311VCgwkI9zaDDr45FtyFaYvqriNx13V//+tf79+//8pe/TANI5IAef/zx8847z+/MAJ17sJ6OGwl4ngcj6uP2pM4es6D81R+0XQM1NWpHR3vL6KzwY6CZs+JEBGJ/Jzh5uYTfTIRHQ3bycgVxv/CWv7w1zUKcNqZM656ORCLxeBwNnWTKFBD4IBQKQWvFL+ZF2/xplojeCrrFUgsV0AnweypkRncOeqmapg0NDS1YsMB/62jmadpnIuGN3Al+HwgEvGQyn5tE9142m8Umevjw4WQySbXzIC0iSsro6Cia/LCl5fN5TdO6urrIVP8QSCw0s9jY2Fir1SYnJ2HhTvtH/U6ccA1E+2lbW9tMEOB3TiVTtp2pVKqhoYHqrCHvZVnu+Ph4c3MzIWRwcBAEaE3TSqUSEo3Q8/Y8j2V5P4EEVz7N/smv+Vir1UKhEN7e2tqKxR0+po2NjRT8HTx4sKGhIR6P4xHT2iUEy6e12wNdIblLvzXWa1VVc7msJEvEYzWttmLFim3bnm1ubt2xY++fn9sVjYZVVeZ4UqkUS+US7ympVJMkiUuXLhUEnjCeZZlTYQDr2B7DwMGHo0lfNKthlum6Ho/HcQ/pc6Fy7CgHQ4EO2+rMSXcijsFruJjQM2J0MQwDz5dCoSCKYjqdTiQS0xaQV5pMnVZ68sdLSPLRgBn3SlGY5pamycn86tWr1//v3zzzzDMLFizYs2dPNBbf8PuHf/+HP4ajAeQjJydzmqaJorh4yVKOZZcu63Ec2/PcKaouodZXdGBQ0hQY3qqqSFJDsVjEHcDDBcSB3jaMkCzLoiUs2nmMyQ5uN7BOMBhwXdd1PY7nqlWN1mooh4pGqnTGvdIwBhcZjUbz+TxymTQXToXhaWYazJCTaHEed1V/1QdSqtAbpeRm+CjTqJjmhqGBQ2uGkiSlUimUzlCmqNVqA8NHZYGLBJRY2J3X2Pytu371u/t/9k+f++TFV163sGVBo9wdNeoiz5TckMw3VomtBpxq3a4q8dD8c4xQi+zUk4mIy0fYsMS1eHf86789v28Xx5BQQF25fEl7S7NrWYQwnkdchrFtp1avaZUSzxAlILGEFwRh544Xnt/+3AUXXHD99ddv2rRpeHCos71jac+S5557LhGLi7zw8Y9+jOH4DRs2jIyMtLS0YBJhVTx69OgPfvCDUCh0zTXX9Pf379jxXDKZnJycvOaaa/bs2XPgwIHNmzenUqloNNrU1JRKpTZu3KhpGmK/1atX33///bFYLJ/P1+v1rq6u/8Ped8dHWWZt30+f3jKZSe+BhEACgWgIXWQBsSGoSFFUUJpIE6xLFWRBUBBlUVZAhAUEhJUIiqBEei8JJSEB0jPJ9P60749D7p1lV1e3+L7v72P+8BfGmXnaXc65znWua+DAgXv27FGr1f379ydJ8urVq3V1dX369Pnqq6+qqqpIkszNzU1NTd23b19paSnLso888khDQ0NJSQkYTqWlpUG3VU1NzeOPPy7L8rlz59xud/fu3b1e76ZNm0aOHKnT6ZRKZXNzc0pKyqpVq0iS/OSTT44dO1ZYWHjmzBm32x0fH//VV189/vjjIOrv9XrLysqOHj2akpJSW1sLvK9Ro0ap1eorV64cOnQIsvqCgoJ7771XluUjR46cPXuWIIiUlJR+/frB+IzkT94Bt0NKWVNTU15e/v3337Msa7PZEhMTn3rqqVAotG3btsbGRp7nk5KS+vfvr9PpsrKyQGHz2LFjFy5cQAhlZWX16NGDoqimpqYdO3YghNLS0rxer8Fg6Nu3L9ZDuxsN/y95/V+tWRAEce7cuZEjR/bq1evRRx/98MMPg8HgnDlzHnrooTFjxpw7d27EiBEPP/zwjh07MLH1yJEjP/zwA9glTpky5cCBA8C3xoQ2vD0AAyGyuIyLj3g/9vv9sA9FahRAHo+/i93s4Afhf2E8G97H2zDurcbqfj6fjyCInJwci8UCmoMQ5jIM09LScv78+TVr1sBX8Dmo1WqQNIZ/AsQODDNsMwkUZJ1OB354ADgBXxbo6RDkQQDX0NCwevVqjCXAH9hVB3Q84OrsdrtCoQCXDdjyoSfMHBWVlZUFyowmk4miKDBsh5JiXFxcWloasF15nn/jjTeOHj0KuIher9+5c+fatWsjlcIAfgPRFQDRFQqFxWIBKgug7LAsQnQIHwAW/pdffglKkdDchgNE2DXhSYFZzLJly06fPg1UCoIgtFotEPqdDseHH35ot9vtdvuSJUtqa2tdLldNTQ3cWFEULRZLXFxcUlJSfHx8ZmZmSkpKcnJyampq27ZtExISrFZrVlZWUlJSZmZmYmJiSkpKfHx8fHx8Y2Pj4cOH4U3QPgfc9MaNG1OnTgVLQpIkbTbbokWLSktLcTDh9XrhNgIaDcLPAFUCiK5UKj0eDyBM8EnwezIajTExcVqNwe8PkiTZoUOHdu1yZETGxiXFxyWr1EZBpIJBSaU2xMenGo0mvc4QCoU7d+5IM6QsSySJZFlEiCSICCo/IUXSbADjh8cBqRpIrMBzhNwS9r9/qBSJfsMOpMjThjjJbreLoujz+SBIioqKikyw/82jRP4TxmeknxdN0xKSBUlkWcZkMpAkYllm4AMDbt68aTabkpKS1BqtwWg0R0fTDCuIKBDkNVpDTGyCVqOXESIoIjevQyDog9iUYRieFyLLNZG4AOzEXq/X6/Vh+X+8asGQhlkAQS1JkjqdDrUyd+GFqbHwN03TBEF6PF63263gFJDwRxY9oNAHkPy/rMiGhSZBVypSkB4vv1gu458G2f/ZkYabNcH0jaZptVoN4/wOJgb2OsXa9gCUKJVKaMIxGo2Q+SKKbWlyN5bfaLl+naTpQU8OLbqvaPG7885U1OizBzbwsb6QRsPofDzN8QEesTZNapO1fT2tklg61poapU+KUmqNCkKvItLbZQ1//MGnhjzw8MBe8fFRkhyUSIFHkkBSiGIYhVqni4qNiYuzWq1RUSZzFKdUxMbHCZJ4+uyZNZ98HJ+Y8O7yZfldOnfr0T0s8LwoaHTa3I55iYmJ9fX1HTt2bNeu3bVr16qrq3meP3Xq1Jtvvtm1a9ennnrKaDS63e4NGzYghAYPHsxx3Pbt23v27Dlp0qS2bdsuXrz48uXLy5Ytu3DhwsSJE8eNG7d169bm5ub169cfPnz4qaeeevHFF3/44YdAIBAfH79w4UKn08nz/HfffdemTZsffvjhgw8+GDt27KRJk06ePBkfH9+1a9eMjIwRI0YAPN+5c+fx48c///zzhw8f3rNnT1xc3Jo1a1wulyzLq1ev/vrrr2ma/vbbb69duwbtLjBswGRDkiQwKDhz5syUKVO6du06btw4o9E4a9asysrK3//+94IgqNXqjz/+uLy8/Pnnn588eXJLS8vevXsvXbo0ZsyYtLS0KVOmjB49euPGjaIofvnll2+99dYjjzwyYsSIFStWbN68GQNhNTU1mzZt2r17965du7744gsoAqPWplWKojIyMp599tl+/foVFxdDH/CFCxdyc3PHjx8/YcKE4uLiN998s7Gx8YcffhBFcdu2bW+99dbw4cMHDx68bNmy4uJiWZaHDx/epUuXCRMm8Dw/e/bsCxcuYC3Fu6Hw3aD8P7DwffzxxxUVFfn5+ZcvX168ePGmTZuam5uvXbt2/vx5l8tVWVl55cqVhoYGTOr1+/21tbXBYHDmzJkkSfbo0UOpVEIXGmgdwC9DW0lLSwv4q8FCCeCQz+draGiAJR5a2RBCDocDix8DcQ0WZZhL8AcgYeB/AeCHw+EAbgb4h0MmAHAU/CwsOhDyQlhgNBoh2jYajTExMe3btx8/frzX662trYVzA2IoBNkA1YCzD0SxuKTgdDpZlgWTQlh6YE5WV1eDPkBjY2NDQwNsJImJifPnz8cbCc5eVCqVQqGA8FSr1ZIkaTKZ4BxkWW5oaFAoFEajMRgMipLk9XrNZjNclCzL4Bvi8/lIknQ4HKWlpQ6HA2yMeJ7X6/UgsN3Y2PjCCy+8/vrr0EQIJHUQ1QJeB8QEdrsdlJ6ByszzvFKprKqqAutNuEC4pS+++CK4jUC/GmyEkCxBIgToTlRU1LvvvtunTx+AIR0OB8ih6HQ6DNLDfWBZ1uVyYaqf1WqFoAdCK8gEIF1xOp1qtdpkMoHIOgwAwM+wqWFkVRe8yuHRREdHA3PAarWuXr06Pz8fexyCmzfHcQxDGww6vV4PsnqQWUE2Eh8fX1NTAxaJdXV1ZrMZIgaFQqnXG0EtWJT4Tp3yWI4OhUK8IMoSYlkFSbEkzQV5gWIZb8BvsZgTEuIRkhCS/jbKIRFCDOexPwAAIABJREFUEoGkfyQiDpkn+If/U0fP/9myG0aREULNzc1AezUajSD59186tFqtBqKCQsFpNCqj0WA0Gc1mc1RUlDHKZDJHRUebSUI2mYz5nTvu378/KysrFAqr1epwWBBkJBGIFyUCkVDAliSpY8eORpOeZWmSRKLI4yJJZFcD5rne8T5wPLBmJWr1Bo6kQQPXHwfiuH0FF+tpmga3V57nwdUA8+Lgk83NzZEinv8aMo1HGi6wYM7AHQgLHBdTBX6LPZUkIQEOBoOwCun1+p+B5++o0OLkjWEYo9FosVgIQQr6whLBEgpdOOSR/I0+T2PnznkvPPv017v31IWNcmxBmDFInkaKCWmRV0HqXKosde4gVUoHc0wsw2l4gZIlnkB+kuAVosCiME0IFOIJKSzLPCJkgiIJghAkJApQzWBJhsb6+klJSS+++GJcXNyFCxdWrFgxZswYiGgh67NarbGxsdeuXfP7/T169ICWJ8jiTp06pVAoMjIywNQzHA5brdbevXtHR0c7HI6kpKTo6OjGxsa8vLxHHnmEoqh77rnn3Llz27dvb2xsXL9+vdFo5DjukUcegd02LS2tqqqqoKAgNjb2wIEDQGFPSEhISEiQZXnZsmWnTp2aPHkyavV902g0165d6927d1FREcS1EydONBgMycnJVqv1woULcBWQcpeUlBQVFUGmCszMysrKoUOHjh8/XhCEtLS0zZs39+nTp6ioiKKobt26nTlzRpblKVOmAFFToVA8/fTTMCaHDBnidrtLSkratm3bu3dvmObZ2dnl5eUHDx4cOHBgXFycXq//8ssvH3jgATxmbDbbuXPnjh8//uOPP54+fRqCckDZoawNJbX58+cXFRU9+OCDCKGcnJzMzEyYxS+//PL58+dBtJSiqIMHD44ePVqv18fFxX322Wfdu3c/fPgwTdMdOnQgCGLAgAFFRUXgWPJPLbfvvu7SV37pomyz2TIzM9esWXPs2LE9e/bQND1t2rTjx4+LohgfH/+Xv/zlscceaxVVFUA5jiTJOXPmEAQxe/ZsiKV27NixY8cOmJmvvfaaJEmzZ88eOHDgzp07IYNcvHhxYmLi2LFjU1JSKisrnU5njx49pk2bJstydXX17NmzW1paEhISpk+fnpKSgpudI4un2KweuCV+v3/ixIkejycjIyMpKam+vn7BggVLly5tbm6urq7+/PPPGxsbFyxYUFlZ2aZNG4PBEAqFZs6c+emnn3q93rq6urq6uvvuu2/ixIl2u33fvn0TJr7Ecdz69esPHTrEcdwTTzzx6KOPchxXWlo6f/58lmW7d+9eXl5eWFg4ZMgQv99fV1e3ZMmS1157LSYmxu/3L1u27I033qAoasWKFRaLpbCwcOHChSBTWFBQMG7cuIaGhk8//XT27Nm4Pwa6751O5+7du/fv348Q+t3vfjdkyBCNRvP+++9TFFVfX3/16tWsrKyJEydarVZbU/PcuXMEQXA6nampqUOGDAFTPY1GU1NT8+WXXzY0NJjN5hdeeIFhFYIgeDyeH3744fPPP1+0aNH27dsrKyvfeuutsrKyVatWQalh0KBBTz75pMfjmT9/flVVlVKphI7+F154oaamZufOnfv372dZNjU19ZVXXgERdCh3bNy4ccSIERRFgaTJ6tWrp0yZolAoPvzww+PHj7/33nt+v3/JkiUzZ85cuHDhkCFDunbtWlxcvG3bNqASTZkyRavVAGEUEF+73X769OmKiornnntOo9F88sknly5dUigUEyZM6NLlHo/HM2vWrKysrEOHDjEM06NHj2eeeYbjuLKyssWLF8PIHDx48KOPPgr+5yzLHjlyZM2aNV6vd9CgQaNHj8Yqdbt27bp8+fLLL788c+bMMWPGtGnTZu7cuTdv3mQYJiYmZtasWcnJySUlJStWrOB5nqLpAQMGOByOMWPGeL3eJUuWlJWVabXaxx57rLCwEOjd4XAYyQTDsPHxRlEU6+rqoqLMZrOpucUjSSgc4iWCkRAhCBKBSIZhfD7vvUX9WY4RxDBNkZIkEASFZCQTCCLyn4qusGcH1OL/17b5R3ptYFIHyBlhQsu/f/J3tC7Abo3LbiA+I8kiyzK4o1SjUTc0NGo0mo4d844ePepyOXQ6XYgPI4JgmNsGNLwkMSTNsoRSyRYUdPb5PEoFFwoFGZqTZVnBcoLER+o/YEFlgAOwCxWoB0IxCl9ypBULBMEURaEIlh22VoUTxvLJBEHI8l9Vg+DDoIuK2+bQ39q1/PLFHx8aAJdIeco7BDShWRzgj99sLEHrC2Y2QjfqL/kuNkDAGkRms9nAMmHE3qyz1Xu9eqVICc1RKqa50VbYodON0trPi09MfayLo7ksTUvbeR8KBRwuOq3nEFd8IU3ShLsFCQFEkIgOyRQSZIKVZEkQJALJCMkEQgQlExRJkJKISISQLMqIkJEkykiWUdgX0Gi0Ho8vJ6dD9+49EUILFiw4efJ0RUUlxykpimEYzmy2yLJcU1OTm5tbUFBgt9uhuUiSpIEDB1ZVVe3ateuNN96AHEmj0QBYA+6tNE3X1tZCpUgUxSeffFKn0+3cuXPjxo25ubmzZs2KJF5D4ZcgiP79+2/ZsmXIkCHQKZ6RkbF27dr169cvX768W7duEyZMwFCXz+czGAywCgmCAMCWJEnZ2dkXL150u91xcXFRUVFNTU0tLS333HMP4FlwoLS0tJUrV4ZCodjYWEjRU1JSUKtOJcdxKpUqMTER6q46nQ7UfkGVRRTFlpYWi8WCKakajaahoSEYDEIHFGA3eFSEw+H8/PwOHTpg71vcOAHFbZg1GzdurKysfOedd6CKBY31ILQCoD4MdcCnAFQKBALAJPR6vYD7AKccSl4AFP4HO9fvvv7/RcpFUTSZTKWlpdOmTeN5fu7cuU8//TSefgDT4uYGLKZ78uTJ8vLy9957T6/XQ6B24sSJFStWrFq1Ki0t7eWXX5Yk6ccffzxz5szChQuXLl3au3fvHTt2BAKBioqKqqqqOXPmfPTRR5WVlVCRf+mll1JTU//4xz+aTKZXX33V4/FAaisIQmlpaWlp6aVLl8rLy6uqqmB7gG1jzpw5Xbt2/eijjwoKCv70pz/V1NSEQqHLly8nJSUtWbIkGAzOmzfP7XavWrXKaDR+/fXXYFxXUVGRm5s7b968uXPnfvXVVwcOHPB4PND9+f333x84cGDu3LmTJ09+//339+/ff/PmzVdeeeW55557++23W1pajhw5As4+JEmmpKSEQqGLFy+q1epLly6VlZVRFOXz+U6cONGmTZvt27cPGjRo9erV06dPP3r06PLly3meh8Yj7A0Bm+K33367YcOGcePGvfLKK5s2bdqzZw/Ifn355ZcPPvjgihUrAoHAggULKIra9sUXvXv3Xrhw4YIFC4LB4M6dO4H0otPpTp061dLS8vvf/z4rK+vIkSOAPVdXV3/55Zdjx46NiooCRJnjuJ07d44ZM2bVqlXPPffc1q1bDxw4cPjwYa/XO3fu3EWLFmVnZ584cUKn0507d27Xrl0jR46cN28ey7IHDhzgOM5ut8OCDig1ljcBkozNZjtz5kxVVVVFRcWNGzeAJuRwOCAzOXz48KJFi5YvX56cnLxw4cIbN27AHo+V/k6fPj1kyBCTyfThhx82NTXNnTv3ueeemz17NhAcgWL4xz/+cerUqd98883u3buhaDtp0qQlS5Y8//zza9eu3bNnD0IIHFuXL1/eoUOH2bNnb9261W63gxgzSZJHjhyZPn06eHe73e5jx47pdLrPP//8k08+SU9PnzRpUmVl5euvv963b99PP/10wYIFZ8+eBafud955x+l0/uEPfxg6dOgHH3wAwwCeI8MwLM04nU6z2WQ2m9w+lzXGHAr7CEJGFMHzPEIELwoERQYCgcTExC5d8mVZJAiZJBFByAgBD5j4GaoGBGpQBHC5XP9UtvJ/MMOPlA1ubm4GzgMAdbDV/Zc8jHB/i8fjAZl/u8PZ3NwMfzscDoQkmiaDQb/JZOjWrdvhY0ejo6N4nlcoWV4URElGJIUQGeTD4XA4NTWV4ziPzxMOB0WRl5GIZBH4bJGOBLheAWsg7jnRaDQ6nVav12NFIyBBgaI5dHNCowt0U2DTe61WCxFGq3Td7UVYlCRstgXJQEtLCwQZWMn+X+Ou4BdulY7sb8GWCxCUA73+N9OXwLLcLMsGg0HQm/qlIBlN4/wQViqe5xmZUrBsdGysITGB1ChkKeRzOdUKLSXRD9zf/+TlW+u+OaFt06WZp2glJZJac9s+jCnL7adliVIrWJYMcVSYpmSJ4sJIIUkkRbA0wZIES5CsTNCyTEgSIgmCIWSGImgkywiJBCmRFMtx/kCgtKxs9pw5W7ZuJSkqOSVFqVJxCgWnUITCYV4QBFEkKers2bOPPvpoTk5OYmKi2WwGwqfJZHr77bfPnTu3atUqYGADeUmSpKioKIhirVZrRUXF/v37ZVk+fvx4p06dPvroo/Xr1x8/fvzq1au3k8BWJhXczP79+9vt9o0bN6akpDAMc+XKlerq6jfffHPdunUVFRVw96A4DIg4UDFJkjx37hzIO/bv37+0tPTQoUNFRUVWq3X9+vUxMTGpqanY3BpKizExMcnJySA8kJqaeubMGQD4GhoawuGw0WjE3A9cPoL6JMdxOTk5ZWVluAvzxo0b7dq1y8zMPHPmDIzM7du3Hz58GDIHCFGAdQmZNm6QQwh5PB6DweB2uzdt2rRw4UIoHQMsKIoikDmPHTsGvFPInDMzMy9cuAB14x07dpSUlGRlZblcLpvNBvXYs2fPYnrMXemVu0H5f+BFUdTYsWNjY2M3bdo0fPjwp5566tSpU5j0DIwFoNjiXYdl2eLi4sWLF0MSTxDEqVOnMjIywJ9v2LBhzc3NwLidNWtWUlJScnLy2LFjgcihVquHDh1qtVpjYmLatWvX3Nx84sSJYDA4a9Ysq9U6Z84ch8Nx6NAhaNbheX758uWLFy9esGDBG2+8sW7dOmwpD00nDz/8sMViGTp0aN++fQGmio2NnTBhgtVqvXXr1oULFxYsWKDVap999tkOHToAghUTE/Pggw8aDIbCwsK+ffuWlJQAuMVx3NatW59++ul27dp17tx5+fLlSUlJP/zwg1arLSoqMplML730EqB92KisX79+3333nSRJZ8+eTU9Pr6+vv3XrFsMwHTp08Pl8w4YNU6vVHTp0mDRp0vHjx0OhEMgYY/ojbIG7d++eOHFijx49srOzR40atXXrVsB10tPTu3btmpKSMnPmzOrq6srKSrfLNXr0aI1Gk5ubO3HixEuXLoGiBWAYdrv90qVLRUVFXbt2hcW0uroaCAM3b96EjnuIKtLS0jweT4cOHfLy8oqLiysqKiZNmtS+ffvY2Njhw4fHx8fzPL979+5hw4b16dNHEISePXtu3ry5ubnZ7/ffvHmztrbWH/ECofSWlpbGxka1Wt2nT5+zZ886nc7u3buD3KRCobh69arRaPT7/ZcuXerUqVNtbW19XR302gIjdvfu3dnZ2dDfc+bMmSeffDI6OrqgoCA1NfW7776DMOXBBx/UaDT5+fnPPPMMJHgMw/Tr1y8qKuq+++4bOnTorl27YA9ACGVkZJSXl+v1+s2bN4McOEVRc+fO7d69e3R0lFKp5DjOarVWVlY+9dRTQHTp3bt3MBj84Ycf2rZtO3To0KgoU05O9owZM0AbuLy8fMKECRaLJT8/PyEhobi4GCYCVNVlWRKEMEkhc7SBU1AxcWaeD0qSoFRxFEXSDI0JS0VFRTqdhiBlkkSCGL4jsMTLyN8j5TAjFAoFhE0/VbX/H14ESRK7e4BuOkBQ0HqLORL//pkTES94x+v1gpz/X0WFZRQI8RC4gNq91Rrt9/tJkuzUqaPd3swpb7vYYs9CiqIIgrpNDLBGKzi2ubnJ4/E0NjZCaIg5Knc0l0OoCisMRVEKBRsO87CRgw0wCK3iHmVMfVYoWKVSCeG4Xq/VaFQQrxuNRlBGau3rFSM9MkVR9Hq9HMeBGiaWRvkXYoJI01CAS7EABYb9IvUu/n1F+V8VlMMpAfkQQqhfVQS4Q55fpdNKhGw0a60J0fpoa3rb/OjYtgSpYWhlrNXw2JODvz5y6rPvy+p0HSV/oI5LbdRkEUpzFMfIPq8/GJQpiSJkWaJFnpFkSqQkUWQEkRFlVpRYSWYkRMmiQEo8KQu0JJKEJCFZIEmBZmDktGnThiCIr7/+esKECQcPHiQIIjc3F9ZAyIVKS0uDwWC3bt1cLpdWq7VYLElJSQRBgFXt0qVLjx49euLECQxOybJstVpdLtenn3564cKF7du3X79+naKoQ4cOjRgx4quvvvrxxx8JggD4OTJd8Xq9sizHx8fff//9b731Vps2baCkM2PGjI8++ujYsWPw6FNSUo4cObJ161bYFyZPnlxSUrJ9+/b33nsP9ql27drduHHj+PHjnTt3TkxMXLt2bfv27WEiwP2H5ii8cSOERo0aVVtbu3Dhwq+//vr9999/5ZVXVCoVeG6gVlUu1Coy6PV6oRV18uTJBw8e3Lx5c319vclkeuyxx8rLy995551du3a9++674EugVquhAgCXCcxMrKcO5Eav1/v9998LglBTU/PNN9+cPn0afG0XLVp08ODBDRs2vPfee5MnT8ai8sOHDz9y5MjOnTvfe++9ZcuWGY3GtLS0Pn36rFy5cseOHa+99hoQTSNlxO6+7tJX/t2Fz+v1TpkyJTU1devWrWvXrp0/f/7atWsx6xeWDKxDAt8aPnz4okWLHnnkkQceeADmQEtLy5UrV2Bxeeihh1QqFRTZ8cQADAm0/LD3pNfrheob1gQElwf4FsdxH3/8MYqQcMH7MeTQQIAmSdJsNjc2NkZ2eYINEDAuoHsP4HCMoEDtDByFIMkGGBiYZ2azWaPRwNehsRLiS6zwyvN8z549Dx06dPTo0cuXLw8dOrS4uJjn+T59+gAIAcU4MP+D6Y2PDpEcXBcgZ8C5h20bhPCsVisU47DOMeRISqUS/sswDAADPp+vV69eXbp0qa6u/uabb9q3b5/TPjccDl+5cgVOBkQGHQ7HzZs3bTbb0aNHgWNtMpny8vKAuAKkarVaDQVHEPrQarUgKAvV7aioKLilAM7BU/D5fMnJyV999ZXL5crLy8vKylq3bp3f7x81ahTQ+FCr4tX+/fvh6XTp0kWpUkUGcDabrVevXrGxsTU1NSzLQvmFoiiVSgV7CW7ZhLotdBACfgZ3Q61WAxYC0Pvo0aNramr27t3b2Ng4efJLEHZXVVX17t3bbnfCBUKV5tChQ1DZFEWxW7duarUasjuXy63RakBYF/oWYJnW6/XgSwIEKlj9BYG3WM0EIXIKQmdsk5iYXF1df/Z8GYNkkqZ5PixKAkGi3r16di26NxwO05QoSxJEWUgmIYKMxMrv0LmHFwwPUJX+Vajhb/YCSBiSscbGRgzOcRyH5T5hdv/73JU71FcAScUqwhRFIQIxDCNLgiiKJEnIkqxSqVJSkm7cqo6OtgwbNuz8hVKLJdpud5C33bsoXhA1Gs2ghx5KSEgQpaBGq1arWJKgAoFQKBTyevysgoE0A7OuYZ1s7cskBEFQq5WCIEHrMDRe63TacPi2U31jY6Pf71coFCRJOJ0uJMt6vc5oNIbDYb8/wDAMyzKSJAUCQZj+wCdRKBW4zRrWZDgirEh3KFP9y3E5vnV30GkgkVAoFBRFQzfLb1Z4Qa1aOnCxv7wagE0JINaEgeEQAoiWxECTiGROabSHFEpLolnl9zXfFMJ13e9Ni4ub+cHK1cWXhb908n7mJFdvXjOgd+m0F5/T6kwBRueWZYVAIp5mEaGk+RDtIcNmhGQJIRHJMpIImacJiZYlUpaRjGSCRBQlIEKSKVYSKIqxWGL+/Oet169fB+X+lJSU2NhYllW8//5KpVLJMJxCoXr77beNRiOkXpCQvPDCC7DmJCUlLV261OfzderUyWicBnPN4/HMmDHj5MmTzc3NAwcOHDx4MEEQgwcP7tu3b11dnSiKS5cuTU5OXrRoUUZGBjzZ/v37wyEQQvHx8QUFBe3atSNJMjMzc8uWLRcvXnQ4HBMmTCBJsqio6M9//nNlZSVFUZs3bz516pTdbjcYDH/4wx9A6lSpVC5ZssTr9UZFRanV6hUrVhQUFGCneoRQ9+7dMzMzcWVJkqTo6OidO3dCdfeZZ57Jz89HCOXn58+dO1etVs+dOxdYIiRJJiYmDhgwQK1Wb9269fjx49B2NW/ePJIk09PTt23bduzYMVEUt2zZkpCQAPMFy8VGTlIsvdK3b9/s7Oz4+PgZM2bAHYYd9p133hEEobKyEsD+jIwMj8czefJkyJo2b9589uxZvV6/bds20DebM2cOiKxPmzbtxRdfhJw8Ur3x7utuUP5vvQ4dOrR27dq8vDzYA9q3bw8LMdS5cOCLWjtvJElKT0+fOnXq6NGjT548+eqrrxYWFn7xxRd6vV6pVK5ateratWtDhgyx2+3z5s0bOXIkjOa4uDgI7/Cvwdbyu9/9bsOGDa+//vpzzz334YcfKhSKhx56CEM1kbJckStyYmLiww8//Mc//nHkyJE//vjj559/3rVrV9TqCibLcnZ2dteuXcePHz9p0uTjx4+XlBwuKipCiJQkRFGMKMqiKEsSEgQJIRIh0mAwDBs2bPXq1UDXmTdv3pIlSwYMGPDFF18UFxcXFhZu3Lixvr4+UhY3JSWlc+fO0AOel5f30Ucf0TS9YsUK6FLdsmXLPffcc+vWrffff3/QoEFarRZYJVu2bDGZTN27dwcl8pEjR65csUKn1SoUio8+/HDmzJkGvZ6h6YNHjny3f39CQsK7777bLju7fU7OjyUlf/p0fbdu3bxe7/vvv9+l4F6jyRwM8dGWmI0bN1ZUVEybNs0fCNXWNQwa9BBFki+99NK333576uTJDh06SKKIZFmr0Wg1GkkUs7OyGhoaPvn441dfndkxr8Obb7w2ffp0nU538ODB6ls3tBrVqJHDV7y/XMExqampW7dsfvrppyEtoSgKyLvAqNZqteFwGOqkJpPp2Wef1es0MdbomzcqQ0F/IBAQ+JDD3pyX254iUaeOuX6//9tvv62trU1OHinJRFx8IiIohlUsW/7+4sWLc9rn6g2mTvld3l323sSJE2tra6tu3Hp5yjREEJIs/3nLlrFjx54+ffrDDz8cPXp0ckqKx+s9+P33Fovlm2+/Xbd+/SszZuC88Z133klMTHzyySenT5/+5JNPQh/VkiVL5s2bl5GZqVKpZIRC4XBWdvaBAweef/55pVK5fv36ysrKUU8/vWLlymXLlw8bNsx91f2nP/2JJMn4+PiOHTsuW7Zs+vTp169fv3Tp0vTp02HL1Gg0wYBPo1YqOVYUZSWnIUlS5r2PPvxwi62ltq5BqVSGRUGUhfy8LkOHDAyHQ6LIS4giKOY20EsgbHFHEYQoIlGUZfK2XRzW1AczSBDE9Hg8UKT65RvA37tZYf8mOBAIueBO638OihN/ZVRHHoJAEpLFqsoKaC9xOp0sq8AiNpBaRPYm3gFt/nIQFEVok3Mcp9NpCYKA1Pq2mIkokSRJkQzP8z5vQJR4juM4pcpkNDsc9o65OYdLDj3wwKDi4mJvmJMkgUAiS0mDH+zdqX1aWAyRFBIlliA4ESFWwSk4hBDyeJoC9TakjfbpYsM6JQqj6KBTZoQWSuunOEZGSULA4Lh+g0kPhTmdgvV5mwO8oAgQQsDNMrzGqJPIMIcEI0OEZUmOMgoNTS63By+GFEXRNAuAQus1kv5AWEak0agPBBS42gZddJFtlzgQwfJQuCL3D+HtSIwcB7Kw0gLogMNx+IPjOFmWoEngN4aNQIAI6gy/tlc4co6QBI1kRCKWQQjxIkv6kIzUGkLDmiXJVF1dbWv019fZEUJj/FaHu84UkL/evteQeM8TL4yQva54/oakiK4jNEolawjcMjcfRL5K5JUQq0FRKUiZUqMsdBHKKMLGet0qMs4mRrk1vhi2hbU3+9UpkF8Z9NqOeR0AW2FZlufDJqO+e7euBEHw4WB6WookJwNXze/3kxQlSlJ2u3YkSYZ5nmGY2Lg4+J0O2jyKYqDVR6sl+vbth9XDWlpaCILq1Ckf4l0ITO+55x6s9p2cnAzbq8Ph2LBhw9y5czErKT4+3mq1YqUdmqbBQgtmeu/evSETiGxgaNeuHdxelUp1//3349sOAzIxMTE2NjbSwT4UCqnV6l69emG4ATi0hYWFcAhspKVUKtPT02FtLCwshJGM+Z86na5///540GJFVLww4oUCPsMwTFxcHHTkx8fHR+b2bdu2pSgqNzcXDxWdTte5c2f4YlRU1IABA+4gR/Xp0+du1Pu/nQYyZ86c/4vnTRBEamqqy+Wqrq6WZfmJJ56YMmUKQRBHjx61Wq0PPfSQTqf78ccfs7Ky8vLyYFKBxEp2dnavXr02b96sUCjatm3LMMz8+fP/8pe/JCcnv/3224FA4NSpU4MHDwayr9frnTZtGsMwx48fLyoqiomJEUWxvr7ebDZbLJb+/ft/991327ZtS05OnjNnDqgUYTrjTy21ubm5xcXFW7du1Wg0PXr0uHnz5uDBg69evdqxY0fYVAYMGHD+/Pnt23ckJCR06tSJYZiCgoLS0tKcnBySJJVK5bVr11iWzcjIaGlpycnJSU1N1Wq1mzZtunTp0vjx4zt37kzTdFFR0aeffnrw4MHf/e53wCrJysoC8IbneYPBUFJSMnbs2Li4uHPnziUmJvbt29fv96ekpGzatGnbtm1lZWWPPfbY4MGDnU7nmTNn+vXrt2/fPofD0b17dyBatGnTJiYmZuPGjadPn544ceK9997LMMx3332XmZl5/fr17du35+bmjhs3juO4pOTkHTt2FBcXnz59urCwcOLEiYFA4Nq1awUFBRltOnvrAAAgAElEQVQZGTdu3Ni+fbvT6Zw6dSrP85cuXWrfvn1eXt7GjRsLCgrC4XAgEMjIyEhJSVm7du2hQ4fOnDkzdOjQfv3uB1GRLVu2HDlyJCEhgaKonj17tm3bVqVSffHFF3v37s3MzBwxchRo2qhUqlAoVFFRkZmZCX8jhNRq9YULF1JSUu677z6WoT0ej9lszsnJgV7Mtm3b6vX6QCCwY8eOo0ePqlSqN998U63RXL16FW5pWVnZfffdR9P0zp07H3300cLCwlu3bhUXF5eXl8+aNSslJcXpdB48eDArK2vt2rWnTp0aNmzY448/DnIoH3zwwYkTJ65cuTJmzJjevXo1NDRIktS+ffv09PSzZ8/u2rVr2LBhvXv39vv9ZWVlPXv21Ol0e/ftKygoOH78eE5OTvfu3Y8dO7Z3797i4mKdTjd9+nSj0di5c+f9+/fv3bv3/PnzvXv3ttvtvXv3zsvLc7lca9euhX5iGMAAluu0Gq1WQ9O03x/wer3BEB8KhTiF0mSKunb1itfroyiKoZkXxo5JiDerVGqghIJbOGS5EBDjPmYIPgDdASwHm15B9AamdHeYm/5TDDtSuwP+hlgZNIUgW/41Ec+deiCwL3IcB3x9nU7ndrslSTKaoqC4DI13kbra/xAC//ss4ufjcti8FQouFAp7PB7gouA6DIjfh0IhiiJDoZDL5SIJyufzBYNBnhdqamqsVuutWptapZQFwWTSPjb4UYJAvCAQJIkQQSCgyCNCRoSM1KwYpPQtfp4SPVG+6nbSDYOzlHJWmsI18e7ytGANI/ibkJqjFIQQkGWRIBFNUEiURYmXkGxraXTaHQQv6fV6XbQlIMmix3uHMZYkiXAb/pZ8L0NUCkYBPM+73W5Zlg0GAyhBob9VwIT8B9+En/f5goGEh2KkEWlk3sWyLE1Tfn/g3yx0/Kp4WhRFh8MBcZvRaPxVY/6XEzghyoyNja2oqCgpKeF53ud2uEijn9ILMp2SltTvvu5Bv48hZVYMRVMBtvmyu+JYzZULN67U+LxcfX3o6vUb3pDTSgYsCn2Q1PoonU+iZJKXkUgjiRAkv0jBjYWKChAmQeEUpj/MPlmWJVnGGVekXQ7WM1EoFKIoUq2CP9h7DqYYiGLRNK1UcpKECALhigGoCwBbGs7h3LlzNpvt2WefjQyaYffENEs8fjAw9/feI5D1YUEtbLOAXegjYTjsngGnimcr8EyAl4jHJP4Y/DI+JXxFkREC3DRAGbDZCO5mxp6j1O3K2F9dqDACCO/D9MGNwr/ZgL/7+g8Ht/9H1XAwbg3QCMdxkQYQUA+Cf4LdLkb1IjszoK9i586dR48effjhh3Nycvx+/+TJk3fu3AlaeCD2F2m+g4uksIkihMANB5YY/PuRfl13BBm3bt2Ki4vz+/16vX7VqlVlZWUffPABXjtwKn/xYmlGRobb7QZWIvwgMLyVSiXMOpZlyVZ2DVBNtFot6CqC9CFBEKD3BMUEcEyEbj/o9oDIAG4OcDwAtON53mQy8Tx/5cqVlStXgvIJXDvHcaAWouA4TGyFLXb+/Plqtfrll1+G6B9uL0XT0N8D0tTA1rDb7TU1NWD82djYqNPpUlJShFaUC1ZYEGwRRbG2tpamadCFcLvdCoVCFHmTyaTX62FbUqvVixcvfvXVV8EQAVpgVSoVL9xWbwR5cjhJwMzAPxK16iuLQhh4z3DOsN7V1NTwPF9XV5eYmJieni6KIi+IkiTDagv20aCuCPVQEO4Ayqwsy263+8UXX1y2bBl4rwJrBQspAmDPsqzY6hPE83xUVFRzczPIt8Pia7fbYdjwgqBWq4Ht4PP59Ho9cGaUSiVsWtXV1ffee09Lix3G2M6dOwEXhxAcdlMQrUcIabVahYJFshgOh32+AM/zJMXIMiIoxuFwrFy5yuVysZzyvvvuGzr0MUIKwa4JmgkY0cFsSxQhUYf9qkiSNBqNdXV10OAfDoftdrvZbP5VWwUWL8JhDVgkglAJanXL+zUApojPFjc+Qo0IWsQgOrdYLCynBLJN5MT8qdDqpzzI/h7ixQcF/Xuaphobm0CdGgRqgHckCIJCoVAqlQR521mMD4s8zzc3Nzc22lau/GDcuHGHj1+urrkZZdTmd8wZ/tQTXq+b4zheEmVEIkSAtAYpS0iWSRTgkUEKefT8TbH8IFF7TgwEm0SSJAKJKorlBbrD4Ka0B9RhD6/Q+WilRLNEWCQFmeFYiRArq66JoQAnk+boGGN8QnMwoBakyOyi9fIJgiAjkWxZlliW0Wq1HMd4vX6Xy3X9+vVQKJScnHyHDScOZVCEPdBP7U2YowLHAOUiWBWxdDrEgrDQgcQtrBW/GbWysbERBk9iYuJ/6dAwu0VRLCsrmzFjRjgcJkjRJRtFgVbwrpkvvzD0qcdDBMUg3uS95bt23FF13uV1nW8JNnlJPsQo1CaVUYwzODorpYT2TzniCpsNScFw0Cj5STGMKI6SEUFKGMmGiQwdF7CeQ6jq9/sZhiFIEqa5RqPxer3A3APuInQp3C5nyTKI4YL8LgSgPM8DMJGVlaXRqEIhnuMYHC5HXi9O2CL3ysgVCRt9YBc5UEPGAjiwk0JUEBmmwzYKZTfggkIUDhWtf2jAeevWrWAwmJ6eDl9ECNXU1Didzvbt299xSpFLh9vtbmlpSUpKwqM0Uik8sjUCC9vjVc5ms/E8HxcXF2k8B1/E9wqYpbgN5q6syl36ym/0AlgOxm4kSwSGMva2ADkqGPSwRmMJIVwzffzxxzUaTV1dXUpKCmi3AbUapIvgu/goMFdxB0Y4HAaCByxY8MtQJ/opEGX9+vVpaWkjRoyoqanZvHnzlClTcFQBMRNFURBcgmyISqVyOp0QUYHfCqZmhkIhXhBQq9w1z/OwPsJqqNVqGxoaQqGQVqsFwjHmNCuVSmz+DF1ZEARAqArKCcD8BlAZ8hm4aiA6q1QqRBAkRSlVKq/XC4rHkiyHwmGCJAVRVCgUiCAEUYS/cQgFy4fBYDAajQ0NDbW1tRaLxe12NzU1GfR6HOrBghsbGwsAdnV1NeQnsbGxoig6nfYff/zx4sWLL7/8sl6vLy0thYUYVD4wd4JlOejphIvCBigwQmDDgIon0N8hmwIg9rZJuChqNBpo+gkGgyynkGUJGt5DoZDT6TSZTGBZDEkRiC2CBxMm/0VHR4NsMzYXBIdL4FkRCMFRIFeBraK2tjY5OZmmSZz+iZIEJikejweMmYDCDrtaKBR69dVXX3rppUceeaSsrOyLL76Ii4uDJwg3BDI6GKvQZkcgyeF0hUI8SZIUQ8sSYhimvr5h9tx5DQ0NqampfDh45HBJ3/t6s/TtPmmFQqFQKHB3F9wTbD6KdwiYmDqdjmFoQIDwbvqrQhPQ84FcF7opYIOHZ2QwGCLZIL9878HxHE4kQPAYEi2Hw6HT6aKjo+0OV6Qw/0+pr9zBEf/5XfAOWjludIRFBpAFj8cDxX2dTscwTDDkB0iSY8lWPJiwWq379u3zB2mNUkHIqPrmrVAgyNC0IAiIhB+HiPz2GXqRJp12yc2lNy58F7JXyX7fzVp7My+wNF8R9sXr9VygRO0JW61WMTojSJjDiKRFiUakLBE+gQ+GeAVBMiTDsCq/309KAkkymPaKg2NZBk0eorUiIROEzAshUVIgxAhi+LYkS0QehW9XpDjMryIFwbeAIYBtByCKivwARhl/g70J0ASIt4C79d+IyCGyhCW6Xbt299xzzzfffIN0elEUKTGUnZlYUJAriSFClqiwu+HyWfu1877m2hNl11osOVGxbfmwtjEkeG6W3Swvi0pUEPwelSyqWQmxMSJSKUVfCHEeyqSVbPCgDx8+fOjQoZaWluzs7L59+4qiuH37dq1Wq9PpunTp8sUXXwit7cJ5eXkDBw4kSfLgwYN6vT4/Px/s6hBCSqWy+tat119//d1334UWDvhfNE0vWLBg1KhRGo0mOTlZqeQiWUmAlQBSA63/OAbFkjvwMWgCgXh0586dIPUjCEKHDh26deuG8Xs4E9zTCU8Kh78QJ0AIAVAOrMCw7sE+GAwG//znPx86dGjWrFnw+XA4vGXLlsOHD48dOxarTUCB6OzZs/v377darcOHDydJsqSkZO7cuSBGnpeXx3Ec7ijDcTYGhiCMgXBCluUVK1ZUVVVt3LgRLxqwbYH8AEwi3Pp1NyK/G5T/pi+cF8I0gwGKZXdxcTPSQhannhA3owhFsIEDB8IPgnc67PowT3A6Drk1oICwf8PHUKt5Jw7NfwZUC4VCU6dOHT9+PHCUH3/88SFDhmCbTKzTV19fr9Ho4AchKvV6vRD0Q2CHFyONRkMQBOj3QcUAkHLYhxITE1taWsDTEdjVRqMRGAiiKIJQDASLOp0Oimiwh4HAkyiK69atGzx4MCz9PM9DcH8bu+V5CO41Go3H4zEajQzDQOciZAiQRQiCAEE8xKC4z5Vl2aioqEAgYLPZtFptfX19OBSyWCyQUQA/FRTNCYKIjY0FxNdmsyGEjEZ9RkbG6dOnp0yZotFoQqHQxIkTwRQJ67DCfQD/bSyyDk8ci0BDryTE0IBhw/uQqEACRlEUyEgxDMOHw6Ikg2yL0+m0WCwsy3o8HpChRQj5fD61Wo0NLMFlE1s/YGcTn88HWRDDMEiWSZL0eDyQKEJjLlyUKNLQJwdVEbgurJwFqCroPKpUqnHjxq1Zs2bLli1w9OHDh2u1WijjwEQA8yPwdgkEQh6vOxzmKZpq7cBDsixt2rTp9MkTSqWSJglTlPnYsSMdO+YOfuRBYIfDmMF0Do5jlUpFIBCEygxsmahVY4tlWb8/AEV23G/9C6OTSIoCFLvgjkHXrEql8nq9NpsNWBC/KtiKxHEjZRCbmpog4UQImc3mSNoMjJx/GlrdgYf906AcRh3UneASYKZAszI84nA4zLC3i/IkQYMcMknSeXl5n376KctGdeyU63W7Lpw50blTbq8+PaU7We/g6YQYhgld2Oso/c7lspfZ0ambflVUWmycyen3eMWAUOfLDXo6iN8pGhPYDG/Y2kFQURqFlpGQM+QXKZJkWBYJpEywSlVYEjhSxlnQz3jU3/4nkgmCkJEcDodlJCpVXKTRD/pbwylMB/8lNxw/OxiQkEhj8AWfG4RWYOb12wTlMIshQ9Dr9ZGUif8sTA6DH/pknn32WZqmvz1xmA2489vEPvLQ/WFJbnR6Eww0Y7tQVnrmWo27/JYvI3fQPb0GWDRaUZvgEWTCX9d45fB3B3d3VdZkXtsaQzlU8Y+4qHgkyyQS/RLiwmGGYSorK1955RVJkkwm0759+/bu3TtixIgNGzZoNJq2bdump6fv3btXEEWoSJAkOWzYsGAw+OWXX3bs2LFbt25+vx+WR/BFDgaDTqczJiYGwHJYMGfMmKHX651OZ1ZWG4QQz4sUdbu1AAqbsJLDJWOwPBL8go0Jx/EOh6OpqUkQhB07djz55JNdu3aN9MzGzdw4IQS6HRziDpAel9lxMQf20Pfeew/k1QmCAAu/pUuXwpUCvi6K4oEDB+bPn//ggw8ePnzYZrNNnz69Z8+emzZtQghNnz79008/bdu2LS7YRo5PXG+HN71er0ajAX0VfAlA4oezRbd9u8hIkvpdq8679JXf9IXXdFzDwlvCHXwyLKEAmx+OjTAShlFwWE8h8vj7hjDMXo0kPkZuLZFf+akNAPA/l8sFSouYKwa/HAwG7Xa72+2OiorGNLVIsAfc6bDzvCCKGChCrc52OJjAki9AloWkHJgSOP7GqQveUSJNK4G5C/k6VkaD6h7EDXBi2DoEYk2MSeBDRCotRG63FEWB4aUMUaEkGY1G8N3E4BYEx9j3tK6ujudDkH6AuAEANhAUwiZ9e+NHJFZggHzmH54YTdOSyENsim+dJEnQvA9qjA6Hg6ZpnU4vSjJop8ARIxdudFvS5HZHESQ28AEsAIefFFailVvHIV7HAczWaDQ8H3a53HAtvCDgCgAetzAYMJUQBLPUanXbtm1atxklNBAKAmRxhMfjhUcgiAJF354mkigyNOvxeJ955hmbzUZRFE0zJEHwPJ+UnLx69UeQAETOKdTqAICLTvCzTqcTfMVlWWpqsmm1GoZh/X5/OBy22WzR0dH/1EIockXy+XwAeWq1WgCS8ZDz+Xx+vx8sPHDl6p+vd+hvVgm4n2AdApMxLi5OpVLZ7XaWU0LJG0Y+nlA/H5T/DECFPwC3C7Z/g0Hf3NwC5kEQZmFNp9s/QtyemJJ4e6qGw8KUKVPLy8uVrEGSRYamgn53TEz0O394JzY+TpSQBHxcWSKQTCCJQBJT+2PNke/KLpfZkJLLuCc57/6ExHS1ShAI2Rsifa7Q5ZK99WUHe2od8Xld2LRc2dw2ENaoFJqAjASaqqut0VMyJaLopDSKJmhKEiXqDo1FgiBkWUKE/LePUiJJwmAwcCzndLkQIpqbmymKijJF4/IjSZIEgUgShC+Q1+uDiPZnNqbI/wXMPZ1Op9NpBUEIBkOQzMMjgxlnMhl5XsCKVf/1PZUgbt26BSyCtLS0O8oj/0GSDF7HYE0LhUI2x01SRJyrSUKMSxXjCoZyuDru5GdbTrY0x/8uv++jmQlG3luvDHp5WhMQkSiFTbGJ56qqz2+fXcBVdm7TztjhCSG5r8BIMsF6ZKNSdtA0vWfPnvnz5/fp0+e55567du2a2+3u1q3b/v3716xZk52dvXLlynA47A8Epk2b5nK53n333ZycHFmWp06d2rVr10GDBu3cuVMQhIqKioEDB2akp0+ePHnQoEEQndM0PXLkSJPJtGTJkv79+/t8vm+++cZgMERFRTU21j/22GM5OTmgBxAbG0tR1MmTJ6dMmdKpU6fIzhaswIOJ7HgjKykp+frrr2fPnq1UKo8fP759+/aYmBitVnv9+nWr1Tp9+vRt27ZdvHjRbDY7HA6KovLz869evdrU1BQdHf3CCy8olcqLFy/u2bMHPCIyMjKeeOIJnufXrl1rNpsrKyvvu+++bt26ffvtt0eOHDGbzaDxMnz48KioKHhGUMt98803A4HAxYsXCwsLL1++/Mknnzz33HPPP//84MGD09PTn3jiiTNnzhQXFwPKUFtbq9PpXnnllaVLl8KiBFDU9OnTd+/e3dTU9PLLL9tstnXr1kGB12AwjBgxwmAwnDp1at++fSqVqrm5uUuXLmCSejfGvYuU/6avyKJ5pGEEDoww8S5y88B9J5hhBr8GTAbo18RlMrzFYp76HQloJK8Layr9DPcU8G9QLYwMgrEmd2NjY2ZmpsvlAYI4hMUA3Gq1WiD14lMiSJLjuOrqarvdnp2dDSEaFL8A3gabBo/HA9KBAFrj/AQHCjiQBVIgfBHqYnd4p0NoQtO0IEsSgUAMEWJogiQYmuIlkeXYYDDI0ZwoyUAyhWNBWQ3CMgxumUwmpVJZU1MjCoJarbbZbBzHKZVKeJq4mxBbz6SlpVVUXAuHwwaDwWazBQKBYDAIKh9wwi6XC+xaiVY0BXhBOLqC8BeENW5nRCQJn8HVT1Ae1Ov1wIqxWCwej8ft8SBEhEKhmJgYLCoXiYThfA/L7+B0CxPlocIOvHNBEMjWL+LH0UriJAIBEbMelUolqFXi1AjfUgj0ATyOi4tTKpV1dfUqlerixYvp6emQU2FiIpw2RVEURfOCAGx4SeZ5IaxUcVFmo8tpF0URyYQgSn6/r01mGpB/IiWucSbp8/mghgNj3mg0aDQatVrp8wUuXbokimJ+fidZ/itL+Nd2vHm9XpVKZbFYDAYd4GeCIPj9fhByge3H5/OB4NevwuDxYA6FQs3NzUaj0ev1xsfHww/yPG+xxoJoDwTuP9V6GHk5+JO4oeUfxuU4xwabyYaGBvDSghESOd0iVy0k/1X+D0hogYBPpVD6vB6OIRz2FofDERsf91eMnJAIWSKQRMooXLr7q4v+eib/oeGj4mKMUUr29NETATFEMQIjSVZzYp8HH//KmPj97iU53LUMydfeEuXUx4YJJRlw+t1+JPKsyiAGAo1N9SqVSqdRUIwSr0IRNRAZ+vMiEXTw2CK0hEajJggK7Hu1Wo0giDB9eJ6XJCQIPij4wHqCCxT/ECGGgQQpMXSb2Gw2URQNBoPJpAwGbyviYxRAkiSVSgF03t9gVwI2GpDfQAfsvxEb4RYpmNGwW8XFJbeEVZak9s3VFX5bS3qc0XHpkvt6hTr+no4PDYmJjW8Tx+7Y/l0ggFBY4CXZS6KB7XPy1ZlG5/jvt38SVpC52iNZ8Tob1SmIaCPRJDKqcDhcUFAQHx+/f//+kpKS5OTkJ554IiUlxWKxQHFVoVCoVKryiorLly9Pmzatffv2sJfBozSbzaNGjVIoFK+//nqfPn1u3bwJEoEvvPCCJElTpkxZvXr1vHnzqqqqBEFYunTp+PHj8/PztVqtWq0sKSm5evXqrl27tmzZolQqq6ur16xZg0V7welv5cqVcLfBKy0uLg7fbYIgdu/evXjxYpZl6+vrZ8yYsWzZsoKCAkmShg4dCp+x2+1t27YdMWKEKIoTJky4fv36n/70JzCib9u2be/evWfNmvXBBx+APOLjjz8eDocfeughyCWampq++eabHj16fPvtt0uXLoUxP3fu3OLi4meeeQZOcvr06XPmzBk8ePDQoUOffvppmqZdLteNGzfat2+v0WieeeaZxMREu90+c+bMdevWpaamhkKh4cOHJyYmkiTZ1NS0cOFCWExeffXVU6dONTY21tfXI4Rmz56dn58/ZswYmqanTp368ccfjxkzBtrhoqOjGxoaPvvsM7Acuhvj3g3Kf7vXHdhYZCgM8CT8MxJ2wl/BDJY72jHxL2D9LPwO3mjvEFO7Y8H9ecQOS89G/nKkCnhDQ4PFYsHCXhDK4L5Jn8+H435IBpQq1bVr1954443Ro0fn5uZCmQ9IeIDrw7d0Oh1EG3AVOKSLlEoEKFShUADdHLBbCPiAv4jj2tuCZa1lB8x4w+EphLYA58uSLKHbbhoAdmL8G6BfoMEkJCTU19V5vV6lUul2uyE1gj0bN6SDUjL4tNXU1MCiAztffX09sIEhVkMRTYcYnsft+Ti6gnid4zhR+CsfCYjmt5ncoghALKDXdofT6XTFxMRg7RGI7FFEdz/OygAph4/BdeECBSiLwf+SWmujoVAI6g/gER0OC2BOAT8O+Qyuz2B1c2hjlWXZ5XJFR0drNBroagKUaO3atYsWLYIsCFMC4A/8xG+3NPEERROFhYVnTp3GzaPJiUlDHns0UjMED/JIJV0ca/r9AZPJgBC6ceOGw+GIi4sLh3mt9jbD6u81DSMrS5iyiQ0RoRRO07RKpQyFeBjVHMcxDA05Ksh+eb3epqYmjUaD2WWRxavI4U2SpCRKuAgGj7uqqgooVQRBNDQ0wGThOK6xsRFak7EmA4SYkATiejFuX8FUe5yoQxkH+HJwycCSgqOHQqFAIAC5JYxSmGu4M+yOTB7JJFChFApFmzZtjh07xtAsQcoISaKIUlNTCYKor6+3WGMRQoQkMwwtiSEkSZIo+ZsbG7zqjoMfMMSnGw20SgzWNdnDHIsI3tfSFB+bEa3lumYnHaz4XfmtA6kWFKi5RGd0CBGsQa+hOeRxeSWZJBk2Ji7O6XTamp2cIgiZc2QdD3B9zGWSZVkUBXAkCIfDDMMBpS0YDAYDTZGoCsY+4FlDVzoepbigASk3pElggEWSSJaRJMktLberDUqlUq/X4VYEmHE0zQSDt90e4MFhJZ9/01QI8B1Yx2DBgcHscrkgtcYaHf8N9RV8OPibpmmB5GRK6eElrcESL4bd1eWMKFTz2tR7ChPMaovCj8RAZrt2l67UuEP29DZtFAZDgt4QEmqFhHRT+r1Xbx3OSPYiRzWV0IWXGEF2kYQa1tvPP/8cxJ1Onjy5aNEiECAGaAOu7syZM0lJSb169cKCB7D8Au1z3759VqsVe90XFRVBq2jXrl33798PFU6QVEpPT9doNDU1NZ07d+rXr9/rr7/euXNnWNITEhLAxx7DHHl5efPnz4c7oFKpgCyEp3xZWRkwDBFCN2/eBIM8eOj5+fnQnCNJkl6vh1+wWCx434+Pj29sbHQ6nYFAIDY2Ft4sKio6efLk2LFj6+vrX3vttV69ej311FM8z8MvwHo4d+5cXDNHCKWmpq5bt+7ixYuffPLJu+++O3PmTOwMgPVSQEEuLi4OTqNnz57l5eVA7MFRR3JyMmzBMG4bGhr2799/8eJFURTBd+nGjRsKhSI6OpqiqPj4+FdeeeXXkiDwyowFHO8C7f8zke3dW/C/BPIHeB4I2RAWe71eIOlirlikGBPEGQ6H47PPPuvcufMDDzwAyx9ErhDzQQwBzR86nc7pdDocDhCNhnUQFoXIXj2fz4dp36D6AtopkMZgKD0YDLIUTUgyIck0QXI0I/GCLIhIlBiSogmSkGR4k231OYOzAps0n88HPw6FZli+AX4GvyRAywBkgtXB5/MBWsyyrFarTUlJEQTBZrMBSgTBekNDQ1VV1c2bN0HVDoIYHIZCeAQkPEh7gBeBBXMg6sK8HQDyMd4GHN+EhISWlhaXy+Vyuex2O/wssGtw7z9meoAlJO70j+REGQwGqMzAw/V4PDhqb3VGpLGkD/4YblSCCIZhGPiiw+GIjY2FAB3wV0mSxo0bFwqFNmzYgL3i8TItyzIYdt5uUPb5WZatra39ek/x/fffD3rAsTGWx58Ykpqa+lMpcSRlC94Mh8Mej8/l8mB/omAwGA7zLMvqdDqdTofN2HHOiYm/kWoJjY2NNptNr9dbrVaDwSDLCHxYvV6vw+GQJNlsNuO0DRx5g8Fgc3Nzc3Mz3LRI1RS4V9DDHTnaAYsCCj6wbjweT3Jycps2bbKzsy0Wi91u93q9MEd4nnc6nU6nE1oRDAaDwWCAxwq1FJVKFRUVFRMTExcXB6cHjH+73W6z2RobG2szRMUAACAASURBVIEk43Q63W43mNQSBBETE2OxWPR6Pd6A/2GYiBu74XKeeeYZvV4fCoXcbifDUCxLDxgwAMJfnucJGbLZkBjmkST7/V5bi9NqtWamJhlVlJ4l9CZ9ckYWo4/Rx6al5xbGpGYxNJmopw15gxxhUvTYfA3XGJIOCzJNIjnsJ2RREAlEUTRD6owGIJ8EAgGHw+FwOOCgt0WaEaXgVEgmwyFBlgiKZCQJcZxSoVDxPO/z+SiSuW079bdgChaOEEUJzEQjWDG3y6FKpVKr1Wo0ar1eq1Ryoij6fAGPx+vxeIDN3NohR8bExERFRYH5Gg4cKepOjtO/7y+L00j8omkaGgMIgjAYDHdoa/y3X2GkUIkBTvRzLGvSKqNVhN/vt5FmNiqGRSE1RyKCRip9s6Pp8s3y6pamaKOJCUgKSsUrSEusgRHDlF/yO4WwKEocJTCc1+s1mUwVFRUbNmxIS0v75JNPHnzwQTCLxfsR3ITz588XFhYmJCTc7l8nCBjPWq321q1bS5cuHThwILS/8zzf0tICnllutxtzo6FzBnJvWZbtdrvf7wfJKZiAsJdBkRk2Jp1O165du3bt2rVp0yYhIQHaajGT8+233+7duzfcGZ1OB2s4IE2hUAi2SNzeILTyAxFCIFcFCXkk6dztdoNM6ptvvvnAAw/s2rXr97//Pfi2ola7qGvXrpWWlmL0rby83OVy5ebmzpgx4y9/+QusTpH+dLIsQ8s+dptqaWmBsQTYEIxebMUA0TzP84WFhaNGjZo0adLs2bNfeuklhJBSqYSuGEEQ3G73r+qggOUIR+R/jzbefd0Nyv8/euFCsN1uj2SUAlUat7bA/gSdmljRr66u7syZMyNGjABeCiafYKFT6AQFuVyr1RoOh8F8GyBbOBwWeT39/9j77jCrynP7b/ezT+9TzgwMAzO0GcARpIqogFG8eqNiogSjyY3GFhVTDN5cjS1Ryb0piiUaFUvAqJFgIXQFVDpIERiY3mdOr7v//ljM57loTH7R603uw34efcbxzCn77P19613vetfatQsBlpDXZ7NZQRBgPwduD/ctnSvHsqKqKlA1/hcWOJBbgGUYRcIyKsvy9u3bf/aznwHoUywCYC0IAvRzmO/BKkyHV6iWGrw1FmJVVZPJJDDWk08+2d/fn8lkGhsbW1tbYf9MrYuhSAFliz0AaBgMDTXiBW2JM7969Wq4rGA7QXsdsuNly5bdfvvtsATB+USTAYw7oFsqlaIWvDjPcF5//fXXf/vb327dupUOOdx1112HDx/2+/1er9tuly3Lymbz+HOcduAePAP+s6urC8xuU1MTwuRgcEk5eKfTuXDhwk2bNvX19VG7XNpQwm6qK6osSvj2Vyx/+eyzz77//vufeuqphx9++Mc/XjxlyhSs8n9JOUaK7KLxA6AzRgtQFOXzedCTGK4yDKNQKODV8S1T/t7hcCAk0uPxjB49urq6CvmseLfYUJHGyrIE0fR4aafTCQMiOkEBn28c8O2BXASXQTabTafTIOPRZ4c+3u12l5WVtbe379+/H9aT0Wi0v78/Go3GYjFN0zAH4hw8XC6Xz+fzer1o0VAbMlzYLpcrEAiEw+FQKBQMBt1ut9/vDwaDwWAwEAjgB7Tp8WCPx+N2uz9V+oJCi6rdTjvttPvvv3/OebOrqob4/N5LLr20bvw4p9MJ6p0Qy7R0YlmCyAsCl4gNZLPpSGVFwOu2M6rNSBI97RK5g3t2tTV+JJn58pKAJDtNe9Az/AwiObOJXj0dNS1ishyxjEI+zbLEMAyO51VdxxSBx+OByh84OJ1OR6NRVVU1zdA0wzSJKNoEQTJNYplMPqekkhmGcMRiMQZHISxttpBBK9tsNstxDHWjo5ppUOOiyCuKWiiouDvw5WLWWZKkZDKJcprneUkSbTab1+v1+Tw8zxX3TsknPHM+Dyin/Q0qLorH47gXaPzkl3YYhuE3EnYtwzCMy+4IuG26pmZ5F2v3OD3uAisWGFfpkOrykPfqby2oHFI6sqqCZViNOFmvy+0RSC5u5RS1wBgMR1hLsU74tw4MDDz22GOLFy9etmzZgQMHsDaCXuF53uVyJRKJ48ePX3DBBejRodWGGlhRlCeffHLixIkVFRVYzFOp1KuvvhqNRnt7e996662ZM2eCl3U4HAjKUFU1EAisX7/+5ZdfPv/88zdv3rxlyxaO43bu3Nna2kpTEU6aDjqJIHj55ZdzudyECRPQnxk+fLjL5Xr00Ucty9q2bdvKlSsB0/En6MSC8KLrfC6Xq6ioGDp06NatW1mWbWpqevvtty+//PLu7u6XXnpp5syZ11xzzf79+wkh2Wy2r69PEITOzs5vfetbu3fvxps0DOPXv/71fffdVygUcrkcJGrwVkJXDaNKFRUVQ4YM2bx5s2ma27dvf+utt+hmRBdYatOON3zxxRfv27evoaEhGAw+9thjjY2N48ePFwTh8OHDhJDXX3/93/7t35Do/DdeOSfdGl/O9MWp4/+gpvz/DE0OdJhKpcrKyqASTiZT8B4pVh0UCoWysjIg6Vgsls/nV65cOW7cuMrKynw+j3UNztkAMZSgBRKSZdnr9YIUBC8L4SPWiEAgkEqlent7JUlKp9NgHRC+gxQYhOmAxhBFMR6Ph0IhFPEAoHAHx3oNNEkdHj0eD7iHbDY7atQopK+l02m8qCzLmUyG5zhN00pLSyHmprbN4PWh7qBpf8hXKy8vLy8vz2QyXV1dnZ2d6AMOGTIknU5ns9nGxkYAIBQMQC009g8rHYRJpgEfGg2LJoA7iJxYLAZZv6IoNbUjGQaCCvvFF188derUdDpdUVEBWKDrOuJOYS6J75H6doHwcDqdP/7xj7Fhr1+/ftmyZbcvWlRdXd3c3DwwMCBJkmFYhmGKIg+8CE9fSZJYjoOcGgUSBZEYdozFYuFw2OVy4bRkMhmO47q6uiZNmkQI2b9/PxgjCoMIITzDWZYliCLIsHfeeae1pXXJkoeAuurr65ubm/t6B2pqfJ9dSdLtkOpPUPyglsPZxlAmFQ2j5AMi5zgWLvmiyOu6CQausrLSsqx8XuF5nuc5XT8x9gAqHZs9UCzUWeDYcFXg1YvlOihiT5QlxMS3DxvETCYTCoWSySQhBHcQtmeUCrIsBwIBiPJRUdDcTTpFXUxHFRP/tJ8AvIhPXSwbgyKf9lVkWZYkgdYtJzOgg9dSPp+XJDkej0+YMGFo5RBCSCqVLAkHDx06xIuCTXYkk0nZIfMsRyyNZwWBs3KZtGoSpyeomUTkBd5mEVOrqIxcesHsQrprxumjiZFTDDHLuQ2WcXl8hWxK4rm8YogOm6b15XIZQfCYmmETHaplsKZBdJPlGSiJAZ0VRdE0I5FIiaLo9/ttNjmfz1uWKooCwzAej2+wSrd4/uPJhJNAAM5koVBQFDsuFfjoUdMnURQt64SDR7EaEM8WDAa7u7uhGsIFwDCMzWajWTCFgkEzFz+pyPq7j2JhPc/zKBIgtwDxASb4y0HngqHKrJo3pbzBsYT32kW7YDEsp+hWwWDtNpcu8LqihAJBRle1TJIQQjTTsEwiuBXGrRCbbmmizcqxAmMwgp6XJFehUGhoaLj44os3b9780EMPuVyuKVOmjBs3DjuFZVm5XG7NmjVut3vChAkQaOEGl2VZFMVjx469//77gUDg1ltv/Zd/+Zdx9fUYtbzlllsMw5gyZcpFF10EoRHDMIsWLfrFL37x3e9+l+O4vr6e//qv/5o0adKCBQvuueeeIUOGOByO8ePHg5jAAlKsC6IrG8Qhy5cv7+vru+aaawqFwrnnnnvzzTcvWbLk1ltv3bdvn9vtnjlzJlZ7lOuo2bB00zEz3Ok///nPFy1a9OKLL0aj0W9+85vTpk2zLOujjz76yU9+0tLSMm/ePDz/VVddFQwG+/r6Lrroovnz52MfEQThtttuu+2226688kpBEO644w4ovvDmZ8+evWjRokmTJv3nf/7n4sWLf/zjH//+97+XJGn27NmUThqUgRkg5sjgRNbChQsPHTr0rW99KxqNTpo0aebMmRzH3Xvvvffdd58sy319fbfffjuGTf92EFJ8MoujIU4dX/LxT+y+8n8JlKuq2tTUBJCh63pfX19pabnP5+N5hKeYoigQQmKxOCalUP1LkvTNq6++9dZbJ0+eDCvZw4cPa5q2Z8+e66+/vq6uTpKkVatWtbW13XDDDQzD/OIXv5g/f34wGAQjDuvW2bNncxy3evXqI0eORCKRNWvWXHvttbW1tS+88EIikQiFQuFwePfu3TfddJPX633hhRcMwwCD+/WvfY0Q8sYbb+QLhUOHDl199dWTzzhj1apVzc3NhBCW4y44//zhI0YsXboUghyA74ULF7a3tx88ePDrX/96f3//ihUrsE26XK4zJk1iGObZZ58Nh8OyLPf390+fPj2VSvX39yeTya985SsY6jdNk+MY/C0Z1IXPmzcvEAh85zvfmTJlCphpy7Iu/JeLu7u7V69efdVVV4VCoZdffnnmzJljxoxJpVKPP/74woUL33rrrUwmw7KsquSDweDMmTP7+/s3bdoELCUIQnt7O6Z/3n777aqqKoblCgVlwYIFw4YNW7du3aFDh6688sqXX34Zrc9kMoknWbZs2R133AFq/6WXXrriiiuoDdzSpUurq6svuOACVFDvvvvuY0uXPvDAA4sWLVq0aNE555xz8OBBMCXpdPrMM8+cOnVqS0vLypUrDdM0DOPSSy+NRCK/+tWvoF0ZGBg47bTTLrzwwtbW1meeeYb26wcGBi688MKRI0fKsvzII4+0t7ffe++9tBShcIRlWUPXo9Ho888/39ra+qMf/aiystIwDF3XGIZpaWmBnNTr838qFilex2mqOVoxyWSypKSkpKSEetLF43FIHgWB5ziepn7S8LxCodDb2yvLst/vB4YGxJdlmed5xEgBlJ/AH4Igy7IkiaZpQehVXHIUz8LSOVdd13mOcTqd+Gr27NmDejKZTJaVlcmy3NzcLAhCWVmZZVm9fQOiKEYiEer7Szf+YqPxTwV29GygtMONrKoa3mexWysd7YXxAlI8//uJNvFCPCfiKjIMi+PgMklw6eJqae/ocDhcBU31eTxBv0fkiKkVRI5pb2tpfHlxpuaKhjmXe/32gMwJonS0KcayBT3fKzJM7egGpWAkEt27uoN7npx/hm33qNPPls76ZUH0EOV4S+sxUS7Rs9bQYRW608ZblkM31RNfOj4pyzAnTOhj0URPT4+m6boOR1HB5/MGg0G3x4U4M4fDPmhYZOG0FaNznBPAfTpykMlkBEFwueCpV0Brq7gcotMsEBhgqoT6RIGVCAQChFjRaIw6aBWPVn9+5SFKKV3XW1pacOkGAgFInGma45eyn+uioamsL8/aRSMeVhp79rz55sYdw8+7cUhtQyTskwXrWE9P+/FOQ035PY5gsLR6+PBsOnG0Q13zxlt6y9pz68wzzjqzJ/wNnTj9ZnOaDeJ7kSQJzRAMJYODSCaTHMeFQqF4PG6YJtyEsdqjOCeE2Gw2zCXDIdcuy2BzQHYEg0EsjJi6wfgNei8OhywIAtKa+/v70+k0pq1kWaYjYcW2CsXaPJZlkfIBLCtJEnIAC4VCNBrFXDgi2KAnAb6HQNHtdmNEB3w/+LJkMunz+ajWMZvNDgwMoGjH+x8YGMjn89QHjM7r4/IbGBhAkB9eBX5Bqqpi9wGDDmEb3hveczabpToujJPhz6Gr4Xm+q6tLEIRQKERRdSqVSqVSgUAAd9DfPsxQXDfSO/FLumhPHaeY8n+4wohhAFkcDgeyJyHLy2Qyfr+XZXmOI7g7gkG/zWZrbW3VNG3s2DFdXd2KokQiEZ7n+/v76+rqZs2a9ZOf/KSsrGzcuHGgZuvr659++umLL77Y4/E0NjZu3rz5uuuu27ZtG9jQp59+eu7cuYlE4tlnn73zzjtffPFFOMveeeedpmneeeedoig+/vjju3btEkXxtddec7vdl112mSRJzzzzzLp16+bPn3/bbbf98Ic/9Pt8M88887XXXnv11Vefe+45r9f729/+FkKItra2O++80+/3p1KpH/zgBytWrBg/fnxHRwfDMA888MCoUaN++MMfdnZ23n777dlMZurUqcePH1+4cOGECRO2b9/+ve997+67777iiiuampq++93vrly5EqJDjmP/9Kc/TZkyZfbs2YVCoaOj45lnnvne974HeczVV1+tKMquXbuWLl16ww03dHd39/b2hkKhtra2F1988frrr1+3bl17e/vGjRv7+/uvvfZahmE4ljzwwAOhUOiVV14ZN27cggULoAR46KGHsCgfP378a1/7Wnmk4pVXXn3kkUcefvjh7u7upqam48ePt7e333TTTeXl5aZp/upXv2JZtr29fdWqVQsXLuzt7U2lUkAhEMq//fbbL774Ihn0gpw2bdrGDRuam5s5jnM6nW1tbd///veff/75srKyI0eO3HjjjQ8++OCePXsikci/feffXnzxpfb29qqqqt7e3l/+8pf5fL6rq+vGG2+srq7eunXrvHnzZs2ahUbqDTfcUFdXV1FRgXDQXbt2UXr4Y/GAaTodjnfeeee+++4777zzkDwKHY4gQKHLFwoKzwufzaxAMAA5CiTdQCQlJSV0Fg3ME/ZaeLpDGFooFLBza5oWj8d9Ph+uE/wJ2jvUkbdYcoD9FV0Cl8vldrtM04l3ArUMeGWqpILaxLIshpgwhaCpmbByD4VCiqLU1NS0tbV1dnYyDOPx+svLy1VVRXcCW+wnu+R/yZ6citoHx1gtQRCgo0UpQn2NSJEzDzJfP6nmxHkWRTGTyTid7lwuzzAMJ7Isx0o2m64roiSFw+HOnl6/3x+Lx9RCtjToc9g4llg+n8/vsu1vPFwzsc/pKNVFUeacvX3RzVveqix1Vw8bbu9JBT12MxMtHDtCkt2eijDnLWcEmTHNrKJYgmRarI21OMbKMwxrEtbUDIZlWW5QtcRDBdDS0rZi+cvRaBwpZqZpiqJkt0uCIGBpKikNRaPRUCg4CKQ+RsN0qAOJ5ahMEHMGaRaeE1ptagdUPGONRkpJSUlfXx90TVSMbhgGdc/MZrPFsUefV/1Z5MpHrevosAq++i8PkRPCclbWtElWQWZJjvP0sUN9lbVj7Wu2rF1pj4x3plWXPd96+HB/T1ZjlP7owJGDjeXBSFdOP9b0QfTga9OrbcHwEMZfy7E8oxuq5cIXvG/fvqamJgwu06FM3KT4ppDoCYtDakeGIXh8WVQfqA0GVAOjQ/AGyRZ+g1aYw+FIp5PgmxFSAZ4FART4xjGRT/ME6F1JY6SQJYd2Iv6Q9p2otz1mf+nwPQA65pcQwYEeGo2wAC+AeGZN07xeLxgEvFW73Y4Ho8mDcSN8dlSSqNzwZtCCQ/op6hkqiMKiR00OyKCFLnU0drvdKGPQgaTu7FSqDic3avL2Vw9RFOHEMHv27L/qWnvqOAXK/+8z5bCOSiQSCEYpLS3NZHLxeNyyrEDAZ1mWaRKWZUyTSJI0duxobPNYQXp6euAC4XQ6ly9f/uGHHz799NPwfFQUpbKysrKy8vjx4z6fD0j3sssuO378+NVXXy3LMpbR3bt3ezye2tra2bNnt7S0FAqFAwcOXHfddVinpkyZ8sYbb/A839jYeM455wBIXXnllaqiyLK8a9euAwcO/OIXv9A0rbW1NZFI3HvvvRzHpdPppqYmpEj6fL5YLOb3+4cNG9bd3X3aaadRVknX9TvuuKNQKHR1dTns9gsuuABKUMuywuFwJBKprq7GhgqRBjwKMQVbV1eH6a5IJII1EfP42WzW7/ePGjUqGn3G6/WOGjVqx44dXq+3vLz8o48+siyrp6dn8uTJiqJMnDgxFouZpsky1pQpU44dO5bL5aZNm4YFlxCCuaWSkhKQIoQQv9/f2NiI9VQUxa6urilTprhcro6OjpKSku9///umac6aNWvDhg3f+MY3tm/fXl5eDhsWWZYTiQTm84AnoOWAHAi69vb29lwu95vf/AYKcsySzpkz50c/+lH/wMDZZ589atQoRVFgQSAIgt/v93q9+Xw+l8vhgyP0dOTIkdgtoNzQNA1R5NB44ATyPL9hw4b77rtv7ty5N99882AGqogfnE5nNBotNgv6VIKQDOZ0wKZAkiSfz4f5UYBjOpqMABFsn0gC0jQtFouBqULKqc1mS6VSQFRIUwKiosIPisjpZBhQmt/vF0UO74jGwWKLpdYuhBBB4FRFV1U1Ho93dXVRQx6PxwOUDK5LlmVZlhmWp0p0lBx0DqzYf+lTVZv4PSAjChJgTXzjwIX0s1DZKNBMcTfgv/UlzBObsaJouGwUvaDrOs+wFiF2u53necEmd3d3C7wQiw0QoxApCboddpfdMcwvvNrYefz4ca/HxrA8o+U6D+8q97sEU2k6uLfUVy7xkZ601npgl1PiZIc9UFoRNYggcZpqmBynm4ZTEHiOswjLcYTRTJ4XLcuyzBMYSNM0RVFfffXVlpaWTCaXy+WcTrfL5cpk0l1dnT6fT9f3Hj58+LvfvY7lGBrM9PG+PxhjUGzAj4wtFEIYDS9OACgmualjNx3qhY6O/gYcB4xo6YTfSfTq51EeUlETnDpTqRQIYBpQ//+VOPt5DsMiHM+K+bhuyaok62KoPBipCcp/2tb0/o4PxUnjPJ5cKFTiEhTisaUz8YjNqcTUbo3b+N4bNVLraSU1AW9Y4SpMw2IZU+W8Nom0tbX97Gc/czgcwN90bBoDixh8NAxDNwwM4mNhBAZF45cG+jIMw7Es7k08GF8oDaOgAjCWZRnmxO9pMexyuaBghH4Sf06KgjJwxxVLHKGrdLvdcB7D28b7R3sTyJ76m2GMweVyQSMnimIqlXI6nTQ/CHU+DQFFXDSdEwX3AeiMVwfih0CUGvvSKFY6KEUrf9z7g9zTx4w73jNOF2SQICBomUTdBYDpsYbncrm/sSCUJCmRSASDwSlTpvj9/uKEllPHKVD+tx7ULesL8Zyik5T/o5cjfbekyO8ctxCgJ40U9vu9vb1KLDbg9boH9w/CMEQQqKMiKS8vlUTeJgnj6sfCI2XF8pcun39ZWWk4k81jLWNZtr6+ft++fbIsjx8/fseOHXv37tV1ffTo0YQQt9t96NChP//5z/PmzYNAEIsajaQBIQFGhJpjYBvWDSOXz2/esuXqa64pKy9nOY4wjD8QOGPy5EKhYLfb58ydCyrN0HXZZlMVxTQM2WYjlsVznK5poiCMHjVq3LhxbW1tdWPHwhqFBh5hQQediTdGW8+abhKGyxdU2e60LMswiaab+Hcur5SVV6iqqhuWXZZLS0rOmzv3+eef7+nuLgmHjx45smf37u6urjNnzNi7d6+mqgG/nxDicMhNTU2lpaVYaj0eD1AyPimliBwOp6aqlmnmczmbJBHLYhmmkM+HQ6F8LtfV2RkKhURRPG/u3D/+8Y+7d+/etGnTVVddBbSnqmpJSQnAbigUwneaTqf3Hzgw78ILLUIsQlxuN8txdfX1WJcnnXFGpKIiXFKy+M47V6xYsXjx4ltuuaWuro4CTbTs8WWBmqKiZPCygOzISYUCRJZlpK7mcrmf/fznc+bO/e7115uWZZimaVkCxxUUhWXZbC7HchxjGCzHARWRoowqqq42DCMWi8ViMUEQIpGIx+0Gio3H4/FYjKonC7pukyRVUfr7+qDsx+Sx3+fDbnTCW5PjdE2zTBPojOc4TdepdLjYP5EatOP3mqqmUydM+izTNHRd13WOZRlkfum6aRiGrgu8CJynqmo6nfb7/b29vRiApu46drsdLWPDPEFgYyIC0xeYlEB5AzLshApo8F7D5g1KD5eQy+XCnY5iDDOdEJSjHsPpRdAsakvq0G+apqFbg5agHKalLQuRrgpHGGIR0zIR9slxnMfpsFcNPXbsmCDak1m90BmvqvLYZJfsl6ocYuO7W0cEg1J1ScpSRw8pcZv2rEkULi1bPYUkeeeAXrZz8bCGiYr7dL18psqkbKwjm867iJDJJYxAeU6Q7YZl58yCqRNiGrolinZNNWw2eyLe/+KLzx871hiL9U2fPr2urq60tNRut6fTqY8+Orxl83stLS3BYHjjxi2XXn5pb/9AOOiXJEFVCyeigyyBsNZJXrE0PiyRSFA2nWpFih9JsTWNCsY5pN8IeEpVVe12uTgr9PMDZWocBIEWXsjBmh6XpHMmZ3EiESzVZEVBEa2clnOznKhbPMNqlqlYFksEluN4gahKjtEMyXCLQiCeTYsBLsPEDJKXWKeRlmy2OK87iMUrQt5giCMf4kyiihmGVURNLLB6XtSJ6eJVL2tERcYlspZFkgJp0Tg+6fSJ/uoLK468vvbBXa7rsnWn1wdLc7VORvSzDEkNRNvySvPWzfXHPvrqhECBGIXa6XH7yGA6ZbP6Ui5fd0/qBz/84UUXXzx//nyUQ4i9/DKgCccA1yJQjxBSWVnp9XqxBFE72lMmIV9gx/6kf586/leOf9ZiqNgTmoqivsBL83/qdBdxbBRagcUkRfbhwBwAgoOhd59yqzAMU19fjwFw0zTfeeed00477eKLL4YKE5U9wzAzZ848cODAnj17hg4dWlFR8eKLL44dO9bpdEqSNGnSpIcffrinpwfsNaCJy+Wqr69/7bXXUGevXr06m83abLYpU6YcPXoUNin333//c889B6nG3LlzwSY2NDT09PSceeaZl112WWdn5+7du+E/gE9B2QIQXW63e+zYsd3d3TNnzjz33HM3btwItEQNSRAVCTkd5uTAoaK1FwwG3333XWzbO3bsgCDBNM01a9YgnGL37t319fWyLI8ePVoUxQ0bNkyfPn3cuHEbN26UZbm2tnbMmDFbtmzx+/1DhgxhGGbVqlU1NTUVFRWvvfaa0+msqqpKp9Otra2QPfA873a7C4VCeXk53BJBQo8YvnbLcAAAIABJREFUMWLjxo3RaLS8vNxms912223Hjh2LRCJTp0599NFH4/H4sGHDYA4Do8kFCxasXbsWn05V1UcffZRl2SFDhsBcYtiwYcFgcMKECQsXfkMUxe3bt4fD4RUrVvT19T344M/Gjx+/evVqzKoCeWBgt1AohEKhlStXOhwOhmG2b9++detWQgj+c//+/bW1tW63u7a2FugcU0RPPPHEOeec853vfMfn81EbQQzXoooAdWS32wFraAQsKgEUS6Zp9vb22my2ioqKcDgMLx3Lsrxeb2lpaVlZWWlpqd/vLysrCwQCXq/X4XDEYjF85LKyspKSkMfjKe7POhwOSq7T2aZP3pg0/hYVbDaXg5oFVxrMWKiDOLAa7bPjUoGIk+f5UaNGwYMSDV9q74PbEHUONcfE+Bo4URBpxRABWBCadTQK8LeSJGUyGdhvw1AI2lNK7w1izY+zFKj1O9g72v6mNhGf4atQVlaGeV9ZlltbWwuFAheoP73WQ+I7Nqxdfqi5qzVjD9adGRp/xpCpM8INs2KOocdbW49t+N3Q6jKXL1AaqTB0S5Kk7u5urCQY2GUYVtM0XddFm2SapiCecAHPZDJr165tb29XlMK11157xRVfmzVrZn19fU1NTX19/bx58xYtWjRr1qze3t59+/YhrbCvry+RSEiSxAyarxW7Cv4dyJgUzfmdNEJKpVZQ4X8hqpXibYi6r4C8KBQKHo9HFG2MxRgM0VnLJCZrWqJmSSxnWGbB1FXTIoQVCW8JCqdGzXivzWB4yVtwyDGt1+fVJGXAm1c9isAXFNmWMi3RILzBcIQwvEkIMVXe1CQmS3TDtNwM5zRZnjFY0WAcfIzLdEpaym4TBJdsOTXGY5SXjhxmm1OuHlvxm/defu5wc1Nfx0Dn4YNdB3anmvYc3PiH1i3PTR3nFTy8GChhRVngSJ4IphAY6EzecMMNdrv9sssugx6MOgd8CQfWHNw+paWliIqDQoNGB6D1d+r4/Af12z0Fx//XD+7uu+/+p67t6BjNp+btfR5Q/j80AkuVuHgtTdM6OjqcTieNCqIfB5m9xajlk28pHA4//vjjM2bM8Hq9H374IcMwBw4c2Lx5sz8Q9Pv90OeVlZX19PT4/f4zzzwT4cCXXXaZ1+vVdd3r9T799NNXXnnlyJEjIdm02WxVVVXjx4+3LGvNmjWwXLUsa8aMGbW1tc3Nze+888727dsrKyuB/g8dOnT48OEdO3YIgtDQ0DBmzJg33njjvffegz+Jw+Ho6+sbO2YMnNcTiYTP56uurjZNs6amZvz48bqur1279sMPPxw5cuS4ceNggTJhwgRg1oGBgdNPPx08ZSwWq6urQ8R9NpstLS3du3fv+++/v2PHju7u7quuusrlcuVyuUmTJoGiJoR865prKJrUNO3cc88dNmxYY2PjRRddNG7cuEgkYprmpk2bdu7cuXfvnokTJzY0NMyaNUtV1Q0bNuzZs6epqamysrK2thb6wjlz5mQymWQyZVlWKBQyTTMYDJ555pmSJK1fv37Xrl0HDx6cPHny8OHDRVEsKS1dtmzZt7/97REjRtBEG1VVa2tr0+k0zuHevXurqqquvfZaSZJ6enrq6uqqq4dNmzbtjTfeXLt2bTKZPP/88+Gm984776xbt97tdn/lK1+Bxcrw4cNxLXV0dNTX1zc0NGzbtm3r1q379u2zLKuurm7EiBHBYHD9+vXvvffezTffDEMYdPAzmQymaS+//HLMBgFJF/tIpFIp8GE+n48MGhEUazfh253L5QRBKCkpAbtMBlW8NEEGeyfKMLD4drvdbrfD+jCXyyN7heaSkkGreOzH1iduHKrqpiaPhmGYgyIHVDuiKLAsB+KZPiEEHvl8rqOjIx6Po8NeW1sL7Qo+dX9/P+Q3LMta5GPBN3Az/D2p6QqAMrw+oFHBb6ijME6m3W7neS6TyaKxADwtyzZIV/EOZVl2OOyqqsOAkkp00BDH9XPScveXCEIUbCDyYVIRi8X84Sp7x8sTIgk93X7kwOFjB4719vd1xlsaW/bsP7jjw907Bra9/tWSlkBkKHGXD204W7WFWvqz8WjM53Zq+ZzT6XZ6/Kxo4ziGswzTMCyGJYQxTcKy3Lp169euXdvV1XnppV+dPfsct9u9bdsHR44c7unpPnas0W6Xa2tHVgypLC8v3717d1dP19ChlS6nQ9PUEzYXlmXi+Yq+5b97L6A+9Oj7FS/moihKkqgoKiV6vxCmHK8CC044X4XCYUkQNcvSBd5gGdY0ZcsSNIMwlsaxhBUYi2dMnhgcy/AJu7OLdx1Ia/t6U42xZKeebdfyeckhOAJEF+0GK+lmTrBxho21OJaYBmtpLG+yOrHyIkdMIuQZjRBV1i25YEhaSiQFkWMlTRBzAqs484yXtXHWkdfr5d7TSkUzkzh8aM/h3TsTB9f073ptYP86V/zw3LK+oD2W8lSVT/+GaRuiqEZOlF948bXfP/70BZdceOutt4L7wC1AEx7+pw9d16haA70yJBikUinQBF/UYMCpgxSNsJ86n//738U/r/sKJcvJX8vR/Id984SQvr6+eDzu9/sp0w9bFV3Xu7q66uvroYT7S7MXhUJhw4YNS5YsWbZsWUVFBbDvwMCA1xeIRqPooUNjDRIR0+XxeBxtwcOHDz/33HP3338/MEo6nYZ3IczROY5rb29funTp4sWLWZa12+006hJMKthrGgJarOwEQW5Zlk2SAGVoLDb6/jCfwnvr7e1Np9PIVC8rKzsRvmiagGvUJ6GrqwuZO+ZgiD1gH4hJNBaAY6DAYwiBlBB+ahh1B8KmWk8o+Xp6ukzTBJULJXQikWhvb8ecmdPpHJQCWy0trR6PJ5vNWpY1fPhwvDe73Q6FJYaHEonEK6++euTIkSVLlpDBhBGKU7GFI5iQDCog8eo8z4sibxhWNpvN5/OwGkClxPN8X18f/ArAdsOCAKeRzvdQCZYkSZs3b16yZMm9995bW1uLV5dlefPmzffcc8/cuXNvvPFGXEJwFpckyeFwoJsBL2FMrXk8nmAwSLXgGOADAIUNAq6cEzw0z+OFICtHqktxtCoESNBr4qRBSwrCGI/BM5wQDg0GstKLinrP0RANlmWRFQQ9KJToEKlzHMeyBDosjuPy+cKRIx/19vaWlpYiXht3Fr4U+NkBzFmWxXIClSzTsVScH3CieBV8cdFolF45pCgbz2azud3ORCKVyWRo8C3muux2m6rqCPOCiDOXy+HMAFuDpUZ1CvsLdAZwzdChrpMOOg2Wy+XgL8kwTKnb4zp0p9nxjtu07FxpKu3cHOMa1bSoxyocUsRfViqzPqX5gHzmhLPmkcCIA31qXLc7bVI23ju8IuLyeg1WSqumTeQ5y2D0PCPJmmpIkr2tteM3v3m0q6vD5XL9x12LR9YOF0V+1apVgUAgkUi4XM5IpKKycmg6U+jr6//Fkv/KKYVJk07/5sJvJJPxTCYjiWIgEFAKGsORz0OFFMtRINl3u930VOABLpcLTjtYrMh/d2b8u6EMQGpraytNcORYljUslSOKnTd1w6boXoPjDCMnMCrPMzpj6Axvd6iEpFO2/9yzd/XR/RZR/EZO7osxUjjKi6zXNao6ctHp9ec6PBU50uPsE3SJNzjCKjlB11leMA0PoxuKmhHsOZ4hStZtSD7Wk82l/YxBTN00WJ7wJu+MiU6FjfPv32VvXuUQ1AFV4Blf2u4T9aSdZzN5IhlGgOntsFXJM3/IlMwQLEsQcg++8vqWde+8cN9dYtlQdM+wAGIB/9LkKxjqIIPDsvSIxWK4VceMGXNK+nzqOMWU/4Ppb74IWytSlGdBh7i/kKf9VBqebt6KoiC5EHs8YCvsBRRF8Xg8Xq+XIrniiAoyKGcUBKG2thagE1Pq+Xx+YGDA5/PjAUBOtPGNJQwwSJKkrVu3jho16owzzrAsC4IBmvgNzOp2u7u7uzdu3Oh0OkeMGAF5Cf4Wtty0vU4GNc10IA/vChMn1L8CFCMgrNPpBHqORqPgYsvLyzHwDqxJzYZVVe3q6iorK4N7lGSzgVilUc/4aFROjatCEkUa4Umn6ADioRfCie3v7xdFoaSkBE8F2ri/vx+VSWlpKT6IIAiiKKXTmUwmEwwGYasSCoXwEajcmef5XC739NNPX3755aNHj8aJLRaBGIbh9Xrp0A9YYbfbLcsw7bYYhmSzOYhPaK4bbOCpbwkuDJrBRgiBVwCldS3L2rdv3/Tp02fMmEEIwUd4//3377rrrgsuuODmm2/G5ooLj4a/UnYZqmtCSCaTwXmGUYAgCMDu0IcAGYPthgkXPiMgI7Vpx7VEI4QCgUA0GqVzpShsYNFAS1abzYaSrJi8Ocm0ixLwxeQ0tfUd1IpYNptICJtMJru7u9vaWgOBAF4a4dh0dlDXdZzAwTr/hG6+uDLEmcHFAHbf5XKhDYUnoUYxuCYdDruuG9lslpq00BuZZTmaVCKKvK4bAwMDNMlL13UsC/iMxVMoVMf8qVU6fQlUF/F43OFwZBUuVObJDHQHlRjT0ypJ+RK/KxIWzwiTCa5suR6ViKEJzlxkRtnI0450xgcKhJPchqaUlwQ9HhchjG4xhBMs07AMneNYTTdYhuN58aNDhw8cONjR0T55yqTJk8+QREEQeI7jtm/fvmXLFo5jZ88+V1V1RVFk2X7k8NGjjY1+v2/M6NEMQ+x2eyqZtNlspvkxU/53EHUnacQxtEft/Olj4BZfKBT0wUGFL8SknGGYVCoFQXk4HLbb7aZJLIswHG8wJmNaomFhHkIXWNEU2AJhOZvqtnda2tOrd2z6YIudMcyBLjbWW0IIl83r2YJqWJ3x5KGm5pFVISdr8VLaIpbFMJxlSTohDDFZI2cVLEngLZukS5LdlbY720WuL+C2eFfcbku7WJHXRS1PjHzSyTiJbvT2ED1B2IzX0r1MF5PuFYjJmbpoZVTTzFZdII75apYEPSIZ6G185LnnfvmLJRG/LafzWBywMOLOohrL/9GDWB8bhuIWoP1Gh8MRCoWi0Shmsk/BuC+kgf9FtY9OHZ+3HP2nbrhg52tvb9+5c6ckSZ+naC4G4gBwND73C68iKEwpFAqJRIIOMha3/hGgA80cWMBPzUoAMgiHw/39/atXr+Z5vrOzkxCyd99+UjQPR3Ezxt5x3jiOa2pqqqmpefXVVynJDX7d7/eDLpVluby8vKKiIpVKrVy5EkE2mJpCogcYC5vNlkgkkHZO58Th5yrLcjqVwrgbNZPCOCB+gM0IGP0hQ4bQtB26a2IWUFXVgwcPophhOQ52CoBBeB7gFcrEC4KgaxoqHCg+i7NRcTJN04xGozzPO512iKSp2qGjo0MQBEmSjh8/TnsCqqoBPHk8HiRF+3w+fEHpdBrKBziyw5t25cqV1OUackycH8rLer1ejPbjYqYRURBtA1UA50Eoj8gn4HgwWHgAYlMVRYEbAE4X9NlvvvkmACWC6ObMmYNMZupdAI9Ch8ORTCZ7e3vxM2XxXS5XX18fbCXcbjdkKtBPA0GC5pdlOZVK9fb0yLLs8/mcTicazbSeLC0thYSGZdloNJrNZhFahOoCFyROgiRJhJCdO3e+884737n2WiD74lq0v7+/s7Nz0qRJHwNWhikejiSDM38wV8nlCoVCoa+vr7W1FeqOtra2YcOGgQKn/mj5fD4YDGIEE0F/tGTasmWLLMsNDQ1Awzjh+CIeeeQRr9d72WWXobyhzh6iKH700UcVFZFAIEh17WTQB4aaVLhcTk3T0+ksGYwFAWRcsWJFeXk5Ip9obCTOdmNjYygUQjrvp8pXqFcDhlYLhYLG8FnvDNXX1NXeVuHTiMWxrO5TUi4zRaw8MUzCeWOaMzxs3JHm3rgmuUMlsYxeFSnzO2ymljcM1eRYQZI03SCEtUzTNA2GswghsViMEFPTNBi6Q5saqSirHBIZOXKkKPKGaciypGpGNpt3uhwsSxS1oGmay+UQRA6ebqJgswxyUsPzb9exnKTtKZY2FT+gGLh/UcgDaxp8uBmGwYC4xfAsIQwhnGGxpikwxGRNlbN0lrerDG8KedbWki+8efTD9c27g9mOKp2rGzk8UjVRtvF6It3dl95+rOtIl26qvhfWvTn8hivD/YrKEZ0jvMo7FYazSFImeZHLE9Opmh4iRwtkTz6xM9l7LJe39xW8AduQiHOiTZpgs+yCYkqMGBmTddWl2jt4Pp4nlj3db2P8BrHbWZ1lsn22EnHE9BzvtQl80/Gji3/4/UsXfMsjOzJ6Xjd03MKovV0uF5qEX458hUbkUmceWDwRQuLxOCEE3i+nYNwXSxqeOk6B8r8fQwOHffDBB7/5zW9odO3npD0AyjHelMvlPqOm/PveNiTOwGeAEaD6sMRT7pAWBsCddMaOvlUKicAm0nE00J8WYWl8Bl3XUAzg34CePM/v2bMHPtNAjYA16NSTIiEvHSyjFQWN1YTpLHI3qXoEPwuCkE6lMJVIuwSoCqA5oaw5yg/qr3KS5COXy8H3N5VK2e32gqLgzADig98FiqWOXZZlCYMjQcVyfCCnYvii6zrDWBQWFz8nlVEOutjyHMfn8/lCoeD1emHVh01LkqR8Pg+QYbfbbbL8wgsvwLaPxsUV07o0bxVfPV6IjloCm+I9g51C6ClG7mh4CqQgeFoaTUcLD1qVwTDBsqxLLrnkm9/8Jr4F4Dy8K1QFHo8H/f3+/n6WZb1e78DAAHoFAwMDsH+mpQL1nuN53uFw9Pf3L1++/JU//IHjOOTnbdiw4bHHHkM7JZPJ3HLLLV//+teh9LjkkksURbnqqquuvPJKlAG/+93vSktLr7nmGl3Xf/3rX//rv/6rKIqNjY3UXYFSZZZlNTU1vfvuu5MmTYLYWtM0afACo8PfSDzVdR1ZJLqub9y48fe//73P50Hc40UXXXT55ZfTYgAmnkh+BShnOYHi4LVr1/p8vokTJ+I8A3l7PJ4//vGPpmmee+65tEylamaO4zZv3lxfXw8r/WLKH2ce48LQMv3Hf/zHrbfe6vV6GYb59a9/vWjRov7+flSJMDKiBouqqm7btm3ixIlIDPk0KKPTzF10VLq6umyy8VFjYnzpJKbnQDazP6erpkF8nMQbNtNkWBuXN0V3yYiOLLFEp2TzxBNpb7DM6XQqhaxN4AjDMSynaTqLatbURVE0jRM+j1CO4SLH6bLL9kAgwHOiLEvUzwqCpXw+n81meZ5FxW532Ht7eh0Oh2y34+T8HaNmFLRRlPxJwf1giNUXPOiJaj+bzQaDQSj4TdMUBNY0DWIR1rREwvIs0YmpiaxuWcTkBMKnCXu4u/cPmzfy6eRZo6svnzSpxG1nZY64WMZS09HMOZPGvrrhg3cbmzt47ysHD15X4rYYk1i6ybA6x7LEtGmEZW153dId7h0t/et37Hy/q3mAJzGujyl4eN7Osurbbse5Y0acPXpIic7qYiAbGMZGw16S0g2WkKDBl2QKjIPP8UJBc4UdkZFE5Pq6G+/4yY/svvC82ReJDJ+3TG7w66B8ypcmF8GuQeM2adcUbwM+gMVm/6eOU8cpUP6/X9Jhxb/kkksuueSSf4qKGcarqqr29fUhdCAcDkOfXfyJQGnDFQRb7F8KagZuAD3McRxsDUKhkKabNLTiM87MJ816GYZJJpMY4IOI/KRQOsALuhqe1PYqzjhE3oeu606HAxhOUZS2tjYYlSBCIp1Ot7W1OZ3ObDY7dOhQ4A8yGCYC8TSCzVwuF23ik0+cCrxDUuRZC09cPJ6evXw+393dTZFu0fkxi4UWkERjr/X7/bRaYxiW4/iuri5Y6QH+RiIRcOoo4U4UXZYFfUUqlQqFQsXWXdQ+T5Ikp9OpqmoymaSRKNC7gxEHtEomk4VCAREqn+d+oWoZCpKoDTm9tHiex2QnqkdBEHp7e3t6egKBgK7rvb29kK8AfFCPFIZhNm/e/Pjjj585Y0ZTU9Mzzzzj8XjGjRs3YcIEjuMOHToE2t7hcIgiv2zZMkyR2u12PJVhGO3t7RAm7d69O5vNRiIRTdPuueceCLUNwzhy5IjX6y0rK8NHAOGNQcloNKppWkUkQntNiFWqrq6mSq1MJlNZWXnzzTebpq5p2urVq0H5S5LU1NSUTqcrKipwpdnt9kAg0NLS0tHZNGLECEi/gAa6u7tN0ywpKcE3q+v6mDFjRowYAZfJTCaDi+3o0aMMw1RVVUHlgvI+m82C4aOyKzw4k8n09/c3NjbmcrlIJPLv//7v48ePJ4R8+9vfpsL0pqamXC5XWlpaUlKCmwLFPK6Njo6OcDgMQI/Lr7m5WRTFyspKlmWdTmdJSUluoNPF+3MFS3aWJZV2k0vLlkE0S+ccBcKJAqcYdt5ezrpCuYKZVy2n2xvw+4hpEZYxLcZiCSGEZU4sOMwJDY8NYQKCIBUKBYRGaZqBQNl8TmloGNvW1kLXBKQ20lEEOEsSiwmFQlDcAbVDyoVCmlIAKERxO3yqoBk3L+UvsGbSghwLr6IoSJGCx05xlY7q6JNWicUUe7HRCu09chzX1dWF2WuHw3EiPcc8IbfgCWMRU7dMgyWKpgqSSyOMybJxQ125YX2ioFwgsud/ZR4v2QyeiESxiJrnRcPr8niY+RdMC+50LtvXsmpT+1fPHxP02y3NMFkza7NY3bRprMuwJSx2a7TrV2+9pqZVNp7zKXpAajRIxMw7NMk+EBKfih9+70jnT2bPkWQ+F6q0xYdmu9tkJpcw/SzvZW2qnuvmOWILj+LkUF9784+//z27w3nPg0ttvCOfTzJuG1EMerl+UT6Sn9H0JoMhndgGUSHDLxjDG6IoRqPRTCbjcDhGjhx5CsCdOk6B8n9EaP5Jyek/7AEip6+vT5Zlr9eLXQfWcid1V2FbXmwc/hnPCQiFDqPb7eZ53iJmsRTvb7Gmoa/l9XpdLhf4ReAeELc0Vo0QAgKPqs/pfobHgELDRwgGAsXpHkDbkiS1tbXBTw3o3Ov1Qn2Bs4Fnxi4eDofp4OmJrfoTfnDYKU9ymmeKrCfz+TxmvIpV78VnkeIkKnEGnKLlh2maiDmJRCKiKPb396M5E41GkStEews8zxumSXUX8Xjc4/HQmTMoiUFs22wipgbhMwhBNjhO2gkxDMPj8XzqVN/fQex9spX/yWYR7SeYpolBBcS/C4LQ3d0tiqLb7QY5CkkGIClsWObPny8IQnl5+dChQ2GRuWDBgmnTps2aNcuyrN27965ateq88857/fXXwWhCBOXxeLq7u5cuXXr06NFbbrmF47idO3c++uijjz/xRDQaXb58OdyB9u7dO2fOHOBpTdN27979hz/8oa6ujljWsWPHrr/+erfb/fTTTxuGUV1d/cILL9TX13/1q1+F4mVQ72GuWrWKYZjZs2fv3r37pZdeqq6uLi8v37FjxwcffHDPPfeUlpYuWbKE5/nySOXvfve76dOnz58/X5KkLVu2hEKhjo6O5ubmW2+9dcSIEW+88cahQ4eGDx++du3azs7Om266KZVKPffcc/X19Q6H49133922bVt1dbUo8qIoaJoI5TFuBBrZTc/h8ePHn3rqqREjRlx44YWEkAcffLC+vv4b3/jGE0884fP5ZFlev359PB6/4YYbcH0qirJ06dJ8Pj9mzJjVq1eXlZVdccUV27Zte/3110877bRkMtnc3Pyd73wH1s5WJq4SqyPDj6g/yzyalFre9VlKmg0pLBFFPWsUCuHRucichMIJNmfQ43O6PQxjGYYm8rxhmRaBHMNiCGEsizBEEHjD0A29UFNTEwwGQ6Hwls3vnXXWTI/bqevGkSNHU6n088+/UFZeVl5ewbKCbliZTLaludXvD4waOWqwQLVMU+d5zuVyebxeVKG5XC4ajabTaTSjAoEA9bVEY+dTF3matgjD0GItMk44jlwuJ8u2k8bHqcScFLmpnGSniKfSBg/aLEqn01gbs9lsSUnJiSgcYjIW1hRisMS0CEMYByMZqpV2cFnCvPD2n1u7umXd+PrMM4I+PlQR3LB2a+fRFr/NpmjJsjLPuXNnuSRh1tQp23vZD9szL25qvvqS2ZKVYjiNtRTOMjTRn2LtH3bHfvfmn2KJgSq7e9bEseO9fof/TB8bTCaNzmxmb0fHvp5oW392ifX+jy461+sYmgtOUTR9aOxdU3KphX5ZzDMynxCrHEMu/vXSl957d938iy79yr9cbjAOk2RFh5W1FP5LQQh0h/okPQSaYOjQoYSQdDqtaZrP56uoqKDTL6eOU8cpUP6PiMv/WQ5KNoMTBYkLuAnUiwObCsgYqvr4DLMFoCgQb6WlpYZh6LpBitzcPjvq+ZN4HTwu0oAxYgi+CoM1iJ7JZDJoChfjOSryttlsfr+f53lN10VBwH4pCAL66YZhAPdrmlZSUoIPAvkNaFREo1dUVLCDxhoQ9lB9y6eiSXxSKi/WNU1V1VQqRV2lcR5EUbTb7Tjhg5vxCfs5VVWbm5vD4XAsFqNTlXTIj+M4TVMYhsH0Z2dnJ0jQWCxWWVmJtFFS5AsEPhg8IoQrUGyjYUIIMYwTrBtaBDQOA3qhbDZLE2o+/21SDMc/4zkpiQ76EBw5zkNLSwuEOl1dXUiXHDZsGAbdvv71rzscjscfe+y1114bNmzY97///aqqKofDsWbNGkEQbrrpJqfTuWnTpltvvfVHP/pRNBrFVwyCU5ZlURTffvvt2traxx57LBqNxmIxWOWIorhs2bLKysrq6mrAoEceeeSWW27BqPR99913++23z5kzR1PV9vZ2QOHNmzf/5Cc/gZz65z//+YwZM3BtJBIJt9v95purDh069Oijj1qW9fjjj8+ePfvqq68GEOzo6HA4HL///e9bWlpeeumlfEGBPyauzNNPP/2rX/0qx3E/+MEPNm3aVFpaunTp0t/97ndut9vtdj/88MNPPvlkZWXltddeO2HCBDjrd3Z2qqqazeYlyWZZZNOxODW/AAAgAElEQVSmTWvWrME9Mnfu3PPPPx93NDDi4sWLb7/99m9/+9vRaBQiJQROtbe3T5s2jWGYESNG/OxnP3vttdfw0TZv3rxr166nnnoKVW53d3csFnviiScaGhrq6+sFQTh8+PBvf/vbhx56qFAoMM5IKtOSDZccFEunzrzGyMaM9h18gC8YBd0sKKwt6x/TxFVUBW0ul0sUeV1TWYsIIqdpGsvwJoMKlzAW/iGGobOMwLBsaWnphAkTurq62tradu7c5fO64/HEwEA8kUi63b5MKt/U1DKydmxLa3NLc9vhw0dHjR01deo0huFMU2OIxXG8ZZpkUNyFZRDFeTab7erqEkURrRsqt/tUjSJVM0I8RooMZIvtuZB9QwZjKWl4Kr01KI6nr0LBYjKZxBULoZ1lWb29vclk0ufzwT6LBp8R07IYQgixGGKwxCCsaBCbahks0yNbx7XM++2NjKLVyf7gmIoar8EbqbNrh6yNJXfuOHD+6WPOGjNaLDB2R6jAGJNGlHW+vWazNOvcAl/BSZyRD1qGYTD9LtuWnP74pnVse/d3JzVMbhjnsxPZyjFlNSSddnBsRMudnSlpPd7+1M59K9v2PrtJ/94554u8R7OX9PcfjJgJwZbTzVRUqgpOufbXbx7ZdfDALx/5pc/hMjUicUpWSbJ2N9EIIeaXBsrpMovFQSmohmHU1NTQ7Q/cx0mE1Cn5yqnjFCg/dXyu1cdutyP1V5ZlKuclg2nVyBwBZqVi7s9IO6dQG89D9aycSaiR3F9NPC1u5kLMTQjJ5XIQ14qiGAwGKVMOQtfj8cBbHdQRZfpdLhdNO8IhDsYWghN1uVwYcMT4fGdnZywWw5qbTqeBkjH7qKpqd3d3SUkJRugolfWXZDz0B2ztqVQqnUqBysKEPrg3v99Pw+1pail2YvjQgZJB84EWSDTMBXOuCKTEPKgsy06ns62tLRQKVVdXQx+vD9YGDMPIspxOp+HsAUxgmqbdbiOEwJgCDXQKOziOS6VS0APA3wPc+eevSP9qA5rujlREhN4x7AsjkUhPT08ikQA1jmFNURQxLnneeefVjR27ZMmS7du3L1u2bNy4cS6X68MPP5w2bVpdXV08Hl+2bJmqqn/+85+j0WgkEvnTn/7k8/kuvPBCnNsLLrigv7//0Ucf/cEPfpDL5QYGBqC3djqd69at2717N+Tpp59+OhpH6LHAZVxR1eHDh9tstpdffjmXy/3hD3/A7MHkyZMVRUkmk1DddHZ2bty48c4774Q4HoNruVyup6cH5Uc2m0XeKs6G3+/HoCSdHQQ/x3FcPB5Hw4eaFDU3N6PD3t/fj/M2ZMgQBAU4HLKu8zNnzpw9ezZ1UMF1AnG5KIrXX3/98uXL6+vrR48eTXNko9Foa2vrs88+C1wSCAQqKioGBgZyuVw6nUbljBnfmpoaVVUzmcyePXuOHTuGUzRmzJgTYw+MJRIlmrd6U3wp6x1ee54W7dASPXa7kNZZ1T2EdZUPCbn9Aa9laIauccQilm5oLM/zukmsjzPmTEIIY5k8zxu6RYilqmp9ff0HH3xgmub69RsaJkzweDwNp010uVyCIBSUQjwe7enp6esdePLJp+x2e01NDdxvTiKnJUmi8xWmacLJp7OzkwZQ0BvwM+6C4gES+ksqqMMdTcOhKBEAuoFW9SBK6MoJmVY6nca9D3dUMCl2ux1poxgC+bgnyRCTIaxJOItYJmuwpsEQhuEEwhkM6UwMZAzVzOWH+ofZbTaedRKND5WV+9yHp591mmBziENHEkUhPGumBkrtrKuQirHsQDQ3vIThLUslLCOKecJt2rkjnk2P9zpmnjZWsnGVIe9bv39rR9tyMyDqaf3s8ZNnTZ8UPl042yd89PrWfc1tf+7vOa96eDmrMBUNQtt6JZktSK4WxdUXl9ds2/rQL++VvVI6m3eyAmPkRInP5BmBdRKS/DKZNfAvuONSyXhpaWnxkoUviw44nUq6OXWcAuX/uEj3n4g1h/4BKwtFwPR/gTwGGqNqSEoh/KXljOI/uKCEw2Fs/EDqxXLJv/Tn9DcYoKSjadSLA5mIVJJBg6zhAl78JNBvYDMDytRUlY6cEkIikQjMpDH2h4DDSCSCeVNCCLh5kNCAs1BTYPK1eOq0+IPgb8Gl9ff3JxKJQj5vs9nA3JumiSAeqncH7oFiRFUL4KTj8TgslkOhEPVkLJoANnmew6eDaV0mk4nFYh6Px+FwwNo8HA5TwTr2b+h/YGgI6TlgrmVZ1DEdzROUPZDZyLJMRS/UQ/Ovtjj+xv3vL10PdAvEGcbF4Ha7US7KshyJRKAuwP9FjLxlWatXr37iiSduveWWmTNn7tixo7OzEzYyR48eveuuu4Bf0Sg4ePAgKq5UKgWLG5iyDx8+/Lrrrvve9763ffv2M844Y/To0StWrECNtHDhwtmzZzscjvfffz+RSMC9Gy7g+/fvnzJlCsdxy5cvb2hoqKmp8fv9P/3pTx0OR2Nj4+HDh1Hk4M2sWbNm8uTJ06dPR78lFAodOXJkypQpiAxsa2uDUPXxxx/v7u4uKS17//0Pmpqa5s2bh1uJWtETQmCbk0gkAoGAoigHDhyorq5GkTZ16lRcyR988MH8+fMDAT8uabRH4JgJwpXOpEqSdN555zmdzsWLFz/11FOhUAjlejgcrqur++lPfwpN7caNG4cMGTIwMMDzfFVVVSKRSCaTLpcrGo2uXbv2oosuCgaDU6dO/eY3vylJ0qpVq8LhsM1mSyaToqkQVQ07HW67u6UrrueDIS4U4botS+gjwbxrguypcrJZTXPwLBFYhpgGISZhWcOyLMKZGMG0TGYQl7Msq1sGx7G6Zg4dOrSysjKfz3d1tT///AvnnntuJBIpFOBuafX19X/44f4331qTyxWGDh06dmw9wzA62kGsZegGO6gMoS7UCKXCanMiQ2pw9aAa8U+9boHpUSYVO1vTVU6SJCwUYAFQnNNeIrX4wC0Qi8Vorq3NZgsGg1SnjvsRgQ+wIo3H48Fg8MTqxFgGSyxCbAZhLGIyrMEQnSWCTmROMhSNGLpZUEOy3W1KiuHleY4TyJRpk7bs2haurSmIxGQl1jBdTrud5TiLU7mCnot5WC/DsVnLElk5ndG7GltINDF2eIh3WKGqSl5nS51ll06rTZSyqaboaVV1XKBswCAVlSWTeM+qlLWpr39czfDhktDhqeJURXBVZMTSV1Z99PZTd1z37w96nXZVMxnBpugF08oTIhGLNzRL4L/UfRw1KuajXC4XHfHE6kd3EFo+nVKwnDpOgfJ/xOOTrfl/5PqBqquxYRSzv+jXg8Sl6YnYJ/5Sn+4kVb3X6+3p6Umn05LNDgUCVVj+pZNT/Hs8DCAJ0mFIPrAg0tErSqMW/1VxbYC9s1hjTXM9YIRH3c0xmAVhDMy8sVOCvIREJBgMlpeXQ1uCt/Gpn4V6R0aj0Wg0KkmS2+0GU+7z+UKhEJ0So0nOOLGQ3ICXBQt+UrwZ9f2gfW1M1gLoJ5PJeDweDoeBMk+Ysg9+s/grh8OB3ohhGKIoKApHWyL0hYAPUqkUIcTj8ciyDAYOg2uf31mI/A1ptcUPw7QDcmrw9lBX2O32gYGBnp4ejuNgFezz+SZMmMDz/P333w+O8+yzz/b5fK+88grHcVOnTk2lUg6H44477lAUxW63P/TQQxs2bLj66qsXLFgAjzME0Q8ZMuTuu+9+7rnnpkyZEovFoAeYM2fOk08+GYlEurq6Hnrooeuvvz4UCoEmX7BgwRNPPBEMBjVNe/bZZydOnDht2rQVK1bcc8898+bNW7p0aU1NTXV1NS6qjz766N13373ttlvefPNNZEKdf/75Dz74oCiKM2bMWLNmzfHjx7PZbENDQ2lp6S9/+cuvnD/vgQceOOuss7xeLy4Sh8NBBseXA4HA1772teeee+78889ft25de3v7DTfckEgk7r777muvvTYYDG7fvr21tVUURcsiiPPEl0h1GriPcP2n02nDMC677LJkMvmnP/3pxhtvRA2Mltobb7wRCATWrVu3devWZ599Flr/UaNG1dTU3H333VddddWWLVtgFb9w4cKHH3546NChTU1Nr7766s9//vNkMimKoifgaY+5SFqVhbSqGYozonlHkL7GXJ5rznl+88aG6+68aIyk6ZrGSxzLMKahcxxjcUTVDIvjLAaiFUKoWnpwGg+VZEPDxNbW1tLS8g8++GDnzp2jR4+urR3l9XpjseiOHdtbW9tlu7O6ergoiuPHjzdNvWjdNlhOpBZGhmEUCgWkqVuWBb/RYoXJZ9MuFNljSSkePccPzc3NkiSB3uY4Dl74iCygdkbg0fv7+zG/Sxcc9BzoFDjW8FAoFI/HwaGkUinoKyzG1FmWtwhvsDwhJkPyPFE5wuuWaJCA7HRwosbzSj6nF8yCbjllYhDywfYPJ51x+sHjx0KlHjdvz2XyuaxWsKyCbDF82uMwbYZiEFNjBI619/RGtZzK5jPD/ZUBjy1j6U67fVj9tF07d2/b/d7cqVO9FcEcy/j+H3tvHidXVaaPn3Pufm/tVV29pdd0Z+2wJIQQhJgJJGN+gopfkcWBQZxBEBEcUYHhowiOjvpjGRBUZEQI23dAkUVlQEJAAiRhScjaSXeSTu9d1bXXrbue8/vj7T4UncUAo/5k+nz4o+lUV9U999xz3vd5n/d5hFDQHe2Mhuwhd2DYZAKtCJVHnt920QylgiN/3Fbc0FspOWLCEEUX+0hjkuDLhPoeocwISCXT+Ysdi3ynBbhH0zTbMrkAC5w1sHtPSbSmwfLp8SEbf/PmQXx//5sYPIWoTvEPljHhaidsUsSj2lV4yhtWG0OCXsro6KgkK1ARrlIOOez3qe6UTaVS8D6hUAjQTQ4gcbkxrlyL0LtIMnCk8YwCAko02XAJ2LnruoFAgJcjgbJCCAHAFRBoODhBJR2gZcZY9QF5uGvJZDIHDhwol8vgS1oqFsPhcGNjI4hhVydCcC08XfE8VxCEfD4PLBegpoDYH7yGi6Bz3jxgeKIo6rpeLpcLhQKY0YDcNZokuANSC5XuYrEIyt+SJANcxw0aYYYLhYJpmtFoFHixXPYLoo0PvvbeE47OnUSrfTTBZzQUCgHnG2MMmoO1tbVLlizJjI/Lsnzeeed97nOfwxivXbu2s7Nz8eLF8Caqqsbj8ZaW5lQq7fv+ihUrjjnmGMBB+/v7Gxsb29vb6+rqBgYGQqGQpmn5fH7ZsmWRSCSfz993330HDhz4x3/8xxUrVoDt5axZs9rb2yORyHPPPTc0OHj11VfPmjWLEHLyySf39PSsXbv2ox/96BlnnJHL5SKRCCD9pVJpcHCgr6/vrbfeEkXxtNNOmzt37iuvvLJhwwZCyNKlS2fPnh0KhRYvXvz222+vX//K8uXLL7zwQkmShoaG5s+fP2fOHEkShodHOjs76+vrZ86cuX379meeecYwjKuvvrqtra2mpoYxtnbt2i1bthxzzDGrV6+ur68LhyMwV7AYYC1BBAkZr+d5IyMjJ5xwQiwWmzdv3saNG48//vi+vr6Ojo6WlpaGhoY1a9Zs3LhR1/Wvfe1r9fX16XQ6kUg0NjYef/zxg4ODzzzzjKqqV155JUIIQOtHH320VCpdfvnlxx577IRUqOtpNZ2VfMHPj6uKJurhZx644+Q64gqR23/bvSmfzKLQquUfkTTNd2zftWQBI0RdSjERGSYIY4QRYYwghhFCmCKCEcKu4xMsMIbq6xu2bNlcqZihUEiWpdHR1Jtvvrl58+bt27dLklhbWxeLJwgROjs653XNE0WBUZ8xyhDFGAkEu64HnHUIuYrFoqZpoVCopqYGWHNwFZBcHZxP8l5MSFegBgVguW3bpVIJdHXAMDgUCgEFBdIe27ZhOcGeBhqa+XweMALeTQi7B3clg1fKsgxEu9HR0WQyyZ0KfMJcwjDCARdLFDkCckSECFZ8UmbIkoQt27aioiNbdOFxbQ3JGpGR9Egxly1t27lZl8t1YUmhLCCGTQu/2r196/AOv7bx04sX1NIKo55DdBEZb+3tX9+7x6vkPzu3qau9zdWjJQ8Hw+FdfeX6GiOYUBrmzqWE6PlCg2/tGhj9w5ikacGlrZHWsP+9Ox/Us29oDbPu+92OcTes6sFkLHDS4tMoC/hErlBLkjGivuc6jHgC+0tA0dUHItg/R6PRcqkYCASA9cfNBPhJVK36Oh3GTY8P08DT2vsfvuG6LhgRg1DahEYyESeEAifRIO4OOOmxYkJLH3Qy/Q/iEPAp0LwVj8f5OZfNZgcGBoCk0dDQAD6LsP8Ci2N8fBxY+MBmAVonEKzhkK5OZiAH4C1foCFTnXjw5ORwkzY8PAzCw/X19eVyOZlMondbxh7yzyH4hq4v+Kq6rtfX1VXPISQAnufl83mw4IEUBQJhePNisQjgKNCB/or5LWQLqVQqkUgcgTmTSqWA2QypVCAQCAXCkHFBFAWLrVreDvj3+WKBi/FXp1hTnHQxxsynUP0AZTSQpoH54RI9lFLGKBEwdwwFnQ34eqFQCOTqmpqaPM+zbBdCN+guha/KqQ6cTCwIQjgUqHKlQa7rQWd2IBBQVcW2HVDwqJg2R3l5hV3TNFmWfN8zTQuyDt/3iSh88FpH9RRVL0X+FEyxT4JMIG/mhgYGFUkUCRER3vLGG7/46d3LTlk2MDC4e+9eIkl6LHrbnXfqigzFK16mQ5N9BVMeH4wxpUySZNt1MBYkSd7X13f33b+wHQ8hgrDgeb4oSr5PRVHwqSMSxnznH//xc11z576rNIcowxQhRBjhjL50Oh2Px7lxDM+iDy71VLd3C4KQSqWg0ggaLAATcBAB5iQSiTBGs9lcdRM8dMVA7QJ6JGAVVdfKpsw2B0RANjSTyQDjIpFIWCoVfWI4gsCwR6gj+L7gE8YkX3A91Tai/7V+wyMvv5LyvFs/2rTipNMNUdu6bcvO3m5q+wElGJvZMO+E+aiQ9wZL//arFx6X1SuOafrssuUR36OurVGZCfrDu96+44/POfnCHSvP/Oji+ZWoKgtiwPbfenOnrLJ4QKprnVkQlZJL5Vzq6bX/fcPGnfUzZt/6f85dLHqrLjsnvXefpmm5XE6SZdd1zz//H770pS97nocwxpjXP2HV0Q+4Yqesz2pxG/5Ljo+AvgoI5kKyBA05wWAwmawRCD7kszB94k+PD9OYbvT8EA5JkmKxWDgc3rFjRygUqq+vz+fzjm1z/jo/dOEcAutpqBejyebRI2vnHf2AACibzRaLxXg8DhEeY2xoaKhYLMZiMcuyNE3jpy83q08kEqFQaGBgAFzKIVSCujYE7lO2ZghHoAk1HA6/I4xYhf4e7kKgbApBTDKZNE0zFAqhQ3HuD3n2iKLY2NgYCARAMTCTyXiu29zczNF0qHVQSltbWwWB9PUdgLMnGo26ngenkeM4sVgMMqW/4knDRVEOLulMyWHi8Xg4HB4dHR0cHHziiSfGx8cxI8FgEArQ0HMM4Q6/BSBt6TNajXLxlXbIoJwzSvly5eL9/IBnjPrUg3eDtQHfEC7Etu1kMgk9qZbtQmcCJH68BlId7U1wyfBE9yGsimq3XQ6gUkoZfceKFYJ7VVUB2wOtw3feGR964R05mjlCUH5Ii0ouOcILO57nudSVBdG2bceu6Krm247HyLNrX5BERRDliuOFJGV0ZEwWJ+64oiiRSAToZ6BGz/cE7gDAGKPUQ5Q51JZlubm5uWNme3dPr+t4lFGMCZi8UEolQTArxVkdrXPnzfW9KTJQuDqX4I5pkL3zm44mfeI4lIAmaQwQUnPtKeg+TyaTfPKrM2r+/asXNmR6nKbMYYvqjufqea72mIPphey9UCikUilFUWTFwAgxhBhCFBOGQVOSIoRkSbBd99QTF7+ye5c7nnnp+e7m6Jx4MpicNaPuuFZRFLBLXdfNptLj6eIbb+3emhqdO7dr5cJjI8hBrulIBqVY9wtNtVGRqbbnF1LjzDZ9nzDsl8aGK2ZhpJQrlZVobZ2k+gHXNXPlXAoFlWBdVFdFX8LCxz566k+2vM0Q0nTdtl1JUrq6uiY6HCbIP++I4Ryys/YoxxTGHadowtPEjyHf90GACAqJQP+D0ihU4YAmV1dXi9A0WWV6TAfl0+Nvdqiq2tLSkkqlUqlUNBo1Kza46HGxFJBlBHVzRVFisRgEZEdAhd/fANM7EGYB0et0Og31X6gX19fXw//yjwYIChofgXEOZGtKKQQ9gJRzaBPCLyBIABOGH7pHeRUAoHIHe6BTH020BIeKbdsgPD88PByLxfK53NDQUG1traZpQJsGsjVEpcFgsFQqgQENvEO5XI7FYmALegRN+r9MUM6jzyNkI5qmQfmirq5OluVVq1ZZlqUpeiAQAMn5SXdDicdbgEGapmk59lEyakQiAMGDV65Bt8RxnGAwqKoqzKFtW5nsODf1BLgXdI7D4TD07Obz+UAgYARCUFHhMVa1QPK7Al9Eq3s/pjRUQPgYCoWoj3hXtGEYsIaz2Wy1zeREtQS9f/2catItOqhPd0qGw2tf0GpMKR0ZGalUKqFQKB6LYIassnnLj/5f26x4HqUMC5IUi8YSiaRl5tGkS+WBAwfQZPcFSKMahgHlLAaKf5RijBVFwg52PYdRNGtW57aduxhDgigiRkqlgihKAsGUeoKATznlFIIxFnD1msIIpF0oB8IJIZqmQVsLT7x5Rs37Mnl1ArBtz/OgOxyYD1ClmZL2cEx9ih1bdVbPo23exc4LQdXY/JR38zwvEokUCgUwgZaRQVjV9U1o11CMEKI+xk5NNLCgo20wPfKWKevrNn7s1EWNNETGS2rIKFfMkmlnCvbjL218ce8BUlt3/Izm5rAumSXqM18VXOLrxG6MhTobWt8a253Jl8pm0bMEIxTZvH1L2ZIPZPv8RNIsFeKGVCzkfccfSnvYQ6010YBEXNM5c9XKza9v6e7uhi3r7/7u7xobGzOZjKqq/qRfryBIkxZs738nOTif59jKFKNosPeilAIqwSsYoOUPepQYI8TedSpNB+jTYzoonx5/GwOOCsAyXdcFEirG2LIs2Pu4BFgoFJImJQvhAK62MaoGhN73lwFI0nEc6Fy0bTudTkPDn2maoFMOyCXEE5OnggDsbcZYOByur6/PZrOApoDEISd3ArQGLj/wPjyMOwIYefD5ASc6RDPwPkcpgguS0gAMB4PBdDoNFPlCoeD7flNTE0ht6LouCLhSseHFECbmcrlQOOw4jqqquq7D1z6cNMpfZsCnQ0/tkU8+mGHDMILBYG1t7YEDB5iPCCHt7e1gpwKBOzdYDQQCmqaUyxXbdQ730VMCUAG/y1KEcyqy2Syo3wSDwXK53Ne3v7YuCaIuIKUP09va2trS0qKq6tjYGMywIMocka1uuT7YypFRD+BSjtPz3ABNsikikbDnMgjKZVkOhQKiSBhDnsegLxnQ+onXE/wBb8qUH46gDwj/yvHjcCBkO3ZtfV00GiUIK4qy6fU3H3/sV4QQp+KKsvTxMz5RLpc9x+aAMVhvAp0MzNVzuRylNB6PY4wRNKz7viCKgoB9xhBGc+fNdh97TFE0hBllPiEEI4YQrVQqC49bsGDBfM9zFVH0ffYujJxNhK2QCgJFDWSXQPAEJpBDCXBdkJBDNu55Xi6X8zyvpqaGN6tA++bBCSelFPR4OFh7yBwJYvRAIKCqMmPIsmzYOTnKW+1MBGk5R+4JQghRhgWKEEOYIoIQZRRjRJBPJYF6Nj1h/qw3N7/e3Tzj93u27ti/b+nM9q6GGYYmZ2ip98DQlj2j+4icqW9Tdekjc+fIrExcRyQBzLAruIzRqKLMrq3rkfvf2HfglPyscFDOuU4qndkzVpANvH9vX1AxjiedlbK1b6TcnakYIf3EjragTKyS11hfc/vtt+/atQuUTGETTaVS9fX1wqRLBmy8qKqb//0t2uodGB5kKGtwLR14+rLZLEII6OOAU0B1EbTIIECvLhBNMXiaHtNjOiifHn8DAwBXQggAXbDBAWQLHWZckQ2OcL5FVm+pU6ic72/IshyJRCzLYoxxjBxA+kQiMWPGDEDFqoMMOBjAsANqxOBUGg6HuRfPFLslz/Ns24YNHY5tfvSio+Dh8GKr67qga370zZFQXoCgIRqN9vf3h0MhyDqGh4fb2tpUVSUE27YL1fZSqWTbNgSRoHjNzdvBm+mvtWbgtAPKBzTMHW4S+JcE03IQMveo6/ne3n09yWRS13XLNif8VhRRFEVFlRhilm369BDJUrWb9zsQJvOniC3APAeCeiaTSY+PFUv5crlsVsqBQAC06gqFAkiONDY2hkIhjHE6nQapDYyx41iTwZNr297BIS//YuKk3D7vV+aa2bxPwLLsUCggiFijiqoqvu+bFQsWpCDKgojdgm1WShPcqqNNtDAPWI8clDPmH6HQAaFPoVAYHh6WkOR7HmYIcq1yLnvRxZ9Xda1//wFEyIoVKz664rSyVRGwZ5pmoVAAaSAuzs2ZMODbGovFqOtIguj6HnW8CRVzQYyEQwsXHrdp01u6EaDUEyWJUeY5tqGppy77iCQKUNyCULw6uQM/XX5p0EBZKpUqlUoul4MUF24fl5PikqOO46TTaZBakmV5cHAQXnzIhwgabKDRE8hLU6hT1a8MBAKKIlOKuDMDT7QguIceGChtwc4JORhhFCOCEGJ4ojEWMcIYxQhjxiRMy5Xi7Ib6Y9ubXhzW6lraUk75qe6BP2zepwfVFC0RSVMjjWOCUqqNxRTvmLqE5+2QSEDEuuwzS7QchhUPLWlv2bKjp7s//+ru/Us0LIYjC07+u+NDYaFSoki0mVv23VSh8vvN2/dROr+xbkFtveS5vio6rk2x2tExC5Kf0dFR27ahDUmSZU3ToLrFs9YPgg2hd9N+oMLGEyrAa2AnhLtWTVWCxw0kuTDGpZIZDOhHVnSdHtPjQzCmF82ZAM4AACAASURBVPeHcPCgASEECol1dXWW7QBxGdqYBEGQJcn1PFZVo6eM8SXB448j0xiOZpTLZUEQMpkMUEQYY6qqBoPBSCTCJUoOprBbltXf3x8IBCBg5Q151anCkTt+pmhlHtk0Z3R0tFQqOY6TTCaj0eh7goiqewQppZlMplgoOI4D8jXAOI9EIp7nZTIZOLkhyMAYW7ZtmiY0sPIWz78WCAQhnWVZmUwGnFYPh0jBlcKF8wLL8NAQJ65Eo9FIJALREpokfkBChYl4lEg5wawaIOehG6zJdDo9PDyMEAK8PBaLgSyMIAjRaBRSC6BmQfspxphWtehVZ6SHm40pIDp3ZYcOAVEUdU3FmHA5P46mQxogSRL072KM2RHRxKqliA4ZlPPEoOqp9I98X7LZbKFQYIwJHovXJoOhkIcoBo1USrHPEELpVDoWjyOMiSgw3+W9GZCiQxQLDDdAyuF2BDRVUZRgKCiIIiGEIoYwYUioWM79ax7c07OXEJEQAVEqEnzWpz95wqLjfOqKAmYUAlYyeY08Z/Z5LgEfPTQ0lM1mgQpFKQ2Hw/F4HOI2HgGbpgmkNcMwYCcpFouKokBSjQ5qWoALqaurg1bgatJ/dYUQVpSmqeWyWS6XQXdF1zWMJzpHgUPFe13gEdi3bx+8sqGlljAiUJExwSfIJ4hhRihVfKpg0fKpLRJXU8by+Que3JK1iy71VSQLLvUE5ktYcInkS54oWKz4zyfOuXb+3DLZHfRnCJWAi/OFcBG7EcNRPIn85MWXHtkxFM0OHRfw53d01DTPDyVwq6WPV8x9ldSu/b3de8d6HK1UV3v935/08cZa0fNKhClCEfsGr19R6g8PDwOcgRBjiGKMVVULh8OqqgiC/AFPIjTZGAA5czXRnE84JM+oyg+oOlnCGGezWUmSZEmALnlO8JuWRJweH77xIZFEnB4HB+UQvuTzeYCZR0aGZVma1dkZCBjZbCabzbiuEwwGBIFQ6lPqY4wYo67rceAZzhjeDwf7OP9XLjHO5QV5iAZccHjl8PDwyMhIPp8vlUpA5BAEoampCdrIUFUFmTtrwtsWi0Vd16EkPaWbbYrM358sZR7uBdV801QqBT2pYCPH5RemwLR/kmgOFp7xeFyWZWBNYIwHBwehs1NRFOBRQEgnSRIRBIg8wMUTbJXgo23bhhbYCexWFDmMVO2dMSVqhHsEFCYoTwPRGS4KPFl4V+IUDXt4TTabhQzhYNup6outvinwyoBh5HI5x3Eikcjg4CBCqK6ullKaz+fBHdayLFEUGWKMUeiF40RoxqimqY5jY4w8z4VZZ+/WPuM3Asi74D0Uj8dLpdLMmTPD4TCQgKHwkslkJEkKh8OgLznlWg53T3l9/JB3Fh2kxlMxK0Bep5MDSvAw1cCQhrByiqjllKhFlmXbtiVJ8n1vsktwYnIO9/MUovmUL+z7Pgil+76fCIXCsYhPPYYZwxRj7FNflMTxdBphZBg6IghhRqoeNK5bAoqEgUAgGAzm83kwdjE0LZfLpcZSZbPkuo7rua7jup6r6UZ7e/uuHbsqliUQgXrex1aedsrJS33fUWXJ911RFDEijE18ZzJZF6CMVjNnxsfHR0dH6+vrGxoaZsyYgTHet28fb/AFLk2pVOIAOexIAP3C/3I+evVthWcnEAiIomgYOkgicok9aPkwDCMUCgkCyeXylUqF931CgmeaJsC9/G8hTRIEASg0mqZFQkFMGaUICQKDBl+GCMICQsT3EWEYI8Q8XRGyxcLWVMqWAxZSmKjZWERIxUj2PTvMzCY3/y+nLYn4RU+WqBcUmCiRkic4NokoHjNwOdGSfGJvJoVUD+M39gw8v3nfSztee3Pj3t+9tunFvv27LWGI1Fq1zcla4fJTF9VYzPY8WxewTwUqIoYYQ4wyUZQ0TaWUlstlx7E8z5NEiTFWLObHRkcFQQJiN2/+5l4NfD1X7x5QroR6C7QSFQoFKAyCq66maerkAKYZ9AgdYQ+HQpyqqrIs9fT0JBIJ6CH+q/fET4/pMR2UT4+jK39Mmr9A7JXL5TKZDEh/wBELmCKgXxDi8KqlKMk8HCeE2LatqiqH0qsRO+ir44IJCCHgC05IIzMGbuTZbFYQBHDDASGLSCTCoawpXxu+MELI87xyuQza5H+BGbNtG75nKBQCJgb/J85rhFiWZw4cYJtCPQfeJHSqhcPhXC4HiKlt28Avh7O8GvuH4Bs6xsrlMvQviqIIADBPfjjaBIUFXl6YwouF3/PeOEAQuegYR1t5syz35oDrgtZbSZI0TYPfH73qORyfoAkdjUahu9cwDKDX83Si2jeRvxsvdvu+bxgG9OrhQ6VVwPMpl8vZbDYcDgOKBm3EvI0MgHNoY6hmKRzhWo4g8X5IkfiJDXQyB4APgrkF4y1VVSVJ9DwPmFqHQ8rhzeFp4oX7Pyk2PyVRqf6S/EpBVI4QokqCHjQYZpgICGNCMGNUINg0S7Is6brGEKPUJ/gQSjvc8wgk+SHtSY+lFUVRdc3z3FKpVCgWS6ViPl+wbae5qUmS1W1vb2OURkKh//Pps+LxWNksEYIp8zDGvg9NkxhjBJ/IkE8n12oul4OaFWOssbFxeHgYKk7lchn4KqZpFotFUOcAFjKEjLDCAUc/JKGcT5RhGL7vi6IAUTid6FhVYK3CVlYumyB5yadUmKQzgfwO71PkQjewyBFCwYBOiIgQYggTSUSQJ2MsUEQQYxgxxBBiAmOmyF7c2cOorvmygUXRY9hnhFBCKpqbOX3mjNPaZiiq6FONMBERBxPLIdhHmoA8giwsKZuGSntdYhKJKYZiRG2D2TjkhYJWNFwyamytvlSxP95Vt6wuih2XSaJNHQWLhAiYYEwwwggTLBAMTTWSJMIeWCqVVFVBCGEsQHIO6RCIEcH0VuPfsGmUSiUQEoB9AOAAXdcNw+ATewRloSOcZRObre+VSqV4PA7ERV4Umj7xp8eHaUxzyj+Eg0O8CCGwzwS1iurWPV3X29raxsbG0uk0mOYAqicrGtd0A54J1K/hf0HUAkIceBnE2XAaga4Wh3UppblcDlCNTCYD8UowGAQ+w+G2YC4LA6Lpf7EZgxkQRbFcLnMRQzit4RCCy6yWcIYoCsoCvGiQy+Vc1xUFAcJE0POORCK5XG7nzp3z5s2DbId7izKE4P0hds9ms6VSqba2FtRmgHcOeCdg8HAugojYFCECHnoCDYDj/TwEB4owJCG8mxY+hR+uENYAwM/f6iinEeKV2traVCplWRZCaGhoiIPu0EE7JY3hP6uqWiqV4PA2TRMWrVRlrF0NLbuuWywWIXMYHx9vbGwcGRkBzoyiKIVCAaC4ap27I/BQ/yQ763B6RPB7yF4qlQqsebDHkiSQ/nyHF8EOVWrgFQ8Ayw/nTFyN66N387Kq8XLeEwI/hMNh4Fu7nj3xMsIoBSVH6lMXehgopQhjLBB0KBYPz7QhnAWhoXgsNjo6UiwWNU0Jh8MMg0sAtsrmzp07d2zf7tpOMBgqF0up0bFoJIQxxoQxn/q+i7EAGjkEYd/3HdfyPK9ULkMxDR43yIRzuZwkSQ0NDSMjI5DMB4NBiMJBmqlaRAXmhDerTGlQ4Sk0UOQBAhdFUVEUw9A97x0MuFKpWJYFeWy15g9Paz3PgzJgKBQCPJgbA0M7AUIT2LnnU8e2BFE0VNV1HIaQjwnCFCEkMMoQmldb22SED5Qp9X0miC5mHmFUcAXREZC3YslxOhErgijbOiI2I2UHU8QUAXu+4LqUGQyf1Jh8biCTl4MJJRCtWCU5VJZCMkYmcypElxRDLuWXxKJSpexiBUuC7CPkYYc6VY6nExuRpmm6rkIbOojJaJqey+Wi0ShUBmBX5zbDvE+JbyxA1ueN0TxLJFX2xu8DXarGRyC+n3YOmh7TQfn0+FsaHDyAIDIYDE6JJDhkmEwmQQkR8LxKpZIez0BRGNDKcrkMsASXHeBBBhxsgDY5jsPpEABcIYRM0zRNE5wgotFoMBic0kt6cOjD3wQCuA/YaXT0g5veQ3gN2jWAakOuAhFzdfTDDwZ+GDuOAwhfLBZjlAJHpba2FuLsYDCYzWbHx8e5/DMoNkDMbZomwLrRaHR8fBymHaJwOPMg6AfRaKAvT8HIq5FULgoBsQXkGIBUwTnKsWrP84Bcy5vnoMUNyLvvVXsBqgR1dXXBYLCnpwchBLoKsVgMBKSrteqq/wq4y+AqD4nQwf2dU0JYYA/ncjlRFAOBAJQmxsbGIBvhjJ2DzYn+5Nl/sBLLEYIGWZLANAp6E3Vdn3R7pUBZ5qJvZFKhv/qdq3n5/IE9pGnlIb/J4bIFWC2wAjHGru/7lGKBIIQwQ4gxggj1KPOpLEq+7yNBIIcJyoEWAmsPAnRd1x3LbWlpLZeL2Ww2n88zxogoECIZRvDxx3/zxG9+GwpFZrZ39O3ff/PNN593/jltbc2Y+I4HDrUqwaIgCAQJlm2WiyXHsWRNF0UxmUxSSiuViq7r8Xg8n88ritLf3z80NEQphboZPJ6wYKplHzmNpFpc/OAB+S2YBAN/DE1qjNiTg9u5T8mF+NYH5axg0ADMojpZ8jxPVzXHcVzPEQRZFjGl1LYsERM2IYtJ2KQjTyPSVsxZ8NgrWyu6kaeOIxMBMwF5xDVPmjeno64Ol+wyknRfprhMxYpDROTLMnV94rmIyK6/uC6qeJalBoqYin7JJKpn6Nj1mS/6WGRmqSuonpisNbCVJ8h3zYAgYiRgEU3u1S7sHFy3SlEUsDSG4mp1rQzmGTx9+eTzWJxTHHlOyPsfYD451ef9bdF8kkEn4HBPyvSYHtNB+fT4/+OoFoLlLhi8gMijSQ44gQIaY6wmWTc8PAxkaIilgBoIZWuO73LJQkBKeDERfg+nF1S9IcSHmAwiRR7dHhziQEAPIT6of/xlpgtQeSjdVuszAnIGZAlghE8JFnmIADRKjHFNTY0gCKIgeJ4H+nFNTU27d+8OBAKGYfT29ra3t4fDYUDsYOrg0xVFyefzqqqGw+HBwcFkMgm1dcMwcrkcEH7ABNQwDNM0DcMA+GoKpRhEIaDKzJXCeVwO9xqiebguiMglSYKAkh+uHFY8ZPx6yFsDJucwCbquv/3229AbAPal0OqKDvK74WsS5gEWD1hKea578KkMGCrE7ty2VtM0SCMhbuP3iKN0R5/dVTP10aHklquj9kqlEo/HoSVAkiQA+2G2IUOrdrA6OAGAsAbA3cMJhhycJxyS68/zlurpmojaMWEYYUQwIuDAIiBkey5Bgiyrnu9TRilFAjo0faW6uAHTqAcMy6pIilzXUE9IPWMMUZbJ5Hd3965b+wKizDIrqbGxcrE8MjzQ2dHe1NTguCYi0GpZoJRSHyHYdhTZMDTL9RzHgY5wWPb5fB5W4/79++PxeDQahRia21EBaw4uGQJEPhWQ8R5yMiGnhSZg13W5nCVE89yWlU8mn3ku/Q6JNCx1ngPAIwZvm8nkNE0TJdHzXYwFhBjzfCQpDKNJFyECba5BG31szvy3tvZ2+45PRISJ6rqaXWk3AucuOkUvewwJFBGEGEGuh32GRcwkkfkYUYoEEeH2sLSkqea5MZOKElVED2sWZYIoK7IsuL5aTp96/Oyg7xOCBNFnhDHq+S6ikscYflfKipAoiqZpxuNxSIxDoRBcJmz+sMKByAfXHo1GOaeFk86rpf15EYMbxh2lyOzBtVP4GW5Bf38/+LKZpgntItNjenyYxjSn/EMblFdHPxy3qD6/pwRYE9EDIZFIOJGIK4pcKpXhmISIkNMAXNcFWJ0xpus6uGxyXw8IL7gzH3AhuA4JQLCH3Jo5Lu44TqVSAcLoX2a6xsbGgM4RDoe5kCKcxNCaCaIQlclhmiZIbUBYBurpgUAgFArBLFFKQ6GQJIlAVdd1fXh4WNf1kZGRt99+O5VKQWTc3d3d09MzMjIyODjY399fW1sLwUQul9uwYUN/f38kEuFYIMTKw8PDe/bsAVH2KXziKaAyJ0WsX78eiEO8fxfuEbBgg8FgOByGVITDjXw9cIPM6jjvsP1VjDJGfd8vl0v9/f0tLS2FQl4UBcbo+Pg4uF3CGqumAKFJLx6Aln3ff+211zZs2BCLxQxDn1yo7wQQruv09fWFw2HLqjBGg8EAhAVw1ZBnIoQgtqsOVQkhDLOJ1sIp/yHEoPcNM4beJaR9cIxbPXzPfeKJ30QikVgsBt3ShmGoquK6ruPYk0ZFiBCCCDp4zkzT3Ldvb21tkjLKEPQJUPjog41OD/oyFGOEMWaIUkYRRgRjxijC0AmK0umU73sMUV3XNT3AECFERAwRRphH06Np06yEQhFRlBgmPsLCETcTvoEIgmA7HhGIJIjwQRgjgZBQKLxrZ/fatWs1VWc+KxVLCCHKfEkST/7IUoSZKAqTLgSiIAqSKIkCEQRMCNKNYCQSqampqampgapaIBCwLAu4QHV1deDRy4l51eh1dcczrJBKpcJp5dXPBVCcHcfhPga88WaK/eSUzJMnJLwTXVVVoMpw9SGoGEiSZBXNbC7rM6pqMmIUMyaDAS3CFCOGMcMTtwgjL6aKDU01m3t3lTGmvhC1KrNFduWKjy6KhhXf8Zmp+iYVEBVsjClisuhLiockSghFkox9ZNXWN47sH8zmc0yRqC8HXYqx7tg06BZXd4Q/v2yBgXzXsh0zT6mdLuSZQypOudpq13Ecq1KB9FJRFMdxGUPFQtGxXSMQyOfz0DUB23gwGAwGg5xWzp9ininBNjWFVVXtpfWejrB3HxAYamLj4+OhUAggg2kGy/SYRsqnx9/AgHNrSh/bFOCN06OrWQqEYMCKgsFQJBK2bWdoaHhsbEyWZcMwQKtYEATDMBKJRH9/P8BXEHxw/iVERby3r1gsArUd2CCH20n5AQkADFiWfBD3ivdaWECT2iYc2uFnP/fi5hMINVwgUYTDYc7wmZDREEUgGeu6XigUNE1rbW294447nn32WYxxuVw+9thjL7vssptvvnnf/v0Q8Uej0V/+8peappmmeeWVV46NjYXD4dtuuw0C6Gg02tPTc/vtt4M7zyuvvDJnzpzrrrsOpogfhBD0gPAlNFppmrZu3bqPfvSjra2tCKFAIIAQKpVKlmXpuq5pGlwRhPhc3x2wbd/3ebsnF2LnwdChVh3Iw8k7d+74+te//sQTT8ydO2fLli2SJCUS8Ww2EwgYgUCAIcJ7T2HCOeWJEDI4OFgoFM477zxZls1yETJKSmHFYkEQKhWqqookieWyp6pKKBQ0jADGBHJFMLuBpIXLIcP9opRKyiF2PC4zD3dwomVC0eCXfHDLoeomv0rFfPDBBzo6ZjY1zVAUgzGm6xql1PNcSn1RFODp8DyPQLKHUTWY3b1712OPPfZv//ZvcI0MUYhX+dqDea7WEuFfBpOJ78MJ0IIgQPFkosM7n50w4wxFZEWFVl5EGEGYYWabTsW0zLIZCAWRcGiBRfRuo1AeyGIi+pQiRDHBhIgIUeZTSun8+fMT8UQuV6IuFYgoyZKLhEWLFs1sb/eZ5/k2EaAgwIk0SBQxIcSjhFcAYEcCpSZonIANwbZt6NHkE8h53qqqgg0C5LT5fJ5LhfB8FSFUXe7jJmVcaLU6/zmkSA4XnkIIqaoKWDtkrbIsJ5PJVCpVLpclJgQjwUxmfCw10tBQFwlFHccRRZkiRKF6wxDDmCGaNcxQpTS3MXrxeau/9eBTPhGo7p922keOnd9Mx7M2sWRSSVh2v44ERgUqSwwT6otUFCnxBdt0y0wlx8eMfz7lhJv/e10Po6Irxl1UoIhJSkc8es6p853xnn2eFnZwfZBUkB9KRHQ3zIgKVQLTNKGYpmsaV5+Mx+OpsVSyJlkqlcbG01C8ymQyjY2N8PMhFaim6DhB6lIdiFenT+9jYIwZZZTSmpqaoaGhVCo1Y8aMafrK9JgOyqfH38w4gnhfdam3OuqtiuARETBCSFXk9raWUk0cSCzlcjkUNOLxOMR29XXJbDYrCqosCYx6iDFJkiEsoJQKhFDfRQgboRDXY5kCkx8sJAxBIfix/5mqk1DghjCUEAJCb9FotJomDtwPdJCcIj8GgDpsGAaaFCLgXjPQvulT6vm+IIqyoviUYkI2b9ni+f4VV1zx5JNPjoyOZrLZi7/wBatSliTphhtumD2rIxGPYkRfWf/HkeHBRCJBKa1JxOKxSC6Xy2YyP/j3f29ubv7mN78ZCARG/+EfrrjiigcfeOCSSy7xff+pJ5985ZVX6uvrzz333EQioSpKz549a9asIYR88pOfVGSZUXrXnXdC4QIhNH/+/HK5fOYnPgEXuGPHjk2bNnV1dTHGXn311ZGRkfb29osuugig60cffXTDhg3JZPKEE06IxWKLFi2yLAvOci6OBp2OsvROjBgKhYCL39raeuDAgfXr12/cuFEQhNWrVw8OjZx33nme5/X39z/00EPNzc2nnnrqc88999nPfjaRSORyuS1btmzYsOHkk09euXKl5/sv/OEPH/vYx1zX/e9n/1AoFJYvX757T++BAwc+9rGPOa6HsPDf//3sypUrJUkaGBj47W9/+6lPfQpj/POf//z000/ftm2bYRhDQ0Nnn302Y+zBBx7evn27YRinnHKKqqozZ8585JFHILOqr6//7Gc/6zhuIBDYs2fPo48+CgX9s846a/bs2RwffeKJJ1555RVCyJw5cz796U9TinQ94Hn0gQce2rNnz5e+9KWOjo6XX3558+bN5557brlc+elPb73wwgtrampc11u/fv3y5cspm2gKFAgRiCQQSdcCpVKJEFEUpNc3bXr00UdjsdiqVav27dt3yimn1NbWrl+/ft26daZpnnTSSbIsr1q1ShCE/v7+hx9+OJfLLVq06Lzzztu6detLL730mc98RlXVH//4zo985COKoqiy9vvfPvOps84q5QsPPPBALpdra2s75ZRTxsfHk8mk73g+9hChAsLU89ChlI4OtlXCGGPkE4woZdRjoih5nidJCqW0ua2ttaN9/fr1uq47XsXxzI557av+n9OIRCzTEwQZIywK7/oUhpDP3qkhVEMJ8APQJ4AIN8WenVODJp0pJyJmXdcd24bSEOwnAJ8TjAWCfM8DdhmZdHSvLqdwpfaD2UFcBAmqMcViEVTwAWzWdb25uRkaacbGxnRdlyS1b/9wIWrNmDHDpxRjJtF37cmag0NuNDYeOD6T6cyNHYimW8atzuxs1WwsSVRGIrECphDSbQFh6mPGMHVFh4oVzJBEJN+RsatViNtWK6+oQ/GdW5+v/5jjFmbYY63F8XNOWKIVzLCajIZVjLCLiICp5iMmmIgJsH1VfxnYrGDjiiXiCCEtYMiqkkqlGMaIsZHh4ba2NkYpe3e6Ag6v7DAwR3W14T2h2od4MRYEgXg+k2S1Yjlwt6YP+unxYUNUp6dgevzJYRhGPB5vamrq7OycMWMGROQcYqy2OeTSB5qmlUolzkGvfk01WFKNRkMzGZyjgPUekhj6wSNyricIAzz5QFt6ygn9PrIgfrQbhqGqMqiMAbQGmUaxWLz22mt/9KMfJRKJBQsWtLW1gd7LJz7xCVDIefzxxz/zmc/EYjHGWKlUkmU5Fot1d3e7rnvhhReOjo5CofmOO+5YtWoVQmjz5s3r1q1buXKl67pf/epXx8bGFEW5884758+fv2jRol//+tcvvfQSIaSrq6uzs3Pu3LlPPvnk7t27u7u7udHPo48+ms/nt27deueddyaTyWXLlr388svr1q1TVfW73/3ub37zm5UrVzY2Nt53331bt24FXjsXqAHoERxA4dwF5L5Sqdx66607d+4Mh8OvvvrqPffcEwqFli5d+vDDD69fv973/aGhoauuuqqpqalQKNx4442//e1vgcB67733dnZ2dnV13X///XfeeadhGFu3boXg7Pbbb3/ooYcQQj09Pel0OhKJQHNnd3c3UJBfe+21u+66a9euXZZlPfXUU67rrl+//pZbboGvd/311z/77LOLFi2aOXPmz372s56enmg02tjYuHDhwmAwCIg+wOrBYHDevHmBQOB3v/tduVzWNM2yLIzxLbfcsmbNmuOOO+7YY49du3btCy+8AFWOn/70p5VKZf78+eeff/727dtFUXzyySez2Wx/f/8jjzzyyiuvBAKBsbGx3t5eeCLC4TAY3wiCUCgU/v3f/33nzp1Akb///vuXL1/e3t5+//3333HHHdls9te//vVNN90UCAROP/30zZs3P/TQQ7Zt9/b2XnXVVb7vL1269MUXX/zjH/+YSCSefvrpvr6+4eHhe+655/e//30gECgWiy+++KJlWVdccYVpmsuWLWOM/cd//MemTZsgn0ylUlx7++iXOtf2MYwgtxlyXfe73/1usVi89NJLZ86caRjG8ccfd/3117e3t4NK/XsFSnnUODo6Ci0EoItyMKR9MOgAHBXYbRzH4X3V6CCCPkidclid6x4eQv5yUrhdURSMJ3q1ISHnXSiapiUSiZaWFkhNw+EwEN6mcDlg+IgRVe7d33v9tddsfm2TXHZ2bNj0g2/d8Mb61zRJdl0XCdhmPmPMn3w9n5xKpaIpCvU8q1R2TWtOe7uMEPFtwTYl36mLRdtmzKhL1oSDBgj/MIQQgxzmPdyCSCTS1NQEswSsQlgnh5TG/4sNOCk8j04fzdNjGimfHv97QXcQEasGQoBZCHEJD8ggojVNM51OwyEHfVRwmnKx6oNbBuH9BUEYHx8HWS7oQfwfvxbelgStlqAF7jhOOBzmh/p7Un2ZggkBiUWWZTg24F8VRbn44otvu+22//zP/9yxY8fy5ctbW1sty6qpqXnwwQcTiURnZ6dlWevXr89kMj/4wQ+++tWvgjwOTEImk9E0rb29vVgsgipFQ0MDRB4PPvjgF77whZNOOun000+/9tprn3zyydWrV3d0dJx//vkIoRUrVlxyySUY41NPPdUwjJ//NH2pOAAAIABJREFU/OednZ2f+MQnXtuw4fnnnz/77LOHhoa6u7tvuummDRs2fPzjH7/ooot8329oaHjzzTc3bNjw1ltv3X333YlEIhKJpNNp6EMtFouAXP7rv/5rqVQCQP2yyy5b0DWvUCiUy+Vf/epXwH0HQ5+nnnrqggsuWLp0KUS9Tzz5dCAQWLNmTVdX1xe+8AVK6cMPP3zPPfdgjLdv397V1XXBBRfIsjx//vxvfvObq1evlmV5aGho27Zts2bNKpfLCKE9e/YsW7ZsfHy8pqamVCqFwuFdu3aFw+GdO3eeeeaZr7/+el1d3YIFC9rb2/P5fFtb26c//elnnnmmu7v7zrvuam1tpZSOjo4qiqIoyic/+UlRFG+99dYVK1ZAhsYYC4fDn/zkJ6+55prVq1efeOKJ+Xw+FouNjY0999xzN95445IlSxBCq1atuuOOO/5u+fJSqbRy5cqvf/1qhNDAwMCtt976/e9/PxQK9fb2WpZ12mmnbd68+bzzznvrrbeam5tB0qdQKESjUcdxXnzxxe7u7ubm5mQyKQjCli1b5s6de9ZZZ/m+f/zxx1911VW2bf/617++/PLLzz333FKpdNJJJ1133XWSJD300ENz5sy55pprCCENDQ133XXX3XffPX/+/G3btsVisRUrVgwPD3uet2fPHsMwRkdH6+rqvvvd75bL5UQisWbNmr6+vmQyWSgUQIdkkvt+tM+aaZqapnserVQKnNn10EMPIcSuv/76pqamM888k1Lq+15ra/Po6Cj0EEOB5egfK+hAEEUxlUrZth2JRKLRKLeg4ja6HC/nG4soitYk24oH95M2QGgKrw+qPVN+efDg5DrAyz3P50E5l1PkjaQA0u/fvx+o8KZp8k736qC8xJyMVXj08V8N9/VJIbnS2y+m8hgLj/zi3rnHzlI1xbJcIgvEpQwjhhFCiCJGEMEIyaKEKC5ksoJmBBTptedf2PXmm7GVSwzioEz6zbd3nLN0nhhrY56HJ7YgzDDCSEDMP/obLQpCIBDQdd3zPMuyisXie0re/ky1X1mWoUNdEJRprHx6TCPl0+N/4wDiLxzePKTm3YHVYBKof6TTadu2FUURJam66apaB2MKxAVqfUALBkVkt0p848+y+gkBoz7IK6A+/j6Q8ilC0eAdA7J9+XweoGVK6apVq37xi1+cccYZL7/88q233go+l5Zl9ff3r1ixolQqbdq06cc//nFjY2N3dzdYY77wwgvFYhH4IZxfC/EBYMOpVGpgYODuu+++/PLLb7rppt27d4+NjeVyOZDNcRwnHo/Pnj0bOj43b978yCOPfPazn43H4wu6utatW8cYe+mll1paWubMmeN53jHHHGOaJpAcPM/r6+trbm6uqakBD8XZs2d7npfP523bhvt+0UUXXXjhhZdeeukll1wyc+ZM13VjsRiYBzU1NUF8Bibec+bMgfve1tYGdYk333xz2bJlwPY59thjIXzZvn17S0sLaEfOnDkzmUy+/fbb0Gi7e/fuRYsWLV68eOfOnY7jLF68GOIzTdNkSerp6SkUCtls9vzzz9+xY8fevXsXLFigKEptbe38+fNVVe3t7W1oaCCEjIyMpNPppqYmYJlrmrZ27dpnn332hBNOcBwnFotBBWDXrl27d+++4oorgKiTzWZzuZyu67Nnz7YsK51OQykDep0XLlzouh5C6MQTTxwaGkIIdXV1bdmyZWxs7KKLLhocHBwdHd2+ffuMGTN4pyDv3F2+fPnXv/715uZm13V7e3s7OzvL5XI+n+/o6GhqarIsK5vNdnV1gWloLBZLJpOO4/T39y9cuBCepsbGRgC8lyxZsn79+r6+vpUrV+bz+cHBwYGBgXnz5uVyuVNPPVUURVDyOfHEE6F7GJRqgHn1npo3VFX3fQo90PDUPPzww/39/VdffXVnZ4frOtFoJBIJ19QkoMEX5P/hKTv6TwEnL5C8tG17//79AwMD0AsBPQ+AWx/co8m1tBFCXDAExMX5i/kzDisZUPBqU7BqhjQ8d0CbAaScsQnhVO4bBaE5+DaAPgmaJLZVKpXR0dGxyZFKpdLp9Pj4eLFo9g4c2PDmRtsyI0xw9vTVEVm1vf7u3cP7+2RJohIp+x7DDCFGMWUYIYYZw4xixrBtVgxZiWl6aSz9/FNP0kJeGu9LuMXSwJ79W9/Y8up6VWACZhgjiOnpxH/vIYyF7vZAIAAZiOM40Nb/1zqG4MEBSUTf96cj8ukxHZRPj/+9YDn33EZVTVGqqoKsCqoSnoMOSLCcgCZIgNK5MfLBfE3w1CwWi+VyORQKiaIINhZ/jm0dGBcAmedyOUC5oDUQvfeC7BSbEsMwIpGw57lgLAIDWidvu+22b3/72yeffPKCBQuy2ezg4OD8+fNff/114EkHg0EgN4+Pj99yyy0g2/KrX/0qk8kAS0FV1f/6r/+ybTsej/f39998882PPfZYTU1NU1PT6tWrv/zlL5999tmrVq0644wzEolEOp2Gy9m/f39vby8hZMOGDbfccssll1yydOlSCC49z/vlL3/50ksvAX0cYwwkDc4T6OzsTKfTPT09EIt0d3dDEYCrv82cOXPevHmzZs1qb28HZs7o6Ggymfynf/onQRBAOgbA9ddff50QUiqVduzYAVHLMcccs3nzZtu2K5XKpk2bKpUKQqilpWXfvn2e5xWLxVdffTWXy7W3ty9cuPCXv/xlX1/fqlWrVq5c+fzzz69YsWL27NmxWAya7WbNnr1x48Z77rnn5JNPPv7447u6ut54441ly5aBzyLIfc6bNy+bzULTrWEYu3fvdl03nU4/+uija9asueGGGyDUM00TlIJ+85vf3HrrrZAqQMQWCAQYY5s3bwZaQm9vL6jiWJb16quvQvb16quvtrW1RSKR888/v6enZ3x8vKura86cOffdd9/Y2Fh7e/vY2Bj0M4Ae9qmnngrkJVgkbW1tvXv3Ql1l165de/fuDQQCsVhs06ZN8OCMjo6Ojo4GAoEZM2Zs27YNGGL79++fMWOGIAjLly8XRfHAgQPz5s1btWrVyy+/vGfPnrPOOqumpub1118H/XuE0IYNG+ABjMViiqL09fWBzsl7StEJERzHSafTDzzwwLe//W2M8Te+8Q1CSC6XpdS3rArGyHUd6A+B1tv3qohn23ZNTQ3sMGDhWS6XBwYGBgcHYc8BSVZefOPPIATZoI/EVQuj0aggEMiQq2t01T21vN8XvZsDDe8Afws0GNt2INmAOkM1Nx0oSfv27dN1Hd5K0zQwTYtGo/F4PJFIJJPJ2trauliytrFeCumqKupOJWnaQcsWPdtQZRnjYjZnVWxBlDzfdqntea7rurbn2o7ruG6+UMpl8xImQYl4+WyAujQznn3lWeHAtvLutxskVBjcJ1OPIMowowhRjCbAdvbeiN3Q3lqpVFRVhbV6BAz7L4ANcVFX13Wn+zynx4dvTNNXpsd72xOnbMGqqo6Pj0ciETiWoNeqXC6DSDlCCKyLqgPxajMX/idg7Q6kahAsA6+ZP6v6CiDZhmEAjaTK5Y4evTMFvxwu+CCKQrFY4poYMG+SJJ1zzjk33XTTddddJ8vyBRdccPbZZ6dSqYcffnjp0qUdHR0HDhyIxWLf/OY3Q6HQ+Pj41772Nc/zLrnkEvAkqqmpue2223784x9feumlsVgsk8l85jOfWbFiRSqVuvrqq7/zne+sX7++p6fnmGOO6erqAqvLiy++OBQKCYKQSCRs277rrrvK5fLvf//7P/zhDyeccML5n/vcF7/4xYsuuujqq6/u7OyE1AJyFcCGKaVLliw577zzrrnmmvr6emhzbGpqAu1CIC8B4CdJUigUikQijHpQrLdte3R09Dvf+Y4kSRdffPH3vve9G2+88Y9//KOqqrqu67pumuZ3vvOd66+//stf/jIhpKOjA6Q22tra1q5de80115RKJYTQtddeu2TJktHR0euuu+6MM84A7fbx8fErr7zStu36+npVVfv6+sKhkCRJ69ate+CBBzDGq1ev/vnPfw6YPZfgXLp0ablcBkwaTFJaW1sJId/73vc6Ojruvffeurq6yy+/vFKpzJgxY/v27S+//PLY2FilUjnnnHNOOeUUhFAkErn22mtvvPHGGTNmOI4zPDx88803g+dRNpv9yle+UiqV2tvbv//976uq0tHR0draqmlaNBr51Kc+9c///M+XXnYZQugb3/jGSSed9JWvfAWELxhju3bt+trXvua67rHHHnvuueeuff75K6+8UpIkVVUbGxtlWf7hD394/fXX/+53vwNBdE3T8vn817/+9Ztvvvmyyy5rbGxMp9M/+tGPEEKGYSxevHjz5s2MsTPPPPPCCy9ctmzZvHnzzErlhRdeuOCCC2bPnp3JZObMmcMTZkEQ9u/fDyHX0T84mqZXKpVf//rx//t/H7nwwgtvuOEGz/Mo9Sn1IPi2bUfTVM9DACdDhK2q6nsCWQHOb2hoAK8Ay7IGBgbi8XipVEqn0yCVCPY9fJfg+4xhGJAmcfMBVVV9n4JIS1VqQei7Jcm5EvkUNgtsDsFgUNNUjJGu64qiQPcLiJbwLWv//v1gt1SpVMLhMPDLOT++OhMIeVJZFS+85PM/+P4PzZIZkGSfWha1LvrCpaFYxCybAhLGR9IBTUQEU9CbR4gwQhjSFTUajjHPo55z3NzZpy5Z9Oyzz9YURwZe3af7libij59+Wkg3MpkMIsJEHI4ZQggzevT9kRyt4K4IY2NjdXV1f63Th7fhwvRGIuHpQ3l6fNgA0GlRoelxNGDwIQmXjDHArurq6uC0KxQKjuMEAgFAs6LRaLK2jpAJt8IpgSwPyqFG39DQwF9T7Qn3Z9rcGWNQU04kEoVCobW1VVVViKG5B81RvhtgdVCaB5MgUSSO42UyGbhYiKVA57G3t1dRlJaWFtBxP9C3r6amJhKJAEEFyCcIIYC629vbs9msLMutre0A0R04cGBoaKi9vb2mpgaSmVKpRAjZuXNnbW3tvHnz4Bwtl8uvvfaaqqrHHnsseBKl0+mBgQEIJoLBYFt7e29v77XXXnvrrbe2tLRYlpXP58PhMEx7uVw2TTMajeq6vm/fvn379gUCgebm5mKxWFtb67puNpsF/Cyfz7e0tCSTSd/3EfNBrD2VSr355pupVCqRSHR1dRmGMTg4uG7dOk3TGhoadCM4a9YsuAuvv/56bW0txviKK674wQ9+0NTUBKA+RDN1dXWFQkFRlN7e3mQyCVTdoaGhRCKhqqrrurZt7927V5KkimnG4/H6+noA0nbu3Dl79myAjWVZrq2thRs6Mjq6Y8eOaDTa3NyMEJIkaXR0FHjVhmEAgx9Y8uDxzhirq6urr68HNFRV1WKx+NZbb3met2DBgmg06jrO8PBwTU1NNpsdGhpavHgxAMNA+AmFgolEDaV048aNiZqacDjc09OTSCSAnQUNsrt37wbAFWj0hUJhw2uvRaPRhQsX7t27t7a2FuLOt99+u1KpLFmy5Cc/+ck111wDyPrWrVtHRka6urri8biqqoVCYc+ePbZtt7S0RKPRoaEhwzBisRhDSJKkbdu2DQwMtLW1tbW1ZbNZLjfU09MDC/LonzVRVJ566qmnn376y1++/JhjjoGEHCJyUAIVRFDER6IgQWUAdoCjf6yqK2+apkFQTgjZt28fPAigEV5TU1NbW8ubTfmuIgoCEC3y+XwgEAiHw9FoFG5rtQCUIAg+pRBbA50J1n9192d1/ygXP52sqiGEkGlWCoUCQsiyrEwmUygUYrFYLpeLx+ORSESWZW5ky/tcYap1Gzma7Ini2ufWPnT/mqHe3tp47PwLz1+++nRJU0VRdsuOJEqOX0KIIIIpIggTjAlGCHtUEkXke5gwJKBUKvWDH/7w+ZdflwiLR4OaKv79ylWf//znZVVxPDAtIoz5hCGM6OEl6Q/KiyblpPr7+0ulUjQazWazs2fPPri/lv75AwleiPA8DxRjm5ubBDJNYZke00H59Jgek1uk67rDw8PZbBYMIHVdb2hokGW5UCjkcrnh4eGZMzs8nwL4zUmlUHwEOFYUxfHxcZDPgwAXhFBAbgxgNg5fQSj2QUyFuMupbdu7du1SVRXAvNmzZ/OggSuxHP17At4PX0xV1UgkZFmOaZq8XM7lzwFjhkAZISSQCQKrbdvA0c9ms+l0GsBFSmkymRwfH49G47W1tWB0CuxYqLMDY1UURWCxcxsdmDFFUYASA1QNWZbj8TjMueO6P/7xj1Op1E033QSzAf0AfLa5u+EUuyig/mcyGVmWLctqamqKx+NAwJAloaamBuInMCcCrUkIrSzLGh4eliTJrNjt7e0bN258+umnb7nlFkmSbr/99hdffPG+++6TZRmkMOGD4EZAmoEQKpVK1X1mvu+XSqWenp5IOCyKIvDgQau7XC7HYjFgS3PCkiRJRBCgDgARGHAb0KSYDF8YAM1ydNMwDAjUuIgHFEZ83xcFgWdxgN7xuBPoXlC1EEViVuxCoQArhNcl4B7Bl4SeDVmSIFswTRMWzM9+9jNBEK688kqYk29961vf+ta34PLBsgrCU0JIOp3OZDKiKDY3NwNDGp4jLixSnWZDZOl5XiqVopTW1dXBYwv9r9zIqVo3CZ7NYDC4fv1rjz322HXXXRsOh3nDtCBMhkeTNvKI4SkeTB98VCqVgYEBuGVQjFIUhWs6iaJYW1tLCPFcF2Z1ZGQkHo/HYrFQKFgqlcF2Fy4KXuC4biqVgqi62iUe5qeuri4UCvGFBP/E2XqSJEWjYd9nuVzOdV0gAgWDwVwuB9kCbzY9pA5swMJljbiSoOjamrv/U7K9T571CaKJRJYoRshHEhMkSjxiMUQYRhQR7n2FESMMYeQjxBCiCFOG0Bsbtw2PDH5k6Um79+z6/ve/v+rv//6rX7vaclzX90UiYMowogQhl07ImPKaWLVxG5C1FEUplUqiIMC2ABUAwzCKxWJNTU0ymeStOBhjXdc934cGD66gBfuDLMuwuYElAojNA40K7gLcR/BngNQUnizuRgx/C00CnAAJ/muzZnUK5B2jItgYuRUGb/Ipl8ugNQS/h+uFB5zDQPCsQbsOqjLZ4K/nyjP8eee8zSn2VdUqQ/xn2Jzh9VyQl39c9Sunx//yMe3oOT3ef3QLe5mqqgDIJRKJWCwGCBMc7aZpqpqOJrmJ4LQHkQpYowPWDic972WEgxaCGzDmgG0aau5gYPFBvjaErQCkwdbseZ5hGFy6ER3KXP1o3hk2ZTBah7o2h+XgmIddOJvNwiHhui4Y1EBwBuofkUgkFAoFAgHAXLPZbDAYzGSyANTxMw8oB/C24OjueR6kAcDpBxAdwOxcLgc8FlCusCwLYfy9733vi1/8Yn19PfD4q/3GodkREPFMJgP6fYqiwBeDIctyY2NjLBbDGBcKhVAoJIoCeI+n02k4lT3Py2azcNZKkgSuLoIgjo+P19fXr1u37tVXX3388ce3bNnyL//yL6B+A3/FizNcKsfzPFD5gDUDN0gQBOBKgRsrnIuVSgVWDixOOER57AtJBajHlEolIP5CHzOsPU3TZFkOBAKmaYIGdjqd5i5LqqpCcsJFS/ii4iklz77glZIkMYZgmUHEDxcCTwHcLJh2QojjusATgIuCEPDee+994403uru716xZM2fOnIULF4LIIJAKfN8/cOAAtGRAPhMOh0EYZGJZVgWF1fRrmCXA7OG6gD8GF86zaPDxgTmEPoRf/OLeq666qrW1FfR/GGOqKr/zVGKezf7PB+WSJEEvASiZAuPcNE3IosfHx+GrwtItl8tw3xsa6lzXGxoaymazgLjDKhobGxsdHXVdF1hViqJIkwPeGTo6DMPgMVO1IDpjzLaBIRPo7x/IZrOBQCCfzweDwWQyCRE5d96dEpEjhFRBzruWJ+F8ufiT227/0j99QQsGmCoigVDGKMKIYZEihifpJwgjXDWlGNo+ESMMfpjZ0j53zlxdN9o7Olta2u795f0HBgdPOfVURpkgCAQzxBhjvigpUPlBCO3ZsyeTyQwPD/u+HwgEFEWxbTuXy+3cuTMajUqiiBDavXt3Pp/v7e0dHh4eHh6uVCqpVKq2thaWdCgU6v7/2HvvOKmq+3383Db3Tm/bC0vviJQVpStItRM0KqJGRTGIIkYElBAFNUakWxMjAnYUgiIKSgABAaVJ77C7bJ2dfmfm1t8fz+5xAugXozF5/T5zXr58revszJ1zzz3neT/v5/28Dx06dvw4ReqYIkSwCIYR7y1durRjx47YGVCviQeHlu2i8xp6SCN9lEwmXS4XHhnsdTgXECJu3rylRfNmFD3T+gGO42bPnr1t27ZLLrkELaXS+wfjs3CRbFq8iqWOtzpz5kx1dTWSYxDsQa0kyzKuBA+7oig0RZNKpShGx28qKioeffTRkpISn89Ha6lphTdYGFoU8VN93DMjA8ozIzP+ZWD7A9q2WCygnNN5NYZhotGoxSJqmk6JQ13X4/F4IpEAqsDhF4vFHA4HYYzauhpZjqeUZDgSSilJw9B1Q4vFow6nXVFTjc2pf1Z2B7wv7CCgJqd2ZtRp+6fujxTH4+R2u12K0mAjk57khSwbfh2pVAr4kmUIwhXs1PgZEFAUReAP0zR5XqipqUFkgrey2WxVVVXxeBwoHOQ0vggsIOD/YLVaMcng3d1uN469RCJRXFx8+eWXo1MSThQwxODyU6lUNBrVdR1tgND+E7cYgNLpdFL6EBkMQkwEVEC9hBAYdMiyHAgECCF5eXnBYJAXLNFo1Ov1duvWLR6P5+TkjB49umPHji6XC0cjwgOgUsq34cIoFodZfiAQCAaDkihC1w60hMADavL0LjCYIoZhULJJT3HQZoiLgLNpZSHe1ul0Qonkcrko8G24EpYFAUZrIeicgAWkPap4gYvHZcwJx3EA4vhcr9cLX06GYViGQX0zzXsUFBT0798/mUxGIpHS0tIhQ4aQ78sNU7quRyIR1FWDX7fZbFBD0S4BZhocpyMd3MiyDD4YgSLuLxQddrudGiKdPHlyzpw5x48ff+KJaR06dAiHw1arlRCDEJMqNL7H4oz5nwDlCJ8cDgeqeFF6iHgPWqPq6mqr1arrut/v93q9Xq83HA7LcqKiooIQAnPGqqqqQCAAi0a73W6aJp6gZDKJMAOuI0Dq4XAY2RJkTtJ7nAFNMgxjtUrl5RWI02w2G3RfiqLgYQHwOnfH0DSDt0mCTfpy3RcnDx+5bcRNhOcMniOEMU1iMoSwDGcyhBiEsI1xFfv9jDJG4wQ3TDWjE1XVBIsYTyRatGmTV1CwdOlbTYpLmjYtUZMp0SLouspznG4QdGiuq6ubMmXKG2+8sXr16lWrVn333XclJSVFRUUrVqyYOXNmly5dWrZsuW7duilTprRr127u3LmrV6/eunXr6tWrN23aNHLkSEVRnE5nJBJ54oknli5desMNN8C8CPEM4CwWm6Io4XB43rx5V199NW4BVh0qSWAgi9pccBNIW+EmwkefImD8LRKAy5cvv/LKgdg06AzjlceOHXM4HJ07d6aPKh3I/uG+4Fam89zhcHjixImLFy/etGnT22+/vWfPnh49emDHhvEOhd2k0boeiB85h4ZdnWWTyaQkSfv27evUqVNubi7eHF8ZoQh4esTAyARmQHlmkEyhZ2b82yO9EwfF4jTDiF/idAQpArgD4bLVKpmmmUymQAPb7faamhpFTebk5GT5s4DDkqkk9jhs6D6fD7uzrusM+ferPwFHgLpEUQSzBSInKyuLphHpTn0hb4ivDxQFEw84eZNGj0hMCJAl2FmgZF3XlZSCfRwkEwC0oihoZMiybFFRUUVFhaIoWVlZ8Xj8+PHjHo9HkiTMJAIbyvrgswRBCIVCDMN4PB6amz527FgqlWrVqhXgl9VqHTRoEOopabd2fHQymYzFYngNshk0D0At7ejZg7MNB4xhGA6HA3+bSqXq6+ubNGnCsqzH48nKyopGo8FgEDMMxt3n8zVr1gxLBfXBeEMQwODhsKIAa2i6HIAMOBvkFhId+FwEBqTRQR/4Hqcmw7IINhCWoOQUkQakEYCqOF8xk5jSrKysRCJRWVlps9kQHWH9WCWJfneqAaBKD03TvF4Py3L19YGdu3a3atUK8mhERxSroUUUvizLMMFgEJhPFEVcfFZW1siRIxu0KI3+oTT7H4lEIHZ3OByAoVh7AB+6rpN/9dGn4h8sWsxnfX094hyKVwAUgPINw1i2bNnRo0cHDx7cvXt3hmGSSVmSLKqaAvF5ri8hWtX8JwbujsvlstvtaHTPsmxeXl4sFkMrzdraWrfLJcuyz+ezWCxNmhTLckJRlFAohIiLCglAHDidzvz8fKAlGr1omhYIBOABFY1GJUmiUSiwFI3rqNAICL5Dhw404YaFgReTNE9YBG8qa4rEPHLk0Ifvvjvxvt9zpskYhGgma5osIYrA6MRkGENv3O4YkzCMwZjEJMRkCIA7QxhiNkogTIPlWVlJGoRJyMm+ffs3b97i5RcXWljmsp6X6oZuGIzBcdSFBjDx0ksvHTp06OnTp5cvXz527NiHH34Y+NgwjEWLFs2ePfuee+5p27btAw88APL766+/PnXqFOLtgwcPzpw5E3W3YH8xIdFodMWKFVjqXq+3f//+iCS3b99eUVGBB/Daa6/dunVrIBAAvv/oo4+uuOIKi8USCASWL19+6623otMwHsk+ffp06NChvLx8zZo1KJIuLi7G9K5bt+7QoUN+v7+iosLlct16661Wq9Xj8YD1/+STT06ePInNoXv37r169dq3b9+6desQUTRt2lRV1WHDhtHt4tVXX73hhhtKS0tRmbN58+Y1a9aMGDGitrZ29erV8Dvq2LHjoEGDZFn+61//ijKY6667bu3atbt27UJK0OVyDRkyxOl02mw2n89nGMbatWsPHDgAZmr48OF5eXkff/y+EDayAAAgAElEQVTxwYMHkX4sLi62Wq0oKM+MDCjPjMz4N5lyikppdyEgctra2mazxeUE7ZN36tSpZs2a5eRkAx6wLKmrq6+pqcnJyYGIJTs72yJYdKMBDtLPKisvq6mpyc7OBnI19H//sgE9q6qqoFIAOYqWjf9eL09gU4pWLRZBUVQw1un9wNFMZP78+Xv37m3SpMlNN900ZMiQsWPHHjl8EMe2y+WaP38+TGDmzJmzatUqp9M5d+7coqKigoKCurr6GTNmXH755YMGDTp58iRknZCUYHqhlHA4HABbdrsdmhYkXleuXFlRUTF8+HBd1wOBgKIocGYGH48zmLKkIIRQVUnBGfWlwc+iKO7bt+/AgQPXXXcdlWUTU4/FYlAiLVu2bO3atQsXLqRq7JycHKhZAOKpboTCIKAfnMHAMVhOeAfQwHhZLBbDiYu8tqaqEBhAH4IJB2EP1v+111779ttvU6mUKEmJRGLo0KE33HADGDXoiGKxGITjkL4gVQ3NDNW5ulwuVVWBz4BfE4kEfLjdbrfD4QBixr2moZrFImzb9s1LL710SY8enTp1AlJMJpOyLEOGjlgOtykej4dCIYfdDml+MBjEV8aUBgIB6HHhngnitr6+HhA8Nzc3Ly+PVhpgTSJprv+rayfV23CNgni73R6JRGCsgVABtpgWi8Xj8ZSVlT333HNdunSZNGlSQzaGNTVN5TjOMA2W5Wji/qywnRCTkF++ZgncKqZXkiQkWJDKKCgoAFOOMu66ujp4EVZUVMTjcb/fT1UK0Po7nU6H01ldXR2JRJxOp9VqpTIzVCnE4/GKigpd1ysrK1VV9fv9IHepJB1oDytNbRSy2+12jmORPkL2iabRKNlPCDE5Iuj6O3/9e7+evS7u3FmTdYNlWYOwBsNyjG4Sw1R5TVcEiTEJS0xCCGuahBjgxk0GTocMrI0Zkyh6XGAtyZTi8fgAjgtyc8eP+/0dd4weMGDAxEcetTrdiWTKSDV0XwILkJeXd/nll6M32bhx4z799NO+ffuyLPviiy8eOnhw4MCBd955Z0VFBdyETp8+vXHjxlGjRjkcjgMHDkyYMEEUxccff/xPTz6JsBkM8ZIlS0pLS/v165dIJN56662JEyc+99xzp06d2rt37+9//3tBEL777rs333xzxIgRb7zxRr9+/XJzcz/55BNRFG+77balS5eWlZVZLJYVK1ZMnz7darXu3r176tSpzz777PTp04cOHXrfffdpmvbVV1+dOnWKZdn9+/e//vrrn376aV5e3ssvv/zRRx/dcsstO3bsAAL+9NNPFy5caLFYjh49imryBx544Iknnrj88stN03zrrbe2bNly9dVXU74mFov17NkTZwQhpGPHjh6PJxqNjh49+p577vnd737HMMzkyZPbtGlTUFDw5ptv3nLLLePHj1+0aNHrr7/+9ttve71ei8UyYsQIuNyuXr166NChHMetW7fu6aefZhhm3rx5U6ZM+d3vfvfaa6+98847DocjEAhMmjSpe/fuGVCeGRlQnhk/lyk/F6GmN/60WCyJZIqQhkpBj8eTk5NtmibLMsAJWVk+EJCyLDcpKQLO4FhO1VRskQBtWf6so8eOhsNhSDJ+zoDSF0pHRBGUREzvavSTNOW0iKfRF/J7LpmCM1VVX3jhhW3btpWWln711VdHjx4tKipq2rSpaWiKohw6dMjj8WDqDh48uGzZslQqBVEQELDL5UL9YnV1NbwdACjB8losFswMHL4BMaurq1Enappmp06devfujYt0Op2apmm6DsBdW1vr8XgwA16vF9cAZGyaJpjds/IhAK9QjwAxy7IcDAYlUUDeNjs72263Yzag/aioqHA4HNnZ2aIoxuWkoiiBQABNYRwOB7AvvDVN06ysrOR53u/3Q5bgcDiOHTsGExWkCLxeL1hP5LsRXFECEqQX0DPw7vDhw7t27Tpjxowbb7rp0ksvxbrSdR2NfvLz8202G0Cwz+erra2tqqqC8/epU6cEQUDtIJ2NM2fOoJLSNM2CgoJ4PH706FFd1y+66CKERrIsO53OeDzu9XoVRfP5fPfee2+z5s2hv0dACMYU6m1MFDrgejwe0WLBnPv9flVV0UsIARgyMNS5MhaLxeNx3HqXyxWLxbCkqdvJebvQU/xB0jyR3G53bW0tnHzQJsbpdKqqumbNmldffbVz58433XQT2FNBEFiOUFQqSoJpNJiupMHx/9SgvqVY9hA7UcNyl8vlcrlOnz4NlREaEVRVVcFasayszOFwoDMorhbJB7fbjexQJBKx2Wyol4AOym63Z2Vl1dbWsiwLyQR8JNOZb67R6QWQtKqqCsDU4XA4HDaqekfci+sH7pdE6+FvdpUdO/Hb0aMIy6qmZkKszBDWYFjdIKYuGkyMsIQ1iMGwjMk2+hkaJmEgcTHZRs05sdkkVdUcDpuiJBVFYwzTKlnyc3P//MyzkyZPsYjWByY8rBFiFUVcM8T3CDsVRbHZbG63G71geZ4vKyvDCqdsBcuyGzZsiEQiF1988ZkzZxYsWADn0/bt24uiGA6H0WIClR5XXHEFXP+vv/76Dz/8MBAI+P3+2267DULqHj16LF++vH379izLHjx40GKxdOrU6auvvvrtb3+7Z8+ewYMHl5eXI88Wi8W6du3avHnzI0eOKIpy7bXX4sG86qqrvvnmG0VREolE//79s7OzCSFt27bdsGEDEh3wSx0zZgwk7C1btnzvvfeOHj2al5fXp08fRFOjR48+fPhwOh8BqlvX9VmzZh07dgx16vfddx/HcVdffTX2gUsvvXTt2rWjRo0SRXHIkCEsy65bt+7222/Py8vDgdKrVy9VVRFR8zy/efPmiy++GGtm/PjxdXV1n3/++bhx4xDbu93ukSNHnj59OgMqMiMDyjPjl+HLzzrvKasKIw6Xy51KpQKBQJs2bRiGmCZRVV0QOMMgLEuKiwvRus8wNYYwJjGJSQReQDaWYznDNERJBAcGhjWl//udPlmWjUQiXKOrAC3NIec03L5wn3IqryeEGIbJ8+xZ2QOY92HbnTBhQr9+/erq6jiOmzhxYiopnzx58sYbb7z66qsBoD/77DOXywWpvaIo0K0CbwmCUFFRUVBQIEnSsmXLvvnmG6RKmzRp8rvf/S4vL2/Xrl2zZ89G6/VIJDJkyJAhQ4aEQqEFCxZEo1FZlseMGTNkyJD58+d37NSpX79+S5Ysef/99xcuXFhcXPy3v/1t2LBhTqcTiATYDm1ZgSHo90WRbjgcRp6hpqZm4cKFBw4caFpSnJOTY7Vap0+fbprmkSNH9uzZk0qlFi9ejBKCgoKCO++88+mnnxk9erSu67m5ufPnz58xYwbP8y+++GIkEvnjH//49NNP79+/P5lMtmzZcty4cT6fb/HixevXr4/FYl26dJkwYcIrr7zy0EMPORyO+vr6Dz74wGKxjLr1VlwqSsrAASPTAvDt9XqzsrI4jispKUF5YiAQeOyxx0C7er3eRx99VJKkadOmNWvW7MiRI7IsDx8+vLy8/ODBg6qq5ufnP/HEE1ar9fXXX1+1ahWwdZ8+fUzTvOXmm//+97/v2rVLluXLL7986NChL7zwAiQ0VVVVM2fOPH369Jw5cwzDSCST11577R133PHUU0916NBh2LBhqVTq6aefnjx5Ms/za9as2bFjx5QpU0SLBQgJKBxNUkljdRrgOy0Og/RZ07SioiIqVoHiC3J8YC+2UW571pKGHhqqccRvMLWAFigcDr/77rtr164dM2ZMv379qCEGqhsRgqJo2DRNSbI2JovYX2HDwXen8m5UTns8HkKI1+uRJKmivLympobjOKfTKUkSKN78/HwIWvB0IxMCFIW66kQikUwmq6urvV4vpHeJRMJutwcCAUhTwAvQZAiSLVhyiA8x7YQQFI2oqoXneUmykEYrG7iRQLmuK8r6NV+0ad6yfdt2sVjMwvE6Q0yDISbDQlJOiIUQkyGMyZqMQUxCGJMxCSEGyxBCWMNsnHGTJYQkkrLAi4Zh6LpptQgMw2iqyjFMaWnpk08++fj0PyVUfcKjj6nJGNYP6umBRA3DQA+swYMHQzl21113ffD++2+99dbgwYOx+YRCoU2bNrlcrpYtWx48eHDt2rVZWVlLlix58803a2trn3nmmccff7ywsBDiMQQqyEPiDfF7bJjUKaVnz54HDx4MhUKdO3deunTpvn37YrFYx44d4RaF60wmk82aNQuHw/gT7EV2u1WSJDAXdCWkJy1xm2ixMggCcEPY06hPC8IzQHNUKZim+cwzzyBpNmnSJOwtwNDA2XjusrKysAyw52AtYc/Ex6X7b1J1e1ZWlizLMCEFM5KTk3Py5MkMnMgMkunomRk/ny/H3ndWSyD833g8brNKwfq6utrqosJ8p8PGEMIQ0yJwDCEc21Cn5HE7LQInWUSGNDjx4vccwxq6zjEsY5Isnz83O6e+LqCrGuWkAR//n9QaEDMtio9EIujUCA00xd/QRNJCnPPib2o4SNv44bhC5RmOBxxyFOVDXeBwOGDOPWvWrA4dOowfP75ly5YQV+zevdvlcg0aNAiSjC+//HL8+PFQLFRXV6MoTZYjyWRs2bJ3P/zwPY4z//nPtRs2fHnTTSOeeGLyI488tGvXNyxrVFScevrpJ/v06bNgwYIBAwZs27atvr5eFMXnnnvuiiuumD179g033DBr1qxDhw5dcsklFeXlqWRy965dkXB43969PMeFgsH8vDyOZVPJpCSKO779dtvWrTt37Ph6y5ZQMMgQwjIMMU2B503D0FRVtFh0TWMZ5rk//zmVTC6YP/+uu+5Zu/bLaDT+3Xf7Fi58KTs71253zpo1+/LLB8ydO3/u3Pkul+e77/ZlZ2UdPnTI6/F8vWXL0SNHkolEKpncvm3bpT16HD1yRI7HX1y4cNbzz6uKsnDBAosgHDt6dMH8+c8+88ze7777bs8enuPCoRDPcXW1tYcOHuxy8cUoEiCEbN++fefOnbt27dq6dStAG12ikUgEBBju2scff9yvX79Zs2bNnz+/SZMmU6ZMMU3zu+++kyRp9uzZCxcu/HTVqhbNm8+fN+/5v/ylorz8nbffLi8r+3DZskf/8IeFCxY8NmnSxg0b4rHYt99+u2HDhscff/ydd96pqalxuVz33nvvU089ddNNN8EQZvLkyV27dn366adnv/D8hvXryk6fzM3J2rXzW6tkUVKJivLThq7mZPuPHT3cvl0bv8/DsIyqaQzL8oKgqCrH85quq5pGGMYwTYsomoRIVivH8ylFiUSjvCBwPA+rFE3XWY5jWJZhWfwV3oF2WGcZk/6jpBKSKEiikEzEWcbkOcY0mfz8wmRSCQbDqZT6pz89tWfP3r/8ZdYll1zKMJyum4Ig4geOFUyDYQhn6IRleI4V0h5DI+2fX167QiVhtFwVYnrkW0RR1DRd13V/VlZxkyZOlyuRTIYjkdq6OrfHk5ObywuCYZoo/mU5jjQ++wBMVqvV7Xb7/f5IJHL8+PGamhpALrfbHY2EfF53KBgwDY0hhqGrpqEJPGvoqqGr8VhESSWSibho4Wkf4kQiEYlEIpFIMBiWJIvT6fR6vQ6H3el0eDweh8PBEGbt7m+u/u2NqXjSwgqKqbGGxjGaxqlJTmNNgyNCnYW3GKpgqpypE2LoDKOyrMryGsNrDGswjMEYGqtrnKpxKs/aTYNnDIZnGrTvDMvqhKQ0vfSSS56a/sdN69ft2LSeFgQjeiwvL1+5cuVTTz311ltveb3e3r17A+CWlpaOHTtWUZQVK1agAdPGjRsDgUDfvn1dLpdpmm3atIEjJ6pB6uvrsQFCsI7iY0mSduzYkUwmfT5fZWXl/v37QaxEo1EU1fTo0WPv3r3btm1r2bJlUVHR8uXLs7Oz8/Ly8vLyqqqqYImjadrGjRtbt2oRi4YPHdxv6GpBfq6qKBXlpwkhKNbHwqA2A1AWud3uLVu2UJfDv/zlL9DBV1ZW4mWHDh1CdQoWFTwAdu3aBTQviuI333zj8/maNGkCRxqk406dOtW5c2fsKrjd7du3X7duHRYS2vHCJRYz2bJlyzNnziDA2LFjx+zZs3Nycj755BPs/4qirFmzhmr56MHxc0zGMiPDlGdGZnxPxdF6KWxMqKOCtwllJi48Ww1XV13XfT6fJEmnT5+22hyoBQQjSO1Tzns9IMOo6UQoFIJtH2gSqBKpJRakHem1WWe9G2UoQTFardazunyzLEOICVrxrL+dNm3a1q1bN27ceP/992dlZf3xj3+86KKLWJb99NNP77zzztLS0srKyscee8zlclksFhxa27dv79q1q8fj+eqrr0Kh8KBBg0aNGiVJ0qZNm4cMGdqrV+/a2lqO47t1687zwoYNG71e31133cUwTL9+/Zo3b26a5s6dOw8fPjx16lS73Y7aqUWLFj300EObN2/et28fy7KTJk1as2ZN3759oc1A6iCVSqEgkvZRolYhaWppC8MwR44cOXr06N/+9jccpYMHDw4EAsXFRffcc89nn32maVrTpk1vvvlmVIDde++9b7311ujRo+fMmTN48ODt27f3799/27ZtsLno27fvK6+84vf7t23bxvN8165dN2zYUFVV1bZt2zfeeCMrK+vee+9t166dLMuvvfbalClTVq5c2b59+06dOuHQhXVGLBaD1hxNrOgCoIEchC7V1dWPPfYY2LIHHnjgrrvuKisry87OHjFiBLy3u3TpMmzYMJvN5nK5RowYsX79+ry8vNtvv71Xr16RSKRVq1YPPPDAli1b2rZt27t3708++cRms1177bUIvdatW7do0aL777+/rq7O4/Fcf/31kiQxjNmrV6+vv/76tttumzhxYn19/ZYtWwYPHrxixYqRI0eePHlyzJgxuq4z50Oy6Ub4YP5Onz5NuWpCiCzLYLtpqIyvDPaOZchZmR+GYXheAOHNMN/bgCqKUlBQsH79+h07dowYMaJr166k0c0zPSKFrPm/tcMAciESQ+mww+GgzuKEmCj/tdvt1FkFkfMPoXz6A21Y5vf7QcAHAoGcnByfzxcKSgCyJ06cyMrKQtEnjJLKysqglRIEAQkZ2ngSy0/X9draAJqMghmVJMlms2766qvhw4e3bt0a7/Mf6l4MsbskSaWlpa+99tq8efMMw+jZsydqBpo1a1ZbW7tkyRKbzXb77bf37Nmzc+fOa9euRd+Ga665xmq1vv/++0ePHk2lUvv372/fvv1VV12l63rnzp1feeUVp9OpKEpZWdmcuXNnzJjhcDhQejty5Mh58+ahGVksFps+fbrL5br00kuPHTu2d+9ewzBqamquu+46lJ4XFhaGw+Hi4uJhw4a98sorDz74IMMwPp+vbdu2M2bMQE32qFGjLr744unTp3/66aerVq0qKipyOp3t27c3TbO4uJjW3TocDjShQ3ewgQMHvvzyy88884zNZguFQiUlJe3bt584ceLcuXPR18nlcrVu3Zo0ar1sNtuYMWPefPPN5cuX44jBtOTm5j777LNLly4Fm+NyuXr37h2LxTp16oTtcdy4cYsXL37ssceys7Ph+k8d03Vd79Chw6ZNm+bMmaMoiizLQ4YMad++/d69e6dNm+Z0OsHpoPEZXYfYijPm5RlQnhmZ8XMPAGxDgAU5OTnpyTtKdF04LodzCwWCDoejTZs2+w8cokbmZ52s5xL5wGS0M7Msyzk5ObD8q6+vh2Q5kUj4fD6r1UrZ9PNeJL0MQgg6Jem6Xl9fn76Zphs4UAUL/vy55547cODAc889V1dXB3TevXv39f/8KhAI3Hbbbclk8sSJE0ePHjUM49FHH0XJ5vLly4cPHx6NRjt06PjFF1+2adO2adNmsVgsP7+gri5QVVVdVFSkaVpFxRnDMD0eb11dAA0FZVmOxWIQGyBCACQNBAJdunSBiTLY4oEDB65cufKDDz5A8x3q6XHJJZeABIKFQjKZBLX29ttvX3TRRb1790a5G+TRwWCwsLBQ1/UTJ044nU6Xyw01hc/nCwQCkiSB7kIdZ6tWrXJyctauXVteXj569OjXX3/d4/EMGTLEarX6/X63292nTx/DMA4fPlxXV2ez2Xr16tW0adNTp0498sgjv/nNb4YPHz5v3rzly5dv3759ypQpiPrAkpaWloI6RcjU4GfSaG8MmQE6EEF3gWq/2tpaWZZR6EkrL3met9lscGiBEsbhcOzdu5dlWdCBFRUVqVRKVdUBAwZ07949Go3OmDFjypQp27dvf/7555977rnWrVtXVFQEg8Hc3Fyn0xGLxaPReEFBUUFBUceOF7333genTp164IEH5s2b99FHK7p3vyQ/v5D6eJx3JdPk+JEjR1BjgOvPyckBnoYtCVB7MpmE7p/jOKsk0cVJOx9ZLBabraF21jTNWCwmWe0nTpx46aWXRFF88MEHCwsLkTiC7Bhv/l9HCVTLjig6kUh4vV485tAEUyNC0ugJDfcYcgGWc+kdN4uKirKzs8vKyk6fPi1JUnZ2dk1NDeYTYL1Jkyao0otEIn6/PxqNwkpI0810rQKN2LFRwNMDaG/z5s2TJ0+Ox+PowMA2yuV/8T0ZywZ1Gg888MCYMWMGDhz44IMPoricNJpEQVISjUYHDx58/fXXI7IdPHjwoEGDCCEotS8oKKisrEylUm63G2oQu93esmXL119/HYXOEJK1bdt25syZkC/SRhMLFiygXdJwSXBmnDp1KqyKLrvssv79+0M1JIriiBEjKAWeTCbtNunSSy9t3bq1z+cDlgWSHjlyJEJTnue7dOnStWvXVCo1duxYLIBHHnkkndnhef6qq6665ppr6PwgyUNhfVFR0dSpU5HooMZWkKv17dsXwT92ALfbPWfOHMTGLpfr97//Pd06qB4S8DqZTN59991oskEarZOQnaP+P7QZH237RTImiRlQnhmZ8YvwWOnlZZRdSy98/KknCnU5wJ83adIEzRHp254XK4DYpvlu+H+hPwh+EwqF0CuO1m9RaWC68e15Qw5JknCApW+d1BWbwoL0XbVZs2YrV64cN25cLBaTJAmVl++/v6y4uMThcMXj8fbtOz7//Auw5pg5c6ZhkMcem5Kbm+/1+mOxCIxTtm7d6vf7hw0b9txzz6EXvaIo5eXlJ06c6Nmz57vvvvvnP//5+uuvP3z4MM65pk2bDhgw4I033hg4cOCqVauqqqqGDh2aSqX8fv/q1avvuOMOURTbtWv38ssvv/jii7SCDQQ57BGp33AymXQ4HBUVFRs3buR5fvny5b169SosLBwwYMAjjzwybdq0ysrKY8eOlZaWooBMluUmTZrwPD9t2rQRI0ZUVVUtXrz41ltvtdlsF1100aJFi/r16+d0Ok+cOMEwzD333BOJRPr27Tt79uwWLVoEAoHZs2eXlpa6XK4nn3zyxhtvxLSLomi323v27Dlv3rw+ffrk5OQEg0FcLbhkHHio/6NnLcpPg8EgwzBOp7Ourq558+ZPPvnk6NGjg8HgkiVLmjZtmp2dHYlE0CgeNY6KosAFSJblSCTSoUOHWbNmvfTSSwMGDDhw4MCiRYsGDBhQUVExderUcePGNW/ePJlMRqPRuXPn9unTRxCEPXv2tG3btri4+PHHH7/++us1Tdu5c+ctt9ySTCaHDx8+YcKEjh07omB0xYoV06ZN+5FHA8sbYJoe4YlEoqSkBEICSC/wxYH8UKwJBl2Ox5l/HShJpG0FEVytXr36gw8+GDhw4M0334z6UYpXznoY/4uwnErLqIcJulwxDINHEpb/+D2tsQbKgZDsvA81TSPQBxb2f/n5+agBLSrMV1UVBdYATGVlZYWFhdTrGv6Moiiihh1bVvobIqyiNizYwRDzwDLoP4TAqNUpNreioqJp06b98Y9/VBRl1KhRAOK0FxItyUAS0jQMXCEWSTgcrq6uhkE+YiG68eqGQfdhqmPEO8MoFhJzvBgxJJ41WOjgQ2nHMXpHaMMdQRCSiTg2lrq6upycHIQENKGK+JnWa+L9EU8CQ9NyCzRlo3cH+wbqcfEauoeDD6LdppD4pZ7lcJHCB+HfWBhoWZVMJnfu3InWZoFAAJlG6PI9Hg9eD/WLJEk1NTV4ZtEVFXQ7Hufz+RplRgaUZ0Zm/BQMnf6fZ5HHP/XsoU4L1C8CGWEAJvqGP6RdobwaoLmmaej7iIw2upTDThunEZVn/BA8okpW7NfU4OIsgvy8Kp1bbrmlqKho2bJlbrd72LBhnTt3PnHihK7rV155JWrOFEVp2rQp/rZjx45Wq7V79+447zmO69atdMeOXYcOHSkpKRk3bpxhkI8++mjnzt3Z2dn9+1+hKNqpU2WTJk1etGjRa6+91qlTp+bNm6OG76677lq4cOHcuXMLCgrmzJmTn5+vaVrbtm379u2LhtX9+/ffv38/DPUo14UDEgIAmNUAZ995551vvvnmrFmzcnJy0Jtj7Nixbrd7/vz5HTp0uPvuu6uqqmKxWFZWVtu2bVVVnTlz5tKlS2fNmsUwTOfOnXv06CEIQo8ePTZu3NijRw9FUa644opkMgmnkZycnN69ez/yyCP5+fm/+c1vrrrqKmR7FyxYwPP8wIEDhwwZoqpq375933777csuuww1u9TGDuw4bYEEJAEqi+O4Sy65xO12x+NxSZKGDh165MiRefPmaZrWpUuXO+64I5VKXXnllfSQbtq0KfQJDMPk5+d36tQpJydn6tSp77333rp165o1azZhwoTq6upOnTrdd999q1atkmV50KBBqVSqpKSkqqpq3rx5giBMmvToCy+8MHfu3BdeeIHn+VGjRsHNsKCgoFu3bh07dhRFsU+fPjabrU2bNoh/kskkc87aAxqAtz0MUmRZLi4uhlkNwBB1nEBmAxUO8J9RkqqRNrDAXE4pkUi4XG6g2MWLF2/ZunncuPt79uyZSCQYxgwEamGhwzAN4i6O41iWMQzzv7jDAPGqa8wAACAASURBVOwahgEpM6JuBBVpXXJN+shT2H1eRH7u053+MwCc2+2Gu6jL5fJ4PPCogS9QXV0dsHssFkOVtq7rLMtRNye6CSBWpGaLLMvu3r27uLgYn4KiXk3X/xMzhogUpYdIofTu3XvatGl/+ctfPvvsMwRmcEGNxWLp5cI8z2uqSqkK+FbRXRdxHfZJQRDUtA4G6UQJjgBanQwGBKAWWVBqPAq1FaRHYAFQ7I6y8mg0ahE45Bnsdjvqf2jfWYrFG2xtJAmKdmxctK7U4/FEIhHYkgLQ02pdyrvTXCiyQ9guMI30U/BdEHIgMoQrFK6cmtnjlLn33nsRaVAdIO0xRDsQ4U3g8DNo0KBnnnkmXZyWGf+3QNTP6o6YGZlxvlOTLirsrTgaKfFMDZIvkHqnf4VNUJblM5XVcFQATfVDZimUtgfaBqDxer3YxE3TPH78uMPhCAaDbdu2pQI+sDL/2qHw7De02WzoBhqJRM41njv3YihrjhIr8JoQP7idnmg0WldXh2CANs4kjdqbBktpvoGkTD81cQKBaYbPxpEjR/r27etwOGw22y233HLHHXdcdNFFgiDgGEMz0UQiAX8AnufhxYsPBYjBkQYMAXiKC6M8Fu4FSEF4IYNSgvQCByFa9kDfYppmYWF+IpGqra3NysoKBoOY4ZMnT+JNoH0HgEbUNHfu3FgsVlpa2q1bNzgY0IAHZ+HixYu3b98Ou2LITihniamor6+HOxumEZYL0WiU43nazwXTCxqP2suoqoq2nRZBQDbZ4XDggMflYSG53W7gG0KIxWI5ffq0oijNmzfHEqL5a0EQ3G5nJBILBoMCL2KWRFGkOBJoDwxfA5RkGfMcxTaIQLT4gdG7y+WCCgs3BbQ37VJONUtYjTwrnLuS0a0zGo36/f4333zz22+/fejhB7Ozs4HhZFn2er1Ak5Qgx9pL55V//YEFiclHa0/woLDUSCQS0WiU+pPidgBvnTf39WN8VWOhXiwWKysrKyrMh2QCX//gwYPZ2dnV1dWpVAqNsUpKShpiGJZP37go8KI7IejV559/fuRvfnPZZT3OnKlqIHdV9T8hDYKFCNrZ4grhiFJdXR2NRrEm8WWh34MRJMQbPMchZsPjHwwGoUCzWq0+nw+/RxDIsCyYb9ofgPa6ArR1uVwA3Ph0hP0I9QVBQIoDrceofT48YTBvuq7brA2WoC1btqReQKCuwfRjWwN6xmMFtA2LWEIItDRA3pCx4Z0JIZDqYbVDAYXbRPMbYOJhKYZvoaoqKgGA0XE9yCpgezlLyoIdm3bSpfk9sON4kHEXioqKkBD7SWdlZmSY8szIjPNz22cdLelwnEpjL/zdaNNBRVFOnDghy7LH66ddckCEnLfQk26CpLHaiWoEAWFJY5IahEqa0fj5qW7AU9RpsSyBrxnO6fQD+Cy+Lf0d0HwRJxCFj/AWtNvtIFTobp5IJJDYZVmWZTjs17SnI8MQ02Qk0dasaYsTJ07opslzlg/e/3Dr1q1jxoypq6uTZRnBBmmsl8UBbBgGTqNUKlVUVIRXBgKBvLw8TEU6eqClb5hJ6F/T6wtBodEeQ4lEAreYpsXR24X2nqTUms1mq6+vx9mGj4N0Ox6P33777d988w0cITHnsixj3oDGvvzyy6FDh3q93srKSoBIWniKcxRJZ6fTiTw1/OxEUTRME77viAcwz3gN7VIEKAYqTpIk0LG4SPqHkUgE5240Gi0vL4cvO2AfXgkA5HA4wuEo7RMEFEKXBPoa4prBIDYEtOdkfYCTAoFAfX09x3GSJOXn51O7N9wOCtypyosCwXQYTX8AoHE6nf/4xz/27Nnz9NNPMxzBu9lsNkw+WprT7BB1//wvyso5joMpiiRJHo/HbrejJysAHJw3cZ106WJJ0DzbhST60ifN4XDAihSVoz6fT9M0n88HRA59FDYiwCzdMM/aCoDASKPSJpFIhEKhb7/9duqUyZpmwNJeURTufMXlv8iM4fEB5qMBtt/vz8rKot1JwVLD8x6MuKIoTKOpK2Y1EAhUVlbCo8bn89EKYDSowiaAj4PnIPUsx23C9oIYktZvpHc/UFW1WbNmVICEq8IuLUmSpqYikYhpmi1atEhnSXCzqJTxXOXkubvxuVIxuqrpDzgvKFLH1eL601O+tPdzehERjiR62AFbpytS8GL8nn4L2mhW13Wn00kVUJmRYcozIzP+O+MsgwjSmALGv48dO8bzvNvtTinaua/8oTfEzm4YRigUcrlcdO8Oh8O1tbVgXouLi896k/TNnTLfsFC0Wq2EmJFIlAoTz8tO4cSiLzh69Gh5eTnl1AFDk8mkklRtNhsypBdYjnYukkilUuFwOJFI6Lq+57td9fX1giBceeWV+fn54XAYqJROLz0F0xPNELZCl0yF+Okel+mGEumHUHpJa/pNTHfgwVGNgif6nslksq6ujuf57OxsvDl4JuqtQaHMWSMej69du3bYsGGmaVZVVdntdkVR4MyDaQdZlUqlPB5PuoCBZVn9gl3GuMY0BRDMWY0wMWlUEQttAJ0QQRAEQeA4VlU1vIZhGJbhcU6np7DpEU5n1TANwpjnhoKaplVXV0Mmm5eXR36ge9cPkKUNV0W/CGZYUZR//vOfbdq0gW+Mqiv4Jc/zoVAIbVNoLh7RLxVr4Wf8HuoIijzoagEHmQ6VqFedmTbAHWJyqFwNl0rrVhFsEEJCoZDdbkcAg0WFfliSJIbDESqooE8T/jB9M6HXlp7Uovk0RGV4bKngRFXVaCQkyzIeE4fD4ff7kU9ABUI0Gm3VqlWDdMH8XpSMoB0LKR0sTp8+vVu3biN/8xs0KkJJZUpR/teOY7ZxwYMsiEQip0+ftlqtDocjLy8vfX8zf4ltP30boWvs+13R1KurqwsKCqh/QMacJDMyTHlmZMZ/lmU/F45Q9h1p01QqRZgLsimgfC3lDikFApEiyFqYZ13ImcHzvNPpUBQ1EolAL/hDPYaoooA01hqi84jVao1EIqBUoRgBlIzH4+n6+AvE5VQEj2gBiuS2bdtCWKJpGppB+v1+dMSgFCDF5enTTnloqC2tViuwJu2TgvlsEJtqGkU56D9C3fqAY+gHUVAFjhAwF0kAsPLoUarrOqQvFNX90InLMMzQoUNxATabrba2VhTFQCDg8/mA6TGSyWRNTQ0m+XsFzoVb/6YVDOB64GdMpwLIG2AuFotRBa1hGMhvUEcIrN5kMqmoCtAnNdykNBul9AyjsWdj2veNxWIoDg6FQllZWZDN/BTqpUF3i2VAvf80Tbvxxhs7d+6MHlVQVaHClWY/gEGVNLyIHAuYVPDTKH1DTIXnlHaepxp3mr6njwaEDVAaIA4EeY//BE8piiJYXgQ/qIdDsgLFgghobTaroqgQtNCwh5YMYitIpVKoxaTi8kQigV6ehJBUKuXz+cLhMH1gaaIA4aIkClarFeHusWPHKisrW7Vqdfz4cUBqRPtIjyRTKo38oahBxEJX5kcffaSq6ogRIxRFCQaDMPP2et3hSEyW5f81loTCbkwFyuXx1fx+/y+SOaG8ePrApgRyHRFOOBR1uVx+v58+khlzkszIgPLMyIxf4yQ4i5jEkQaJhd1uTySVdAT/Q/WjtJSe5/m6ujoKMaFxpIIE9Gm7kKsCzEIdIXWIO+/BgHwrksUQMvbu3Zt2U4elMYCFoX3v1vJjgl3G+KHDDCgWs6SqanV1dX19vcPhiEQiUFrn5OQAJ9GudZgEKlOhc4h/g9JGo3XordOPQEqZk0bDSqvVyvPgzhvwpGkSw0CxHfqKE0KIquqQUEOWLYriyZMnITOFGhtYP90K/YeOcFmWXS4X+i/CsZsQ0rx5czqNqqrGYjFVVb1eLzXb+Ul8Htt48NPVFQqFJEmiHwH0CRKUJmSoOU8jWc41ImCGYYium2i3fl5jH8y/kZZYpxxhVVVVfX290+mMRCItWrSg73yhRLmu22w2rEMaI4HCx620iHwikRAsllgshmIAGmUBkdN2lVC2uN1u4HJCCARRSPtAdIvZgMM3pa4RfFL4Thp17eCSCSEICKlnHF4Zj8chi6quro5EIjabLTc312azCYKAyEcQ+EgksnfvcXQ4xy2DKbXH41Eb6xTxiMmyDPESZsDpdBJCUMrs8XjQthOKFFwwtgi8LfWrsdvtJSUl5eXloVAIGwgVJIiiWFlZaXe4eJ4/c+ZMcXExaiTi8Ti16UgkEp9//vmoUaPoHYeO7n+zpO+suF0QBNRmKIpSW1sLQ/eGSvqfgctp3UK62gQUABpnQkdnGIbf76cypAwiz4wMKM+MzPg1sPi5uJMQcvDgQQBoWN39pBMFm7vb7abvX1lZSQiJx+PNmzf/cfVL+v9Nl5f8CGpsQFeNVT4AbQAE0G9IkgTgaJomSziSZqFIeeILAeXJZBLvT60MGYZBD2dZlh0Ox8mTJ91ud3Z2NtqAU1U94Ht6l2n6BXmep9g9HA7HYjF0L8eFAYLAYBjYC5hJUTRUkgGMAtLxPGcYRjLZYPemKAp4UBoy0XqpWCwGNhESfypUPW9POwBEqKtN04RiFVdF6wfA1kMaS2/cT4IOTCMWoeEKACtVaOA9qS8nSesAj+mlBhTIJEiSJIoWaHJo6SoNb9JpP+1fPxfLBhV4FosFmoqfVLbIEFJbW/v2229XVFTgkpo3b37nnXdCvPvGG29wHDdu3LhYPD5nzpxAINCpU6c9e/YYhoFCQMMwJk+ejE5Mq1at+vDDDwkhf/rTn1wul6qqbrcbzedxa1AFe+rUqZkzZ/75z392u930LsMEA40S8dHQziJNxLKsx+PBz5Dy0/o/VVVXr169b98+tJLBPcXMaJq+c+eumTNnvvPOO8jGmKaJyg1MmizLyJaQxmpLRAI8z5eXly9btgy4vHv37h07dqT8Oh4N4H5MNcOYQN4oy0ulUqFQiHo6+Xw+URRramomTJjwxLTpeXl5ixcvfvLJJ0OhEB40SGJ4nt+8eTPHcT169MDDgmY0dCH9r+3J6f6AKGQEUQ2nv+rqapvNBivAn2Mdc97eDkDqiAwREXEchzgqo7nNjAwoz4zM+FUJckAc5KlhDxyPx9u1a4fuP6JkO3dPPw/ZybJIfUajUWpPjrbS0FdkZ2fDCuMCr1BVVYYhoiiCaP+RP4QtRnqPQLwesg3KJrIsaxKdEKIb+r8qYc555/MdQ+kyX8ARQOr8/PwTJ05A7RMKhdCrEtpr8JRULJsOB4HIIcjG+ReJROLxOKhHgBVERGBb6d8C+sARDGcnPUqpLxiVJqf7QIPxVVW1tra2sLCQ4hIqZT7v6UsbQgG+0wZJsEg7K5yDOcz3QdQFH+cUc2OGFUWJx+NutxsRC74j9Os07jrXpL/BwlnXDcNIJOIej4dlCcsSXW/oakTl6VgRHMcxLEc9B+l9AZZNJpNwJacVZhfO+kuS9M0332zcuBFNFpPJ5J49e2bMmGG32/ft2yfL8pgxY2bPnr148eJWrVrdfvvtH3/8cXl5uc1mQ2InGAxmZWWFQqGXX365oqICBjsI0urr67Ozs8Foulwu3HG3211RUQFXGfDrsGTGgwDZSboHBQAfGHosG4R/lJ8G+S1Jkt1uR9oHW4EgCMXFxXPnzgWaR+QAmQoVqVPHD47j4PqHe3fmzJlPPvnk9ttvTyaTc+fO7dGjx+jRo2EOCJkNtgukDhiOQTgN7t/tdqNhFgzd3W43MgY8z8uy7Ha7x40bp6oqSH0ge8SKy5YtGzhwIIxBWJa1WL4/gq1WKRaL/U/tyenie/yAevRTp07hm2KKfv6nkDTPXEpq0J0Ei8pus4ECyNDkmZEB5ZmRGb8GK5MOiaLRKMw6YIPYrFmzeDwOk4oLR/nAH+DzoBONxWL19fV+v19RlLy8POp2ciFvSOUipFFO/UPkFtVV0w6Rdrsdggp0cafSXjMNeqa3WLqQ6wFEpqJkiuF0XXe73TU1NTBUCQQCpNFKBSQuuNvzXjb1qYDfHEw/qDwDsImGHJgTQeBBalInHCopTkeQgEfUCJwQAjUI1EThcBgmhpQ5/vHOr7BAgQVHOByGTR6NBEBzwnaN2qroum6cb2LP+ym01I8uyFQqlW71TesIz3qrs0g+TB0uQ1EUwFao9u12O2T00AvhajmGpcVtlHcHcoUa6qyWWBf2JOiqqjGM6fd777rrrnbt2n388ceffPLJK68U/uEPfyDEcDrt69Z98dHyZTm5WU9Mm+rxup5+ZgbHcXv37n3yySeLmxQWFuVbRP7ZPz997PgROANSxzq73V5fX79kyZJdu3Z17Njx1ltvxR3x+XwrV65cs2ZNbm7uNddc06dPn/fee++qq65yOBy7d+9eunTpmDFj8vPzFy5cOHDgwM6dO2/YsGHFihWpVOqOO+5o3749lsr8+fM3bdp0yy23wILdbrevWLFC07RPPvkkmUwOGTLk2muvDYVC69evv/nmm0VRPHTo0Pz58+12+0033dSqVSuHw5FKpaZPn15ZWXnddddVVlbm5+cPGjQIoZRhGPn5+b/97W/tdvvQoUPHjx/vdrtvvvnmp556CvR8165dUfp89dVXf/nFmu3bt48dO9bv9x85cmTLli09evRYsWLF1q1beZ5v06bN2LFjUfMKtf3WrVv79esnSRIU2EDh3377bTKZvPzyy6nYXVE07BKCwP0PAk3qjpL+SzTEpY9bg034z6D5sVekJ51Iow0oMgwI7J3ObPKvrVIz0Dwz/v83MpXLmfFf2+7TfzBNkzCMSYhumIZpRiLRquoaVdMNwzQJ4/dnpRRV03SGYQnzPa1yXvyaXn9pGEY4HLbb7aghq66uDoVC0NdmZ2eD0jZNk2UIMQ1CTIaYpmkQ02AZwnGsIPCmoZumYZqGaegWi6CqOgz4wOL8UL0RXoA6uXA4XF9ff+rUqcrKSohYKBDUNHxDE2Ji3TA0lEgSciH/sBzH8zyOQ4ZlmUY22uF0en2+vPz8+mAwFo/b7fa4LB8/flyWZZvNxnKc3gidNU3T8G9Ng6LTNE1V09RGWEkYxufzmqYRCgWTyYQg8AxDVFUxDF3XNV3XEglZUVIWi+D1egA10tlihmVxW3FhhmFokHYQwrCsZLU6HA7CMDzPV1VXR2OxhkJMmjRgGPMsi8nG4CGZSsGckTYPgiyEikNoLSOtSSXn2DvQFZhO0TWUYBqG1uhcHo1GY/G4oii4ngamnOM4jjMaFodJGAaXrRsGh16SjW0OCcOwHMfxQiqlaJouSlab3W6zOySrLRaLK4rKcbzD6fL6fD6fz+VyuVxOMIIIDADWeZ7nOc7pdLIMYzTW0dJFTh+i8w5qbiPLckFBQe/eve+//36Hw/HFF1/U1dWxLHvgwIFp06Y1LSn521//2rZNWzkuFxYUeNye5R8t51huwkMPedzuD97/YN/evS/MeqFb124JOS4IvKoqpmlUV1WOH/+Ax+OeOnVKfl7uxIkPnzhx3GazRsIhq1WaOXPGtddc/cYbf1+y+M1YLHro4AGWIZ+t/vTkyRMrViwPBOq+27O7dauWc2a/sHLlP0aNunXcuN8vWfzmksVv6rr2p+l/zMnJXrBgfmFB/rovv5BEi1WybN68SbKKU6ZOfmzypE2bv3rtr68mEvK2bVutVmnpW0tmzXp+4iMP//a3N3340bKjR48EAnVj77/v8iv6P/HE4xzPfvjRst27d7Esw/Oc1SapqqLpajypxOJySUnx+N+PXfXx8ni0/q67Rg+7asipirLOXToXFhd98MEHyVj8H6s+3PXdN1u3ba6tq373nbdtkjR37py4HJ34yEMPPvT79p1a/+2NV3iLaTKKpmnENA8dPEjDb8DKVDK5ZMmSe+65p2nTpmh1ZLPb6bOvqHo4HPnVcpI/FJemb6o0MKYhKALORCKBeAwP1/9TDU/f0DRN7LGEmMQ0GIYYhp5KJXVd0zQ1mUzEYtFYNBKPxxJyPJlMiKIlNzcnPy83Pz+vqLAA6v/M0ZkZGaY8MzLjPxAONjIrtFezppsw6KitrYVBitfrS6VSAiG6YTIMm67pOC8OPvcHkKlerzeRSFRWVkKA4XA43G63w+GgRKZhNLi5GWlo2+N2UQEMqF+LaKEdSdJ79aUXQX6P6nQdJtbIgOM1MOstLCwkja0Hv+9h/u/FNhS8Nv6Aj7ZYLKjBghm2nkyahBw/caKwsNDn86VSKdLYZRrZfMg/EKVIggDtUAO3TViedyqKEo1GI5Ew+kSCyCSExGJRVVWcTqcoik6XCz4k37tJ0vvVeLsxTRB+sCzr9ngi0aiiqjabrby83O/3u1wuCJRVVbWgRd+/TrhhmhzPa5qGyEROJHC/afKB5jEggQCGQH6Agnhq8ELrX5F2SHcmJoREY7FEIoGXiZLU4JrSGGagDzlJc/1jGvUq35ftEsI0vIBoul5bFwDjC9VNLC7DrBDyKsJwxDAkSdJUTUmlWIaRRLGivJxjWUPXHQ6H3+eDFbfFYqHXkO42eF7ukKqbqAXKWfQknBDDoXAkHClpUsJzHM/xr//txS2bN995552XlF4Si8beXLSoT+8+qqIE6uoEgd+/b+/gwYMJIVu2bBYtwjVXX2WxWK655uqvvtq4Yf0/hw8fbppGn969bDZbUa+edXW177zzzsMPP7xu3Zc+n/fYsaNP/mn6U0891b5d2+uuu5ZhyIYN6ydNmtT5ok6qql511fCXX365bds2+/fvmzTpUYfD0a5tm5qa6s8//1yWZatN6t+/H1Z4v359P//88759+4iSRU7EN2/edM21VzdpUlxS0qT0ku4sy3700UfxeKx3716pVGro0CFffvmF1SaZxEBcbxEFQkxG4BVVFQXWJgmakmBZUlSU//fFi575y7NNCpuYupGdlbV161Z/btbNt9z60oIXs/zZJ0+c6tTuovLTZ2bMmGmRhKgcLWnRfMfO3RwnskQwG9vimoahKoooihzLmqZ5+PDhgvz8a64eTghh0RhS03RdlyTRMMxIJEJbEPw6oJw+LIjP07V2pLEM1yIIWC1A4Vg21ImSrhyO48wf/RTaY5VlGtJxDMvU1dXquu5yuVCIYrPZUPuOWBQfgQmxnY8Uz9DkmZEB5ZmRGb/MSG+mkL7JVlZWQrkLK2I46J27F/9Q8840ha5BUa/FYjlz5gwcJJBEBiinLQ91XbcIPKV84ATncrkg0oAdG+QQhknC4Qhq1L4/ZhrtONKPIp7na2pqEF3k5OSg+51pmmVlZcFgEKbatEP4Lzu36flfh8OBExF971Kp1MmTJ6urqwkhECEg+4yDEN3+cBinG9pgZmC5GIvFkslkKBSCuMXr9SKmgrKCOv1Rc0DzB05TamwCEwwY1TkcjjNnzqA9E23fA/NBanRD3w1yDtg+WhpBbXqXbFgTwuGR9hahInjoE2g/P5Zl0SOW+iei519VVRX8YWCnk+4vfq5B+1l6krPSOBTH0GZMNDDAlSAoYhkGfUARmTBMg+0Pqgmp+kXXdSYN65z3etIujFitdlXVJcnGsnwikfrqq83hcLRfv8udTrdhkKZNmw8aNGT+/PkLFrw4efJkSbKGw9F//nODy+UZOHCQxSKFw5XV1bWrVq1etuwjq9XK85bPPltz5ZWDU6mUx+Orq6uXJBugf3V1bW5uvqrqVqs9lVLdbtFqtZ88eTo7O7eoqMmBA4d27NhVVNSkU6fOubn5+/cfHDlyZCKRkiRbdXWtYRCet1RWVjscLo/HZxhE102G4VRVD4UiyaSiqjpDOEMnHCsYOknIKY4ViMmaBuN2eZWUVl1VaxoMw7KnT5VLkuT3ZROTjccSWVlZsVgsGonnZJumwRg60TWTmGwyofA8L7KMIAhbtmxt3qyF3e4IhyOplNqmTbv62jqPy92jR49du3Zd1L57+3adTUM4drTMMNg27TsQhovLitPlszl8dbWBVJxTE6LA+bHG4C+E5wuB/aFDhxDGKIoWCAR4nmcbpVZ4Qn81PUa6qgrbJnW4otXJ6TaFVqvV43Ebhom8HwJ4/J7WA5xrNkoVVlRtwvO8pqaQsQkGg9nZ2YWFhcD057oJITzO4O/M+D/HV2amIDP+WzQ5lQ1A+f3dd99xHJefn49SyPOaS/zI7kxRIAWFqFOMRCLovSdJUiQSKSoqcjqd6fCOKsXBo0MrCU/ompqaQCAQDAYhO6FyYYqu0lvtQDsBkFRRUVFeXq5pWvPmzfPz851Op9VqdTqdOTk5uq5XVFSg2/x/IhubDtGg84aWJhKJeL3enJwc1NsFg8Gamprq6uqKiopTp06dOnXqzJkz5F/z16ivAqsNgtbpdLrdbpfLlZ+fLwhCZWVlOBxGFhsAGop/quT+AYxo0CouwzA8Hk92draiKIqiFBYW1tbWonggPflA0gT36fAXr4RmF/V56R8NBRGNK6AlgBwlFAqB1EfrH13XI5EIJgTZDNhr4NvhrTweT7r0iIaC6XkS6sxD70U6c2+327Ozszwelyha0tcPTcVgRKNRwyCCwBmGoaoaIgHYabMscblcLpdLFEXa9D79Yn6IGcW30DRt4cKFY8eOnTt3buvWre+++27URDIMM2bMmAEDBmzZsmX27NmaplVVVR0/frxnz54XXXRRMBi02+0PP/zwPffcM2HCBARvffr0QfhaWlrK8/wrr7ySSCQ+/PBDRVFKS0sZhgkGgxs2bJBlecuWLWvXru3WrZvf7xcE4d133+3WrZsoit27dz969GhJSYnX6+3Vq9d777135syZw4cPL1q0aNCgQV26dOnSpcv69esdDseOHTvef/99RJhoKwtHcDyJpmkieh80aNDq1atjsdixY8ceeuihbdu2tW7d2mq17ty5MxKJ/OMf//j666+x6tB7CO2loqFQMBh6+eVXN3y1+e677+NY8eWX/tq5c7fqimqrZFcUpV379vv377+0Rx/WFJqVtFi27MPi4uKi4sLcvOy//vXVYCQc28i1qQAAIABJREFUi8Y3bdrqcWdZLe5ETEdZsNVqjcfjkiShytxisVRXV3fp0iUeT1gsPA2uUMWORpW/mvvKWSRCeu+C9M2ZxuoOh8M0Cepccfd1XZdl2el00mqNH/oUGn/SSKCysjIajTZt2rSwsBCeknQln7UlXnh1TWZkRoYpz4zM+LnAMZ0dqaurczgcDocD4AN6A9ro+CwwdN43pLs/FRPH4/FYLAb5JrzMmjZt6nA4qDbj+2aKDIPyLGAv9LUhjeV9MC8zDMM0CbVLo6529IQD9IERNU5lr9cLrQiMQeC+bLfbISmx2WwA97/s3J7lLIarzcnJAUdut9vBQuEHinFVVQ0Gg3CucDgcIMBQ00nMhoYsmCv8Ei39ZFmur6+HEEWSJI5jAfJA+lLf6HNvFlLY6P8CBtpqtVZVVZ05cyYrK+vo0aN5eXnwxsG1wU4OMwyxDa4kFovhUwDKGyjktK6QFosFfLkgCJFIRE4k4vE4FCnA66Io4isD+MIbW5Zl2tvS5/P5fD54bNMEQno/1PQlnd5cncYGtMGKxWJRVY22nUqXDaS3jkokErQ/PBB5KpWCsisWkyVJdDgcmqYlUylqofPjIasgCHCHhGdIPB5v3br1xIkTW7RogecOarHx48dXVlbu2LHjs88+Qzuq4cOHYyYdDsdNN90E3cLatWuPHTvWo0cPWONJkvTss89Omzbt66+/Nk3ziSeecLvddXV1JSUl+/fv37Bhw+nTp4cMGXL77bcritK2bduVK1dedtll8Xi8a9euu3fvxlSPHj06Fov94Q9/ME1z5MiR1113nWmajz322KRJk9asWePxeHr37g35GSEErUbj8TjKZHmehz7t2muvra+vf/DBB2VZ7t+/f9++fd1u9+TJk5999tlXX321Q4cOgwYNoh2FoDCprKycMmUKaxpZPt+f/vRUk6bNQ6HYN9t37TtwZMWKlb17975/7NiOHTta7Tavy2uVLM2aNduw/p9333WHSbSnZk6b+ewz94+7x2ZzpBLaxPGPRkJ1OVnudFFQMpn0+/0oRCaNPjyaZsBVRpQkPAKQMP2aiUoaLuKZog1faWNdRLBOl0uSRFXVampqRFF0u92IuhFJUiWYqqr8OddPHT+x+OETHwoGcnNzc3Jy6MaOp+xCmqZlKjsz4/8EOspEopnxXxm04wYhpL6+vqqqyu5wASeRtL7o6d3I0xvc/DiJnkwmwccAjvM8b7PZfD4fXCMQDNA+3qqqmoaGSACaAcDodPFMo2KYY1mOWuzh/yKTC+4W1Cx0FPQIwYFEu2+GQiH0u2nRosWFO8n8JFCebpEOqQY0GPA5gW9GLBYDREg/QekM09jGNE2OJfCJkyQJRt2UPwPVR+0IDZPBDJPGtoi0Y+VZdwrYGtOS3sdeluXq6mpq2OJ0Op1OJzBoOveGyxYE4fTp05FIxCIIPp8vOzubhkz0ZQ1q6XAYDm6KqtLbhFsMztVms9kaDdfAo9MK0by8vKysrHRC8YccctIBenrIB+zC87zb7QoGQ7Iso8YAxupn4/jGtpcIdRRFKSsrgzcowzBFRUUWi8VisTidTsM0w+Ew3uTHnWpMvcHLAjODtlC02SocwVE1i6JSPB1o3APhFm3aSqcF6QX8HumUUCiEVgCY9mg0CkdOQRC8Xi9eg+cFf4XcFDI5kP5D2eX3++12q2kSSRIqK2tDoRA48oZwzvxeM4bEFIRMdrsd4C8UClksFvwn5Gf19fVgebEgIVymihHVUBiTcdndhm4KvJBIJjVNNxgjpSRtdquF53VNJaYh8M5EQj529JAoCZqWataqhJd4kyGxeFyOyR63hzfYRESWLBbO5oANC24ZAp7XXnuta9euAwZcYRiGrhu1tbUWi0Vv3DTOamP5K3AiVA+GNkyYQ0VR0O4UG6bFYhF4LhaLY+W43W6bTQoGw7FYrLy8HKFyQUEB9gTzfAkxKvNDti0YDJY0KXI6nfQrY0XRfkDpz9G5+0YGlGdGhinPjMz4j628Rt89oKX8/PxAfQguflDQ4rQ+VzBw3ncDtsa5gqMXHsYAfOCn4UMHkAqqFT4qPM/brKJhGPX19ZFIxGKxuN1up9OZlZUFXQ0uVVEUTTcMw6Q9ycEwAd+k61jSBe6UHgNbif5H6Tn0X5wph0KDNEomaLMVYHGaNweEhQCAEBKLxSoqKpCaAGT8ftpNHQ6VEKOLoiiKosfjKS4uBrKkEJkwXFVVFVLSEHmfV4NEqy1pySwtOEO7xLKyMlmWPR5POBRKyHIsGoV7IA3SBIRzpunzeoP19SbP19fXG4ZhtVoBFimfh4MftFx2djYsUwAIcEcikUgoFMJl0/JT0OfJZBJaHboa6f3CD9TonTKjWAOYRrR2B8VutYq6biaTKdpbHrkFynPTGC+dWYevdl5e3unTp0VRpJKnWCxms9m4RkCfTt7/EAhjGMbn86FaAI71YOLRph4AVxAEp9MJMK2qKgqFgc6pfzbF4uhPidALoW9ubi6CB7oOTdPMz8/Hz/iCQMn02QFslWU5kUjwPN+lSxe0htV10zCMaDQhiiLegT5TiqbSbkRI6eAHuO5A5YzLFkURxbs+n4+WKCDuQtjT8EojwfMSa/JKyhAsIi9YdV01iWa1ZiWScYuF1xTONE2eiFpS8Ti9FpGPxaI20aMzhLcILLHm59hVJSmYmqnKphZ3OPKwumgtyo4dO7Zs2TJ+/HhFUWVZhtxcVVXu/2PvzcOkqs6t8X3mmoeuqeeReQZBBhHHGBXnGGMGjZoY46dm+BmD8RqMeI1DgvHGiJI4glFjjAaNSlQwAjKIoCDQQDP13NU1D6eqzvz9seidsgGv5jPX5P5qPz4+0HSdOsM+e6/3fde71lDx52PEVf8Zg04wVBE5jlVVzePxYJUD0w8wvVgoFAoFlGuKxaLdboP/MWJaWZYVRamvr3c6newRbzqVN6WvDNaN8hlL58mwRf5IRy1SYZZXRgWUV0Zl/M9Ac5fL1d3d3do2kmXZaDRaVVWFXRabNxou6Q6H/ZvaUiKrDRg05JsoUZ0Tv98/MDAwODiIwmuhUKAoCpbRUO9mGbgD6k1NTXa7vVQqJRKJZDIZDAZxNBxcUTXLInAhKd9NAa0AOHCq5fEDJQ2DZopNCNECLg0CIMg8wULl/2X7oSl52qoF/JfL5WD2gdwYLeIj8el2u+vq6uD4WCgUjDLRPVHggN19Ph+8CYvFYiaT4TguFAr93QXJslRVCYfDuq7H43GganjEkDJdGoo+6V3C3aMJV57n6+vr4/F4IpHwejwcxw0MDLAs63A4amtrIWdJnepTqRQMLz0eTyKRAFIURbG2ttblcsHHFMSkUCgER0+KAABDofeCbHqxWASxBwozZEh0AhC2vOLBDWnXAHM7nU6e5/DQTJOwLLEsYpqHQadpmqqqw5Ud335UoXH8k65pDocDISUiEGpTSrlGYBqIkkD1thEU0Wz0sMFx3J49e7Zt24a3AzDrE04nKp0B1ItLoJJEYAcBgCKkAcMYmWn6RfTRD2soREYZMQYabRHJIAVejsxoxGJY5me7BDFEJRbPcAJrCZaFiEi3LJXnLbsklEolhrFMhrVz7lQqlc1mcfO3bd/FSXbdNFmeI4QwRGfNEmOUCvms3VdNk8S4e2+//XZjY6MkiQzDCoKAN5HneWOovoEWaspgwcuLBQHVDJpLplFc+fsCejc4YxTm4llgklO2XjnShS0Ax3HwMUBfOGJyQkg6nS6VSsJQ4IeDFApFh8PucDiCwWAmk0EM3NfXZ7fba+vqaGiB5wtpeWgf4ZlSRE6n1lHR9r+muWllVEYFlFfG/1+G3W6vqqrq6OhobW0VBCGdTsOsG+Cb7s3IW6uqClMJ7DSovGODweJObSmR41RVFa2EQDl02/hIJsYyUAGHTIrL5aqqqkqn04lEAmbagiC4XC7JZte0w3CEOgUCupGhVlGKP46aoEISGnQIsM/hUEhhOrLIn/kdRlYMrAz021FcC3iEIntjYyPljtMh57MIftLpNIgfdrvdZrN1dHQYhoGNdkgZTQA5IRwOo30NYmcUZ1DWUPn9px20DocDdwDRFMMwA/39Ho8HPHVZlvv7+91uN6XlAJRTfojdboehYzabPXDgQDAYBPWFEruPdXOA4xE/lPN2wHCAtCIhhHY4oKMXVx2JRPBkSyUFTx9Yk8IjXBoN1cpT1xSBlWcKeUGgHajxeFwURTDgkWgsD4Esi7jd7kKhAOp5uVvqkSMajba3t5dKJcSNRzrCfGosOxTO4Q9IVyOlinCaWlmRIfIxwhswc/D6wFjH5XKVM1JoBD7MFeuwFpBpfLavBsfqxOIJIzIMRwhrGbpl6hJvmVapUJBBemFY1tKMw06iBYUQlnB2weZjWNFEgwQxOEbjGMU0tLzagfIUtZeKx+MTJ07MZnNo5IClEXjYeN/T6bTP50M7DUXbCAjRPw3WEKYiVKQQtiFKREcE6hjQQQJzDw0baKhA5psW0LxeLyFEkoRc7nCrNBysIHuFwggtvyDGwJFhF1VdHUGIgrWREDIwMNDS0oJ2CERroCThexGiUHZiZVRGZRxzaa1wyivjf37QUjul/6qq2tnVw7JsbW1tNBrN5XKoksOJE1RRgCHo5UHaGZs9heyUOqIoyoEDB0AQ13W9oaEBii7kow15FH0KPAvc2dbWRob4FYQQMFUURUF7nMPp8vn8+DmVJ6cQB+iQIvWjgvLDvpKmqSgKyDMgS4ClDdTy35px/GM3HBp/2Cbh/l2OeEC1P6rfNc8xkGHJ5/P5fB5JL5vN5nK54vF4S0sLoKEkSYZ5+COADplMBowIqpMNjnL5WdGOSUhVApeAWRSPx7OZDBAzEnWyLNfW1gaDQdzzbDbb3d2NbBxy/1QMHqykYDCIuofdbsclW8eejcMaN2nwALwOMR9qxAjwZLfb3W6nomiFQqE8uUtBNjU2OpJbT3nzw1RBmaF5Qgjp7OyMRCKJRALm8JZl1dfXA9/YbDaH0ylJYqFwuGrxMSu5ZRzOSgK9oSDwyWdO+QlT3E97+DBpQUYPBAJ4bUVRzOVyqLqUSiX80OVyIfLBK4BQEIIePp/LNEmxqAyJzLBUT31YJtX6rCkMLFFNkyOMCC0yhpjE0nlLYSyFEFMQBJMwukE4VmZZNhZLRAdiToenULDaRk0hrJ0Q3rCIaZocqxOiCByJpePIQ+PRIwAGSNV1PRwOo/hjt9sN0wQCBnELwQzUyl0uVzqdRhcHpI2QUMf6AE6d1+tNJBJ2u71QKBQKBRBLMOUQfeEpoBxHGWJYamw2myBw0WgMlB7KW4OxLnpFwBMDuMc3YlX0er1oUYhGo7FYDO+XYZo2m62+vh4d1WA0IUJDqSqTyTQ1NTkdtsr2VxmV8XFpgp/97GeVu1AZn0M4+FGyIM/zVYGq/fsPwIgeitEsy8qynEqlsBWBWIwBlbEj2/YpwdcwjGQyaRgGbQEcBjfL07SGriFDDx4tjRMAB+Hlbrfbs7lcLBbP5/PYw5C5BL6hVftjiXNT8IdMMFAUitRI56MS/U+q2wKUg1yOXk/a7kaGJIGPdf6GoQPjejweFLg5jgNvBMp3QN6qqlqEQZMroD/kUJClo8+ISrIMG4ChCLqy2SwCIZvN5na7Ac5Adw4Gg4CnlmX19fWBMiRJUltbm9/vR7+mzWZD5JDL5WRZBkna6/UeqxuyXDh8WAQFJyM8GkHgLetwkyiUgiRJKhSKsiwDd5YDVjLcyHD4lCtXaCl/6KZl8RxXKpUAp0zTjMViuCLMQ8wZQohuGABSILGQY3fCiSKv6SrHsYahFwqyYegsyximbprGf/+fdfg/w9ANU9d1TTc0VVN0Q9MNzTB1i5iEWAxLiqWCpqsMSziezcu5eDxWKMoMSxxOu9PpwA/T6VQmmy6ViqVSsVgq8ALn8bpFSRBFQVHVQkEulYqWZdKvwzkYpk7/+0Tn/Kn+MzTDIIZBDMM0DM00NGIqpiaLrCHwbD6bSSZTqWQqntqfiPfrumyZBV2TBZ49dOigJIqmZbEsY1iaaWmqVsINyeVytMpHozvgWryDHMft3r371Vdf7ezsrKmpqaqqeu+99zZt2tTV1dXa2upyuV588cUXX3zx3XffbWpqwnIBYH3w4MG6urp9+/bJsgyJJ47jNm7cuGjRojPOOAMHh3JOqVTC20Q7nmm7AkoT+bz81FNPtbe3T548GSsANC5VVRUE4ZZbbolGo6ecfHIsFoNqocPhkGUZ4qoul5NhDhP3eZ6HdQNiM1TSKCcNxclUKoVWe5at8MIrozIqmfLK+FfNlJenFQ3T0nW9s7PLbrfThDcScm63Gyi5PMN3ZA6vfDLrup5MJuPxuNfrBccAmZ5yQ/K/wzLGQvZaUZSGhgZkRsslsYd44aZhmlDULhSKqAvb7XZY84A9SWv6R41DqDwIzQWiNl0sFguFArTM/0kiA+XbJDJhHo+HnsOwG1guds6xw1uvkNiORqPIa0LNIxQKiZJ92MdBNAJApySfI9UDy79OUZRCoQCO+GA0GgqFcBDEMI2NjQ6HI5PJZLPZbDbrcrkKhUJ1dXUgEKAEFYgbZjIZSNGBNdTY2CiKIjlGsDTstPFnr9cL9gh0eOx2OyAONV5BwaTc5JVWfsof+jCRyvLpR8s75Zly6OVFo1Go5SDCtNlswWAQDJ/DWWrLghqgopRSqfSwKsRHLtA0qRgOSERUBv4fDqSPfHaGYQB7cRwHcW6qmlJeFSmf3ghvBIHP52VIoFLWypER1OEw5jPPSxHTIpzFcIZFWGKxjM4TjTPycjqeiMcHooPRwWQ0ltbMrCTxxFR9XmckFKipabA5g/mi5fJEQpF6g+EthrEswyKGyAnRaBQet/QRkyGqtK7rgUDVE088uXjx4hnHH793715RFO+///41a9Y8/vjjNTU1K1asWLRo0QsvvDBjxgxN0wYHB3/zm99EIhGsfvfee+/PfvazhQsXGoZx++23o0kmkUh88MEH8+bNg0jovn37bDYbsL5pmh0dHbh7sBdQVbW3t5cQKxKpfvDBB03ThIhkqVQaGBhAp7XNZtu0aZPP5xszerQgCAcPHkwkEpFIxOl0plKptrY2p9OJWJTGG339/ZDcCQQCwWCQPjtVVQuFgt/vD4UCPM9XIHllVMbHjwqnvDI+/zT50KZLWJYbObJt7959kEyJRCLFYjGXyxWLRZSDKbCgcn7YFcpzjZRJEgqFQL4EHIfkRTmY+LvEuKmjglwqlfr6+urq6igup22ah//M8JLEOp0Ov99HCOnrGxgYGKDVYVEUg8HgsTo1Ka+6HIehCODz+eCKks/nUYb+zKMgaiAKkGoYRiaTcblcSMdS4XCawaWXgBsOJZBkMglKD0hEiEa8Xm8ul4vFYo1NLShVg3QOujCQJWRtqI/pMGAKmIjHWiqV3G63zWYLh8Msw6TTacQPMH5yuVz9/f3xeJxlWdBwOY7zer3IFqN2AQjrdDojkQjsjURR7OzsbGpqEo+mQUlRYDkBmhACEg7YBbhYbki8pVxivNxKlk6wY+kuHzXsKbciVzWtVCzGYrFcLkez/uFwGP5TiAEOu+FyHHTx0Wp5VPXJoQskuq7yPI8/sCzL89ynTcdYlmV9tMlyaDpZNB9fVeWLxWKKovj9fq8X7P/DXaEsyxJiGYYJqDqkXOS0LDMaHSi/LWVZf3bYTSOEsNxnXEpidEIYxmQYhljEMgijM0TLZeJ72z/Ysvm9RCLT1DzihNlz3J7WopxWlMzBfR/+7c0NU6flx02cJPGuopzQdL9gc2oGY3GMZbGapvl8PjwXPFNMGxiQ8Tyfz8tvvvmmqqpnnnnmgw8+2NPTY5rm1Vdf3d7e3t/f39nZ+e677/I8f/fdd+/fv//SSy9dtWrVlVdeifYGypRDlAXFoa6urqVLl86ePVuSpEWLFk2cOLGnp2fHjh033njjtGnT3n777WKx+PLLL5922ml33XXXggULwAncs2ePoijjx4/funXrnXfeOX369FGjRq1bt44Q8uCDDz799NNTpkyZNHHipk2blixZMmfOnN27dyeTSUEQHnnkEUHgyVDLBOZ/XV3d3r173W53IpFASRPkmVwu19bW5nI5TJOYJuEqDZyVURkVUF4Z/7L5cvIRW3iGEMaySGtrC8/DZZO4XA6wh6nWIUjblPBAPipKUE4PgNB1Op2WZRn9lBA0GAbfLcuyTAOyHsFgsLOzE5iyHGAddv20CMsi9UUYhjAMqa6OuN1ufDaXywGgAyEdeb0oIlMrImTNwRM1h9illBv6mUdB5bLZiB/y+Txt9zxSlI0iIZZlIR2YTCZRu6AekyANw2PSZrP19fWBQ5JOp3meR1MmvhTo9rCk8RBmRW8A9NdgB5NMJgE40M0WCATsdnsymcRfOY7r7u5OJBKhUEhRlFwupyhKS0sLGZLxoTcZ2AVRB8QEGYYZHBysb2g48uYgHsBF4bmgow40cXpzKPkePxnWwErz9ADNh6dVWdw4LPVLQXk5XapQKKiKgsgkEAgg9djU1AQbRQic40o5joN2B51F+Xz+Y+xXEPAQQsAv+uSZ8iO5N8f6OdokEB1RmRpqzUtlZ0DWAjUI9kNUWp4myOkdOzKG/8xLuwzDkKEVY+iLrGi0f+OG9aamn3/+uSNGjrc7fQI/hliKoqRbG5pGjxrx+l//XN/Q4gu4ZDmnFAuizUkYhlgsQwjDWC6XK5VKYRoglkPPJR6Brutf//rXd+3adccdd6xfv/7LX/7yhAkTEMmXSqXGxsYRI0bs3Llz0aJFhUIBmQJoO+I1KZ+ryDXgmTocjnXr1s2YMeM73/mOIAhPPfXUww8/vHTp0h/+8Ievvfbaxo0b/8//+T/JZFIUxRtvvJHn+Y6OjquuumrChAmCIDQ1Nd1+++0Oh+MrX/nKZZdd1tvbi9eNYZiHH374hhtuOO6442RZ/tGPfoRmUMuyfD4fy5JsNo8eX9OyEKg7HI7u7u6mpibTNOPxeGtrq8vlKJVUm63S5VkZlVEB5ZXxb5IvJ4Qwh39IoDJGyOG0is/rlvNZhpgcx5qGyTIW4Tiauqaau0dFk5AEBiwAkfrILkyGYUzCarrJsLxuWDW19T09PXV19YQQ07Q4jqXpLsqHpPkejmU8bichxOmwuZx2TS1Zpl5SNCrRTeU4NE1jiMUQk2UsnmMUXbfbREVRdM0QBZ5hLJZn/T5PPB4nlgHghdQ+RKORU0f5G2724HFSl03KhwGS4YZuEdQPwDx2OBwIADiOc9jt6VSKZRjO7aYdqIB61JEeKDCVSvf39wNjeb1+yEpA3lHXdbfb3dfXl0ymXS6X0+HI53IupzMYCGQymXgshn2d5/ma6mqclaqqlnWYvF4oFHRNSRdlWA4lEglAzJ6iTKMXr9erqiWPx5PJZA4dOmCaptvtNAwtlUrYbLbGxvpQKFAoFFiWo8aEiDSy2SzDEE1TwuFwJpOy2WyZTEZVguWGTTgNSeQVReFEkWOJoescx/l8XlOSOJNInFoSMxZjKLmCRwwWeadKOJtuuouKqBt5p99nriX97aTvPSJHNYETbC7iaSbBOaZj8oBQrfKKZBV41pMt8A5RPhbYpWZPqqr6/P6enh5RkgRRTKVSDQ0NDqdTh9qPIJhQvh9qUIa7ECoJ1O7nKMCasJZFCMMRQgyTEGIRhvuE2Jbl2MM1gcNcdgulFV3XGIbhuMMTFXbxkiSFwtUowoiSnS1L6AqCCJk8Xdc9Xj94X8VisVhCWYk5fD8YziLEssBTOVpa9bPmr1gmowiWwPQLRCNsxLLcpVhfYf9mQ3VPP/sy3+hq1aZu3hi1k7UZvq3IB6eNrwt6JUdn7v1t+742KxVU8rm4I+MdKfIyr+RNsYEliUKxyAtCNpdzOp0cz5uWxXKcNmRGW1KU07/whWAo9OCDD/7lL3/529/+duutt5577rmICux26frrr49Go2vXrm1tbaWLGyJ5vIbllpzookYHbXt7e0dHx6JFi+x2eywWGxwcxDv14IMPfvOb32xpadmyZUt9fT1oJ3V1dXPmzEGENnnyZKfTCZ+m1tZWNOnyPB+Lx3t6e5tbWuRCoSoQOGHu3LfeekseUrrkOM7hdHIcio3myBGt27Zt8/v94VCgt6fLZrONHDHC4/EwhNhtYsX6pzIqowLKK+N/QzYd+zrUvrDBMyxPxQTKbXqOHOWsjI/RxaO9ofirIAjFYonjOEkS0O4JjHtUsUJqTQrTu1gsVl1djWZQ6Esgl4zUILTG4vE4nOGBuQcHB6nyXbFY7OzsJIS0tLTYbLaDBw92dXWFw+HW1lYk8+CjCT0H8DQAid55553p06dLkiRJ9mw2i4NT80WcpCzLyAFDogSsD0q2oW4+YLd/8MEHxx133J49e2A77/F4YKkDvmmxWLziiiuy2WyxWAwGg3v37s3lcmim7OzsDIfD9fX1ODhMf5DqQ8ekZR3u+KyqqkIyOBqN5vN5+HiXSqXt27dPmjRJEARFUeLxOMKPF198cebMma2traqqptPppqYmcL6BMChIRTGkUCggpHG73YQQKEjQwAZxAoIlSjuhKofoHDVNluOIqduJyvM2W4EIJUskpm4YVpEVRYfFq2kuuXH79lVmJsYrBY51x4slzqZzpNPmLNY1x2rHzkxp7pTgZogmOg2ikWPNPcwTauEJ4komkwkGg5DPO6ogD14BKNnBI5M22H22LyBeH0SD1AgTcx6Eeyq9Qp81mv/8fj/y4rAg5XlOlgtQXEE8SaW1P9clhiOWSliBEIEhJtFyipI71JceO2nqmLGtnqDDKKS7Ovc1VKnduf1Zq3fGxLDH6Zt+3PTnHlzZ3dgWqnKJNoFwOmsRnuFLRkHTNZTacrkc7cRFehu8cJfL9c4775RKpTvuuOPOO+98/fXX33jjjQsvvBCT0zRJLpc7++yzr732WoZhLrvsskC+l94zAAAgAElEQVQgQAiBLgq6VpCPoP0M+AqsgV6vt66uDjqw06dPd7vdGzduHDly5Je+9CWeZ4G2sZShmT6RSEDhHmrxIArS8iDEzlFYg1oUKjYUlNNZIYm83+8fN27c/v37wcFzOBzwcjpqCqYyKqMyKqC8Mv4ts+nlfvWHc88fVfgCojrqok+3Q2CLjxGrLi/NC4KQSCQaGupM8+/auseSD6dld5ZlvV5vPB5Pp9MOhwOaYldffXWxWJRlORAIzJgx45JLLqmpqbnnnnu2bNlyzz33zJ07d9euXTfffPM3vvGNl156ac+ePchDB4PBpUuXrly58uGHH47FYjU1NYsXL546daqmafDsKJVKgEoA/ZZlLVmy5O6774akYzgczufzQKhw7kAX4GGnJJaVZRmZY47jUFUHAiaEAJLqur5y5crW1lYgxfHjx9PftNlshw4dSqfTgsABCxJC2tra0ul0V1dXbW0teCPAB16vFyraEGhfvnz5mjVrRJHXNK25uXnBggVori2VSn6/H4qNHR0dL7zwwpgxYyCZouu6x+Pp6OjYt2/f9OnTgaFHjx4NpcVcLgeZP5REwLsFlQKEbJQsKFdEluWamhqwWfAT4CQI0oH1i1vEaIZKuFKR0QusYdpY0a9zrFrMCC6nYugqyTmtzsGdf4wdkntjuYN9Sc0SDJY3HazXJ4yrzpH8Sv3AmurTb0gJIY3VODZNyNFZSZTWAl4Q0vx4WF6vF2HMsdC8JElQvqNCH/+kwJgMtSmDt4OJB/oTy7LQkqfkHwC+XC4HDyZQm/ApNObyPM/zrGURaiT0OSI2ixFZIptEYonEG7quDhYK8YQizR03wSZZPLGC4YYxo5sPbV3fMGaCu6GuuSGsFXIet88fCB84NBAMTrQ5BIVVLY3nWY6x/m59ms1m8/l8VVUVAC7eMsuycrncW2+9BVqIqqqUkof3jmXJ5s2bb7/99vPPP7+2tjYcDk+cOJFhGJ/PFwhUmabpcNiA9QMBfzabpyayoVDohBNO+OCDD6677lrDsB5//PFoNOrxeLZs2XLTTTe53U5V1cePH//SSy85nU6WZXfv3r1hw4b58+ejPIUKkiAImUwGS6WiKDU1NdXV1bt27TrppJN6e3s3btxIZazQVoEpYZom7/NA0Km2trZYLKZSKQglkaFe+YofUGVURgWUV8a//QBkCQQCnZ2dfr8f+nqabpZbtR9TdMKyFEWBahiOc6xmOKoDOFRBtqfTaY/H7Xa70MdGSa5HfpzSOhEk1NTUxGKxZDIJlfR4PH7qqac2NzcfOnTo9ddff+WVV5YsWZLP58F0/+tf/3rvvfeecMIJZ599NlTMGIZZtmxZQ0PDwYMHf/3rXzc1Nd1zzz2vvPLKvffee//99/v9figE/+1vf4tGo9hKp0+fjl12165dH374YTKZtizr9NNP13V9586dZ555piRJb7/99ogRI+rq6vClM2fONAzjtddeMwzD6/VOmTJl1KhRhJB169YdOHAAjphQR2YYZufOnfF4vKenR5Kk+fPni6J43HHHgVHT3d29evVq5NrHjRvX2tq6b9++Dz/8MJ1OW5ZVW1sbCoXOOOOMfD4PVvR55503f/783bt3LV68+Gtf+5okSVu3bn3jjTcgl4bGyqlTp5qm2dXVtW/fvmKxKEnSiSeeGAqFpkyZAnugVCq1YsUKXderqqpOOOEEr9e7YcOGfD7f399/6qmnrl27FonbSZMmzZkzp7u7e+PGjdFoVNO0qVOnBgKBJ554Yvbs2bW1tW+88YYoiqeddhrLshs2bIDq5fr16/P5vM1mG904KtBY39zQxEtVmsGxLKeYumEPMboaUrqF/tX7d6xauzet65P9o2Ydf1qb2+VxMWK8wHRHu/d3runa++FYj1p0/qn2lFBaFS2GIczRIzrKCdZ1HU2lbrc7n883NTWBbkQlfY6sAtntdlE8nOaksvef+TuIIhLiBAhNQvISWvXU3ba8HgWDSYSpPM/pup7NZjVNq6ryO50OXTdU1USz6ecu/2USgSOGYbpN4hCMGKNG1UIiK4Yc4UaetxySpJt8IOxg68fkGX3i6FpTS9l4p9vpa24dfWjH3yaxEi8yhNFYQ+BZS+TyhPOjtuP3+yETBHNZMqSAJIrid77znZaWlk2bNnEcd+ONN5533nmKoowcOTIQCMRiiSuvvCIUCq1duzYejy9Z8uDEiRMYhrEsomnamDFjikVl1KhRlmUViwrHsYLAIzGfSqWOP35Gd3f3z39+N5TOL7roQrfbxfP8K6+8omnaiBEj5s6dO2PGjHvvvReanhdddFEkEvH7/QjmISc1fvx4h8MxadKk6upq0zR//vOfP/fcc9u2bfN6vTNnzsxms+XNzWSoQxqxdzgcLpVKPT09DQ0NkUiEmtGSIzqIKqMyKqMCyivj328AEDidzra2toGBgVwu53a7nS4PKeuoo6bWR4JyZKeGZdyP8hrwPDUSgqMnx7IHDhwcOXKEy+UclhQ/clCFFgD6pqYmTdN2796N8z/rrLNmzZql6/qkSZPuvPPOzZs3E0Lsdvuf//znTZs2tbS0XHvttaZpnnLKKQDxDzzwwA033FAoFJD7BNuks7NzcHDQbrc7nc5nn3127969V1xxhSRJq1atuummmwD0V69eff3119fXN+7cufO3v/3tFVdc8dRTT0UikQkTJjz99NOjR4++5ppr2tvbn3/++ZNPPvmXv/zlNddcw/P8zp07f/rTn15//fWiKD733HO33HJLOBxet27dBx980NLSsnXr1l/96le33HLLxRdf/Oc///mJJ564+eabt27dmkwmzz777OXLl59++umjRo06ePDgwoUL77zzzoceeqixsXH+/Pkej2fr1q1PPPHEBRdcoCgKwCW0We65555bbrll9uzZHR0djz322OWXX87zfCwWW7p0aWNj4+mnn97d3b1p06avfe1r1dXVL7744ptvvnnxxRevW7fu+OOP93g8L7300o9//GObzbZs2bKbb7754Ycffuutt2pqas4555xCoTBv3jxRFJ944gm/39/d3f2Tn/xkzpw58+fPX758+X/913/94he/GBgY+MMf/nDDDTcsX75cVdVp06aFw+Hnn3/+kksuWbBgwZlnnvmtb32rUCj86Ic3zL/4nMlTx/b35zlGt7SU5BBLJa2aK3EH1ve9+6eBeKrfceFZF1wWjIQ1S3GKLJcvhBV+9KjGwtwZ0f5z/vL7xYXdHzhtT1VPvzhpH6mYmaNGg4A4+Xw+k8mA8mRZVnNzc7nP68eUdwghxWKpWCwCNH9MLegfjopps2YymQQPKhAIlBs/oRyBogooDYiEkUkFHAdkT6XS9Lqg/ANVzc9xGIwiWIJliZZp8IzBMUTgeJVjTMIKrE0SpIJmOnzucSedvKV7DyGMJAiWptt5yTRYQ2BLlu4gPE8knmUMo8hyhqrroN1zHBcMBgcGBjRNq6qqwlqE9hJd1y+44IKLLroIvzk4OGgYxhVXXIGsQSKRPPPMM8855xwQS9LpDPLuDMOcd955mUzmwgsv1DQtmUxCE5Maq6VS6TPPPNPhcOi6nk6nPR5PT0/vggUL8HTQSHr66adfdNFFsizb7fZMJgMy+pgxY2ht7Rvf+AZqXxBYDIfDN9xwA5XUpKL45KNOUoqioNrW19fndDqbm5vxT5gw5J/QoVsZlfG/E/NUbkFl/CsPVPPhOt7Q0FBfX59Op3O5HAUrH2MYTnMzgD4fA8rL7d/xKUiGDwwMUFHqjwHlFPHTk+E4buLEiaFQCDsuqJwjR46k5nylUmnjxo2GYUyZMoWGFpZlbdiwwel0zpgxo76+furUqZ2dnd/61rfWrVsnimI0GpVluaenZ/fu3dddd11LS0s4HL7gggt8Pl8ymWQY5uKLLx47dizLsieeeKLL5aqvr29tbT148CC8dfbt26fr+o4dO0aMGKGqqsPhQAvsxIkTjz/++JdffnnPnj3XXXcdIorZs2ePHDkSjNJx48Z98YtfxG/u3bsXGufYwhmGmTNnjs1mmzp16v333w+XkBtuuKG5uVmW5Tlz5tTV1XV3d+O2IJe2devWUaNGzZ49G3IrNTU1kUikqqrq/PPPnz9/PjK+TqfzqquuGjVqlNPpvPbaazVNa2hogCPpxo0bXS5XX19fT0/P1KlTu7u7d+3aJUnSl7/8ZfBVfD4fOBJTpkzZsWNHsVi88soreZ6/9NJLNU3btWvX2Wef/cEHH3R2dk6YMKG5ubmjoyOTycTjcTzxn/zkJ16vt6Gh4YKLztYZK2/pilUQRVWSDMMsBdmELdc+uHdblql9fY8wbeoXQ03ufLF/+e+WLP3NkqVPLlv+7JKB3g+8blEMj5x54ff6E6V8f7sux4qqdqwpismjKAqANZwaq6qqCCEoRxwr+Y1KEcMQh8MBcaFjWcn+vwyazNY0DXrtHo+HaqQAn0FuPBCo8vl8Ho8nFAq4XI5gsArzhAYVIL3kcjky5FdFBf4+xxXG4ooWkYhpEVKyGIvlPYLk4oysXsirBbNQ0DmBiWfkD/Z9yNlcPX1ZnQimqReyqVw6VRXycDZBEJ2sYWcswyAaQwTyEUUpDvQqxB6maeKGQJQQJQ5FUUBxwVoHshnUipLJZCaTwZsCGp6u63AFAunFNM01a9Y899xzUDpCKUOWZVmWHQ5HNpsNhUL5fD6RSECWFBMsnU6rqgpcLssyWhpQ9KBFGxwHykvQpS0UCrS9vlyEh66Qg4ODBw8e9Hq9zc3NmBjDypiVNHllVEYlU14Z/96DOksDNPv9fp7n93bsL+9GgnTdsTShy3Pkw4xdyn+TpgORGhQFwe12x+Oxrq4ueJsflbtSvt9gM8Op4jerqqpYlg0Gg7De2L59O4CpoihOp/O0005bs2bNX/7yl9NPPx3GHJIkPf/8821tbfl8nuO4q666aubMmeDgLl++HKaVcDb1+XzFYtEwjGAwGAgE0uk0ZLnB6EUbqNvtnjdvHmwCAcpTqdT+/fvPOusstFTW1dWlUim3293c3Nze3p5OpwVBSCaTsix7vV6/3w9fTNwfqIwDW5Q7j4IrIstyW1vbgQMHHA6Hz+cjhMRiMWzwLMv29PQ4nU6v1ysIwsaNG7///e9jt0b6PJlMjho1SlXVxsbGjRs3plKp2trauro6/A4wCiVFFIvFrVu3dnV1FYtFh8MxevRoQRBgqVNVVZVKpQzDWL58+eTJk0ul0uDgICw5cdqgrTc1Nblcrt27d5988skDAwNbt26trq4Oh8Nw58lmsx6PR9M0u92ZzhRKislzpl6KS3ZbgXWKxR6S2k5MedW+QqH+tPENEZetUF0bmDyira5uZJ5l44mOplHVVV6mRJxmpKVP9CeLeXe2mwuMtCzxqIUg1EOok7nP56utrQWRCcjmWJnyIc1+VhB4lnWC4/vPeAdhj5XJZNDKCaYKx3GYBjzPi6LI85yqapD6wZMFnqPq+FT8keM4eA6glwAg73PE5QZT4oifJTohBZ1jWMHLiU4nyRZiPZarSisZJq/0xbO9O95rHT9Xz+pjRnCGLCtysq+nY/ZUv+R0SJy7ZPAW0U2WYVgJ6W2WZYGtq6qq0ul0PB6vrq5GNYM2AODu4VnjfuL9pTlmAHEy1G+AhQ79D1jQeJ7PZDI1NTXXXXcdylBIiuPPMMelGpp4EHh8eDFBD8PKBldaMuQbQFdLcKhwzojSh5n+Hm7v0dVYLNbY2BgOhymdj7rVYn3++CW0MiqjMiqZ8sr4NxiQv6WWLm632+fzgSyOWuqxOuEAaFDTP9JqcRi+QX2W/F0hxDJNs6qqKpPJ7N+//+PPkO5PdP+jNjSWZcE0funSpY8++ijLsm1tbSzL5nK5008//ZprrpFlef369VAjXr169a5du8aOHVsqlYrF4kMPPfTOO++ceeaZhJCamhpwBvr6+nRdh5BwIBAYHBw8dOhQMBjM5XI7duyA67UoitArnD59+uDg4OrVq0eMGNHS0rJ69Wp4efh8vmw2K0kSMGtvb6/P5wuHwx0dHbqu+/3+qqqqaDSK3i/IvEDzAWHSkB0Mgfc71GnWrl2byWSKxWJXV5fT6YQlZzabFQShpqYGML27u9swDPDXsXPncjmn04mQZv369WAhd3d3R6NR5F/RCUfNPquqqs4444xf//rXDz300E033TRjxoxAIADL8b6+PkEQtm7dumrVqlNOOUUUxZqammQy2d3dzTAM7F0hZNHY2Lht27bJkyefeuqpBw4cePPNNydOnOhyufbu3ZtKpeLxuKqq+/b3mwWLVRgbMZlSzs4zsuVSOZEUo8lEZ0+mUDtptsNtOA3OLjla6pu79+97661V9mCtI1jLM0ZENGvcNrGqIaYx8Vin3+o71uRBzQdkA13XfT4fFbzDPKQgadiUwyxKJJLpdIbnWbfbTXUwqfb5p+qhpMEkFRqnb02xWATKhA6Sx+Px+Xxut9vrdTuddsuyEolkMplMJBK5XC6TyeRyOYA8iimp0A1EP4DyaZvg57i8MJypW4QhhsiZKmFkxu6uqql3c3vfe1vOpov5Yi6T3dvRqYnkg1079+w5GB+USwWtv3OnyMoNjfX+qghDJEs3CLEsjtMshtqmYvFBVap8JqM+QAX78WcKjtGbDuhMo30UGfATKpeE53viiSfedNNNLS0tQMx4iEi6UwX9cvRPPtohQ+MlMsTiw9sNGI0MAo75d6u1IdoSXRMgghmJRCKRyFFXWrq00p/Qz5Iy3y761eWfKv85DTtxnogxyr+IfhZVJvz+sJMpj12pCd2wI2DLoCmJo86c8g+aQwMfoV9RfgQIQNGDlzPyyUfdNoZdPk6S+h7g/7hABMAVkFDJlFdGZXyeIxQKxeNxaIkgK3wsEsswb/N/oH7qdDpBlKytrf3knwIWAXl0wYIFkCDkef7MM8+cPn36smXLeJ5PJBKXXHJJe3v7q6+++uUvf9nj8Tz//PPodKyvr49GoyNGjPjjH/943XXXpdPpa665xm63Hzp0qKmpadasWQsXLvzKV74SiUSWLVs2atSocDjMcdyKFStsNltLS9vmzZuhXVhTUxMKhf70pz+de+658+bNu+22204++eSWlhYQ1p955pnRo0dv2rRp5cqVt956q9/vv/nmm+HF/dhjj4G6w3Ec9KdpbIMsoKIoum6ib3Ly5Ml79+594IEHHnvssTFjxtxxxx3XXnutLMuvv/467LtdLlcgEDBNc+nSpbIs//nPf4YGeV1dXTKZ3LRpUzwe37x58/bt22tqaiAXc99991144YU2m+2NN96or6+nqoV1dXXPPffchx9+aLPZlixZ4nA45s+fj1q/3+/P5XKPP/54a2trZ2dnMpmcMWNGOBy+6667TjrppDVr1tTV1SElP2PGjGeeeYbneTTXrlixYvHixX6/v7GxccGCBd/+9rdVVV35t41fO+NMu8XmVdNnt6uZvOaoU5yR/vigxOYdLBPwSYyddYgNxGQbWlr7ezomjKhuqB/D8QGi5GxmQWJU3hvOpvssOSMpfURqPhYURmGkPElZPoGPhQmAaIGNZLkIrT2wIyi95FNNdZheAaJRPE2jykAgAJDn8/mADxRFURQCDUTayIgTFkUR8wQHxD+hMxW5dpC4/oGT/GcMkzEYojOmoXGSyoui6Jjc0vj7P6zkpKrZp57FFMXzzz/XLmV03Vco8Lpqyvn8h1venjd7otPhYnkfYXiGaBZDLEbUGUs42lcAc0OGCOKnDofDsizYA+VyOV3XURHC6gGVQ3gFwKeWPg6bzYakNYAd4DteEDBYaExFFV3oFwGsA9/DiArrJ3QV8a+0Dwe/RvV2UN+jIQEli0NrVZKkxsZGpOepdRRmBQyVaahZKpXgF0YPQqW08EPqxoBQBOcJzjotI1ChW2rpQNtvAFuptxf+Su8eDkhtcXFi5YZfOBkapdDCwlHLXLgoqquDC6RznhY08Dv4XkiC0rAHX1TuX1YeulA3Zay99Nxwn/HL+MO/yKtUGZ9BmqDSflEZ/3bDtEhnZ5fb7cZWcaQbJYaqqslkMhwOkyH26idftpjDZHSD49hCoZBMJidPnnysLzrqgNbeq6++imQJdOKgLfjOO+9ks9mpU6fW1NRkMpl33nln1KhRoVBo48aNgiDMnTuXEJJKpURR7OrqOnTokNfrnTZtWqFQCIfDwWDQMIz3339/w4YNDoejqampra1NkqR3330XGi+xWMLlcqEnkmGYffv2dXd3z5s3T1XV9evXI2UOFLt582b0is2cOTMUChWLxXg8vnPnTsBlnucnTpzY39/f09MzadIkSZLS6fTevXuPP/74vXv3FgqF2bNna5r617++DonxCRMm1NfXq6q6bdu2vr4+wA7TNNva2pqbmwEytm3bFo/HkR7yeDxtbW09PT1btmzxeDxjxoypqqoaGBiYMGHCrl27IpFIR0cHoPbs2bMJIRs3bhw3bhwhJJfLtbe3F4vFxsbGSZMmORyODz/8cMSIEYVCoa+vb/PmzQzD2Gy2pqamMWPGGIaxZs2aRCIRDAbPOOMM4B673b5169YRI0bIsrx///54PD59+nTAhR07dgwODtpstkjbqEbJWdM8WpQYuxYXCHdQbA5yvfw7/5nY8fZzu7j6S+454aQZLWK1biM60TavWVETqvHWTA37HKxqaEohUbJeffphX3T9cdPGN02b2e+Zdax50t3dDbtZQkhtba3dbi8PKT+m6I8pDbALIfBUKg3v24/ptfiYgg8gCBUmLxQKhBCHw+FwONxuN4Cg3W5LJlOULUPDBopRAIDi8TiUqsvzwX6/n2FIJpOFNgsVKv0c8YTOGRbhbZrKMUaRF1SOd2qy1b62p3v3u3t70rK9pnZkZPwIj5tVNTOfVaMHo8nOfa0NxthJrYHq8Y6qERrn0AyGZUSDM1SmKBnSUfOdiUQCwu2QkAJsxV/LE7TwBaOYEncV6JCafFGnMFqCAHanxBgcBJFAeTGQ5pURG+Dh0r6d8mlDw4BhzqwAl4i4QIBJpVJVVVW1NRFan6GlQlwgtXHA6VG2Er268i+l30X56Fh16f2hZQSqkk4N1OhBhk0nilnpAanD7jC5RlpfwgDiP5ZDBQ2EyglapKyLCddeXqctd5Sj94GeWLmvLVUMKz8rKv5L00zDYonKqIDyyqiMz2FYhMhy8cCBA36/3+/3A1keua9rmpZKpbxeL2gY/xgoNwxdFMWBgYHW1lZoSnySjwOvYNugYr3RaHRgYCASiTgcDpwYOKAwWAF5WpZlMG7hPBIMBoGE4Fzt8/mwWMOrDxKHSKUg41UsFh0OF/Y5+IBAvY6U6WFTak0ikSgWi0DSXq+3t7cXGhF0FwS9hOM4ar6jKIrb7aZJ0HA4nEgkht1zagbe2dlpWVY6nUbrJHCGruuGocHmpq+vD5oSgUAgHA4jw4Rdx+Fw5HK5cjccbDyKokCbHKSXdDqNzNyhQ4fQDQzJttbWVkCfWCwWjUYhuQhOOfpB3W53IpEAVUBVVZpjNgwDMKWoJQpFu+Cq1uSc28w5JJvlrm4iu8iHT+3fs2fpFt1/6g0XnXH8KI9gekKr3n2PNw05lq7yRU6YNYGouUSR70+z25YvnsTsdo6dHDn9q1nNcVRUrev6wYMHbTabLMvBYFAURa/XS+HCJ5Txho+SqqrZbHZYF+anwrsU/RSLxUKh4HA4Ghsboe8OCRG0KlIuOClToaaqo5IkpVKpfD4fDAYpkYMQAq5UKpWigTRFmZ8jKDcsluV0wMYSy+gs69AZcbAj1bfWNFVNc/f1Frd37S7mirxdlyRhVMuY+kC1yGRdNY3uumm6LayYJcbSWcNl8Zxi5aSPNg/QNlm844gq/X5/MBjMZDJOpxMUETTPCIKA9kqbzWZZVkdHR0NDg81mA8IG1Eb8RrXt161bN2bMmHA4DP7DgQMH3n333a9//et2uz2VSlE/Y8x8rDYoRiE7jqUApmaQbqQQsDzRS8k2+Xx+06ZNp512GsMwg4ODqqpOmjTJsiyWsWjCnlZyKKeczmG6Hq5evXrGjBlutxuJc6R+Ozo6YrHYnDlzcIR8Pv/4449fdtllaFMBOIYzEcXEwOUMw6xYsSIej3/zm9/kef79999HTgFXQRP/+APWMUQs+CGNDXCSFIWXw+KjTh4cBxeFx0cjhGKxSKNrWkRiWXbVqlW9vb2XX345mnHpmowXCveBEILbQgjZtm2bYRjTpk2je0q5uCS9qApf/3/NqDzFyvi3HE6n3ev1ZjIZWZadTuexEEa5T+en3q2HUlmAxeU9WP/toBrqyN8gLxgKhcaOHSvLsqIoaNm02+2iKEKbBbxSiFKjwxKIFnn61tZWn89HARDsEgVBgH0MEA9APNryBEEAB93pdKLsC3UFYD70ipmm2draCg46tgRRFCFcKIoiGryqqqpgiulwOARBiEQiyNvhq3meraqqcjgcoJXjs7h2j8cDiB8IBIrF4oEDB+LxOLwAac4VWteGYcC5E3DN7XajGc7v9xNC4DtDTwkgA+AGp+fz+WKxGBQtcDdGjBjhdrvh3wTeBdptdV0PBAIA60DwuIehUEhVVafT6ff7Ia4cCoUaw6GG1iZJEhySTZBcRd1KJbu0gkzcDQUxEgpFuj5Yx+fyhpUtFtPE4NKJUnQwV1QKmUQvsRTV0kq6nE102EXZXVsT43zHjDDLNIIAxWj5+7+pF5kmzW6KoshxH0ny/QPZlmGVd5fL1dzcxHFMLpdLp9OlUikWi8Xj8VKphO8FQQJsmfLmPzStIliiiUmwIEhZRX5YIvnzGhxDOIMjjGCxDEt0QbcM08YFGlSLsZScXyi01YrnnTTpktPmfumUmWfNGT1llMvvzDkEyW6rNnhXkSEqIRbDEEYjxOTIUdkrBG64Ho8nGAzW1NRomvaHP/zhxz/+8fe///1du3aVs/9RXkCN4rXXXhnVWNUAACAASURBVAM1yO12462nTrQsyyIuffLJJ9977z1kjk3TfPHFF+fOncvzPASFqBgicC3eO4RYqBq99957zz33HN6vUqlUKpXi8fhjjz2G50UNgGkz6K5du5YsWQLjYZZlx4wZw7KE4xgslch5Y2LQVh+8rRStosH3gQce6O/vxwuOzL1lWW+88cYjjzxC+U6lUmnt2rU9PT00vLzjjjuuvPLKyy+//KqrrrrnnnvQG61p2h133LFx48bZs2fjJvz+979fuXIlZiatOYCdheSCJElY3pGvocgeqy7DMPg1qsp1rMmDjy9duhSXgJUfzwg2cKqq0kUb19XZ2blp0ybo/ILWSMo6YnEQUFyQrPnTn/60YsUKpA9owIxTpWEA7UCojP8Fo8Ipr4x/v2EYFiFWXV1dV1dXKpUKhUJHLdYj80FbbT6tdyB+E7yLj28nPVYG5ZZbbonFYtho4V2v6zr0xdDuBkQOseHyjA7yalBJAxkDMJru1kOtliwtFpdVY1lsP7TujL/qug4bbVB+sVWDoorAA1k0JJBUVcV+Q2mX9L7hVlCrVJvNBktR7KP4OI6sqip1/0ZohEsQRR5xQiaTAVxDPyhAANQ50FmIW0Q3dRiIYk8aolLYQXqGAEs6na6qqsJ9xr1F/UHXdaSfofUmiqIkSUiNI1ML5EGfkWmadkaVGcnlDn71oq8eN3F8Jp/QTLNLc4V8E03X4ORwb+r9dX0dX6gKjUhmc7u27TJyOb/XuW3XjrqIixMCiVR836FDRatL8rsCdZGowUvk6P1YaDwASMUWi3v7MWzy8vmJgQQbz/NI8/9jgSiYD5gtHMdFIhGGIZnM4XsIJitaBmkBvZzQhSnHMIwsy4QQGFpRZgvFnUjHKoqCGfj5clcIIRyxGJ03WFPjDdY0WZM3iD1tFf01DWZvklFjIpGIygqWV2C0gpEpprsFzsGao4LBEQOEV4luskQiAtENlliMKRBGP2qUjqdsGIbH41m/fv3jjz8OKHnbbbcBiaJpBB6oXq+XTkun05lMJkulEnQPk8mkqqqI6iG0AuiMotMFF1wAgcVgMNjf3w+tzFKplMvlIpEI6Owsy+J9YRimWCz+9a9/veSSS/B8XS7X5s2bN23a9N3vfhd8qng8Dg2WYrHY1tbW0dGB8MDtdre2tvb39zMMU19fi8mQTqd9Pl8ulzMMw+/3YwUDCT4ajbrdbrvdjoUFmlqYBolEwuv1ut3ucDhM+Ta6rjudzt/+9re0h4FhmPfff/+UU045//zze3p6nnrqqTVr1nzhC1/gOO7EE09sbm5GVYc2K1P2/IEDB1wuVyQSwZKlaZosywMDA/X19S6XCwsCuI6mafp8PofDAWBNqVzHmqKwW0LFAEEOjOHcbjeuGsnyRCKh63okEpFl+bLLLrv00ktxwFgshreVGuLigaK4h/IXpoEgCNAywjKez+ez2Swk6l0u16famyqjAsorozI+632UYwhhLIs0NDTs3r07k8lQz7xhoJwcoZX7Kd4Nntd1DTwKmsv5hAACheZZs2ZBQZyCWtrKY1kWOAA2m41KlSGzBa1D2n1VLoYA0Kxp2uDgIPANDD5o15TNZtM0g/IsHQ6HLMt0g6E9RpA6Rl4W3y4IQiqV8vl82ImxSwGwkiHyIvY5nAYKr8DQpmniFlGwjsK3zWZLJBKZTAbBBqCwoiiqWkIEEg6H0eaF24VLhpR1IBBAMk+W5draWjxKSGUHAgFk/dGEipQewKLL5QLOABsEkiaFQgFqjLgQqMU5HA5aBkEEAo1FIHJBEFhFYyTy7qb3f7pgwW233Tb7xKmqxiVLnmJa8IXr7fEds6pyOz/c6WurcwcjF8w/38cWiaUkTFFgSCJd6OrqWffOG5MjpKreQThTYEVCCkedKjQiovcT6br/lhROOdywAnU6ndCroarYn5ZWTiX2QTK22cRoNEZJCJgwgFkUrNAP4kwwQ6jfJxWUwKnigTqddk0zKPGd6iN9XosJwzCcyRrEJKzFGiZPGJMIlt3p9FXJvYyDNXS2pOuMoIucqkmcygslizF5wa4onGlndEZjCMsyokXyLDFZSzwqKAc6pL19hw4damlpmTBhwtixY8eNG8eyrNvtfvTRR1etWoUU+Pe///2JEycC6g0ODv7Hf/xHc3PzT3/60z/96U/PPvssUs5XXXXVvHnzcrncs88+W1NTc9xxxz388MMbNmwwTfOLX/ziN77xjS1btrz++uv33nvvjh07Fi1adPfdd0+ePPnpp5+eOnVqc3MzzoTjOHDhPJ7DjmzPPvusz+eD69PixYvb29tramomTpy4b9++n//856VSKZ1Ov/POO1OmTPnWt76F9S0cDv/yF/dkMpmbbrrpnHPOefXVV3O53GWXXfbVr37VZrPFYrFf/OIX8BP47ne/+4UvfAEZbkLIihUrli9fjsl/3333gbpjmubu3bt/+MMf3n333bfffvsjjzwCwwewempqahobGxsbG+12++bNmy3L+uUvf/nOO+/AC+mee+6ZNGmSKIovvPDChAkT4Ebc29sbjUanTp26aNEiQRCWLFny5ptvYrG68MILr7rqqnw+/8tf/nLr1q08z0+ZMmXhwoW0xPoxa75hGEDeSHPour569er77rvPZrONHz9+//79P/jBD2bOnPnMM88899xzpmn+6Ec/mjdv3jPPPPPee+8tXrz4ySeffOGFFxBvQEJn2bJla9euDQaDu3fvLpVK//Ef/wErNOwOd9111znnnDNt2rQVK1Y8/PDDPM9PmjSpo6Nj4cKFEyZM+MdkDCqjAsorozI+i4H0G8OwPNvW2tzf36+UCqgbUnDAsqxlsQ6HI5PJeL1eap14VCDCMoeb9PE7pmlqup7JFBiGSadTYPomk8lIJPLJz9Fut59//vmf4RUzDNF1k+dZyyKmaXZ1dSMzihQX7fhhhkicwwAZYgOA4EKhUCgUAoEAvV1Qg/H7/VTvjFKEGYbBjXU4HA6H3TBM3EXDMHTdYBhiWYQmPstdRfA7hUIBbFrkhCzLEoZIsZTBTLc3ilrKSR3DICMp0xFDcV+SRK/Xg3wSIiKkx1AEYBimqakJPCKd5CSG4U2GEDdx2jlBEAVOL8maweR0xjAVydAcmiFqlmwXLItc/OVvrvzb2iXPLHt70xvXXHGp29NiRAIhNzH6Ntc19rwUXfHas2Zdc7CmMexxB20Cn8z3DgzKnXt79e7208RDs5qczupLNHGsqKcIYY6KCEulEjxcbDYbHiIQNrXSPBa2Lu+SRFECYoUej5uKGFLgPmzCkyOMe/DcoXutKEpdXZ2iaPSGl3uLlhs0lsNuHCEWi9HYgAo7IrDE7NA0I5vN0hk7rA7zPz8Ui+EklTUNsSRYRNJZYjEpTjcKttFklKv7wPsOddDHpkQ+pRNOJe4CqZYZn7d+sml3sKbgLZmEUQijWByvWIzFWYJ1lIIGvb1w/5k/f348Hv/1f/3XyJEjZ82a5XG7P9y+PZNO/+63v9V1ffv27Ytuv/3WW2+1SdJbq1e/9dZbZ3zhC+eff350YGDbBx88tGSJIAi9vb133nlnJp2Ox2KXXnrp+HHjFv70py6X68Hf/EaW5fvvv/9X99139dVX/+HZZ+Ox2MsvvTSirW3Vm29OnTIlNjjY2tKCl04UBEPXp06Z8rvf/nbBggUMzz/55JPNTU2CIKiK8qMbb5w16/gb/78f6Lq+cOFChmEy6eSKP7/gsEuTJ0346a233HbbbRMnToQc6tNPP33eeeft2bPn7LPPfvjhh3Vd/+EPf5jJZC6//PIbbrjhi1/84m233dbZ2blw4cJMJnPRRRdBCOXRRx/92te+ds4553R2diLTr6rqM888s3bt2kWLFrW0tKBlpbzLc8uWLUgZbNmy5ayzzvrBD34QDAYfe+wxtCssWbIkk8m8//77s2fPnjt37urVq7/97W+PGDEim83+53/+5x133HHSSSfF4/FHHnnE7/cPDg4uXrx49erVv//978ePH//UU085HI6XX3754MGDTU1NeGq5XO4Pf/gDJnA4HD733HPBMCnn2eM3X3nllUcffXTx4sVtbW3t7e1XXXUVwzDQg7riiitmzZq1ceNG0zSLxWI+n9+wYcPatWsfeuihQCCQy+WWLFny2muvlUqlnp6ehQsX1tfXJxKJBx54YO7cuaDcLFmypK2tbcaMGb///e9XrFjxq1/9qrW1ddu2bVdffTUKuRVEXgHllVEZn9uglX2kbFtbWw8cOID2KY/Hg/3eMAyW4yhzAxoFFKPgCBQ3GLqKhCuKj8gxRyIRn8/X09MzODgoyzKqsZ/fJRPTJDzPDtUK2Nra2v3794PJXa6CVyoWy2Xdy0UMoA9dLBbRWEa5JYSQTCaDbbJcdQFEBdDHwS0pFIpI8FMqSLkUwJG8RsuyPB4P9UlJJpP5fF4SxWw2m81m0TNaU1ODCrvNZpMkSVXVVCoFTicYmRQ7AmWilxR1cHSgZrOZRCLhcrm8Xi8hBPk2pJ8Nwxg5ciQ2NoZhcnxQswhvqLwlk0SWJ4Lo9kpO0bBzAuEFxSmWiMXES3wszta7SnnBzJ11yrzJ045b9tTjv33ysRu+9yOVcWj2asdxl3S9JZ/aNPhhZvXAtoH31qhpI6wQl5vp9/GlabXh+gYt6Cwq4UlK05wk47fMIiFHB9ayLOMJopKOfoByFQvM4WOBcoqGqYmPoqgottAAhnK7afmI8s7xrwhjcrmcLMuCINTX16Nl9mM2e6qGXp7kBuKEidWRpo+IE2w227Dw+HPGEwxifMISYhJiEUTpnGWwHm+QjTQmOzMlYuNFNV9ULIezoHD++iaHN2QylsVqhDEYohHGIIRljvqMy24C+hnQ4HH77bcn4vHnn3/+e9/73n333dfe3t7S0kIIcTgcp5xyymOPPbZv3z7kqu+6665TTjkln893d3dXV1fDlKC1tXXGjBkej6elpQXq4Nu3b//Zz35ms9nC4fCpp566bNkyl8s1Z86cDRs2qKr6k5/85Mc//vGhQ4do1wfyr6Zpjh8/fvXq1atXr25ubl63bt299977u9/9LhqN9vb2nnfeeXin5s2b9/bbb0uSdNpppx06dIjjuPr6+pkzZ+Igp59++tq1a+12u9frPffcc6H7NG/evM2bN8+aNau7u/vSSy+VJGncuHGzZs1au3btBRdcgK7TBx98cNmyZV//+terq6sXLVokiuKmTZsOHDiwcuVKu92ez+eRFwDDBFMuEokgzX/CCSf4fL6bb775scceCwaDWLQ5jps3b97LL78Mc1mv1zt27FhN0wKBwPjx47dv3z4wMHDeeeeB8RgOh88777xdu3b19vYuWLAAK9WFF15Inxr4J9dccw1NMSA9QSNVmgAyTXPdunXHHXfc+PHjCSETJkwIhULorHjmmWd+8YtfvPLKK9/73vdodW7//v1f/epXA4EA+ne/9KUvrV+/nmGYCRMmYBrQ7hdJkp599tmpU6c+++yzhJC33377hBNOgK7UpEmTUB8jFbfU/0Wj0hxQGf/GA2wHpEKp/heaz4aV1ylexKpK8SjQjNvtliQpFovJslxXVzdhwoSRI0f6/X7DMBoaGtxudzAY/FRp8n9ObeAjyU5JEkBYpOpatMILvgq46fSewLUbhttgF1A4hQQVeN7YsIGh0Zrm9/ucTjvaK2HTgx4j1NABMgDN2SMGPgU+Rj6fp52jUHSBTKTH4wHzVVEUkMtbW1tHjhzZ2NjY0tLS2NgYiUTC4XBNTU19fX1jY2NtbS1kChKJRCwWg9uR3W7PZrO9vb2pVIoQksvlEHWIogh2xOHuKyJyDG8SYggOU3ArJpfPp9ODnWz6QFjrC7MFn10zXZ6Uq97kiMWLhBONkhr2ua648rL2/fvat78nmlpOE5XQJLHleLs2cFxV5tQWMn+C46zxttPGSmdP9nxpkmNuODVa7JOUuFg3ul8IJAyDF41jTWAqv4BiAmAZKbMm+SQtXGVBJuF5Dir1Q5afHI2awBoHLKDhFh4xIaRQKNhstrq6Oo/Hlc/nEXQdfdsYOiUaL+EE4AVLJfzKsQKiOMMw4ELzr4LIP/o0CDEZizCWSSxTkCRFZ9xV1b5wg8a4NJ5j7I5s0XB6akKRNo5zqLpGGI0wKmE0Sllhj4HKUaGSZRkLzq5du/74xz96PJ5LL71U1/Wurq66urpcLuf1ejmOi0ajqVSquro6EAhcfPHFv/71rzs6OtDGncvlwLYSRbG9vd3j8SiKgjZlr9e7f/9+ULDa29tdLpckSSeffPK2bdvGjBlTV1fX0NCwevVqaKqiMQMhvSRJ559//sqVK//4xz9Onz69trZWEAS8le3t7Vg89+zZgzbQ+vp6CJbv378fHS+CICQSCbiHyrLc0dGB5Xfv3r21tbUtLS2SJO3atQsTYPv27Shb5XI5tJ0sWrRo5cqVZ5xxxqpVq3RdnzZt2mmnnXb99ddj1ULvOO28LJVKra2to0ePHjduHDwN/H7/zp07aYOypmmlUgnK7sOqOna7PZfLSZK0bds2BO2iKG7bti0UChFCDhw4gDB+9+7dBw8eRJoD8SrNd1BTOUJINBpdunRpLpejhcoxY8bs2LGD5tcHBgawzB48ePCuu+5asGDBwoUL4b0lCILP59u6dSuicUIIfN/AKsTx0WMD2cozzjjD4/G8/vrrDMO0trZ++OGH1EGiUCjgdyqjkimvjMr4HBGqRZ04aMsjx3GAX7QpE23p2A4p9EHvINAJAHo2m1WVIrQIm5ubcRCKUwkhQIGftk/0M8+U45tNE0QUC81b9CZQmwxN12n7HZXyQOsVoDDSosNslSgbgWbWcWRB4EslBUAcDh241fRTtNpwLGtGNGwZhhGLxaCpIufzyWTS6/UWCgWPx4N8MNRRcrlcIpGADgl2RCTASJmxjmmawA2FQiGbzZZKpWKx4HI54YgpyzKiDtqo2tfXFwgE0K3I5FPELhZ5RrFEF0tEIW8jKUnPmj0pS80zdTXEU8eaVcWCzc6mTNarGqxT4tRiNuQSLrz4y7f+bNHCW++aMGWuLrlcLdNIx/9l783DJK3qs+FzzrNXPbV2dXX1Mt0z0zPDMAvDgIPsBAURNfqKEYK+QTREUYmvwc8kevkGfHPppUQ+eWM0GjDRiKBGDYoZQWQTo+yg6LDM2jO9d3Xt9ezPOd8f9/TxoWcG2aKQr35/zDXT01X11LPev/vcv/smtlc3lSCliD7VDamuUccOO2qjTYQa2yPGwOYFolE9iqmnkdRhwbRhGI7jwNoin88Db8mxyGcIvFwWiYXx3EajlUpZuVzGcbx6vY4pMRw1Ga6O99Q0Df2bolDP85vNJjJiCSGNRktGzxz20+UoQnL5vtVqzc/Pr1ixAkIaeSLJUJWX5iI7p4QKQign+JNwQhTORcyZwgyiZsxMpbWwQKM6Vyy7byjVNxpxkwudKDFnESOhIJzCRJUIgfc5pHAIMpkM2uMwDK+55ppyf/9TTz2VSqUKhcLIyMi3vvUtuPhdd9115XJ5y5Yt99577yWXXMIY+/M///PPfvazY2Njc3NzP//5z4vF4s033zw5OblmzRrMoqRSqbe+9a2f//znBwcHJyYm7rjjjiuuuML3/bGxsZ07d55//vmKopxwwgmf+cxnrrrqKnnINE1rNpue55111lk33njjzp07r776at/3O51Of3//ueeee80118CF8L777hsaGlq3bh0GzVesWFGpVP73//7fb3vb24Ig+NznPvf2t78dN8kvfOELb3/7213XveOOO2688cZcLvea17zmiiuu+Ju/+Zvt27dPTU19+tOfJks5Pu9///vPO++8s88+W96pcrncFVdc8ad/+qcf+MAHPvGJTzSbTcyEyJfAkZ0sSare/e53X3311ZTS9evX/+xnP4P/EpofTJCTJUsTzLgfe+yx73//+8vl8urVqx944IFvfvOb3/72t7vd7mc+85lMJjMwMHD11VdfeeWV0h0I63IkIW7EQ8GyrBtvvDEIguOPPx4d9ete97qvfe1rV1xxxXnnnXfXXXeBtqjVah/+8IcvvPDC1atXp9NpBC37vn/sscd+8pOfLJfL27Zt27179+c///kvfelLt9xyS9LZEHPn7XZ7cHDwfe9730c+8pHTTjvtggsueMc73vHpT3/6DW94wy233NJqtSzLSqZ99erlXsqVV17Z2wu9etkR5HLdEIx4u91eWFiACWBixZ9ixRxTiclUZ6AE13VBThiGXqlUkIuZRC1kyVg3Sfj9Xr84YYxwzqvVxbm5OU3TwDcDBoH+0XQd2w+r6U6n0+l0EC4De2880tCTyIRn7De0K1IrIlUNjuNgAFQqKQ9FaUmAmNzV6XTadd1Go2GaZrFYhKEv/BZgDYnpTLBu8D1oNpuEEPi4kyWLD3wpwG7LsuA1XiwWDcMIAt9xHN/3LcuC0RhGOX3fz+VyUuZhGEbKa4SK7qpZlZCiv09v/tqffWxyxyONiemFA3un9z46N/lk1FgoRE7G8jq+qdt9PAh10eV+Y9WGzU/tnb3xa98YX7u+Mrwik2LR1H16cz7iEeVujrRTcVXhniWoaqRDknNKW9SNb+jQtMYiQiItPjwDgubKsqwwDEulEhhueW6TJYfjZyDIJSjH8ojvB6ZpSSsbXddN08Qeg91eKmWlUpaqHsxH7Had2dlZeNVLwl6GxRypKyaJuHW4101OTgohSqUSzqtlBuRovdLpNGMHF09eIgCdU0aJYIQzqfqnjDJKBaNEhGGYsbNO14miakRsX2QGRjZTrc+JiaJTQUJBY0oIFYwQhQpKKKGHQ+Wapkm/I8MwxsbGBgYG/u3f/q3RaFx22WUrVqxAI/ov//Iv999//8aNGz/84Q+D+T7qqKM2bdrk+/5DDz10+umn5/P5L3zhC5A6XHnllaVSaceOHePj4wMDA0cfffSKFSuuv/76+fn5yy677LjjjgNsrVarp59+OlwRH3/88T/8wz+EySk8EJvNpmVZ69ev931/aGjo3HPPDYJgdnZ269atRx11lOe5P/jBDxqNxsknnzwwMHD66acvLi7u3bv3jW9842mnnfbLX/7yhhtueOyxx4455pjzzz+/Wq1u3779Yx/72De/+c1HH3307/7u7zZu3Oi67hlnnBEEwVe/+lXbtj/5yU8ODw+7rvvYY4+deeaZp5xyyvbt27dv375v377LLrsM7cq2bdte+9rX3nbbbWNjY7Va7ayzzpKZzXv37j3qqKNGRkZkbg5Cx26++eYf//jHCwsLl19+uWmaMzMz5XJ58+bN8/Pz69atwz1nYWEhCILzzjuvUCh861vfuv322+fm5j7ykY+sWbPmFa94hWma119//Q9/+MPXve51p5xyCmad5e0u6fCI0Wf4oN96660/+tGPLrrootWrV0Pbc9ttt23fvn1sbGzlypVbt25dtWrVli1bvvOd7zz88MMf+tCHxsbGsJR3zjnnbNq06aabbvre9773+OOPX3rppaeeeur+/ftVVT3uuONAyU9MTBx77LGI4zjppJNmZ2chWTnuuOPuuOOOb3/728ccc0ypVDrppJOKxWLPEvG/TfXCg3r1sgTly+IePM/bt28floAlCIv5wVhBjJ1JcIAbrqIotVoNi8LFQi6ZkydnDaVNocxh/n0hCQx6xrFQFNpqdWDCNTAwAHNAPCfAZ/tBAH0OpCymaeKRBsgunyiEEChGwHyrqgo/Qam5B0SGwx1WSGXIXLRExifV+YdqyrG7sBzved7w8LCu647jxFG0a9cu+KL09fUVi0XoWGCtqKpqvV5Hm5HJZJJxd+FSYQkeS8yu68ZxpGlqo9FoNBqA5qqqZrPZarVaqVRs20b2immaRepW45xnlHLdnfa+bzcmd0xMLrZ8u94gzTBQCyxnimGLVwxWPPF16oozG6IUBFHJDBhvL0RGQO0vffb/ve/n93/0iv9z4tZV4f1/3//o9a6iEZWleJeEbV/JqIoV+KyhDmdP+Z/h2tc0HcHMVGCkU0H3sOh2fn5+fn6+WCy22+3R0VGsKixb6zgsPl7m0CLzHeH1bts2Y4RzWEky/AULRAA0aITQs2E1w7IsLP3DQQWG90f6aOm1QghptVq1Wq3ZbJZKpaGhITRFYOiTseeQ9iqK0mq1kB/0PIxKX/QKFIVxromQEs4E4UQVlEVEZZQwERkiMGh4/z23Dxfri/Xg1jt/ceofvOX4k85xGCV6yIVHhWCEEKEQoRAqCCFEsGe4cck/bdt2HUcuc1Wr1Xw+j4PY19fXbDYB03HB4hyQrSa6TfROEFJDfg30CRIB4hBYfGLBBHcz/FP6O0E1AcuXer2OVSnf94ELMcQCSv6w0Wm4BsFl7N69+73vfe83vvGNYrEIgjnZtklEm4xyw9nrOE46nU7m4JBEXCXeH2emvCHLewLeFnc/kvD5TkbqJOlneTUlcTZZCuvB/Q3KFrLkNIpNxTohTCqlZAtvIm3OJcOdSqXkDLTsTuXCFwiRJD0kNwxbntw2OcADuxi5UIlrE0ccMpgeU94D5b3q1e8Zl8u/x3G8Y8eOoaEh3O9gqBzFAlZfMv9Cxibj1qnrej6fz2TSJPGEWKYKOPTjficQXCQj1jnnuEyjKOY8np6esSwLEArfy3EcuIyZpsmXxv6Szwn5hsmAGDzgYa1omsbU1DRQPh6iQgjGKOcC9JXcM8k1h+Rekugc8F0ak0PHmU6nJQHP43hqagqEt6Iow8PDMhdDQj2EUzLGQPG6rouHIuc8m83ieY8ncbfbNU3DNA08llzXhRmioihIRUXsKxavtVTaUtSC6LZ+cf0T939/36LStY5W8qvyuVTOIt1u6DlNt/YkcfevW3nUMcedaK08wcmucyNF5SGjCtVNFnu333XnN2++dXhk+P+58A8Gb7ukE2tETQvfy6g0DOKYso5eCsf/QNtyHjdKZSVqFr6KtQAAIABJREFUhFZbK1u0mjzB5A6cnJyEQRCessViEYv1v9XDe9k5mQTKsl9CYYJiGY6JoshxHDzskU2zbDjht9oySg/7hYWFqakpuEQjwikpv5Ex4IiA5Zw3m03Ai6SBzHO9NJKcfXLp4Jlfe+j+j1SVca4ugfKYUEEUQfUoFprKWBx955s3/MdN3/nTt7/qBz+4/Ylds0ItvPmtb7/oz94ptJCQmBKmcE0QRkVMmU9ZzGPj0A+S5v1yAURGxMs9UKvV4D6OHhLfNJmwm4ygl983KdjDP6WnzcF596cnp8pFGAn3ZRS8pPNlsCXnUavVKhaLSOBKatvkBSvvVPv373/f+973zW9+E2lucgRZnk7JW2vyDCFPD9FMTiwkz5/kvpJHc1liaPL0kJ9LEkn1y7Zh2UZK+bj8nUPpmOTvHParkUTM7bL3OfQ5It+fJGafkh2LPJHka5NpRMnH1rKnBunFfPZAea969XusBx54AHPrUJmHYaio+tTUVLlcliGOMkgIFofj4+OapnheYJn6S+3ryGiVyclJxhjnpF6vR1EEzYakqyGqxlQWCDBV044EZZJ/WpaVy2UIOWiz6Pvhvn37oPCWsEy63T2PZgmPrmazCYr6aZ9OSK1Wm56ehi36+Pi4HA1Mxs0gjxNYHG7WiA4liehykOuZjK0ov1FVMsZmZmaQnJJKpVqtFhjcbrfb9TWj9lDZe/iBO3/4k33mmjPfsWLLKYVCbiBrFrmvCzHvuHtanSemZ+a+9em3bFLs0fWpV15UtY5WSDrr1njUDEhsFHILnfDaL3/Ncpp/+ya2/85bbT30ueBU9LOo7TOy7mx928VPdQs2i1f36w2f+FpB4Z1DsWMYhtVqFcsU0skeinkJxZ4lkSzRErjSZF4PkJl8nIMjXzIjN4HnDqtKejbolnO+uLg4OzuLCw2W8NLPMUlqqqra19cHSRWOeBJ3JnfOMhFUspY5OS7zeEmuzySFWEluWPrGHFxkE0QhQiMRo9jPTBAWcRZG1LKsiT17P3T5B7utphF3qaJ7viCKaRdy77jkIlVnjKmU6IxrhDDBHcHaRASaVkguHMm5CymHi54+9SH9jrrdLmJ9k7j5OR2XZ3rSP91y6rDHFHcSiKHh6O84nTAMBwcHcfiSbkuHUuaaptVqtWKxiHmPF524TfZ4L+J7/i5g1hGseF/cYoydfvrpuHXg8dELFXo5Vu+Y9eq/Q0VRNDIyMjs7q2lapVIBCx6EMdAnHoR4TCI/HPcsvNZ86SFyrNLCOSsMQ2DloaEhLGeDD1YUBTORgJ74RqlUKgjD3wqnlrJdSBTFYRj6vgD2xQNPKhwkXHj2WE3qZGTOKJJ9ksgSsfByJZcvVdJaUSbpwFI9lUrBUQR9gqTzkWij6zpjFHoJLJJg6hcpNtlsFiGIg4ODQzqLWu2dOx7YWeMbznnPymNeWankpqcmfvJYw9AKzJ000mz9K05zjQFn7BX7Jr4/rOlq/YBqrIqJRalqGSZhsRv4lqW995KL/s/lf/3w5FEjw5u0+Yco7YS6FvgBzYxk121r50azisUbUzPttpXL8e4sU9PJHSU9PeEggf0fLVWy9/itoHzZAz6JRyWNiiMCuOx5HnwY0+k0rEJfSHYPUqKwk0ulkoyuTKJnYCld1yl9muGMxCvSZV+2dkcCTHC6SEJMsjTnLRGnnI6VwxLwmYFYCzeBBE1LCSExiTkhhHCAck4URTkY5csUzQ9iIXRDsXSLOZ5fry/e+sPtmmXGEafEUIhKqcKoT2hbkCCOLRxZ3/elPgFHBA2qlCnLkRhccaZp1ut1JN7L9SJoNl44IkwSvUf6Nbm1WD/pdruEcHiPyiD3Z5BJqKqaz+dnZ2flakAPlP8uQXk2mz355JNlOICk/3vwoAfKe9Wr33UhFVxVVYgBUqkUwBkAokyoFkLYtt3tduv1en9/SdMU8MQvqe8iFYfNZrPb7a5bt873fUXR8JiHJ0yj0cCX0nUdqke8JDwCIk8+z6R3YbPZgixVOhhKsxqgBMDi55rZLheFgYGSbI1cbAXsALCWKC3JegZBAGmKoigQaEqYJX9NNg9kSWEJuI8RXpCj4IPhefzkk0+OZ9t8fjLguaZibTv+xGLBrhjRr3c/+esn6nplbbS4e3XZPImFRxdsvu01j157vT0U0H07SvmjHab4MddM0/M7TFejwC1aqQv+6Lx3XvXRGz74hpWmpbZnqWLFes4ePz4ojS8EsWEKYomFjttv2SldDTg5lGWUbjaDg4OO4+zduxeiXqlDOBIxSRJzlknaGNJYmUsKfSohxDRN3/drtZrv+0CHmKlNcsnP/vktATf2P4Zrm80mLjrJfEvhAVny+qCU2LaNfkmGnizTY8gXHvaLSwN+eVbjy8rxkuRr5S/jJsAYA1CGuzOWzjSmUCKYIIRw6MMpIXHEFZUwRgcG+tetW7e4UDWtXLPZVFVmps3RseG//7/X6KYVhUIIhceCUKEwTqkrRBzFSrPZnJ2dRTsksZHcJExdY/IB4BvncBAEzWYTbaRUoSSP7/OrZVqaI+1YcPlQfEEBODc3t27dGsuyDl1nO9LZKE+/pHbuv6IOXSrpFW6bOOXknby3W3qgvFe9+j0UHs/9/f2KoszMzMDWo9N1ATUwTYXnYrPZbDQa6XS6WCwSQlSVRRHXXkq4XBJR8OhVVdVxnDA8yApbljU/P08IqVQq0jpXutf5vn9Y+cqhoIoQAecZ+XHgxjA8JEUFz4lDleQlaH5MIB2KsZJeivggOU1FloQrnuch7seyLBghy9E3SfjJOSr0JICD8JxxHIdS2tfXRynFSjpihsLFexqz1UbbTpfLmslMVRjp/CuOOTHS9i3yeMWqDWuHymlNV5goDI627dUH6qG6MLmWz1tmvhlY7SDgRPAoMnVzcXHx9NNOeeXOt/35pz79ydePb+0vumEwy4uV4pbIHuSECa9uGoRxY2GxPZIrcMqTogUppcWQFtxXgiCwbfu5PomTuATLBWCCl4FjpJ/qup5KpbAbsQ/l6NjzvvTgAoROOInCl8nKlxoAYlkGjGJkMmtS+yt51sOCUXSJUh+Cq5skQrLkR7uui0ECQEy43EhqH1MZmqYJQRkllHJClrTCjFKq6sQIPCeVNl97ztn33/fzrusZliVIGMX+hee/lcfc6TiKonBBBYmjMHQ6nUa95vu+47nYIYgRSC7ToUvsdDoLCwuMsVWrVlmWldxpqqp2Oh1N06TZ6wufgk3uxmdmTzHfiYnJhYWFTCYjxyWlrvqZNwbn1e9ANdHD4ke6EpNytd/vCHWveqC8V/+/JgnwZ7FY5JzPzMxguRy4J5VKdTodPPAcx0EYDaUkCCJdV19qTDmejrquZ7NZ27b37NkDr0bYj4CMTKVSkq0ENAEtbZpmdIT0R5JYyJbr6XgtwBnmKT3PQ5SPnHx6HqBcIk7ptJDcjDiOAZTBnpLElJKEj77vE0KKxSLahmw2CwNy3/ez2ayk9gFf4jjyfc/3/Xa7DW8KmHBj6ND3/bm5OdiJDNCqQ8STE/XKtm0l29T1VBibufKoePShqV//PL9+U3bTMcTM0Ci07XT+qFMmJn62ZqwbzT1JhouxNkri0E6bDc/3fZotDQfd9vsv/bNPPHj3F7bfdeXbXpnV/H/94e7GE9vf9lfH5/pinSqKZuSo2m568wvd/qFsUrYh5dRwmOl0Os1mUyY6LYOzR6I25X9JZj2KIniuQVcqnT3RINm2DbMO6TUkP+I5aZeT47xyhBGeytj5y4hM6V8RRQY6YYQ6yW8n5StY35C6jkM/OmlAgZMNFwWshyT6h6UMREGEEGio4B+KwehOp4NlHBETyoQQmH7mVMEVQSwzTQjLpO1Nmza89jVn33HnfxLCR0eH3/j6123avKHTbMWC6qbueN12Z9Fxu1HADSWjKKmBgSz02XNzczLLVpohSlfpKIr27NkDXC4V/+l0GvcoeOC8uPKDZetRy0r25+DLVVXFBPZz/RSQ5T0zkCP1Rf+lfYWcVe05l/dAea969XsuSecUi0XbtqemplTN6O/vr9VqWCzG0vDatWvS6RTnmIoDnUBeUmwCfMpwHx8cHDQMo9PppNMZRFQ2m81isYh+Q+JpKeF9BqlJEufFccyYous6VvPJ0hxeLpdrNptRFGWz2aTjwbPccgx7kSXhbzLVaBllOz8/j68DnJRE7WATYasM2I1FA13XwzB0XbfVagHcBEHQaDRc13Vdh7GD2oDBwUG4L8PCAoQlpghc17UPtHk3bGp8OJXJenrasDgjao4cu3W83Kcq/WuV8qAvCPGDlCHi7GgrfFjxHF6fCgr1GWoXeS1ohq5Zdq1+N1QHWXvy7jsffarD/PV/d8uuVx+d+vEBuufAJPvG9y445zSfZnKVlVm7mypYkzPO9PQ09CRYi0Allb7gJtHJJKXYz7z/Ze8EnNdutxFPSw5RLCxTFSfR8HON9VnmwIOfFAoFGJAjJQCAIOkHAk0RY8y203HMgyCA/z2+IPor2Womme9lsAPcM/zUAceXrcOQpaReifvxX1h7QXwYFmcIIUxhgvCYM84jQRljRFEURaGcR5TQZrPWarLXvvY1f/DqVxMRW6amUNGo1cOAEKpEJKCqT9XIMLmm6CLUeKx1Om2szAwODmIZB81SHMeQn2HJAss+k5OTcmsRC5/P52ExibD6F0V8nHyTZ35DtBNxHK9atVLXNSG49Id9NoMNaDyewVn/RQe7Lwsm+HezkTK+Q5pT9ZjyHijvVa9+b3c9CQKQkrhy5coDBw54nhdHQXVhTtf1gYEB6FsIIQrDrQrU0UvruwCj4Paq63qlUmk2m08++WQ2m221Wtls1jC0KAoVRWFMCSOuKErMuaqqge9D0HnY/SNn/qD2lly7FI4DOZVKpWazWa1WS6WSNBt+TjwNNBJ4Lcz4gP6hNPA8r95o+EGAfqmvVGKKgmFPjTGmKF3HIUgR0jTOOQ4PUxRCiM6Ybhiu6zZbrXanA+eZtG1XKpVUylrmVoEOAdhOVVWkFBHjzMzCLwZYk7T8LtWCyC0SQXiwc/fk+uPfsPfB/8wOLxKruKDYXlhvd1VmZALd1PJlJTvQp2T1yBOBRqMUbcyHQb0ZR3unFkhQpapyx0z2P2uGT/xcvGBHjmnaC9UFV7j2mjULiwuu0xCCSlsSDAaAXTZ0Xdd1Hse6pvE4ll6WAGSYm8RfcLyStnTyoQvRThAElUqFJAxMnsHGhLwQYa4QjFL8KYQgQlBCTMMYHhpqNBoZ247jOI6ip7nHCMHjuFGvw0ve9305t0Ap/L2JZVn5fB49GDw0MeyIUwjkn+M409PTOJ2wHmJZVrfb9TwPXwSI0KKubqaMVEbRrVAoTFUVRclkMmyp6/M8z0ELEdkK6/id6aJt+W5AQ103LCeK2lGXapQQwiNqqbZiRIogLPKoEL7vuox6iqooihISxSWGUDO5TGqon+i6RfpbrRbnXNU0maKqJcKYZLDX3Nwcvhe8QWdmZ+uNxurVq/vL5ZmZGXd+vlKphFGUbC2S1kbP6f5ICJEHW4g4+Va4LTBGOI9UVV1YmNuwYYNh6IQIeS969nctkhDg/fcAuy+Xkgqo3p7pgfJe9er3XMsoATzpR0dHEaMDfg6+By+770IIsW0bvoG2bc/Pz5dKJag/gT8kbpMmhkd6T6A9sJjSxJocEtAIs4XnQXf9JrYpjk3TRHo8SXjxomFwXVfXdYAtjJHJZwnQUiqVOlLAOyhVMMoQJmUyGVVTkwxutVqFYXZSFXNQtl45OkzvzNsz3fZTTb86XB6K4+7i7KyWTn/9W/9y4rqRmYW9g+uyisMC3/MPPLA6LTjRpup+lK6TgYKumkzRVGpa3BKBasf+8ccfv3Llyl27dmUyGQyVptPpU045BcoZx3EOHDgQhmGj0UilbJCjYHCxAtDtdvfu3YvQTSnMgE4pGZ4K3bm0OZPMKxYWWq0WPIXK5fKypMz/IqoM5570yZGGgyCAHcfB15R0HSxfqtVqtVrVdV1VVQxL/IYXFwK9CphjdCblcjkMQySTI5BV07RWqwXND/ZYp9OB4KpQKECjcnANgjuqbiiayTSdU00AgIYhY0zXlJRlCJHlggohzIi6cW7nVFhX9ZCH5VxhsK8/ioJGHDhR6IcB8T213RG6oQlqUKpRwhhLaWqoqI7nmoxlDSNvpjXTbARBu92eWahi7BgaLXndYaATPjDA4oSQVquFMFpVVRHDDnPJcrm8sLDgOI5t2xCzYZ/jUkqOxj4/LJtUUuGuCDW54ziaplmW1UN1vepVD5T3qlcvCMsmGQI886T+4eXF+su/Q5ygKEpfXx/mOJF7n81moboGkE4S1UfyRgB+AgaSItdDH9UA5YiVkUv8z/UQoDfwPM+2bZloA9UBQFsmk4FRAMhjyd93u11CCAS1R+oKAFAw96lpmud5nssNQ4dgBg6YQghpYwI8hNnTOOq3x0aG5h99ePGXbeLvmp7ZMFLZOTG3c+/efE7Mtw64+5rF8aNaXWdxZn9m8d7V68dK/aubWnlqaiYfqqGlq6pCdI+QlMIVn7INGzZccMEFX/rSlxqNBlqOiy++eNu2bYSQTCZTr9dhclcqlTKZXLvdRtplHMfdbhdeQGg/PM8DMgOyBIwDzCUJORCQK6C553kIjUqlUn19ffLXjkSHv4glTX7ktC6SRLH/XdeFSgeNRLfbbTabmF8cHByE0l0ea7Rwmq6rqgq5Ed4/DMPp6WlIufBWrVYLzVUqlYqiaH5+HklSK1asQPQsNgbgVSMGp0wQRohChIiDQHCuqoyKKPYxXio450QwEvuhYQSaxhTVD+JQUUJFiZlmqJpC4wIRhohVNxsaWVVQVXCFcyGEQ4lHxJCpKZFQeEz9aH5hYabRCLgwKU2n0319fdCAoVFBE4Wes9PpkKUIs3Q6bds2RPCwrcTxNU2zUCjU63WsBiCLF+eGdGd6sW4yuGDDMDRNs9vtylnqnvihV73qgfJe9epFg+bJcGNyuDy/l/hXkDJxaUmBmbB9+/aBzBZC8Fgkg/qOxJ/JEEHMVpqmyXmcFLok0zqTuTPP6cEsgZEQot1uJ02j5ZtID5But5vNZuU3hWUK0pEODZRJFtY9AE1gHhcEPpz+0LSAcQRwxD4B8HVddy7KV0oDgxnh755+av/UmlVbphc8y+zPGou2Lbp+V8lV9ix6YcR2/+I/N2UWV+bGfJrxU8O5dNqt1dwFxpkvKOc8xUVKod1CIfuqV72qWCz+5Cc/ieP45JNPftWrXgXdMOzAMZhr2zb8KxGlzjnHFrZarXa7bZomHFFgOwNkiTlFMN9ApbA5Q0y967pgxyuVCpAcuORDl0r+K6CVDAlPGqKD14dZEI6753nT09OA4/l8nlIKZ33TNOHYres6BPSu57Xb7Xa7LT3mDcOwbRtOIEkzljiOsceGhoakPYg8/SQxHysq5zzmXIg4EoTEEee8Xe8QET/Np4UQRmnseVG7ms+k9NhJETOK3YAZjAcWdTTuC0EjNRNEnBMhBBVUoYwqCtEZYYR0u51OvRa0ui3Xo5aZz+f6s1no48mSIQYuOsZYJpMhCX/SKIpc18UVIdXAOLiwLcfsrHyr5AzfCzmmcopAKlhklrvv+/39/XJX99JnetWr3zUr10v07NV/M0R+KBX0MkLkR/oWyZhuuCDD71mQ38RlP4NnBVmy44CyFsOjnuctY9Dx4AcFm81mwdQ+J80Pfh9Blfl8HjoNOYHEGJudnYUXcrvdXrt2rWma8FqBa4dhGMuGFA+7Z6IoajabgHqcc8FjQkQQBFjxhy4iCILx8XGo2yH4cRynavQd7e8I7r/+scd23LxbWbHxtLVHby2XV+RzJU1VfIXNdeoLC5NP7Xgkv+Pfzhrumiu2eevOO6BU2t3FjOCcpgWLGPEFTXFqE+JSHuDoYLoRDjZSIASrykqlYtt2EET1eh087jKDOTQMoIdjzsvlcrFYBHaX+p8gCMAxgy2Gewk5Qtj4f/VpL5Y6QOlwIp3yOeeNRsMwDHQd0p8bu2JgYCCXy8mFETkDwJd8V0CiYyASo7pyHBafJYSAdkVKOCA913VdURTf95GrJQijlBJKqCCUCpURSomhaZQQKZUmlAlKvNhkoju1d0c6narVWv0DI4qWVg0jk7f9wBOE6LoZeIKwiHAiIi4iEcVxyIOQBjpjTqsdOq6pmtlin2qnqaYqSzk7JOFHhGO0bHkqCY5935+amtJ1vdVqmabZ39+Po49M3FQqJSUlz3CNP8tSGJEhXPLsxXh0JpMZGRmRE949prxXveox5b3q1fNtMZeeeUkjtsNi9Jf4t5BAPMmaw9TP931wrvv371cUpdjXj0f7svjxw9Kl8P0AdSedKMjTLQthzweJiByfffaFx3m32wXTKYNd5J8QHHc6nVwuB6kJCHKwxRC2glZcJo+WBY8RhAoRGPMJLoRIp9NgEGu1Gv4LnwIAhy0xhbsYZwc2nL1+1yNbj43v3P2tn9x7I8mvTeVXZorjQdCsTT2shvsGcuSMoTjs2zT0yrfM6MNrMwNqVDlwYL9LdMI5i6yYkpD6gefHgQfNRiqVcl0XQFxqwdEbaJoWBIGum319fUmRPbQo0LTgTWq1WhxFjUZD+tODdAeqM03Ttm3LsvBPjNLKYdZnPpde3AL8rdfrmLWVRj3w2/F9H7IcyCEURcnlcrlcLpvNYo6z0+l0Oh30MBDQx5wjswa2gPghko+S6T++78OuZxk77jhOtVqllNq2XSwWKaUxVagghAomOOExY4JSyrGKQA8OPi7leZok8N1A0+081/V8oVLUQnduX9qq1GnGVXIeNdzOtOvNM6orTFeVlKJppmVktJiIsC9jq1RnRAliHlARc542TfQPyS1Mxqwuc2THupBhGJlMZmpqqlKpzM7OCiGGh4c55ytWrPB9v9VqdTqdbDaLS+Y5jV8f9m6A7ZHOmJAYVSqVgYEBXCk9N71e9aoHynvVqxfKLj8DCpF81Uv8u0hyOulphZnIMAxBJFuWNTo6+vjjj/eVytLP+Bme08kYIDyJpbYkGfOJ90mS7s/JlA3gLAxDx3EKhYLk4eRcKWTlwF65XA60aBAEqVQKoTn45d9Ydhxh//i+D9gK0Kaoahj4kHNYloUBUyFEt9vFT6Szdd6bZZbtqiNKfyHcc9tJ69YOjJZ2z8/XmnOtxYdNxTsm7awZNlMGLwTdufLWRm485oS7rdDjA0NjDiVqpCixIGoYq2EcsFp1vt1uN5vNWq0GgxRpQwF9DjQeULQnfXUA3HVd7+vrk8OawLXdbrdarWINIZ1OZ7PZTCbTaDRg0y7zQQzDwFtJaHXokXpm95XnXb7vT05OttttyNmxPdJ5PZ/Pq6rabreDICgUCn19fWjPHMdJpVKmeVCyAn9xzDCQJcESjikhBPgep0q73UabVygUkomeZMlkM5fLZTIZKcfinBNcQYJQQhRGKSExp1RRBGFcCEEoW9orsaayWLGp28+nlPo+Zd+emu+4rZqoZoqFEk33tViuGWZWVEqCKEKYXBgxpYRGlLgKOSj/iCMiGFM1RaEcSqpkMi5ZSp+Vajqp+ZHXBTLqEXyGGCZIudCcFAoFx3EQfgR/zxdyH8O4iJTBCCHq9XqhUOjv75dNl9y23sOlV73qgfJe9ep5ssvP8MOXS+bwMiIw+ZekghbsbKfTyWQycHuQoeVybToZPQOc2mq1pqenXdcdHx+XhtAgkiE/wHMaIuzn+lTGW0EHDBiabIeA5ECUypxz3/fBqR/2qGHDwDcjkcTzvCVfSEP6WuBzNU0DHAd5nM1my+Vyu90eGBgAJIqiaJC51cCo63l1xUY+/bNU1BzW4sEhjQ4xJ/IsneuxI+I64SplqfxRJ7XUPpV0dd+LFC1gOmWRIhTGCKM+IxHT0kNDQxDGYO42lUoB7oRhuGfPHjQ5S2nqB9UmwNDAbVgNYIzlcjmE+8zMziLgE4JpdEqe52mals1msQgAZl12WclFEqmcSf5vEr8m2zwcXzm6cNgLRAJuabmNI+h5HmTi7Xa70+lAzg7EjONu2/bw8DA8cKD1hxo+jtOqquZyGd8Pa7XaQTVzIj4WoikMrcZxvLCwIITI5/OpVEqKuJZtId5EXh2UUi4II4ISTgUnhMeECcqEoKHghGmUEkopj0JFUXwqsrSdafzCXpzl07tae1ktTjeFOWQE2bhmGQYprxs74X8qlHoeoZoaCSWKqWZQyjmjFEaDVGGEUs4jQjijTKYBHHoJHypOkwFPCArodDr9/f3T09MLCwsQ3+MSwPkAdxSIoPBfOEAy3CAZnio/MdnoyuMOQZSmaZ1Ox7btlStXHsQEqvoyulv2qlc9UN6rXvXqJVF9fX1T07MAuPJhLzm55G+CjXYcZ2FhYd26dbquIyjUNM1WqwW3ByAngFrHcfr7+58hiuiwBc2J7/umaYL1hIodKGFqaqrdbudyOWT+qaoK/w2IZQ/L5kqiETp113UB4kFDPg1rLvmRT0xMQEAyNjaWzWbjOJ6ZmYGhhKZpUZATNNWNWH70lc3HbkvFi2Z70tL0UPCMwYTb1YVQFVMEaqu4jmdKMVG1mIYx56oeU5VywilhIlJ5TEjsMEqISCbRyM2W0gtphxfHXJrZoWTcI8TZUp+NBmOZN6JpmhhwhH4JO1YCL7k3ANeSk7WSDZVALdn14aPJId7Sya8jA6Ekv3vgwIF8Pi/nEcfGxgzDAPMNA/J0Ol0sFiWXL9EnbEZUVWUsCxiNACC6tD5DKYUKCN72cgoWjdazHz1kRBDCCeGEcuBmQZhQFBFTylQeR5RySikjwoyrWu0JZfrhdndqZnb2qVqwqA/V4pTtLa5Oh+tHCinP77Nv0ja/0Uzl3ShmGot8IggRnBNGCKGcMEKoIJQJwhkn4vnD2Xw+D21PqVSq1WqtVuugGieONU2DRKrb7Ur7xfgZAAAgAElEQVSAjpEJiM2wY0likFSm9i6bT6CEY8klnU5HURQEwejoaO922qte9UB5r3rVq+df+Xx+dm4B7hZweIAe4FBoBZrZdd0low+9UqksLCzAuA12bIDUqqpCQYEFdDg/PMsCogrDENJhydJ1u92pqSlwq57nFYtFpHVChZJMZT/se0prCM/zoFEBhZz8gmDTYeECarZer4OtrFarg4OD2C01fSwSvhr7wlgVp1bzxfm8FhIedYWp0BSNPSZiQmPqOnxwq6JTjftKrITEig095kQTjJBAMJ/yQIkpV2gcxSThJiltxSUHDDED55yxgypeIGB8BexkiZVhsS39dqQ2HcIP2JlXq1Xbtpf1JCQx8SnFSHJ7oD6XQA0Do/g4cNsHJyYPZ90Do0ZCCCUE3vPNRgPvSSktl8v5fB4/z2QyQggsGuCwgseVbZWUSBmGoWmK5wWe58E0xg8CIHhATIyBwjrQtm1w53KW9NmejYRQQRh2EiWcEkEYR1KREEKEukIYFavjvTt/fffU5Nzj++ZbRrm04ZXl/tFRO19bWNw9M/PI7h3j6fbrxI+D0sb+kXUk4oqaUqjkuZeGMSgmRzkT/IVc0ZlMplAoYEjaNM2FhQXMxaIpgu680Wg0m81sNgtFvq7roL1xNA+7QoK9h1bQcZx2q4GdiQUxrLn1bqe96tVLoXruK73q1cu42h1n165dK1asgJWetPVYNlIGtzXIc/HDsbHRZrNVrVYxcAnPCtCZ8JaG4cNzuj9wzhcXF03TzOVyUuBbrVabzSYAWRiGtm0PDQ0BaHY6HSiSjzRVJnEkXgtSH5LlpO5cCK6pyuLi4tzcnGEY7XZ7cHBwdnYWiNP3/ZGREZD3daUvF7VzNA5VK7t4v//Tq3PNB6nGGkrZFekMiWgUEhFpqtJ943UiVxQiw0Uq1jSPxSyghlBjxVeIa8aREqtN3dJJfNgd7rruzMwMILiqqkNDQ4ZhLWuWki+U0t7FxUUuhLS4ppSm02nsT0AoCVXlCw/bhgGc4X+hwod1Cdz6kjqo3wgelvA9mgf8EG0eCHVksEMr73ne6OiozDyCBJwsZYuC6sbCixxwxGQnug5CiOd5GAYNgkBbejnaGN/3Ia/H0Kd01n/2VoCCMGhXGOGEiJgqMdEiyghhjAo1cnQSWqpw2638/Z/afv/MXm3TilecNbBmQ76Y0YlnGFY7TDe6sddc2P/wj5xfff/YY8fWbNiWGdniGxWPpUMiNOJSIoigQpiCaJxyhbiURkKYz+9almdFs9mcm5vD2RvH8eDgILwU0TNLw03kDclJX2i98L/LZtyxfuU4zsGAKkaS58bKlSvhuNK7nfaqV7/36jHlverVy7hsO1Uul+v1en9/f6fTkaJbSZeSJbq60+kIIfr7+xlj+/fv73adcrkUBAEk2rD4AGhDXEu9Xs9kMt1u99mT5RATwwUFpF23252fnwfF22g00un08PAwRAgYWERkyZHkK/giIH2h/Tjozs65/I6w0KjVatDgRlE0ODg4Pj4+PDzcbrdB6GKGknOu+L9SVWWxHTfZSFFfW9l64cIDXdOZSBuR6jd0pteE3smuL65/ZZA/2iAtBMpQQY3A1ZgSCp1TSojhM41SpvGYE34oumWMpVKpwcHBiYmJTCbTarUmJyfHxlbhK8BxHNsj52Ix8AowSijtdrs4EK7rTk1NHThwoFAo5PN54FRElkqX96SSmHPebDa73S52EVQxy7YNAuVCoQAk3e12G41GGIZ8Sa2UtPEBHSt1OKqqlkqlRqMBuTNMb6SfOqUU9iCdTgfiCtM0IdHBoEJfX5+u6zJoSZK+NIrwa8jWMQyjWCySJe0NPjopiP/t/SEllBBGycHvQQkhghHCGFG4bwjHogHrtGt7n2zun9kb5I7/4/9VGBiqZOi/3/D5Vn3eEzoJ6WnHH3/Ktm3rym/6RzrY/6srNUrW2v1qf05RrIhzplIRx4RohELBIijllISCmM/7csYXLJVKtm3PzMzgqpyenu7v7y8Wizi9kbiZzWabzabruti36GQw2ZzNZnGloBOr1+uNRgNuRQjtarca0KOTpXi13kBnr3rVA+W96lWvXoQql8tPPfUUDBPBlyeZZkBAaDlM05ycnIRClxARxyKXyyG+RHomAgbZtt1sNrFi/uzJcgSeQ/8NHQUsqw3DqNfruVxu1apVUpshk8Of2eBFcvzYPMBWaQl3MPOIELgHQjs+ODjoeR6SaIALJYjPkqaRKmg5i4VZp7rgmGtceyv1IzOoW6RDY6HQsl5caaw8s8MMjWcDzrlO1NA1uUup5ikK4Ronqs8IJVEq8riqJUfrpEoEhyOdTruum8lkFhcXFxcXbds2TRPb1ul0fN+XE4FAvaqqRksjAXCLVxSlVCp1u13P8/bs2aPr+sDAgKIozWZTajlAbAPlV6tV9C0QM6CwH7CKAuV6t9vFmgkYceRJaUuKZJIQ5ADW4/0BvvHmpVIJZ5frumRpcQDTrphBNE0TiJwkpBRQWHmeRwiBA2atVms2m5quw1ao2+1almVZliTF5WZj9z7reHlIV7hYguSEEEK5QinjoUEiI/ZCr1mb2vPrmpUbO2rVcDZdTCkqMfuHV6xfkzON2V37xlePmOU+NjO/eXWpcc9ke2F6bnJitLQ2DgOWWGrgB7n5g7j/hehXsKNgwDI4OLhz585CodBqtRYXF33fz+VyEPlgsiKXy83Pz7daLQxM67qONaggCJrNZrvdxqVNKcU547puq9UihKxevZoQglMok8mg/+lVr3rVA+W96lWvXlAJQVSVlcvlmZmZoaGhJGqRqYFBEGQymZUrx4Ig7HQ64I+z2ayi0FQq1Wq1CoUCwCIhZHZ2NgzD0dFR5L+kUqlnv64dBAHcNsiSkhXv0G63oVpJunfLyTOy5G5+GGCVsGyH3npZy3Hwf4XAKKTUKEONk0qlQBbiN1VVVWiq7lKPKJYqSoW85sRDa09vdmcit62wSOGhoXAtU7Yyo1zQWJhO1E1ldC12zYgHsSdUnVCDci2mRDDORBzGjCQ0JFKqAaVvPp/fs2ePpmm2bc/OzmL7ZRo8JlyxDoDsoW63G0cRZQyzqrZtd7vdmZkZwCawmwcOHADWbzQaSad56WWeyWTQF8lBUmhOgGtBwMtGBZ0AbG0C308y7snBUDQAyJg0DEPTNHj+EEKwGWgI5UoLFDJSfZTU2Oi6nkql4DsOcB9FUddxACKh1QHulGlEEq0+e/kKp4QJwglTEiCZckGYICJmImY04kG326juIuWThgZt0oqibJgyR095/S/u/3Hj5z9+5THH51Zv6HDTyuZeUe7eETg8cBu1hVUq435AdZ1zTgkRlBABYl78Bpw/35J9CPx2bNt2HCedTrfb7Wq12m63S6VSqVQCCgeknp6etiyrr68P6qZmszk/P++6LmPMNM1CoQA9DDyRUqnU0NBQNpPGhTk8PIz4rR5T3qte9UB5r3r137akw2AydFAuvks8Kh0JJdWa9CaXQ4ESHsncEDn+KHjMFKVYyM3PzXTazWw26/shIGwUBYZhtNyu53kbNmygRJiGZhqFUl/hIL4hhFFRGeivLsxZlqXrer1WY1QMD1VmZ6aGh4cnJiYURmw7C8EJcACI0qSAJIoiy7Lq9bquaaqiAFpFUTQ/N6cw1u10eByPDA9rqhpHkXQDJIS4rgt+d6nBENLfEGpahAqBF4QkWoY7AuAenG9jihA0DONUKuV53i9+8djY2JiiqGEYE8JkMnkcC4UYtiiosaJptYhandyquC+34O9Wfjl1lJ+eM8wfzzl3ffWW9wy8o79c70SRpqrMpUKx22aac65HhBCf0sAglHDiUp0igiZhb0IIDcMQET+pdMbO5OqNVrlcVrXf2Ipj4z3Pw3dMwnorlcIMn2mamqYBfNfrdewWwC9Mu0oyWyYvYgNardayHFZN0/r7+yFEcRwHQe6A5shxBIBjqgrCHgGZGEWF+lzKh/BZYRgKQlrtNnThiqJ0HQeWjjiyB3cFpZRShTFCaRTHjLEgDE3TFIREcayoasw5IURRVYgupqenYcKdDCs9bJP2LLpVVY2JKiLCAleNOUkbkaIGgSqihpr34uKYMsOqN6/zf/StyVfnTh4w9IxOTdUnJ+dEFAWNypmp/FHpVIoEhCj2nLlif+Wibq3x6jWx3vh1X37VDE0xkTeEcB0vnUmbNOJeUzFUn9o61WRoFJorXO/4OxqkMAxHRkZcz1NVFccCTDbOc/TDiqIUCoXdu3f7nodGy/f9qclJ13EymQzcb0zTpITkczlGabvVajRqrVYrCIKBgQE0qO1WAwsX5f4+LEFAA9NqtbCoks/nm80msDtZmj+BqgpH4dB4h+RdC6slONlwVSb9WPHz5M0NvxwEgfShl3c5uZdwe+lp3HvVA+W96lWvXqTragmayEdL0ghcrsjD+Q6gMwk4pJ7hN8zfElSVT0SJ0SHnHR0d3bt3Lwbp4F+uqmqr1XIcZ2xs7NDEbNkVYKYQDHoqlVq3bh1CPQkhhUKh0WjEsUilUni0B0GABzYm+YIgwPQedKuVSgWKlziO5+bm2u027LRB4UvcKQE3nsFoIbCLMN4Hm2r5xbGvlhGueNXBHSKEbdtxHDebTYSeQt2eJJIPTpoGzEjrYcAVaiom6wYNx3H+/aafndGvjqTCRqDedudTDy/aff/+z2/74zdLVhsqXoBaOY2XPEBJw0HsGSxQIIMTNCdMZsCgI8WTEAKcJNllGfOJpBiw/hi3dRwHHu1g2SXpLmG93BLEZ+LdsD3yhAFXWigUms0mlkSg3s7n88uSMpPtZdLLBU2UruszMzNRFOVyOfimQ9aSBGF4iWRh8fIgCFIpEzy9vBBk5wmrx2X+ks9zBYmCwxaEELokX1EUKgTHD30/IkSPuBKbTMlmucFi0rUMi2isf9UwaxnHnLg2UggXLiWRopK04ugsCoIw5irnlHLBGI+joFDItNtOSOOUqodxXG/Xf/Dv/3HfffcNDw9feumlhmF89rOfhZnMpZde6vv+P/zDP+zfv98wjJUrV15x5ZXo39Bwmqb5ve99b2Bg4LjjjsMiTyaTWbFiRafdXlxcxHmSz+fn5+cbjcbCwoI0xV9cXAQ1XqtVBwYGsM7Q6XQopTjccJSXubbNZjOdTn/1q1/F9vzjP/7jRz/6UfSKEmHjTzhv4irD/QqH8qc//ekZZ5yBxTFc4+i0cSsjhNx///0nnHACzE8B3DGiCqdL9B4YUZU9M/5MbkOvetUD5b3qVa9ehAL9kwzOlMISsGhgIkEIAa5J9ldilENzRvDDZIq7fHxalrVu3bpms+k4DhQFwHkrV66UBoUSt8m/KIqSyWSAaOWHMsbGx8f37dsH80HX9VutFgI48VyHjkJqRRYXF8MwLJVKhJButwsBNGz44jju7+9HaCU2GEkx2Bt4H7wnOhk4c5Ol+TMJ2aWmXP4EG4yfAKzk8/np6elarWYYhuM4WOVfZkLCtHzDqTNVVwJd0brpNJmarN3zYHVXtOuy89d898c79y5UAqHtnnigWPxTbI80uwDIRh8lvcaTB0jGuCCWxXXddrsdRREiORE12mg0VFUtl8vZbFaiT8l5o9lIp9OAs0CuaHsKhQJ+E/OgZElKjt0FSQlM7qRfJFKHPM/Djko2D5IF7+vrk2oiaUsvYTQ5JHsIfwFVn06nyZKXvLRzSZrJJBdA8I08z/N9C5gMGyZDZNFMtlotnAMvGJbFAlISoRBBCaGECKrQiESCcqbqns/s3GCgD9hardrymhHN2nHMvWqtNR0Ic9C+/1cPn3TsMYoSUxJRzzc6vyqUyozpTOunIq/FNCZdqsRBGFPKLdOOItpx2x/4X3+x98nd55133tzc3Mc+9rG//Mu/1HX9pz/96cLCwutf//pPfepTjLHzzz/f9/0bbrhh+/btb3rTm+RwdhRFd9xxx+bNm0899VTf92dmZp544ol0Oj26YkW73R4eHn7ggQeGhoYKhcLExESz2TzmmGNqtdrOnTs3bNigKMrExMT8/OyuXbu2bduWz+czmcxTTz2VyWSmpqZc14V6am5uLpPJbNy4cWho6KKLLoLEHHManufdddddRx999OjoKIC4vCPhPMf9Ckf87rvvPvXUU3EKPfbYY0KITZs2cc537NgBNfw//dM/TU9PH3300evWret2u4888sjCwsL4+PjGjRsVRbn11ltxIY+MjBx77LFBENx///3VanXt2rVY+9q4cWOPKe9VD5T3qle9enEqyaFKGgkJIGQpsxDjXJDJArVLMCT1vqAq5btJOC6ZSBkPCQUCiFgpbpHP+0PTBJMSGhkOn+TRR0dHJycngyBgTA2CoFarFYtF5MK0Wq1MJuO6brPZBLSyLKvZbFarVaRRgvoFXK5UKsBYkjQFIpTsuGxdDhqkKIqMCpJL5EkDFhi2SEwshDANI5fLEEIcx6lWq1g9AD6Waef404uYmc4FoaOoJA55xMP+/srAuk2/uHvv527Z9+RE0GX9saKMrlgvcX86nUbT0mq1ms1mkgmWYmtpdINRyNnZWRy1QqEwMDAAk3gEN4J4rlQqGKA8dAVjWQgrSHEpFgLXDu9qrFfgHHAcB7EyEHZLaxcYbsglBdnLYSM558DWWPFAcyg15di9yY/G+2CbGWPoykCFYmg12WBIVXoSl4Pyz+dz6XRaIjypqke/gbNLQsDnWTQSjHBCGKFEaAphVPCYB1QVgvKYUK6lldwYz645Ljddm5hob6Uq4+m8+dSvJrstf+/uu8YrA525UqkyWG87M9Mdq/vLyprXlCpj1BziImuQ2OEeZ1xlXNcUHoacWa1u1ff9KIoWFxcvv/zygYEB3/c//vGPf+hDH/rhD38Il8z169dfeOGFMzMzt99++969e6G8x5gm9g8mdB966KFPfepTf/Inf+J53le/8pWJiYnrr78e/kIrVqz453/+5/379//t3/7t4uLi7bffvmXLluuuu25mZubCCy+Yn5+/5pprrrnmmrm5ub/5m79Zu3btn/3Zn919993XXXfdxRdfvGnTpq9//eupVGrt2rU/+tGPDhw4cOKJJ+Iov+td7yoUCuecc45shmEBBDUaRqjlSS5jsBhj3/jGNyilAOVf//rXc7ncZZddBqcdKFU+8IEPZDKZP/qjP/rgBz94zjnn/NVf/VWxWGSMfe1rXzvzzDPXr19/+eWX1+v1Sy655Otf//oPfvCDiy++ePPmzb2HSK96oLxXverVi8yXA0pKqgkQBNAzlUolae8kepZjbWTJcUKCZrngi38C2QMjSrCYpIcPhePk6bGOy95Z/i+ldHx8nBAyP189cOAAJDHZbBZc5vT0dLfbBUxvtVrT09OMMbgmgy+HDqFUKmFkDUvbQFphGMKeBaIdSGKAyQD7oMeVHthY3MeGyRwZKb6XpKznBdPT06qqOo7T19eHD4XRNcxnKKWcR1Go8ZhF3NPVtG6YPg1XH73i/nuNh/bGLF2MqF/MD5//lkuxGwGdscMBTUBdA3FK25Mk+hRCYHAWe0MaMlJKW61WGIY4XpAWyL4iifUBUqU7uByKlUdTAnoZ2WjbdiaToZQ6jkOWMjjxOxLdSvQvyXKZIYoTVU7E4gTAxidTXeUG4JBh+5OBoMnlneTHyc4KvjQw5LFtO9mqcc4xP9BoNFKpFDb+BYByAHrGCaNCEYQRGgsSE8oJFVEcx4re4WZsDq3u23337oed7pstzZqfcqZ373HcZkqZm/jV/oJdZHZuf6P+q717B7NafyGXKw97NBVwjbJIURWq0CgINGISIgQRlaGR9773vV+45h9uu+22Rx555KMf/ei5556LawEyoc2bNz/xxBMXXnihoiiTk5MbNm7UNM33fdl8Stnbd7/73a1bt77lLW8hhMRR9MUvftGyrDPOOOOhhx7C6V2pVJrNpq7r55577uzs7COPPPLFL35x1aoxQsitt9565513btmyJZfLvec97znttNN27do1Ojp6wQUXWJbVarUefPDBM888E40QjvJHPvKRUqn02c9+FhmrpmnOzc39xV/8BdRohmF88Ytf1HUdIVa4bHFdEEKA1yX1gFWdkZGR0047jXN+991379mz56abbsrn89ddd919990XhuHxxx9PKb3xxhvf9KY3PfLIIw8//PD3v//9crl8wgkn3HvvvRLu954gveqB8l71qlcvGiKXjxbgJ/xdWvsBgEq3YDlcBXgEXIWXNBqNOI5BkUoQDx5XMli+74O8hK0HkJP0MIbQc1nJXJ6k1BuCEMAvEOSVSsXzvINZgO12u93GU7lcLk9NTTWbTdu2kQEE0TP0LQMDA4VCASNr8FU8qF2Jolw+D+tGbCHAtwQlUCcD2QshUqmUlIsAAcBIRPYqlFI/CBzHg9YWxG0+n89ms5RSXVflzKEQIpUinhdrqkm1jqqlarXgzv+85abt37ngnRc98vPJhebExi1jF55/qaUVw9AFHSgxpWTH5R6TVG7S8YY8fR5R9lrSq7tQKEjZSdJORL5W7gGcFZLARjdCEhMLyaYLr4LHJRAtDOaTCm+5HAHGXYJy8nS3QbxETqDKP2ULgbz3pIP4MiBOEgbqSbIcX7nT6WAVRX4imlXT1A3DSKVSiB867En7rItDVk4FI4RRQgjhRMGxEDGJQ6L4vibSw8N5bu6deuIXd28+7oSsWTjpjDN1GprqQhCTrpKfqtcdr73vqZ+/cmgk19dvFQc6QhUKI4JTosSCGpoWdnxDN2MhRBy+7nWvfcUxx917773XXnvtFVdcUSwWTzjhBAT3aJr28Y9/HLqOU0899dFHH5XuQJZlwZZUTlTPzc29+c1vBiY+/vjjc7lcrVZbtWrVPffcc++9927evHlkZOTee+9dv379xo0bW63W8PDwyMgILE3XrFnz5JNPnnzyyaqq9vX1OY4Tx3FfX18+n9+7d2+hUJidncXtBc48+/fvP3DgwE033WQYhu/7mAQdGBi4+uqrcffIZDI4W9BP4r4hB9kxgiLPSQw5yNvaU089NT4+ns/noyhasWIF+nxCyF133TUyMiKE2L1798qVK7GqkM1mjznmGJwMvSdIr3qgvFe96tWLU1KGcc8999x6661QXBQKhTPPPHPTpk2EkGuvvXZ+fv6CCy7YsGHDPffc853vfOcNb3jDWWedtX///k984hOKolxwwQVnnHEGpfTuu+/++Mc/XqvVTjnllEsuuWTr1q34iKToFlOYhJB3vetdb3vb284++2yJycDSHRaRywTQpO1JvCT4JoRMTk5+4AMf+Nd//ddyufSrX/1qYGBgZmamUqlAGH333Xc++OCD7373ux3H8TzHdV1NM/r6+nK5HNTGeDbj75Lzdhznn669FvDa87x169adddZZSVlOHMdg5X/9619XKhVAB0klGobR6XSkEOigl3YYNhqNxcVFzJ4Wi8VSqaTrWhCEUcQlPojjWIQdQ8lHMeWK0vHc2+/8yTV//38vee+7Ln7Hu+bnmOvVy4MmDY2pPd04FklyOjmPGC9ZiUvhjRQCJVF4MnMU9D/yXDRNk7n30ms8iWvxhnLSDiqR5NLHoaY98lB2Oh0IISQ7LkXbyXcARQq5CL5mEARyGPTQ1mLZogo0S8luhCwJouSuWDYUIX+o6zpEPjjZZIYoiHNN04rF4sTEBLrNF3IJYusFUYlQCMXhoz4XTBBKSSRYN1Jiqz8j+NaKdsvNXwkbrfFjX5UtDKeMTKykOpHf7gbz8xNP3r99JNhR6h9XUwPU6nNj1dAYD2IuWByxmBDDMAUXhIlOs/nPX/yXKKBvfetbL7zwwquuuurxxx8/8cQTpXn/Lbfc0t/f/8EPfnBwcPCiiy7KZrNotqenp+fm5rZs2QJEDnP9arWKnTw/P+95nnTcf/TRRy+88MKBgYH/+I//qNfrq1ev/uUvf9loNDzP03WVUrq4uLhlyxZIrWRvbxjG3NwcUodw1uEomKYJA5bvfve7b33rW9EhY01vcHBQnpkShSd7s6TzD5B0p9MpFougG3AH6O/vr9VqssPcu3cv4oevuuqqT3/605TSvr4+OXMcx/Hk5OT4+PizT4nqVa96oLxXverVbylQ17qu79y588tf/jJCLuM4/tznPvflL3/59NNP/9GPfvTQQw+dccYZGzduvOqqqyilmzdvnpqaeuc734lH1M9+9rOvfe1rQ0NDl19+eT6fHx8f/973vre4uPjlL38Z/tZJsCUBerfbleoOPFwlcJTKFjkFuGyWTjLlkrHDAx4GeYVCQdM0sLyU0qOPPlpRlEqlghjRIAhGR0ez2Tyobilzl0veAAHg2yA3Z4zt2LEjDMNTTz0VOTJgE7FQkEqlvvKVr5x55pkXX3xxrVZDh9PtdguFguM4zWYTag2A+zAMBedhGNq2zTnP5/OM0Waz5ft+Pp8HGgDoFCLSlIhzxrnx7zd/558+f937L33vBRf8D8/xzJSeSZeJH4e+VyxR13Ug6Yao4yCmT5iKSP57mas3WfJ3k4INyWSHYSi952Rw0mGbJZKYFT70F8iSdeayHy6bJ06+26Hvg1YNqyLSGuiZS36ifLfk9ic7k2X/K93Kpb4fuhdp9IEQItM0VVXhnJfL5fn5eVDyy87PZ8mhUsFAllNBKCGCEEE5P5jwwxnhYRx7scL1Ql929drWPq8/vvfH337y13vGt706ne3PWtlGZ+HArsdmn7inEuz5HxuJS0ePWrO1yXQvjuM4sjQWcUXTrcjzTIVEIiI8SNvG4zse+9Gt9zz44IPpdNowjHXr1jmOg9FVwzB27dp18803T01NYT7yHRdfjO81Nzf313/919dee+2ePXvOPvtszvk555xz7bXXnnvuuUEQ3HDDDY7j4IINgqDb7a5atQprQe1223GcrVu3lkql66677r3vfc/OnTsPHDhw2mmnYdFMJtr6vu+67u1b2UkAACAASURBVMjIyMLCAjC37Nzy+fx73vOed73rXZqm/fEf/zHWyvBaGfaZXM/BNQ6vdE3Ttm3b9rGPfaxarU5MTNx3333gwsMwhD/Mqaf+f+y9eZwU5bk9/tbS1dXV+zL7DAPDKosgCEYhEnGBqME1hKu5watXNBLjTUQj+em93mjQXBWNW7xuJKJGrxolYkSNgjtCBBHRYRsGGGahZ3rfa/v+cZgnZTPoEBY1v3o+fvw0Pd21vPV21XnOe57zTLnrrruWLFkya9as66+/PpvN3n///QsXLqyoqBgyZAikLLIs33nnnVdeeeUzzzzzt7/97dRTT6VlljLrWPvJYsc/fQg33nijPQp22HFoA/JK0zQ3bNiwevXq+++/f/78+dOnT+/p6VmxYsWsWbOWLl3a2dk5derURx99NJvNPvjgg5WVle+8886uXbsWLlzY1tb26aefTpgwob6+/uWXX542bdp555335ptvBoPBc889F/hp69atd91115o1az788MMVK1aMGjVKkqQXX3wxkUi0tra+8cYbf/3rX0OhkMvluuqqqyZPntzT0zNnzpxCoXD00Uczxh555JHhw4c/9NBDL7300oYNG1auXLljx46jjz66ra3t7rvvfvPNNz/++ON169bt2rXrBz/4QTqdnj9//vbt2z/66KNly5YNHjx44MCB0Wj0/fffP+qoo1asWLF+/frW1tbXX3/D5/M1NDR88sknDzzwwIcffrh27doPPvhg+fLl3/72t/GwVxRl/IQJJ5xwgqqqq1atuuSSSwqFwpIlS5YvX97S0rJmzZply5YNGTKkubn55ZdfzmQyu3btqq2tffTRR99+++2WlpaXXnqpWCwOGjTooYceev755z/99NOOjg5RFO+6664tW7Zs2rRp48aNzz//fF1dncfjQRN4nudyufxeuGxoHKeJAnv62ZdXfbjm//vlz6adOFkvmMzgeCHDqSZXcgi86ZCLudzebqYEBYiiJtqP4DhRhn/3j+/FprlcDlWYiUSC5/mKigqSg3+Fa/Q4r2QySRT14SAmKVWwMuhW0QuocSQ/sGZHu3hJktxuN5ZE4NKDYe8/LOMY45jJMZMx3mQi43SOlXRT4zjBNEWOY/l8Nh5PFTVe5dzu/OajxNZRlVxE7knseKO0863sZ28Z21+vV9d/p7o4uYYLcB3SsVeKlcMzgleTBEHQDV01maxpvMAEkec1VeVE5hCM75w4ecyYCR6Pp6qqat68eSNGjJAkqVAoNDU1jR8/fvr06aNHjwbYPf/886dMmYLU1+/3H3XUUe++++706dOnTJlimubw4cOHDRv25ptvdnd3f+ekk+rr68eOHcsYk5zOAY2NI0eONE2zoqIiGApVVVe7FGXq1KmZbHb1B6t6enquuOKKhoYG6JTGjBkDx1Kfz3f88ceDJke2wBhraGgYNGiQpmmTJk065ZRTNmzY4HK5Kisrkf84LF1LrQE+e926dZ988klFRcWECROGDx++cuVKWZYnTJgA/5ZAILB8+XKe54cNG3byySfv2rXr/fffHz169KWXXgrJSmNj48aNG3O53LBhw0499dSurq41a9Y0NTVNmzZt0KBBIOmtxLy1z4MddvwTB3fwjrB22GFHn4jENM3HHnvs5ptvfuqpp8aNG1coFDo6Oi688MK//vWvF1988aeffgoV+B/+8IfJkyfDJ5ExtnHjxrPPPruysnLp0qXBYPCBBx6A1THHcQ8++ODkyZNBsp5//vkXXnjhD37wA8bY8uXL33rrrYULF86cOXPw4MF33HGHaZrPPffcww8//Oqrr958880nnXTS+vXrN2/e3NHR8cgjj+ARuGPHjp07d953330oJbz11luvueaaBQsWhMPha6+9Vpblxx9/fNGiRW+++WY6nT7//POfe+656urqVatWXXfdda+//vrmzZvffffdUCj0+OOP/+lPf+J5ftOmLa+//vq3vvWt66+/ftasWWeeeWYul7v66qsdDsdtt90GQlQQBIckffrppwsWLPiv//qvkSNHXn/99aIo3nnnnalUyufzXXvttZdeeumIESMuvvjik0466Yc//OEzzzyzffv2q666CkjuhhtumDdv3gMPPJBOp++4445SqXTb//zPJZdcks1mOY6LxWLXXHPNokWLRo0aZRgGOpPH43H4sUiiUxJzf37hmdff27bo3nuLmRhXSrglJa8LJT0rGarIyYYg64KQyaRAw1OdLrNIq6lyt0ynQbp5vICfNGNMkqREIhGJROrq6tBBhoDmVxWqqm7bts0wjMGDB8Pu+jA9C0gfRYgKOYmu616v1+fzYBjgPpnJZKjAwOFwwPGmoqKCiPx+wjLO5BmnmZzGmGgYLsarPCsYpiowp8kkJmodnZ2xnqxT8uYE5Zj4H4Lrf8dp+azAiQFfMpn1M59bLDAtx5i7p+AxBo2RTvmdxos5w+CdDt3UDE3nmYsxkam6LIlqKeeQmG7kDF11u6uwDoCEDetCGASSLWFSoXcSVpPgY4MkhKT/WFnCUIDzpmoT+KKoqprNZiORCNhrybG3L088Hoe/jSiKSL3Qf6BsNYYSJ0j8yZWc9Zo+7W+0sRccjLXAAzPf2gEN72cyGZfLRYosag5FqyVkFMt6q2VoX+RrXtbQ1w47/inDLqeww45DH3gMk2se/u/xeLZt2wY1CJ46Y8eO5Tjus88+Y5bV/9///vcul+tXv/qV3+9fs2bNPffcc8kll9x3331+v3/+/Pk9PT08z0NCPWnSJNhZDBgwoLm5GX6FkydPxn6/9a1vJZPJnp6ek08+ua2t7YMPPpg7d66iKNu3b1+7dm04HG5paRk5ciSe/bIsh0Kh7du3t7S0HH/88WhYM3HiRDQogWMGuGe/34+e6nDU3rJly1FHHYVn6vDhQ//93/9d07RkMtnQ0NDV1RUMBqdMmQL1Kp64+OTDDz98wgknwPgslUqNHz8+n88DltXX1wNGGIaBN6PRKOT1gN3UTryurg6iWI7nI5EISFZFUQYOHAjtByCOIHAkn2WS8sRTz95/3z0XXfj9eDTHNM7hEPJqSjNUnvNLTkGQsoZZyBdF7J1gNwAKrGOAdeADQ01zgBoLhUImkykWi9BjpFIpeBpioZ9ZlLisr46VR5gpB+bLZrPk2HO4HjMWSxnsi5wWdd3MZDKJRCKZTMKdBrgQ80RRFFmWkTSyvkQ4+wvBECBcYcxgnMmYYXAmxwm6bpq6zrSSXsrrRkmQHAVd8A44rtOoKYoVOnMXcpzLHWEixwppVsoxXddFnxmZkJZ8eZMTTENUS6JqCJzEmZrIlUymFjXVKSuGbgqCQxAlzAGAUdM08UuBJ72iKDhB8rpBJSVE52iYBVAOohqrBIwx9AaCHzyuGgxDS6USTIHS6TQEcihCCIVCNOyGYQwZMqQsn7SicyLFMduZpWPu/oYXv2VrXQH5OZI/JtWRM8awGoMPEwFv7f9F28Rt02pqhBE4TIs5dthhg3I77PjnDzxsgOEAL/L5fEtLy6OPPoqG5zzPp9PpSy655Oyzz16yZEkulwN0++Mf//j222/fcsstJ598ssPhaG5ujkajEydOPO2004YOHRqNRru7u6lTz+7duwFS0+k0GnEXCoVYLAYKCg01nU7n+PHj29raeJ4fOXLkhAkTVq5cuWHDhoEDB4ZCoWg0SkAHmwWvjPq/bdu2wbIN1uOgtYDnwOoVCgWfz7dz506213zdyGQyw4YN0zTN5XKNGnWUKIq7du0CtgDm4Dju1Vdf3b59+6WXXgpPPXzG4/HstRIvFNxuN/pZut3ufD7vcrlaWlpKpZK1xSY1toTUOxaL4ThRSwqIHAwG3W6lWFSpW+QfX3jh/t89fPllPxk7aqhXEUzD0DRm8DyTJNPhzOYLsVhPZ3RPR1cP+h8RdoT5zJ49e3bs2LFp06bPPvuspaUlFovt2bOns7Ozvb29rTd27969c+fO5uZmHDO2IMuy1+tlvd1/qJfhVztFYVATi8XKsNohDGs3UBT+IkFCvQEWT9B5HvYjpP+h2lb8LvatK/0yplzkTZ4xZnDMZIbJGSbHeFHkeElgPG/oksMURWYwneW6s6yy6D8mzdc45fpC3p/K+5Oaz3RUMqEqp3qKUoWrclyKZ7rAOXlT1gxRFzkmclyJ6Rm3whtML2imbpiqqjJe4DgO9keYNkje4vE4llBQ34waCVLywGUF/DqmNNAtsj60zIRVka7rsA9nvSY8sNqEhB1lo7A1xNdpX1ZbTALo1KgLxdCk24b0zuqGuW9Sx3qdggCmsQXw+tB9kQ89vkJuVDDFpy2AF4donlZUcBjYPustE7dX9e2wQbkddthxUEy5LMupVOr222+/+OKLZ82atX79+hNPPJH12voqijJ//vxsNvvQQw8xxp566qlrr71WVdU333zz4osvfuKJJ8aPHx8IBH7/+99ff/31H3744YABA9BBXVXVU045ZfHixR0dHTzPv/766z/84Q/BKv3f//3fxo0bC4XC7bffPm7cOI/Hw3Hc9u3bm5qaGGNTpkx5+eWXN2/eXF9ff8YZZyxfvnz9+vWmae7evbulpaW6uvrss89+8MEHW1paEonE888/DxpVVVVASaK4UqkUahanTZvW0dGxYsUK0zSff/6FO+64w+v1Tpky5eGHH45Ge7Zt2/b222+DSAZAyeVyf/jDH+bMmeP1evfs2cNx3NSpU995552VK1eapplOp999911JkrxeL8/zbW1tmqY1NTUtW7Zsz549Tqdz8+bN6XTa5XIRVkskErW1tc8995woiul0euXKlUgDvF6v2+3iOJbL5SRJ2rNnz0svvfTb+393ydx5M06dqRVzajEmCkzXeE2Tktn8zs5dO3Z2dnQk4olUphjv6uqKx+MtLS0Q+Wzfvr2trS2dTouiiPacuq7HYrFcLpfNZjOZDOyoIdhFC09cKXT0HDZsmNfrJePCr5Ymp4vo9/v9fn82m02n08ximWKNQ4LLiTSVegNdjYDLMT2gLCe7ffQxxbeszGu/1wK43qebsdeznDNMk/G8wDOe5/SA36e4nKVSIRKRtkRzYvUIk5OEVCKsFqsdkkPkC6azYLqTgp9VNmje+pIo6LzhMA2HbjgMkTc4gdMMI2OyAidyqm7ITkWSnAbjsIpC3DNjzO/3RyIRpBlutxvAFMgVhDegtizLhOORBMIhB3mpz+fD0g1KMAVBgNQHbXehYwHaVlW1WCxCOYNhBPIGUme9viu4HNRLAd7z5L5vraYoC2wHWSUSA3DttB1Ac6x40AoA/omCAaQiVIKM4m+rwAmHhx8USVxsUG7H/x/C1pTbYcfhwuWiKH7wwQdvvfUW4KPX6x08ePB3vvMdp9O5ZMmStra2WbNmDR06FMj49NNPj0ajzc3NeOyhc/X06dPXrFnzl7/8pVgs1tbWTp8+fciQIdh+sVh8/fXXd+zYoWnagAEDvve975mm+eSTTzY0NHR2dnZ3d9fW1p5++ul42i1btmzMmDEDBgwwDGPJkiV+v/+cc85hjH300UerVq2CL8qUKVNGjRql6/pbb7318ccfK4oyZsyYdevWXXrppYlE4sUXX5w9eza6irz00ks/+tGP4Ldw/PHHf/LJJ++++65pmm6359xzz3W55Hy+sHz5cvDfHo+no6Nj9uzZeOR3d3c/tuTxmpoatVTiOG74iBHjxo59++23N23a5PZ4JIcjFA4fc8wxdXV1zc3N77zzjiiK55133urVqzdv3gzXiOnTp0cikZdeesnn85166qmMsVQq9cLzz3d0dHi93mAwmM1mv/Od7zQ0NEDQAqz/8MMPq6o6bebZQ+vrnaZu6EVOdmqqyTNBZ5zKMcPUHLoucpwpiIYoslLJahWCF0CQOBEyY7GiTyphxGcEQfD5fFgYKRaLsLLBO1QMStywtTz0yMxPCJN2794NH2vDMJBswBueTuof3oX1BBljiqJ4vR7DAAVrMsaKxRLHcfl8nhwbaUhJWs0Y6+zsDIfDsHrs564FXTJ51eA0k2OmKTJOZ5zOTI43JM4web7ABNaTyKYyhbiadJnuSGGzd9dfPe2rPWqG44yC03BohsYFuv1D3JPO0xvOSIkOWS24tRKv8wbvKvKM53OiYBZVw+BcPOdkWpHj9b+t+/CVl5a3tbV5PJ7zzz9/zJgxN910U6lUKpVK8+fP/+STT1544QV0/ayrq5t/zbUVFRVQhy9evHjWrFmRSAQw2towC4j2rbfeisfjM2fOBMMNNJxOp+FcBGWLWiogWcU70LQ0NTWRuT4BXFDU1GkY0+/dd99dunRpU1OTaZpwWB84cCAVJVt7kxHjbtWokNCLSAdaJLHKxMmJHykH0HyZMSu+vmjRop///OfW+mkaEOvg2GGHDcrtsMOOLwo8hKAkpvac1k6crLdYiu1j+EWPH3rw4DFMoKSsTsva3pJ2TdVUZVVT1s3Sn9DDD1sgdzxr/Za1Vg90r1UhTaeME6RdYwvRaLStrW3AgAEodON53uFw0knhY4lEAoQfLXzvbVDicEBoTs13yEYwHo9ns1kqmxN4HjbMcIIDSYkjd7lct95664gRI6ZNm1YoFlmvPpWwCBChJEk+nw8aesCCbDbb3t4O6Q6ag8qyTKILHDxkuLTyDvRDS/Zl/oD5fL67u5vneZ/PB4MR6IBZr7kEXcojM0VxVIVCobOzE82AIHhoamoKhUI0Sge/L5yaLMs+nw/5ZDKZRJ4DJY91zluVKhiKWCzmcDj8fv8h0fzQTIY4JK2bmY5W0SkKqR3eHX/173rDLxYygksRWFx1RU66IjPkjIzmFU1t302VSiXIoqALb29vnzNnTiLes3Dhwr/97W9vvPHG7bffvmHDhueff37nzp233XbbggULGhsbFy5c2N3d/Ytf/OLCH/7o3/7t31AscdFFFy1atKimpsbhcCxdunTIkCGjRo2CtfmoUaNEUbzppptyudzs2bO/973vqar6yiuvrFu37uijj/7e976XSCSee+45juN8XrfH4znttNO6u7uXLVu2ZcuWMWPGHH/88TU1NQMGDKAbDuu1FSdnVeiXli5dunTp0scee8w0zRdffPGWW2556KGHRo0aFY/H//CHP2QymaFDh86YMSMQCHz66aelUmnz5s0ff/xxU1PTBRdcsGbNmtdee+2YY4457bTTsF70l7/8ZfXq1Q6H4/LLL1+zZs0xxxyzatWq+vr6zz77rKKiYvr06Rs2bFi6dKnX6z333HM//vhjmMMgb/H5fFOmTHn11Vd/8YtfPP7447qud3d3NzU1zZo1y3pPo1uNHXb804TtU26HHYc+8MywWkETMqZHI638UqeYsqDO1ej9QfQhISoqfiJMQ72vqd8eoWqARUoMrHAQC9wkniZ8Wcbj0o7AWNMx4zX13aTHJK2Vwx2Ccg+cBVHO0I6jqg/4gJxJVE2DGIAKBLEUnkwms9ksVb9xHCc5HKIoQsON4SWDiKVLl5qmecoppwQCAZeikMA9mUzi7ACOcRg4eKh7g8EgdOp+vx/5FTg/KjokDpiQNEagz9V2pAeSJBWLxUwm43Q6yUWeqkiPmE8i6fJxIWprayHp3rNnDwzdWa85xiE5HgwU5P6KojgcDipOIEqVRoz+T0kgOk1asfuh+pFyHOd1upWK2JZdSb/SVNs4kaU+duhRXvN2FEu+pqMdDaOLqp/Xs0zoA/xB/lEoFLxeL4qhcVLr16+fO3fuFVdcwRgbP378Z599tm3bNkzOYDDY1NRUW1s7aNAgFG2jfsPtdqNGAuD4pJNOOvroozVNA9o+6qij4ECCobjmmmuKxeL48eNffvlln883evToQqHgcDi2bt3a1dU1YcKE3/zmNzt37rzooouSyeSNN944b968UCjk8Xj25bOZpetTMpmkZYqZM2d++OGHMI+6//77c7ncoEGDli9fvmzZsnvvvXfTpk2LFi069dRTm5qa/vznP3/wwQeRSKSpqemee+757LPPFixY8Oqrr955552nnnqq3+//2c9+tnHjxsWLF//xj3/s6uoaPnz4WWedlcvlbr311ilTpuTz+V/+8pfNzc2PP/74e++9d9NNN5111lkul+v3v/99JpMRBMHlcsHScenSpWeffTayYvy6bURuhw3K7bDDjv7SkIZh3HvvvRBcUrcOWvMlpEt4t2xNluhhoE88O/HYBg4m2zLqt4cSMdixkbsZVSvSh8ss6gDQYRCB7UPFuy9TTuiTerajABR8NjSse+3edB1n2tHREYlErMvTprlXpUBL4aqqZjIZkOXUIIbjOF4QABZZbxUaqlqLxSIWvlEqqpZKGHB8Esvisiyj4fyaNWtuueWWhoYGp9NpMgYBCQh1pAr7NqtnvQ2A/H4/Sk4phWCfXzQnup1aG7LeoreyrivYkcfjcTqdKG00TdPn81kR/BFbjreamRiGIcuyx+MplUqJREKWZQwLFgQOYRpgGAa8ICXJAUtyJDn067D+EKxFn06nM5fLkfTiYI6hbAWD4zhZL+reUFV9KBmN9bBIqOro9s1veGVBDY9yjDgtpgWYYDh5Qd3PBrFqhMUcv99/4YUXPvzQ/z755JPNzc2/+MUvxowZUygU4F0I8/LVq1f/6le/SqfTGzZsGDxkGJK0bDaraRpULl6vNxwOQyYOjUcul5s06djx48c3NzeffvrpTz/9dDQafeSRRxKJxOjRoz/66KPBgwdfcMEFoij+7v57TznllI8//ri1tXXx4sVDhgwplUq7d++G9RNO/MMPP/zd736Hu4fP57v88suHDx8OPQzmAGWVxx577OLFi+F0dNtttzHG/uVf/mXu3LlPPPFEdXX1SSedtGDBAlEUzzrrrClTpixZsmTcuHHjx4+/8sorL7/88g8++ODhhx9ubGxkjJ144onnn38+lkrGjx9/xx13GIYB79Qf//jHqqquXbv2oosuUlV10aJFV199NejwVCo1b948xtjs2bMZY8uWLYMIHuw47nL96Xhlhx02KLfDDpsp36t/aG1tBR9G6mSs17Net2ZC6oThrICJsC9x5CRygFAEFDVQNbAjpKLAyswiUyEOmywXCKADhBFSIREFkDq5LBM3DKRONCe2TNCZuHNstru7OxaLwcmkF7n+ves7tf/Ed10uF+jwvRvs5UpJZpPL5WCxgvQDBtuqqpaKRetSAOhY1K797Gc/GzVqFMdxuVzOZAxuj6QIJ1GNVTWLYQeCjMViIOqsumcrzrYmVAToy3hfYtN9Pl+pVCoUCoVCoVQqgTsntvhQ1VZ+aWCsyH8QvihQPVH1HsDZQR4P5TyYh70hAINa/0QNhqj3J81/pKZItA7JwVizIKeWijvDwaDg5Y14V8DwTfBEYvnoZ8mKgUrFt12usJyJG6Kf9SVfQS4aDAZ7enoURTFN85JLLpk0ccLLL7+8dOnSq6+++rbbbhs6dChMkAKBwE9/+tOnnnpq+fLl48aNO+6448i5nCRSoihiCQg/PdgpOp3OXbt2J5PJfD4fjUbXrVt37LHHSpJUXV0dCoVANvt8vldeeeWdd975yU9+8sgjj4wePXrIkCFYNZowYQJMb/CbbWhouOCCC7xeb6lUSqfTDQ0NzGKGaPXrxATYs2cPWvnouu7xeKZOnfr++++feeaZY8eOxf1EkqThw4dXVlaKotjQ0AC4rGlaQ0MDTnDYsGETJkzAD/C73/0ubg6rVq2aNGlSNpt1u93HHnssyl00TUOVCGPM5/MNGDAAk3P37t3/8z//89hjj1FKSSn9V9iByw47bFBuhx3fmOB5PhAI3HXXXZCD0+PESlFb6cAy6PDFwIJeAK8DRdFzlDZrLcwq2yY9z6x1WlYK8ItbWxODTrJU1pd+Xdf1rq4uMMTAYaIo8ryIT1pryKBI8Xg8IL/hvJEvFKCygAdFOp1Op9NA2x6Px+v1Op1Ol8sVj8V6enog3XG5XF6vNxQKAc3AthnVbIqiaLoOHA9REPIWqA6seglC6qIo+v3+TCYTDAbLMpkyu/F9wWsZU856BdOqqoI6JSxulXAcMatEcuVjvc4YuVwOQBkKAaomPOS/C5wsLgQ6wJctH5FaiVJEMMoQcR0MKN+3plaWjYLm8IuGw1mUBg5vb5E++PSFafX+6+/4g/Zi7Kq5P5oxrrqrYIrO/Y5hLpfDGpGmaW+88YamFi+++OJIJPLb3/5206ZNY8aMgeQJaHvGjBm//OUvBw8efNlll4VCIfgaGYaRyWQwMk6nE5kw0C1jLB6PIy3xeDwwrslkMrBvdzgcqMdobW19+OGHL7nkEjDiWF+C4wp8S8l3vKqqqqqqyvorJrdEqKroh7xmzZohQ4aQUTpZH7pcrr0pbu9CB5ITbBALQbRlfCuXy6mqiooCJPPQhimKYl1FwfZR4oJlLozDr3/961NOOaWuro52hyO0Cz3tsEG5HXbY8eVBYhXgCdZrtUv1fPsDDdYXBB3KtA30JhAG8ZrQB5cB5f1RsMTQ72unQGw9EaX7GoPsqwQg2YnVERlFja2trTCUAAvOcTqEIpRaEKmfyWSAwmOxWKlUKpZKUKqwz8voq6qq4BACdi2Xz0MDU1lZGQwG0b4EKNM0TQh/90pTGIMjstfrAc6jJYWyU8OChqqqLpcrl8t1d3f7fD5i9DFufX5xX4BuhQ75fD4ej0NAXywWYfdO1+iIIXK6WJioqqrGYjEs6YTDYTLBOFS0vXW5gOd5URRgEGmaJmOmqqqapkO8QamOtdCTMaYoSjQaBao7yPUBwv24ND0q73YwvZB1Kd7O7uzt9z68bfXa1QOFREnoXr/m5us3qv8x94TTLmR6ct8Nkq04dfbZtGnT0hf+FA6HRVEcOXLksGHDsKqD1aTOzs4nnniisbHR5/N9+umnl/z7XCR+4Jvfe+89n893wgknnHzyyS+88AIa7rS2tp5zzjmBQKChoeHjjz/etGnTBRdcsGjRal/X4QAAIABJREFUov/93/8dMWLE2rVrR4wYcdxxxy1YsCASiYTD4ffff/+888574IEHbr755nHjxjHGVqxYMWvWLFxQq71gWbqOXmA7dux45ZVX8vn8hg0bRFH86U9/GolEstnsX/7yF6/X29LSsnr16vnz5zc3N1NhDFU8Q8mTy+WKxeIxxxxzww03HHfccYyxlpaWXbt2ORyObDaLO6EoijNnzrz77rsxbp999lk0Gg2FQuecc84NN9xw2mmnKYqyZ8+e9vZ2nufnz5+/Y8eOc84557333ps6dWpZKnuQiiY77Pi6he2+Yocddhze2L59e6lUqq2tzWQypmmKokTtxK0IKZVKATR0d3eD3nbKMiA7vEGcTqfT6ayurib/Y4hkdu7YYZpmJpNpaGiAhfl+b2u9TnDhcIjj+Hg8DokqNR4CboOkhFKXYrEIFtnn83k8HnxMkiSAyP7eajnONM1sNtvW1ub3+zs6OgYOHBgMBq3rDNRW/bDf93sbtpOgv6WlpaKioqqqClWwwJrIZw7trrFT1lvqgHI9RZFTqQzIUQB3IDwQoiimBPiDz3efCQ9lntYPALdZO7qX81KiVNDyHBMdTFj1/lvX/9d1BZUJvOAsxVwSlyuJU6fPuvY/b+K1JBZe6MCgb2aMoc6Bsqx4rBs9eidMmICTbW5ujsfjo0aNqqioaG1tbW5uFgRh+PDhFZXVAOuqqq5fvz6fzxeLxWOPPTYcDnd1dX300UdoTT9gwIDa2lpd17ds2aKqKoo+161b99lnn40dO3bkyJHxeHzjxo2lUsk0NJfL9d3vfpfjuG3btq1Zs6ampmbo0KEulwtmi7S6ZS2uJSeiaDS6ZcsWiGHGjRtHdk/5fP7tt99Op9ODBw9GE+L29naO42pqajDmGzZsGD58OFacVq9ePXbsWFmWt2zZsm7dumAwePzxx3d1deHcq6uriadvb29/5513QqHQt7/97W3btg0YMAD2qR999FEikZg2bVqhUKiurv7kk0/y+XwymQwGgyeccAKzGENRooX83Ba02GGDcjvssMOO/QYen+l0uq2tDaBcEIRSSQPaAAWey+USiQSQcT6fxwo+0ENPLCZJksfjgRehLMt48GNNgLxBdu3apWuapmmNjY0ulwtS8j6hrdkrsne73aDAUU5HnVNAXRMSpdpWrKpDBY7PABYcEChH06Xt27dHIhEszQ8ZMoQ0AFYJxxEA5daSXLSbra6urqiooN40kEUd8k6fxFWTPqrXu13K5QpoY4QFCtJgIHOA/ANHaG3tTq5BpD4nuEbFAySV6WMocqmSzy0wt0vVtm9bf9FPLu8pCbIQcGttnJ7OpM05F19zyU+vFFkRjh/omwsXlD5tiExDg68OijHy+XwgEIBYv1AoQPsBfFwsaZIkZbNZp9NJDT6LxWI6nYaOq62trbq6GpOTpjRkYPgFgYbHmQaDwa7OdlmWq6qqrMtlJGNjn3dfpb9iMlsvDb2DmU8Dji9SfTnrNSUkgyn80+q3iAuRz+fhzW+dBniBbUKbZIXUZKNOA4uVK4wtGiqVQXDslwxb7bDjmxi2fMUOO+w4bPcXUWS9a9y5XI6Mw9Edyel0ZjKZjo4ONAOHTx+6n4DgrK+vdzgcIL/J4YSsyqnalTxtANnZ/m1MCP7CWNrr9QIcO51OIDa32w1URKv82Dge8zDKcLvdmqaRAqT/YZomOn2iLzrP893d3ZWVlXS0wBxHgCgpI0pxjmhyZC0/OOSInFl8PJmljjmTyXCcF3JqQeCTyRR8YMo0YBzHxeNxeKijzADkOhkN8TzvcrlQc0luRazX47LP61Xh5bbrvF4qufhSY131uKOPWf7eeodT1ThJdgUjHufUqcdLgslMnvTWWEYgQx6CrfR/QHDMSUjDHQ5HKpVCaTKav5LJKRZ2RFHMZDKMMVhwGoaxe/duVFOwXj8f1kv8wzwUPv0g7Hme7+zs7OzoGD9+PA4JKBnLEcxS5ArYSpib9G8IDBFWJ+gnaS1fpilK7qj0M2e9Iha6vlTDTSdLxDw2Qo2E6AP4Ey2YsN4uCrj69APH52nBh/J/iIjsG68d39wQbrzxRnsU7LDDjsME/qwITBCEZDKpqhrgQnd3d1dXF7r24JGPajlJkiKRSH19vSzLsixbWeR9oTDoZ1EU8/k86ju/oDxRt9CEYE85jnM6JQhjZNklSaLDIVGh5777BdlZBl77PxSyLLtcrlQqpeu60+nMZrOKoiAlICX3kbkudAocxyWTyUKhgO6S7PPFpoectrfWJ1ipbgA4+F3SlSWiF2AUcppoNBqLxaBoQr0vRpW88EGNl218fxJ5U03ogk/xh4r5RDYV88reeDLTtqdTNFTFqWRyxaEjhx81ZLBmmNQFE5jVulRisfs0TfPvo4f1H8YYipgxfzBFdV3nBZGqGii1wGJRd3e3qqrhcJgOHn/FgJRKJQjAQE7jAz09PYGAH4swoJNpilp7DlgvPUk+QMbT3KN5iDUTa8my9TO0EWoyZd01fZ311gYQ309vkrcSTX78ySqzIbsq+kmy3lZcZPFkta460B+mHXZ8vZgsewjssMOOwxRUNKlpWldXF2MslUoxxoOxEwQBrHMsFgNLirYykUgEvccdkkQtdazFecBexMaJvZ1oEokECj33RzZTIayu64Dy4PmomQ6AgaIo+Xye7eOg4na7M5lMNpv1er20On9AODiXy8myXF9fn0gkkskkGqNAwu5wOIA/jox8xQqFC4UCdWsvQ8yHLyuwDqymablcrqenR1VVRVFUVSW7dNjnA4OCMuc4zufzBQIBq7oGAyjLcjabTSQSxWIRRoQY0i+QGmtuvyNbyqeTOzu7zUR8wqgxgWDlKx9/LBcLM085uXnnrt8+/ODopqbh4yaCmabm8GQtSrahuq7LssxzJl1rXdcbGhpisRhWh8DcU8vYfKFEKwD4U7FY9Hq9u3fvLhQKdXV1pN+AyIqyTajb3W53LpfDCcJ9qKamBkwz6xWZkPUTEcnUR4yWF8BAY8uQ6OCveG2V6SM7pTa6ZcIY8lMiy0LC09YcgIxlqIHU33Pm3uYG1BnXun0ruY6moQT9kWBb0bx977Xjm/rQtDXldthhx+HDXgDQGzZsAPrkeV7XTavzndfrhVCbUBo5yeift4UhaGsVvwqCkEqlOjs6ZFkGLoHsYX+acqAKkjdYwT0e536/X5Ic0Wi3FTsSpEin05lMBsrmA7p5EhcIclRV1a6urkKhwHFcU1MTs/jk9BNS9Ln3/n8X4AbAaNu2bcFgED2eaLRJe3A4ZoXVLByQEZIhr9fr8XhEUcjnC+DvmYWdpWY9SCGIt953QFAAAKYWpvX7mxJJUwprqV27O5IaL/GipOUU2eGpH6DIiqmWNI7btG3rs4888P1/vXjIkCFutzubzRKWFUURrTTBE8uyvHHjxjdXvrF9+3a/33/OOefU19ffe++9wLJz5szZvXv3smXLurq6RFGsq6u7/MfzKioqYCL+7LPPYrVEVdXjjjtuzJgxxFKTPpv06xBcgd7u6elB7ydFcbkVF81kTDaygQKgRwkv8fpkHUOtdvH6qaeemjx5cmNjI80Q6rRAuSj9VAmdp1KpJUuWzJkzh4pxqZfZ448/PnTo0MmTJ5cVZdKPsWzqUhJFAhVrb7WWlpb77rvvuuuui0Qi1qJha/Wnfe+14xsatnzFDjvsOIyMLJ6akiTl83mPxxMOh91uj9PpVBQlHA5HIhEUcbJetTEosb0goPcda2cTKk0DpGCMyU5nd3c3yjRjsVgkEtkfPCWTbIA5AiUEX0Decxyfy+WYZcEdOAb9a0BPknlfP4NYQHC9YDTRDsnj8aClEfGCBzPg/YTFBM4EQYjFYpIkwaaQ2kIdJmRDFu/WQ43H4w6Hw+v1sr0dRl1utxvt61FmAH0Rin1RK8l67dWt/YmsTa8URfF4POgeD01Un2ekO8Lx7u1GrKvSW9mVKvgbBlTXRDyanjS5pGl6JEeNy9nQNPgnP73K7/cPHjwYLDVmDuFUsg+6/PLL33/v3WnTprW0tDz22GPjx4/fuHHj+++/v2HDhkmTJt14443t7e1XXnml3+//05/+5PH6Bg4cmMlkEonE/ffff+mllx577LGKovzmN79JpVLHH3+8YRjbt29fuXJld3c3HFTi8Xh7e7tpmq+//npXV5fX600kElu3bs1kMvX1DU7JAV/RlStXbtiwwefzQa+vadrWrVsdDseHH35YV1eXSqU+/PDD1atXBwIBwzDS6bTX69V1fe3ate+++26pVNq6deuIESNyudzatWtbW1s7Ozv9fj+VqFo5crImZIxls9mbb755ypQpVVVVLS0tK1asEEURCxorVqzw+XxNTU3r1q2DG/rmzZuRTnz00Ufbtm1ra2uLx+PZbDaZTAYCAexi586dLpdr48aNHo9n5cqV0WgUrY4URWlsbKypqREEYfPmzW+88UY8Hh8wYMAnn3yCrsA2U27HNzds+YoddthxGANgNBKJABv5fD5VM1C4Bi6cOE5Yo5iMaWjMaXFJL6OHASitpsvVNTUtLS2yy8U4Lp5I+P1+QvPEsnMcZ1p6HmEL1iY1QOTQ7FobMNHe4bYuy3IqlRIEAf04CbUDoxAXWOYQTzQerQOA/4P4ARQmSYSt7n5l7VSpsSjrbQoLKhE7hSkN20euTUCKvkiAEur2YrFIvpBWRvaQa9yhM4GHCYYlFosJggDLHXxAVVVZlrxebzqdBsWLI6GKXtoUDYW1nBH6CgyUw+EIBoPpdDoajfr9fsilrP22PHq0PZH1VjS09nQNaKjzuQWT8RlBcJqazHFGqahKzsYhw/7jP/5j0aJFxWLx+9//PmoAcLQOhyOdTrtcLsYYPA1lWamqqjnnnPN27drV2Nh4yy2/mT9//osvvqiqei5XmDhx4hlnfK9QKLz22uttbW3FYlEQhFAoBKWN1+sdO3bsNddcc9NNN02fPj0ajd50002jRx3V09OTSqWuuuqqqqqqn145b/jw4X6/v6ur6603q7LZbCAQ2Lp1azAYvP/++3Vdv+CCCyCR+vOf/6woytSpU2tqahYsWDBo0CBN04YNG3b55ZeLojhgwIDly5crinLiiSfOnDnz2muv3bp169ChQ5cvX66q6owZMzo7O5999lng5oceeggZDv3iyGsFxda0cIEXCxcuDIfDt99++1VXXTV79myYhz700EOPPPLIE088sW3btnnz5tXX1y9cuPC1117r7u52Op2dnZ0nnnjiq6+++swzz+Dn88gjj1xzzTVXXHHFiBEj3G53R0fHnDlzZs6cuWPHjp/85Cd//OMfd+/ePX/+fHQ4evbZZzds2HDPPfeMHj3avuvaYYNyO+yww44+aFEqsAuFQp2dnbqu6/rehXUqEYPHM7UHssLHftLDsizDSoUxlkgkAoGAVXli5Wj3xy7zPO/xeNxul6YZ8FMv68e+944piij01HUdH/P5fIqikOiZ2qxaUSMUugCL5MAIUA71AtXVAYDSXwuFAjS+VMFGqhJoabLZLPZLKJ8MMeg4qcW9tZjPOhqCIKCxCwArXbLD4VMOPQM0PBzHoaIxGAxSjSnGQVV1pECwH6GE5x/Q9iB9gr1JsVj0+/2QSlP2AicT0PCMMQDlsh2deeaZHMfdeeedDofjjDPOwMig3DAYDEJuXl1dPXXq1Gefeeauu+7avHnzz3/+c8x/lCQ6nU5ZltevX/+73/0ul8vt2LFj1OjR4XAYXD7aXcEZcMKECbIsw2j8lltuOXrMKMbYgw8++Nvf/vaGG25IpVJz584dO3ZsV1cXUoXhw4fncrmzzz576dKlPp9v8ODBd9xxh8Ph6OrqmjdvHuz84/H4r3/96ylTprz00kuDBw9etGgRY2zPnj1z587lef7JJ5/cvn374sWLscp0wQUXCIIwceLE8ePHcxx37bXXDho0iNaLtm3btmzZMlmW4/H4pEmTpk2bhmuHXC4cDm/evHn06NFXXHHFmjVrXnvtNZzazp07n3zyyUcffXTo0KFr1qyJx+OPPvrowIED//M//1PX9ZUrVzY3N5955pmPP/742rVrx48fH4/H0UY3n89PmjTpxz/+8fr166+++uoZM2aQpH758uULFy484YQTDMNYtmzZq6++ejh60Nphx5EMW3plhx12HN4A0goGg8FgMJVKoa6R7FZkWYae2FpV+QV9T/sMSZJCoRAEvvl8HqSdlT39YkwP+laSJFXVU6lUKpUqkyAT64x9eb3eUCgUiUTg+gJMxvM8GEGgcCuwg7QGgI9SBavPHWhXWOlhU+hTgwo8lMBCsUNq3Vgshm414XDY6/WCoVRVtVAopNPpeDwei8XQ0xTsu9XDmwAWXkuShO5IrFdEBKrycFgiUgoEFbKu6x6Px+l0WuEUDDQdDpH8+GihoP/ZILPU6TqdTrfbjbnR65FiYkygpjBNU1EUjHOZ/oEu/fTp0y+77LLFixe/8MIL1uQnnU4j7SkUCtdcc80NN9wwdOjQ55577uqrr85ms7FYzO/3y7Lsdrt/9KMfuVyue++9d/ny5bW1tfi6w+EAXsekZYzF43Gv14tTHj16dCaTAXWNrY0cOXLo0KHZbLaqqmrUqFHDhw9njLlcrtGjR3d0dLS3t8+dOxfH5vf7f/CDHzidTl3Xa2pqJk2aJIrijh07LrvsMsy9UCh03nnnaZr2/vvvn3HGGWjLJYrixIkTUessCMLSpUtHjhxJaSGsWrCaASEWNqVpmqIouVwumUzW1dV98skny5cvHzFixI033ojBf/rppxctWjR69Gj4F9XU1DQ2NuImkEqlfvOb34DRHz169EsvvcQYW7ly5aBBg3ie9/v9M2bMMAxj0KBBKDMwDAPO7vl8Hk1DeZ6fMWNGU1NTn1b0dtjxDQo7rbTDDjsOV6BOiworq6qquru70+k0QDmgGJA0qtzwjCet6gHRoj6fLx6P44Edj8fRLp7w5RdsCqANrToBgNCXxFr1aM0WCJ1wHBcMBnO5HNIAt9tdZmBCxhHwvEPbUQBuVVVTqRRjTJZlEO3kGP13bY+ugwi3nqbVItDtdgNyofaRCvggDslms1DGE61Lx0MnDiIclXldXV3V1dVUJovjPOTyFZIMpdNp0zQrKiqYxRCd+hmVSiVdN6hnDXQ7B7R4Ys0JcUY+nw95Ec2ueDwejUZpAmBgSTZtnWAYqO9///tjxox54oknnn766VmzZlE6B+tDlEhm0ulLL7101apVixcvfvfdd88777xsNgutjmmaY8aMOf3004PB4H//939XVFSgySuVPLpcLk3T1q1bl8vlhg0b9s4778Cuh+M4JDAulwuLDIVCAQs15AsOi/1IJNLa2nrUUUdh+QidMnGCkiTB3WXz5s3Dhg3DFzs7O2tra91ud2dnJ51yPB5PpVIVFRVLlixZsWLF7bffTkaipmkeddRRI0aMwA8BEx4jhloLvHPllVfu3r37vvvuy2azt956a6FQaGxsXLNmzbBhw7xeb7FYRHppGMaWLVtuuummyy+/fOTIkaZpXnfddXPnzn3jjTeefvrpe+65B/cK2gt+pDB1wUYymQwuXCwWS6fTdlNPO2xQbocddtixX7hMsgQ818PhcDjCl0rqnj17EolEKBQC30ZeE8R1HVC1Fnji+vr6rVu3yrKcTCY9Hg+IT/Z58fG+4XK5PB6PrmvpdI42BUzMeuUNhEisChD4u4HozWazIDhheEfwjioaUU8ZjUYBrURRVBQFzcO9Xi9c9rBT0sAUCoVisQgtr5UqJjtnqE3g/mFtM44OTeC/4/G4z+eTZZmWJpjFngJn5HQ6I5FIT0/Pzp07nU5nZWWloijwOTlM/YPi8XixWKyrq8vn82jlSE6XZKhnPWUgcvI5OSBobvVch6klzFs0TYvH48iFamtrqfJ1X0iHaYmLMnDgwFtuueW66657+umn//Vf/xWXFWA0GAxWVlY++sgjjz/+uCiKxx133PHHHw+wns/nRVEMhULr1q17/fXXMeumTp1KqZGu60899RTHcTt37szlcjfffHNNTc3YsWPnzp178rTvxGKxV1555ec//7miKNDMQG4EUh+FBIVCwe12n3LKKeeff/6qVauGDh36wQcfdHV11dfX48jz+bzX6502bdrs2bPXrFnT0NCwcePGzs7O6urq66+//kc/+tHs2bNnzJjR2tq6fv16t9v98ssv/+pXv7r44ov/9Kc/nXHGGVVVVdaRsZbq4hRQHaHrei6XW7Ro0SmnnLJr1y6fz4cVpHPPPXfFihUXXXTRokWLRFHs7u7Gws68efNCoVAikXjxxRfPOuusurq6Sy+9dM6cOQsWLAiFQtlsNpPJQIFDbcXQfSmfz0+ZMmX27NmnnXaaoihvvfUW1F82KLfjGx22+4oddthxeMlyq6+Iruscz4ui4Pf7AM2hAAHApbaIB9rBnu117ZAh0Sa+GYTcFzPlpGWHLsXjcZPRBDl7sF7NCfUSAkYH0sV3VVUFaCgTf9NBxmIx4tEBNSKRCHA8pQHUAzKVSkFsLcsyjR4dA96BxIWQLukuMAI4d3R3p3Ggw8MWCMEA6MMNBt44VnH5oZ0P+XwePjZU6sp6RUT0Gfh/gxAVLCW//8DxWL1ZOI4D9wwIjoURKKFpNaNPs0ukLqVSCbqOQYMG3XzzzTzPjxw5UpZlpEbFYnH48OEnfvvbkUhk3LhxV111FXpz6ro+evToMWPGHHfccSNGjKiurh44cODcuXNHjhwJy22cIBK844477rLLLquqqioUCkOHDjUMo2XbVsMwrrzyyokTJ5qm6Xa7Bw0aFI/HR40a5XQ6Bw0aRPOwsbFx9OjRU6ZM2bhxYzwenzFjxsyZMysrK2tqalBCKgiCz+ebPHnyxo0bk8nklClTZs2aFYlEGhsbzzzzzHw+v2nTpiFDhpx99tkDBw4sFAqVlZX4QY0cOTIQCKC3F+aYtRoYyihN09xu96hRo6qqqjwez9q1a0eOHHnFFVdAwT948ODzzjsvFouFQqGqqqr6+vqjjz6a47hsNjto0KCenh5BEI4++mgMxcqVK+fPnx+JRPL5fCAQGD9+PCoKFEWZOHEiKmLHjRs3ZMgQQRA6OztzudzVV1/d1NQ0dOhQv99v33Xt+AY/MW2fcjvssOPwMeVWI+F9tRBo6klQ0uFwhMNhYFNJkjS9X3cnK9HO83xrayuc4EKhEHwtvhjfIwGAXTpBedM0Uqk0ScDZ5z3LCZ1TP0Lw4mgtBDEJHDkIBBuGsWPHDp7noakVBKGysrK3Y5FBqA7VfoVCAWp7VK9avZwJlIObhAkG4SRy6CMRMKoYM5mMJElYPSAFDnVTp67sHR0d0Wg0FApB8Xw4+rBwHNfW1qYoSkVFRalUcrlc6XSamrbSogTqbqEwAXanlYr+zz1rzsZ6F0zgAAgFSEdHBybbwIEDYbAIdc2+j0UYzKMAF1Ywr7322p133jlnzpzzzz9flmX8lTEmCgI0RVjr4Hke8iTK8RwOR3d3N8/zLkVhvestiqKw3sJo6JpQ/ex0OiXH3lJREMaGYezevXvgwIHBYJCQcT6fx3zDHLD23GGWdaqy5kE0LPgwZhoBbmt7KWBuawefsk3RRvb3k8cHaL/4sVvvEvT5u+++u7m5+f7779/XfAkjv++ctFoeHZmeuHbYcZjClq/YYYcdhy3p73187g9LRSIRGD7giZtIJNLpNKobdV3vZyU62RFyHFcsFuvr67dv315RUdHZ2QnFNvVA+YKDRFcgetPv94dCgWi0B0wtHvm0u30hMv7p9Xq9Xi/krSD5WK8JIPh4dAOtr6/XNA36YCKqgXhSqVQ2m5VlORgMwmWCeqRbsSZEF2TzYm27SHQ4oRNFUdC/HUILcPP0MeovUyqVIMpHxee+tHQZumWfV4aQ5J1ZTG+smh+QwXv27PH7/WjbCet3ZE1Um0ujWiwWPR43kBzrFdn3c+JB9gPyG4sYzOIFBPQZjUZzuVwgEIDyntQR+wrKWW8fHOsKA6oP77777mw2+/3vf59MG9k+0yyRSODrKMzFrnVdD4XD9JlkMln2rXQ6vTcf4PeCTkh9urq6PB4PYywej1s/j0ZUX5CclM2Tg8m0993ywWzTmrimUqmXX375Jz/5SdnZlc23Ps+u7GAMw/D7/bbK3I5v2EPTZsrtsMOOr0nk8/muri632w3CT++fntlK3YmiqKpqLBbL5/PJZHLAgAFEKB5QpSBY6lgsRpiVfZnM3UrNokWlqqq1tbWCIKAmr62tDRKRQYMGQbRAHD/r1ZwgB4B6hMQ8B0lXY3CgrikUCjB1QXEnWQ0Wi8X29vZMJuNyuYLBIOovCWpbVfWGYRCmZ5byUyLprU41pJmBioMxhl2geNFKxFptYfBdRVHQDcpqLd/PoZAkCYsDWJogob+u64lEAqbsmUzG5/PlcrlwOExlwftea1qFYJbersDuDofjz3/+80MPPYTXWOtw9OXKB2iIcoV8Pg+vFb5/nC7P7c1zaPxdLlef+UmfT3N4y1irhA/S5hIMd9m+Dsb2hK4sZntzc/OQIUP2hdH9b2ErimIqlZo+ffovf/lLOJCiYMO+wdphg3I77LDDji8PqlBsaWkJhUL5fJ4xxvH9XcorWwFvb2/XNC2TyVRVVYXDYdZvJQbdDz0eD+QH1nLPL75bljGIoO2z2awgCOBHu7q6stlsqVTyeDyNjY3klALcD31tqVTy+/1Ab9bm5wcztmXuMSiwU1WV4DKaSoqiGIlEwuEw9m4FzWXSnbLqTyLFv8AGHmA0n8/7fD50nLHyo8yy7IAMShRFv99fLBbRp6k/SdH+ABysSyDiR26AiwsnHEVRqIRxfzuyTh6rlglf2bNnDzRLez+5/0MqlUqZTMbhcLjdbojc+3cyOiQuoigmk0mkeX1Oif2NT1n6dJDw9JAz5cwiszEMw+v1ZjKZPg9JOLcpAAAgAElEQVSyn0w5Fl5kWa6uroY6C8mnfZu1wwbldthhhx0HAKx37NgRCASy2SzP82a/5SukkdA0LZ/P79q1C+RlOByGYxrrZW2/GLNSQMng9/tLpRL1vOznc518/fD5fD6fy+WArTs6OtBAvrKyEuysYRiapuVyORC66HwOKYu1wedB3eUt1u9WiQiJTIDRDcPIZrNohwSBsiRJ5LxOmIn4e6QNVPOKUkiiJInWLRaLva0uZeh5mEVjQ+6E1t6r8MOBmAFCamva1s8cT5blXC7ncrk6Ojr27NkDw8pcLgclSaFQ8Hq9tbW11EiIlOvWNIl9nh0vA+j4MH1y7wf68qsB1kfrynA4DOlOPy8qxwxqQKvr+oABA6gNbVn0OT/3TZa+bl3oMexk5wIl/SFJ8u2bqh3fuLA15XbYYcfXJYgbPiDcQKoVIBXQ5LquRyIR2F8QjvzSlID+Cf2uFcX2/3io/Ti6eCqKApDB8zx69KAbInQ1wKwwMYThHXX52QvdDpo3IZNB9vk6PGbRx1NzokKhkEql4K9XKpXgDAPbDRrAWCzW517APQNqI0cC3BdFEbaMAMRlKucyuTyyGlHkE4kMUgLWq3A4oImBPkG6rlOVApZfgsEgbD1A3iP3ALcKBnrfKkn2+dawdLTwjclms9CT7C1s2A+HDRtvn88HwdIBTKrenLNYLPp8Puq+tL/08kuR+iHJ8Q7hNlH/QPb/uFj93OD+DgZznspJMZPtG6wdNii3ww477OgvcMSTGDVzuq6z/oEW4lnRzLJQKAiC4Pf70RaRlBgH9FwvlUrBYJAKBA+IeINRBmMMXhZWUxGXy5VKpUDAo29lqVTyer0wc2QWcbY1lzhIzo+I3rIqTNbrNo0+jgDiLpcLVtk4AGL9cRiArdCj4zVRxaZpFgqFUqkEmw5UagqCEAgEoO0mRpyOygq4yxCVae51aaTBPyDrFafTCfI7mUzS8VdUVCBBIi8RaGPgqUJ+NWTAQmQ/LgTKAKzHiYvo9XqpbGB/HDZGA/7oxWKxTxXQfh/Swt5SVyywfMF86CfKP0imvM/y34PZJjUOY73uMUjk+nPk+5OvICHE6geKfe17rB02KLfDDjvsOABQTv1ien36+vVdcNLAYV1dXVCA1NTUkAM6ttan//T+nvHpdLqxsRHdRiHCPiBBM7Hd5EuIr6PtKDBfLBaTJKmqqspKEAJB4itlvisHg6Ksx2Ct+WO9KnPgTljveTwecPzoSw8NNNoPWfuVlu3CNE1ZlmVZpncouwC0ZftUT5ZtgVIXXddVVfN63QT0yWi8n0AWoiPYCwJnDx48mKwJobGBCWY8HofSnXT2EBSVTQm3272vzAlNSTF14SejaZrYlxg6m82ivha6mr3Vvf2V4ug4a3S2/8oLFg+5+gX4G+cIYpvcEv+xg8Glxy+XMi670NOOb0TYmnI77LDjaxHAjolEoqenx+/367qu6SbpiYmOtUIloDR8MZlMtre3A1B6PJ7q6ur+75o8ExVFicVi8XhcFDi/319TU9PZ2en1enO5nCiKHC9aUSkQJ+Fdwp2g+UlpTXoDQL1du3bhr8VicfDgwcTpsl6j6CN/T7YOZqFQQKfVVCoVDofh5whcSybWR0aUHIlEBIFXVS2ZTJZKpf2R5WU2L5B5wDi8vb0dKqBAIBAOh/uEZdC3IHmDhgdW4mDQKY1JJpNg0JF4wLylp6dHVVXIxD0ej8PhAODGlkk7kcvlMJgQ8DDL2k5/rouulbxeL8pJ0V7HvlfYYYcNyu2www47Di8iZ4wVCoVt27ZVVVUZhlFSdeLOy0C51TsPfOrOnTvRA1IURRTD9XPXYKkhKuju7lYUpaIiIjultrY2VVUBtoBKGfd3PERQ2+oAaPUhKbPpIIC+Y8cOiEN8Pl9dXZ319A/I9e+Qg3LGWD6fT6fTfr9fkiQMBShkxhgsWdhB+2z0PzBEsiwnEglQy33mA1YTRmQ+hUIhmUyi8RP84LFs0vcjsJfL39d13ip2h+gcxuc4DKwJ5PP5np6eZDLp9/tDoRD1b3I6nWghhBJeaHjoICmd6891MXQ1mUxKktTQ0AD5+wEpeeyww45vUNjyFTvssONrFHDwyOfzHo9H1T7XpIawIzhpyF0AmLq6uiAfdzqdDQ0N5HzSn5AkKZ1Oy7Lc2tra2NhYU1MFQNTU1JRKpVKpVDQa9fv9LperpOpleIhsOqwAjvCfFcZJkgTcj2afiUQCJuVo0s6+Bp4Yuq5ns1lFUcATK4oCT3FQs1B9wO/8yJC1vaIjHubuQLT77hrCd4hw0COpra0N6Rm6b1ZVVbH9e2KSWMjqS8Ms8h7aCxh0gsXYYyAQ8Pl8sViss7Ozu7vb7XbDYSaTyaD9jaIo1dXVVptzKlrt5zBGo9FIJNLQ0GA9ZhuU22HHP2XYP2w77LDjqw9r3Zvf70eTRYJHZXAKGg+oQYDY8vm81+uFOfGB+qmpqor6y3A4XFlZyRjTtL1Ut9/vb2ho8Pv97e3tVghlTRKIy9d7A9riUqmUTCaj0WgikcjlcvF4PJPJqKrqdrv9fj8SiUwmYyVNj5gypM9AS0iv14tTg4gcxwwICH+bIwYHkbQga0Ke0yeKBTtOEDwejwcCAa/XC4tJXNAvOOYyz28SI1kDbo+iKNInqUAWA+L1et1udyaT6erq2r17N8/zNTU1kUgkEAigLSs5KjKLHWQ/x4GcJVVVxezaH+tvhx12fNNDuPHGG+1RsMMOO77yIMAnimJPT4/L5WKsj7pAgsKA5plMJhqN5vN5IONwOHygoByQLp/PDx8+jOchStm7P6Bkv9+fTqcFQeB4wUqmWhUsyChgReJwOOCsAgGGz+fzer2KosBlBWlDqVRKp9M8z/t8PvaFFZBHLJLJpNPpVBSFWcQ2+Xwe5Y8OhwPnCBL6yMwH0zQlyYkLTe4o+2J3mhho5spxXKlUqqmpqampgd88lZ/2CXnL/lmGmPEatpVlPWisBQNw+0Emg6zM5XJJkgRynZxnSBvT/9wmEPAnk8m2tjaYaWJp5evmNW6HHXYckrCZcjvssOPrcTPqdc0DMwpDvX3hOOuVr6iqmkwmu7u7Qaujng8GFwe0X7fbnU6nw+EwxzFdNxljum7qum4VSwQCAUJgZQdDSAsiClVVu7q64vF4qVRSFAU9a8jNQ9d12Il4vV6Px5PNZmF4Qg2DvsIiHwhUSBAPA8dQKITq23w+D+UGvL2PQGAostksY8zlcu2vBJbyBzjr8Twfi8XcbncwGERpJtRQ+wPBxHnDgZE0UWUwXVEUtGWFOQzmBvIEahTl9XrD4XBdXR2yMpK4WPf+D4Bp0zQDgQCaU27ZsiWXy9naFTvssEG5HXbYYcdhDGvfRPSSJCGB9TNor2MYRiwW6+joKBaLqMUEcCE/lr53wYx9/zN0NZ/LuBXZNAyBZxxjosBZ9SS6rsN3fN8OMlaGGx0x4/G4IAg+n6+ystLlckG6AG9snueRb3Ac53a73W43qhJxOhCjf4WgnM4FZw3RsyRJkUikoqICKxKlUqn/dnUHD8pN08xms7quO50OYOL9pROMMUjh4TnIcRwp+LPZLNKJ/e0F0n8yzOmz0LNYLEJAwhiDYblVRgKADg8fTdN8Ph/P852dnWhOaa0lJbVM/1NHnB0WWLxer7WLkx122PFPFrY0zQ477Pjqw9p1En0uPR4PABOoUGjHoQRQVbW9vb1UKrlcLliJNzU1uVwuatUORAVwSYymIAi5XM4qB8fHVFWtra2VZdnaxxGv8WFBEKAM5vi9uAqkLOkc0KiS4DjEEtbtUAMjahJpGEZVVRX8Hz0eDyh55CFHHoiT/AbpAUkyKL1xOBzhcLhUKhWLRchyZFmG0IXtx+DvQHuR0hboBR1MJpPheR+8I6FTKvsiDpXaAEmS1NPTw3EcaH7WqzvfHy7/0u6YuOhl2UJZV05rw1TTNL1eryiKmUymWCzC45zWHwig00ZoNloHwXJ1GBpjoflrMpn0eDz2HcMOO2xQbocddthxWIL6whAgKxQKDklmvTSkYRiSJLnd7mQy2dzcDA+TXC4HHpdKLQlqfx7WmA6HIxqNyk5HIBDw+/2gq6E2obaU7POG6NYXqPUMBL2FQgF7gUUgcBUIWk3TsGV84AtwMB2V0+nM5/P5fL6ioqJQKDCLsP4riUKh4Pf7QRuX0dJoaYnj1zQtFotRM0vyP9kfqO1PSkYy/TLtNalKvnhISfsUCARgV79nzx5N08ie/Ih5TdKJeL1eSZJyuVxPT08kEmGMYbJRm8lkMgnsTted8j0cM4xu0NQpmUyil2oymayvr7fvGHbYYYNyO+yww47DiGaAxqBF6e7ubm9vB5aiRtzgv0OhkKqqiUSioaEhEolks1nSVJC9nbWnj2EYyWTSNM36+norjQ39ehk9SX8CTgLUc7lc2KDVOw+5BHQL6H+Jf/b/lJ1OZyqVymQyiqJYufkjFnQisNaGnAaDSVpt0kZbEWcoFOro6GCMwUmmT5O+/uNg2pHV4p31+ks6HA5B4IvFEi109AmCcaGh40f7TDRPlWUZ7ZmOjDTIeiIOhwNFDu3t7S6XC7qafD4PMYwkSaC9aU7S7KUEled5jjMTiQTP81VVVbquZzIZ9K+17xh22GGDcjvssMOOw4UOqXNkOBx2uVyiw2mtgIxGo62trTC/Q1knJC5Uq8d6pQVlzt8QEtTV1VmbwANHltnhWeEgoXP06JYkiVrYsF5vEGsjT5IOfynVTegfnRpjsVixWKyqqnK73WVVhkdm5PHC5XLl8/lsNhsIBEj8Y+3WRP9HG0t0/USPenTq6XOzBwRnrS4ltHah67ph7BUO9SmnxgXCpZFluaKioq2tDVbr8Xjc4/EYhhEOh6nc9sjgckwwp9MpCALGNpPJINOTJAkdmlBBC30UZUQ4EZyUaZqdXZ2iKPr9fkEQSqWSaZq5XM4G5XbY8U8ZdqGnHXbY8bUIchUEIHO73ZIkyrLkcjlFkXc4BI7jYE3Y09MTCAQGDhwIAQmV8QGOWxE5AWtVVdFwUdM04Gayne6n1FhRFBhfEP6m7YuiiIJO9BPtPxSGT6KmaalUivw6vpLBR4tKZDsoZyw7EmvGAtQITjqTySQSCVmWTUuwvopiv/TSM4vJIMnZVVWFX40oivBQ399gUgElilMZYyhLzWQyB7qCcZDT2JoiYjVGluVAIFBbW1tbWxsOh+FrDqit63osFkun06hgpqmF9YpkMqnrut/vpxNBTYV9u7DDjn/KsJlyO+yw46sPq6SbEVHN8RzH9r7kuFAoOGDAAMMw6urqeJ4vFouw8LOyp1Y7FFCVpmmWSiW32y0IPDM/1/2xz2LEMkMVImg9Hs/u9k7U2NEXQWciW3A4HBCUfykYtTqdV1ZWQk1eVjx6BMKKnvHa7XYzxlKpVCAQwFn3eTCk4UGtZ6lUikajZYbrB3r1sUFVVSVJgoic2l46HA6HQ4SX/P7SJ0wD0hRFIhE0aoUZ/JHMdmjaWPdLCQY0LZRACoLg9/tLpRKKaOEwA2iOsk7DMCorKzE+DocDED+RSKApkh122PFPFjZTbocddnxdcLm1mSLP86ahc4xxjAk8x3NMdkoOkY+Egw6Rl50OUeBMQ+M5k+MY+UwTpofrNjzCUY6Jj7He8kFrZaE1rNDc2h3G4XAE/N54rFt2OnSt5BB5jhlAroVCIZfLKYoC5p6c9b7Uuo4KGRljsVhs9+7d2WwWrYVIBn1AMBdwEBoJVBNSBW0ZgY03SX9POUwoFMLoQUpBchpSPFvlOjzPg+xXFKW7uxtViaQ+NwzdKYmGrnIMXpMGxwxR4AxdZaYuChzHDJ4zmanjneiezlIxH+uJ7trZGt3TmU4lHCIvOQRR4JhpqKVCsZDjmGEaGjZlGpppaALPRIFziLwocLpW6o52dUe7SsV8RSQUCQedkshMvVTMY1/YEceMvZePZzQ4AL6HxJXSOous08yq0cfgY966XC40mcrlcjD67OjoSKfTkiT5fD6T8RwvGianG4zjRbfHVygUIOhn/5BMyA477Pjahs2U22GHHV9XzqBXQELYFJaIkItYcLRJKJOwI6h0fCWbzZJ/30HmDPCi9vl8mUxGFEVBdKTTacjcgbDJoc/6gu3Hdw8lpD6fL5VKpdNpxpgsy4lEwu12A+tbPQr7OWKkISERBYF7NGknAxBrESdUH8ViUdM0RVFQKIn+TWWVr4Tjrc0pTdN0uVzd3d0+nw+1s7quO0Qxk8mgAyWuF2MMRYooHkDeIoqiy+Xq6uryer3wFdE0TVVVqO3D4bDH4+F5PpfLYRXC4XCQUSZjDH2asB4iimJlZaXT6WxtbYX/icvlQoJBPoaQspRKpb3LIKKEzfI8TwoiqwHiEctIGWNQWCGrwWWCIbrVCwggPp1OV1RUUG6JFRv7jmGHHTYot8MOO+w4jEiFWSycIWIGl2wV4JbZp1iZSPhd1NXVHfzxBIPBdDq9Y8cOnudRnzeoaQjP8+h/TntXVRW4CmJ3K8FcFtAkwLYP1LjD4Ugmky6XC1V9IG4PVBNipfzh1QgOGFIQQGRibUkrgoPB+z09PaFQqFgsUj0rsygurPpsgv4ul0vTtHQ67XQ64bwO23WHw1EqlchEHJfs/7H3LluSXMea3m9m293jkvfMKhQSVQUQBEiePodqHa0eSAMN9AJ6ptaraKD30ECT1qS1qJbEPuQ5JIC6V+UtMi7uvs1MA4vwCmQBXCABVCLB/S0urkRWZoaHu0fEv23/9lsM4ok0kr7vz87Olsvl6elpXddx3gDs7+8/e/bsyZMnb968OTw8rOs6Vguhp8PlcnV1BeDTTz+t6zq2BZqmUdVPPvkkontEJGxOwxUZEi1jF2W5aqfTafzNYaLnezOg4+uGnxDZw7LnhjUrvh8NrC9fvgyX0fadXygUiigvFAqFH5FtVbq7u3txcTGIzlB+REygG9kp4U6OMMSU0v7+3vc/jMlk8otf/OLi4iLqx9fX18vlcjQanZ+fHx4eDrI1bDPbUunbNFNI3slkEq6PsIIsFovLy8soOf+1seXDoKXhESNxPITmECgeX0SwybYiHFLbY5EwVKNvPJFvHGvKzIeHh2dnZ9GP2DQNMe/t7rx+/ToyKwcxfXx8HMuVUNi7u7vPnj07PT09ODgYKvdhvL5///7h4WGEY1ZVdXJyEnXi169fP3/+nIh2dnbu378/mUwGr3bUv4+Pj4no1atXkTkYWyVxBkKRd13X933O2cHxRVyy9ynH31XnwxJoO8x+OzV/U91PInJxcbG/vz9cu/JGUSj8DJD/+B//YzkLhULhp6zIB2NuSunq6iry4AYfCzPfEL2DE3o+n19fXz969Gg0aszA9H2PJOqU0+l0NBqJyMuXr/b391++fHl4eDgkM0aFOETn9sF8mw4LK3aMZB+Px8wcujasF3/bLKHtDJAhw3EI2tuW2rHhEIaWSOuL6vIwinIIIox6/+Czf1eXx2rE3ZfLZd/34/HoejabzWaTyWRvb+/k5GR/f5+Znzx5Eub1SDD885//fHh4+Pjx4zjIwWQfX8c8oAcPHhDR06dP+75/9eqVmd27d+/x48cPHjyYTCZD5+6wLMk5xzXq+34+n3ddByBSEeO5hAofj8ej0TiuV9xUgy3q/Svyd5schsjOG5OwCJ5Sms1mR0dHYXC6xYFThULhB6RUyguFwk+XbXkU4mOYExSNjCJCzISb+eJREm7b9vj4eHd3xx3fX2gN0eYh0MMXcX19HaElQ2fnoMJDMP1lU/jgCY4/HmMy+75fLpehj/9aT3kcQyjaUJmqGske4/E49OhQKY/fiu7SpmmY+eLiYj6fHx4e5pzPz8+rqor09L+QVzOsWELd7u3trVar6+vrvutevXr10UcfnZ6eDr++t7d3fHx8fn7+7NmzOIcPHz6MfYa4viGXh2bZobR/fHx8fHw8n88BNE0TzvXht4Zg9VjnxNpgMpn88pe/jEMSkT//+c87Ozu7u7vL5bJpmvl8PpvNWKrd3V0zC/t7zPq5lcUntlJ9tuNibkw5dXdzm06nV1dXq9VqOA/vM7enUCgUUV4oFP6+GFJEtqPBQ18CqOu667q6rq+vr+M/67pmltC4UaW+nl1++OA+E4igqvgeu/xDMXJQjbPZ7P69k9///vcPHz407UUkwmPOz8/bto0RSAQ3s1RVat8q9Id2PWw8JFHijU2AeKzvvoaJ/YSofy+Xy/Pz88ODvf29vbOzs6vL8729vfF43HUKV7iKiDAinOTszauwWX/88cfhJAHwu9/9bjJuqhQhKsTkwsj6DfovBHTf9zHGsm1bcz85OXn27FnOOTz9Q6vohx9+CGC1Wo1GozgDcVbD+x5/BJvm3aGDNno3t6eQbj/xwcKxXXIG8Nlnn8Wi4uTk5He/+11sQVxeXl5fX//mN7+5ms3Pzs4++uijOOZ46Nua33RDhWNrdtXgdBcROGIrYLVaxVChosgLhSLKC4VC4UfkxnCfUF055/F4PJ/PY5bkq1evokXy4uJiu5K9WCx2dnY+/fTTmDjzQ23xDzbrcBf867/+687OTpSZz8/P67peLpdd152enqaUzs7OItfczL4tfzYUeUSVR/U6pocOoTGxunhXcqnqeDyOaI6oK19cXEQTZyRbX1xcRNTJo0ePmDnq0y9evFgsFoeHh8M+QzzuL3/5y6urqzDShLs6HvHjjz/+8ssvHz58OCjjnDNLFVcnptiEXzxOSDRcxg/3XXd4eJBSirmVv/jFL7b7OAHE4iqOYftBh82QG/NWb3zxjf/5bUupeJTPPvvs6dOnzHx1dfXZZ581TXNvNDo/P3/y5MnBwUGsZAYpvH4Wm6bYH+8+v/HHtzV63G/bI07dnQAzi5bW73ISCoVCEeWFQqHwI7xnpfTkyZOQ2i9evOj7/pNPPplOp9E12LZtVBbD3xyWjB9WtQx9jffv3w8J/tVXX4Ur4+zs7MWLF5999tn+/n6UzENbiwj+4uMPqXxDNl9VVcvlMpYZQ3j2tjiL0mn0cQKI5/7pp58y89OnT5fL5eHh4SeffDKZTNzX0u3g4ICZ37x5c3Z2tr+/HycnvCsAdnZ2bjTLxtnOOYfOvr6+jpZKc48DjgOLoarRRtn3/RDzcnk5b58/39nZ2dnZWSwW8/l8kOO3xWQyMbM3b97EWE0iyuq/+MUnf/rTn1+9enV8fDyZTOK0xxmOmaAo8SaFQqGI8kKhULjBBx988OLFi+fPn6vq8fHxRx99NJ1Oo1WxqqqIJrwx637QWN9fmm+bqieTya9//euQua9fv/7iiy/M7IMPPjg+Pt5eQqzdCH/xz0bRejBgDOmEkRcexfKBdeAjuTuqxESetSdYXcn+3g4zM30Y9oZQ2+6Mjetmf39/d3f3+fPnZ2dnIazd/cGDB+8GXce5mk6nBwcHl5eXYfuOblS3dZJ3yNYIuhlC2cNoVFXVwf7+bHYVrZORgH67d04c26NHj9q2PTg4iO8kIUj6+PHD8/Pz2eyq71Z7e3tEdd/3IhLDhtwdVOJNCoVCEeWFQqGwxWQy+eSTT7AJ+xt64IZ0lBviFT90YFw84tB/SURHR0cAVqvVeDwORT70pEap9S9PeY8AxxDlvilCx0D1EOXYCuUYnmzEQcYXEdwe1pecc0y8x6ayHnsFQ7mdmU9PT/f396+ursxsNBodHBxspyhui3IA9+7d++KLLy4uLmLYZ9/3xCnOwDDNp2masLJEo2TI9PF4jwhXV1dXV1fvrpTeP5GHMx6Po+F1WIe4e2Srt217fX09m826rptMJlHjj1UH/8QyB7+t47ZQKNxpygu7UCjcJYaY7UFXhTTEVodfKOYbwmWQp3/z426r1e0+vO3x6YMJmJnPzs5iwstisSD+Zkka1eXXr1/v7u5GBGHOOXpYwzGyt7cXjzi0e8aziNbSaIsUkcViMZvNfv3rXw92i+2s6+1GwEGaDxsI3zhzdMg2iYTEFy9e5JxjuKaD4/DC2ZxzjpMwJKXESKDFYn5yfBSR5E3TRFz6rd88N07FcM8Ml28o7X/55ZcnJyexX/GTqpQTbDjPp6en5T2hUPjZUCrlhULhTkrzEJ03fBdDLuE3BnR8LyX0dVE7KP4bzYjbSndIHvzLDx2+jhgVNAx0jI7VkOzxENESOmjHqqoieTDyAaMkH97uId/6xmpkaAkdxPowMXR7NuqNFU481sOHD58+ffr8+fPd3V1zms/nsTMQkXwfffTR1dVVaNko7V9eXn50+uHh4cG3RZvfjpzdPM2YTzQc8PZKL/6/ruvpdDqbzU5OTlTV78grorwzFApFlBcKhcL701VRHR9y4rZzmgdNuR23sj0W8W9+3OEPftsfuZEcgo0DO7ok/S/+5UHHx7Mb1Hzo7xggHz+wWq3m83nf93Ul0VI5n88vLi7c/dGjRzcWCUNheFDGwwJmiF4ZRp/e+MX4Yjs4/OHDh0dHR1999VWf7fT0dDweV1X17NmzZ8+eRUV58NXMZrPlcrm3vz9o3GE/4RbvnHgicZxD5GL4baLMvz0jycwODw+fPn26vsHop/hCKO8GhUIR5YVCoXDLDOLyRjr1wLtpet9TxLxrvfgLf/bdQv67S4Kozg5uk4g4zDlH9MrQZ/ni+dOHDx92XQcRIrq6PD86Orp///63WbRvbA5820EOvx6JKDee3fbPx0/GD0wmk1/96ldDORxAEtrbncKVYO1qNZ1Mct9ezy5PP/yA6Wac5S1/2m1SF4ejiic1PPfhiwiWGY/HkWt5dHS0WLbRGzBc079qqNP3F983jKbu3nXdeDweVlNDpb9QKNxdymzeQqFQ+CEZTNURIIgtO/i7S4sofkchP9zM2FS4w14yHo9ns9ne3l7TNM+fP//www8fPnwYVpZ3eT9PcBh7Gb2eVVXt7e0NfbeLxSL6Ke/07PfYnfjss8/quj47O5tMJrPY6uUAACAASURBVNjE+MS+wXs72/5NbcLRThAjVH86y55CoVBEeaFQKPyU3lWZQ6qqali9v03AMXPbtovFoq7rSATHVmU0rCB1Xb9+/Xo2m8UUm5hGdLuifPv4w5X+5s2beJrX19dd192/f//4+PhOpwiE6iWiiNOJbJlhduatG7hzzkOgTd/3tx43WSgUiigvFAqFnxzhAgcwn88PDg7atv02eRoG8ZTS7u5uRH2HEB/cL+7eti0RXV5eXlxcHBwcRBD7t5Xe3w9hmQjL+717946Ojq6urmaz2Xw+B3B8fHxycoK7P3DHzCJw5uHDh2dnZ13XjUYjVY0i+vu8nW78Z0xrih7fcEDd6U2JQqEwUDzlhUKh8AOLuaZp2rYN2b22/H6TQG3bdjQaRWx2zMIMvTskqISn5fT09OLiYj6fP3r0KNzn2+2k75+h4TVCyk9OTmK0kJlFdVlVl8tlPK87vbiKK1LX9dHR0Ww2G41G0Sw7tMm+B7ZL8hsri89ms5gPFTdMrNOKNC8U7jrlNVwoFAo/JEOy3nQ6jcGZ3zZevqqqd33nN1K0wzr8y1/+8je/+U3I3Kqqwk1xi2p1OM6wlcfko6qqcs7RcTgej+90pXwI+Ym1R9TIsZkL+55n99ywJ7n71dXV3t5eeGziZiuKvFAoorxQKBQKXyPkdUrp6OioaZqXL19+m2AajUYx/Wc7rHCIDgzZl1IK7R6De94NXrwtXT7kmg9jhuLAhsbEO53ZF08hvPvMHMNTm6aJsaBDfuL7UeQ3Dszdl8ulmUVi49B0W156hUIR5YVCoVDYeldljkr2MJ1nEK/DHM2weZhZ13Uxf2fIFA/vctu2IdOvr68PDg6iyxPfEpD3nomq7XA825mJg5C901fw3a7Zy8vLGMyEr+fKhyYehjpthyr+UCfBt4jHFZHj4+Plcvnq1avwR5XJ3IVCEeWFQqFQuEmEA5rZy5cvF4tFpIwPsilkenxnSJjedrBEJEtVVWbWtu3Ozk4EZuNb0vEK74FIOxk2NEKdY+MbuTHkFRtXz493vQ4PD6fT6b1796bTaXQvlFlChUIR5YVCoVD4GiLSdZ2ZXV5enp6etm0bMh1AFLxDi4fsjgyTlFLo+Bj/iU2pdbVa3b9//y+EKhbeD5988knXdb///e+/+OKL1WolImE9ih2PcNKHdo+fD/kekv3HMJZ0Xff06dPT09PoKi63R6Hw84BK3aVQKBR+QGKc+1dffRVSqa7rnHNWH41Gy+Wyqqro1Oz7PkZ4hpILWwI2GSZd16WUzs/PP//s02H65hCPfes52X9vmGO5XJlZ3/ez2ezq6iqu7GQyGY1G2JTSh02PiLa8UVb//qxL8rDz8/PRaFRV1cHBwXQ6Delfej0LhbtOiUQsFAqFHxIiatv29evXDx8+nM1m0+m06zqR1Pd9hHhcXFxEAOL19fX+/v5kMgmxparR9DkYIYZ4jeEvl9N7S9cUk8nIHaq2s7PzwQcfvHnzpuu66+vrxWIxnU5jVlQEhw+18x9votNsNnP38/Nzd9/d3cWWp79QKBRRXigUCgWEkn758mV4x8fjcVh+q6parVZVVXVdt1wum6Y5PDzsuu7i4iLKrnt7e5PJJLzIw3Seb0tZKer8PZOzpcRESInNUFXy4MEDIrRtd3Z2dn5+HlXz6+trZm6aJkJ1IlHxx7heBwcHy+Vyf38/Fm9t2zZNUy5ToXDn1//FvlIoFAo/IGb2/Pnz1Wq1t7cX4RjM3Ger63q5XM5ms52dnQ8//LBpKncQYbFY/elPfwJw7969qLKHI7nve3d/9PD0xviYosjfPw6oxt4FAVA1EY7LB6Dr8pMnT2azWUoptPL+/v4QzPIDXq/BvhJfhAmqaZqrq6vDw8PT09NypQqFIsoLhUKh8FaUP3v27Pr6ejweR3RgVM3btr2+vt7b23vw4EG4HSK4I8wq5+fnFxcXTdOMRqMosp6fnz9+/HhnZ+e9DY8sfH+ePHlyeXn54MGDcLBEsTzmEEW6edwSqurgv7zc+rYF2Ha2Ztu2dV2b2Zs3bz75+FFMFIpba4hU3546hLLNUigUUV4oFAp/VywWi/l83vf9fD5frVaqOplMHj58OB6PI3QlzOKhkEKxufsf//jHpmkmk4mI/OEPf/iHf/iH6XRaTuYdYrlcfvnll6o6nU5TSpPJBMBqtSKiSK+PnZOUUp8thHUkJ75rVdrW0EP/6PCRraqxtIs123w+f/rky3/6p386PDzc/t0f1dpeKBSKKC8UCoWfLoPBNyqdqhqpiBGXsf2TQ2JG3/fxT1dXV0+fPmXm6XT64sWLzz//PNr4CneI2Wx2vWE0GkVvQN/3ZhZLr/F4fHx8PF+shtFLEd4SN8OND+WhXr49N4qZc85D3mJUx93ymzdv/vEf/zGlNIwd3Z45hWJ/KhSKKC8UCoW/Q26k1A1mhrAWxL9uS7EQTGdnZ7PZbDabtW3729/+NqVU7Ct37rrHTkjOOXJ4VHV/f//4+DjWXa9fv+77fv/gKIT1oLm/8eP43Xp5iPLtKnv8EWFcXV3NZrMPPvgg+oaL/i4UiigvFAqFv19CaWGTUhdSO755I7du+Kcolw5WYACvX79eLpcffPBBXdfllN6tqx8tBNHoGSOihssakv3Vq1cvX7588OFHw9Sh7RzMb/6o3vz64HeKGyy2YkKX576tqmo+n19cXOzs7Dx+/LiqqhhvhFIjLxSKKC8UCoW/Z7aV0La7N74fcm1br99QTqHttqPKC3dImg//Gcut+CYRdV338uVLc4qGgah2930f5hZsquPx/dgnGdzkcQsNmzDhUYlbq65kPp/v7Oyo6ldffZVzPjo6evz4cRxJ6fIsFIooLxQKhb87BmsKNs12AOI7Ibu3y6LvhmMMLpcipO76Smxo4R3uhLisfd+/fPkyxPSQTD+MdI3id/wFSfXu7m7XdcOfumEQNzN3Tyl17TKmFwFIKc3n89evX//2t78dOhzKvVQoFFFeKBQKhULhW+X7arVq23Y+n4cjJVIUx+NxSunJ0+dnZ2ePHj1qmub6+jq8MeFZjy9Cqasqk4vIcrmMf3ry5Mnnn3++v7+/bZoqJpZCoYjyQqFQKBQK+DZ9PHQUDE6VTTKPfvnll4vF4ujoaAi277quqqpBlMevp8Q55/F4nHN+9uzZ7u7uo0ePhp6EIRG/iPJC4ScLl1NQKBQKhcL7F+UAwnyCTdcmgHAuDWanqpJPP/2kruvLy8umaaIzeDqdikhVVU3TROr5dDqtqmrQ9KPRaDv7/F2vVKFQ+AlS+ocKhUKhUHjfbEf0YKuXYPjmJmjFReizzz77wx/+cHl5ube3ByBmvppZ3/eRgE5Eu7vT6XQa2n0ymbx48aJI8ELhblHsK4VCoVAovG+2Oy+HZJ53vwms43pyzi9evFytVu5e1/VkMhFhZqmqSHTpz85ej0ajuq4Xi0XTNM+fP79///6DBw+2g32KfaVQKKK8UCgUCoXC10T5jfjLG6J8+AEzMKPvNSVxx3bYfXyAD3/mX/7lX3Z3dyeTycXFxWg0+rd/+7d//ud/LlH3hcJd4fbsK1ZOfqFQuOPwEmAHG8iQoqrJAMHggANgEDZfFwpvIdC7/7n9zeFrBqCoWGAgALr9W1/j9Pj06dOneZzvHd/ruu5wcri8WtaHNQxgwN/5hULhr6IMF/6x3xZurVLuRZUXCoU7jiuIAAaxr99Sh3/aaCAvH2aF94SqPXv2fD6fV1VV13WU3h8+PHUH0dqeXs5S4Xu845V13Y/LrVXKnUrwS6FQuNuQA85vlTfBaaPLafPpRQCQy+Zg4UcmW06STk5Pqsvq6urq7Pqs7/vj4+MMc3IALm4gKqqq8LdLxqLcfuzPlFuqlLfl3BcKhTtOAwPYAfsmf4pv+VYIuZyuwo+NQgUSX1zPr5fL5c5kZ2eyM3zf4UWUF/5m6hLZ93MV5WZazn6hULjTMMUbqIfc2UjxdXXc1v9NACov/pXCj/6x6pF0jnUHqG+1hRIRLArlRZQX/mbNSGW+zc9TlEOX5ewXCoU7/g463pLieZOFgbf/P3x+eVXOVuFHZ/g8p63v0Nd/oGjywvfQjGVR9/MU5bNy7guFwh0nAwwwUAECJIAcvimTe0mZKrxfzMEEAGoA1lVy2pLiww8UCn8DqdTJf/wzfDv8b//1rJz9QqFwtzWQ8qhOeTk7GNW/enTorTVVUnWAnOAbgQ7yWksmYqFQuNscVfrBqGz6/YjcWqX89H/5X8vZLxQKd5pEYKgvr3/50Qf/8//0P45docbMcPb1Ju+6XJ68NLcXCoW7zX9z7/g/fHhQzsOP+JlyWw/cj3bK2S8UCneaFl7BCGSTPRrvkPekZtl9vcdLgBMMsBWXXd9CoXDHkZK+8jMV5V6MSYVC4Y6zEnOSykTFOmsr7cUcxKDQ5bb5H4zLnm+hULjbWBlN/HMV5Sp1OfuFQuFOo5V32qpZa2bkRmrITMmRlN0BgoOU3VhLhalQKNxtvHQJ/1xFuRWHZaFQuOPQqqmlqamfoKmyNF4nqc1gEHU2EJHCmWBcZhgXCoW7/o5XCuU/V1FecRHlhULhbiN5tzGr+6ru0yin2jKbg0RJmHiIXiEgl0+zQqFw19/xvBQXfqai3G1Uzn6hULjTjHC9qPgq4X5SSNcnWjkxQbxVzvC6zpWRZWnJmts6yFrZyZTdaDNu1IkgYXZ3MuNsrOq7gDmZkRGcHeQkDjEmB6AgA8wJZLfmj2+TVcZJWTyOCj2riulGKrAxO5F/94B4BoyBrbk7MBr26dkJcCbkcre/T5h6OAFkxHAC2EHvzj1qJW2mAsRFVHo7G8AcwGaH6mjeOFkmV1FlV4KzrcPcnciZnNnhIGNdvy42k1HFQQ5xiBE7kjI7L2pzwOLHaH3/sIN9PcV3Pa+AwDr+Lk85p5VRtNuxrW9NIyjH6xRuJAYA1Nzezahl9MLPVZQXCoVC4X1UQEJlIvR4fIPYLRQDOciJnHe79XecoLQW73Bij9/hEB9Odou2UgINhz0MwSF/u6v+N21IkMV0nW/6ZfLS2nYLGBiErUk1RmDAN99ZS8NRNpBt/cy255l9ywPdSdzerrx+OcQtRAZy8OYWIhjZ+gdkM2cg/sloPcuyF1+v+shu3CpvX3QbRR5q+7s85Wo938BsnYThBOPNQsRBRqH2C0WUFwqFQuFuogxfqxUHPMYaEWgtuIlgQqBxr0bmBCM3NgOFAIrCnxPga/Vym59YGocCIxhAvimi6nq1ATj9NUcYSmy9heCbhYvfWAkUWf7+RbnEAjLuPACbpWIe6uUO1JY3CpiGq/mNf/C6yeQgOG1K7mS8/trXgn6zBHNx+PpGJ4cPCjuzO2DkIK+Uh1sGDgJtfnB9x9iwAkb3nUS5scUrjjwq9Gv7GxhwBzHYKHYPtNwhRZQXCoVC4Q6KcqJ1hXktFZhgACMKfy4MN+Ozia7lEBk5CBR1QHKwE4HEARicbnEDO5lEOdTJQrWwg7fKow6A7K84wvV5ifxKIv+aIueN5rJSoHzPopwSeywfjdYXIhZib/OUCchia1HubOtNHd5ecm2um2VRAGxc2eaW9uH6wmItGkN4KS49Yf0DYoCTkcPYlaFkTib29jBo/cBvVwtrRU6xkvxOZt1VauPm87e7M/RWmSNWELx1WxaKKC8UCoXCnSJKx2sJizBrhKF8ULPETq1Y2AMYawctMdgYYKVNhdyZYLdYK2dnIwCmwzG488Zx7ID+7cfG4ZjHW41VuEXYt66nkbEPhWjD+jZgp7y5LwCHEg/XbV0XX0/vWgtZ9tgpWjcM2LqkbU5wiqYLJzg7+3rLhMl5s4Vi5CTmIDfecrYMq4RNE6RvVsDrto3vJrQy9xjuu+3b+J3eyiLKiygvFAqFwh1ls7u/ceJutuMN4PVHPlmtDIBg7LwpMdK2sneAo3nuFp+JU+zsO4VQiyopaPMs3j7Jv1WXf/PpK7x3SX7jzG82K8LgsfZax3V3YjJ2IjZ2CoWOsJnI5oLWsQ/kIKf4gbiTleDRUEnAZvvF154t5k2LJ8BRrbdYLjiUHACvd5A2R4JBjr/V08rfsTFT+BtaI3jzd+IlaOwo+zZFlBcKhULhbrJxpw4Ft9ATmx3yMKtg1CeGAUxuBIvd+00pce3qtbXtlm7vqVCYSYwsvmCCQzZHxA77q45wS/2sjRAlu/InsY5cd1IOGpdBBhCcN0szBlhcjZgccCJnB9HGVcJRF9+0BIhj49gOwb7plyAzgpPzelrlZlVGDJiBCbT2NRHYIW4MBnxRYfMyItoqZn+9qdoAEL6TBVx0HL/NbpsMmThIjhuVow/VvZWiyosoLxQKhcJd1DeRb7j+jHcjOJEJuZObMiEZyKzlhkDixnB2wN3JnFjJzYyY4Br2c4fcniiPYqHC1dd+k+RAJiInJ3N62yH3XahhBvQ5N03T9n1KqdfMzKGnGA5yLzL9vcNQAOY+tNk6mEkcbtmZkzCreseyvsdp069Jxkzunk2Z4a4iYporq5jJQeahvpWIyI1MUzYmX0eGWoS0cPzPqTIhRyz+yLCOKhoyNCP5J5a1RgCRuYEAUyFiYlc1/k6vFyUmELtGsykBBleHJO4tC5G4MqKpuSp3SBHlhUKhULiD+sad1pKFnczBSiBmzZndG2ZvFyPh67GIm7mLIZmFobb3DCKqKtNcC7NbVoXcmig3cnIV9KIGjcImGcsmcyXqqX+FiBbtYV4za7eqpDLTxLyVsefA2+zFwnu8ac0BInIARAZ2dwbBvAKxG7V5xDSvo/Ex9PG6wVLd1JSEVbh3MDs3NbWVQ91cGBWgufO+q4CD8ehwujupUiNcgSvm7L7o2+u2m7XtPHfz7FmSi4DJjECkIALI9a3bZLOblE0hTOSsSG6kan1ux98pp1ysJ9g6m9zNyY3EUupcjcGMRETakxt7EeVFlBcKhULhbvJ1iyoJ86rryLypRHJu4MeThjSTQ9zFTQADZ3ZPzaxtDZng5nD4Oqv5trQagx1sTq4OJakyvF9bzJnd6K+0gHvf7e/vVc140a7mi5U5SJhokFvhYSi89wuNt56PsJ0wEbt5zg1L467apt5yDk1s68VnDLcSAQuRzPsszACZe0dGTgz13MNtyjQaNQ8O9k4m4/s70hBY4Qa2yESsLGHheHONP7x48Xqx6JVNEle1MvXZwSJQbPJ/Nku48LIYACZHziNOo53Jov9O88vZEsHElZBBps49s4lct2oscERQI1OJ6CyivFAoFAp3VZKHFZzefvobWGna1I1rXiwenRx++uHxSECb4YUOdIKe8MdX/Z8Wi5WDkoBhSpSqWxzq1+dW8upgPNppRm65M79YZqqgvPa+ixHjr5jnWcEenuxOd+vz5eTfvnjuag4yuL9de/CmYl54n8S0oLfRJuwu7gl6f3fneDKh3NZuJKONIg9J7E60ytmrqnP+4/Pnuao7gzq0IsCTUNXn2u10d//x/aPDESZADaBfT9GMy971sIzdCpNdHEw/+P2T81eL66u2zTBOjRM5o1JshyqG4yRV0ptCc2Umbvs708ene6ff7XbsKFzj61Vlz1gK/p8/XXjuVTgrhAGDMLXl7iiivFAoFAp3kcFjPbTHkaGWlAy6XIxNPznauV+hWQ3iAs5oHcuE47p6ata5m7A7qbsw32KlbtQ0FetHJyePjysHXl/k5ZNnGbb5LGOCyl8TT1EzjYWngI1RsaghRyjN12CU6eLvm5jHyZvzD1hm62q3e9Pm4yMZYTICkNf3Nm9uXiP0hMy4VDx5xp0LwBmU3RIBy3avSp+cHD08GO8K6h7JQLpJR5HkagSqmSCAI/dgwj+dHn5xVn/x+uyi7VtwqurO10OIhgVEoIjMRWNyUm1ARwkny+9082Thdd2dYIQOWAD7LFdmzGRuTOTO5CUPqIjyQqFQKNxVUe4G4s2AFQAESsT9ctlkfXh8cjxqaAnwCgCcQSBPAhYHPLupiPRmoIrcXW9TErTtito2mU0AAmbu6JS2ZrOsJ7l890M0vZq3PafrlZn2bsYsg8byrT9beP+LSWxiUgAwUYKLdrX3Deqqt2S9eLN9LUFQZkowQBxZc8vWAUiVuIl5A3p8dPT5yXgK+EIrIqDHJl8R3jo7EcOB3uCeIKmuGiE5nArJn1+fv2l7T9RvRYPSZjHgZFmdGMws5jC3vjMA/J3SV5IRyOAGmMArVAwRNrNsVCmxi5uTc7GvFFF+u69MymKSFCDtmTNVhkrca1sZq1JlEDGIey8eM8BiG8tAoGiMXheJIvLfUDnp5kWUCAxSowwyOJNX0cW/GfBGxt6zGbsYJ2V2GDs5sZOTd6JNrpQ9Ewgu7uTITEC8jOCEno3gYhBLyp5ZjX3dQeTMTuwOuPJWmpJVQtcEuNfujZM693BmZ3ZnV2PqqRr1SRnKaqRE2d7On3ayWiyRw4mNGDxnE3Zy0l7UCHCucyVORhqpBUqpSzkpN1nYSYm6pKCczJMyvMqUjFWQ2TPIWUdK3KVVMmn6RoxM2l5ypkbZjfrkSjCDkDXsQnCnPktWYvIkRsmcXZVVxZtulKXPYqJ1nWtGNsoghycHZemNTKxiS2K0rFcgS1qzM2DJe0PViji88pwsdywEIqiTOoFcUq6VvUsZpJWSaKUM555dK5VMbBTXghyk7MoGaDImF3IBvEutcU5G6zxkoqSJjZ3cNm10mb1LNulhRAomUFImwMgzu7GLaW2+iXUDmxirkRGITciTgcCq1Ds7ADZOWmcG0wrIQFKvndyJ4UnME1oHFFNyMPpFs0rGoqwMciQnNlI2IxePhyAHxKHsvZiRi0GclMgI7EhGcfWdDGSMzkAOgacuqUnPhiZz0pSZlIgAJ82s7CnTKKnUakQrk7anZBgDxK61GsFXyU8WtEq0TJSZxJxhALFDjAjWs/XJ2ZCcyAnUOUwxZWvYnajrpVOSZFwrkUMJRL2xtiJKzE5JIU5GGdQTZXI4kqFyUNKReEfUtUKZq6RoFOToBZmt8l6MDHWmmmn1s3mXJyAzjEHuSb1SgDxT34h/dnzvH4/2Rpa7qge48vVMS3clYxZ00FbcqiTORi5MZP4d8wbZrXZ3cCvUEk44fU4Nu5n07Vg6VUb1/GpxbbrTzseH+6PReM/ouu9fLC6Pjg8mTldLvMzm3dWB6NF0h9NopPbqTR4rpgY1sHOup9z54zHtjxIn9D3NL6/G9yaVi6P66mLmdfVop6ly+2Z2laU+nu6l3F97/7Trrohf1eOd5azx69x7n5dKdXI9HeNg0phyv7T5Yj49bESmLy6uL7XPSUDCRsnJMHy8uFNMhUQqIdI/BJnMwTEZCjHwx80AhbJbBdSmouYJrsqIj29yFnd3lRABlBqVpHBhyyljsfrtydFvDscjg3Z9qlgt01ovgLFOWXEY1IkERCDvtOsz9pvm84PROB39X09edYoGFbHibbfG290VErHcm1vNEKEK6CSJwcmyuMPFkYyMJcPZKRKDtKJmpUjIbOY5AaSpJgDekfYJnXtFpBGc7mWwVRHlt8cqUZ2pziCoQTMxPCVDbX3H2nIyCJzJTVSJzNg7JsCTIQbhOgEgcjPyVuKbxpGiBI7hdkRwyvAqptyRUyQxJaOOPYtnRg3UmSIiNdQSyHKFkYvBjIzgyWBAZmJjMSTjzMgJybUydCyAiyu7aUwrgItxykgGdfSCVtAJj9tKuIWDrIJXygaKcRkpzHMOBwSUnSizgywZJ6sAB3VGbiRMRDBQH1KTQeRsrEZuHFP9RIyITQkOUiLlvta6Mkq5yoIuKdCLo7KajMGiZAyrzJZ1W+uI3MEL9kq8Fiej3inDx0YK7kT7WilDDGJex8cWWw+CmNdKlTk7lhV3kJiWbZwlN2I1yEyyMVgTG9M6CqqG1w44zQWWjM2rnHqDsbJYTW4j6wQ6r6XJ7GTGChi7iFVKbtwbZ7GUPAHqcOcsfcqCnrlWHqy35Oa8FvTscBA7JU0SCckCd5AzgY2ysYmtx8plVqcYOBfvnuuM2/XwN/KtrXAGhDyDQ2CIqCSTjn2zYAD7CJZqI+KlS6cu7MmoUyJDcjbx7ITsFQhE2QlsJCaZzdliJIbDjZWMGRQRcuTODmVzco5xdliLcnYWoxgoDTLzkZOJ2yjn2rU3YpU6N068Sh0j1zkBIiwJiwWP4RVcwRm8qLWC1a2Qce9udQZl9Nx0gk5cXHd6T+aZWYljQkcr5NDKMMqQvOMya6tr5exoxEjIjM1QszWixuhdMpDFmEgSuFbUip7JhMRJjIxg4MqoMoM7yJTVSMwrIzNSgbFb8kzoQcldYCPIz0eUM8jgSkSgRM6AQJN2nz44/uXu9ECgua9q0368qWYYOSVDlWDMHYfCpt5UiBnfuVbO3rt15j1XPfnhXvPv709HhuwwQa8gxv/e5vP55f9wsiPH+9Wkua9oGc+6g2mt95D+vzerp09ffbTj/93R7v2dXU2jRP7k+ECySoe6AlU289U/P3z43x7SDrAAVoT5ZbW/U028yo7/42rh4/q/v78z7ppXu0n39vcd4yXyCL9bdv/p6dOVHP7icOfjsb7o9fmrWc3p0c7Ov388FeZw2M/eHOwe2AzJ5stlXipTZmGFGzFDIwMbMMAYSkjF5/JDYGxwIo/qlbsDLApWlo5IAYeAKANMDI4KjJknsDBQAWIwZ8Q9b11Gt1/z4+lozwCFE4hMTcG1jyQDvcE69L02o3qagA7oAdY0ZmgrbZ5yerTXvO5Pzl5fxdsVrS1h+JrfyUxEWClbb4YM1JlgCtIEU3JRIBNXLK5ECR5d1RlUO5DJnVMCS8d1AjtZEhVydXGQOQuXW6yI8tukFXIgmYtz5pgZ0TubwjIjiyp6gMHW9GJgJWQ2J2ajyhGSI5azOXlmZ1svh2NrzIlBSdzIRg5S4niTjRqzEsONDQKQsRPDGW5w9qHSCYpm67fjfTE44cjJjRjmRlik74KH7gAAIABJREFUVJuNs5g7xIwMziAlUDKIw8HLxL1gTFmJxYnATllZiSwSU42QxRwQM5e5MzMxALZKtAZgLGDL7MqZvCfkBPQ+dpdOyEnYIRkO6ZnIWTyxIQvIeZwtmdFmlnVlGWzsadMn1rNnBoxYUXXCDmWYsi7r3sAqJpZEkysMTC6ilVNlDJCRWTJucqVMRiCYkxmYtCZqjJdOSOtNjy6L9lU2QiKpMxFMnI1gDCcT99pAbllslcwZo96q3hq1Cq5imb0GKyWDCzI5MrGysxE7OySTkDu7KNVGVc/cM9jXw5bZkcwM6MWEMmBOJpbq3MSCTGBO6qDMpjyUJE3Uquyx3CIYAcZuZABk3YqETngzFYONRLxiR8cc2RIUU8PXmwlgIyVpMhxVJgMqtkjJNUUGuZKRO6hTNnA7baukTGC1zbRnss3OD5yhbgAy8XrFug4CNnYPC6cRwFB2JwV59j32ttFl5V3KlFTcx466Ixi1tWqjbEhkkmQ1yr17igwENh5pdmudseTcEdh5p+XXE8+Sjfpac+3ELpngzHkdqJ3YUrJcq2UfmWdgIVgSGZiBdWqYkfVioJxTy26s41o5qTQabxrqxKSVWAXiXji5NRnLqs2imSFOlamyLatM8NosqXcJSmBT0Z9bJ5UYi0WQG60qrbru0/Hk893pboMOqIy5E/2hK7wGWiXqwbXItLP5Un/XobF2p+seyGhK1aJC7z6d7j48GPm0aYHrXlcmD6ZUtSKkiV20/cXBg0d7OzAserzyfjquJxDp+iSVeH+Q9NEhVW7O1AMzs8ODyaTTZDCDdD11Vd0DLtPd/WeKduYfTyg5Hk/qF/XOl2er/W5nMqpHjCqnvbr+x+PdHcNLxsUSe4zDPa7UpIYwR355vNyJoiF2vQ8bPX9efC4/4FoSMeDH1g4WcoUbSEkyoImrnnogESQWk4hwEpgPKZYeAZkGjLp+V+r9KoGAfkWjCtoLVwBfZTxZ5adXF9fLjnJ3/2Dv/t7BifBeDfTCXa5F0HeoU+P46Hj0f5+d96KVfs1mww53rirKls3M4MxEqaIoo0ch3iAYRDyTYrOc6LhXNIA5kQsROxzeM5ZmIII7+9v7rVBE+e2iRt4zZUhmKK/lr1HqkipnuEUfjvI43hxjXnQIRloPxooGbWrUnYwN5AxnFVYGO4nVYpYZGsoMTEAy7hlGXGlqMoyQiZlRqRghsytxpRCHOTLHutzEKESyUvg4SWw9+Cs6tZXYQXCuzML4YMS9rK0nYlZnJvQOgqfwsqzreSbi6Bm9gOCj3l1AboL1OF/jHHM/DEzI8WYgBob1nEBQghPXhkqhxIvk7CYad4KxQ1wBZAaIjQykccAqDEcUnsNVwTbNaFQ6QQVKOaXMBGqmq4psTNSD3M1a4iympIxejGsDPHXJO8nGzm6VAppERyqr9QBk0szap77n8E0om6TNG58BoLzOhRUom5E5QQkVmbP2QGaQu4EsBiSvF2AEp8piwBpnlsozwAZWiFE4TKAxnNmtMvTEDlfW8DtJrhVVZlc2Ro5YXGVTgjjHp7IQVwaGRqXcSWmdnBW6HA4yYgcb2JlFE6BwIR8GKLpEYROcjNlTT5wZysnIFTUTCzy5EhhuQiB38r4nc89NrshZCWI8iHJ2ImMGnAwEOGfORkQOhrFzyGGOG3U9cVrXQ8sJlbJYallXFZSYTclzPES8FnrObTIwp55EhUDIDdgUpkJKcCQl61k6rpIZSHPqlHXWsBK1AqecDElrR+VAZrRJL1PPsERJjBxQto6RpY8XhTIbQwXi1qAnTU7cc1KyLqmTiUOdM0vPTE6ouJOcBco86by2tiW0a88YwzkTKyN5XyEbflYbxJWvhw7m5D37iO03Jyf3CaZYCiCpOe+w/0PbZoySVE40tjTudb66+s/2uurmv+bxR3sPsFO9vOjm8/npg0dV7Qpctfjdn56scvp3H5z+apeQuTerp+N7ezvIQMbThf3np19+eLT3+cnRTl1ZD+7lgzQ6djSK60X3X16cPV0tf/Px6T+NRjH8UdkSnAUQfrac/5/PX09X/MFHp3VCPZIPpztfvnpBWeGyUmSm6Wh8PEbb4/89v/jDy9me7/32aP/Xx7R2KVgUbkEEIvdhcuh60DpR0eQ/FM7w9ecaO4wMDndHqlSkW6tZ8grklFc5kYNTItbthdH6ahngTc7TNBoLYHAyIoMZHGB6Met+f3X21WLZE6psr169ebZsPzs8+Xd7lWQgO4RABs2wtDdGDV9Rt6mRrz+YYk3LDnJyJzUnkRZ+rjggrBIZpyi9gZAZwuiJWQCCZz5saomyjhO5u5Mlvs6Y972C3EjADDWSUiYvovyWqVWSQZwNCQ4xiyG0IScEKm61IhlWYg7UZk0PcawSVgnMJh4mayT1vRWum8zOIVlixC55zNEVdgPM1itvFkMrDvI6I9RwK0ZOyZEJPUHZqp6SeeZ4dzbAkiEZlNALhw6rzZSQxcY5O6EVOCVxq5WSRekUi2pdam0Uo2zKcKvX62l3RhaHOIfOUoYYiWNFDfkwkbgH9Q6Kgiubg9iBTELrTTa3jU256blP5mTKgIagZHKNR2iF1pENBBCMebMNEEKNHTRtpRVkkNgILkoCNjYml01xTsgaBWW+BvVABgNWG+pM3Asr9+JweHIj62PREvZr5UxuVZh0HMpOzvGv4uauAIWTyMlrBZSSscW5FTPCuGclZxcyMPVO2dgYYFcnC4HinIEw+kMMiV1FxSx5aHmwJXIz1szGgLv3rL2EK90atfWZj4nOYOP1rVTlZRZkhrsnd3aALFZEZFQrZ2YVzkxJ15lf62IPqbLLeqUU+wsA2aIyjy0cF2NysmSoPYcxhsAed50A4MyWI9jX2SM010ggRu6bqelR3Y9XVnxyiTs5OTg8LSBfnwS6jqy8RWpmTRbXUe5rm4snWN1T7ZKz9FlypmrapwgQMBdFtajUKLFxk9evrOuad/u+dWsJxryUuue6FyPqoZk8w1RZOoIy5uMLMpv2iS3BqizI3BKtki0ByzRWShkMrIyMOWeizOHJ6UHWs/QkjkRuWdTZYs0sVrFrfII2maIOp+TkkhTi6qz4GYlyc9QQdmSYqjrrvd3J6RSs6LMB6spAg7U1ehA037vU6VybmJmoJYMLLdvVDsmD/aPmYAeMP7y5vM754wQQdT1ezNt/U1OW+uXFryYHYGqFMZpQAq6xbPDHq+Ur3l+8vDpqdu+dSNsBuZnYZGQA89k1/elMr0bT//Jy9uuPR5SwICxrH1eeBUr4arb8s3a7lp4sr39xf18YI7Z+0veSleuZoauZdkQJK8v/cvbiot5rO/uX128+vneMCLveABAokhOjAEqxucpWclp+sDXd1zZdADUlgyVeKa5DricsljicoEoVXCHsSq5KiWjztua0bslM8IZBAKzziowUDMmakZ5dXr5etK00VT2uapqvZqtVV89mH+0eHQlAAupRCdQIXjlN4EvNSsxbXvKwCeZOWcBSgdQcl9fz//pv3R9W/XXtRhhlVEpGaEXI4Jal4ux9rf1/uH/66U4N4cTkqu6mdXp9rde5dRCZs4OIjRTftaejUET5j8Oom4pnMQBckYFM0IojowESNItbrczGy1E2AikaRTJ0su6bFIezK6EyNIqFG7/dZnSQExgQdjY3Qfb1K4yVEyGzr1/h7CYwIlKScF+IGyMxnGDR+h1SJplpgpGZsyiSmYspY6dtV4mXLAxmYzJzmBEU1AoZWW3WqI57zGqO1jq4gFUcYszr9g4mZzEjt0WqKvXajNxAPagjJPcqGSfzTtBKysJONukR5V52rozFoQZQ70zKLKG7PZuFY2JdARIQeYoJCUogcgLHnOHGF4rWHKMeYmi478xAyuR9lUFdcq9tAquF4NI5tyq8JHZtyKXJRpDoi1V0OSm7x1OLqFhxll6iTp8Jui5CGHtW5LAMiYU/GpHyZoQ2mTPYuVHumq7ux8lYE7qUU6eVkqdsUHFTqLKSU8qUxZtslet17QRPFlYZUdSVWktdpCALrK/mbVJxqxxVBuAdiRPresvRlEkp7So5eWY4gxXJoMwgNqA2rpSjmJ0ZYsjiRBB3uDllY67VkrkBmd3EyLWvOnITS6Gzs5jAqo7ZJUtSiluPyarMuUumhEpT2JAYqCyxR7k9h4dG4cktKUn0k5L9/+y9aZBl53EdmJnfcpe3V3VVV+8LGo3esDTQ2HcQAAESJE1xN7WYkoaSJcsSJXkseTwej2LGGlmyNNZI8kiekSjRokTRJE0SMEmRIAASILEv3dgajQZ6767q2t52l2/J9I9qQJR/OCbCZHDE6IyKqIj3Il7duO9GfSdPnjyHBBAo4oouK5KcWzQ1aqzAMCaBlI6QB26EoKWOSCVRpS0CaIGGg1pLGj0Kex2dCl5HR2BjSKK2EYKKTnEgVgxKwETNUWufM1qnXVRAyCv9gpIVThIMj1CUQBrBAGpkMkIJ1xbqgFAjgRgVSQsoqAGiIDPVSkRHL6g8JAwWgAyXCmvAoKMmNijakS4V2IBNR4AxqBAUq2BQKJCOxPSDBa3eXEeEGFoGNrZzcQwKDbtMlBEF+feA6wRAVIohgpQYooKWsrunZzZ2msxwoN9/MfZ1nooCEGAE0io0tGc1XC4hdEEBaF6JhBEL0cLZYlA3JiGWI6SCgC2AASAIAMCwHHmkdGh1l3jkIzNRpaGiaDB6AA8wJiySJFHJCIUVSADNXCbe6cgKIjKkIg0oDdQ+lnVp2hNG0LvKxaiUeoMHBWAREZaVPhnelEeS0Hm49D3C5QRMWosCF/zJufn+kqXaUV13m+n2DTM9RUAMgiCskEDeON/fYMoFWRTFFfmgCFhdQ1AGlTbOw+xwVKPW2qBTEgVtzhgXq7rvoaOARJxEoxUJkkZgSBgMh2gtvOG7co6/EGABBCXCkYGUrlnKcUk6GRAIQoqUADFQRbiC54kkeD9h0qyZAgYQBKGVqWklcGawXMTIlACAOjdpRxZQ5x+N86D8+wnKQ1jh2ASUgBLgSFYAo6QrUyWSiMKaRQkrRkYcJIgCgmwjvCnh0IIguJyikigAjBhREKM6p6MlTwAgikWQATCSFEQpB83klaoBtXAagiccJUgilqOK4kkzckSxARAFhZ0CJlLMCATIToEgE4iJIqoW0loyE8zKCppT52hgxSsDUYjIEZkYGY2IYVzReBAxrTiECLAJWgl7IpCoJCgWEBOUEoSIKkhDi2lzYdA7BZEik0dvIkYU0CywIrYh1hyZwCslKIoRQUxIGUghM3oBQEhI2AIJSEQQ1HRO5wCGKwXklS5A2wCaJQsMgIX1pRkqrCAoBqCglBBEHUA8kTeEREnAxGklBCCRJOgAWNUqsRHSSAQIgghGsSJBQiVqhRNngkAYI/qIJncmCRhJKgMMxkTt1AoTTMjEYARrJVGz8ii1ElReBYrAfG7VMkTyOirFWNjY8DGp2Z8TrEcBKZUFznK/YnrLxCpzpKQWqlFQ88o3yJE4ACABikcudXSGSaBJvLKqBAExEq5oTIgRVyQ5HC0LeggKEARFIrKQCKBmDIRvxp8gQ1TeSKGjMUGryJX2Tp9LVhRBj8bpqCNEJKdsFoJXHDGaSAArAiAA1iyJJ46IjMznHFmQ2BCrSDFiFBQUFfCc5Q2J6GhQdOpDIKx0IHTdKrO+GZUdWoyqQq4RAQWNzxKflM1FAQ7aVyYERBCbO7bMxFQrrEwIKiRBIiGD8pAhJ9alaQSnYZxIbSBQSNilQYMQiG344FE5JUIVsVKsVTSKW05ljlRAawI2fDSChaVaR0YS0YJIIknAPDJLrLV3prZBkmBrSkUgopTWBRKU1ASLjJF8RaVC0FEYwZMkP0CYnFE8R6UocmwBXpC3tmUZgF+ZjNgavYbT3k/p//o4+O8UYwQCYiFgtHocQ0fBjWvWr7Vp8HDw7JlXyn5iMlC06GLMq0Rla1JYJ6Vjf9n61UABuCRxsVqK0kGKSYVXzLSfXlqenGxMt3WEKBpEhzIMvGmH6CZW4aagztaLWzasygOxhlrACmUBMgdGQVLrhrPW6zRL0INlbgTwwRGRdtBhr6vReNz3nem2tZdnveWqouA3TbbbCgYAArhyR/ANlYoAnOuH4Zw3ADGex+XfpXpjRQt45ZaG4JGIlB2FUEdnkVCnbjDYCNNBkY7nhsMrgtVzDoewcpoDAJRaD3yIAEZZjF6JaFLC4hDGMWArI9CqCErZmiMJcwx6xYKNxWgtjkFpj1AAlBwV6BUqbgWOyzmNDWilQmQkWFmGJqUEEMBrRkYCAUYBERUxICvNxCGP1abu5CQKEEKIIAKkBWDJh+NLS05bZQx7XHGXQVqxuzr/eJwH5d9P/cqghBgQlTOZbVagCkIxlmsxmlliQBedywFZTFvsWHhgiTV1HGTMg1jGVDV0GpdHKs0XE5qsqPS1WEKFyEiBtba1iFfRgALvyVBU6IWBVCWcWhs8ElongRP0kVGIFDoMxmDwepxBUoek9s00mR8NfNMmZLSThLRHHGIQg00XdZAhBa20ZkSNxBFDpYoxkNRJLpBmNmXnax913oguENkqOG11jJywjUglsLKKK58EImWqlBoOdODU2HFg5KDioMKkVIlutmk0aitNjhuRSLCGmtJECk9AkahCNokliE4CG6SIUjNqA8FoEpJaEUXBIBoBkANi0ICCCQiSd1YD6mkOtTdYWcwyY8poy5wwi77O7TJ5B0G8DlUWOFBD9arByBhjtZZYAsRagUOI2uo0w6JsRJzXwaLiGlKlSx9Ukilj68JlScpcAEbhoCSKqyaCn2v2olKJsUPfH2FMqMmlJE0z5IpAMkoEjQIARDGGdRJ0qDw3SceArKzYhD0TM1FScayNqj2kgdJIhZSlFtDsFGKNSmIyGiAFH6wxk1rpug7KJnUka7IopZAAKMPUxLoRl9991d4zh45+cZm11gogssQkiVGAUYsiEdZQhNJoRl83NC1miSlClqezw0WTJwmgRK5QB0OpTmVUpZkdY5UzR8GISqNCqdMkr6uRZkaFYshWIz3uc3diiNQMGilaQxABtZFEqrJQqCORx2ApWPGMughMlEZIXIxa60hVgKiULZxPk4QF2IlgFgNN6d6hwRmzKed6MSUzVMlyQtAAtHnnDHUoLcnXlmqkihJMGtGNMmpYZ1XIfRwlHRiNAtkcBCTGAJmNdQ1Qp9pFX7V8J3jnHBtbQDDWJuKVE2aFKnVGnAskaDWoJA7LsSTGg+g0KYphQqkFxYGDQDTkqAbRGixLOqTRpGWzUEwmMBv6rilhrNLQLFPjeZx3IMg8gHKmLWg4GieIRAGLYEFCVEpJnbwBTP/ugywENhLZGfHbp1ZfvsqmFUNKLBG9AOmlEB86ffLdm9aj0iAiIogEDPLfefYLWxJhEVe3FG0z+VaTggeXwsY1Mxt5xjIcWIjPnz59JmtMmkbP0l2btpFCLAG4BhCpVe3h8Ozc5KpOpu3ORmNHr1ET1D4kHJBQwvLYD04NB5ta+WoVJ9a2tUlCDeCANCiCUEerCWswKeQVNQrVAiMOooDSBICpzwUICZpExoXlweBoZ3JXqq6f3kgtdAS1A8XMBjyCixESi4iktIQVQA7yHZQuwvnoz+8yT/5GkyNIBCvzaG0ckBcgxJRNACUrhmocEVcUKud0em82SCjgVdqv3dBLCogBkzSFQQFWa5Jet7FcjsVwkqcSPITKBLeh280ZDANEAFZQI2ToLBwe+CWFRqcAfuXy3vBUXOmAhRBFAEkxAAODooh+xSNCCD2CEtEAdazJEvlqOtU7Vk8Yz7Bi4MwICj3CqaVxoZRoIxEIcSVRCP5WNO/5Og/Kvx+1zMo2m6oebLVOj06NvA/NfFxIgmY8jnWjWSCAyXwdVGK51hxckiaFc8GLQzHN5tiXVVm0laWoYhGHQXrTa/rFsq+rhrYKtHcRtWaEyJDaBhILOI51W08swEhZ4jElynhjh1IkyuTelL4qTRgKNEUFiJoxTZqDfr892RsZqPrjJiZRaHHYV92mRnS17zSaYtANg5fIbUvFaHvD3H7ZPoH41bkTLw/daDBqYdLIuqNyhFYLBJ0ggwvsLTacBLEQqGo2kjhwotXAj9owETgoImXV5lZ60/aNCwEfPj5+ZWHBq7LvgUwvwRSrApv1oI6ZbaCDiBwQ6hgIFaD42ucmRdIFk7JUurFWAWJAk1YekjSLzicaIXJgzxHTVA99yZXkabIuxFAPLHvtNdBkAdqQ6Pml1RS7aWqMeXEwNxcVNKZbjWkIIQwXptS4lwkkpg9yctSvvW1iV/kUsR8B03a7HA5NbjxzMS66tjkejyUNlCCWsa3p9mtvWjeoPrOw8MLicHk4qxNOuj0cAKF4Dl6cscoVtfU6V8rFWFNd+MiglDUcsWMm5+pRCZwQZDWZ1A4tRqAlqVOVqqB0poaylCQqloUGm2Xx5t27pjOz7M1XnjsxCk7lSVFzknWHFVs0GEJdVGmaax+v237Rz91+Vdx31bc+9+jJU8e11toYX9csZG1a10Fr62KtMBpDiOTZiQtIWJR1rzdZ1iWKAGqVt0ZlRdqy8r4os7Yt6mAaSeltWflM42h5lJkElPYcY+3etXv3ejKPnD7zxLCvQjsx4uuxgrTiUHiXNS0VzEq0hNQP7XjAQmlvehgCo9GJDeAVSAVu5GKaNLx3AI6BE2uZ9Vz/THOmd3Z0psfFdIEXTq2aMzDnvVsoU9noIQUs4+DMRKO1Q/K5YggWzp6dzVprxxDSFg7PHlqXrep51cyS+bp4PVQlQSRpqOBcv6Pc5sxQpufKkfchyfKqrixkyqaVAxZQZFJKxlUp0dsmxdBvsV9nekkDl/uL81Xg7pphTCiObTlcnSSTyhZlMchldjhKW6vPjOq8N4H1yUs2br6wu2k5ujKMHnvpKermQ0lcFVo2pL7qGtZhWEAx76K3XdY54g+SfEUYg8W4odPe0rGpADCDKPaBUesEXjs1qtR3/ywgIiAJGIGjFdCCjqBOwSlQAF0AqCAJoJTaf2a8Zaa3pgkp4OIyuBhbeZJkifMhSDg6rpum2NbIOxZCgNkRRw3dJFUAzmRDaLw2ZDA8k5rMki9h/uxo3Zqm09AH8FlWpba2oAxgkhA5FuWb2dhCBFg0OpXWGO0SQaENpo0B06sL/dWTE2sa6AjmHMwPBpt7bQ9AxoIxDOJ90ECKiCGuoCQ5p/fD84Ly7xoilzcGhd/xipxzJF7xjSJGPGek+99E9iufJFFF1vOln5qwwAZYIM1hWGbdxqbexFDOLpVFFIdMKYepLJnJs7Z+cxqiwCphmK/g9Lisja3Gpcn0m73Dm3tK8B1Ln/IG3++UTQMAo1cra02kGEjbyGwiTXcmGwKIBBwAaOWK2cBS5UDZNy3J38T9COcjPc+D8u9reVrlAqzT/n/7e7dtEh9CqFvtEcvC6bNfePS5R+aGnHU9JVmSRjc/qOs0aeRiuaiS1HqpMcQsirWZSXRdxKm07VNcXBrEOE41GR/RqzRLx1wIEYNxNQs7k8ROYtxgnLTI105xgloZpRMiHSJUdWaVEGGeQJ90VafahODTZmM0GArhhMkCA6a6odpaaaqdNmZx0A85ZWIpyRdN0Fhsm1j/i2/bbQBm76/3P/3idD6dlcoVThtbsddQJ0o8R1TGMTIhQVUXA9bN1DZL4U6vSaHhx+WyGzVset2mTf/81j0FwE/++6/NsRPr0zRfXBqrxBiAUA5S0yG2IEFBJImU2MgqJUOxzAE8SNQ2xlGaK0MSvAdxWWbHfqxS5ZC9KxuUpq3G2AdOrM5RDYc/d/ste9d1msp5tl95/swfP/ScEve+y7bfc+nFWyZ7GcFLC8N/8edfPFvVQyLnimnDH75yz7uvviRt6PkAB07Mfv4bj790ypUhWddqL47Gc27ZpkixxKg7Jqe67KV6DotgVBf1hqz5M7ds2xbhtYdeeqa/0JjOYhxXrp9KIzFJ8OMk8STR6CQV0mUgS3ViG0kyrEfe1eJVf8nnk93aBqqrdjRVWbE15FXabZX9mJYKo5h2UpWLHdWOcWxU9Y/ffc8qgDMCX3npqDYapMgTU7hxbttUlaby63pr6toPx/PWpBpAM9SuBK1sJ6/7/aZoBWo8GmadZiFeASuguqxMhk6w4ZxoTUr7/sjE2Ghk4+hDUQErH4ASazNjq7FtNJd8dOyV+K4W71VmGkVRgJGmVR+9Y++2BM7+1dITcwOECYxogVtpXtZjbYD9iNjEGCEM90y33nf3rczy2WdefHqx9Nb4KtroLDmhYLNMYgzFqNUyheeRr0kZ3VPO1BnhHdPrf/XGd63qgtcwO4R7v/Htv3h+eJTGk9K/55JNH7jmhovz/DTiY4dPfvrRh54fz42SDvH8T960/T17b9vaIsUwH+A3vvjAJ0+dXd1q9Y8dftuurT9790078+Z4FJ85sfCpx55+6NjRxtRajhpBKUu2RGvtuPKm3Q08DPNHtk+YX/3Q+y7prjIRjs2P/vibD3/+yJkiXT9Zho/ccv2dO7dsaDTaFr76/JH/48vfOI5UNSapKj5y2b5/eNflAaAFMHRw+MbLfuETXwjpakt+cnnhfVftue2K7Rsn1ezi4KsvHPvjR148FdKGKc+dhSJ/9/GNcKi7Wbp1ojOVAHgAheBZcxJzmo1wZDwg/d0/CyJwRRQNaDRe4ilfumVVUwgo1stERbmzJ3hcgj85pCIOTmV5R8HCcDRkl7d0mpjlsikwMVsvVPOD+ZFMUBd4dKJASKhRi1G8PI5L0F5akoVqeU2D2iophnG+X5yEWlLTVzSP4irfPNtnkpN1KDigMq8OF04BIKpy7JW0jg14bjRkTSOVjAFd6Q+cHi4YrBI54fuLZTHvuInNpWLMpID0isdpjBHVd2A+OE9gfg+ayTdULAxvxkeQvBHzeS5H8025i8Q3CfaVt95E80r6b6PMAAAgAElEQVSgaXKG0fFBuWaV1QJQVU1twKYqwLosDd2JM9QvC2eImll7XaezvmUMnFvk5GFBrTwYmBvG2eFQTJJZwxJWPpwB1IqxldB/1QmsNBUChiKsWPrGc/7FkmgTQ9VCs6nbylcElSiABKAcQMGwXBRoUmBcMTmIdC7g4pwF2fk6D8q/X5VQWkXXsnjDhm6nrgGMS6gGaEw3927e8mtfeOD+48sxzcuF+UlVls1GDM4vltM2LdlhrFpeqPRRVYU1qBPsL5d52yBM5YkUQ+MMswlunOoQSQLmWrUTk0o175cWVXNjZ1wEMNDuVrXDwVITBhp1IJtpBcv9uMShsXE1SDFY8oTW6olMq1EtbjQi6IdBludZWauFQTLRoATmQZqoXRnEVkoJukGXgRzk1eIaDclgWfUjtfJasU4y4woYDxLSqHsjREBJYtHTEUJBOmXnZWlcF8udFpZxRLVbFX27BGJoBcpQ+1jb4Fuc2Irz4G3DV86xzoCd5SpVXJQupA0cjrreqziolcJePhEr8dDvL/U6LXBVXRRZ1qq8B6V7WZKMxuVo2etEWu2yOpt72NGhm9daHasqxoM9JlncMzP1L999UwdACSiG9baRf/j9v/zxT9XapUZ2TKU/ftvlmwgAwFm45ILV16x9x0/+m0+ebky62ZOtXsdhiLZO3biJGQ/qNBJ5Tru8VFdjR9PdVVkJVqBRlB2J1XAp1svNbs8xBuBGPW5CHAcPFAOrKef7sRqNl6Q7kWptxKXeZ43e6VEJ4Juhzgqh1BRUac6qotSUap1KKGU8borT/dk07bVTnwE0I8QhgIzLxaWpFlUVJ3ayHJ5tsmuq5PSZM9CZwFbrmy++8PHcDg7PliMn4MfFcpOrThE1U6fVfG3hhJmZCj4kpEAlS67AZrK2cHN+DEpNqUQLF0tLebPpRXKTOBYPzL7IlpfKMiam3WxmCktc7jez7mhYmDx1UiwtztraTSfWcpGkmmrR6MmV4/4pnSU6CcaPbElZbyYul5tV/uFL1wHAy68dffr02ZGP7Ua7WQU7HgiNC1fpqFahissDstqkE1Xh6xzG/cWJsPzzH3jPZaugKCEH2JLDNe+89um5h0/Mv3rX5Vv/1VtvXlsDAmxAuOSKdTs23/XTf/rJMjf7Oq1/ceft1okiMApatfvYdXv+9AsP9c8cv2vb5l/74NsuADEBoKH27J6+Yttdv/IfvvzIwri2yvuRsdTziTYYUhj7YdOP97a7v/a+d1y7qrcyU964obnhw3cd/9MvPj07/rm7b/3xq1ZNAoiHlOCHd232afrzX3jQZTYZ8k9euncG4AxID7Dr/Oap7LrNuz716lyb/S+98673X9nVABB506rerpt6jc7WX//SN4P+wZEhJMJa4aZOZ10G2gM4D4mKY1Y5VQCvLI77wOZ7kBEoIlGiEIJWgeF4XR5ZGqFGidE4Tj1ZsrVWrLXFdNnFhdF8lmCNMGJvqpqGLnGYp82hyZZk7FxhSm8oFtSSOmBVGAnEuTa9CsN8vTx2Y81jz9onZnH5jE7SStkCbfTx1fGwDuMqawaTitany0VXl4ZSKwmBPtUfln4py5JCEHQaRJ8Y13PlIDRxmEmFVC32J9xwhDFmKZIiUMQQI4Oivy3vZYDzUYvfreK/9etvyHJAABJmPOdjDt9501EARZAZ31i6FUIAFPGDqtVqz/rBK+N8S8O02hlXgVIFTqYsdnqN7d1GWUEMohW2csgEoI4gzIpoVe4DHFmMR5bOjuo6U5n1WNu/YeP5nFEVfycofxOaozABaOHIAHTOc11zTIJb32lPJQA1gLiVvBNGCBpmB2EcGLTCN6zAIq6klqysvJ1/PM6D8u9fdasTg0QHGVfALaJXl+G3v/poP4aPXL7hut2bfuqDt77ybz8+1VN3v+Uys+w+tf+53TdcNpXk9/71t2qMN++7+JJWujptVIpeGi997YWjc6fOVpBm5dLuhr3h6j2rp6aWq/jcgVc3reusX9N97tTg3odfvvOm6/et3tFA/6dPH7t5em2tG3/yxNMxye7ad9HtM5lJkocWqjOHDr/n9jsShD96/rSdO/62997EKGf75aGXXnrLzVc10uTg0vKDz7/YHy1cv+PiGzdfNeD6hbmFL7522p0dZaY9dpAzAUcH0NSwO8s2Xb93bdrTEV/rF986tP/J2fL2K7ddva6XoX7wpfkvHFxIqfjgVRdfPt0YMX3m2ZOHj5/at2r6rZs39NbkJcqJcegtVKCg1LCY2qUxXQDw3t0Xrl+7JrWpYXe8Gjzy5Oknjs/v2r31nbtncpHHTpz9xAsvfmDfNXevTn2sX0T6Px88cK3x199xC7O8fmK8aSKfyOOnnz741Mklndi0v/xzt1+Zt7NHl+mzT7ygTEaJ/cKB1zvt8oqZJCo1IF9R/KHLLpoYy+k6furAy8eX5j96/aV7Nvc+9J5bf/8//qd1aeNXfujtOcufffvJV8+c2b1l0x17L74gwTuuuuj3D5xcnbcWa580batevH3r2t1r1042eg3Qvhp//tChL84ezZCwKCYIApU7EvrYjXtXtZM0VieXik8+c5AAf+b6G7rRvzaKn3j4YT0x8bE7r7WGZlH++FvPvjYa3Lll5u1bL9i/qD/92FO9OHj7to3Xbt9RGjWWaqFfPnno1RdOLkWJkxIvnllzw869U83u8UF5+Jlvt+tlQ8aqRhf8R997ywzEQRm+9uzLF15z6Z62rQfV1w8P7j92IuQhbTfSyZTMlvDY/jbGduS3X3bRtetXg+DA1YfG4YEDL5zkWLIGMpZy9PpHbtzenWh99ZH9GzduvGjdRK7VwVMLf/XocyOomXlK0c3btt625fJKySunymOHz9xxy1WLVfm7X3siTSZCFdJEqdQABSe2hlAwTrrTW9a233bZ9R3bPlHVjx3Yf8UFF67r9P7d/U9eunfXj+zYkA8cWvuuvRf6NTN//vCjOC4vXz1z8+atvTXZ4coffvboxWs3zszYb5ye/fwzp3Iz5R31OPng1TduWz3x54cP/uUDB/Zt3PZLt11mA1x+QYrK/vKt164SWBoUv/H8M2+Z3nz7Betu6Uz8r3e9+1f/4r73XvNWK/Dkwvj/+s/3rplKf+Gtt188uerC1sTquvpnb79tK8ITJ+e+9uT+3WvW3r5316YGfuztNx7+sy+dCD7PauEh5xsHvODTmKhmq+AP3XLLFdO9p187+/tf/MZbb7rirXs3thX9xA1XZ/d96Sf3TXYEDswVn3/2cHDhH12z/T07V+1f2vwHX39i5wV7a/KfO3Dydx68b3MVfuOnfnodmV1bUr3/8Affct27L+9CgAfn+//5+SM/sXPLnqn2h69sHTmW/tnhv8kP+rsuK28HvGjN6i3dtBEiRAcGoqA0zKKHl+aKQ/0lR0p/D9CkBUIPIUSlQETQpIKsIqjIqLHMVB8kdZIHBTxCZWOTloEJjCKKqkTNxJWqjcGKE2aVVaxZtGYRdgrFoFZikjLmpo6Ko1AAzdqCktrkkSk6SnUOESryMUujIS3AoVZpAoASLPpM6doDUNKMRIqDipEEo6aq1Y1agKOViJpqZjAWjKqZMYiwskp7YRKIwCur6QJwnsT8bhWdy/3BN6XlKHguFhlXGHReoY9X7jvJ34Lz8sYPCq4Y1uYmKevSK//isdeXEru901vf7iBHtAgOLIMlaCOCBkCIgQMwiSNSQdGxhf6pxeF8GcZWt/IW+JCI8vLG38JzrUIUoTechFf2PlfyfgR9UEIrvioITkuwkpbV2izfOdMGZkEnpibJgFQAGDh59fRptjZ4saBQgOmcDZyNokQinvdfOQ/Kv3+VFxJsBhQCgFfmOMB9r80WIHs77vrtazdbc0Gr1RV4z2VbzdD/vRt31ArmAQ58q7zzyn0/dOUeiZAoiAA3w8zbL9v5s7/x22d9cuW63u/9xD0zAIXAMsKHr9xSDQdTrUZbHflmWLx289Q7tzdXMVx60YXrNTy4/5UH3eD9P/y+2zal6wHAx5uNGly+Y3MLBOCx10718+E796zvATgP5dXbEwUU4R61/kOX754vhhum210ACWD01kuO+z/85Gdel9qaJBkbTXkBYAN86MabSgMOoAVgAX72lu13/9u/3tVL3rNnVwNg/kj5NVxIyuKezVtuXN9bTOCpE30etX/3x+/eGIAJlhQMAawDkNGyagx4WA8WP/ZDd/7Eng0LHqoMCoDrYPzWLRf//Mc/S8Oj77j06jUFrO+kXzj0xAeuuuhWBaDgYAv+6rFn3rZ26pY9m8YAf/jkNyd1fM9Vl2SdyYOfuNd73NjrffCai4OB+//iweBDsGqcNu7df3zfxtZ1M6sBDEXLSBeun1HKffzbT/zmcyeibazPD/3onVdddfHaz33ZXDHVvXwiP3i2/NWvHSjz9uT+xyfbG9+ypbttTXe0/yVQrazV8fNzH7nq8o/dfdkYAAAygGYBd+3bJp+9/7EDL5ZZ5RJQMP/+m/eUViuAGQ8QYXWv81ufvnfv2ndf1YPXBL74+IMbprpv33fBZISC4PDZU4cefewdW/d8aPemM4+dGS0d+R8/cMc/2rdzEQAB2gAVgLp25y/9xb1fOXTmx265++evWzfhYWxhCUBfdEEe5qWRIULL4zv3XLhVQWB4y749SsMqH9us7rkBfuWz8OCzD2/u9X7o8l0LR+HXD72sji79T+/9wPsv7Y4EiMAD5AD/5Obd7/w3f3mglQCkdt6vLtLbrlh3sZ68Z92WegLGAJsBGhesV1b97mNf1wH+6ds+9KMXTyHAaYR7LgZZ3r2mCc96/9sPfKN0VQvStAzImkWihkS1rPd37m587P13TIPoCvsafuqKLa5fp63kM4/s37h+evf2zVjWUfyerdPHTPZX47kbr7j2f777mosJPME8guzZ2S6AMhiD+/rTr3EYKxbS2cvL/jcfeOaBQ6+/frpu0tlaA+uwRKObduy90FqK8PnHn/rdA8e/xAc//Y8/cqHITVvX7ZzY/M2D/cOzLz9xZvHpI/6akSLV7Dch1oOda1Zt7+ZW4A8effWzp0e9F7/xR1tW3TjT27exscWAYuBi0DT95ZJX53GpkgWYELXmqbny5FeffHpx6dH+aNXcwj1qswEo+uMLplZNkFSC/8+XnvnM0bM+wy1r1D/oXfS+C694+NEzT78+987f/8RErpoz2y/Z08Z2OgR46fRgzcT0TZdc1ISqJPqDz9374MCOT536nR+9ux3hfbsu+sRrT/zA/Jff1OnuaKWmjiDFCu2GohcQXlgojiz20aaaA5vvPiiPIkSkyFjSITAFZUQsKmEOEFmAlChEROQcXOQKEaNtxkxBHMPYJaHIgnXc1Eo5hYzoEjAhxSjkHfkxKzKcYQ2w7LGKlDAYHZWtR+MGYlQ55BizABikCKQccGqVqiVGBiHjbSM2lvLTErRCG5w3FK0EBFeTdpRSpNSTRVVj5QADogdkJKMRIyMLEqC86VEjsmL6dV7G8l1iys8liACuKK1RzsVmgADiCmTnN178Tjp9xVdwhb0mAlRCJFxXY9vJWaiNydb21IYs1x4iQEHBICRanTNsCYiIDiNTaJACjxSku6qzKBqkX43LIKiVdiaSkCDjG5u+ci4M5FyTgAhqBZcDaE4iCEA0QUSBU1xjnDaNHZPrJhGkBjSJIAuLgJSMR88uLtdVzFvEpJhQmAHe9Gk9/3idB+Xf90ucEs4wxCZQ4urpNNm1aV0Bct2edQ2QuQqGc+XMuskUIM+V9fDaQjEfijhauPHCzd0ALxx9/csPP5Dq5O+/6wPrGvqe2679ra+8+K7b39oFSMrxo8+88uSx+asv237NRas1lJlUOpQNirkAFMMtaasoR+Xw7PZO8y2b0hYAQrz/vnvHRf7+D9zh6gCJbvlyTGUHoFFAR8GjL+x/+OXn/sE739fS6c4GLjba93/r28snTn30ve+BCm7ZYD6TmVecVJFTL5YyjWAUuEH57+/9om2l77jlxou6jYTjtnXdJkELOInUAkAfMwRYXGhs6EWAUI53bNkwKRAdnF48+7lvfH1Bso++/W3QrCdU3tNxXaqv27IBCjgzO/yjR+5V69OP3XjFpu7GG/Zd+pkv/UX/5NlNE1NbOs1eK7lgEuAsgLgu2Kl2unGq2wKYLeH1V17VZ/gDt+7avam3Zs3qA0fO7r3m2lYiLx85tX//s3bt7tKeHY7rHEzbG1UpEGhUAnVpU5CUjwwXBqiauhdLhQAKoG3SmXaXPJwd1kt6qjK9JpnBvOB6aCYpJLrUir1vK3vThZuaJTisPnnfl9388INX3bR656b33Xjr8y8e1KkeAbRAhoP6E/c+2DXuRy/Zm0+uuXLtJhv8qdcO0aUXdjNYu2Z6y2SSA0Bd58bs23nhnzz+8IS1uoKX9j95ySU7bt23sxHCl5948dlnn7zxgtU33npbZrIrLlj/5NLolqvXraoBPbz28tEvHTj0c+94S7PRWoI49qBRYw0kkCawcOr0f7jv3nds23DPDXc0Qd1y8UUvPvdQrxyuDpBUrl8Nrtl10Z27u/kIPvvA5149e+xtN9xx9dZdAnDVru2PHTsGRdGCRi8kdb2Q0+RoceF377t3rh799L7br9180fVX7P6tx++7ZNfOOy+ZSpfg9cHRP3n0vk2tbR+4/k6oAaWihAwnpkTjAJkJCAV0NNaZd95ylYJACwv3ffqb47R52TUXX7Zt3TBAYvTD3/rWBf0zP3bttTXRAw8/9eALByey7NZrrlpjQI/hsScffuTI8Xfd9M4N3QYi5BxV9IhRkx+p5FvHZw+8fCLTvami9eG9t06WUGTx4OL8pgt3eQeJgjPzS63QXqTqeD3YNNlKAWJK97/2cjFebE1e0ODeW7dfNgPw/PLcydFCa9OuxAAEGBRpaVcjDI6ePXvrzERg95Zrrli9c8tEDqoasmlJPVxQzV/4g4fGqvGFZ1/WfHScpRPttXddfUVSgUlh/6FjqjXNQCHC4tmBJeuwXnKFVcmUAul3R2lStuDqbes+9u6rNwME5/YfOfnkC8cqaGfGaFQymg8LZ5pm/fzSYgSgCKvTNSvs+A+AoBwAZiZzKyDOQUaADmqGpHHs7OjEct8jWSYDqub43QflGj0RAjMAc7SoLeogDEiMRMCWJTKPgTmGICSUG0y0MwaUN6lYGDnRwTc1UdCGTYqtJRrXfoAJuwRLUBwoKFYQnWZWJGyYITealTAIgWLPCCooFIUswgTIHFeCzoUogtOVpQZGBBAiIPDRebbNSKgiGQEr4pWQsVFhZGZAQIXntljjeeHK97pWoC6+IQv5Gypd3vwez9m+/reNAtNGXkenNe3auGmzBl0AICijlCYkZGHxkYkVaWVW8rlXHG1ZEyUI66cbSa8RTiwtlIUQeI4roeDfuYoq32G+s6K0WeHLjc8Aog6smZGhViwQWjpdnQOWK9a2iCEFioIQIy8P+qRNjGCI8NwjxvKGep5kRcR+vs6D8u9TLbZOLSfNHlFrBDCki02498P7KoJmJX2D//fjrz4WfSdrjAHyuvzZrx/586OzpSqvnli33jaOD93/8JWHHnfcWF6e/dIT/+y91167ZdXFOr9hotNxANL49W8dfMSnF5188uNr3rOnAUk0PtXLsU+YA83ev6T/l88/+OrC7E9fv2MD1C1XPX7U/fRzaqjCa4+89ks3bY1SnFxVdE7uUAJ17vYH+bGvHjgzmumtG/z4jekI3H86sfyLDx7NQr716Pj2LY0m8M4Z/ejhcUhsldZOnTESSPRf7T/+v8/aeGz0mLzy/77r6qkx7JnAqj9mIKNASYxUlVKoJECMACrVjQs6qjEYHM3b//LrD3zq6FyJq6afP/4zV6wtDXmMW3PZmtaHlf3IQ994+biefDHSmP/V3fWtW1qf0pu+ejq/cDWs4+a+dBMD1HKymq2z3tbL0876tataAKdPLRzodr/O6j0j2d1z775kbf/Qs+/eNVUD/t6LSwuNqW45V0JmIB2barHlXDqyknodk6An6wwH1Km6SSy90xzFAFiAFHNCIQOa6q6S2eEw0VLRctA9LSEdw7SyIx4Dz61bk9cKfu/+13/zKTCN1X/9tSc+vXv9NdPq8pZOR6OcIYXmn7xy9J8vocwNHxu+8oc/vGZj4qebC98488yV11yYAVxu43QejwrkR45u3Lx5X3f1hXFLq7v2KNSvnjl04/bbdjK8vCQ/9pVXssbqzz545N+tf3nPrr272q13SNyrYUmHl8zoo9/665cX2mfufeR33nlNj/wkA0TBCKYJZyv41/cduLe/6YmX6J6bVTaG9dPNMZkoa1QFPqnXjuO1lzQ08dOj8CsPRNfb8+n7T90lPZHw8jjbcmoVJLCU9J/ujdYVl85Nwj976snPvELOXnD64fnPbbvoIsAdxeRV3Z1dAGjCbz+w+OmDG9XS3LJ69effuq217FpLnTJtLaYD21hOx8NmhKwG9ON0unVH1gke/vLQ/D85VvbzsPehb3xy27u72izk/NzcaOOr8z9yjc0JHlgafGp2dMlEct10nUGYzVq/+Hj14qj9wOhLv/0jN+8wuZZszInrYD8bTw5gYtgc5jO1vP7Ra3bcs01DDa9X5sypV+3Oiwo7XQMU2CA4rt2yEW09dTVs0qeei83WxBXJwuH3Xtj45RvXwpCfPzQf+GwvEeUBBNguwNmTE6Y0EJbAWUo26vE7VgEgSFMslA7Sw4E32ldeL5Mqn4mwfcqd+tdv3XZnC8DB4wdG33z++A1v2VQBVDUkZFOYr8JZK5NRoE64bhzE1hQPykTGbYA2AFgboEiTuiiXEQHIA2IWExsxWDcQl1nDMosrKer/f57vi2YERhZkxUArgYIcITFRook+B9DOr52YXGcHgAZzDSEGbrrEzDIcHA77JJ6gTpAryCVpOgLD0YBCAOdBEhMh9zrxZqS0GJsGTkTYhTL9/4QJksAEMSJECpzCmAoSUALE58QGHsklEBEmyqzWHGCcxFCmsGBYEJO60QlRzAC9bmJexVDbeZTEQF5FrgNb5tz7QFLpRuobtqKI0ZMin1cpk4JSgtEjYrBClc81gfaSCs2rvNREAM0wXr+4aimTQLEhCgI6SoJNGBGxBE3AGJkC5qIr8qYZQKyXpK6VZbARgyComCEboAFAQEk0SK3FYVQBSZlA7EOVklaOINU1OEbwAtpYcpK5LOhx0BWxsj4TPQJg45vEidM1o8/q7qBxVjOCWAGlo0lidCqMEy8UMy8MOqDRrFOvK82AESQoFkLBFXOSFW0NaQ+BmRUKMRikGKNHiVYlTM0aRWKlxBkEgNSDQXIxRP196zQYFJyTiK/0PCAI8Tv5cFAoEFQVCVa8EgGBFaCAFkw9JAARudZsIluGo72yPT+8uz21jSWGmhuEPiLafChAGoCAKGooDZBA6o1hADBAIBhb9ailcBr06unOsyfioVCMO2pieYUpp4jAyIwIb4RSEyMCngPoQgYXEe0iStpqSl0nkU0YbdvczQUgBkik0soALSNpBQcXhnM1Y6uBkT25aIEESKBdA4ASoFKB5bQWMswtrmtdLNlYGp1JszUkRa6yoVJRyDRKlQgUJlZKQEzKSeICSxkVBGUZUwCtY6WlaLLUyDVJQCHUTBBABJUSMIEIUGAlIfV853kelAMIpQKaiccGWjlAQ58mGAAkrvqPX3/mvhdfiwpbzcR7OF6p+x55uli1NnKY2TBjLc4P1GJMRGU+ax6dH0cPHdXJJ8zAAWcwD3BQp6O0+8rgzKH5hZ2tSSYpKwG7ugCTqq2Pfnv/qaMjTFtGr6ohsUY/d/LAMJFS+PGDh+qbtqaYm3FnrMdlhJx4eWm5cqW3cnzxdB2mRPNoNPDgQGhYDmJME6XQNQ1rjC0TSvBWSJcCx4aDqBF7U/uPHjnlr55KoWlULUkNMAYYGVNlqUBz3iYhU4sRCudz0wZt5hieOjKrp9YAdI4u9AE2UIS6X25ety1CMjeIr84uFRNrQx1fO3Yg6tVmcpXL0gOnj4z37W5p2DjTqwEeOXJ0aWF49Y6tM2uyCZtHgOePH1v2ZZD09aMnruhtuWrLltM7d25KW8slPP3KwYigRLfHgJo8sGMPoATRKfANtag9NBLVAqeWJeWq0y0BHMCgqmMgCpBavRznkvWbzxw9kk1dIxqAkRgGcRQgrGpNEFhl4aljh93qzGl9ZlhVdRStQFtjswIAlvXCUi2K1eaZp+dOHBzCmqZt2c1nTsQKIAGYmdzc6029PITTTzz7DzdsnmnBjulVeZK+eHJuyDbprBKC+dFS3cJCFaMJ/fLR4QW7QCetRtrLAALosyeHs3MFdy987MiZOdQzmY4BSsV1BkMOo8DLbgjNbiHjcQCTABOVSewnoc5gFAuUsG5quqNo/3iJNjTnw2gwXP6TP38qI0K7xetuCJWYqqWxwCqB1vJoqFLSmZotz1ZGHCFmGnPjAEDDXP/MbDdMdTrfPP7yD8O2irSYJDAqMRgN1KjEgILCUGynPoIycHxunE1vGCh8ff7QbD9Od9PEK8OWsl6ZgkIoJGvbVW2TNSErynJEcILLcrr3/Nzx+VGMedaABLHRd6oTEw35oqYyuvdfue/v33Fd4eAkwT/9wlOHXS/hTgYgAq1UjzqTjaG30ogB/gt7bx5s2XWd931rrb33OecOb+jXr2d0N6ZGYyAIEhzAmSJNiRIlW7ZkSS7JiaWoKrGrYpftUlx2ueI4dpJKWR5SlcSOK5YtmZIsyaQoUrTEwRRFggJATAQIEN2YGo2ehzfe4Zyzh7Xyx22Akivl4h+pWJJx/7pV71Xd+06dd++3v/Wt37dj2OVR5pKvn3n7nTf9xJ9/z4ZCGf/0lVdLWN/oQplDAAnDem0/nz+3F2trGF7JeHpKW89Hts2Sry61VRS34Vc2+rGMlksQidN33n7bO99y8sWMqx5/68EvncmAnAgAACAASURBVKr8/TE4Q9XAhuPrk2SDVcNyIezmvDTeL1d294Geeen6z/zGE++s5Ee+681vOXH3h9+JT/zuk8XQlypV69vNoc2yumd13zKFrk9xwKp/ZMLBv7+70HvfqwobEcW22zsaHd2/BE5YCAcTDgzC1vYszmKoGgJRgoPUFLIzFTJGYXghUmSGOcCpWtZCCcSOif13CP670R3LWHQmh0ROaVFk2zsUgihGPZxCeYHI4AX62ysKUSEQQ4yIKDNMrACCzFACxFRuRHiVjemGgwg1E6O1dtFQCwBJtHfIDKcIClGrChHU67eri2/YnPi27GDj14MoC3g0M4tjZY05gW5gP14n9y1ejQ11NqiKY2ec+0LOKt+EAjYrbWbHcNACLUXBYjCD3ihsvpG4eP1FiQDoMMqiyzkRRNUpQLDEAOpsShxvXD01M2+olElVCGQohM40EdjIEUTZmSYhK8ogL2KAlrK42RVW1ETEBLmouT9WCqya96uhXh0OxRGxMys3/OyBg2B3iq3dfrN02bnVptnT8HLtnSH1cMSAoBQnfsnz4ZU9Fzf6EvXGUeH3hcjpxp2zgGS+zldXqBVCcB65AICjAdySCzBACEyiIAN7zAum7RzMMSdip/b/Tj8kgiEnQUfFHIXgTHxuM7hSgIoGgApKyZ1YoqxmptorjFQqKlSyxaKAeeJMYn1LhZ2yMhNsQVRfNCLRHxhZ4A2T/g1RDigq4VDKtK8w9vTYxfP/65ce3KyHfHXr8k77qnmCab+97PGiOGsaYS+FJpu7VlAFSdttWFpe0rxSDYRAmaYWuYE6EAFiGAS3rYOqUkI2Jh4QVS2gwjtdaMIeQ2IddMCYZGV11GAC527ad8wByBiV1c3hrDg0CCGZN8WwzNCRowqutK04lUAFRVgcQKWGgqOvteHsAXCFQU2rFLcubhzcv1I3UEXOsWqGBMwznHMlpWxltLzWAZVgadBYiTCqCtZH66c2NzGi5ZWb0M+Gg+U9zfD8xUvJoybZ6+sJ2pb7AyNJ7Hazo3rpm6++dDGfuMOlB47tj8Dvnrtw/dr2CeDeQ3v3jdZ3gW9cuJgaN5LBqeevyX03v3XvcO1dbz/e4PMXrp2d7vjhapzlkUoiRFcAeDjKFEgy4+xkO+7Ze88te1efeWqXN/euvNmALeDCZHr22lQF64Pxmk0uXzl10xgHVhsP7GzOajfKaTZYWipxGowkYmXoMdsEOUqzGt4zzA22u9YxUC0tVzXK3KbXl0Y2WMPMMO1HFy7OX7mIew/irkO3LC/7n9+2Z06//CMlDRE+fPvRlTp84ZUrm0m67CMwalyVdubDcZ+wd3hTAFrDrGCeMXDYWy0f4tFs1h3afxADzAi7PaLL7CCmQlrQQTp1agQHaOk1aF/rXMBC05wms5nLGDJvbL4o66trou+59R7flpdnw5d7oCjlnubZoxcgxsjIZjNwq85S0T53neUE9AV7KsN0Op3GvUdvEyAbJVMESlAPrtwAoGLIHvPYxQAHrC8PpudfzEuDfct7KlejoE5kUec57RgqQg1XdSVtFW/Y0zSxR3Bt6Wx9bc/acK+LzG0hFgyapestBlyG/K6jh//2Rx4IGReAv/MbT3729Kve73/+1EW59yh6vOPW9fkzL999ZN8BDy+4PMFL1+Y19Mc++Jb/8rvfNAAmjP/78089cuUiBvufv7DFQyDj8Ghgzz51tLj7V26qpxiO8IlvnH7poWeX6uxtciiNt3vd5ZEuHVSXp1fP3Lnq/9IHPzwEvpXx13/x3zwTM8bL0y31hJhxx637PvHCBbT+ttWDSjg36b714tUffN93f+Tg6DOnnv3kk6de7icn9h382L37jq0MJ93W5nSmzRCEw7ec/N2nzty+covMwEP/5JXLqkqv1Tf+4c7d/sGKH3ZWOjNzsFFVHVrds+pB0QMwAxNA6FvsXp1Kl4OgL7lYZCIqRXmtMJRBIGEToDBSnDlkr2rCpZQeYrRgKX8HfgqoMC3IdKGgTnBKSZAZkVEYg4JhRJNxbQgx5oIk8AVVRmK0ThU6LARGz5YdOeJCufCiylzFwKZOoaxizEAmK4wstBStFySBAll0UsEISz2cwpjEqMkkppmRhDt349jglNkgqsq8+AsLsTKigylYISSkZlAQVJUXfS6LZT4mNgaYTBlExTyIirGqN7FcKpVUIMw5myNeLBKKKRSUbwC3zYjN+LXOdhhA6oq/kYIgLKh/oghZAHFl8QYYUDJ1cKQwM1ZbdAI7Iu/EGEULsTCBs3knRQszM0u2QgQiAhPYCisYWaFWnA9I5Y+N1lmepptW9u4ZyOL0pKU4kliw63Fmt7u6sbXb963lnG2JZHXgjuxZPbQyHtawBFpcFOYB4egKv7gV+hgLL45lSgbRb6dWXjvKqL7eXmScYF6cxmRiyrYnDFYWCXRvYHbFDGZEV7f7ndmcnEtZEfh1iMvi7LcgshvBSiTh7GiWElssXcmlq2RZBUIsRkHFmfSsOWTPixRNEc5gStYrFSbHzKxsSElb4WEhKIma8Y0w/o3yaYYZSEnf2JV4Q5S/9hajVKpLFXeKqbnZYM83L00vMPlSswwp+EG7g3YihuW4XfXXMQja4MXpxqmNnbv3L//iT/zAM+fODYp+4K57WsKvPPboty7GB1+8csvd+/da968+fN/TV9o3ffAj7z44chFaXMVMNnEYkWxfHXUz2YamJ77xe7M3fezwIPzAHUfLbB7FffjOW8e9JmLTfqJzAzTzUId1MkszaQ4UhWdXJ+/bThqnSpZBDpl3+mpW6oi8SxrYwF3702+77ZBY5d277r79eFJG/9jVWROv/dkH3rSX8ONvOZlzPLJv/OE9o3q3o6XaTbefntuVt9997wz/7Ic/+oVzz234wQ+eOIoBWrPo4plu9+lru+/au/SLP/yhh15+0Y/pu0/clbM8+NVT3dU4H3YvnT137817PrR/7bkpvvbizrRrz13t37v/EDg8eql7/NJG9kPL+Wtnrr/c49bQ33OkQcSXn72aR2MDC9fkZMJ9ojikhjqHxEuthJ6eOXeNb9r7507efftweatrH7j5AEV89nefvtwMP7+9/W+f3/gzN6/91n/xF169fv3mI/tvW16KGY+d3ZjDrbKftl2M8VtnLtxy84Gf/dgH3nP6+WmMH7np/SvefvlbV586f+1Nt9y8a8hof/jtN6+EfjmXd5246bjkr2zMX9Y2Dux3nj11/6GTbzu6JmXrU088n4P74kvP/qn73vpDbzs2q/QrL76gw/HXvvHYj9zzwTtXl371ox88dWX7wKG3f+zQcQaevfDyl66ffd+kf+tqde/60j//se996uzud915fD0nYyMRoUw9auKlaKvRXJyGAY8UmGEpYdAWX8AFdXGzlaP/7vFXfuiWk2/dt/5/ff+HLu3uvPvk8TcfOdgZ/sYnHznz8mUQREOtzaG5aYHTUJVOusmBmup5GSmtSvXkN549f99t6x5/5QPvvvPZM4eG9XvuuGPvNG2XYjyLvs6uLRZDwAQlswi17ZVLXzh3ywN3HPn++46Okm44fvMdR04OkhUOVWXernfXs+q68o/cc7BYefzrzzz4zes/eM/eY677px9566nt/i1HDtxRCVCSm0OuBprNBkt12fy+Ewf+7kfuOzaZxlKefOa59y/b/e+965uX2689f/pLl+/+8P7xB0/u/dLw+47tq44tYbvg1x4+tZ3sL33XW3/mgROss2mbnnr61Tdp/Nn73/rPXt09/8Lpzz73yvvvOP5X3nvn9x8c3bm676Z1tB6/9sjpXY1hNJ5rJ15ehmK0ZxeNaL9ncvXvfe+7fuLeW4+KbZy/uvnC2b9w4o5tF3q4r3/lyRfaB442+afev/buW95XWn3v8dEF7X75kSexemi+ufunv+fYfbfec8dz1YHp7N2HqyZpznk2aP71l77y1h/+3v0Bf+cH7/rhN+/54L69A49vzvUXnjn7miP1+4wisz9UAl2pGAEwvoGeIAMVLcZkJUrJdx07enTgQgRr+Xa5YaEB486DS7ceXlWWYrro7mYzBxMlywQIF4ahyji+1AzDQRWJ5F64PNmMfeTvtCGnEAHkCkQhRoUQPZTAilEPAkSRGTMPoLCSEWUyDwqZWbQXI8esSLAW0ZyYIXFhoBBgxrqotSdXjM0KIYtGwaL7cB5QCMNoVbGqQAmhAKCpR+cQCpTQOsxCyYzFxmZl8AYxVwBlwBAFhdA5rc1pIVWDmbCaR9YUrLBBzRKjEHkjVtoNpl6iFhQNXgyIpiKsCnhJwnMrBAtMVYaZioLtRs6E1Btpfq0nlM0ylyg1YIxMyIAmLH7Zw7hnIighA4VE6+J2RCfBKiNXmMwAcDGvZMytWBGtGLUZiAyWci5sjthMtSg5EZFiVszAlEzdHyOtcyjSnStLUqBA1uwMRMERrrX9E5vXtvpYN0MhR0l3iu203dbVnUmvJ9eXhwBByDnrM4kbO6w19bVZyVJer4wipYVZfuOjAma8aPmBASaiDCtJoMYW2+nNa4eaAtNcAhyBoiLwRsaZy9daUGE2MAwCJtjrYJlvI2WoN6NErJwO1dX+ekCZZxpe2Z33wVAsGLSYsbesbMkbsQmMC1Nht1hHZgWrETFx1YZqMWWCqsEEJOW1ZVq8dsijN1D8b4jyxdSpotnOpA4DZURAMQh539iN2tK7xsNyyYih2iSYD25Qu9BMc76ozf/+7x/6n3/io/fdvH7f8fUUk6/8L3zzzM899Qov3fePP/Vldg/86F3HHjh588k78fTpi0++9Opbjx0dsGtjFys3B0FpgzX5EqR+dmf773/6d/7qn/zek2P3sXfcm4GnH3niwLvfukuYeEq+ngHBYceWWMYBnPxgm2GA1mtDGWriVpY2PVqgH7roOrCPSGmwukFYaprLVzd+/MNvg6IoOofPPXrqC+cuj3anP/elp/+bD927tId+8nvefPrFyy+deemu22+bAXlQffGZ509e6n5mb3P7wZXDx961Bbx6dnZ9dbgBtH7lUu7+yRd/79Yf+ujbju+57+g7zM1bDD7x1Jl//eWHaOloR/aZh5/74K0fG4zxtSdmz7cVe//VZ1954IN3XCR8/uuvbnd+4IPlfDq5X3j48b/xgVtDmGzz8ldeupbn8EOeVZJTTkGhea5h6iQIJjJ0zcqv/t6zHzh88L1H1+6//YgqYsH/9sVHP/nI07O9+7dy+999+tOH/vyf/uCh1XsOrnYep2f43LfO/OYrZ5MsNwUamt2a/tGXf+dNR/7k0dWln3rnvQtL7rfOXvpbv/aJPFjquHaErWGzcXH7p99/36ADCNuCjz/y5IarQXj4lZcv4uThAXdTuXb6/HK19zefev677n+HH+OFyfxbs8lsOH5q8/J//S9/6Z/9Vz/2kbtu+djtgGCnxsOvXPr4o4+/wkv//S/9zv/wZz/63n24+/ihk7cdevCrDx85+I5E3ArYjWcOU3FbtZsWN2qGrGXXoW5QuorditJgJthoVjKNn93a+uv/6tM/+1N/8kffeZclsGCX8SuPPPeV06dKqpdGS3PjjsMsjFUwD8tUp+B4J8/bxnsHG61+48KVf/DJr/zN73v/icMrP3n4LdMJnv76t9bff1cnYw5cURQrlm0O2mnChsNUk1j8u7/42//tT37/n7r5wJ/6E/fuAL/3rWfOVIf27aknXU31vlNbGz/31Yf/3AP3v/mWw7trh3/7sef+/mc+q4OP/MBt+z90583v9vLQ4xdOjdu19cG1gY9dW4M36+V9pfvgPbccCTUBc8Hb3vvA+4Aa+DePnfutZ174e5/5vSvvufNH7zr6vttw2eGhlD71yKl/8ejDJQzvOXYUWbpQynDlTe9aqTqMEx7rzj70wgt/8999+qcH3/9nbr/l++65PRFOAb/96rl/9NXPK+3d16MznkWrPSllKnNneZXdR++/Z80hMcKRwQ8e3ucKJsBZwme+/NW/+qu/9dd+6AP3j8b3HXMj11xW+5mPf/LB8xMerDx+6ZufeGn5u+859lfet+YUnvGq4de+/jgNlh65sPkzv/Rbf/vHv/dIjQ/eui4sX7s2+4efe+TBl3YHg9F/sOv5h80yt29DkWnRS7L42lbYwAn37bJzwwyXAM4ghWfTomZV5fZ50aJExiLFSrboveOZe31KDSWYMrBCutJUYI7A1Vw2Y691kO/MKScwK3uFKyiM1iOKisEXNBlO0Qt2avSC5QglLsRipoTMzKZ1l4rnKB5Qb1qc6wpWIhNeC7cYR0FiLMxjQF3BQK3J2GyoEJyCzeqEvQWFIQoDGcHAheDAQTHIvYEKY0HPM4OClSCKUBZRZg2KVsw5V6IFo8BuNyfxNeXoCmeySFAGKbFJrdr3VlU+p161Jx8Si4hYaoNKiRZq71IeFus5JxEGCGKgTAuINakAUDFlILnM2gBFmUBIooXZZ1SJRDnzjaGFikbJVTZvAHFhLaX4pJVS7Zu5KjlHmsWUQb2lqvJFNUPhOPVpKI5BfUrE7Ji9kYh0MYH/+GQVlj2vjpB7iAOSsnlEsGDjyiwVqeoVyc76RHCRmX2zG9vzl3duWVleCojZquBKLI6BgsGQ+hbg11S4Ei/WNbHY+6TXSYkGEDT6ijMSsgQSK8vgY4MKBcbKi08VJ4Xo5Y12K0WqmwgQe1NjIrqRYDF7DfMCwCgxiM0FxvHR0ttWxlxwXXGpnU8rs4yollHINYviISMTOJSKCplmFSpC6hyb1Al11FRlUQiIFlVFRVFUAICymL4WX3lDlL8hygFgZrt+7GaGj3/11SXxl+aWNOSo4jDrp4Vo2AzOZfyrx05P53rdrU+nCINl5/wXX7y88XOfv++u29ZWho7yS69e+OQTz8fV26rWYnb/+Od//fG7b7/7/nef2tn6xoO//bd+4KNvF3ApcTD63Rcv71xojk9nly7OQ1lOylnqz7ywfeaXvvTuu+7YtzJ4+pnHX3r2W3/GrVkYvrwZd6b9rz5xaVnlzPXdLQnZ+OkL137hieXcx6eubPTcUNavvnjm2mzdzM5MmMqgaqtgey7uul988nq0yUNPPn7y6J3HDxwzs1OvvPC1Jx/aHezVZu3jD3/z9MVLb3nTbRdm3ee/8O/fd99ddyS61tmTV7YnbvBPfvU3zq/fefe9+8MwPX3q1XOXZm95+8nOhWs7CLLv4fOzv/ivP/uOE7cdOby2212/8srsV555Ynb8cN+zz+HZefnZBx9fcSufPnX1Wl17Tl98/tRoNDTefeSl81Sci8hkc+q7+dzAnRs8eHHj7O5sydUE7qiMVcmQiB989dWYlTU8em17Vg968T/zqU+//cj+o/v2jcbLj5x+4aEXL2BlH5KxuA3v/9qv/+aHjt+2Z7Qygzz0wvNPX7yko/Whyiz2feIEfsbw0//mU3cfPnrX7fdMu34nTz/1+KOT8T5JvB3Tx7/28oql3zv94pH1Q/efPLEz33z64vnPPXlhUB9JHF/daj/+1XNL2u2U6WAzqw5OXe7/xddfKHF2NpdrKq4aJfPPt/O//itf+JF3vHPIbrK7/eRG9+VHH9wZjrk6cP5q+p/+j89893233Xzrvqc3Lv32F776o35p3Kycn+BaT//2iVcO+Lwzz69AdyEbKf+LR85y8M9pf9m8n5eff+Tcbjsd5b5H/vp09y//6me+7x3vqAg7sf2d08995fz5frQ2mHPMbRbrPP7p6edk89aLs7idtKd+7u3/fOrMbFbOzPvhkeNffO7lrSvXvuc9902G9MwzL127dPHrq7odbacll6SCc34FpJ/7xrUn6u6FnZzCyozH//iXv/DyB+5eGayc2d79ysMP/om3vP1Yc/Nk6ny1byuXf/7gN5+6Nn/L/mMXt8VGRy/m6d/79S997Y4Dbz1x11MvXH329PN3njx+4PChZy90IRypqmHmnF31ycdOnzl93cp4o+RS59Jv7m2Gz1/KKYxfvB7/4W8+/O+ffP5Nhw6f9fro6RdfvLJpe/d1Kf7yI889HdANcEX7Joz9LlZl/NzZa1NZuWryv3z2q0/efPme0fpGN3/06rmHL77aD/c01mhCCKOggeatY+dKHtXN1qz/R//uW2sVCScu6rORMY+GZ+dbOy6cP3/1r/7cZ+8/fPjuQwdU9YvPvXxqIzf1KKedicv/45cefvJSvGNlvVlaOXXhlafOPfet7amvVrf69MhG+rF/8CsfuPfk4T3VqzvXv/7ShbNbcdSsG/V/dNArNxgUhbhAiaCqXgipiBMwFMLOwVFRLqUUBSsc+4XtJjfaVgq7Bdb5tZy6AZy1RCaHyOwCsZmwVk667yjVsHB0Fciy6CvURQ3KwqJmaCYUBghsGlkKsddkoN5xlfnYePV6nG2gBMAX9Y56QpU5MYGZsFDPHBliKLQArsCrhqJVcnTjmujUw+sN2xvGvtyQ3TAWRVVaMooii2p0XdS2E/yN2b0qzBe0bBnKRZebsL5nVafTSRuDQUzLa2SMBQZkqCC1xEpW9oxH5qoLO9tJee+gqlTa2dzXVVCqs85qJFECnPLinEBgI1UCW17IsMLFlQLKruhiArB4b1VRNlYqbFmgeZFkYlpK6MlmUsh0LdT7eRgJL6WJYx516jKyt4mDJ6iZMZiZQPv3rjums9evpphC7ZyqZ9YC/WOUKiePDLCYkRERrMAEBA84OFKhQpLFV2EOI3HOwzQ6AnIEWAF2AsPi7ivEAiiBDSDSRWiFFisBChDI2JhNAY6gYJYdEmUf4+2rawMFBGREhQEDyzymKzvbWlXGXPTGkAMwNqbfN5m6UWJqxsSehEtx2bgDIpygpJmxcc5OqmJcSjEU75BJc84oVKtULIk0O82cTVFn9cUaNleUsmWhzM5IzRQkRosu1RufMG9A+P//uFH/U33xrP2DT32nU9qqTUlCT0upt65DtTyXYfKOXGfeCrnSdUHnVZ7PeU3dqgsj7TrJ81BpzDHF+eqonuxcZ+9ys7ellXG79T333vGuwwfSdPfnH33ohX7nFoq/8NM/9baV4SeeOP0Xf/fJTQt7Z+VQW15eH9XJEVed454NOfrSk8w7mo/rgc1TmmdXDwJ31CVWiVKl0XIUrqfbrsyVKfkB+ZFPFsok57kW49HynAeDXI2N+ul2qXI7sKkjm9sIoeIwa6fNynAuVOYyEsV8I/gylVB87XLP3VzEWViKFMAxzFZVzw+qeWyVq/XEU41t7Q8or86ot7LVCHf9LtU4MHWXVsNstAdzqjJVcbvWXc25bQ5ZqNjmIc+4K06vQQ6w7MmCubXLwL/889/33kM0B/725x7+pUcne6p6krbjuFmdlOh1hrlY5JxLJoTl3i1H4Yo2eH596P1um3S4HsIS5q0XNoc5dwW9T9FFMBykMalysdoJqNdSiRvN4s7A5zSJNY9IeMfmWssAQ9f3Lu3Wrh3O62vDqgV8SRKoVQxsTeKwNDprr6+40uS8C17ig0mjuNzOroUGM+d6GZK6II2ZIU9Kf9kPKVHp2+NVrXDazWXdL436GdqtVOVLjZdBI/M5pvO6WoarNF5lzAuHND64y0vj+e6+3Y0ZymQ86oQOhyZdvTofBZCvmxBTMitVm33hBJk01WxpyLC1LqXZVNaGG2m2MttFGizVe+ZI21Xvliu+vO1bcuvrk6hNsbqfs0yuOXHVqJSCdnsgjbdDjVYcW9fILCtPpwPfbgz81mh8cKMp9W62q6LV3EKzspQ3N9bmVEYHLlJ2Sy73U2c2nsxHbs81GmSPgUyov9qSzmU09CHEHjGDl6VajjH2zU7tHdpOZmpW+dFwJ839wMV27qRx9XA2m4wHVZxPQkoxLAl8Vct23souLWcMemo5Rw9NeSDDea6WZBS5ZA/jYtPdWguLj0Q0Gk1yAvOIAs9SKCzie04aSmxnoR7OSga7povD2HLDm6VL4gfcVORax8WcdX1VMrFrq4GYLusceZLG1TWrVnb9gcjbQq3PrYshFIk8GKzt7PbDpukmG+LaXWTvx6vVnrSbtZm/bpP/RzzyKmPuOVm+a23pJ999XyDrDEwkVgpnWAjZK8csPWn1/7ES57JoK2SFmABIzBGZPKSb7iN717FbjjhChHoswuIKYyZmcIIokBQMCExKshRQFZASF4MzCBSUQYXYoY0pDH/nlaunYz8f1UutfWffLkSLjcjFBqUpG4yQGYWtEAxwBjJUJfdcGVyTu+g4kVvp9U+c2Hv62vypdrcqOuqjVYProJFRYgYgymScGYnJmfkCQLMowepsZE4UWXS3QucwihC94anXmZJQLxwKhhEx7IhSIVFiVhGDgRMvMutaeGFUFpBTC6VPt64tnTxcPbvdvnDh+gpblannZuZDkfk4kk+Vud1MvlesOHvzLYeM8Mhzl4rQ3QeXuDSPX7xg46H0/bjvp3XVeSKjUECLMA6r0sImRygG5N4hsg9qdYIzjYIo8IV9oUI89xbU6lzEtDDMqkHS1pedqlR1fWK498QQL56bfqPdbpqmnqZaMa8wc6jYpT6aY6md6/J7ThyogSfO7FydTkJT8zzVoepKSvKH3RpdSdO3n7jlJo8qFZSi3pMZkWXINeC3Xrgw9Y0vGlRvDfM3HT8+tMgelnKlDjmg4PHd3cdnXa/syXMydrKTo6uHQ0vD3WsfPnlsvcqFxFS8EVKGc09N5w9uzJWVDTCG0WtIdSwGVmTKUDEsxPU8hLpPpeFe52vz+P3Hblsj2AClJFcAkuL4Stt+4pXLw8G4z8VAuZATIQObLpLkBhQmAyuhtk6VoxOkybv27nvbyhISNoHfPH/OvNYZo2rcZZmrU8RQJeKkvVnnR1aPB26qk01rd1VN+YANDlu4MjLqkrVpKjRvAgCXIcWUOIr9vlC7vW1l8I794zek83/WTnkpiZhzqHaC8GBQyGUipQTqYQqtWCoVia4GarHsu01nBS7PmPomSO13NcryipEWsBil6AlADQAAIABJREFUsLPHxx+/f7XqV4/vx+e//tiPvvPdbxsPkXFq3s5ZxLvoaXvM0eugdE5zLj6TBwcHMVYKbpvAA+9rU0SXKgyGkSSyT0ysqvWgp5AZhZzP7I260MSBUwIZ+xydpVyAIUXnO8fKEhpG5qJaD0aaQGrOVcnMNXsiooqPHFKogxtRAZkwqCDMGy88nlFxzkerYiiucpayy63z1A4Gc1P2ewpbDJSJkTJDgjpP4xxcbAoX73sQEcjHZkxiaCvNauzIyZGK3rG/aSJe6ucPPfcK6oNIRYpJ6jrhAhMKWUKuQCohh0ExMSTfuHpPUQyaptNlarVClNJnQxA3d3VxJgRXwMVByXFRS61wULgu1VxHVWpWklYKZjck6lyEI6d1s+vY0MwrUYbLIXIhYvTKru8Recy9GnFtXE11VijAKiwdyJQKW2XsDa5XLlWWlX5k89D2rlQ0VLSs86qWVifqi3M+CyFUfXGVG4SlKhuRklTLWZpMLhbni3oLuVlWR+ZDBaRZlsGevpaA3bZQ4UrhrIFlZvWenO+h1CctUtexLcHV82HdRLFogVFrmM2srtY9Ue40MIMoh7EKVsowRR8Z3AyKFckoJYmgKylLcOOlrIGZfQ4puN45k8EgNo1VfQcejGYhZ2q945KLZyHjOKYtRFbfGCQb/JJ6ZvFZc3DeUZVIempRKTPnZCKVjlmBTMlJVYzQrETKxWZVzUmTVANxuS7jJrObzry31qXo6ymPFCDua85mnKvK+okz4eiMKFXjThIZvDK3aSRl4uPc2rHzQXnXsXEBdmhYpqyxrqHcaFBnu1VsfQ2r0dahF9PcumK1yxYAEqRaCxcHWs0RPijX2hLaWgsxS6VWPEucx0Z8LnMb09xDMJBUx64Edv0fysjKH5S8N4bnRoCpErPBiyTLTdOU+fzGsJvBBlYUQBemm4IWYdHC8EAyAgcJ0Bu8D6Jvl8ebGZUMJ69fDfr9P/6PPgRWtMBLJlNVDwQWy4mzUeW7nCALn94Kq8KcsmNMNMEFsTxQhD7Woe63NipxOaaBq3OwmfXBnAOQUxg0KcdaQkldX3IYDefdjBxXORtTXxLVg6w9EUyLBN+lGCQolNl7kZxiL3AEy8WJiFBqY9M0VrJaoSZ0/QyeiDBss9VN6rt5O93c8bsbs6qquMQYe2mGRERqAnihDemrqi5dJks1IbdYET8T9VoKJxq4LepHQw6mi1NLyhmFxq6KKdbVcGc6qYNUAKfMTtTyZJBkXjRpJU0sWvkQ53PykivqOFGhxhxnomhdQCfWax74+sThvZjj9LnptenUVZI1W+1SzmbqVSylxknU0u5M1urR1fPJOVdS9l76vh+HquCPPKL/P/gDOs1wcNlp7rOVKgTkhMpbkG5z6scrlss8xkC+bnzRFGN3054VUCaYE2r73ocaMKQkqlyyKpOImQJG4oupEYoZC5g4tVl8QMkoyllBSNpTSYdWltc8UGBiORUHD+KY7Np8KlXd5WJEMBbh18qIXo+r3XjChgwRCCllkShQBjNmCua0ztX9Jw4z0GWcPjvxdXXb4dUATKK+/MKFe27bP3CINNzW/PzF81c2dt5y85Fbh/5cQADmG/bY+Vc64S4bQ5hISTOxGAmU7HVe/BuP/7xFeSjezGVwZiuyuEkLKDNUFhvxSmSezJF0XnuvYCDTIuiVxEqwKJaU2AxOManLg998+Klb9n3o1oM/eMdNP3ziGHYBxqUKnzt/RbzP7dwvuXO7V7Q5kF1kVZMaXIlKpRpy9obWkRITCjgCtYIWmzdO1amJceagpGLwps44gg1SCAITiiq5dSjEmVwoaKJ4NbEEaOFiUK9BYWRKBo8CLaBSeDHAZKdMhCJwmBj3tnBWkhCa18ZoyRmCJqcIRcWQuaoSK6krqDJ75UjBJNUFTQKYe8dKHFFXIt77makSTh4/6AtA+PIjZy5en5Xl1CX1TnLpJ6EWlaoIG0gdG+oMp33xTg1e3SCCSlVZUOkg2TgSuMpN3Q+8KiMDxUgLLXalNOTKKYOyQxQ1LsamCvYlFuuJFnRjD5VWnFPUKXstmbVzWqQDpSJFJRYgs8uMeTWVUolWi1CcGBGKcYYWASQTnCGxUyhNxSJRKqDETjk7y4xSl47NRCEGXayhQ8xqQMQQVJ1qIV8grCymZKwgmGud97lirbyys8RQZ7kpmZP1LhoA81WSkLjzCmjmQkBVQL1UsaqKMfrCsXAgI1eqlY4joxdkx4WLchs9zFIhKJVClEgJCJqVGiUBodLOZXij1tssGCwT2CtCUafW+RwFoRSXyJmhcIMQijkzRs7CmdhZdFokrhAioSdqHUDKC7cmMzITGXtlX9SpJtc6VM5CUAgxKJD4Yl6gYhy0sBXY3KQl9V4rLqEiRF3Q6ApDBTloBpjgAGSGQBmaOTHpMKFOCAXRZwCDxCFTnViKrygTtZlh8GTsMHHGihW1IecyomsOMTlvLvniQ6oKOSX2pqH0Bb26CXEMiausbFr+iEztX/+G1BvPtBSFWZ+i5BJBSW4kN0AQskXFIBteo43cmLQDhJQBEYIsOsP1tbg6M4oC3gqowBXz6TseYqs5oBAMqp6SqYt9XazK8H0H4ZmUbYthPCjFgnkxLlasIs/SiG8IlQFt3Ls0lulEYxmgQTtBzZWQ7/qqajbbHV85rzr2Mkcss+mKltBr6109bEJE3N5ac7LSGiftZu14eTBPs8a5OJl78VKsmhb2zrLFvvPDIQ1D17WBuI19ju14WJe2Y6A2P41tqP10unt+slV8Y41XoKqrSMWMA5OlruvSaFCgkZRZ+xqwCin3k671B0fcZ3RdNWrqPg76breqgwexC3BOUSkmk8kw+NqM2rlTVoPk6HXeRNlLw2QaPZe+X60qSf18Z7625OM8RnW+GhkhOoWjUXb1JMUXNmez2W7s+mHNzitoot2IZNxrGtRdN2HQYFCFqtau25hc8SG0saNhEOfaGEEE952yL/9IPHorMUMMznm1kkr0VZUNK0vVaNN37RTsJJD3WuI8J12q/N7lwdKwQm41xaapkQzeocs5FS9iIAGVRUbLepgqI9sC0Mmki3yQ945LTiZg6MDsyPISCoBiyeDEVMjgAl3vUqEbyxqvb3ay/QE5vviXN0CJBczGICrEvQMD4sCxe/PxW4YJKaMxdJuT8f5mSQcudwOTpZtvampUiiGhMoS11ZvHy4dXvCjGQG0Y17RvPLimLcSVAiEpRIUhBWQs+kam/A1RvrgLy4CMPJmhmL6+dQWARUUKidmia3fqWEmVzYwyLfbTCUpmRsrOiNWZYWLL5yT95d/4/P03H3r77cfXQ9XH+NI0feGlV7651XIfhjSMnXG9X8swkxF3vaQoJMV7VTHAxOVA5giZuCx2mcWMkUERMLLKFRIrRkWMlb1oqUuOac1b9tpn1/WCJETq6uya5AFNzqJodrmQDqLpjeqHvNh9Ioogp7Qgh2aCCjJQJUjmMagaaRVSiE4S1ARs6osjJShRkT7Mq+IskVIpos7AUFFzmkHcC6KwK1G1zqaGksyEZe7aX3zmmb4b/to3XrFqzVOx4LKUYjkzWEUKC3IwsIpQzNLGQJmcFi1kxKmTVt3MWSsoZMLFVVGCaXKxDWnmkYSqzKNode87X1ofVVqvqi5meBgEiSh33kmp6uQHveu48pqBLjEW81wiBJArzqnALDFHMUHPVIjSotYBJkroWclH1iRKRsbmqig7VYFSVbxTViCzdBIKFTEJ2ZGCjMUoS04ChVMQUJRnvdesXgkEUy5zn5UIsJADl8DqjVJyfVn0MJCqRIG5MnIliAqrFWbl6dwrG7OhSSXkxcJ7b9wXyrBGimxXN2gbRqpUwDGxLnhosGRwPXNiAtSVcSo+StOzKXs1zlQyIyQJKrQ4mSADREYwy4xMzuBJvddsjM5RFILKsNNhBlI9q2Raw8iGycgoCzIryKpiMGEVlytX+Nooctbg1GkgWyEDZwNBGRmuSCNqbJQ4mDiwkyK+kBQuUgprYgIoxBpWlxJmFKo8ZwvGK76URqnKLIa545a8K2gSRKUXtC4HBcxzcQVVYSh3eQH0KjCIWuiZIkm0QWUUCphLlqjM2biQqC5zhE8iSkpddoX+0NdksC4+3m7cBGQKkBicOIJqwLYW18MlC2JWdDGB1gVNu8CLmIIUpWRvqGs/7G846zeyq0Ymvit5t03kSiYu7D2lkuw7rvo2EBQlowDMWoaQI6uDm5bGAZwzSoPL3ez8lY3rUiQVl6WvizFLm+reNGL//vHqlWm3u1EFnLjpEKr6SLvnvC+T7RlLOnh07Zsbm5cmW3VnR/fuW1nez06aDuNkz6XphY2tmOOJPau3rOwZK/movuIt1qeuX2oK3Xvi2MbmTBvZX+q+ghoub01f2t1pa1Ipy1S/6fbDVEmTMWjBOZ66uhFNW0Go/FuPHXvm8mSndNFMiFIp3leu74+u711fHh0ApnO0Tue7W75NRt6Bqjp4zQd9w0ePPHX26h3Ly/ceP/DJqztdN8tgYTcqOHl4/Ynz12LOIcVj45V9a+OukUyQ1NLF6b7h8u6y/83LV+tC68q37l0dNwcBSRVtxP7Cbr+7M21ZV7K8c9+eoVZkOa3uaYM+cf36NRSL/TqHW5bHB6pmM5DnPSi4ujs7f20zgO64+TB5zM9d2dScmXwdClAYdfrjo3W2e92cdvubCp0G70rOoEKg/d49cHjf1qSftu009dTHkVTD9aX1pXo9OB8VthARBUSmXEb+0naacB5asJK8wmmGFggZUV7AKckQPBmXogqrjeehuPn8nv0HjowqJCAVSSi1nwOimEdcnPXwAzIiI4DoRvTlxlTrBnTFyAACJ9Zg7JUJHApcAQy5T/ccPLSHoYRXdyYvn9ueBV8ThOCJC8kkdY+dna8P65tXBkGxf7S8W/Dc1Z3dLh1fcuPBUmA+vGf45KVNP1gCKVSIbqTYF4BOgr0hmt8Q5eg5MJQtef02YwhghTeiIijIC/UqeWQ87X1buBSIqIQ4cKV2pk4zo0SJ2ffH5vujlGtSfv2F2a89/xhVZmBkLIdRE12p/bwkR37Nr27E6Er4f9h7syZJkuRM7FNVM3ePIzPr7q7u6u7pxswAM1gAC+5iSApXhC985G+lCJ+WDxSh4IEiJHcXXBxz7RzdXVVdd+UZEX6YqX588MiqmgGWLMjOrvSA8b1kZFZFhLsdbp+pffppGy57hV+BcNPGLhkoTbWuinm3bUcLscAcOK8iEt1scAUpQ06MnMDEEir0pBG5IuZKEVRAirkrqtGVAFLArbgkiVbKQn1lqEE3ESBJqEulbqBDO62E3aipt5iWg0pxDYi3NdqqwkXRtkjOSKF9dm9CxoRqNCAH4BrqvXlVuEiLYu3JOG2K9wiN3v+Xn/zsL3+m2zNbdndtdewc0Sqkkbro3JvaEjqmKmRyAcWVOXzhOUWqNk153KVoOK5GNG5F8jbZ1bo27BOGqh5qlCQUC0twkQqhRqu1rWpFVSTMvfWJ2UM484/QqBbbLK5qRAqYi9I0ZqvggLCtRXA8JZ8Us12VhuVQrYB4sTomCjsJo+lqVGN0PpgMrnWEDmiJVWErkLBJUSDFtYBZaDkQOrn1FYKazFXFq9WpKaQ2Nd8ap9GwS1FSEQmJDGlmqeiy1Ozq8LHZTWlUPzZMgiTMQkDGMfdEgtSlV4RUdGMShylCCWWSMJECgNhvR0MkkEDLgaSnGfDIExZADoTFCB0aDIou0Lm0wqzRN6RFlrAQDYHYCIJipEkwRQCpQtA9GZu2TwtibRwBOFqJtq2R9HTbnVVpUrnZTCspyCzUUmT/mYohYTTCmJ3dJAmiOXoBQnRKvmlVMB/doAsAqbINaQl1lSSjqyKWq8GUGJNftBESXVUNVI0+e+hIxISUfJGrtgFnvUoLN29qNd242GTdwlPrVXwtmEILxQUsxqIAc95XcRxdS6iHhn3rc9yMFogQhBJECgphoE8ealuvP33ySqYpBy/nguDXAY0QhCglAWhUWKYMfO/zT3/UKBVVIwQ5KLTe8OX57qdPnu5CqIsRaVJBUtT305SrunDUcJWGcqPHP793/9MP8ZNHw5enTwflseUf3f/kX3yy+p+ePZoqJaWiLh73j2/8xV01wcVmKsN4b7n8kz/4sCr+6hfbn1w9mz5YfXp08t17x43iGLjod3/x/T85WuBvH7/6+vRVsuaDk9v/zYOTxfLorx794suLl8+2r9vJb4T9yx98P0S3dXuS14sGH3y0+tvnr376/HXf8I/vPfj+Z+v+WfrZ6eMV5F98/MHzofzk0Ze5xPGIe599+KPv3v/XX35z7lNa5EXWtqrACtjkrEy1lI9v3Pj+/fXDl9PPXz0atnmxvvnHH924vbar1+h2/sUXHz84trzD6elVXTSDxfIo6XNbUKophMn9rkWdtly03/vswQ9v2jev8ONfvKzTBT7u/rt7H3+QpVOcTNONav/1D+9cFPy7h0/Gywum9OB7X/zZg/bC0zfl1R+uj46X7b/+2c9fx/DR4uT7qzs/vHvjLx8+voPmf/j8gwXwPz99pmfepfzgo3uf31+tbq5+9bOvu1Ykg2RKSlMG3RnyT6p40DZ1X768/M6n9zomM9UoKG4i6xI/XLWxaCOOiyCAtC/pA907jeeUuR2GdrEegNeOb6ZyadH2vXism/Zmk20KBQP0pJPwVd9HWoqymhFAUGv9qOl+cOekqREtJVwiNy5DwjbhZ19fbZH0WoMu5JuqPfHmRIwAxKgARiWBRGqgq8gOOG7nfPfkhhT8zenzv7m6iJOT0ue7aeWETNlNfvLVs6+leXJ6cav9/KM2aUW/w0+fnV/kHBeP73/3T+ForNGU3GOBnF3mICAFIWEKP0TKD6T8ehUhBRpmsw2YkBAJpdA1QgKAUhcTq7qLVw1Am+pdrWCaly1ouI19Mx2dNZpT2+Y66erk5uty0S0XeaDtXL3azXY7TP3FJkufl51yzo6fLbcoCNdKhQREgooqQZhLulZczrorC4QCrghBVbNwirptXFAoNheAQFBcBKFChQBNzMQLg8m1A3E2TyJoPFxSMAMK0RARhsjYVk2QMcfQbiBVmJQBcQggBhELJHqNDEzGWYkBABKW2Ex5cHXCLJLQpzoFaDl1rqyc7PgiYnXjBifbTDvrZLPbddZGBRYhBCXGPIBNi0y3QGprdOMC4lMORTThratFI6G07IIxj87SRjRuyRswC1nVt81UjAJJtTVfkALCAk24UVzGYiipVotqu9n52Fyz66JG1Sg2KZPFTBdq62PBCawQIVQLE0YKdlOG6JgwpjDPFBSNowlzOpprpRSFpmgEEJfMiVrciusgQK5Z3ZQA6WCdT2yoFiHCCACS/Y0SOZQ1RainYDvPt6aaRp5yDE0Zm83xZmVwiTZiAamhY7WJQBvaukpoEYwmx9PsFBuEgmm2wCOUGi5elRK5rdo6SnMuqo03idmgxkAUjUnFQ5qqJCKFJ04BsWgRDbQqepUekoKLxjWzCsuU8qQtcj9pKFQJSAHFom2LdlWZgzpWIzkiuhuDmlSIz8qWIlpsEpRc0TgQWgWjJaEmVqCUFIOaMBliUcPIoqBWIBSeEH3eEilVQLIrplSn5K3HwkHooEGNRBdEEXX1rCVHaaMWT71kSg0dKWbMrddlHScZQsdiJUQDGVABDJ44Gtx1oAJIEu23/+B+/8jAXCeGITBqm/IY4Spo5YoE2eZ8lReJYYw5eOGKqlohQDRqMGuqy1pR4LOKSMJIwKqiNN2F2DYnaM6aTN8ShPeIk8PBoCg1E2vkBzdxdokvT5+/yCE3FuViuLjYffLh8ouTO7/Y7rasVLQiPpWrTXuyxPm42dXpTz766Lbi3z58+ayv5aR7uj3fjfXuvQf3WyxSu87LOws8fFUenp1ddq23zWv2t785ihPVxbrXqRfcVP/40y+8w5evLy5K+WDd9oonV+U/PH483Lizs2hfP/3s1v2jZWOv63Hu7lrz73/9s40OJ4vVGPGT8+c/unX84Z2bp9szCltDQwmGWi5egyLQm52NA755/NWz2yrt4vVud3zZf358L2Xk3EZEKfri1cuvzi5Pj5b3j1ZXBgcyBCpFKBLigaz5qDu+YVcb/OrrhxfJ1m3+N9P5jan9zu27MWLl8fnNe43hbx6d/oL9+vZR3VyNz7+5+/Gnf/rx8i+fZK+8CuzWyqOTiz5+/frZTb9zs13c744XwNdP+q/j8kFz1Pe76fmzc96dWGgyJxQgPFsWyJy5CBhQ/8lwnejWzy62p0P9YJ0w28LDMBbJGQPEmRpJ1+V66AW1AAZrZ2+dlFIAFXj4tB8KcpdTrV2bPr5163s385FjVmqNwAb424fPn/elBigZ0F5r6/z83gcNoIoSJc/CF0fKOHM87K8ozRxhub62mEkP3plvs3mRXNN8h4Fva/p0CTFCiSevX/Xrri/1SJadNRZABM0KYbnBrogjAayIgFjW1G5HMimICDVtq0NdjEi+t9yk0N+xYT3g/9ekvI0SGi6YRwiFIVUBxdvhAkgAVSeKkq24Cq0pjTCm1IcGEClYlVUNH5Td1WVjR02jMdSj3O2udm1eePK8tGfPHx4d3VweneTRLmNyxU5SVSE0BVIAkCZC3VuHEYN58hYwUCFuoQaDJyCgZqGuZpGFYdSkW0gqKVdqiEJmR4Q5tUoBBGwWBM9+vSHuWmpi6K7kAUxgh+gACLN53iwuV70up9TGHAROFi2oIiVkmsyJsYnSBTZcudZQnz2/qoqhBdrJhrCaXM1t0iYiqGIm5kSgTgub6nHX9uPOrVRrupRapGU+fp5emTM7IcVFJ1VHCvXsCK5CapUI6ZtKYR5VR1VQmoioxa2GKNm2pdVoXMuUCTgklFoVVWLWYRsIkXpdTqxquKLmq5M+ddOSSMnFyD5NQ+IqIoX6HJ7N0Y7qAkh0RRcFQ57c4AZASgoKWw9Xd5umDEdTNRsWIrNbsxlhHEzGgIMRTEoRJjDNdscpECqkBDRRLcSIoCq1t1URVaLzXY5wxjSbTohqJJG2qM8uWjkiDKM2LgvjZLJznaoAokZLSKABTBxDPASupt4kF2GqqhWVyYtGghuidQyzNwWc2hcZlQrU5AnsQhZFWtcKHTsfNZbOHNKGQM0VO3BBtIQJAWEVrZrauGGMRkdjSRTxlqjQvqYKYTsdiRqp1MlAqodMkEhM4jmkodhcIQUoLhE2uXfGSCyM2gSSa1sh4GTY5SjqOYaGvXGq1lpUxVRSuAISC3djqTbvf7VxBUwJqBdFsRhRm4jGtcrMW6tFgGKhRKpKKinVJTNaIxQBeLWYtIgUQMTb5G2k/ltPyq8lp9exNAW8VkKcQLYAoqXmJmgIEYohcK3LCbiIFNYMCEMcCCSAApPQEN2Tg6ZKlsVR0ODQUmsZtcnvRcpJE02EexhMTdni4ZPtlo5FM4A0fLV5fc+XDxaLX3K3Ee8UTejV5urXr88//MEHRaM2tmpVdthcXPLGHduNt2/c8/P+/NXuwXoZSGpdcZyfbYxNY912jGT5r18/bk+7gWHrTsK/093+ZIGvX+Hxs9fJus1uqsD55e7m4sargauTptlFS3RJSUdELvHg5u1uLU3lWmI4aa3geLnYvXq0CWFAyZzbqkOpDqIRadTOXr9SYb8dFs2Jtt2LzctX5S5FXrFsTl982Cxb05P18bnXY8m5znm3USgO1yapySS165IKrrabjU9xfDLWouuj00dX4/JuswS13LvdXm2xKZMs1v0wLZbrzdQ/ef7ye/fvduvV6avxhyv8959976uL07NyYavmeX82Es3xndLgbNzda9ohS8qLndfLl0+dtQPGguUC4R4DS7DTVkNKLUj/dEKjk2SV9Pi0Xy2P2ows0pghE43sVVsMFJ8YYpKtwmbXEyBZxJTU+pHPz+rpq23KqaPWunO1BC6BRUEWRGDZYmk4zvnVdiwaMAmRKnKb+aN1J4QaqjtNAcAhE55cTS+ltsyCqtQ3kXF5Ezb/zVk/R9RC1C1CMKZwgwKXl+VIsmV89Onnv3r1rNHWnADDhK3sWKLFUIZlY7V6wIpgVA5aJ03etiOxTOAIEVWKhSRXl7ffT/m9SbY5kPL/vJjjoIMpaIS6RAjAMNAiXPdmPUodckkUcGGRU22Ss6ZhyGXIkwBNTWAi7Zv0Tbq57qe+8bUUzdB1qxNLnwpiuHf7xnjhCislpW5y0T7rkBQiuaJ1NTI5c5XWQWgI22pE4nVswVwjDFBQHZqoQUkhBm2jBFCkqWbzIqpzHicQUEeqKi4IxY3Bi5bQOiV1G2u6nJqNRms1xFWYmtAm0qvVpfpiNS7aAtEkbMWPHBap7zPHRKEvfEyIIjdcFFpCEaKgmjREGhOoIQGDTppbegVKKamwk0xvjtIRT/vjVesrO5VhZbluSpMXU2I7RTurRsVd4GpuuYrAW1etZiLaQqqmogKmHFjUmlk3bVRNkyaVrg2jRFEoYlbMjRauYxNT64WMSbRKmllYiLigWrHQRdFgBpJr7VNMVleAEU7pk/ZtulOrazX6ouqqoKZxkwIAYZvGhbGaXDFBd9vWqqjHcett4qAgRSAa1ht7hZIp13bO6gHMhYZ9zLCqaqiLzj0eogEdbQVAMDVBRS1aik2jKbS6JisNJTRyW80CNWFnubLNgQWEEsVAUUFqYEEloqTezSdF0dxCpaYcVZkoMUl1qyKEaCbIhTBCS0k9oBbJQpN3Ft2kq8m0Wh9SuyjmWtCO2rpFUggqGRN0jplkesAcOQ/3JV8in6oMTV0gtKiPeezVu6LdeKMRmxSTYcjVLVzDiFw1eZPQTUbnVKUISknjmJF5PPe1EG1FrpoCLthmXDWgYFWrcRT2xMJClTGmGoIm2JTq6rsGSk2uGlY0KUvjMRp2WV0zJ9VIOSIUilCG1SaQd5b7lFQm6HwqrUrViGo6Gsa2zKmCAAAgAElEQVTsLdFWbSJJ5MC3nZTrnHyMCMCus8FIZssjHFCoVK8DqVE13ALGEHJOsjaFAMZohJ1EcqACCXlO9PS9jg4hUcQDpXoX0lI7ybv3DU4yqwUJp0gUswEYskmbRWTaDW1Op1PdrrA6AwBpM5xKF5EakQ1jFOmaRpBrAHFe+i/67qLV3KOWosBurJ6zGhiaPLUDlljkweqtxXixPVmsr2rtqvzo7ro7xdXDlzklFSykM2ApXb707yxWzy+HdFnSgE6g2axNqdHvfXJ3rfhQcHOBbQMfMdStpXTz6CgCQo0yRcKia6NoHabO7HzsAT5Ix1MvU9K+ToPS1lJPuisbe8VCdTi/OFmsbgxYES6Yt/mzGsg9XCKSBtCPgysmRTJZj3YUGhvoGoPGRHQC9LVBWpSkUV1VshYiTF5P269+bPfXx1/cvnV189YLw79/9Eyuds0q94JtHe9u68PjTEBMKCRsn3Ez59FbgrClUlQQ5Z+Qhngil4vFs7OzD253t3JOlkBCpZYSTUqNcCqK0EX2OtYYkhikLUFQRJTOspu+efi0omvb5TANMAFD6BbIMU84+K42R2ndpCanyaXSa5ALW4Z2ClU4HPvZqgjEiBfnp0O2blTdB8IJzCb0/7GJr5SgRBV14ZxVlQgkO391cePk5OOT5cf60cvHGwvpOfbSWYPtNI5thIooCko0VoHR66AejSLyZsLNDgGGQzUpRAGlCh3CkADikOh5IOUAsG0wnzJDRsysd36E2TxA7TpVOWa5FRDAyDT2CQAat8YXb+PuDuCj698GJAQBR4ZmtEBbdtCMATtkzHvWZcWyxm80GhGKXgFEDgkbgXEOWVW0NQG4vP7PWQGVTRhGZDADyGD2Nxk0MzOff9Tsb3QPaOY7RAXQ1KOmvjEHHYGRigHtrbP7AC6WM4GYjZCvrj83HY1zc+TzFhnnABCtXd8K0xWA9aTACgB0bAgCTQCw0qCAwFgw4gaAigk3YECtS1xic2u7BqIkNNOt5vqq9qed+anta+xlChS1DQAFgjEDaJraNAAQka7mbsoBYB9+W3jAA1CirfL22A7EYr746W4VXHbANXNaVayqUnDZVQCLikVtwkoOBXTbYNsEsMx1v8isJwNsyBVQ87UBDa57bf7G696psrqOUcwlISrT5b5XsBaiwQgby3405oaI1Nvb8MzqzYFPu2/5Cn01h0ngt4YMcH1Ue+Cb+Rutrpq6H+lVAYxdoMoKgRz7Nuqb2gNAAZBD89gAKIaXqzmkocK2qW+Nsauh2qgYjwKYALQFbUkAzlucg4Bn4j6ABnHdqpZZMs5Ldw7AogXaUfcnOkY1V1f0TZ0bIwMQWGSLvBcup2rYLAIQjGk/8NcjgCsIiuT5TSVFuT6cvTHO87cl2gIsp/1cmGVXBEYzoM11HyGmwlBDJWCLet1lBlidHw7AIoBI3LcVCqjwuVN6KEKhwCKwGAVYA6hWYZff/gdjn+scOevqPn5V5qgASgOgBoAGguKzf4rLngXOhH5RmS1FqU3OUx1HA+ZTu6qCZu6y3mDAymvudzU3yM22BEz1/bQ9plpLwbot5pVcMwS4lZvnm14jrxbZx/E45Q54Spw2Q8317mWXVc4WuxeJ2wbH07KMz5/7zQ/XeT3p9/3sx3dWt0IXTbEVR8A6nHl5Bow3ujKc6To/rWfWpO8+L6+P9OV6tL78oDnqj/B/PDx/uNhcZibKR+4d0Hf49T25ty3PTkyTFkMaAbcz4CuJ//3nv+5vdratd0YdsqVdfnXELE0+9ZOb2Kbd1LkMYlvNya4Ul6K3Fnd2L6+erYZdrrVb3NrlLOqKoQwddFG1RmKbhiZei++WaYFxAMQovhtjOVlawprt2N2E6+1cdl1Ij+6yOds1iiNUYMGmKeg6eBtX6+nSywksXU63ppx3kE3N0fw7uXpSzmTTfHTZ/vny7n914+R/e/2yitNtneyrBW4NU7Y07PrVYuHFlVIEEGhq1EUpG6UbYMn8257pedRPC6IokCyLSYFQqKChBY6nQqReZGgXd3Y1pebc/N8+vPjk3q0Hd/S4FTg6z60Dpc4V5dO2JDVgDUs0ZYOtYCfp6+f18cuLTdPSrEQsfAl1bDZH49RAx1UJRMvWhgY7rJrFpQy77Am1I2693n10/14YpCCXjGrMwlbGjJ8+2UpfP267C/VEe7MA+RuhCOUdk6WAhAO3+7xNdBtu9FiVpgbGhJdVH9aLf3VycrfH/6jdj7vLn5RnbXzaFeSiN7Febl+lzC1kbLoSsB53It0sPC3TnY2p4jzDJ73dR+SoGa8zQiLvbcoNMI1DoueBlB9wwAEHHPA7hYhERJAE3F1z2vZ81LoCCtcQhEyQ0fV1Gb3LNHWGRQg9WXK+FykPgZuQBGEUn8qL07hzot//5ONfPX85XU23Fssf3LubRzw/HeYihS4h++B/2lZUg1l6fbm5SDc/+e6Dq9enf3weS+LDfPL9kxvtiPXItJ18wB+dtO2Lo/MX21ttc8zVH/2zG18W/PWTr9qJ3/vs1otf7cbT86NWk6h7XeXUONqdn0y6clntfDVqmtAWrCcNn+xG+fzGvV9fneeJtq0P7h8ff3Zj8+piu9lBUg00uSnTZcdGVSNCVc8vd3/w0fHVcHe8vGglu6Q/+/Q7N4nTc9yKvJ1cC5MmpWjl5nIzHbWft+l8t31dxvXx+o9u3GgiNPnp5vk3l8sffrwaeSsuTzmU+4v1n9+8uVRcEVf0v744+/PVzf/2gw9/9vT1WJmS3L394Pad4y+fb3dD/8XR+sGd47978eri9eZo2l3yyf0ffGRN8/Wjx599+tkf3r939riceZWc7t3/8KO7R5dX/ujrR0hwwMFSnSmpqjOEvwdihbFrXxbfQhpBSygdRFDGym3IkFIROAWM1GCqQ2qw9ennTx4/ed3cWi/uHOeTpjlpU2YyEsgAXYSQKhgc2115semfnG93xcdANJlJK4MoVSVZFuauZIY6SpAqALFM2pUiZgg0tDFprNqXU6j70lQYJKaJmxHPtturWj25Q9N7n0s4FO5qJkkHylVABWxwuu1//Ojs0zs38wp3Prt3/DhVYCOohiuipBQUUqfADvCEi4lVVcPGZD0QxDAbTpM1ftNjiRDZqxIOOJDyAw444IADfoesHEFCIKa1OsivH7/6pVzI7GUUKhSKVBE0Ta+iOYlDJGZZ6XtKS10wpz9bMIu6x1dPX394++6HH65ufbgSoAF8h//77x4916ydJWhVgYAUqk4tBlGiefLqdbONz//g9hcn928WZKBc4KuHzz//Zx9c+rRj+etfPvyzTz79wR/dFrldHCctfv6MX754JBKf3Pt4udZmsbz1B98ZBDvgV48vOdkQcArGILWlNG3eVuwcbbMYYnr4Ynvvi1u3PjoWYDUhFH/31eXVdG5JUsoO1FqTiIqISKk1dfnZ6eWvNH32+d0/xN1XPbjAy4dXt+/lboWohMnYNpvBB7PapBfT7v/6xv/5Z/f83q3LBBc0F5CMq+pl2f7sydPl3c8+/mR9E+tM7HZYnk2bDYYGddn8rD+rX/PPPrz1rz6/HwA6XAZ+cVW+PH/uq6PTzfhJwV98cWeY7mCHe8f465cbrFdTpL/69bMf3v3wRz948EhwLJiAV+d89PgbzakISFjXyTQ6yXnTFb8HWZ7PvG6ePotSEa4IelFRiIWaNt1WgJSVUNGdDMgoZGQzyae1vDo//cVrX2ZbpaZJmtRy0mS5uA9T6cdxql4YE0TbLtrsYCVrTFCj6g5cWFukIxShmjJIEGCsTbo6wZaV6kwlN3/16KnSjdUwWx4iqJK7wRltJymJC/i+De6UoEqJ3Vh++ezF81c5lDVxQ/vp69Ovzq6YUjUZNPWXZ5enDB9l0TyfprDOJ3z55NXTp1Fi8DZtgj7xWRmuvvmmBiZikIBYRYjsC7oKocDBDvFAyg844IADDvjdg+RcfdBUqKKixb1frpWYLRf2EkHBUKrmHFAibB8xe1+f8v0i7mGEKsL0vE6Xzx8/3R2tjpapyZvN1XC5KSkqkFIKpwtmruuQnz8ariZPKTPL06vLi/9QutsnL5KNl1faj59+9tHO4MedyOr0ov+bx48fL48Wq6UkPX942he/kLDj9Ytx928e+XKxuCwDu1yTPN1d9ZHifPli6n3RXhYMKufhv9iWfhqvjMX0y/7im0d1cftmJ7Z0PTs9P7+4tLWpISIkIyBJM501PKW089Km9NWL5+fT8cnyGCmfn03PXz7fsFDbC6094st+jBqbToYsSOlXuyt8tVoerS4Tt0Mvr65uNSvJN8y0H3Y//uXjb14f6+3jTvV0eLV+tvmXn/yBt9jVKpZejJv/9ecX33nw6Ro6nJUnu7PTfiMiE/1lnf7Prx/fHm4vVgtM9fmL+NXpad9hKP04+vj08Um93ZwsTse4vLzcbDbjVHLOD59vU2qGWqjmtaqgsezu334iltbHk2oJwkyUEo2ZjbWAmiBMDUgJMKbK0nUdyH4ccs6WzNk0i7zzuqsuNURcIRF9RJhl0UY6BQBG76ECMQOoYJDhJbdN6tLU6HmCOxaGDgInGAgGSlWM0IAtmm4Y+5wzTIZSiFCRWkMFsAyIOFPI+5fLFGuzBhSKNJV6Fk53UqXtCmwoVRX9VHJOlSgRAYiItwtj07bW1+mqjlWqZLNuldh4mq6AfhpgydouRC1mNZvinWOxQ6T8QMoPOOCAAw74HUNEVJVkJQGKKFWcFtwH+4IQiSAkJc05EARnnYbI+3MHgJjJgwRdteQgcb457+qOZAmfSsld07qKCDwo4iJKc+Lp6am05sImNx7+YrNJXjYy3ekWf/Ldj84vxr/722+ulMWky+1Q+HK76a/OuMjFC6neZdbaT+PIgbuLKRzZqqKaQLg5fb6bRj1aDGJF66X7rzcXpYxTi9DkS93W8uTpEyNs5KrtmiabYZyGoaICaqrBJjXjZtetj0ysOifRR69fPdxceRXJ7fLOyVebS0iKZRfwx9urxixyM0XVrN6kL7cXyafXHGF6q2t2V5t8Yzn1/c2j2zeWdra9uGRfo162w6dkOsbOEKon1kb4cGx/t321uBho2Haaum5Zo5Mka9sFnp0+swtbpoZjyV2TEYTmk6Mr8tHZi6NX2aOoasp5fWNZ3U8vLgEUZ84ZKiKiiOpFzL7lI7kSrE4YVUSECQBS20Zw1j9L0AAJdm1CLSRVUwQoUE39VFU1N42IkOLuolDRGuHu8ICKmUIQgESANBEDVIQjttPwy8LXl2Lcfn735v2cjiUBMnkZjINxNGFAhlFTrsBYo9JSzpw/AWJQcWF1JfjedKwvk4mogqpsUhWqtlGm+fDLszRNE5gCopaqalEtZA10goiYIGxyMXMRoSRyB6gwmlZEHeLFRURk7n1RvDFgOTw7D6T8gAMOOOCA3zVmMfR+rQ031eRprrAghDJAhUZSE8KDIEiKqQfxfrw8BAJRshELelWZxHLbcCoDvZbSLDt2eUPPNAQSCZUgTQxkzSoiUVhFtcnJMgBrZZp8kXA5FhTePjmWvhfJrDXlJjd2xeo5LZpOwFJKZy0pY5msacZpCjAtOxeWWiCWaGGaXUWwi+oRSZsaXqDJUg60XeuoHoDB3ZNaapsJcEKIYEiyiLDGSh1z2+RFnpJhQo043w2q2jVtGaZu2RWfIjRVLqE2wTR7A+kkHJOXSaRrrQ59J/j45slnx/j6mf3s4pusaLrFnXtrGp68cKXEUFFYO3WJo245sUQSUuCynLgbhny0THnt7pOaBcZtWXVdMIZhQpNkubBBkmRNNgzDsOvVDCIkmZQCkbcD4/dgGEMdYWagOikESQ9IIEgNqERWC9BgYxkBaZuGZAQBdO3SPUoNMlQV1kREEMlyygqEu5c6dU0bUcPnEU0lsmqXlh7jNsput11z+Bw3j9qMHlC7qrVPWhVCETAjqabiHiShIm0tBQSJZDpnd0rE+yfV5rbJoiylRh2VQVdGEjPRERFJPWiWJYSGMAmVUouoCoQCKqTJMHq4ERExCpNIygncl+hTTST3LhrydkYfcCDlBxxwwAEH/C7hEarz0qtQMCJEujpXZoOAMkfFCPeIgMrsb86Yo9/vh7kYoYmAlPl0XmWaigWasLXmMkSYWGoqKM5EpUlEqAiJqiqULnUR3LGaGt2lKoM//urs5iodf/TB7LXuIcypkkRKohRiio5YMiVIjVhYE1M02hL0kU421iSCm1pSPgoRTSFUQy6qHm6aKKmYumdqJnoM7XLx4Z3jB9ZuKq7GYo2WYVovlkOtPlEt76ISIhM00IoRBiD6eqSZm9JYI4XCSJoKHZpCBt9crpsUEKs1iNyIR3n24unKTx7cWd46+hClbJerm9I8uxofv3zdNOaBtTa5D0uJxZPZapz3S9n6etQuxt20SgmuQTe1nJONDBFoqlU6Z0DcXSBMWQEH1ZQkyRLEXAOEzJbqt19HHNSAUsiwENMkBDFv7ijimFk6XQbptAHAyQmIiEB8nFRNRQmSQK0QBRBe3aEkhK0llipgElGIEBEOspQxGYB6nOWTvLoHkREgIuObyzpKToFFqYuaijDGmkyzNDVCClIkFWFUiblKZpjJ+5PyyYsA5kQSZNnnZBZKkKoQrdUzjdUnZQgJy5JVEbVWUzrhjhAjVECNpK2E+HywQBGoErwug8DrYggH9cqBlB9wwAEHHPCfxlv+fnxRBISIcF54RQhSixCUvXD0zVG17LWkqvvF+U1R4P+v7xUIEABJ2dN9MSIH2oommEUUqGQVSRQjSiBBQYQIRISwAERCLQAxy1WEPNtNr8axqobATSMlmdXwEeZCuKuaQwgH3CwAVasCnW9PUQUgklgI8mw8IpCUPELUQlHJZAqCooWIpKh+erotMXy9nS6ngdqklIpPImoiJN3MFW0oZkYIc1E1DboJgsmNjbuEm8gkquwyVQtAVWAwXNJDMHr0Ly6OX21vaFrTXuvVYy+7WgvDqlXRvpQ1M0ucdaZE6xCiKmpnYLSwPNKoVXUS9AbYvg8F6IoUA9QcAISCWZcByNzNApmTDmbHjW//8BYVQShURcVDoNeO2nSlKwGnzYVKwGuPwdmc3QSkQ97eKOFvWuGtyFv39NRnXqoqUM+aWFaMP/3gg+8fdYlABRb4pseTK1/kI5m82Y1L5UUzG8kS8AaKOk+kCJmthsi9f/n7ioUkORw2m5zOvUQkiAWysoQ30MYJiVAYRSoAUQ+XcHWBGsVchFbMi4WFXdd7EZlblPsHAIWct+mQQ6T8QMoPOOCAAw74L4H6toTB3l1FrouFCueaJv84jqYErwuIXq/rCIELXFGvrdPnsrsz8TGC1wG5ECghxFzzff5j42oMVzhQSRJyXc9UGRaqdABD2pc7dUVVWEAAF8xlSqvCFS4gMKVQIhSTgYIcsNhfHgUaCoCGZE2Au00/jd5Areu4L3cORQTfkdtSQ4OguYZo1XBEClRINXH1HFHEiuliyiFCwhVCcYHknFSFsRvLWMpZDCuxLYaqCDNYFrVGNKkM1SfVXd7fZnY14iqFxdxoSqIqimI0hO67Y67S9YZa/ZZE+N00vt8X9XAohQiKSgSgIsKggBLzSKsKigIhqm/f9M6N/tbu9c1AfTMLHPjNzGbdM/qEfjvquDO5FYYRKIqXPX718nLbl7RYBmvN2mu46kxulfpmjxwSnGuGCigIQfJ/3L3PI1ABAjbPFEJDTGCzBgUBqBBKtXm0KosEVM2hoUa4OiWMdr0Dp173fchv7OgPjPxAyg844IADDvhd4u8Trzd/qW/pWoD7k3ol99HUt2xZ3/+79B3iE/vqRXO0EoUIwWgIQeugxMzgfa48pW+jlUq1QFW4zLF2JUMCqhBqcnUD96QzBOHgzHJmRl4FNoc5FQ409ZphKHzOar2+JNcQ7GluCIoiI4QoCveS1JJmyeaUUIlwVZ1FPkYA4hAQKbTMsX5CCLf9axdMitCgRxWbVDtxXrfJ7DLZhdKrMiicWhtErgQtGyFAKUIyFhVUHRMmhcxtmFSIrr6lnJWoczPKu/Q6AOw9+d7wy9/gmyrcE9PfF5+N2O/6uOflqiDnDp39OykaEoTO9n7ylme/M1DfoZ58syGRd/eojHdi6ft3maY25bTwnF4Am6leTfXrJ2e7gcJUh4mN+dp2UZq6P3WgxJuGvWbkdJ1f6z+GjfFNz851fa5LKELBeQv6zq1l2VN2Fa3EfDSS530a+NuPhZB49xERh4fmgZQfcMABBxzwX5Kgzwu6/sPCFELejZ2+7zKtgMT+W+JNUBBw3UfBXVANLmgdLhCZxSr7wOEbCjT/Nl/CZEYgFG4yC0QyCaJqABEaREwWKSTFnuIrkAMUOBGCRFiAAgGMSIQSBFIAgAU00ATGtA8tz/uBgHK+CtVKmTw0aQiM19FKyhzUbxxuBJgCgNZrA0kLUXuzPaESIhPnjYtAAY1oChAM0NUiyZg4ClOvLSVAyUJAPGqpsUgA1hOqoWpQFEAT1BDhWyN5I9qKUAhiPnbgbzha7iOp/yDZfZeAfmsxk9G9WAUi2Gu0r0ergFDaO8OJb+7+LT+GQv4jo/rvV1CSmK3Gx2HTAr37T1+cUuqu1r6EhyRrF9r4NBViMt2At/fB9Qju+3rPqt9ujP/RZ1Bv+mies8J373r/muCsUKIoOc8jQiKg8x/j77Hwd7frvzXV9aAoP5DyAw444IAD/hPx/xL41HfW3VwN2Ees36z3Qu6Dx8J3PuP9KMQ1UZjpuAIW16KU62U+BQx70i3cL0iztsS45y5G2HXodzIKoiqKcnaIAAT7yjGhiJAoFovJmgCAqgDR+D5qLkB2zPHpmYInob3R0QOz5F2JavvLSw5NQE6cIiLEMlUQDgMiKJCABiBUCvc6AVDCCDgshWsoIMEUEAnjG2LsEBgDhCtlvlPVUCsiBLNDU25UxGlAoqiIGiMpgBToHJUoCkGEIjssCEjVIHR2nefM84FMAqgyqymu5eQMocpvdmzsE/tC+G23RJw3VG8GXOi7tFSFSG//Od4dlm9veB6N+xL35D/sxi3G3xrZXEhqstXgs6sBCiRzzZZzmWqLWbFCehj0ep4pJYDZ//u6sbn/ZPuNufheG+p5o/v2PErmUybO11cUFgDURSkqAqXOnU5oVbVZOi6ztuadG/t71BwHh/IDKT/ggAMOOOA/Ey9X/AOvF6NRQLEQVI3Yr/vXRiwSMfNygcR7LhxCESdFIKAG2tinjc7a7lkPQ2DTSgCukAqAVRCKORVx1ofMnjChaCrnrQIBImL/ITOvCCWVNZHGNEs74o28JEBg9qnQ2McXeb3fuA5Y79ny7As5E3cFCDrRiCg0ghMQMt/YNfubW4jQQBUUC1cuRoTMoiDOql8NqNDIWfI7aqdkCopEkOX/Ye/OYy9Lrvuwf885VXXvfdtv7+XXe89KzsplZriIy3ARJWqXQsohbcRxBFm2YhtOEMCAERiw48CwDUdZLMuQlziBZIu0LDMKZdKiSIrkUKRMmsNt9n2m9/5tb733VtU5+eP1jKjFwTihPDPk/aDRG37od3/V9ep9b91TVWLZgYwz2MCSeZSEleahjoHI0G+tiDop0QoEJKq1UJGoSEiM2sEIzvDCok62ZX28ZQabQSGmujyJHtcumEAvlBEvm/qFKqUXe0bUS5tgMtm1YpVlzdJylQGWd5KiJMpsTECU+o+6paRvyZzLgL78X7U/cHNJfyjRJ41gMvLe9aAENUIimBI1iMyoIEUjPRNadnm6VlbywjaDbMuJfAaIjKK86FC+XC+xXONx7d0BhRnBlr15+ZZfZndwZoaBidmIjI2RiJkZBgXBOD//AMH+YAtdu2l5vny988fu+dX3/8mt/t3/q2v9TqfzitZi4CyW7eL6Q6OfePs9fYuaM0gysRHY1Fsrltm05qprrk6n84r2+jV/9+Fh1w5/jPeZL9kLa7d+oNPpvLIlacSyoGE0Yq0gkWVQAshsOX2bCQlkgtg1V6fTeUWjrrziOzWUi3WhvPOyYS/qwZx15wx3/qAMakGJrhVCJ0Y2EMEBajAjzdee+3YjXqfTeaWH8u4j8Ds0lCfu6pM6nc4rmxKZsYGNSImXu6ctNxAxYiWk5U5oUIN0zdXpdF7RrAvl36mhXKmbN+p0Ot8BllucMRmxsVpmff54ETCe3wiYrJuG6HQ6XSjvvCxDebfDTuflpBtoOv+fBlDNoolNxVTMRNWpglSIM3Em0ucf94qlrrk6nc4rXO6a4DszlCd0exF0Xj5e1CwmdbMEnd+vcUmJzfJCioWUjpiMabk7G5CJXzjRW7pHg51O5xXuP/KYo84rJ5Rzt+yp83Ibbpa7MP+/DjrdgNT5ff1BXMqtZ58oJBfmrQYnZFmXR/B869l43SqaTqfzSv+U7JrgOzWUD5qrXet3Xi7RankIg3UDTuc/cgDVoG3jNfcGzjfzUiNrZBiZGqn+vnu4LpR3Op1X+Ihng64RvjND+V1boWv9zssmlP8RgekPZ/SufKXzh0ZQz9mL5u3N8jTV/QDKSqbXjtL7llOrrdvft9PpvMINpPsM/GNOIy/V7GA3T955Ob4fruWn3/v9H/kFnc6SaBJmNXJErCBanl++vNN7fvsVLA/B7nQ6nVc2JRRdK3xHhnLMLnSt33nZZKtlGLdrP/5Dx8125S2dP2gK79EquICvQA4KeP97HeaFuXLuek+n03mlf1YW4LJrhu/AUH75H/9k1/qdl8vbgAzP16uoqpn9h94X3Ux551s1SnChyfDVav/widb3I9BkNWIArBDjZRrP3M2VdzqdV7aTr35beeI1XTv88XnJyhzXrvzbrvU7LxNqabnWk4jsefyHt8voaso7v98E6+SLRoXb0bB/ULtektAjVjAAMnJGZCBj5bZrrk6n84rm29u7RvjODOUtr3Wt33k5ej53d2ckdF5Eb+lXedLLcSReKPUAACAASURBVM5r+/6EShBt1dhABINpw56gDjFj2LVWp9N5RYtSSNcKf5y6Xbo6nU6n0+l0Op0ulHc6nU6n0+l0Ol0o73Q6nU6n0+l0Ol0o73Q6nU6n0+l0ulDe6XQ6nU6n0+l0ulDe6XQ6nU6n0+l0obzT6XQ6nU6n0+l0obzT6XQ6nU6n0+lCeafT6XQ6nU6n0+lCeafT6XQ6nU6n04XyTqfT6XQ6nU6n04XyTqfT6XQ6nU6nC+WdTqfT6XQ6nU7nPxH38r/EfhxHsnk5sLYMCFkzuai2KIBIVcsOlEqdBmug0ubDBBJeZF5MXS/psK+5l2eiC4M1wtlZS8EpnIEtJ7HEEBXOLMaJqZUkMKfKqmW2SWGZuWjFZ05iTVBCrFqw+sRe4VySxhk4G2WjTKZB1Sknlgac2YRVcq1WgMt+HdXFuaeEkcso8xw6IzNzw1aUqGUWTf2U+rm83JuviVAtC4VVyoxJktRKSEY9D7Qp6ypl84iC1sgSqXFK7BdUZS5drnu6cMRkoskaP3cYaBoQSKgxrmvOCw7evDeWzJRTRfO6mMW8QmlYKIJNGzdryh4iqkRB1SjVwq2ESEVFlzhXDfotpyK3wbIKJbJhyq4uZ8XqzFmRD0qKNYdknlGImqNZ4jl00I/CGpOk3UI8/NrBrClY/TARextbzhGrRN7ZLvOuukGMh8mgbqp+SvFMGXcCpsSmRNk4sxNTABESXWWEXtyF9ZUEmYpoAMY9m/XENW0/R29ALmBO3UJlMbXNURpXOl/wxkxWlCjYzKE2QWwXA1ZhqWs1P2AtHQN6lf3cpJdq77iNVEWsiVFll8jmUz7V+EU/1VVONfcXDoLGqVIWgYuMie8p8bCdD+M4UjXt1S1rL3IVScnthWEv6cpiCk3qe+NQGdqVRTCaWJgly8CK5QETnEWymCTNvGUKPlU+BfMH3bj23SCkfiOp9g3EysZ8BDNFl1sxmLA6MgbYCFXK4JyRMmcIzJCNGR4GAshMkBmqyz+BFAZjATNAZgARabIcScEgBuXixVwhqRCZUgRlA0Mr1kBQooZoAWoNbNYz86KSWZO0DA2JyNjIoiATfPZspKRJcpJMWqrFAC0yXFKDRK6SROM5uFUrLa9TrljGZDCQSkwyd2o+FxydeCQscvISyhZz9bVve11f+jYkCaXW12petPBZQU0rPhMYjTeT7BOk8ZOelaps6gjOkJkicVYzwEELAxslUAJllx2MAQYl5aiUjE1RQAtWT6ZCLWGWUCRl5gATA8AJ1AIGMMwBDIqgCEoMB4VAoMjJiIh9SFCFZVKCAcZEzlqnCRAzNmOQzyRKDBgAsswwp5lNWwlsy+/+2i9KMIIBBIiCDGxEQO0ZtnwJNTMCE1iVABAD0GyJBGCHDCgRmGz5TlODghQwQEWZADakbja1C+Uvod1iSNQ3Daz7oWgJaFsWWamZasuexNqGmCyjoQ0JY2bR3Eu5KrguZE8aT1EIJUmTi/KybJxunwaFhJCoUGsFWdhpJhbxqEVnYIEUCrfACYpPBd+aK+ZUkEZJdZTRxK87VW/7YmMtMKwZ3i/YZyOhWJqiqV0YsvNG2VtLOSXzCZJKMcqOxsHa7AYz12toxGT9PO/ZrqJtUSXXy07UoeI58rjxsXHDtDjU56KlfWX2uUh7uefc3Haa8mhiLkwISTOyChkNOHkdM/IcfqFWUlsWsdCkacEKsgSJiLVwGpU9i0YIRqW6TO10kCbRpOFC2SvEgVJKRAUcmZqZeWtcbsGLOVeOipWoYlE5Ny6ZU5fjwobiV8hyP83gakrtisa5K1pVcKVuq8lz4sYXQuranIKZEOJopbFZJYs25V2pVly9YpcxnbWusJWNtFg4mxsH5ynGKdtcqBVGZF+bS1wyGedaUyRxQpINStXUV05CbmrrxV6wMEm2E/slRKMhTMJISXqJBjVdHq4554om9XRcpRmRglRVZ9YbOu/bqdaTwWBjz9hzEkJNo5T7QWPh0p5bSTwsUyhTJB1FQY/O9dshCNFxK0nMVVm8gnMyl4y0zK3nokRiuP1w4yg/uBEvWR41ttFw0dNJZY0Gx1lMZgGzcVjfUzg39EVf20WhYDowbUnYzBhcESdRRZ04inXD2neFIrU5R9FEjgsTTyRGFpFVCSSqy7RghEgzIkckTCG12QAnYlAiAhTIOaeoqnDMxA4iTpFjaiwrKRGJmBcpAyRl5KQizYu6xGWYIDO6diWZiUAgARUgUohaCcjI9hhgg1lQ9AAyikYLokgcOTs2lqzODHlqkh0LMydnIK9ggMWIFEDLtk+YG41hRUZFOZCpo4lDq8LggrnXtmZtK65xaWboQvm3ExkIajCogRhEZgo1BsS4bdsQSgM0K2BKmckAgymgRgBgZCBVIpApJUABgYlFc+KJLNlcTZkJFDwmgUNOTTbvvVdEQwswTGAMYxCBBLBoQzJkS0EolKQpNoupdyyOhIWMKWnO1qi1wsLEJMxiBsuRRV743mBQEiMBTAlshOXfPv/t/96fCIAZgJlzDiQJzMQKQLMyMcBksuy9aC3KmIyZnWdYzilHcZyhBhgpjIyIDEq/dxvQ6UL5S2BhbUVDsaJhP9FZADn1gSi1k9XKVEEuIKwvVJsYYAvOJEaeIPUYRZ7LcFaMXJZAMebIPM9WZ0jUkKw0C2Its4GtQQObAhFaqhVKA86wsGI04yyiAAdlnxIzcoJmEohjqksLtfo5ly2z00Q6L4rBTCWZMxNnSQyJBhG9URy3zIkrXo4X4sh5zaqJGi2S+IxABq8NxwihLCbkKpQQOJpwc0CxMApa9SfU+mrg2pg1TjV6SwUFQ9EqkbFaZAk1j1rNEdOkcR8bRmHdubKZiEXAFWE0qdkMIAcvRBllknpg4lqXsmhE9LmwNICvFtrMMfEcHQurt8QJIxUtMJOcIlBrqVG9BitWZooytwXJgldqLFY0I3Nl0aVFnmdX+Wya0W8wsKAFTdBMrDiqxnUz6TmOJAvevLQ3o+HtfPjM6Ru245d+vR8XdaKFeS6OttEgxSxpzIUWgyxBYiOkRFlAMGSlhkY5Lrymgpum3Y85edsaVkeaNMlGBAXqRgLn4MyXekDazBESCoC9pQIxQZOFSP3abw2O3+SP3zl9+onq3CdzsWj6odGBb1w/tsamOrHYavIqwzkHswsjtC24tjLm4JSiKaNVFzNRyhWjIGgmhUs+tUmdUt+ob9w3NdG6ZZq6PhwHPYDNo+Weq6fZNe2otVWPtqc7/SCWkzETCQGWo1prIEHRjWvfFWM3zytHCBRNNSaoGMiLZQZBBUyWjU0JUTTHDEXhvKegqmyUrInaMLMIcagcu5RCRo6aGs1gEgniWIg0ImfkbAJiMBkbXlwoh4EUUGCZyxVQAwBWIsAZSIlhnDkZAWCDUxQA2TLKUzRCZmZjgEXBZCRUp6Y1AntTNY0iSsYMBpQQwUbGRgpEo0Qw0gIGZqqTRm649ME51n5qkaXrSt8GBsPz5bAEAyDiQcwAa8PsDE7Ek2g2UgWInXMpR7K0nGU2UoCNrkXzTAxkYwVAxqTijJDUEB1l8wymqL7QTJQM7NkBmmPrJBMBRqRmAIxBpsRsysykaGLNas5xMQhqOWXNjUGJIQLvQ8GeCEDWnLNp9o4NWX8vCbOCATLKy4jMdi2APz+brtdawVgJAEYDa1OdEEHIUADkxYw0GUGEiEnM1BMbjC1RNkfMjJhbFs4AGQwwIBOTAchdl+tC+UumKsoiptjWtnrkamq8UVBwo2VV1PX5PmcRvnywaMrVgZ8xqpxUqXHWFm3d1ol6gXpZo8+1cF70/Dyyy5lMKbALjqF1StF5bnMihriQ1OfMICmwl0Sjep9Qgkit0eSdaNonAknKThZaIJhZAl97p7UIzI6UYDlrCyIUPaAkIywSF8xuIIkoG1nLmgjqVNmP2BHA0sClhaNqHHozVG00ShtRRt5iX5pRJkqx2OgfNM2kzkfyfM5OmYwQUoQlcMi+iDFBUbgQXLLskpoee+PK5ql09eL46S+vpJaJ1ALIBScKqzVnJvP9IhYmZJQiTIk8hZJ9nXJmAztlD3Jmztj1tFKaKpqWfMvBHJcwl/I45jnVbFk0NG617h2dR2MOg1xXtmvYozTpc5GXDy+hRLOCFqmui9JndU7zKuYXmp5d930bd/3E6nWvhj5H998Hu1goNXA5+R7V2ZRc6dgpg6BMJCyUWUyb+ayh/qx/dIhdV+8Oi7YWXE2V+OOuHQRxDrmwMWyvSZ6oJ6E3iheglqkXexsGyanJ7X4/UFI/tt60Orb9A3/J1l6z+fWPpqv3HdgOyJwbivY4ulG8SnRAUHXDyB4cmHsxWibH7AJKh0wqkQChrCTSK6yneZZpYU7X5pcWwgkDb4WHEbNR0bJG9swsiSTHkNuRHdRYzxtnq+3b8mJv/vAneph64UwSIZqyMyNRESB1w9p3hTbtR5KshZFXpmyazJQ4AyA1ykTXPsWVxYVCIzSzYwFIc0sC7z2xS2Z1yzCXaQiocgZS1tZyIphjOLBzLGpZWwEx04tMBMtH+QYGMkGN8jJMEBKbgdTAZC3gWi4ABWDGRqIEEDEYoEwM8gTHUIBAPqVa2cM54tKyUGsMBVjhgWwMBYdcZNFMyQikHlplgLzLmlo2YtPUltm7vJKl7frSty+bM0OXv0uZEguTGrypZLiUXHASk6kKE2syAwgEGGM5v67fkvLZKBklgNmE4ARC1hjMnCXSRrnJ3ktl5BXCvjIj4+wC5TY+/68YaDm1zJ4XqgoRdpw0NznnZXkMewqBzbE5KGXNqY6BKbggHqStWUtIsqwgIYaxEcMEyEb4llx+7edlEF8+KTJjAJEnNVrxJYiblKOSZXIs7BiaKSdGLCtPyRER1DS2CjgRB6gp0fJNhOXLGTF1obwL5S8hTYWlRSiL1be///DgKMoRmhrJ2tnB/pc/Wj/9xTWp13qr81BI83hJa1FNLTJFOBEiSVNLkyJx34rEpRIXeWTkycPSOLcHQaKXoI14ZXYVOGWNpBNDU3BNbSINTvtkijwr8jgHTqHvc8OLWWbEaht2uVBKaea5AjsgpSYFtp4oCRqzRXIOsQ/WsjRpJM9cJjMmdszLmaKYM5TIwGAWJ7H2ozu+d3TzqzEYQUdoVuFnmD6Jx748/urv6NWLq8M8r/p+P4cQcgikQDPjpF4cC0tQSSSzq8JRuckUe0fvCne/p/7a584992BFCNzUGr2URdsA7CXUXE2TF63B2YPIgmV2KXq9lAnCgdhTLlNSQ0OYOk0+zYUp0cDYnE68tQFuAO4Vvsi+bfyhw6fknh9GcRqZMNtFfRmzc5cf+vTg/Dd7NF8pZaxt284qJz5FyeNxtlakbHbWe4PBD74XvdPQPTx0X1qMASM0Q0Ed2wqXUw6oRobY1LNsYBLTxJa9k0FVrZy8BXd9EM/87tXP/Wq/rffSYOueHy+uezfGV5rP/IqfR2snEtLAVT7PJZt3zgmypVTvqzlPuSdm83EpRXKFWgPUpNNCZuxjaHthIT6PYXOhVKQpkBGqOffa3IR2Htw804a3RnSiNg85OJiKj/CZssQFmZklAYkJyawU5pzQjokt+SHKnksHZdxhM4e507hKEe1BGbZGp24v3/I+XHzk/KOf6ddzyfPkA/vKWEgFcNmoG9S+S0hVNOJq8i2KfvCkZGbJ0DARsiyfkhOMkFLdd845znUyU++41Zxh2UjVJRMpVobDzWrllPcSgqNAMS2ms4McFwc7V1M7b2NdUlMVStpoinhxJR+GZYDQ5TwimwItG0AZlgAjSzAF4lz6YomRQVBEIxZkMgDOrMgUQCymhBSVAQfna9CiNg8aCZFeqyE2QmRSeG9zJcnkDOLMG5lyGzW2KLKs9vs+z3ZiXBTku4707UnjZLhWfcJANkiyEBEEDnDKLqnPxLYs53bByOdcF6FH1GpudJloSUG27LdM+kLh07V/VomZjDhZbjNFDjmsTCPBJGXyuZdzFqJ2MSmcZ4CIQGbLWkTSYDM1UqsSV1F6iQP7ojda871Bv7dGJCla26Y4Gy8OLjeLRYzRcxaIGORaJAabKnT5hIdJydiwLC6ha3cjpAwAuqyqMiKAWytrFF5Wy2p1VK0OBhu+GhAyNLbNpJ7tz6Z7O7uXSo3Bi2cBectJWZcFM2zIBECuXQSUuuqVLpS/hHwTKjedFoYb3pn5jOQFdh/IQXHy3kNn36Ff+xd7n/1nJcyMUF53ZZbLUBQObdqfpCa5TfbrpfMO40V9OTVzmZdssVaac9Bez/U3D9pZnFuvWuv5fm4OFvEK9Ypc9CP8bHKudpX3Fc8bnc5M+rZ2vCl6s/mskth37JikTTNGGPWCyKRp6ww/3OpxiOPzPo1zaptiRVe3tU1xdpCIHGrvfNM7rAjWjqm96pCb/tFcDJEOqNmBZjV3pX9oY3RT7+Q7NFS2GMvVg7x2y/j4vXz2R1eu/0Lzkb9e6NWL7qb1ck91lutZErPhmUBlyFdt/hQ8pjg5GGz7wNNcX6nnh+MwyKHWlWZz4VkS2pNh6B0SgzZt26Tc5r6jvc0bS5v5PEG9IIWGQSqZKFE7waKJ7mi7elh47PXqgT9cxt1qOtY2CZG63tyvzmUks7o/vkxWzFIpfiufeKPStm93ZOMo/F0Io41b/rPFp//n6aOf8vVuuXpsf3D2wNqyfmTijqwc6bX75+CGE67iQ1/KB/c1Vx7jvSc5NSxcWMtp4cVmbls2tseLZLGp+q5wjHpMceYMamk+nQxdP554g99//EDWJr2Tm3f+WHH3+1N9dfY7/8LNzpv02/XbWzaaTVLIbSU2izkbie8NVwHXNPVevRiuHnIWB81CJk+kX/97unZarz64WOyGsCG5nzPzqGpKyuOpLOrUxCZ4Lvok/TlExvDC3Bsuig2uZ8V0TxPNy600WDNqFsoklWunMrs8CynEuQvDPNxeyFqbYqifLDOkGFr/8Fz6WrcyvlLkaVsHy1XJoxYrs3YlBi9VWSvGuS7j1dW8yNkbFeDYjWvfDfZ0pVzdXt86FYt1blXUADJ2FTMhE8VlPasypfNfn+9e7gcQN2oZ7DJQozC3MlzfHmydrlaPSzGElABAAMEb1sxguqltqseL/Yvj574623vCcxM8vcinMQo2gCGkxFC2xJaXz/WXi97YjNCy0ZxXYMTIhAVTAxCbsiUyiSRGABKoJWRP3jI1DfnVQ6PtE5w5XXnU6ingAAdkUTViRk3WMzgCO82ENlObBcPRkerwXSuHB9PHvzh95mEf6wXKri99G0I5zJbrF4kUSCxrp25RNyQHokhZzEr1iRFzVHE9grM8l7x79bmHBCZQgFihvFykCdasDFK51pWoMYIRtUot+oPDJwbHb9Bi0yUmKTQRi7dUM4+f+tqn6jx1moRtWRVjlI2zi8EktLQahqdHW2eq9SNFtQJfgAW8rAxnAyHPuRm380kz2ZtdeXa6eyFkELIgEUzBDNNr9x8wGIgAomsVLLa8p1AiJVE4BRvERrccP3F9b+04pA8JAGcFMWA5IBfIK7ndnO7Wz35uerA7nU48p+A0prljXCuJWb4YGZk+XyrT6UL5S2QlT0Hz2m+v2CaowM4Dj//SXxUbl2/7K0de916+/d72wS/5ldW17/8TujN65Ctfft0bbkHYvfCh/y2RP/HO/xob98CPkBL8pfmn/6fwu782Hxzs8Cm57r3H7n4f1reg4ye+cN/m9oni2Gbz+Gef/o1fueNtH8RN74Yerj/1d3t3vDssnn3k135uc2Nw6N7/Crf9RMjN6nOff+aBc+v3/ilwLj763z042b7zJ38S4HD53Lmnnz78+rfCKizGD378w3Gxe/ub3orTd0A9Ll+cf/SvHezB3fqO4dt+Bsh7v/I/VOc/6ZDr13xg5Q1/ApOHL3/4bxc7DwfEwON53un5klHNvvzR9Jv/4+TYbcd/+peuhk09ek994lY+fvT0XX8Tz/zvi3/98wM3PlD29/5s76Y344mPzn/j7yxydPf8VPn6/wJkI29XnnjsynxaFs7y1VVaaCr3yluPvfsv4dQ9cAJriiuPnL/vl0bP/vrxn/gt9HfRPvDNf/73/Hxy9q1/xt34o9B5/blf3PnmRwZ33r1171/Aheew98jw9vcjXRh/5K/z459teMOd+t7VH/gZkN//9D/SL/+S5kVTHboiJ4/TdvvMfV/79Z/bcLOGhqdf98P+9T82+MH/9uJHMHngt2949XsOveWnFxcuVA/+Yu+Nfw2Lbyz+z7+xu3XzoR/8K25jEzoFMhb1lU/+cv3Q/+386uV0+Pjr3+Hf/NPwZbk4ePhLXzz8qluwMZj9uw8t7vvnFTViUC+JueXg0+XJ4NiZd/6XwzPfA/Z79/2zcPGzict88t2jH/3L2J9dvO8TR97+Thutx1943/m2t/29PxVuvhvQaj5/7P5vHLrxRgxs91/9/f0r58+++cdw8nW4/3cW9128GmJx+jUnXvtBrN4CYsQdffg3977yL7F/5cj2bfT9f/7c5cdXfvUvXml7J970s9Wd/znGXz74p/8Ncp2O337kR/6C7U/Ie4xWkXbnn/jlyaO/4dza0R/673HDO6t2gvv/5c6nnuq9/c/jlndheBrUR9NM/93H4yf/xkEeHQ4jtKjd9vB7frq87Q5UmwN15ez80x/6q+vj+zkpEZpuYf53h5pHxhtb178ZtAojWIICFEAAFNaCljGJr+5e8P7AsGCXmOI8LSKvu9Gp069+E9aPIzpQgPOZUs6Z2TG7nEAEIcQGYbA57B0dbh65eP8nJlefYWLCiyr5INhyHwkxIhCbKjFIYkxFtRJjFCKCIqdenopjjZEcojZOvCYDB4JYbIPPZtFyWxYSLTsLSlW5cnLj1rdj1h6k8eTCBeYS5hyyWC3m0a5KURJaov3C5dj0wSN27sjr3opJuPjI/YuD80VWT/2uPPfbFcrViCBskoHMxer2jVg5BsqwFuaAPgRIM3CAMkhgM+SrO1cupQy2dlmKvawAMTBbZPg2ZRERMaM6auJybTp2a8du2Lz1TShXM0qxninohQn1fDFKn1LDTJRbRxRza86ccIv1yTwfveHO1ZvfAq2QBcvMayBDbrNzQh5GAwtVCJth/eTwxA3YO//4/b+NmImb3CwGVTldLFicQZb148vXNbq2bmJZhZUVXPZntZoUN7/mLhx5A5SVi5iMmMkhLwtdEpFx4QNTJX5ltO5Hs8nVJx6+8NRDawNnmmANES+bZbnSE9dqyztdKH/pZBuLqWqJomQAaXcQ9yubLaaXkOdgmVovuUMjbMX1m2793jvhryC2ByiOvuaHcfQNwBAOqXKJjvVe+/79b36mzldk+8yxd3wgD15F9Zw5n/2e78/RoSpq/2AOfYR18MmJFMPbfgxHb9x/bKfubR161/fhpnefw8oa7fcObZ/cuutKMXKEwle6eiP4ZHYVHTt1/MitMIIcRsB17/6Z0F7ExgA0RDjUHDrZu/fH9z/+rxreGoYzaGfZr/oU2SHaeisnQrHIYcOkB236zT67EtkjxqLNMyqpKHDwzObgBjSP7uw+6l5156LCqH8oitdmwjJoiuO9cJbSxiwNWqHjr/+hXG1IbpD2z954y2wxToT+oHguWrl245H3/EWcei+Modp6zkc3t3/i0PQXv7Q4sGrlKNzMNs5M5w+5ldO5f5wMeujO+hsfGwwPmTt1sPtM8cBj89vXh24dh+7kpz9f53Ds5nfB3aDUHIznHvCSjGcqBNIQL55qz63XFwG78FuPHj15o27dsXrj2w8e+yY4wK3PDm1Wh/9cU50q5s/t1u7E3e+fHb55AIgSqEhhsPWWn7z05GcuTPeP3PP9eMufnJRneojCxU1v+qEmrBsjhiPLSZGWfC0+kGcYwvHB7TeuvOqtaBY49zl74j7KudbYG/TBa83o5JE3r2K4MZdBkW3l2KvCTe9W6bHNMRhd/5brptbrYXLVH524BHc0F6+a+cf3Uy+cPX3iPX8K/jVII6QWo3W+a3B0NTz9sV++uh+3wvZk+/Cmzn1vG4fvvOQ2Dw/ODrdPPffEo2HjOvjjO7NH2snl7dfeADfyN7+n9+CHmt4xnH77AW+t8GL+2P39s3fgnj+94A0POM0IK4M7fxCPf3jx3LhOceD8aLQ6uucNMIYfjLmSam3zhrvjl+73gjZ3FeXfNWN3MEWEUSImzcIGYRgygcFEDFJlMZZl2W7OjVACU0ZQt3rdq74Ha2d0weYDebSxIR/Y+5gSpyTOxYRkkAAI0FYotg4fu52sPNi9NHA7LzKUw5SuzexxJsrErYq6/rR2Rj0YOVFyNlw86dywYV9HjvCazYdB3eQg4p2JILgwOWgzh6nwKg2n81zICBigpKZpJfg6e0I1q9vgStCw5DBLHFnKsFg0M+P1mVUsg/mjz5w/N9uPV9iaY4O1yV6LroDl24IMkBdOPsnEkArUB2WDEJxZmcCOiSiA5NoWJTzNKACBMZnSsnAFUIAsI7nALqtmaw0tFW5nUg8PXb958hbwOjDI5Jal6MyAgula8QjDWDObCgBiI1i2/VrWDh8fbp+GCGBGTAIQLEYScc7QNmhM2Zt4grfUOKqwdnzz2PWXn9gTMuLUpCQiikxIeL5g5/ktWSCmOWdmBvloItXwxNmbsX48s6iZcGavgCqMKDMbCwl8m7O1IiyiQ5TF5kmum3bv8hMrLmjO8vxNIz+f+JfPoLoe14Xyl0wqSFBw9MjNQsrC9cob3tYcHAyuvxtBcHWP1Kqyh1A4qNAUew+gfcwXvcGJN8IEu5+9/NVPWO/I4de/D6vXFW943/y+nz92x73obxmQnvqUPfnp8ubvkZP3ZoxI1/sK5DlokX2Breswfmb14NlqeARHXw9a20I6+OIv9/QK7vqTQ4JmtBTCwZPIM/EVkPHs18eP3j+6+/2otsPaKhZ7+NpvHczSyps+UJSrOHVbXDojSwAAIABJREFUPfqsswg2FAKXzWYgNm8mAKV5XECt5SrkA40j5B44uzvedOi6m3HoDKoB9u8/+Mw/DAePIdcCgFzNvO6cM4uKCIRyXXM4devrkx+6PNYv/+qlZ/790VfdNHjV+zS3TeRdGpx49Vtx5jVgNF//aL78aHXbe+La9XAn2iNvs/OfrU68EW69v3pb/dQOhsOpAMDKsRPBrRTliYxifOmR/mMfT1f/rGze0DvyuqvNoNg4iTO3KhLPn2gvPyTKgXMvX8l0FRwhPtURHGF1mWMz2cX2qFw7KRohM+Sp9bax2ComT+Dgabd1PJy+2cymD3wET33e+kdX3/ABXTs6uOn2K49+rXf7m1CeGNr+7Cuf1IsPD+/5/qJc30kIhJCnwjqTUcO9yEUB4PT3HS5OJTi3eGr34/9Appfh+pInfdsDtdoLkICDR/opzGR97U0/ADegSw9Ov/Fx0bq67V2D7TfFXBikpAhdMBor4575197zp+FvQxY89cmDx78weMMH88qpcP2PDG+8dP7++7Zmz/ZXbi1cNRqsYeNwAuDAx69bPH55tHYzaNTuPrb3xBe377gJcsyfftfG+uF9vw036OcFzn1p8uw3Nt/1Z6d8bIDphd/+J356ZfPmt+DkXbjn9fHiJ8UZLMEyvvyvz517mI/ddvSNHzQbtVsna5Y2R/SHiItuXPuuoDNLC1hkIUUGRSiByOCAZThfPukWQgRULQFEFJTcYPUk1q6DFdnBBTSq8NrO83DA3rmcEjSTQbxohhIywVNBR8+up3xldwHsvLhLNIKyXZvqS0SJwvqxU/3V7UktvhglQ9bGcls8+9z+vMnu0NqJ61c21w/G+5f2prLe29hYocmzO889XihFWllfP+WObw/209VzF6fRrTVOvAQfJqB58qON04fWe+Lw1HNa8eVD66dcf7AYP7K49ND2mdcdoJqlxcPPXDyxdefG2s3T2WPjq8+wR9WtjP72Wf5fAwaCRaXM2TswGC7rsq6u4uWCRQKTJwsGZ89HzG8ty2BmyybsLTfJlD1HklQOtk7cjEPXwwYAZYOjvNx4EQSCAomQPUFyDKacicWpUcyxlcH69vWydgRqiUgpMQGWXWEgRbakChY4UUAApSKbSPDDo2cvP/NQ0omXMsVFKFyMRpQzljXldi0n41r9uohvjevIq0e2i1O3gJxZIDLLICMyFTYmzbnN2aT0qvCFUwPyCNpgvdg+W+/sXFDOoo3CugDehfKXl0YQWq2UwLmBK7ZvW/mRw8hAcRjxAp749/ng3MHexmY2CVee+fg/0Mc+3deaypto8yQwfuTf/K2t/S8c1OU47Y7u/dl46p3uKx/D8BRMHO0/9/l/eOTK71x87MtH3ndGNm8XG4TYoN0BdgJWsfvUlY/8rWLx7Nk734vh9UjmnvhE+tz/8jTSSg6rb/4pRJ0ibOlzoB1kh/1nn/rML1XnvjIcjuh1Pw4wzn/1qU/9YzJaue5VOHY3/EaxdZw5w2ZArOcH4jOsgc6c1rCGOOeiTL50i11wARBcgdUTGJyMxUrO83T58uTqzsD7oOYMkLzIOcOrcg8WItA0SXvYfrWDzL/44ckn/s6RsDt9ggbhDj59a5sIgyNy02vUHGMHX/pf08OfvXDu69sf/Nu26Pmte6bP/Bu8/hToWDF4te9dQCk7l85tHj6GldX+8Hhwh9HMceWBjfjNy1/5kNz757Dxqis4++rr3wQObHt46tOD6aOOFYiVtoo9ReTESYpl0Wc1OjRvRYDCqaQx0gRxUlB85BMf6j/2sYacP3IzfCgOvjL+/M8Pz326lXUMS37N+8qzt/P+Lg5tT1AMJ787/swvDOeXLp5/9MgH/uawd1TbSakTIzcDIoUMBxAGR0RcrRjs7sV6b2hJEshSigeeM3Kz99l/1H7zc+2kCUev66+ehOlzn/yn1Tc/vDnwe889sPaBE+K3Cm3KtI98meLFqr28fuwsNu5Gu47m2Qu/+XO0+2X0N+XOP4PB4fVXv/XC/R/DwYMba6/F4ERvdRtCPF8gLHDoukV1KaycBlG1+414/jN49LW48Seboique2uqt9HUTvbrr34sx7ls3ZqA9uFPyBd+oax39p7+4uCuH/P5kvNZKSErJuOnP/fLvn5g+vRxHD1ER97mfLkPLoPPRN2GiN8lfG6BvCxUYRgcIUVIIcv9wYlBRiAzBpIhEwmIYnZG/WrrDFofFa6PDJjG4FPpekgATHILS1IU2VRNMpgEmo1Dz68f7a9fwvjJFzdTrgwjMBtgZEyZpL+25c7cuJYHkD4SIBmx2T3/0Vp6R6577fD0nQi8ciJVB4udOg+PbsRzfPDUk6vV6uZ1N1Zn76C1FTePNx7dHVvIIhKRUjQpDp2+dfXIHX5rALSnD4/izhcGR+5EsYILxd7OZZy5fcWP/HyvHBxaP/RaBF5zJ3ef/vqFxx6tZk92fen/P7t2Zs61CV0yJRGwwKBmZjmpSwbPMFru3Y3na9BBLzxXeSHegsGsCrJMUBEh8XVyR8/c6o+eBQKIsoIAdg1AQEkgWAKyWBLLlLMnmJHBaTZS2ThyU7V2Clq16sn5rJYtC2nWXM8XVTlyVW+5ijO3Csc+IEXHkXi4Odo6Mb7wmGMDIowJiUB0LS2TkT5/4ctL5RSJy+Hh4zeCB1ioBnJE1IIAiEABboRIzJBZ2gygbVD0KLYuOOH1I1uHtudXHnG0XPi6LJNhkHY97Tv/zvblf4lCIMveGlhrQEQBDqjnmD2ev/Shy7/zYT+/MBwOEUY6vbR47rdX6ofD5OqhlS01a3YeDrZXcVvJfDJ+AlSTPxSLDQy2QN6m42K+X8Z9v9jB5CoSlBDNAAWSAOOHPuWufpP2zxdVBS1ggad7K/nqSC/tn/s6dAzWRMFxBhmEs9bTK4+t2eXF+Dy8gAiL/dBeHtplzHZABulDBikHaEBLBo9yCCkdFZo9uBKuWJlirKVIfh9FnYQnzz69+1s/n776f5Q6GZx52/H3/uVFOJusajJASq6ycl15IIio90Fco4/BSZPB3uVnhzQjnrvF3uVnnoY4NccUIH3mAoa89+yomi8uPqg7z1Hp2Bdp5zHMLsMcVq6Tk68F0dUHP1PYDH7Fbd+BahT3n0u7z8IZf/MzuPQQRuu4+R1y09ugAe148Y0vDHTS+iaLKgvMs3mkXPWcUavsLh1o8BtigO5aUCQGFe7yY/bIh49NvjKcX1xZPwoXsHsuXXyyDGmkk8lD95t6qw4XvSNAjwHsnw9pXLQHcf8CUgsDiYfpcq5FTJ0pDHjs0+Hqnifg1C2H73iLpFTovF/2JxhBBnF6Yfdrv7ZaP3BMLs3dENy32MyvPLm5SlhcjDvPYHqVLZuSKgEeIIGKG4FGEGDn2Waxu+5o8vjXBiUSgKIo3AwH5xmww3fi2B2ANE9+FRnYuLHdvgXrm8Csv3dua3518vXPw2YzANd9n518G6TCwYULTz/UsNdyrYgpn//GWtoZFIkOzj37b3/xuY9/tJQU0SL0Y8MF69H+fDU9gwuPgiRxtSBw4dt63g1q3yVKdn1XgUvKYAogBjkYU15u3uagnjQsTx0xM6Zg8G1m+H41XAfYlWhbtAsUTJwyuMHeJVx9GpNLiGPYAs1EqCEzEhgTmDDsDw8febFB7dpudC8kCTUyt8xlMTUHMyjAkjVPtOhtnRmeug3lFg6miDmsbqwfOqW8stAycq/aODY4+1r0zzSpRKNYXRkd3hAPWM5gV61uXXeb3zgFGmjdFqP+4NjNKDcsOw29yB66lmgzDE6tHz2ByQVoq/Drp+4M66/uOtK3b5ocZCBTRpJr1STLEqYkFguxQVh+wbckeSgbGErfuhkisRESnBFlbYmMSNrkqdhaP3U7wlpKAoL+P+y9Waxm2XUe9q21h3POP9y55qru6u7qZg9sNZujrFASQWqwHEmOCCtAEhiJE0RJgAAJ8uIHJ0iCBMhLHgz4Icgkx7FsC7Zga6RocRSHpkg1u6vZXT3V2DVX3fn+wzln773WysNf3ZRsCWYAUgbMu3Bx8T8cXOx7z7prf/vba32fLq6ElLCQ41eQYvHBFsaYBIOBkxp8PH7mKdRHVAbOBRAIFJ2HwLEfNgMmIItlc6YBCSoLv9usBB4cO/kY/CCrg4+LdnAz4QWCWrSVL5xwyQDLKoawduQ0Nk4DQ/glM7CBFiyoAbMD3L2NnW2kObTnwFDUHmJQ8tZlcDh+8tQCi/OiM2gB1Yz1gUr6YRwy5f/6opQlddPEXaM6ZNV7r1/9vb+90b6TivDs3rrtBz/OaGGGMqTN7bFLxnRv953TOvWjh+rVn7h5MCprq+OTHwNZ3L8x7Q6Q5khC8WjZ+LE7rfjTH8D6CVSS3WwSa9SroJEC4eA8xQ4O7fbVhvZBp/ojz2+NfsyF2bEnfxZ0HEQeeeI31rHSYUnFRwJDLYyNlwXUJud8cKy9RdCokk0nmYxhDnEjPPoTF//4rcD9+so55x0yc2rrNBl6nVtVbAuYAYP21pVw/te3royOrj3pT33UrX90dOZHilnnUYfV6sgzd+55rnhpsIyBhxNyip37+TE3fPon795+NXTbfPrE2uOPZ6oYfjDfx849rLDSWn/ypyc3a338E7J6CjpBd13aKS5fwPMf4NOPVWvHMf1WOP9PqoeO48yHwgd/CWOaXvgqzzehy8u7V+bf+o34C4+f/pm/ofWAZVJe+sPppbeHMc6ozVT1WHeyNiieR8e3aZ1XYorjtYd/cnj6fegubb30u4KC+ghouS63T+S3jauBtZNbb4zVYfVH9KlfvHnlD6VaP/nsXyPx7mAzb93DrI8D4NizW0c/OHdXlh7/OKrlHiCqlZcc4FXH+WCYDnoD2u9c+M3fefRT/351+hx+/FfK3tR95592hS2eLBaGsjOd7bhKJ5R9exe2Z2GteuoTl19v47r5R38Cg5MwMcHcluCOwK0nWun39tDfQnUEx06Wcz/1zqUXj537sFKupcf+5dWyk7a2O0A+8B8PNzZg1L/yWRz/OSw/t/HRM9X6Mrqb8637K+q3Ll8Ib35p+MzP69lPLM888uzmC78b853oe0zuNUef6Y8+e2PpI1Ryc+LJh5582m++evnCKwE9ylypnqZ6vRrCD8SvOFu2OGAPmeyvu42E7rCu/TCEpmm0gpzZG0iQp3AeWkARhveU5IgICIpK4GBaDIPBOAwjQgJHEtRhYdHjZxf/2f7m/W42MyIKw5NPfrg+8TiMpFgBMXsHwDf1ysb3qOytD3hE9gBjgdXs8hvnZ6+9rW7t6PHHTr7vye7uzTvXr3R5dO7R563a6Pe27p7/59Tv0ujEiWc+ycsnfMEgVusnzmD56Cxh640v9TduIMraBz5qa8+4elBCs7S6hvo4FPObV+5d/n2S0dozzy8dO2lKPrcNJ2ilCaWUq+e/HHfvrz7+odG5J42GR4+cm904TKXvW5AZmzAKW4fSQwo7ZcowQ/YK70hJAy2y0hQojAwrhEIQowXohBAncdEpaXLsUnHil06c/TFUp0QCRSeAI2FVoCKlBSUPRCAIfAEzU3GuAJnRGq1tbFQbawtrTxBZRlB1KG6+u3np2/PdW2ZFVEM9WD35xPjh98MNpRNwDIGRHTZOrR49s3f7bU+ipkRGBLMH7e+GBZH3wCRLRODC+plzkKga1MMBpoVcQmn7O1c3r7/Rz+8XJD8Yrx0/u/rYc8CyYZiTayogR6QDXl72/MAa9cFNBD2wIjKAcUiZH4Lyf33R0Wnv77Y1LWepSKCz4c6rY1zfLWuhXuunMxdLPrgN3eR2cLRseLlV7F4r17bv3lnf+MDxn/gvILcQPcankPj1l7+8Nt+bvPjV8U8/DR6e+cVfwfxnsHQCdAxQkiShBhgkAfA0n2JWKN27c+HcwfW8dKw69eRD/8H/iqCoH4FVKPtO93JaBQWX+lrzBhfq5pUoqXnWMankjh1VJqYFro+x6+9cBjaFT278xC8e//D70O3bxvOUNpGuLftdFyZmWpfVrOtmXsmOfvgjOPE/rW6cnix9sABDul/de7urxQFYeuzRv/oruH8JoypvnCsueJqv4P705d9unv/0yuMfXDn732N/D8MTcKFwrGLdpOnBl39/6ezP5dqt/tJ/jf1PHTv63D5WltG1Vy9G7LeXX2p+5NPDpSovVbhw5+zeV8qrp/yp98dTT3J3Y3bxG8s8AVOgu3fe+szJH//rtPE8maF79fY3f+1E2C/mqURvTVdWWCy7VJ344Lm/8XfgBc1Kx0dmquULf6+89vV1J4XJN7FlP6V1HVS+TGT7/P7OnXL8/af+6n+K7hOIp+CesbR97YV/Qu2BXn4xPPMIqiPv++X/HJMbGJ9BbAIhgYsbRJRgOUphbcXIwpqWL731e//dh/7t/6o88kvuZ//m1pVvj3fvrOcZZBtWjI6ksu1qjfsX9fzn+OP/ydmf/ffwlz6OqoE7AreB9u4SOjiGKaTlCNm/ia//c3z8l8HL537+r2PyY1h+doJmONm995XPr6eDfvPmWCFnPwoV7H6z2vxD3H0C1ZOnHzvlygG2L5f2FjBZt503Pv/rTz/0/m78SF0x3vh6/9ZnH5FLzDx755Xq7E9XT/3Uo489jr1NrJ6bVqdGn/kfDmZ2nDPcbsg60EJdZuccarCD9kj7K4Nhv5mwfFjWfijCMNnbv9VfPL8p64X2q9idPHlyvPIwxMMKqAcAF0EVm2dUUtSYnA9VU2PoLE3FhrGuyiT5EA6uvDO7/jkmV6l6P2jb0d1LF86OTmA0dswKmHGR4D1V443vmSknIywE1AFjK8G0pP1BdCfPrA/OPWS7t+68+vW+m7iwFOpVwM8Pbtezy+ux27q/1Q03xu/fGInWJfsqoCSp6uHdl4900/15e3BruHb0CTO0CKeOP4y5ICDdvbQ2eT10ur2JpSPnOK/GUg8yIR/EakDtTdl7c5RA27t8Zg5vtZvODjPp+5SPZGAYQ9jEQ269eSHXk5l0hoNRHY4fe6I+cgqlgIgfTNcW2GLyQUCCB46eePDFUTk7CHlnhZdWTi6delq1tog+WXQanCFl0GChR2IGIgaCUijMnkIhTqY9U0803FhHndSKaaMSoqdFzbz7ypdl+8KK32XrDImSbU+uNc2qP/GIo2AEVRBHVrdx/Mzuvas5tz46K3DMKgvA/F0p9cUZ2HnPFDBahWuI0Wd4BsPIZxzcunP9jyfbl9eWoU7atHPtyvZ4fd2v1IZx9MgJgQnEcM4RmIhsIb1CeGAjqsCh/sohKP/XGkv5luUp6iNwAswQyizUky4OtFDaRMNbVoXl06CjGL7z5qB5lB9bbu+cO7hZvvY/4tP/LTYeNvcRQkHaxMu//sjb/3DF+vLa/4Fjt/Hcf5bi8zGMcOetA8PSQ2ueuxW7B55BimcAV1qu0ZyhycHeF/6vlY9tYv1ZNGNwu/PGF9YefRwonTu6Qj363dD0CFs3h8mn0VICpi0GnCO6hpb6DkjEgv5+U3bK9pu4+Dl37pfhjyEcg7upF7/uHv4A/ONv+Q8foYOzdGm3alb7GQ5msW4QluzRT1LhcbeJcmP+wq/dlN2Va28fvf5PDx769NJoCeQhU7p9xZ84iTC+V58OB3uPXf6se/LTCE9hPMds8529+cNn3vL9m0bzfv8NfO5vVR/5Bax9DKs/D+mW82V86zd4+wvrZb61tXtqNh03OkY/2X6zrklvnkd30Rljvpl2rrWgPDjhu/k4+Hzt6ysbz0I7vPTlY7O3Au5PqkeCbgzLRHUP9V5l+whrCOsQg2qdL+Klv7d3/v+G8/fDEw2f9bO9YXdzU0bHdJdUa932X/mf8Vf+G9SP6OAsO0O5Ra/8o9HuPVXc/9LfPT48wCN/DeEpNMdw+XUcvV0fOdW5vsfUQsg6LOCTbn00TaiPrmzfeSRcz7/zt8KnYzj1yeO/8F9+57O/tqHupLSQnTKQqYytNIGvbL7xu8ee+Ag2Poz6HNI2rp7H6hGsLe9UlGgKbYHaEq/Nb9556++eOHIXT30K/HS3/DN13htvfwYv/Gqz9eVZjN28Hbbn58MPRL2Pay+E2d70zp3RExKLQHtcva7qJnEj0WB1uoU/+gf46f8F5crmS78z8Gu7/kc1dfXrv+MfWcXpjyA8lDYeia4dXf1N/PH/vk5rjCVozdX16A68eIgDH4Cvk0/FHTuYbw3GKGgO69oPBSuJ40H6/ubnRiYMPy/D4einsOQzM4OdBagtxuSVi1pfV77rejEajTYgjlC8TdHt+8gw3p3cGyXfY+CHx/cmJVZR0gS2hWo5UZULBk5I97OlqfteJ4lJBiBPmIF7RRJyBSPV5uEzz1anzwL93s1vU7428gntEfQtXKmHR+/JSl/aHV89dOwhi16oRCbM51h2Sx3mFV/tZqCNR5eexn6kgYoF2+3pyAyceHl8e+vIqL6LpWfVrdAIXZ/2Q7dRKRiKcZKYws4Mu+PBWDGYH0qvfL+QhNbZp4IiGpytmhTd/aNgL65DgNIqdGM5y8PmiR2gxZuDBFgDC0JUSMmYtIGBLZmmgebWnPHqbB7jykMbz/5MrpdsrpHZi1jlekqekpPBItWITBjOJFgb0ZskCcEbgkXNTeUfR7/KohpnBIfswA3mt3fml4fN1kxrpjXz1NMBd/fs1ldwdAg6bgGWAaD4Db+cGu9j30Jc62qySR/C4hxCC8hsTlGZBeOmimPkKQiUMXQRHAGD7qSDy9LeGzsfOqUwZyvQJd82aAZcdSX4TFY0NNURtCXB12JeKkEl7AvPHXVB4ZSNipI3jcpm3IPbB4dwHZKM2JhMwdmgSoe9Loeg/PsdHGKkquisvPzZFuNhf2Os02AqBDJUsJGm+d23Zy/+VtVd39C9SD2FKqvfu3HF/9b/OTj1dL1xGqmb3LrcXv5mCGFTBlKt3Pn666ubf3DqxB1sf+v8G68/+qlfgT3Kmmw+0Tde5kk9cxvDrelAWdK8KWl+63X3AsWlCzh26s6Nt7rpZO3gCVTcbF7QbojXPg9H/eTi0XxQUZHNN9wrv4kBp2vfaHIXme3aN+ddGqYbYb7jy8HOC79NNw78kfeNK9p6+2sBB8v7d3OhY7Y75mJdiVWRzUvu1S+WOJy7wpHjXMvO/bJ7ee/ui0PslzTPv/+Pdz9clgaCzYvTG9fyYGP1kcf11oXTvJXT3a2v/qPh7nRp44xt3bn2yrfk9CO6VfH9qwMfqJTbr71iN7ZPfvQuRhuTnbv9vbf7m6+OUmJ1db+F135rOn7VCHzzqlPWfhsv/U7il2I+WEm7lZ8rleG4udM6s3GdOpLt+9febKRUoWYRs1YdzLS9f6N+7YvsBllyVinzedm6hatf3CA0wQz76e755pWE/YuroduVZlDBiUyuvc6f+dV45jleOaV5nu+9ffDq7w+DWb1yd2a3f/dzKx/i0+ujeOPtN9++++S/+zeB6NUF6WKQvhq2Sja5rm99Vg8ujF1G10N2d772z8L7ZuN87eGmcHsDL38G862xpYYlSxm6cHfz5u3P//rJZ+6DVW6+ffnN848/8wytjAfz20U7VAxMY1ZfVaXdv/VHnw1XrozP/igPH9m+/lZ//Ru8+fJ65BCq2d5NnP9CGLyGfBcXXxjJLF99AcOIOEbenVz+6rLrvClIO0042BIA0/uTzUvjsknITRXb2d30xX8cz7zVnP0gVSt7mzf2z//+w2FcAfnuG+6VASZ7jkR947lJd65o+gPbv7RM87quVeiQRPlhAeVEC2aOQARaxJ/zZDbpDBoYzDzZvdm+JWIhBoeUocW52E3uLztn/YQKLzWu10pxBNYguehUk4AFHINraOd7BeUMAWRhCW5gQdXTaOnUuerMs2iWMWu3ylFd9UKZd+5PD7ZGR9/nbXT87HP9bOuxo48tnXxK4LMb7SU92naVl0xoHvnL6cZ3xqMNHDmHqgEyse5ODtbWGVKPjz077Noxz5dPPQalvgVycDqAVtohdebQVLyi0iA5VXDxh4n0g8vPRUv5dxP1gRsl/4mu8n8hYxdzQcamZi66vlf4avns+54HV6QaBg6dgIxSF3Q+me+Pxyv83S51XsghmjmCW/jTqxaQkDcowEzEZgJ2UJF+5p1z4p1UJbukRtXAu7C9PzmeCioSQVjYXBHgXQgVeMFVOwJI47tr1sWvxIaihVlKns0vv6pUt1lj1WTPToXzdn9ws7LeMyDZBTYlEzUz8g5sbSvDumaHMp36QCqJyJQywExCpIs/2LujGu+p1TCMF36f7ym1GH2XwD+MQ1D+fY5ZboHk+nv3v/YPOoTW5oN+K7C1TDDAbAmdbV7Y/9b2qLtxpORgPhsrXM19e+lLk2svHLCTYqoaHCtTF5vVR5987Og5s/U7n/9/Rv1rcXR66egytPWzvfXg7r757XTpYuHqbGorbUy7yqf57GB6aZvrN9s3SKkdgN65/nWf0kozv502+q9ehraN7Y2xa0bT7Vd3b73e1MHne0sgg7v36ucmF75C87JcpRGlfuvlfu/mgdX3ShddR8g7F7+pQkNOUfeJKknd7vWX062rcyuFO4+8ZLXru0DtGu26SnsazCZXZy/87XfyvO4PKjENK7ff+PzIt1V7ZzVKe3Dhzldu7cdmQLrcTXb3v3aXfWMeOY0G4yAlz66+84W/A0+lm9WkI+9qUnV1zLv3v/H/dn6UMRzmdsVV83Zv+8XfLra8nPphf0sH2nnxOU3t4Y0jTxMbLr+0f+f1leFQkkVVoa5zpGSy8871z/9q281ilFhXEKdtf8TmkLbyFPX69OqXd69/u5a9Yb+ZV953kGa1zKIdzK99bfv6dzIFaFoJ/ThvKoVpqh96/4+G9YdvBVz9/P+2vHmzOvGTWDlSCDyb1bknKh21XZFbd87nnTte0prOwDGoTt/6UnfrUtvvjqlty8U7t18j4yWZRy+QlHJai35y84Vbt1410Wj9aW/VLLnrAAAgAElEQVTty2/Ni3a0lOsT8CuLFkI3GI1l3/bfyTtX2msvTssyEQ1o2jjRLrXzbrkZXPvSP4x8r2YfRZeb4e7tb29tX5iLeGdD9CHPyQ0m0uWN0/jov0VA3r850PtLtG9manUTUPbe3r73dn71i+oqlnyE97OvfZ7PLr6wffHlYG5UuhJDyl178cXZG6+OdbPJ2xqH8xSqeEiN/NCAHnqgBfevAOUGZ0qaA4xN53u3Zjv3jTiyoSSVHGKd+5JjQ66Q7DnHSZbHR05ifAo5wFCLwQV0QIy03X/PoDwTlFBgauQFTaLh6oknMDwBC2WwfOa5v1zH0rWT7fN///KtN9//yDNhNF59+i+h71Gv9W3kAalvEuKd3ftn53fDMtdHnls+cw59D61hGTYNPLt/f3PtzNMYHKFmcPzpT4bg0O0AqDyAwCWCIzsMfQxWpdksLEew9xQbKoftKz/AQ6O9m5f0AKTbuwn5XRj+rjkOPWiAeaDLTWCW3igcO/sU1s7Cj1gSmEGAFsh859JrvLZhyzBTooXJJsMYFiCOOZgpyAwZKHACBQLMHBbMtnWqXWrnDVFACNx4ckUKUZ4nBw7wTgvAgBiY4GMY1GmiasREpMRUkQGkbGUx1fyAM7deRe7efqsXE3OxatBOGBp9gnQVe8/OqJ50uTc/WDlGS2uAWdGhH7ICAq+CyQ6ZKGc2MyiIv6tOQzAWGOuivdwWOgQLMO6AReu5Mi3a3A+3g0NQ/v2OelBzkqFl6q8a2KnUVbTMcEZGki1YWcJWu7c1RpIwUKJekIqMBtUwtNA9JFEiqobFNdOMKs8DP1F94OPgk8vNcPO1pcc/+qmyesYzMN1pSh89im1bklmOlasc2spJoFyVnkQiVGxWx8b7UAUg7S4vH+F2ayhtJT1XzZwrsf2VkEPKgZjccoIbYjrmXV7aEFURGrvZiswgmolQN50Scs+GyvkCkmo1GKG0XOaNS4x5pSkmx0IgRaUGE5d72z+ed6LBOzJw4LbPpVLzwyXkqU/TYy5JZ6RWe7dEfdGoPE7Oks5EUuBywmVvPdVkCydiuFStNtTG2e4R12Z081D3fokrjbmMaHdkMzegVA3Zx4r6peVHmtWHoAdbF740tEkRUhtGtkRdS2zOj8rOkuz4xhhzS7mgQhhHq8mtwJclzZG3OtkJplUVd3MbpCeWyorTvSgzc940DTR5tMkt966MNlbw3FMP1R8SOSi33jn+sf9Qw5IvUrpNjkONznu/PCSSpHJdLVRVBT2O0p0Y5FSuuIy68rWftzKBDaswBCVYL9XYszXzu+OwJz72CSoYaXbC4eEfbY7/KIZPwx3p4fb7Mir9qi9Ai+7aKg17bkAuRAcap5QC8irvLg92iw3mXZjn1Lg2xDRktILaRzJQ08z6ZTr9PE59zGF+cPWtZZ1UZYJ6ME0lw5ZdWWkg5WabiIgq6xMfX65YbCLlgFCFiovZ0BuV7UFndZj6yiNEsYBD3eUfMrL8X/2YRc+VVzPrHYo3NGwwc1ICC7HCchUxdeuubkSmKOzHDy2ffhpuAF0YiTvAITKmu/Od73k0kuxd6RWGERsc4LWgn4EH3kdPHrC6Xoo+pb2DG5e+duah5xyPEBvcvz/NWD99RMp0eRDb/Xs3Ln/z1Pue4uqDQJ92r6cWo+PH4buR2+/be3ff/MaxR41GR0PtZ7v3+f7l5jihWYJOIxXkPbjAtNdUQm0auAzZB3qv08Ms+oGT5Q8S9UFGvGuCSTD+rjI5LRC5KkCLSUrWXGz91GPDh98Pq8BMoimVCIJLuPPW/YsvPvyxv2IEIyXSB1QxHODNmCmKZLCYFaMO1j2w+DFPoIXAWoi+qprKWmlbKIJvPNlMvF85CteAHS1c7s1MARdiVbUEmAEEYeYAgFVBRMggJtPoOUvvOJm0niiQg8zGroiV4ENXKGs1L2aeOo7N8rHVM+/H8lFYXYBgQAdQQWPbly+zFWMVJ0DBg750pwujJFKgmMV3UZy9y5H7B8ceUqXyJ3QmD+MQlH//wuSgy1CKwc8NCRpSiXAOMgdzpmhUs8sVpnMcLbmLZNFRFVzOfUeO3AgeagYpzqZDT5T66cVvtXF95f0/h6d//MhTH0d0JbXzmy92F742ptYYXa9NGO7U45S1AnU5eyfe+yxddJ7CICcjcm2B5yXf3QkQ59lcM0us0TMfhGipVworSTxIgikXyzRNxOaHocCVOUyCq+YdJVdHzU1Eln5OLKiiBLXEnLwXiJhxdoE4AETEOWfz5N1skPuMJtGQ4kh6CY5bsawVxVVX9ofWkfdJXKeu4TFQjDJ8EUociMkXiaLBM4sVRTGnrTvglAcUqGdyWQIVY8o6iLXOpxZzb2WeLJfQZj35gQ+javH6F/KVbywjpxKcr1C2EJKhYnJDzkUSiYtWTMVTTr4cUDSroiTGjDXVLGJxKs163vMwZ2bqjGpmZ7YopGYGSlKX2d4ff2Gl3ceP/Ej1/H9UfWRsCDi4hFtf7S98Jsf1RExt32gOQEEQKge21NrQc1pze4O8V6qNqXnTUvlsxHviEAYUPGyQ+tnAZZROQiijlVRAloA8Pv7Q8id+Gi7aweXJ1W95KlwN5wXePAdVUSVVF7vMhuhrzqWN0bbyBoW61Ow1165KxXVUC0cp3Qrvz2e7zbHHjv/Yz2Y6U03f2bvxZiMKhNI7cUPnY0k7Ifcw1BzhKpEa2ouqmDCbacnwakTS1ZRrDj3CnnmXyZn8OWzpYfybFmZm9ic+mpnZn/nyBaOsVWRiIdES2LE5RXZigY2JstrS0sr84U85A4uFOIzLx8LqRimCYMzgikUL9Xc33/nmwfzi+HtboRAMjsHOlJUisrOt/be/Kpf+CHA55dqTtwIplrfOBL//9tc277y9xEvz6Typ5qD5hnftfNTPDVpu7N7efJObl7xulT6VXLXX18iVbnpthdHdeeXG9m3XjIi7PNsxJ3HrFTGPdif0e7df/o25b2ATn240Nfa2zu+/eDNb0J7qw0z6Aean2eI6e/HNFiI8f1Jtm997mmF/Qj0Tre5Wa+eWn/xFVEfBvmjHLgQL6Lv29ktbb3xu4IjEC+GBjSeMDFBiZVK/aJqCKUMdUXtwrzmmMDb1zFABo8HoxGjpsXY7137iue9lajCJD594+Hn4QZeLc0ApoCAKz87VTYERKRmxBiYBQKbAgpJfDJwKWfYgggUQMakqCcOX1lib4xsPPydcm0O1ulYPjgBDpSYbhBE6he+R7k/fuTC584aHZfNExlBWccYKp4TM4IVeIwmMYUT2wEvVwICB3uPscbgbHILyH8ASpS9xeWoDcsE0cRiIVJ60kn0oZTdsqTEkhidqqsajdCW1zjMRi3mlQM45MkiWPLGuncfTaz7OXvrtu299uaycO33s8c37N+eze1wm44ObxaaeaeQit3OMM9iY4ZQcIpkPXPUF4ABG4SiSHfNa2VRHPYfWnA+hSq1y0rqx0MwUJHsDNw9YlrLMro/BilqSOvoBCtqsmQeOg3MpSWZXIsq8nzpd9b6AhNSBl4WqEn0pagon7Nl8OZC8GdyAEQtFNRe0Da6nEApVytSEyrXzknv45VAtH6Tec65Qau+IKJfSihSqXBz0aiQloERJJR+QGIca6hlVVAo6YWQvPpP15D3FWmWASeajdPXVuxdfTTe/cxSdEw71eKbZHDlDBJmht2AczaIzdhBYSSI59vADLqHSymVhFLA3GoYyBfkCn60yqp2PzlHJXREyrqRYIDfZvr/1jS/q18+Hsx8oRx5NBzer+y/xrZcGS8sHvOxEGqPIVYEz9oO81VHf+0bhZnNdJl+aqsPASeXS3GQuNEX2jvxglkOsfMUm09Jnp3Pi0Kb5MMjsxhfK712adJnn98YH1weEQnXvhy3GqhIreFIRVVvYucEzBVLGMkSc9QGZ4TTz2JP2s6ahLKjrptZJ/oNfPci/7kOrd84LCvmqR7ToRVJxgWPTJusshNAYpyB9MiVXBQLUzyyoj5UXn7pglsEpjljgYZUdXsj/0LLmf3YUn7JPiZJHMicgZMnOOyEjIxIr8M14fXjiScDBVwBLbks399UwqyUptcs8uXzn1c/vb18fD+v/H4sCyAjGBDgoYT7Z3W6aKkSvqS1dhlj07HRd+vmRoesPbu/b3aqqKtdVLsk8BxuTMVMYEOdZX0+vKk17AblRFlhwhKad7w9CRL+v051xLEi7k2GYb+2AQs0cFAcHd6Rhh1w5hZCzeT+5bXCWGYe45S/wPodtIRtI7yJyXuDaBaNLi0fIDA4hLD3xiQM+OSSwAqSJQmhLuvPare98fljtFYweHEKNQQozJgXEoTCLqRDUQcDilXe3bteP3SO/RDYwkAAREe7YiQ/8O3de/uLO5gW21pB9HBw588H6+Dn4SCCogIxE2TPAFIMyHMOE2Jj4QaV9b+lKJiKeHBl5ExjI4OBAakjzXFfj1dFDzyMMwT3ES3bOVQRUPqMQwhZ2ru3ceu3+tVeX6pp50BYEFwwZBifROBipUmE4GANKWMilf9cKQGFYKCkeOoEegvIf1L90MQQII4AZzsgpU5I8dF5EClm2xRiG92nPiJxnxEpUiazhopIgBoCZ2XnyS535bt4OKGF6telvTS5+bRQHIVgmqyJpcQUWfERrI5mxEfcanBcxKRIrUuZSFKRW+hAIyMhV0VQq7U1iHVG08rzXFRo2JskHsiwkwaSpqEjKkQuzT8pgR96BCnJPFHOfm+AaRkMmpJ5UtEgR4mhm4lrAPFcQIeUIuKZB6xAcgRTJhZzzxIWBI1ELRTqF+WYAqmeiVUiRGQlIpqzeuYGnRNKnXWYfOHAxlor90FzuTE1lYTgCV5MvSaZVM8pdreTM5qAM9vcunbeqG1kX3aDtFZSEkoueJDsxBSUawLsgTgujFHVdE6CYEsyJRlMvRqxZLVmRelSyijH7YJq0b41y5d08TbkZFB+UXLM06IscbV+bXbnZXnFLURpqbTxoeRhVonbRUXaxKyXIhKjUMqE6pqTDqobotJ32LENfAVSxutCpeG8xVgVEeT4LkQaenM7Je2ogJdvuO/3dq6vDIXLblLkHLIiao9BUPljXmhU2i3U0QkkzD+GUa+eJDFrUEGPtShfLBE7S3syWj+73rpb96t5Xj0h/uxoux8yu3pvOqqWx5HlFOctcpcm+AXO27NEGF4sWIlLJziAUix+YFQeL1FckPSQZAe7Q0fOHEOssEPmfh8vFdRRFpc3aOTJygPPsnJKoEnun6ntyTRjA1EiytbEBekNfnA9EdrB9c3b5K9h759ig6roM/p42DjYBGS+MG0FKpAQ3HM9Qct+FGAlV6foqNpQiOz/t5iEMu9QrcUlKZI58V6Spx21S6XJTDXKfKUYO5H2YdFMrHpzqcZ36TKBRM5zNdpcHS6Go11Q3AxZIQhi4nDsYmwxEmBlcAJATBsthLv0FZq0+6Pz+06lKwMIqR8ibsRBcdSIeOa0BuUOt8OzMKcqdaxe+tB4TcZj3RN7IwMaALlTPgQIIk4IKIDB1IA8q8y71W5VzjErgF35FBCarTzz3yRPTR/tuj5nDcB3Dk0gmAfBQLWACqdGiyZ2JCEwoYGPQHAurI8DgFqOe3jkiZ0UcBwdSVRiYEwFVVTmOyARVdcbeuVhBDWkKVzDv97cv3L72HbS3V8ceqSvFO9coMj2wHVjQ4aq0UGwGGS0uBN6zXjIQg2B412Do8MB5CMp/AMEcDeLQV6VzptladYWcaiGiQKyO+qhSleQoKTkRZ8RGTCoehd51CzPxhZyAV20rl4h6ZF5YpmMf4JoWDp5TnjNXVPlph0EzqsvCJcObeDZHjkUMDCYlZHBelACVDa06OPExttk8alOJXlMRYkrsKNReQkRjMvPEQDFCYacgkLDLbArhGGqYOgFgiY00E6wiD4Gj4tAJiyHDNVAScyicY10oZCbAkmmofI8sRICJo75qDL6Axfmh9CiO2IF50VwHVYfcsAHGqoSo5DJXZJUYvGOnXo0zVcXExarL4gwu1MXQae+1HfsWdkDssqRQNwUa2dQMYA8SUKZaYY5QXAgUiNWsqyypwiMQlB7YBwuRdSbmGcaKHKl4lxwyqQwq6pHUOUGRxeAKiQvt0WBWpsbNPC632ZZ0UjvqKc7VGesAGVkbL1r2HbwKCzhEB4PJYhtWJ5236EQPajhT9iTGgHpS5CTEQpUntxGUe4OOgQo0M5PoTHXmhCowg4qjrEl4Uf7B5sHiVB2gqFN27KJaZi1uMDrQlRzHQSc178G2Vz2T2syIm6WuCJO5kupAWTIRkaojDNBGKQUmYBBDJLgMCwDYeSCz5ihzT/HBXvPn3CYf1rt/k8Lsu5fTi5f757WvMEwlEyF61sWlDqjPKfpQJDtwVoILSISqEjJTWElEHuQATCaT+zdv6eb2KqH0faTQijjnFkzH4gc651T/RUMTgpHpwo/QiBUkZGJQdghNTzBzVDfFuHKZDeSrrIwYe1VyS87UIAg010yOXe2zQaKpM6MCmcQQYKIoUhIzk7e5KTduD8lrVTknWSCRqYJkT54MML9oXXakwELZ+hCU/8AOjfanKo+9J+f9L2WywQguK3Nsei3K/uxTn0rcdAWrDBhQvKedN7/zmYh73pJpHFRLGVOXwc6h6+EJgZGzoS/aezJbrKEIs+tm/dat66ceX1PtQ+0Ved7ORs2SJSaKWD9R+WNAQBmgMBpLeWYU6xDQdUbRDFAlokVLDjMz80IyXAlmvEDnMBYzMmN2BAcDgdWUOQjcrNdRUyE0oJodAR4CKOAj+m66t3/p0iWvqSISkehcKWBm/bPKdljwdJrNChGRAxGJCIFLkVg3pctVVRcVO2wqPwTlP4C9JwDw6CrtnSpDhIsSA85AjOJRguVaytx7e7cQEJHBy4PbsffuzRxAAduM0bQM+7jkIlBSmzsbrWRC4yqWrBpakwIb6dggIFKEhZ+WkhqZETFApAQhQ3KjYlrSVLhzFMnVJtlbgRU4ZDK1wCpO5zlEkAkFcTCDkhgVpcyAIzHyAAM1iHvvFN4ZQI6IQQbK4KxQQ1QEtYpJeueNYCiACUBwABwIpgrumAxOIEK9Zacg4YWNhwJKBgKzAWCFN4Y4JSRDrVpD4TUbH2QKgsaSDNgcdfN5T3Fgbuz0gCyriYINwugZ8GpKxLa4UNMF5C5UlEUAJmEYqZE5IQ+oOQFxBmdyDi3MCzkyDyoKIygbhM1ICcmDgZ4NuV5uuVadDetxV/K0O1iOsZI2Fd/FUTFuYl3miFwJiIUIKIxiwdQxgaBKyAhsxIAwpsEFRRTAKjJE6z16IivkzFwwI3EFIyFVx8pJKTOKU7BEo6DGiaiQMmhBzPRMBnMZbKLOZ0Jmz2yGoOQAFuLeuYqCUzaQUlBzALMVCDPARRs2V7mSOi4F0sXBaArqCq2GUEvnBAI2Q4YDFa8dW3LKiQ+1lw/jT4UrgYqHFlUCHHlP8FA4741B8AaUDDQ+ZxQh72ulmsgWtWc8Xh499mzfyM6Vb0i/3dTqJBDRA3xPZGb/MiJ/j6gzYhgAZTBMWaFmfiHrZgvRDGWeOnWkFSzYot3F2BmRCVyv3DJAYGecvCgbQZ0iaGGNhlDcu8woITOKk5EaoTAAYlAgJGcZ5gAIG6BkCoBRDq0R/2Kh+gOznXdlQZRNjcw71h6uGu51SvXgocfPYu1JaD8OcBnoAcj+ztvWXh9UQslK23NViPsHQi7egwQlwwSenDmwmZgqM8wZAvH27dunjj7ihyulnXCDqsa8HDiqYxUVlEsPsuBHVDpWVN6p96XkCBDhvYFPAGT8YHuDX5DTtuBKjBcsiZlJgVmhhRwk4SARDcaM8TzbgjYp5JjZgEX3CuqV4bHxh8afvHP9tfn2pdnkNsXAzgsSIxFlGN7r9mFD7tR58o6JHWC2oOSJiBCicwTHrMVUjQ41Pw9B+fc9lBYnZTU4Jaegd9GeW8yQLPQ7Ba7jxkHJhGEwGFyhaOaMmAAycxAy3QkrI+cHaR6l6lOCnzYmvnR7JTjX+GRGIqzquq5fMu6NTBCNyCiDChk582aRCGSetZqbEhoFkaknDjapqYWKBzlwMDgzb3NwSs4La3aezbyJMyggyoWYSY3bAtcxxEVYzmYCLuwIDDZhCKlBjHuCgxGRZyToAz0pp2ALC6rMCEqmBKXOoQOQqVESccVIHgxog1kDwIsBMWUB5YEcZCPVhpTZZqy7jVQODfPQUs4cuTKUvkEB7QqajGUQmJNRJmU258qCHysGF6X3rOKSOCfegiYyYxlmDIUduCMCSDOoJ38ki8EUCwKQYSRwhQxqRKggizdLZmQ5xjC1ZpIA1fVBbZPdQgMNYysYecV8Sn48cRkaoV4hoExsQaOYEvXKRawiG4EyuKeyFKSPRRKNCnmyGcHIenAnhOISE8w6wVgRCpmSMdTIEdewUEjNymKrzxQcBbbW4HqnbJlJyGBQGIGktruVBQCZWHhNrSJTb0JECij57JahbR1gank+JxeTX5v4mEtPXprK5T6z82aFqCrsWdlr77nAgh1aRRzGnwXKB1oNiJhQVEydEAUCREkyqFQuOHSqmUxrMhITixqdqXmFF0O9ER7+8bB0sr39na1bbwxcv6AMRcQ5t2DpFtz5nyrdD8AKiB4YsDsD26I4LVj+hbIEumrKVrGyGRgFMDZHFsiKcWfaEYgskHmYhwaDZzVXvJOBoCKbg1uGwbwy1FnhAkqAgiBOiVpngFWGUlwGLSCOgBLs0GzrL5Jjo/e4ciOjxQkMsCJGcZ6Ym43jT5yrzj5kyQdr0e9BR6gY+7dnl77tCwqPMjp2yaOHOcdANpjC0UK4sFPvLFopjnwgY2ISeHZhtn/15T8+/VQdVo+hF+boENU4FzN4RwOQU8vEOd29upNt49EnVQFXWQF5wNRS9guFGFNj1f+PvTcLkjS7zsO+c+69/5JbZWUtXdVdva/T0z379GAZDEAQHIIgSICgRIIgRT+IIVIhyZbtkBm2w5btCIdClmXJDvNBDjlICgqKkiBQFEkQy2AdDgEMZl9737urq2vP7V/uvef4IWtAkSEy8CCaQbHPU0bkS2bkzft/55xvmZycdybRk5l0jBFQYlJAVBlERIlN61gzgk3GoD64YSnCJaEmiU6UyThxzqaHFo8taHH/8PZbK9feTFCQFMSBICCKZrJPACscO0BirKN4sCViUUvMQSrWGGPFnLCyNRTvmXHdA+V/Cv9iAViQlQakiDxpskUpKohgIpwniEWmlSopserEv1MdAlC/MwxmBUBm285nfqNRrjk7XbnWellmcBIzhSUpHSkCVZYq9gnXMGMlMCKUiWpQYdWyNCeOqqQOko87u+cWl7zq2sq1orzbM0XtobYZ2AqBVRQoHGsCI2vCRikxajMRpxSJK3KRJZHKIgaGtzYa7hS1UBQYpSBslRTEBhZKrIG0IFVGEJ0IPhiAUSad6JZYFUzRcFQEmdx8bkRKiRILT5ZuACKqyALAKKwwgUg6ylltqbYUJMtiVykYjmUc+WTWLT4awxgbryb1zWiNioVmRj0xFCKGILBCIAMSg0hUGI0RdWAAYglWWdUwmUgRHCxqQlTUgaqAzuTGMRPbrImGBwSSyZRCwTr5EW2/HI+oddjbGdF0WPpd+/YWw3W/fnEK6wmVPhZqM4ERYoU1EEZtRaBWVcGVohbNBakQg6gRayeRsMPM9ZQLgZApBBSCTScXcRKHUK0VQUkoC+zYWCviEIxWKmFnYcomj6hMMkpcIGrGshEqG0URa0a0nlCwWo6OYb1Rp6XT2gE1JzXlNSe1N1Eqit4mqTduyJ1w+OPN6jLdfj4Z3mLOhqZbMhNMogDUUohKhW1W6DRl649lO/zhF3TPqOUvyHSSqhjHgUujnpnUkooqKUitDSohRtper5Z//18mWmRUJc40F++3iw+BWqgjeJJL4tL5k2k6r2H3ePV3JpSVGKOIGGP+GHIUQQmkCgEgIFbWiUZNWbHTYQPCsaUwkZzSxFkiKIkiCoiJgFTB0FTI2cilZVDpTUkUI1NNxrtg4K3ARsOac0wEASSEqIxJM8/iIIkQC49JHdQxCFTfOx7//z7Nd1gt79zuQhCoqKqqNY3e0vFHkn2HEOtoYT0giiSG/p3bV1/u90egPVFMMENnNsfCzdgxFogRk5GHWokZpXOD0hNplhiUtWNRJmOpJRsyLNbf/ubCoYcxvYikwWy5mJgoNnYAQkRcuXL97efs7OHEnIzkECPR5FkUQ1GyEGAiIVIE8p09PEWoEnTiwaKqZHjyPRVgY7gY5IYdjWR8bf2FzyplYkyj12nNLCCd4+YS1AFeyJmkTZq0j83YtHXz7Fe7iUqcZAYZIUAjgZ1ANKhGckyc1ZFjTAAb62gtZ85rDIAGX4MY5t6huwfK/+NPygVqGUYogmTnTgdNOBuANWIAEYqZhEgmKAArDCNi1DMiQQBWsCcnhJYEoyLGAFSbZNDav+fQo6DZRrUdLv42fBkpU05hjEElKFlJlUktKDJFFmIRAMoxICrF3Q88RY88nojQc5+7fX6ziqSmIZREsCIQgdVFosgyLQSFqFoR3uGcwUBIotHJohc2RoE6QWSepHgpeSUiYVLHk/WZCmgibUkVNpJRgiCyQsGRnIKN1lYFICWryoRtEsPieEKTgAgJWPkdSiWDWCigGWniMxU8mLRJVAK1sKlda/5Dn4KONz63XK1eCTRrCVkYMeDVKFMkRAMlWDFGIQQlEVWObERAxAIICzQaDxInkgqswpCIq2pOjQarauAnrYXgHaWKRgULWMgIrNoeL+6befwvYeYA1lZXXnu58bGfabz9neWvXEm0RD0yedtLnYRQk43EgDqB1RCoELKkk3w3H6iabLEJ28q25kQxNjACjrBKliQaRAG8gogMKkZthBWGGFAl9YBnDTxxYCFAw8RNn4BI1rMNKlGjUeMsBCgAACAASURBVB/JRqKAHcYAT/a3JFCZ6HWM1obIizbzFJWPIWRpu1/UzYOLnR/6z1Cdxe/eHr16Np/qBC8mUaPeymTiZz1LUA47Hem9ulf/HhJyggTEDDFeopcYYJht0MDKTM45q7BJ/zzieCzjytBgsN7pF509DyDtgi1Yd7jX+dT0wQf81herqmLmGOPOTv8/1OBNZgRKcTJbUSJVVmGQhRohCEXhoIQ0ppFMZCaoUWZYIRFChBoYFqcwkROFyUJklWiiUimIDBEy0RRAYQGOpJqyIiJhjaB6kh/JyhydaAoWJQBM4nauvXv1Z9Ur/sGYWZ1LR4XOLexNFvZBbTApMYBssm6xqeku7Zlf2u2kiyiMAZlRYMNTC1FgOIINlBRWbWv3wVNNd58iIFZ3zn9bxnd98MTWxH6W6Pb6hatV2du1r91bpNYMmtNQAAGxwsZguLKycesVrdda+VEoYoQhoxRBQIx1WRmhyJODHHbklZNH9ITPomCiKAghMLuoNNnhN5I0xmikNuyL9QEhFeaNu+PW9K68e2hmv0U+azhI4mIEc0qQfOlQcu15Px4kZBUuEgsrkRoVArODTL6h5zpal7WbeS/G6P1G5dctKRCNsXov1PMeKP/T2ncpjAhTCUSFg6YKVlKAJulVhEhUeWVRUiKlyCCQBigr0Y4yWgUBqo3aCNtx2gbUVGvUOZw99HHsOoP1c6Pbz6DuBzEhGoSoEKgqmKOBMhEzESmJknCIFMVI0OBs03IKHWdUOS40lBa5Bm/Yg7wSiTYYCvWQFqkYhYirJ8gVSuRJIWJJeSI0ZIkxJhPa4yRWFzEy2MjOUFzAQiockxg9kxBHgKgCxUgmUhYpSWJIYgkVERvJOiQAizrZyQBjQBHIsJsYKinBQxhjFxMWAqnRoBBATNQGmcorLIFdULGQMfc6sZ/ENRIXbStQHjkKfGTiaIwKk1RGgMRGipNPrQLh2nDFkVWtkgmOorMTDS08UVQEQVQykUhgJpDZQOwkLw0JIMXYtB58Cqc/Aamw9eVOsg6zEXNBXqHoe2sH2kiR5GEL1gfjCOTEQXxlJLIxYkhIySuVqobEJBiXplkTMhkm4gXOU1MocyJW6kg2EEVIBWbKJweSghJqaFTVCEy6PlGeOMVaDVbKVk2RrNGo0IqgxBHM0dKESalR4VWaUVOZUGCJjKqDUITlhOGlCjawJQNuQC1gyOVByGqd1qNUKkUWqF2allJhpM60/ycre/6E3Md79Z9qxQBPrgZUIGLVZpFSH0GhMpow1JikqkPTrFuX1pQEMXW/H3G+0ZmyrQbI1GqNIyIvqVAjbzabVVVNjtOf2AQyQFABTRaeuuMprQCJAsr1pD9HTDH5g0/s5Sa0XRYlhZiJ74SSRILRaNRMrkunQoJIJDKJJRLWScwBIpmdvHYCEFmFAFZWFaEATVkZ97hefxZPcwW/o0fWCaecQCEEokaSt2HzKhBleV0gsTaJY0hE3uh0jkMdQoI6AjVSsZxomQWtDUUwI/BEMtZeOAQuwYowNldeAxmYSEYy8RTHnVwKf+POjRvLy5lLm9alWZaS+FAUoao1qIlbuTPNhBBqFQcDmQQTSZS6QhQmjkQRAoRJ5tF3zSQAOJtWGhmGTCpBQkQIKs5JMIySxDtDli0z6no82r41Kojd/PShHgyKWCcuMQaoGK7RaHZ8f5VMCqRgVnhCPXnSgGOUWtQIO+emdu0+3Np7FKpbt95ev9EHQWIwHKH3HD/vgfI/jb8xQMqsYlERvCoiEgEmgQGkMCJENVMx0A6rMAkRKaISi/I73kDCmGx/Yi5JoVxwmnHdjutb4x6SeW9nORkOxuMmvLIhIaqKoPmEHCJiWCxRBJlJaxxBgTVy9IhXXnn14Mptqjb6d15OsZFSiUpyMqAxTOXJRSWlCCmC7FYKqrUoBTEASINlIkDgoKmAJASmUEsiouAoFFUiC1hYlaGkxJHgmYLaPG4FdToZRGFMKIFEDSkpxcLoWFUJFkiBXIDIEAKIWEFqOFgmEGvkGDV68k3ZMpJCU6MRXHhTC9kczVj51FaXv/DZcei3tu72yK6ipdqnOII2SFjUKuBRQdkpXFQleFaBUU2jTqjrIkBNsYYQqRGW4DgACjVQLlTjxIsxgjxRII5QA0ogRIFgQGLINGKzuXhqxL3b576D57+wq//S+uer5crMylYZBkl7aa1Ps2mnEbfEkCdlOIWKBg/jQQxLQkR1pKAwHI3VqIpoyMYiiSOoJRY15GJlpIhMQlZIvMmVG6zCEllqRoT6SVJhhFU1Mhn+EEjrRHwmAWojU2CpDYXJSYrRqQoFpQk50UBd0GiUABggsWa00W/nKcPGUlpZa3Dl+pvPfKm79WLr1s25ZndcUTtRO14FIqjtbWfMuUOdSJ3Gwpvsj4Pj//6LewP1v0Dl8ghXRzFIXSNvd3eZvAshC1giaPTjemV1M4l32XTGkkSkecMOx9s371w8sHSgsi2vbFSJ69IEgmvn+R8xYZwoPv8DoFwNSJQiSKGyI77c4S8oqDBUK0WjidBkvkImMiuBGQgT4jEry4TnQDDKLExkLYyNZKJTzZQCU2UjuUgAkVFAhdRM5peI0EC68yxRCoSwI9XDPZ3nn30xczUqk8bsqKimyLKxlcBZ1EQusVSWIKNoDqLpRIYSbKqCSpEasBGIQmIQMLtYw2gC75EANg1CZsInIWJoVQ2iKZQG1lo1XBW+qlEXsEpGYEAGDASmXp4msNYKvFdraWLfFkLYueBJBRO78++uOneqLgvANjvTU71dYKNqBKhIEpv6cmtr7TpCVfuIGPPceeO2xsWt23em99TirEs1RO9r00gSFEImyfMmKopwolY1gnYiUUWjkLCxMUC8AgmyLoBISR1ikhJEhKARO9yze3UPlP9HrGbpkBTRjFEZazpajVwaJArUwtR1Ut32U8nSD88der/PeNbPj2okycr40r8ob71QH/ur6dEPivjB7Tfu3L7xxKnj5Rtfdld/dzNbWF36YHbqY9269i99FuUlFy2Kq21t3Mhm4wM/Nn/43WZ7VN187nZ++oGsj9f/zXC0TY/99ObcfVsXX5rvdHnuhI9SXPhq6/yvHdwD3n0k5lMyHDTv3B3PPmK//+ec9bx67o2z53afeleu4/LlzyTFSpnIVrp/+t2/sBp3T+eZKVY6WNW1N7bOfsFIwb3j7ZMfvpuf2MTsYX0RFdeXvuRvfrN2e/Q9/3ky04q3Xhldu3L0xGlkdOPFz+9dXFzf93NY+drw5guzh98Vug9uv/br9to3OkElm16dOqUPfsq3jgQTr9146cQrvxI63eTRn+GY9Z//19P9F2hxHo/8RHrj9e3Xv7QiUzNnfmKGp65ffmvf6Qeq3L128RIi7jt6qlq9snb+G+ngunJYWjgQDW9tnoO/2dCNYu7B1kP/faEoV29tXvh2p7iSqGuf/Jn+nvf//tlv9Gbc7t2P6dbW8jf/6Uwiiw8+sjF71IdW8swvLW2/ujr7/vrJ/2rdNLp3vyjhzuqhn2m+8ZlxNtM98IAZj6+/8PlxHM2dfLy79Iitnbz+2XDzn7do27heua39Mz/anjnSlNGUrJf7Hrp0OX944b6Z6y9fintGj/xUvfBYVrqbd15Jjp5IYr9/4dXxpZdbtF7ZKpz++XDgw9EPy5Xf46C93Y9tv/EbyY3fOnvmV0/MFHcvvXD30A8mraXu1jU9+4Xi2jfbzabv7Js59f08c2JQon7tywcvf5ZkZeDmbkyfad//dGtmabB+ubX9WvHaMzmy3oMf1/butZd+fcPbqSNP0P53lePh8PlfszZpP/QjyezhcPFZc/4Lo/f/4s3dH6LReuPyV+1mfeC+Q9de/fVQbhx+6KOlOXrr+oX5I/s220frQZ/e/Exy9Uv5wr7erv0znTDefGtwd6XVaflHf+HW3PtKmKkbX5l965d7/cuDkz9b7n96wDPbL322c+Do7OJiffZb1197vnPgaHrokVZ3xrz5THX1Gw1ssgUoVRi5Zwb353r+bYekNhGOosGQmFq5IkSOCMYKWYMd1gkHcTJMTK2cDKNdOP6UtI4VApsghtrEgasG67/37DAhR94gtz6qVEoFywD1OPV1anJRw9TKQgXr0NkVlrcQFapMqiE6hmrADgVvAnWZUDMFRiXC0FS0ETlqUldhqEhS7krdMUGAmuluKrmTNLgQYtWx7cprIUly+OT2+kZrfLvt12UszXz+WhY6PIwBY+34vFkMtrr5ZuaHSjqGk0ZeR20YWbON2f7WIodhaKw1Zgpets1RiJKT69RmI3HbVjtSzvmtMkwLDYxrR5sXcTPnflpG9nuHeafksYZBQoHSaKMN4vra2H30se7Mwdu//7Wcz1fZoAjc0pmsTgIPxtFn3PE2HY+vus5MOvukIbN1+21onU7NZ+10eO21nm0P+2JbSUVDn5R5xVbSmnXMQ0orF1PR3FDL1GlW5xVvbTaXO3HYYSsjG9zSCK0G1gyqMbngWs6PMx0K1KTJsBhP1UfH2d2N5ICbfXzxwPzta7+hw29nZcZhj0Xg2LeisL1RmM1oXWToG4v7T//A+uVzZvPlCqVnB01YQ2TRCVPiew6gYQRSjgRmH9VSTClapspoTVCWjGITioCUARUQAWImNjtCcI2k8FU3c5MGzzBSjxSC4IAZBFBAh1S05iwBAz5mFKBDW85EhclgU6nqMZu8lMS5BEFNMqgJGYWcClcOq4UPN1rTBTXItXwIqQX8UMZ3x6uXTOyTRJskQaWpxXrdlulj3vuUNo2rS8xE00z7tR9sdUmjqvfGa7uJbYUTm4fojfFa+cS0xHQGwfD0gamH3w1pE6bhYY23FGzYuvzs5zispnYrp2EMJSS2G/nQXwYvs+xOKoaPaLi6rpK87dNeTdcSOzAqKayRTJFCoRCVJrGtpKBkqyasGtNK9sAjDc/Px3EI2brk2kqb46tdlYF0a27VsWg0SL0EmVIkREVuRqHeNEl3XE+VybToiLU/Z8lv9pNOs6IAZRedCfnE5M1FTsO9ufs9UA6olaHm1dRx6e4tvXWmgRAbXGH91WZ9PZahY22KIl2wM83UNB/twIFvbK982z786OITv4BgsH0NDz158KEk6fTq9Xj99hsLT/7M/OkfR75fNy7M7vtbaOyPpmXM9qCztPeH/44uPUmjAtnbWDzdmX4aPJSVV+5cPHvk/qfM3MOLi7uweRUze9Hci6P3rRe30Ts49cgZqPpLS3cGxw9/9L/kPY+ifxm99ukHPuKnDpmtc6Pn/t+WbDS9sybr7qo61rush+YjoAqX1b31G+TV5F23f2mPX9tjb9eLH8nrVd16a3n7vvt+6Odo75PYeB1zj8bTH5LZ4wo/vHIFJw5NHT7Fpw/NbH8IxSY6h/OTf69887O3v/pPug27/+N/A7GJzbfR7S3c90Ecm7/x7a/OnHoYZrpcu3j9tdv3PfIj+sCPY/eZ/vIoxGrm4SeGm8J3r+LB96em8+DeOzy8hLyVnf7U9Ml3LX/+n5bLl5LTj0Q7s/XWs7O60vj4P5navVdHq23W9gM/MPfoj26+8C/XX/ud3sETs0fe9aGlzFTnwAM5/J6lTtj6/C/F1bu9J34K2b7Rpa8N3r40994P4OGHUQ36l290DhyeP/We7q4adQnXQOeB9tKSykbStAgJ2kcx/8mtz7003jzLnkM2M52ztmcIbn5+yo/MuNHG6e/LbQjXrs4cPIqj7+7EdN+Kj1OLpnN0z30/4l/+9N2v/9LsYz859+TfBBPW38TC92nrEPFGspZvXpUTR/Zj99Lhg/vQv4q8h4NP4eTx+Fzzyu07B3/677MU5VtfW2xk5iM/1P+dC6O1Tuvo+06+968gmcNwZfrgByFPyZEPnP/KvyVnpt/1+N2Vy+nt5+fe/Qnsfp8brV58+9t5qzn35NOQ5vq1660n//rMuz4wLRlvMWYfAh1Ez9rlrw+XCxw+lfWeOHZsfyivdrs5kkM41gvPuq3tlZkHz3SHtv22rjYPd37sf8zn5nZfe921unjyaTz2no3f+Ae9mRZOn0iSowf3lPAe3V3Yd3j6gadMLjCK9hL2LOHi4dvf+HQHmxKUjOV7oPzPNSjXBqsBrGpQ/W6itgdFIiLUYA8lEENgjAthzIaJQxhuczNArQhYFeSQNFrdXc0NgpRGIoQkIOdW00yBGiCWiTOpKFM68RQFVCRM9GxEpCp/eFHOACqrkYXBRsiIcgxWImqfK5Q8/HpqbQgDY2KgaQlMBBFhNkXt2boIzCzuH28XdYzqEoLte9PBWPxyO58t6lY9zBt5HsKtLHbYtETq4IeOajvKu9m44ZJhWecJ8nIUGw3vR5mU1keYtqvGMy4kako/P25IFod13Iw0C9fu1zbLIiVbqdl043GTWAKNkauyM9QwtcY7w1DDXVMpfZk51/PehlBIIwRniuCN22w0oo9mft8BEPq33xSpyEpzcWp8a7PGhmk1amTEJqs4xYhMXQc0oI0i5diuCLVZUyolTQzZpoZgFjerUTMllXXLIyEvMrYSrA4CCyjGGt7nmuxZay9PaePUvkaoXxxeGKTrW06PggJQsq9zdcQyxKpJo4YBW5AtNv2tyBsaa2YF1aCKxHBsKHumUvG9prfqd80OwdDvbiGiTlLfEZWiEpiGRAZMjEmURa0cfF1llq1NJu4ARpgCaoZRZmDivjbxyRQkotCgADEcuGNISIPGCkZ2svyiZQGkRO0tEuaOKJWhNL1e++jJdkxgm6GqrFPoGFXvyrPnLLzKmCJlzKXH3KET1k0ZzuBThBpZbkj6a2eJVsVsBSRgdmQ1phEaYkFMEo0zLgb1cTttdupijMrApNDJZN3FQEaTA7v2rlxay2LMODC7St0gaKs1Azsd0TbCsFYjDPNOUxtFlUVJiCNNNsqikAyrdZwmMYFqpWEq1eQur9lup3NT0/cf3Xu/pB6Ds5ffPH/g2GNpb1EpjPurpbrO7GFWU49W6/VL6yuXm7tP9BZON1CWoajG69sXXs0yC42IkRlAVDOEIQIIinv71XugHMAwjH222HzwQ41HnwQ1gC5iDhlufvl/779+ta3s6mp8/eVb115Z3vvRxz78LuTr+Pavr55/4dgn/ico9NufvvXybwwT3vP+TyanPzqU5nD+TPLQx6Fz5dlnL3/jf0umjh358X8EOKCju05i99Ojije+9enmq38vyRf0k2eSpuOE85SlqJRbo4tny8//H1uzjx3+qf8Znd3p7Mk1t2taDMKg9L59+AzPHa7PfePqb/+fLa7iiY8sfvS/qajTmJrFxg3ibqe8efHTv3hrz0ff97G/xVxi9aU7z/w/aRwZbtXXX7/y6bdXFccee6wx/1F883Mrb33n8Hs/TIceHl96Ye2zfzvGuP+H/4eyc1LTljE9lGyNYjxa+/3f6r/w67NnPtH4yP/aefjHli+80Du0VzvHzv+7f8Y3v9bPuw988hfdwiN2+kUMLmLqGM0fKOfuw/6HpXKmeyo99IFy4wKm0q3LbwyY4NoIzXp55eYzv0Izs/s/9Y/s7ifs4stxcwvEY5P1telOv6/a/25Uo9v/5heHm3eO/6W/j32PTb8rjm68HJgspVsX3uo/939Dk+lP/VL3+Hu6r3z21ksv7dl3Ho+dHB95elyZ9gNPK4/r5W8un3+uc+yhLaCzvPrm1/81iq1DH//vmsfeO37zN6/+2//LIG2c/qnFpz4We0d5+6oECi7deuWr3SN/eWpf6/Ln/xluv2jnH4FbEEkyCgglxKnatS/86o2QHfn4380WTyTHvy998Uvp8e8vnVv5/D9Mzv3a2DUWfvKXm50FHuVTOlNoN09m1t84v/m7/1imHzr2ib+L3i7z0A/O9v+VKW9C03okZ197e3puxaDZbx1a/PBfgyzWl1+6+jv/S/fk981//9/koz+80K/PvfKbT+hTdtcZU61g9iA8kGRYPGWmOoCif/X2tcuPfeDvoBzf/MIvhQsvTBPxX/lXHaLKkBJAGdzUnctv3nzuH3eWnjj2A/810iV7/9P++V/uE7pMPtLCfU/5vU++8sw/N+d+23N64CN/u3fw3XT0g5DbYDsgJN/6nUsX3pw6/f7FD/x1c2DPxrO/cuvbn5l59Md2P/1fIJ2qvvPFRrUWRcp3HP3v1Z/TUrIChlqdpHCpExiGITArESxBAIIaBZisAISIUA5Xb3V3ncqMFQGUNTKZ9uFTT6y9eGE83BIqrZNabN49NnPw3UAXlEYDsMYYDTtE1OPBjoEnkaowkQKkOy4V7+Q1komOJTHwRoPRwBqUTFlT3tk1rsDNVmXzrJmvrq+lMahWzSwiVM6lBFOLwKXwziBnl/XLAbTB6Ryae1uNE+OttSoEMSbJu3FzSNDtwtTZPCe72p1sVMJVmxt1nWXT257TbLZKnHVgYamyrbIMdHtmut3v23HabjbbzhwcVetb5SiL2jVEoRyYbKi93vQ0t1ub/eG655nixXbSDhXWrl7Jt7eI6qpSm3eqOhoe5TNxuZQs2d9tz7J4p+XaWJAQZF3NZtQgaSqhI2EmpJXtTBF1h5s+4fVIzWHsaKPXcAUNLgbJh5pxa4Fs5V1eVxzDUEdH5jrBj84Rr1XW347Tc50DLXYaqKrKqr6Tc6GQuhpu2CJND9y8tTYob1o2mTTy6CKPxta4qYPR5F5CYcHDc8xV6txGsVHeupiMBh2OkQNhh/MPqEJ5Ry3zPYJy/q43IAFEO3AcJIqJ1sYLw6khZVUiGECgVmCtSwFoiCw1tDDsTNDgmKOhSVonCzFiNAxiElANZ300nl0jBLYG4lQUpARxxqMuwQE6NiFWXixZmzW3NjZn6wBKVQ25liAyCLmd2Xv/zYsvNZK8lroui2bvcPvQ49BEBWQc1DnAFJt3b19NJURCRCQTYFXKjnIpXIIQSracRj/KW3YUN3w5BW7BO4EaSxJBZBGy5r5Tu4RGa9e2N2+GuhbbyKf3Lh55CMk0i5nYLe60ylCpKyIWMsISYSIRIYoqEAw2jORRmolEUNGIYwigGJnU7n5w5v4fQQCkvvH688oL2jjO0/tAaLe229ZDmgiJa+9uLpycXryB7jRKgFpZp5HNsg3Z9ptf4qpMnYkK5SAIE4ItsVd3z2DxHigHkjwjQ1i7igsGtgV0IR1ITVVlXeYEBCBWEvzBBz6EvMZLn9n45q/2DFzTQbbPn3tmr7uEohxdP9y+/0lgy7SnwBZSx9U3uuMXBqGvm1fNrqPQaBpNgFmxfuEr++ob2/3Sb66htwQt07rPJClQbt6aoZXR+puoN8BzBAROYAzASZKALaxsn3129+h8y9XXLj9nh9eEzO1+2CfpoDXV8dV81j7ywz+N7m7ceXXrs/9w1/CtkWtYZ1rlqlSm8/DHu9/317D81t3nf4sGt9JWDkW1eXVvvKmId1/+3MJ9HwSLKbYQUtSKzeXqjS8eym6O7rxk6wpjb92Cb+yjZPr4+z8AvwjTRWsRJmvFDZz9Ms7snj5w3/Xr15G168sv5ocea+w+ti1j+MquvxHtLBDhN+Py2Wx8t0jEsiBE1+h6SgHfNp6h6C12CPDbU+svzVSj4sbb+dJjaMykeYMntsVrN6frta2QFOW469LCNVqNpP/673VOPWl3PVyM2jBLFFdWXvlCM1GvrMD23Zvdeq0R7lC1GeDWb12dLq6bqh6vX4JJKGkh1LmxgaQ1Xs44QMbdatn4lREKuEbwksYSFGFZispsX54Z1OnoGtMJxBxmF2yLTFHefHF/uDAk2197u9nci9KVwxi5lddjLVbbrWxrtI7BClo9+NTffhtb30Tv4dknnp59JK2uvPT628/sPfkAqA3X3l6/OePP+uUM1afAezq9Wao2UQx7Uwd48X5YLq58J++1pnbdlzWa0IiLz+XVVTiHSorLbx/iDRTbr1y6/PjicYNodUKuR7l9Z4lXxndew3gb7YPoLAUpGwBcVkSTiiKUjz72KB6aRinYswS/7RARDJgUiMtvL+idun+T0xZU125cnA+34tbVEjZLe2wdb28xu5oa9yRAf76LKoVVUhVRMjqJF1GzY3dKFtFOyNtCUFXLxgDqy/FwvVsPTJpIVJsYUCpROZuaPfOT1eby5tq1zc2Vbndxcd/DmFoMEWIQCA5koTCCUA8H2wRhZkBjjGz+vZOk72jvARdhxRIJQ0AxUgyUImutFXmrt2fP4fvQWwSlvXGxdek768uXRuVqajUKEusk+sIH5uahY6f83fLKxbs27cwu3dc6eD8yh/51rF66fnd18ZHH116o6+07dZb3jjzQWzoIS3NZjrWLty690V9fSRqdpYffQ7mFTSFtaLZ+6ZXt9dh94H1yo9/lbmd+HsI9Li5ff3Hj0rfn3djEum4e2v/Qj6KRQwd7HOKtsbzx4tZoO8sWjh58BHN7b7/wDLCGaKFDssNRqFx++OiJD8C1kc+jGNLNS2OERgKYWNdKcM3ukeaR912/8cbC/Y/FgW5vX6ndDSnT2i7sO/5knm0sv3yhsCZkS0fue4A7GbIWynDz1WeXDv0gGhv9V29tl6tlY+r+U08323tBU4gmri/ffO0Lg+pOntetvEwWn9pz9BS4hvri7uq1F59PeU1NlXYe2HXsDKabIB/KucHrnxltXCzrcXd6affRM4Nrl4bb11zKpCkkhwpRQVBWE7/nK0J2JuVCCsbE9QtCQt89gRNzAZ//wSxAEyBVdSESkxgOBgOEVSQJSGwgBAdhUAQHKFtqgCykhB8gMIWGay4gWBAQDZl3nO9Hd5EItEYYZtYPqQqohCRur2P1DmYOkCozghhQi6Nr7H64MRBfDcXXru26++9Hew5RoAprgoJUw+Zq7JeQFhkLSFCKMSaSCGOSn+2cBdnU5IQ61lW0Jba3MNVmr4ikiGQNTIJ0vnkwRW+pvHPVRd/sTE31FuzsEiILhA3XAZkBIFAfyxEguuMzTE2I3QAAIABJREFUbARMFCcOkpVJAkkgb8CkbBBAA4TEtHq753eBBYLq0iu8fb2ZdKN4TChDhoZvfF2i6ew5jen9UIOZvePLL5QrV3u7j2LuoHDLTc2okQTig5JNJjcM1NAfk8Z6r/5C0ldCFL81fv3r22efi2LJdbbHSLOGi3dniMoQBOh7Xjz4UDh2Mpz/xvWXvziFsq4ZHpjqmV0nbl+5SK4JO4WIPEXBI9TbcE1qTQdtp42ZGsIA60i4BIagRt5Z8JsUuEtpG4EALssSE5k/G7BPE4XWKjEyRV8jRBg3LH3WEJCh6X3b6Vys19JmG+KJVNi5qV7li77t2MMfQutwWNu89PVnGptbOYxCKr9eVL537P32zCdH9nj/7D8wpk4bOaoawpZn14pZQ77ZnIdGaGGcRzOAW0gXfTpX1Z2RnW5qCjfVUetgx+q++dwr99FlL+0VJ+sNPHDzXLuTguwgP9A59TSI4rUv4uAJu3SCXYIkSbdvuMZeVCMk3DSDYbWe2nmEGsaq1XFVoPIwJWmARhsBhXdTVc2N5iwMUHhf1ULWWCejra4JzFyrB0nVaBnr/Y3ncfnr+YmPddODkBrX35Jrr7U1KKUOaNgwHi7PpKMQhwLkrFNhw1mQbIGYXK5RjIsqdY7KICCO2igd1xWCKps0i3UFXwASfMVaLTYrlNtVgM2yzTiaZY4+TRt7tq67MDXTyBdhIzosbWrqCCaTauz8dhZTxBKugaxbiLnw737X7N/Od51a3HcsPXj0xMnHN4shgsCoafTG3DQuh0nhrIwHthrp2mZz9vt5yoDMrdc/v/vBJ1oH3+3HFaSP0bLjLcQa2rPt/Rsbdxxp3kihQKUmGFQBQimFaR1kYRNSQl1VWlKxAOqCGOSMZbzx4ovTm6/VZPu9akua+9evt2YdJDYMmjS0caOMmwB8Vdo42mVHIxpHQDkzxiB6gMByD5T/eQfloAiNyhBS4aAU/1CWCe38wkQsIpYMQwxiGG/FctPkbfIR0YGcgJRg3Kyb7SzsOrCgNbiJkFUe6qAWMcAJMQEoZHynKEYTk3HwROK5E0D2Rz8geaIAIBKUybOr0Khiqz17YM9DT8AXV17/TuX9ifvu7x19ghl3b6wzc6giGyHDuxf2JnkbEwlfks/vP9I68MDg1s3l2xd3TYWp+e5s2kSzMc4pbmPh8P2t4w8WNy5t3jyfTO2bPTC35+jp1PtbW8Orl1+dtmGzSJKFU3uOHJPyVhSCXewdOYaVlVtvfb0l7anTDx06ctpsXqf+DU9u9sgpcLn2nS9Xutrcs2dx4Yl69wO3r1ySkuCmkM+WwbXTjkRkNiEyRekWD51BawY33j63/J1Fls6xI0XWipUXmZruTuULh5E3YFOPBGnbQD3HhEep+jrUeWMGzaSkbGynTj3+NPJ0fOGFwXhg0+ml+x8rMJ2H1VEso+vOLj7U7MwUV85vrBVR7b5jB/c/9u7L51+9s3lhqWv2HPvo5dc+C786P3OotfvgkcPrNy99K23OL555GoOt2289W/tRZ/rJ3v0/1Hj7d2/feY28g1nw1Uqausilok3SglZk1xUpYrbjW/Y9ncY/opmVP8hzneRL0I6RGui7b07m6kIWhinW5a3rb+rd6zVrjZDBJD51wso+mLpmjiG3NTKuog45b2hr3+LJD4MTKEKEnQgafXHzymvD1WtN43MK48GqSYNQVCMy6A/WbrXn9wMgBU+czCi1rcUDD38ojLYh0babYhsRxhiv0U+Cri1Cf/U6h0DaAFJIrWqDySJcFKucQaOxOir6DY6IdZokVaxXbl7YNTULkyJq4uogTMaxYWn2snxqz9xeM8njIANOVFXkHd+sSXzocCNWIyMqxEoTO2AyO+2PltSJhiN7qFOxgIBLZMnM7AE0EtSb5erVlVvfmk22l4uSTIwOoUZa9tduvhKKCtZ25pcgFnVx5/qbjfGVc6P1o9PTmOppxVUYtFMFjCoFMlAiyUiZ4CbZqvfqLzooN2QSp5ASwVnUNtYtKo0kGr0jFEpl1qH5Y3jyx72lt86/ObtwJIRpHY3HW6PGXG/P4z97OZiF+dbMIz+EdH488rpxEa6ASxsPfsxeObv7vkex61DNYC7j1m2YrcS1Dpz5ZN+PZ7rdcmYvtELa5dY8KDGEbaQd29kk14h12xkYl1kFAHJCrLHUSFNnPnF17G25vHDyDNqzZmPZSYn+xnTH3JGD+059EqZ79e3PF2TSg++vZNOuvIS4GhaP2vf8ZcycrAe41t9YnDvYiEV/+W7n2KC197Hi9F9VGbff+zHwFLQYsyAUmzWmu/v3Pf3zy68vth74WHQwW2tx5a1tWW6d+NhUd9eVN144cvLgQw+/t2gH3vgXg7W77crUrdbCidPovzG+81bLb8buvkZjCua2bvVhazgLqqPvpxyqogQnIFEdNbKAJIGmAHD9rH0IyKfwyE9pWeTH36UEGtyRcR+cBkItIsUo5TLTEiJB4cuNniVcfIbv/4HOdBO+GL767anRVuILB04BhzoxEotBVG/hLXmnAj8SP1SEiIQ4q1UjVE0SxVsWL1EiQBZMJmvZvANOQJokpgD1g2/DsgVaZsQbYXCnMfvuA098akiR09l81yNINsfp5iDpd8Z3Qbtss9PRdUEDJgEcCLz7/qNPfSxq9q3f/s2Lz37ufT/7N1rHT1387V/bO15Ba7Z34KHi6McXTzwBN4O6KG6cX0hQFD7ubSg9DDnnhldjddId3N8IAN7s31ktyu2qv5rOPrb7PT8xvtiazja6xw8j1pltw07BNUFqQdVglOUEEXiJYo1pOQDQhq1X1671DM/3ZrbOLvcWlvaePOE7ezef+Q5aDA0OgDXVeGDhCd6xZpYRKvKFAQgSycI4kFMw3eOU//kG5ZOkAkxSeKARVIMrkAc5paCiDAMwEXQCjkhSQ1U9Gq3f7HTnLBE8CRE4mdAENESwA6damwikGapJpkpUQwQVVJtry+ckBIKogr8r65y4r+zoAncAl7APHBROwMJcs6k1Zze158hp1NXZ578S/S3E/pXBdw6e+W+7+46P+ud0PCIyUUVJZw4eBGd3z72+euty1kpb+w9D0+LVL2edauv6Zr0+173vPeBsaOpWq906dEo3Ny+/+ZWev7N1+zro/tk907O9qdF4a3vzAsUAt39+qgN/d7z9djM7iKIGts+9/EWTL/utccw3eg8+3pte3FhdE5dOd7uXXvhc4+6bsx2++9aNemjm9zyerEVfjHwITmM0Wlc1RyJVCdboVKdzaOP8SytXvjTudMexqK7dnl36WS1Ui9aeY/djcf9g/datN75JmZMqsrWCfhbQ1ZH3A4z6MDGisfvQg2j2Vl/56vrlLyepVjo7Ux8vHz+VDyvY4MPUbO84Lryxdf5FzZtbo6LNl6cffVrnj45Hm+0uwSS+v9ouboy3Bi3Ldqordj6beRDj0bnXvhYGF9uZ29oY93b9fNqeM5u5F0LSI25HRCGBGNUUiEoB6qDJ9w7CFBPjQEwsArHje8gyyfpTC2VWqPXELERExPBAFTmGUBpTOnII43JYqCNrBVVBdcaRlStYr4YdT+fe5Fz6sFFWVtQYjUjHqhzVMtsoYnSwvnoxj9saSi/BUVRFHYOIgou19ZvtYgNZrtRgCx9AgARJ89TaHqKH5RDFa9VMGF6VyQIYr6/dfJtlVGlpiJjRnd5nF0+0rUZhmKQoBzas3LnwWlRPEQlnVsPW6qVdG4uY3g+1YHAMAkgwIYQ0y2AzIKKufYzEtXE5MUmEc0CswKNi+Sqq4YRiqCAlnrTYk0bHUyYwihpioUlEAiKQtUkXxTa0f2v5taq61nH9UjvGhYljTDneIOOTHGtbNztxBGOAmo33OijHqOpta/4/9t4txrbsOs/7xxhzzrXW3ruqzq3POd3sO9nsblGkRMq62JQhWIINWIkDB4mfEiBAbm9BnMcACaCnIAmCAAEMI4gTRw+xYCWyZQcSI1miSPEmimyqm+zb6e5zv9ep+76tteacY4w87ENJVAyFRCg7lOt7qaddq2rVqjn/NeYY/++WJLVidWk5IU3gcDLyBhYB8dM6zqkoB1A8VKsmgaxh4rw+nnaq5SSgA9hYli47lz+Cyx8XsR/7+X8XwxqTWt/47NGDb01e+MvdUx/72L/1n0L3QR2KnpudO354U1/7vPz0R3Pdfupf+89QlxjmMRnpkA4e4eCtcH47PPcj7VP/FfR6Cglh2a/XCkJZQedCdSmdd+1WW+GPMg+iIwLB8xTDwXtvP/vpv86X/9JLP//voR7CDTWzzjsuCEbLo9mlH+cLH4Hlj/z4x5B+CMZ4cPPkl65VW06f/WE8/QrG8WyY/tTf/HdQ5nj9d9//6pe2P/lTdOEnLv7r/wE4QwEdEKp5g8klnwC18Esf/dCz/3HZ+iGpBTd+A/vfBC7KyZVP/OSP4VPPIQWksSsPHuzeT2hxcLi1jQBgPNT5TSxvhDMvnI0d1gtfrbbPDfABZBUak7hvfJVG0aNkJygZjEg23Hi3vf15PP3S2Z/6NxEjOFF/b/X1f0JH96JXQwkpcOiSFcpH0IH6fnsmPB7cv/napeFR6GbYf6c+uj6rFkNjedwGKC+JyNIkBue8P2Gt4CBNDEa+ZNOCJnpGQLFJ4xk2cDPLPB1Uicf5ydFoDGZ4T+wVTRZNGMiXWNzbTjQ+eCM89bN45tXZU38bCB4iYGAFFWxvwWsdV+LFyhJSgB42nqyGpy89KZU+/bf+DezuYdrh3l5a3LIv/RL/7H+E9okP/fzfhnSoivvfGq/87mzcrfPd1MEcuHujObpm+3e6iFaAW7dPTk7OtM24+1Zz6RPdqz/WvfQE+CH5HOpcuF9XMMF7KsOkPQ+ZYFhDxkmL/UwRgJUUsX/7ze1Hb1/8+CsXn/330WyhPRdCv390DTtPoeQmwcy52wIBdgzGsD621AVG8hVsYTXXMCUPxkFQTlfAH2RNnuACxM30lROBDFThGVydKsgVIohMvvEjJeYYqFieP7q1/fxLCFOYcoVzMgd0FCickI3AgaHjyCGzS1Di0MFGLHb3Hr63DSOCuwFM5ET0hwVV+2PbNjkYrAggGG1yBqxrErZm+YN39GTvzHTJdhL75bWrdz788XPT2fbJ4k4SYbCR3X/vnfMf+UjNVVXPX7yI6c77bz+4hN2xaBPK4uguDh6ef/pF1/DUE2chfuODtxvuJ3ISu3b3/huy34S+9+Fk+0wcT9qPPP8J2X7i4MrnrS6ZFI2O994Tukv5pGuXDx5dOeef3Nq6uKC2mV3obbIc5OL2h0ouErdpqNj5ELUzHVfKFiNZdC9j4GiamXzS7pA1D+6/d+7MsmJL+0fVDTnTqK358fVrJ/N6/tKZibghcTyDcSE2wrZiXbQQUEAMKmHnyafG5dHew2vPP0F9f7Cu06PbN+ef7M+Oy45l7m3XnN+98vqO7C91cenCufXxvbPKZ5944eTWt8r+zWjLJ8+eW6731325+c4bqe1q3UZ3eXF8bd3fvNg1sZj67Suf+8yFM3skyHVAnSsGkuBUnAykDrhHemzw+l0faLMBws7f0eLg8m2v+khO5DDuwezYFGKNvBpbSA1ZhhO7BYWjunvDOQknsHMmGSFc69IGim1lDGpcdYTAaO7cMiUS8TxyslYKjUvxEpyIZFRn6mIKJna8fngyv7fTboNBPFE1Zk4N+9iTODSDI0ITqsDZDcESPPdHD7zupamUcVQ2Vgqzc1vP/Dh8T7yFbM2sR74u966jGGfRCkKpw/7u7bcubZ+Dd1aFOIgbcRBXaPXVgtoGHmITrZgquRA5JBj6E/jJ0cPr0F5YN57Om38wBjbvvWwEMPkm6kTcO2C7qrAbQgNrPTaYTtY6n27NCJnrKEHG0rsDASKAVNQeEZb7tgldJXcj4qJe3TSXrttZVhiBvn31U05F+bdFuYgRu3GAu+YQuVhF6nIJEQhaJrQMh9eWr/2fJXS6aEqYeruu916z+28erQ/44kvRj/n46tHDB1uv/sz+rdvP6/rhV37FTw75/Ktdrf3V35889/Qw2Z4d720dHxz/8i/QRz9N519B6fzhO8v4O2e2+ji/2pT98cpv6t03w70vq/Wzun/8xq/w5Fx4+Bb8ieU31sjL7eN3p3735DP/PV75g5ACz3eP79zYeeZFeC61rONF+IyOd8vX/9c5J2xHLX10mp4cw9x5Z7l7T7/x62pbnkPCqqRO7l0/s7y6/D/+c/3kX7czz9ve/eWj+5eeecaQtg8eYfgEAzj6/cN/9t90z77Ytx+b3voyffC5C5zn83Lwa/+lfORnLF3EcILFrfa939lar1dyfu9rvxwevVutt0d/0K1vLb/yD+rT78aQ6sOrbX/gJ1dWX/tHyuQPrgqC6HL+5b/vwZu9tztdrN7+rcrbO8vr7Ov5P/lP6MlP+LM/TvC62C0P3gn33znnw+K9L5S9u5P+1to4xp3+6hf5+E5Y7Jc8StsuStpZ2DTcX331H6ZH70am3iXffY2U8PCbE7HV4OHWa2V13D54kzgV49A/OP7a/8a7V6JbYGv0uGqzfPc3496FOt9zkrbfPfzKL05239mifnX1tbLsVV3g58qqXP314fh6cNo+Wdev/8rxssfOCyLZ9q5kOTvZ+bDfPmpy2n3397qbi/Dgtf1w0TEZ3/jHeu9N6HDu8Ov1F//D9ZOfGi78KMVt+tKvDm9/5tl4OF75TLnzDp7/CTr33FAGObozvveFy/kBeb9870tj83cynZWr//TS6s76/S/3279YhuP08A+2VrvBR/vS3z/Zv2MXXkBe+d6Nvv/fd558Ne7fOi/r+eu/ruff4oN3TRk+rq99se5d53F/a3W4+No/tHxTjw8/FFbLX/0v6sf/6iBnTVo6+O3u7u9vP3p70X26vPFZD99sVwtq2vH4nv/+P6BSzuphpTQe3x2/9PdSyLP1fYRYC5HX0/aVH2xRrpEpaRVnJg9kgUqH2rJ37iCK2CSAgVyHILzJvqqlxlCWx/cffvMr2x/68GTnMmTGFtyiIlIKRO4gciGCkAgctpYgGJaLm988fPhWk/dps1Uzu6qImBmI8IeDnt+OUSdvWAOBjSuhEEbG/MxEUY+0P2wJUpvoZ0lpWC/BF0JsNh4yquqk86ODc5bLuG6bBAPMxnFYNOOatoUzh3559OgJS9PxTAgKX5qtlNu1pCEuyGeHq5yG9XZLJyNfevWvytOfWr7zzZM7VzROlgpgwX5QebGVZ0ZWmktatykcmJ90sgV5+pkf+bdDfuBqM9myNC4PrrstzNdBKnRNPhIXNeNQwaPRPGNhbIpIq6emYuvitswi4yQ+6ucPeHY2+I6UVZPOYp1A2y3NxnDSazNiYtKyZQcJcxmtFF+t3SyBpNZx+8iAma2taxv2rIHBQeFjVsc2+ng2xPm4ahcP7nzxl7cvnj//iZ+jmNa5P7p9yxfrjvNqOHJIwYSqBh4L3z5eHcRYFQMmCw/HCpgHpUqyNHP3LYCFvqeX9graWByCnY1gRhKiZRUKAYnME4x8ZlnBBAhUYVPUiekUBjEii0JmXl1LFmIwgw1UwIXIiamJoxdz8qZREXeYbokkK+JGyTvkGKwJaKND1B3CwsLQwadyJESH778WlSeXPgJYExIQTRk8gTtCR+bBmFVQLIjA1uPB9ZP3v9DGca3gFGpeThjwMsbY5HOqcfNbS/Pk5Q//6M1vfXFLCHVsQqxux/ff4zxsX36uufwjCAIEKHmYmjqaHXImAlWwOwxwYzq01Xy9f2tx593x+F7Lo7uBmBy86RYjAOyg5Av4NkqIwpWQLUITCHv3bj5xNnB35iM/9Nfu3jnf3/hc7c2VnQQVETEqYGpqUAclZI+UQilSU+tdzQjUMFoKpSqcNoHfGZukXeqN+tOF91SUg7gXj7Gi8SNBUdDo03UJITGNqwnxFsb+wdfXd36vTIC845WKLydtjhwW7/0WXfmtLTtphsMn28nDR9eWsycQ7Ww6fnTlnyr9TqM+qUflSKrMFmhmvO6GR/Nv3KBwXm3ae91qfRj2PaW265ZvfbaFdTY3Qsv1+LXfaNLUjad+XR98lTQLu7Rp+eja5OQWlznX8ayE8f7vZY/t9OyRy7k0yOK4/+rfhRO3LbsGy17zlnBJs8XDq/P719q2gzmV+T6dScCFSStlffL1X9OMKeuWZL5vy2WdnnkJWJQChLTYuzK9+5lOdxTthAWy1YR4dPQBffmDVDumYKFOFtd08mxtMNz73Xrn/4quDLRtW+6/rdf+IKiHFGpiPnlr+NIbUVKUZNKKHvJX/q4bWexmKfZ/8I86r88FIW/WflJufTXeerOhwf0ksLXtlmKnf/03EdcTzyJhQDt+8Hm7ItvNtoTJ8UiT5/7ydPJhvP9r6/d++wk6HGRr0c2GG7+7/cFng5VA7G1z/OZnI38ueSHiKmH14G3fvzXNw4QzUQ7eU7ywfOfXerPWNLE3/Z3hy/8jCJfZj77523zj6wbaCpp0v1z5soYPKnkrc1Ue3/xCkN+t9aDlmmy6rNwlnkzO6Df/XioPnNZl+4WYXa/8Nr//O0vz880i7K2GB4/m6a020mw4mFnh6US5+urd8Nb7o4deKKU6DaNLgp6Tg5v2hf+u2Hn4MQWRk1vj5/9OLWvP863EIq7DveM3fmWUKSiy1xnf8htfnbgg1fGD3fG92NYj09J2dfH6Py5izEOXMX7xvy42xjpOmnY4vFm/8L9Y2h4ppHHR2TGYD2+9U+68H2xQzdIAx/f0C/9zkhTLcvAa5vf8i/+T0Titi0Ilxq2Aepqb8oO9drOaFjiERM0blkACZxgJ6HFc5abAxkpmgQMRuRWotk19dPvK7t1bl598/tLTH6VzT4U0XeqMGcIAWzAXI5ghCODo7++9+8by4Y1IQ9CMuGlU+I4nyL8jPMgBjMKrSOQum04XD+LQYQFfdRem9d44ig3kMH3+8gTez4+OQdHcm5j6MjYhBhkII7SMywW0XNruxgepbZxK6NoPnX3ihzEGlL70HL3d6WbXb+2eOS91nZB++IWnEy+vHux+sHP5uTMffmb3zd86uPXNKZ8EmhZqUDj6TjOc97gIiG1pxJoeWHSsQc9a/83XfvWCvnO+a1flPLWXL5yLWJ80bsELaJ2oh7H5pHorMY4YU7eS5vzRfJ529PBk3s4+LHwZfqcGjHUQzhQWNtntqcAeYfbEqiK0xyS5D6ss87bYVpngQNvtnQvbl5fLhyRKkMlOmk4CSlp07UKPVZY2vXh4Mpc2Q9YLnmLHysObtaz57DPh6Sfv3/gWXT+p6H74J37uzMd/8tbXvpq97DQvtrorvh9loZi99OEP+9A82r/NLNavHSYU1Q3kcHeCQwA2+l5WCFLe9EiDAHY4MRMCEaAgM84r9hV0S4gf+yVyQKGg0S2wR2wC5qgwRkNvtFVJiNk4KgEO56CBs4l6qirmRtYHPwdCdGDjC2JBNIgl9+JUHcqbWEtHtzreaib9+uDB61/uzt6+8MxL6cJz6LbBHcDqMAMAcYAqeMBq79Hdt47uvnEWj6oHiudK8ZYBGw3IhAYtRWQCSKSeCZPnkN5UPwhhcLMJ7ZjQ6uDayaO35c7eUx9+uXnqRbiPGhXMgUjBjkRAqEwVdbW+8/rhwzvLvTvRV1vJ4GYQ37zBuJLDsXl5gdCoto40dQsVsY2OZpRqunz37o0Hz37qZzF78umXfvpwuf/g7p2Bu5gCCrImrcIRFREyUW+E06pINMFonPvERlprkaFSELfgBGWUzauWoTCduq+cinIgYgHbIk8AnKpRYxSYG7c1C1Gmok5RJ1PO9ZAkTyP50PuQVrQ9aU18MfFM1sDPdWXc0ntrTkHCZByBkxYhRVnXKlzGagNoSk2yIfmoZmESmvGAWFejIDGTii299gWp1GErtVZz9qaxZSvKXNcmK03SNDQ8aqX0tXpIMUbRWnW9LrQc5xKZ3M5rRr8CobJnqZky1dLG7VCQbKjjkuMwlQib9pZ0tBR0y5SMhuoleurScTnEbNiJQJjkdLHp7wF1HXeOlIMWsxxILmgf6hIkJ5Qgk3Vfsy+a1AdZs6LaZKwxlmGbaoCVXNepbXlZgeCRjIc8RFpuSSFJq7HPGLqJNXXIPdzSfGdn0knsRy6rrtFCvuzH4JMzTU1hpZkKmgCdisE0LPfdbcnnn/vkzyGUw7f/2YSOM+syBA10xvK2F3NSFvc4izaNSplGayiGjo1tNYkBFqvVykKlNjwnNfZGHUJ5RqMNOhqfm06UFtXQj0wcqktjKDgxWlQ725A0ODQ9YmsDapdGI/QrnMUDtHDIcLLPkohqwxpEh2IaL85S1+VHqV9E1kXaOTbyqlPU1lfR2amthgI5rE6qicfOjmOFwQbpDHWaT4QotqmU9WgG7iZkXZ0b1EgbLIDGTXQcIDSlNgTNhS0PW9OY60kMTj4VmYdxEV1OluTdmS3bnQ4PlRtLZ4vt1NV62g3gmstS0hNDHVLgLap1HCikzFMym9AKKJikVQ0ZzMQ47Sn/QcaRQUbsIAsMYs2ru2k5hW+BCZuQbY9wQV4xOYPJQIhEpHXYmW0xyXz35sGDexeeev6Jp5/vZi9LVIQM2QxxC0otj/YOH91YLe7b6mG0IcXE3GXP+PZx+p9WO2XLUsXN3cXZII60d3B05nAfly5eevGjt+5dla47f/7c9MkOh/f7xTyIWDXzklhyGcxWIdQUuV8ucPDo4lMff3jnqePxUT/ykxeeT7OnEIK0dnf34Qvz5RMvv2r1znL3Wtu+cO65H+PnCt58T7mZXPwhPHr48P6VOGGjszKYQBBa58RK2qjpMuohdEHmA7V935+nvVc/0uFeaYaBSrr4w39JyoN6yCcrQAmUqAhb49L149DEBjIO49HLL3/q9juzg3p1u5mcf/oVTFqMYeXMTYNAFTmnPJaD+fru9uWnnnvl47du72rM2CvUAAAgAElEQVQnF5/+WHv5Eo5us64O3vva+U9f+NBHnv7g7atOLXs3/aGX0TgUyyaO65PFfP/pV/7i7lUu/d11GS+9+hKwOnj0HpKdhO7JV390OLwT5sd5XKGfg7vq6+X+3e2P/5WnD46PH3x17d5uP9u+8OO4kW24HbuO5YL4xHwzLRzgCW7Eg28awb/rJYIeW1hvHgl1QjUzFHYIEINLXaHfRz4EGZhgDiIM+21cjuOSMILYOYLUuDjrH8bXs7sYHCDL8ODuLDGlxAEYHpkdsoRNTjVcUY6aMGrp3Yshwx0khEBOaTJdD8W5dElXx3fW/bx7eOvi08+H2QWanROOQgQj9IeY3zs52n+4dy8P+9s8kKsZC7m7BWL1EDwFA9ScSUESgNDQ9FxotvJyN7AJUI2EIFKZ+uXRtVvvPDp7dHv7iQ+1OxcQWtQAFpABBcOinuzfv39z9fB6JJ2EGmBuxUBGDCeCE4wBBTtBKbg0RmaepQQODWGJco0iT+Rgub4/3vxa8/JPQGfnnnz+eH5EehD8Mkzhy9hORu+lYeiJxAAtk07GJU1bgi9Qd8UWbdtGVRC5bbx0NiY87BB4Ol14T0U5ko3q04ow0hTMDlGSEELNowAcu1HjEsjG54YzI2sNtQkBQ5gIZ50TjpQZcUdyOwkaxtuBn/ERUyHVAqrZLJJgqFNqWJpIo0MFqvBkvWgf06SGJoNiIlsrCXWxw4hEYZnXqY0SopaBYW2IlSrXRasrEFE3HdEIS9SB6+KJbrrOxk3USsUklEzM2mBIWmOTirSmQkFzldCuiGMgcZCCmiT1mNjdwhBaaxp2cAXWh6m/jv13Z4XMznG1OGlWPnITWHVnrKEKqHGqgtHSLCEZFSprkVEQCYE4UFkK++a9WCIFKxq3VtqSSdc04uu1AmilCR1qtmxhmpySYcZCeXStTkGtCOlWiihVy7z3DDqDMGWsa9FkMdoKYbJ97kmc3cbim/XOl7a5X8tsIAl1CHnss2hI8Fglmq2Wq5ExpTAxYfCg46p4UAqVW02h4VnRucTAaJii6sqtD03HFijGfn0U2kbiNIfLKNHLohGwNUGKlYfk65isYGmVJjpLZm2oS0uBErGfcWciDs2qrAJpTHEcNXCOTMripLGpAcTm08JSHRIFnRWPQVgUQWG9M3elDCEWkQgVK44EktAkQymINJaovYSKFHoEUJA2ANlzYaiGxqZpOZSYB7eSmrZyXBXfYqHUxDX1HCqFZOwixRmQtm0rWa6msZXQljIQ8aA2jCYhGIexrLkUYlRli201SY+nBU75wRXlm75vVB8IanV58Oid/taVis64gKoD5AEuU+5ZqymKg0hEKDLKOC9KAU2S5mT3g73dq9P49RARohObu9cstRA7Vv2h0NDGnoMTudmfvmv8UXk1WBCHuBOMHA5RQBq5dev6c5OtM6/8hebpTxjz9MwObr97fPem1aLkIkLVo1AgY+6ZevGa1+u9q+888cpTl3/yb5w7epDOnEVPt67eeO7SlKhYGPauv/bEy5+49MmfOXPvlWb2PLbO4eHndvevLmjr4sWPYT3/kU/+lVEoGp1ce+9AgeClUYsr8dngK24HhHnb8Cx0/fJkeftbl1/5FC49j4MefBbnLs2/+fnc98Lb4G3ULR+3gvQDqnRuPmpdHd95//Krf+uFH3rmMp7tMBacxTCHrDih5Co+gic570Rp9+4/nEwebr348ss7W7GIx6fgE0TP7R54WN/sJi//yEuX/uZ4/yhMpqj3dK6oZIZpi+N7t86++tcufeoCTu5YQ3zmqb33rqwe3G7COM8Lu3XzhVf+4sMbs52zW3j+BbtzeywPeTjE6uXtV17dfvY8xhPrXsLto8XDY1buwgQyCd4MY6EEBm3OO3zjgfk9HWg7yBnOcBgxUDkQA1GcvJSxv/f+6/OrH7TNQq04oOqBUht8XO1NYyEYNsOLtPk4ooGhDMAruZHBocIgN3eUfuwX91eL3xjbwcygxiA2b8jz6mTSsFEBKsHdiWFwWaDxJqkyoW9SrLq32N872H27m251s22mAIMZyFdlOB7G6iaTIBGh1kBCQhlcCKqGRKlzII5iaCjY5l6FxCwuwcHkDHX1zCEnwYyGWvrDGw/3bkBC6rpp10zdqJRSa1WvCjNoY30bIFS9VodTaIpSICZXdiMoKCqJEkzFxEMEvBGi5dGd8coefIz7x6Gud2+/cSbP10PsEo/zB0cffFl335ZasV5ZWXriutrdff0zVFlykfVDaSKtV/u3vzU+uEGmWkaQ51pCCOJgY+XgJOQED6cL75818gu/8Av/cjrFv/w/fLf/7VQUbaWJUwDYmIxgXgUezYnZQlNSO1A8W7cSWNXBASzQSrFWWxJriJPeooh2upeHrTEPMbCIEaGUIiKRBBpqVraBuVCQam66nKamDs5hUk3JLQYn05qNKCgHDix1oQgOJ5ZqruOqtUVMni16e3ZUeB2Sj14Gdq0UGOqlGG0rTxFaDzLCR0maXcbawg1I3Vb1CB85F89jSDVIH3TIrrVta2ryOnfEdvBwfe11uvoVHNyLYdpXaaTkOi+s8DwZlbUbQpcTS8iLqomZrbiXAGuNxUI2D0GZ1Ck4N9WWlkdvtgu3btrSQHUoYaKhyVbcS+VYuRMSqmNTFqEOLBGhdThbkapihqBDaLJvuzWBRyV1kxgxaM1hsjg5mL/92Z35u14GS9uF4pSRinqaIU7UHJY5mkuEN0SxH9cctYkheKsmY0CJQiWYKEsoozk4e6UkpYh7yKYuMCJDGlWSVLE+cZdHCn4UZQUKnoLJiiiW/pznGuKwmFzsi0I1ONeqHpuRZF1z66XLGQijpLV0akVsLHnozDsEWMgcKU6RJVQP2hOWjgLZifBsVtSCq7AURy6jkEFVISAwZSEw88oaly2FMnInjaBdV0ETQwhCaJq2qFtOpelIc0te1Ku7A5a2Rp4ZhPNKfD1yykgUGlSHlyCIYeLSWQj9uGxTjKG1EHs1ZaoVgU/dV74PKKXomdxKc6buPOss7LpJN9zU7pyE4Azb5M9/X6nCUV0cylKBrOMgcPExYh5xEjGPvoq+LkUbCDsAIiZnHjUT+STFaeSAajq0UZvhjoyHPMy9P/H+0PMhlaWX1VYbtiZBdR2FHDKMWeT/XZEDCCZtRXCNVoODPBiTB+wd7i+XPZWY4kXy7tH9w3zj88cHe13bVtTEFNTEjSOlyWzv0W7ydSs4PliWZc6zs5O0tXfr3qMH989d3G7OzVZ33o90crJ4dDw/Iuu67WfKqLf2Xn94/StuJzVst+2zISu1qSKaiq5Ocum5wfHR1dLfC7rNwh6lJQwnJzg6Omt5XBzVugN/Om6/WLi5dvN62f8GED1tTS48J9Pzq1u3yA4HWsQpa+4jqF8P3dhEtPHMeazLwd1ry7JH+f5wcEe0SuxCTeWwb5FWi/WwHrlfd9PLNDa3rt892b8XeHc+f2uxOjpeD+N84EEm518cj0/evvaNc9O/kNo63H2rtdVyOZYhtqGR6RbC1t7tveX1D9p8nMJasZg/rFtxe/bUyzY7d+/Ozevvv7Yd5jQe7O8dtEgxzCA7ix577361rHdT0OxRqBuO7kt+QGQb00vZNIIQyT/P5vJP2aYdHSAMEMzYiisckdBAowCBstcJHojNG1qzraOP0fut1lx7JiNrHa0ynFTZ2RK78ybK04mdzHQTZxRCDByDIHohOWadJ1p2WAZdCvK0a1UryJ3NAHYhD2TxRJVjxxJqHoU0ckmhTGKOWNN4pOtHtt5Hv5/7XfLVtJFpFDFothQbZ2evbCOTmqLdeSqd/RBoD3XgZuIayArVk/1bb0cfuCpZYA4EI5SNlaDXvpUyDTqhnoZDnT/C6ljqMuiadQ1be11vSSLNyAPBWWJG3NiqiFvwQlAjrhwKh8ZGIDDFWAPDal0uF7tleRz60kqj5Ecn++LDMN8PGBo/1uObengnlRURjaaC0Zd7zXpf1o8C517HBBQdlutD7ZfBVWIwBsjFXYyqsIEJwh7byx8OZ549Xfn/la6UD3QGFEhrUiFyR85BC4LIVMu6loXzMqTJlLo18ZYvnbGSKLEwVOlCpS7SkWPhLfcaU5m026zVs1QoQkaQAPF1XrG4NJ3XNby6xhB2IqNW9KO2kRtGtrIEJ0pdIKW4NmKRmfSu7pJWHA3cxRjdl4Ou044ps+eOcopSQyxmDQKPA7mNojk0g45SayueCkS6GJXdKOdxcRBCw0mFVEmq1oFrGyUYWT5RHdgwiVuL3XupvqOyFcJ0aFtFLapNCEx9YHCz03s7iDlTsGidW6mOhiWx9yiZyxCnTY6hFiVlCRQI0p5Vr50eAMYKgZhVJR25mMSWm9IPhmqJ2t6QZOnUZwpxmojdSsOcySuLILHFgdg9I8YaG0WelP3Vjc+Z5S6c8THGguo9xTZTMFppRvSx5azwNRomj6g7yXPti3rjkiRkYKg1UDMCZjUwC6kxFQgzBwogrRKGPHQ8ughZdlhPljtKBq5p5dNaOTBCmOYuWK2J521t1u4SplA1q1V5JOq2z9jyiJtJoi6rsq8btwknErDHnHks6glelo13YoFi5zKqxdqfnaf9IE1n7HVcwryR2E65KFmpYOu42CRnw0jNdLIctIk1uvHYQ1PquiEvyKqAQVIHn5C4qcCHWqVrG1Qp6oWL2aQNKVZ45RS5WCgZOc+iwb0vwTxE9q1EqP26JIkco4SI4uqPx/pP+UHFINXYjZkDwxOLGkFp48FMxAB8E+QTiKuLRFczUzMPUQLDx3U/KhN1TRzzMqSBMHFlU2FRCcXdYE1e537tTcc5D+x1NpmN9U+OADo97iP/I6MGMqLyeE7PAQ/kIRiQV09ucR0eHl87OdJvpSbM54dn00FAE3jC9ti+w7SY651b7+fRJkFnbWuVlgcPVt+6f+AOa1786I/K9s7e61/3cT6ujhMR9Q933z/e47fqogzN8VZYTduu1PHBO78pEnpdWACbbxVPsZu/s7/O+120YgcdGl+uHlx5E97IYLMWqMe7736VmivbO92q31/ZZBYuGKVMPvA8pTmnhY3HFHIpJL7TuZAt7t787CxeWL/n0XLBiDJZjzWtrQ1hfXB3//BoyyXoSNz7cPP+9Rt24xtTVavgrtmfVx/O7ITt1Ozs37t1Um+f766sy5rbA+oCUDrLPiy2HetbX7mzm3KkAk5LvcRB2napS6W2yXsP3vkdmj59XKG0mvhympy8XeWTvRtfsxqN2lWiM36UeE3Qkk9u3fzatPbnSYoX4hFUyIRsBlKiHvhu2xU2Q770OCIIgIcgrmZWq45s6mQxTdLozhxCKGrkUupoEULCzupR0biLwoxcXIzcYOxMDgICoxKKuVaHV3GPtNY1CSgFBLiq1YrKDOkc1agQlBDEInuYpm0dinmdpUSmWkcz5chqZm6BhIlZOHFLMMu9lh6UYuqyUQiN5nXDAbBMulrfKTc/Z2Xp8dz5539CQkNSob0Et5HhHQEkRuSO4EaS+1kKzj6Mw2guHFLTuTEplFQAYW+Do+9hRdiZpYLVGRLNqhNARq5GpmxONnWMNagl0SKcA7kgkkT2WrlzFqvLpqtjXYXQSWT3kW3TZcTTtlX2qn1WFXcBRUmkLp63Aqk6aqwuyrppZCcHYP7Y8PR0zzgV5YB5QzCmzARAyU3MwaiqIUSODTy3PrbwPlkug3OjTtU8SsyFRWZuNdcjbkrhMMrZbCtluFPkBGGwZR25idVr9UUSCJJV0Vo5BHM0W1NVNTMRgKKJVEcxY3GHKqIEKg51cqKsrJZ8MiM0rqUhF9CQ1SU4iajCQMxia5LKDAGCOdfRyCqoOkITxarTaGaGwFFAgE+WpaQYk46JLDSx5EUbPYIqc2ZYWSbOYw3sKVoFdEFkXIRGuLkn8Vp8M8kthBbMSFxNzVikdeLqxh4qEbRvSIlZlR0hoEC1CbGoofQz9upejbK05mQiUcRgFQ1icqhRI0qiPaM4EXMw9nW1RgLV+TZrQbPOKcQprHREVdVFYKvITTA1Uy8e2cgLbCSukQDmWkYgB8bEYboOAlJjADbIxuFVyGs2qFntYiNVzbKbOLeZi7KNNgnUsnRCCN5qrp4WSHVdQ6zzKXXqWq1yI84WzbyvBa1RQ1YDxm0a4JKrVHMWQYgWAOoDKkutEHO4dkSBiAtFciKDUyJxdy+lkHNAcmiuShDhhpPYOE5CcDM1QBowxIaWHKbCpLm0sUPNIdfAZC61uqE0BNg4A6Pk4nCKnvtk3jAhEdy0WmJTKHQQGglE0UEGq9qXwAEcTn2ufqAhir6JY3GpxYQCOZMHciZrN3KKnQAmLcUqiJxhcCdH9QoTktDIZrovShi8JQRQgAgoPR58Q41dG9S95ijJHGPpQeGf00zzuIthY+rjcK7klZU2F3aGOWDsGrRyXURZETmP43ZnmafCnIelRFJTJUACiUgZdrpWe50vSwjTDv2snAAVNCNflmNVVIkhxTPBUYdhJ/Rcj2IMWcQt1JU3UiI/cKImFCINUYAoln3tAU7cIvZceUqSdUSU2mBFJGQXumOmQ5svzgsmfqH3Z9WqJ6SJwA6yn4TAUSbj6IGSKYJg2i5N512QSBLU8nItmro00dJHyYEd5qCcpKodbUmIvh/CQMLqzbhqBBe6eOnCKx+7sNw9vne9Xxyz8IsvfiJu3R+ufqOMi0TtVLCdlkNdV/EKTNrkOQ7aGE+EuhBL8pH6D1rqIKRWfRT3roURnUShakimEthUYTRNRrYXUDNI0ZAboI6NZaHb95Lf6AjkBqqPY6ScvW50OptEZ3HyZJl8xgYr8Fo5pMACc1BSwMFABpycROPjFzvwY1e+zSkMgZmImBxwNdSICVypqm6K6JIMAgcQyEDgzcSqQ0VrIACwog4jChyCmQHCzCB2sDq8ErwyKESAUG2Ai1eiTVwewQWrk93Do4fHaXtri84/A3JAPD/czetlg4pN3o4ZyDa99hxiUTcXCjMBmdNgTE7EDjBD4aCiEOGQHFrczUiEoJnhcCiCEcE5mIOqO5MiEJyrorpL9GhFnFDJVXWSmn61EKaqNCqJ7MTEy6oMKWMxZue2JHJwtuxaA5ObubvAIFCvVCszGaBMcDAcqE6n7gB/9gu7+7+crXn13754evdPOeWUH2hGmk5sQVrW288Pz3zaJIllA/tjj0BTjuQWvCidtmN+H1B1CY0piGPqJim2RWu/XqpmIRU2RyHo930i7bCe/eGPfxxPXoIwrn9w49p7UQxaaeMkQv7t1h2j77rvVlwfx9GDHaSIKk0723nyox/DhYtYVXQzHM311ld3d3er5hhjzn3bJauPGzkAsP9R8dJOTU7/P+N47CLE7vhjQaXmZETEASSj+vb2zt2dFz/83MdmO8+hZwwPbr/xGzXfC1iIg7UjT0AFj6DRvPtzc3/OfeJvtM9/+vQ5+Ve6Un7KKaeccsopAFII5iZBqpbV4nhJHEIwU4aBzLHxi8D3vaAXKD+6f0N2b+axXy8XDLOiwhvRtglI31z2ezjfd8jmy+ZwgcjEdf/+7XG9Onv+YnGOzfTg4Dgu7rp7CAEwIlJVuH/7cmQEPj3z+v7K8v9HggMRmRrH6HhsGnn+qafOP//TCB3GHhjywZuL1a2tSUZVWHzsekQVj90fTznlVJSfcsopp5zy50wxmeZaQ4wxRGYqVtUqEREZb9ot3PH9n6nFbELz4wfuHhhtjOwGh5t+pyAWAPZd5x/aHzm7b8YZVYKePzMd8/rRvRsxNkPWlFoiCoEBNzMRhrm7E/1h9/YfFsgJOJXn3+/njUAOMG2kea1KTCEIzmzDpliPoNH7O/fufoPpyJXEmZzJ/3AU2jbGMaeccirKTznllFNO+XOFeU0punvV0Q1BeKNQmR5LoD+j6+b+ODA3beNVra6qGTtE5LFew+NZ18fa+LsUfN+u6dPjz7nmwd0jcROC2TALZHXBAnevNRNRCGJqzPydfaenbSt/Bk/aHzuCMDNmZmazzEzsgtUKOwYbsLh399rvrZcPzu80tR/JA8CAg8z4NDX5lFNRfsopp5xyyp9TmJlg6kbkEmUTGs7EBDI1AjGJ+/dfpnbRVXMdRmYRJndnZvimfYX/mDim7z5wx0EEBswJ5E4wuAYmQN2KELmRu29ssCUIE8x08xLyx0T5qe77fvIn76aTk5uChc1MRJi41Lx39YPFe7/kPlZdBMx3mqmtnG1GYHICr510c2oDb0//QqecivJTTjnllFP+3GkmZ4cJs5G5KQByB8yd3YnBRAJzl+9zybyWmlKqtcJdDVECnHwTY+mPf7LHSvt70H+Px0Pp298lhKBa3F2YAXdHCKG4biS4AUQcYlTVU0X+Z4zjcbGcAGdmg9c8SohELkLDsGJa1JKnbYJqqFNUgRGxgXvnlZPBE7yFJ9B4ekNP+f+7KCc6XU1OOeWUH3CN+Mc4vRv/grSSs8PIyckfbyXOAIeNU7YR6Ps/6incaMUm55II+rjrhL5TGH9vvcPfdvbwb3+YqhtYsCm2O7NA/U9ul6eK/F/MU7bBCOy86doPIQAwMwKBKFKOyf9v9t47zK7qvBd+31V2OXX6aIQaKkiAhCTTi+miGUy3CdgQ+7omX3KduOS65PKROLbj3C92ku+LnRvb1ySQEFxjJ9jYgGkC0UwRqqgNo9Fo+sxpu6213u+Pdc7RaCSwpMggwf4959FzdGafvfdZ+13v+q23oo6QBBiGxhb8iQAMYGLLLwE5QH5KylMcBaT8zSrFmCJFihSHb/WmVJu9wfsgWwQd0MCeaoCs8SfW+Pewg++Hsu3J6TRTPjvQq+PeLTMJ7Q9hzR+q65uOBAAaP3Y/oTlpIMtvFXsXmrTjT0jEidWrYRIhKUDekAQDgEAMSABJIJmOYYqjgJSnSJEixVuBl9tmKSkvfxN4+bQPYV+KfPges2jwZjOFQ1uDeTNwhabsEA7gZ6DBxunIdmDd64ewvQzx9U0I7oeON/cGqQy+EcJHBAgAqLOAMaAGVMAiIAPEiNmGQQJAAMm0BWaKlJSnSJEiRYq3Jl6j4CCCtWgSwG+z6SBSkz1bCt6Mk2EA+hAM1abJv/dl5HWezV7DAI51Gp6ax98MXg4ARC4gAwgBYmAJkAFgNpKKQAIJAIZggFQ6YilSUp4iRYoUbzBSQ+UbAD0lWGUqi7WcVjXeH2YLJUKDWhESAoI1lVPjHogRAgLSQbTVNIA0LSp9DzGn+t9IN37K9B5BVGfkUxNMU7vsGzfZCe3GDAltekOzDg9HsvkGCtAATwPKUxwNpDz19qZIkeKox9SY4FSlvQELB9NIBMT2x7xtU08CpEbW3WEDg8TayBHA7LUrsGQZERiQYQdDyqmRKtoo30KAhGRPSAjAyCDZ3UDz0lO2Ijh1K2hSUv5bkbdm9XnaW9IAjCg33jtgWD0fgBigIVAIGpgCIAbGkJ+OZIqUlKdIkSJFircaTSI0CNMSH6esJr+l8BU0CMYaxNkeXl43X2OdXx8cJybAacEndeaHxlJzJMLU/XIEMPLpe7/604psQieBBHAAGBCijWxCAFSAmtkt1VvpGaby+FsGvlnkeHLzmnT0UxwhSHg6BikOSXI0ajKemyXC1vYZWjMhpNL1IseA2i7hhCYtwpAiRYqjHY4rhJtPx+EtSMpBT6SjnyJFiqMbdXMtAwOALiCHxIAUTf3aMNwaoHTnlyJFiqOdM0Kai/gWJeWUpKOf4kiBSYcgxaFJTg0QgUsARoqQO7aKcUO/mj2yRWm8b4oUKY5uEBCylJT/FvGmDe5PfvFEOvopjhBInY5BikMB55ExmoiKxZbFS5YwDKEeVVpn5bDnXSpkKVKkOMopo3Dz+Vw6Dm9BUn73v/4wHf0URwgwTV5JcUhwuFFKGZ3Mnz+vfcYxSkWMTW2KvqdBI0/LFadIkeIoh58tpKT8rUnKJUt7HqQ4UmDSyIIUhwStBXKBKKSTUdowxhCJQIOty0FgsFl1Ot35pUiR4uhGqsXesqScUxrGm+KIUTSppklxSGDcJ62NUcgFGZKeTKKqEAygHrrCCACs8Tzd+aVIkeLoBqYtZN+qpJylO64UR5CiSZHikLZzBgEQEY1SXDCjYs4RmhYHy8hBAzGDqZSlSJHiKNd4aVWEtyopNykRSnHEgKU7xBSHukQRkG3ByIgQDCChXbds10kyAIwwXclSpEhx1CPlbW9ZUq4wbaWR4oiZBillSnFopJwZBALQzeaLzNhET7JtiwmN7fueZhOnSJHi6Fd5qR57i5JySp25KY4cPZMKY4pDA2okAiTLuZEYAgAZQALCehduhDQ/KkWKFG8NlZcOwVuTlGOa6JniiIFJ9UyKQ12gDJo65yYEYMYWQbQfABKCDY/CNBYzRYoUKVIcmaScQ1q1N8WRAp2S8hSHyMqxwb+BkBEBTukPSwCUFl1JkSLFW0jlpUPw1iTlaX+7FKmeSfFWUKFI+3ha2FS5MggATKTNg1KkSJEixZFJyjUceKKn2c9qN/29xQEGbh44BTvskaCHdkJ2YAPy+j86AQIA3vgKARCABqT6gBACsAOvQ3LAIR+4z4D/V/34jBiAhqkVLYhN+Wn2EmbKHVL9hVOfAzaPP8DaGEh4wFVazSE9XNpHSOrBykDsN8hVI4/QpKbZNxAcJFHCjUYwCApQ0V6PFRGIEwCoN9hkTtOmIL2e4NrZwA5YZg9/DsabGHKfbsjfSLHEvZXW6ynbA9Oz7NBPOE2M6QBmyiGK2IFd+uhIBU8T1t+qpPxwcNNDVu1HnVSZvenmIRNcNuU82BiHPYx8yoeHd72l344w0F4/YT9jwhr/tb8L96EqU495s36LeR2GfRDMwqr5tPRein2nBB3AwfSmpjunzPhtIpYHrNgOUBoPI0Wsz4I3SfzToiYpjjpSfiB2JnP4TnUIlPfwXvoA78Qc6LWmKjliDfbGAMyePxEzmN1maAwAACAASURBVPz2f8trfd0c8FgwQF3XZrZ/ObI95APtqWjKhUzj32ma8OB+AuGBq+zDLTn4xjyUFClSpEh3s+m2NEVKyg+aZ9ChSrI58n7Lod7kNEPBXuYFs/8r2kAIYoAAoBtfYQ1L+WFH07p8ePki7ruj2GcA+T68/FDUIDbKdxKZtLZdihQpUqRIkeJtSspf241FALQXFTv81sTDTd8PnNHhIR2G05zQ7DdsZHBKvAoB4MGE2x80gd97kzA9kqRxutcPwCBW/9H0GveKxgaUA05zCLLpZ576A/D1HxpNGS98YyWHHbAc4BGw50zx5uM3BrCmSJHiddQ9vknTZ7qFDVL7eUrKj8olyEzh5Yfdd3/kBAOYA7ql12fkB/QzD/tPbqYqYuOHIADu/eAOx2OazuZpP4Qem/3PD/juiZr/IiAeaNOrQ974pfEnKQ4DEX+9rfprEJE3kbu/iZdO89belNE+XE/8kE944Mfj4U63ONBweXizMz1SvBlgR8U0ZoBgCIkYENhCB6TBaKMUAwTSDAGBwABHTrr+BgwwYKSJAWPAjDL2EzCIxJAYaWDA7b9I9c/tue0BSIiERhkGDAkbX4fme3tA80L2os3D7HXt8faljUJr5q03+SNEMGRLoFCj2DEAEBhCAo5oVMLAABFD1EoxMEiGI4IhZg23BGjz/IgZQwCMCBlKICSDQIwzaTRopUhrlcSScyTSKmGISGCUJq0F4zYSmwgROdXzPpn9b/ON1sSYsH9CRK01Y8wYY6mqMabJX7XWRMQYAwAwBoyRghmtGACSQSIwxJCMVgyBjBYcEYiMQgIwRFpxBJ1EhVxmxUnLPEcyQNLGPmsiO6ZARETEWP3qxhh7I4BEpMnUBcO+gIx9WEDGfkJG1//akDEGKBgnbUfYIBFH0EncUsgfv/i4fC7HmLBDYd8YAwCMc2nf23FD5PZzxoR93xxPO5JT3yAKIqYUIQpEYQwBYPMq9T+BQEQ7sHEcGaMZAztMRKY54IiYZgu9jSx6drtoDEcGAIjIGGOM8cZLNF6MMcG40aY+H62isftMRCudWmsrslJKz/MymUw2m81ms5lMxvM8KaWdYkRkJzsiTpv4r3WH0/U5oj3JXkrDUEOVARCQMQhWR9q2qGiniv3EHkyGjDZ1DxFR80ggsj+P2RLyREDAEO23tNKOdDK+3/hWKkeHdbHeE+lHVlrsh81H1/zX6lv7mJpyMu1NU06aZ5sqUfZD+4aI6k11zWuSWMK9Xs0btieZcodkxWkqODKjtJ0+U3/FgbPwaZduLo523tVPSPu5NANEOrjLpTiqcRRYypVSnHNEcBwZRkFzMVBaOY7DGUZR5Lq+1koIBwA5F0opIRiA0dpI6QBAHMdEwBi31M113TiOOedNWiml1FprrTnndnHSWlt94nmOUspO3SRRrusaY7RW2AiQYIzHcSylrNWCtra2arUKgFI6QojBwcFiscg5j6LI8zyXO2EYEhEyZuceILpSJkkCAEIIpRQSs6zLGM25BCRkCFopleRy2YmJkuu6YRhLKZMkcRxPaZUo5bouEWX9bBjGnLEgCFzXdRyZJElQqxUKhc6u7nnzFuzs27Vu3bpCocVx/TCsMQae7yaxqtVqjuM1rcuu6wZBYIfCjokdc8dx4jiuMwAwjuBaJaQ1F1xpnfG8crnsOA5D5IITUVCt+L6rjPZ9f3R0tFAoIFJQC33fV7Hi3PE8qTUxBkFQdV1XCJEkCeeIDHtmzrj44ovPPPMUzuEzn7k9CEYRued5lUolk8nUalXXdYTktVqt4HlBEDEmhBAAplqNuAApmed74+PjuVzOGAjDUEophCAix3FKpZKU0nG4FQOlDCJKKaMoAjCe51WrVc/ziAwyVijmP/u5/zGjO//cc+u+8pWvt7a2hmGolGpvbw+CQGsdxzFjzHXdJEmUUlJKx3GiKCIirbXrulaG7b9WHVuBSZJEa+15nhXOMAztc4yiSEpJREJwx5FBEDiOCMPaokWL5s6dWy6Xnn7macdxOOdJrIQQAGRFGoGnHs+3i+5mEhEJqbW11c4dRESznwJDmlSlVhsbG2sqT+SMNBER51xrgwgthUK+2Fqn9Zw3+Uf9eMQ4jkulUqVSiaIIGEkpmxvF13cfTSVkU7lUk9xb2sUQaQ81AdbYYSKgMcYqagBgTGitGGJba7vjOEqpsbExrP9YJCIyyDkHMGQIGlsIMsQQOWOdM2YUi8WxsbGgFjBkKdc5fHScI2KSJMYYzrnn+blcjjXQfO4qDJIkCaIoSRIhhNWEyNm+soTEOGN25RVCeL7nOI79ij1Ya62UioKqUipWyi6gnPMkSZjgB3HngByZMYaMcV03m8mwKfJsGiSkVCo195OHZfeilGKAkgtjDGMsXygItpeR1F66XC43iXuKlJQfEfAdN0mSQjH34Q9/yPM8zuv75l27dv3qV4+sXbs2ny/4royRtFJRHOfzeUYmCQPHcYyhJAyEEFnPjaKIVOI6DpGIw4gzBtpwQFc6Sqk4CKWUUjp2qgNjgvMwrPm+n4SB1QvWXBQEgZRSIIDRQMQYQzLFXDaKIlfw8sS467pJEke1JJfLtbcUOedBELhSqijUApWKHcdBrPN7pVQY1qSUUsowDO205xzBmLPOOP388893XUlEBJqItmzZ0ruj76mnnnJ8jwg4YhzHnuc1eZ5FLpfzPA8R7a1mMpnR0dFVF5913bVXPf30y+vWvohGh2Hg+Y7WKg5CIURLIUcGk0SjkHEcN1Vk07RmlYhd1K1yNCa2GkpKaVVntVrN5XJRFFkl4jjOSSeddP3117gOD4Igm81OTpS3bdv28MMPj46OZzwviqI41L6f4Ry5K8lQokI7JoVC9v/6+Md6elpqNXrx12vDakVybowJaxVXyCCoZjJenMQceT6fn5gc99wMgEmSCMA4rly+fNnlV6zavH7bvffeq+IoiuILL7zw/PPPV0rdddddmzdv7uzsDIIgDiNEBAOO4Iiokijru+VyWXKez2YAIIoSY5SXy/qOZAAMuZTSrgqFQmFiYgIRhRB2rxKGoeM4dqySJGmuRvYTuytQSjXVut0Kem4mjGpCiDiOLbG2mwc7+GEYCiF834/jmuu6CxYsuO2267ds6X3+heek5GEYZzKZJFZKJYjcGJPNZKO4muq1twPsLLNz3/M8xnCv3OYp4Fw6cdw0Sze5hTFGKSU4z/p+R0cH8j29I5pmziZc183n81bga2G1uVe3gvo67Hban5qkqknKAcBuVu117SWaFtDmJqFxz2SZWaFQkFLGcTw5Odk0o9pjrJ3FntDepOU9LS0txWIxCIJarTbN2J/ivwpDBIQErnQymUw+n7drECJaT6aVAuU6RJQkSbVaLVerSinGGNa9HXv8JwDAkCVJYtcv3/etVuScT7WdK6Uol4miqFqthmGojUFEzvmBR30YYxjWd31CiGw229bayvYWCQNQrVar1SrpurS/lmvo4AZMaS6lNf+5rtvS0uKIvfiYdZ2Xy2WAPd1EUqSk/EixlBOZE0+cj7gnGXHhwlkrV6781re+9eKLa+M4mpiYzGazfsatBRUiEkIoHUspDUGchErHROS6bhBWOZOcM85ZGIac8/HxUTvhkyQKQ21NnkqpIAgzWS+KAmNMPp+PoqhSLdkVwpACBMZYEIS+7xOZsfERKaXv+8aYIKg6jlPI5CYmJorFYhyHyMiQIjCMuO+6WutEKaWU5Jy0znherVYzSiVxXCwWrfVUa9XR0bFkyWwA0AYAgDNYuGA2ALS0Fn70w393HA8A0DA0JJAlYSSFMIlyBa+V6/cpGSZRVUrJQGmdMAYjI4OZjA9okFGSxEkScc7DsJYkiRBSJQQJKaXQSIdzhqBUYldfMsZxHK21ZBgHtRhASLRLHRfCdZ04jomoUpq07u8wDKvlku86ixfNCiPyXASAeEb3smULlyw57mtf+5skSRxHxLFJkjhJEruDsoNpjHJdd7I0/vjqR1evXr17924p3EwmV62GrutxzrSBOKwppZjjBGHgcMEBGTKllTZKa+VKvnjB/KiauK5MkmTp0hOvuebqzs7Mv/zLT3bs2NHV1bl79+5cLuc4wph6QZVarZbL5SYnJwqFQqk0yRgLw1oul0Nk4+Pj373zO4sWLVr38qZiLluenHAcJwkDyRAAGBlSxhXcGKOikIiQc8GYZQxoTBzEnuchZyqO7KJijHYdJwxDYgwFMQKBLFGaECRDRkYKHsVBEMSZTEbrJKyFjDEpBEcwCiRnKooZAQeKalUpXem6UZgU8/nh4eFMPpPqtbcDLE/dw2UNNs3J0zPVjKlHntikCIZGayklKNBau36mtbWVO46J9VQTOzbM2MYYYzTn3Pc8TzqmaAZGdlcqlWkm8Neyke/HQNiIebMKxBjjSidRChGRwIbVRVEkhCBjtGnwbG0IgDEBBGCIIyNtbOCZMWS0tocRURLFiA0/QKLsKBlDSDA+OjY6OsoYI22IgCMzaQjL4YAVA9/3c7lcNpt1XEcr3Yis22MCl64LRI7vZ7NZNTBQKpet59nsHbhigJg2kvGu9o5cLgfWK4312CQyBgEEMiEd8F0/k/F9v1qtViqVMI6t03v67b1uax47cTKZjLXuTysRgADNXeLUPe1/cbisfcd6VovFonQcUHo/TYVSpKT8CJzuDEkwwRkAQKWSvPji81rrk05a3tKS+Z2bbtq4YQNDfubpp09MTPT393e2t7e2tvb19SVJAsbMmjmzvb2dMbZz586BgYFcLkdElUpFSlnIZxcuXLh79+6RkZHu7i7P85Ik6evrm9HdYcMo+/r6fNdta2sbGhqKgqClpaW9vb1YLG7bti2KojmzZ3uet3PnTq31wvnzral4YGDg+MWLHcfp7e3NZ7O1SoVzvvTEE0ul0s6dO43RxuhcLjdz5kwhxLZt2+KYiEx3d1dXV1cQBH19fcYYzhkSB9IIYAzs2jnQt/PVefPm9fR0M4RLLl71zFNPMybbWtvLlaCvry+Xz0RR1NHR7vt+EATj42N26z9r1qw5c+b09vb29/dzhsZALuurJHKlA8YAwuLjFra0tIyPj/f3D5QmKy0tbT3HzLARFJs2bVKaOrs6C4UCAPT29iKarO91d3dzzl3XrVQqQoj+/v5arWbX2uOPP94YUyqVRkZGrDPddV2tgbTZPTCZJElXVxdKPG7RvOuuvfqee+6pBdGsWbMKhUIURX19fTNnzOacDQ4OcobVSulHP/i+67qzZvYgmWo1DIOq57ie646Njc+c3dXT09PX1zc+Pn7c4oWcybGxyeGhUc654/pRFAIAY6BVPDkxNm/evFtuvqmrM/Nq78D9P/uZ5zhIcMbpp5bL5b6+3kwm09nZObh7FFxXJ8k7zz4nCIJdAztLpdKypacEQW1wcHcYhsODQ6WJyfHxiTgJ8oVMGIZCyO7uGe3t7f39/YODg9ZamS/kZ8yYsXv37snJybgWtLe3t7a2GmO2bNni+77reXPnzrWBTFEUIWJ/f7/RQKR93503b47dOm7fvr1aC+fNm9fR0WbdLFu3biXCarWSy+WEgEQlSsfHzprb09MzPDQ6PDwchgmRqVarhUJBpe3c3040yPJmDtiMKd/fkm6sfdpmOjdNkojoOW4+n3ccx0QxMrGHSdf/BSDYc1qqR663tbXVw/B+Ey+ferf24EwmY7f3ltzUXXxhBAA27ssylTiOC4WCMaZWq1m/k3VJSelGURTHsTHGcSQRT5LE+uscx7HOqGq1ms/n7D3bgDrXdQFgdHTU8zzf94UQ1Wq1GayY4jBsEQl83y8UCplMhjFGytSbQ++RDUJEQFBJgohcyva2tkSpKIoYYza634oEERGC1rqzszNXyAOBVspusZr+k6bw6DhGRNf3Xc9zHGdoeNh6dA9qHhGR53mFQsF1XTJmr8IEADTFcbTHkP9ftpfbgEZELBaL2WyWjGkmOUy9dIqUlB9xcBxRq9U8z4kicBwYHR3+9re/XamWb731tivfdWlXV2s+nz/uuON+93dvGxnZfddd/3rLLbfMnNn16U9/FtH/8Ic/vGTJsQCgFBgDd975T6tXrwYAPyNXrlx53XXXdXe3I8K//dsPFy1adMopyx5/fM3f/M3/e9W7Lz/jjJVxDN/61rcvuOCCarX61a9+taen54YbbjjllFOkZDt29N1///2///sfimP47nfvHBwc/NznP4EI27fvWrNmzdVXX5nJOLt2jd599929vb0f+tCHTjrpeMZg3bot3/r2ncPDw6effvp733udUvDlL3+lt7e3XC5fccUV11xzycRE/MUvfnF8fFxrjWiUii25fPa5Z+6665/nzZv7F3/xZd+T+XxWKXXVVZeeeeY7x8ZLf/ZnfzY5Ock5u/rqy88665R167Z95StfAYB3XXn5Te+91lrZ16x5dvfAqwigVOy6Moxq3d3d11zz7tNPPwURjYG+vp333vv9rVt2/NEn/jCfl/39o1/60pfK5fK7r3rXueeeagz8wz9899FHHz3v3Cve974bdu0a6+3tPfOslWEI//iP31q7dm2tVrvoootuueUmxuCee37w4IMPImIch0Sac9i0acPXvvY1mz120UUXvetdl61adf5zzz2zYcOGs88+85JLLtm+fftTTz11w/U3l8vlO/7s9vaOro9+9EOzZ8+WEgCgXA7/z//57vPPv8QFDg8P33jjjZddfmEu55VKtbvvvvvqq6895piO//jpr37wgx8CaZ0YlUQqThCAMcjns1deecW8eTMA4P5fPMg4AJq582Z/5jN/0Nc3cM89//aRj3wkk8l89n/cPjQ09LGPfeyss5cHASDCPff821lnnTF//py/+Isvb9269eabb1q6dMmjjz55553/NDkx8o53vOPmm2/u6upyHFAKnn762R/96EebN2++7LLLPvKRD65Z8+w3v/m/pZTXX3fNOeecOjkZ3n777ZOTk7NnzfzUJ/9wcHA3525PTysi/O3f/uPjjz2Zz+c/+IHbVq5cBAA/v/+RnX073vue3zn99NM7OvLGgFJ0//0//+lPfgGGatUyAnBkH7jt1ne+852Fgg8Amzf3ff1rfwceC4NYJ+otUFEpxYHA8lpoROvW+SXRvus5NiJGmjTCxogLxguFgrVT7M2fgBpH7pd524iCIAgOav9grztjxgxLnZu0plKpDFd3Z3y/UChks1nOeRzH+WzW0rvBwUGdJBnP830/n88zJo3WExMTpDQ4UjAO2ngNA610HJUktUw2k/Us6Qlrtazvt7W1AQAY09ra6vq+UarkOLVarVqtgkh5+eFgEpy3FIuZXA4YUKKJiHE+vU0lIiklGFdGqzh2Pa9QKAwPDxMRAgDbw8gZY/lcJl/IgzZKKSEEIOp6dhlCw5httEYAY3OUpcxms9lardSI99hDbfE1jeU20dl13Ww26/s+IipDgvO6u6mxM53Kvw8hD2HfS9syCUSUy+VaWloY5ypJmjHlzUunpbjejvvbo2DtiRNPOpJzVwADcKVoaykeM6PHdxyjDKnEFbxWrngSZnR1fPZP/qi9NVuenJSc/tsH3rfkuGPHRkafffqZDeteQorff8t7TliyUCfhheef+9EPf6Cnu21wYGDti2tXXXTeshMXI4EjuCt5xpNGkefAB3/3fQuOnVWrTMzoavvMpz5x7jmn+S5u3rheJ9UPffBW0uRKYKAEM2AIDMyZNeOC887esnmDUXrmjPY/+P2PfvHP/rSY9zasW2cULT1h4ac++Qcd7a1axa4Dvge2wkshn+UMgMB1uFYxguEMQBvJuM0oXzDv2MtWrbr04lWeFNVy8KsHH6iWJ9FQzmdGKQTjCI5EnKFWAKSB1PFLFl7z7suNoa1bNj/37LNzZnVf8+4rbb2asFpdsWzpn37uM+88+9TBgV0vvfDr8uTEgnmzPv3Hfzh/3tznnltjiGbNap+/YI7S4dx5PcYAIpxx5ilCQveMNkR44slHf/zj742OlH0PVixfGoVhLpu9ZNVFUoDRZsP69WSMrf+gkgQJwBgGQFqXJia+f++9mzZs5AgXX3hhHIYqjrO+WDh/7gdue5/kFFSrjOBjH/ngwvmzJ8ZGnl7z9PqXN+Qy7gdve9/smT1JGH38ox99zw1X5PPe9h29W7duft/7b+np6SACIVljmdeccxv9n/W9P/rvf3jRBe9MIvXTf7/v6SefEAgqCrOeiwZmdHV+8o/+u+fwsZFh0uqm99x49pnLyxPRxnUvblq/9tp3X3XsnFkcgQFwxIzngQEhIIxqt956yx9/8hM9PZ3l8tjzz7+gjT7zrFM+/elPnHPOmS+99HwYBvMXzMvl3FzOXbJkAWPQ2uotX35CEJSWLVuCjDZv3vTT//iR1sYQXH3Nu7q6OtraWk44cT4g7Owfue++n65adf4V77q4rS338roNzz73dKk8dvkVl1x62SohmSVec+bMXrDg2Oeee+bllzcCwIIFs6+88vJSqQRoGEvV+NsFzXRMmJL7sV8LWz3KZQoztnZHG2NdNzo2onWbxyBj1vZeD/627zkDhkqp1tbWaRuDA7ztUqlULpdHR0crlYr9YrVaFUK0tLQUikUbv5skSTabFVICQBzHQojW1tZ8Ps+FqFWrQRC0trYKIUgZlSRSykKhUGxtEY4Mw8B6oix7a/J+m77a1taWJEmlVALGWlpaWlpaUkv54UI+n8/kskRGx8pKzn4axzcKIwgh7aPPZTLt7e1TxdIKtuu6HZ2dDNAAcSkMkCHTTBhtRm3ZCwkpkUBFESK2FIs2see1yDHtQ8oR0TrAbbA7Y0jG1F+6/qY5NSyTtpT64Hj5/hxHbW1tHR0ddr+BOOW6xpC2qRBp04nUUn5EwhhjTGIrY/X0dP31X38VALQizvG+/3xwYGCwu7uHMQDid/7zvz777LOVSqW7u3vx8SeUq+GXvvK/du3aBQCXXHLJrbfecuW7r9myfevlV14hXaEi+Nu/+ebOV/vb29tvv/32jOsYA0Lwcq3MBGrQQ8PVb3zj7wcGBi5edeExs2cmCrZte/Uv/+qvgyC46aabrrvuqkQBITdIyBEARkcmv/yX/8/g4PCHPvShiy8+28u4GzZt//rX/xpAf/Zzn12yeGF3V9eihYuTWFkTuFIxIhmjrGVKKe06/mg07vu+ZgkK1ASMwfKVy5YuP5Ezpg1t3rr5J//5H2Eco8BYA2MsCmPHFZxzrZUQoJQigksuuczzvPvvf+Tuu+8mg0KIT/zxx5ctO5E7wjBzzQ1XF9vyBPAP3/rW5s2b586de8cdd/ieXH7yCc+s+fW5Z7+TSThuwcLtW7YcM6Nn6yuvHHfcoqXHL+7p6upqb9cxPLvm2YFdQ/927w9/7/duW7r0OAalS1edP2dWpzLwwosb+vrHjPGQEJkAMIiQaCLkhFwZTcBGxsYIodjaLl2fS1cTKAPf+Ltvbt68OY7juXPnHrtg7uh45U8++3mlVJIkN9/yO1ddefm7rr7se9/73tnnnUIMKgF8+S//ZrI8suKkEz/5yU86QhgCZJ4hjkwmcSwcSQCLj19kteG2Hb333Huv67qAQIyIUWKACfHdO/95/fr1ExMTrW0tF6x6Z5iov/+H/+/pp592hbt48eLPfOYzXICNd0+SmHMgbRYeO3/VRRe7AiqV+Ktf+audO3dee+21119/XU9357uvvOrP//zPB/p3L1o0v7OrfcaMGV1dbbsHR7q6Os4979xHHn1k4aKFUuD27TvWPLnm9NNOX7HixLlzZp5/4VmTE5Ouy4HgB9//8cCukZUrTkaAhx958jvf+Y7Wes6ceZesuiyT872Mq0kRwOh46fY7viilNMZ86lOfWrnihJmzu2Jd8WTBGAPGSfXa28OiQsYYLrkBDRKBgIBirRzuGDJ7crU5R4MGmEGGyAg0AqA27fmWFj/HUECiiTEArilGRCal0ToMQ5t5bONGEIgIuJRoy6pKl3G3u62rb1e/5BwYKhW/TsyAzeO0RGR8fFwp5XmetdAPDQ3VarVcJp/JFQhwdHTcZrb5vj9z5kxNRhP6mZzjZQCgFoS7BncRke/7xxxzDHIWxwGTLFvIAlIURa/ufBURfd/v7u7hnGkywIQBZoABwej4ZLlc5pwfmyskWrt+FrkEk6SidHD8kqiZz9AsjNuaz4MxCMCBQCtkCJypJCGiIIosa9daI+NAwAgEk6BBMqe92FYr1yKVGEMchdbaBdnTPkNwQcYwWwFMJUJKZZIGLzeMM2BMJwka5IIjYwKRtHak193e1b9rF2NMGQUIyJghAwCiUSTNEmtHSCIkQy35YiFX1LHmgnNDBsAwAm24FKAMaAOCc+AAjFDbTSkpc1CZlzYiiyNDRNKGAZDBGTO6s/k8GAOakUGqF0qe1t3P2O9OORcaY1ia9Zlayt9Ug5AUQkjpGANK2ULUYAzEsfrxj+//2c9+ViqVfN8HgImJiV/+8peVSiUMQ+uvnJycnJycdBwHEXt7e42h1tbWjo4uK+VBEFarFeHIIAgGBwcJgXO09S7s4Dz00EM7dvQmSZLP5wEAETZu3KiUyufzGzZs0BqEAGNIKaMNKA3lcrlUKnHOh4dGgUBrGB8fj6LIENVqNaVBCIjiIJP1ASBJwKaKCyGSJBYCOOcE2pDNTAKljI0x+/XzL3z729+5/xe/5AyXLVv2qU99qrW1NYqUlMA4CMlqtdrIyAhjmCTAGHCO1su3fv16AOACg7C6ft0GzjCOEtfxujq745iCQI0Mj7YUW3f1DwwPjQBAIZ/r7e0tlwMA6O7unj9/AZF+6KGHrFpZsGBBJpMdG5uo1UIhxMaNG4eGyq2trSccv3TlipPDKGQMHn30UW1zyACs29EaFBhjURRls1khhOtmiOoOdK01IgwPDz3xxBPVahDHqrW1VWvYvr3X1lxjjG3atAkAMplcW1ubI0Wi9NjwZByGkUl3cgAAIABJREFUOd/fvn37+Ph4nBgugLF66YZ6dUtDW7b07dgxAAALFiy47bYPaE2IXCkDwISAkZGJxx9/oq+vP4qSTCYjuIzjeP369a2t7VLKnTt3lstlewNxHDXMgcb3fc/jAGBTEXzfX7dunZUXm+Q0OTlmDHR0dB1//IkAsH79eobQ1dU1c+bM9rYOABgcHIyi6NFHHzUGjIGTT145f8ECY2Bg98TGjRs5567nAsDIyIi1EY6Ojn7zm9/4pzvvCmqRFK7WENQqRoPnZhB4abKiNRiNUrhJrMmkyvptxI2s6W5ycnJgYKC/v7+/v39sbMxGYO8xe+/Phm3rkTPGgKwLH6FRHzmq1YYbGBgYGBoampiYsBWZQGsgsrPb6i5buPM35r01SzsTURAEvu93dnZms9koimyxpqmsvZEMbazvqx6x0CjE3rR/x3FMjaCdZh1re6T94jRHAWNoi0RNrcmYepYOhTTYLgkN+7FNp0Gb8lW3hSMRJXE8PDzc398/NDQ0ODg4MDDwWn4JW6m2WYfHbgUtxbeLPSICr1e1CoIgDMNarRbUaqwhG1MdQfYM02Sy6R1qypgVMADI5XJkM6RtDzpoFIE5fAHdSZLYK1rPEiJ6nuc4DthQ9Xr+daq6UxwllvLEaESqBAETAMBe7d/1ve/9QCV6cHBkaGiYDBZaWwyCBkiSxGp/KWWlUmEMHMcJgsDzPKWU7/uIYFOIOBMA4PgeALiujOPY8aTVKUwKzrkhYIhBELiu06hQDlJCe3u7LW/X3t7OOWgNiMxxHN5wIyOi47h2tnMGlqFyxowxgoPWtgR4LY7BcSCXy4RhjTHmeW4UAZFOkiSTySCSEJIxayaAvr7+Bx98kHPe09Nz0rKlx8ycNWfOHERudY3rusYoxxFCOFJCFEWW6CtF3d2dSsWu60spOzs7icA6dkdHR2fPPsZxRDabHRgY6OjoKBaLSQJhmJRKpd7e3tbWJXNmz1u5slouV5977rn+/l3d3T0rVqxoKbZs2LBhfHxcSjk+Pv7www/f9J6rrr3+unnz5nHhbHplx8svvyyE21wLhRDIwHEcq5WGhoba2toWLVpABBs2bGiundVqYPVyGIa2hntLS0sQRFI6RJTN5IggSZIgiGpBnPEdx3Fc16kFk+2F1mw260gWx5oxFsfKOuG1IoY4NDT02GOPffzjHy8U3PPPP++BBx4YHh5uZq1praxsOI6jEm2lJZ8vVioVL5shpR3HQQC7kHDOtQbOuTXjWcOPrWbV2dlpI3xsucOdOwdOOw2WLVs2f/58peHFF188/7xzfS9z5hlndXZ2AsDkZMnzMmvXrtuxo3/evGOOnTc3m8kwBo888shkadxxhVKJDZj0PAeAEOnkU95BAOvWrQMAziGObVUWbUWRc+C8XllfCJE6PN8+sFQjjuMoisCQnUEt+RbLlaERMruvTc8SKeAcrOwCAYGN3J2cnKxUKlbpKaXCMEyShLRua3OAwBjDpLTtuaSUtojngRSjaEYdZDKZYrGYyWTiOB4bG4uiCPbO3rOGTNi7eIsNmreUWill7Sy4d9VRmNILZtoo2b5a1sTbrPoCv6nCeorXf5rNUpi+70MzgpzVY76r5VKtVku0tj69IAgM7COKCADgOA7VqpaVCiFsLgEoDQwBQDfKVpbL5cnJyWZ6LiJ2dHT4jm/FgzGGjFnmbfd7tpGU7SGFiLZ5Vv1IAms+z2QyrueR1kwgaNvcBxmzffcIDl8Z+3ppIG0IiHGezWSklI0a/gaAIUcwaWJniqOioyei53miUUOXCF94/sUXXnhpfHyCM+k4jlZUq9Xs6uO6vtbkuv7g4HC1GnR1td50082+n+3u7rnssis4x/XrN/a9unNkZERrcF04/fTTPM+59NJVCxfOsvPfka41YRJAkiRaGwDYvGmLlNauefLChccde+yCSy65DBolCrQySQLWaiWEk8SKMRZFAABGg02qTmJFBJwDImmt7FJy6qmnZrNZKeWCBfNc11bwJWNUtVqOoohzSQRag+9lMpncnDnzWlvbiUBKaGvrUCoBgI6O1hUrTkqSJJfLzJ49EwBczylXSq9s2SwEnnvuOYsWLSoUcsuXLzv77HdqDUmigyDq7e3jHMKQVqx4Ry5XuOiiVZlMRkqYmCghl+s2bIo1FNtal5ywdHhsZLJS3bRlK5e4+PgTWtpbX9m2Hbl0vAzn4plnnomiZPFxx3PhAMCvfvUrpRQXXDfKkyVJQgSMwbHHzp09+5hLL131J3/y6ZaWfK0WPfnkasZA6wQAEMlxhI0c3bFjhzEwd+4xl156KRHNmjXnqquuRoStW7aNjY4LLo2Bzg7/xBOOLxYKN1x3fT6TSRIjBWuWKLYNLBBBSvfFF9c+8MBDACAlXHjhxXGsbEdSrYGIXNd3HC+O1djYxPh4mXNx4403ep7nuv4N731PsZg1huwaYE0nhmCyXB0dr1VqurO77drrb8wVWlZdejkw0AT9A4Pjk+VSpWYA3rHy5K7Oboawe2CwXK4JgWeeeTZjrFSKKpUqIlar1ccee8yKQXtHR62WPPXUk9Y5MDIyggiXXLpqztzZjuNceeUVn/zkH9500022xA0AcC6s17hJKYyh+mKTkoy3n9nSir0tToKIjDNLbadaqff5FrecwJJyBLBfiaOoXC7beiZCCCGEbYlVqlRs94a6m5LI8ifP8/ataP5alnJLjjs6OnK5nK1VZTm6LXullGIcPc+zkS2FQqFpXLRABMaY7/vZbLZYLLqua7S2V9daM84dx7GNSIvFYtMk2bw3a9mdGoVv+X0qQgcLK1pT68E7jgNkiIxlugBAZCYmJpQx1iEjhDBATYvGXrIBwKRo+lKsUIHN5pzC4OMoKZfLtVotjCPbjiMIglKptJfsIQIA4zyTyTQ8RXt1AK2rR2NdJSybzXa0thEZxjkgKB0jB0OamnVjDpM6FUJopW19fa01ZzKTzQLWu9ZqrQmNMWmHoBRHiaUckFdrYaGY1QTGEOOSS2l7rgOiAUDOuHBsCdsoVJ7vxZHSOn7owcfedeUlV1yx6sILz0cQvo9bt+76j5/+TMjMPfd877bb3jd37jE33XzDe957balUGhkd7exsR4bVatWRnjUhCSmRIeds46ZN/3nfr84796xszv3s5z6NKAYG+o0BZADAALmQYAiEcLUGZIxx4bhgCLgQRAyRC+kBgNbAGNu0aWO5XMrlChdffN5pp52KDOIoJgJjlA298DzPNqQ3BhiDCy4497TTTs1kPMcRYag2bdqydu26XbuGVl28SjrwwQ++/73vvY6IGZMoZRjjuVz+oQcfOu3U02bP7rnjjs+XSoHrirGxsRkzOgGQMf6Tn/yUMX7KKSve857rrr/+Gs+TRLBx47Ynn1xjiF5au/bqa67IZKSfaX/p5y9w7qxeveacc84pFLJhmLz88npkLFEKEYaGhl9+ef0pJy9XWr28duOzz/6ac26MBoRGs0AigmXLjj/hhC8gMlsVa8eOvjvv/OedO/uz2Zzn+UlCjIkoil3HjbSqVUcf+OWjl1567o033nDDDdchMilh48ZtDz74cBgG3/jGN2+55eau9uLvfey/IYedfTsrlWommwVCYzTn9UVCCKkJGBcAeN99PxsZHbvppuvPPvv0nTv7H3n00SRRjNvWPBEyzoWs1aI7/+nuD3/4/eeee8YZZ5wGBKNjI5UgymVdQNRaR1Fk+wmOT5T/9u/+/v3vv2nOnFmXXX7xRRdfKAULQ/PCi2v/5V/v9TP5LVt3KA3FYhYANm/u3bVr8Iknnrr88gs6O4uI8Mwz62u1EJG5bmbNk88sXbp85TsWM8R77713YmLCrhyPP756yZIlLS3ZP/3TzydJks34w8Njd999TxDEQji292cQxNlsNo4jKT1jAJERoRCOUnWhTPE2MVg2owishZhzDtDoidPsObw/lmAZORGhMQRkMzknJyeDKLLxe82ttd0NRlHkSGcPyW544acznteg400aVw9OALBloW3/2sGBoVKpRJQvFPL5fE4pPfUGoiiamJhobW11HDmjpwcBlFK2nJztyjwxMVEoFFzP654xwzL1JiFr3ADYYbF71yYFZIyl3RIPzVIGjaxHu3Nr1tAkBABKlNIN14fSytqw60m3tD+Wb0uvGPJdTwhBWiMyIGMDS4hocnIyjELh1G1zSMAYK5fLhWwhk83Wa4cDkDHIueu5nudVw2rTK9L0w2BdJDCbzba3tTmOY7QBhkZpxjkBlUvlYmsL1q3vHPAwGLDJEAIkcYyAWT/bUmxxHAfq5fMNExyRlSYmivlCKlopjobwFU2ALFb6vp//yvO88fFxYBI4SelFUayVZoxNlMo/u391UK04nletBYVCIUmSe7//w3UbNh1//PEzZswwxmzevPnxxx8HAMfxNm7a8rnP33HmGacsX750aPeuRx555NZbb+3oaDcEjuO98OLLuwfHEHFgYJALEUWR48Bdd/3LU089tXz58s7OztWrV2/fvv3GG29ExMGhkVKpfP/9j3IuR0ZGlNaMi+3be3/xizVKqd5XtzuumyTx2rUvT06WELH31Z2jYxN/8tkvnHvuuQsXLkyS6IknnmBMrFixwhgzNDxKwIR0lU5e2bLtgQdXW0Oy1YO7d+/etm3b1q3blVLlSvA//+8vnnf+WcVicXR09Pnnn+/q6po3b97w8DABC2P1v/7665dddlk+n0+S5L777ivk284888z1GzZnsoXdgyN//43/feyxx55zzjldXV0jIyNPPfXU1q1bHcfxfH9g9+4f/PA/jjnmmCSJn3r6+Uwmv337qz/+8X2tre1jY2Mjo2N1l6JgHHFwcNiy6u997/vlctXP5A0ikCEixvjkRPmhhx6Pk0RKWS6XbQT2yy+/LITIZAtjY2ObX9kmncdHR0eF9AwQYwyB3fUv9/z6hZfOPvtsIbhSaseOHY8++iiASZT59fMv/fr5ly585zknnLjkiScf37p16x133IHZLBEhAhElSeR53vDY2AMPPrazd5eQrtL0y18+ODY2sXz58sVLTnh53YbRsYkHHlgzOTnp+VmtDZFhjL3wwotf/3qwatUqrdX2rdtWr1594UXnt7QUa0EAjKPgBoAAhZCDg0O33/4XS5cuPfHEE4vF4quvvvriiy++8sorXV1dADg4OHTffQ/5vh/H8dq1axl3fvXwYwRcCKG1XrNmjTYgBAOAsYmJdes3vOPk44dHxh56+BGjIZcrxHH80svrvvA/bz/55JVz5sxpbW3v7+9/7NHVQ0OjmUzm1Vf7HnroqaGhoWw2q5QCwE2bNmmtd+/eLYQ0hhjjOnWBvp240Z5m9azBk4zhUtb5BwDawPG9IaWw3nkUwloEETBRarJc3kPxGRKQimMbLRDHcbMCBjQIr+u6nHPkzNZvPRBUq1XbUHNqoDkRlUol2/fXsvAwDPP5fDO+3KaHCiEcR4RhGIZhLpezocNa60qlYouu2HCaWq1WKLQ0TeNxHI+OjjmO0yzQbk22zWj1FAdr97Vja3c19pnGXDTdEQD1WD4DZLWr3Ts5jmMZ+bRBt138bIWgjO8393OAaLTmrlRhbP0qeyLIETnjtuWIDXfRWoM9gAgAc7lcuVbmQiitpHCUUszSa0LGeDGXLxQKjnSMNsiYadj+J8YnqrVaS1srItT7GR2WYG8ihmgM+plMe0ur7/vU+HU2LL9aqYyXJlNSngIAkOjNWcPf98FPHOgtgjSkiBQyqlbLtn8EAlPKCOE4joiiqF7SGwARbUUkWzrAVtK1GsHmNiVJIoW7dNkJixcfF8fhL3/xnxOTY1LKL33pS8fM7Hn44cfv/Kd/DcOYCIQQUriGtOs6YRjY8HTb3MD6dpOkPpM551EUua6rlHZdlwzW86IAiIgLa22CcrlsW6YzxpIkskuRDSK3PdgrlVpnZ2cURUTEmYyTCBGVSppd2a3/y/O8MIwYY0ZDomo2r6VcLtvQ+ab5qhlhD/XMJ0mNJC1bJ9jajWwrY7CBfUTAhL0B15WTk5P5Qs5qXuvR1sp4Xqbe5I8Sk6jPf+5TS49f9MQTz/39P3zT8zJhpIA7ROBIHoc1zlkSJ3GSZLNZrbWtZGLXeNtbOEmSWq1mu34YDa7rRlHkODIIa7YLPQDYseWcEdEFF1yQz+d1WL7//vurQXXu3Nlf+ML/zGb9H/37/T/96c/rqplDFIdaJ4y4bcVqE9itXcf3fftJkiTWjW6dsBa2fWxdj2pDoLVOHEd84QtfWHTcsY899tS3vnNXHMd2qJtxt5lMxg64vX8ioka2a7P9WxzHtnByPp+vVqtWL3/+85+fP7/r2ede/Kuvfq21tb1Sqbquiwi1WsXzHSKqVoJcrqCUEkLa81SrVc/ztNa2fayN+nUcp8k5NKU8440DB0mUaBUvXDT3lt+5AaEZDsHq2qvOiM1hjxVsUsx6QHajs8+snlmO41iXUb2IoaZSrTIwuBsZI9CMsZZcoaOlFQlASNDGADHgkQn7+vrqRlCjuRDWVi0Y11rnstkZ3d1AYLRG5Jbya6CdO3ciZ3Ecvo6lfCqfa4aMN+cdY4wBNmsXTv2iNSXapBSrvW1CoTXQWslv1qebWgPRJgXamWKniY20aTJ1q4tsLnUqxgcFq2abBQqVUrYH9jSZbPht6j25GWOzZs2SIPaQcgJAIIDenX2ajDGGtJk/d55oJO8iY0op4cpaLejv77c29j0NhoiQIONmZs6cyTi3Vcxt+UJDFEVR785eIWWcxF7Gj+NYQL0rpytkR0dHJp9VUWJzmbTW3JFhGO7atctxnNlzZoEGFcdCSLs3CMJg1+BuA9oAcc6N0khgQ94PbBvjJFHsOE5bsSWXy+25WyJkLFbJ0NBQGIYL5x47dctCAIDm1Z074zgGaFzuza6+4mfzs2bOSGfB29pS3pjnDNDkcgUA2wyACWHtN8oW3AAARgwAbGiW4I5W5Mi6d5UzCQBkQHAnUklHe9cVV5ynFPT0dD3yyEMXXXTBzJk9ADA0PMoY8zxfJYY7Egwx5EmScC7sRn/qjTkOb04g38/YT2z5i+mlUtEAQD5fAGJAYDRxbg8gKV0A8LwMABaLThxpBGF3+1K4gKaxZlBjjYckUZxzIMY5cJEFAGMgmy0AgD2tzXRqXMIqBXeau9DuJZolvZurYJMKE4Ht5Wn9wFI4ACA47qkRC6xYLM6dNw8A1qx5OooS6QByTkCITCnFhINgHMdzHB8ABOfC3hLZJ8JUYhB4NpO3HzIGtnCEUlo2blibJJfLaa0RWRxHs2fPOeecUzwOxWJh6/ZtF1xwQT7vG4DhoWECbfs5G2OkcKQUjJg9oWUDzVbJ9ulYflB3nhJD4Jxxbt2jaAAgocR33WIxd+qpp86cOdNoiBNla05wLo0BACOEaOTUgRCO1iSEAwBMTs82s/wgn8+HYeh5XhiGp5122vz5XdpA746djuPHkfa9rFIG0XheBggQIJeTACi4a/8LBHa4OJNaEQByJrOZumwDIB1Moa4UR7uZHKaGa0+Z2paO11MetbEywRgDxIb5D+tNWLQBIsYQCOyWvk53GGuexCZkW9seUaNmMxEypo22G87XMjlP+7zJnpuKvdHzaHqp9akRL80sT8451fuNoiXr0IhCmbpYNLwB9XbrjDG7S2mSfsvprZkjFaSDRdNMPnWj1Xxe0x5fM2rfPgVIqN4MiCElCrmoBTVlNBEZIt/zGlSVI1K9uo5pSOZe8Uj1Aik266BehqURBc44F0LYU1kLlBCCEhJCKKXa2toy+Sxo4ozZGuHClWEYjYyMJFq5zDOaQBshJWgDjB1UY00rmVZum9Ku4sQay/L5PAqmY2XtREJKrdTk5GQYhniYCgHtmySdIiXlh5uUozU7GYC9+2I1LYLNAw5s7mhNTzy1ZsXJK5adOPfkU1accfpKbUBrEBxeXreeMVENwmw2r5SivdpwvcbV9zYivAYlqhvMWNNaRmb/X5+i+gAAyDbG3sfjR2z6m8O21E+7H5qikva6VhzHK889x5Fy69bd69dvbGvtqAYBcg4IAIYAkJq3d4A3uZ8xsZsrIowT5Ujv/p//8uR3nCJzcNGqiy8VEMdkAEqlZMvWbfVT4J4HZA7cNtn4VqM1NAMA13WDMLh41cXvfc+7rYobHh7VjRjHZl2t/au//T4XIru1M8b4vn/++efbkj7r1m1ypKc1IVoTFDLG68+9MYAG06IqKQ6/wWPqhN/Xa1qPxG1qAGu9xmZRF5jabyhFimkG9bojwpCKk/bWNp0oDpzbvkKagDFbEb9uNJ8qSDRl3WkEo+8nbwFhWp6xDRmnxmaMbCQlgNbaEU4YhsV8wfd90PXeQ2CMkCKOk0qlEiUhgNnvMnQIu+VmprXN7uCMtRVbkDOT6PonnANRuVYNggDAHC5jyjRfU4qjb+IcRYahfdgwTrl/YwnZgbwKhcLAwMCdd965evULQBglxBlMTpR+/JOfv7J5K2Pc932l1BRexfZc2vYE23MPbO/X69w8A2Cm/kKDrPGyd9V43zymecN7vsX289e9vv5aLzjw12vd+b6/rrWt5aL/n733jLLrqtJF50o7nFg5qko5ZzlJsmzLERsbnAM2sUluHh3gwQXazR1w33tN374YzH10093EbugBxmAcsIWcLSzLVpYlWzlWSap46uSdVng/5qmto2DaJvRrRtcaNWqUSqd2WHvttb71zW9+84qrOIf1L70cBlG1eu6a2+ac1/+Wbgo0AUOJAqPAUMEJZ3v277v/gQf27j3AOAQRcIscOzb8r//yo6HhIQDQpH5K/W0mudM6wVBCiO+HQEAq2Hfg2MaNm2IsDmeXUTzrOGd8Wa4TKRNEyhDSNWnS/IXTmIB8SQ2OjHDbkRoipS3HpUJoEvcJxZ8npqqJ9vucTMk5XvQ4CHY24XAa7kGeO4bkp5uc/NbMy1v8mmj/abmzM56OMYYCQasTIUQikah5yY/LFwklQRCgWLye/z41lsYjKihPf5N95WnVaus3k5TS8YTkU8dJp1JsPI8ihvvlcrFQyiulCKO/I5Ktz5SI3X6INkk3Ybk2jNtkwbimsVQqVKvl38vANudqEyPzj679ETDlxKCcQNehYQpATwk63ubAq3qV5ubmkZHct7/7vZ88mMxm0r7vVyqVUqnsOMmKh16EeLKYKqanoz1y+g+/y9Anp01sv+URxtV5Z3DttdWTAPz+X07P8x544AGiTbFQYsLRWgOt0fun98/vdPYwDJFaJoRUq9W2traDBw9+5e/+V0NDYyKR9rygXKl6noeWW6f3CfmtepJAjW43RhvGrFdf3bh58xYhWD6fN0AxJi6lRCvoN6cJT9suxvcSrxCDg4N/8Rd/xTkPo6BS9ji3hRBoOiGlmihpMtH+sBDKjPOOZ7PjZwFxxBemDmqcE6xPtIlWP4xUrXicsi2rpaWFU8oYM6oGoCljSqqacoPR+oWQGgBdS5IAADWONuN6PuRNtounJt/xgqPGoIMK4DagpaUlkUigDShWs6eMVSrlfD4fyYhyRsadeX4XZBzvVPEylFJJO9HQ2Kil0lKxWjAZisViqVryfb/mPPM743J6+sVPhLAmQPkfDpXrfx/OInh/a28TF1wZjeUkOROV0hBjLAxDJUFzYttuFEWx+LJOtRLj8nHAF1Pp5K2+xuMbjDPhWg33k/GY3dsQpejxazNA6FmhN336Z347xE/OdcFACMnn80QTYijhVClJCQNiTC2aQMdZdg2/g/QCJadRFGUyDZTysbGCZVmEW7lCaXi0yLlFKafMIpSa08plk99ij3O6IptIrSzLCgOptEcpNYYorYFoVLBg1uZbKJty6qGgdkUpSQitVCpYxogyQxmJoiAMpW25nlcVFgdQdX1O/xB7qon2Xx00jb/GNVxuam4kBk6bSGviYFrzRhyH8hBzj/WlNCfaRIubECIKgkwm09rayhgDA6ANocxoTSglQErFvOd5QGvLpzljdYkh+HgDYmoLb92S+2YDD/OJKWVaY9ERaG5obco2UEaAEh1JUJo6lpGqkM8jyQKURErp3w2U1xtuYjKGEKKtrUNwrpXktmWkkmFkCIzlR/0w5JxzLkIZ/T522qdp7idG4B9p+yNn5H4rtIeZQ8lkMplMhkEIQKXUiUQqkUgJYY2NjWEZjnNpy+g41nzzvUENSNV/nX3Bpg4u45c57cNv+77Oda5z//K3AOXnHi0aV3EgQggpda0MG94eOWP512/t61w3pjVjjHNRLBa11o2NjZZlSa0o47abIJT7QSTVOeN0b3tWOgPE27bteX4gI86sKFS2bWOqPmLp32Luwz+HcZdl9GxBG0chhOu6ls0ZJ8aoM3uGvPU+nJCeT7S3sn6PU4zjFUxwYiSMnsofPd1c4jSx1nhGHfqZwG+Uck20/yKtnpsiAJTSVCrV0NDAbRs0ZgmPfwfQ4SmXw3qFyWkle8xpIqlzn7SG18kZ8LS+aBRjDOvIEkKIIaANxcRiDcViMU5TVqcc7n8vr5gxxti23djYaNkCdM1tAo9fLVfQhMCQMxNnf8czxiWrJ+QrE6D8j6ZFUUCICWUURZGwbSxOXi5XKeWeH7a3dfpB5Hnev7PMnCKz3+47fBYEPwdMfzsT4Wk8/bnA2Zmf+X11Y2SMYYwrhd6Of5AiHGh8hkYxlFLP8zATH3EtilvS6bT8A5QAQUs1tGPjnAd+hHJAJBTjkoFv/YCMsSiKAAxjzHEcvJcw9C3LkjLUWgZBEBdIP32Vm5hbJ9rvGZafvaKfYzxTchoqqgdPdRrWCWZuop2TT2lpaXGTSYgkYTWCHDBLWJswDNGatn4E1mPtWnmOcQeeM5bamEA5o4yxqfP2wUAO2m1lMhnLYjhaZRQBYyC49P1isaiUjHUmAEDo7zSSY4kXfnccp6GhIQ6x60gCpYwxdMpHC6DY9eh3BXOU8ro2YcNYnLOoAAAgAElEQVQ/Acr/gG93zXoFqDEE1w5jFBCpVKRURCllTBhNo0gJYSNxA0AJYVoDfufcCkNpDGFMEG1RYzOwCGFaG2k04cRyedkr244Yy49yymzhGAWUcq2BM4eAICCUJGA4GM6obQwZP7hm4ClZkVGVETBKG0Vt4VBgWirKiDYRah6MMUA4EKGMMdQQTggnmmjKmTKgDCijgRpusVBVEXfWLZNIPXCtwWgmuKskISCMppTYUWSMFpw5WoNSKooCx7G0loyJMNS2yKpIAIkM1MyzcS4A0ECU0r7SvgEpZWiMUcooZRgTaAMfm6kDgBACO5ZSrpSxREoqFmitmQFBQhMZaiilDBhI0AoIpRKUBsqoa7QAY4GxZEQJ2ARsShyjBQEbjGW0MFoQbZRSlHKlWSgJ4bbSlFIOSjMArSWhlNtOKA0YRihROnSTXJlquTpKWKQgItwYGhGupKlq4iEDwTlHLgR3X/WGcXHJQEa4loYRjgW9OacAWggWhn4UBdzm1aBquRZW94xLxGGlz9j8uFbum1KtNWVBGPqWcLVWQCKlFAEnCinnnFCjFecsGUWKUKmNJRXhlq2UQvcuSpnW1BhGiQ1EKKOBglGSU8IIaBmBVjIMiTFoAKw1KIXemlTrUwQS6gpi4wJc2Cilvu/bti0jTYkVBjoe2AQEfscvrSgllpIkXmNwDIRhiAsh3jh2KZwVNo0NKOuhXq3qJDGBV3FtwQkl2oDS1FAVKkEZKM2AEKMCr6JlGElNKEerG8ty8BUmIACo0kCZUEAMZRPRgd/cFFEAGrQiWlENRJkokoRRQwxQA9QYowlIoMS2bWQWgRIMviujDYFafD82vANDQBNijIqkDBmpPdm3CB3qac76gREPqngngAMs/iWa3MVQLB5yeMxYSFO7hdP9OmL0hv+LZRNwPsSXGs5y9IO6mqmoPTuVC2tMDHrOSK3jlKlIUiBaKltYoA0xoKWiWIZaG/wN1KY7Wq8/RhE2zjBnvFaxzQheTL2P+xmvXlzGMj5O/QfQox3/F/v27aqP8IBnnFcDBcK0IcYQSrlgVm93ryUcUABAjTK15VtL4KTkl0+MDkZEGQ5KRUZLoyUjIGWojNRUGyJR8K2VIgCCMqoMA0aBUWDEUKOJNkQbQqjhggI12khDNBCtQVFOgtATjFEDFmUNiVTWTYLUjAKpuQwb0JrbVmtra3dXT3d716S2rqmdvdM6eroa26iqpagCrSVEMcZ6urq72zt62jsntXVQOG37emYuMiWY5JpJJJsyWRNJAE2oAWIopUYprXVbW9ukrp7O1o7ejkmTO3t6Wrt627rPyIQiAMTQtqbWns5JPd3dbS2tSimj3tSkXGttC2dyz5TeSZOz6QYVaQIUWaQ4nFW/YagloeJbRpkMIwqEGGCEyjCKdfkwYbI0AcrPHmrxmMDqOWh9ij61yD4i3nIcB2vcxJbb+HmcgBKJhDEGTZqMMWHkM8aiKHRdG2NYWssoCpPJJOME2VklQ85IsTBGiaHEcEbwe7VSAqNsi4NRlBgp9RWrVy+av8jiHM9YKJQAwLZtnJeVrIkfZBjJMCIGQAFoo6ViwCgQYohrJxzLjgLpVaqpRFLKMJlMYlkizrnWKjYXD0IvCD3HtSIZEEK0lolEQukoCALLsmoXUMwTSrTWtm3n82O2bQNQSkilUpFSRhEuMLU5YPbsueeff34ikWCMY0U9rTV6aeOcnkwmMc8S52Lkp7GqDhbdxI0TIlos22HZvJZmTowfVIXFgGgDKpVOGFBAdBj5lIE2klADRFs2tx0hKCOEcMG5QCl5AKAppUpHWOcvCkI34VgiQYxli5RXDRm1BHfACNtKEOCBr7VitpVi1HEcJwxDzP1HbV9cShCpdzQEqGUXcI7fcXhEUeR5nuu6nFthGCaTyXK5jNAWxYI4YS1fvpxSmk6nPc8TQuB6iXLz8Q4kaE+ONohBECC0LZfLLS0ty5cvnzVrVlybScqQc4p+7cmkC6D9oIo4mHOqteScNjY2NjY2XnnlFY2NjUnXLZfLjBHHcUqlElbOij2DEXAgzIrXUSyZFASB7ViUgbAYambw6VAG+FwMKMaJVKGwmFIKTdYRx2AZRTQAxjuN0UPM+mCvxpa9OJDi5ZxSmslkfN/3PA+98gEgmUwC0Lh7L7300mXLltmO0CoixPi+b4xxhOVatgEF41qgeMhNTOVvD6bHfuFY1xMAAASrDX7f98EYtLQTQhhVA8S1pyxVDBbjOgBvnefDR4aRrvodYw3R4gtQhyCx6hZGkPBnJCzi5x4EAY46Ol7LHV+o+OCI6WNxAs5pSCViWRZcR+JVBheUegMN3P16noczaoyM8Sxx9CwuXRmfxfd9/KcQIv4kBv1wMo+7ArdA+Nbg3iNG3thR+Id4ZMuy4iPgaxhPSgj0sbIYdmD8hsbFzvDPsU9gvBjQ21qRkZStl0ngq41bdBXJhoaG2kJsauaDlFHs/3w+Pzo6Gj8m7A3GGEBtAqHjWy8Y3+lxzrED49ghHX+Ctm3XXPPrnVvG9y21qYkQ8yZThOO6Z3xxcY5EOyGEZVmO4ziOI2z7THt786a7l7M8HGsbMGFZZ5/63FfoOLZt27aNDzpWp7zZjhc3S/h0sD9xEYTTU7fx6eNLgeMQ14uYgDtjSEwoYf7DGvvSl770/8uJH370V29rXx6/9vWqqVgVgEAQjDJGMUYYJUYrAsYYBUYbrQRnvle1LK611EpxThkDJSMhWBSF73//+1avXjl//oJdu14Do5WKLEtoJbWRhIBlca0VY0TKkFIiZWRZgnMaRQGAUUreccctt9168yWXXDg4mNu3Z79tWYILo5XSihAaRdISwvd8RjklnDEOoLVWtJZyjow7NQbCWtoHC/xAcK61MkYboykhhABjRMmIUuCcckbD0LdtyxhJgEgZOrYDRgvO3ve+ey69dEXPpN49e95QUjLKLGEZownVWmnXdglQQojRBozRWi5btuwzn/7EecuWZFJNW7duUypklGCncUaNVsYoJSNCjBAM0KWQgtGKUCZlBEYxRo1WFAz+ISEghFBSGdBGG4bVjbXinBqtoiigBLSWjm0pFVECxihKQKkoCgPGaTSe8qKi0LaEjELXsZSUlAChlFAwxqhIU8JkpBgRxDAKzGgiQ00Mc+yklmA01RK0ihillFCjjZISDGBdZcFF4PsEiFaKAGGUGm0sLrTWjBKlpNFaCI4XjoUntFJ8nBgjQMCAVnrF8hV/eu/7bCu1adOmhOtGYYirI2OMUq0VIcAoNVpFoCkYpqSiTDMKUWjSyfTnP/fZ1auXL1y8bN2LL6go5JxRYrRURumk61QqZWPAdVzk89557dUf+MA9t9x847x58xsbsrfeev306bPWrVtnCctopZSyLGG0VloRIJRQLOBMCQl837ZsrTQdL0wN2nDGlJJaSzDaGCVlSAkQYggYzqiMQsaI0YpSAKNty65Wq5yOQwkAozUlVEmJz0RG0rZspRQlhFOGMgejtBCcADBKGaUqkgSIJYRSipCaqQ6jDNdmNd4QJ9162y3vec/Ny5cvKxQqe/bu4YwKzrSMALRUIQVqCCCFxjkHAvD7U4K+fVaDAWijVVNzw6KF88iZjpykPq7+B72S+OgN2Yb6pEwCYIiJoqhSqRCUBBCitU6mUlwIrWRtSAMApZzUpFlGG04ZGIIVyDPpTDadBa0JEEIpqeXbmbGxsTCKkE97i48AX5AY0sFZRnjxD5TSlpYW3EgjsK6vVIr8H/4y3hbW33h9+D7+OS4CHy8i9TFJPDjuruNLio9JKW1qamppaQnDEImhWmrs+KpU2xIQCgCJRKKpqSkIArzZjs5OxPSnpcaSWkHo+lPUH7B+dx2HAhBgxTDrjM1GOp1OJpOO49QH8eI9Tz21n0wme3p6OOelUuk01dxbe4j1P1BKAf18DCTdREtzczKRpIQQSsadw2uAO5cbLZVKQRDUF5CKLwxpkUQqhTS50TiAa4V4gsCvH2SI+FsaG4VtaakIABlngsGYsXzeD0MgRBuTTqctyzqnLJT8ZmEXOR2HgMb/LxQKWuvThOykTgYGBOkuy7KQ5Kodc3z3Syh9W4EJIASIiaQslkpnOyDVN9uyE4kEDulKpUIpSSWTyUTCtiytNBiTSiYtIbTSlNCEm0i4Cc6YjCLE8YyxhoYGfB2wLtjZJxKWnUmnJqDzH679MVgiEkMpiXf2sSbBGIUERhRJ/MEoHWsAGGNITEqlCCH5sVImk6mUi1ilslot4xQWhaHrulOn9Mya1XP48IDgpFKpUko1MUHgO44ThX6tlqcGLcOqX3UcR4aR53lNTU2VSsWyrMceefTAvoOBH+3evSeTTgWhNEZprZWOhOCc0mqlmkylw1DaTIRRIARltl0qFQkhnIsoimwrISPl2EJrHQQ+5zwKgzAMM5lMOpUcGxtDEsV13SAK4hKVXrWE0QDGeLGQSyQSjIkF8+c1NzuWJUArMETKQHBba/CqFcdxZBQJYYdhaIwKw9B2+K7Xdv7tVx5oamp67bWdxIBWkYw0ngvhYE31AUAJCUIfOZIwDJmlCTFaa0a40aGwLN+rgqGUMyEswUgQacsSURgQ0ACkXKpg/DcKVTKZLBXz2WwWmeMokpxzQnS1XHYSbij9RDIVBDKKfArG88oAgOBZaRC2pWVQrfhoJ4+SQYT+XrWIVLeUijHmV/1kMmlU5FhWsVh0XTfwKkop4jgy9O1kslIpY4CFcSsI/CiKFKVRFCWTSQAtowBnJd8LkISOohA17rZtu669deumBx4o7927lzMCRjEKSoaMscCvUqZsy65WAssixsgo8omBMAyZkMaYZCI1NpZ74IH7p06bdGJgqFIuOsIqlQpCCM6twPeD0G9ubi6VSjL0KeXpVPr229+lFGzatG3dunX9/f179+7ev/+gMcrzPKwhGmJZIqUsywbQlBolQxxCxWJRCIHhETCaUMCCHQCGEMIoENBKKs55tepls9kwiAIZUkpt2/Y8LwoDDCl4npdIJMrlsuM4xmjOaRSFfsVPpVJh6DFKwzCwLEsr7bqup6VXLQshvMBDDX0YhuVy1bKsSsnjnEdAcHNY9X08oNG6XKpmMqknf/nE0cOHlVK73tiZSbpBEERS2sJB4jYIK8KywlCmUikppdYKl5mJ2fytgncCWmvf923LAjS5ILWsFtuym7KNjrDzxYJUyrZsxljCdrLZLKEEtCGCgzIACij1vWrF8wBAg6nt995CQ/wXizRwYo91UDh1xwFS5EdjKRQS23GwNEbS9XbpMWsTY99YLowHR/AxnhLDztgb1DP3iPvjNUVrncvlqtVqHI+tv4WYfdRQw9mWZWGc03Ec13Fwt4OfR7paGR3fCN5XzHnjETCtBfcAMTQ/rfAqIdg52If4CAqFQhy4iwvdx7uLmN6uVCp9fX3VahUR/FsvbiqEwB44reK9BtuymhsaU6kUEKKlBEKM0oQQwhkhUC1VBgYGIhlwy3JdVymljeaMxQIhvKpiqZTOZAghaBhOKNVKUcay2azv++VyWYGJx0M2m3UdBwzUan9Cbd9V8bwgDDFZWYMBSmoVr84Jec9G5ac7L56RsxXLjWITXnQertWaNUDIuA1wnIxRJwWB32gSfK76AadcaOA3bn3HFVBMa4MPqLGxoam5CQBKxSJSfq2trYQQVPM7jgOESCnLpVKlUmlra8N3s7GxMYqigaFBZM0n2gQoP7MhNMR9P8ZxcAJCQQLORzNnzly5cqXNa6qVRCKxbt26Xbt2rVq1atGiRYyx7du379u377333Llhw4b9+w9Gob9s2bLZs2dnMqlHH32UEkMAotAHo1zHuvjiiydPnuy67qsbN2YymcmTJ69bt+7gwYM333xTa2vrK6+8Mnny5GnTpg0ODm7evPnQoUNz58ybOXO66yYLheLg4HBDNnPdde9obW/bu3fP+vXrV69ezbl49JHHOYFIho7jhGF18pTJF1xwU1tbW6VS2bXr9W1bd2AQVuno0ksvmT17NgXywgsvHDhwIPD8S1ddsmDB/EiGqGQwxjz++OOlUumSVSsXL14MALnR/J49e1577TWL8yj0lXRkGNgWv+GGG9OpbKVSffbZ56+6alVDtumhh34mIwCjr7n66o6Oth2vbTtx4vjiRQss4RTzxd2797a2Nl955ZWdnZ0nT558/vnnL7roImPMiy++ODo6KoR4xzVXLV68+MSJE2+88caWHdsdx1GhzmbTS5cs6unpyWQyBw8e/vWvX6p6vlI66bjFSnnVxcvnzZn18ssvA8CyZcuam5uff/75ffv2WYLJKOhob12xYkVTU9PPfvaz5Rec39rRWSxVHn/ySa9SJoRce83VXZ3txihQWhNarnhPPfNssVhsa029+913SSmfffbZKVOmzJgxY8uWrSMjI9ddd6cxZsuWLVrr5cuXn+wfWb9+/ejoKKe0IZPp6em54oorHMc5dOjQK6+8Mjo6evdddyUSiWPHjr344joAuPOO29Lp9HPPPXf06NFsNnPrzTcPDAxIKWfPnl0qlZ5//vnLLrsskUi8/vrrO3bsqJbLPT09c2fPjoJg9+7dURA0NDQsW7Zs2rRpo6Ojr7y6bniokHTdpectnDt32isbtnpVffHFFzc2JV5c9+z2bbuTrrt08eK29obunp6TJ/qVji5afsHc2XPa2tqOHDn21NpnciMjbjKJC/nKlSuNAsEglUq0tbUQAosWLUqlUs8888yll66eM2fOrtdfd93k9OnTGWObN256/fXXtZQAsOKiixYsWJBMJl944YWFCxdyzvfs2bNt27ZVK1dOnTrlyTVPnH/++d3d3VLKffv2bdy4MZV0U0n3yitW9/b2jo2NPfLII65jUcJD3yeE3Hn77el02hjz6quvHjp0yPO8G2+8saGhYe3atf39/XPnzl21alV/f/+aNWsowOWXXdbR0bFly5Zjx44tWbJkzpw5QoitW7fatj1z1vStW7du3/baDTfcYFnWyy9vWLJkyYwZM0ZHR7dv37579xuzZ8+eN3+OUipfGt2/f39He8f173wnY6Jara5du/Yd11xXrlaffvppKUOtgRGq5ISC5W1D82q1mnAcVKcgz004BQ3CsrKWhTtehImCc6BUS0kZRwGKocYAVKvVWBn11jPVMCcBhQe2bYdhGOvi6mFxjDKRHVBKoVDBdV1CSLlcjqIonU5TStGXCfeQtm0rpVCQhpDCcRyEgDFhjDAU5dSO4yCaKRQKQRCgyBA3DM54yfcoipDZRYB7NsUbi0aSySTnHLkh3AbgpgIPgrsOPGyxWJRSAiXxHeE+GSVzSHYaY/C8qVQKHVRRveO6bjKZxIQWz/PirUV8cORNsG9RxYHiB5xMfN+PRef4y7erKa/X38dkfMpOtrS02LYNxmilCGrlKQEA5LDyhYIfhbbgqNWpdeM4HMff4EMJwzCVSulQnbJVMYbbIpVKodon1hql02kCNe0KjItYkD5A528U7GswGsw5pdhn50IQDBydG8ATVpeZcIY9ETGnEHzNZdQYVEGxOlT9GwQhGMgiZ/92fPPw7z4mY2qukbihRVP2UrFYLBa9SiWRSKB5nGNZqG6Poohx3tDQgG8EqsJsx6GUNjQ0jIyMTKhWJkD5uSIyth1PqSjRwwkF5bP4lnZ2dr7jHRdTA4SA7yvHYTt37li6dPGHPvQBx2EAsHz50q1bdy5ZsnBw8OSOHTuWLl368Y9/tLExIaWZO3c2YyyKIJ1OBoF3772fWLnyPDz1+ecvHRsba29v3L9vT9+xIyuWX9je3jp71ozOziatgdKFF69c/uUvf7mjreXGd12jJOzYvvPw4UP33vvhiy5aFEZw3rJZF6+8sLmlrVgce+KJJ4IgyCQbBwcHL71sxUc/9mHXhSAA24ZLV533T//0w1deeZUz8tnP/LfpM6YIAWDg4lXn/cu//HjNmjUXr1oxf/4sAOActAbfV2vWPLF8+YUf//gHMYZGCFx+xWVfu/+Bvv6jlAJSHt2Tum688Rpj4MUXNuXzuaVLF0+dOuXJJ58Mw0gptWDBvCVLZuTGhiqV4rvedVUQACGkr+/YF794X0ODCwCLF89ZsmRRNpuOIrV27ZpUKnHdddfdeOP1UsLixbOuu271k2teeOyxx0iSff5zn21oaHAcohScf/7CbDbz0E8frlarQggdyUUL5q5adUF7e+ukSZMyGTsMobe38777/juAnjy551Of+lQmY0eRWbhwfqVU6O3pPD6QX7P2VxEAF+zCC8+fOaOHARACmsDAYPGpp57qntT1+c9+oqmxiRCycMEcjHGXSwUlgysvv0Qb6O2Z1NnZmU65RsIF5y395je/OTY21tDW9mf/x8cymYRScN7SWe+6/tovfOGvli1Z1NvbNjS04KX16xKJxJVXrUql7NzY8L79u6dMXXD9DavXrXs5DM3qyy+IIujsal+6dD5jcNnqlf/4j9/evHlzKp249rrVheLYnr1vtLe13XvvvdOndwFAFMGVV6/83nf/bf1LG+fPm3nJZSs6OiZN6Z3iugAUOjobDh74ulJm8ZKFixbNHBwee+LxR6+77p03vPN6x2FKwdKlCzs7O3/4r/9WrVaFbVer1TkzpzAGUsLC+bOnT5361NNPX3rpxYiGZ82acfHFK+bOndHc3CosAICVK8578MGfP/300zfeeOONN16HfzhlaldHRzMAEGo2vLJ+ydJFF164pKu7fcGC2QBAKVxzzaWf+9zRcrn8hS98rqUlQwjgq/HAAw8Ui2XbEX/5l385c+ZUISCKYPXlyx9++Je/+tWvps+YfN55CzZueuVY35GLll9w1dUrTpwYe2n9OkLIVVdfMWlS89Ztm+96zx2XX74cX6jlK5aOjuaam5uOHTsilX/hRed3dbXOmj1jwfzpuB5efsWln//857sntV9zzSXGwP6Dew4e3H/brTevWnURduzcubM7OzuOHT25Zs2TUipuWUJYcTR8or11TWC5XE4kElkhDAFiDFBqwhqZRxm1LNsS9qnyXwrAUDAAEgCYIVJrVSqVEAti0au33pLJJCoKYtZ2aGgIWQkkp5GrtiwLvZXGxsYIIdlslnOOeBQTNjCAUyqVbNtGqIqCbwDI5/OlUgkJmkwmgwQ5ktAnTpzIZrNIYwshOGWMMU5ZsVhUSmmjCEAmk2lsbIwTmoeGhsrVCiGkoaEhmUzi1cbqEQz9NzU1ZTIZQogMI9wSIHDEBUtYViaTUUplMhk8tdZaGU0pxRMNDQ1JKTOZTHNzs+u6+IzwkmI5O2OspaVFCOE4DvZSsVjM5XJRFLmu67puKpUSQjQ1NZVKpbGxMSTabdtua2uL1TVjY2OlUgmvpLu727IsJFzeeqpuLLhHRI669oZs1k44oGo0PwGipGScG62r1WqhUPCjMJVKGaNAyjjvHMlsIQQmjTDOtdbVajWVSp2hk6ZAs5lMrdj2+O9txwatwQC6uoDWAEYphZInSikmTGBfvVmZobOB7ZvJdRQYMq4d0lozwuAsI936FOH4BwOnnb0+z/Lss5hzV0cyOr4FSs7pplaL8OhaNCORSFiW5XteoVCI9VqEEMJ5OZ9HBU4ymWxqbg5937KsXC6He0Lci6ZSqZGRkfqYzMS0+R8lifxP33D3Nnfu3Ntuu+2WW265+eab77777jvuuGPKlCnGmHQ67ThOX1/f+vU7XnrplWLRcxwmJZTL5fPPX+Y4rFTyt29//Y039i9evJBSQNrgnnvuSacTSsHevfsy2XR7e5MQUKmWe3p7Vqw4T2sIQ9i4cUd/f19rayMAoM2L71c5B8fha9c+d+RIn+fJ5ubU5Mk9QnClgHGQYbWtpWnhwrlAoK+vf9Om7S0tTakk1UpqKRmj+UKuqTmzfPl5rgvDw/lt27b09Q0RCpetXhmGwfU3XDt9xhTHgf7+gaPHThoDf/In75k9e/ZLL7306qubd+/eF0VAKVQqpUqltGrVRVLCK69s+uEPHzxwoC+ZpCsvPg/FG1qD0vId77gKADZv3vX9739fa6W1NEZFMkCputIhEBCCBYEXRWDbUCiOLlgwHxH50aMDGzdua2lpdt3a+rFw4cKbb77e87wNGzYUCr7vm+uuW71o8YIlixd3dDRqLR95+PHHH318dDh/ycXLGWMNmayU0nXdKAoJgXnzpu/du/upp56vVMptbS1z5syybXHzzTdmMrbWsG/ffkqht7cTCKDoX1g8qHrbt2/fuHHb+pdfPXFymBqMwfm33nprU1NzsVTa8Mqr6XQ2k2lglGkN1aqP3sozpk+rVry9ew8xBlOm9K5atZIQc88970mlEr/61bOPPvp4Pu8xBqtWrXzppXWYM5BOJ1tbmxMJGwAWLJjHOW1ra1EK+vtPWhY3BhiDGTOmbdiwEbdG73znNZRqy6KEgDGR55Xuuuu26dO7KpXw5z9/rFQqZTPp97737ra2lkiFhMDcuVPe2L137VPrh4YKvb3d8xfMyeVGEgkHAJSSLS3N737XDY7DXn9934M/fnB4YOCSlcsuWn4BpvBblnXs2ABC58OHjz377DNGa85BylAIUalUhICGhsaXXtqwaeNOo0EIuPLKy5qaMldeeRljEIZm7959GE8GAKUCpQLfLzMGkyZ1PfXUs6+99rrWoDXMmzfn/POXtbRkwlB/4xv/sHnz1qlTu6699ppyuXjnnbfPmze1Uilv2LC1WCwzBrfffsO0aVNGR0eiCKZOncw5nTZtijHQ1tbY3Jx1HN7UlAEAxszlly83BjxPbtq0/ejRY62tTZQBpUAplMt5x+Gtrc2PPb52955DxkAiQWbOnBoEHnJDRul0KrlgwVwAOHKob/vWrb2TuhIOVzoySiMPFNsMT7S3hcp938cqaRCH2oFQSimhILWOlNHGKCMDCRJAAyUElDFSAa9xwxXPI4Sgtfm5SxKac5MsKHr2PFHN7a4AACAASURBVK+vr29sbEwp1dzcjAnEMXGLBs/ITzPGLMtKpVKu6/b39w8ODiIFjtMdMsTZbBahbV9fX6VSwdqNSqlyuTw0NNTf39/X14doUkqJIB4B/bFjx8bGxhCFo35GCNHY2FgoFA4ePHj48OFKpYKwHj1MYxkJ6vqw52zbdhynWCwePnx4YGAgCII41TKRSHR1dRmtUX6DFCZ2YHw6VAkiv2BZ1vDw8N69ew8fPqyUSqVSqPqLNZl4zf39/dVqNZFIINvtum5ra6vv+wcPHsTbSSaTCLWz2Wy1Wj1y5MjBgweLxSKWesDNBmpy3m6iZ1yoAVGgbdvpdDqRSupQgjFcWIRQ0JoxDuNe3W1tbT09Pa2trU1NTd3d3b29vZ2dnR0dHV1dXR1t7Y3ZBgxZEEalVqVK2Q8DSmlNCEKI1hoV4ZZlJVzXdZxEIuEkXcyMqqlQcBACREpFUYR6FWNq7iIAUHM4O/1LqvCML23Ub9iNIBqB8bxnGDccPvMrhuOI5pXSp7f6BN+4nfO9wc/L8S3Tb66IF+dFYFoqgCmXy7hFwWxOrXXk+3i6arWKFheWbXueVxpvGIiIN2n1NYkm2gRTfqotW7bw6qsvBQApa0zwyMjIwMAADriBgYG///u/n9rbftFFFwHAI488um3btptvvlkpePzxx3/xi18IIT7ykY9cdtklxpiuro7e3natYd++g3/zlb+ZP3/+Zz7zGUtQznlHR7vWwBj88z//069//etEIvGlL31x8uQenENt2zYGfv3r9Q8++GA6nf7yl7/suk2tra1KRcZoAGpA9fR0J13xwosv/+Bfvl8ul6+++uoPfehDlFI/qKbTaaOMlFFPb49S8LWv33/s2LHGxsa/+sJ9kyZ1trU3nXfeUseBwcHc1x/4qiWS9957r+d53d3dL720bv36X3/yk58UAsrl4Dvf+Y4xpqure9++/f/8z/9sjDl69Oh99/233t7JYegrFVEKra2tLS1NfX0D3/ved7igShogyhhNiKFMmyhSKgIAqULKDGUAAIyRST2dALB//5Gvf/3rQ0NDCxcu/NznPgugKYULLjiPENi4cfO3v/3tGTNm3HnnnUBZW1tbOpUEgLVr1z7yi4cpZb7v33nn7bNmz9i8aWumoaFaqdlubN268+/+7u8cx9m/f/8nPvGxSZMmDQ8Pz5o1y/fV4ODgV7/61d7e3s999rO4WlBClNZCsDVr1kSh71j8b7/y/wyP5H/wg+9ZljVr1qwohKefevGhhx6aMmXKZz/7WcFtMIJRJwrBsuDA/uPf+MY3CCH3f/X/tiyx7LzFmza/MmfuzMNHDv70oR+HYVgq5z/0ofd1drU89dQzBiDbkGhoTE+eMsnzPctyOjpbW1obu7rbKYOh4ZM9vV3GAKXwrW/9/etvvN7e0TpzxtSOzvZUOilVRChEMpzU0z1/wTxtYMMrLz/y6C8q1fL733dXU3NmztyZWikAtWXrrq9//R+UUnv2Lf3zP/tEb+8ky2ZSBQaU1qa7u1sIWip7P/iX7/cf7RNC3HH7LStWrFj34kvGaMbY+vXrb3zXakrh4Ycf3rJly6233hbP+JxzQmDnzte++93vUko/8YlPLF+xpKOzpbOrI5tNAMCTa5742c9+NmfOnPvu+zwAaKOExRmnSpnvfOc7O3fuJIR8+tOfXrJkfjabHRwcJAQYo+3t7c8888yvf/3rIAhaWhuXLF0IAE+uefKJJ56YM2fOZz7zGccR77j2ql27dgkB2F3dkzoqVT+ZdObOm3Po0CHbEWGk3YQjFXAGP/zRvz7//POJROK++/5q6tTJQBQQwwVTytx////CF+G+++6bNKm9uaWpWCzWNuQqmjx5cjKV2rFt5wMPPBCG0YUXXvhnf/5JtOJJpJKUUiU1FXxizahN6Jyb2OWGMSQzCa8JoC3HNlKiSlsIUSwWOefZdBoNV8GMq2nrSDxOWa3yC4b2GTXKMNsaHhlBWhq50rOj+W/WEolEQ0NDX18f4pt8Pu/7fnt7e0tLS6FQiCEvXqGU8vjx447jtLS0UEoR76KmMZFIJBIJhDKpVIoxduLECXSgGhoaQqoPyXKMr/b29lJK+/v7YbwEQaVSKZfLgvF8Po8RfEwfymQylUqlUCjgJ0dGRtrb2+PAbIxU8K4550EQpNNp3/eHhoYsy5JSDg8Po2YXyUjs/EKhgKA8ls5rMJTSarWaTqeRy+ecDw0NFQoFzNspFov45/hAm5uby+VysVhErj2Xy7W2tiaTyRgpohAIARZuEjCh9vjx48ie4oXZtu37fr0N5dtiymPfyThTtqGhgSggmNGIVC2paaEx4gEAmiCqrkGOGNTiAXO5XCwmUUoVCgWnqQ20RlAOADIMuRCn7CeVIppQSk0kCaVAiQpD7NJCoYAG5Rh8I0ByudxILme9OQVZvxtsbmzOpjNn4OMoivpPnjBG1fLZwCijVSQTiUS98Lo+wwHnqCNHjgghzt6w1nvUYlAlk8m0NDZBnQkmIvqBgYEoihQoQP0VFhs6l7wGByRjNIokYyyVTkZBODIygts2zGRAsjwIAhzqsUMO+rzhKzDup6k453htp9Q1E9PsBCiH8fSFl1/edODA0djJ1Rhz+PBhtFRDq7u2traPfvQjQ0MDDz30823btiHKjCK1bds227YppZs2bbr88ks8z0smUzj0Dxw4QIAcPHhweHi4u6udEGJZNmNQKHh79+6zLDsIwpGR3KRJk4SwKGVBEAJAPl8wBqRU+XyhpaWJkJpXXRhKQiDbkNYG9h/Y53mVZNJ97bVtUXS30tJ1bT8ILMsOI9+2raHh4aGhAcZILpcbGDzZ3Dw/lUpls2mlzMjocC43Sknl29/+NlbIIYTcdtutF1103pYtO3/605/29/c3NTXatpVMJu+44w7GuNZm69ZdJ08OWJYFQJQynR3tiJWrVY8QZgwopQwYzI4FANe1UfqitaIElNZSRZlMRms4evTo2NhYKpU6fPhwLBvNZrNhqHK5nGVZAwMDP/jBDxh3q9XqHXfcZAxMnz797rvvQQHops3bolAKYUWhBAA0dD906LBtO4TQ/v7jxoDjuJQyVBa98cbuKJKHDx8ZGRnp6emSUiqtjAHbdqrVyuLFiz/4/rs9z//q/V8ZyY31Tp5q29wR0H/0eMJODg+MDBwfamtKGwkcuC0ANBzcd2B0eDSZSA4PD3d1dQgh2traHMfKZLK33XYbilk3bNjY13e8v7//4MEjM2ZMWbZsyezZs7dt297W1j5z5rQVK1ZMmzZNSnXs2LELL7yQUCiVveGRIULM0aNHpk2dTCmxbUtrpEyoZQnb5kZDR0f7XXfd6bruKxtfFixZKpUoJVrrw4cP46Q5ODiotES2TEqptaSU2bYLBsCQK6640mKcc75ly44TgyM4XwvbRqmtMSAs2wAhFLWtaF3CtIZ8ocy58IOg//gJgCVKqkTC1cYQINu2bQUwQ0ODSml83EpJY7TSZnBwSCltWdbAwKAx813XfeWVVwmhs2fPXLZs6eWXXz42NvLEE2td102n02Ekh4eHAeD48ePlctm2GzOZTF9fHwDMmjUrn88nEs5jjz1+043vWrRoYUtLMyXw0oaXMcep6oV79uwWglcq5ZHhoWlTJ0sp0SipXCkXink34RSK+dzYaFd3O4ChFKRSjDGtIJlIU0K2bd8ehqFt2/v37/f9gDFmO6JcLgthCdv6Q5SO+iNtUsrYOJugUpxSZfQZamCtNbeEVGpkZMT3/ZaWFggDxkS9JHZcyYqIolZn0RijjcoN5qqeZ8Z5OwO18p+G1NU/N+fOZkP8iqlmCINiT9J6stz3/YGBgdbWVnRcQexbrVYpEEppFISegSgdUkoF4xYXlVKZGBCMq0hyznO5HDLi1WrVsqyOjg7GGOIbpAw9z0P5CjGnKqJjSyQSYRg2NDTEVt/1PoZwujG5Usp1XcuyCoUC4jBOWRzgpZSOjY15ntfZ2YmcMbqIjlv+GWKAU2aU1lI5iaSKZLVc4ZQRAxRI6AdaKkIJKnY457jkeZ6H3YKU/NjYmJQyn8+n0+lUKlUul0ulEta/S6VSuBOIde2jo6PxfcVsN97+25KVx+IcJH0pETVF9rmeOiLy04ZHHeqNqxnU/BDBFMslTng2myWhNMZwSwCAkio2dY+xLREcDYKYEIZAaWysUqmcg0KG32SlH4+6MzohvhU9DkaVUgZAG00IaWtry2QytZ4c75CRkZFypYJdhJ7lyuhzGr9IqeINLSHEGB3L4uPgFRijlJJaGdCEkjjN9JydLKU0wsTvlKzKhOs0Nzd7nofmBBgSQR1XLOVH6I+ooD455GwdzkRAcgKUQz0ncfTo0QMHDmDiPIb8cGOHSTNdXV2f/OQn25rT3/zm3wdBMH/+wv379+fzhSlTej7ykY899thjjLG7777bGHCcxODgSLEYZTJi+fKVfX39Cxcu6GhvNwbAkGKhBACplPunf/rJRx99NJl0581byBgJw4hSJoRFKTDGU6m01lpKRSlobTizgkDZNo8iuf/gQcLgpptuCkN/dHT0lltuwTndD2q2J1LqfH5s8pTeD37wT5599tnFixcvW7qov3+wr69v9+69F1ywdO7c2VdccaXrZG666d22Dfff/w+9vb033XT99u1vPPLIo66bmD17ztGjR8fGCslkesOGV0dHR++4465Jk3pKxYqUWinNGNmydWcykfyTP/mA1vSF59cxxkdHRxcuXHjzzTc//fSzixcvnj59JiGYwN4ABBihju0ODg5TChdffMnQ0Mjhw4cvuuiihobsiRPDxpBt23bMnTtzyZLFu3a9cd55573rXddIBWvXruvvH8KZ5JdPPskY+8hHPtLS0p7LPSpsiwBD7QelQCmjFE12mTFgWfboaC6f9xIJ97LLVh88eGjRokVTpnSDASFsQiijpOx511933XvvuUVH8P0f/KCto7O1o/vEiYHR0bzb0XDVOy4vlHPnn3/+rLnTNAVgkWGRoaAUrL7q4hNDRxljbR2dlJOjff07du4aHSsaQp557nnLsj7wgQ90dnYODI3k8oWt23dMmzHl8suvzGaSP/zRj48cOTpr5rTr33lDMumOjRXGcnklNRhglAd+CIZobSijUipKmdaYWGwKheLQ0Gh7W7PrJp577vkPfehDXd0tUUDHcgVCGKNCRopzQQjhTBhNhLCNJkpqSjkYNjQ4aggwJoaHhl944YWPfOSjs+fN7zvxnJRS2LZWwBg3BIwBxi0ubIzZOk4CCKt6fiRBSk0ZZ0wJYREAIKxUKlNCImk+/vF7f/zjH8+bN48zGkYahzFjnBJqDCSTqTAMGeOEQBjK5ctXXHPNO6Io+u53v9vZ2Xnvvfd++MM9n/nMp/fvOzB//qzLLl09lstfeeWVrS2NxsC2rdtPnhjwPDmpu6fz3V1gYMuWrddee92iRYtnzJhJCGzevKVarRJCEq79/vd/YM2aNclkcuGixQCgNYShlFIToJQw23IY5UpqAkAI8/1QKWAMhOUePXqUEHLrbbdrAyf6+6+//nrHtSuVChdCCNvz/EidW6D5X7OZ8SrlcQqm0Ro4qXeqxrWZMSYsYZQuFotG6472dgKkxnbXRLDGGE0FJxptRkgQRaVSqVwuY6ExxhkAKKPflt0jLv/jVbq4HFcYxxVtSN31xzACSTuttWXZiCZjUXJctgJTGGvbXTB4cJR22LY9MjKCBoXGGMdxYs0GqTli6zgVEjMsEdvhiSqVij5dFhw7KqJvSewHkk6nQz+IlbgIZRhjbFzogjjMtm2EyHjXsXg9zoDEVUPWwhoi9o3Bw+LGBssv4I7F8zysWp9MJpuampLJ5ODgYLlcxlPEwQ+865jKre/nt0uC1tc2YoyRmAx+E48TgxqT8f+mpxNvWmtKiFSKc0aARFGUGxujjDU2NRgNkZREm9gp39SVlwICKKDSWlUqlVw+fxqhOz40yW94X04vMnXuQavVqTI6lBBNYrcJxhglJAblDdls4PuqDsieU9hVk6IQ4Jwphap3/WauLCb+Tsa3EOe6IXygUioE5blcbtKk7ubW1kqlMjw8HGCpLEql1pFSOjY1B0BSA+nOeHIwYOpxef3jnmgToBzTkBjnBOdZxkQYSs6tatVnjBHCpk2bMXlyMzXw+c9/CnWSzzzz4u7dBxYuXDB79pRPferPOYdiEcNMdGQ498ILL1x77dUtLemPfvTDmAnHGDAmDhw4VCpJzvm8eVNnzvhLboHvKwPAhR2EMoyU0hBGyg8iAKBMAAFCeagiYTOpQdju0NCRI0dOTpnS+bGP3csZBJHW2ihNKOVCWMApUH/b9te7e3pWrVqxatWKINRSw8FDxzw/XPvUM0uWLbUZvPd976UAxsAbbxzev3//Bz/4Qa1h1qw5/+N//DW+Jl/60v98/fV9V111yZe//NflcpTJCBnB8eMnAMB13TAEx3ZffXXjnDmzP/bR9+VGC7t27dqxY+fqyy5/5zuvvuqqqxmDIDCEABhaqXhBIAXnWsOBA4eMAdeld9xxK+dgDARB5DgOIeTVV19dvXr11KlTvvjFLyD+KeTlM08/l0w5UfTuxYvnfPnL/1dTUxIA9u8/msvlpFIETBhKxigAhKHUGjhnQRBhQk6pVFm79uk773y3ZbGPf/yjQkClLIWDFeYIIZRzvnz5SmOAc/jA+z/IbShX9Bf++ou/fPyJT3z8nvnzZ8+b/1eUQBBGfmC0iQzIIIxsSwBRH/7w+7UxlJAogueff9EY8sQTa+65566/+Zu/NcagFvzAgUOJRGr//oNSQiadBICjR/pLpZK8EzIZV0rYvXuvlGBZCUIgDDXnTiJhwDACkHAT1UqQSmaNBttK5MdKj/zi8Y9//IPdXb1/+5X/qTXYNvzqV8+fPDmABFIm04A9OTZWYIxRwoMgTCRSBBgAPXly8PChk9Ondd5993tuuumWTMbO5bz169dblhVGURggh4FhDV2t+pxbQKBYKjEmGBO2DbbNpVTGQBBJAOAMBk4O79t3dNasye1tbf/np/8C9Yqc0WQikx8raUWMAd8PpdRKmShSGFnev//g3Xe3ZjLir//6v5fLJcch27bt1RqeeGLN9OkzFyyYv2TJfAAIAhgeHt6xY6fnBblcvqOjRQiWy1WO9w8c2H94wYKZmXQin/eOHT1eLpfHcpVMJrl40YIlixcAgJQmlGDZTjqTFZargWjDMOzOuGMIaEMcN2FZzABQygcGhw8fPjZ9eu/tt9+ZTlsAEEXGdV3fD6U0UmsMuU5M5adUAaYGBAmjxABQaoiumYeMh9dxAcbVl1JaKpeV1tlsI6VU0JqJOLopq6gW8i5VKoVS0fd9KSUjtWrkWmtkDd96aFsplc1ms9lsPp9HvIi5jyg1iUW0sWM3ugf6vs85TyQSftWLReFoMILikEwmUy6XUanCOW9ubdFaj46OOo6D/1WpVFCCGOt6sbsokNjTIy7Wg1IQJLYx0F/xqvEwq9/h4AfCMEwkEiMjIwAQBSFy53ElL621GfcrxKNxziuVCu4EUBaPPDGWp8nlcigNQnI9lBFCpTAMHcfByjvYM01NTdgDjLHu7m7MQB0cHOzo6MC7LhaLbW1tuVwOhcLVarW9vR3F8XjxcWmFtysrry+uRClVylBzGjNdzzSb+Oc4/bF+0NZ21ARoTRVDGCNAR8dyTPB0MlUjd8cxKYlHGiFACZrOliqVcrlcKytxLrPCc0LjGO8aEn8/8wpNnYxewyltSewNDzG1TEgtGHK6meDZp8bsTyCgwSijMdZUr96uZ6wJ+p6TNws+nXqzKKVCcCBAKcV9WjqdSiaTvu/Hw0ZYFhr7xk9cWFZcDSB279F155rgyP9DtSH/+S8RFWkodUJahXPuuq4xJpFIOI6Dc0qlApWKRHjt+yoMw3Xr1u3Zc6haNZzDjh37fvKTn5RKNfflXzz86DNPvxj4EIb6Bz/4yYEDR0olWal4UST/9ze+efLEoJJACGzevHvXrn2+D54X2LZrDEHSAauaR5EKApBSM2rl816lIhNuplrxn3xybRAAY9B3fPC73/1euVz1qpFWJAyk5wWC28888/y+vYdK5bDqKUrooYP9jz76S8dJHjhw6Gv3/++dOw+AAd/XGzZs+da3vlUqlcIwjCKdTFIZQblkyiVjCeexR3958MCJMIRMRlTKsH795ueee54AK5erAFAoFLZt257LlX0f7rzzzra2jh3bd23evAMMjOUq//ajh1/bsataAWNoGCjH5owBpXzf3oOPPPLk6GiZECgWg5///PFisYoT4ujo6De/+c3+/gEpoVwOd+3af//X/9/h3NjAyaHvfu9H/f2j2WwyDKG/f/inP/0ZriJCCGA0jKBU1AQYGAqGplPZSllXyl4qmVnz5NonfvnC4ECZEvi3Hz1y4MABQqDqBUBJpVLhTIRhGEVQrCjOoVxWYSg5Exs2bHjooUdKpXKxUHnwwYd37dwdRYpSTgizLGEAnnrqmV+tfSaK9NFjo9/6x+8dOXqcMvuJJ59a//IWQglltFiKfvrQL19/Yx8QceTo8eMnRn0fKhVdrfrlcnXf3qOFvJQRbN3yGgFWKlZ9DwJfOnZyLFfSivoejAyXLJFw7FTgQxhoo9mLL6z/0Q9/MTKcl5EJfPXjnzz00wcfZtSWSufzlSg0RjOtaEtzR7kcFAplzpxS0fMDqQwtlsr/9E/ffnnDa9VqlErZx44Nfu1rXxsZzoUyqtWp1ToIoFLRBijj3A/CSgUIYViRLQigXJVBFNluMopUufT/sffmQZZf133fOefe+9ve1q/X6dkX7CtBQgS4SQIli5usaLOdKI5KcRLLValUKa5U/E+SUsplu1wpZSk5jhIrS6mikmQrssKQWiiJpCBSIkCAAEiQAAYDDAYz0z3T+1t/y733nPxxux+aIGgTljnAgPdTKFT3m37bb7n3e88953tksOfY06/8L7/64vm1cirs4dE/feza+qgqYXtrMNdbdBamk6ZVdJxlBJUmeVNDOfVrV6/9T//jL3/92VfyTC/M9//8i8/8f5/8tLPw9FPP/pNf/pXdneFkDNtb1deffeF/+O9/eX1tsyrdE19+GgQmYzj/wsve4csvvToacjmFly5cGo8qwuQf/cP/7uLLa+xhPJJnv3bxiS8/qwgGe5OqdHVlm9oR6TTNvZeqaqoShMk2Mhzaydhb6wDw07/3x7u7VauVlCX/03/6v29u7pRVpZRigOD19p2nw34vUE6nobprMhqPR6PJeDwcDsOy51tDg7NA6Wg0unZt7fr19etb1zd3NgfD3fF4MB4PhqO9nd2t61vXt7Y3p9OxF0cagVBCCzThNztn7+3tBc+7UImYZVmr1QrGiLM+o/tdD40JwT/v/WQyUUodOXIklBW22+1ZHmN4TWZut9vBNrHb7YYqz5n0HI/HIWQeTPeCrJyFxmflpEGbDofDXq9XFEVVVcHjpd/vH1ZIh49hCMwHGd3tdkP2S/BGnIWfZ1FGa204Eb1er9/vh+8SknYAIMjrpaWlhYWF8GFCCg0cdFgM2YOh6jQ8NxQGhIZH7Xa70+nAQY+h8O7hEAXLmjBjFkUBh9pwzgzX3+xldrhze0hGAkWgCIkw1HHTwc9qlhm0n36i8JuwTSOy33OTme1BLN85t7W1dX1zYzgcBnOeECPfrxMH8M5NJpPdvb2Nra1gIX+4QvE1TSmA8q8K+R/2uT9o1vMGwCE/+NecMUXCiks8g9/vdYoAwY5Rvk2cfLZTMcvhRkQhFHqDN/1OI6xai0hZVrbZN50MBy24vLfb7SCWqrKctd8KV29VlmF9HlZudV2HK//wN43cMN6yzP2/+bd+4TvfkA3RhdDtLwyjIXwy2/fsdDpaa4X7gZbQ9GQ6nQbPV2YOYZJQwROaDSHi3FzPGLO5eb3b7eZ5PplMxuOpUipNs2ARsLZ2NcuykKU3mUzm5uZCuEIpNZ1Ow+BY1zWhZGlhjNna2iaipqnnFxeMUaPxYDQa9br9xOSTSd00LvSgKauhiF9aWkjT1Hu5fPlKkbesdXmeV/WUCBcWFhBle3s7ZED2ej0AZJZw5+R5vra23mq1ptPp8eOrzrnptJpMpgDQ7XasrVvtfDKZlGXZ7cwR6SzLtzZ3GjtJ02x+ftFZHo1GWmuTqOl0vLi48A/+wX8DAL/7u5/59Kd+r24mS0tLxpjRaPTII4984hMfu3Jl7Zd+6Ze01oPBoCiKkydPbm1t7ezsNNZ0u91yOsoyrbVaWpyv67Isy+FoUhTtqqpNmlvr8zQBcOHpYZAKh3FnZ6ff729tba2uriLixsbGXK+jlFI62dzebXU64h0zt/Isz5LxaKSNYUFB2trZTQCWlpZEZHd3RynV7/d3dnZWjiz9w3/4XwPAb/3WJz/5yU+ePn16Y2MvtAgJDTi898ePH1dKra+vhxzQ0ApndXW1bsqiKDY3N733y8vL4RTXla2qKgS9iGh7e1tr1WoXIZwQqtTTNA2VZ865uq5brdbKysr169erekSYZmkXwLba6WhYsVfOOZNA0UoQ0u3t3aXlnvOlddo5NxkNsizt93uddntzc7Oua88QKgF0kgFQp6XDMQSgAzdlnk6nSZalado0+/X7SZLMdduhy0kIjK2urmZZdvXq1aNHj4ahNqQBdLvd6XSCiIPBYH5+PnyRkH3Y6XSCwdy1a9eaplGUZFkWfMqWl5fLsrx69eqs53Mwhw7dIqt6Gizegu/y9evXO51OiGsuLS2FArhWqxU6ek6nZb/fB8Hd3b2wNR+K5JRGESmK3ForTLu7u9rQfL/barWuX1+31vZ6cwK4uzvIilZZ1sxsTALw1oxjCoyI9a655dZT//6/99MI7pvjHbMdaf5uR0CC7HDOZSableKJCCGCAgGw1urEzGwHD+tLTcp7HxQ2wUEFg4iImDS11lprQZFJQhV51wAAIABJREFUjIQEDDkQ99/Sk+X1OeX4BmKu2+0Gs5RZsDbkWswi9/sBPGP6/f7a2lr4udfrdbtdb12YCEL6IjNfu3ZNa93r9YKDBwDkRTEYDkJhZbvdXlpaCqnYQedtbm6urKwAwPr6etM0IUl9dXVVax0KSYloaWkpuGKHYPbu7u5gNAwx/uXl5cuXLwcBDYd61B87dixNU+ecQgr5A0qpq1evBlvG1dXVK1euhAYu/X4/zErhBIVb7/r163Vdd7vdMPwGY/L9/kRara2thTnr6NGjwbg9HJOqql599dUQbs+yLDS+CGJrMBhsbGyEY9jv90PfpXCrbm1thfZwR44c2dnZGY1Gb3ZlFY5kiPGHmlrm1049yRsllO9ndvtvjQVqrfeGQ0DwIIjoQ26SByLig1OQJWmapob2hSMeeKFM6qm1drZdEGo931S616wpT1Dz871+p2jLN0fTJ+V0d3dXKbTezQ7U/Fx/YWEhdCxFFjgImW9sbQ5HIyEMPar2N6zeaCUw20gJBRXzcwsAgPxNkfLNzc3a2eB/FG43Zn5Dz3URUajDajBUTShN2uig+ENoPCRuNU1zuFgi3K1hXgiFYQDAIMwc0qtmn5mZi3b3+NEjUTp/T4vy2d0SLuIwc79uiR/SWgiFSHnvidB7Voqc80linHOItF9LAQftuPa3Sj1iiGcIkQoqP2wDzYoeZpfv7AI9fEcBAO+3fPOzfWEBEQkhKPReAFAEtdIiECxQAMMnl7D7x16U0s5ZUgT7zw3jBc22s5hZayUCQeWE8d05S6RmqXPMXmvjvSMVBgj0XrQyvP+CjKicdVqb8PFWjx756Z/+sXe96y4A+NVf/c0/e/QLaabLsgqmXT/7sz97++2nnn/+wvPPX3jssS9pbQDAe0ekiJBZhxrtYGIMIkiICOwFEAl141yaps7a4NwQjnlIlJwlU4ZfD2ICYp01JvEcthxDC3drjGJmQiUg1vkkTdkKhGbvivCg1cjpM6d/8Rf/rvfwO7/zh5/+9KcAAJU6KCTnEAObVfPMHtlPylRkrTUmCW1oSJF3HvZbipOIePYhzhN0Q/gKgOC9J9x/tSCJkJCQBDyh9l5IgfdWKSOsEAHQi3hm0sp4bojEMyEiAge/BQBWpAQk5KxrZax3iASvGXXJzOpL9iNeMEvGDf3tg0Fv+FQI+30EWRgESBHs24SFL7hflT/LZA1r4Fl+Ydg5Zd6f6ZDQOaeVPlBcGBSJDv4nAjNjZq11OIykSEJhKewbVhDh/o65Y4B90wYWVqQAxTuvNIWMW2ZRpFi8SHgWh1IxEdBaO8+h8d9bGMl5+4hyOLCGAwYRweD/CkCIXjwiAQApmt1uhzfKX9fC8LWX2g+lE9LBxRYsNeBwAnGYRPbPA74uMwDfIPMh1OzOOteEXPDZqDtLjQjL6ZBXve8ekySJMc65YAUYAo27u7vhuyRJqrUmwrIs+WBqCIJ1dm0jYqiSDOng+15PB2LloNMtAKAxJhRTNk3jvSOlmqbpdDqrq6uXL1+eFarOxpPgzBia1IqItU2SJHXdeO+TxCRJMp2WsG+kqILxBQDWda1USP/wzPuzT5alREqEq6o+cmSFlFpbW5sttEKoO8jiuq7DBzicrR62lGe9QsNh3HfIgf1uvuGPi6IIDuhvKiA6+ySzdQ4R7TsTfsvaDF6rBg5/8IYrNWRhRBIURAoJUeFpdGiWp/3mOvhNhoMHWR8hCs9vUs8c/uL7r4MELK+7sZRWTdPoA5en8P+5bm9hYUHNDCVl/6NtbW8Nh0NUBADO+29X7nI4qL9/CQGFqunDN6IicswQHt1fL79xTnlolzTL6zlIvMFZY6awW3L4RM/sYoRDNg6GQqnQhOhwjcfsLaIojznl33TbzKTVa7fQQbXK/g8CSEoASJEAKE2eAUkfrNRV+MEf1CaFf8LXlvI4e4UDFzAkRQDgWfYb2u0XjEMwwQAA0uQFMMiy4GkCGGZBFkDaH60YfOjEsT/lHTydJdRoe1R0YOMUPsDhzDggRWGsUNo4z6Q0C5Ay3zThKWIBJD0bmkgBw8zRTAmAMloOHun25u65967tHfv4448//uUndGIa67VJi1ZrNBr9xm/+89OnT/d6va2tHefBJNo5p00mIiwCyCwMeKA/cP+whN8YRGvlvUPC/QWDACB5FiQ1O5jh14OkQ1Q6ZXmtHkgElDbhicFnS2tiz/tvSCgHPhGeWSfGerAWrHeOOczZs/KmWWXYYfU5+1fefyMJI+nsBwBgYEAI1wCDoCIGIa04jJ5EAhAeBADS6mD6UQyCCgSAlBEAIH9wNhUpYHDhuQcjNoVzOpu9QpdFx+FqP7iM4LWYk7wWcQE45GI3u4pIKQkZlYoEIFyQB8+V8MZy6BTsvylguLTCXbDfzgIP8jkBlNbyWrrm/lfmgzk5vJ1SJACeGWh/msSwfIL9IwaIng8sO0DC8oDDpar2T4cAYOiSjbTfdTvcFwCI4Hn/G8W91cNpvLJ/O+JsbmcIa3s4PE6+PlUUv81LhSXTTL7Dt7Q6lJnowjf8PG+Y9jDLaD88yM9uz8OJIiG+Cwflkt57i9g0TdFqAWJIQ/cH6tA6a509rP7hoKL0dZ8hvOx+SEUEieqDN5p9osY2jX3twVBYOct+mRWhHu6IeUjTAwBUdb2/EPLelWU4IEorAQhvF55oD9QzIp46fWp7e3s8HovY4GfQard3dnZma5LQyHM2CR5eX82aWb7u5IaEhG9dGonIzKjkzYbJ4VBa+cGJ++bD920vB4Q32tU6uJcRRGh/dJNDszweetlD3erhtT6X8m9Uhvg6hbo/HH2LivbslVav8yEpyzK0fMqybGl5GUTKskzTNFQPECAzK6RZUvu/ej2AByaS8M3eKh74m8Y5+TbtRvc/1esT4sNKL9wI8EZdRfcvJNq/F2YNQeGN6l9jKksU5ZHvLpcuXfr7f/+XJpPJ+vr6rBtz0zRhsK6q6rnnngv3YdipPGjg595uZhfGmAsXLvzjf/zL3vvNzc2Z9UQ8xZHIO4mgp4MSmp+f11pvbW3NlOh3jzRN5+bmQqr6zE77L7uMOhDWM6uWkG9z0BTMdDqdMBrPBrRvp5YiN56qqpr9bHisqyoUSMw2dqJjSSSK8sibZjgchuTFEASapS7MqrARMeSZhOSKw1tgb6uxJhRRPfvss0mShHqApmmiTV4k8g4jpBEGH+4QJw5GhzdAlKdpGlq4B7+B74Ysvnz58uLiYrfb7Xa7AGCtXV9fDxnkb1jCGHkLCcUAiFgUxSyfZ+ZsE9dOkSjKI2+aPM9D/UeIAAX9HRLKg8wNujZo8fBrcL95G67+QzdpODAxuAHzdCQSufHL79e1eb8xd3pZliFmEboCzaxa/pIv+7rohlJqe3t75mA4s2APy4/DKcjxSnjLaZomSZJWq5Xn+ex8jcfj0AVztvsRiURRHnkTM03o0mytDbYMoewvxMuD2VzwtwmBAThI7gy2wW+fLxLWDGHBEDJtQvVYPMWRyDuMWV3jzM3wBrxpSNcO1ahhL/HfYtz6sM3i4R9mlu2HHTDehhuV35sEn/jFxcVZjXJoEzv7NUbKI1GUR94cSZKEGqBZD4gw1oeN2hAHCo+HaE3YoQt5LG+rLxIcUULplQ2tyyKRyDuOmUEWAIQ9vRs2woQSVTjIEn6dMcW/2Xc5rMvhUMJDiLYG04xZT6XZ8iBGyt8OpFnq2VtnmXk6KpumGQ6HRAgIr5VLIgaHt3i4IlGUR76jWWE2rxxudXG4UnvmNjAr8H87TwkhcvaXny8jkcjb8wafOX7cyGjxt3rJ/Vv5Lt/un2Zj7CwufthNJYbJ3w6wyHA0Go5Gh87ovplPmEchmF/FFVTkzRAvl0gkEolEIpFIJIrySCQSiUQikUgkivJIJBKJRCKRSCQSRXkkEolEIpFIJBJFeSQSiUQikUgkEomiPBKJRCKRSCQS+d7kLbNEVBzdGCORyM1NhdN2ntd7I3IuYfauSXJTc8MIjIBCiokEEUDQx8MViURuapCj1/A7VJR7auLRj0QiNzUCqrJeQHlQjFpnrYYbISMAgCCAQiRMAiDI8XBFIpGbW5Rj9Mh/h4pyoXhqI5HITT6AqoLZqTQT1JYRlCqbUieJIDMACoGQAKGAQIwwRSKRm5sYWnjHinLwaTz6kUjkJseBdySCAFpr9k1qUhYBQAQkQRJEERSU2GI2Eonc7EgsRHyHinL003j0I5HITQ0KsvMgHqVhWws7nWpgJwIEAIIKGAUASDjGmCKRyM1OrI35bs8p8takkTzx9DPx6EcikZt7AIXMOQfedTudW28963zD7IhIEFAg5KyQEAD4GGCKRCI3+4hHkiYxzeGdKMrjaisSidzsiMAsLcUzKAKB15LH8eC/OOJFIpF3gmQEoVge844U5bHMMxKJ3OywA9LAHDItgyBnOBDih4PjHJtCRCKRmxyCKMnfoaIcXMwpj7y9kbhyjPzrUAIIIAxEIOyFFeG3mbaiKI9EIjc7OYCKR+G7x1tW6Ln1lf87Hv1IJHJTg2KAUBmTz88JoWcmrYl538xXAFBkX6LHAFMkErm5UXP36PbJeBzegaLcnf/TePQjb2u9FT3sIv/acYy9F8l7vTm36hQJi0ISEQQIulyQgyinaCUWiURu9mkxWYUoyt+RojxhF49+JBK5qTHaNiwaJiBTZNRIiIgIKPvZKoxCCIJAsT11JBK5yZGY1flOFeWM0Y0gEonc3DAIgwdCIPakQJEAACOFGDkAEwgAY0zDjEQiNz0Ue3q+U0W5pxgpj0QiNzde0IJKlBJKPCEo5SwrIhQgIQFhFEFgAKGYvhKJRG5uDMVI+TtUlJPoePQjkchNjQgmCsUKCmoB70UjkLBiQAEBYABBhoMU80gkErl5QYlpeN9lbRwPQSQSiUQikUgkEkV5JBKJRCKRSCQSRXkkEolEIpFIJBKJojwSiUQikUgkEomiPBKJRCKRSCQSiURRHolEIpFIJBKJRFEeiUTeLIgIB33ORISZwyM3ADkgnoVIJBKJRKIoj0S+t28hoqCPEVFrrZS6YaI8LAkQMSwGojqPRCKRSCSK8kjke5SmaYIc9943TSMi3vsb89aHFwBEREQ3cj0QiUQikUgkivJI5O2CUgoARCTI4huZTzJLXyGiGxyhj0QikUgkEkV5JPJ2uoWImqYJ8XJjTIia3zBRDgdJ7d57a21d1/GMRCKRSCRyM6LjIYhE/jI453pzc6hUNZlUVaW1ds6FRPMbIMrDGzEzERVFoZNkMhrFkxKJRCKRyE2H+sVf/MW35I2nX/3n3+FfeujnJNCUYlI0ULpdn9EEkoRNrkqv/QSFIE1Zt9x4t5VXYj07ZxRhs1LtZMLbxeJL6dIedtpcC0yRepPSp3kHhKgRgKwWA3lnWIpRc9CkWhvmMakJghumywNHqS8LneyW+QRXW7VdnF7VoIbZ6oaa07osxDZNnRSt2kvFgMpobRgTK1ntdGoytpaSztSZRAqZ+paZ2yuxlWQtqcmNvam9KbPG5dyytu3S9lhJu25P0sYnrnE1qcySZigzcJrVxCfjrF/pstDXqTnTeHRpUqbZRJJWlrtqL9G2IR7qtjd9ZEOOyXlInfGePHiVVZQ0yiBC7ioCtggVkAOVCbWIx02nVKcbs+jctIUTV5GFNqVzVW0NFEx5rWWK03EmCF1V5QID1tOmspnMk8sZBzrzttaeuz5pewtESakJdKHrIq9yAF2nNfK4QyATJFzy0tPWlTrn5e8b9h+eyLyvhkojsm8JtLzxnpHGYqfKzFW80OAEVZGAEuc84lSpkUm1MdK4XCVNzQ5TTnTeNB5TrzTjJMEGba+0GdKwm21rGI6wvZv2x2CYMi12wDQwicex9lNTc+41erTGKwUtUcaRZ8PAmOoxuEw1RTUx0LvY/xh94L9YefDfMb3jz7+yPsrmDOmlwc5OBxnaJJnS9VAlA9cpsk7KA+f2arWUUC+xdVMKmIWpgkaZGodkavGmKttepbWpIcmGDUieeuVYvPapcGIoQ/ZjpJHpEqUtRjPlhNolZ+qW7+9+9L9du+Mnj/XPvXplVDSjNu5QWg5lykmu/LIrDSZgk6mzg643yKoxtRGfSiG2jaY1hYljY9SSqzNlVI27kKdTSwt2rwKss45y1GqYVDFO1CipHZap7XF1TtEyYUO8oaTfJGrSe3dz9Adtd2HcnNe8B241lZbiBrwQpLkHq945BakCCISUmFavywiCCAAIQAIhl0gQAAUAEN6y5CJRzjtN0k6whZygF0IPJEzak7ZKl0qm2o8VNKBAEnIZCNrU2bSx2jI32mPiU7IKWCEqQf6OZheYGPHKt9H1kFOgxuup19aqxtLUqRGqKRGAYKkqDSplUH4EemKVVMg+0Q35Rpeehq2UlfVqSnVbj3HSKAbDjFPWpdWm9i4Vn3hUZe4Nl3NrrWkHRDSTdqKgQqq1R9UkSsAn08Q3qkJlimlqivqap47nXiao7IScddCuVGpxZHRu+LifFMa8QtDzQp6IE/SKxXMiKQohsFPekwgq7bViYIr11jcOsoSZH1FlE83KGK6NaAfaqqZJtgBrcm3AWvR1NoosGy5KgiYhIkwsagcEjo1TIMQOuQFoCXcQPaElqAkt+kYrSzhFmhBWCCLSEd8HGrL0PBZebyfgTbOgmr5iQTWttGWDynhyDBUkzUlFVpmBggmCJbAaSsWlsqJsoqxRTIrGNmUvjUhD5MkLMBksQJQAARCgJxEEIUF56xIVsXMHtY7GC++7x00QKRcrtUySzAowVtDlFJwnO8xQq6pJspYWLSRWaiutvBx1DWjFE+s9qCkrLbY1vnJb1koIE18LaEGXdZLRZEcryTMEGQJbX+PyXLcelkXWrquR0Y6Qk1qqxJx7+ONAChhamFHSqbYujq58eW933dnBnOKCtxPbMlm6Pdgour2CEhm5yXSQdDJm281bquIC1LQe5onqsptkeiLbi62pd7hb4vLCESm3gGypSfkytZXxvZJT64cdZF9XhUmqumSiXBkqpykRaNQw8o6hzskOeplMy71MFGLidqu5IgGq7XR3PmepxuB4vl00dTMVqLxKVZr7soslV2OFVEG7SfseRaNvIehp2ehBr8CquegmLktqcHXH5A4qO9loa6up5xqdMQPJts/QQffYufzshyFrW+jbum1ITTe/Mrrw+ZwnOU0UtiayK+CwUWA6TOBzsLRL5DSCqyFJkhJGnpw2Y2ydOvbue6F3ur7w2OCpXc/Woh6KkboqCk6oSrrZ1nTidGsZy7KxLColLpRQPWlDylWVoEHIMmOQnJvuAiUk4IRRs/U2p6aLGpQZj0Ek0akpBEHw9C13Qvf2I0nuUu3dgPd2qvWt3etr4IZajUbV2EGWEYEdtFQ2LiHLU2BrwZbTjft/aIGOjWB4QV798yXantSW2CdFq++mTb1tFEnVJNQvUsXTdaUHrST1XnnZA+OO3PUB6N8HsLX29J9YCxNaPPnAR9LWGRi/tPv1T7pqkJucXYnQcGNZVZlpNdOmlQgoIWRtWYnXxleuzJJkPhkBv7pKZyDbnTd7rpm6tDOeDtupMnbMtc3yhQmhY0xNaoS5qnMmdpPG10iF5mROPEnt6w0Qn4EkXNLUFd5kpj1w4Brb5joDGjWWGdNc5YlKmt2MambZ9WPuJmYktZiz7/8oFHdBfe3qHzw7T8+P5JXGpAxa0ZxtyNAkbtDd6CHUo1YOYOAEQAlq8cKWM4HcYYt0J0s6Kk3Y1Jp10miw7JvRtLneNANSNiPARKSpEFERMX6nu0AMCQAA1RBEvBD5DgoieABHyOQBbUqQtjJLor0AMBBzDsaAmY7qJCuAtLfQ1DrhFiQtabZbiUE2CaciaW0dQ8cJWGoMMgCy01LNNUKMqElrIk9Yo9OSJrpj2VbOJUSgU+90ydwxJ6w4D2MCUdTR2WrWvz1Rbnvj8yWX1u9keRdpCb1W7B1bZlZKElDeOqWUIBCwAAA2QADCAGm85G6cgpFELBj0DTuFjOxRjIFMJCEGYqUhZ7JCeuySTFQCqFEYxDFqYdKGpQ4nEFABaqRG+4ZFhBMPOZBB0s55JIvkEC0BE4xRTZWRqinZa2MMAIs0iATKCjJBIh6axmacmLQA9JXzZZmBmkfdJd1Gg4oQGcFrcOLdxDuQ0hqjlAL2DSg0oK2tidRMDwOEz8kx8TiK8reSlmHHbAknU0wd9tKOa8pUoYjyzttKkkJbdjXXnPQ7luvhwIFKTVGB+HaPkNNJmVQloK8sIXfGUHW6eYIIJJW1ICWohp0TJitJ0zQKUBvjvNOgiXM48yFQc8BMUAE22fGTcPIUPfeoevWptt3TyqCj2pJqzU2sTatyibK80xtrhwgi7OsyV6nChgUbvynZkYmlPAHHTdZdWtuettLetB6CoUajVDU5a1BDO6FmCOOSEmwXncqztQi+EADyFsoypVbqVhhqa12aagHLlc9V5iwJUK4LX1c6yaz3o9HAaLCOkrQjjQiI806TcpDU2LFUeGi4rhpCBD0mUs1uCiZLkVFYF6OpLzIlZE3KthkRF8aT9pQpJex58QSc+og3PcaEAJyF3uk7eidODv78X9idy009STKxUqeUENZTW9rMWOO0rVPOBbKGTAU16wYBJ66ETgdM1lR7SbMhxtTJ0qRJdK878nst1OPhiNIEcQplzZQwkSFR3Bjnk0Q5gTxVE8cVew1UqGSCOQAgsVPggU1T6saIKSpc0jozoMhV1mlYOAJHPg6GlExVAngS87ukf+3S5af+YDr4UtHuOF9MrVc4UcC2QY+1SintdCBFqK+s/8Vz9frFdG9tPoNCMYCqLZhpneWtcWORtMFEi3hxvqmVMZotUDkFtXDrQ9B9H/iL6qtfmvpi6e6/kt7548Cd+qtXZDJMQTn0rqm0sq28V+qhY5skia0nKMK2QkqsMCaqbirN1eSVZ1qmL/1r7mu/7yYvmcwPpcVqmaoG/V6eNMNmU9JMay3CQxERzCFFDd44R1A21VwDrRx3/BiKfOq55TLFgEhj5zDJDHoQN5Y2m7m2bpQdTocbLl9wZoBYm8JcR7WopyZdBT0HzgCeSPCUry563TSZd06lpMVqYBtF+Y3eD/VaJZWD0oMDJIbEcaHMcp4fpewomBVIF0BnYHbBETgFDlWzO1dfrtz2tLzm/KDyg4JKJciQiij4znQ5Sy7IhDXgFEWhbyufeW8JPBJqNOgMcQqgedJ4Aq8UmiL1HhrRzrdNDp7Aa8KOgHI685AmrJS1rm5AUGkynKQL5yRdgGZzuvdShrVCndo+p6VnYhYW9gBOEVHiGwSTY+q4qQgEEVOT2Np63VAK7AxDofLjuHAnYWPGX0/cRlMPIU1Ky4WvdKK1TqzUzIwg2qTgvQiBGAAGYEaPwPF6u6FYFDGUJEgiIE5ScJ2GU0fALlVeOdEiLNJYvZwqJ7Yi9uQRQDERiCdNzjdO0OjCkrF2kAICdRh6HtuMGVAqKCg1cI08QRlr2NU09qwIVaJQGISNKM80RqqBEDkXcUo8iAJWIxlAWuTds5Qdp/Q4JH02mowlFGIA58SObL0umxebalzaSaKNJra2QgJAJiDe34EDwGh8G0X5Ww3zNogd1e1k6U4DaP3o2tamyo5kaSfLNobj9QS8Qsl1tsMwNOfy+T5hMh5OVLM2KC9B2kn6twH1nLKKbVJ1rJ42VBJsO9c0yVzW7WrdcD18dWtvafEOX7Nvdqp6U8RqXTggkHQCxgDQxovab/DSKVy8q3dusnHpWXBp1b0X1d5uIxUV83MFb75U+slmk/jW6WyuPx7vtdVgPNoEnWilJklrOPXUvWvQajU7ryS2zlaODqCdqrEdXqrSvl1otzKdTLc3XetkRh3T2Ro2zs+57jyhLgeTUTmZm+/kylV7U6SOmtdjW7lUbe1urXTm5tK53d1d5ydaWWtM2l3FLtSDa9oOHTuybjpx6fzRadrB7nJVO969XjSDxAilHdWeK5t8gOPEA6YpKBiMd5vKJa3eVGszd3YoE9nbLLwTowV1ztOxqNLkKllqBPz2K3lzPU9avnNOHbkPTr8w5jL1Wqm5urkuOEpSDz7F+VuEdT69BtOywnwEqe61jKG9vUoUgutIegTNYpEkdd3UQo7mqbfSkGO7W1WX5kR3oKn7dzc6q0ZbwCPBhPsnt6Cb4JazgxqgTOay/qqfjiz1lVjB8ajZBtAZUXvp9KY30s1dNYDhRUyY9ALodp3pVADLAaAGsyBKc//uEx/sXP7D56ke+fxIlXYzOLa2c2Xh+LHJdH1aT3cnLOn86MUtrRIl3cTYenqN9ASyZMOBgsV275yzVPntSdn0i9U862q3UY43UY2MVgNXQLK4o2i+pKltrdz+/Z07Hymlk5d29NJzShXYOc7S6WZqa+vKFHq51uMxoBRZumg63TTJJqPB0I7nijnpIE/XXGl3L61dfrE5YRBTU/FoWHU7nTswaQkOt6tLxKURRsfYWtiDTtpSMNyZcEELvTpRqpZmd7csN4btdnL0ruEuifcKy7G1aflyklHiG5csjuhMUbT9tSeOqXGv3XkBT/ePnILhK7WMPAirdS1LMBrCPICGLdVqJXdIv1vJpB5u+EnTQUxUWsVx9wZv8UPKPAHlGclz5qWb5Cfy/q1QrIJZAukCEzAILiAqQAQNYNrUbhUyNtOlye7FeuwSZYGBnULKAb+jemIBw8BCJaIjBgQEYaUahomIA0z2k3qUIyHUttaVZ6tZKdSYkgLrpEbPqJQV12iuaDpvMzKSKAfCQAwiqnsceu+G8SuD3XXAYaY1+9wnIwENmIiQp4YVA4vnSlAJN85PEy4ZE00FJWOjGVxCDQABZhVke8CsQchJyp5kotMJlJqdOAEmAUXsFNhKUQJi0BMQAHgQBgEgFy+5GylhKO21Fo5nOiMirAV8rskAOSZHPgExrCeipkqlxWRFQrikAAAgAElEQVQXNl9Q3mmdOEFRaK3TIEZp55LSmUZlmLVU3lP5UUhWIOmBzsEo8DU4C00J9dhXu1X5SlVd0+VmnhVAUjfCpEihg1JgSpiJ14SQmlSsmk5E2t3WwjG1cBuoVYAFi2AVOAAFQACkQKklMAspLZi9a+PRNc87NY8QOdEE3oMACX3TFhSoeOajKH8LpxSvMMnz40d+4K8DIAyu7V29duLWh7G1AoNn5OIXty99rVUODbvOieOL7/2PoFgF1GCn46/+7vil7Ub1lu/7MbP6oMqQmg1o2pBPYOv5y5/7f7ynxbs/1r7zfUAVjK83L1xYOPdAgm7rmT+qNqbdXA3GDo0HqlLsuuHai3/22+nwwtKHfgpv/3B3+Vw5d2Z+riv3/5w7/yjvTe964L2A4/N/+GvKdM+89yegfye0FqAawvTK9jOfGV7+atY0V7MTZ87cvXDvz0BnGQZPX3/680vnHlg6+sD4+c/vPHXt6P2PwK0PQ7l97fHfPX7mkba/9PKffk56Z889/DFYPQF16da3Nzf2unfeDond/dIftpoKPvTRlko3B5N8b+/Y2bMw9a3R4PmnH0dqbv3gD1L3hCvHzfXnX/7KZ5dg21WyfOsd+e3vhdU7GrMIwPzy4ztP/u5o+3KxuLTw7h+C1m17X3369OnbdX8FNPYn11566nPz/YXurQ9Ad6UuJ/b8n29+7TPTxA3Y3SFuwtIAM0Baj1597LfyrS/rtLvwyN9Ty8dh5dTLz3/lg+/9IVx+WH39c2uv/nFdbnk6euq2H4OF2/c+/7+N3UtlvtA+957VM7dBr3d0p3715S/tlQumpVEtTSbkcK61ct+R+34Yig50W9W1a7j58uazn/eDq+rMw8fuf2B64YtrT35mIubsQz8+f/xh3H7m2hd+vW7GrVP3HHngR3gyJXMCNMPoVX7h0b3NF2pjzO0fPnrybkho/JXfty9dqLCZEACmNUJabq19/v+o7NSs3N+/5ZF8aQWSo4uLx5PRFfXwx6F3L1SDzYuP9e4+mnzlsy+ff4m6x47d+r7uuXvA5FB7uPRc+cpfjHefKWFijxw5fffPqfxEt7vQ7H11Y/3K6i0PQVPDhUf3XvjjBKcomWDqHTQAgNDkq537PwKQ5zyYPvM52jzfzB/pP/zXO+1TIBaeenTl7P3pzhd3zl8tpX3HXQ9l5+4G8tfPP4Psl8/dA1m++blfS/0ge+gT/fQuuPSp7WcHgHzru344XfwALJ4CVTblC5vP/OnW+acXU7343o8tzN2z+9JTwycf1Yt3HP/Qh6HXgqra+KPfdhaPvftD6akPj/fauhxnbZ/W9tpn/6uCG2x44d0/uHTmBwH3ho++snnxxe7cvbe/7z+n/i1g16Ba15fONy/+RlI5yAkSK1TVi5077/pPoHeGB5eGrz4+Of8UjHcr5cAkceS9kaAgCwEU3meNXzTpqWTuDmgvgCoAUhDwUqNqpmIMgEatRAAYdA6Um7TbpaIi48bnESxhC3wO9J2JcmRGANAkDKIBvCinE+sEWVLPuWAKigEbcsrrWnQFwo0tUiES8uRZgVGJc+jQWV1iwb6cA0vijRJksBWiUS2QHPQ8mAzJW9dYzrwQImlUyKBIC1h0VZLlbF3FXicaCAi8+NK6MUNmGp2IFp6Wk4tua+JY42gnt1aZQrw4rpRadOi9QjGKmRmhyFK2AkACGgBQNDGAAFCstL5xON2AKfT87SpZBpVBrQAJqAJVEjK4NkhOJECupQaQXYHtlzR4B4wizKITalyTmg6plnUpZPOt1VtVfgT0HEgbWHl21lZZ1oaEIAcQVlwnoyP1cC3decx5JO+VaBDjSJgso2dmAiAUxwKYUj7XXb0P2j0wS+AKsSAIqYFUiYAHrxEAUSMtQJrR6rFu5/Jk6/l66oqkYT8mJABABkECAEYAYIjR8ijK30ImfjWDHfBjyOcbWUw6t5xYvNZMB1JtZyvvXujfwsUX6q/+XkG7xQd+RtKFZvcqNDV257Pv+8SRVnXl6S/D3iuYFl5QOp1p/3gBXiVq4uvTt92d3vv+Cgoc7KH1x+9/0GUnAOoRKSt1We/kWDg3ALuhSYufiCqwfVyk15IMOB1VpgMdLFrp7T96i7GghlDuWNPqveen+MT7JlVVbawVWqftu7oPnar8/+zXv3D8jr+zcMuDAF23/Qq7ZuWhn3T5mZo0mHmhFJIuuAXJj688eAINyitX6+Uzt3zgb9Ttc4pHdrpullcWT76/Sg2yTNM/ncOXML9FtO4WkPe3m73dZO4MdG65df5WcZveTsoJpt3TRXvxXHu5+eN/tHfkEfP9fxMU2utfh+EXddqm1dtXHvrxyROfKeshtJaa9pk7HiS3W/FOTZ0laK+c+r62xjWud8YbSbF4W3quU146P60udEwzGmYaoO3KwlcA0Jo7mRvx1FZZH7Zf5gtP96y35pjpHN00aU1JwZ3S9zg/Ta0u58639fzd72vf/jE2id94Vms88tBPNrSADrDaq5OF5Qf/Gtz6UcFcJq/67bVs5U5YvvPY8umXH/sU724tm4V08UyCaqHXh2N37GVz/flT7TyvJsPW0lkoTmy//OfAeum2e2Chu3B8e3T9Oequwm0/JJQ0my9vXDy/LONSZxOXgFkiBFB1d3qpPbpcjy7v7Fxf/cDPSKeLq8d21s8vtZfrrO/z/lxegN8G25tfuufIez6KC2d8tVlubZjWyfS2v5KfuM9c+KOdV5868/6/5toPk0C1+5JR2dIdH23MfJLVrnO+9IVWYmmilMZ6b14AMFt9z49AMgd7r25/5c/MxadzU77ilovWKeye1gBLD3bSBGGLOO3d9QM/ZXonXF1Odi7MnzmFyRwkq8KqKhaV46yzNKasnc+Np+3j7/7+9M5PgO+4zSsEY7N8dvX9t3aWvrT25c8Ul8vW4smid/W6Nysrd0LnbAmQZ1Ytn9q6cu3o0i3iu35vNNp7bvXIh1Sn3TvznsHzL3RoLln8IKSt4Yufe2lv6+hD/wHe9dPo5+HCc9BOYeXe/v3fV1o/eul5YPHiWOS++97ldtYl6ZmFk3OtdtvMX37yj3y6mfgoym+sKIcpgHGuJXQsb92e9u+kzhwrFoSgmlELoCVKBUkIPCCgBRTgFLmgbq9IlqdN1ZSvJuQBvuOtDqwBlUgKnAg4UVOPuratpHUK06MiXQAEUwlUKG2cnofyfIqZ6b2Lk0XW6GXPTTZVugw+S3Tpx1+z5atVbvLuvYhHWIznHfE7FbbTxoLbRay8gKgTWecBVyCgQFX56ZSyJE1IVTu8tQ5ZkS2cEk/13ha1jC6SxJ+yfN0PXvH1Hooo13L2mAFI9YvAtmHj1Klk/gcgMVCNynrCiop2rng42XpB6Qqg2o/3iwAQcgxh3tiNdFVWHrpqyckiM6KAFgAiFhBRilsC5AQspwRZjuNGOCFRDI6ZSJhrNMWobpv0aG/lNPaXnFmspKdYgQAxgCQpJHbKENonk6Ay1Lu13TmdZF2/d7UeX0nUhBktO1ApEXovmqYefONN0TmeLdwjrTtEBL1GVKghYYDGAVhABEBABQhMAK4FqgWdrJW1k0Gv3H46wRrFkfiwtBZUIE5QxYYUUZS/pUth7Euzk/MEyCVKQ7l+9Yu/Xl55Ip87e/xH/0ur55fv+vCzzz134t6H6tYZ/9Rvl1/7o3Ky15x9z/KH/3b7zo/3zr88/canRs/8TgP9lUd+TvVX1NUnL3z+061iPrvr/aBo67F/OXnu07mMkqP3HvnwfwaCXfRj6zsm0VKMoANiQJRZOHnPX/15YAeUQTNxF782nW77bDGlXdBm5/nHdi8/mbm9DuTZ0fvB8qXP/1qy+eQ2w9IDf6N7z8eO3frB8eBC6+wDYNLBK19e+8I/y2Gqjz547If/rgXIoNbjPYAMoIcOuJq79sVfGW2fP33/95vOUVBm7UufLJ//VJkcO/6hn6fj9yUKiUYoW6DmEFw6unD+9/5Zu5qe/vB/6lbvkWwu2Tj/0md+1bZP3fHxvwV5P1+5L2933PF7h0lfba9t/sUf9iYXWLdXPvIL6th9c9fWRmtfh8Yz4tUn/s/JpUtZla7e9iPmwZ9S6fLlz/5fzfXnxrhw+w/8x/rIfUsn37PxxIUlqsftRZzW2HgQ8Vnn6Pt/HKoR6J61sv3k79DFp44BJPUYaEqwl7u646zwiJKx6ByUUDK/cNcHh1Sg37j6pd+Yrl2p3/2jD7z3J1DMWG3J0aN09wd3oZVORhf/5H/V5cVTP/AL2ZF78Ojp3r3vkj/7Fzj9iOqdgexIa2kR0FMFAK59/MzGSIrF2wBUvvH0zvY2HPs56J8qzp5deLmfLJwETNDWw2c/m0/WOFXMWQvaUKUIANrvqSLPcsOT4dY3aHJZ9e/27aUqWwGbAUEBbu/rn6svP18PN05+38dh8VZQ+tpjvz5d/0az+P67P/zzkPT1vY90rU4694Fld/nJq4//priNMx/5e3ZuHpRClkIrdMDaKCJCl1iQYqWdLwKuv/jkZ/36xS6qJM1bWdOy10BWERXy3vXP/LrsvHLbu35SdU4BwsbTv1FfeuJyld/+gX8XzqwgiWnq3CSgcErQdkPFqnf0QVDZ5OKju0/+v/Xe5cWH/8P2/T/Wvf2BvVee2Fl/sXV/lWbLE7XcO3EbIHO1DVmBc6fT3W3gAqvN4sXfbyZfgTvPFnJ7cecnBi+6VucEFmdg/ML203/Sy/P2HT88zI62v/Fo88V/skNq5f1/1S2c6KV6mzXo+Ublusl3vvLl8uXf9/d95Mh7f0LnPX3srH0mm/NZ3N2/4cN8aTltoGj1jpnl2yDtW1+zYmFNYpSA8hlglglwSMFAoCQTbAAS9kQOQJ/Il24fr71a+408A7bd72wxwCREnCA4RCc0ZeyWdatV3AILd4HKgBtIwDMryeG6V+Nx1j4Lx38YjLZ+miaVHu+p9CyUADxWu5u6WcNzD+rW+8AWQEDJ1OCerwokByTgEsfHu8ceod6dClJMHPgRTEaQLAFo2Hluy1W56mVL36/UnEteMfNgEobB2aRd+rnHq6tP+r1xS53uzD0Cbm+w8Rcq15Adb69+AngOcFstq5TFNax1IvZKuXeZZaKgBmBARhaQIuYV3OhLGxmdB0YihwrRKLQI4kkIOENPqGpCb1A5TCFpizYsxMyKOdMCCnemurt4n56/BcwcoFYu16IBHaAHAoAEHBpHoAGIgSz4BpxS0IK596rWVrH7jdG1JxLdGJ1YJx44M8Bu4qSd928zC++C4pT1GRIggggQglIAoIE1hIpNBFFgySWp9ha0yyA9ZhaM1IN6MCVEQIfAIgJAAKGAIfKO5Sao4SXczQyjNwCGpQR7vdr4xiqMzd46VNcVTZwG6B2F7JwX79dfyKu11a4dr38tbwbgWsXy2VKZAVH/lncnx+6QyaXBn/zLPglTF/Sq+Kx65RvnZHBSTfz6K1CW4MF4SiitpjgVM6IeJH1ABeAAaqAG/DY//+jGs19I/RRYBAE2vnDla3+QjTfd1vZiaw7Aup1L2faFY9Xl03y1vvo4YgNzJxlONlkCNLZ7lzuGujzA9Sdg8FUEIKr6SkGpgAA0XLvwqen647qa5q1l8CnUpdp96bjaW6g36qtfK3CoYFe8B1rwACDaba7NuZ2u7I72rrMBMWp3Z70ng1a5ATvXABIHaYlZlkAfoddu3fLhH1/60b+98mN/B7qrAFzkyWRSQpIJkB+ud9XI8Ppw9BIkdYMyHu31jG/5wWTvCqTgtbJCBlK02141jckbnQu4a1/7E/f879vnP2VwtPT+DyWnbtkFAtUAQ+HyFmhqppnywA1wLq7fMUdhQi0gHA1p99qpnOTKY2jXAetG5Ti3AiAtALf5QlpeKlR1+fJlUBqQ251U8V4zGUFxdJKfg2P3g5ed9YsABCt3l61bVf8MgG7GG9nwG+Xlr4J3gJ2VWx+i+f+fvTeLtS27rsPGnKvZzWlu9+59Tb16Va+K1bApUqQoiTJNSYyCKG4UR4HgIAiQBslfgAD5yH9+g3zky/mxgQRBnCAwZDuGjMiyJIi0SIqmREqqIous5r1Xr29uf87ZzVprzpmPc29VUVaAMhAUBeetj4OLc87dZ++15h57zDHnmvMFlBEHb6Z736tiOXVtNvIwSDYs4HPnsPL1CYK2E6prAZfiVGvwNCZgtehufkuPvut9h709841RwOLBnt5zxz8aTu6gYTh2VQMw6MHJe9+vFsdbOLn9zjcbD/TGyVnqghtVAtE2MoOVbBhXhwBe+tzPaLtT6plaauWA5YDzAeWj2298S578KA+jCxuQBqVyT955Vg+2hr5/cAJlmFTKdCJQ5wBAKUTvPbg/evwDV25fqE7y4V1nGdZvz9At7+H4Nuot7L3C21ch+uDNP8PpiZs9V7Y/hbCJMuaDm5YPcHQbBLSXp5dfmj3/Mire/9Ebsuq3/GQSmxYYdX+sjpvJyaMf/MNbv/0/3HnjHzk9AoEBtpT7x5OYjx6fAC0hwo2zWpp+8hR2P+YhLMVi1V4Il66DGBg19I6LI4PAFUAAEy7JMwIQDMjeU6tCMMABAqovG7fMbB9dKYcylFDYQOZgkQx1JancRf96Xn53Mb4LSmIKeuTCsBwyNq9BBdwVudcfveUqTVZGD8Sa2GonsX0Z3MKjyGFavaXDQxcjyCMpYc58ladX4QpRV07uoLuDuDA2+GA+IqqEQdkVQbW93R8/OD54B+WmOk/tc3H+jAUPFghAlA2Fp9MrnzKeIGTInXLydkmP/aQCR6JWCsMczJEFWDBUaq3p/Km9fay2barMcN6UVNWg4LWmTURrJCqOhElB0JILQVwAu+CAkiCF45bffQnhImgDaEkDMqAeBOgIWcIVRIAEXACFMjTCPDSguoD583F6WWAi2ZGL8DImzz7lWbzwGYRLxtOoYMG66lBmqIc6O7vTXIErxgJmYQgDFckA0Cbay4bW4GAMgA0wNrA+3Sj/VCn/yQ5Hi+DLkgMwSdQEqqna6iUnfxHsC/oKLFZQCgn5am9BW6cqvt124uCw3/WHmGxff236pV9Ddu998/f3rFt0LlUX0cy1+K2tq8PJD6lPbmsXNIGveikJuj1vNEtPBnJqyqvHx29+23f74/J0OH7kx0WrmQZj3YAcUjoqCdFHhYHNT2ozi77KUgI7JsMqid8wCigDQr0qseV5Xc2IPQGKPBK1ISQHj27A7Xm1Up3q/oJ3HTwZeUGVk8198IBCQRvoVyXDOfjgPETLWKRrASCX3IkMLgAhQrkoLDRWVrTatzLcePu2d5axGrFs5Vj23/VVBFMgbTpyFnRSj3WAy6Ukh8JGRpUoA2MO4xClJ6l0NOe1agvg+qP+xrcf3vsWhc22urT10suzz//bNw5+c0nVtNRWZsscJpOt06He0U2gIngtPVzlRriy4d3WkB7uOY9lj3ksOi2Dh1qE+hDulggOdb0NdShChQrzuDpmie31n8HODqrp4uBNPPtJbL3cXp+lEiJOUx7mvjy4eeOFVwhuE7tfiGUDnPPNb7p0JzWxq5qg2coIpwwAFBC70bs4ixde4PkFAbQ/jSpIK5pcgI0oR3VY9m4qKY/rCKSfElGsQC6l4TRWYjAYga2abz+UYKg3dy+qGleBXAV2BEO2URWo4Bjp4fF7t5tPvYQLL7z4+XL7m7+9WVaDGEThAuB07Mn5KkZRdQQdLPjp0ItSPXIjiI7JZKw9IOo84DlBi2dAaDpfWphPdrSeICc4Nc+D9P3RnWrz8uTZl+ArDEfd7R9hOqXtL5a9lxCnePxg0UkXJk8e39ndO4YL8099DpNt2PHi+CYzSmaM2jp9kGyoL8B6Rri2uzPmYgPBrUIxzqeSVqoWrKptAhpRuiEdiX8qJX7swUaw8izES9ApqAJAIFOQUPCAAYv3kG4ZKqp2ES6hmpAYMvxZYsb6MFuOdyGnph9ZqCMBMgikgbRhDc5Z0uPFyaqsbvYSpluvzubXItU4+frx4d1qY456BzZ0p28dPPjjIEPZenl65ZnsPNKQZGgaD7cFsuP9N0+P/9TTw6be3Lp0FVTDpUS22V4AV4UH3PrjxeoB6HQ23/SXd8GtYfB+SZYZhRNwemfcf9PCSe/uh8mvOr9LbtM550KGT0g5+hjDJugCWcjDm8c3fs9CG9pLGxcc188h+UCVU+8gACmZQQ1e6Clh+nhJeQigCDglrwYSqMKcNzKwMowR1NjMOwKbKmjdQoBMgQKtQrtntE00AwFicIQIMGBO4CmwmioKjNmCQyQPGHREqlFzQNjiZjcNdzyNntgz56JFXN1cQ7gmvDUqWsApdIRzxcdMGNWOy9AxwPUUrmVrXW40ZigZeVAF8+w2lGpFb5TJ9Pw+pKcJ5U+V8p/8GJCSF3AUwDWfuPjyV+/gYnf502ivOrR5uS/dXXTvwFXNC79wNP/0QfPcxgt/BbyFdIhy1GxfvP4z/w6qzZP7d7u7jx9Nd7ppO5RDdHfIm17+9P3Zqwfbr7Wv/JxO5/B+iH6k1Wq459OjyiWwY2b0R/s3/uXpjW8MB2+UclxX1niulEkChqpq5tSQ1uNh/xi5gKcXPvnzt7B3NHtl95WvUonj6snJ8mZ9uoTbrC+/LO3m0Dzrr3wVk09HgxGOY4PKGFmRumYzpSFJWq6O4Qmhra598Z57trn205sXX4G10EZ5u9Np5QFkaM4qrq6qAI/eY1UF+LouKtAEKpVHyamUEZUjlsf3bt5760/2b75x/eLk2uUdR/AE5FHHccM8JTdkvxoBooZTwKCqnoI3DxA70WA9F2SPbJYHL3A51M0O19tUbfm4bbmyHAYE0QCups9f76dX7shevPRFbF83Hc0fLfvbKEcwIF7E3qv3q8mzr34V4RIoVmEeTlboemTw5vXZC1/t65eevfwyhEDN/qMum8nqiWfdeu5TaHZR+vTgDeiI+sL285+OHshHaVgqVd3Rk+W9m7CA5jme7aE/OLr7p0yL7EmgzoZBenhzmGGYB9rb2Hr12Zd/8blP/yLCzGFV9m947hAzMML31EQlXg394vCRB6KHv/jJR/6Z+sqr1c6F2DCGk3y0j5yBreknXmtffHU5e35++acyEVwRPyZhknpSUwwjmrYHQN3yve/j+BCYVM99fu/aJ52vyE9QXQA2kf1YaKQK6A+Ob8IXmzq+/Lk7dFme/cSFz782BIwIHEeEE9joAMBAZdEtM7bqZ356Nf307X6n2nkeXEPj0aIoh+OjOxz00rXnoMDB7frwJg5uNLN688p1MGH5uJgz2n547x2svivQcOn5Mtstqzvl4AdV1GXKSCOUJxdfW+BZP/vMcz/3n2x+5b/Z/OSvnhbDeMA4QeSWYiDyZYG0RAZCM0Z/0PRPYfdjHkoxhF0/uwraBLewSFZLCq4AmjHcXR187Xj/ny32v7Z69PVy9F2UfSKFFGYBn3MAboLbY9u08tFjHQrKoAyAtXIyccqNt2hjkLIVtnam1zGE8uR4uP896Q8R50ZzVCEfvTvPd6bpQTp+SBhBgBVRRrtFIOQneflWTO9M5D6dPsKwguvgT7Prw7QBYinKJ29O8u0q3ynLW0inUBBGpmTSOTFSw+njuLg3XT6w01ucR8KEtTYzUV2nB3jy0bXgGQRpcVTrYS37snxkiyMoQVxl0Ss5dWTMBnBS7sU9Ne+PlxuoFhi0MMETHIPXyYjkCkNZhaKZh66ZeAGtq/awEQAW9WF6RXlDCABMqcASNJsVZvIBIIJG72JgZiqGZEjehiZll9QZQhumzwgCsZANsOLgIJPJ9AXQFtbtw1RBYEZwmexYVj86uff1/fd+6/DOP189+AM7+iHyiTdi6tkVVRAD4nycA5Wd12gBCHiaTP5UKf/L4Ar7dkiH5hVkTgHz0xc//4WXXhp0M6GJON1/7/vNeDfdv9N89hjPvvbK1hx2gPoyeIYf/s5w8O4nvvLXMbkG+I3t5ov/7n/UT8ZmvP/Ov/jN7vu/0/7spd3PfWnzhatBTjHbzM6xZAshRl+bVnkMUqAGA0A+L2ah633MoT0ds0meE5kS9xNoI/FUddWPD2V53+1+ZuunfnnrhU9Ca0xfJE3Lh9+V/vv9ze82r/3Vyd7VT/3yX4dVmLwGuFoxCI3qYeKtM8IitTuuhvV9d2/eP0K4Nn/xS5s7G7R9DbKH7BneMqp5MAXZAOnMirIrJUEGWJ/LqORME6SDDEZVHXHw8L3NlxLa+nM//dOuLKvdPVQTHJ6U/ijlDp6i1xEdI1WhVWNk45SgEpxGSW7skZFLJNQOTQ5TYvJI0QzTzQuf/ZXw0icxu1Cqq2Qj+v0tTqv7t+bXV/W1a6/O/gPfF7TXQFDqJJwMuo/7r+OFK2iqK3/lrz0z/Qr6TYQLGaChzw9v4cENPHsZ1fzZv/rrlw8fY7qHYYGyv3rycNc7nNyHjK6dgjocPpgv38LpQ+zsuXaCssKjd3zpRy7TsDx+5xvTZ/bQ7LIg3fwTWT1sKkomk1RaG0cCYtQC8IWrX/7b8IJmAhdRVjh+t9u/KRbRhFxWIZTjnLY5ziJw+F48vBs3rraf+pWLn/gMJhdhFdJRfvuP+PgmTm/pzqs837j+5V8CZ4RddYCN7DLIqXouJ9kAy0UBcFg8ePwnX9v7yq+BL2x86d/bP/iT0+UpMAMFOKkce+esO7D+FvI7Fq9vfvpXNq+/jFnVcSgAQ0CdyBOHAgCjTis3Hry9sfeJdvfVnb/xX2N1gGYXSLj3Xn9wOPNh+eS26Fg3O8Cqf/DmlI/Gx28HSdOmAbqDx2+pndRousXjcu87bv5TA6IDl8PbcXwU2riS08O3vr39+Svzneuf/YX/AkEwvwza7IabyxIQGMhIufRSkQvUIS/hZrCq8wGcm/JULP94IVR9qDbR7MIqgARK5it2xEA5seWt0r9ThwcyHuT0JMlqI3re+iyohmVySYXI1wx21VSGaA/1p64AACAASURBVEr0UbmBV8CBQaYsbEIYYWopeN6Zt6/AX8Hpk+74znTomzDPriquCjZat2jSWHFtQtDR2TppuAUaCCF1UVYxlCa4xSksMTmvJhlJAYZDYsZprJWFhlJgCgchIxaGhxFIoMvWZXhDDgQPgpCMEHY24YjgkgppbtjBYDnOat+XVKSDjJAMIivZAwRPIHEA1HgkC0/t7eMc0YKSoRw4YjBgCTZx0hiikZKpU6yDlxkGGJkx2MyUWBCyNrHZM8e6TnthgAqCeGIyg2WsjoAe5uE22c2YQgEGzeSVrQjA5NDsmZsbFob+rAQ/TxC3UWAM50rhzFQxM0jQHQ77t3Dy7pxWUOSj/dWwmvoZ4h4sOQ6WwQwUIFTCbAolnHeJPW8e9FQsf0rKf5KxV1ciO58iSorFYfXe4sY3Zpf2qnlcPfij0/3XD3/0h5vpUB7I6ht/z17+W9NJC5uPi1X/8PX+jX/SkGSd5JWZPJz6PpWNoHPQsK1u+OF3QrvHz31ZHS9KOfnRn+5sHoRYx9OlDA35nd7qYMH275APGPYry1J6I7HQZmeowxiS7+54OgxlxYYYao/hwXf/wfyVk3bjeaJdV9fD/rurW38w3Pz6biV33vmteX688fzPNvV2WR09fu9rs+d+drq1zSVuZ8PRkTUPKfSXh3sMx7ZID7939E2evPjzdnFPYlXuvFue/HD7uc+AcpPuATfy8lGwJ5YeB19GYZ96LB+DEpVxVGOfbXisy1vFb46i+cnri+/8Yzz3Gi680LuqaI93v9X/2e/4YRE2LqE7lXy3C6XnkW3RyikO72kpcFXK4qmL40NdPEq9UdlA1pNJZuXN4RDL72fXaAttr0iBDbeOb35n9dbXZv1RuX3Y7e40z73qYtWlfPT2t3d3L8c5kKdW4q03fmezf9he/YSvnzm9N4t3f8c/9/mh2QaOKjnpvvMb9uCHk+c/qdNtandXT97Cya3Fj77hl/dYeTy4Z6tbsIlgOd749qy7M9z4dvATxsxo+eSd70VVVNIM99OTUu5c8S//kutWj37wz4LvLTRu0AsizH4IJse362arpMxMqlmO76fFfnr8bv/wTe1Ptbquj56EtoAeRyJPBWmR3/uDg5O+fe7LcedZN3tOj/tx9Xb/8I/H29/kdHL0zf+l/8J/uDeZe3bD8Xv7qbvy8i+gKMScT2KFbNpyjdObDbeixzM61ltv71uev/Y3hdr25S/5H327HNzx1kBOmuVNXx5Pw/TBvRs3v/YbF65/abrzilG9/96dob9x9fKnuUjJOlrTurkaUO/Y2NH3f1OGY+x8nmbPIuyOR/f1xjeXt75zQR8r4fRUysMHfqPK/d2DJ2+A+v3Th5ePbjXDlqa3hsN3mngIm0w7HL7+g62rrmmMcXpw6w3nGxHd0UP6wW+Mi/f01V93s4sxH+HwvePH31u9+fd34mVdjqncr3SldbcYHbto/SHRCunJDG7SPWXkHzuEwtp6DtdADChmyTSQOVDB6v7y6GY0iWXKAdlsZUfL7r351sugiUohX4qOzhcScDDDSDQA7UcTymuCg6nB4E4LL8WVXNp2/qKffwGTl3Xsjo7/eMT9Sbwm2uflI08rGG1cfKXsoyzRzq8DxE5VkvdkyyPabRDnzeSS9oskXTW9QtUFWGNly+msWyzmG6kKnPae67uhUG5nF2RyQVBczKq9j406Iix6dxRiYpPBWQNxEHAhX3LMQxyoWLaBCze61Gozbu+kbjNzabZ23c4MNCD2iU6ZipMK2rKJgxocNILzU5P72EaTUORxvvsHmaJDx9aDPhGu/oLXqTkmrGv2CiErzWAWxQI0kRMKiRpunqF4iRykjGBBaDnBO8PwZDy8Id1dSg+5HDFFDhdQXXWbL/mNZyqtVKIDw0pW8n6rml3Py0O2U2cMc0aMSQEtPalHLzWZZpiDLPLJQznZn0K8CHk/Wun6w9w9Cc3oxBOcKcAwGDlRykLqDQY+20NMGVTw1Pf7N3eQ/YT6Qz353379I35zac0ejovb2fjbf0f8hPZ/+Pb//T9Wq3txdmlwMaXDecBMyC3HoZIn7TzJnMd6EszhnUnMKe9qde3Jycl0MmoZl7azYwtmckikhYq4dn4sqs6nfrlDPFHLZB2nUtFGKgO8Vhspi4NwXm23IQ1LJS6KQQ2hLXE6SwemxTlHcARfzHWFigsca5Gs42q7Mh2ONzenT+afrWfXuw6P3/3dui1p/txLv/if1/Or6c1/uvrW3+d6dlpcVakO+76hauSJVjpwx/Fgoy414XTVZq5cvShDFVaTcvKIXpnEFPiESud5NvS1gIiLYWgqGrOFZrbMloy26aCyajlQ8pNUT9QRD8st6aYRHXA05rrZtMFm1FnIHHiZmDCXnCs+aZvQ9zaUSpvgaBXGvBmnR/yAhpZkU6eht6EMiDqpOGQ6bnxfE7lCY8kFc603DsZHVc1BbO5np51mpxPO02Dj2KfYjjKl0U3yzXH7mSOup+nwog65YCTqZOC67mU+IW/9QdMYHDepWqqWqu5ynsRo3Wqz9ots2YdBZFpVZbnYjDG5lfWKzRd2f+k/G3c+hbe+PnzzfxqrlPwkDLwz9AunCx+r2cZi1Qka5lbSIrriyYIz5gLLXuacmyyl4yF6nTsd5AQUijbMUyU/jCNALvpcFlUNH2eX9z75+uTV5vQ4vf0nlT+uv/jre5/8twIN5Qe/ce+7/8TDV0xkXaJqqW0dRxpRsVGo+965OEl6OGg3iRep55oHtX0NKbqNbgjeT8lSpyclzrzWlEp0sc8pBEyf/cz2L/ynT/zW7p3f/f7v/59X6A4ll6tnD0uVPbV86rpHk8YLxJTbMDvqapvUPp866ZsQVkWOKRI3rRTfH0xC5hBXY3Pl2VeGL/93dZVx8r3b//zvROssY4M4lpQ53OPazVrpF1IAN93L73l59jRW+7KoKmnHVRv5WDnypnSlcqS6nAcb6d8cnUeMzJGfNLvPXs0MYTYzBpyCDAYow0gBkP3EcgX7SjZ2fg3ta6AGDsoZFFgBnODk9cXj79XlgAbxRMnrEBqZXNm6+quwCwYgIGnnQkWp4PEfdfvfquwuaPpRfteggCcNAINHcYtCdcGFrYs/g9mrwByW4DsEwyqBbi7f+Zftzpd576d7XTbkMDhwxrTKUvvVcX/rN9vyneH5/7ae7wGA9NAlXIOyg9CjvP7w3T+sdbb5zFexcRl+hULQAKNsc+8Knf5Beve3Yr1nL/+XVKXjd/+varjHxToLG6/8x1zt4OHv9/f/CHuv+md/lcakP/y7oISdr4RLX1Z34rKBE5wIbWhpgrx3cPN/r2VRpQnJJqAWHpMZrJGnzYM+TqUcK/NVVyo179F7DBQ+55//W3CbOSioD3kCAyh1dWxXb8mb/8BZV1zovRt5Mt/5bNj+iqFiOgZG0JYOxHacDn5wvP967R+3YUnSMRqhWZdmrr46eeazaF4E1SiAy+aLSu36W8d3fqvGnVjEpE6+aa58GrwJeLCgDKAJyAGLdHKjO741Y3VJEGpx9VLbuP1qc/HLoAiNIAIBaqC3Ht74p7UdV5KDOJaorogblbKT9ic14Xzl3/d7X3xqeP+/Vsoba6Mdiuvg/KliGi66UF/cKHm84fRy46dUimoKnph5B3fENp1ttqW3+N5KNpHKRr6zW+6EYbnkpquGC8Ptg9KOk8tK9Wz5eHryYFZXKwnmeZ66oKlM5yeKod7YGvenDCtH2ZCoEd8cj5honFMpoq0jx6N2DztqJo1LZUmo8+AjpjN3Yv5xlw5diKHdyH3Fk+37R6fPv/JZ+sTPY3nvmvzucR7o5Vea+SWCWw6nqzZv8Z2NYekxtTA9sr52OzSgKWNTDTk9WSlPnZ8wdcOj7VmTSnFaPW93VCRpKhxY0kXKlXQgGdgWNvVEVTmuyio6TUajxknb7JT9af99jPsIscPFJV1LoFllEzuc2KD54rKg055ZprRsaBByq76lMG9cDnqrrlZJq1Gm0YaZn3POsnqovgCT2rykIblDZphMc6mcrybSc3cwm4zq1AlocUBx1jccRahLc/W5JLh703CQwsbJ8HCncq2utFTZzczZZjRfHno58OZK5AXqFU+Cupkfsbp9tfEq1ZGFsWw3drKVTqOX1FEJG6JBMRPC1u4neeOlhJAOjiqSkbjnahooZy01XChDd+uisqI1OYlYVsGfjpIojjCPcTIczX1jyAcMo8ts28mACh45dTc34rhZJ9BklX2ZbJ1KJNu+/FN/7bXp8+juwj3Mizpc/1xyHhgOTu4XMR+3kj6euFM/6Ea8Yt07i/bVldXzfHg5H/msQ8VHoQlyHMxqS8mXk2oymLCvZp7y4a3t7ScLmfqyW4kDy9DQGK9sXHwB3hUAuvDRpRIDK48PLwYO1EO6ZdscUxTfTMHj4cFlB0tquUiOddgV67fjPqt3pd2YzEpeZVMAeO5FaoEhrR7dyHIwc0xohtwO7sIqLy5NHvHxjcLtMHv50ShG19zYb+B4MilFhA2Q1YY/mdgjtgYyy5XrsGS0T5H3Yx0mAGMoiDBBYWeAK8W7zqwrulDLlWtBNVlvZkQGR8gwBTzUGgeCwDSqOOL4UZ0qHoERNodGMzblQtPRtsHb4AbiEOYi87JE1QIn9wIyTh9ix1F9YVDUFcaTE996Y0/VjIwhZTG8Xc02iTdBLXQbyKvSTcJjhAPnHsGG3B2F6bWM3QCgYDwu3IJaj6VEq5ECJULwImQaVSOv61rIiFKawpApdIKisArj4uDxnc3NFbcVyhQBh8tVMjedBOaYSSNnccnZSKZEHXGGZjw1749xJOsAFIajilCblAR4B3FIvpAZMUjBWBstkQFmBBi8wIVmRsQlZW4UIpBCPmC16FdPwH2ouQibNVqaUM+U/Zi7djyheoDVKAB5coYC1BuKwFSBEjsvSEcH7/RjTVY7z/NuadSMkKpJak+YTtkFJc/mcjYxV4UW5AF/1qzTABaVBJTzAohsZwnlCnpaEvEpKf+JjnvzrTweR7czz7ylwHgHIrfDtape7JS7I7lVvCC5NY3ZH6NsMMyqoxUAe54MVC2WYMQZbG4wyLDE5Yq06hagI2NZtRXADDPYMkyAKTK2AJyuzGvRKaQGl5p6UEfmyKoepnEwlpGchq2mUMrj6INY7Ss2u9tzzjZTvyG2go7ETV/UzcLBrT+7cGF7vPRz/hf/500AHhkrj4f5wZ9tyig0SZPdLJ57aeqYMJZW0CpICTQxUtiCgLrVDG9enO37JooGrYNo72gVzWlTafECAeXKFePo56ZWSYFfJXeUmVZ6IbhnWJ2RmD0JLgNaxPVcaXXogKmxShTipWsAdaShHIPMbLsfLigxCIWrRXEVTVibYoschmU8hFU+71ZJQRlhzMyFNWrEMDNwoYI4MmTSVbBGSYfQg3pYOJHrXX0McyFHKp5oFelgJFpRDX+lNWllUKijXOuSw2mRuYQXhxKVFFXPdKROOsw6C3DBCMq5TkcHs8/ET/0yuN5Ij44efjNHjoqYToLYEMxAXor3bOki4MSvlkEX5uAukHJjPVsoYXbEK3h12gD7K/TidkzE6+mMNy1Vp7F3wbRYXOUrVVkMt/DWt+QLn+D2mv38fxWsgiKeGLrbx/febaanQkeqOyoX25C9LMhtbnSryH50m4+mVbSe1RLNex8aZCpC6kzHaaHOu/vMzea1drXZ+n4ZZMHSysSGzfDi3+RP/40CXEzAjW9cxX7SkXkiZrAkKNC6kaaBIB8SBHVYYG6KikZUtq+nQxVnw95WX06i3I6DtU184jeu/xye/xkmgJ70b/8xQhi026A+87DwRK6mfnZSfeGoaqrSXZXbheerGQAgO8CJBxBR5isA9Zmy/JSR/yTGfHjyj7wlLyCN0SpDXaIlHkWHGkLmhXLfLEomw+ZWvIY0kwTMkNyg6GGVM9Zx6XXpq1UuH6n9E0tDYEDUrcjYKdXUN/QAh7+HoQV7qDpmB+DgIsp9F1Kfv93e3K8nl9A0GJ/w6R03XHRxA13neX/0V6eP/5D6NzGZAA7DgGFoYkRVYRy35MKQOj36beRvhMkFkKHvebXyY4OhhnSnwU8mxS3/D5zIFq1GEuFlUI/D3wazdadjE+v0Dh7+PaiWmEera7xn7/1dms/RzvHotF2tNn3g+RSadwY2TAFVfwwobGJwIBAyANhZvoGtWzCuIwcA1hTxrL16Z3AAnVdcMHyQLMwwhnkyB/7Im0ct2FkY6n3qpvjxBGRaN4g6/xX9i7YHnGcwQ9cMkeTPndh5BRMFlKCACb1fP3v96uyD61IlXVf+dlL9fxzr5z1KZUZ+5GRsMDhf4EYD2jGSsbGCQapt8lAursATs3B3tNFcpPicUAjxFKWBbQMgFEk3oH80c4sqb2bZAuWGE/WPN2JcWb9Yzudbr8IJ4AREGk0BajdmV7qD+46NdWxJdEgz8wRFKeSEtW4sYSxGJDxb0bHfyimNadxr55d4+ozkhqtTaubjCFU0jbfl8XTsazCZN5A4ccbVOIdy35yyOdZAxspiVJQEAGt0GgEoiXBxSk690XpV+MwE6YOo3XqhCRC/ZCUyT+oBAqmRGJX1wc8DfczGT8H0KSnHZDzgPsdWUG7ATyEnbaxS6aJlQcXqoilRb2yQRt0IKNs6Zmri0hoaSD2bU1KlnKgC1pWRnJGsb20YKzGMf2yDMzVGNagCHEgJAjimmkiNoVQMXqkCBoWDrVO+CtTBaA1YZ74vDKQwf/L4B/RutTndcvVVJIaVEMe7r/8+Tg69xM6cEEcKkbiz8/g3EYwJOMc4XqMu2drZ92zJK9h8AIHEKbx4p/AEL0zGXuFVsgMs+lyfPS5pvTnJsU5Y19iKwsoGo/c3p8M+PB32Y/jtxYEkxRMiAwrbulSTwnWjU5z1CmSAsvOAwFTJgHgO3OncAj0I4OIlGKJZlVnJFJo9AAQhJ+RHJqCQwhugtSGCBNSDFBCAAA+tzpLtSEDFfLywPfOTDHuE1aNhzFQcc3aWnaGgEQS23lsGJWEYj84gBqHMCE49G4TVWcNamVXKAwgEg60FDAWpqpIQjIkcM0vKD2+85ep/uHv9NYq7kArU4+RHd9/4ehBm22VaEUbWoBaSTSw8YiBzFgdQBjKDoqqaBqEoTMRVUadwLNHGYABJJp/ZeedtzL6cBrtP+Y4frBydLA4erwYjmrEzZjJuknhiAEzGoLWVIpNWwmw+81h8AYGtSSFLSN4CF99uVBsXp2AJ/Tu4/8bJ/kOaOKZJkRIpVNoLcXIsxJX207KalP7EPS3S/JdxkBYYSNf7whlm2fqclLwxexAB4pjBpOabeg/NLsAUIArnvElkitDudPGoDVTKv1b20ZnOB1IYMzQXGbolDZ0qRAHAzHwe1B/DdWDthxPrFQD7vpRVTg8dTkopsJ44GfHq5MgtTwFWVTOjzoHONp8SWc6jnCRajESkqiLi0kCnKKUw2dh3GFaqss7bJCKQdvuP3t+72vVL6xZnR2MASHlIB4MdHq+/MJRs3YJQGIU/2B9x/uAwxhnurekLk6kRn8/D2WdnUElMRliDrTHozxNokBroo1fc+ICR//hRzun4v7I2/y+HPod9/Yvrs5HiQ+Ts7MtG+OAyz371Q0QeCsJPlNLZmSMBgYFA5JxzMP4ggffsjFUkw/jPbWcmWs+fqsoHje45gTyIwUJu/XBmBRtsPbdrsygBTswZCftsE/NbfdnCoE21tzW75OZXMJnBTItzhGr9P5Z1XKiWcw+JQQUQdY7pL5hG/mA19IM5ZwWN57bBMNY1bzij1+vipgZzBqcEPnO0CICBlfz7viUMTxn5U1J+Ni6ODz1H64+P/9l/P4a2aCz9YmajoyG7liRWZuBewmBl1ywCqnC0roxkAVAYkXmzdXVSn9mfsWQwoEbvAwqfA+D7ll0ZBbMAAqEiCIGNwjmmssEZvJJAK8CDC2gwC1CYTyAzjaY1YQSUtLoQD/t3vvHowVuh3XI2TYVX6YTk0YXhuEHdG1lQWKIiFBwbAUpqa8RjsJ7DBNu6q7N51WDiTNjgjKHFGZx6r6SUI4E0eJOg+ThyzCEWD0DYsiuFlYyqEtiIDMXJ6FMlUAIM9oFcAoCEmPBj+w/q1BSXU1gayGn0EqMSSJIbsgPArBzUzFz2AhoBgwWzGgCoBxWs90VZBGXiVZ3awj6TJSZSH9R5BYMzc2YSF5xxUDhbPwxr5WQ0AASEdRcPaGPw4FEpGWnhYqe3bv/e/yrwnJZcDgNcEHhTgvSeCmIlFIsniDgRl2qBUhHXQ8Qpg7S4QkJeYqGgKKzMVIyyUVJWqGMKpgy4IoIh1cF14377vX/84PXftWbL10zLe9Yf+8yRp2ZNMAq0FCqJw+hI3GalTokMBSQwc6ZRRzVzdmajDpk1BC1GLOSWvhk9BjZYngUj6obbv3dy+L08iHaJ3YLcnMhn7HvPZE3W2vkEzrAIC2RGJIVzEBa40VlidWpkvAwhuzLVgrxaEQ83vs/v3qj42MZcU46iZn6QyBVHPRHKg58ZMMvDLGtI06ci+F/OEaVnqdW82loDy+oLATBH4gnGKOCuy9NQXWm2PoP2BYNRTAazFGue0Kgy3ivlLtUKaT9yZTY752wCMEgADp7MkhSYETODnaqy79hlc2rIxqs19Kj0IaiWhWjnnWOnZsmsNhMyA2jNp5jNbM2xLbg1kxWVwQzEqIJTzSoSvTMzoJiqJyKGwcz0fTazRjdef/Sv8Feh0c7ItLEjBz0XKejsD3NkdKYOvC91AyAmMwN/4J98MD1r0rOme2RGoLX88n6RDfvXzFUoH6goxjjr/ETndJzOV0UB2Aek0/48ff0woT5bxPedCsWPPRreJ990JiF9oPrT+SutxXXQT5SUr6kpkSkpGbPzsca6rjzx2VUaYENOCzYwvCkTkUKNcOZZcZJyipLgHLhn6g2eeApSqoKxK+YckZLZOlEGypCePDslNuMmNNebrZ+q/QWCh9XwEQ6qfXar2jdWCqnClljc7PbfrGoqRZ2CTZyNxkXhCq8t7WxpWNnI6VnwQpTfn3MQzDivq68bvMFAGaSwIGAiIxSCQaPAgYxJiQqfmTTD2OChzLZeXSPY07ovT0k5miwrn7wTf3SqzXwBX9fB9aMzW7J3CFVRMjEE8adVaWFOXC5hNNKYG1anJOJWxSUvLpZWqT+XE/T8Zl0DKJ/dl1TO0BeAjus2G6C03hJNCpBCs1EB1hWLCHAE55AICngFEbKRkDkgGmVnYkaEaqZBVoddf7fxs6k1vj+lJsFMlTgmC+MonqvI8OtQ45m4YsDazfiwxkEw14spAYSibMpKCnEGgrIaC1E2gwDOzJxkBhuUwIRoZoD6ZLZ2ixUEPQcp+5A+TkbvCw0fUmXUGVelWk8dGa11GqfB6Rk0s6lRZj0PR6DA+nOPyM70csswg1FhAqVAo+NiFAsFMgaMqfdUjMyMBc6pL+xhTGsYMmaNQAKJuRFWlDPIYFVlQ8mnpVvEGENZ1ZAirVJT4Il6j5HMk1ZiLdPCrIISYckAGzMpc2+UwQQUJVGqzIJX72kUGkGiUILAnGYOro4MlUSWHJaxn4TQ5fSoHK0q1zjyxso4AanTqFabU+Ml/BHnS6zs1kFFMxgpslEpjpOF0VdGbvS8lwcxzoTkvMB5jLWk9eL2TMl67oZGqWIdTGC9igU/kASyXAUWW0ECDKBBKQEcpCpOsocixhwdxhRG0NQV9e4YTqLOqV9KvnPq2kppXjken6DZXVZbJ2LRJUfKgIcSuOf5EGbA8VNI/Us4alExNkRhUs7GBUjMRKpWlOGci1mK+ee39j6DycvQqcVcaCBtuBB7gHM6/WFTL9WKp4lAPppEb4ApGYyA80rQayYNJiZFUaG1KgJLUGMmIK07GHoVk+IZ5BTIJtlMjNmw3kwLYiIiVTII85m0qVoARCIQzMxyYsAzr2VBM1HVtfDJREQkrOdS6IdJ6J/nHqZGa8ZJIIMCBCUQ2xnW6fti+ZmyyB+Wkgn246qzAmB17xefVloH4QiksDVp1rPjfXSF8jzwS3bevf19ed4+IN/K9Bfw1R8/tw9YH50n1awjtzjPzaYfq9LHCoCUPkzn19qrnV8Cn7sNP0lSbkQwNiUQka/OIofriT675EHHJRs81WaO2Ay6njJFYYLIwrQQAOeIPJlXYrCjqlFyCiKGkq2XjyCAemvNsqIkFQo1pjuGLSuehZEBBcfANCoW7ATDE3v8w7R4Z1I9GfLgeKLErETwZlyYlV1QwYcWlMw5kKKsc07IGOacMWmArb0zhlYKBxaQwRwssBlYAJDEEjOZKhnZOlWJz91FDzC979fRU07+lJQDJbaJrJDOuIVEAg/S135kMbKQWdnnIOzKNMcFmZGpoigXgzLUKwtroWScTeGtFNJz21I6Y+QfSr87w0QFqZmHKZkABTBaFyuCwOw8l04BMqtBSkiAsrlzVHdr+q5UnDkyYxoX2lbCjp25YUxLJ2NEGWHZt6xeaRTLSqjDBJroLBL6vrgi9GOgaSArTkwqpcA0ZpcVlRHUZccqFpWKUYJ6UBN1zITsQFCn8LoWxCk5Kg7rBr5OzzLP1vLMGTG3D5/D+n0FMAZlgxcQVFkLQ4gBeIVXXYcgsgNBvBKsOUNkyoBBI+A/6C1iDtr0gb2NESNLSsyFg8IxxJtE6xUsiMKurKO/VgAmC6wB5okElID+/BnH0LpCFlGHYtK5MsYU4H3PEAcPC6L+/2HvzZYkSbIrsXOvqtrmW+wZEbnvWWtWdVXvmN4w6BkZQEYGQqEIHyh84QOF7/wAfAKFwjd+AEX4MAQFIyRIAIMGeu+u3qq6Kpeq3CMz9s03W1T1Xj5YRGZWdwHoxhDsGkGq+IOHh7uZuZr5taPnnnuuxki+sWLVkuQMRCqhzkpKEKUAUhsTUBAOkQzFHFCjASoKjsQGZIyJkYIXyyAi9UDoEwAAIABJREFUkqBaTfN5CiFRl2aDqXAMMCyFNFaDEnk23kBhjYTAUyJjlFURCQIrgJIISSAOkgMUNWVMrTQJCUsgdYl6Ru2MeuUGpGCJ8A2LOOdKhSc0znD0RmLkpAYqkQJg0NTwCNKhmFZp7Q1ccLlnYalNKCSYGASNd97EKYcIMwrFIk/HIU4yoz5GCDFlUQF1pCQ2lobBlhnpi4D66RxqCBoptFYwLZPGIgYQUhU0MW2k3+u9hu452CL6RgxpTIw6Q4AXYFfLddKKyEXhY/D3G/DkdHwvP3omllmV2gy5SjRExhj1CiLiHBSUFRJVWnhjjAGiRPFE5FwWWgrimZROBZGJ2sToU6SOEJhZVWNs8brGGI0xzMYY8xSXE5EeLzBaTN+y7nT836evqGmxdovslZSImOQYah/Fav0Yhv4kkpv1eXmJfYp8j5ID9HRTxzL0j2tF/kGh0q+9mT5mcf0JRyW/9uTjG3xe+/L0PD4Hzp5XNbaMz69tjfFM4vK7+xFQKwc6PopWmEFGj8QhaG/vpFFi7YgYJrRllwQwIbKqEkVocyRfkQQwsdW1iGlrmdp/HXU2UWaAIGmAMiKbEJiEICBuKAsIBZqjdRkHTKptf7Cjh2tp9cTJntGKEY4XRhaaCaIqC4hFhKAk1C7AlABmcOCoJAwQmIRJLTSStKDcEGzblwjCUEsIEAYUaknrYxLQSHuXp3b55OlZ9yL859Ju8gUo/6cdY1AwHdK6NmWImqYdWA7hIIlko4vWB+OdGOdzb1JtI6NaE1smliNBwUZSBGsiCY6w43EYbkHcUQWDQo9U5gQAESkRMwFgPsr3PbULPUrGkULhQDWThxJJAhKQslppU5Zca0xYA3hykJ0ASyKNOhcgopok2VSDmiIoK2WESMKIDPZKR9QLPS2sgTxdSejxjUk0g+ZKrBBI0WZVI0S1A52CGoGBFlYaYiNqQGJUSKMTiURgq2pbhG7Vt3zHcRyX56Oq0JH4sd1tZRMrgRAY6sl4toEZQCINRwUQiRpmUoYkQAowqGYCEKE51ODpVKsVZIoIWBMNISE4YRdhWYXUsCYgG8koXCv9Z/IEYXEAEwTKUAZXoMhqIB0IN8E2jXcZs4bCJi7YMsZoKbBAKYES6kiizBoNi4hy5IQlsdEwWNmRkNFC2HqTqaQsCVARQIojCSHIKowhieIlOhLLnFgzxrBIoNFMy9IXTp2RWiNSK0YI3kggCxQmdCXdUUk0pm3jCoVRCMFbVVYDSUlNGo2nBAhOa4taNWNlo9b7qMYYy4loCEa1gOsLHrNxxFHJCJLQwi4CkECd0KS9dBPAqARlK+JEAqDGxmZiVQQOcJlV+MYYu1+Nc5kATeM6dSAXayJqGEIOJJ5tYzSNwWH0Ip5+SockagRct9GOIAbWqCeKxpo6IKCb9ZfdzOuAAaImISIxyLjVl+oODj7QsGsgDBOF6Df1mv+EluCtEFxViQitYqPN9EsrQ2kDrRIIQqpGJChUBIYMyEbxzExHrDtEpEXPIiIa280aYwBpKXniI2mKqoYQmKX9uCq1RxIRjTEAYjz6ODM/Pc6n2N2gfb8QYIxp4b59To9BrRLyGSj/VXn38zEcnyj+Vn4O1H4ih/1bj2eK6efqPhWO8HdB84+hWBJ+isufcjTyXErhGcj+Vax/pKY4BvHtt2P53bakVD3OgTMdZTbMUZZEtV1tEaJIoLZI93glCTihqKrEihiOUikKwBw9OVIhxeO5YoVhMUaFwAaliLIwa2JQAIWqhQ8UI8QAgPHGRKLYhJI1WOc4JOLHqUuCCqBCYLUQJm6PmPmoRkuOUuhKCqsIQqyAFSLFcTrjOPWhzwkEjjI4R2UMVuzx6SUlZQQQCAGkhAgyqvZXispejH++oNwToJlKJFdKFaymZe0tW9aQCAJbMBHqVKUJqTdQghGXeKdAMAhWSI2LxnkoqTcSjmrdlLQVDRCI4zMlHB+5KEECUmawCohITftjBrU43hAiSJgV0YEnoIok4xYSU4SmgAF7hQAZQQzqiQndLGIyCWKEzZQCe69sFFQFH611tp9IzBo/zdsiKG61bEpqnta2ExQQIiWyERAmsYAxZCAMgMgAxogDMRgkliWJJoUac/RbDao2UohgFmPVKoEUqs9CcJsHIIUS6zGFo5B256xo6+i98aQmIhd1JApqIlFDFuoUgEaFemOhIBUQgxypfVrrBDIAKxsonASjLJpDjVLCwkzCChYWFKIJiInEKKJ2wHtAADFpBHlIoloAAfCAAyyRD7mDp67rVONhQyEgIgFAJCmAwI1BRQorrnVEIKiqgxIjAiBJoEwwkALKgBUEQ2JUVFmRCqyh2jeVTbvkrAZPUUUgQOFKhCgkNtXGT5RswmkUDpQqwMJMNpJpyBqBwgAgPaq0URijwSBCAkk0YpyWI1cQ1Uw1IIEMoQjKZEkoRvGWIomJmkDTKsY0cT4GI14Jwoa5EES0SllKgBxwAk58SpGdUARDrAvKxoMzhAxVEGYNIOrMuGnXRFQ6trlyUsBLHDtSbxRqBF0jJvMyW9eH2Qse5VOJyWEFtZCXI5aTjZIEYUNsjXKuZsktX0eSxAZKJafQAHMEtEagzcPt91IuLbtjFcdvDMo/To2yChGJKkCGjarKcb1n2+QBxrYKB1Ymsi2yNgxnExUJXqxlFVVp1eRs2LTaEiYyZIlJNGp81nSUuWUVyVrbwvMYtSXBW/BtiVvi3LAhoqf6dICeV7SEoEQwbBUiIgAZY49guDK4BTetNiA9BqnxV9ji51jnll4R1uewLBmAjpErk7aFm78NLld+nsXmo0pNPd6jgFRIoK7VuD+Tnz/l6X8dbf/qKW039bEzKwTzMVj/nA3LEU3WEjq/Sy+/9tupgvh4rdieaH22CBGA6fgCOCodPgKzKqStXLsFsvGIRBcoEbFGsKq2CWwmAGJYExYwAtyEozSRxLPGDNo/mhl+miwJwnW3O9/N+yiXw8adajcUmYl+j4woNdFAxBAJIz69Lz83z6YtFBa0YnEYYoCFNB7JcgUiUAEfXwwibYa1Xd3a4JSg4EggElDbU5S5lRspCwhkofwixP9Tj/8MZjg3qZPgSKtymGYT64akqr4wlMQwYUkN5o1xYnacqlhbKgmTVXGiETQKUJsaYuMDEwXr2kgdfRARQ1xVVWKsxmiImCmEEENwzokIM6sGNgoRY/joFsIIEskwGQNlgsDYEELirMaaiCLoWKmmzNxEgTFMSrFmqpvyILNwcIkralVOEhVLGozzqaMEjPGoYxoh54PaJI8wdQQZBzZEFKNKBIxVtkJJIkL12HGdGnYAx4lD48AcyWiZaJMI+ekoT8VzqiKp1DkHCV6Nm4hr1KbGuDBJY20pBDLOOUQhCKuwop0QVWWyPkYyTuSoZrsbUcCQJEQ98qmtqafUVc+NEPVFulZz50MCjYhkyjruuUSMMVGETBWxb1xFBFEW9Tat8lhbCUFNxRlMQhKT0BhfdYoiwHk2IUpinfqK0S+KXBEMwdjg4wGxtXY+SlZ7tSYTD+aySlGFiJo63HfJ3MRZbxVREnEUM2/ymgiAUyKEQGPhhjwZy96WcLWxBA7qmrqZOjbGUqBGSIhldnbe2H6IuapNrQHFJk6DNmQYsISkW6vzHtQErfrODEDUNNZyzRLVOHFWEKXRtOn43HrXyTpST502RiQqs8m990S1MyXLrqMdk2ZloBoZsrmSsmiLOpqARG3WKAsbR+iakDT71vjEWKMpqXe20ViTWIYLYWiM12Ao5gwjhERMLyiLnfpMuJNEE5FW3BX0jHRAReSMo82awy6CFWExEXYqGliQ1sr7xIc5TTuxSUZlItmLePopBeVEMFBWpsgUHYlRdSaDpNPaNLGbzZ1H5xQ8TArjXNTIShwAjajXwsYvDPZZvXrEoDC/ObSi48T3U9sobrlsIiNtHWMLfCmCRFUhQqIkUTXGGACyJm2aEKOGqMZZaAunuYXUz2o8VY/isxKBhdA+YmsnRYjQCBJiGFY2QhzbvUp7H2RVEmnJUf71hyVr4FSp3X5bAcLMrU2HMQYkikBH2T85NviKz0hx5qBHshkRoVaw5hi2fVsU9a1skuUffV9+evDHxDaJqCeKbFSNRESQtpkBbWe/DcHtfEZpZ7U1J2n5BTauJYz1KGXMz+qNSJ4Du4EZZI20axZmpbZt1tPH71iOTARYI1BrrcRIRPiYxZkCMAYAExlVgrKItOR3CwasSUKIUCbidpqVKzL1kdyobgxxYhIDZoEhgqhGL9FDWmKP2BpAoQ0E0s6HBwLgEiHWUED7cKv2xBvds1+uyr6zA4aAauU6cgB5Q6XTaZs8V0BIAGHVdgEW1VHSrTzDZFFUmb0iwgawVxFDkVjYRmIxpMZEsl5YrWVvTXCWrGlPMRtEo2IhucYMmjJlIOPxwiL9BVMO5HUzwoQtO57zRPuhsa7H9cw0bJcdKzwrjQvWaF52qilp7hiEWLNnNgJT5GlVjp1lm8egEZKkKrGpC8PQIE0938maZtRxaV1N2JpeaiPIl9OEKYTakNe6LtKkKSvHjowJEhNnQ1MZUJ5w9OWIo3P9qpkYo5FqtjNsTV0NQ2wcMrKdKkrHCHm77EfWZGXTpaBsp4mlWmx0g7QwfnpPqt0i7SHjsTSCeZeno9IbU5iUjeVydOgs2OTCVDcaXVoLsjgp+nE83UjdfGKzhtYVqTErkU2ITww3GjOXp+O46WkmcyGGIcHAOXHcRJc41HHfmoYJUSybfhMZbI9MBiWqMrMVWMCys5UPiUlJY9TYxZNpydbOqlFDk9TV6ksiZnSqprSGbKxTU9eB1cH7Sa9wTTlkpCmTNMNebn0YQzJHWdCIMHFiK4OY2qmWqVJCxEps873RkLO2gN+OyvrEyoXs4pc2f/K/GnZNLS4lctwIi3dJPkeQsmJHGXQ6bLJ+x0a/G+DK2JfOZQ07hg/BPmgH5mJqam22RA5TpkqNdXmHMPJ1kyVNrAp/SNaM2CaFJNwcVNPYXTSe0VTe5ivX3374/s04Lpk0Rh8JRDEogDRoYutak8FEXNLrlsOtFGIRfAiRjZJPuCQNeeLKxqcV1daMqoOkqIFpEwc+vZwvn+TRJhUpOzt5fL8MmzLZ76edKsZ6UhesqOrCZqKlRq+YmjaLGvYLw8QmVmOnFgKNVScpNHoIORc1ji0S8UYRNKliLCkIXF8cPHnrD0titX3SkFttEE2OOnjheh+WnE3j1Nul5NRr1MlGj75ndQMQ6/c7hqlIJ+GFpPxTOoKLAoYkhGCOkKoLsfDo2Xw5nT1n56+IFJyKKIkHc+5gEIfSPByv/4DjmsHEIFEyRCDE3xRe6fNeHK1m4HlVhj4jXKl55s1BsaUAW4QHSmAcOYNYVzJNkP+90o6nBiPHxeX03Ov6PL/760/+YRL6qLCGpFWahaBMRkEheJCAY5TIlAEtTS5PyyABGyOMSYnhQxUVRDbCamxRe2AGE6NVzLfVeYTf2utCzXOTc7R3NogkMQQYNtZEkcY3ls1xDkGYqVXeq2pbASuCCLEui4FDPBJIiETIkecMtUKPY+pcCTAaVKJXwFjnQmyI6SgTrQIiUPzd6x9UCQpVIJJGRI/YgAtobKWmImCk7LrS7CgFYooxkiUignIIyllB1AEYFspTNQ1A0BRkENREFm2MqKJRlK0tMdgHzRANEAztS7jdjG2gHDBWB871KM0gVkMHxFGJlDgZwCylS3W99x1jS6Ia1ChZCFgjowa68SitKtou/NQBCbue2CLtNbEumYYqwVoLJVUwE7QBjIa2VMIDIHKGgBhhWovROnJ9VBhqHEULTUlZEYSCmkgvutW+AOUAiA6MzQPnTeifuvbVpfMvYffJ43f+qvb9zvk35q+/BcMYlu/96Jcm/qAjhzE045hIutAILWQefuKc2a2MLZa4PpyhyUS6CknYlOWk1+3uTybG2MoTTG6s2xtPiGh2fmUymTClPgwTl0xrSZI+cTKuquiIyQUkzhhIVC0nYNMkSQzdjvXRd3sradrdefROXiQ7ByErFtOkHk/3BunM3PTDYfZaevlrw9vfGph6WFWlXTr76tfX1u+auM9+K9Rhv8m1u9q1fOLNt+786MdecHpl1YcqjdY3Ve3DqYuXcOEqaplu7k0e/Hh9tDWzdGLu7Bf2H9ybyraP2YXP/Zu9W2vb23tJIIpzNk9rGs7bMCpZaVnVxFAa+E43mY6ngfuqmhhOHag+mMpM6tIYGyASAWRc1p02cvLyS76stje3Tnzurd0ffl8lrDcHST5QnzsXyjg+VE9uIM0gYevSdXKTSSVTXfSxayyDBp3B0txq+uijW45IaWk41SAhSWwkDuJC00PUhqSWwC5SgzrkFc02wTXxYJ42Mz30tBDyM9m1bx7+7M9FEZo8cYPD8V7eW5wIX3rzVej+Bz/Z6NiOsY4l67HW5QFntkny069/GfkKeK+5++O7jx4vLJ9ZOPtFUMD4zpOPfqLTNU5Om8GZTs/u3n6wN7H9fEaSraqWWJypmx2Ku1l3bqPupIm1Eg6ebOaD6ZnX3n7yo8fkVUjUOrKkAcYU4HTYmU4bLroX59/+lz/76z/LcNhNvfGlZZRoDqBGbKe2nSbZUx6amYr3B3aawAe2c9f/oL947eH7Pzo13+Ve8WjL1NJN0imqmGszMD6JhxO7sKOFOna6lxtfeT9NTky8pt3MbFadLoPE4FTjK+MCOZLQ06gh1nleQK33XmlnagvSnsaxTben0ZlsgXhf3f5Bne/FziAbq4w4GVSyMmqKPEn7/lFtkpmVlzv9mdG9G/B+j/tpMqz9WoMY+4OZZudFSP00gnLUrIklByRQLxCvSTTLee+8WbiGYjEKCTP0kE3O3qEW8D4Ofrq7+YuUD43x1jgJANQQ6T+mWI+OWNWP4WB9jnONgAi3JDG3KgtVTyb1kgVxEpQNsSOp+Zh7/nU5BD8HoPUTUfXzfx+XyvxGX8fIM78RHCmmyRgXAkTEGEskANuEpcEz2caRlpckkjV5WXtjyZjcWvHRR+lElC4xIABBRPjI5kpZW0XdbylfOeoG2ZpvH4nXQxQYhknBJiqCaOKsqh7Zdh1x5aqq1iYKCkFMkkqQpg6izrmEmHxTOmuMs4iiR5aJR7Y6bY2NqCistWlUrupobAplUFDENq3wzOrxd4bI25NNqt6QGIriS9bIDNVAZJkpCIAOJ7NN/cBSYGsiP11YcfQsksP2YTMA0JQVYCNCMBZ1pKhshI0qx4ZLMBEHQgMN3PQcM+mkmdyq60cTX6apq0LHYDbrrqRzl5P0FSReohG1zOQ4NYuX69ENwZQRSJnFUStAbykYgpABRaMBCiEKimL5Gs+egh9XD96P9cTJ2JL1tWeCsRHiAcdkQbWqRGVCwuyCjJSEDEWukQQxHDxMFMuGVCBQeEUtWsPEF+H0BShHzCqWro9pmc5j9Quwp3FiJqR/oSaff/VrqLeGT270z//e+Zf+3frfvFfw4dzsXIY5mn1pXIbp+o85ViadWz3zWkyXqt279c5Pyu78iRNLeeqqary1uX7q8iVm633Y2x9Nm3jh+tsmTT788MMKSW6ThaUlq1VoZGawXFVSJHZ9f7uKevLMOSNYX7tjDc8vnqemWZzJ/GT9ycb6wVisD0lnvpHphavXTLK4/uRWng1qX3ddPfSY6y2orbxOas6TmdXDaUyS+f2d3mI389Nq4fTLmL+aDu8DaUR29uK5NE1kb31SNyyqxiLrYH/00Y37l77xTQw3DtRWtFCXWc0z0aw0miI90ZhpPne1Z/zs3IWD0WSyvz4Z/TLtnB8sXydjdzbvV5O1yWQ4mF2cmbsyKXW4tz0arfesClsh40NtCalLfZCm9GUgdObUHyYnz8WH6xOvvm7M0ttFZ95Febz5fo3u/OqFqpmf61yY7j2q6n1C7V13aemLoO6Tx7dB7vSlL8GGYuT397ZPnbzgbKfy062dR7Wfzs+vmlgsdHJw+GDtRuJsZszK6avkVtYOqplO9Bt/aaI2bJL+KdiV3cOHeZYDyezCymJ+flKNx7u7dXWQ9nK4ubmlpVQx3JgWvOsSUzb9YukKZlZ/9lf/4fUzc8n8RX6SLJz/zMMbP6bx7ukv/gvOJk2zEYJ0bA/gccgvXXh1NNpuGjM3u5AX55tyb3P95szg9Nls7sm97xiSNM/vP3x07uQZ0UiARaouDRpKX7EEn1lxNhDFXCXLs5XPzBXK4/vT7RtBSpo7dfLkyzKcTu9/VNi6c+EtUywGPqDDd6uN202d9BdOwqTboyHC/vy0M6rLlXOXt2osdQa9pvRrP/fe0MrrvaXrD9YfnyiGc+n+/kHV9K5FNdLvnltu7q+9wywnT7zZnetvbby3uXE/T1dOLK10+2Z/f29r89BmycmTK7fuNatnPj+X7Y13vrd7GGZWv7L26NtnlvvzyxdLv5jp2vqjd+cXXlrKzt7bjyfOLDebf7W1d9hsvn8+zFkeRQ2zFz87nBzM2DOLRf/WWjWDF6D80zi4NTZjRqSgGpWCme0vXKHZy9AZeMcJNU1pE41NZRCRQvfuTfZuZDy2JlhqG3dFo0JkEek3tQMh/SQZsTynq3keTx8VtB31HIAXeChUXZZ1gpZePUOTT9rOc6/83Uf2Cc4kv00unhRPxRik0LZzGNskYTYh1ErKkKauLPipQ/dRVyC1URliEpeYhEJogCiqxs1UlRhpC4OgFKDyrMEnyT/CFpr0WDxz9AfY2hhJ2EaPIJymRZprU1VN0zg2zCQxMjOzVVURQDkGEUFWdICsqkpDMElKFFUhMTJbHButkLa6eiViqInK0MRawrE6o/WvaZcxv/s6wSNbRCUCVEKsE22YlCSC7XHzkixJ+mPiID4xbR2nagywCcGGaDgpYLKoMMGAMjq6zJvoJ4pGJKjCE3nqBIUGAQVjPEfHkhDEaZVyk6aVcxMfDkLYi9O9hn0yfxbOWlZPUNhGkSQZFYMw3bKojQiEWa2Q06PqVG6Zf4EIKyT6qE4KxAHI+pgYGLKtWXFqnbATEUVwsV1CmmCikZCKGpsEiQLLyvk0NHUt1qSFzYIXiLckTEEQ+Lgj4Ivxzx2UT4SoaUA8uPIGZk4f3tkcnMvPXn7lzo3bePjh7QfvhjS+fK2AxswVNl/BF75Y7DSYpvny/OZ4Ldb5iVfewMwFvzEaXHv90Y8eLZ5+qXfmVL210T19ueZM0twkSX7pWvqTnxXd2camZVVd/tof3n7nHa7DzKtXwsPb01GJZCabGeD8ef3OX1154y2/N+Wo5y9dW/vhny+98XsY7WH3nlt99ezi+fXHfn5+8fbtJ69+8avg7mSrOvP6l+5/90+71pW2W4aZQW8+W8y2Niuz9MrJK5+HJ8x1esnnPrr9oysXzuYvv3Vwb1KcPgtjO7MzwjSppp1LF/zaXWcUSjAM6N5ojNGUHOWdpVNv/cvxw83lV1+9/87O7PwSbLJ87ereKJ9Ny+mTrZnXrtP9xdHNe4NLryaxp+RWv/6vHv71/4GYzlx+A1XWWZrrDGbu/3LLpV1IYtI0hEAkSqQkNukwAS6nJC4U+c2f/pgir66c7V3/12Fzw+a8wOHx9t7KK9/ENN3dGJ568+2b371l7eDyv/gmhoWPON1xjx5uwOYwvrtwCkk3O3cFB+PO7JnzZ07dfven3fPX8phidx2nz758+eqNH/7V8hfewoSxI6cuv4TF7sbOj2NzKEiyzlxTCWwMMT395ltIHMZ15+SlDt5L52Z31w+6Mxd7r79WvvcdLyrToTXzhZ2pqwzcS/odMzuLylZjA28k84YUMGVdcDbH4xLVZBNLKxdf6144U723G+bPdy6+jMd72fnXzp68jHKYDfpXsjc2Pvjb2DQh8WBNUluY/KDiqiG2zjpyrlNGbyqvjFon3Ete+uyXkBLipfGP6ieb9y9/9o+ocwWQ3vxPx+9/t/uZL+dmCWm98d0tDmsnZ1fQ6cJifjE5c3UZgvzJvdW3v7wKAg8gycR1q8Pb81/9d3CnBld8kh7g4CN9cHD+1T845YcuV5TpUhaCQ/f8NzDZWTo7Tzff9X6h9/Yb4NGcJv07m/fv38+vrPr19aWr30S/nvlAR82j5ORbS67Te2URdq7n50FyMKKF85ex8OVXaoULOCuP//Yvr718ycx1dz4MZ954A698+cSkQuFRNXj8zot4+ukcRhkaVRAjvFg1vbR3gWYuI12CdxFqCKlhaGosoA3KrWb/A/jd3EmMrY5aj037WH8LEcLfT/TK0y2RuiNhrpq2UFIJhjWIcW7gFs64cs+P6hCb5Fd9S+TjNHlrayd/Byf7iSj8N1xhtHA8CrVeFgzlGDU/uYpu32xtTnbXKLFKjqUluZ+y9STE1mQSTb60DMdx+0mIYl2ezZ0Nm0GpRAxilEnwcbn2PzSB/yA8PxIRsc0JVmCyJCuWVjG5L8da/La2lY0FEIIok3OJFzXW2eWTyAbJg7t16ROi4IVJrXHHhbBPcTmUoCAi4z1ckmaLy83k0E92SdvWzsKKTwWaU2WQiigJaYyhgq+QQZ+7pgmU5DPG2dh4ZdfKoFqnIGZLmqXZjLJrFR+IRIYYQJz4ZkimMYwmENxc1lsKUoRIRBrdgbXzRghhPUyfSOWtsSTgOhSZepqU5eOERohz5MhJAHNQwBgqBqFMLcgIjPhIFBhCyOVpuqa9SALIGWMkJiYUYBLONGpFVmRWTKqOYtz2gRKeE3USJhqmTLliVoU0HjgaNxWJLSgZOJuRxrIZp2gEU0XFDAMSTehFU88XoByANws9Hnvx/ZXXta7v3/3+9d45DK6F6uadd/734GavfPabCLK/9i3fbG3zfNetTjZ+8uD+h0srqydeeuvR/UdYvHz7W/9XqMfLL70eO+cGswuYNjdv3u6vd+pquAM5d+6CWV+/e//Bm5879dOf/Lzo9m3WvXLt1V/8zd9WuwdP7t8IcXABAAAgAElEQVQfH1a9Tnn+2qu49zAfzI7Xdz54/0MK+OxnX5+ZWwAGH7zzl83h/YunTveuvmm3t5CkiycuoXfy3f/411U0V9I3bTrD5uAAp5bOfp6yLsskFr2ZC5+fSufht//9sq1n/s1/mw538zcv7fzwW9sbdbWyvHzxyu7B3sPHDy5fvhi31l1uDLSua0SPmcGbn30bWXJw+ODUZ/5wdPfx3Qe3Zjf9udc+U+2N4cp7v3xvZjB/9/0fVH44W05WXvnG/oeLTPH9978Fshf8S2de/9yDWx/uHcqj9799Znludq6XJv5gStl8f+niReQJKGJn58ntD8smCmfNwSh5/c317/3AJJkG7q2ewfr9G7/4wfzSzOq1N7a3b6Kmw/u/WH9804fTg/7Fmd4shvYX3/3T/sLi+a/8Qbh7s9q7Ryq/+PnPr771xuMb7zx69Gh1dfXMa9dnZuYAufPRz2f313bv3bj8+380d+417B/c++E76mb7Z6qF5eu1KfJ0ADiTaFnvplme0AI63bWffms01bx7unNheTgp51dfmT87M7n1w0dr95Y6HVSnUjZNGG48/mB5/Porn/+30P2Db//HlCdrj9478+bnud9t3rtZVRta9Jbchk199+xnOnaMB9/e3vrIXvhCsvV48u7/ffqN38eVL93+mz9z96fnP/ea+yir6oAECDWRHu4P1c2vnD6bnF1Bkur27vbtd88b3vDahEQDfvb9P1/OefX6pe7Vz/TdidIs/+Qvv/3ZV85lZ8/Lxp0P/+x/WXjrj2fmZ/zeXjqtJO7oxoN7e3v7e/fPhQ5Mh9wgTme2f/g/je25S1/5rzsvf6NeKzAZ//R7/35xZeX0lVOQXokMNW1//8879a3B1/6H+fPXtra2sLt/6/bPzl7s7Q3jyvlLk48+uHPvvdff+IZdfdU83oHpZ/NTDBJIipk3O0M/xeHipa8Co+13/s/K29Of+W/2m86Z5iHk5fHDh2tP7lz7+jWROZOeQmWb/ArOvr1z+/bB7talNy8DbM2LGqBPK1MeWeFBAWSt69rOspu7AjsXxXECUhLfsHMSLJkS5dZ055dSPsg4wKuBFUSxkVmgRhWEVNH8p4DyT0D1kh514IGDZDhqpEOKhE0PM6cgHA7WySXPYetPNPXjZ03i/3GM+N9DtD/1MHn2IkMtYEFOlAFrWCHMGuWZPSJDDZFRGPTmYJl39qJEQwa9ZbO93jrFiwpJEGLWX9H9/KNocnpqaksgU1bBWNfrz6G/AHWxrtsqVaKjdcAzk0oYAQw7ZQsw2DBZUg6+gYh15rjH2ceOjABRUjKqTLDozVEQjIdHL2v4B5IY///8CvRIwqSqTEqkMXitS3SPnTv1yDKRikGWd0IkQESIGcysIbBJ2abd3pzQcct5CSAQM+oD7/eZGyGKMXPJyWTx7YQXIQXIiN1lP4c4RPmB2Yy+2teYQokkgFxUP62mHSmNZBCiWMJER6QEpJ2GXSpsUEMrcIwmBhNynz/9Tkc9VSBkLFEO0wMZ5jxC08GqmXkTsQduDvdvhjCemXsF6Vx1cG883ex2FrPBFY00Ht3C+IYPlCUrvbmrZLvwk8nhQ/brjAYSCIY1FcmA5EU4/Se/UD/9h9g03cyEzEqxfDUgrC55xCH6F3tZr282Xn71Fbt6fXTz9u7G3xZZGdwcpvn24WG3mEj9CJz1l1+NB7X3h7OdfSq3iuVrd27elOnk+r/48vkzJyG+38nSs6fuffBuauC6nc9//Wuvvnyt3+815XRxbjA93DMaZrr5XL+D5eV7N3/pjOnOdD/31a989ve+jG6HmhqVViEW/c5oUsEN1LhxVXb6i6DO61/60ue+8fWZwWKS98t6OpSl0aRTPdoY7m5Ngm2Kle3DepA0/bCDENAZINajw4cD3gl1BUQlmZmbXbh0fu/JI9GmCRVYwYqmOhgf/uwHPwh+E0aGe7tAGWUfvc7dj26h2qqbLRjVOGXsN80uJJjOah3Lbn7Q6RyOJhvIeungTDnV2Vne2f7FxoPvKg456Q3H1e6DB4/f+cn2T342XHscQcZljQ9Jp4+NrazXG08bY1PMzIaN92aTYV0+Rn8miQQ/0vEHOf0y47WUO3lxHrvjxWIUJx9isj8/ywg7aRpyh4J0tP/oxIKZjNdxuLs0N2uqw+nkkaWDNMc0eDe7tL+1WRRicLi/dxdh1BCPQ6ylYa5SV9Z1ZNtD04zKvazr9kfDzLkIh+XLekC3Pno0mO2X9Ujj6VgRwsZnXptnI9//wSO9N5x5+XSRbJ66Onvj/Yfv/sU7yYm5pRNxHJ3IOJFx59wrZTn58Ma3u93KO9vouN/Z2jr4yPvx1uQx8xAmITJpngXxSJ2odLtdgLe39jbevbH+ne/t3LnDDN5f7yF1MhMrLQ/v7G38FPUekoVSVskuXH3tvCkC9tbHJu/wo9nF8O73/yIMNxac2PKQpEGsRsM9qAJZEzqgk3M7P6TN93FwEDSProvNB2b9xuiD76Hcg3EIOSaj4uE7g7W/weQAzAdrG7B89etfyoqUxeVJsbO9trvzZO/JDkw3T4vpZLJ4ugu7sfVkDYNzM4uz0+ZBTOYRsrUn7z5Z/3aMoSGHfBOdwycPfxD2bmE8KpJTezsF0qs+vw57pj7Y3X/8Afwu0jrG3Rfx9NMa5Q1DDYtzJu/23NwKikXhPDLqiCCRWOEDK8qD0c7mg9HhA6ahJbUw1qTMloiUo4ioEv3Gd43fQkKs9ki1ogx1igRqg1dVVrFAgkA+KLH7VZRPevT4uEaBVZ574O95/HbSB5Knht9KYOZqfb289eFkZ9e6FEoxPlVt8LO+QkAIUfSo3VxUqJJvBJ6qRkMkFSKY5/rey8fo+f+0IUJZVhhOQzSo5eDJVlmWrZ0IWtQJak0hkyRh5rquFVpVlX/yZPrRR6PJ2CROVZ1LrU2893/HUoGIiI0LQVA14gXKx602+NOCNI5A97FRt2rTNNAjMvzZ29LcpknrRt/ODDPHGImMcznyvkprXwnVCERwAy2DTECeDSJIpQMsw8+hzlC7qSyrJtAFyMBrETkTdIA5wpzGTpAENiFjWgdkaQQ+onVscemRmSQiqCGqlZrIHs95OSpJ63ITY4QaRMAjKpNxpr+M/jX0X0J67tAvjPwculeQnM9mry2ceitbvo78AmXne6fezrpL/ZnT/dXXqP8SssuYfalz6nXnBmzTNhWi4ihmCPmLcPqCKQebepsWkxOvID6pHt0jLQ4PZLBg4uWvnzj9x+idGA2bMuufvPi1cOMvRoVB38xfvLq/3s/nT0w37ox3dwef+cLchc/wZLfor9y8u3b2hNsPzfCXd85fOLW6fLL/yvXt23fSdKZT2fHe4f7mR4U2+fLZyZPDncCXTDkOIT1xdXD9i6MbP+32OR6Mptn8aP3nyqF7crGcjjtms+/3ZpoJZRZUBVv1Odt5vNntDw431spqmCzO74825zldqu/f2fp/wsX/opr5ahHr+sF7Z08u7y3NDPNLNDkc7j7WLbN04ffGW2VvYQCjlC9efOtr472HA1NpOZ4mSzvgOu0lo/3yo58u8jhiabJ+b+HKEh6dKHpXxw8fMAlCz+ksxUPLjnQlRofsgMpdZ8/HhTfJ9QaLS9N7H2DjSf/qywf+3MLiy7N59+atXxa8uRLulnvzgQaBNOphLlpLUigBYzy5r3Fw+qUvjB78fHzv3eLiV/Dkw14v+ke3mjBGtzcxfZIlDScqKxvbP1y+dDKWbxTFfDOZ7G0P5+dPV8VK57Q/KKvlC69Nxj7NB1g4d/fH31t95Xrv7DceV+PZbFyY3f3b2ycvvrIpcHE+O/FZ2JOLzTa4ekzL5V519WzWSTq7vpwviqUzL/vKJatXpsPxQk/jvXf2qnD5iy+Pb32nWLo63bwT8t6oXMmlm8WNs+bekE8P7PJIz8HPzfk7SCogllKcmtyNbmU3OZ28/x/yuHf+y3985+ZaGm3upw2fjnbJil8mSaNFmBo225XJT1+Gt6Yst0zSFHkRRp16PxipNF/19fpcNpFOoOJkL7l0/V917AySrH7wvWr/HlWvjKqy3y/dZMsN990f/c9VPVk5U3Iat7bej65JXcgbc8J3UDt0eju5E3q0Y09MXc/bibPWbj3Ba2/O/v7FzDl0HQ7XCzPSbPCouzj1r66SBYpBKvt4MrwnZy69vjgqxrt3Vl/617T8le6Z1Tj+YLL7bbvwleWTV/GzPz18Qvkf/Xf5wh+6v/kfN91fzpz93Nkv/fc82ve9rDKM6hS0p1lXxgeA9cZpR4H1ZPiLuFF3r37+zPLL6M5gchjcQmW40xhQ09jgKSFNEqlSqUjTgKS2AVx3GhtMaChVTRJRompqwcq5Z1ZTGw6mzmKAJg1lxGNWC0kiQ6khaoywaEeIQSVTxQrRTJAQGgZIlSBtAaA86xwJUmHEtkHWP8Mor2anyq5UyaXu4ttiF5mZMWbaTWIusVA1wtqEHbP9HTTTwlfGJhaXvGTRxWjHsBVk1lRLmUFsblKyDsz/hntmhEgcyCnANE58x8hAYgM7laTj+18OvSVJxvkhh+kj55+UfpPTTRPqTJI0pFOiskc9KkJxoT9faXUjUJKmr8ug5zOJSlShHD+em2FzMNWdLcrqkUuS4s3Q6UTbF8pNM06GP/DlbfAc968Hd6Z0eRanuU7EHQ737wa9P5t92ZezWkxNT5Qy0/T54Eks321QwvQ0drLE+pnXLM9Eb8F1lPV6/4NBGJIGKTrUPz3ZOeD4JMqYnePpEGkyZCo6J8mese5ilAHD1+P3lS2lndJ0nG2cH9bu7GD5I39QN3TCLnVk9zZPmSMr1RU5nrkMo9no+5FHvhlk+RUUF5p8NrhRmG778d5M0Ym+bIZbjoRU07yYdj4rnT7FYCdr8HdH8REodMoe06pbXIpp4gPsYj/d+0BCTcaFmLBdwsLlJlsm7sS6ttVOr75TVneydMYVK5R3682HojvONOxTEsccgj0UcwrJF7m3IqYCj3wcJVt3Ue6QC5VNi3QWPI1uu3Yu7Vxz9pQd7cXh+z6JNjb/317bgYUxITIcB6q50SGhhiSg1j29hnSOuu0JYJ03VSc2UTq1Mcj2/ehbaW8JblUV0Xq2jXpLzQk7+C+Ne+THj9huQqqKUpPNcmcl662C5rmxxsCnI4091Eh4P+y/n02nuekAZScZjeRxiqAG0cDYqhsclGEF/ZOpH413bmjc0rgPK00wanq94nTbmA8RsAUsq2+YmqRqskCtAJxMjFJwM5PWxTh/QJKzNkmACUtQE92husdqDqEQOynTSZ5cR/IlTLWZfm88/lvLGzY9rfoNohx2SUIShlORj5LBLGJRn/mvMj9BuS+H9zg/CTenfNFeyCfr35LDCQdrbRLMnnFT4EsvcPM/6TB/8id/8jvZ8fTd/+031q+EDkJGvlm/O/zw21j7vm6+p5s3i+nj5tH7w3u3mp2HyXAtGz4Io3XunpgddA8ffthNRCebo81b4/FmOdyeKbjnpvX+3Um9H/a2FnOdSz1Nt7fX7vbitEDZT7Se7JS7D08vzhYJb9/8eRqHptxhKZvJ8EROfLBBYdrpZuONu3bv0fxcnqa69/CjZLJtJtthvOuYET0O1/14XSZ7zXCnXF9b6KeFrZvdDwuq6+l0hmKjYtkv5q7HvPnwrh4+WughCfHWu78YpGG0dqtTj2bnBuXeE9lbb0Y7Pa7icHPgaj/cMpagYvxUD9e52iOoixwOD+v9vfl+B8Mn042bLIdpsz/df5yVW3qw3iGg8aacyNadphzODooB+9H9m9Xmgzjd4+ZgkNsCYevu+2k8cHIgFpEskTitLI2JYqBEOdB0pxxvjfa2+ok2481muOG3t08sdOLh1vCjWySVHqyj2elSpeOKJY62bpr9h0u9jpbT7Y9+2tXJaHuNylHHxMmjG4s2DHoF+emD935i/Wihmx0eHpzq6gya9Z9/f1xuJmU5x/1eko32b5frP0qG684YZYr1aD7h7uzK/8vee/1akl5Zfmvvz4Q75p5r0rvyrGKxaIps32rNYAYNCNCDnvVX6kXQQKPu6W6RPU11GbKKLGZVZaXPm9cfF+4ze+vhJtmAnjgaNjQCGTh/wAngi8CKtfdav4vD59vHn18vaTIv5fzr7YuPm3ixOn159uzrWdrWEKQytccQYeZ2tZLN6sqNG+Hi/Nn9zyeluXj26Or+bD5vnnz2SY7jbj6lHER0e3G8evyrfa80btLmpBjPtF9LSmjPcP7QqLoU1+cvfFXd/sGPVr/8WVg/Z74sBFOirCxCxOA55zyiNDq8+CVdPJ6MJ5v7f79++s8YTrdHz66aDZ59fvTFZ7ptc1rnx58e5DNdPaT2mZU29Xk4e1luHs6Gw+H4cXv6tF4+LjdfaBjD6VF6/qB7/JmcPKzycvP0s/j4Z/Tywfblw3TytVs+nMjFeN7q2dOjJ1/M4+m0e9l//fHqq4/y4de6PDH9Sf/4o4v7P07njyi1s+VX8vjnWF/Q+cvw9Bdy+Pnw7CN79kW1/CYdfR2e/rw5+2x+9iCtv+lOfuXS0Wx4uj55wOEZHX9KF5+ff/NTE076w0/k8f/J578aV4/LtC2yMrISLmG5TrKBCkzmV4ulNlOyg5HCqGUE5WC0NMrEQTmxGlIFDwQy4sCBANZLnkU2vy5wIMjlduXlDiipMWqNEINYmV79LIFZLSuRslFmpd95TklBYGLvmvlMLjusL73B3+x7vgqC4f9DwjjnSXn1z+u9H9ji4BXiWC1QQgtSMIOJWOH23nI7b7u9d+3BB7z3HbP4wO695698y+9+yy/et4sfYn4zIXecbfqtpNWrU0BiaGQKLA46ySi7oax23zO3v+t8mze/0PZRY3f8/m3T3BzbU09LHtTJTLShar9avA97jZ11dDx2j9B8WNy7ZbhtV8/95qix5Gb33MHbsFgdP/AF24P3/LUP7PGvfPvYjS9NObOLdyi0ob+oTHThqN484lzY2T2zuNmfXTTxZbn3537nNadr6g9Nt/TZmatvxGHDqiYayU3z+p/Y9PPQfQT5FUPKvfecq8bNkeS53/uA9m9T/1zTE0+ZQRs07Err71Z3/toWi9x+hv4/efqqvPJdmnwXY9qePiuaSbG4IfPXvXue2k021+pbP8jbPucTNWfZbLObVQffo2Ivnd/X9u3y1p/QvQ9kUqbVJ3X/qJzu1ot3Zf4tya1Z/tIXlb3yQ7r+b1216s4+nvEDu2js4v1a38ULV8K5d98xer56+X9p/7jY/45fvI9+5eJxoMbf/ve2uVss/6PZ/oOUHe/f4cWbbrVuM8yNN119B5szyScWJDIhrhMXY2ymt//a2QMTH4Xtzwtd1vXMlX+BzZMxByl3q52buh1jy7PdD6r9b7sEOn3IeLh1L7zMf9cP4JQEDJcwITKsvborZuf9TCUBjCzsiEA0MjnIWT6777IBnHJW7pOMvr5D5XXJYG9SBmCUI3nQdGIWV/zBPd5/y+1/W3ff1OlNKvfU+EhJjThDY2dKQzI+357+o6dk4MGWfOgk1dNvE++QgEwKNqjTrGJcRdWBcfM+dcGE0ZWD2fez95orP9LydsbApRtjNoaJDDD2Z9/k8cJiMMikTCBQBgfintQw2IhhLUEkZgyc3Pzbam+ZklXCfO8daIzbn6yPf1ziUUlRx91m50/BBeTL5cv/fbj4ybi+b+2BK96w1vJ4uHr+H4eLfxjjUE5fJzhw7fvnNH7uaGkVyKWRhqZvcXPjD9L599opn7ChNA7Lo3a1qsw4qZNlWZ1+k7mAIlAViAsZS1k7S0UOcL49OdmMK0PdtAhqRfrz5w9eTm2WuGrm+y7Uh19+WjpJxlgzOfryZ1GyOmccmxCPH2yEzNgvK2BK1fJC6sKdP38gmfzu/vmLrqbct7Efz7PlodvWxqyffk5oUO3kod0ePYDjIfuayxSH509WbLKTMyhZP+k3/cHV4smTjwe7p8HsFro9eZqXgVNzrTjIuRWNq7MX3cnLDdl54cucnv7qH60t+ritHan2NufhZBRsDYK1CyM6jH1K+cV2aTFYtLW1R08+d67IUdzYNoWXMZ08+PLADmfbizZ0pcq4aXeauRqKq8PT9QVT4VJfUUcFbaQiZS/ZYGSNmRwoWbKbzVkOm7rcOX34eVlZRRpXzw6/WUJyxamwPKyfi2xNzipm6IfdJg/r59vlStx8YvrCah+0O31G7BoOp88fRD7MtnIiVhI8Vi8fm9PoUmu1La25ODoc4wqGR1oabivJMVrnBWndPv558/6fLuban23Pn25deTLkbm7DcByF64bM+mjpgQHdTuGHMYJzAtqLs+1mq5k8ax56yXr8qM05KcE4ayUIbLc+ssVkNnFffv7JlStXXNtnb4UYw3n74sIjQMOLpw8M9Pbdm1g+b08eO2OARDoybCYLZKOSUXDQCmO7epw7Md6/OP6SNUyKOLc4X39xdiYVp6kpA3j99Y99SpkVaTUtk/Hu+PSxQzWx7fbp4YaLvWIxPHrcuDDnbjy9n1BVKv3pMp49INZeM4wzIUunU3SeU3v6xfkxTyp/dv+fF9M6hDBng4ThTJIt0risuZ+UvFk+fnzY7kImRk6/+gnX05K7PVoPT5ZLMxW1Vh7M0I1d3nx9NvEVOXvx9OGOreU4Hm9XMxPnljfPflUYzaE9F22KKUGFhPFq4AqIEGd1SpwJAgZsYhJ4JiaVzBBikwmkmemSr85KiawyjAgps74qX7ukUV9OnYkyFL9GdIGQABZW1t9sFzAIAF3G8hgKvRzy/j4GlVQd7D5ojogsYAskhZpXbXYmgdWgzmTokk0pounVogZJnbmTqEUuWO02p3Ycf0tMlBCTOpaROEIhuUycAla52cfiLlCHo5/G7hnLZJX/cX71j3HwXjG9jvMHNjvYWkDiGPUc6nT5crV6Aekn83t5+eR8eZi2FyasMx/ztanMb8QR0VajltX81tHLL6ftfSfbECh0w/z179t6blYvh/bUeQn9WO++i+kiPv/cj4cmWqhN2+1qeUzDY84JFOvmoNq9sX6+NMKzvVt9qMLpWrRXpX48m8Sz+f68QyW5KJNDlpCTA1tBFlCFkKia3ESk05ffpPWXMz6MW5vl5ax6A+wExhclHxxAYv/i8dh3KK9ipJx9TqkqMpHps21HeKNEqs0d7F6XOD4//NqdP6fcysZWN27Yshl6gm2Kek4HN0Pv8PAjhMOVWbtVrndfw/RNv9tKfsrpWr8mGb5pquPN8afFze9Hconm9fxtmt29ePqNO/5lWa+6FRu6NVvMtZ7kzei8xzhL0UCJ2AmnyG1Qds0tmMXy2Wch3mddguvqdKS7P7D7u/lkK9mBqqzT+eLbuHID2/Xpw0+bcFo0rvAO8Xd8tkkN1F6mhPU3fZ306zLKS04niUF61e6jDgKGIR2JRuskDy95moy1ImDyhgC2Wa0mq1QqEcgTjCpUwfkyJ2GZFTGXpGDk4ZjyQKwpgxQiYinI9pAnV8mWSEjGOa/ZCJSdm9jde/NJRnyq2ZK9An8bvBcUZKEEYcQEx6Acw7hlFQaTFESkLKARGI38S15Dfo1wIsNCag1CoNniLvoy5ecnp19PJNe5lMRMu0gMB4RN2r7Ysa1Smbsec5BAxz5tz6a+XXYvETdwFbIF9jhNrXTQ0khBl6DuP1y/56LckwupR+XEIBizDYqUtKhjpNp6a+FiX/JQ8pi0QLfF2fGESZ0xTJSGxpZ9inNfIKwb77bDmnkyq0xd4nwYs/iGpPK0NUIsBacQxmDK27dvnR9+Qc56Y41hUzVxTGnYNJyJZbK3e3p21LCdT83Y2WlhTgfpk5SOK6I2RzGOZai870RhpCANSY0v4U27WTeFpDG4XFmR3Xndx1wam2I7wihTPZlgu2nKmmP2PAqC8z4nP1CMmpwprbADBBLF5NhVk50uwxhYQWmLtm2boiRSl7KpC9Fs2EytLyBFUY8SOPW783oMkZE9xQAvyN6qju0YONodr2IlWxVljmRZkVULXxCiHfsp+cLXF92wmPnTzaYuJylGRlYrBFUlY62llFNflUbUJcBR7jfropmppn7sxWhROIgyZVu4FFPstmXBbowWqZmVKWaylpBIwo7NZAA2Y/IqtrK5X72gX306jkfTxlNr2u3gptZk5Ghd7ZMOdWNyNzgf0zhWhUtZo8KWbr3ZTKfTlBIxwAmaRkmFryQPIWfyvmAKuc/kZzsLTsPM5y7lxGVlGbH1zo2SHMRVNbYXm4cPfQzqlFSdRlEo0SUZLjNDSl/YGMYKkjWfh3E2m8Zxm4exdlVlDEcVopFkzlvnSEWpsGMeZBhhEnJfWhApKCYbXB7WI81qlKYfwziqq2pX5K0ygWyI4klKHYE0ZPG8seotaGdSIPdFWUkYjVPhfgwDh1XlM7PtAFdXkmNIw3Q2jehJhYRJjSVjrKXYEQ0jaxmqmItsvLfaGOpC7623ClKqJOkwVgawxZg5EQuRqn3FHCdhmAyTWRIjEwMmESlICcRZGNCSCUJQWCUwgYlUK1HARCP2lS+ugFqAhH6D/7AQUsLll4BwZFxC2S/9syxkXhXSAfnXPBr8XrYHZMvWVlATE6jIbAPUQgwIyoNSR2pJGiMZypckTCIYA2MgRAwrl2LdxNIO2W0x/lZ5LwWRelIYzYCQlMFtUIygKUqPNo7j2dwadPPo719cPJ0071Kxa+EMFxBwhTEdF6tD7Oyl3A/dalarLXYunvwtD+2+LVzlMJ73m2fV1TcNUVHvhVxXVLfrn3purbeeMobn8rQXGSRlV0jmXnfn2L+C9rx79ouJeRp4Cs1xOJN0UfrRqKY8xOHcz+2QyXONvZt9K2E1q4odY1ziYtuez6/vc9EILGwEqVCJXCKPRm2JVZcWXMzC+mFuv5qZVNsDDe5i+RzXn6LwxL5br2ey0f1va9eaPDA62EEpOmKTXBbNwp7IOsghUoYAACAASURBVCEd+8VB4RBPv+HlNztFzcGFPnZPHzTlwrpmafeqZs/koT3+1WL1zM/mgVO3XYJO6+kbtDtbL7cLMpV9LeBlGNYmvtw++SikmOl6Ob2LMNr1o7pqmH3Rct9+1W1fDuFlEo9eQAURGfJMReALNX2SnUlzPadVK5/MqjjlOVqb16s2PpkufDp3PCqi5eY6JhN0R8PJJ56eVpN6DE1xuaD9uz7djARSgEFGL+txKP3LtAZQSkD+9ejqssr9cqQGljG0T93eMYp9TWyM1QQ2sGyhRkWhqvlVxyXRK9qVMpNmBMsFQc7z+rklqxozBUMxZ7UW24tvZn4fxT2EsjBAzqCQU5acnHFcXoevSCzsLnSiCaJqjA0ZzloVEKmkVU5rQyOJkDKpIyQyiSmTVFBWqFImJKVLWJR95V3AAh7qhFXVc5qQiFE1tgC96gZ12TpbAHZUAQAZSLLN3nPNIqABr+IAlYZ9YFAYZVEe/9CJ+K8+2Pxv/y92IbCrMkybc7SFltNEXgzB+QSO44A8EGJKGSAj4eTzT1O/MZIkRCsWiSmIU8PRsnivPoSgkHW7VWOJrSElhrU25CQSjTG+rB4fvjS+bMUYTjHlnqdU7ankxgVhOuoGZSo5dKuzzNWopNZn4pSS5JiIYB0ZSePasowxtxm2qIchSDFrh0AkzjlXeGRpx6i2iJJJgmEE1XXbuqKIOaSUchzqyocwkK8jFQIDNsQWbDM7QWEKbUM35hRTijl3g7KbKXkRzULKvk8pqxirg6BPIoKc0zB0YApZBKxk2PkoWpSVmFLQQAojxoiFFgrHwp5Nt+2cK42Sy7Fbris/3fbdfD5PSVxZurochq5uJq5qQs5skDVF0SGknCOAsp5ccu/KslTiMSYYVuT1euW9P338SFJw1sLk89UZxA0pRtPBxzSGNOhIqtUk54LVMtJqfUy5DyFEY8vZbh80oYxa9jE755Zn58wcY6cp53EsDFni1Wo1n1ahu0AeSANJ7zA2hbOUTIrqm6BGRFXStutsUfbjwBKVKLPPKjnnABJRbykrDp897VcnBWIWUbpcWVb8OpOl4E6ozcqFg2rM5KYLKSaZamvrLImNiIYujsGRRRJJgybTNKhn0TZCJuTUCRI7gckxZlWe3YwoJEdnwEWRSFMKcWyVCN7BspBkU1K9IJN8QZoCgC7a08FGNws5jRK4cM1ixxWFiKRAZGvjqwE5FxKkBXKyMy4OspRDN4qx0fueoFyEbLaBBzEphxx7thSAkLNzVHoLY7OalJISZ+ZMBuoufSoBK5yQzQQlsNpMTLlUQrRBwFCX+ZKz56BOWARqcgGYzInUACREBJAS1EIdQY0KKyk8tFAQQZREgEuyt5IoqZIokFkyixIyvbKUfg+vyARjoCpG2SVwUJZLeSFMYi5p4xahRwoQgQo0Q6BRJfSUxWZABLkz0lLe/hd49GDAQhlioVY4jbSmKqOaQAtIRBrQJlet+nTepQBbkjLICmTMa8FZ1z6HadmrNVowkhg/nk/SBbcXaFdA5NTBZCsx5YxijpBnulSUkWp1TWOjaZ/FvCxnlpGHgXV6D2kcn/5sRq0pSjEFKFA6JTmHCZlDzGuWNSyZos62BHg6ra6985fzG38yufK9K6+/c/PODkrJiGJ6NQmmZtrLmSEKbvy4sSC2LnfPynjk8xBWUVMxoS3kFNQLNHXb8fgREHxODYFzD9kYK1aJsrHiPBvDGRg5a/RTILnxaCedcNikhMqQ6S6wPVVwJ97MFoit685Qxm7gMVFltz4fQzNMneUIm59gp5u//X59+4+ayQ27bVnKaKdwBvKiTC9TrIfttJbpjizR/zK5k9I36CfgCBpENSdWDOpWaoTdbsSamkfKF6klDGrcKHQMT+oKp4SY/M61mOnk6f1h+cW0uMjcRSox/CscbgqgCApqBuUelH9NM70kL3kASqx02bDCrwoEIQCzes2I4ymGb0BHhloCNCFHIAI5kyRCYpM4Z/51opgElLOmDFhgjfar2L5k8apEbhQ3gqwVG9pH6L+GbkAwAjOwk8pRxTAqJocScRd5gdFgTERSOFVxErOz8AagLg4voRdMLVMEALUKc9nnw7mEOIKARzU9KIJEsjFqNcE7uzw9gxXjZ4uDd0R3kBqAx7TRQoRGWGepRMiII7sBFsAGVoyxEslYQbkVswVtYUXEgbyQZNsmf/EH0fwHpxzkTBRlthPPue9THiuEPPbG7AKV5tE6NWUVemYymrYiXDod+7YsXBaAXFHUOWpRNjF2xrrCgsioeO8nYdRxHBguKERhfBmHPI593UzBnqOHrIVsF2TibcGqY5f8vGgaiUukfjGdnA60zfD1BGqQNMSsdaXMcYizuuglxJyni4N2uS4stXEs54uEXnIIIRUl58wqbDTuzGYvNtvZ7j5Cv16eusmkKK2gECCNAS4ZZ8EsGUGSQtU4ZSUjmgUAW2OyRbIwfhzbyntQHomzZxHkPE5MoUrOeSNFYd2YxRVe1WSBSTHmlLwLSYmMETYCkMkgqDUqznA0fkxcgOdNncc0jAGqKUY2FFIyzhRFtV5vrRprJ2PorHVlVaatEEnbd8YYX3rrGURK5IqqHcf5zp4ztm03xtezZho3q6ouFLWIrZsi63roh3k105TX0kUNBJ8TleVkTNkIiyBIkpxtU6YgPHGM0A/tfLpDCaWFK6xB7rvOVNO6ngzdtvQmihqrmqKmqFzkECtvRtgkGlMqqsqWJoRQF0VKnXU+M+cEZhvgnZWMmEDMZjGbaEzO+qhkXrFCFIBc1owVdsyqAmdcoiKh3q7Gidi6LiR1o0ZrGMxiOXbZF00McdknJWN8Ldm7QjJoyJQJEQ7Gr1NZhmGm1jmOQEwofOkIQXRUgZKhchQKA6ZWU46eSdVhshO0Pg6bK0UtbHviOOTQdxVzXfswDMAAA9GxLAQxd0FcaerCJh1jTsl6MVRoQa5GpihjYZiYEmVbe5U8DL0zBhkKKeoyxCAkTg0utzkpMtioZiSmSMpGRZWsuGgElEHJqL2sDrjsz1BKDOMyEuXIEagEEM4mC112mhFw6XupFZjfLK+TWtbLjfFLK4cIBmB+NePOBGL8nro84RIByCBWpZRysFriElNDBSEQlUQAF4D7dbm24hL0SI7oN+0ZhZL/L6hFIwUl0gSkS4nOygRPMoHOkbsEAg+YQYfMBuwSLkGTGmF8yJ33kV2AiUmiNYbGIEqWQlEIUoIaiM3BQxjah7xs7AFUC6mMppiGLC0rmJoBY9KtJ+PkatW8268fDf0XjjOFIhFBRsMjm8yUmBnuUreRNT4IIQfjBHGFPKIQGNWccDGUZVivO1WlNJc0J47gALUM79lnSRpNwd7apHUk2+lQoh1h1DnXqC+iTeiRhZkhhASG1cuqQWZjSEkkipHC6RSpSykpBkfZGyViWzQA5Tw49JAEOzMALAKTcl/qQMMKAUZmJm7XJ3/vNhtTXvUFzNX3jK77zQumHrSGa9iaOEZvDDwhqeTAKWsAUgHdCm+RgstT66ySTVrC7KS4BkcRERAMwQbiSlI2cI4UOgBJjTpvymShQ0y9q8osSr9rIiQjX8rkV+mSS/gUQAqWV2tsJBYofn0mM3gU9VADKSyRYmiX9xsTUd5Frtm5V1tyQiQJooCALNiAzCUOSklUFeiwfZyW9zlvSTlbJZNEozcTRDisw/aRpwUm74MJ4pCcUbAlYso6efVI5QHIIEPZ2Fc3JECLeDxuHlmsmEbCZduLA6wCotZIBVJFLxwZSuKgbMRRtlYBid36qMFoZ9fqnXfTKmi3SbpKtlPbK00VKoZyCoqo3IHGyxkvEXIetY5CQWxgAVzOtocZE8Zsh2x69wfV/AdRDtOKGE2QTBalF1fmtTHdJvWRK+Nd1m6byw57lobCDyJDUKXSjmIErvDFMLbECjZqChbnsRrBmRfSo6DAnoioVJSmTDFYDjXpEIsOzUKWgy1SwoxTmQbJKfvSqKTVyaIsdOy7ri9YB1NzDkMbKsPGzyhngSZTDGOwLIuyXHW5NlWVh61NUYqcuUFvChnEGVsjq8W47s4m9bTbXGiKs2kjeQhZyNjca+WIzSCXEzmKyqJcak6eNkpbQy6JUI4sUaSK0VpbUO4gtlWQtYCYjEGsp0zZgcsQutLZIcRkmoLI5NFaDJGIvdWtZeScM5B9GdM4YYlDx75skeHcemx9VXZDV5mCJEKidSaHobqsDSDKup2Wvh/ydpuYmTWaohJQEkoxGqtQFZGCddycMXHjOeuY2lFNTNF7qRXdmMYha2HLkHsj6myZJTL3zEUMvvCBYyHMo+sSqxFDIom2Sjrx3gwRmSxMJ6gtg22AGamwJkWJ2bpxDBPnJKakJgGFIGoufKkxIkeMXWE4S06wRoJLOZPRcmdMyjompQTjytmqbyuBiIymSqI+J0c6gjI5S6rSer8ziu9Tz7659dYH2CyXT38ZxiFROYCstOxF0mj9rE+pKMqoOQs7ZZP6nHSj5P1clfoYrfWCBkaTrC0i65i5GFELRCWWlMGuzdawMap9XrvCIqQhYDTF9be+E7Tr7/9d5gRNbLieTE2KmnpADBcau0J7JTugcCUbrPsxGcOAFd4dTJ3H9c58N7QbVbdNkUhIKSVIStbYzGUUWMN5jI5iUGsNU4yIA3M2ApvANoc8WEk2GbEla6CUlTikwUF84qQ5mghDyFIKQBuoIGmmGC0yJdLoQFk5EIxJyKOQrXdm7TCmceskWakYJl/OW6BZYYzJokQsIoYNa2Yy4fdSlhuykCWKxjOrDCojyF8i2Y0EQaTEyAYmAYCwksCMYIGyIVIwyBA5ZBVqMma/dU9fAg36CjBJ4EDCLk1SYDQdqors7iavLW+4+2Dn6utchnxxrIzMMfLgqTKDzYbBNlzmqDWIDDS7s+pOIFppZprR7G3wbnQl262Er8F31H6r2P5jOdt0tL0wN+bzP6rT4277jOhavfcnuqH24mOeXyxjYWXHBwPjWvZAaUdYiQwjmCFP0jY2JmJcb0bpjv7Zmgtnc7udVPW7RQ3qTgoqORfQIstgfMh51LQl7MYUbRr87vvrE9eOP2/KkxjOzeQvUL8HRBqHnLvEEGVyNkoM5Cq7l3Srrg7jCmyjX9TlNQln2Vbp/BH2rthrby9TsJuXFcZRSt29Wu5dpbOTxpzn42fmxvtS3uyX/0nKc0BGvNHsfh/OjMtvHF+t9r/VXsTl0ZfTqiN/r7n9P9RPV0X7Av0Cxb0Lf2NuHwi1q8havzeZLsrN/RUG7G6AfUFpDUh6h0kcDGcf10fl7q3t8sOQVswxM3mtDd3i88/rcQygqpT+7Cs/KXZuvh7Oyvblg1JX0WzXxWxX8uUOC9El6/OyHP2/JjBhKXtFgjFZyYjlXEJg9JVpbhTKIDjlSJwSBTW9qgo8pDTkWNN2/XVM5+XsorQbrd8GSiUiMmJrJaiogi5r9JlAJAxFGvvzn2r7VIbDipIoZ2SFUbEgYs0TS6E/Xg8fu+GsunIN9hawL5lUQY5EIBlEasiAhLJBguEEExEudHwxbh/l7aOKRiPx0moQcIYVLVUJsEBWUiArEcGykkNFOcB16A9Lfb4++mJu/tyWb9rrpKscLiJMTUnYSs4aYbKvCE5eradXmqwma3ypyUg0xjWKDIHaMZuNKGeUOZd/EM3/6q/r//bbV5y9cK7ahLK5+e2dmz+sF98OqM77cfH2j2jx1vnmQkluvvn9vTf/jFyzWT1S6oY0sK92D94o5jc2YYho1Y+b2AlX3tQVLqLfv/bBX/WrkcIySjKuzIOQemFf2gSJV9/+0UBX9rsHZ/bqvT/642Y45e3Flsve1jXEqBmSBaiyJuZSaQhD2Nm7Xi9unK83TscxmVTs7ezd2FwcGRlTsWjKKQ9dqsZtmly/873x4oF1Q5chmFrxzoRkcL7uKt/Uhe/HzkiW0pOd5OSr0kP7sZeb735vUvDp6RH5qaHCYTvmeO1bf2zRSO513Fx598PpzdvnLx5MKqRgmptv1ftXfDGx6seUC+LFwY3Z62/WjM3pYSa/c+v9YbOuKADoURhbO13HsS+aSbDuIgxlaWXsbOFzUa6TKPswdGy1rDkMlhG9FYUaNRbGsY0aiWMe88HB6xFFkggkQTEk9mUTYkwxG1+CTApjYXn3g+/URbm9uJhVDnXZrsbG1dZ2g1DMU1dOuuG8mZXVzl1nnEg3jIPhZm3PfZqoYZ46hVZSFwFsR4iYxCYjI0enI4rSEIgDN8uRF7OZ8xb1fMjKmowt9n/07wqh85NTdYWoEhsi9ixEktSqn1pNGAcU042WbOvd/b0xpU1UsY2xtcSoTDf/6N/k6Md2azSRMyMKTTzDVrJPWqkx1996xynOHn5RmpZZIzUgr5pL3+zO9pv9W5vNputWhWUHNjm63F2/cWP+7g80F4enm7feem/n7uv7i2vzvb318fOCojVy9Z0fiJlttoPP49RqFxV+T2KcGkLFY2ZQYdkNfZ/Hbv+dN8aTw5SjkbHmhBiz+qSkxrObsKB0ZSflihejJsFY1H49pmJx78Zf/M97b/3bCY/1D783K/n8+ctsi6aeDl2bU66qSRQOWiYUImyIRXSjFamzpGQQiZBt7aenm7UYzEvPIYxcBGIPm6NSM48Z06gCvmAebDkvJtSF3nv1JQIn56P1gV1hTTckdc1oioSEHK/dfqv4s38/aXbOj19aVuOqMYWyrkKKQ4zG+z5GNaxMQjCWk8SkQmx+t++x/3+0ryBr7EL3clg/GdeP8/qZLp+m9dNx+2DYfBPWj/L6ka6fhO2DsHkaN49D+9XQ/qLf3h8334Ttw3H5dVo9wuYlbR5qeMJ6ZuW3c3MoEgnBKUrAK2UyfYq9xNFJMhNfTidCi153p/v/zu7MjB7H5VeUN8mkpOpQ2lCr27f792gcsHns40lf7FZ332d3pUsFG1/OD8LOvVTt5P7MdUdFXhu7U97+kHOkyGOa1lc/LA7u0vE3aXDNlT/h/W+l069IAxXX2c2Zkg1ir7y2HTKGiyZuDZhkFqq7fnFVjx8Vw5LHTXnr3rQpQ98jlQez79TXf+TzGW8fa6hcfQ2LKrYPdFwiJ1PqCJtzNOz8wevV4rozOzoUzeyOu/IuJgfoVv3hl2wvqBrs4t+k5WeBNsuYnJ/XB9cQ165qyunrrn7bLd7M6Ti2nwRzbnlrp9eb+Tvc1ezm9uo9u3uQCg7DcdqeIBlv537nwO0YDjKtvuP3/4Lmt+Pm/vnpj526cvevivruNIK2WzQTe+WKbh+1y6c5aFHfLPevd+Oq17mbvr9z9UNjd9LFw2BXfrdgejdcnJCemrx25CWysbJtjyY7b06abznjlFI5OTBXv+9ri4f/7OK6Nb6+8UZePe8PPyFXFXvf9tVN7lbOuMl7/5NZf0WqOedLXU5EzPwbROj/m0G6NKRQkBorsDZ54qk5uE3GAgwksolMD+7Ij+BlOv/aoM9ECSAQKxkVa1RSF7ZnqT/1GNhG4o54JMpMWZUYYljZjEQbxON4/PnyyceIP6O88pqMKLGALz8xLF1+EoCYRE2b04vzk5Wn3jZK5cA+ECcGmKwhIiYiBRKpIB1i/XA4+aw7/6UOz2seTVIjhmAAEtbMrGSULCMrJ+EEAqln8SQ+BbiioiJAX1D7jY1HmrbWFkiZvLM5itqibBBOOB7G7TmpAUoyE2sc0jEN51idWc2JSl/NkZK0J3n9kIeXJCAqCNYyTPPOH9pXft+d8m5o6+Zqs3dn/y//R+hVyMQvH6w+teW7f1nObp+3y9dulXjzB2gX8xvvnB9+xkyFQ11dKW68g2rvpnvn4X/+X4yXsihD5/ohi9IW/qC51hwM548Obem6zGSM99M2BmNjEmDnmqN6+Ri02BufPuuePRki083XN+szjyG7g55cHl8WcZlc5bjLqHh2w3/3T+3f/2+ufxhSeeXu98v33gl/s02b58MYw+gnWgWWXmua3Qmm7kIrZsZ2miNt8wp1We9P2zaSqtpyFCTj4+hJKA/DmKSorqBaYNiIr1rxVpwTSjTH3hvYHh0/e7TjzfLoLPImWtPHzjf7sx/+9/HlExsTvXMtf/R3cbO05eL0+fn25KzyTaJpcfXN9cMnxJqIUtlsR901bHxz0SYta3Y2SrRm1gftcq6aRRzSZHIQw8WYOna3Q9qkPKbLJfdEIUVUJZmQouG3P5i8OH3y5JelQZJCy2oZxflZjqmHJxWYbEj7xy/7MSdTL7uhi9676rzfFqXvtXTlTht60xy82G5vXtuNJ2Y9bCf1RKGDXxRSx5zOzpfz6U4YqEicmNVYYytmFkpj4TVwopxiFOdcNZnfvrZ98XDv/R++/Pu/9dbnLJvnx2fnm3oyb41FCsjZW4w5k0J81QXMyJd10WrRJV+XE5nMsdnApFWfTVmTrUT75cvTw7O2poklzWnIxGRqkqVmYsOBa1y9tvnkoxRW1scIGgVCnjEJm3xnbwf7rw1Pnu/uXYnjVqIAWpCOfV/Uczd3ptrya28NL15IF+KwUlumvI0pTZsFxuk2nTZcamxBdafOke+6dUcuqjFaEMu0yNuTR3LfmSs35Nk3ToaSTZeFqolQQamPMWehdgA380Gbsto7P3tkvCnqhvffwuz2w5992T5/8a246c8foawuulFonE2aGGMrZszwZUlku2FQV+ZoMLuz3WxyXpFxLam3VlHaxWuDbE+HVYmqM7ttlJsTN7bb86Eu3aLun6OahObqOkPa0z0/PdZaR90t8hBkkMKUbkxbdjLkotOy9kUK9sXROP/5o3Uft2M1aK7qZhPj6Lxa40pehoiyKoqqDyGnYJKyrUpf8LD9PXzL+zz0m8cRLsMQREEQCHEmyawg0Qy9jMCqU7DwqGZFpFAHNaSsYlIqCcnapXddwm9lmF3GzwTMWigA7hlhUlLWGPuv+TSY669XV9+vfIOzBsP9rr8vwznAYAILSYIqU4fxWOPKEAE2r7/Ceu7rvYM3F6AO63XYXMx35iqp65PqOCwfV+VN7P057Dg1ASTp+Bfj8siV13hWo167e3tO70FqDC+x/qrdPvBpyWnNECV/Gelz3KM/NSbaUvvuzB3dt7e+t6iuQhk6Q3c2nDy0WQ0xeICugaxaKjoAnqN1pls/TcWnzd7r7srbbuc1oB/WT0v5AtYudnxOEsOFtksWdoaNbrr1/coHf+M2VBAqs/FojzmdKWKQ58uzYS+WpnnT3H4XLmFcnx0fTnZHA8N2Jwzj5tlPp7vPcP1u0fwl4hQp6+mn29X9HRNt2MSz/8MtXset1x3ec74bH37Sb0+KqgCvV4f/ML/z4ezKX8LPkR3CGhefZXnRVHObCGlFmqAKo6BEnBihqSScfuFvfeCbu97sAx6DWx3/53k8hfcGEf3KcZf4bLX8er/a59kOVhNIAT0A8//DGv+vUeQAGKL/QnhVJoV2GJ+CVsgWWZEzTISmsZcib5AU5BUKzqoKYWS2wjAC6TW8aI/O+XziyrmvdlDM4BpjGuSMPOZxncaljCuNywJbRk8EBit5hQWEkKEAnKolCuDRQACugXH5TRye2mrmyz0udsjswNSAhQA5I2+QLvTkZBzPYjwxvHEcEEFaQIySgKJSugywkgpTzgSAVSuIhRpS1N6Ny2/G5UMyveZVSRi3v2jbMxOmhaeQzmIawuMNUbKmNxqN8awStw+37VHvukn2BQkIVtfLo4+CFJPC2nHlNBg4zWJMxxj/IJr/IMqBYt4mOzm4CaGPf/pxbfa+dauqp7sXp+1iNr/oGddfQ6t/87cff+87379949tf3/9Hgd56/e3j5+sXLx5/93uvl83+dv202Z3f+fC/w8vl4VcfRbunPD8e/eKN73J/evTy/M7te+WtNw8kfv1P/6tqea2+Wvn9bueNxdXbRRWLa3/dPjl/sA7f+d4fH372T9M7P5jV87Mv/0Zj4Gu35eVxtNVSJ/XsxsHd945++TzYxc7r34dtljrx3Lz1wz8jt69PH9Ft99FPT2KxR4u7GPjuOx+iuovIx/d/HKwe3Hg3D1rtV6jGo0++vtiurl27c3DzNubF8tGXz+4f3SxnqBdULO698X23uH56/+9OT7fI89PtcufaG1euUminXJQUDtt2o7AI9scf3/dJ/uz9+f77Hx5+8jFfvbdf+/2LqycP72+2lMq93bvfOtgFELB/OyzD6c/+A/Pk6t17/s49TIrN558uj06LpnnztTu4sh+Pl4dffG6pnlblWS4Lpj6sxV2SQciX061kAQkbNFc6The5efv1e/PrryNot1pxHg+fP7vx9reLnZ384uHjr3+1mF4xjQ3n5699/01UVxHPh8dfdLF87eB1FMDeTJarzz//PJhqm9Lkynev32mOHvzkNF9593s/gKP9YelULz7/gjCQLTJMn0CK0RRnQzm3Y84ZhkUpKAl55yuUkyBODSSHerF/dHyRNOzefHd++zqGzVcf/XSxf3X//e9g3WE2e/nJPy329xdX7kCLbjOQbNT49z78IVDAVzh/cfjlp009m+za1eHhrdtv2nt7eRMN73ef/wekbK1tTQNbrNbn1lGfjWlmb3z4VxjM2dNnxw8foJoCk2r/zs48njz+RhAds+bh8PT83ojodwb1aNPzwxNL1eb8rDZUWg8xmBx0y1arK1fffR+Pf9bs3aX9N2ESVi/+b/be9MmS47oXO0tmVtVdepuefQdmAGLjIi4SpSeHnuJ5i3A4/By2P/jf8/Mnf3OE44X0JNmi9ESCBAiAxDoAZsFM9/T03n2XqsrMc44/VHdPz2AANkngUSTviYmJe/vWkpV5KvN3fvnLk3fur774wkvG1YM3f9bj0ZJSnOzluZsCbkikkiL4RkNK4ZQ1vRBj4faUnrvx/MXLr0Dqgeyt/fP/3UxHpy/cAF9dv372k/aauzw/tJYvLl+dP4O6B5XC1v4HH6/MLy9eePEmghrGVAAAIABJREFUGMOkhf5g85N3F57/N67dBxrBwDcbO7c/+OTqK9+GC5ehGdd33964/ZE/+8rL3/sBtBvzD1fW7o6vvfKqe/8/Tqx88Yf/624DD978j/M3zmyu6nBu7vy1BSCXH+3mor/57o8v/tUPYW0fFs4Btvf/5e+oXBpc/lbe2Nndbq/cONd74Sbsbt9795ebG+vf+9O/tJzxwgW5d291dfXiuXN0anHlrTcebTy6iH+MoJyFCs5EevCeKhKKoQmpkAGoY2M1Aw/mDAioVZoAEJihMaEQo2qDCgjy62Sw6UT+qpgBCEHJQm4SO5Q4GTUrLll2/XLQDztY2+2sKyFHBGdEyGbQgDPLj9r1dyfjWFkDvtRmM919J/oKqyqEMNmti4ULpFsQtyqIHLiOO/He26R7NNdrXG7q1SJ+4koyp7t3f5b7LrHONefKWDCOxnEzM8StT7ipAyTz3hSyJR19Gqc+yV5ZOUZttz/e3uFTwwFbiu20ySOnWwSolIAUhLOUDjMTSvSFRmUKNNHtD5q9LR8uc1jKedxMPgavZTFomm2WtiRstt6mpgm9cs6n1K5OV8b9/iKYh5Z3R5NcOl9s96KfHyzUYx5PN/p9VdapSduyKJ9aLiQqRQ0oKGswXt+4lcLCMk3u9/NeG+9B3sDgyWqo3xq3dxx9I/Bz23kyL+tUT7iQQM242Rk/ZPCvFCAy2YfmDsin5EdpzCob5t/O8X7wkTB0+0oSgEls2lv2YKxQhKoCkL3RpuhdCA7K4Otp8/AjkJELKceV3Uc/W/RL2GwIuN1bby7mJud8RJOr6m+pYDFoEJOBAiKBoCnY7tZnP01YeKGQrQ1JUdi08fMDE5cUg1NMwGpqasrmwZhAQ5dwEBvFqbRbdRNEPRirOc/eIJm2ajVA6zn7ElQ8QgukpgVYQEtECQ3ACoPCqAVsEYHNlxTbvJfHTZ70hTeM+sgOHSA4U8ZsImO1dZh69rn0iVlBVRISBgU0UAAzyACCXfiBCZHAPEAwIDCCbl2CTc0ikRVsXpFwWrhHMe8gYK+qRdQEycSkQWCNAiDONYA7mSeYe0Q9SFo4lTxhZJwqqzggtYAmCMlhzDPUPAPl6IbTife7I/D6J6/dXL299e6P/x7aj/pWLF53he9Bk6Bf9U9d4f4yUzU3PD2e1KON8dzZl0bj8M67H7OMrly5Mv+t7z/4yYeXzl46/72/+uz1j2pF6M0vnp57/2e3r1//Rnnz5Xtv/HJ+aXjjz/56d2Ud5s6kPd4L568NB2uf/Hxp8Wz/m39qr7+Bp05DdXbu8qtQFA8/+WlYvjzt9R3qRKAX5mBr4s5cbN+v5i++NIo0jDQRf/bSjd0mrr3z5kvf/wEsl6fOVv2zF+7fnvvGSz8EF+688c7S2cuDGy+v3vk0fON78c7qrbf/6epC8te/Gx58dvrVP9l//73t91avvPbtXLYQoW1huHDWX7hy991Pr734ZxvTt4CGfnj+wunFzbW35obXiv5gfEcW2CEFSNZbWB4agJrsj/pXb+6sbjzaXvvGS1dP/8mfb77zKc+febSXTn//W3Dvw09//tbpF3+g3F9Yvhqe/9bG+++ZTs88/8L9+83l7/85pNGDN3957tqNopzT6XR3d3NSLZ05c64IF1tI+5uPprt7Va8CCoJojDDN+8mFufPzS2cefPCpuOrqn/0Z3L+bVtYnfrj28crVmzfynfvh0k2Y5HJ4No3qzz65dfkMlt/85vrb+0s3vrX70/9n/874yvf/3Znnqybu95Yunr74PMQ7dTt+4Vv/+/723dHu1sXXvgWDIB+917R7wsOcHZn2etX88oVhednXH8XNzwBslLMQaTZyJYxbLqo2NoEDX38hfLZ25lTfPffyez/98fnlwZXnX7x1d2X3F7f7/d756zehXILnXtv8xS+z8anLL8ZpOn3mPJw9f+/Hb7ikF1+84RfO+NOnZePB0uUX3Tcup3d/JEWPv/dv8eMfW7uB1Ko/A42pRSDEavnCv/mv137+5tzZm6e+/V/t7TZQT+H0qd6F69urb9cpF65Mkj17UZfN7UUUCNAvn//2a5AqiFc/e+8fNY8aMch+L/pXvvOXkFY2tuvTL1365Na9Mu5fevna9b/45urPf9YbLl5+9Tv3X/+bMk1TExUHWRyqidrSuSs4f1Gi8+sfNnv3tSqVh3uj3YUmwbkrsHXPJe2BISKk/Xbz44in4MxzsLmXB5fx3DXYuAUVwwvfoq33i2vXYLEH+1M4uwhzZ2F11V16GfZXYPtjWDxXLt1cnBTw/Kvrn64unTlTPf8d3dw5+62/ghhBK3jtL8/57daFNDhVzV+A5RsLNLz94S9o+Xx6tHP+he/Coof7n7jLrzoh4Q+B5+CFa83djfLslcs3vnvnwUM4fSXvKPXO9q5/d/veo6WzV69+//LOP/0I3BlcmoP1PX7+Ty9fV9jZgiKcvf4n25P3oN78Y+zmzTtARFAwUiExBEMyMANTAGXt8qQBAKGhGZJ6AIdSmQByBszEYBQMGMSfWIlDHYAA0g7ig5YBB6BlST6Tz2krpof1RH1EH8bBtYEQ1LOaQlRKyglkO+0ki2Q+G/seeA/rMqnrtje2vsdTVVmMb71Do/s9qIGNch1kE9xkt9EpxRJbx02bPeZRz49TmxqmSb2OyarKoKgNQjteDZa9C2o+AYDLEFeVnRGMEzFJBSnzXmo362bTaESeUIIkTaqBKoAFtAHi2FPK9QDQDCQE9NJoszoe707JIck81D7Gut6KOVeIyIvavsuZtOFQsrOGYjtqpohlAOhRnbGljB6XZTR3anBGDPebDQhrZn1n500WwM+7+CnnSeCIXiTuV+1ozPc5tiG5KkToY8QJjpxPJfu2kVt1/bD0Pa9TxERRyVwv0Gi8yjZtrVSRQLkIHnEOY7a03bTrhFtEpDavJkiMxgH7vox1+1FM87FZNKozrA+da1vzbS5IrHnYaFInfWfYroymDxnMKNhkGjEeIfKOI/9tNeXUggp2jDt2PjclmxCSM3ZgqllRyYBiMqUASEqIllkQEMgDoZlZMiXtAlcxQFO07EwJyJGL7S4TglNiUHAZUBWCeKCklI0AhckI7GBVhoADUkTtNiS2vBWoLQjAkjSTrLX4Grg2AIQCjD0IwBjKIaGiJJFMgM55yRnQKwIggjkC6ZTyeJTo61DEA6aimUPqBQUjbwHajNk5IsMWbAJWswaUBUdBTYgoZTAgh4yohXkCAudAWnYQTBEcq+Mu3wwiWMlqkGkGmr9+teG/evMNDCHEvc1Hb/79Zw/e6S37V//7v7h541zPASQLOe++/47sbV45fUpp0tRb7WS7V/H25ur+g1vDs3Pf/Mu/WJw/NX/+Rrqzvr052v74A5i7ONfvFTx97juv3HvwaMCuWl7a/fjW1mh78+5HsHB6e19kb+/hykfFqecnj26Px3vvfPYIUry+HDbf/0Xvwsu6uyX33p9bvkTXvps37zqdEAmgaL2z8/4bi1deOHv95dsffgBply0Xz70wun+/xHr1pz+CZtiMdndXPhprD5ae33jzF67dvn37A69agIdxfuO9T0Vk6+77ZL1zZ2/Czvb927+QZrq1I2F+ESrvzcaPttqN9bmlufsP9pM0EusL33wVkHZX1x30SIJXrhQqSeDtytn++WUe7dy99/4bQ1+sr96jevuDX7wBgzkMvcnag7qtYdpsPbgD0424s10un+lduhw3Nx9tPtrdfri7vze49CIsXLpz63Y72lx7740cx0jSK7kqVVI9maTUtiXWAzdxeax1DuacJuCMjEU52NvZj/vbu+trdvcuMOam5sl0ML+4+WAVycE0TVrtlcNbn3ym0zt3P/4ApqFcupbv3ho//Bj2Hu3dfzCcvwg8f/rlm6PJo7ff/Bcf5fT81f2V93a3Vz76cAPi4rSuOUjOfbReIC1gX9ptGW837UjSlFCZwPsCDSUbuAqwZC4ACCatArtrz+f98YXzl+bL4KsiQxhref65G7s/+tvQG2zefrS9clcefvTg4/cIOBvC1mi8t7e7sTq+dx96i4AACouXXtpZnd5bXV9fWc1N37wz2GJ9wOjBytJRTlrNvQBxebS38f57v0x7eeniReEdWDzXRt3c3vSOQDXHaJqAQZjZF5Zj+8HPV17/T2+//Uso+NRcIWmizkVzL//JD6Lge6+/VWeU/dH21vp4PJZ792AK26sr09U7MLfQYKgWT9fqAcsC2ZuqYpNyqreteZB8huBKkjmG1ZW93clw+8OP1370n0im5nBr7Q6k3fd/+VabE4Cpovq5ldsr7/y//9i88XPQ0p95iQYX1v7lx6//zd/cf7CdadniBAy37t1780d/t/mznwIWbZLR2pqrliex2N5tzBVQLL3/D//XP//nX0I6f+m5l/POytzz368uvTa994ntPjr//HezDU/xLswPPvxw8vo//u2Hb78ZMUxBYeBh4/5P3n17de0RLJ1qCYCFF3rV8lI9jfv7k3pvnJKGUAGHtTufvf6T12E0hhjf/vFPVj665c6d/6PNsKsIES2BCETFqJwASDVk82IswGIepJ8AEmhCyMDZguSh5nmEBbNKwDK2LWqDxRR6J40FzJkFMATMCAnMm/lkmiUCisMm6MMF2FzCie+vehdZAmZiA5/7nIcKVcTSpdBLcd7X7Np9AlAx2QPX9ksZUl3mLUz7YW6xd/4q9E/JlJCpcZuJbpf88SLfKW0ta134tkdT30yqaT0fN4tiA8stwK0g65VpCVIRuWzaJtTsOAO1yKkoADWRCQr6vInxfhU2HG0jTtQI6JKrXga3DDZVt4maKLmgrmYQIooGMRk3VbU5KNdK3vCUGHKA6Vyfsg9TGHrcCBUag+TkVQJlV4j6RnkS/MTbFqR9ECCIMH+KL71WnX8ZiyVPwyKcO335FYjJ2kfOxpZShtByf6BpPt5b8A8dT5sEbYuaEWGY8iVICz1r5vhBkI+jbrighEWbilbnA+M8rQzoo171mZajcQJNfSRpYbNMNnCeIGeQaJiRFUFSq3UsLM35vRIeON3okWIL4JJgImaytsQUclXKkC0xj0OR2Jo5v0tERNQh8o4j/21BOQgCgZGZA/WoJUYKJoW1BTSF5lK0VCyFhtgWeeohg7ZmGZEVfMqoqEBiLIgOrELpeSm9Vt58t2dQtogBgMUATBm04NzjNMfiQCvTgaAZTwCEc8m5AjClKBBUh6AVC5uLhkjABMnRfvA7FUYP6AzYGoQxWkPABhODaIgIwcxlE+Gp8Fi5UTQzj+pJmdVIAikjKEAEmhpNAWO36ZeItq2mhFk86Jw1c0HnvVWUC9QSgJO2Co1oJgoMA5EqZ5a4mGU+SSHeZRNQphhY+6BVQmqYkvOKfZC5GWiegXIY5HZoaWGud/a7ry6cWRJQKKri9PlpdoCF1ZOFhZIX/SKOfTWeTFerItf11tXnz4Q52N+8QzJZmh+O7j/w5y8N+/2l56/AaIr1HtPk47f++fKli2lnAzZWFm5cHvRpYbkHm+t7O/tMGvLu5tbWwkKRcnPp2lUocrPy7mjr0dylG7vv/aS5/ea51745mbsC49WSWg9x6IRkd//Bh4tXr6892tS9R9BuVTqFra25U3Nl3L3wwgUo5rDZC7g/mrQwjqefuzrQ0bnTFWoMsYFe9dxz1wPKhQUHFCbbI+i5mxeGhdWLw8WmHkPcJ4tXFxeKZmfj4d3LL38n8JR79Oidn4KD00uL1CSiokwS2rqXa8h7j+68tfXpz2T17SLvZJLFiuZx+tIrz8FodzLeK3UaUMARpdGcjUmmLcrGznq4dHZ+sSyDLCwO1nb3dDK+fvOqh/GZG6eHQ1aYkmu97o8e3dfNzdHDz7R+tBDaIKMhweXr1xYrhELTdMdiOz/Xr6w+O1fixWVo9+aD5Waydu/28s3n5nsFOCqZm9ieP3tq6B9enB9A7+Kkbl3IVRoP0rSymixZ9uvvvzm8gN964ULZqG7cXV6eLFVy49JLoIuDakkzkww5VYVGah6m9Xfzxruj/V0mZctollJyoUADMCJ2KWcDAOfrNsLWtgvu7scf7u9vwOaqJ/z2f/vfPXzvLdtdaXd3lm/cXCrwYtFcP7vA3uck4EtULRmZHZgDzWRwb21v8fnXev35hcHQzV8QnQS3W9GmNlNwRUEWKEwnDmxuoeevXT7th4OtnUccJu3W5mBuUJD2ghtUYVB60taRqLSOdLGi4vRgaZ4WFudhUDSjjcCtSQ5V7+N3f9krwiuvvup9IImDgiA3ZAJJ5ykPZBcsYqi2J3Hp7HnN6iWxtFUIe9tbzfpd3fpge7oX+8sxAY7r55///uDKD+cMzl1bcAVOfGCfAbSxYSi2gdcNN5T2mHcK3iB7CH7cuHo/rp/73uU//Tc3Lr+w3FJbwRQk+jzuu8bFfdA0KGh4Zmm6tzva2Vu6fm1QMrTx5T+/9sMf/tvsTm/d+cRtf+QvvcoLF1fe/6fmwZvnr39jNDG3/y7Eree+8a3v/sVr3/izV41Tphb8FGgsoU3YAjVUZfBtS9P1/bWqTH0/rc4Gn7fydBWKlmynpD2I64D7wXY87oGbUPPwj7OXl1Bn12aOEhoJtbhpppgZMqGQCUJGEgzANXADVAO1gIlAEcA0m7aIU+ARuEa5AT55WjsGK8EK0oBaoHnlSGGfyq1kD7OsFTTlWou44LkFRchDAg85UmYPw5R7AkuUF6n1LkeF2LKKxSlX0S3F1vsUK97bXv94ZWe6P/JaD1GWWoPJsK3zDR6dr0ane/Eckit0i9sJph7RqYEwpdOT5kWbPBcmp0PTkhZZK9BQcijBoG3N96YZc0wVQsgg0ivEWw2swwLOWhxmCf70D4qr/w0Ui6Pp++P8PlkFaQ6gmS5YS0YaoCwkSAYooVfaXINBA7Bl1DSxvNv3oiFijq7JrjXOBpQQElEGb1CSleQgu1EcfrL26K29R9tl9drClX8/fO5/GFz4LpPfWnm/TpviHPaWxuImRhGbys64UclmCFA0w/npZR8Jy3X0dchDbi5HOKcoTWwjg/RC5NbMQV6GfMqyV5rm3rhxdW1I3OPpeU7nQBh9Ag/KmmzflVPOhWuH1uwXvDUIxNMhUvS8y5xaQcHKG1e5j3GINAByGqXUgcXhcR05EQFAp2b5LWaBHFgAKEAL0BK1D9IjLZ06J4Fy4aTnU9+nuSCZUwRUICVSBFZ17CtDy1YrZCAHVrG6AtpgDVvNWAM3Ehor2uwbw6nh1ENdaCwsIShqT3XRyJRHCIrSRxkgiPJUrGe6ANpD0Ox7jfnaLPJUwrb53YyU0zmRS2JnFAdCZbLKBxZVUQQqiMpsmYukbqLUKCkAk3lSR0aoJWlAMKDuhW2MMjKpMWJhFkRLVUbH2cCgApnT1EeslEepWJHiUYZtZmQu1Sy5JhMDuxZUgjUwAm4Mp2BTwJhdSr5Nrs5uajSegeavXW34rz/7ym5VTZy2Kc1JKE7N9fwY1j757P33BtV+b3G7WftobXX31GDOnXZh/Rcbn61OWiQ/F6MtX7uydP18enh39eGjJmof8dSLz4EPm+/8Z0qTuUEIWw9M6sFw/uHDzXniUzee6w0W1t59J8j+wgIvTh41Gx8Mls6c/fb3hyjNJ7f2JynWzfK8bG/d24+TxeVetXF7Z3OU8RQLnCkzYjve2SxLmn78+oKbDBZ7sr+3vrp27rkXh1dvwjSB7TWrd+f7XjZvT7dW5194ubp2c3j27NrtBxb6w/mqrLeXb74CV/60vvvPo81bQ9Jw/YW5l16uH95KWytLCwtRdG00mltcXL52CVZu1Wsb84sBNm6tf/rB4rUbVD9EHu1vbNTUl17VG4a8surAteRaDaW1i6+8MLj5ItRp99ZHsr26PE+6/3BuUNY70zq7qmI/adrN9SGl+WtX5q+/OLp33+2t2N5KtTCYf/Hb2MLG/RWDXitzlURmFEzEpDacwDByL0rbP3WqevU7sPogPvyYJmvF3MLiS98ZnD4N+/uQdWVt48rNa2duXob7n649erg0CF4n44e3T7/43ODSd8LZy/vv/LinG4W0G6MUuRwGKqsso89wf7NdfVhduRFbXr//6fILfzG8+BztfQq2trtyP2IJXKObJnINDYR6ALlUZ1Y25iuPle6VFeZ2HIauvneL0BGF+atndPXTrY21hVPz5y+frRZOffbZw/PLC0Vpw1Onqks3RuuP+jLtv/ptOH8DyKY7n3EaeY77q/dcQWVJqm3V7zfr92T71hLuDF99rRjOw84Haf3R7ngA4bo2ewvnFku/uLIxlrhV5vWFb3y7Nz/ffPTjZvNhr7wQwu7u6icXzlwkLKqXX926v9bgILjhotd+3Bptr7SjeuGl7yzMo3z8wfrGGPw5lWK+p8PdT9Y++vHcS9f9dGpgsvMIUjOYm+NQ722sQej3B4Nme28c6fwr35aVT8eTqZVL0wwOtGCXsQAjAV9jP1dLy6cG1N+lBYbFMysPNpP6+UEo3b7df2u59FXVs1HtZG+h2Vrf3Cjnz5an5uY+e4ce3qqu3oCM8PBuwK324d1iIYbtezvbu8G5/oW56Uc/7+lo7mo5NxjDnXe37t/H8afl5RcpjOn2P6z88u8ZbTjIEB9ufPDGfBH9YK9d+eXKg/VTOvLFQ5o/B7c/crAX11bm509BE6e3fnFmKZTNnuxu9ueLwebt3Q9ePzVXDK6dh5211bf+BeP+0nwV99Z0f33xwhI0u6P7n/SHReVx9PBBIV/xoCKEhtRlXxFEJTZAQ1TETipLAGRIhpm6vY1+B/8UCA3JiMSDFmaFEhkqgqIhGgGCcDLzBmxABmzglVS4FtcKg0Cp1gOj7nonvrUZiqEqmpIqZQNSLURLpAI4ZCjEceYapUJAo5jZssPsomLNkAlS9nUuJDODuUIZCBGQTQizsmUyD+OBrbOuC48kRAbwKTCN1KfsNFNGoAy97HwOKVOT0RG0we2KG+VgwqBkSppZM0kmUHKo4IAQSRAzk7IINeAxAwogITKlXH9k+6/n3bdof7UXxUyzzzmYj0iAmS2DmTF04mXMiFmAMoVsFBCr1AB4Q0UwNlbzQsQm3iJhzCiC3iwoEetcgJbTpzp6g8cf4uh9GL9Zb//M67ozNMSs0aEFYPOTjJKdzwRGApwzNdmLAoFhJs2uJUyAAZgNFTV6VQLLLJlNkUmdU0Y0ZgKFXO5lagwCKJEZGiGW2Vz2kp2oK7OVWQ1cMiCBngADqWHOhNlF4xpN0Jyhy5SM46FjYKfAMAQg+q18G1HIlLp3TrJrs48AioaKlp0IiVIWjgZgDjNbRjbwqOjAwLISGDlAAjBDUbKMlAmFSJEMCJRBGM0DeAOXkTJjJs1sQhkwogGYF6TMmlmEAAEJEmBUkkwIKkQGiAZeradWGRryBGmMWCMIgCKqKAEyECiIoACxqgcLaA7BALOSCJkQZhYhBUA0Z+YVvCAJGiCBAiMAJnMiKMBRqBYSJSeABog6MJ037GVMmaZGhlY4U4REnM2QoG8WlDgzZDrIa8NmBpjJ8fAbs+wrX69g+7dc+/wb28Z/+F9OeOREa+dKSYVi5UNlZjG3aq3zZmbelSmZCvaqOY2bOYv3HphEDADZ+ZQk5gRG3nvyXlUrmaaUfVmYohiWRbU3njjnSu9UpZ6ODGRpfmF/f88XvW6uTUREhIicJzOLMXrviUhEVEVjOxgMmqYJoRTVrKpmKetgMLc3GiFiKMr+YLC7u+sRzMwA1EwB2bvgS2AeT5r5xeVz3/3eh//w/4VQeu+bvU8RsSr7IsLMOWtd1/3+MKUUY+z3hszcti1r8t6bSc6ZmcsqjMdjIgwhNE196tTS5uZmWZaqiui6YjOzmYmImYUQ2rYNIcQYzcx7H5j390dFrwIj9iFFUaSUUr/sNl/IKTWlDyKZbXo02aIHIlPKIsSuLPsi0jSNgFExQNer6xoR2eF0NJ6bG5pmRJxOx72yMpCUEjMXoW+Scs5gVgRPACLJzJwLbUpJFADm5+d398civtcvU2pzinP93tb2o8W5gVlEUDQDVDIFVBVnZkxOwJomDufmUzYBACMXfN3ma3/9149+8rPpdIrBd3Opk8mkqqqiKKbTaVmW0+nUe++c6xYkeUi5GQ2Hw8mkNjM1KKoqJRPrFI3svTeinHNf9otQjSbTUPb6cwvDV7+59/5721u7RKQqRfA5NtPpdHFxPivknKvCp9gEZgDIqTWgEIIiTqYNkCuKAjV2jjcYDOq67vV6+/v7zrmiKLoWnE6nVVXlnJmpbpvgK/bV3t7o8qUr/ZdeevT6j2M7LR2K1AzGZGJZAIlDUqqT+bKPrkpihfejvd1Br2gmewvDqmma5IdmZipMiGCqaqLOOSQ3nTb94YIqNG0MIVjaCyHUdV1VVfd/53IigojdT2ZG7EMIiNi2rZkxs4g45yaTSQihS5HmvW/bNlQLe7u7g0Evxjg/6KeUUm4ZERFTbIqiMLMYG3aVGjrnssQY43A4MJC2rZkZALq7EzkRmYPRV9uPZUAlDL3e6SsXE4IwKRgadSkRyQ42RQKAzLPh5g9uopnIDu0rkEd/0SANbGaqepRAUFWJnjXL/ce6Z+3M/svxuOf/J3fme7N6+AME5Zv/x0lBOftGjQEqkSKLASERGOSioLqpHXsAl6Iye7IJO2d2MDvW7bWNTEy+G5uzKiB6aBGxbtvBYDCZtlU5SCkdSNxIq9IDQFvXzrks0GFxIjrq73LOROQct20LAEVRODBErOuaXHDO1U1TlCWSSyk551wo9/b2eoNh0zSlii+LlJLzHgDaFFVBDJn93OLy3Pd+cPdv/y6LMHOPxyEEEanrmsl7750LdV0TkfdFzrkD60QaYyy6jdMldnGCmfb7/clk3I0R3ntVZQ4dOuliDABg5pQSEaWUqqoSEVV1RKrK3uec1ZDII1A33sTUIAgieGZVdRiPMjAX3QqsAAAa8ElEQVR3a8QUiYhiyjkLs/PeI2JM5kIVY3TOieQqFDG2Ktk58t7nnBGUiGKM5MumacoySBYAqYoDTCwiSEzOmVnO6pwTYFFBM++ZQNu2rspCcuywOHYujUpQqar3PqupalZwPsQsTD6KLC6dGn7v+zs/+cloNCGUruq892bWNbGZOedyzqrKzIjIGi3VROSLkJKoKrmgBszeECSbqiKxmBY2ZhdUVYCS2OWXX417+xsbGwCgkpkoOIoxOuJJG31wqJkQJSXniQEFTAUM0YeQDVIUsliWZVewLkJwziHidDrtPjjnOidnZiJqYyZXOBdOX38OJpP79+4ERrBMoEyKppIiACExuCIrJsVszBxEkmdXeNLceIacc+JeTpGZEZQJnHOSckqp7PUlW1YEIBExoIJjV4AQQs65bVvnXFeHXdB4EOKadh7ovT96obz3KaWjLUWIKOes5ruIsSiKZjoGgLIsVDKAee/bZkpERVHEZDFl51xRhBhjG2vvHdHnERI5+Yp3+s6AQOj71anLlwRB3OOky92egngIlQxma6T+0EfTQ+/9yq98/JrdUNUFnDOb2X9puzgD5X/0oNzhfsoCVnk/NGUBAVB20LSjfr8/Hk+YirLopyYxt4iYJKsCMxMyImXrdhCDA2wNkG1KxMysQKqghkdAh9AQDU3quh4M+lnxaJ34UfImZkopquoRkC2Y67ouihIR2xSLomxiMjMiZwCqyuxEFBGHDNPpNBRFG1tEDFUv5ywK7AI7v3Tx8uaDVREhcpz3O+DinCOinASROpRPRCmJc87MGmg7zJ1zLopiOh0PBoMOASOhmR7hS1PqgHgH3eBQ0qeqB5i+A3y59T6YWdYuwzB3a9qdc9RVQ24R8WgBuB2S5Ufu5EKhesDrmJlm8y6Amvd+Oh13IPsAkjqnB/uUgve+RQYAUyUCh5QlHvDT3sckxIzIbYzee0MAsJSiY2ZmkwxmTHjASqLSwZ7tB3EIIDvnUlYkNqCUEjk/t7DU6/UePnxIxNTudRHCYVRjHcvbnd4hclVFzcGRiAChKTjnsggSxzYLmPcFM+csSOSobmKuqmraRheqDsKOx2NmJsScomMkIgJVDgSYU1t4Zubx/n5RFM45MRMRciGLASJaYmZV7UjlGGMIQVU7LN5B3slk0u/3JSUgMiM1SEkWTy1tbm5WRcFkmqMjcgQmmcDQMCsAMXHICuyKnFVVQ3CT8aj07B22bZspVFWVUksIANa2dVEUzNy2icmT85K1e70s1R0Fvr+/X1WV975pmmNzStpBbVe67msHvo+kpd2RHYLvYLoIhxBi08BheDmdjgvnDYSIuqgy5+hDZcCqCqCIaCCIeGzXSTpOOn4doDz0ekuXLyqBMKk93j8ITHE2yPzh2nGC/Igm/+qHVNTj1+8+HIxqTxdoFvjN7Gv2+UszUP4HCsrX/8P/dlKm3HaJvFmhmYEIABENMKtFJjIDU0RwBGwUTa3rtOygc6Ruyq/rxUwBENCJqRmAiLHzoup9YWpmAqZmimjeuZgiogcANUVARAQEMFNT5xx0fCozAJh0TCqklJ1zokZEgGAKAJAke+dzzs45ypEcqqpzPmfJIh0dDsSEPuekBs55EfF4EAMQsUgGADPwPqhKzomdQwBRBYc5ZyYGBBUNRYht60OIMXar3HPOPgQVAUTTx6vdD9odAQw67tw5JypgQshqys4DoIiaETPnHBEA0ZhRRRBB8TG+Ody+EMzMFJGQkAwMDBhMJXc4BQEds6ioSqcJORzPIOcs6LuKNRAVBVPvg6qqKjFnyY6DHtyhJXJMHGMMPqgZiCLgQV5kQDREAAFl51NKXZUisaoBoaoxOQPL2ZjZTAtou9pWU8cOANrYMrNjdxCPgSEgIZgKApqBL4qYIgCqqncFEh5w6uTMzLD1RdHU0QVvyFnUDLq5AkYgNDBlopSSUmGmgUkkq0ivV0hMSQWRgcgUgNkMGSWn5ENQVTsMeJDIDvesVrPgfRujZ59FkAiZs4iBOcemppLJLISgOYtkR+Qci4CIOOfVoHtKA2PiLMk7FsnMrMSSMxGYCgB4x6oC3a4wTDmLIXdP7RBzPghpOmmKcy7n1CHvnAURiBggw3EEc/ggRCSqCEDMnccikKgSkZky4cFnVaSD7A3dlSUrIpkpIDCRmn6uWzvwDUH/1fZjYgdM+fLlSxlBmB8z5QBo3QY6BgA4A0y/11gEnw3KjxB51+5mRl/11q2K6THi1y/TyaC5WUvN7Ou1S/+jO/PdWTV8ffY7e4dPHgpoGCYxVWJfdNhaNYeiSEkVUA1CKIl4Mpl4F4Aed1id6iCLmCgAEDF5MrNuI4ucc1H0JAsZpyZ3ZDASiuScEyIRFIheVbEDx0gdT8nOSzYRCaFHRE3TFKHfSVlC6B9sIAwMBilF51wVyrZti9AzMw2UVYGgidk5T76cxliWvem0JsreBzTLBopo5DsuBA3JFQBgpkkVACmUhigi7L1mYRdEBAzYcRZwYRBTAiwMyJDYg6iJUmAH1GGgA8QAAJKl2+TXu1JETKksqiQZwXICAGAK7LhtWzMKRaEmZioKZSgawadQT8dzH+koVNUhKWooQwdto2QBRPboQlQVA8fOgFTVFVUwaJqGiJwLziER5ZicC1kio/cumBmaMREwpZRFAYxTAkQiDIfEKHXeZYACjYogs4KJKQOyIxUgAJXknFPIBOaDT+K6YTWllNScc1z1RSSbmQGxO5iXSJl90YltkiJwAQAcuE5JkzjnnOfczUJAL0bzoR9zRkRCR0ySxbsip6giqtorXeHKRh0RICAiFYGnk5rZMQUiZwgp5w7QJzDnSgNHjNkyIGbJjOy8a9u2izzbZAbBhBkcs2tSy+zFFAxVFSEAoalTYwOfgBKQoirmZIQGQGY593oDMcuNZgHkwpxLKTlfiimQIdg0R0QiomyZDH3ZF5EogojJsOwPUkqjlIE4hBBFzFNSZWKuCjNrUmJyHWveqcm7uXgjy2bd1JRjp8g5ZxApy1JEjBmZc0pHExqqys5l1S7+DJ0erG1N5EiYntLBYpLOG70PXVzxlWI1MzwISrtZtsP1FV0cYAigeLD53my8+YMjteCgPz3iJQ43dfxKx8pjHDlj12M/m02b+djMvmabqab+YEE5wUmXpBzs1sVOAKxTdASfJRM7IjKQJraIVFRlKxkRJWcA8MQAGFNmIvauW9ooHaUNZGJV0YsxIhATETEimopkCYVX4k7GGtvknDMAFVU1IkJiEws+ZMsSBR0GDiJWFFXbtpKU2ZmZJDWTXlnFGFMbHTGoSc7JHXB7TBxTIjHvi6aJZVkdKhN827ZFUWQx533OWTQTs6oiklpmZkCMKTGzmHoiyZmJOpiiYsjgkFUVgVDRzCRLCEFz6jQYB/VPhIgEGHxIKTXTutfrZcttmwDAe58kgSGApZyDK2JsQM1EiQkUVZ+mgzrFCCGhqIoyYmBvJtksK9R1U1UVgoF1AltEdC6EnHOXpDCmXBgFDmbWFTtZ7HQa/V5vOqm99zllZgaDGLNzztRK3+sGp5wF8Skm0qrgm6ZBIgAoHIuIqYBZcA4Rc24dIJlK2wgiM4loUVQi0l2fyOWcmR0AxJgBgNmLqqj4UHQ4j5mzKBIzExhkla5eNJv3vq7rqurVMRZFSCmBCDtvSEXRE0mEHNvahaCqMbUhBDBkYAZGw9gmACjLUgFzzojOez+dTjs9DwI6ZM0qmntFFWMkIANDQkc+xohZTQSJgvNtrB17JAKxnBUAiUImUDAgJiayjgU3dNzmVrIBoXM+i2QxYp9FEQwRAMn5osO7RVGpaowREYHYAIi4aVtERCJEjCkdxrokInKoV1EzYmdmTXsgNE9ZAACRiJ2qZgEiR0yhpC5OI+PYZnKujZmIkhqza2IiolBWptrGDAA+lN20T04CgM6XAJByJmTnQ8rZ01e8Ek46CgDlcM0J4SEmo8NQ9aCvwxlT/keA0vGrn3zmw3mhjsvSLyHLZ2Kpmf0rIlRn9hv1Ib8r+crW//nvTwrKD5aZ89H8b5dh40gzSnYwAuaDIx9nPMAnUOPB8XxAbdDjAOEYL394pj55zOePPH4O0pd66uH+W9DyF3aeZE9d88l7PV5W/wSq4KOznigqHfF4x/50sobG/OTV8Fhhn6gcfTKiO1Z+w2P30sNSHC+LPsE1HnwI8hsCpi/Q7RJBfJbHP+PQyO5kvdGzauOJ1jz0Mf2iCyp11OphqTMGPKDCnn6OI73+ryVMZkXrRKdoR25jB/IJOqxxygRC2jkGmiLo4zi5W7YLbN3U/EEL2TE/1C+MtU9UjyeFpwz52CBATzW3wVMuR19wCzx2wfar7ccSoqgOFufnz59TAHHc6fuPvRR6WOAZKP+jQCL4B3Trmc3s6S7+3P/szn5/Vg9fn/3OmHKUk88jCxmCCcBjcoBMj03rHf0RP4+9Pg9GD3EK4hf0dt06QgDAE6Ehegy6n767PtWr0ucG5iex+ONwwh5nvNJn98+fDxseP/4z0InBifZosMM1kr+ycg62FD58Xns8MDyO88g6JfkRaXhQRu6gldHxgcQgHT2C4TPg8LGb8ROHHYZb+mShn34E6yT0j3/Fz8c2X47+jxXsc21ux5Gpfg62HsWEZmYI2IlDu/o6fAR7doV3LnzSiEWNoJPzk3ZXVFSwLkcfkNFBtRuhaZe2r0tZg8dWJRoSWTYkA2ClI5dTPF4SOx6jgOEJgwc6MShH06c8p6tewyc850BC8lRs8Ky7IH7F8hXv2dBABTQjoTMiJjvs3BDM8OiVEpjZ7y999btkzk48TGOetdTM/tXEpzP7/QLldNIVV64b6/HxWI6mT88Fd/gLEZ4BSw/B2SFGy4Rf7l3PBLfPwOLPclL8Urd1R0Dh6AMedffa4ftD9PAkxnsGzCQAEHrWkPFM1vxkRJ0hnLByjpfFuujisKIfhxadJt7o2IkHmu/jqMo6qvP4ylF86imehKQWnqTtqRPFHCKzA27SpHgi7MGnx9ejX/hkkBfxGDQ8KJ4+Mxr7fP47AwJUtAMRKj7RLvar8uXRr59Qr6v74/fqFvh2nwkB/EGyy+67geFhBdJBMNAl9KOjuI4I9Zgj6RNugEAnQy544m4HMR+EifgsFz2IxADNDhXb9Pj/J1zIuoLaV73QMxupiSiBsSmKGRIR8XFfOJgpmvGYv8928tkq+qpBixKd+NYzxe/MvmZIjrN+7A8UlO+6syc8kk0B7UgUcTiZfvTt+Kw6fnkY1x3b8mNAiPY0kj4cQbuxXT4HefEZuOApSvbJX49/c3o8DwM+C/EeIBB9+vr2zIA101NoBb+Q3znZvhIHiZW/qHKOId8vWhXw1JhESmhkaL8yDFCUg8o3AjyuFek2BzxMDWZgT/itHS7s7BJ5HGesq2cyXs/SDv1aDNPjejmGF59oo0T8FPJ/TOt+blrlhH3hiTtNexzsHD8LDZ6Yb0A6rksBfSJsscdVdTyGMXzyoQyOecTJcedJn+VgFuELTn9i1sKONy9+EbuT6SvWkKiBOTLX79NZdS6qMfMhDn8cDMxA+e89Fjk534Rf+a1PPLM02zxoZl+zeezNUvx8rfY705TDzi9+zS7RoIPIdjg3jU9xtvqlXemxfo1+VUf7uFc9jtWe7BmP87hf1BUeo8MP/5IPL0VPIq0jacWv2avSFxTpGQ+lv94Vf3Xl/DaJcvXLANtBVrHj8cZh6GXPags8icQZv3Rc/cpTC5/g2virquI3qdijKWz63CnH5OCo0OlYvkTubJ9rLHzyyKPmsC94R35bV/z8BfVL+4djNHkXVDyO0I5O/KqpRDUgBAIYDAEBxMA56OQrdjzOneWQ/n0fKr8G/P6v/9Yzm9lTxstAw1k1/CGCcp2cuIxdYCYHIMDwANQaHuBy1EOB9ec5SPxS3KnP6MXweJ6EdHgkfull9VeBiSPyWR4jhuMY4jHPqr8evjk5vDkhEkL3uHI+38sfrxzTE6CoTrttX1riw18PRCcEeNiyHY45AH8K9iXxz7Pamr9UxWu/AaNFT6iJvmTIVPpVzXMIiJ8m6enZFXVySEdy+HT0tAQIFcAOr3zogfgsaG7Hm1iPOfAXtN6BcOlrBeV6AgyCXwDln/Sxr9C66QczYDazbMbET2aq/jXf6JnN7Dfv5Wc+NrOvHZX/DhUWM1D+NdrJFz3lY+MtPTkaHlcM2Ik7pONcGdmxWX0DwydGbToZG4FPwbwvBgAnF0mcEDsEPekJJ2zmJx6/U4Ucqxw7CZR9Oo3MSYFQYc9o1qfaAn+dW2f66r0Rv7RWj7764yHJF9fwYx/7nM88JYXHE7+mXfr4o9Pxc5L6g1Qvx5hzOwbVj1c1P4kI7HOPjL+Or/66rvh12Fc+mJAAEoiBEsjBupBnB+4zuDSzmc3s9x4yzlKV/6GC8pnNbGYzm9nMZjazmc1sZp3N6JuZzWxmM5vZzGY2s5nNbAbKZzazmc1sZjOb2cxmNrMZKJ/ZzGY2s5nNbGYzm9n/364d2gAIQ1EUTRMmQHeMeiYgYVMSJmAAxkB3hV+BwUNS0XNM/fvmioIoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAKLcBAAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAARLkJAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAHw2PU9KyRYAAB2d22qEt2U/hovyiHB4AICOai5GGJbvKwAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDANDNfF9GEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AwF9qLkYQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAgKE00sgRHeaxsYEAAAAASUVORK5CYII="/><div class="c x0 y1 w2 h0"><div class="t m0 x5 h6 y2b ff4 fs2 fc2 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI GRUPY KAPITAŁOWEJ <span class="ff3">MIRBUD ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc3"> </span></span></div><div class="t m0 x6 h4 y2c ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y2d w4 ha"><div class="t m0 x83 h8 y85 ff2 fs3 fc2 sc0 ls0 ws0">Grupa Kapitałowa MIR<span class="_ _8"></span>BUD<span class="ff1"> <span class="ls6">| <span class="_ _8"></span></span>Perspektywy r<span class="_ _8"></span>ynku </span></div></div><div class="c x9 y2d w5 ha"><div class="t m0 xa h4 y86 ff3 fs1 fc4 sc0 ls3 ws0">33<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h4 y31 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h2c y14f ff8 fs5 fc0 sc0 ls0 ws0">Rys. Planowane<span class="_ _0"></span> przetargi <span class="_ _0"></span>w 2022 r. [źródło:<span class="_ _0"></span> GDDKiA]<span class="ff7"> </span></div><div class="t m0 x93 h8 y1f0 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y3b2 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y3b3 ff1 fs3 fc0 sc0 ls0 ws0">Rok <span class="ff2">2021 <span class="_ _3"></span>by<span class="_ _8"></span>ł <span class="_ _0"></span>dla nabywców <span class="ff1">lokali <span class="_ _3"></span>m<span class="_ _8"></span>ieszkalnych rokiem ograniczonej <span class="ff2">dostępnośc<span class="_ _8"></span>i <span class="_ _0"></span>nowych mieszkań na </span></span></span></div><div class="t m0 x2 h8 y3b4 ff2 fs3 fc0 sc0 ls0 ws0">rynku. Pandemia w <span class="_ _0"></span>istotny sposób wydłużyła proces wprowadzania nowych inwestyc<span class="_ _8"></span>ji mieszkaniowych </div><div class="t m0 x2 h8 y3b5 ff1 fs3 fc0 sc0 ls0 ws0">(<span class="ff2">długi <span class="_ _3"></span>cz<span class="_ _8"></span>as <span class="_ _3"></span>oc<span class="_ _8"></span>zekiwania <span class="_ _3"></span>na wydanie<span class="ff1"> <span class="_ _0"></span><span class="ff2">decyzji ad<span class="_ _0"></span>ministrac<span class="_ _8"></span>yjnych), <span class="_ _0"></span>co <span class="_ _3"></span>prz<span class="_ _8"></span>y <span class="_ _3"></span>niesłabną<span class="_ _8"></span>cym <span class="_ _0"></span>popycie <span class="_ _3"></span>wpłynę<span class="_ _8"></span>ło </span></span></span></div><div class="t m0 x2 h8 y3b6 ff2 fs3 fc0 sc0 ls0 ws0">na <span class="_ _1e"> </span>wybór <span class="_ _1e"> </span>mieszkań <span class="_ _1e"> </span>w <span class="_ _1e"> </span>ofercie. <span class="_ _1e"> </span>W <span class="_ _1e"> </span>tym <span class="_ _1e"> </span>czasie <span class="_ _1e"> </span>spółk<span class="_ _8"></span><span class="ff1">a <span class="_ _1e"> </span>dewelo<span class="_ _8"></span>perska <span class="_ _12"> </span>z<span class="_ _8"></span> <span class="_ _1e"> </span>grupy <span class="_ _1e"> </span>MIRBUD <span class="_ _14"> </span></span>–<span class="ff1"> <span class="_ _12"> </span>JHM<span class="_ _8"></span> </span></div><div class="t m0 x2 h8 y3b7 ff1 fs3 fc0 sc0 ls0 ws0">DEVELOPMENT <span class="_ _8"></span>S<span class="_ _8"></span>.A. <span class="_ _8"></span><span class="ff2">oddała <span class="_ _c"></span>do <span class="_ _8"></span>użytkowa<span class="_ _8"></span>nia c<span class="_ _8"></span>ztery <span class="_ _8"></span>inwesty<span class="_ _8"></span>cje<span class="_ _8"></span></span> <span class="_ _8"></span><span class="ff2">i <span class="_ _8"></span>dokonała <span class="_ _c"></span>sprzedaży <span class="_ _8"></span>(prz<span class="_ _8"></span>eniesieniem </span></div><div class="t m0 x2 h8 y3b8 ff2 fs3 fc0 sc0 ls0 ws0">własności aktami notarialnymi) w sumie 393 lokali, <span class="_ _3"></span>c<span class="_ _8"></span>o jest najlepszym wynikiem w <span class="ff1">j<span class="_ _8"></span>ej historii. Na <span class="_ _3"></span>k<span class="_ _8"></span>oniec </span></div><div class="t m0 x2 h8 y3b9 ff1 fs3 fc0 sc0 ls0 ws0">2021 <span class="_ _3"></span>r<span class="_ _8"></span>oku <span class="_ _0"></span>zawartych u<span class="ff2">mów przedwstępnych i<span class="_ _0"></span> <span class="_ _0"></span>dewelopers<span class="_ _8"></span>kich <span class="_ _0"></span>JHM DEVELOPMENT <span class="_ _0"></span>S.A. <span class="_ _3"></span>p<span class="_ _8"></span>osiada 623, </span></div><div class="t m0 x2 h8 y3ba ff1 fs3 fc0 sc0 ls0 ws0">co <span class="ff2">jest prognozą</span> <span class="ff2">wy<span class="_ _8"></span>sokiej sprzedaży w 20<span class="_ _8"></span>22 roku.<span class="_ _8"></span></span> </div><div class="t m0 x2 h8 y3bb ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y3bc ff1 fs3 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf22" class="pf w0 h0" ><div class="pc pc22 w0 h0"><img class="bi x4 y2a w3 h5" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x5 h6 y2b ff4 fs2 fc2 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI GRUPY KAPITAŁOWEJ <span class="ff3">MIRBUD ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc3"> </span></span></div><div class="t m0 x6 h4 y2c ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y2d w4 ha"><div class="t m0 x4c h8 y85 ff2 fs3 fc2 sc0 ls0 ws0">Grupa Kapitałowa MIR<span class="_ _8"></span>BUD<span class="ff1"> <span class="ls6">| <span class="_ _8"></span></span></span>Opis działalności sp<span class="_ _8"></span>ółek z Grupy MIR<span class="_ _8"></span>BUD w 2021 r.<span class="_ _8"></span><span class="ff1"> </span></div></div><div class="c x9 y2d w5 ha"><div class="t m0 xa h4 y86 ff3 fs1 fc4 sc0 ls3 ws0">34<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h4 y31 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x94 hc ya3 ff1 fs4 fc0 sc0 ls0 ws0">4.3. <span class="_ _34"> </span><span class="ff5">Opis działalności spółek z Grupy MIRBUD w 20<span class="ff6">21<span class="_ _8"></span> <span class="ls25">r.</span></span></span> </div><div class="t m0 x2 h3 y3bd ff1 fs1 fc0 sc0 ls0 ws0">4.3.1 <span class="_ _b"> </span><span class="ff5 fs3">Opis <span class="_ _f"></span>istotnych <span class="_ _f"></span>dokon<span class="_ _8"></span>ań <span class="_ _f"></span>lub <span class="_ _f"></span>niepowodz<span class="_ _8"></span>eń <span class="_ _f"></span>Emitenta <span class="_ _f"></span>w <span class="_ _f"></span>okresi<span class="_ _8"></span>e, <span class="_ _f"></span>którego <span class="_ _f"></span>dot<span class="_ _8"></span>yczy <span class="_ _6"> </span><span class="ff6">r<span class="_ _8"></span>aport, </span></span></div><div class="t m0 x25 hb y3be ff5 fs3 fc0 sc0 ls0 ws0">wraz z wykazem najważ<span class="_ _8"></span>niejszych zda<span class="_ _8"></span>rzeń ich dotyczących<span class="_ _c"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 y3bf ff2 fs3 fc0 sc0 ls0 ws0">Do najważniejszy<span class="_ _8"></span>ch dokonań Spółek z Gr<span class="_ _8"></span>upy Kapitałowej MIR<span class="_ _8"></span>BUD w raportowan<span class="_ _8"></span>ym okresie można </div><div class="t m0 x2 h8 y3c0 ff2 fs3 fc0 sc0 ls0 ws0">zaliczyć: <span class="ff1"> </span></div><div class="t m0 x36 h8 y3c1 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">podw<span class="_ _8"></span>ojenie skali działaln<span class="_ _8"></span>ości budowlanej wzg<span class="_ _8"></span>lędem roku poprzed<span class="_ _8"></span>niego;<span class="_ _8"></span></span> </div><div class="t m0 x36 h8 y3c2 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">wy<span class="_ _8"></span>pełnianie i utrzyman<span class="_ _8"></span>ie wartości portfela zam<span class="_ _8"></span>ówień Grupy Kapita<span class="_ _8"></span>łowej MIRBUD w wy<span class="_ _8"></span>sokości </span></div><div class="t m0 x25 h8 y3c3 ff1 fs3 fc0 sc0 ls0 ws0">ponad 5 0<span class="ls11">00</span> m<span class="_ _8"></span>ln <span class="ff2">zł na lata 2020</span>-<span class="_ _8"></span>2025;<span class="_ _8"></span> </div><div class="t m0 x36 h8 y3c4 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">wz<span class="_ _8"></span>rost sprzedaży, prz<span class="_ _8"></span>ychodów i zysku netto z <span class="_ _8"></span>działalności dew<span class="_ _8"></span>eloperskiej;<span class="_ _c"></span></span> </div><div class="t m0 x36 h8 y3c5 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">r<span class="_ _8"></span>ozwój działalności budo<span class="_ _8"></span>wlanej na rynku <span class="_ _8"></span></span>infrastruktury<span class="_ _8"></span> wojskowej;<span class="_ _8"></span> </div><div class="t m0 x36 h8 y3c6 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">pozy<span class="_ _8"></span>skanie kontraktów bud<span class="_ _8"></span>ownictwa przemysł<span class="_ _8"></span>owego o łącznej wart<span class="_ _8"></span>ości ok 1 300 ty<span class="_ _8"></span>s. zł, w tym </span></div><div class="t m0 x25 h8 y3c7 ff2 fs3 fc0 sc0 ls0 ws0">przede wszystk<span class="_ _8"></span>im hal magazynowych w z<span class="_ _8"></span>wiązku z rozwojem ry<span class="_ _8"></span>nku e<span class="_ _8"></span><span class="ff1">-commerce <span class="_ _8"></span>w Polsce;<span class="_ _8"></span> </span></div><div class="t m0 x36 h8 y3c8 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span>utrz<span class="_ _8"></span>ymanie, <span class="_ _8"></span>po<span class="_ _8"></span>mimo <span class="_ _8"></span>stanu <span class="_ _c"></span>epidem<span class="_ _8"></span>icznego, <span class="_ _8"></span>k<span class="_ _8"></span>omercjaliz<span class="_ _8"></span>acji <span class="_ _8"></span>C<span class="_ _8"></span>H <span class="_ _c"></span>MARYWILSKA <span class="_ _c"></span>44 <span class="_ _c"></span>sp. <span class="_ _c"></span>z <span class="_ _c"></span>o.o <span class="_ _8"></span>na </div><div class="t m0 x25 h8 y3c9 ff1 fs3 fc0 sc0 ls0 ws0">poziomie ponad 95%<span class="_ _8"></span>; </div><div class="t m0 x36 h8 y3ca ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">prz<span class="_ _8"></span>eprowadzanie <span class="_ _3"></span>reorga<span class="_ _8"></span>nizacji <span class="_ _3"></span>G<span class="_ _8"></span>rupy <span class="_ _3"></span>Kapitałowej <span class="_ _3"></span>MIR<span class="_ _8"></span>BUD <span class="_ _3"></span>w <span class="_ _3"></span>sektorz<span class="_ _8"></span>e <span class="_ _3"></span>wynajmu <span class="_ _3"></span>n<span class="_ _8"></span>ieruchomośc<span class="_ _8"></span>i </span></div><div class="t m0 x25 h8 y3cb ff1 fs3 fc0 sc0 ls0 ws0">komercyjnyc<span class="_ _8"></span>h. </div><div class="t m0 x2 h8 y3cc ff2 fs3 fc0 sc0 ls0 ws0">Do n<span class="_ _8"></span>ajważniejsz<span class="_ _8"></span>ych <span class="_ _8"></span>niepowodzeń <span class="_ _8"></span>Spółek <span class="_ _8"></span>z <span class="_ _8"></span>Gru<span class="_ _8"></span>py <span class="_ _8"></span>Kapitałowej <span class="_ _8"></span>MIRBU<span class="_ _8"></span>D <span class="_ _8"></span>raportowanym <span class="_ _c"></span>okresie <span class="_ _8"></span>można </div><div class="t m0 x2 h8 y3cd ff2 fs3 fc0 sc0 ls0 ws0">zaliczyć: <span class="ff1"> </span></div><div class="t m0 x36 h8 y3ce ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ls12">sp</span><span class="ff2">adek <span class="_ _3"></span>rentowności <span class="_ _3"></span>najmu<span class="_ _8"></span> <span class="_ _3"></span>nieruchomości <span class="_ _3"></span>komercyj<span class="_ _8"></span>nych <span class="_ _2"></span>spowodo<span class="_ _8"></span>wany <span class="_ _3"></span>wystąpieniem <span class="_ _3"></span>pandemii </span></div><div class="t m0 x25 h8 yde ff1 fs3 fc0 sc0 ls0 ws0">koronawirusa COViD<span class="_ _8"></span>-19. </div><div class="t m0 x2 h8 y3cf ff2 fs3 fc0 sc0 ls0 ws0">Budownictwo <span class="_ _c"></span>n<span class="_ _8"></span>ależy <span class="_ _c"></span>do <span class="_ _f"></span>strategicznyc<span class="_ _8"></span>h <span class="_ _c"></span>sektorów <span class="_ _f"></span>polskiej <span class="_ _c"></span>gospodark<span class="_ _8"></span>i. <span class="_ _c"></span>Pom<span class="_ _8"></span>imo <span class="_ _c"></span>utrz<span class="_ _8"></span>ymania <span class="_ _c"></span>ogran<span class="_ _8"></span>iczeń </div><div class="t m0 x2 h8 y3d0 ff2 fs3 fc0 sc0 ls0 ws0">gospodarczyc<span class="_ _8"></span>h <span class="_ _3"></span>spowodowany<span class="_ _8"></span>ch <span class="_ _3"></span>wystąpien<span class="_ _8"></span>iem <span class="_ _3"></span>stanu pandemiczne<span class="_ _8"></span>go <span class="_ _3"></span>rok <span class="_ _0"></span>2021 <span class="_ _3"></span>n<span class="_ _8"></span>ależał <span class="_ _3"></span>do<span class="_ _8"></span> <span class="_ _3"></span>rekordowych<span class="_ _8"></span> </div><div class="t m0 x2 h8 y3d1 ff2 fs3 fc0 sc0 ls0 ws0">pod <span class="_ _13"> </span>względem <span class="_ _13"> </span>wy<span class="_ _8"></span>ników <span class="_ _13"> </span>finans<span class="_ _8"></span>owych <span class="_ _13"> </span>i <span class="_ _13"> </span>skali <span class="_ _12"> </span>działalnośc<span class="_ _8"></span>i <span class="_ _13"> </span>w <span class="_ _13"> </span>historii <span class="_ _13"> </span>Grupy <span class="_ _12"> </span>Kapitał<span class="_ _8"></span>owej <span class="_ _13"> </span>MIRBUD. </div><div class="t m0 x2 h8 y3d2 ff1 fs3 fc0 sc0 ls0 ws0">Podstawowe wyniki <span class="_ _0"></span>finansowe<span class="_ _8"></span> <span class="_ _0"></span><span class="ff2">uległy podwojeniu <span class="_ _0"></span>względem roku po<span class="_ _0"></span>przedniego i <span class="_ _3"></span>z<span class="_ _8"></span>wielokrotn<span class="_ _8"></span>ieniu na<span class="_ _0"></span> tle </span></div><div class="t m0 x2 h8 y3d3 ff2 fs3 fc0 sc0 ls0 ws0">lat ubiegłych.<span class="ff1"> </span></div><div class="t m0 x2 h2c y3d4 ff7 fs5 fc0 sc0 ls0 ws0">Wykres: Przychod<span class="_ _0"></span>y GK MIRBUD<span class="_ _3"></span> w latach 2016-<span class="ls16">202</span>1 (w tys. PLN)<span class="_ _0"></span> </div><div class="t m0 x95 h8 y3d5 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h2c y229 ff7 fs5 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h2c y3d6 ff7 fs5 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h2c y3d7 ff7 fs5 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h2c y3d8 ff7 fs5 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h2c y3d9 ff7 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y3da w3d h5f"><div class="t m0 x94 h2f y3db ff1 fs5 fce sc0 ls16 ws0">773 993</div><div class="t m0 x96 h2f y3dc ff1 fs5 fce sc0 ls16 ws0">859 856</div><div class="t m0 x97 h2f y3dd ff1 fs5 fce sc0 ls0 ws0">1 <span class="ls16">143 128</span></div><div class="t m0 x98 h2f y3de ff1 fs5 fce sc0 ls16 ws0">949 104</div><div class="t m0 x89 h2f y3df ff1 fs5 fce sc0 ls0 ws0">1 <span class="ls16">242 903</span></div><div class="t m0 x99 h2f y3e0 ff1 fs5 fce sc0 ls0 ws0">2 <span class="ls16">505 568</span></div><div class="t m0 x4e h2f y3e1 ff1 fs5 fcf sc0 ls0 ws0">0</div><div class="t m0 x60 h2f y3e2 ff2 fs5 fcf sc0 ls0 ws0">500 000</div><div class="t m0 x3e h2f y3e3 ff2 fs5 fcf sc0 ls0 ws0">1 000 000</div><div class="t m0 x3e h2f y3e4 ff2 fs5 fcf sc0 ls0 ws0">1 500 000</div><div class="t m0 x3e h2f y3e5 ff2 fs5 fcf sc0 ls0 ws0">2 000 000</div><div class="t m0 x3e h2f y3e6 ff2 fs5 fcf sc0 ls0 ws0">2 500 000</div><div class="t m0 x3e h2f y3e7 ff2 fs5 fcf sc0 ls0 ws0">3 000 000</div><div class="t m0 x4 h60 y3ae ff1 fs7 fcf sc0 ls0 ws0">Y 2016<span class="_ _35"> </span>Y 2017<span class="_ _35"> </span>Y 2018<span class="_ _35"> </span>Y 2019<span class="_ _35"> </span>Y 2020<span class="_ _35"> </span>Y 2021</div></div></div><div class="pi" ></div></div><div id="pf23" class="pf w0 h0" ><div class="pc pc23 w0 h0"><img class="bi x4 y2a w3 h5" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x5 h6 y2b ff4 fs2 fc2 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI GRUPY KAPITAŁOWEJ <span class="ff3">MIRBUD ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc3"> </span></span></div><div class="t m0 x6 h4 y2c ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y2d w4 h40"><div class="t m0 x61 h8 y22e ff2 fs3 fc2 sc0 ls0 ws0">Grupa Kapitałowa MIR<span class="_ _8"></span>BUD<span class="ff1"> <span class="ls6">| <span class="_ _8"></span></span></span>Opis istotnych doko<span class="_ _8"></span>nań lub niepowodze<span class="_ _8"></span>ń Emitenta w </div><div class="t m0 x55 h8 y2e ff2 fs3 fc2 sc0 ls0 ws0">okresie, którego dotyc<span class="_ _8"></span>zy raport, wraz z wyk<span class="_ _8"></span>azem najważ<span class="_ _8"></span>niejs<span class="_ _8"></span>zych zdarzeń ich </div><div class="t m0 x91 h8 y2f ff2 fs3 fc2 sc0 ls0 ws0">dotyczących<span class="_ _8"></span><span class="ff1"> </span></div></div><div class="c x9 y2d w5 h40"><div class="t m0 xa h4 y193 ff3 fs1 fc4 sc0 ls3 ws0">35<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h4 y31 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h2c y14f ff8 fs5 fc0 sc0 ls0 ws0">Wykres: Zysk ne<span class="_ _3"></span>t<span class="_ _8"></span>to GK MIRBU<span class="_ _0"></span>D wg segmen<span class="_ _3"></span>t<span class="_ _8"></span>ów działalnoś<span class="_ _0"></span>ci w latach <span class="ff7 ls16">2016<span class="ls0">-</span>2021<span class="ls0"> (w tys. PLN) </span></span></div><div class="t m0 x9a h8 y3e8 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y3e9 ff1 fs3 fc0 sc0 ls0 ws0">W marcu 2021 r. <span class="_ _0"></span><span class="ff2">Generalna Dyrekcj<span class="_ _8"></span>a Dróg <span class="_ _0"></span>Krajowych i Autostrad poinformowała,<span class="_ _8"></span> że <span class="_ _0"></span>Grupa Kapitałowa </span></div><div class="t m0 x2 h8 y3ea ff2 fs3 fc0 sc0 ls0 ws0">MIRBUD <span class="_ _8"></span>jest <span class="_ _c"></span>drugim <span class="_ _8"></span>najwi<span class="_ _8"></span>ększym <span class="_ _8"></span>wy<span class="_ _8"></span>konawcą <span class="_ _8"></span>zaangażowanym <span class="_ _c"></span>w <span class="_ _8"></span>realizacj<span class="_ _8"></span>ę <span class="_ _8"></span>kontraktów <span class="_ _8"></span>drog<span class="_ _8"></span>owych <span class="_ _8"></span>w<span class="_ _8"></span> </div><div class="t m0 x2 h8 y3eb ff1 fs3 fc0 sc0 ls0 ws0">Polsce. <span class="_ _6"> </span><span class="ls26">W <span class="_ _6"> </span></span>o<span class="_ _8"></span>mawianym <span class="_ _7"> </span>okresie <span class="_ _7"> </span><span class="ff2">struktura <span class="_ _6"> </span>p<span class="_ _8"></span>ortfela <span class="_ _6"> </span>za<span class="_ _8"></span>mówień <span class="_ _6"> </span>Grupy<span class="_ _8"></span> <span class="_ _6"> </span>K<span class="_ _8"></span>apitałowej <span class="_ _7"> </span>MIRBUD <span class="_ _6"> </span>w <span class="_ _7"> </span></span>d<span class="_ _8"></span>alszym </div><div class="t m0 x2 h8 y3ec ff2 fs3 fc0 sc0 ls0 ws0">ciągu <span class="_ _2a"> </span>pozostawała <span class="_ _2a"> </span>z<span class="ff1"> <span class="_ _2a"> </span></span>prz<span class="_ _8"></span>eważającą<span class="_ _8"></span><span class="ff1"> <span class="_ _7"> </span></span>eks<span class="_ _8"></span>pozycją <span class="_ _2a"> </span>na <span class="_ _7"> </span>k<span class="_ _8"></span>ontrakty <span class="_ _7"> </span>bu<span class="_ _8"></span>downictwa <span class="_ _2a"> </span>inży<span class="_ _8"></span>nieryjnego<span class="_ _8"></span><span class="ff1 lsd">, <span class="_ _2a"> </span></span>jednakż<span class="_ _8"></span>e </div><div class="t m0 x2 h8 y3ed ff2 fs3 fc0 sc0 ls0 ws0">zaszły <span class="_ _28"> </span>znaczne <span class="_ _28"> </span>zmiany <span class="_ _28"> </span>w  strukturze <span class="_ _21"> </span>portfela  na <span class="_ _21"> </span>korz<span class="_ _8"></span>yść <span class="_ _21"> </span>k<span class="_ _8"></span>ontraktów <span class="_ _21"> </span>bud<span class="_ _8"></span>ownictwa  przemysłowo <span class="_ _2b"> </span>–<span class="ff1"> </span></div><div class="t m0 x2 h8 y3ee ff1 fs3 fc0 sc0 ls0 ws0">magazynowego.  Tego <span class="_ _21"> </span>rodzaju  kontrakty <span class="_ _28"> </span><span class="ff2">charakteryzują</span>  <span class="ff2">się <span class="_ _2a"> </span>k<span class="_ _8"></span>rótkim <span class="_ _21"> </span>term<span class="_ _8"></span>inem <span class="_ _21"> </span>realizacj<span class="_ _8"></span>i <span class="_ _21"> </span>i <span class="_ _28"> </span>wysokimi </span></div><div class="t m0 x2 h8 y3ef ff2 fs3 fc0 sc0 ls0 ws0">marżam<span class="ff1">i, <span class="_ _7"> </span>dlatego <span class="_ _6"> </span>pozy<span class="_ _8"></span>skanie <span class="_ _6"> </span>znacz<span class="_ _8"></span>nej <span class="_ _6"> </span>liczby<span class="_ _8"></span> <span class="_ _6"> </span>takich <span class="_ _2a"> </span></span>zleceń<span class="ff1"> <span class="_ _6"> </span>j<span class="_ _8"></span>est <span class="_ _6"> </span></span>j<span class="_ _8"></span>edną <span class="_ _6"> </span>z <span class="_ _7"> </span>metod<span class="_ _8"></span><span class="ff1"> <span class="_ _6"> </span>dywersyfikacj<span class="_ _8"></span>i <span class="_ _6"> </span>przez<span class="_ _8"></span> </span></div><div class="t m0 x2 h8 y3f0 ff2 fs3 fc0 sc0 ls0 ws0">Grupę <span class="_ _c"></span>ryz<span class="_ _8"></span>yk <span class="_ _c"></span>związanych <span class="_ _f"></span>z<span class="ff1">e <span class="_ _f"></span>zmianami <span class="_ _c"></span>cen, <span class="_ _c"></span>a <span class="_ _f"></span>co <span class="_ _c"></span>za <span class="_ _f"></span>tym <span class="_ _c"></span>idzie <span class="_ _f"></span></span>–<span class="ff1"> <span class="_ _c"></span></span>równ<span class="_ _8"></span>ież <span class="_ _c"></span>kosz<span class="_ _8"></span>tów <span class="_ _c"></span>realizacji <span class="_ _f"></span>kontraktów </div><div class="t m0 x2 h8 y3f1 ff2 fs3 fc0 sc0 ls11 ws0">dł<span class="ls0">ugoterminowyc<span class="_ _8"></span>h, <span class="_ _6"></span>takich <span class="_ _6"></span>jak <span class="_ _6"> </span>drogi <span class="_ _6"></span>czy <span class="_ _6"> </span>budynki <span class="_ _6"> </span>użytec<span class="_ _8"></span>zności <span class="_ _6"></span>publicznej, <span class="_ _7"> </span>które <span class="_ _6"> </span>charaktery<span class="_ _8"></span>zują<span class="ff1"> <span class="_ _6"> </span></span>się <span class="_ _6"> </span>co </span></div><div class="t m0 x2 h8 yc8 ff1 fs3 fc0 sc0 ls0 ws0">najmniej <span class="_ _28"> </span>3-letnim <span class="_ _28"> </span>okresem  reali<span class="_ _0"></span>zacji.  <span class="ff2">Kontrakty <span class="_ _21"> </span>budo<span class="_ _8"></span>wnictwa <span class="_ _21"> </span>prz<span class="_ _8"></span>emysłowego <span class="_ _28"> </span>posiadane <span class="_ _28"> </span>przez <span class="_ _28"> </span>GK </span></div><div class="t m0 x2 h8 y3f2 ff2 fs3 fc0 sc0 ls0 ws0">MIRBUD <span class="_ _8"></span>są <span class="_ _8"></span>roz<span class="_ _8"></span>liczane <span class="_ _8"></span>w <span class="_ _c"></span>walucie <span class="_ _8"></span>e<span class="_ _8"></span>uro<span class="ff1 lsd">, <span class="_ _c"></span></span>dzięki <span class="_ _8"></span>czem<span class="_ _8"></span>u <span class="_ _8"></span>przy<span class="_ _8"></span>chody <span class="_ _8"></span>osiągn<span class="_ _8"></span>ięte <span class="_ _8"></span>z <span class="_ _8"></span>tego <span class="_ _c"></span>tytułu <span class="_ _8"></span>ni<span class="_ _8"></span>e <span class="_ _8"></span>podlegają </div><div class="t m0 x2 h8 y3f3 ff1 fs3 fc0 sc0 ls0 ws0">ryzyku wahania kurs<span class="_ _8"></span>u PLN. </div><div class="t m0 x2 h2c y3f4 ff8 fs5 fc0 sc0 ls0 ws0">Wykres: Zmiana<span class="_ _0"></span> struktury por<span class="_ _0"></span>tfela zamó<span class="_ _0"></span>wień GK MIR<span class="_ _0"></span>BUD<span class="ff7"> </span></div><div class="t m0 x9b h8 y3f5 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x9c h8 y3f6 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y3f7 ff2 fs3 fc0 sc0 ls0 ws0">W  o<span class="_ _8"></span>mawianym <span class="_ _2b"> </span>okresie <span class="_ _2b"> </span>udział <span class="_ _2b"> </span>kontraktów <span class="_ _2b"> </span>budownictwa <span class="_ _2b"> </span>użytecznośc<span class="_ _8"></span>i  rów<span class="_ _8"></span>nież<span class="_ _8"></span><span class="ff1"> </span>uległ <span class="_ _2b"> </span>nieznacz<span class="_ _8"></span>nemu </div><div class="t m0 x2 h8 y3f8 ff2 fs3 fc0 sc0 ls0 ws0">zwiększeniu. <span class="_ _27"> </span>N<span class="_ _8"></span>ależy <span class="_ _26"> </span><span class="ff1">przy <span class="_ _27"> </span>tym <span class="_ _26"> </span></span>zauważyć, <span class="_ _26"> </span>że <span class="_ _27"> </span>więks<span class="_ _8"></span>zość <span class="_ _27"> </span>aktualnie <span class="_ _26"> </span>realizowanych <span class="_ _27"> </span>k<span class="_ _8"></span>ontraktów </div><div class="t m0 x2 h8 y3f9 ff2 fs3 fc0 sc0 ls0 ws0">kubaturowych <span class="_ _2a"> </span>to<span class="_ _8"></span> <span class="_ _2a"> </span>obiekty <span class="_ _21"> </span>referencyj<span class="_ _8"></span>ne <span class="_ _2a"> </span>dla <span class="_ _2a"> </span>d<span class="_ _8"></span>alszej <span class="_ _2a"> </span>dz<span class="_ _8"></span>iałalności <span class="_ _2a"> </span>G<span class="_ _8"></span>K <span class="_ _2a"> </span>MIRBUD. <span class="_ _21"> </span>W <span class="_ _2a"> </span>po<span class="_ _8"></span>przednich <span class="_ _2a"> </span>l<span class="_ _8"></span>atach </div><div class="t m0 x2 h8 y3fa ff2 fs3 fc0 sc0 ls0 ws0">MIRBUD  S.A.  była  sp<span class="_ _8"></span>ółką  rozpoznawal<span class="_ _8"></span>ną  przede  ws<span class="_ _8"></span>zystkim  na  rynku  gener<span class="_ _8"></span>alnych  wykonawc<span class="_ _8"></span>ów </div><div class="t m0 x2 h8 y3fb ff2 fs3 fc0 sc0 ls0 ws0">realizujących <span class="_ _14"> </span>inwestycj<span class="_ _8"></span>e <span class="_ _1e"> </span>budownictw<span class="_ _8"></span>a <span class="_ _14"> </span>przemysłowego. <span class="_ _1e"> </span>O<span class="_ _8"></span>d <span class="_ _1e"> </span>20<span class="_ _8"></span>19 <span class="_ _1e"> </span>rok<span class="_ _8"></span>u <span class="_ _1e"> </span>zak<span class="_ _8"></span>res <span class="_ _14"> </span>działalności <span class="_ _1e"> </span>uległ<span class="_ _8"></span> </div></div><div class="c x2 y3fc w3d h61"><div class="t m0 x9d h62 y3fd ff11 fs5 fce sc0 ls27 ws0">21<span class="_ _7"> </span>480</div><div class="t m0 x9e h62 y3fe ff11 fs5 fce sc0 ls27 ws0">25<span class="_ _7"> </span>103</div><div class="t m0 x9f h62 y3ff ff11 fs5 fce sc0 ls27 ws0">27<span class="_ _7"> </span>036</div><div class="t m0 x79 h62 y400 ff11 fs5 fce sc0 ls27 ws0">28<span class="_ _7"> </span>124</div><div class="t m0 xa0 h62 y401 ff11 fs5 fce sc0 ls27 ws0">58<span class="_ _7"> </span>193</div><div class="t m0 xa1 h62 y402 ff11 fs5 fce sc0 ls27 ws0">128<span class="_ _7"> </span>010</div><div class="t m0 x44 h2f y403 ff1 fs5 fcf sc0 ls0 ws0">0</div><div class="t m0 x2b h2f y404 ff2 fs5 fcf sc0 ls0 ws0">20 000</div><div class="t m0 x2b h2f y405 ff2 fs5 fcf sc0 ls0 ws0">40 000</div><div class="t m0 x2b h2f y406 ff2 fs5 fcf sc0 ls0 ws0">60 000</div><div class="t m0 x2b h2f y407 ff2 fs5 fcf sc0 ls0 ws0">80 000</div><div class="t m0 x3e h2f y408 ff2 fs5 fcf sc0 ls0 ws0">100 000</div><div class="t m0 x3e h2f y409 ff2 fs5 fcf sc0 ls0 ws0">120 000</div><div class="t m0 x3e h2f y40a ff2 fs5 fcf sc0 ls0 ws0">140 000</div><div class="t m0 xe h2f y40b ff1 fs5 fcf sc0 ls0 ws0">Y 2016<span class="_ _36"> </span>Y 2017<span class="_ _36"> </span>Y 2018<span class="_ _36"> </span>Y 2019<span class="_ _36"> </span>Y 2020<span class="_ _36"> </span>Y 2021</div></div><div class="c xf y40c w3e h63"><div class="t m0 xa2 h64 y40d ff12 fs7 fc0 sc0 ls28 ws0">3%</div><div class="t m0 x86 h64 y40e ff12 fs7 fc4 sc0 ls29 ws0">11%</div><div class="t m0 xa3 h64 y40f ff12 fs7 fc0 sc0 ls29 ws0">1%</div><div class="t m0 x4c h64 y410 ff12 fs7 fc4 sc0 ls0 ws0">85%</div><div class="t m0 x23 h64 y411 ff12 fs7 fc0 sc0 ls0 ws0">31.12.2020</div></div><div class="c xa4 y412 w3f h65"><div class="t m0 x94 h64 y413 ff12 fs7 fc0 sc0 ls2a ws0">2%</div><div class="t m0 xa5 h64 y414 ff12 fs7 fc4 sc0 ls29 ws0">12%</div><div class="t m0 x3a h64 y415 ff12 fs7 fc4 sc0 ls2b ws0">9%</div><div class="t m0 x2c h64 y416 ff12 fs7 fc4 sc0 ls2c ws0">77%</div><div class="t m0 x1d h64 y214 ff12 fs7 fc0 sc0 ls0 ws0">31.12.2021</div></div><div class="c xa6 y417 w40 h66"><div class="t m0 x94 h64 y418 ff12 fs7 fc0 sc0 ls29 ws0">1%</div><div class="t m0 xa7 h64 y419 ff12 fs7 fc4 sc0 ls29 ws0">12%</div><div class="t m0 x6f h64 y41a ff12 fs7 fc4 sc0 ls0 ws0">16%</div><div class="t m0 x41 h64 y41b ff12 fs7 fc4 sc0 ls0 ws0">71%</div><div class="t m0 x2e h64 y41c ff12 fs7 fc0 sc0 ls0 ws0">31.03.2022</div></div></div><div class="pi" ></div></div><div id="pf24" class="pf w0 h0" ><div class="pc pc24 w0 h0"><img class="bi x4 y2a w3 h5" alt="" 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class="c x0 y1 w2 h0"><div class="t m0 x5 h6 y2b ff4 fs2 fc2 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI GRUPY KAPITAŁOWEJ <span class="ff3">MIRBUD ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc3"> </span></span></div><div class="t m0 x6 h4 y2c ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y2d w4 ha"><div class="t m0 xa8 h8 y85 ff2 fs3 fc2 sc0 ls0 ws0">Grupa Kapitałowa MIR<span class="_ _8"></span>BUD<span class="ff1"> <span class="ls6">| <span class="_ _8"></span></span>MIRBUD S.A.<span class="_ _8"></span> </span></div></div><div class="c x9 y2d w5 ha"><div class="t m0 xa h4 y86 ff3 fs1 fc4 sc0 ls3 ws0">36<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h4 y31 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y18e ff2 fs3 fc0 sc0 ls0 ws0">znacznemu <span class="_ _21"> </span>rozsz<span class="_ _8"></span>erzeniu <span class="_ _21"> </span>nie <span class="_ _21"> </span>tylko <span class="_ _21"> </span>o <span class="_ _21"> </span>pr<span class="_ _8"></span>estiżowe <span class="_ _21"> </span>kontrak<span class="_ _8"></span>ty <span class="_ _21"> </span>drogowe, <span class="_ _21"> </span>ale <span class="_ _21"> </span>r<span class="_ _8"></span>ównież <span class="_ _21"> </span>publiczne <span class="_ _21"> </span>obi<span class="_ _8"></span>ekty </div><div class="t m0 x2 h8 y22f ff2 fs3 fc0 sc0 ls0 ws0">kubaturowe <span class="_ _2a"> </span>o <span class="_ _2a"> </span>silny<span class="_ _8"></span>m <span class="_ _2a"> </span>oddziaływaniu <span class="_ _21"> </span>na <span class="_ _2a"> </span>lokalne <span class="_ _2a"> </span>społe<span class="_ _8"></span>czności. <span class="_ _2a"> </span>Terminow<span class="_ _8"></span>a <span class="_ _2a"> </span>i <span class="_ _2a"> </span>sprawna <span class="_ _2a"> </span>r<span class="_ _8"></span>ealizac<span class="_ _c"></span><span class="ff1">ja <span class="_ _7"> </span>ty<span class="_ _8"></span>ch </span></div><div class="t m0 x2 h8 y34 ff2 fs3 fc0 sc0 ls0 ws0">kontraktów <span class="_ _21"> </span>pozwala <span class="_ _21"> </span>na <span class="_ _21"> </span>po<span class="_ _8"></span>strzeganie <span class="_ _2a"> </span>MI<span class="_ _8"></span>RBUD <span class="_ _21"> </span>S.A. <span class="_ _21"> </span>prz<span class="_ _8"></span>ez <span class="_ _2a"> </span>odb<span class="_ _8"></span>iorców <span class="_ _21"> </span>i <span class="_ _21"> </span>inwestor<span class="_ _8"></span>ów <span class="_ _2a"> </span>jako <span class="_ _21"> </span>rzete<span class="_ _8"></span>lnego </div><div class="t m0 x2 h8 y230 ff2 fs3 fc0 sc0 ls0 ws0">partnera <span class="_ _1a"> </span>w <span class="_ _1a"> </span>biznes<span class="_ _8"></span>ie, <span class="_ _1a"> </span>a <span class="_ _1a"> </span>także <span class="_ _1a"> </span>s<span class="_ _8"></span>prawnego, <span class="_ _1a"> </span>polskie<span class="_ _8"></span>go <span class="_ _1a"> </span>generalnego <span class="_ _1a"> </span>wyk<span class="_ _8"></span>onawcę <span class="_ _1a"> </span>najważniejsz<span class="_ _8"></span>ych </div><div class="t m0 x2 h8 y231 ff2 fs3 fc0 sc0 ls0 ws0">kontraktów kubaturowy<span class="_ _8"></span>ch. <span class="ff1"> </span></div><div class="t m0 x2 h8 y41d ff2 fs3 fc0 sc0 ls0 ws0">Jak <span class="_ _2a"> </span>wynika <span class="_ _7"> </span>z<span class="_ _8"></span> <span class="_ _7"> </span>po<span class="_ _8"></span>wyższego <span class="_ _2a"> </span><span class="ff1">z<span class="_ _8"></span>estawienia <span class="_ _2a"> </span>- <span class="_ _2a"> </span>na <span class="_ _2a"> </span>d</span>zień <span class="_ _2a"> </span>s<span class="_ _8"></span>porządzenia <span class="_ _2a"> </span>niniejszego <span class="_ _2a"> </span>o<span class="_ _8"></span>pracowania <span class="_ _2a"> </span>struktura </div><div class="t m0 x2 h8 y41e ff2 fs3 fc0 sc0 ls0 ws0">portfela <span class="_ _0"></span>zamówień<span class="_ _8"></span> <span class="_ _0"></span>GK MIRBUD ul<span class="_ _0"></span>egła dalszym zmianom <span class="_ _3"></span>w<span class="_ _8"></span> kierunku <span class="_ _3"></span>r<span class="_ _8"></span>ozwoju działalności <span class="_ _0"></span>w segmencie </div><div class="t m0 x2 h8 y234 ff2 fs3 fc0 sc0 ls0 ws0">budownictwa <span class="_ _6"> </span>prz<span class="_ _8"></span>emysłowego<span class="_ _8"></span><span class="ff1"> <span class="_ _6"> </span>oraz <span class="_ _7"> </span></span>użyteczności <span class="_ _6"> </span>public<span class="_ _8"></span>znej <span class="_ _6"> </span>przy<span class="_ _8"></span> <span class="_ _6"></span>jednoczesnej, <span class="_ _6"> </span>dalszej<span class="_ _8"></span> <span class="_ _6"> </span>marginalizacji<span class="_ _8"></span> </div><div class="t m0 x2 h8 y235 ff2 fs3 fc0 sc0 ls0 ws0">udziału <span class="ff1">kont</span>rakt<span class="_ _8"></span>ów budownictwa <span class="_ _8"></span>mieszkanioweg<span class="_ _8"></span>o, które MIRBUD <span class="_ _8"></span>S.A. rea<span class="_ _8"></span>lizuje wyłącz<span class="_ _8"></span>nie na potrzeby<span class="_ _8"></span> </div><div class="t m0 x2 h8 y236 ff2 fs3 fc0 sc0 ls0 ws0">spółki zależnej JHM DE<span class="_ _8"></span>VELOPMENT <span class="_ _8"></span>S.A.<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h35 y201 ff6 fs1 fc0 sc0 ls0 ws0">MIRBUD S.A<span class="_ _0"></span>.<span class="ff1"> </span></div><div class="t m0 x2 h8 y41f ff2 fs3 fc0 sc0 ls0 ws0">Spółka <span class="_ _1e"> </span>niezm<span class="_ _8"></span>iennie <span class="_ _1e"> </span>świadc<span class="_ _8"></span>zy <span class="_ _1e"> </span>s<span class="_ _8"></span>zeroko <span class="_ _1e"> </span>rozumiane <span class="_ _14"> </span>usługi <span class="_ _1e"> </span>budowla<span class="_ _8"></span>no <span class="_ _14"> </span>–<span class="ff1"> <span class="_ _14"> </span></span>montażowe <span class="_ _1e"> </span>w <span class="_ _14"> </span>obszarze </div><div class="t m0 x2 h8 y420 ff1 fs3 fc0 sc0 ls0 ws0">budownictwa <span class="_ _15"> </span><span class="ff2">przemysłowego, <span class="_ _b"> </span>kubaturow<span class="_ _8"></span>ego, <span class="_ _b"> </span>miesz<span class="_ _8"></span>kaniowego <span class="_ _b"> </span>oraz<span class="_ _8"></span> <span class="_ _b"> </span>inżynieryj<span class="_ _8"></span>no<span class="_ _8"></span></span>-drogowego,<span class="_ _8"></span> </div><div class="t m0 x2 h8 y23a ff2 fs3 fc0 sc0 ls0 ws0">wykonywane <span class="_ _21"> </span>w <span class="_ _21"> </span>systemie <span class="_ _28"> </span>generalnego <span class="_ _21"> </span>wykonawstw<span class="_ _8"></span>a. <span class="_ _21"> </span>Ponadto <span class="_ _21"> </span>margina<span class="_ _8"></span>lnym <span class="_ _2a"> </span>obsz<span class="_ _8"></span>arem <span class="_ _2a"> </span>dzi<span class="_ _8"></span>ałalności </div><div class="t m0 x2 h8 y421 ff2 fs3 fc0 sc0 ls0 ws0">spółki jest działalność<span class="_ _8"></span> wydawnicza.<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 y422 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y423 ff2 fs3 fc0 sc0 ls0 ws0">Do <span class="_ _13"> </span>największ<span class="_ _8"></span>ych <span class="_ _13"> </span>dokonań<span class="_ _8"></span> <span class="_ _13"> </span>spółki <span class="_ _13"> </span>w<span class="_ _8"></span> <span class="_ _13"> </span>2021 <span class="_ _12"> </span>roku <span class="_ _12"> </span>można <span class="_ _13"> </span>zal<span class="_ _8"></span>iczyć<span class="_ _8"></span><span class="ff1"> <span class="_ _12"> </span></span>podpisanie <span class="_ _12"> </span>umów <span class="_ _13"> </span>n<span class="_ _8"></span>a <span class="_ _13"> </span>real<span class="_ _8"></span>izację </div><div class="t m0 x2 h8 y424 ff2 fs3 fc0 sc0 ls0 ws0">następujących inwestyc<span class="_ _8"></span>ji:<span class="ff1"> </span></div><div class="t m0 x2 h8 y23f ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x36 h8 y425 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">Pod<span class="_ _8"></span>pisanie <span class="_ _2b"> </span>umowy <span class="_ _13"> </span>na <span class="_ _2b"> </span>budowę <span class="_ _2b"> </span>siedz<span class="_ _8"></span>iby <span class="_ _2b"> </span>Wojewódz<span class="_ _8"></span>kiej <span class="_ _2b"> </span>Stacji <span class="_ _2b"> </span>Pog<span class="_ _8"></span>otowia <span class="_ _2b"> </span>Ratunkowego <span class="_ _13"> </span>w </span></div><div class="t m0 x25 h8 y426 ff2 fs3 fc0 sc0 ls0 ws0">Szczecinie o wartośc<span class="_ _8"></span>i 26,69 mln złotyc<span class="_ _8"></span>h netto.<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x36 h8 y427 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">Pod<span class="_ _8"></span>pisanie <span class="_ _21"> </span>umowy<span class="_ _8"></span> <span class="_ _21"> </span>przez <span class="_ _21"> </span>konsorc<span class="_ _8"></span>jum <span class="_ _21"> </span>firm, <span class="_ _21"> </span>którego <span class="_ _28"> </span>liderem <span class="_ _21"> </span>jest <span class="_ _28"> </span>MIRBUD <span class="_ _21"> </span>S.A<span class="_ _8"></span>.<span class="_ _8"></span> <span class="_ _21"> </span>na <span class="_ _21"> </span>budowę </span></div><div class="t m0 x25 h8 y428 ff2 fs3 fc0 sc0 ls0 ws0">obwodnicy Metropol<span class="_ _8"></span>ii Trójmiejskiej o wartoś<span class="_ _8"></span>ci 632,51 mln złotyc<span class="_ _8"></span>h netto.<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x36 h8 y244 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">Pod<span class="_ _8"></span>pisanie <span class="_ _7"> </span>umowy <span class="_ _7"> </span>na <span class="_ _6"> </span>budowę <span class="_ _7"> </span>budynku <span class="_ _7"> </span>mieszkalneg<span class="_ _8"></span>o <span class="_ _6"> </span>w <span class="_ _7"> </span>Bydgoszcz<span class="_ _8"></span>y <span class="_ _7"> </span>o <span class="_ _6"> </span>wartości <span class="_ _7"> </span>27,84 <span class="_ _6"> </span>mln </span></div><div class="t m0 x25 h8 y429 ff2 fs3 fc0 sc0 ls0 ws0">złotych netto.<span class="ff1"> </span></div><div class="t m0 x36 h8 y42a ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">Pod<span class="_ _8"></span>pisanie u<span class="_ _8"></span>mowy prz<span class="_ _8"></span>ez k<span class="_ _8"></span>onsorcjum, k<span class="_ _8"></span>tórego <span class="_ _8"></span>liderem <span class="_ _8"></span>jest MI<span class="_ _8"></span>RBUD <span class="_ _8"></span>S.A. na <span class="_ _8"></span>zapr<span class="_ _c"></span></span>ojektowan<span class="_ _8"></span>ie i </div><div class="t m0 x25 h8 y42b ff2 fs3 fc0 sc0 ls0 ws0">budowę<span class="ff1"> </span>obwodn<span class="_ _8"></span>icy miejscowośc<span class="_ _8"></span>i Gostyń w Wielkopols<span class="_ _8"></span>ce o wartości 200,67<span class="_ _8"></span> mln złotych netto.<span class="_ _c"></span><span class="ff1"> </span></div><div class="t m0 x36 h8 y42c ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">Pod<span class="_ _8"></span>pisanie <span class="_ _13"> </span>umowy<span class="_ _8"></span> <span class="_ _13"> </span>na <span class="_ _12"> </span>przebudowę <span class="_ _12"> </span>i <span class="_ _13"> </span>r<span class="_ _8"></span>ozbudowę <span class="_ _12"> </span>hali <span class="_ _13"> </span>w<span class="_ _8"></span>idowiskowo<span class="_ _8"></span></span>- <span class="_ _13"> </span>sp<span class="_ _8"></span>ortowej <span class="_ _12"> </span>Urania <span class="_ _13"> </span>w </div><div class="t m0 x25 h8 y249 ff2 fs3 fc0 sc0 ls0 ws0">Olsztynie o wartości <span class="_ _8"></span>158,28 mln złotych netto<span class="_ _8"></span>.<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x36 h8 y42d ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">Pod<span class="_ _8"></span>pisanie <span class="_ _21"> </span>umowy<span class="_ _8"></span> <span class="_ _21"> </span>na <span class="_ _21"> </span>budowę</span> <span class="_ _21"> </span>c<span class="_ _8"></span>entrum <span class="_ _21"> </span>magazy<span class="_ _8"></span>nowo <span class="_ _21"> </span><span class="ff2">–</span> <span class="_ _28"> </span><span class="ff2">logistycznego <span class="_ _21"> </span>w<span class="_ _8"></span>e <span class="_ _2a"> </span>W<span class="_ _8"></span>rześni <span class="_ _21"> </span>w <span class="_ _21"> </span>woj.<span class="_ _8"></span> </span></div><div class="t m0 x25 h8 y42e ff2 fs3 fc0 sc0 ls0 ws0">wielkopolskim o wart<span class="_ _8"></span>ości 139,97 mln złoty<span class="_ _8"></span>ch netto.<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x36 h8 y42f ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">Pod<span class="_ _8"></span>pisanie <span class="_ _3"></span>umowy<span class="_ _8"></span> <span class="_ _3"></span>na <span class="_ _3"></span>budowę <span class="_ _3"></span>budynku<span class="_ _8"></span> <span class="_ _3"></span>Sądu <span class="_ _3"></span>Apelacyj<span class="_ _8"></span>nego <span class="_ _3"></span>we <span class="_ _3"></span>Wrocławi<span class="_ _8"></span>u <span class="_ _3"></span>o <span class="_ _3"></span>wartośc<span class="_ _8"></span>i <span class="_ _3"></span>59,91 <span class="_ _3"></span>mln </span></div><div class="t m0 x25 h8 y430 ff2 fs3 fc0 sc0 ls0 ws0">złotych netto.<span class="ff1"> </span></div><div class="t m0 x36 h8 y24d ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">Pod<span class="_ _8"></span>pisanie <span class="_ _3"></span>umowy<span class="_ _8"></span> <span class="_ _3"></span>na <span class="_ _3"></span>zaprojektowanie<span class="_ _8"></span> <span class="_ _3"></span>i <span class="_ _3"></span>budowę <span class="_ _3"></span>obwo<span class="_ _c"></span>dnicy <span class="_ _3"></span>miejscowośc<span class="_ _8"></span>i <span class="_ _3"></span>Gostyń <span class="_ _3"></span>w <span class="_ _3"></span>ciągu<span class="_ _8"></span> <span class="_ _3"></span>drogi </span></div><div class="t m0 x25 h8 y431 ff2 fs3 fc0 sc0 ls0 ws0">krajowej nr 12 w Wielko<span class="_ _8"></span>polsc<span class="_ _8"></span>e o wartości 200,65 mln <span class="_ _8"></span>złotych netto.<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x36 h8 y289 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">Pod<span class="_ _8"></span>pisanie <span class="_ _1e"> </span>um<span class="_ _8"></span>owy <span class="_ _1e"> </span>na <span class="_ _14"> </span>realizację <span class="_ _1e"> </span>za<span class="_ _8"></span>mówienia <span class="_ _14"> </span>publicznego <span class="_ _1e"> </span>w <span class="_ _14"> </span>Dziedzinach<span class="_ _8"></span> <span class="_ _1e"> </span>O<span class="_ _8"></span>bronności <span class="_ _1e"> </span>i </span></div><div class="t m0 x25 h8 y432 ff2 fs3 fc0 sc0 ls0 ws0">Bezpieczeństwa<span class="ff1"> <span class="_ _8"></span></span>–<span class="ff1"> <span class="_ _6"> </span></span>b<span class="_ _8"></span>udowę <span class="_ _7"> </span>hali <span class="_ _6"> </span>re<span class="_ _8"></span>montowej <span class="_ _7"> </span>dla <span class="_ _7"> </span>czołgów <span class="_ _7"> </span>Leopard <span class="_ _7"> </span>2 <span class="_ _7"> </span>w <span class="_ _6"> </span>Wars<span class="_ _c"></span>zawie <span class="_ _7"> </span>Wesoła <span class="_ _7"> </span>o </div><div class="t m0 x25 h8 y433 ff2 fs3 fc0 sc0 ls0 ws0">wartości 64,56 mln zło<span class="_ _8"></span>tych netto.<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x36 h8 y252 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">Pod<span class="_ _8"></span>pisanie <span class="_ _2a"> </span>umowy <span class="_ _2a"> </span>na<span class="_ _8"></span> <span class="_ _7"> </span>rozbudo<span class="_ _8"></span>wę <span class="_ _7"> </span>ce<span class="_ _8"></span>ntrum <span class="_ _2a"> </span>handlow<span class="_ _8"></span>ego <span class="_ _7"> </span>w <span class="_ _21"> </span>Koszalinie<span class="_ _8"></span></span> <span class="_ _8"></span><span class="ff2">o <span class="_ _7"> </span>w<span class="_ _8"></span>artości <span class="_ _2a"> </span>49,33<span class="_ _8"></span> <span class="_ _7"> </span>m<span class="_ _8"></span>ln </span></div><div class="t m0 x25 h8 y434 ff2 fs3 fc0 sc0 ls0 ws0">złotych netto.<span class="ff1"> </span></div><div class="t m0 x36 h8 y435 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">Pod<span class="_ _8"></span>pisanie <span class="_ _6"></span>umowy <span class="_ _7"> </span>na <span class="_ _6"></span>budowę <span class="_ _6"> </span>Stadionu <span class="_ _6"> </span>M<span class="_ _8"></span>iejskiego <span class="_ _6"> </span>w <span class="_ _6"> </span>Opo<span class="_ _8"></span>lu <span class="_ _6"></span>o <span class="_ _6"></span>wartości <span class="_ _6"> </span>169<span class="_ _8"></span>,69 <span class="_ _6"></span>mln <span class="_ _6"> </span>złotych<span class="_ _8"></span> </span></div><div class="t m0 x25 h8 y436 ff1 fs3 fc0 sc0 ls0 ws0">netto. </div><div class="t m0 x36 h8 y437 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span>Pod<span class="_ _8"></span>pisanie <span class="_ _c"></span>um<span class="_ _8"></span>owy <span class="_ _f"></span><span class="ff2">na <span class="_ _c"></span>budowę <span class="_ _f"></span>budynku <span class="_ _f"></span>magazynowego <span class="_ _f"></span>w <span class="_ _c"></span>Sw<span class="_ _8"></span>adzimiu <span class="_ _c"></span>k<span class="_ _8"></span>/Poznania <span class="_ _f"></span>o <span class="_ _c"></span>wartośc<span class="_ _8"></span>i </span></div><div class="t m0 x25 h8 y438 ff1 fs3 fc0 sc0 ls0 ws0">13,79 mln euro netto<span class="_ _8"></span>. </div><div class="t m0 x36 h8 y439 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">O<span class="_ _8"></span>trzymanie podpisaneg<span class="_ _8"></span>o listu intencyjnego<span class="_ _8"></span> na budowę zespo<span class="_ _8"></span>łu produkcyjno <span class="_ _c"></span>–</span> magazynow<span class="_ _8"></span>ego </div><div class="t m0 x25 h8 y43a ff2 fs3 fc0 sc0 ls0 ws0">w m. Cząstków Mazow<span class="_ _8"></span>iecki, gm. Czosnów <span class="_ _8"></span>o wartości 10,8 m<span class="_ _8"></span>ln euro netto.<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 y43b ff1 fs3 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf25" class="pf w0 h0" ><div class="pc pc25 w0 h0"><img class="bi x4 y2a w3 h5" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x5 h6 y2b ff4 fs2 fc2 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI GRUPY KAPITAŁOWEJ <span class="ff3">MIRBUD ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc3"> </span></span></div><div class="t m0 x6 h4 y2c ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y2d w4 ha"><div class="t m0 xa8 h8 y85 ff2 fs3 fc2 sc0 ls0 ws0">Grupa Kapitałowa MIR<span class="_ _8"></span>BUD<span class="ff1"> <span class="ls6">| <span class="_ _8"></span></span>MIRBUD S.A.<span class="_ _8"></span> </span></div></div><div class="c x9 y2d w5 ha"><div class="t m0 xa h4 y86 ff3 fs1 fc4 sc0 ls3 ws0">37<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h4 y31 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y18e ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y22f ff2 fs3 fc0 sc0 ls0 ws0">Ponadto po upływie ok<span class="_ _8"></span>resu sprawozdawcz<span class="_ _8"></span>ego Spółka <span class="_ _8"></span><span class="ff1">p</span>odp<span class="_ _8"></span>isała następuj<span class="_ _8"></span>ące umowy:<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x36 h8 y34 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ls11">na <span class="_ _13"> </span></span><span class="ff2">zaprojekto<span class="_ _8"></span>wanie <span class="_ _2b"> </span>i <span class="_ _13"> </span>wykonanie <span class="_ _2b"> </span>ro<span class="_ _8"></span>bót <span class="_ _2b"> </span>bu<span class="_ _8"></span>dowlanych <span class="_ _13"> </span>dla <span class="_ _2b"> </span>odcinka <span class="_ _13"> </span>drogi <span class="_ _13"> </span>ekspresowej<span class="_ _8"></span> <span class="_ _2b"> </span>S74 </span></div><div class="t m0 x25 h8 y230 ff2 fs3 fc0 sc0 ls0 ws0">Przełom/Mniów –<span class="ff1"> <span class="_ _8"></span></span>Kielce (S7 węze<span class="_ _8"></span>ł Kielce Zachód) o w<span class="_ _8"></span>artości <span class="ff1">43<span class="_ _8"></span>7,14 </span>mln zł <span class="ff1">nett<span class="_ _8"></span>o; </span></div><div class="t m0 x36 h8 y231 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">na <span class="_ _8"></span>budo<span class="_ _8"></span>wę zes<span class="_ _8"></span>połu <span class="_ _8"></span>pr<span class="_ _8"></span>odukcyjno <span class="_ _c"></span>–</span> <span class="ff2">ma<span class="_ _8"></span>gazynowego <span class="_ _8"></span>w <span class="_ _8"></span>m. <span class="_ _8"></span>Cząstków<span class="_ _8"></span> Maz<span class="_ _8"></span>owiecki, <span class="_ _8"></span>gm. <span class="_ _8"></span>Cz<span class="_ _8"></span>osnów </span></div><div class="t m0 x25 h8 y293 ff2 fs3 fc0 sc0 ls0 ws0">o wartości 10,8 mln e<span class="_ _8"></span>uro netto;<span class="ff1"> </span></div><div class="t m0 x36 h8 y294 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">na <span class="_ _d"> </span>realizację <span class="_ _1b"> </span>z<span class="_ _8"></span>amówienia <span class="_ _d"> </span>publicznego <span class="_ _1b"> </span>w <span class="_ _d"> </span>dziedzinach <span class="_ _d"> </span>obronności <span class="_ _1b"> </span>i <span class="_ _d"> </span>bezpieczeństwa <span class="_ _27"> </span>–</span> </div><div class="t m0 x25 h8 y295 ff2 fs3 fc0 sc0 ls0 ws0">budowę<span class="ff1"> </span>hali <span class="_ _c"></span>remontowej <span class="_ _c"></span>dl<span class="_ _8"></span>a <span class="_ _8"></span>sprz<span class="_ _8"></span>ętu <span class="_ _8"></span>pancerne<span class="_ _8"></span>go <span class="_ _8"></span>w <span class="_ _c"></span>Kr<span class="_ _8"></span>ośnie <span class="_ _8"></span>Odrza<span class="_ _8"></span>ński<span class="_ _8"></span>m <span class="_ _c"></span>o <span class="_ _c"></span>wartoś<span class="ff1">c<span class="_ _8"></span>i <span class="_ _8"></span>39,47 <span class="_ _c"></span>mln </span></div><div class="t m0 x25 h8 y296 ff2 fs3 fc0 sc0 ls0 ws0">złotych netto.<span class="ff1"> </span></div><div class="t m0 x2 h3 y43c ff1 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y43d ff2 fs3 fc0 sc0 ls0 ws0">Na <span class="_ _7"> </span>dzień <span class="_ _7"> </span>3<span class="ff1">1.<span class="ls11">12</span>.<span class="_ _8"></span>2021 <span class="_ _7"> </span>r. <span class="_ _7"> </span>S</span>półka<span class="_ _8"></span> <span class="_ _7"> </span>realizowała <span class="_ _7"> </span>w <span class="_ _7"> </span>sum<span class="_ _8"></span>ie <span class="_ _7"> </span><span class="ff1 ls11">40<span class="_ _8"></span><span class="ls0"> <span class="_ _7"> </span></span></span>kontraktów<span class="ff1"> <span class="_ _7"> </span>b<span class="_ _8"></span>udownictwa <span class="_ _7"> </span>kubaturow<span class="_ _8"></span>ego <span class="_ _7"> </span>i <span class="_ _7"> </span>4<span class="_ _8"></span> </span></div><div class="t m0 x2 h3 y43e ff2 fs3 fc0 sc0 ls0 ws0">drogowego samodz<span class="_ _8"></span>ielnie, bądź jak<span class="_ _8"></span>o lider konsorcjum z<span class="_ _8"></span>e spółką zależną KOB<span class="_ _8"></span>YLARNIA S.A.<span class="_ _c"></span><span class="ff1 fs1"> </span></div><div class="t m0 x2 h8 y43f ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y440 ff1 fs3 fc0 sc0 ls0 ws0">Zaawansowanie prac<span class="_ _8"></span> na budowach na ko<span class="_ _8"></span>niec <span class="_ _8"></span>grudnia <span class="ff2">2021 r. przedstaw<span class="_ _8"></span>ia poniższy wy<span class="_ _8"></span>kres:<span class="_ _8"></span></span>  </div><div class="t m0 x9 h9 y441 ff1 fs4 fc0 sc0 ls0 ws0"> </div></div><div class="c xa9 y442 w41 h67"><div class="t m0 xaa h64 y443 ff12 fs7 fc0 sc0 ls2b ws0">6%</div><div class="t m0 xab h64 y444 ff12 fs7 fc0 sc0 ls28 ws0">33%</div><div class="t m0 xac h64 y445 ff12 fs7 fc0 sc0 ls0 ws0">42%</div><div class="t m0 x19 h64 y446 ff12 fs7 fc0 sc0 ls0 ws0">72%</div><div class="t m0 xad h64 y447 ff12 fs7 fc0 sc0 ls2d ws0">0%</div><div class="t m0 xad h64 y448 ff12 fs7 fc0 sc0 ls2d ws0">0%</div><div class="t m0 xad h64 y22c ff12 fs7 fc0 sc0 ls2d ws0">0%</div><div class="t m0 x9f h64 y449 ff12 fs7 fc0 sc0 ls2b ws0">9%</div><div class="t m0 xae h64 y44a ff12 fs7 fc0 sc0 ls28 ws0">3%</div><div class="t m0 xad h64 y44b ff12 fs7 fc0 sc0 ls2d ws0">0%</div><div class="t m0 x83 h64 y44c ff12 fs7 fc0 sc0 ls2e ws0">5%</div><div class="t m0 x66 h64 y44d ff12 fs7 fc0 sc0 ls29 ws0">1%</div><div class="t m0 xaf h64 y44e ff12 fs7 fc0 sc0 ls0 ws0">15%</div><div class="t m0 xb0 h64 y44f ff12 fs7 fc0 sc0 ls0 ws0">17%</div><div class="t m0 x9f h64 y450 ff12 fs7 fc0 sc0 ls2b ws0">9%</div><div class="t m0 xb1 h64 y451 ff12 fs7 fc0 sc0 ls0 ws0">68%</div><div class="t m0 xb2 h64 y452 ff12 fs7 fc0 sc0 ls0 ws0">23%</div><div class="t m0 xaf h64 y453 ff12 fs7 fc0 sc0 ls0 ws0">15%</div><div class="t m0 xb3 h64 y454 ff12 fs7 fc0 sc0 ls0 ws0">85%</div><div class="t m0 xb4 h64 y455 ff12 fs7 fc0 sc0 ls2b ws0">69%</div><div class="t m0 x98 h64 y456 ff12 fs7 fc0 sc0 ls2b ws0">64%</div><div class="t m0 xb5 h64 y457 ff12 fs7 fc0 sc0 ls0 ws0">100%</div><div class="t m0 xb5 h64 y458 ff12 fs7 fc0 sc0 ls0 ws0">100%</div><div class="t m0 xb6 h64 y459 ff12 fs7 fc0 sc0 ls2b ws0">94%</div><div class="t m0 xb7 h64 y45a ff12 fs7 fc0 sc0 ls2f ws0">40%</div><div class="t m0 x78 h64 y45b ff12 fs7 fc0 sc0 ls2c ws0">77%</div><div class="t m0 xb6 h64 y45c ff12 fs7 fc0 sc0 ls2b ws0">94%</div><div class="t m0 x75 h64 y45d ff12 fs7 fc0 sc0 ls0 ws0">75%</div><div class="t m0 xb8 h64 y45e ff12 fs7 fc0 sc0 ls0 ws0">36%</div><div class="t m0 xb9 h64 y45f ff12 fs7 fc0 sc0 ls0 ws0">97%</div><div class="t m0 xb5 h64 y460 ff12 fs7 fc0 sc0 ls0 ws0">100%</div><div class="t m0 xae h64 y461 ff12 fs7 fc0 sc0 ls28 ws0">3%</div><div class="t m0 xb3 h64 y462 ff12 fs7 fc0 sc0 ls0 ws0">85%</div><div class="t m0 xba h64 y463 ff12 fs7 fc0 sc0 ls0 ws0">93%</div><div class="t m0 xbb h64 y464 ff12 fs7 fc0 sc0 ls0 ws0">57%</div><div class="t m0 x2c h68 y465 ff13 fs8 fc0 sc0 ls0 ws0">Droga ekspresowa S1 (Kosztowy - Bielsko-Biała)</div><div class="t m0 x30 h68 y466 ff13 fs8 fc0 sc0 ls0 ws0">Droga ekspresowa S1 (obejście Węgierskiej Górki)</div><div class="t m0 x23 h68 y467 ff12 fs8 fc0 sc0 ls0 ws0">Obwodnica Olesna S11, GDDKiA o/Opole</div><div class="t m0 x60 h68 y468 ff13 fs8 fc0 sc0 ls0 ws0">Autostrada A1, odc. Tuszyn-Piotrków Tryb.-Kamieńsk,…</div><div class="t m0 x2 h68 y469 ff13 fs8 fc0 sc0 ls0 ws0">Jelenia Góra, hala mag. Panattoni</div><div class="t m0 xbc h68 y46a ff13 fs8 fc0 sc0 ls0 ws0">Bolesławiec, hala mag. Panattoni</div><div class="t m0 xbd h68 y46b ff13 fs8 fc0 sc0 ls0 ws0">Warszawa, hala remont. dla czołgów Leopard 2,…</div><div class="t m0 x2e h68 y14a ff12 fs8 fc0 sc0 ls0 ws0">Koszalin, galeria handlowa, LCP Corentin</div><div class="t m0 x59 h68 y46c ff13 fs8 fc0 sc0 ls0 ws0">Czosnów, hala mag., Panattoni</div><div class="t m0 xbe h68 y46d ff12 fs8 fc0 sc0 ls0 ws0">Opacz, hala mag. Frisco</div><div class="t m0 x73 h68 y46e ff13 fs8 fc0 sc0 ls0 ws0">Mikołów/Wyry, hala mag. Panattoni Europe</div><div class="t m0 x55 h68 y46f ff13 fs8 fc0 sc0 ls0 ws0">Wrocław, siedziba Sądu Apelacyjnego</div><div class="t m0 x92 h68 y470 ff12 fs8 fc0 sc0 ls0 ws0">Gliwice, hala mag., Panattoni</div><div class="t m0 x8a h68 y471 ff13 fs8 fc0 sc0 ls0 ws0">Zielona Góra, galeria handl., Stop Shop</div><div class="t m0 xbf h68 y472 ff12 fs8 fc0 sc0 ls0 ws0">Olsztyn, hala sportowa Urania</div><div class="t m0 x86 h68 y473 ff13 fs8 fc0 sc0 ls0 ws0">Swadzim (Poznań), Panattoni</div><div class="t m0 x73 h68 y474 ff13 fs8 fc0 sc0 ls0 ws0">Bydgoszcz, ul. Bohaterów Kragujewca, JHM…</div><div class="t m0 xa h68 y475 ff13 fs8 fc0 sc0 ls0 ws0">Szczecin, Wojewódzka Stacja Pogotowia Ratunkowego</div><div class="t m0 xc0 h68 y476 ff13 fs8 fc0 sc0 ls0 ws0">Łódź, ul. Dostawcza, hala mag., Panattoni</div><div class="t m0 xbf h68 y477 ff13 fs8 fc0 sc0 ls0 ws0">Wypędy, hala mag. Panattoni</div><div class="t m0 xc1 h68 y478 ff12 fs8 fc0 sc0 ls0 ws0">Skawina, obiekt magazynowy, TERG S.A.</div><div class="t m0 xc2 h68 y479 ff13 fs8 fc0 sc0 ls0 ws0">Łódź, zakład produkcyjny, EuroEcol</div><div class="t m0 x33 h68 y47a ff12 fs8 fc0 sc0 ls0 ws0">Warszawa, budynek produkcyjno- biurowy, PCO S.A.</div><div class="t m0 x4 h68 y47b ff13 fs8 fc0 sc0 ls0 ws0">Września, hala mag.prod., Vida XL</div><div class="t m0 xc3 h68 y47c ff12 fs8 fc0 sc0 ls0 ws0">Radzymin, hala mag., Panattoni</div><div class="t m0 x1f h68 y47d ff12 fs8 fc0 sc0 ls0 ws0">Radom, Terminal lotniska, PPL</div><div class="t m0 x6e h68 y47e ff13 fs8 fc0 sc0 ls0 ws0">Warszawa, Szkoła podstawowa na Woli, UM st.…</div><div class="t m0 xa h68 y19 ff13 fs8 fc0 sc0 ls0 ws0">Gorzów Wlkp., Centrum Edukacji i Biznesu, UM Gorzów…</div><div class="t m0 xbd h68 y47f ff13 fs8 fc0 sc0 ls0 ws0">Płock, stadion miejski Wisły Płock, Miasto Płock</div><div class="t m0 x6b h68 y480 ff13 fs8 fc0 sc0 ls0 ws0">Warszawa, budynek biurowy EQLIBRIUM II, Eqlibirium…</div><div class="t m0 x22 h68 y481 ff13 fs8 fc0 sc0 ls0 ws0">Warszawa, zespół szkolno-przedszkolny, Praga Płd.</div><div class="t m0 xd h68 y482 ff13 fs8 fc0 sc0 ls0 ws0">Łódź, ul. Smugowa &quot;Helenów Park&quot;, JHM…</div><div class="t m0 x65 h68 y1d5 ff13 fs8 fc0 sc0 ls0 ws0">Łódź, stadion miejski ŁKS, Miasto Łódź</div><div class="t m0 x63 h68 y483 ff13 fs8 fc0 sc0 ls0 ws0">Bydgoszcz, ul. Fordońska, JHM DEVELOPMENT S.A.</div><div class="t m0 x4a h68 y484 ff13 fs8 fc0 sc0 ls0 ws0">Zakopane, Apartamenty Zakopiańskie, JHM…</div><div class="t m0 x8a h69 y485 ff12 fs5 fc0 sc1 ls0 ws0">LOK<span class="_ _8"></span>A<span class="_ _8"></span>LI<span class="_ _8"></span>Z<span class="_ _8"></span>A<span class="_ _8"></span>CJ<span class="_ _8"></span>A<span class="_ _8"></span> <span class="_ _8"></span>/<span class="_ _8"></span> <span class="_ _8"></span>OBI<span class="_ _8"></span>EK<span class="_ _8"></span>T<span class="_ _8"></span> /<span class="_ _8"></span> <span class="_ _8"></span>INW<span class="_ _c"></span>EST<span class="_ _c"></span>OR</div></div></div><div class="pi" ></div></div><div id="pf26" class="pf w0 h0" ><div class="pc pc26 w0 h0"><img class="bi x18 y2a w6 h5" alt="" src="data:image/png;base64,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"/><div class="c x0 y1 w2 h0"><div class="t m0 x5 h6 y2b ff4 fs2 fc2 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI GRUPY KAPITAŁOWEJ <span class="ff3">MIRBUD ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc3"> </span></span></div><div class="t m0 x6 h4 y2c ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y2d w4 ha"><div class="t m0 xc4 h8 y85 ff2 fs3 fc2 sc0 ls0 ws0">Grupa Kapitałowa MIR<span class="_ _8"></span>BUD<span class="ff1"> <span class="ls6">| <span class="_ _8"></span></span>KOBYLARNI<span class="_ _8"></span>A S.A. </span></div></div><div class="c x9 y2d w5 ha"><div class="t m0 xa h4 y86 ff3 fs1 fc4 sc0 ls3 ws0">38<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h4 y31 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y18e ff2 fs3 fc0 sc0 ls0 ws0">Zgodnie <span class="_ _c"></span>z <span class="_ _8"></span>prz<span class="_ _8"></span>yjętą <span class="_ _8"></span>w<span class="_ _8"></span> <span class="_ _8"></span>20<span class="_ _8"></span>20 <span class="_ _c"></span>roku <span class="_ _c"></span>Polityką <span class="_ _c"></span>Dywiden<span class="_ _8"></span>dową <span class="_ _8"></span>S<span class="_ _8"></span>półka <span class="_ _8"></span>w<span class="_ _8"></span> <span class="_ _8"></span>20<span class="_ _8"></span>21 <span class="_ _c"></span>wypłaciła <span class="_ _c"></span>dywi<span class="_ _c"></span>dendę <span class="_ _c"></span>od <span class="_ _c"></span>zysk<span class="_ _8"></span>u </div><div class="t m0 x2 h8 y22f ff2 fs3 fc0 sc0 ls0 ws0">jednostkowego <span class="_ _13"> </span>za <span class="_ _13"> </span>2020 <span class="_ _13"> </span>rok <span class="_ _13"> </span>w <span class="_ _13"> </span>wysokośc<span class="_ _8"></span>i <span class="_ _2b"> </span>0,08 <span class="_ _13"> </span>zł <span class="_ _13"> </span>na <span class="_ _13"> </span>akcję, <span class="_ _13"> </span>co <span class="_ _13"> </span>stanowi <span class="_ _13"> </span>wzros<span class="_ _8"></span>t <span class="_ _2b"> </span>wz<span class="_ _8"></span>ględem <span class="_ _2b"> </span>roku<span class="_ _8"></span> </div><div class="t m0 x2 h8 y34 ff2 fs3 fc0 sc0 ls0 ws0">poprzedniego <span class="_ _f"></span>o <span class="_ _f"></span>400%. <span class="_ _6"></span>W <span class="_ _f"></span>tym <span class="_ _f"></span>roku <span class="_ _f"></span>również <span class="_ _f"></span>po <span class="_ _f"></span>raz <span class="_ _f"></span>dr<span class="_ _8"></span>ugi <span class="_ _f"></span>Spółka <span class="_ _f"></span>została <span class="_ _f"></span>obj<span class="_ _8"></span>ęta <span class="_ _f"></span>programem <span class="_ _f"></span>wsp<span class="_ _8"></span>arcia </div><div class="t m0 x2 h8 y230 ff2 fs3 fc0 sc0 ls0 ws0">pokrycia analitycznego GPW, w <span class="_ _0"></span>ramach którego w 2021 roku <span class="_ _3"></span>Do<span class="_ _8"></span><span class="ff1">m Maklersk<span class="_ _8"></span>i IPOPEMA Securities S.A. </span></div><div class="t m0 x2 h8 y231 ff2 fs3 fc0 sc0 ls0 ws0">wydaje <span class="_ _1e"> </span>rekomendac<span class="_ _8"></span>je <span class="_ _1e"> </span>i <span class="_ _1e"> </span>analizy <span class="_ _1e"> </span>dl<span class="_ _8"></span>a <span class="_ _1e"> </span>MIRBUD <span class="_ _14"> </span>S.A., <span class="_ _1e"> </span>a <span class="_ _1e"> </span>także <span class="_ _1e"> </span>prow<span class="_ _8"></span>adzi <span class="_ _1e"> </span>spotkania <span class="_ _1e"> </span>z <span class="_ _14"> </span>inwestorami </div><div class="t m0 x2 h8 y293 ff2 fs3 fc0 sc0 ls0 ws0">instytucjonalnymi zainteres<span class="_ _8"></span>owanymi udz<span class="_ _8"></span>iałem w akcjo<span class="_ _8"></span>nariacie Spółki. <span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 y294 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y295 ff2 fs3 fc0 sc0 ls0 ws0">W pierwszym półroczu <span class="ff1">202<span class="_ _8"></span>1 r. <span class="_ _0"></span>s<span class="ff2">półka przeprowa<span class="_ _8"></span>dziła szereg działań polegających na dostosowaniu jej </span></span></div><div class="t m0 x2 h8 y296 ff2 fs3 fc0 sc0 ls0 ws0">zasad <span class="_ _7"> </span>ładu <span class="_ _6"> </span>kor<span class="_ _8"></span>poracyjnego <span class="_ _7"> </span>do <span class="_ _6"> </span>akt<span class="_ _8"></span>ualnego <span class="_ _7"> </span>Zbioru <span class="_ _7"> </span>Dobrych <span class="_ _7"> </span>Praktyk <span class="_ _7"> </span>Spółek <span class="_ _6"> </span>N<span class="_ _8"></span>otowanych <span class="_ _7"> </span>2021, <span class="_ _7"> </span>które </div><div class="t m0 x2 h8 y297 ff2 fs3 fc0 sc0 ls0 ws0">Giełda <span class="_ _3"></span>Papierów <span class="_ _3"></span>Wartości<span class="_ _8"></span>owych <span class="_ _3"></span>w <span class="_ _3"></span>Warszawie <span class="_ _3"></span>opubliko<span class="_ _8"></span>wała <span class="_ _3"></span>w <span class="_ _3"></span>lipcu <span class="_ _3"></span><span class="ff1">20<span class="_ _8"></span>21 <span class="_ _3"></span>r. <span class="_ _3"></span>Zgodnie <span class="_ _3"></span>z <span class="_ _3"></span>nowymi <span class="_ _2"></span>z<span class="_ _8"></span>asadam<span class="_ _8"></span>i </span></div><div class="t m0 x2 h8 y298 ff2 fs3 fc0 sc0 ls0 ws0">w  Spółce  wprowadzono  szereg  regulacji  i  procedur  dostosowującyc<span class="_ _8"></span>h  jej  kulturę <span class="_ _28"> </span>organizacy<span class="_ _8"></span>jną  w </div><div class="t m0 x2 h8 y299 ff1 fs3 fc0 sc0 ls0 ws0">zakresie <span class="_ _21"> </span><span class="ff7">governa<span class="_ _8"></span>nce</span> <span class="_ _21"> </span><span class="ls10">i <span class="_ _21"> </span></span><span class="ff7">c<span class="_ _8"></span>ompiance.  <span class="ff2">W<span class="_ _0"></span> <span class="_ _21"> </span>celu <span class="_ _21"> </span>zwięks<span class="_ _8"></span>zenia <span class="_ _21"> </span>atrakcyj<span class="_ _8"></span>ności <span class="_ _21"> </span>w <span class="_ _21"> </span>postrzeganiu <span class="_ _21"> </span>S<span class="_ _8"></span>półki <span class="_ _21"> </span>przez </span></span></div><div class="t m0 x2 h8 y29a ff2 fs3 fc0 sc0 ls0 ws0">inwestorów <span class="_ _2a"> </span>instytucj<span class="_ _8"></span>onalnych <span class="_ _2a"> </span>i <span class="_ _2a"> </span>indywi<span class="_ _8"></span>dualnych <span class="_ _2a"> </span>dokon<span class="_ _8"></span>ano <span class="_ _2a"> </span>również <span class="_ _2a"> </span>zmi<span class="_ _c"></span><span class="ff1">an <span class="_ _2a"> </span>w <span class="_ _2a"> </span>polity<span class="_ _8"></span>ce <span class="_ _2a"> </span>komunikacyjnej </span></div><div class="t m0 x2 h8 y337 ff2 fs3 fc0 sc0 ls0 ws0">MIRBUD S.A., <span class="_ _0"></span>zgodnie z <span class="_ _3"></span>kt<span class="_ _8"></span>órą począwszy od<span class="_ _0"></span> 2022 <span class="_ _3"></span>rok<span class="_ _8"></span>u wraz <span class="_ _3"></span>z<span class="_ _8"></span> <span class="_ _0"></span>publikacją raportów okresowych Spółka </div><div class="t m0 x2 h8 y338 ff1 fs3 fc0 sc0 ls0 ws0">organizuje <span class="_ _14"> </span><span class="ff2">otwarte <span class="_ _14"> </span>spotkania <span class="_ _14"> </span>poświęcon<span class="_ _8"></span>e <span class="_ _1e"> </span>prz<span class="_ _8"></span>edstawieniu <span class="_ _14"> </span>wyników <span class="_ _14"> </span>finansowyc<span class="_ _8"></span>h <span class="_ _1e"> </span>z<span class="_ _8"></span>a <span class="_ _1e"> </span>dany <span class="_ _14"> </span>okres<span class="_ _8"></span> </span></div><div class="t m0 x2 h8 y33a ff2 fs3 fc0 sc0 ls0 ws0">obrachunkowy. <span class="_ _3"></span>Dodatko<span class="_ _8"></span>wo <span class="_ _3"></span>po <span class="_ _3"></span>zakończeniu <span class="_ _3"></span>ok<span class="_ _8"></span><span class="ff1">resu<span class="_ _8"></span> <span class="_ _3"></span>obrachunkowego<span class="_ _8"></span> <span class="_ _3"></span><span class="ff2 ls12">są<span class="ff1 ls0"> <span class="_ _3"></span>publikowane <span class="_ _3"></span>sz<span class="_ _8"></span>acunkowe <span class="_ _3"></span>dane<span class="_ _8"></span> </span></span></span></div><div class="t m0 x2 h8 y33c ff1 fs3 fc0 sc0 ls0 ws0">finansowe za dany ok<span class="_ _8"></span>res. </div><div class="t m0 x2 h8 y33d ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y11f ff2 fs3 fc0 sc0 ls0 ws0">W <span class="_ _6"> </span>raportowa<span class="_ _8"></span>nym <span class="_ _6"> </span>okresie <span class="_ _7"> </span>Spółka <span class="_ _6"> </span>zakończyła <span class="_ _7"> </span>budowę <span class="_ _7"> </span><span class="ff1">1 <span class="_ _6"> </span>ob<span class="_ _8"></span>iektu <span class="_ _6"> </span></span>uż<span class="_ _8"></span>yteczności <span class="_ _6"> </span>pub<span class="_ _8"></span>licznej<span class="ff1">, <span class="_ _6"> </span>6 <span class="_ _7"> </span>obiekt</span><span class="ls11">ów<span class="_ _8"></span></span><span class="ff1"> </span></div><div class="t m0 x2 h8 y33e ff1 fs3 fc0 sc0 ls0 ws0">produkcyjn<span class="ls12">ych</span> <span class="_ _f"></span>i <span class="_ _f"></span>magaz<span class="_ _8"></span>ynow<span class="ls12">ych</span><span class="ff2">, <span class="_ _f"></span>a <span class="_ _f"></span>także</span> <span class="_ _6"></span>5 <span class="_ _f"></span><span class="ff2">budynków<span class="_ _8"></span> <span class="_ _f"></span>mieszkalnych <span class="_ _6"> </span></span>wielorodzin<span class="_ _8"></span>nych <span class="_ _f"></span>oraz <span class="_ _6"></span><span class="ls11">81</span> <span class="_ _f"></span><span class="ff2">domów </span></div><div class="t m0 x2 h8 y340 ff1 fs3 fc0 sc0 ls0 ws0">jednorodzinnych.<span class="_ _8"></span> </div><div class="t m0 x2 h8 y486 ff2 fs3 fc0 sc0 ls0 ws0">W  okres<span class="_ _8"></span>ie  od<span class="_ _8"></span>  1 <span class="_ _2b"> </span>stycz<span class="_ _8"></span>nia  do <span class="_ _2b"> </span>31 <span class="_ _2b"> </span>grudnia <span class="_ _2b"> </span>2021 <span class="_ _2b"> </span>r. <span class="_ _2b"> </span>Spółka  n<span class="_ _8"></span>a  ter<span class="_ _8"></span>enie <span class="_ _2b"> </span>Polski <span class="_ _2b"> </span>wzięła <span class="_ _2b"> </span>udział <span class="_ _11"> </span>w <span class="_ _2b"> </span>110<span class="_ _8"></span> </div><div class="t m0 x2 h8 y487 ff2 fs3 fc0 sc0 ls0 ws0">postępowaniach ofertowych niepublicznych i<span class="_ _0"></span> <span class="_ _0"></span>49 przetargach pu<span class="_ _0"></span>blicznych o <span class="_ _3"></span>łąc<span class="_ _8"></span>znej wartości <span class="_ _3"></span>16,4 mld <span class="_ _0"></span>zł. </div><div class="t m0 x2 h8 y488 ff1 fs3 fc0 sc0 ls0 ws0">29 z nich <span class="ff2">zakończy<span class="_ _8"></span>ło się wyborem oferty<span class="_ _8"></span> Emitenta.<span class="_ _8"></span></span> </div><div class="t m0 x2 h35 y489 ff6 fs1 fc0 sc0 ls0 ws0">KOBYLARNI<span class="_ _0"></span>A S.A. </div><div class="t m0 x2 h55 y48a ff9 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y48b ff1 fs3 fc0 sc0 ls0 ws0">W <span class="_ _c"></span>202<span class="_ _8"></span>1 <span class="_ _c"></span>roku<span class="_ _8"></span> <span class="_ _c"></span><span class="ff2">zmn<span class="_ _8"></span>iejszeniu <span class="_ _f"></span>uległa</span> <span class="_ _f"></span><span class="ff2">liczba <span class="_ _c"></span>przet<span class="_ _8"></span>argów <span class="_ _c"></span>o<span class="_ _8"></span>rganizowanych <span class="_ _f"></span>przez <span class="_ _f"></span>Generalną <span class="_ _c"></span>Dy<span class="_ _8"></span>rekcję <span class="_ _f"></span>Dróg </span></div><div class="t m0 x2 h8 y48c ff1 fs3 fc0 sc0 ls0 ws0">Krajowych <span class="_ _7"> </span>i <span class="_ _6"> </span>Autostra<span class="_ _8"></span>d, <span class="_ _6"> </span>n<span class="_ _8"></span>atomiast <span class="_ _7"> </span>w <span class="_ _6"> </span>20<span class="_ _8"></span>22 <span class="_ _6"> </span>roku <span class="_ _2a"> </span><span class="ff2">w <span class="_ _7"> </span>ramach <span class="_ _7"> </span>realizacji <span class="_ _7"> </span>rządowego <span class="_ _7"> </span>Planu <span class="_ _7"> </span>Budowy <span class="_ _7"> </span>Dróg </span></div><div class="t m0 x2 h8 y48d ff1 fs3 fc0 sc0 ls0 ws0">Krajowych  i <span class="_ _21"> </span>Autostrad  na  lata <span class="_ _21"> </span>2021  <span class="ff2">–</span>  <span class="ff2">20<span class="_ _0"></span>30  (z <span class="_ _21"> </span>perspekty<span class="_ _8"></span>wą<span class="ff1"> do  2035 <span class="_ _21"> </span>r.)  </span>zaplanowano  ogłoszenie </span></div><div class="t m0 x2 h8 y48e ff2 fs3 fc0 sc0 ls0 ws0">przetargów <span class="_ _f"></span>na <span class="_ _f"></span>rea<span class="_ _8"></span>lizację <span class="_ _f"></span>inwestyc<span class="_ _8"></span>ji <span class="_ _f"></span><span class="ff1">drogowyc<span class="_ _8"></span>h <span class="_ _f"></span></span>główni<span class="_ _8"></span>e <span class="_ _f"></span>we <span class="_ _f"></span>wschodniej <span class="_ _f"></span>cz<span class="_ _8"></span>ęści <span class="_ _f"></span>kraju, <span class="_ _f"></span>na <span class="_ _f"></span>terenie <span class="_ _f"></span>k<span class="_ _8"></span>tórej </div><div class="t m0 x2 h8 y48f ff2 fs3 fc0 sc0 ls0 ws0">Spółka <span class="_ _21"> </span>nie <span class="_ _28"> </span>posiada <span class="_ _21"> </span>włas<span class="_ _8"></span>nego <span class="_ _21"> </span>zaplecza  logistycznego<span class="_ _8"></span><span class="ff1">. <span class="_ _21"> </span>Pomimo <span class="_ _28"> </span>tego <span class="_ _21"> </span>ak<span class="_ _8"></span>tualnie <span class="_ _21"> </span>KOBYL<span class="_ _8"></span>ARNIA <span class="_ _21"> </span>S.A.<span class="_ _8"></span> </span></div><div class="t m0 x2 h8 y490 ff2 fs3 fc0 sc0 ls0 ws0">dysponuje <span class="_ _3"></span>wypełnionym <span class="_ _3"></span>portfelem<span class="_ _8"></span> <span class="_ _2"></span>zamó<span class="_ _8"></span>wień <span class="_ _3"></span><span class="ff1">do <span class="_ _3"></span>roku <span class="_ _3"></span>2025. <span class="_ _3"></span>Kontrakty <span class="_ _3"></span>budown<span class="_ _8"></span>ictwa <span class="_ _3"></span>drogowego <span class="_ _3"></span>realizuje </span></div><div class="t m0 x2 h8 y302 ff1 fs3 fc0 sc0 ls0 ws0">zazwyczaj <span class="_ _6"></span>konsorcjum <span class="_ _f"></span>KOBYLARN<span class="_ _8"></span>IA <span class="_ _f"></span>S.A. <span class="_ _6"></span>z <span class="_ _f"></span>MIRBU<span class="_ _8"></span>D <span class="_ _f"></span>S.A., <span class="_ _f"></span>prz<span class="_ _8"></span>y <span class="_ _f"></span>czym <span class="_ _6"></span><span class="ff2">dla <span class="_ _f"></span>zadań <span class="_ _f"></span>z<span class="_ _8"></span>lokalizowanych <span class="_ _6"></span>w </span></div><div class="t m0 x2 h8 y491 ff2 fs3 fc0 sc0 ls0 ws0">zachodniej, <span class="_ _d"> </span>północno<span class="ff1">-</span>zac<span class="_ _8"></span>hodniej <span class="_ _d"> </span>i <span class="_ _d"> </span>północnej <span class="_ _d"> </span>Po<span class="_ _8"></span>lsce <span class="_ _d"> </span>KOBYLARNIA <span class="_ _d"> </span>S.A. <span class="_ _d"> </span>występuje <span class="_ _d"> </span>jako <span class="_ _d"> </span>lider </div><div class="t m0 x2 h8 y492 ff2 fs3 fc0 sc0 ls0 ws0">konsorcjum, natomiast dla zadań <span class="_ _0"></span>drogowych zlokalizowanyc<span class="_ _8"></span>h w <span class="_ _0"></span>południowej i południowo <span class="_ _8"></span>–<span class="ff1"> zachodniej </span></div><div class="t m0 x2 h8 y493 ff1 fs3 fc0 sc0 ls0 ws0">Polsce liderem konsorc<span class="_ _8"></span>jum pozostaje MIRBU<span class="_ _8"></span>D S.A. <span class="_ _8"></span> </div><div class="t m0 x2 h8 y494 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y495 ff1 fs3 fc0 sc0 ls0 ws0">W 2021 roku <span class="ff2">Spółka realizowała następujące kontrakty<span class="_ _8"></span>, występując<span class="_ _8"></span> jako lider w konsorcjum z MIRBUD </span></div><div class="t m0 x2 h8 y496 ff1 fs3 fc0 sc0 ls0 ws0">S.A.: </div><div class="t m0 x2 h8 y497 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x36 h8 y498 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span>Bud<span class="_ _8"></span>owa <span class="_ _c"></span>autostrady <span class="_ _c"></span>A18 <span class="_ _c"></span>O<span class="_ _8"></span>lszy<span class="_ _8"></span>na-<span class="ff2">Golnice <span class="_ _c"></span>(przeb<span class="_ _8"></span>udowa <span class="_ _c"></span>jezdni <span class="_ _c"></span>połudn<span class="_ _8"></span>iowej), <span class="_ _c"></span>odcinek <span class="_ _c"></span>2: <span class="_ _c"></span>od <span class="_ _c"></span>km<span class="_ _8"></span> </span></div><div class="t m0 x25 h8 y499 ff2 fs3 fc0 sc0 ls0 ws0">11+860 do km 33+7<span class="_ _8"></span>60 na zlecenie GDD<span class="_ _8"></span>KiA. Wartość<span class="_ _8"></span> kontraktu: <span class="_ _8"></span><span class="ff1">206,61 </span>mln z<span class="_ _8"></span>ł <span class="ff1">netto.<span class="_ _8"></span> </span></div><div class="t m0 x36 h8 y49a ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">Bud<span class="_ _8"></span>owa <span class="_ _8"></span>obwodnicy<span class="_ _8"></span> <span class="_ _8"></span>Poręby<span class="_ _8"></span> <span class="_ _8"></span>i <span class="_ _8"></span>Zawierci<span class="_ _8"></span>a <span class="_ _8"></span>w <span class="_ _8"></span>cią<span class="_ _8"></span>gu <span class="_ _8"></span>drogi <span class="_ _8"></span>k<span class="_ _8"></span>rajowej <span class="_ _8"></span>nr <span class="_ _c"></span>78 <span class="_ _8"></span>o<span class="_ _8"></span>dc. <span class="_ _8"></span>Siewierz<span class="_ _8"></span> <span class="_ _f"></span>–</span> <span class="_ _8"></span><span class="ff2">Poręba <span class="_ _8"></span>–</span> </div><div class="t m0 x25 h8 y25 ff2 fs3 fc0 sc0 ls0 ws0">Zawiercie  (Kromołów) <span class="_ _2b"> </span>–<span class="ff1">  </span>od  km  105+836  do  km  122+500  na  zlecenie  GDDKiA.  Wartość </div><div class="t m0 x25 h8 y49b ff1 fs3 fc0 sc0 ls0 ws0">kontraktu: 337,15 <span class="_ _8"></span><span class="ff2">mln zł </span>ne<span class="_ _8"></span>tto; </div><div class="t m0 x36 h8 y49c ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span>Kontynuacja projekto<span class="_ _8"></span>wania i budowy dr<span class="_ _8"></span>ogi ekspresowej<span class="_ _8"></span> S-<span class="ff2">5 na <span class="_ _8"></span>odcinku od węzła „<span class="_ _8"></span>Dworzysk<span class="_ _8"></span>o </span></div><div class="t m0 x3 h8 y49d ff2 fs3 fc0 sc0 ls0 ws0">(bez węzła) –<span class="ff1"> </span>do węz<span class="_ _8"></span>ła Aleksandrowo (z<span class="_ _8"></span> węzłem) o dł<span class="_ _8"></span>ugości około 22,4 km n<span class="_ _8"></span>a zlecenie </div><div class="t m0 x3 h8 y49e ff2 fs3 fc0 sc0 ls0 ws0">GDDKiA. Wartość kontr<span class="_ _8"></span>aktu: <span class="ff1">474,2<span class="_ _8"></span>8 </span>zł <span class="ff1">netto;<span class="_ _8"></span> </span></div></div></div><div class="pi" ></div></div><div id="pf27" class="pf w0 h0" ><div class="pc pc27 w0 h0"><img class="bi x4 y2a w3 h5" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x5 h6 y2b ff4 fs2 fc2 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI GRUPY KAPITAŁOWEJ <span class="ff3">MIRBUD ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc3"> </span></span></div><div class="t m0 x6 h4 y2c ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y2d w4 ha"><div class="t m0 xc4 h8 y85 ff2 fs3 fc2 sc0 ls0 ws0">Grupa Kapitałowa MIR<span class="_ _8"></span>BUD<span class="ff1"> <span class="ls6">| <span class="_ _8"></span></span>KOBYLARNI<span class="_ _8"></span>A S.A. </span></div></div><div class="c x9 y2d w5 ha"><div class="t m0 xa h4 y86 ff3 fs1 fc4 sc0 ls3 ws0">39<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h4 y31 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x36 h8 y18e ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span>Kontynuacja projekto<span class="_ _8"></span>wania i budowy dr<span class="_ _8"></span>ogi ekspresowej<span class="_ _8"></span> S-<span class="ff2">5 na <span class="_ _8"></span>odcinku od węzła „<span class="_ _8"></span>Białe Błota” </span></div><div class="t m0 x3 h8 y22f ff1 fs3 fc0 sc0 ls0 ws0">(bez <span class="ff2">węzła) do węz<span class="_ _8"></span>ła „Szubin” (bez w<span class="_ _8"></span>ęzła) o długości o<span class="_ _8"></span>koło 9,7 km na zlecen<span class="_ _8"></span>ie GDDKiA. </span></div><div class="t m0 x3 h8 y34 ff2 fs3 fc0 sc0 ls0 ws0">Wartość kontraktu: <span class="ff1">2<span class="_ _8"></span>92,21 </span>mln z<span class="_ _8"></span>ł <span class="ff1">netto. </span></div><div class="t m0 x36 h8 y230 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span>Zaprojektowanie i bud<span class="_ _8"></span>owa drogi ekspresowej<span class="_ _8"></span> S-<span class="_ _8"></span>11 Koszalin - <span class="_ _8"></span>Szczecinek, odc. w.<span class="_ _8"></span> Koszalin </div><div class="t m0 x3 h8 y231 ff2 fs3 fc0 sc0 ls0 ws0">Zachód (bez węzła) <span class="ff1">-<span class="_ _8"></span> w. Bobol<span class="_ _8"></span>ice. Odcinek 3. W<span class="_ _8"></span></span>ęzeł Kosz<span class="_ _8"></span>alin Południe (bez węzł<span class="_ _8"></span>a) –<span class="ff1"> </span>węze<span class="_ _8"></span>ł </div><div class="t m0 x3 h8 y293 ff2 fs3 fc0 sc0 ls0 ws0">Bobolice (z węzłem) n<span class="_ _8"></span>a zlecenie GDDK<span class="_ _8"></span>iA. Wartość kontraktu: <span class="_ _8"></span><span class="ff1">365,<span class="_ _8"></span>85 </span>mln zł <span class="ff1">netto<span class="_ _8"></span>. </span></div><div class="t m0 x36 h8 y294 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">Budowa drogi wojew<span class="_ _8"></span>ódzkiej od drogi w<span class="_ _8"></span>ojewódzkiej nr 455 do dr<span class="_ _8"></span>ogi krajowej nr 98<span class="_ _8"></span> <span class="_ _8"></span>–</span> w formule </div><div class="t m0 x3 h8 y295 ff2 fs3 fc0 sc0 ls0 ws0">„zaprojektuj i wybuduj”<span class="_ _8"></span> we Wrocławiu na z<span class="_ _8"></span>lecen<span class="_ _8"></span>ie Zarządu Dróg <span class="_ _8"></span>Wojewódzkich w<span class="_ _8"></span>e Wrocławiu. </div><div class="t m0 x3 h8 y296 ff2 fs3 fc0 sc0 ls0 ws0">Wartość kontraktu: <span class="ff1">1<span class="_ _8"></span>33,9 </span>mln zł <span class="_ _8"></span><span class="ff1">netto. </span></div><div class="t m0 x36 h8 y297 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">Rozbudowa drog<span class="_ _8"></span>i wojewódzkiej nr 548 <span class="_ _8"></span>Stolno </span>-<span class="_ _8"></span> <span class="ff2">Wąbrzeźno km 0+005 <span class="_ _8"></span>do km 29+619 z </span></div><div class="t m0 x3 h8 y298 ff2 fs3 fc0 sc0 ls0 ws0">wyłączeniem węzła aut<span class="_ _8"></span>ostradowego w m.<span class="_ _8"></span> Lisewo od km 14+1<span class="_ _8"></span>44 do km 15+14<span class="_ _8"></span>6 część 2 <span class="_ _8"></span><span class="ff1">-<span class="_ _8"></span> <span class="ls11">etap </span></span></div><div class="t m0 x3 h8 y299 ff1 fs3 fc0 sc0 lsd ws0">II od<span class="ls0"> <span class="ff2">km 15+146 d<span class="_ _8"></span>o km 29+619 na zl<span class="_ _8"></span>ecenie Zarządu D<span class="_ _8"></span>róg Wojewódzkich w Byd<span class="_ _8"></span>goszc<span class="_ _8"></span>zy. </span></span></div><div class="t m0 x3 h8 y29a ff2 fs3 fc0 sc0 ls0 ws0">Wartość kontraktu: <span class="ff1">5<span class="_ _8"></span>5,93 </span>mln zł <span class="_ _8"></span><span class="ff1">netto. </span></div><div class="t m0 x36 h8 y337 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">Roz<span class="_ _8"></span>budowa  drogi  wojewó<span class="_ _8"></span>dzkiej  nr  548  Stolno  </span>-  <span class="ff2">Wąbrzeźno  km  0+005  do  km  29+61<span class="_ _8"></span>9  z </span></div><div class="t m0 x25 h8 y338 ff2 fs3 fc0 sc0 ls0 ws0">wyłączeniem <span class="_ _8"></span>węzła a<span class="_ _8"></span>utostradowego<span class="_ _8"></span> w <span class="_ _8"></span>m. Lise<span class="_ _8"></span>wo od<span class="_ _8"></span> km 1<span class="_ _8"></span>4+144 do<span class="_ _8"></span> k<span class="_ _8"></span>m<span class="_ _8"></span> 15+146 <span class="_ _8"></span>częś<span class="_ _8"></span>ć 1 <span class="_ _8"></span><span class="ff1">- et<span class="_ _8"></span>ap </span></div><div class="t m0 x25 h8 y33a ff2 fs3 fc0 sc0 ls0 ws0">i od km 0+<span class="_ _8"></span>005 do <span class="_ _8"></span>km 14+1<span class="_ _8"></span>4 na zleceni<span class="_ _8"></span>e Zarządu Dr<span class="_ _8"></span>óg Wojew<span class="_ _8"></span>ódzkich w <span class="_ _8"></span>Bydgosz<span class="_ _8"></span>czy. <span class="_ _8"></span>Wartość </div><div class="t m0 x25 h8 y33c ff1 fs3 fc0 sc0 ls0 ws0">kontraktu: 55,93 <span class="ff2">m<span class="_ _8"></span>ln zł </span>nett<span class="_ _8"></span>o. </div><div class="t m0 x36 h8 y33d ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span>Bud<span class="_ _8"></span>owa <span class="_ _8"></span>autostrady <span class="_ _8"></span>A18 <span class="_ _8"></span>O<span class="_ _8"></span>lszyna <span class="_ _c"></span><span class="ff2">–</span> <span class="_ _8"></span><span class="ff2">Golnice <span class="_ _8"></span>(prze<span class="_ _8"></span>budowa <span class="_ _8"></span>jezdni <span class="_ _8"></span>po<span class="_ _8"></span>łudniowej) <span class="_ _8"></span>odcinek <span class="_ _8"></span>4 <span class="_ _8"></span>o<span class="_ _8"></span>d km </span></div><div class="t m0 x25 hb y11f ff2 fs3 fc0 sc0 ls0 ws0">50+000 do km 71+5<span class="_ _8"></span>33 na zlecenie GDD<span class="_ _8"></span>KiA. Wartość<span class="_ _8"></span> kontraktu: <span class="_ _8"></span><span class="ff1">210,32 </span>mln z<span class="_ _8"></span>ł <span class="ff1">netto.<span class="_ _8"></span><span class="ff6"> </span></span></div><div class="t m0 x36 h8 y33e ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span>Z<span class="_ _8"></span>aprojektowanie <span class="_ _8"></span>i <span class="_ _8"></span>budow<span class="_ _8"></span>a <span class="_ _8"></span><span class="ff2">O<span class="_ _8"></span>bwodnicy <span class="_ _8"></span>Metropol<span class="_ _8"></span>ii Trój<span class="_ _8"></span>miejskiej, <span class="_ _8"></span>odc. <span class="_ _8"></span>węze<span class="_ _8"></span>ł Żuk<span class="_ _8"></span>owo <span class="_ _8"></span>(z <span class="_ _8"></span>węzłem) </span></div><div class="t m0 x25 h8 y340 ff2 fs3 fc0 sc0 ls0 ws0">–<span class="ff1"> <span class="_ _c"></span></span>węzeł <span class="_ _c"></span>G<span class="_ _8"></span>dańsk <span class="_ _c"></span>Połudn<span class="_ _8"></span>ie <span class="_ _c"></span>(z <span class="_ _c"></span>węzłem)<span class="_ _8"></span><span class="ff1"> <span class="_ _f"></span></span>na <span class="_ _8"></span>z<span class="_ _8"></span>lecenie <span class="_ _c"></span>G<span class="_ _8"></span>DDKiA. <span class="_ _c"></span>W<span class="_ _8"></span>artość <span class="_ _c"></span>kontr<span class="_ _8"></span>aktu: <span class="_ _f"></span><span class="ff1">631,69 <span class="_ _f"></span></span>mln <span class="_ _8"></span>zł<span class="_ _8"></span> </div><div class="t m0 x25 h8 y341 ff1 fs3 fc0 sc0 ls11 ws0">netto<span class="ls0">. </span></div><div class="t m0 x36 h8 yde ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">Z<span class="_ _8"></span>aprojektowanie <span class="_ _7"> </span>i <span class="_ _6"> </span>budo<span class="_ _8"></span>wa <span class="_ _7"> </span>obwodnicy <span class="_ _6"> </span>m<span class="_ _8"></span>iejscowości <span class="_ _7"> </span>Gostyń <span class="_ _7"> </span>w <span class="_ _7"> </span>ciągu <span class="_ _6"> </span>drog<span class="_ _8"></span>i <span class="_ _6"> </span>kraj<span class="_ _8"></span>owej <span class="_ _6"> </span>nr <span class="_ _7"> </span>12 <span class="_ _7"> </span>w </span></div><div class="t m0 x25 h8 y342 ff1 fs3 fc0 sc0 ls0 ws0">Wielkopol<span class="ff2">sce na zl<span class="_ _8"></span>ecenie GDDKiA. Wartoś<span class="_ _8"></span>ć kontraktu: <span class="_ _8"></span></span>200,65 <span class="ff2">m<span class="_ _8"></span>ln zł </span>netto. </div><div class="t m0 x2 h8 y17a ff2 fs3 fc0 sc0 ls0 ws0">Ponadto <span class="_ _6"></span>po <span class="_ _f"></span>upływi<span class="_ _8"></span>e <span class="_ _f"></span>okres<span class="_ _8"></span>u <span class="_ _f"></span>sprawoz<span class="_ _8"></span>dawczego <span class="_ _6"></span>Spółka <span class="_ _6"> </span>pod<span class="_ _8"></span>pisała <span class="_ _f"></span>u<span class="_ _8"></span>mowę <span class="_ _6"></span>na <span class="_ _f"></span>bu<span class="_ _8"></span>dowę <span class="_ _f"></span>Zb<span class="_ _8"></span>iorczej <span class="_ _6"></span>Drogi </div><div class="t m0 x2 h8 y49f ff2 fs3 fc0 sc0 ls0 ws0">Południowej w <span class="_ _3"></span>Legnicy –<span class="_ _0"></span><span class="ff1"> <span class="_ _3"></span>Et<span class="_ _8"></span>ap <span class="_ _3"></span>III <span class="_ _0"></span>na <span class="_ _3"></span>zlece<span class="_ _8"></span>nie <span class="_ _3"></span>gm<span class="_ _8"></span>iny <span class="_ _3"></span>Mia<span class="_ _8"></span>sto <span class="_ _3"></span>Legn<span class="_ _8"></span>ica. <span class="_ _3"></span>Warto<span class="_ _8"></span> kontraktu: <span class="_ _3"></span>72,03 <span class="ff2">mln <span class="_ _3"></span>zł <span class="_ _0"></span><span class="ff1 ls11">nett<span class="ls0">o. </span></span></span></span></div><div class="t m0 x2 hb y4a0 ff6 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y4a1 ff2 fs3 fc0 sc0 ls0 ws0">Stopień zaawansow<span class="_ _8"></span>ania<span class="ff1"> prac na n<span class="_ _8"></span>aj</span>ważniejs<span class="_ _8"></span>zych budowach na koniec <span class="_ _8"></span><span class="ff1">grudnia 2<span class="_ _8"></span>021 roku przedstaw<span class="_ _8"></span>ia </span></div><div class="t m0 x2 h8 y4a2 ff2 fs3 fc0 sc0 ls0 ws0">poniższy wyk<span class="_ _8"></span>res:<span class="ff1"> </span></div><div class="t m0 x38 h9 y4a3 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y4a4 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y4a5 ff1 fs3 fc0 sc0 ls0 ws0">W 2021 roku <span class="ff2">Spółka<span class="_ _8"></span> wzięła udział w 36 <span class="_ _8"></span>przetargach<span class="_ _8"></span></span>, <span class="ff2">w wyniku który<span class="_ _8"></span>ch zawarła 1<span class="_ _8"></span>0 umów.</span> </div></div></div><div class="pi" ></div></div><div id="pf28" class="pf w0 h0" ><div class="pc pc28 w0 h0"><img class="bi x4 y2a w3 h5" alt="" src="data:image/png;base64,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"/><div class="c x0 y1 w2 h0"><div class="t m0 x5 h6 y2b ff4 fs2 fc2 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI GRUPY KAPITAŁOWEJ <span class="ff3">MIRBUD ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc3"> </span></span></div><div class="t m0 x6 h4 y2c ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y2d w4 ha"><div class="t m0 xc5 h8 y85 ff2 fs3 fc2 sc0 ls0 ws0">Grupa Kapitałowa MIR<span class="_ _8"></span>BUD<span class="ff1"> <span class="ls6">| <span class="_ _8"></span></span>EXPO MAZUR<span class="_ _8"></span>Y w likwidacj<span class="_ _8"></span>i </span></div></div><div class="c x9 y2d w5 ha"><div class="t m0 xa h4 y86 ff3 fs1 fc4 sc0 ls3 ws0">40<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h4 y31 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h35 y32 ff6 fs1 fc0 sc0 ls0 ws0">EXPO MAZURY <span class="_ _0"></span>w likwida<span class="_ _0"></span>cji </div><div class="t m0 x2 h8 y4a6 ff1 fs3 fc0 sc0 ls0 ws0">EXPO  MA<span class="_ _0"></span>ZURY  S.A. <span class="_ _21"> </span>w  <span class="ff2">likwidacji <span class="_ _28"> </span>w <span class="_ _21"> </span>zwi<span class="_ _8"></span>ązku <span class="_ _21"> </span>z<span class="_ _8"></span>e <span class="_ _28"> </span>zbyc<span class="_ _8"></span>iem <span class="_ _21"> </span>nieruc<span class="_ _8"></span>homości <span class="_ _28"> </span>na <span class="_ _21"> </span>r<span class="_ _8"></span>zecz  Marywilska <span class="_ _21"> </span>44 </span></div><div class="t m0 x2 h8 y4a7 ff2 fs3 fc0 sc0 ls0 ws0">zaprzestała <span class="_ _6"> </span>prowa<span class="_ _8"></span>dzenia <span class="_ _7"> </span>działalności <span class="_ _6"> </span>w <span class="_ _7"> </span>pierwszym <span class="_ _6"> </span>p<span class="_ _8"></span>ółroczu <span class="_ _6"> </span>2<span class="_ _8"></span>021<span class="_ _8"></span><span class="ff1"> <span class="_ _6"> </span>r<span class="_ _8"></span> <span class="_ _6"> </span>W <span class="_ _6"> </span>dn<span class="_ _8"></span>iu <span class="_ _6"> </span>19 <span class="_ _7"> </span>listopada <span class="_ _6"> </span>2021<span class="_ _8"></span> <span class="_ _6"> </span>roku </span></div><div class="t m0 x2 h8 y4a8 ff2 fs3 fc0 sc0 ls0 ws0">MIRBUD <span class="_ _f"></span>S.A. <span class="_ _f"></span>otrzymał <span class="_ _f"></span>informację <span class="_ _f"></span>od, <span class="_ _c"></span>likw<span class="_ _8"></span>idatora <span class="_ _f"></span>spółki <span class="_ _f"></span>EXPO <span class="_ _c"></span>M<span class="_ _8"></span>AZURY <span class="_ _f"></span>S.A. <span class="_ _f"></span>w <span class="_ _c"></span>likw<span class="_ _8"></span>idacji <span class="_ _c"></span>o <span class="_ _f"></span>wy<span class="_ _8"></span>dan<span class="_ _8"></span><span class="ff1">iu </span></div><div class="t m0 x2 h8 y4a9 ff2 fs3 fc0 sc0 ls0 ws0">postanowienia <span class="_ _1a"> </span>Sądu <span class="_ _1a"> </span>R<span class="_ _8"></span>ejonowego <span class="_ _14"> </span>w<span class="_ _8"></span> <span class="_ _1a"> </span>Olsztynie, <span class="_ _1a"> </span>VIII <span class="_ _1a"> </span>Wydzi<span class="_ _8"></span>ał <span class="_ _14"> </span>G<span class="_ _8"></span>ospodarczy<span class="_ _8"></span> <span class="_ _14"> </span>Krajoweg<span class="_ _8"></span>o <span class="_ _14"> </span>R<span class="_ _8"></span>ejestru </div><div class="t m0 x2 h8 y4aa ff2 fs3 fc0 sc0 ls0 ws0">Sądowego w sprawi<span class="_ _8"></span>e wykreślenia Sp<span class="_ _8"></span>ółki z Rejestru Prz<span class="_ _8"></span>edsiębiorców<span class="_ _8"></span><span class="ff9 fs4">.</span><span class="ff1"> </span></div><div class="t m0 x2 h9 y4ab ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h35 y4ac ff5 fs1 fc0 sc0 ls0 ws0">ТОВ «MIPБУД»<span class="_ _0"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 y4ad ff2 fs3 fc0 sc0 ls0 ws0">Spółka <span class="_ _6"></span>została <span class="_ _6"> </span>p<span class="_ _8"></span>owołana <span class="_ _6"> </span>w <span class="_ _6"> </span>celu <span class="_ _7"> </span>prowadzenia <span class="_ _6"> </span>działa<span class="_ _8"></span>lności <span class="_ _6"></span>na <span class="_ _6"> </span>terenie <span class="_ _6"> </span>Uk<span class="_ _8"></span>rainy. <span class="_ _7"> </span>W <span class="_ _f"></span>c<span class="_ _8"></span>hwili <span class="_ _6"> </span>obecnej <span class="_ _2a"> </span><span class="ff1">nie<span class="_ _8"></span> </span></div><div class="t m0 x2 h8 y4ae ff2 fs3 fc0 sc0 ls0 ws0">prowadzi istotnych dzi<span class="_ _8"></span>ałalności na teren<span class="_ _8"></span>ie tego kraju. <span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 y2e2 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h35 y4af ff6 fs1 fc0 sc0 ls0 ws0">JHM DEVELOP<span class="_ _3"></span>M<span class="_ _8"></span>ENT S<span class="_ _0"></span>.A.<span class="ff1"> </span></div><div class="t m0 x2 h8 y4b0 ff2 fs3 fc0 sc0 ls0 ws0">Spółka <span class="_ _1b"> </span>jako <span class="_ _d"> </span>deweloper <span class="_ _1b"> </span>r<span class="_ _8"></span>ealizuje <span class="_ _d"> </span>przede <span class="_ _1b"> </span>wszystk<span class="_ _8"></span>im <span class="_ _1b"> </span>obiekty <span class="_ _d"> </span>o <span class="_ _1b"> </span>przeznacze<span class="_ _8"></span>niu <span class="_ _1b"> </span>mieszkan<span class="_ _c"></span><span class="ff1">iowym.<span class="_ _8"></span> </span></div><div class="t m0 x2 h8 y4b1 ff2 fs3 fc0 sc0 ls0 ws0">Działalność de<span class="_ _0"></span>weloperska Spółki <span class="_ _3"></span>w roku <span class="_ _3"></span>2021 obejmowała <span class="_ _3"></span>gł<span class="_ _8"></span>ównie <span class="_ _3"></span>re<span class="_ _8"></span>alizację <span class="_ _0"></span>zakończonych w <span class="_ _3"></span>tym <span class="_ _3"></span>r<span class="_ _8"></span>oku </div><div class="t m0 x2 h8 y4b2 ff2 fs3 fc0 sc0 ls0 ws0">inwestycji <span class="_ _21"> </span>dew<span class="_ _8"></span>eloperskich <span class="_ _28"> </span>w <span class="_ _21"> </span>Łodzi  –<span class="ff1"> <span class="_ _21"> </span>domy  jednorodzinne <span class="_ _21"> </span>w  I <span class="_ _2a"> </span>i  II <span class="_ _2a"> </span>etap<span class="_ _8"></span>ie  <span class="ff8">Osiedla <span class="_ _2a"> </span>L<span class="_ _8"></span>eśnego</span>,  lokale </span></div><div class="t m0 x2 h8 y4b3 ff1 fs3 fc0 sc0 ls0 ws0">mieszkalne w budynkac<span class="_ _8"></span>h wielorodzinnyc<span class="_ _8"></span>h - w <span class="_ _8"></span>Koninie -V et<span class="ls11">ap <span class="_ _8"></span></span><span class="ff7">Osiedla Diam<span class="_ _8"></span>entowego</span> <span class="_ _8"></span>i Sochaczewie <span class="ff2">–<span class="_ _8"></span></span> </div><div class="t m0 x2 h8 y4b4 ff8 fs3 fc0 sc0 ls0 ws0">Apartamenty <span class="_ _c"></span>Żeromskieg<span class="_ _8"></span>o<span class="ff2">. <span class="_ _c"></span>Kontynuowan<span class="_ _8"></span>e <span class="_ _c"></span>były <span class="_ _8"></span>równ<span class="_ _8"></span>ież <span class="_ _c"></span>inwestycje, <span class="_ _c"></span>któryc<span class="_ _8"></span>h <span class="_ _8"></span>reali<span class="_ _8"></span>zacja <span class="_ _c"></span>zakończy <span class="_ _c"></span>się <span class="_ _c"></span>w </span></div><div class="t m0 x2 h8 yf7 ff2 fs3 fc0 sc0 ls0 ws0">roku <span class="_ _6"></span>2022. <span class="_ _f"></span>Do <span class="_ _6"> </span>tych <span class="_ _6"></span>inwesty<span class="_ _8"></span>cji <span class="_ _6"></span>należą <span class="_ _f"></span>projek<span class="_ _8"></span>ty <span class="_ _f"></span>w <span class="_ _6"> </span>Bydgosz<span class="_ _8"></span>czy <span class="_ _7"> </span>–<span class="ff1"> <span class="_ _f"></span>Os<span class="_ _8"></span>iedle <span class="_ _f"></span><span class="ff7">Aura <span class="_ _6"></span>Towers<span class="_ _8"></span></span>, <span class="_ _f"></span>Zakop<span class="_ _8"></span>anem <span class="_ _6"></span></span>–<span class="ff1"> </span></div><div class="t m0 x2 h8 y4b5 ff8 fs3 fc0 sc0 ls0 ws0">Apartamenty <span class="_ _6"> </span>Zakopiański<span class="_ _8"></span>e<span class="ff1"> <span class="_ _6"> </span><span class="ff2">i <span class="_ _6"> </span>w <span class="_ _6"> </span>Gda<span class="_ _8"></span>ńsku <span class="_ _6"> </span>–</span> <span class="_ _6"> </span>I <span class="_ _6"> </span>etap <span class="_ _6"> </span><span class="ff7">O<span class="_ _8"></span>siedla <span class="_ _6"> </span>Skandinavia<span class="_ _8"></span><span class="ff2">. <span class="_ _6"> </span>W <span class="_ _6"> </span>roku <span class="_ _6"> </span>2021 <span class="_ _6"> </span>r<span class="_ _8"></span>ozpoczęła <span class="_ _6"> </span>się </span></span></span></div><div class="t m0 x2 h8 y4b6 ff2 fs3 fc0 sc0 ls0 ws0">również  realizacja <span class="_ _21"> </span>proj<span class="_ _8"></span>ektów, <span class="_ _28"> </span>których  zakończenie  nastąpi <span class="_ _21"> </span>w  roku  2023: <span class="_ _21"> </span>w  Żyrardowie <span class="_ _2b"> </span>–<span class="ff1">  <span class="ff7">Osiedle </span></span></div><div class="t m0 x2 h8 y4b7 ff7 fs3 fc0 sc0 ls0 ws0">Artystyczne<span class="ff1">, <span class="_ _f"></span>w <span class="_ _c"></span>Bydgoszcz<span class="_ _8"></span>y <span class="_ _c"></span>Osiedle <span class="_ _f"></span><span class="ff8">Nowe <span class="_ _c"></span>Wy<span class="_ _8"></span>żyny<span class="ff2">, <span class="_ _f"></span>w <span class="_ _c"></span>Gdańsku <span class="_ _f"></span>–</span></span> <span class="_ _c"></span>II <span class="_ _c"></span>et<span class="_ _8"></span>ap <span class="_ _c"></span></span>Osiedla <span class="_ _f"></span>Skandinavia<span class="ff1"> <span class="_ _f"></span>oraz <span class="_ _c"></span>w<span class="_ _8"></span> </span></div><div class="t m0 x2 h8 y4b8 ff2 fs3 fc0 sc0 ls0 ws0">Łodzi –<span class="ff1"> Osiedle <span class="ff8">He<span class="_ _8"></span>lenów Park<span class="_ _8"></span></span>. </span></div><div class="t m0 x2 h8 y4b9 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y4ba ff2 fs3 fc0 sc0 ls0 ws0">Inwestycje <span class="_ _6"> </span>te <span class="_ _7"> </span>są <span class="_ _6"> </span>zloka<span class="_ _8"></span>lizowane <span class="_ _6"> </span>z<span class="_ _8"></span>godnie <span class="_ _6"> </span>z <span class="_ _7"> </span>założeniami <span class="_ _6"> </span>strat<span class="_ _8"></span>egicznymi <span class="_ _7"> </span>Spółki. <span class="_ _7"> </span>Założenia <span class="_ _6"> </span>te <span class="_ _7"> </span>obejmują </div><div class="t m0 x2 h8 y4bb ff2 fs3 fc0 sc0 ls0 ws0">działania w miastach dużych, liczących powyżej 300 <span class="_ _3"></span>ty<span class="_ _8"></span>s. mieszkańców oraz kontynuację działalności w </div><div class="t m0 x2 h8 y4bc ff1 fs3 fc0 sc0 ls0 ws0">miastach <span class="ff2">średniej wi<span class="_ _8"></span>elkości o dużym potenc<span class="_ _8"></span>jale sprzed<span class="_ _8"></span>ażowym.<span class="_ _8"></span></span> </div><div class="t m0 x2 h8 y4bd ff2 fs3 fc0 sc0 ls0 ws0">Przy wyborze lokalizacj<span class="_ _8"></span>i dla nowych inwestyc<span class="_ _8"></span>ji kluczowe czy<span class="_ _8"></span>nniki dla Spółki to:<span class="_ _c"></span><span class="ff1"> </span></div><div class="t m0 xc6 h8 y4be ff14 fs3 fc0 sc0 ls0 ws0">•<span class="ff1"> <span class="_ _37"> </span><span class="ff2">duży popyt,</span> </span></div><div class="t m0 xc6 h8 y1d7 ff14 fs3 fc0 sc0 ls0 ws0">•<span class="ff1"> <span class="_ _37"> </span>ograniczona konkurencj<span class="_ _8"></span>a,<span class="_ _8"></span> </span></div><div class="t m0 xc6 h8 y4bf ff14 fs3 fc0 sc0 ls0 ws0">•<span class="ff1"> <span class="_ _37"> </span><span class="ff2">możliwości finansowe <span class="_ _8"></span>mieszkańców danego<span class="_ _8"></span> miasta.<span class="_ _8"></span></span> </span></div><div class="t m0 x2 h8 y4c0 ff2 fs3 fc0 sc0 ls0 ws0">Projekty <span class="_ _7"> </span>realizowane <span class="_ _7"> </span>są <span class="_ _6"> </span>et<span class="_ _8"></span>apami <span class="_ _6"> </span>w <span class="_ _7"> </span>mi<span class="_ _8"></span>arę <span class="_ _7"> </span>osiągania <span class="_ _7"> </span>odpowiedn<span class="_ _8"></span>iego <span class="_ _6"> </span>p<span class="_ _8"></span>oziomu <span class="_ _7"> </span>sprzedaży. <span class="_ _7"> </span>Realizacja </div><div class="t m0 x2 h8 y4c1 ff2 fs3 fc0 sc0 ls0 ws0">kolejnych <span class="_ _c"></span>budynków <span class="_ _c"></span>w <span class="_ _f"></span>prowadzonych <span class="_ _c"></span>inwestycj<span class="_ _8"></span>ach <span class="_ _c"></span>rozpoczyna <span class="_ _c"></span>s<span class="_ _8"></span>ię <span class="_ _8"></span>po <span class="_ _c"></span>osi<span class="_ _8"></span>ągnięciu <span class="_ _c"></span>min. <span class="_ _c"></span>60% <span class="_ _c"></span>pozio<span class="_ _8"></span>mu </div><div class="t m0 x2 h8 y106 ff2 fs3 fc0 sc0 ls0 ws0">sprzedaży lokali mieszk<span class="_ _8"></span>alnych w poprzed<span class="_ _8"></span>nich etapach.<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 y4c2 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h2c y4c3 ff8 fs5 fc0 sc0 ls0 ws0">Tabela. Wykaz<span class="_ _0"></span> projektów dewelop<span class="_ _3"></span>erskich zrealizowanych przez JHM<span class="_ _0"></span> DEVELOPM<span class="_ _0"></span>ENT S.A. na dzień<span class="_ _0"></span> 3<span class="ff7">1.<span class="ls16">12</span>.2021 <span class="ls17">r.</span> </span></div></div><div class="c xa7 y4c4 w42 h6a"><div class="t m0 x46 h2d y4c5 ff6 fs5 fc4 sc0 ls30 ws0">LP<span class="ls0"> </span></div></div><div class="c xc7 y4c4 w43 h6a"><div class="t m0 xc1 h2d y4c5 ff6 fs5 fc4 sc0 ls0 ws0">Lokalizacja </div></div><div class="c xa4 y4c4 w44 h6a"><div class="t m0 xa h2d y4c5 ff6 fs5 fc4 sc0 ls0 ws0">Rodzaj inwesty<span class="_ _0"></span>cji </div></div><div class="c xc8 y4c4 w45 h6a"><div class="t m0 x2b h2d y4c6 ff6 fs5 fc4 sc0 ls0 ws0">Liczba </div><div class="t m0 x6b h2d y4c5 ff6 fs5 fc4 sc0 ls0 ws0">lokali w </div><div class="t m0 x3e h2d y158 ff6 fs5 fc4 sc0 ls0 ws0">budynku </div></div><div class="c xc9 y4c4 w46 h6a"><div class="t m0 xa h2d y4c7 ff6 fs5 fc4 sc0 ls0 ws0">Powierzchnia </div><div class="t m0 x60 h2d y4c8 ff6 fs5 fc4 sc0 ls0 ws0">PUM [m</div><div class="t m0 x62 h6b y4c9 ff6 fs9 fc4 sc0 ls0 ws0">2</div><div class="t m0 x27 h2d y4c8 ff6 fs5 fc4 sc0 ls0 ws0">] </div></div><div class="c x71 y4c4 w47 h6a"><div class="t m0 x29 h2d y4c6 ff6 fs5 fc4 sc0 ls0 ws0">Liczba </div><div class="t m0 x33 h2d y4c5 ff6 fs5 fc4 sc0 ls0 ws0">lokali </div><div class="t m0 x3f h2d y158 ff6 fs5 fc4 sc0 ls0 ws0">sprzedana </div></div><div class="c xca y4c4 w48 h6a"><div class="t m0 x60 h2d y4c6 ff6 fs5 fc4 sc0 ls0 ws0">Liczba </div><div class="t m0 x32 h2d y4c5 ff6 fs5 fc4 sc0 ls0 ws0">lokali do </div><div class="t m0 xa h2d y158 ff6 fs5 fc4 sc0 ls0 ws0">sprzedania </div></div><div class="c xa7 y4ca w49 h6c"><div class="t m0 x3e h2f y4cb ff1 fs5 fc0 sc0 ls0 ws0">1 </div></div><div class="c xc7 y4ca w4a h6c"><div class="t m0 x46 h2f y4cb ff2 fs5 fc0 sc0 ls0 ws0">BRZEZINY ul. Głow<span class="_ _0"></span>ackiego<span class="ff1"> </span></div></div><div class="c xa4 y4ca w4b h6c"><div class="t m0 x60 h2f y4cb ff1 fs5 fc0 sc0 ls0 ws0">Wielorodzinne<span class="_ _0"></span> </div></div><div class="c xc8 y4ca w4c h6c"><div class="t m0 x2c h2f y4cb ff1 fs5 fc0 sc0 ls16 ws0">128<span class="ls0"> </span></div></div><div class="c xc9 y4ca w4d h6c"><div class="t m0 x61 h2f y4cb ff1 fs5 fc0 sc0 ls0 ws0">6 933 </div></div><div class="c x71 y4ca w4e h6c"><div class="t m0 x6e h2f y4cb ff1 fs5 fc0 sc0 ls16 ws0">128<span class="ls0"> </span></div></div><div class="c xca y4ca w4f h6c"><div class="t m0 x50 h2f y4cb ff1 fs5 fc0 sc0 ls0 ws0">0 </div></div><div class="c xa7 y435 w49 h6d"><div class="t m0 x3e h2f yc3 ff1 fs5 fc0 sc0 ls0 ws0">2 </div></div><div class="c xc7 y435 w4a h6d"><div class="t m0 x46 h2f yc3 ff2 fs5 fc0 sc0 ls0 ws0">ŻYRARDÓW ul.<span class="_ _0"></span> Hulki Laskow<span class="_ _3"></span>s<span class="_ _8"></span>kiego<span class="ff1"> </span></div></div><div class="c xa4 y435 w4b h6d"><div class="t m0 x60 h2f yc3 ff1 fs5 fc0 sc0 ls0 ws0">Wielorodzinne<span class="_ _0"></span> </div></div><div class="c xc8 y435 w4c h6d"><div class="t m0 x72 h2f yc3 ff1 fs5 fc0 sc0 ls16 ws0">83<span class="ls0"> </span></div></div><div class="c xc9 y435 w4d h6d"><div class="t m0 x61 h2f yc3 ff1 fs5 fc0 sc0 ls0 ws0">4 409 </div></div><div class="c x71 y435 w4e h6d"><div class="t m0 x3b h2f yc3 ff1 fs5 fc0 sc0 ls16 ws0">83<span class="ls0"> </span></div></div><div class="c xca y435 w4f h6d"><div class="t m0 x50 h2f yc3 ff1 fs5 fc0 sc0 ls0 ws0">0 </div></div><div class="c xa7 y4cc w49 h6e"><div class="t m0 x3e h2f yc3 ff1 fs5 fc0 sc0 ls0 ws0">3 </div></div><div class="c xc7 y4cc w4a h6e"><div class="t m0 x46 h2f yc3 ff2 fs5 fc0 sc0 ls0 ws0">RUMIA ul. Dębo<span class="_ _0"></span>górska Etap I<span class="ff1"> </span></div></div><div class="c xa4 y4cc w4b h6e"><div class="t m0 x60 h2f yc3 ff1 fs5 fc0 sc0 ls0 ws0">Wielorodzinne<span class="_ _0"></span> </div></div><div class="c xc8 y4cc w4c h6e"><div class="t m0 x2c h2f yc3 ff1 fs5 fc0 sc0 ls16 ws0">244<span class="ls0"> </span></div></div><div class="c xc9 y4cc w4d h6e"><div class="t m0 x72 h2f yc3 ff1 fs5 fc0 sc0 ls0 ws0">12 987 </div></div><div class="c x71 y4cc w4e h6e"><div class="t m0 x6e h2f yc3 ff1 fs5 fc0 sc0 ls16 ws0">244<span class="ls0"> </span></div></div><div class="c xca y4cc w4f h6e"><div class="t m0 x50 h2f yc3 ff1 fs5 fc0 sc0 ls0 ws0">0 </div></div><div class="c xa7 y4cd w49 h6d"><div class="t m0 x3e h2f yc3 ff1 fs5 fc0 sc0 ls0 ws0">4 </div></div><div class="c xc7 y4cd w4a h6d"><div class="t m0 x46 h2f yc3 ff2 fs5 fc0 sc0 ls0 ws0">SKIERNIEWIC<span class="_ _0"></span>E ul. Trzcińska<span class="ff1"> </span></div></div><div class="c xa4 y4cd w4b h6d"><div class="t m0 x60 h2f yc3 ff1 fs5 fc0 sc0 ls0 ws0">Wielorodzinne<span class="_ _0"></span> </div></div><div class="c xc8 y4cd w4c h6d"><div class="t m0 x2c h2f yc3 ff1 fs5 fc0 sc0 ls16 ws0">159<span class="ls0"> </span></div></div><div class="c xc9 y4cd w4d h6d"><div class="t m0 x61 h2f yc3 ff1 fs5 fc0 sc0 ls0 ws0">8 552 </div></div><div class="c x71 y4cd w4e h6d"><div class="t m0 x6e h2f yc3 ff1 fs5 fc0 sc0 ls16 ws0">159<span class="ls0"> </span></div></div><div class="c xca y4cd w4f h6d"><div class="t m0 x50 h2f yc3 ff1 fs5 fc0 sc0 ls0 ws0">0 </div></div><div class="c xa7 y4ce w49 h6f"><div class="t m0 x3e h2f y160 ff1 fs5 fc0 sc0 ls0 ws0">5 </div></div><div class="c xc7 y4ce w4a h6f"><div class="t m0 x46 h2f y2e6 ff1 fs5 fc0 sc0 ls0 ws0">RAWA MAZOWI<span class="_ _0"></span>ECKA  </div><div class="t m0 x46 h2f y4cf ff2 fs5 fc0 sc0 ls0 ws0">ul. Solidarnoś<span class="_ _0"></span>ci<span class="ff1"> </span></div></div><div class="c xa4 y4ce w4b h6f"><div class="t m0 x60 h2f y160 ff1 fs5 fc0 sc0 ls0 ws0">Wielorodzinne<span class="_ _0"></span> </div></div><div class="c xc8 y4ce w4c h6f"><div class="t m0 x72 h2f y160 ff1 fs5 fc0 sc0 ls16 ws0">32<span class="ls0"> </span></div></div><div class="c xc9 y4ce w4d h6f"><div class="t m0 x61 h2f y160 ff1 fs5 fc0 sc0 ls0 ws0">1 790 </div></div><div class="c x71 y4ce w4e h6f"><div class="t m0 x3b h2f y160 ff1 fs5 fc0 sc0 ls16 ws0">32<span class="ls0"> </span></div></div><div class="c xca y4ce w4f h6f"><div class="t m0 x50 h2f y160 ff1 fs5 fc0 sc0 ls0 ws0">0 </div></div><div class="c xa7 y5a w49 h70"><div class="t m0 x3e h2f y4d0 ff1 fs5 fc0 sc0 ls0 ws0">6 </div></div><div class="c xc7 y5a w4a h70"><div class="t m0 x46 h2f y4d1 ff1 fs5 fc0 sc0 ls0 ws0">RAWA MAZOWI<span class="_ _0"></span>ECKA  </div><div class="t m0 x46 h2f y4cf ff1 fs5 fc0 sc0 ls0 ws0">ul. Kazimierza<span class="_ _0"></span> Wielkiego </div></div><div class="c xa4 y5a w4b h70"><div class="t m0 x60 h2f y4d0 ff1 fs5 fc0 sc0 ls0 ws0">Wielorodzinne<span class="_ _0"></span> </div></div><div class="c xc8 y5a w4c h70"><div class="t m0 x72 h2f y4d0 ff1 fs5 fc0 sc0 ls16 ws0">34<span class="ls0"> </span></div></div><div class="c xc9 y5a w4d h70"><div class="t m0 x61 h2f y4d0 ff1 fs5 fc0 sc0 ls0 ws0">1 858 </div></div><div class="c x71 y5a w4e h70"><div class="t m0 x3b h2f y4d0 ff1 fs5 fc0 sc0 ls16 ws0">34<span class="ls0"> </span></div></div><div class="c xca y5a w4f h70"><div class="t m0 x50 h2f y4d0 ff1 fs5 fc0 sc0 ls0 ws0">0 </div></div><div class="c xa7 y4d2 w49 h6e"><div class="t m0 x3e h2f yc3 ff1 fs5 fc0 sc0 ls0 ws0">7 </div></div><div class="c xc7 y4d2 w4a h6e"><div class="t m0 x46 h2f yc3 ff1 fs5 fc0 sc0 ls0 ws0">HEL ul. Steyera<span class="_ _0"></span> </div></div><div class="c xa4 y4d2 w4b h6e"><div class="t m0 x6c h2f yc3 ff1 fs5 fc0 sc0 ls0 ws0">Apartamenty </div></div><div class="c xc8 y4d2 w4c h6e"><div class="t m0 x2c h2f yc3 ff1 fs5 fc0 sc0 ls16 ws0">106<span class="ls0"> </span></div></div><div class="c xc9 y4d2 w4d h6e"><div class="t m0 x61 h2f yc3 ff1 fs5 fc0 sc0 ls0 ws0">3 496 </div></div><div class="c x71 y4d2 w4e h6e"><div class="t m0 x6e h2f yc3 ff1 fs5 fc0 sc0 ls16 ws0">106<span class="ls0"> </span></div></div><div class="c xca y4d2 w4f h6e"><div class="t m0 x50 h2f yc3 ff1 fs5 fc0 sc0 ls0 ws0">0 </div></div></div><div class="pi" ></div></div><div id="pf29" class="pf w0 h0" ><div class="pc pc29 w0 h0"><img class="bi x4 y2a w3 h5" alt="" 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class="c x0 y1 w2 h0"><div class="t m0 x5 h6 y2b ff4 fs2 fc2 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI GRUPY KAPITAŁOWEJ <span class="ff3">MIRBUD ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc3"> </span></span></div><div class="t m0 x6 h4 y2c ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y2d w4 ha"><div class="t m0 xcb h8 y85 ff2 fs3 fc2 sc0 ls0 ws0">Grupa Kapitałowa MIR<span class="_ _8"></span>BUD<span class="ff1"> <span class="ls6">| <span class="_ _8"></span></span>JHM DEVELOP<span class="_ _8"></span>MENT S.A.<span class="_ _8"></span> </span></div></div><div class="c x9 y2d w5 ha"><div class="t m0 xa h4 y86 ff3 fs1 fc4 sc0 ls3 ws0">41<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h4 y31 ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c xa7 y4d3 w49 h6e"><div class="t m0 x3e h2f yc3 ff1 fs5 fc0 sc0 ls0 ws0">8 </div></div><div class="c xc7 y4d3 w4a h6e"><div class="t m0 x46 h2f yc3 ff2 fs5 fc0 sc0 ls0 ws0">BEŁCHATÓW ul<span class="_ _0"></span>. Hubala<span class="ff1"> </span></div></div><div class="c xa4 y4d3 w4b h6e"><div class="t m0 x60 h2f yc3 ff1 fs5 fc0 sc0 ls0 ws0">Wielorodzinne<span class="_ _0"></span> </div></div><div class="c xc8 y4d3 w4c h6e"><div class="t m0 x2c h2f yc3 ff1 fs5 fc0 sc0 ls16 ws0">125<span class="ls0"> </span></div></div><div class="c xc9 y4d3 w4d h6e"><div class="t m0 x61 h2f yc3 ff1 fs5 fc0 sc0 ls0 ws0">6 550 </div></div><div class="c x71 y4d3 w4e h6e"><div class="t m0 x6e h2f yc3 ff1 fs5 fc0 sc0 ls16 ws0">125<span class="ls0"> </span></div></div><div class="c xca y4d3 w4f h6e"><div class="t m0 x50 h2f yc3 ff1 fs5 fc0 sc0 ls0 ws0">0 </div></div><div class="c xa7 y4d4 w49 h6d"><div class="t m0 x3e h2f yc3 ff1 fs5 fc0 sc0 ls0 ws0">9 </div></div><div class="c xc7 y4d4 w4a h6d"><div class="t m0 x46 h2f yc3 ff1 fs5 fc0 sc0 ls0 ws0">SKIERNIEWIC<span class="_ _0"></span>E ul. Rawska </div></div><div class="c xa4 y4d4 w4b h6d"><div class="t m0 x60 h2f yc3 ff1 fs5 fc0 sc0 ls0 ws0">Wielorodzinne<span class="_ _0"></span> </div></div><div class="c xc8 y4d4 w4c h6d"><div class="t m0 x2c h2f yc3 ff1 fs5 fc0 sc0 ls16 ws0">172<span class="ls0"> </span></div></div><div class="c xc9 y4d4 w4d h6d"><div class="t m0 x61 h2f yc3 ff1 fs5 fc0 sc0 ls0 ws0">9 034 </div></div><div class="c x71 y4d4 w4e h6d"><div class="t m0 x6e h2f yc3 ff1 fs5 fc0 sc0 ls16 ws0">172<span class="ls0"> </span></div></div><div class="c xca y4d4 w4f h6d"><div class="t m0 x50 h2f yc3 ff1 fs5 fc0 sc0 ls0 ws0">0 </div></div><div class="c xa7 y4d5 w49 h6f"><div class="t m0 x46 h2f y160 ff1 fs5 fc0 sc0 ls16 ws0">10<span class="ls0"> </span></div></div><div class="c xc7 y4d5 w4a h6f"><div class="t m0 x46 h2f y160 ff1 fs5 fc0 sc0 ls0 ws0">RAWA MAZOWIEC<span class="_ _0"></span>KA ul. Katowi<span class="_ _3"></span>cka </div></div><div class="c xa4 y4d5 w4b h6f"><div class="t m0 x53 h2f y2e6 ff1 fs5 fc0 sc0 ls0 ws0">Domy </div><div class="t m0 x60 h2f y4cf ff1 fs5 fc0 sc0 ls0 ws0">jednorodzinne </div></div><div class="c xc8 y4d5 w4c h6f"><div class="t m0 x72 h2f y160 ff1 fs5 fc0 sc0 ls16 ws0">73<span class="ls0"> </span></div></div><div class="c xc9 y4d5 w4d h6f"><div class="t m0 x72 h2f y160 ff1 fs5 fc0 sc0 ls0 ws0">10 503 </div></div><div class="c x71 y4d5 w4e h6f"><div class="t m0 x3b h2f y160 ff1 fs5 fc0 sc0 ls16 ws0">73<span class="ls0"> </span></div></div><div class="c xca y4d5 w4f h6f"><div class="t m0 x50 h2f y160 ff1 fs5 fc0 sc0 ls0 ws0">0 </div></div><div class="c xa7 y4d6 w49 h70"><div class="t m0 x46 h2f y4d7 ff1 fs5 fc0 sc0 ls16 ws0">11<span class="ls0"> </span></div></div><div class="c xc7 y4d6 w4a h70"><div class="t m0 x46 h2f y4d7 ff2 fs5 fc0 sc0 ls0 ws0">RUMIA ul. Jagie<span class="_ _0"></span>łły/Bony<span class="ff1"> </span></div></div><div class="c xa4 y4d6 w4b h70"><div class="t m0 x53 h2f y4d8 ff1 fs5 fc0 sc0 ls0 ws0">Domy </div><div class="t m0 x60 h2f y4cf ff1 fs5 fc0 sc0 ls0 ws0">jednorodzinne </div></div><div class="c xc8 y4d6 w4c h70"><div class="t m0 x61 h2f y4d7 ff1 fs5 fc0 sc0 ls0 ws0">3 </div></div><div class="c xc9 y4d6 w4d h70"><div class="t m0 x27 h2f y4d7 ff1 fs5 fc0 sc0 ls16 ws0">486<span class="ls0"> </span></div></div><div class="c x71 y4d6 w4e h70"><div class="t m0 x4c h2f y4d7 ff1 fs5 fc0 sc0 ls0 ws0">3 </div></div><div class="c xca y4d6 w4f h70"><div class="t m0 x50 h2f y4d7 ff1 fs5 fc0 sc0 ls0 ws0">0 </div></div><div class="c xa7 y4d9 w49 h6e"><div class="t m0 x46 h2f yc3 ff1 fs5 fc0 sc0 ls16 ws0">12<span class="ls0"> </span></div></div><div class="c xc7 y4d9 w4a h6e"><div class="t m0 x46 h2f yc3 ff2 fs5 fc0 sc0 ls0 ws0">ŻYRARDÓW ul.<span class="_ _0"></span> Okrzei I Etap<span class="ff1"> </span></div></div><div class="c xa4 y4d9 w4b h6e"><div class="t m0 x60 h2f yc3 ff1 fs5 fc0 sc0 ls0 ws0">Wielorodzinne<span class="_ _0"></span> </div></div><div class="c xc8 y4d9 w4c h6e"><div class="t m0 x72 h2f yc3 ff1 fs5 fc0 sc0 ls16 ws0">88<span class="ls0"> </span></div></div><div class="c xc9 y4d9 w4d h6e"><div class="t m0 x61 h2f yc3 ff1 fs5 fc0 sc0 ls0 ws0">4 316 </div></div><div class="c x71 y4d9 w4e h6e"><div class="t m0 x3b h2f yc3 ff1 fs5 fc0 sc0 ls16 ws0">88<span class="ls0"> </span></div></div><div class="c xca y4d9 w4f h6e"><div class="t m0 x50 h2f yc3 ff1 fs5 fc0 sc0 ls0 ws0">0 </div></div><div class="c xa7 y4da w49 h6d"><div class="t m0 x46 h2f yc3 ff1 fs5 fc0 sc0 ls16 ws0">13<span class="ls0"> </span></div></div><div class="c xc7 y4da w4a h6d"><div class="t m0 x46 h2f yc3 ff1 fs5 fc0 sc0 ls0 ws0">KONIN ul. Berylowa<span class="_ _3"></span> Etap I </div></div><div class="c xa4 y4da w4b h6d"><div class="t m0 x60 h2f yc3 ff1 fs5 fc0 sc0 ls0 ws0">Wielorodzinne<span class="_ _0"></span> </div></div><div class="c xc8 y4da w4c h6d"><div class="t m0 x2c h2f yc3 ff1 fs5 fc0 sc0 ls16 ws0">144<span class="ls0"> </span></div></div><div class="c xc9 y4da w4d h6d"><div class="t m0 x61 h2f yc3 ff1 fs5 fc0 sc0 ls0 ws0">7 384 </div></div><div class="c x71 y4da w4e h6d"><div class="t m0 x6e h2f yc3 ff1 fs5 fc0 sc0 ls16 ws0">143<span class="ls0"> </span></div></div><div class="c xca y4da w4f h6d"><div class="t m0 x50 h2f yc3 ff1 fs5 fc0 sc0 ls0 ws0">1 </div></div><div class="c xa7 y3c2 w49 h6e"><div class="t m0 x46 h2f yc3 ff1 fs5 fc0 sc0 ls16 ws0">14<span class="ls0"> </span></div></div><div class="c xc7 y3c2 w4a h6e"><div class="t m0 x46 h2f yc3 ff2 fs5 fc0 sc0 ls0 ws0">ŁOWICZ ul. <span class="ff1">Medy<span class="_ _0"></span>czna 12 </span></div></div><div class="c xa4 y3c2 w4b h6e"><div class="t m0 x60 h2f yc3 ff1 fs5 fc0 sc0 ls0 ws0">Wielorodzinne<span class="_ _0"></span> </div></div><div class="c xc8 y3c2 w4c h6e"><div class="t m0 x72 h2f yc3 ff1 fs5 fc0 sc0 ls16 ws0">25<span class="ls0"> </span></div></div><div class="c xc9 y3c2 w4d h6e"><div class="t m0 x61 h2f yc3 ff1 fs5 fc0 sc0 ls0 ws0">1 383 </div></div><div class="c x71 y3c2 w4e h6e"><div class="t m0 x3b h2f yc3 ff1 fs5 fc0 sc0 ls16 ws0">25<span class="ls0"> </span></div></div><div class="c xca y3c2 w4f h6e"><div class="t m0 x50 h2f yc3 ff1 fs5 fc0 sc0 ls0 ws0">0 </div></div><div class="c xa7 y4db w49 h6d"><div class="t m0 x46 h2f yc3 ff1 fs5 fc0 sc0 ls16 ws0">15<span class="ls0"> </span></div></div><div class="c xc7 y4db w4a h6d"><div class="t m0 x46 h2f yc3 ff1 fs5 fc0 sc0 ls0 ws0">KONIN ul. Berylowa<span class="_ _3"></span> Etap II </div></div><div class="c xa4 y4db w4b h6d"><div class="t m0 x60 h2f yc3 ff1 fs5 fc0 sc0 ls0 ws0">Wielorodzinne<span class="_ _0"></span> </div></div><div class="c xc8 y4db w4c h6d"><div class="t m0 x2c h2f yc3 ff1 fs5 fc0 sc0 ls16 ws0">144<span class="ls0"> </span></div></div><div class="c xc9 y4db w4d h6d"><div class="t m0 x61 h2f yc3 ff1 fs5 fc0 sc0 ls0 ws0">7 389 </div></div><div class="c x71 y4db w4e h6d"><div class="t m0 x6e h2f yc3 ff1 fs5 fc0 sc0 ls16 ws0">144<span class="ls0"> </span></div></div><div class="c xca y4db w4f h6d"><div class="t m0 x50 h2f yc3 ff1 fs5 fc0 sc0 ls0 ws0">0 </div></div><div class="c xa7 yb w49 h6e"><div class="t m0 x46 h2f yc3 ff1 fs5 fc0 sc0 ls16 ws0">16<span class="ls0"> </span></div></div><div class="c xc7 yb w4a h6e"><div class="t m0 x46 h2f yc3 ff2 fs5 fc0 sc0 ls0 ws0">KATOWICE, ul. <span class="_ _0"></span>Pułaskiego E<span class="_ _0"></span>tap I<span class="ff1"> </span></div></div><div class="c xa4 yb w4b h6e"><div class="t m0 x60 h2f yc3 ff1 fs5 fc0 sc0 ls0 ws0">Wielorodzinne<span class="_ _0"></span> </div></div><div class="c xc8 yb w4c h6e"><div class="t m0 x2c h2f yc3 ff1 fs5 fc0 sc0 ls16 ws0">208<span class="ls0"> </span></div></div><div class="c xc9 yb w4d h6e"><div class="t m0 x72 h2f yc3 ff1 fs5 fc0 sc0 ls0 ws0">11 116 </div></div><div class="c x71 yb w4e h6e"><div class="t m0 x6e h2f yc3 ff1 fs5 fc0 sc0 ls16 ws0">208<span class="ls0"> </span></div></div><div class="c xca yb w4f h6e"><div class="t m0 x50 h2f yc3 ff1 fs5 fc0 sc0 ls0 ws0">0 </div></div><div class="c xa7 y4dc w49 h6d"><div class="t m0 x46 h2f yc3 ff1 fs5 fc0 sc0 ls16 ws0">17<span class="ls0"> </span></div></div><div class="c xc7 y4dc w4a h6d"><div class="t m0 x46 h2f yc3 ff2 fs5 fc0 sc0 ls0 ws0">ŁOWICZ ul. Bonifra<span class="_ _3"></span>terska<span class="ff1"> </span></div></div><div class="c xa4 y4dc w4b h6d"><div class="t m0 x60 h2f yc3 ff1 fs5 fc0 sc0 ls0 ws0">Wielorodzinne<span class="_ _0"></span> </div></div><div class="c xc8 y4dc w4c h6d"><div class="t m0 x72 h2f yc3 ff1 fs5 fc0 sc0 ls16 ws0">25<span class="ls0"> </span></div></div><div class="c xc9 y4dc w4d h6d"><div class="t m0 x61 h2f yc3 ff1 fs5 fc0 sc0 ls0 ws0">1 398 </div></div><div class="c x71 y4dc w4e h6d"><div class="t m0 x3b h2f yc3 ff1 fs5 fc0 sc0 ls16 ws0">25<span class="ls0"> </span></div></div><div class="c xca y4dc w4f h6d"><div class="t m0 x50 h2f yc3 ff1 fs5 fc0 sc0 ls0 ws0">0 </div></div><div class="c xa7 y4dd w49 h6e"><div class="t m0 x46 h2f yc3 ff1 fs5 fc0 sc0 ls16 ws0">18<span class="ls0"> </span></div></div><div class="c xc7 y4dd w4a h6e"><div class="t m0 x46 h2f yc3 ff1 fs5 fc0 sc0 ls0 ws0">RUMIA ul. <span class="ff2">Dębo<span class="_ _0"></span>górska Etap II<span class="ff1"> </span></span></div></div><div class="c xa4 y4dd w4b h6e"><div class="t m0 x60 h2f yc3 ff1 fs5 fc0 sc0 ls0 ws0">Wielorodzinne<span class="_ _0"></span> </div></div><div class="c xc8 y4dd w4c h6e"><div class="t m0 x2c h2f yc3 ff1 fs5 fc0 sc0 ls16 ws0">237<span class="ls0"> </span></div></div><div class="c xc9 y4dd w4d h6e"><div class="t m0 x72 h2f yc3 ff1 fs5 fc0 sc0 ls0 ws0">11 987 </div></div><div class="c x71 y4dd w4e h6e"><div class="t m0 x6e h2f yc3 ff1 fs5 fc0 sc0 ls16 ws0">236<span class="ls0"> </span></div></div><div class="c xca y4dd w4f h6e"><div class="t m0 x50 h2f yc3 ff1 fs5 fc0 sc0 ls0 ws0">1 </div></div><div class="c xa7 y4de w49 h71"><div class="t m0 x46 h2f yc3 ff1 fs5 fc0 sc0 ls16 ws0">19<span class="ls0"> </span></div></div><div class="c xc7 y4de w4a h71"><div class="t m0 x46 h2f yc3 ff1 fs5 fc0 sc0 ls0 ws0">SKIERNIEWIC<span class="_ _0"></span>E ul. Kopernika </div></div><div class="c xa4 y4de w4b h71"><div class="t m0 x60 h2f yc3 ff1 fs5 fc0 sc0 ls0 ws0">Wielorodzinne<span class="_ _0"></span> </div></div><div class="c xc8 y4de w4c h71"><div class="t m0 x72 h2f yc3 ff1 fs5 fc0 sc0 ls16 ws0">34<span class="ls0"> </span></div></div><div class="c xc9 y4de w4d h71"><div class="t m0 x61 h2f yc3 ff1 fs5 fc0 sc0 ls0 ws0">1 787 </div></div><div class="c x71 y4de w4e h71"><div class="t m0 x3b h2f yc3 ff1 fs5 fc0 sc0 ls16 ws0">34<span class="ls0"> </span></div></div><div class="c xca y4de w4f h71"><div class="t m0 x50 h2f yc3 ff1 fs5 fc0 sc0 ls0 ws0">0 </div></div><div class="c xa7 y3eb w49 h6f"><div class="t m0 x46 h2f y4d7 ff1 fs5 fc0 sc0 ls16 ws0">20<span class="ls0"> </span></div></div><div class="c xc7 y3eb w4a h6f"><div class="t m0 x46 h2f y4d8 ff2 fs5 fc0 sc0 ls0 ws0">BRZEZINY ul. Kard<span class="_ _3"></span>. St. Wyszyńskiego </div><div class="t m0 x46 h2f y4cf ff1 fs5 fc0 sc0 ls0 ws0">2 </div></div><div class="c xa4 y3eb w4b h6f"><div class="t m0 x60 h2f y4d7 ff1 fs5 fc0 sc0 ls0 ws0">Wielorodzinne<span class="_ _0"></span> </div></div><div class="c xc8 y3eb w4c h6f"><div class="t m0 x72 h2f y4d7 ff1 fs5 fc0 sc0 ls16 ws0">56<span class="ls0"> </span></div></div><div class="c xc9 y3eb w4d h6f"><div class="t m0 x61 h2f y4d7 ff1 fs5 fc0 sc0 ls0 ws0">2 838 </div></div><div class="c x71 y3eb w4e h6f"><div class="t m0 x3b h2f y4d7 ff1 fs5 fc0 sc0 ls16 ws0">56<span class="ls0"> </span></div></div><div class="c xca y3eb w4f h6f"><div class="t m0 x50 h2f y4d7 ff1 fs5 fc0 sc0 ls0 ws0">0 </div></div><div class="c xa7 y4df w49 h6e"><div class="t m0 x46 h2f yc3 ff1 fs5 fc0 sc0 ls16 ws0">21<span class="ls0"> </span></div></div><div class="c xc7 y4df w4a h6e"><div class="t m0 x46 h2f yc3 ff2 fs5 fc0 sc0 ls0 ws0">ŻYRARDÓW ul.<span class="_ _0"></span> Okrzei II Etap<span class="_ _0"></span><span class="ff1"> </span></div></div><div class="c xa4 y4df w4b h6e"><div class="t m0 x60 h2f yc3 ff1 fs5 fc0 sc0 ls0 ws0">Wielorodzinne<span class="_ _0"></span> </div></div><div class="c xc8 y4df w4c h6e"><div class="t m0 x72 h2f yc3 ff1 fs5 fc0 sc0 ls16 ws0">34<span class="ls0"> </span></div></div><div class="c xc9 y4df w4d h6e"><div class="t m0 x61 h2f yc3 ff1 fs5 fc0 sc0 ls0 ws0">1 933 </div></div><div class="c x71 y4df w4e h6e"><div class="t m0 x3b h2f yc3 ff1 fs5 fc0 sc0 ls16 ws0">34<span class="ls0"> </span></div></div><div class="c xca y4df w4f h6e"><div class="t m0 x50 h2f yc3 ff1 fs5 fc0 sc0 ls0 ws0">0 </div></div><div class="c xa7 y4e0 w49 h6d"><div class="t m0 x46 h2f yc3 ff1 fs5 fc0 sc0 ls16 ws0">22<span class="ls0"> </span></div></div><div class="c xc7 y4e0 w4a h6d"><div class="t m0 x46 h2f yc3 ff2 fs5 fc0 sc0 ls0 ws0">ŁOWICZ ul. <span class="ff1">Medy<span class="_ _0"></span>czna 10 </span></div></div><div class="c xa4 y4e0 w4b h6d"><div class="t m0 x60 h2f yc3 ff1 fs5 fc0 sc0 ls0 ws0">Wielorodzinne<span class="_ _0"></span> </div></div><div class="c xc8 y4e0 w4c h6d"><div class="t m0 x72 h2f yc3 ff1 fs5 fc0 sc0 ls16 ws0">30<span class="ls0"> </span></div></div><div class="c xc9 y4e0 w4d h6d"><div class="t m0 x61 h2f yc3 ff1 fs5 fc0 sc0 ls0 ws0">1 406 </div></div><div class="c x71 y4e0 w4e h6d"><div class="t m0 x3b h2f yc3 ff1 fs5 fc0 sc0 ls16 ws0">30<span class="ls0"> </span></div></div><div class="c xca y4e0 w4f h6d"><div class="t m0 x50 h2f yc3 ff1 fs5 fc0 sc0 ls0 ws0">0 </div></div><div class="c xa7 y4e1 w49 h6e"><div class="t m0 x46 h2f yc3 ff1 fs5 fc0 sc0 ls16 ws0">23<span class="ls0"> </span></div></div><div class="c xc7 y4e1 w4a h6e"><div class="t m0 x46 h2f yc3 ff2 fs5 fc0 sc0 ls0 ws0">ŻYRARDÓW ul.<span class="_ _0"></span> Okrzei III Etap<span class="ff1"> </span></div></div><div class="c xa4 y4e1 w4b h6e"><div class="t m0 x60 h2f yc3 ff1 fs5 fc0 sc0 ls0 ws0">Wielorodzinne<span class="_ _0"></span> </div></div><div class="c xc8 y4e1 w4c h6e"><div class="t m0 x72 h2f yc3 ff1 fs5 fc0 sc0 ls16 ws0">70<span class="ls0"> </span></div></div><div class="c xc9 y4e1 w4d h6e"><div class="t m0 x61 h2f yc3 ff1 fs5 fc0 sc0 ls0 ws0">3 977 </div></div><div class="c x71 y4e1 w4e h6e"><div class="t m0 x3b h2f yc3 ff1 fs5 fc0 sc0 ls16 ws0">69<span class="ls0"> </span></div></div><div class="c xca y4e1 w4f h6e"><div class="t m0 x50 h2f yc3 ff1 fs5 fc0 sc0 ls0 ws0">1 </div></div><div class="c xa7 y3f0 w49 h70"><div class="t m0 x46 h2f y4d7 ff1 fs5 fc0 sc0 ls16 ws0">24<span class="ls0"> </span></div></div><div class="c xc7 y3f0 w4a h70"><div class="t m0 x46 h2f y4d8 ff2 fs5 fc0 sc0 ls0 ws0">BRZEZINY ul. Kard<span class="_ _3"></span>. St. Wyszyńskiego </div><div class="t m0 x46 h2f y4cf ff1 fs5 fc0 sc0 ls0 ws0">4 i 6 </div></div><div class="c xa4 y3f0 w4b h70"><div class="t m0 x60 h2f y4d7 ff1 fs5 fc0 sc0 ls0 ws0">Wielorodzinne<span class="_ _0"></span> </div></div><div class="c xc8 y3f0 w4c h70"><div class="t m0 x72 h2f y4d7 ff1 fs5 fc0 sc0 ls16 ws0">72<span class="ls0"> </span></div></div><div class="c xc9 y3f0 w4d h70"><div class="t m0 x61 h2f y4d7 ff1 fs5 fc0 sc0 ls0 ws0">4 129 </div></div><div class="c x71 y3f0 w4e h70"><div class="t m0 x3b h2f y4d7 ff1 fs5 fc0 sc0 ls16 ws0">72<span class="ls0"> </span></div></div><div class="c xca y3f0 w4f h70"><div class="t m0 x50 h2f y4d7 ff1 fs5 fc0 sc0 ls0 ws0">0 </div></div><div class="c xa7 y4e2 w49 h6e"><div class="t m0 x46 h2f yc3 ff1 fs5 fc0 sc0 ls16 ws0">25<span class="ls0"> </span></div></div><div class="c xc7 y4e2 w4a h6e"><div class="t m0 x46 h2f yc3 ff1 fs5 fc0 sc0 ls0 ws0">SKIERNIEWIC<span class="_ _0"></span>E, ul. Reymonta<span class="_ _0"></span> </div></div><div class="c xa4 y4e2 w4b h6e"><div class="t m0 x60 h2f yc3 ff1 fs5 fc0 sc0 ls0 ws0">Wielorodzinne<span class="_ _0"></span> </div></div><div class="c xc8 y4e2 w4c h6e"><div class="t m0 x2c h2f yc3 ff1 fs5 fc0 sc0 ls16 ws0">212<span class="ls0"> </span></div></div><div class="c xc9 y4e2 w4d h6e"><div class="t m0 x72 h2f yc3 ff1 fs5 fc0 sc0 ls0 ws0">11 748 </div></div><div class="c x71 y4e2 w4e h6e"><div class="t m0 x6e h2f yc3 ff1 fs5 fc0 sc0 ls16 ws0">211<span class="ls0"> </span></div></div><div class="c xca y4e2 w4f h6e"><div class="t m0 x50 h2f yc3 ff1 fs5 fc0 sc0 ls0 ws0">1 </div></div><div class="c xa7 ydf w49 h6d"><div class="t m0 x46 h2f yc3 ff1 fs5 fc0 sc0 ls16 ws0">26<span class="ls0"> </span></div></div><div class="c xc7 ydf w4a h6d"><div class="t m0 x46 h2f yc3 ff1 fs5 fc0 sc0 ls0 ws0">RUMIA, ul. <span class="ff2">Dębogó<span class="_ _0"></span>rska Etap II<span class="_ _0"></span>I<span class="ff1"> </span></span></div></div><div class="c xa4 ydf w4b h6d"><div class="t m0 x60 h2f yc3 ff1 fs5 fc0 sc0 ls0 ws0">Wielorodzinne<span class="_ _0"></span> </div></div><div class="c xc8 ydf w4c h6d"><div class="t m0 x72 h2f yc3 ff1 fs5 fc0 sc0 ls16 ws0">74<span class="ls0"> </span></div></div><div class="c xc9 ydf w4d h6d"><div class="t m0 x61 h2f yc3 ff1 fs5 fc0 sc0 ls0 ws0">3 541 </div></div><div class="c x71 ydf w4e h6d"><div class="t m0 x3b h2f yc3 ff1 fs5 fc0 sc0 ls16 ws0">74<span class="ls0"> </span></div></div><div class="c xca ydf w4f h6d"><div class="t m0 x50 h2f yc3 ff1 fs5 fc0 sc0 ls0 ws0">0 </div></div><div class="c xa7 y4e3 w49 h6e"><div class="t m0 x46 h2f yc3 ff1 fs5 fc0 sc0 ls16 ws0">27<span class="ls0"> </span></div></div><div class="c xc7 y4e3 w4a h6e"><div class="t m0 x46 h2f yc3 ff1 fs5 fc0 sc0 ls0 ws0">KONIN, ul. Ber<span class="_ _0"></span>ylowa, Etap III </div></div><div class="c xa4 y4e3 w4b h6e"><div class="t m0 x60 h2f yc3 ff1 fs5 fc0 sc0 ls0 ws0">Wielorodzinne<span class="_ _0"></span> </div></div><div class="c xc8 y4e3 w4c h6e"><div class="t m0 x2c h2f yc3 ff1 fs5 fc0 sc0 ls16 ws0">122<span class="ls0"> </span></div></div><div class="c xc9 y4e3 w4d h6e"><div class="t m0 x61 h2f yc3 ff1 fs5 fc0 sc0 ls0 ws0">5 998 </div></div><div class="c x71 y4e3 w4e h6e"><div class="t m0 x6e h2f yc3 ff1 fs5 fc0 sc0 ls16 ws0">122<span class="ls0"> </span></div></div><div class="c xca y4e3 w4f h6e"><div class="t m0 x50 h2f yc3 ff1 fs5 fc0 sc0 ls0 ws0">0 </div></div><div class="c xa7 y4e4 w49 h6d"><div class="t m0 x46 h2f yc3 ff1 fs5 fc0 sc0 ls16 ws0">28<span class="ls0"> </span></div></div><div class="c xc7 y4e4 w4a h6d"><div class="t m0 x46 h2f yc3 ff2 fs5 fc0 sc0 ls0 ws0">KATOWICE, ul. <span class="_ _0"></span>Pułaskiego E<span class="_ _0"></span>tap II<span class="ff1"> </span></div></div><div class="c xa4 y4e4 w4b h6d"><div class="t m0 x60 h2f yc3 ff1 fs5 fc0 sc0 ls0 ws0">Wielorodzinne<span class="_ _0"></span> </div></div><div class="c xc8 y4e4 w4c h6d"><div class="t m0 x2c h2f yc3 ff1 fs5 fc0 sc0 ls16 ws0">116<span class="ls0"> </span></div></div><div class="c xc9 y4e4 w4d h6d"><div class="t m0 x61 h2f yc3 ff1 fs5 fc0 sc0 ls0 ws0">7 081 </div></div><div class="c x71 y4e4 w4e h6d"><div class="t m0 x6e h2f yc3 ff1 fs5 fc0 sc0 ls16 ws0">112<span class="ls0"> </span></div></div><div class="c xca y4e4 w4f h6d"><div class="t m0 x50 h2f yc3 ff1 fs5 fc0 sc0 ls0 ws0">4 </div></div><div class="c xa7 ye4 w49 h6e"><div class="t m0 x46 h2f yc3 ff1 fs5 fc0 sc0 ls16 ws0">29<span class="ls0"> </span></div></div><div class="c xc7 ye4 w4a h6e"><div class="t m0 x46 h2f yc3 ff2 fs5 fc0 sc0 ls0 ws0">ŻYRARDÓW ul.<span class="_ _0"></span> Ks. J. Popiełu<span class="_ _3"></span>s<span class="_ _8"></span>zki<span class="ff1"> </span></div></div><div class="c xa4 ye4 w4b h6e"><div class="t m0 x60 h2f yc3 ff1 fs5 fc0 sc0 ls0 ws0">Wielorodzinne<span class="_ _0"></span> </div></div><div class="c xc8 ye4 w4c h6e"><div class="t m0 x72 h2f yc3 ff1 fs5 fc0 sc0 ls16 ws0">98<span class="ls0"> </span></div></div><div class="c xc9 ye4 w4d h6e"><div class="t m0 x61 h2f yc3 ff1 fs5 fc0 sc0 ls0 ws0">4 838 </div></div><div class="c x71 ye4 w4e h6e"><div class="t m0 x3b h2f yc3 ff1 fs5 fc0 sc0 ls16 ws0">77<span class="ls0"> </span></div></div><div class="c xca ye4 w4f h6e"><div class="t m0 x4a h2f yc3 ff1 fs5 fc0 sc0 ls16 ws0">21<span class="ls0"> </span></div></div><div class="c xa7 y4e5 w49 h6d"><div class="t m0 x46 h2f yc3 ff1 fs5 fc0 sc0 ls16 ws0">30<span class="ls0"> </span></div></div><div class="c xc7 y4e5 w4a h6d"><div class="t m0 x46 h2f yc3 ff1 fs5 fc0 sc0 ls0 ws0">KONIN ul. Berylowa<span class="_ _3"></span> Etap IV </div></div><div class="c xa4 y4e5 w4b h6d"><div class="t m0 x60 h2f yc3 ff1 fs5 fc0 sc0 ls0 ws0">Wielorodzinne<span class="_ _0"></span> </div></div><div class="c xc8 y4e5 w4c h6d"><div class="t m0 x2c h2f yc3 ff1 fs5 fc0 sc0 ls16 ws0">122<span class="ls0"> </span></div></div><div class="c xc9 y4e5 w4d h6d"><div class="t m0 x61 h2f yc3 ff1 fs5 fc0 sc0 ls0 ws0">5 998 </div></div><div class="c x71 y4e5 w4e h6d"><div class="t m0 x6e h2f yc3 ff1 fs5 fc0 sc0 ls16 ws0">109<span class="ls0"> </span></div></div><div class="c xca y4e5 w4f h6d"><div class="t m0 x4a h2f yc3 ff1 fs5 fc0 sc0 ls16 ws0">13<span class="ls0"> </span></div></div><div class="c xa7 y4e6 w49 h72"><div class="t m0 x46 h2f y160 ff1 fs5 fc0 sc0 ls16 ws0">31<span class="ls0"> </span></div></div><div class="c xc7 y4e6 w4a h72"><div class="t m0 x46 h2f y160 ff2 fs5 fc0 sc0 ls0 ws0">ŁÓDŹ ul. Jugo<span class="_ _0"></span>słowiańska Etap<span class="_ _0"></span> I i II<span class="ff1"> </span></div></div><div class="c xa4 y4e6 w4b h72"><div class="t m0 x53 h2f y4d8 ff1 fs5 fc0 sc0 ls0 ws0">Domy </div><div class="t m0 x60 h2f y4cf ff1 fs5 fc0 sc0 ls0 ws0">jednorodzinne </div></div><div class="c xc8 y4e6 w4c h72"><div class="t m0 x72 h2f y160 ff1 fs5 fc0 sc0 ls16 ws0">40<span class="ls0"> </span></div></div><div class="c xc9 y4e6 w4d h72"><div class="t m0 x61 h2f y160 ff1 fs5 fc0 sc0 ls0 ws0">6 750 </div></div><div class="c x71 y4e6 w4e h72"><div class="t m0 x3b h2f y160 ff1 fs5 fc0 sc0 ls16 ws0">32<span class="ls0"> </span></div></div><div class="c xca y4e6 w4f h72"><div class="t m0 x50 h2f y160 ff1 fs5 fc0 sc0 ls0 ws0">8 </div></div><div class="c xa7 y4e7 w49 h6f"><div class="t m0 x46 h2f y160 ff1 fs5 fc0 sc0 ls16 ws0">32<span class="ls0"> </span></div></div><div class="c xc7 y4e7 w4a h6f"><div class="t m0 x46 h2f y160 ff2 fs5 fc0 sc0 ls0 ws0">ŁÓDŹ ul. Jugo<span class="_ _0"></span>słowiańska Etap<span class="_ _0"></span> III<span class="ff1"> </span></div></div><div class="c xa4 y4e7 w4b h6f"><div class="t m0 x53 h2f y2e6 ff1 fs5 fc0 sc0 ls0 ws0">Domy </div><div class="t m0 x60 h2f y4cf ff1 fs5 fc0 sc0 ls0 ws0">jednorodzinne </div></div><div class="c xc8 y4e7 w4c h6f"><div class="t m0 x72 h2f y160 ff1 fs5 fc0 sc0 ls16 ws0">41<span class="ls0"> </span></div></div><div class="c xc9 y4e7 w4d h6f"><div class="t m0 x61 h2f y160 ff1 fs5 fc0 sc0 ls0 ws0">6 617 </div></div><div class="c x71 y4e7 w4e h6f"><div class="t m0 x3b h2f y160 ff1 fs5 fc0 sc0 ls16 ws0">20<span class="ls0"> </span></div></div><div class="c xca y4e7 w4f h6f"><div class="t m0 x4a h2f y160 ff1 fs5 fc0 sc0 ls16 ws0">21<span class="ls0"> </span></div></div><div class="c xa7 y4e8 w49 h6d"><div class="t m0 x46 h2f yc3 ff1 fs5 fc0 sc0 ls16 ws0">33<span class="ls0"> </span></div></div><div class="c xc7 y4e8 w4a h6d"><div class="t m0 x46 h2f yc3 ff1 fs5 fc0 sc0 ls0 ws0">KONIN ul. Berylowa<span class="_ _3"></span> Etap V </div></div><div class="c xa4 y4e8 w4b h6d"><div class="t m0 x60 h2f yc3 ff1 fs5 fc0 sc0 ls0 ws0">Wielorodzinne<span class="_ _0"></span> </div></div><div class="c xc8 y4e8 w4c h6d"><div class="t m0 x72 h2f yc3 ff1 fs5 fc0 sc0 ls16 ws0">55<span class="ls0"> </span></div></div><div class="c xc9 y4e8 w4d h6d"><div class="t m0 x61 h2f yc3 ff1 fs5 fc0 sc0 ls0 ws0">2 829 </div></div><div class="c x71 y4e8 w4e h6d"><div class="t m0 x3b h2f yc3 ff1 fs5 fc0 sc0 ls16 ws0">13<span class="ls0"> </span></div></div><div class="c xca y4e8 w4f h6d"><div class="t m0 x4a h2f yc3 ff1 fs5 fc0 sc0 ls16 ws0">42<span class="ls0"> </span></div></div><div class="c xa7 y365 w49 h6e"><div class="t m0 x46 h2f yc3 ff1 fs5 fc0 sc0 ls16 ws0">34<span class="ls0"> </span></div></div><div class="c xc7 y365 w4a h6e"><div class="t m0 x46 h2f yc3 ff2 fs5 fc0 sc0 ls0 ws0">SOCHACZEW ul<span class="_ _0"></span>. Żeromskiego<span class="_ _0"></span><span class="ff1"> </span></div></div><div class="c xa4 y365 w4b h6e"><div class="t m0 x60 h2f yc3 ff1 fs5 fc0 sc0 ls0 ws0">Wielorodzinne<span class="_ _0"></span> </div></div><div class="c xc8 y365 w4c h6e"><div class="t m0 x72 h2f yc3 ff1 fs5 fc0 sc0 ls16 ws0">27<span class="ls0"> </span></div></div><div class="c xc9 y365 w4d h6e"><div class="t m0 x61 h2f yc3 ff1 fs5 fc0 sc0 ls0 ws0">1 499 </div></div><div class="c x71 y365 w4e h6e"><div class="t m0 x3b h2f yc3 ff1 fs5 fc0 sc0 ls16 ws0">27<span class="ls0"> </span></div></div><div class="c xca y365 w4f h6e"><div class="t m0 x50 h2f yc3 ff1 fs5 fc0 sc0 ls0 ws0">0 </div></div><div class="c xa7 y4e9 w50 h73"><div class="t m0 x3 h2d y4ea ff6 fs5 fc0 sc0 ls0 ws0">RAZEM </div></div><div class="c xc8 y4e9 w4c h73"><div class="t m0 x30 h2d y4ea ff6 fs5 fc0 sc0 ls0 ws0">3 233 </div></div><div class="c xc9 y4e9 w4d h73"><div class="t m0 x2c h2d y4ea ff6 fs5 fc0 sc0 ls0 ws0">184 540 </div></div><div class="c xcc y4e9 w51 h73"><div class="t m0 x41 h2d y4ea ff6 fs5 fc0 sc0 ls0 ws0">3 120 </div></div><div class="c xcd y4e9 w52 h73"><div class="t m0 x4d h2d y4ea ff6 fs5 fc0 sc0 ls16 ws0">113<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h74 y4eb ff3 fs7 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y4ec ff2 fs3 fc0 sc0 ls0 ws0">Spółka <span class="_ _2a"> </span>w <span class="_ _2a"> </span>2021 <span class="_ _2a"> </span>roku<span class="_ _8"></span> <span class="_ _7"> </span>sprz<span class="_ _8"></span>edała <span class="_ _2a"> </span>aktami <span class="_ _2a"> </span>notaria<span class="_ _8"></span>lnymi <span class="_ _2a"> </span>przeniesien<span class="_ _8"></span>ia <span class="_ _7"> </span>wł<span class="_ _8"></span>asności <span class="_ _2a"> </span>393 <span class="_ _2a"> </span>loka<span class="_ _8"></span>le <span class="_ _7"> </span>m<span class="_ _8"></span>ieszkalne </div><div class="t m0 x2 h8 y4ed ff1 fs3 fc0 sc0 ls0 ws0">o <span class="ff2">powierzchni <span class="_ _21"> </span>uży<span class="_ _8"></span>tkowej  </span>mi<span class="_ _0"></span>eszkalnej <span class="_ _21"> </span>26<span class="_ _8"></span>,4 <span class="_ _21"> </span>tys. <span class="_ _28"> </span>m</div><div class="t m0 xce h56 y4ee ff1 fs6 fc0 sc0 ls0 ws0">2</div><div class="t m0 xcf h8 y4ed ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _21"> </span>PUM, <span class="_ _28"> </span>w <span class="ff2">porówn<span class="_ _8"></span>aniu <span class="_ _21"> </span>do <span class="_ _21"> </span>s<span class="_ _8"></span>przedaży <span class="_ _21"> </span>33<span class="_ _8"></span>1 <span class="_ _21"> </span>lokali <span class="_ _21"> </span>o<span class="_ _8"></span> </span></div><div class="t m0 x2 h8 y4ef ff1 fs3 fc0 sc0 ls0 ws0">powierzchni 18,1 tys<span class="_ _8"></span>. m</div><div class="t m0 xd0 h56 y474 ff1 fs6 fc0 sc0 ls0 ws0">2</div><div class="t m0 xd1 h8 y4ef ff1 fs3 fc0 sc0 ls0 ws0"> PUM w roku <span class="_ _8"></span>2020.<span class="_ _8"></span> </div><div class="t m0 x2 h8 y4f0 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y4f1 ff2 fs3 fc0 sc0 ls0 ws0">W <span class="_ _28"> </span>ofercie  Spółki  znajduje <span class="_ _21"> </span>s<span class="_ _8"></span>ię <span class="_ _21"> </span>rów<span class="_ _8"></span>nież  1<span class="ff1"> 326  lokali  mi<span class="_ _0"></span>eszkalnych  w <span class="_ _28"> </span>budownic<span class="_ _8"></span>twie <span class="_ _28"> </span>wielorodzinny<span class="_ _8"></span>m </span></div><div class="t m0 x2 h8 y4f2 ff1 fs3 fc0 sc0 ls0 ws0">o <span class="ff2">łącznej powierzchni <span class="_ _0"></span>użytkowej <span class="ff1">mieszkalnej 65,0 <span class="_ _3"></span>ty<span class="_ _8"></span>s. m</span></span></div><div class="t m0 xd2 h56 y228 ff1 fs6 fc0 sc0 ls0 ws0">2</div><div class="t m0 x89 h8 y4f2 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="ff2">P<span class="_ _0"></span>UM w <span class="_ _3"></span>7 inwestycjach będących <span class="_ _3"></span>ak<span class="_ _8"></span>tualnie na </span></div><div class="t m0 x2 h8 y4f3 ff2 fs3 fc0 sc0 ls0 ws0">etapie <span class="_ _8"></span>realizacj<span class="_ _8"></span>i. <span class="_ _8"></span>W <span class="_ _8"></span>tym <span class="_ _8"></span>d<span class="_ _8"></span>la <span class="_ _8"></span>365 <span class="_ _8"></span>loka<span class="_ _8"></span>li <span class="_ _8"></span>w <span class="_ _8"></span>budow<span class="_ _8"></span>ie z<span class="_ _8"></span>ostały <span class="_ _8"></span>podp<span class="_ _8"></span>isane <span class="_ _8"></span>umowy<span class="_ _8"></span> <span class="_ _8"></span>dewelopers<span class="_ _8"></span>kie <span class="_ _8"></span>lub <span class="_ _8"></span>um<span class="_ _8"></span>owy </div><div class="t m0 x2 h8 y4f4 ff2 fs3 fc0 sc0 ls0 ws0">przedwstępne<span class="ff1 lsd">. </span>Ta<span class="_ _8"></span>bela poniżej<span class="_ _8"></span> prezentuje szczegóły dotyc<span class="_ _8"></span>zące tych inwestycji.<span class="_ _c"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 y4f5 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y4f6 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y4f7 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y4f8 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y4f9 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y4fa ff1 fs3 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf2a" class="pf w0 h0" ><div class="pc pc2a w0 h0"><img class="bi x4 y2a w3 h5" alt="" 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VLbt23VunXLEq71hjctUlBQUOzNJaPR6Ob3nJk5c9bc+Qtyc/Nq1qjWfq82pe3mjAAAlN4of+ud98+77vlNBlZMjF829bWCgoJH//niQ88M3/ihP9VTK/zlz53uue3qoujMzMy896F///f97+cvXrshX+PiwilHtr7nloubNm1SNOSd9z6cPnP+JRecWr169aIha9asef+jEbPmLvr7TZd/9MmIky99cpNl6L5fo/fffPjhx/9zZ/+P1uXkFw3se8P6pKQKW1mdIe9/cnmfF5as+NVd1Q/dv2GfXqd279ZlQ0m/9OpbV9z6+uYvP7FHqwHP9d3w6wln/23E1/M2n+y1xy7+8wlHF/28bt26l14b9O8BoyZM/+WrmSnJCd32aXRlz2MdiwAAonzbCgsL8/I3PRkcHy0cN37C6Zc++uOStZuMWrkm97GXvho/+ceP3vrHN2PHXXzj0+nzV282z/DfD6e9/clNAx6/6KQTjgkhrF277taHP7q9/8f1ayZXSUlctSZnwdKsEMIFJ+8dQigsjG2+DPkFhcNHfH7z/UNLvi6jRo+9+OZX8ws2ndWIr38ccc4jl5056omHbvl5CWPFrHUIIT+/YJNlKHaywljhhiI/+rS/jZmwaJMJMrPyhn426/1Rj3do6fuaAADl1G/9omdBQewvVz22eZFv8Pm4ny644s5Dz3hg8yLfeCbX3f5abm7uxkN+XLJ2cvqKoiLfprsffnO7Fvtv9w7cvMg3ePr1755+7rWdu6Fvuu3RzYt8g1gsfD/dnQ0BAET5DsnNL5y1YM3Wp3nzw6mx2Dbm89OydZ+P/nrHlmH2/IzR47fvATpLV+ZsfYLbHnovIyNjZ23ld4d89NzAcY42AAB+lyjfiSZMnrljL5y3aO0OvOqYbk0vOrVj/VqVih2bkZn70muDd8p6ZWRk9Lzx+YLiTsxHIuGiUzs+0Pv4Iw5KcywCAIjyHVctJfGfd50y84uHB//7ysqVtniR+rGHNB36wl+fu//s5g1TtxCvmX/Yat965aHvvvbgU4/emv7Nf7YUxIM/2jnntj/59Is1a/OKHXXpGZ2fevTW667uOeT1B7t22sPhCAAgynfQGcfvdemFZ6elNT726B7d9ys+cCsmRl944pYjD+9+3jmnXH7uIcVOU7jNa1xKID4aqVklcZuTnXXqz3dESUhIOPfUbsVOM3nmzrnIe8q0uVsadfYph/+8G+LienTd0+EIAFA+7YSHBzVtXHfDzzWrVy4+go9vX61ataKfU1Mq/R5rsleLGn17n9m1y36VK1dev379+vXrX3h10JYmrlgxacPPrVoU/0FidVbunDlzf/uCzZ6/tNjhSRXi9u7QbsOviRUqOBwBAET5DopGt326vWWzer/rasTFRV5/+m8tWzb/OXATExMTE0v42rp1ahc7vLAw9u34yb992eb8uLLY4c0aVq1UqZJDEACAuN1jNdo2q76hyLdXpUpbfKDmwkU74QqW5SvXFTu8Tq3Kjj8AAHafKG9Qr8oOvzYajcbFRYodteG5nr/F2uziv+WZlBjv+AMAYPeJ8vjojq9IJBIJofjvmNarW+M3LlgsFivYwlOKcvMKHH8AAOw+Uf5bZGdnFxYWG+th771KekeULd05JhKJJCYUv5GXLFtr4wMAUH6jPC/vl0tK5sz9sdhp6tao1Lx50y3NYf1G57nz8vJmz1+5pSlrVi/+25wz52WsXftLl2dlZTscAQBEeTmyZOkv3+CcPDW92GlaN6uxlWvKp6YvK/zfCfZ+/3hmK08VrV+n+Icl5eQWfvnVtxt+nThtgcMRAECUlyPDPhtb9ENeXt4b744pdpoDOzULIURC8V0+d2HmcWfc+MqAt3vddN89//x0K+/VumndLY165Ol3c3NzQwgTJk4e9uUchyMAQPlUTm8Act9TI1avyYqLRN76cOL8xVmbTxCNRv5y+rEhhNTU5C2W/Zh5w8bM2+Z7HdVjv0de+HJLc9jzoItr10yePGNFTq7vfQIAiPLyJDevsP+LX21lgrOOa9eiRbMQQrs9W5ZkhpUrxa9dl1/sqEMP6XJ89yFDRhZ/kcz8xVnFfioAAKD8KF+Xr3TtVL8kdx5vVDf5wbuuLvq5Zcvm+7SrvY1PNtHIZWfuv8VNHBf3xn/uPqB93a3PpHmjKg5HAABRvptLrZzw1ot3/fu+s6unVtjKZAe0rzfklb/XrFlzw5An7r2sdvWkLU3frnn1r967o8v+7bYyzwoVKrz+7N+bNkjZ0gQ1qyY9ff8lDkcAgPJpOy5fSamc3LxhMTcSqZr6y+Pi69RMLXaaalV+6dHUlOLnU71aSgghpXKlYsfWqZkaQkiuVLHYsfXrVCl2wTae+JKzu1arVu28c045/ZTjXnjlrf7PDUv/cc3G07dtVv32G04+6YRjNplP5057z/zq2fsfee6fL41enfXzvRQT4uNaNq56yrEdb/jrBZUqVVqxMqPYBauc/PP9EPfYo/7oIQ8988LAAYO/nTYnY8MErZtUO+Hwdpf1PCU1NaV5oyrF3PA8EomPjzpSAQB2Y5HYlh57s7srLCycMSN93o8/5eTk1qhepUXzprVr14ps9eqWnJycGTNnrVmTmZSU2LxZk6pVq+7A+8ZisTlz5i5esiwSiTTYo16DBntESnJJDQAAohwAAPidxNkEAAAgygEAQJQDAACiHAAAyq14mwAAKM+WrVidtW592VrmMd9OK1sLvHLV2jHfTt/hl++SO9WNHD158bJVf8x7vfTEtaIcgB2RtS5n2Yo1ZWuZp874cdWarLK1zEOHfVfWAnfNp19M9A8Ettd2R/nwEZ8/8dyQsZN+WpaRXaNK0sGdGz1wx+VpaY1PPPumsZMWRiIhqUK0ZdOad9987j6dO86Ykd79lNsvPn3/u27rFULIyclp0+XSnNyCoS/fvFe7Nm26XLx2XV4kEiomxrdrWee+2y5u3bpl0btce/P9b74/MbVyhQkjn0pMTNx4AV4Z8Pbf7n3rT4e1frr/bSGEJ5955aGnP+mwZ923X76v6Ibf3Y67On1+xkGdGg588b6ilzz+1Ev9/vlR0cesmlUrHtgp7forz2zWrEmTfc7Pz4+9/e/rruz9zOLlv/oznRAfN/Pr5ypUqBBC+NNZN343eVGb5jWHDepfNHbc+AnHn/dAJBIWTHhlw13GY7HY08+99uLAL6bOWlFQEGveqNoZJ+xz0zUXzZ4995CT/y8aFxn8wk2dOnYIIVzX+/43hk7sfeWRva44PxaLnXnh37/4bt4Dt5x6zpknhRBefX3QTX0HhhA+fO2W9nu1dYzufub+uLRsLfBPi1fMX7CsbC3zN+NnlrlefGPwF/51AIjyElmyZOmfL3o8J7cghBCJxJZl5AwaNqNFk0F9b7921ZrsZRk5lZKiyzKy5y/OWnTDk9+PfDa/IH9ZRs7adTkbsnX5qpzs9QV5eflFP2dl5yVViC7LyJ63aO2atU98Ovixn08MjJi6LCNnWUbO9xMm779f542XITsnd1lGzurM7BDCxElTrrlrUAjhib5HFsXxokWLx0xYFEL4YNSsvLy8hISEn0/nZOTER0OFhOjSlTk/zM6YNX/5h//9x7KVOfkFsby8/BWrspdl5Gz8LhUS4oru4J6VlTXsy7n5BbFR3y5YuXJl9erVQwh5efnLMnIikV/d4v2Djz796x1vb/h1cvqKyQ9/VKt6lZ7nnRaNiyxekf3V2ElFUf7ByGnLMnI+/mxSryvC8uXL3/5kegihTetmRS/8cMS4ooUZNvLrEkZ51rr17378zW8/GmbNWTx91oKydQT/kf9rCQCgVET5Q4+/lJNb0L5lzYduP7ddm1Zz5y14Y9CwS84/qWhsxcTo0ikvr1ix8pzL7x09fuEPP0wL27oAaN92dYcPenjx4iVnXNpvzPcLZ8+e07Rpk/T02XMXZu7brvbE6cuHfTZ2kyjf2P39B4QQDmhf76gjuhcNGT7yyxBCjwMbDx8z7/PRXx3WveuGia/refDtfa58Y+CQi25+bfS4BWvW/HIW7btPHikoKPzwk1EX9x7QvFGVkYPui0QiRWfoP/v8q/yC2OEHNh42Zt6nn4059aTjNlmGefPmN27cKBaL3fPowIT4uOt6djn/rOMrVEh4Z+iIO/t/8MC/PjjvnJMvPvOAe/45YtLUeSGEZcuWzVmYGUIY/8OigoKCiZOnhRAqV4pvs2erEEJBQcGob+Y2bZA6e8GaT0dPuf6vJdovy1asPu/qRx3NAABl1PbdfWXAe9/XrVlx9Pv9Dz3k4Fq1au27T8eH+t6UltZ4wwSJiYn169dr0rBGCWcYCZHExMTGjRvt1ap+fkFs3o8/hRAGvPVhNBp57pFrD9m/0RvvfVdYWLj5C9fl5L72xjtvfji1RpXEZx/uFY1Gf17Cd0a3blJt0Et9a1RJHPD2iI1fEo3GJSYmdj2ocwghLz+2evUvUV6zZs06dWpXrZISQoiPxtWpU7t27Vo/z/DtkfVqVRr08r1NGqQMGPT5xjOMxSJ/OuumXrc8EUKYNn3G2MlLTzmydd/br23ZsnlaWuNrr7rgkjP2nf1T5uejv7r+6vNTkxO++HZOCOHj4V9E4yKnH7Pn0pU547+f+MVXE0II3fZt9L/PAF8uXLau782n1q1Z8dOv5i9duswxCgCw29uOM+U5OTlLVmQfun/DpKSkEMLHw0aOGTslhLBvx9bHHt0jhJCbX3j5tfcsWJwxfMy8049u06ZN6x+mbuOrwYuXr33sXy8uWrzyrY+mNKqbfNAB+4YQ3njvuwM71Ntzz1YnHNH56tvfeuHlgReef/omL/xg1JwPRs2Jiws3XdZjw5XoEydNGfH1/Gsv6FKxYsVjDmnxzsdTH1q9ukqVKkVjx06Y+9i/Xvzg0wkhhCZ7pNSvX2+bq7x48ZIhI2ecfky7pKSkPx3W9ukBYzMyMipXrjz049FFEyzPyOp/98UhhDlzF4QQ2rRqsPHL27RsHMKY2XN/Oqx710P2azz0s1mTp/zw0YjxB3So/0jfa9779KqPPv161NczQwhHHdLhf58BRlSuFH/8MT3Wr8+94MZX/jvow6suO9dhCgBsrEfX9rVqpJatZT728H3K1gI33qNW/brV/5j3qlWjynZEeYUKFZIrxi9bsa7o1/ETZ7z89jfzFq297MzVRVEei4XJMxZ9PXFx9dQKj9zbK4QQFxcXQij436nuWCxWUFAYQohGfz5DP3dh5g19362YGG3fqlb/ey5JTEwcN37C9LmrmjSs9uzzry9ZtiqEcOO9b590whHVqlXbeGG6dt7jwjO7X9z7td4PvN+gfq0zTj2hoKCg5zWP5eUXrste/+zzr4cQWbU2t9fN/3jxqbuKXjL8q/nDv5pfu3rSiT1a3Hr9ORtOrm9JLBa74saH167LL4zFnn3+9fW5eevzCt4e/HGHvVre/8yoEEIkEhv9/hNF86lWNTWEsGz56o3nsGzF6hBC9WqpIYSjund4b0T6w0++OezLWb16dqtdu9ZBnRoMHT7xh1nLQwhHH94lhJCRkfHOx1Pr105+ecA7hYWFyRWjrw/+SpQD7Cx77dm4bauGZWuZD+zculq1ymVtmVuVrQWuVaNKcqVE/0DYtbYjyuPi4o7p1nzgR9Pu6Pt4nxsvvfn6S2++/tJKaadumCAxIe6z9x4766JbBw2bcc9Dz/W/v3fDBnskVoh+/s3szMzMlJSUEZ99mZsfi0YjaY1//pt4QPt6n7//xMbv8trAj0MIk6YtmTRtaAihYmI0Mytv4DsfXdLzzI0nq12j8l/OOvmbcTP+NWBs73sHHnf0YV9+9e3EGcsrJMS98/Hkdz6eHEKIRiMDhk65cfKUopf0vqzb3bdds2EOBQUFW1/f78Z9P2Rkenw08snnMz/5fGYIISE+bsDgL0864Yg3nrj4tCuf3fCpI4TQuVOHujUqvjF0wmknjj1g/30ikciMGenPv/llcsX47l0PCCEc1aNL5I63Xnl3UiwWju5xUAjhyG7tbr5/aAjhmG5NmjZtEkLode9B1C8AACAASURBVPPDq9bmJiTE9X1saAghPi7u60mLPxk+8oge3R2p7EJ1a1Xt3qVd2VrmVs0aNGtSt4z1YutGlZMrlqEFTq6UVOZO1AHsDlEeQrj/9svHjLul779GDnjvuw6t681ftCovPxYX+eXC9Gg0+uqzd+1/5FXPvvHtYQd/eOKfjr70jH0ef/nrBh0vbtG46tTZK0MIF5y8d40aNfLy8jaff25u7sD3J7ZpWm3CqH8XDen74FN39P9kwDtjNonyInfectlnX6f/MDvj3oeeXbR0VQjhLye0L7pVYgjhT2fd+OHnc15/65OUlEo7sGkGvDUshHB89+b//d+tFc+//P9ef3/KzPTZ9erWCiHEYpEDjrqiaNQ/+1326J1nnXPN891Ova9F4yoJ0bgfZmdEIuHR204qumFLWlrjVmnVps3JqFujYof27UIIRx52wM33D41GI/1uvSiEMGnylDc++CE+Gpk08rEaNWqEEEaOGn3E2Q9fctNzU0fvX7Fixa3/p/HMPx/824+GmtWr7NepRdk6gv/I/7W0szSoVyM+PuqvDwCwg1HeqFHDbz56eMDAoZ9/PW3+olWVK1W44cIu1199bghhv73TalRLDiEkJCQ8cucFDz751vOvf3rg/p0fvOeGhnu89PGoSavWZJ/Yo9WJR+938onHhBDi4uJ6HJDWuMGvvhL6yfBRbVvVPvOELhuGnH3q0d9OmJNfUJCVlZWcnBxCaLhH7SMPTuvQtnEIoVq1ap+9+1Cvmx+eNmtxQnz06K5NLj73l7ujXH3hcYWxIRmrs/beq/mRB6e1aPqrC74jkcgRXdIKCmPVqv18pqdO7RpHHpzWqN7PhbcmM/vILmlXXnj8hpdcdv7xyzOy3hj06aXn//nIg9M2nluFChVO+fNx9erUenXgsKnpiwsKCs89sf3pJ3Y9+sjDNkxz6TndPhw5ocs+LYru3thmz9anHtW6WpVKbdvsGUKYOn32EV3SOrRuUFTkIYQuB+53+jF7rsrM/mHq9M6d9t7KfqlVI/XlJ65zNAMAlFGRortxAwAAu0qcTQAAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAsP3itzIu7dj/s4EAACj95r5/V5lefmfKAQBgF9vamfJVMz/7A5Zg1czPEuvtb08AO9H6RV/7w2Lj47CxrcrVZinrq+BMOQAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACi3CYAAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAOVKJBaLbWlcZmamDQQAQCmXkpJS1lfBmXIAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAGVHJBaL2QoAALALOVMOAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAKDsiN/KuMzMTBsIAIBSLiUlpayvgjPlAAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAADKjkgsFrMVAABgF3KmHAAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwBA2RG/lXGZmZk2EAAApVxKSkpZXwVnygEAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAlB2RWCxmKwAAwC7kTDkAAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAgLIjfivjMjMzbSAAAEq5lJSUsr4KzpQDAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAACg7IrFYbIvjIhEbCACAUm4rQbs7RDkAAPAHcPkKAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAICyI77YoZFIxKYBAKBMiMViZX0VIrvBOgAAQJnm8hUAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAARLlNAAAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAf4z43/sN+vXrZysDAOx+kpOTe/XqZTuUjSgPIfTp08eGBgDYzTj3uhO5fAUAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACUDvE2AbAL9evXb5Mhffr0KT+rX1hYGBcXZ2Wtr5W1vlYWWxlgl30guf/++8vP+parlbVz7Vw7l+3lTDmwK21yXnzzE+cAIMoBdrFIk56lefHq1kxdNLa/3QSAKAd2c7E5z/vMAMDuzTXlAAAgygEAQJQDAACiHAAAyi9f9ARKl8jg1eVlgdtcGUK4payt745rc2W5Wlk7dzde2R5LvylHDznjj+JMOQDAdhheez8bgZ3OmXKgdDm+zq/+Lg0pawtccjPT00MILZo3Lyd7dmZ6erlaWTt3dzVkSb4/1PwenCkHAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAOVLvE0AlCpl7hHWO77AKWkhhOnl55HdKWnlamXt3N1YnZwVIVTx5xpRDuzOYif+6j91kWvL2AKXXL9+/UIIffr0KSd7tl+/fuVqZe3c3XvnhlBe1pc/jMtXAABAlAMAgCgHAABEOQAAiHIAAGAXcfcVoFSrWzM10qRnaV48+wgAUQ7s5haN7W8jACDKAX5H/7vjLwCUa64pBwCAXcyZcmBX2uQpgE6cAyDKAUqdP+xbnnVrprp+HQBRDlC82Jznd6f6B4DNuaYcAABEOQAAiHIAAECUAwBA+eWLnkDpEhm82kYAoLxxphwAAHYxZ8qB0uX4Or/6uzTEFgGgHHCmHAAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACUL/E2AVCqDFmSbyMAIMoBdqXYiVU2/jVyrU0CwO7P5SsAACDKAQBAlAMAAKIcAABEOQAAsIu4+wpQqtWtmRpp0vOPeSNbGwBRDlCMRWP72wgAiHKA31G/fv1sBABwTTkAAOxizpQDu1KfPn02/tWJcwBEOUCp88d8y3Pr6tZMdWk7AKIcKNdic573wQCA3ZtrygEAQJQDAIAoBwAARDkAAJRfvugJlC6RwavLy1K1uTKEcEupXN/fRZsry9XK2rmlxO2tEu9oneRPK6WfM+UAwG7rzunrbQTKBGfKgdLl+Dq/+rs0pFQu1U4xMz09hNCiefNysmdnpqeXq5W1c0uDIUvy/VGlrHCmHAAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACUL/E2AVCqlM7HYv8uS5WSFkKYXn4eA56SVq5W1s4tJdqlOP+IKAfYfrETq2z8a+Ta0rhUO0W/fv1CCH369Ckne7Zfv37lamXtXGC7+PgIAACiHAAARDkAACDKAQBAlAMAALuIu68ApVrdmqmRJj13+TLYEQCIcqD8WjS2v40AgCgH+B0V3c4ZAEQ5wC6zyQNHNDoA5ZMvegIAwC7mTDlQqu3yb3mGEOrWTHVpOwCiHCjXYnOe98EAgN2by1cAAECUAwCAKAcAAEQ5AACUX77oCZQukcGry8tStbkyhHBLqVzf30WbK3eblb29VeIdrZP8awV2ImfKAWD73Dl9vY0A7FzOlAOly/F1fvV3aUipXKqdYmZ6egihRfPm5WTPzkxP3z1WdsiS/P9v745dIzvuAI7/XlisI2JXEJbTFi6koEPHYVK5D6RWUKr0wt1Vat8Vd1E1lQs1afUnBIX9A9IrXdIILagxKHJhECnCGZGXYvEh6YQvsXZ3Jm8+n8asMaeZebr1d4d5+/w9BRbOTjkAAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAqMvAEgBFKfMZ5ksZ1XArIs7reWb7cKs3k/1iaEsLEOVAr3X7G3dfNocljmohUkoR0bZtJVc2pVTPZAH+Vz7rAwCAKAcAAFEOAACIcgAAEOUAAEAmvn0FKNpkPGq2D7KPwYUAQJQD9bo6O7YIAIhygCWaf1c3AIhygGwePE1GowNQJzd6AgBAZnbKgaJlv8szIibjkaPtAIhyoGrd5YkPBgD0m+MrAAAgygEAQJQDAACiHAAA6uVGT6AszelNLaN69Toi3hQ536V49bqqyf43F/dod+3ty2f+1gNhpxwAcnl3/t4iAHN2yoGy7G3ee1+aFjmqhbiYzSLixc5OJVf2YjararKfvLjT61t/34EP7JQDAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAADAinmiJ1CWMh9zuJRRDbci4ryexzoOt6qabF0XF3gyO+UAkMfR7ppFAObslANl6fY37r5sDksc1UKklCKibdtKrmxKqarJVnVxgaezUw4AAKIcAABEOQAAIMoBAKBebvQEijYZj5rtg+xjcCEAEOVAva7Oji0CAL3n+AoAAGRmpxzIaf51zgAgygGyefB0FY0OQJ0cXwEAgMzslANFy/7VKxExGY/cbwqAKAeq1l2e+GAAQL85vgIAAKIcAABEOQAAIMoBAKBebvQEytKc3tQyqlevI+LNp/7kd7trf3j5zC8GQL/ZKQco2tH5e4sA0Ht2yoGy7G3ee1+aFjmqhbiYzSLixc7Oj/w30+tbvxIANbBTDgAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAACvmiZ5AWcp8huVSRjXciohzz+wEwE45QOHe7a5ZBIDes1MOlKXb37j7sjkscVQLkVKKiLZtXXQA7JQDAIAoBwAAUQ4AAIhyAAColxs9gaJNxqNm+yD7GFwIAEQ5UK+rs2OLAEDvOb4CAACZ2SkHcpp/VzcAiHKAbB48OkejA1Anx1cAACAzO+VA0TJ+9cpkPHKbKQCiHCAiors8qe3zAAC1cXwFAABEOQAAiHIAAECUAwBAvdzoCZSlOb2pZTCvXkfEmx9+xBfDn/3tN0O/AACiHCC/vc1770vTkgazWBezWUS82NmJiOn17d//+W9XH6Bajq8AAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAgLoMLAFQlOn1bS2DGW5FxHlJ8wUgFzvlAEU42l2zCADVslMOlKXb37j7sjksaDCLlVKKiLZtXXQA7JQDAIAoBwAAUQ4AAIhyAAColxs9gaJNxqNm+yDXj7b+AIhygLg6O7YIAPSe4ysAAJCZnXIgp/l3dQOAKAfI5sGjczQ6AHVyfAUAADKzUw4UbWVfvTIZj9xUCoAoB3hcd3nSp/oHgI85vgIAAKIcAABEOQAAIMoBAKBebvQEytKc3lgEAEQ5QE57m/fel6ZWBIAKOL4CAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAOoysARAUabXtxYBgNrYKQcAgMzslANl6fY37r5sDi0JAP1npxwAAEQ5AACIcgAAQJQDAEC93OgJFG0yHjXbB6v5QVYbAFEO8Iirs2OLAIAoB1iilJJFAABRDpBH27bma7Lma7LmiygHvN0DQBF8+woAAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAMASDJb9A9bX11NKFhoAoGfW19ctwqI0XddZBQAAyMjxFQAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAABEuSUAAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAAD/VwZL+nNTShYXAKD3nj9//tVXX1mHQqM8Itq2tb4AAD2WUvr222+tw9M5vgIAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAEBEDSwDkklJ68G/atq1k7t9///1nn31msiZrpiYLohzI7EGCf9zoPfb1119X8glkfllN1u+wywo/zvEVAAAQ5QAAUDfHV4ByNdsHhYxkMh5dnR27IgCIcqBG3eWJjwcA9J7jKwAAIMoBAECUAwAAGTlTDhSkOb2pZWyvXr8peLKLnWlEmGwvJ7vUmR7trr19+cy7IvWwUw4AFOfd+XuLQFXslAMF2du896Y0LXhsT3Qxm73Y2anhml7MZhFhsr2c7PJmOr2+9X5IbeyUAwCAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAIC6DCwBUI6Sn6294LENt84reZD4cCsiTLaXk61lprASdsoBgOIc7a5ZBKpipxwoSLe/cfdlc1ju2J4opdS2bQ3XNKUUESbby8lWMlNYDTvlAAAgygEAQJQDAACiHAAA6uVGT6Bck/Go2T4oZCQuBwCiHKjR1dmxRQBAlAMs0fz74wAAZ8oBACAzO+VANg+ePGLjHIBq2SkHAIDM7JQD5VrlV69MxiP3lQIgygEe0V2e9O8DAAA84PgKAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAgP4ZWAKgWJPxqNk+WNnPsuAAiHKAh67Oji0CAKIcYIlSShYBAMKZcgAAyM5OOZBN27Z3X9o4B0CUAxRnZXd5/rjJeOR0OwCiHKhXd3niswEAvedMOQAAiHIAABDlAACAKAcAgHq50RMoSHN6U8vAXr1+U+pkFz7TiHh0ske7a29fPvNrDxB2ygHI5d35e4sAMGenHCjI3ua9N6VpqQN7uovZ7MXOTg3X9GI2i4iPJzu9vvULD/CBnXIAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAUJeBJQDKUeyj1xc/sOHWeSXPmR9uRcSjk/3VyMYQgCgHytPtb9x92RwWOrCnSym1bVvDNU0pRUQlkwX4yexSAACAKAcAAFEOAACIcgAAEOUAAEAmvn0FKNdkPGq2D0oYhmsBgCgHKnV1dmwRAKiB4ysAAJCZnXIgm/ljZQAAUQ5k8+ApjxodgGo5vgIAAJnZKQfKtbKvXpmMR24qBUCUAzyuuzzpU/0DwKMcXwEAAFEOAACiHAAAEOUAAFAvN3oCBWlObywCAKIcIKe9zXtvSlMrAkAdHF8BAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAABYoYElAMoxvb61CACIcoCcuv2Nuy+bQ0sCQBUcXwEAAFEOAACiHAAAEOUAAFAvN3oC5ZqMR832wWp+kNUGQJQDPOLq7NgiAFADuaivbwAABdJJREFUx1cAACAzO+VANikliwAAohzIqW1bjQ4A4fgKAABkZ6ccKNdqvnrlkybjkVtOARDlQL26yxOfDQDoPcdXAABAlAMAgCgHAABEOQAA1MuNnkBBmtObWgb26vWbUie78JlGxKOTPdpde/vymV97gLBTDkAu787fWwSAOTvlQEH2Nu+9KU1LHdjTXcxmL3Z2arimF7NZRHw82en1rV94gA/slAMAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwCAugwsAVCOYh+9vviBDbfOK3nO/HArImqZLMBPZaccgDyOdtcsAsCcnXKgIN3+xt2XzWGhA3u6lFLbtjVc05RSRFQyWYCfzE45AACIcgAAEOUAAIAoBwCAernREyjXZDxqtg9KGIZrAYAoByp1dXZsEQAQ5QBLNP+yPADAmXIAAMjMTjmQzYMHytg4B6BadsoBACAzO+VAuVb21SuT8chNpQCIcoDHdZcnfap/AHiU4ysAACDKAQBAlAMAAKIcAADq5UZPoCDN6Y1FAKBCdsoBACAzO+VAQfY2770pTa0IAHWwUw4AAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAAAr5omeQEGm17cWAYAK2SkHAIDM7JQDBen2N+6+bA4tCQBVsFMOAACiHAAARDkAACDKAQCgXm70BMo1GY+a7YPV/CCrDYAoB3jE1dmxRQCgBo6vAABAZnbKgWxSShYBAMJOOQAAZGenHMimbdu7L22cAyDKAYqzmq9e+aTJeOSWUwBEOVCv7vLEZwMAes+ZcgAAEOUAACDKAQAAUQ4AAPVyoydQkOb0ppKBTX75+9b1BuAHdsoBMvjHs7FFAOADO+VAQfY2770pTUsd2NNNr29dbgA+sFMOAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAOoysARAOYp9+PzCB/bz239FbLjiAIhyoDjd/r1ObQ4LHdjTpfTHiNYVB2DO8RUAABDlAAAgygEAAFEOAACiHAAAyMS3rwDlmoxHzfZBCcNwLQAQ5UClrs6OLQIANXB8BQAAMrNTDmSTUrIIACDKgZzattXoABCOrwAAQHZ2yoFyrfKrVybjkftKARDlAI/oLk/69wEAAB5wfAUAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAGAJBpYAKNZkPGq2D1b2syw4AKIc4KGrs2OLAEANHF8BAIDM7JQD2aSULAIARETTdd2S/l/btq31BQDosfn2iup7OsdXAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAPTPYEl/7vr6ekrJ+gIA9Nvz588twtM1XddZBQAAyMjxFQAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAADQT4P5P5qmsRYAABn95Xe/tQh3/fpPf64uyruuc+EBADL67vMvLUK1HF8BAABRDgAAohwAABDlAAAgygEAAFEOAACiHACAbH7xzV8tgigHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAABblu8+/tAiiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAUJX/ABx/BFplUD2LAAAAAElFTkSuQmCC"/><div class="c x0 y1 w2 h0"><div class="t m0 x5 h6 y2b ff4 fs2 fc2 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI GRUPY KAPITAŁOWEJ <span class="ff3">MIRBUD ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc3"> </span></span></div><div class="t m0 x6 h4 y2c ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y2d w4 ha"><div class="t m0 xcb h8 y85 ff2 fs3 fc2 sc0 ls0 ws0">Grupa Kapitałowa MIR<span class="_ _8"></span>BUD<span class="ff1"> <span class="ls6">| <span class="_ _8"></span></span>JHM DEVELOP<span class="_ _8"></span>MENT S.A.<span class="_ _8"></span> </span></div></div><div class="c x9 y2d w5 ha"><div class="t m0 xa h4 y86 ff3 fs1 fc4 sc0 ls3 ws0">42<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h4 y31 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h2c y14f ff8 fs5 fc0 sc0 ls0 ws0">Tabela: Wykaz<span class="_ _0"></span> projektów dewelop<span class="_ _3"></span>erskich w trakcie realiza<span class="_ _0"></span>cji na dzie<span class="_ _0"></span>ń 31.12.2021<span class="ff7"> r. </span></div></div><div class="c xa7 y4fb w42 h75"><div class="t m0 x46 h2d y4fc ff6 fs5 fc4 sc0 ls30 ws0">LP<span class="ls0"> </span></div></div><div class="c xc7 y4fb w53 h75"><div class="t m0 x46 h2d y4fc ff6 fs5 fc4 sc0 ls0 ws0">Lokalizacja </div></div><div class="c xd3 y4fb w54 h75"><div class="t m0 x46 h2d y4fd ff6 fs5 fc4 sc0 ls0 ws0">Powierzchnia </div><div class="t m0 x46 h2d y31f ff5 fs5 fc4 sc0 ls0 ws0">działki [ha]<span class="ff6"> </span></div></div><div class="c xd4 y4fb w55 h75"><div class="t m0 x46 h2d y4fc ff6 fs5 fc4 sc0 ls0 ws0">Rodzaj zabudowy<span class="_ _3"></span> </div></div><div class="c xd5 y4fb w56 h75"><div class="t m0 x46 h2d y4fc ff6 fs5 fc4 sc0 ls0 ws0"> PUM [m</div><div class="t m0 x4d h6b y2bf ff6 fs9 fc4 sc0 ls0 ws0">2</div><div class="t m0 x61 h2d y4fc ff6 fs5 fc4 sc0 ls0 ws0">] </div></div><div class="c xd6 y4fb w57 h75"><div class="t m0 x46 h2d y4fd ff6 fs5 fc4 sc0 ls0 ws0">Liczba </div><div class="t m0 x46 h2d y31f ff6 fs5 fc4 sc0 ls0 ws0">lokali </div></div><div class="c xa7 y4fe w49 h76"><div class="t m0 x46 h2f y4ff ff1 fs5 fc0 sc0 ls0 ws0">1 </div></div><div class="c xc7 y4fe w58 h76"><div class="t m0 x46 h2f y4ff ff2 fs5 fc0 sc0 ls0 ws0">BYDGOSZCZ<span class="_ _0"></span> ul. Fordońska<span class="_ _0"></span><span class="ff1"> </span></div></div><div class="c xd3 y4fe w59 h76"><div class="t m0 x46 h2f y4ff ff1 fs5 fc0 sc0 ls0 ws0">0,7958 </div></div><div class="c xd4 y4fe w5a h76"><div class="t m0 x46 h2f y4ff ff1 fs5 fc0 sc0 ls0 ws0">m<span class="ff2">ieszkaniowa i u<span class="_ _0"></span>sł.<span class="ff1"> </span></span></div></div><div class="c xd5 y4fe w5b h76"><div class="t m0 x46 h2f y4ff ff1 fs5 fc0 sc0 ls0 ws0">    15 493     </div></div><div class="c xd6 y4fe w24 h76"><div class="t m0 x46 h2f y4ff ff1 fs5 fc0 sc0 ls0 ws0">     311     </div></div><div class="c xa7 y194 w49 h77"><div class="t m0 x46 h2f y4ff ff1 fs5 fc0 sc0 ls0 ws0">2 </div></div><div class="c xc7 y194 w58 h77"><div class="t m0 x46 h2f y4ff ff1 fs5 fc0 sc0 ls0 ws0">ZAKOPANE ul. <span class="_ _0"></span>Szymony </div></div><div class="c xd3 y194 w59 h77"><div class="t m0 x46 h2f y4ff ff1 fs5 fc0 sc0 ls0 ws0">0,9860 </div></div><div class="c xd4 y194 w5a h77"><div class="t m0 x46 h2f y4ff ff2 fs5 fc0 sc0 ls0 ws0">mieszkaniowa i u<span class="_ _0"></span>sł.<span class="ff1"> </span></div></div><div class="c xd5 y194 w5b h77"><div class="t m0 x46 h2f y4ff ff1 fs5 fc0 sc0 ls0 ws0">      8 705     </div></div><div class="c xd6 y194 w24 h77"><div class="t m0 x46 h2f y4ff ff1 fs5 fc0 sc0 ls0 ws0">     241     </div></div><div class="c xa7 y500 w49 h76"><div class="t m0 x46 h2f y4ff ff1 fs5 fc0 sc0 ls0 ws0">3 </div></div><div class="c xc7 y500 w58 h76"><div class="t m0 x46 h2f y4ff ff2 fs5 fc0 sc0 ls0 ws0">GDAŃSK ul. Wiel<span class="_ _0"></span>kopolska E<span class="_ _0"></span>tap I<span class="ff1"> </span></div></div><div class="c xd3 y500 w59 h76"><div class="t m0 x46 h2f y4ff ff1 fs5 fc0 sc0 ls0 ws0">0,6825 </div></div><div class="c xd4 y500 w5a h76"><div class="t m0 x46 h2f y4ff ff1 fs5 fc0 sc0 ls0 ws0">wielorodzinna </div></div><div class="c xd5 y500 w5b h76"><div class="t m0 x46 h2f y4ff ff1 fs5 fc0 sc0 ls0 ws0">      5 756     </div></div><div class="c xd6 y500 w24 h76"><div class="t m0 x46 h2f y4ff ff1 fs5 fc0 sc0 ls0 ws0">     108     </div></div><div class="c xa7 y501 w49 h77"><div class="t m0 x46 h2f y4ff ff1 fs5 fc0 sc0 ls0 ws0">4 </div></div><div class="c xc7 y501 w58 h77"><div class="t m0 x46 h2f y4ff ff2 fs5 fc0 sc0 ls0 ws0">BYDGOSZCZ<span class="_ _0"></span> ul. Bohaterów Kr<span class="_ _0"></span>agujew<span class="_ _0"></span>ca<span class="ff1"> </span></div></div><div class="c xd3 y501 w59 h77"><div class="t m0 x46 h2f y4ff ff1 fs5 fc0 sc0 ls0 ws0">0,4137 </div></div><div class="c xd4 y501 w5a h77"><div class="t m0 x46 h2f y4ff ff1 fs5 fc0 sc0 ls0 ws0">wielorodzinna </div></div><div class="c xd5 y501 w5b h77"><div class="t m0 x46 h2f y4ff ff1 fs5 fc0 sc0 ls0 ws0">      6 426     </div></div><div class="c xd6 y501 w24 h77"><div class="t m0 x46 h2f y4ff ff1 fs5 fc0 sc0 ls0 ws0">     119     </div></div><div class="c xa7 y502 w49 h76"><div class="t m0 x46 h2f y4ff ff1 fs5 fc0 sc0 ls0 ws0">5 </div></div><div class="c xc7 y502 w58 h76"><div class="t m0 x46 h2f y4ff ff2 fs5 fc0 sc0 ls0 ws0">ŻYRARDÓW ul.<span class="_ _0"></span> Legionów Pol<span class="_ _0"></span>skich<span class="ff1"> </span></div></div><div class="c xd3 y502 w59 h76"><div class="t m0 x46 h2f y4ff ff1 fs5 fc0 sc0 ls0 ws0">0,5476 </div></div><div class="c xd4 y502 w5a h76"><div class="t m0 x46 h2f y4ff ff1 fs5 fc0 sc0 ls0 ws0">wielorodzinna </div></div><div class="c xd5 y502 w5b h76"><div class="t m0 x46 h2f y4ff ff1 fs5 fc0 sc0 ls0 ws0">      9 237     </div></div><div class="c xd6 y502 w24 h76"><div class="t m0 x46 h2f y4ff ff1 fs5 fc0 sc0 ls0 ws0">     179     </div></div><div class="c xa7 yd w49 h77"><div class="t m0 x46 h2f y4ff ff1 fs5 fc0 sc0 ls0 ws0">6 </div></div><div class="c xc7 yd w58 h77"><div class="t m0 x46 h2f y4ff ff2 fs5 fc0 sc0 ls0 ws0">ŁÓDŹ ul. Źródłowa<span class="_ _3"></span><span class="ff1"> </span></div></div><div class="c xd3 yd w59 h77"><div class="t m0 x46 h2f y4ff ff1 fs5 fc0 sc0 ls0 ws0">0,6760 </div></div><div class="c xd4 yd w5a h77"><div class="t m0 x46 h2f y4ff ff1 fs5 fc0 sc0 ls0 ws0">wielorodzinna </div></div><div class="c xd5 yd w5b h77"><div class="t m0 x46 h2f y4ff ff1 fs5 fc0 sc0 ls0 ws0">      9 734     </div></div><div class="c xd6 yd w24 h77"><div class="t m0 x46 h2f y4ff ff1 fs5 fc0 sc0 ls0 ws0">     180     </div></div><div class="c xa7 y503 w49 h78"><div class="t m0 x46 h2f y4ff ff1 fs5 fc0 sc0 ls0 ws0">7 </div></div><div class="c xc7 y503 w58 h78"><div class="t m0 x46 h2f y4ff ff2 fs5 fc0 sc0 ls0 ws0">GDAŃSK ul. Wiel<span class="_ _0"></span>kopolska E<span class="_ _0"></span>tap II<span class="ff1"> </span></div></div><div class="c xd3 y503 w59 h78"><div class="t m0 x46 h2f y4ff ff1 fs5 fc0 sc0 ls0 ws0">1,0238 </div></div><div class="c xd4 y503 w5a h78"><div class="t m0 x46 h2f y4ff ff1 fs5 fc0 sc0 ls0 ws0">wielorodzinna </div></div><div class="c xd5 y503 w5b h78"><div class="t m0 x46 h2f y4ff ff1 fs5 fc0 sc0 ls0 ws0">      9 659     </div></div><div class="c xd6 y503 w24 h78"><div class="t m0 x46 h2f y4ff ff1 fs5 fc0 sc0 ls0 ws0">     188     </div></div><div class="c xa7 y504 w5c h77"><div class="t m0 x46 h2d y4ff ff6 fs5 fc0 sc0 ls0 ws0">RAZEM </div></div><div class="c xd3 y504 w59 h77"><div class="t m0 x46 h2d y4ff ff6 fs5 fc0 sc0 ls0 ws0">5,1254 </div></div><div class="c xd4 y504 w5a h77"><div class="t m0 x46 h2d y4ff ff6 fs5 fc0 sc0 ls0 ws0">  </div></div><div class="c xd5 y504 w5b h77"><div class="t m0 x46 h2d y4ff ff6 fs5 fc0 sc0 ls0 ws0">    65 010     </div></div><div class="c xd6 y504 w24 h77"><div class="t m0 x46 h2d y4ff ff6 fs5 fc0 sc0 ls0 ws0"> 1 326     </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h4d y505 ff7 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y506 ff2 fs3 fc0 sc0 ls0 ws0">Stan zaawansowani<span class="_ _8"></span>a realizacji tyc<span class="_ _8"></span>h inwestycji na dzień 3<span class="_ _8"></span><span class="ff1">1.<span class="ls9">12</span>.2021 <span class="ls13">r.</span> </span>obrazuje <span class="_ _8"></span>poniższy wyk<span class="_ _8"></span>res.<span class="ff1"> </span></div><div class="t m0 x2 h8 y208 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd7 h8 y507 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y508 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y509 ff2 fs3 fc0 sc0 ls0 ws0">Poziom sprzedaży<span class="_ _8"></span> lokali (liczba podpisanych <span class="_ _8"></span>umów <span class="_ _8"></span>przedws<span class="_ _8"></span>tępnych/dewelopersk<span class="_ _8"></span>ich) w aktualnie </div><div class="t m0 x2 h8 y50a ff2 fs3 fc0 sc0 ls0 ws0">realizowanych inwes<span class="_ _8"></span>tycjach przedstawia pon<span class="_ _8"></span>iższy wykr<span class="_ _8"></span>es.<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 xd8 h35 y50b ff6 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c xd9 y50c w5d h79"><div class="t m0 xda h69 y50d ff12 fs5 fc0 sc0 ls31 ws0">6%</div><div class="t m0 xda h69 y50e ff12 fs5 fc0 sc0 ls0 ws0">21%</div><div class="t m0 xda h69 y50f ff12 fs5 fc0 sc0 ls0 ws0">23%</div><div class="t m0 xda h69 y510 ff12 fs5 fc0 sc0 ls31 ws0">63%</div><div class="t m0 xda h69 y511 ff12 fs5 fc0 sc0 ls0 ws0">57%</div><div class="t m0 xda h69 y512 ff12 fs5 fc0 sc0 ls31 ws0">93%</div><div class="t m0 xda h69 y513 ff12 fs5 fc0 sc0 ls1a ws0">3%</div><div class="t m0 xda h69 y514 ff12 fs5 fc0 sc0 ls0 ws0">100%</div><div class="t m0 x4a h69 y515 ff13 fs5 fc0 sc0 ls0 ws0">Gdańsk, ul.<span class="_ _0"></span> Wielkopolsk<span class="_ _0"></span>a - etap 2</div><div class="t m0 x62 h69 y516 ff13 fs5 fc0 sc0 ls0 ws0">Żyrardów, u<span class="_ _3"></span>l. <span class="_ _8"></span>Legionów<span class="_ _0"></span> Polskich</div><div class="t m0 x1a h69 y517 ff13 fs5 fc0 sc0 ls0 ws0">Bydgoszc<span class="_ _0"></span>z, ul. Bohaterów<span class="_ _3"></span> <span class="_ _8"></span>Kragujewca</div><div class="t m0 x4c h69 y518 ff13 fs5 fc0 sc0 ls0 ws0">Gdańsk, ul.<span class="_ _0"></span> Wielkopolsk<span class="_ _0"></span>a - etap 1</div><div class="t m0 x1f h69 y519 ff12 fs5 fc0 sc0 ls0 ws0">Zakopane, ul.<span class="_ _0"></span> Szymony</div><div class="t m0 x2 h69 y51a ff13 fs5 fc0 sc0 ls0 ws0">Bydgoszc<span class="_ _0"></span>z, ul. Fordońska</div><div class="t m0 x36 h69 y51b ff13 fs5 fc0 sc0 ls0 ws0">Łódź, ul. Sm<span class="_ _0"></span>ugowa</div><div class="t m0 x63 h69 y51c ff13 fs5 fc0 sc0 ls0 ws0">Łódź, ul. Jugo<span class="_ _3"></span>sł<span class="_ _8"></span>owiańska<span class="_ _0"></span> 44 - etap II, III</div></div><div class="c x92 y51d w5e h7a"><div class="t m0 xae h69 y51e ff12 fs5 fc0 sc0 ls32 ws0">0%</div><div class="t m0 xae h69 y404 ff12 fs5 fc0 sc0 ls0 ws0">20%</div><div class="t m0 xae h69 y51f ff12 fs5 fc0 sc0 ls1a ws0">3%</div><div class="t m0 xae h69 y520 ff12 fs5 fc0 sc0 ls0 ws0">42%</div><div class="t m0 xae h69 y521 ff12 fs5 fc0 sc0 ls33 ws0">2%</div><div class="t m0 xae h69 y522 ff12 fs5 fc0 sc0 ls0 ws0">42%</div><div class="t m0 xae h69 y523 ff12 fs5 fc0 sc0 ls32 ws0">0%</div><div class="t m0 xae h69 y524 ff12 fs5 fc0 sc0 ls34 ws0">88%</div><div class="t m0 x4c h69 y2e7 ff13 fs5 fc0 sc0 ls0 ws0">Gdańsk, ul.<span class="_ _0"></span> Wielkopolsk<span class="_ _0"></span>a - etap 2</div><div class="t m0 x64 h69 y525 ff13 fs5 fc0 sc0 ls0 ws0">Żyrardów, u<span class="_ _3"></span>l. <span class="_ _8"></span>Legionów<span class="_ _0"></span> Polskich</div><div class="t m0 x48 h69 y526 ff13 fs5 fc0 sc0 ls0 ws0">Bydgoszc<span class="_ _0"></span>z, ul. Bohaterów<span class="_ _3"></span> <span class="_ _8"></span>Kragujewca</div><div class="t m0 x62 h69 y527 ff13 fs5 fc0 sc0 ls0 ws0">Gdańsk, ul.<span class="_ _0"></span> Wielkopolsk<span class="_ _0"></span>a - etap 1</div><div class="t m0 xdb h69 y528 ff12 fs5 fc0 sc0 ls0 ws0">Zakopane, ul.<span class="_ _0"></span> Szymony</div><div class="t m0 xbc h69 y529 ff13 fs5 fc0 sc0 ls0 ws0">Bydgoszc<span class="_ _0"></span>z, ul. Fordońska</div><div class="t m0 x24 h69 y52a ff13 fs5 fc0 sc0 ls0 ws0">Łódź, ul. Sm<span class="_ _0"></span>ugowa</div><div class="t m0 x22 h69 y52b ff13 fs5 fc0 sc0 ls0 ws0">Łódź, ul. Jugo<span class="_ _3"></span>sł<span class="_ _8"></span>owiańska<span class="_ _0"></span> 44 - etap II, III</div></div></div><div class="pi" ></div></div><div id="pf2b" class="pf w0 h0" ><div class="pc pc2b w0 h0"><img class="bi x4 y2a w3 h5" alt="" 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class="c x0 y1 w2 h0"><div class="t m0 x5 h6 y2b ff4 fs2 fc2 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI GRUPY KAPITAŁOWEJ <span class="ff3">MIRBUD ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc3"> </span></span></div><div class="t m0 x6 h4 y2c ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y2d w4 ha"><div class="t m0 xcb h8 y85 ff2 fs3 fc2 sc0 ls0 ws0">Grupa Kapitałowa MIR<span class="_ _8"></span>BUD<span class="ff1"> <span class="ls6">| <span class="_ _8"></span></span>JHM DEVELOP<span class="_ _8"></span>MENT S.A.<span class="_ _8"></span> </span></div></div><div class="c x9 y2d w5 ha"><div class="t m0 xa h4 y86 ff3 fs1 fc4 sc0 ls3 ws0">43<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h4 y31 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h35 y32 ff6 fs1 fc0 sc0 ls0 ws0">Marywilska 44 Sp.<span class="_ _0"></span> z o.o. </div><div class="t m0 x2 h8 y52c ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y52d ff1 fs3 fc0 sc0 ls0 ws0">Marywilska <span class="_ _12"> </span><span class="ff2">44 <span class="_ _13"> </span>Sp. <span class="_ _13"> </span>z <span class="_ _12"> </span>o.o. <span class="_ _13"> </span>to <span class="_ _12"> </span>spółka <span class="_ _13"> </span>dzia<span class="_ _8"></span>łająca <span class="_ _13"> </span>w<span class="_ _8"></span> <span class="_ _13"> </span>s<span class="_ _8"></span>ektorze <span class="_ _13"> </span>zarz<span class="_ _8"></span>ądzania <span class="_ _13"> </span>i <span class="_ _13"> </span>wy<span class="_ _8"></span>najmu <span class="_ _13"> </span>powierzchn<span class="_ _8"></span>i </span></div><div class="t m0 x2 h8 y52e ff2 fs3 fc0 sc0 ls0 ws0">komercyjnyc<span class="_ _8"></span>h, <span class="_ _6"></span>należąca <span class="_ _6"></span>do <span class="_ _6"></span>Grupy <span class="_ _6"> </span>Kapitałowej<span class="_ _8"></span> <span class="_ _6"></span>MIRBUD. <span class="_ _6"> </span>Spółka <span class="_ _6"> </span>zarzą<span class="_ _8"></span>dza <span class="_ _6"></span>Kompleksem <span class="_ _6"> </span>Han<span class="_ _8"></span>dlowym </div><div class="t m0 x2 h8 y52f ff2 fs3 fc0 sc0 ls0 ws0">MARYWILSKA <span class="_ _21"> </span>44, <span class="_ _21"> </span>po<span class="_ _8"></span>łożonym <span class="_ _2a"> </span>w <span class="_ _28"> </span>Warszawie <span class="_ _21"> </span>(dz<span class="_ _8"></span>ielnicy <span class="_ _21"> </span>Białołęka) <span class="_ _21"> </span>przy <span class="_ _21"> </span>ul. <span class="_ _21"> </span>Mar<span class="_ _8"></span>ywilska <span class="_ _2a"> </span>4<span class="_ _8"></span>4, <span class="_ _2a"> </span>w<span class="_ _8"></span> <span class="_ _2a"> </span>s<span class="_ _8"></span>kład </div><div class="t m0 x2 hb y530 ff2 fs3 fc0 sc0 ls0 ws0">którego <span class="_ _6"> </span>wchodzą: <span class="_ _7"> </span><span class="ff6">Centrum <span class="_ _6"> </span>Handlow<span class="_ _8"></span>e <span class="_ _6"></span>MARYWILS<span class="_ _8"></span>KA <span class="_ _6"></span>44<span class="ff1"> <span class="_ _6"> </span></span></span>o <span class="_ _6"> </span>pow<span class="_ _8"></span>ierzchni <span class="_ _6"> </span>użyt<span class="_ _8"></span>kowej <span class="_ _6"></span>62.126 <span class="_ _6"> </span>m</div><div class="t m0 xdc h56 y531 ff1 fs6 fc0 sc0 ls0 ws0">2</div><div class="t m0 x9b h8 y530 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _6"></span>oraz </div><div class="t m0 x2 hb y532 ff6 fs3 fc0 sc0 ls0 ws0">Park <span class="_ _13"> </span>H<span class="_ _8"></span>andlowy <span class="_ _12"> </span>MAR<span class="_ _8"></span>YWILSKA <span class="_ _12"> </span>44<span class="ff1"> <span class="_ _12"> </span><span class="ff2">o<span class="_ _8"></span> <span class="_ _13"> </span>powi<span class="_ _8"></span>erzchni <span class="_ _12"> </span>użytkowej <span class="_ _12"> </span>1<span class="_ _8"></span>2.084 <span class="_ _12"> </span>m</span></span></div><div class="t m0 xdd h56 y533 ff1 fs6 fc0 sc0 ls0 ws0">2</div><div class="t m0 xde h8 y532 ff2 fs3 fc0 sc0 ls0 ws0">. <span class="_ _12"> </span>Łącznie <span class="_ _12"> </span>powierz<span class="_ _8"></span>chnia </div><div class="t m0 x2 h8 y534 ff2 fs3 fc0 sc0 ls0 ws0">użytkowa <span class="_ _f"></span>kompleksu <span class="_ _f"></span>h<span class="_ _8"></span>andlowego <span class="_ _f"></span>obejmuj<span class="_ _8"></span>e <span class="_ _f"></span>74.210m</div><div class="t m0 xdf h56 y535 ff1 fs6 fc0 sc0 ls0 ws0">2</div><div class="t m0 x40 h8 y534 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _f"></span><span class="ff2">powierzchni <span class="_ _f"></span>użytk<span class="_ _8"></span>owej <span class="_ _f"></span>oraz <span class="_ _f"></span>naziemne <span class="_ _6"></span>miejsca </span></div><div class="t m0 x2 h8 y536 ff1 fs3 fc0 sc0 ls0 ws0">parkingowe.  <span class="_ _8"></span> </div><div class="t m0 x2 h8 y537 ff1 fs3 fc0 sc0 ls0 ws0">W <span class="_ _d"> </span>grudniu <span class="_ _d"> </span><span class="ff2">202<span class="_ _8"></span>0 <span class="_ _d"> </span>r. <span class="_ _d"> </span>i <span class="_ _d"> </span>lutym <span class="_ _d"> </span>2021 <span class="_ _d"> </span>r.<span class="_ _8"></span> <span class="_ _d"> </span>Spółka <span class="_ _d"> </span>zak<span class="_ _8"></span>upiła <span class="_ _d"> </span>nieruchomość<span class="_ _8"></span> <span class="_ _d"> </span>położoną <span class="_ _d"> </span>w <span class="_ _d"> </span>Ostródzie,<span class="_ _8"></span> <span class="_ _c"></span></span> </div><div class="t m0 x2 h8 y538 ff2 fs3 fc0 sc0 ls0 ws0">ul. <span class="_ _3"></span>G<span class="_ _8"></span>runwaldzkiej 55 bezpośrednio przy <span class="_ _3"></span>z<span class="_ _8"></span>jeździe z <span class="_ _3"></span>tras<span class="_ _8"></span>y S5 <span class="_ _3"></span>łącz<span class="_ _8"></span>ącej Gdańsk <span class="_ _0"></span>i Warszawę. <span class="_ _0"></span>Powierzchnia<span class="_ _8"></span> </div><div class="t m0 x2 h8 y539 ff2 fs3 fc0 sc0 ls0 ws0">użytkowa <span class="_ _6"> </span>nabytyc<span class="_ _8"></span>h <span class="_ _6"></span>nieruchomości <span class="_ _6"> </span>to<span class="_ _8"></span> <span class="_ _6"></span>56 <span class="_ _6"> </span>800 <span class="_ _7"> </span>m</div><div class="t m0 xe0 h56 y53a ff1 fs6 fc0 sc0 ls0 ws0">2</div><div class="t m0 xe1 h8 y539 ff1 fs3 fc0 sc0 ls0 ws0">, <span class="_ _6"> </span>a <span class="_ _6"> </span>powierz<span class="_ _8"></span>chnia <span class="_ _6"></span>najmu <span class="_ _6"> </span>44<span class="_ _8"></span> 919 <span class="_ _6"> </span>m</div><div class="t m0 xe2 h56 y53a ff1 fs6 fc0 sc0 ls0 ws0">2</div><div class="t m0 xe3 h8 y539 ff1 fs3 fc0 sc0 lsd ws0">. </div><div class="t m0 xe4 h56 y53a ff1 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe5 h8 y539 ff1 fs3 fc0 sc0 ls0 ws0">Celem <span class="_ _6"> </span>nabyc<span class="_ _8"></span>ia </div><div class="t m0 x2 h8 y53b ff2 fs3 fc0 sc0 ls0 ws0">nieruchomości <span class="_ _1a"> </span>było <span class="_ _14"> </span>rozs<span class="_ _8"></span>zerzenie <span class="_ _14"> </span>prow<span class="_ _8"></span>adzonej <span class="_ _1a"> </span>działalności <span class="_ _1a"> </span>o <span class="_ _14"> </span>najem <span class="_ _1a"> </span>powierzc<span class="_ _8"></span>hni <span class="_ _14"> </span>magazy<span class="_ _8"></span>nowo<span class="_ _8"></span><span class="ff1">-</span></div><div class="t m0 x2 h8 y338 ff1 fs3 fc0 sc0 ls0 ws0">logistycznych. <span class="_ _8"></span> </div><div class="t m0 x2 h8 y53c ff2 fs3 fc0 sc0 ls0 ws0">Kolejnych <span class="_ _2a"> </span>akwizy<span class="_ _8"></span>cji <span class="_ _2a"> </span>Spółka <span class="_ _21"> </span>dokonała <span class="_ _2a"> </span>w <span class="_ _21"> </span>ostatnim <span class="_ _2a"> </span>k<span class="_ _8"></span>wartale <span class="_ _2a"> </span>20<span class="_ _8"></span>21 <span class="_ _2a"> </span>r. <span class="_ _2a"> </span>W <span class="_ _21"> </span>listopadzie <span class="_ _2a"> </span>n<span class="_ _8"></span>astąpiło <span class="_ _2a"> </span>na<span class="_ _8"></span>bycie </div><div class="t m0 x2 h8 y53d ff2 fs3 fc0 sc0 ls0 ws0">nieruchomości <span class="_ _8"></span>w <span class="_ _8"></span>Staracho<span class="_ _8"></span>wicach z<span class="_ _8"></span> prz<span class="_ _8"></span>eznacz<span class="_ _8"></span>eniem <span class="_ _8"></span>pod wy<span class="_ _8"></span>najem <span class="_ _8"></span>dla <span class="_ _8"></span>sieci <span class="_ _8"></span>typu <span class="_ _8"></span>Dom i <span class="_ _8"></span>O<span class="_ _8"></span>gród. <span class="_ _8"></span>Łączna </div><div class="t m0 x2 h8 y53e ff2 fs3 fc0 sc0 ls0 ws0">wewnętrzna <span class="_ _0"></span>powierzc<span class="_ _8"></span>hnia <span class="_ _3"></span>n<span class="_ _8"></span>ajmu <span class="_ _3"></span>n<span class="_ _8"></span>ieruchomości <span class="_ _0"></span>wynosi 4<span class="ff1"> 071 <span class="_ _0"></span>m</span></div><div class="t m0 xe6 h56 y53f ff1 fs6 fc0 sc0 ls0 ws0">2</div><div class="t m0 xe7 h8 y53e ff2 fs3 fc0 sc0 ls0 ws0">. <span class="_ _3"></span>Obi<span class="_ _8"></span>ekt <span class="_ _3"></span>o<span class="_ _8"></span>bejmuje również <span class="_ _3"></span>ogród/skład </div><div class="t m0 x2 h8 y540 ff2 fs3 fc0 sc0 ls0 ws0">zewnętrzny o pow<span class="_ _8"></span>ierzchni 428 m</div><div class="t m0 xe8 h56 y541 ff1 fs6 fc0 sc0 ls0 ws0">2</div><div class="t m0 xe9 h8 y540 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="ff2">oraz parking z<span class="_ _8"></span>ewnętrzny. <span class="_ _8"></span></span> </div><div class="t m0 x2 h8 y2a0 ff2 fs3 fc0 sc0 ls0 ws0">W <span class="_ _2a"> </span>grudniu <span class="_ _2a"> </span>202<span class="_ _8"></span>1 <span class="_ _2a"> </span>r. <span class="_ _2a"> </span>nastąpiło <span class="_ _2a"> </span>na<span class="_ _8"></span>bycie <span class="_ _2a"> </span>nierucho<span class="_ _8"></span>mośc<span class="_ _8"></span>i <span class="_ _2a"> </span>stanowiącej<span class="_ _8"></span> <span class="_ _2a"> </span>park <span class="_ _2a"> </span>handlow<span class="_ _8"></span>y <span class="_ _2a"> </span>wraz <span class="_ _21"> </span>z <span class="_ _2a"> </span>niezbędną </div><div class="t m0 x2 h8 y542 ff2 fs3 fc0 sc0 ls0 ws0">infrastrukturą <span class="_ _8"></span>i <span class="_ _8"></span>parkingiem <span class="_ _8"></span>położony <span class="_ _8"></span>w <span class="_ _8"></span>Rumii. O<span class="_ _8"></span>biekt <span class="_ _8"></span>obejmuje <span class="_ _8"></span>6 l<span class="_ _8"></span>okali <span class="_ _8"></span>handlowo<span class="_ _8"></span><span class="ff1">-<span class="_ _8"></span></span>usługowych <span class="_ _8"></span>o <span class="_ _8"></span>łącznej </div><div class="t m0 x2 h8 y543 ff1 fs3 fc0 sc0 ls0 ws0">powierzchni najmu <span class="_ _8"></span>2 982 m</div><div class="t m0 xea h56 y14 ff1 fs6 fc0 sc0 ls0 ws0">2</div><div class="t m0 xeb h8 y543 ff1 fs3 fc0 sc0 lsd ws0">.   <span class="ls0"> </span></div><div class="t m0 x2 h8 y544 ff2 fs3 fc0 sc0 ls0 ws0">Akwizycje <span class="_ _c"></span>dokonane <span class="_ _c"></span>na <span class="_ _c"></span>k<span class="_ _8"></span>oniec <span class="_ _c"></span>2021 <span class="_ _c"></span>r. <span class="_ _c"></span>umożliwi<span class="_ _8"></span>ły <span class="_ _c"></span>Spółce <span class="_ _c"></span>pozyskani<span class="_ _8"></span>e <span class="_ _c"></span>nowego <span class="_ _c"></span>strumi<span class="_ _c"></span>enia <span class="_ _c"></span>przy<span class="_ _8"></span>chodów </div><div class="t m0 x2 h8 y545 ff2 fs3 fc0 sc0 ls0 ws0">w obszarze podstawo<span class="_ _8"></span>wej działalnośc<span class="_ _8"></span>i jaką stanowi wynajem p<span class="_ _8"></span>owierzchni na ce<span class="_ _8"></span>le handlowo<span class="_ _8"></span><span class="ff1">-</span>us<span class="_ _8"></span>ługowe. <span class="ff1"> </span></div><div class="t m0 x2 hb y136 ff5 fs3 fce sc0 ls0 ws0">Działalność Spółki w s<span class="_ _8"></span>egmencie najmu nie<span class="_ _8"></span>ruchomości handlowy<span class="_ _8"></span>ch.<span class="_ _8"></span><span class="ff6"> </span></div><div class="t m0 x2 h8 y4e6 ff2 fs3 fc0 sc0 ls0 ws0">Podstawowym <span class="_ _3"></span>obszarem <span class="_ _0"></span>działalności <span class="_ _3"></span>Spółk<span class="_ _8"></span>i <span class="_ _2"></span>j<span class="_ _8"></span>est <span class="_ _3"></span>najem <span class="_ _3"></span>powierzchni <span class="_ _3"></span>w <span class="_ _3"></span>obiektach <span class="_ _0"></span>hand<span class="_ _8"></span><span class="ff1">lowo-</span>usługo<span class="_ _8"></span>wych. </div><div class="t m0 x2 h8 y546 ff2 fs3 fc0 sc0 ls0 ws0">Spółka <span class="_ _2a"> </span>zarz<span class="_ _8"></span>ądza <span class="_ _21"> </span>komplek<span class="_ _8"></span>sem <span class="_ _2a"> </span>ha<span class="_ _8"></span>ndlowym <span class="_ _21"> </span>położonym <span class="_ _21"> </span>w <span class="_ _21"> </span>Warsz<span class="_ _8"></span>awie <span class="_ _2a"> </span>prz<span class="_ _8"></span>y <span class="_ _2a"> </span>u<span class="_ _8"></span>l. <span class="_ _21"> </span>Marywilskiej, <span class="_ _21"> </span>w <span class="_ _21"> </span>skład<span class="_ _8"></span> </div><div class="t m0 x2 hb y547 ff2 fs3 fc0 sc0 ls0 ws0">którego wchodzą:<span class="_ _8"></span><span class="ff6"> </span></div><div class="t m0 x59 hb y4d ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _13"> </span><span class="ff6">Centrum <span class="_ _8"></span>Handlowe <span class="_ _8"></span>MARYWIL<span class="_ _8"></span>SKA 44 <span class="_ _8"></span>z 1<span class="_ _8"></span> 348 <span class="_ _8"></span>lokalami <span class="_ _8"></span>handlowymi <span class="_ _8"></span>o pow.<span class="_ _8"></span> o<span class="_ _8"></span>d 20 <span class="_ _8"></span>m</span></div><div class="t m0 xec h7b y42d ff6 fs6 fc0 sc0 ls0 ws0">2</div><div class="t m0 xed hb y4d ff6 fs3 fc0 sc0 ls0 ws0"> do<span class="_ _8"></span> 1.870 </div><div class="t m0 x92 hb y548 ff6 fs3 fc0 sc0 ls0 ws0">m</div><div class="t m0 xf h7b y42e ff6 fs6 fc0 sc0 ls0 ws0">2</div><div class="t m0 x24 hb y548 ff6 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x85 h8 y549 ff1 fs3 fc0 sc0 ls0 ws0">Cetrum <span class="_ _c"></span>Hand<span class="_ _8"></span>lowe <span class="_ _c"></span>MARY<span class="_ _8"></span>WILSKA <span class="_ _c"></span>4<span class="_ _8"></span>4 <span class="_ _8"></span>t<span class="_ _8"></span>o <span class="_ _f"></span><span class="ff2">projekt, <span class="_ _c"></span>który<span class="_ _8"></span> <span class="_ _c"></span>funkcj<span class="_ _8"></span>onuje <span class="_ _c"></span>na <span class="_ _c"></span>ma<span class="_ _8"></span>pie <span class="_ _c"></span>handlowej<span class="_ _8"></span> <span class="_ _c"></span>Warszawy </span></div><div class="t m0 x85 h8 y54a ff2 fs3 fc0 sc0 ls0 ws0">od <span class="_ _8"></span>11 <span class="_ _8"></span>lat. <span class="_ _8"></span>C<span class="_ _8"></span>harakteryzuje <span class="_ _8"></span>s<span class="_ _8"></span>ię <span class="_ _8"></span>dużą <span class="_ _c"></span>liczbą <span class="_ _8"></span>stosunko<span class="_ _8"></span>wo <span class="_ _8"></span>małych <span class="_ _c"></span>podmiotów <span class="_ _c"></span>handlowyc<span class="_ _8"></span>h, <span class="_ _8"></span>w <span class="_ _8"></span>znacznej </div><div class="t m0 x85 h8 y54b ff2 fs3 fc0 sc0 ls0 ws0">części <span class="_ _f"></span>z <span class="_ _f"></span>bardzo <span class="_ _f"></span>wyspecj<span class="_ _8"></span>alizowaną <span class="_ _f"></span>ofertą <span class="_ _f"></span>handlową. <span class="_ _f"></span>Dzięki <span class="_ _f"></span>zloka<span class="_ _8"></span>lizowaniu <span class="_ _f"></span>wszystk<span class="_ _8"></span>ich <span class="_ _f"></span>niewielkich </div><div class="t m0 x85 h8 y54c ff2 fs3 fc0 sc0 ls0 ws0">podmiotów <span class="_ _2a"> </span>p<span class="_ _8"></span>od<span class="ff1"> <span class="_ _2a"> </span></span>j<span class="_ _8"></span>ednym <span class="_ _2a"> </span>d<span class="_ _8"></span>achem <span class="_ _2a"> </span>dużego <span class="_ _21"> </span>ce<span class="_ _8"></span>ntrum <span class="_ _2a"> </span>hand<span class="_ _8"></span>lowego <span class="_ _21"> </span>Spó<span class="_ _8"></span>łka <span class="_ _2a"> </span>osią<span class="_ _8"></span>ga <span class="_ _2a"> </span>efek<span class="_ _8"></span>t <span class="_ _2a"> </span>skali, <span class="_ _21"> </span>który<span class="_ _8"></span> </div><div class="t m0 x85 h8 y54d ff2 fs3 fc0 sc0 ls0 ws0">pozwala <span class="_ _7"> </span>na <span class="_ _7"> </span>zaangażowani<span class="_ _8"></span>e <span class="_ _7"> </span>odpowiednich <span class="_ _7"> </span>środków <span class="_ _7"> </span>nie <span class="_ _7"> </span>tylko <span class="_ _7"> </span>na <span class="_ _7"> </span>utrz<span class="_ _8"></span>ymanie <span class="_ _7"> </span>obiektu, <span class="_ _7"> </span>ale <span class="_ _7"> </span>też <span class="_ _7"> </span>na </div><div class="t m0 x85 h8 y54e ff2 fs3 fc0 sc0 ls0 ws0">wspólną <span class="_ _6"> </span>reklamę, <span class="_ _7"> </span>transport <span class="_ _7"> </span>klientów <span class="_ _6"> </span>itp. <span class="_ _7"> </span>Obecnie <span class="_ _6"> </span>w <span class="_ _7"> </span>strukturze <span class="_ _7"> </span>najemców <span class="_ _6"> </span>CH <span class="_ _7"> </span>MARYWILSKA <span class="_ _7"> </span>44 </div><div class="t m0 x85 h8 y54f ff1 fs3 fc0 sc0 ls0 ws0">najw<span class="ff2">iększą <span class="_ _28"> </span>grupę <span class="_ _28"> </span>stanowią  na<span class="_ _0"></span>jemcy <span class="_ _28"> </span>z <span class="_ _28"> </span>branży <span class="_ _28"> </span>mody <span class="_ _28"> </span>(65%), <span class="_ _28"> </span>kolejne <span class="_ _21"> </span>kate<span class="_ _8"></span>gorie  to:<span class="_ _0"></span> <span class="_ _21"> </span>usługi  (8%), </span></div><div class="t m0 x85 h8 y550 ff2 fs3 fc0 sc0 ls0 ws0">gastronomiczna (11%), s<span class="_ _8"></span>pożywcz<span class="_ _8"></span>a (9%), wyposażenie wnętrz (3%), rek<span class="_ _8"></span>reacja (4%).  <span class="_ _c"></span><span class="ff1"> </span></div><div class="t m0 x85 h8 y551 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 xbf hb y552 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff6">Par<span class="_ _8"></span>k Handlowy MARY<span class="_ _8"></span>WILSKA 44 z 17<span class="_ _8"></span> lokalami handlow<span class="_ _8"></span>ymi o pow. od 80 m</span></div><div class="t m0 xee h7b y4f4 ff6 fs6 fc0 sc0 ls0 ws0">2</div><div class="t m0 x82 hb y552 ff6 fs3 fc0 sc0 ls0 ws0"> do 2.268 m</div><div class="t m0 xef h7b y4f4 ff6 fs6 fc0 sc0 ls0 ws0">2</div><div class="t m0 xf0 hb y552 ff6 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x85 hb y553 ff1 fs3 fc0 sc0 ls0 ws0">Otwarty <span class="_ _f"></span>w <span class="_ _c"></span>2017 <span class="_ _f"></span><span class="ls13">r.</span><span class="ff6"> <span class="_ _f"></span>Park <span class="_ _f"></span>Handlowy <span class="_ _f"></span>MARYWILSKA <span class="_ _f"></span>44 <span class="_ _f"></span><span class="ff2">zdywersyfikował <span class="_ _f"></span>istniejącą <span class="_ _f"></span>ofertę <span class="_ _f"></span>modową </span></span></div><div class="t m0 x85 h8 y554 ff2 fs3 fc0 sc0 ls0 ws0">promując <span class="_ _2a"> </span>arty<span class="_ _8"></span>kuły <span class="_ _2a"> </span>dla <span class="_ _21"> </span>domu <span class="_ _21"> </span>i <span class="_ _2a"> </span>ogrodu, <span class="_ _21"> </span>a <span class="_ _21"> </span>także <span class="_ _2a"> </span>rozs<span class="_ _8"></span>zerzy<span class="_ _8"></span>ł <span class="_ _2a"> </span>także <span class="_ _2a"> </span>istniejącą<span class="_ _8"></span> <span class="_ _2a"> </span>strefę <span class="_ _2a"> </span>rekr<span class="_ _8"></span>eacyjno  –<span class="ff1"> </span></div><div class="t m0 x85 h8 y14c ff2 fs3 fc0 sc0 ls0 ws0">sportową. <span class="_ _d"> </span>W <span class="_ _d"> </span>gronie <span class="_ _1b"> </span>n<span class="_ _8"></span>ajemców <span class="_ _d"> </span>są: <span class="_ _d"> </span>PSB <span class="_ _d"> </span>Mrówka, <span class="_ _d"> </span>JYSK, <span class="_ _d"> </span>DYWANE<span class="_ _8"></span>LLA, <span class="_ _d"> </span>AT <span class="_ _d"> </span>Oświetlenie, </div><div class="t m0 x85 h8 y555 ff2 fs3 fc0 sc0 ls0 ws0">MediaEkspert, <span class="_ _28"> </span>JETA  Łazienki, <span class="_ _21"> </span>Ga<span class="_ _8"></span>leria <span class="_ _21"> </span>D<span class="_ _8"></span>obrych <span class="_ _28"> </span>Mebl<span class="_ _8"></span>i, <span class="_ _21"> </span>JUMP  ARENA  P<span class="_ _0"></span>ark <span class="_ _28"> </span>Trampolin,  LONIA </div><div class="t m0 x85 hb y556 ff2 fs3 fc0 sc0 ls0 ws0">Papugarnia,  PRO Row<span class="_ _8"></span>ery, PRESTIŻO<span class="_ _8"></span>WY DOM, RO<span class="_ _8"></span>MAX Podłogi, Żabka, <span class="_ _8"></span>BIG SALE<span class="_ _8"></span><span class="ff6"> . </span></div></div></div><div class="pi" ></div></div><div id="pf2c" class="pf w0 h0" ><div class="pc pc2c w0 h0"><img class="bi x4 y2a w3 h5" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x5 h6 y2b ff4 fs2 fc2 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI GRUPY KAPITAŁOWEJ <span class="ff3">MIRBUD ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc3"> </span></span></div><div class="t m0 x6 h4 y2c ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y2d w4 ha"><div class="t m0 xcb h8 y85 ff2 fs3 fc2 sc0 ls0 ws0">Grupa Kapitałowa MIR<span class="_ _8"></span>BUD<span class="ff1"> <span class="ls6">| <span class="_ _8"></span></span>JHM DEVELOP<span class="_ _8"></span>MENT S.A.<span class="_ _8"></span> </span></div></div><div class="c x9 y2d w5 ha"><div class="t m0 xa h4 y86 ff3 fs1 fc4 sc0 ls3 ws0">44<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h4 y31 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y18e ff2 fs3 fc0 sc0 ls0 ws0">Spółka <span class="_ _13"> </span>od <span class="_ _12"> </span>11 <span class="_ _12"> </span>lat <span class="_ _12"> </span>z <span class="_ _12"> </span>sukcesem <span class="_ _12"> </span>budow<span class="_ _8"></span>ała <span class="_ _13"> </span>swoj<span class="_ _8"></span>ą <span class="_ _13"> </span>poz<span class="_ _8"></span>ycje <span class="_ _12"> </span>na <span class="_ _13"> </span>wars<span class="_ _8"></span>zawskiej <span class="_ _12"> </span>mapie <span class="_ _13"> </span>n<span class="_ _8"></span>ieruchomości </div><div class="t m0 x2 h8 y22f ff2 fs3 fc0 sc0 ls0 ws0">handlowych, <span class="_ _13"> </span>posz<span class="_ _8"></span>erzając <span class="_ _13"> </span>grono <span class="_ _13"> </span>k<span class="_ _8"></span>lientów <span class="_ _12"> </span>i <span class="_ _13"> </span>odwiedzający<span class="_ _8"></span>ch. <span class="_ _13"> </span>Spółka <span class="_ _13"> </span>każdeg<span class="_ _8"></span>o <span class="_ _13"> </span>roku <span class="_ _12"> </span>odnotowywała </div><div class="t m0 x2 h8 y34 ff2 fs3 fc0 sc0 ls0 ws0">rosnącą <span class="_ _2b"> </span>liczbę <span class="_ _2b"> </span>o<span class="_ _8"></span>dwiedzając<span class="_ _8"></span>ych <span class="_ _2b"> </span>kompleks <span class="_ _13"> </span>handlowy, <span class="_ _2b"> </span>c<span class="_ _8"></span>o <span class="_ _2b"> </span>przekładało <span class="_ _2b"> </span>s<span class="_ _8"></span>ię <span class="_ _2b"> </span>na <span class="_ _2b"> </span>bardz<span class="_ _8"></span>o <span class="_ _2b"> </span>d<span class="_ _8"></span><span class="ff1">o<span class="_ _8"></span>bre <span class="_ _2b"> </span>wyniki </span></div><div class="t m0 x2 h8 y230 ff1 fs3 fc0 sc0 ls0 ws0">finansowe. <span class="_ _8"></span> </div><div class="t m0 x2 h8 y557 ff2 fs3 fc0 sc0 ls0 ws0">Rynek <span class="_ _c"></span>najmu <span class="_ _c"></span>nierucho<span class="_ _8"></span>mości <span class="_ _c"></span>handlowych, <span class="_ _c"></span>n<span class="_ _8"></span>a <span class="_ _c"></span>którym <span class="_ _c"></span>działa <span class="_ _c"></span>Spółka<span class="_ _8"></span>, <span class="_ _c"></span>w <span class="_ _c"></span>latach <span class="_ _c"></span>2020<span class="_ _8"></span><span class="ff1">-<span class="_ _8"></span></span>2021 <span class="_ _c"></span>został <span class="_ _c"></span>jednak<span class="_ _8"></span> </div><div class="t m0 x2 h8 y41d ff2 fs3 fc0 sc0 ls0 ws0">silnie <span class="_ _c"></span>d<span class="_ _8"></span>otknięty <span class="_ _f"></span>wybuchem <span class="_ _f"></span>pandemii <span class="_ _f"></span>wirusa <span class="_ _f"></span>COVID<span class="_ _8"></span><span class="ff1">-</span>19 <span class="_ _f"></span>i <span class="_ _c"></span>zw<span class="_ _8"></span>iązanymi <span class="_ _f"></span>z <span class="_ _f"></span>nią <span class="_ _f"></span>ograniczeniami <span class="_ _f"></span>w <span class="_ _c"></span>zakr<span class="_ _8"></span>esie </div><div class="t m0 x2 h8 y41e ff2 fs3 fc0 sc0 ls0 ws0">możliwości pro<span class="_ _8"></span>wadzenia dz<span class="_ _8"></span>iałalności g<span class="_ _8"></span>osp<span class="_ _8"></span><span class="ff1">odarczej. <span class="_ _8"></span>W okr<span class="_ _8"></span>esach od <span class="_ _8"></span>dnia 14 <span class="_ _8"></span>marca do <span class="_ _8"></span>03 m<span class="_ _8"></span>aja 2020<span class="_ _8"></span> <span class="_ _8"></span>r., </span></div><div class="t m0 x2 h8 y234 ff1 fs3 fc0 sc0 ls0 ws0">od <span class="_ _8"></span>07 <span class="_ _c"></span>listopada <span class="_ _c"></span>do <span class="_ _8"></span>28 <span class="_ _c"></span>listopada <span class="_ _c"></span>2020r., <span class="_ _c"></span>od <span class="_ _8"></span>28 <span class="_ _c"></span>grudn<span class="_ _8"></span>ia <span class="_ _8"></span>2020r. <span class="_ _c"></span>do <span class="_ _c"></span>31 <span class="_ _8"></span>sty<span class="_ _8"></span>cznia <span class="_ _8"></span>2021r. <span class="_ _c"></span>oraz <span class="_ _c"></span>od <span class="_ _8"></span>15 <span class="_ _c"></span>marca<span class="_ _8"></span> </div><div class="t m0 x2 h8 y235 ff2 fs3 fc0 sc0 ls0 ws0">do <span class="_ _2"></span>28 <span class="_ _3"></span>maja <span class="_ _3"></span>2021r. <span class="_ _3"></span>większoś<span class="_ _8"></span>ć <span class="_ _2"></span>najemc<span class="_ _8"></span>ów <span class="_ _3"></span>w <span class="_ _2"></span>obiek<span class="_ _8"></span>tach <span class="_ _3"></span>handlowych <span class="_ _3"></span>powyżej <span class="_ _3"></span>2<span class="_ _8"></span><span class="ff1"> 000 <span class="_ _3"></span>m</span></div><div class="t m0 x5e h56 y558 ff1 fs6 fc0 sc0 ls0 ws0">2</div><div class="t m0 x6a h8 y235 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _2"></span><span class="ff2">nie <span class="_ _3"></span>mogła <span class="_ _3"></span>prowadzić </span></div><div class="t m0 x2 h8 y236 ff1 fs3 fc0 sc0 ls0 ws0">d<span class="ff2">ziałalności, a wynajmując<span class="_ _8"></span>y nie mieli praw<span class="_ _8"></span>a do pobierania cz<span class="_ _8"></span>ynszu w tym okresie<span class="_ _8"></span>.  <span class="_ _8"></span></span> </div><div class="t m0 x2 h8 y2f6 ff2 fs3 fc0 sc0 ls0 ws0">W <span class="_ _f"></span>pozostałych <span class="_ _6"></span>okresach<span class="ff1">, <span class="_ _6"></span></span>gdy <span class="_ _6"></span>większość <span class="_ _f"></span>sk<span class="_ _8"></span>lepów <span class="_ _f"></span>w <span class="_ _f"></span>g<span class="_ _8"></span>aleriach <span class="_ _f"></span>hand<span class="_ _8"></span>lowych <span class="_ _f"></span>zosta<span class="_ _8"></span>ła <span class="_ _f"></span>ponown<span class="_ _8"></span>ie <span class="_ _f"></span>otwarta </div><div class="t m0 x2 h8 y559 ff2 fs3 fc0 sc0 ls0 ws0">ruch <span class="_ _6"> </span>w <span class="_ _6"> </span>c<span class="_ _8"></span>entrach <span class="_ _7"> </span>handlowyc<span class="_ _8"></span>h <span class="_ _6"> </span>był <span class="_ _6"> </span>z<span class="_ _8"></span>decydowanie <span class="_ _7"> </span>mniejsz<span class="_ _8"></span>y <span class="_ _6"> </span>niż <span class="_ _6"> </span>prz<span class="_ _8"></span>ed <span class="_ _6"> </span>wybuche<span class="_ _8"></span>m <span class="_ _6"> </span>pand<span class="_ _8"></span>emii<span class="_ _8"></span>.<span class="_ _8"></span> <span class="_ _6"> </span>Wpływ<span class="_ _8"></span> <span class="_ _6"> </span>na </div><div class="t m0 x2 h8 y55a ff2 fs3 fc0 sc0 ls0 ws0">spadek liczby odw<span class="_ _8"></span>iedzającyc<span class="_ _8"></span>h centra handlowe<span class="_ _8"></span> mają przede <span class="_ _8"></span>wszystkim taki<span class="_ _8"></span>e czynniki jak o<span class="_ _8"></span>bawy przed<span class="_ _8"></span> </div><div class="t m0 x2 h8 y2ba ff2 fs3 fc0 sc0 ls0 ws0">zarażeniem <span class="_ _8"></span>wirusem <span class="_ _8"></span>COVI<span class="_ _8"></span>D<span class="ff1">-</span>19 <span class="_ _8"></span>oraz <span class="_ _8"></span>ograniczen<span class="_ _8"></span>ie wy<span class="_ _8"></span>datków n<span class="_ _8"></span>a odz<span class="_ _8"></span>ież <span class="_ _8"></span>i dod<span class="_ _8"></span>atki <span class="_ _8"></span>z <span class="_ _8"></span>związku <span class="_ _8"></span>z <span class="_ _8"></span>mniejszą </div><div class="t m0 x2 h8 y55b ff2 fs3 fc0 sc0 ls0 ws0">mobilnością ludności or<span class="_ _8"></span>az pogorszeniem nastroj<span class="_ _8"></span>ów ko<span class="_ _8"></span><span class="ff1">nsumenckich.<span class="_ _8"></span> </span></div><div class="t m0 x2 h8 y55c ff2 fs3 fc0 sc0 ls0 ws0">Znaczący <span class="_ _3"></span>spadek <span class="_ _3"></span>liczby <span class="_ _3"></span>odwiedzających, <span class="_ _3"></span>zwłaszcz<span class="_ _8"></span>a <span class="_ _2"></span>w <span class="_ _3"></span>2020 <span class="_ _3"></span>i <span class="_ _2"></span>w<span class="_ _8"></span> <span class="_ _3"></span>pierwszej <span class="_ _3"></span>połowie <span class="_ _3"></span>2021 <span class="_ _2"></span>roku <span class="_ _3"></span>odnoto<span class="_ _8"></span>wała </div><div class="t m0 x2 h8 y55d ff2 fs3 fc0 sc0 ls0 ws0">również <span class="_ _f"></span>Spółka. <span class="_ _f"></span>Spadek <span class="_ _6"></span>liczby <span class="_ _f"></span>odwiedzającyc<span class="_ _8"></span>h <span class="_ _f"></span>przedkłada <span class="_ _f"></span>się <span class="_ _f"></span>na <span class="_ _f"></span>prz<span class="_ _8"></span>ychody <span class="_ _f"></span>ze <span class="_ _f"></span>sprz<span class="_ _8"></span>edaży <span class="_ _f"></span>osiągane </div><div class="t m0 x2 h8 y55e ff2 fs3 fc0 sc0 ls0 ws0">przez <span class="_ _f"></span>najemców <span class="_ _f"></span>spółki <span class="_ _c"></span>co<span class="_ _8"></span> <span class="_ _f"></span>w <span class="_ _f"></span>długiej <span class="_ _c"></span>pers<span class="_ _8"></span>pektywie <span class="_ _f"></span>pr<span class="_ _8"></span>zedkłada <span class="_ _f"></span>się <span class="_ _f"></span>na <span class="_ _f"></span>wysokość <span class="_ _f"></span>osiąganych <span class="_ _f"></span>czynszów </div><div class="t m0 x2 h8 y55f ff2 fs3 fc0 sc0 ls0 ws0">oraz <span class="_ _8"></span>na<span class="_ _8"></span> <span class="_ _8"></span>poz<span class="_ _8"></span>iom <span class="_ _8"></span>k<span class="_ _8"></span>omercjaliz<span class="_ _8"></span>acji <span class="_ _8"></span>zarz<span class="_ _8"></span>ądzanych <span class="_ _c"></span>obiektów. <span class="_ _c"></span>W <span class="_ _c"></span>związku<span class="_ _8"></span> <span class="_ _8"></span>z <span class="_ _c"></span>powyż<span class="_ _8"></span>szym, <span class="_ _8"></span>celem <span class="_ _c"></span>niw<span class="_ _8"></span>elowania </div><div class="t m0 x2 h8 y560 ff2 fs3 fc0 sc0 ls0 ws0">skutków pandemii Spółka<span class="_ _8"></span> prowadziła dwa ro<span class="_ _8"></span>dzaje działań:<span class="_ _c"></span><span class="ff1"> </span></div><div class="t m0 x36 h8 y561 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">dz<span class="_ _8"></span>iałania <span class="_ _2b"> </span>mające <span class="_ _2b"> </span>na<span class="_ _8"></span> <span class="_ _2b"> </span>celu <span class="_ _2b"> </span>maksyma<span class="_ _8"></span>lizacje <span class="_ _2b"> </span>przy<span class="_ _8"></span>chodów <span class="_ _2b"> </span>ze <span class="_ _2b"> </span>sprze<span class="_ _c"></span>daży <span class="_ _2b"> </span>prz<span class="_ _8"></span>y <span class="_ _2b"> </span>jednoczesnym </span></div><div class="t m0 x25 h8 y562 ff2 fs3 fc0 sc0 ls0 ws0">kształtowaniu <span class="_ _d"> </span>poziomu <span class="_ _d"> </span>c<span class="_ _8"></span>zynszów <span class="_ _d"> </span>najmu <span class="_ _d"> </span>lokalu <span class="_ _d"> </span>na <span class="_ _d"> </span>poziomi<span class="_ _8"></span>e <span class="_ _d"> </span>umożliwiający<span class="_ _8"></span>m <span class="_ _d"> </span>najemcą </div><div class="t m0 x25 h8 y49f ff2 fs3 fc0 sc0 ls0 ws0">kontynuacje prowadzo<span class="_ _8"></span>nej działalność; <span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x36 h8 y563 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">dz<span class="_ _8"></span>iałania <span class="_ _20"> </span>zmierzające <span class="_ _20"> </span>do <span class="_ _20"> </span>utrz<span class="_ _8"></span>ymania <span class="_ _20"> </span>atrakcyjności <span class="_ _20"> </span>cen<span class="_ _8"></span>trum <span class="_ _20"> </span>dla <span class="_ _20"> </span>odwiedzający<span class="_ _8"></span>ch <span class="_ _c"></span></span> </div><div class="t m0 x25 h8 y136 ff2 fs3 fc0 sc0 ls0 ws0">i przyciągnięcie odwi<span class="_ _8"></span>edzającyc<span class="_ _8"></span>h. <span class="ff1"> </span></div><div class="t m0 x2 h8 y564 ff1 fs3 fc0 sc0 ls0 ws0">Dzia<span class="ff2">łania <span class="_ _1a"> </span>maj<span class="_ _8"></span>ące <span class="_ _1b"> </span>na <span class="_ _1a"> </span>celu <span class="_ _1b"> </span>maksymal<span class="_ _8"></span>izacje <span class="_ _1a"> </span>prz<span class="_ _8"></span>ychodów, <span class="_ _1b"> </span>przy <span class="_ _1b"> </span>utrzymaniu <span class="_ _1b"> </span>poziomów <span class="_ _1b"> </span>czynsz<span class="_ _8"></span>ów </span></div><div class="t m0 x2 h8 y565 ff2 fs3 fc0 sc0 ls0 ws0">zapewniających najemc<span class="_ _8"></span>om możliwość<span class="_ _8"></span> kontynuacji działaln<span class="_ _8"></span>ości obejmowały przed<span class="_ _8"></span>e wszy<span class="_ _8"></span>stkim:<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x36 h8 y566 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">udzie<span class="_ _8"></span>lenie <span class="_ _13"> </span>okresowych <span class="_ _13"> </span>obniżek <span class="_ _13"> </span>w <span class="_ _13"> </span>czyns<span class="_ _8"></span>zach <span class="_ _13"> </span>najmu <span class="_ _13"> </span>w <span class="_ _2b"> </span>z<span class="_ _8"></span>wiązku <span class="_ _13"> </span>z <span class="_ _2b"> </span>z<span class="_ _8"></span>wiązku <span class="_ _13"> </span>z<span class="_ _8"></span>e <span class="_ _2b"> </span>spadkie<span class="_ _8"></span>m </span></div><div class="t m0 x25 h8 y567 ff1 fs3 fc0 sc0 ls0 ws0">odwied<span class="ff2">zalności komp<span class="_ _8"></span>leksu handlowego<span class="_ _8"></span>;<span class="_ _8"></span></span> </div><div class="t m0 x36 h8 y568 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ls11">ef</span><span class="ff2">ek<span class="_ _8"></span>tywne <span class="_ _21"> </span>odzys<span class="_ _8"></span>kiwanie <span class="_ _21"> </span>należnośc<span class="_ _8"></span>i <span class="_ _2a"> </span>han<span class="_ _8"></span>dlowych <span class="_ _21"> </span>poprz<span class="_ _8"></span>ez <span class="_ _21"> </span>udzielanie <span class="_ _21"> </span>rabatów <span class="_ _21"> </span>w<span class="_ _8"></span>yłącznie <span class="_ _21"> </span>dla </span></div><div class="t m0 x25 h8 y569 ff2 fs3 fc0 sc0 ls0 ws0">najemców nieposiadający<span class="_ _8"></span>ch zaległości płatn<span class="_ _8"></span>iczych wobec s<span class="_ _8"></span>półki<span class="_ _8"></span><span class="ff1">; </span></div><div class="t m0 x36 h8 y56a ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span>n<span class="ff2">egocj<span class="_ _8"></span>acje z najemcami<span class="_ _8"></span> w zakresie przedłuż<span class="_ _8"></span>enia umów najmu, k<span class="_ _8"></span>tóre wygasały w <span class="_ _c"></span>ciągu roku</span>;<span class="_ _8"></span> </div><div class="t m0 x36 h8 y56b ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span>p<span class="ff2">os<span class="_ _8"></span>zukiwanie <span class="_ _13"> </span>nowych <span class="_ _13"> </span>najemców, <span class="_ _12"> </span>działających <span class="_ _13"> </span>w <span class="_ _13"> </span>branżach <span class="_ _13"> </span>mniej <span class="_ _13"> </span>p<span class="_ _8"></span>odatnych <span class="_ _13"> </span>na <span class="_ _2b"> </span>sy<span class="_ _8"></span>tuacje </span></div><div class="t m0 x25 h8 y56c ff2 fs3 fc0 sc0 ls0 ws0">związaną z wybuche<span class="_ _8"></span>m pandemii. <span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 y56d ff2 fs3 fc0 sc0 ls0 ws0">Poza  osiągni<span class="_ _8"></span>ęciem  jak <span class="_ _2b"> </span>najlepszych <span class="_ _11"> </span>wy<span class="_ _8"></span>ników  finanso<span class="_ _8"></span>wych  wyż<span class="_ _8"></span>ej  opisane  dz<span class="_ _8"></span>iałania  m<span class="_ _8"></span>iały  na  ce<span class="_ _8"></span>lu </div><div class="t m0 x2 h8 y309 ff1 fs3 fc0 sc0 ls0 ws0">utrzymanie wysokieg<span class="_ _8"></span>o poziomu komerc<span class="_ _8"></span>jalizacji w<span class="_ _8"></span> okresie i po ustan<span class="_ _8"></span>iu pandemii. <span class="_ _8"></span> </div><div class="t m0 x2 h8 y56e ff2 fs3 fc0 sc0 ls0 ws0">Jako  efekt  tych  działań  wskazać  należy,  że  na  dzień  31.12.2021<span class="_ _8"></span><span class="ff1">  r</span>.  wskaźnik<span class="_ _8"></span>  poziomu  wynajmu </div><div class="t m0 x2 h8 y56f ff1 fs3 fc0 sc0 ls0 ws0">powierzchni <span class="_ _11"> </span>h<span class="_ _8"></span>andlowych <span class="_ _2b"> </span>w <span class="_ _2b"> </span>CH  Marywi<span class="_ _8"></span>lska <span class="_ _11"> </span>wy<span class="_ _8"></span>n<span class="ff2">i<span class="_ _8"></span>ósł <span class="_ _2b"> </span></span>93,99  % <span class="_ _2b"> </span>(wzrost <span class="_ _2b"> </span>o <span class="_ _11"> </span>3,4<span class="_ _8"></span>1<span class="_ _8"></span>  pp. <span class="_ _2b"> </span>w  s<span class="_ _8"></span>tosunku <span class="_ _2b"> </span>do </div><div class="t m0 x2 h8 y570 ff1 fs3 fc0 sc0 ls0 ws0">31.12.2020 <span class="_ _6"> </span><span class="ff2">r.). <span class="_ _7"> </span>Natomiast <span class="_ _7"> </span>wskaźnik <span class="_ _6"> </span>wy<span class="_ _8"></span>najmu <span class="_ _6"> </span>p<span class="_ _8"></span>owierzchni <span class="_ _6"> </span>na <span class="_ _6"> </span>t<span class="_ _8"></span>erenie <span class="_ _7"> </span>Parku <span class="_ _6"></span>Handlowego <span class="_ _7"> </span>wyniósł <span class="_ _6"> </span>na<span class="_ _8"></span> </span></div><div class="t m0 x2 h8 y571 ff2 fs3 fc0 sc0 ls0 ws0">dzień 31.12.2021<span class="ff1"> r. <span class="_ _3"></span>99,<span class="_ _8"></span>78% (wzrost <span class="_ _0"></span>o 3,81pp. <span class="_ _0"></span>w <span class="_ _0"></span>stosun<span class="_ _8"></span>ku do <span class="_ _3"></span>31.12.<span class="_ _8"></span>2020<span class="_ _8"></span> r.) <span class="_ _0"></span> <span class="_ _0"></span><span class="ff2">Warto również wskazać, <span class="_ _3"></span>w<span class="_ _8"></span> </span></span></div><div class="t m0 x2 h8 y572 ff2 fs3 fc0 sc0 ls0 ws0">okresach <span class="_ _8"></span>nieobjętych <span class="_ _8"></span>lock<span class="_ _8"></span><span class="ff1">-</span>downem <span class="_ _8"></span>zdecy<span class="_ _8"></span>dowana w<span class="_ _8"></span>iększ<span class="_ _8"></span>ość <span class="_ _8"></span>sklepów na <span class="_ _8"></span>teren<span class="_ _8"></span>ie <span class="_ _8"></span>centrum <span class="_ _8"></span>pozostawała<span class="_ _8"></span> </div><div class="t m0 x2 h8 y573 ff2 fs3 fc0 sc0 ls0 ws0">otwarta, <span class="_ _8"></span>je<span class="_ _8"></span>dnocześnie <span class="_ _c"></span>wygasające <span class="_ _c"></span>w <span class="_ _c"></span>trakcie <span class="_ _8"></span>r<span class="_ _8"></span>oku <span class="_ _c"></span>2021 <span class="_ _8"></span>um<span class="_ _8"></span>owy <span class="_ _8"></span>najmu <span class="_ _c"></span>zost<span class="_ _8"></span>ały <span class="_ _8"></span>prz<span class="_ _8"></span>edłużone, <span class="_ _c"></span>a <span class="_ _8"></span>n<span class="_ _8"></span>ajemcy </div><div class="t m0 x2 h8 y574 ff2 fs3 fc0 sc0 ls0 ws0">regularnie opłacają op<span class="_ _8"></span>łaty czy<span class="_ _8"></span>nszowe.    <span class="_ _8"></span><span class="ff1"> </span></div></div></div><div class="pi" ></div></div><div id="pf2d" class="pf w0 h0" ><div class="pc pc2d w0 h0"><img class="bi x4 y2a w3 h5" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x5 h6 y2b ff4 fs2 fc2 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI GRUPY KAPITAŁOWEJ <span class="ff3">MIRBUD ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc3"> </span></span></div><div class="t m0 x6 h4 y2c ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y2d w4 ha"><div class="t m0 xcb h8 y85 ff2 fs3 fc2 sc0 ls0 ws0">Grupa Kapitałowa MIR<span class="_ _8"></span>BUD<span class="ff1"> <span class="ls6">| <span class="_ _8"></span></span>JHM DEVELOP<span class="_ _8"></span>MENT S.A.<span class="_ _8"></span> </span></div></div><div class="c x9 y2d w5 ha"><div class="t m0 xa h4 y86 ff3 fs1 fc4 sc0 ls3 ws0">45<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h4 y31 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y18e ff1 fs3 fc0 sc0 ls0 ws0">W 2<span class="_ _8"></span>021 <span class="ff2">r.<span class="_ _8"></span> S<span class="_ _8"></span>półce <span class="_ _8"></span>udało <span class="_ _8"></span>się <span class="_ _8"></span>pozyskać <span class="_ _8"></span>nowych <span class="_ _8"></span>naje<span class="_ _8"></span>mców <span class="_ _8"></span>w <span class="_ _8"></span>branżach <span class="_ _8"></span>takich <span class="_ _8"></span>jak <span class="_ _8"></span>m.in. <span class="_ _8"></span>odzież <span class="_ _8"></span>i <span class="_ _8"></span>teks<span class="_ _8"></span>tylia, </span></div><div class="t m0 x2 h8 y22f ff1 fs3 fc0 sc0 ls0 ws0">obuwie, <span class="_ _7"> </span>salony <span class="_ _7"> </span>k<span class="_ _8"></span>osmetyczne, <span class="_ _2a"> </span>gospodars<span class="_ _8"></span>two <span class="_ _7"> </span>domowe, <span class="_ _2a"> </span>RTV <span class="_ _7"> </span>i <span class="_ _7"> </span>AGD <span class="_ _28"> </span><span class="ff2">–</span> <span class="_ _7"> </span><span class="ff2">sieć <span class="_ _7"> </span>M<span class="_ _8"></span>EDIAEXPERT, <span class="_ _2a"> </span>artykuły </span></div><div class="t m0 x2 h8 y34 ff2 fs3 fc0 sc0 ls0 ws0">spożywcze –<span class="ff1"> </span>2 sk<span class="_ _8"></span>lepy sieci Żabka. <span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 y6 ff2 fs3 fc0 sc0 ls0 ws0">Równocześnie <span class="_ _1a"> </span>Spółka <span class="_ _1a"> </span>podjęła <span class="_ _14"> </span>szer<span class="_ _8"></span>eg <span class="_ _1a"> </span>działań <span class="_ _14"> </span>z<span class="_ _8"></span>mierzając<span class="_ _8"></span>ych <span class="_ _14"> </span>do <span class="_ _14"> </span>ob<span class="_ _8"></span>niżenie <span class="_ _14"> </span>k<span class="_ _8"></span>osztów <span class="_ _14"> </span>bieżącego<span class="_ _8"></span> </div><div class="t m0 x2 h8 y557 ff2 fs3 fc0 sc0 ls0 ws0">utrzymania <span class="_ _7"> </span>centrum <span class="_ _2a"> </span>(ochrona, <span class="_ _7"> </span>s<span class="_ _8"></span>przątanie, <span class="_ _7"> </span>obsług<span class="_ _8"></span>a <span class="_ _7"> </span>techniczna, <span class="_ _7"> </span>m<span class="_ _8"></span>ateriały <span class="_ _7"> </span>eksploatacy<span class="_ _8"></span>jne), <span class="_ _7"> </span>obniżenia<span class="_ _8"></span> </div><div class="t m0 x2 h8 y41d ff2 fs3 fc0 sc0 ls0 ws0">kosztów <span class="_ _c"></span>sprz<span class="_ _8"></span>edaży <span class="_ _c"></span>i <span class="_ _c"></span>reklamy <span class="_ _f"></span>oraz <span class="_ _8"></span>ob<span class="_ _8"></span>niżenia <span class="_ _c"></span>lub <span class="_ _c"></span>odro<span class="_ _8"></span>czenie <span class="_ _c"></span>płatnośc<span class="_ _8"></span>i <span class="_ _8"></span>z<span class="_ _8"></span>wiązanyc<span class="_ _8"></span>h <span class="_ _8"></span>z<span class="_ _8"></span> <span class="_ _c"></span>dzierżawą <span class="_ _c"></span>gru<span class="_ _8"></span>ntu </div><div class="t m0 x2 h8 y41e ff1 fs3 fc0 sc0 ls0 ws0">oraz <span class="_ _3"></span><span class="ff2">podatku <span class="_ _3"></span>od <span class="_ _3"></span>n<span class="_ _8"></span>ieruchomości <span class="_ _3"></span>i <span class="_ _3"></span>zob<span class="_ _8"></span>owiązań <span class="_ _3"></span>podatkow<span class="_ _8"></span>ych. <span class="_ _3"></span>Powyższe <span class="_ _3"></span>umożliw<span class="_ _8"></span>iło <span class="_ _3"></span>utrzymanie <span class="_ _3"></span>przez <span class="_ _3"></span>ca<span class="_ _8"></span>ły </span></div><div class="t m0 x2 h8 y234 ff2 fs3 fc0 sc0 ls0 ws0">rok dobrej pozycj<span class="_ _8"></span>i gotówkowej i pełnej z<span class="_ _8"></span>dolność do regulowania <span class="_ _8"></span>wszelkich zobow<span class="_ _8"></span>iązań.   <span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 y575 ff1 fs3 fc0 sc0 ls0 ws0">W ostatnim <span class="_ _0"></span>kwartale 2021 <span class="ff2">r. Spółka nabyła</span> <span class="ff2">dwie <span class="_ _0"></span>nowe nieruchomości komercyj<span class="_ _8"></span>ne tj. <span class="_ _0"></span>Pawilon Handlowy </span></div><div class="t m0 x2 h8 y576 ff1 fs3 fc0 sc0 ls0 ws0">MARYWILSKA <span class="_ _2a"> </span>44 <span class="_ _2a"> </span>w <span class="_ _2a"> </span>Star<span class="_ _8"></span>achowicach <span class="_ _2a"> </span>oraz <span class="_ _2a"> </span>Park <span class="_ _2a"> </span>Handl<span class="_ _8"></span>owy <span class="_ _7"> </span>MA<span class="_ _8"></span>RYWILSKA <span class="_ _2a"> </span>44 <span class="_ _21"> </span><span class="ff2">–</span> <span class="_ _2a"> </span>w <span class="_ _2a"> </span>Rumi<span class="_ _8"></span>i <span class="_ _7"> </span>(Centr<span class="_ _8"></span>um </div><div class="t m0 x2 h8 y2f6 ff2 fs3 fc0 sc0 ls0 ws0">Janowo). <span class="_ _3"></span>N<span class="_ _8"></span>abycie na<span class="_ _0"></span>stąpiło od <span class="_ _3"></span>podmiotów powiązanych –<span class="ff1"> <span class="_ _3"></span>kontrolowanyc<span class="_ _8"></span>h <span class="_ _3"></span>przez<span class="_ _8"></span> <span class="_ _3"></span>JHM DEVELOPMENT </span></div><div class="t m0 x2 h8 y559 ff2 fs3 fc0 sc0 ls0 ws0">S.A. spółek JHM1 Sp<span class="_ _8"></span>. z o. <span class="ff1">o. oraz JHM<span class="_ _8"></span>2 Sp. z o. o. <span class="_ _8"></span> </span></div><div class="t m0 x2 h8 y577 ff2 fs3 fc0 sc0 ls0 ws0">Oba <span class="_ _8"></span>obiekty <span class="_ _8"></span>są<span class="_ _8"></span> <span class="_ _8"></span>w <span class="_ _c"></span>pełni <span class="_ _8"></span>sko<span class="_ _8"></span>mercjalizowane, <span class="_ _8"></span>w <span class="_ _c"></span>dobry<span class="_ _8"></span>m <span class="_ _8"></span>stanie <span class="_ _c"></span>technicznym <span class="_ _c"></span>i <span class="_ _8"></span>nie <span class="_ _c"></span>wymagają <span class="_ _c"></span>znaczącyc<span class="_ _8"></span>h </div><div class="t m0 x2 h8 y578 ff2 fs3 fc0 sc0 ls0 ws0">nakładów na prace m<span class="_ _8"></span>odernizacyjne. <span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 y579 ff1 fs3 fc0 sc0 ls0 ws0">Nabyty <span class="_ _3"></span>w <span class="_ _3"></span>list<span class="_ _8"></span>opadzie <span class="_ _3"></span>2021 <span class="_ _0"></span><span class="ff2">r. <span class="_ _3"></span>Pawilon <span class="_ _0"></span>Handlowy <span class="_ _3"></span>w <span class="_ _0"></span>Starachowicach <span class="_ _0"></span>wynajmowany<span class="_ _8"></span> <span class="_ _3"></span>jest <span class="_ _3"></span>w <span class="_ _0"></span>całości <span class="_ _3"></span>na <span class="_ _3"></span>rzecz<span class="_ _8"></span> </span></div><div class="t m0 x2 h8 y57a ff2 fs3 fc0 sc0 ls0 ws0">sieci <span class="_ _13"> </span>Br<span class="_ _8"></span>icoMarche. <span class="_ _12"> </span>Na <span class="_ _12"> </span>terenie <span class="_ _12"> </span>obiektu <span class="_ _12"> </span>prow<span class="_ _8"></span>adzony <span class="_ _12"> </span>jest <span class="_ _12"> </span>sklep <span class="_ _12"> </span>z <span class="_ _12"> </span>artykułami <span class="_ _12"> </span>typu <span class="_ _12"> </span>Dom <span class="_ _12"> </span>i <span class="_ _13"> </span>O<span class="_ _8"></span>gród. </div><div class="t m0 x2 h8 y57b ff2 fs3 fc0 sc0 ls0 ws0">Wewnętrzna <span class="_ _7"> </span><span class="ff1">pow<span class="_ _8"></span>ierzchnia <span class="_ _7"> </span>Najmu <span class="_ _7"> </span>to <span class="_ _2a"> </span>4 <span class="_ _7"> </span>071 <span class="_ _7"> </span>m</span></div><div class="t m0 xf1 h56 y68 ff1 fs6 fc0 sc0 ls0 ws0">2</div><div class="t m0 xf2 h8 y57b ff2 fs3 fc0 sc0 ls0 ws0">. <span class="_ _7"> </span>Obiekt <span class="_ _7"> </span>obejmuje <span class="_ _7"> </span>równ<span class="_ _8"></span>ież <span class="_ _7"> </span>ogród/sk<span class="_ _8"></span>ład <span class="_ _6"> </span>z<span class="_ _8"></span>ewnętrzny <span class="_ _7"> </span>o </div><div class="t m0 x2 h8 y57c ff1 fs3 fc0 sc0 ls0 ws0">powierzchni 428 m</div><div class="t m0 xf3 h56 y57d ff1 fs6 fc0 sc0 ls0 ws0">2</div><div class="t m0 xf4 h8 y57c ff1 fs3 fc0 sc0 ls0 ws0"> <span class="ff2">oraz park<span class="_ _8"></span>ing zewnętrzny. <span class="_ _8"></span></span> </div><div class="t m0 x2 h8 y57e ff1 fs3 fc0 sc0 ls0 ws0">W <span class="_ _13"> </span>grudni<span class="_ _8"></span>u <span class="_ _13"> </span>2021 <span class="_ _12"> </span><span class="ff2">r. <span class="_ _12"> </span>Spółk<span class="_ _8"></span>a <span class="_ _13"> </span>nabył<span class="_ _8"></span>a <span class="_ _13"> </span>n<span class="_ _8"></span>ieruchomość <span class="_ _12"> </span>stanowiącą <span class="_ _12"> </span>park <span class="_ _12"> </span>handlowy<span class="_ _8"></span> <span class="_ _13"> </span>wraz <span class="_ _12"> </span>z <span class="_ _12"> </span>niezbędną </span></div><div class="t m0 x2 h8 y57f ff2 fs3 fc0 sc0 ls0 ws0">infrastrukturą <span class="_ _8"></span>i <span class="_ _8"></span>park<span class="_ _8"></span>ingiem <span class="_ _8"></span>położony <span class="_ _8"></span>w <span class="_ _8"></span>Rumii. <span class="_ _8"></span>O<span class="_ _8"></span>biekt <span class="_ _8"></span>działający <span class="_ _8"></span>pod <span class="_ _8"></span>nazw<span class="_ _8"></span>ą C<span class="_ _8"></span>entrum <span class="_ _8"></span>Janowo <span class="_ _8"></span>o<span class="_ _8"></span>bejmuje </div><div class="t m0 x2 h8 y580 ff1 fs3 fc0 sc0 ls0 ws0">6 <span class="_ _c"></span>lokal<span class="_ _8"></span>i <span class="_ _c"></span>handlowo<span class="_ _8"></span>-<span class="ff2">usługowy<span class="_ _8"></span>ch <span class="_ _c"></span>o <span class="_ _f"></span>łącznej <span class="_ _c"></span>po<span class="_ _8"></span>wierzchni <span class="_ _f"></span>najmu <span class="_ _c"></span>2 <span class="_ _f"></span>982 <span class="_ _c"></span>m</span></div><div class="t m0 xf5 h56 y581 ff1 fs6 fc0 sc0 ls0 ws0">2</div><div class="t m0 xf6 h8 y580 ff1 fs3 fc0 sc0 ls0 ws0">. <span class="_ _f"></span><span class="ff2">Głównym <span class="_ _c"></span>najemcą<span class="_ _8"></span> <span class="_ _c"></span>o<span class="_ _8"></span>biektu <span class="_ _c"></span>jes<span class="_ _8"></span>t </span></div><div class="t m0 x2 h8 y582 ff1 fs3 fc0 sc0 ls0 ws0">sie<span class="ff2">ć <span class="_ _6"></span>Jeronimo <span class="_ _f"></span>Mart<span class="_ _8"></span>ins <span class="_ _f"></span>P<span class="_ _8"></span>olska <span class="_ _6"></span>prowadząca <span class="_ _f"></span>na <span class="_ _6"></span>tereni<span class="_ _8"></span>e <span class="_ _f"></span>park<span class="_ _8"></span>u <span class="_ _f"></span>ha<span class="_ _8"></span>ndlowego <span class="_ _f"></span>s<span class="_ _8"></span>klep <span class="_ _6"></span>po <span class="_ _f"></span>marką <span class="_ _6"></span>Biedronka. </span></div><div class="t m0 x2 h8 y583 ff2 fs3 fc0 sc0 ls0 ws0">Pozostali  najemcy <span class="_ _21"> </span>na  terenie  kompleksu <span class="_ _28"> </span>prowadzą  działalność  w <span class="_ _21"> </span>obszarz<span class="_ _8"></span>e <span class="_ _28"> </span>sprzedaży  detalicznej </div><div class="t m0 x2 h8 y584 ff2 fs3 fc0 sc0 ls0 ws0">(apteka)  oraz<span class="_ _8"></span>  us<span class="_ _8"></span>ługowej  (<span class="_ _8"></span>klub  fitness, <span class="_ _2b"> </span>szkoła <span class="_ _2b"> </span>językowa, <span class="_ _11"> </span>r<span class="_ _8"></span>estauracja, <span class="_ _2b"> </span>usł<span class="_ _8"></span><span class="ff1">ugi <span class="_ _2b"> </span>beauty&amp;SPA). <span class="_ _2b"> </span>Obiekt </span></div><div class="t m0 x2 h8 y585 ff2 fs3 fc0 sc0 ls0 ws0">posiada stałą strukturę<span class="_ _8"></span> najemców i jest w pe<span class="_ _8"></span>łni skomercj<span class="_ _8"></span>alizowany. <span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 y45c ff2 fs3 fc0 sc0 ls0 ws0">Nabycie <span class="_ _6"> </span>op<span class="_ _8"></span>isanych <span class="_ _7"> </span>wyżej <span class="_ _6"> </span>nieruchomośc<span class="_ _8"></span>i <span class="_ _6"> </span>w <span class="_ _7"> </span>ostatnim <span class="_ _7"> </span>kwartale <span class="_ _6"> </span>2021<span class="_ _c"></span><span class="ff1"> <span class="_ _6"> </span></span>r. <span class="_ _7"> </span>wpłynie <span class="_ _6"> </span>p<span class="_ _8"></span>ozytywnie <span class="_ _7"> </span>na <span class="_ _6"> </span>wynik<span class="_ _8"></span>i </div><div class="t m0 x2 h8 y586 ff2 fs3 fc0 sc0 ls0 ws0">Spółki <span class="_ _c"></span>począwsz<span class="_ _8"></span>y <span class="_ _c"></span>od <span class="_ _c"></span>2022<span class="_ _8"></span><span class="ff1"> <span class="_ _c"></span></span>r. <span class="_ _c"></span>zapewniaj<span class="_ _8"></span>ąc <span class="_ _c"></span>dodatkowe <span class="_ _c"></span>ź<span class="_ _8"></span>ródło <span class="_ _c"></span>przychodów <span class="_ _f"></span>p<span class="ff1">rzy<span class="_ _8"></span> <span class="_ _c"></span>minimalnych <span class="_ _c"></span>k<span class="_ _8"></span>osztach. </span></div><div class="t m0 x2 h8 y566 ff2 fs3 fc0 sc0 ls0 ws0">Obecnie <span class="_ _0"></span>większość kosztów <span class="_ _3"></span>w <span class="_ _0"></span>obu <span class="_ _3"></span>n<span class="_ _8"></span>abytych <span class="_ _0"></span>obiektach ponoszona <span class="_ _3"></span>jest bezpośrednio <span class="_ _3"></span>l<span class="_ _8"></span>ub <span class="_ _3"></span>refak<span class="_ _8"></span>turowana<span class="_ _8"></span> </div><div class="t m0 x2 h8 y567 ff2 fs3 fc0 sc0 ls0 ws0">na najemców. Tym s<span class="_ _8"></span>amym zakupy wpłyn<span class="_ _8"></span>ą pozytywnie na rentown<span class="_ _8"></span>ości całej Spółki. <span class="_ _c"></span><span class="ff1"> </span></div><div class="t m0 x2 hb y303 ff5 fs3 fc10 sc0 ls0 ws0">Działalność Spółki w s<span class="_ _8"></span>egmencie najmu <span class="_ _8"></span>nieruchom<span class="_ _8"></span>ości magazynowo<span class="_ _8"></span> <span class="ff6">- logistycznych.<span class="_ _8"></span> </span></div><div class="t m0 x2 h8 y587 ff2 fs3 fc0 sc0 ls0 ws0">W <span class="_ _13"> </span>zwi<span class="_ _8"></span>ązku <span class="_ _13"> </span>z<span class="_ _8"></span> <span class="_ _13"> </span>pandem<span class="_ _8"></span>ią <span class="_ _13"> </span>wirusa <span class="_ _12"> </span>CO<span class="_ _8"></span>VID<span class="ff1">-</span>19 <span class="_ _12"> </span>i <span class="_ _12"> </span>znacz<span class="_ _8"></span>ących <span class="_ _12"> </span>ograniczeniach <span class="_ _12"> </span>w <span class="_ _12"> </span>z<span class="_ _8"></span>akresie <span class="_ _13"> </span>możl<span class="_ _8"></span>iwości </div><div class="t m0 x2 h8 y588 ff2 fs3 fc0 sc0 ls0 ws0">prowadzenia działaln<span class="_ _8"></span>ości handlowej w<span class="_ _8"></span> obiektach wielk<span class="_ _8"></span>opowierzchniowych S<span class="_ _8"></span>półka poszukiwa<span class="_ _8"></span>ła nowych </div><div class="t m0 x2 h8 y589 ff2 fs3 fc0 sc0 ls0 ws0">możliwości <span class="_ _0"></span>w <span class="_ _3"></span>zak<span class="_ _8"></span>resie <span class="_ _0"></span>osiągania<span class="ff1"> </span>przychodów <span class="_ _3"></span>i generowania <span class="_ _0"></span>zysków. Segmentem <span class="_ _3"></span>rynk<span class="_ _8"></span>u <span class="_ _3"></span>nieruchomośc<span class="_ _8"></span>i, </div><div class="t m0 x2 h8 y58a ff2 fs3 fc0 sc0 ls0 ws0">który <span class="_ _7"> </span>okazał <span class="_ _7"> </span>się <span class="_ _7"> </span>wz<span class="_ _8"></span>ględnie <span class="_ _7"> </span>odporny <span class="_ _7"> </span>na <span class="_ _7"> </span>zm<span class="_ _8"></span>iany <span class="_ _7"> </span>gosp<span class="_ _8"></span>odarcze <span class="_ _7"> </span>spowodowan<span class="_ _8"></span>e <span class="_ _7"> </span>wirusem <span class="_ _7"> </span>CO<span class="_ _8"></span>VID<span class="_ _8"></span><span class="ff1">-</span>1<span class="_ _8"></span>9 <span class="_ _7"> </span>był </div><div class="t m0 x2 h8 y58b ff2 fs3 fc0 sc0 ls0 ws0">segmentów nieruchom<span class="_ _8"></span>ości magazyn<span class="_ _8"></span>owych. <span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 y58c ff1 fs3 fc0 sc0 ls0 ws0">W <span class="_ _6"> </span>wyniku <span class="_ _7"> </span>proc<span class="ff2">esu <span class="_ _6"> </span>reor<span class="_ _8"></span>ganizacji <span class="_ _6"> </span>Grupy<span class="_ _8"></span> <span class="_ _6"> </span>Kapitałowej <span class="_ _7"> </span>MIRBUD, <span class="_ _6"> </span>o <span class="_ _7"> </span>któ</span>r<span class="_ _8"></span><span class="ls11">ej</span> <span class="_ _6"> </span>Emit<span class="_ _8"></span>ent <span class="_ _6"> </span><span class="ff2">informow<span class="_ _8"></span>ał <span class="_ _6"> </span>raporta<span class="_ _8"></span>mi </span></div><div class="t m0 x2 h8 y56e ff2 fs3 fc0 sc0 ls0 ws0">bieżącymi <span class="_ _c"></span>nr <span class="_ _f"></span>36/2020 <span class="_ _c"></span>oraz <span class="_ _f"></span>41/2021<span class="ff1">. <span class="_ _c"></span></span>S<span class="_ _8"></span>półka <span class="_ _c"></span>n<span class="ff1">a <span class="_ _c"></span>k<span class="_ _8"></span>oniec <span class="_ _c"></span>2020<span class="_ _8"></span> <span class="_ _c"></span>r. <span class="_ _c"></span>i <span class="_ _f"></span>w <span class="_ _c"></span>lutym <span class="_ _c"></span>2021r.<span class="_ _8"></span> <span class="_ _c"></span>naby<span class="_ _8"></span></span><span class="ls10">ła</span><span class="ff1"> <span class="_ _c"></span></span>nierucho<span class="_ _8"></span>mości </div><div class="t m0 x2 h8 y56f ff2 fs3 fc0 sc0 ls0 ws0">obejmującej  kompleks  6  hal  zlok<span class="_ _8"></span>alizowanych  w  Ostródzie  przy<span class="_ _8"></span>  trasie  S7  pomiędzy  Warsz<span class="_ _8"></span>awą  a </div><div class="t m0 x2 h8 y570 ff2 fs3 fc0 sc0 ls0 ws0">Gdańskiem.<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 y571 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y58d ff2 fs3 fc0 sc0 ls0 ws0">Obiekt <span class="_ _2a"> </span>był<span class="_ _8"></span> <span class="_ _2a"> </span>własnością <span class="_ _21"> </span>na<span class="_ _8"></span>leżącej <span class="_ _2a"> </span>do<span class="_ _8"></span> <span class="_ _2a"> </span>Grupy <span class="_ _21"> </span>Kapitałowej <span class="_ _21"> </span>MIRBUD <span class="_ _21"> </span>S.A. <span class="_ _2a"> </span>spó<span class="_ _8"></span>łki <span class="_ _21"> </span>EXPO <span class="_ _2a"> </span>MAZUR<span class="_ _8"></span>Y <span class="_ _2a"> </span>S.A.<span class="_ _8"></span> </div><div class="t m0 x2 h8 y58e ff1 fs3 fc0 sc0 ls0 ws0">W <span class="ff2">ubiegłych <span class="_ _13"> </span>latach<span class="_ _8"></span> <span class="_ _2b"> </span>po<span class="_ _8"></span>dstawową <span class="_ _13"> </span>funkcje <span class="_ _13"> </span>obiekt<span class="_ _8"></span>u <span class="_ _2b"> </span>s<span class="_ _8"></span>tanowiła <span class="_ _13"> </span>dzia<span class="_ _8"></span>łalność <span class="_ _2b"> </span>wy<span class="_ _8"></span>stawienniczo<span class="_ _c"></span></span>-ev<span class="_ _8"></span>entowa. </div></div></div><div class="pi" ></div></div><div id="pf2e" class="pf w0 h0" ><div class="pc pc2e w0 h0"><img class="bi x4 y2a w3 h5" alt="" src="data:image/png;base64,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"/><div class="c x0 y1 w2 h0"><div class="t m0 x5 h6 y2b ff4 fs2 fc2 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI GRUPY KAPITAŁOWEJ <span class="ff3">MIRBUD ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc3"> </span></span></div><div class="t m0 x6 h4 y2c ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y2d w4 ha"><div class="t m0 xcb h8 y85 ff2 fs3 fc2 sc0 ls0 ws0">Grupa Kapitałowa MIR<span class="_ _8"></span>BUD<span class="ff1"> <span class="ls6">| <span class="_ _8"></span></span>JHM DEVELOP<span class="_ _8"></span>MENT S.A.<span class="_ _8"></span> </span></div></div><div class="c x9 y2d w5 ha"><div class="t m0 xa h4 y86 ff3 fs1 fc4 sc0 ls3 ws0">46<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h4 y31 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y18e ff1 fs3 fc0 sc0 ls0 ws0">Z <span class="ff2">uwagi na <span class="_ _3"></span>pa<span class="_ _8"></span>ndemię wi<span class="_ _0"></span>rusa COVID<span class="ff1">-</span>19 i <span class="_ _0"></span>brak możliwości prowadzenia tego <span class="_ _3"></span>typu działalności w <span class="_ _3"></span>daj<span class="_ _8"></span>ącej </span></div><div class="t m0 x2 h8 y22f ff2 fs3 fc0 sc0 ls0 ws0">się przewidzieć prz<span class="_ _8"></span>yszłości zdecydowan<span class="_ _8"></span>o o zaniechaniu teg<span class="_ _8"></span>o typu działalnośc<span class="_ _8"></span>i. <span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 y271 ff2 fs3 fc0 sc0 ls0 ws0">Opisane <span class="_ _6"> </span>wyż<span class="_ _8"></span>ej <span class="_ _7"> </span>nieruchomości <span class="_ _7"> </span>położone <span class="_ _6"> </span>w <span class="_ _7"> </span>Ostródzi<span class="_ _8"></span>e <span class="_ _7"> </span>stanowią <span class="_ _6"> </span>komp<span class="_ _8"></span>leks <span class="_ _6"> </span>s<span class="_ _8"></span>ześciu <span class="_ _7"> </span>wysok<span class="_ _c"></span><span class="ff1">iej <span class="_ _6"> </span>klasy<span class="_ _8"></span> <span class="_ _6"> </span>hal </span></div><div class="t m0 x2 h8 y58f ff1 fs3 fc0 sc0 ls0 ws0">magazynowo-<span class="ff2">wys<span class="_ _8"></span>tawienniczy<span class="_ _8"></span>ch <span class="_ _3"></span>zlokalizowany <span class="_ _3"></span>w <span class="_ _3"></span>Ostródzie, <span class="_ _3"></span>bezpośrednio <span class="_ _3"></span>prz<span class="_ _8"></span>y <span class="_ _3"></span>drodze <span class="_ _3"></span>ekspresowej <span class="_ _3"></span>S7. </span></div><div class="t m0 x2 h8 y259 ff2 fs3 fc0 sc0 ls0 ws0">Łączna <span class="_ _8"></span>powierzchni<span class="_ _8"></span>a <span class="_ _8"></span>nieruchomości <span class="_ _8"></span>to <span class="_ _c"></span>12,8 <span class="_ _8"></span>ha, <span class="_ _8"></span>z<span class="_ _8"></span>aś <span class="_ _8"></span>łączna <span class="_ _8"></span>powierzchn<span class="_ _8"></span>ia <span class="_ _8"></span>zabudowy <span class="_ _c"></span>obejmującej <span class="_ _8"></span>hale, </div><div class="t m0 x2 h8 y232 ff1 fs3 fc0 sc0 ls0 ws0">zaplecze konferenc<span class="_ _8"></span>yjno-targowe<span class="_ _8"></span> oraz zaplecze <span class="_ _8"></span>techni<span class="_ _8"></span>czne to ponad 56 <span class="_ _8"></span>700 m</div><div class="t m0 xde h56 y590 ff1 fs6 fc0 sc0 ls0 ws0">2</div><div class="t m0 xf7 h8 y232 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="ff2">powierzchni użytk<span class="_ _8"></span>owej.<span class="_ _8"></span></span> </div><div class="t m0 x2 h8 y233 ff2 fs3 fc0 sc0 ls0 ws0">Na <span class="_ _3"></span>terenie <span class="_ _0"></span>hal <span class="_ _3"></span>możliwe <span class="_ _0"></span>jest <span class="_ _3"></span>prowadze<span class="_ _8"></span>nie <span class="_ _3"></span>działalnoś<span class="_ _8"></span>ci <span class="_ _3"></span>magazynow<span class="_ _8"></span>ej, <span class="_ _3"></span>produkcyjnej<span class="_ _8"></span>, <span class="_ _3"></span>wystawienniczej <span class="_ _0"></span>oraz </div><div class="t m0 x2 h8 y591 ff1 fs3 fc0 sc0 ls0 ws0">konferencyjnej.<span class="_ _8"></span> </div><div class="t m0 x2 h8 y235 ff2 fs3 fc0 sc0 ls0 ws0">Jako główne korzyś<span class="_ _8"></span>ci związane z zakup<span class="_ _8"></span>em nieruchomośc<span class="_ _8"></span>i w Ostródzie <span class="_ _8"></span>należy wy<span class="_ _8"></span>mienić<span class="ff1">:  </span></div><div class="t m0 x36 h8 y592 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span>pozy<span class="_ _8"></span>sk<span class="ff2">anie przez Spó<span class="_ _8"></span>łkę wartościowej nieruch<span class="_ _8"></span>omości stanowiącej<span class="_ _8"></span> nowe źródło pozy<span class="_ _8"></span>skiwania </span></div><div class="t m0 x25 h8 y593 ff2 fs3 fc0 sc0 ls0 ws0">dochodów, niezależn<span class="_ _8"></span>e od obecnie prow<span class="_ _8"></span>adzonej działalnoś<span class="_ _8"></span>ci,<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x36 h8 y92 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">z<span class="_ _8"></span>dywersyfikowanie źróde<span class="_ _8"></span>ł pozyskiwania przy<span class="_ _8"></span>chodów <span class="_ _8"></span>–</span> <span class="ff2">nabywane h<span class="_ _8"></span>ale wynajmowane b<span class="_ _8"></span>ędą </span></div><div class="t m0 x25 h8 y93 ff1 fs3 fc0 sc0 ls0 ws0">przede wszystk<span class="_ _8"></span>im na potrzeby magaz<span class="_ _8"></span>ynowe,<span class="_ _8"></span> </div><div class="t m0 x36 h8 y594 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">popraw<span class="_ _8"></span>ę osiąganych wy<span class="_ _8"></span>ników finansowy<span class="_ _8"></span>ch, <span class="_ _8"></span></span> </div><div class="t m0 x36 h8 y595 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">pozy<span class="_ _8"></span>skanie nieruchom<span class="_ _8"></span>ości mogącej sta<span class="_ _8"></span>nowić zabezpiec<span class="_ _8"></span>zenie hipoteczne, <span class="_ _8"></span></span> </div><div class="t m0 x36 h8 y596 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">s<span class="_ _8"></span>ynergie związane z pozys<span class="_ _8"></span>kiwanych nowych naje<span class="_ _8"></span>mców,<span class="_ _8"></span></span> </div><div class="t m0 x36 h8 y486 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">s<span class="_ _8"></span>ynergie kosztowe (jeden<span class="_ _8"></span> dział księgowośc<span class="_ _8"></span>i, sprzedaży, obsługi t<span class="_ _8"></span>echnicznej, <span class="_ _8"></span></span>mar<span class="_ _8"></span>ketingu).<span class="_ _8"></span> </div><div class="t m0 x2 h8 y597 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf2f" class="pf w0 h0" ><div class="pc pc2f w0 h0"><img class="bi x4 y2a w3 h5" alt="" 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class="c x0 y1 w2 h0"><div class="t m0 x5 h6 y2b ff4 fs2 fc2 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI GRUPY KAPITAŁOWEJ <span class="ff3">MIRBUD ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc3"> </span></span></div><div class="t m0 x6 h4 y2c ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y2d w4 ha"><div class="t m0 xf8 h8 y85 ff2 fs3 fc2 sc0 ls0 ws0">Grupa Kapitałowa MIR<span class="_ _8"></span>BUD<span class="ff1"> <span class="ls6">| <span class="_ _8"></span></span>JHM 1 Sp. z o.o.<span class="_ _8"></span> </span></div></div><div class="c x9 y2d w5 ha"><div class="t m0 xa h4 y86 ff3 fs1 fc4 sc0 ls3 ws0">47<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h4 y31 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y598 ff2 fs3 fc0 sc0 ls0 ws0">Po przejęciu całego ob<span class="_ _8"></span>iektu w pierwszy<span class="_ _8"></span>m półroczu 2021<span class="_ _8"></span><span class="ff1"> </span>r. S<span class="_ _8"></span>półka poczyniła inw<span class="_ _8"></span>estycje mające na ce<span class="_ _8"></span>lu </div><div class="t m0 x2 h8 y22f ff2 fs3 fc0 sc0 ls0 ws0">jego <span class="_ _1d"> </span>przeks<span class="_ _8"></span>ztałcenie <span class="_ _1d"> </span>w <span class="_ _1d"> </span>sposób <span class="_ _25"> </span>umożliwiający <span class="_ _1d"> </span>c<span class="_ _8"></span>zerpanie <span class="_ _1d"> </span>przy<span class="_ _8"></span>chodów <span class="_ _1d"> </span>z <span class="_ _25"> </span>najmu <span class="_ _1d"> </span>powierzchn<span class="_ _8"></span>i </div><div class="t m0 x2 h8 y34 ff2 fs3 fc0 sc0 ls0 ws0">magazynowych, a<span class="_ _8"></span>le również z<span class="_ _8"></span> wynajmu <span class="ff1">powierz<span class="_ _8"></span>chni biurowy<span class="_ _8"></span>ch, socjalnych oraz r<span class="_ _8"></span>ekreacyjnyc<span class="_ _8"></span>h. <span class="_ _8"></span> </span></div><div class="t m0 x2 h8 y2da ff2 fs3 fc0 sc0 ls0 ws0">W <span class="_ _6"> </span>zwi<span class="_ _8"></span>ązku <span class="_ _7"> </span>z <span class="_ _7"> </span><span class="ff1">tym <span class="_ _6"> </span>w <span class="_ _7"> </span>2021 <span class="_ _7"> </span></span>r. <span class="_ _7"> </span>Spółka <span class="_ _6"> </span>d<span class="_ _8"></span>okonała <span class="_ _7"> </span>zmian <span class="_ _7"> </span>i <span class="_ _6"> </span>po<span class="_ _8"></span>niosła <span class="_ _6"> </span>wyd<span class="_ _8"></span>atki <span class="_ _6"> </span>z<span class="_ _8"></span>wiązane <span class="_ _7"> </span>z <span class="_ _7"> </span>dostosowaniem </div><div class="t m0 x2 h8 y2db ff2 fs3 fc0 sc0 ls0 ws0">technicznej infrastruktury<span class="_ _8"></span> obiektu do nowych f<span class="_ _8"></span>unkcji obejmując<span class="_ _8"></span>e m.in.:<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x36 h8 y599 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">wpr<span class="_ _8"></span>owadzenie <span class="_ _f"></span>zmiany <span class="_ _f"></span>w <span class="_ _f"></span>istniejący<span class="_ _8"></span>ch <span class="_ _f"></span>inst<span class="_ _8"></span>alacjach <span class="_ _f"></span>prz<span class="_ _8"></span>eciwpożarowych, <span class="_ _f"></span>w <span class="_ _f"></span>tym <span class="_ _f"></span>trys<span class="_ _8"></span>kaczowych, </span></div><div class="t m0 x25 h8 y59a ff1 fs3 fc0 sc0 ls0 ws0">hydrantowych i insta<span class="_ _8"></span>lacjach oddymiania,<span class="_ _8"></span> </div><div class="t m0 x36 h8 y59b ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">z<span class="_ _8"></span>apewnienie <span class="_ _28"> </span>infrastruktury  umożliwiającą <span class="_ _28"> </span>dostawy <span class="_ _21"> </span>t<span class="_ _8"></span>owarów  na<span class="_ _0"></span> <span class="_ _21"> </span>t<span class="_ _8"></span>eren <span class="_ _28"> </span>magazynów  –<span class="_ _8"></span><span class="ff1"> <span class="_ _21"> </span>w  tym </span></span></div><div class="t m0 x25 h8 y197 ff2 fs3 fc0 sc0 ls0 ws0">wykonanie <span class="_ _12"> </span>tzw. <span class="_ _12"> </span>doków <span class="_ _12"> </span>ro<span class="_ _8"></span>zładunkowych <span class="_ _12"> </span>oraz <span class="_ _12"> </span>związana <span class="_ _12"> </span>z <span class="_ _12"> </span>tym <span class="_ _12"> </span>przebudow<span class="_ _8"></span>a <span class="_ _13"> </span>i<span class="_ _8"></span>nfrastruktury </div><div class="t m0 x25 h8 y59c ff1 fs3 fc0 sc0 ls0 ws0">drogowej, </div><div class="t m0 x36 h8 y59d ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span>z<span class="_ _8"></span>apewnienie dodatkowyc<span class="_ _8"></span>h kamer i instalacji <span class="_ _8"></span>monitoringu.<span class="_ _8"></span> </div><div class="t m0 x2 h8 y59e ff2 fs3 fc0 sc0 ls0 ws0">Powyższe zmiany <span class="_ _3"></span>wyk<span class="_ _8"></span>onane zostały <span class="_ _3"></span>w oparciu o <span class="_ _3"></span>wym<span class="_ _8"></span>agania najemców <span class="_ _0"></span>powierzchni na <span class="_ _3"></span>t<span class="_ _8"></span>erenie obiektu.<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 y59f ff2 fs3 fc0 sc0 ls0 ws0">Jednocześnie <span class="_ _f"></span>Spółka <span class="_ _f"></span>prowadziła <span class="_ _f"></span>działania <span class="_ _c"></span>zmierz<span class="_ _8"></span>ające <span class="_ _c"></span>d<span class="_ _8"></span>o <span class="_ _c"></span>kom<span class="_ _8"></span>ercjalizacji <span class="_ _f"></span>obiektu. <span class="_ _f"></span>W <span class="_ _c"></span>grudniu<span class="_ _8"></span> <span class="_ _c"></span>202<span class="_ _c"></span><span class="ff1">0 <span class="_ _f"></span>r. </span></div><div class="t m0 x2 h8 y5a0 ff2 fs3 fc0 sc0 ls0 ws0">podpisane <span class="_ _c"></span>z<span class="_ _8"></span>ostały <span class="_ _c"></span>p<span class="_ _8"></span>ierwsze <span class="_ _c"></span>u<span class="_ _8"></span>mowy <span class="_ _f"></span>najmu, <span class="_ _c"></span>a <span class="_ _f"></span>w <span class="_ _c"></span>luty<span class="_ _8"></span>m <span class="_ _f"></span>2021<span class="_ _8"></span><span class="ff1"> <span class="_ _c"></span></span>r.<span class="_ _8"></span> <span class="_ _c"></span>zawart<span class="_ _8"></span>a <span class="_ _c"></span>zosta<span class="_ _8"></span>ła <span class="_ _c"></span>u<span class="_ _8"></span>mowa <span class="_ _c"></span>z <span class="_ _f"></span>największym </div><div class="t m0 x2 h8 y5a1 ff2 fs3 fc0 sc0 ls0 ws0">najemcą obiektu dz<span class="_ _8"></span>iałającym w branży<span class="_ _8"></span> <span class="ff1">handlowej<span class="_ _8"></span> meblarsk<span class="_ _8"></span>iej </span>–<span class="ff1"> przedmioto<span class="_ _8"></span>wa umowa obejmuje <span class="_ _8"></span>najem </span></div><div class="t m0 x2 h8 y5a2 ff2 fs3 fc0 sc0 ls0 ws0">łącznie 31<span class="ff1"> 000 m</span></div><div class="t m0 xf9 h56 y5a3 ff1 fs6 fc0 sc0 ls0 ws0">2</div><div class="t m0 xfa h8 y5a2 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="ff2">powierzc<span class="_ _8"></span>hni. Na dzień 31.12.202<span class="_ _8"></span>1</span> r.<span class="_ _8"></span> <span class="ff2">komercjalizacja obi<span class="_ _8"></span>ektu wyniosła 76,00<span class="_ _8"></span>%.<span class="_ _8"></span></span> </div><div class="t m0 x2 h8 y5a4 ff2 fs3 fc0 sc0 ls0 ws0">Spółka <span class="_ _7"> </span>obecnie <span class="_ _2a"> </span>prowadzi <span class="_ _2a"> </span>intensywne <span class="_ _2a"> </span>działania <span class="_ _7"> </span>ce<span class="_ _8"></span>lem <span class="_ _7"> </span>pozys<span class="_ _8"></span>kania <span class="_ _7"> </span>nowych <span class="_ _7"> </span>naj<span class="_ _8"></span>emców <span class="_ _7"> </span>d<span class="_ _8"></span>la <span class="_ _7"> </span>obiektu <span class="_ _7"> </span>w </div><div class="t m0 x2 h8 y5a5 ff2 fs3 fc0 sc0 ls0 ws0">Ostródzie. <span class="ff1"> </span></div><div class="t m0 x2 h8 y5a6 ff2 fs3 fc0 sc0 ls0 ws0">Jednocześnie <span class="_ _2b"> </span>po<span class="_ _8"></span>djęte <span class="_ _2b"> </span>zos<span class="_ _8"></span>tały <span class="_ _2b"> </span>prace <span class="_ _13"> </span>mające <span class="_ _13"> </span>na <span class="_ _2b"> </span>ce<span class="_ _8"></span>lu <span class="_ _2b"> </span>optymal<span class="_ _8"></span>izacje <span class="_ _2b"> </span>kosz<span class="_ _8"></span>tów <span class="_ _2b"> </span>działan<span class="_ _8"></span>ia <span class="_ _2b"> </span>obiektu <span class="_ _13"> </span>w </div><div class="t m0 x2 h8 y5a7 ff2 fs3 fc0 sc0 ls0 ws0">Ostródzie, również <span class="_ _0"></span>w <span class="_ _0"></span>kontekście jego <span class="_ _3"></span>prz<span class="_ _8"></span>ekształcenia na <span class="_ _3"></span>obiekt magazynowy. Działania <span class="_ _3"></span>t<span class="_ _8"></span>e ob<span class="_ _0"></span>ejmowały:<span class="_ _c"></span><span class="ff1"> </span></div><div class="t m0 x36 h8 y5a8 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span>z<span class="_ _8"></span><span class="ff2">apewnienie <span class="_ _7"> </span>i<span class="_ _8"></span> <span class="_ _7"> </span>optymalizacj<span class="_ _8"></span>e <span class="_ _7"> </span>kosztów <span class="_ _2a"> </span>obsługi <span class="_ _2a"> </span>i <span class="_ _7"> </span>nadz<span class="_ _8"></span>oru <span class="_ _7"> </span>technicz<span class="_ _8"></span>nego <span class="_ _7"> </span>nad<span class="_ _8"></span> <span class="_ _7"> </span>obiektem,<span class="_ _8"></span> <span class="_ _7"> </span>w <span class="_ _7"> </span>tym<span class="_ _8"></span> </span></div><div class="t m0 x25 h8 y5a9 ff2 fs3 fc0 sc0 ls0 ws0">kosztów obowiązkowyc<span class="_ _8"></span>h przeglądów<span class="_ _8"></span><span class="ff1">; </span></div><div class="t m0 x36 h8 y2a8 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span>a<span class="ff2">na<span class="_ _8"></span>lizę ograniczenia kosz<span class="_ _8"></span>tów mediów obejmującą <span class="_ _8"></span>m.in. z<span class="_ _8"></span>użycie energi<span class="_ _8"></span>i elektrycznej, ciepln<span class="_ _8"></span>ej,</span> </div><div class="t m0 x36 h8 y5aa ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span>min<span class="_ _8"></span>imalizacj<span class="ff2">ę</span> <span class="_ _1d"> </span><span class="ff2">kos<span class="_ _8"></span>ztów <span class="_ _1d"> </span>bieżącego <span class="_ _1d"> </span>utrz<span class="_ _8"></span>ymania <span class="_ _1d"> </span>nieruchomośc<span class="_ _8"></span>i <span class="_ _1d"> </span>m.in. <span class="_ _1d"> </span>drobnyc<span class="_ _8"></span>h <span class="_ _1d"> </span>napraw, </span></div><div class="t m0 x25 h8 y5ab ff2 fs3 fc0 sc0 ls0 ws0">sprzątania, ochrony<span class="_ _8"></span>.<span class="ff1"> </span></div><div class="t m0 x2 h8 y5ac ff1 fs3 fc0 sc0 ls0 ws0">Marywilska <span class="_ _6"> </span>44 <span class="_ _6"> </span>sp.<span class="_ _8"></span> <span class="_ _6"></span>z <span class="_ _6"></span>o. <span class="_ _6"> </span>o. <span class="_ _7"> </span>posiada <span class="_ _6"> </span>bo<span class="_ _8"></span>gate <span class="_ _6"> </span><span class="ff2">doświadc<span class="_ _8"></span>zenie <span class="_ _6"> </span>w <span class="_ _6"> </span>z<span class="_ _8"></span>akresie <span class="_ _6"> </span>zarządzan<span class="_ _8"></span>ia <span class="_ _6"></span>dużymi <span class="_ _6"> </span>obiek<span class="_ _8"></span>tami </span></div><div class="t m0 x2 h8 y5ad ff1 fs3 fc0 sc0 ls0 ws0">komercyjnymi oraz zat<span class="ff2">rudnia specjalistów z tego obszaru. Powyższe pozwoli na optymalizacj<span class="_ _8"></span>ę</span> <span class="ff2">kosztów </span></div><div class="t m0 x2 h8 y5ae ff2 fs3 fc0 sc0 ls0 ws0">działalności obiektu w Os<span class="_ _8"></span>tródzie oraz na<span class="_ _8"></span> dalszą komer<span class="_ _8"></span>cjalizacj<span class="_ _8"></span>ę<span class="ff1"> </span>powierzc<span class="_ _8"></span>hni w ramach nieruch<span class="_ _8"></span>omości.  <span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h35 y5af ff6 fs1 fc0 sc0 ls0 ws0">JHM 1 Sp. z o<span class="_ _0"></span>.o.<span class="ff1"> </span></div><div class="t m0 x2 h8 y5b0 ff1 fs3 fc0 sc0 lsf ws0">Do<span class="ls0"> <span class="ff2">real<span class="_ _8"></span>izacji proj<span class="_ _8"></span>ektów i<span class="_ _8"></span>nwestycy<span class="_ _8"></span>jnych w <span class="_ _8"></span>segmencie <span class="_ _8"></span>rynk<span class="_ _8"></span>owym wy<span class="_ _8"></span>najmu n<span class="_ _8"></span>ieruchomości <span class="_ _8"></span>komercy<span class="_ _8"></span>jnych </span></span></div><div class="t m0 x2 h8 y5b1 ff2 fs3 fc0 sc0 ls0 ws0">powołana została spółka <span class="_ _3"></span>ce<span class="_ _8"></span>lowa JHM <span class="_ _0"></span>1 Sp. <span class="_ _3"></span>z o. o. <span class="_ _3"></span>P<span class="_ _8"></span>ierwszym projektem inwestycyjnym zrealizowanym </div><div class="t m0 x2 h8 y5b2 ff2 fs3 fc0 sc0 ls0 ws0">przez <span class="_ _c"></span>Spółkę <span class="_ _c"></span>by<span class="_ _8"></span>ł <span class="_ _c"></span>pawilon <span class="_ _c"></span>h<span class="_ _8"></span>andlowo<span class="ff1">-<span class="_ _8"></span></span>usługowy <span class="_ _c"></span>branż<span class="_ _8"></span>y <span class="_ _c"></span>„Dom <span class="_ _c"></span>i <span class="_ _c"></span>Ogró<span class="_ _8"></span>d” <span class="_ _c"></span>w <span class="_ _f"></span>Starachowicach. <span class="_ _c"></span>O<span class="_ _8"></span>biekt <span class="_ _c"></span>został </div><div class="t m0 x2 h8 y5b3 ff2 fs3 fc0 sc0 ls0 ws0">przekazany do<span class="_ _0"></span> <span class="_ _3"></span>uży<span class="_ _8"></span>tkowania na<span class="_ _0"></span>jemcy po<span class="_ _0"></span>d <span class="_ _3"></span>ko<span class="_ _8"></span>niec <span class="_ _0"></span>2012<span class="ff1"> </span>r. <span class="_ _3"></span>Pierwszy<span class="_ _8"></span>m <span class="_ _3"></span>najemcą była <span class="_ _3"></span>sieć <span class="_ _0"></span>handlowa <span class="_ _0"></span>NOMI.<span class="_ _8"></span> </div><div class="t m0 x2 h8 y5b4 ff2 fs3 fc0 sc0 ls0 ws0">Na <span class="_ _3"></span>początku <span class="_ _3"></span>roku <span class="_ _3"></span>2017 <span class="_ _3"></span>nast<span class="_ _8"></span>ąpiła <span class="_ _2"></span>z<span class="_ _8"></span>miana <span class="_ _3"></span>najemcy<span class="_ _8"></span> <span class="_ _3"></span>i <span class="_ _3"></span>od <span class="_ _3"></span>lutego <span class="_ _3"></span>2017 <span class="_ _3"></span>r. <span class="_ _3"></span>nowym <span class="_ _3"></span>najemc<span class="_ _8"></span>ą <span class="_ _3"></span>jest <span class="_ _3"></span>sieć <span class="_ _3"></span>handlowa<span class="_ _8"></span> </div><div class="t m0 x2 h8 y5b5 ff2 fs3 fc0 sc0 ls0 ws0">BRICOMARCHÉ, <span class="_ _6"></span>z <span class="_ _6"></span>którym <span class="_ _6"></span>została <span class="_ _6"></span>podpisana <span class="_ _6"></span>umowa <span class="_ _6"></span>najmu <span class="_ _6"></span>na <span class="_ _f"></span>okres <span class="_ _6"></span>10 <span class="_ _6"></span>lat <span class="_ _f"></span>z <span class="_ _6"></span>opcją <span class="_ _6"></span>przedłużenia <span class="_ _6"></span>o </div><div class="t m0 x2 h8 y5b6 ff2 fs3 fc0 sc0 ls0 ws0">kolejne 10 lat oraz o n<span class="_ _8"></span>astępne 10 lat.<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 y5b7 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y5b8 ff2 fs3 fc0 sc0 ls0 ws0">W <span class="_ _7"> </span>ramach <span class="_ _7"> </span>prowadz<span class="_ _8"></span>onej <span class="_ _7"> </span>reorganizac<span class="_ _8"></span>ji <span class="_ _7"> </span>Grupy <span class="_ _7"> </span>Kapitałowej<span class="_ _8"></span> <span class="_ _7"> </span>MIRBUD <span class="_ _7"> </span>w <span class="_ _7"> </span>2021 <span class="_ _7"> </span>roku<span class="_ _8"></span> <span class="_ _7"> </span>należąca <span class="_ _7"> </span>do <span class="_ _7"> </span>spó<span class="_ _8"></span>łki </div><div class="t m0 x2 h8 y5b9 ff2 fs3 fc0 sc0 ls0 ws0">nieruchomość w <span class="_ _3"></span>St<span class="_ _8"></span>arachowicach została <span class="_ _3"></span>sprz<span class="_ _8"></span>edana do <span class="ff1">Marywilska <span class="_ _3"></span>44 Sp. <span class="_ _3"></span>z<span class="_ _8"></span> <span class="_ _0"></span>o.o., a <span class="_ _3"></span>JHM 1 <span class="_ _3"></span>Sp. z <span class="_ _3"></span>o.o. nie </span></div><div class="t m0 x2 h8 y5ba ff2 fs3 fc0 sc0 ls0 ws0">prowadzi obecnie dzi<span class="_ _8"></span>ałalnośc<span class="_ _8"></span>i operacyjnej.<span class="ff1"> </span></div></div></div><div class="pi" ></div></div><div id="pf30" class="pf w0 h0" ><div class="pc pc30 w0 h0"><img class="bi x18 y2a w6 h5" alt="" 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SgoKPamk9FodPu70MyaNWf+gkW5uXmV01PbtG7xW7tjIwAAv+kuf/f9T86//qVtFpZNjF857c2CgoLH//7Kw88P2fr7gNIqlPnTHzvce/s1Rd25YcOG+x7+578/mbBg2cYtBRsXF049uvm9t/Zs2LBB0ZL3P/psxqwFl154WlpaWtGS9evXfzJo6Jz5S/968xWDvhh6ymXPbHMMXQ+s+8k7jz761L/uemLQppz8ooV9b9yclFRmJ0/n40++uOKWl5ev/tnd1o84qM4tvU7r2qXTlph+9Y13r7ztre0fflL3Zv1e7Lvljyee85ehYzK2H/bmkz3/eGKPop83bdr06psD/tlv+MQZP31Ss3xKQpf961510XGmIwCALi+RwsLCvPxtTwnHRwvHjZ94xmWPL1y+cZtVa9bnPvnq6PFTFg5695Fvx47redNzsxes226b4d+fTX/vi5v7PXXJySceG0LYuHHTbY8OuuOJz2tWTqlYPnHt+pxFK7JCCBee0i6EUFgY2/4Y8gsKhwwd0fuBgSV/LsNHju3Z+438gm03NXTMwqHnPnb5WcOffvjWH48wVsyzDiHk5xdscwzFDiuMFW6J8h6n/2XUxKXbDNiQlTfwqzmfDH+qbVMf3wQA+J3aC5/7LCiI/enqJ7eP8i1GjFt84ZV3HXHmg9tH+dYbuf6ON3Nzc7desnD5ximzVxdF+S7d8+g7u3XYf7mv//ZRvsVzb33/3Itv7t3X+ubbH98+yreIxcKEGW53CACgy/dUbn7hnEXrdz7mnc+mxWK72M7ilZtGjByzZ8cwd0HmyPG79906K9bk7HzA7Q9/lJmZubde6A8/HvRi/3EmHAAAv1aX70UTp8zaswdmLN24B486tkvDS05rX7NKcrFrMzfkvvrmB3vleWVmZl5000sFxZ2ej0TCJae1f7DPCUcdWt90BADQ5b9IavnEv9996qyvH/3gn1eVS97hNevHHd5w4Mt/fvGBcxrXqbCDft3wX3vmt111xIdvPvTs47fN/vZfO2riDwbtnTPcX3z59fqNecWuuuzMjs8+ftv111z08VsPde5Qy4wEANDle+7ME1pfdvE59evXO65H964HFt+4ZROjLz9969FHdj3/3FOvOO/wYscU7vJilxKIj0YqV0zc5bCzT/vxHikJCQnnndal2DFTZu2dC76nTp+/o1XnnHrkj+9EXFz3zvuZkQAAv09753uFGtarvuXnymnliu/gE9qkpqYW/VyhfPKv8WRaN0nv2+eszp0OLFeu3ObNmzdv3vzyGwN2NLhs2aQtPzdrUvzvEuuycufNm//LD2zughXFLk8qE9eubastf0wsU8aMBADQ5XsuGt31efemjWr8qs8kLi7y1nN/adq08Y+Nm5iYmJhYwsdWr1a12OWFhbHvxk/55cc2b+GaYpc3qlMpOTnZLAQAIG6feSYtG6VtifLdlZy8w6/bXLJ0L1zKsmrNpmKXV6tSzhQEAGCf6vLaNSru8WOj0WhcXKTYVVu+9fOX2Jhd/Ic+kxLjTUEAAPapLo+P7vlziUQiIRT/kdMa1dN/4YHFYrGCHXyBUW5egSkIAMA+1eW/RHZ2dmFhsb0e2rUu6T1SdnQvmUgkkphQ/Ou8fOVGLz4AAL/rLs/L++naknnzFxY7pnp6cuPGDXe0hc1bne3Oy8ubu2DNjkZWTiv+w52zMjI3bvwpzbOyss1IAABd/vuyfMVPH+icMm12sWOaN0rfyfXl02avLPzPafa/PfL8Tr5ztGa14r9HKSe38JvR323546Tpi8xIAABd/vsy+KuxRT/k5eW9/eGoYscc0qFRCCESik/z+Us2HH/mTa/3e6/Xzfff+/cvd7Kv5g2r72jVY899mJubG0KYOGnK4G/mmZEAAL9Pv9/7gdz/7NB167PiIpF3P5u0YFnW9gOi0cifzjguhFChQsoO435UxuBRGbvc1zHdD3zs5W92tIX9Du1ZtXLKlJmrc3J9DBQAQJf/zuTmFT7xyuidDDj7+FZNmjQKIbTar2lJNlguOX7jpvxiVx1xeKcTun788bDir5ZZsCyr2F8MAAD4/fjdXcfSuUPNktyRvG71lIfuvqbo56ZNG+/fquoufr+JRi4/66AdvspxcW//656D21Tf+UYa161oRgIA6PJ9X4VyCe++cvc/7z8nrUKZnQw7uE2Nj1//a+XKlbcsefq+y6umJe1ofKvGaaM/urPTQa12ss0yZcq89cJfG9Yuv6MBlSslPffApWYkAMDv0+5dx1K+XErjOsXcWqRShZ++T75a5QrFjkmt+FOSVihf/HbSUsuHEMqXSy52bbXKFUIIKclli11bs1rFYg9s68GXntM5NTX1/HNPPePU419+/d0nXhw8e+H6rce3bJR2x42nnHzisdtsp2OHdrNGv/DAYy/+/dWR67J+vMFiQnxc03qVTj2u/Y1/vjA5OXn1msxiD6xcyo83SaxVq+bIjx9+/uX+/T74bvq8zC0DmjdIPfHIVpdfdGqFCuUb161YzI3QI5H4+KjJCgCwD4vEdvR1OL8DhYWFM2fOzli4OCcnNz2tYpPGDatWrRLZ6WUuOTk5M2fNWb9+Q1JSYuNGDSpVqrQH+43FYvPmzV+2fGUkEqldq0bt2rUiJbm2BgAAXQ4AAPx64rwEAACgywEAAF0OAAC6HAAACL/n7/sEACiycvW6rE2bS9cxj/pueuk64DVrN476bsYeP/x/cu+6YSOnLFu59r+zr1efvk6XA7CHsjblrFy9vnQd87SZC9euzypdxzxw8PelrXHXf/n1JH9BYHftSZcPGTri6Rc/Hjt58crM7PSKSYd1rPvgnVfUr1/vpHNuHjt5SSQSkspEmzasfE/v8/bv2H7mzNldT72j5xkH3X17rxBCTk5Oi06X5eQWDHytd+tWLVp06rlxU14kEsomxrdqWu3+23s2b960aC/X9X7gnU8mVShXZuKwZxMTE7c+gNf7vfeX+979Q7fmzz1xewjhmedff/i5L9ruV/291+4vuhF4l+Ovmb0g89AOdfq/cn/RQ5569tW//X1Q0S9blSuVPaRD/RuuOqtRowYN9r8gPz/23j+vv6rP88tW/exf6oT4uFljXixTpkwI4Q9n3/T9lKUtGlcePOCJorXjxk884fwHI5GwaOLrW+4+HovFnnvxzVf6fz1tzuqCgljjuqlnnrj/zddeMnfu/MNP+b9oXOSDl2/u0L5tCOH6Pg+8PXBSn6uO7nXlBbFY7KyL//r19xkP3nrauWedHEJ4460BN/ftH0L47M1b27RuaZrue+YvXFG6DnjxstULFq0sXcf87fhZpS4Z3/7ga387AHR5SS1fvuKPlzyVk1sQQohEYiszcwYMntmkwYC+d1y3dn32ysyc5KToyszsBcuylt74zIRhL+QX5K/MzNm4KWdLua5am5O9uSAvL7/o56zsvKQy0ZWZ2RlLN67f+PSXHzz54+mBodNWZuaszMyZMHHKQQd23PoYsnNyV2bmrNuQHUKYNHnqtXcPCCE83ffooj5eunTZqIlLQwifDp+Tl5eXkJDw40mdzJz4aCiTEF2xJueHuZlzFqz67N+PrFyTk18Qy8vLX702e2VmztZ7KZMQV3Rz96ysrMHfzM8viA3/btGaNWvS0tJCCHl5+SszcyKRn939/dNBX/75zve2/HHK7NVTHh1UJa3iReefHo2LLFudPXrs5KIu/3TY9JWZOZ9/NbnXlWHVqlXvfTEjhNCieaOiB342dFzRwQweNqaEXZ61afOHn3/7yyfEnHnLZsxZVLom8X/zvzEBAPxWuvzhp17NyS1o07Tyw3ec16pFs/kZi94eMPjSC04uWls2Mbpi6murV68594r7Ro5f8sMP08OuLgY6oFX1IQMeXbZs+ZmX/W3UhCVz585r2LDB7Nlz5y/ZcECrqpNmrBr81dhtunxrDzzRL4RwcJsaxxzVtWjJkGHfhBC6H1JvyKiMESNHd+vaecvg6y867I5brnq7/8eX9H5z5LhF69f/dC7t+y8eKygo/OyL4T379Gtct+KwAfdHIpGi8/RfjRidXxA78pB6g0dlfPnVqNNOPn6bY8jIWFCvXt1YLHbv4/0T4uOuv6jTBWefUKZMwvsDh971xKcP/uPT8889pedZB9/796GTp2WEEFauXDlvyYYQwvgflhYUFEyaMj2EUC45vsV+zUIIBQUFw7+d37B2hbmL1n85cuoNfy7R+7Jy9brzr3nchAYAKKV2+34s/T6aUL1y2ZGfPHHE4YdVqVLlgP3bP9z35vr1620ZkJiYWLNmjQZ10ku4wUiIJCYm1qtXt3WzmvkFsYyFi0MI/d79LBqNvPjYdYcfVPftj74vLCzc/oGbcnLffPv9dz6bll4x8YVHe0Wj0R+P8P2RzRukDni1b3rFxH7vDd36IdFoXGJiYudDO4YQ8vJj69b91OWVK1euVq1qpYrlQwjx0bhq1apWrVrlxw2+N6xGleQBr93XoHb5fgNGbL3BWCzyh7Nv7nXr0yGE6TNmjp2y4tSjm/e947qmTRvXr1/vuqsvvPTMA+Yu3jBi5OgbrrmgQkrC19/NCyF8PuTraFzkjGP3W7EmZ/yESV+PnhhC6HJA3f/8GvDNkpWb+vY+rXrlsl+OXrBixUrTFABgn7d758tzcnKWr84+4qA6SUlJIYTPBw8bNXZqCOGA9s2P69E9hJCbX3jFdfcuWpY5ZFTGGT1atGjR/Idpu/iw8LJVG5/8xytLl615d9DUutVTDj34gBDC2x99f0jbGvvt1+zEozpec8e7L7/W/+ILztjmgZ8On/fp8HlxceHmy7tvuSp90uSpQ8csuO7CTmXLlj328Cbvfz7t4XXrKlasWLR27MT5T/7jlU+/nBhCaFCrfM2aNXb5lJctW/7xsJlnHNsqKSnpD91aPtdvbGZmZrly5QZ+PrJowKrMrCfu6RlCmDd/UQihRbPaWz+8RdN6IYyaO39xt66dDz+w3sCv5kyZ+sOgoeMPblvzsb7XfvTl1YO+HDN8zKwQwjGHt/3PrwFDyyXHn3Bs982bcy+86fV/D/js6svPM1MBgK1179ymSnqF0nXMxx25f+k64Hq1qtSsnvbf2VeV9Iq71+VlypRJKRu/cvWmoj+OnzTztfe+zVi68fKz1hV1eSwWpsxcOmbSsrQKZR67r1cIIS4uLoRQ8J8T3rFYrKCgMIQQjf54qn7+kg039v2wbGK0TbMqT9x7aWJi4rjxE2fMX9ugTuoLL721fOXaEMJN97138olHpaambn0wnTvWuvisrj37vNnnwU9q16xy5mknFhQUXHTtk3n5hZuyN7/w0lshRNZuzO3V+5FXnr276CFDRi8YMnpB1bSkk7o3ue2Gc7ecYt+RWCx25U2PbtyUXxiLvfDSW5tz8zbnFbz3wedtWzd94PnhIYRIJDbyk6eLtpNaqUIIYeWqdVtvYeXqdSGEtNQKIYRjurb9aOjsR595Z/A3c3pd1KVq1SqHdqg9cMikH+asCiH0OLJTCCEzM/P9z6fVrJryWr/3CwsLU8pG3/pgtC4H2Fta71evZbM6peuYD+nYPDW1XGk75mal64CrpFdMSU70F4T/rd3r8ri4uGO7NO4/aPqdfZ+65abLet9wWe8bLkuuf9qWAYkJcV999OTZl9w2YPDMex9+8YkH+tSpXSuxTHTEt3M3bNhQvnz5oV99k5sfi0Yj9ev9+M/iwW1qjPjk6a338mb/z0MIk6cvnzx9YAihbGJ0Q1Ze//cHXXrRWVsPq5pe7k9nn/LtuJn/6De2z339j+/R7ZvR302auapMQtz7n095//MpIYRoNNJv4NSbpkwtekify7vcc/u1W7ZQUFCw8+f7/bgJHw+bHR+NfDFi1hcjZoUQEuLj+n3wzcknHvX20z1Pv+qFLb94hBA6dmhbPb3s2wMnnn7S2IMP2j8SicycOfuld75JKRvftfPBIYRjuneK3Pnu6x9OjsVCj+6HhhCO7tKq9wMDQwjHdmnQsGGDEEKv3o+u3ZibkBDX98mBIYT4uLgxk5d9MWTYUSdWzF0AABvLSURBVN27mqz8D1WvUqlrp1al65ibNardqEH1UpaMzeuWSylbig44JTmp1J2uA9hHujyE8MAdV4wad2vffwzr99H3bZvXWLB0bV5+LC7y03Xq0Wj0jRfuPujoq194+7tuh3120h96XHbm/k+9NqZ2+55N6lWaNndNCOHCU9qlp6fn5eVtv/3c3Nz+n0xq0TB14vB/Fi3p+9Czdz7xRb/3R23T5UXuuvXyr8bM/mFu5n0Pv7B0xdoQwp9ObFN0/8QQwh/OvumzEfPeeveL8uWT9+DV6ffu4BDCCV0b//s/91u84Ir/e+uTqbNmz61RvUoIIRaLHHzMlUWr/v63yx+/6+xzr32py2n3N6lXMSEa98PczEgkPH77yUW3cKlfv16z+qnT52VWTy/btk2rEMLR3Q7u/cDAaDTyt9suCSFMnjL17U9/iI9GJg97Mj09PYQwbPjIo8559NKbX5w28qCyZcvu/P8dz/rjYb98QlROq3hghyalaxL/N/8b095Su0Z6fHzUP0AAwJ53ed26db4d9Gi//gNHjJm+YOnacsllbry40w3XnBdCOLBd/fTUlBBCQkLCY3dd+NAz77701peHHNTxoXtvrFPr1c+HT167Pvuk7s1O6nHgKScdG0KIi4vrfnD9erV/9gnRL4YMb9ms6lkndtqy5JzTenw3cV5+QUFWVlZKSkoIoU6tqkcfVr9ty3ohhNTU1K8+fLhX70enz1mWEB/t0blBz/N+ul/KNRcfXxj7OHNdVrvWjY8+rH6Thj+7+DsSiRzVqX5BYSw19cfzPdWqph99WP26NX6MvPUbso/uVP+qi0/Y8pDLLzhhVWbW2wO+vOyCPx59WP2tt1amTJlT/3h8jWpV3ug/eNrsZQUFheed1OaMkzr3OLrbljGXndvls2ETO+3fpOiWji32a37aMc1TKya3bLFfCGHajLlHdarftnntoigPIXQ65MAzjt1v7YbsH6bN6Nih3U7elyrpFV57+noTGgCglIoU3aIbAAD4H4rzEgAAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAu9xIAAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALvcSAACALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC73EgAAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAu9xIAAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALvcSAACALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAACKFV/0Pwm1T/VaAPuGvEXv+mfNe4qX1Ku6z7ykvx/OlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAADg/9u1Q9w4giAMo25pGy4J7mOY+wSRIs05R5FyAh/Ax2hssnBABXhkhTi0x1XvkTXtMvn07+pyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAwDotIlwBAADWspcDAIAuBwAAnp5uHx99bG4BJHDM3REA+I7s5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAAPifFhGuAOTTx+YIAAkccy/yUns5AACsd+7lhiUghzqzCgDJ2MsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAK6sRYQrAPn0sTkCQALH3Iu81F4OAADrnXu5YQnIoc6sAkAy9nIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAgCtrEeEKQD59bI4AkMAx9yIvtZcDAMB6515uWAJyqDOrAJCMvRwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AADwtRYRrgDk08fmCAAJHHMv8lJ7OQAArGcvBwCA9W4fH77wBXKo83UnAMn4HQsAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAADgay0iXAHIp4/NEQASOOZe5KX2cgAAWO/cyw1LQA51ZhUAkrGXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AABcWYsIVwDy6WNzBIAEjrkXeam9HAAA1jv3csMSkEOdWQWAZOzlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAADw/bSIcAUgnz42RwBI4Jh7kZfaywEAYL1zLzcsATnUmVUASMZeDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAABwZS0iXAHIp4/NEQASOOZe5KX2cgAAWO/cyw1LQA6fs8rj8XCNNO73u/+pk7pq2ZPWYS8HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAALiyFhGuAAAAa9nLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAAuLbb51+tNecAAFjo9ddPR/jXy+8/Fbs8IvzvAQAWeh/PjlCW37EAAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQDAtfyYb46gywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMudAAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAC7rfTw7gi4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AAAU9xelTwZsXv+RPAAAAABJRU5ErkJggg=="/><div class="c x0 y1 w2 h0"><div class="t m0 x5 h6 y2b ff4 fs2 fc2 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI GRUPY KAPITAŁOWEJ <span class="ff3">MIRBUD ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc3"> </span></span></div><div class="t m0 x6 h4 y2c ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y2d w4 ha"><div class="t m0 xf8 h8 y85 ff2 fs3 fc2 sc0 ls0 ws0">Grupa Kapitałowa MIR<span class="_ _8"></span>BUD<span class="ff1"> <span class="ls6">| <span class="_ _8"></span></span>JHM 2 Sp. z o.o.<span class="_ _8"></span> </span></div></div><div class="c x9 y2d w5 ha"><div class="t m0 xa h4 y86 ff3 fs1 fc4 sc0 ls3 ws0">48<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h4 y31 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hb y18e ff6 fs3 fc0 sc0 ls0 ws0">JHM 2 Sp. z o.o.<span class="_ _8"></span>  </div><div class="t m0 x2 h8 y5bb ff2 fs3 fc0 sc0 ls0 ws0">W <span class="_ _c"></span>przypadku <span class="_ _c"></span>spółki <span class="_ _c"></span>JHM <span class="_ _f"></span>2 <span class="_ _8"></span>Sp. <span class="_ _c"></span>z <span class="_ _f"></span>o.o. <span class="_ _8"></span>jej <span class="_ _c"></span>gł<span class="_ _8"></span>ównym <span class="_ _c"></span>obszarem <span class="_ _c"></span>działa<span class="_ _8"></span>lności <span class="_ _f"></span>było<span class="ff1"> <span class="_ _c"></span></span>zar<span class="_ _8"></span>ządzanie <span class="_ _c"></span>obiektami<span class="_ _8"></span><span class="ff1">, </span></div><div class="t m0 x2 h8 y271 ff2 fs3 fc0 sc0 ls0 ws0">gdzie <span class="_ _8"></span>g<span class="_ _8"></span>łównym <span class="_ _c"></span>najemcą <span class="_ _c"></span>jest <span class="_ _c"></span>sieć <span class="_ _c"></span>handlowa <span class="_ _c"></span>BIEDRO<span class="_ _8"></span>N<span class="_ _8"></span>KA <span class="_ _c"></span>będąca <span class="_ _c"></span>własnoś<span class="_ _8"></span>cią <span class="_ _8"></span>s<span class="_ _8"></span>półki <span class="_ _8"></span>Jer<span class="_ _8"></span>onimo <span class="_ _c"></span>Martins </div><div class="t m0 x2 h8 y58f ff2 fs3 fc0 sc0 ls0 ws0">Polska S.A. z siedzib<span class="_ _8"></span>ą w Kostrzy<span class="_ _8"></span>nie.<span class="ff1"> </span></div><div class="t m0 x2 h8 y557 ff2 fs3 fc0 sc0 ls0 ws0">W <span class="_ _7"> </span>ramach <span class="_ _7"> </span>prowadz<span class="_ _8"></span>onej <span class="_ _7"> </span>reorganizac<span class="_ _8"></span>ji <span class="_ _7"> </span>Grupy <span class="_ _7"> </span>Kapitałowej<span class="_ _8"></span> <span class="_ _7"> </span>MIRBUD <span class="_ _7"> </span>w <span class="_ _7"> </span>2021 <span class="_ _7"> </span>roku<span class="_ _8"></span> <span class="_ _7"> </span>należąca <span class="_ _7"> </span>do <span class="_ _7"> </span>spó<span class="_ _8"></span>łki </div><div class="t m0 x2 h8 y41d ff2 fs3 fc0 sc0 ls0 ws0">nieruchomość <span class="_ _6"> </span>w <span class="_ _7"> </span>Rumi <span class="_ _6"> </span>zos<span class="_ _8"></span>tała <span class="_ _6"></span>sprzedana <span class="_ _7"> </span>do <span class="_ _6"></span>Marywils<span class="_ _8"></span>ka <span class="_ _6"> </span>44 <span class="_ _6"> </span>Sp. <span class="_ _6"> </span>z<span class="_ _8"></span> <span class="_ _6"> </span>o.o., <span class="_ _6"> </span>a <span class="_ _7"> </span>JHM <span class="_ _6"> </span>2 <span class="_ _7"> </span>Sp. <span class="_ _6"></span>z <span class="_ _6"> </span>o.<span class="_ _c"></span>o. <span class="_ _6"> </span>została<span class="_ _8"></span> </div><div class="t m0 x2 h8 y41e ff1 fs3 fc0 sc0 ls0 ws0">postawiona <span class="_ _6"> </span>w <span class="_ _6"> </span>stan <span class="_ _6"> </span>likwid<span class="_ _8"></span>acji<span class="_ _8"></span> <span class="_ _6"></span>z <span class="_ _6"></span>dniem <span class="_ _6"></span>1 <span class="_ _6"> </span>lutego <span class="_ _6"> </span>2022 <span class="_ _7"> </span>roku<span class="ff2">. <span class="_ _6"></span>Spółka <span class="_ _6"> </span>nie <span class="_ _6"> </span>prow<span class="_ _8"></span>adzi <span class="_ _6"></span>obecnie <span class="_ _6"></span>działalnośc<span class="_ _8"></span>i </span></div><div class="t m0 x2 h8 y234 ff1 fs3 fc0 sc0 ls0 ws0">operacyjnej. </div><div class="t m0 x2 h8 y235 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hc y5bc ff1 fs4 fc0 sc0 ls0 ws0">4.4. <span class="_ _10"></span><span class="ff5">Społeczna Odpowiedzialność Biznesu<span class="ff1"> </span></span></div><div class="t m0 x2 h8 yd8 ff2 fs3 fc0 sc0 ls0 ws0">Grupa <span class="_ _3"></span>Kapita<span class="_ _8"></span>łowa <span class="_ _3"></span>MIR<span class="_ _8"></span>BUD <span class="_ _3"></span>realizuj<span class="_ _8"></span>e <span class="_ _3"></span>strategię dotyczącą <span class="_ _3"></span>ochrony <span class="_ _3"></span>ś<span class="_ _8"></span>rodowiska, bezpiecz<span class="_ _8"></span>eństwa <span class="_ _3"></span>i <span class="_ _0"></span>higieny </div><div class="t m0 x2 h8 yd9 ff2 fs3 fc0 sc0 ls0 ws0">pracy <span class="_ _6"></span>oraz <span class="_ _6"></span>działań <span class="_ _6"></span>na <span class="_ _6"></span>rzecz <span class="_ _6"></span>społeczności <span class="_ _6"> </span>lokalnyc<span class="_ _8"></span>h<span class="_ _8"></span><span class="ff1"> <span class="_ _f"></span></span>o<span class="_ _8"></span>pisaną <span class="_ _6"></span>w <span class="_ _f"></span>r<span class="_ _8"></span>aporcie <span class="_ _6"></span>z <span class="_ _6"></span>działalności <span class="_ _6"> </span>niefinansow<span class="_ _8"></span>ej </div><div class="t m0 x2 h8 yda ff1 fs3 fc0 sc0 ls0 ws0">opublikowanym <span class="_ _7"> </span>z <span class="_ _6"></span>Raportem <span class="_ _7"> </span>Rocznym <span class="_ _6"> </span>z<span class="_ _8"></span>a <span class="_ _6"> </span>20<span class="_ _8"></span>21 <span class="_ _7"> </span><span class="ls13">r.</span> <span class="_ _6"> </span>Strategia <span class="_ _7"> </span>Grupy <span class="_ _6"> </span>w <span class="_ _7"> </span>tym <span class="_ _6"> </span>z<span class="_ _8"></span>akresie <span class="_ _7"> </span><span class="ff2">jest <span class="_ _6"> </span>d<span class="_ _8"></span>ostępna <span class="_ _6"> </span>na<span class="_ _8"></span> </span></div><div class="t m0 x2 h8 y5bd ff1 fs3 fc0 sc0 ls0 ws0">stronie internetowej:<span class="_ _8"></span> https://mirbud.p<span class="_ _8"></span>l/media/asset/<span class="_ _8"></span>8fb2334c5cc4ff348d<span class="_ _8"></span>aae341d68<span class="_ _8"></span>0b1c666e36df0e44</div><div class="t m0 x2 h8 y5be ff1 fs3 fc0 sc0 ls0 ws0">591229aac53950951<span class="_ _8"></span>69b5.pdf<span class="_ _8"></span> </div><div class="t m0 x2 h9 y5bf ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hc y5c0 ff1 fs4 fc0 sc0 ls0 ws0">4.5. <span class="_ _10"></span><span class="ff5">Informacja o podstawowych produktach, usługach lub towarach Grupy<span class="ff1"> </span></span></div><div class="t m0 x2 h8 y5c1 ff2 fs3 fc0 sc0 ls0 ws0">Strukturę <span class="_ _c"></span>przychodów <span class="_ _c"></span>ze <span class="_ _c"></span>s<span class="_ _8"></span>przedaży, <span class="_ _8"></span>k<span class="_ _8"></span>osztów <span class="_ _8"></span>s<span class="_ _8"></span>przedaż<span class="_ _8"></span>y <span class="_ _8"></span>oraz<span class="_ _8"></span> <span class="_ _8"></span>rentow<span class="_ _8"></span>ność <span class="_ _8"></span>wg<span class="_ _8"></span> <span class="_ _8"></span>seg<span class="_ _8"></span>mentów <span class="_ _c"></span>działalności </div><div class="t m0 x2 h8 y99 ff2 fs3 fc0 sc0 ls0 ws0">dla Grupy Kapitałowej MIRBUD za pierwsze półrocze <span class="ff1 ls11">2021<span class="ls0"> </span></span>roku w porównaniu do pierwszego półrocza<span class="_ _8"></span> </div><div class="t m0 x2 h8 y9a ff1 fs3 fc0 sc0 ls0 ws0">roku 20<span class="ls9">20</span> <span class="ff2">przedstawiają poniższ<span class="_ _8"></span>e tabele:<span class="_ _8"></span></span> </div><div class="t m0 x2 h2c y5c2 ff8 fs5 fc0 sc0 ls0 ws0">Tabela:  Sprzedaż  rea<span class="_ _0"></span>lizowana  przez  Grup<span class="_ _0"></span>ę  Kapitałową  MIRBUD<span class="_ _3"></span> <span class="_ _28"> </span>w  okresach  01.01.20<span class="ff7">21  -  31.<span class="ls1b">12</span>.2021  oraz  01.01.20<span class="ls16">20</span>- </span></div><div class="t m0 x3 h2c y5c3 ff7 fs5 fc0 sc0 ls0 ws0">31.<span class="ls16">12</span>.20<span class="ls16">20 </span><span class="ff8">wg segmentó<span class="_ _0"></span>w<span class="ff7"> </span></span></div></div><div class="c x2 y17d w5f h7c"><div class="t m0 x7 h2d y5c4 ff5 fs5 fc4 sc0 ls0 ws0">Wyszczególnien<span class="_ _3"></span>i<span class="_ _8"></span>e<span class="ff6"> </span></div></div><div class="c xfb y5c5 w60 h7d"><div class="t m0 x60 h2d y5c6 ff6 fs5 fc4 sc0 ls0 ws0">Przychody ze </div><div class="t m0 x1a h2d y5c7 ff5 fs5 fc4 sc0 ls0 ws0">sprzedaży<span class="ff6"> </span></div></div><div class="c xfc y5c5 w2c h7d"><div class="t m0 x2b h2d y5c6 ff6 fs5 fc4 sc0 ls0 ws0">Struktura </div><div class="t m0 x3f h2d y5c7 ff5 fs5 fc4 sc0 ls0 ws0">przychodów<span class="ff6"> </span></div></div><div class="c x43 y5c5 w61 h7d"><div class="t m0 x6b h2d y5c6 ff6 fs5 fc4 sc0 ls0 ws0">Przychody </div><div class="t m0 x46 h2d y5c7 ff5 fs5 fc4 sc0 ls0 ws0">ze sprzedaży<span class="_ _0"></span><span class="ff6"> </span></div></div><div class="c xfd y5c5 w2c h7d"><div class="t m0 x2b h2d y5c6 ff6 fs5 fc4 sc0 ls0 ws0">Struktura </div><div class="t m0 x3f h2d y5c7 ff5 fs5 fc4 sc0 ls0 ws0">przychodów<span class="ff6"> </span></div></div><div class="c xfb y17d w60 h7e"><div class="t m0 x34 h2d y5c8 ff6 fs5 fc4 sc0 ls0 ws0">01.01.2021 - </div><div class="t m0 x22 h2d y5c9 ff6 fs5 fc4 sc0 ls0 ws0">31.12.2021 </div></div><div class="c xfc y17d w2c h7e"><div class="t m0 x48 h2d y5ca ff6 fs5 fc4 sc0 ls0 ws0">w % </div></div><div class="c x43 y17d w61 h7e"><div class="t m0 xa h2d y5c8 ff6 fs5 fc4 sc0 ls0 ws0">01.01.2020 - </div><div class="t m0 x6b h2d y5c9 ff6 fs5 fc4 sc0 ls0 ws0">31.12.2020 </div></div><div class="c xfd y17d w2c h7e"><div class="t m0 x48 h2d y5ca ff6 fs5 fc4 sc0 ls0 ws0">w % </div></div><div class="c x2 y5cb w62 h7f"><div class="t m0 x31 h2d y85 ff5 fs5 fc4 sc0 ls0 ws0">Sprzedaż usług <span class="_ _0"></span>budowlano<span class="ff6">-</span>mo<span class="_ _0"></span>ntażowych:<span class="_ _3"></span><span class="ff6"> </span></div></div><div class="c xfb y5cb w60 h7f"><div class="t m0 x61 h2d y85 ff6 fs5 fc0 sc0 ls0 ws0">2 245 136 </div></div><div class="c xfc y5cb w2c h7f"><div class="t m0 x44 h2d y85 ff6 fs5 fc0 sc0 ls0 ws0">89,6% </div></div><div class="c x43 y5cb w61 h7f"><div class="t m0 x63 h2d y85 ff6 fs5 fc0 sc0 ls0 ws0">1 079 993 </div></div><div class="c xfd y5cb w2c h7f"><div class="t m0 x44 h2d y85 ff6 fs5 fc0 sc0 ls0 ws0">86,9% </div></div><div class="c x2 y382 w62 h38"><div class="t m0 x2b h2c y5c7 ff7 fs5 fc4 sc0 ls0 ws0">- budynki mies<span class="_ _0"></span>zkalne </div></div><div class="c xfb y382 w60 h38"><div class="t m0 xbc h2f y5c7 ff1 fs5 fc0 sc0 ls0 ws0">  </div></div><div class="c xfc y382 w2c h38"><div class="t m0 xc1 h2f y5c7 ff1 fs5 fc0 sc0 ls0 ws0">  </div></div><div class="c x43 y382 w61 h38"><div class="t m0 xc1 h2f y5c7 ff1 fs5 fc0 sc0 ls0 ws0">  </div></div><div class="c xfd y382 w2c h38"><div class="t m0 xc1 h2d y5c7 ff1 fs5 fc0 sc0 ls0 ws0"> <span class="ff6"> </span></div></div><div class="c x2 y286 w62 h38"><div class="t m0 x2b h2c y5c7 ff7 fs5 fc4 sc0 ls0 ws0">- <span class="ff8">budynki użytku<span class="_ _3"></span> <span class="_ _8"></span>publicznego<span class="ff7"> </span></span></div></div><div class="c xfb y286 w60 h38"><div class="t m0 x27 h2f y5c7 ff1 fs5 fc0 sc0 ls0 ws0">381 185 </div></div><div class="c xfc y286 w2c h38"><div class="t m0 x44 h2f y5c7 ff1 fs5 fc0 sc0 ls0 ws0">17,0% </div></div><div class="c x43 y286 w61 h38"><div class="t m0 x4f h2f y5c7 ff1 fs5 fc0 sc0 ls0 ws0">332 104 </div></div><div class="c xfd y286 w2c h38"><div class="t m0 x44 h2f y5c7 ff1 fs5 fc0 sc0 ls0 ws0">30,8% </div></div><div class="c x2 y5cc w62 h38"><div class="t m0 x2b h2c y126 ff7 fs5 fc4 sc0 ls0 ws0">- <span class="ff8">budynki produ<span class="_ _0"></span>kcyjne, usługo<span class="_ _3"></span>w<span class="_ _8"></span>e.<span class="ff7"> </span></span></div></div><div class="c xfb y5cc w60 h38"><div class="t m0 x27 h2f y126 ff1 fs5 fc0 sc0 ls0 ws0">522 103     </div></div><div class="c xfc y5cc w2c h38"><div class="t m0 x44 h2f y126 ff1 fs5 fc0 sc0 ls0 ws0">23,3% </div></div><div class="c x43 y5cc w61 h38"><div class="t m0 x41 h2f y126 ff1 fs5 fc0 sc0 ls16 ws0">107512<span class="ls0"> </span></div></div><div class="c xfd y5cc w2c h38"><div class="t m0 x44 h2f y126 ff1 fs5 fc0 sc0 ls0 ws0">10,0% </div></div><div class="c x2 y5cd w62 h1f"><div class="t m0 x2b h2c y126 ff7 fs5 fc4 sc0 ls0 ws0">- <span class="ff8">roboty inżyniery<span class="_ _0"></span>jno<span class="ff7">-drogowe </span></span></div></div><div class="c xfb y5cd w60 h1f"><div class="t m0 x61 h2f y126 ff1 fs5 fc0 sc0 ls0 ws0">1 341 848 </div></div><div class="c xfc y5cd w2c h1f"><div class="t m0 x44 h2f y126 ff1 fs5 fc0 sc0 ls0 ws0">59,8% </div></div><div class="c x43 y5cd w61 h1f"><div class="t m0 x4f h2f y126 ff1 fs5 fc0 sc0 ls0 ws0">640 377 </div></div><div class="c xfd y5cd w2c h1f"><div class="t m0 x44 h2f y126 ff1 fs5 fc0 sc0 ls0 ws0">59,3% </div></div><div class="c x2 y5ce w62 h38"><div class="t m0 x31 h2d y5c7 ff5 fs5 fc4 sc0 ls0 ws0">Działalność dewe<span class="_ _0"></span>loperska<span class="_ _0"></span><span class="ff6"> </span></div></div><div class="c xfb y5ce w60 h38"><div class="t m0 x27 h2d y5c7 ff6 fs5 fc0 sc0 ls0 ws0">146 374 </div></div><div class="c xfc y5ce w2c h38"><div class="t m0 x52 h2d y5c7 ff6 fs5 fc0 sc0 ls0 ws0">5,8% </div></div><div class="c x43 y5ce w61 h38"><div class="t m0 x4f h2d y5c7 ff6 fs5 fc0 sc0 ls0 ws0">114 584 </div></div><div class="c xfd y5ce w2c h38"><div class="t m0 x52 h2d y5c7 ff6 fs5 fc0 sc0 ls0 ws0">9,2% </div></div><div class="c x2 y5cf w62 h80"><div class="t m0 x31 h2d y5d0 ff5 fs5 fc4 sc0 ls0 ws0">Działalność zw<span class="_ _0"></span>iązana z wy<span class="_ _0"></span>najmem nieruc<span class="_ _0"></span>homości </div><div class="t m0 x31 h2d yc3 ff6 fs5 fc4 sc0 ls0 ws0">inwestycyjnej <span class="_ _0"></span> </div></div><div class="c xfb y5cf w60 h80"><div class="t m0 xd h2d y5d1 ff6 fs5 fc0 sc0 ls0 ws0">42 091 </div></div><div class="c xfc y5cf w2c h80"><div class="t m0 x52 h2d y5d1 ff6 fs5 fc0 sc0 ls0 ws0">1,7% </div></div><div class="c x43 y5cf w61 h80"><div class="t m0 x53 h2d y5d1 ff6 fs5 fc0 sc0 ls0 ws0">32 877 </div></div><div class="c xfd y5cf w2c h80"><div class="t m0 x52 h2d y5d1 ff6 fs5 fc0 sc0 ls0 ws0">2,6% </div></div><div class="c x2 y56c w62 h38"><div class="t m0 x31 h2d y126 ff5 fs5 fc4 sc0 ls0 ws0">Pozostałe<span class="ff6"> </span></div></div><div class="c xfb y56c w60 h38"><div class="t m0 xd h2d y126 ff6 fs5 fc0 sc0 ls0 ws0">71 967 </div></div><div class="c xfc y56c w2c h38"><div class="t m0 x52 h2d y126 ff6 fs5 fc0 sc0 ls0 ws0">2,9% </div></div><div class="c x43 y56c w61 h38"><div class="t m0 x53 h2d y126 ff6 fs5 fc0 sc0 ls0 ws0">15 449 </div></div><div class="c xfd y56c w2c h38"><div class="t m0 x52 h2d y126 ff6 fs5 fc0 sc0 ls0 ws0">1,2% </div></div><div class="c x2 y5d2 w62 h1f"><div class="t m0 xd1 h2d y126 ff6 fs5 fc4 sc0 ls0 ws0">SUMA </div></div><div class="c xfb y5d2 w60 h1f"><div class="t m0 x61 h2d y126 ff6 fs5 fc0 sc0 ls0 ws0">2 505 568 </div></div><div class="c xfc y5d2 w2c h1f"><div class="t m0 x49 h2d y126 ff6 fs5 fc0 sc0 ls16 ws0">100%<span class="ls0"> </span></div></div><div class="c x43 y5d2 w61 h1f"><div class="t m0 x63 h2d y126 ff6 fs5 fc0 sc0 ls16 ws0">1 <span class="ls0">242 903 </span></div></div><div class="c xfd y5d2 w2c h1f"><div class="t m0 x49 h2d y126 ff6 fs5 fc0 sc0 ls16 ws0">100%<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h8 y5d3 ff2 fs3 fc0 sc0 ls0 ws0">Wartość <span class="_ _7"> </span>przychodów <span class="_ _7"> </span>Gru<span class="_ _8"></span>py <span class="_ _7"> </span>w <span class="_ _7"> </span><span class="ff1">2021 <span class="_ _7"> </span></span>r<span class="_ _8"></span>oku <span class="_ _7"> </span>względem <span class="_ _7"> </span><span class="ff1">r<span class="_ _8"></span>oku <span class="_ _7"> </span><span class="ls11">20<span class="ls9">20</span></span> <span class="_ _6"> </span></span>r<span class="_ _8"></span>oku <span class="_ _7"> </span>uległa <span class="_ _7"> </span>podwy<span class="_ _8"></span>ższeniu <span class="_ _7"> </span><span class="ff1">o <span class="_ _7"> </span><span class="ls9">10</span>2%<span class="ls19">. </span></span></div><div class="t m0 x2 h8 y58c ff2 fs3 fc0 sc0 ls0 ws0">Wynikało <span class="_ _6"> </span>to <span class="_ _6"> </span>g<span class="_ _8"></span>łównie <span class="_ _6"> </span>z <span class="_ _7"> </span>faktu <span class="_ _6"></span>osiągnięcia <span class="_ _6"> </span>przez<span class="_ _8"></span> <span class="_ _6"> </span>Grupę <span class="_ _7"> </span>znacznie <span class="_ _7"> </span>wyższy<span class="_ _8"></span>ch <span class="_ _6"> </span>przychodów <span class="_ _7"> </span>z<span class="ff1">e <span class="_ _6"> </span></span>sprz<span class="_ _8"></span>edaży </div><div class="t m0 x2 h8 y56e ff2 fs3 fc0 sc0 ls0 ws0">usług budow<span class="_ _8"></span>lano –<span class="ff1"> <span class="_ _8"></span></span>montaż<span class="_ _8"></span>owych<span class="ff1"> <span class="_ _8"></span>(wzrost o <span class="_ _8"></span><span class="ls9">10</span>8% r/r<span class="ls13">) <span class="_ _8"></span></span></span><span class="ls11">gł</span>ó<span class="ff1">wnie <span class="_ _8"></span>w se<span class="_ _8"></span>gmencie <span class="_ _8"></span></span>budynków pro<span class="_ _8"></span>dukcyjny<span class="_ _8"></span>ch i </div><div class="t m0 x2 h8 y56f ff2 fs3 fc0 sc0 ls0 ws0">usługowych <span class="_ _c"></span><span class="ff1">(wzrost<span class="_ _8"></span> <span class="_ _8"></span><span class="ls9">o <span class="_ _8"></span></span>3<span class="_ _8"></span>85% <span class="_ _c"></span>r/r) <span class="_ _c"></span>i <span class="_ _c"></span></span>robót <span class="_ _c"></span>inżynieryj<span class="_ _8"></span>no <span class="_ _c"></span>–<span class="ff1"> <span class="_ _c"></span>drogowyc<span class="_ _8"></span>h <span class="_ _8"></span>(<span class="_ _8"></span>wzrost <span class="_ _c"></span></span>przych<span class="_ _8"></span>odów <span class="_ _c"></span>ze <span class="_ _8"></span>sprz<span class="_ _8"></span>edaży <span class="_ _c"></span>o </div><div class="t m0 x2 h8 y570 ff1 fs3 fc0 sc0 ls0 ws0">ok. 110% r/r). </div><div class="t m0 x2 h8 y5d4 ff2 fs3 fc0 sc0 ls0 ws0">Wpłynęło <span class="_ _3"></span>t<span class="_ _8"></span>o <span class="_ _3"></span>r<span class="_ _8"></span>ównież na<span class="_ _0"></span> <span class="_ _3"></span>s<span class="_ _8"></span>trukturę sprzedaży <span class="_ _3"></span>Grupy, która <span class="_ _3"></span>u<span class="_ _8"></span>legła <span class="_ _3"></span>z<span class="_ _8"></span>mianom <span class="_ _0"></span>w <span class="_ _3"></span>st<span class="_ _8"></span>osunku do <span class="_ _3"></span>analogiczne<span class="_ _8"></span>go </div><div class="t m0 x2 h8 y58d ff2 fs3 fc0 sc0 ls0 ws0">okresu <span class="_ _2b"> </span>roku <span class="_ _13"> </span>poprzednieg<span class="_ _8"></span>o. <span class="_ _2b"> </span>Nadal <span class="_ _13"> </span>główny <span class="_ _13"> </span>udział <span class="_ _2b"> </span>w<span class="_ _8"></span> <span class="_ _2b"> </span>strukturz<span class="_ _8"></span>e <span class="_ _2b"> </span>sprzedaży<span class="_ _8"></span> <span class="_ _2b"> </span>Grupy <span class="_ _13"> </span>stanowiły <span class="_ _13"> </span>usługi </div><div class="t m0 x2 h8 y58e ff1 fs3 fc0 sc0 ls0 ws0">budowlano-<span class="ff2">mont<span class="_ _8"></span>ażowe </span>- ok. 89<span class="ff2">% c<span class="_ _8"></span>ałości sprzedaż<span class="_ _8"></span>y (</span>wzros<span class="_ _8"></span>t <span class="ff2">udziału w</span> <span class="ff2">całości prz<span class="_ _8"></span>ychodów Grupy o <span class="_ _8"></span></span><span class="ls9">2,</span>7 </div><div class="t m0 x2 h8 y5d5 ff1 fs3 fc0 sc0 ls0 ws0">p.p.).  </div></div></div><div class="pi" ></div></div><div id="pf31" class="pf w0 h0" ><div class="pc pc31 w0 h0"><img class="bi x4 y2a w3 h5" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA9wAAAXeCAIAAAASKrB7AAAACXBIWXMAABYlAAAWJQFJUiTwAAAgAElEQVR42uzdd2AUZcLA4XezCQkJLQm9d5DerAgiKGI5PXs7e8F22E/09LPiWTj7eSrn2UU9FBsKCoIgAhY60kvoPbSQkLbfH/EQIUBA7k7wef4KM+/OzO6+4C/j7GwkFosFAADgfyfOSwAAAP9b8QfY8ykoKMhcs2ZLzpay5cuVK1/eGwwAwK9f5MC4fGXVihWTXn87afT31WZlVFi3KRJCfjRuwUF1N5zYtcMfzq6QmuqdBgBAlP+nLF20eFq/V5q9Oah0Tm6xAxbWrVbr/ZfSK1b0ZgMAIMr3sfXr1n13+/2tPh4Z3d1TmHDyUd2e/as3GwAAUb7P5Obmjun/r0rPvFp12ZqSjM+Lj8Z/N8jJcgAAfp32vw96rly+fO5lN7acNLvkD0nIL5g17rv0E3t4vwEA+BXaz26JWFhYOLvnrU32pMiLbFm92psNAIAo/6Wys7O/uPnOpt9P34vHRqJRbzYAAL9O+83lK+M+HZLW+5F2a9bv3cMrNKjnzQYAQJTvvREvv9bs7qfjCwr37uHZiQmN27bZt4dU9AHZSCRiDgEAcIBHecacuQtv79NyzORfEr8ZzRvUSEraJyE+ecy4lSNGpYybXH1mRiQUrq5WKfPkbu0vOi81Lc1kAgBg7/yqb4n4w/gJCZfckr63l6xs9f2VZx77f7f9ki0sX7L0hw8/SXvzw9rzl+64dktC/Iw/X3X05RebTwAA7IVf6ZnynJycr/7Wr8kLb6dk5fzyrZU/tN3ePbCwsPD7YcPznnqp8cSZbXb+20tiXn7z+5+d0rJZy0MPMaUAADgQonzD+vVTL7yuXYnvspIXjZt8/ontX/2o2LX50bjGh3TY02PYuGHD2Kefrz1gSP1V60py5Ux8QeHqv78SRDkAAAdGlH97+31t9+S+h1N6np3SvHHYSZSvrpzaLDV1jw5gXWbmvN9f3H7ukj16VPqsDPMJAIC98Ku7T/mwp/7e+qORJRycmVZu8v3XH3Vrr82z5u1szKrGdUq+99UrVw7t+9SS486tu4dFHkKIz80znwAA2Au/ojPl82fPXnrzvW3GzyjhjVYW1q2W9upTXerXCyGUmjBtZ8PyDm5Vkq3l5+ePevn1en/9Z7uNm/fu+NfWrWY+AQCwH0f5jEmT4y+88aCS3WglNyF+ypnd2992fVp6egghFotVnzJ7Z4MrH9phtzn+5bP96vzjX63Xbth9u8dH57RuvLlO9XbvDdtu1ZajDjOfAADYL6M8Ly9v1D9frf/EK+VKdop6Q9nktX+//9guR21dsnhBRlrmxmIHZ5Yvs4uvDSooKPjus6Gxp19qO3nObvdbEBeZcvyRDW697oiGDYZe33vHtU1+d7z5BADA/hflOTk5Yy+/vs2I70s4fmXltLhX/tquZcttFy4cP+GgnYyfd87xDXbytUEZc+Yuu/7OxpNm73anm1KSZh3Xseal53Vt0zqEsHTR4iaDv9puzKz2B3WsW8d8AgBgP4vyrKys8Rdd22rs1JIMLoxEpnY9pPEDt1evVXO7VZvHF7+FvPho256X7Lg8Fot9+fLrDR58rnH2lt3sNITJPTo2u++2Y6pX/3GbeXmLL7+p4Q53T49cdIbJBADAfhblizMWLrq2d/OJs0oyOC8+OuuhW7qcc2axa1OmzCx2eUbTuodUrrzdwtHvDqzw6AutFq/a7e8Ak07t2vjGq7vWq7vt8m8+/Pigadvf6WXaYS0PP+kEkwkAgP0pyhfOmx96/KHJ5i0lHD/5stOP3UmRx2KxyguWFrtqQ+O62y35euAHTa7vU5LbQE647LRj77l9x+W5g77Y/heGaFzjpx+Mj483mQAA2G+ifM3q1SuvvKV+yYp8Y5nSs685r3PPS3c2IGPO3Ao7+ZRnXNOGW39esnDRD08+1+yD4XEl2OOcq8/tel3PYlZt2FD/64nbLZzW7dCu1dwMEQCA/SfKZ06ekvXHu+rPXVySwWvTyuW98tgxO799Sghh9mtvt4/Fil1V7fCDi34Y/e7A6nc90X5D1q53lx+Nm3zlmUfceG2d5ORiB3z7Wv82m7K3XVIQidS6+SrTCACA/SbKhz39XKtHX6xUGCtRvrdtUrXv3Q2bNN5VRufn1/ngi2JXZaUkNm7VcvnSpVMffLzt+8N3/YVEsRDmtmiQcMd1x3TutLMxeXl5VV9+b7uFU7sffnTz5qYRAAD7R5QPffyZtn99uSTf1hkLYcLNFx9z43W7Hblg1qyKO/m+oUVN6s2464HWbwxqV1C4641kpSRlPHDTkWeetuthY/41sMWyNT/L9Gic0+QAAOwfUb5k4aJ5N97VdtzUkhR5QSQy9c6rj9n5ReTbWjphStpOVjWeMDNu/IxdPzwvGp3W7ZB6vXsd2bjRbkbm5ZV97o3tjnPWQ7d0atbMHAIA4Nce5YszFq4/88rmS1eXZHBuQvzMe3sdfeF5Jdz4linTd7YqLrabi2RWV6qQ9eQ9XTsfudu9FBYWjuzVu+28Jdsu/OHINkede5YJBADArz3KFy/IWHfmldV/ftXHzsxq1bDmsw8ftSffi1lm2uy9O7AfDm3R5NmHG1epUpLB3wwa3PajL7ff9RXn7SLiCwsLQwjRaDQSiZhkAAD8z6I8FostvP7OpiUr8uzEhLr9Hqtao/oe7aLiwuV7fFQhTDy5y5GP90lMTCzhQ3Le/mC7JZvKJLX+90dC58+avWTy1OyZcxJ+mFN+4bKUDVkJuXmRwlgsEimMRjaXS1lfvVJOtcqhbs20Dm1rNGlUuWpVpQ4AwLYisVjsP7HdRfMXLLz+zqbjZ5QkPzcnlcp49LaOp56yR7tYv25dbqtjo4V7cPzZSaXm/N91nS84t+RZvGnjxnXteiRn/+yu6otrV13ZsW3yzPkVM5alZm4o4THEQiiIxm0sm7yiXo3s2tViDeqkd2jT9OAOpUuXNhEBAET5PrZ4Qcb6M6+sVrJz5NPbNW30Qt/KVavu6V4mjR5T6+w/lnBwfjTuh6Pa1+z9x4Z7+NHMbz8b2uDS3v+5N2BLQvyS+jXWtW5S7rijmx1xWJmyZU1KAIDfmn1/+crEUaMTbr6/hEU+o13TNm8+l1KmzF7saOOSpSUcmZladv3T93TpctRe7GXToiX/0TcgMS+//syMMDMjvPNZdlxkaosGOWec0P6M35ctV87sBAAQ5Xtj2NPPtXn4HyW8NGRW60at3vj73hV5CKFgS25Jhs1vVKvyPx9vV6/u3u0lmpRUwpGxELLKJG2oUDYrtVxOWoWCssmFSUmxpFKxuLhILETy80N2TjQrO2FTVsrKzLJr15fZlF0qL/9n+yqMNZ48J0x+au0jL3x3WOvE3x936O9OjEajpikAwIFtX16+snzJ0lin0xJz83ff03GRSacdc8i9vcuVL7/Xu/v282ENLrltFwPWl0uZe8lph1116S+5JmTezFnljjl/xxssxkLYVCZpWf2aG9s2i69fp1y92jWaNqlUpUrJG3rz5s1LFyxYPm1G9ryM6OwF1SZMr7xi7Xa/z2Q0qLn29ONanX1apZLdKAYAgN96lA9/4Z+t73t2t8MKI5Gp9/XqcskFv3B3mzZuzOzQIyVrS7FrZ7doUO3Zh2rXr/fLn9fnN93R/p3Pin5eWqPSirYHxbVrUe/ozrXq19uHp7FjsVjm2rVzx09cN3RkjS/GVt3m+p9NZZJmX33e4VdcnJycbMoCAIjyXcbrXQ+0f+n93aRnCBN7X97tul19O31BQcGz/d74eOiEZSs21qxe/thOLS75w6kVKlTYceSwZ55v81C/yM+3P7Nd07grzutwfPf4+H1zcU4sFps7Y8bqOfPT6tVu1Lz5f+GGhrFYbPGCjLlfjkp8d3DDibOisVgIIat04oxLT+tyS6+EhAQTFwBAlO8kyu99qH2/Absu8vG9/nDsn27Y9XaeevaVmx/8cNslp3RrNOCVh4qN16GPPtn6b2/GFxSGEPKjkUkXn3rMPbcfSDcCX7wgY94dfVqMHF/0x/HnHH9M3/tNXAAAUV68ES+/3urOJ3Yx4PtLTz3m3jt2XcyrV69u3vmPazf87EOckUgY/NoNXbt0KvYhc2fMWDpxSnLlivVat0pLTz/w3qTCwsLvPh+24cMh9UZ8W3591oQLfnfEnbekpKSYvgAAonx7a9esyTrilJSsnGLXTjilS9dnHt3tOey+T/7j9kc/3XF5j071Purfd4+OZ+7c+ZOnzSh2VY9ju/zavrJn9uy5U6fPKnbVCcd1Lfr+0axNm8a++GqdFwdE8wuW3Hv9kWeeZgYDABwA9uUtEdPS06feeW3TPz8W//NvuNySmDDt2vOP+mPPklxVMmX6wmKXT525ck+PZ9BnI2/u82Gxq+aNaVmrVs1f1TvxwScjbn/0k2JXLf6+fZUqlUMIKWXKdLv+mk2XXjBh0OC4194btmJVt+t6msQAAPu7uH27uc4XnJv9xVsTTu2ak5gQQiiMRGa1brSm/1PH3HRdCT+emJKcuJPl8d6tImXKlu10zplHfPBa6RpVP3/oseUl/hIlAAB+nfZ96dZp2KDO04/k/jV3w7p1pZOTD9vD7wY67ugO/d4Zv+Py7p2aere2FYlEjjj1lBDCmtWrvRoAAPu1uP/QdkuVKlWxcuW9+LbOk0/qftyRdbdbWLNKyu03XeLdKlZ6xYpeBAAAUb4vRSKRAS/36d2zc/OGaenlE1s1rnjLZUeO+uAvlSpV8m4BAHBA+jVeqJ2UlHT/Xdfff5d3BwAAUf5zsVisoKCgmE38+4szc3Jyvv1u4vKVq+Pjo00a1WvapHFcXDFn4hcuXDR56ozN2TllUpLbtGpWvXq1X3gMkUik6Ovuc3Jyxoz7btachXn5+Ucc0nq3W8vOzp4wccrc+YuzNmenpZZr1bxJ06aNS/ist+60SEFBQbE3l4xGozvec2b27LkLFi7Ozc2rmJ7aqmWzX9vNGQEA+PVG+bvvf3LhjS9tt7B0Yvyq6W8WFBQ88bdX+r4wbNsv/UkrV+oPv2/3wF3XFUXnxo0bH+z7j399MnHh8k1b8zUuLpzevekDd1xev369oiXvfzR45uyFV1x8RlpaWtGSDRs2fDJk+NwFy/5861VDPh9+2pXPbncMXQ6p/ck7jz329D/vfXLI5pz8ooV9bt6SlFRqF0/n408+v+r2l1es+dld1Y8+tNbtvc7o0rnj1pJ+9Y13r77zrR0ffkq3Jv1f7LP1jyef96fh4zJ2HPbmU5f//uQeRT9v3rz51TcH/qP/yEkzf/poZtmUhM4dal9zyQnmIgCAKN+9wsLCvPztTwbHRwvHT5h01pVPLFqxabtVazfkPvXq2AlTFw1596/ffDv+8luen7Nw/Q7bDP8aPOO9z2/t//Rlp558fAhh06bNdz425O4nP6teMaV82cR1G3IWr8wKIVx8WpsQQmFhbMdjyC8oHDZ81G0PDyr5cxk5+tvLb3sjv2D7TQ0ft2j4+Y/3PGfkM33v+PEIY8U86xBCfn7BdsdQ7LDCWOHWIu9x5p/GTFq23YCNWXmDvpz7ycinWzf2eU0AgN+oX/pBz4KC2B+ufWrHIt9q1PglF19979FnP7JjkW+7kRvvfjM3N3fbJYtWbJo6Z01Rke/W/Y+9s0eH/acHB+xY5Fs9/9b3z7/45r59oW+964kdi3yrWCxMnOnOhgAAonyv5OYXzl28Yddj3hk8PRbbzXaWrNo8avS4vTuGeQszR0/Ysy/QWbk2Z9cD7ur7UWZm5r56lT/8eMiLA8abbQAA/EeifB+aNHX23j0wY9mmvXjU8Z3rX3ZG2+qVkotdm7kx99U3P9gnzyszM/OSW14qKO7EfCQSLjuj7SO9Tzr2iLrmIgCAKN97qWUT/3bf6bO/euyDf1xTJnmnF6mfcFT9QS//8cWHz2tYq9xO4nXjf+1p33nN0R+++ehzT9w555t/7iyIPxiyb85tf/7FVxs25RW76sqz2z/3xJ03XnfJx2892qldDdMRAECU76WzT2p55aXn1a1b54Qe3bocUnzglk6MvvzMHd2P6XLh+adfdcFRxY4p3O01LiUQH41ULJ+422HnnvHjHVESEhIuOKNzsWOmzt43F3lPm7FgZ6vOO/2YH9+GuLhunQ4yHQEAfpv2wZcH1a9TdevPFdPKFB/BJ7VKTU0t+rlc2eT/xDNp2Si9T+9zOnU8pEyZMlu2bNmyZcvLbwzc2eDSpZO2/tykUfG/SKzPyp0/f8EvP7B5C1cWuzypVFyb1i22/jGxVCnTEQBAlO+laHT3p9sbN6j2H30acXGRt57/U+PGDX8M3MTExMTEEj62apXKxS4vLIx9N2HqLz+2+YvWFru8Qa0KycnJpiAAAHEHxtNo3iBta5HvqeTknX6h5tJl++AKltVrNxe7vEqlMuYfAAAHTpTXrFZ+rx8bjUbj4iLFrtr6vZ6/xKbs4j/lmZQYb/4BAHDgRHl8dO+fSCQSCaH4z5hWq5r+Cw8sFosV7ORbinLzCsw/AAAOnCj/JbKzswsLi4310KZlSe+IsrM7x0QikcSE4l/kFas2efEBAPjtRnle3k+XlMxfsKjYMVXTkxs2rL+zLWzZ5jx3Xl7evIVrdzayYlrxn+acnZG5adNPXZ6VlW06AgCI8t+QFSt/+gTn1Olzih3TtEH6Lq4pnz5nVeG/T7D/5a8v7OJbRatXKf7LknJyC78e+93WP06esdh0BAAQ5b8hQ7/8tuiHvLy8tz8cU+yYw9s1CCFEQvFdvmDpxhPPvuX1/u/1uvWhB/72xS721bR+1Z2tevz5D3Nzc0MIkyZPHfr1fNMRAOC36Td6A5CHnhu+fkNWXCTy7uDJC5dn7TggGo384awTQgjlyqXstOzHZAwdk7HbfR3X7ZDHX/56Z1s46IjLK1dMmTprTU6uz30CAIjy35LcvMInXxm7iwHnntiiUaMGIYQWBzUuyQbLJMdv2pxf7Kqjj+p4UpePPx5R/EUyC5dnFftbAQAAvx2/rctXOrWrXpI7j9eumvLofdcV/dy4ccMOLSrv5jebaKTnOYfu9CWOi3v7n/cf1qrqrjfSsHZ50xEAQJQf4MqVSXj3lfv+8dB5aeVK7WLYYa2qffz6nytWrLh1yTMP9qyclrSz8S0apo396J6Oh7bYxTZLlSr1Vr8/169ZdmcDKlZIev7hK0xHAIDfpj24fKVsmZSGtYq5kUiFcj99XXyViuWKHZNa/qceLVe2+O2kpZYNIZQtk1zs2ioVy4UQUpJLF7u2epXyxR7YtoOvOK9TamrqheefftbpJ778+rtPvjh0zqIN245v3iDt7ptPO/Xk47fbTvt2bWaP7ffw4y/+7dXR67N+vJdiQnxc4zoVTj+h7c1/vDg5OXnN2sxiD6xMyo/3Q6xRo/roj/u+8PKA/h98N2N+5tYBTeulnnxMi56XnF6uXNmGtcsXc8PzSCQ+PmqmAgAcwCKxnX3tzYGusLBw1qw5GYuW5OTkpqeVb9SwfuXKlSK7vLolJydn1uy5GzZsTEpKbNigXoUKFfZiv7FYbP78BctXrIpEIjVrVKtZs0akJJfUAAAgygEAgP+QOC8BAACIcgAAEOUAAIAoBwCA36x4LwEA8Fu2as36rM1b9q9jHvPdjP3rgNeu2zTmu5l7/fD/yZ3qRoyeunzVuv/Ovl595gZRDsDeyNqcs2rNhv3rmKfPWrRuQ9b+dcyDhn6/vwXuhi++muwvCOypPY7yYcNHPfPix99OWbIqMzu9fNKR7Ws/cs9VdevWOeW8W7+dsjQSCUmloo3rV7z/tgs6tG87a9acLqfffflZh953V68QQk5OTrOOV+bkFgx67baWLZo163j5ps15kUgonRjfonGVh+66vGnTxkV7ueG2h9/5ZHK5MqUmjXguMTFx2wN4vf97f3rw3d91bfr8k3eFEJ594fW+z3/e+qCq7732UNENvzufeN2chZlHtKs14JWHih7y9HOv/uVvQ4p+zapYofTh7eredM05DRrUq9fhovz82Hv/uPGa3i8sX/2zf6YT4uNmj3uxVKlSIYTfnXvL91OXNWtYcejAJ4vWjp8w6aQLH4lEwuJJr2+9y3gsFnv+xTdfGfDV9LlrCgpiDWunnn1yh1uvv2zevAVHnfZ/0bjIBy/f2q5t6xDCjb0ffnvQ5N7XdO919UWxWOycS//81fcZj9xxxvnnnBpCeOOtgbf2GRBCGPzmHa1aNjdHDzwLFq3cvw54yfI1Cxev2r+O+ZsJs/e7Xnz7g6/87QAQ5SWyYsXK31/2dE5uQQghEomtyswZOHRWo3oD+9x9w7oN2asyc5KToqsysxcuz1p287MTR/TLL8hflZmzaXPO1mxdvS4ne0tBXl5+0c9Z2XlJpaKrMrMzlm3asOmZLz546scTA8Onr8rMWZWZM3HS1EMPab/tMWTn5K7KzFm/MTuEMHnKtOvvGxhCeKZP96I4XrZs+ZhJy0IIn46cm5eXl5CQ8OPpnMyc+GgolRBduTbnh3mZcxeuHvyvv65am5NfEMvLy1+zLntVZs62eymVEFd0B/esrKyhXy/IL4iN/G7x2rVr09LSQgh5efmrMnMikZ/d4v3TIV/88Z73tv5x6pw1Ux8bUimt/CUXnhmNiyxfkz322ylFUf7piBmrMnM++3JKr6vD6tWr3/t8ZgihWdMGRQ8cPHx80cEMHTGuhFGetXnLh59988tnw9z5y2fOXbx/zeD/5v9aAgD4VUR536dfzcktaNW4Yt+7L2jRrMmCjMVvDxx6xUWnFq0tnRhdOe21NWvWnn/Vg6MnLP3hhxlhdxcAHdyi6rCBjy1fvuLsK/8yZuLSefPm169fb86ceQuWbjy4ReXJM1cP/fLb7aJ8Ww8/2T+EcFirascd26VoybARX4cQuh1eZ9iYjFGjx3bt0mnr4BsvOfLu2695e8DHl9325ujxizds+Oks2vefP15QUDj485GX9+7fsHb5EQMfikQiRWfovxw1Nr8gdszhdYaOyfjiyzFnnHridseQkbGwTp3asVjsgScGJMTH3XhJx4vOPalUqYT3Bw2/98lPH/n7pxeef9rl5xz2wN+GT5meEUJYtWrV/KUbQwgTflhWUFAweeqMEEKZ5PhmBzUJIRQUFIz8ZkH9muXmLd7wxehpN/2xRO/LqjXrL7zuCbMZAGA/tWd3X+n/0cSqFUuP/uTJo486slKlSgd3aNu3z61169bZOiAxMbF69Wr1aqWXcIOREElMTKxTp3bLJtXzC2IZi5aEEPq/Ozgajbz4+A1HHVr77Y++Lyws3PGBm3Ny33z7/XcGT08vn9jvsV7RaPTHI3x/dNN6qQNf7ZNePrH/e8O3fUg0GpeYmNjpiPYhhLz82Pr1P0V5xYoVq1SpXKF82RBCfDSuSpXKlStX+nGD742oVil54GsP1qtZtv/AUdtuMBaL/O7cW3vd8UwIYcbMWd9OXXl696Z97r6hceOGdevWueHai684++B5SzaOGj32pusuKpeS8NV380MInw37KhoXOev4g1auzZkwcfJXYyeFEDofXPvfvwN8vXTV5j63nVG1Yukvxi5cuXKVOQoAcMDbgzPlOTk5K9ZkH31oraSkpBDCZ0NHjPl2Wgjh4LZNT+jRLYSQm1941Q0PLF6eOWxMxlk9mjVr1vSH6bv5aPDy1Zue+vsry5avfXfItNpVU4447OAQwtsffX9462oHHdTk5GPbX3f3uy+/NuDSi87a7oGfjpz/6cj5cXHh1p7dtl6JPnnKtOHjFt5wccfSpUsff1Sj9z+b3nf9+vLlyxet/XbSgqf+/sqnX0wKIdSrUbZ69Wq7fcrLl6/4eMSss45vkZSU9LuuzZ/v/21mZmaZMmUGfTa6aMDqzKwn7788hDB/weIQQrMmNbd9eLPGdUIYM2/Bkq5dOh11SJ1BX86dOu2HIcMnHNa6+uN9rv/oi2uHfDFu5LjZIYTjjmr9798BhpdJjj/p+G5btuRefMvr/xo4+NqeF5imAMC2unVqVSm93P51zCcc02H/OuA6NSpVr5r239lXpfTyexDlpUqVSikdv2rN5qI/Tpg867X3vslYtqnnOeuLojwWC1NnLRs3eXlauVKPP9grhBAXFxdCKPj3qe5YLFZQUBhCiEZ/PEO/YOnGm/t8WDox2qpJpScfuCIxMXH8hEkzF6yrVyu130tvrVi1LoRwy4PvnXrysampqdseTKf2NS49p8vlvd/s/cgnNatXOvuMkwsKCi65/qm8/MLN2Vv6vfRWCJF1m3J73fbXV567r+ghw8YuHDZ2YeW0pFO6NbrzpvO3nlzfmVgsdvUtj23anF8Yi/V76a0tuXlb8gre++Cz1i0bP/zCyBBCJBIb/ckzRdtJrVAuhLBq9fptt7BqzfoQQlpquRDCcV1afzR8zmPPvjP067m9LulcuXKlI9rVHDRs8g9zV4cQehzTMYSQmZn5/mfTq1dOea3/+4WFhSmlo299MFaUA+wrLQ+q07xJrf3rmA9v3zQ1tcz+dsxN9q8DrpRePiU50V8Q/rf2IMrj4uKO79xwwJAZ9/R5+vZbrrztpitvu+nK5LpnbB2QmBD35UdPnXvZnQOHznqg74tPPty7Vs0aiaWio76Zt3HjxrJlyw7/8uvc/Fg0Gqlb58d/Ew9rVW3UJ89su5c3B3wWQpgyY8WUGYNCCKUToxuz8ga8P+SKS87Zdljl9DJ/OPe0b8bP+nv/b3s/OODEHl2/Hvvd5FmrSyXEvf/Z1Pc/mxpCiEYj/QdNu2XqtKKH9O7Z+f67rt+6hYKCgl0/3+/HT/x4xJz4aOTzUbM/HzU7hJAQH9f/g69PPfnYt5+5/Mxr+m39rSOE0L5d66rppd8eNOnMU7497NAOkUhk1qw5L73zdUrp+C6dDgshHNetY+Sed1//cEosFnp0OyKE0L1zi9seHhRCOL5zvfr164UQet322LpNuQkJcX2eGhRCiI+LGzdl+SDfhloAABtQSURBVOfDRhzbrYuZyv9Q1UoVunRssX8dc5MGNRvUq7qf9WLT2mVSSu9HB5ySnLTfnagDOBCiPITw8N1XjRl/R5+/j+j/0fetm1ZbuGxdXn4sLvLThenRaPSNfvcd2v3afm9/1/XIwaf8rseVZ3d4+rVxNdte3qhOhenz1oYQLj6tTXp6el5e3o7bz83NHfDJ5Gb1UyeN/EfRkj6PPnfPk5/3f3/MdlFe5N47en45bs4P8zIf7Ntv2cp1IYQ/nNyq6FaJIYTfnXvL4FHz33r387Jlk/fipen/7tAQwkldGv7r37dWvOiq/3vrk2mz58yrVrVSCCEWixx23NVFq/72l55P3Hvu+de/1PmMhxrVKZ8QjfthXmYkEp6469SiG7bUrVunSd3UGfMzq6aXbt2qRQihe9fDbnt4UDQa+cudl4UQpkyd9vanP8RHI1NGPJWenh5CGDFy9LHnPXbFrS9OH31o6dKld/2fxnN+f+Qvnw0V08of0q7R/jWD/5v/a2lfqVktPT4+6l8fAGAvo7x27VrfDHms/4BBo8bNWLhsXZnkUjdf2vGm6y4IIRzSpm56akoIISEh4fF7L3702XdfeuuLww9t/+gDN9eq8epnI6es25B9Srcmp/Q45LRTjg8hxMXFdTusbp2aP/tI6OfDRjZvUvmckztuXXLeGT2+mzQ/v6AgKysrJSUlhFCrRuXuR9Zt3bxOCCE1NfXLD/v2uu2xGXOXJ8RHe3Sqd/kFP90d5bpLTyyMfZy5PqtNy4bdj6zbqP7PLviORCLHdqxbUBhLTf3xTE+Vyundj6xbu9qPhbdhY3b3jnWvufSkrQ/pedFJqzOz3h74xZUX/b77kXW33VqpUqVO//2J1apUemPA0OlzlhcUFF5wSquzTunUo3vXrWOuPL/z4BGTOnZoVHT3xmYHNT3juKap5ZObNzsohDB95rxjO9Zt3bRmUZGHEDoefshZxx+0bmP2D9Nntm/XZhfvS6X0cq89c6PZDACwn4oU3Y0bAAD4X4nzEgAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAEOVeAgAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAotxLAAAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAP6/fTu2zRgEAjAqJDduXTMGfSaIlCk8gBeLlAkygMdwzQqXIg3KApD/3mssOnQ0nxAGRDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAFFuBAAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAMy2rbCJXtu4PJ7bwQAAkIebcgAAEOUAACDKAQAAUQ4AAHkt8aPnfp1OAgCAtEpEmAIAAEzk+QoAAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAWMu2wiZ6bePyeG4HAwBAHm7KAQBAlAMAgCgHAABEOQAA5LXEj577dToJAADSKhFhCgAAMJHnKwAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AACIciMAAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAAPCythU20Wsbl8dzOxgAAPJwUw4AAKIcAABEOQAAIMoBACCvJX703K/TSQAAkFaJCFMAAICJPF8BAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQCAP7YVNtFrG5fHczsYAADycFMOAACiHAAARDkAACDKAQAgryV+9Nyv00kAAJBWiQhTAACAiTxfAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAGGwrbKLXNi6P53YwAADk4aYcAABEOQAAiHIAAECUAwBAXiUiTAEAACZyUw4AAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwCAKDcCAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAAAva1thE722cXk8t4MBACAPN+UAACDKAQBAlAMAAKIcAADyWuJHz/06nQQAAGmViDAFAACYyPMVAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAA822/n1KKWQAATPT98W4Io7fPr3RRHhEOHgBgol6bIaTl+QoAAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAABMczy3IYhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAPwDvTZDEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAIBUfgBaiasCLjZtxQAAAABJRU5ErkJggg=="/><div class="c x0 y1 w2 h0"><div class="t m0 x5 h6 y2b ff4 fs2 fc2 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI GRUPY KAPITAŁOWEJ <span class="ff3">MIRBUD ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc3"> </span></span></div><div class="t m0 x6 h4 y2c ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y2d w4 h7"><div class="t m0 x52 h8 y2e ff2 fs3 fc2 sc0 ls0 ws0">Grupa Kapitałowa MIR<span class="_ _8"></span>BUD<span class="ff1"> <span class="ls6">| <span class="_ _8"></span></span></span>Informacja o po<span class="_ _8"></span>dstawowych produktac<span class="_ _8"></span>h, usługach lub </div><div class="t m0 xfe h8 y2f ff1 fs3 fc2 sc0 ls0 ws0">towarach Grupy<span class="_ _8"></span> </div></div><div class="c x9 y2d w5 h7"><div class="t m0 xa h4 y30 ff3 fs1 fc4 sc0 ls3 ws0">49<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h4 y31 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y18e ff2 fs3 fc0 sc0 ls0 ws0">Wśród <span class="_ _3"></span>przychodów <span class="_ _3"></span>z <span class="_ _3"></span>usług <span class="_ _3"></span>budowlano<span class="ff1">-</span>mont<span class="_ _8"></span>ażowych <span class="_ _3"></span>największe <span class="_ _3"></span>przychody <span class="_ _3"></span>generowała <span class="_ _3"></span>sprzedaż<span class="_ _8"></span> <span class="_ _2"></span>usł<span class="_ _8"></span>ug </div><div class="t m0 x2 h8 y22f ff2 fs3 fc0 sc0 ls0 ws0">w <span class="_ _1e"> </span>segmencie <span class="_ _1e"> </span>robót <span class="_ _1e"> </span>inży<span class="_ _8"></span>nieryjno<span class="_ _8"></span><span class="ff1">-</span>drogowych <span class="_ _1e"> </span>stanow<span class="_ _8"></span>iąca <span class="_ _1e"> </span>ok. <span class="_ _1e"> </span><span class="ff1 ls11">60</span>% <span class="_ _14"> </span>tych <span class="_ _1e"> </span>usług <span class="_ _1e"> </span>(<span class="_ _8"></span><span class="ff1">wzrost <span class="_ _1e"> </span></span>udział<span class="_ _8"></span><span class="ff1">u <span class="_ _1e"> </span><span class="lsf">w </span></span></div><div class="t m0 x2 h8 y34 ff1 fs3 fc0 sc0 ls0 ws0">przychodach <span class="_ _27"> </span><span class="ls11">o <span class="_ _d"> </span>0,5</span> <span class="_ _d"> </span>p.p.)<span class="_ _8"></span> <span class="_ _d"> </span><span class="ff2">oraz <span class="_ _d"> </span>budynkó<span class="_ _8"></span>w <span class="_ _d"> </span></span>segme<span class="_ _8"></span>ncie <span class="_ _d"> </span><span class="ff2">budynków <span class="_ _27"> </span>produkcyjnych <span class="_ _d"> </span>i <span class="_ _d"> </span>usł<span class="_ _8"></span>ugowych<span class="_ _8"></span> </span></div><div class="t m0 x2 h8 y230 ff1 fs3 fc0 sc0 ls11 ws0">gene<span class="ff2 ls0">rujący<span class="_ _8"></span></span><span class="ls12">ch<span class="ls0"> ok. 21<span class="ff2">% przychodów ze<span class="_ _8"></span> sprzedaży tych <span class="_ _8"></span>usług (</span>wz<span class="_ _8"></span>rost ud<span class="ff2">ziału <span class="_ _8"></span>o ok. </span>13 p.p. rok d<span class="_ _8"></span>o roku). <span class="_ _8"></span> </span></span></div><div class="t m0 x2 h8 y231 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y590 ff1 fs3 fc0 sc0 ls0 ws0">P<span class="ff2">rzychody <span class="_ _6"> </span>z<span class="_ _8"></span> <span class="_ _6"> </span>działalności <span class="_ _7"> </span>deweloperskiej <span class="_ _2a"> </span>uległy <span class="_ _6"> </span>zw<span class="_ _8"></span>iększeniu <span class="_ _7"> </span>o <span class="_ _6"> </span></span><span class="ls9">28</span>%, <span class="_ _6"> </span>jed<span class="_ _8"></span>nak <span class="_ _6"> </span>z <span class="_ _6"> </span>u<span class="_ _8"></span>wagi <span class="_ _6"> </span>na <span class="_ _7"> </span>wzrost <span class="_ _6"> </span>sk<span class="_ _8"></span>ali </div><div class="t m0 x2 h8 y5d6 ff2 fs3 fc0 sc0 ls0 ws0">działalności <span class="_ _21"> </span>Grupy <span class="_ _21"> </span>udział <span class="_ _21"> </span><span class="ff1">t<span class="_ _8"></span>ych <span class="_ _21"> </span></span>przyc<span class="_ _8"></span>hodów <span class="_ _2a"> </span>w <span class="_ _21"> </span>przychodach <span class="_ _21"> </span>ogó<span class="_ _8"></span>łem <span class="_ _2a"> </span>u<span class="_ _8"></span>legł <span class="_ _21"> </span>obniż<span class="_ _8"></span>eniu <span class="_ _2a"> </span>o <span class="_ _21"> </span>ok. <span class="_ _21"> </span><span class="ff1">3<span class="_ _8"></span>,4 <span class="_ _2a"> </span>p.p.<span class="lsd">. </span></span></div><div class="t m0 x2 h8 y5d7 ff2 fs3 fc0 sc0 ls0 ws0">Przychód z działalności <span class="_ _8"></span>deweloperskiej wynika<span class="_ _8"></span>ł ze sprzedaży <span class="_ _c"></span><span class="ff1 ls11">393<span class="ls0"> lokali mies<span class="_ _8"></span>zkalnych <span class="_ _8"></span></span></span>i domów. <span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 y5d8 ff1 fs3 fc0 sc0 ls0 ws0">Przychody <span class="_ _f"></span>Grupy <span class="_ _f"></span>z <span class="_ _f"></span>wynajmu <span class="_ _f"></span><span class="ff2">nieruchomości <span class="_ _f"></span>inwestyc<span class="_ _8"></span>yjn</span><span class="ls12">ych</span> <span class="_ _f"></span>w <span class="_ _f"></span>2021 <span class="_ _c"></span>r. <span class="_ _f"></span><span class="ff2">uległy <span class="_ _f"></span>podwyższ<span class="_ _8"></span>eniu <span class="_ _f"></span></span>ok. <span class="_ _f"></span>28%, </div><div class="t m0 x2 h8 y5d9 ff2 fs3 fc0 sc0 ls0 ws0">podobnie jak <span class="_ _8"></span>w przy<span class="_ _8"></span>padku działalnośc<span class="_ _8"></span>i dewelopers<span class="_ _8"></span>kiej <span class="_ _8"></span>spadł r<span class="_ _8"></span>ównież udz<span class="_ _8"></span>iał tych p<span class="_ _8"></span>rzychodów w <span class="_ _8"></span>całości </div><div class="t m0 x2 h8 y5da ff2 fs3 fc0 sc0 ls0 ws0">przychodów<span class="ff1"> Grupy (<span class="_ _8"></span>spadek o 1 <span class="_ _8"></span>p.p.r/r).  </span></div><div class="t m0 x2 h8 y3c ff2 fs3 fc0 sc0 ls0 ws0">Rynek <span class="_ _8"></span>najmu <span class="_ _8"></span>nieruc<span class="_ _8"></span>homości <span class="_ _8"></span>hand<span class="_ _8"></span>lowych, <span class="_ _8"></span>na <span class="_ _c"></span>którym <span class="_ _c"></span>działa <span class="_ _8"></span>Spółka, <span class="_ _8"></span>w <span class="_ _8"></span>ub<span class="_ _8"></span>iegłym <span class="_ _8"></span>i <span class="_ _8"></span>bieżącym <span class="_ _8"></span>r<span class="_ _8"></span>oku <span class="_ _8"></span>został </div><div class="t m0 x2 h8 y5db ff2 fs3 fc0 sc0 ls0 ws0">silnie dotknięty wybuch<span class="_ _8"></span>em pandemii wirusa <span class="_ _8"></span>COVID<span class="ff1">-<span class="_ _8"></span><span class="ls9">19 </span></span>–<span class="ff1"> w okresach od dnia 14 m<span class="_ _8"></span>arca do 3 maja 2020<span class="_ _8"></span> </span></div><div class="t m0 x2 h8 y29b ff1 fs3 fc0 sc0 ls0 ws0">r., <span class="_ _3"></span>od<span class="_ _8"></span> <span class="_ _3"></span>7<span class="_ _8"></span> <span class="_ _3"></span>listo<span class="_ _8"></span>pada do <span class="_ _3"></span>28 listopada <span class="_ _3"></span>2020<span class="_ _8"></span> r., <span class="_ _3"></span>od 28 <span class="_ _0"></span>grudnia <span class="_ _0"></span>2020 r. <span class="_ _3"></span>do 31 <span class="_ _3"></span>sty<span class="_ _8"></span>cznia <span class="_ _0"></span>2021<span class="_ _8"></span> <span class="_ _3"></span>r. oraz <span class="_ _0"></span>od <span class="_ _0"></span>15 <span class="_ _3"></span>m<span class="_ _8"></span>arc<span class="ls11">a </span></div><div class="t m0 x2 h8 y29c ff1 fs3 fc0 sc0 ls0 ws0">do <span class="_ _21"> </span>28 <span class="_ _28"> </span>maja <span class="_ _28"> </span>2021  <span class="ff2">r. <span class="_ _2a"> </span>więk<span class="_ _8"></span>szość  najemców <span class="_ _21"> </span>w <span class="_ _21"> </span>obiekt<span class="_ _8"></span>ach <span class="_ _21"> </span>handlowy<span class="_ _8"></span>ch <span class="_ _21"> </span>powyż<span class="_ _8"></span>ej <span class="_ _21"> </span>2  00<span class="_ _0"></span>0 <span class="_ _21"> </span>m</span></div><div class="t m0 xff h56 ybc ff1 fs6 fc0 sc0 ls0 ws0">2</div><div class="t m0 xca h8 y29c ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _21"> </span><span class="ff2">nie  mogła </span></div><div class="t m0 x2 h8 y29d ff2 fs3 fc0 sc0 ls0 ws0">prowadzić działalnośc<span class="_ _8"></span>i, a wynajmujący<span class="_ _8"></span> nie mieli prawa do p<span class="_ _8"></span>obierania czynszu w ty<span class="_ _8"></span>m okresie.<span class="_ _c"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 y5dc ff2 fs3 fc0 sc0 ls0 ws0">W <span class="_ _c"></span>pozos<span class="_ _8"></span>tałych <span class="_ _f"></span>okresach<span class="ff1">, <span class="_ _f"></span></span>gdy <span class="_ _f"></span>większość <span class="_ _f"></span>sklepów <span class="_ _f"></span>w <span class="_ _c"></span>g<span class="_ _8"></span>aleriach <span class="_ _f"></span>handlowych <span class="_ _f"></span>został<span class="_ _8"></span><span class="ff1">a <span class="_ _f"></span>ponownie <span class="_ _f"></span>otwarta, </span></div><div class="t m0 x2 h8 y29f ff2 fs3 fc0 sc0 ls0 ws0">ruch <span class="_ _6"> </span>w <span class="_ _6"> </span>c<span class="_ _8"></span>entrach <span class="_ _7"> </span>handlowyc<span class="_ _8"></span>h <span class="_ _6"> </span>był <span class="_ _6"> </span>z<span class="_ _8"></span>decydowanie <span class="_ _7"> </span>mniejsz<span class="_ _8"></span>y <span class="_ _6"> </span>niż <span class="_ _6"> </span>prz<span class="_ _8"></span>ed <span class="_ _6"> </span>wybuche<span class="_ _8"></span>m <span class="_ _6"> </span>pand<span class="_ _8"></span>emii. <span class="_ _7"> </span>Wpływ <span class="_ _6"></span>na </div><div class="t m0 x2 h8 y5dd ff2 fs3 fc0 sc0 ls0 ws0">spadek liczby odw<span class="_ _8"></span>iedzającyc<span class="_ _8"></span>h centra handlowe<span class="_ _8"></span> mają przede <span class="_ _8"></span>wszystkim taki<span class="_ _8"></span>e czynniki jak o<span class="_ _8"></span>bawy przed<span class="_ _8"></span> </div><div class="t m0 x2 h8 y5de ff2 fs3 fc0 sc0 ls0 ws0">zarażeniem <span class="_ _8"></span>wirusem <span class="_ _8"></span>COVI<span class="_ _8"></span>D<span class="ff1">-19 <span class="_ _8"></span>oraz <span class="_ _8"></span>ograniczen<span class="_ _8"></span>ie w</span>y<span class="_ _8"></span>datków <span class="_ _8"></span>na <span class="_ _8"></span>odzież <span class="_ _8"></span>i d<span class="_ _8"></span>odatki <span class="_ _8"></span>z <span class="_ _8"></span>związku <span class="_ _8"></span>z <span class="_ _8"></span>mniejszą </div><div class="t m0 x2 h8 y5df ff2 fs3 fc0 sc0 ls0 ws0">mobilnością ludności or<span class="_ _8"></span>az pogorszeniem nastroj<span class="_ _8"></span>ów konsumenckich<span class="_ _c"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 y2a2 ff2 fs3 fc0 sc0 ls0 ws0">Znaczący <span class="_ _f"></span>spadek <span class="_ _f"></span>liczby <span class="_ _c"></span>odwiedzaj<span class="_ _8"></span>ących <span class="_ _f"></span>w <span class="_ _c"></span>c<span class="_ _8"></span>iągu <span class="_ _c"></span>r<span class="_ _8"></span>oku <span class="_ _f"></span>odnotowała <span class="_ _c"></span>r<span class="_ _8"></span>ównież <span class="_ _6"> </span><span class="ff1">Mary<span class="_ _8"></span>wilska <span class="_ _f"></span>44 <span class="_ _c"></span>Sp<span class="_ _8"></span>. <span class="_ _c"></span>z<span class="_ _8"></span> <span class="_ _f"></span>o.o.. </span></div><div class="t m0 x2 h8 y2a3 ff2 fs3 fc0 sc0 ls0 ws0">Spadek <span class="_ _6"></span>liczby <span class="_ _6"> </span>odwiedzając<span class="_ _8"></span>ych <span class="_ _6"> </span>przek<span class="_ _8"></span>łada <span class="_ _f"></span>si<span class="_ _8"></span>ę <span class="_ _6"></span>na <span class="_ _6"></span>pr<span class="_ _8"></span>zychody <span class="_ _6"> </span>ze <span class="_ _6"> </span>sprz<span class="_ _8"></span>edaży <span class="_ _6"></span>osiągane <span class="_ _6"> </span>prz<span class="_ _8"></span>ez <span class="_ _6"></span>najemców </div><div class="t m0 x2 h8 y2a4 ff1 fs3 fc0 sc0 ls0 ws0">S<span class="ff2">półki</span>, <span class="ff2">co przełoży<span class="ls10">ło</span></span> <span class="ff2">się <span class="_ _3"></span>wy<span class="_ _8"></span>sokość osiąganych czynszów oraz <span class="_ _0"></span>na poziom <span class="_ _0"></span>komercjalizacji<span class="_ _8"></span> zarządzanych </span></div><div class="t m0 x2 h8 y2a5 ff2 fs3 fc0 sc0 ls0 ws0">obiektów.<span class="ff1"> </span></div><div class="t m0 x2 h8 y245 ff2 fs3 fc0 sc0 ls0 ws0">Drugie <span class="_ _7"> </span>pó<span class="_ _8"></span>łrocze <span class="_ _2a"> </span>2021<span class="ff1"> <span class="_ _2a"> </span></span>r. <span class="_ _2a"> </span>przy<span class="_ _8"></span>niosło <span class="_ _7"> </span>zdecydow<span class="_ _8"></span>anie <span class="_ _7"> </span>w<span class="_ _8"></span>yższe <span class="_ _2a"> </span>przychody <span class="_ _2a"> </span>i <span class="_ _2a"> </span>lepsze <span class="_ _2a"> </span>wyniki <span class="_ _2a"> </span>segmentu <span class="_ _2a"> </span>niż<span class="_ _8"></span> </div><div class="t m0 x2 h8 y246 ff2 fs3 fc0 sc0 ls0 ws0">pierwsze półrocz<span class="_ _8"></span>e, głównie z uwag<span class="_ _8"></span>i na zdecydow<span class="_ _8"></span>anie mni<span class="_ _8"></span>ejsze obostrzenia<span class="_ _8"></span> i brak ustaw<span class="_ _8"></span>owego zakazu </div><div class="t m0 x2 h8 y247 ff2 fs3 fc0 sc0 ls0 ws0">handlu. <span class="_ _2a"> </span>Jeśli <span class="_ _21"> </span>trend <span class="_ _2a"> </span>si<span class="_ _8"></span>ę <span class="_ _2a"> </span>utrzy<span class="_ _8"></span>ma <span class="_ _2a"> </span>i <span class="_ _2a"> </span>ustabilizuj<span class="_ _8"></span>e <span class="_ _2a"> </span>się <span class="_ _2a"> </span>sy<span class="_ _8"></span>tuacja <span class="_ _2a"> </span>związana <span class="_ _21"> </span>z <span class="_ _21"> </span>pandemią <span class="_ _2a"> </span>wirusa <span class="_ _21"> </span>COVID<span class="_ _c"></span><span class="ff1">-<span class="ls9">19 </span></span></div><div class="t m0 x2 h8 y248 ff2 fs3 fc0 sc0 ls0 ws0">możemy oczekiwać da<span class="_ _8"></span>lszego wzrostu prz<span class="_ _8"></span>ychodów i w<span class="_ _8"></span>yników segmentu<span class="_ _8"></span><span class="ff1">.<span class="_ _8"></span> </span></div><div class="t m0 x2 h8 y5e0 ff2 fs3 fc0 sc0 ls0 ws0">Zmiana struktury sprz<span class="_ _8"></span>edaży w Grupie wy<span class="_ _8"></span>nikała głównie z:<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x36 h8 y5e1 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span>z<span class="_ _8"></span>aawansowanej <span class="_ _8"></span>fazy <span class="_ _8"></span><span class="ff2">realizacj<span class="_ _8"></span>i kontraktów <span class="_ _8"></span>drogowych <span class="_ _c"></span></span>m.in. b<span class="_ _8"></span>udowy frag<span class="_ _8"></span>mentu au<span class="_ _8"></span>tostrady A<span class="_ _8"></span>-1, </div><div class="t m0 x25 h8 y5e2 ff1 fs3 fc0 sc0 ls0 ws0">fragmentu drogi ekspres<span class="_ _8"></span>owej S-<span class="_ _8"></span><span class="ff2">1 (obejście Węgiers<span class="_ _8"></span>kiej Górk<span class="_ _8"></span>i), obwodnica Olesna<span class="_ _8"></span></span>; </div><div class="t m0 x36 h8 yac ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">z<span class="_ _8"></span>naczącej <span class="_ _1e"> </span>dy<span class="_ _8"></span>namiki <span class="_ _1e"> </span>ilości<span class="_ _8"></span> <span class="_ _1e"> </span>i <span class="_ _14"> </span>wartości <span class="_ _14"> </span>krótkoterminowy<span class="_ _8"></span>ch <span class="_ _1e"> </span>projektów <span class="_ _14"> </span>hal <span class="_ _1e"> </span>m<span class="_ _8"></span>agazynowych <span class="_ _14"> </span>i </span></div><div class="t m0 x25 h8 yad ff2 fs3 fc0 sc0 ls0 ws0">logistycznych <span class="_ _c"></span>realizowanych <span class="_ _8"></span>gł<span class="_ _8"></span>ównie <span class="_ _8"></span>dla <span class="_ _c"></span>Spółek <span class="_ _8"></span>z <span class="_ _c"></span>Grupy <span class="_ _8"></span>Pa<span class="_ _8"></span>nattoni <span class="_ _8"></span>(Spółka <span class="_ _c"></span>pozyskała <span class="_ _8"></span>w<span class="_ _8"></span> <span class="_ _8"></span>2021 </div><div class="t m0 x25 h8 y5e3 ff2 fs3 fc0 sc0 ls0 ws0">do realizacji w ww. se<span class="_ _8"></span>gmencie 19 kontraktó<span class="_ _8"></span>w o łącznej<span class="_ _8"></span> wartości ok. 1 mld zł)<span class="_ _8"></span><span class="ff1">;<span class="_ _8"></span> </span></div><div class="t m0 x36 h8 y5e4 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">r<span class="_ _8"></span>ealizacji znaczących kontraktów</span> <span class="ff2">na budynki użytku <span class="_ _3"></span>p<span class="_ _8"></span>ublicznego (m.in. <span class="ff1">stadion m</span>iejsk<span class="_ _8"></span>i <span class="_ _0"></span>w <span class="_ _0"></span>Łodzi, </span></div><div class="t m0 x25 h8 y5e5 ff1 fs3 fc0 sc0 ls0 ws0">stadion m<span class="ff2">iejski w <span class="_ _8"></span>Płocku, </span>ter<span class="_ _8"></span>minal lotniska w Rado<span class="_ _8"></span>miu);  </div><div class="t m0 x36 h8 y5e6 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">z<span class="_ _8"></span>łagodzenia <span class="_ _d"> </span>w <span class="_ _d"> </span>drugiej <span class="_ _d"> </span>połowie <span class="_ _d"> </span>2021r <span class="_ _d"> </span>ograniczeń <span class="_ _d"> </span>związanyc<span class="_ _8"></span>h <span class="_ _1b"> </span>z<span class="_ _8"></span> <span class="_ _27"> </span></span>pandemi<span class="ff2">ą</span> <span class="_ _d"> </span>COVID-<span class="_ _8"></span>19 </div><div class="t m0 x25 h8 y5e7 ff2 fs3 fc0 sc0 ls0 ws0">powodując<span class="ff1 ls12">ych<span class="ls0"> </span></span>obniżenie prz<span class="_ _8"></span>ychodów w segmentach w<span class="_ _8"></span>ynajmu nieruchomoś<span class="_ _8"></span>ci inwestycy<span class="_ _8"></span>jnej<span class="_ _8"></span><span class="ff1">; </span></div><div class="t m0 x36 h8 y5e8 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span>r<span class="_ _8"></span>ealizacji <span class="_ _2a"> </span>prz<span class="_ _8"></span>ez <span class="_ _2a"> </span>MI<span class="_ _8"></span>RBUD <span class="_ _21"> </span>S.A. <span class="_ _21"> </span>na <span class="_ _21"> </span>zlec<span class="_ _8"></span>enie <span class="_ _2a"> </span>JH<span class="_ _8"></span>M <span class="_ _2a"> </span>D<span class="_ _8"></span>EVELOPEM<span class="_ _8"></span>ENT <span class="_ _21"> </span>S.A. <span class="_ _2a"> </span>n<span class="_ _8"></span>owych <span class="_ _21"> </span>inwesty<span class="_ _8"></span>cji </div><div class="t m0 x25 h8 y5e9 ff1 fs3 fc0 sc0 ls0 ws0">developerskich <span class="_ _f"></span>w <span class="_ _f"></span>Katowica<span class="_ _8"></span>ch, <span class="_ _f"></span>Koninie, <span class="_ _f"></span><span class="ff2">Ł<span class="_ _8"></span>odzi <span class="_ _f"></span></span>(przychody <span class="_ _f"></span>ok<span class="_ _8"></span>. <span class="_ _f"></span>75 <span class="_ _f"></span><span class="ff2">mln <span class="_ _f"></span>zł <span class="_ _f"></span>podlegają <span class="_ _f"></span>wyłączeniu<span class="_ _8"></span> </span></div><div class="t m0 x25 h8 y5ea ff1 fs3 fc0 sc0 ls0 ws0">konsolidacyjnemu);<span class="_ _8"></span> </div><div class="t m0 x36 h8 y5eb ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span>wy<span class="_ _8"></span>kazania  <span class="ff2">po <span class="_ _11"> </span>r<span class="_ _8"></span>az  pierwsz<span class="_ _8"></span>y  w  s<span class="_ _8"></span>egmencie  pozostałe<span class="_ _8"></span></span>j<span class="_ _8"></span>  <span class="ff2">sprzedaży<span class="_ _8"></span>  materiałów  (<span class="_ _8"></span>w  tym  masy<span class="_ _8"></span> </span></div><div class="t m0 x25 h8 y5ec ff1 fs3 fc0 sc0 ls0 ws0">bitumicznej);<span class="_ _8"></span> </div></div></div><div class="pi" ></div></div><div id="pf32" class="pf w0 h0" ><div class="pc pc32 w0 h0"><img class="bi x18 y2a w6 h5" alt="" src="data:image/png;base64,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class="c x0 y1 w2 h0"><div class="t m0 x5 h6 y2b ff4 fs2 fc2 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI GRUPY KAPITAŁOWEJ <span class="ff3">MIRBUD ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc3"> </span></span></div><div class="t m0 x6 h4 y2c ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y2d w4 h7"><div class="t m0 x52 h8 y2e ff2 fs3 fc2 sc0 ls0 ws0">Grupa Kapitałowa MIR<span class="_ _8"></span>BUD<span class="ff1"> <span class="ls6">| <span class="_ _8"></span></span></span>Informacja o po<span class="_ _8"></span>dstawowych produktac<span class="_ _8"></span>h, usługach lub </div><div class="t m0 xfe h8 y2f ff1 fs3 fc2 sc0 ls0 ws0">towarach Grupy<span class="_ _8"></span> </div></div><div class="c x9 y2d w5 h7"><div class="t m0 xa h4 y30 ff3 fs1 fc4 sc0 ls3 ws0">50<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h4 y31 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x36 h8 y18e ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">s<span class="_ _8"></span>koncentrowaniu <span class="_ _1b"> </span>się <span class="_ _1b"> </span>MIR<span class="_ _8"></span>BUD <span class="_ _1a"> </span>S<span class="_ _8"></span>.A. <span class="_ _1b"> </span>na <span class="_ _1b"> </span>realizacji <span class="_ _d"> </span>najbardziej <span class="_ _1b"> </span>rentownych<span class="_ _8"></span></span>, <span class="_ _d"> </span><span class="ff2">prestiżowych </span></div><div class="t m0 x25 h8 y22f ff2 fs3 fc0 sc0 ls0 ws0">projektów. <span class="ff1"> </span></div><div class="t m0 x2 h2c y5ed ff8 fs5 fc0 sc0 ls0 ws0">Tabela: <span class="_ _6"> </span>Rento<span class="_ _0"></span>wność <span class="_ _6"> </span>dla<span class="_ _0"></span> <span class="_ _6"> </span>Grupy <span class="_ _6"> </span>Kapitałowej<span class="_ _3"></span> <span class="_ _6"> </span>MIRBUD <span class="_ _6"> </span>w <span class="_ _6"> </span>okresie<span class="_ _0"></span> <span class="_ _6"> </span>0<span class="ff7">1.01.2021 <span class="_ _6"> </span>- <span class="_ _6"> </span>31.<span class="ls16">12</span>.2021 <span class="_ _f"> </span>oraz <span class="_ _6"> </span>01.01.20<span class="ls16">20</span> <span class="_ _f"> </span>- <span class="_ _6"> </span>31.<span class="ls16">12</span>.20<span class="ls16">20</span> <span class="_ _6"> </span><span class="ls35">wg<span class="ls36">. </span></span></span></div><div class="t m0 x3 h2c y5ee ff8 fs5 fc0 sc0 ls0 ws0">segmentów<span class="ff7"> </span></div></div><div class="c x2 y5ef w63 h81"><div class="t m0 xbc h2d y5f0 ff5 fs5 fc4 sc0 ls0 ws0">Wyszczególnien<span class="_ _3"></span>i<span class="_ _8"></span>e<span class="ff6"> </span></div></div><div class="c x5b y5f1 w64 h82"><div class="t m0 x2f h2d y5c6 ff6 fs5 fc4 sc0 ls0 ws0">Zysk/strata ze </div><div class="t m0 x33 h2d y85 ff5 fs5 fc4 sc0 ls0 ws0">sprzedaży<span class="ff6"> </span></div></div><div class="c x100 y5ef w65 h81"><div class="t m0 x46 h2d y5f2 ff5 fs5 fc4 sc0 ls0 ws0">Rentowność </div><div class="t m0 x46 h2d y5f0 ff5 fs5 fc4 sc0 ls0 ws0">sprzedaży w </div><div class="t m0 x4f h2d y5f3 ff6 fs5 fc4 sc0 ls0 ws0">% </div></div><div class="c x101 y5f1 w66 h82"><div class="t m0 x46 h2d y5c6 ff6 fs5 fc4 sc0 ls0 ws0">Zysk/strata ze </div><div class="t m0 x2b h2d y85 ff5 fs5 fc4 sc0 ls0 ws0">sprzedaży<span class="ff6"> </span></div></div><div class="c xfd y5ef w67 h81"><div class="t m0 x46 h2d y5f2 ff5 fs5 fc4 sc0 ls0 ws0">Rentowność </div><div class="t m0 x3f h2d y5f0 ff5 fs5 fc4 sc0 ls0 ws0">sprzedaży w </div><div class="t m0 x4f h2d y5f3 ff6 fs5 fc4 sc0 ls0 ws0">% </div></div><div class="c x5b y5ef w64 h83"><div class="t m0 x2b h2d y5f4 ff6 fs5 fc4 sc0 ls0 ws0">01.01.2021 - </div><div class="t m0 x60 h2d ybb ff6 fs5 fc4 sc0 ls0 ws0">31.12.2021 </div></div><div class="c x101 y5ef w66 h83"><div class="t m0 x2f h2d y5f4 ff6 fs5 fc4 sc0 ls0 ws0">01.01.2020 - </div><div class="t m0 x32 h2d ybb ff6 fs5 fc4 sc0 ls0 ws0">31.12.2020 </div></div><div class="c x2 y5f5 w68 h7f"><div class="t m0 x31 h2d ybb ff5 fs5 fc4 sc0 ls0 ws0">Sprzedaż usług <span class="_ _0"></span><span class="ff6">budowlano-<span class="ff5">mo<span class="_ _0"></span>ntażowych:<span class="_ _3"></span><span class="ff6"> </span></span></span></div></div><div class="c x5b y5f5 w64 h7f"><div class="t m0 x52 h2d ybb ff6 fs5 fc0 sc0 ls0 ws0">172 043 </div></div><div class="c x100 y5f5 w69 h7f"><div class="t m0 x72 h2d ybb ff6 fs5 fc0 sc0 ls0 ws0">7,7% </div></div><div class="c x101 y5f5 w66 h7f"><div class="t m0 x20 h2d ybb ff6 fs5 fc0 sc0 ls0 ws0">102 847 </div></div><div class="c xfd y5f5 w2c h7f"><div class="t m0 x52 h2d ybb ff6 fs5 fc0 sc0 ls0 ws0">9,5% </div></div><div class="c x2 y5f6 w68 h38"><div class="t m0 x2b h2c y5c7 ff7 fs5 fc4 sc0 ls0 ws0">- budynki mies<span class="_ _0"></span>zkalne </div></div><div class="c x5b y5f6 w64 h38"><div class="t m0 xe h2d y5c7 ff6 fs5 fc0 sc0 ls0 ws0">  </div></div><div class="c x100 y5f6 w69 h38"><div class="t m0 xc1 h2d y5c7 ff6 fs5 fc0 sc0 ls0 ws0">  </div></div><div class="c x101 y5f6 w66 h38"><div class="t m0 x102 h2d y5c7 ff6 fs5 fc0 sc0 ls0 ws0">  </div></div><div class="c xfd y5f6 w2c h38"><div class="t m0 xc1 h2d y5c7 ff6 fs5 fc0 sc0 ls0 ws0">  </div></div><div class="c x2 y5f7 w68 h38"><div class="t m0 x2b h2c y5c7 ff7 fs5 fc4 sc0 ls0 ws0">- <span class="ff8">budynki użytku<span class="_ _3"></span> <span class="_ _8"></span>publicznego<span class="ff7"> </span></span></div></div><div class="c x5b y5f7 w64 h38"><div class="t m0 x4a h2f y5c7 ff1 fs5 fc0 sc0 ls0 ws0">37 377     </div></div><div class="c x100 y5f7 w69 h38"><div class="t m0 x72 h2d y5c7 ff6 fs5 fc0 sc0 ls0 ws0">9,8% </div></div><div class="c x101 y5f7 w66 h38"><div class="t m0 x6e h2f y5c7 ff1 fs5 fc0 sc0 ls0 ws0">27 949 </div></div><div class="c xfd y5f7 w2c h38"><div class="t m0 x52 h2f y5c7 ff1 fs5 fc0 sc0 ls0 ws0">8,4% </div></div><div class="c x2 y5f8 w68 h38"><div class="t m0 x2b h2c y5c7 ff7 fs5 fc4 sc0 ls0 ws0">- <span class="ff8">budynki produ<span class="_ _0"></span>kcyjne, usługo<span class="_ _3"></span>w<span class="_ _8"></span>e<span class="ff7"> </span></span></div></div><div class="c x5b y5f8 w64 h38"><div class="t m0 x4a h2f y5c7 ff1 fs5 fc0 sc0 ls0 ws0">15 015     </div></div><div class="c x100 y5f8 w69 h38"><div class="t m0 x72 h2d y5c7 ff6 fs5 fc0 sc0 ls0 ws0">2,9% </div></div><div class="c x101 y5f8 w66 h38"><div class="t m0 x6e h2f y5c7 ff1 fs5 fc0 sc0 ls0 ws0">17 196     </div></div><div class="c xfd y5f8 w2c h38"><div class="t m0 x44 h2f y5c7 ff1 fs5 fc0 sc0 ls0 ws0">16,0% </div></div><div class="c x2 y5f9 w68 h38"><div class="t m0 x2b h2c y126 ff7 fs5 fc4 sc0 ls0 ws0">- <span class="ff8">roboty inżyniery<span class="_ _0"></span>jno<span class="ff7">-drogowe </span></span></div></div><div class="c x5b y5f9 w64 h38"><div class="t m0 x52 h2f y126 ff1 fs5 fc0 sc0 ls0 ws0">119 651 </div></div><div class="c x100 y5f9 w69 h38"><div class="t m0 x72 h2d y126 ff6 fs5 fc0 sc0 ls0 ws0">8,9% </div></div><div class="c x101 y5f9 w66 h38"><div class="t m0 x6e h2f y126 ff1 fs5 fc0 sc0 ls0 ws0">57 702 </div></div><div class="c xfd y5f9 w2c h38"><div class="t m0 x52 h2f y126 ff1 fs5 fc0 sc0 ls0 ws0">9,0% </div></div><div class="c x2 y29b w68 h3c"><div class="t m0 x31 h2d y126 ff5 fs5 fc4 sc0 ls0 ws0">Działalność dewe<span class="_ _0"></span>loperska<span class="_ _0"></span><span class="ff6"> </span></div></div><div class="c x5b y29b w64 h3c"><div class="t m0 x4a h2d y126 ff6 fs5 fc0 sc0 ls0 ws0">33 581 </div></div><div class="c x100 y29b w69 h3c"><div class="t m0 x44 h2d y126 ff6 fs5 fc0 sc0 ls0 ws0">22,9% </div></div><div class="c x101 y29b w66 h3c"><div class="t m0 x6e h2d y126 ff6 fs5 fc0 sc0 ls0 ws0">27 722 </div></div><div class="c xfd y29b w2c h3c"><div class="t m0 x44 h2d y126 ff6 fs5 fc0 sc0 ls0 ws0">24,2% </div></div><div class="c x2 y5fa w68 h6f"><div class="t m0 x31 h2d y4d8 ff5 fs5 fc4 sc0 ls0 ws0">Działalność zw<span class="_ _0"></span>iązana z wy<span class="_ _0"></span>najmem nieruc<span class="_ _0"></span>homości </div><div class="t m0 x31 h2d y4cf ff6 fs5 fc4 sc0 ls0 ws0">inwestycyjnej <span class="_ _0"></span> </div></div><div class="c x5b y5fa w64 h6f"><div class="t m0 x4a h2d y160 ff6 fs5 fc0 sc0 ls0 ws0">22 882 </div></div><div class="c x100 y5fa w69 h6f"><div class="t m0 x44 h2d y160 ff6 fs5 fc0 sc0 ls0 ws0">54,4% </div></div><div class="c x101 y5fa w66 h6f"><div class="t m0 x3b h2d y160 ff6 fs5 fc0 sc0 ls0 ws0">5 555 </div></div><div class="c xfd y5fa w2c h6f"><div class="t m0 x44 h2d y160 ff6 fs5 fc0 sc0 ls0 ws0">16,9% </div></div><div class="c x2 y5fb w68 h38"><div class="t m0 x31 h2d y126 ff5 fs5 fc4 sc0 ls0 ws0">Pozostałe<span class="ff6"> </span></div></div><div class="c x5b y5fb w64 h38"><div class="t m0 x64 h2d y126 ff6 fs5 fc0 sc0 ls0 ws0">3 094     </div></div><div class="c x100 y5fb w69 h38"><div class="t m0 x4c h2d y126 ff6 fs5 fc0 sc0 ls16 ws0">4%<span class="ls0"> </span></div></div><div class="c x101 y5fb w66 h38"><div class="t m0 x3b h2d y126 ff6 fs5 fc0 sc0 ls0 ws0">1 182     </div></div><div class="c xfd y5fb w2c h38"><div class="t m0 x52 h2d y126 ff6 fs5 fc0 sc0 ls0 ws0">7,7% </div></div><div class="c x2 y1e3 w68 h38"><div class="t m0 x103 h2d y126 ff6 fs5 fc4 sc0 ls0 ws0">SUMA </div></div><div class="c x5b y1e3 w64 h38"><div class="t m0 x52 h2d y126 ff6 fs5 fc0 sc0 ls0 ws0">231 600 </div></div><div class="c x100 y1e3 w69 h38"><div class="t m0 x72 h2d y126 ff6 fs5 fc0 sc0 ls0 ws0">9,2% </div></div><div class="c x101 y1e3 w66 h38"><div class="t m0 x20 h2d y126 ff6 fs5 fc0 sc0 ls0 ws0">137 306 </div></div><div class="c xfd y1e3 w2c h38"><div class="t m0 x44 h2d y126 ff6 fs5 fc0 sc0 ls0 ws0">11,0% </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h2b y5fc ff7 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y5fd ff2 fs3 fc0 sc0 ls0 ws0">Grupa  osiągnęła  dodatni  wynik  finansowy  n<span class="_ _8"></span>a  sprzedaży  we  wszys<span class="_ _8"></span>tkich  segmentach  działalności. </div><div class="t m0 x2 h8 y5fe ff2 fs3 fc0 sc0 ls0 ws0">Rentowność <span class="_ _6"></span>sprzedaży <span class="_ _6"></span>Grupy <span class="_ _6"></span>w <span class="_ _f"></span>20<span class="_ _8"></span><span class="ff1">21 <span class="_ _6"></span>r. <span class="_ _f"></span></span>wz<span class="_ _8"></span>ględem <span class="_ _6"> </span>20<span class="ff1 ls11">20<span class="ls0"> <span class="_ _6"> </span>r. <span class="_ _6"></span></span></span>uległa <span class="_ _6"></span>obniżeniu <span class="_ _6"> </span><span class="ff1 ls11">o <span class="_ _6"> </span><span class="ls0">1,8 <span class="_ _6"></span>p.p., <span class="_ _f"></span>c<span class="_ _8"></span></span></span>o <span class="_ _f"></span>wy<span class="_ _8"></span>nikało </div><div class="t m0 x2 h8 y5ff ff2 fs3 fc0 sc0 ls0 ws0">głównie <span class="_ _2b"> </span>z <span class="_ _2b"> </span>obniżenia <span class="_ _2b"> </span>się <span class="_ _2b"> </span>r<span class="_ _8"></span>entowności <span class="_ _2b"> </span>w <span class="_ _2b"> </span>podstawow<span class="_ _8"></span>ym <span class="_ _2b"> </span>segmencie <span class="_ _2b"> </span>dział<span class="_ _c"></span><span class="ff1 ls11">al</span>ności <span class="_ _2b"> </span>Grupy<span class="_ _8"></span><span class="ff1"> <span class="_ _2b"> </span>- <span class="_ _2b"> </span></span>usługach </div><div class="t m0 x2 h8 y600 ff1 fs3 fc0 sc0 ls0 ws0">budowlano <span class="ff2">–</span> <span class="ff2">montażowych<span class="_ _8"></span></span> <span class="ff2">(spadek poziomu rentowności o 1,</span>8 p.p.), dewelopers<span class="_ _8"></span>kim (spadek poziomu </div><div class="t m0 x2 h8 y601 ff2 fs3 fc0 sc0 ls0 ws0">rentowności o 1<span class="ff1">,3 <span class="_ _8"></span><span class="ls11">p.p.)</span>. </span></div><div class="t m0 x2 h8 y602 ff2 fs3 fc0 sc0 ls0 ws0">Na poziom wyniku ze sprzedaży wpływ miała <span class="_ _8"></span>również zmiana<span class="_ _8"></span> ujęcia<span class="ff1"> przez MARYWILSKA<span class="_ _8"></span> 44 sp. z <span class="_ _0"></span>o.o. <span class="_ _8"></span> </span></div><div class="t m0 x2 h8 y603 ff1 fs3 fc0 sc0 ls0 ws0">rozliczania kosz<span class="_ _8"></span>t<span class="ff2">ów dotycz<span class="_ _8"></span>ących wieloletnich <span class="_ _8"></span>umów dz<span class="_ _8"></span>ierżawy gruntów p<span class="_ _8"></span>ołożonyc<span class="_ _8"></span>h w Warsz<span class="_ _8"></span>awie, przy </span></div><div class="t m0 x2 h8 y604 ff1 fs3 fc0 sc0 ls0 ws0">ul. <span class="ff2">Marywilskiej. <span class="_ _c"></span>Od <span class="_ _c"></span>poc<span class="_ _8"></span>zątku <span class="_ _c"></span>2021<span class="_ _8"></span></span> <span class="_ _c"></span><span class="ff2">r. <span class="_ _c"></span>Spółka <span class="_ _c"></span>ujmuje <span class="_ _f"></span>koszty <span class="_ _c"></span>wynikając<span class="_ _8"></span>e <span class="_ _c"></span>z <span class="_ _c"></span>tych <span class="_ _c"></span>umów <span class="_ _c"></span>zgodnie <span class="_ _c"></span>z <span class="_ _c"></span>MS<span class="_ _8"></span>SF </span></div><div class="t m0 x2 h8 y605 ff2 fs3 fc0 sc0 ls0 ws0">16 Leasing. <span class="_ _0"></span>Tym samym do końca 20<span class="_ _0"></span>20<span class="ff1"> </span>r. wszystkie opłaty <span class="_ _0"></span>wynikające z tych umów (koszty dzierżawy) </div><div class="t m0 x2 h8 y3d4 ff2 fs3 fc0 sc0 ls0 ws0">ujmowane <span class="_ _12"> </span>by<span class="_ _8"></span>ły <span class="_ _12"> </span>w <span class="_ _12"> </span>koszta<span class="_ _8"></span>ch <span class="_ _12"> </span>podstawow<span class="_ _8"></span>ej <span class="_ _12"> </span>działalnośc<span class="_ _8"></span>i <span class="_ _12"> </span>operacyjnej. <span class="_ _12"> </span>Od <span class="_ _1e"> </span>początku <span class="_ _12"> </span>2<span class="_ _8"></span>021<span class="_ _c"></span><span class="ff1"> <span class="_ _12"> </span></span>r. <span class="_ _12"> </span>opłaty<span class="_ _8"></span> </div><div class="t m0 x2 h8 y606 ff2 fs3 fc0 sc0 ls0 ws0">wynikające <span class="_ _0"></span>z <span class="_ _3"></span>ty<span class="_ _8"></span>ch <span class="_ _3"></span>umów kwalifikowane <span class="_ _3"></span>są jako <span class="_ _3"></span>koszty<span class="_ _8"></span> <span class="_ _3"></span>p<span class="_ _8"></span>ozostałej <span class="_ _3"></span>dzi<span class="_ _8"></span>ałalności <span class="_ _0"></span>operacy<span class="_ _8"></span>jnej <span class="_ _0"></span>(w <span class="_ _3"></span>częśc<span class="_ _8"></span>i <span class="_ _3"></span>jaką </div><div class="t m0 x2 h8 y607 ff2 fs3 fc0 sc0 ls0 ws0">stanowi <span class="_ _f"></span>w<span class="_ _8"></span>artość <span class="_ _f"></span>od<span class="_ _8"></span>pisów <span class="_ _f"></span>a<span class="_ _8"></span>ktualizujących <span class="_ _6"></span>nieruchom<span class="_ _8"></span>ości <span class="_ _6"></span>inwestycyjne <span class="_ _6"></span>–<span class="ff1"> <span class="_ _f"></span></span>dz<span class="_ _8"></span>ierżawione <span class="_ _6"></span>nieruchomości </div><div class="t m0 x2 h8 y608 ff2 fs3 fc0 sc0 ls0 ws0">kwalifikowane <span class="_ _7"> </span>są <span class="_ _6"> </span>jak<span class="_ _8"></span> <span class="_ _6"> </span>nier<span class="_ _8"></span>uchomości <span class="_ _7"> </span>inwestycyjne) <span class="_ _7"> </span>oraz <span class="_ _7"> </span>jako <span class="_ _6"> </span>k<span class="_ _8"></span>oszty <span class="_ _7"> </span>finansowe <span class="_ _6"> </span>(w <span class="_ _7"> </span>częśc<span class="_ _8"></span>i <span class="_ _6"> </span>dotycząc<span class="_ _8"></span>ej </div><div class="t m0 x2 h8 y609 ff2 fs3 fc0 sc0 ls0 ws0">części <span class="_ _6"> </span>odsetk<span class="_ _8"></span>owej <span class="_ _6"> </span>raty <span class="_ _7"> </span>leasingowej)<span class="_ _8"></span>. <span class="_ _6"> </span>W <span class="_ _6"> </span>z<span class="_ _8"></span>wiązku <span class="_ _6"> </span>z <span class="_ _7"> </span><span class="ff1">ty<span class="_ _8"></span>m <span class="_ _6"> </span></span>od <span class="_ _7"> </span>pierwszego <span class="_ _7"> </span>półrocza <span class="_ _6"> </span>wy<span class="_ _8"></span>datki <span class="_ _6"> </span>związa<span class="_ _8"></span>ne <span class="_ _6"></span>z </div><div class="t m0 x2 h8 y60a ff2 fs3 fc0 sc0 ls0 ws0">umowami <span class="_ _6"> </span>dzi<span class="_ _8"></span>erżawy <span class="_ _6"> </span>n<span class="_ _8"></span>ie <span class="_ _6"> </span>o<span class="_ _8"></span>bciążają <span class="_ _6"> </span>wyn<span class="_ _8"></span>iku <span class="_ _6"></span>ze <span class="_ _6"> </span>sprz<span class="_ _8"></span>edaży<span class="_ _8"></span>, <span class="_ _6"> </span>a <span class="_ _6"> </span>wp<span class="_ _8"></span>ływają <span class="_ _6"> </span>dop<span class="_ _8"></span>iero <span class="_ _6"> </span>na <span class="_ _7"> </span>wynik <span class="_ _6"> </span>oper<span class="_ _8"></span>acyjny <span class="_ _7"> </span>i<span class="_ _0"></span> </div><div class="t m0 x2 h8 y60b ff2 fs3 fc0 sc0 ls0 ws0">niższe pozycje rac<span class="_ _8"></span>hunku wyników.<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 y60c ff2 fs3 fc0 sc0 ls0 ws0">Przyjmując <span class="_ _c"></span>metodyk<span class="_ _8"></span>ę <span class="_ _8"></span>wy<span class="_ _8"></span>licz<span class="_ _8"></span>enia <span class="_ _8"></span>r<span class="_ _8"></span>entowności <span class="_ _c"></span>zast<span class="_ _8"></span>osowaną <span class="_ _f"></span><span class="ff1">przez <span class="_ _c"></span>Mary<span class="_ _8"></span>wilska <span class="_ _c"></span>44 <span class="_ _f"></span>sp. <span class="_ _c"></span>z <span class="_ _c"></span>o.o. <span class="_ _f"></span>dla <span class="_ _c"></span>okresu </span></div><div class="t m0 x2 h8 y60d ff2 fs3 fc0 sc0 ls0 ws0">poprzedzającego <span class="_ _6"> </span>całko<span class="_ _8"></span>wita <span class="_ _6"> </span>rentowność<span class="_ _8"></span> <span class="_ _6"></span>ze <span class="_ _6"></span>sprzedaży <span class="_ _6"> </span>Grupy <span class="_ _6"> </span>kapitałowej<span class="_ _8"></span> <span class="_ _6"></span>MIRBUD <span class="_ _6"> </span>w <span class="_ _6"> </span>okresie <span class="_ _7"> </span>2021<span class="_ _8"></span><span class="ff1"> <span class="_ _6"> </span>r.<span class="_ _8"></span> </span></div><div class="t m0 x2 h8 y60e ff2 fs3 fc0 sc0 ls0 ws0">kształtowałaby się <span class="ff1">na<span class="_ _8"></span> poziomie <span class="_ _8"></span><span class="ls11">8,7%</span> </span></div><div class="t m0 x2 h8 y60f ff2 fs3 fc0 sc0 ls0 ws0">Na <span class="_ _c"></span>uwagę <span class="_ _c"></span>zas<span class="_ _8"></span>ługuje <span class="_ _c"></span>fakt<span class="ff1">, <span class="_ _c"></span></span>ż<span class="_ _8"></span>e <span class="_ _c"></span>pomimo <span class="_ _c"></span>p<span class="_ _8"></span>ostępującemu <span class="_ _f"></span>w <span class="_ _8"></span>latach <span class="_ _f"></span>2020<span class="ff1">-</span>2021 <span class="_ _f"></span>wzrostowi <span class="_ _8"></span>ce<span class="_ _8"></span>n <span class="_ _c"></span>materiałów <span class="_ _c"></span>i<span class="_ _8"></span> </div><div class="t m0 x2 h8 y610 ff2 fs3 fc0 sc0 ls0 ws0">usług <span class="_ _c"></span>podwyk<span class="_ _8"></span>onawczych <span class="_ _f"></span>Spółce <span class="_ _c"></span>udało <span class="_ _c"></span>s<span class="_ _8"></span>ię <span class="_ _c"></span>utrzymać <span class="_ _f"></span>wysoki <span class="_ _f"></span>poziom <span class="_ _8"></span>r<span class="_ _8"></span>entowności <span class="_ _f"></span>w <span class="_ _c"></span>segmentach <span class="_ _c"></span>r<span class="_ _8"></span>obót </div><div class="t m0 x2 h8 y155 ff2 fs3 fc0 sc0 ls0 ws0">inżynieryjno <span class="ff1">- </span>drogowy<span class="_ _8"></span>ch i budynków <span class="_ _8"></span>użytku publiczne<span class="_ _8"></span>go, spadek rentown<span class="_ _8"></span>ości w segmencie <span class="_ _8"></span>budynków </div><div class="t m0 x2 h8 y611 ff2 fs3 fc0 sc0 ls0 ws0">produkcyjnyc<span class="_ _8"></span>h i usługowych wynikał z straty poniesionej<span class="_ _8"></span> w 2021<span class="ff1"> rok<span class="_ _8"></span>u na pojedyncz<span class="_ _8"></span>ym </span>zakończonym w </div><div class="t m0 x2 h8 y612 ff1 fs3 fc0 sc0 ls0 ws0">2021r <span class="ff2">kontrakcie bud<span class="_ _8"></span>owy hali logistycz<span class="_ _8"></span>nej we Wrześni pod Pozn<span class="_ _8"></span>aniem dla vidaXL.<span class="_ _c"></span></span>  </div><div class="t m0 x2 h8 y613 ff1 fs3 fc0 sc0 ls0 ws0">Stabilizowanie <span class="_ _14"> </span><span class="ff2">wyników <span class="_ _14"> </span>Gr<span class="_ _8"></span>upy <span class="_ _1e"> </span>działaj<span class="_ _8"></span>ącej <span class="_ _14"> </span>głównie <span class="_ _14"> </span>na <span class="_ _1e"> </span>rynku <span class="_ _14"> </span>budowlanym <span class="_ _1a"> </span>odbywa <span class="_ _14"> </span>się <span class="_ _14"> </span></span>poprz<span class="_ _8"></span>ez </div><div class="t m0 x2 h8 y614 ff2 fs3 fc0 sc0 ls0 ws0">dywersyfikację jej dział<span class="_ _0"></span>alności<span class="_ _8"></span><span class="ff1">, </span>a <span class="_ _3"></span>w szczególności poprzez wysoką rentowność <span class="_ _0"></span>sprzedaży w <span class="_ _3"></span>s<span class="_ _8"></span>egmencie </div><div class="t m0 x2 h8 y615 ff2 fs3 fc0 sc0 ls0 ws0">działalności deweloperskiej<span class="ff1"> <span class="ls10">i </span>stopniowo </span>zwiększającej się <span class="ff1">po <span class="_ _3"></span>okres<span class="_ _8"></span>ie pandemii <span class="ff2">rentowności działalności </span></span></div><div class="t m0 x2 h8 yb9 ff2 fs3 fc0 sc0 ls0 ws0">związanej z wynajmem <span class="_ _8"></span>nieruchomości. <span class="_ _8"></span><span class="ff1"> </span></div></div></div><div class="pi" ></div></div><div id="pf33" class="pf w0 h0" ><div class="pc pc33 w0 h0"><img class="bi x18 y2a w6 h5" alt="" src="data:image/png;base64,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"/><div class="c x0 y1 w2 h0"><div class="t m0 x5 h6 y2b ff4 fs2 fc2 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI GRUPY KAPITAŁOWEJ <span class="ff3">MIRBUD ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc3"> </span></span></div><div class="t m0 x6 h4 y2c ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y2d w4 ha"><div class="t m0 x104 h8 y85 ff2 fs3 fc2 sc0 ls0 ws0">Grupa Kapitałowa MIR<span class="_ _8"></span>BUD<span class="ff1"> <span class="ls6">| <span class="_ _8"></span></span>Informacje o ry<span class="_ _8"></span>nkach zbytu i dostaw<span class="_ _8"></span> </span></div></div><div class="c x9 y2d w5 ha"><div class="t m0 xa h4 y86 ff3 fs1 fc4 sc0 ls3 ws0">51<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h4 y31 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 xa7 hc ya3 ff1 fs4 fc0 sc0 ls0 ws0">4.6. <span class="_ _15"> </span><span class="ff6">Informacje o rynkach zbytu i dostaw </span> </div><div class="t m0 x2 h35 y616 ff1 fs1 fc0 sc0 ls0 ws0">4.6.1. <span class="_ _1a"> </span><span class="ff6">Odbiorcy</span> </div><div class="t m0 x2 hc y617 ff6 fs4 fc0 sc0 ls0 ws0">MIRBUD S.A. </div><div class="t m0 x2 h8 y618 ff1 fs3 fc0 sc0 ls0 ws0">W okresie sprawozd<span class="_ _8"></span>awczym odbiorca<span class="_ _8"></span>mi <span class="lsd">  </span><span class="ff2">usł<span class="_ _8"></span>ug Spółki były podm<span class="_ _8"></span>ioty krajowe. Odbiorców <span class="_ _8"></span>produktów i </span></div><div class="t m0 x2 h8 y619 ff2 fs3 fc0 sc0 ls0 ws0">usług oferowanych przez<span class="_ _8"></span> MIRBUD S.A. moż<span class="_ _8"></span>na podzielić na dw<span class="_ _8"></span>ie grupy:<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 y61a ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x36 h8 y61b ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span>podm<span class="_ _8"></span>ioty komercyj<span class="_ _8"></span>ne, </div><div class="t m0 x36 h8 y75 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">j<span class="_ _8"></span>ednostki podlegające prz<span class="_ _8"></span>episom Prawo zam<span class="_ _8"></span>ówień publicznych.<span class="_ _c"></span></span> </div><div class="t m0 x2 h8 y61c ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y61d ff2 fs3 fc0 sc0 ls0 ws0">Ze względu <span class="_ _3"></span>n<span class="_ _8"></span>a <span class="_ _0"></span>stan pandemii COViD<span class="ff1">-19 sytuacja na rynku <span class="_ _3"></span>bu<span class="_ _8"></span>dowlanym w <span class="ff2">pierwszej<span class="_ _8"></span> <span class="_ _0"></span>połowie 2<span class="ff1 ls11">02<span class="ls0">1 roku </span></span></span></span></div><div class="t m0 x2 h8 y61e ff2 fs3 fc0 sc0 ls0 ws0">była trudn<span class="_ _8"></span>a dla <span class="_ _8"></span>przedsiębio<span class="_ _8"></span>rstw budowlany<span class="_ _8"></span>ch. Choć <span class="_ _8"></span>przy<span class="_ _8"></span>padki zachorowań<span class="_ _8"></span> i <span class="_ _8"></span>kwarantanny <span class="_ _8"></span>nie <span class="_ _8"></span>wpłynęły </div><div class="t m0 x2 h8 y61f ff2 fs3 fc0 sc0 ls0 ws0">znacząco <span class="_ _21"> </span>na <span class="_ _2a"> </span>t<span class="_ _8"></span>erminowość <span class="_ _21"> </span>realizowa<span class="_ _8"></span>nia <span class="_ _2a"> </span>in<span class="_ _8"></span>westycji <span class="_ _21"> </span>jednak <span class="_ _21"> </span>obserwo<span class="_ _8"></span><span class="ff1">wa<span class="_ _8"></span>ne <span class="_ _2a"> </span>sp<span class="_ _8"></span>owolnienie <span class="_ _21"> </span>gospodarc<span class="_ _8"></span>ze </span></div><div class="t m0 x2 h8 y7a ff2 fs3 fc0 sc0 ls0 ws0">wpływa <span class="_ _3"></span>negatywnie<span class="_ _8"></span> <span class="_ _3"></span>na <span class="_ _3"></span>liczbę <span class="_ _3"></span>rozpoczy<span class="_ _8"></span>nanych <span class="_ _3"></span>inwestycj<span class="_ _8"></span>i <span class="_ _3"></span>budowlanych. <span class="_ _3"></span> <span class="_ _3"></span>Inwest<span class="_ _8"></span>orzy <span class="_ _3"></span>prywatni <span class="_ _3"></span>wstrz<span class="_ _8"></span>ymują </div><div class="t m0 x2 h8 y620 ff2 fs3 fc0 sc0 ls0 ws0">się <span class="_ _0"></span>z rozpoczęciem realizacji inwestycji <span class="_ _0"></span>z uwagi na <span class="_ _3"></span>n<span class="_ _8"></span>iepewną sytuację gospodarczą i <span class="_ _3"></span>e<span class="_ _8"></span>pidemiologiczna,<span class="_ _8"></span> </div><div class="t m0 x2 h8 y621 ff1 fs3 fc0 sc0 ls0 ws0">niestabilny poziom cen <span class="_ _8"></span>ma<span class="ff2">teriałów, <span class="_ _8"></span>a także utrudnio<span class="_ _8"></span>ny dostęp do ka<span class="_ _8"></span>pitału.<span class="_ _8"></span></span> </div><div class="t m0 x2 h8 y622 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y623 ff1 fs3 fc0 sc0 ls0 ws0">Niestabilny <span class="_ _14"> </span><span class="ff2">poziom <span class="_ _14"> </span>cen <span class="_ _14"> </span>materiałów <span class="_ _14"> </span>i <span class="_ _14"> </span>usług</span>, <span class="_ _14"> </span><span class="ff2">a <span class="_ _14"> </span>także <span class="_ _14"> </span>wzrost <span class="_ _14"> </span>agresywnej <span class="_ _14"> </span>konkurencji <span class="_ _1e"> </span>p<span class="_ _8"></span>omiędzy<span class="_ _8"></span> </span></div><div class="t m0 x2 h8 y624 ff2 fs3 fc0 sc0 ls0 ws0">Wykonawcami <span class="_ _7"> </span>w <span class="_ _2a"> </span>perspekt<span class="_ _8"></span>ywie <span class="_ _7"> </span>średnio <span class="_ _2a"> </span>i <span class="_ _7"> </span>długookres<span class="_ _8"></span>owej <span class="_ _7"> </span>może <span class="_ _2a"> </span>negatywnie <span class="_ _7"> </span>wp<span class="_ _8"></span>łynąć <span class="_ _7"> </span>na <span class="_ _7"> </span>re<span class="_ _8"></span>ntowność<span class="_ _8"></span> </div><div class="t m0 x2 h8 y625 ff2 fs3 fc0 sc0 ls0 ws0">kontraktów <span class="_ _c"></span><span class="ff1">r<span class="_ _8"></span>ealizowanyc<span class="_ _8"></span>h <span class="_ _c"></span>w <span class="_ _f"></span></span>2021 <span class="_ _c"></span>roku <span class="_ _f"></span>i <span class="_ _c"></span>latach <span class="_ _f"></span>późniejs<span class="_ _8"></span>zych, <span class="_ _f"></span>a <span class="_ _c"></span>zawieranych <span class="_ _c"></span>w <span class="_ _f"></span>oparciu <span class="_ _f"></span>o <span class="_ _c"></span>poziom <span class="_ _f"></span>cen </div><div class="t m0 x2 h8 y44 ff2 fs3 fc0 sc0 ls0 ws0">nieuwzględniający wz<span class="_ _8"></span>rostów kosz<span class="_ _8"></span>tów realizacji. <span class="_ _8"></span><span class="ff1">  </span></div><div class="t m0 x2 h8 y626 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y627 ff2 fs3 fc0 sc0 ls0 ws0">Emitent <span class="_ _2a"> </span>dąży <span class="_ _2a"> </span>do <span class="_ _7"> </span>m<span class="_ _8"></span>inimalizacji <span class="_ _2a"> </span>tego <span class="_ _7"> </span>r<span class="_ _8"></span>yzyka <span class="_ _2a"> </span>poprzez <span class="_ _2a"> </span>dywersy<span class="_ _8"></span>fikacje <span class="_ _7"> </span>portfel<span class="_ _8"></span>a <span class="_ _7"> </span>zamówień <span class="_ _2a"> </span>m.in. <span class="_ _2a"> </span>Spółka<span class="_ _8"></span> </div><div class="t m0 x2 h8 y581 ff1 fs3 fc0 sc0 ls0 ws0">realizuje <span class="_ _2b"> </span><span class="ff2">również <span class="_ _2b"> </span>krótkoterminowe, <span class="_ _2b"> </span>wys<span class="_ _8"></span>okomarżowe <span class="_ _2b"> </span>kontrakty <span class="_ _2b"> </span>budowy <span class="_ _2b"> </span>obiektów <span class="_ _2b"> </span>magazynowych <span class="_ _2b"> </span>i </span></div><div class="t m0 x2 h8 y628 ff2 fs3 fc0 sc0 ls0 ws0">przemysłowych <span class="_ _26"> </span><span class="ff1">oraz <span class="_ _27"> </span></span>kontrakty<span class="_ _8"></span> <span class="_ _27"> </span>w <span class="_ _27"> </span>segmencie <span class="_ _27"> </span>m<span class="_ _8"></span>ieszkaniowych <span class="_ _27"> </span>dla <span class="_ _27"> </span>p<span class="_ _8"></span>odmiotu <span class="_ _27"> </span>zależnego <span class="_ _27"> </span>JH<span class="_ _8"></span>M </div><div class="t m0 x2 h8 y629 ff1 fs3 fc0 sc0 ls0 ws0">DEVELOPMENT <span class="_ _7"> </span>S.A., <span class="_ _6"> </span>prz<span class="_ _8"></span>y <span class="_ _6"> </span>j<span class="_ _8"></span>ednoczesnym <span class="_ _7"> </span><span class="ff2">zabezpieczaniu <span class="_ _6"> </span>c<span class="_ _8"></span>en <span class="_ _6"> </span>mater<span class="_ _8"></span>iałów <span class="_ _6"> </span>i <span class="_ _7"> </span>usług <span class="_ _6"> </span>n<span class="_ _8"></span>a <span class="_ _6"> </span>początk<span class="_ _8"></span>owym </span></div><div class="t m0 x2 h8 y62a ff1 fs3 fc0 sc0 ls0 ws0">etapie reali<span class="ff2">zacj<span class="_ _8"></span>i długoterminowych k<span class="_ _8"></span>ontraktów z jedno<span class="_ _8"></span>stkami <span class="_ _8"></span></span>z sektora pub<span class="_ _8"></span>licznego.  </div><div class="t m0 x2 h8 y62b ff1 fs3 fc0 sc0 ls0 ws0">Realizowane <span class="_ _7"> </span>u<span class="ff2">mowy <span class="_ _7"> </span>na <span class="_ _7"> </span>budowę <span class="_ _7"> </span>obiektów <span class="_ _7"> </span>użyteczności <span class="_ _7"> </span>publicznej <span class="_ _7"> </span>i <span class="_ _6"> </span>dró<span class="_ _8"></span>g <span class="_ _6"> </span>c<span class="_ _8"></span>harakteryzuj<span class="_ _8"></span>ą <span class="_ _6"> </span>się <span class="_ _7"> </span>długim </span></div><div class="t m0 x2 h8 y62c ff2 fs3 fc0 sc0 ls0 ws0">terminem <span class="_ _7"> </span>realizac<span class="_ _8"></span>ji, <span class="_ _7"> </span>a <span class="_ _7"> </span>marż<span class="_ _8"></span>e <span class="_ _7"> </span>dla <span class="_ _7"> </span>tych <span class="_ _7"> </span>k<span class="_ _8"></span>ontraktów <span class="_ _7"> </span>zo<span class="_ _8"></span>stały <span class="_ _7"> </span>skalkulowan<span class="_ _8"></span>e <span class="_ _7"> </span>przed <span class="_ _2a"> </span>okresem<span class="_ _c"></span><span class="ff1"> <span class="_ _7"> </span></span>wys<span class="_ _8"></span>tąp<span class="ff1">ienia </span></div><div class="t m0 x2 h8 y62d ff1 fs3 fc0 sc0 ls0 ws0">pandemii <span class="_ _12"> </span>COVID-19 <span class="_ _12"> </span><span class="ff2">i <span class="_ _12"> </span>Spółka <span class="_ _12"> </span>równi<span class="_ _8"></span>eż <span class="_ _13"> </span>wtedy <span class="_ _12"> </span>zaw<span class="_ _8"></span>arła <span class="_ _13"> </span>u<span class="_ _8"></span>mowy <span class="_ _12"> </span>z <span class="_ _13"> </span>k<span class="_ _8"></span>luczowymi <span class="_ _12"> </span>podwykon<span class="_ _8"></span>awcami <span class="_ _12"> </span>i </span></div><div class="t m0 x2 h8 y62e ff2 fs3 fc0 sc0 ls0 ws0">dostawcami mater<span class="_ _8"></span>iałów.<span class="ff1"> </span></div><div class="t m0 x2 h8 y62f ff2 fs3 fc0 sc0 ls0 ws0">Wypełniony <span class="_ _6"></span>portfel <span class="_ _f"></span>za<span class="_ _8"></span>mówień, <span class="_ _6"></span>wysoki <span class="_ _6"></span>udział <span class="_ _6"></span>kontraktów <span class="_ _6"></span>publicznych, <span class="_ _6"></span>częściowe <span class="_ _6"> </span>zabezpieczenie <span class="_ _6"></span>cen </div><div class="t m0 x2 h8 y630 ff2 fs3 fc0 sc0 ls0 ws0">materiałów <span class="_ _8"></span>i<span class="_ _8"></span> <span class="_ _8"></span>usług <span class="_ _c"></span>oraz <span class="_ _8"></span>dłu<span class="_ _8"></span>goterminowy <span class="_ _8"></span>char<span class="_ _8"></span>akt<span class="_ _8"></span>er <span class="_ _8"></span>po<span class="_ _8"></span>wyższych <span class="_ _8"></span>k<span class="_ _8"></span>ontraktów <span class="_ _8"></span>spra<span class="_ _8"></span>wiają, <span class="_ _8"></span>iż <span class="_ _c"></span>MIRBUD <span class="_ _c"></span>S.A. </div><div class="t m0 x2 h8 y631 ff2 fs3 fc0 sc0 ls0 ws0">znajduje się w dość b<span class="_ _8"></span>ezpiecznym położeniu w <span class="_ _8"></span>panującym burzliwy<span class="_ _8"></span>m otoczeniu mak<span class="_ _8"></span>roekonomicznym.<span class="_ _c"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 y632 ff2 fs3 fc0 sc0 ls0 ws0">W  okres<span class="_ _8"></span>ie  od<span class="_ _8"></span>  1 <span class="_ _2b"> </span>stycz<span class="_ _8"></span>nia  do <span class="_ _2b"> </span>31 <span class="_ _2b"> </span>grudnia <span class="_ _2b"> </span>2021 <span class="_ _2b"> </span>r. <span class="_ _2b"> </span>Spółka  n<span class="_ _8"></span>a  ter<span class="_ _8"></span>enie <span class="_ _2b"> </span>Polski <span class="_ _2b"> </span>wzięła <span class="_ _2b"> </span>udział <span class="_ _11"> </span>w <span class="_ _2b"> </span>110<span class="_ _8"></span> </div><div class="t m0 x2 h8 y51 ff2 fs3 fc0 sc0 ls0 ws0">postępowaniach ofertowych niepublicznych i <span class="_ _3"></span>49 przetargach publicznych <span class="_ _0"></span>o <span class="_ _0"></span>łącznej wartości <span class="_ _3"></span>16,<span class="_ _8"></span>4 <span class="_ _0"></span>mld zł. </div><div class="t m0 x2 h8 y474 ff2 fs3 fc0 sc0 ls0 ws0">29 z nich zakończyło si<span class="_ _8"></span>ę wyborem oferty E<span class="_ _8"></span>mitenta.<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 y633 ff2 fs3 fc0 sc0 ls0 ws0">Spółka  osiągnęła  w<span class="_ _8"></span><span class="ff1">  2021</span>r  powyż<span class="_ _8"></span>ej  10%  przychodó<span class="_ _8"></span>w  ze  sprzedaży  z  następ<span class="_ _8"></span>ującymi  odbiorcami<span class="_ _8"></span>: </div><div class="t m0 x2 h8 y154 ff1 fs3 fc0 sc0 ls0 ws0">GDDKiA <span class="_ _c"></span>(41%)<span class="_ _8"></span> <span class="_ _c"></span><span class="ff2">podmioty <span class="_ _f"></span>z <span class="_ _c"></span>Grupy <span class="_ _f"></span>Kapitałowej <span class="_ _c"></span>Panattoni<span class="_ _8"></span> <span class="_ _c"></span>Europe <span class="_ _c"></span>(łąc<span class="_ _8"></span>znie <span class="_ _c"></span>ok. <span class="_ _6"></span></span>19%), <span class="_ _c"></span>PPL <span class="_ _c"></span>Rad<span class="_ _8"></span>om <span class="_ _c"></span>(8%<span class="_ _8"></span>) </div><div class="t m0 x2 hb y634 ff2 fs3 fc0 sc0 ls0 ws0">oraz od podmiotu za<span class="_ _8"></span>leżnego <span class="ff1">J<span class="_ _8"></span>HM DEVELOPM<span class="_ _8"></span>ENT (6<span class="ls1e">%)</span>.<span class="ff6"> </span></span></div><div class="t m0 x2 h9 y635 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h35 yf4 ff6 fs1 fc0 sc0 ls0 ws0">KOBYLARNI<span class="_ _0"></span>A S.A. </div><div class="t m0 x2 h8 y636 ff1 fs3 fc0 sc0 ls0 ws0">W <span class="_ _f"></span>okresie <span class="_ _f"></span>sprawozdawc<span class="_ _8"></span>zym <span class="_ _f"></span>odbior<span class="_ _8"></span><span class="ff2">cami <span class="_ _f"></span>usług <span class="_ _6"></span>Spółki <span class="_ _f"></span>były <span class="_ _f"></span>podmioty <span class="_ _f"></span>krajowe.<span class="_ _8"></span> <span class="_ _f"></span>Odbiorców <span class="_ _f"></span>produktów <span class="_ _6"></span>i </span></div><div class="t m0 x2 h8 y637 ff2 fs3 fc0 sc0 ls0 ws0">usług oferowanych przez<span class="_ _8"></span> KOBYLARNI<span class="_ _8"></span>A S.A. można podzie<span class="_ _8"></span>lić na dwie grupy:<span class="_ _c"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 y638 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x36 h8 y639 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span>podm<span class="_ _8"></span>ioty <span class="_ _3"></span>z <span class="_ _3"></span>sektora publicznego <span class="_ _3"></span>- <span class="_ _0"></span><span class="ff2">podlegające <span class="_ _0"></span>przepisom <span class="_ _0"></span>ustawy <span class="_ _3"></span>Prawo <span class="_ _0"></span>zamówień publicznych,<span class="_ _8"></span><span class="ff1"> </span></span></div></div></div><div class="pi" ></div></div><div id="pf34" class="pf w0 h0" ><div class="pc pc34 w0 h0"><img class="bi x4 y2a w3 h5" alt="" src="data:image/png;base64,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class="c x0 y1 w2 h0"><div class="t m0 x5 h6 y2b ff4 fs2 fc2 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI GRUPY KAPITAŁOWEJ <span class="ff3">MIRBUD ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc3"> </span></span></div><div class="t m0 x6 h4 y2c ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y2d w4 ha"><div class="t m0 x105 h8 y85 ff2 fs3 fc2 sc0 ls0 ws0">Grupa Kapitałowa MIR<span class="_ _8"></span>BUD<span class="ff1"> <span class="ls6">| <span class="_ _8"></span></span>Odbiorcy </span></div></div><div class="c x9 y2d w5 ha"><div class="t m0 xa h4 y86 ff3 fs1 fc4 sc0 ls3 ws0">52<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h4 y31 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x36 h8 y18e ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span>podm<span class="_ _8"></span>ioty z sektora pry<span class="_ _8"></span>watnego. </div><div class="t m0 x2 h8 y22f ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y34 ff2 fs3 fc0 sc0 ls0 ws0">Zdecydowana <span class="_ _c"></span>więks<span class="_ _8"></span>zość <span class="_ _c"></span>przy<span class="_ _8"></span>chodów <span class="_ _8"></span>Spó<span class="_ _8"></span>łka <span class="_ _c"></span>osiągnęła <span class="_ _c"></span>z <span class="_ _c"></span>ty<span class="_ _8"></span>tułu <span class="_ _8"></span>usłu<span class="_ _8"></span>g <span class="_ _c"></span>budowlanyc<span class="_ _8"></span>h <span class="_ _c"></span>realizowanych <span class="_ _c"></span>na </div><div class="t m0 x2 h8 y230 ff2 fs3 fc0 sc0 ls0 ws0">zlecenie podmiotów z s<span class="_ _8"></span>ektora publicznego (g<span class="_ _8"></span>łównie Generalnej<span class="_ _8"></span> Dyrekcji Dróg Kraj<span class="_ _8"></span>owych i Autostrad). <span class="_ _f"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 y231 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y293 ff2 fs3 fc0 sc0 ls0 ws0">Na <span class="_ _7"> </span>koniec <span class="_ _7"> </span>okresu <span class="_ _7"> </span>sprawoz<span class="_ _8"></span>dawczego <span class="_ _7"> </span>Kobylarnia <span class="_ _7"> </span>S.<span class="_ _8"></span>A. <span class="_ _7"> </span>posiada <span class="_ _7"> </span>wypełniony <span class="_ _7"> </span>portf<span class="_ _8"></span>el <span class="_ _7"> </span>zamówień <span class="_ _21"> </span><span class="ff1">na <span class="_ _7"> </span>lata </span></div><div class="t m0 x2 h8 y294 ff1 fs3 fc0 sc0 ls11 ws0">202<span class="ls0">2-</span>202<span class="_ _8"></span><span class="ff2 ls0">5 o łącznej wartośc<span class="_ _8"></span>i powyżej <span class="ff1">blisk<span class="_ _8"></span>o 2 mld </span>zł netto<span class="ff1">. <span class="_ _8"></span> </span></span></div><div class="t m0 x2 h35 y63a ff6 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h35 y500 ff6 fs1 fc0 sc0 ls0 ws0">JHM DEVELOPEME<span class="_ _0"></span>NT <span class="_ _0"></span>S.A. </div><div class="t m0 x2 h35 y59b ff6 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y63b ff2 fs3 fc0 sc0 ls0 ws0">Ze <span class="_ _7"> </span>względu <span class="_ _7"> </span>na <span class="_ _7"> </span>obszar <span class="_ _7"> </span>działania <span class="_ _7"> </span>JHM <span class="_ _7"> </span>DEVELOPME<span class="_ _8"></span>NT <span class="_ _2a"> </span><span class="ff1">S.A. <span class="_ _7"> </span></span>można <span class="_ _7"> </span>mówić <span class="_ _7"> </span>o <span class="_ _7"> </span>dużym <span class="_ _7"> </span>zróżnicowaniu </div><div class="t m0 x2 h8 y63c ff2 fs3 fc0 sc0 ls0 ws0">odbiorców <span class="_ _3"></span>produktów <span class="_ _3"></span>Spółki<span class="_ _8"></span><span class="ff1 lsd">. <span class="_ _2"></span><span class="ls0">N<span class="_ _8"></span>abywcy <span class="_ _3"></span><span class="ff2">lokali <span class="_ _3"></span>mieszkalny<span class="_ _8"></span>ch, <span class="_ _2"></span>s<span class="_ _8"></span>tanowią <span class="_ _3"></span>różnorodną <span class="_ _3"></span>grupę <span class="_ _3"></span>niepowiązanych </span></span></span></div><div class="t m0 x2 h8 y63d ff2 fs3 fc0 sc0 ls0 ws0">ze sobą podmiotów <span class="_ _8"></span>i osób indywidualnych, <span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 y63e ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y63f ff2 fs3 fc0 sc0 ls0 ws0">Ze wzgl<span class="_ _0"></span>ędu na <span class="_ _3"></span>dużą liczbę <span class="ff1 ls11">odb</span>iorców nie <span class="_ _3"></span>wy<span class="_ _8"></span>stępuje uzależnienie <span class="_ _0"></span>od żadnego <span class="_ _3"></span>z odbiorców usług <span class="_ _3"></span>spółek<span class="_ _8"></span> </div><div class="t m0 x2 h8 y640 ff1 fs3 fc0 sc0 ls0 ws0">Grupy. </div><div class="t m0 x2 h35 y641 ff6 fs1 fc0 sc0 ls0 ws0">MARYWILSK<span class="_ _0"></span>A 44 sp. z o.o. </div><div class="t m0 x2 h35 y642 ff6 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hb y643 ff5 fs3 fce sc0 ls0 ws0">Segment najmu nie<span class="_ _8"></span>ruchomości na <span class="_ _8"></span>cele handlowe<span class="_ _8"></span><span class="ff6"> </span></div><div class="t m0 x2 hb y644 ff6 fs3 fc11 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y2a0 ff1 fs3 fc0 sc0 ls0 ws0">W <span class="_ _2a"> </span>zakresie <span class="_ _2a"> </span>najm<span class="_ _8"></span>u <span class="_ _2a"> </span>na <span class="_ _2a"> </span>cele <span class="_ _21"> </span>handlowo<span class="_ _8"></span>-<span class="ff2">usługowe <span class="_ _21"> </span>główna <span class="_ _2a"> </span>działa<span class="_ _8"></span>lność <span class="_ _2a"> </span>spółki <span class="_ _2a"> </span>ob<span class="_ _8"></span>ejmowała <span class="_ _2a"> </span>zarządza<span class="_ _8"></span>nie </span></div><div class="t m0 x2 h8 y4e2 ff2 fs3 fc0 sc0 ls0 ws0">kompleksem <span class="_ _2b"> </span>handlowym <span class="_ _2b"> </span>MARYWILSKA <span class="_ _2b"> </span>44,  a<span class="_ _8"></span>  na <span class="_ _2b"> </span>koniec  r<span class="_ _8"></span>oku  dzia<span class="_ _8"></span>łalność  z<span class="_ _8"></span>ostała  pos<span class="_ _8"></span>zerzona <span class="_ _11"> </span>o </div><div class="t m0 x2 h8 y645 ff2 fs3 fc0 sc0 ls0 ws0">zarządzanie obiekta<span class="_ _8"></span>mi handlowymi w Starac<span class="_ _8"></span>howicach oraz<span class="_ _8"></span> Rumii. <span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 y9c ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y5a7 ff1 fs3 fc0 sc0 ls0 ws0">Z uwagi na <span class="_ _8"></span>fak<span class="ff2">t, <span class="_ _8"></span>że Spó<span class="_ _8"></span>łka dokona<span class="_ _8"></span>ła zakupu n<span class="_ _8"></span>owych n<span class="_ _8"></span>ieruchomości n<span class="_ _8"></span>a koniec <span class="_ _8"></span>2021<span class="_ _8"></span></span> <span class="_ _8"></span>r. oraz <span class="_ _8"></span>z uwagi n<span class="_ _8"></span>a </div><div class="t m0 x2 h8 y646 ff2 fs3 fc0 sc0 ls0 ws0">wielkość <span class="_ _f"></span>tych <span class="_ _f"></span>obiektów<span class="_ _8"></span> <span class="_ _f"></span>w <span class="_ _f"></span>porównaniu <span class="_ _6"></span>do <span class="_ _f"></span>obiektu <span class="_ _f"></span>w <span class="_ _f"></span>Warsz<span class="_ _8"></span>awie, <span class="_ _f"></span>głównym <span class="_ _f"></span>rynki<span class="_ _8"></span>em <span class="_ _f"></span>działalności <span class="_ _f"></span>sp<span class="_ _8"></span>ółki </div><div class="t m0 x2 h8 y647 ff2 fs3 fc0 sc0 ls0 ws0">pozostaje <span class="_ _2"></span>t<span class="_ _8"></span>eren <span class="_ _3"></span>Warszawy <span class="_ _3"></span>i <span class="_ _3"></span>okolic. <span class="_ _2"></span>Stra<span class="_ _8"></span>tegia <span class="_ _3"></span>rozwoju <span class="_ _3"></span>Spółki <span class="_ _3"></span>przewiduje <span class="_ _2"></span>j<span class="_ _8"></span>edna<span class="_ _8"></span>k <span class="_ _3"></span>współprace <span class="_ _3"></span>z <span class="_ _3"></span>podmiotami </div><div class="t m0 x2 h8 y648 ff2 fs3 fc0 sc0 ls0 ws0">działającymi <span class="_ _8"></span>zarówno <span class="_ _8"></span>na <span class="_ _8"></span>rynku <span class="_ _8"></span>stołecz<span class="_ _8"></span>nym, j<span class="_ _8"></span>ak i <span class="_ _8"></span>w <span class="_ _8"></span>skali <span class="_ _8"></span>ogólno<span class="_ _8"></span>polskiej. <span class="_ _8"></span>Odbiorców <span class="_ _8"></span>usług <span class="_ _8"></span>oferowa<span class="_ _8"></span>nych </div><div class="t m0 x2 h8 y649 ff2 fs3 fc0 sc0 ls0 ws0">przez Spółkę, jakimi są <span class="_ _8"></span>usługi najmu możn<span class="_ _8"></span>a podzielić na dwie <span class="_ _8"></span>grupy:<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 y64a ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x36 h8 y17e ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span> <span class="ff2">prowadz<span class="_ _8"></span>ących działal<span class="_ _8"></span>ność małych podmiotów <span class="_ _8"></span>gospodarcz<span class="_ _8"></span>ych  </span> </div><div class="t m0 x36 h8 y64b ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span> p<span class="ff2">od<span class="_ _8"></span>mioty prowadzące si<span class="_ _8"></span>eć handlową, dzia<span class="_ _8"></span>łające w skali kraj<span class="_ _8"></span>u lub regionalnie<span class="_ _c"></span></span> </div><div class="t m0 x25 h8 y64c ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y64d ff2 fs3 fc0 sc0 ls0 ws0">Ze <span class="_ _21"> </span>względu <span class="_ _28"> </span>na <span class="_ _21"> </span>duż<span class="_ _8"></span>ą <span class="_ _21"> </span>liczbę <span class="_ _21"> </span>p<span class="_ _8"></span>otencjalnych <span class="_ _21"> </span>n<span class="_ _8"></span>ajemców <span class="_ _21"> </span>z<span class="_ _8"></span>arówno <span class="_ _21"> </span>na <span class="_ _28"> </span>terenie<span class="_ _8"></span> <span class="_ _21"> </span>Kompleksu  Handlowego </div><div class="t m0 x2 h8 y64e ff2 fs3 fc0 sc0 ls0 ws0">MARYWILSKA 44, <span class="_ _3"></span>jak i <span class="_ _3"></span>parku handlowego <span class="_ _3"></span>w<span class="_ _8"></span> <span class="_ _3"></span>Ru<span class="_ _8"></span>mi <span class="_ _3"></span>ora<span class="_ _8"></span>z <span class="_ _0"></span>różnorodność oferowanych <span class="_ _3"></span>przez nich <span class="_ _3"></span>towar<span class="_ _c"></span>ów<span class="_ _8"></span> </div><div class="t m0 x2 h8 y64f ff2 fs3 fc0 sc0 ls0 ws0">i usług nie występuje <span class="_ _8"></span>bezpośrednie uzależni<span class="_ _8"></span>enie Spółki od żadneg<span class="_ _8"></span>o z odbiorców.<span class="_ _c"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 y650 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y56a ff2 fs3 fc0 sc0 ls0 ws0">W <span class="_ _f"></span>prz<span class="_ _8"></span>ypadku <span class="_ _6"></span>pawilonu <span class="_ _6"></span>handlowego <span class="_ _6"> </span>w <span class="_ _6"> </span>Starachow<span class="_ _8"></span>icach <span class="_ _6"></span>najem <span class="_ _6"></span>skierowany <span class="_ _6"></span>jest <span class="_ _6"></span>wyłącznie <span class="_ _6"></span>do <span class="_ _6"></span>jednego </div><div class="t m0 x2 h8 y5cf ff2 fs3 fc0 sc0 ls0 ws0">najemcy <span class="_ _f"></span>z <span class="_ _f"></span>branży <span class="_ _f"></span>dom <span class="_ _6"></span>i <span class="_ _f"></span>ogród. <span class="_ _f"></span>Jednakże <span class="_ _f"></span>w <span class="_ _f"></span>prz<span class="_ _8"></span>ypadku <span class="_ _f"></span>rozwiązania <span class="_ _f"></span>um<span class="_ _8"></span>owy <span class="_ _f"></span>z <span class="_ _f"></span>tym <span class="_ _f"></span>najemcom <span class="_ _6"></span>nie <span class="_ _f"></span>ma </div><div class="t m0 x2 h8 y651 ff2 fs3 fc0 sc0 ls0 ws0">przeszkód <span class="_ _f"></span>do <span class="_ _f"></span>zawarc<span class="_ _8"></span>ia <span class="_ _f"></span>umowy<span class="_ _8"></span> <span class="_ _f"></span>z <span class="_ _f"></span>inną <span class="_ _f"></span>dużą <span class="_ _f"></span>s<span class="_ _8"></span>iecią <span class="_ _f"></span>handl<span class="_ _8"></span>ową <span class="_ _f"></span>działająca <span class="_ _f"></span>w<span class="_ _8"></span> <span class="_ _f"></span>tej <span class="_ _7"> </span>lub <span class="_ _f"></span>innej <span class="_ _f"></span>branży <span class="_ _f"></span>(np. <span class="_ _f"></span>w<span class="_ _8"></span> </div><div class="t m0 x2 h8 y652 ff2 fs3 fc0 sc0 ls0 ws0">obszarze sprzedaży<span class="_ _8"></span> produktów spożywc<span class="_ _8"></span>zych lub elektronicznyc<span class="_ _8"></span>h). <span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 y653 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y654 ff2 fs3 fc0 sc0 ls0 ws0">Podsumowując w <span class="_ _0"></span>ramach swojej oferty <span class="_ _3"></span>S<span class="_ _8"></span>półka oferuje usługi <span class="_ _3"></span>wyn<span class="_ _8"></span>ajmu lokali <span class="_ _0"></span>użytkowych na <span class="_ _0"></span>działalność </div><div class="t m0 x2 h8 y22 ff2 fs3 fc0 sc0 ls0 ws0">handlową, <span class="_ _3"></span>gastronomiczną<span class="_ _8"></span>, <span class="_ _3"></span>usługową <span class="_ _3"></span>oraz <span class="_ _3"></span>rozr<span class="_ _8"></span>ywkową. <span class="_ _3"></span>Celem <span class="_ _3"></span>Spółki <span class="_ _3"></span>jes<span class="_ _8"></span><span class="ff1">t <span class="_ _3"></span>skutecz<span class="_ _8"></span>ne <span class="_ _3"></span>pozyskiwanie <span class="_ _3"></span>oraz<span class="_ _8"></span> </span></div><div class="t m0 x2 h8 y5e7 ff2 fs3 fc0 sc0 ls0 ws0">zaspokajanie rosnącyc<span class="_ _8"></span>h potrzeb potencjalnych kl<span class="_ _8"></span>ientów.<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 y655 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y656 ff2 fs3 fc0 sc0 ls0 ws0">Trudny <span class="_ _2a"> </span>czas <span class="_ _21"> </span>na <span class="_ _2a"> </span>rynku <span class="_ _2a"> </span>naj<span class="_ _8"></span>mu <span class="_ _2a"> </span>nierucho<span class="_ _8"></span>mości <span class="_ _2a"> </span>handlo<span class="_ _8"></span>wych <span class="_ _2a"> </span>począwsz<span class="_ _8"></span>y <span class="_ _2a"> </span>od <span class="_ _2a"> </span>wybu<span class="_ _8"></span>chu <span class="_ _2a"> </span>pandemii <span class="_ _2a"> </span>wirusa<span class="_ _8"></span> </div><div class="t m0 x2 h8 y657 ff1 fs3 fc0 sc0 ls0 ws0">COVID-19 <span class="_ _8"></span>w <span class="_ _8"></span>2020 <span class="_ _8"></span><span class="ff2">r. <span class="_ _8"></span>i <span class="_ _8"></span>zwięks<span class="_ _8"></span>zenie licz<span class="_ _8"></span>by loka<span class="_ _8"></span>li <span class="_ _8"></span>dostępnych <span class="_ _8"></span>do <span class="_ _8"></span>wynajmu <span class="_ _8"></span>wym<span class="_ _8"></span>usza <span class="_ _8"></span>decy<span class="_ _8"></span></span>z<span class="_ _8"></span>je o <span class="_ _8"></span>tworzen<span class="_ _8"></span>iu </div><div class="t m0 x2 h8 y22b ff2 fs3 fc0 sc0 ls0 ws0">lub <span class="_ _2"></span>roz<span class="_ _8"></span>woju <span class="_ _3"></span>nowych <span class="_ _3"></span>usług <span class="_ _3"></span>zgodnie <span class="_ _3"></span>z <span class="_ _3"></span>bieżącymi <span class="_ _3"></span>standar<span class="_ _8"></span>dami <span class="_ _3"></span>obowiązujący<span class="_ _8"></span>mi <span class="_ _2"></span>w <span class="_ _3"></span>tym<span class="_ _8"></span> <span class="_ _3"></span>segmencie <span class="_ _3"></span>na <span class="_ _3"></span>rynku. <span class="_ _c"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 y371 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y1af ff2 fs3 fc0 sc0 ls0 ws0">Rynek  wynajm<span class="_ _8"></span>u  pow<span class="_ _8"></span>ierzchni  h<span class="_ _8"></span>andlowej <span class="_ _11"> </span>s<span class="_ _8"></span>tał  się <span class="_ _11"> </span>r<span class="_ _8"></span>ynkiem <span class="_ _11"> </span>b<span class="_ _8"></span>ardzo  ko<span class="_ _8"></span>nkurencyjnym <span class="_ _2b"> </span>i  obj<span class="_ _8"></span>ętym  dużą<span class="_ _8"></span> </div><div class="t m0 x2 h8 y20c ff2 fs3 fc0 sc0 ls0 ws0">niepewnością <span class="_ _c"></span>c<span class="_ _8"></span>o <span class="_ _c"></span>do <span class="_ _f"></span>perspektyw <span class="_ _f"></span>jego <span class="_ _c"></span>rozwoju. <span class="_ _f"></span>W <span class="_ _c"></span>obec<span class="_ _c"></span><span class="ff1">nej <span class="_ _c"></span>sy<span class="_ _8"></span>tuacji <span class="_ _c"></span>gospodarczej<span class="_ _8"></span> <span class="_ _c"></span>i <span class="_ _c"></span>otocz<span class="_ _8"></span>eniu <span class="_ _c"></span>prawny<span class="_ _8"></span>m </span></div><div class="t m0 x2 h8 y658 ff2 fs3 fc0 sc0 ls0 ws0">pozyskanie <span class="_ _8"></span>nowy<span class="_ _8"></span>ch <span class="_ _8"></span>najemc<span class="_ _8"></span>ów <span class="_ _8"></span>i <span class="_ _8"></span>utrz<span class="_ _8"></span>ymanie <span class="_ _8"></span>wy<span class="_ _8"></span>sokiego <span class="_ _8"></span>ws<span class="_ _8"></span>kaźnika <span class="_ _8"></span>komerc<span class="_ _8"></span>jalizacji <span class="_ _c"></span>stało <span class="_ _8"></span>się <span class="_ _8"></span>sz<span class="_ _8"></span>czególne </div></div></div><div class="pi" ></div></div><div id="pf35" class="pf w0 h0" ><div class="pc pc35 w0 h0"><img class="bi x4 y2a w3 h5" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x5 h6 y2b ff4 fs2 fc2 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI GRUPY KAPITAŁOWEJ <span class="ff3">MIRBUD ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc3"> </span></span></div><div class="t m0 x6 h4 y2c ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y2d w4 ha"><div class="t m0 x105 h8 y85 ff2 fs3 fc2 sc0 ls0 ws0">Grupa Kapitałowa MIR<span class="_ _8"></span>BUD<span class="ff1"> <span class="ls6">| <span class="_ _8"></span></span>Odbiorcy </span></div></div><div class="c x9 y2d w5 ha"><div class="t m0 xa h4 y86 ff3 fs1 fc4 sc0 ls3 ws0">53<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h4 y31 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y18e ff2 fs3 fc0 sc0 ls0 ws0">trudne <span class="_ _8"></span>i wyma<span class="_ _8"></span>ga i<span class="_ _8"></span>nnowacyjnego <span class="_ _8"></span>podejś<span class="_ _8"></span>cia <span class="_ _8"></span>–<span class="ff1"> <span class="_ _8"></span></span>w <span class="_ _8"></span>tym <span class="_ _8"></span>proponowania <span class="_ _8"></span>elastycz<span class="_ _8"></span>nych <span class="_ _8"></span>warunków u<span class="_ _8"></span>mownych, </div><div class="t m0 x2 h8 y659 ff1 fs3 fc0 sc0 ls0 ws0">czy <span class="_ _3"></span>poszukiwania <span class="_ _3"></span>naj<span class="_ _8"></span><span class="ff2">emców <span class="_ _3"></span>z <span class="_ _3"></span>nowy<span class="_ _8"></span>ch <span class="_ _3"></span>segmentów. <span class="_ _3"></span>Je<span class="_ _8"></span>dnocześnie <span class="_ _3"></span>potenc<span class="_ _8"></span>jalni <span class="_ _3"></span>najemcy<span class="_ _8"></span> <span class="_ _3"></span>są <span class="_ _3"></span>coraz <span class="_ _3"></span>bardziej </span></div><div class="t m0 x2 h8 y65a ff2 fs3 fc0 sc0 ls0 ws0">wymagający i świadom<span class="_ _8"></span>i swoich możl<span class="_ _8"></span>iwości negocjacyj<span class="_ _8"></span>nych.<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 y65b ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y65c ff2 fs3 fc0 sc0 ls0 ws0">Spółka <span class="_ _f"></span>od <span class="_ _f"></span>p<span class="_ _8"></span>oczątku <span class="_ _f"></span>swoj<span class="_ _8"></span>ej <span class="_ _f"></span>działalności <span class="_ _6"></span>dostrzega <span class="_ _f"></span>potr<span class="_ _8"></span>zeby <span class="_ _f"></span>najemców <span class="_ _6"></span>i <span class="_ _f"></span>stara <span class="_ _f"></span>się <span class="_ _6"></span>realizować <span class="_ _f"></span>projekty </div><div class="t m0 x2 h8 y65d ff2 fs3 fc0 sc0 ls0 ws0">spełniające  oczekiwania<span class="ff1">  potencjalneg<span class="_ _8"></span>o  najemcy  i <span class="_ _21"> </span>k<span class="_ _8"></span>lienta.  Lokale  handlowe  na <span class="_ _28"> </span>terenie  kompleksu </span></div><div class="t m0 x2 h8 y65e ff2 fs3 fc0 sc0 ls0 ws0">handlowego MARYWILSKA 44 <span class="_ _3"></span>mogą zmieniać swoją <span class="_ _3"></span>powierz<span class="_ _8"></span>chnie <span class="_ _3"></span>w zależności od <span class="_ _0"></span>potrzeb najemców.<span class="_ _8"></span> </div><div class="t m0 x2 h8 y65f ff2 fs3 fc0 sc0 ls0 ws0">Również <span class="_ _2b"> </span>n<span class="_ _8"></span>a <span class="_ _2b"> </span>terenie <span class="_ _13"> </span>parku <span class="_ _13"> </span>handlowego <span class="_ _2b"> </span>w<span class="_ _8"></span> <span class="_ _2b"> </span>Rumi<span class="_ _8"></span>i <span class="_ _2b"> </span>istnieje <span class="_ _13"> </span>możliwość <span class="_ _13"> </span>łączenia <span class="_ _2b"> </span>lu<span class="_ _8"></span>b <span class="_ _2b"> </span>dzielen<span class="_ _8"></span>ia <span class="_ _2b"> </span>lokali </div><div class="t m0 x2 h8 y2f1 ff1 fs3 fc0 sc0 ls0 ws0">handlowych.  </div><div class="t m0 x2 h8 y660 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y661 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="ff2">Spółka <span class="_ _8"></span>prowadzi <span class="_ _8"></span>sta<span class="_ _8"></span>ły <span class="_ _8"></span>mon<span class="_ _8"></span>itoring <span class="_ _8"></span>w <span class="_ _8"></span>kierunku <span class="_ _c"></span>poszerzenia <span class="_ _8"></span>kręg<span class="_ _8"></span>u <span class="_ _8"></span>swoich <span class="_ _8"></span>odb<span class="_ _8"></span>iorców <span class="_ _8"></span>główni<span class="_ _8"></span>e <span class="_ _8"></span>na <span class="_ _8"></span>terenie </span></div><div class="t m0 x2 h8 y662 ff2 fs3 fc0 sc0 ls0 ws0">województwa <span class="_ _1d"> </span>m<span class="_ _8"></span>azowieckiego <span class="_ _25"> </span>i <span class="_ _1d"> </span>łódzkiego <span class="_ _1d"> </span>(ob<span class="_ _8"></span>iekty <span class="_ _25"> </span>w <span class="_ _1d"> </span>Rumii <span class="_ _1d"> </span>i <span class="_ _1d"> </span>S<span class="_ _8"></span>tarachowicach <span class="_ _25"> </span>są <span class="_ _1d"> </span>w <span class="_ _25"> </span>pełni </div><div class="t m0 x2 h8 y663 ff1 fs3 fc0 sc0 ls0 ws0">skomercjalizowane). <span class="_ _8"></span> </div><div class="t m0 x2 h8 y664 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y665 ff2 fs3 fc0 sc0 ls0 ws0">Utrzymanie <span class="_ _1e"> </span>wysok<span class="_ _8"></span>iego <span class="_ _1e"> </span>wskaźnika <span class="_ _1e"> </span>wynajmu<span class="_ _c"></span><span class="ff1"> <span class="_ _1e"> </span>powierzc<span class="_ _8"></span>hni <span class="_ _12"> </span>hand<span class="_ _8"></span>lowych <span class="_ _1e"> </span>w <span class="_ _1e"> </span>Ko<span class="_ _8"></span>mpleksie <span class="_ _1e"> </span>Handlowym<span class="_ _8"></span> </span></div><div class="t m0 x2 h8 y666 ff1 fs3 fc0 sc0 ls0 ws0">MARYWILSKA 44 w 2021 <span class="ff2">r. było <span class="_ _3"></span>d<span class="_ _8"></span>użym wyzwaniem –<span class="ff1"> </span>Spółce udało się <span class="_ _0"></span>nie tylko znaleźć porozumienie </span></div><div class="t m0 x2 h8 y667 ff2 fs3 fc0 sc0 ls0 ws0">z <span class="_ _2a"> </span>większością <span class="_ _2a"> </span>dotychczasowyc<span class="_ _8"></span>h <span class="_ _7"> </span>najemców<span class="_ _8"></span>, <span class="_ _7"> </span>a<span class="_ _8"></span>le <span class="_ _7"> </span>rów<span class="_ _8"></span>nież <span class="_ _7"> </span>p<span class="_ _8"></span>ozyskać <span class="_ _2a"> </span>nowych, <span class="_ _2a"> </span>do <span class="_ _2a"> </span>przyc<span class="_ _8"></span>zyniło <span class="_ _7"> </span>się <span class="_ _2a"> </span>do <span class="_ _2a"> </span>i </div><div class="t m0 x2 h8 y59e ff2 fs3 fc0 sc0 ls0 ws0">zwiększenia <span class="_ _1e"> </span>wskaź<span class="_ _8"></span>ników <span class="_ _14"> </span>w <span class="_ _12"> </span>por<span class="_ _8"></span>ównaniu <span class="_ _1e"> </span>do <span class="_ _14"> </span>ubiegłorocznyc<span class="_ _8"></span>h. <span class="_ _12"> </span> <span class="_ _1e"> </span>O<span class="_ _8"></span>d <span class="_ _1e"> </span>czasu <span class="_ _1e"> </span>ro<span class="_ _8"></span>zpoczęcia <span class="_ _1e"> </span>pandem<span class="_ _8"></span>ii </div><div class="t m0 x2 h8 y1cd ff2 fs3 fc0 sc0 ls0 ws0">priorytetem <span class="_ _c"></span>Spółki <span class="_ _c"></span>było <span class="_ _c"></span>utrzy<span class="_ _8"></span>manie <span class="_ _8"></span>poz<span class="_ _8"></span>ytywnych <span class="_ _c"></span>relacji <span class="_ _c"></span>z <span class="_ _c"></span>najemcami, <span class="_ _c"></span>co <span class="_ _c"></span>przełoż<span class="_ _8"></span>yło <span class="_ _8"></span>się <span class="_ _c"></span>na <span class="_ _c"></span>przywoł<span class="_ _8"></span>ane </div><div class="t m0 x2 h8 y1ce ff2 fs3 fc0 sc0 ls0 ws0">dobre wyniki komercj<span class="_ _8"></span>alizacji, co będzi<span class="_ _8"></span>e skutkować wzr<span class="_ _8"></span>ostem przychodów w k<span class="_ _8"></span>olejnych okr<span class="_ _8"></span>esach<span class="_ _8"></span><span class="ff1">. </span></div><div class="t m0 x2 h8 y668 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hb y669 ff5 fs3 fce sc0 ls0 ws0">Segment najmu nie<span class="_ _8"></span>ruchomości na <span class="_ _8"></span>cele magazyno<span class="_ _8"></span>we<span class="ff6"> </span></div><div class="t m0 x2 hb y66a ff6 fs3 fc11 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y340 ff2 fs3 fc0 sc0 ls0 ws0">W <span class="_ _8"></span>związku <span class="_ _8"></span>z <span class="_ _8"></span>n<span class="_ _8"></span>abyciem <span class="_ _8"></span>w <span class="_ _8"></span>g<span class="_ _8"></span>rudniu <span class="_ _8"></span>2020<span class="_ _8"></span><span class="ff1"> <span class="_ _8"></span></span>r. <span class="_ _8"></span>n<span class="_ _8"></span>ieruchomośc<span class="_ _8"></span>i <span class="_ _8"></span>o <span class="_ _8"></span>przeznaczen<span class="_ _8"></span>iu m<span class="_ _8"></span>agazynowym <span class="_ _c"></span>położonej <span class="_ _8"></span>w<span class="_ _8"></span> </div><div class="t m0 x2 h8 y66b ff2 fs3 fc0 sc0 ls0 ws0">Ostródzie, przy<span class="_ _8"></span> trasie S7 od 2<span class="_ _8"></span>020<span class="ff1"> </span>r. <span class="_ _8"></span>Spółka stała si<span class="_ _8"></span>ę uczestnikiem n<span class="_ _8"></span>owego rynku<span class="_ _8"></span> najmu nieruc<span class="_ _8"></span>homości </div><div class="t m0 x2 h8 y66c ff1 fs3 fc0 sc0 ls0 ws0">magazynowych<span class="ff2">. O<span class="_ _8"></span>dbiorcami Spółki tym<span class="_ _8"></span> samym stały <span class="_ _8"></span>się takie podmioty jak:<span class="_ _c"></span></span> </div><div class="t m0 x36 h8 y66d ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">Pod<span class="_ _8"></span>mioty  gospodarc<span class="_ _8"></span>ze  prowadzące  dzi<span class="_ _8"></span>ałalność  przemys<span class="_ _8"></span>łową  poszukując<span class="_ _8"></span>e  przestrzeni  dla </span></div><div class="t m0 x25 h8 yca ff2 fs3 fc0 sc0 ls0 ws0">celów magazynowyc<span class="_ _8"></span>h,<span class="ff1"> </span></div><div class="t m0 x36 h8 y66e ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">Pod<span class="_ _8"></span>mioty <span class="_ _15"> </span>świadczące <span class="_ _15"> </span>usługi <span class="_ _38"> </span>logistycz<span class="_ _8"></span>ne <span class="_ _b"> </span>i<span class="_ _8"></span> <span class="_ _38"> </span>transportowe <span class="_ _38"> </span>p<span class="_ _8"></span>oszukujące <span class="_ _38"> </span>pow<span class="_ _8"></span>ierzchni </span></div><div class="t m0 x25 h8 y66f ff2 fs3 fc0 sc0 ls0 ws0">umożliwiającej<span class="ff1"> <span class="_ _2b"> </span></span>realizacj<span class="_ _8"></span>e  swoj<span class="_ _8"></span>ej  podstawow<span class="_ _8"></span>ej <span class="_ _11"> </span>działaln<span class="_ _8"></span>ości <span class="_ _2b"> </span>–<span class="ff1"> <span class="_ _2b"> </span>sortowania, <span class="_ _2b"> </span>przechowywanie,<span class="_ _8"></span> </span></div><div class="t m0 x25 h8 y670 ff1 fs3 fc0 sc0 ls0 ws0">magazynowanie, <span class="_ _8"></span> </div><div class="t m0 x36 h8 y17d ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">Pod<span class="_ _8"></span>mioty <span class="_ _13"> </span>dz<span class="_ _8"></span>iałające <span class="_ _12"> </span>w <span class="_ _13"> </span>br<span class="_ _8"></span>anży <span class="_ _12"> </span>handlowej <span class="_ _12"> </span>poszukuj<span class="_ _8"></span>ące <span class="_ _12"> </span>przestrzeni <span class="_ _12"> </span>do <span class="_ _12"> </span>przec<span class="_ _8"></span>howywania <span class="_ _12"> </span>i </span></div><div class="t m0 x25 h8 y671 ff1 fs3 fc0 sc0 ls0 ws0">magazynowania towar<span class="_ _8"></span>u, </div><div class="t m0 x36 h8 y672 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">Inne <span class="_ _f"></span>podmiotu <span class="_ _f"></span>poszukując<span class="_ _8"></span>e <span class="_ _f"></span>powierzchni <span class="_ _f"></span>m.in. <span class="_ _c"></span>na <span class="_ _f"></span>cele <span class="_ _f"></span>świadczen<span class="_ _c"></span>ia <span class="_ _c"></span>us<span class="_ _8"></span>ług <span class="_ _c"></span>w <span class="_ _f"></span>bra<span class="_ _8"></span>nży <span class="_ _f"></span>rozrywki <span class="_ _c"></span>i </span></div><div class="t m0 x25 h8 y64c ff2 fs3 fc0 sc0 ls0 ws0">rekreacji, produkcji lekk<span class="_ _8"></span>iej i innych usług.<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 y673 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y674 ff2 fs3 fc0 sc0 ls0 ws0">Obecnie <span class="_ _7"> </span>głównym <span class="_ _7"> </span>najemcom <span class="_ _7"> </span>nierucho<span class="_ _8"></span>mości <span class="_ _7"> </span>w <span class="_ _7"> </span>Ostródzie <span class="_ _7"> </span>jest <span class="_ _7"> </span>Spółka <span class="_ _7"> </span>działająca <span class="_ _7"> </span>w <span class="_ _7"> </span>branży <span class="_ _7"> </span>produkcj<span class="_ _8"></span>i </div><div class="t m0 x2 h8 y675 ff2 fs3 fc0 sc0 ls0 ws0">mebli <span class="_ _12"> </span>i<span class="_ _8"></span> <span class="_ _12"> </span>wypos<span class="_ _8"></span>ażenia <span class="_ _1e"> </span>wnętrz<span class="_ _8"></span>e. <span class="_ _12"> </span>Przedmi<span class="_ _8"></span>otowa <span class="_ _12"> </span>s<span class="_ _8"></span>półka <span class="_ _1e"> </span>wykorzys<span class="_ _8"></span>tuje <span class="_ _12"> </span>wy<span class="_ _8"></span>najętą <span class="_ _1e"> </span>przestrzeń <span class="_ _1e"> </span>na <span class="_ _1e"> </span>cel<span class="_ _c"></span><span class="ff1 ls9">e </span></div><div class="t m0 x2 h8 y676 ff2 fs3 fc0 sc0 ls0 ws0">magazynowania sw<span class="_ _8"></span>oich produktów. <span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 y677 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y678 ff2 fs3 fc0 sc0 ls0 ws0">Marywilska  44.  Sp. <span class="_ _28"> </span>z  o. <span class="_ _28"> </span>o.  prowadzi  obecnie  dzi<span class="_ _0"></span>ałania  zmierzające  do  komercjalizacji  pozostałej </div><div class="t m0 x2 h8 y679 ff2 fs3 fc0 sc0 ls0 ws0">powierzchni <span class="_ _21"> </span>w <span class="_ _2a"> </span>ram<span class="_ _8"></span>ach <span class="_ _2a"> </span>obiek<span class="_ _8"></span>tu. <span class="_ _2a"> </span>Większ<span class="_ _8"></span>ość <span class="_ _2a"> </span>powierzc<span class="_ _8"></span>hni <span class="_ _2a"> </span>nieruch<span class="_ _8"></span>omości <span class="_ _2a"> </span>prz<span class="_ _8"></span>eznaczona <span class="_ _21"> </span>zostanie <span class="_ _21"> </span>pod </div><div class="t m0 x2 h8 y67a ff2 fs3 fc0 sc0 ls0 ws0">najem <span class="_ _12"> </span>dla <span class="_ _12"> </span>c<span class="_ _8"></span>elów <span class="_ _12"> </span>magazy<span class="_ _8"></span>nowych, <span class="_ _12"> </span>pozos<span class="_ _8"></span>tałe <span class="_ _12"> </span>przest<span class="_ _8"></span>rzenie <span class="_ _12"> </span>mogą <span class="_ _12"> </span>z<span class="_ _8"></span>ostać <span class="_ _12"> </span>wyk<span class="_ _c"></span>orzys<span class="_ _8"></span>tane <span class="_ _12"> </span>dla <span class="_ _12"> </span>celów </div><div class="t m0 x2 h8 y67b ff2 fs3 fc0 sc0 ls0 ws0">działalności <span class="_ _3"></span>rozrywkowej, <span class="_ _3"></span>handlowej,<span class="_ _8"></span> <span class="_ _2"></span>prod<span class="_ _8"></span>ukcyjnej. <span class="_ _3"></span>Spółka <span class="_ _3"></span>dysponuje <span class="_ _3"></span>również <span class="_ _3"></span>przestrzeniami<span class="_ _8"></span> <span class="_ _2"></span>biurowy<span class="_ _8"></span>mi </div><div class="t m0 x2 h8 y67c ff1 fs3 fc0 sc0 ls0 ws0">i rekreacyjnymi. <span class="_ _8"></span> </div><div class="t m0 x2 h8 y67d ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y3f6 ff2 fs3 fc0 sc0 ls0 ws0">Z <span class="_ _12"> </span>uwagi <span class="_ _12"> </span>na <span class="_ _1e"> </span>obecną <span class="_ _12"> </span>sytu<span class="_ _8"></span>acje <span class="_ _12"> </span>gospodarcz<span class="_ _8"></span>ą <span class="_ _12"> </span>oraz <span class="_ _12"> </span>niepewność<span class="_ _8"></span> <span class="_ _12"> </span>co <span class="_ _12"> </span>do <span class="_ _12"> </span>rozwoj<span class="_ _8"></span>u <span class="_ _12"> </span>sytuacj<span class="_ _8"></span>i <span class="_ _13"> </span>z<span class="_ _8"></span>wiązanej <span class="_ _c"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 y67e ff2 fs3 fc0 sc0 ls0 ws0">z <span class="_ _8"></span>pandemią <span class="_ _8"></span>pozyskanie <span class="_ _c"></span>nowyc<span class="_ _8"></span>h <span class="_ _8"></span>najemców <span class="_ _8"></span>jest <span class="_ _8"></span>utrud<span class="_ _8"></span>nione. <span class="_ _8"></span>W <span class="_ _8"></span>związku <span class="_ _8"></span>z<span class="_ _8"></span> <span class="_ _8"></span>powyższym <span class="_ _8"></span>Spółka <span class="_ _8"></span>wyk<span class="_ _8"></span>azuje </div><div class="t m0 x2 h8 y3f7 ff2 fs3 fc0 sc0 ls0 ws0">elastyczne <span class="_ _c"></span>podejśc<span class="_ _8"></span>ie <span class="_ _8"></span>w <span class="_ _c"></span>z<span class="_ _8"></span>akresie <span class="_ _c"></span>możliwości <span class="_ _f"></span>najmu <span class="_ _8"></span>ws<span class="_ _8"></span>kazanych <span class="_ _c"></span>przes<span class="_ _8"></span>trzeni, <span class="_ _c"></span>dostosowania <span class="_ _c"></span>obi<span class="_ _8"></span>ektu <span class="_ _c"></span>do </div><div class="t m0 x2 h8 y5b5 ff2 fs3 fc0 sc0 ls0 ws0">wymaganych para<span class="_ _8"></span>metrów technicznyc<span class="_ _8"></span>h lub co do warunków u<span class="_ _8"></span>mownych. <span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 y67f ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y680 ff2 fs3 fc0 sc0 ls0 ws0">Nieruchomość <span class="_ _12"> </span>położona <span class="_ _12"> </span>w <span class="_ _12"> </span>Os<span class="_ _8"></span>tródzie <span class="_ _12"> </span>znajduje <span class="_ _12"> </span>się <span class="_ _12"> </span>na <span class="_ _12"> </span>terenie <span class="_ _12"> </span>o <span class="_ _12"> </span>niskim <span class="_ _12"> </span>nas<span class="_ _8"></span>yceniu <span class="_ _13"> </span>powierz<span class="_ _8"></span>chnią </div><div class="t m0 x2 h8 y681 ff2 fs3 fc0 sc0 ls0 ws0">magazynową wysoki<span class="_ _8"></span>ej jakości, co przełoży s<span class="_ _8"></span>ię na lepsze możliwość<span class="_ _8"></span> pozyskania naj<span class="_ _8"></span>emców. <span class="_ _c"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 y682 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y683 ff2 fs3 fc0 sc0 ls0 ws0">Celem <span class="_ _2a"> </span>Spółk<span class="_ _8"></span>i <span class="_ _2a"> </span>pozostaj<span class="_ _8"></span>e <span class="_ _2a"> </span>poz<span class="_ _8"></span>yskanie <span class="_ _2a"> </span>długot<span class="_ _8"></span>erminowych, <span class="_ _21"> </span>rzetelnych <span class="_ _21"> </span>najemcó<span class="_ _8"></span>w <span class="_ _2a"> </span>dla <span class="_ _21"> </span>całej <span class="_ _21"> </span>powierzchni </div><div class="t m0 x2 h8 y4fa ff2 fs3 fc0 sc0 ls0 ws0">dostępnej w<span class="ff1"> </span>ramac<span class="_ _8"></span>h obiektu położonego w O<span class="_ _8"></span>stródzie. <span class="_ _8"></span><span class="ff1"> </span></div></div></div><div class="pi" ></div></div><div id="pf36" class="pf w0 h0" ><div class="pc pc36 w0 h0"><img class="bi x4 y2a w3 h5" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x5 h6 y2b ff4 fs2 fc2 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI GRUPY KAPITAŁOWEJ <span class="ff3">MIRBUD ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc3"> </span></span></div><div class="t m0 x6 h4 y2c ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y2d w4 ha"><div class="t m0 x106 h8 y85 ff2 fs3 fc2 sc0 ls0 ws0">Grupa Kapitałowa MIR<span class="_ _8"></span>BUD<span class="ff1"> <span class="ls6">| <span class="_ _8"></span></span>Dostawcy<span class="_ _8"></span> </span></div></div><div class="c x9 y2d w5 ha"><div class="t m0 xa h4 y86 ff3 fs1 fc4 sc0 ls3 ws0">54<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h4 y31 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h35 y32 ff5 fs1 fc0 sc0 ls0 ws0">Pozostałe Spó<span class="_ _0"></span>łki z Gru<span class="_ _0"></span>py MIRBUD<span class="ff6"> </span></div><div class="t m0 x2 h8 y684 ff2 fs3 fc0 sc0 ls0 ws0">Nie występuje uzależn<span class="_ _8"></span>ienie od żadnego z od<span class="_ _8"></span>biorców usług. <span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h9 y685 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h35 y686 ff6 fs1 fc0 sc0 ls0 ws0">4.6.2. <span class="_ _1a"> </span>Dostawcy </div><div class="t m0 x2 h35 y687 ff6 fs1 fc0 sc0 ls0 ws0">MIRBUD S.A<span class="_ _0"></span>. i KOBYLARNI<span class="_ _0"></span>A S.A. </div><div class="t m0 x67 h8 y61a ff2 fs3 fc0 sc0 ls0 ws0">Spółka <span class="_ _7"> </span>działając <span class="_ _7"> </span>zgodnie <span class="_ _7"> </span>z <span class="_ _7"> </span>przyj<span class="_ _8"></span>ętymi <span class="_ _7"> </span>procedurami <span class="_ _7"> </span>Systemu </div><div class="t m0 x67 h8 y61b ff2 fs3 fc0 sc0 ls0 ws0">Zarządzania <span class="_ _7"> </span>Jakośc<span class="_ _8"></span>ią <span class="_ _7"> </span>ISO <span class="_ _7"> </span>9001:2000 <span class="_ _7"> </span>n<span class="_ _8"></span>awiązuje <span class="_ _7"> </span>i <span class="_ _7"> </span>utrzy<span class="_ _8"></span>muje </div><div class="t m0 x67 h8 y75 ff2 fs3 fc0 sc0 ls0 ws0">współpracę <span class="_ _25"> </span>z <span class="_ _25"> </span>dostawcami, <span class="_ _25"> </span>którzy <span class="_ _25"> </span>po <span class="_ _25"> </span>spełnieniu <span class="_ _25"> </span>ściśle </div><div class="t m0 x67 h8 y61c ff2 fs3 fc0 sc0 ls0 ws0">określonych <span class="_ _39"> </span>wymogów,<span class="_ _8"></span><span class="ff1"> <span class="_ _39"> </span></span>umieszc<span class="_ _8"></span>zani <span class="_ _39"> </span>są <span class="_ _39"> </span>na <span class="_ _39"> </span>liście </div><div class="t m0 x67 h8 y61d ff2 fs3 fc0 sc0 ls0 ws0">kwalifikowanych <span class="_ _20"> </span>dostawc<span class="_ _8"></span>ów. <span class="_ _1f"> </span>N<span class="_ _8"></span>a <span class="_ _1f"> </span>jej<span class="_ _8"></span> <span class="_ _1f"> </span>pods<span class="_ _8"></span>tawie <span class="_ _20"> </span>Dział </div><div class="t m0 x67 h8 y61e ff1 fs3 fc0 sc0 ls0 ws0">Zaopatrzenia <span class="_ _8"></span>prz<span class="_ _8"></span>eprowadza <span class="_ _8"></span>ne<span class="_ _8"></span>gocjacje <span class="_ _8"></span>ha<span class="_ _8"></span>ndlowe <span class="_ _8"></span>na <span class="_ _c"></span>dostawy </div><div class="t m0 x67 h8 y61f ff1 fs3 fc0 sc0 ls37 ws0">mater<span class="ff2 ls0">iałów <span class="_ _f"></span>budowlanych <span class="_ _f"></span>do <span class="_ _c"></span>realizacj<span class="_ _8"></span>i <span class="_ _c"></span>poszc<span class="_ _8"></span>zególnych <span class="_ _f"></span>zadań. </span></div><div class="t m0 x67 h8 y7a ff2 fs3 fc0 sc0 ls0 ws0">W celu d<span class="_ _8"></span>odatkowej <span class="_ _8"></span>kontroli <span class="_ _8"></span>kosztów na <span class="_ _8"></span>kluczowyc<span class="_ _8"></span>h proj<span class="_ _8"></span>ektach </div><div class="t m0 x67 h8 y620 ff2 fs3 fc0 sc0 ls0 ws0">(docelowo <span class="_ _3"></span>na<span class="_ _8"></span> <span class="_ _3"></span>wszy<span class="_ _8"></span>stkich) <span class="_ _3"></span>Zarz<span class="_ _8"></span>ąd <span class="_ _3"></span>Spółki <span class="_ _0"></span>powołuje <span class="_ _3"></span>tzw.<span class="_ _8"></span> <span class="_ _0"></span>Komisje </div><div class="t m0 x67 h8 y621 ff2 fs3 fc0 sc0 ls0 ws0">Przetargowe, <span class="_ _8"></span>które<span class="_ _8"></span> <span class="_ _8"></span>we <span class="_ _8"></span>ws<span class="_ _8"></span>półpracy <span class="_ _8"></span>z <span class="_ _c"></span>Kierownikiem<span class="_ _8"></span> <span class="_ _8"></span>Kontraktu <span class="_ _c"></span>i </div><div class="t m0 x67 h8 y622 ff2 fs3 fc0 sc0 ls0 ws0">Kierowników <span class="_ _f"></span>Branżowych <span class="_ _f"></span>dokonują <span class="_ _c"></span>wyboru <span class="_ _c"></span>n<span class="_ _8"></span>ajkorzystniejszej </div><div class="t m0 x67 h8 y623 ff1 fs3 fc0 sc0 ls0 ws0">oferty. </div><div class="t m0 x67 h8 y1b2 ff2 fs3 fc0 sc0 ls0 ws0">Komisje <span class="_ _3a"> </span>Przetargowe <span class="_ _3a"> </span>odpo<span class="_ _8"></span>wiadają <span class="_ _3a"> </span>za <span class="_ _3a"> </span>identy<span class="_ _8"></span>fikację, </div><div class="t m0 x67 h8 y1b3 ff2 fs3 fc0 sc0 ls0 ws0">kwalifikację <span class="_ _7"> </span>i<span class="_ _8"></span> <span class="_ _7"> </span>wybór <span class="_ _7"> </span>p<span class="_ _8"></span>odwykonawców <span class="_ _2a"> </span>usług <span class="_ _7"> </span>oraz<span class="_ _8"></span> <span class="_ _7"> </span>dost<span class="_ _8"></span>awców </div><div class="t m0 x67 h8 y1b4 ff2 fs3 fc0 sc0 ls0 ws0">materiałów, w<span class="ff1"> </span>sz<span class="_ _8"></span>czególności za:<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x67 h8 y688 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x107 h8 y689 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _1"> </span><span class="ff2">poziom <span class="_ _12"> </span>c<span class="_ _8"></span>en <span class="_ _12"> </span>dostaw <span class="_ _1e"> </span>mater<span class="_ _8"></span>iałów/towarów/usług <span class="_ _1e"> </span>oraz<span class="_ _8"></span> </span></div><div class="t m0 x67 h8 y68a ff2 fs3 fc0 sc0 ls0 ws0">wynegocjowane termi<span class="_ _8"></span>ny płatności;<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x36 h8 y68b ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">oc<span class="_ _8"></span>enę <span class="_ _7"> </span>z<span class="_ _8"></span>dolności <span class="_ _2a"> </span>d<span class="_ _8"></span>ostawcy <span class="_ _2a"> </span>do <span class="_ _2a"> </span>z<span class="_ _8"></span>realizowania <span class="_ _2a"> </span>d<span class="_ _8"></span>ostawy <span class="_ _2a"> </span>w <span class="_ _21"> </span>zakresie <span class="_ _2a"> </span>i <span class="_ _2a"> </span>t<span class="_ _8"></span>erminie <span class="_ _2a"> </span>w<span class="_ _8"></span>ymaganym <span class="_ _2a"> </span>w<span class="_ _8"></span> </span></div><div class="t m0 x25 h8 y68c ff2 fs3 fc0 sc0 ls0 ws0">zapotrzebowaniu mat<span class="_ _8"></span>eriałowym;<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x36 h8 y68d ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">oc<span class="_ _8"></span>enę <span class="_ _7"> </span>zdolności <span class="_ _7"> </span>podwyko<span class="_ _8"></span>nawcy <span class="_ _7"> </span>do <span class="_ _7"> </span>zrealizowania <span class="_ _2a"> </span>usługi <span class="_ _7"> </span>w <span class="_ _7"> </span>zakresie <span class="_ _7"> </span>i <span class="_ _7"> </span>termi<span class="_ _8"></span>nie <span class="_ _7"> </span>wymaganym </span></div><div class="t m0 x25 h8 y68e ff1 fs3 fc0 sc0 ls0 ws0">przez klienta; </div><div class="t m0 x36 h8 y1bc ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">prec<span class="_ _8"></span>yzyjne okreś<span class="_ _8"></span>lenie wymagań dotyczący<span class="_ _8"></span>ch zamawianego mat<span class="_ _8"></span>eriału/towaru/usłu<span class="_ _8"></span>gi. <span class="_ _8"></span></span> </div><div class="t m0 x2 h8 y68f ff2 fs3 fc0 sc0 ls0 ws0">Spółk<span class="ff1">i <span class="_ _0"></span><span class="ff2">na <span class="_ _3"></span>każdy<span class="_ _8"></span> <span class="_ _0"></span>istotny <span class="_ _3"></span>pr<span class="_ _8"></span>odukt (materiał, <span class="_ _3"></span>usługę, wyrób) <span class="_ _3"></span>pos<span class="_ _8"></span>iada <span class="_ _0"></span>nie <span class="_ _3"></span>m<span class="_ _8"></span>niej <span class="_ _0"></span>niż <span class="_ _3"></span>trze<span class="_ _8"></span>ch <span class="_ _3"></span>dos<span class="_ _8"></span>tawców. <span class="_ _0"></span>Takie </span></span></div><div class="t m0 x2 h8 y690 ff2 fs3 fc0 sc0 ls0 ws0">działanie <span class="_ _f"></span>d<span class="_ _8"></span>aje <span class="_ _6"></span>gwarancję <span class="_ _6"></span>świadczenia <span class="_ _6"></span>usług <span class="_ _f"></span>z <span class="_ _6"> </span>zachowani<span class="_ _8"></span>em <span class="_ _f"></span>n<span class="_ _8"></span>ajwyższych <span class="_ _6"> </span>sta<span class="_ _8"></span>ndardów <span class="_ _6"> </span>i <span class="_ _6"></span>zapewnienia </div><div class="t m0 x2 h8 y691 ff2 fs3 fc0 sc0 ls0 ws0">ciągłości dostaw. <span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 y692 ff2 fs3 fc0 sc0 ls0 ws0">Spółk<span class="ff1">i <span class="_ _f"></span>z<span class="_ _8"></span>awiera</span><span class="ls1d">ją</span><span class="ff1"> <span class="_ _6"></span></span>długoterminowe <span class="_ _6"> </span>umowy<span class="_ _8"></span> <span class="_ _f"></span>z<span class="_ _8"></span> <span class="_ _f"></span>klucz<span class="_ _8"></span>owymi <span class="_ _6"> </span>dostawcami <span class="_ _6"> </span>materiał<span class="_ _8"></span>ów <span class="_ _6"></span>(asfalt, <span class="_ _f"></span>s<span class="_ _8"></span>tal, <span class="_ _f"></span>c<span class="_ _8"></span>ement) </div><div class="t m0 x2 h8 y693 ff2 fs3 fc0 sc0 ls0 ws0">zapewniających dosta<span class="_ _8"></span>wę materiałów w k<span class="_ _8"></span>orzystnyc<span class="_ _8"></span>h cenach stały<span class="_ _8"></span><span class="ff1 ls12">ch<span class="ls0"> lub z </span></span>częśc<span class="_ _8"></span>iową<span class="ff1"> partycypacj<span class="_ _8"></span></span>ą<span class="ff1"> w ich </span></div><div class="t m0 x2 h8 y694 ff2 fs3 fc0 sc0 ls0 ws0">ewentualnym wzroście<span class="_ _8"></span> dla najważ<span class="_ _8"></span>niejszyc<span class="_ _8"></span>h kontraktów infrastrukturalnyc<span class="_ _8"></span>h<span class="ff1">. <span class="_ _8"></span> </span></div><div class="t m0 x2 h8 y369 ff2 fs3 fc0 sc0 ls0 ws0">Podobnie <span class="_ _21"> </span>um<span class="_ _8"></span>owy <span class="_ _21"> </span>z <span class="_ _21"> </span>kluczo<span class="_ _8"></span>wymi <span class="_ _21"> </span>podwykon<span class="_ _8"></span>awcami <span class="_ _21"> </span>za<span class="_ _8"></span>wierane <span class="_ _21"> </span>są <span class="_ _28"> </span>na <span class="_ _21"> </span>początk<span class="_ _8"></span>owym <span class="_ _21"> </span>etapie <span class="_ _28"> </span>realizacji </div><div class="t m0 x2 h8 y36a ff1 fs3 fc0 sc0 ls0 ws0">kontraktu przy utrzy<span class="_ _8"></span>maniu cen ofertowyc<span class="_ _8"></span>h uzyskanych <span class="_ _8"></span>w procesie wyceny i <span class="_ _8"></span>ofertowania kontrak<span class="_ _8"></span>tu.<span class="_ _8"></span> </div><div class="t m0 x2 h8 y1aa ff2 fs3 fc0 sc0 ls0 ws0">Współpraca  zarówno  z  wieloletnimi  jak <span class="_ _28"> </span>i  nowymi  dostawcami  materiałów  budowlanych  i <span class="_ _21"> </span>usł<span class="_ _8"></span>ug  w </div><div class="t m0 x2 h8 y695 ff2 fs3 fc0 sc0 ls0 ws0">prezentowanym <span class="_ _1b"> </span>ok<span class="_ _8"></span>resie <span class="_ _1b"> </span>prz<span class="_ _8"></span>ebiegała <span class="_ _1b"> </span>bez <span class="_ _1b"> </span>zak<span class="_ _8"></span>łóceń. <span class="_ _1b"> </span>Spółka<span class="_ _8"></span> <span class="_ _1b"> </span>nie <span class="_ _1b"> </span>miała <span class="_ _d"> </span>istotnych <span class="_ _1b"> </span>problemów <span class="_ _d"> </span>w </div><div class="t m0 x2 h8 y696 ff2 fs3 fc0 sc0 ls0 ws0">zaopatrywaniu <span class="_ _21"> </span>w<span class="_ _8"></span> <span class="_ _21"> </span>materiały<span class="_ _8"></span> <span class="_ _21"> </span>budow<span class="_ _8"></span>lane <span class="_ _21"> </span>i <span class="_ _21"> </span>w<span class="_ _8"></span> <span class="_ _21"> </span>usługi <span class="_ _21"> </span>n<span class="_ _8"></span>a <span class="_ _21"> </span>realizow<span class="_ _8"></span>anych <span class="_ _21"> </span>inwestyc<span class="_ _8"></span>jach <span class="_ _21"> </span>także <span class="_ _21"> </span>w<span class="_ _8"></span> <span class="_ _21"> </span>nowy<span class="_ _f"></span><span class="ff1">ch </span></div><div class="t m0 x2 h8 y697 ff1 fs3 fc0 sc0 ls0 ws0">regionach. </div><div class="t m0 x2 h8 y698 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y636 ff2 fs3 fc0 sc0 ls0 ws0">W okresie sprawozd<span class="_ _8"></span>awczym dostawcy<span class="_ _8"></span> Spół<span class="ff1">ek p<span class="_ _8"></span>ochodzili <span class="_ _8"></span></span>głównie z <span class="ff1">rynku kr<span class="_ _8"></span>ajowego.<span class="_ _8"></span> </span></div><div class="t m0 x2 h8 y699 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y69a ff2 fs3 fc0 sc0 ls0 ws0">W analizowanym okresi<span class="_ _8"></span>e nie wystąpiło <span class="_ _8"></span>uzależnienie Spółki od ża<span class="_ _8"></span>dnego dostawcy<span class="_ _8"></span> materiałów i usług.<span class="_ _c"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 y69b ff1 fs3 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf37" class="pf w0 h0" ><div class="pc pc37 w0 h0"><img class="bi x4 y2a w3 h5" alt="" src="data:image/png;base64,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"/><div class="c x0 y1 w2 h0"><div class="t m0 x5 h6 y2b ff4 fs2 fc2 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI GRUPY KAPITAŁOWEJ <span class="ff3">MIRBUD ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc3"> </span></span></div><div class="t m0 x6 h4 y2c ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y2d w4 ha"><div class="t m0 x106 h8 y85 ff2 fs3 fc2 sc0 ls0 ws0">Grupa Kapitałowa MIR<span class="_ _8"></span>BUD<span class="ff1"> <span class="ls6">| <span class="_ _8"></span></span>Dostawcy<span class="_ _8"></span> </span></div></div><div class="c x9 y2d w5 ha"><div class="t m0 xa h4 y86 ff3 fs1 fc4 sc0 ls3 ws0">55<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h4 y31 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h35 y32 ff6 fs1 fc0 sc0 ls0 ws0">JHM DEVELOP<span class="_ _3"></span>M<span class="_ _8"></span>ENT  </div><div class="t m0 x2 h8 y4a6 ff2 fs3 fc0 sc0 ls0 ws0">Spółka  nie  po<span class="_ _0"></span>siada  dostawców  w  tradycyjnym  rozumi<span class="_ _0"></span>eniu  tego  słowa.  <span class="ff1">W</span>spółprac<span class="_ _8"></span>uje  natomiast <span class="_ _28"> </span>z </div><div class="t m0 x2 h8 y4a7 ff2 fs3 fc0 sc0 ls0 ws0">szeregiem podm<span class="_ _8"></span>iotów na polskim rynku <span class="_ _8"></span>przy realizacj<span class="_ _8"></span>i projektów dewelopers<span class="_ _8"></span>kich i<span class="_ _8"></span><span class="ff1"> </span>komercy<span class="_ _8"></span>jnych. Są to </div><div class="t m0 x2 h8 y4a8 ff2 fs3 fc0 sc0 ls0 ws0">banki <span class="_ _1e"> </span>udzielające <span class="_ _14"> </span>finansowania <span class="_ _1e"> </span>proj<span class="_ _8"></span>ektowego, <span class="_ _1e"> </span>firm<span class="_ _8"></span>y <span class="_ _1e"> </span>budowlane <span class="_ _1e"> </span>wy<span class="_ _8"></span>konujące <span class="_ _14"> </span><span class="ff1">prac<span class="_ _8"></span>e <span class="_ _1e"> </span>budowlane <span class="_ _14"> </span>i </span></div><div class="t m0 x2 h8 y4a9 ff2 fs3 fc0 sc0 ls0 ws0">wykończeniowe <span class="_ _27"> </span>czy <span class="_ _d"> </span>firm<span class="_ _8"></span>y <span class="_ _d"> </span>arc<span class="_ _8"></span>hitektoniczne <span class="_ _d"> </span>oraz<span class="_ _8"></span> <span class="_ _d"> </span>podmioty<span class="_ _8"></span> <span class="_ _d"> </span>wykonując<span class="_ _8"></span>e <span class="_ _d"> </span>usł<span class="_ _8"></span>ugi <span class="_ _d"> </span>dodatkow<span class="_ _8"></span>e <span class="_ _d"> </span>np. </div><div class="t m0 x2 h8 y69c ff2 fs3 fc0 sc0 ls0 ws0">marketingowe. W każdej<span class="_ _8"></span> z ww. działaln<span class="_ _8"></span>ości funkcjonuje na <span class="_ _8"></span>polskim rynku znaczn<span class="_ _8"></span>a konkurencja.<span class="_ _c"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 y69d ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y69e ff2 fs3 fc0 sc0 ls0 ws0">W roku 2021 więks<span class="_ _8"></span>zość projektów dew<span class="_ _8"></span>eloperskich JHM DE<span class="_ _8"></span>VELOP<span class="_ _8"></span><span class="ff1">MENT S.A. <span class="_ _8"></span>na warunkach um<span class="_ _8"></span>owy o </span></div><div class="t m0 x2 h8 y297 ff2 fs3 fc0 sc0 ls0 ws0">świadczenie  usługi  ge<span class="_ _0"></span>neralnego  wykonawstwa  wykonywała  spółka <span class="_ _21"> </span>MI<span class="_ _8"></span>RBUD  S.A.,  obecnie <span class="_ _21"> </span>j<span class="_ _8"></span>edyny </div><div class="t m0 x2 h8 y537 ff2 fs3 fc0 sc0 ls0 ws0">akcjonariusz <span class="_ _21"> </span>Spółki.  Wartość <span class="_ _21"> </span>nabycia <span class="_ _21"> </span>zapasów <span class="_ _21"> </span>i <span class="_ _21"> </span>inn<span class="_ _8"></span>ych <span class="_ _21"> </span>kosztów <span class="_ _28"> </span>aktywowanych <span class="_ _21"> </span>wartośc<span class="_ _8"></span>i <span class="_ _2a"> </span>ak<span class="_ _8"></span>tywów </div><div class="t m0 x2 h8 y538 ff2 fs3 fc0 sc0 ls0 ws0">obrotowych <span class="_ _3"></span>wy<span class="_ _8"></span>niosła <span class="_ _0"></span>w <span class="_ _3"></span>ty<span class="_ _8"></span>m <span class="_ _0"></span>okresie <span class="_ _3"></span>74<span class="_ _8"></span>,5 <span class="_ _3"></span>mln zł, <span class="_ _0"></span>w <span class="_ _3"></span>tym wartość <span class="_ _3"></span>r<span class="_ _8"></span>obót <span class="_ _3"></span>budow<span class="_ _8"></span>lano<span class="ff1">-</span>mo<span class="_ _8"></span>ntażowych wyniosła </div><div class="t m0 x2 h8 y539 ff2 fs3 fc0 sc0 ls0 ws0">83,5 mln zł netto.<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 hb y667 ff6 fs3 fc0 sc0 ls0 ws0">MARYWILSKA 44 sp.<span class="_ _8"></span> z o.o.<span class="_ _8"></span> </div><div class="t m0 x2 h8 y55b ff2 fs3 fc0 sc0 ls0 ws0">Spółka <span class="_ _6"> </span>w <span class="_ _6"> </span>prowadze<span class="_ _8"></span>niu <span class="_ _6"></span>swoj<span class="_ _8"></span>ej <span class="_ _6"></span>działalności <span class="_ _6"> </span>korz<span class="_ _8"></span>ysta <span class="_ _6"></span>z <span class="_ _6"> </span>usług <span class="_ _6"> </span>zewnętrz<span class="_ _8"></span>nych <span class="_ _6"> </span>podm<span class="_ _8"></span>iotu <span class="_ _6"></span>do <span class="_ _6"> </span>świadczen<span class="_ _8"></span>ia </div><div class="t m0 x2 h8 y69f ff2 fs3 fc0 sc0 ls0 ws0">usług utr<span class="_ _8"></span>zymania <span class="_ _8"></span>posiadany<span class="_ _8"></span>ch nierucho<span class="_ _8"></span>mości tj<span class="_ _8"></span>. m.<span class="_ _8"></span>in.: us<span class="_ _8"></span>ług ochro<span class="_ _8"></span>ny, s<span class="_ _8"></span>przątania, <span class="_ _8"></span>obsługi <span class="_ _8"></span>technicznej <span class="_ _8"></span>i </div><div class="t m0 x2 h8 y6a0 ff2 fs3 fc0 sc0 ls0 ws0">serwisowej, <span class="_ _7"> </span>usł<span class="_ _8"></span>ug <span class="_ _7"> </span>dodatko<span class="_ _8"></span>wych <span class="_ _7"> </span>wspoma<span class="_ _8"></span>gających <span class="_ _7"> </span>dzi<span class="_ _8"></span>ałania <span class="_ _7"> </span>mar<span class="_ _8"></span>ket<span class="_ _8"></span>ingowe <span class="_ _7"> </span>oraz<span class="_ _8"></span> <span class="_ _7"> </span>usług <span class="_ _2a"> </span>budowlanych.<span class="_ _8"></span> </div><div class="t m0 x2 h8 y6a1 ff2 fs3 fc0 sc0 ls0 ws0">Dzięki <span class="_ _8"></span>w<span class="_ _8"></span>nikliwej <span class="_ _c"></span>analizie, <span class="_ _c"></span>prz<span class="_ _8"></span>emyślanej, <span class="_ _8"></span>spr<span class="_ _8"></span>awdzonej <span class="_ _c"></span>i <span class="_ _c"></span>konsek<span class="_ _8"></span>wentnej <span class="_ _8"></span>r<span class="_ _8"></span>ealizacji <span class="_ _c"></span>udało <span class="_ _c"></span>się <span class="_ _c"></span>wypracować </div><div class="t m0 x2 h8 y6a2 ff2 fs3 fc0 sc0 ls0 ws0">solidną <span class="_ _f"></span>współpracę <span class="_ _f"></span>z <span class="_ _f"></span>dost<span class="_ _8"></span>awcami <span class="_ _f"></span>o <span class="_ _f"></span>ugruntowan<span class="_ _8"></span>ej <span class="_ _f"></span>pozycj<span class="_ _8"></span>i <span class="_ _f"></span>na <span class="_ _f"></span>rynku, <span class="_ _f"></span>którzy <span class="_ _f"></span>spełniają <span class="_ _c"></span>ś<span class="_ _8"></span>ciśle <span class="_ _f"></span>określone </div><div class="t m0 x2 h8 y2a0 ff1 fs3 fc0 sc0 ls0 ws0">wymogi stawiane prz<span class="_ _8"></span>ez <span class="ff2">Spółkę. <span class="_ _8"></span></span> </div><div class="t m0 x2 h8 y425 ff2 fs3 fc0 sc0 ls0 ws0">Przy <span class="_ _3"></span>wyborz<span class="_ _8"></span>e <span class="_ _3"></span>dostawców<span class="_ _8"></span> <span class="_ _3"></span>wyż<span class="_ _8"></span>ej <span class="_ _3"></span>wymieniony<span class="_ _8"></span>ch <span class="_ _3"></span>usług <span class="_ _0"></span>przedstawiciel<span class="_ _8"></span>e <span class="_ _3"></span>Spółki<span class="_ _8"></span> <span class="_ _3"></span>przeprowadz<span class="_ _8"></span>ają <span class="_ _3"></span>negoc<span class="_ _8"></span>jacje </div><div class="t m0 x2 h8 y426 ff2 fs3 fc0 sc0 ls0 ws0">handlowe <span class="_ _1e"> </span>na <span class="_ _1e"> </span>dos<span class="_ _8"></span>tawy <span class="_ _1e"> </span>posz<span class="_ _8"></span>czególnych <span class="_ _1e"> </span>usług <span class="_ _1e"> </span>oraz<span class="_ _8"></span> <span class="_ _1e"> </span>zakupu <span class="_ _1e"> </span>materiałó<span class="_ _8"></span>w <span class="_ _1e"> </span>i <span class="_ _1e"> </span>usług <span class="_ _1e"> </span>niezb<span class="_ _8"></span>ędnych <span class="_ _1e"> </span>do<span class="_ _8"></span> </div><div class="t m0 x2 h8 y427 ff2 fs3 fc0 sc0 ls0 ws0">prowadzenia <span class="_ _7"> </span>dz<span class="_ _8"></span>iałalności <span class="_ _7"> </span>Spółki. <span class="_ _2a"> </span>Spółka <span class="_ _7"> </span>ws<span class="_ _8"></span>półpracuje <span class="_ _2a"> </span>z <span class="_ _7"> </span>sz<span class="_ _8"></span>eregiem <span class="_ _2a"> </span>podmiotów<span class="_ _8"></span> <span class="_ _7"> </span>na <span class="_ _7"> </span>polsk<span class="_ _8"></span>im <span class="_ _7"> </span>rynku <span class="_ _7"> </span>w<span class="_ _8"></span> </div><div class="t m0 x2 h8 y428 ff2 fs3 fc0 sc0 ls0 ws0">oparciu o długoter<span class="_ _8"></span>minowe umowy. <span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 y6a3 ff2 fs3 fc0 sc0 ls0 ws0">Natomiast główni<span class="_ _8"></span> dostawcy me<span class="_ _8"></span>diów, w tym g<span class="_ _8"></span>azu oraz <span class="_ _8"></span>energii elektryc<span class="_ _8"></span>znej oceniani są<span class="_ _8"></span> w szcz<span class="_ _8"></span>ególności </div><div class="t m0 x2 h8 y6a4 ff2 fs3 fc0 sc0 ls0 ws0">wg  kryterium  poziomu  cen <span class="_ _28"> </span>i  terminu  płatności,  zdolności  dostawcy  do <span class="_ _21"> </span>r<span class="_ _8"></span>ealiz<span class="_ _8"></span>owania  wymaganych </div><div class="t m0 x2 h8 y6a5 ff1 fs3 fc0 sc0 ls0 ws0">z<span class="ff2">apotrzebowani (w tym <span class="_ _8"></span>dostępnośc<span class="_ _8"></span>i sieci). </span> </div><div class="t m0 x2 h8 y4b ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y6a6 ff2 fs3 fc0 sc0 ls0 ws0">W <span class="_ _0"></span>związku ze <span class="_ _3"></span>znacz<span class="_ _8"></span>ną <span class="_ _3"></span>k<span class="_ _8"></span>onkurencją na <span class="_ _3"></span>r<span class="_ _8"></span>ynku po<span class="_ _0"></span>lskim na <span class="_ _3"></span>ww. dostawców nie <span class="_ _3"></span>wyst<span class="_ _8"></span>ępuje uzależnienie <span class="_ _3"></span>o<span class="_ _8"></span>d </div><div class="t m0 x2 h8 y6a7 ff2 fs3 fc0 sc0 ls0 ws0">żadnego <span class="_ _6"></span>z <span class="_ _f"></span>n<span class="_ _8"></span>ich. <span class="_ _f"></span>Na<span class="_ _8"></span> <span class="_ _f"></span>ry<span class="_ _8"></span>nku <span class="_ _6"></span>polskim <span class="_ _6"></span>funkcjonuje <span class="_ _6"></span>znaczna <span class="_ _6"></span>konkurencja <span class="_ _6"></span>w <span class="_ _f"></span>us<span class="_ _8"></span>ługach<span class="_ _c"></span><span class="ff1">, <span class="_ _f"></span></span>z<span class="_ _8"></span> <span class="_ _f"></span>k<span class="_ _8"></span>tórych <span class="_ _6"></span>korzysta </div><div class="t m0 x2 h8 y6a8 ff2 fs3 fc0 sc0 ls0 ws0">Spółka. <span class="_ _1e"> </span>W <span class="_ _12"> </span>oceni<span class="_ _8"></span>e <span class="_ _12"> </span>Zar<span class="_ _8"></span>ządu <span class="_ _1e"> </span>Spółki <span class="_ _12"> </span>ż<span class="_ _8"></span>aden <span class="_ _12"> </span>z<span class="_ _8"></span> <span class="_ _1e"> </span>dostawców <span class="_ _1e"> </span>nie <span class="_ _12"> </span>jes<span class="_ _8"></span>t <span class="_ _12"> </span>w <span class="_ _1e"> </span>stanie <span class="_ _1e"> </span>negatywni<span class="_ _8"></span>e <span class="_ _12"> </span>wpłynąć<span class="_ _8"></span> </div><div class="t m0 x2 h8 y6a9 ff2 fs3 fc0 sc0 ls0 ws0">bezpośrednio <span class="_ _3"></span>i <span class="_ _0"></span>pośrednio <span class="_ _3"></span>na <span class="_ _0"></span>realizację <span class="_ _3"></span>roz<span class="_ _8"></span>woju <span class="_ _3"></span>gospodarc<span class="_ _8"></span>zego <span class="_ _3"></span>Spółki. <span class="_ _0"></span>Zapewnia <span class="_ _3"></span>to <span class="_ _0"></span>gwarancje <span class="_ _3"></span>r<span class="_ _8"></span>ealizacji </div><div class="t m0 x2 h8 y6aa ff2 fs3 fc0 sc0 ls0 ws0">świadczonych usług z zac<span class="_ _8"></span>howaniem najwyż<span class="_ _8"></span>szych standardów i za<span class="_ _8"></span>pewnienie ciągł<span class="_ _8"></span>ości dostaw.<span class="_ _c"></span><span class="ff1 lsd">  <span class="ls0"> </span></span></div><div class="t m0 x2 hb y6ab ff6 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h35 y6ac ff5 fs1 fc0 sc0 ls0 ws0">Pozostałe spółk<span class="_ _0"></span>i z Grupy<span class="_ _0"></span> MIRBUD<span class="ff6"> </span></div><div class="t m0 x2 h8 y6ad ff2 fs3 fc0 sc0 ls0 ws0">Pozostałe <span class="_ _2a"> </span>Spółki <span class="_ _2a"> </span>z <span class="_ _2a"> </span>Grupy <span class="_ _2a"> </span>Kapitałow<span class="_ _8"></span>ej <span class="_ _7"> </span>MIR<span class="_ _8"></span>BUD <span class="_ _7"> </span>s<span class="_ _8"></span>tosują <span class="_ _2a"> </span>procedury <span class="_ _2a"> </span>wybor<span class="_ _8"></span>u <span class="_ _7"> </span>dos<span class="_ _8"></span>tawców <span class="_ _7"> </span>w <span class="_ _2a"> </span>o<span class="_ _8"></span>parciu <span class="_ _2a"> </span>o </div><div class="t m0 x2 h8 y6ae ff2 fs3 fc0 sc0 ls0 ws0">rozwiązania <span class="_ _7"> </span>MIRBUD <span class="_ _7"> </span>S.A. <span class="_ _7"> </span>Dostawcy <span class="_ _7"> </span>Spółek <span class="_ _6"> </span>są <span class="_ _7"> </span>z <span class="_ _7"> </span>rynku <span class="_ _6"> </span>k<span class="_ _8"></span>rajowego <span class="_ _7"> </span>i <span class="_ _6"> </span>n<span class="_ _8"></span>ie <span class="_ _7"> </span>występuje <span class="_ _7"> </span>uzależnienie <span class="_ _7"> </span>od </div><div class="t m0 x2 h8 y6af ff2 fs3 fc0 sc0 ls0 ws0">żadnego z dostawców.<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 y6b0 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y6b1 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y6b2 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf38" class="pf w0 h0" ><div class="pc pc38 w0 h0"><img class="bi x4 y2a w3 h5" alt="" 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class="c x0 y1 w2 h0"><div class="t m0 x5 h6 y2b ff4 fs2 fc2 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI GRUPY KAPITAŁOWEJ <span class="ff3">MIRBUD ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc3"> </span></span></div><div class="t m0 x6 h4 y2c ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y2d w4 ha"><div class="t m0 x106 h8 y85 ff2 fs3 fc2 sc0 ls0 ws0">Grupa Kapitałowa MIR<span class="_ _8"></span>BUD<span class="ff1"> <span class="ls6">| <span class="_ _8"></span></span>Dostawcy<span class="_ _8"></span> </span></div></div><div class="c x9 y2d w5 ha"><div class="t m0 xa h4 y86 ff3 fs1 fc4 sc0 ls3 ws0">56<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h4 y31 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hc ya3 ff6 fs4 fc0 sc0 ls0 ws0">4.7. <span class="_ _9"></span><span class="ff5">Wpływ <span class="_ _1d"> </span><span class="ff6">pandemii <span class="_ _1d"> </span>COViD-</span>19 <span class="_ _1d"> </span>na <span class="_ _1d"> </span>działalność <span class="_ _26"> </span>s<span class="_ _8"></span>półek <span class="_ _1d"> </span>Grupy <span class="_ _1d"> </span>Kapitałowej<span class="_ _3"></span> </span></div><div class="t m0 x3a hc y6b3 ff6 fs4 fc0 sc0 ls0 ws0">MIRBUD </div><div class="t m0 x2 h35 y35 ff6 fs1 fc0 sc0 ls0 ws0">MIRBUD S.A<span class="_ _0"></span>. i KOBYLARNI<span class="_ _0"></span>A S.A. </div><div class="t m0 x2 h8 y618 ff2 fs3 fc0 sc0 ls0 ws0">Wystąpienie <span class="_ _8"></span>pandemii <span class="_ _8"></span>koronawir<span class="_ _8"></span>usa CO<span class="_ _8"></span>ViD<span class="ff1">-<span class="_ _8"></span></span>19 <span class="_ _8"></span>nie wp<span class="_ _8"></span>łynęło <span class="_ _8"></span>znacząco <span class="_ _8"></span>na <span class="_ _8"></span>działalność<span class="_ _8"></span> spółek <span class="_ _8"></span>MIRBUD<span class="_ _8"></span> </div><div class="t m0 x2 h8 y619 ff1 fs3 fc0 sc0 ls0 ws0">S.A. <span class="_ _2a"> </span>oraz <span class="_ _2a"> </span>KO<span class="_ _8"></span>BYLARNIA <span class="_ _21"> </span>S.A. <span class="_ _2a"> </span>Pomimo <span class="_ _2a"> </span>s<span class="_ _8"></span>powolnieni<span class="_ _8"></span>a <span class="_ _2a"> </span>gospodarczego <span class="_ _21"> </span>w <span class="_ _2a"> </span>sekto<span class="_ _c"></span><span class="ff2">rze <span class="_ _2a"> </span>prz<span class="_ _8"></span>emysłu <span class="_ _2a"> </span>i <span class="_ _2a"> </span>usług </span></div><div class="t m0 x2 h8 y61a ff2 fs3 fc0 sc0 ls0 ws0">rządzący <span class="_ _7"> </span>nie <span class="_ _7"> </span>zdecydow<span class="_ _8"></span>ali <span class="_ _7"> </span>się <span class="_ _7"> </span>na <span class="_ _7"> </span>wprow<span class="_ _8"></span>adzenie <span class="_ _7"> </span>rygor<span class="_ _8"></span>ystycznych <span class="_ _7"> </span>ogranicz<span class="_ _8"></span>eń <span class="_ _7"> </span>w <span class="_ _7"> </span>budownictwie, <span class="_ _7"> </span>k<span class="_ _8"></span>tóre </div><div class="t m0 x2 h8 y61b ff2 fs3 fc0 sc0 ls0 ws0">charakteryzuje <span class="_ _1b"> </span>się <span class="_ _1a"> </span>mniejs<span class="_ _8"></span>zym <span class="_ _1a"> </span>r<span class="_ _8"></span>yzykiem <span class="_ _1a"> </span>przen<span class="_ _8"></span>oszenia <span class="_ _1a"> </span>w<span class="_ _8"></span>irusa <span class="_ _1a"> </span>przez<span class="_ _8"></span> <span class="_ _1a"> </span>pracowników<span class="_ _8"></span> <span class="_ _1a"> </span>budowlanych<span class="_ _8"></span> </div><div class="t m0 x2 h8 y75 ff2 fs3 fc0 sc0 ls0 ws0">wykonujących <span class="_ _1e"> </span>prace <span class="_ _1e"> </span>na <span class="_ _1e"> </span>zewnątrz. <span class="_ _12"> </span>Zał<span class="_ _8"></span>amanie <span class="_ _12"> </span>gos<span class="_ _8"></span>podarcz<span class="_ _8"></span>e <span class="_ _1e"> </span>będące <span class="_ _1e"> </span>następstwem <span class="_ _1e"> </span>wprowadz<span class="_ _8"></span>enia </div><div class="t m0 x2 h8 y61c ff2 fs3 fc0 sc0 ls0 ws0">restrykcji <span class="_ _21"> </span>sprawiło, <span class="_ _28"> </span>iż <span class="_ _21"> </span>to <span class="_ _21"> </span>w<span class="_ _8"></span>łaśnie <span class="_ _21"> </span>sektor <span class="_ _21"> </span>b<span class="_ _8"></span>udownictwa<span class="_ _8"></span> <span class="_ _21"> </span>został <span class="_ _21"> </span>uznany <span class="_ _28"> </span>za <span class="_ _21"> </span>tę <span class="_ _28"> </span>gałąź <span class="_ _21"> </span>gospod<span class="_ _8"></span>arki, <span class="_ _21"> </span>która </div><div class="t m0 x2 h8 y61d ff2 fs3 fc0 sc0 ls0 ws0">pozostaje kołem zamach<span class="_ _8"></span>owym niwel<span class="_ _8"></span>ującym skutki kry<span class="_ _8"></span>zysu. <span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 y6b4 ff1 fs3 fc0 sc0 lse ws0">W <span class="_ _7"> </span><span class="ls0">wyniku <span class="_ _7"> </span><span class="ff2">wystąpienia<span class="_ _8"></span> <span class="_ _6"> </span>sta<span class="_ _8"></span>nu <span class="_ _7"> </span>pandemii <span class="_ _7"> </span>obie <span class="_ _6"> </span>s<span class="_ _8"></span>półki <span class="_ _7"> </span>zanotowa<span class="_ _8"></span>ły <span class="_ _6"> </span>wpr<span class="_ _8"></span>awdzie<span class="_ _8"></span></span> <span class="_ _7"> </span><span class="ff2">nieznac<span class="_ _8"></span>zne <span class="_ _7"> </span>opóźnienia <span class="_ _7"> </span>w </span></span></div><div class="t m0 x2 h8 y6b5 ff2 fs3 fc0 sc0 ls0 ws0">łańcuchu  dostaw  na  niektóry<span class="_ _8"></span>ch  budowach,  jednakże  nie  wpłynęły  o<span class="_ _8"></span>ne  na  przesunięcia  terminów<span class="_ _8"></span> </div><div class="t m0 x2 h8 y3f ff2 fs3 fc0 sc0 ls0 ws0">określonych w harmonogr<span class="_ _8"></span>amach prac.<span class="_ _8"></span><span class="ff1">  </span></div><div class="t m0 x2 h35 y6b6 ff6 fs1 fc0 sc0 ls0 ws0">JHM DEVELOP<span class="_ _3"></span>M<span class="_ _8"></span>ENT S<span class="_ _0"></span>.A. </div><div class="t m0 x2 h8 y6b7 ff2 fs3 fc0 sc0 ls0 ws0">Wprowadzenie <span class="_ _d"> </span>stanu <span class="_ _d"> </span>epidemii <span class="_ _1b"> </span>n<span class="_ _8"></span>ie <span class="_ _1b"> </span>s<span class="_ _8"></span>powodowało <span class="_ _27"> </span>w <span class="_ _d"> </span>żaden <span class="_ _1b"> </span>sposó<span class="_ _8"></span>b <span class="_ _d"> </span>koniecznośc<span class="_ _8"></span>i <span class="_ _d"> </span><span class="ff1">ograniczenia </span></div><div class="t m0 x2 h8 y6b8 ff2 fs3 fc0 sc0 ls0 ws0">działalności <span class="_ _8"></span>JHM <span class="_ _8"></span>DE<span class="_ _8"></span>VELOPMENT <span class="_ _c"></span>S.A., <span class="_ _8"></span>jednak <span class="_ _8"></span>wpłyn<span class="_ _8"></span>ęło <span class="_ _8"></span>na <span class="_ _8"></span>działalność <span class="_ _c"></span>Spółki <span class="_ _8"></span>i <span class="_ _8"></span>zachowan<span class="_ _8"></span>ia <span class="_ _8"></span>klientów, </div><div class="t m0 x2 h8 y6b9 ff2 fs3 fc0 sc0 ls0 ws0">w <span class="_ _7"> </span>tym <span class="_ _7"> </span>przede <span class="_ _7"> </span>wszys<span class="_ _8"></span>tkim <span class="_ _7"> </span>na <span class="_ _6"> </span>s<span class="_ _8"></span>przedaż <span class="_ _7"> </span>produktów <span class="_ _7"> </span>zn<span class="_ _8"></span>ajdujących <span class="_ _7"> </span>się <span class="_ _7"> </span>w <span class="_ _2a"> </span><span class="ff1">j<span class="_ _8"></span>ej <span class="_ _7"> </span>ofercie<span class="lsd">. <span class="_ _7"> </span></span></span>Wydłuże<span class="_ _8"></span>niu <span class="_ _7"> </span>uległy </div><div class="t m0 x2 h8 y37c ff2 fs3 fc0 sc0 ls0 ws0">procedury <span class="_ _f"></span>k<span class="_ _8"></span>redytowe <span class="_ _f"></span>zw<span class="_ _8"></span>iązane <span class="_ _f"></span>z <span class="_ _6"> </span>udzielaniem<span class="_ _8"></span> <span class="_ _f"></span>kredytów <span class="_ _6"></span>hipotecznych <span class="_ _6"></span>jak <span class="_ _f"></span>rów<span class="_ _8"></span>nież <span class="_ _f"></span>okresy<span class="_ _8"></span> <span class="_ _f"></span>wydawani<span class="_ _8"></span>a </div><div class="t m0 x2 h8 y6ba ff2 fs3 fc0 sc0 ls0 ws0">przez <span class="_ _28"> </span>organy <span class="_ _21"> </span>p<span class="_ _8"></span>aństwowe  decyzji <span class="_ _21"> </span>administracyj<span class="_ _8"></span>nych <span class="_ _21"> </span>niezb<span class="_ _8"></span>ędnych <span class="_ _21"> </span>w  do <span class="_ _21"> </span>rozpocz<span class="_ _8"></span>ęcia <span class="_ _21"> </span>i  prowadzenia </div><div class="t m0 x2 h8 y6bb ff2 fs3 fc0 sc0 ls0 ws0">procesów <span class="_ _7"> </span>inwestycji <span class="_ _7"> </span>dewelopersk<span class="_ _8"></span>ich. <span class="_ _7"> </span>Pomimo <span class="_ _6"> </span>tyc<span class="_ _8"></span>h <span class="_ _6"> </span>u<span class="_ _8"></span>t<span class="_ _8"></span>rudnień <span class="_ _7"> </span>przez <span class="_ _7"> </span>cały <span class="_ _6"> </span>ok<span class="_ _8"></span>res <span class="_ _7"> </span>2021 <span class="_ _6"> </span>utrz<span class="_ _8"></span>ymywał <span class="_ _7"> </span>się </div><div class="t m0 x2 h8 y6bc ff1 fs3 fc0 sc0 ls0 ws0">korzystny trend z<span class="_ _8"></span>akupowy na rynku miesz<span class="_ _8"></span>kaniowym<span class="_ _8"></span>. </div><div class="t m0 x2 h8 y6bd ff2 fs3 fc0 sc0 ls0 ws0">Na <span class="_ _f"></span>dzi<span class="_ _8"></span>eń <span class="_ _f"></span>s<span class="_ _8"></span>porządzenia<span class="_ _8"></span> <span class="_ _f"></span>sprawoz<span class="_ _8"></span>dania <span class="_ _6"></span>nie <span class="_ _f"></span>j<span class="_ _8"></span>est <span class="_ _f"></span>z<span class="_ _8"></span>auważalne <span class="_ _6"> </span>bezpośredn<span class="_ _8"></span>ie <span class="_ _6"></span>zagrożenie <span class="_ _6"></span>dla <span class="_ _f"></span>dz<span class="_ _8"></span>iałalności </div><div class="t m0 x2 h8 y6be ff2 fs3 fc0 sc0 ls0 ws0">JHM <span class="_ _8"></span>DE<span class="_ _8"></span>VELOPMENT <span class="_ _c"></span>S.A., <span class="_ _c"></span>a <span class="_ _c"></span>wpływ <span class="_ _c"></span>pośredni <span class="_ _c"></span>jest <span class="_ _c"></span>obec<span class="_ _8"></span>nie <span class="_ _8"></span>bardzo <span class="_ _c"></span>trudny <span class="_ _c"></span>do <span class="_ _c"></span>oceny. <span class="_ _c"></span>Zarząd <span class="_ _c"></span>Spółki <span class="_ _c"></span>na </div><div class="t m0 x2 h8 y6bf ff2 fs3 fc0 sc0 ls0 ws0">bieżąco <span class="_ _7"> </span>monitoruje <span class="_ _7"> </span>i <span class="_ _7"> </span>anali<span class="_ _8"></span>zuje <span class="_ _7"> </span>sytuację <span class="_ _7"> </span>rynkową, <span class="_ _7"> </span>dos<span class="_ _8"></span>tosowując <span class="_ _7"> </span>strat<span class="_ _8"></span>egię<span class="ff1"> </span>dz<span class="_ _8"></span>iałania <span class="_ _7"> </span>do <span class="_ _7"> </span>uwarunkowań<span class="_ _8"></span> </div><div class="t m0 x2 h8 y6c0 ff2 fs3 fc0 sc0 ls0 ws0">zewnętrznych. <span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h35 y6c1 ff6 fs1 fc0 sc0 ls0 ws0">Marywilska 44 Sp.<span class="_ _3"></span> <span class="_ _8"></span>z o.o. </div><div class="t m0 x2 h8 y6c2 ff1 fs3 fc0 sc0 ls0 ws0">Lata <span class="_ _3"></span>2020 <span class="_ _3"></span>i <span class="_ _3"></span><span class="ff2">2020 <span class="_ _3"></span>był<span class="ff1">y <span class="_ _3"></span>okres<span class="_ _8"></span>em <span class="_ _3"></span>szcz<span class="_ _8"></span>eg<span class="ff2">ólnym <span class="_ _3"></span>w <span class="_ _3"></span>historii <span class="_ _3"></span>d<span class="_ _8"></span>ziałalności <span class="_ _3"></span>tej <span class="_ _3"></span>spółki, <span class="_ _3"></span>z <span class="_ _3"></span>uwag<span class="_ _8"></span>i <span class="_ _3"></span>na <span class="_ _3"></span>rozwój <span class="_ _3"></span>pandemii </span></span></span></div><div class="t m0 x2 h8 y4e9 ff1 fs3 fc0 sc0 ls0 ws0">wirusa <span class="_ _f"></span>COViD-<span class="ff2">19 <span class="_ _f"></span>i <span class="_ _f"></span>zw<span class="_ _8"></span>iązane <span class="_ _f"></span>z <span class="_ _f"></span>nią <span class="_ _f"></span>ograniczenia <span class="_ _f"></span>w <span class="_ _f"></span>dz<span class="_ _8"></span>iałalności <span class="_ _6"> </span></span>gospod<span class="_ _8"></span>arczej<span class="ff2">, <span class="_ _f"></span>k<span class="_ _8"></span>tóre <span class="_ _f"></span>przełożyły <span class="_ _f"></span>się <span class="_ _f"></span>na </span></div><div class="t m0 x2 h8 y6c3 ff1 fs3 fc0 sc0 ls0 ws0">wyniki <span class="ff2">finansowe Sp<span class="_ _8"></span>ółki w roku 2021<span class="_ _8"></span></span><span class="lsd">. </span> </div><div class="t m0 x2 h8 y493 ff1 fs3 fc0 sc0 ls0 ws0">O<span class="ff2">gólnokrajowe <span class="_ _d"> </span>obostrzenia <span class="_ _d"> </span>w <span class="_ _1b"> </span>zakresi<span class="_ _8"></span>e <span class="_ _1b"> </span>działal<span class="_ _8"></span>ności <span class="_ _1b"> </span>gos<span class="_ _8"></span>podarczej, <span class="_ _d"> </span>w <span class="_ _1b"> </span>tym<span class="_ _8"></span> <span class="_ _1b"> </span>zakaz<span class="_ _8"></span> <span class="_ _1b"> </span>prowadz<span class="_ _8"></span>enia </span></div><div class="t m0 x2 h8 y494 ff2 fs3 fc0 sc0 ls0 ws0">działalności <span class="_ _1e"> </span>h<span class="_ _8"></span>andlowej <span class="_ _1e"> </span>dl<span class="_ _8"></span>a <span class="_ _1e"> </span>większośc<span class="_ _8"></span>i <span class="_ _1e"> </span>sklepów <span class="_ _14"> </span>w <span class="_ _1e"> </span>obiektach <span class="_ _14"> </span>o <span class="_ _1e"> </span>powierzc<span class="_ _8"></span>hni <span class="_ _1e"> </span>powyżej <span class="_ _14"> </span>2<span class="_ _8"></span><span class="ff1"> 000 <span class="_ _14"> </span>m</span></div><div class="t m0 x95 h56 y651 ff1 fs6 fc0 sc0 ls0 ws0">2</div><div class="t m0 x108 h8 y494 ff1 fs3 fc0 sc0 ls19 ws0">. </div><div class="t m0 x2 h8 y495 ff1 fs3 fc0 sc0 ls0 ws0">wp<span class="ff2">rowadzone <span class="_ _1a"> </span>ust<span class="_ _8"></span>awą <span class="_ _1a"> </span>z <span class="_ _1a"> </span>dnia <span class="_ _1a"> </span>2 <span class="_ _1a"> </span>marc<span class="_ _8"></span>a <span class="_ _1a"> </span>2020 <span class="_ _1a"> </span>r. <span class="_ _1b"> </span>o <span class="_ _1a"> </span>szczególnych <span class="_ _1b"> </span>rozwiązaniach <span class="_ _d"> </span>związanych <span class="_ _1a"> </span>z </span></div><div class="t m0 x2 h8 y496 ff2 fs3 fc0 sc0 ls0 ws0">zapobieganiem, <span class="_ _27"> </span>przeciwd<span class="_ _8"></span>ziałaniem <span class="_ _27"> </span>i <span class="_ _27"> </span>zwalczaniem <span class="_ _27"> </span>COVID<span class="_ _8"></span><span class="ff1">-<span class="_ _8"></span></span>19, <span class="_ _27"> </span>innych <span class="_ _d"> </span>c<span class="_ _8"></span>horób <span class="_ _27"> </span>zakaźnych <span class="_ _27"> </span>oraz </div><div class="t m0 x2 h8 y6c4 ff2 fs3 fc0 sc0 ls0 ws0">wywołanych <span class="_ _7"> </span>nimi <span class="_ _7"> </span>sytuac<span class="_ _8"></span>ji <span class="_ _7"> </span>kryzysowych <span class="_ _7"> </span>(Dz.U. <span class="_ _7"> </span>z <span class="_ _7"> </span>2020r. <span class="_ _7"> </span>poz.3<span class="_ _8"></span>74 <span class="_ _7"> </span>z <span class="_ _7"> </span>późn.zm.) <span class="_ _7"> </span>przepisy<span class="_ _8"></span> <span class="_ _7"> </span>uniemo<span class="_ _8"></span>ż<span class="_ _8"></span>liwiły </div><div class="t m0 x2 h8 y498 ff2 fs3 fc0 sc0 ls0 ws0">pobierania <span class="_ _3"></span>opłat <span class="_ _3"></span>czynszowych <span class="_ _3"></span>od <span class="_ _3"></span>większości <span class="_ _3"></span>najemców<span class="_ _8"></span>, <span class="_ _2"></span>w <span class="_ _3"></span>okresach <span class="_ _3"></span>od <span class="_ _3"></span>28 <span class="_ _3"></span>grudnia <span class="_ _3"></span>2020r. <span class="_ _3"></span>do <span class="_ _2"></span>3<span class="_ _8"></span>1 <span class="_ _2"></span>sty<span class="_ _8"></span>cznia </div><div class="t m0 x2 h8 y499 ff2 fs3 fc0 sc0 ls0 ws0">2021r. <span class="_ _3"></span>oraz <span class="_ _3"></span>od <span class="_ _3"></span>15 <span class="_ _3"></span>marca <span class="_ _3"></span>do 4 <span class="_ _2"></span>maja <span class="_ _3"></span>2021r. <span class="_ _0"></span>Spółka <span class="_ _3"></span>w <span class="_ _3"></span>tych <span class="_ _3"></span>okresach <span class="_ _3"></span>miała <span class="_ _3"></span>bardzo <span class="_ _3"></span>o<span class="_ _8"></span>graniczone <span class="_ _3"></span>moż<span class="_ _8"></span>liwości </div><div class="t m0 x2 h8 y49a ff1 fs3 fc0 sc0 ls0 ws0">czerpania <span class="ff2">przy<span class="_ _8"></span>chodów ze swojej podstaw<span class="_ _8"></span>owej działaln<span class="_ _8"></span>ości jaką jest najem pow<span class="_ _8"></span>ierzchni hand<span class="_ _8"></span>lowej.<span class="_ _8"></span></span> </div><div class="t m0 x2 h8 y6c5 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y6c6 ff2 fs3 fc0 sc0 ls0 ws0">Poza <span class="_ _0"></span>niemalże całkowitym zakazem <span class="_ _0"></span>działalności w <span class="_ _3"></span>ob<span class="_ _8"></span>iektach handlowych o <span class="_ _3"></span>pow<span class="_ _8"></span>ierzchni powyżej <span class="_ _3"></span>2<span class="_ _c"></span><span class="ff1"> 000<span class="_ _8"></span> </span></div><div class="t m0 x2 h8 y6c7 ff1 fs3 fc0 sc0 ls0 ws0">m</div><div class="t m0 x59 h56 y6c8 ff1 fs6 fc0 sc0 ls0 ws0">2</div><div class="t m0 x86 h8 y6c7 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _2b"> </span><span class="ff2">we <span class="_ _13"> </span>wskazanych <span class="_ _13"> </span>okresac<span class="_ _8"></span>h <span class="_ _2b"> </span>poszczegó<span class="_ _8"></span>lne <span class="_ _2b"> </span>grupy <span class="_ _13"> </span>najemców <span class="_ _13"> </span>powierzchn<span class="_ _8"></span>i <span class="_ _2b"> </span>na <span class="_ _13"> </span>ter<span class="_ _8"></span></span>en<span class="_ _8"></span>ie <span class="_ _2b"> </span>komp<span class="_ _8"></span>leksu </div><div class="t m0 x2 h8 y6c9 ff2 fs3 fc0 sc0 ls0 ws0">handlowego objęte były <span class="_ _8"></span>dodatkowym<span class="_ _8"></span>i ograniczeniami:<span class="_ _8"></span><span class="ff1"> </span></div></div></div><div class="pi" ></div></div><div id="pf39" class="pf w0 h0" ><div class="pc pc39 w0 h0"><img class="bi x4 y2a w3 h5" alt="" 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class="c x0 y1 w2 h0"><div class="t m0 x5 h6 y2b ff4 fs2 fc2 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI GRUPY KAPITAŁOWEJ <span class="ff3">MIRBUD ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc3"> </span></span></div><div class="t m0 x6 h4 y2c ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y2d w4 ha"><div class="t m0 x106 h8 y85 ff2 fs3 fc2 sc0 ls0 ws0">Grupa Kapitałowa MIR<span class="_ _8"></span>BUD<span class="ff1"> <span class="ls6">| <span class="_ _8"></span></span>Dostawcy<span class="_ _8"></span> </span></div></div><div class="c x9 y2d w5 ha"><div class="t m0 xa h4 y86 ff3 fs1 fc4 sc0 ls3 ws0">57<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h4 y31 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x36 h8 y18e ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">od <span class="_ _8"></span>poc<span class="_ _8"></span>zątku 2<span class="_ _8"></span>021</span> <span class="_ _8"></span><span class="ff2">r., <span class="_ _8"></span>aż <span class="_ _8"></span>do <span class="_ _c"></span>5 c<span class="_ _8"></span>zerwca <span class="_ _8"></span>2021<span class="_ _8"></span></span> <span class="_ _8"></span><span class="ff2">r. n<span class="_ _8"></span>ajemcy <span class="_ _8"></span>działającyc<span class="_ _8"></span>h w <span class="_ _c"></span>branży <span class="_ _8"></span>rozrywkowej <span class="_ _8"></span>nie<span class="_ _8"></span> </span></div><div class="t m0 x25 h8 y22f ff2 fs3 fc0 sc0 ls0 ws0">mogli prowadzić działalnoś<span class="_ _8"></span>ci, a tym samym w okresie zakazu nie byli zobowiązani do płatności </div><div class="t m0 x25 h8 y34 ff1 fs3 fc0 sc0 ls0 ws0">czynsz<span class="_ _8"></span><span class="ff2">ów za najem powierzc<span class="_ _8"></span>hni</span>; </div><div class="t m0 x36 h8 y230 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">od <span class="_ _f"></span>początku <span class="_ _f"></span>2021</span> <span class="_ _f"></span><span class="ff2">r., <span class="_ _f"></span>aż <span class="_ _c"></span>do<span class="_ _8"></span> <span class="_ _f"></span>28 <span class="_ _c"></span>maja <span class="_ _f"></span>2021</span> <span class="_ _f"></span><span class="ff2">r. <span class="_ _f"></span>najemcy <span class="_ _f"></span>działających <span class="_ _f"></span>w <span class="_ _f"></span>branży <span class="_ _c"></span>fitne<span class="_ _8"></span>ss <span class="_ _f"></span>nie <span class="_ _c"></span>mogl<span class="_ _8"></span>i </span></div><div class="t m0 x25 h8 y231 ff2 fs3 fc0 sc0 ls0 ws0">prowadzić <span class="_ _21"> </span>działalności, <span class="_ _21"> </span>a <span class="_ _21"> </span>ty<span class="_ _8"></span>m <span class="_ _2a"> </span>samym <span class="_ _21"> </span>w <span class="_ _21"> </span>okresie <span class="_ _21"> </span>zakazu <span class="_ _21"> </span>nie <span class="_ _21"> </span>byli <span class="_ _21"> </span>zobowiąz<span class="_ _8"></span>ani <span class="_ _2a"> </span>do <span class="_ _21"> </span>płatnośc<span class="_ _8"></span>i </div><div class="t m0 x25 h8 y293 ff2 fs3 fc0 sc0 ls0 ws0">czynszów z<span class="_ _8"></span>a najem powierzchni<span class="_ _8"></span><span class="ff1">; </span></div><div class="t m0 x36 h8 y294 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">od początku 2021</span> <span class="_ _3"></span>r., a<span class="ff2">ż do <span class="_ _0"></span>28 <span class="_ _0"></span>maja 2021<span class="ff1"> <span class="_ _3"></span><span class="ff2">r<span class="_ _8"></span>. <span class="_ _0"></span>lokale <span class="_ _0"></span>gastronomiczne, stanowiące znaczącą grupę </span></span></span></div><div class="t m0 x25 h8 y295 ff2 fs3 fc0 sc0 ls0 ws0">najemców <span class="_ _f"></span>Spółki, <span class="_ _c"></span>mogły <span class="_ _f"></span>prowadzić <span class="_ _c"></span>sprzedaż <span class="_ _f"></span>posiłków <span class="_ _c"></span>wy<span class="_ _8"></span>łącznie <span class="_ _c"></span>na <span class="_ _f"></span>wynos, <span class="_ _c"></span>co <span class="_ _f"></span>przełożyło <span class="_ _c"></span>się<span class="_ _8"></span> </div><div class="t m0 x25 h8 y296 ff2 fs3 fc0 sc0 ls0 ws0">znacząco na wysokość<span class="_ _8"></span> opłat czyns<span class="_ _8"></span>zowych uiszczanych przez<span class="_ _8"></span> tą grupę najemców<span class="_ _c"></span><span class="ff1">; </span></div><div class="t m0 x36 h8 y297 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span>o<span class="ff2">d <span class="_ _1e"> </span>początku <span class="_ _12"> </span>r<span class="_ _8"></span>oku <span class="_ _1e"> </span></span>2021 <span class="_ _12"> </span>r<span class="_ _8"></span>. <span class="_ _12"> </span>do <span class="_ _12"> </span>d<span class="_ _8"></span>nia <span class="_ _1e"> </span>28 <span class="_ _12"> </span>marca <span class="_ _1e"> </span>2022 <span class="_ _1e"> </span>r. <span class="_ _12"> </span><span class="ff2">ob<span class="_ _8"></span>owiązywało <span class="_ _1e"> </span>szereg <span class="_ _12"> </span>o<span class="_ _8"></span>bostrzeń </span></div><div class="t m0 x25 h8 y298 ff2 fs3 fc0 sc0 ls0 ws0">wpływających na<span class="_ _8"></span> funkcj<span class="_ _8"></span>onowanie naj<span class="_ _8"></span>emców Spółki<span class="_ _8"></span> z ni<span class="_ _8"></span>emalże wszy<span class="_ _8"></span>stkich branż <span class="_ _c"></span>–<span class="_ _8"></span><span class="ff1"> <span class="_ _8"></span>obostrzenia </span></div><div class="t m0 x25 h8 y299 ff1 fs3 fc0 sc0 ls0 ws0">te <span class="_ _c"></span>dotyc<span class="_ _8"></span>z<span class="ff2">yły</span> <span class="_ _f"></span><span class="ff2">obowiązku <span class="_ _f"></span>noszenia <span class="_ _f"></span>maseczek <span class="_ _f"></span>ochronnych, <span class="_ _f"></span>limitu <span class="_ _c"></span>osób <span class="_ _f"></span>mogących <span class="_ _f"></span>przebywać <span class="_ _f"></span>w </span></div><div class="t m0 x25 h8 y29a ff1 fs3 fc0 sc0 ls0 ws0">ramach <span class="_ _c"></span>danej <span class="_ _c"></span>powie<span class="ff2">rzchn<span class="_ _8"></span>i <span class="_ _c"></span>czy <span class="_ _c"></span>obowiązku <span class="_ _c"></span>dezynfekcj<span class="_ _8"></span>i</span>; <span class="_ _c"></span>p<span class="ff2">owyższ<span class="_ _8"></span>e <span class="_ _8"></span>prz<span class="_ _8"></span>ekłada<span class="ls10">ło</span></span> <span class="_ _c"></span><span class="ff2">s<span class="_ _8"></span>ię <span class="_ _c"></span>na <span class="_ _8"></span>obn<span class="_ _8"></span>iżoną </span></div><div class="t m0 x25 h8 y337 ff2 fs3 fc0 sc0 ls0 ws0">liczbę osób odwiedzając<span class="_ _8"></span>ych obiekty hand<span class="_ _8"></span>lowe. <span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 y6ca ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y2f9 ff2 fs3 fc0 sc0 ls0 ws0">Wszystkie <span class="_ _14"> </span>powyższe <span class="_ _14"> </span>ograniczenia<span class="_ _8"></span> <span class="_ _1e"> </span>wy<span class="_ _8"></span>warły <span class="_ _1e"> </span>s<span class="_ _8"></span>ilny <span class="_ _14"> </span>negatywny <span class="_ _14"> </span>wpływ <span class="_ _14"> </span>na <span class="_ _14"> </span>poziom <span class="_ _14"> </span>przychodów<span class="_ _8"></span> <span class="_ _1e"> </span>z<span class="_ _8"></span>e </div><div class="t m0 x2 h8 y2fa ff2 fs3 fc0 sc0 ls0 ws0">sprzedaży, jak i na os<span class="_ _8"></span>iągane wyniki finansow<span class="_ _8"></span>e Spółki<span class="_ _8"></span><span class="ff1">. </span></div><div class="t m0 x2 h8 y6cb ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y6cc ff2 fs3 fc0 sc0 ls0 ws0">Jednocześnie <span class="_ _1e"> </span>w<span class="_ _8"></span> <span class="_ _1e"> </span>uw<span class="_ _8"></span>agi <span class="_ _1e"> </span>na <span class="_ _14"> </span>znaczące <span class="_ _1e"> </span>sp<span class="_ _8"></span>ołeczne <span class="_ _1e"> </span>o<span class="_ _8"></span>bawy <span class="_ _1e"> </span>przed<span class="_ _8"></span> <span class="_ _1e"> </span>zarażen<span class="_ _8"></span>iem <span class="_ _14"> </span>wirusem <span class="_ _1e"> </span>COVID<span class="_ _c"></span><span class="ff1">-19<span class="_ _8"></span>, </span></div><div class="t m0 x2 h8 y6cd ff2 fs3 fc0 sc0 ls0 ws0">ograniczenia <span class="_ _28"> </span>w  ruchu <span class="_ _21"> </span>ludnośc<span class="_ _8"></span>i, <span class="_ _21"> </span>wprowa<span class="_ _8"></span>dzone <span class="_ _28"> </span>zalecenia  i <span class="_ _2a"> </span>prz<span class="_ _8"></span>episy  sanitarne <span class="_ _21"> </span>oraz<span class="_ _8"></span> <span class="_ _21"> </span>ogranicz<span class="_ _8"></span>enia <span class="_ _28"> </span>w </div><div class="t m0 x2 h8 y2fc ff2 fs3 fc0 sc0 ls0 ws0">dostępnie do <span class="_ _8"></span>usług r<span class="_ _8"></span>ozrywkowych <span class="_ _8"></span>i gastrono<span class="_ _8"></span>micznych licz<span class="_ _8"></span>ba osób <span class="_ _8"></span>odwiedzający<span class="_ _c"></span><span class="ff1">ch <span class="_ _8"></span>Centrum Ha<span class="_ _8"></span>ndlowe </span></div><div class="t m0 x2 h8 y6a ff2 fs3 fc0 sc0 ls0 ws0">MARYWILSKA <span class="_ _c"></span>44 <span class="_ _c"></span>i <span class="_ _c"></span>Park <span class="_ _c"></span>Handlowy <span class="_ _c"></span>MAR<span class="_ _8"></span>YWILSKA <span class="_ _c"></span>44 <span class="_ _c"></span>odnotowały<span class="_ _8"></span> <span class="_ _8"></span>wy<span class="_ _8"></span>raźny <span class="_ _8"></span>s<span class="_ _8"></span>padek<span class="_ _8"></span>. <span class="_ _c"></span>Było <span class="_ _c"></span>to <span class="_ _c"></span>widocz<span class="_ _8"></span>ne </div><div class="t m0 x2 h8 y600 ff2 fs3 fc0 sc0 ls0 ws0">zwłaszcza <span class="_ _f"></span>w <span class="_ _c"></span>pierwszej<span class="_ _8"></span> <span class="_ _c"></span>połowie<span class="_ _8"></span> <span class="_ _f"></span><span class="ff1">2021 <span class="_ _f"></span></span>roku. <span class="_ _c"></span>Spadek <span class="_ _f"></span>liczby <span class="_ _f"></span>klientów <span class="_ _c"></span>na<span class="_ _8"></span> <span class="_ _c"></span>terenie <span class="_ _f"></span>kompleksu <span class="_ _f"></span>handlowego </div><div class="t m0 x2 h8 y6ce ff2 fs3 fc0 sc0 ls0 ws0">był <span class="_ _21"> </span>podstawą  do <span class="_ _2a"> </span>udzi<span class="_ _8"></span>elenia <span class="_ _21"> </span>obniżek<span class="_ _8"></span> <span class="_ _21"> </span>w <span class="_ _21"> </span>czyns<span class="_ _8"></span>zach <span class="_ _21"> </span>dla <span class="_ _28"> </span>n<span class="_ _8"></span>ajemców  działających <span class="_ _21"> </span>zarówno  na <span class="_ _2a"> </span>tere<span class="_ _8"></span>nie </div><div class="t m0 x2 h8 y17a ff2 fs3 fc0 sc0 ls0 ws0">Centrum Handlowego j<span class="_ _8"></span>ak również Parku Handlowe<span class="_ _8"></span>go, co również wywarło znacz<span class="_ _8"></span>ący negatywny wpływ </div><div class="t m0 x2 h8 y17b ff2 fs3 fc0 sc0 ls0 ws0">na poziom przychodów<span class="_ _8"></span> i wyniki finansowe<span class="_ _8"></span> Spółki.  <span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 y17c ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y6cf ff2 fs3 fc0 sc0 ls0 ws0">Sytuacja <span class="_ _8"></span>poprawiła <span class="_ _8"></span>się <span class="_ _8"></span>w <span class="_ _8"></span>drugiej <span class="_ _8"></span>połowie <span class="_ _8"></span>roku, <span class="_ _8"></span>kiedy <span class="_ _8"></span>to <span class="_ _8"></span>liczba ob<span class="_ _8"></span>ostrzeń<span class="_ _8"></span><span class="ff1"> <span class="_ _8"></span></span>była <span class="_ _8"></span>zdecydowan<span class="_ _8"></span>ie mniej<span class="_ _8"></span>sza <span class="_ _8"></span>i </div><div class="t m0 x2 h8 y6d0 ff2 fs3 fc0 sc0 ls0 ws0">nie <span class="_ _7"> </span>występ<span class="_ _8"></span>owały <span class="_ _2a"> </span>okresy <span class="_ _2a"> </span>całkowitego <span class="_ _2a"> </span>zakazu <span class="_ _2a"> </span>handlu<span class="_ _8"></span> <span class="_ _7"> </span>w <span class="_ _2a"> </span>obiektach <span class="_ _2a"> </span>o <span class="_ _2a"> </span>powierzch<span class="_ _8"></span>ni <span class="_ _7"> </span>powy<span class="_ _8"></span>żej <span class="_ _2a"> </span>2<span class="_ _8"></span><span class="ff1"> 000 <span class="_ _2a"> </span>m</span></div><div class="t m0 x95 h56 y6d1 ff1 fs6 fc0 sc0 ls0 ws0">2</div><div class="t m0 x108 h8 y6d0 ff1 fs3 fc0 sc0 lsd ws0">. </div><div class="t m0 x2 h8 y1ed ff2 fs3 fc0 sc0 ls0 ws0">Liczba <span class="_ _3"></span>kl<span class="_ _8"></span>ientów od<span class="_ _0"></span>wiedzając<span class="_ _8"></span>ych <span class="_ _3"></span>c<span class="_ _8"></span>entrum <span class="_ _3"></span>stop<span class="_ _8"></span>niowo <span class="_ _3"></span>r<span class="_ _8"></span>osła, <span class="_ _0"></span>co umożliwiło <span class="_ _3"></span>stopni<span class="_ _8"></span>ową <span class="_ _0"></span>rezygnacj<span class="_ _c"></span>ę<span class="ff1"> <span class="_ _3"></span>z polityki </span></div><div class="t m0 x2 h8 y2fe ff2 fs3 fc0 sc0 ls0 ws0">udzielania <span class="_ _2b"> </span>rabatów <span class="_ _2b"> </span>w <span class="_ _2b"> </span>czynsz<span class="_ _8"></span>u. <span class="_ _11"> </span>Z<span class="_ _8"></span><span class="ff1"> <span class="_ _2b"> </span></span>końcem <span class="_ _2b"> </span>roku <span class="_ _2b"> </span>rabaty <span class="_ _2b"> </span>prz<span class="_ _8"></span>yznawane <span class="_ _2b"> </span>były <span class="_ _2b"> </span>już <span class="_ _2b"> </span>tylko <span class="_ _2b"> </span>pojedynczym </div><div class="t m0 x2 h8 y2ff ff2 fs3 fc0 sc0 ls0 ws0">najemcom prowadząc<span class="_ _8"></span>ym działalność<span class="_ _8"></span> w branżach najsilniej<span class="_ _8"></span> dotkniętych przez pan<span class="_ _8"></span>demię. <span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 y6d2 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y458 ff2 fs3 fc0 sc0 ls0 ws0">Jednocześnie <span class="_ _8"></span>w <span class="_ _8"></span>r<span class="_ _8"></span>oku <span class="_ _8"></span>2021 <span class="_ _8"></span>Spółka <span class="_ _8"></span>po <span class="_ _8"></span>raz<span class="_ _8"></span> <span class="_ _8"></span>pierwszy <span class="_ _c"></span>odnotowała <span class="_ _8"></span>znaczące <span class="_ _c"></span>przychody <span class="_ _8"></span>z <span class="_ _8"></span>tyt. <span class="_ _c"></span>działalności </div><div class="t m0 x2 h8 y6d3 ff2 fs3 fc0 sc0 ls0 ws0">polegającej <span class="_ _6"></span>na<span class="ff1"> <span class="_ _6"></span></span>wynajmie <span class="_ _6"></span>powierzchn<span class="_ _8"></span>i <span class="_ _f"></span>na <span class="_ _6"> </span>cele <span class="_ _6"></span>magazy<span class="_ _8"></span>nowe, <span class="_ _f"></span>co <span class="_ _6"> </span>wynika<span class="_ _8"></span>ło <span class="_ _f"></span>z <span class="_ _6"> </span>naby<span class="_ _8"></span>cia <span class="_ _f"></span>nieruc<span class="_ _8"></span>homości <span class="_ _6"></span>o </div><div class="t m0 x2 h8 y6d4 ff2 fs3 fc0 sc0 ls0 ws0">takim <span class="_ _3"></span>przeznaczen<span class="_ _8"></span>iu <span class="_ _3"></span>położonej <span class="_ _3"></span>w <span class="_ _3"></span>Ostr<span class="_ _8"></span>ódzie. <span class="_ _3"></span>Całkowite <span class="_ _0"></span>przychody <span class="_ _3"></span>z <span class="_ _3"></span>najmu <span class="_ _0"></span>na <span class="_ _2"></span>c<span class="_ _8"></span>ele <span class="_ _3"></span>magazyn<span class="_ _8"></span>owe <span class="_ _3"></span>w <span class="_ _3"></span>ciągu </div><div class="t m0 x2 h8 y6d5 ff2 fs3 fc0 sc0 ls0 ws0">roku <span class="_ _c"></span>wyniosły <span class="_ _f"></span>ponad <span class="_ _c"></span>4,<span class="_ _8"></span>6 <span class="_ _c"></span>mln <span class="_ _f"></span>złotych <span class="_ _c"></span>i <span class="_ _f"></span>w <span class="_ _c"></span>kolejnych <span class="_ _f"></span>latach <span class="_ _f"></span>oczekujemy <span class="_ _c"></span>wzr<span class="_ _8"></span>ostu <span class="_ _c"></span>te<span class="_ _c"></span>j <span class="_ _f"></span>wartości. <span class="_ _c"></span>Najem <span class="_ _f"></span>na </div><div class="t m0 x2 h8 y6d6 ff2 fs3 fc0 sc0 ls0 ws0">cele <span class="_ _28"> </span>magazynowe  zapewnia <span class="_ _21"> </span>dod<span class="_ _8"></span>atkowe, <span class="_ _28"> </span>stabilne  źródło <span class="_ _21"> </span>przychod<span class="_ _8"></span>ów <span class="_ _28"> </span>bez <span class="_ _21"> </span>wz<span class="_ _8"></span>ględu <span class="_ _21"> </span>n<span class="_ _8"></span>a <span class="_ _28"> </span>obostrzenia<span class="_ _8"></span> </div><div class="t m0 x2 h8 y6d7 ff2 fs3 fc0 sc0 ls0 ws0">spowodowane pand<span class="_ _8"></span>emią wirusa COVID<span class="_ _8"></span><span class="ff1">-<span class="ls11">19. </span> </span></div><div class="t m0 x2 h8 y6d8 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h35 y6d9 ff6 fs1 fc0 sc0 ls0 ws0">JHM 1 Sp. z o<span class="_ _0"></span>.o. </div><div class="t m0 x2 h8 y6da ff2 fs3 fc0 sc0 ls0 ws0">Spółka <span class="_ _7"> </span>JHM <span class="_ _2a"> </span>1 <span class="_ _7"> </span>S<span class="_ _8"></span>p. <span class="_ _7"> </span>z <span class="_ _2a"> </span>o.o. <span class="_ _2a"> </span><span class="ff1">w <span class="_ _2a"> </span>2021 <span class="_ _7"> </span></span>z<span class="_ _8"></span>arządza<span class="ls10">ła<span class="_ _8"></span></span><span class="ff1"> <span class="_ _7"> </span></span>nieruc<span class="_ _8"></span>homością <span class="_ _7"> </span>p<span class="_ _8"></span>ołożoną <span class="_ _7"> </span>w <span class="_ _2a"> </span>Star<span class="_ _8"></span>achowicach <span class="_ _7"> </span>prz<span class="_ _8"></span>y <span class="_ _7"> </span>ul. </div><div class="t m0 x2 h8 y6db ff2 fs3 fc0 sc0 ls0 ws0">Radomskiej, wy<span class="_ _8"></span>najmowaną<span class="_ _8"></span> jednemu <span class="_ _8"></span>najemcy, k<span class="_ _8"></span>tóry p<span class="_ _8"></span>od marką <span class="_ _8"></span>BRICOMARCH<span class="_ _8"></span>É prowadz<span class="_ _8"></span>i działaln<span class="_ _8"></span>ość </div><div class="t m0 x2 h8 y6dc ff2 fs3 fc0 sc0 ls0 ws0">handlową w branży budowlanej.<span class="ff1"> </span>Branża<span class="_ _8"></span> handlu materiałami budowlanymi,<span class="_ _8"></span> w <span class="_ _0"></span>której działa <span class="ff1">N<span class="_ _8"></span>ajemca. nie<span class="_ _8"></span> </span></div><div class="t m0 x2 h8 y6dd ff2 fs3 fc0 sc0 ls0 ws0">podlegała  dotychc<span class="_ _8"></span>zas  dłu<span class="_ _8"></span>gotrwałym  zakazom <span class="_ _11"> </span>pro<span class="_ _8"></span>wadzen<span class="_ _8"></span>ia  działalności <span class="_ _11"> </span>z<span class="_ _8"></span>e  względu  na  p<span class="_ _8"></span>andemię </div><div class="t m0 x2 h8 y6de ff1 fs3 fc0 sc0 ls0 ws0">COVID-<span class="ff2">19. <span class="_ _6"> </span>N<span class="_ _8"></span>ie <span class="_ _6"> </span>od<span class="_ _8"></span>biło <span class="_ _6"></span>się <span class="_ _7"> </span>to <span class="_ _6"> </span>więc <span class="_ _7"> </span>istotnie <span class="_ _6"> </span>na<span class="_ _8"></span> <span class="_ _6"> </span>poziomi<span class="_ _8"></span>e <span class="_ _6"> </span>przyc<span class="_ _8"></span>hodów <span class="_ _6"> </span>ze <span class="_ _6"> </span>s<span class="_ _8"></span>przedaż<span class="_ _8"></span>y <span class="_ _6"> </span>spółki. <span class="_ _7"> </span>W <span class="_ _6"> </span>okresie<span class="_ _8"></span> </span></div><div class="t m0 x2 h8 y1e1 ff2 fs3 fc0 sc0 ls0 ws0">sprawozdawczym cz<span class="_ _8"></span>ynsze najmu fakturow<span class="_ _8"></span>ane były zg<span class="_ _8"></span>odnie z umową i regu<span class="_ _8"></span>lowane były bez wi<span class="_ _8"></span>ę<span class="_ _8"></span><span class="ff1">ksz<span class="_ _8"></span>ych </span></div><div class="t m0 x2 h8 y6df ff2 fs3 fc0 sc0 ls0 ws0">zakłóceń.<span class="ff1"> </span></div></div></div><div class="pi" ></div></div><div id="pf3a" class="pf w0 h0" ><div class="pc pc3a w0 h0"><img class="bi x18 y2a w6 h5" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x5 h6 y2b ff4 fs2 fc2 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI GRUPY KAPITAŁOWEJ <span class="ff3">MIRBUD ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc3"> </span></span></div><div class="t m0 x6 h4 y2c ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y2d w4 ha"><div class="t m0 x23 h8 y85 ff2 fs3 fc2 sc0 ls0 ws0">Grupa Kapitałowa MIR<span class="_ _8"></span>BUD<span class="ff1"> <span class="ls6">| <span class="_ _8"></span></span></span>Perspektywy r<span class="_ _8"></span>ozwoju działalności Gru<span class="_ _8"></span>py MIRBUD<span class="_ _8"></span><span class="ff1"> </span></div></div><div class="c x9 y2d w5 ha"><div class="t m0 xa h4 y86 ff3 fs1 fc4 sc0 ls3 ws0">58<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h4 y31 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h35 y32 ff6 fs1 fc0 sc0 ls0 ws0">JHM 2 Sp. z o<span class="_ _0"></span>.o. </div><div class="t m0 x2 h8 y684 ff2 fs3 fc0 sc0 ls0 ws0">W <span class="_ _2b"> </span>obiekc<span class="_ _8"></span>ie <span class="_ _2b"> </span>Centr<span class="_ _8"></span>um <span class="_ _2b"> </span>Jan<span class="_ _8"></span>owo <span class="_ _2b"> </span>ogra<span class="_ _8"></span>niczenia <span class="_ _2b"> </span>możl<span class="_ _8"></span>iwości <span class="_ _2b"> </span>prow<span class="_ _8"></span>adzenie <span class="_ _13"> </span>działalności <span class="_ _13"> </span>gospodarczej <span class="_ _13"> </span>w </div><div class="t m0 x2 h8 y6e0 ff2 fs3 fc0 sc0 ls0 ws0">związku <span class="_ _6"> </span>z <span class="_ _7"> </span>pandemią <span class="_ _6"> </span>COVI<span class="_ _8"></span>D<span class="ff1">-</span>19 <span class="_ _7"> </span>dotknęły <span class="_ _6"> </span>najemcó<span class="_ _8"></span>w <span class="_ _6"> </span>w <span class="_ _7"> </span>różnym <span class="_ _6"> </span>stop<span class="_ _8"></span>niu. <span class="_ _6"> </span>Branża<span class="_ _8"></span> <span class="_ _6"> </span>spożywc<span class="_ _8"></span>za, <span class="_ _6"> </span>w <span class="_ _6"> </span>k<span class="_ _8"></span>tórej </div><div class="t m0 x2 h8 y6e1 ff2 fs3 fc0 sc0 ls0 ws0">działa sieć handlowa <span class="_ _8"></span>BIEDRONKA, n<span class="_ _8"></span>ie podleg<span class="_ _8"></span>ała żadnym ogra<span class="_ _8"></span>niczeniom działal<span class="_ _8"></span>ności.<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 y6e2 ff2 fs3 fc0 sc0 ls0 ws0">Wprowadzane <span class="_ _7"> </span>w <span class="_ _6"> </span>z<span class="_ _8"></span>wiązku <span class="_ _7"> </span>z <span class="_ _6"> </span>epidemi<span class="_ _8"></span>ą <span class="_ _6"> </span>COVID<span class="_ _8"></span><span class="ff1">-</span>19 <span class="_ _7"> </span>na <span class="_ _6"> </span>t<span class="_ _8"></span>erenie <span class="_ _7"> </span>Polski <span class="_ _6"> </span>zakaz<span class="_ _8"></span>y <span class="_ _7"> </span>prowadzenia <span class="_ _6"> </span>dział<span class="_ _8"></span>alności </div><div class="t m0 x2 h8 y6e3 ff2 fs3 fc0 sc0 ls0 ws0">objęły <span class="_ _21"> </span>kilku  najemców <span class="_ _21"> </span>pro<span class="_ _8"></span>wadzących  w <span class="_ _2a"> </span>Centr<span class="_ _8"></span>um <span class="_ _21"> </span>Ja<span class="_ _8"></span>nowo <span class="_ _28"> </span>działalność <span class="_ _28"> </span>gospodarc<span class="_ _8"></span>zą <span class="_ _21"> </span>w  tym <span class="_ _2a"> </span>fitness,<span class="_ _8"></span> </div><div class="t m0 x2 h8 y6e4 ff2 fs3 fc0 sc0 ls0 ws0">solarium i kosmetol<span class="_ _8"></span>ogię.<span class="ff1"> </span></div><div class="t m0 x2 h8 y6e5 ff1 fs3 fc0 sc0 ls0 ws0">Na dz<span class="ff2">ień</span> 31.12.2021 f<span class="ff2">itness jak i <span class="_ _0"></span>solarium nie podlegają zakazowi prowadzenia działalności. W okresie </span></div><div class="t m0 x2 h8 y6e6 ff2 fs3 fc0 sc0 ls0 ws0">zakazu <span class="_ _2a"> </span>prowadzenia<span class="_ _8"></span> <span class="_ _7"> </span>dzi<span class="_ _8"></span>ałalności, <span class="_ _2a"> </span>w <span class="_ _2a"> </span>odniesie<span class="_ _8"></span>niu <span class="_ _7"> </span>d<span class="_ _8"></span>o <span class="_ _2a"> </span>najemców <span class="_ _2a"> </span>z <span class="_ _2a"> </span>tych <span class="_ _21"> </span>branż <span class="_ _7"> </span>c<span class="_ _8"></span>zyns<span class="_ _8"></span>z <span class="_ _7"> </span>najmu <span class="_ _21"> </span>i <span class="_ _2a"> </span>opłaty </div><div class="t m0 x2 h8 y8e ff2 fs3 fc0 sc0 ls0 ws0">eksploatacyjne <span class="_ _3"></span>nie <span class="_ _3"></span>były <span class="_ _3"></span>nali<span class="_ _8"></span>czane. <span class="_ _3"></span>Z <span class="_ _3"></span>chwilą <span class="_ _3"></span>zniesienia <span class="_ _3"></span>o<span class="_ _8"></span>graniczeń <span class="_ _3"></span>uz<span class="_ _8"></span><span class="ff1">godni<span class="_ _8"></span>ono <span class="_ _3"></span>z <span class="_ _3"></span>tymi <span class="_ _3"></span>najemcami <span class="_ _3"></span>warunk<span class="_ _8"></span>i </span></div><div class="t m0 x2 h8 y6e7 ff2 fs3 fc0 sc0 ls0 ws0">czasowego <span class="_ _12"> </span>o<span class="_ _8"></span>bniżenia <span class="_ _1e"> </span>czynszów, <span class="_ _1e"> </span>pozwalające <span class="_ _1e"> </span>im <span class="_ _1e"> </span>na <span class="_ _1e"> </span>utrzymanie <span class="_ _1e"> </span>płynnośc<span class="_ _8"></span>i <span class="_ _12"> </span>i <span class="_ _1e"> </span>zdolności <span class="_ _1e"> </span>płacenia </div><div class="t m0 x2 h8 y6e8 ff2 fs3 fc0 sc0 ls0 ws0">czynszów w okr<span class="_ _8"></span>esie dochodzenia do oc<span class="_ _8"></span>zekiwanego poziom<span class="_ _8"></span>u działalności.<span class="_ _c"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 y216 ff1 fs3 fc0 sc0 ls0 ws0">Pozostali <span class="_ _d"> </span>najemcy <span class="_ _d"> </span>Centrum <span class="_ _d"> </span>w <span class="_ _1b"> </span>okresi<span class="_ _8"></span>e <span class="_ _d"> </span><span class="ff2">sprawozdawc<span class="_ _8"></span>zym <span class="_ _d"> </span>mogli <span class="_ _1b"> </span>pro<span class="_ _8"></span>wadzić <span class="_ _d"> </span>działalność <span class="_ _d"> </span>niemal </span></div><div class="t m0 x2 h8 y6e9 ff1 fs3 fc0 sc0 ls0 ws0">nieprzerwanie.<span class="_ _8"></span> </div><div class="t m0 x2 h8 y6ea ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hc y6eb ff1 fs4 fc0 sc0 ls0 ws0">4.8. <span class="_ _10"></span><span class="ff5">Perspektywy rozwoju działalności Grupy MIRBUD<span class="ff1"> </span></span></div><div class="t m0 x2 h8 y6ec ff2 fs3 fc0 sc0 ls0 ws0">Podstawowym <span class="_ _14"> </span>celem <span class="_ _14"> </span>G<span class="_ _8"></span>rupy <span class="_ _14"> </span>niezmienn<span class="_ _8"></span>ie <span class="_ _14"> </span>pozostaje <span class="_ _14"> </span>rozwój<span class="_ _8"></span> <span class="_ _14"> </span>skali <span class="_ _14"> </span>działalności, <span class="_ _14"> </span>prz<span class="_ _8"></span>y <span class="_ _14"> </span>zachowaniu </div><div class="t m0 x2 h8 y6ed ff2 fs3 fc0 sc0 ls0 ws0">atrakcyjnyc<span class="_ _8"></span>h marż na poziomie zysk<span class="_ _8"></span>u operacyjnego E<span class="_ _8"></span>BITDA<span class="_ _8"></span><span class="ff1"> i zysku netto. <span class="_ _8"></span> </span></div><div class="t m0 x2 h8 y6ee ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h35 y6ef ff6 fs1 fc0 sc0 ls0 ws0">MIRBUD S.A<span class="_ _0"></span>. </div><div class="t m0 x2 h8 y6f0 ff2 fs3 fc0 sc0 ls0 ws0">W  najbliższych  latach  Spółka  nada<span class="_ _8"></span>l  będzie  działać  we  wsz<span class="_ _8"></span>ystkich  ważniejszyc<span class="_ _8"></span>h  sektorach  rynku </div><div class="t m0 x2 h8 y6f1 ff2 fs3 fc0 sc0 ls0 ws0">budowlanego na obszarze całego kraju. Na dzień <span class="_ _3"></span>s<span class="_ _8"></span>porządzania sprawozdan<span class="_ _8"></span>ia w <span class="_ _0"></span>portfelu MIRBUD S.A. </div><div class="t m0 x2 h8 y6f2 ff2 fs3 fc0 sc0 ls0 ws0">wartość <span class="_ _6"></span>kontraktów <span class="_ _6"></span>pozostających <span class="_ _6"> </span>do <span class="_ _6"></span>zrealizowania <span class="_ _f"></span>na <span class="_ _6"></span>rok <span class="_ _6"></span>2022 <span class="_ _f"></span>i <span class="_ _6"></span>lata <span class="_ _6"></span>następne <span class="_ _6"></span>wynosi <span class="_ _f"></span>ok. <span class="_ _6"></span>3,2 <span class="_ _6"></span>mld </div><div class="t m0 x2 h8 y265 ff2 fs3 fc0 sc0 ls0 ws0">złotych, <span class="_ _8"></span>w ty<span class="_ _8"></span>m na <span class="_ _8"></span>rok <span class="_ _8"></span>2022 <span class="_ _8"></span>ok. <span class="_ _8"></span>1,8 <span class="_ _8"></span>mld z<span class="_ _8"></span>ł. N<span class="_ _8"></span>a dzi<span class="_ _8"></span>eń sp<span class="_ _8"></span>orządzenia <span class="_ _8"></span>niniejszego <span class="_ _8"></span>raportu <span class="_ _8"></span>Spółka <span class="_ _8"></span>ocz<span class="_ _8"></span>ekuje </div><div class="t m0 x2 h8 y6f3 ff2 fs3 fc0 sc0 ls0 ws0">na podpisanie kolejnyc<span class="_ _8"></span>h umów, których jej<span class="_ _8"></span> oferta została wy<span class="_ _8"></span>brana jako najkorz<span class="_ _c"></span><span class="ff1">ystniejsza.<span class="_ _8"></span> </span></div><div class="t m0 x2 h8 y6f4 ff2 fs3 fc0 sc0 ls0 ws0">W <span class="_ _2b"> </span>2021 <span class="_ _2b"> </span>roku <span class="_ _13"> </span>dominujący<span class="_ _8"></span>m <span class="_ _2b"> </span>w <span class="_ _2b"> </span>prz<span class="_ _8"></span>ychodach <span class="_ _2b"> </span>Spółk<span class="_ _8"></span>i <span class="_ _2b"> </span>był <span class="_ _2b"> </span>s<span class="_ _8"></span>egment <span class="_ _2b"> </span>robót <span class="_ _13"> </span>inżynieryjno <span class="_ _12"> </span>–<span class="ff1"> <span class="_ _13"> </span>drogowych </span></div><div class="t m0 x2 h8 y6f5 ff2 fs3 fc0 sc0 ls0 ws0">generujący <span class="_ _2a"> </span><span class="ff1">(ok<span class="_ _8"></span>. </span>42% <span class="_ _7"> </span>przy<span class="_ _8"></span>chodów<span class="ff1">)</span>. <span class="_ _2a"> </span>Znaczny<span class="_ _8"></span> <span class="_ _7"> </span>wzr<span class="_ _8"></span>ost <span class="_ _7"> </span>wz<span class="_ _8"></span>ględem <span class="_ _7"> </span>202<span class="_ _8"></span>0 <span class="_ _7"> </span>rok<span class="_ _8"></span>u <span class="_ _7"> </span>odn<span class="_ _8"></span>otowano <span class="_ _2a"> </span>w <span class="_ _7"> </span>s<span class="_ _8"></span>trukturze </div><div class="t m0 x2 h8 y6f6 ff2 fs3 fc0 sc0 ls0 ws0">przychodów <span class="_ _2b"> </span>po <span class="_ _2b"> </span>stronie <span class="_ _2b"> </span>b<span class="_ _8"></span>udownictwa <span class="_ _2b"> </span>przemys<span class="_ _8"></span>łowego <span class="_ _2b"> </span>i <span class="_ _13"> </span><span class="ff1">magazynowe<span class="_ _8"></span>go <span class="_ _2b"> </span>(ok. <span class="_ _2b"> </span>39%). <span class="_ _2b"> </span>Na <span class="_ _2b"> </span>po<span class="_ _8"></span>dstawie </span></div><div class="t m0 x2 h8 y6f7 ff2 fs3 fc0 sc0 ls0 ws0">aktualnego <span class="_ _c"></span>portfela <span class="_ _c"></span>zamówi<span class="_ _8"></span>eń <span class="_ _8"></span>Zarząd<span class="_ _8"></span> <span class="_ _8"></span>prz<span class="_ _8"></span>ewiduje, <span class="_ _c"></span>że <span class="_ _8"></span>p<span class="_ _8"></span>rzychody <span class="_ _c"></span>w <span class="_ _c"></span>podobnej <span class="_ _c"></span>strukturz<span class="_ _8"></span>e <span class="_ _8"></span>Spółka<span class="_ _8"></span> <span class="_ _8"></span>bę<span class="_ _8"></span>dzie </div><div class="t m0 x2 h8 y6f8 ff2 fs3 fc0 sc0 ls0 ws0">realizowała również<span class="_ _8"></span> w roku 2022<span class="_ _8"></span><span class="ff1">. </span></div><div class="t m0 x2 h8 y6f9 ff2 fs3 fc0 sc0 ls0 ws0">Pod <span class="_ _3"></span>względem po<span class="_ _0"></span>siadanego <span class="_ _3"></span>portfe<span class="_ _8"></span>la <span class="_ _3"></span>zamów<span class="_ _8"></span>ień <span class="_ _3"></span>dla <span class="_ _3"></span>Grupy K<span class="_ _0"></span>apitałowej <span class="_ _3"></span>MIR<span class="_ _8"></span>BUD <span class="_ _3"></span>n<span class="_ _8"></span>adaj <span class="_ _3"></span>dominując<span class="_ _8"></span>ym<span class="_ _8"></span><span class="ff1"> <span class="_ _3"></span>j<span class="_ _8"></span>est </span></div><div class="t m0 x2 h8 y6fa ff2 fs3 fc0 sc0 ls0 ws0">obszar <span class="_ _3"></span>budowy <span class="_ _3"></span>dróg <span class="_ _3"></span>i <span class="_ _3"></span>mostó<span class="_ _8"></span>w, <span class="_ _3"></span>w <span class="_ _2"></span>nas<span class="_ _8"></span>tępnej <span class="_ _3"></span>kolejności: <span class="_ _3"></span>b<span class="_ _8"></span>udynków <span class="_ _3"></span>użyteczności <span class="_ _3"></span>pub<span class="_ _8"></span>licznej, <span class="_ _3"></span>magazynowo<span class="_ _8"></span> </div><div class="t m0 x2 h8 y6fb ff2 fs3 fc0 sc0 ls0 ws0">–<span class="ff1"> produkcyj<span class="_ _8"></span>nych oraz mieszkaniowych<span class="_ _8"></span>. </span></div><div class="t m0 x2 h2c y6fc ff8 fs5 fc0 sc0 ls0 ws0">Wykres: Zmiana<span class="_ _0"></span> struktury por<span class="_ _0"></span>tfela zamó<span class="_ _0"></span>wień GK MIR<span class="_ _0"></span>BUD w latach<span class="_ _0"></span> 2018<span class="ff7">-<span class="ls16">202</span>1 </span></div><div class="t m0 xc h8 y6fd ff1 fs3 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf3b" class="pf w0 h0" ><div class="pc pc3b w0 h0"><img class="bi x18 y2a w6 h5" alt="" 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class="c x0 y1 w2 h0"><div class="t m0 x5 h6 y2b ff4 fs2 fc2 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI GRUPY KAPITAŁOWEJ <span class="ff3">MIRBUD ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc3"> </span></span></div><div class="t m0 x6 h4 y2c ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y2d w4 ha"><div class="t m0 x23 h8 y85 ff2 fs3 fc2 sc0 ls0 ws0">Grupa Kapitałowa MIR<span class="_ _8"></span>BUD<span class="ff1"> <span class="ls6">| <span class="_ _8"></span></span></span>Perspektywy r<span class="_ _8"></span>ozwoju działalności Gru<span class="_ _8"></span>py MIRBUD<span class="_ _8"></span><span class="ff1"> </span></div></div><div class="c x9 y2d w5 ha"><div class="t m0 xa h4 y86 ff3 fs1 fc4 sc0 ls3 ws0">59<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h4 y31 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y18e ff2 fs3 fc0 sc0 ls0 ws0">Wzrost <span class="_ _1a"> </span>k<span class="_ _8"></span>osztów <span class="_ _1a"> </span>prac<span class="_ _8"></span>y <span class="_ _1a"> </span>o<span class="_ _8"></span>raz <span class="_ _1b"> </span>cen <span class="_ _1b"> </span>materia<span class="_ _8"></span>łów <span class="_ _1a"> </span>bud<span class="_ _8"></span>owlanych <span class="_ _1a"> </span>oraz<span class="_ _8"></span> <span class="_ _1a"> </span>cz<span class="_ _8"></span>ynniki <span class="_ _1b"> </span>makroekonomiczne<span class="_ _8"></span><span class="ff1"> <span class="_ _1b"> </span><span class="ls1d">i </span></span></div><div class="t m0 x2 h8 y22f ff1 fs3 fc0 sc0 ls0 ws0">geopolityczne <span class="_ _8"></span><span class="ff2">dają podst<span class="_ _8"></span>awę do <span class="_ _8"></span>zachowani<span class="_ _8"></span>a ostrożnoś<span class="_ _8"></span>ci w prog<span class="_ _8"></span>nozowaniu s<span class="_ _8"></span>ytuacji r<span class="_ _8"></span>ynkowej MIRBUD </span></div><div class="t m0 x2 h8 y34 ff1 fs3 fc0 sc0 ls0 ws0">S.A. <span class="_ _21"> </span><span class="ff2">w <span class="_ _21"> </span>pers<span class="_ _8"></span>pektywie <span class="_ _28"> </span>najbliższ<span class="_ _8"></span>ego <span class="_ _2a"> </span>r<span class="_ _8"></span>oku.  </span>Z <span class="_ _21"> </span>drugiej <span class="_ _21"> </span>je<span class="_ _8"></span>dnak <span class="_ _21"> </span>strony<span class="_ _8"></span> <span class="_ _21"> </span>kontynuowan<span class="_ _8"></span>e <span class="_ _21"> </span>szeroko <span class="_ _21"> </span>z<span class="_ _8"></span>akrojone </div><div class="t m0 x2 h8 y230 ff1 fs3 fc0 sc0 ls0 ws0">programy in<span class="ff2">westy<span class="_ _8"></span>cyjne na sz<span class="_ _8"></span>czeblu rządowym oraz pr<span class="_ _8"></span>zewidywana wzm<span class="_ _8"></span>ożona aktywnoś<span class="_ _8"></span>ć inwestycyj<span class="_ _8"></span>na </span></div><div class="t m0 x2 h8 y231 ff2 fs3 fc0 sc0 ls0 ws0">samorządów <span class="_ _1b"> </span>i <span class="_ _1b"> </span>inwestoró<span class="_ _8"></span>w <span class="_ _1a"> </span>pry<span class="_ _8"></span>watnych <span class="_ _1b"> </span>(w <span class="_ _1b"> </span>tym <span class="_ _1b"> </span>przede <span class="_ _1b"> </span>wszys<span class="_ _8"></span>tkim <span class="_ _1b"> </span><span class="ff1">-<span class="_ _8"></span> <span class="_ _1b"> </span></span>deweloperów <span class="_ _1b"> </span>pow<span class="_ _8"></span>ierzchni </div><div class="t m0 x2 h8 y293 ff2 fs3 fc0 sc0 ls0 ws0">magazynowych) dają p<span class="_ _8"></span>owody do umiark<span class="_ _8"></span>owanego opty<span class="_ _8"></span>mizmu w prognozowan<span class="_ _8"></span>iu sytuacji MIR<span class="_ _8"></span>BUD S. A<span class="_ _8"></span><span class="ff1 lsd">. <span class="ls0"> </span></span></div><div class="t m0 x2 h8 y233 ff2 fs3 fc0 sc0 ls0 ws0">Wypełniony <span class="_ _3"></span>portfel <span class="_ _3"></span>z<span class="_ _8"></span>amówień <span class="_ _0"></span>do <span class="_ _3"></span>roku <span class="_ _3"></span>202<span class="_ _8"></span>5 <span class="_ _3"></span>pozwala <span class="_ _3"></span>za<span class="_ _8"></span>kładać, <span class="_ _3"></span>iż <span class="_ _3"></span>w <span class="_ _0"></span>kolejnych <span class="_ _3"></span>la<span class="_ _8"></span>tach <span class="_ _3"></span>przy<span class="_ _8"></span>chody <span class="_ _3"></span>MIRBUD </div><div class="t m0 x2 h8 y591 ff2 fs3 fc0 sc0 ls0 ws0">S.A. będą utrzy<span class="_ _8"></span>mywać się na niespotyk<span class="_ _8"></span>anych wcześniej<span class="_ _8"></span> poziomów 1,5 mld zło<span class="_ _8"></span>tych rocznie. <span class="_ _c"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 y235 ff2 fs3 fc0 sc0 ls0 ws0">Najważniejszym <span class="_ _21"> </span>wyzwaniem <span class="_ _21"> </span>dla <span class="_ _2a"> </span>Sp<span class="_ _8"></span>ółki <span class="_ _2a"> </span>będzie <span class="_ _21"> </span>dalszy <span class="_ _21"> </span>wzrost <span class="_ _2a"> </span>sk<span class="_ _8"></span>ali <span class="_ _2a"> </span>dzia<span class="_ _c"></span>łalności <span class="_ _2a"> </span>prz<span class="_ _8"></span>y <span class="_ _2a"> </span>jednoczesnym<span class="_ _8"></span> </div><div class="t m0 x2 h8 y236 ff2 fs3 fc0 sc0 ls0 ws0">utrzymaniu rentown<span class="_ _8"></span>ości posiadanych j<span class="_ _8"></span>uż kontraktów<span class="_ _8"></span><span class="ff1">. </span></div><div class="t m0 x2 h35 y6fe ff6 fs1 fc0 sc0 ls0 ws0">JHM DEVELOP<span class="_ _3"></span>M<span class="_ _8"></span>ENT S<span class="_ _0"></span>.A. </div><div class="t m0 x2 h8 y6ff ff2 fs3 fc0 sc0 ls0 ws0">W <span class="_ _0"></span>najbliższych latach Spółka <span class="_ _3"></span>pl<span class="_ _8"></span>anuje dalszy <span class="_ _0"></span>rozwój skali<span class="_ _0"></span> <span class="_ _0"></span>działalnośc<span class="_ _8"></span>i <span class="_ _3"></span>d<span class="_ _8"></span>ewelopersk<span class="_ _8"></span>iej <span class="_ _0"></span>poprzez skupienie </div><div class="t m0 x2 h8 y700 ff2 fs3 fc0 sc0 ls0 ws0">się <span class="_ _3"></span>na <span class="_ _3"></span>pop<span class="_ _8"></span>ularnym <span class="_ _3"></span>segmen<span class="_ _8"></span>cie <span class="_ _3"></span>rynku <span class="_ _3"></span>mi<span class="_ _8"></span>eszkaniowego <span class="_ _0"></span>stopni<span class="_ _8"></span>owo <span class="_ _3"></span>przechodząc<span class="_ _8"></span> <span class="_ _3"></span>z <span class="_ _3"></span>m<span class="_ _8"></span>iast <span class="_ _3"></span>średniej <span class="_ _3"></span>wi<span class="_ _8"></span>elkości </div><div class="t m0 x2 h8 y701 ff2 fs3 fc0 sc0 ls0 ws0">z dużym potencjałem roz<span class="_ _8"></span>wojowym do<span class="_ _8"></span> realizacji projektów de<span class="_ _8"></span>weloperskich na rynk<span class="_ _8"></span>ach <span class="_ _8"></span>duży<span class="_ _8"></span>ch<span class="ff1"> miast.<span class="_ _8"></span> </span></div><div class="t m0 x2 h8 y69f ff2 fs3 fc0 sc0 ls0 ws0">Dalszy <span class="_ _6"> </span>rozwój <span class="_ _6"> </span>dz<span class="_ _8"></span>iałalności <span class="_ _6"> </span>dewel<span class="_ _8"></span>operskiej <span class="_ _6"> </span>w <span class="_ _7"> </span>miastach <span class="_ _6"></span>średniej <span class="_ _6"> </span>wielkośc<span class="_ _8"></span>i, <span class="_ _6"></span>szczególnie<span class="_ _8"></span> <span class="_ _6"></span>tych, <span class="_ _6"> </span>które <span class="_ _6"> </span>są<span class="_ _8"></span> </div><div class="t m0 x2 h8 y6a0 ff1 fs3 fc0 sc0 ls0 ws0">zlokalizowane <span class="_ _28"> </span>w <span class="_ _21"> </span>p<span class="_ _8"></span><span class="ff2">obliżu <span class="_ _28"> </span>większych  agl<span class="_ _0"></span>omeracji <span class="_ _28"> </span>miejskich  umożli<span class="_ _0"></span>wia  S<span class="_ _0"></span>półce <span class="_ _21"> </span>k<span class="_ _8"></span>orzystanie <span class="_ _21"> </span>z<span class="_ _8"></span>e <span class="_ _21"> </span>swojej<span class="_ _8"></span> </span></div><div class="t m0 x2 h8 y6a1 ff2 fs3 fc0 sc0 ls0 ws0">stabilnej pozycji <span class="_ _3"></span>oraz doświadczeń na<span class="_ _0"></span> <span class="_ _0"></span>tych <span class="_ _0"></span>rynkach. <span class="_ _0"></span>Takie lokalizacje <span class="_ _3"></span>pozwal<span class="_ _8"></span>ają <span class="_ _3"></span>n<span class="_ _8"></span>a <span class="_ _0"></span>zyskowną realizację </div><div class="t m0 x2 h8 y6a2 ff2 fs3 fc0 sc0 ls0 ws0">projektów <span class="_ _6"> </span>d<span class="_ _8"></span>eweloperskich <span class="_ _7"> </span>przy <span class="_ _7"> </span>zmniejszonym <span class="_ _6"> </span>poziomie<span class="_ _8"></span> <span class="_ _6"> </span>ryzy<span class="_ _8"></span>ka. <span class="_ _6"> </span>W <span class="_ _6"> </span>miastach<span class="_ _8"></span> <span class="_ _6"> </span>śred<span class="_ _c"></span>niej <span class="_ _6"> </span>wi<span class="_ _8"></span>elkości <span class="_ _6"> </span>ce<span class="_ _8"></span>ny </div><div class="t m0 x2 h8 y2a0 ff2 fs3 fc0 sc0 ls0 ws0">gruntów <span class="_ _7"> </span>są <span class="_ _7"> </span>umiarkowane, <span class="_ _7"> </span>a <span class="_ _7"> </span>więc <span class="_ _7"> </span>Spółka <span class="_ _7"> </span>może <span class="_ _7"> </span>łatwiej <span class="_ _7"> </span>zgromadzić <span class="_ _7"> </span>wkład <span class="_ _6"> </span>w<span class="_ _8"></span>łasny <span class="_ _7"> </span>na <span class="_ _7"> </span>zakup <span class="_ _7"> </span>gruntu <span class="_ _7"> </span>i </div><div class="t m0 x2 h8 y542 ff2 fs3 fc0 sc0 ls0 ws0">rozpoczęcie <span class="_ _c"></span>inwestycji. <span class="_ _c"></span>W <span class="_ _c"></span>takich <span class="_ _c"></span>lokalizacj<span class="_ _8"></span>ach <span class="_ _8"></span>cz<span class="_ _8"></span>ęsto <span class="_ _c"></span>występuje <span class="_ _c"></span>bardziej <span class="_ _c"></span>ogranic<span class="_ _8"></span>zona <span class="_ _8"></span>k<span class="_ _8"></span>onkurencja <span class="_ _c"></span>niż </div><div class="t m0 x2 h8 y543 ff2 fs3 fc0 sc0 ls0 ws0">w <span class="_ _7"> </span>najwi<span class="_ _8"></span>ększych <span class="_ _2a"> </span>aglomerac<span class="_ _8"></span>jach <span class="_ _2a"> </span>Polski. <span class="_ _2a"> </span>Przyk<span class="_ _8"></span>ładem <span class="_ _2a"> </span>realizac<span class="_ _8"></span>ji <span class="_ _7"> </span>tej <span class="_ _2a"> </span>konce<span class="_ _8"></span>pcji <span class="_ _2a"> </span>są <span class="_ _2a"> </span>zakończone <span class="_ _2a"> </span>w <span class="_ _2a"> </span>latach<span class="_ _8"></span> </div><div class="t m0 x2 h8 y702 ff2 fs3 fc0 sc0 ls0 ws0">ubiegłych realizacj<span class="_ _8"></span>e w miastach takich<span class="_ _8"></span> jak Konin, Skier<span class="_ _8"></span>niewice czy Żyr<span class="_ _8"></span>ardów.<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 y428 ff2 fs3 fc0 sc0 ls0 ws0">Jednocześnie <span class="_ _27"> </span>Spółka <span class="_ _27"> </span>ma <span class="_ _27"> </span>na <span class="_ _d"> </span>celu <span class="_ _27"> </span>realizacje <span class="_ _27"> </span>projektów <span class="_ _27"> </span>dewelopers<span class="_ _8"></span>kich <span class="_ _27"> </span>w <span class="_ _d"> </span>miastach <span class="_ _27"> </span>dużych,<span class="_ _8"></span> </div><div class="t m0 x2 h8 y244 ff2 fs3 fc0 sc0 ls0 ws0">charakteryzując<span class="_ _8"></span>ych <span class="_ _8"></span>się <span class="_ _8"></span>wyżs<span class="_ _8"></span>zym <span class="_ _8"></span>popytem <span class="_ _c"></span>oraz<span class="_ _8"></span> <span class="_ _8"></span>wyższ<span class="_ _8"></span>ymi <span class="_ _8"></span>cenami <span class="_ _8"></span>s<span class="_ _8"></span>przedaży <span class="_ _c"></span>powierzchni <span class="_ _8"></span>mi<span class="_ _8"></span>eszkalnej. </div><div class="t m0 x2 h8 y429 ff2 fs3 fc0 sc0 ls0 ws0">Projekty  realizowane  w  miastach  dużych  stwarzają  dla <span class="_ _28"> </span>Spółki  największy<span class="_ _8"></span>  poten<span class="_ _0"></span>cjał  wzrostu  skali </div><div class="t m0 x2 h8 y42a ff2 fs3 fc0 sc0 ls0 ws0">działalności. <span class="_ _f"></span>Projekt <span class="_ _f"></span>t<span class="_ _8"></span>ego <span class="_ _f"></span>typu <span class="_ _f"></span>został <span class="_ _f"></span>j<span class="_ _8"></span>uż <span class="_ _f"></span>zrealizowan<span class="_ _8"></span>y <span class="_ _f"></span>w <span class="_ _f"></span>Katowicach <span class="_ _f"></span>oraz<span class="_ _8"></span> <span class="_ _f"></span>realizowane <span class="_ _f"></span>są <span class="_ _6"></span>projekty <span class="_ _f"></span>w </div><div class="t m0 x2 h8 y42b ff1 fs3 fc0 sc0 ls0 ws0">Bydgo<span class="ff2">szczy, Łodzi oraz<span class="_ _8"></span> w Gdańsku.<span class="_ _8"></span></span> </div><div class="t m0 x2 h8 y703 ff2 fs3 fc0 sc0 ls0 ws0">Na <span class="_ _7"> </span>dzie<span class="_ _8"></span>ń <span class="_ _7"> </span>31.12.2<span class="_ _8"></span>021 <span class="_ _7"> </span>r. <span class="_ _2a"> </span>ba<span class="_ _8"></span>nk <span class="_ _7"> </span>ziemi <span class="_ _2a"> </span>będąc<span class="_ _8"></span>y <span class="_ _7"> </span>w <span class="_ _2a"> </span>posiadaniu <span class="_ _2a"> </span>Spółki <span class="_ _2a"> </span>obejm<span class="_ _8"></span>uje <span class="_ _7"> </span>pon<span class="_ _8"></span>ad <span class="_ _7"> </span>58,6<span class="_ _c"></span><span class="ff1"> </span>ha <span class="_ _2a"> </span>terenów,<span class="_ _8"></span> </div><div class="t m0 x2 h8 y5e0 ff2 fs3 fc0 sc0 ls0 ws0">przeznaczonych pod<span class="_ _8"></span> zabudowę wie<span class="_ _8"></span>lorodzinną oraz ko<span class="_ _8"></span>mercyjną.<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 y704 ff2 fs3 fc0 sc0 ls0 ws0">W <span class="_ _f"></span>celu <span class="_ _6"> </span>uzupełnien<span class="_ _8"></span>ia <span class="_ _f"></span>bank<span class="_ _8"></span>u <span class="_ _6"></span>ziemi <span class="_ _f"></span>Spółka <span class="_ _6"></span>systematy<span class="_ _8"></span>cznie <span class="_ _f"></span>posz<span class="_ _8"></span>ukuje <span class="_ _6"> </span>n<span class="_ _8"></span>owych <span class="_ _6"></span>terenów <span class="_ _6"></span>pod <span class="_ _f"></span>zab<span class="_ _8"></span>udowę </div><div class="t m0 x2 h8 y705 ff2 fs3 fc0 sc0 ls0 ws0">wielorodzinną w <span class="_ _8"></span>lokalizacjach zgodnyc<span class="_ _8"></span>h z wieloletnią s<span class="_ _8"></span>trategią rozwoju.<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 y706 ff1 fs3 fc0 sc0 ls0 ws0">Na <span class="_ _2a"> </span>lata <span class="_ _2a"> </span>20<span class="_ _8"></span>22 <span class="_ _2a"> </span><span class="ff2">–</span> <span class="_ _21"> </span><span class="ff2">2024 <span class="_ _2a"> </span>w<span class="_ _8"></span> <span class="_ _2a"> </span>oparc<span class="_ _8"></span>iu <span class="_ _2a"> </span>o <span class="_ _21"> </span>posiadany <span class="_ _2a"> </span>i<span class="_ _8"></span> <span class="_ _2a"> </span>ciągle <span class="_ _2a"> </span>r<span class="_ _8"></span>ozbudowywany <span class="_ _21"> </span>bank <span class="_ _2a"> </span>z<span class="_ _8"></span>iemi, <span class="_ _2a"> </span>Spółka <span class="_ _21"> </span>planuje<span class="_ _8"></span> </span></div><div class="t m0 x2 h8 y707 ff2 fs3 fc0 sc0 ls0 ws0">rozpoczęcie <span class="_ _f"></span>realizacji <span class="_ _f"></span>kolej<span class="_ _8"></span>nych <span class="_ _f"></span>14 <span class="_ _f"></span>projektów <span class="_ _f"></span>inwesty<span class="_ _8"></span>cyjnych <span class="_ _f"></span>obe<span class="_ _8"></span>j<span class="_ _8"></span>mujących <span class="_ _f"></span>zabudowę <span class="_ _f"></span>mieszkaniową </div><div class="t m0 x2 h8 y5e3 ff2 fs3 fc0 sc0 ls0 ws0">wielorodzinną <span class="_ _f"></span>i <span class="_ _f"></span>o <span class="_ _f"></span>charakt<span class="_ _8"></span>erze <span class="_ _f"></span>apartamentowy<span class="_ _8"></span>m, <span class="_ _f"></span>w <span class="_ _f"></span>sumie <span class="_ _f"></span>2<span class="_ _8"></span><span class="ff1"> 416 <span class="_ _6"></span>lokali <span class="_ _f"></span>o </span>powierzc<span class="_ _8"></span>hni <span class="_ _f"></span>użytkowej <span class="_ _f"></span>117,2<span class="_ _8"></span> </div><div class="t m0 x2 h8 y708 ff1 fs3 fc0 sc0 ls0 ws0">tys. m</div><div class="t m0 x24 h56 y494 ff1 fs6 fc0 sc0 ls0 ws0">2</div><div class="t m0 x109 h8 y708 ff1 fs3 fc0 sc0 ls0 ws0"> PUM. </div><div class="t m0 x2 h8 y10a ff2 fs3 fc0 sc0 ls0 ws0">Kontynuacja  kolejnych  etapów <span class="_ _21"> </span>osied<span class="_ _8"></span>li <span class="_ _28"> </span>na <span class="_ _28"> </span>rynkach,  na  których <span class="_ _21"> </span>dew<span class="_ _8"></span>eloper <span class="_ _28"> </span>jest  obecny <span class="_ _28"> </span>od  lat <span class="_ _21"> </span>oraz<span class="_ _8"></span> </div><div class="t m0 x2 h8 y709 ff2 fs3 fc0 sc0 ls0 ws0">uruchomienie <span class="_ _8"></span>działań<span class="_ _8"></span><span class="ff1"> </span>n<span class="_ _8"></span>a n<span class="_ _8"></span>owych <span class="_ _8"></span>rynkach, <span class="_ _8"></span>w <span class="_ _8"></span>tym <span class="_ _8"></span>na <span class="_ _8"></span>r<span class="_ _8"></span>ynkach <span class="_ _8"></span>dużych <span class="_ _8"></span>miast, <span class="_ _8"></span>pozwoli <span class="_ _8"></span>w<span class="_ _c"></span><span class="ff1"> kolejnych <span class="_ _8"></span>latach<span class="_ _8"></span> </span></div><div class="t m0 x2 h8 y28c ff2 fs3 fc0 sc0 ls0 ws0">stopniowo zwiększ<span class="_ _8"></span>ać osiągnięty w 20<span class="_ _8"></span>21 roku poziom s<span class="_ _8"></span>przedaży lokali.<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 y70a ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y70b ff2 fs3 fc0 sc0 ls0 ws0">Szczegółowe <span class="_ _c"></span>da<span class="_ _8"></span>ne <span class="_ _c"></span>dotyc<span class="_ _8"></span>zące <span class="_ _c"></span>inwestycj<span class="_ _8"></span>i <span class="_ _c"></span>uruchamia<span class="_ _8"></span>nych <span class="_ _c"></span>w <span class="_ _f"></span>najbliższych <span class="_ _f"></span>latach <span class="_ _c"></span>zamieszczono <span class="_ _c"></span>w <span class="_ _f"></span>tabeli </div><div class="t m0 x2 h8 y70c ff2 fs3 fc0 sc0 ls0 ws0">poniżej.<span class="ff1"> </span></div><div class="t m0 x2 h8 y70d ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y35a ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y6df ff1 fs3 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf3c" class="pf w0 h0" ><div class="pc pc3c w0 h0"><img class="bi x4 y2a w3 h5" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x5 h6 y2b ff4 fs2 fc2 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI GRUPY KAPITAŁOWEJ <span class="ff3">MIRBUD ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc3"> </span></span></div><div class="t m0 x6 h4 y2c ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y2d w4 ha"><div class="t m0 x23 h8 y85 ff2 fs3 fc2 sc0 ls0 ws0">Grupa Kapitałowa MIR<span class="_ _8"></span>BUD<span class="ff1"> <span class="ls6">| <span class="_ _8"></span></span></span>Perspektywy r<span class="_ _8"></span>ozwoju działalności Gru<span class="_ _8"></span>py MIRBUD<span class="_ _8"></span><span class="ff1"> </span></div></div><div class="c x9 y2d w5 ha"><div class="t m0 xa h4 y86 ff3 fs1 fc4 sc0 ls3 ws0">60<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h4 y31 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h2c y14f ff8 fs5 fc0 sc0 ls0 ws0">Tabela: Wykaz<span class="_ _0"></span> projektów dewelop<span class="_ _3"></span>erskich planowanych do<span class="_ _0"></span> realizacji n<span class="_ _0"></span>a lata 2022<span class="ff7">-<span class="ls16">2024</span> </span></div></div><div class="c xa7 y20f w49 h84"><div class="t m0 x46 h2d y70e ff6 fs5 fc4 sc0 ls30 ws0">LP<span class="ls0"> </span></div></div><div class="c xc7 y20f w6a h84"><div class="t m0 xbc h2d y70e ff6 fs5 fc4 sc0 ls0 ws0">Lokalizacja </div></div><div class="c x10a y20f w6b h84"><div class="t m0 x3e h2d y2c2 ff6 fs5 fc4 sc0 ls0 ws0">Powierzchnia </div><div class="t m0 x2b h2d y70f ff5 fs5 fc4 sc0 ls0 ws0">działki [ha]<span class="ff6"> </span></div></div><div class="c x10b y20f w6c h84"><div class="t m0 x60 h2d y70e ff6 fs5 fc4 sc0 ls0 ws0">Rodzaj zabudowy<span class="_ _3"></span> </div></div><div class="c x10c y20f w56 h84"><div class="t m0 xa h2d y70e ff6 fs5 fc4 sc0 ls0 ws0"> PUM [m2] </div></div><div class="c x10d y20f w6d h84"><div class="t m0 x10e h2d y2c2 ff6 fs5 fc4 sc0 ls0 ws0">Liczba </div><div class="t m0 x10f h2d y70f ff6 fs5 fc4 sc0 ls0 ws0">lokali </div></div><div class="c xa7 y710 w6e h85"><div class="t m0 x3e h2f y711 ff1 fs5 fc0 sc0 ls0 ws0">1 </div></div><div class="c xc7 y710 w6f h85"><div class="t m0 x46 h2f y711 ff2 fs5 fc0 sc0 ls0 ws0">KATOWICE, ul. <span class="_ _0"></span>Mikusińskiego<span class="_ _0"></span><span class="ff1"> </span></div></div><div class="c x10a y710 w70 h85"><div class="t m0 x4d h2f y711 ff1 fs5 fc0 sc0 ls0 ws0">0,2968 </div></div><div class="c x10b y710 w71 h85"><div class="t m0 x30 h2f y711 ff1 fs5 fc0 sc0 ls0 ws0">wielorodzinna </div></div><div class="c x10c y710 w5b h85"><div class="t m0 x60 h2f y711 ff1 fs5 fc0 sc0 ls0 ws0">      2 500     </div></div><div class="c x10d y710 w72 h85"><div class="t m0 x110 h2f y711 ff1 fs5 fc0 sc0 ls0 ws0">       50     </div></div><div class="c xa7 y712 w6e h86"><div class="t m0 x3e h2f y711 ff1 fs5 fc0 sc0 ls0 ws0">2 </div></div><div class="c xc7 y712 w6f h86"><div class="t m0 x46 h2f y711 ff1 fs5 fc0 sc0 ls0 ws0">SKIERNIEWIC<span class="_ _0"></span>E ul. Armii Krajowe<span class="_ _0"></span>j Etap I </div></div><div class="c x10a y712 w70 h86"><div class="t m0 x4d h2f y711 ff1 fs5 fc0 sc0 ls0 ws0">0,6127 </div></div><div class="c x10b y712 w71 h86"><div class="t m0 x30 h2f y711 ff1 fs5 fc0 sc0 ls0 ws0">wielorodzinna </div></div><div class="c x10c y712 w5b h86"><div class="t m0 x110 h2f y711 ff1 fs5 fc0 sc0 ls0 ws0">      7 600     </div></div><div class="c x10d y712 w72 h86"><div class="t m0 x110 h2f y711 ff1 fs5 fc0 sc0 ls0 ws0">     165     </div></div><div class="c xa7 y500 w6e h85"><div class="t m0 x3e h2f y711 ff1 fs5 fc0 sc0 ls0 ws0">3 </div></div><div class="c xc7 y500 w6f h85"><div class="t m0 x46 h2f y711 ff2 fs5 fc0 sc0 ls0 ws0">JASTRZĘBIA GÓR<span class="_ _0"></span>A, ul.Jantar<span class="_ _0"></span>owa Etap I<span class="ff1"> </span></div></div><div class="c x10a y500 w70 h85"><div class="t m0 x4d h2f y711 ff1 fs5 fc0 sc0 ls0 ws0">0,6119 </div></div><div class="c x10b y500 w71 h85"><div class="t m0 x1e h2f y711 ff1 fs5 fc0 sc0 ls0 ws0">apartamenty  </div></div><div class="c x10c y500 w5b h85"><div class="t m0 x110 h2f y711 ff1 fs5 fc0 sc0 ls0 ws0">      4 046     </div></div><div class="c x10d y500 w72 h85"><div class="t m0 x110 h2f y711 ff1 fs5 fc0 sc0 ls0 ws0">     115     </div></div><div class="c xa7 y713 w6e h86"><div class="t m0 x3e h2f y711 ff1 fs5 fc0 sc0 ls0 ws0">4 </div></div><div class="c xc7 y713 w6f h86"><div class="t m0 x46 h2f y711 ff1 fs5 fc0 sc0 ls0 ws0">KONIN, ul. Nefr<span class="_ _3"></span>y<span class="_ _8"></span>towa </div></div><div class="c x10a y713 w70 h86"><div class="t m0 x4d h2f y711 ff1 fs5 fc0 sc0 ls0 ws0">0,8497 </div></div><div class="c x10b y713 w71 h86"><div class="t m0 x30 h2f y711 ff1 fs5 fc0 sc0 ls0 ws0">wielorodzinna </div></div><div class="c x10c y713 w5b h86"><div class="t m0 x110 h2f y711 ff1 fs5 fc0 sc0 ls0 ws0">      7 800     </div></div><div class="c x10d y713 w72 h86"><div class="t m0 x110 h2f y711 ff1 fs5 fc0 sc0 ls0 ws0">     158     </div></div><div class="c xa7 y714 w6e h85"><div class="t m0 x3e h2f y711 ff1 fs5 fc0 sc0 ls0 ws0">5 </div></div><div class="c xc7 y714 w6f h85"><div class="t m0 x46 h2f y711 ff2 fs5 fc0 sc0 ls0 ws0">POZNAŃ, ul. Smolu<span class="_ _3"></span>chowskiego Etap I<span class="ff1"> </span></div></div><div class="c x10a y714 w70 h85"><div class="t m0 x4d h2f y711 ff1 fs5 fc0 sc0 ls0 ws0">1,3219 </div></div><div class="c x10b y714 w71 h85"><div class="t m0 x30 h2f y711 ff1 fs5 fc0 sc0 ls0 ws0">wielorodzinna </div></div><div class="c x10c y714 w5b h85"><div class="t m0 x110 h2f y711 ff1 fs5 fc0 sc0 ls0 ws0">    14 371     </div></div><div class="c x10d y714 w72 h85"><div class="t m0 x110 h2f y711 ff1 fs5 fc0 sc0 ls0 ws0">     258     </div></div><div class="c xa7 y715 w6e h85"><div class="t m0 x3e h2f y711 ff1 fs5 fc0 sc0 ls0 ws0">6 </div></div><div class="c xc7 y715 w6f h85"><div class="t m0 x46 h2f y711 ff2 fs5 fc0 sc0 ls0 ws0">JASTRZĘBIA GÓR<span class="_ _0"></span>A, ul.Jantar<span class="_ _0"></span>owa Etap II<span class="ff1"> </span></div></div><div class="c x10a y715 w70 h85"><div class="t m0 x4d h2f y711 ff1 fs5 fc0 sc0 ls0 ws0">0,7023 </div></div><div class="c x10b y715 w71 h85"><div class="t m0 x1e h2f y711 ff1 fs5 fc0 sc0 ls0 ws0">apartamenty  </div></div><div class="c x10c y715 w5b h85"><div class="t m0 x110 h2f y711 ff1 fs5 fc0 sc0 ls0 ws0">      4 568     </div></div><div class="c x10d y715 w72 h85"><div class="t m0 x110 h2f y711 ff1 fs5 fc0 sc0 ls0 ws0">     132     </div></div><div class="c xa7 y716 w6e h87"><div class="t m0 x3e h2f y711 ff1 fs5 fc0 sc0 ls0 ws0">7 </div></div><div class="c xc7 y716 w6f h87"><div class="t m0 x46 h2f y711 ff1 fs5 fc0 sc0 ls0 ws0">SKIERNIEWIC<span class="_ _0"></span>E ul. Armii Krajowe<span class="_ _0"></span>j Etap II </div></div><div class="c x10a y716 w70 h87"><div class="t m0 x4d h2f y711 ff1 fs5 fc0 sc0 ls0 ws0">0,6127 </div></div><div class="c x10b y716 w71 h87"><div class="t m0 x30 h2f y711 ff1 fs5 fc0 sc0 ls0 ws0">wielorodzinna </div></div><div class="c x10c y716 w5b h87"><div class="t m0 x110 h2f y711 ff1 fs5 fc0 sc0 ls0 ws0">      7 600     </div></div><div class="c x10d y716 w72 h87"><div class="t m0 x110 h2f y711 ff1 fs5 fc0 sc0 ls0 ws0">     165     </div></div><div class="c xa7 y717 w6e h85"><div class="t m0 x3e h2f y711 ff1 fs5 fc0 sc0 ls0 ws0">9 </div></div><div class="c xc7 y717 w6f h85"><div class="t m0 x46 h2f y711 ff1 fs5 fc0 sc0 ls0 ws0">KATOWICE, ul. <span class="_ _0"></span>Piaskowa </div></div><div class="c x10a y717 w70 h85"><div class="t m0 x4d h2f y711 ff1 fs5 fc0 sc0 ls0 ws0">1,1438 </div></div><div class="c x10b y717 w71 h85"><div class="t m0 x30 h2f y711 ff1 fs5 fc0 sc0 ls0 ws0">wielorodzinna </div></div><div class="c x10c y717 w5b h85"><div class="t m0 x110 h2f y711 ff1 fs5 fc0 sc0 ls0 ws0">    15 000     </div></div><div class="c x10d y717 w72 h85"><div class="t m0 x110 h2f y711 ff1 fs5 fc0 sc0 ls0 ws0">     320     </div></div><div class="c xa7 y718 w6e h86"><div class="t m0 x3e h2f y711 ff1 fs5 fc0 sc0 ls0 ws0">8 </div></div><div class="c xc7 y718 w6f h86"><div class="t m0 x46 h2f y711 ff1 fs5 fc0 sc0 ls0 ws0">SKIERNIEWIC<span class="_ _0"></span>E, ul. Sobies<span class="_ _0"></span>kiego </div></div><div class="c x10a y718 w70 h86"><div class="t m0 x4d h2f y711 ff1 fs5 fc0 sc0 ls0 ws0">0,2071 </div></div><div class="c x10b y718 w71 h86"><div class="t m0 x30 h2f y711 ff1 fs5 fc0 sc0 ls0 ws0">wielorodzinna </div></div><div class="c x10c y718 w5b h86"><div class="t m0 x110 h2f y711 ff1 fs5 fc0 sc0 ls0 ws0">      6 971     </div></div><div class="c x10d y718 w72 h86"><div class="t m0 x110 h2f y711 ff1 fs5 fc0 sc0 ls0 ws0">     117     </div></div><div class="c xa7 y719 w6e h85"><div class="t m0 x3f h2f y711 ff1 fs5 fc0 sc0 ls16 ws0">10<span class="ls0"> </span></div></div><div class="c xc7 y719 w6f h85"><div class="t m0 x46 h2f y711 ff2 fs5 fc0 sc0 ls0 ws0">ŁÓDŹ, ul. Harcer<span class="_ _3"></span>s<span class="_ _8"></span>ka<span class="ff1"> </span></div></div><div class="c x10a y719 w70 h85"><div class="t m0 x4d h2f y711 ff1 fs5 fc0 sc0 ls0 ws0">0,8537 </div></div><div class="c x10b y719 w71 h85"><div class="t m0 x30 h2f y711 ff1 fs5 fc0 sc0 ls0 ws0">wielorodzinna </div></div><div class="c x10c y719 w5b h85"><div class="t m0 x110 h2f y711 ff1 fs5 fc0 sc0 ls0 ws0">      8 300     </div></div><div class="c x10d y719 w72 h85"><div class="t m0 x110 h2f y711 ff1 fs5 fc0 sc0 ls0 ws0">     173     </div></div><div class="c xa7 y71a w6e h86"><div class="t m0 x3f h2f y711 ff1 fs5 fc0 sc0 ls16 ws0">11<span class="ls0"> </span></div></div><div class="c xc7 y71a w6f h86"><div class="t m0 x46 h2f y711 ff2 fs5 fc0 sc0 ls0 ws0">SKIERNIEWIC<span class="_ _0"></span>E ul. Nowobielań<span class="_ _3"></span>ska<span class="_ _8"></span><span class="ff1"> </span></div></div><div class="c x10a y71a w70 h86"><div class="t m0 x4d h2f y711 ff1 fs5 fc0 sc0 ls0 ws0">0,3142 </div></div><div class="c x10b y71a w71 h86"><div class="t m0 x30 h2f y711 ff1 fs5 fc0 sc0 ls0 ws0">wielorodzinna </div></div><div class="c x10c y71a w5b h86"><div class="t m0 x110 h2f y711 ff1 fs5 fc0 sc0 ls0 ws0">      4 500     </div></div><div class="c x10d y71a w72 h86"><div class="t m0 x110 h2f y711 ff1 fs5 fc0 sc0 ls0 ws0">       90     </div></div><div class="c xa7 y71b w6e h85"><div class="t m0 x3f h2f y711 ff1 fs5 fc0 sc0 ls16 ws0">12<span class="ls0"> </span></div></div><div class="c xc7 y71b w6f h85"><div class="t m0 x46 h2f y711 ff2 fs5 fc0 sc0 ls0 ws0">ŁÓDŹ, Al. Polite<span class="_ _0"></span>chniki Etap I<span class="_ _0"></span><span class="ff1"> </span></div></div><div class="c x10a y71b w70 h85"><div class="t m0 x4d h2f y711 ff1 fs5 fc0 sc0 ls0 ws0">1,8335 </div></div><div class="c x10b y71b w71 h85"><div class="t m0 x30 h2f y711 ff1 fs5 fc0 sc0 ls0 ws0">wielorodzinna </div></div><div class="c x10c y71b w5b h85"><div class="t m0 x110 h2f y711 ff1 fs5 fc0 sc0 ls0 ws0">    12 506     </div></div><div class="c x10d y71b w72 h85"><div class="t m0 x110 h2f y711 ff1 fs5 fc0 sc0 ls0 ws0">     250     </div></div><div class="c xa7 y71c w6e h85"><div class="t m0 x3f h2f y711 ff1 fs5 fc0 sc0 ls16 ws0">13<span class="ls0"> </span></div></div><div class="c xc7 y71c w6f h85"><div class="t m0 x46 h2f y711 ff2 fs5 fc0 sc0 ls0 ws0">POZNAŃ, ul. <span class="ff1">Smolu<span class="_ _3"></span>c<span class="_ _8"></span>howskiego <span class="_ _0"></span>Etap II </span></div></div><div class="c x10a y71c w70 h85"><div class="t m0 x4d h2f y711 ff1 fs5 fc0 sc0 ls0 ws0">0,4364 </div></div><div class="c x10b y71c w71 h85"><div class="t m0 x30 h2f y711 ff1 fs5 fc0 sc0 ls0 ws0">wielorodzinna </div></div><div class="c x10c y71c w5b h85"><div class="t m0 x110 h2f y711 ff1 fs5 fc0 sc0 ls0 ws0">      6 320     </div></div><div class="c x10d y71c w72 h85"><div class="t m0 x110 h2f y711 ff1 fs5 fc0 sc0 ls0 ws0">     121     </div></div><div class="c xa7 y71d w6e h86"><div class="t m0 x3f h2f y711 ff1 fs5 fc0 sc0 ls16 ws0">14<span class="ls0"> </span></div></div><div class="c xc7 y71d w6f h86"><div class="t m0 x46 h2f y711 ff2 fs5 fc0 sc0 ls0 ws0">ŁÓDŹ, Al. Polite<span class="_ _0"></span>chniki Etap II<span class="ff1"> </span></div></div><div class="c x10a y71d w70 h86"><div class="t m0 x4d h2f y711 ff1 fs5 fc0 sc0 ls0 ws0">2,2144 </div></div><div class="c x10b y71d w71 h86"><div class="t m0 x30 h2f y711 ff1 fs5 fc0 sc0 ls0 ws0">wielorodzinna </div></div><div class="c x10c y71d w5b h86"><div class="t m0 x110 h2f y711 ff1 fs5 fc0 sc0 ls0 ws0">    15 104     </div></div><div class="c x10d y71d w72 h86"><div class="t m0 x110 h2f y711 ff1 fs5 fc0 sc0 ls0 ws0">     302     </div></div><div class="c xa7 ye6 w73 h88"><div class="t m0 x111 h2d y40b ff6 fs5 fc0 sc0 ls0 ws0">RAZEM </div></div><div class="c x10a ye6 w70 h88"><div class="t m0 x4b h2d y40b ff6 fs5 fc0 sc0 ls0 ws0">12,0110 </div></div><div class="c x10b ye6 w71 h88"><div class="t m0 x27 h2d y40b ff6 fs5 fc0 sc0 ls0 ws0">  </div></div><div class="c x10c ye6 w5b h88"><div class="t m0 x54 h2d y40b ff6 fs5 fc0 sc0 ls0 ws0"> 117 186     </div></div><div class="c x10d ye6 w72 h88"><div class="t m0 x54 h2d y40b ff6 fs5 fc0 sc0 ls0 ws0"> 2 416     </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h89 y62b ff15 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y71e ff2 fs3 fc0 sc0 ls0 ws0">Spółka <span class="_ _f"></span>obserwując <span class="_ _c"></span>zacho<span class="_ _8"></span>wania <span class="_ _c"></span>k<span class="_ _8"></span>lientów <span class="_ _f"></span>oraz <span class="_ _f"></span>działania <span class="_ _c"></span>k<span class="_ _8"></span>onkurencji <span class="_ _f"></span>elastycznie <span class="_ _f"></span>dostosowuje <span class="_ _c"></span>sp<span class="_ _8"></span>osoby </div><div class="t m0 x2 h8 y71f ff2 fs3 fc0 sc0 ls0 ws0">sprzedaży <span class="_ _c"></span>do <span class="_ _f"></span>oczekiwań <span class="_ _c"></span>rynk<span class="_ _8"></span>u. <span class="_ _c"></span>W <span class="_ _c"></span>miast<span class="_ _8"></span>ach <span class="_ _c"></span>n<span class="_ _8"></span>a <span class="_ _c"></span>któryc<span class="_ _8"></span>h <span class="_ _c"></span>koncentruj<span class="_ _8"></span>e <span class="_ _c"></span>się <span class="_ _c"></span>Spó<span class="_ _8"></span>łka <span class="_ _f"></span><span class="ff1">w <span class="_ _c"></span>ofercie <span class="_ _c"></span></span>z<span class="_ _8"></span>najdują <span class="_ _c"></span>się </div><div class="t m0 x2 h8 y720 ff2 fs3 fc0 sc0 ls0 ws0">zarówno <span class="_ _1a"> </span>mieszk<span class="_ _8"></span>ania <span class="_ _1a"> </span>gotowe <span class="_ _1a"> </span>do<span class="_ _8"></span> <span class="_ _1a"> </span>odbioru, <span class="_ _1b"> </span>jak <span class="_ _1a"> </span>i <span class="_ _1a"> </span>m<span class="_ _8"></span>ieszkania <span class="_ _1a"> </span>w <span class="_ _1b"> </span>projektach <span class="_ _1b"> </span>w <span class="_ _1a"> </span>trakc<span class="_ _8"></span>ie <span class="_ _1a"> </span>realizacji.<span class="_ _c"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 y721 ff2 fs3 fc0 sc0 ls0 ws0">Uzupełnieniem <span class="_ _6"> </span>oferty<span class="_ _8"></span> <span class="_ _6"></span>pozostają <span class="_ _6"> </span>apartamenty<span class="_ _8"></span> <span class="_ _6"></span>w <span class="_ _6"></span>miejscowościach <span class="_ _6"> </span>turys<span class="_ _8"></span>tycznych <span class="_ _6"> </span>nabywane <span class="_ _6"> </span>d<span class="_ _8"></span>la <span class="_ _6"></span>celów </div><div class="t m0 x2 h8 y722 ff1 fs3 fc0 sc0 ls0 ws0">inwestycyjnych  proj<span class="_ _8"></span>ekt  w  realizac<span class="_ _8"></span>ji  <span class="ff8">Apartamenty  Z<span class="_ _8"></span>akopiańsk<span class="_ _8"></span>ie</span>  w  Zakopane<span class="_ _8"></span>m  jak<span class="_ _8"></span>  i  planowany  do </div><div class="t m0 x2 h8 y723 ff2 fs3 fc0 sc0 ls0 ws0">realizacji projekt w Jastr<span class="_ _8"></span>zębiej Górze. <span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 y724 ff2 fs3 fc0 sc0 ls0 ws0">Zarząd <span class="_ _2a"> </span>Spółk<span class="_ _8"></span>i <span class="_ _2a"> </span>uważa, <span class="_ _2a"> </span>że <span class="_ _21"> </span>jednym <span class="_ _2a"> </span>z<span class="_ _8"></span> <span class="_ _2a"> </span>jego <span class="_ _2a"> </span>pri<span class="_ _8"></span>or<span class="_ _8"></span>ytetów <span class="_ _21"> </span>przekładającym <span class="_ _2a"> </span>s<span class="_ _8"></span>ię <span class="_ _2a"> </span>na <span class="_ _2a"> </span>ge<span class="_ _8"></span>nerowanie <span class="_ _2a"> </span>znacz<span class="_ _8"></span>nej </div><div class="t m0 x2 h8 y725 ff2 fs3 fc0 sc0 ls0 ws0">wartości jest optyma<span class="_ _8"></span>lizacja operacyj<span class="_ _8"></span>na. Celem Spółki j<span class="_ _8"></span>est minimalizacja stał<span class="_ _8"></span>ego poziomu zatrud<span class="_ _8"></span>nienia i </div><div class="t m0 x2 h8 y726 ff2 fs3 fc0 sc0 ls0 ws0">ograniczenie <span class="_ _f"></span>go <span class="_ _c"></span>g<span class="_ _8"></span>łównie <span class="_ _f"></span>do <span class="_ _f"></span>doświadczonej <span class="_ _f"></span>kadry <span class="_ _c"></span>pra<span class="_ _8"></span>cowników, <span class="_ _f"></span>w<span class="_ _8"></span><span class="ff1"> </span>szcz<span class="_ _8"></span>ególności <span class="_ _f"></span>wyższego <span class="_ _f"></span>szczebla, </div><div class="t m0 x2 h8 y727 ff2 fs3 fc0 sc0 ls0 ws0">która w oparciu o nowocz<span class="_ _8"></span>esne systemy informatyczne j<span class="_ _8"></span>est w stanie sprawnie zarządzać realizowa<span class="_ _8"></span>nymi </div><div class="t m0 x2 h8 y728 ff2 fs3 fc0 sc0 ls0 ws0">projektami. Temu <span class="_ _3"></span>ce<span class="_ _8"></span>lowi <span class="_ _0"></span>służył także <span class="_ _0"></span>zrealizowany <span class="_ _0"></span>projekt wdrożenia <span class="_ _0"></span>w S<span class="_ _0"></span>półce nowoczesnego <span class="_ _3"></span>s<span class="_ _8"></span>ystemu </div><div class="t m0 x2 h8 y729 ff2 fs3 fc0 sc0 ls0 ws0">informatycznego <span class="_ _c"></span>SAP. <span class="_ _8"></span>Po<span class="_ _8"></span>djęte <span class="_ _8"></span>dzia<span class="_ _8"></span>łania <span class="_ _8"></span>pozwalaj<span class="_ _8"></span>ą <span class="_ _8"></span>na <span class="_ _c"></span>minimalizację <span class="_ _8"></span>k<span class="_ _8"></span>o<span class="_ _8"></span>sztów <span class="_ _8"></span>s<span class="_ _8"></span>tałych <span class="_ _8"></span>i <span class="_ _c"></span>przekładaj<span class="_ _8"></span>ą <span class="_ _8"></span>się </div><div class="t m0 x2 h8 y72a ff2 fs3 fc0 sc0 ls0 ws0">na optymalizację rent<span class="_ _8"></span>owności operacy<span class="_ _8"></span>jnej Spółki.<span class="_ _8"></span><span class="ff7"> </span></div><div class="t m0 x2 h8 y1de ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h35 y72b ff6 fs1 fc0 sc0 ls0 ws0">KOBYLARNI<span class="_ _0"></span>A S.A. </div><div class="t m0 x2 h8 y72c ff2 fs3 fc0 sc0 ls0 ws0">Spółka <span class="_ _12"> </span>dys<span class="_ _8"></span>ponuje <span class="_ _12"> </span>s<span class="_ _8"></span>tabilnym <span class="_ _1e"> </span>i <span class="_ _12"> </span>bez<span class="_ _8"></span>piecznym <span class="_ _1e"> </span>portfelem <span class="_ _1e"> </span>zamówień <span class="_ _1e"> </span>na <span class="_ _1e"> </span>lata <span class="_ _12"> </span>2<span class="_ _8"></span>022<span class="_ _8"></span><span class="ff1">-2025.<span class="_ _8"></span> <span class="_ _12"> </span>Do <span class="_ _1e"> </span>chwili </span></div><div class="t m0 x2 h8 y72d ff2 fs3 fc0 sc0 ls0 ws0">sporządzenia <span class="_ _14"> </span>raportu <span class="_ _1a"> </span>Kobylarn<span class="_ _8"></span>ia <span class="_ _14"> </span>S.A. <span class="_ _14"> </span>pos<span class="_ _8"></span>iada <span class="_ _14"> </span>podpisane <span class="_ _1b"> </span>kontrakty <span class="_ _14"> </span>bu<span class="_ _8"></span>dowlane, <span class="_ _14"> </span>której<span class="_ _8"></span> <span class="_ _14"> </span>wartość </div><div class="t m0 x2 h8 y72e ff2 fs3 fc0 sc0 ls0 ws0">pozostałej <span class="_ _2a"> </span>sprz<span class="_ _8"></span>edaży <span class="_ _2a"> </span>wyn<span class="_ _8"></span>osi <span class="_ _2a"> </span>ponad <span class="_ _2a"> </span>2<span class="_ _8"></span><span class="ff1"> </span>ml<span class="_ _8"></span>d. <span class="_ _2a"> </span>zł. <span class="_ _2a"> </span>ne<span class="_ _8"></span>tto. <span class="_ _2a"> </span>W <span class="_ _2a"> </span>swo<span class="_ _8"></span>im <span class="_ _2a"> </span>portfelu <span class="_ _21"> </span>Spółka <span class="_ _21"> </span>posiada <span class="_ _2a"> </span>um<span class="_ _8"></span>owy <span class="_ _2a"> </span>na </div><div class="t m0 x2 h8 y72f ff2 fs3 fc0 sc0 ls0 ws0">realizację <span class="_ _f"></span>kontraktów<span class="_ _8"></span> <span class="_ _f"></span>w <span class="_ _f"></span>formule <span class="_ _f"></span>b<span class="_ _8"></span>uduj <span class="_ _f"></span>oraz <span class="_ _f"></span>proj<span class="_ _8"></span>ektuj <span class="_ _f"></span>i <span class="_ _f"></span>buduj <span class="_ _f"></span>na <span class="_ _f"></span>t<span class="_ _8"></span>erenie <span class="_ _f"></span>całej <span class="_ _f"></span>Po<span class="_ _8"></span>lski, <span class="_ _f"></span>którym <span class="_ _f"></span>g<span class="_ _8"></span>łównym </div><div class="t m0 x2 h8 y29 ff2 fs3 fc0 sc0 ls0 ws0">zamawiającym jest G<span class="_ _8"></span>eneralna Dyr<span class="_ _8"></span>ekcja Dróg Krajowy<span class="_ _8"></span>ch i Autostrad oraz Z<span class="_ _8"></span>arząd Dróg Woj<span class="_ _8"></span>ewódzkich.<span class="_ _8"></span><span class="ff1"> <span class="_ _8"></span> </span></div></div></div><div class="pi" ></div></div><div id="pf3d" class="pf w0 h0" ><div class="pc pc3d w0 h0"><img class="bi x4 y2a w3 h5" alt="" src="data:image/png;base64,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class="c x0 y1 w2 h0"><div class="t m0 x5 h6 y2b ff4 fs2 fc2 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI GRUPY KAPITAŁOWEJ <span class="ff3">MIRBUD ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc3"> </span></span></div><div class="t m0 x6 h4 y2c ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y2d w4 ha"><div class="t m0 x23 h8 y85 ff2 fs3 fc2 sc0 ls0 ws0">Grupa Kapitałowa MIR<span class="_ _8"></span>BUD<span class="ff1"> <span class="ls6">| <span class="_ _8"></span></span></span>Perspektywy r<span class="_ _8"></span>ozwoju działalności Gru<span class="_ _8"></span>py MIRBUD<span class="_ _8"></span><span class="ff1"> </span></div></div><div class="c x9 y2d w5 ha"><div class="t m0 xa h4 y86 ff3 fs1 fc4 sc0 ls3 ws0">61<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h4 y31 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y18e ff2 fs3 fc0 sc0 ls0 ws0">Perspektywy <span class="_ _8"></span>roz<span class="_ _8"></span>woju <span class="_ _8"></span>Spółk<span class="_ _8"></span>i <span class="_ _8"></span>uzależnion<span class="_ _8"></span>e <span class="_ _8"></span>są <span class="_ _8"></span>w <span class="_ _c"></span>znacznym <span class="_ _c"></span>stopniu <span class="_ _8"></span>o<span class="_ _8"></span>d <span class="_ _8"></span>liczby <span class="_ _8"></span>i<span class="_ _8"></span> <span class="_ _8"></span>warto<span class="_ _8"></span>ści <span class="_ _8"></span>realizowanyc<span class="_ _8"></span>h <span class="_ _8"></span>w </div><div class="t m0 x2 h8 y22f ff1 fs3 fc0 sc0 ls0 ws0">Polsce inwestycj<span class="_ _8"></span>i drogowych w tym <span class="_ _8"></span>realizacji:<span class="_ _8"></span> </div><div class="t m0 x2 h8 y730 ff1 fs3 fc0 sc0 ls0 ws0">- <span class="_ _3"></span><span class="ff2">Progra<span class="_ _8"></span>mu <span class="_ _0"></span>Budowy <span class="_ _0"></span>Dróg <span class="_ _0"></span>Krajowych do <span class="_ _3"></span><span class="ff1">2030<span class="_ _8"></span> <span class="_ _3"></span>rok<span class="_ _8"></span>u<span class="ff2">. <span class="_ _3"></span>N<span class="_ _8"></span>a <span class="_ _0"></span>realizację i<span class="_ _0"></span>nwestycj<span class="_ _8"></span>i <span class="_ _3"></span>ujętych w <span class="_ _3"></span>nowym programie </span></span></span></div><div class="t m0 x2 h8 y731 ff2 fs3 fc0 sc0 ls0 ws0">przeznaczona <span class="_ _3"></span>zos<span class="_ _8"></span>tanie <span class="_ _3"></span>kwo<span class="_ _8"></span>ta <span class="_ _3"></span>około <span class="_ _3"></span>2<span class="_ _8"></span>92 <span class="_ _3"></span>mld <span class="_ _3"></span>z<span class="_ _8"></span>łotych, <span class="_ _3"></span>w <span class="_ _3"></span>t<span class="_ _8"></span>ym <span class="_ _3"></span>na <span class="_ _3"></span>nowe <span class="_ _3"></span>z<span class="_ _8"></span>adania –<span class="ff1"> <span class="_ _3"></span><span class="ff2">ok. <span class="_ _3"></span>1<span class="_ _8"></span>87 <span class="_ _3"></span>mld <span class="_ _3"></span>zł, <span class="_ _0"></span>natomiast </span></span></div><div class="t m0 x2 h8 y732 ff2 fs3 fc0 sc0 ls0 ws0">na zadania kontynuow<span class="_ _8"></span>ane przez<span class="_ _8"></span>naczonych zostanie 105 m<span class="_ _8"></span>ld zł. <span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 y733 ff1 fs3 fc0 sc0 ls0 ws0">- Programu Wzmocnienia Krajowej Sieci Drogowej do 2030 roku. Jego zakres dotyczy kompleksowego </div><div class="t m0 x2 h8 y734 ff2 fs3 fc0 sc0 ls0 ws0">utrzymania <span class="_ _3"></span>lub <span class="_ _3"></span>przebud<span class="_ _8"></span>owy <span class="_ _3"></span>sieci <span class="_ _3"></span>dróg <span class="_ _3"></span>krajowyc<span class="_ _8"></span>h <span class="_ _3"></span>znajdującyc<span class="_ _8"></span>h <span class="_ _3"></span>się <span class="_ _2"></span>w <span class="_ _3"></span>zarz<span class="_ _8"></span>ądzie <span class="_ _3"></span>Gener<span class="_ _8"></span>alnej <span class="_ _2"></span>Dy<span class="_ _8"></span>rekcji <span class="_ _3"></span>Dróg </div><div class="t m0 x2 h8 y735 ff2 fs3 fc0 sc0 ls0 ws0">Krajowych <span class="_ _6"></span>i <span class="_ _6"></span>Autostrad. <span class="_ _6"></span>Program <span class="_ _f"></span>z<span class="_ _8"></span>akłada <span class="_ _6"></span>dostosowanie <span class="_ _6"> </span>układu <span class="_ _6"> </span>dróg <span class="_ _6"></span>krajowych <span class="_ _6"></span>do <span class="_ _6"></span>ruchu <span class="_ _6"></span>pojazdów <span class="_ _7"> </span><span class="ff1 ls9">o </span></div><div class="t m0 x2 h8 y736 ff2 fs3 fc0 sc0 ls0 ws0">nacisku <span class="_ _3"></span>pojedynczej<span class="_ _8"></span> <span class="_ _3"></span>osi <span class="_ _3"></span>do <span class="_ _3"></span>11,5 <span class="_ _3"></span>t, <span class="_ _3"></span>utrzy<span class="_ _8"></span>manie <span class="_ _3"></span>wymaga<span class="_ _8"></span>nego <span class="_ _3"></span>stanu <span class="_ _3"></span>technicz<span class="_ _8"></span>nego <span class="_ _3"></span>istniejącej <span class="_ _3"></span>infrastruktury<span class="_ _8"></span> </div><div class="t m0 x2 h8 y737 ff2 fs3 fc0 sc0 ls0 ws0">oraz <span class="_ _f"></span>intensyfikację <span class="_ _f"></span>działań <span class="_ _f"></span>zmniejszających <span class="_ _f"></span>negatywny <span class="_ _f"></span>wpływ <span class="_ _c"></span>infr<span class="_ _8"></span>astruktury <span class="_ _f"></span>drogowej <span class="_ _f"></span>na <span class="_ _c"></span>ś<span class="_ _8"></span>rodowisko. </div><div class="t m0 x2 h8 y738 ff2 fs3 fc0 sc0 ls0 ws0">Program <span class="_ _2a"> </span>przewiduje <span class="_ _2a"> </span>m.<span class="_ _8"></span>in. <span class="_ _2a"> </span>także <span class="_ _2a"> </span>przebudow<span class="_ _8"></span>ę <span class="_ _7"> </span>sk<span class="_ _8"></span>rzyżowań<span class="_ _8"></span><span class="ff1"> <span class="_ _2a"> </span></span>i <span class="_ _2a"> </span>uz<span class="_ _8"></span>upełnienie <span class="_ _2a"> </span>infrastruktury<span class="_ _8"></span> <span class="_ _7"> </span>o <span class="_ _2a"> </span>niezb<span class="_ _8"></span>ędne </div><div class="t m0 x2 h8 y739 ff2 fs3 fc0 sc0 ls0 ws0">elementy <span class="_ _f"></span>służące<span class="_ _8"></span> <span class="_ _f"></span>niechronionym <span class="_ _6"></span>uczestnikom <span class="_ _f"></span>ruchu. <span class="_ _6"></span>Na <span class="_ _f"></span>jego <span class="_ _f"></span>realizację <span class="_ _f"></span>d<span class="_ _8"></span>o <span class="_ _f"></span>2030 <span class="_ _f"></span>roku <span class="_ _6"></span>przeznaczono </div><div class="t m0 x2 h8 y73a ff2 fs3 fc0 sc0 ls0 ws0">około 64 mld złotych.<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 y73b ff2 fs3 fc0 sc0 ls0 ws0">Skalę planowanych <span class="_ _8"></span>do realizacj<span class="_ _8"></span>i inwestycji drogowych <span class="_ _8"></span>opisano w pkt 4.1 Pers<span class="_ _8"></span>pektywy r<span class="_ _8"></span>ynku <span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 y73c ff2 fs3 fc0 sc0 ls0 ws0">Spółka<span class="ff1"> <span class="_ _14"> </span></span>równ<span class="_ _8"></span>ież <span class="_ _14"> </span>aktywnie<span class="_ _8"></span> <span class="_ _14"> </span>zabiega <span class="_ _14"> </span>o <span class="_ _1a"> </span>nowe <span class="_ _14"> </span>kontra<span class="_ _8"></span>kty, <span class="_ _14"> </span>biorąc <span class="_ _1a"> </span>udział <span class="_ _14"> </span>w<span class="_ _8"></span><span class="ff1"> </span>ogła<span class="_ _8"></span>szanych<span class="ff1"> prz<span class="_ _8"></span>etargach. </span></div><div class="t m0 x2 h8 y73d ff1 fs3 fc0 sc0 ls0 ws0">W zrealizowaniu  p<span class="_ _8"></span>lanowanej<span class="_ _8"></span>  strategi<span class="_ _8"></span>i  <span class="ff2">i <span class="_ _11"> </span>r<span class="_ _8"></span>ozszerzeniu<span class="_ _8"></span>  zakresu <span class="_ _2b"> </span>działalności  ora<span class="_ _8"></span>z  um<span class="_ _8"></span></span>acn<span class="_ _8"></span>iania  swoj<span class="_ _8"></span>ej </div><div class="t m0 x2 h8 y73e ff2 fs3 fc0 sc0 ls0 ws0">pozycji <span class="_ _6"></span>na <span class="_ _f"></span>rynk<span class="_ _8"></span>u <span class="_ _f"></span>sz<span class="_ _8"></span>czególnego <span class="_ _f"></span>znaczen<span class="_ _8"></span>ia <span class="_ _f"></span>n<span class="_ _8"></span>abiera <span class="_ _f"></span>tw<span class="_ _8"></span>orzenie <span class="_ _6"></span>konsorcjum <span class="_ _6"></span>firm <span class="_ _6"></span>w<span class="_ _8"></span><span class="ff1"> <span class="_ _6"> </span>celu <span class="_ _6"></span>uczestnictwa <span class="_ _6"></span>w </span></div><div class="t m0 x2 h8 y73f ff2 fs3 fc0 sc0 ls0 ws0">przetargach na us<span class="_ _8"></span>ługi budowlano –<span class="ff1"> <span class="_ _8"></span></span>montażowe.<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 y740 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y741 ff2 fs3 fc0 sc0 ls0 ws0">Czynnikami <span class="_ _1b"> </span>bu<span class="_ _8"></span>dowania <span class="_ _d"> </span>wartości <span class="_ _1b"> </span>Spółk<span class="_ _8"></span>i <span class="_ _1b"> </span>będzie <span class="_ _d"> </span>wzrost <span class="_ _1b"> </span>efekty<span class="_ _8"></span>wności <span class="_ _1b"> </span>rea<span class="_ _8"></span>lizowanych <span class="_ _1b"> </span>k<span class="_ _8"></span>ontraktów </div><div class="t m0 x2 h8 y742 ff1 fs3 fc0 sc0 ls0 ws0">budowlanych <span class="_ _1d"> </span>oraz<span class="_ _8"></span> <span class="_ _1d"> </span>zdobywanie <span class="_ _25"> </span>nowych <span class="_ _1d"> </span>ko<span class="_ _8"></span>mpetencji <span class="_ _25"> </span>w <span class="_ _1d"> </span>perspektywicznyc<span class="_ _8"></span>h <span class="_ _1d"> </span>obszarach <span class="_ _1d"> </span>r<span class="_ _8"></span>ynku </div><div class="t m0 x2 h8 y743 ff2 fs3 fc0 sc0 ls0 ws0">budowlanego. <span class="_ _2b"> </span>Oprócz <span class="_ _2b"> </span>działań <span class="_ _11"> </span>r<span class="_ _8"></span>ynkowych <span class="_ _2b"> </span>Spółka <span class="_ _2b"> </span>będzie  k<span class="_ _8"></span>ontynuowa<span class="_ _8"></span>ła  dz<span class="_ _8"></span>iałania <span class="_ _2b"> </span>mające <span class="_ _2b"> </span>na  ce<span class="_ _8"></span>lu </div><div class="t m0 x2 h8 y744 ff2 fs3 fc0 sc0 ls0 ws0">ograniczenie kosztów p<span class="_ _8"></span>oprzez efektywne wy<span class="_ _8"></span>korzystan<span class="_ _8"></span>ie zintegrowanego s<span class="_ _8"></span>ystemu zarządz<span class="_ _8"></span>ania<span class="_ _8"></span><span class="ff1">. </span></div><div class="t m0 x2 h8 y745 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h35 y6d0 ff6 fs1 fc0 sc0 ls0 ws0">MARYWILSK<span class="_ _0"></span>A 44 sp. z o.o. </div><div class="t m0 x2 h8 y746 ff2 fs3 fc0 sc0 ls0 ws0">W <span class="_ _6"> </span>ocen<span class="_ _8"></span>ie <span class="_ _6"> </span>Zarząd<span class="_ _8"></span>u <span class="_ _6"> </span>Sp<span class="_ _8"></span>ółki <span class="_ _7"> </span>do <span class="_ _6"> </span>głównych <span class="_ _7"> </span>czynników, <span class="_ _7"> </span>któr<span class="_ _8"></span>e <span class="_ _7"> </span>będą <span class="_ _6"> </span>miały <span class="_ _7"> </span>wpływ <span class="_ _7"> </span>na <span class="_ _7"> </span>rozwój <span class="_ _6"> </span>działaln<span class="_ _8"></span>ości <span class="_ _6"> </span>i </div><div class="t m0 x2 h8 y747 ff2 fs3 fc0 sc0 ls0 ws0">osiągane wyniki w latach <span class="_ _8"></span>2021<span class="ff1">-<span class="_ _8"></span> 2023 i w kolejnych <span class="_ _8"></span>latach to:<span class="_ _8"></span> </span></div><div class="t m0 x36 h8 y748 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span>Przebieg pandemii wirusa <span class="_ _8"></span>COVID-<span class="_ _8"></span><span class="ff2">19 w Polsce i na ś<span class="_ _8"></span>wiecie,</span> </div><div class="t m0 x36 h8 y749 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">Wprowadzone obostrzenia w <span class="_ _0"></span>zakresie prowadzenia działalności gospodarczej przez <span class="_ _0"></span>najemców </span></div><div class="t m0 x3 h8 y74a ff1 fs3 fc0 sc0 ls0 ws0">centrum na skutek p<span class="_ _8"></span>andemii COVID,<span class="_ _8"></span> </div><div class="t m0 x36 h8 y74b ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">Zachowania <span class="_ _f"></span>konsu<span class="_ _8"></span>mentów <span class="_ _6"></span>–</span> <span class="_ _f"></span><span class="ff2">potencjalna <span class="_ _f"></span>z<span class="_ _8"></span>miana <span class="_ _f"></span>tren<span class="_ _8"></span>dów <span class="_ _f"></span>zakupowy<span class="_ _8"></span>ch <span class="_ _f"></span>poprzez <span class="_ _6"></span>ograniczenie </span></div><div class="t m0 x3 h8 y74c ff2 fs3 fc0 sc0 ls0 ws0">czasu spędzanego w ga<span class="_ _8"></span>leriach handlowyc<span class="_ _8"></span>h,<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x36 h8 y368 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">Utrzymanie wysokieg<span class="_ _8"></span>o wskaźnika komercj<span class="_ _8"></span>alizacji kompleksu handlo<span class="_ _8"></span>wego MARYWILSKA 4<span class="_ _8"></span>4,<span class="_ _8"></span></span> </div><div class="t m0 x36 h8 y74d ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span>Efektywna komercjal<span class="_ _8"></span>izacja centrum mag<span class="_ _8"></span>azynowego <span class="_ _8"></span><span class="ff2">w Ostródzie <span class="_ _8"></span></span> </div><div class="t m0 x36 h8 y308 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span>Sytuacja gos<span class="_ _8"></span>podarcza <span class="_ _8"></span>na rynk<span class="_ _8"></span>u polskim <span class="_ _8"></span><span class="ff2">–<span class="_ _8"></span></span> w tym<span class="_ _8"></span> kon<span class="_ _8"></span>iunktura w s<span class="_ _8"></span>ektorze <span class="_ _8"></span>wynajmu <span class="_ _8"></span>powierzchni<span class="_ _8"></span> </div><div class="t m0 x3 h8 y74e ff1 fs3 fc0 sc0 ls0 ws0">handlowych i magazyno<span class="_ _8"></span>wych,  </div><div class="t m0 x36 h8 y74f ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">Poziom <span class="_ _2a"> </span>pro<span class="_ _8"></span>dukcji <span class="_ _21"> </span>przemys<span class="_ _8"></span>łowej <span class="_ _21"> </span>i <span class="_ _2a"> </span>aktywnoś<span class="_ _8"></span>ci <span class="_ _21"> </span>ekonomicznej <span class="_ _21"> </span>ludnośc<span class="_ _8"></span>i <span class="_ _2a"> </span>przedkła<span class="_ _8"></span>dający <span class="_ _2a"> </span>s<span class="_ _8"></span>ię <span class="_ _2a"> </span>na<span class="_ _8"></span> </span></div><div class="t m0 x3 h8 y750 ff1 fs3 fc0 sc0 ls0 ws0">popyt na pow<span class="ff2">ierz<span class="_ _8"></span>chnie magazy<span class="_ _8"></span>nową</span>. </div><div class="t m0 x2 h8 y751 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y157 ff2 fs3 fc0 sc0 ls0 ws0">Strategia <span class="_ _f"></span>Spółki <span class="_ _f"></span>na <span class="_ _f"></span>najb<span class="_ _8"></span>liższy <span class="_ _f"></span>rok<span class="_ _8"></span> <span class="_ _f"></span>zakłada <span class="_ _f"></span>utrzymanie <span class="_ _f"></span>wysokieg<span class="_ _8"></span>o <span class="_ _f"></span>poziomu <span class="_ _f"></span>komerc<span class="_ _8"></span>jalizacji <span class="_ _f"></span>kompleksu </div><div class="t m0 x2 h8 y26 ff2 fs3 fc0 sc0 ls0 ws0">handlowego prz<span class="_ _8"></span>y stopn<span class="_ _8"></span>iowym ogranicz<span class="_ _8"></span>aniu rabatów <span class="_ _8"></span>przy<span class="_ _8"></span>znawanych najemco<span class="_ _8"></span>m, co <span class="_ _8"></span>zapewni sto<span class="_ _8"></span>pniowy </div><div class="t m0 x2 h8 y752 ff2 fs3 fc0 sc0 ls0 ws0">powrót do poziomu prz<span class="_ _8"></span>ychodów i <span class="_ _8"></span>rentowności rea<span class="_ _8"></span>lizowanych w roku 201<span class="_ _8"></span>9.<span class="_ _8"></span><span class="ff1"> </span></div></div></div><div class="pi" ></div></div><div id="pf3e" class="pf w0 h0" ><div class="pc pc3e w0 h0"><img class="bi x4 y2a w3 h5" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x5 h6 y2b ff4 fs2 fc2 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI GRUPY KAPITAŁOWEJ <span class="ff3">MIRBUD ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc3"> </span></span></div><div class="t m0 x6 h4 y2c ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y2d w4 ha"><div class="t m0 x23 h8 y85 ff2 fs3 fc2 sc0 ls0 ws0">Grupa Kapitałowa MIR<span class="_ _8"></span>BUD<span class="ff1"> <span class="ls6">| <span class="_ _8"></span></span></span>Perspektywy r<span class="_ _8"></span>ozwoju działalności Gru<span class="_ _8"></span>py MIRBUD<span class="_ _8"></span><span class="ff1"> </span></div></div><div class="c x9 y2d w5 ha"><div class="t m0 xa h4 y86 ff3 fs1 fc4 sc0 ls3 ws0">62<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h4 y31 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y18e ff2 fs3 fc0 sc0 ls0 ws0">W <span class="_ _6"> </span>obszarz<span class="_ _8"></span>e <span class="_ _6"> </span>nowego <span class="_ _6"> </span>s<span class="_ _8"></span>egmentu <span class="_ _7"> </span>działalności <span class="_ _6"> </span>ob<span class="_ _8"></span>ejmującego <span class="_ _6"> </span>n<span class="_ _8"></span>ajem <span class="_ _6"> </span>pow<span class="_ _8"></span>ierzchni <span class="_ _7"> </span>na <span class="_ _6"> </span>cele <span class="_ _6"> </span>ma<span class="_ _8"></span>gazynowe </div><div class="t m0 x2 h8 y22f ff2 fs3 fc0 sc0 ls0 ws0">celem <span class="_ _6"></span>Spółki <span class="_ _f"></span>poz<span class="_ _8"></span>ostaje <span class="_ _f"></span>pe<span class="_ _8"></span>łna <span class="_ _6"></span>komercjalizacja <span class="_ _6"></span>obiektu <span class="_ _6"></span>i <span class="_ _f"></span>związan<span class="_ _8"></span>e <span class="_ _f"></span>z<span class="_ _8"></span> <span class="_ _f"></span>tym <span class="_ _6"> </span>jego <span class="_ _6"></span>pełne <span class="_ _f"></span>dostoso<span class="_ _8"></span>wanie <span class="_ _f"></span>d<span class="_ _8"></span>o </div><div class="t m0 x2 h8 y34 ff2 fs3 fc0 sc0 ls0 ws0">wymagań najemców.<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 y230 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y231 ff2 fs3 fc0 sc0 ls0 ws0">Spółka <span class="_ _2b"> </span>b<span class="_ _8"></span>ędzie <span class="_ _13"> </span>nadal <span class="_ _13"> </span>aktywnie <span class="_ _13"> </span>zarządz<span class="_ _8"></span>ać <span class="_ _2b"> </span>s<span class="_ _8"></span>woim <span class="_ _13"> </span>bieżącym <span class="_ _13"> </span>i <span class="_ _2b"> </span>prz<span class="_ _8"></span>yszłym <span class="_ _13"> </span>portfelem <span class="_ _13"> </span>nierucho<span class="_ _8"></span>mości </div><div class="t m0 x2 h8 y293 ff2 fs3 fc0 sc0 ls0 ws0">komercyjnyc<span class="_ _8"></span>h <span class="_ _8"></span>generującyc<span class="_ _8"></span>h <span class="_ _8"></span>przy<span class="_ _8"></span>chody <span class="_ _8"></span>z<span class="_ _8"></span> <span class="_ _8"></span>najmu <span class="_ _c"></span>w <span class="_ _8"></span>c<span class="_ _8"></span>elu <span class="_ _8"></span>zmaks<span class="_ _8"></span>ymalizowania <span class="_ _c"></span>wydajności <span class="_ _c"></span>i <span class="_ _8"></span>ef<span class="_ _8"></span>ektywności </div><div class="t m0 x2 h8 y294 ff2 fs3 fc0 sc0 ls0 ws0">operacyjnej, <span class="_ _2a"> </span>dywer<span class="_ _8"></span>syfikacji <span class="_ _21"> </span>ryzyka <span class="_ _21"> </span>najemców <span class="_ _21"> </span>i <span class="_ _2a"> </span>zwiększ<span class="_ _8"></span>enia <span class="_ _2a"> </span>przychodów <span class="_ _2a"> </span>z<span class="_ _8"></span>  na<span class="_ _0"></span>jmu. <span class="_ _21"> </span>Spółka <span class="_ _2a"> </span>z<span class="_ _8"></span>amierza </div><div class="t m0 x2 h8 y295 ff2 fs3 fc0 sc0 ls0 ws0">zwiększyć wartoś<span class="_ _8"></span>ć portfela nieruchomośc<span class="_ _8"></span>i poprzez z<span class="_ _8"></span>arządzanie swoimi aktywam<span class="_ _8"></span>i<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 y296 ff2 fs3 fc0 sc0 ls0 ws0">Działania te obejmuj<span class="_ _8"></span>ą m.in.:<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x36 h8 y753 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">popraw<span class="_ _8"></span>ę <span class="_ _d"> </span>i <span class="_ _d"> </span>utrzyma<span class="_ _8"></span>nie <span class="_ _d"> </span>wskaźników <span class="_ _d"> </span>p<span class="_ _8"></span>owierzchni <span class="_ _d"> </span>wynajętyc<span class="_ _8"></span>h <span class="_ _d"> </span>w <span class="_ _d"> </span>kompleksie <span class="_ _d"> </span>han<span class="_ _8"></span>dlowym </span></div><div class="t m0 x25 h8 y754 ff2 fs3 fc0 sc0 ls0 ws0">MARYWILSKA <span class="_ _8"></span>44,<span class="_ _8"></span> prz<span class="_ _8"></span>y <span class="_ _8"></span>zachowaniu <span class="_ _8"></span>najl<span class="_ _8"></span>epszych <span class="_ _8"></span>możliw<span class="_ _8"></span>y<span class="_ _8"></span>ch d<span class="_ _8"></span>o <span class="_ _8"></span>uzysk<span class="_ _8"></span>ania na<span class="_ _8"></span> ry<span class="_ _8"></span>nku <span class="_ _8"></span>warunków </div><div class="t m0 x25 h8 y755 ff1 fs3 fc0 sc0 ls0 ws0">najmu; </div><div class="t m0 x36 h8 y756 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">doprowadzenie <span class="_ _1b"> </span>do <span class="_ _1b"> </span>komerc<span class="_ _8"></span>jalizacji <span class="_ _1a"> </span>z<span class="_ _8"></span>akupionego <span class="_ _1b"> </span>obiektu <span class="_ _1b"> </span>magazyno<span class="_ _8"></span>wego, <span class="_ _1a"> </span>p<span class="_ _8"></span>ołożonego <span class="_ _1b"> </span>w </span></div><div class="t m0 x3 h8 y757 ff2 fs3 fc0 sc0 ls0 ws0">Ostródzie, przy trasie S7<span class="_ _8"></span>,<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x36 h8 ybc ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">poprawę ściągalności <span class="_ _0"></span>należności poprzez utrzymanie <span class="_ _0"></span>dobrych relacji <span class="_ _3"></span>z<span class="_ _8"></span> <span class="_ _0"></span>najemcami i<span class="_ _8"></span><span class="ff1"> </span>współpracę<span class="_ _8"></span> </span></div><div class="t m0 x3 h8 y2bb ff1 fs3 fc0 sc0 ls0 ws0">z nimi w celu p<span class="ff2">oprawy <span class="_ _8"></span>ich wyników;<span class="_ _8"></span></span> </div><div class="t m0 x36 h8 y29e ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">podejmowanie starań <span class="_ _3"></span>w celu <span class="_ _3"></span>zape<span class="_ _8"></span>wnienia ni<span class="_ _0"></span>skich i<span class="_ _0"></span> <span class="_ _3"></span>e<span class="_ _8"></span>fektywnyc<span class="_ _8"></span>h <span class="_ _3"></span>kosz<span class="_ _8"></span>tów <span class="_ _3"></span>poprz<span class="_ _8"></span>ez <span class="_ _0"></span>zastosowanie </span></div><div class="t m0 x3 h8 y5c0 ff2 fs3 fc0 sc0 ls0 ws0">energooszczędnyc<span class="_ _8"></span>h technologii i optyma<span class="_ _8"></span>lizację kosztów napra<span class="_ _8"></span>w i<span class="_ _8"></span><span class="ff1"> </span>konserwacj<span class="_ _8"></span>i nieruchomości;<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x36 h8 y66a ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">optymalizację kosztów <span class="_ _8"></span>administracyjnych, j<span class="_ _8"></span>eżeli tyko będ<span class="_ _8"></span>zie to moż<span class="_ _8"></span>liwe;</span> </div><div class="t m0 x36 h8 y5de ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">optymalizację <span class="_ _17"> </span>kosztów <span class="_ _17"> </span>finansowania <span class="_ _17"> </span>poprzez <span class="_ _17"> </span>zmniejszenie <span class="_ _17"> </span>skali <span class="_ _17"> </span>zadłużenia <span class="_ _17"> </span>i <span class="_ _31"> </span>j<span class="_ _8"></span>ego </span></div><div class="t m0 x3 h8 y5df ff2 fs3 fc0 sc0 ls0 ws0">refinansowanie, jeżel<span class="_ _8"></span>i będzie to tylko moż<span class="_ _8"></span>liwe,<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x36 h8 y758 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">systematyczne <span class="_ _1b"> </span>prowadze<span class="_ _8"></span>nie <span class="_ _1b"> </span>działań <span class="_ _1b"> </span>prom<span class="_ _8"></span>ocyjno<span class="_ _8"></span></span>-reklamowych <span class="_ _1b"> </span>z<span class="_ _8"></span>godnych <span class="_ _1b"> </span>z<span class="_ _8"></span> <span class="ff2">wewnętrznym </span></div><div class="t m0 x3 h8 y759 ff2 fs3 fc0 sc0 ls0 ws0">planem <span class="_ _f"></span>marketi<span class="_ _8"></span>ngowym, <span class="_ _f"></span>kt<span class="_ _8"></span>órego <span class="_ _f"></span>gł<span class="_ _8"></span>ównym <span class="_ _f"></span>c<span class="_ _8"></span>elem <span class="_ _f"></span>jest <span class="_ _6"></span>wspieranie <span class="_ _f"></span>wynajmu <span class="_ _6"></span>lokali <span class="_ _6"></span>handlowych </div><div class="t m0 x3 h8 y75a ff2 fs3 fc0 sc0 ls0 ws0">oraz <span class="_ _3"></span>utrzymanie <span class="_ _3"></span>do<span class="_ _8"></span>brego <span class="_ _3"></span>poziomu <span class="_ _3"></span>komerc<span class="_ _8"></span>jalizacji <span class="_ _3"></span>obiek<span class="_ _8"></span>tów <span class="_ _3"></span>handlowych <span class="_ _3"></span>i <span class="_ _3"></span>utrzy<span class="_ _8"></span>manie <span class="_ _3"></span>wysokiego<span class="_ _8"></span> </div><div class="t m0 x3 h8 y5c5 ff2 fs3 fc0 sc0 ls0 ws0">wskaźnika od<span class="ff1 ls11">po<span class="ls0">w<span class="_ _8"></span>iedzi</span></span>alnoś<span class="_ _8"></span>ci klientów,<span class="ff1"> </span></div><div class="t m0 x36 h8 y2a6 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">umocnienie pozycj<span class="_ _8"></span>i lidera na rynku ni<span class="_ _8"></span>eruchomości.<span class="_ _8"></span></span> </div><div class="t m0 x2 h8 y6be ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y247 ff2 fs3 fc0 sc0 ls0 ws0">Zarząd <span class="_ _f"></span>uważa, <span class="_ _f"></span>że <span class="_ _f"></span>długoterminowe<span class="_ _8"></span> <span class="_ _f"></span>aktywne <span class="_ _f"></span>zarządzanie <span class="_ _f"></span>nieruchomościa<span class="_ _8"></span>mi <span class="_ _f"></span>stanowi <span class="_ _f"></span>niezwykle <span class="_ _f"></span>ważny </div><div class="t m0 x2 h8 y248 ff2 fs3 fc0 sc0 ls0 ws0">element <span class="_ _8"></span>strateg<span class="_ _8"></span>ii <span class="_ _8"></span>Spółki. <span class="_ _8"></span>Spółka <span class="_ _8"></span>b<span class="_ _8"></span>ędzie <span class="_ _8"></span>równ<span class="_ _8"></span>ież <span class="_ _8"></span>wykorzys<span class="_ _8"></span>tywała <span class="_ _8"></span>inne <span class="_ _8"></span>możl<span class="_ _8"></span>iwości <span class="_ _8"></span>zwiększ<span class="_ _8"></span>ania <span class="_ _8"></span>wartości </div><div class="t m0 x2 h8 y249 ff2 fs3 fc0 sc0 ls0 ws0">swojego biznesu, wraz z pojawianiem się <span class="_ _0"></span>takich możliwoś<span class="_ _8"></span>ci. Spółka finansuje swój rozw<span class="_ _8"></span>ój oraz bieżącą </div><div class="t m0 x2 h8 y180 ff2 fs3 fc0 sc0 ls0 ws0">działalność <span class="_ _27"> </span>ze <span class="_ _27"> </span>środków <span class="_ _26"> </span>własnych <span class="_ _27"> </span>oraz <span class="_ _27"> </span>przy <span class="_ _27"> </span>wykorz<span class="_ _8"></span>ystaniu <span class="_ _27"> </span>kredytów <span class="_ _27"> </span>ban<span class="_ _8"></span>kowych. <span class="_ _27"> </span>Wysokoś<span class="_ _8"></span>ć </div><div class="t m0 x2 h8 y24a ff2 fs3 fc0 sc0 ls0 ws0">pozyskanych środków fi<span class="_ _0"></span>nansowyc<span class="_ _8"></span>h <span class="_ _0"></span>jest wystarczająca <span class="_ _0"></span>na <span class="_ _0"></span>realizacje postawionych i <span class="_ _3"></span>planowanych celów </div><div class="t m0 x2 h8 y24b ff2 fs3 fc0 sc0 ls0 ws0">Spółki oraz zapewni<span class="_ _8"></span>a bezpieczeństwa f<span class="_ _8"></span>inansowego Spółki w<span class="_ _8"></span> <span class="_ _8"></span>najbliższej prz<span class="_ _8"></span>yszłości.<span class="ff1"> </span></div><div class="t m0 x2 h8 y3b2 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y75b ff1 fs3 fc0 sc0 ls0 ws0">Z uwagi <span class="_ _8"></span>na <span class="_ _8"></span>wprowadzony<span class="_ _8"></span> <span class="_ _8"></span>w <span class="_ _8"></span>minionych <span class="_ _8"></span>latach <span class="_ _8"></span><span class="ff2">stan <span class="_ _8"></span>epidemi<span class="_ _8"></span>ologiczny <span class="_ _8"></span>plany <span class="_ _8"></span>inwestycyj<span class="_ _8"></span>ne Spółki <span class="_ _8"></span>zostały </span></div><div class="t m0 x2 h8 y75c ff2 fs3 fc0 sc0 ls0 ws0">rozłożone  na <span class="_ _21"> </span>d<span class="_ _8"></span>łuższy  okres <span class="_ _21"> </span>um<span class="_ _8"></span>ożliwiający  ich <span class="_ _28"> </span>realiz<span class="_ _8"></span>acje  be<span class="_ _0"></span>z  nadmiernych  obciążeń <span class="_ _28"> </span>finansowyc<span class="_ _8"></span>h. </div><div class="t m0 x2 h8 y75d ff2 fs3 fc0 sc0 ls0 ws0">Spółka <span class="_ _2b"> </span>z<span class="_ _8"></span>godnie <span class="_ _13"> </span>z <span class="_ _13"> </span>przyjętą <span class="_ _13"> </span>strategią <span class="_ _13"> </span>ro<span class="_ _8"></span>zwoju <span class="_ _13"> </span>realizuje <span class="_ _13"> </span>i <span class="_ _13"> </span>będzie <span class="_ _13"> </span>realizowa<span class="_ _8"></span>ła <span class="_ _13"> </span>następujące <span class="_ _13"> </span>zadania </div><div class="t m0 x2 h8 y3b6 ff1 fs3 fc0 sc0 ls0 ws0">inwestycyjne:<span class="_ _8"></span> </div><div class="t m0 x36 h8 y75e ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">k<span class="_ _8"></span>ontynuację <span class="_ _17"> </span>wym<span class="_ _8"></span>iany <span class="_ _17"> </span>d<span class="_ _8"></span>otychczasowego <span class="_ _29"> </span>oświetlenia <span class="_ _29"> </span>wewnętrznego <span class="_ _29"> </span>w <span class="_ _29"> </span>budynku <span class="_ _17"> </span>CH<span class="_ _8"></span> </span></div><div class="t m0 x25 h8 y75f ff2 fs3 fc0 sc0 ls0 ws0">MARYWILSKA 44 na<span class="_ _8"></span> oświetlenie LED<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x36 h8 y67e ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">kontynuacja <span class="_ _3"></span>remontów<span class="_ _8"></span> <span class="_ _3"></span>bieżących <span class="_ _3"></span>w <span class="_ _3"></span>częśc<span class="_ _8"></span>iach <span class="_ _2"></span>ws<span class="_ _8"></span>pólnych <span class="_ _3"></span>Centr<span class="_ _8"></span>um <span class="_ _3"></span>Handlowego <span class="_ _3"></span>M<span class="_ _8"></span>ARYWI<span class="_ _c"></span><span class="ff1">LSKA </span></span></div><div class="t m0 x3 h8 y760 ff1 fs3 fc0 sc0 ls0 ws0">44 (wymiana posadz<span class="_ _8"></span>ek, malowanie),<span class="_ _8"></span> </div><div class="t m0 x36 h8 y761 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span>kontynuacja remontu m<span class="_ _8"></span>embrany dach<span class="_ _8"></span>owej,<span class="_ _8"></span> </div><div class="t m0 x36 h8 y2d6 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">kontynuację <span class="_ _21"> </span>naprawy<span class="_ _8"></span> <span class="_ _2a"> </span>o<span class="_ _8"></span>dwodnień <span class="_ _21"> </span>liniowych <span class="_ _21"> </span>na<span class="_ _8"></span> <span class="_ _2a"> </span>parki<span class="_ _8"></span>ngu <span class="_ _21"> </span>na <span class="_ _21"> </span>terenie <span class="_ _21"> </span>komp<span class="_ _8"></span>leksu <span class="_ _21"> </span>handlowego<span class="_ _8"></span> </span></div><div class="t m0 x3 h8 y762 ff1 fs3 fc0 sc0 ls0 ws0">MARYWILSKA 44,<span class="_ _8"></span> </div><div class="t m0 x36 h8 y763 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">remont i naprawę cz<span class="_ _8"></span>ęści urządzeń kl<span class="_ _8"></span>imatyzacyjny<span class="_ _8"></span>ch</span> </div><div class="t m0 x36 h8 y764 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span>modernizacja <span class="ff2">ośw<span class="_ _8"></span>ietlenia awary<span class="_ _8"></span>jnego na terenie CH <span class="_ _8"></span>MARYWILSKA 44,<span class="_ _c"></span></span> </div></div></div><div class="pi" ></div></div><div id="pf3f" class="pf w0 h0" ><div class="pc pc3f w0 h0"><img class="bi x4 y2a w3 h5" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x5 h6 y2b ff4 fs2 fc2 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI GRUPY KAPITAŁOWEJ <span class="ff3">MIRBUD ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc3"> </span></span></div><div class="t m0 x6 h4 y2c ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y2d w4 h7"><div class="t m0 x4a h8 y2e ff2 fs3 fc2 sc0 ls0 ws0">Grupa Kapitałowa MIR<span class="_ _8"></span>BUD<span class="ff1"> <span class="ls6">| <span class="_ _8"></span></span></span>Określenie głównyc<span class="_ _8"></span>h inwestycj<span class="_ _8"></span>i Emitenta krajowych i </div><div class="t m0 x112 h8 y2f ff1 fs3 fc2 sc0 ls0 ws0">zagranicznych<span class="_ _8"></span> </div></div><div class="c x9 y2d w5 h7"><div class="t m0 xa h4 y30 ff3 fs1 fc4 sc0 ls3 ws0">63<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h4 y31 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x36 h8 y18e ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span>modernizacja sys<span class="_ _8"></span>temu monitoringu wizyj<span class="_ _8"></span>nego CCTV<span class="_ _8"></span> </div><div class="t m0 x36 h8 y765 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">zapewnienie <span class="_ _7"> </span>urządze<span class="_ _8"></span>ń <span class="_ _7"> </span>i <span class="_ _7"> </span>oznakowani <span class="_ _7"> </span>oraz<span class="_ _8"></span> <span class="_ _7"> </span>środków <span class="_ _7"> </span>oc<span class="_ _8"></span>hrony <span class="_ _7"> </span>osobistej <span class="_ _7"> </span>zgodn<span class="_ _8"></span>ie <span class="_ _7"> </span>z<span class="_ _8"></span></span> wy<span class="_ _8"></span>tycznymi </div><div class="t m0 x3 h8 y766 ff2 fs3 fc0 sc0 ls0 ws0">Głównego Inspektor<span class="_ _8"></span>a Sanitarnego<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 y58f ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y557 ff2 fs3 fc0 sc0 ls0 ws0">Pomimo <span class="_ _7"> </span>pand<span class="_ _8"></span>emii <span class="_ _7"> </span>Zarz<span class="_ _8"></span>ąd <span class="_ _7"> </span>Spółki <span class="_ _7"> </span>re<span class="_ _8"></span>alizu<span class="_ _8"></span>je <span class="_ _7"> </span>przyj<span class="_ _8"></span>ętą <span class="_ _7"> </span>strategie <span class="_ _2a"> </span>rozwoju <span class="_ _2a"> </span>Spółki. <span class="_ _2a"> </span>Strategią <span class="_ _7"> </span>Z<span class="_ _8"></span>arządu <span class="_ _2a"> </span>jest </div><div class="t m0 x2 h8 y41d ff2 fs3 fc0 sc0 ls0 ws0">zapewnienie <span class="_ _8"></span>trwałego <span class="_ _8"></span>wzros<span class="_ _8"></span>tu wartośc<span class="_ _8"></span>i Spółk<span class="_ _8"></span>i przez<span class="_ _8"></span> d<span class="_ _8"></span>alszy <span class="_ _8"></span>rozwój <span class="_ _8"></span>działalności, z<span class="_ _8"></span>większenie <span class="_ _8"></span>udziału <span class="_ _8"></span>w </div><div class="t m0 x2 h8 y41e ff2 fs3 fc0 sc0 ls0 ws0">rynku <span class="_ _12"> </span>i <span class="_ _13"> </span>umac<span class="_ _8"></span>nianie <span class="_ _12"> </span>pozycji <span class="_ _12"> </span>rynkowej<span class="_ _8"></span> <span class="_ _13"> </span>przy<span class="_ _8"></span> <span class="_ _13"> </span>jednocz<span class="_ _8"></span>esnej <span class="_ _13"> </span>k<span class="_ _8"></span>oncentracji <span class="_ _12"> </span>na <span class="_ _12"> </span>efektywnośc<span class="_ _8"></span>i <span class="_ _13"> </span>procesó<span class="_ _8"></span>w </div><div class="t m0 x2 h8 y234 ff1 fs3 fc0 sc0 lsd ws0">fi<span class="ls0">nansowych.<span class="_ _8"></span> </span></div><div class="t m0 x2 h8 y767 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y768 ff2 fs3 fc0 sc0 ls0 ws0">Zarząd realizował oraz<span class="_ _8"></span> określił główne ce<span class="_ _8"></span>le strategiczne Spó<span class="_ _8"></span>łki na lata następne:<span class="_ _c"></span><span class="ff1"> </span></div><div class="t m0 x36 h8 y769 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">dążenie <span class="_ _6"> </span>do <span class="_ _7"> </span>maksymalizacj<span class="_ _8"></span>i <span class="_ _6"> </span>wsk<span class="_ _8"></span>aźnika <span class="_ _6"> </span>komerc<span class="_ _8"></span>jalizacji <span class="_ _6"> </span>c<span class="_ _8"></span>entrum <span class="_ _6"> </span>przy<span class="_ _8"></span> <span class="_ _6"> </span>utrzyman<span class="_ _8"></span>iu <span class="_ _6"> </span>atrakcy<span class="_ _8"></span>jnych </span></div><div class="t m0 x3 h8 y76a ff1 fs3 fc0 sc0 ls0 ws0">stawek czynsz<span class="_ _8"></span>owych, </div><div class="t m0 x36 h8 y55a ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">umocnienie pozycj<span class="_ _8"></span>i na warszawsk<span class="_ _8"></span>im rynku nieruchomo<span class="_ _8"></span>ści<span class="_ _8"></span></span> </div><div class="t m0 x36 h8 y76b ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">wzrost rentownośc<span class="_ _8"></span>i Spółki MARYWIL<span class="_ _8"></span>SKA 44<span class="_ _8"></span></span> </div><div class="t m0 x36 h8 y23a ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">kontynuacja budowy<span class="_ _8"></span> wartości własnych m<span class="_ _8"></span>arek na bazie zdobytyc<span class="_ _8"></span>h doświadczeń<span class="_ _c"></span></span> </div><div class="t m0 x2 h35 y206 ff6 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h35 y76c ff5 fs1 fc0 sc0 ls0 ws0">Spółki celowe JH<span class="_ _3"></span>M<span class="_ _8"></span> 1 S<span class="_ _0"></span>p. z o.o., JHM 2 Sp<span class="_ _3"></span>.<span class="_ _8"></span> z o.<span class="_ _0"></span>o.<span class="ff6"> </span></div><div class="t m0 x2 h8 y134 ff1 fs3 fc0 sc0 ls0 ws0">W <span class="_ _7"> </span>wyn<span class="_ _8"></span>iku <span class="_ _7"> </span>re<span class="_ _8"></span>alizacji <span class="_ _2a"> </span>reorg<span class="_ _8"></span>anizacji <span class="_ _2a"> </span><span class="ff2">Gr<span class="_ _8"></span>upy <span class="_ _2a"> </span>i <span class="_ _2a"> </span>dokonania <span class="_ _2a"> </span>sprz<span class="_ _8"></span>edaży <span class="_ _2a"> </span>nier<span class="_ _8"></span>uchomości,</span> <span class="_ _2a"> </span><span class="ff2">k<span class="_ _8"></span>tórymi <span class="_ _7"> </span>d<span class="_ _8"></span>otychczas </span></div><div class="t m0 x2 h8 y542 ff2 fs3 fc0 sc0 ls0 ws0">zarządzały <span class="_ _1e"> </span>do <span class="_ _1e"> </span>Spółki <span class="_ _1e"> </span>MARYWIL<span class="_ _8"></span>SKA <span class="_ _1e"> </span>44 <span class="_ _12"> </span>s<span class="_ _8"></span>p. <span class="_ _12"> </span>z<span class="_ _8"></span> <span class="_ _12"> </span>o.<span class="_ _8"></span>o. <span class="_ _1e"> </span>S<span class="_ _8"></span>półk<span class="ff1">i <span class="_ _1e"> </span>nie <span class="_ _1e"> </span>prowadz<span class="_ _8"></span></span>ą<span class="ff1"> <span class="_ _1e"> </span></span>aktywnej <span class="_ _1e"> </span>działalności </div><div class="t m0 x2 h8 y76d ff1 fs3 fc0 sc0 ls0 ws0">operacyjnej. <span class="_ _8"></span> </div><div class="t m0 x2 h8 y76e ff2 fs3 fc0 sc0 ls0 ws0">Z <span class="_ _13"> </span>dniem <span class="_ _12"> </span>1 <span class="_ _13"> </span>luteg<span class="_ _8"></span>o <span class="_ _13"> </span>2022 <span class="_ _12"> </span>r. <span class="_ _13"> </span>Nadzwy<span class="_ _8"></span>czajne <span class="_ _13"> </span>Z<span class="_ _8"></span>gromadzenie <span class="_ _12"> </span>Wspólników <span class="_ _12"> </span>Spółki <span class="_ _13"> </span>po<span class="_ _8"></span>djęło <span class="_ _13"> </span>uchw<span class="_ _8"></span>ałę <span class="_ _13"> </span>o<span class="_ _8"></span> </div><div class="t m0 x2 h8 y76f ff1 fs3 fc0 sc0 ls0 ws0">postawieniu <span class="_ _6"></span>JHM <span class="_ _f"></span>2 <span class="_ _6"></span>Sp. <span class="_ _f"></span>z <span class="_ _6"> </span>o.o. <span class="_ _f"></span>w <span class="_ _6"></span>stan <span class="_ _6"></span>likwidacji. <span class="_ _6"></span><span class="ff2">Od <span class="_ _f"></span>t<span class="_ _8"></span>ej <span class="_ _f"></span>daty <span class="_ _6"></span>spółka <span class="_ _f"></span>nos<span class="_ _8"></span>i <span class="_ _f"></span>nazwę<span class="_ _8"></span></span>: <span class="_ _6"></span>JHM <span class="_ _f"></span>2 <span class="_ _6"> </span>Sp. <span class="_ _f"></span>z<span class="_ _8"></span> <span class="_ _f"></span>o.o. <span class="_ _f"></span>w<span class="_ _8"></span> </div><div class="t m0 x2 h8 y770 ff1 fs3 fc0 sc0 ls0 ws0">likwidacji. </div><div class="t m0 x2 h8 y64a ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 xa7 hc y771 ff6 fs4 fc0 sc0 ls0 ws0">4.9. <span class="_ _38"> </span><span class="ff5">Określenie głównych inwestycji </span>Emitenta krajowych i zagranicznych </div><div class="t m0 x2 h8 y2ff ff2 fs3 fc0 sc0 ls0 ws0">Informacje <span class="_ _6"> </span>na <span class="_ _6"> </span>temat <span class="_ _6"> </span>i<span class="_ _8"></span>nwestycj<span class="_ _8"></span>i <span class="_ _6"></span>Emitenta, <span class="_ _6"></span>w <span class="_ _6"></span>tym <span class="_ _6"></span>kapitałowych <span class="_ _7"> </span>w <span class="_ _6"></span>jednostki <span class="_ _6"></span>powiąz<span class="_ _8"></span>ane <span class="_ _6"></span>znajduje <span class="_ _6"> </span>się <span class="_ _6"> </span>w </div><div class="t m0 x2 h8 y300 ff1 fs3 fc0 sc0 ls0 ws0">Notach <span class="_ _21"> </span>od <span class="_ _28"> </span>2 <span class="_ _21"> </span>do  4 <span class="_ _2a"> </span>do  Sprawozdani<span class="ff2">a <span class="_ _21"> </span>Sko<span class="_ _8"></span>nsolidowanego <span class="_ _21"> </span>Gru<span class="_ _8"></span>py <span class="_ _21"> </span>Kapita<span class="_ _8"></span>łowej <span class="_ _21"> </span>MIRBUD<span class="_ _8"></span>  </span>za <span class="_ _2a"> </span>okres  od </div><div class="t m0 x2 h8 y772 ff1 fs3 fc0 sc0 ls0 ws0">01.01.2021-31.<span class="ls11">12<span class="_ _8"></span><span class="lsd">.20</span></span>21 <span class="ls13">r.</span> </div><div class="t m0 x2 h8 y6d3 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hc y773 ff6 fs4 fc0 sc0 ls0 ws0">4.10. <span class="_ _d"> </span><span class="ff5">Ocena możliwości realizacji zamierzeń inwestycyjnych</span> </div><div class="t m0 x2 h35 y2b0 ff6 fs1 fc12 sc0 ls0 ws0">Dzia<span class="ff5">łalność</span> budo<span class="_ _3"></span>w<span class="_ _8"></span>lano-<span class="ff5">montażowa<span class="_ _0"></span><span class="ff6"> </span></span></div><div class="t m0 x2 h8 y495 ff2 fs3 fc0 sc0 ls0 ws0">Zarząd <span class="_ _8"></span>Spó<span class="_ _8"></span>łki <span class="_ _8"></span>na <span class="_ _c"></span>bieżąco <span class="_ _c"></span>analizują <span class="_ _c"></span>i <span class="_ _8"></span>ak<span class="_ _8"></span>tualizują <span class="_ _c"></span>strukturę <span class="_ _f"></span>finansowania, <span class="_ _8"></span>tak<span class="_ _8"></span> <span class="_ _8"></span>aby <span class="_ _c"></span>zapewn<span class="_ _8"></span>ić <span class="_ _8"></span>optymalny <span class="_ _c"></span>i </div><div class="t m0 x2 h8 y496 ff2 fs3 fc0 sc0 ls0 ws0">bezpieczny <span class="_ _6"> </span>model <span class="_ _6"> </span>wykorz<span class="_ _8"></span>ystania <span class="_ _6"></span>zasobów <span class="_ _6"> </span>finansowy<span class="_ _8"></span>ch. <span class="_ _6"> </span>W <span class="_ _6"> </span>ramach <span class="_ _6"> </span>dost<span class="_ _8"></span>ępnych <span class="_ _6"> </span>źródeł <span class="_ _6"></span>finansowa<span class="_ _8"></span>nia </div><div class="t m0 x2 h8 y6c4 ff2 fs3 fc0 sc0 ls0 ws0">wykorzys<span class="_ _8"></span>tywane są zarówno własne śr<span class="_ _8"></span>odki jak i kredyty<span class="_ _8"></span> bankowe, leasing i poży<span class="_ _8"></span>czki.<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 y774 ff1 fs3 fc0 sc0 ls0 ws0">W <span class="_ _0"></span>2021r i<span class="_ _0"></span> latach <span class="_ _3"></span>ko<span class="_ _8"></span>lejnych <span class="ff2">MIRBUD S.A. <span class="_ _3"></span>nada<span class="_ _8"></span>l <span class="_ _0"></span>realizować będzie <span class="_ _3"></span>proj<span class="_ _8"></span>ekty inwestycyjne mające <span class="_ _3"></span>na celu </span></div><div class="t m0 x2 h8 y775 ff2 fs3 fc0 sc0 ls0 ws0">jej rozwój i wzrost wartoś<span class="_ _8"></span>ci. Najbliższ<span class="_ _8"></span>e zamierzenia in<span class="_ _8"></span>westycyjne wiążą się z<span class="_ _8"></span>e wzmocnieniem<span class="_ _8"></span> zaplecza </div><div class="t m0 x2 h8 y776 ff2 fs3 fc0 sc0 ls0 ws0">działalności <span class="_ _6"> </span>i<span class="ff1"> </span>konkure<span class="_ _8"></span>ncyjnośc<span class="_ _8"></span>i <span class="_ _6"></span>Spółki <span class="_ _6"></span>w <span class="_ _6"></span>segmencie <span class="_ _6"> </span>d<span class="_ _8"></span>rogowym <span class="_ _6"></span>co <span class="_ _6"> </span>pozw<span class="_ _8"></span>oli <span class="_ _6"> </span>Spółce <span class="_ _6"> </span>osią<span class="_ _8"></span>gn<span class="_ _8"></span>ąć <span class="_ _6"></span>większą </div><div class="t m0 x2 h8 y6c5 ff2 fs3 fc0 sc0 ls0 ws0">rentowność <span class="_ _8"></span>w <span class="_ _c"></span>najbliższych <span class="_ _c"></span>latach. <span class="_ _8"></span>Spółki <span class="_ _8"></span>z<span class="_ _8"></span> <span class="_ _8"></span>grupy <span class="_ _8"></span>ś<span class="_ _8"></span>wiadczące <span class="_ _8"></span>usłu<span class="_ _8"></span>gi <span class="_ _8"></span>budowlano <span class="_ _c"></span>montażowe <span class="_ _c"></span>planują <span class="_ _c"></span>w </div><div class="t m0 x2 h8 y6c6 ff2 fs3 fc0 sc0 ls0 ws0">ramach <span class="_ _3"></span>zwiększenia <span class="_ _0"></span>potencjału <span class="_ _3"></span>sprzęt<span class="_ _8"></span>owego <span class="_ _3"></span>odnowi<span class="_ _8"></span>enie <span class="_ _3"></span>parku <span class="_ _3"></span>mas<span class="_ _8"></span>zynowego <span class="_ _3"></span>oraz <span class="_ _3"></span>śr<span class="_ _8"></span>odków <span class="_ _3"></span>transportu, </div><div class="t m0 x2 h8 y6c7 ff2 fs3 fc0 sc0 ls0 ws0">które znaczącą popraw<span class="_ _8"></span>ią efekty<span class="_ _8"></span>wność i zakres świad<span class="_ _8"></span>czonyc<span class="_ _8"></span>h usług we wszy<span class="_ _8"></span>stkich lokalizacjach.<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 y777 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf40" class="pf w0 h0" ><div class="pc pc40 w0 h0"><img class="bi x4 y2a w3 h5" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x5 h6 y2b ff4 fs2 fc2 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI GRUPY KAPITAŁOWEJ <span class="ff3">MIRBUD ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc3"> </span></span></div><div class="t m0 x6 h4 y2c ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y2d w4 ha"><div class="t m0 x6e h8 y85 ff2 fs3 fc2 sc0 ls0 ws0">Grupa Kapitałowa MIR<span class="_ _8"></span>BUD<span class="ff1"> <span class="ls6">| <span class="_ _8"></span></span></span>Ocena możliw<span class="_ _8"></span>ości realizacji zamierzeń <span class="_ _8"></span>inwestycyj<span class="_ _8"></span>nych<span class="ff1"> </span></div></div><div class="c x9 y2d w5 ha"><div class="t m0 xa h4 y86 ff3 fs1 fc4 sc0 ls3 ws0">64<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h4 y31 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h35 y32 ff5 fs1 fc12 sc0 ls0 ws0">Działalność de<span class="_ _0"></span>welopersk<span class="_ _0"></span>a<span class="ff6"> </span></div><div class="t m0 x2 h8 y4a6 ff1 fs3 fc0 sc0 ls0 ws0">W <span class="_ _8"></span>latach <span class="_ _8"></span>202<span class="_ _8"></span>2 <span class="_ _8"></span><span class="ff2">–</span> <span class="_ _8"></span>2023 <span class="_ _c"></span><span class="ff2">spółka <span class="_ _8"></span>J<span class="_ _8"></span>HM <span class="_ _8"></span>DEVELOPMENT <span class="_ _c"></span>S.A. <span class="_ _8"></span>b<span class="_ _8"></span>ędzie <span class="_ _8"></span>kontynuowa<span class="_ _8"></span>ła <span class="_ _8"></span>rozpoczęte <span class="_ _8"></span>i <span class="_ _8"></span>ur<span class="_ _8"></span>uchomi </span></div><div class="t m0 x2 h8 y4a7 ff2 fs3 fc0 sc0 ls0 ws0">realizację nowych <span class="_ _3"></span>inwesty<span class="_ _8"></span>cji de<span class="_ _0"></span>weloperskich zlokalizowanych na <span class="_ _3"></span>posi<span class="_ _8"></span>adanym w <span class="_ _3"></span>banku ziemi <span class="_ _0"></span>gruncie <span class="_ _8"></span><span class="ff1">(w </span></div><div class="t m0 x2 h8 y4a8 ff2 fs3 fc0 sc0 ls0 ws0">tym <span class="_ _2b"> </span>inwestycji <span class="_ _2b"> </span>w <span class="_ _2b"> </span>Katowicach, <span class="_ _2b"> </span>Łodzi, <span class="_ _2b"> </span>Gdańsk<span class="_ _8"></span>u, <span class="_ _2b"> </span>Koninie, <span class="_ _2b"> </span>Żyrardow<span class="_ _8"></span>ie, <span class="_ _2b"> </span>Sochaczewie, <span class="_ _2b"> </span>Bydgoszc<span class="_ _8"></span>zy <span class="_ _2b"> </span>i </div><div class="t m0 x2 h8 y4a9 ff2 fs3 fc0 sc0 ls0 ws0">Zakopanem, <span class="_ _7"> </span>a <span class="_ _6"> </span>takż<span class="_ _8"></span>e <span class="_ _6"> </span>na <span class="_ _7"> </span>zakupionych <span class="_ _7"> </span>w <span class="_ _6"> </span>roku <span class="_ _7"> </span>2021 <span class="_ _7"> </span>i <span class="_ _6"> </span>w <span class="_ _7"> </span>poprzednich <span class="_ _7"> </span>latach <span class="_ _6"> </span>dz<span class="_ _8"></span>iałkach <span class="_ _7"> </span>położonych <span class="_ _7"> </span>w: </div><div class="t m0 x2 h8 y69c ff2 fs3 fc0 sc0 ls0 ws0">Gdańsku, <span class="_ _8"></span>Ż<span class="_ _8"></span>yrardowie, <span class="_ _c"></span>a <span class="_ _8"></span>nas<span class="_ _8"></span>tępnie <span class="_ _8"></span>w <span class="_ _c"></span>Skierniewicach, <span class="_ _c"></span>Katowicac<span class="_ _8"></span>h <span class="_ _8"></span>i <span class="_ _c"></span>Pozn<span class="_ _8"></span>aniu, <span class="_ _c"></span>dla <span class="_ _c"></span>któryc<span class="_ _8"></span>h <span class="_ _8"></span>to <span class="_ _c"></span>lokalizacji </div><div class="t m0 x2 h8 y778 ff2 fs3 fc0 sc0 ls0 ws0">obecnie  od<span class="_ _8"></span>bywa  s<span class="_ _8"></span>ię <span class="_ _11"> </span>prz<span class="_ _8"></span>ygotowanie <span class="_ _2b"> </span>dokumentacji <span class="_ _2b"> </span>niezbędnej <span class="_ _2b"> </span>dla <span class="_ _11"> </span>uruc<span class="_ _8"></span>homieni<span class="_ _8"></span>a  realizac<span class="_ _8"></span>ji  proj<span class="_ _8"></span>ektu </div><div class="t m0 x2 h8 y779 ff1 fs3 fc0 sc0 ls0 ws0">deweloperskiego.<span class="_ _8"></span> </div><div class="t m0 x2 h8 y6e6 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y77a ff2 fs3 fc0 sc0 ls0 ws0">Termin <span class="_ _12"> </span>r<span class="_ _8"></span>ozpoczęcia <span class="_ _1e"> </span>nowych <span class="_ _1e"> </span>inwestycj<span class="_ _8"></span>i <span class="_ _12"> </span>uzależnio<span class="_ _8"></span>ny <span class="_ _12"> </span>jes<span class="_ _8"></span>t <span class="_ _12"> </span>zawsz<span class="_ _8"></span>e <span class="_ _12"> </span>od <span class="_ _1e"> </span>oceny <span class="_ _1e"> </span>sytuacj<span class="_ _8"></span>i <span class="_ _12"> </span>rynkowej<span class="_ _8"></span> <span class="_ _12"> </span>w </div><div class="t m0 x2 h8 y77b ff1 fs3 fc0 sc0 ls0 ws0">segmencie <span class="_ _d"> </span>dewelopersk<span class="_ _8"></span><span class="ff2">im <span class="_ _d"> </span>oraz <span class="_ _d"> </span>dostępności <span class="_ _d"> </span>fina<span class="_ _8"></span>nsowania <span class="_ _d"> </span>realizacji <span class="_ _d"> </span>tych <span class="_ _d"> </span>inwestycji <span class="_ _d"> </span>kredytami </span></div><div class="t m0 x2 h8 y77c ff2 fs3 fc0 sc0 ls0 ws0">bankowymi  l<span class="_ _0"></span>ub  pożyczkami. <span class="_ _21"> </span>S<span class="_ _8"></span>ą <span class="_ _21"> </span>to  zamierzenia  prowadzone <span class="_ _28"> </span>zgodnie  z <span class="_ _21"> </span>przyjętą<span class="_ _8"></span> <span class="_ _21"> </span>strateg<span class="_ _8"></span>ią <span class="_ _21"> </span>w<span class="_ _8"></span> <span class="_ _21"> </span>wi<span class="_ _8"></span>elu </div><div class="t m0 x2 h8 y77d ff2 fs3 fc0 sc0 ls0 ws0">lokalizacjach, <span class="_ _2a"> </span>które <span class="_ _21"> </span>pozwolą <span class="_ _2a"> </span>na <span class="_ _21"> </span>uzupełnian<span class="_ _8"></span>ie <span class="_ _2a"> </span>atrakcyjnej <span class="_ _21"> </span>oferty <span class="_ _2a"> </span>rynkowej<span class="_ _8"></span> <span class="_ _2a"> </span>Spółki <span class="_ _21"> </span>i <span class="_ _2a"> </span>dadzą <span class="_ _2a"> </span>moż<span class="_ _8"></span>liw<span class="_ _c"></span>ość </div><div class="t m0 x2 h8 y77e ff2 fs3 fc0 sc0 ls0 ws0">dalszego wzrostu pozio<span class="_ _8"></span>mu sprzedaży.<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h35 y77f ff5 fs1 fc12 sc0 ls0 ws0">Działalność wynaj<span class="_ _3"></span>mu <span class="_ _8"></span>powierzchn<span class="_ _0"></span>i komercyjny<span class="_ _0"></span>ch<span class="ff6"> </span></div><div class="t m0 x2 h8 y780 ff2 fs3 fc0 sc0 ls0 ws0">Z <span class="_ _7"> </span>uwagi <span class="_ _7"> </span>na <span class="_ _7"> </span>wprowadzony <span class="_ _7"> </span>s<span class="_ _8"></span>tan <span class="_ _7"> </span>epidemiologiczny <span class="_ _7"> </span>plany <span class="_ _7"> </span>inwes<span class="_ _8"></span>tycyjne <span class="_ _7"> </span>Spółki <span class="_ _7"> </span>doty<span class="_ _8"></span>czące <span class="_ _7"> </span>modernizacji </div><div class="t m0 x2 h8 y781 ff2 fs3 fc0 sc0 ls0 ws0">kompleksu handlowego MARYWILSKA zostały <span class="_ _3"></span>rozł<span class="_ _8"></span>ożone na <span class="_ _3"></span>dłuższ<span class="_ _8"></span>y okres <span class="_ _3"></span>umożliwiaj<span class="_ _c"></span>ący ich <span class="_ _3"></span>realizacj<span class="_ _8"></span>e </div><div class="t m0 x2 h8 y782 ff2 fs3 fc0 sc0 ls0 ws0">bez nadm<span class="_ _8"></span>iernych obciąże<span class="_ _8"></span>ń finans<span class="_ _8"></span>owych. <span class="_ _8"></span>Spółka zgodn<span class="_ _8"></span>ie z <span class="_ _8"></span>przyjętą s<span class="_ _8"></span>trategią rozw<span class="_ _8"></span>oju realizuje <span class="_ _8"></span>i b<span class="_ _8"></span>ędzie </div><div class="t m0 x2 h8 y783 ff2 fs3 fc0 sc0 ls0 ws0">realizowała następ<span class="_ _8"></span>ujące zadania inwestyc<span class="_ _8"></span>yjne: <span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x36 h8 y784 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">k<span class="_ _8"></span>ontynuację <span class="_ _17"> </span>wym<span class="_ _8"></span>iany <span class="_ _17"> </span>d<span class="_ _8"></span>otychczasowego <span class="_ _29"> </span>oświetlenia <span class="_ _29"> </span>wewnętrznego <span class="_ _29"> </span>w <span class="_ _29"> </span>budynku <span class="_ _17"> </span>CH<span class="_ _8"></span> </span></div><div class="t m0 x25 h8 y785 ff2 fs3 fc0 sc0 ls0 ws0">MARYWILSKA44 na <span class="_ _8"></span>oświetlenie LED <span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x36 h8 y786 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span> <span class="ff2">kontynuacja <span class="_ _31"> </span>wym<span class="_ _8"></span>iany <span class="_ _31"> </span>d<span class="_ _8"></span>otychczasowego <span class="_ _17"> </span>oświetlenia <span class="_ _17"> </span>wewnętrznego <span class="_ _31"> </span>w<span class="_ _8"></span> <span class="_ _31"> </span>b<span class="_ _8"></span>udynku <span class="_ _31"> </span>CH<span class="_ _8"></span> </span></div><div class="t m0 x3 h8 y787 ff2 fs3 fc0 sc0 ls0 ws0">MARYWILSKA44 na <span class="_ _8"></span>oświetlenie LED<span class="_ _8"></span><span class="ff1">   </span></div><div class="t m0 x36 h8 y788 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">kontynuacja <span class="_ _3"></span>remontów <span class="_ _3"></span>bież<span class="_ _8"></span>ących <span class="_ _3"></span>w <span class="_ _3"></span>częściach <span class="_ _3"></span>wspólnych <span class="_ _3"></span>Centrum <span class="_ _3"></span>Handlowego<span class="_ _c"></span><span class="ff1"> MARYWILSK<span class="_ _8"></span>A </span></span></div><div class="t m0 x3 h8 y789 ff2 fs3 fc0 sc0 ls0 ws0">44 (bieżące naprawy śc<span class="_ _8"></span>ian, sufitów, malowan<span class="_ _8"></span>ie),<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x36 h8 y78a ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span>remont <span class="_ _2a"> </span>dachu, <span class="_ _2a"> </span>w <span class="_ _2a"> </span>t<span class="_ _8"></span><span class="ff2">ym <span class="_ _2a"> </span>wy<span class="_ _8"></span>miana <span class="_ _2a"> </span>warstwy <span class="_ _2a"> </span>izolac<span class="_ _8"></span>ji <span class="_ _2a"> </span>termicznej <span class="_ _2a"> </span>dachu <span class="_ _2a"> </span>n<span class="_ _8"></span>a <span class="_ _2a"> </span>wełnę <span class="_ _21"> </span>mineralną <span class="_ _2a"> </span>nad<span class="_ _8"></span> </span></div><div class="t m0 x3 h8 y78b ff2 fs3 fc0 sc0 ls0 ws0">częścią gastronomiczną<span class="_ _8"></span> CH MARWYIL<span class="_ _8"></span>SKA 44, <span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x36 h8 y78c ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">remonty <span class="_ _2a"> </span>b<span class="_ _8"></span>ieżące <span class="_ _2a"> </span>i <span class="_ _21"> </span>naprawa <span class="_ _21"> </span>urządzeń <span class="_ _21"> </span>klimatyzac<span class="_ _8"></span>yjnych <span class="_ _21"> </span>zgodnie <span class="_ _21"> </span>z <span class="_ _21"> </span>zaleceniami <span class="_ _21"> </span>i <span class="_ _2a"> </span>wniosk<span class="_ _8"></span>ami </span></div><div class="t m0 x3 h8 y78d ff2 fs3 fc0 sc0 ls0 ws0">wynikającymi z okresowyc<span class="_ _8"></span>h przeglądów<span class="_ _8"></span>,<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x36 h8 y78e ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">zapewnienie <span class="_ _f"></span>urządze<span class="_ _8"></span>ń <span class="_ _f"></span>i</span> <span class="_ _f"></span><span class="ff2">oz<span class="_ _8"></span>nakowania <span class="_ _f"></span>oraz <span class="_ _f"></span>śro<span class="_ _8"></span>dków <span class="_ _f"></span>o<span class="_ _8"></span>chrony <span class="_ _f"></span>osobistej <span class="_ _f"></span>zgo<span class="_ _8"></span>dnie <span class="_ _f"></span>z <span class="_ _f"></span>wytyc<span class="_ _8"></span>znymi </span></div><div class="t m0 x3 h8 y78f ff2 fs3 fc0 sc0 ls0 ws0">Głównego Inspektor<span class="_ _8"></span>a Sanitarnego<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 y790 ff2 fs3 fc0 sc0 ls0 ws0">Ponadto <span class="_ _1e"> </span>w <span class="_ _1e"> </span>zal<span class="_ _8"></span>eżności <span class="_ _1e"> </span>od <span class="_ _1e"> </span>sy<span class="_ _8"></span>tuacji <span class="_ _1e"> </span>ekonomiczno<span class="_ _8"></span><span class="ff1">-</span>f<span class="_ _8"></span>inansowej, <span class="_ _1e"> </span>uzal<span class="_ _8"></span>eżnionej <span class="_ _1e"> </span>głó<span class="_ _8"></span>wnie <span class="_ _1e"> </span>od <span class="_ _1e"> </span>obostrz<span class="_ _8"></span>eń </div><div class="t m0 x2 h8 y791 ff2 fs3 fc0 sc0 ls0 ws0">związanych z COVID<span class="ff1">-</span>19 dopuszcza się <span class="_ _3"></span>realizacj<span class="_ _8"></span>i <span class="_ _0"></span>poniższy<span class="_ _8"></span>ch zadań <span class="_ _3"></span>na t<span class="_ _8"></span><span class="ff1">erenie kompleksu handlowego:<span class="_ _8"></span> </span></div><div class="t m0 x36 h8 y431 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">modernizacja ośw<span class="_ _8"></span>ietlenia awaryj<span class="_ _8"></span>nego</span> na tere<span class="_ _8"></span>nie CH Mary<span class="_ _8"></span>wilska 44,  <span class="_ _8"></span> </div><div class="t m0 x36 h8 y792 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">kontynuacja <span class="_ _3"></span>remontów <span class="_ _3"></span>bież<span class="_ _8"></span>ących <span class="_ _3"></span>w <span class="_ _3"></span>częściach <span class="_ _3"></span>wspólnych <span class="_ _3"></span>Centrum <span class="_ _3"></span>Handlowego<span class="_ _c"></span><span class="ff1"> MARYWILSK<span class="_ _8"></span>A </span></span></div><div class="t m0 x3 h8 y793 ff1 fs3 fc0 sc0 ls0 ws0">44 (wymiana posadz<span class="_ _8"></span>ek w hali B, malowani<span class="_ _8"></span>e), <span class="_ _8"></span> </div><div class="t m0 x36 h8 y794 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span>modernizacja sys<span class="_ _8"></span>temu monitoringu <span class="_ _8"></span>wizyjnego CCTV<span class="_ _8"></span>, </div><div class="t m0 x36 h8 y795 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">naprawa nawierz<span class="_ _8"></span>chni parkingu ec<span class="_ _8"></span>o na wysokości hal <span class="_ _8"></span>A, B i C,<span class="_ _8"></span></span> </div><div class="t m0 x36 h8 y796 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">wykonanie ogrodzen<span class="_ _8"></span>ia terenów zewnętrz<span class="_ _8"></span>nych,<span class="_ _8"></span></span> </div><div class="t m0 x36 h8 y797 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">kontynuacja <span class="_ _21"> </span>naprawy<span class="_ _8"></span> <span class="_ _2a"> </span>o<span class="_ _8"></span>dwodnień <span class="_ _21"> </span>liniowych <span class="_ _21"> </span>na<span class="_ _8"></span> <span class="_ _2a"> </span>parki<span class="_ _8"></span>ngu <span class="_ _21"> </span>na <span class="_ _21"> </span>terenie <span class="_ _21"> </span>komp<span class="_ _8"></span>leksu <span class="_ _21"> </span>handlowego<span class="_ _8"></span> </span></div><div class="t m0 x3 h8 y798 ff1 fs3 fc0 sc0 ls0 ws0">MARYWILSKA 44,<span class="_ _8"></span> </div><div class="t m0 x2 h8 y799 ff2 fs3 fc0 sc0 ls0 ws0">Nabycie nieruchomości w Ostródzie z przeznaczeniem pod najem powierzchni magazynowej wią<span class="_ _8"></span>że się </div><div class="t m0 x2 h8 y6c8 ff1 fs3 fc0 sc0 ls0 ws0">z <span class="_ _7"> </span><span class="ff2">koniecznośc<span class="_ _8"></span>ią <span class="_ _7"> </span>zaada<span class="_ _8"></span>ptowania <span class="_ _2a"> </span>do <span class="_ _7"> </span>tej <span class="_ _2a"> </span>funkcji. <span class="_ _2a"> </span>Obiekt <span class="_ _2a"> </span>jest <span class="_ _7"> </span>wy<span class="_ _8"></span>sokiej <span class="_ _7"> </span>klasy, <span class="_ _2a"> </span>w <span class="_ _2a"> </span>bardzo <span class="_ _2a"> </span>dobrym <span class="_ _7"> </span>s<span class="_ _8"></span>tanie </span></div><div class="t m0 x2 h8 y79a ff2 fs3 fc0 sc0 ls0 ws0">technicznym, <span class="_ _f"></span>jednak<span class="_ _8"></span> <span class="_ _f"></span>jego <span class="_ _f"></span>podstawowe<span class="_ _8"></span> <span class="_ _f"></span>i <span class="_ _f"></span>pierwotne <span class="_ _f"></span>pr<span class="_ _8"></span>zeznaczenie <span class="_ _f"></span>był<span class="_ _8"></span>o <span class="_ _f"></span>pod <span class="_ _f"></span>prowadzen<span class="_ _8"></span>ie <span class="_ _f"></span>działalnośc<span class="_ _8"></span>i </div></div></div><div class="pi" ></div></div><div id="pf41" class="pf w0 h0" ><div class="pc pc41 w0 h0"><img class="bi x4 y2a w3 h5" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x5 h6 y2b ff4 fs2 fc2 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI GRUPY KAPITAŁOWEJ <span class="ff3">MIRBUD ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc3"> </span></span></div><div class="t m0 x6 h4 y2c ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y2d w4 ha"><div class="t m0 x113 h8 y85 ff2 fs3 fc2 sc0 ls0 ws0">Grupa Kapitałowa MIR<span class="_ _8"></span>BUD<span class="ff1"> <span class="ls6">| <span class="_ _8"></span></span>4.11 Czynniki ryzy<span class="_ _8"></span>ka </span></div></div><div class="c x9 y2d w5 ha"><div class="t m0 xa h4 y86 ff3 fs1 fc4 sc0 ls3 ws0">65<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h4 y31 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y18e ff1 fs3 fc0 sc0 ls0 ws0">targowo-<span class="ff2">wystawie<span class="_ _8"></span>nniczej. <span class="_ _7"> </span>W <span class="_ _7"> </span>z<span class="_ _8"></span>wiązku <span class="_ _7"> </span>z <span class="_ _7"> </span>po<span class="_ _8"></span>wyższy<span class="_ _8"></span>m <span class="_ _7"> </span>w <span class="_ _7"> </span>pierwszym <span class="_ _7"> </span>pó<span class="_ _8"></span>łroczu <span class="_ _7"> </span>2021<span class="_ _c"></span></span> <span class="_ _7"> </span><span class="ff2">r. <span class="_ _2a"> </span>Spółka <span class="_ _7"> </span>pon<span class="_ _8"></span>iosła </span></div><div class="t m0 x2 h8 y22f ff2 fs3 fc0 sc0 ls0 ws0">wydatki związane z ad<span class="_ _8"></span>aptacją obiektu do ce<span class="_ _8"></span>lów magazy<span class="_ _8"></span>nowych. <span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 y766 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y58f ff2 fs3 fc0 sc0 ls0 ws0">Pozostałe nakła<span class="_ _8"></span>dy na p<span class="_ _8"></span>oczet dostoso<span class="_ _8"></span>wania zaku<span class="_ _8"></span>pionych <span class="_ _8"></span>nieruchomości <span class="_ _8"></span>do działa<span class="_ _8"></span>lności polegającej <span class="_ _8"></span>na </div><div class="t m0 x2 h8 y259 ff1 fs3 fc0 sc0 ls0 ws0">magazynowa<span class="ff2">niu  nie <span class="_ _21"> </span>są  już  tak <span class="_ _21"> </span>wys<span class="_ _8"></span>okie <span class="_ _28"> </span>i <span class="_ _21"> </span>będ<span class="_ _8"></span>ą <span class="_ _28"> </span>pokrywane  z <span class="_ _28"> </span>przychodów  pochodzących  z <span class="_ _21"> </span>najmu </span></div><div class="t m0 x2 h8 y232 ff2 fs3 fc0 sc0 ls0 ws0">powierzchni <span class="_ _f"></span>w <span class="_ _c"></span>ramach <span class="_ _f"></span>nieruchomości <span class="_ _f"></span>położonej <span class="_ _f"></span>w <span class="_ _c"></span>Ostr<span class="_ _8"></span>ódzie. <span class="_ _c"></span>Obecn<span class="_ _8"></span>ie <span class="_ _c"></span>Spółka<span class="_ _8"></span> <span class="_ _c"></span>będz<span class="_ _8"></span>ie <span class="_ _c"></span>się <span class="_ _f"></span>skupiała <span class="_ _f"></span>na </div><div class="t m0 x2 h8 y233 ff2 fs3 fc0 sc0 ls0 ws0">projektach dotyc<span class="_ _8"></span>zących funkcjonowania kom<span class="_ _8"></span>pleksu handloweg<span class="_ _8"></span>o i optymalizacj<span class="_ _8"></span>i kosztow<span class="_ _8"></span>ej<span class="_ _8"></span> działań.<span class="ff1"> </span></div><div class="t m0 x2 hc y79b ff6 fs4 fc0 sc0 ls0 ws0">4.11 Czynniki ryzyka </div><div class="t m0 x2 h55 y79c ff9 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h55 y79d ff9 fs4 fc0 sc0 ls0 ws0"> </div></div><div class="c xbc y79e w74 h8a"><div class="t m0 x6c h2f y122 ff1 fs5 fc4 sc0 ls0 ws0">Grupa ryzyk<span class="_ _0"></span> </div></div><div class="c xc5 y79e w75 h8a"><div class="t m0 xbc h2f y122 ff1 fs5 fc4 sc0 ls0 ws0">Ryzyko </div></div><div class="c x1 y79e w76 h8a"><div class="t m0 x2f h2f y26d ff2 fs5 fc4 sc0 ls0 ws0">Możliwość </div><div class="t m0 x3f h2f y159 ff2 fs5 fc4 sc0 ls0 ws0">wystąpienia<span class="ff1"> </span></div></div><div class="c x69 y79e w77 h8a"><div class="t m0 x2f h2f y79f ff1 fs5 fc4 sc0 ls0 ws0">Znaczenie </div><div class="t m0 x48 h2f y26d ff1 fs5 fc4 sc0 ls0 ws0">dla </div><div class="t m0 x3f h2f y159 ff2 fs5 fc4 sc0 ls0 ws0">działalności </div><div class="t m0 x54 h2f y86 ff1 fs5 fc4 sc0 ls0 ws0">Grupy </div></div><div class="c x71 y79e w78 h8a"><div class="t m0 x29 h2f y79f ff2 fs5 fc4 sc0 ls0 ws0">Wpływ </div><div class="t m0 x3e h2f y26d ff1 fs5 fc4 sc0 ls0 ws0">ryzyka za </div><div class="t m0 x60 h2f y159 ff1 fs5 fc4 sc0 ls0 ws0">wynik </div><div class="t m0 xa h2f y86 ff1 fs5 fc4 sc0 ls0 ws0">finansowy </div></div><div class="c x114 y79e w79 h8a"><div class="t m0 x33 h2f y79f ff2 fs5 fc4 sc0 ls0 ws0">Wpływ </div><div class="t m0 x6b h2f y26d ff1 fs5 fc4 sc0 ls0 ws0">ryzyka na </div><div class="t m0 x54 h2f y159 ff2 fs5 fc4 sc0 ls0 ws0">kapitał </div><div class="t m0 x60 h2f y86 ff2 fs5 fc4 sc0 ls0 ws0">własny <span class="ff1"> </span></div></div><div class="c xbc yc7 w74 h8b"><div class="t m2 x20 h8c y7a0 ff16 fs5 fc2 sc0 ls0 ws0">Ryzyko związane z </div><div class="t m2 x4a h8c yb2 ff17 fs5 fc2 sc0 ls0 ws0">konflikt<span class="_ _0"></span>em zbrojnym </div><div class="t m2 xc1 h8c y7a1 ff17 fs5 fc2 sc0 ls0 ws0">na Ukraini<span class="_ _0"></span>e</div><div class="t m2 xc1 h57 y7a2 ffc fs5 fc2 sc0 ls0 ws0"> </div></div><div class="c xc5 y29f w75 h8d"><div class="t m0 x3f h2d y7a3 ff6 fs5 fc2 sc0 ls0 ws0">Ograniczenia ad<span class="_ _0"></span>ministracyjne<span class="_ _0"></span> </div><div class="t m0 x3f h2d y7a4 ff5 fs5 fc2 sc0 ls0 ws0">prowadzenia d<span class="_ _3"></span>z<span class="_ _8"></span>iałalności b<span class="_ _0"></span>udowlano<span class="ff6">-</span></div><div class="t m0 x3f h2d y7a5 ff5 fs5 fc2 sc0 ls0 ws0">montażowej<span class="ff6"> </span></div></div><div class="c x1 y29f w76 h8d"><div class="t m0 x110 h2f y7a4 ff2 fs5 fc2 sc0 ls0 ws0">średnie<span class="ff1"> </span></div></div><div class="c x69 y29f w77 h8d"><div class="t m0 x29 h2f y7a4 ff1 fs5 fc2 sc0 ls0 ws0">wysokie </div></div><div class="c x71 y29f w78 h8d"><div class="t m0 x2b h2f y7a4 ff1 fs5 fc2 sc0 ls0 ws0">wysoki </div></div><div class="c x114 y29f w79 h8d"><div class="t m0 x33 h2f y7a4 ff1 fs5 fc2 sc0 ls0 ws0">wysoki </div></div><div class="c xc5 yc7 w75 h8e"><div class="t m0 x3f h2d y7a6 ff5 fs5 fc2 sc0 ls0 ws0">Dostępności siły<span class="_ _3"></span> <span class="_ _8"></span>roboczej i <span class="_ _0"></span>zakłóceń </div><div class="t m0 x3f h2d y5c6 ff5 fs5 fc2 sc0 ls0 ws0">łańcucha dostaw<span class="_ _3"></span><span class="ff6"> </span></div></div><div class="c x1 yc7 w76 h8e"><div class="t m0 x29 h2f y7a7 ff1 fs5 fc2 sc0 ls0 ws0">wysokie </div></div><div class="c x69 yc7 w77 h8e"><div class="t m0 x29 h2f y7a7 ff1 fs5 fc2 sc0 ls0 ws0">wysokie </div></div><div class="c x71 yc7 w78 h8e"><div class="t m0 x2b h2f y7a7 ff1 fs5 fc2 sc0 ls0 ws0">wysoki </div></div><div class="c x114 yc7 w79 h8e"><div class="t m0 x54 h2f y7a7 ff2 fs5 fc2 sc0 ls0 ws0">średni<span class="ff1"> </span></div></div><div class="c xbc y7a8 w74 h8f"><div class="t m2 x72 h57 y7a9 ffc fs5 fc2 sc0 ls0 ws0">Ryzyko </div><div class="t m2 x50 h57 y7aa ffc fs5 fc2 sc0 ls0 ws0">epidemiologicz<span class="_ _0"></span>ne</div><div class="t m2 x50 h57 y7ab ffc fs5 fc2 sc0 ls0 ws0"> </div></div><div class="c xc5 y7ac w75 h90"><div class="t m0 x3f h2d y7ad ff6 fs5 fc2 sc0 ls0 ws0">Ograniczenia ad<span class="_ _3"></span>m<span class="_ _8"></span>inistracyjne<span class="_ _3"></span> </div><div class="t m0 x3f h2d y7ae ff6 fs5 fc2 sc0 ls0 ws0">prowadzenia <span class="ff5">d<span class="_ _0"></span>ziałalności budo<span class="_ _0"></span>wlano<span class="ff6">-</span></span></div><div class="t m0 x3f h2d y4ff ff5 fs5 fc2 sc0 ls0 ws0">montażowej<span class="ff6"> </span></div></div><div class="c x1 y7ac w76 h90"><div class="t m0 x110 h2f y7ad ff2 fs5 fc2 sc0 ls0 ws0">średnie<span class="ff1"> </span></div></div><div class="c x69 y7ac w77 h90"><div class="t m0 x29 h2f y7ad ff1 fs5 fc2 sc0 ls0 ws0">wysokie </div></div><div class="c x71 y7ac w78 h90"><div class="t m0 x2b h2f y7ad ff1 fs5 fc2 sc0 ls0 ws0">wysoki </div></div><div class="c x114 y7ac w79 h90"><div class="t m0 x33 h2f y7ad ff1 fs5 fc2 sc0 ls0 ws0">wysoki </div></div><div class="c xc5 y7a8 w75 h91"><div class="t m0 x3f h2d y7af ff5 fs5 fc2 sc0 ls0 ws0">Dostępności siły<span class="_ _3"></span> <span class="_ _8"></span>roboczej i <span class="_ _0"></span>zakłóceń </div><div class="t m0 x3f h2d y7b0 ff5 fs5 fc2 sc0 ls0 ws0">łańcucha dostaw<span class="_ _3"></span><span class="ff6"> </span></div></div><div class="c x1 y7a8 w76 h91"><div class="t m0 x110 h2f y7af ff2 fs5 fc2 sc0 ls0 ws0">średnie<span class="ff1"> </span></div></div><div class="c x69 y7a8 w77 h91"><div class="t m0 x110 h2f y7af ff2 fs5 fc2 sc0 ls0 ws0">średnie<span class="ff1"> </span></div></div><div class="c x71 y7a8 w78 h91"><div class="t m0 x2b h2f y7af ff1 fs5 fc2 sc0 ls0 ws0">wysoki </div></div><div class="c x114 y7a8 w79 h91"><div class="t m0 x54 h2f y7af ff2 fs5 fc2 sc0 ls0 ws0">średni<span class="ff1"> </span></div></div><div class="c xbc y7b1 w74 h92"><div class="t m2 x1e h57 y7b2 ffb fs5 fc2 sc0 ls0 ws0">Zewnętrzne ryzyka<span class="_ _3"></span> </div><div class="t m2 x3b h57 y7ad ffc fs5 fc2 sc0 ls0 ws0">finansowe</div><div class="t m2 x3b h57 y7b3 ffc fs5 fc2 sc0 ls0 ws0"> </div><div class="t m2 x1c h2c y7b4 ff7 fs5 fc2 sc0 ls0 ws0"> </div></div><div class="c xc5 y7b5 w75 h77"><div class="t m0 x3f h2d y4ff ff5 fs5 fc2 sc0 ls0 ws0">zmiany stóp proc<span class="_ _0"></span>entowych<span class="ff1"> </span></div></div><div class="c x1 y7b5 w76 h77"><div class="t m0 x29 h2f y4ff ff1 fs5 fc2 sc0 ls0 ws0">wysokie </div></div><div class="c x69 y7b5 w77 h77"><div class="t m0 x110 h2f y4ff ff2 fs5 fc2 sc0 ls0 ws0">średnie<span class="ff1"> </span></div></div><div class="c x71 y7b5 w78 h77"><div class="t m0 x29 h2f y4ff ff2 fs5 fc2 sc0 ls0 ws0">średni<span class="ff1"> </span></div></div><div class="c x114 y7b5 w79 h77"><div class="t m0 x54 h2f y4ff ff2 fs5 fc2 sc0 ls0 ws0">średni<span class="ff1"> </span></div></div><div class="c xc5 y7b6 w75 h77"><div class="t m0 x3f h2d y4ff ff5 fs5 fc2 sc0 ls0 ws0">zmiany kursów<span class="_ _0"></span> <span class="ff6">walut<span class="ff1"> </span></span></div></div><div class="c x1 y7b6 w76 h77"><div class="t m0 x29 h2f y4ff ff1 fs5 fc2 sc0 ls0 ws0">wysokie </div></div><div class="c x69 y7b6 w77 h77"><div class="t m0 x110 h2f y4ff ff2 fs5 fc2 sc0 ls0 ws0">średnie <span class="ff1"> </span></div></div><div class="c x71 y7b6 w78 h77"><div class="t m0 x2b h2f y4ff ff1 fs5 fc2 sc0 ls0 ws0">wysoki </div></div><div class="c x114 y7b6 w79 h77"><div class="t m0 x33 h2f y4ff ff1 fs5 fc2 sc0 ls0 ws0">wysoki </div></div><div class="c xc5 y7b1 w75 h93"><div class="t m0 x3f h2d y7b7 ff5 fs5 fc2 sc0 ls0 ws0">związane z ogran<span class="_ _3"></span>i<span class="_ _8"></span>czeniami<span class="_ _0"></span> w polityce </div><div class="t m0 x3f h2d y7a3 ff5 fs5 fc2 sc0 ls0 ws0">kredytowej banków<span class="_ _0"></span>, w szc<span class="_ _0"></span>zególności w<span class="_ _0"></span> </div><div class="t m0 x3f h2d y7ae ff5 fs5 fc2 sc0 ls0 ws0">zakresie udziela<span class="_ _0"></span>nia kredytów </div><div class="t m0 x3f h2d y4ff ff6 fs5 fc2 sc0 ls0 ws0">inwestycyjnych<span class="_ _0"></span> i hipotecznyc<span class="_ _0"></span>h<span class="ff1"> </span></div></div><div class="c x1 y7b1 w76 h93"><div class="t m0 x29 h2f y7b7 ff1 fs5 fc2 sc0 ls0 ws0">wysokie </div></div><div class="c x69 y7b1 w77 h93"><div class="t m0 x29 h2f y7b7 ff1 fs5 fc2 sc0 ls0 ws0">wysokie </div></div><div class="c x71 y7b1 w78 h93"><div class="t m0 x29 h2f y7b7 ff2 fs5 fc2 sc0 ls0 ws0">średni<span class="ff1"> </span></div></div><div class="c x114 y7b1 w79 h93"><div class="t m0 x54 h2f y7b7 ff2 fs5 fc2 sc0 ls0 ws0">średni<span class="ff1"> </span></div></div><div class="c xbc y7b8 w74 h94"><div class="t m2 x53 h57 y7b9 ffc fs5 fc2 sc0 ls0 ws0">Ryzyka </div><div class="t m2 x4a h57 y7ba ffb fs5 fc2 sc0 ls0 ws0">związane z </div><div class="t m2 xc1 h57 y5f3 ffb fs5 fc2 sc0 ls0 ws0">koniunkturą</div><div class="t m2 xc1 h2c y7bb ff7 fs5 fc2 sc0 ls0 ws0"> </div></div><div class="c xc5 y7bc w75 h14"><div class="t m0 x3f h2d y4fd ff6 fs5 fc2 sc0 ls0 ws0">zmiana sytuac<span class="_ _0"></span>ji makroekonomic<span class="_ _0"></span>znej i </div><div class="t m0 x3f h2d y31f ff6 fs5 fc2 sc0 ls0 ws0">koniunktury gos<span class="_ _0"></span>podarczej w <span class="_ _0"></span>Polsce </div></div><div class="c x1 y7bc w76 h14"><div class="t m0 x29 h2f y4fd ff1 fs5 fc2 sc0 ls0 ws0">wysokie </div></div><div class="c x69 y7bc w77 h14"><div class="t m0 x29 h2f y4fd ff1 fs5 fc2 sc0 ls0 ws0">wysokie </div></div><div class="c x71 y7bc w78 h14"><div class="t m0 x2b h2f y4fd ff1 fs5 fc2 sc0 ls0 ws0">wysoki </div></div><div class="c x114 y7bc w79 h14"><div class="t m0 x54 h2f y4fd ff2 fs5 fc2 sc0 ls0 ws0">średni<span class="ff1"> </span></div></div><div class="c xc5 y7b8 w75 h95"><div class="t m0 x3f h2d y2c2 ff5 fs5 fc2 sc0 ls0 ws0">w branży budow<span class="_ _0"></span>lanej<span class="ff6"> </span></div></div><div class="c x1 y7b8 w76 h95"><div class="t m0 x29 h2f y2c2 ff1 fs5 fc2 sc0 ls0 ws0">wysokie </div></div><div class="c x69 y7b8 w77 h95"><div class="t m0 x29 h2f y2c2 ff1 fs5 fc2 sc0 ls0 ws0">wysokie </div></div><div class="c x71 y7b8 w78 h95"><div class="t m0 x2b h2f y2c2 ff1 fs5 fc2 sc0 ls0 ws0">wysoki </div></div><div class="c x114 y7b8 w79 h95"><div class="t m0 x54 h2f y2c2 ff2 fs5 fc2 sc0 ls0 ws0">średni<span class="ff1"> </span></div></div><div class="c xbc y7bd w74 h96"><div class="t m2 x53 h57 y7be ffc fs5 fc2 sc0 ls0 ws0">Ryzyka </div><div class="t m2 x4a h57 y7bf ffb fs5 fc2 sc0 ls0 ws0">związane z </div><div class="t m2 xc1 h57 y2e3 ffb fs5 fc2 sc0 ls0 ws0">konkurencją</div><div class="t m2 xc1 h57 y7c0 ffc fs5 fc2 sc0 ls0 ws0"> </div></div><div class="c xc5 y7bd w75 h96"><div class="t m0 x3f h2d y7c1 ff5 fs5 fc2 sc0 ls0 ws0">w branży budow<span class="_ _0"></span>lanej<span class="ff6"> </span></div></div><div class="c x1 y7bd w76 h96"><div class="t m0 x29 h2f y7c1 ff1 fs5 fc2 sc0 ls0 ws0">wysokie </div></div><div class="c x69 y7bd w77 h96"><div class="t m0 x29 h2f y7c1 ff1 fs5 fc2 sc0 ls0 ws0">wysokie </div></div><div class="c x71 y7bd w78 h96"><div class="t m0 x2b h2f y7c1 ff1 fs5 fc2 sc0 ls0 ws0">wysoki </div></div><div class="c x114 y7bd w79 h96"><div class="t m0 x33 h2f y7c1 ff1 fs5 fc2 sc0 ls0 ws0">wysoki </div></div><div class="c xbc y658 w74 h97"><div class="t m2 x115 h57 y4d7 ffb fs5 fc2 sc0 ls0 ws0">Zewnęt</div><div class="t m2 x72 h57 y7c2 ffc fs5 fc2 sc0 ls0 ws0">rzne </div><div class="t m2 x50 h57 y7c3 ffc fs5 fc2 sc0 ls0 ws0">ryzyka </div><div class="t m2 x8a h57 y7c4 ffc fs5 fc2 sc0 ls0 ws0">prawne</div><div class="t m2 x8a h57 y7c5 ffc fs5 fc2 sc0 ls0 ws0"> </div></div><div class="c xc5 y658 w75 h97"><div class="t m0 x3f h2d y7c6 ff6 fs5 fc2 sc0 ls0 ws0">zmiany <span class="ff5">przepisów<span class="_ _0"></span> prawa, w<span class="_ _0"></span> </span></div><div class="t m0 x3f h2d y7c7 ff5 fs5 fc2 sc0 ls0 ws0">szczególności <span class="_ _0"></span>prawa podatkow<span class="_ _3"></span>ego<span class="_ _8"></span><span class="ff6"> </span></div></div><div class="c x1 y658 w76 h97"><div class="t m0 x110 h2f y7c6 ff2 fs5 fc2 sc0 ls0 ws0">średnie<span class="ff1"> </span></div></div><div class="c x69 y658 w77 h97"><div class="t m0 x110 h2f y7c6 ff2 fs5 fc2 sc0 ls0 ws0">średnie<span class="ff1"> </span></div></div><div class="c x71 y658 w78 h97"><div class="t m0 x29 h2f y7c6 ff2 fs5 fc2 sc0 ls0 ws0">średni<span class="ff1"> </span></div></div><div class="c x114 y658 w79 h97"><div class="t m0 x54 h2f y7c6 ff2 fs5 fc2 sc0 ls0 ws0">średni<span class="ff1"> </span></div></div></div><div class="pi" ></div></div><div id="pf42" class="pf w0 h0" ><div class="pc pc42 w0 h0"><img class="bi x4 y2a w3 h5" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x5 h6 y2b ff4 fs2 fc2 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI GRUPY KAPITAŁOWEJ <span class="ff3">MIRBUD ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc3"> </span></span></div><div class="t m0 x6 h4 y2c ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y2d w4 ha"><div class="t m0 x113 h8 y85 ff2 fs3 fc2 sc0 ls0 ws0">Grupa Kapitałowa MIR<span class="_ _8"></span>BUD<span class="ff1"> <span class="ls6">| <span class="_ _8"></span></span>4.11 Czynniki ryzy<span class="_ _8"></span>ka </span></div></div><div class="c x9 y2d w5 ha"><div class="t m0 xa h4 y86 ff3 fs1 fc4 sc0 ls3 ws0">66<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h4 y31 ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c xc5 y7c8 w75 h93"><div class="t m0 x3f h2d y7b7 ff5 fs5 fc2 sc0 ls0 ws0">związane z brakie<span class="_ _3"></span>m<span class="_ _8"></span> spełniania<span class="_ _3"></span> wymogów </div><div class="t m0 x3f h2d y7a3 ff5 fs5 fc2 sc0 ls0 ws0">prawnych przew<span class="_ _0"></span>idzianych d<span class="_ _0"></span>o rozpoczęcia<span class="_ _0"></span> </div><div class="t m0 x3f h2d y7a4 ff6 fs5 fc2 sc0 ls0 ws0">inwestycji ora<span class="_ _0"></span>z ze stanem <span class="_ _0"></span>prawnym </div><div class="t m0 x3f h2d y7a5 ff5 fs5 fc2 sc0 ls0 ws0">nieruchomości<span class="_ _0"></span><span class="ff6"> </span></div></div><div class="c x1 y7c8 w76 h93"><div class="t m0 x6c h2f y7b7 ff1 fs5 fc2 sc0 ls0 ws0">niskie </div></div><div class="c x69 y7c8 w77 h93"><div class="t m0 x29 h2f y7b7 ff1 fs5 fc2 sc0 ls0 ws0">wysokie </div></div><div class="c x71 y7c8 w78 h93"><div class="t m0 x6b h2f y7b7 ff1 fs5 fc2 sc0 ls0 ws0">wysokie </div></div><div class="c x114 y7c8 w79 h93"><div class="t m0 x110 h2f y7b7 ff2 fs5 fc2 sc0 ls0 ws0">średnie<span class="ff1"> </span></div></div><div class="c xbc y2a1 w74 h98"><div class="t m2 x4a h57 y7c9 ffc fs5 fc2 sc0 ls0 ws0">Ryzyka </div><div class="t m2 x4a h57 y7ca ffb fs5 fc2 sc0 ls0 ws0">związane <span class="_ _0"></span>z bieżącą d<span class="_ _0"></span>ziałalnością</div><div class="t m2 x4a h57 y7cb ffc fs5 fc2 sc0 ls0 ws0"> </div></div><div class="c xc5 y7cc w75 h77"><div class="t m0 x3f h2d y4ff ff5 fs5 fc2 sc0 ls0 ws0">związane z reali<span class="_ _0"></span>zacją strat<span class="_ _0"></span>egii rozwoju<span class="ff6"> </span></div></div><div class="c x1 y7cc w76 h77"><div class="t m0 x110 h2f y4ff ff2 fs5 fc2 sc0 ls0 ws0">średnie<span class="ff1"> </span></div></div><div class="c x69 y7cc w77 h77"><div class="t m0 x29 h2f y4ff ff1 fs5 fc2 sc0 ls0 ws0">wysokie </div></div><div class="c x71 y7cc w78 h77"><div class="t m0 x10f h2f y4ff ff2 fs5 fc2 sc0 ls0 ws0">średnie<span class="ff1"> </span></div></div><div class="c x114 y7cc w79 h77"><div class="t m0 x110 h2f y4ff ff2 fs5 fc2 sc0 ls0 ws0">średnie<span class="ff1"> </span></div></div><div class="c xc5 y6e5 w75 h99"><div class="t m0 x3f h2d y2bf ff5 fs5 fc2 sc0 ls0 ws0">związane z finans<span class="_ _3"></span>owaniem rozwoju </div><div class="t m0 x3f h2d y2e3 ff6 fs5 fc2 sc0 ls0 ws0">kredytami bankowy<span class="_ _3"></span>m<span class="_ _8"></span>i </div></div><div class="c x1 y6e5 w76 h99"><div class="t m0 x29 h2f y2bf ff1 fs5 fc2 sc0 ls0 ws0">wysokie </div></div><div class="c x69 y6e5 w77 h99"><div class="t m0 x29 h2f y2bf ff1 fs5 fc2 sc0 ls0 ws0">wysokie </div></div><div class="c x71 y6e5 w78 h99"><div class="t m0 x10f h2f y2bf ff2 fs5 fc2 sc0 ls0 ws0">średnie<span class="ff1"> </span></div></div><div class="c x114 y6e5 w79 h99"><div class="t m0 x29 h2f y2bf ff1 fs5 fc2 sc0 ls0 ws0">wysokie </div></div><div class="c xc5 y7cd w75 h77"><div class="t m0 x3f h2d y4ff ff5 fs5 fc2 sc0 ls0 ws0">związane z infrast<span class="_ _0"></span>rukturą bud<span class="_ _0"></span>owlaną<span class="ff6"> </span></div></div><div class="c x1 y7cd w76 h77"><div class="t m0 x6c h2f y4ff ff1 fs5 fc2 sc0 ls0 ws0">niskie </div></div><div class="c x69 y7cd w77 h77"><div class="t m0 x110 h2f y4ff ff2 fs5 fc2 sc0 ls0 ws0">średnie<span class="ff1"> </span></div></div><div class="c x71 y7cd w78 h77"><div class="t m0 x110 h2f y4ff ff1 fs5 fc2 sc0 ls0 ws0">niskie </div></div><div class="c x114 y7cd w79 h77"><div class="t m0 x6c h2f y4ff ff1 fs5 fc2 sc0 ls0 ws0">niskie </div></div><div class="c xc5 y7ce w75 h8d"><div class="t m0 x3f h2d y7a3 ff5 fs5 fc2 sc0 ls0 ws0">związane z odp<span class="_ _0"></span>owiedzialnośc<span class="_ _0"></span>ią za </div><div class="t m0 x3f h2d y7a4 ff5 fs5 fc2 sc0 ls0 ws0">naruszenie przep<span class="_ _0"></span>isów ochro<span class="_ _0"></span>ny </div><div class="t m0 x3f h2d y7a5 ff5 fs5 fc2 sc0 ls0 ws0">środowiska<span class="ff6"> </span></div></div><div class="c x1 y7ce w76 h8d"><div class="t m0 x6c h2f y7a3 ff1 fs5 fc2 sc0 ls0 ws0">niskie </div></div><div class="c x69 y7ce w77 h8d"><div class="t m0 x110 h2f y7a3 ff2 fs5 fc2 sc0 ls0 ws0">średnie<span class="ff1"> </span></div></div><div class="c x71 y7ce w78 h8d"><div class="t m0 x10f h2f y7a3 ff2 fs5 fc2 sc0 ls0 ws0">średnie<span class="ff1"> </span></div></div><div class="c x114 y7ce w79 h8d"><div class="t m0 x6c h2f y7a3 ff1 fs5 fc2 sc0 ls0 ws0">niskie </div></div><div class="c xc5 y7cf w75 h9a"><div class="t m0 x3f h2d y7ae ff5 fs5 fc2 sc0 ls0 ws0">związane z kara<span class="_ _0"></span>mi za niewykona<span class="_ _3"></span>nie lub </div><div class="t m0 x3f h2d y4ff ff5 fs5 fc2 sc0 ls0 ws0">nieterminowe wyk<span class="_ _0"></span>onanie zleceń<span class="ff6"> </span></div></div><div class="c x1 y7cf w76 h9a"><div class="t m0 x110 h2f y7ae ff2 fs5 fc2 sc0 ls0 ws0">średnie<span class="ff1"> </span></div></div><div class="c x69 y7cf w77 h9a"><div class="t m0 x110 h2f y7ae ff2 fs5 fc2 sc0 ls0 ws0">średnie<span class="ff1"> </span></div></div><div class="c x71 y7cf w78 h9a"><div class="t m0 x10f h2f y7ae ff2 fs5 fc2 sc0 ls0 ws0">średnie<span class="ff1"> </span></div></div><div class="c x114 y7cf w79 h9a"><div class="t m0 x6c h2f y7ae ff1 fs5 fc2 sc0 ls0 ws0">niskie </div></div><div class="c xc5 y7d0 w75 h9b"><div class="t m0 x3f h2d y7d1 ff5 fs5 fc2 sc0 ls0 ws0">związane z ros<span class="_ _3"></span>z<span class="_ _8"></span>czeniami wobec<span class="_ _0"></span> Spółek <span class="_ _0"></span>z </div><div class="t m0 x3f h2d y7b7 ff5 fs5 fc2 sc0 ls0 ws0">tytułu budowy<span class="_ _0"></span> mieszkań i ob<span class="_ _0"></span>iektów </div><div class="t m0 x3f h2d y7a3 ff6 fs5 fc2 sc0 ls0 ws0">handlowo-<span class="ff5">usługowyc<span class="_ _0"></span>h, sprze<span class="_ _0"></span>daży lokali </span></div><div class="t m0 x3f h2d y7a4 ff5 fs5 fc2 sc0 ls0 ws0">oraz z udzielenie<span class="_ _3"></span>m<span class="_ _8"></span> gwarancj<span class="_ _0"></span>i zapłaty <span class="_ _0"></span>za </div><div class="t m0 x3f h2d y4ff ff6 fs5 fc2 sc0 ls0 ws0">roboty budowlane <span class="_ _3"></span>  </div></div><div class="c x1 y7d0 w76 h9b"><div class="t m0 x6c h2f y7d1 ff1 fs5 fc2 sc0 ls0 ws0">niskie </div></div><div class="c x69 y7d0 w77 h9b"><div class="t m0 x110 h2f y7d1 ff2 fs5 fc2 sc0 ls0 ws0">średnie<span class="ff1"> </span></div></div><div class="c x71 y7d0 w78 h9b"><div class="t m0 x10f h2f y7d1 ff2 fs5 fc2 sc0 ls0 ws0">średnie<span class="ff1"> </span></div></div><div class="c x114 y7d0 w79 h9b"><div class="t m0 x6c h2f y7d1 ff1 fs5 fc2 sc0 ls0 ws0">niskie </div></div><div class="c xc5 y2a1 w75 h77"><div class="t m0 x3f h2d y4ff ff5 fs5 fc2 sc0 ls0 ws0">związane z proces<span class="_ _0"></span>em produkcy<span class="_ _0"></span>jnym<span class="ff6"> </span></div></div><div class="c x1 y2a1 w76 h77"><div class="t m0 x6c h2f y4ff ff1 fs5 fc2 sc0 ls0 ws0">niskie </div></div><div class="c x69 y2a1 w77 h77"><div class="t m0 x29 h2f y4ff ff1 fs5 fc2 sc0 ls0 ws0">wysokie </div></div><div class="c x71 y2a1 w78 h77"><div class="t m0 x10f h2f y4ff ff2 fs5 fc2 sc0 ls0 ws0">średnie<span class="ff1"> </span></div></div><div class="c x114 y2a1 w79 h77"><div class="t m0 x6c h2f y4ff ff1 fs5 fc2 sc0 ls0 ws0">niskie </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h9c y7d2 ff6 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hc yca ff5 fs4 fc0 sc0 ls0 ws0">Ryzyko związane z konfliktem zbrojnym na Ukrainie<span class="ff6"> </span></div><div class="t m0 x2 h8 y7d3 ff2 fs3 fc0 sc0 ls0 ws0">Na <span class="_ _2"></span>dzi<span class="_ _8"></span>eń <span class="_ _2"></span>s<span class="_ _8"></span>porządzenia <span class="_ _3"></span>niniejszego <span class="_ _3"></span>sprawozdan<span class="_ _8"></span>ia, <span class="_ _2"></span>zgo<span class="_ _8"></span>dnie <span class="_ _2"></span>z<span class="_ _8"></span> <span class="_ _2"></span>naj<span class="_ _8"></span>lepszą <span class="_ _3"></span>wiedzą <span class="_ _2"></span>Z<span class="_ _8"></span>arządu, <span class="_ _3"></span>nie <span class="_ _2"></span>j<span class="_ _8"></span>est <span class="_ _2"></span>m<span class="_ _8"></span>ożliwe </div><div class="t m0 x2 h8 y6c ff2 fs3 fc0 sc0 ls0 ws0">precyzyj<span class="_ _8"></span>ne <span class="_ _2b"> </span>okreś<span class="_ _8"></span>lenie <span class="_ _2b"> </span>sku<span class="_ _8"></span>tków <span class="_ _13"> </span>wpływu <span class="_ _13"> </span>konfliktu<span class="_ _8"></span> <span class="_ _2b"> </span>z<span class="_ _8"></span>brojnego <span class="_ _13"> </span>na <span class="_ _13"> </span>Ukrainie <span class="_ _13"> </span>na <span class="_ _1e"> </span>działalnoś<span class="_ _8"></span>ć <span class="_ _2b"> </span>Sp<span class="_ _8"></span>ółki <span class="_ _13"> </span>w </div><div class="t m0 x2 h8 y7d4 ff2 fs3 fc0 sc0 ls0 ws0">perspektywie średn<span class="_ _8"></span>io <span class="ff1">- </span>i długoterm<span class="_ _8"></span>inowej.<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 y7d5 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y1d6 ff2 fs3 fc0 sc0 ls0 ws0">W perspektywie krótkot<span class="_ _8"></span>erminowej możliwe jes<span class="_ _8"></span>t wystąpienie da<span class="_ _8"></span>lszego trwania bądź<span class="_ _8"></span> rozprzestrzeniania </div><div class="t m0 x2 h8 y7d6 ff2 fs3 fc0 sc0 ls0 ws0">się konfliktu, co m<span class="_ _8"></span>oże się przełożyć<span class="_ _8"></span> <span class="ff1">na wynik<span class="_ _8"></span>i finansowe Grupy.<span class="_ _8"></span> </span></div><div class="t m0 x3 h8 y2cb ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x36 h8 y1d8 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">w obszarze usług b<span class="_ _8"></span>udowlano –</span> <span class="ff2">mont<span class="_ _8"></span>ażowych nie wyst<span class="_ _8"></span>ępują opóźnienia w r<span class="_ _8"></span>ealizacji kontraktów<span class="_ _8"></span> </span></div><div class="t m0 x3 h8 y7d7 ff2 fs3 fc0 sc0 ls0 ws0">budowlanych <span class="_ _7"> </span>ze <span class="_ _6"> </span>wz<span class="_ _8"></span>ględu <span class="_ _7"> </span>na <span class="_ _6"> </span>k<span class="_ _8"></span>onflikt. <span class="_ _7"> </span>Nie <span class="_ _6"> </span>j<span class="_ _8"></span>est <span class="_ _6"> </span>j<span class="_ _8"></span>ednak <span class="_ _7"> </span>wykluczone, <span class="_ _7"> </span>iż <span class="_ _6"> </span>w <span class="_ _7"> </span>przypad<span class="_ _8"></span>ku <span class="_ _7"> </span>dalszego </div><div class="t m0 x3 h8 y7d8 ff2 fs3 fc0 sc0 ls0 ws0">utrzymywania <span class="_ _3"></span>się <span class="_ _3"></span>tego <span class="_ _3"></span>stan<span class="_ _8"></span>u <span class="_ _3"></span>może <span class="_ _3"></span>dojść <span class="_ _3"></span>do <span class="_ _3"></span>pogors<span class="_ _8"></span>zenia <span class="_ _3"></span>się <span class="_ _3"></span>wyniku <span class="_ _3"></span>finansowego <span class="_ _3"></span>r<span class="_ _8"></span><span class="ff1">ealizowanyc<span class="_ _8"></span>h </span></div><div class="t m0 x3 h8 y7d9 ff2 fs3 fc0 sc0 ls0 ws0">kontraktów <span class="_ _6"></span>oraz <span class="_ _f"></span>opóźni<span class="_ _8"></span>eń <span class="_ _6"></span>w <span class="_ _f"></span>realizacji <span class="_ _f"></span>k<span class="_ _8"></span>ontraktów <span class="_ _6"></span>spowodowanych <span class="_ _6"></span>tzw. <span class="_ _f"></span>„s<span class="_ _8"></span>iłą <span class="_ _f"></span>wyższ<span class="_ _8"></span>ą”, <span class="_ _f"></span>w <span class="_ _f"></span>tym<span class="_ _8"></span> </div><div class="t m0 x3 h8 y1a6 ff2 fs3 fc0 sc0 ls0 ws0">związanych z: <span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x116 h8 y7da ff10 fs3 fc0 sc0 ls0 ws0">o<span class="ff1"> <span class="_ _1f"> </span><span class="ff2">ograniczeniem <span class="_ _2b"> </span>dostępności <span class="_ _2b"> </span></span>i <span class="_ _2b"> </span>wzrostem <span class="_ _2b"> </span>cen <span class="_ _2b"> </span><span class="ff2">materi<span class="_ _8"></span>ałów  bu<span class="_ _8"></span>dowlanych, <span class="_ _2b"> </span>paliw, <span class="_ _2b"> </span>usług,<span class="_ _8"></span> </span></span></div><div class="t m0 x117 h8 y7db ff2 fs3 fc0 sc0 ls0 ws0">urządzeń;<span class="ff1"> </span></div><div class="t m0 x116 h8 y7dc ff10 fs3 fc0 sc0 ls0 ws0">o<span class="ff1"> <span class="_ _1f"> </span><span class="ff2">przerwaniem łańcuch<span class="_ _8"></span>ów dostaw;<span class="_ _8"></span></span> </span></div><div class="t m0 x116 h8 y7dd ff10 fs3 fc0 sc0 ls0 ws0">o<span class="ff1"> <span class="_ _1f"> </span>dynamicznym <span class="_ _2a"> </span>wzrostem<span class="_ _8"></span> <span class="_ _7"> </span><span class="ff2">c<span class="_ _8"></span>en <span class="_ _7"> </span>k<span class="_ _8"></span>luczowych <span class="_ _2a"> </span>nośników <span class="_ _2a"> </span>energ<span class="_ _8"></span>etycznych <span class="_ _2a"> </span>tj. <span class="_ _2a"> </span>ropy <span class="_ _2a"> </span>naftowej, </span></span></div><div class="t m0 x117 h8 y7de ff1 fs3 fc0 sc0 ls0 ws0">gazu ziemnego;<span class="_ _8"></span> </div><div class="t m0 x116 h8 y7df ff10 fs3 fc0 sc0 ls0 ws0">o<span class="ff1"> <span class="_ _1f"> </span><span class="ff2">opóźnieniami <span class="_ _2b"> </span>ze <span class="_ _2b"> </span>strony <span class="_ _2b"> </span>podwyk<span class="_ _8"></span>onawców <span class="_ _2b"> </span>zatrudniaj<span class="_ _8"></span>ących <span class="_ _2b"> </span>pracowników <span class="_ _2b"> </span>z <span class="_ _2b"> </span>Ukrainy <span class="_ _2b"> </span>i </span></span></div><div class="t m0 x117 h8 y7e0 ff2 fs3 fc0 sc0 ls0 ws0">Białorusi;<span class="ff1"> </span></div><div class="t m0 x116 h9d y571 ff10 fs3 fc0 sc0 ls0 ws0">o<span class="ff1"> <span class="_ _1f"> </span><span class="ff2">nadzwyczajnym spadki<span class="_ _8"></span>em wartości PLN <span class="_ _8"></span>–</span> <span class="ff2">wzros<span class="_ _8"></span>t cen materiałów w wal<span class="_ _8"></span>utach obcy<span class="_ _8"></span>ch<span class="ff3">. </span></span></span></div><div class="t m0 x2 h8 y27 ff1 fs3 fc0 sc0 ls0 ws0">W <span class="_ _f"></span>p<span class="_ _8"></span>erspektywie <span class="_ _6"> </span><span class="ff2">obecne<span class="_ _8"></span>go <span class="_ _6"></span>okresu <span class="_ _f"></span>roz<span class="_ _8"></span>liczeniowego <span class="_ _6"></span>Zarząd <span class="_ _6"></span>Emitenta <span class="_ _6"> </span>prz<span class="_ _8"></span>ewiduje <span class="_ _6"></span>możliwy <span class="_ _6"></span>wpływ <span class="_ _6"></span>tego </span></div><div class="t m0 x2 h8 y14d ff1 fs3 fc0 sc0 ls0 ws0">ryzyka <span class="_ _3"></span>na <span class="_ _3"></span>wy<span class="_ _8"></span>nik <span class="_ _3"></span>finansowy <span class="_ _0"></span>- <span class="_ _3"></span><span class="ff2">obniże<span class="_ _8"></span>nie <span class="_ _3"></span><span class="ff1">ok. <span class="_ _3"></span>30%-<span class="_ _8"></span><span class="ls11">40%</span><span class="ff2">, <span class="_ _3"></span>n<span class="_ _8"></span>ie <span class="_ _3"></span>przewid<span class="_ _8"></span>uje <span class="_ _3"></span>wpływu <span class="_ _3"></span>na <span class="_ _0"></span>kapitał <span class="_ _3"></span>własny<span class="_ _8"></span> <span class="_ _3"></span>Emitenta.<span class="_ _8"></span><span class="ff1"> </span></span></span></span></div></div></div><div class="pi" ></div></div><div id="pf43" class="pf w0 h0" ><div class="pc pc43 w0 h0"><img class="bi x4 y2a w3 h5" alt="" src="data:image/png;base64,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class="c x0 y1 w2 h0"><div class="t m0 x5 h6 y2b ff4 fs2 fc2 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI GRUPY KAPITAŁOWEJ <span class="ff3">MIRBUD ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc3"> </span></span></div><div class="t m0 x6 h4 y2c ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y2d w4 ha"><div class="t m0 x113 h8 y85 ff2 fs3 fc2 sc0 ls0 ws0">Grupa Kapitałowa MIR<span class="_ _8"></span>BUD<span class="ff1"> <span class="ls6">| <span class="_ _8"></span></span>4.11 Czynniki ryzy<span class="_ _8"></span>ka </span></div></div><div class="c x9 y2d w5 ha"><div class="t m0 xa h4 y86 ff3 fs1 fc4 sc0 ls3 ws0">67<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h4 y31 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x36 h8 y18e ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">W <span class="_ _c"></span>obszarze <span class="_ _c"></span>działalności <span class="_ _c"></span>de<span class="_ _8"></span>weloperskiej <span class="_ _c"></span>nie <span class="_ _c"></span>wys<span class="_ _8"></span>tępują <span class="_ _c"></span>opóźnienia <span class="_ _c"></span>w <span class="_ _c"></span>realizac<span class="_ _8"></span>ji <span class="_ _c"></span>kontraktów, <span class="_ _c"></span>ani<span class="_ _8"></span> </span></div><div class="t m0 x3 h8 y22f ff2 fs3 fc0 sc0 ls0 ws0">też znaczny spadek dyn<span class="_ _8"></span>amiki sprzedaży lok<span class="_ _8"></span>ali. Jednakże w prz<span class="_ _8"></span>ypadku dalszego u<span class="_ _8"></span>trzymywania </div><div class="t m0 x3 h8 y34 ff2 fs3 fc0 sc0 ls0 ws0">się <span class="_ _32"> </span>stanu <span class="_ _b"> </span><span class="ff1">konfliktu <span class="_ _b"> </span></span>moż<span class="_ _8"></span>liwe <span class="_ _32"> </span>jest <span class="_ _b"> </span>wystąpienie <span class="_ _b"> </span>negatywnych <span class="_ _32"> </span>s<span class="_ _8"></span>kutków <span class="_ _b"> </span>finansowy<span class="_ _8"></span><span class="ff1">ch,<span class="_ _8"></span> </span></div><div class="t m0 x3 h8 y230 ff1 fs3 fc0 sc0 ls0 ws0">spowodowanych:<span class="_ _8"></span> </div><div class="t m0 x116 h8 y259 ff10 fs3 fc0 sc0 ls0 ws0">o<span class="ff1"> <span class="_ _1f"> </span>spadkiem popytu na <span class="_ _8"></span>lokale <span class="ff2">z<span class="_ _8"></span>wiązane z niestabilną sy<span class="_ _8"></span>tuacją gospodarc<span class="_ _8"></span>zą</span>, </span></div><div class="t m0 x116 h8 y232 ff10 fs3 fc0 sc0 ls0 ws0">o<span class="ff1"> <span class="_ _1f"> </span><span class="ff2">zakłóceniami w finansowa<span class="_ _8"></span>niu inwestycj<span class="_ _8"></span>i,</span> </span></div><div class="t m0 x116 h8 y233 ff10 fs3 fc0 sc0 ls0 ws0">o<span class="ff1"> <span class="_ _1f"> </span><span class="ff2">opóźnieniami general<span class="_ _8"></span>nych wykonawców i po<span class="_ _8"></span>dwykonawców<span class="_ _8"></span></span>. </span></div><div class="t m0 x2 h8 y234 ff2 fs3 fc0 sc0 ls0 ws0">W perspekty<span class="_ _8"></span>wie obecnego<span class="_ _8"></span> okr<span class="_ _8"></span>esu rozliczeniow<span class="_ _8"></span>ego Zarząd <span class="_ _8"></span>Emitenta <span class="_ _c"></span><span class="ff1">nie prz<span class="_ _8"></span>ewi</span>duje <span class="_ _8"></span>możliw<span class="ff1">ego <span class="_ _8"></span></span>wpływ<span class="_ _8"></span><span class="ff1">u </span></div><div class="t m0 x2 h8 y235 ff1 fs3 fc0 sc0 ls0 ws0">tego ryzyka na wyn<span class="_ _8"></span>ik finansowy <span class="_ _8"></span><span class="ls10">i </span><span class="ff2">kapitał własny<span class="_ _8"></span> Emitenta.<span class="_ _8"></span></span> </div><div class="t m0 x36 h8 y768 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span>W <span class="_ _21"> </span>obszarze <span class="_ _21"> </span>wynaj<span class="_ _8"></span>mu <span class="_ _2a"> </span>pow<span class="_ _8"></span>ierzchni <span class="_ _21"> </span>komerc<span class="_ _8"></span>yjnych<span class="_ _8"></span> <span class="_ _21"> </span><span class="ff2">na <span class="_ _21"> </span>dzień <span class="_ _21"> </span>sporządzeni<span class="_ _8"></span>a <span class="_ _2a"> </span>spraw<span class="_ _8"></span>ozdania <span class="_ _21"> </span>ni<span class="_ _8"></span>e </span></div><div class="t m0 x3 h8 y7e1 ff2 fs3 fc0 sc0 ls0 ws0">występują <span class="_ _f"></span>znaczące, <span class="_ _f"></span>niekorz<span class="_ _8"></span>ystne <span class="_ _f"></span>skutki <span class="_ _6"></span><span class="ff1">konfliktu <span class="_ _f"></span>w <span class="_ _f"></span>Ukrainie</span>, <span class="_ _f"></span>które <span class="_ _f"></span>mają <span class="_ _f"></span>wpływ <span class="_ _f"></span>na <span class="_ _f"></span>osiągane<span class="_ _8"></span> </div><div class="t m0 x3 h8 y2b9 ff1 fs3 fc0 sc0 ls0 ws0">wyniki finansowe MARY<span class="_ _8"></span>WILSKA 44 Sp. z <span class="_ _8"></span>o.o.  </div><div class="t m0 x2 h8 y55a ff2 fs3 fc0 sc0 ls0 ws0">W <span class="_ _1e"> </span>perspek<span class="_ _8"></span>tywie <span class="_ _1e"> </span>obecn<span class="_ _8"></span>ego <span class="_ _1e"> </span>okresu <span class="_ _14"> </span>rozliczeniowego<span class="_ _8"></span> <span class="_ _1e"> </span>Zarząd <span class="_ _14"> </span>Emitenta <span class="_ _14"> </span><span class="ff1">n<span class="_ _8"></span>ie <span class="_ _1e"> </span></span>prz<span class="_ _8"></span>ewiduje <span class="_ _1e"> </span>możliw<span class="_ _8"></span><span class="ff1">ego </span></div><div class="t m0 x2 h8 y2ba ff1 fs3 fc0 sc0 ls0 ws0">negatywnego <span class="ff2">wpływu <span class="_ _8"></span>tego ry<span class="_ _8"></span>zyka na wynik finansowy <span class="_ _8"></span></span><span class="ls10">i </span><span class="ff2">k<span class="_ _8"></span>apitał własny Emit<span class="_ _8"></span>enta.<span class="_ _8"></span></span> </div><div class="t m0 x2 h8 y7e2 ff1 fs3 fc0 sc0 ls0 ws0">Emitent <span class="_ _8"></span><span class="ff2">informuje, <span class="_ _8"></span>iż <span class="_ _8"></span>działalność<span class="_ _8"></span> operacy<span class="_ _8"></span>jna j<span class="_ _8"></span>est <span class="_ _8"></span>prowadzona <span class="_ _8"></span>co d<span class="_ _8"></span>o z<span class="_ _8"></span>asady w <span class="_ _8"></span>try<span class="_ _8"></span>bie nadzoru <span class="_ _8"></span>c<span class="_ _8"></span>iągłego. </span></div><div class="t m0 x2 h8 y7e3 ff2 fs3 fc0 sc0 ls0 ws0">Według <span class="_ _c"></span>najle<span class="_ _8"></span>pszej <span class="_ _c"></span>wiedzy <span class="_ _f"></span>Zarządu <span class="_ _c"></span>Emitenta, <span class="_ _f"></span>na <span class="_ _c"></span>pods<span class="_ _8"></span>tawie <span class="_ _c"></span>prowadz<span class="_ _8"></span>onych <span class="_ _c"></span>analiz<span class="_ _8"></span>, <span class="_ _c"></span>sytuac<span class="_ _8"></span>ja <span class="_ _c"></span>finansowa<span class="_ _8"></span> </div><div class="t m0 x2 h8 y7e4 ff1 fs3 fc0 sc0 ls0 ws0">Emitenta oraz Grupy<span class="_ _8"></span> jest stabilna.<span class="_ _8"></span>  </div><div class="t m0 x2 h8 y1e6 ff2 fs3 fc0 sc0 ls0 ws0">Zarząd <span class="_ _7"> </span>Spó<span class="_ _8"></span>łki<span class="ff1"> <span class="_ _7"> </span></span>na <span class="_ _2a"> </span>bieżąco <span class="_ _2a"> </span>monitor<span class="_ _8"></span>uje <span class="_ _7"> </span>sy<span class="_ _8"></span>tuację <span class="_ _7"> </span>gospo<span class="_ _8"></span>darczą <span class="_ _7"> </span>w <span class="_ _2a"> </span>Polsce <span class="_ _2a"> </span>i <span class="_ _7"> </span>na <span class="_ _2a"> </span>świecie, <span class="_ _2a"> </span>a <span class="_ _7"> </span>tak<span class="_ _8"></span>że <span class="_ _7"> </span>ryzy<span class="_ _8"></span>ka </div><div class="t m0 x2 h8 y1e7 ff2 fs3 fc0 sc0 ls0 ws0">związane <span class="_ _8"></span>z <span class="_ _8"></span>działalnośc<span class="_ _8"></span>ią <span class="_ _8"></span>Emitenta <span class="_ _c"></span>i <span class="_ _8"></span>poszczególnych <span class="_ _8"></span>s<span class="_ _8"></span>półek <span class="_ _8"></span>z <span class="_ _8"></span>G<span class="_ _8"></span>rupy. <span class="_ _8"></span>Emitent <span class="_ _8"></span>wskazuj<span class="_ _8"></span>e, <span class="_ _8"></span>że <span class="_ _8"></span>w <span class="_ _8"></span>zakres<span class="_ _8"></span>ie </div><div class="t m0 x2 h8 y7e5 ff2 fs3 fc0 sc0 ls0 ws0">wymaganym <span class="_ _6"> </span>przez <span class="_ _6"> </span>przepisy<span class="_ _8"></span> <span class="_ _f"></span>prawa <span class="_ _6"> </span>bę<span class="_ _8"></span>dzie <span class="_ _6"></span>informował <span class="_ _6"></span>o <span class="_ _f"></span>nowy<span class="_ _8"></span>ch <span class="_ _f"></span>u<span class="_ _8"></span>warunkowania<span class="_ _8"></span>ch <span class="_ _6"></span>mających <span class="_ _6"></span>istotny </div><div class="t m0 x2 h8 y7e6 ff1 fs3 fc0 sc0 lsf ws0">wp<span class="ff2 ls0">ływ <span class="_ _7"> </span>na <span class="_ _2a"> </span>działalność <span class="_ _2a"> </span>operac<span class="_ _8"></span>yjną, <span class="_ _7"> </span>wyniki <span class="_ _2a"> </span>finansowe <span class="_ _2a"> </span>oraz <span class="_ _7"> </span>pers<span class="_ _8"></span>pektywy <span class="_ _2a"> </span>Emitenta <span class="_ _2a"> </span>i <span class="_ _7"> </span>grupy <span class="_ _2a"> </span>kapitałowej<span class="_ _8"></span> </span></div><div class="t m0 x2 h8 y7e7 ff1 fs3 fc0 sc0 ls0 ws0">Emitenta.  </div><div class="t m0 x2 hc y7e8 ff6 fs4 fc0 sc0 ls0 ws0">Ryzyko epidemiologiczne </div><div class="t m0 x2 h8 y7e9 ff2 fs3 fc0 sc0 ls0 ws0">Na dzień pu<span class="_ _0"></span>blikacji niniejszego raportu, zgodnie z najlepszą wiedzą <span class="_ _3"></span>Z<span class="_ _8"></span>arządu Emitenta, nie jest <span class="_ _0"></span>możliwe </div><div class="t m0 x2 h8 y7ea ff2 fs3 fc0 sc0 ls0 ws0">precyzyj<span class="_ _8"></span>ne  określenie <span class="_ _21"> </span>s<span class="_ _8"></span>kut<span class="_ _8"></span>ków  wpływu  epidemii  koronawirusa  lub  innych  epidemii  na  działalność </div><div class="t m0 x2 h8 y7eb ff2 fs3 fc0 sc0 ls0 ws0">Emitenta i grupy k<span class="_ _8"></span>apitałowej Emitenta w p<span class="_ _8"></span>erspektywie <span class="_ _8"></span>średnio <span class="ff1">- <span class="_ _8"></span></span>i długotermi<span class="_ _8"></span>nowej<span class="ff1"> </span></div><div class="t m0 x2 h8 y7ec ff2 fs3 fc0 sc0 ls0 ws0">Na <span class="_ _2b"> </span>dzie<span class="_ _8"></span>ń <span class="_ _2b"> </span>pu<span class="_ _8"></span>blikacji <span class="_ _13"> </span>raportu <span class="_ _13"> </span>w <span class="_ _13"> </span>Polsce <span class="_ _13"> </span>zniesion<span class="_ _8"></span><span class="ff1">a <span class="_ _13"> </span></span>zos<span class="_ _8"></span>tał<span class="ff1">a <span class="_ _2b"> </span></span>w<span class="_ _8"></span>iększość <span class="_ _13"> </span>ograniczeń <span class="_ _13"> </span>covidowych <span class="_ _13"> </span>or<span class="_ _8"></span>az </div><div class="t m0 x2 h8 y7ed ff2 fs3 fc0 sc0 ls0 ws0">obowiązkowa <span class="_ _0"></span>kwara<span class="ff1">n</span>t<span class="_ _8"></span>anna. <span class="_ _0"></span>Poziom <span class="_ _3"></span>wy<span class="_ _8"></span>szczepienia społeczeństwa, <span class="_ _0"></span>niska <span class="ff1">liczba <span class="_ _3"></span><span class="ff2">z<span class="_ _8"></span>achorowań oraz <span class="_ _3"></span>niska </span></span></div><div class="t m0 x2 h8 y7ee ff1 fs3 fc0 sc0 ls0 ws0">liczba <span class="_ _25"> </span><span class="ff2">z<span class="_ _8"></span>achorowań <span class="_ _25"> </span>k<span class="_ _8"></span>ończąc<span class="_ _8"></span>ych <span class="_ _25"> </span>się <span class="_ _31"> </span>hospitalizacją <span class="_ _31"> </span>pozwalają <span class="_ _25"> </span>prz<span class="_ _8"></span>ewidywać, <span class="_ _31"> </span>że <span class="_ _25"> </span>ogran<span class="_ _8"></span>iczenia </span></div><div class="t m0 x2 h8 y7ef ff2 fs3 fc0 sc0 ls0 ws0">pandemiczne <span class="_ _3"></span>oraz<span class="_ _8"></span> <span class="_ _3"></span>zakłócenia <span class="_ _3"></span>w fun<span class="ff1">kc</span>jonowaniu <span class="_ _3"></span>g<span class="_ _8"></span>ospodarki <span class="_ _3"></span>w dającej <span class="_ _3"></span>się <span class="_ _3"></span>przewid<span class="_ _8"></span>zieć <span class="_ _3"></span>krótkoterminow<span class="_ _8"></span>ej </div><div class="t m0 x2 h8 y7f0 ff2 fs3 fc0 sc0 ls0 ws0">przyszłośc<span class="_ _8"></span>i <span class="_ _3"></span>się <span class="_ _0"></span>nie powtórzą. <span class="_ _3"></span>Jed<span class="_ _8"></span>nakże <span class="_ _0"></span>w <span class="_ _0"></span>przypadku powrotu <span class="_ _3"></span>i dalszego <span class="_ _3"></span>r<span class="_ _8"></span>ozprzestrzeniania się <span class="_ _3"></span>epidem<span class="_ _8"></span>ii </div><div class="t m0 x2 h8 y54c ff2 fs3 fc0 sc0 ls0 ws0">koronawirusa <span class="_ _6"></span>lub <span class="_ _f"></span>innej <span class="_ _6"></span>epidemii <span class="_ _f"></span>moż<span class="_ _8"></span>liwe <span class="_ _f"></span>jes<span class="_ _8"></span>t <span class="_ _f"></span>wystą<span class="_ _8"></span>pienie <span class="_ _f"></span>nega<span class="_ _8"></span>tywnego <span class="_ _f"></span>w<span class="_ _8"></span>pływu <span class="_ _6"></span>na <span class="_ _f"></span>wyniki <span class="_ _6"></span>fina<span class="_ _c"></span><span class="ff1">nsowe </span></div><div class="t m0 x2 h8 y7f1 ff2 fs3 fc0 sc0 ls0 ws0">Emitenta i Grupy ze wzg<span class="_ _8"></span>lędu na następujące oko<span class="_ _8"></span>liczności:<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x36 h8 y7b8 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">W <span class="_ _0"></span>obszarze usług budowlano –<span class="ff1"> </span>montażowych nie <span class="_ _3"></span>wy<span class="_ _8"></span>stępują opóźnienia w <span class="_ _3"></span>r<span class="_ _8"></span>ealizacji kontraktów </span></div><div class="t m0 x3 h8 y7f2 ff2 fs3 fc0 sc0 ls0 ws0">budowlanych <span class="_ _8"></span>ze <span class="_ _8"></span>względu <span class="_ _8"></span>na <span class="_ _8"></span>wystąpienie <span class="_ _8"></span>stanu <span class="_ _8"></span>epidemiczneg<span class="_ _8"></span>o. Nie <span class="_ _8"></span>jes<span class="_ _8"></span>t jednak <span class="_ _8"></span>wyklucz<span class="_ _8"></span>one, iż<span class="_ _8"></span> </div><div class="t m0 x3 h8 y7f3 ff1 fs3 fc0 sc0 ls0 ws0">w <span class="_ _21"> </span>przypadku  d<span class="ff2">alszego <span class="_ _21"> </span>utrzy<span class="_ _8"></span>mywania <span class="_ _21"> </span>się <span class="_ _21"> </span>teg<span class="_ _8"></span>o <span class="_ _21"> </span>stanu <span class="_ _28"> </span>może <span class="_ _21"> </span>dojś<span class="_ _8"></span>ć <span class="_ _21"> </span>do <span class="_ _21"> </span>op<span class="_ _8"></span>óźnień <span class="_ _21"> </span>w <span class="_ _21"> </span>r<span class="_ _8"></span>ealizacji </span></div><div class="t m0 x3 h8 y7f4 ff2 fs3 fc0 sc0 ls0 ws0">kontraktów spowodowa<span class="_ _8"></span>nych tzw. „siłą wyż<span class="_ _8"></span>szą”, w tym z<span class="_ _8"></span>wiązanych z:<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x116 h8 y7f5 ff10 fs3 fc0 sc0 ls0 ws0">o<span class="ff1"> <span class="_ _1f"> </span><span class="ff2">brakiem zachowania c<span class="_ _8"></span>iągłości w łańc<span class="_ _8"></span>uchach dostaw dla bu<span class="_ _8"></span>dów,<span class="_ _8"></span></span> </span></div><div class="t m0 x116 h8 y7f6 ff10 fs3 fc0 sc0 ls0 ws0">o<span class="ff1"> <span class="_ _1f"> </span><span class="ff2">zakłóceniami w ciąg<span class="_ _8"></span>łości finansowania inwes<span class="_ _8"></span>tycji,<span class="_ _8"></span></span> </span></div><div class="t m0 x116 h8 y7f7 ff10 fs3 fc0 sc0 ls0 ws0">o<span class="ff1"> <span class="_ _1f"> </span><span class="ff2">absencją pracowników<span class="_ _8"></span>,</span> </span></div><div class="t m0 x116 h8 y1cc ff10 fs3 fc0 sc0 ls0 ws0">o<span class="ff1"> <span class="_ _1f"> </span><span class="ff2">opóźnieniami ze strony<span class="_ _8"></span> podwykonawców,<span class="_ _c"></span></span> </span></div><div class="t m0 x116 h8 y7f8 ff10 fs3 fc0 sc0 ls0 ws0">o<span class="ff1"> <span class="_ _1f"> </span><span class="ff2">ograniczeniami w funkc<span class="_ _8"></span>jonowaniu władzy<span class="_ _8"></span> publicznej,<span class="_ _8"></span></span> </span></div></div></div><div class="pi" ></div></div><div id="pf44" class="pf w0 h0" ><div class="pc pc44 w0 h0"><img class="bi x4 y2a w3 h5" alt="" 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class="c x0 y1 w2 h0"><div class="t m0 x5 h6 y2b ff4 fs2 fc2 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI GRUPY KAPITAŁOWEJ <span class="ff3">MIRBUD ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc3"> </span></span></div><div class="t m0 x6 h4 y2c ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y2d w4 ha"><div class="t m0 x113 h8 y85 ff2 fs3 fc2 sc0 ls0 ws0">Grupa Kapitałowa MIR<span class="_ _8"></span>BUD<span class="ff1"> <span class="ls6">| <span class="_ _8"></span></span>4.11 Czynniki ryzy<span class="_ _8"></span>ka </span></div></div><div class="c x9 y2d w5 ha"><div class="t m0 xa h4 y86 ff3 fs1 fc4 sc0 ls3 ws0">68<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h4 y31 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x116 h8 y18e ff10 fs3 fc0 sc0 ls0 ws0">o<span class="ff1"> <span class="_ _1f"> </span><span class="ff2">decyzjami Zamawiaj<span class="_ _8"></span>ącego lub administracj<span class="_ _8"></span>i państwowej<span class="_ _8"></span> o zawieszeniu prac,<span class="_ _c"></span></span> </span></div><div class="t m0 x116 h8 y22f ff10 fs3 fc0 sc0 ls0 ws0">o<span class="ff1"> <span class="_ _1f"> </span>innymi, trudnymi do prz<span class="_ _8"></span>ewidzenia zdarzen<span class="_ _8"></span>iami.<span class="_ _8"></span> </span></div><div class="t m0 x2 h8 y271 ff1 fs3 fc0 sc0 ls0 ws0">W <span class="_ _6"> </span>perspekty<span class="_ _8"></span>wie <span class="_ _7"> </span>obecnego <span class="_ _7"> </span><span class="ff2">okresu <span class="_ _7"> </span>rozliczeniowego <span class="_ _6"> </span>Z<span class="_ _8"></span>arząd <span class="_ _7"> </span>nie <span class="_ _6"> </span>przew<span class="_ _8"></span>iduje <span class="_ _7"> </span>znaczącego <span class="_ _6"> </span>wpływ<span class="_ _8"></span>u <span class="_ _6"> </span>teg<span class="_ _8"></span>o </span></div><div class="t m0 x2 h8 y58f ff2 fs3 fc0 sc0 ls0 ws0">ryzyka na wynik finansowy<span class="_ _8"></span> i kapitał własny E<span class="_ _8"></span>mitenta.<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x36 h8 y557 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">W <span class="_ _c"></span>obszarze <span class="_ _c"></span>działalności <span class="_ _c"></span>de<span class="_ _8"></span>weloperskiej <span class="_ _c"></span>nie <span class="_ _c"></span>wys<span class="_ _8"></span>tępują <span class="_ _c"></span>opóźnienia <span class="_ _c"></span>w <span class="_ _c"></span>realizac<span class="_ _8"></span>ji <span class="_ _c"></span>kontraktów, <span class="_ _c"></span>ani<span class="_ _8"></span> </span></div><div class="t m0 x3 h8 y41d ff2 fs3 fc0 sc0 ls0 ws0">też znaczny spadek dyn<span class="_ _8"></span>amiki sprzedaży lok<span class="_ _8"></span>ali. Jed<span class="_ _8"></span>nakże w przy<span class="_ _8"></span>padku dalszego utrz<span class="_ _8"></span>ymywania </div><div class="t m0 x3 h8 y41e ff2 fs3 fc0 sc0 ls0 ws0">się <span class="_ _14"> </span>stanu <span class="_ _14"> </span>epide<span class="_ _8"></span>micznego <span class="_ _14"> </span>moż<span class="_ _8"></span>liwe <span class="_ _14"> </span>jest <span class="_ _14"> </span>wys<span class="_ _8"></span>tąpienie <span class="_ _14"> </span>negatywnych <span class="_ _14"> </span>s<span class="_ _8"></span>kutków <span class="_ _14"> </span>finansowyc<span class="_ _8"></span>h, </div><div class="t m0 x3 h8 y234 ff1 fs3 fc0 sc0 ls0 ws0">spowodowanych:<span class="_ _8"></span> </div><div class="t m0 x116 h8 y767 ff10 fs3 fc0 sc0 ls0 ws0">o<span class="ff1"> <span class="_ _1f"> </span>spadkiem popytu na <span class="_ _8"></span>lokale, </span></div><div class="t m0 x116 h8 y768 ff10 fs3 fc0 sc0 ls0 ws0">o<span class="ff1"> <span class="_ _1f"> </span><span class="ff2">zakłóceniami w finansowa<span class="_ _8"></span>niu inwestycj<span class="_ _8"></span>i,</span> </span></div><div class="t m0 x116 h8 y7e1 ff10 fs3 fc0 sc0 ls0 ws0">o<span class="ff1"> <span class="_ _1f"> </span><span class="ff2">opóźnieniami general<span class="_ _8"></span>nych wykonawców i <span class="_ _8"></span>podwykona<span class="_ _8"></span>wców</span>. </span></div><div class="t m0 x2 h8 y559 ff2 fs3 fc0 sc0 ls0 ws0">W perspekty<span class="_ _8"></span>wie obecnego<span class="_ _8"></span> okr<span class="_ _8"></span>esu rozliczeniow<span class="_ _8"></span>ego Zarząd <span class="_ _8"></span>Emitenta <span class="_ _c"></span><span class="ff1">nie </span>prz<span class="_ _8"></span>ewiduje <span class="_ _8"></span>możliw<span class="ff1">ego <span class="_ _8"></span></span>wpływ<span class="_ _8"></span><span class="ff1">u </span></div><div class="t m0 x2 h8 y55a ff1 fs3 fc0 sc0 ls0 ws0">tego ryzyka na wyn<span class="_ _8"></span>ik finansowy <span class="_ _8"></span><span class="ls10">i </span><span class="ff2">kapitał własny<span class="_ _8"></span> Emitenta</span>.<span class="_ _8"></span> </div><div class="t m0 x36 h8 y239 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span>W <span class="_ _21"> </span>obszarze <span class="_ _21"> </span>wynaj<span class="_ _8"></span>mu <span class="_ _2a"> </span>pow<span class="_ _8"></span>ierzchni <span class="_ _21"> </span>komerc<span class="_ _8"></span>yjnych<span class="_ _8"></span> <span class="_ _21"> </span><span class="ff2">na <span class="_ _21"> </span>dzień <span class="_ _21"> </span>sporządzeni<span class="_ _8"></span>a <span class="_ _2a"> </span>spraw<span class="_ _8"></span>ozdania <span class="_ _21"> </span>ni<span class="_ _8"></span>e </span></div><div class="t m0 x3 h8 y23a ff2 fs3 fc0 sc0 ls0 ws0">występują z<span class="_ _8"></span>naczące, n<span class="_ _8"></span>iekorzy<span class="_ _8"></span>stne skutki s<span class="_ _8"></span>tanu <span class="_ _8"></span>epidemicznego, k<span class="_ _8"></span>tóre <span class="_ _8"></span>mają w<span class="_ _8"></span>pływ <span class="_ _8"></span>na osiągane<span class="_ _8"></span> </div><div class="t m0 x3 h8 y23b ff1 fs3 fc0 sc0 ls0 ws0">wyniki finansowe MARY<span class="_ _8"></span>WILSKA 44 Sp. z <span class="_ _8"></span>o.o.  </div><div class="t m0 x2 h8 y55d ff2 fs3 fc0 sc0 ls0 ws0">W <span class="_ _c"></span>perspektywi<span class="_ _8"></span>e <span class="_ _c"></span>obecnego <span class="_ _f"></span>okresu <span class="_ _c"></span>rozliczeni<span class="_ _8"></span>owego <span class="_ _c"></span>Za<span class="_ _8"></span>rząd <span class="_ _c"></span>Emitenta <span class="_ _f"></span>przewiduje <span class="_ _f"></span>możliwy <span class="_ _c"></span>wpływu <span class="_ _f"></span>tego </div><div class="t m0 x2 h8 y55e ff1 fs3 fc0 sc0 ls0 ws0">ryzyka na wynik finansowy<span class="_ _8"></span> - <span class="ff2">obniże<span class="_ _8"></span></span>nie o ok. 1<span class="ls11">0%<span class="_ _8"></span></span><span class="ff2">, nie przewiduj<span class="_ _8"></span>e wpływu na kapit<span class="_ _8"></span>ał własny Emitenta.<span class="_ _8"></span></span> </div><div class="t m0 x2 h8 y7f9 ff2 fs3 fc0 sc0 ls0 ws0">Emitent informuje, iż działalność operacyjna we wszystkich segmentach jest prowadzona co do <span class="_ _3"></span>z<span class="_ _8"></span>asady </div><div class="t m0 x2 h8 y7fa ff2 fs3 fc0 sc0 ls0 ws0">w <span class="_ _c"></span>trybie <span class="_ _c"></span>nadzor<span class="_ _8"></span>u <span class="_ _c"></span>ciągłego. <span class="_ _f"></span>Według <span class="_ _c"></span>najlepszej <span class="_ _c"></span>wi<span class="_ _8"></span>edzy <span class="_ _c"></span>Zarz<span class="_ _8"></span>ądu <span class="_ _c"></span>Emitenta, <span class="_ _c"></span>na <span class="_ _c"></span>p<span class="_ _8"></span>odstawie <span class="_ _f"></span><span class="ff1">prow<span class="_ _8"></span>adzonych </span></div><div class="t m0 x2 h8 y7fb ff1 fs3 fc0 sc0 ls0 ws0">analiz, sytuacja finans<span class="_ _8"></span>owa Emitenta oraz Gru<span class="_ _8"></span>py jest stabilna.<span class="_ _8"></span> <span class="_ _8"></span> </div><div class="t m0 x2 h8 y37e ff2 fs3 fc0 sc0 ls0 ws0">Zarząd <span class="_ _f"></span>Emitenta <span class="_ _f"></span>na <span class="_ _f"></span>bi<span class="_ _8"></span>eżąco <span class="_ _f"></span>monitoruje <span class="_ _f"></span>sytuacj<span class="_ _8"></span>ę <span class="_ _f"></span>gospodarczą <span class="_ _f"></span>w <span class="_ _f"></span>Polsce <span class="_ _6"></span>i <span class="_ _f"></span>na <span class="_ _f"></span>świecie, <span class="_ _f"></span>a <span class="_ _f"></span>także <span class="_ _f"></span>ryzy<span class="_ _8"></span>ka </div><div class="t m0 x2 h8 y7fc ff2 fs3 fc0 sc0 ls0 ws0">związane <span class="_ _8"></span>z <span class="_ _8"></span>działalnośc<span class="_ _8"></span>ią <span class="_ _8"></span>Emitenta <span class="_ _c"></span>i <span class="_ _8"></span>poszczególnych <span class="_ _8"></span>s<span class="_ _8"></span>półek <span class="_ _8"></span>z <span class="_ _8"></span>G<span class="_ _8"></span>rupy. <span class="_ _8"></span>Emitent <span class="_ _8"></span>wskazuj<span class="_ _8"></span>e<span class="_ _8"></span>, <span class="_ _8"></span>ż<span class="_ _8"></span>e <span class="_ _8"></span>w <span class="_ _8"></span>zakresie </div><div class="t m0 x2 h8 y49 ff2 fs3 fc0 sc0 ls0 ws0">wymaganym <span class="_ _6"> </span>przez <span class="_ _6"> </span>przepisy<span class="_ _8"></span> <span class="_ _f"></span>prawa <span class="_ _6"> </span>bę<span class="_ _8"></span>dzie <span class="_ _6"></span>informował <span class="_ _6"></span>o <span class="_ _f"></span>nowy<span class="_ _8"></span>ch <span class="_ _f"></span>u<span class="_ _8"></span>warunkowania<span class="_ _8"></span>ch <span class="_ _6"></span>mających <span class="_ _6"></span>istotny </div><div class="t m0 x2 h8 y380 ff2 fs3 fc0 sc0 ls0 ws0">wpływ <span class="_ _7"> </span>na <span class="_ _2a"> </span>działalność <span class="_ _2a"> </span>operac<span class="_ _8"></span>yjną, <span class="_ _7"> </span>wyniki <span class="_ _2a"> </span>finansowe <span class="_ _2a"> </span>oraz <span class="_ _2a"> </span>perspektywy <span class="_ _2a"> </span>Emitent<span class="_ _8"></span>a <span class="_ _7"> </span>i <span class="_ _7"> </span>grupy <span class="_ _2a"> </span>kapitał<span class="_ _8"></span>owej </div><div class="t m0 x2 h8 y381 ff1 fs3 fc0 sc0 ls0 ws0">Emitenta.  </div><div class="t m0 x2 hc y7fd ff5 fs4 fc0 sc0 ls0 ws0">Zewnętrzne ryzyka finansowe<span class="ff6"> </span></div><div class="t m0 x2 h35 y7fe ff5 fs1 fc0 sc0 ls0 ws0">Zarządzanie ry<span class="ff6">zyk<span class="_ _0"></span>iem finansowy<span class="_ _0"></span>m </span></div><div class="t m0 x2 h8 y1f0 ff2 fs3 fc0 sc0 ls0 ws0">Zarzadzanie <span class="_ _1d"> </span>zasobam<span class="_ _8"></span>i <span class="_ _1d"> </span>finansowymi <span class="_ _1d"> </span>Grupy <span class="_ _1d"> </span>zakła<span class="_ _8"></span>da <span class="_ _1d"> </span>oparcie <span class="_ _1d"> </span>struktury<span class="_ _8"></span> <span class="_ _1d"> </span>finasowania <span class="_ _1d"> </span>Grupy <span class="_ _1d"> </span>o </div><div class="t m0 x2 h8 y7ff ff2 fs3 fc0 sc0 ls0 ws0">długoterminowe <span class="_ _28"> </span>źródła <span class="_ _28"> </span>finansowania<span class="_ _8"></span>. <span class="_ _21"> </span>Spółk<span class="_ _8"></span>i <span class="_ _21"> </span>z  Grupy <span class="_ _21"> </span>finansują <span class="_ _28"> </span>prowadzoną  działalność <span class="_ _21"> </span>w <span class="_ _2b"> </span><span class="ff1">71% <span class="_ _21"> </span><span class="ls14">w </span></span></div><div class="t m0 x2 h8 y800 ff2 fs3 fc0 sc0 ls0 ws0">oparciu o kapitał obcy<span class="_ _8"></span> poprzez:<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x36 h8 y801 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span>k<span class="_ _8"></span>redyty, </div><div class="t m0 x36 h8 y802 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">poży<span class="_ _8"></span>czki,</span> </div><div class="t m0 x36 h8 y803 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span>obl<span class="_ _8"></span>igacje </div><div class="t m0 x36 h8 y804 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span>z<span class="_ _8"></span>aliczki,  </div><div class="t m0 x36 h8 y805 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span>leasi<span class="_ _8"></span>ng, </div><div class="t m0 x36 h8 y806 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span>fac<span class="_ _8"></span>toring.  </div><div class="t m0 x2 h8 y807 ff2 fs3 fc0 sc0 ls0 ws0">Spółki <span class="_ _21"> </span>dok<span class="_ _8"></span>ładają <span class="_ _21"> </span>stara<span class="_ _8"></span>ń <span class="_ _21"> </span>b<span class="_ _8"></span>y <span class="_ _21"> </span>finans<span class="_ _8"></span>owanie <span class="_ _21"> </span>ka<span class="_ _8"></span>pitałem  obcym <span class="_ _21"> </span>było <span class="_ _21"> </span>z<span class="_ _8"></span>dywersyfikowane,  zarówno <span class="_ _21"> </span>jeże<span class="_ _8"></span>li </div><div class="t m0 x2 h8 y67f ff2 fs3 fc0 sc0 ls0 ws0">chodzi o <span class="_ _3"></span>insty<span class="_ _8"></span>tucję fi<span class="_ _0"></span>nansuj<span class="_ _8"></span>ąca <span class="_ _0"></span>jak i <span class="_ _3"></span>wykorz<span class="_ _8"></span>ystywane produkty finansowe. Strategia <span class="_ _3"></span>G<span class="_ _8"></span>rupy przewiduje w </div><div class="t m0 x2 h8 y1e0 ff1 fs3 fc0 sc0 ls0 ws0">kolejnych <span class="_ _13"> </span>latach, <span class="_ _13"> </span><span class="ff2">d<span class="_ _8"></span>alszą <span class="_ _13"> </span>stopniową <span class="_ _13"> </span>zam<span class="_ _8"></span>ianę <span class="_ _13"> </span>długu <span class="_ _13"> </span>krótkoterm<span class="_ _8"></span>inowego <span class="_ _13"> </span>finans<span class="_ _8"></span>ującego <span class="_ _2b"> </span>p<span class="_ _8"></span>ojedyncze </span></div><div class="t m0 x2 h8 y808 ff2 fs3 fc0 sc0 ls0 ws0">kontrakty <span class="_ _0"></span>budowlane na<span class="_ _0"></span> <span class="_ _3"></span>f<span class="_ _8"></span>inansowanie długoterminowe oraz <span class="_ _3"></span>w <span class="_ _3"></span>długo<span class="_ _8"></span>terminowej perspektywie <span class="_ _3"></span>stop<span class="_ _8"></span>niową </div><div class="t m0 x2 h8 y809 ff2 fs3 fc0 sc0 ls0 ws0">redukcję zadłużenia. <span class="_ _8"></span><span class="ff1"> </span></div></div></div><div class="pi" ></div></div><div id="pf45" class="pf w0 h0" ><div class="pc pc45 w0 h0"><img class="bi x18 y2a w6 h5" alt="" 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QXF3nQyGo1ufReaGTNmzZ23IDc3r3J6aut9W+xpd2wEAGCP7vL3Pvj0vOtf3mJh2cT45VPeKigoeOIfrz7ywuDNvw8orUKZP5/Y/r47ri7qznXr1t3/yL/+8+kP85as31SwcXHhlCOb33fbJQ0bNiha8sHHA6bNmHfpBaempaUVLVm7du2nA4fOmrv4bzdfPvCLoSf3fHaLY+i6f91P333ssaf/ffeTAzfk5Bct7H3jxqSkMtt5Op98+sXlt76ydOUv7rZ+2AF1br3m1K5dOm2K6dfefO+K29/e+uEndG/W56Xem349/uy/Dv0mY+thbz11yYnH9yj6ecOGDa+91e9ffYaPn/bzJzXLpyR06Vj3yguPMR0BAHR5iRQWFublb3lKOD5aOHbc+NN7PjF/6fotVq1am/vUa6PHTZo/8L1Hv/1u7CU3PT9z3pqtthn+M2Dq+1/c3Ofpi086/ugQwvr1G25/bOCdT35es3JKxfKJq9fmLFiWFUK44OS2IYTCwtjWx5BfUDh46IhbHuxf8ucyfOR3l9zyZn7Blpsa+s38oec8ftmZw5955LafjjBWzLMOIeTnF2xxDMUOK4wVboryHqf9ddT4xVsMWJeV1//LWZ8Of7pNUx/fBAD4g9oNn/ssKIj9+aqnto7yTUaMXXjBFXcfdsZDW0f55hu5/s63cnNzN18yf+n6STNXFkX5Dt372Ls7ddh/vb/v1lG+yfNvf//8S2/t3tf65jue2DrKN4nFwg/T3O4QAECX76rc/MJZC9Zuf8y7A6bEYjvYzsLlG0aM/GbXjmH2vMyR43buu3WWrcrZ/oA7Hvk4MzNzd73QH30y8KW+Y004AAB+qy7fjcZPmrFrD8xYvH4XHnV0l4YXn9quZpXkYtdmrst97a0Pd8vzyszMvPCmlwuKOz0fiYSLT233UK/jjji4vukIAKDLf5XU8on/uOeUGV899uG/riyXvM1r1o85tGH/V/7y0oNnN65TYRv9uu5/9sxvv/Kwj956+Lknbp/57b+31cQfDtw9Z7i/GPLV2vV5xa7qeUaH5564/fqrL/zk7Yc7t69lRgIA6PJdd8Zx+/a86Oz69esd06N71/2Lb9yyidFXnrntyMO7nnfOKZefe2ixYwp3eLFLCcRHI5UrJu5w2Fmn/nSPlISEhHNP7VLsmEkzds8F35Onzt3WqrNPOfyndyIurnvnfcxIAIA/pt3zvUIN61Xf9HPltHLFd/BxrVNTU4t+rlA++bd4Mvs2Se/d68zOnfYvV67cxo0bN27c+Mqb/bY1uGzZpE0/N2tS/N8Sa7Jy58yZ++sPbPa8ZcUuTyoT17ZNq02/JpYpY0YCAOjyXReN7vi8e9NGNX7TZxIXF3n7+b82bdr4p8ZNTExMTCzhY6tXq1rs8sLC2Jhxk379sc2Zv6rY5Y3qVEpOTjYLAQCI22ueSctGaZuifGclJ2/z6zYXLd4Nl7KsWLWh2OXVqpQzBQEA2Ku6vHaNirv82Gg0GhcXKXbVpm/9/DXWZxf/oc+kxHhTEACAvarL46O7/lwikUgIxX/ktEb19F95YLFYrGAbX2CUm1dgCgIAsFd1+a+RnZ1dWFhsr4e2+5b0HinbupdMJBJJTCj+dV66fL0XHwCAP3SX5+X9fG3JnLnzix1TPT25ceOG29rCxs3Odufl5c2et2pbIyunFf/hzhkZmevX/5zmWVnZZiQAgC7/Y1m67OcPdE6aMrPYMc0bpW/n+vIpM5cX/vc0+98ffWE73zlas1rx36OUk1v49egxm36dMHWBGQkAoMv/WAZ9+V3RD3l5ee98NKrYMQe1bxRCiITi03zuonXHnnHTG33ev+bmB+77x5Dt7Kt5w+rbWvX48x/l5uaGEMZPmDTo6zlmJADAH9Mf934gDzw3dM3arLhI5L0BE+Ytydp6QDQa+fPpx4QQKlRI2Wbcj8oYNCpjh/s6qvv+j7/y9ba2sM/Bl1StnDJp+sqcXB8DBQDQ5X8wuXmFT746ejsDzjq2VZMmjUIIrfZpWpINlkuOX78hv9hVhx3a6biun3wyrPirZeYtySr2DwMAAP44/nDXsXRuX7MkdySvWz3l4XuuLvq5adPGHVtV3cHfN9HIZWcesM1XOS7unX/fe2Dr6tvfSOO6Fc1IAABdvverUC7hvVfv+dcDZ6dVKLOdYQe2rvHJG3+rXLnypiXP3H9Z1bSkbY1v1Tht9Md3dTqg1Xa2WaZMmbdf/FvD2uW3NaBypaTnH7zUjAQA+GPauetYypdLaVynmFuLVKrw8/fJV6tcodgxqRV/TtIK5YvfTlpq+RBC+XLJxa6tVrlCCCEluWyxa2tWq1jsgW0++NKzO6empp53zimnn3LsK2+89+RLg2bOX7v5+JaN0u688eSTjj96i+10aN92xugXH3z8pX+8NnJN1k83WEyIj2tar9Ipx7S78S8XJCcnr1yVWeyBlUv56SaJtWrVHPnJIy+80rfPh2OmzsncNKB5g9TjD2912YWnVKhQvnHdisXcCD0SiY+PmqwAAHuxSGxbX4fzB1BYWDh9+syM+QtzcnLT0yo2adywatUqke1e5pKTkzN9xqy1a9clJSU2btSgUqVKu7DfWCw2Z87cJUuXRyKR2rVq1K5dK1KSa2sAANDlAADAbyfOSwAAALocAADQ5QAAoMsBAIDwR/6+TwCAIstXrsnasLF0HfOoMVNL1wGvWr1+1Jhpu/zw3+XedcNGTlqyfPX/Zl+vPXOdLgdgF2VtyFm+cm3pOuYp0+evXptVuo65/6DvS1vjrh3y1QT/gMDO2pUuHzx0xDMvffLdxIXLM7PTKyYd0qHuQ3ddXr9+vRPOvvm7iYsikZBUJtq0YeV7bzm3Y4d206fP7HrKnZecfsA9d1wTQsjJyWnRqWdObkH/12/Zt1WLFp0uWb8hLxIJZRPjWzWt9sAdlzRv3rRoL9fd8uC7n06oUK7M+GHPJSYmbn4Ab/R5/6/3v/enbs2ff/KOEMKzL7zxyPNftNmn+vuvP1B0I/Aux149c17mwe3r9H31gaKHPP3ca3//x8CiP7YqVyp7UPv6N1x5ZqNGDRp0PD8/P/b+v66/stcLS1b84t/UCfFxM755qUyZMiGEP5110/eTFrdoXHlQvyeL1o4dN/648x6KRMKC8W9suvt4LBZ7/qW3Xu371ZRZKwsKYo3rpp5xfMebr7149uy5h578f9G4yIev3Ny+XZsQwvW9Hnyn/4ReVx55zRXnx2KxMy/621ffZzx026nnnHlSCOHNt/vd3LtvCGHAW7e13relabr3mTt/Wek64IVLVs5bsLx0HfO342aUumR858Ov/NMBoMtLaunSZSde/HRObkEIIRKJLc/M6TdoepMG/Xrfed3qtdnLM3OSk6LLM7PnLclafOOzPwx7Mb8gf3lmzvoNOZvKdcXqnOyNBXl5+UU/Z2XnJZWJLs/Mzli8fu36Z4Z8+NRPpweGTlmembM8M+eH8ZMO2L/D5seQnZO7PDNnzbrsEMKEiZOvvadfCOGZ3kcW9fHixUtGjV8cQvhs+Ky8vLyEhISfTupk5sRHQ5mE6LJVOT/Ozpw1b8WA/zy6fFVOfkEsLy9/5ers5Zk5m++lTEJc0c3ds7KyBn09N78gNnzMglWrVqWlpYUQ8vLyl2fmRCK/uPv7ZwOH/OWu9zf9OmnmykmPDaySVvHC806LxkWWrMwe/d3Eoi7/bNjU5Zk5n3858ZorwooVK97/YloIoUXzRkUPHDB0bNHBDBr2TQm7PGvDxo8+//bXT4hZc5ZMm7WgdE3i/+X/YwIA2FO6/JGnX8vJLWjdtPIjd57bqkWzuRkL3uk36NLzTypaWzYxumzy6ytXrjrn8vtHjlv0449Tw44uBtqvVfXB/R5bsmTpGT3/PuqHRbNnz2nYsMHMmbPnLlq3X6uqE6atGPTld1t0+eYefLJPCOHA1jWOOqJr0ZLBw74OIXQ/qN7gURkjRo7u1rXzpsHXX3jInbde+U7fTy6+5a2RYxesXfvzubTvv3i8oKBwwBfDL+nVp3HdisP6PRCJRIrO0385YnR+Qezwg+oNGpUx5MtRp5507BbHkJExr169urFY7L4n+ibEx11/YafzzzquTJmED/oPvfvJzx7652fnnXPyJWceeN8/hk6ckhFCWL58+ZxF60II435cXFBQMGHS1BBCueT4Fvs0CyEUFBQM/3Zuw9oVZi9YO2Tk5Bv+UqL3ZfnKNedd/YQJDQBQSu30/Vj6fPxD9cplR3765GGHHlKlSpX9OrZ7pPfN9evX2zQgMTGxZs0aDeqkl3CDkRBJTEysV6/uvs1q5hfEMuYvDCH0eW9ANBp56fHrDj2g7jsff19YWLj1Azfk5L71zgfvDpiSXjHxxceuiUajPx3hByObN0jt91rv9IqJfd4fuvlDotG4xMTEzgd3CCHk5cfWrPm5yytXrlytWtVKFcuHEOKjcdWqVa1atcpPG3x/WI0qyf1ev79B7fJ9+o3YfIOxWORPZ918zW3PhBCmTpv+3aRlpxzZvPed1zVt2rh+/XrXXXXBpWfsN3vhuhEjR99w9fkVUhK+GjMnhPD54K+icZHTj95n2aqccT9M+Gr0+BBCl/3q/vfPgK8XLd/Q+5ZTq1cuO2T0vGXLlpumAAB7vZ07X56Tk7N0ZfZhB9RJSkoKIXw+aNio7yaHEPZr1/yYHt1DCLn5hZdfd9+CJZmDR2Wc3qNFixbNf5yygw8LL1mx/ql/vrp4yar3Bk6uWz3l4AP3CyG88/H3B7Wpsc8+zY4/osPVd773yut9Lzr/9C0e+NnwOZ8NnxMXF26+rPumq9InTJw89Jt5113QqWzZskcf2uSDz6c8smZNxYoVi9Z+N37uU/989bMh40MIDWqVr1mzxg6f8pIlSz8ZNv30o1slJSX9qVvL5/t8l5mZWa5cuf6fjywasCIz68l7LwkhzJm7IITQolntzR/eomm9EEbNnruwW9fOh+5fr/+XsyZN/nHg0HEHtqn5eO9rPx5y1cAh3wz/ZkYI4ahD2/z3z4Ch5ZLjjzu6+8aNuRfc9MZ/+g246rJzzVQAYHPdO7eukl6hdB3zMYd3LF0HXK9WlZrV0/43+6qSXnHnurxMmTIpZeOXr9xQ9Ou4CdNff//bjMXrLztzTVGXx2Jh0vTF30xYklahzOP3XxNCiIuLCyEU/PeEdywWKygoDCFEoz+dqp+7aN2NvT8qmxht3azKk/ddmpiYOHbc+GlzVzeok/riy28vXb46hHDT/e+fdPwRqampmx9M5w61Ljqz6yW93ur10Ke1a1Y549TjCwoKLrz2qbz8wg3ZG198+e0QIqvX515zy6OvPndP0UMGj543ePS8qmlJJ3RvcvsN52w6xb4tsVjsipseW78hvzAWe/Hltzfm5m3MK3j/w8/b7Nv0wReGhxAikdjIT58p2k5qpQohhOUr1my+heUr14QQ0lIrhBCO6trm46EzH3v23UFfz7rmwi5Vq1Y5uH3t/oMn/DhrRQihx+GdQgiZmZkffD6lZtWU1/t8UFhYmFI2+vaHo3U5wO6y7z71WjarU7qO+aAOzVNTy5W2Y25Wug64SnrFlORE/4Dw+9q5Lo+Lizu6S+O+A6fe1fvpW2/qecsNPW+5oWdy/VM3DUhMiPvy46fOuvj2foOm3/fIS08+2KtO7VqJZaIjvp29bt268uXLD/3y69z8WDQaqV/vp38tHti6xohPn9l8L2/1/TyEMHHq0olT+4cQyiZG12Xl9f1g4KUXnrn5sKrp5f581snfjp3+zz7f9bq/77E9un09esyE6SvKJMR98PmkDz6fFEKIRiN9+k++adLkoof0uqzLvXdcu2kLBQUF23++34/94ZNhM+OjkS9GzPhixIwQQkJ8XJ8Pvz7p+CPeeeaS0658cdMfHiGEDu3bVE8v+07/8aed8N2BB3SMRCLTp898+d2vU8rGd+18YAjhqO6dIne998ZHE2Ox0KP7wSGEI7u0uuXB/iGEo7s0aNiwQQjhmlseW70+NyEhrvdT/UMI8XFx30xc8sXgYbD+tT4AABueSURBVEd072qy8juqXqVS106tStcxN2tUu1GD6qUsGZvXLZdSthQdcEpyUqk7XQewl3R5COHBOy8fNfa23v8c1ufj79s0rzFv8eq8/Fhc5Ofr1KPR6Jsv3nPAkVe9+M6YbocMOOFPPXqe0fHp17+p3e6SJvUqTZm9KoRwwclt09PT8/Lytt5+bm5u308ntGiYOn74v4qW9H74ubue/KLPB6O26PIid9922ZffzPxxdub9j7y4eNnqEMKfj29ddP/EEMKfzrppwIg5b7/3Rfnyybvw6vR5b1AI4biujf/z3/stnn/5/7396eQZM2fXqF4lhBCLRQ486oqiVf/4+2VP3H3WOde+3OXUB5rUq5gQjftxdmYkEp6446SiW7jUr1+vWf3UqXMyq6eXbdO6VQjhyG4H3vJg/2g08vfbLw4hTJw0+Z3PfoyPRiYOeyo9PT2EMGz4yCPOfuzSm1+aMvKAsmXLbv+/jmeeeMivnxCV0yru375J6ZrE/8v/x7S71K6RHh8f9S8gAGDXu7xu3TrfDnysT9/+I76ZOm/x6nLJZW68qNMNV58bQti/bf301JQQQkJCwuN3X/Dws++9/PaQgw7o8PB9N9ap9drnwyeuXpt9QvdmJ/TY/+QTjg4hxMXFdT+wfr3av/iE6BeDh7dsVvXM4zttWnL2qT3GjJ+TX1CQlZWVkpISQqhTq+qRh9Rv07JeCCE1NfXLjx655pbHps5akhAf7dG5wSXn/ny/lKsvOrYw9knmmqy2+zY+8pD6TRr+4uLvSCRyRKf6BYWx1NSfzvdUq5p+5CH169b4KfLWrss+slP9Ky86btNDLjv/uBWZWe/0G9Lz/BOPPKT+5lsrU6bMKSceW6NalTf7Dpoyc0lBQeG5J7Q+/YTOPY7stmlMz3O6DBg2vlPHJkW3dGyxT/NTj2qeWjG5ZYt9QghTps0+olP9Ns1rF0V5CKHTQfuffvQ+q9dl/zhlWof2bbfzvlRJr/D6M9eb0AAApVSk6BbdAADA7yjOSwAAALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA2O3iN/104j1DvBwAALALPvi/br9yC86XAwDA7y8Si8W8CgAA8PtyvhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAALBnig8hnHjPEC8EAADssg/+r9uv3ILz5QAA8PuLxGIxrwIAAPy+nC8HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAD+F+L3kONYVbvj5r+mLRjjvQEA4I/D+XIAANDlAACALgcAAF0OAACEsOd87rPsDT29GQAA/GFFYrGYVwEAAH5frmMBAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA2BPF7yHHsap2x81/TVswxnsDAMAfh/PlAACgywEAAF0OAAC6HAAACGHP+dxn2Rt6ejMAAPjDisRiMa8CAAD8vlzHAgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAAQJcDAP/fvh3bZggDARi1JRpaao9B/08QKVMwAItFygQZgDGovcKliyjS+/T7vQo6dNd8sgygywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAAeAdLku/obX++bvdlNwAAzMN5OQAA6HIAAECXAwCALgcAAErJ89/neh6WAQDAtGpEmAIAAIzlHgsAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwBARkuS7+htf75u92U3AADMw3k5AADocgAAQJcDAIAuBwAASsnz3+d6HpYBAMC0akSYAgAAjOUeCwAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAA/rMk+Y7e9ufrdl92AwDAPJyXAwCALgcAAHQ5AADocgAAoJQ8/32u52EZAABMq0aEKQAAwFjusQAAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AABktCT5jt725+t2X3YDAMA8nJcDAIAuBwAAdDkAAOhyAACglDz/fa7nYRkAAEyrRoQpAADAWO6xAACALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAPA+lr+nWqtxAAAM9PP5YQhPr6/vGbs8IuweAGCg3nZDmJZ7LAAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAJDLdl+GoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLjQAAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQDS6m03BF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAACY3C+/8rfhK2gzWAAAAABJRU5ErkJggg=="/><div class="c x0 y1 w2 h0"><div class="t m0 x5 h6 y2b ff4 fs2 fc2 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI GRUPY KAPITAŁOWEJ <span class="ff3">MIRBUD ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc3"> </span></span></div><div class="t m0 x6 h4 y2c ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y2d w4 ha"><div class="t m0 x113 h8 y85 ff2 fs3 fc2 sc0 ls0 ws0">Grupa Kapitałowa MIR<span class="_ _8"></span>BUD<span class="ff1"> <span class="ls6">| <span class="_ _8"></span></span>4.11 Czynniki ryzy<span class="_ _8"></span>ka </span></div></div><div class="c x9 y2d w5 ha"><div class="t m0 xa h4 y86 ff3 fs1 fc4 sc0 ls3 ws0">69<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h4 y31 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y18e ff2 fs3 fc0 sc0 ls0 ws0">Monitorowanie <span class="_ _c"></span>efektywnoś<span class="_ _8"></span>ci <span class="_ _8"></span>z<span class="_ _8"></span>arządzania <span class="_ _8"></span>zaso<span class="_ _8"></span>bami <span class="_ _8"></span>finansowy<span class="_ _8"></span>mi <span class="_ _8"></span>od<span class="_ _8"></span>b<span class="_ _8"></span>ywa <span class="_ _8"></span>s<span class="_ _8"></span>ię <span class="_ _8"></span>m.in. <span class="_ _c"></span>przy <span class="_ _c"></span>wykorz<span class="_ _8"></span>ystaniu </div><div class="t m0 x2 h8 y22f ff2 fs3 fc0 sc0 ls0 ws0">wskaźników:<span class="_ _8"></span><span class="ff1"> </span></div></div><div class="c x2 y80a w7a h44"><div class="t m0 xa hb y80b ff5 fs3 fc0 sc0 ls0 ws0">Wskaźnik ogólnego zadłu<span class="_ _8"></span>żenia = <span class="_ _8"></span><span class="ffb">Zobowiązania og<span class="_ _8"></span>ółem / Aktywa<span class="_ _8"></span><span class="ff6"> </span></span></div></div><div class="c x2 y80c w7a h9e"><div class="t m0 xa hb y118 ff5 fs3 fc0 sc0 ls0 ws0">Wskaźnik zadłużenia<span class="_ _8"></span> długoterminowego = <span class="_ _8"></span><span class="ffb">Zobow<span class="_ _8"></span>iązania długoterminowe / A<span class="_ _8"></span>ktywa<span class="_ _8"></span><span class="ff6"> </span></span></div></div><div class="c x2 y233 w7a h9f"><div class="t m0 xa hb y80d ff5 fs3 fc0 sc0 ls0 ws0">Wskaźnik zadłużenia<span class="_ _8"></span> krótkoterminowego =<span class="_ _8"></span><span class="ffb">Zob<span class="_ _8"></span>owiązania krótkot<span class="_ _8"></span>erminowe / Aktyw<span class="_ _8"></span>a<span class="ff6"> </span></span></div></div><div class="c x2 y80e w7a ha0"><div class="t m0 xa hb ybb ff5 fs3 fc0 sc0 ls0 ws0">Wskaźnik zadłużenia<span class="_ _8"></span> kapitału własnego = <span class="_ _8"></span><span class="ffb">Zobowią<span class="_ _8"></span>zania / Kapitał wła<span class="_ _8"></span>sny<span class="ff6"> </span></span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h8 y74 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y2e0 ff2 fs3 fc0 sc0 ls0 ws0">Grupa, <span class="_ _c"></span>prowadząc <span class="_ _f"></span>działalność <span class="_ _c"></span>gospodarc<span class="_ _8"></span>zą, <span class="_ _c"></span>narażon<span class="_ _8"></span>a <span class="_ _c"></span>jest <span class="_ _c"></span>na <span class="_ _c"></span>nastę<span class="_ _8"></span>pujące <span class="_ _c"></span>ryzyk<span class="_ _8"></span>a: <span class="_ _c"></span>ryzyko <span class="_ _c"></span>k<span class="_ _8"></span>redytowe, </div><div class="t m0 x2 h8 y80f ff2 fs3 fc0 sc0 ls0 ws0">ryzyko walutowe, ry<span class="_ _8"></span>zyko stóp procentowych, ryz<span class="_ _8"></span>yko <span class="_ _8"></span>utraty płynnośc<span class="_ _8"></span>i.<span class="ff1"> </span></div><div class="t m0 x2 hb y12d ff5 fs3 fc0 sc0 ls0 ws0">Zarządzanie ryzykiem k<span class="_ _8"></span>redytowym<span class="_ _8"></span><span class="ff6"> </span></div><div class="t m0 x2 h8 y35e ff2 fs3 fc0 sc0 ls0 ws0">Ryzyko <span class="_ _2a"> </span>kredytowe <span class="_ _7"> </span>wynika<span class="_ _8"></span> <span class="_ _7"> </span>z <span class="_ _2a"> </span>sald <span class="_ _7"> </span>należ<span class="_ _8"></span>ności <span class="_ _7"> </span>handlo<span class="_ _8"></span>wych <span class="_ _7"> </span>poż<span class="_ _8"></span>yczek <span class="_ _7"> </span>oraz<span class="_ _8"></span> <span class="_ _7"> </span>środków <span class="_ _7"> </span>pi<span class="_ _8"></span>eniężnych <span class="_ _7"> </span>i <span class="_ _2a"> </span>ich </div><div class="t m0 x2 h8 y810 ff2 fs3 fc0 sc0 ls0 ws0">ekwiwalentów. <span class="_ _d"> </span>Odbiorcami <span class="_ _d"> </span>usług <span class="_ _1b"> </span>Sp<span class="_ _8"></span>ółki <span class="_ _1b"> </span>są <span class="_ _d"> </span>podmioty <span class="_ _d"> </span>krajowe. <span class="_ _1b"> </span>Odbi<span class="_ _8"></span>orców <span class="_ _d"> </span>produktów <span class="_ _1b"> </span>i <span class="_ _d"> </span>usług </div><div class="t m0 x2 h8 y811 ff1 fs3 fc0 sc0 ls0 ws0">oferowanych przez MIR<span class="_ _8"></span>BUD S<span class="ff2">.<span class="_ _8"></span>A. można podzielić na<span class="_ _8"></span> dwie grupy:<span class="_ _8"></span></span> </div><div class="t m0 x36 h8 y812 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span>podm<span class="_ _8"></span>ioty komercyj<span class="_ _8"></span>ne,  </div><div class="t m0 x36 h8 y264 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">j<span class="_ _8"></span>ednostki podlegające prz<span class="_ _8"></span>episom Prawo zam<span class="_ _8"></span>ówień publicznych.<span class="_ _c"></span></span> </div><div class="t m0 x2 h8 y813 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y814 ff2 fs3 fc0 sc0 ls0 ws0">W <span class="_ _2a"> </span>odniesien<span class="_ _8"></span>iu <span class="_ _2a"> </span>do <span class="_ _21"> </span>klientów <span class="_ _21"> </span>komercyj<span class="_ _8"></span>nych <span class="_ _2a"> </span>Spółka <span class="_ _21"> </span>zarz<span class="_ _8"></span>ądza <span class="_ _2a"> </span>ryzyk<span class="_ _8"></span>iem <span class="_ _7"> </span>k<span class="_ _8"></span>redytowym <span class="_ _21"> </span>i <span class="_ _2a"> </span>analizuje<span class="_ _8"></span> <span class="_ _2a"> </span>je <span class="_ _2a"> </span>d<span class="_ _8"></span>la </div><div class="t m0 x2 h8 y815 ff2 fs3 fc0 sc0 ls0 ws0">każdego <span class="_ _1b"> </span>nowego <span class="_ _1b"> </span>kl<span class="_ _8"></span>ienta <span class="_ _1b"> </span>przed <span class="_ _1b"> </span>zawarc<span class="_ _8"></span>iem <span class="_ _1b"> </span>umowy<span class="_ _8"></span> <span class="_ _1b"> </span>min. <span class="_ _1a"> </span>wy<span class="_ _8"></span>korzystując<span class="_ _8"></span> <span class="_ _1b"> </span>raporty <span class="_ _1b"> </span>z <span class="_ _1b"> </span>wywiadown<span class="_ _8"></span>i </div><div class="t m0 x2 h8 y816 ff2 fs3 fc0 sc0 ls0 ws0">gospodarczyc<span class="_ _8"></span>h i dokumentowanie prz<span class="_ _8"></span>ez kontrahenta źródła finansow<span class="_ _8"></span>ania kontrakt<span class="_ _c"></span><span class="ff1">u budow<span class="_ _8"></span>lanego.  </span></div><div class="t m0 x2 h8 y817 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y818 ff2 fs3 fc0 sc0 ls0 ws0">W <span class="_ _f"></span>od<span class="_ _8"></span>niesieniu <span class="_ _6"></span>do <span class="_ _f"></span>jedn<span class="_ _8"></span>ostek <span class="_ _6"></span>podlegających <span class="_ _6"></span>przepisom <span class="_ _6"></span>prawa <span class="_ _f"></span>za<span class="_ _8"></span>mówień <span class="_ _6"></span>publicznych <span class="_ _6"> </span>(m.in. <span class="_ _f"></span>G<span class="_ _8"></span>DDKiA, </div><div class="t m0 x2 h8 y819 ff2 fs3 fc0 sc0 ls0 ws0">Samorządy) <span class="_ _2b"> </span>z <span class="_ _2b"> </span>u<span class="_ _8"></span>wagi <span class="_ _2b"> </span>na <span class="_ _13"> </span>obowiązek <span class="_ _2b"> </span>wcz<span class="_ _8"></span>eśniejszego <span class="_ _2b"> </span>zabudżet<span class="_ _8"></span>owania <span class="_ _2b"> </span>przez <span class="_ _13"> </span>te <span class="_ _2b"> </span>jednostki<span class="_ _8"></span> <span class="_ _11"> </span>k<span class="_ _8"></span>osztów </div><div class="t m0 x2 h8 y81a ff1 fs3 fc0 sc0 ls0 ws0">zawieranej umowy o ro<span class="_ _8"></span>boty budowl<span class="_ _8"></span>ane ryzyko kredyto<span class="_ _8"></span>we zdan<span class="_ _8"></span><span class="ff2">iem Zarząd<span class="_ _8"></span>u jest znikome. <span class="_ _8"></span></span> </div><div class="t m0 x2 h8 y19f ff2 fs3 fc0 sc0 ls0 ws0">Spółka  utrz<span class="_ _8"></span>ymuje <span class="_ _11"> </span>lokaty<span class="_ _8"></span> <span class="_ _11"> </span>–<span class="_ _8"></span><span class="ff1">  </span>depozy<span class="_ _8"></span>ty  w <span class="_ _2b"> </span>instytucjach <span class="_ _2b"> </span>finansowych,  k<span class="_ _8"></span>tóre <span class="_ _2b"> </span>posiadają  wy<span class="_ _8"></span>soki  rank<span class="_ _8"></span>ing </div><div class="t m0 x2 h8 ya1 ff1 fs3 fc0 sc0 ls0 ws0">kredytowy. </div><div class="t m0 x2 hc y19 ff6 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h35 y4c ff5 fs1 fc0 sc0 ls0 ws0">Zarządzanie ryzyk<span class="_ _0"></span>iem płynnoś<span class="_ _0"></span>ci<span class="ff6"> </span></div><div class="t m0 x2 h8 y81b ff2 fs3 fc0 sc0 ls0 ws0">Za <span class="_ _26"> </span>zarządzanie <span class="_ _26"> </span>p<span class="_ _8"></span>łynnością <span class="_ _26"> </span>finans<span class="_ _8"></span>ową <span class="_ _26"> </span>w <span class="_ _26"> </span>Grupie<span class="_ _8"></span> <span class="_ _26"> </span>odpowiada <span class="_ _26"> </span>Z<span class="_ _8"></span>arząd <span class="_ _26"> </span>Jednostki <span class="_ _26"> </span>Do<span class="_ _8"></span>minującej. </div><div class="t m0 x2 h8 y81c ff2 fs3 fc0 sc0 ls0 ws0">Podstawowymi celam<span class="_ _8"></span>i zarządzania zasobam<span class="_ _8"></span>i finansowy<span class="_ _8"></span>mi i płynnością w Grup<span class="_ _8"></span>ie są: <span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x36 h8 y81d ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">z<span class="_ _8"></span>apewnienie stabilnego i <span class="_ _8"></span>efektywnego finanso<span class="_ _8"></span>wania działalnośc<span class="_ _8"></span>i Grupy,<span class="_ _8"></span></span> </div><div class="t m0 x36 h8 y81e ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">c<span class="_ _8"></span>iągłe monitorowan<span class="_ _8"></span>ie poziomu zadłuże<span class="_ _8"></span>nia Grupy,<span class="_ _8"></span></span> </div><div class="t m0 x36 h8 y81f ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">efekty<span class="_ _8"></span>wne zarządzanie k<span class="_ _8"></span>apitałem obrotowym,<span class="_ _8"></span></span> </div><div class="t m0 x36 h8 y820 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">k<span class="_ _8"></span>oordynowanie <span class="_ _6"></span>przez <span class="_ _f"></span>Jedn<span class="_ _8"></span>ostkę <span class="_ _f"></span>Domi<span class="_ _8"></span>nującą <span class="_ _f"></span>proc<span class="_ _8"></span>esów <span class="_ _f"></span>z<span class="_ _8"></span>arządzania <span class="_ _6"></span>płynnością <span class="_ _6"></span>finansową <span class="_ _f"></span>w<span class="_ _8"></span> </span></div><div class="t m0 x25 h8 y5e4 ff2 fs3 fc0 sc0 ls0 ws0">spółkach Grupy.<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 y821 ff2 fs3 fc0 sc0 ls0 ws0">Spółka zarządza ryz<span class="_ _8"></span>ykiem utraty płynnośc<span class="_ _8"></span>i przez utrzymywani<span class="_ _8"></span>e wystarczając<span class="_ _8"></span>ych środków p<span class="_ _c"></span>ieniężnych, </div><div class="t m0 x2 h8 y5e6 ff2 fs3 fc0 sc0 ls0 ws0">możliwość <span class="_ _6"> </span>f<span class="_ _8"></span>inansowania <span class="_ _7"> </span>kredytami <span class="_ _6"> </span>banko<span class="_ _8"></span>wymi <span class="_ _6"> </span>i<span class="_ _8"></span> <span class="_ _6"> </span>utrz<span class="_ _8"></span>ymywanie <span class="_ _7"> </span>linii <span class="_ _6"></span>kredytowyc<span class="_ _8"></span>h <span class="_ _6"> </span>wy<span class="_ _8"></span>starczających <span class="_ _7"> </span>do </div><div class="t m0 x2 h8 y822 ff2 fs3 fc0 sc0 ls0 ws0">spłacenia zobowiązań<span class="_ _8"></span> z chwila ich wymagal<span class="_ _8"></span>ności.<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 y823 ff2 fs3 fc0 sc0 ls0 ws0">Zarządzanie płynnością przez Spółkę obejmuje projekcję przepływów pieniężnych dla wszystkich walut </div><div class="t m0 x2 h8 y824 ff1 fs3 fc0 sc0 ls10 ws0">i <span class="ff2 ls0">analizowani<span class="_ _8"></span>e, jaki pozom aktywów p<span class="_ _8"></span>łynnych jest potrz<span class="_ _8"></span>ebny do spłaty zobow<span class="_ _8"></span>iązań.<span class="_ _8"></span><span class="ff1"> </span></span></div><div class="t m0 x2 h8 y825 ff2 fs3 fc0 sc0 ls0 ws0">Nota <span class="_ _c"></span>nr <span class="_ _f"></span>14. <span class="_ _f"></span>zawiera <span class="_ _f"></span>analizę <span class="_ _f"></span>zobowiązań <span class="_ _f"></span>Spółki <span class="_ _c"></span>(G<span class="_ _8"></span>rupy), <span class="_ _f"></span>w <span class="_ _f"></span>odpowiednich <span class="_ _c"></span>prz<span class="_ _8"></span>edziałach <span class="_ _f"></span>wiekowych <span class="_ _f"></span>na </div><div class="t m0 x2 h8 y826 ff2 fs3 fc0 sc0 ls0 ws0">podstawie określonego<span class="_ _8"></span> do umownego ter<span class="_ _8"></span>minu wymagalnośc<span class="_ _8"></span>i.<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 y827 ff2 fs3 fc0 sc0 ls0 ws0">Monitorowanie efektywnośc<span class="_ _8"></span>i zarządzania płynnością odbywa <span class="_ _0"></span>się m.in. <span class="_ _0"></span>przy wykorzystaniu wskaźników:<span class="_ _c"></span><span class="ff1"> </span></div><div class="t m0 x2 h9 y828 ff1 fs4 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf46" class="pf w0 h0" ><div class="pc pc46 w0 h0"><img class="bi x4 y2a w3 h5" alt="" src="data:image/png;base64,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"/><div class="c x0 y1 w2 h0"><div class="t m0 x5 h6 y2b ff4 fs2 fc2 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI GRUPY KAPITAŁOWEJ <span class="ff3">MIRBUD ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc3"> </span></span></div><div class="t m0 x6 h4 y2c ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y2d w4 ha"><div class="t m0 x113 h8 y85 ff2 fs3 fc2 sc0 ls0 ws0">Grupa Kapitałowa MIR<span class="_ _8"></span>BUD<span class="ff1"> <span class="ls6">| <span class="_ _8"></span></span>4.11 Czynniki ryzy<span class="_ _8"></span>ka </span></div></div><div class="c x9 y2d w5 ha"><div class="t m0 xa h4 y86 ff3 fs1 fc4 sc0 ls3 ws0">70<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h4 y31 ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y829 w7a ha1"><div class="t m0 xa hb y82a ff5 fs3 fc0 sc0 ls0 ws0">Wskaźnik płynności bież<span class="_ _8"></span>ącej = Aktywa obrotow<span class="_ _8"></span>e /Zobowiązania krótkote<span class="_ _8"></span>rminowe<span class="_ _c"></span><span class="ff6"> </span></div></div><div class="c x2 y82b w7a ha2"><div class="t m0 xa hb y82c ff5 fs3 fc0 sc0 ls0 ws0">Wskaźnik przyspieszonej<span class="_ _8"></span> płynności = (Akt<span class="_ _8"></span>ywa obrotowe <span class="_ _8"></span><span class="ff6">-<span class="_ _8"></span> Zapasy - </span>Krótkote<span class="_ _8"></span>rminowe rozliczenia </div><div class="t m0 xa hb y82d ff5 fs3 fc0 sc0 ls0 ws0">międzyokresowe) / Zobo<span class="_ _8"></span>wiązania krótkot<span class="_ _8"></span>erminowe<span class="_ _8"></span><span class="ff6"> </span></div></div><div class="c x2 y82e w7a ha1"><div class="t m0 xa hb y82a ff5 fs3 fc0 sc0 ls0 ws0">Wskaźnik płynności środ<span class="_ _8"></span>ków pieniężnych = <span class="_ _8"></span>Środki pienięż<span class="_ _8"></span>ne / Zobowiązania<span class="_ _8"></span> krótkoterminowe<span class="_ _f"></span><span class="ff6"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 hc y82f ff6 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hc y830 ff6 fs4 fc0 sc0 ls0 ws0">Ryzyko zmiany <span class="ff5">stóp</span> procentowych </div><div class="t m0 x2 h8 y831 ff2 fs3 fc0 sc0 ls0 ws0">Spółki <span class="_ _2a"> </span>z <span class="_ _21"> </span>Grupy <span class="_ _2a"> </span>d<span class="_ _8"></span>la <span class="_ _2a"> </span>finansowan<span class="_ _8"></span>ia <span class="_ _2a"> </span>działaln<span class="_ _8"></span>ości <span class="_ _2a"> </span>inwest<span class="_ _8"></span>ycyjnej <span class="_ _21"> </span>w <span class="_ _2a"> </span>dużym <span class="_ _2a"> </span>stop<span class="_ _8"></span>niu  wykorzystują <span class="_ _21"> </span>kredyty </div><div class="t m0 x2 h8 y832 ff2 fs3 fc0 sc0 ls0 ws0">bankowe. <span class="_ _6"></span>Na <span class="_ _f"></span>kosz<span class="_ _8"></span>ty <span class="_ _f"></span>ods<span class="_ _8"></span>etek <span class="_ _6"></span>od <span class="_ _f"></span>kredytów <span class="_ _6"></span>ma <span class="_ _f"></span>w<span class="_ _8"></span>pływ <span class="_ _6"></span>wysokość<span class="_ _8"></span> <span class="_ _f"></span>s<span class="_ _8"></span>topy <span class="_ _f"></span>bazowej <span class="_ _6"> </span>WIBOR <span class="_ _6"></span>dla <span class="_ _f"></span>kr<span class="_ _8"></span>edytów </div><div class="t m0 x2 h8 y833 ff2 fs3 fc0 sc0 ls0 ws0">zaciąganych <span class="_ _8"></span>w <span class="_ _c"></span>złotych <span class="_ _8"></span>pols<span class="_ _8"></span>kich <span class="_ _8"></span>i <span class="_ _8"></span>EURI<span class="_ _8"></span>BOR <span class="_ _8"></span>dla <span class="_ _8"></span>kredyt<span class="_ _8"></span>ów <span class="_ _8"></span>w <span class="_ _8"></span>walucie <span class="_ _c"></span>EURO. <span class="_ _c"></span>Wzrost <span class="_ _8"></span>wartości <span class="_ _8"></span>in<span class="_ _8"></span>deksów </div><div class="t m0 x2 h8 y834 ff2 fs3 fc0 sc0 ls0 ws0">WIBOR/EURIBOR <span class="_ _6"> </span>poprz<span class="_ _8"></span>ez <span class="_ _6"> </span>wzrost <span class="_ _6"> </span>odsetek <span class="_ _6"> </span>od <span class="_ _6"> </span>kredytów <span class="_ _6"> </span>m<span class="_ _8"></span>oże <span class="_ _6"> </span>mieć <span class="_ _6"> </span>niek<span class="_ _8"></span>orzystny <span class="_ _6"> </span>wpływ <span class="_ _6"> </span>na <span class="_ _6"> </span>sytuację </div><div class="t m0 x2 h8 y6ff ff2 fs3 fc0 sc0 ls0 ws0">finansową <span class="_ _7"> </span>Spółki. <span class="_ _7"> </span>W<span class="_ _8"></span> <span class="_ _7"> </span>przypadku <span class="_ _7"> </span>stwierdze<span class="_ _8"></span>nia <span class="_ _7"> </span>ryzyka <span class="_ _7"> </span>zmiany<span class="_ _8"></span> <span class="_ _7"> </span>stóp <span class="_ _7"> </span>procentowyc<span class="_ _8"></span>h. <span class="_ _7"> </span>Zarządy <span class="_ _7"> </span>Sp<span class="_ _8"></span>ółek <span class="_ _7"> </span>w </div><div class="t m0 x2 h8 y835 ff2 fs3 fc0 sc0 ls0 ws0">przypadku <span class="_ _28"> </span>finansowania  długoterminowego <span class="_ _21"> </span>k<span class="_ _8"></span>ażdorazowo <span class="_ _28"> </span>rozpatrują  możliwość <span class="_ _21"> </span>z<span class="_ _8"></span>awarcia <span class="_ _21"> </span>tra<span class="_ _8"></span>nsakcji </div><div class="t m0 x2 h8 y5fa ff2 fs3 fc0 sc0 ls0 ws0">zabezpieczający<span class="_ _8"></span>ch stopę procen<span class="_ _8"></span>tową (transakcj<span class="_ _8"></span>e zamiany stóp procent<span class="_ _8"></span>owych –<span class="ff1"> s<span class="_ _8"></span>trategia IRS, CIRS)<span class="_ _8"></span>. </span></div><div class="t m0 x2 h8 y69f ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y6a0 ff2 fs3 fc0 sc0 ls0 ws0">Na <span class="_ _c"></span>dzień <span class="_ _c"></span>3<span class="ff1">1.<span class="ls9">12</span>.2021 <span class="_ _f"></span>r. <span class="_ _8"></span></span>w <span class="_ _f"></span>Grupie <span class="_ _c"></span>Kapitałowej <span class="_ _c"></span>MI<span class="_ _8"></span>RBUD <span class="_ _c"></span>transakcj<span class="_ _8"></span>e <span class="_ _c"></span>zabezpieczając<span class="_ _8"></span>e <span class="_ _8"></span>s<span class="_ _8"></span>topę <span class="_ _c"></span>procentow<span class="_ _8"></span>ą </div><div class="t m0 x2 h8 y6a1 ff2 fs3 fc0 sc0 ls0 ws0">dla  długoterminowy<span class="_ _8"></span>ch  kredytów <span class="_ _11"> </span>z<span class="_ _8"></span>łotówkowych  z<span class="_ _8"></span>awarły  Spółki <span class="_ _11"> </span>J<span class="_ _8"></span>HM2  sp.  z <span class="_ _2b"> </span>o.o.  i  Kobylarn<span class="_ _8"></span>ia  S.A. </div><div class="t m0 x2 h8 y133 ff2 fs3 fc0 sc0 ls0 ws0">Zabezpieczony poz<span class="_ _8"></span>iom stopy WIBOR k<span class="_ _8"></span>ształtuje się w prz<span class="_ _8"></span>edziale od 1,80 p. p do <span class="_ _8"></span>2,05 p. p.<span class="_ _c"></span><span class="ff1"> </span></div></div><div class="c xbc y836 w7b ha3"><div class="t m0 x6c h2f y5f2 ff1 fs5 fc4 sc0 ls0 ws0">Poz<span class="ff2">ycje narażone na<span class="_ _3"></span> zmianę stóp </span></div><div class="t m0 x23 h2f y2bf ff1 fs5 fc4 sc0 ls0 ws0">procentowych<span class="_ _0"></span> </div></div><div class="c x118 y14 w7c h44"><div class="t m0 x29 h2f y2ea ff2 fs5 fc4 sc0 ls0 ws0">Ryzyko przepływó<span class="_ _0"></span>w <span class="ff1">p</span>ieniężn<span class="ff1">y<span class="ls12">ch<span class="_ _3"></span><span class="ls0"> </span></span></span></div></div><div class="c x39 y14 w7d h44"><div class="t m0 x72 h2f y2ea ff2 fs5 fc4 sc0 ls0 ws0">Ryzyko warto<span class="_ _0"></span>ści godziwej<span class="ff1"> </span></div></div><div class="c x118 y837 w7e h16"><div class="t m0 x63 h2f yc5 ff1 fs5 fc4 sc0 ls0 ws0">Stan na: </div></div><div class="c xe1 y837 w7f h16"><div class="t m0 x57 h2f yc5 ff1 fs5 fc4 sc0 ls0 ws0">Stan na: </div></div><div class="c x39 y837 w80 h16"><div class="t m0 x1e h2f yc5 ff1 fs5 fc4 sc0 ls0 ws0">Stan na: </div></div><div class="c xe2 y837 w81 h16"><div class="t m0 x1e h2f yc5 ff1 fs5 fc4 sc0 ls0 ws0">Stan na: </div></div><div class="c x118 y836 w7e h16"><div class="t m0 x110 h2f y118 ff1 fs5 fc4 sc0 ls0 ws0">30.<span class="ls16">06</span>.2021 </div></div><div class="c xe1 y836 w7f h16"><div class="t m0 x34 h2f y118 ff1 fs5 fc4 sc0 ls0 ws0">31.12.20<span class="ls16">20</span> </div></div><div class="c x39 y836 w80 h16"><div class="t m0 x1a h2f y118 ff1 fs5 fc4 sc0 ls0 ws0">30.<span class="ls16">06</span>.2021 </div></div><div class="c xe2 y836 w81 h16"><div class="t m0 x1a h2f y118 ff1 fs5 fc4 sc0 ls0 ws0">31.12.20<span class="ls16">20</span> </div></div><div class="c xbc y838 w7b ha4"><div class="t m0 x31 h2f y2e ff2 fs5 fc0 sc0 ls0 ws0">Zobowiązania z <span class="_ _0"></span>tytułu pożyczek<span class="_ _0"></span> i </div><div class="t m0 x31 h2f y86 ff2 fs5 fc0 sc0 ls0 ws0">kredytów<span class="ff1"> </span></div></div><div class="c x118 y838 w7e ha4"><div class="t m0 x49 h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">205 260 </div></div><div class="c xe1 y838 w7f ha4"><div class="t m0 x73 h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">183 594 </div></div><div class="c x39 y838 w80 ha4"><div class="t m0 xa7 h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">  </div></div><div class="c xe2 y838 w81 ha4"><div class="t m0 xa7 h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">  </div></div><div class="c xbc y839 w7b h38"><div class="t m0 x31 h2f y129 ff2 fs5 fc0 sc0 ls0 ws0">Pożyczki udzielone<span class="_ _3"></span><span class="ff1"> </span></div></div><div class="c x118 y839 w7e h38"><div class="t m0 x119 h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">  </div></div><div class="c xe1 y839 w7f h38"><div class="t m0 x94 h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">  </div></div><div class="c x39 y839 w80 h38"><div class="t m0 xa7 h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">  </div></div><div class="c xe2 y839 w81 h38"><div class="t m0 xa7 h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">  </div></div><div class="c xbc y6a5 w7b h3c"><div class="t m0 x31 h2f y129 ff1 fs5 fc0 sc0 ls0 ws0">Inne aktywa finan<span class="_ _3"></span>s<span class="_ _8"></span>owe </div></div><div class="c x118 y6a5 w7e h3c"><div class="t m0 x119 h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">  </div></div><div class="c xe1 y6a5 w7f h3c"><div class="t m0 x94 h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">  </div></div><div class="c x39 y6a5 w80 h3c"><div class="t m0 xa7 h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">  </div></div><div class="c xe2 y6a5 w81 h3c"><div class="t m0 xa7 h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">  </div></div><div class="c xbc y83a w7b h38"><div class="t m0 x31 h2f y129 ff2 fs5 fc0 sc0 ls0 ws0">Inne zobowiązan<span class="_ _0"></span>ia finansowe<span class="ff1"> </span></div></div><div class="c x118 y83a w7e h38"><div class="t m0 x49 h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">189 637 </div></div><div class="c xe1 y83a w7f h38"><div class="t m0 x73 h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">175 682 </div></div><div class="c x39 y83a w80 h38"><div class="t m0 xa7 h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">  </div></div><div class="c xe2 y83a w81 h38"><div class="t m0 xa7 h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">  </div></div><div class="c xbc y83b w7b h1e"><div class="t m0 x31 h2d y118 ff6 fs5 fc0 sc0 ls0 ws0">Razem </div></div><div class="c x118 y83b w7e h1e"><div class="t m0 x49 h2d y86 ff6 fs5 fc0 sc0 ls0 ws0">394 897 </div></div><div class="c xe1 y83b w7f h1e"><div class="t m0 x73 h2d y86 ff6 fs5 fc0 sc0 ls0 ws0">359 276 </div></div><div class="c x39 y83b w80 h1e"><div class="t m0 xa7 h2d y86 ff6 fs5 fc0 sc0 ls0 ws0">  </div></div><div class="c xe2 y83b w81 h1e"><div class="t m0 xa7 h2d y86 ff6 fs5 fc0 sc0 ls0 ws0">  </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 hc y83c ff6 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h35 y2ad ff5 fs1 fc0 sc0 ls0 ws0">Ryzyko zmiany s<span class="_ _0"></span>tóp pr<span class="_ _0"></span>ocentowych <span class="ff6">- <span class="ffb">wrażli<span class="_ _0"></span>wość na zmiany<span class="_ _0"></span><span class="ffc"> </span></span></span></div><div class="t m0 x2 h8 y83d ff2 fs3 fc0 sc0 ls0 ws0">W <span class="_ _3"></span>celu <span class="_ _3"></span>prz<span class="_ _8"></span>eprowadzenia <span class="_ _0"></span>analizy <span class="_ _3"></span>wrażliwośc<span class="_ _8"></span>i <span class="_ _3"></span>na <span class="_ _3"></span>zmiany stóp <span class="_ _3"></span><span class="ff1">proc<span class="_ _8"></span>entowych, <span class="_ _3"></span>n<span class="_ _8"></span>a <span class="_ _3"></span>pods<span class="_ _8"></span>tawie <span class="_ _3"></span>historyczny<span class="_ _8"></span>ch </span></div><div class="t m0 x2 h8 y83e ff2 fs3 fc0 sc0 ls0 ws0">zmian <span class="_ _7"> </span>wartości <span class="_ _2a"> </span>oraz <span class="_ _2a"> </span>na <span class="_ _7"> </span>pods<span class="_ _8"></span>tawie <span class="_ _7"> </span>wiedz<span class="_ _8"></span>y <span class="_ _7"> </span>i <span class="_ _7"> </span>doś<span class="_ _8"></span>wiadczenia <span class="_ _2a"> </span>Spółki <span class="_ _7"> </span>w <span class="_ _2a"> </span>zakresie <span class="_ _7"> </span>r<span class="_ _8"></span>ynków <span class="_ _7"> </span>fi<span class="_ _8"></span>nansowych,<span class="_ _c"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 y83f ff2 fs3 fc0 sc0 ls0 ws0">racjonalnie <span class="_ _8"></span>możliwych <span class="_ _8"></span>zmia<span class="_ _8"></span>ny <span class="_ _8"></span>stóp proc<span class="_ _8"></span>entowych, <span class="_ _8"></span>osz<span class="_ _8"></span>acowane <span class="_ _8"></span>zostały <span class="_ _8"></span>na <span class="_ _8"></span>dzień <span class="_ _8"></span>3<span class="_ _8"></span><span class="ff1">1 <span class="_ _8"></span>grudni<span class="_ _8"></span>a <span class="ls9">20</span>21 <span class="_ _8"></span>roku </span></div><div class="t m0 x2 h8 y840 ff1 fs3 fc0 sc0 ls0 ws0">i <span class="_ _0"></span>31 grudnia <span class="_ _3"></span>2<span class="_ _8"></span>0<span class="ls11">20</span> roku <span class="_ _0"></span>na poziomie <span class="ff2">–</span> <span class="ff2">1,0/+1,0 punktu <span class="_ _0"></span>procentowego (na <span class="_ _0"></span>dzień 31 <span class="_ _0"></span>grudnia 20<span class="ff1 ls11">20<span class="_ _8"></span><span class="ls0"> roku <span class="_ _3"></span>na </span></span></span></div><div class="t m0 x2 h8 y28a ff2 fs3 fc0 sc0 ls0 ws0">tym samym poziomi<span class="_ _8"></span>e) dla złotego <span class="_ _8"></span>i euro. <span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 y841 ff2 fs3 fc0 sc0 ls0 ws0">Poniżej <span class="_ _f"></span>podano <span class="_ _f"></span>wpływ <span class="_ _f"></span>zmiany <span class="_ _f"></span>stóp <span class="_ _f"></span>procentowych <span class="_ _f"></span>na <span class="_ _f"></span>wynik <span class="_ _f"></span>netto <span class="_ _f"></span>i <span class="_ _f"></span>sumę <span class="_ _f"></span>bilansową <span class="_ _f"></span>według <span class="_ _f"></span>stanu <span class="_ _f"></span>na </div><div class="t m0 x2 h8 y842 ff2 fs3 fc0 sc0 ls0 ws0">dzień 3<span class="ff1">1 grudnia <span class="_ _8"></span><span class="ls11">20</span>21 roku oraz<span class="_ _8"></span> 31 grudnia 20<span class="_ _8"></span><span class="ls11">20</span> roku. </span></div><div class="t m0 x2 h8 y435 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y57 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y843 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y6c8 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y844 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf47" class="pf w0 h0" ><div class="pc pc47 w0 h0"><img class="bi x18 y2a w6 h5" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x5 h6 y2b ff4 fs2 fc2 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI GRUPY KAPITAŁOWEJ <span class="ff3">MIRBUD ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc3"> </span></span></div><div class="t m0 x6 h4 y2c ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y2d w4 ha"><div class="t m0 x113 h8 y85 ff2 fs3 fc2 sc0 ls0 ws0">Grupa Kapitałowa MIR<span class="_ _8"></span>BUD<span class="ff1"> <span class="ls6">| <span class="_ _8"></span></span>4.11 Czynniki ryzy<span class="_ _8"></span>ka </span></div></div><div class="c x9 y2d w5 ha"><div class="t m0 xa h4 y86 ff3 fs1 fc4 sc0 ls3 ws0">71<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h4 y31 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y18e ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xbc y845 w82 ha5"><div class="t m0 xa h2f y846 ff2 fs5 fc4 sc0 ls0 ws0">Analiza wrażliwo<span class="_ _3"></span>ści <span class="_ _8"></span>pozycji na<span class="_ _0"></span>rażonych<span class="_ _0"></span> </div><div class="t m0 x47 h2f y847 ff2 fs5 fc4 sc0 ls0 ws0">na zmianę stóp pro<span class="_ _3"></span>centowych<span class="ff1"> </span></div></div><div class="c xab y848 w83 h6e"><div class="t m0 x46 h2f y849 ff1 fs5 fc4 sc0 ls0 ws0">  </div></div><div class="c x11a y848 w84 h6e"><div class="t m0 x33 h2f y849 ff2 fs5 fc4 sc0 ls0 ws0">Wpływ na zysk<span class="_ _0"></span>/(stratę netto)<span class="ff1"> </span></div></div><div class="c x11b y848 w85 h6e"><div class="t m0 x20 h2f y849 ff2 fs5 fc4 sc0 ls0 ws0">Wpływ na sumę bila<span class="_ _0"></span>nsową<span class="ff1"> </span></div></div><div class="c xab y84a w83 h37"><div class="t m0 x6b h2f y84b ff1 fs5 fc4 sc0 ls0 ws0">Stan na: </div></div><div class="c x11c y845 w70 ha6"><div class="t m0 xa h2f y2c1 ff1 fs5 fc4 sc0 ls0 ws0">wzrost o 1 p.p. </div></div><div class="c x11d y845 w86 ha6"><div class="t m0 x3f h2f y2c1 ff1 fs5 fc4 sc0 ls0 ws0">spadek o 1 p.p.<span class="_ _0"></span> </div></div><div class="c x11b y845 w87 ha6"><div class="t m0 x32 h2f y2c1 ff1 fs5 fc4 sc0 ls0 ws0">wzrost o 1 p.p. </div></div><div class="c x5f y845 w88 ha6"><div class="t m0 x110 h2f y2c1 ff1 fs5 fc4 sc0 ls0 ws0">spadek o 1p.p<span class="_ _0"></span>. </div></div><div class="c xab y845 w83 h37"><div class="t m0 x46 h2f y849 ff1 fs5 fc4 sc0 ls0 ws0">31.<span class="ls16">12</span>.20<span class="ls16">21</span> </div></div><div class="c xbc y84c w82 ha4"><div class="t m0 x31 h2f y2e ff2 fs5 fc0 sc0 ls0 ws0">Zobowiązania z <span class="_ _0"></span>tytułu pożyczek<span class="_ _0"></span> i </div><div class="t m0 x31 h2f y214 ff2 fs5 fc0 sc0 ls0 ws0">kredytów<span class="ff1"> </span></div></div><div class="c xab y84c w83 ha4"><div class="t m0 x54 h2f y214 ff1 fs5 fc0 sc0 ls0 ws0">205 260 </div></div><div class="c x11a y84c w89 ha4"><div class="t m0 x61 h2f y214 ff1 fs5 fc0 sc0 ls0 ws0">-1 663 </div></div><div class="c x11d y84c w8a ha4"><div class="t m0 x73 h2f y214 ff1 fs5 fc0 sc0 ls0 ws0">1 663 </div></div><div class="c x11e y84c w8b ha4"><div class="t m0 x56 h2f y214 ff1 fs5 fc0 sc0 ls0 ws0">2 053 </div></div><div class="c x5f y84c w4b ha4"><div class="t m0 x11f h2f y214 ff1 fs5 fc0 sc0 ls0 ws0">-2 053 </div></div><div class="c xbc y84d w82 h37"><div class="t m0 x31 h2f y84b ff2 fs5 fc0 sc0 ls0 ws0">Pożyczki udzielone<span class="_ _3"></span><span class="ff1"> </span></div></div><div class="c xab y84d w83 h37"><div class="t m0 x4c h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">  </div></div><div class="c x11a y84d w89 h37"><div class="t m0 x119 h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">  </div></div><div class="c x11d y84d w8a h37"><div class="t m0 x120 h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">  </div></div><div class="c x11b y84d w8c h37"><div class="t m0 xc2 h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">  </div></div><div class="c x5f y84d w8d h37"><div class="t m0 xa2 h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">  </div></div><div class="c xbc y84e w82 h37"><div class="t m0 x31 h2f y849 ff1 fs5 fc0 sc0 ls0 ws0">Inne aktywa finan<span class="_ _3"></span>s<span class="_ _8"></span>owe </div></div><div class="c xab y84e w83 h37"><div class="t m0 x4c h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">  </div></div><div class="c x11a y84e w89 h37"><div class="t m0 x119 h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">  </div></div><div class="c x11d y84e w8a h37"><div class="t m0 x120 h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">  </div></div><div class="c x11b y84e w8c h37"><div class="t m0 xc2 h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">  </div></div><div class="c x5f y84e w8d h37"><div class="t m0 xa2 h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">  </div></div><div class="c xbc y84f w82 ha7"><div class="t m0 x31 h2f ycd ff2 fs5 fc0 sc0 ls0 ws0">Inne zobowiązan<span class="_ _0"></span>ia finansowe<span class="ff1"> </span></div></div><div class="c xab y84f w83 ha7"><div class="t m0 x46 h2f ycd ff1 fs5 fc0 sc0 ls0 ws0">  </div></div><div class="c x11a y84f w89 ha7"><div class="t m0 x46 h2f ycd ff1 fs5 fc0 sc0 ls0 ws0">  </div></div><div class="c x11d y84f w8a ha7"><div class="t m0 x46 h2f ycd ff1 fs5 fc0 sc0 ls0 ws0">  </div></div><div class="c x11b y84f w85 ha7"><div class="t m0 x46 h2f ycd ff1 fs5 fc0 sc0 ls0 ws0">  </div></div><div class="c xbc y59c w82 h6e"><div class="t m0 x31 h2d y849 ff6 fs5 fc0 sc0 ls0 ws0">Razem </div></div><div class="c xab y59c w83 h6e"><div class="t m0 x54 h2d y86 ff6 fs5 fc0 sc0 ls0 ws0">205 260 </div></div><div class="c x11a y59c w89 h6e"><div class="t m0 x61 h2d y86 ff6 fs5 fc0 sc0 ls0 ws0">-1 663 </div></div><div class="c x11d y59c w8a h6e"><div class="t m0 x73 h2d y86 ff6 fs5 fc0 sc0 ls0 ws0">1 663 </div></div><div class="c x11b y59c w8c h6e"><div class="t m0 xc0 h2d y86 ff6 fs5 fc0 sc0 ls0 ws0">2 053 </div></div><div class="c x5f y59c w8d h6e"><div class="t m0 x11f h2d y86 ff6 fs5 fc0 sc0 ls0 ws0">-2 053 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h8 y850 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x121 y11e w8e ha8"><div class="t m0 x31 h2f y846 ff2 fs5 fc4 sc0 ls0 ws0">Analiza wrażliwo<span class="_ _3"></span>ści <span class="_ _8"></span>pozycji narażo<span class="_ _3"></span>nyc<span class="_ _8"></span>h </div><div class="t m0 x1a h2f y851 ff2 fs5 fc4 sc0 ls0 ws0">na zmianę stóp pro<span class="_ _3"></span>centowych<span class="ff1"> </span></div></div><div class="c x122 y852 w8f h71"><div class="t m0 x31 h2f y15b ff1 fs5 fc4 sc0 ls0 ws0">  </div></div><div class="c x19 y852 w90 h71"><div class="t m0 x29 h2f y15b ff2 fs5 fc4 sc0 ls0 ws0">Wpływ na zysk<span class="_ _0"></span>/(stratę netto)<span class="ff1"> </span></div></div><div class="c x123 y852 w91 h71"><div class="t m0 x4b h2f y15b ff2 fs5 fc4 sc0 ls0 ws0">Wpływ na sumę bila<span class="_ _0"></span>nsową<span class="ff1"> </span></div></div><div class="c x122 y59f w8f h6d"><div class="t m0 x2b h2f y849 ff1 fs5 fc4 sc0 ls0 ws0">Stan na: </div></div><div class="c x19 y11e w92 ha9"><div class="t m0 x32 h2f y7b2 ff1 fs5 fc4 sc0 ls0 ws0">wzrost o 1% </div></div><div class="c x124 y11e w93 ha9"><div class="t m0 x10e h2f y7b2 ff1 fs5 fc4 sc0 ls0 ws0">spadek o 1<span class="_ _0"></span>% </div></div><div class="c x123 y11e w94 ha9"><div class="t m0 x110 h2f y7b2 ff1 fs5 fc4 sc0 ls0 ws0">wzrost o 1% </div></div><div class="c x125 y11e w95 ha9"><div class="t m0 x48 h2f y7b2 ff1 fs5 fc4 sc0 ls0 ws0">spadek o 1<span class="_ _0"></span>% </div></div><div class="c x122 y11e w8f h6d"><div class="t m0 xa h2f y15b ff1 fs5 fc4 sc0 ls0 ws0">31.12.2020 </div></div><div class="c x121 y5a2 w96 h2e"><div class="t m0 x31 h2f y159 ff2 fs5 fc0 sc0 ls0 ws0">Zobowiązania z <span class="_ _0"></span>tytułu pożyczek<span class="_ _0"></span> i </div><div class="t m0 x31 h2f y86 ff2 fs5 fc0 sc0 ls0 ws0">kredytów<span class="ff1"> </span></div></div><div class="c x122 y5a2 w8f h2e"><div class="t m0 x1a h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">183 594 </div></div><div class="c x19 y5a2 w97 h2e"><div class="t m0 x3b h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">-1 487 </div></div><div class="c x124 y5a2 w93 h2e"><div class="t m0 x61 h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">1 487 </div></div><div class="c x123 y5a2 w98 h2e"><div class="t m0 x126 h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">1 836 </div></div><div class="c x125 y5a2 w99 h2e"><div class="t m0 xe h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">-1 836 </div></div><div class="c x121 y7d0 w96 h30"><div class="t m0 x31 h2f y15b ff2 fs5 fc0 sc0 ls0 ws0">Pożyczki udzielone<span class="_ _3"></span><span class="ff1"> </span></div></div><div class="c x122 y7d0 w8f h30"><div class="t m0 x27 h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">  </div></div><div class="c x19 y7d0 w97 h30"><div class="t m0 x55 h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">  </div></div><div class="c x124 y7d0 w93 h30"><div class="t m0 x65 h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">  </div></div><div class="c x123 y7d0 w94 h30"><div class="t m0 x127 h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">  </div></div><div class="c x125 y7d0 w9a h30"><div class="t m0 xbf h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">  </div></div><div class="c x121 y21d w96 h6d"><div class="t m0 x31 h2f y849 ff1 fs5 fc0 sc0 ls0 ws0">Inne aktywa finan<span class="_ _3"></span>s<span class="_ _8"></span>owe </div></div><div class="c x122 y21d w8f h6d"><div class="t m0 x27 h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">  </div></div><div class="c x19 y21d w97 h6d"><div class="t m0 x55 h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">  </div></div><div class="c x124 y21d w93 h6d"><div class="t m0 x65 h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">  </div></div><div class="c x123 y21d w94 h6d"><div class="t m0 x127 h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">  </div></div><div class="c x125 y21d w9a h6d"><div class="t m0 xbf h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">  </div></div><div class="c x121 y1b5 w96 haa"><div class="t m0 x31 h2f y853 ff2 fs5 fc0 sc0 ls0 ws0">Inne zobowiązan<span class="_ _0"></span>ia finansowe<span class="ff1"> </span></div></div><div class="c x122 y1b5 w8f haa"><div class="t m0 x1a h2f y853 ff1 fs5 fc0 sc0 ls0 ws0">175 682 </div></div><div class="c x19 y1b5 w97 haa"><div class="t m0 x3b h2f y853 ff1 fs5 fc0 sc0 ls0 ws0">-1 423 </div></div><div class="c x124 y1b5 w93 haa"><div class="t m0 x61 h2f y853 ff1 fs5 fc0 sc0 ls0 ws0">1 423 </div></div><div class="c x123 y1b5 w94 haa"><div class="t m0 x27 h2f y853 ff1 fs5 fc0 sc0 ls0 ws0">1 757 </div></div><div class="c x125 y1b5 w9a haa"><div class="t m0 x119 h2f y853 ff1 fs5 fc0 sc0 ls0 ws0">- 1 757 </div></div><div class="c x121 y854 w96 h6d"><div class="t m0 x31 h2d y15b ff6 fs5 fc0 sc0 ls0 ws0">Razem </div></div><div class="c x122 y854 w8f h6d"><div class="t m0 x1a h2d y86 ff6 fs5 fc0 sc0 ls0 ws0">359 276 </div></div><div class="c x19 y854 w97 h6d"><div class="t m0 x3b h2d y86 ff6 fs5 fc0 sc0 ls0 ws0">-2 910 </div></div><div class="c x124 y854 w93 h6d"><div class="t m0 x61 h2d y86 ff6 fs5 fc0 sc0 ls0 ws0">2 910 </div></div><div class="c x123 y854 w94 h6d"><div class="t m0 x27 h2d y86 ff6 fs5 fc0 sc0 ls0 ws0">3 593 </div></div><div class="c x125 y854 w9a h6d"><div class="t m0 xe h2d y86 ff6 fs5 fc0 sc0 ls0 ws0">-3 593 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 hc y855 ff6 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h35 y856 ff6 fs1 fc0 sc0 ls0 ws0">Ryzyko <span class="ff5">zmiany ku<span class="_ _3"></span>rsów walut<span class="ff6"> </span></span></div><div class="t m0 x2 h8 y857 ff1 fs3 fc0 sc0 lse ws0">W <span class="_ _f"></span><span class="ls0">Grupie <span class="_ _f"></span>MIRBUD <span class="_ _f"></span>jedynie<span class="_ _8"></span> <span class="_ _f"></span>MIRBUD <span class="_ _f"></span>S.A. <span class="_ _f"></span>generuje <span class="_ _f"></span>przy<span class="_ _8"></span>chody <span class="_ _f"></span>w <span class="_ _f"></span>walucie <span class="_ _f"></span>obcej. <span class="_ _f"></span>W <span class="_ _6"></span><span class="ff2">pierwszej <span class="_ _f"></span>połowie </span></span></div><div class="t m0 x2 h8 y858 ff1 fs3 fc0 sc0 ls11 ws0">20<span class="ls0">21<span class="ff2">r <span class="_ _f"></span>Spółka <span class="_ _f"></span>MIR<span class="_ _8"></span>BUD <span class="_ _f"></span>S.A. <span class="_ _f"></span>genero<span class="_ _8"></span>wała <span class="_ _f"></span>ponad <span class="_ _6"></span></span>19% <span class="_ _f"></span><span class="ff2">przychodów <span class="_ _f"></span>w <span class="_ _f"></span>waluc<span class="_ _8"></span>ie <span class="_ _f"></span>euro <span class="_ _f"></span>i <span class="_ _f"></span>była <span class="_ _f"></span>narażona <span class="_ _6"></span>na </span></span></div><div class="t m0 x2 h8 y859 ff2 fs3 fc0 sc0 ls0 ws0">ryzyko <span class="_ _f"></span>kursowe, <span class="_ _f"></span>co <span class="_ _f"></span>mogło <span class="_ _f"></span>obniżyć <span class="_ _f"></span>efektywność <span class="_ _f"></span>realizowanych <span class="_ _f"></span>kontraktów<span class="_ _8"></span> <span class="_ _f"></span>budowlanych <span class="_ _f"></span>i <span class="_ _f"></span>może <span class="_ _f"></span>mieć </div><div class="t m0 x2 h8 y138 ff2 fs3 fc0 sc0 ls0 ws0">wpływ <span class="_ _8"></span>n<span class="_ _8"></span>a <span class="_ _8"></span>wielkość<span class="_ _8"></span> <span class="_ _8"></span>przy<span class="_ _8"></span>chodów <span class="_ _8"></span>i <span class="_ _c"></span>zysków. <span class="_ _c"></span>Chcąc <span class="_ _c"></span>zmini<span class="_ _8"></span>malizować <span class="_ _8"></span>ry<span class="_ _8"></span>zyko <span class="_ _c"></span>kursowe <span class="_ _c"></span>Spółka <span class="_ _8"></span>z<span class="_ _8"></span>abezpiecza </div><div class="t m0 x2 h8 y83c ff1 fs3 fc0 sc0 ls0 ws0">poziom <span class="_ _c"></span>kursu <span class="_ _c"></span>walutow<span class="_ _8"></span>eg<span class="ff2">o <span class="_ _c"></span>zawieraj<span class="_ _8"></span>ąc <span class="_ _c"></span>transakcje <span class="_ _c"></span>typu <span class="_ _f"></span>FORWARD.<span class="_ _8"></span></span> <span class="_ _c"></span><span class="lse">W <span class="_ _c"></span></span><span class="ff2">pierwszej<span class="_ _8"></span> <span class="_ _c"></span>połowie <span class="_ _c"></span></span><span class="ls9">20</span>21 <span class="_ _c"></span>Em<span class="_ _8"></span>itent </div><div class="t m0 x2 h8 y85a ff2 fs3 fc0 sc0 ls0 ws0">zabezpieczał średn<span class="_ _8"></span>io <span class="ff1">ok. 50% prz<span class="_ _8"></span>ychodu walutowego<span class="_ _8"></span> transakcj<span class="_ _8"></span>ami terminowymi <span class="_ _8"></span></span>sprzedaży wal<span class="_ _8"></span>ut.<span class="ff1"> </span></div><div class="t m0 x2 hb y85b ff6 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y589 w9b hab"><div class="t m0 x30 h2f y85c ff2 fs5 fc4 sc0 ls0 ws0">Pozycje narażone na<span class="_ _3"></span> zmianę kursów walut<span class="ff1"> </span></div></div><div class="c x19 y74c w9c h1e"><div class="t m0 x65 h2f y118 ff1 fs5 fc4 sc0 ls0 ws0">EUR </div></div><div class="c x11b y74c w9d h1e"><div class="t m0 x1c h2f y118 ff1 fs5 fc4 sc0 ls0 ws0">USD </div></div><div class="c x19 y679 w9e h1e"><div class="t m0 x6c h2f y118 ff1 fs5 fc4 sc0 ls0 ws0">Stan na: </div></div><div class="c x128 y679 w9f h1e"><div class="t m0 x1a h2f y118 ff1 fs5 fc4 sc0 ls0 ws0">Stan na: </div></div><div class="c x11b y679 wa0 h1e"><div class="t m0 x6c h2f y118 ff1 fs5 fc4 sc0 ls0 ws0">Stan na: </div></div><div class="c x129 y679 w93 h1e"><div class="t m0 x34 h2f y118 ff1 fs5 fc4 sc0 ls0 ws0">Stan na: </div></div><div class="c x19 y589 w9e h1e"><div class="t m0 x10f h2f y118 ff1 fs5 fc4 sc0 ls0 ws0">31.<span class="ls16">12</span>.2021 </div></div><div class="c x128 y589 w9f h1e"><div class="t m0 x33 h2f y118 ff1 fs5 fc4 sc0 ls0 ws0">31.12.20<span class="ls16">20</span> </div></div><div class="c x11b y589 wa0 h1e"><div class="t m0 x10f h2f y118 ff1 fs5 fc4 sc0 ls0 ws0">31.12.2021 </div></div><div class="c x129 y589 w93 h1e"><div class="t m0 x12a h2f y118 ff1 fs5 fc4 sc0 ls0 ws0">31.12.20<span class="ls16">20</span> </div></div><div class="c x2 y85d wa1 h1e"><div class="t m0 x31 h2f y118 ff2 fs5 fc0 sc0 ls0 ws0">Zobowiązania z <span class="_ _0"></span>tytułu pożyczek<span class="_ _0"></span> i kredytów<span class="ff1"> </span></div></div><div class="c x12b y85d wa2 h1e"><div class="t m0 x61 h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">1 388 </div></div><div class="c xfe y85d wa3 h1e"><div class="t m0 x126 h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">1 528 </div></div><div class="c x11e y85d wa2 h1e"><div class="t m0 x8a h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">  </div></div><div class="c x12c y85d wa4 h1e"><div class="t m0 x65 h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">  </div></div><div class="c x2 y804 wa1 h1e"><div class="t m0 x31 h2f y118 ff2 fs5 fc0 sc0 ls0 ws0">Pożyczki udzielone<span class="_ _3"></span><span class="ff1"> </span></div></div><div class="c x12b y804 wa2 h1e"><div class="t m0 x8a h2f y86 ff1 fs5 fc13 sc0 ls0 ws0"> <span class="fc0"> </span></div></div><div class="c xfe y804 wa3 h1e"><div class="t m0 x12d h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">  </div></div><div class="c x11e y804 wa2 h1e"><div class="t m0 x8a h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">  </div></div><div class="c x12c y804 wa4 h1e"><div class="t m0 x65 h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">  </div></div><div class="c x2 y72a wa1 hac"><div class="t m0 x31 h2f y85e ff2 fs5 fc0 sc0 ls0 ws0">Należności handlowe<span class="_ _0"></span> i pozos<span class="_ _0"></span>tałe<span class="ff1"> </span></div></div><div class="c x12b y72a wa2 hac"><div class="t m0 x72 h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">48 128 </div></div><div class="c xfe y72a wa3 hac"><div class="t m0 x126 h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">6 248 </div></div><div class="c x11e y72a wa2 hac"><div class="t m0 x8a h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">  </div></div><div class="c x12c y72a wa4 hac"><div class="t m0 x65 h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">  </div></div><div class="c x2 y655 wa1 h1e"><div class="t m0 x31 h2f y118 ff2 fs5 fc0 sc0 ls0 ws0">Zobowiązania hand<span class="_ _0"></span>lowe i pozo<span class="_ _0"></span>stałe<span class="ff1"> </span></div></div><div class="c x12b y655 wa2 h1e"><div class="t m0 x8a h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">  </div></div><div class="c xfe y655 wa3 h1e"><div class="t m0 x12d h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">  </div></div><div class="c x11e y655 wa2 h1e"><div class="t m0 x8a h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">  </div></div><div class="c x12c y655 wa4 h1e"><div class="t m0 x65 h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">  </div></div><div class="c x2 y807 wa1 h1e"><div class="t m0 x31 h2f y118 ff2 fs5 fc0 sc0 ls0 ws0">Środki pieniężne<span class="_ _0"></span><span class="ff1"> </span></div></div><div class="c x12b y807 wa2 h1e"><div class="t m0 x61 h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">5 538 </div></div><div class="c xfe y807 wa3 h1e"><div class="t m0 x126 h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">3 127 </div></div><div class="c x11e y807 wa2 h1e"><div class="t m0 x8a h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">  </div></div><div class="c x12c y807 wa4 h1e"><div class="t m0 x65 h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">  </div></div><div class="c x2 y85f wa1 h1e"><div class="t m0 x31 h2f y118 ff1 fs5 fc0 sc0 ls0 ws0">Inne aktywa finan<span class="_ _3"></span>s<span class="_ _8"></span>owe </div></div><div class="c x12b y85f wa2 h1e"><div class="t m0 x8a h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">  </div></div><div class="c xfe y85f wa3 h1e"><div class="t m0 x12d h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">  </div></div><div class="c x11e y85f wa2 h1e"><div class="t m0 x8a h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">  </div></div><div class="c x12c y85f wa4 h1e"><div class="t m0 x65 h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">  </div></div><div class="c x2 y860 wa1 h1e"><div class="t m0 x31 h2d y118 ff6 fs5 fc0 sc0 ls0 ws0">Razem </div></div><div class="c x12b y860 wa2 h1e"><div class="t m0 x72 h2d y86 ff6 fs5 fc0 sc0 ls0 ws0">55 054 </div></div><div class="c xfe y860 wa3 h1e"><div class="t m0 x73 h2d y86 ff6 fs5 fc0 sc0 ls0 ws0">10 903 </div></div><div class="c x11e y860 wa2 h1e"><div class="t m0 x8a h2d y86 ff6 fs5 fc0 sc0 ls0 ws0">  </div></div><div class="c x12c y860 wa4 h1e"><div class="t m0 x65 h2d y86 ff6 fs5 fc0 sc0 ls0 ws0">  </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 hc y861 ff6 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hc y20d ff6 fs4 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf48" class="pf w0 h0" ><div class="pc pc48 w0 h0"><img class="bi x12e y2a wa5 h5" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x5 h6 y2b ff4 fs2 fc2 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI GRUPY KAPITAŁOWEJ <span class="ff3">MIRBUD ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc3"> </span></span></div><div class="t m0 x6 h4 y2c ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y2d w4 ha"><div class="t m0 x113 h8 y85 ff2 fs3 fc2 sc0 ls0 ws0">Grupa Kapitałowa MIR<span class="_ _8"></span>BUD<span class="ff1"> <span class="ls6">| <span class="_ _8"></span></span>4.11 Czynniki ryzy<span class="_ _8"></span>ka </span></div></div><div class="c x9 y2d w5 ha"><div class="t m0 xa h4 y86 ff3 fs1 fc4 sc0 ls3 ws0">72<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h4 y31 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hc ya3 ff6 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h35 y3bd ff6 fs1 fc0 sc0 ls0 ws0">Ryzyko zmiany <span class="ff5">ku<span class="_ _0"></span>rsów walut<span class="ff6"> - <span class="ffb">wraż<span class="_ _3"></span>l<span class="_ _8"></span>iwość na <span class="_ _0"></span>zmiany<span class="ffc"> </span></span></span></span></div><div class="t m0 x2 h8 y862 ff2 fs3 fc0 sc0 ls0 ws0">W <span class="_ _7"> </span>celu <span class="_ _2a"> </span>przeprowadzen<span class="_ _8"></span>ia <span class="_ _7"> </span>analizy <span class="_ _2a"> </span>wrażliwości<span class="_ _8"></span> <span class="_ _7"> </span>na <span class="_ _7"> </span>z<span class="_ _8"></span>miany <span class="_ _7"> </span>kursów <span class="_ _2a"> </span>walut, <span class="_ _2a"> </span>na <span class="_ _2a"> </span>podstawie <span class="_ _7"> </span>hist<span class="_ _8"></span>orycznyc<span class="_ _8"></span>h </div><div class="t m0 x2 h8 y863 ff2 fs3 fc0 sc0 ls0 ws0">zmian <span class="_ _7"> </span>wartości <span class="_ _2a"> </span>oraz <span class="_ _2a"> </span>na <span class="_ _7"> </span>pods<span class="_ _8"></span>tawie <span class="_ _7"> </span>wiedz<span class="_ _8"></span>y <span class="_ _7"> </span>i <span class="_ _2a"> </span>doświa<span class="_ _8"></span>dczenia <span class="_ _2a"> </span>Spółki <span class="_ _7"> </span>w <span class="_ _2a"> </span>zakresie <span class="_ _7"> </span>r<span class="_ _8"></span>ynków <span class="_ _7"> </span>fi<span class="_ _8"></span>nansowych, </div><div class="t m0 x2 h8 y864 ff2 fs3 fc0 sc0 ls0 ws0">zmiany <span class="_ _3"></span>kurs<span class="_ _8"></span>ów <span class="_ _3"></span>wa<span class="_ _8"></span>lut, <span class="_ _3"></span>które są <span class="_ _3"></span>„realnie mo<span class="_ _0"></span>żliwe”, oszacowane <span class="_ _3"></span>z<span class="_ _8"></span>ostały <span class="_ _3"></span>na poziomie <span class="ff1">-</span>10%/+10% <span class="_ _3"></span>na dzień </div><div class="t m0 x2 h8 y82f ff1 fs3 fc0 sc0 ls0 ws0">30 czerwca <span class="ls11">20<span class="_ _8"></span></span>21 <span class="ff2">roku oraz na dz<span class="_ _8"></span>ień 31 grudnia 20<span class="_ _8"></span></span><span class="ls9">20</span> roku.  </div><div class="t m0 x2 h8 y865 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y866 ff2 fs3 fc0 sc0 ls0 ws0">Poniższa <span class="_ _2a"> </span>tabela <span class="_ _2a"> </span>prz<span class="_ _8"></span>edstawia <span class="_ _21"> </span>wrażliwość<span class="_ _8"></span> <span class="_ _2a"> </span>wyniku <span class="_ _2a"> </span>fin<span class="_ _8"></span>ansowego <span class="_ _2a"> </span>netto <span class="_ _2a"> </span>n<span class="_ _8"></span>a <span class="_ _2a"> </span>racjonaln<span class="_ _8"></span>ie <span class="_ _7"> </span>m<span class="_ _8"></span>ożliwe <span class="_ _2a"> </span>zmiany </div><div class="t m0 x2 h8 y867 ff2 fs3 fc0 sc0 ls0 ws0">kursów walutowych prz<span class="_ _8"></span>y założeniu niez<span class="_ _8"></span>miennych innyc<span class="_ _8"></span>h czynników<span class="_ _8"></span><span class="ff1">. </span></div><div class="t m0 x2 h9 y868 ff1 fs4 fc0 sc0 ls0 ws0"> </div></div><div class="c x7 y869 wa6 had"><div class="t m0 xa h2f y86a ff2 fs5 fc4 sc0 ls0 ws0">Analiza wrażliwo<span class="_ _3"></span>ści <span class="_ _8"></span>pozycji na<span class="_ _0"></span>rażonych<span class="_ _0"></span> </div><div class="t m0 x48 h2f yc1 ff2 fs5 fc4 sc0 ls0 ws0">na zmianę kursów<span class="_ _0"></span> walut (eur<span class="_ _0"></span>o)<span class="ff1"> </span></div><div class="t m0 xa5 h2f y7bf ff1 fs5 fc4 sc0 ls0 ws0"> </div></div><div class="c xe9 y62 wa7 hae"><div class="t m0 x31 h2f ycd ff1 fs5 fc4 sc0 ls0 ws0">  </div></div><div class="c xf1 y62 wa8 hae"><div class="t m0 x33 h2f ycd ff2 fs5 fc4 sc0 ls0 ws0">Wpływ na zysk<span class="_ _0"></span>/(stratę netto)<span class="ff1"> </span></div></div><div class="c x12f y62 wa9 hae"><div class="t m0 x12a h2f ycd ff2 fs5 fc4 sc0 ls0 ws0">Wpływ na sumę bila<span class="_ _0"></span>nsową<span class="ff1"> </span></div></div><div class="c xe9 y86b wa7 haf"><div class="t m0 x54 h2f y86c ff1 fs5 fc4 sc0 ls0 ws0">Stan na: </div></div><div class="c xf1 y869 waa hb0"><div class="t m0 x32 h2f y86d ff1 fs5 fc4 sc0 ls0 ws0">wzrost o 10% </div></div><div class="c x130 y869 wa2 hb0"><div class="t m0 x3f h2f y86d ff1 fs5 fc4 sc0 ls0 ws0">spadek o 10% </div></div><div class="c x12f y869 waa hb0"><div class="t m0 x32 h2f y86d ff1 fs5 fc4 sc0 ls0 ws0">wzrost o 10%<span class="_ _0"></span> </div></div><div class="c xec y869 wab hb0"><div class="t m0 x10e h2f y86e ff1 fs5 fc4 sc0 ls0 ws0">spadek o </div><div class="t m0 x34 h2f y80d ff1 fs5 fc4 sc0 ls16 ws0">10%<span class="ls0"> </span></div></div><div class="c xe9 y869 wa7 hae"><div class="t m0 x32 h2f ycd ff1 fs5 fc4 sc0 ls0 ws0">31.<span class="ls16">12</span>.2021 </div></div><div class="c x7 y86f wac h2e"><div class="t m0 x31 h2f y159 ff2 fs5 fc0 sc0 ls0 ws0">Zobowiązania z <span class="_ _0"></span>tytułu pożyczek<span class="_ _0"></span> i </div><div class="t m0 x31 h2f y86 ff2 fs5 fc0 sc0 ls0 ws0">kredytów<span class="ff1"> </span></div></div><div class="c xe9 y86f wad h2e"><div class="t m0 x3b h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">1 388 </div></div><div class="c xf1 y86f wae h2e"><div class="t m0 x23 h2f y86 ff1 fs5 fc0 sc0 ls16 ws0">112<span class="ls0"> </span></div></div><div class="c x130 y86f waf h2e"><div class="t m0 x131 h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">-<span class="ls16">112</span> </div></div><div class="c x12f y86f wae h2e"><div class="t m0 x23 h2f y86 ff1 fs5 fc0 sc0 ls16 ws0">139<span class="ls0"> </span></div></div><div class="c xec y86f wb0 h2e"><div class="t m0 x44 h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">-<span class="ls16">139</span> </div></div><div class="c x7 y870 wac hb1"><div class="t m0 x31 h2f y84b ff2 fs5 fc0 sc0 ls0 ws0">Pożyczki udzielone<span class="_ _3"></span><span class="ff1"> </span></div></div><div class="c xe9 y870 wad hb1"><div class="t m0 x102 h2f y86 ff1 fs5 fc13 sc0 ls0 ws0"> <span class="fc0"> </span></div></div><div class="c xf1 y870 wae hb1"><div class="t m0 x9d h2f y86 ff1 fs5 fc13 sc0 ls0 ws0"> <span class="fc0"> </span></div></div><div class="c x130 y870 waf hb1"><div class="t m0 x8a h2f y86 ff1 fs5 fc13 sc0 ls0 ws0"> <span class="fc0"> </span></div></div><div class="c x12f y870 wae hb1"><div class="t m0 x9d h2f y86 ff1 fs5 fc13 sc0 ls0 ws0"> <span class="fc0"> </span></div></div><div class="c xec y870 wb0 hb1"><div class="t m0 x64 h2f y86 ff1 fs5 fc13 sc0 ls0 ws0"> <span class="fc0"> </span></div></div><div class="c x7 y33e wac hb1"><div class="t m0 x31 h2f y84b ff2 fs5 fc0 sc0 ls0 ws0">Należności handlowe<span class="_ _0"></span> i pozos<span class="_ _0"></span>tałe<span class="ff1"> </span></div></div><div class="c xe9 y33e wad hb1"><div class="t m0 x6e h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">48 128 </div></div><div class="c xf1 y33e wae hb1"><div class="t m0 x50 h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">3 898 </div></div><div class="c x130 y33e waf hb1"><div class="t m0 x4d h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">-3 898 </div></div><div class="c x12f y33e wae hb1"><div class="t m0 x50 h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">4 813 </div></div><div class="c xec y33e wb0 hb1"><div class="t m0 x115 h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">-4 813 </div></div><div class="c x7 y871 wac hb2"><div class="t m0 x31 h2f y84b ff2 fs5 fc0 sc0 ls0 ws0">Zobowiązania hand<span class="_ _0"></span>lowe i pozo<span class="_ _0"></span>stałe<span class="ff1"> </span></div></div><div class="c xe9 y871 wad hb2"><div class="t m0 x102 h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">  </div></div><div class="c xf1 y871 wae hb2"><div class="t m0 x9d h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">  </div></div><div class="c x130 y871 waf hb2"><div class="t m0 x8a h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">  </div></div><div class="c x12f y871 wae hb2"><div class="t m0 x9d h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">  </div></div><div class="c xec y871 wb0 hb2"><div class="t m0 x64 h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">  </div></div><div class="c x7 y872 wac hb2"><div class="t m0 x31 h2f y84b ff2 fs5 fc0 sc0 ls0 ws0">Środki pieniężne<span class="_ _0"></span><span class="ff1"> </span></div></div><div class="c xe9 y872 wad hb2"><div class="t m0 x3b h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">5 538 </div></div><div class="c xf1 y872 wae hb2"><div class="t m0 x23 h2f y86 ff1 fs5 fc0 sc0 ls16 ws0">449<span class="ls0"> </span></div></div><div class="c x130 y872 waf hb2"><div class="t m0 x131 h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">-<span class="ls16">449</span> </div></div><div class="c x12f y872 wae hb2"><div class="t m0 x23 h2f y86 ff1 fs5 fc0 sc0 ls16 ws0">554<span class="ls0"> </span></div></div><div class="c xec y872 wb0 hb2"><div class="t m0 x44 h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">-<span class="ls16">554</span> </div></div><div class="c x7 y2a2 wac hb3"><div class="t m0 x31 h2f ycd ff1 fs5 fc0 sc0 ls0 ws0">Inne aktywa finan<span class="_ _3"></span>s<span class="_ _8"></span>owe </div></div><div class="c xe9 y2a2 wad hb3"><div class="t m0 x102 h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">  </div></div><div class="c xf1 y2a2 wae hb3"><div class="t m0 x9d h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">  </div></div><div class="c x130 y2a2 waf hb3"><div class="t m0 x8a h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">  </div></div><div class="c x12f y2a2 wae hb3"><div class="t m0 x9d h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">  </div></div><div class="c xec y2a2 wb0 hb3"><div class="t m0 x64 h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">  </div></div><div class="c x7 y873 wac hb3"><div class="t m0 x31 h2d ycd ff6 fs5 fc0 sc0 ls0 ws0">Razem </div></div><div class="c xe9 y873 wad hb3"><div class="t m0 x6e h2d y86 ff6 fs5 fc0 sc0 ls0 ws0">55 054 </div></div><div class="c xf1 y873 wae hb3"><div class="t m0 x50 h2d y86 ff6 fs5 fc0 sc0 ls0 ws0">4 459 </div></div><div class="c x130 y873 waf hb3"><div class="t m0 x4d h2d y86 ff6 fs5 fc0 sc0 ls0 ws0">-4 459 </div></div><div class="c x12f y873 wae hb3"><div class="t m0 x50 h2d y86 ff6 fs5 fc0 sc0 ls0 ws0">5 505 </div></div><div class="c xec y873 wb0 hb3"><div class="t m0 x115 h2d y86 ff6 fs5 fc0 sc0 ls0 ws0">-5 505 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h9 y874 ff1 fs4 fc0 sc0 ls0 ws0"> </div></div><div class="c x132 y875 wb1 hb4"><div class="t m0 x3e h2f y876 ff2 fs5 fc4 sc0 ls0 ws0">Analiza wrażliwo<span class="_ _3"></span>ści <span class="_ _8"></span>pozycji na<span class="_ _0"></span>rażonych<span class="_ _0"></span> </div><div class="t m0 x57 h2f y877 ff2 fs5 fc4 sc0 ls0 ws0">na zmianę kursów<span class="_ _0"></span> walut (eur<span class="_ _0"></span>o)<span class="ff1"> </span></div></div><div class="c x133 y4a0 wb2 hb5"><div class="t m0 x31 h2f y878 ff1 fs5 fc4 sc0 ls0 ws0">  </div></div><div class="c xf1 y4a0 wb3 hb5"><div class="t m0 x54 h2f y878 ff2 fs5 fc4 sc0 ls0 ws0">Wpływ na zysk/(s<span class="_ _0"></span>tratę netto)<span class="ff1"> </span></div></div><div class="c x77 y4a0 wb4 hb5"><div class="t m0 x29 h2f y878 ff2 fs5 fc4 sc0 ls0 ws0">Wpływ na sumę bila<span class="_ _0"></span>nsową<span class="ff1"> </span></div></div><div class="c x133 y879 wb2 h4e"><div class="t m0 x54 h2f y853 ff1 fs5 fc4 sc0 ls0 ws0">Stan na: </div></div><div class="c xf1 y875 w9f hb6"><div class="t m0 x10f h2f y5f4 ff1 fs5 fc4 sc0 ls0 ws0">wzrost o 10% </div></div><div class="c x130 y875 wa0 hb6"><div class="t m0 xa h2f y5f4 ff1 fs5 fc4 sc0 ls0 ws0">spadek o 10% </div></div><div class="c x77 y875 w9f hb6"><div class="t m0 x10f h2f y5f4 ff1 fs5 fc4 sc0 ls0 ws0">wzrost o 10% </div></div><div class="c x9 y875 wb5 hb6"><div class="t m0 x6b h2f y87a ff1 fs5 fc4 sc0 ls0 ws0">spadek o </div><div class="t m0 x34 h2f y711 ff1 fs5 fc4 sc0 ls16 ws0">10%<span class="ls0"> </span></div></div><div class="c x133 y875 wb2 h4e"><div class="t m0 x10f h2f y878 ff1 fs5 fc4 sc0 ls0 ws0">31.12.2020 </div></div><div class="c x132 y4be wb6 h2e"><div class="t m0 x31 h2f y159 ff2 fs5 fc0 sc0 ls0 ws0">Zobowiązania z <span class="_ _0"></span>tytułu pożyczek<span class="_ _0"></span> i </div><div class="t m0 x31 h2f y86 ff2 fs5 fc0 sc0 ls0 ws0">kredytów<span class="ff1"> </span></div></div><div class="c x133 y4be wb7 h2e"><div class="t m0 x3b h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">1 528 </div></div><div class="c xf1 y4be wa3 h2e"><div class="t m0 x23 h2f y86 ff1 fs5 fc0 sc0 ls16 ws0">124<span class="ls0"> </span></div></div><div class="c x130 y4be wb8 h2e"><div class="t m0 x131 h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">-<span class="ls16">124</span> </div></div><div class="c x77 y4be wa3 h2e"><div class="t m0 x11f h2f y86 ff1 fs5 fc0 sc0 ls16 ws0">153<span class="ls0"> </span></div></div><div class="c x9 y4be wb5 h2e"><div class="t m0 x44 h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">-<span class="ls16">153</span> </div></div><div class="c x132 y87b wb6 h6d"><div class="t m0 x31 h2f y15b ff2 fs5 fc0 sc0 ls0 ws0">Pożyczki udzielone<span class="_ _3"></span><span class="ff1"> </span></div></div><div class="c x133 y87b wb7 h6d"><div class="t m0 x102 h2f y86 ff1 fs5 fc13 sc0 ls0 ws0"> <span class="fc0"> </span></div></div><div class="c xf1 y87b wa3 h6d"><div class="t m0 x12d h2f y86 ff1 fs5 fc13 sc0 ls0 ws0"> <span class="fc0"> </span></div></div><div class="c x130 y87b wb8 h6d"><div class="t m0 x8a h2f y86 ff1 fs5 fc13 sc0 ls0 ws0"> <span class="fc0"> </span></div></div><div class="c x77 y87b wa3 h6d"><div class="t m0 x12d h2f y86 ff1 fs5 fc13 sc0 ls0 ws0"> <span class="fc0"> </span></div></div><div class="c x9 y87b wb5 h6d"><div class="t m0 x64 h2f y86 ff1 fs5 fc13 sc0 ls0 ws0"> <span class="fc0"> </span></div></div><div class="c x132 y87c wb6 h30"><div class="t m0 x31 h2f y15b ff2 fs5 fc0 sc0 ls0 ws0">Należności handlowe<span class="_ _0"></span> i pozostałe<span class="_ _3"></span><span class="ff1"> </span></div></div><div class="c x133 y87c wb7 h30"><div class="t m0 x3b h2f y214 ff1 fs5 fc0 sc0 ls0 ws0">6 248 </div></div><div class="c xf1 y87c wa3 h30"><div class="t m0 x23 h2f y214 ff1 fs5 fc0 sc0 ls16 ws0">506<span class="ls0"> </span></div></div><div class="c x130 y87c wb8 h30"><div class="t m0 x131 h2f y214 ff1 fs5 fc0 sc0 ls0 ws0">-<span class="ls16">506</span> </div></div><div class="c x77 y87c wa3 h30"><div class="t m0 x11f h2f y214 ff1 fs5 fc0 sc0 ls16 ws0">625<span class="ls0"> </span></div></div><div class="c x9 y87c wb5 h30"><div class="t m0 x44 h2f y214 ff1 fs5 fc0 sc0 ls0 ws0">-<span class="ls16">625</span> </div></div><div class="c x132 y87d wb6 h30"><div class="t m0 x31 h2f y15b ff2 fs5 fc0 sc0 ls0 ws0">Zobowiązania hand<span class="_ _0"></span>lowe i pozo<span class="_ _0"></span>stałe<span class="ff1"> </span></div></div><div class="c x133 y87d wb7 h30"><div class="t m0 x102 h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">  </div></div><div class="c xf1 y87d wa3 h30"><div class="t m0 x12d h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">  </div></div><div class="c x130 y87d wb8 h30"><div class="t m0 x8a h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">  </div></div><div class="c x77 y87d wa3 h30"><div class="t m0 x12d h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">  </div></div><div class="c x9 y87d wb5 h30"><div class="t m0 x64 h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">  </div></div><div class="c x132 y87e wb6 h30"><div class="t m0 x31 h2f y15b ff2 fs5 fc0 sc0 ls0 ws0">Środki pieniężne<span class="_ _0"></span><span class="ff1"> </span></div></div><div class="c x133 y87e wb7 h30"><div class="t m0 x3b h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">3 127 </div></div><div class="c xf1 y87e wa3 h30"><div class="t m0 x23 h2f y86 ff1 fs5 fc0 sc0 ls16 ws0">253<span class="ls0"> </span></div></div><div class="c x130 y87e wb8 h30"><div class="t m0 x131 h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">-<span class="ls16">253</span> </div></div><div class="c x77 y87e wa3 h30"><div class="t m0 x11f h2f y86 ff1 fs5 fc0 sc0 ls16 ws0">313<span class="ls0"> </span></div></div><div class="c x9 y87e wb5 h30"><div class="t m0 x44 h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">-<span class="ls16">313</span> </div></div><div class="c x132 y87f wb6 h4e"><div class="t m0 x31 h2f y878 ff1 fs5 fc0 sc0 ls0 ws0">Inne aktywa finan<span class="_ _3"></span>s<span class="_ _8"></span>owe </div></div><div class="c x133 y87f wb7 h4e"><div class="t m0 x102 h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">  </div></div><div class="c xf1 y87f wa3 h4e"><div class="t m0 x12d h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">  </div></div><div class="c x130 y87f wb8 h4e"><div class="t m0 x8a h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">  </div></div><div class="c x77 y87f wa3 h4e"><div class="t m0 x12d h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">  </div></div><div class="c x9 y87f wb5 h4e"><div class="t m0 x64 h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">  </div></div><div class="c x132 y880 wb6 hb5"><div class="t m0 x31 h2d y878 ff6 fs5 fc0 sc0 ls0 ws0">Razem </div></div><div class="c x133 y880 wb7 hb5"><div class="t m0 x6e h2d y86 ff6 fs5 fc0 sc0 ls0 ws0">10 903 </div></div><div class="c xf1 y880 wa3 hb5"><div class="t m0 x23 h2d y86 ff6 fs5 fc0 sc0 ls16 ws0">883<span class="ls0"> </span></div></div><div class="c x130 y880 wb8 hb5"><div class="t m0 x131 h2d y86 ff6 fs5 fc0 sc0 ls0 ws0">-<span class="ls16">883</span> </div></div><div class="c x77 y880 wa3 hb5"><div class="t m0 x126 h2d y86 ff6 fs5 fc0 sc0 ls0 ws0">1 090 </div></div><div class="c x9 y880 wb5 hb5"><div class="t m0 x4f h2d y86 ff6 fs5 fc0 sc0 ls0 ws0">-1 090 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h9 y1a8 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y7f ff2 fs3 fc0 sc0 ls0 ws0">Zarząd Emit<span class="_ _8"></span>enta szacuje, ż<span class="_ _8"></span>e <span class="_ _8"></span><span class="ff1 lsf">w <span class="ls0">20<span class="_ _8"></span>22</span></span>r udzia<span class="_ _8"></span>ł przychodów <span class="_ _8"></span>w wa<span class="_ _8"></span>lucie euro <span class="_ _8"></span><span class="ff1">ni<span class="_ _8"></span>e ulegnie <span class="_ _8"></span>zmianie. <span class="_ _8"></span></span>Na dz<span class="_ _8"></span>ień </div><div class="t m0 x2 h8 y2b3 ff1 fs3 fc0 sc0 ls0 ws0">31.<span class="ls9">12</span>.2021r <span class="_ _8"></span><span class="ff2">Emitent <span class="_ _8"></span>miał <span class="_ _8"></span>z<span class="_ _8"></span>abezpieczone <span class="_ _c"></span>przed <span class="_ _8"></span>ryz<span class="_ _8"></span>ykiem <span class="_ _8"></span>kursowym <span class="_ _c"></span>ok. <span class="_ _c"></span></span>15% <span class="_ _c"></span>szacowanego <span class="_ _8"></span>prz<span class="_ _8"></span>ychodu </div><div class="t m0 x2 h9 y2b4 ff1 fs3 fc0 sc0 ls0 ws0">walutowego. <span class="fs4"> </span></div><div class="t m0 x2 h8 y881 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hc y882 ff6 fs4 fc0 sc0 ls0 ws0"> - <span class="_ _2"></span><span class="ff5 fs1">związane <span class="_ _3"></span>z <span class="_ _2"></span>ograniczeniam<span class="_ _0"></span>i <span class="_ _3"></span>w <span class="_ _2"></span>polityce <span class="_ _2"></span>kredytowej <span class="_ _3"></span>ban<span class="_ _0"></span>ków, <span class="_ _2"></span>w <span class="_ _3"></span>szczególności <span class="_ _2"></span>w <span class="_ _3"></span>zakresie<span class="_ _3"></span> </span></div><div class="t m0 x2 hc y883 ff5 fs1 fc0 sc0 ls0 ws0">udzielania kredytó<span class="_ _3"></span>w<span class="_ _8"></span> inwestycy<span class="_ _3"></span>j<span class="_ _8"></span>nych i hipotec<span class="_ _3"></span>znych<span class="_ _8"></span><span class="ff6 fs4"> </span></div><div class="t m0 x2 hc y884 ff6 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y79a ff2 fs3 fc0 sc0 ls0 ws0">Obecnie <span class="_ _8"></span>banki <span class="_ _c"></span>w <span class="_ _c"></span>Polsce <span class="_ _c"></span>utrzymują <span class="_ _c"></span>zaostrzoną <span class="_ _c"></span>politykę <span class="_ _c"></span>kredytową <span class="_ _c"></span>zarówno <span class="_ _c"></span>wobec <span class="_ _c"></span>firm <span class="_ _8"></span>działając<span class="_ _8"></span>ych <span class="_ _8"></span>w </div><div class="t m0 x2 h8 y885 ff2 fs3 fc0 sc0 ls0 ws0">sektorze budowlanym, j<span class="_ _8"></span>ak i wobec <span class="_ _8"></span>osób starających si<span class="_ _8"></span>ę o uzyskanie kredytów <span class="_ _8"></span>hipotecznyc<span class="_ _8"></span>h. <span class="_ _8"></span><span class="ff1"> </span></div></div></div><div class="pi" ></div></div><div id="pf49" class="pf w0 h0" ><div class="pc pc49 w0 h0"><img class="bi x4 y2a w3 h5" alt="" src="data:image/png;base64,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"/><div class="c x0 y1 w2 h0"><div class="t m0 x5 h6 y2b ff4 fs2 fc2 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI GRUPY KAPITAŁOWEJ <span class="ff3">MIRBUD ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc3"> </span></span></div><div class="t m0 x6 h4 y2c ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y2d w4 ha"><div class="t m0 x113 h8 y85 ff2 fs3 fc2 sc0 ls0 ws0">Grupa Kapitałowa MIR<span class="_ _8"></span>BUD<span class="ff1"> <span class="ls6">| <span class="_ _8"></span></span>4.11 Czynniki ryzy<span class="_ _8"></span>ka </span></div></div><div class="c x9 y2d w5 ha"><div class="t m0 xa h4 y86 ff3 fs1 fc4 sc0 ls3 ws0">73<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h4 y31 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y18e ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y22f ff2 fs3 fc0 sc0 ls0 ws0">Z  uwagi  na  niestab<span class="_ _8"></span>ilną  sytuację  gospo<span class="_ _8"></span>darczą  będącą  sk<span class="_ _8"></span>utkiem  pandemii<span class="_ _8"></span><span class="ff1">  w<span class="_ _8"></span>irusa  COVID<span class="_ _8"></span>-19  oraz </span></div><div class="t m0 x2 h8 y34 ff2 fs3 fc0 sc0 ls0 ws0">konfliktu w Ukrainie <span class="_ _8"></span>instytucje finansowe d<span class="_ _8"></span>odatkowo zaostrz<span class="_ _8"></span>ają politykę kredytow<span class="_ _8"></span>ą.<span class="_ _c"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 y230 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y231 ff2 fs3 fc0 sc0 ls0 ws0">Spółki <span class="_ _21"> </span>Grupy  Kapitałowej <span class="_ _28"> </span>planując <span class="_ _28"> </span>kolejne <span class="_ _28"> </span>projekty  starają <span class="_ _21"> </span>się <span class="_ _21"> </span>brać<span class="_ _8"></span> <span class="_ _21"> </span>pod  uwagę <span class="_ _21"> </span>sytuację  rynkową </div><div class="t m0 x2 h8 y293 ff1 fs3 fc0 sc0 ls0 ws0">poprzez <span class="_ _12"> </span>dostosowan<span class="_ _8"></span>ie <span class="_ _12"> </span>swojej<span class="_ _8"></span> <span class="_ _12"> </span>oferty <span class="_ _12"> </span>do <span class="_ _12"> </span>przew<span class="_ _8"></span>idywanych <span class="_ _12"> </span>mo<span class="_ _8"></span><span class="ff2">żl<span class="_ _8"></span>iwości <span class="_ _12"> </span>finanso<span class="_ _8"></span>wych <span class="_ _12"> </span>i <span class="_ _12"> </span>kredytowy<span class="_ _8"></span>ch </span></div><div class="t m0 x2 h8 y294 ff2 fs3 fc0 sc0 ls0 ws0">potencjalnych klientów.<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 y295 ff2 fs3 fc0 sc0 ls0 ws0">Wprowadzenie <span class="_ _8"></span>jakichkolw<span class="_ _8"></span>iek <span class="_ _8"></span>ograniczeń <span class="_ _8"></span>w <span class="_ _8"></span>dostępności <span class="_ _8"></span>kredytów <span class="_ _8"></span>może <span class="_ _8"></span>m<span class="_ _8"></span>ieć <span class="_ _8"></span>istotny <span class="_ _8"></span>negatywny <span class="_ _8"></span>wpływ </div><div class="t m0 x2 h8 y296 ff2 fs3 fc0 sc0 ls0 ws0">na funkcjonowanie Sp<span class="_ _8"></span>ółek, ich sytuacj<span class="_ _8"></span>ę finansową i per<span class="_ _8"></span>spektywy rozwoju.<span class="_ _c"></span><span class="ff1"> </span></div><div class="t m0 x2 h35 y886 ff5 fs1 fc0 sc0 ls0 ws0">Ryzyka związane<span class="_ _0"></span> z koniunkturą<span class="_ _0"></span>:<span class="ff6"> </span></div><div class="t m0 x2 h35 y887 ff6 fs1 fc0 sc0 ls0 ws0">- zmiana sytuac<span class="_ _0"></span>ji makroe<span class="_ _0"></span>konomicznej <span class="_ _0"></span>i koniunktury gospo<span class="_ _0"></span>darczej<span class="_ _0"></span> w Polsce </div><div class="t m0 x2 h8 y888 ff2 fs3 fc0 sc0 ls0 ws0">Przychody <span class="_ _3"></span>Spółek <span class="_ _0"></span>z <span class="_ _3"></span>Grupy <span class="_ _0"></span>MIRBUD <span class="_ _3"></span>w <span class="_ _3"></span>c<span class="_ _8"></span>ałości <span class="_ _3"></span>uzysk<span class="_ _8"></span>iwane <span class="_ _3"></span>są <span class="_ _3"></span>z <span class="_ _3"></span>ty<span class="_ _8"></span>tułu <span class="_ _3"></span>prowadzen<span class="_ _8"></span>ia <span class="_ _3"></span>działalności <span class="_ _3"></span>na <span class="_ _0"></span>rynku </div><div class="t m0 x2 h8 y35f ff2 fs3 fc0 sc0 ls0 ws0">polskim. <span class="_ _7"> </span>Dlatego <span class="_ _6"> </span>też <span class="_ _7"> </span>osiągane <span class="_ _7"> </span>wyniki <span class="_ _7"> </span>finansowe <span class="_ _7"> </span>są <span class="_ _6"> </span>u<span class="_ _8"></span>zależnione <span class="_ _7"> </span>od <span class="_ _6"> </span>czy<span class="_ _8"></span>nników <span class="_ _6"> </span>tak<span class="_ _8"></span>ich <span class="_ _6"> </span>jak<span class="_ _8"></span> <span class="_ _6"> </span>stabilność<span class="_ _8"></span> </div><div class="t m0 x2 h8 y889 ff2 fs3 fc0 sc0 ls0 ws0">sytuacji <span class="_ _7"> </span>makroekonomiczn<span class="_ _8"></span>ej <span class="_ _7"> </span>Polski <span class="_ _7"> </span>i <span class="_ _6"> </span>o<span class="_ _8"></span>gólna <span class="_ _7"> </span>koniunktura <span class="_ _7"> </span>gospo<span class="_ _c"></span><span class="ff1">darcza <span class="_ _7"> </span>w <span class="_ _7"> </span>kraju <span class="_ _7"> </span>w <span class="_ _7"> </span>danym <span class="_ _6"> </span>okr<span class="_ _8"></span>esie. <span class="_ _7"> </span>W </span></div><div class="t m0 x2 h8 y88a ff2 fs3 fc0 sc0 ls0 ws0">szczególności kształtowani<span class="_ _8"></span>e się <span class="_ _3"></span>n<span class="_ _8"></span>astępujący<span class="_ _8"></span>ch wskaźników makroekonomicznych i gospodarczyc<span class="_ _8"></span>h ma </div><div class="t m0 x2 h8 y88b ff2 fs3 fc0 sc0 ls0 ws0">lub może <span class="_ _8"></span>mieć w<span class="_ _8"></span>pływ na<span class="_ _8"></span> wy<span class="_ _8"></span>niki finansowe<span class="_ _8"></span> osiągane<span class="_ _8"></span> prz<span class="_ _8"></span>ez Spółki z <span class="_ _8"></span>Grupy <span class="_ _8"></span>i c<span class="_ _8"></span>ałą branżę <span class="_ _8"></span>dewelopers<span class="_ _8"></span>ką: </div><div class="t m0 x2 h8 y88c ff1 fs3 fc0 sc0 ls0 ws0">poziom <span class="_ _2a"> </span>s<span class="_ _8"></span>topy <span class="_ _21"> </span>wzrostu <span class="_ _21"> </span>PKB, <span class="_ _21"> </span>poz<span class="_ _8"></span>iom <span class="_ _21"> </span>stopy <span class="_ _21"> </span>bezroboc<span class="_ _8"></span>ia, <span class="_ _2a"> </span>pozi<span class="_ _8"></span>om <span class="_ _2a"> </span>st<span class="_ _8"></span>opy <span class="_ _2a"> </span>i<span class="_ _8"></span>nflacji, <span class="_ _2a"> </span>p<span class="_ _8"></span>oziom <span class="_ _21"> </span>realnej <span class="_ _21"> </span>stopy<span class="_ _8"></span> </div><div class="t m0 x2 h8 y88d ff2 fs3 fc0 sc0 ls0 ws0">wzrostu <span class="_ _3"></span>wynagrodzeń, <span class="_ _3"></span>poziom <span class="_ _3"></span>inwestyc<span class="_ _8"></span>ji, <span class="_ _2"></span>poz<span class="_ _8"></span>iom <span class="_ _2"></span>z<span class="_ _8"></span>miany <span class="_ _3"></span>dochodów <span class="_ _3"></span>gospodarstw <span class="_ _3"></span>domowy<span class="_ _8"></span>ch, <span class="_ _2"></span>wy<span class="_ _8"></span>sokość </div><div class="t m0 x2 h8 y88e ff2 fs3 fc0 sc0 ls0 ws0">referencyjnych <span class="_ _1e"> </span>stóp<span class="_ _8"></span> <span class="_ _1e"> </span>procentowych <span class="_ _14"> </span>oraz <span class="_ _1e"> </span>kształtowan<span class="_ _8"></span>ie <span class="_ _12"> </span>s<span class="_ _8"></span>ię <span class="_ _1e"> </span>kursów <span class="_ _1e"> </span>wy<span class="_ _8"></span>miany <span class="_ _14"> </span>walut <span class="_ _12"> </span>or<span class="_ _8"></span>az <span class="_ _1e"> </span>deficytu<span class="_ _8"></span> </div><div class="t m0 x2 h8 y88f ff2 fs3 fc0 sc0 ls0 ws0">budże<span class="ff1">towego. <span class="_ _8"></span> </span></div><div class="t m0 x2 h8 y890 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y786 ff2 fs3 fc0 sc0 ls0 ws0">Ewentualne <span class="_ _1e"> </span>negatywne <span class="_ _1e"> </span>zmiany <span class="_ _1e"> </span>w <span class="_ _1e"> </span>stabilności <span class="_ _1e"> </span>sytuacj<span class="_ _8"></span>i <span class="_ _12"> </span>makroekon<span class="_ _8"></span>omicznej <span class="_ _1e"> </span>i <span class="_ _12"> </span>ogó<span class="_ _8"></span>lnej <span class="_ _12"> </span>koniu<span class="_ _8"></span>nktury </div><div class="t m0 x2 h8 y787 ff2 fs3 fc0 sc0 ls0 ws0">gospodarczej <span class="_ _3"></span>Polsk<span class="_ _8"></span>i <span class="_ _3"></span>mogą <span class="_ _3"></span>mieć <span class="_ _3"></span>niekorz<span class="_ _8"></span>ystny <span class="_ _3"></span>wpływ <span class="_ _3"></span>na <span class="_ _3"></span>dzia<span class="_ _8"></span>łalność, <span class="_ _3"></span>sytuacj<span class="_ _8"></span>ę <span class="_ _3"></span>finansową <span class="_ _3"></span>lub <span class="_ _3"></span>perspekty<span class="_ _8"></span>wy </div><div class="t m0 x2 h8 y891 ff2 fs3 fc0 sc0 ls0 ws0">rozwoju Spółek z Grupy.<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h35 y346 ff6 fs1 fc0 sc0 ls0 ws0">- <span class="ff5">w branży budo<span class="_ _0"></span>wlanej<span class="ff6"> </span></span></div><div class="t m0 x2 h8 y892 ff2 fs3 fc0 sc0 ls0 ws0">Działalność <span class="_ _c"></span>S<span class="_ _8"></span>półek <span class="_ _c"></span>z <span class="_ _c"></span>Gru<span class="_ _8"></span>py <span class="_ _c"></span>jest <span class="_ _c"></span>ś<span class="_ _8"></span>ciśle <span class="_ _c"></span>skorelow<span class="_ _8"></span>ana <span class="_ _c"></span>z <span class="_ _c"></span>ogólną <span class="_ _c"></span>s<span class="_ _8"></span>ytuacją <span class="_ _c"></span>gosp<span class="_ _8"></span>odarczą <span class="_ _c"></span>Po<span class="_ _8"></span>lski. <span class="_ _c"></span>Na <span class="_ _c"></span>wy<span class="_ _8"></span>niki </div><div class="t m0 x2 h8 y893 ff2 fs3 fc0 sc0 ls0 ws0">finansowe <span class="_ _8"></span>osiągane<span class="_ _8"></span> prz<span class="_ _8"></span>ez <span class="_ _8"></span>Spółkę <span class="_ _8"></span>najwięks<span class="_ _8"></span>zy <span class="_ _8"></span>wpływ <span class="_ _8"></span>wywiera <span class="_ _8"></span>poziom<span class="_ _8"></span> in<span class="_ _8"></span>westycji <span class="_ _8"></span>w <span class="_ _8"></span>przedsi<span class="_ _8"></span>ębiorstwach, </div><div class="t m0 x2 h8 y894 ff2 fs3 fc0 sc0 ls0 ws0">tempo <span class="_ _c"></span>wzr<span class="_ _8"></span>ostu <span class="_ _c"></span>P<span class="_ _8"></span>KB, <span class="_ _f"></span>poziom <span class="_ _c"></span>inflacji, <span class="_ _f"></span>wartość <span class="_ _f"></span>produkcji <span class="_ _c"></span>b<span class="_ _8"></span>udowlano <span class="_ _6"></span>–<span class="ff1"> <span class="_ _c"></span>mo<span class="_ _8"></span>n</span>tażowej, <span class="_ _f"></span>polityka <span class="_ _c"></span>podatkow<span class="_ _8"></span>a </div><div class="t m0 x2 h8 y895 ff2 fs3 fc0 sc0 ls0 ws0">czy wzrost stóp <span class="_ _3"></span>procentowy<span class="_ _8"></span>ch. Istnieje <span class="_ _0"></span>ryzyko, że negatywne <span class="_ _0"></span>zmiany wyżej wymienionych wskaźników, </div><div class="t m0 x2 h8 y896 ff2 fs3 fc0 sc0 ls0 ws0">szczególnie <span class="_ _2b"> </span>o<span class="_ _8"></span>bniżenie <span class="_ _2b"> </span>si<span class="_ _8"></span>ę <span class="_ _2b"> </span>tem<span class="_ _8"></span>pa <span class="_ _2b"> </span>rozwoj<span class="_ _8"></span>u <span class="_ _2b"> </span>gospo<span class="_ _8"></span>darczego, <span class="_ _2b"> </span>wz<span class="_ _8"></span>rost <span class="_ _13"> </span>poziomu <span class="_ _2b"> </span>i<span class="_ _8"></span>nflacji <span class="_ _2b"> </span>sp<span class="_ _8"></span>owodowany </div><div class="t m0 x2 h8 y268 ff2 fs3 fc0 sc0 ls0 ws0">wzrostem <span class="_ _13"> </span>cen <span class="_ _2b"> </span>m<span class="_ _8"></span>ateriałów <span class="_ _13"> </span>cz<span class="_ _8"></span>y <span class="_ _13"> </span>też <span class="_ _2b"> </span>wz<span class="_ _8"></span>rost <span class="_ _12"> </span>stóp <span class="_ _2b"> </span>proc<span class="_ _8"></span>entowych, <span class="_ _2b"> </span>m<span class="_ _8"></span>ogą <span class="_ _13"> </span>mieć <span class="_ _13"> </span>negatywny <span class="_ _13"> </span>wpływ <span class="_ _13"> </span>na </div><div class="t m0 x2 h8 y897 ff2 fs3 fc0 sc0 ls0 ws0">działalność oraz wynik<span class="_ _8"></span>i Spółek z Grupy. <span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 y898 ff2 fs3 fc0 sc0 ls0 ws0">Aby  minimalizować  w<span class="_ _8"></span>ahania  koniunktury <span class="_ _11"> </span>Em<span class="_ _8"></span>itent  zawiera  d<span class="_ _8"></span>ługoterminowe  ko<span class="_ _8"></span>ntrakty  budowlane  z </div><div class="t m0 x2 h8 y899 ff2 fs3 fc0 sc0 ls0 ws0">Zamawiającymi publiczny<span class="_ _8"></span>mi w zapewniające s<span class="_ _8"></span>tabilne źródła przy<span class="_ _8"></span>chodu w okresie<span class="_ _8"></span><span class="ff1"> <span class="_ _8"></span>2-3 lat.  </span></div><div class="t m0 x2 h35 y89a ff6 fs1 fc0 sc0 ls0 ws0">- <span class="ff5">w branży dewe<span class="_ _3"></span>l<span class="_ _8"></span>operskiej<span class="ff6"> </span></span></div><div class="t m0 x2 h8 y89b ff2 fs3 fc0 sc0 ls0 ws0">Sytuacja <span class="_ _f"></span>panuj<span class="_ _8"></span>ąca <span class="_ _f"></span>na <span class="_ _f"></span>rynk<span class="_ _8"></span>u <span class="_ _f"></span>deweloperów <span class="_ _f"></span>w <span class="_ _6"></span>Polsce <span class="_ _6"></span>w <span class="_ _f"></span>okresie, <span class="_ _f"></span>którego <span class="_ _6"></span>dotyczy <span class="_ _6"></span>to <span class="_ _f"></span>sprawozdanie <span class="_ _f"></span>ma </div><div class="t m0 x2 h8 y89c ff2 fs3 fc0 sc0 ls0 ws0">wpływ  na  działalność  i  wyniki <span class="_ _28"> </span>finansowe<span class="_ _8"></span>  osiągane  przez  Grupę, <span class="_ _28"> </span>przy  czym  należy  pamiętać,  że </div><div class="t m0 x2 h8 y89d ff2 fs3 fc0 sc0 ls0 ws0">koniunktura branży<span class="_ _8"></span> deweloperskiej<span class="_ _8"></span><span class="ff1"> </span>charakteryzuj<span class="_ _8"></span>e się cyklicznością.<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 y3b9 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y3ba ff2 fs3 fc0 sc0 ls0 ws0">Na <span class="_ _8"></span>bardzo <span class="_ _8"></span>d<span class="_ _8"></span>obrą <span class="_ _8"></span>koniunktu<span class="_ _8"></span>rę <span class="_ _8"></span>w <span class="_ _8"></span>bra<span class="_ _8"></span>nży <span class="_ _8"></span>dewelopers<span class="_ _8"></span>kiej <span class="_ _8"></span>wpływ <span class="_ _c"></span>miały <span class="_ _c"></span>niskie <span class="_ _8"></span>stopy <span class="_ _8"></span>p<span class="_ _8"></span>rocentowe <span class="_ _8"></span>kredy<span class="_ _8"></span>tów </div><div class="t m0 x2 h8 y89e ff2 fs3 fc0 sc0 ls0 ws0">hipotecznych. <span class="_ _27"> </span>Obecnie <span class="_ _27"> </span>stopy <span class="_ _27"> </span>procentowe <span class="_ _27"> </span>gwałtownie <span class="_ _27"> </span>rosną. <span class="_ _d"> </span>T<span class="_ _8"></span>owarzys<span class="_ _8"></span>zy <span class="_ _27"> </span>temu <span class="_ _d"> </span>utrzymywanie </div><div class="t m0 x2 h8 y89f ff2 fs3 fc0 sc0 ls0 ws0">zaostrzonej pol<span class="_ _8"></span>ityki wielu banków<span class="_ _8"></span> w z<span class="_ _8"></span>akresie udz<span class="_ _8"></span>ielania kredytów h<span class="_ _8"></span>ipotecznych. <span class="_ _8"></span>T<span class="_ _8"></span>e czynniki powo<span class="_ _8"></span>dują, </div><div class="t m0 x2 h8 y8a0 ff2 fs3 fc0 sc0 ls0 ws0">że <span class="_ _c"></span>wiele <span class="_ _c"></span>osób <span class="_ _c"></span>nie <span class="_ _c"></span>ma <span class="_ _c"></span>z<span class="_ _8"></span>dolności <span class="_ _c"></span>kredytowej<span class="_ _8"></span>. <span class="_ _8"></span>W <span class="_ _c"></span>e<span class="_ _8"></span>fekcie <span class="_ _c"></span>takiego <span class="_ _c"></span>po<span class="_ _8"></span>dejścia <span class="_ _c"></span>wielu <span class="_ _c"></span>p<span class="_ _8"></span>otencjalnych <span class="_ _c"></span>klientów </div><div class="t m0 x2 h8 y8a1 ff2 fs3 fc0 sc0 ls0 ws0">deweloperów <span class="_ _2a"> </span>n<span class="_ _8"></span>ie <span class="_ _7"> </span>j<span class="_ _8"></span>est <span class="_ _2a"> </span>w <span class="_ _2a"> </span>stanie <span class="_ _21"> </span>uzyskać <span class="_ _21"> </span>potrzebnego <span class="_ _2a"> </span>k<span class="_ _8"></span>redytu <span class="_ _2a"> </span>na <span class="_ _2a"> </span>zakup <span class="_ _2a"> </span>mies<span class="_ _8"></span>zkania <span class="_ _2a"> </span>na  rozsądnych </div><div class="t m0 x2 h8 y8a2 ff1 fs3 fc0 sc0 ls0 ws0">warunkach. </div></div></div><div class="pi" ></div></div><div id="pf4a" class="pf w0 h0" ><div class="pc pc4a w0 h0"><img class="bi x4 y2a w3 h5" alt="" src="data:image/png;base64,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class="c x0 y1 w2 h0"><div class="t m0 x5 h6 y2b ff4 fs2 fc2 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI GRUPY KAPITAŁOWEJ <span class="ff3">MIRBUD ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc3"> </span></span></div><div class="t m0 x6 h4 y2c ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y2d w4 ha"><div class="t m0 x113 h8 y85 ff2 fs3 fc2 sc0 ls0 ws0">Grupa Kapitałowa MIR<span class="_ _8"></span>BUD<span class="ff1"> <span class="ls6">| <span class="_ _8"></span></span>4.11 Czynniki ryzy<span class="_ _8"></span>ka </span></div></div><div class="c x9 y2d w5 ha"><div class="t m0 xa h4 y86 ff3 fs1 fc4 sc0 ls3 ws0">74<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h4 y31 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y18e ff2 fs3 fc0 sc0 ls0 ws0">Na <span class="_ _2a"> </span>p<span class="_ _8"></span>oziom <span class="_ _2a"> </span>k<span class="_ _8"></span>oniunktury <span class="_ _21"> </span>w <span class="_ _21"> </span>branży<span class="_ _8"></span> <span class="_ _2a"> </span>dewe<span class="_ _8"></span>loperskiej <span class="_ _21"> </span>wpływ <span class="_ _28"> </span>mają <span class="_ _2a"> </span>k<span class="_ _8"></span>oszty <span class="_ _21"> </span>materiałów <span class="_ _21"> </span>i <span class="_ _21"> </span>pracy <span class="_ _21"> </span>w<span class="_ _8"></span> <span class="_ _2a"> </span>branży<span class="_ _8"></span> </div><div class="t m0 x2 h8 y22f ff2 fs3 fc0 sc0 ls0 ws0">budowlanej. <span class="_ _2a"> </span>Notowany <span class="_ _2a"> </span>w <span class="_ _21"> </span>ostatnim <span class="_ _7"> </span>c<span class="_ _8"></span>zasie <span class="_ _2a"> </span>wzrost <span class="_ _2a"> </span>cen <span class="_ _2a"> </span>materia<span class="_ _8"></span>łów <span class="_ _2a"> </span>oraz <span class="_ _2a"> </span>kosztów <span class="_ _2a"> </span>usługi <span class="_ _2a"> </span>gen<span class="_ _8"></span>eralnego </div><div class="t m0 x2 h8 y34 ff2 fs3 fc0 sc0 ls0 ws0">wykonawstwa <span class="_ _8"></span>może prz<span class="_ _8"></span>ełożyć <span class="_ _8"></span>się na t<span class="_ _8"></span>aki poziom <span class="_ _8"></span>wzr<span class="_ _8"></span>ostu <span class="_ _8"></span>cen miesz<span class="_ _8"></span>kań, że <span class="_ _8"></span>spowoduje t<span class="_ _8"></span>o ochło<span class="_ _8"></span>dzenie </div><div class="t m0 x2 h8 y230 ff1 fs3 fc0 sc0 ls0 ws0">koniunktury na rynku p<span class="_ _8"></span>ierwotnym.<span class="_ _8"></span> </div><div class="t m0 x2 h8 y259 ff2 fs3 fc0 sc0 ls0 ws0">Wystąpienie <span class="_ _6"></span>w <span class="_ _f"></span>przysz<span class="_ _8"></span>łości <span class="_ _f"></span>kr<span class="_ _8"></span>yzysów <span class="_ _f"></span>finansowyc<span class="_ _8"></span>h, <span class="_ _f"></span>go<span class="_ _8"></span>spodarczych, <span class="_ _6"></span>recesji <span class="_ _f"></span>czy<span class="_ _8"></span> <span class="_ _f"></span>okres<span class="_ _8"></span>ów <span class="_ _f"></span>spowolnienia<span class="_ _8"></span> </div><div class="t m0 x2 h8 y232 ff2 fs3 fc0 sc0 ls0 ws0">gospodarczego <span class="_ _f"></span>lub <span class="_ _f"></span>innych <span class="_ _f"></span>czynników <span class="_ _f"></span>negatywnie <span class="_ _f"></span>wpływającyc<span class="_ _8"></span>h <span class="_ _c"></span>na <span class="_ _f"></span>branżę <span class="_ _f"></span>dewelop<span class="_ _8"></span>ersk<span class="_ _8"></span>ą <span class="_ _f"></span>może <span class="_ _f"></span>mieć </div><div class="t m0 x2 h8 y233 ff2 fs3 fc0 sc0 ls0 ws0">istotny, negatywny wp<span class="_ _8"></span>ływ na działalność, wyn<span class="_ _8"></span>iki, sytuac<span class="_ _8"></span>ję finansową lub perspekt<span class="_ _8"></span>ywy rozwoju Gr<span class="_ _8"></span>upy.<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h35 y8a3 ff6 fs1 fc0 sc0 ls0 ws0">- <span class="_ _6"></span><span class="ff5">nabywanie <span class="_ _6"></span>gruntów <span class="_ _6"></span>pod <span class="_ _6"></span>nowe <span class="_ _6"></span>projekty <span class="_ _6"></span>deweloperskie <span class="_ _6"></span>oraz <span class="_ _6"></span>projekty <span class="_ _6"></span>inwesty<span class="_ _0"></span>cji <span class="_ _6"></span>pod </span></div><div class="t m0 x2 h35 y43c ff6 fs1 fc0 sc0 ls0 ws0">wynajem pow<span class="_ _0"></span>ierzchni komercyjne<span class="_ _3"></span>j </div><div class="t m0 x2 h8 yd7 ff2 fs3 fc0 sc0 ls0 ws0">Dalszy <span class="_ _2a"> </span>pomyślny <span class="_ _2a"> </span>rozwój <span class="_ _2a"> </span>d<span class="_ _8"></span>ziałalności <span class="_ _2a"> </span>deweloperskiej <span class="_ _21"> </span>oraz <span class="_ _2a"> </span>budowy <span class="_ _2a"> </span>i <span class="_ _7"> </span>wy<span class="_ _8"></span>najmu <span class="_ _2a"> </span>obiektów <span class="_ _2a"> </span>handlowyc<span class="_ _8"></span>h </div><div class="t m0 x2 h8 yd8 ff2 fs3 fc0 sc0 ls0 ws0">zależy <span class="_ _2a"> </span>od <span class="_ _21"> </span>możliwości <span class="_ _21"> </span>nabywania <span class="_ _21"> </span>działek <span class="_ _21"> </span>w <span class="_ _2a"> </span>atrakc<span class="_ _8"></span>yjnych <span class="_ _2a"> </span>loka<span class="_ _8"></span>lizacjach <span class="_ _21"> </span>i <span class="_ _2a"> </span>w <span class="_ _2a"> </span>c<span class="_ _8"></span>enach <span class="_ _2a"> </span>umoż<span class="_ _8"></span>liwiających </div><div class="t m0 x2 h8 yd9 ff2 fs3 fc0 sc0 ls0 ws0">realizację <span class="_ _f"></span>z<span class="_ _8"></span>adawalających <span class="_ _f"></span>marż<span class="_ _8"></span>. <span class="_ _f"></span>Ze <span class="_ _f"></span>wz<span class="_ _8"></span>ględu <span class="_ _f"></span>na <span class="_ _f"></span>o<span class="_ _8"></span>graniczoną <span class="_ _6"></span>liczbę <span class="_ _f"></span>dostę<span class="_ _8"></span>pnych <span class="_ _f"></span>atrak<span class="_ _8"></span>cyjnych <span class="_ _6"></span>dz<span class="_ _8"></span>iałek </div><div class="t m0 x2 h8 yda ff2 fs3 fc0 sc0 ls0 ws0">posiadających <span class="_ _21"> </span>pożądane <span class="_ _21"> </span>parametry <span class="_ _21"> </span>projektow<span class="_ _8"></span>e, <span class="_ _2a"> </span>Spół<span class="_ _8"></span>ki <span class="_ _2a"> </span>nie <span class="_ _21"> </span>mogą <span class="_ _2a"> </span>z<span class="_ _8"></span>agwarantow<span class="_ _8"></span>ać, <span class="_ _2a"> </span>iż <span class="_ _21"> </span>w <span class="_ _21"> </span>przysz<span class="_ _8"></span>łości </div><div class="t m0 x2 h8 y5bd ff2 fs3 fc0 sc0 ls0 ws0">będzie możliwy <span class="_ _3"></span>zak<span class="_ _8"></span>up odpowiedniej li<span class="_ _0"></span>czby atrakcyjnych działek <span class="_ _3"></span>by<span class="_ _8"></span> <span class="_ _0"></span>zrealizować założone plany <span class="_ _3"></span>rozwoj<span class="_ _8"></span>u.<span class="_ _c"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 y5be ff2 fs3 fc0 sc0 ls0 ws0">Ponadto <span class="_ _0"></span>możliwość <span class="_ _0"></span>nabycia atrakcyjnych <span class="_ _0"></span>działek <span class="_ _3"></span>pod <span class="_ _3"></span>n<span class="_ _8"></span>owe <span class="ff1">projekty <span class="_ _3"></span>dew<span class="_ _8"></span>eloperskie i<span class="_ _0"></span> <span class="_ _3"></span>proj<span class="_ _8"></span>ekty <span class="_ _0"></span>handlowo-</span></div><div class="t m0 x2 h8 y8a4 ff2 fs3 fc0 sc0 ls0 ws0">usługowe jest uwarunko<span class="_ _8"></span>wana sz<span class="_ _8"></span>eregiem czynn<span class="_ _8"></span>ików, takich jak: <span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x36 h8 y41 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">istni<span class="_ _8"></span>enie miejscowyc<span class="_ _8"></span>h planów zagospodar<span class="_ _8"></span>owania przes<span class="_ _8"></span>trzennego, <span class="_ _8"></span></span> </div><div class="t m0 x36 h8 y5a3 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">z<span class="_ _8"></span>dolność sfinansowania za<span class="_ _8"></span>kupu działek i rozpoc<span class="_ _8"></span>zęcia procesu inwesty<span class="_ _8"></span>cji,<span class="_ _8"></span></span> </div><div class="t m0 x36 h8 y6ee ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">moż<span class="_ _8"></span>liwość <span class="_ _14"> </span>uzyskania <span class="_ _14"> </span>wymaganych <span class="_ _14"> </span>pozwoleń <span class="_ _14"> </span>administracyjnych <span class="_ _14"> </span>by <span class="_ _14"> </span>rozpocząć <span class="_ _14"> </span>realizację </span></div><div class="t m0 x25 h8 y8a5 ff2 fs3 fc0 sc0 ls0 ws0">projektów (warunk<span class="_ _8"></span>i zabudowy, zatwierdz<span class="_ _8"></span>enie projektu <span class="_ _8"></span>architektonicznego),<span class="_ _c"></span><span class="ff1"> </span></div><div class="t m0 x36 h8 y71a ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">moż<span class="_ _8"></span>liwość <span class="_ _c"></span>zapewnieni<span class="_ _8"></span>a <span class="_ _c"></span>wymaganego <span class="_ _c"></span>wkładu <span class="_ _c"></span>w<span class="_ _8"></span>łasnego <span class="_ _c"></span>i <span class="_ _c"></span>uzys<span class="_ _8"></span>kania <span class="_ _8"></span>f<span class="_ _8"></span>inansowania<span class="_ _8"></span> <span class="_ _c"></span>bankowego </span></div><div class="t m0 x25 h8 y6f0 ff2 fs3 fc0 sc0 ls0 ws0">na realizację projektów. <span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 y8a6 ff2 fs3 fc0 sc0 ls0 ws0">Wyżej <span class="_ _7"> </span>wymienione <span class="_ _7"> </span>czy<span class="_ _8"></span>nniki <span class="_ _7"> </span>są <span class="_ _7"> </span>w <span class="_ _7"> </span>dużej <span class="_ _7"> </span>mierze <span class="_ _7"> </span>uzale<span class="_ _8"></span>żnione <span class="_ _7"> </span>od <span class="_ _7"> </span>ogólnej <span class="_ _7"> </span>sytuacj<span class="_ _8"></span>i <span class="_ _7"> </span>panującej <span class="_ _7"> </span>na <span class="_ _7"> </span>rynku </div><div class="t m0 x2 hb y628 ff2 fs3 fc0 sc0 ls0 ws0">nieruchomości w Polsc<span class="_ _8"></span>e i na rynkach loka<span class="_ _8"></span>lnych oraz od og<span class="_ _8"></span>ólnej koniunktury gosp<span class="_ _8"></span>odarczej kraju.<span class="_ _c"></span><span class="ff6"> </span></div><div class="t m0 x2 h35 y7fc ff6 fs1 fc0 sc0 ls0 ws0">- <span class="ff5">nagłe zmiany<span class="_ _0"></span> cen mieszkań<span class="ff6"> </span></span></div><div class="t m0 x2 h8 y8a7 ff2 fs3 fc0 sc0 ls0 ws0">Przychody <span class="_ _21"> </span>z <span class="_ _28"> </span>działalności <span class="_ _21"> </span>dewelopers<span class="_ _8"></span>kiej <span class="_ _21"> </span>Spółka  JHM <span class="_ _2a"> </span>DE<span class="_ _8"></span>VELOPMENT <span class="_ _21"> </span>S.A.  czerpie <span class="_ _2a"> </span>ze <span class="_ _21"> </span>s<span class="_ _8"></span>przedaży </div><div class="t m0 x2 h8 y8a8 ff2 fs3 fc0 sc0 ls0 ws0">mieszkań i <span class="_ _0"></span>domów jednorodzinnych. Ze <span class="_ _3"></span>wz<span class="_ _8"></span>ględu na fakt, <span class="_ _3"></span>iż inwestycje deweloperskie są prowadzone <span class="_ _0"></span>w </div><div class="t m0 x2 h8 y8a9 ff2 fs3 fc0 sc0 ls0 ws0">dłuższej <span class="_ _2b"> </span>perspektywie <span class="_ _2b"> </span>i <span class="_ _2b"> </span>nierz<span class="_ _8"></span>adko <span class="_ _2b"> </span>z <span class="_ _2b"> </span>kilkuletnim <span class="_ _2b"> </span>wyprzedzeniem <span class="_ _2b"> </span>trzeba <span class="_ _2b"> </span>zakład<span class="_ _8"></span>ać <span class="_ _2b"> </span>ceny <span class="_ _2b"> </span>sprzedaży </div><div class="t m0 x2 h8 y8aa ff1 fs3 fc0 sc0 ls0 ws0">wybudowanych <span class="_ _c"></span>n<span class="_ _8"></span>ieruchomo<span class="ff2">ś<span class="_ _8"></span>ci, <span class="_ _c"></span>istnieje <span class="_ _c"></span>ryzyk<span class="_ _8"></span>o, <span class="_ _c"></span>że <span class="_ _c"></span>podc<span class="_ _8"></span>zas <span class="_ _c"></span>realizacji <span class="_ _c"></span>proj<span class="_ _8"></span>ektu <span class="_ _c"></span>nastąpią <span class="_ _f"></span>istotne <span class="_ _c"></span>zmiany </span></div><div class="t m0 x2 h8 y8ab ff2 fs3 fc0 sc0 ls0 ws0">cen <span class="_ _8"></span>mieszkań <span class="_ _c"></span>i <span class="_ _8"></span>d<span class="_ _8"></span>omów <span class="_ _c"></span>na <span class="_ _8"></span>danym <span class="_ _c"></span>rynku, <span class="_ _c"></span>w <span class="_ _c"></span>tym <span class="_ _8"></span>istotn<span class="_ _8"></span>e <span class="_ _8"></span>spadki <span class="_ _c"></span>cen <span class="_ _8"></span>lok<span class="_ _8"></span>ali <span class="_ _8"></span>miesz<span class="_ _8"></span>kalnych <span class="_ _8"></span>i <span class="_ _c"></span>domów. <span class="_ _c"></span>Ceny </div><div class="t m0 x2 h8 y5ac ff2 fs3 fc0 sc0 ls0 ws0">nieruchomości <span class="_ _13"> </span>na <span class="_ _12"> </span>danym <span class="_ _12"> </span>rynku <span class="_ _13"> </span>zależą <span class="_ _13"> </span>od <span class="_ _12"> </span>szeregu <span class="_ _12"> </span>czynników <span class="_ _13"> </span>takich <span class="_ _13"> </span>j<span class="_ _8"></span>ak <span class="_ _13"> </span>m.in. <span class="_ _13"> </span>ogóln<span class="_ _8"></span>a <span class="_ _13"> </span>sy<span class="_ _c"></span><span class="ff1">tuacja </span></div><div class="t m0 x2 h8 y5ad ff2 fs3 fc0 sc0 ls0 ws0">gospodarcza <span class="_ _2a"> </span>rejonu, <span class="_ _2a"> </span>p<span class="_ _8"></span>oziom <span class="_ _7"> </span>s<span class="_ _8"></span>topy <span class="_ _2a"> </span>bezrobocia, <span class="_ _2a"> </span>ilość<span class="_ _8"></span> <span class="_ _7"> </span>lokali<span class="_ _8"></span> <span class="_ _7"> </span>m<span class="_ _8"></span>ieszkalnych <span class="_ _2a"> </span>dostępnyc<span class="_ _8"></span>h <span class="_ _7"> </span>do <span class="_ _2a"> </span>sprz<span class="_ _8"></span>edaży </div><div class="t m0 x2 h8 y4f ff2 fs3 fc0 sc0 ls0 ws0">przez <span class="_ _21"> </span>innych <span class="_ _2a"> </span>dewe<span class="_ _8"></span>loperów <span class="_ _21"> </span>na <span class="_ _2a"> </span>danym <span class="_ _21"> </span>rynku, <span class="_ _21"> </span>dostęp<span class="_ _8"></span>ność <span class="_ _2a"> </span>k<span class="_ _8"></span>redytów <span class="_ _2a"> </span>hipotecz<span class="_ _8"></span>nych <span class="_ _21"> </span>dla <span class="_ _2a"> </span>potencjal<span class="_ _8"></span>nych </div><div class="t m0 x2 h8 y8ac ff2 fs3 fc0 sc0 ls0 ws0">klientów itd. W <span class="_ _0"></span>przypadku istotnego spadku cen nieruchomości Spó<span class="_ _8"></span>łka może nie b<span class="_ _0"></span>yć w stanie <span class="_ _3"></span>s<span class="_ _8"></span>przedać </div><div class="t m0 x2 h8 y8ad ff2 fs3 fc0 sc0 ls0 ws0">wybudowanych miesz<span class="_ _8"></span>kań i domów p<span class="_ _8"></span>o zaplanowanych c<span class="_ _8"></span>enach w określonym czasi<span class="_ _8"></span>e. <span class="_ _8"></span><span class="ff1">  </span></div><div class="t m0 x2 h8 y8ae ff2 fs3 fc0 sc0 ls0 ws0">Wystąpienie <span class="_ _c"></span>jakichkol<span class="_ _8"></span>wiek <span class="_ _c"></span>czy<span class="_ _8"></span>nników, <span class="_ _8"></span>k<span class="_ _8"></span>tóre <span class="_ _c"></span>spowodują <span class="_ _c"></span>s<span class="_ _8"></span>padek <span class="_ _c"></span>cen <span class="_ _c"></span>mieszkań <span class="_ _c"></span>lu<span class="_ _8"></span>b <span class="_ _c"></span>domów <span class="_ _c"></span>na <span class="_ _c"></span>rynkach<span class="_ _c"></span><span class="ff1">, </span></div><div class="t m0 x2 h8 y8af ff2 fs3 fc0 sc0 ls0 ws0">gdzie <span class="_ _21"> </span>Spółki <span class="_ _21"> </span>realizują <span class="_ _28"> </span>projekty<span class="_ _8"></span>, <span class="_ _21"> </span>może <span class="_ _21"> </span>mieć <span class="_ _21"> </span>istotny <span class="_ _21"> </span>n<span class="_ _8"></span>iekorzystny <span class="_ _28"> </span>wpływ <span class="_ _21"> </span>na <span class="_ _21"> </span>jej <span class="_ _21"> </span>dz<span class="_ _8"></span>iałalność, <span class="_ _21"> </span>sytuacj<span class="_ _8"></span>ę </div><div class="t m0 x2 h8 y8b0 ff2 fs3 fc0 sc0 ls0 ws0">finansową lub persp<span class="_ _8"></span>ektywy rozwoju Gr<span class="_ _8"></span>upy.<span class="ff1"> </span></div><div class="t m0 x2 h35 y8b1 ff6 fs1 fc0 sc0 ls0 ws0">- <span class="ff5">w branży zarządzan<span class="_ _3"></span>ia halami handlowymi i <span class="_ _0"></span>wynajmu po<span class="_ _0"></span>wierzchni ko<span class="_ _0"></span>mercyjnej<span class="ff6"> </span></span></div><div class="t m0 x2 h8 y1ac ff2 fs3 fc0 sc0 ls0 ws0">Obok działalności dewelopers<span class="_ _8"></span>kiej, ważnym<span class="ff1"> dodatkowym </span>obszare<span class="_ _8"></span>m działalności Grupy jest zarządzanie </div><div class="t m0 x2 h8 y8b2 ff2 fs3 fc0 sc0 ls0 ws0">halami hand<span class="_ _8"></span>lowymi <span class="_ _8"></span>i wynaj<span class="_ _8"></span>em pow<span class="_ _8"></span>ierzchni k<span class="_ _8"></span>omercyj<span class="_ _8"></span>nej. Działalność <span class="_ _8"></span>ta j<span class="_ _8"></span>est real<span class="_ _8"></span>izowana przez <span class="_ _8"></span>podmi<span class="_ _8"></span>ot </div><div class="t m0 x2 h8 y8b3 ff2 fs3 fc0 sc0 ls0 ws0">zależn<span class="ff1">y <span class="_ _21"> </span></span>–<span class="ff1"> <span class="_ _2a"> </span></span>spó<span class="_ _8"></span>łkę <span class="_ _2a"> </span>Maryw<span class="_ _8"></span>ilska <span class="_ _21"> </span>44 <span class="_ _2a"> </span>P<span class="_ _8"></span>oziom <span class="_ _21"> </span>aktywności <span class="_ _21"> </span>handlowej<span class="_ _8"></span> <span class="_ _2a"> </span>i <span class="_ _21"> </span>popyt <span class="_ _21"> </span>na <span class="_ _2a"> </span>wy<span class="_ _8"></span>najmem <span class="_ _21"> </span>powierzc<span class="_ _8"></span>hni </div><div class="t m0 x2 h8 y8b4 ff1 fs3 fc0 sc0 ls0 ws0">komercyjn<span class="ff2">ej<span class="_ _8"></span> <span class="_ _8"></span>w <span class="_ _8"></span>danych <span class="_ _c"></span>halach <span class="_ _8"></span>handl<span class="_ _8"></span>owych <span class="_ _8"></span>jest <span class="_ _8"></span>u<span class="_ _8"></span>warunkowany <span class="_ _8"></span>o<span class="_ _8"></span>gólną <span class="_ _8"></span>sy<span class="_ _8"></span>tuacją <span class="_ _8"></span>makroek<span class="_ _8"></span>onomiczną <span class="_ _8"></span>n<span class="_ _8"></span>a </span></div><div class="t m0 x2 h8 y8b5 ff2 fs3 fc0 sc0 ls0 ws0">danym <span class="_ _21"> </span>rynk<span class="_ _8"></span>u, <span class="_ _21"> </span>pozio<span class="_ _8"></span>mem  konkurencji <span class="_ _21"> </span>oraz <span class="_ _28"> </span>poziome<span class="_ _8"></span>m <span class="_ _21"> </span>konsum<span class="_ _8"></span>pcji, <span class="_ _21"> </span>a  w <span class="_ _2a"> </span>s<span class="_ _8"></span>zczególności <span class="_ _28"> </span>popytem  na </div><div class="t m0 x2 h8 y8b6 ff2 fs3 fc0 sc0 ls0 ws0">artykuły z segmentu <span class="_ _8"></span>popularnego na <span class="_ _8"></span>danym rynku. <span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 y8b7 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf4b" class="pf w0 h0" ><div class="pc pc4b w0 h0"><img class="bi x4 y2a w3 h5" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x5 h6 y2b ff4 fs2 fc2 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI GRUPY KAPITAŁOWEJ <span class="ff3">MIRBUD ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc3"> </span></span></div><div class="t m0 x6 h4 y2c ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y2d w4 ha"><div class="t m0 x113 h8 y85 ff2 fs3 fc2 sc0 ls0 ws0">Grupa Kapitałowa MIR<span class="_ _8"></span>BUD<span class="ff1"> <span class="ls6">| <span class="_ _8"></span></span>4.11 Czynniki ryzy<span class="_ _8"></span>ka </span></div></div><div class="c x9 y2d w5 ha"><div class="t m0 xa h4 y86 ff3 fs1 fc4 sc0 ls3 ws0">75<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h4 y31 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y18e ff2 fs3 fc0 sc0 ls0 ws0">Wystąpienie <span class="_ _8"></span>w <span class="_ _8"></span>prz<span class="_ _8"></span>yszłości <span class="_ _c"></span>czynnik<span class="_ _8"></span>ów <span class="_ _8"></span>negatywnie <span class="_ _8"></span>w<span class="_ _8"></span>pływający<span class="_ _8"></span>ch <span class="_ _8"></span>na <span class="_ _8"></span>koniunkturę <span class="_ _c"></span>w <span class="_ _8"></span>branży <span class="_ _c"></span>zarządzania </div><div class="t m0 x2 h8 y22f ff2 fs3 fc0 sc0 ls0 ws0">halami  handlowymi  i  wynajmu  powierzchni<span class="_ _8"></span>  komercyjnej  może  mieć  istotny,  negatywny  wpływ  na </div><div class="t m0 x2 h8 y34 ff2 fs3 fc0 sc0 ls0 ws0">działalność, wynik<span class="_ _8"></span>i, sytuację finansową lub <span class="_ _8"></span>perspektywy<span class="_ _8"></span> rozwoju Grupy<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h35 y8b8 ff6 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h35 y8b9 ff5 fs1 fc0 sc0 ls0 ws0">Ryzyka związane<span class="_ _0"></span> z konkurencją:<span class="_ _0"></span> <span class="ff6"> </span></div><div class="t m0 x2 h35 y8ba ff6 fs1 fc0 sc0 ls0 ws0">- <span class="ff5">w branży budo<span class="_ _0"></span>wlanej<span class="ff6"> </span></span></div><div class="t m0 x2 h8 y734 ff1 fs3 fc0 sc0 ls0 ws0">Sytuacja <span class="_ _0"></span>gospodarcza <span class="_ _0"></span>w <span class="_ _3"></span>Po<span class="_ _8"></span>lsce, <span class="_ _3"></span>k<span class="_ _8"></span>onflikt <span class="_ _3"></span>w<span class="_ _8"></span> <span class="_ _3"></span>Ukrainie <span class="_ _0"></span>oraz<span class="_ _8"></span> <span class="_ _3"></span>kumulacja realizacji <span class="_ _3"></span>w <span class="_ _3"></span>ty<span class="_ _8"></span>m <span class="_ _3"></span>samym<span class="_ _8"></span> <span class="_ _3"></span>czasie wielu </div><div class="t m0 x2 h8 y8bb ff2 fs3 fc0 sc0 ls0 ws0">inwestycji <span class="_ _c"></span>bud<span class="_ _8"></span>owlanych <span class="_ _c"></span>z<span class="_ _8"></span>arówno <span class="_ _c"></span>infrastruk<span class="_ _8"></span>turalnych <span class="_ _c"></span>j<span class="_ _8"></span>ak <span class="_ _c"></span>i <span class="_ _f"></span>kubaturowych <span class="_ _c"></span>przekłada<span class="_ _8"></span> <span class="_ _c"></span>się <span class="_ _f"></span>na <span class="_ _8"></span>ogra<span class="_ _8"></span>niczona </div><div class="t m0 x2 h8 y736 ff2 fs3 fc0 sc0 ls0 ws0">dostępność <span class="_ _3"></span>materiałów <span class="_ _3"></span>i <span class="_ _3"></span>usług <span class="_ _3"></span>podwy<span class="_ _8"></span>konawców <span class="_ _3"></span>co <span class="_ _3"></span>powoduje <span class="_ _3"></span>wzrost <span class="_ _3"></span>cen <span class="_ _3"></span>a <span class="_ _3"></span>także <span class="_ _3"></span>wzmaga <span class="_ _3"></span>konkurowa<span class="_ _8"></span>nie </div><div class="t m0 x2 h8 y737 ff1 fs3 fc0 sc0 ls0 ws0">poprzez oferowanie<span class="_ _8"></span> najdogo<span class="ff2">dn<span class="_ _8"></span>iejszych terminy płat<span class="_ _8"></span>ności dla dostawców i <span class="_ _8"></span>podwykonawców. <span class="_ _c"></span></span> </div><div class="t m0 x2 h8 y2e2 ff2 fs3 fc0 sc0 ls0 ws0">Dalsze nasilenie się <span class="_ _3"></span>konkur<span class="_ _8"></span>encji na <span class="_ _3"></span>r<span class="_ _8"></span>ynkach, na <span class="_ _3"></span>kt<span class="_ _8"></span>órych Spółki prowadzą działalność może <span class="_ _0"></span>mieć istotny </div><div class="t m0 x2 h8 y8bc ff2 fs3 fc0 sc0 ls0 ws0">niekorzystny wpływ na <span class="_ _8"></span>działalność, wynik<span class="_ _8"></span>i, sytuację finansową <span class="_ _8"></span>lub perspektywy<span class="_ _8"></span> jej rozwoju<span class="_ _8"></span><span class="ff1">. </span></div><div class="t m0 x2 h8 y8bd ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y4b0 ff2 fs3 fc0 sc0 ls0 ws0">Zarządy <span class="_ _13"> </span>Spółek <span class="_ _12"> </span>w <span class="_ _13"> </span>oparciu <span class="_ _13"> </span>o <span class="_ _12"> </span>długoletnie <span class="_ _13"> </span>doświ<span class="_ _8"></span>adczenie <span class="_ _13"> </span>staraj<span class="_ _8"></span>ą <span class="_ _13"> </span>się <span class="_ _13"> </span>budowa<span class="_ _8"></span>ć <span class="_ _13"> </span>portfel <span class="_ _13"> </span>kontrak<span class="_ _8"></span>tów </div><div class="t m0 x2 h8 y4b1 ff2 fs3 fc0 sc0 ls0 ws0">umożliwiający realizac<span class="_ _8"></span>ję odpowiedniego wyn<span class="_ _8"></span>iku finansowego.<span class="_ _c"></span><span class="ff1"> </span></div><div class="t m0 x2 h35 y6ed ff6 fs1 fc0 sc0 ls0 ws0">- <span class="ff5">w branży dewe<span class="_ _3"></span>l<span class="_ _8"></span>operskiej<span class="ff6"> </span></span></div><div class="t m0 x2 h8 y4b4 ff2 fs3 fc0 sc0 ls0 ws0">Regiony <span class="_ _8"></span>k<span class="_ _8"></span>raju, <span class="_ _8"></span>w <span class="_ _c"></span>któryc<span class="_ _8"></span>h <span class="_ _8"></span>dz<span class="_ _8"></span>iała <span class="_ _8"></span>Grupa <span class="_ _f"></span><span class="ff1">- <span class="_ _8"></span></span>cech<span class="_ _8"></span>uje <span class="_ _8"></span>wy<span class="_ _8"></span>soki <span class="_ _8"></span>stopień <span class="_ _c"></span>konk<span class="_ _8"></span>urencji <span class="_ _8"></span>w <span class="_ _c"></span>br<span class="_ _8"></span>anży <span class="_ _c"></span>dewelopers<span class="_ _8"></span>kiej. </div><div class="t m0 x2 h8 yf7 ff2 fs3 fc0 sc0 ls0 ws0">JHM <span class="_ _21"> </span>DEVELOP<span class="_ _8"></span>MENT <span class="_ _21"> </span>S.A<span class="_ _8"></span>. <span class="_ _21"> </span>bierze <span class="_ _21"> </span>pod <span class="_ _28"> </span>uwagę <span class="_ _21"> </span>int<span class="_ _8"></span>ensywność <span class="_ _28"> </span>konkurencji <span class="_ _21"> </span>na <span class="_ _21"> </span>r<span class="_ _8"></span>ynkach <span class="_ _21"> </span>loka<span class="_ _8"></span>lnych <span class="_ _21"> </span>na </div><div class="t m0 x2 h8 y872 ff2 fs3 fc0 sc0 ls0 ws0">których <span class="_ _f"></span>rozważane <span class="_ _f"></span>jest <span class="_ _f"></span>r<span class="_ _8"></span>ozpoczęcie <span class="_ _f"></span>działalności <span class="_ _f"></span>d<span class="_ _8"></span>eweloperskiej <span class="_ _f"></span>lub <span class="_ _f"></span>realizacj<span class="_ _8"></span>a <span class="_ _f"></span>kolejnych <span class="_ _f"></span>projek<span class="_ _8"></span>tów. <span class="_ _f"></span>Z </div><div class="t m0 x2 h8 y8be ff2 fs3 fc0 sc0 ls0 ws0">reguły <span class="_ _7"> </span>Spółka <span class="_ _7"> </span>konce<span class="_ _8"></span>ntruje <span class="_ _7"> </span>się <span class="_ _7"> </span>na <span class="_ _7"> </span>l<span class="_ _8"></span>okalizacjach<span class="_ _8"></span><span class="ff1">, <span class="_ _7"> </span></span>gdzi<span class="_ _8"></span>e <span class="_ _7"> </span>konkurencja <span class="_ _7"> </span>jest <span class="_ _7"> </span>o<span class="_ _8"></span>graniczona. <span class="_ _7"> </span>Występ<span class="_ _8"></span>owanie </div><div class="t m0 x2 h8 y4b7 ff1 fs3 fc0 sc0 ls0 ws0">ograniczonej <span class="_ _8"></span>ko<span class="_ _8"></span>nkurencji <span class="_ _c"></span>w <span class="_ _8"></span>cz<span class="_ _8"></span>asie, <span class="_ _c"></span><span class="ff2">gdy <span class="_ _8"></span>r<span class="_ _8"></span>ozważane <span class="_ _c"></span>jest <span class="_ _8"></span>rozpocz<span class="_ _8"></span>ęcie <span class="_ _8"></span>inw<span class="_ _8"></span>estycji <span class="_ _8"></span>nie<span class="_ _8"></span> <span class="_ _8"></span>oznacz<span class="_ _8"></span>a <span class="_ _8"></span>jednak, <span class="_ _c"></span>że </span></div><div class="t m0 x2 h8 y4b8 ff2 fs3 fc0 sc0 ls0 ws0">konkurencyjne podmioty nie podejmą inwestycj<span class="_ _8"></span>i na <span class="_ _3"></span>ty<span class="_ _8"></span>m samym co Spółka lokalnym rynku w <span class="_ _0"></span>nieodległej </div><div class="t m0 x2 h8 y4b9 ff2 fs3 fc0 sc0 ls0 ws0">przyszłośc<span class="_ _8"></span>i  po  rozpoczęciu  przygotowań<span class="_ _8"></span>  bądź  prac  przez<span class="_ _8"></span>  Spółkę.  Ze  Spółką  k<span class="_ _8"></span>onkurują  zarówno<span class="_ _8"></span> </div><div class="t m0 x2 h8 y8bf ff2 fs3 fc0 sc0 ls0 ws0">stosunkowo  niewielkie <span class="_ _28"> </span>firmy  lokalne <span class="_ _21"> </span>jak  i  wi<span class="_ _0"></span>ększe  podmioty  deweloperskie  mogą<span class="_ _0"></span>ce  kompleksowo </div><div class="t m0 x2 h8 y8c0 ff2 fs3 fc0 sc0 ls0 ws0">realizować duże projekty<span class="_ _8"></span>.<span class="ff1"> </span></div><div class="t m0 x2 h8 y7d5 ff2 fs3 fc0 sc0 ls0 ws0">Zgodne <span class="_ _8"></span>z <span class="_ _8"></span>prz<span class="_ _8"></span>yjętą <span class="_ _8"></span>strategią <span class="_ _8"></span>Spółki, <span class="_ _8"></span>s<span class="_ _8"></span>topniowe <span class="_ _8"></span>wch<span class="_ _8"></span>odzeni<span class="_ _8"></span>e <span class="_ _8"></span>na <span class="_ _8"></span>ry<span class="_ _8"></span>nki <span class="_ _8"></span>mieszkaniow<span class="_ _8"></span>e <span class="_ _8"></span>dużych <span class="_ _8"></span>miast <span class="_ _8"></span>w<span class="_ _8"></span>iąże </div><div class="t m0 x2 h8 y1d6 ff2 fs3 fc0 sc0 ls0 ws0">się z walką z dużo s<span class="_ _8"></span>ilniejszą konkurencją dz<span class="_ _8"></span>iałająca na tych ry<span class="_ _8"></span>nkach.<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 y895 ff2 fs3 fc0 sc0 ls0 ws0">Nasilenie się k<span class="_ _8"></span>onkurencji m<span class="_ _8"></span>oże przełożyć się<span class="_ _8"></span> na zwięks<span class="_ _8"></span>zenie podaży gotowyc<span class="_ _8"></span>h mies<span class="_ _8"></span>zkań oferowanyc<span class="_ _8"></span>h </div><div class="t m0 x2 h8 y8c1 ff2 fs3 fc0 sc0 ls0 ws0">na <span class="_ _c"></span>lokalnym <span class="_ _f"></span>rynku, <span class="_ _c"></span>co <span class="_ _f"></span>może <span class="_ _f"></span>oznaczać <span class="_ _c"></span>presję <span class="_ _f"></span>cenową<span class="_ _8"></span> <span class="_ _c"></span>przy<span class="_ _8"></span> <span class="_ _c"></span>sprz<span class="_ _8"></span>edaży <span class="_ _c"></span>lokali, <span class="_ _c"></span>obni<span class="_ _8"></span>żkę <span class="_ _c"></span>s<span class="_ _8"></span>tawek <span class="_ _c"></span>czy<span class="_ _8"></span>nszu </div><div class="t m0 x2 h8 y8c2 ff2 fs3 fc0 sc0 ls0 ws0">wynajmu lokali jak i wy<span class="_ _8"></span>dłużenie okresu <span class="_ _8"></span>ich sprzedaży. <span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 y8c3 ff2 fs3 fc0 sc0 ls0 ws0">Występowanie lub i<span class="_ _0"></span>ntensyfikac<span class="_ _8"></span>ja konkurencji <span class="_ _3"></span>na rynkach<span class="_ _8"></span><span class="ff1">, <span class="_ _0"></span><span class="ff2">na <span class="_ _0"></span>których Spółki <span class="_ _0"></span>prowadzą działalność może </span></span></div><div class="t m0 x2 h8 y87e ff2 fs3 fc0 sc0 ls0 ws0">przełożyć <span class="_ _1b"> </span>się <span class="_ _1b"> </span>również <span class="_ _1b"> </span>na <span class="_ _1b"> </span>utrudn<span class="_ _8"></span>ienia <span class="_ _1a"> </span>w<span class="_ _8"></span> <span class="_ _1b"> </span>pozyskaniu <span class="_ _1b"> </span>a<span class="_ _8"></span>trakcyj<span class="_ _8"></span>nych <span class="_ _1a"> </span>dz<span class="_ _8"></span>iałek <span class="_ _1b"> </span>pod <span class="_ _1b"> </span>nowe <span class="_ _1b"> </span>projek<span class="_ _8"></span>ty </div><div class="t m0 x2 h8 y2af ff2 fs3 fc0 sc0 ls0 ws0">deweloperskie i komerc<span class="_ _8"></span>yjne w założonych c<span class="_ _8"></span>enach.<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 yee ff2 fs3 fc0 sc0 ls0 ws0">Nasilenie <span class="_ _21"> </span>s<span class="_ _8"></span>ię <span class="_ _21"> </span>konk<span class="_ _8"></span>urencji  na <span class="_ _2a"> </span>r<span class="_ _8"></span>ynkach,  na <span class="_ _2a"> </span>który<span class="_ _8"></span>ch  Spół<span class="_ _0"></span>ki <span class="_ _28"> </span>prowadzą  działalność <span class="_ _28"> </span>może <span class="_ _21"> </span>m<span class="_ _8"></span>ieć <span class="_ _28"> </span>istotny </div><div class="t m0 x2 hb y39e ff2 fs3 fc0 sc0 ls0 ws0">niekorzystny wpływ na <span class="_ _8"></span>działalność, wynik<span class="_ _8"></span>i, sytuację finansową <span class="_ _8"></span>lub perspekty<span class="_ _c"></span><span class="ff1">wy ich rozwoju.<span class="_ _8"></span><span class="ff6"> </span></span></div><div class="t m0 x2 h35 y8c4 ff6 fs1 fc0 sc0 ls0 ws0">- <span class="ff5">dla działalności<span class="_ _0"></span> zarządza<span class="_ _0"></span>nych hal handlo<span class="_ _3"></span>w<span class="_ _8"></span>ych i wyna<span class="_ _3"></span>j<span class="_ _8"></span>mu powier<span class="_ _0"></span>zchni ko<span class="_ _0"></span>mercyjnej<span class="ff6"> </span></span></div><div class="t m0 x2 h8 y2d2 ff2 fs3 fc0 sc0 ls0 ws0">Hale <span class="_ _3"></span>han<span class="_ _8"></span>dlowe <span class="_ _3"></span>zarz<span class="_ _8"></span>ądzane <span class="_ _0"></span>przez <span class="_ _0"></span>spółkę <span class="_ _3"></span>zależną Marywilska <span class="_ _3"></span>44 <span class="_ _0"></span>są <span class="_ _3"></span>j<span class="_ _8"></span>ednym <span class="_ _3"></span>z największych <span class="_ _3"></span>k<span class="_ _8"></span>ompleksów </div><div class="t m0 x2 h8 y2d3 ff2 fs3 fc0 sc0 ls0 ws0">hal handlowych w <span class="_ _8"></span>Polsce i największy<span class="_ _8"></span>m w ramach mias<span class="_ _8"></span>ta stołeczne<span class="_ _8"></span><span class="ff1">go Warszawy<span class="_ _8"></span>. </span></div><div class="t m0 x2 h8 y2d4 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y2d5 ff1 fs3 fc0 sc0 ls0 ws0">Podstawowym <span class="_ _f"></span>asortymentem <span class="_ _f"></span>oferowanym <span class="_ _f"></span>klientom <span class="_ _f"></span>w <span class="_ _c"></span>halach<span class="_ _8"></span> <span class="_ _c"></span>hand<span class="_ _8"></span>lowych <span class="_ _c"></span>prz<span class="_ _8"></span>y <span class="_ _c"></span>ul. <span class="_ _f"></span>Marywilska <span class="_ _f"></span>44 <span class="_ _c"></span>jest<span class="_ _8"></span> </div><div class="t m0 x2 h8 y2d6 ff2 fs3 fc0 sc0 ls0 ws0">odzież, obuwie, gala<span class="_ _8"></span>nteria skórz<span class="_ _8"></span>ana i zabawki w segmencie pop<span class="_ _8"></span>ularnym. Handlo<span class="_ _8"></span>wcy specjalizujący<span class="_ _8"></span> się </div><div class="t m0 x2 h8 y2d7 ff2 fs3 fc0 sc0 ls0 ws0">w <span class="_ _2b"> </span>sprzedaży<span class="_ _8"></span> <span class="_ _2b"> </span>ww. <span class="_ _13"> </span>artykułów <span class="_ _13"> </span>w <span class="_ _2b"> </span>se<span class="_ _8"></span>gmencie <span class="_ _2b"> </span>pop<span class="_ _8"></span>ularnym <span class="_ _2b"> </span>mają<span class="_ _8"></span> <span class="_ _2b"> </span>do <span class="_ _13"> </span>wyboru <span class="_ _13"> </span>c<span class="_ _8"></span>ały <span class="_ _13"> </span>szereg <span class="_ _2b"> </span>podmi<span class="_ _8"></span>otów </div><div class="t m0 x2 h8 y2d8 ff2 fs3 fc0 sc0 ls0 ws0">oferujących wy<span class="_ _8"></span>najem powie<span class="_ _8"></span>rzchni komerc<span class="_ _8"></span>yjnej w <span class="_ _8"></span>Warszawie <span class="_ _8"></span>i jej ok<span class="_ _8"></span>olicach, w ty<span class="_ _8"></span>m duże hale <span class="_ _8"></span>handlowe<span class="_ _8"></span> </div><div class="t m0 x2 h8 y2d9 ff2 fs3 fc0 sc0 ls0 ws0">zlokalizowane <span class="_ _f"></span>w <span class="_ _c"></span>okolicach <span class="_ _f"></span>Nadarzyna <span class="_ _f"></span>i <span class="_ _c"></span>w <span class="_ _f"></span>Wólce <span class="_ _c"></span>Koso<span class="_ _8"></span>wskiej. <span class="_ _c"></span>Dod<span class="_ _8"></span>atkowo, <span class="_ _f"></span>nie <span class="_ _c"></span>moż<span class="_ _8"></span>na <span class="_ _c"></span>wykluczy<span class="_ _8"></span>ć, <span class="_ _c"></span>iż <span class="_ _f"></span>w </div></div></div><div class="pi" ></div></div><div id="pf4c" class="pf w0 h0" ><div class="pc pc4c w0 h0"><img class="bi x4 y2a w3 h5" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x5 h6 y2b ff4 fs2 fc2 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI GRUPY KAPITAŁOWEJ <span class="ff3">MIRBUD ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc3"> </span></span></div><div class="t m0 x6 h4 y2c ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y2d w4 ha"><div class="t m0 x113 h8 y85 ff2 fs3 fc2 sc0 ls0 ws0">Grupa Kapitałowa MIR<span class="_ _8"></span>BUD<span class="ff1"> <span class="ls6">| <span class="_ _8"></span></span>4.11 Czynniki ryzy<span class="_ _8"></span>ka </span></div></div><div class="c x9 y2d w5 ha"><div class="t m0 xa h4 y86 ff3 fs1 fc4 sc0 ls3 ws0">76<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h4 y31 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y18e ff2 fs3 fc0 sc0 ls0 ws0">przyszłośc<span class="_ _8"></span>i <span class="_ _8"></span>inne <span class="_ _c"></span>podm<span class="_ _8"></span>ioty <span class="_ _c"></span>nie <span class="_ _c"></span>zbudują <span class="_ _c"></span>duż<span class="_ _8"></span>ych <span class="_ _c"></span>k<span class="_ _8"></span>ompleksów <span class="_ _c"></span>hal <span class="_ _c"></span>hand<span class="_ _8"></span>lowych, <span class="_ _c"></span>które <span class="_ _c"></span>będą <span class="_ _f"></span>bezpośrednio </div><div class="t m0 x2 h8 y22f ff2 fs3 fc0 sc0 ls0 ws0">konkurować z hala<span class="_ _8"></span>mi przy ul.<span class="ff1"> <span class="_ _8"></span></span>Marywilskiej 44 w obrę<span class="_ _8"></span>bie m.st. Warszawy<span class="_ _8"></span>. <span class="ff1"> </span></div><div class="t m0 x2 h8 y34 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y230 ff2 fs3 fc0 sc0 ls0 ws0">Na <span class="_ _2a"> </span>takie <span class="_ _2a"> </span>sam<span class="_ _8"></span>o <span class="_ _2a"> </span>ryzyk<span class="_ _8"></span>o <span class="_ _2a"> </span>narażona <span class="_ _2a"> </span>jest <span class="_ _2a"> </span>dz<span class="_ _8"></span>iałalność <span class="_ _28"> </span><span class="ff1">Marywilska <span class="_ _21"> </span>44 <span class="_ _2a"> </span>w <span class="_ _2a"> </span>z<span class="_ _8"></span>akres</span>ie <span class="_ _2a"> </span>z<span class="_ _8"></span>arządzania <span class="_ _2a"> </span>ob<span class="_ _8"></span>iektami </div><div class="t m0 x2 h8 y231 ff1 fs3 fc0 sc0 ls0 ws0">handlowymi w Ru<span class="_ _8"></span>mii i Starachowicac<span class="_ _8"></span>h kupionymi w <span class="_ _8"></span>2021 od J<span class="_ _8"></span>HM 1 Sp. z o.o. <span class="_ _8"></span>i JHM 2 Sp. z o.o.<span class="_ _8"></span> </div><div class="t m0 x2 h8 y293 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y294 ff1 fs3 fc0 sc0 ls0 ws0">Ryzyko <span class="_ _f"></span>dzia<span class="ff2">łalnośc<span class="_ _8"></span>i <span class="_ _f"></span></span>wynajmu <span class="_ _f"></span>powierz<span class="_ _8"></span>chni <span class="_ _f"></span>komercyjny<span class="_ _8"></span>ch <span class="_ _f"></span>w <span class="_ _f"></span>zak<span class="_ _8"></span>resie <span class="_ _f"></span>hal <span class="_ _f"></span>magazy<span class="_ _8"></span>nowo <span class="_ _f"></span>i <span class="_ _f"></span>logistyczn<span class="_ _8"></span><span class="ls12">ych</span> </div><div class="t m0 x2 h8 y295 ff2 fs3 fc0 sc0 ls0 ws0">położon<span class="ff1">ych <span class="_ _6"> </span></span>w <span class="_ _7"> </span>Ostródzie <span class="_ _6"> </span>z<span class="_ _8"></span>arządzan<span class="_ _8"></span><span class="ff1 ls12">ych<span class="ls0"> <span class="_ _6"></span></span></span>przez <span class="_ _7"> </span>spółkę <span class="_ _6"> </span>Mary<span class="_ _8"></span>wilska <span class="_ _6"> </span>44 <span class="_ _7"> </span>zależy <span class="_ _7"> </span>od <span class="_ _6"> </span>w <span class="_ _6"> </span>s<span class="_ _8"></span>tabilności <span class="_ _6"> </span>sy<span class="_ _8"></span>tuacji </div><div class="t m0 x2 h8 y296 ff2 fs3 fc0 sc0 ls0 ws0">makroekonomicz<span class="_ _8"></span>nej i ogólnej koniunktury<span class="_ _8"></span> gospodarcze<span class="_ _8"></span>j Polski a także konkure<span class="_ _8"></span>ncji w branży. <span class="_ _c"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 y297 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y298 ff2 fs3 fc0 sc0 ls0 ws0">Nasilenie  się  konkurencji  na <span class="_ _28"> </span>rynkach,  na  których  Grupa  prowadzi  działalność  może  mieć  istotny </div><div class="t m0 x2 h8 y299 ff2 fs3 fc0 sc0 ls0 ws0">niekorzystny wpływ na <span class="_ _8"></span>działalność, wynik<span class="_ _8"></span>i, sytuacj<span class="_ _8"></span>ę finansową lub pers<span class="_ _8"></span>pektywy roz<span class="_ _8"></span>woju Grupy.<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 hb y29a ff6 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h35 y8c5 ff5 fs1 fc0 sc0 ls0 ws0">Zewnętrzne ryzyka<span class="_ _0"></span> prawne<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x2 h35 y3c9 ff6 fs1 fc0 sc0 ls0 ws0">- <span class="ff5">zmiany przep<span class="_ _0"></span>isów prawa, w szczeg<span class="_ _0"></span>ólności<span class="_ _0"></span> prawa podatkowego<span class="ff6"> </span></span></div><div class="t m0 x2 h35 y594 ff6 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y6b6 ff2 fs3 fc0 sc0 ls0 ws0">Polski <span class="_ _2a"> </span>system <span class="_ _2a"> </span>praw<span class="_ _8"></span>ny <span class="_ _2a"> </span>charaktery<span class="_ _8"></span>zuje <span class="_ _2a"> </span>się <span class="_ _2a"> </span>znacz<span class="_ _8"></span>nym <span class="_ _7"> </span>stopniem <span class="_ _21"> </span>zmienności <span class="_ _2a"> </span>oraz<span class="_ _8"></span> <span class="_ _2a"> </span>niejednoznac<span class="_ _8"></span>zności </div><div class="t m0 x2 h8 y8c6 ff2 fs3 fc0 sc0 ls0 ws0">przepisów, <span class="_ _f"></span>co <span class="_ _f"></span>w <span class="_ _f"></span>szczególnośc<span class="_ _8"></span>i <span class="_ _f"></span>dotyczy <span class="_ _f"></span>prawa <span class="_ _f"></span>podatkowego. <span class="_ _f"></span>W <span class="_ _f"></span>praktyce <span class="_ _f"></span>częs<span class="_ _8"></span>to <span class="_ _f"></span>występują <span class="_ _f"></span>problemy<span class="_ _8"></span> </div><div class="t m0 x2 h8 y8c7 ff2 fs3 fc0 sc0 ls0 ws0">interpretacyjne, <span class="_ _c"></span>ma <span class="_ _f"></span>miejsce <span class="_ _8"></span>nieko<span class="_ _8"></span>nsekwentne <span class="_ _c"></span>orzecz<span class="_ _8"></span>nictwo <span class="_ _8"></span>s<span class="_ _8"></span>ądów, <span class="_ _c"></span>jak <span class="_ _c"></span>r<span class="_ _c"></span>ównież <span class="_ _c"></span>zdarzają <span class="_ _c"></span>s<span class="_ _8"></span>ię <span class="_ _8"></span>s<span class="_ _8"></span>ytuacje, </div><div class="t m0 x2 h8 y8c8 ff2 fs3 fc0 sc0 ls0 ws0">gdy <span class="_ _2"></span>org<span class="_ _8"></span>any <span class="_ _3"></span>administracji <span class="_ _3"></span>publicznej<span class="_ _8"></span> <span class="_ _2"></span>prz<span class="_ _8"></span>yjmują <span class="_ _3"></span>niekorzystne <span class="_ _3"></span>dla <span class="_ _3"></span>podatnika <span class="_ _3"></span>interpreta<span class="_ _8"></span>cje <span class="_ _3"></span>przepisów <span class="_ _2"></span>pra<span class="_ _8"></span>wa, </div><div class="t m0 x2 h8 y8c9 ff1 fs3 fc0 sc0 ls0 ws0">odmienne od poprzed<span class="_ _8"></span>nio przyj<span class="_ _8"></span>mowanych interpretacji prz<span class="_ _8"></span>ez te organy. <span class="_ _c"></span> </div><div class="t m0 x2 h8 y8ca ff2 fs3 fc0 sc0 ls0 ws0">Wystąpienie <span class="_ _7"> </span>zmian <span class="_ _7"> </span>prz<span class="_ _8"></span>episów <span class="_ _7"> </span>prawa, <span class="_ _7"> </span>w <span class="_ _7"> </span>tym <span class="_ _7"> </span>dotyczą<span class="_ _8"></span>cych <span class="_ _7"> </span>ochrony <span class="_ _7"> </span>środowiska, <span class="_ _2a"> </span>prawa <span class="_ _7"> </span>pracy, <span class="_ _7"> </span>prawa<span class="_ _8"></span> </div><div class="t m0 x2 h8 y8cb ff2 fs3 fc0 sc0 ls0 ws0">ubezpieczeń <span class="_ _2a"> </span>sp<span class="_ _8"></span>ołecznych, <span class="_ _2a"> </span>prawa<span class="_ _8"></span> <span class="_ _2a"> </span>handlowe<span class="_ _8"></span>go, <span class="_ _2a"> </span>a <span class="_ _2a"> </span>w<span class="_ _8"></span> <span class="_ _2a"> </span>sz<span class="_ _8"></span>czególności <span class="_ _2a"> </span>prawa <span class="_ _21"> </span>podatk<span class="_ _8"></span>owego <span class="_ _2a"> </span>może <span class="_ _21"> </span>mieć </div><div class="t m0 x2 h8 y819 ff2 fs3 fc0 sc0 ls0 ws0">niekorzystny wpływ na <span class="_ _8"></span>działalność, sytuacj<span class="_ _8"></span>ę finansową lub pers<span class="_ _8"></span>pektywy rozwo<span class="_ _8"></span>j<span class="_ _8"></span>u Spółek z G<span class="_ _8"></span>rupy. <span class="ff1"> </span></div><div class="t m0 x2 h3 y76f ff1 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h35 y37f ff6 fs1 fc0 sc0 ls0 ws0">- <span class="_ _6"></span><span class="ff5">związane<span class="_ _0"></span> <span class="_ _6"></span>z <span class="_ _f"></span>brakiem <span class="_ _f"></span>spełniania <span class="_ _f"></span>wymogów <span class="_ _6"></span>prawnych <span class="_ _f"></span>przewidzian<span class="_ _0"></span>ych <span class="_ _f"></span>do <span class="_ _6"></span>rozpoczęc<span class="_ _0"></span>ia </span></div><div class="t m0 x2 h35 y8cc ff5 fs1 fc0 sc0 ls0 ws0">inwestycji oraz <span class="_ _0"></span>ze stan<span class="_ _0"></span>em prawnym n<span class="_ _0"></span>ieruchomości<span class="ff6"> </span></div><div class="t m0 x2 h35 y7d5 ff6 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y8cd ff2 fs3 fc0 sc0 ls0 ws0">Realizacja <span class="_ _d"> </span>każ<span class="_ _8"></span>dego <span class="_ _d"> </span>z <span class="_ _27"> </span>projektów <span class="_ _d"> </span>inwestyc<span class="_ _8"></span>yjnych <span class="_ _d"> </span>prz<span class="_ _8"></span>ez <span class="_ _d"> </span>Spółkę <span class="_ _d"> </span>wy<span class="_ _8"></span>maga <span class="_ _d"> </span>sp<span class="_ _8"></span>ełniania <span class="_ _d"> </span>wy<span class="_ _8"></span>mogów </div><div class="t m0 x2 h8 y8ce ff2 fs3 fc0 sc0 ls0 ws0">określonych <span class="_ _21"> </span>w <span class="_ _2a"> </span>praw<span class="_ _8"></span>ie. <span class="_ _21"> </span>W <span class="_ _21"> </span>większośc<span class="_ _8"></span>i <span class="_ _2a"> </span>przy<span class="_ _8"></span>padków <span class="_ _2a"> </span>Spółka <span class="_ _21"> </span>jest <span class="_ _21"> </span>zobowiąza<span class="_ _8"></span>na <span class="_ _2a"> </span>do <span class="_ _21"> </span>uzys<span class="_ _8"></span>kania <span class="_ _2a"> </span>różnego<span class="_ _8"></span> </div><div class="t m0 x2 h8 y8cf ff2 fs3 fc0 sc0 ls0 ws0">rodzaju <span class="_ _7"> </span>pozwoleń, <span class="_ _6"> </span>któr<span class="_ _8"></span>e <span class="_ _6"> </span>s<span class="_ _8"></span>ą <span class="_ _6"> </span>wydawa<span class="_ _8"></span>ne <span class="_ _6"> </span>prz<span class="_ _8"></span>ez <span class="_ _6"> </span>orga<span class="_ _8"></span>ny <span class="_ _7"> </span>administracji <span class="_ _6"> </span>pu<span class="_ _8"></span>blicznej. <span class="_ _7"> </span>Uzyskanie <span class="_ _6"> </span>ty<span class="_ _8"></span>ch <span class="_ _6"> </span>ak<span class="_ _8"></span>tów </div><div class="t m0 x2 h8 y8d0 ff2 fs3 fc0 sc0 ls0 ws0">administracyjny<span class="_ _8"></span>ch jest <span class="_ _3"></span>koniec<span class="_ _8"></span>znym warunkiem <span class="_ _0"></span>rozpoczęcia procesu inwestycyjnego. Należy zauw<span class="_ _c"></span>ażyć, </div><div class="t m0 x2 h8 y8d1 ff2 fs3 fc0 sc0 ls0 ws0">iż <span class="_ _7"> </span>uzysk<span class="_ _8"></span>anie <span class="_ _7"> </span>wszys<span class="_ _8"></span>tkich <span class="_ _7"> </span>pozwoleń <span class="_ _2a"> </span>i <span class="_ _2a"> </span>zgód <span class="_ _7"> </span>wy<span class="_ _8"></span>maga <span class="_ _7"> </span>z<span class="_ _8"></span>nacznego <span class="_ _2a"> </span>wysiłku <span class="_ _2a"> </span>i <span class="_ _7"> </span>jest<span class="_ _8"></span> <span class="_ _7"> </span>czas<span class="_ _8"></span>ochłonne. <span class="_ _7"> </span>Orga<span class="_ _8"></span>ny </div><div class="t m0 x2 h8 y8d2 ff2 fs3 fc0 sc0 ls0 ws0">administracji <span class="_ _2b"> </span>pu<span class="_ _8"></span>blicznej <span class="_ _2b"> </span>w<span class="_ _8"></span>ydające <span class="_ _13"> </span>pozwolenia <span class="_ _13"> </span>i <span class="_ _2b"> </span>zg<span class="_ _8"></span>ody <span class="_ _2b"> </span>dzia<span class="_ _8"></span>łają <span class="_ _2b"> </span>na <span class="_ _13"> </span>podstaw<span class="_ _8"></span>ie <span class="_ _2b"> </span>przepis<span class="_ _8"></span>ów <span class="_ _2b"> </span>kodeks<span class="_ _8"></span>u </div><div class="t m0 x2 h8 y8d3 ff2 fs3 fc0 sc0 ls0 ws0">postępowania <span class="_ _21"> </span>administrac<span class="_ _8"></span>yjnego <span class="_ _21"> </span>i <span class="_ _2a"> </span>usta<span class="_ _8"></span>w <span class="_ _2a"> </span>s<span class="_ _8"></span>zczególnych. <span class="_ _21"> </span>W <span class="_ _21"> </span>tych <span class="_ _21"> </span>post<span class="_ _c"></span>ępowaniac<span class="_ _8"></span>h <span class="_ _2a"> </span>bierz<span class="_ _8"></span>e <span class="_ _2a"> </span>się <span class="_ _21"> </span>prz<span class="_ _8"></span>ede </div><div class="t m0 x2 h8 y8d4 ff2 fs3 fc0 sc0 ls0 ws0">wszystkim  pod  uwagę  interes  społ<span class="_ _0"></span>eczności  lokalnyc<span class="_ _8"></span>h  i <span class="_ _21"> </span>sz<span class="_ _8"></span>ereg  zagadnień  planistycznych  podlega </div><div class="t m0 x2 h8 y8d5 ff2 fs3 fc0 sc0 ls0 ws0">szerokiej <span class="_ _21"> </span>konsultacji <span class="_ _21"> </span>społecz<span class="_ _8"></span>nej <span class="_ _2a"> </span>(np. <span class="_ _21"> </span>kwestie <span class="_ _21"> </span>ochrony <span class="_ _21"> </span>śr<span class="_ _8"></span>odowiska). <span class="_ _2a"> </span>Dodatko<span class="_ _8"></span>wo <span class="_ _21"> </span>brak <span class="_ _2a"> </span>c<span class="_ _8"></span>hoćby <span class="_ _2a"> </span>c<span class="_ _8"></span>zęści </div><div class="t m0 x2 h8 y8d6 ff2 fs3 fc0 sc0 ls0 ws0">dokumentacji <span class="_ _f"></span>u<span class="_ _8"></span>niemożliwia <span class="_ _6"></span>rozpoczęcie <span class="_ _6"></span><span class="ff1">procesu <span class="_ _f"></span>inwe<span class="_ _8"></span>stycyjnego. <span class="_ _f"></span>Pona<span class="_ _8"></span>dto <span class="_ _f"></span>stwier<span class="_ _8"></span>dzenie <span class="_ _f"></span>jakichk<span class="_ _8"></span>olwiek </span></div><div class="t m0 x2 h8 y8d7 ff2 fs3 fc0 sc0 ls0 ws0">nieprawidłowości bądź<span class="_ _8"></span> po stronie Spółki, bądź w aktach admin<span class="_ _8"></span>istracyjnych, a w szcz<span class="_ _8"></span>ególności istnienie </div><div class="t m0 x2 h8 y8d8 ff2 fs3 fc0 sc0 ls0 ws0">jakichkolwiek <span class="_ _13"> </span>sprzecz<span class="_ _8"></span>ności <span class="_ _2b"> </span>pom<span class="_ _8"></span>iędzy <span class="_ _2b"> </span>n<span class="_ _8"></span>imi <span class="_ _2b"> </span>moż<span class="_ _8"></span>e <span class="_ _13"> </span>prowadzić <span class="_ _13"> </span>do <span class="_ _13"> </span>opóźnienia <span class="_ _13"> </span>roz<span class="_ _8"></span>poczęcia <span class="_ _2b"> </span>r<span class="_ _8"></span>ealizacji </div><div class="t m0 x2 h8 y8d9 ff1 fs3 fc0 sc0 ls11 ws0">pr<span class="ff2 ls0">ocesu <span class="_ _7"> </span>inwes<span class="_ _8"></span>tycyjnego. <span class="_ _2a"> </span>Należy <span class="_ _7"> </span>tak<span class="_ _8"></span>że <span class="_ _7"> </span>licz<span class="_ _8"></span>yć <span class="_ _7"> </span>się <span class="_ _2a"> </span>z <span class="_ _7"> </span>ryz<span class="_ _8"></span>ykiem <span class="_ _7"> </span>wzruszeni<span class="_ _8"></span>a <span class="_ _7"> </span>już <span class="_ _7"> </span>pra<span class="_ _8"></span>womocnych <span class="_ _2a"> </span>decyzji </span></div><div class="t m0 x2 h8 y8da ff2 fs3 fc0 sc0 ls0 ws0">administracyjny<span class="_ _8"></span>ch <span class="_ _7"> </span>przez <span class="_ _7"> </span>wznowienie <span class="_ _7"> </span>postępow<span class="_ _8"></span>ania <span class="_ _7"> </span>bądź <span class="_ _7"> </span>stwierdze<span class="_ _8"></span>nie <span class="_ _7"> </span>nieważnoś<span class="_ _8"></span>ci <span class="_ _7"> </span>decyzji. <span class="_ _7"> </span>Decyzje </div><div class="t m0 x2 h8 y8db ff2 fs3 fc0 sc0 ls0 ws0">administracyjne <span class="_ _8"></span>mogą także <span class="_ _8"></span>zostać z<span class="_ _8"></span>askarżone w <span class="_ _8"></span>całości lub w <span class="_ _8"></span>części <span class="_ _c"></span><span class="ff1">i w <span class="_ _8"></span>konsek<span class="_ _8"></span>wencji istnieje r<span class="_ _8"></span>yzyko </span></div><div class="t m0 x2 h8 y8dc ff1 fs3 fc0 sc0 ls0 ws0">ich <span class="_ _31"> </span>uchylenia. <span class="_ _17"> </span>Na <span class="_ _31"> </span>obszarac<span class="_ _8"></span>h, <span class="_ _17"> </span><span class="ff2">gdzie <span class="_ _31"> </span>nie <span class="_ _31"> </span>prz<span class="_ _8"></span>yjęto <span class="_ _31"> </span>miej<span class="_ _8"></span>scowych <span class="_ _17"> </span>planów <span class="_ _31"> </span>zagospodarowa<span class="_ _8"></span>nia </span></div><div class="t m0 x2 h8 y524 ff2 fs3 fc0 sc0 ls0 ws0">przestrzennego, <span class="_ _8"></span>powstaj<span class="_ _8"></span>e <span class="_ _8"></span>dodatkowo <span class="_ _8"></span>r<span class="_ _8"></span>yzyko <span class="_ _8"></span>brak<span class="_ _8"></span>u <span class="_ _8"></span>możliwości <span class="_ _8"></span>realizacj<span class="_ _8"></span>i <span class="_ _8"></span>zamierzeń <span class="_ _8"></span>Spół<span class="_ _8"></span>ek <span class="_ _8"></span>z <span class="_ _8"></span>uwagi <span class="_ _8"></span>na </div><div class="t m0 x2 h8 y8dd ff2 fs3 fc0 sc0 ls0 ws0">utrudnienia związane z m<span class="_ _8"></span>ożliwością uzy<span class="_ _8"></span>ska<span class="_ _8"></span><span class="ff1">nia decyzji o warunkac<span class="_ _8"></span>h zabudowy. <span class="_ _8"></span> </span></div><div class="t m0 x2 h8 y8de ff2 fs3 fc0 sc0 ls0 ws0">Wystąpienie  któregokolw<span class="_ _8"></span>iek  z  wyżej  wymienionych  czynników  może  mieć  niekorzys<span class="_ _8"></span>tny  wpływ <span class="_ _21"> </span>n<span class="_ _8"></span>a </div><div class="t m0 x2 h8 y8df ff2 fs3 fc0 sc0 ls0 ws0">działalność, sytuacj<span class="_ _8"></span>ę finansową lub perspekty<span class="_ _8"></span>wy rozwoj<span class="_ _8"></span>u Grupy.<span class="_ _8"></span><span class="ff1"> </span></div></div></div><div class="pi" ></div></div><div id="pf4d" class="pf w0 h0" ><div class="pc pc4d w0 h0"><img class="bi x4 y2a w3 h5" alt="" src="data:image/png;base64,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"/><div class="c x0 y1 w2 h0"><div class="t m0 x5 h6 y2b ff4 fs2 fc2 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI GRUPY KAPITAŁOWEJ <span class="ff3">MIRBUD ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc3"> </span></span></div><div class="t m0 x6 h4 y2c ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y2d w4 ha"><div class="t m0 x113 h8 y85 ff2 fs3 fc2 sc0 ls0 ws0">Grupa Kapitałowa MIR<span class="_ _8"></span>BUD<span class="ff1"> <span class="ls6">| <span class="_ _8"></span></span>4.11 Czynniki ryzy<span class="_ _8"></span>ka </span></div></div><div class="c x9 y2d w5 ha"><div class="t m0 xa h4 y86 ff3 fs1 fc4 sc0 ls3 ws0">77<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h4 y31 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y18e ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h35 y8e0 ff5 fs1 fc0 sc0 ls0 ws0">Ryzyka związane<span class="_ _0"></span> z bieżącą dzia<span class="_ _3"></span>ł<span class="_ _8"></span>alnością<span class="ff1"> </span></div><div class="t m0 x2 h35 y120 ff6 fs1 fc0 sc0 ls0 ws0">- r<span class="ff5">yzyko związan<span class="_ _0"></span>e z realizacją s<span class="_ _0"></span>trategii rozwo<span class="_ _0"></span>ju<span class="ff6"> </span></span></div><div class="t m0 x2 h8 y8e1 ff1 fs3 fc0 sc0 ls0 ws0">Rynek <span class="_ _f"></span>polski <span class="_ _f"></span>i <span class="_ _6"></span>sytuacja <span class="_ _f"></span>na<span class="_ _8"></span> <span class="_ _f"></span>r<span class="ff2">y<span class="_ _8"></span>nkach <span class="_ _f"></span>lokalnych, <span class="_ _f"></span>na <span class="_ _6"></span>których <span class="_ _6"></span>działa <span class="_ _f"></span>Grupa, <span class="_ _f"></span>podlegaj<span class="_ _8"></span>ą <span class="_ _f"></span>ciągłym <span class="_ _6"></span>zmianom, </span></div><div class="t m0 x2 h8 y8e2 ff2 fs3 fc0 sc0 ls0 ws0">których <span class="_ _6"> </span>k<span class="_ _8"></span>ierunek <span class="_ _6"> </span>i<span class="_ _8"></span> <span class="_ _6"> </span>natężenie <span class="_ _7"> </span>zależne <span class="_ _6"> </span>są<span class="_ _8"></span> <span class="_ _6"> </span>od <span class="_ _7"> </span>szeregu <span class="_ _7"> </span>czynników. <span class="_ _6"> </span>D<span class="_ _8"></span>latego <span class="_ _6"> </span>przy<span class="_ _8"></span>szłe <span class="_ _6"> </span>wy<span class="_ _8"></span>niki <span class="_ _6"> </span>fina<span class="_ _8"></span>nsowe, </div><div class="t m0 x2 h8 y8e3 ff2 fs3 fc0 sc0 ls0 ws0">rozwój <span class="_ _1e"> </span>i <span class="_ _14"> </span>pozycja <span class="_ _1e"> </span>ry<span class="_ _8"></span>nkowa <span class="_ _1e"> </span>Spółek <span class="_ _14"> </span>są <span class="_ _1e"> </span>uzależn<span class="_ _8"></span>ione <span class="_ _1e"> </span>od <span class="_ _14"> </span>zdolności <span class="_ _1e"> </span>do <span class="_ _1e"> </span>wy<span class="_ _8"></span>pracowania <span class="_ _1e"> </span>i <span class="_ _14"> </span>wdrożenia </div><div class="t m0 x2 h8 y8e4 ff2 fs3 fc0 sc0 ls0 ws0">długoterminowej strate<span class="_ _8"></span>gii w niepewnyc<span class="_ _8"></span>h i zmieniających się warunk<span class="_ _8"></span>ach otoczenia <span class="_ _8"></span>rynkowego.<span class="_ _c"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 y8e5 ff2 fs3 fc0 sc0 ls0 ws0">W <span class="_ _f"></span>szcz<span class="_ _8"></span>ególności <span class="_ _f"></span>realizacja<span class="_ _8"></span> <span class="_ _f"></span>założonej<span class="_ _8"></span> <span class="_ _f"></span>przez <span class="_ _6"></span>Grupę <span class="_ _f"></span>strategii <span class="_ _f"></span>jes<span class="_ _8"></span>t <span class="_ _f"></span>uzależn<span class="_ _8"></span>iona <span class="_ _f"></span>od <span class="_ _6"></span>wystąpienia <span class="_ _f"></span>szere<span class="_ _8"></span>gu </div><div class="t m0 x2 h8 y8e6 ff2 fs3 fc0 sc0 ls0 ws0">czynników, <span class="_ _f"></span>których <span class="_ _f"></span>wystąpienie <span class="_ _c"></span>jes<span class="_ _8"></span>t <span class="_ _c"></span>często<span class="_ _8"></span> <span class="_ _c"></span>n<span class="_ _8"></span>iezależne <span class="_ _c"></span>od<span class="_ _8"></span> <span class="_ _c"></span>dec<span class="_ _8"></span>yzji <span class="_ _c"></span>organ<span class="_ _8"></span>ów <span class="_ _f"></span>Spółek <span class="_ _c"></span>i <span class="_ _f"></span>które <span class="_ _f"></span>nie <span class="_ _c"></span>zawsze<span class="_ _8"></span> </div><div class="t m0 x2 h8 y8e7 ff2 fs3 fc0 sc0 ls0 ws0">mogą być przewidz<span class="_ _8"></span>iane.<span class="ff1"> </span></div><div class="t m0 x2 h8 y8e8 ff2 fs3 fc0 sc0 ls0 ws0">Do takich czynników n<span class="_ _8"></span>ależą zarówno cz<span class="_ _8"></span>ynniki o charakterze ogó<span class="_ _8"></span>lnym, takie jak:<span class="_ _c"></span><span class="ff1"> </span></div><div class="t m0 x36 h8 y835 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">nie<span class="_ _8"></span>przewidywalne zdarzen<span class="_ _8"></span>ia rynkowe, takie jak wystąp<span class="_ _8"></span>ienie kryzysu g<span class="_ _8"></span></span>os<span class="_ _8"></span>podarczego lub recesji </div><div class="t m0 x25 h8 y5fa ff1 fs3 fc0 sc0 ls0 ws0">w Polsce lub innych kraj<span class="_ _8"></span>ach Unii Europejs<span class="_ _8"></span>kiej, </div><div class="t m0 x36 h8 y69f ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">r<span class="_ _8"></span>adykalne <span class="_ _c"></span>i <span class="_ _c"></span>nagłe <span class="_ _c"></span>z<span class="_ _8"></span>miany <span class="_ _c"></span>przepisów <span class="_ _f"></span>prawnych <span class="_ _c"></span>bądź <span class="_ _c"></span>s<span class="_ _8"></span>posobów <span class="_ _c"></span>ich <span class="_ _c"></span>i<span class="_ _8"></span>nterpretacji <span class="_ _c"></span>(<span class="_ _8"></span>np. <span class="_ _c"></span>mającyc<span class="_ _8"></span>h </span></div><div class="t m0 x25 h8 y131 ff2 fs3 fc0 sc0 ls0 ws0">wpływ na wydawan<span class="_ _8"></span>e warunków zabud<span class="_ _8"></span>owy),<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x36 h8 y8e9 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">k<span class="_ _8"></span>lęski <span class="_ _6"></span>żywiołowe</span>, <span class="_ _6"> </span>epidem<span class="_ _8"></span>ie <span class="_ _6"> </span>na <span class="_ _6"></span>terenach, <span class="_ _6"> </span><span class="ff2">gdzie <span class="_ _6"> </span>Spółk<span class="_ _8"></span>a <span class="_ _6"></span>prowadzi <span class="_ _6"> </span>działalność<span class="_ _8"></span></span><span class="lsd">, <span class="_ _6"></span></span><span class="ff2">a <span class="_ _6"></span>także <span class="_ _6"> </span>szereg </span></div><div class="t m0 x25 h8 y8ea ff2 fs3 fc0 sc0 ls0 ws0">czynników o charakterz<span class="_ _8"></span>e szczególnym, takich<span class="_ _8"></span> jak: <span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x36 h8 y66c ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">ograniczenia <span class="_ _3"></span>możliwośc<span class="_ _8"></span>i <span class="_ _3"></span>nabywania <span class="_ _3"></span>prz<span class="_ _8"></span>ez <span class="_ _3"></span>Spółkę <span class="_ _3"></span>JHM <span class="_ _0"></span>DEVELOPMENT <span class="_ _3"></span>dz<span class="_ _8"></span>iałek <span class="_ _3"></span>w <span class="_ _3"></span>atrakc<span class="_ _8"></span>yjnych </span></div><div class="t m0 x3 h8 y5c2 ff1 fs3 fc0 sc0 ls0 ws0">lokalizacjach pod b<span class="_ _8"></span>udownictwo mieszk<span class="_ _8"></span>aniowe,<span class="_ _8"></span> </div><div class="t m0 x36 h8 y8eb ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">obniżona <span class="_ _31"> </span>dostępność <span class="_ _31"> </span>finansowania <span class="_ _31"> </span>bankowego <span class="_ _31"> </span>umożl<span class="_ _8"></span>iwiającego <span class="_ _25"> </span>r<span class="_ _8"></span>ealizację <span class="_ _31"> </span>projektów </span></div><div class="t m0 x3 h8 y8ec ff1 fs3 fc0 sc0 ls0 ws0">deweloperskich i ko<span class="_ _8"></span>mercyjnych,<span class="_ _8"></span> </div><div class="t m0 x36 h8 y8ed ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">niepowodzenia <span class="_ _8"></span>re<span class="_ _8"></span>alizacji <span class="_ _8"></span>pr<span class="_ _8"></span>ojektów <span class="_ _8"></span>dewelop<span class="_ _8"></span>erskich <span class="_ _8"></span>i <span class="_ _c"></span>projektów <span class="_ _8"></span>ha<span class="_ _8"></span>ndlowo<span class="_ _8"></span></span>-<span class="_ _8"></span><span class="ff2">usługowych <span class="_ _c"></span>zgodnie </span></div><div class="t m0 x3 h8 y8ee ff2 fs3 fc0 sc0 ls0 ws0">z założonym harmono<span class="_ _8"></span>gramem i kosztory<span class="_ _8"></span>sem, <span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x36 h8 y4e6 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">zmiany programów rządo<span class="_ _8"></span>wych wspomagający<span class="_ _8"></span>ch nabywanie lokali mieszkalnych<span class="_ _8"></span> przez osoby o </span></div><div class="t m0 x3 h8 y8ef ff2 fs3 fc0 sc0 ls0 ws0">przeciętnych i poniżej prz<span class="_ _8"></span>eciętnych doc<span class="_ _8"></span>hodach <span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x36 h8 y8f0 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span>inne ryzyka operacy<span class="_ _8"></span>jne opisane w niniejs<span class="_ _8"></span>zym sprawoz<span class="_ _8"></span>daniu. <span class="_ _8"></span> </div><div class="t m0 x2 h8 y8f1 ff2 fs3 fc0 sc0 ls0 ws0">Spółki <span class="_ _6"> </span>z <span class="_ _7"> </span>Gru<span class="_ _8"></span>py <span class="_ _6"> </span>d<span class="_ _8"></span>okładają <span class="_ _7"> </span>wszelkich <span class="_ _7"> </span>starań, <span class="_ _7"> </span>by <span class="_ _7"> </span>założona <span class="_ _6"> </span>s<span class="_ _8"></span>trategia <span class="_ _7"> </span>była <span class="_ _7"> </span>realizowana <span class="_ _7"> </span>i <span class="_ _7"> </span>st<span class="_ _8"></span>araj<span class="_ _8"></span>ą <span class="_ _6"> </span>si<span class="_ _8"></span>ę <span class="_ _6"> </span>n<span class="_ _8"></span>a </div><div class="t m0 x2 h8 y34d ff2 fs3 fc0 sc0 ls0 ws0">bieżąco analizować<span class="_ _8"></span> wszystk<span class="_ _8"></span>ie czynniki rynkowe<span class="_ _8"></span> i branż<span class="_ _8"></span>owe mające i mo<span class="_ _8"></span>gące mie<span class="_ _8"></span>ć wpływ <span class="_ _c"></span>na realizację </div><div class="t m0 x2 h8 y34e ff1 fs3 fc0 sc0 ls0 ws0">strategii. </div><div class="t m0 x2 h8 y8f2 ff2 fs3 fc0 sc0 ls0 ws0">Opisane <span class="_ _f"></span>powyżej <span class="_ _f"></span>czynniki <span class="_ _f"></span>mogą <span class="_ _f"></span>spowodować, <span class="_ _f"></span>że <span class="_ _f"></span>Grupa <span class="_ _f"></span>nie <span class="_ _f"></span>będzie <span class="_ _f"></span>w <span class="_ _f"></span>stanie <span class="_ _f"></span>zrealizować <span class="_ _f"></span>zakładanej<span class="_ _8"></span> </div><div class="t m0 x2 h8 y8f3 ff1 fs3 fc0 sc0 ls0 ws0">strategii <span class="_ _6"> </span>r<span class="_ _8"></span>ozwoju, <span class="_ _7"> </span>w <span class="_ _7"> </span>tym <span class="_ _7"> </span><span class="ff2">planowanych <span class="_ _7"> </span>projektów <span class="_ _7"> </span>dew<span class="_ _8"></span>eloperskich, <span class="_ _7"> </span>a <span class="_ _6"> </span>prz<span class="_ _8"></span>ez <span class="_ _6"> </span>to<span class="_ _8"></span> <span class="_ _6"> </span>c<span class="_ _8"></span>zynniki <span class="_ _7"> </span>te <span class="_ _7"> </span>mogą <span class="_ _7"> </span>mieć </span></div><div class="t m0 x2 h8 y8f4 ff2 fs3 fc0 sc0 ls0 ws0">istotny <span class="_ _3"></span>negaty<span class="_ _8"></span>wny <span class="_ _3"></span>wpływ na <span class="_ _3"></span>działalność <span class="_ _0"></span>Spółek, <span class="_ _3"></span>jej <span class="_ _3"></span>s<span class="_ _8"></span>ytuację <span class="_ _0"></span>finansową, <span class="_ _3"></span>wyn<span class="_ _8"></span>iki <span class="_ _3"></span>lub <span class="_ _0"></span>perspektywy rozwoju.<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h35 y8f5 ff6 fs1 fc0 sc0 ls0 ws0">- <span class="ff5">związane z finans<span class="_ _0"></span>owa<span class="_ _0"></span>niem rozwoju kredy<span class="_ _3"></span>tami bankowymi<span class="ff6"> </span></span></div><div class="t m0 x2 h8 y5b2 ff2 fs3 fc0 sc0 ls0 ws0">Spółki <span class="_ _0"></span>z Grupy <span class="_ _3"></span>finansuj<span class="_ _8"></span>ą <span class="_ _0"></span>sw<span class="_ _8"></span>ój rozwój <span class="_ _3"></span>oraz<span class="_ _8"></span> <span class="_ _0"></span>bieżącą <span class="_ _0"></span>działalność przy wykorzystaniu <span class="_ _3"></span>k<span class="_ _8"></span>redytów <span class="_ _0"></span>bankowych </div><div class="t m0 x2 h8 y8f6 ff2 fs3 fc0 sc0 ls0 ws0">i <span class="_ _8"></span>le<span class="_ _8"></span>asingu. <span class="_ _c"></span>Spółki <span class="_ _c"></span>równ<span class="_ _8"></span>ież <span class="_ _c"></span>w <span class="_ _c"></span>przys<span class="_ _8"></span>złości <span class="_ _c"></span>zamierzają <span class="_ _c"></span>wyk<span class="_ _8"></span>orzystywać <span class="_ _c"></span>kredyty<span class="_ _8"></span> <span class="_ _c"></span>bankowe <span class="_ _c"></span>do <span class="_ _8"></span>f<span class="_ _8"></span>inansowania </div><div class="t m0 x2 h8 y44c ff2 fs3 fc0 sc0 ls0 ws0">zapotrzebowania <span class="_ _c"></span>na <span class="_ _c"></span>kapitał <span class="_ _c"></span>obrotowy <span class="_ _c"></span>związany <span class="_ _c"></span>ze <span class="_ _c"></span>wzrostem <span class="_ _c"></span>skali <span class="_ _c"></span>działalności. <span class="_ _c"></span>Istnieje<span class="_ _c"></span><span class="ff1"> <span class="_ _c"></span>jednak <span class="_ _c"></span>ryzyk<span class="_ _8"></span>o, </span></div><div class="t m0 x2 h8 y8f7 ff2 fs3 fc0 sc0 ls0 ws0">iż <span class="_ _f"></span>w <span class="_ _6"> </span>przys<span class="_ _8"></span>złości, <span class="_ _f"></span>w <span class="_ _6"> </span>przypadku <span class="_ _6"></span>wystąpienia <span class="_ _6"></span>niekorzys<span class="_ _8"></span>tnych <span class="_ _6"></span>zmian <span class="_ _f"></span>na <span class="_ _6"></span>rynkach <span class="_ _6"></span>działalności <span class="_ _6"></span>Spółek <span class="_ _6"></span>lub </div><div class="t m0 x2 h8 y5b6 ff2 fs3 fc0 sc0 ls0 ws0">rynkach finansowych, l<span class="_ _8"></span>ub w wyniku zmiany pod<span class="_ _8"></span>ejścia banków do oc<span class="_ _8"></span>eny ryzy<span class="_ _8"></span>ka kredytowego, będą one<span class="_ _8"></span> </div><div class="t m0 x2 h8 y5b7 ff2 fs3 fc0 sc0 ls0 ws0">miały <span class="_ _6"> </span>utrudniony<span class="_ _8"></span> <span class="_ _6"> </span>dostęp <span class="_ _7"> </span>do <span class="_ _6"> </span>finansow<span class="_ _8"></span>ania <span class="_ _6"> </span>prz<span class="_ _8"></span>y <span class="_ _6"> </span>w<span class="_ _8"></span>ykorzys<span class="_ _8"></span>taniu <span class="_ _6"></span>kredytów, <span class="_ _7"> </span>ich <span class="_ _6"></span>koszt <span class="_ _7"> </span>będzie <span class="_ _6"> </span>wyższ<span class="_ _8"></span>y <span class="_ _6"> </span>od </div><div class="t m0 x2 h8 y8f8 ff2 fs3 fc0 sc0 ls0 ws0">obecnego <span class="_ _7"> </span>lub <span class="_ _7"> </span>b<span class="_ _8"></span>ędą <span class="_ _7"> </span>zmusz<span class="_ _8"></span>one <span class="_ _7"> </span>do <span class="_ _7"> </span>wcz<span class="_ _8"></span>eśniejszej <span class="_ _7"> </span>spła<span class="_ _8"></span>ty <span class="_ _7"> </span>lub <span class="_ _7"> </span>refinans<span class="_ _8"></span>owania <span class="_ _7"> </span>na <span class="_ _2a"> </span>gorszyc<span class="_ _8"></span>h <span class="_ _7"> </span>warunkach </div><div class="t m0 x2 h8 y8f9 ff2 fs3 fc0 sc0 ls0 ws0">dotychczasowego zadłuże<span class="_ _8"></span>nia. Może to przycz<span class="_ _8"></span>ynić się do wolniejszego od planowanego t<span class="_ _8"></span>empa rozwoju </div><div class="t m0 x2 h8 y50b ff1 fs3 fc0 sc0 ls0 ws0">i pogorszenia uzys<span class="_ _8"></span><span class="ff2">kiwanych wyników<span class="_ _8"></span> finansowyc<span class="_ _8"></span>h.  </span> </div></div></div><div class="pi" ></div></div><div id="pf4e" class="pf w0 h0" ><div class="pc pc4e w0 h0"><img class="bi x4 y2a w3 h5" alt="" src="data:image/png;base64,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"/><div class="c x0 y1 w2 h0"><div class="t m0 x5 h6 y2b ff4 fs2 fc2 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI GRUPY KAPITAŁOWEJ <span class="ff3">MIRBUD ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc3"> </span></span></div><div class="t m0 x6 h4 y2c ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y2d w4 ha"><div class="t m0 x113 h8 y85 ff2 fs3 fc2 sc0 ls0 ws0">Grupa Kapitałowa MIR<span class="_ _8"></span>BUD<span class="ff1"> <span class="ls6">| <span class="_ _8"></span></span>4.11 Czynniki ryzy<span class="_ _8"></span>ka </span></div></div><div class="c x9 y2d w5 ha"><div class="t m0 xa h4 y86 ff3 fs1 fc4 sc0 ls3 ws0">78<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h4 y31 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y18e ff2 fs3 fc0 sc0 ls0 ws0">Zarząd <span class="_ _11"> </span>uważa <span class="_ _2b"> </span>obecny <span class="_ _2b"> </span>poziom <span class="_ _2b"> </span>zadłużenia <span class="_ _2b"> </span>za  bezp<span class="_ _8"></span>ieczny <span class="_ _2b"> </span>i  nie <span class="_ _2b"> </span>widzi  ob<span class="_ _8"></span>ecnie <span class="_ _2b"> </span>zagrożeń <span class="_ _11"> </span>dl<span class="_ _8"></span>a  jego </div><div class="t m0 x2 h8 y22f ff2 fs3 fc0 sc0 ls0 ws0">terminowej obsługi. Mimo <span class="_ _3"></span>d<span class="_ _8"></span>obrej kondycji <span class="_ _3"></span>f<span class="_ _8"></span>inansowej większości Spółek <span class="_ _0"></span>z Grupy, <span class="_ _0"></span>nie <span class="_ _0"></span>można wykluczyć, </div><div class="t m0 x2 h8 y34 ff2 fs3 fc0 sc0 ls0 ws0">że <span class="_ _f"></span>w <span class="_ _f"></span>przyszłośc<span class="_ _8"></span>i <span class="_ _f"></span>na <span class="_ _c"></span>s<span class="_ _8"></span>kutek <span class="_ _f"></span>niekorz<span class="_ _8"></span>ystnych <span class="_ _f"></span>procesów <span class="_ _f"></span>ry<span class="_ _8"></span>nkowych <span class="_ _f"></span>będą <span class="_ _f"></span>one <span class="_ _f"></span>w <span class="_ _f"></span>stanie <span class="_ _f"></span>wywiązać <span class="_ _f"></span>się <span class="_ _f"></span>ze </div><div class="t m0 x2 h8 y230 ff2 fs3 fc0 sc0 ls0 ws0">wszystkich <span class="_ _7"> </span>zobowiązań <span class="_ _6"> </span>wy<span class="_ _8"></span>nikających <span class="_ _6"> </span>z<span class="_ _8"></span> <span class="_ _6"> </span>zawartych <span class="_ _7"> </span>umów <span class="_ _6"> </span>kredyt<span class="_ _8"></span>owych <span class="_ _6"> </span>oraz <span class="_ _7"> </span>poży<span class="_ _8"></span>czek. <span class="_ _6"> </span>W <span class="_ _6"> </span>prz<span class="_ _8"></span>ypadku </div><div class="t m0 x2 h8 y231 ff2 fs3 fc0 sc0 ls0 ws0">wystąpienia sytuacji, w której Spółka z Grupy nie będzie w stanie na bieżąco regulować<span class="_ _8"></span> swoich długów </div><div class="t m0 x2 h8 y293 ff1 fs3 fc0 sc0 ls0 ws0">z t<span class="ff2">ytułu umów kredytowych i pożyczek, spłaty mogą stać się natychmiast wymagalne. W konsekwencj<span class="_ _8"></span>i, </span></div><div class="t m0 x2 h8 y294 ff2 fs3 fc0 sc0 ls0 ws0">aby zaspokoić wierzycieli Spółka będzie zmuszona<span class="_ _8"></span> do zbycia części swoich aktywów. Strategie Spółek </div><div class="t m0 x2 h8 y295 ff2 fs3 fc0 sc0 ls0 ws0">przewidują, <span class="_ _7"> </span>s<span class="_ _8"></span>topniową <span class="_ _7"> </span>za<span class="_ _8"></span>mianę <span class="_ _7"> </span>długu <span class="_ _7"> </span>k<span class="_ _8"></span>rótkoterminowego <span class="_ _2a"> </span>na <span class="_ _7"> </span>f<span class="_ _8"></span>inan<span class="_ _8"></span>sowanie <span class="_ _2a"> </span>długotermin<span class="_ _8"></span>owe <span class="_ _7"> </span>oraz <span class="_ _2a"> </span>że </div><div class="t m0 x2 h8 y296 ff2 fs3 fc0 sc0 ls0 ws0">nowo <span class="_ _c"></span>pozy<span class="_ _8"></span>skiwane <span class="_ _c"></span>fi<span class="_ _8"></span>nansowanie <span class="_ _c"></span>k<span class="_ _8"></span>redytami <span class="_ _c"></span>b<span class="_ _8"></span>ędzie <span class="_ _c"></span>cel<span class="_ _8"></span>owe <span class="_ _c"></span>dla <span class="_ _f"></span>potrzeb <span class="_ _c"></span>real<span class="_ _8"></span>izacji <span class="_ _f"></span>konkretnych <span class="_ _c"></span>umów <span class="_ _f"></span>o </div><div class="t m0 x2 h8 y297 ff1 fs3 fc0 sc0 ls0 ws0">roboty budowlane <span class="_ _8"></span>i inwestycj<span class="_ _8"></span>i deweloperskich.  <span class="_ _8"></span> </div><div class="t m0 x2 h8 y5da ff2 fs3 fc0 sc0 ls0 ws0">Wystąpienie <span class="_ _f"></span>wyżej <span class="_ _f"></span>wymienionych<span class="_ _8"></span> <span class="_ _f"></span>czynników <span class="_ _f"></span>może <span class="_ _f"></span>mieć <span class="_ _f"></span>niekorzystny <span class="_ _f"></span>wpływ <span class="_ _f"></span>na <span class="_ _f"></span>działaln<span class="_ _c"></span>ość, <span class="_ _f"></span>sytuację<span class="_ _8"></span> </div><div class="t m0 x2 h8 y8fa ff2 fs3 fc0 sc0 ls0 ws0">finansową <span class="_ _f"></span>lub <span class="_ _f"></span>pers<span class="_ _8"></span>pektywy <span class="_ _f"></span>rozwoju <span class="_ _f"></span>Grupy. <span class="_ _6"></span>W <span class="_ _f"></span>celu <span class="_ _f"></span>ograniczenia <span class="_ _f"></span>ryz<span class="_ _8"></span>yka <span class="_ _f"></span>Spółka <span class="_ _f"></span>n<span class="_ _8"></span>a <span class="_ _f"></span>bieżąco <span class="_ _f"></span>dokonuj<span class="_ _8"></span>e </div><div class="t m0 x2 h8 y756 ff2 fs3 fc0 sc0 ls0 ws0">analizy stanu zadłużen<span class="_ _8"></span>ia oraz możliwości re<span class="_ _8"></span>gulowania z<span class="_ _8"></span>obowiązań.<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h35 y8fb ff6 fs1 fc0 sc0 ls0 ws0">- <span class="ff5">związane z in<span class="_ _0"></span>frastrukturą budo<span class="_ _3"></span>wl<span class="_ _8"></span>aną<span class="ff6"> </span></span></div><div class="t m0 x2 h8 y889 ff2 fs3 fc0 sc0 ls0 ws0">Zakończenie <span class="_ _c"></span>realizacj<span class="_ _8"></span>i <span class="_ _8"></span>proj<span class="_ _8"></span>ektu <span class="_ _c"></span>jest <span class="_ _c"></span>uzależn<span class="_ _8"></span><span class="ff1">ione <span class="_ _c"></span>od <span class="_ _c"></span>z<span class="_ _8"></span>apewnienia <span class="_ _c"></span>wy<span class="_ _8"></span>maganej <span class="_ _c"></span>przepisa<span class="_ _8"></span>mi <span class="_ _c"></span>infrastruktury </span></div><div class="t m0 x2 h8 y8fc ff2 fs3 fc0 sc0 ls0 ws0">takiej <span class="_ _1b"> </span>jak <span class="_ _1b"> </span>dostęp <span class="_ _d"> </span>do <span class="_ _1a"> </span>dróg <span class="_ _1b"> </span>pub<span class="_ _8"></span>licznych, <span class="_ _1b"> </span>dostęp <span class="_ _d"> </span>do <span class="_ _1a"> </span>med<span class="_ _8"></span>iów, <span class="_ _1b"> </span>wyznacz<span class="_ _8"></span>enie <span class="_ _1b"> </span>odpowiednich <span class="_ _1b"> </span>dróg<span class="_ _8"></span> </div><div class="t m0 x2 h8 y505 ff2 fs3 fc0 sc0 ls0 ws0">wewnętrznych, <span class="_ _21"> </span>itd. <span class="_ _21"> </span>Byw<span class="_ _8"></span>ają <span class="_ _21"> </span>sytuacj<span class="_ _8"></span>e, <span class="_ _21"> </span>że <span class="_ _21"> </span>zapewnienie <span class="_ _21"> </span>niezbędnej <span class="_ _28"> </span>infrastruktury <span class="_ _28"> </span>jest <span class="_ _21"> </span>uzależnione <span class="_ _21"> </span>o<span class="_ _8"></span>d </div><div class="t m0 x2 h8 y506 ff2 fs3 fc0 sc0 ls0 ws0">czynników  będących  poza <span class="_ _21"> </span>k<span class="_ _8"></span>ontrolą <span class="_ _28"> </span>Spółki. <span class="_ _28"> </span>Często  zapewnienie  dostępu <span class="_ _21"> </span>do  właściwej  drogi <span class="_ _21"> </span>bądź </div><div class="t m0 x2 h8 y208 ff2 fs3 fc0 sc0 ls0 ws0">mediów <span class="_ _2a"> </span>jes<span class="_ _8"></span>t <span class="_ _2a"> </span>uzależ<span class="_ _8"></span>nione <span class="_ _21"> </span>od <span class="_ _2a"> </span>decyz<span class="_ _8"></span>ji <span class="_ _2a"> </span>stosowne<span class="_ _8"></span>go <span class="_ _2a"> </span>ur<span class="_ _8"></span>zędu <span class="_ _2a"> </span>m<span class="_ _8"></span>iejskiego <span class="_ _2a"> </span>bądź <span class="_ _21"> </span>g<span class="_ _8"></span>minnego. <span class="_ _2a"> </span>W <span class="_ _21"> </span>niekt<span class="_ _8"></span>órych </div><div class="t m0 x2 h8 y88e ff2 fs3 fc0 sc0 ls0 ws0">przypadkach status <span class="_ _3"></span>dró<span class="_ _8"></span>g, które <span class="_ _0"></span>są <span class="_ _0"></span>potrzebne do <span class="_ _3"></span>rea<span class="_ _8"></span>lizacj<span class="_ _8"></span>i <span class="_ _0"></span>inwestycji, może <span class="_ _3"></span>być<span class="_ _8"></span> ni<span class="_ _0"></span>euregul<span class="_ _8"></span>ow<span class="_ _8"></span>any, <span class="_ _0"></span>bądź w </div><div class="t m0 x2 h8 y8fd ff2 fs3 fc0 sc0 ls0 ws0">trakcie <span class="_ _1e"> </span>realizacj<span class="_ _8"></span>i <span class="_ _1e"> </span>projek<span class="_ _8"></span>tu <span class="_ _1e"> </span>mo<span class="_ _8"></span>gą <span class="_ _1e"> </span>pojaw<span class="_ _8"></span>ić <span class="_ _1e"> </span>się <span class="_ _14"> </span>nieprzewidziane <span class="_ _14"> </span>komplikacje <span class="_ _14"> </span>przekładające <span class="_ _1e"> </span>s<span class="_ _8"></span>ię <span class="_ _14"> </span>na </div><div class="t m0 x2 h8 y8fe ff2 fs3 fc0 sc0 ls0 ws0">opóźnienia i <span class="_ _8"></span>dodatkowe <span class="_ _8"></span>koszty. Moż<span class="_ _8"></span>e się także <span class="_ _8"></span>zdarzyć, <span class="_ _8"></span>że właściwe org<span class="_ _8"></span>any administrac<span class="_ _8"></span>ji zażądają o<span class="_ _8"></span>d </div><div class="t m0 x2 h8 y8ff ff2 fs3 fc0 sc0 ls0 ws0">Spółki wykonania dodatkowyc<span class="_ _8"></span>h prac do<span class="_ _0"></span>tyczącyc<span class="_ _8"></span>h infrastruktury<span class="_ _8"></span> w ramach prac związanych z realizacją </div><div class="t m0 x2 h8 y900 ff2 fs3 fc0 sc0 ls0 ws0">inwestycji. Organy <span class="_ _3"></span>a<span class="_ _8"></span>dministracji mogą <span class="_ _3"></span>t<span class="_ _8"></span>akże oczekiwać l<span class="_ _0"></span>ub <span class="_ _3"></span>n<span class="_ _8"></span>awet zażądać, <span class="_ _3"></span>aby<span class="_ _8"></span> <span class="_ _0"></span>inwestor wykonał prace </div><div class="t m0 x2 h8 y891 ff2 fs3 fc0 sc0 ls0 ws0">związane z infrastruk<span class="_ _8"></span>turą, k<span class="_ _8"></span>tóre nie są niez<span class="_ _8"></span>będne z pers<span class="_ _8"></span>pektywy realizacj<span class="_ _8"></span>i danego proj<span class="_ _8"></span>ektu, ale któryc<span class="_ _8"></span>h </div><div class="t m0 x2 h8 y901 ff1 fs3 fc0 sc0 ls0 ws0">w<span class="ff2">ykonanie może<span class="_ _8"></span> być oczek<span class="_ _8"></span>iwane przez te<span class="_ _8"></span> organy jako <span class="_ _8"></span>wkład inwestora w<span class="_ _8"></span> rozwój s<span class="_ _8"></span>połeczności lokal<span class="_ _8"></span>nej </span></div><div class="t m0 x2 h8 y220 ff2 fs3 fc0 sc0 ls0 ws0">w związku z realizowaną<span class="_ _8"></span> inwestycją. <span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 y875 ff2 fs3 fc0 sc0 ls0 ws0">Wystąpienie <span class="_ _3"></span>które<span class="_ _8"></span>gokolwiek<span class="_ _8"></span> <span class="_ _3"></span>z <span class="_ _3"></span>powyż<span class="_ _8"></span>szych <span class="_ _3"></span>czy<span class="_ _8"></span>nników <span class="_ _3"></span>przekładających <span class="_ _0"></span>się <span class="_ _3"></span>na <span class="_ _3"></span>o<span class="_ _8"></span>późnienie <span class="_ _3"></span>real<span class="_ _8"></span>izowanych </div><div class="t m0 x2 h8 y902 ff2 fs3 fc0 sc0 ls0 ws0">projektów <span class="_ _0"></span>lub <span class="_ _3"></span>dodatkowe koszty <span class="_ _3"></span>projek<span class="_ _8"></span>tu <span class="_ _3"></span>może <span class="_ _3"></span>mi<span class="_ _8"></span>eć <span class="_ _3"></span>istotny <span class="_ _0"></span>niekorzystny <span class="_ _0"></span>wpływ <span class="_ _3"></span>na<span class="_ _8"></span> <span class="_ _3"></span>działalność<span class="_ _8"></span>, <span class="_ _3"></span>sytuację </div><div class="t m0 x2 h8 y903 ff2 fs3 fc0 sc0 ls0 ws0">finansową lub persp<span class="_ _8"></span>ektywy rozwoju Gr<span class="_ _8"></span>upy.<span class="ff1"> </span></div><div class="t m0 x2 h35 y904 ff6 fs1 fc0 sc0 ls0 ws0">- <span class="ff5">związane z odpo<span class="_ _3"></span>wi<span class="_ _8"></span>edzialnośc<span class="_ _3"></span>i<span class="_ _8"></span>ą za naruszen<span class="_ _0"></span>ie przepisów<span class="_ _0"></span> ochrony ś<span class="_ _3"></span>rodowiska<span class="ff6"> </span></span></div><div class="t m0 x2 h8 y905 ff2 fs3 fc0 sc0 ls0 ws0">Na <span class="_ _14"> </span>podstawie <span class="_ _14"> </span>obowiązują<span class="_ _8"></span>cych <span class="_ _14"> </span>przepisów <span class="_ _14"> </span>dotyczący<span class="_ _8"></span>ch <span class="_ _14"> </span>ochrony <span class="_ _14"> </span>środ<span class="_ _8"></span>owiska <span class="_ _14"> </span>podmioty, <span class="_ _14"> </span>które <span class="_ _14"> </span>s<span class="_ _8"></span>ą </div><div class="t m0 x2 h8 y83d ff2 fs3 fc0 sc0 ls0 ws0">właścicielami, <span class="_ _6"></span>bądź <span class="_ _f"></span>uż<span class="_ _8"></span>ytkownikami <span class="_ _6"></span>działek, <span class="_ _6"></span>na <span class="_ _f"></span>k<span class="_ _8"></span>tórych <span class="_ _6"></span>występują <span class="_ _6"></span>niebezpieczne <span class="_ _6"> </span>substancje, <span class="_ _6"></span>albo <span class="_ _6"></span>na </div><div class="t m0 x2 h8 y83e ff2 fs3 fc0 sc0 ls0 ws0">których <span class="_ _21"> </span>doszło <span class="_ _21"> </span>do <span class="_ _21"> </span>niekorzys<span class="_ _8"></span>tnego <span class="_ _2a"> </span>przeksz<span class="_ _8"></span>tałcenia <span class="_ _21"> </span>naturalnego <span class="_ _21"> </span>ukształtowa<span class="_ _8"></span>nia <span class="_ _21"> </span>terenu <span class="_ _21"> </span>mogą <span class="_ _21"> </span>zostać<span class="_ _8"></span> </div><div class="t m0 x2 h8 y184 ff2 fs3 fc0 sc0 ls0 ws0">zobowiązane <span class="_ _f"></span>do <span class="_ _c"></span>ich <span class="_ _f"></span>usunięcia, <span class="_ _c"></span>b<span class="_ _8"></span>ądź <span class="_ _c"></span>po<span class="_ _8"></span>nieść<span class="_ _8"></span> <span class="_ _c"></span>kosz<span class="_ _8"></span>t <span class="_ _c"></span>rekultywacji <span class="_ _f"></span>terenu <span class="_ _f"></span>lub <span class="_ _c"></span>zapłaty <span class="_ _f"></span>kary <span class="_ _c"></span>pieniężnej. <span class="_ _f"></span>W </div><div class="t m0 x2 h8 y906 ff2 fs3 fc0 sc0 ls0 ws0">celu zm<span class="_ _8"></span>inimalizowania <span class="_ _8"></span>ryzy<span class="_ _8"></span>ka narusz<span class="_ _8"></span>enia <span class="_ _8"></span>przepisów <span class="_ _8"></span>oc<span class="_ _8"></span>hrony ś<span class="_ _8"></span>rodowiska <span class="_ _8"></span>Spółki <span class="_ _8"></span>prz<span class="_ _8"></span>eprowadzą <span class="_ _8"></span>analizy </div><div class="t m0 x2 h8 y7e ff2 fs3 fc0 sc0 ls0 ws0">techniczne <span class="_ _6"></span>przyszłych <span class="_ _6"> </span>projektów <span class="_ _6"></span>pod <span class="_ _f"></span>kąte<span class="_ _8"></span>m <span class="_ _f"></span>r<span class="_ _8"></span>yzyka <span class="_ _6"></span>związanego <span class="_ _f"></span>z <span class="_ _6"> </span>odpowie<span class="_ _8"></span>dzialnością <span class="_ _6"></span>za <span class="_ _f"></span>nar<span class="_ _8"></span>uszenie </div><div class="t m0 x2 h8 y907 ff1 fs3 fc0 sc0 ls0 ws0">p<span class="ff2">rzepisów <span class="_ _f"></span>ochrony <span class="_ _f"></span>środowiska. <span class="_ _f"></span>Do <span class="_ _f"></span>dnia <span class="_ _c"></span>sporz<span class="_ _8"></span>ądzenia <span class="_ _f"></span>sprawozdania <span class="_ _f"></span>Spółki <span class="_ _c"></span>n<span class="_ _8"></span>ie <span class="_ _c"></span>b<span class="_ _8"></span>yły <span class="_ _f"></span>zobowiązane <span class="_ _f"></span>do </span></div><div class="t m0 x2 h8 y908 ff2 fs3 fc0 sc0 ls0 ws0">ponoszenia kosztów reku<span class="_ _8"></span>ltywacji terenu bądź zapłaty jakichk<span class="_ _8"></span>olwiek kar administracy<span class="_ _8"></span>jnych z tego tytułu. </div><div class="t m0 x2 h8 y55 ff2 fs3 fc0 sc0 ls0 ws0">Niemniej <span class="_ _7"> </span>nie <span class="_ _7"> </span>można<span class="_ _8"></span> <span class="_ _7"> </span>wykluczyć<span class="_ _8"></span>, <span class="_ _7"> </span>iż <span class="_ _7"> </span>w <span class="_ _7"> </span>przyszłości <span class="_ _7"> </span>Spółki <span class="_ _7"> </span>z <span class="_ _7"> </span>Gru<span class="_ _c"></span>py <span class="_ _7"> </span>będą <span class="_ _7"> </span>z<span class="_ _8"></span>obowiązane <span class="_ _7"> </span>do <span class="_ _7"> </span>pon<span class="_ _8"></span>iesienia </div><div class="t m0 x2 h8 y81 ff2 fs3 fc0 sc0 ls0 ws0">kosztów rekultywacji t<span class="_ _8"></span>erenu, zapłaty kary<span class="_ _8"></span> pieniężnej z ty<span class="_ _8"></span>tułu naruszenia przepisów<span class="_ _8"></span> ochrony środowiska<span class="_ _8"></span> </div><div class="t m0 x2 h8 y909 ff2 fs3 fc0 sc0 ls0 ws0">bądź odszkodowań.  <span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 y3f9 ff2 fs3 fc0 sc0 ls0 ws0">Wystąpienie <span class="_ _14"> </span>które<span class="_ _8"></span>gokolwiek <span class="_ _1a"> </span>z <span class="_ _14"> </span>opisany<span class="_ _8"></span>ch <span class="_ _14"> </span>wyżej<span class="_ _8"></span> <span class="_ _14"> </span>czynników <span class="_ _1a"> </span>może <span class="_ _1a"> </span>mieć <span class="_ _14"> </span>ni<span class="_ _8"></span>ekorzys<span class="_ _8"></span>tny <span class="_ _14"> </span>wpływ <span class="_ _14"> </span>na<span class="_ _8"></span> </div><div class="t m0 x2 h8 y3fa ff2 fs3 fc0 sc0 ls0 ws0">działalność,<span class="ff1"> </span>sy<span class="_ _8"></span>tuację finansową lub pers<span class="_ _8"></span>pektywy rozwo<span class="_ _8"></span>ju Grupy.<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 y90a ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y90b ff1 fs3 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf4f" class="pf w0 h0" ><div class="pc pc4f w0 h0"><img class="bi x4 y2a w3 h5" alt="" src="data:image/png;base64,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class="c x0 y1 w2 h0"><div class="t m0 x5 h6 y2b ff4 fs2 fc2 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI GRUPY KAPITAŁOWEJ <span class="ff3">MIRBUD ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc3"> </span></span></div><div class="t m0 x6 h4 y2c ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y2d w4 ha"><div class="t m0 x113 h8 y85 ff2 fs3 fc2 sc0 ls0 ws0">Grupa Kapitałowa MIR<span class="_ _8"></span>BUD<span class="ff1"> <span class="ls6">| <span class="_ _8"></span></span>4.11 Czynniki ryzy<span class="_ _8"></span>ka </span></div></div><div class="c x9 y2d w5 ha"><div class="t m0 xa h4 y86 ff3 fs1 fc4 sc0 ls3 ws0">79<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h4 y31 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h35 y32 ff6 fs1 fc0 sc0 ls0 ws0">- <span class="ff5">związane z kara<span class="_ _3"></span>mi za niewykonanie lub niete<span class="_ _0"></span>rminowe wykonan<span class="_ _3"></span>i<span class="_ _8"></span>e zleceń<span class="ff6"> </span></span></div><div class="t m0 x2 h8 y4a6 ff2 fs3 fc0 sc0 ls0 ws0">Jednostki <span class="_ _f"></span>w <span class="_ _c"></span>umowach <span class="_ _f"></span>z <span class="_ _f"></span>inwestorami <span class="_ _c"></span>wystę<span class="_ _8"></span>pują <span class="_ _c"></span>jako<span class="_ _8"></span> <span class="_ _f"></span>generalny <span class="_ _c"></span>wy<span class="_ _8"></span>konawca. <span class="_ _f"></span>Podpisane <span class="_ _f"></span>i <span class="_ _8"></span>r<span class="_ _8"></span>ealizowane<span class="_ _8"></span> </div><div class="t m0 x2 h8 y4a7 ff2 fs3 fc0 sc0 ls0 ws0">umowy <span class="_ _f"></span>nakładają <span class="_ _f"></span>na <span class="_ _6"></span>Spółki <span class="_ _f"></span>szereg <span class="_ _f"></span>zobowiązań <span class="_ _f"></span>oraz<span class="_ _8"></span> <span class="_ _f"></span>określają <span class="_ _f"></span>konsek<span class="_ _8"></span>wencje <span class="_ _f"></span>niewywiązywan<span class="_ _8"></span>ia <span class="_ _f"></span>się <span class="_ _f"></span>z </div><div class="t m0 x2 h8 y4a8 ff2 fs3 fc0 sc0 ls0 ws0">przyjętyc<span class="_ _8"></span>h na <span class="_ _3"></span>s<span class="_ _8"></span>iebie obowiązków. Umowy takie przede wszystkim bardzo<span class="_ _8"></span><span class="ff1"> </span>dokładnie określają terminy –<span class="ff1"> </span></div><div class="t m0 x2 h8 y4a9 ff2 fs3 fc0 sc0 ls0 ws0">zarówno <span class="_ _6"> </span>wy<span class="_ _8"></span>konania <span class="_ _7"> </span>zleconyc<span class="_ _8"></span>h <span class="_ _6"> </span>prac<span class="_ _8"></span>, <span class="_ _6"> </span>jak<span class="_ _8"></span> <span class="_ _6"> </span>i <span class="_ _7"> </span>dokonania <span class="_ _7"> </span>innych <span class="_ _7"> </span>czynności, <span class="_ _7"> </span>np. <span class="_ _7"> </span>usunięcia <span class="_ _7"> </span>ewentualnych </div><div class="t m0 x2 h8 y69c ff2 fs3 fc0 sc0 ls0 ws0">usterek <span class="_ _c"></span>i <span class="_ _c"></span>wad <span class="_ _c"></span>w<span class="_ _8"></span> <span class="_ _c"></span>okresie <span class="_ _c"></span>gw<span class="_ _8"></span>arancyjnym. <span class="_ _c"></span>W <span class="_ _c"></span>prz<span class="_ _8"></span>ypadku <span class="_ _c"></span>niedotrz<span class="_ _8"></span>ymania <span class="_ _c"></span>tych <span class="_ _c"></span>term<span class="_ _8"></span>inów <span class="_ _c"></span>Spó<span class="_ _8"></span>łki <span class="_ _8"></span>m<span class="_ _8"></span>ogą <span class="_ _c"></span>być </div><div class="t m0 x2 h8 y778 ff2 fs3 fc0 sc0 ls0 ws0">zagrożone ryzykiem <span class="_ _8"></span>płacenia kar umo<span class="_ _8"></span><span class="ff1">wnyc<span class="_ _8"></span>h.   </span></div><div class="t m0 x2 h8 y69e ff2 fs3 fc0 sc0 ls0 ws0">W cel<span class="_ _8"></span>u o<span class="_ _8"></span>graniczenia <span class="_ _8"></span>ryzyk<span class="_ _8"></span>a wystąpienia <span class="_ _8"></span>przez<span class="_ _8"></span> inwes<span class="_ _8"></span>torów <span class="_ _8"></span>z <span class="_ _8"></span>roszczeniem <span class="_ _8"></span>zapłaty <span class="_ _8"></span>za <span class="_ _8"></span>niewykonan<span class="_ _8"></span>ie lub<span class="_ _8"></span> </div><div class="t m0 x2 h8 y297 ff2 fs3 fc0 sc0 ls0 ws0">nienależyte wykonani<span class="_ _8"></span>e zleceń Spółki podj<span class="_ _8"></span>ęły następują<span class="_ _8"></span>ce działania: <span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x36 h8 y90c ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">obj<span class="_ _8"></span>ęły ochroną ubezpiecz<span class="_ _8"></span>eniową kontrak<span class="_ _8"></span>ty, w tym także działa<span class="_ _8"></span>nia podwykonawcó<span class="_ _8"></span>w,<span class="_ _8"></span></span> </div><div class="t m0 x36 h8 y90d ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="lsf">wd</span><span class="ff2">rożyły i stosują Sys<span class="_ _8"></span>temu Zarządzania wg EN<span class="_ _8"></span> ISO 9001:200<span class="_ _8"></span>0 zakresie:<span class="_ _8"></span></span> </div><div class="t m0 x2 h8 y90e ff1 fs3 fc0 sc0 ls0 ws0"> <span class="ff2">a) budownictwo ogó<span class="_ _8"></span>lne, inżynieria lą<span class="_ _8"></span>dowa, budowa dr<span class="_ _8"></span>óg i autostrad,<span class="_ _8"></span></span> </div><div class="t m0 x2 h8 y700 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="ff2">b) budowa obiektów<span class="_ _8"></span> przemysłowyc<span class="_ _8"></span>h, </span> </div><div class="t m0 x2 h8 y55b ff1 fs3 fc0 sc0 ls0 ws0">c) roboty instalacyjne.<span class="_ _8"></span> </div><div class="t m0 x36 h8 y421 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">przenoszą <span class="_ _1a"> </span>ryzyk<span class="_ _8"></span>a <span class="_ _14"> </span>do<span class="_ _8"></span> <span class="_ _14"> </span>um<span class="_ _8"></span>ów <span class="_ _14"> </span>o<span class="_ _8"></span> <span class="_ _14"> </span>ws<span class="_ _8"></span>półpracy <span class="_ _1a"> </span>zawier<span class="_ _8"></span>anych <span class="_ _1a"> </span>przez <span class="_ _1a"> </span>Spółk<span class="_ _c"></span></span>i <span class="_ _1a"> </span>z <span class="_ _1a"> </span>producentam<span class="_ _8"></span>i, </div><div class="t m0 x3 h8 y422 ff2 fs3 fc0 sc0 ls0 ws0">dostawcami <span class="_ _2a"> </span>i <span class="_ _7"> </span>podwykonaw<span class="_ _8"></span>cami <span class="_ _7"> </span>(odpow<span class="_ _8"></span>iedzialność <span class="_ _7"> </span>z<span class="_ _8"></span>a <span class="_ _7"> </span>produkt, <span class="_ _7"> </span>od<span class="_ _8"></span>powiedzialnoś<span class="_ _8"></span>ć <span class="_ _7"> </span>za <span class="_ _7"> </span>us<span class="_ _8"></span>ługi, </div><div class="t m0 x3 h8 y423 ff2 fs3 fc0 sc0 ls0 ws0">różnice między zamówi<span class="_ _8"></span>onym a dostarc<span class="_ _8"></span>zonym asortymente<span class="_ _8"></span>m, podwyżki cenowe <span class="_ _8"></span>itp.).<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 y90f ff2 fs3 fc0 sc0 ls0 ws0">Niezależnie <span class="_ _7"> </span>od <span class="_ _6"> </span>p<span class="_ _8"></span>owyższego <span class="_ _7"> </span>zapłata <span class="_ _7"> </span>nieprzewidzianyc<span class="_ _8"></span>h <span class="_ _6"> </span>kar <span class="_ _7"> </span>umownych, <span class="_ _7"> </span>czy <span class="_ _7"> </span>też <span class="_ _2a"> </span>odsz<span class="_ _8"></span>kodowań <span class="_ _7"> </span>może </div><div class="t m0 x2 h8 y560 ff2 fs3 fc0 sc0 ls0 ws0">mieć negatywny wpływ na wyniki finansowe Spółek. Należy jednak zaznaczyć, iż w l<span class="_ _0"></span>atach 2005<span class="_ _8"></span><span class="ff1">-<span class="ls9">2020</span> <span class="ls12">z </span></span></div><div class="t m0 x2 h8 y5c2 ff2 fs3 fc0 sc0 ls0 ws0">tytułu <span class="_ _12"> </span>ryzy<span class="_ _8"></span>ka <span class="_ _12"> </span>z<span class="_ _8"></span>wiązanego <span class="_ _12"> </span>z <span class="_ _1e"> </span>karami <span class="_ _12"> </span>z<span class="_ _8"></span>a <span class="_ _12"> </span>niewykonanie, <span class="_ _1e"> </span>nienależyte <span class="_ _1e"> </span>wykonani<span class="_ _8"></span>e, <span class="_ _12"> </span>lub <span class="_ _12"> </span>n<span class="_ _8"></span>ieterminowe<span class="_ _8"></span> </div><div class="t m0 x2 h8 y179 ff2 fs3 fc0 sc0 ls0 ws0">wykonanie zlecenia S<span class="_ _8"></span>półki nie poniosły zn<span class="_ _8"></span>aczących obc<span class="_ _8"></span>iążeń.<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h35 y910 ff6 fs1 fc0 sc0 ls0 ws0">- <span class="_ _14"> </span><span class="ff5">związane<span class="_ _0"></span> <span class="_ _14"> </span>z <span class="_ _1e"> </span>roszczeniami <span class="_ _1e"> </span>wobec <span class="_ _14"> </span>Spółek<span class="_ _0"></span> <span class="_ _1e"> </span>z <span class="_ _14"> </span>tytułu <span class="_ _14"> </span>budo<span class="_ _0"></span>wy <span class="_ _1e"> </span>mieszkań <span class="_ _14"> </span>i <span class="_ _14"> </span>ob<span class="_ _0"></span>iektów </span></div><div class="t m0 x2 h35 y911 ff6 fs1 fc0 sc0 ls0 ws0">handlowo-<span class="ff5">usługo<span class="_ _3"></span>w<span class="_ _8"></span>ych, <span class="_ _3"></span>sprzedaży lokal<span class="_ _3"></span>i<span class="_ _8"></span> oraz<span class="_ _3"></span> z <span class="_ _0"></span>udzieleniem <span class="_ _3"></span>gwarancji <span class="_ _3"></span>zapłaty za <span class="_ _0"></span>roboty </span></div><div class="t m0 x2 h35 y912 ff6 fs1 fc0 sc0 ls0 ws0">budowlane <span class="_ _0"></span> </div><div class="t m0 x2 h8 y395 ff2 fs3 fc0 sc0 ls0 ws0">W <span class="_ _12"> </span>celu <span class="_ _12"> </span>realizacj<span class="_ _8"></span>i <span class="_ _12"> </span>licznych<span class="_ _8"></span> <span class="_ _12"> </span>inwestycj<span class="_ _8"></span>i <span class="_ _13"> </span>Spó<span class="_ _8"></span>łka <span class="_ _12"> </span>zawierała <span class="_ _1e"> </span>i <span class="_ _12"> </span>będzie <span class="_ _12"> </span>z<span class="_ _8"></span>awierała <span class="_ _1e"> </span>umowy <span class="_ _12"> </span>o <span class="_ _1e"> </span>budowę <span class="_ _12"> </span>z </div><div class="t m0 x2 h8 y913 ff2 fs3 fc0 sc0 ls0 ws0">wykonawcami <span class="_ _1b"> </span>prac <span class="_ _1b"> </span>bu<span class="_ _8"></span>dowlanych <span class="_ _1b"> </span>i <span class="_ _1b"> </span>wy<span class="_ _8"></span>kończeniowy<span class="_ _8"></span>ch. <span class="_ _1b"> </span>Należy <span class="_ _1b"> </span>zauważyć, <span class="_ _1b"> </span>i<span class="_ _8"></span>ż <span class="_ _1b"> </span>zaciągnięte <span class="_ _1b"> </span>przez </div><div class="t m0 x2 h8 y914 ff2 fs3 fc0 sc0 ls0 ws0">wykonawców<span class="ff1"> <span class="_ _6"> </span></span>z<span class="_ _8"></span>obowiązani<span class="_ _8"></span>a <span class="_ _6"> </span>w <span class="_ _6"> </span>zw<span class="_ _8"></span>iązku <span class="_ _6"> </span>z <span class="_ _7"> </span>realizacją <span class="_ _7"> </span>inwestycji <span class="_ _6"> </span>(np.<span class="_ _8"></span> <span class="_ _6"> </span>w <span class="_ _6"> </span>stos<span class="_ _8"></span>unku <span class="_ _7"> </span>do <span class="_ _6"></span>podwykonawców)<span class="_ _8"></span> </div><div class="t m0 x2 h8 y915 ff2 fs3 fc0 sc0 ls0 ws0">mogą <span class="_ _2a"> </span>w <span class="_ _21"> </span>konsekwenc<span class="_ _8"></span>ji, <span class="_ _2a"> </span>z <span class="_ _21"> </span>uwagi <span class="_ _2a"> </span>na<span class="_ _8"></span> <span class="_ _2a"> </span>solidarną <span class="_ _21"> </span>odpowiedzi<span class="_ _8"></span>alność <span class="_ _2a"> </span>inwestor<span class="_ _8"></span>a <span class="_ _2a"> </span>i <span class="_ _2a"> </span>wy<span class="_ _8"></span>konawcy <span class="_ _21"> </span>za <span class="_ _2a"> </span>za<span class="_ _8"></span>płatę </div><div class="t m0 x2 h8 y399 ff2 fs3 fc0 sc0 ls0 ws0">wynagrodzenia, <span class="_ _8"></span>w<span class="_ _8"></span>iązać <span class="_ _8"></span>się<span class="_ _8"></span> <span class="_ _8"></span>z <span class="_ _8"></span>powst<span class="_ _8"></span>aniem <span class="_ _8"></span>rosz<span class="_ _8"></span>czeń <span class="_ _8"></span>wobec <span class="_ _c"></span>Spółek <span class="_ _8"></span>co<span class="_ _8"></span> <span class="_ _8"></span>może <span class="_ _8"></span>o<span class="_ _8"></span>dbić <span class="_ _8"></span>się <span class="_ _8"></span>n<span class="_ _8"></span>a <span class="_ _f"></span>terminowości </div><div class="t m0 x2 h8 y39a ff2 fs3 fc0 sc0 ls0 ws0">realizacji <span class="_ _7"> </span>inwes<span class="_ _8"></span>tycji. <span class="_ _7"> </span>W <span class="_ _7"> </span>ko<span class="_ _8"></span>nsekwencji <span class="_ _7"> </span>S<span class="_ _8"></span>półka, <span class="_ _7"> </span>która <span class="_ _7"> </span>j<span class="_ _8"></span>est <span class="_ _7"> </span>odp<span class="_ _8"></span>owiedzialna <span class="_ _7"> </span>wz<span class="_ _8"></span>ględem <span class="_ _7"> </span>swo<span class="_ _8"></span>ich <span class="_ _7"> </span>klientów, </div><div class="t m0 x2 h8 y916 ff2 fs3 fc0 sc0 ls0 ws0">może <span class="_ _21"> </span>poni<span class="_ _8"></span>eść <span class="_ _21"> </span>z<span class="_ _8"></span>naczne <span class="_ _21"> </span>kos<span class="_ _8"></span>zty <span class="_ _21"> </span>niewyk<span class="_ _8"></span>onania <span class="_ _21"> </span>umowy<span class="_ _8"></span> <span class="_ _21"> </span>lub  jej <span class="_ _21"> </span>nienależytego  wykonania. <span class="_ _21"> </span>N<span class="_ _8"></span>ie <span class="_ _21"> </span>można<span class="_ _8"></span> </div><div class="t m0 x2 h8 y917 ff2 fs3 fc0 sc0 ls0 ws0">również <span class="_ _8"></span>wykluczyć<span class="_ _8"></span>, iż <span class="_ _8"></span>w <span class="_ _8"></span>przysz<span class="_ _8"></span>łości klienci <span class="_ _8"></span>i <span class="_ _8"></span>partnerzy<span class="_ _c"></span><span class="ff1"> <span class="_ _8"></span></span>handlowi <span class="_ _8"></span>Spółek <span class="_ _8"></span>nie wy<span class="_ _8"></span>stąpią <span class="_ _8"></span>również <span class="_ _8"></span>do <span class="_ _8"></span>nich <span class="_ _8"></span>z </div><div class="t m0 x2 h8 y918 ff2 fs3 fc0 sc0 ls0 ws0">roszczeniami <span class="_ _1a"> </span>z<span class="_ _8"></span> <span class="_ _1a"> </span>tytułu <span class="_ _1b"> </span>ukrytych <span class="_ _1a"> </span>wad <span class="_ _1a"> </span>b<span class="_ _8"></span>udynku <span class="_ _1a"> </span>po<span class="_ _8"></span>wstałych <span class="_ _1a"> </span>na <span class="_ _1b"> </span>etapie <span class="_ _1a"> </span>robót<span class="_ _8"></span> <span class="_ _1a"> </span>budowlanych <span class="_ _1b"> </span>bądź </div><div class="t m0 x2 h8 yee ff2 fs3 fc0 sc0 ls0 ws0">wykończeniowych, choć według <span class="_ _3"></span>z<span class="_ _8"></span>awartych przez <span class="_ _0"></span>Spółki standardowych umów <span class="_ _3"></span>k<span class="_ _8"></span>oszty napraw <span class="_ _3"></span>t<span class="_ _8"></span>ego <span class="_ _3"></span>ty<span class="_ _8"></span>pu </div><div class="t m0 x2 h8 y39e ff2 fs3 fc0 sc0 ls0 ws0">usterek <span class="_ _26"> </span>są <span class="_ _27"> </span>pokr<span class="_ _8"></span>ywane <span class="_ _26"> </span>przez<span class="_ _8"></span><span class="ff1"> <span class="_ _27"> </span></span>wy<span class="_ _8"></span>konawcę <span class="_ _27"> </span>lub <span class="_ _26"> </span>jego <span class="_ _26"> </span>podwykona<span class="_ _8"></span>wców. <span class="_ _27"> </span>S<span class="_ _8"></span>półki <span class="_ _26"> </span>ponoszą <span class="_ _26"> </span>także </div><div class="t m0 x2 h8 y2b2 ff2 fs3 fc0 sc0 ls0 ws0">odpowiedzialność<span class="_ _8"></span> wobec nabywców lokali z ty<span class="_ _8"></span>tułu rękojmi za wady fizycz<span class="_ _8"></span>ne i prawne budynków. Okres </div><div class="t m0 x2 h8 y2b3 ff2 fs3 fc0 sc0 ls0 ws0">objęty tymi roszc<span class="_ _8"></span>zeniami wynosi <span class="ff1">5 <span class="_ _8"></span>lat.  </span></div><div class="t m0 x2 h8 y2b4 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y2d3 ff1 fs3 fc0 sc0 ls0 ws0">Ponadto <span class="_ _8"></span>na <span class="_ _c"></span>podstawie <span class="_ _8"></span>art. <span class="_ _c"></span>6491 <span class="_ _c"></span><span class="ff2">–</span> <span class="_ _8"></span><span class="ff2">6495 <span class="_ _c"></span>Kodeksu <span class="_ _8"></span>cy<span class="_ _8"></span>wilnego <span class="_ _8"></span>na <span class="_ _8"></span>żą<span class="_ _8"></span>danie <span class="_ _8"></span>wyk<span class="_ _8"></span>onawcy <span class="_ _8"></span>Spółka <span class="_ _8"></span>dz<span class="_ _8"></span>iałająca </span></div><div class="t m0 x2 h8 y22a ff2 fs3 fc0 sc0 ls0 ws0">jako <span class="_ _6"></span>inwestor <span class="_ _6"></span>(generalny <span class="_ _6"> </span>w<span class="_ _8"></span>ykonawca) <span class="_ _6"> </span>jest <span class="_ _6"> </span>zobowiąza<span class="_ _8"></span>na <span class="_ _6"></span>do <span class="_ _6"></span>udzielenia <span class="_ _6"> </span>gwaranc<span class="_ _8"></span>ji <span class="_ _6"></span>zapłaty <span class="_ _6"></span>wykonawcy </div><div class="t m0 x2 h8 y919 ff1 fs3 fc0 sc0 ls0 ws0">(generalnemu <span class="_ _8"></span>wy<span class="_ _8"></span>konawcy) <span class="_ _c"></span>za <span class="_ _c"></span>roboty <span class="_ _c"></span>budowlane <span class="_ _c"></span>w <span class="_ _8"></span>po<span class="_ _8"></span>staci <span class="_ _8"></span>gwara<span class="_ _8"></span>ncji <span class="_ _8"></span>bankow<span class="_ _8"></span>ej <span class="_ _8"></span>lu<span class="_ _8"></span>b <span class="_ _8"></span>ubezpiecz<span class="_ _8"></span>eniowej, </div><div class="t m0 x2 h8 y7bd ff2 fs3 fc0 sc0 ls0 ws0">a <span class="_ _f"></span>także <span class="_ _f"></span>akredytywy <span class="_ _f"></span>bankowej<span class="_ _8"></span> <span class="_ _f"></span>lub <span class="_ _f"></span>poręczenia <span class="_ _f"></span>banku <span class="_ _6"></span>udzielonego <span class="_ _f"></span>na <span class="_ _f"></span>zlecenie <span class="_ _f"></span>inwestora. <span class="_ _f"></span>Wystą<span class="_ _8"></span>pienie </div><div class="t m0 x2 h8 y91a ff2 fs3 fc0 sc0 ls0 ws0">któregokolwiek <span class="_ _8"></span>ze <span class="_ _8"></span>wskaza<span class="_ _8"></span>nych <span class="_ _8"></span>powyżej <span class="_ _8"></span>cz<span class="_ _8"></span>ynników <span class="_ _8"></span>przek<span class="_ _8"></span>ładających <span class="_ _8"></span>się <span class="_ _8"></span>na <span class="_ _8"></span>powsta<span class="_ _8"></span>nie <span class="_ _8"></span>roszczeń <span class="_ _8"></span>wobec </div><div class="t m0 x2 h8 y2d8 ff2 fs3 fc0 sc0 ls0 ws0">Spółek, <span class="_ _f"></span>m<span class="_ _8"></span>oże <span class="_ _6"></span>mieć <span class="_ _f"></span>niek<span class="_ _8"></span>orzystny <span class="_ _6"></span>wpływ <span class="_ _f"></span>na <span class="_ _6"> </span>działalność<span class="_ _8"></span>, <span class="_ _f"></span>s<span class="_ _8"></span>ytuację <span class="_ _6"></span>finansową <span class="_ _f"></span>lub <span class="_ _6"> </span>perspektywy <span class="_ _6"> </span>rozwoju<span class="_ _8"></span> </div><div class="t m0 x2 h8 y39f ff1 fs3 fc0 sc0 ls0 ws0">Grupy. </div></div></div><div class="pi" ></div></div><div id="pf50" class="pf w0 h0" ><div class="pc pc50 w0 h0"><img class="bi x4 y2a w3 h5" alt="" src="data:image/png;base64,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class="c x0 y1 w2 h0"><div class="t m0 x5 h6 y2b ff4 fs2 fc2 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI GRUPY KAPITAŁOWEJ <span class="ff3">MIRBUD ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc3"> </span></span></div><div class="t m0 x6 h4 y2c ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y2d w4 ha"><div class="t m0 x113 h8 y85 ff2 fs3 fc2 sc0 ls0 ws0">Grupa Kapitałowa MIR<span class="_ _8"></span>BUD<span class="ff1"> <span class="ls6">| <span class="_ _8"></span></span>4.11 Czynniki ryz<span class="_ _8"></span>yka </span></div></div><div class="c x9 y2d w5 ha"><div class="t m0 xa h4 y86 ff3 fs1 fc4 sc0 ls3 ws0">80<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h4 y31 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y18e ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h35 y91b ff6 fs1 fc0 sc0 ls0 ws0">- <span class="ff5">związane z procese<span class="_ _3"></span>m produkcyjnym<span class="ff6"> </span></span></div><div class="t m0 x2 h8 y52d ff2 fs3 fc0 sc0 ls0 ws0">Umowy <span class="_ _c"></span>d<span class="_ _8"></span>otyczące <span class="_ _c"></span>r<span class="_ _8"></span>ealizacji <span class="_ _c"></span>kontrakt<span class="_ _8"></span>ów <span class="_ _c"></span>b<span class="_ _8"></span>udowlanych <span class="_ _f"></span>zawierają <span class="_ _c"></span>s<span class="_ _8"></span>zereg <span class="_ _f"></span>klauzul <span class="_ _c"></span>odnośn<span class="_ _8"></span>ie <span class="_ _c"></span>należ<span class="_ _8"></span>ytego <span class="_ _c"></span>i </div><div class="t m0 x2 h8 y52e ff2 fs3 fc0 sc0 ls0 ws0">terminowego <span class="_ _12"> </span>wykonan<span class="_ _8"></span>ia <span class="_ _13"> </span>k<span class="_ _8"></span>ontraktu, <span class="_ _13"> </span>właśc<span class="_ _8"></span>iwego <span class="_ _12"> </span>usunięcia <span class="_ _12"> </span>wad <span class="_ _12"> </span>i <span class="_ _12"> </span>usterek, <span class="_ _12"> </span>z <span class="_ _12"> </span>c<span class="_ _8"></span>zym <span class="_ _13"> </span>z<span class="_ _8"></span>wiązane <span class="_ _13"> </span>jest </div><div class="t m0 x2 h8 y52f ff2 fs3 fc0 sc0 ls0 ws0">wniesienie <span class="_ _3"></span>k<span class="_ _8"></span>aucji <span class="_ _3"></span>gwara<span class="_ _8"></span>ncyjnej <span class="_ _0"></span>lub <span class="_ _3"></span>zabezp<span class="_ _8"></span>ieczenia <span class="_ _3"></span>k<span class="_ _8"></span>ontraktu <span class="_ _3"></span>gwaranc<span class="_ _8"></span>ją<span class="_ _8"></span><span class="ff1"> <span class="_ _0"></span><span class="ff2">ubezpieczeni<span class="_ _8"></span>ową <span class="_ _3"></span>lub ba<span class="_ _0"></span>nkową. </span></span></div><div class="t m0 x2 h8 y530 ff1 fs3 fc0 sc0 ls0 ws0">Zabezpieczenie <span class="_ _21"> </span>zwykle <span class="_ _21"> </span>wnosz<span class="_ _8"></span>one <span class="_ _2a"> </span>jest <span class="_ _21"> </span>w <span class="_ _21"> </span>postaci <span class="_ _2a"> </span>gw<span class="_ _8"></span>arancji <span class="_ _21"> </span>ubezpieczeniowej<span class="_ _8"></span>, <span class="_ _2a"> </span>bankow<span class="_ _8"></span>ej <span class="_ _2a"> </span>lub <span class="_ _21"> </span>kaucji </div><div class="t m0 x2 h8 y532 ff2 fs3 fc0 sc0 ls0 ws0">pieniężnej  w  okreś<span class="_ _8"></span>lonym  terminie  po  po<span class="_ _8"></span>dpisaniu  kontraktu <span class="_ _11"> </span>i  rozl<span class="_ _8"></span>iczane  po  zak<span class="_ _8"></span>ończeniu  realizacji </div><div class="t m0 x2 h8 y534 ff2 fs3 fc0 sc0 ls0 ws0">kontraktu. <span class="_ _7"> </span>Wysokość<span class="_ _8"></span> <span class="_ _7"> </span>zabezpieczenia <span class="_ _7"> </span>u<span class="_ _8"></span>zależniona<span class="_ _8"></span> <span class="_ _7"> </span>jest <span class="_ _7"> </span>od <span class="_ _7"> </span>rodzaju <span class="_ _7"> </span>kontrak<span class="_ _8"></span>tu. <span class="_ _7"> </span>Zwykle <span class="_ _7"> </span>jego <span class="_ _7"> </span>wy<span class="_ _8"></span>sokość<span class="_ _8"></span> </div><div class="t m0 x2 h8 y536 ff2 fs3 fc0 sc0 ls0 ws0">kształtuje się na pozio<span class="_ _8"></span>mie 5<span class="ff1">-<span class="_ _8"></span>10% ceny kontraktowej. <span class="_ _8"></span> </span></div><div class="t m0 x2 h8 y91c ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y43d ff2 fs3 fc0 sc0 ls0 ws0">Ponieważ <span class="_ _2a"> </span>kon<span class="_ _8"></span>ieczność <span class="_ _2a"> </span>wn<span class="_ _8"></span>oszenia <span class="_ _2a"> </span>zabezpiecz<span class="_ _8"></span>enia <span class="_ _2a"> </span>w<span class="_ _8"></span> <span class="_ _2a"> </span>formie <span class="_ _2a"> </span>ka<span class="_ _8"></span>ucji <span class="_ _2a"> </span>może <span class="_ _21"> </span>wpływać <span class="_ _21"> </span>na <span class="_ _2a"> </span>ograniczen<span class="_ _8"></span>ie </div><div class="t m0 x2 h8 y43e ff2 fs3 fc0 sc0 ls0 ws0">płynności <span class="_ _3"></span>finansowej <span class="_ _3"></span>Spółki <span class="_ _3"></span>preferuje <span class="_ _3"></span>wnoszenie<span class="_ _8"></span> <span class="_ _2"></span>zabez<span class="_ _8"></span>pieczenia <span class="_ _3"></span>w <span class="_ _3"></span>postaci <span class="_ _3"></span>gwarancji <span class="_ _3"></span>ubezpieczeniowej<span class="_ _8"></span>. </div><div class="t m0 x2 h8 y43f ff2 fs3 fc0 sc0 ls0 ws0">W przypadku <span class="_ _8"></span>ograniczen<span class="_ _8"></span>ia dostępu <span class="_ _8"></span>do gwara<span class="_ _8"></span>ncji ubezpiecz<span class="_ _8"></span>eniowych <span class="_ _c"></span>lub banko<span class="_ _8"></span>wych <span class="_ _8"></span>oraz zwięks<span class="_ _8"></span>zenia </div><div class="t m0 x2 h8 y91d ff2 fs3 fc0 sc0 ls0 ws0">kosztów ich pozyskania Spółka ponosi <span class="_ _3"></span>ry<span class="_ _8"></span>zyko zwiększenia kosztów, zamrożenia środków finansowych, </div><div class="t m0 x2 h8 y4de ff2 fs3 fc0 sc0 ls0 ws0">co w konsekwencji moż<span class="_ _8"></span>e doprowadzić do<span class="_ _8"></span> obniżenia re<span class="_ _8"></span>ntowności lub płynn<span class="_ _8"></span>ości finansowej <span class="_ _8"></span>Spółki. <span class="_ _c"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 y640 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y65 ff2 fs3 fc0 sc0 ls0 ws0">Spółki <span class="_ _c"></span>w <span class="_ _f"></span>c<span class="_ _8"></span>elu <span class="_ _f"></span>zminimalizowania <span class="_ _f"></span>ry<span class="_ _8"></span>zyka <span class="_ _f"></span>umowy <span class="_ _f"></span>z <span class="_ _c"></span>po<span class="_ _8"></span>dwykonawcami <span class="_ _f"></span>zobowiązuj<span class="_ _8"></span>ą <span class="_ _f"></span>podwykonawców <span class="_ _f"></span>do </div><div class="t m0 x2 h8 y6ec ff2 fs3 fc0 sc0 ls0 ws0">zabezpieczenia <span class="_ _2a"> </span>praw<span class="_ _8"></span>idłowej <span class="_ _21"> </span>realizacji <span class="_ _2a"> </span>umowy<span class="_ _8"></span> <span class="_ _2a"> </span>w <span class="_ _2a"> </span>postac<span class="_ _8"></span>i <span class="_ _2a"> </span>gwarancji <span class="_ _2a"> </span>u<span class="_ _8"></span>bezpieczeniow<span class="_ _8"></span>ej, <span class="_ _2a"> </span>bankowej <span class="_ _21"> </span>lub </div><div class="t m0 x2 h8 y6ed ff2 fs3 fc0 sc0 ls0 ws0">kaucji pieniężnej oraz z<span class="_ _8"></span>awierają kary<span class="_ _8"></span> umowne za prze<span class="_ _8"></span>kroczenie terminów u<span class="_ _8"></span>mownyc<span class="_ _8"></span>h.<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 hc y91e ff6 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h35 y91f ff5 fs1 fc0 sc0 ls0 ws0">Zarządzanie ryz<span class="ff6">yk<span class="_ _0"></span>iem k<span class="ff5">apita<span class="_ _0"></span>łowym<span class="ff6"> </span></span></span></div><div class="t m0 x2 hc y920 ff6 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y14 ff2 fs3 fc0 sc0 ls0 ws0">Celem w zarządzaniu ryz<span class="_ _8"></span>ykiem kapitałowym jest ochrona zdolnoś<span class="_ _8"></span>ci do kontynuowani<span class="_ _8"></span>a działalności tak, </div><div class="t m0 x2 h8 y921 ff2 fs3 fc0 sc0 ls0 ws0">aby <span class="_ _6"> </span>możliwe <span class="_ _7"> </span>było <span class="_ _6"></span>realizow<span class="_ _8"></span>anie <span class="_ _6"> </span>zwrotu <span class="_ _7"> </span>dla <span class="_ _6"> </span>akcj<span class="_ _8"></span>onariuszy <span class="_ _6"> </span>oraz<span class="_ _8"></span> <span class="_ _6"> </span>korzyśc<span class="_ _8"></span>i <span class="_ _6"></span>dla <span class="_ _6"> </span>innych <span class="_ _7"> </span>zainteresowanych </div><div class="t m0 x2 h8 y922 ff2 fs3 fc0 sc0 ls0 ws0">stron, a także utrzyman<span class="_ _8"></span>ie optymalnej str<span class="_ _8"></span>uktury k<span class="_ _8"></span>apitału w celu<span class="_ _8"></span> obniżenia jego kosz<span class="_ _8"></span>tu. <span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 ye3 ff2 fs3 fc0 sc0 ls0 ws0">Narzędziami służący<span class="_ _8"></span>mi do utrzymania i koryg<span class="_ _8"></span>owania strukturę k<span class="_ _8"></span>apitału mogą być:<span class="_ _c"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 y923 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x36 h8 y924 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">z<span class="_ _8"></span>miana kwoty deklarowany<span class="_ _8"></span>ch dywidend do wy<span class="_ _8"></span>płacenia<span class="_ _8"></span>;</span> </div><div class="t m0 x36 h8 y925 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">z<span class="_ _8"></span>wrot kapitału akcjonari<span class="_ _8"></span>uszom;<span class="_ _8"></span></span> </div><div class="t m0 x36 h8 y926 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">emisj<span class="_ _8"></span>a akcji i innych instru<span class="_ _8"></span>mentów kapitałowych;<span class="_ _8"></span></span> </div><div class="t m0 x36 h8 y927 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span>s<span class="_ _8"></span>przed<span class="ff2">aż aktywów w ce<span class="_ _8"></span>lu obniżenia zadłuż<span class="_ _8"></span>enia. <span class="_ _8"></span></span> </div><div class="t m0 x2 h8 y928 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y929 ff2 fs3 fc0 sc0 ls0 ws0">Monitorowanie <span class="_ _f"></span>ka<span class="_ _8"></span>pitału <span class="_ _f"></span>odbywa <span class="_ _f"></span>się<span class="_ _8"></span> <span class="_ _f"></span>za <span class="_ _f"></span>pomocą <span class="_ _f"></span>wska<span class="_ _8"></span>źnika <span class="_ _f"></span>zadłużenia. <span class="_ _f"></span>Wsk<span class="_ _8"></span>aźnik <span class="_ _f"></span>ten <span class="_ _f"></span>obl<span class="_ _8"></span>icza <span class="_ _f"></span>się <span class="_ _f"></span>jako </div><div class="t m0 x2 h8 y92a ff2 fs3 fc0 sc0 ls0 ws0">stosunek <span class="_ _11"> </span>z<span class="_ _8"></span>adłużenia <span class="_ _2b"> </span>netto <span class="_ _2b"> </span>do <span class="_ _11"> </span>łącz<span class="_ _8"></span>nej  wart<span class="_ _8"></span>ości <span class="_ _11"> </span>k<span class="_ _8"></span>apitału. <span class="_ _2b"> </span>Zadłużenie <span class="_ _2b"> </span>netto <span class="_ _2b"> </span>oblicza <span class="_ _2b"> </span>się <span class="_ _11"> </span>j<span class="_ _8"></span>ako  s<span class="_ _8"></span>umę </div><div class="t m0 x2 h8 y92b ff2 fs3 fc0 sc0 ls0 ws0">zadłużenia <span class="_ _1e"> </span>finansowego<span class="_ _8"></span> <span class="_ _1e"> </span>(obejmujących <span class="_ _1e"> </span>bieżące <span class="_ _1e"> </span>i <span class="_ _1e"> </span>długoter<span class="_ _8"></span>minowe <span class="_ _1e"> </span>kredyty <span class="_ _1e"> </span>i <span class="_ _1e"> </span>pożyczki <span class="_ _1e"> </span>oraz <span class="_ _1e"> </span>inne </div><div class="t m0 x2 h8 y92c ff2 fs3 fc0 sc0 ls0 ws0">zadłużenie <span class="_ _f"></span>finansowe <span class="_ _f"></span>wyk<span class="_ _8"></span>azane <span class="_ _f"></span>w <span class="_ _f"></span>sk<span class="_ _8"></span>onsolidowanym <span class="_ _f"></span>bilansie) <span class="_ _f"></span>po<span class="_ _8"></span>mniejszoną <span class="_ _f"></span>o <span class="_ _6"></span>środki <span class="_ _f"></span>pieniężne <span class="_ _f"></span>i <span class="_ _f"></span>ich </div><div class="t m0 x2 h8 y92d ff2 fs3 fc0 sc0 ls0 ws0">ekwiwalenty. <span class="_ _6"></span>Łączną <span class="_ _6"></span>wartość<span class="_ _8"></span> <span class="_ _f"></span>k<span class="_ _8"></span>apitału <span class="_ _6"></span>oblicza <span class="_ _f"></span>się<span class="_ _8"></span> <span class="_ _f"></span>j<span class="_ _8"></span>ako <span class="_ _6"></span>kapitał <span class="_ _6"></span>własny <span class="_ _6"></span>wykazany <span class="_ _6"></span>w <span class="_ _6"></span>skonsolidowa<span class="_ _c"></span><span class="ff1">nym </span></div><div class="t m0 x2 h8 y92e ff2 fs3 fc0 sc0 ls0 ws0">bilansie wraz z zad<span class="_ _8"></span>łużeniem netto.<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 y67a ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xa5 y92f wb9 hb7"><div class="t m0 xd h2f y930 ff2 fs5 fc4 sc0 ls0 ws0">Wyliczenie wska<span class="_ _3"></span>ź<span class="_ _8"></span>nika zadłu<span class="_ _0"></span>żenia<span class="ff1"> </span></div></div><div class="c x134 y931 wba hb8"><div class="t m0 x135 h2f y932 ff1 fs5 fc4 sc0 ls0 ws0">w tys. PLN </div></div><div class="c x134 y933 wbb hb8"><div class="t m0 x131 h2f y932 ff1 fs5 fc4 sc0 ls0 ws0">Stan na: </div></div><div class="c x136 y933 wbc hb8"><div class="t m0 x131 h2f y932 ff1 fs5 fc4 sc0 ls0 ws0">Stan na: </div></div><div class="c x134 y92f wbb hb9"><div class="t m0 x4e h2f y932 ff1 fs5 fc4 sc0 ls0 ws0">31.<span class="ls16">12</span>.2021 </div></div><div class="c x136 y92f wbc hb9"><div class="t m0 x4e h2f y932 ff1 fs5 fc4 sc0 ls0 ws0">31.12.20<span class="ls16">20</span> </div></div><div class="c xa5 y881 wbd hb8"><div class="t m0 x31 h2f y932 ff2 fs5 fc0 sc0 ls0 ws0">Kredyty ogółem<span class="_ _0"></span><span class="ff1"> </span></div></div><div class="c x134 y881 wbe hb8"><div class="t m0 x86 h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">457 112 </div></div><div class="c x2d y881 wbe hb8"><div class="t m0 x86 h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">372 795 </div></div><div class="c xa5 y934 wbd h6e"><div class="t m0 x31 h2f y849 ff2 fs5 fc0 sc0 ls0 ws0">Środki pieniężne<span class="_ _3"></span> <span class="_ _8"></span>i ekwiwalent<span class="_ _0"></span>y<span class="ff1"> </span></div></div><div class="c x134 y934 wbe h6e"><div class="t m0 x1f h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">-467 776 </div></div><div class="c x2d y934 wbe h6e"><div class="t m0 x1f h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">-288 997 </div></div><div class="c xa5 y935 wbd hb8"><div class="t m0 x31 h2d y932 ff5 fs5 fc0 sc0 ls0 ws0">Zadłużenie netto<span class="_ _3"></span><span class="ff6"> </span></div></div><div class="c x134 y935 wbe hb8"><div class="t m0 x92 h2d y86 ff6 fs5 fc0 sc0 ls0 ws0">-10 663 </div></div><div class="c x2d y935 wbe hb8"><div class="t m0 x111 h2d y86 ff6 fs5 fc0 sc0 ls0 ws0">83 798 </div></div><div class="c xa5 y936 wbf h37"><div class="t m0 x31 h2f y84b ff2 fs5 fc0 sc0 ls0 ws0">Kapitał własny<span class="_ _0"></span><span class="ff1"> </span></div></div><div class="c x134 y936 wbe h37"><div class="t m0 x86 h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">582 281 </div></div><div class="c x2d y936 wbe h37"><div class="t m0 x86 h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">461 610 </div></div><div class="c xa5 y937 wbf hb8"><div class="t m0 x31 h2d y932 ff5 fs5 fc0 sc0 ls0 ws0">Kapitał ogółem<span class="_ _0"></span><span class="ff6"> </span></div></div><div class="c x134 y937 wbe hb8"><div class="t m0 x86 h2d y86 ff6 fs5 fc0 sc0 ls0 ws0">571 617 </div></div><div class="c x2d y937 wbe hb8"><div class="t m0 x86 h2d y86 ff6 fs5 fc0 sc0 ls0 ws0">545 407 </div></div></div><div class="pi" ></div></div><div id="pf51" class="pf w0 h0" ><div class="pc pc51 w0 h0"><img class="bi x4 y2a w3 h5" alt="" src="data:image/png;base64,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class="c x0 y1 w2 h0"><div class="t m0 x5 h6 y2b ff4 fs2 fc2 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI GRUPY KAPITAŁOWEJ <span class="ff3">MIRBUD ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc3"> </span></span></div><div class="t m0 x6 h4 y2c ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y2d w4 h7"><div class="t m0 x64 h8 y2e ff2 fs3 fc2 sc0 ls0 ws0">Grupa Kapitałowa MIR<span class="_ _8"></span>BUD<span class="ff1"> <span class="ls6">| <span class="_ _8"></span></span></span>Informacje o kr<span class="_ _8"></span>edytach, poży<span class="_ _8"></span>czkach, poręczeniach i </div><div class="t m0 x137 h8 y2f ff1 fs3 fc2 sc0 ls0 ws0">gwarancjach<span class="_ _8"></span> </div></div><div class="c x9 y2d w5 h7"><div class="t m0 xa h4 y30 ff3 fs1 fc4 sc0 ls3 ws0">81<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h4 y31 ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c xa5 y938 wbd hb8"><div class="t m0 x31 h2d y932 ff5 fs5 fc0 sc0 ls0 ws0">Wskaźnik zadłu<span class="_ _3"></span>ż<span class="_ _8"></span>enia<span class="ff6"> </span></div></div><div class="c x134 y938 wbe hb8"><div class="t m0 xbe h2d y86 ff6 fs5 fc0 sc0 ls16 ws0">0%<span class="ls0"> </span></div></div><div class="c x2d y938 wbe hb8"><div class="t m0 x135 h2d y86 ff6 fs5 fc0 sc0 ls16 ws0">15%<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h9 y939 ff1 fs4 fc0 sc0 ls0 ws0"> </div></div><div class="c x26 y93a wc0 hba"><div class="t m0 x115 h2f y82c ff2 fs5 fc4 sc0 ls0 ws0">Wskaźniki zabe<span class="_ _0"></span>zpieczenia płynno<span class="_ _3"></span>ści finansowej<span class="ff1"> </span></div></div><div class="c x15 y84a wc1 hbb"><div class="t m0 x6f h2f y93b ff1 fs5 fc4 sc0 ls0 ws0">w tys. PLN </div></div><div class="c x15 y93c wc2 hbc"><div class="t m0 x4c h2f y93d ff1 fs5 fc4 sc0 ls0 ws0">Stan na: </div></div><div class="c x76 y93c wc3 hbc"><div class="t m0 x4c h2f y93d ff1 fs5 fc4 sc0 ls0 ws0">Stan na: </div></div><div class="c x15 y93a wc2 hbc"><div class="t m0 x3b h2f y93b ff1 fs5 fc4 sc0 ls0 ws0">30.<span class="ls16">06</span>.2021 </div></div><div class="c x76 y93a wc3 hbc"><div class="t m0 x3b h2f y93b ff1 fs5 fc4 sc0 ls0 ws0">31.12.20<span class="ls16">20</span> </div></div><div class="c x26 y93e wc4 hbb"><div class="t m0 x31 h2f y93b ff2 fs5 fc0 sc0 ls0 ws0">Dług netto<span class="ff1"> </span></div></div><div class="c x14 y93e wc2 hbb"><div class="t m0 x3 h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">0 </div></div><div class="c x76 y93e wc5 hbb"><div class="t m0 xd9 h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">83 798 </div></div><div class="c x26 y93f wc4 hbb"><div class="t m0 x31 h2f y93b ff1 fs5 fc0 sc0 ls0 ws0">EBITDA ( za o<span class="_ _0"></span>kres ostatni<span class="_ _0"></span>ch 12 m-<span class="ls12">cy)<span class="_ _0"></span><span class="ls0"> </span></span></div></div><div class="c x14 y93f wc2 hbb"><div class="t m0 xbf h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">192 417 </div></div><div class="c x76 y93f wc5 hbb"><div class="t m0 xd9 h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">98 406 </div></div><div class="c x26 y940 wc4 hbb"><div class="t m0 x31 h2f y93b ff2 fs5 fc0 sc0 ls0 ws0">Kapitał własny<span class="_ _0"></span><span class="ff1"> </span></div></div><div class="c x14 y940 wc2 hbb"><div class="t m0 xbf h2f y214 ff1 fs5 fc0 sc0 ls0 ws0">582 281 </div></div><div class="c x76 y940 wc5 hbb"><div class="t m0 xbf h2f y214 ff1 fs5 fc0 sc0 ls0 ws0">461 610 </div></div><div class="c x26 y941 wc4 hbd"><div class="t m0 x31 h2f y7c4 ff1 fs5 fc0 sc0 ls0 ws0">Aktywa razem </div></div><div class="c x14 y941 wc2 hbd"><div class="t m0 xa5 h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">2 040 605 </div></div><div class="c x76 y941 wc5 hbd"><div class="t m0 x26 h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">1 539 129 </div></div><div class="c x26 y337 wc4 hbc"><div class="t m0 x31 h2d y93b ff5 fs5 fc0 sc0 ls0 ws0">dług netto/EBI<span class="_ _0"></span>TDA <span class="ff6"> </span></div></div><div class="c x14 y337 wc2 hbc"><div class="t m0 x138 h2d y86 ff6 fs5 fc0 sc0 ls16 ws0">0,<span class="ls0">0 </span></div></div><div class="c x76 y337 wc5 hbc"><div class="t m0 x138 h2d y86 ff6 fs5 fc0 sc0 ls0 ws0">0,9 </div></div><div class="c x26 y7a wc4 hbe"><div class="t m0 x31 h2d y160 ff5 fs5 fc0 sc0 ls0 ws0">kapitał własny/akty<span class="_ _0"></span>wa ogółem<span class="_ _0"></span><span class="ff6"> </span></div></div><div class="c x14 y7a wc2 hbe"><div class="t m0 x138 h2d y214 ff6 fs5 fc0 sc0 ls0 ws0">0,3 </div></div><div class="c x76 y7a wc5 hbe"><div class="t m0 x138 h2d y214 ff6 fs5 fc0 sc0 ls0 ws0">0,3 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h9 y7cf ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y942 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9c y943 ff1 fs0 fc0 sc0 ls0 ws0">4.11. <span class="_ _a"> </span><span class="ff5">Informacje <span class="_ _16"> </span>o <span class="_ _3a"> </span>kredytac<span class="_ _3"></span>h, <span class="_ _3a"> </span>pożyczkac<span class="_ _0"></span>h, <span class="_ _16"> </span>poręczeniach <span class="_ _16"> </span>i </span></div><div class="t m0 x139 h9c y6b7 ff6 fs0 fc0 sc0 ls0 ws0">gwarancjach<span class="ff1"> </span></div><div class="t m0 x2 hc y944 ff1 fs4 fc0 sc0 ls0 ws0">4.11.1. <span class="_ _3b"> </span><span class="ff5">Kredyty i pożyczki</span> </div><div class="t m0 x2 h8 y2a2 ff2 fs3 fc0 sc0 ls0 ws0">Szczegółowe informacj<span class="_ _8"></span>e o kr<span class="_ _8"></span>edytach i pożycz<span class="_ _8"></span>kach zaciągniętych przez <span class="_ _8"></span>Spółki <span class="_ _c"></span><span class="ff1">z Grupy w <span class="_ _8"></span>20<span class="ls9">20</span> roku i w<span class="_ _8"></span> </span></div><div class="t m0 x2 h8 y2a3 ff2 fs3 fc0 sc0 ls0 ws0">latach poprzednich z<span class="_ _8"></span>awarte są w ta<span class="_ _8"></span>beli poniżej.<span class="_ _8"></span><span class="ff1"> </span></div></div></div><div class="pi" ></div></div><div id="pf52" class="pf wc6 hbf" ><div class="pc pc52 wc6 hbf"><img class="bi xa7 y945 wc7 hc0" alt="" src="data:image/png;base64,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class="c xa5 y946 wc8 hc1"><div class="t m0 x31 h2d yb2 ff8 fs5 fc0 sc0 ls0 ws0">Tabela: Zobowią<span class="_ _0"></span>zania z tytułu <span class="_ _0"></span>kredytów i po<span class="_ _0"></span>życzek MIR<span class="_ _0"></span>BUD S.A.<span class="_ _0"></span> według stanu na d<span class="_ _3"></span>z<span class="_ _8"></span>ień 3<span class="_ _8"></span><span class="ff7">1 grudnia<span class="_ _0"></span> 2021 <span class="ff8">roku. w ty<span class="_ _0"></span>s zł.<span class="ff6"> </span></span></span></div></div><div class="c x13a y947 wc9 h21"><div class="t m0 x1e h2f yc1 ff1 fs5 fc4 sc0 ls0 ws0">Nazwa jednostk<span class="_ _0"></span>i </div></div><div class="c xc4 y947 wca h21"><div class="t m0 x63 h2f y948 ff1 fs5 fc4 sc0 ls0 ws0">Podmiot </div><div class="t m0 x32 h2f y4d8 ff2 fs5 fc4 sc0 ls0 ws0">zobowiązany<span class="_ _0"></span><span class="ff1"> </span></div></div><div class="c xbb y947 wcb h21"><div class="t m0 xa h2f y82c ff1 fs5 fc4 sc0 ls0 ws0">Kwota kredytu, </div><div class="t m0 x2b h2f yc1 ff2 fs5 fc4 sc0 ls0 ws0">pożyczki wg </div><div class="t m0 x1a h2f y160 ff1 fs5 fc4 sc0 ls0 ws0">umowy </div></div><div class="c x2a y947 w7e h21"><div class="t m0 x1a h2f yc1 ff1 fs5 fc4 sc0 ls0 ws0">Waluta </div></div><div class="c x5d y947 wcc h21"><div class="t m0 x48 h2f y949 ff1 fs5 fc4 sc0 ls0 ws0">Kwota </div><div class="t m0 x6b h2f y948 ff2 fs5 fc4 sc0 ls0 ws0">pozostała do </div><div class="t m0 x2f h2f y4d8 ff2 fs5 fc4 sc0 ls0 ws0">spłaty <span class="ff1">- </span>część </div><div class="t m0 x46 h2f y4cf ff2 fs5 fc4 sc0 ls0 ws0">długoterminowa<span class="ff1"> </span></div></div><div class="c x13b y947 wcd h21"><div class="t m0 x57 h2f y949 ff1 fs5 fc4 sc0 ls0 ws0">Kwota </div><div class="t m0 x32 h2f y948 ff2 fs5 fc4 sc0 ls0 ws0">pozostała do </div><div class="t m0 x6b h2f y4d8 ff2 fs5 fc4 sc0 ls0 ws0">spłaty <span class="ff1">- </span>część </div><div class="t m0 x46 h2f y4cf ff2 fs5 fc4 sc0 ls0 ws0">krótkoterminowa<span class="_ _0"></span><span class="ff1"> </span></div></div><div class="c xd8 y947 wce h21"><div class="t m0 x115 h2f y948 ff1 fs5 fc4 sc0 ls0 ws0">Warunki </div><div class="t m0 x10f h2f y4d8 ff1 fs5 fc4 sc0 ls0 ws0">oprocentowan<span class="_ _0"></span>ia </div></div><div class="c x13c y947 wcf h21"><div class="t m0 x10f h2f yc1 ff2 fs5 fc4 sc0 ls0 ws0">Termin spłaty<span class="ff1"> </span></div></div><div class="c x13d y947 wd0 h21"><div class="t m0 x13e h2f yc1 ff1 fs5 fc4 sc0 ls0 ws0">Zabezpieczenia<span class="_ _0"></span> </div></div><div class="c x59 y94a wd1 hc2"><div class="t m0 x31 h2d y80d ff1 fs5 fc0 sc0 ls0 ws0">PKO BP S.A.<span class="ff6"> </span></div></div><div class="c x13f y94a wd2 hc2"><div class="t m0 x2f h2f y80d ff1 fs5 fc0 sc0 ls0 ws0">MIRBUD S.A<span class="_ _0"></span>. </div></div><div class="c x140 y94a wd3 hc2"><div class="t m0 x1a h2f y80d ff1 fs5 fc0 sc0 ls16 ws0">10<span class="ls0"> </span>000<span class="ls0"> </span></div></div><div class="c xd2 y94a wd4 hc2"><div class="t m0 x115 h2f y80d ff1 fs5 fc0 sc0 ls0 ws0">PLN </div></div><div class="c x141 y94a w97 hc2"><div class="t m0 x2c h2f y80d ff1 fs5 fc0 sc0 ls0 ws0">  </div></div><div class="c x142 y94a wcb hc2"><div class="t m0 x47 h2f y80d ff1 fs5 fc0 sc0 ls0 ws0">6 395 </div></div><div class="c xf0 y94a wd5 hc2"><div class="t m0 x46 h2f y80d ff2 fs5 fc0 sc0 ls0 ws0">WIBOR 1M+mar<span class="_ _0"></span>ża<span class="ff1"> </span></div></div><div class="c x143 y94a wd6 hc2"><div class="t m0 x60 h2f y80d ff1 fs5 fc0 sc0 ls0 ws0">22.06.2022 </div></div><div class="c x144 y94a wd7 hc2"><div class="t m0 x31 h2f y80d ff2 fs5 fc0 sc0 ls0 ws0">hipoteka kau<span class="_ _0"></span>cyjna na nierucho<span class="_ _3"></span>mościach<span class="ff1"> </span></div></div><div class="c x59 y94b wd1 ha4"><div class="t m0 x31 h2d y7c3 ff1 fs5 fc0 sc0 ls0 ws0">PKO BP S.A.<span class="ff6"> </span></div></div><div class="c x13f y94b wd2 ha4"><div class="t m0 x2f h2f y7c3 ff1 fs5 fc0 sc0 ls0 ws0">MIRBUD S.A<span class="_ _0"></span>. </div></div><div class="c x140 y94b wd3 ha4"><div class="t m0 x57 h2f y7c3 ff1 fs5 fc0 sc0 ls0 ws0">5 000 </div></div><div class="c xd2 y94b wd4 ha4"><div class="t m0 x115 h2f y7c3 ff1 fs5 fc0 sc0 ls0 ws0">PLN </div></div><div class="c x141 y94b w97 ha4"><div class="t m0 x2c h2f y7c3 ff1 fs5 fc0 sc0 ls0 ws0">  </div></div><div class="c x142 y94b wcb ha4"><div class="t m0 x47 h2f y7c3 ff1 fs5 fc0 sc0 ls0 ws0">5 000 </div></div><div class="c xf0 y94b wd5 ha4"><div class="t m0 x46 h2f y7c3 ff2 fs5 fc0 sc0 ls0 ws0">WIBOR 1M+mar<span class="_ _0"></span>ża<span class="ff1"> </span></div></div><div class="c x143 y94b wd6 ha4"><div class="t m0 x60 h2f y7c3 ff1 fs5 fc0 sc0 ls0 ws0">22.06.2022 </div></div><div class="c x144 y94b wd7 ha4"><div class="t m0 x31 h2f y7c3 ff2 fs5 fc0 sc0 ls0 ws0">hipoteka kau<span class="_ _0"></span>cyjna na nierucho<span class="_ _3"></span>mościach<span class="ff1"> </span></div></div><div class="c x59 y94c wd1 hc3"><div class="t m0 x31 h2d y94d ff1 fs5 fc0 sc0 ls0 ws0">PKO BP S.A.<span class="ff6"> </span></div></div><div class="c x13f y94c wd2 hc3"><div class="t m0 x2f h2f y94d ff1 fs5 fc0 sc0 ls0 ws0">MIRBUD S.A<span class="_ _0"></span>. </div></div><div class="c x140 y94c wd3 hc3"><div class="t m0 x1a h2f y94d ff1 fs5 fc0 sc0 ls16 ws0">21<span class="ls0"> </span>000<span class="ls0"> </span></div></div><div class="c xd2 y94c wd4 hc3"><div class="t m0 x115 h2f y94d ff1 fs5 fc0 sc0 ls0 ws0">PLN </div></div><div class="c x141 y94c w97 hc3"><div class="t m0 x4f h2f y94d ff1 fs5 fc0 sc0 ls16 ws0">366<span class="ls0"> </span></div></div><div class="c x142 y94c wcb hc3"><div class="t m0 x47 h2f y94d ff1 fs5 fc0 sc0 ls0 ws0">1 464 </div></div><div class="c xf0 y94c wd5 hc3"><div class="t m0 x46 h2f y94d ff2 fs5 fc0 sc0 ls0 ws0">WIBOR 1M+mar<span class="_ _0"></span>ża<span class="ff1"> </span></div></div><div class="c x143 y94c wd6 hc3"><div class="t m0 x60 h2f y94d ff1 fs5 fc0 sc0 ls0 ws0">01.03.2023 </div></div><div class="c x144 y94c wd7 hc3"><div class="t m0 x46 h2f y94e ff2 fs5 fc0 sc0 ls0 ws0">hipoteka zwykła<span class="_ _0"></span> oraz hipote<span class="_ _0"></span>ka kaucyjna<span class="_ _0"></span> </div><div class="t m0 x131 h2f y94f ff2 fs5 fc0 sc0 ls0 ws0">na nieruchomo<span class="_ _0"></span>ści<span class="ff1"> </span></div></div><div class="c x59 y950 wd1 ha4"><div class="t m0 x31 h2d y7c3 ff1 fs5 fc0 sc0 ls0 ws0">MBANK S.A.<span class="ff6"> </span></div></div><div class="c x13f y950 wd2 ha4"><div class="t m0 x2f h2f y7c3 ff1 fs5 fc0 sc0 ls0 ws0">MIRBUD S.A<span class="_ _0"></span>. </div></div><div class="c x140 y950 wd3 ha4"><div class="t m0 x1a h2f y7c3 ff1 fs5 fc0 sc0 ls0 ws0">20 000 </div></div><div class="c xd2 y950 wd4 ha4"><div class="t m0 x115 h2f y7c3 ff1 fs5 fc0 sc0 ls0 ws0">PLN </div></div><div class="c x141 y950 w97 ha4"><div class="t m0 x2c h2f y7c3 ff1 fs5 fc13 sc0 ls0 ws0">  </div></div><div class="c x142 y950 wcb ha4"><div class="t m0 x1a h2f y7c3 ff1 fs5 fc0 sc0 ls0 ws0">15 200 </div></div><div class="c xf0 y950 wd5 ha4"><div class="t m0 x46 h2f y7c3 ff2 fs5 fc0 sc0 ls0 ws0">WIBOR 1M+mar<span class="_ _0"></span>ża<span class="ff1"> </span></div></div><div class="c x143 y950 wd6 ha4"><div class="t m0 x60 h2f y7c3 ff1 fs5 fc0 sc0 ls0 ws0">30.06.2022 </div></div><div class="c x144 y950 wd7 ha4"><div class="t m0 x60 h2f y7c3 ff2 fs5 fc0 sc0 ls0 ws0">cesja wierzyte<span class="_ _0"></span>lności gospoda<span class="_ _0"></span>rczej<span class="ff1"> </span></div></div><div class="c x59 y951 wd1 hc2"><div class="t m0 x31 h2d y80d ff1 fs5 fc0 sc0 ls0 ws0">PEKAO S.A.<span class="ff6"> </span></div></div><div class="c x13f y951 wd2 hc2"><div class="t m0 x2f h2f y80d ff1 fs5 fc0 sc0 ls0 ws0">MIRBUD S.A<span class="_ _0"></span>. </div></div><div class="c x140 y951 wd3 hc2"><div class="t m0 x1a h2f y80d ff1 fs5 fc0 sc0 ls0 ws0">10 000 </div></div><div class="c xd2 y951 wd4 hc2"><div class="t m0 x115 h2f y80d ff1 fs5 fc0 sc0 ls0 ws0">PLN </div></div><div class="c x141 y951 w97 hc2"><div class="t m0 x2c h2f y80d ff1 fs5 fc0 sc0 ls0 ws0">  </div></div><div class="c x142 y951 wcb hc2"><div class="t m0 x47 h2f y80d ff1 fs5 fc0 sc0 ls0 ws0">9 291 </div></div><div class="c xf0 y951 wd5 hc2"><div class="t m0 x46 h2f y80d ff1 fs5 fc0 sc0 ls0 ws0">WIBOR <span class="ff2">1M+mar<span class="_ _0"></span>ża<span class="ff1"> </span></span></div></div><div class="c x143 y951 wd6 hc2"><div class="t m0 x60 h2f y80d ff1 fs5 fc0 sc0 ls0 ws0">31.10.2022 </div></div><div class="c x144 y951 wd7 hc2"><div class="t m0 x60 h2f y80d ff2 fs5 fc0 sc0 ls0 ws0">cesja wierzyte<span class="_ _0"></span>lności gospoda<span class="_ _0"></span>rczej<span class="ff1"> </span></div></div><div class="c x59 y952 wd1 ha4"><div class="t m0 x31 h2f y953 ff2 fs5 fc0 sc0 ls0 ws0">Agencja Rozwoju <span class="_ _3"></span>P<span class="_ _8"></span>rzemysłu<span class="_ _0"></span> </div><div class="t m0 x31 h2d y214 ff1 fs5 fc0 sc0 ls0 ws0">S.A.<span class="ff6"> </span></div></div><div class="c x13f y952 wd2 ha4"><div class="t m0 x2f h2f y7c3 ff1 fs5 fc0 sc0 ls0 ws0">MIRBUD S.A<span class="_ _0"></span>. </div></div><div class="c x140 y952 wd3 ha4"><div class="t m0 x1a h2f y7c3 ff1 fs5 fc0 sc0 ls16 ws0">40<span class="ls0"> </span>000<span class="ls0"> </span></div></div><div class="c xd2 y952 wd4 ha4"><div class="t m0 x115 h2f y7c3 ff1 fs5 fc0 sc0 ls0 ws0">PLN </div></div><div class="c x141 y952 w97 ha4"><div class="t m0 x22 h2f y7c3 ff1 fs5 fc0 sc0 ls0 ws0">13 800 </div></div><div class="c x142 y952 wcb ha4"><div class="t m0 x1a h2f y7c3 ff1 fs5 fc0 sc0 ls0 ws0">14 400 </div></div><div class="c xf0 y952 wd5 ha4"><div class="t m0 x46 h2f y7c3 ff2 fs5 fc0 sc0 ls0 ws0">WIBOR 1M+mar<span class="_ _0"></span>ża<span class="ff1"> </span></div></div><div class="c x143 y952 wd6 ha4"><div class="t m0 x60 h2f y7c3 ff1 fs5 fc0 sc0 ls0 ws0">29.12.2023 </div></div><div class="c x144 y952 wd7 ha4"><div class="t m0 x57 h2f y7c3 ff2 fs5 fc0 sc0 ls0 ws0">hipoteki na nierucho<span class="_ _3"></span>mościach<span class="ff1"> </span></div></div><div class="c x59 y954 wd1 hc2"><div class="t m0 x31 h2d y80d ff2 fs5 fc0 sc0 ls0 ws0">BOŚ S.A.<span class="ff6"> </span></div></div><div class="c x13f y954 wd2 hc2"><div class="t m0 x2f h2f y80d ff1 fs5 fc0 sc0 ls0 ws0">MIRBUD S.A<span class="_ _0"></span>. </div></div><div class="c x140 y954 wd3 hc2"><div class="t m0 x1a h2f y80d ff1 fs5 fc0 sc0 ls0 ws0">20 000 </div></div><div class="c xd2 y954 wd4 hc2"><div class="t m0 x115 h2f y80d ff1 fs5 fc0 sc0 ls0 ws0">PLN </div></div><div class="c x141 y954 w97 hc2"><div class="t m0 x2c h2f y80d ff1 fs5 fc0 sc0 ls0 ws0">  </div></div><div class="c x142 y954 wcb hc2"><div class="t m0 x1a h2f y80d ff1 fs5 fc0 sc0 ls0 ws0">17 801<span class="fc13"> </span></div></div><div class="c xf0 y954 wd5 hc2"><div class="t m0 x46 h2f y80d ff2 fs5 fc0 sc0 ls0 ws0">WIBOR 1M+mar<span class="_ _0"></span>ża<span class="ff1"> </span></div></div><div class="c x143 y954 wd6 hc2"><div class="t m0 x60 h2f y80d ff1 fs5 fc0 sc0 ls0 ws0">25.08.2022 </div></div><div class="c x144 y954 wd7 hc2"><div class="t m0 x29 h2f y80d ff1 fs5 fc0 sc0 ls0 ws0">gwarancja BGK,<span class="_ _0"></span> zastaw rejes<span class="_ _0"></span>trowy </div></div><div class="c x59 y955 wd1 ha4"><div class="t m0 x31 h2d y7c3 ff2 fs5 fc0 sc0 ls0 ws0">BOŚ S.A.<span class="ff6"> </span></div></div><div class="c x13f y955 wd2 ha4"><div class="t m0 x2f h2f y7c3 ff1 fs5 fc0 sc0 ls0 ws0">MIRBUD S.A<span class="_ _0"></span>. </div></div><div class="c x140 y955 wd3 ha4"><div class="t m0 x1a h2f y7c3 ff1 fs5 fc0 sc0 ls0 ws0">35 000 </div></div><div class="c xd2 y955 wd4 ha4"><div class="t m0 x115 h2f y7c3 ff1 fs5 fc0 sc0 ls0 ws0">PLN </div></div><div class="c x141 y955 w97 ha4"><div class="t m0 x22 h2f y7c3 ff1 fs5 fc0 sc0 ls0 ws0">34 944 </div></div><div class="c x142 y955 wcb ha4"><div class="t m0 x44 h2f y7c3 ff1 fs5 fc0 sc0 ls0 ws0">  </div></div><div class="c xf0 y955 wd5 ha4"><div class="t m0 x46 h2f y7c3 ff2 fs5 fc0 sc0 ls0 ws0">WIBOR 1M+mar<span class="_ _0"></span>ża<span class="ff1"> </span></div></div><div class="c x143 y955 wd6 ha4"><div class="t m0 x60 h2f y7c3 ff1 fs5 fc0 sc0 ls0 ws0">17.10.2023 </div></div><div class="c x144 y955 wd7 ha4"><div class="t m0 x29 h2f y953 ff2 fs5 fc0 sc0 ls0 ws0">cesja wierzyte<span class="_ _0"></span>lności gospoda<span class="_ _0"></span>rczej, </div><div class="t m0 x120 h2f y214 ff1 fs5 fc0 sc0 ls0 ws0">hipoteka </div></div><div class="c x59 y956 wd1 hc4"><div class="t m0 x31 h2d yc5 ff1 fs5 fc0 sc0 ls0 ws0">KUKE Finanse<span class="_ _0"></span><span class="ff6"> </span></div></div><div class="c x13f y956 wd2 hc4"><div class="t m0 x2f h2f yc5 ff1 fs5 fc0 sc0 ls0 ws0">MIRBUD S.A<span class="_ _0"></span>. </div></div><div class="c x140 y956 wd3 hc4"><div class="t m0 x57 h2f yc5 ff1 fs5 fc0 sc0 ls0 ws0">5 000 </div></div><div class="c xd2 y956 wd4 hc4"><div class="t m0 x115 h2f yc5 ff1 fs5 fc0 sc0 ls0 ws0">PLN </div></div><div class="c x141 y956 w97 hc4"><div class="t m0 x2c h2f yc5 ff1 fs5 fc13 sc0 ls0 ws0">  </div></div><div class="c x142 y956 wcb hc4"><div class="t m0 x44 h2f yc5 ff1 fs5 fc0 sc0 ls0 ws0">  </div></div><div class="c xf0 y956 wd5 hc4"><div class="t m0 x3b h2f yc5 ff1 fs5 fc0 sc0 ls0 ws0">  </div></div><div class="c x143 y956 wd6 hc4"><div class="t m0 x6e h2f yc5 ff1 fs5 fc0 sc0 ls0 ws0">  </div></div><div class="c x144 y956 wd7 hc4"><div class="t m0 xa2 h2f yc5 ff1 fs5 fc0 sc0 ls0 ws0">  </div></div><div class="c x59 y957 wd1 hc5"><div class="t m0 x31 h2d y118 ff5 fs5 fc0 sc0 ls0 ws0">Razem kredyty i<span class="_ _0"></span> pożyczki<span class="ff6"> </span></div></div><div class="c xc4 y957 wca hc5"><div class="t m0 x46 hc y958 ff6 fs4 fc0 sc0 ls0 ws0"> <span class="fs1"> </span></div></div><div class="c xbb y957 wcb hc5"><div class="t m0 x46 hc y958 ff6 fs4 fc0 sc0 ls0 ws0"> <span class="fs1"> </span></div></div><div class="c x2a y957 w7e hc5"><div class="t m0 x46 hc y958 ff6 fs4 fc0 sc0 ls0 ws0"> <span class="fs1"> </span></div></div><div class="c x141 y957 w97 hc5"><div class="t m0 x22 h2d y118 ff6 fs5 fc0 sc0 ls0 ws0">49 110 </div></div><div class="c x142 y957 wcb hc5"><div class="t m0 x1a h2d y118 ff6 fs5 fc0 sc0 ls0 ws0">69 551 </div></div><div class="c xf0 y957 wd5 hc5"><div class="t m0 x115 h2d y118 ff6 fs5 fc0 sc0 ls0 ws0">118 661 </div></div><div class="c x13c y957 wcf hc5"><div class="t m0 x46 hc y958 ff6 fs4 fc0 sc0 ls0 ws0"> <span class="fs1"> </span></div></div><div class="c x13d y957 wd0 hc5"><div class="t m0 x46 h9 y958 ff1 fs4 fc0 sc0 ls0 ws0"> <span class="fs1"> </span></div></div><div class="c xa5 y1da wc8 hc6"><div class="t m0 x31 hc7 y1 ff7 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x0 y1 wd8 hbf"><div class="t m0 x2 h9 y75c ff1 fs4 fc0 sc0 ls0 ws0"> <span class="_ _24"> </span> </div></div></div><div class="pi" ></div></div><div id="pf53" class="pf wc6 hbf" ><div class="pc pc53 wc6 hbf"><img class="bi x4 y2a wd9 hc8" alt="" 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class="c x0 y1 wd8 hbf"><div class="t m0 x145 h6 y959 ff4 fs2 fc2 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI GRUPY KAPITAŁOWEJ <span class="ff3">MIRBUD ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc3"> </span></span></div><div class="t m0 x6 h4 y95a ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y2d wda ha"><div class="t m0 xea h8 y85 ff2 fs3 fc2 sc0 ls0 ws0">Grupa Kapitałowa MIR<span class="_ _8"></span>BUD<span class="ff1"> <span class="ls6">| <span class="_ _8"></span></span></span>Kredyty i pożyc<span class="_ _8"></span>zki<span class="ff1"> </span></div></div><div class="c x9 y2d wdb ha"><div class="t m0 xa h4 y86 ff3 fs1 fc4 sc0 ls3 ws0">83<span class="ls0"> </span></div></div><div class="c x0 y1 wd8 hbf"><div class="t m0 x2 h4 y31 ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c xa5 y95b wc8 hc9"><div class="t m0 x31 h2c y95c ff7 fs5 fc0 sc0 ls0 ws0"> </div><div class="t m0 x31 h2c y95d ff8 fs5 fc0 sc0 ls0 ws0">Tabela: Zobowią<span class="_ _0"></span>zania z tytułu <span class="_ _0"></span>kredytów i po<span class="_ _0"></span>życzek Spółe<span class="_ _3"></span>k<span class="_ _8"></span> z Grup<span class="_ _0"></span>y MIRBUD według<span class="_ _3"></span> <span class="_ _8"></span>stanu na d<span class="_ _0"></span>zień 3<span class="ff7">1 <span class="_ _8"></span>grudnia <span class="ls16">202</span>1 roku.<span class="_ _0"></span> w tys. <span class="ff8 ls12">zł<span class="_ _3"></span><span class="ff7 ls0"> </span></span></span></div></div><div class="c xbf y95e wb4 ha9"><div class="t m0 x44 h2f y159 ff1 fs5 fc4 sc0 ls0 ws0">Nazwa jednostk<span class="_ _0"></span>i </div></div><div class="c x146 y95e wdc ha9"><div class="t m0 x34 h2f y95f ff1 fs5 fc4 sc0 ls0 ws0">Podmiot </div><div class="t m0 x10e h2f y4ff ff2 fs5 fc4 sc0 ls0 ws0">zobowiązany<span class="_ _0"></span><span class="ff1"> </span></div></div><div class="c x147 y95e wdd ha9"><div class="t m0 x3f h2f y960 ff1 fs5 fc4 sc0 ls0 ws0">Kwota kredytu, </div><div class="t m0 x32 h2f y159 ff2 fs5 fc4 sc0 ls0 ws0">pożyczki wg </div><div class="t m0 x22 h2f ybb ff1 fs5 fc4 sc0 ls0 ws0">umowy </div></div><div class="c x148 y95e wdc ha9"><div class="t m0 x22 h2f y159 ff1 fs5 fc4 sc0 ls0 ws0">Waluta </div></div><div class="c x149 y95e wde ha9"><div class="t m0 x32 h2f y960 ff2 fs5 fc4 sc0 ls0 ws0">Kwota pozostała do<span class="_ _3"></span> </div><div class="t m0 x1a h2f y159 ff2 fs5 fc4 sc0 ls0 ws0">spłaty <span class="ff1">- </span>część </div><div class="t m0 x6c h2f ybb ff2 fs5 fc4 sc0 ls0 ws0">długoterminowa<span class="ff1"> </span></div></div><div class="c x14a y95e wdf ha9"><div class="t m0 x32 h2f y960 ff1 fs5 fc4 sc0 ls0 ws0">Kwota <span class="ff2">pozostała do<span class="_ _3"></span> </span></div><div class="t m0 x1a h2f y159 ff2 fs5 fc4 sc0 ls0 ws0">spłaty <span class="ff1">- </span>część </div><div class="t m0 x54 h2f ybb ff2 fs5 fc4 sc0 ls0 ws0">krótkoterminowa<span class="_ _0"></span><span class="ff1"> </span></div></div><div class="c x14b y95e we0 ha9"><div class="t m0 x48 h2f y95f ff1 fs5 fc4 sc0 ls0 ws0">Warunki </div><div class="t m0 x3e h2f y4ff ff1 fs5 fc4 sc0 ls0 ws0">oprocentowan<span class="_ _0"></span>ia </div></div><div class="c x14c y95e we1 ha9"><div class="t m0 x2f h2f y159 ff2 fs5 fc4 sc0 ls0 ws0">Termin spłaty<span class="ff1"> </span></div></div><div class="c x14d y95e we2 ha9"><div class="t m0 x34 h2f y159 ff1 fs5 fc4 sc0 ls0 ws0">Zabezpieczenia<span class="_ _0"></span> </div></div><div class="c xbf y961 wa9 ha9"><div class="t m0 x31 h2f y95f ff1 fs5 fc0 sc0 ls0 ws0">SANTANDERB<span class="_ _0"></span>ANK POLSKA </div><div class="t m0 x31 h2d y4ff ff1 fs5 fc0 sc0 ls0 ws0">S.A.<span class="ff6"> </span></div></div><div class="c xaf y961 we3 ha9"><div class="t m0 x47 h2f y960 ff1 fs5 fc0 sc0 ls0 ws0">JHM </div><div class="t m0 x3e h2f y159 ff1 fs5 fc0 sc0 ls0 ws0">Development </div><div class="t m0 x30 h2f ybb ff1 fs5 fc0 sc0 ls0 ws0">S.A. </div></div><div class="c x14e y961 w30 ha9"><div class="t m0 x22 h2f y159 ff1 fs5 fc0 sc0 ls0 ws0">48 291 </div></div><div class="c x14f y961 we4 ha9"><div class="t m0 x30 h2f y159 ff1 fs5 fc0 sc0 ls0 ws0">PLN </div></div><div class="c x150 y961 we5 ha9"><div class="t m0 x4b h2f y159 ff1 fs5 fc0 sc0 ls0 ws0">38 762 </div></div><div class="c x151 y961 we6 ha9"><div class="t m0 x131 h2f y159 ff1 fs5 fc13 sc0 ls0 ws0"> <span class="fc0"> </span></div></div><div class="c x152 y961 we7 ha9"><div class="t m0 x57 h2f y95f ff1 fs5 fc0 sc0 ls0 ws0">WIBOR </div><div class="t m0 x54 h2f y4ff ff2 fs5 fc0 sc0 ls0 ws0">1M+marża<span class="ff1"> </span></div></div><div class="c x153 y961 we8 ha9"><div class="t m0 x10f h2f y159 ff1 fs5 fc0 sc0 ls0 ws0">04.11.2023 </div></div><div class="c x154 y961 we9 ha9"><div class="t m0 x115 h2f y95f ff1 fs5 fc0 sc0 ls0 ws0">hipoteka na </div><div class="t m0 x12a h2f y4ff ff2 fs5 fc0 sc0 ls0 ws0">nieruchomościa<span class="_ _0"></span>ch<span class="ff1"> </span></div></div><div class="c xbf y962 wb4 hca"><div class="t m0 x46 h2f y4d8 ff2 fs5 fc0 sc0 ls0 ws0">Bank Spółdziel<span class="_ _0"></span>czy<span class="ff1"> </span></div></div><div class="c x146 y962 wdc hca"><div class="t m0 x30 h2f y948 ff1 fs5 fc0 sc0 ls0 ws0">JHM </div><div class="t m0 x2f h2f y4d8 ff1 fs5 fc0 sc0 ls0 ws0">Development </div><div class="t m0 x115 h2f y4cf ff1 fs5 fc0 sc0 ls0 ws0">S.A. </div></div><div class="c x147 y962 wdd hca"><div class="t m0 x57 h2f y4d8 ff1 fs5 fc0 sc0 ls0 ws0">8 823 </div></div><div class="c x148 y962 wdc hca"><div class="t m0 x115 h2f y4d8 ff1 fs5 fc0 sc0 ls0 ws0">PLN </div></div><div class="c x149 y962 wde hca"><div class="t m0 x72 h2f y4d8 ff1 fs5 fc0 sc0 ls0 ws0">7 470 </div></div><div class="c x14a y962 wdf hca"><div class="t m0 x4e h2f y4d8 ff1 fs5 fc0 sc0 ls16 ws0">401<span class="ls0"> </span></div></div><div class="c x14b y962 we0 hca"><div class="t m0 x57 h2f yc1 ff1 fs5 fc0 sc0 ls0 ws0">WIBOR </div><div class="t m0 x6c h2f y160 ff2 fs5 fc0 sc0 ls0 ws0">3M+marża<span class="ff1"> </span></div></div><div class="c x14c y962 we1 hca"><div class="t m0 x46 h2f y4d8 ff1 fs5 fc0 sc0 ls0 ws0">31.12.2034 </div></div><div class="c x14d y962 we2 hca"><div class="t m0 x46 h2f yc1 ff1 fs5 fc0 sc0 ls0 ws0">hipoteka na </div><div class="t m0 x46 h2f y160 ff2 fs5 fc0 sc0 ls0 ws0">nieruchomościa<span class="_ _0"></span>ch<span class="ff1"> </span></div></div><div class="c xbf y963 wb4 hcb"><div class="t m0 x46 h2f y964 ff1 fs5 fc0 sc0 ls0 ws0">SANTANDERB<span class="_ _0"></span>ANK POLSKA </div><div class="t m0 x46 h2f y160 ff1 fs5 fc0 sc0 ls0 ws0">S.A. </div></div><div class="c x146 y963 wdc hcb"><div class="t m0 x30 h2f y965 ff1 fs5 fc0 sc0 ls0 ws0">JHM </div><div class="t m0 x2f h2f y4d8 ff1 fs5 fc0 sc0 ls0 ws0">Development </div><div class="t m0 x115 h2f y4cf ff1 fs5 fc0 sc0 ls0 ws0">S.A. </div></div><div class="c x147 y963 wdd hcb"><div class="t m0 x57 h2f y4d8 ff1 fs5 fc0 sc0 ls0 ws0">2 000 </div></div><div class="c x148 y963 wdc hcb"><div class="t m0 x115 h2f y4d8 ff1 fs5 fc0 sc0 ls0 ws0">PLN </div></div><div class="c x149 y963 wde hcb"><div class="t m0 x4e h2f y4d8 ff1 fs5 fc0 sc0 ls16 ws0">388<span class="ls0"> </span></div></div><div class="c x14a y963 wdf hcb"><div class="t m0 x62 h2f y4d8 ff1 fs5 fc0 sc0 ls0 ws0">  </div></div><div class="c x14b y963 we0 hcb"><div class="t m0 x57 h2f y964 ff1 fs5 fc0 sc0 ls0 ws0">WIBOR </div><div class="t m0 x6c h2f y160 ff2 fs5 fc0 sc0 ls0 ws0">1M+marża<span class="ff1"> </span></div></div><div class="c x14c y963 we1 hcb"><div class="t m0 x46 h2f y4d8 ff1 fs5 fc0 sc0 ls0 ws0">04.11.2023 </div></div><div class="c x14d y963 we2 hcb"><div class="t m0 x46 h2f y964 ff1 fs5 fc0 sc0 ls0 ws0">hipoteka na </div><div class="t m0 x46 h2f y160 ff2 fs5 fc0 sc0 ls0 ws0">nieruchomościa<span class="_ _0"></span>ch<span class="ff1"> </span></div></div><div class="c xbf y966 wb4 hca"><div class="t m0 x46 h2f yc1 ff2 fs5 fc0 sc0 ls0 ws0">Bank Polskiej Spó<span class="_ _0"></span>łdzielczości </div><div class="t m0 x46 h2f y160 ff1 fs5 fc0 sc0 ls0 ws0">S.A. </div></div><div class="c x146 y966 wdc hca"><div class="t m0 x30 h2f y948 ff1 fs5 fc0 sc0 ls0 ws0">JHM </div><div class="t m0 x2f h2f y4d8 ff1 fs5 fc0 sc0 ls0 ws0">Development </div><div class="t m0 x115 h2f y4cf ff1 fs5 fc0 sc0 ls0 ws0">S.A. </div></div><div class="c x147 y966 wdd hca"><div class="t m0 x22 h2f y4d8 ff1 fs5 fc0 sc0 ls0 ws0">19 580 </div></div><div class="c x148 y966 wdc hca"><div class="t m0 x115 h2f y4d8 ff1 fs5 fc0 sc0 ls0 ws0">PLN </div></div><div class="c x149 y966 wde hca"><div class="t m0 x72 h2f y4d8 ff1 fs5 fc0 sc0 ls0 ws0">3 288 </div></div><div class="c x14a y966 wdf hca"><div class="t m0 x62 h2f y4d8 ff1 fs5 fc0 sc0 ls0 ws0">  </div></div><div class="c x14b y966 we0 hca"><div class="t m0 x57 h2f yc1 ff1 fs5 fc0 sc0 ls0 ws0">WIBOR </div><div class="t m0 x6c h2f y160 ff2 fs5 fc0 sc0 ls0 ws0">3M+marża<span class="ff1"> </span></div></div><div class="c x14c y966 we1 hca"><div class="t m0 x46 h2f y4d8 ff1 fs5 fc0 sc0 ls0 ws0">30.12.2023 </div></div><div class="c x14d y966 we2 hca"><div class="t m0 x46 h2f yc1 ff1 fs5 fc0 sc0 ls0 ws0">hipoteka na </div><div class="t m0 x46 h2f y160 ff2 fs5 fc0 sc0 ls0 ws0">nieruchomościa<span class="_ _0"></span>ch<span class="ff1"> </span></div></div><div class="c xbf y967 wb4 h6f"><div class="t m0 x46 h2f y2e6 ff1 fs5 fc0 sc0 ls0 ws0">SANTANDERB<span class="_ _0"></span>ANK POLSKA </div><div class="t m0 x46 h2f y4cf ff1 fs5 fc0 sc0 ls0 ws0">S.A. </div></div><div class="c x146 y967 wdc h6f"><div class="t m0 x32 h2f y2e6 ff1 fs5 fc0 sc0 ls0 ws0">JHM 1 Sp. z </div><div class="t m0 x4f h2f y4cf ff1 fs5 fc0 sc0 ls0 ws0">o.o. </div></div><div class="c x147 y967 wdd h6f"><div class="t m0 x57 h2f y160 ff1 fs5 fc0 sc0 ls0 ws0">2 350 </div></div><div class="c x148 y967 wdc h6f"><div class="t m0 x30 h2f y160 ff1 fs5 fc0 sc0 ls0 ws0">EUR </div></div><div class="c x149 y967 wde h6f"><div class="t m0 x4c h2f y160 ff1 fs5 fc0 sc0 ls0 ws0">0 </div></div><div class="c x14a y967 wdf h6f"><div class="t m0 x72 h2f y160 ff1 fs5 fc0 sc0 ls0 ws0">6 384 </div></div><div class="c x14b y967 we0 h6f"><div class="t m0 x46 h2f y160 ff2 fs5 fc0 sc0 ls0 ws0">EURIBOR+marża<span class="_ _0"></span><span class="ff1"> </span></div></div><div class="c x14c y967 we1 h6f"><div class="t m0 x46 h2f y160 ff1 fs5 fc0 sc0 ls0 ws0">31.10.2030 </div></div><div class="c x14d y967 we2 h6f"><div class="t m0 x46 h2f y2e6 ff2 fs5 fc0 sc0 ls0 ws0">hipoteka, poręc<span class="_ _0"></span>zenia </div><div class="t m0 x46 h2f y4cf ff1 fs5 fc0 sc0 ls0 ws0">MIRBUD </div></div><div class="c xbf y968 wb4 hca"><div class="t m0 x46 h2f yc1 ff2 fs5 fc0 sc0 ls0 ws0">Bank Ochron<span class="_ _0"></span>y Środowiska </div><div class="t m0 x46 h2f y160 ff1 fs5 fc0 sc0 ls0 ws0">S.A. </div></div><div class="c x146 y968 wdc hca"><div class="t m0 x30 h2f y948 ff1 fs5 fc0 sc0 ls0 ws0">JHM </div><div class="t m0 x2f h2f y2e6 ff1 fs5 fc0 sc0 ls0 ws0">Development </div><div class="t m0 x115 h2f y4cf ff1 fs5 fc0 sc0 ls0 ws0">S.A. </div></div><div class="c x147 y968 wdd hca"><div class="t m0 x22 h2f y2e6 ff1 fs5 fc0 sc0 ls0 ws0">31 900 </div></div><div class="c x148 y968 wdc hca"><div class="t m0 x115 h2f y2e6 ff1 fs5 fc0 sc0 ls0 ws0">PLN </div></div><div class="c x149 y968 wde hca"><div class="t m0 x4e h2f y2e6 ff1 fs5 fc0 sc0 ls16 ws0">319<span class="ls0"> </span></div></div><div class="c x14a y968 wdf hca"><div class="t m0 x62 h2f y2e6 ff1 fs5 fc0 sc0 ls0 ws0">  </div></div><div class="c x14b y968 we0 hca"><div class="t m0 x57 h2f yc1 ff1 fs5 fc0 sc0 ls0 ws0">WIBOR </div><div class="t m0 x6c h2f y160 ff2 fs5 fc0 sc0 ls0 ws0">3M+marża<span class="ff1"> </span></div></div><div class="c x14c y968 we1 hca"><div class="t m0 x46 h2f y2e6 ff1 fs5 fc0 sc0 ls0 ws0">30.06.2024 </div></div><div class="c x14d y968 we2 hca"><div class="t m0 x46 h2f yc1 ff1 fs5 fc0 sc0 ls0 ws0">hipoteki na </div><div class="t m0 x46 h2f y160 ff2 fs5 fc0 sc0 ls0 ws0">nieruchomościa<span class="_ _0"></span>ch<span class="ff1"> </span></div></div><div class="c xbf y969 wb4 hca"><div class="t m0 x46 h2f y2e6 ff2 fs5 fc0 sc0 ls0 ws0">Warszawski Ban<span class="_ _3"></span>k<span class="_ _8"></span> Spółdzielc<span class="_ _0"></span>zy<span class="ff1"> </span></div></div><div class="c x146 y969 wdc hca"><div class="t m0 x30 h2f y948 ff1 fs5 fc0 sc0 ls0 ws0">JHM </div><div class="t m0 x2f h2f y2e6 ff1 fs5 fc0 sc0 ls0 ws0">Development </div><div class="t m0 x115 h2f y4cf ff1 fs5 fc0 sc0 ls0 ws0">S.A. </div></div><div class="c x147 y969 wdd hca"><div class="t m0 x57 h2f y2e6 ff1 fs5 fc0 sc0 ls0 ws0">7 800 </div></div><div class="c x148 y969 wdc hca"><div class="t m0 x115 h2f y2e6 ff1 fs5 fc0 sc0 ls0 ws0">PLN </div></div><div class="c x149 y969 wde hca"><div class="t m0 x72 h2f y2e6 ff1 fs5 fc0 sc0 ls0 ws0">1 790 </div></div><div class="c x14a y969 wdf hca"><div class="t m0 x62 h2f y2e6 ff1 fs5 fc0 sc0 ls0 ws0">  </div></div><div class="c x14b y969 we0 hca"><div class="t m0 x57 h2f yc1 ff1 fs5 fc0 sc0 ls0 ws0">WIBOR </div><div class="t m0 x6c h2f y160 ff2 fs5 fc0 sc0 ls0 ws0">3M+marża<span class="ff1"> </span></div></div><div class="c x14c y969 we1 hca"><div class="t m0 x46 h2f y2e6 ff1 fs5 fc0 sc0 ls0 ws0">30.06.2023 </div></div><div class="c x14d y969 we2 hca"><div class="t m0 x46 h2f yc1 ff1 fs5 fc0 sc0 ls0 ws0">hipoteka na </div><div class="t m0 x46 h2f y160 ff2 fs5 fc0 sc0 ls0 ws0">nieruchomościa<span class="_ _0"></span>ch<span class="ff1"> </span></div></div><div class="c xbf y351 wb4 had"><div class="t m0 x46 h2f y82c ff1 fs5 fc0 sc0 ls0 ws0">SANTANDERB<span class="_ _0"></span>ANK POLSKA </div><div class="t m0 x46 h2f yc1 ff1 fs5 fc0 sc0 ls0 ws0">S.A. </div></div><div class="c x146 y351 wdc had"><div class="t m0 x3f h2f y82c ff1 fs5 fc0 sc0 ls0 ws0">MARYWILSKA </div><div class="t m0 x10e h2f yc1 ff1 fs5 fc0 sc0 ls0 ws0">44 sp. z o. o. </div></div><div class="c x147 y351 wdd had"><div class="t m0 x22 h2f y96a ff1 fs5 fc0 sc0 ls0 ws0">33 000 </div></div><div class="c x148 y351 wdc had"><div class="t m0 x115 h2f y96a ff1 fs5 fc0 sc0 ls0 ws0">PLN </div></div><div class="c x149 y351 wde had"><div class="t m0 x6e h2f y96a ff1 fs5 fc0 sc0 ls0 ws0">18 593 </div></div><div class="c x14a y351 wdf had"><div class="t m0 x72 h2f y96a ff1 fs5 fc0 sc0 ls0 ws0">3 486 </div></div><div class="c x14b y351 we0 had"><div class="t m0 x57 h2f y82c ff1 fs5 fc0 sc0 ls0 ws0">WIBOR </div><div class="t m0 x6c h2f yc1 ff2 fs5 fc0 sc0 ls0 ws0">3M+marża<span class="ff1"> </span></div></div><div class="c x14c y351 we1 had"><div class="t m0 x46 h2f y96a ff1 fs5 fc0 sc0 ls0 ws0">02.05.2028 </div></div><div class="c x14d y351 we2 had"><div class="t m0 x46 h2f y96b ff2 fs5 fc0 sc0 ls0 ws0">kaucja pieniężna<span class="_ _0"></span>, </div><div class="t m0 x46 h2f y96c ff2 fs5 fc0 sc0 ls0 ws0">cesja wierzyte<span class="_ _0"></span>lności, </div><div class="t m0 x46 h2f y96a ff1 fs5 fc0 sc0 ls0 ws0">zastaw rejestrow<span class="_ _0"></span>y </div><div class="t m0 x46 h2f y4d8 ff1 fs5 fc0 sc0 ls0 ws0">rachunku ban<span class="_ _0"></span>kowego, </div><div class="t m0 x46 h2f y4cf ff2 fs5 fc0 sc0 ls0 ws0">poręczenie, hipote<span class="_ _3"></span>k<span class="_ _8"></span>a<span class="ff1"> </span></div></div><div class="c xbf y5e5 wb4 hca"><div class="t m0 x46 h2f yc1 ff1 fs5 fc0 sc0 ls0 ws0">SANTANDERB<span class="_ _0"></span>ANK POLSKA </div><div class="t m0 x46 h2f y4d7 ff1 fs5 fc0 sc0 ls0 ws0">S.A. </div></div><div class="c x146 y5e5 wdc hca"><div class="t m0 x3f h2f yc1 ff1 fs5 fc0 sc0 ls0 ws0">MARYWILSKA </div><div class="t m0 x10e h2f y4d7 ff1 fs5 fc0 sc0 ls0 ws0">44 sp. z o. o. </div></div><div class="c x147 y5e5 wdd hca"><div class="t m0 x57 h2f y4d8 ff1 fs5 fc0 sc0 ls0 ws0">1 400 </div></div><div class="c x148 y5e5 wdc hca"><div class="t m0 x115 h2f y4d8 ff1 fs5 fc0 sc0 ls0 ws0">PLN </div></div><div class="c x149 y5e5 wde hca"><div class="t m0 x62 h2f y4d8 ff1 fs5 fc0 sc0 ls0 ws0">  </div></div><div class="c x14a y5e5 wdf hca"><div class="t m0 x62 h2f y4d8 ff1 fs5 fc0 sc0 ls0 ws0">  </div></div><div class="c x14b y5e5 we0 hca"><div class="t m0 x57 h2f yc1 ff1 fs5 fc0 sc0 ls0 ws0">WIBOR </div><div class="t m0 x6c h2f y4d7 ff2 fs5 fc0 sc0 ls0 ws0">1M+marża<span class="ff1"> </span></div></div><div class="c x14c y5e5 we1 hca"><div class="t m0 x46 h2f y4d8 ff1 fs5 fc0 sc0 ls0 ws0">30.12.2022 </div></div><div class="c x14d y5e5 we2 hca"><div class="t m0 x46 h2f y96a ff2 fs5 fc0 sc0 ls0 ws0">cesja wierzyte<span class="_ _0"></span>lności, </div><div class="t m0 x46 h2f y4d8 ff1 fs5 fc0 sc0 ls0 ws0">zastaw rejestrow<span class="_ _0"></span>y </div><div class="t m0 x46 h2f y4cf ff1 fs5 fc0 sc0 ls0 ws0">rachunku ban<span class="_ _0"></span>kowego </div></div><div class="c xbf y96d wb4 h6f"><div class="t m0 x46 h2f y160 ff1 fs5 fc0 sc0 ls0 ws0">BGK </div></div><div class="c x146 y96d wdc h6f"><div class="t m0 x46 h2f y160 ff1 fs5 fc0 sc0 ls0 ws0">Kobylarnia S.A. </div></div><div class="c x147 y96d wdd h6f"><div class="t m0 x22 h2f y160 ff1 fs5 fc0 sc0 ls0 ws0">15 000 </div></div><div class="c x148 y96d wdc h6f"><div class="t m0 x115 h2f y160 ff1 fs5 fc0 sc0 ls0 ws0">PLN </div></div><div class="c x149 y96d wde h6f"><div class="t m0 x62 h2f y160 ff1 fs5 fc0 sc0 ls0 ws0">  </div></div><div class="c x14a y96d wdf h6f"><div class="t m0 x62 h2f y160 ff1 fs5 fc0 sc0 ls0 ws0">  </div></div><div class="c x14b y96d we0 h6f"><div class="t m0 x57 h2f y4d8 ff1 fs5 fc0 sc0 ls0 ws0">WIBOR </div><div class="t m0 x6c h2f y4cf ff2 fs5 fc0 sc0 ls0 ws0">3M+marża<span class="ff1"> </span></div></div><div class="c x14c y96d we1 h6f"><div class="t m0 x46 h2f y160 ff1 fs5 fc0 sc0 ls0 ws0">30.11.2022 </div></div><div class="c x14d y96d we2 h6f"><div class="t m0 x46 h2f y4d8 ff2 fs5 fc0 sc0 ls0 ws0">hipoteka, poręc<span class="_ _0"></span>zenie </div><div class="t m0 x46 h2f y4cf ff1 fs5 fc0 sc0 ls0 ws0">MIRBUD </div></div><div class="c xbf y96e wa9 h6f"><div class="t m0 x31 h2f y160 ff1 fs5 fc0 sc0 ls0 ws0">BGK </div></div><div class="c x146 y96e wdc h6f"><div class="t m0 x46 h2f y160 ff1 fs5 fc0 sc0 ls0 ws0">Kobylarnia S.A. </div></div><div class="c x147 y96e wdd h6f"><div class="t m0 x57 h2f y160 ff1 fs5 fc0 sc0 ls0 ws0">6 212 </div></div><div class="c x148 y96e wdc h6f"><div class="t m0 x115 h2f y160 ff1 fs5 fc0 sc0 ls0 ws0">PLN </div></div><div class="c x150 y96e we5 h6f"><div class="t m0 x49 h2f y160 ff1 fs5 fc0 sc0 ls0 ws0">4 348 </div></div><div class="c x151 y96e we6 h6f"><div class="t m0 x3b h2f y160 ff1 fs5 fc0 sc0 ls16 ws0">621<span class="ls0"> </span></div></div><div class="c x152 y96e we7 h6f"><div class="t m0 x57 h2f y2e6 ff1 fs5 fc0 sc0 ls0 ws0">WIBOR </div><div class="t m0 x54 h2f y4cf ff2 fs5 fc0 sc0 ls0 ws0">1M+marża<span class="ff1"> </span></div></div><div class="c x14c y96e we1 h6f"><div class="t m0 x46 h2f y160 ff1 fs5 fc0 sc0 ls0 ws0">31.12.2029 </div></div><div class="c x14d y96e we2 h6f"><div class="t m0 x46 h2f y2e6 ff1 fs5 fc0 sc0 ls0 ws0">hipoteka, <span class="ff2">poręc<span class="_ _0"></span>zenie </span></div><div class="t m0 x46 h2f y4cf ff1 fs5 fc0 sc0 ls0 ws0">MIRBUD </div></div><div class="c xbf y96f wa9 hb5"><div class="t m0 x31 h2d yff ff5 fs5 fc0 sc0 ls0 ws0">Razem kredyty i<span class="_ _0"></span> pożyczki<span class="ff6"> </span></div></div><div class="c x146 y96f wdc hb5"><div class="t m0 x46 h2d y4cf ff6 fs5 fc0 sc0 ls0 ws0">  </div></div><div class="c x147 y96f wdd hb5"><div class="t m0 x46 h2d y4cf ff6 fs5 fc0 sc0 ls0 ws0">  </div></div><div class="c x148 y96f wdc hb5"><div class="t m0 x46 h2d y4cf ff6 fs5 fc0 sc0 ls0 ws0">  </div></div><div class="c x150 y96f we5 hb5"><div class="t m0 x4b h2d yff ff6 fs5 fc0 sc0 ls0 ws0">74 958 </div></div><div class="c x151 y96f we6 hb5"><div class="t m0 x4b h2d yff ff6 fs5 fc0 sc0 ls0 ws0">10 892 </div></div><div class="c x152 y96f we7 hb5"><div class="t m0 x47 h2d yff ff6 fs5 fc0 sc0 ls0 ws0">85 850 </div></div><div class="c x14c y96f we1 hb5"><div class="t m0 x46 h2d y4cf ff6 fs5 fc0 sc0 ls0 ws0">  </div></div><div class="c x14d y96f we2 hb5"><div class="t m0 x46 h2d y4cf ff6 fs5 fc0 sc0 ls0 ws0">  </div></div><div class="c xa5 y95b wc8 hc9"><div class="t m0 x31 hc7 y1 ff7 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x0 y1 wd8 hbf"><div class="t m0 x2 hc y970 ff6 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y971 ff1 fs4 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf54" class="pf w0 h0" ><div class="pc pc54 w0 h0"><img class="bi x18 y972 wea hcc" alt="" src="data:image/png;base64,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"/><div class="c x0 y1 w2 h0"><div class="t m0 x2 h8 y973 ff1 fs3 fc0 sc0 ls0 ws0">W <span class="_ _c"></span>dniu <span class="_ _c"></span>23 <span class="_ _c"></span>lutego <span class="_ _f"></span>2021 <span class="_ _c"></span>r. <span class="_ _c"></span><span class="ff2">Ex<span class="_ _8"></span>po <span class="_ _8"></span>Maz<span class="_ _8"></span>ury <span class="_ _c"></span>S.A. <span class="_ _c"></span>w <span class="_ _c"></span>likw<span class="_ _8"></span>idacj<span class="_ _8"></span>i <span class="_ _8"></span>dokona<span class="_ _8"></span>ła <span class="_ _8"></span>c<span class="_ _8"></span>ałkowitej <span class="_ _c"></span>spłaty<span class="_ _8"></span> <span class="_ _c"></span>kredytu <span class="_ _c"></span>zaciągnięteg<span class="_ _8"></span>o <span class="_ _c"></span>w </span></div><div class="t m0 x2 h8 y974 ff1 fs3 fc0 sc0 ls0 ws0">ALIOR BANKU S.A.<span class="_ _8"></span> </div><div class="t m0 x2 h8 y975 ff2 fs3 fc0 sc0 ls0 ws0">W <span class="_ _14"> </span>okresie <span class="_ _14"> </span>objętym <span class="_ _14"> </span>spra<span class="_ _8"></span>wozdaniem <span class="_ _14"> </span>nie <span class="_ _14"> </span>zd<span class="_ _8"></span>arzyły <span class="_ _14"> </span>się <span class="_ _14"> </span>przypadk<span class="_ _8"></span>i <span class="_ _14"> </span>wypowiedz<span class="_ _8"></span>enia <span class="_ _14"> </span>pożycz<span class="_ _8"></span>ek <span class="_ _14"> </span>czy <span class="_ _14"> </span>umów </div><div class="t m0 x2 h8 y976 ff2 fs3 fc0 sc0 ls0 ws0">kredytowych <span class="_ _8"></span>ani <span class="_ _8"></span>naruszeń <span class="_ _8"></span>i<span class="_ _8"></span>ch <span class="_ _8"></span>warunków, <span class="_ _8"></span>które <span class="_ _8"></span>spowo<span class="_ _8"></span>dowałyby <span class="_ _8"></span>zakłóce<span class="_ _c"></span>nie <span class="_ _8"></span>finansowan<span class="_ _8"></span>ia dz<span class="_ _8"></span>iałalności <span class="_ _8"></span>Spółek </div><div class="t m0 x2 h8 y4fb ff1 fs3 fc0 sc0 ls0 ws0">z Grupy MIRBUD.<span class="_ _8"></span> </div><div class="t m0 x2 h8 y977 ff2 fs3 fc0 sc0 ls0 ws0">Na <span class="_ _c"></span>dzień <span class="_ _c"></span>3<span class="ff1">1.<span class="ls11">12</span>.2<span class="_ _8"></span>021 <span class="_ _c"></span>r. <span class="_ _c"></span></span>spółki <span class="_ _c"></span>z <span class="_ _c"></span>Gr<span class="_ _8"></span>upy <span class="_ _c"></span>MIRBUD <span class="_ _c"></span>nie <span class="_ _c"></span>wyk<span class="_ _8"></span>azywały <span class="_ _c"></span>zadłużenia <span class="_ _c"></span>z <span class="_ _c"></span>tytułu <span class="_ _c"></span>zaciągn<span class="_ _8"></span>iętych <span class="_ _c"></span>pożyczek </div><div class="t m0 x2 h8 y125 ff2 fs3 fc0 sc0 ls0 ws0">za wyjątkiem pożyc<span class="_ _8"></span>zek wskazanych w powy<span class="_ _8"></span>ższych tabelach.<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 y274 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hc y978 ff6 fs4 fc0 sc0 ls0 ws0">4.11.2. <span class="_ _3b"> </span><span class="ff5">Długoterminowe zobowiązania finansowe z tytułu emisji obligacji </span> </div><div class="t m0 x2 hb y979 ff6 fs3 fce sc0 ls0 ws0">Obligacje serii B<span class="_ _8"></span> </div><div class="t m0 x2 h8 y887 ff2 fs3 fc0 sc0 ls0 ws0">Spółka <span class="_ _1e"> </span>JHM <span class="_ _1e"> </span>D<span class="_ _8"></span>EVELOPMENT <span class="_ _14"> </span>S.A. <span class="_ _1e"> </span>dokonała <span class="_ _1e"> </span>prze<span class="_ _8"></span>dterminowego <span class="_ _1e"> </span>wyk<span class="_ _8"></span>upu <span class="_ _14"> </span><span class="ff1">wszy<span class="_ _8"></span>stkich <span class="_ _1e"> </span>obligacji <span class="_ _1e"> </span>s<span class="_ _8"></span>erii <span class="_ _1e"> </span>B, </span></div><div class="t m0 x2 h8 y97a ff1 fs3 fc0 sc0 ls12 ws0">co<span class="ls0"> <span class="ff2">zostało <span class="_ _1e"> </span>potw<span class="_ _8"></span>ierdzone <span class="_ _14"> </span>w <span class="_ _14"> </span>Komunikacie <span class="_ _14"> </span>Giełdy <span class="_ _14"> </span>Papierów <span class="_ _14"> </span>Wartościowych <span class="_ _14"> </span>w <span class="_ _14"> </span>Warszawie <span class="_ _14"> </span>S.A. <span class="_ _1e"> </span>z <span class="_ _14"> </span>dnia<span class="_ _8"></span> </span></span></div><div class="t m0 x2 h8 y97b ff2 fs3 fc0 sc0 ls0 ws0">17.02.2021r.  informującym  o <span class="_ _21"> </span>zakończenie  obrotu <span class="_ _21"> </span>ty<span class="_ _8"></span>mi <span class="_ _28"> </span>obligacjami  w <span class="_ _21"> </span>alternaty<span class="_ _8"></span>wnym  systemie <span class="_ _21"> </span>o<span class="_ _8"></span>brotu <span class="_ _28"> </span>na </div><div class="t m0 x2 h8 y97c ff1 fs3 fc0 sc0 ls0 ws0">Catalyst. </div><div class="t m0 x2 hb y97d ff6 fs3 fc12 sc0 ls0 ws0">Obligacje serii C<span class="_ _8"></span> </div><div class="t m0 x2 h8 y4e0 ff2 fs3 fc0 sc0 ls0 ws0">W dniu 30 czerwca 2020 ro<span class="_ _8"></span>ku Zarządu spółki JHM <span class="_ _8"></span>DEVELOPMENT <span class="_ _8"></span>S.A. z siedzibą w <span class="_ _8"></span>Skierniewicach uchwa<span class="_ _8"></span>łą </div><div class="t m0 x2 h8 y97e ff1 fs3 fc0 sc0 ls0 ws0">nr X/2020 <span class="_ _8"></span>w <span class="_ _8"></span>sprawie <span class="_ _8"></span>dokonania<span class="_ _8"></span> <span class="ff2">przydzia<span class="_ _8"></span>łu 7 <span class="_ _8"></span>000 o<span class="_ _8"></span>bligacji k<span class="_ _8"></span>uponowych <span class="_ _8"></span>niezabezpieczonych <span class="_ _8"></span>na <span class="_ _8"></span>okaziciela <span class="_ _8"></span>serii </span></div><div class="t m0 x2 h8 y719 ff2 fs3 fc0 sc0 ls0 ws0">C <span class="_ _8"></span>o <span class="_ _c"></span>wartośc<span class="_ _8"></span>i <span class="_ _8"></span>no<span class="_ _8"></span>minalnej <span class="_ _c"></span>1 <span class="_ _c"></span>000 <span class="_ _c"></span>zł <span class="_ _8"></span>k<span class="_ _8"></span>ażda <span class="_ _c"></span>i <span class="_ _8"></span>ł<span class="_ _8"></span>ącznej <span class="_ _c"></span>wartości <span class="_ _c"></span>nominalnej <span class="_ _c"></span>7,0 <span class="_ _c"></span>mln <span class="_ _c"></span>zł. <span class="_ _c"></span>Cena<span class="_ _8"></span> <span class="_ _8"></span>em<span class="_ _8"></span>isyjna <span class="_ _8"></span>Ob<span class="_ _8"></span>ligacji <span class="_ _8"></span>j<span class="_ _8"></span>est </div><div class="t m0 x2 h8 y97f ff2 fs3 fc0 sc0 ls0 ws0">równa wartości nom<span class="_ _8"></span>inalnej. Dniem emisji <span class="_ _8"></span>był dzień 30.06.2020<span class="_ _8"></span><span class="ff1"> r. <span class="_ _8"></span> </span></div><div class="t m0 x2 h8 y980 ff1 fs3 fc0 sc0 ls0 ws0">Emi<span class="ff2">sja <span class="_ _6"> </span>obligacji <span class="_ _6"></span>nastąpiła <span class="_ _7"> </span>w <span class="_ _6"></span>trybie <span class="_ _6"></span>oferty <span class="_ _6"></span>prowadzonej<span class="_ _8"></span> <span class="_ _6"></span>na <span class="_ _6"></span>podstawie <span class="_ _6"></span>art. <span class="_ _6"></span>1 <span class="_ _6"> </span>ust. <span class="_ _6"> </span>4 <span class="_ _6"> </span>lit. <span class="_ _6"> </span>a) <span class="_ _6"> </span>i <span class="_ _6"></span>b) <span class="_ _6"></span>Rozporządze<span class="_ _8"></span>nia </span></div><div class="t m0 x2 h8 y981 ff2 fs3 fc0 sc0 ls0 ws0">2017/1129 <span class="_ _7"> </span>poprzez <span class="_ _7"> </span>kierow<span class="_ _8"></span>anie <span class="_ _7"> </span>Propozycji <span class="_ _7"> </span>Nabycia <span class="_ _7"> </span>do <span class="_ _7"> </span>inwestorów <span class="_ _7"> </span>kwa<span class="_ _8"></span>lifikowanyc<span class="_ _8"></span>h <span class="_ _7"> </span>oraz <span class="_ _7"> </span>nie <span class="_ _6"> </span>wi<span class="_ _8"></span>ęcej <span class="_ _7"> </span>niż <span class="_ _7"> </span>149 </div><div class="t m0 x2 h8 y982 ff2 fs3 fc0 sc0 ls0 ws0">oznaczonych <span class="_ _7"> </span>adresatów <span class="_ _7"> </span>będących <span class="_ _7"> </span>osobami <span class="_ _6"> </span>fizycz<span class="_ _8"></span>ny<span class="_ _8"></span>mi <span class="_ _6"> </span>lub <span class="_ _7"> </span>prawnymi <span class="_ _7"> </span>innymi <span class="_ _7"> </span>niż <span class="_ _6"> </span>inwestorz<span class="_ _8"></span>y <span class="_ _7"> </span>kwalifikowani <span class="_ _7"> </span>w </div><div class="t m0 x2 h8 y983 ff2 fs3 fc0 sc0 ls0 ws0">rozumieniu <span class="_ _21"> </span>at. <span class="_ _2a"> </span>2 <span class="_ _21"> </span>lit. <span class="_ _2a"> </span>e) <span class="_ _21"> </span>Rozporz<span class="_ _8"></span>ądzenia <span class="_ _2a"> </span>2017/1<span class="_ _8"></span>129, <span class="_ _2a"> </span>tj<span class="_ _8"></span>. <span class="_ _2a"> </span>w <span class="_ _2a"> </span>sposó<span class="_ _8"></span>b, <span class="_ _2a"> </span>który <span class="_ _21"> </span>stanowi <span class="_ _21"> </span>publiczną <span class="_ _21"> </span>ofertę <span class="_ _2a"> </span>p<span class="_ _8"></span>apierów<span class="_ _8"></span> </div><div class="t m0 x2 h8 y489 ff2 fs3 fc0 sc0 ls0 ws0">wartościowych <span class="_ _3"></span>w <span class="_ _3"></span>rozum<span class="_ _8"></span>ieniu <span class="_ _3"></span>art. <span class="_ _3"></span>2 <span class="_ _3"></span>lit. <span class="_ _3"></span>d) <span class="_ _3"></span>Rozporz<span class="_ _8"></span>ądzenia <span class="_ _3"></span>2017/1129, <span class="_ _0"></span>dla <span class="_ _3"></span>której <span class="_ _3"></span>nie <span class="_ _3"></span>ma <span class="_ _0"></span>obowiązku <span class="_ _3"></span>o<span class="_ _8"></span><span class="ff1">pu<span class="_ _8"></span>blikowania<span class="_ _8"></span> </span></div><div class="t m0 x2 h8 y984 ff2 fs3 fc0 sc0 ls0 ws0">prospektu. <span class="_ _6"> </span>Środk<span class="_ _8"></span>i <span class="_ _6"> </span>poz<span class="_ _8"></span>yskane <span class="_ _6"> </span>przez<span class="_ _8"></span> <span class="_ _6"> </span>Emiten<span class="_ _8"></span>ta <span class="_ _6"></span>z <span class="_ _7"> </span>emisji <span class="_ _6"> </span>Obligacji, <span class="_ _7"> </span>pomniejszone <span class="_ _7"> </span>o <span class="_ _6"> </span>koszty<span class="_ _8"></span> <span class="_ _6"> </span>i <span class="_ _6"> </span>opłaty <span class="_ _7"> </span>związane <span class="_ _7"> </span>z </div><div class="t m0 x2 h8 y985 ff2 fs3 fc0 sc0 ls0 ws0">przygotowaniem <span class="_ _6"></span>i <span class="_ _f"></span>prz<span class="_ _8"></span>eprowadzeniem <span class="_ _6"></span>emisji <span class="_ _6"></span>Obligacji, <span class="_ _6"></span>zostały <span class="_ _6"></span>przeznaczone <span class="_ _f"></span>na<span class="_ _8"></span> <span class="_ _f"></span>finans<span class="_ _8"></span>owanie <span class="_ _f"></span>pro<span class="_ _8"></span>wadzonyc<span class="_ _8"></span>h </div><div class="t m0 x2 h8 y986 ff2 fs3 fc0 sc0 ls0 ws0">oraz <span class="_ _f"></span>planowanych <span class="_ _f"></span>projektów <span class="_ _f"></span>deweloper<span class="_ _8"></span>skich <span class="_ _f"></span>Emitenta, <span class="_ _f"></span>w <span class="_ _c"></span>tym <span class="_ _f"></span>także <span class="_ _f"></span>finansowanie <span class="_ _f"></span>zakupu <span class="_ _f"></span>gruntów <span class="_ _f"></span>pod <span class="_ _c"></span>n<span class="_ _8"></span>owe </div><div class="t m0 x2 h8 y987 ff1 fs3 fc0 sc0 ls0 ws0">projekty <span class="_ _2b"> </span>deweloperskie <span class="_ _13"> </span>Emitenta. <span class="_ _2b"> </span>Oprocentow<span class="_ _8"></span>anie <span class="_ _2b"> </span>obligacji <span class="_ _2b"> </span>jest <span class="_ _2b"> </span>zmienne, <span class="_ _2b"> </span>op<span class="_ _8"></span>arte <span class="_ _2b"> </span>na <span class="_ _11"> </span>s<span class="_ _8"></span>tawce <span class="_ _2b"> </span>WIBOR <span class="_ _2b"> </span>3M </div><div class="t m0 x2 h8 y988 ff2 fs3 fc0 sc0 ls0 ws0">powiększonej <span class="_ _d"> </span>o <span class="_ _d"> </span>mażę. <span class="_ _d"> </span>Odsetki <span class="_ _d"> </span>będą <span class="_ _d"> </span>płatne<span class="_ _8"></span> <span class="_ _1b"> </span>w<span class="_ _8"></span> <span class="_ _d"> </span>okresach <span class="_ _d"> </span>kwartalnych.<span class="_ _8"></span> <span class="_ _1b"> </span>W<span class="_ _8"></span> <span class="_ _d"> </span>dniach <span class="_ _d"> </span>płatności <span class="_ _d"> </span>odsetek </div><div class="t m0 x2 h8 y1b ff1 fs3 fc0 sc0 ls0 ws0">p<span class="ff2">rzypadających na <span class="_ _3"></span>11, <span class="_ _3"></span>12 i <span class="_ _3"></span>13 <span class="_ _0"></span>okres <span class="_ _3"></span>odsetk<span class="_ _8"></span>owy <span class="_ _3"></span>E<span class="_ _8"></span>mitent <span class="_ _0"></span>będzie <span class="_ _3"></span>z<span class="_ _8"></span>obowiązany <span class="_ _3"></span>d<span class="_ _8"></span>o <span class="_ _3"></span>be<span class="_ _8"></span>zwarunkowego <span class="_ _0"></span>częściowego<span class="_ _8"></span> </span></div><div class="t m0 x2 h8 y989 ff2 fs3 fc0 sc0 ls0 ws0">wykupu 25% łącznej liczby wyemitowanych Obligacji. Termin ostatecznego wykupu określono na 30.12.2023<span class="_ _c"></span><span class="ff1"> r.<span class="_ _8"></span> </span></div><div class="t m0 x2 h8 y98a ff2 fs3 fc0 sc0 ls0 ws0">Zbywalność obligacj<span class="_ _8"></span>i nie podlega żad<span class="_ _8"></span>nym ogranicze<span class="_ _8"></span><span class="ff1">nio<span class="_ _8"></span>m. </span></div><div class="t m0 x2 hb y98b ff6 fs3 fc12 sc0 ls0 ws0">Obligacje serii D<span class="_ _8"></span> </div><div class="t m0 x2 h8 y725 ff2 fs3 fc0 sc0 ls0 ws0">W <span class="_ _6"> </span>dniu <span class="_ _7"> </span>14 <span class="_ _6"></span>października <span class="_ _7"> </span>2020 <span class="_ _6"></span>roku <span class="_ _6"> </span>Zarz<span class="_ _8"></span>ądu <span class="_ _6"> </span>spółki <span class="_ _7"> </span>JHM <span class="_ _6"> </span>DEV<span class="_ _8"></span>ELOPMENT <span class="_ _7"> </span>S.A. <span class="_ _6"> </span>z <span class="_ _7"> </span>siedzibą <span class="_ _6"></span>w <span class="_ _6"> </span>Skierni<span class="_ _8"></span>ewicach </div><div class="t m0 x2 h8 y98c ff2 fs3 fc0 sc0 ls0 ws0">uchwałą <span class="_ _7"> </span>nr <span class="_ _7"> </span>XI<span class="_ _8"></span>V/2020 <span class="_ _7"> </span>w <span class="_ _7"> </span>sp<span class="_ _8"></span>rawie <span class="_ _7"> </span>dokonania <span class="_ _7"> </span>prz<span class="_ _8"></span>ydziału <span class="_ _7"> </span>5 <span class="_ _2a"> </span>070 <span class="_ _7"> </span>obligacji <span class="_ _2a"> </span>kuponowyc<span class="_ _8"></span>h <span class="_ _7"> </span>niezabezpieczonych <span class="_ _7"> </span>n<span class="_ _8"></span>a </div><div class="t m0 x2 h8 y98d ff2 fs3 fc0 sc0 ls0 ws0">okaziciela serii <span class="_ _3"></span>D o wartości <span class="_ _0"></span>nominalnej<span class="_ _8"></span> <span class="_ _0"></span>1 <span class="_ _0"></span>000 zł <span class="_ _3"></span>każda i łącznej <span class="_ _3"></span>wartośc<span class="_ _8"></span>i <span class="_ _0"></span>nominalne<span class="_ _8"></span>j 5,07 <span class="_ _3"></span>mln zł. <span class="_ _0"></span>Cena emisyjna </div><div class="t m0 x2 h8 y728 ff2 fs3 fc0 sc0 ls0 ws0">Obligacji jest równa wart<span class="_ _8"></span>ości nominalnej. Dn<span class="_ _8"></span>iem emisji był dzi<span class="_ _8"></span>eń 16.10.2020<span class="_ _8"></span><span class="ff1"> <span class="ls13">r.</span> </span></div><div class="t m0 x2 h8 y98e ff2 fs3 fc0 sc0 ls0 ws0">Emisja <span class="_ _6"> </span>obligacji <span class="_ _6"></span>nastąpiła <span class="_ _7"> </span>w <span class="_ _6"></span>trybie <span class="_ _6"></span>oferty <span class="_ _6"></span>prowadzonej<span class="_ _8"></span> <span class="_ _6"></span>na <span class="_ _6"></span>podstawie <span class="_ _6"></span>art. <span class="_ _6"></span>1 <span class="_ _6"> </span>ust. <span class="_ _6"> </span>4 <span class="_ _6"> </span>lit. <span class="_ _6"> </span>a) <span class="_ _6"> </span>i <span class="_ _6"></span>b) <span class="_ _6"></span>Rozp<span class="_ _c"></span>orządze<span class="_ _8"></span>nia </div><div class="t m0 x2 h8 y98f ff2 fs3 fc0 sc0 ls0 ws0">2017/1129 <span class="_ _7"> </span>poprzez <span class="_ _7"> </span>kierow<span class="_ _8"></span>anie <span class="_ _7"> </span>Propozycji <span class="_ _7"> </span>Nabycia <span class="_ _7"> </span>do <span class="_ _7"> </span>inwestorów <span class="_ _7"> </span>kwa<span class="_ _8"></span>lifikowanyc<span class="_ _8"></span>h <span class="_ _7"> </span>oraz <span class="_ _7"> </span>nie <span class="_ _6"> </span>wi<span class="_ _8"></span>ęcej <span class="_ _7"> </span>niż <span class="_ _7"> </span>149 </div><div class="t m0 x2 h8 y990 ff2 fs3 fc0 sc0 ls0 ws0">oznaczonych <span class="_ _7"> </span>adresatów <span class="_ _7"> </span>będących <span class="_ _7"> </span>osobami <span class="_ _6"> </span>fizycz<span class="_ _8"></span>nymi <span class="_ _6"> </span>lub <span class="_ _7"> </span>prawnymi <span class="_ _7"> </span>innymi <span class="_ _7"> </span>niż <span class="_ _6"> </span>inwestorz<span class="_ _8"></span>y <span class="_ _7"> </span>kwalifikowani <span class="_ _7"> </span>w </div><div class="t m0 x2 h8 y28f ff2 fs3 fc0 sc0 ls0 ws0">rozumieniu <span class="_ _21"> </span>at. <span class="_ _2a"> </span>2 <span class="_ _21"> </span>lit. <span class="_ _2a"> </span>e) <span class="_ _21"> </span>Rozporz<span class="_ _8"></span>ądzenia <span class="_ _2a"> </span>20<span class="_ _8"></span>17/1129,<span class="_ _8"></span> <span class="_ _2a"> </span>tj. <span class="_ _21"> </span>w <span class="_ _2a"> </span>sposób, <span class="_ _21"> </span>który<span class="_ _8"></span> <span class="_ _2a"> </span>stanowi <span class="_ _21"> </span>publiczną <span class="_ _21"> </span>ofertę <span class="_ _2a"> </span>p<span class="_ _8"></span>apierów<span class="_ _8"></span> </div><div class="t m0 x2 h8 y290 ff2 fs3 fc0 sc0 ls0 ws0">wartościowych <span class="_ _3"></span>w <span class="_ _3"></span>rozum<span class="_ _8"></span>ieniu <span class="_ _3"></span>art. <span class="_ _3"></span>2 <span class="_ _3"></span>lit. <span class="_ _3"></span>d) <span class="_ _3"></span>Rozporz<span class="_ _8"></span>ądzenia <span class="_ _3"></span>2017/1129, <span class="_ _0"></span>dla <span class="_ _3"></span>której <span class="_ _3"></span>nie <span class="_ _3"></span>ma <span class="_ _0"></span>obowiązku <span class="_ _3"></span>opublikowa<span class="_ _8"></span>nia </div><div class="t m0 x2 h8 y291 ff2 fs3 fc0 sc0 ls0 ws0">prospektu. <span class="_ _6"> </span>Środk<span class="_ _8"></span>i <span class="_ _6"> </span>poz<span class="_ _8"></span>yskane <span class="_ _6"> </span>przez<span class="_ _8"></span> <span class="_ _6"> </span>Emiten<span class="_ _8"></span>ta <span class="_ _6"></span>z <span class="_ _7"> </span>emisji <span class="_ _6"> </span>Obligacji, <span class="_ _7"> </span>pomniejszone <span class="_ _7"> </span>o <span class="_ _6"> </span>koszt<span class="_ _c"></span>y <span class="_ _7"> </span>i <span class="_ _6"></span>opłaty <span class="_ _6"> </span>związan<span class="_ _8"></span>e <span class="_ _6"> </span>z<span class="_ _8"></span> </div><div class="t m0 x2 h8 y292 ff2 fs3 fc0 sc0 ls0 ws0">przygotowaniem <span class="_ _6"></span>i <span class="_ _f"></span>prz<span class="_ _8"></span>eprowadzeniem <span class="_ _6"></span>emisji <span class="_ _6"></span>Obligacji, <span class="_ _6"></span>zostały <span class="_ _6"></span>przeznaczone <span class="_ _f"></span>na<span class="_ _8"></span> <span class="_ _f"></span>finans<span class="_ _8"></span>owanie <span class="_ _f"></span>pro<span class="_ _8"></span>wadzonyc<span class="_ _8"></span>h </div><div class="t m0 x2 h8 y58e ff2 fs3 fc0 sc0 ls0 ws0">oraz <span class="_ _f"></span>planowanych <span class="_ _f"></span>projektów <span class="_ _f"></span>deweloperskich <span class="_ _f"></span>Emitenta, <span class="_ _f"></span>w <span class="_ _f"></span>tym <span class="_ _c"></span>także <span class="_ _f"></span>finansowan<span class="_ _8"></span>ie <span class="_ _f"></span>zakupu <span class="_ _c"></span>grun<span class="_ _8"></span>tów <span class="_ _c"></span>p<span class="_ _8"></span>od <span class="_ _c"></span>n<span class="_ _8"></span>owe </div><div class="t m0 x2 h8 y5d5 ff1 fs3 fc0 sc0 ls0 ws0">projekty <span class="_ _2b"> </span>deweloperskie <span class="_ _13"> </span>Emitenta. <span class="_ _2b"> </span>Oproce<span class="_ _8"></span>ntowanie <span class="_ _2b"> </span>obligacji <span class="_ _2b"> </span>jes<span class="_ _8"></span>t <span class="_ _11"> </span>z<span class="_ _8"></span>mienne, <span class="_ _2b"> </span>oparte <span class="_ _2b"> </span>na <span class="_ _2b"> </span>stawce <span class="_ _2b"> </span>WIBOR <span class="_ _2b"> </span>3M </div></div></div><div class="pi" ></div></div><div id="pf55" class="pf w0 h0" ><div class="pc pc55 w0 h0"><img class="bi x18 y2a w6 hcd" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x105 h6 y991 ff4 fs2 fc2 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI GRUPY KAPITAŁOWEJ <span class="ff3">MIRBUD ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc3"> </span></span></div><div class="t m0 x6 h4 y992 ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y2d wda ha"><div class="t m0 xc4 h8 y85 ff2 fs3 fc2 sc0 ls0 ws0">Grupa Kapitałowa MIR<span class="_ _8"></span>BUD<span class="ff1"> <span class="ls6">| <span class="_ _8"></span></span></span>Pożyczk<span class="_ _8"></span>i udzielone<span class="ff1"> </span></div></div><div class="c x9 y2d wdb ha"><div class="t m0 xa h4 y86 ff3 fs1 fc4 sc0 ls3 ws0">85<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h4 y31 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y993 ff2 fs3 fc0 sc0 ls0 ws0">powiększonej <span class="_ _d"> </span>o <span class="_ _d"> </span>mażę. <span class="_ _d"> </span>Odsetki <span class="_ _d"> </span>będą <span class="_ _d"> </span>płatne<span class="_ _8"></span> <span class="_ _1b"> </span>w<span class="_ _8"></span> <span class="_ _d"> </span>okresach <span class="_ _d"> </span>kwartalnych.<span class="_ _8"></span> <span class="_ _1b"> </span>W<span class="_ _8"></span> <span class="_ _d"> </span>dniach <span class="_ _d"> </span>płatności <span class="_ _d"> </span>odsetek </div><div class="t m0 x2 h8 y994 ff2 fs3 fc0 sc0 ls0 ws0">przypadających na <span class="_ _3"></span>10, <span class="_ _3"></span>11 i <span class="_ _3"></span>12 <span class="_ _0"></span>okres <span class="_ _0"></span>odsetkowy <span class="_ _3"></span>E<span class="_ _8"></span>mitent <span class="_ _0"></span>będzie <span class="_ _3"></span>z<span class="_ _8"></span>obowiązany <span class="_ _3"></span>d<span class="_ _8"></span>o <span class="_ _3"></span>be<span class="_ _8"></span>zwarunkowego <span class="_ _0"></span>części<span class="_ _c"></span><span class="ff1">owego </span></div><div class="t m0 x2 h8 y995 ff2 fs3 fc0 sc0 ls0 ws0">wykupu każdorazowo 25% łącznej liczby wyemitowanych Obligacji. Termin ostatec<span class="_ _8"></span>znego wykupu określono na </div><div class="t m0 x2 h8 y996 ff1 fs3 fc0 sc0 ls0 ws0">30.12.2023 <span class="ff2">r. Zby<span class="_ _8"></span>walność obligacji nie po<span class="_ _8"></span>dlega żadnym ogra<span class="_ _8"></span>niczeniom.<span class="_ _8"></span></span> </div><div class="t m0 x2 hb y997 ff6 fs3 fc12 sc0 ls0 ws0">Obligacje serii E </div><div class="t m0 x2 h8 y998 ff2 fs3 fc0 sc0 ls0 ws0">W <span class="_ _7"> </span>dniu <span class="_ _7"> </span>26 <span class="_ _7"> </span>listop<span class="_ _8"></span>ada <span class="_ _7"> </span>2021<span class="_ _8"></span> <span class="_ _7"> </span>roku <span class="_ _7"> </span>Zarz<span class="_ _8"></span>ądu <span class="_ _7"> </span>spółki <span class="_ _7"> </span>JHM <span class="_ _2a"> </span>DEVELOPMENT <span class="_ _2a"> </span>S.A. <span class="_ _7"> </span> <span class="_ _7"> </span>z<span class="_ _8"></span> <span class="_ _7"> </span>siedzibą <span class="_ _7"> </span>w <span class="_ _7"> </span>Skiernie<span class="_ _8"></span>wicach </div><div class="t m0 x2 h8 y999 ff2 fs3 fc0 sc0 ls0 ws0">uchwałą <span class="_ _7"> </span>nr <span class="_ _7"> </span>XXV/2021 <span class="_ _7"> </span>w <span class="_ _7"> </span>sprawie <span class="_ _6"> </span>d<span class="_ _8"></span>okonania <span class="_ _7"> </span>przydz<span class="_ _8"></span>iału <span class="_ _7"> </span>50.000 <span class="_ _6"> </span>o<span class="_ _8"></span>bligacji <span class="_ _7"> </span>kuponowyc<span class="_ _8"></span>h <span class="_ _6"> </span>zabezp<span class="_ _8"></span>ieczonych <span class="_ _7"> </span>na </div><div class="t m0 x2 h8 y99a ff2 fs3 fc0 sc0 ls0 ws0">okaziciela <span class="_ _6"> </span>seri<span class="_ _8"></span>i <span class="_ _6"></span>E <span class="_ _6"> </span>o <span class="_ _7"> </span>wartości <span class="_ _6"> </span>nomin<span class="_ _8"></span>alnej <span class="_ _6"> </span>1.000 <span class="_ _7"> </span>zł <span class="_ _6"></span>każda <span class="_ _6"> </span>i <span class="_ _7"> </span>łączn<span class="_ _8"></span>ej <span class="_ _6"> </span>war<span class="_ _8"></span>tości <span class="_ _6"> </span>nom<span class="_ _8"></span>inalnej <span class="_ _6"> </span>50,0 <span class="_ _7"> </span>mln <span class="_ _6"></span>zł <span class="_ _6"> </span>dok<span class="_ _8"></span>onał </div><div class="t m0 x2 h8 y99b ff2 fs3 fc0 sc0 ls0 ws0">warunkowego  przydziału <span class="_ _21"> </span>obligacj<span class="_ _8"></span>i <span class="_ _21"> </span>serii  E<span class="_ _0"></span>. <span class="_ _28"> </span>Warunkiem  skutecznego <span class="_ _21"> </span>przy<span class="_ _8"></span>działu <span class="_ _28"> </span>Obligacji <span class="_ _21"> </span>i<span class="_ _8"></span>nwestorom <span class="_ _28"> </span>było </div><div class="t m0 x2 h8 y99c ff2 fs3 fc0 sc0 ls0 ws0">dokonanie <span class="_ _1b"> </span>roz<span class="_ _8"></span>liczenia <span class="_ _1b"> </span>i <span class="_ _1b"> </span>r<span class="_ _8"></span>ozrachunku <span class="_ _d"> </span>transakcji <span class="_ _1b"> </span>nabyc<span class="_ _8"></span>ia <span class="_ _1b"> </span>Obligacji <span class="_ _d"> </span>przez <span class="_ _1b"> </span>Kraj<span class="_ _8"></span>owy <span class="_ _1b"> </span>Depozyt <span class="_ _d"> </span>Papierów </div><div class="t m0 x2 h8 y99d ff2 fs3 fc0 sc0 ls0 ws0">Wartościowych <span class="_ _f"></span>w<span class="_ _8"></span> <span class="_ _f"></span><span class="ff1">trybie <span class="_ _6"></span><span class="ff7">delivery <span class="_ _f"></span>versus <span class="_ _6"></span>payment</span></span>. <span class="_ _f"></span>Ce<span class="_ _8"></span>na <span class="_ _f"></span>emisyjna <span class="_ _f"></span>Ob<span class="_ _8"></span>ligacji <span class="_ _f"></span>jest <span class="_ _f"></span>równa<span class="_ _8"></span> <span class="_ _f"></span>wartości <span class="_ _f"></span>nom<span class="_ _8"></span>inalnej. </div><div class="t m0 x2 h8 y99e ff2 fs3 fc0 sc0 ls0 ws0">Dniem emisji był dzi<span class="_ _8"></span>eń 17.12.2021 r.<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 y99f ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y9a0 ff2 fs3 fc0 sc0 ls0 ws0">Obligacje <span class="_ _c"></span>z<span class="_ _8"></span>ostały <span class="_ _c"></span>z<span class="_ _8"></span>aoferowane <span class="_ _f"></span>w <span class="_ _c"></span>sposó<span class="_ _8"></span>b <span class="_ _c"></span>ok<span class="_ _8"></span>reślony <span class="_ _c"></span>w<span class="_ _8"></span> <span class="_ _c"></span>art. <span class="_ _f"></span>33 <span class="_ _c"></span>pkt <span class="_ _f"></span>1 <span class="_ _c"></span>Ustawy<span class="_ _8"></span> <span class="_ _c"></span>o <span class="_ _f"></span>Obligacjach, <span class="_ _f"></span>tj. <span class="_ _c"></span>w <span class="_ _f"></span>trybie <span class="_ _c"></span>of<span class="_ _8"></span>erty </div><div class="t m0 x2 h8 y9a1 ff2 fs3 fc0 sc0 ls0 ws0">publicznej, <span class="_ _8"></span>z <span class="_ _8"></span>której <span class="_ _8"></span>przeprowadzen<span class="_ _8"></span>iem ni<span class="_ _8"></span>e wiąże <span class="_ _8"></span>się <span class="_ _8"></span>obowiąz<span class="_ _8"></span>ek s<span class="_ _8"></span>porządzenia pro<span class="_ _8"></span>spektu <span class="_ _8"></span>emisyjnego <span class="_ _8"></span>zgodnie </div><div class="t m0 x2 h8 y9a2 ff2 fs3 fc0 sc0 ls0 ws0">z <span class="_ _3"></span>art. <span class="_ _3"></span>1<span class="_ _8"></span> <span class="_ _3"></span>ust. <span class="_ _0"></span>4 <span class="_ _3"></span>pkt a <span class="_ _2"></span>R<span class="_ _8"></span>ozporządzen<span class="_ _8"></span>ia <span class="_ _3"></span>Parlam<span class="_ _8"></span>entu <span class="_ _3"></span>Euro<span class="_ _8"></span>pejskiego i<span class="_ _0"></span> <span class="_ _3"></span>Rady <span class="_ _0"></span>(UE) <span class="_ _0"></span>2017/1129 <span class="_ _3"></span>z<span class="_ _8"></span> <span class="_ _3"></span>dnia <span class="_ _0"></span>14 <span class="_ _3"></span>czerwc<span class="_ _8"></span>a <span class="_ _3"></span>2017 </div><div class="t m0 x2 h8 y9a3 ff2 fs3 fc0 sc0 ls0 ws0">r. <span class="_ _8"></span>w <span class="_ _8"></span>sprawie <span class="_ _8"></span>prosp<span class="_ _8"></span>ektu, <span class="_ _8"></span>który<span class="_ _8"></span> <span class="_ _8"></span>ma <span class="_ _8"></span>być <span class="_ _8"></span>publikowa<span class="_ _8"></span>ny <span class="_ _8"></span>w <span class="_ _8"></span>związku <span class="_ _c"></span>z <span class="_ _8"></span>ofertą <span class="_ _f"></span>publiczną <span class="_ _8"></span>papi<span class="_ _8"></span>erów <span class="_ _8"></span>wartośc<span class="_ _8"></span>iowych <span class="_ _8"></span>lub </div><div class="t m0 x2 h8 y9a4 ff1 fs3 fc0 sc0 ls0 ws0">dopuszczeniem <span class="_ _1e"> </span>ich <span class="_ _14"> </span>do <span class="_ _1e"> </span>obrotu <span class="_ _14"> </span>na <span class="_ _1e"> </span>rynku <span class="_ _1e"> </span>r<span class="_ _8"></span>egulowanym <span class="_ _14"> </span>oraz <span class="_ _1e"> </span>uchylenia <span class="_ _1e"> </span>dy<span class="_ _8"></span>rektywy <span class="_ _14"> </span>2003/71/WE <span class="_ _1e"> </span>(oferta </div><div class="t m0 x2 h8 y9a5 ff2 fs3 fc0 sc0 ls0 ws0">skierowana była wyłącz<span class="_ _8"></span>nie do inwestor<span class="_ _8"></span>ów kwalifikowanyc<span class="_ _8"></span>h).<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 y9a6 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y9a7 ff2 fs3 fc0 sc0 ls0 ws0">Zgodnie <span class="_ _6"> </span>z <span class="_ _6"> </span>Waru<span class="_ _8"></span>nkami <span class="_ _6"> </span>Emi<span class="_ _8"></span>sji <span class="_ _6"> </span>Obligacji <span class="_ _6"> </span>s<span class="_ _8"></span>erii <span class="_ _6"> </span>E <span class="_ _6"> </span>środki <span class="_ _7"> </span>z <span class="_ _6"> </span>emisji <span class="_ _7"> </span>zostan<span class="_ _8"></span>ą <span class="_ _6"> </span>przeznac<span class="_ _8"></span>zone <span class="_ _6"> </span>na <span class="_ _6"> </span>rea<span class="_ _8"></span>lizację <span class="_ _6"> </span>nowyc<span class="_ _8"></span>h </div><div class="t m0 x2 h8 y9a8 ff2 fs3 fc0 sc0 ls0 ws0">projektów <span class="_ _c"></span>mieszk<span class="_ _8"></span>aniowych, <span class="_ _c"></span>w <span class="_ _c"></span>ty<span class="_ _8"></span>m <span class="_ _c"></span>na <span class="_ _c"></span>zakup <span class="_ _f"></span>gruntów <span class="_ _8"></span>o<span class="_ _8"></span>raz <span class="_ _c"></span>na <span class="_ _c"></span>finansowan<span class="_ _8"></span>ie <span class="_ _c"></span>i/lub <span class="_ _c"></span>refinansow<span class="_ _8"></span>anie <span class="_ _c"></span>Dozwol<span class="_ _8"></span>onej </div><div class="t m0 x2 h8 y9a9 ff2 fs3 fc0 sc0 ls0 ws0">Transakcji, gd<span class="_ _0"></span>zie <span class="_ _0"></span>Dozwolona Transakcja <span class="_ _3"></span>oznacza czynności <span class="_ _3"></span>faktyc<span class="_ _8"></span>zne <span class="_ _3"></span>i<span class="_ _8"></span> <span class="_ _3"></span>praw<span class="_ _8"></span>ne <span class="_ _3"></span>p<span class="_ _8"></span>odejmowane przez <span class="_ _3"></span>Emitenta<span class="_ _8"></span> </div><div class="t m0 x2 h8 y9aa ff2 fs3 fc0 sc0 ls0 ws0">mające pośrednio lub bezp<span class="_ _8"></span>ośrednio doprowadz<span class="_ _8"></span>ić do nabycia przez Emitenta praw<span class="_ _8"></span>a użytkowania wieczystego </div><div class="t m0 x2 h8 y9ab ff2 fs3 fc0 sc0 ls0 ws0">nieruchomości  poł<span class="_ _8"></span>ożonych  w <span class="_ _11"> </span>Łodz<span class="_ _8"></span>i  jak  i  praw<span class="_ _8"></span>a  własności  nieruch<span class="_ _8"></span>omości  położ<span class="_ _8"></span>onej  w  Łodzi,  w<span class="_ _8"></span>  tym  w </div><div class="t m0 x2 h8 y9ac ff2 fs3 fc0 sc0 ls0 ws0">szczególności polegające <span class="_ _8"></span>na:<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x3 h8 y9ad ff2 fs3 fc0 sc0 ls0 ws0">a) nabyciu udziałów w sp<span class="_ _8"></span>ółce Hakamore s<span class="_ _8"></span>p. z o.o. w <span class="_ _8"></span>upadłości; <span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x3 h8 y9ae ff2 fs3 fc0 sc0 ls0 ws0">b) <span class="_ _f"></span>zakupie <span class="_ _6"></span>od <span class="_ _f"></span>wierz<span class="_ _8"></span>ycieli <span class="_ _f"></span>spółki <span class="_ _6"></span>Hakamore <span class="_ _f"></span>przy<span class="_ _8"></span>sługujących <span class="_ _6"></span>tym <span class="_ _f"></span>wierzycielom <span class="_ _6"></span>w <span class="_ _6"></span>stosunku <span class="_ _f"></span>do <span class="_ _f"></span>s<span class="_ _8"></span>półki </div><div class="t m0 x3 h8 y9af ff2 fs3 fc0 sc0 ls0 ws0">wierzytelności,  w  tym  obli<span class="_ _8"></span>gacji  lub  doprowadzeniu <span class="_ _11"> </span>do  udostęp<span class="_ _8"></span>nienia  spółce  Hakamore  środk<span class="_ _8"></span>ów </div><div class="t m0 x3 h8 y1ba ff2 fs3 fc0 sc0 ls0 ws0">niezbędnych do zaspokoj<span class="_ _8"></span>enia wszys<span class="_ _8"></span>tkich wierzycieli<span class="_ _8"></span><span class="ff1">; oraz  </span></div><div class="t m0 x3 h8 y9b0 ff2 fs3 fc0 sc0 ls0 ws0">c) <span class="_ _29"> </span>doprowadzeni<span class="_ _8"></span>u <span class="_ _29"> </span>do <span class="_ _32"> </span>umorzenia <span class="_ _29"> </span>prowa<span class="_ _8"></span>dzonego <span class="_ _29"> </span>wob<span class="_ _8"></span>ec <span class="_ _29"> </span>spółki <span class="_ _29"> </span>Hak<span class="_ _8"></span>amore <span class="_ _29"> </span>postęp<span class="_ _8"></span>owania </div><div class="t m0 x3 h8 y8cd ff2 fs3 fc0 sc0 ls0 ws0">upadłościowego; a nastę<span class="_ _8"></span>pnie polegające <span class="_ _8"></span>na<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x3 h8 y8ce ff2 fs3 fc0 sc0 ls0 ws0">d) <span class="_ _c"></span>zawarc<span class="_ _8"></span>iu <span class="_ _c"></span>ze <span class="_ _f"></span>spółką <span class="_ _c"></span>Hak<span class="_ _8"></span>amore <span class="_ _f"></span>po <span class="_ _c"></span>zakończ<span class="_ _8"></span>eniu <span class="_ _c"></span>postępow<span class="_ _8"></span>ania <span class="_ _f"></span>upadłościowego <span class="_ _f"></span>umowy <span class="_ _c"></span>sprz<span class="_ _8"></span>edaży </div><div class="t m0 x3 h8 y8cf ff2 fs3 fc0 sc0 ls0 ws0">nieruchomości, <span class="_ _c"></span>stos<span class="_ _8"></span>ownie <span class="_ _c"></span>do <span class="_ _f"></span>której <span class="_ _c"></span>cena <span class="_ _c"></span>s<span class="_ _8"></span>przedaży <span class="_ _c"></span>l<span class="_ _8"></span>ub <span class="_ _c"></span>część <span class="_ _c"></span>ceny<span class="_ _8"></span> <span class="_ _c"></span>sprzedaży <span class="_ _c"></span>n<span class="_ _8"></span>ieruchomości <span class="_ _c"></span>może </div><div class="t m0 x3 h8 y9b1 ff2 fs3 fc0 sc0 ls0 ws0">zostać <span class="_ _2b"> </span>roz<span class="_ _8"></span>liczona <span class="_ _2b"> </span>na <span class="_ _2b"> </span>s<span class="_ _8"></span>kutek <span class="_ _2b"> </span>umow<span class="_ _8"></span>nego <span class="_ _2b"> </span>potrąc<span class="_ _8"></span>enia: <span class="_ _2b"> </span>wierzy<span class="_ _8"></span>telności <span class="_ _2b"> </span>Emitent<span class="_ _8"></span>a <span class="_ _2b"> </span>prz<span class="_ _8"></span>ysługujących <span class="_ _13"> </span>w </div><div class="t m0 x3 h8 y9b2 ff2 fs3 fc0 sc0 ls0 ws0">stosunku <span class="_ _3"></span>do <span class="_ _3"></span>Hakamore,<span class="_ _8"></span> <span class="_ _3"></span>a <span class="_ _2"></span>n<span class="_ _8"></span>abytych <span class="_ _3"></span>od <span class="_ _3"></span>poprzednich<span class="_ _8"></span> <span class="_ _3"></span>wierzyc<span class="_ _8"></span>ieli <span class="_ _2"></span>z <span class="_ _3"></span>wierz<span class="_ _8"></span>ytelnością <span class="_ _3"></span>HKM <span class="_ _3"></span>wobec <span class="_ _3"></span>Em<span class="_ _8"></span>itenta </div><div class="t m0 x3 h8 y8d2 ff1 fs3 fc0 sc0 ls11 ws0">o <span class="ff2 ls0">zapłatę ceny sprz<span class="_ _8"></span>edaży nieruchomośc<span class="_ _8"></span>i.<span class="_ _8"></span><span class="ff1"> </span></span></div><div class="t m0 x3 h8 y8d3 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y8d4 ff2 fs3 fc0 sc0 ls0 ws0">Środki <span class="_ _2b"> </span>pochodzące <span class="_ _13"> </span>z <span class="_ _2b"> </span>emi<span class="_ _8"></span>sji <span class="_ _2b"> </span>tej <span class="_ _13"> </span>serii <span class="_ _2b"> </span>obligacji <span class="_ _2b"> </span>zosta<span class="_ _8"></span>ły <span class="_ _2b"> </span>przeznac<span class="_ _8"></span>zone <span class="_ _2b"> </span>na <span class="_ _2b"> </span>finan<span class="_ _8"></span>sowanie <span class="_ _2b"> </span>i <span class="_ _13"> </span>refinansowanie </div><div class="t m0 x2 h8 y9b3 ff1 fs3 fc0 sc0 ls0 ws0">Dozwolonej Transakcj<span class="_ _8"></span>i. </div><div class="t m0 x2 h8 y9b4 ff2 fs3 fc0 sc0 ls0 ws0">Oprocentowanie <span class="_ _6"></span>obligacji <span class="_ _f"></span>jest <span class="_ _6"></span>zmienne, <span class="_ _f"></span>oparte <span class="_ _f"></span>na <span class="_ _f"></span>s<span class="_ _8"></span>tawce <span class="_ _f"></span>WIBOR <span class="_ _6"></span>6M <span class="_ _f"></span>powiększ<span class="_ _8"></span>onej <span class="_ _f"></span>o <span class="_ _f"></span>mażę. <span class="_ _6"></span>Odsetki<span class="_ _8"></span><span class="ff1"> <span class="_ _6"></span></span>będą </div><div class="t m0 x2 h8 y9b5 ff2 fs3 fc0 sc0 ls0 ws0">płatne <span class="_ _3"></span>w okresach <span class="_ _3"></span>półroczn<span class="_ _8"></span>ych. <span class="_ _0"></span>W <span class="_ _3"></span>dniach płatności <span class="_ _3"></span>ods<span class="_ _8"></span>etek <span class="_ _3"></span>prz<span class="_ _8"></span>ypadających na<span class="_ _0"></span> <span class="_ _3"></span>1<span class="_ _8"></span>7.12.2024 <span class="_ _3"></span>r<span class="_ _8"></span>. <span class="_ _3"></span>oraz 17.06.2025 </div><div class="t m0 x2 h8 y933 ff2 fs3 fc0 sc0 ls0 ws0">r, <span class="_ _f"></span>Emitent <span class="_ _c"></span>będzi<span class="_ _8"></span>e <span class="_ _c"></span>z<span class="_ _8"></span>obowiązany <span class="_ _f"></span>do <span class="_ _c"></span>bezw<span class="_ _8"></span>arunkowego <span class="_ _f"></span>częś<span class="_ _8"></span>ciowego <span class="_ _c"></span>wyk<span class="_ _8"></span>upu <span class="_ _f"></span>każdorazowo <span class="_ _f"></span>10% <span class="_ _f"></span>łącznej <span class="_ _c"></span>liczby </div><div class="t m0 x2 h8 y9b6 ff1 fs3 fc0 sc0 ls0 ws0">wyemitowanych <span class="_ _8"></span>Obligacj<span class="_ _8"></span>i. T<span class="_ _8"></span>ermin ost<span class="_ _8"></span>atecznego <span class="_ _8"></span>w<span class="_ _8"></span><span class="ff2">ykupu <span class="_ _8"></span>określono <span class="_ _8"></span>na 1<span class="_ _8"></span>7.12.202<span class="_ _8"></span>5 r. <span class="_ _8"></span>Zbywalność<span class="_ _8"></span> obligacj<span class="_ _8"></span>i nie </span></div><div class="t m0 x2 h8 y1c7 ff2 fs3 fc0 sc0 ls0 ws0">podlega żadnym ogr<span class="_ _8"></span>aniczeniom.<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 hc y9b7 ff1 fs4 fc0 sc0 ls0 ws0">4.11.3. <span class="_ _3b"> </span><span class="ff5">Pożyczki udzielone</span> </div><div class="t m0 x2 h8 y9b8 ff1 fs3 fc0 sc0 ls0 ws0">W <span class="_ _8"></span>dniu <span class="_ _c"></span>06.07.2020<span class="_ _8"></span> <span class="_ _8"></span>r. <span class="_ _c"></span><span class="ff2">MIRBUD <span class="_ _8"></span>S.A. <span class="_ _c"></span>udzielił <span class="_ _8"></span>p<span class="_ _8"></span>ożyczki <span class="_ _8"></span>podm<span class="_ _8"></span>iotowi <span class="_ _8"></span>zależnem<span class="_ _8"></span>u <span class="_ _8"></span>EXP<span class="_ _8"></span>O <span class="_ _8"></span>MAZURY <span class="_ _c"></span>S.A. <span class="_ _8"></span>w <span class="_ _8"></span>k<span class="_ _8"></span>wocie </span></div><div class="t m0 x2 h8 y9b9 ff1 fs3 fc0 sc0 ls0 ws0">4 mln <span class="_ _3"></span>z<span class="ff2">ł <span class="_ _3"></span>na <span class="_ _3"></span>bieżąca <span class="_ _3"></span>działalność <span class="_ _3"></span>spółki <span class="_ _3"></span>z <span class="_ _0"></span>terminem <span class="_ _3"></span>spłaty <span class="_ _3"></span>do <span class="_ _3"></span>31.08.2021<span class="_ _8"></span><span class="ff1"> <span class="_ _3"></span>r<span class="lsd">. <span class="_ _3"></span><span class="ff2 ls0">Pożyczka <span class="_ _3"></span>została <span class="_ _3"></span>w <span class="_ _3"></span>całości <span class="_ _3"></span>spłacona.<span class="_ _8"></span><span class="ff1"> </span></span></span></span></span></div></div></div><div class="pi" ></div></div><div id="pf56" class="pf w0 h0" ><div class="pc pc56 w0 h0"><img class="bi x4 y2a w3 hcd" alt="" src="data:image/png;base64,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"/><div class="c x0 y1 w2 h0"><div class="t m0 x105 h6 y991 ff4 fs2 fc2 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI GRUPY KAPITAŁOWEJ <span class="ff3">MIRBUD ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc3"> </span></span></div><div class="t m0 x6 h4 y992 ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y2d wda ha"><div class="t m0 x155 h8 y85 ff2 fs3 fc2 sc0 ls0 ws0">Grupa Kapitałowa MIR<span class="_ _8"></span>BUD<span class="ff1"> <span class="ls6">| <span class="_ _8"></span></span></span>Poręczenia <span class="_ _8"></span>i gwarancje<span class="_ _8"></span><span class="ff1"> </span></div></div><div class="c x9 y2d wdb ha"><div class="t m0 xa h4 y86 ff3 fs1 fc4 sc0 ls3 ws0">86<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h4 y31 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y993 ff2 fs3 fc0 sc0 ls0 ws0">Na dzień 3<span class="ff1">1 grudn<span class="_ _8"></span>ia <span class="ls9">20</span>21<span class="ls13">r </span></span>Spółki z Grupy <span class="ff1">MIRBUD <span class="_ _8"></span>nie </span>posiadała <span class="_ _8"></span>należności z tytułu udzi<span class="_ _8"></span>elonych pożyczek<span class="_ _8"></span>. <span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 hc y9ba ff1 fs4 fc0 sc0 ls0 ws0">4.11.4. <span class="_ _3b"> </span><span class="ff5">Poręczenia i gwarancje</span> </div><div class="t m0 x2 hc y9bb ff6 fs4 fc0 sc0 ls0 ws0">MIRBUD S.A. </div><div class="t m0 x2 h8 y35 ff2 fs3 fc0 sc0 ls0 ws0">W <span class="_ _3"></span>Grup<span class="_ _8"></span>ie <span class="_ _3"></span>K<span class="_ _8"></span>apitałowej MIRBUD <span class="_ _3"></span>po<span class="_ _8"></span>dmiotem wiodącym jest <span class="_ _3"></span>spółka dominująca <span class="_ _0"></span>MIRBUD S.A. <span class="_ _3"></span>i w <span class="_ _3"></span>razie potrzeby </div><div class="t m0 x2 h8 y9bc ff2 fs3 fc0 sc0 ls0 ws0">to <span class="_ _f"></span>ona <span class="_ _f"></span>udzie<span class="_ _8"></span>liła <span class="_ _f"></span>poręczeń <span class="_ _f"></span>z<span class="_ _8"></span>a <span class="_ _f"></span>jednostki <span class="_ _f"></span>zależn<span class="_ _8"></span>e, <span class="_ _f"></span>które <span class="_ _f"></span>prz<span class="_ _8"></span>ede <span class="_ _f"></span>wszys<span class="_ _8"></span>tkim <span class="_ _f"></span>stanowią <span class="_ _f"></span>zabezpi<span class="_ _8"></span>eczenie <span class="_ _f"></span>kredytów </div><div class="t m0 x2 h8 y9bd ff2 fs3 fc0 sc0 ls0 ws0">zaciągniętych przez:<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x36 h8 y9be ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">JHM DEVELOPMENT <span class="_ _8"></span>lub powiązane S<span class="_ _8"></span>półki celowe <span class="_ _8"></span></span>- na realizacj<span class="_ _8"></span>i inwestyc<span class="_ _8"></span>ji deweloperskich<span class="_ _8"></span> </div><div class="t m0 x36 h8 y660 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">Marywilska 44 Sp. z <span class="_ _8"></span>o.o. na refinansowani<span class="_ _8"></span>a nakładów inwes<span class="_ _8"></span>tycyjnyc<span class="_ _8"></span>h</span> </div><div class="t m0 x36 h8 y84e ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">Kobylarnia S.A. na r<span class="_ _8"></span>ealizację kontraktów bu<span class="_ _8"></span>dowlanych<span class="_ _8"></span></span> </div><div class="t m0 x2 h8 y6e7 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y9bf ff2 fs3 fc0 sc0 ls0 ws0">Na dzień 3<span class="ff1">1.<span class="ls9">12</span>.2021 r. </span>sta<span class="_ _8"></span>n poręczeń przedstaw<span class="_ _8"></span>ia poniższa tabela<span class="_ _8"></span>:<span class="_ _8"></span><span class="ff1"> </span></div></div></div><div class="pi" ></div></div><div id="pf57" class="pf wc6 hbf" ><div class="pc pc57 wc6 hbf"><img class="bi x4 y9c0 web hce" alt="" src="data:image/png;base64,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"/><div class="c x0 y1 wd8 hbf"><div class="t m0 x2 h2c y9c1 ff8 fs5 fc0 sc0 ls0 ws0">Tabela: Poręc<span class="_ _0"></span>zenia udzielone pr<span class="_ _0"></span>zez MIRBUD<span class="_ _0"></span> S.A. wg stanu<span class="_ _0"></span> na 3<span class="ff7">1.<span class="ls1b">12<span class="_ _8"></span></span>.2021 r. </span></div></div><div class="c xa7 y9c2 wec hcf"><div class="t m0 x110 h2f y9c3 ff2 fs5 fc4 sc0 ls0 ws0">Wykaz udzielon<span class="_ _3"></span>y<span class="_ _8"></span>ch poręc<span class="_ _0"></span>zeń dla </div><div class="t m0 x33 h2f y7b2 ff2 fs5 fc4 sc0 ls0 ws0">innych podmio<span class="_ _0"></span>tów wg jedno<span class="_ _0"></span>stek<span class="ff1"> </span></div></div><div class="c x156 y9c2 wed hcf"><div class="t m0 x157 h2f y85c ff2 fs5 fc4 sc0 ls0 ws0">Tytuł poręczenia<span class="_ _0"></span><span class="ff1"> </span></div></div><div class="c x158 y9c4 wd0 h9e"><div class="t m0 x30 h2f ybb ff2 fs5 fc4 sc0 ls0 ws0">Wartość poręc<span class="_ _0"></span>zenia tys. PLN<span class="ff1"> </span></div></div><div class="c x159 y9c4 wee h9e"><div class="t m0 x10f h2f ybb ff2 fs5 fc4 sc0 ls0 ws0">Wartość zobow<span class="_ _0"></span>iązania tys. PLN<span class="_ _0"></span><span class="ff1"> </span></div></div><div class="c x15a y9c4 wef h9e"><div class="t m0 x20 h2f ybb ff1 fs5 fc4 sc0 ls0 ws0">  </div></div><div class="c x158 y9c5 wf0 hd0"><div class="t m0 x30 h2f y958 ff1 fs5 fc4 sc0 ls0 ws0">Stan na: </div></div><div class="c xc y9c5 wf1 hd0"><div class="t m0 x47 h2f y958 ff1 fs5 fc4 sc0 ls0 ws0">Stan na: </div></div><div class="c x15b y9c5 wf2 hd0"><div class="t m0 x48 h2f y958 ff1 fs5 fc4 sc0 ls0 ws0">Stan na: </div></div><div class="c x15c y9c5 wf3 hd0"><div class="t m0 x34 h2f y958 ff1 fs5 fc4 sc0 ls0 ws0">Stan na: </div></div><div class="c x15d y9c2 w69 hca"><div class="t m0 x1a h2f y948 ff1 fs5 fc4 sc0 ls0 ws0">data </div><div class="t m0 xa h2f y4d8 ff2 fs5 fc4 sc0 ls0 ws0">wygaśnięcia </div><div class="t m0 x10e h2f y4cf ff2 fs5 fc4 sc0 ls0 ws0">poręczenia<span class="ff1"> </span></div></div><div class="c x158 y9c2 wf0 ha7"><div class="t m0 x63 h2f y118 ff1 fs5 fc4 sc0 ls0 ws0">30.06.2021 </div></div><div class="c xc y9c2 wf4 ha7"><div class="t m0 x34 h2f y118 ff1 fs5 fc4 sc0 ls0 ws0">31.12.2020 </div></div><div class="c x159 y9c2 wf5 ha7"><div class="t m0 x54 h2f y118 ff1 fs5 fc4 sc0 ls0 ws0">30.06.2021 </div></div><div class="c x15c y9c2 w8a ha7"><div class="t m0 x12a h2f y118 ff1 fs5 fc4 sc0 ls0 ws0">31.12.2020 </div></div><div class="c x121 y9c6 wf6 h12"><div class="t m0 x31 h2d yb7 ff5 fs5 fc0 sc0 ls0 ws0">Wobec jednostek<span class="_ _0"></span> powiązanych<span class="_ _0"></span><span class="ff6"> </span></div></div><div class="c xac y9c6 wf7 h12"><div class="t m0 x8b h2d yb7 ff6 fs5 fc0 sc0 ls0 ws0">  </div></div><div class="c xe4 y9c6 w8c h12"><div class="t m0 x12e h2d y4cf ff6 fs5 fc0 sc0 ls0 ws0">  </div></div><div class="c xc y9c6 wf8 h12"><div class="t m0 x127 h2d y4cf ff6 fs5 fc0 sc0 ls0 ws0">  </div></div><div class="c x15e y9c6 wf2 h12"><div class="t m0 x15f h2d y4cf ff6 fs5 fc0 sc0 ls0 ws0">  </div></div><div class="c x160 y9c6 wf3 h12"><div class="t m0 x65 h2d y4cf ff6 fs5 fc0 sc0 ls0 ws0">  </div></div><div class="c x161 y9c6 w69 h12"><div class="t m0 xd h2d y4cf ff6 fs5 fc0 sc0 ls0 ws0">  </div></div><div class="c x121 y9c7 wf6 hd1"><div class="t m0 x31 h2f y932 ff1 fs5 fc0 sc0 ls0 ws0">MARYWILSKA 44<span class="_ _0"></span> Sp. z o. o<span class="_ _0"></span> </div></div><div class="c xac y9c7 wf7 hd1"><div class="t m0 x57 h2f y932 ff1 fs5 fc0 sc0 ls0 ws0">Zabezpieczenie kre<span class="_ _0"></span>dytu SAN<span class="_ _0"></span>TANDER BANK<span class="_ _3"></span> <span class="_ _8"></span>S.A.  </div></div><div class="c xe4 y9c7 wf9 hd1"><div class="t m0 x62 h2f y4cf ff1 fs5 fc0 sc0 ls0 ws0">49 500 </div></div><div class="c xc y9c7 wfa hd1"><div class="t m0 x131 h2f y4cf ff1 fs5 fc0 sc0 ls0 ws0">49 500 </div></div><div class="c x162 y9c7 wf2 hd1"><div class="t m0 x131 h2f y4cf ff1 fs5 fc0 sc0 ls0 ws0">22 079 </div></div><div class="c x163 y9c7 wf3 hd1"><div class="t m0 x4d h2f y4cf ff1 fs5 fc0 sc0 ls0 ws0">25 565 </div></div><div class="c x164 y9c7 w69 hd1"><div class="t m0 x110 h2f y4cf ff1 fs5 fc0 sc0 ls0 ws0">02.05.2028 </div></div><div class="c x121 y962 wf6 hd2"><div class="t m0 x31 h2f y7a5 ff1 fs5 fc0 sc0 ls0 ws0">MARYWILSKA 44<span class="_ _0"></span> Sp. z o. o<span class="_ _0"></span> </div></div><div class="c xac y962 wf7 hd2"><div class="t m0 x46 h2f y7a5 ff1 fs5 fc0 sc0 ls0 ws0">Zabezpieczenie kre<span class="_ _0"></span>dytu SAN<span class="_ _0"></span>TANDER BANK<span class="_ _3"></span> <span class="_ _8"></span>POLSKA S.<span class="_ _0"></span>A. </div></div><div class="c xe4 y962 wf9 hd2"><div class="t m0 x56 h2f y4cf ff1 fs5 fc0 sc0 ls0 ws0">4 500 </div></div><div class="c xc y962 wfa hd2"><div class="t m0 x56 h2f y4cf ff1 fs5 fc0 sc0 ls0 ws0">4 500 </div></div><div class="c x162 y962 wf2 hd2"><div class="t m0 x12e h2f y4cf ff1 fs5 fc13 sc0 ls0 ws0">  </div></div><div class="c x163 y962 wf3 hd2"><div class="t m0 x55 h2f y4cf ff1 fs5 fc0 sc0 ls0 ws0">  </div></div><div class="c x164 y962 w69 hd2"><div class="t m0 x110 h2f y4cf ff1 fs5 fc0 sc0 ls0 ws0">30.09.2022 </div></div><div class="c x121 y8ed wf6 hd3"><div class="t m0 x31 h2f y2c6 ff1 fs5 fc0 sc0 ls0 ws0">JHM 1 Sp. z o<span class="_ _0"></span>. o.  </div></div><div class="c xac y8ed wf7 hd3"><div class="t m0 x46 h2f y2c6 ff1 fs5 fc0 sc0 ls0 ws0">Zabezpieczenie kre<span class="_ _0"></span>dytu SAN<span class="_ _0"></span>TANDER BANK<span class="_ _3"></span> <span class="_ _8"></span>POLSKA S.<span class="_ _0"></span>A. </div></div><div class="c xe4 y8ed wf9 hd3"><div class="t m0 x62 h2f y4cf ff1 fs5 fc0 sc0 ls0 ws0">10 809 </div></div><div class="c xc y8ed wfa hd3"><div class="t m0 x131 h2f y4cf ff1 fs5 fc0 sc0 ls0 ws0">10 595 </div></div><div class="c x162 y8ed wf2 hd3"><div class="t m0 x56 h2f y4cf ff1 fs5 fc0 sc0 ls0 ws0">6 384 </div></div><div class="c x163 y8ed wf3 hd3"><div class="t m0 x4a h2f y4cf ff1 fs5 fc0 sc0 ls0 ws0">7 053 </div></div><div class="c x164 y8ed w69 hd3"><div class="t m0 x110 h2f y4cf ff1 fs5 fc0 sc0 ls0 ws0">30.09.2031 </div></div><div class="c x121 y9c8 wf6 hd4"><div class="t m0 x31 h2f y853 ff1 fs5 fc0 sc0 ls0 ws0">KOBYLARNIA S.<span class="_ _0"></span>A.  </div></div><div class="c xac y9c8 wf7 hd4"><div class="t m0 xc1 h2f y853 ff1 fs5 fc0 sc0 ls0 ws0">Zabezpieczenie kre<span class="_ _0"></span>dytu BG<span class="_ _0"></span>K S.A  </div></div><div class="c xe4 y9c8 wf9 hd4"><div class="t m0 x62 h2f y4cf ff1 fs5 fc0 sc0 ls0 ws0">15 000 </div></div><div class="c xc y9c8 wfa hd4"><div class="t m0 x131 h2f y4cf ff1 fs5 fc0 sc0 ls0 ws0">15 000 </div></div><div class="c x162 y9c8 wf2 hd4"><div class="t m0 x12e h2f y4cf ff1 fs5 fc13 sc0 ls0 ws0">  </div></div><div class="c x163 y9c8 wf3 hd4"><div class="t m0 x55 h2f y4cf ff1 fs5 fc0 sc0 ls0 ws0">  </div></div><div class="c x164 y9c8 w69 hd4"><div class="t m0 x110 h2f y4cf ff1 fs5 fc0 sc0 ls0 ws0">30.11.2022 </div></div><div class="c x121 y9c9 wf6 hd4"><div class="t m0 x31 h2f y853 ff1 fs5 fc0 sc0 ls0 ws0">KOBYLARNIA S.<span class="_ _0"></span>A.  </div></div><div class="c xac y9c9 wf7 hd4"><div class="t m0 x41 h2f y853 ff1 fs5 fc0 sc0 ls0 ws0">Zabezpieczenie gwar<span class="_ _0"></span>ancji ban<span class="_ _0"></span>kowej BAN<span class="_ _0"></span>K S.A </div></div><div class="c xe4 y9c9 wf9 hd4"><div class="t m0 x62 h2f y4cf ff1 fs5 fc0 sc0 ls0 ws0">24 150 </div></div><div class="c xc y9c9 wfa hd4"><div class="t m0 x131 h2f y4cf ff1 fs5 fc0 sc0 ls0 ws0">24 150 </div></div><div class="c x162 y9c9 wf2 hd4"><div class="t m0 x131 h2f y4cf ff1 fs5 fc0 sc0 ls0 ws0">16 100 </div></div><div class="c x163 y9c9 wf3 hd4"><div class="t m0 x55 h2f y4cf ff1 fs5 fc0 sc0 ls0 ws0">  </div></div><div class="c x164 y9c9 w69 hd4"><div class="t m0 x110 h2f y4cf ff1 fs5 fc0 sc0 ls0 ws0">15.02.2022 </div></div><div class="c x121 y9ca wf6 hd4"><div class="t m0 x31 h2f y853 ff1 fs5 fc0 sc0 ls0 ws0">KOBYLARNIA S.<span class="_ _0"></span>A.  </div></div><div class="c xac y9ca wf7 hd4"><div class="t m0 xc1 h2f y853 ff1 fs5 fc0 sc0 ls0 ws0">Zabezpieczenie kre<span class="_ _0"></span>dytu BG<span class="_ _0"></span>K S.A  </div></div><div class="c xe4 y9ca wf9 hd4"><div class="t m0 x56 h2f y4cf ff1 fs5 fc0 sc0 ls0 ws0">9 318 </div></div><div class="c xc y9ca wfa hd4"><div class="t m0 x56 h2f y4cf ff1 fs5 fc0 sc0 ls0 ws0">9 318 </div></div><div class="c x162 y9ca wf2 hd4"><div class="t m0 x56 h2f y4cf ff1 fs5 fc0 sc0 ls0 ws0">4 696 </div></div><div class="c x163 y9ca wf3 hd4"><div class="t m0 x4a h2f y4cf ff1 fs5 fc0 sc0 ls0 ws0">5 591 </div></div><div class="c x164 y9ca w69 hd4"><div class="t m0 x110 h2f y4cf ff1 fs5 fc0 sc0 ls0 ws0">31.12.2029 </div></div><div class="c x121 y9cb wf6 hd4"><div class="t m0 x31 h2f y853 ff1 fs5 fc0 sc0 ls0 ws0">KOBYLARNIA S.<span class="_ _0"></span>A.  </div></div><div class="c xac y9cb wf7 hd4"><div class="t m0 xc1 h2f y853 ff1 fs5 fc0 sc0 ls0 ws0">Zabezpieczenie kre<span class="_ _0"></span>dytu BG<span class="_ _0"></span>K S.A  </div></div><div class="c xe4 y9cb wf9 hd4"><div class="t m0 x12e h2f y4cf ff1 fs5 fc0 sc0 ls0 ws0">  </div></div><div class="c xc y9cb wfa hd4"><div class="t m0 x131 h2f y4cf ff1 fs5 fc0 sc0 ls0 ws0">22 500 </div></div><div class="c x162 y9cb wf2 hd4"><div class="t m0 x12e h2f y4cf ff1 fs5 fc0 sc0 ls0 ws0">  </div></div><div class="c x163 y9cb wf3 hd4"><div class="t m0 x55 h2f y4cf ff1 fs5 fc0 sc0 ls0 ws0">  </div></div><div class="c x164 y9cb w69 hd4"><div class="t m0 x110 h2f y4cf ff1 fs5 fc0 sc0 ls0 ws0">31.12.2020 </div></div><div class="c x121 y9cc wfb hd4"><div class="t m0 x31 h2f y853 ff1 fs5 fc0 sc0 ls0 ws0">JHM Developmen<span class="_ _3"></span>t<span class="_ _8"></span> S.A. </div></div><div class="c x165 y9cc wfc hd4"><div class="t m0 x46 h2f y853 ff1 fs5 fc0 sc0 ls0 ws0">  </div></div><div class="c xac y9cc wf7 hd4"><div class="t m0 x4c h2f y853 ff1 fs5 fc0 sc0 ls0 ws0">Zabezpieczenie e<span class="_ _0"></span>misji obligacj<span class="_ _0"></span>i seria E </div></div><div class="c xe4 y9cc wf9 hd4"><div class="t m0 x62 h2f y4cf ff1 fs5 fc0 sc0 ls0 ws0">55 000 </div></div><div class="c xc y9cc wfa hd4"><div class="t m0 x12e h2f y4cf ff1 fs5 fc0 sc0 ls0 ws0">  </div></div><div class="c x162 y9cc wf2 hd4"><div class="t m0 x131 h2f y4cf ff1 fs5 fc0 sc0 ls0 ws0">50 000 </div></div><div class="c x163 y9cc wf3 hd4"><div class="t m0 x55 h2f y4cf ff1 fs5 fc0 sc0 ls0 ws0">  </div></div><div class="c x164 y9cc w69 hd4"><div class="t m0 x110 h2f y4cf ff1 fs5 fc0 sc0 ls0 ws0">17.12.2025 </div></div><div class="c x121 y9cd wf6 h76"><div class="t m0 x31 h2d y158 ff5 fs5 fc0 sc0 ls0 ws0">Wobec pozosta<span class="_ _0"></span>łych jednostek<span class="_ _0"></span><span class="ff6"> </span></div></div><div class="c xac y9cd wf7 h76"><div class="t m0 x8b h2d y158 ff6 fs5 fc0 sc0 ls0 ws0">  </div></div><div class="c xe4 y9cd wf9 h76"><div class="t m0 x12e h2d y4cf ff6 fs5 fc0 sc0 ls0 ws0">  </div></div><div class="c xc y9cd wfa h76"><div class="t m0 x12e h2d y4cf ff6 fs5 fc0 sc0 ls0 ws0">  </div></div><div class="c x162 y9cd wf2 h76"><div class="t m0 x12e h2d y4cf ff6 fs5 fc0 sc0 ls0 ws0">  </div></div><div class="c x163 y9cd wf3 h76"><div class="t m0 x55 h2d y4cf ff6 fs5 fc0 sc0 ls0 ws0">  </div></div><div class="c x164 y9cd w69 h76"><div class="t m0 xc1 h2d y4cf ff6 fs5 fc0 sc0 ls0 ws0">  </div></div><div class="c x121 y9ce wf6 hd5"><div class="t m0 x31 h2d y9cf ff6 fs5 fc0 sc0 ls0 ws0">Razem </div></div><div class="c xac y9ce wfd hd5"><div class="t m0 x46 h2d y9cf ff6 fs5 fc0 sc0 ls0 ws0">  </div></div><div class="c x166 y9ce wfe hd5"><div class="t m0 x46 h2d y9cf ff6 fs5 fc0 sc0 ls0 ws0">  </div></div><div class="c xe4 y9ce wf9 hd5"><div class="t m0 x61 h2d y4cf ff6 fs5 fc0 sc0 ls0 ws0">168 277 </div></div><div class="c xc y9ce wfa hd5"><div class="t m0 x61 h2d y4cf ff6 fs5 fc0 sc0 ls0 ws0">135 562 </div></div><div class="c x162 y9ce wf2 hd5"><div class="t m0 x131 h2d y4cf ff6 fs5 fc0 sc0 ls0 ws0">99 259 </div></div><div class="c x163 y9ce wf3 hd5"><div class="t m0 x4d h2d y4cf ff6 fs5 fc0 sc0 ls0 ws0">38 209 </div></div><div class="c x164 y9ce w69 hd5"><div class="t m0 xc1 h2d y4cf ff6 fs5 fc0 sc0 ls0 ws0">  </div></div></div><div class="pi" ></div></div><div id="pf58" class="pf w0 h0" ><div class="pc pc58 w0 h0"><img class="bi x2 y9d0 wff hd6" alt="" src="data:image/png;base64,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class="c x0 y1 w2 h0"><div class="t m0 x2 h8 y973 ff2 fs3 fc0 sc0 ls0 ws0">W <span class="_ _f"></span>dniu <span class="_ _f"></span>23 <span class="_ _f"></span>lutego<span class="_ _8"></span> <span class="_ _f"></span>2021r <span class="_ _f"></span>Ex<span class="_ _8"></span>po <span class="_ _f"></span>Mazury <span class="_ _f"></span>S.A. <span class="_ _f"></span>w <span class="_ _6"></span>likwidacji <span class="_ _f"></span>dokonała <span class="_ _f"></span>całko<span class="_ _8"></span>witej <span class="_ _f"></span>spłaty <span class="_ _f"></span>kredytu <span class="_ _f"></span>zac<span class="_ _8"></span>iągniętego <span class="_ _6"></span>w </div><div class="t m0 x2 h8 y974 ff2 fs3 fc0 sc0 ls0 ws0">ALIOR BANKU S.A. w<span class="_ _8"></span> związku z powy<span class="_ _8"></span>ższym wygasło poręc<span class="_ _8"></span>zenie udzielone przez<span class="_ _8"></span> MIRBUD <span class="_ _8"></span>S.A.<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 y975 ff2 fs3 fc0 sc0 ls0 ws0">W d<span class="_ _8"></span>niu 15 <span class="_ _8"></span>lut<span class="_ _8"></span>ego 20<span class="_ _8"></span>22 r. <span class="_ _8"></span>w<span class="_ _8"></span>ygasła <span class="_ _8"></span><span class="ff1">gwar<span class="_ _8"></span>ancja u<span class="_ _8"></span>dzielona <span class="_ _8"></span>przez<span class="_ _8"></span> BGK<span class="_ _8"></span> na <span class="_ _8"></span>z<span class="_ _8"></span>lecenie <span class="_ _8"></span>KOBYLARNIA <span class="_ _8"></span>S.<span class="_ _8"></span>A. w <span class="_ _8"></span>kwoc<span class="_ _8"></span>ie </span></div><div class="t m0 x2 h8 y976 ff2 fs3 fc0 sc0 ls0 ws0">24.150 tys. zł w związku z<span class="_ _8"></span> powyższ<span class="_ _8"></span>ym wygasło poręc<span class="_ _8"></span>zenie udzielone przez<span class="_ _8"></span> MIRBUD S.A.<span class="_ _c"></span><span class="ff1"> </span></div><div class="t m0 x2 h35 y9d1 ff6 fs1 fc0 sc0 ls0 ws0">JHM DEVELOP<span class="_ _3"></span>M<span class="_ _8"></span>ENT </div><div class="t m0 x2 h8 y9d2 ff2 fs3 fc0 sc0 ls0 ws0">Zestawienie <span class="_ _1a"> </span>zo<span class="_ _8"></span>bowiązań <span class="_ _1b"> </span>warunkowych <span class="_ _1a"> </span>sp<span class="_ _8"></span>ółek <span class="_ _1a"> </span>z <span class="_ _1b"> </span>grupy <span class="_ _1a"> </span>JHM <span class="_ _1b"> </span>DEVELO<span class="_ _8"></span>PMENT <span class="_ _1a"> </span>na <span class="_ _1b"> </span>dzień <span class="_ _1b"> </span>3<span class="_ _8"></span><span class="ff1">1.<span class="_ _8"></span><span class="ls11">12</span>.2021 </span></div><div class="t m0 x2 h8 y9d3 ff2 fs3 fc0 sc0 ls0 ws0">przedstawia poniższ<span class="_ _8"></span>a tabela.<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h2c y9d4 ff8 fs5 fc0 sc0 ls0 ws0">Tabela: Zobowią<span class="_ _0"></span>zania warunko<span class="_ _3"></span>w<span class="_ _8"></span>e na dzień<span class="_ _0"></span> 3<span class="ff7">1.<span class="ls16">12</span>.2021 r. </span></div></div><div class="c xa5 y9d5 w100 hd7"><div class="t m0 x46 h2d y159 ff6 fs5 fc4 sc0 ls30 ws0">Lp.<span class="ls0"> </span></div></div><div class="c x6f y9d5 w101 hd7"><div class="t m0 x60 h2d y193 ff5 fs5 fc4 sc0 ls0 ws0">Zobowiązanie </div><div class="t m0 x3f h2d y159 ff6 fs5 fc4 sc0 ls0 ws0">udzielone na rzec<span class="_ _3"></span>z<span class="_ _8"></span> </div><div class="t m0 x20 h2d y86 ff5 fs5 fc4 sc0 ls0 ws0">spółki<span class="ff6"> </span></div></div><div class="c x167 y9d5 w102 hd7"><div class="t m0 x33 h2d y159 ff5 fs5 fc4 sc0 ls0 ws0">Tytuł zobowią<span class="_ _0"></span>zania<span class="ff6"> </span></div></div><div class="c x168 y9d5 w103 hd7"><div class="t m0 x53 h2d y193 ff5 fs5 fc4 sc0 ls0 ws0">Wartość </div><div class="t m0 x110 h2d y159 ff5 fs5 fc4 sc0 ls0 ws0">zobowiązania<span class="_ _0"></span> na </div><div class="t m0 x30 h2d y86 ff6 fs5 fc4 sc0 ls0 ws0">31.<span class="ls16">12</span>.2021r </div></div><div class="c x169 y9d5 w104 hd7"><div class="t m0 x3f h2d y122 ff5 fs5 fc4 sc0 ls0 ws0">Wartość zobow<span class="_ _3"></span>i<span class="_ _8"></span>ązania </div><div class="t m0 x1a h2d y158 ff6 fs5 fc4 sc0 ls0 ws0">na 31.<span class="ls16">12</span>.2021r </div></div><div class="c x16a y9d5 wfd hd7"><div class="t m0 x6b h2d y122 ff5 fs5 fc4 sc0 ls0 ws0">Termin wygaśnięc<span class="_ _0"></span>ia </div><div class="t m0 x57 h2d y158 ff5 fs5 fc4 sc0 ls0 ws0">zobowiązania<span class="ff6"> </span></div></div><div class="c xa5 y9d6 w105 hd8"><div class="t m0 x2f h2f y96a ff1 fs5 fc0 sc0 ls0 ws0">1 </div></div><div class="c x6f y9d6 w106 hd8"><div class="t m0 x33 h2f y96a ff1 fs5 fc0 sc0 ls0 ws0">Marywilska 44<span class="_ _0"></span> </div></div><div class="c x167 y9d6 w102 hd8"><div class="t m0 x1e h2f y9d7 ff2 fs5 fc0 sc0 ls0 ws0">Poręczenie za </div><div class="t m0 x54 h2f y949 ff2 fs5 fc0 sc0 ls0 ws0">zobowiązania spół<span class="_ _3"></span>k<span class="_ _8"></span>i </div><div class="t m0 x12a h2f y96a ff2 fs5 fc0 sc0 ls0 ws0">Marywilska 44 <span class="_ _0"></span>z tytułu </div><div class="t m0 x3e h2f y4d8 ff1 fs5 fc0 sc0 ls0 ws0">umowy najmu zaw<span class="_ _0"></span>artej z </div><div class="t m0 x4f h2f y4cf ff1 fs5 fc0 sc0 ls0 ws0">Jysk Sp. z o.o. </div></div><div class="c x168 y9d6 w103 hd8"><div class="t m0 x121 h2f y96a ff1 fs5 fc0 sc0 ls16 ws0">650<span class="ls0"> </span></div></div><div class="c x169 y9d6 w107 hd8"><div class="t m0 x13a h2f y96a ff1 fs5 fc0 sc0 ls16 ws0">650<span class="ls0"> </span></div></div><div class="c x16a y9d6 w108 hd8"><div class="t m0 x20 h2f y96a ff1 fs5 fc0 sc0 ls0 ws0">05.07.2033 </div></div><div class="c xa5 y9d8 w105 hcb"><div class="t m0 x2f h2f y4d8 ff1 fs5 fc0 sc0 ls0 ws0">2 </div></div><div class="c x6f y9d8 w106 hcb"><div class="t m0 x54 h2f y4d8 ff1 fs5 fc0 sc0 ls0 ws0">MIRBUD S.A<span class="_ _0"></span>. </div></div><div class="c x167 y9d8 w102 hcb"><div class="t m0 x2f h2f y96a ff2 fs5 fc0 sc0 ls0 ws0">Poręczenie mają<span class="_ _0"></span>tkowe <span class="ff1">- </span></div><div class="t m0 x3f h2f y4d8 ff1 fs5 fc0 sc0 ls0 ws0">zabezpieczenie<span class="_ _0"></span> kredytu w </div><div class="t m0 x115 h2f y4cf ff1 fs5 fc0 sc0 ls0 ws0">banku PKO B<span class="_ _0"></span>P </div></div><div class="c x168 y9d8 w103 hcb"><div class="t m0 x16b h2f y4d8 ff1 fs5 fc0 sc0 ls0 ws0">57 750 </div></div><div class="c x169 y9d8 w107 hcb"><div class="t m0 x132 h2f y4d8 ff1 fs5 fc0 sc0 ls0 ws0">11 395 </div></div><div class="c x16a y9d8 w108 hcb"><div class="t m0 x20 h2f y4d8 ff1 fs5 fc0 sc0 ls0 ws0">24.06.2022 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 hd9 y9d9 ff15 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y780 ff2 fs3 fc0 sc0 ls0 ws0">Pozostałe spółki grupy J<span class="_ _8"></span>HM DEVELOP<span class="_ _8"></span>MENT nie udzielały p<span class="_ _8"></span>oręczeń i gwarancj<span class="_ _8"></span>i<span class="_ _8"></span><span class="ff9 fs4">. </span></div><div class="t m0 x2 h35 y9da ff6 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h35 y340 ff6 fs1 fc0 sc0 ls0 ws0">Marywilska 44 Sp.<span class="_ _0"></span> z o.o. </div><div class="t m0 x2 h8 y9db ff2 fs3 fc0 sc0 ls0 ws0">Zestawienie <span class="_ _c"></span>z<span class="_ _8"></span>obowiązań <span class="_ _f"></span>warunkowych <span class="_ _f"></span><span class="ff1">Marywilska <span class="_ _f"></span>44 <span class="_ _c"></span>sp. <span class="_ _f"></span>z <span class="_ _c"></span>o.o. <span class="_ _f"></span></span>na <span class="_ _c"></span>dzień <span class="_ _c"></span>3<span class="_ _8"></span><span class="ff1">1.<span class="ls9">12</span></span>.2021 <span class="_ _c"></span>prz<span class="_ _8"></span>edstawia <span class="_ _c"></span>p<span class="_ _8"></span>oniższa </div><div class="t m0 x2 h8 y980 ff1 fs3 fc0 sc0 ls0 ws0">tabela. </div><div class="t m0 x2 h2c y5c3 ff8 fs5 fc0 sc0 ls0 ws0">Tabela: Zobowią<span class="_ _0"></span>zania warunko<span class="_ _3"></span>w<span class="_ _8"></span>e na dzień<span class="_ _0"></span> 3<span class="ff7">1.<span class="ls16">12</span>.2021 r </span></div></div><div class="c xa5 y9dc w109 hd7"><div class="t m0 x46 h2d y2e ff6 fs5 fc4 sc0 ls30 ws0">Lp.<span class="ls0"> </span></div></div><div class="c x6f y9dc w10a hd7"><div class="t m0 x33 h2d y21b ff5 fs5 fc4 sc0 ls0 ws0">Zobowiązanie </div><div class="t m0 xa h2d y2e ff6 fs5 fc4 sc0 ls0 ws0">udzielone na rzec<span class="_ _3"></span>z<span class="_ _8"></span> </div><div class="t m0 xbd h2d y214 ff5 fs5 fc4 sc0 ls0 ws0">spółki<span class="ff6"> </span></div></div><div class="c x16c y9dc w10b hd7"><div class="t m0 x34 h2d y2e ff5 fs5 fc4 sc0 ls0 ws0">Tytuł zobowią<span class="_ _0"></span>zania<span class="ff6"> </span></div></div><div class="c xf2 y9dc w10c hd7"><div class="t m0 x1a h2d y21b ff5 fs5 fc4 sc0 ls0 ws0">Wartość </div><div class="t m0 x6b h2d y2e ff5 fs5 fc4 sc0 ls0 ws0">poręczenia <span class="ff6">na </span></div><div class="t m0 x33 h2d y214 ff6 fs5 fc4 sc0 ls0 ws0">31.<span class="ls16">12</span>.2021r </div></div><div class="c xfc y9dc w10d hd7"><div class="t m0 x3e h2d y9dd ff5 fs5 fc4 sc0 ls0 ws0">Wartość zobow<span class="_ _3"></span>i<span class="_ _8"></span>ązania </div><div class="t m0 x47 h2d y9cf ff6 fs5 fc4 sc0 ls0 ws0">na 31.<span class="ls16">12</span>.2021r </div></div><div class="c xe4 y9dc w10e hd7"><div class="t m0 x12a h2d y9dd ff5 fs5 fc4 sc0 ls0 ws0">Termin wygaśnięc<span class="_ _0"></span>ia </div><div class="t m0 x4f h2d y9cf ff5 fs5 fc4 sc0 ls0 ws0">zobowiązania<span class="ff6"> </span></div></div><div class="c xa5 y9de w10f hcb"><div class="t m0 x2f h2f y9df ff1 fs5 fc0 sc0 ls0 ws0">1 </div></div><div class="c x6f y9de w110 hcb"><div class="t m0 x34 h2f y9df ff1 fs5 fc0 sc0 ls0 ws0">MIRBUD S.A<span class="_ _0"></span>. </div></div><div class="c x16c y9de w10b hcb"><div class="t m0 x3f h2f y5c8 ff2 fs5 fc0 sc0 ls0 ws0">Zabezpieczenie mająt<span class="_ _3"></span>k<span class="_ _8"></span>owe </div><div class="t m0 xa h2f y9df ff2 fs5 fc0 sc0 ls0 ws0">pożyczki Agen<span class="_ _0"></span>cja Rozwoju </div><div class="t m0 x41 h2f y4cf ff2 fs5 fc0 sc0 ls0 ws0">Przemysłu S.A.<span class="ff1"> </span></div></div><div class="c xf2 y9de w10c hcb"><div class="t m0 x64 h2f y9df ff1 fs5 fc0 sc0 ls0 ws0">60 000 </div></div><div class="c xfc y9de w111 hcb"><div class="t m0 x2 h2f y9df ff1 fs5 fc0 sc0 ls0 ws0">28 200 </div></div><div class="c xe4 y9de w112 hcb"><div class="t m0 x2c h2f y9df ff1 fs5 fc0 sc0 ls0 ws0">29.12.2023 </div></div><div class="c xa5 y9e0 w10f hda"><div class="t m0 x2f h2f y948 ff1 fs5 fc0 sc0 ls0 ws0">2 </div></div><div class="c x6f y9e0 w110 hda"><div class="t m0 x6e h2f y949 ff1 fs5 fc0 sc0 ls0 ws0">JHM </div><div class="t m0 x10f h2f y948 ff1 fs5 fc0 sc0 ls0 ws0">DEVELOPMENT<span class="_ _0"></span> </div><div class="t m0 x49 h2f y4d8 ff1 fs5 fc0 sc0 ls0 ws0">S.A. </div></div><div class="c x16c y9e0 w10b hda"><div class="t m0 x3f h2f y9d7 ff2 fs5 fc0 sc0 ls0 ws0">Zabezpieczenie mająt<span class="_ _3"></span>k<span class="_ _8"></span>owe </div><div class="t m0 x47 h2f y949 ff1 fs5 fc0 sc0 ls0 ws0">hipoteka na rze<span class="_ _0"></span>cz </div><div class="t m0 x20 h2f y948 ff1 fs5 fc0 sc0 ls0 ws0">administratora </div><div class="t m0 x46 h2f y4d8 ff2 fs5 fc0 sc0 ls0 ws0">zabezpieczeń<span class="_ _0"></span>  obligacji seri<span class="_ _0"></span>i </div><div class="t m0 xc1 h2f y4cf ff1 fs5 fc0 sc0 ls0 ws0">E </div></div><div class="c xf2 y9e0 w10c hda"><div class="t m0 x64 h2f y948 ff1 fs5 fc0 sc0 ls0 ws0">55 000 </div></div><div class="c xfc y9e0 w111 hda"><div class="t m0 x2 h2f y948 ff1 fs5 fc0 sc0 ls0 ws0">50 000 </div></div><div class="c xe4 y9e0 w112 hda"><div class="t m0 x2c h2f y948 ff1 fs5 fc0 sc0 ls0 ws0">31.12.2025 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 hb y8c1 ff6 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h35 y9e1 ff6 fs1 fc0 sc0 ls0 ws0">KOBYLARNI<span class="_ _0"></span>A S.A. </div><div class="t m0 x2 h8 y4eb ff2 fs3 fc0 sc0 ls0 ws0">Na dzień 3<span class="ff1">1.12<span class="lsd">.20<span class="_ _8"></span></span>21 </span>r. Koby<span class="_ _8"></span>larnia S.A. udzieliła <span class="_ _8"></span>następującyc<span class="_ _8"></span>h poręczeń<span class="ff1 fc13">.<span class="_ _8"></span> </span></div><div class="t m0 x2 h2b y9e2 ff7 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h2c y493 ff8 fs5 fc0 sc0 ls0 ws0">Tabela: Poręc<span class="_ _0"></span>zenia udzielone pr<span class="_ _0"></span>zez Kobylarnia<span class="_ _3"></span> <span class="_ _8"></span>S.A. stan na<span class="_ _0"></span> 3<span class="ff7">0.<span class="ls16">06</span>.2021 r. </span>w tys. zł<span class="ff7"> </span></div></div><div class="c x121 y36b w113 hdb"><div class="t m0 x12a h2d y9dd ff6 fs5 fc4 sc0 ls30 ws0">Lp<span class="ls0"> </span></div></div><div class="c xa3 y36b w7e hdb"><div class="t m0 x32 h2d y21a ff6 fs5 fc4 sc0 ls0 ws0">Podmiot, za </div><div class="t m0 x30 h2d y21b ff5 fs5 fc4 sc0 ls0 ws0">który </div><div class="t m0 x60 h2d y2e ff6 fs5 fc4 sc0 ls0 ws0">udzielono </div><div class="t m0 x12a h2d y86 ff5 fs5 fc4 sc0 ls0 ws0">poręczenia<span class="ff6"> </span></div></div><div class="c x81 y36b w114 hdb"><div class="t m0 x110 h2d y21b ff5 fs5 fc4 sc0 ls0 ws0">Tytuł, z jakiego<span class="_ _3"></span> <span class="_ _8"></span>udzielono </div><div class="t m0 x73 h2d y2e ff5 fs5 fc4 sc0 ls0 ws0">poręczenia<span class="ff6"> </span></div></div><div class="c x11 y36b wdd hdb"><div class="t m0 x54 h2d y9e3 ff5 fs5 fc4 sc0 ls0 ws0">Wartość </div><div class="t m0 x10f h2d y9dd ff5 fs5 fc4 sc0 ls0 ws0">poręczenia<span class="ff6"> </span></div><div class="t m0 xa h2d y9cf ff6 fs5 fc4 sc0 ls0 ws0">na 31.12.2021 </div></div><div class="c x16d y36b w115 hdb"><div class="t m0 xa h2d y21b ff5 fs5 fc4 sc0 ls0 ws0">Wartość zobow<span class="_ _3"></span>i<span class="_ _8"></span>ązania </div><div class="t m0 x2f h2d y2e ff5 fs5 fc4 sc0 ls0 ws0">na dzień 3<span class="ff6">0.<span class="ls16">06</span>.2021<span class="_ _0"></span> <span class="ls38">r.</span> </span></div></div><div class="c xe4 y36b w116 hdb"><div class="t m0 x32 h2d y21b ff5 fs5 fc4 sc0 ls0 ws0">Termin wygaśnięc<span class="_ _0"></span>ia </div><div class="t m0 x41 h2d y2e ff5 fs5 fc4 sc0 ls0 ws0">poręczenia<span class="ff6"> </span></div></div><div class="c x2 y9e4 w117 ha0"><div class="t m0 x54 h2f y93b ff1 fs5 fc0 sc0 ls0 ws0">1 </div></div><div class="c xa3 y9e4 w118 ha0"><div class="t m0 x10e h2f y93b ff1 fs5 fc0 sc0 ls0 ws0">MIRBUD S.A<span class="_ _0"></span>. </div></div><div class="c x81 y9e4 w119 ha0"><div class="t m0 xa h2f y93b ff1 fs5 fc0 sc0 ls0 ws0">Linia gwarancyjna<span class="_ _3"></span> <span class="_ _8"></span> </div></div><div class="c x11 y9e4 w11a ha0"><div class="t m0 x44 h2f y93b ff1 fs5 fc0 sc0 ls0 ws0"> 50 <span class="ls16">000 </span> </div></div><div class="c x16d y9e4 w11b ha0"><div class="t m0 x85 h2f y93b ff1 fs5 fc0 sc0 ls0 ws0">- </div></div><div class="c xe4 y9e4 w11c ha0"><div class="t m0 x41 h2f y93b ff1 fs5 fc0 sc0 ls0 ws0"> 31<span class="ls39">.0</span>5.2022 <span class="_ _0"></span> </div></div><div class="c x2 y9e5 w117 hdc"><div class="t m0 x54 h2f y9e6 ff1 fs5 fc0 sc0 ls0 ws0">2 </div></div><div class="c xa3 y9e5 w118 hdc"><div class="t m0 x10e h2f y9e6 ff1 fs5 fc0 sc0 ls0 ws0">MIRBUD S.A<span class="_ _0"></span>. </div></div><div class="c x81 y9e5 w119 hdc"><div class="t m0 xa h11 yc1 ff1 fs2 fc0 sc0 ls0 ws0">Gwarancja </div><div class="t m0 xa h11 yb7 ff1 fs2 fc0 sc0 ls0 ws0">BGK/190427/DGL<span class="fs5"> </span></div></div><div class="c x11 y9e5 w11a hdc"><div class="t m0 x49 h2f y9e6 ff1 fs5 fc0 sc0 ls16 ws0">42<span class="ls0"> </span>758<span class="ls0"> </span></div></div><div class="c x16d y9e5 w11b hdc"><div class="t m0 xc7 h2f y9e6 ff1 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c xe4 y9e5 w11c hdc"><div class="t m0 x20 h2f y9e6 ff1 fs5 fc0 sc0 ls0 ws0">31.12.2022 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h8 y934 ff2 fs3 fc0 sc0 ls0 ws0">Emitent <span class="_ _c"></span>wraz<span class="_ _8"></span> <span class="_ _c"></span>z <span class="_ _f"></span>pozostałymi <span class="_ _c"></span>Sp<span class="_ _8"></span>ółk<span class="ff1">ami <span class="_ _f"></span>z <span class="_ _c"></span></span>Grupy <span class="_ _f"></span>Kapitałowej <span class="_ _f"></span>MIRBUD <span class="_ _c"></span>2<span class="_ _8"></span>9 <span class="_ _c"></span>grudn<span class="_ _8"></span>ia <span class="_ _c"></span>2012 <span class="_ _f"></span>roku <span class="_ _c"></span>zawarł <span class="_ _f"></span>umowę <span class="_ _c"></span>o </div><div class="t m0 x2 h8 y9e7 ff2 fs3 fc0 sc0 ls0 ws0">świadczenie <span class="_ _21"> </span>usług, <span class="_ _2a"> </span>której <span class="_ _21"> </span>przedmiote<span class="_ _8"></span>m <span class="_ _2a"> </span>jest <span class="_ _21"> </span><span class="ff1">wzaj<span class="_ _8"></span>emne <span class="_ _2a"> </span></span>poręc<span class="_ _8"></span>z<span class="ff1">anie, <span class="_ _2a"> </span>gw<span class="_ _8"></span>arancj<span class="ls11">e, <span class="_ _21"> </span></span></span>obciąże<span class="_ _8"></span>nie <span class="_ _2a"> </span>hipoteki <span class="_ _2a"> </span>(d<span class="_ _8"></span>alej: </div><div class="t m0 x2 h8 y257 ff2 fs3 fc0 sc0 ls0 ws0">„Zabezpieczanie”) <span class="_ _1d"> </span>zobowiązań <span class="_ _1d"> </span>kredytowych <span class="_ _1d"> </span>wobec <span class="_ _26"> </span>insty<span class="_ _8"></span>tucji <span class="_ _1d"> </span>finansowych <span class="_ _26"> </span>i<span class="_ _8"></span> <span class="_ _26"> </span>ubezpi<span class="_ _8"></span>eczeniowych <span class="_ _1d"> </span>z<span class="_ _c"></span><span class="ff1 ls11">a </span></div><div class="t m0 x2 h8 y15c ff2 fs3 fc0 sc0 ls0 ws0">wynagrodzeniem. U<span class="_ _8"></span>mowa <span class="_ _8"></span>ma celu <span class="_ _8"></span>zwiększ<span class="_ _8"></span>enie bezpi<span class="_ _8"></span>eczeństwa fina<span class="_ _8"></span>nsowego po<span class="_ _8"></span>szczególnych <span class="_ _8"></span>spółek Gr<span class="_ _8"></span>upy, </div><div class="t m0 x2 h8 y9e8 ff2 fs3 fc0 sc0 ls0 ws0">jak i zwiększenie ich z<span class="_ _8"></span>dolności kredytowej. <span class="_ _c"></span><span class="ff1"> </span></div></div></div><div class="pi" ></div></div><div id="pf59" class="pf w0 h0" ><div class="pc pc59 w0 h0"><img class="bi x4 y2a w3 hcd" alt="" src="data:image/png;base64,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"/><div class="c x0 y1 w2 h0"><div class="t m0 x105 h6 y991 ff4 fs2 fc2 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI GRUPY KAPITAŁOWEJ <span class="ff3">MIRBUD ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc3"> </span></span></div><div class="t m0 x6 h4 y992 ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y2d wda ha"><div class="t m0 x7 h8 y85 ff2 fs3 fc2 sc0 ls0 ws0">Grupa Kapitałowa MIR<span class="_ _8"></span>BUD<span class="ff1"> <span class="ls6">| <span class="_ _8"></span></span></span>Wykorzy<span class="_ _8"></span>stania przez Spółkę wpływów z<span class="_ _8"></span> emisji<span class="_ _8"></span><span class="ff1"> </span></div></div><div class="c x9 y2d wdb ha"><div class="t m0 xa h4 y86 ff3 fs1 fc4 sc0 ls3 ws0">89<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h4 y31 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y993 ff1 fs3 fc0 sc0 ls0 ws0">Zgodnie z warunka<span class="_ _8"></span>mi umowy: </div><div class="t m0 x36 h8 y974 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">wy<span class="_ _8"></span>nagrodzenie i tytuł udzi<span class="_ _8"></span>elonego Zabezpiec<span class="_ _8"></span>zenia zostało ustal<span class="_ _8"></span>one na poziomie c<span class="_ _8"></span>en ry<span class="_ _8"></span></span>nk<span class="_ _8"></span>owych </div><div class="t m0 x25 h8 y9e9 ff2 fs3 fc0 sc0 ls0 ws0">stosowanych pom<span class="_ _8"></span>iędzy podmiotami pow<span class="_ _8"></span>iązanymi w wy<span class="_ _8"></span>sokości 0,9% kwoty udz<span class="_ _8"></span>ielonego </div><div class="t m0 x25 h8 y9ea ff2 fs3 fc0 sc0 ls0 ws0">Zabezpieczenia spłaty w s<span class="_ _8"></span>tosunku roczny<span class="_ _8"></span>m, bez względu na sposó<span class="_ _8"></span>b zabezpieczeni<span class="_ _8"></span>a,<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x36 h8 y997 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">wy<span class="_ _8"></span>nagrodzenie płatne w t<span class="_ _8"></span>erminie 30 <span class="_ _8"></span>dni po upływie każ<span class="_ _8"></span>dego kwartału,<span class="_ _8"></span></span> </div><div class="t m0 x36 h8 y9eb ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span>w prz<span class="_ _8"></span>ypadku <span class="ff2">zapłaty kwo<span class="_ _8"></span>ty zadłużenia względe<span class="_ _8"></span>m wierzyciela spółki, s<span class="_ _8"></span>półce udzielającej<span class="_ _8"></span> </span></div><div class="t m0 x25 h8 y9ec ff2 fs3 fc0 sc0 ls0 ws0">Zabezpieczenia przys<span class="_ _8"></span>ługuje prawo zwrotu ró<span class="_ _8"></span>wnowartośc<span class="_ _8"></span>i kwoty zapłaconej w termin<span class="_ _8"></span>ie 7 dni od daty </div><div class="t m0 x25 h8 y9ed ff1 fs3 fc0 sc0 ls0 ws0">wezwania do zwrotu<span class="_ _8"></span>, </div><div class="t m0 x36 h8 y9ee ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">po u<span class="_ _8"></span>pływie 7 dni od da<span class="_ _8"></span>ty wezwania spó<span class="_ _8"></span>łce udzielającej<span class="_ _8"></span> Zabezpieczen<span class="_ _8"></span>ia prz<span class="_ _8"></span>ysługiwać będą odsetki </span></div><div class="t m0 x25 h8 y9ef ff2 fs3 fc0 sc0 ls0 ws0">ustawowe od kwot n<span class="_ _8"></span>iezwróconych w term<span class="_ _8"></span>inie<span class="ff1">,  </span></div><div class="t m0 x36 h8 y25c ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">umow<span class="_ _8"></span>a została zawarta n<span class="_ _8"></span>a czas nieokreślo<span class="_ _8"></span>ny.<span class="_ _8"></span></span> </div><div class="t m0 x25 h8 y9f0 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y9f1 ff2 fs3 fc0 sc0 ls0 ws0">Realizowanie <span class="_ _12"> </span>inwestycj<span class="_ _8"></span>i <span class="_ _13"> </span>budowlanych <span class="_ _12"> </span>wiąże <span class="_ _12"> </span>się <span class="_ _12"> </span>z <span class="_ _12"> </span>koniecznością <span class="_ _12"> </span>uiszczenia <span class="_ _12"> </span>kaucj<span class="_ _8"></span>i <span class="_ _13"> </span>gwarancyj<span class="_ _8"></span>nych <span class="_ _13"> </span>lub </div><div class="t m0 x2 h8 y9f2 ff2 fs3 fc0 sc0 ls0 ws0">składania <span class="_ _26"> </span>gwarancji <span class="_ _26"> </span>b<span class="_ _8"></span>ankowych <span class="_ _26"> </span>c<span class="_ _8"></span>zy <span class="_ _26"> </span>ubezpi<span class="_ _8"></span>eczeniowych, <span class="_ _26"> </span>stan<span class="_ _8"></span>owiących <span class="_ _26"> </span>z<span class="_ _8"></span>abezpieczenie <span class="_ _26"> </span>dla <span class="_ _26"> </span>jak<span class="_ _8"></span>ości </div><div class="t m0 x2 h8 y9f3 ff2 fs3 fc0 sc0 ls0 ws0">wykonywanych robó<span class="_ _8"></span>t budowlanych. <span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 y9a2 ff2 fs3 fc0 sc0 ls0 ws0">Zobowiązania <span class="_ _2a"> </span>w<span class="_ _8"></span>arunkowe <span class="_ _21"> </span>z<span class="_ _8"></span> <span class="_ _2a"> </span>tytułu <span class="_ _21"> </span>poręcz<span class="_ _8"></span>eń <span class="_ _2a"> </span>i <span class="_ _2a"> </span>g<span class="_ _8"></span>warancji <span class="_ _21"> </span>na <span class="_ _21"> </span>rzecz <span class="_ _21"> </span>innych <span class="_ _21"> </span>jednostek <span class="_ _21"> </span>to <span class="_ _21"> </span>przede <span class="_ _21"> </span>wszy<span class="_ _8"></span>stkim </div><div class="t m0 x2 h8 y9a3 ff1 fs3 fc0 sc0 ls0 ws0">gwarancje <span class="_ _13"> </span>wystaw<span class="_ _8"></span>ione <span class="_ _13"> </span>pr<span class="_ _8"></span>zez <span class="_ _13"> </span>towarzystwa <span class="_ _12"> </span>ubezpiecz<span class="_ _8"></span>eniowe <span class="_ _13"> </span>i <span class="_ _13"> </span>bank<span class="_ _8"></span>i <span class="_ _13"> </span>na <span class="_ _13"> </span>rzecz<span class="_ _c"></span> <span class="_ _13"> </span><span class="ff2">kontrahentów <span class="_ _12"> </span>Spółki <span class="_ _12"> </span>na </span></div><div class="t m0 x2 h8 y9a4 ff2 fs3 fc0 sc0 ls0 ws0">zabezpieczenie <span class="_ _7"> </span>ich <span class="_ _2a"> </span>roszczeń <span class="_ _7"> </span>w <span class="_ _2a"> </span>stosunku <span class="_ _7"> </span>d<span class="_ _8"></span>o <span class="_ _7"> </span>Spółki, <span class="_ _7"> </span>główni<span class="_ _8"></span>e <span class="_ _7"> </span>z <span class="_ _7"> </span>tytułu <span class="_ _7"> </span>u<span class="_ _8"></span>mów <span class="_ _7"> </span>budowl<span class="_ _8"></span>anych. <span class="_ _7"> </span>Towarz<span class="_ _8"></span>ystwom </div><div class="t m0 x2 h8 y9a5 ff2 fs3 fc0 sc0 ls0 ws0">ubezpieczeniowym i b<span class="_ _8"></span>ankom przysługuje rosz<span class="_ _8"></span>czenie zwrotne z tego <span class="_ _8"></span>tytułu wobec Spó<span class="_ _8"></span>łki.<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 y9f4 ff2 fs3 fc0 sc0 ls0 ws0">Zmiany <span class="_ _1e"> </span>w <span class="_ _1e"> </span>zakresie <span class="_ _1e"> </span>gwar<span class="_ _8"></span>ancji <span class="_ _1e"> </span>w <span class="_ _1e"> </span>okresie <span class="_ _1e"> </span>od <span class="_ _1e"> </span>zakońc<span class="_ _8"></span>ze<span class="_ _8"></span>nia <span class="_ _1e"> </span>poprzedniego <span class="_ _1e"> </span>rok<span class="_ _8"></span>u <span class="_ _1e"> </span>obrotowego <span class="_ _1e"> </span>wynikają <span class="_ _1e"> </span>z </div><div class="t m0 x2 h8 y9f5 ff2 fs3 fc0 sc0 ls0 ws0">zakończenia <span class="_ _2a"> </span>prac<span class="_ _8"></span> <span class="_ _2a"> </span>rozpoczętych <span class="_ _21"> </span>w <span class="_ _2a"> </span>poprzednich <span class="_ _21"> </span>latach. <span class="_ _2a"> </span> <span class="_ _21"> </span>W <span class="_ _2a"> </span>ocenie <span class="_ _2a"> </span>Z<span class="_ _8"></span>arządu <span class="_ _2a"> </span>Spółki, <span class="_ _2a"> </span>z<span class="_ _8"></span> <span class="_ _2a"> </span>uwagi <span class="_ _2a"> </span>na <span class="_ _21"> </span>charakter<span class="_ _8"></span> </div><div class="t m0 x2 h8 y19a ff2 fs3 fc0 sc0 ls0 ws0">potencjalnego <span class="_ _c"></span>zobowiąz<span class="_ _8"></span>ania <span class="_ _c"></span>oraz <span class="_ _c"></span>dotychcz<span class="_ _8"></span>asową <span class="_ _c"></span>historię <span class="_ _c"></span>obciążeń <span class="_ _c"></span>z <span class="_ _c"></span>teg<span class="_ _8"></span>o <span class="_ _c"></span>tytułu <span class="_ _c"></span>(sporadycz<span class="_ _8"></span>ne <span class="_ _8"></span>prz<span class="_ _8"></span>ypadki <span class="_ _c"></span>na </div><div class="t m0 x2 h8 yc7 ff1 fs3 fc0 sc0 ls0 ws0">przestrze<span class="ff2">ni <span class="_ _1a"> </span>kilku <span class="_ _1a"> </span>l<span class="_ _8"></span>at), <span class="_ _1a"> </span>nie <span class="_ _1b"> </span>istnieje <span class="_ _1a"> </span>możliwość <span class="_ _1b"> </span>wiarygodnego <span class="_ _1a"> </span>wartośc<span class="_ _8"></span>iowego <span class="_ _1a"> </span>oszac<span class="_ _8"></span>owania <span class="_ _1a"> </span>zobowiązań </span></div><div class="t m0 x2 h8 y9f6 ff2 fs3 fc0 sc0 ls0 ws0">warunkowych <span class="_ _6"></span>z <span class="_ _f"></span>t<span class="_ _8"></span>ego <span class="_ _6"></span>tytułu. <span class="_ _6"></span>Tym <span class="_ _f"></span>n<span class="_ _8"></span>ie <span class="_ _6"></span>mniej <span class="_ _f"></span>Z<span class="_ _8"></span>arząd <span class="_ _6"></span>jest <span class="_ _6"></span>świadomy <span class="_ _6"></span>istnienia <span class="_ _6"></span>takiego <span class="_ _6"></span>ryzyka<span class="_ _c"></span><span class="ff1">, <span class="_ _6"></span></span>dlatego <span class="_ _f"></span>t<span class="_ _8"></span>eż <span class="_ _6"></span>jest </div><div class="t m0 x2 h8 y9f7 ff1 fs3 fc0 sc0 ls0 ws0">tworzona rezerwa n<span class="_ _8"></span>a naprawy<span class="_ _8"></span> gwarancyjne.<span class="_ _8"></span> </div><div class="t m0 x2 h8 y19d ff2 fs3 fc0 sc0 ls0 ws0">Zobowiązania warunkowe<span class="_ _8"></span><span class="ff1"> </span>z tytuł<span class="_ _0"></span>u gwarancji usunięcia wad i <span class="_ _3"></span>ust<span class="_ _8"></span>erek udzielone przez Spółki z Grupy <span class="_ _0"></span>MIRBUD </div><div class="t m0 x2 h8 y9f8 ff2 fs3 fc0 sc0 ls0 ws0">inwestorom, powstałe,<span class="_ _8"></span> trwające w okres<span class="_ _8"></span>ie od 01.01.20<span class="_ _8"></span><span class="ff1">21<span class="ls13">r </span></span>–<span class="ff1"> do 31.<span class="ls9">12<span class="lsd">.20</span></span>21</span>r przed<span class="_ _8"></span>stawiają się następ<span class="_ _8"></span>ująco:<span class="_ _8"></span><span class="ff7"> </span></div><div class="t m0 x2 hdd y9f9 ff7 fs7 fc0 sc0 ls0 ws0"> </div></div><div class="c x121 y9fa w11d hde"><div class="t m0 x16e h2d y9fb ff5 fs5 fc4 sc0 ls0 ws0">Pozostałe zobowią<span class="_ _3"></span>z<span class="_ _8"></span>ania waru<span class="_ _0"></span>nkowe<span class="ff6"> </span></div></div><div class="c x166 y9fc w11e hbe"><div class="t m0 xc7 h2d y160 ff6 fs5 fc4 sc0 ls0 ws0">w tys. PLN </div></div><div class="c x166 y9fd w11f h32"><div class="t m0 x131 h2d y160 ff6 fs5 fc4 sc0 ls0 ws0">Stan na: </div></div><div class="c xe3 y9fd w120 h32"><div class="t m0 x3b h2d y160 ff6 fs5 fc4 sc0 ls0 ws0">Stan na: </div></div><div class="c x166 y9fa w11f h32"><div class="t m0 x61 h2d y160 ff6 fs5 fc4 sc0 ls0 ws0">31.12.2021 </div></div><div class="c xe3 y9fa w120 h32"><div class="t m0 x49 h2d y160 ff6 fs5 fc4 sc0 ls0 ws0">31.12.2020 </div></div><div class="c x121 y9fe w11d h32"><div class="t m0 x3f h2d y161 ff5 fs5 fc0 sc0 ls0 ws0">Z tytułu gwaranc<span class="_ _3"></span>j<span class="_ _8"></span>i należytego<span class="_ _3"></span> <span class="_ _8"></span>wykonania <span class="ff6"> </span></div></div><div class="c x166 y9fe w11f h32"><div class="t m0 x86 h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">556 815 </div></div><div class="c xe3 y9fe w120 h32"><div class="t m0 x121 h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">332 537 </div></div><div class="c x121 y9ff w11d h32"><div class="t m0 x3f h2d y161 ff5 fs5 fc0 sc0 ls0 ws0">Z tytułu usunięcia<span class="_ _3"></span> wad i usterek<span class="ff6"> </span></div></div><div class="c x166 y9ff w11f h32"><div class="t m0 x86 h2f y214 ff1 fs5 fc0 sc0 ls0 ws0">330 001 </div></div><div class="c xe3 y9ff w120 h32"><div class="t m0 x121 h2f y214 ff1 fs5 fc0 sc0 ls0 ws0">177 919 </div></div><div class="c x121 ya00 w11d h31"><div class="t m0 x3f h2d y2e3 ff5 fs5 fc0 sc0 ls0 ws0">Z tytułu zapłaty w<span class="_ _3"></span>i<span class="_ _8"></span>erzytelności<span class="ff6"> </span></div></div><div class="c x166 ya00 w11f h31"><div class="t m0 x86 h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">130 142 </div></div><div class="c xe3 ya00 w120 h31"><div class="t m0 x121 h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">201 210 </div></div><div class="c x121 ya01 w11d h31"><div class="t m0 x3f h2f y2e3 ff1 fs5 fc0 sc0 ls0 ws0">Razem </div></div><div class="c x166 ya01 w11f h31"><div class="t m0 x21 h2d y86 ff6 fs5 fc0 sc0 ls0 ws0">1 016 958 </div></div><div class="c xe3 ya01 w120 h31"><div class="t m0 x121 h2d y86 ff6 fs5 fc0 sc0 ls0 ws0">711 666 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 hc ya02 ff6 fs4 fc0 sc0 ls0 ws0">4.12. <span class="_ _10"></span><span class="ff5">Wykorzystania przez Spółkę wpływów z emisji<span class="ff6"> </span></span></div><div class="t m0 x2 h8 y5b0 ff1 fs3 fc0 sc0 lse ws0">W <span class="ff2 ls0">raportowany<span class="_ _8"></span>m okresie Emitent nie prz<span class="_ _8"></span>eprowadzał emisj<span class="_ _8"></span>i akcji.<span class="_ _8"></span><span class="ff1"> </span></span></div><div class="t m0 x2 h8 ya03 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h35 ya04 ff6 fs1 fc0 sc0 ls0 ws0">MARYWILSK<span class="_ _0"></span>A 44 Sp. z o.o<span class="_ _0"></span>.<span class="ff1 fs3"> </span></div><div class="t m0 x2 h8 ya05 ff1 fs3 fc0 sc0 ls0 ws0">Dnia <span class="_ _c"></span>02.12.2<span class="_ _8"></span>020 <span class="_ _c"></span>r. <span class="_ _f"></span><span class="ff2">(akt <span class="_ _c"></span>not<span class="_ _8"></span>arialny <span class="_ _c"></span>Rep<span class="_ _8"></span>ertorium <span class="_ _c"></span>A <span class="_ _f"></span>nr <span class="_ _c"></span>11976<span class="_ _8"></span>/2020) <span class="_ _c"></span>po<span class="_ _8"></span>djęta <span class="_ _c"></span>zosta<span class="_ _8"></span>ła <span class="_ _c"></span>uchwała <span class="_ _f"></span>Nadzwyczajnego </span></div><div class="t m0 x2 h8 ya06 ff2 fs3 fc0 sc0 ls0 ws0">Walnego <span class="_ _8"></span>Z<span class="_ _8"></span>gromadzenia <span class="_ _c"></span>W<span class="_ _8"></span>spólników <span class="_ _c"></span>Spółki <span class="_ _c"></span>Marywilska <span class="_ _c"></span>44 <span class="_ _c"></span>Sp. <span class="_ _c"></span>z <span class="_ _c"></span>o.o. <span class="_ _c"></span>o <span class="_ _f"></span>podwyższeniu <span class="_ _c"></span>kapitału<span class="_ _8"></span> <span class="_ _8"></span>zakładowe<span class="_ _8"></span>go </div><div class="t m0 x2 h8 ya07 ff2 fs3 fc0 sc0 ls0 ws0">Spółki <span class="_ _f"></span>o <span class="_ _f"></span>kwotę <span class="_ _f"></span>78 <span class="_ _c"></span>2<span class="_ _8"></span>50 <span class="_ _f"></span>tys<span class="ff1">. <span class="_ _f"></span></span>zł <span class="_ _f"></span>zwiększając <span class="_ _f"></span>liczbę <span class="_ _f"></span>udziałów <span class="_ _f"></span>o <span class="_ _f"></span>1.565.000 <span class="_ _f"></span>szt.<span class="_ _8"></span> <span class="_ _c"></span>o <span class="_ _f"></span>w<span class="_ _8"></span>artości <span class="_ _f"></span>nominalnej <span class="_ _f"></span>po <span class="_ _f"></span>50 <span class="_ _f"></span>zł. </div><div class="t m0 x2 h8 y20b ff2 fs3 fc0 sc0 ls0 ws0">Udziały <span class="_ _6"> </span>w <span class="_ _7"> </span>podwyższonym <span class="_ _7"> </span>kapitale <span class="_ _6"></span>zakładowym <span class="_ _7"> </span>pokryte <span class="_ _6"> </span>w <span class="_ _7"> </span>całości <span class="_ _6"> </span>zostan<span class="_ _8"></span>ą <span class="_ _6"> </span>wkła<span class="_ _8"></span>dem <span class="_ _6"> </span>pienięż<span class="_ _8"></span>nym <span class="_ _6"> </span>w <span class="_ _6"> </span>kwoc<span class="_ _8"></span>ie </div><div class="t m0 x2 h8 ya08 ff1 fs3 fc0 sc0 ls11 ws0">156<span class="ls0"> <span class="ff2">500 tys. z<span class="_ _8"></span>ł. Udział objął<span class="_ _8"></span> ma MIRBUD S.A. z<span class="_ _8"></span> siedzibą w Skiern<span class="_ _8"></span>iewicach. <span class="_ _8"></span></span> </span></div><div class="t m0 x2 h8 ya09 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf5a" class="pf w0 h0" ><div class="pc pc5a w0 h0"><img class="bi x18 y2a w6 hcd" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x105 h6 y991 ff4 fs2 fc2 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI GRUPY KAPITAŁOWEJ <span class="ff3">MIRBUD ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc3"> </span></span></div><div class="t m0 x6 h4 y992 ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y2d wda ha"><div class="t m0 x7 h8 y85 ff2 fs3 fc2 sc0 ls0 ws0">Grupa Kapitałowa MIR<span class="_ _8"></span>BUD<span class="ff1"> <span class="ls6">| <span class="_ _8"></span></span></span>Wykorzy<span class="_ _8"></span>stania przez Spółkę wpływów z<span class="_ _8"></span> emisji<span class="_ _8"></span><span class="ff1"> </span></div></div><div class="c x9 y2d wdb ha"><div class="t m0 xa h4 y86 ff3 fs1 fc4 sc0 ls3 ws0">90<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h4 y31 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y993 ff2 fs3 fc0 sc0 ls0 ws0">Środki <span class="_ _27"> </span>te <span class="_ _27"> </span>zostały <span class="_ _27"> </span>przeznaczone <span class="_ _27"> </span>na <span class="_ _27"> </span>poczet <span class="_ _27"> </span>zak<span class="_ _8"></span>upu <span class="_ _27"> </span>nieruchomości <span class="_ _27"> </span>poł<span class="_ _8"></span>ożonych <span class="_ _27"> </span>w <span class="_ _27"> </span>Ostródzie, <span class="_ _27"> </span>przy </div><div class="t m0 x2 h8 y994 ff1 fs3 fc0 sc0 ls0 ws0">ul. <span class="ff2">Grunwaldzkiej <span class="_ _3"></span>55. W <span class="_ _2"></span>ra<span class="_ _8"></span>mach <span class="_ _3"></span>zakup<span class="_ _8"></span>ionej <span class="_ _3"></span>nierucho<span class="_ _8"></span>mości <span class="_ _3"></span>Spółka <span class="_ _3"></span>za<span class="_ _8"></span>mierza <span class="_ _3"></span>pro<span class="_ _8"></span>wadzić <span class="_ _3"></span>działaln<span class="_ _8"></span>ość <span class="_ _3"></span>polegają<span class="_ _8"></span>cą </span></div><div class="t m0 x2 h8 y995 ff1 fs3 fc0 sc0 ls11 ws0">na<span class="ls0"> najmie powierz<span class="_ _8"></span>chni na cele magazy<span class="_ _8"></span>nowe.<span class="_ _8"></span> </span></div><div class="t m0 x2 h8 y996 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y997 ff2 fs3 fc0 sc0 ls0 ws0">Podwyższenie <span class="_ _2a"> </span>kapitału <span class="_ _2a"> </span>zak<span class="_ _8"></span>ładowego <span class="_ _7"> </span>zost<span class="_ _8"></span>ało <span class="_ _7"> </span>zarej<span class="_ _8"></span>estrowanie <span class="_ _2a"> </span>w <span class="_ _2a"> </span>Krajowym <span class="_ _2a"> </span>Rej<span class="_ _8"></span>estrze <span class="_ _2a"> </span>Sądowym <span class="_ _2a"> </span>KRS <span class="_ _2a"> </span>dnia </div><div class="t m0 x2 h8 y9eb ff2 fs3 fc0 sc0 ls0 ws0">10.06.2021r  w  sposób<span class="_ _8"></span>  nieprawidłowy,  n<span class="_ _8"></span>iezgodnie  z  wniosk<span class="_ _8"></span>iem  Spółki  i  stanem  fak<span class="_ _8"></span>tycznym  w  zakresi<span class="_ _8"></span>e </div><div class="t m0 x2 h8 y9ec ff2 fs3 fc0 sc0 ls0 ws0">wysokości <span class="_ _21"> </span>kapitału <span class="_ _2a"> </span>zakład<span class="_ _8"></span>owego, <span class="_ _2a"> </span>wysokoś<span class="_ _8"></span>ci <span class="_ _2a"> </span>kapitału <span class="_ _21"> </span>wniesionego <span class="_ _21"> </span>przez <span class="_ _2a"> </span>posz<span class="_ _8"></span>czególnych <span class="_ _2a"> </span>ws<span class="_ _8"></span>pólników.<span class="_ _c"></span><span class="ff1"> <span class="_ _2a"> </span>Po </span></div><div class="t m0 x2 h8 y9ed ff2 fs3 fc0 sc0 ls0 ws0">dokonaniu <span class="_ _7"> </span>przez <span class="_ _7"> </span>Sąd<span class="_ _8"></span> <span class="_ _7"> </span>sprostowania <span class="_ _2a"> </span>kapitał <span class="_ _7"> </span>zak<span class="_ _8"></span>ładowy <span class="_ _7"> </span>Spółki <span class="_ _7"> </span>wynos<span class="_ _8"></span>i <span class="_ _7"> </span>148.250.000,00 <span class="_ _2a"> </span>PLN. <span class="_ _7"> </span>Na <span class="_ _7"> </span>tą <span class="_ _7"> </span>wartość </div><div class="t m0 x2 h3 y9ee ff2 fs3 fc0 sc0 ls0 ws0">składa się:<span class="ff1 fs1">  </span></div><div class="t m0 x2 h3 ya0a ff1 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x24 h3 y978 ff1 fs1 fc0 sc0 ls0 ws0"> <span class="_ _26"> </span><span class="ff5 fs3">1 <span class="_ _3"></span>565 <span class="_ _0"></span>000 <span class="_ _3"></span>udziałów <span class="_ _3"></span>o <span class="_ _0"></span>wartości <span class="_ _3"></span>nominalne<span class="_ _8"></span>j <span class="_ _3"></span>50 <span class="_ _0"></span>PLN <span class="_ _3"></span>każdy<span class="_ _8"></span><span class="ff1">, <span class="_ _3"></span><span class="ff2">c<span class="_ _8"></span>o <span class="_ _3"></span>daje <span class="_ _3"></span>łącz<span class="_ _8"></span>nie <span class="_ _3"></span>78<span class="ff1"> 250 00<span class="_ _8"></span>0 PLN <span class="_ _3"></span><span class="ff2">–<span class="ff1"> <span class="_ _3"></span><span class="ff2">udz<span class="_ _8"></span>iały </span></span></span></span></span></span></span></div><div class="t m0 x25 h8 ya0b ff2 fs3 fc0 sc0 ls0 ws0">będące <span class="_ _2a"> </span>wł<span class="_ _8"></span>asnością <span class="_ _21"> </span>MIRBUD <span class="_ _21"> </span>S.<span class="_ _8"></span>A. <span class="_ _2a"> </span>Udz<span class="_ _8"></span>iał <span class="_ _2a"> </span>MIR<span class="_ _8"></span>BUD <span class="_ _21"> </span>S.A. <span class="_ _21"> </span>w <span class="_ _21"> </span>kapital<span class="_ _8"></span>e <span class="_ _2a"> </span>zakł<span class="_ _8"></span>adowym <span class="_ _21"> </span>Spółki <span class="_ _21"> </span>wyniesi<span class="_ _8"></span>e: </div><div class="t m0 x25 h3 ya0c ff1 fs3 fc0 sc0 ls0 ws0">53,88%. <span class="fs1"> </span></div><div class="t m0 x25 h3 y43f ff1 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x24 h3 y6e9 ff1 fs1 fc0 sc0 ls0 ws0"> <span class="_ _26"> </span><span class="ff5 fs3">1 <span class="_ _3"></span>339<span class="_ _8"></span> <span class="_ _3"></span>800 <span class="_ _3"></span>ud<span class="_ _8"></span>ziałów <span class="_ _3"></span>o<span class="_ _8"></span> <span class="_ _3"></span>wart<span class="_ _8"></span>ości <span class="_ _3"></span>nominalnej<span class="_ _8"></span> <span class="_ _3"></span>50 PLN <span class="_ _3"></span>każdy<span class="_ _8"></span><span class="ff2">, <span class="_ _0"></span>co <span class="_ _3"></span>daje<span class="_ _8"></span> <span class="_ _3"></span>łącznie <span class="_ _0"></span>66 <span class="_ _3"></span>99<span class="_ _8"></span>0 <span class="_ _3"></span>000<span class="_ _8"></span> <span class="_ _3"></span>PLN –<span class="ff1"> <span class="_ _3"></span><span class="ff2">udziały </span></span></span></span></div><div class="t m0 x25 h8 y73a ff2 fs3 fc0 sc0 ls0 ws0">będące <span class="_ _12"> </span>własnośc<span class="_ _8"></span>ią <span class="_ _13"> </span>J<span class="_ _8"></span>HM <span class="_ _1e"> </span>DEVELOPMENT <span class="_ _12"> </span>S.<span class="_ _8"></span>A. <span class="_ _13"> </span>U<span class="_ _8"></span>dział <span class="_ _12"> </span>JHM <span class="_ _12"> </span>D<span class="_ _8"></span>EVELOPMEN<span class="_ _8"></span>T <span class="_ _12"> </span>S.A. <span class="_ _12"> </span>w <span class="_ _12"> </span>kapit<span class="_ _8"></span>ale </div><div class="t m0 x25 h3 ya0d ff2 fs3 fc0 sc0 ls0 ws0">zakładowym Spółk<span class="_ _8"></span>i wyniesie: 46,12%. <span class="_ _8"></span><span class="ff1 fs1"> </span></div><div class="t m0 x2 h8 y7e2 ff2 fs3 fc0 sc0 ls0 ws0">Różnica <span class="_ _32"> </span>wartoś<span class="_ _8"></span>ci <span class="_ _32"> </span>udzi<span class="_ _8"></span>ałów <span class="_ _32"> </span>wynika <span class="_ _b"> </span>z <span class="_ _32"> </span>umorz<span class="_ _8"></span>enia <span class="_ _32"> </span>udz<span class="_ _8"></span>iałów <span class="_ _b"> </span>o <span class="_ _32"> </span>nominal<span class="_ _8"></span>nej <span class="_ _32"> </span>wartości<span class="_ _8"></span> <span class="_ _32"> </span>w <span class="_ _32"> </span>kwoc<span class="_ _8"></span>ie </div><div class="t m0 x2 h8 y7e3 ff1 fs3 fc0 sc0 ls0 ws0">3.010.000,00 tys<span class="_ _8"></span>. PLN. </div><div class="t m0 x2 h8 ya0e ff1 fs3 fc0 sc0 lse ws0">W <span class="_ _6"></span><span class="ls0">dniu <span class="_ _6"></span>17 <span class="_ _f"></span>listopad<span class="_ _8"></span>a <span class="_ _f"></span>2021<span class="_ _8"></span> <span class="_ _6"></span>r. <span class="_ _6"></span>Nadzwyczajnego <span class="_ _6"></span>Zgrom<span class="_ _8"></span>adzenia <span class="_ _6"></span>W<span class="ff2">spólników <span class="_ _6"></span>Spółki <span class="_ _6"></span>Marywilska <span class="_ _6"></span>44 <span class="_ _6"></span>Sp. <span class="_ _f"></span>z <span class="_ _6"></span>o. <span class="_ _6"></span>o </span></span></div><div class="t m0 x2 h8 ya0f ff2 fs3 fc0 sc0 ls0 ws0">podję<span class="ls1d">ło</span><span class="ff1"> </span>uchwałę<span class="ff1">. w prz<span class="_ _8"></span>edmiocie: </span></div><div class="t m0 x36 h8 ya10 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">obn<span class="_ _8"></span>iżenia <span class="_ _8"></span>kapitału <span class="_ _8"></span>zak<span class="_ _8"></span>ładowego <span class="_ _8"></span>Spółki <span class="_ _8"></span>do <span class="_ _8"></span>k<span class="_ _8"></span>woty <span class="_ _8"></span>145.240.<span class="_ _8"></span>000 <span class="_ _8"></span>PLN, <span class="_ _8"></span>tj. <span class="_ _8"></span>o <span class="_ _8"></span>k<span class="_ _8"></span>wotę <span class="_ _8"></span>3.010.000 <span class="_ _8"></span>PLN, <span class="_ _8"></span>która </span></div><div class="t m0 x25 h8 ya11 ff2 fs3 fc0 sc0 ls0 ws0">to kwota odpowiada wart<span class="_ _8"></span>ości opisanych wyż<span class="_ _8"></span>ej umorzonyc<span class="_ _8"></span>h udzia<span class="_ _8"></span>łów,  <span class="ff1"> </span></div><div class="t m0 x36 h8 ya12 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">a <span class="_ _21"> </span>następnie <span class="_ _21"> </span>po<span class="_ _8"></span>dwyższenia <span class="_ _21"> </span>k<span class="_ _8"></span>apitału <span class="_ _2a"> </span>zak<span class="_ _8"></span>ładowego <span class="_ _21"> </span>Sp<span class="_ _8"></span>ółki <span class="_ _2a"> </span>d<span class="_ _8"></span>o <span class="_ _21"> </span>kwoty <span class="_ _21"> </span>157.50<span class="_ _8"></span>0.000 <span class="_ _21"> </span>PLN, <span class="_ _21"> </span>tj. <span class="_ _28"> </span>o <span class="_ _21"> </span>kwotę<span class="_ _8"></span> </span></div><div class="t m0 x3 h8 ya13 ff2 fs3 fc0 sc0 ls0 ws0">12.260.000 PLN p<span class="_ _8"></span>oprzez utworzenie 2<span class="_ _8"></span>45.200 nowych <span class="_ _8"></span>udziałów o wartości <span class="_ _8"></span>nominalnej 50 <span class="_ _8"></span>PLN każdy.<span class="_ _8"></span> </div><div class="t m0 x3 h8 ya14 ff2 fs3 fc0 sc0 ls0 ws0">Nowoutworzone udziały <span class="_ _3"></span>w <span class="_ _0"></span>całości pokryte <span class="_ _3"></span>zostały wkładem <span class="_ _3"></span>p<span class="_ _8"></span>ieniężny<span class="_ _8"></span>m <span class="_ _0"></span>w <span class="_ _3"></span>wys<span class="_ _8"></span>okości <span class="_ _0"></span>24.520.000 <span class="_ _0"></span>PLN, </div><div class="t m0 x3 h8 ya15 ff2 fs3 fc0 sc0 ls0 ws0">przy <span class="_ _7"> </span>czym <span class="_ _7"> </span>nadwyżka <span class="_ _6"> </span>pona<span class="_ _8"></span>d <span class="_ _6"> </span>wartość<span class="_ _8"></span> <span class="_ _6"> </span>n<span class="_ _8"></span>ominalną <span class="_ _7"> </span>udziałów <span class="_ _7"> </span>w <span class="_ _6"> </span>wys<span class="_ _8"></span>okości <span class="_ _6"> </span>1<span class="_ _8"></span>2.260.000 <span class="_ _7"> </span>PLN <span class="_ _7"> </span>w <span class="_ _6"> </span>c<span class="_ _8"></span>ałości </div><div class="t m0 x3 h8 ya16 ff2 fs3 fc0 sc0 ls0 ws0">przekazana <span class="_ _3"></span>został<span class="_ _8"></span>a <span class="_ _3"></span>na <span class="_ _3"></span>kapitał <span class="_ _3"></span>z<span class="_ _8"></span>akładowy <span class="_ _3"></span>Spółk<span class="_ _8"></span>i. <span class="_ _3"></span>Nowe <span class="_ _3"></span>udzia<span class="_ _8"></span>ły <span class="_ _3"></span>objęte <span class="_ _3"></span>zosta<span class="_ _8"></span>ły <span class="_ _3"></span>w <span class="_ _3"></span>całoś<span class="_ _8"></span>ci <span class="_ _3"></span>przez <span class="_ _3"></span>MIRBUD<span class="_ _8"></span> </div><div class="t m0 x3 h8 ya17 ff2 fs3 fc0 sc0 ls0 ws0">S.A. <span class="_ _c"></span>Kapitał <span class="_ _f"></span>na <span class="_ _c"></span>podwyższenie <span class="_ _f"></span>kapitału<span class="_ _8"></span> <span class="_ _c"></span>został <span class="_ _c"></span>w <span class="_ _f"></span>pełni <span class="_ _c"></span>wniesiony <span class="_ _c"></span>i<span class="_ _8"></span> <span class="_ _c"></span>w <span class="_ _c"></span>dniu <span class="_ _f"></span>28 <span class="_ _c"></span>grudnia <span class="_ _c"></span>2022<span class="_ _8"></span> <span class="_ _c"></span>r. <span class="_ _c"></span>złożony<span class="_ _8"></span> </div><div class="t m0 x3 h8 ya18 ff2 fs3 fc0 sc0 ls0 ws0">został <span class="_ _14"> </span>wniosek <span class="_ _14"> </span>o <span class="_ _14"> </span>zarej<span class="_ _8"></span>estrowanie <span class="_ _14"> </span>opisanego <span class="_ _14"> </span>wy<span class="_ _8"></span>żej <span class="_ _14"> </span>podniesienia <span class="_ _14"> </span>k<span class="_ _8"></span>apitału. <span class="_ _14"> </span>Do <span class="_ _14"> </span>dnia <span class="_ _14"> </span>publikacj<span class="_ _8"></span>i </div><div class="t m0 x3 h8 y9fa ff2 fs3 fc0 sc0 ls0 ws0">niniejszego <span class="_ _8"></span>sprawozdania <span class="_ _8"></span>Em<span class="_ _8"></span>itent ni<span class="_ _8"></span>e otrzy<span class="_ _8"></span>mał pos<span class="_ _8"></span>tanowienia <span class="_ _8"></span>sądu <span class="_ _8"></span>o po<span class="_ _8"></span>dwyższeniu <span class="_ _8"></span>kapitału. <span class="_ _8"></span>Środki </div><div class="t m0 x3 h8 ya19 ff1 fs3 fc0 sc0 ls0 ws0">z <span class="_ _11"> </span>p<span class="ff2">odwyż<span class="_ _8"></span>szenia <span class="_ _2b"> </span>kapitału <span class="_ _2b"> </span>zostały <span class="_ _11"> </span>prz<span class="_ _8"></span>eznaczone <span class="_ _2b"> </span>na <span class="_ _2b"> </span>nabycie <span class="_ _2b"> </span>od <span class="_ _2b"> </span>podmiotów <span class="_ _2b"> </span>z <span class="_ _2b"> </span>Grupy <span class="_ _2b"> </span>kapitałowej </span></div><div class="t m0 x3 h8 ya1a ff2 fs3 fc0 sc0 ls0 ws0">MIRBUD <span class="_ _26"> </span>nieruc<span class="_ _8"></span>homości <span class="_ _1d"> </span>o <span class="_ _26"> </span>przeznacz<span class="_ _8"></span>eniu <span class="_ _26"> </span>handlo<span class="_ _8"></span>wo<span class="ff1">-<span class="_ _8"></span></span>usługowym <span class="_ _26"> </span>p<span class="_ _8"></span>ołożonych <span class="_ _1d"> </span>odpowiednio <span class="_ _26"> </span>w </div><div class="t m0 x3 h8 y4e ff1 fs3 fc0 sc0 ls0 ws0">Starachowicach oraz<span class="_ _8"></span> Rumia.<span class="_ _8"></span> </div><div class="t m0 x2 h35 ya1b ff6 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h35 ya1c ff5 fs1 fc0 sc0 ls0 ws0">ТОВ «MIPБУД»<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x2 h8 y589 ff2 fs3 fc0 sc0 ls0 ws0">Kapitał zakładowy <span class="_ _8"></span>ТОВ «<span class="_ _8"></span>MIPБУД» wyn<span class="_ _8"></span>osi 2.377.75<span class="_ _8"></span>2,<span class="_ _8"></span><span class="ff1">81 UA<span class="_ _8"></span>H </span>(wg k<span class="_ _8"></span>ursu średn<span class="_ _8"></span>iego NBP z<span class="_ _8"></span> dnia 3<span class="_ _8"></span>1.12.2021 r. </div><div class="t m0 x2 h8 y58a ff2 fs3 fc0 sc0 ls0 ws0">wynosi 353.571,84zł)<span class="_ _8"></span>. Jedynym wspó<span class="_ _8"></span>lnikiem spółki jest MIR<span class="_ _8"></span>BUD S.A<span class="_ _8"></span><span class="ff1">. </span></div><div class="t m0 x2 h8 y98e ff2 fs3 fc0 sc0 ls0 ws0">W okresie objętym sprawoz<span class="_ _8"></span>daniem pozosta<span class="_ _8"></span>łe spółki Grupy nie e<span class="_ _8"></span>mitowały akcj<span class="_ _8"></span>i lub udziałów<span class="_ _8"></span><span class="ff1">.<span class="_ _8"></span> </span></div><div class="t m0 x2 h8 ya1d ff1 fs3 fc0 sc0 ls0 ws0">  </div><div class="t m0 x2 h8 y1c9 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf5b" class="pf w0 h0" ><div class="pc pc5b w0 h0"><img class="bi x4 y2a w3 hcd" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x105 h6 y991 ff4 fs2 fc2 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI GRUPY KAPITAŁOWEJ <span class="ff3">MIRBUD ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc3"> </span></span></div><div class="t m0 x6 h4 y992 ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y2d wda hd8"><div class="t m0 x4f h8 ya1e ff2 fs3 fc2 sc0 ls0 ws0">Grupa Kapitałowa MIR<span class="_ _8"></span>BUD<span class="ff1"> <span class="ls6">| <span class="_ _8"></span></span></span>Stanowisko Z<span class="_ _8"></span>arządu odnośnie możl<span class="_ _8"></span>iwości zrealizow<span class="_ _8"></span>ania </div><div class="t m0 x18 h8 y22e ff2 fs3 fc2 sc0 ls0 ws0">wcześniej publikowanyc<span class="_ _8"></span>h prognoz wyn<span class="_ _8"></span>ików na dany ro<span class="_ _8"></span>k, w świetle wyników </div><div class="t m0 x26 h8 y2e ff1 fs3 fc2 sc0 ls0 ws0">zaprezentowanych w r<span class="_ _8"></span>aporcie za <span class="_ _8"></span><span class="ff2">poprzedni okres w st<span class="_ _8"></span>osunku do wyników </span></div><div class="t m0 xa0 h8 y2f ff1 fs3 fc2 sc0 ls0 ws0">prognozowanych.<span class="_ _8"></span> </div></div><div class="c x9 y2d wdb hd8"><div class="t m0 xa h4 ya1f ff3 fs1 fc4 sc0 ls3 ws0">91<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h4 y31 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hc ya20 ff1 fs4 fc0 sc0 ls0 ws0">4.13. <span class="_ _10"></span><span class="ff5">Stanowisko <span class="_ _3c"> </span>Zarządu <span class="_ _a"> </span>odnośnie <span class="_ _3c"> </span>możliwości <span class="_ _a"> </span>zrea<span class="_ _8"></span>lizowania <span class="_ _a"> </span>wcześniej </span></div><div class="t m0 x138 hc ya21 ff5 fs4 fc0 sc0 ls0 ws0">publikowanych <span class="_ _2c"> </span>prognoz <span class="_ _20"> </span>wynik<span class="_ _8"></span>ów <span class="_ _20"> </span>na <span class="_ _2c"> </span>dany <span class="_ _2c"> </span>rok, <span class="_ _2c"> </span>w <span class="_ _20"> </span>świetle <span class="_ _2c"> </span>wyników </div><div class="t m0 x138 hc ya22 ff5 fs4 fc0 sc0 ls0 ws0">zaprezentowanych  w  raporcie  za <span class="_ _13"> </span>poprzedni  okres <span class="_ _13"> </span>w <span class="_ _13"> </span>stosunku  do  wynik<span class="_ _8"></span>ów </div><div class="t m0 x138 hc ya23 ff6 fs4 fc0 sc0 ls0 ws0">prognozowanych.<span class="ff1"> </span></div><div class="t m0 x2 h8 ya24 ff2 fs3 fc0 sc0 ls0 ws0">W <span class="_ _8"></span>okresie <span class="_ _8"></span>objętym <span class="_ _8"></span>spraw<span class="_ _8"></span>ozdaniem <span class="_ _8"></span>spó<span class="_ _8"></span>łki Gru<span class="_ _8"></span>py <span class="_ _8"></span>Kapitałowej<span class="_ _8"></span> n<span class="_ _8"></span>ie <span class="_ _8"></span>publikowały <span class="_ _8"></span>pr<span class="_ _c"></span><span class="ff1">og<span class="_ _8"></span>noz, a<span class="_ _8"></span> ws<span class="_ _8"></span>kazany <span class="_ _8"></span>okres <span class="_ _8"></span>n<span class="_ _8"></span>ie </span></div><div class="t m0 x2 h8 ya25 ff2 fs3 fc0 sc0 ls0 ws0">był objęty prognozam<span class="_ _8"></span>i publikowanym<span class="_ _8"></span>i w poprzednich o<span class="_ _8"></span>kresach.<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h9 y69c ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h2 ya26 ff1 fs0 fc0 sc0 ls8 ws0">5.<span class="ls0"> <span class="_ _21"> </span><span class="ff2">NAJWAŻNIEJSZE <span class="_ _0"></span>UMOWY<span class="ff1"> </span></span></span></div><div class="t m0 x2 hc y99d ff6 fs4 fc0 sc0 ls0 ws0">5.1. <span class="_ _3a"> </span>Umowy ubezpieczenia<span class="ff1"> </span></div><div class="t m0 x2 h8 ya27 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y502 ff1 fs3 fc0 sc0 ls0 ws0">Od <span class="_ _6"> </span>dnia <span class="_ _6"> </span>01.<span class="_ _8"></span>04.2020 <span class="_ _6"> </span>r. <span class="_ _7"> </span>roku <span class="_ _6"> </span>do <span class="_ _6"> </span>dn<span class="_ _8"></span>ia <span class="_ _6"></span>31.03.20<span class="_ _8"></span>21 <span class="_ _6"> </span>r. <span class="_ _7"> </span><span class="ff2">MIRBUD <span class="_ _6"> </span>S.A. <span class="_ _7"> </span>objęta <span class="_ _6"></span>jest <span class="_ _6"> </span>oc<span class="_ _8"></span>hroną <span class="_ _6"> </span>ubezp<span class="_ _8"></span>ieczeniową <span class="_ _7"> </span>na </span></div><div class="t m0 x2 h8 y2e2 ff2 fs3 fc0 sc0 ls0 ws0">podstawie umowy ramowej podpisanej<span class="_ _8"></span> z S<span class="_ _0"></span>opockim Towarzy<span class="_ _8"></span>stwem Ubezpieczeń Ergo<span class="_ _8"></span><span class="ff1">-Hest<span class="_ _8"></span>ia S.A. zawartej w </span></div><div class="t m0 x2 h8 ya28 ff2 fs3 fc0 sc0 ls0 ws0">dniu  30.03.20<span class="_ _8"></span>20  „Umow<span class="_ _8"></span>a  Komp<span class="_ _8"></span>leksowego  U<span class="_ _8"></span>bezpiecz<span class="_ _8"></span>enia  Grupy <span class="_ _11"> </span>Przeds<span class="_ _8"></span>iębiorstwa <span class="_ _11"> </span>od <span class="_ _2b"> </span>wszys<span class="_ _8"></span>tkich  ryzyk </div><div class="t m0 x2 h8 ya29 ff1 fs3 fc0 sc0 ls11 ws0">nr<span class="ls0"> 14/MIRBU<span class="ff2">D/2<span class="_ _8"></span>020”.</span> </span></div><div class="t m0 x2 h8 y4b0 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y4b1 ff1 fs3 fc0 sc0 ls0 ws0">Od <span class="_ _6"> </span>dnia <span class="_ _6"> </span>01.<span class="_ _8"></span>04.2021 <span class="_ _6"> </span>r. <span class="_ _7"> </span>roku <span class="_ _6"> </span>do <span class="_ _6"> </span>dn<span class="_ _8"></span>ia <span class="_ _6"></span>31.03.20<span class="_ _8"></span>22 <span class="_ _6"> </span>r. <span class="_ _7"> </span><span class="ff2">MIRBUD <span class="_ _6"> </span>S.A. <span class="_ _7"> </span>objęta <span class="_ _6"></span>jest <span class="_ _6"> </span>oc<span class="_ _8"></span>hroną <span class="_ _6"> </span>ubezp<span class="_ _8"></span>ieczeniową <span class="_ _7"> </span>na </span></div><div class="t m0 x2 h8 y4b2 ff2 fs3 fc0 sc0 ls0 ws0">podstawie umowy ramowej podpisanej<span class="_ _8"></span> z S<span class="_ _0"></span>opockim Towarzy<span class="_ _8"></span>stwem Ubezpieczeń Ergo<span class="_ _8"></span><span class="ff1">-Hest<span class="_ _8"></span>ia S.A. zawartej w </span></div><div class="t m0 x2 h8 y4b3 ff2 fs3 fc0 sc0 ls0 ws0">dniu  29.03.20<span class="_ _8"></span>21  „Umow<span class="_ _8"></span>a  Komp<span class="_ _8"></span>leksowego  U<span class="_ _8"></span>bezpiecz<span class="_ _8"></span>enia  G<span class="_ _8"></span>rupy  Prz<span class="_ _8"></span>edsiębiors<span class="_ _8"></span>twa  od  ws<span class="_ _8"></span>zystkich  r<span class="_ _8"></span>yzyk </div><div class="t m0 x2 h8 y4b4 ff1 fs3 fc0 sc0 ls11 ws0">nr<span class="ls0"> <span class="ff2">15/MIRBUD/2<span class="_ _8"></span>021”.</span> </span></div><div class="t m0 x2 h8 ydd ff2 fs3 fc0 sc0 ls0 ws0">Na <span class="_ _2b"> </span>war<span class="_ _8"></span>unkach <span class="_ _13"> </span>ww. <span class="_ _13"> </span>Ko<span class="_ _8"></span>mpleksowej <span class="_ _13"> </span>Umo<span class="_ _8"></span>wy <span class="_ _13"> </span>Ubezpieczenia, <span class="_ _13"> </span>spó<span class="_ _8"></span>łka <span class="_ _13"> </span>MIRBUD <span class="_ _13"> </span>S.A.; <span class="_ _13"> </span>KOB<span class="_ _8"></span>YLARNIA <span class="_ _13"> </span>S.A<span class="_ _8"></span>.;<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 ya2a ff2 fs3 fc0 sc0 ls0 ws0">Marywilska <span class="_ _1e"> </span>44 <span class="_ _1e"> </span>sp. <span class="_ _1e"> </span>z <span class="_ _12"> </span>o.<span class="_ _8"></span>o. <span class="_ _12"> </span>(<span class="_ _8"></span>zakresie <span class="_ _1e"> </span>majątku <span class="_ _1e"> </span>zlokalizowan<span class="_ _8"></span>ego <span class="_ _12"> </span>w<span class="_ _8"></span> <span class="_ _12"> </span>O<span class="_ _8"></span>stródzie, <span class="_ _1e"> </span>Starachowicach<span class="_ _8"></span> <span class="_ _12"> </span>i<span class="_ _8"></span> <span class="_ _12"> </span>R<span class="_ _8"></span>umii), </div><div class="t m0 x2 h8 ya2b ff1 fs3 fc0 sc0 ls0 ws0">JHM DEVELOPMENT<span class="_ _8"></span> <span class="ff2">S.A. oraz jej <span class="_ _3"></span>spółki zależne: JHM <span class="_ _0"></span>1 Sp. <span class="_ _3"></span>z o.o., JHM<span class="ff1"> 2 Sp. z<span class="_ _8"></span> o.o. zawiera</span><span class="ls10">ły</span><span class="ff1"> </span>szczegółowe </span></div><div class="t m0 x2 h8 ya2c ff2 fs3 fc0 sc0 ls0 ws0">umowy ubezpieczen<span class="_ _8"></span>ia, które bezpośredn<span class="_ _8"></span>io dotyczą ich dzia<span class="_ _8"></span>łalności.<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 ycb ff2 fs3 fc0 sc0 ls0 ws0">Spółka <span class="_ _f"></span>Marywilsk<span class="_ _8"></span>a <span class="_ _f"></span>44 <span class="_ _f"></span>Sp. <span class="_ _6"></span>z <span class="_ _f"></span>o.o. <span class="_ _6"></span>zawarła <span class="_ _f"></span>umow<span class="_ _8"></span>ę<span class="ff1"> <span class="_ _f"></span>ube<span class="_ _8"></span>zpieczenia <span class="_ _f"></span>od <span class="_ _6"></span>wszelkich <span class="_ _f"></span>ry<span class="_ _8"></span>zyk <span class="_ _f"></span>z <span class="_ _6"></span>AVIVA <span class="_ _f"></span>Towar<span class="_ _8"></span>zystwo </span></div><div class="t m0 x2 h8 y838 ff2 fs3 fc0 sc0 ls0 ws0">Ubezpieczeń Ogólnych <span class="_ _8"></span>S.A. <span class="_ _8"></span><span class="ff1">na okres od 05.09.20<span class="_ _8"></span>20r do 04.09.2021r<span class="_ _8"></span> </span>potwier<span class="_ _8"></span>dzoną następujący<span class="_ _8"></span>mi polisami<span class="ff1 lsd">: <span class="_ _8"></span><span class="ls0"> </span></span></div><div class="t m0 xbf h8 y8cc ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">Polisa nr <span class="_ _8"></span>32000026758<span class="_ _8"></span>2 od wszystk<span class="_ _8"></span>ich ryzyk utraty lub uszkodzenia m<span class="_ _8"></span>ienia Spółki, <span class="_ _c"></span></span> </div><div class="t m0 xbf h8 ya2d ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">Polisa nr <span class="_ _8"></span>32000026759<span class="_ _8"></span>7 na ubezpieczenie odp<span class="_ _8"></span>owiedzialności cy<span class="_ _8"></span>wilnej, <span class="_ _8"></span></span> </div><div class="t m0 x2 h8 ya2e ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y71f ff2 fs3 fc0 sc0 ls0 ws0">Ww. <span class="_ _2b"> </span>umowa<span class="_ _8"></span> <span class="_ _2b"> </span>został<span class="_ _8"></span>a <span class="_ _2b"> </span>prz<span class="_ _8"></span>edłużona <span class="_ _2b"> </span>na <span class="_ _13"> </span>kolejny <span class="_ _13"> </span>okres <span class="_ _2b"> </span>tj<span class="_ _8"></span>. <span class="_ _2b"> </span>od <span class="_ _13"> </span>05.09.2021r <span class="_ _13"> </span>do <span class="_ _13"> </span>04.09.2022r <span class="_ _13"> </span>i<span class="_ _c"></span><span class="ff1"> <span class="_ _2b"> </span>p<span class="_ _8"></span>otwierdzona<span class="_ _8"></span> </span></div><div class="t m0 x2 h8 y607 ff2 fs3 fc0 sc0 ls0 ws0">następującymi <span class="ff1">p<span class="_ _8"></span>olisami: </span></div><div class="t m0 x92 h9 ya2f ff1 fs4 fc0 sc0 ls0 ws0"> <span class="_ _1a"> </span><span class="fs3"> polisa <span class="_ _f"></span>nr <span class="_ _f"></span>35001191<span class="_ _8"></span>5494842) <span class="_ _f"></span>od <span class="_ _f"></span>wszystkich <span class="_ _f"></span>ry<span class="_ _8"></span>zyk <span class="_ _f"></span>oraz <span class="_ _f"></span>ubezpieczenia <span class="_ _f"></span>utraty <span class="_ _f"></span>zysku <span class="_ _f"></span>brutto <span class="_ _f"></span>w <span class="_ _f"></span>rezultacie </span></div><div class="t m0 x3a h8 ya30 ff2 fs3 fc0 sc0 ls0 ws0">przerwy lub zakłócen<span class="_ _8"></span>ia działalności, będąc<span class="_ _8"></span>ej wynikiem ubezp<span class="_ _8"></span>ieczonej szkody mają<span class="_ _8"></span>tkowej<span class="_ _8"></span><span class="ff9 fs4"> </span></div><div class="t m0 x92 h9 y81d ff1 fs4 fc0 sc0 ls0 ws0"> <span class="_ _1a"> </span><span class="fs3"> Polisa ubezp<span class="_ _8"></span>ieczenia odpowiedz<span class="_ _8"></span>ia<span class="ff2">lnośc<span class="_ _8"></span>i cywilnej z tytułu prowa<span class="_ _8"></span>dzonej działal<span class="_ _8"></span>ności<span class="_ _8"></span></span></span><span class="ff9"> </span></div><div class="t m0 x2 h8 y81e ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _2f"> </span> </div></div></div><div class="pi" ></div></div><div id="pf5c" class="pf w0 h0" ><div class="pc pc5c w0 h0"><img class="bi x4 y2a w3 hcd" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x105 h6 y991 ff4 fs2 fc2 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI GRUPY KAPITAŁOWEJ <span class="ff3">MIRBUD ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc3"> </span></span></div><div class="t m0 x6 h4 y992 ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y2d wda h7"><div class="t m0 x32 h8 y2e ff2 fs3 fc2 sc0 ls0 ws0">Grupa Kapitałowa MIR<span class="_ _8"></span>BUD<span class="ff1"> <span class="ls6">| <span class="_ _8"></span></span></span>Najważniejsze u<span class="_ _8"></span>mowy o roboty budo<span class="_ _8"></span>wlane i inne dot<span class="_ _8"></span>yczące </div><div class="t m0 x16f h8 y2f ff2 fs3 fc2 sc0 ls0 ws0">działalności operacyj<span class="_ _8"></span>nej zawarte przez Spó<span class="_ _8"></span>łki Grupy Kapitałowej<span class="_ _c"></span><span class="ff1"> </span></div></div><div class="c x9 y2d wdb h7"><div class="t m0 xa h4 y30 ff3 fs1 fc4 sc0 ls3 ws0">92<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h4 y31 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h3 ya31 ff1 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hc ya32 ff6 fs4 fc0 sc0 ls0 ws0">5.2. <span class="_ _10"></span><span class="ff5">Najważniejsze <span class="_ _1d"> </span>umowy <span class="_ _1d"> </span>o <span class="_ _26"> </span>roboty <span class="_ _1d"> </span>budowlane <span class="_ _1d"> </span>i <span class="_ _26"> </span>inne <span class="_ _1d"> </span>dotyczące <span class="_ _1d"> </span>działalności<span class="_ _3"></span> </span></div><div class="t m0 x3a hc ya33 ff5 fs4 fc0 sc0 ls0 ws0">operacyjnej zawarte przez Spółki Grupy Kapitałowej<span class="ff1"> </span></div><div class="t m0 x2 hc y152 ff6 fs4 fc0 sc0 ls0 ws0">MIRBUD S.A. </div><div class="t m0 x2 h2f ya34 ff8 fs5 fc0 sc0 ls0 ws0">Tabela: Najważn<span class="_ _0"></span>iejsze umo<span class="_ _0"></span>wy zawarte przez<span class="_ _0"></span> MIRBUD S.<span class="_ _0"></span>A. w okresie od<span class="_ _0"></span> <span class="_ _8"></span><span class="ff7">01.01.20<span class="_ _0"></span>21 r. do 31.12.202<span class="_ _0"></span>1 r<span class="ff8">. w tys.<span class="_ _0"></span> zł<span class="ff1"> </span></span></span></div></div><div class="c xa5 ya35 w121 hdf"><div class="t m0 x54 h2d ya36 ff6 fs5 fc4 sc0 ls0 ws0">Data zawarcia </div><div class="t m0 x53 h2d y80b ff6 fs5 fc4 sc0 ls0 ws0">umowy </div></div><div class="c x170 ya35 w122 hdf"><div class="t m0 x2b h2f ya36 ff2 fs5 fc4 sc0 ls0 ws0">Wartość umow<span class="_ _0"></span>y </div><div class="t m0 x110 h2f y80b ff2 fs5 fc4 sc0 ls0 ws0">(netto) w tys. <span class="_ _0"></span>zł<span class="ff1"> </span></div></div><div class="c x171 ya35 w123 hdf"><div class="t m0 x6e h2f ya36 ff1 fs5 fc4 sc0 ls0 ws0">Kontrahent </div></div><div class="c x58 ya35 w124 hdf"><div class="t m0 x2 h2f ya36 ff1 fs5 fc4 sc0 ls0 ws0">Przedmiot umow<span class="_ _0"></span>y </div></div><div class="c xa5 ya37 w121 he0"><div class="t m0 x47 h2d ya38 ff6 fs5 fc0 sc0 ls0 ws0">04.01.2021 </div></div><div class="c x170 ya37 w122 he0"><div class="t m0 x20 h2f ya38 ff1 fs5 fc0 sc0 ls0 ws0">27.579 </div></div><div class="c x171 ya37 w123 he0"><div class="t m0 x4f h2f ya38 ff1 fs5 fc0 sc0 ls0 ws0">G&amp;M Sp. z o.o.<span class="_ _0"></span> </div></div><div class="c x58 ya37 w124 he0"><div class="t m0 x63 h2f ya38 ff2 fs5 fc0 sc0 ls0 ws0">Kompleksowe w<span class="_ _0"></span>ykonanie prefab<span class="_ _0"></span>rykacji zbrojeń<span class="_ _0"></span> i </div><div class="t m0 x10e h2f y219 ff2 fs5 fc0 sc0 ls0 ws0">prefabrykacji<span class="_ _0"></span> deskowań dla reali<span class="_ _3"></span>z<span class="_ _8"></span>acji es<span class="_ _0"></span>takady <span class="ff1 ls3a">EST<span class="ls0">-<span class="ls1b">1 </span></span></span></div><div class="t m0 x10e h2f y21a ff2 fs5 fc0 sc0 ls0 ws0">w związku z rea<span class="_ _0"></span>lizacją inwes<span class="_ _0"></span>tycji pod<span class="_ _0"></span> nazwą „Budowa </div><div class="t m0 x12a h2f y193 ff1 fs5 fc0 sc0 ls0 ws0">drogi ekspresow<span class="_ _0"></span>ej S1 (dawniej <span class="_ _3"></span>S<span class="_ _8"></span>69) Biel<span class="_ _0"></span>sko-<span class="ff2">Biała –</span> </div><div class="t m0 x54 h2f y159 ff2 fs5 fc0 sc0 ls0 ws0">Żywiec –<span class="ff1"> </span>Zward<span class="_ _0"></span>oń, odcinek Pr<span class="_ _0"></span>zybędza –<span class="ff1"> </span>Milówka </div><div class="t m0 x1c h2f y86 ff2 fs5 fc0 sc0 ls0 ws0">(obejście Węgier<span class="_ _0"></span>skiej Górki)<span class="ff1"> </span></div></div><div class="c xa5 ya39 w121 he1"><div class="t m0 x47 h2d ya3a ff6 fs5 fc0 sc0 ls0 ws0">19.01.2021 </div></div><div class="c x170 ya39 w122 he1"><div class="t m0 x20 h2f ya3a ff1 fs5 fc0 sc0 ls0 ws0">55.946  </div></div><div class="c x171 ya39 w123 he1"><div class="t m0 x3e h2f ya3a ff2 fs5 fc0 sc0 ls0 ws0">Województwo Kujaw<span class="_ _0"></span>sko–</div><div class="t m0 xa h2f ya3b ff1 fs5 fc0 sc0 ls0 ws0">Pomorskim - <span class="ff2">Zarząd<span class="_ _0"></span> Dróg </span></div><div class="t m0 x47 h2f ya3c ff2 fs5 fc0 sc0 ls0 ws0">Wojewódzkich w<span class="_ _0"></span> </div><div class="t m0 x44 h2f ya3d ff1 fs5 fc0 sc0 ls0 ws0">Bydgoszczy </div></div><div class="c x58 ya39 w124 he1"><div class="t m0 x3f h2f ya3a ff2 fs5 fc0 sc0 ls0 ws0">Rozbudowa dr<span class="_ _0"></span>ogi wojewódzkiej nr<span class="_ _3"></span> 548 Stolno –<span class="ff1"> </span></div><div class="t m0 x3f h2f ya3b ff2 fs5 fc0 sc0 ls0 ws0">Wąbrzeźno km<span class="_ _0"></span> 0+005 do km 29<span class="_ _0"></span>+619 z w<span class="_ _0"></span>yłączeniem </div><div class="t m0 x3f h2f ya3c ff2 fs5 fc0 sc0 ls0 ws0">węzła autostradow<span class="_ _0"></span>ego w m. Li<span class="_ _3"></span>s<span class="_ _8"></span>ewo od km 14+14<span class="_ _0"></span>4 do </div><div class="t m0 x3f h2f ya3d ff1 fs5 fc0 sc0 ls0 ws0">km 15+146. <span class="ff2">Częś<span class="_ _0"></span>ć 1 –<span class="ff1"> etap I od <span class="_ _0"></span>km 0+005 do <span class="_ _0"></span>km </span></span></div><div class="t m0 x3f h2f ya3e ff2 fs5 fc0 sc0 ls0 ws0">14+144”.<span class="ff1"> </span></div><div class="t m0 x32 h2f y225 ff14 fs5 fc0 sc0 ls0 ws0">•<span class="ff1"> <span class="_ _32"> </span><span class="ff2">KOBYLARNIA <span class="_ _3"></span>S.A. <span class="_ _3"></span>z <span class="_ _0"></span>siedzibą <span class="_ _3"></span>w <span class="_ _3"></span>Kobyla<span class="ff1">rni -<span class="_ _3"></span> <span class="ff2">spó<span class="_ _0"></span>łka </span></span></span></span></div><div class="t m0 x115 h2f y226 ff2 fs5 fc0 sc0 ls0 ws0">z Grupy Kapitałowe<span class="_ _0"></span>j Emiten<span class="_ _0"></span>ta (Lider Konsor<span class="_ _3"></span>cjum),<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x32 h2f y7a1 ff14 fs5 fc0 sc0 ls0 ws0">•<span class="ff1"> <span class="_ _32"> </span><span class="ff2">MIRBUD <span class="_ _d"> </span>S.A. <span class="_ _d"> </span>z <span class="_ _d"> </span>siedzibą <span class="_ _27"> </span>w<span class="_ _0"></span> <span class="_ _d"> </span>Skierniewicach </span></span></div><div class="t m0 x115 h2f y86d ff1 fs5 fc0 sc0 ls0 ws0">(Partner Kon<span class="_ _0"></span>sorcjum) </div></div><div class="c xa5 ya3f w121 hdb"><div class="t m0 x47 h2d y21a ff6 fs5 fc0 sc0 ls0 ws0">20.01.2021 </div></div><div class="c x170 ya3f w122 hdb"><div class="t m0 x20 h2f y21a ff1 fs5 fc0 sc0 ls0 ws0">26.174 </div></div><div class="c x171 ya3f w123 hdb"><div class="t m0 x115 h2f y21a ff2 fs5 fc0 sc0 ls0 ws0">Robert Białdyga </div><div class="t m0 x57 h2f y21b ff2 fs5 fc0 sc0 ls0 ws0">Przedsiębiorstwo<span class="_ _0"></span> </div><div class="t m0 x29 h2f y2e ff1 fs5 fc0 sc0 ls0 ws0">Handlowo <span class="ff2">–</span> <span class="ff2">Usługow<span class="_ _0"></span>e </span></div><div class="t m0 xbd h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">TRANSKOM </div></div><div class="c x58 ya3f w124 hdb"><div class="t m0 x2b h2f y21a ff2 fs5 fc0 sc0 ls0 ws0">Dostawa mieszane<span class="_ _0"></span>k kruszyw<span class="_ _0"></span> w związku z realizacją<span class="_ _0"></span> </div><div class="t m0 x34 h2f y21b ff2 fs5 fc0 sc0 ls0 ws0">inwestycji pod na<span class="_ _0"></span>zwą „Zaproje<span class="_ _3"></span>k<span class="_ _8"></span>towanie i bud<span class="_ _0"></span>owa </div><div class="t m0 x3e h2f y2e ff2 fs5 fc0 sc0 ls0 ws0">obwodnicy Olesna<span class="_ _3"></span> <span class="_ _8"></span>w ciągu drog<span class="_ _0"></span>i krajowe<span class="_ _0"></span>j nr 11 (S11)”.<span class="ff1"> </span></div></div><div class="c xa5 ya40 w121 he2"><div class="t m0 x47 h2d y3d6 ff6 fs5 fc0 sc0 ls0 ws0">27.01.2021 </div></div><div class="c x170 ya40 w122 he2"><div class="t m0 x1e h2f y3d6 ff1 fs5 fc0 sc0 ls0 ws0">209.897 </div></div><div class="c x171 ya40 w123 he2"><div class="t m0 x3b h2f y3d6 ff1 fs5 fc0 sc0 ls0 ws0">GDDKiA </div></div><div class="c x58 ya40 w124 he2"><div class="t m0 x3f h2f y3d6 ff1 fs5 fc0 sc0 ls0 ws0">Budowa autostrad<span class="_ _0"></span>y A18 Ol<span class="_ _0"></span>szyna <span class="ff2">–</span> Golnice </div><div class="t m0 x3f h2f ya41 ff2 fs5 fc0 sc0 ls0 ws0">(przebudow<span class="_ _0"></span>a jezdni południowej) <span class="_ _0"></span>odcinek 4 od k<span class="_ _0"></span>m </div><div class="t m0 x3f h2f ya42 ff1 fs5 fc0 sc0 ls0 ws0">50+000 do km 71+5<span class="_ _0"></span>33) </div><div class="t m0 x32 h8 ya43 ff14 fs3 fc0 sc0 ls0 ws0">•<span class="ff1"> <span class="_ _3d"> </span><span class="ff2 fs5">KOBYLARNIA  S.A. <span class="_ _28"> </span>z <span class="_ _28"> </span>siedzibą <span class="_ _28"> </span>w <span class="_ _28"> </span>Kobylarni <span class="_ _11"> </span><span class="ff1">- </span></span></span></div><div class="t m0 x44 h2f ya44 ff2 fs5 fc0 sc0 ls0 ws0">spółka <span class="_ _12"> </span>z <span class="_ _1e"> </span>Grupy <span class="_ _1e"> </span>Kapitałowej <span class="_ _12"> </span>Emitenta <span class="_ _1e"> </span>(lider </div><div class="t m0 x44 h2f ya45 ff1 fs5 fc0 sc0 ls0 ws0">Konsorcjum); </div><div class="t m0 x32 h8 ya46 ff14 fs3 fc0 sc0 ls0 ws0">•<span class="ff1"> <span class="_ _3d"> </span><span class="ff2 fs5">MIRBUD <span class="_ _12"> </span>S.A. <span class="_ _1e"> </span>z <span class="_ _1e"> </span>siedzibą <span class="_ _1e"> </span>w <span class="_ _12"> </span>Skierniewicach </span></span></div><div class="t m0 x44 h2f ya47 ff1 fs5 fc0 sc0 ls0 ws0">(partner Konsorc<span class="_ _0"></span>jum); </div><div class="t m0 x110 h2f y21b ff2 fs5 fc0 sc0 ls0 ws0">BUDPOL Sp. z o.o<span class="_ _3"></span>.<span class="_ _8"></span> z siedzibą w<span class="_ _0"></span> Częstochowie<span class="_ _3"></span>,<span class="_ _8"></span> ul. </div><div class="t m0 x48 h2f y2e ff1 fs5 fc0 sc0 ls0 ws0">Kopalniana 12J, 42-<span class="ff2">2<span class="_ _0"></span>71 Częstoch<span class="_ _3"></span>owa (partner </span></div><div class="t m0 xdb h2f y214 ff1 fs5 fc0 sc0 ls0 ws0">Konsorcjum) </div></div><div class="c xa5 y6c3 w121 h33"><div class="t m0 x47 h2d y193 ff6 fs5 fc0 sc0 ls0 ws0">03.02.2021 </div></div><div class="c x170 y6c3 w122 h33"><div class="t m0 x20 h2f y193 ff1 fs5 fc0 sc0 ls0 ws0">21.215  </div></div><div class="c x171 y6c3 w123 h33"><div class="t m0 x48 h2f y193 ff1 fs5 fc0 sc0 ls0 ws0">BAUME Sp. z o.o<span class="_ _0"></span> </div></div><div class="c x58 y6c3 w124 h33"><div class="t m0 x57 he3 y193 ffd fs5 fc0 sc0 ls0 ws0">Wykonanie rob<span class="_ _0"></span>ót ziemnych w zw<span class="_ _3"></span>i<span class="_ _8"></span>ązku z reali<span class="_ _0"></span>zacją </div><div class="t m0 x30 he3 y159 ffd fs5 fc0 sc0 ls0 ws0">inwestycji pod n<span class="_ _0"></span>azwą „Zapr<span class="_ _0"></span>ojektowanie i<span class="_ _0"></span> budowa </div><div class="t m0 x110 h2f y86 ffd fs5 fc0 sc0 ls0 ws0">obwodnicy Oles<span class="_ _3"></span>n<span class="_ _8"></span>a w ciągu dr<span class="_ _3"></span>o<span class="_ _8"></span>gi krajowej nr<span class="_ _0"></span> 11 (S11)”.<span class="ff1"> </span></div></div><div class="c xa5 y880 w121 hd7"><div class="t m0 x47 h2d y21b ff6 fs5 fc0 sc0 ls0 ws0">09.03.2021 </div></div><div class="c x170 y880 w122 hd7"><div class="t m0 x20 h2f y21b ff1 fs5 fc0 sc0 ls0 ws0">27.843 </div></div><div class="c x171 y880 w123 hd7"><div class="t m0 x29 h2f y21b ff1 fs5 fc0 sc0 ls0 ws0">JHM DEVELOP<span class="_ _0"></span>MENT </div><div class="t m0 x64 h2f y2e ff1 fs5 fc0 sc0 ls0 ws0">S.A. </div></div><div class="c x58 y880 w124 hd7"><div class="t m0 x2f h2f y21b ff1 fs5 fc0 sc0 ls0 ws0">Budowa budyn<span class="_ _0"></span>ku mieszkalnego w<span class="_ _0"></span>ielorodzinne<span class="_ _0"></span>go wraz </div><div class="t m0 x30 h2f y2e ff2 fs5 fc0 sc0 ls0 ws0">z niezbędną infra<span class="_ _3"></span>s<span class="_ _8"></span>trukturą pr<span class="_ _3"></span>z<span class="_ _8"></span>y ul.<span class="ff1"> </span>Bohaterów </div><div class="t m0 x1d h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">Kragujewca 8<span class="_ _0"></span>A w Bydgoszcz<span class="_ _0"></span>y </div></div><div class="c xa5 y8f6 w121 he4"><div class="t m0 x47 h2d ya48 ff6 fs5 fc0 sc0 ls0 ws0">12.03.2021 </div></div><div class="c x170 y8f6 w122 he4"><div class="t m0 x20 h2f ya48 ff1 fs5 fc0 sc0 ls0 ws0">26.700 </div></div><div class="c x171 y8f6 w123 he4"><div class="t m0 x3f h2f ya48 ff2 fs5 fc0 sc0 ls0 ws0">Wojewódzka S<span class="_ _0"></span>tacji </div><div class="t m0 x3f h2f ya49 ff1 fs5 fc0 sc0 ls0 ws0">Pogotowia Ratun<span class="_ _0"></span>kowego </div><div class="t m0 x3f h2f ya4a ff1 fs5 fc0 sc0 ls0 ws0">w Szczecinie. </div><div class="t m0 x23 h2f y86 ff1 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x58 y8f6 w124 he4"><div class="t m0 x3e h2f ya48 ff2 fs5 fc0 sc0 ls0 ws0">Budowa Wojewó<span class="_ _0"></span>dzkiej Stacji Pogo<span class="_ _3"></span>towia Ratunkowego </div><div class="t m0 x6e h2f ya49 ff1 fs5 fc0 sc0 ls0 ws0">przy ulicy Tward<span class="_ _0"></span>owskiego w Szcz<span class="_ _0"></span>ecinie. </div></div><div class="c xa5 y8b6 w125 he5"><div class="t m0 x47 h2d ya4b ff6 fs5 fc0 sc0 ls0 ws0">16.04.2021 </div></div><div class="c x6 y8b6 w81 he5"><div class="t m0 x1e h2f ya4b ff1 fs5 fc0 sc0 ls0 ws0">631 707 </div></div><div class="c x171 y8b6 w126 he5"><div class="t m0 xa h2f ya4b ff1 fs5 fc0 sc0 ls0 ws0">GDDKiA </div></div><div class="c x172 y8b6 w127 he5"><div class="t m0 x30 h2f ya4b ff2 fs5 fc0 sc0 ls0 ws0">Budowa Obwod<span class="_ _0"></span>nicy Metropolii<span class="_ _0"></span> Trójmiej<span class="_ _0"></span>skiej z </div><div class="t m0 x10f h2f ya4c ff2 fs5 fc0 sc0 ls0 ws0">podziałem na 2 <span class="_ _0"></span>części, częś<span class="_ _0"></span>ć 2: Budowa<span class="_ _0"></span> Obwodnicy </div><div class="t m0 x34 h2f ya4d ff2 fs5 fc0 sc0 ls0 ws0">Metropolii Trójmiej<span class="_ _0"></span>skiej zadanie 2<span class="_ _3"></span>:<span class="_ _8"></span> węzeł Żukow<span class="_ _0"></span>o </div><div class="t m0 x6c h2f ya4e ff1 fs5 fc0 sc0 ls17 ws0">(z<span class="ls0"> <span class="ff2">węzłem) –</span> <span class="ff2">węzeł<span class="_ _0"></span> Gdańsk Połud<span class="_ _0"></span>nie (z węzłem)<span class="_ _0"></span>,<span class="ff1"> </span></span></span></div><div class="t m0 x32 h8 ya4f ff14 fs3 fc0 sc0 ls0 ws0">•<span class="ff1"> <span class="_ _3d"> </span><span class="fs5">MIRBUD <span class="_ _3"></span>S.A. <span class="_ _3"></span>z <span class="_ _3"></span><span class="ff2">siedzibą <span class="_ _3"></span>w <span class="_ _3"></span>Skierniewicach <span class="_ _3"></span>(Lider<span class="_ _3"></span> </span></span></span></div><div class="t m0 x44 h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">Konsorcjum), </div></div></div><div class="pi" ></div></div><div id="pf5d" class="pf w0 h0" ><div class="pc pc5d w0 h0"><img class="bi x4 y2a w3 hcd" alt="" src="data:image/png;base64,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class="c x0 y1 w2 h0"><div class="t m0 x105 h6 y991 ff4 fs2 fc2 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI GRUPY KAPITAŁOWEJ <span class="ff3">MIRBUD ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc3"> </span></span></div><div class="t m0 x6 h4 y992 ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y2d wda h7"><div class="t m0 x32 h8 y2e ff2 fs3 fc2 sc0 ls0 ws0">Grupa Kapitałowa MIR<span class="_ _8"></span>BUD<span class="ff1"> <span class="ls6">| <span class="_ _8"></span></span></span>Najważniejsze u<span class="_ _8"></span>mowy o roboty budo<span class="_ _8"></span>wlane i inne dot<span class="_ _8"></span>yczące </div><div class="t m0 x16f h8 y2f ff2 fs3 fc2 sc0 ls0 ws0">działalności operacyj<span class="_ _8"></span>nej zawarte przez Spó<span class="_ _8"></span>łki Grupy Kapitałowej<span class="_ _c"></span><span class="ff1"> </span></div></div><div class="c x9 y2d wdb h7"><div class="t m0 xa h4 y30 ff3 fs1 fc4 sc0 ls3 ws0">93<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h4 y31 ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x172 ya50 w127 he6"><div class="t m0 x32 h8 ya51 ff14 fs3 fc0 sc0 ls0 ws0">•<span class="ff1"> <span class="_ _3d"> </span><span class="ff2 fs5">KOBYLARNIA <span class="_ _12"> </span>S.A. <span class="_ _1e"> </span>z <span class="_ _1e"> </span>s<span class="_ _8"></span>iedzibą<span class="_ _0"></span> <span class="_ _1e"> </span>w <span class="_ _14"> </span>Kob<span class="_ _0"></span>ylarni </span></span></div><div class="t m0 x44 h2f ya52 ff1 fs5 fc0 sc0 ls0 ws0">(Partner Kon<span class="_ _0"></span>sorcjum).  </div></div><div class="c xa5 ya53 w125 hd7"><div class="t m0 x47 h2d y21b ff6 fs5 fc0 sc0 ls0 ws0">07.05.2021 </div></div><div class="c x6 ya53 w81 hd7"><div class="t m0 x1e h2f y21b ff1 fs5 fc0 sc0 ls0 ws0">139 970 </div></div><div class="c x171 ya53 w126 hd7"><div class="t m0 xa h2f y21b ff1 fs5 fc0 sc0 ls0 ws0">vidaXL Interna<span class="_ _0"></span>tional Sp. z </div><div class="t m0 xa h2f y159 ff1 fs5 fc0 sc0 ls0 ws0">o.o. </div></div><div class="c x172 ya53 w127 hd7"><div class="t m0 x10f h2f y21b ff1 fs5 fc0 sc0 ls0 ws0">Budowa centru<span class="_ _0"></span>m magazynow<span class="_ _0"></span>o-logistycznego wra<span class="_ _3"></span>z<span class="_ _8"></span> z </div><div class="t m0 x53 h2f y159 ff2 fs5 fc0 sc0 ls0 ws0">infrastrukturą tow<span class="_ _0"></span>arzyszą<span class="_ _0"></span>cą we Wrześni w </div><div class="t m0 x11f h2f y86 ff2 fs5 fc0 sc0 ls0 ws0">województwie wiel<span class="_ _0"></span>kopolskim<span class="ff1"> </span></div></div><div class="c xa5 y9f1 w125 he7"><div class="t m0 x47 h2d ya54 ff6 fs5 fc0 sc0 ls0 ws0">14.05.2021 </div></div><div class="c x6 y9f1 w81 he7"><div class="t m0 x20 h2f ya54 ff1 fs5 fc0 sc0 ls16 ws0">72<span class="ls0"> </span>370 <span class="ls0"> </span></div></div><div class="c x171 y9f1 w126 he7"><div class="t m0 xa h2f ya54 ff1 fs5 fc0 sc0 ls0 ws0">Konsorcjum firm<span class="_ _0"></span> w </div><div class="t m0 xa h2f ya55 ff2 fs5 fc0 sc0 ls0 ws0">składzie:<span class="ff1"> </span></div><div class="t m0 x173 h2f ya56 ff14 fs5 fc0 sc0 ls0 ws0">•<span class="ff1"> <span class="_ _32"> </span><span class="ff2">WASKO S.A. z siedzibą </span></span></div><div class="t m0 x110 h2f ya57 ff1 fs5 fc0 sc0 ls0 ws0">w Gliwicach (L<span class="_ _0"></span>ider </div><div class="t m0 x110 h2f ya58 ff1 fs5 fc0 sc0 ls0 ws0">Konsorcjum) </div><div class="t m0 x173 h2f ya59 ff14 fs5 fc0 sc0 ls0 ws0">•<span class="ff1"> <span class="_ _32"> </span>Voltar System Sp. z o.o<span class="_ _0"></span> </span></div><div class="t m0 x110 h2f y4fc ff2 fs5 fc0 sc0 ls0 ws0">z siedzibą w Ty<span class="_ _0"></span>chach<span class="ff1"> </span></div></div><div class="c x172 y9f1 w127 he7"><div class="t m0 x47 h2f ya54 ff2 fs5 fc0 sc0 ls0 ws0">Kompleksowe w<span class="_ _0"></span>ykonanie wypo<span class="_ _3"></span>s<span class="_ _8"></span>ażenia <span class="_ _0"></span>tuneli, </div><div class="t m0 x1a h2f ya55 ff2 fs5 fc0 sc0 ls0 ws0">systemów sterow<span class="_ _0"></span>ania i zarządzani<span class="_ _3"></span>a <span class="_ _8"></span>tunelami w </div><div class="t m0 x22 h2f y7ca ff2 fs5 fc0 sc0 ls0 ws0">budynkach techn<span class="_ _0"></span>icznych ora<span class="_ _0"></span>z OUD w zwią<span class="_ _3"></span>zku z </div><div class="t m0 x48 h2f ya5a ff2 fs5 fc0 sc0 ls0 ws0">realizacją inwes<span class="_ _0"></span>tycji pod na<span class="_ _0"></span>zwą „Budow<span class="_ _0"></span>a drogi </div><div class="t m0 x2f h2f ya5b ff1 fs5 fc0 sc0 ls0 ws0">ekspresowej S1<span class="_ _0"></span> (dawniej S 69)<span class="_ _0"></span> Bielsko-<span class="ff2">Biała –</span> <span class="ff2">Ż<span class="_ _0"></span>ywiec </span></div><div class="t m0 x29 h2f y31b ff2 fs5 fc0 sc0 ls0 ws0">–<span class="ff1"> </span>Zwardoń, odcine<span class="_ _0"></span>k Przybęd<span class="_ _0"></span>za –<span class="ff1"> </span>Milówka (ob<span class="_ _0"></span>ejście </div><div class="t m0 x18 h2f ya5c ff2 fs5 fc0 sc0 ls0 ws0">Węgierskiej Górk<span class="_ _0"></span>i)”<span class="ff1"> </span></div></div><div class="c xa5 y16f w125 he8"><div class="t m0 x47 h2d ya5d ff6 fs5 fc0 sc0 ls0 ws0">24.06.2021 </div></div><div class="c x6 y16f w81 he8"><div class="t m0 x1e h2f ya5d ff1 fs5 fc0 sc0 ls16 ws0">158 293<span class="ls0"> </span></div></div><div class="c x171 y16f w126 he8"><div class="t m0 xa h2f ya5d ff1 fs5 fc0 sc0 ls0 ws0">Gmina Olsztyn<span class="_ _0"></span> </div></div><div class="c x172 y16f w127 he8"><div class="t m0 x10e h2f ya5d ff1 fs5 fc0 sc0 ls0 ws0">Przebudowa i<span class="_ _0"></span> rozbudowa hali<span class="_ _0"></span> widowiskowo-sportowe<span class="_ _0"></span>j </div><div class="t m0 x18 h2f ya5e ff1 fs5 fc0 sc0 ls0 ws0">Urania w Olsztynie<span class="_ _0"></span> </div></div><div class="c xa5 ya5f w125 he9"><div class="t m0 x47 h2d ya60 ff6 fs5 fc0 sc0 ls0 ws0">30.06.2021 </div></div><div class="c x6 ya5f w81 he9"><div class="t m0 x1e h2f ya60 ff1 fs5 fc0 sc0 ls0 ws0">200 677 </div></div><div class="c x171 ya5f w126 he9"><div class="t m0 xa h2f ya60 ff1 fs5 fc0 sc0 ls0 ws0">GDDKiA </div></div><div class="c x172 ya5f w127 he9"><div class="t m0 x29 h2f ya60 ff2 fs5 fc0 sc0 ls0 ws0">Zaprojektowanie i<span class="_ _0"></span> budowa obwo<span class="_ _0"></span>dnicy miejscowoś<span class="_ _0"></span>ci </div><div class="t m0 x4a h2f ya61 ff2 fs5 fc0 sc0 ls0 ws0">Gostyń w ciągu<span class="_ _0"></span> drogi krajow<span class="_ _0"></span>ej nr 12<span class="ff1"> </span></div><div class="t m0 x32 h8 ya62 ff14 fs3 fc0 sc0 ls0 ws0">•<span class="ff1"> <span class="_ _3d"> </span><span class="ff2 fs5">MIRBUD <span class="_ _3"></span>S.A. <span class="_ _3"></span>z <span class="_ _3"></span>siedzibą <span class="_ _3"></span>w <span class="_ _3"></span>Skierniew<span class="_ _0"></span>icach <span class="_ _3"></span>(Lider </span></span></div><div class="t m0 x44 h2f ya63 ff1 fs5 fc0 sc0 ls0 ws0">Konsorcjum), </div><div class="t m0 x32 h8 ya64 ff14 fs3 fc0 sc0 ls0 ws0">•<span class="ff1"> <span class="_ _3d"> </span><span class="ff2 fs5">KOBYLARNIA <span class="_ _12"> </span>S.A. <span class="_ _1e"> </span>z <span class="_ _1e"> </span>s<span class="_ _8"></span>iedzibą<span class="_ _0"></span> <span class="_ _1e"> </span>w <span class="_ _14"> </span>Kob<span class="_ _0"></span>ylarni </span></span></div><div class="t m0 x44 h2f y4fc ff1 fs5 fc0 sc0 ls0 ws0">(Partner Kon<span class="_ _0"></span>sorcjum).  </div></div><div class="c xa5 ya65 w125 hea"><div class="t m0 x47 h2d y226 ff6 fs5 fc0 sc0 ls0 ws0">11.08.2021 </div></div><div class="c x6 ya65 w81 hea"><div class="t m0 x20 h2f y226 ff1 fs5 fc0 sc0 ls0 ws0">59.919 </div></div><div class="c x171 ya65 w126 hea"><div class="t m0 xa h2f y226 ff2 fs5 fc0 sc0 ls0 ws0">Skarb Państwa <span class="ff1">- <span class="_ _0"></span><span class="ff2">Sąd </span></span></div><div class="t m0 xa h2f y193 ff2 fs5 fc0 sc0 ls0 ws0">Apelacyjny we Wro<span class="_ _3"></span>cławiu<span class="ff1"> </span></div></div><div class="c x172 ya65 w127 hea"><div class="t m0 x2b h2f y226 ff2 fs5 fc0 sc0 ls0 ws0">Budowa budyn<span class="_ _0"></span>ku Sądu Apela<span class="_ _0"></span>cyjnego<span class="_ _0"></span> we Wrocławiu </div><div class="t m0 x10f h2f y193 ff2 fs5 fc0 sc0 ls0 ws0">przy ul. Zielińs<span class="_ _0"></span>kiego, Piłsud<span class="_ _0"></span>skiego, Kolejowej<span class="_ _3"></span>, <span class="_ _8"></span>wraz z </div><div class="t m0 x3e h2f y159 ff2 fs5 fc0 sc0 ls0 ws0">przebudową<span class="_ _0"></span> układu drogoweg<span class="_ _0"></span>o w rejonie ul. <span class="_ _0"></span>Kolejowej </div><div class="t m0 x174 h2f y86 ff2 fs5 fc0 sc0 ls0 ws0">i ul. Zielińskiego.<span class="ff1"> </span></div></div><div class="c xa5 ya66 w125 hd7"><div class="t m0 x47 h2d y21b ff6 fs5 fc0 sc0 ls0 ws0">03.09.2021 </div></div><div class="c x6 ya66 w81 hd7"><div class="t m0 x20 h2f y21b ff1 fs5 fc0 sc0 ls0 ws0">42.905 </div></div><div class="c x171 ya66 w126 hd7"><div class="t m0 xa h2f y21b ff1 fs5 fc0 sc0 ls0 ws0">WAMA CONTRUC<span class="_ _0"></span>TION </div><div class="t m0 xa h2f y159 ff2 fs5 fc0 sc0 ls0 ws0">sp. z o.o. z siedz<span class="_ _0"></span>ibą w </div><div class="t m0 xa h2f y86 ff2 fs5 fc0 sc0 ls0 ws0">Gdańsku<span class="ff1"> </span></div></div><div class="c x172 ya66 w127 hd7"><div class="t m0 x54 h2f y21b ff2 fs5 fc0 sc0 ls0 ws0">Budowa trzech bud<span class="_ _3"></span>ynk<span class="_ _8"></span>ów wielo<span class="_ _0"></span>rodzinny<span class="_ _0"></span>ch wraz z </div><div class="t m0 x6c h2f y159 ff2 fs5 fc0 sc0 ls0 ws0">niezbędną infra<span class="_ _0"></span>strukturą pr<span class="_ _0"></span>zy ul.<span class="ff1"> Wielkopolskie<span class="_ _0"></span>j w </span></div><div class="t m0 x157 h2f y86 ff2 fs5 fc0 sc0 ls0 ws0">Gdańsku<span class="ff1"> </span></div></div><div class="c xa5 y6bf w125 h8a"><div class="t m0 x47 h2d ya67 ff6 fs5 fc0 sc0 ls0 ws0">29.09.2021 </div></div><div class="c x6 y6bf w81 h8a"><div class="t m0 x20 h2f ya67 ff1 fs5 fc0 sc0 ls0 ws0">64.569 </div></div><div class="c x171 y6bf w126 h8a"><div class="t m0 xa h2f ya67 ff2 fs5 fc0 sc0 ls0 ws0">Skarbem Pań<span class="_ _0"></span>stwa <span class="ff1">- </span></div><div class="t m0 xa h2f ya68 ff2 fs5 fc0 sc0 ls0 ws0">Stołecznym Zar<span class="_ _3"></span>z<span class="_ _8"></span>ądem </div><div class="t m0 xa h2f y2e ff1 fs5 fc0 sc0 ls0 ws0">Infrastruktury w<span class="_ _0"></span> </div><div class="t m0 xa h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">Warszawie </div></div><div class="c x172 y6bf w127 h8a"><div class="t m0 x30 h2f ya67 ff2 fs5 fc0 sc0 ls0 ws0">Budowa hali remon<span class="_ _3"></span>t<span class="_ _8"></span>owej wraz<span class="_ _0"></span> z infrastrukturą<span class="_ _0"></span> </div><div class="t m0 x3e h2f ya68 ff2 fs5 fc0 sc0 ls0 ws0">towarzyszącą<span class="_ _0"></span> z przeznaczeniem<span class="_ _3"></span> do wykonania obsługi </div><div class="t m0 x1c h2f y2e ff2 fs5 fc0 sc0 ls0 ws0">i napraw czołgów<span class="_ _0"></span> Leopard 2<span class="ff1"> </span></div></div><div class="c xa5 y42d w125 hea"><div class="t m0 x47 h2d y226 ff6 fs5 fc0 sc0 ls0 ws0">30.09.2021 </div></div><div class="c x6 y42d w81 hea"><div class="t m0 x20 h2f y226 ff1 fs5 fc0 sc0 ls0 ws0">49.332 </div></div><div class="c x171 y42d w126 hea"><div class="t m0 xa h2f y226 ff1 fs5 fc0 sc0 ls0 ws0">LCP Corentin Inve<span class="_ _0"></span>stments </div><div class="t m0 xa h2f y193 ff2 fs5 fc0 sc0 ls0 ws0">Sp. z o.o. z siedzibą<span class="_ _3"></span> w </div><div class="t m0 xa h2f y159 ff1 fs5 fc0 sc0 ls0 ws0">Warszawie </div></div><div class="c x172 y42d w127 hea"><div class="t m0 x4f h2f y226 ff2 fs5 fc0 sc0 ls0 ws0">Wybudowanie bu<span class="_ _0"></span>dynku wraz<span class="_ _0"></span> z infrastrukturą </div><div class="t m0 x4f h2f y193 ff2 fs5 fc0 sc0 ls0 ws0">towarzyszącą<span class="_ _0"></span> w ramach rozbudo<span class="_ _0"></span>wy centrum<span class="_ _3"></span> </div><div class="t m0 x10f h2f y159 ff1 fs5 fc0 sc0 ls0 ws0">handlowego<span class="_ _0"></span> zlokalizowanego pr<span class="_ _3"></span>z<span class="_ _8"></span>y ul. Akademickiej i<span class="_ _0"></span> </div><div class="t m0 x1d h2f y86 ff2 fs5 fc0 sc0 ls0 ws0">Jana Pawła II 20<span class="_ _3"></span> <span class="_ _8"></span>w Koszalinie.<span class="ff1"> </span></div></div><div class="c xa5 ya69 w125 h33"><div class="t m0 x47 h2d y193 ff6 fs5 fc0 sc0 ls0 ws0">20.10.2021 </div></div><div class="c x6 ya69 w81 h33"><div class="t m0 x20 h2f y193 ff1 fs5 fc0 sc0 ls0 ws0">60.684 </div></div><div class="c x171 ya69 w126 h33"><div class="t m0 xa h2f y193 ff1 fs5 fc0 sc0 ls0 ws0">PDC INDUSTRIAL<span class="_ _3"></span> </div><div class="t m0 xa h2f y159 ff1 fs5 fc0 sc0 ls0 ws0">CENTER <span class="ff2">180 z s<span class="_ _0"></span>iedzibą </span></div><div class="t m0 xa h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">w Warszawie </div></div><div class="c x172 ya69 w127 h33"><div class="t m0 x57 h2f y193 ff1 fs5 fc0 sc0 ls0 ws0">Wybudowanie bu<span class="_ _0"></span>dynku maga<span class="_ _0"></span>zynowego Parku </div><div class="t m0 x4f h2f y159 ff2 fs5 fc0 sc0 ls0 ws0">Panattoni Par<span class="_ _0"></span>k Swadzim II<span class="_ _0"></span> wraz z niezbędną<span class="_ _0"></span> </div><div class="t m0 x102 h2f y86 ff2 fs5 fc0 sc0 ls0 ws0">infrastrukturą tow<span class="_ _0"></span>arzyszą<span class="_ _0"></span>cą<span class="ff1"> </span></div></div><div class="c xa5 y4ec w125 hdf"><div class="t m0 x47 h2d ya36 ff6 fs5 fc0 sc0 ls0 ws0">14.12.2021 </div></div><div class="c x6 y4ec w81 hdf"><div class="t m0 x1e h2f ya36 ff1 fs5 fc0 sc0 ls0 ws0">169.700 </div></div><div class="c x171 y4ec w126 hdf"><div class="t m0 xa h2f ya36 ff2 fs5 fc0 sc0 ls0 ws0">Zakład Komunaln<span class="_ _0"></span>y sp. z </div><div class="t m0 xa h2f y80b ff2 fs5 fc0 sc0 ls0 ws0">o.o. z siedzibą w<span class="_ _3"></span> <span class="_ _8"></span>Opolu<span class="ff1"> </span></div></div><div class="c x172 y4ec w127 hdf"><div class="t m0 x115 h2f ya36 ff1 fs5 fc0 sc0 ls0 ws0">Budowa Stadion<span class="_ _0"></span>u Miejskiego w<span class="_ _3"></span> <span class="_ _8"></span>Opolu wr<span class="_ _0"></span>az z </div><div class="t m0 x2c h2f y80b ff2 fs5 fc0 sc0 ls0 ws0">parkingami ora<span class="_ _0"></span>z infrastrukturą<span class="_ _3"></span> <span class="_ _8"></span>techniczną<span class="_ _3"></span> <span class="_ _8"></span><span class="ff1"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h8 ya6a ff1 fs3 fc0 sc0 ls0 ws0">W <span class="_ _f"></span>dniu <span class="_ _f"></span>15 <span class="_ _f"></span>grudn<span class="_ _8"></span>ia <span class="_ _f"></span>2021 <span class="_ _f"></span>roku <span class="_ _6"></span><span class="ff2">Zarząd <span class="_ _f"></span>Emitenta <span class="_ _6"></span>powziął <span class="_ _f"></span>informację <span class="_ _f"></span>o<span class="_ _8"></span>d <span class="_ _f"></span>Zamawiaj<span class="_ _8"></span>ącego, <span class="_ _f"></span>Generalnej <span class="_ _f"></span>Dy<span class="_ _8"></span>rekcji </span></div><div class="t m0 x2 h8 ya6b ff2 fs3 fc0 sc0 ls0 ws0">Dróg Krajowych i Autostrad<span class="_ _8"></span> Oddział w Bydgoszczy, ż<span class="_ _8"></span>e w postęp<span class="_ _8"></span>owaniu przetargowy<span class="_ _8"></span>m prowadzonym w trybie </div><div class="t m0 x2 h8 ya6c ff2 fs3 fc0 sc0 ls0 ws0">przetargu <span class="_ _8"></span>nieograniczon<span class="_ _8"></span>ego <span class="_ _8"></span>p.n. <span class="_ _8"></span>„Projekt <span class="_ _8"></span>i <span class="_ _8"></span>budow<span class="_ _8"></span>a dr<span class="_ _8"></span>ogi <span class="_ _8"></span>ekspresowej <span class="_ _8"></span>S10 <span class="_ _c"></span>Bydgoszcz<span class="_ _8"></span> <span class="_ _c"></span>–<span class="ff1"> <span class="_ _8"></span></span>Toruń, <span class="_ _8"></span>odcinek <span class="_ _8"></span>3 <span class="_ _8"></span>od </div><div class="t m0 x2 h8 ya6d ff2 fs3 fc0 sc0 ls0 ws0">węzła <span class="_ _21"> </span>Solec  do <span class="_ _2a"> </span>węzł<span class="_ _8"></span>a <span class="_ _21"> </span>Toruń <span class="_ _21"> </span>Zach<span class="_ _8"></span>ód”, <span class="_ _21"> </span>jako <span class="_ _28"> </span>najkorzys<span class="_ _8"></span>tniejsza <span class="_ _21"> </span>została <span class="_ _21"> </span>wy<span class="_ _8"></span>brana <span class="_ _21"> </span>ofert<span class="_ _8"></span>a <span class="_ _21"> </span>konsorcj<span class="_ _8"></span>um <span class="_ _21"> </span>(dalej: </div><div class="t m0 x2 h8 ya6e ff2 fs3 fc0 sc0 ls0 ws0">„Konsorcjum”) firm w s<span class="_ _8"></span>kładzie:<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x85 h8 ya6f ff14 fs3 fc0 sc0 ls0 ws0">•<span class="ff1"> <span class="_ _37"> </span><span class="ff2">KOBYLARNIA S.A. z si<span class="_ _8"></span>edzibą w Kobylarn<span class="_ _8"></span>i (Lider Konsorc<span class="_ _8"></span>jum),<span class="_ _8"></span></span> </span></div><div class="t m0 x85 h8 ya70 ff14 fs3 fc0 sc0 ls0 ws0">•<span class="ff1"> <span class="_ _37"> </span><span class="ff2">MIRBUD S.A. z s<span class="_ _8"></span>iedzibą w Skierniew<span class="_ _8"></span>icach (Partner Ko<span class="_ _8"></span>nsorcjum).<span class="_ _8"></span></span> </span></div><div class="t m0 x2 hb ya71 ff5 fs3 fc0 sc0 ls0 ws0">Wartość oferty:<span class="_ _8"></span><span class="ff1"> <span class="ff2">425 869 442,92 zł bru<span class="_ _8"></span>tto</span> </span></div></div></div><div class="pi" ></div></div><div id="pf5e" class="pf w0 h0" ><div class="pc pc5e w0 h0"><img class="bi x4 y2a w3 hcd" alt="" src="data:image/png;base64,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"/><div class="c x0 y1 w2 h0"><div class="t m0 x105 h6 y991 ff4 fs2 fc2 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI GRUPY KAPITAŁOWEJ <span class="ff3">MIRBUD ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc3"> </span></span></div><div class="t m0 x6 h4 y992 ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y2d wda h7"><div class="t m0 x32 h8 y2e ff2 fs3 fc2 sc0 ls0 ws0">Grupa Kapitałowa MIR<span class="_ _8"></span>BUD<span class="ff1"> <span class="ls6">| <span class="_ _8"></span></span></span>Najważniejsze u<span class="_ _8"></span>mowy<span class="ff1"> </span>o roboty b<span class="_ _8"></span>udowlane i inne do<span class="_ _8"></span>tycz<span class="_ _8"></span>ące </div><div class="t m0 x16f h8 y2f ff2 fs3 fc2 sc0 ls0 ws0">działalności operacyj<span class="_ _8"></span>nej zawarte przez Spó<span class="_ _8"></span>łki Grupy Kapitałowej<span class="_ _c"></span><span class="ff1"> </span></div></div><div class="c x9 y2d wdb h7"><div class="t m0 xa h4 y30 ff3 fs1 fc4 sc0 ls3 ws0">94<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h4 y31 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y993 ff2 fs3 fc0 sc0 ls0 ws0">Szczegółowe warunki<span class="_ _8"></span> powyższ<span class="_ _8"></span>ych umów nie odbiegają<span class="_ _8"></span> od warunków powsz<span class="_ _8"></span><span class="ff1">ec<span class="_ _8"></span>hnie stosowanych n<span class="_ _8"></span>a rynku.<span class="_ _8"></span> </span></div><div class="t m0 x2 hb y974 ff6 fs3 fc0 sc0 ls0 ws0">  </div><div class="t m0 x2 h35 y829 ff6 fs1 fc0 sc0 ls0 ws0">KOBYLARNI<span class="_ _0"></span>A S.A. </div><div class="t m0 x2 h2c ya72 ff8 fs5 fc0 sc0 ls0 ws0">Tabela: Najważn<span class="_ _0"></span>iejsze umo<span class="_ _0"></span>wy o roboty budo<span class="_ _3"></span>w<span class="_ _8"></span>lane za<span class="_ _0"></span>warte przez KOBYL<span class="_ _3"></span>A<span class="_ _8"></span>RNIA S.A<span class="_ _0"></span>. w okresie 01<span class="_ _3"></span>.<span class="_ _8"></span>01.20<span class="_ _8"></span><span class="ff7">21-31.<span class="ls16">12</span>.2021.<span class="_ _0"></span> </span></div></div><div class="c x175 ya73 w128 he8"><div class="t m0 x54 h2d ya5d ff6 fs5 fc4 sc0 ls0 ws0">Data zawarcia </div><div class="t m0 x20 h2d ya5e ff6 fs5 fc4 sc0 ls0 ws0">umowy </div></div><div class="c x176 ya73 w129 he8"><div class="t m0 x10f h2f ya5d ff2 fs5 fc4 sc0 ls0 ws0">Wartość umow<span class="_ _0"></span>y </div><div class="t m0 x29 h2f ya5e ff2 fs5 fc4 sc0 ls0 ws0">(netto) w tys. <span class="_ _0"></span>zł<span class="ff1"> </span></div></div><div class="c x177 ya73 w12a he8"><div class="t m0 x4b h2f ya5d ff1 fs5 fc4 sc0 ls0 ws0">Kontrahent </div></div><div class="c x172 ya73 w12b he8"><div class="t m0 x4 h2f ya5d ff1 fs5 fc4 sc0 ls0 ws0">Przedmiot umow<span class="_ _0"></span>y </div></div><div class="c x175 y276 w128 he0"><div class="t m0 x57 h2d ya38 ff6 fs5 fc0 sc0 ls0 ws0">04.01.2021 </div></div><div class="c x176 y276 w129 he0"><div class="t m0 x41 h2f ya38 ff1 fs5 fc0 sc0 ls0 ws0">27.579 </div></div><div class="c x177 y276 w12a he0"><div class="t m0 x4f h2f ya38 ff1 fs5 fc0 sc0 ls0 ws0">G&amp;M Sp. z o.o.<span class="_ _0"></span> </div></div><div class="c x172 y276 w12b he0"><div class="t m0 x34 h2f ya38 ff2 fs5 fc0 sc0 ls0 ws0">Kompleksowe w<span class="_ _0"></span>ykonanie prefab<span class="_ _0"></span>rykacji zbrojeń<span class="_ _0"></span> i </div><div class="t m0 x2f h2f y225 ff2 fs5 fc0 sc0 ls0 ws0">prefabrykacji<span class="_ _0"></span> deskowań dla reali<span class="_ _3"></span>z<span class="_ _8"></span>acji es<span class="_ _0"></span>takady EST<span class="ff1">-<span class="ls1b">1 </span></span></div><div class="t m0 x3e h2f y226 ff2 fs5 fc0 sc0 ls0 ws0">w związku z rea<span class="_ _0"></span>lizacją inwes<span class="_ _0"></span>tycji pod<span class="_ _0"></span> nazwą „Budowa </div><div class="t m0 x10f h2f y193 ff1 fs5 fc0 sc0 ls0 ws0">drogi ekspresow<span class="_ _0"></span>ej S1 (dawniej <span class="_ _3"></span>S<span class="_ _8"></span>69) Biel<span class="_ _0"></span>sko-<span class="ff2">Biała –</span> </div><div class="t m0 x33 h2f y159 ff2 fs5 fc0 sc0 ls0 ws0">Żywiec –<span class="ff1"> </span>Zward<span class="_ _0"></span>oń, odcinek Pr<span class="_ _0"></span>zybędza –<span class="ff1"> </span>Milówka </div><div class="t m0 x23 h2f y86 ff2 fs5 fc0 sc0 ls0 ws0">(obejście Węgier<span class="_ _0"></span>skiej Górki)<span class="ff1"> </span></div></div><div class="c x175 y5a3 w128 heb"><div class="t m0 x57 h2d ya74 ff6 fs5 fc0 sc0 ls0 ws0">19.01.2021 </div></div><div class="c x176 y5a3 w129 heb"><div class="t m0 x41 h2f ya74 ff1 fs5 fc0 sc0 ls0 ws0">55.946  </div></div><div class="c x177 y5a3 w12a heb"><div class="t m0 x3e h2f ya74 ff2 fs5 fc0 sc0 ls0 ws0">Województwo Kujaw<span class="_ _0"></span>sko–</div><div class="t m0 xa h2f ya75 ff1 fs5 fc0 sc0 ls0 ws0">Pomorskim - <span class="ff2">Zarząd<span class="_ _0"></span> Dróg </span></div><div class="t m0 x47 h2f ya76 ff2 fs5 fc0 sc0 ls0 ws0">Wojewódzkich w<span class="_ _0"></span> </div><div class="t m0 x2c h2f ya77 ff1 fs5 fc0 sc0 ls0 ws0">Bydgoszczy </div></div><div class="c x172 y5a3 w12b heb"><div class="t m0 x3f h2f ya74 ff2 fs5 fc0 sc0 ls0 ws0">Rozbudowa dr<span class="_ _0"></span>ogi wojewódzkiej nr<span class="_ _3"></span> 548 Stolno –<span class="ff1"> </span></div><div class="t m0 x3f h2f ya75 ff2 fs5 fc0 sc0 ls0 ws0">Wąbrzeźno km<span class="_ _0"></span> 0+005 do km 29<span class="_ _0"></span>+619 z w<span class="_ _0"></span>yłączeniem </div><div class="t m0 x3f h2f ya76 ff2 fs5 fc0 sc0 ls0 ws0">węzła autostradow<span class="_ _0"></span>ego w m. Li<span class="_ _3"></span>s<span class="_ _8"></span>ewo od km 14+14<span class="_ _0"></span>4 do </div><div class="t m0 x3f h2f ya77 ff1 fs5 fc0 sc0 ls0 ws0">km 15+146. <span class="ff2">Częś<span class="_ _0"></span>ć 1 –<span class="ff1"> etap I od <span class="_ _0"></span>km 0+005 do <span class="_ _0"></span>km </span></span></div><div class="t m0 x3f h2f ya78 ff2 fs5 fc0 sc0 ls0 ws0">14+144”.<span class="ff1"> </span></div><div class="t m0 x32 h2f ya79 ff14 fs5 fc0 sc0 ls0 ws0">•<span class="ff1"> <span class="_ _32"> </span><span class="ff2">KOBYLARNIA <span class="_ _2b"> </span>S.A. <span class="_ _13"> </span>z <span class="_ _13"> </span>siedzibą <span class="_ _2b"> </span>w <span class="_ _2b"> </span>Kobylarni <span class="_ _13"> </span></span>- </span></div><div class="t m0 x115 h2f ya7a ff2 fs5 fc0 sc0 ls0 ws0">spółka <span class="_ _14"> </span>z <span class="_ _14"> </span>Grupy <span class="_ _14"> </span>Kapitałowej <span class="_ _14"> </span>Emitenta<span class="_ _0"></span> <span class="_ _14"> </span>(Lider </div><div class="t m0 x115 h2f ya7b ff1 fs5 fc0 sc0 ls0 ws0">Konsorcjum), </div><div class="t m0 x2b h2f y159 ff2 fs5 fc0 sc0 ls0 ws0">MIRBUD S.A<span class="_ _0"></span>. z siedzibą w S<span class="_ _3"></span>k<span class="_ _8"></span>ierniew<span class="_ _0"></span>icach (Partner </div><div class="t m0 x59 h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">Konsorcjum) </div></div><div class="c x175 ya7c w128 hdb"><div class="t m0 x57 h2d y21a ff6 fs5 fc0 sc0 ls0 ws0">20.01.2021 </div></div><div class="c x176 ya7c w129 hdb"><div class="t m0 x41 h2f y21a ff1 fs5 fc0 sc0 ls0 ws0">26.174 </div></div><div class="c x177 ya7c w12a hdb"><div class="t m0 x30 h2f y21a ff2 fs5 fc0 sc0 ls0 ws0">Robert Białdyga </div><div class="t m0 x57 h2f y21b ff2 fs5 fc0 sc0 ls0 ws0">Przedsiębiorstwo<span class="_ _0"></span> </div><div class="t m0 x12a h2f y2e ff1 fs5 fc0 sc0 ls0 ws0">Handlowo <span class="ff2">–</span> <span class="ff2">Usługow<span class="_ _0"></span>e </span></div><div class="t m0 x53 h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">TRANSKOM </div></div><div class="c x172 ya7c w12b hdb"><div class="t m0 x32 h2f y21a ff2 fs5 fc0 sc0 ls0 ws0">Dostawa mieszane<span class="_ _0"></span>k kruszyw<span class="_ _0"></span> w związku z rea<span class="_ _0"></span>lizacją </div><div class="t m0 x54 h2f y21b ff2 fs5 fc0 sc0 ls0 ws0">inwestycji pod na<span class="_ _0"></span>zwą „Zaproje<span class="_ _0"></span>ktowanie i budow<span class="_ _0"></span>a </div><div class="t m0 x22 h2f y2e ff2 fs5 fc0 sc0 ls0 ws0">obwodnicy Olesna<span class="_ _3"></span> <span class="_ _8"></span>w ciągu drog<span class="_ _0"></span>i krajowe<span class="_ _0"></span>j nr 11 </div><div class="t m0 x178 h2f y86 ff2 fs5 fc0 sc0 ls0 ws0">(S11)”.<span class="ff1"> </span></div></div><div class="c x175 ya7d w128 hec"><div class="t m0 x57 h2d ya7e ff6 fs5 fc0 sc0 ls0 ws0">27.01.2021 </div></div><div class="c x176 ya7d w129 hec"><div class="t m0 x4f h2f ya7e ff1 fs5 fc0 sc0 ls0 ws0">209.897 </div></div><div class="c x177 ya7d w12a hec"><div class="t m0 x4d h2f ya7e ff1 fs5 fc0 sc0 ls0 ws0">GDDKiA </div></div><div class="c x172 ya7d w12b hec"><div class="t m0 x3f h2f ya7e ff1 fs5 fc0 sc0 ls0 ws0">Budowa autostrad<span class="_ _0"></span>y A18 Ol<span class="_ _0"></span>szyna <span class="ff2">–</span> Golnice </div><div class="t m0 x3f h2f ya7f ff2 fs5 fc0 sc0 ls0 ws0">(przebudow<span class="_ _0"></span>a jezdni południowej) <span class="_ _0"></span>odcinek 4 od k<span class="_ _0"></span>m </div><div class="t m0 x3f h2f ya80 ff1 fs5 fc0 sc0 ls0 ws0">50+000 do km 71+5<span class="_ _0"></span>33) </div><div class="t m0 x32 h8 ya81 ff14 fs3 fc0 sc0 ls0 ws0">•<span class="ff1"> <span class="_ _3d"> </span><span class="ff2 fs5">KOBYLARNIA <span class="_ _7"> </span>S.A.  z  siedzibą <span class="_ _7"> </span>w <span class="_ _28"> </span><span class="ff1">Kobylarni  - </span></span></span></div><div class="t m0 x44 h2f ya82 ff2 fs5 fc0 sc0 ls0 ws0">spółka <span class="_ _13"> </span>z <span class="_ _13"> </span>Grupy <span class="_ _13"> </span>Kapitałowej <span class="_ _2b"> </span>Emitenta <span class="_ _13"> </span>(lider </div><div class="t m0 x44 h2f ya83 ff1 fs5 fc0 sc0 ls0 ws0">Konsorcjum); </div><div class="t m0 x32 h8 ya84 ff14 fs3 fc0 sc0 ls0 ws0">•<span class="ff1"> <span class="_ _3d"> </span><span class="ff2 fs5">MIRBUD <span class="_ _2b"> </span>S<span class="_ _8"></span>.A. <span class="_ _2b"> </span>z<span class="_ _8"></span> <span class="_ _13"> </span>siedzibą <span class="_ _13"> </span>w <span class="_ _13"> </span>Skierniewicach<span class="_ _3"></span> </span></span></div><div class="t m0 x44 h2f ya85 ff1 fs5 fc0 sc0 ls0 ws0">(partner Konsorc<span class="_ _0"></span>jum); </div><div class="t m0 x29 h2f y193 ff2 fs5 fc0 sc0 ls0 ws0">BUDPOL Sp. z o.o<span class="_ _3"></span>.<span class="_ _8"></span> z siedzibą w<span class="_ _0"></span> Częstochowie<span class="_ _3"></span>,<span class="_ _8"></span> ul. </div><div class="t m0 x1a h2f y159 ff1 fs5 fc0 sc0 ls0 ws0">Kopalniana 12J, 42-<span class="ff2">2<span class="_ _0"></span>71 Częstoch<span class="_ _3"></span>owa (partner </span></div><div class="t m0 x59 h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">Konsorcjum) </div></div><div class="c x175 y650 w128 h33"><div class="t m0 x57 h2d y193 ff6 fs5 fc0 sc0 ls0 ws0">03.02.2021 </div></div><div class="c x176 y650 w129 h33"><div class="t m0 x41 h2f y193 ff1 fs5 fc0 sc0 ls0 ws0">21.215  </div></div><div class="c x177 y650 w12a h33"><div class="t m0 x3f h2f y193 ff1 fs5 fc0 sc0 ls0 ws0">BAUME Sp. z o.o<span class="_ _0"></span> </div></div><div class="c x172 y650 w12b h33"><div class="t m0 x3f h2f y193 ff2 fs5 fc0 sc0 ls0 ws0">Wykonanie <span class="_ _28"> </span>robót <span class="_ _11"> </span>ziemn<span class="_ _0"></span>ych <span class="_ _11"> </span>w<span class="_ _0"></span> <span class="_ _11"> </span>związku <span class="_ _28"> </span>z <span class="_ _11"> </span>realizacją<span class="_ _3"></span> </div><div class="t m0 x3f h2f y159 ff2 fs5 fc0 sc0 ls0 ws0">inwestycji <span class="_ _1e"> </span>pod <span class="_ _1e"> </span>nazwą <span class="_ _1e"> </span>„Zaprojektowan<span class="_ _0"></span>ie <span class="_ _1e"> </span>i <span class="_ _1e"> </span>budowa </div><div class="t m0 x3f h2f y86 ff2 fs5 fc0 sc0 ls0 ws0">obwodnicy Olesna<span class="_ _3"></span> <span class="_ _8"></span>w ciągu<span class="_ _0"></span> drogi kr<span class="_ _0"></span>ajowej nr 11 (S11)”<span class="_ _0"></span>.<span class="ff1"> </span></div></div><div class="c x175 ya86 w12c hed"><div class="t m0 x57 h2d ya87 ff6 fs5 fc0 sc0 ls0 ws0">16.04.2021 </div></div><div class="c x176 ya86 w12d hed"><div class="t m0 x4f h2f ya87 ff1 fs5 fc0 sc0 ls0 ws0">631 707 </div></div><div class="c x177 ya86 w16 hed"><div class="t m0 xa h2f ya87 ff1 fs5 fc0 sc0 ls0 ws0">GDDKiA </div></div><div class="c x10b ya86 w12e hed"><div class="t m0 xa h2f ya87 ff2 fs5 fc0 sc0 ls0 ws0">Budowa <span class="_ _32"> </span>Obwodnicy <span class="_ _32"> </span>Metropolii <span class="_ _32"> </span>Trójmiejs<span class="_ _0"></span>kiej <span class="_ _32"> </span>z </div><div class="t m0 xa h2f ya88 ff2 fs5 fc0 sc0 ls0 ws0">podziałem <span class="_ _f"></span>na <span class="_ _f"> </span>2 <span class="_ _f"> </span>c<span class="_ _8"></span>zęści, <span class="_ _f"></span>część <span class="_ _f"></span>2: <span class="_ _f"></span>Budowa <span class="_ _f"></span>Obwodnicy </div><div class="t m0 xa h2f ya60 ff2 fs5 fc0 sc0 ls0 ws0">Metropolii <span class="_ _12"> </span>Trójmiejskiej <span class="_ _12"> </span>z<span class="_ _8"></span>adanie<span class="_ _0"></span> <span class="_ _1e"> </span>2: <span class="_ _1e"> </span>węzeł <span class="_ _1e"> </span>Żukowo<span class="_ _0"></span> </div><div class="t m0 xa h2f ya89 ff1 fs5 fc0 sc0 ls17 ws0">(z<span class="ls0"> <span class="ff2">węzłem) –</span> <span class="ff2">węzeł<span class="_ _0"></span> Gdańsk Połud<span class="_ _0"></span>nie (z węzłem)<span class="_ _0"></span>,<span class="ff1"> </span></span></span></div><div class="t m0 x32 h8 ya8a ff14 fs3 fc0 sc0 ls0 ws0">•<span class="ff1"> <span class="_ _3d"> </span><span class="ff2 fs5">MIRBUD <span class="_ _2b"> </span>S<span class="_ _8"></span>.A. <span class="_ _2b"> </span>z<span class="_ _8"></span> <span class="_ _13"> </span>siedzibą <span class="_ _13"> </span>w <span class="_ _13"> </span>Skierniewicach<span class="_ _3"></span> </span></span></div><div class="t m0 x44 h2f ya8b ff1 fs5 fc0 sc0 ls0 ws0">(Lider Konsorcjum)<span class="_ _0"></span>, </div><div class="t m0 x32 h8 ya64 ff14 fs3 fc0 sc0 ls0 ws0">•<span class="ff1"> <span class="_ _3d"> </span><span class="ff2 fs5">KOBYLARNIA <span class="_ _2b"> </span>S<span class="_ _8"></span>.A. <span class="_ _13"> </span>z <span class="_ _13"> </span>siedzibą <span class="_ _12"> </span>w <span class="_ _13"> </span>Kobylarni </span></span></div><div class="t m0 x44 h2f y4fc ff1 fs5 fc0 sc0 ls0 ws0">(Partner Konsor<span class="_ _0"></span>cjum).  </div></div><div class="c x175 ya8c w12c hee"><div class="t m0 x57 h2d ya8d ff6 fs5 fc0 sc0 ls0 ws0">14.05.2021 </div></div><div class="c x176 ya8c w12d hee"><div class="t m0 x179 h2f ya8d ff1 fs5 fc0 sc0 ls16 ws0">72<span class="ls0"> </span>370 <span class="ls0"> </span></div></div><div class="c x177 ya8c w16 hee"><div class="t m0 xa h2f ya8d ff1 fs5 fc0 sc0 ls0 ws0">Konsorcjum firm<span class="_ _0"></span> w </div><div class="t m0 xa h2f ya8e ff2 fs5 fc0 sc0 ls0 ws0">składzie:<span class="ff1"> </span></div><div class="t m0 x173 h2f ya8f ff14 fs5 fc0 sc0 ls0 ws0">•<span class="ff1"> <span class="_ _32"> </span>WASKO S.A. z </span></div><div class="t m0 x110 h2f y159 ff2 fs5 fc0 sc0 ls0 ws0">siedzibą w Gliwica<span class="_ _3"></span>c<span class="_ _8"></span>h ( </div><div class="t m0 x110 h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">Lider Konsor<span class="_ _0"></span>cjum) </div></div><div class="c x10b ya8c w12e hee"><div class="t m0 x57 h2f ya8d ff2 fs5 fc0 sc0 ls0 ws0">Kompleksowe w<span class="_ _0"></span>ykonanie wypo<span class="_ _3"></span>s<span class="_ _8"></span>ażenia <span class="_ _0"></span>tuneli, </div><div class="t m0 x22 h2f ya8e ff2 fs5 fc0 sc0 ls0 ws0">systemów sterow<span class="_ _0"></span>ania i zarząd<span class="_ _0"></span>zania tunelami<span class="_ _0"></span> w </div><div class="t m0 x63 h2f ya90 ff2 fs5 fc0 sc0 ls0 ws0">budynkach techn<span class="_ _0"></span>icznych ora<span class="_ _0"></span>z OUD w zwią<span class="_ _3"></span>zku z </div><div class="t m0 x1a h2f ya91 ff2 fs5 fc0 sc0 ls0 ws0">realizacją inwes<span class="_ _0"></span>tycji pod na<span class="_ _0"></span>zwą „Budow<span class="_ _0"></span>a drogi </div><div class="t m0 xa h2f y4c5 ff1 fs5 fc0 sc0 ls0 ws0">ekspresowej S1(<span class="_ _3"></span> <span class="_ _8"></span>dawniej S 69)<span class="_ _0"></span> Bielsko-<span class="ff2">Biała –</span> <span class="ff2">Ż<span class="_ _0"></span>ywiec </span></div></div></div><div class="pi" ></div></div><div id="pf5f" class="pf w0 h0" ><div class="pc pc5f w0 h0"><img class="bi x4 y2a w3 hcd" alt="" 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class="c x0 y1 w2 h0"><div class="t m0 x105 h6 y991 ff4 fs2 fc2 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI GRUPY KAPITAŁOWEJ <span class="ff3">MIRBUD ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc3"> </span></span></div><div class="t m0 x6 h4 y992 ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y2d wda h7"><div class="t m0 x32 h8 y2e ff2 fs3 fc2 sc0 ls0 ws0">Grupa Kapitałowa MIR<span class="_ _8"></span>BUD<span class="ff1"> <span class="ls6">| <span class="_ _8"></span></span></span>Najważniejsze u<span class="_ _8"></span>mowy o roboty budo<span class="_ _8"></span>wlane i inne dot<span class="_ _8"></span>yczące </div><div class="t m0 x16f h8 y2f ff2 fs3 fc2 sc0 ls0 ws0">działalności operacyj<span class="_ _8"></span>nej zawarte przez Spó<span class="_ _8"></span>łki Grupy Kapitałowej<span class="_ _c"></span><span class="ff1"> </span></div></div><div class="c x9 y2d wdb h7"><div class="t m0 xa h4 y30 ff3 fs1 fc4 sc0 ls3 ws0">95<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h4 y31 ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x177 ya92 w16 hef"><div class="t m0 x173 h2f ya93 ff14 fs5 fc0 sc0 ls0 ws0">•<span class="ff1"> <span class="_ _32"> </span>Voltar System Sp. z o.o<span class="_ _0"></span> </span></div><div class="t m0 x110 h2f ya94 ff2 fs5 fc0 sc0 ls0 ws0">z siedzibą w Ty<span class="_ _0"></span>chach<span class="ff1"> </span></div></div><div class="c x10b ya92 w12e hef"><div class="t m0 x32 h2f ya95 ff2 fs5 fc0 sc0 ls0 ws0">–<span class="ff1"> </span>Zwardoń, odcine<span class="_ _0"></span>k Przybęd<span class="ff1">za </span>–<span class="_ _0"></span><span class="ff1"> <span class="ff2">Milówka ( obe<span class="_ _0"></span>jście </span></span></div><div class="t m0 x7 h2f ya96 ff2 fs5 fc0 sc0 ls0 ws0">Węgierskiej Górk<span class="_ _0"></span>i)”<span class="ff1"> </span></div></div><div class="c x175 y80e w12c hf0"><div class="t m0 x57 h2d ya97 ff6 fs5 fc0 sc0 ls0 ws0">30.06.2021 </div></div><div class="c x176 y80e w12d hf0"><div class="t m0 x4f h2f ya97 ff1 fs5 fc0 sc0 ls0 ws0">200 677 </div></div><div class="c x177 y80e w16 hf0"><div class="t m0 xa h2f ya97 ff1 fs5 fc0 sc0 ls0 ws0">GDDKiA </div></div><div class="c x10b y80e w12e hf0"><div class="t m0 x2b h2f ya97 ff2 fs5 fc0 sc0 ls0 ws0">Zaprojektowanie i<span class="_ _0"></span> budowa obwo<span class="_ _0"></span>dnicy miejscowoś<span class="_ _0"></span>ci </div><div class="t m0 x61 h2f ya61 ff2 fs5 fc0 sc0 ls0 ws0">Gostyń w ciągu<span class="_ _0"></span> drogi krajow<span class="_ _0"></span>ej nr 12<span class="ff1"> </span></div><div class="t m0 x32 h8 ya62 ff14 fs3 fc0 sc0 ls0 ws0">•<span class="ff1"> <span class="_ _3d"> </span><span class="ff2 fs5">MIRBUD <span class="_ _2b"> </span>S<span class="_ _8"></span>.A. <span class="_ _2b"> </span>z<span class="_ _8"></span> <span class="_ _13"> </span>siedzibą <span class="_ _13"> </span>w <span class="_ _13"> </span>Skierniewicach<span class="_ _3"></span> </span></span></div><div class="t m0 x44 h2f ya63 ff1 fs5 fc0 sc0 ls0 ws0">(Lider Konsorcjum)<span class="_ _0"></span>, </div><div class="t m0 x32 h8 ya64 ff14 fs3 fc0 sc0 ls0 ws0">•<span class="ff1"> <span class="_ _3d"> </span><span class="ff2 fs5">KOBYLARNIA <span class="_ _2b"> </span>S<span class="_ _8"></span>.A. <span class="_ _13"> </span>z <span class="_ _13"> </span>siedzibą <span class="_ _12"> </span>w <span class="_ _12"> </span><span class="ff1">Kobylarni </span></span></span></div><div class="t m0 x44 h2f y4fc ff1 fs5 fc0 sc0 ls0 ws0">(Partner Kon<span class="_ _0"></span>sorcjum).  </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h2b ya98 ff7 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y3c4 ff1 fs3 fc0 sc0 ls0 ws0">W <span class="_ _f"></span>dniu <span class="_ _f"></span>15 <span class="_ _f"></span>grudn<span class="_ _8"></span>ia <span class="_ _f"></span>2021 <span class="_ _f"></span>roku <span class="_ _6"></span><span class="ff2">Zarząd <span class="_ _f"></span>Emitenta <span class="_ _6"></span>powziął <span class="_ _f"></span>informację <span class="_ _f"></span>o<span class="_ _8"></span>d <span class="_ _f"></span>Zamawiaj<span class="_ _8"></span>ącego, <span class="_ _f"></span>Generalnej <span class="_ _f"></span>Dy<span class="_ _8"></span>rekcji </span></div><div class="t m0 x2 h8 ya99 ff2 fs3 fc0 sc0 ls0 ws0">Dróg Krajowych i Autostrad<span class="_ _8"></span> Oddział w Bydgoszczy, ż<span class="_ _8"></span>e w postępowaniu przetargo<span class="_ _8"></span>wym prowadzonym w trybie </div><div class="t m0 x2 h8 ya9a ff1 fs3 fc0 sc0 ls0 ws0">przetargu <span class="_ _8"></span><span class="ff2">nieogranicz<span class="_ _8"></span>onego <span class="_ _8"></span>p.n. <span class="_ _8"></span>„Projekt <span class="_ _8"></span>i <span class="_ _8"></span>budow<span class="_ _8"></span>a dr<span class="_ _8"></span>ogi <span class="_ _8"></span>ekspresowej <span class="_ _8"></span>S1<span class="_ _8"></span>0 <span class="_ _8"></span>Bydgoszcz<span class="_ _8"></span> <span class="_ _c"></span>–</span> <span class="_ _8"></span><span class="ff2">Toruń, <span class="_ _8"></span>odcinek <span class="_ _8"></span>3 <span class="_ _8"></span>od </span></div><div class="t m0 x2 h8 ya9b ff2 fs3 fc0 sc0 ls0 ws0">węzła <span class="_ _21"> </span>Solec  do <span class="_ _2a"> </span>węzł<span class="_ _8"></span>a <span class="_ _21"> </span>Toruń <span class="_ _21"> </span>Zach<span class="_ _8"></span>ód”, <span class="_ _21"> </span>jako <span class="_ _28"> </span>najkorzys<span class="_ _8"></span>tniejsza <span class="_ _21"> </span>została <span class="_ _21"> </span>wy<span class="_ _8"></span>brana <span class="_ _21"> </span>ofert<span class="_ _8"></span>a <span class="_ _21"> </span>konsorcj<span class="_ _8"></span>um <span class="_ _21"> </span>(dalej: </div><div class="t m0 x2 h8 y3c8 ff2 fs3 fc0 sc0 ls0 ws0">„Konsorcjum”) firm w s<span class="_ _8"></span>kładzie:<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x85 h8 ya9c ff14 fs3 fc0 sc0 ls0 ws0">•<span class="ff1"> <span class="_ _37"> </span><span class="ff2">KOBYLARNIA S.A. z si<span class="_ _8"></span>edzibą w K</span>oby<span class="_ _8"></span>larni (Lider Kons<span class="_ _8"></span>orcjum),<span class="_ _8"></span> </span></div><div class="t m0 x85 h8 y173 ff14 fs3 fc0 sc0 ls0 ws0">•<span class="ff1"> <span class="_ _37"> </span><span class="ff2">MIRBUD S.A. z s<span class="_ _8"></span>iedzibą w Skierniew<span class="_ _8"></span>icach (Partner Ko<span class="_ _8"></span>nsorcjum).<span class="_ _8"></span></span> </span></div><div class="t m0 x2 hb ya9d ff5 fs3 fc0 sc0 ls0 ws0">Wartość oferty:<span class="_ _8"></span><span class="ff1"> <span class="ff2">425 869 442,92 zł bru<span class="_ _8"></span>tto</span> </span></div><div class="t m0 x2 h8 y5df ff2 fs3 fc0 sc0 ls0 ws0">Szczegółowe warunki<span class="_ _8"></span> powyższ<span class="_ _8"></span>ych umów nie odbiegają<span class="_ _8"></span> od warunków powszec<span class="_ _8"></span>hnie stosowanych n<span class="_ _8"></span>a rynku<span class="_ _8"></span><span class="ff1">.<span class="_ _8"></span> </span></div><div class="t m0 x2 h35 ya9e ff6 fs1 fc0 sc0 ls0 ws0">JHM DEVELOP<span class="_ _3"></span>M<span class="_ _8"></span>ENT  </div><div class="t m0 x2 h8 ya9f ff2 fs3 fc0 sc0 ls0 ws0">W okresie, który obej<span class="_ _8"></span>muje sprawozdan<span class="_ _8"></span>ie spółka zawar<span class="_ _8"></span>ła następując<span class="_ _8"></span>e znacz<span class="_ _8"></span>ących um<span class="ff1">owy: <span class="_ _8"></span> </span></div><div class="t m0 x2 h2c yaa0 ff8 fs5 fc0 sc0 ls0 ws0">Tabela: Najważn<span class="_ _0"></span>iejsze umo<span class="_ _0"></span>wy o roboty budo<span class="_ _3"></span>w<span class="_ _8"></span>lane za<span class="_ _0"></span>warte przez JH<span class="_ _0"></span>M DEVELOPMEN<span class="_ _0"></span>T S.A. w o<span class="_ _0"></span>kresie 01.01.202<span class="ff7">1-31.<span class="ls16">12</span>.2021 <span class="ls3b">r.</span> </span></div></div><div class="c x59 yaa1 w12f hf1"><div class="t m0 x54 h2d y5c8 ff6 fs5 fc4 sc0 ls0 ws0">Data zawarcia </div><div class="t m0 x179 h2d y5d1 ff6 fs5 fc4 sc0 ls0 ws0">umowy </div></div><div class="c x8d yaa1 w130 hf1"><div class="t m0 x10f h2f y5c8 ff2 fs5 fc4 sc0 ls0 ws0">Wartość umow<span class="_ _0"></span>y </div><div class="t m0 x29 h2f y5d1 ff2 fs5 fc4 sc0 ls0 ws0">(netto) w tys. <span class="_ _0"></span>zł<span class="ff1"> </span></div></div><div class="c x177 yaa1 w131 hf1"><div class="t m0 x4b h2f y5c8 ff1 fs5 fc4 sc0 ls0 ws0">Kontrahent </div></div><div class="c x10b yaa1 w132 hf1"><div class="t m0 x18 h2f y5c8 ff1 fs5 fc4 sc0 ls0 ws0">Przedmiot umow<span class="_ _0"></span>y </div></div><div class="c x59 y9fa w12f h33"><div class="t m0 x57 h2d y193 ff6 fs5 fc0 sc0 ls0 ws0">09.03.2021 </div></div><div class="c x8d y9fa w130 h33"><div class="t m0 x41 h2f y193 ff1 fs5 fc0 sc0 ls0 ws0">27.843 </div></div><div class="c x177 y9fa w131 h33"><div class="t m0 x2b h2f y193 ff1 fs5 fc0 sc0 ls0 ws0">JHM DEVELOP<span class="_ _0"></span>MENT </div><div class="t m0 x62 h2f y159 ff1 fs5 fc0 sc0 ls0 ws0">S.A. </div></div><div class="c x10b y9fa w132 h33"><div class="t m0 x3f h2f y193 ff1 fs5 fc0 sc0 ls0 ws0">Budowa budyn<span class="_ _0"></span>ku mieszkalneg<span class="_ _0"></span>o wieloro<span class="_ _0"></span>dzinnego wraz </div><div class="t m0 x48 h2f y159 ff2 fs5 fc0 sc0 ls0 ws0">z niezbędną infra<span class="_ _3"></span>s<span class="_ _8"></span>trukturą pr<span class="_ _3"></span>z<span class="_ _8"></span>y ul.<span class="ff1"> </span>Bohaterów </div><div class="t m0 xc0 h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">Kragujewca 8<span class="_ _0"></span>A w Bydgoszcz<span class="_ _0"></span>y </div></div><div class="c x59 yaa2 w133 hf2"><div class="t m0 x57 h2d y225 ff6 fs5 fc0 sc0 ls16 ws0">07<span class="ls0">.06.2021 </span></div></div><div class="c x8d yaa2 w134 hf2"><div class="t m0 x41 h2f y225 ff1 fs5 fc0 sc0 ls16 ws0">38<span class="ls0"> </span>035<span class="ls0"> </span></div></div><div class="c x177 yaa2 w135 hf2"><div class="t m0 x10e h2f y225 ff1 fs5 fc0 sc0 ls0 ws0">WAMA Construc<span class="_ _0"></span>tion Sp. </div><div class="t m0 x22 h2f y226 ff2 fs5 fc0 sc0 ls0 ws0">z o.o. z siedzibą w<span class="_ _3"></span> </div><div class="t m0 x52 h2f y193 ff2 fs5 fc0 sc0 ls0 ws0">Gdańsku<span class="ff1"> </span></div></div><div class="c x10b yaa2 w136 hf2"><div class="t m0 x110 h2f y225 ff1 fs5 fc0 sc0 ls0 ws0">B<span class="ff2">udowa dwóch bud<span class="_ _3"></span>ynk<span class="_ _8"></span>ów wielo<span class="_ _0"></span>rodzinnych wra<span class="_ _3"></span>z<span class="_ _8"></span> z </span></div><div class="t m0 xa h2f y226 ff2 fs5 fc0 sc0 ls0 ws0">niezbędną infra<span class="_ _0"></span>strukturą oraz<span class="_ _0"></span> uzyskaniem<span class="_ _0"></span> ostatecznej<span class="_ _0"></span> </div><div class="t m0 x53 h2f y193 ff1 fs5 fc0 sc0 ls0 ws0">i bezwarunkowej<span class="_ _3"></span> <span class="_ _8"></span>decyzji o pozwo<span class="_ _0"></span>leniu na </div><div class="t m0 x63 h2f y159 ff2 fs5 fc0 sc0 ls0 ws0">użytkowanie w Ż<span class="_ _3"></span>y<span class="_ _8"></span>rardowie, pr<span class="_ _3"></span>z<span class="_ _8"></span>y ulicy Legion<span class="_ _0"></span>ów </div><div class="t m0 x17a h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">Polskich. </div></div><div class="c x59 y6c4 w133 hf3"><div class="t m0 x57 h2d yaa3 ff6 fs5 fc0 sc0 ls0 ws0">03.09.2021 </div></div><div class="c x8d y6c4 w134 hf3"><div class="t m0 x41 h2f yaa3 ff1 fs5 fc0 sc0 ls0 ws0">42.905 </div></div><div class="c x177 y6c4 w135 hf3"><div class="t m0 x10e h2f yaa3 ff1 fs5 fc0 sc0 ls0 ws0">WAMA Construc<span class="_ _0"></span>tion Sp. </div><div class="t m0 x22 h2f ya78 ff1 fs5 fc0 sc0 ls0 ws0">z o.o. z <span class="ff2">siedzibą w<span class="_ _3"></span> </span></div><div class="t m0 x52 h2f ya38 ff2 fs5 fc0 sc0 ls0 ws0">Gdańsku<span class="ff1"> </span></div></div><div class="c x10b y6c4 w136 hf3"><div class="t m0 x30 h2f yaa3 ff1 fs5 fc0 sc0 ls0 ws0">B<span class="ff2">udowa budyn<span class="_ _0"></span>ków mieszkaln<span class="_ _0"></span>ych (bud<span class="_ _0"></span>ynki A, B i </span></div><div class="t m0 x61 h2f ya78 ff1 fs5 fc0 sc0 ls0 ws0">C), wielorodzinn<span class="_ _3"></span>y<span class="_ _8"></span>ch wraz z<span class="_ _0"></span> instalacjami </div><div class="t m0 x48 h2f ya38 ff2 fs5 fc0 sc0 ls0 ws0">wewnętrznymi ora<span class="_ _0"></span>z z zagospod<span class="_ _0"></span>arow<span class="_ _0"></span>aniem terenu </div><div class="t m0 x49 h2f y219 ff2 fs5 fc0 sc0 ls0 ws0">i infrastrukturą <span class="_ _0"></span>techniczną w Gda<span class="_ _0"></span>ńsku pr<span class="_ _0"></span>zy </div><div class="t m0 x20 h55 y21a ff1 fs5 fc0 sc0 ls16 ws0">ul<span class="ls0"> Wielkopolskiej or<span class="_ _0"></span>az uzyskanie o<span class="_ _0"></span>statecznej i<span class="ff9 fs4"> </span></span></div><div class="t m0 x4b h2f y21b ff1 fs5 fc0 sc0 ls0 ws0">bezwarunkowe<span class="_ _0"></span>j decyzji o po<span class="_ _0"></span>zwoleniu na ich </div><div class="t m0 x17a h2f y159 ff2 fs5 fc0 sc0 ls0 ws0">użytkowanie.<span class="ff1"> </span></div><div class="t m0 x109 h2f y86 ff1 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h9 y8b1 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 yaa4 ff2 fs3 fc0 sc0 ls0 ws0">Szczegółowe warunki<span class="_ _8"></span> powyższ<span class="_ _8"></span>ych umów nie odbiegają<span class="_ _8"></span> od warunków powszec<span class="_ _8"></span>hnie stosowanych n<span class="_ _8"></span>a rynku<span class="_ _8"></span><span class="ff1">.<span class="_ _8"></span> </span></div><div class="t m0 x2 h35 y698 ff6 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h3 y4f7 ff2 fs1 fc0 sc0 ls0 ws0">Pozostałe Spółki<span class="_ _0"></span> w Grupie w<span class="ff1 fs3"> <span class="ff2">okresie, który obejmuje sprawoz<span class="_ _8"></span>danie nie zawar<span class="_ _8"></span>ł</span>y <span class="_ _8"></span><span class="ff2">znaczących umów. <span class="_ _8"></span></span><span class="fc13"> </span></span></div><div class="t m0 x40 h2f yaa5 ff1 fs5 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf60" class="pf w0 h0" ><div class="pc pc60 w0 h0"><img class="bi x18 y2a w6 hcd" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x105 h6 y991 ff4 fs2 fc2 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI GRUPY KAPITAŁOWEJ <span class="ff3">MIRBUD ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc3"> </span></span></div><div class="t m0 x6 h4 y992 ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y2d wda h40"><div class="t m0 x60 h8 y22e ff2 fs3 fc2 sc0 ls0 ws0">Grupa Kapitałowa MIR<span class="_ _8"></span>BUD<span class="ff1"> <span class="ls6">| <span class="_ _8"></span></span>Zdarzenia i umo<span class="_ _8"></span>wy zawarte po <span class="_ _8"></span></span>dniu, na któr<span class="_ _8"></span>e sporządzono </div><div class="t m0 x4a h8 y2e ff2 fs3 fc2 sc0 ls0 ws0">sprawozdanie finansow<span class="_ _8"></span>e, mogące w znacz<span class="_ _8"></span>ący sposób wp<span class="_ _8"></span>łynąć na przysz<span class="_ _8"></span>łe wyniki </div><div class="t m0 x16d h8 y2f ff1 fs3 fc2 sc0 ls0 ws0">finansowe </div></div><div class="c x9 y2d wdb h40"><div class="t m0 xa h4 y193 ff3 fs1 fc4 sc0 ls3 ws0">96<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h4 y31 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hc ya20 ff6 fs4 fc0 sc0 ls0 ws0">5.3. <span class="_ _3a"> </span>Zdarzenia  i <span class="_ _12"> </span>umowy  zawarte <span class="_ _12"> </span>po  dniu<span class="_ _8"></span>,  <span class="ff5">na <span class="_ _13"> </span>k<span class="_ _8"></span>tóre  sporządzono  spra<span class="_ _8"></span>wozdanie </span></div><div class="t m0 x3 hc ya21 ff5 fs4 fc0 sc0 ls0 ws0">finansowe, mogące w znaczący sposób wpłynąć na przyszłe wyniki finansow<span class="_ _0"></span>e<span class="ff1"> </span></div><div class="t m0 x2 hb yaa6 ff6 fs3 fc0 sc0 ls0 ws0">MIRBUD S.A.<span class="_ _8"></span> </div><div class="t m0 x2 h2c yaa7 ff8 fs5 fc0 sc0 ls0 ws0">Tabela: Najważn<span class="_ _0"></span>iejsze umo<span class="_ _0"></span>wy zawarte przez<span class="_ _0"></span> MIRBUD S.<span class="_ _0"></span>A. po dniu sporząd<span class="_ _3"></span>zenia sprawozdania finan<span class="_ _3"></span>s<span class="_ _8"></span>owego<span class="ff7"> </span></div></div><div class="c x121 yaa8 w137 h85"><div class="t m0 x12a h2d yaa9 ff6 fs5 fc4 sc0 ls0 ws0">Data zawarcia </div><div class="t m0 x4f h2d y5c7 ff6 fs5 fc4 sc0 ls0 ws0">umowy </div></div><div class="c x17b yaa8 w138 h85"><div class="t m0 x2b h2d yaa9 ff5 fs5 fc4 sc0 ls0 ws0">Wartość <span class="ff6">umowy </span></div><div class="t m0 x110 h2d y5c7 ff5 fs5 fc4 sc0 ls0 ws0">(netto) w tys. zł<span class="ff6"> </span></div></div><div class="c x105 yaa8 w139 h85"><div class="t m0 x44 h2d yaa9 ff6 fs5 fc4 sc0 ls0 ws0">Kontrahent </div></div><div class="c x17c yaa8 w127 h85"><div class="t m0 x18 h2d yaa9 ff6 fs5 fc4 sc0 ls0 ws0">Przedmiot umo<span class="_ _0"></span>wy </div></div><div class="c x121 yaaa w137 h33"><div class="t m0 x22 h2d y193 ff6 fs5 fc0 sc0 ls0 ws0">03.03.2022 </div></div><div class="c x17b yaaa w138 h33"><div class="t m0 x2c h2f y193 ff1 fs5 fc0 sc0 ls0 ws0">61.600 </div></div><div class="c x105 yaaa w139 h33"><div class="t m0 x3f h2f y193 ff1 fs5 fc0 sc0 ls0 ws0">GINGERINA sp.<span class="_ _0"></span> z </div><div class="t m0 x3f h2f y159 ff1 fs5 fc0 sc0 ls0 ws0">o.o.z <span class="ff2">siedzibą w </span></div><div class="t m0 x3f h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">Warszawie  </div></div><div class="c x17c yaaa w127 h33"><div class="t m0 x3f h2f y193 ff2 fs5 fc0 sc0 ls0 ws0">Budowa <span class="_ _7"> </span>dwóch<span class="_ _3"></span> <span class="_ _7"> </span>hal <span class="_ _7"> </span>magazynowych <span class="_ _6"> </span>(Budynek <span class="_ _6"> </span>A<span class="_ _8"></span> <span class="_ _7"> </span>oraz<span class="_ _0"></span> </div><div class="t m0 x3f h2f y159 ff2 fs5 fc0 sc0 ls0 ws0">Budynek <span class="_ _13"> </span>B) <span class="_ _13"> </span>wraz <span class="_ _12"> </span>z <span class="_ _13"> </span>infrastrukturą <span class="_ _13"> </span>towarzyszącą <span class="_ _13"> </span>w </div><div class="t m0 x3f h2f y86 ff2 fs5 fc0 sc0 ls0 ws0">miejscowości W<span class="_ _3"></span>y<span class="_ _8"></span>ry, powiat mi<span class="_ _0"></span>kołowski, woj<span class="_ _0"></span>. śląskie.<span class="ff1"> </span></div></div><div class="c x121 yaab w137 hf4"><div class="t m0 x22 h2d yaac ff6 fs5 fc0 sc0 ls0 ws0">09.03.2022 </div></div><div class="c x17b yaab w138 hf4"><div class="t m0 x179 h2f yaac ff1 fs5 fc0 sc0 ls0 ws0">437.154 </div></div><div class="c x105 yaab w139 hf4"><div class="t m0 x3f h2f yaac ff1 fs5 fc0 sc0 ls0 ws0">GDDKiA </div></div><div class="c x17c yaab w127 hf4"><div class="t m0 x3f h2f yaad ff2 fs5 fc0 sc0 ls0 ws0">Zaprojektowanie i<span class="_ _0"></span> wykonanie robó<span class="_ _3"></span>t <span class="_ _8"></span>budowlan<span class="_ _0"></span>ych dla </div><div class="t m0 x3f h2f yaae ff2 fs5 fc0 sc0 ls0 ws0">odcinka drogi ek<span class="_ _0"></span>spresowej S74<span class="_ _3"></span> <span class="_ _8"></span>Przełom/Mniów<span class="_ _0"></span> –<span class="ff1"> </span></div><div class="t m0 x3f h2f yaaf ff2 fs5 fc0 sc0 ls0 ws0">Kielce (S7 węzeł<span class="_ _3"></span> <span class="_ _8"></span>Kielce Zachód)<span class="_ _0"></span>. konsor<span class="_ _0"></span>cjum firm w </div><div class="t m0 x3f h2f yab0 ff2 fs5 fc0 sc0 ls0 ws0">składzie:<span class="ff1"> </span></div><div class="t m0 x115 h2f yab1 ff14 fs5 fc0 sc0 ls0 ws0">•<span class="ff1"> <span class="_ _3a"> </span><span class="ff2">MIRBUD S.A<span class="_ _0"></span>. z siedzibą w S<span class="_ _0"></span>kierniew<span class="_ _0"></span>icach </span></span></div><div class="t m0 x73 h2f yab2 ff1 fs5 fc0 sc0 ls0 ws0">(Lider Konsorcjum)<span class="_ _0"></span>, </div><div class="t m0 x115 h2f yab3 ff14 fs5 fc0 sc0 ls0 ws0">•<span class="ff1"> <span class="_ _3a"> </span><span class="ff2">KOBYLARNIA<span class="_ _0"></span>  S<span class="_ _0"></span>.A. <span class="_ _2a"> </span>z <span class="_ _7"> </span>s<span class="_ _8"></span>iedzibą <span class="_ _7"> </span>w  Kob<span class="_ _0"></span>ylarni </span></span></div><div class="t m0 x73 h2f y847 ff1 fs5 fc0 sc0 ls0 ws0">(Partner Kon<span class="_ _0"></span>sorcjum) </div></div><div class="c x121 yab4 w137 hf5"><div class="t m0 x22 h2d y219 ff6 fs5 fc0 sc0 ls0 ws0">17.03.2022 </div></div><div class="c x17b yab4 w138 hf5"><div class="t m0 x2c h2f y219 ff1 fs5 fc0 sc0 ls0 ws0">47.520 </div></div><div class="c x105 yab4 w139 hf5"><div class="t m0 x3f h2f y219 ff1 fs5 fc0 sc0 ls0 ws0">PDC Industrial<span class="_ _0"></span> Center 171 </div><div class="t m0 x3f h2f y226 ff2 fs5 fc0 sc0 ls0 ws0">Sp. z o.o. z siedzibą<span class="_ _3"></span> w </div><div class="t m0 x3f h2f y193 ff1 fs5 fc0 sc0 ls0 ws0">Warszawie </div></div><div class="c x17c yab4 w127 hf5"><div class="t m0 x3f h2f y219 ff2 fs5 fc0 sc0 ls0 ws0">Budowa <span class="_ _7"> </span>zespołu <span class="_ _7"> </span>produkcyjno<span class="ff1">-magazynoweg<span class="_ _0"></span>o <span class="_ _7"> </span>wraz <span class="_ _2a"> </span>z </span></div><div class="t m0 x3f h2f y226 ff1 fs5 fc0 sc0 ls0 ws0">zapleczem <span class="_ _31"> </span>s<span class="_ _8"></span>ocjalno-biuro<span class="_ _0"></span>wym <span class="_ _17"> </span>oraz <span class="_ _17"> </span><span class="ff2">infrastrukturą<span class="_ _3"></span> </span></div><div class="t m0 x3f h2f y193 ff2 fs5 fc0 sc0 ls0 ws0">towarzyszącą <span class="_ _7"> </span>w <span class="_ _7"> </span>miejscowo<span class="_ _0"></span>ści <span class="_ _7"> </span>Cząstków <span class="_ _7"> </span>Mazowiec<span class="_ _0"></span>ki, </div><div class="t m0 x3f h2f y159 ff2 fs5 fc0 sc0 ls0 ws0">gmina <span class="_ _11"> </span>C<span class="_ _0"></span>zosnów, <span class="_ _28"> </span>powiat <span class="_ _11"> </span>nowod<span class="_ _0"></span>worski, <span class="_ _28"> </span>województwo </div><div class="t m0 x3f h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">mazowieckie </div></div><div class="c x121 yab5 w137 hf5"><div class="t m0 x34 h2d y219 ff6 fs5 fc0 sc0 ls0 ws0">29.03.2022r </div></div><div class="c x17b yab5 w138 hf5"><div class="t m0 x2c h2f y219 ff1 fs5 fc0 sc0 ls0 ws0">39.471 </div></div><div class="c x105 yab5 w139 hf5"><div class="t m0 x3f h2f y219 ff2 fs5 fc0 sc0 ls0 ws0">Rejonowym Zar<span class="_ _0"></span>ządem </div><div class="t m0 x3f h2f y226 ff1 fs5 fc0 sc0 ls0 ws0">Infrastruktury w<span class="_ _0"></span> Zielonej </div><div class="t m0 x3f h2f y193 ff2 fs5 fc0 sc0 ls0 ws0">Górze.<span class="ff1"> </span></div></div><div class="c x17c yab5 w127 hf5"><div class="t m0 x3f h2f y219 ff1 fs5 fc0 sc0 ls0 ws0">Budowa <span class="_ _c"></span>hali <span class="_ _f"></span>remontowe<span class="_ _0"></span>j <span class="_ _f"></span>W-<span class="ff2">10 <span class="_ _c"></span>w <span class="_ _f"></span>Krośnie <span class="_ _c"></span>Odrzańskim </span></div><div class="t m0 x3f h2f y226 ff1 fs5 fc0 sc0 ls0 ws0">wraz <span class="_ _f"> </span>z<span class="_ _8"></span> <span class="_ _6"> </span><span class="ff2">infrastruk<span class="_ _0"></span>turą <span class="_ _6"> </span>towar<span class="_ _0"></span>zyszącą <span class="_ _6"> </span>z <span class="_ _f"> </span>przeznaczeniem<span class="_ _0"></span> </span></div><div class="t m0 x3f h2f y193 ff2 fs5 fc0 sc0 ls0 ws0">do <span class="_ _17"> </span>obsługi <span class="_ _29"> </span>i <span class="_ _29"> </span>napraw<span class="_ _0"></span>y <span class="_ _17"> </span>s<span class="_ _8"></span>przętu <span class="_ _17"> </span>pancernego <span class="_ _17"> </span>i </div><div class="t m0 x3f h2f y159 ff2 fs5 fc0 sc0 ls0 ws0">opancerzonego<span class="_ _0"></span> <span class="_ _28"> </span>oraz <span class="_ _11"> </span>ro<span class="_ _0"></span>zbiórka <span class="_ _28"> </span>istniejących<span class="_ _0"></span> <span class="_ _28"> </span>obiektów </div><div class="t m0 x3f h2f y86 ff1 fs5 fc0 sc0 ls0 ws0">budowlanych </div></div><div class="c x121 y1bc w137 hf6"><div class="t m0 x22 h2d yab6 ff6 fs5 fc0 sc0 ls0 ws0">29.03.2022 </div></div><div class="c x17b y1bc w138 hf6"><div class="t m0 x2c h2f yab6 ff1 fs5 fc0 sc0 ls0 ws0">72.110 </div></div><div class="c x105 y1bc w139 hf6"><div class="t m0 x3f h2f yab6 ff1 fs5 fc0 sc0 ls0 ws0">Gmina Legnica<span class="_ _0"></span> </div></div><div class="c x17c y1bc w127 hf6"><div class="t m0 x3f h2f yab6 ff2 fs5 fc0 sc0 ls0 ws0">Budowa Zbiorczej<span class="_ _3"></span> <span class="_ _8"></span>Drogi Południo<span class="_ _3"></span>wej w Legnicy <span class="_ _8"></span>–<span class="ff1"> Etap </span></div><div class="t m0 x3f h2f yab7 ff1 fs5 fc0 sc0 ls0 ws0">III od al. Rzecz<span class="_ _0"></span>ypospolitej do<span class="_ _0"></span> ul. Sikors<span class="_ _0"></span>kiego. </div><div class="t m0 x3f h2f yab8 ff2 fs5 fc0 sc0 ls0 ws0">konsorcjum fir<span class="_ _0"></span>m w składzie:<span class="ff1"> </span></div><div class="t m0 x115 h2f yab9 ff14 fs5 fc0 sc0 ls0 ws0">•<span class="ff1"> <span class="_ _3a"> </span><span class="ff2">KOBYLARNIA S.<span class="_ _0"></span>A. z siedzibą<span class="_ _0"></span> w Kobylarn<span class="_ _0"></span>i </span></span></div><div class="t m0 x73 h2f yaba ff1 fs5 fc0 sc0 ls0 ws0">(Lider Konsorcjum)<span class="_ _0"></span>, </div><div class="t m0 x115 h2f ya59 ff14 fs5 fc0 sc0 ls0 ws0">•<span class="ff1"> <span class="_ _3a"> </span><span class="ff2">MIRBUD S.A<span class="_ _0"></span>. z siedzibą w S<span class="_ _0"></span>kierniew<span class="_ _0"></span>icach </span></span></div><div class="t m0 x73 h2f y847 ff1 fs5 fc0 sc0 ls0 ws0">(Partner Kon<span class="_ _0"></span>sorcjum </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h8 yabb ff1 fs3 fc0 sc0 ls0 ws0">W <span class="_ _3"></span>dniu<span class="_ _8"></span> <span class="_ _3"></span>19.01.<span class="_ _8"></span>2022 <span class="_ _0"></span>r. <span class="_ _3"></span><span class="ff2">Zarz<span class="_ _8"></span>ąd <span class="_ _0"></span>Emitenta po<span class="_ _0"></span>wziął informację o <span class="_ _3"></span>ogłoszeniu <span class="_ _3"></span>prz<span class="_ _8"></span>ez <span class="_ _0"></span>Krajową <span class="_ _0"></span>Izbę <span class="_ _0"></span>Odwoławczą <span class="_ _0"></span>(KIO) </span></div><div class="t m0 x2 h8 y1d8 ff2 fs3 fc0 sc0 ls0 ws0">wyroku <span class="_ _27"> </span>nakazującego <span class="_ _27"> </span>un<span class="_ _8"></span>ieważnienie <span class="_ _27"> </span>wyboru <span class="_ _27"> </span>naj<span class="_ _8"></span>korzystniejsz<span class="_ _8"></span>ej <span class="_ _27"> </span>oferty <span class="_ _27"> </span>konsorcjum <span class="_ _27"> </span>firm <span class="_ _27"> </span>w <span class="_ _27"> </span>składzie: </div><div class="t m0 x2 hb y7d7 ff1 fs3 fc0 sc0 ls0 ws0">KOBYLARNIA <span class="_ _2b"> </span>S.A. <span class="_ _2b"> </span>(Lider<span class="_ _8"></span> <span class="_ _2b"> </span>Konsorcjum) <span class="_ _2b"> </span>i <span class="_ _2b"> </span>MIRBUD <span class="_ _2b"> </span>S.A. <span class="_ _2b"> </span>(Partn<span class="_ _8"></span>er <span class="_ _2b"> </span>Konsorcjum) <span class="_ _2b"> </span>(dalej<span class="_ _c"></span>: <span class="_ _2b"> </span><span class="ff6">Konsorcjum</span>)<span class="_ _8"></span> <span class="_ _2b"> </span>na </div><div class="t m0 x2 hb y7d8 ff1 fs3 fc0 sc0 ls0 ws0">wykonanie <span class="_ _6"></span>zadania <span class="_ _6"></span>p.n. <span class="_ _6"></span><span class="ff5">„Projekt <span class="_ _6"> </span>i <span class="_ _6"></span>budowa <span class="_ _6"></span>drogi <span class="_ _6"></span>ekspresowej <span class="_ _6"> </span>S10 <span class="_ _6"> </span>Bydgoszc<span class="_ _8"></span>z <span class="_ _7"> </span>–<span class="ff6"> <span class="_ _f"></span></span>Toruń,<span class="_ _8"></span> <span class="_ _f"></span>odcinek<span class="_ _8"></span> <span class="_ _f"></span>3<span class="_ _8"></span> <span class="_ _6"></span>od </span></div><div class="t m0 x2 hb y7d9 ff5 fs3 fc0 sc0 ls0 ws0">węzła Solec do węzła To<span class="_ _8"></span>ruń Zachód”<span class="_ _8"></span><span class="ff1">. </span></div><div class="t m0 x2 h8 yee ff1 fs3 fc0 sc0 ls0 ws0">W <span class="_ _2a"> </span>dniu <span class="_ _2a"> </span>02.02.202<span class="_ _8"></span>2 <span class="_ _2a"> </span>r. <span class="_ _2a"> </span><span class="ff2">Zarz<span class="_ _8"></span>ąd <span class="_ _2a"> </span>Emitenta <span class="_ _2a"> </span>po<span class="_ _8"></span>wziął <span class="_ _2a"> </span>informacj<span class="_ _8"></span>ę <span class="_ _2a"> </span>od <span class="_ _2a"> </span>Zamawiając<span class="_ _8"></span>ego, <span class="_ _2a"> </span>Generalnej <span class="_ _2a"> </span>Dy<span class="_ _8"></span>rekcji <span class="_ _2a"> </span>Dróg </span></div><div class="t m0 x2 h8 y39e ff2 fs3 fc0 sc0 ls0 ws0">Krajowych <span class="_ _21"> </span>i <span class="_ _28"> </span>Autostrad <span class="_ _21"> </span>Od<span class="_ _8"></span>dział <span class="_ _21"> </span>w <span class="_ _21"> </span>Bydgosz<span class="_ _8"></span>czy, <span class="_ _21"> </span>iż <span class="_ _21"> </span>w <span class="_ _28"> </span>postępowaniu <span class="_ _28"> </span>przetargow<span class="_ _8"></span>ym <span class="_ _21"> </span>prowadzonym <span class="_ _28"> </span>w <span class="_ _21"> </span>trybie </div><div class="t m0 x2 h8 y2b2 ff2 fs3 fc0 sc0 ls0 ws0">przetargu <span class="_ _8"></span>nieograniczon<span class="_ _8"></span>ego <span class="_ _8"></span>p.n. <span class="_ _8"></span>„Projekt <span class="_ _8"></span>i <span class="_ _8"></span>budow<span class="_ _8"></span>a dr<span class="_ _8"></span>ogi <span class="_ _8"></span>ekspresowej <span class="_ _8"></span>S10 <span class="_ _c"></span>Bydgoszcz<span class="_ _8"></span> <span class="_ _c"></span>–<span class="ff1"> <span class="_ _8"></span></span>Toruń, <span class="_ _8"></span>odcinek <span class="_ _8"></span>3 <span class="_ _8"></span>od </div><div class="t m0 x2 h8 y2b3 ff2 fs3 fc0 sc0 ls0 ws0">węzła <span class="_ _f"></span>Solec <span class="_ _f"></span>do <span class="_ _f"></span>w<span class="_ _8"></span>ęzła <span class="_ _f"></span>Tor<span class="_ _8"></span>uń <span class="_ _f"></span>Zachód”, <span class="_ _f"></span>jako <span class="_ _6"></span>najkorzystniejs<span class="_ _8"></span>za <span class="_ _6"></span>ponownie <span class="_ _f"></span>została <span class="_ _6"></span>wybrana <span class="_ _f"></span>oferta <span class="_ _f"></span>ko<span class="_ _8"></span>nsorcjum </div><div class="t m0 x2 h8 y2d2 ff2 fs3 fc0 sc0 ls0 ws0">(dalej: „Konsorcjum”) firm<span class="_ _8"></span> w składzie:<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x85 h8 yabc ff14 fs3 fc0 sc0 ls0 ws0">•<span class="ff1"> <span class="_ _37"> </span><span class="ff2">KOBYLARNIA S.A. z si<span class="_ _8"></span>edzibą w Kobylarn<span class="_ _8"></span>i (Lider Konsorc<span class="_ _8"></span>jum),<span class="_ _8"></span></span> </span></div><div class="t m0 x85 h8 y67f ff14 fs3 fc0 sc0 ls0 ws0">•<span class="ff1"> <span class="_ _37"> </span><span class="ff2">MIRBUD S.A. z s<span class="_ _8"></span>iedzibą w Skierniew<span class="_ _8"></span>icach (Partner Ko<span class="_ _8"></span>nsorcjum).<span class="_ _8"></span></span> </span></div><div class="t m0 x2 hb yabd ff5 fs3 fc0 sc0 ls0 ws0">Wartość oferty:<span class="_ _8"></span><span class="ff1"> <span class="ff2">425 869 442,92 zł bru<span class="_ _8"></span>tto.</span>  </span></div></div></div><div class="pi" ></div></div><div id="pf61" class="pf w0 h0" ><div class="pc pc61 w0 h0"><img class="bi x18 y2a w6 hcd" alt="" src="data:image/png;base64,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class="c x0 y1 w2 h0"><div class="t m0 x105 h6 y991 ff4 fs2 fc2 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI GRUPY KAPITAŁOWEJ <span class="ff3">MIRBUD ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc3"> </span></span></div><div class="t m0 x6 h4 y992 ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y2d wda h40"><div class="t m0 x60 h8 y22e ff2 fs3 fc2 sc0 ls0 ws0">Grupa Kapitałowa MIR<span class="_ _8"></span>BUD<span class="ff1"> <span class="ls6">| <span class="_ _8"></span></span></span>Zdarzenia i umo<span class="_ _8"></span>wy zawarte po dn<span class="_ _8"></span>iu, na które sporzą<span class="_ _8"></span>dzono </div><div class="t m0 x4a h8 y2e ff2 fs3 fc2 sc0 ls0 ws0">sprawozdanie finansow<span class="_ _8"></span>e, mogące w znacz<span class="_ _8"></span>ący sposób wp<span class="_ _8"></span>łynąć na pr<span class="_ _8"></span>zys<span class="_ _8"></span>złe wyniki </div><div class="t m0 x16d h8 y2f ff1 fs3 fc2 sc0 ls0 ws0">finansowe </div></div><div class="c x9 y2d wdb h40"><div class="t m0 xa h4 y193 ff3 fs1 fc4 sc0 ls3 ws0">97<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h4 y31 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y993 ff2 fs3 fc0 sc0 ls0 ws0">Powtórnego <span class="_ _8"></span>wyboru <span class="_ _c"></span>dokonano <span class="_ _8"></span>po <span class="_ _8"></span>wykonaniu <span class="_ _8"></span>wyr<span class="_ _8"></span>oku <span class="_ _8"></span>Krajowej <span class="_ _8"></span>Izby <span class="_ _8"></span>Odwo<span class="_ _8"></span>ławczej <span class="_ _8"></span>o sy<span class="_ _8"></span>gn. <span class="_ _8"></span>akt: <span class="_ _8"></span>KIO <span class="_ _8"></span>3762/21 <span class="_ _8"></span>z<span class="_ _8"></span> </div><div class="t m0 x2 h8 y994 ff2 fs3 fc0 sc0 ls0 ws0">dnia 17 stycznia 2022 r.,<span class="_ _8"></span> o czym Emitent inf<span class="_ _8"></span>ormował raportem bież<span class="_ _8"></span>ącym nr 03/202<span class="_ _8"></span>2.<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h35 yabe ff6 fs1 fc0 sc0 ls0 ws0">KOBYLARNI<span class="_ _0"></span>A S.A. </div><div class="t m0 x2 h2c yabf ff8 fs5 fc0 sc0 ls0 ws0">Tabela: Najważn<span class="_ _0"></span>iejsze umo<span class="_ _0"></span>wy zawarte przez<span class="_ _0"></span> KOBYLARNI<span class="_ _0"></span>A S.A.  po<span class="_ _0"></span> <span class="_ _8"></span>dniu sporząd<span class="_ _0"></span>zenia spra<span class="_ _0"></span>wozdania finanso<span class="_ _0"></span>wego<span class="ff7"> </span></div></div><div class="c x121 yac0 w137 h85"><div class="t m0 x12a h2d yaa9 ff6 fs5 fc4 sc0 ls0 ws0">Data zawarcia </div><div class="t m0 x4f h2d y126 ff6 fs5 fc4 sc0 ls0 ws0">umowy </div></div><div class="c x17b yac0 w138 h85"><div class="t m0 x2b h2d yaa9 ff5 fs5 fc4 sc0 ls0 ws0">Wartość umowy </div><div class="t m0 x110 h2d y126 ff5 fs5 fc4 sc0 ls0 ws0">(netto) w tys. zł<span class="ff6"> </span></div></div><div class="c x105 yac0 w139 h85"><div class="t m0 x44 h2d yaa9 ff6 fs5 fc4 sc0 ls0 ws0">Kontrahent </div></div><div class="c x17c yac0 w127 h85"><div class="t m0 x18 h2d yaa9 ff6 fs5 fc4 sc0 ls0 ws0">Przedmiot umo<span class="_ _0"></span>wy </div></div><div class="c x121 y201 w137 hf7"><div class="t m0 x22 h2d yac1 ff6 fs5 fc0 sc0 ls0 ws0">09.03.2022 </div></div><div class="c x17b y201 w138 hf7"><div class="t m0 x179 h2f yac1 ff1 fs5 fc0 sc0 ls0 ws0">437.154 </div></div><div class="c x105 y201 w139 hf7"><div class="t m0 x3f h2f yac1 ff1 fs5 fc0 sc0 ls0 ws0">GDDKiA </div></div><div class="c x17c y201 w127 hf7"><div class="t m0 x3f h2f yac2 ff2 fs5 fc0 sc0 ls0 ws0">Zaprojektowanie i<span class="_ _0"></span> wykonanie robó<span class="_ _3"></span>t <span class="_ _8"></span>budowlan<span class="_ _0"></span>ych dla </div><div class="t m0 x3f h2f yac3 ff2 fs5 fc0 sc0 ls0 ws0">odcinka drogi ek<span class="_ _0"></span>spresowej S74<span class="_ _3"></span> <span class="_ _8"></span>Przełom/Mniów<span class="_ _0"></span> –<span class="ff1"> </span></div><div class="t m0 x3f h2f yac4 ff2 fs5 fc0 sc0 ls0 ws0">Kielce (S7 węzeł<span class="_ _3"></span> <span class="_ _8"></span>Kielce Zachód)<span class="_ _0"></span>. konsor<span class="_ _0"></span>cjum firm w </div><div class="t m0 x3f h2f yac5 ff2 fs5 fc0 sc0 ls0 ws0">składzie:<span class="ff1"> </span></div><div class="t m0 x115 h2f ya57 ff14 fs5 fc0 sc0 ls0 ws0">•<span class="ff1"> <span class="_ _3a"> </span><span class="ff2">MIRBUD S.A<span class="_ _0"></span>. z siedzibą w S<span class="_ _0"></span>kierniew<span class="_ _0"></span>icach </span></span></div><div class="t m0 x73 h2f ya58 ff1 fs5 fc0 sc0 ls0 ws0">(Lider Konsorcjum)<span class="_ _0"></span>, </div><div class="t m0 x115 h2f ya59 ff14 fs5 fc0 sc0 ls0 ws0">•<span class="ff1"> <span class="_ _3a"> </span><span class="ff2">KOBYLARNIA<span class="_ _0"></span>  S<span class="_ _0"></span>.A. <span class="_ _2a"> </span>z <span class="_ _7"> </span>s<span class="_ _8"></span>iedzibą <span class="_ _7"> </span>w  Kob<span class="_ _0"></span>ylarni </span></span></div><div class="t m0 x73 h2f y847 ff1 fs5 fc0 sc0 ls0 ws0">(Partner Kon<span class="_ _0"></span>sorcjum) </div></div><div class="c x121 y625 w137 hf6"><div class="t m0 x22 h2d yaae ff6 fs5 fc0 sc0 ls0 ws0">29.03.2022 </div></div><div class="c x17b y625 w138 hf6"><div class="t m0 x2c h2f yaae ff1 fs5 fc0 sc0 ls0 ws0">72.110 </div></div><div class="c x105 y625 w139 hf6"><div class="t m0 x3f h2f yaae ff1 fs5 fc0 sc0 ls0 ws0">Gmina Legnica<span class="_ _0"></span> </div></div><div class="c x17c y625 w127 hf6"><div class="t m0 x3f h2f yaae ff1 fs5 fc0 sc0 ls0 ws0">Budowa Zbiorczej<span class="_ _3"></span> <span class="_ _8"></span>Drogi <span class="ff2">Południo<span class="_ _0"></span>wej w Legnicy –<span class="ff1"> Etap<span class="_ _0"></span> </span></span></div><div class="t m0 x3f h2f yac4 ff1 fs5 fc0 sc0 ls0 ws0">III od al. Rzecz<span class="_ _0"></span>ypospolitej do<span class="_ _0"></span> ul. Sikors<span class="_ _0"></span>kiego. </div><div class="t m0 x3f h2f yac5 ff2 fs5 fc0 sc0 ls0 ws0">konsorcjum fir<span class="_ _0"></span>m w składzie:<span class="ff1"> </span></div><div class="t m0 x115 h2f ya57 ff14 fs5 fc0 sc0 ls0 ws0">•<span class="ff1"> <span class="_ _3a"> </span><span class="ff2">KOBYLARNIA S.<span class="_ _0"></span>A. z siedzibą<span class="_ _0"></span> w Kobylarn<span class="_ _0"></span>i </span></span></div><div class="t m0 x73 h2f ya58 ff1 fs5 fc0 sc0 ls0 ws0">(Lider Konsorcjum)<span class="_ _0"></span>, </div><div class="t m0 x115 h2f ya59 ff14 fs5 fc0 sc0 ls0 ws0">•<span class="ff1"> <span class="_ _3a"> </span><span class="ff2">MIRBUD S.A<span class="_ _0"></span>. z siedzibą w S<span class="_ _0"></span>kierniew<span class="_ _0"></span>icach </span></span></div><div class="t m0 x73 h2f y847 ff1 fs5 fc0 sc0 ls0 ws0">(Partner Kon<span class="_ _0"></span>sorcjum </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h8 yac6 ff1 fs3 fc0 sc0 ls0 ws0">W <span class="_ _3"></span>dniu<span class="_ _8"></span> <span class="_ _3"></span>19.01.<span class="_ _8"></span>2022 <span class="_ _0"></span>r. <span class="_ _3"></span><span class="ff2">Zarz<span class="_ _8"></span>ąd <span class="_ _0"></span>Emitenta po<span class="_ _0"></span>wziął informację o <span class="_ _3"></span>ogłoszeniu <span class="_ _3"></span>prz<span class="_ _8"></span>ez <span class="_ _0"></span>Krajową <span class="_ _0"></span>Izbę <span class="_ _0"></span>Odwoławczą <span class="_ _0"></span>(KIO) </span></div><div class="t m0 x2 h8 yac7 ff2 fs3 fc0 sc0 ls0 ws0">wyroku <span class="_ _27"> </span>nakazującego <span class="_ _27"> </span>un<span class="_ _8"></span>ieważnienie <span class="_ _27"> </span>wyboru <span class="_ _27"> </span>naj<span class="_ _8"></span>korzystniejsz<span class="_ _8"></span>ej <span class="_ _27"> </span>oferty <span class="_ _27"> </span>konsorcjum <span class="_ _27"> </span>firm <span class="_ _27"> </span>w <span class="_ _27"> </span>składzie: </div><div class="t m0 x2 hb y2eb ff1 fs3 fc0 sc0 ls0 ws0">KOBYLARNIA <span class="_ _2b"> </span>S.A. <span class="_ _2b"> </span>(Lider<span class="_ _8"></span> <span class="_ _2b"> </span>Konsorcjum) <span class="_ _2b"> </span>i <span class="_ _2b"> </span>MIRBUD <span class="_ _2b"> </span>S.A. <span class="_ _2b"> </span>(Partn<span class="_ _8"></span>er <span class="_ _2b"> </span>Konsorcjum) <span class="_ _2b"> </span>(dalej<span class="_ _c"></span>: <span class="_ _2b"> </span><span class="ff6">Konsorcjum</span>)<span class="_ _8"></span> <span class="_ _2b"> </span>na </div><div class="t m0 x2 hb yac8 ff1 fs3 fc0 sc0 ls0 ws0">wykonanie <span class="_ _6"></span>zadania <span class="_ _6"></span>p.n. <span class="_ _6"></span><span class="ff5">„Projekt <span class="_ _6"> </span>i <span class="_ _6"></span>budowa <span class="_ _6"></span>drogi <span class="_ _6"></span>ekspresowej <span class="_ _6"> </span>S10 <span class="_ _6"> </span>Bydgoszc<span class="_ _8"></span>z <span class="_ _7"> </span>–<span class="ff6"> <span class="_ _f"></span></span>Toruń,<span class="_ _8"></span> <span class="_ _f"></span>odcinek<span class="_ _8"></span> <span class="_ _f"></span>3<span class="_ _8"></span> <span class="_ _6"></span>od </span></div><div class="t m0 x2 hb yac9 ff5 fs3 fc0 sc0 ls0 ws0">węzła Solec do węzła To<span class="_ _8"></span>ruń Zachód”<span class="_ _8"></span><span class="ff1">. </span></div><div class="t m0 x2 h8 y2c7 ff1 fs3 fc0 sc0 ls0 ws0">W <span class="_ _2a"> </span>dniu <span class="_ _2a"> </span>02.02.202<span class="_ _8"></span>2 <span class="_ _2a"> </span>r. <span class="_ _2a"> </span><span class="ff2">Zarz<span class="_ _8"></span>ąd <span class="_ _2a"> </span>Emitenta <span class="_ _2a"> </span>po<span class="_ _8"></span>wziął <span class="_ _2a"> </span>informacj<span class="_ _8"></span>ę <span class="_ _2a"> </span>od <span class="_ _2a"> </span>Zamawiając<span class="_ _8"></span>ego, <span class="_ _2a"> </span>Generalnej <span class="_ _2a"> </span>Dy<span class="_ _8"></span>rekcji <span class="_ _2a"> </span>Dróg </span></div><div class="t m0 x2 h8 y2c8 ff2 fs3 fc0 sc0 ls0 ws0">Krajowych <span class="_ _21"> </span>i <span class="_ _28"> </span>Autostrad <span class="_ _21"> </span>Od<span class="_ _8"></span>dział <span class="_ _21"> </span>w <span class="_ _21"> </span>Bydgosz<span class="_ _8"></span>czy, <span class="_ _21"> </span>iż <span class="_ _21"> </span>w <span class="_ _28"> </span>postępowaniu <span class="_ _28"> </span>przetargow<span class="_ _8"></span>ym <span class="_ _21"> </span>prowadzonym <span class="_ _28"> </span>w <span class="_ _21"> </span>trybie </div><div class="t m0 x2 h8 y4b ff2 fs3 fc0 sc0 ls0 ws0">przetargu <span class="_ _8"></span>nieograniczon<span class="_ _8"></span>ego <span class="_ _8"></span>p.n. <span class="_ _8"></span>„Projekt <span class="_ _8"></span>i <span class="_ _8"></span>budow<span class="_ _8"></span>a dr<span class="_ _8"></span>ogi <span class="_ _8"></span>ekspresowej <span class="_ _8"></span>S10 <span class="_ _c"></span>Bydgoszcz<span class="_ _8"></span> <span class="_ _c"></span>–<span class="ff1"> <span class="_ _8"></span></span>Toruń, <span class="_ _8"></span>odcinek <span class="_ _8"></span>3 <span class="_ _8"></span>od </div><div class="t m0 x2 h8 yaca ff2 fs3 fc0 sc0 ls0 ws0">węzła <span class="_ _f"></span>Solec <span class="_ _f"></span>do <span class="_ _f"></span>w<span class="_ _8"></span>ęzła <span class="_ _f"></span>Tor<span class="_ _8"></span>uń <span class="_ _f"></span>Zachód”, <span class="_ _f"></span>jako <span class="_ _6"></span>najkorzystniejs<span class="_ _8"></span>za <span class="_ _6"></span>ponownie <span class="_ _f"></span>została <span class="_ _6"></span>wybrana <span class="_ _f"></span>oferta <span class="_ _f"></span>ko<span class="_ _8"></span>nsorcjum </div><div class="t m0 x2 h8 y2cb ff2 fs3 fc0 sc0 ls0 ws0">(dalej: „Konsorcjum”) firm<span class="_ _8"></span> w składzie:<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x85 h8 yacb ff14 fs3 fc0 sc0 ls0 ws0">•<span class="ff1"> <span class="_ _37"> </span><span class="ff2">KOBYLARNIA S.A. z si<span class="_ _8"></span>edzibą w Kobylarn<span class="_ _8"></span>i (Lider Konsorc<span class="_ _8"></span>jum),<span class="_ _8"></span></span> </span></div><div class="t m0 x85 h8 y5ce ff14 fs3 fc0 sc0 ls0 ws0">•<span class="ff1"> <span class="_ _37"> </span><span class="ff2">MIRBUD S.A. z s<span class="_ _8"></span>iedzibą w Skierniew<span class="_ _8"></span>icach (Partner Ko<span class="_ _8"></span>nsorcjum).<span class="_ _8"></span></span> </span></div><div class="t m0 x2 hb yacc ff5 fs3 fc0 sc0 ls0 ws0">Wartość oferty:<span class="_ _8"></span><span class="ff1"> <span class="ff2">425 869 442,92 zł bru<span class="_ _8"></span>tto.</span>  </span></div><div class="t m0 x2 h8 yacd ff2 fs3 fc0 sc0 ls0 ws0">Powtórnego <span class="_ _8"></span>wyboru <span class="_ _c"></span>dokonano <span class="_ _8"></span>po <span class="_ _8"></span>wykonaniu <span class="_ _8"></span>wyr<span class="_ _8"></span>oku <span class="_ _8"></span>Krajowej <span class="_ _8"></span>Izby <span class="_ _8"></span>Odwo<span class="_ _8"></span>ławczej <span class="_ _8"></span>o sy<span class="_ _8"></span>gn. <span class="_ _8"></span>akt: <span class="_ _8"></span>KIO <span class="_ _8"></span>3762/21 <span class="_ _8"></span>z<span class="_ _8"></span> </div><div class="t m0 x2 h8 yace ff2 fs3 fc0 sc0 ls0 ws0">dnia 17 stycznia 2022 r.,<span class="_ _8"></span> o czym Emitent inf<span class="_ _8"></span>ormował raportem bież<span class="_ _8"></span>ącym nr 03/202<span class="_ _8"></span>2<span class="_ _8"></span><span class="ff1">. </span></div><div class="t m0 x2 h8 yacf ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h35 yad0 ff6 fs1 fc0 sc0 ls0 ws0">GRUPA JHM DEVE<span class="_ _0"></span>LOPMENT  </div><div class="t m0 x2 h8 yad1 ff2 fs3 fc0 sc0 ls0 ws0">Po dniu, na który<span class="_ _8"></span> sporządzono s<span class="_ _8"></span>prawozdanie f<span class="_ _8"></span>inansowe <span class="_ _8"></span><span class="ff1">nie </span>wy<span class="_ _8"></span>stąpiły zdarz<span class="_ _8"></span>enia i umowy za<span class="_ _8"></span>warte, mogące<span class="_ _8"></span> w </div><div class="t m0 x2 h8 y553 ff2 fs3 fc0 sc0 ls0 ws0">znaczący sposób wpły<span class="_ _8"></span>nąć na przys<span class="_ _8"></span>złe wyniki finansowe.<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 yad2 ff2 fs3 fc0 sc0 ls0 ws0">Po <span class="_ _2a"> </span>dniu, <span class="_ _21"> </span>na <span class="_ _21"> </span>który <span class="_ _21"> </span>sporząd<span class="_ _8"></span>zono <span class="_ _2a"> </span>sprawozd<span class="_ _8"></span>anie <span class="_ _2a"> </span>fi<span class="_ _8"></span>nansowe<span class="_ _8"></span><span class="ff1"> <span class="_ _21"> </span></span>w <span class="_ _2a"> </span>p<span class="_ _8"></span>ozostałych <span class="_ _21"> </span>Spółkach <span class="_ _21"> </span>z <span class="_ _21"> </span>Grupy<span class="_ _8"></span><span class="ff1"> <span class="_ _21"> </span>nie <span class="_ _2a"> </span></span>wystąp<span class="_ _8"></span>iły </div><div class="t m0 x2 h9 yad3 ff1 fs3 fc0 sc0 ls0 ws0">z<span class="ff2">darzenia i umowy za<span class="_ _8"></span>warte, mogące w zn<span class="_ _8"></span>aczący sposób wpłynąć<span class="_ _8"></span> na przyszłe wy<span class="_ _8"></span>niki finansowe<span class="_ _c"></span></span><span class="fs4"> </span></div></div></div><div class="pi" ></div></div><div id="pf62" class="pf w0 h0" ><div class="pc pc62 w0 h0"><img class="bi x18 y2a w6 hcd" alt="" 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class="c x0 y1 w2 h0"><div class="t m0 x105 h6 y991 ff4 fs2 fc2 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI GRUPY KAPITAŁOWEJ <span class="ff3">MIRBUD ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc3"> </span></span></div><div class="t m0 x6 h4 y992 ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y2d wda hd8"><div class="t m0 x2c h8 ya1e ff2 fs3 fc2 sc0 ls0 ws0">Grupa Kapitałowa MIR<span class="_ _8"></span>BUD<span class="ff1"> <span class="ls6">| <span class="_ _8"></span></span>INFORMACJ<span class="_ _8"></span>E O ZAWARCIU PRZ<span class="_ _8"></span>EZ EMITENTA<span class="_ _8"></span> LUB </span></div><div class="t m0 x2 h8 y22e ff2 fs3 fc2 sc0 ls0 ws0">JEDNOSTKĘ OD NIEGO<span class="_ _8"></span> ZALEŻNĄ J<span class="_ _8"></span>EDNEJ LUB WIELU TR<span class="_ _8"></span>ANSAKCJI Z </div><div class="t m0 x17d h8 y2e ff2 fs3 fc2 sc0 ls0 ws0">PODMIOTAMI POWIĄZ<span class="_ _8"></span>ANYMI J<span class="_ _8"></span>EŻELI ZOSTAŁY ZA<span class="_ _8"></span>W<span class="ff1">ARTE N<span class="_ _8"></span>A WARUNKACH<span class="_ _8"></span> </span></div><div class="t m0 x12 h8 y2f ff2 fs3 fc2 sc0 ls0 ws0">INNYCH NIŻ RYN<span class="_ _8"></span>KOWE<span class="ff1"> </span></div></div><div class="c x9 y2d wdb hd8"><div class="t m0 xa h4 ya1f ff3 fs1 fc4 sc0 ls3 ws0">98<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h4 y31 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 ya20 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h2 yad4 ff1 fs0 fc0 sc0 ls8 ws0">6.<span class="ls0"> <span class="_ _21"> </span><span class="ff2">INFORMACJE <span class="_ _6"></span>O <span class="_ _7"></span>ZAWA<span class="_ _0"></span>RCIU <span class="_ _7"></span>PR<span class="_ _0"></span>ZEZ <span class="_ _6"></span>EMITENTA <span class="_ _7"></span>LUB<span class="_ _0"></span> <span class="_ _6"></span>JEDNOSTKĘ <span class="_ _6"></span>OD </span></span></div><div class="t m0 x85 h2 yad5 ff2 fs0 fc0 sc0 ls0 ws0">NIEGO <span class="_ _21"> </span>Z<span class="_ _8"></span>ALEŻNĄ <span class="_ _21"> </span>JEDNEJ <span class="_ _28"> </span>LUB <span class="_ _28"> </span>WIELU <span class="_ _28"> </span>TRANSAKCJI <span class="_ _28"> </span>Z <span class="_ _28"> </span>PODMIOTAM<span class="_ _3"></span>I </div><div class="t m0 x85 h2 yad6 ff2 fs0 fc0 sc0 ls0 ws0">POWIĄZANY<span class="_ _0"></span>MI <span class="_ _3"></span>J<span class="_ _8"></span>EŻELI <span class="_ _3"></span>ZOSTAŁY <span class="_ _3"></span>ZAWARTE <span class="_ _3"></span>NA <span class="_ _3"></span>WARUNKACH <span class="_ _3"></span>INNYCH<span class="_ _0"></span> </div><div class="t m0 x85 h2 yad7 ff2 fs0 fc0 sc0 ls0 ws0">NIŻ<span class="ff1"> RYNKO<span class="_ _0"></span>WE </span></div><div class="t m0 x2 h8 y619 ff2 fs3 fc0 sc0 ls0 ws0">W okresie sprawozdawczym nie wystąpiły istotne transakc<span class="_ _8"></span>je z podmiotami powiązanymi zawierane na innych </div><div class="t m0 x2 h8 y61a ff2 fs3 fc0 sc0 ls0 ws0">warunkach niż rynkowe <span class="_ _8"></span>przez spółkę lub j<span class="_ _8"></span>ednostkę od niej zależną.<span class="_ _c"></span><span class="ff1"> </span></div><div class="t m0 x2 h2 yad8 ff1 fs0 fc0 sc0 ls8 ws0">7.<span class="ls0"> <span class="_ _21"> </span>SKUTKI <span class="_ _2"></span>ZMIAN <span class="_ _2"></span>W <span class="_ _1c"></span>STRUKTURZE <span class="_ _2"></span>JEDNOSTKI <span class="_ _1c"></span>GOSPODARCZEJ<span class="_ _0"></span>, <span class="_ _2"></span>W <span class="_ _2"></span>TYM </span></div><div class="t m0 x85 h2 y99f ff1 fs0 fc0 sc0 ls0 ws0">W <span class="_ _d"> </span>WYNIKU <span class="_ _d"> </span><span class="ff2">POŁĄCZENIA<span class="_ _0"></span> <span class="_ _d"> </span>JEDNOSTEK<span class="_ _0"></span>, <span class="_ _d"> </span>UZYSKANIA <span class="_ _d"> </span>LUB <span class="_ _d"> </span>UTRA<span class="_ _0"></span>TY </span></div><div class="t m0 x85 h2 yad9 ff2 fs0 fc0 sc0 ls0 ws0">KONTROLI  NAD  JEDNOSTKA<span class="_ _0"></span>MI  ZALEŻNYMI  ORAZ  INWESTYCJAMI<span class="_ _0"></span> </div><div class="t m0 x85 h2 y440 ff2 fs0 fc0 sc0 ls0 ws0">DŁUGOTE<span class="_ _0"></span>RMINOWYMI, <span class="_ _1a"> </span>A <span class="_ _1b"> </span>TAKŻE <span class="_ _1a"> </span>PODZIAŁU, <span class="_ _1b"> </span>RESTRUKT<span class="_ _0"></span>URYZACJI<span class="_ _0"></span> </div><div class="t m0 x85 h2 yada ff2 fs0 fc0 sc0 ls0 ws0">LUB <span class="_ _2b"> </span>ZANIECHANIA <span class="_ _2b"> </span>DZIAŁALNOŚC<span class="_ _0"></span>I <span class="_ _2b"> </span>ORAZ <span class="_ _2b"> </span>W<span class="_ _8"></span>SKAZAN<span class="_ _0"></span>IE <span class="_ _2b"> </span>JEDNOSTEK<span class="_ _3"></span> </div><div class="t m0 x85 h2 yadb ff2 fs0 fc0 sc0 ls0 ws0">PODLEGAJĄCYC<span class="_ _0"></span>H KONSOLID<span class="_ _0"></span>ACJI <span class="ff1"> </span></div><div class="t m0 x2 h8 y541 ff1 fs3 fc0 sc0 ls0 ws0">W raportowanym okresi<span class="_ _8"></span>e ni<span class="_ _8"></span><span class="ff2">e nastąpiły zmiany w struk<span class="_ _8"></span>turze jednostki gospo<span class="_ _8"></span>darczej<span class="_ _8"></span>.<span class="_ _8"></span></span> </div><div class="t m0 x2 h8 y6ee ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 yadc ff2 fs3 fc0 sc0 ls0 ws0">Emitent <span class="_ _f"></span>sporządza <span class="_ _f"></span>skonsolidow<span class="_ _8"></span>ane <span class="_ _f"></span>sprawozdanie <span class="_ _f"></span>finansowe.<span class="_ _8"></span> <span class="_ _c"></span>J<span class="_ _8"></span>ednostki <span class="_ _f"></span>podlegającyc<span class="_ _8"></span>h <span class="_ _c"></span>k<span class="_ _8"></span>onsolidacji <span class="_ _f"></span>Emitent </div><div class="t m0 x2 h8 yadd ff2 fs3 fc0 sc0 ls0 ws0">wskazał w niniejsz<span class="_ _8"></span>ym raporcie w punkc<span class="_ _8"></span>ie „Podmioty za<span class="_ _8"></span>leżne i metody konsol<span class="_ _8"></span>idacji”.<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 yade ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hb y9c ff2 fs3 fc0 sc0 ls0 ws0">Uchwałą <span class="_ _f"></span>Walneg<span class="ff1">o <span class="_ _f"></span>Z<span class="_ _8"></span>gromadzenia <span class="_ _f"></span>Akcj<span class="_ _8"></span>onariuszy <span class="_ _f"></span>z<span class="_ _8"></span><span class="ff6"> <span class="_ _f"></span></span>dnia <span class="_ _f"></span>1 <span class="_ _f"></span>lipca <span class="_ _f"></span>2020 <span class="_ _f"></span>r. <span class="_ _f"></span>(nr <span class="_ _f"></span>3/202<span class="_ _8"></span>0 <span class="_ _f"></span>(Rep. <span class="_ _f"></span>A <span class="_ _f"></span>nr <span class="_ _f"></span>6401/2020)<span class="_ _8"></span> <span class="_ _f"></span><span class="lsf">w </span></span></div><div class="t m0 x2 h8 y9d ff2 fs3 fc0 sc0 ls0 ws0">Expo <span class="_ _f"></span>Mazury <span class="_ _f"></span>S.A.<span class="_ _8"></span> <span class="_ _f"></span>rozpoczął <span class="_ _f"></span>się <span class="_ _f"></span>proces<span class="_ _8"></span> <span class="_ _f"></span>likwidacji. <span class="_ _f"></span>To <span class="_ _f"></span>drug<span class="_ _8"></span>i <span class="_ _f"></span>etap <span class="_ _f"></span>reorganizacji <span class="_ _f"></span>G<span class="_ _8"></span>rupy <span class="_ _f"></span>Kapitałowej <span class="_ _f"></span>MIRB<span class="_ _8"></span>UD. </div><div class="t m0 x2 h8 y1d5 ff2 fs3 fc0 sc0 ls0 ws0">Celem <span class="_ _7"> </span>reorganizacj<span class="_ _8"></span>i <span class="_ _7"> </span>jest <span class="_ _7"> </span>w<span class="_ _8"></span>zmocnienie <span class="_ _7"> </span>Gr<span class="_ _8"></span>upy <span class="_ _7"> </span>poprzez <span class="_ _2a"> </span>koncentrację <span class="_ _2a"> </span>p<span class="_ _8"></span>odmiotów <span class="_ _2a"> </span>działający<span class="_ _8"></span>ch <span class="_ _7"> </span>w <span class="_ _7"> </span>jej<span class="_ _8"></span> <span class="_ _7"> </span>obrębie </div><div class="t m0 x2 h8 y19e ff2 fs3 fc0 sc0 ls0 ws0">wokół <span class="_ _1a"> </span>spółk<span class="_ _8"></span>i <span class="_ _1a"> </span>dominującej,<span class="_ _8"></span> <span class="_ _1a"> </span>jaką <span class="_ _1a"> </span>j<span class="_ _8"></span>est <span class="_ _1a"> </span>MIRBUD <span class="_ _1b"> </span>S.A. <span class="_ _1b"> </span>Konsekwencją <span class="_ _1b"> </span>prowadzonej <span class="_ _1b"> </span>reorganizacj<span class="_ _8"></span>i <span class="_ _1a"> </span>będzie </div><div class="t m0 x2 h8 y19f ff2 fs3 fc0 sc0 ls0 ws0">uproszczenie <span class="_ _6"> </span>struk<span class="_ _8"></span>tury <span class="_ _6"> </span>Gru<span class="_ _8"></span>py, <span class="_ _6"> </span>usprawn<span class="_ _8"></span>ienie <span class="_ _6"> </span>procesó<span class="_ _8"></span>w <span class="_ _6"> </span>biznesowy<span class="_ _8"></span>ch <span class="_ _6"> </span>w <span class="_ _6"> </span>G<span class="_ _8"></span>rupie <span class="_ _6"> </span>oraz<span class="_ _8"></span> <span class="_ _6"> </span>optymalizac<span class="_ _8"></span>ja <span class="_ _6"> </span>kosztów </div><div class="t m0 x2 h8 ya1 ff2 fs3 fc0 sc0 ls0 ws0">funkcjonowania <span class="_ _8"></span>spółek <span class="_ _8"></span>z <span class="_ _8"></span>Gr<span class="_ _8"></span>upy, <span class="_ _8"></span>w s<span class="_ _8"></span>zczególności <span class="_ _8"></span>podmiotów <span class="_ _8"></span>działając<span class="_ _8"></span>ych <span class="_ _8"></span>na zbl<span class="_ _8"></span>iżonych <span class="_ _8"></span>obszarach <span class="_ _8"></span>rynku. <span class="_ _8"></span>W </div><div class="t m0 x2 h8 y1a0 ff2 fs3 fc0 sc0 ls0 ws0">praktyce <span class="_ _3"></span>oznacza <span class="_ _3"></span>to <span class="_ _3"></span>planowane <span class="_ _3"></span>przeniesienie <span class="_ _3"></span>majątku<span class="_ _8"></span> <span class="_ _2"></span>s<span class="_ _8"></span>półek <span class="_ _3"></span>działających <span class="_ _3"></span>w <span class="_ _3"></span>obszarze <span class="_ _3"></span>wynajmu <span class="_ _3"></span>komercyj<span class="_ _8"></span>nego </div><div class="t m0 x2 h8 y1a1 ff2 fs3 fc0 sc0 ls0 ws0">do spółki MARYWIL<span class="_ _8"></span>SKA 44 Sp. z o.o. <span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 y1a2 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y1a3 ff2 fs3 fc0 sc0 ls0 ws0">W <span class="_ _21"> </span>dniu <span class="_ _28"> </span>19 <span class="_ _28"> </span>listopada <span class="_ _28"> </span>2021  roku <span class="_ _2a"> </span>Z<span class="_ _8"></span>arząd <span class="_ _21"> </span>E<span class="_ _8"></span>mitenta  otrzymał <span class="_ _21"> </span>informację  od <span class="_ _2a"> </span>p<span class="_ _8"></span>ana <span class="_ _21"> </span>Wacław<span class="_ _8"></span>a <span class="_ _21"> </span>Jankowsk<span class="_ _8"></span>iego, </div><div class="t m0 x2 h8 yadf ff2 fs3 fc0 sc0 ls0 ws0">likwidatora spółk<span class="_ _8"></span>i EXPO M<span class="_ _8"></span>AZURY S.<span class="_ _8"></span>A. w likwidac<span class="_ _8"></span>ji o <span class="_ _8"></span>wydaniu postanow<span class="_ _8"></span>ienia Sądu <span class="_ _8"></span>Rejonowego <span class="_ _8"></span>w Olsztyni<span class="_ _8"></span>e, </div><div class="t m0 x2 h8 yae0 ff2 fs3 fc0 sc0 ls0 ws0">VIII <span class="_ _14"> </span>Wydział <span class="_ _14"> </span>Gospodarcz<span class="_ _8"></span>y <span class="_ _14"> </span>Krajowego <span class="_ _14"> </span>Rejestru <span class="_ _14"> </span>Sądow<span class="_ _8"></span>ego <span class="_ _14"> </span>w <span class="_ _14"> </span>sprawie <span class="_ _14"> </span>wyk<span class="_ _8"></span>reślenia <span class="_ _14"> </span>Spółki <span class="_ _14"> </span>z <span class="_ _14"> </span>Rejestru </div><div class="t m0 x2 h8 y692 ff1 fs3 fc0 sc0 ls0 ws0">Prz<span class="ff2">edsiębiorców. <span class="_ _0"></span>Zakończenie <span class="_ _0"></span>likwidacji <span class="_ _3"></span>S<span class="_ _8"></span>półki <span class="_ _3"></span>jest <span class="_ _3"></span>k<span class="_ _8"></span>olejnym <span class="_ _0"></span>etapem <span class="_ _3"></span>pr<span class="_ _8"></span>ocesu <span class="_ _3"></span>reor<span class="_ _8"></span>ganizacji <span class="_ _3"></span>Grupy Kapitałowej </span></div><div class="t m0 x2 h8 yae1 ff2 fs3 fc0 sc0 ls0 ws0">MIRBUD. O planowa<span class="_ _8"></span>nym przebiegu Reorga<span class="_ _8"></span>nizacji Emitent informow<span class="_ _8"></span>ał raportem bi<span class="_ _8"></span>eżącym nr 36/2020.<span class="_ _c"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 yae2 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 yae3 ff2 fs3 fc0 sc0 ls0 ws0">Z <span class="_ _c"></span>dniem<span class="_ _8"></span> <span class="_ _c"></span>01.07.202<span class="_ _8"></span>1 <span class="_ _c"></span>r.<span class="_ _8"></span> <span class="_ _c"></span>MIRBUD <span class="_ _f"></span>Spółka <span class="_ _f"></span>Akcyjna <span class="_ _f"></span>przejęła <span class="_ _f"></span>kontrolę <span class="_ _c"></span>na<span class="_ _8"></span>d <span class="_ _c"></span>Mary<span class="_ _8"></span>wilska <span class="_ _f"></span>44 <span class="_ _c"></span>Spółka <span class="_ _f"></span>z <span class="_ _c"></span>ogran<span class="_ _8"></span>iczoną </div><div class="t m0 x2 h8 yae4 ff2 fs3 fc0 sc0 ls0 ws0">odpowiedzialnośc<span class="_ _8"></span>ią. Od <span class="_ _3"></span>dn<span class="_ _8"></span>ia 01.07.2021 r. <span class="_ _0"></span>Marywilska 44 Sp. z o.o. <span class="_ _3"></span>po<span class="_ _8"></span>dlega konsolidacji przez MIRBUD S.A.<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 yae5 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y6ae ff2 fs3 fc0 sc0 ls0 ws0">Dnia 24.07.2021 r. JHM DE<span class="_ _8"></span>VELOPMENT S.A. zaku<span class="_ _8"></span>piła od Syndyka Masy Upadłoś<span class="_ _8"></span>ci Spółki pod <span class="_ _8"></span>nazwą STAL </div><div class="t m0 x2 h8 y6af ff2 fs3 fc0 sc0 ls0 ws0">–<span class="ff1"> <span class="_ _6"> </span></span>MET <span class="_ _6"> </span>Niecz<span class="_ _8"></span>aj <span class="_ _6"> </span>Sp. <span class="_ _6"> </span>z <span class="_ _7"> </span>o. <span class="_ _6"></span>o. <span class="_ _6"> </span>w <span class="_ _7"> </span>upadłości <span class="_ _6"></span>z <span class="_ _6"> </span>siedzibą <span class="_ _7"> </span>w <span class="_ _6"> </span>Słupsku <span class="_ _7"> </span>udziały <span class="_ _6"> </span>w <span class="_ _6"> </span>s<span class="_ _8"></span>półce <span class="_ _6"> </span>HAKAMOR<span class="_ _8"></span>E <span class="_ _6"></span>Sp. <span class="_ _6"> </span>z <span class="_ _7"> </span>o.o. <span class="_ _f"></span>w </div><div class="t m0 x2 h8 y147 ff2 fs3 fc0 sc0 ls0 ws0">upadłości <span class="_ _3"></span>z <span class="_ _3"></span>siedzibą <span class="_ _3"></span>w<span class="_ _8"></span> <span class="_ _3"></span>Warszawie. <span class="_ _3"></span>Na <span class="_ _3"></span>dzie<span class="_ _8"></span>ń <span class="_ _3"></span>3<span class="ff1">1.<span class="ls9">12</span></span>.2021 <span class="_ _3"></span>r. <span class="_ _0"></span>nowo <span class="_ _3"></span>nabyta <span class="_ _3"></span>spółka <span class="_ _3"></span>n<span class="_ _8"></span>ie <span class="_ _3"></span>została <span class="_ _3"></span>objęta <span class="_ _3"></span>konso<span class="_ _8"></span>lidacją. </div><div class="t m0 x2 h8 y797 ff2 fs3 fc0 sc0 ls0 ws0">Spółka <span class="_ _c"></span>zn<span class="_ _8"></span>ajduje <span class="_ _c"></span>si<span class="_ _8"></span>ę <span class="_ _c"></span>w<span class="_ _8"></span> <span class="_ _c"></span>upa<span class="_ _8"></span>dłości, <span class="_ _c"></span>w <span class="_ _f"></span>zwi<span class="_ _8"></span>ązku <span class="_ _c"></span>z<span class="_ _8"></span> <span class="_ _c"></span>ty<span class="_ _8"></span>m <span class="_ _c"></span>Gr<span class="_ _8"></span>upa <span class="_ _c"></span>ni<span class="_ _8"></span>e <span class="_ _c"></span>spra<span class="_ _8"></span>wuje <span class="_ _c"></span>ko<span class="_ _8"></span>ntroli <span class="_ _f"></span>nad <span class="_ _c"></span>Jednostką.<span class="_ _8"></span> <span class="_ _c"></span>Wła<span class="_ _8"></span>dza <span class="_ _c"></span>nad </div><div class="t m0 x2 h8 yae6 ff2 fs3 fc0 sc0 ls0 ws0">nowo <span class="_ _11"> </span>n<span class="_ _8"></span>abytą <span class="_ _2b"> </span>spółką <span class="_ _2b"> </span>zost<span class="_ _8"></span>anie <span class="_ _2b"> </span>uzyskana <span class="_ _2b"> </span>w <span class="_ _2b"> </span>momenc<span class="_ _8"></span>ie  pozy<span class="_ _8"></span>tywnego <span class="_ _2b"> </span>rozpatrz<span class="_ _8"></span>enia <span class="_ _2b"> </span>wniosku <span class="_ _2b"> </span>o <span class="_ _2b"> </span>umorzenie </div><div class="t m0 x2 h8 y680 ff2 fs3 fc0 sc0 ls0 ws0">postępowania upadł<span class="_ _8"></span>ościowego. <span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 hb yae7 ff6 fs3 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf63" class="pf w0 h0" ><div class="pc pc63 w0 h0"><img class="bi x4 y2a w3 hcd" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x105 h6 y991 ff4 fs2 fc2 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI GRUPY KAPITAŁOWEJ <span class="ff3">MIRBUD ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc3"> </span></span></div><div class="t m0 x6 h4 y992 ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y2d wda ha"><div class="t m0 x110 h8 y85 ff2 fs3 fc2 sc0 ls0 ws0">Grupa Kapitałowa MIR<span class="_ _8"></span>BUD<span class="ff1"> <span class="ls6">| <span class="_ _8"></span></span></span>OSIĄGNIETE I P<span class="_ _8"></span>ROGNOZOWANE <span class="_ _8"></span>WYNIKI FINANS<span class="_ _8"></span>OWE<span class="_ _8"></span><span class="ff1"> </span></div></div><div class="c x9 y2d wdb ha"><div class="t m0 xa h4 y86 ff3 fs1 fc4 sc0 ls3 ws0">99<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h4 y31 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y993 ff2 fs3 fc0 sc0 ls0 ws0">Nadzwyczajne <span class="_ _c"></span>Zgromadze<span class="_ _8"></span>nie <span class="_ _8"></span>Wspó<span class="_ _8"></span>lników <span class="_ _8"></span>s<span class="_ _8"></span>półki <span class="_ _8"></span>za<span class="_ _8"></span>leżnej <span class="_ _c"></span>JHM <span class="_ _8"></span>2 <span class="_ _c"></span>Sp. <span class="_ _c"></span>z <span class="_ _c"></span>o.<span class="_ _8"></span>o. <span class="_ _c"></span>podjęło <span class="_ _c"></span>uchwa<span class="_ _8"></span>łę <span class="_ _8"></span>o <span class="_ _c"></span>rozwiązani<span class="_ _8"></span>u <span class="_ _c"></span>i </div><div class="t m0 x2 h8 y994 ff2 fs3 fc0 sc0 ls0 ws0">postawieniu <span class="_ _6"></span>przedmiotowej <span class="_ _6"> </span>Spółki <span class="_ _6"></span>w <span class="_ _f"></span>sta<span class="_ _8"></span>n <span class="_ _f"></span>l<span class="_ _8"></span>ikwidacji <span class="_ _6"></span>z <span class="_ _f"></span>dniem <span class="_ _6"></span>1 <span class="_ _6"></span>lutego <span class="_ _6"></span>2022 <span class="_ _f"></span>rok<span class="_ _8"></span>u. <span class="_ _6"></span>W <span class="_ _f"></span>związku <span class="_ _6"></span>z <span class="_ _6"></span>tym <span class="_ _f"></span>o<span class="_ _8"></span>becna </div><div class="t m0 x2 h8 y995 ff2 fs3 fc0 sc0 ls0 ws0">nazwa <span class="_ _8"></span>Spółki <span class="_ _8"></span>brz<span class="_ _8"></span>mi: <span class="_ _8"></span>JHM <span class="_ _8"></span>2 <span class="_ _8"></span>Sp. <span class="_ _8"></span>z <span class="_ _c"></span>o.o. <span class="_ _8"></span>w <span class="_ _8"></span>likwidacj<span class="_ _8"></span>i. <span class="_ _8"></span>Na <span class="_ _8"></span>likwidatora <span class="_ _c"></span>Spółki <span class="_ _8"></span>został <span class="_ _8"></span>po<span class="_ _8"></span>wołany <span class="_ _8"></span>jednoosobow<span class="_ _8"></span>o <span class="_ _8"></span>pan </div><div class="t m0 x2 h8 y996 ff2 fs3 fc0 sc0 ls0 ws0">Wacław Jankowski. Równoc<span class="_ _8"></span>ześnie Emitent informuje, iż likwidacja spółki zależnej JHM 2 S<span class="_ _0"></span>p. z o.o. należy do </div><div class="t m0 x2 h8 yae8 ff2 fs3 fc0 sc0 ls0 ws0">procesu <span class="_ _21"> </span>reorganizacj<span class="_ _8"></span>i <span class="_ _2a"> </span>G<span class="_ _8"></span>rupy <span class="_ _21"> </span>Kapita<span class="_ _8"></span>łowej <span class="_ _21"> </span>MIRBUD,  o <span class="_ _2a"> </span>którym <span class="_ _21"> </span>E<span class="_ _8"></span>mitent <span class="_ _21"> </span>informo<span class="_ _8"></span>wał <span class="_ _2a"> </span>r<span class="_ _8"></span>aportami <span class="_ _21"> </span>bież<span class="_ _8"></span>ącymi <span class="_ _21"> </span>nr </div><div class="t m0 x2 h8 yae9 ff1 fs3 fc0 sc0 ls0 ws0">36/2020 oraz 41/20<span class="_ _8"></span>21. </div><div class="t m0 x2 hb yaea ff6 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 yaeb ff2 fs3 fc0 sc0 ls0 ws0">Emitent <span class="_ _f"></span>sporządza <span class="_ _f"></span>skonsolidow<span class="_ _8"></span>ane <span class="_ _f"></span>sprawoz<span class="_ _8"></span>danie <span class="_ _f"></span>finansowe. <span class="_ _f"></span>Jednostki <span class="_ _f"></span>podle<span class="_ _8"></span>gających <span class="_ _f"></span>konsolidacji <span class="_ _f"></span>Emitent </div><div class="t m0 x2 h8 yaec ff2 fs3 fc0 sc0 ls0 ws0">wskazał w niniejsz<span class="_ _8"></span>ym raporcie w punkc<span class="_ _8"></span>ie „Podmioty za<span class="_ _8"></span>leżne i metody konsol<span class="_ _8"></span>idacji<span class="_ _8"></span><span class="ff1">. </span></div><div class="t m0 x2 h8 yaed ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h2 y74 ff1 fs0 fc0 sc0 ls8 ws0">8.<span class="ls0"> <span class="_ _21"> </span><span class="ff2">OSIĄGNIETE I PR<span class="_ _0"></span>OGNOZOWANE<span class="_ _3"></span> WYNIKI FINANSOWE<span class="ff1"> </span></span></span></div><div class="t m0 x2 h8 y1ff ff2 fs3 fc0 sc0 ls0 ws0">Spółki z Grupy Kapitałow<span class="_ _8"></span>ej MIRBUD nie pub<span class="_ _8"></span>likował prognoz <span class="_ _8"></span>wyn<span class="_ _8"></span>ików finansowyc<span class="_ _8"></span>h dotyczący<span class="_ _8"></span>ch roku 20<span class="ff1">2<span class="_ _8"></span>1. </span></div><div class="t m0 x2 h8 y16e ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h2 y8c5 ff1 fs0 fc0 sc0 ls8 ws0">9.<span class="ls0"> <span class="_ _21"> </span><span class="ff2">CHARAKTERYSTYKA <span class="_ _3e"> </span>ZEWNĘT<span class="_ _0"></span>RZNYCH <span class="_ _3e"> </span>I <span class="_ _3e"> </span>WEWNĘTRZNY<span class="_ _3"></span>CH </span></span></div><div class="t m0 x85 h2 yaee ff2 fs0 fc0 sc0 ls0 ws0">CZYNNIKÓW<span class="_ _0"></span> <span class="_ _27"> </span>ISTOT<span class="_ _0"></span>NYCH <span class="_ _d"> </span>DLA <span class="_ _d"> </span>ROZWOJU <span class="_ _d"> </span>EMITENTA <span class="_ _d"> </span>ORAZ <span class="_ _d"> </span>OPIS </div><div class="t m0 x85 h2 yaef ff2 fs0 fc0 sc0 ls0 ws0">PERSPEKTY<span class="_ _0"></span>W <span class="_ _26"> </span>DZIAŁALNOŚCI <span class="_ _26"> </span>EMITEN<span class="_ _0"></span>TA <span class="_ _26"> </span>W <span class="_ _26"> </span>PERSPEKTYWIE<span class="_ _3"></span> <span class="_ _1d"> </span>CO </div><div class="t m0 x85 h2 y55c ff2 fs0 fc0 sc0 ls0 ws0">NAJMNIEJ <span class="_ _0"></span>JEDNEGO K<span class="_ _0"></span>WARTAŁU<span class="ff1"> </span></div><div class="t m0 x2 h8 yaf0 ff2 fs3 fc0 sc0 ls0 ws0">Przychody <span class="_ _7"> </span>G<span class="_ _8"></span>rupy <span class="_ _7"> </span>MIRBUD <span class="_ _7"> </span>w <span class="_ _2a"> </span>całości <span class="_ _7"> </span>uzys<span class="_ _8"></span>kiw<span class="_ _8"></span>ane <span class="_ _7"> </span>są <span class="_ _7"> </span>z<span class="_ _8"></span> <span class="_ _7"> </span>tytułu <span class="_ _7"> </span>prowadzen<span class="_ _8"></span>ia <span class="_ _7"> </span>działalnośc<span class="_ _8"></span>i <span class="_ _7"> </span>na <span class="_ _7"> </span>rynku <span class="_ _7"> </span>polski<span class="_ _8"></span>m. </div><div class="t m0 x2 h8 y871 ff2 fs3 fc0 sc0 ls0 ws0">Dlatego <span class="_ _26"> </span>osiągane <span class="_ _1d"> </span>wyniki <span class="_ _26"> </span>finansowe <span class="_ _26"> </span>s<span class="_ _8"></span>ą <span class="_ _26"> </span>uzależni<span class="_ _8"></span>one <span class="_ _26"> </span>od <span class="_ _26"> </span>czynników <span class="_ _1d"> </span>takich <span class="_ _26"> </span>jak <span class="_ _26"> </span>stabilnoś<span class="_ _8"></span>ć <span class="_ _26"> </span>sytuacji </div><div class="t m0 x2 h8 yaf1 ff2 fs3 fc0 sc0 ls0 ws0">makroekonomicz<span class="_ _8"></span>nej Polski i ogólna kon<span class="_ _8"></span>iunktura gospodarc<span class="_ _8"></span>za w kraju w danym ok<span class="_ _8"></span>resie.<span class="_ _c"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 y27e ff2 fs3 fc0 sc0 ls0 ws0">Najważniejszym czynnikiem <span class="_ _3"></span>wpływaj<span class="_ _8"></span>ącym <span class="_ _3"></span>n<span class="_ _8"></span>a <span class="_ _3"></span>r<span class="_ _8"></span>ozwój <span class="_ _3"></span>j<span class="_ _8"></span>est <span class="_ _3"></span>k<span class="_ _8"></span>oniunktura <span class="_ _3"></span>w krajowym <span class="_ _0"></span>sektorze bu<span class="_ _0"></span>dowlanym, <span class="_ _0"></span>która </div><div class="t m0 x2 h8 y27f ff2 fs3 fc0 sc0 ls0 ws0">w <span class="_ _6"></span>bezpośredni <span class="_ _6"> </span>sposób<span class="_ _8"></span> <span class="_ _6"></span>jest <span class="_ _6"></span>uzależniona <span class="_ _6"> </span>od <span class="_ _6"> </span>sto<span class="_ _8"></span>py <span class="_ _6"></span>wzrostu <span class="_ _6"></span>PKB, <span class="_ _6"> </span>poz<span class="_ _8"></span>iomu <span class="_ _6"></span>inwestycj<span class="_ _8"></span>i <span class="_ _6"></span>krajowych, <span class="_ _6"> </span>czy <span class="_ _6"> </span>pozycj<span class="_ _8"></span>i </div><div class="t m0 x2 h8 y280 ff2 fs3 fc0 sc0 ls0 ws0">konkurencyjnej Spółek z<span class="_ _8"></span> Grupy MIRBUD ok<span class="_ _8"></span>reślającej ich zdolność<span class="_ _8"></span> do pozysk<span class="_ _c"></span>iwania kontraktów i klient<span class="_ _8"></span>ów. Ta </div><div class="t m0 x2 h8 y281 ff2 fs3 fc0 sc0 ls0 ws0">z kolei w ocenie Zarz<span class="_ _8"></span>ądu jednostki domin<span class="_ _8"></span>ującej zależeć będzie<span class="_ _8"></span> przede wszys<span class="_ _8"></span>tkim od:<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 yaf2 ff2 fs3 fc0 sc0 ls0 ws0">Czynników zewnętrzny<span class="_ _8"></span>ch<span class="ff1"> </span></div><div class="t m0 x17e h8 yaf3 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">dalsz<span class="_ _8"></span>ej realizacji inwestycj<span class="_ _8"></span>i ze środków poch<span class="_ _8"></span>odzących z funduszy<span class="_ _8"></span> unijnych,<span class="_ _c"></span></span> </div><div class="t m0 x17e h8 yaf4 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">s<span class="_ _8"></span>ytuacji gospodarcz<span class="_ _8"></span>ej w państwach Unii E<span class="_ _8"></span>ur</span>opejs<span class="_ _8"></span>kiej, </div><div class="t m0 x17e h8 yaf5 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">pol<span class="_ _8"></span>ityki rządowej dotycząc<span class="_ _8"></span>ej budownictwa, w ty<span class="_ _8"></span>m szczególnie miesz<span class="_ _8"></span>kaniowego,<span class="_ _c"></span></span> </div><div class="t m0 x17e h8 yaf6 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">pol<span class="_ _8"></span>ityki monetarnej (polity<span class="_ _8"></span>ka stóp procentowy<span class="_ _8"></span>ch i jej wpływ na kos<span class="_ _8"></span>zt kredytów),<span class="_ _c"></span></span> </div><div class="t m0 x17e h8 y62f ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span>s<span class="_ _8"></span>ytuacji na rynkach fina<span class="_ _8"></span>nsowych,<span class="_ _8"></span> </div><div class="t m0 x17e h8 y302 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">dos<span class="_ _8"></span>tępności i koszty<span class="_ _8"></span> kredytów bankowych i <span class="_ _8"></span></span>gwara<span class="_ _8"></span>ncji, </div><div class="t m0 x17e h8 y92c ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">tr<span class="_ _8"></span>endów w zakresie prefer<span class="_ _8"></span>encji potencj<span class="_ _8"></span>alnych nabywców mi<span class="_ _8"></span>eszkań,<span class="_ _8"></span></span> </div><div class="t m0 x17e h8 y6fc ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">poz<span class="_ _8"></span>iomu i warunków ko<span class="_ _8"></span>nkurencji,<span class="_ _8"></span></span> </div><div class="t m0 x17e h8 yaf7 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">temp<span class="_ _8"></span>a <span class="_ _2a"> </span>wzrostu <span class="_ _2a"> </span>i<span class="_ _8"></span>nwestycji <span class="_ _2a"> </span>w <span class="_ _2a"> </span>obsz<span class="_ _8"></span>arze <span class="_ _2a"> </span>sektora <span class="_ _21"> </span>publicznego <span class="_ _2a"> </span>(w <span class="_ _21"> </span>szczególnośc<span class="_ _8"></span>i <span class="_ _2a"> </span>inwestyc<span class="_ _8"></span>ji <span class="_ _2a"> </span>w </span></div><div class="t m0 x17f h8 yaf8 ff1 fs3 fc0 sc0 ls0 ws0">budownictwie drog<span class="_ _8"></span>owym),<span class="_ _8"></span> </div><div class="t m0 x17e h8 yaf9 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">k<span class="_ _8"></span>ształtowania się pozio<span class="_ _8"></span>mu cen materiałó<span class="_ _8"></span>w budowlany<span class="_ _8"></span>ch jak i usług budo<span class="_ _8"></span>wlanych,<span class="_ _8"></span></span> </div><div class="t m0 x17e h8 y7b8 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">dos<span class="_ _8"></span>tępności na rynku wy<span class="_ _8"></span>kwalifikowanej kadry praco<span class="_ _8"></span>wników i poziomu <span class="_ _8"></span>ich płac,<span class="_ _c"></span></span> </div><div class="t m0 x17e h8 ya6e ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span>popytu <span class="_ _8"></span>w budownictw<span class="_ _8"></span>ie mieszkaniowym,<span class="_ _8"></span> </div><div class="t m0 x17e h8 yafa ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">dalsz<span class="_ _8"></span>ego <span class="_ _f"></span>przebiegu <span class="_ _f"></span>pandemii <span class="_ _f"></span>korona <span class="_ _f"></span>wirusa <span class="_ _f"></span>i <span class="_ _f"></span>związanych <span class="_ _f"></span>z <span class="_ _f"></span>tym <span class="_ _c"></span>sk<span class="_ _8"></span>utków <span class="_ _f"></span>gospodarcz<span class="_ _8"></span>ych <span class="_ _f"></span>w </span></div><div class="t m0 x17f h8 yafb ff1 fs3 fc0 sc0 ls0 ws0">tym <span class="_ _12"> </span>spowolnienia<span class="_ _8"></span> <span class="_ _12"> </span>go<span class="ff2">sp<span class="_ _8"></span>odarki, <span class="_ _12"> </span>wzrostu <span class="_ _1e"> </span>bezrobocia, <span class="_ _1e"> </span>wzrostu <span class="_ _12"> </span>inflacji,<span class="_ _8"></span> <span class="_ _12"> </span>wpływu <span class="_ _1e"> </span>na <span class="_ _12"> </span>branż<span class="_ _8"></span>ę</span> </div><div class="t m0 x17f h8 yafc ff2 fs3 fc0 sc0 ls0 ws0">handlową<span class="ff1">,  </span></div><div class="t m0 x17e h8 y554 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span>prz<span class="_ _8"></span>ebiegu i konsekwenc<span class="_ _8"></span>ji konfliktu zbrojnego w Uk<span class="_ _8"></span>rainie<span class="_ _8"></span>. </div><div class="t m0 x85 h8 yad3 ff2 fs3 fc0 sc0 ls0 ws0">Czynników wewnętrz<span class="_ _8"></span>nych<span class="ff1">: </span></div><div class="t m0 x17e h8 yafd ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">k<span class="_ _8"></span>ondycji finansowej Spółek <span class="_ _8"></span>z Grupy w szc<span class="_ _8"></span>zególności MIRBUD S.<span class="_ _8"></span>A.,<span class="_ _8"></span></span> </div></div></div><div class="pi" ></div></div><div id="pf64" class="pf w0 h0" ><div class="pc pc64 w0 h0"><img class="bi x4 y2a w3 hcd" alt="" src="data:image/png;base64,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class="c x0 y1 w2 h0"><div class="t m0 x105 h6 y991 ff4 fs2 fc2 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI GRUPY KAPITAŁOWEJ <span class="ff3">MIRBUD ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc3"> </span></span></div><div class="t m0 x6 h4 y992 ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y2d wda h7"><div class="t m0 x174 h8 y2e ff2 fs3 fc2 sc0 ls0 ws0">Grupa Kapitałowa MIR<span class="_ _8"></span>BUD<span class="ff1"> <span class="ls6">| <span class="_ _8"></span></span>ZMIANY W POD<span class="_ _8"></span>STAWOWYCH ZA<span class="_ _8"></span>SADACH </span></div><div class="t m0 x115 h8 y2f ff2 fs3 fc2 sc0 ls0 ws0">ZARZĄDZANIA PRZED<span class="_ _8"></span>SIĘBIORST<span class="_ _8"></span>WEM EMITENTA I<span class="_ _8"></span> JEGO GRUPĄ KAP<span class="_ _8"></span>ITAŁOWĄ<span class="_ _8"></span><span class="ff1"> </span></div></div><div class="c x9 y2d wdb h7"><div class="t m0 xa h4 y30 ff3 fs1 fc4 sc0 ls0 ws0">100 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h4 y31 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x17e h8 y993 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span>ugrunt<span class="_ _8"></span>owanej pozycj<span class="_ _8"></span>i w <span class="ff2">sektorze budown<span class="_ _8"></span>ictwa kubaturoweg<span class="_ _8"></span>o przemysłowego,<span class="_ _c"></span></span> </div><div class="t m0 x17e h8 y994 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">s<span class="_ _8"></span>ystematycznego rozwoju <span class="_ _8"></span>Grupy w branży inży<span class="_ _8"></span>nieryjno<span class="_ _8"></span></span>-drogowej, </div><div class="t m0 x17e h8 y995 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">s<span class="_ _8"></span>ystematycznego wypełn<span class="_ _8"></span>iania portfela zamówie<span class="_ _8"></span>ń na lata 202<span class="_ _8"></span></span>2 <span class="_ _8"></span><span class="ff2">–</span> 2025, </div><div class="t m0 x17e h8 y996 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">z<span class="_ _8"></span>dywersyfikowanego portfe<span class="_ _8"></span>la zamówień na <span class="_ _8"></span>lata 202<span class="_ _8"></span></span>2 <span class="ff2">–</span> <span class="ls11">202<span class="_ _8"></span></span>5, </div><div class="t m0 x17e h8 yae8 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span>dalsz<span class="_ _8"></span>ego <span class="_ _12"> </span>rozwij<span class="_ _8"></span>ania <span class="_ _1e"> </span><span class="ff2">działaln<span class="_ _8"></span>ości <span class="_ _12"> </span>dewel<span class="_ _8"></span>operskiej <span class="_ _12"> </span>p<span class="_ _8"></span>oprzez<span class="_ _8"></span> <span class="_ _12"> </span>realizacj<span class="_ _8"></span>ę <span class="_ _12"> </span>projektów<span class="_ _8"></span> <span class="_ _12"> </span>w <span class="_ _14"> </span>Łodzi</span><span class="lsd">, </span></div><div class="t m0 x17f h8 yae9 ff1 fs3 fc0 sc0 ls0 ws0">Poznaniu, Koninie, <span class="_ _8"></span>Bydgoszcz<span class="_ _8"></span>y, Zakopanem,<span class="_ _8"></span> </div><div class="t m0 x17e h8 yaea ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">k<span class="_ _8"></span>omercjalizacji <span class="_ _21"> </span>i <span class="_ _21"> </span>ścią<span class="_ _8"></span>galności <span class="_ _21"> </span>cz<span class="_ _8"></span>ynszów <span class="_ _21"> </span>w <span class="_ _21"> </span>CH <span class="_ _21"> </span>MARYWI<span class="_ _8"></span>LASKA <span class="_ _21"> </span>44 <span class="_ _21"> </span>sp. <span class="_ _28"> </span>z <span class="_ _21"> </span>o.o. <span class="_ _21"> </span>po <span class="_ _21"> </span>ok<span class="_ _8"></span>resie </span></div><div class="t m0 x17f h8 yaeb ff2 fs3 fc0 sc0 ls0 ws0">wstrzymania handlu w z<span class="_ _8"></span>wiązku z<span class="_ _8"></span> pandemią korona wirusa,<span class="_ _c"></span><span class="ff1"> </span></div><div class="t m0 x17e h8 yaec ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">wy<span class="_ _8"></span>sokości <span class="_ _1e"> </span>poziomu <span class="_ _1e"> </span>marży <span class="_ _1e"> </span>na <span class="_ _12"> </span>rea<span class="_ _8"></span>lizacji <span class="_ _12"> </span>ko<span class="_ _8"></span>ntraktów <span class="_ _1e"> </span>osiąganego <span class="_ _1e"> </span>poprzez<span class="_ _8"></span> <span class="_ _12"> </span>opty<span class="_ _8"></span>malizację </span></div><div class="t m0 x17f h8 yafe ff2 fs3 fc0 sc0 ls0 ws0">kosztów <span class="_ _6"> </span>produkc<span class="_ _8"></span>ji <span class="_ _6"> </span>oraz <span class="_ _7"> </span>ulepszanie <span class="_ _6"> </span>roz<span class="_ _8"></span>wiązań <span class="_ _6"> </span>tech<span class="_ _8"></span>nicznych <span class="_ _7"> </span>realizacji <span class="_ _6"> </span>budowy, <span class="_ _7"> </span>także <span class="_ _6"> </span>dzięki </div><div class="t m0 x17f h8 yaff ff2 fs3 fc0 sc0 ls0 ws0">realizacji <span class="_ _25"> </span>procesu <span class="_ _25"> </span>oprac<span class="_ _8"></span>owania <span class="_ _25"> </span>i <span class="_ _25"> </span>wdrażania <span class="_ _25"> </span>informaty<span class="_ _8"></span>cznego <span class="_ _25"> </span>systemu <span class="_ _31"> </span>zarządzania </div><div class="t m0 x17f h8 yb00 ff1 fs3 fc0 sc0 ls0 ws0">(nowoczesny <span class="_ _12"> </span>syste<span class="_ _8"></span><span class="ff2">m <span class="_ _13"> </span>z<span class="_ _8"></span>arządzania <span class="_ _12"> </span>w <span class="_ _12"> </span>opi<span class="_ _8"></span>nii <span class="_ _12"> </span>Emitenta <span class="_ _12"> </span>wpłyni<span class="_ _8"></span>e <span class="_ _13"> </span>na <span class="_ _1e"> </span>poprawę <span class="_ _13"> </span>k<span class="_ _8"></span>ontroli <span class="_ _12"> </span>nad </span></div><div class="t m0 x17f h8 yb01 ff2 fs3 fc0 sc0 ls0 ws0">działalnością <span class="_ _31"> </span>o<span class="_ _8"></span>peracyjną <span class="_ _17"> </span>dzięki <span class="_ _31"> </span>szczegółowym <span class="_ _17"> </span>bieżącym <span class="_ _31"> </span>a<span class="_ _8"></span>nalizom <span class="_ _17"> </span>poszczególnych </div><div class="t m0 x17f h8 y6e8 ff2 fs3 fc0 sc0 ls0 ws0">projektów, <span class="_ _1e"> </span>us<span class="_ _8"></span>prawni <span class="_ _1e"> </span>e<span class="_ _8"></span>widencję <span class="_ _1e"> </span>fi<span class="_ _8"></span>nansów, <span class="_ _1e"> </span>wp<span class="_ _8"></span>łynie <span class="_ _14"> </span>pozytywnie <span class="_ _1e"> </span>na <span class="_ _14"> </span>efektywność<span class="_ _8"></span> <span class="_ _1e"> </span>pracy <span class="_ _14"> </span>i </div><div class="t m0 x17f h8 yb02 ff2 fs3 fc0 sc0 ls0 ws0">ograniczy ryz<span class="_ _8"></span>yko działalności po<span class="ff1">dst<span class="_ _8"></span>awowej), </span></div><div class="t m0 x17e h8 yb03 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">poz<span class="_ _8"></span>iomu sprzedaży j<span class="_ _8"></span>ednostek mieszkalnyc<span class="_ _8"></span>h w realizowanych inwesty<span class="_ _8"></span>cjach dewelopers<span class="_ _8"></span>kich,<span class="_ _c"></span></span> </div><div class="t m0 x17e h8 yb04 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span>dalsz<span class="_ _8"></span>ych inwestycj<span class="_ _8"></span>i w nowoczesny<span class="_ _8"></span> park maszynowy,<span class="_ _8"></span> </div><div class="t m0 x17e h8 yb05 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">os<span class="_ _8"></span>iągania zgodnych z p<span class="_ _8"></span>lanowanymi wyników f<span class="_ _8"></span>inansowych prz<span class="_ _8"></span>ez spółki zależne w G<span class="_ _8"></span>rupie.<span class="_ _8"></span></span> </div><div class="t m0 x2 h8 yb06 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 yb07 ff1 fs3 fc0 sc0 ls0 ws0">Perspektywy <span class="ff2">rozwoj<span class="_ _8"></span>u działalności Emitenta<span class="_ _8"></span> zostały przedstawi<span class="_ _8"></span>one w punkcie 4.4 <span class="_ _8"></span>niniejszego sprawozda<span class="_ _8"></span>nia.<span class="_ _c"></span></span> </div><div class="t m0 x2 h2 y209 ff1 fs0 fc0 sc0 ls8 ws0">10.<span class="ls0"> <span class="_ _3a"> </span><span class="ff2">ZMIANY <span class="_ _22"> </span>W <span class="_ _22"> </span>PODSTAWOWYC<span class="_ _0"></span>H <span class="_ _22"> </span>ZASADACH <span class="_ _22"> </span>ZARZĄDZANIA<span class="_ _0"></span> </span></span></div><div class="t m0 x85 h2 y177 ff2 fs0 fc0 sc0 ls0 ws0">PRZEDSIĘBIORS<span class="_ _3"></span>TWEM EMITENTA I JEGO<span class="_ _0"></span> GRUPĄ KA<span class="_ _0"></span>PITAŁOWĄ<span class="_ _0"></span> <span class="ff1"> </span></div><div class="t m0 x2 h8 yb08 ff2 fs3 fc0 sc0 ls0 ws0">W okresie sprawozd<span class="_ _8"></span>awczym nie nastąp<span class="_ _8"></span>iły znaczące zmia<span class="_ _8"></span>ny w zasadach zar<span class="_ _c"></span>ządzania spó<span class="_ _8"></span>łkami Grupy<span class="ff1">.<span class="_ _8"></span> </span></div><div class="t m0 x2 h2 yb09 ff1 fs0 fc0 sc0 ls8 ws0">11.<span class="ls0"> <span class="_ _3a"> </span> <span class="ff2">OPIS <span class="_ _8"></span>GŁÓWNYCH <span class="_ _8"></span>C<span class="_ _8"></span>ECH <span class="_ _8"></span>STOSOWANY<span class="_ _0"></span>CH <span class="_ _c"></span>SYSTEMÓ<span class="_ _3"></span>W<span class="_ _8"></span> <span class="_ _8"></span>KONTROLI </span></span></div><div class="t m0 x85 h2 y245 ff2 fs0 fc0 sc0 ls0 ws0">WEWNĘTRZ<span class="_ _0"></span>NEJ <span class="_ _d"> </span>I <span class="_ _27"> </span>ZARZĄDZANIA <span class="_ _d"> </span>RYZYKIEM <span class="_ _d"> </span>W <span class="_ _27"> </span>ODNIESIENIU <span class="_ _d"> </span>DO </div><div class="t m0 x85 h2 y605 ff2 fs0 fc0 sc0 ls0 ws0">PROCESU SPO<span class="_ _0"></span>RZĄDZA<span class="_ _0"></span>NIA SPRAW<span class="_ _0"></span>OZDAŃ FINA<span class="_ _0"></span>SOWYC<span class="_ _0"></span>H <span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 yb0a ff2 fs3 fc0 sc0 ls0 ws0">Zarząd <span class="_ _25"> </span>Spółki <span class="_ _25"> </span>MIRBUD <span class="_ _25"> </span>S.A.,<span class="ff1"> <span class="_ _25"> </span></span>jak<span class="_ _8"></span>o <span class="_ _25"> </span>jednostki <span class="_ _25"> </span>dominującej, <span class="_ _25"> </span>jest <span class="_ _25"> </span>odpowi<span class="_ _8"></span>edzialny <span class="_ _25"> </span>za <span class="_ _25"> </span>sporządzeni<span class="_ _8"></span>e </div><div class="t m0 x2 h8 yb0b ff2 fs3 fc0 sc0 ls0 ws0">skonsolidowanego <span class="_ _2a"> </span>sprawozdania <span class="_ _2a"> </span>finansowego <span class="_ _2a"> </span>Grupy <span class="_ _2a"> </span>Kapitałowej. <span class="_ _2a"> </span>Odpowiada <span class="_ _7"> </span>r<span class="_ _8"></span>ównież <span class="_ _7"> </span>z<span class="_ _8"></span>a <span class="_ _7"> </span>system <span class="_ _7"> </span>k<span class="_ _8"></span>ontroli </div><div class="t m0 x2 h8 yb0c ff2 fs3 fc0 sc0 ls0 ws0">wewnętrznej <span class="_ _8"></span>i <span class="_ _8"></span>jego <span class="_ _8"></span>skutecz<span class="_ _8"></span>ność <span class="_ _8"></span>w pr<span class="_ _8"></span>ocesie <span class="_ _8"></span>sporządza<span class="_ _8"></span>nia <span class="_ _8"></span>skonsolidowanych <span class="_ _8"></span>spr<span class="_ _8"></span>awozdań <span class="_ _8"></span>finanso<span class="_ _8"></span>wych<span class="_ _c"></span>, <span class="_ _8"></span>które </div><div class="t m0 x2 h8 yb0d ff2 fs3 fc0 sc0 ls0 ws0">są  przygotowywane  i  publikowane  przez  jednostkę  dominującą,  zgodnie  z  zasadami <span class="_ _2b"> </span>Rozporz<span class="_ _8"></span>ądzeniem </div><div class="t m0 x2 h8 yb0e ff2 fs3 fc0 sc0 ls0 ws0">Ministra F<span class="_ _8"></span>inansów z<span class="_ _8"></span> dn<span class="_ _8"></span>ia 29 <span class="_ _8"></span>marca <span class="_ _8"></span>2018 <span class="_ _8"></span>roku <span class="_ _8"></span>w <span class="_ _8"></span>sprawie <span class="_ _8"></span>informacj<span class="_ _8"></span>i bieżących <span class="_ _8"></span>i <span class="_ _8"></span>okresowy<span class="_ _8"></span>ch prz<span class="_ _8"></span>ekazywanych </div><div class="t m0 x2 h8 yb0f ff2 fs3 fc0 sc0 ls0 ws0">przez emitentów papierów wartościowych <span class="ff1">oraz warunk</span>ów uznawania za równoważne informacji wymaganych </div><div class="t m0 x2 h8 yb10 ff2 fs3 fc0 sc0 ls0 ws0">przepisami prawa <span class="_ _8"></span>państwa niebędąc<span class="_ _8"></span>ego państwem członkows<span class="_ _8"></span>kim. <span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 yb11 ff2 fs3 fc0 sc0 ls0 ws0">Założeniem <span class="_ _7"> </span>efektywneg<span class="_ _8"></span>o <span class="_ _7"> </span>systemu <span class="_ _7"> </span>kontroli <span class="_ _7"> </span>wewnętrzn<span class="_ _8"></span>ej <span class="_ _7"> </span>w <span class="_ _7"> </span>sprawozdawczości <span class="_ _7"> </span>f<span class="_ _8"></span>inansowej <span class="_ _7"> </span>jest <span class="_ _7"> </span>zapewnienie </div><div class="t m0 x2 h8 yb12 ff2 fs3 fc0 sc0 ls0 ws0">adekwatności <span class="_ _6"> </span>i <span class="_ _6"> </span>popraw<span class="_ _8"></span>ności <span class="_ _6"> </span>informacj<span class="_ _8"></span>i <span class="_ _6"></span>finansowy<span class="_ _8"></span><span class="ff1">ch <span class="_ _6"> </span>zawarty<span class="_ _8"></span>ch <span class="_ _6"></span>w <span class="_ _6"></span>sprawozda<span class="_ _8"></span>niach <span class="_ _6"></span>finansowyc<span class="_ _8"></span>h <span class="_ _6"></span>i <span class="_ _f"></span>r<span class="_ _8"></span>aportach </span></div><div class="t m0 x2 h8 yb13 ff2 fs3 fc0 sc0 ls0 ws0">okresowych. <span class="_ _f"></span>Skonsolidowane <span class="_ _c"></span>sprawoz<span class="_ _8"></span>dania <span class="_ _c"></span>finans<span class="_ _8"></span>owe <span class="_ _c"></span>Gr<span class="_ _8"></span>upy <span class="_ _c"></span>Kapitałowej <span class="_ _f"></span>sporządzane <span class="_ _c"></span>s<span class="_ _8"></span>ą <span class="_ _c"></span>przez <span class="_ _f"></span>Głównego </div><div class="t m0 x2 h8 y10b ff2 fs3 fc0 sc0 ls0 ws0">Księgowego. <span class="_ _13"> </span>W <span class="_ _13"> </span>procesi<span class="_ _8"></span>e <span class="_ _13"> </span>sporządzania <span class="_ _13"> </span>skons<span class="_ _8"></span>olidowanych <span class="_ _13"> </span>sprawozdań<span class="_ _8"></span> <span class="_ _2b"> </span>f<span class="_ _8"></span>inansowyc<span class="_ _8"></span>h <span class="_ _2b"> </span>Gr<span class="_ _8"></span>upy <span class="_ _2b"> </span>K<span class="_ _8"></span>apitałowej </div><div class="t m0 x2 h8 y10c ff1 fs3 fc0 sc0 ls0 ws0">jednym <span class="_ _6"> </span>z<span class="_ _8"></span> <span class="_ _6"> </span>p<span class="_ _8"></span><span class="ff2">odstawowyc<span class="_ _8"></span>h <span class="_ _6"> </span>e<span class="_ _8"></span>lementów <span class="_ _7"> </span>kontroli <span class="_ _7"> </span>jest <span class="_ _6"> </span>badani<span class="_ _8"></span>e <span class="_ _6"> </span>rocz<span class="_ _8"></span>nego <span class="_ _6"> </span>s<span class="_ _8"></span>prawozdania <span class="_ _7"> </span>finansowego <span class="_ _7"> </span>i <span class="_ _7"> </span>przegląd </span></div><div class="t m0 x2 h8 y10d ff2 fs3 fc0 sc0 ls0 ws0">półrocznego <span class="_ _3"></span>s<span class="_ _8"></span>prawozdani<span class="_ _8"></span>a <span class="_ _0"></span>finansowego przez <span class="_ _3"></span>niezależ<span class="_ _8"></span>nego <span class="_ _3"></span>b<span class="_ _8"></span>iegłego <span class="_ _3"></span>r<span class="_ _8"></span>ewidenta celem <span class="_ _3"></span>wyraż<span class="_ _8"></span>enia <span class="_ _3"></span>przez<span class="_ _8"></span> <span class="_ _3"></span>n<span class="_ _8"></span>iego </div><div class="t m0 x2 h8 y10e ff2 fs3 fc0 sc0 ls0 ws0">opinii <span class="_ _8"></span>i <span class="_ _8"></span>rap<span class="_ _8"></span>orcie <span class="_ _8"></span>cz<span class="_ _8"></span>y <span class="_ _8"></span>sprawoz<span class="_ _8"></span>danie <span class="_ _8"></span>finansowe<span class="_ _8"></span> <span class="_ _8"></span>jest <span class="_ _8"></span>praw<span class="_ _8"></span>idłowe <span class="_ _8"></span>ora<span class="_ _8"></span>z<span class="_ _8"></span> <span class="_ _8"></span>czy <span class="_ _8"></span>r<span class="_ _8"></span>zetelnie <span class="_ _c"></span>i <span class="_ _8"></span>jasno <span class="_ _c"></span>przedstawia <span class="_ _8"></span>s<span class="_ _8"></span>ytuację </div><div class="t m0 x2 h8 y10f ff2 fs3 fc0 sc0 ls0 ws0">majątkową <span class="_ _f"></span>i <span class="_ _8"></span>fi<span class="_ _8"></span>nansową <span class="_ _c"></span>G<span class="_ _8"></span>rupy <span class="_ _f"></span>Kapitałowej, <span class="_ _c"></span>jak <span class="_ _f"></span>i <span class="_ _c"></span>jej <span class="_ _f"></span>wynik <span class="_ _8"></span>fin<span class="_ _8"></span>ansowy. <span class="_ _c"></span>R<span class="_ _8"></span>oczne <span class="_ _c"></span>sk<span class="_ _8"></span>onsolidowane <span class="_ _c"></span>spra<span class="_ _8"></span>wozdanie </div><div class="t m0 x2 h8 y110 ff2 fs3 fc0 sc0 ls0 ws0">finansowe <span class="_ _2b"> </span>Grupy <span class="_ _13"> </span>Kapitałowej <span class="_ _2b"> </span>z <span class="_ _2b"> </span>opin<span class="_ _8"></span>ią <span class="_ _2b"> </span>biegłego <span class="_ _2b"> </span>rewidenta<span class="_ _8"></span> <span class="_ _2b"> </span>przedstawiane<span class="_ _8"></span> <span class="_ _2b"> </span>jest <span class="_ _2b"> </span>Walnemu <span class="_ _2b"> </span>Zgro<span class="_ _8"></span>madzeniu<span class="_ _8"></span> </div><div class="t m0 x2 h8 y111 ff1 fs3 fc0 sc0 ls0 ws0">Akcjonariuszy do zatw<span class="_ _8"></span>ierdzenia. <span class="_ _8"></span> </div></div></div><div class="pi" ></div></div><div id="pf65" class="pf w0 h0" ><div class="pc pc65 w0 h0"><img class="bi x4 y2a w3 hcd" alt="" 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class="c x0 y1 w2 h0"><div class="t m0 x105 h6 y991 ff4 fs2 fc2 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI GRUPY KAPITAŁOWEJ <span class="ff3">MIRBUD ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc3"> </span></span></div><div class="t m0 x6 h4 y992 ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y2d wda ha"><div class="t m0 x180 h8 y85 ff2 fs3 fc2 sc0 ls0 ws0">Grupa Kapitałowa MIR<span class="_ _8"></span>BUD<span class="ff1"> <span class="ls6">| <span class="_ _8"></span></span></span>INFORMACJ<span class="_ _8"></span>E UZUPEŁNIAJĄC<span class="_ _8"></span>E<span class="ff1"> </span></div></div><div class="c x9 y2d wdb ha"><div class="t m0 xa h4 y86 ff3 fs1 fc4 sc0 ls0 ws0">101 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h4 y31 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y993 ff2 fs3 fc0 sc0 ls0 ws0">Za <span class="_ _28"> </span>przygotowan<span class="_ _8"></span>ie <span class="_ _21"> </span>s<span class="_ _8"></span>konsolidowanyc<span class="_ _8"></span>h <span class="_ _28"> </span>sprawozdań<span class="_ _8"></span> <span class="_ _28"> </span>finansowyc<span class="_ _8"></span>h, <span class="_ _21"> </span>ok<span class="_ _8"></span>resowej  sprawozdawczośc<span class="_ _8"></span>i <span class="_ _21"> </span>f<span class="_ _8"></span>inansowej </div><div class="t m0 x2 h8 y994 ff2 fs3 fc0 sc0 ls0 ws0">Grupy Kapitałowej <span class="_ _3"></span>od<span class="_ _8"></span>powiedzialny jest <span class="_ _0"></span>pion <span class="_ _3"></span>f<span class="_ _8"></span>inansowo<span class="_ _8"></span><span class="ff1">-</span>księgowy kierowany przez <span class="_ _0"></span>Dyrektora ds. <span class="_ _3"></span>Ekonomicz<span class="_ _8"></span>no </div><div class="t m0 x2 h8 y995 ff2 fs3 fc0 sc0 ls0 ws0">–<span class="ff1"> <span class="_ _12"> </span>Finanso<span class="_ _8"></span>wych. <span class="_ _1e"> </span>Przygotowy<span class="_ _8"></span>wanie <span class="_ _12"> </span>sk<span class="_ _8"></span>on</span>so<span class="_ _8"></span>lidowanych <span class="_ _1e"> </span>sprawozdań<span class="_ _8"></span> <span class="_ _12"> </span>fina<span class="_ _8"></span>nsowych <span class="_ _1e"> </span>i <span class="_ _12"> </span>rap<span class="_ _8"></span>ortów <span class="_ _1e"> </span>okresowych </div><div class="t m0 x2 h8 y996 ff2 fs3 fc0 sc0 ls0 ws0">rozpoczyna się po akcept<span class="_ _8"></span>acji okres<span class="_ _8"></span>owych sprawozdań Spółek przez<span class="_ _8"></span> Głównego K<span class="_ _8"></span>sięgowego i Zarząd S<span class="_ _8"></span>półki.<span class="_ _c"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 y997 ff2 fs3 fc0 sc0 ls0 ws0">Grupa <span class="_ _28"> </span>Kapitałowa <span class="_ _28"> </span>zarządz<span class="_ _8"></span>a <span class="_ _21"> </span>ry<span class="_ _8"></span>zykiem <span class="_ _21"> </span>w<span class="_ _8"></span> <span class="_ _21"> </span>od<span class="_ _8"></span>niesieniu <span class="_ _28"> </span>do <span class="_ _28"> </span>procesu  sporządzania <span class="_ _21"> </span>s<span class="_ _8"></span>prawozdań <span class="_ _21"> </span>f<span class="_ _8"></span>inansowych<span class="_ _8"></span> </div><div class="t m0 x2 h8 y9eb ff1 fs3 fc0 sc0 ls0 ws0">r<span class="ff2">ównież <span class="_ _1b"> </span>poprzez <span class="_ _1b"> </span>śledzenie <span class="_ _1b"> </span>na <span class="_ _1b"> </span>bieżąco <span class="_ _1b"> </span>zmian <span class="_ _1b"> </span>wymagany<span class="_ _8"></span>ch <span class="_ _1a"> </span>prz<span class="_ _8"></span>ez <span class="_ _1a"> </span>prz<span class="_ _8"></span>episy <span class="_ _1b"> </span>i <span class="_ _1a"> </span>regulacje <span class="_ _1b"> </span>zewn<span class="_ _8"></span>ętrzne </span></div><div class="t m0 x2 h8 y9ec ff2 fs3 fc0 sc0 ls0 ws0">odnoszących <span class="_ _14"> </span>s<span class="_ _8"></span>ię <span class="_ _1a"> </span>do <span class="_ _14"> </span>wymogó<span class="_ _8"></span>w <span class="_ _14"> </span>spra<span class="_ _8"></span>wozdawczych <span class="_ _1a"> </span>spółek <span class="_ _14"> </span>g<span class="_ _8"></span>iełdowych <span class="_ _1a"> </span>i <span class="_ _14"> </span>pr<span class="_ _8"></span>zygotowywanie <span class="_ _1a"> </span>się <span class="_ _14"> </span>d<span class="_ _8"></span>o <span class="_ _14"> </span>ich<span class="_ _8"></span> </div><div class="t m0 x2 h8 y9ed ff1 fs3 fc0 sc0 ls0 ws0">wprowadzenia ze znaczny<span class="_ _8"></span>m wyprzedzen<span class="_ _8"></span>iem czasowym<span class="_ _8"></span>.<span class="_ _8"></span> </div><div class="t m0 x2 h8 y99b ff2 fs3 fc0 sc0 ls0 ws0">Zarząd <span class="_ _8"></span>Spółki stw<span class="_ _8"></span>ierdza, <span class="_ _8"></span>ż<span class="_ _8"></span>e na <span class="_ _8"></span>dzień <span class="_ _8"></span>3<span class="ff1">1 <span class="_ _8"></span>grud<span class="_ _8"></span>nia <span class="_ _8"></span>2021 <span class="_ _8"></span></span>roku <span class="_ _8"></span>nie <span class="_ _8"></span>istniały i <span class="_ _8"></span>w <span class="_ _8"></span>chwi<span class="_ _8"></span>li obecnej <span class="_ _8"></span>n<span class="_ _8"></span>ie istni<span class="_ _8"></span>eją c<span class="_ _8"></span>zynniki </div><div class="t m0 x2 h8 y99c ff2 fs3 fc0 sc0 ls0 ws0">mogące wpływać na<span class="_ _8"></span> rzetelność i poprawnoś<span class="_ _8"></span>ć sporządzanyc<span class="_ _8"></span>h skonsolidowanych <span class="_ _8"></span>sprawozdań finansowyc<span class="_ _8"></span>h.<span class="_ _c"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 yb14 ff2 fs3 fc0 sc0 ls0 ws0">W <span class="_ _6"></span>dniu <span class="_ _6"></span>23 <span class="_ _6"></span>października <span class="_ _6"> </span>2009<span class="_ _8"></span><span class="ff1"> <span class="_ _6"></span>r. <span class="_ _6"></span>Nadzwyc<span class="_ _8"></span>zajne <span class="_ _6"></span>Walne <span class="_ _6"> </span>Zgromadzen<span class="_ _8"></span>ie <span class="_ _6"></span>Akcjonariu<span class="_ _8"></span></span>szy<span class="_ _8"></span> <span class="_ _6"></span>MIRBUD <span class="_ _6"></span>S.A. <span class="_ _6"></span>podjęło </div><div class="t m0 x2 h8 yb15 ff2 fs3 fc0 sc0 ls0 ws0">uchwałę <span class="_ _d"> </span>nr <span class="_ _27"> </span>24/2009 <span class="_ _d"> </span>prz<span class="_ _8"></span>yjmującą <span class="_ _27"> </span>Międzynarodowe <span class="_ _d"> </span>Standardy <span class="_ _27"> </span>Rachunkowości <span class="_ _27"> </span>(MSR) <span class="_ _d"> </span>za <span class="_ _d"> </span>pods<span class="_ _8"></span>tawę </div><div class="t m0 x2 h8 y714 ff2 fs3 fc0 sc0 ls0 ws0">sporządzenia <span class="_ _13"> </span>sprawoz<span class="_ _8"></span>dania <span class="_ _13"> </span>fin<span class="_ _8"></span>ansowego <span class="_ _13"> </span>Sp<span class="_ _8"></span>ółki <span class="_ _13"> </span>i <span class="_ _13"> </span>skonsolidow<span class="_ _8"></span>anego <span class="_ _13"> </span>spraw<span class="_ _8"></span>ozdania <span class="_ _13"> </span>finansowe<span class="_ _8"></span>go <span class="_ _13"> </span>grupy </div><div class="t m0 x2 h8 yb16 ff2 fs3 fc0 sc0 ls0 ws0">kapitałowej  MIR<span class="_ _8"></span>BUD  S<span class="_ _8"></span>.A.  za  r<span class="_ _8"></span>ok  2010, <span class="_ _2b"> </span>oraz  s<span class="_ _8"></span>prawoz<span class="_ _8"></span>dań <span class="_ _2b"> </span>finansowych <span class="_ _11"> </span>od<span class="_ _8"></span>powiednio  z<span class="_ _8"></span>a  kol<span class="_ _8"></span>ejne  okres<span class="_ _8"></span>y </div><div class="t m0 x2 h8 y8c5 ff2 fs3 fc0 sc0 ls0 ws0">sprawozdawcze. Uch<span class="_ _8"></span>wała weszła w życ<span class="_ _8"></span>ie z dniem pojęcia i wywi<span class="_ _8"></span>era skutki od dni<span class="_ _8"></span>a 01.01.2010 r.<span class="_ _c"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 yb17 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h2 y5bf ff1 fs0 fc0 sc0 ls8 ws0">12.<span class="ls0"> <span class="_ _3a"> </span><span class="ff2">INFORMA<span class="_ _0"></span>CJE UZUPEŁ<span class="_ _3"></span>NIAJĄCE<span class="ff1"> </span></span></span></div><div class="t m0 x2 hc y7e4 ff6 fs4 fc0 sc0 ls0 ws0">12.1. <span class="_ _d"> </span>Akcjonariat<span class="ff1"> </span></div><div class="t m0 x2 hc yb18 ff6 fs4 fc0 sc0 ls0 ws0">12.1.1. <span class="_ _28"> </span>Informacja <span class="_ _29"> </span>o <span class="_ _17"> </span>dywidendzie <span class="_ _17"> </span>wy<span class="ff5">płaconej <span class="_ _17"> </span>w <span class="_ _17"> </span>okresie <span class="_ _17"> </span>od <span class="_ _17"> </span>01.01.20<span class="_ _8"></span></span>21r. <span class="_ _17"> </span><span class="ls3c">do </span></div><div class="t m0 x104 hc y66c ff6 fs4 fc0 sc0 ls0 ws0">31.<span class="ls3d">12</span>.202<span class="_ _8"></span>1<span class="ls25">r.</span><span class="ff1"> </span></div><div class="t m0 x2 h8 y837 ff1 fs3 fc0 sc0 ls0 ws0">W okresie 01.01-<span class="ff2">3<span class="_ _8"></span>1.12.2021 r. MIR<span class="_ _8"></span>BUD S.A. dokonyw<span class="_ _8"></span>ała wypłaty dywid<span class="_ _8"></span>endy.<span class="_ _8"></span></span> </div><div class="t m0 x2 h8 yb19 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y788 ff2 fs3 fc0 sc0 ls0 ws0">W <span class="_ _21"> </span>dniu <span class="_ _21"> </span>24 <span class="_ _21"> </span>czerwca <span class="_ _28"> </span>2021 <span class="_ _21"> </span>r. <span class="_ _28"> </span>Zwyczajne <span class="_ _21"> </span>Walne <span class="_ _21"> </span>Zgro<span class="_ _8"></span>madzenie <span class="_ _21"> </span>Akcj<span class="_ _8"></span>onariuszy <span class="_ _21"> </span>MIRBUD <span class="_ _28"> </span>S.A., <span class="_ _21"> </span>działając <span class="_ _21"> </span>n<span class="_ _8"></span>a </div><div class="t m0 x2 h8 y789 ff2 fs3 fc0 sc0 ls0 ws0">podstawie <span class="_ _3"></span>art. <span class="_ _0"></span>395 <span class="_ _3"></span>§ <span class="_ _3"></span>2 <span class="_ _3"></span>pk<span class="_ _8"></span>t <span class="_ _3"></span>2 <span class="_ _3"></span>Kodeksu <span class="_ _0"></span>spółek <span class="_ _3"></span>handlowyc<span class="_ _8"></span>h, <span class="_ _3"></span>po <span class="_ _3"></span>uprze<span class="_ _8"></span>dnim <span class="_ _3"></span>rozpatrzeni<span class="_ _8"></span>u <span class="_ _3"></span>postan<span class="_ _8"></span><span class="ff1">awi<span class="_ _8"></span>a <span class="_ _3"></span>z <span class="_ _3"></span>zy<span class="_ _8"></span>sku <span class="_ _3"></span>netto </span></div><div class="t m0 x2 h8 yb1a ff1 fs3 fc0 sc0 ls0 ws0">w <span class="_ _13"> </span>kwoc<span class="_ _8"></span>ie <span class="_ _13"> </span>19.425.13<span class="_ _8"></span>1,66 <span class="ff2">zł <span class="_ _12"> </span>osiągniętego <span class="_ _12"> </span>w <span class="_ _12"> </span>roku <span class="_ _12"> </span>obrotowym <span class="_ _12"> </span>obejmujący<span class="_ _8"></span>m <span class="_ _13"> </span>ok<span class="_ _8"></span>res <span class="_ _13"> </span>od <span class="_ _12"> </span>01.01.2020 <span class="_ _12"> </span>r. <span class="_ _12"> </span>do </span></div><div class="t m0 x2 h8 yb1b ff2 fs3 fc0 sc0 ls0 ws0">31.12.2020 <span class="_ _21"> </span>r. <span class="_ _21"> </span>prz<span class="_ _8"></span>eznaczyć <span class="_ _21"> </span>na <span class="_ _21"> </span>wy<span class="_ _8"></span>płatę <span class="_ _21"> </span>dywidendy <span class="_ _28"> </span>kwotę <span class="_ _21"> </span>w <span class="_ _28"> </span>wysokości <span class="_ _21"> </span>7.<span class="_ _8"></span>339.536,00 <span class="_ _21"> </span>z<span class="_ _8"></span>ł, <span class="_ _2a"> </span>tj<span class="_ _8"></span>. <span class="_ _21"> </span>0,08 <span class="_ _21"> </span>zł <span class="_ _21"> </span>bru<span class="_ _8"></span>tto </div><div class="t m0 x2 h8 yb1c ff2 fs3 fc0 sc0 ls0 ws0">(słownie: <span class="_ _2b"> </span>os<span class="_ _8"></span>iem <span class="_ _2b"> </span>groszy<span class="_ _8"></span>) <span class="_ _2b"> </span>na <span class="_ _13"> </span>jedną <span class="_ _2b"> </span>ak<span class="_ _8"></span>cję <span class="_ _2b"> </span>ora<span class="_ _8"></span>z <span class="_ _13"> </span>wyłączyć<span class="_ _8"></span> <span class="_ _2b"> </span>od <span class="_ _2b"> </span>podział<span class="_ _8"></span>u <span class="_ _2b"> </span>pozostałą <span class="_ _13"> </span>część <span class="_ _13"> </span>zysku <span class="_ _13"> </span>w <span class="_ _2b"> </span>kwoc<span class="_ _8"></span>ie </div><div class="t m0 x2 h8 yb0a ff2 fs3 fc0 sc0 ls0 ws0">12.085.595,66 zł  i prz<span class="_ _8"></span>eznaczy<span class="_ _8"></span>ć ją na kapitał zapasowy<span class="_ _8"></span> Spółki<span class="_ _8"></span><span class="ff1">. </span></div><div class="t m0 x2 h8 yb0b ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 yb0c ff2 fs3 fc0 sc0 ls0 ws0">Zwyczajne <span class="_ _2a"> </span>Walne <span class="_ _7"> </span>Zgrom<span class="_ _8"></span>adzenie <span class="_ _7"> </span>Akc<span class="_ _8"></span>jonariuszy <span class="_ _2a"> </span>MIRBUD <span class="_ _2a"> </span>S.A., <span class="_ _7"> </span>dz<span class="_ _8"></span>iałając <span class="_ _7"> </span>na <span class="_ _2a"> </span>podstawie <span class="_ _7"> </span>art.<span class="_ _8"></span> <span class="_ _7"> </span>348 <span class="_ _2a"> </span>§ <span class="_ _7"> </span>3 <span class="_ _2a"> </span>i <span class="_ _7"> </span>§ <span class="_ _2a"> </span>4 </div><div class="t m0 x2 h8 yb0d ff2 fs3 fc0 sc0 ls0 ws0">Kodeksu <span class="_ _6"> </span>spół<span class="_ _8"></span>ek <span class="_ _6"> </span>handlowyc<span class="_ _8"></span>h, <span class="_ _6"> </span>w <span class="_ _6"> </span>związk<span class="_ _8"></span>u <span class="_ _6"> </span>z <span class="_ _6"> </span>p<span class="_ _8"></span>odjęc<span class="_ _8"></span>iem <span class="_ _6"> </span>Uchwa<span class="_ _8"></span>ły <span class="_ _6"> </span>nr <span class="_ _6"> </span>9/2<span class="_ _8"></span>021 <span class="_ _6"></span>z <span class="_ _6"> </span>d<span class="_ _8"></span>nia <span class="_ _6"> </span>24 <span class="_ _7"> </span>czerwca <span class="_ _6"> </span>2021 <span class="_ _7"> </span>roku <span class="_ _6"> </span>w </div><div class="t m0 x2 h8 yb0e ff2 fs3 fc0 sc0 ls0 ws0">sprawie podziału <span class="_ _8"></span>zysku <span class="_ _8"></span>netto Spółki za <span class="_ _8"></span>rok 2020 <span class="_ _8"></span>i przeznacz<span class="_ _8"></span>eniem z tego z<span class="_ _8"></span>ysku na <span class="_ _8"></span>wypłatę dywidendy <span class="_ _8"></span>kwoty </div><div class="t m0 x2 h8 yb0f ff2 fs3 fc0 sc0 ls0 ws0">w <span class="_ _3"></span>wy<span class="_ _8"></span>sokości <span class="_ _0"></span>7.339.536,00 zł <span class="_ _3"></span>(s<span class="_ _8"></span>łownie: <span class="_ _3"></span>s<span class="_ _8"></span>iedem <span class="_ _0"></span>milionów trzysta <span class="_ _3"></span>trzy<span class="_ _8"></span>dzieści <span class="_ _3"></span>dz<span class="_ _8"></span>iewięć tysięcy <span class="_ _3"></span>pię<span class="_ _c"></span>ćset trzydzieści </div><div class="t m0 x2 h8 yb10 ff2 fs3 fc0 sc0 ls0 ws0">sześć złotych 00/100), tj<span class="_ _8"></span>. 0,08 zł brutto (słown<span class="_ _8"></span>ie: osiem gros<span class="_ _8"></span>zy) na jedną akcj<span class="_ _8"></span>ę, postanawia ustalić: <span class="_ _c"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 yb1d ff14 fs3 fc0 sc0 ls0 ws0">−<span class="ff1"> <span class="ff2">dzień dywidendy (D) n<span class="_ _8"></span>a dzień 01 lipca 202<span class="_ _8"></span>1 roku, <span class="_ _8"></span></span> </span></div><div class="t m0 x2 h8 yb1e ff14 fs3 fc0 sc0 ls0 ws0">−<span class="ff1"> <span class="ff2">dzień wypłaty dywid<span class="_ _8"></span>endy (W) na dzień 16 s<span class="_ _8"></span>ierpnia 2021 roku<span class="_ _c"></span></span> </span></div><div class="t m0 x2 h8 y143 ff2 fs3 fc0 sc0 ls0 ws0">Dywidenda została wy<span class="_ _8"></span>płacona w wyz<span class="_ _8"></span>naczonym uchw<span class="_ _8"></span>ałą terminie.<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 y6d9 ff2 fs3 fc0 sc0 ls0 ws0">Zwyczajne <span class="_ _21"> </span>Wa<span class="_ _8"></span>lne <span class="_ _21"> </span>Zgroma<span class="_ _8"></span>dzenie <span class="_ _21"> </span>Akc<span class="_ _8"></span>jonariuszy <span class="_ _21"> </span>JHM<span class="_ _8"></span> <span class="_ _21"> </span>DEVELOP<span class="_ _8"></span>MENT <span class="_ _21"> </span>S.A. <span class="_ _28"> </span>w  dn<span class="_ _0"></span>iu <span class="_ _21"> </span>26.0<span class="_ _8"></span>5.2021r, <span class="_ _21"> </span>podj<span class="_ _8"></span>ęło </div><div class="t m0 x2 h8 y434 ff2 fs3 fc0 sc0 ls0 ws0">uchwałę <span class="_ _c"></span>nr <span class="_ _c"></span>9/20<span class="_ _8"></span>21 <span class="_ _8"></span>w <span class="_ _f"></span>sprawie <span class="_ _c"></span>podziału <span class="_ _c"></span>zy<span class="_ _8"></span>sku <span class="_ _c"></span>netto <span class="_ _c"></span>za <span class="_ _c"></span>r<span class="_ _8"></span>ok <span class="_ _c"></span>obrotowy <span class="_ _c"></span>2020 <span class="_ _c"></span>i<span class="_ _c"></span><span class="ff1"> </span>postanow<span class="_ _8"></span>iło <span class="_ _c"></span>zysk <span class="_ _c"></span>netto <span class="_ _c"></span>w <span class="_ _c"></span>k<span class="_ _8"></span>wocie </div><div class="t m0 x2 h8 y435 ff1 fs3 fc0 sc0 ls11 ws0">14<span class="ls0"> 568 468,72 <span class="ff2">zł <span class="_ _0"></span>osiągnięty <span class="_ _0"></span>w <span class="_ _3"></span>roku <span class="_ _3"></span>obrotowym obejmującym <span class="_ _3"></span>okres <span class="_ _3"></span>od <span class="_ _0"></span>01.01.2020<span class="_ _8"></span><span class="ff1"> <span class="_ _3"></span>r. <span class="_ _0"></span>do <span class="_ _3"></span>31.12.2020<span class="_ _8"></span> <span class="_ _3"></span><span class="ff2">r. <span class="_ _3"></span>wyłącz<span class="_ _8"></span>yć </span></span></span></span></div><div class="t m0 x2 h8 y436 ff2 fs3 fc0 sc0 ls0 ws0">od podziału i przezn<span class="_ _8"></span>aczyć w<span class="ff1"> </span>całości <span class="_ _8"></span>na zwiększenie kapitał<span class="_ _8"></span>u zapasowego Spó<span class="_ _8"></span>łki.<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 yafc ff2 fs3 fc0 sc0 ls0 ws0">Uchwałą <span class="_ _c"></span>nr <span class="_ _c"></span>XXVII/2021 <span class="_ _c"></span>z <span class="_ _c"></span>dnia <span class="_ _c"></span>20 <span class="_ _c"></span>grudnia <span class="_ _c"></span>2021 <span class="_ _8"></span>r<span class="_ _8"></span>. <span class="_ _8"></span>Zarz<span class="_ _8"></span>ąd <span class="_ _8"></span>S<span class="_ _8"></span>półki <span class="_ _8"></span>JHM<span class="_ _8"></span> <span class="_ _8"></span>DE<span class="_ _8"></span>VELOPMENT <span class="_ _c"></span>S.A. <span class="_ _c"></span>na <span class="_ _f"></span>podstaw<span class="_ _8"></span>ie <span class="_ _8"></span>§ </div><div class="t m0 x2 h8 yb1f ff2 fs3 fc0 sc0 ls0 ws0">31 ust.2 <span class="_ _8"></span>w <span class="_ _8"></span>zw.§ <span class="_ _8"></span>31 ust.<span class="_ _8"></span>8 lit.<span class="_ _8"></span> c<span class="_ _8"></span>) <span class="_ _8"></span>Statutu Spółki, <span class="_ _8"></span>po <span class="_ _8"></span>uzyskaniu <span class="_ _8"></span>zgody <span class="_ _8"></span>Rady <span class="_ _8"></span>Nadzorcz<span class="_ _8"></span>ej <span class="_ _8"></span>wyrażonej <span class="_ _8"></span>w <span class="_ _8"></span>Uchwale nr </div><div class="t m0 x2 h8 yb20 ff2 fs3 fc0 sc0 ls0 ws0">XXIII/2021 z dnia 20 grudnia 2021 r. p<span class="_ _0"></span>ostanowił wypłacić zaliczkę na poczet przewidywanej<span class="_ _8"></span> dywidendy za rok<span class="_ _0"></span> </div><div class="t m0 x2 h8 yb21 ff2 fs3 fc0 sc0 ls0 ws0">obrotowy <span class="_ _3"></span>2021 <span class="_ _3"></span>w <span class="_ _0"></span>wysokości <span class="_ _3"></span>3 <span class="_ _3"></span>460<span class="_ _8"></span> <span class="_ _3"></span>tys. <span class="_ _3"></span>zł <span class="_ _3"></span>(słowni<span class="_ _8"></span>e: <span class="_ _3"></span>trzy <span class="_ _3"></span>miliony <span class="_ _3"></span>cztery<span class="_ _8"></span>sta <span class="_ _3"></span>sześćdzies<span class="_ _8"></span>iąt <span class="_ _2"></span>ty<span class="_ _8"></span>sięcy <span class="_ _3"></span>złotych) <span class="_ _3"></span>tj. <span class="_ _0"></span>0,05zł </div><div class="t m0 x2 h8 yb22 ff2 fs3 fc0 sc0 ls0 ws0">(słownie: pięć groszy)<span class="_ _8"></span> na jedną akcj<span class="_ _8"></span>ę.<span class="ff1"> </span></div></div></div><div class="pi" ></div></div><div id="pf66" class="pf w0 h0" ><div class="pc pc66 w0 h0"><img class="bi x4 y2a w3 hcd" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x105 h6 y991 ff4 fs2 fc2 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI GRUPY KAPITAŁOWEJ <span class="ff3">MIRBUD ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc3"> </span></span></div><div class="t m0 x6 h4 y992 ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y2d wda ha"><div class="t m0 x16e h8 y85 ff2 fs3 fc2 sc0 ls0 ws0">Grupa Kapitałowa MIR<span class="_ _8"></span>BUD<span class="ff1"> <span class="ls6">| <span class="_ _8"></span></span>Informacje o na<span class="_ _8"></span>byc</span>iu i spr<span class="_ _8"></span>zedaży akcj<span class="_ _8"></span>i własnych<span class="ff1"> </span></div></div><div class="c x9 y2d wdb ha"><div class="t m0 xa h4 y86 ff3 fs1 fc4 sc0 ls0 ws0">102 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h4 y31 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y993 ff1 fs3 fc0 sc0 ls0 ws0">Zwyczajne <span class="_ _c"></span>Walne <span class="_ _c"></span>Zgromadz<span class="_ _8"></span>enie <span class="_ _8"></span>Akcj<span class="_ _8"></span>onariuszy <span class="_ _c"></span>KOBYLA<span class="_ _8"></span><span class="lsf">RN</span><span class="ff2">I<span class="_ _8"></span>A <span class="_ _c"></span>S.A. <span class="_ _8"></span>w<span class="_ _8"></span> <span class="_ _8"></span>d<span class="_ _8"></span>nia <span class="_ _8"></span>05.05.<span class="_ _8"></span>2021 <span class="_ _8"></span>r. <span class="_ _c"></span>uchwał<span class="_ _8"></span>ą <span class="_ _c"></span>nr <span class="_ _8"></span>5/2<span class="_ _8"></span>021 </span></div><div class="t m0 x2 h8 y994 ff2 fs3 fc0 sc0 ls0 ws0">postanowiło zysk ne<span class="_ _0"></span>tto Spółki osi<span class="_ _0"></span>ą<span class="_ _8"></span>gnięty w <span class="_ _3"></span>rok<span class="_ _8"></span>u <span class="_ _0"></span>obrotowym obejmującym okres <span class="_ _0"></span>od 01.01.2020 do <span class="_ _3"></span>31<span class="_ _8"></span>.12.2020 </div><div class="t m0 x2 h8 y995 ff2 fs3 fc0 sc0 ls0 ws0">w <span class="_ _8"></span>kwoc<span class="_ _8"></span>ie <span class="_ _8"></span>1.717.211,<span class="_ _8"></span>85 <span class="_ _8"></span>zł <span class="_ _c"></span>w <span class="_ _c"></span>całości <span class="_ _8"></span>prz<span class="_ _8"></span>eznaczyć <span class="_ _c"></span>na <span class="_ _8"></span>wy<span class="_ _8"></span>płatę <span class="_ _8"></span>dywidendy<span class="_ _c"></span><span class="ff1"> <span class="_ _8"></span></span>–<span class="ff1"> <span class="_ _c"></span></span>dzień<span class="_ _8"></span> <span class="_ _8"></span>wypłaty <span class="_ _c"></span>dywidendy<span class="_ _8"></span> <span class="_ _8"></span>ustalon<span class="_ _8"></span>o </div><div class="t m0 x2 h9 y996 ff1 fs3 fc0 sc0 ls0 ws0">na 31.05.2021 <span class="ff2">r. Dyw<span class="_ _8"></span>idenda została wypł<span class="_ _8"></span>acona w wyz<span class="_ _8"></span>naczonym uchwałą ter<span class="_ _8"></span>minie.<span class="_ _c"></span></span><span class="fs4"> </span></div><div class="t m0 x2 h9 y6e ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hc yb23 ff6 fs4 fc0 sc0 ls0 ws0">12.1.2. <span class="_ _28"> </span><span class="ff5">Informacje o nabyciu i sprzedaży akcji własnych</span> </div><div class="t m0 x2 h8 yb24 ff2 fs3 fc0 sc0 ls0 ws0">W omawianym okres<span class="_ _8"></span>ie MIRBUD S.A. n<span class="_ _8"></span>ie dokonywał nabycia ani sprz<span class="_ _8"></span>edaży akcj<span class="_ _8"></span>i własnych.<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 yb25 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hc y9ef ff6 fs4 fc0 sc0 ls0 ws0">12.1.3. <span class="_ _28"> </span><span class="ff5">Akcje i udziały Spółek Grupy </span> </div><div class="t m0 x2 hc y276 ff6 fs4 fc0 sc0 ls0 ws0">MIRBUD S.A. </div><div class="t m0 x2 h8 y755 ff2 fs3 fc0 sc0 ls0 ws0">Na <span class="_ _3"></span>dzień <span class="_ _3"></span>3<span class="ff1">1.<span class="ls9">12</span>.20<span class="ls11">20</span> <span class="_ _3"></span>r. <span class="_ _0"></span><span class="ff2">Kapitał <span class="_ _3"></span>z<span class="_ _8"></span>akładowy <span class="_ _3"></span>podzie<span class="_ _8"></span>lony <span class="_ _3"></span>jest <span class="_ _0"></span>na <span class="_ _3"></span><span class="ff1 ls11">91<span class="ls0"> 7<span class="_ _8"></span>44 <span class="_ _3"></span>2<span class="ff2">00 <span class="_ _3"></span>akc<span class="_ _8"></span>ji <span class="_ _3"></span>na <span class="_ _3"></span>okaziciela <span class="_ _3"></span>w <span class="_ _0"></span>pełni <span class="_ _3"></span>opłaconyc<span class="_ _8"></span>h </span></span></span></span></span></div><div class="t m0 x2 h8 yb26 ff2 fs3 fc0 sc0 ls0 ws0">o wartości nominalnej<span class="_ _8"></span> 0,10 zł każda.<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 y6b4 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h2c y4af ff8 fs5 fc0 sc0 ls0 ws0">Tabela: Struktura<span class="_ _0"></span> kapitału akc<span class="_ _0"></span>yjnego<span class="ff7"> </span></div></div><div class="c x121 yb27 w13a hf8"><div class="t m0 xa h2d yb28 ff6 fs5 fc4 sc0 ls0 ws0">l.p. </div></div><div class="c xf yb27 w13b hf8"><div class="t m0 x110 h2d yb28 ff6 fs5 fc4 sc0 ls0 ws0">Seria akcji </div></div><div class="c x6 yb27 w13c hf8"><div class="t m0 x32 h2d yb28 ff6 fs5 fc4 sc0 ls0 ws0">Liczba akcji </div></div><div class="c xab yb27 w13d hf8"><div class="t m0 x60 h2d yb29 ff5 fs5 fc4 sc0 ls0 ws0">Wartość </div><div class="t m0 x32 h2d yb28 ff6 fs5 fc4 sc0 ls0 ws0">nominalna </div><div class="t m0 x10e h2d y7c3 ff6 fs5 fc4 sc0 ls0 ws0">jednej akcji<span class="_ _0"></span> </div></div><div class="c x181 yb27 w13e hf8"><div class="t m0 xa h2d yb29 ff5 fs5 fc4 sc0 ls0 ws0">Kapitał zakład<span class="_ _0"></span>owy </div><div class="t m0 x2f h2d yb28 ff6 fs5 fc4 sc0 ls0 ws0">zarejestrowany<span class="_ _0"></span> w </div><div class="t m0 x44 h2d y7c3 ff5 fs5 fc4 sc0 ls0 ws0">tys zł<span class="ff6"> </span></div></div><div class="c x39 yb27 w13f hf8"><div class="t m0 x57 h2d yb29 ff5 fs5 fc4 sc0 ls0 ws0">Sposób </div><div class="t m0 x1a h2d yb28 ff6 fs5 fc4 sc0 ls0 ws0">pokrycia </div><div class="t m0 x48 h2d y7c3 ff5 fs5 fc4 sc0 ls0 ws0">kapitału<span class="ff6"> </span></div></div><div class="c xd5 yb27 w140 hf8"><div class="t m0 x115 h2d yb28 ff6 fs5 fc4 sc0 ls0 ws0">Data rejestra<span class="_ _0"></span>cji </div></div><div class="c x121 yb2a w13a hb8"><div class="t m0 x6b h2d y4ff ff6 fs5 fc0 sc0 ls0 ws0">1 </div></div><div class="c xf yb2a w13b hb8"><div class="t m0 x2c h2d y4ff ff6 fs5 fc0 sc0 ls0 ws0">A </div></div><div class="c x6 yb2a w13c hb8"><div class="t m0 x34 h2f y4ff ff1 fs5 fc0 sc0 ls0 ws0"> 19 500 000    <span class="_ _0"></span> </div></div><div class="c xab yb2a w13d hb8"><div class="t m0 x63 h2f y4ff ff2 fs5 fc0 sc0 ls0 ws0">0,10 zł<span class="ff1"> </span></div></div><div class="c x181 yb2a w13e hb8"><div class="t m0 x51 h2f y4ff ff1 fs5 fc0 sc0 ls0 ws0">1 950     </div></div><div class="c x39 yb2a w13f hb8"><div class="t m0 x57 h2f y4ff ff2 fs5 fc0 sc0 ls0 ws0">gotówka<span class="ff1"> </span></div></div><div class="c xd5 yb2a w140 hb8"><div class="t m0 xbd h2d y4ff ff6 fs5 fc0 sc0 ls0 ws0">22.12.2006r. </div></div><div class="c x121 yb2b w13a hd4"><div class="t m0 x6b h2d yb2c ff6 fs5 fc0 sc0 ls0 ws0">2 </div></div><div class="c xf yb2b w13b hd4"><div class="t m0 x2c h2d yb2c ff6 fs5 fc0 sc0 ls0 ws0">B </div></div><div class="c x6 yb2b w13c hd4"><div class="t m0 x22 h2f yb2c ff1 fs5 fc0 sc0 ls0 ws0">14 625 000     </div></div><div class="c xab yb2b w13d hd4"><div class="t m0 x63 h2f yb2c ff2 fs5 fc0 sc0 ls0 ws0">0,10 zł<span class="ff1"> </span></div></div><div class="c x181 yb2b w13e hd4"><div class="t m0 x51 h2f yb2c ff1 fs5 fc0 sc0 ls0 ws0">1 462     </div></div><div class="c x39 yb2b w13f hd4"><div class="t m0 x57 h2f yb2c ff2 fs5 fc0 sc0 ls0 ws0">gotówka<span class="ff1"> </span></div></div><div class="c xd5 yb2b w140 hd4"><div class="t m0 xbd h2d yb2c ff6 fs5 fc0 sc0 ls0 ws0">22.12.2006r. </div></div><div class="c x121 y5df w13a hb8"><div class="t m0 x6b h2d y4ff ff6 fs5 fc0 sc0 ls0 ws0">3 </div></div><div class="c xf y5df w13b hb8"><div class="t m0 x2c h2d y4ff ff6 fs5 fc0 sc0 ls0 ws0">C </div></div><div class="c x6 y5df w13c hb8"><div class="t m0 x115 h2f y4ff ff1 fs5 fc0 sc0 ls0 ws0">2 264 000     </div></div><div class="c xab y5df w13d hb8"><div class="t m0 x63 h2f y4ff ff2 fs5 fc0 sc0 ls0 ws0">0,10 zł<span class="ff1"> </span></div></div><div class="c x181 y5df w13e hb8"><div class="t m0 xe h2f y4ff ff1 fs5 fc0 sc0 ls0 ws0">226     </div></div><div class="c x39 y5df w13f hb8"><div class="t m0 x57 h2f y4ff ff2 fs5 fc0 sc0 ls0 ws0">gotówka<span class="ff1"> </span></div></div><div class="c xd5 y5df w140 hb8"><div class="t m0 xbd h2d y4ff ff6 fs5 fc0 sc0 ls0 ws0">22.12.2006r. </div></div><div class="c x121 y178 w13a hb8"><div class="t m0 x6b h2d y4ff ff6 fs5 fc0 sc0 ls0 ws0">4 </div></div><div class="c xf y178 w13b hb8"><div class="t m0 x2c h2d y4ff ff6 fs5 fc0 sc0 ls0 ws0">D </div></div><div class="c x6 y178 w13c hb8"><div class="t m0 x115 h2f y4ff ff1 fs5 fc0 sc0 ls0 ws0">3 611 000     </div></div><div class="c xab y178 w13d hb8"><div class="t m0 x63 h2f y4ff ff2 fs5 fc0 sc0 ls0 ws0">0,10 zł<span class="ff1"> </span></div></div><div class="c x181 y178 w13e hb8"><div class="t m0 xe h2f y4ff ff1 fs5 fc0 sc0 ls0 ws0">361     </div></div><div class="c x39 y178 w13f hb8"><div class="t m0 x57 h2f y4ff ff2 fs5 fc0 sc0 ls0 ws0">gotówka<span class="ff1"> </span></div></div><div class="c xd5 y178 w140 hb8"><div class="t m0 xbd h2d y4ff ff6 fs5 fc0 sc0 ls0 ws0">22.12.2006r. </div></div><div class="c x121 y7e6 w13a hd4"><div class="t m0 x6b h2d yb2c ff6 fs5 fc0 sc0 ls0 ws0">5 </div></div><div class="c xf y7e6 w13b hd4"><div class="t m0 x2c h2d yb2c ff6 fs5 fc0 sc0 ls0 ws0">E </div></div><div class="c x6 y7e6 w13c hd4"><div class="t m0 x115 h2f yb2c ff1 fs5 fc0 sc0 ls0 ws0">5 000 000 </div></div><div class="c xab y7e6 w13d hd4"><div class="t m0 x63 h2f yb2c ff2 fs5 fc0 sc0 ls0 ws0">0,10 zł<span class="ff1"> </span></div></div><div class="c x181 y7e6 w13e hd4"><div class="t m0 x51 h2f yb2c ff1 fs5 fc0 sc0 ls16 ws0">500<span class="ls0"> 0 </span></div></div><div class="c x39 y7e6 w13f hd4"><div class="t m0 x57 h2f yb2c ff2 fs5 fc0 sc0 ls0 ws0">gotówka<span class="ff1"> </span></div></div><div class="c xd5 y7e6 w140 hd4"><div class="t m0 xbd h2d yb2c ff6 fs5 fc0 sc0 ls0 ws0">11.12.2009r. </div></div><div class="c x121 yb2d w13a hb8"><div class="t m0 x6b h2d y4ff ff6 fs5 fc0 sc0 ls0 ws0">6 </div></div><div class="c xf yb2d w13b hb8"><div class="t m0 x44 h2d y4ff ff6 fs5 fc0 sc0 ls0 ws0">F </div></div><div class="c x6 yb2d w13c hb8"><div class="t m0 x22 h2f y4ff ff1 fs5 fc0 sc0 ls16 ws0">10<span class="ls0"> 000 000 </span></div></div><div class="c xab yb2d w13d hb8"><div class="t m0 x63 h2f y4ff ff2 fs5 fc0 sc0 ls0 ws0">0,10 zł<span class="ff1"> </span></div></div><div class="c x181 yb2d w13e hb8"><div class="t m0 x51 h2f y4ff ff1 fs5 fc0 sc0 ls0 ws0">1 <span class="ls16">000</span> </div></div><div class="c x39 yb2d w13f hb8"><div class="t m0 x57 h2f y4ff ff2 fs5 fc0 sc0 ls0 ws0">gotówka<span class="ff1"> </span></div></div><div class="c xd5 yb2d w140 hb8"><div class="t m0 xbd h2d y4ff ff6 fs5 fc0 sc0 ls0 ws0">03.03.2010r. </div></div><div class="c x121 ycc w13a hb8"><div class="t m0 x6b h2d y4ff ff6 fs5 fc0 sc0 ls0 ws0">7 </div></div><div class="c xf ycc w13b hb8"><div class="t m0 xbd h2d y4ff ff6 fs5 fc0 sc0 ls0 ws0">G </div></div><div class="c x6 ycc w13c hb8"><div class="t m0 x22 h2f y4ff ff1 fs5 fc0 sc0 ls16 ws0">10<span class="ls0"> 000 000 </span></div></div><div class="c xab ycc w13d hb8"><div class="t m0 x63 h2f y4ff ff2 fs5 fc0 sc0 ls0 ws0">0,10 zł<span class="ff1"> </span></div></div><div class="c x181 ycc w13e hb8"><div class="t m0 x1c h2f y4ff ff1 fs5 fc0 sc0 ls0 ws0">1 <span class="ls16">000</span>  </div></div><div class="c x39 ycc w13f hb8"><div class="t m0 x57 h2f y4ff ff2 fs5 fc0 sc0 ls0 ws0">gotówka<span class="ff1"> </span></div></div><div class="c xd5 ycc w140 hb8"><div class="t m0 xbd h2d y4ff ff6 fs5 fc0 sc0 ls0 ws0">19.05.2010r. </div></div><div class="c x121 yb2e w13a hf9"><div class="t m0 x6b h2d yb2f ff6 fs5 fc0 sc0 ls0 ws0">8 </div></div><div class="c xf yb2e w13b hf9"><div class="t m0 x2c h2d yb2f ff6 fs5 fc0 sc0 ls0 ws0">H </div></div><div class="c x6 yb2e w13c hf9"><div class="t m0 x22 h2f yb2f ff1 fs5 fc0 sc0 ls16 ws0">10<span class="ls0"> 000 000 </span></div></div><div class="c xab yb2e w13d hf9"><div class="t m0 x63 h2f yb2f ff2 fs5 fc0 sc0 ls0 ws0">0,10 zł<span class="ff1"> </span></div></div><div class="c x181 yb2e w13e hf9"><div class="t m0 x51 h2f yb2f ff1 fs5 fc0 sc0 ls0 ws0">1 000 </div></div><div class="c x39 yb2e w13f hf9"><div class="t m0 x57 h2f yb2f ff2 fs5 fc0 sc0 ls0 ws0">gotówka<span class="ff1"> </span></div></div><div class="c xd5 yb2e w140 hf9"><div class="t m0 xbd h2d yb2f ff6 fs5 fc0 sc0 ls0 ws0">18.08.2010r. </div></div><div class="c x121 y1bb w13a hb8"><div class="t m0 x6b h2d y4ff ff6 fs5 fc0 sc0 ls0 ws0">9 </div></div><div class="c xf y1bb w13b hb8"><div class="t m0 x4b h2d y4ff ff6 fs5 fc0 sc0 ls0 ws0">I </div></div><div class="c x6 y1bb w13c hb8"><div class="t m0 x115 h2f y4ff ff1 fs5 fc0 sc0 ls0 ws0">7 492 500 </div></div><div class="c xab y1bb w13d hb8"><div class="t m0 x63 h2f y4ff ff2 fs5 fc0 sc0 ls0 ws0">0,10 zł<span class="ff1"> </span></div></div><div class="c x181 y1bb w13e hb8"><div class="t m0 xe h2f y4ff ff1 fs5 fc0 sc0 ls16 ws0">749<span class="ls0"> </span></div></div><div class="c x39 y1bb w13f hb8"><div class="t m0 x57 h2f y4ff ff2 fs5 fc0 sc0 ls0 ws0">gotówka<span class="ff1"> </span></div></div><div class="c xd5 y1bb w140 hb8"><div class="t m0 xbd h2d y4ff ff6 fs5 fc0 sc0 ls0 ws0">26.05.2014<span class="ls38">r.</span> </div></div><div class="c x121 yb30 w13a hb8"><div class="t m0 x3e h2d y4ff ff6 fs5 fc0 sc0 ls16 ws0">10<span class="ls0"> </span></div></div><div class="c xf yb30 w13b hb8"><div class="t m0 x44 h2d y4ff ff6 fs5 fc0 sc0 ls0 ws0">J </div></div><div class="c x6 yb30 w13c hb8"><div class="t m0 x115 h2f y4ff ff1 fs5 fc0 sc0 ls0 ws0">2 873 947 </div></div><div class="c xab yb30 w13d hb8"><div class="t m0 x63 h2f y4ff ff2 fs5 fc0 sc0 ls0 ws0">0,10 zł<span class="ff1"> </span></div></div><div class="c x181 yb30 w13e hb8"><div class="t m0 xe h2f y4ff ff1 fs5 fc0 sc0 ls16 ws0">287<span class="ls0"> </span></div></div><div class="c x39 yb30 w13f hb8"><div class="t m0 x57 h2f y4ff ff2 fs5 fc0 sc0 ls0 ws0">gotówka<span class="ff1"> </span></div></div><div class="c xd5 yb30 w140 hb8"><div class="t m0 xbd h2d y4ff ff6 fs5 fc0 sc0 ls0 ws0">11.09.2019r. </div></div><div class="c x121 yb31 w13a hd4"><div class="t m0 x3e h2d yb2c ff6 fs5 fc0 sc0 ls16 ws0">11<span class="ls0"> </span></div></div><div class="c xf yb31 w13b hd4"><div class="t m0 x2c h2d yb2c ff6 fs5 fc0 sc0 ls0 ws0">K </div></div><div class="c x6 yb31 w13c hd4"><div class="t m0 x115 h2f yb2c ff1 fs5 fc0 sc0 ls0 ws0">6 377 753 </div></div><div class="c xab yb31 w13d hd4"><div class="t m0 x63 h2f yb2c ff2 fs5 fc0 sc0 ls0 ws0">0,10 zł<span class="ff1"> </span></div></div><div class="c x181 yb31 w13e hd4"><div class="t m0 xe h2f yb2c ff1 fs5 fc0 sc0 ls16 ws0">638<span class="ls0"> </span></div></div><div class="c x39 yb31 w13f hd4"><div class="t m0 x57 h2f yb2c ff2 fs5 fc0 sc0 ls0 ws0">gotówka<span class="ff1"> </span></div></div><div class="c xd5 yb31 w140 hd4"><div class="t m0 xbd h2d yb2c ff6 fs5 fc0 sc0 ls0 ws0">30.09.2019r. </div></div><div class="c x121 yb32 w141 hb8"><div class="t m0 x8a h2d y4ff ff6 fs5 fc0 sc0 ls0 ws0">Razem </div></div><div class="c x6 yb32 w13c hb8"><div class="t m0 x22 h2d y4ff ff6 fs5 fc0 sc0 ls16 ws0">91<span class="ls0"> </span>744<span class="ls0"> 2</span>00<span class="ls0"> </span></div></div><div class="c xab yb32 w13d hb8"><div class="t m0 x1c h2d y4ff ff6 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x181 yb32 w13e hb8"><div class="t m0 x51 h2d y4ff ff6 fs5 fc0 sc0 ls0 ws0">9 <span class="ls16">174</span> </div></div><div class="c x39 yb32 w13f hb8"><div class="t m0 x132 h2d y4ff ff6 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c xd5 yb32 w140 hb8"><div class="t m0 x16b h2d y4ff ff6 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h2c y568 ff8 fs5 fc0 sc0 ls0 ws0">Tabela: Struktura<span class="_ _0"></span> własności<span class="_ _0"></span> kapitału za<span class="_ _0"></span>kładowego na <span class="ff7">31.12.202<span class="_ _0"></span>1 roku </span></div></div><div class="c x121 y494 w142 h81"><div class="t m0 xc2 h2d yb33 ff6 fs5 fc4 sc0 ls0 ws0">Akcjonariusz </div></div><div class="c x140 y494 w143 h81"><div class="t m0 x4f h2d yb34 ff6 fs5 fc4 sc0 ls0 ws0">Liczba </div><div class="t m0 x29 h2d yb33 ff6 fs5 fc4 sc0 ls0 ws0">posiadanych  </div><div class="t m0 x20 h2d y70f ff6 fs5 fc4 sc0 ls0 ws0">akcji </div></div><div class="c x8 y494 w144 h81"><div class="t m0 x2f h2d yb5 ff5 fs5 fc4 sc0 ls0 ws0">Udział w kapita<span class="_ _3"></span>l<span class="_ _8"></span>e </div><div class="t m0 x6c h2d yb35 ff5 fs5 fc4 sc0 ls0 ws0">zakładowym<span class="ff6"> </span></div></div><div class="c x182 y494 w145 h81"><div class="t m0 x2f h2d yb33 ff5 fs5 fc4 sc0 ls0 ws0">Liczba głosów<span class="ff6"> </span></div></div><div class="c xca y494 wf4 h81"><div class="t m0 x3e h2d yb34 ff5 fs5 fc4 sc0 ls0 ws0">% udział akcji w<span class="_ _3"></span> </div><div class="t m0 x32 h2d yb33 ff5 fs5 fc4 sc0 ls0 ws0">ogólnej liczbie </div><div class="t m0 x115 h2d y70f ff5 fs5 fc4 sc0 ls0 ws0">głosów<span class="ff6"> </span></div></div><div class="c x121 yb36 w142 h6d"><div class="t m0 x3f he y84b ff6 fs2 fc0 sc0 ls0 ws0">Jerzy Mirgos </div></div><div class="c x140 yb36 w143 h6d"><div class="t m0 x115 h11 y84b ff1 fs2 fc0 sc0 ls0 ws0">41 371 064 </div></div><div class="c x8 yb36 w144 h6d"><div class="t m0 x27 he y84b ff6 fs2 fc0 sc0 lsa ws0">45,<span class="ls0">1% </span></div></div><div class="c x182 yb36 w145 h6d"><div class="t m0 x22 h11 y84b ff1 fs2 fc0 sc0 lsa ws0">41<span class="ls0"> 371 064  </span></div></div><div class="c xca yb36 wf4 h6d"><div class="t m0 x62 he y84b ff6 fs2 fc0 sc0 lsa ws0">45,<span class="ls0">1% </span></div></div><div class="c x121 yb37 w142 h80"><div class="t m0 x3f he yb38 ff6 fs2 fc0 sc0 ls0 ws0">Nationale-Nederlanden Otwarty </div><div class="t m0 x3f he y5c7 ff6 fs2 fc0 sc0 ls0 ws0">Fundusz Emerytalny </div></div><div class="c x140 yb37 w143 h80"><div class="t m0 x53 h11 ya5e ff1 fs2 fc0 sc0 ls0 ws0">9 171 837 </div></div><div class="c x8 yb37 w144 h80"><div class="t m0 x27 he ya5e ff6 fs2 fc0 sc0 ls0 ws0">9,99% </div></div><div class="c x182 yb37 w145 h80"><div class="t m0 x115 h11 ya5e ff1 fs2 fc0 sc0 ls0 ws0">9 171 837 </div></div><div class="c xca yb37 wf4 h80"><div class="t m0 x62 he ya5e ff6 fs2 fc0 sc0 ls0 ws0">9,<span class="lsa">99</span>% </div></div><div class="c x121 yb39 w142 hb9"><div class="t m0 x3f he yb3a ff6 fs2 fc0 sc0 ls0 ws0">Pozostali akcjonariusze </div></div><div class="c x140 yb39 w143 hb9"><div class="t m0 x115 h11 yb3a ff1 fs2 fc0 sc0 ls0 ws0">41 201 299 </div></div><div class="c x8 yb39 w144 hb9"><div class="t m0 x4c he yb3a ff6 fs2 fc0 sc0 ls0 ws0">44,91% </div></div><div class="c x182 yb39 w145 hb9"><div class="t m0 x22 h11 yb3a ff1 fs2 fc0 sc0 lsa ws0">41<span class="ls0"> 201 299 </span></div></div><div class="c xca yb39 wf4 hb9"><div class="t m0 x61 he yb3a ff6 fs2 fc0 sc0 ls0 ws0">44,91% </div></div><div class="c x121 yb3b w142 hd4"><div class="t m0 x183 he y15b ff6 fs2 fc0 sc0 ls0 ws0">Razem </div></div><div class="c x140 yb3b w143 hd4"><div class="t m0 x115 he y15b ff6 fs2 fc0 sc0 lsa ws0">91<span class="ls0"> 744 200 </span></div></div><div class="c x8 yb3b w144 hd4"><div class="t m0 x4d he y15b ff6 fs2 fc0 sc0 ls0 ws0">100,00% </div></div><div class="c x182 yb3b w145 hd4"><div class="t m0 x22 he y15b ff6 fs2 fc0 sc0 lsa ws0">91<span class="ls0"> 744 200 </span></div></div><div class="c xca yb3b wf4 hd4"><div class="t m0 x49 he y15b ff6 fs2 fc0 sc0 ls0 ws0">100,00% </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h2c ya70 ff7 fs5 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h2c yb3c ff7 fs5 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h2c y828 ff7 fs5 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf67" class="pf w0 h0" ><div class="pc pc67 w0 h0"><img class="bi x4 y2a w3 hcd" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x105 h6 y991 ff4 fs2 fc2 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI GRUPY KAPITAŁOWEJ <span class="ff3">MIRBUD ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc3"> </span></span></div><div class="t m0 x6 h4 y992 ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y2d wda ha"><div class="t m0 xf9 h8 y85 ff2 fs3 fc2 sc0 ls0 ws0">Grupa Kapitałowa MIR<span class="_ _8"></span>BUD<span class="ff1"> <span class="ls6">| <span class="_ _8"></span></span></span>Akcje i udziały <span class="_ _8"></span>Spółek Grupy<span class="_ _8"></span><span class="ff1"> </span></div></div><div class="c x9 y2d wdb ha"><div class="t m0 xa h4 y86 ff3 fs1 fc4 sc0 ls0 ws0">103 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h4 y31 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h2c yb3d ff8 fs5 fc0 sc0 ls0 ws0">Tabela: Struktura<span class="_ _0"></span> własności<span class="_ _0"></span> kapitału za<span class="_ _0"></span>kładowego na 31<span class="_ _3"></span>.12.2020 roku<span class="ff7"> </span></div></div><div class="c x121 yb3e w142 hfa"><div class="t m0 xc2 h2d yb33 ff6 fs5 fc4 sc0 ls0 ws0">Akcjonariusz </div></div><div class="c x140 yb3e w143 hfa"><div class="t m0 x4f h2d yb34 ff6 fs5 fc4 sc0 ls0 ws0">Liczba </div><div class="t m0 x29 h2d yb33 ff6 fs5 fc4 sc0 ls0 ws0">posiadanych  </div><div class="t m0 x20 h2d y82d ff6 fs5 fc4 sc0 ls0 ws0">akcji </div></div><div class="c x8 yb3e w144 hfa"><div class="t m0 x2f h2d yb5 ff5 fs5 fc4 sc0 ls0 ws0">Udział w <span class="ff6">kapita<span class="_ _0"></span>le </span></div><div class="t m0 x6c h2d yb3f ff5 fs5 fc4 sc0 ls0 ws0">zakładowym<span class="ff6"> </span></div></div><div class="c x182 yb3e w145 hfa"><div class="t m0 x2f h2d yb33 ff5 fs5 fc4 sc0 ls0 ws0">Liczba głosów<span class="ff6"> </span></div></div><div class="c xca yb3e wf4 hfa"><div class="t m0 x3e h2d yb34 ff5 fs5 fc4 sc0 ls0 ws0">% udział akcji w<span class="_ _3"></span> </div><div class="t m0 x32 h2d yb33 ff5 fs5 fc4 sc0 ls0 ws0">ogólnej liczbie </div><div class="t m0 x115 h2d y82d ff5 fs5 fc4 sc0 ls0 ws0">głosów<span class="ff6"> </span></div></div><div class="c x121 y84a w142 h30"><div class="t m0 x3f h2d y15b ff6 fs5 fc0 sc0 ls0 ws0">Jerzy Mirgos </div></div><div class="c x140 y84a w143 h30"><div class="t m0 x53 h2f y15b ff1 fs5 fc0 sc0 ls0 ws0">41 271 064 </div></div><div class="c x8 y84a w144 h30"><div class="t m0 x50 h2d y15b ff6 fs5 fc0 sc0 ls0 ws0">44,98% </div></div><div class="c x182 y84a w145 h30"><div class="t m0 x115 h2f y15b ff1 fs5 fc0 sc0 ls16 ws0">41<span class="ls0"> </span>271<span class="ls0"> </span>064 <span class="ls0"> </span></div></div><div class="c xca y84a wf4 h30"><div class="t m0 x4c h2d y15b ff6 fs5 fc0 sc0 ls0 ws0">44,98% </div></div><div class="c x121 y273 w142 h80"><div class="t m0 x3f h2d yb40 ff6 fs5 fc0 sc0 ls0 ws0">Nationale-Nederlan<span class="_ _3"></span>den <span class="_ _8"></span>Otwarty<span class="_ _3"></span> Fundusz </div><div class="t m0 x3f h2d yc3 ff6 fs5 fc0 sc0 ls0 ws0">Emerytalny<span class="_ _0"></span> </div></div><div class="c x140 y273 w143 h80"><div class="t m0 x53 h2f yb41 ff1 fs5 fc0 sc0 ls16 ws0">10<span class="ls0"> 281 837 </span></div></div><div class="c x8 y273 w144 h80"><div class="t m0 x50 h2d yb41 ff6 fs5 fc0 sc0 ls0 ws0">11,21% </div></div><div class="c x182 y273 w145 h80"><div class="t m0 x115 h2f yb41 ff1 fs5 fc0 sc0 ls16 ws0">10<span class="ls0"> 281 837 </span></div></div><div class="c xca y273 wf4 h80"><div class="t m0 x4c h2d yb41 ff6 fs5 fc0 sc0 ls0 ws0">11,21% </div></div><div class="c x121 y712 w142 hd4"><div class="t m0 x3f h2d y932 ff6 fs5 fc0 sc0 ls0 ws0">Pozostali akcjo<span class="_ _0"></span>nariusze </div></div><div class="c x140 y712 w143 hd4"><div class="t m0 x53 h2f y932 ff1 fs5 fc0 sc0 ls16 ws0">40<span class="ls0"> 192 136 </span></div></div><div class="c x8 y712 w144 hd4"><div class="t m0 x50 h2d y932 ff6 fs5 fc0 sc0 ls0 ws0">43,81% </div></div><div class="c x182 y712 w145 hd4"><div class="t m0 x115 h2f y932 ff1 fs5 fc0 sc0 ls16 ws0">40<span class="ls0"> 192 136 </span></div></div><div class="c xca y712 wf4 hd4"><div class="t m0 x4c h2d y932 ff6 fs5 fc0 sc0 ls0 ws0">43,81% </div></div><div class="c x121 yb42 w142 hb8"><div class="t m0 xfa h2d y932 ff6 fs5 fc0 sc0 ls0 ws0">Razem </div></div><div class="c x140 yb42 w143 hb8"><div class="t m0 x53 h2d y932 ff6 fs5 fc0 sc0 ls16 ws0">91<span class="ls0"> 744 200 </span></div></div><div class="c x8 yb42 w144 hb8"><div class="t m0 x4a h2d y932 ff6 fs5 fc0 sc0 ls0 ws0">100,00% </div></div><div class="c x182 yb42 w145 hb8"><div class="t m0 x115 h2d y932 ff6 fs5 fc0 sc0 ls16 ws0">91<span class="ls0"> 744 200 </span></div></div><div class="c xca yb42 wf4 hb8"><div class="t m0 x4e h2d y932 ff6 fs5 fc0 sc0 ls0 ws0">100,00% </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h2c y4db ff8 fs5 fc0 sc0 ls0 ws0">Tabela: Struktura<span class="_ _0"></span> własności<span class="_ _0"></span> kapitału za<span class="_ _0"></span>kładowego na d<span class="_ _3"></span>z<span class="_ _8"></span>ień zatwierd<span class="_ _3"></span>z<span class="_ _8"></span>enia sprawo<span class="_ _0"></span>zdania do publ<span class="_ _0"></span>ikacji<span class="ff7"> </span></div></div><div class="c x121 yb43 w142 h81"><div class="t m0 xc2 h2d yb33 ff6 fs5 fc4 sc0 ls0 ws0">Akcjonariusz </div></div><div class="c x140 yb43 w143 h81"><div class="t m0 x4f h2d yb34 ff6 fs5 fc4 sc0 ls0 ws0">Liczba </div><div class="t m0 x29 h2d yb33 ff6 fs5 fc4 sc0 ls0 ws0">posiadanych </div><div class="t m0 x20 h2d y70f ff6 fs5 fc4 sc0 ls0 ws0">akcji </div></div><div class="c x8 yb43 w144 h81"><div class="t m0 x2f h2d yb5 ff5 fs5 fc4 sc0 ls0 ws0">Udział w kapita<span class="_ _3"></span>l<span class="_ _8"></span>e </div><div class="t m0 x6c h2d yb35 ff5 fs5 fc4 sc0 ls0 ws0">zakładowym<span class="ff6"> </span></div></div><div class="c x182 yb43 w145 h81"><div class="t m0 x2f h2d yb33 ff5 fs5 fc4 sc0 ls0 ws0">Liczba głosów<span class="ff6"> </span></div></div><div class="c xca yb43 wf4 h81"><div class="t m0 x3e h2d yb34 ff6 fs5 fc4 sc0 ls3e ws0">% <span class="ff5 ls0">udział akcji w </span></div><div class="t m0 x32 h2d yb33 ff5 fs5 fc4 sc0 ls0 ws0">ogólnej liczbie </div><div class="t m0 x115 h2d y70f ff5 fs5 fc4 sc0 ls0 ws0">głosów<span class="ff6"> </span></div></div><div class="c x121 yb44 w142 h71"><div class="t m0 x3f h2d y15b ff6 fs5 fc0 sc0 ls0 ws0">Jerzy Mirgos </div></div><div class="c x140 yb44 w143 h71"><div class="t m0 x53 h2f y15b ff1 fs5 fc0 sc0 ls0 ws0">41 371 064 </div></div><div class="c x8 yb44 w144 h71"><div class="t m0 x50 h2d y15b ff6 fs5 fc0 sc0 ls16 ws0">45,10<span class="ls0">% </span></div></div><div class="c x182 yb44 w145 h71"><div class="t m0 x115 h2f y15b ff1 fs5 fc0 sc0 ls16 ws0">41<span class="ls0"> </span>371<span class="ls0"> </span>064 <span class="ls0"> </span></div></div><div class="c xca yb44 wf4 h71"><div class="t m0 x4c h2d y15b ff6 fs5 fc0 sc0 ls16 ws0">45,10<span class="ls0">% </span></div></div><div class="c x121 yb45 w142 h80"><div class="t m0 x3f h2d yb40 ff6 fs5 fc0 sc0 ls0 ws0">Nationale-Nederlan<span class="_ _3"></span>den <span class="_ _8"></span>Otwarty<span class="_ _3"></span> Fundusz </div><div class="t m0 x3f h2d ybd ff6 fs5 fc0 sc0 ls0 ws0">Emerytalny<span class="_ _0"></span> </div></div><div class="c x140 yb45 w143 h80"><div class="t m0 x49 h2f y80b ff1 fs5 fc0 sc0 ls0 ws0">9 171 837 </div></div><div class="c x8 yb45 w144 h80"><div class="t m0 x1d h2d y80b ff6 fs5 fc0 sc0 ls0 ws0">9,99% </div></div><div class="c x182 yb45 w145 h80"><div class="t m0 x20 h2f y80b ff1 fs5 fc0 sc0 ls0 ws0">9 171 837 </div></div><div class="c xca yb45 wf4 h80"><div class="t m0 x27 h2d y80b ff6 fs5 fc0 sc0 ls0 ws0">9,99% </div></div><div class="c x121 yb46 w142 hb8"><div class="t m0 x3f h2d y932 ff6 fs5 fc0 sc0 ls0 ws0">Pozostali akcjo<span class="_ _0"></span>nariusze </div></div><div class="c x140 yb46 w143 hb8"><div class="t m0 x53 h2f y932 ff1 fs5 fc0 sc0 ls0 ws0">41 201 299 </div></div><div class="c x8 yb46 w144 hb8"><div class="t m0 x50 h2d y932 ff6 fs5 fc0 sc0 ls0 ws0">44,91% </div></div><div class="c x182 yb46 w145 hb8"><div class="t m0 x115 h2f y932 ff1 fs5 fc0 sc0 ls16 ws0">41<span class="ls0"> 201 299 </span></div></div><div class="c xca yb46 wf4 hb8"><div class="t m0 x4c h2d y932 ff6 fs5 fc0 sc0 ls0 ws0">44,91% </div></div><div class="c x121 yb47 w142 hd4"><div class="t m0 xfa h2d y932 ff6 fs5 fc0 sc0 ls0 ws0">Razem </div></div><div class="c x140 yb47 w143 hd4"><div class="t m0 x53 h2d y932 ff6 fs5 fc0 sc0 ls16 ws0">91<span class="ls0"> 744 200 </span></div></div><div class="c x8 yb47 w144 hd4"><div class="t m0 x4a h2d y932 ff6 fs5 fc0 sc0 ls0 ws0">100,00% </div></div><div class="c x182 yb47 w145 hd4"><div class="t m0 x115 h2d y932 ff6 fs5 fc0 sc0 ls16 ws0">91<span class="ls0"> 744 200 </span></div></div><div class="c xca yb47 wf4 hd4"><div class="t m0 x4e h2d y932 ff6 fs5 fc0 sc0 ls0 ws0">100,00% </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h35 yb48 ff6 fs1 fc0 sc0 ls0 ws0">KOBYLARNI<span class="_ _0"></span>A S.A. </div><div class="t m0 x2 h8 yb49 ff2 fs3 fc0 sc0 ls0 ws0">Kapitał <span class="_ _7"> </span>zakładowy <span class="_ _2a"> </span>KOBYLARNI<span class="_ _8"></span>A <span class="_ _7"> </span>S.A. <span class="_ _7"> </span>na <span class="_ _7"> </span>dzień <span class="_ _2a"> </span>3<span class="ff1">1 <span class="_ _2a"> </span>grudnia <span class="_ _2a"> </span>2021 <span class="_ _7"> </span></span>roku <span class="_ _2a"> </span>wynosił <span class="_ _2a"> </span>30<span class="ff1"> </span>000 <span class="_ _7"> </span>000 <span class="_ _7"> </span>z<span class="_ _8"></span>ł <span class="_ _7"> </span>(trzydzieści </div><div class="t m0 x2 h8 yb4a ff2 fs3 fc0 sc0 ls0 ws0">milionów złotych) i dz<span class="_ _8"></span>ielił się na 300 00<span class="_ _8"></span>0 000 akcji o w<span class="_ _8"></span>artości nominalnej 0,<span class="_ _8"></span>10 zł każda.<span class="_ _c"></span><span class="ff1"> </span></div><div class="t m0 x2 h2f y4b8 ff8 fs5 fc0 sc0 ls0 ws0">Tabela: Struktura<span class="_ _0"></span> kapitału akc<span class="_ _0"></span>yjnego KO<span class="_ _0"></span>BYLARNIA S<span class="_ _0"></span>.A. na dzień<span class="_ _0"></span> 3<span class="ff7">1.<span class="ls16">12</span>.2021 <span class="ls17">r.</span><span class="ff1"> </span></span></div><div class="t m0 x2 h2b y1a7 ff7 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h4d yb4b ff7 fs2 fc0 sc0 ls0 ws0">Tabela: Struktura posiadanych akcji na <span class="lsb">31<span class="_ _8"></span></span> grudnia<span class="fs3"> </span><span class="lsa">20</span>21 roku. </div></div><div class="c x2 yb4c w146 hd7"><div class="t m0 xa h2d y21b ff6 fs5 fc4 sc0 ls0 ws0">Akcjonariusz </div></div><div class="c x184 yb4c w147 hd7"><div class="t m0 x32 h2d y21b ff5 fs5 fc4 sc0 ls0 ws0">Ilość posiadanyc<span class="_ _0"></span>h </div><div class="t m0 x52 h2d y159 ff6 fs5 fc4 sc0 ls0 ws0">akcji </div></div><div class="c x98 yb4c w148 hd7"><div class="t m0 x2f h2d y21b ff5 fs5 fc4 sc0 ls0 ws0">Udział w kapita<span class="_ _3"></span>l<span class="_ _8"></span>e <span class="ff6">z</span>akładowym<span class="_ _0"></span> </div><div class="t m0 x8a h2d y159 ff6 fs5 fc4 sc0 ls0 ws0">S.A. </div></div><div class="c x150 yb4c w149 hd7"><div class="t m0 x110 h2d y21b ff5 fs5 fc4 sc0 ls0 ws0">Liczba głosów<span class="ff6"> </span></div></div><div class="c x185 yb4c w14a hd7"><div class="t m0 x32 h2d y21b ff5 fs5 fc4 sc0 ls0 ws0">% udział akcji w<span class="_ _3"></span> </div><div class="t m0 x110 h2d y159 ff5 fs5 fc4 sc0 ls0 ws0">ogólnej liczbie </div><div class="t m0 x41 h2d y86 ff5 fs5 fc4 sc0 ls0 ws0">głosów<span class="ff6"> </span></div></div><div class="c x2 y56e w146 h30"><div class="t m0 xa h2d y958 ff6 fs5 fc0 sc0 ls0 ws0">MIRBUD </div></div><div class="c x184 y56e w14b h30"><div class="t m0 x186 h2f yb2 ff1 fs5 fc0 sc0 ls0 ws0">300 000 000 </div></div><div class="c x187 y56e w14c h30"><div class="t m0 x120 h2f yb2 ff1 fs5 fc0 sc0 ls16 ws0">100%<span class="ls0"> </span></div></div><div class="c x188 y56e w149 h30"><div class="t m0 x22 h2f yb2 ff1 fs5 fc0 sc0 ls0 ws0">300 000 000 </div></div><div class="c x45 y56e w14d h30"><div class="t m0 x44 h2f yb2 ff1 fs5 fc0 sc0 ls16 ws0">100%<span class="ls0"> </span></div></div><div class="c x2 y824 w146 h31"><div class="t m0 x18 h2d y2e3 ff6 fs5 fc0 sc0 ls0 ws0">Razem </div></div><div class="c x184 y824 w14b h31"><div class="t m0 x186 h2d y2e3 ff6 fs5 fc0 sc0 ls16 ws0">300<span class="ls0"> 000 000 </span></div></div><div class="c x187 y824 w14c h31"><div class="t m0 x120 h2f y2e3 ff1 fs5 fc0 sc0 ls16 ws0">100%<span class="ls0"> </span></div></div><div class="c x188 y824 w149 h31"><div class="t m0 x22 h2d y2e3 ff6 fs5 fc0 sc0 ls16 ws0">300<span class="ls0"> 000 000<span class="ff1"> </span></span></div></div><div class="c x45 y824 w14d h31"><div class="t m0 x44 h2f y2e3 ff1 fs5 fc0 sc0 ls16 ws0">100%<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h8 y8b3 ff2 fs3 fc0 sc0 ls0 ws0">Wysokość kapitału zakł<span class="_ _8"></span>adowego w okr<span class="_ _8"></span>esie, którego do<span class="_ _8"></span>tyczy s<span class="_ _8"></span>prawozdanie nie <span class="_ _8"></span>uległa zm<span class="_ _8"></span>ianie.<span class="ff1"> </span></div><div class="t m0 x2 h35 yb4d ff6 fs1 fc0 sc0 ls0 ws0"> <span class="_ _3f"> </span> </div></div><div class="c x2 yb2e w14e hfb"><div class="t m0 x12a h2d yb4e ff6 fs5 fc4 sc0 ls30 ws0">LP<span class="ls0"> </span></div></div><div class="c x189 yb2e w14f hfb"><div class="t m0 x22 h2d yb4e ff6 fs5 fc4 sc0 ls0 ws0">Seria Akcji </div></div><div class="c xad yb2e w122 hfb"><div class="t m0 x46 h2d yb4f ff6 fs5 fc4 sc0 ls0 ws0"> <span class="ff5">Ilość posiadanych<span class="_ _3"></span> </span></div><div class="t m0 x44 h2d yb50 ff6 fs5 fc4 sc0 ls0 ws0">akcji  </div></div><div class="c x18a yb2e w122 hfb"><div class="t m0 x115 h2d yb51 ff5 fs5 fc4 sc0 ls0 ws0">Wartość </div><div class="t m0 x32 h2d yb4e ff6 fs5 fc4 sc0 ls0 ws0">nominalna akcj<span class="_ _0"></span>i </div><div class="t m0 x4b h2d yb52 ff6 fs5 fc4 sc0 ls0 ws0">PLN </div></div><div class="c xd4 yb2e w14f hfb"><div class="t m0 x41 h2d yb51 ff5 fs5 fc4 sc0 ls0 ws0">Kapitał </div><div class="t m0 x3e h2d yb4e ff6 fs5 fc4 sc0 ls0 ws0">zarejestrowany<span class="_ _0"></span> w </div><div class="t m0 x4b h2d yb52 ff6 fs5 fc4 sc0 ls0 ws0">PLN </div></div><div class="c xf7 yb2e w122 hfb"><div class="t m0 x10f h2d yb4e ff6 fs5 fc4 sc0 ls0 ws0">Data rejestra<span class="_ _0"></span>cji </div></div><div class="c x18b yb2e w150 hfb"><div class="t m0 x32 h2d yb4f ff5 fs5 fc4 sc0 ls0 ws0">Sposób </div><div class="t m0 x2f h2d yb50 ff6 fs5 fc4 sc0 ls0 ws0">pokrycia </div></div><div class="c x2 yb53 w14e hc4"><div class="t m0 x46 h2f y86 ff1 fs5 fc0 sc0 ls16 ws0">1.<span class="ls0"> </span></div></div><div class="c x189 yb53 w14f hc4"><div class="t m0 x3b h2f yc3 ff1 fs5 fc0 sc0 ls0 ws0">A </div></div><div class="c xad yb53 w122 hc4"><div class="t m0 x53 h2f yc3 ff1 fs5 fc0 sc0 ls0 ws0">2 002 000,00<span class="_ _0"></span> </div></div><div class="c x18a yb53 w122 hc4"><div class="t m0 x186 h2f yc3 ff1 fs5 fc0 sc0 ls0 ws0">0,1 </div></div><div class="c xd4 yb53 w14f hc4"><div class="t m0 x52 h2f yc3 ff1 fs5 fc0 sc0 ls0 ws0">200 200,00 </div></div><div class="c xf7 yb53 w122 hc4"><div class="t m0 x6c h2f yc3 ff1 fs5 fc0 sc0 ls0 ws0">03.10.2011 r. </div></div><div class="c x18b yb53 w150 hc4"><div class="t m0 x46 h2f y86 ff2 fs5 fc0 sc0 ls0 ws0">gotówka<span class="ff1"> </span></div></div><div class="c x2 yb54 w14e h1c"><div class="t m0 x46 h2f y86 ff1 fs5 fc0 sc0 ls16 ws0">2.<span class="ls0"> </span></div></div><div class="c x189 yb54 w14f h1c"><div class="t m0 x3b h2f yc3 ff1 fs5 fc0 sc0 ls0 ws0">B </div></div><div class="c xad yb54 w122 h1c"><div class="t m0 x53 h2f yc3 ff1 fs5 fc0 sc0 ls0 ws0">7 998 000,00<span class="_ _0"></span> </div></div><div class="c x18a yb54 w122 h1c"><div class="t m0 x186 h2f yc3 ff1 fs5 fc0 sc0 ls0 ws0">0,1 </div></div><div class="c xd4 yb54 w14f h1c"><div class="t m0 x52 h2f yc3 ff1 fs5 fc0 sc0 ls0 ws0">799 800,00 </div></div><div class="c xf7 yb54 w122 h1c"><div class="t m0 x6c h2f yc3 ff1 fs5 fc0 sc0 ls0 ws0">26.06.2014 r. </div></div><div class="c x18b yb54 w150 h1c"><div class="t m0 x46 h2f y86 ff2 fs5 fc0 sc0 ls0 ws0">gotówka<span class="ff1"> </span></div></div><div class="c x2 y547 w14e h1c"><div class="t m0 x46 h2f y86 ff1 fs5 fc0 sc0 ls16 ws0">3.<span class="ls0"> </span></div></div><div class="c x189 y547 w14f h1c"><div class="t m0 x3b h2f yc3 ff1 fs5 fc0 sc0 ls0 ws0">C </div></div><div class="c xad y547 w122 h1c"><div class="t m0 x4f h2f yc3 ff1 fs5 fc0 sc0 ls0 ws0">50 000 000,00<span class="_ _0"></span> </div></div><div class="c x18a y547 w122 h1c"><div class="t m0 x186 h2f yc3 ff1 fs5 fc0 sc0 ls0 ws0">0,1 </div></div><div class="c xd4 y547 w14f h1c"><div class="t m0 x53 h2f yc3 ff1 fs5 fc0 sc0 ls16 ws0">5 <span class="ls0">000 000,00 </span></div></div><div class="c xf7 y547 w122 h1c"><div class="t m0 x6c h2f yc3 ff1 fs5 fc0 sc0 ls0 ws0">31.07.2019 r. </div></div><div class="c x18b y547 w150 h1c"><div class="t m0 x46 h2f y86 ff2 fs5 fc0 sc0 ls0 ws0">gotówka<span class="ff1"> </span></div></div><div class="c x2 y2cb w14e h1c"><div class="t m0 x46 h2f y86 ff1 fs5 fc0 sc0 ls16 ws0">4.<span class="ls0"> </span></div></div><div class="c x189 y2cb w14f h1c"><div class="t m0 x3b h2f ybd ff1 fs5 fc0 sc0 ls0 ws0">D </div></div><div class="c xad y2cb w122 h1c"><div class="t m0 x4f h2f ybd ff1 fs5 fc0 sc0 ls0 ws0">50 000 000,00<span class="_ _0"></span> </div></div><div class="c x18a y2cb w122 h1c"><div class="t m0 x186 h2f ybd ff1 fs5 fc0 sc0 ls0 ws0">0,1 </div></div><div class="c xd4 y2cb w14f h1c"><div class="t m0 x53 h2f ybd ff1 fs5 fc0 sc0 ls0 ws0">5 000 000,00<span class="_ _0"></span> </div></div><div class="c xf7 y2cb w122 h1c"><div class="t m0 x6c h2f ybd ff1 fs5 fc0 sc0 ls0 ws0">27.08.2019 r. </div></div><div class="c x18b y2cb w150 h1c"><div class="t m0 x46 h2f y86 ff2 fs5 fc0 sc0 ls0 ws0">gotówka<span class="ff1"> </span></div></div><div class="c x2 yb55 w14e hc4"><div class="t m0 x46 h2f y86 ff1 fs5 fc0 sc0 ls16 ws0">5.<span class="ls0"> </span></div></div><div class="c x189 yb55 w14f hc4"><div class="t m0 x3b h2f yc3 ff1 fs5 fc0 sc0 ls0 ws0">E </div></div><div class="c xad yb55 w122 hc4"><div class="t m0 x4f h2f yc3 ff1 fs5 fc0 sc0 ls0 ws0">50 000 000,00<span class="_ _0"></span> </div></div><div class="c x18a yb55 w122 hc4"><div class="t m0 x186 h2f yc3 ff1 fs5 fc0 sc0 ls0 ws0">0,1 </div></div><div class="c xd4 yb55 w14f hc4"><div class="t m0 x53 h2f yc3 ff1 fs5 fc0 sc0 ls0 ws0">5 000 000,00<span class="_ _0"></span> </div></div><div class="c xf7 yb55 w122 hc4"><div class="t m0 x6c h2f yc3 ff1 fs5 fc0 sc0 ls0 ws0">11.10.2019 r. </div></div><div class="c x18b yb55 w150 hc4"><div class="t m0 x46 h2f y86 ff2 fs5 fc0 sc0 ls0 ws0">gotówka<span class="ff1"> </span></div></div><div class="c x2 y39a w14e h1c"><div class="t m0 x46 h2f y86 ff1 fs5 fc0 sc0 ls16 ws0">6.<span class="ls0"> </span></div></div><div class="c x189 y39a w14f h1c"><div class="t m0 x3b h2f yc3 ff1 fs5 fc0 sc0 ls0 ws0">F </div></div><div class="c xad y39a w122 h1c"><div class="t m0 x4f h2f yc3 ff1 fs5 fc0 sc0 ls0 ws0">50 000 000,00<span class="_ _0"></span> </div></div><div class="c x18a y39a w122 h1c"><div class="t m0 x186 h2f yc3 ff1 fs5 fc0 sc0 ls0 ws0">0,1 </div></div><div class="c xd4 y39a w14f h1c"><div class="t m0 x53 h2f yc3 ff1 fs5 fc0 sc0 ls0 ws0">5 000 000,00<span class="_ _0"></span> </div></div><div class="c xf7 y39a w122 h1c"><div class="t m0 x6c h2f yc3 ff1 fs5 fc0 sc0 ls0 ws0">20.12.2019 r. </div></div><div class="c x18b y39a w150 h1c"><div class="t m0 x46 h2f y86 ff2 fs5 fc0 sc0 ls0 ws0">gotówka<span class="ff1"> </span></div></div><div class="c x2 y3b2 w14e h1c"><div class="t m0 x46 h2f y86 ff1 fs5 fc0 sc0 ls16 ws0">7.<span class="ls0"> </span></div></div><div class="c x189 y3b2 w14f h1c"><div class="t m0 x4d h2f yc3 ff1 fs5 fc0 sc0 ls0 ws0">G </div></div><div class="c xad y3b2 w122 h1c"><div class="t m0 x4f h2f yc3 ff1 fs5 fc0 sc0 ls0 ws0">40 000 000,00<span class="_ _0"></span> </div></div><div class="c x18a y3b2 w122 h1c"><div class="t m0 x186 h2f yc3 ff1 fs5 fc0 sc0 ls0 ws0">0,1 </div></div><div class="c xd4 y3b2 w14f h1c"><div class="t m0 x53 h2f yc3 ff1 fs5 fc0 sc0 ls0 ws0">4 000 000,00<span class="_ _0"></span> </div></div><div class="c xf7 y3b2 w122 h1c"><div class="t m0 x6c h2f yc3 ff1 fs5 fc0 sc0 ls0 ws0">19.02.2020 r. </div></div><div class="c x18b y3b2 w150 h1c"><div class="t m0 x46 h2f y86 ff2 fs5 fc0 sc0 ls0 ws0">gotówka<span class="ff1"> </span></div></div><div class="c x2 yb56 w14e h1c"><div class="t m0 x46 h2f y86 ff1 fs5 fc0 sc0 ls16 ws0">8.<span class="ls0"> </span></div></div><div class="c x189 yb56 w14f h1c"><div class="t m0 x3b h2f ybd ff1 fs5 fc0 sc0 ls0 ws0">H </div></div><div class="c xad yb56 w122 h1c"><div class="t m0 x4f h2f ybd ff1 fs5 fc0 sc0 ls0 ws0">50 000 000,00<span class="_ _0"></span> </div></div><div class="c x18a yb56 w122 h1c"><div class="t m0 x186 h2f ybd ff1 fs5 fc0 sc0 ls0 ws0">0,1 </div></div><div class="c xd4 yb56 w14f h1c"><div class="t m0 x53 h2f ybd ff1 fs5 fc0 sc0 ls0 ws0">5 000 000,00<span class="_ _0"></span> </div></div><div class="c xf7 yb56 w122 h1c"><div class="t m0 x6c h2f ybd ff1 fs5 fc0 sc0 ls0 ws0">02.04.2020 r. </div></div><div class="c x18b yb56 w150 h1c"><div class="t m0 x46 h2f y86 ff2 fs5 fc0 sc0 ls0 ws0">gotówka<span class="ff1"> </span></div></div><div class="c x2 y108 w14e hc4"><div class="t m0 x46 h2f y1 ff1 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x189 y108 w14f hc4"><div class="t m0 x41 h2d yc3 ff6 fs5 fc0 sc0 ls0 ws0">Razem </div></div><div class="c xad y108 w122 hc4"><div class="t m0 x1a h2d yc3 ff6 fs5 fc0 sc0 ls0 ws0">300 000 000,00<span class="_ _3"></span> </div></div><div class="c x18a y108 w122 hc4"><div class="t m0 x186 h2d yc3 ff6 fs5 fc0 sc0 ls0 ws0">0,1 </div></div><div class="c xd4 y108 w14f hc4"><div class="t m0 x4f h2d yc3 ff6 fs5 fc0 sc0 ls0 ws0">30 000 000,00<span class="_ _0"></span> </div></div><div class="c xf7 y108 w122 hc4"><div class="t m0 x26 h2d yb57 ff6 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x18b y108 w150 hc4"><div class="t m0 x46 h2f y1 ff1 fs5 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf68" class="pf w0 h0" ><div class="pc pc68 w0 h0"><img class="bi x18 y2a w6 hcd" alt="" 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class="c x0 y1 w2 h0"><div class="t m0 x105 h6 y991 ff4 fs2 fc2 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI GRUPY KAPITAŁOWEJ <span class="ff3">MIRBUD ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc3"> </span></span></div><div class="t m0 x6 h4 y992 ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y2d wda ha"><div class="t m0 xf9 h8 y85 ff2 fs3 fc2 sc0 ls0 ws0">Grupa Kapitałowa MIR<span class="_ _8"></span>BUD<span class="ff1"> <span class="ls6">| <span class="_ _8"></span></span></span>Akcje i udziały <span class="_ _8"></span>Spółek Grupy<span class="_ _8"></span><span class="ff1"> </span></div></div><div class="c x9 y2d wdb ha"><div class="t m0 xa h4 y86 ff3 fs1 fc4 sc0 ls0 ws0">104 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h4 y31 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h35 ya31 ff6 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h35 yb58 ff6 fs1 fc0 sc0 ls0 ws0">JHM DEVELOP<span class="_ _3"></span>M<span class="_ _8"></span>ENT S<span class="_ _0"></span>.A. </div><div class="t m0 x2 h8 yb59 ff2 fs3 fc0 sc0 ls0 ws0">Kapitał <span class="_ _f"></span>z<span class="_ _8"></span>akładowy <span class="_ _6"></span>JHM <span class="_ _f"></span>DEV<span class="_ _8"></span>ELOPMENT <span class="_ _6"></span>S.A. <span class="_ _f"></span>na <span class="_ _6"></span>dzień <span class="_ _6"></span>3<span class="ff1">1<span class="_ _8"></span> <span class="_ _f"></span>grudn<span class="_ _8"></span>ia <span class="_ _f"></span>2021 <span class="_ _6"> </span></span>roku <span class="_ _6"> </span>wynosił <span class="_ _6"></span>173<span class="ff1"> </span>000 <span class="_ _6"></span>000 <span class="_ _6"></span>zł <span class="_ _f"></span>(sto </div><div class="t m0 x2 h8 yb5a ff2 fs3 fc0 sc0 ls0 ws0">siedemdziesiąt trzy<span class="_ _8"></span> miliony złotych) i dzielił s<span class="_ _8"></span>ię na 69 200 000 akcji o <span class="_ _8"></span>wartości nominalnej<span class="_ _8"></span> 2,50 zł każda.<span class="_ _f"></span><span class="ff1"> </span></div><div class="t m0 x2 h2b y52f ff7 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h2c yb5b ff8 fs5 fc0 sc0 ls0 ws0">Tabela: Struktura<span class="_ _0"></span> kapitału akc<span class="_ _0"></span>yjnego JHM<span class="_ _0"></span> DEVELOPM<span class="_ _0"></span>ENT S.A. na <span class="_ _0"></span>dzień 3<span class="ff7">1.<span class="ls16">12</span>,.2021 <span class="ls3b">r.</span> </span></div></div><div class="c xa5 y6e6 w151 hfc"><div class="t m0 x3f h2d y2bf ff6 fs5 fc4 sc0 ls30 ws0">LP<span class="ls0"> </span></div></div><div class="c xf y6e6 w152 hfc"><div class="t m0 x110 h2d y22e ff6 fs5 fc4 sc0 ls0 ws0">Seria </div><div class="t m0 x33 h2d y2c3 ff6 fs5 fc4 sc0 ls0 ws0">akcji </div></div><div class="c x18c y6e6 w153 hfc"><div class="t m0 x54 h2d y2bf ff6 fs5 fc4 sc0 ls0 ws0">Liczba akcji<span class="_ _0"></span> </div></div><div class="c xe8 y6e6 w154 hfc"><div class="t m0 x6b h2d y22e ff6 fs5 fc4 sc0 ls0 ws0">Cena nominalna<span class="_ _3"></span> </div><div class="t m0 xbd h2d y2c3 ff6 fs5 fc4 sc0 ls0 ws0">[PLN] </div></div><div class="c xba y6e6 w155 hfc"><div class="t m0 x10e h2d y22e ff5 fs5 fc4 sc0 ls0 ws0">Kapitał zarejestrowa<span class="_ _3"></span>ny </div><div class="t m0 x73 h2d y2c3 ff6 fs5 fc4 sc0 ls0 ws0">[PLN] </div></div><div class="c x7e y6e6 w156 hfc"><div class="t m0 x6b h2d y2bf ff6 fs5 fc4 sc0 ls0 ws0">Data rejestra<span class="_ _0"></span>cji </div></div><div class="c xcd y6e6 w154 hfc"><div class="t m0 x2f h2d y2bf ff5 fs5 fc4 sc0 ls0 ws0">Sposób pokryc<span class="_ _0"></span>ia<span class="ff6"> </span></div></div><div class="c xa5 y940 w151 hfd"><div class="t m0 x2f h2f yb2c ff1 fs5 fc0 sc0 ls0 ws0">1 </div></div><div class="c xf y940 w152 hfd"><div class="t m0 x63 h2f yb2c ff1 fs5 fc0 sc0 ls3a ws0">A1<span class="ls0"> </span></div></div><div class="c x18c y940 w153 hfd"><div class="t m0 x63 h2f yb2c ff1 fs5 fc0 sc0 ls0 ws0">27 497 500 </div></div><div class="c xe8 y940 w154 hfd"><div class="t m0 x6e h2f yb2c ff1 fs5 fc0 sc0 ls0 ws0">2,50 </div></div><div class="c xba y940 w155 hfd"><div class="t m0 x4b h2f yb2c ff1 fs5 fc0 sc0 ls16 ws0">68<span class="ls0"> </span>743<span class="ls0"> </span>750<span class="ls0"> </span></div></div><div class="c x7e y940 w156 hfd"><div class="t m0 x63 h2f yb2c ff1 fs5 fc0 sc0 ls0 ws0">21.11.2014 </div></div><div class="c xcd y940 w154 hfd"><div class="t m0 x1e h2f yb2c ff2 fs5 fc0 sc0 ls0 ws0">gotówka<span class="ff1"> </span></div></div><div class="c xa5 y29a w151 hfd"><div class="t m0 x2f h2f yb2c ff1 fs5 fc0 sc0 ls0 ws0">2 </div></div><div class="c xf y29a w152 hfd"><div class="t m0 x63 h2f yb2c ff1 fs5 fc0 sc0 ls3a ws0">A2<span class="ls0"> </span></div></div><div class="c x18c y29a w153 hfd"><div class="t m0 x63 h2f yb2c ff1 fs5 fc0 sc0 ls16 ws0">41 <span class="ls0">702 500 </span></div></div><div class="c xe8 y29a w154 hfd"><div class="t m0 x6e h2f yb2c ff1 fs5 fc0 sc0 ls0 ws0">2,50 </div></div><div class="c xba y29a w155 hfd"><div class="t m0 xbd h2f yb2c ff1 fs5 fc0 sc0 ls16 ws0">104<span class="ls0"> </span>256<span class="ls0"> </span>250<span class="ls0"> </span></div></div><div class="c x7e y29a w156 hfd"><div class="t m0 x63 h2f yb2c ff1 fs5 fc0 sc0 ls0 ws0">21.11.2014 </div></div><div class="c xcd y29a w154 hfd"><div class="t m0 x1e h2f yb2c ff2 fs5 fc0 sc0 ls0 ws0">gotówka<span class="ff1"> </span></div></div><div class="c xa5 yb5c w151 hfe"><div class="t m0 x31 h2d yb5d ff6 fs5 fc0 sc0 ls0 ws0">  </div></div><div class="c xf yb5c w152 hfe"><div class="t m0 x6b h2d yb5d ff6 fs5 fc0 sc0 ls0 ws0">RAZEM </div></div><div class="c x18c yb5c w153 hfe"><div class="t m0 x63 h2d yb5d ff6 fs5 fc0 sc0 ls0 ws0">69 200 000 </div></div><div class="c xe8 yb5c w154 hfe"><div class="t m0 x61 h2d yb5d ff6 fs5 fc0 sc0 ls0 ws0">  </div></div><div class="c xba yb5c w155 hfe"><div class="t m0 xbd h2d yb5d ff6 fs5 fc0 sc0 ls16 ws0">173<span class="ls0"> </span>000<span class="ls0"> </span>000<span class="ls0"> </span></div></div><div class="c x7e yb5c w156 hfe"><div class="t m0 x3b h2d yb5d ff6 fs5 fc0 sc0 ls0 ws0">  </div></div><div class="c xcd yb5c w154 hfe"><div class="t m0 x61 h2d yb5d ff6 fs5 fc0 sc0 ls0 ws0">  </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h8 y35f ff2 fs3 fc0 sc0 ls0 ws0">Wysokość kapitału zakł<span class="_ _8"></span>adowego w okr<span class="_ _8"></span>esie, którego do<span class="_ _8"></span>tyczy s<span class="_ _8"></span>prawozdanie nie uległa zmiani<span class="_ _8"></span>e.<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 y53c ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h2c yb5e ff8 fs5 fc0 sc0 ls0 ws0">Tabela: Struktura<span class="_ _0"></span> własności<span class="_ _0"></span> kapitału za<span class="_ _0"></span>kładowego na d<span class="_ _3"></span>z<span class="_ _8"></span>ień 3<span class="ff7">0.<span class="ls16">06</span>.2021 <span class="ls17">r.</span> </span></div></div><div class="c x4 yb5f w157 hff"><div class="t m0 x13e h2d yb60 ff6 fs5 fc4 sc0 ls0 ws0"> </div><div class="t m0 x47 h2d yb61 ff6 fs5 fc4 sc0 ls0 ws0">Akcjonariusz </div></div><div class="c x18d yb5f w158 hff"><div class="t m0 x72 h2d yb60 ff6 fs5 fc4 sc0 ls0 ws0"> </div><div class="t m0 x47 h2d yb61 ff6 fs5 fc4 sc0 ls0 ws0">Liczba </div><div class="t m0 x32 h2d y7a1 ff6 fs5 fc4 sc0 ls0 ws0">posiadanych </div><div class="t m0 x1e h2d yb62 ff6 fs5 fc4 sc0 ls0 ws0">akcji </div></div><div class="c x105 yb5f w159 hff"><div class="t m0 x131 h2d yb60 ff6 fs5 fc4 sc0 ls0 ws0"> </div><div class="t m0 x10f h2d yb61 ff5 fs5 fc4 sc0 ls0 ws0">Udział w kapita<span class="_ _3"></span>l<span class="_ _8"></span>e </div><div class="t m0 x32 h2d y7a1 ff5 fs5 fc4 sc0 ls0 ws0">zakładowym JH<span class="_ _0"></span>M </div><div class="t m0 x29 h2d yb62 ff6 fs5 fc4 sc0 ls0 ws0">DEVELOPMEN<span class="_ _0"></span>T </div><div class="t m0 x72 h2d yb63 ff6 fs5 fc4 sc0 ls0 ws0">S.A. </div></div><div class="c xd2 yb5f wa9 hff"><div class="t m0 x120 h2d yb60 ff6 fs5 fc4 sc0 ls0 ws0"> </div><div class="t m0 x4b h2d yb61 ff5 fs5 fc4 sc0 ls0 ws0">Liczba głosów<span class="ff6"> </span></div></div><div class="c x18e yb5f w15a hff"><div class="t m0 x120 h2d yb60 ff6 fs5 fc4 sc0 ls0 ws0"> </div><div class="t m0 x110 h2d yb61 ff5 fs5 fc4 sc0 ls0 ws0">% udział akcji w<span class="_ _3"></span> <span class="_ _8"></span>ogólnej </div><div class="t m0 x4b h2d y7a1 ff5 fs5 fc4 sc0 ls0 ws0">liczbie głosów<span class="ff6"> </span></div></div><div class="c x4 y14 w15b h9e"><div class="t m0 xa h2d yb64 ff6 fs5 fc0 sc0 ls0 ws0">MIRBUD </div></div><div class="c x18d y14 w15c h9e"><div class="t m0 x60 h2f y2bd ff1 fs5 fc0 sc0 ls0 ws0">69 200 000 </div></div><div class="c xab y14 w15d h9e"><div class="t m0 x18f h2f y2bd ff1 fs5 fc0 sc0 ls16 ws0">100%<span class="ls0"> </span></div></div><div class="c xd2 y14 w15a h9e"><div class="t m0 x4a h2f y2bd ff1 fs5 fc0 sc0 ls0 ws0">69 200 000 </div></div><div class="c x18e y14 w15e h9e"><div class="t m0 x1d h2f y2bd ff1 fs5 fc0 sc0 ls16 ws0">100%<span class="ls0"> </span></div></div><div class="c x4 y601 w15b hb2"><div class="t m0 xe h2d y3a9 ff6 fs5 fc0 sc0 ls0 ws0">Razem </div></div><div class="c x18d y601 w15c hb2"><div class="t m0 x60 h2d y3a9 ff6 fs5 fc0 sc0 ls0 ws0">69 200 000 </div></div><div class="c xab y601 w15d hb2"><div class="t m0 x18f h2d y3a9 ff6 fs5 fc0 sc0 ls16 ws0">100%<span class="ls0"> </span></div></div><div class="c xd2 y601 w15a hb2"><div class="t m0 x4a h2f y3a9 ff1 fs5 fc0 sc0 ls0 ws0">69 200 000 </div></div><div class="c x18e y601 w15e hb2"><div class="t m0 x1d h2f y3a9 ff1 fs5 fc0 sc0 ls16 ws0">100%<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h9 ye2 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y17b ff2 fs3 fc0 sc0 ls0 ws0">Na dzień zatwierdze<span class="_ _8"></span>nia sprawozda<span class="_ _8"></span>nia struktura własn<span class="_ _8"></span>ości kapitału zakładow<span class="_ _8"></span>ego nie uległa zmianie<span class="_ _c"></span><span class="ff1">. </span></div><div class="t m0 x2 hc y3d2 ff6 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h35 y892 ff6 fs1 fc0 sc0 ls0 ws0">Marywilska 44 Sp.<span class="_ _3"></span> <span class="_ _8"></span>z o.o. </div><div class="t m0 x2 h8 yb65 ff2 fs3 fc0 sc0 ls0 ws0">Na <span class="_ _7"> </span>kapitał <span class="_ _7"> </span>zakładowy<span class="_ _8"></span> <span class="_ _7"> </span>spółki <span class="_ _7"> </span>Marywilska <span class="_ _7"> </span>44 <span class="_ _7"> </span>Sp. <span class="_ _7"> </span>z<span class="_ _8"></span> <span class="_ _7"> </span>o.o. <span class="_ _7"> </span>składa <span class="_ _7"> </span>się <span class="_ _21"> </span><span class="ff1">2.904.800 <span class="_ _7"> </span></span>u<span class="_ _8"></span>działów. <span class="_ _7"> </span>Wysokość <span class="_ _7"> </span>k<span class="_ _8"></span>apitału </div><div class="t m0 x2 h8 y17f ff2 fs3 fc0 sc0 ls0 ws0">zakładowego Spółki na<span class="_ _0"></span> <span class="_ _0"></span>dzień 3<span class="ff1">1.<span class="ls11">12</span>.2021</span>r wynosiła <span class="ff1">145.150 </span>tys. <span class="_ _3"></span>zł, a <span class="_ _0"></span>struktura udziałowców przedstawiała <span class="_ _0"></span>się </div><div class="t m0 x2 h8 y286 ff2 fs3 fc0 sc0 ls0 ws0">następująco <span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h2b yb66 ff7 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h2c y5e2 ff8 fs5 fc0 sc0 ls0 ws0">Tabela: Struktura<span class="_ _0"></span> własności<span class="_ _0"></span> kapitału pod<span class="_ _0"></span>stawowego <span class="_ _0"></span>Marywilska Sp. <span class="_ _0"></span>z o.o. na dzień<span class="_ _0"></span> 3<span class="_ _8"></span><span class="ff7">1.<span class="ls16">12</span>.2021 roku<span class="_ _0"></span> </span></div></div><div class="c xa5 yb67 w15f h6a"><div class="t m0 x61 h2d y95f ff6 fs5 fc4 sc0 ls0 ws0">Nazwa </div></div><div class="c xd1 yb67 w160 h6a"><div class="t m0 x30 h2d yb68 ff6 fs5 fc4 sc0 ls0 ws0"> </div></div><div class="c x118 yb67 w161 h6a"><div class="t m0 x6c h2d y9c3 ff6 fs5 fc4 sc0 ls0 ws0">Liczba </div><div class="t m0 x12a h2d y4c8 ff5 fs5 fc4 sc0 ls0 ws0">udziałów<span class="ff6"> </span></div></div><div class="c x190 yb67 w162 h6a"><div class="t m0 x63 h2d y9c3 ff6 fs5 fc4 sc0 ls0 ws0">Cena </div><div class="t m0 x2f h2d y4c8 ff6 fs5 fc4 sc0 ls0 ws0">nominalna </div></div><div class="c x11d yb67 w163 h6a"><div class="t m0 x4f h2d yb69 ff5 fs5 fc4 sc0 ls0 ws0">Kapitał </div><div class="t m0 x3f h2d y95f ff6 fs5 fc4 sc0 ls0 ws0">zarejestrowany<span class="_ _0"></span> w </div><div class="t m0 x47 h2d yb6a ff6 fs5 fc4 sc0 ls0 ws0">tys. PLN </div></div><div class="c xdd yb67 w164 h6a"><div class="t m0 x48 h2d y95f ff6 fs5 fc4 sc0 ls0 ws0">Data rejestra<span class="_ _0"></span>cji </div></div><div class="c xd7 yb67 wdb h6a"><div class="t m0 x10e h2d y9c3 ff5 fs5 fc4 sc0 ls0 ws0">Sposób </div><div class="t m0 x3e h2d y4c8 ff6 fs5 fc4 sc0 ls0 ws0">pokrycia </div></div><div class="c xa5 yb6b w15f hd7"><div class="t m0 x31 h2f y2e ff1 fs5 fc0 sc0 ls0 ws0">MIRBUD S.A<span class="_ _0"></span>. </div></div><div class="c xd1 yb6b w160 hd7"><div class="t m0 x131 h2f y21b ff1 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x118 yb6b w161 hd7"><div class="t m0 x54 h2f y2e ff1 fs5 fc0 sc0 ls0 ws0"> 1 565 000    <span class="_ _0"></span> </div></div><div class="c x190 yb6b w162 hd7"><div class="t m0 x33 h2f y2e ff1 fs5 fc0 sc0 ls0 ws0">    <span class="ff2">50,00 zł </span> </div></div><div class="c x11d yb6b w163 hd7"><div class="t m0 x48 h2f y2e ff1 fs5 fc0 sc0 ls0 ws0">            78 250 <span class="_ _0"></span>    </div></div><div class="c xdd yb6b w164 hd7"><div class="t m0 x3e h2f y21b ff1 fs5 fc0 sc0 ls0 ws0">10.06.2021 - reje<span class="_ _0"></span>stracja </div><div class="t m0 x63 h2f y2e ff1 fs5 fc0 sc0 ls0 ws0">w KRS dokonana </div><div class="t m0 x1e h2f y214 ff1 fs5 fc0 sc0 ls0 ws0">niepopraw<span class="_ _0"></span>nie  </div></div><div class="c xd7 yb6b wdb hd7"><div class="t m0 x10f h2f y2e ff1 fs5 fc0 sc0 ls0 ws0"> <span class="ff2">gotówka </span> </div></div><div class="c xa5 y36c w15f h100"><div class="t m0 x31 h2f ya5e ff1 fs5 fc0 sc0 ls0 ws0">JHM DEVELOP<span class="_ _0"></span>MENT S.A. </div></div><div class="c xd1 y36c w160 h100"><div class="t m0 x131 h2f y851 ff1 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x118 y36c w161 h100"><div class="t m0 x54 h2f ya5e ff1 fs5 fc0 sc0 ls0 ws0"> 1 339 800    <span class="_ _0"></span> </div></div><div class="c x190 y36c w162 h100"><div class="t m0 x33 h2f ya5e ff1 fs5 fc0 sc0 ls0 ws0">    <span class="ff2">50,00 zł </span> </div></div><div class="c x11d y36c w163 h100"><div class="t m0 x48 h2f ya5e ff1 fs5 fc0 sc0 ls0 ws0">            66 900 <span class="_ _0"></span>    </div></div><div class="c xdd y36c w164 h100"><div class="t m0 x53 h2f ya5e ff1 fs5 fc0 sc0 ls0 ws0">24.11.2014 </div></div><div class="c xd7 y36c wdb h100"><div class="t m0 x10f h2f ya5e ff1 fs5 fc0 sc0 ls0 ws0"> <span class="ff2">gotówka </span> </div></div><div class="c xa5 yb6c w15f h101"><div class="t m0 x31 h2f yb6d ff1 fs5 fc0 sc0 ls0 ws0">Razem </div></div><div class="c xd1 yb6c w160 h101"><div class="t m0 x131 h2f yfe ff1 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x118 yb6c w161 h101"><div class="t m0 x54 h2f yb6d ff1 fs5 fc0 sc0 ls0 ws0"> 2 904 800    <span class="_ _0"></span> </div></div><div class="c x190 yb6c w162 h101"><div class="t m0 x1d h2f yb6d ff1 fs5 fc0 sc0 ls0 ws0">  </div></div><div class="c x11d yb6c w163 h101"><div class="t m0 x48 h2f yb6d ff1 fs5 fc0 sc0 ls0 ws0">          145 150 <span class="_ _0"></span>    </div></div><div class="c xdd yb6c w164 h101"><div class="t m0 xc7 h2f yb6d ff1 fs5 fc0 sc0 ls0 ws0">  </div></div><div class="c xd7 yb6c wdb h101"><div class="t m0 x4a h2f yb6d ff1 fs5 fc0 sc0 ls0 ws0">  </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h2b y824 ff7 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h2b yb6e ff7 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h2b y636 ff7 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h2b yb6f ff7 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h2b yb70 ff7 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h2b yb9 ff7 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h2b yb71 ff7 fs2 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf69" class="pf w0 h0" ><div class="pc pc69 w0 h0"><img class="bi x18 y2a w6 hcd" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x105 h6 y991 ff4 fs2 fc2 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI GRUPY KAPITAŁOWEJ <span class="ff3">MIRBUD ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc3"> </span></span></div><div class="t m0 x6 h4 y992 ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y2d wda ha"><div class="t m0 xf9 h8 y85 ff2 fs3 fc2 sc0 ls0 ws0">Grupa Kapitałowa MIR<span class="_ _8"></span>BUD<span class="ff1"> <span class="ls6">| <span class="_ _8"></span></span></span>Akcje i udziały <span class="_ _8"></span>Spółek Grupy<span class="_ _8"></span><span class="ff1"> </span></div></div><div class="c x9 y2d wdb ha"><div class="t m0 xa h4 y86 ff3 fs1 fc4 sc0 ls0 ws0">105 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h4 y31 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h2b yb72 ff7 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h2c yb73 ff8 fs5 fc0 sc0 ls0 ws0">Tabela: Struktura<span class="_ _0"></span> własności<span class="_ _0"></span> kapitału pod<span class="_ _0"></span>stawowego <span class="_ _0"></span>Marywilska Sp. <span class="_ _0"></span>z o.o. na dzień<span class="_ _0"></span> 3<span class="_ _8"></span><span class="ff7">1.12.<span class="ls16">20</span>21 roku<span class="_ _0"></span> </span></div></div><div class="c xa5 yb74 w165 h102"><div class="t m0 xc1 h2d y2e ff6 fs5 fc4 sc0 ls0 ws0">Nazwa </div></div><div class="c x165 yb74 w166 h102"><div class="t m0 x32 h2d y2e ff5 fs5 fc4 sc0 ls0 ws0">Liczba udziałów<span class="_ _3"></span><span class="ff6"> </span></div></div><div class="c x181 yb74 w167 h102"><div class="t m0 x30 h2d y9dd ff5 fs5 fc4 sc0 ls0 ws0">Udział w kapita<span class="_ _3"></span>l<span class="_ _8"></span>e </div><div class="t m0 x44 h2d y158 ff5 fs5 fc4 sc0 ls0 ws0">zakładowym<span class="ff6"> </span></div></div><div class="c x191 yb74 w168 h102"><div class="t m0 x4a h2d y21b ff6 fs5 fc4 sc0 ls0 ws0"> </div><div class="t m0 x110 h2d y2e ff5 fs5 fc4 sc0 ls0 ws0">Liczba głosów<span class="ff6"> </span></div></div><div class="c x5f yb74 w169 h102"><div class="t m0 x32 h2d y21b ff5 fs5 fc4 sc0 ls0 ws0">% udział akcji w<span class="_ _3"></span> </div><div class="t m0 x29 h2d y2e ff5 fs5 fc4 sc0 ls0 ws0">ogólnej liczbie </div><div class="t m0 x41 h2d y86 ff5 fs5 fc4 sc0 ls0 ws0">głosów<span class="ff6"> </span></div></div><div class="c xa5 y6f w165 h85"><div class="t m0 x31 h2f yb2c ff1 fs5 fc0 sc0 ls0 ws0">MIRBUD S.A.<span class="_ _0"></span> </div></div><div class="c x165 y6f w166 h85"><div class="t m0 x73 h2f yb2c ff1 fs5 fc0 sc0 ls0 ws0">1 565 000 </div></div><div class="c x181 y6f w167 h85"><div class="t m0 x73 h2f yb2c ff1 fs5 fc0 sc0 ls0 ws0">53,88% </div></div><div class="c x191 y6f w168 h85"><div class="t m0 x4a h2f yaa9 ff1 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x5f y6f w169 h85"><div class="t m0 x4a h2f yaa9 ff1 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c xa5 y8e1 w165 h85"><div class="t m0 x31 h2f yb75 ff1 fs5 fc0 sc0 ls0 ws0">JHM DEVELOP<span class="_ _0"></span>MENT S.A. </div></div><div class="c x165 y8e1 w166 h85"><div class="t m0 x61 h2f yb75 ff1 fs5 fc0 sc0 ls0 ws0"> 1 339 800  </div></div><div class="c x181 y8e1 w167 h85"><div class="t m0 x73 h2f yb75 ff1 fs5 fc0 sc0 ls0 ws0">46,12% </div></div><div class="c x191 y8e1 w168 h85"><div class="t m0 x47 h2f yaa9 ff1 fs5 fc0 sc0 ls0 ws0">1 339 800 </div></div><div class="c x5f y8e1 w169 h85"><div class="t m0 x2c h2f yaa9 ff1 fs5 fc0 sc0 ls16 ws0">100%<span class="ls0"> </span></div></div><div class="c xa5 yb76 w165 h85"><div class="t m0 x31 h2d yb75 ff6 fs5 fc0 sc0 ls0 ws0">Razem </div></div><div class="c x165 yb76 w166 h85"><div class="t m0 x61 h2d yb75 ff6 fs5 fc0 sc0 ls0 ws0"> 1 339 800  </div></div><div class="c x181 yb76 w167 h85"><div class="t m0 x64 h2d yb75 ff6 fs5 fc0 sc0 ls16 ws0">100%<span class="ls0"> </span></div></div><div class="c x191 yb76 w168 h85"><div class="t m0 x47 h2d yaa9 ff1 fs5 fc0 sc0 ls0 ws0">1 339 800<span class="ff6"> </span></div></div><div class="c x5f yb76 w169 h85"><div class="t m0 x2c h2d yaa9 ff1 fs5 fc0 sc0 ls16 ws0">100%<span class="ff6 ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x85 h103 y9d4 ff1 fs9 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 yb77 ff1 fs3 fc0 sc0 ls0 ws0">Dnia <span class="_ _c"></span>02.12.2<span class="_ _8"></span>020 <span class="_ _c"></span>r. <span class="_ _f"></span><span class="ff2">(akt <span class="_ _c"></span>not<span class="_ _8"></span>arialny <span class="_ _c"></span>Rep<span class="_ _8"></span>ertorium <span class="_ _c"></span>A <span class="_ _f"></span>nr <span class="_ _c"></span>11976<span class="_ _8"></span>/2020) <span class="_ _c"></span>po<span class="_ _8"></span>djęta <span class="_ _c"></span>zosta<span class="_ _8"></span>ła <span class="_ _c"></span>uchwała <span class="_ _f"></span>Nadzwyczajnego </span></div><div class="t m0 x2 h8 yb78 ff2 fs3 fc0 sc0 ls0 ws0">Walnego <span class="_ _8"></span>Z<span class="_ _8"></span>gromadzenia <span class="_ _c"></span>W<span class="_ _8"></span>spólników <span class="_ _c"></span>Spółki <span class="_ _c"></span>Marywilska <span class="_ _c"></span>44 <span class="_ _c"></span>Sp. <span class="_ _c"></span>z <span class="_ _c"></span>o.o. <span class="_ _c"></span>o <span class="_ _c"></span>podwyższeniu <span class="_ _c"></span>kapitału<span class="_ _8"></span> <span class="_ _8"></span>zakład<span class="_ _8"></span>owego </div><div class="t m0 x2 h8 y663 ff2 fs3 fc0 sc0 ls0 ws0">Spółki <span class="_ _f"></span>o <span class="_ _f"></span>kwot<span class="_ _8"></span>ę <span class="_ _f"></span>78 <span class="_ _6"></span>250 <span class="_ _f"></span>tys <span class="_ _6"></span>zł <span class="_ _f"></span>zwiększając <span class="_ _6"></span>liczbę <span class="_ _f"></span>udziałów <span class="_ _f"></span>o <span class="_ _6"></span>1.565.000 <span class="_ _6"></span>sz<span class="_ _8"></span>t. <span class="_ _f"></span>o <span class="_ _6"></span>wartości <span class="_ _f"></span>nomin<span class="_ _8"></span>alnej <span class="_ _f"></span>po <span class="_ _f"></span>50 <span class="_ _6"></span>zł. </div><div class="t m0 x2 h8 yb79 ff2 fs3 fc0 sc0 ls0 ws0">Udziały <span class="_ _7"> </span>w <span class="_ _2a"> </span>podwyższonym <span class="_ _2a"> </span>kapitale <span class="_ _7"> </span>zakł<span class="_ _8"></span>adowym <span class="_ _7"> </span>pokr<span class="_ _8"></span>yte <span class="_ _7"> </span>w <span class="_ _7"> </span>c<span class="_ _8"></span>ałości <span class="_ _7"> </span>zosta<span class="_ _8"></span><span class="ls10">ły<span class="_ _8"></span></span><span class="ff1"> <span class="_ _7"> </span></span>wkładem <span class="_ _7"> </span>p<span class="_ _8"></span>ieniężnym <span class="_ _7"> </span>w <span class="_ _7"> </span>k<span class="_ _8"></span>wocie </div><div class="t m0 x2 h8 yb7a ff1 fs3 fc0 sc0 ls11 ws0">156<span class="ls0"> <span class="ff2">500 tys. z<span class="_ _8"></span>ł. Udziały objął</span> <span class="ff2">ma M<span class="_ _8"></span>IRBUD S.A. z siedz<span class="_ _8"></span>ibą w Skierniewic<span class="_ _8"></span>ach. <span class="_ _8"></span></span> </span></div><div class="t m0 x2 h8 yb7b ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 yb7c ff2 fs3 fc0 sc0 ls0 ws0">Podwyższenie <span class="_ _2a"> </span>kapitału <span class="_ _2a"> </span>zak<span class="_ _8"></span>ładowego <span class="_ _7"> </span>zost<span class="_ _8"></span>ało <span class="_ _7"> </span>zarej<span class="_ _c"></span>estrowanie <span class="_ _2a"> </span>w <span class="_ _2a"> </span>Krajowym <span class="_ _2a"> </span>Rej<span class="_ _8"></span>estrze <span class="_ _2a"> </span>Sądowym <span class="_ _2a"> </span>KRS <span class="_ _2a"> </span>dnia </div><div class="t m0 x2 h8 yb7d ff2 fs3 fc0 sc0 ls0 ws0">10.06.2021r  w  sposób<span class="_ _8"></span>  nieprawidłowy,  n<span class="_ _8"></span>iezgodnie  z  wniosk<span class="_ _8"></span>iem  Spółki  i  stanem  fak<span class="_ _8"></span>tycznym  w  zakresi<span class="_ _8"></span>e </div><div class="t m0 x2 h8 yb7e ff2 fs3 fc0 sc0 ls0 ws0">wysokości <span class="_ _2a"> </span>k<span class="_ _8"></span>apitału <span class="_ _7"> </span>z<span class="_ _8"></span>akładowego, <span class="_ _21"> </span>wysokości <span class="_ _2a"> </span>k<span class="_ _8"></span>apitału <span class="_ _2a"> </span>wnies<span class="_ _8"></span>ionego <span class="_ _2a"> </span>przez<span class="_ _8"></span> <span class="_ _2a"> </span>poszczególnyc<span class="_ _8"></span>h <span class="_ _2a"> </span>wspólników.<span class="_ _c"></span><span class="ff1"> <span class="_ _21"> </span>Po </span></div><div class="t m0 x2 h8 yb7f ff2 fs3 fc0 sc0 ls0 ws0">dokonaniu <span class="_ _7"> </span>przez <span class="_ _7"> </span>Sąd<span class="_ _8"></span> <span class="_ _7"> </span>sprostowania <span class="_ _2a"> </span>kapitał <span class="_ _7"> </span>zak<span class="_ _8"></span>ładowy <span class="_ _7"> </span>Spółki <span class="_ _7"> </span>wynos<span class="_ _8"></span>i <span class="_ _7"> </span>148.250.000,00 <span class="_ _2a"> </span>PLN. <span class="_ _7"> </span>Na <span class="_ _7"> </span>tą <span class="_ _7"> </span>wartość </div><div class="t m0 x2 h3 yb80 ff2 fs3 fc0 sc0 ls0 ws0">składa się:<span class="ff1 fs1">  </span></div><div class="t m0 x24 h3 y719 ff1 fs1 fc0 sc0 ls0 ws0"> <span class="_ _26"> </span><span class="ff5 fs3">1 <span class="_ _3"></span>565 <span class="_ _0"></span>000 <span class="_ _3"></span>udziałów <span class="_ _3"></span>o <span class="_ _0"></span>wartości <span class="_ _3"></span>nominalne<span class="_ _8"></span>j <span class="_ _3"></span>50 <span class="_ _0"></span>PLN <span class="_ _3"></span>każdy<span class="_ _8"></span><span class="ff2">, <span class="_ _3"></span>c<span class="_ _8"></span>o <span class="_ _3"></span>daje <span class="_ _3"></span>łącz<span class="_ _8"></span>nie <span class="_ _3"></span>78<span class="ff1"> 250 00<span class="_ _8"></span>0 PLN <span class="_ _3"></span><span class="ff2">–<span class="ff1"> <span class="_ _3"></span><span class="ff2">udz<span class="_ _8"></span>iały </span></span></span></span></span></span></div><div class="t m0 x25 h8 y97f ff2 fs3 fc0 sc0 ls0 ws0">będące <span class="_ _2a"> </span>wł<span class="_ _8"></span>asnością <span class="_ _21"> </span>MIRBUD <span class="_ _21"> </span>S.<span class="_ _8"></span>A. <span class="_ _2a"> </span>Udz<span class="_ _8"></span>iał <span class="_ _2a"> </span>MIR<span class="_ _8"></span>BUD <span class="_ _21"> </span>S<span class="_ _8"></span>.A. <span class="_ _21"> </span>w <span class="_ _21"> </span>kapital<span class="_ _8"></span>e <span class="_ _2a"> </span>zakł<span class="_ _8"></span>adowym <span class="_ _21"> </span>Spółki <span class="_ _21"> </span>wyniesie: </div><div class="t m0 x25 h3 yb81 ff1 fs3 fc0 sc0 ls0 ws0">53,88%. <span class="fs1"> </span></div><div class="t m0 x25 h3 yb82 ff1 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x24 h3 yb83 ff1 fs1 fc0 sc0 ls0 ws0"> <span class="_ _26"> </span><span class="ff5 fs3">1 <span class="_ _3"></span>339<span class="_ _8"></span> <span class="_ _3"></span>800 <span class="_ _3"></span>ud<span class="_ _8"></span>ziałów <span class="_ _3"></span>o<span class="_ _8"></span> <span class="_ _3"></span>wart<span class="_ _8"></span>ości <span class="_ _3"></span>nominalnej<span class="_ _8"></span> <span class="_ _3"></span>50 PLN <span class="_ _3"></span>każdy<span class="_ _8"></span><span class="ff2">, <span class="_ _0"></span>co <span class="_ _3"></span>daje<span class="_ _8"></span> <span class="_ _3"></span>łącznie <span class="_ _0"></span>66 <span class="_ _3"></span>99<span class="_ _8"></span>0 <span class="_ _3"></span>000<span class="_ _8"></span> <span class="_ _3"></span>PLN –<span class="ff1"> <span class="_ _3"></span><span class="ff2">udziały </span></span></span></span></div><div class="t m0 x25 h8 yb84 ff2 fs3 fc0 sc0 ls0 ws0">będące <span class="_ _12"> </span>własnośc<span class="_ _8"></span>ią <span class="_ _13"> </span>J<span class="_ _8"></span>HM <span class="_ _12"> </span>DEVELO<span class="_ _8"></span>PMENT <span class="_ _12"> </span>S.A. <span class="_ _12"> </span>U<span class="_ _8"></span>dział <span class="_ _12"> </span>JHM <span class="_ _12"> </span>D<span class="_ _8"></span>EVELOPMENT <span class="_ _1e"> </span>S.A. <span class="_ _13"> </span>w <span class="_ _1e"> </span>kapitale </div><div class="t m0 x25 h3 yb85 ff2 fs3 fc0 sc0 ls0 ws0">zakładowym Spółk<span class="_ _8"></span>i wyniesie: 46,12%. <span class="_ _8"></span><span class="ff1 fs1"> </span></div><div class="t m0 x2 h8 y283 ff2 fs3 fc0 sc0 ls0 ws0">Różnica <span class="_ _32"> </span>wartoś<span class="_ _8"></span>ci <span class="_ _32"> </span>udzi<span class="_ _8"></span>ałów <span class="_ _32"> </span>wynika <span class="_ _b"> </span>z <span class="_ _32"> </span>umorz<span class="_ _8"></span>enia <span class="_ _32"> </span>udz<span class="_ _8"></span>iałów <span class="_ _b"> </span>o <span class="_ _32"> </span>nominal<span class="_ _8"></span>nej <span class="_ _32"> </span>wartości<span class="_ _8"></span> <span class="_ _32"> </span>w <span class="_ _32"> </span>kwoc<span class="_ _8"></span>ie </div><div class="t m0 x2 h8 y1ec ff1 fs3 fc0 sc0 ls0 ws0">3.010.000,00 tys<span class="_ _8"></span>. PLN. <span class="_ _6"> </span><span class="ff2">Za <span class="_ _7"> </span>dzień <span class="_ _6"></span>objęcia <span class="_ _6"> </span>k<span class="_ _8"></span>ontrolą <span class="_ _6"> </span>Spó<span class="_ _8"></span>łki <span class="_ _6"> </span>MARYWI<span class="_ _8"></span>LSKA <span class="_ _6"> </span>44 <span class="_ _6"> </span>s<span class="_ _8"></span>p. <span class="_ _6"> </span>z <span class="_ _7"> </span>o.o. <span class="_ _6"></span>przez <span class="_ _6"> </span>MIR<span class="_ _8"></span>BUD <span class="_ _6"> </span>S.A. </span></div><div class="t m0 x2 h8 y2fd ff2 fs3 fc0 sc0 ls0 ws0">przyjęto na 01.07.20<span class="_ _8"></span>21<span class="ff1"> r. </span></div><div class="t m0 x2 h8 yb86 ff1 fs3 fc0 sc0 lse ws0">W <span class="_ _6"></span><span class="ls0">dniu <span class="_ _6"></span>17 <span class="_ _f"></span>listopad<span class="_ _8"></span>a <span class="_ _f"></span>2021<span class="_ _8"></span> <span class="_ _6"></span>r. <span class="_ _6"></span>Nadzwyczajnego <span class="_ _6"></span>Zgrom<span class="_ _8"></span>adzenia <span class="_ _6"></span>W<span class="ff2">spólników <span class="_ _6"></span>Spółki <span class="_ _6"></span>Marywilska <span class="_ _6"></span>44 <span class="_ _6"></span>Sp. <span class="_ _f"></span>z <span class="_ _6"></span>o. <span class="_ _6"></span>o </span></span></div><div class="t m0 x2 h8 y6a7 ff2 fs3 fc0 sc0 ls0 ws0">podję<span class="ls1d">ło</span><span class="ff1"> </span>uchwałę<span class="ff1">. w prz<span class="_ _8"></span>edmiocie: </span></div><div class="t m0 x36 h8 yb87 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">obn<span class="_ _8"></span>iżenia <span class="_ _8"></span>kapitału <span class="_ _8"></span>zak<span class="_ _8"></span>ładowego <span class="_ _8"></span>Spółki <span class="_ _8"></span>do <span class="_ _8"></span>k<span class="_ _8"></span>woty <span class="_ _8"></span>145.240.<span class="_ _8"></span>000 <span class="_ _8"></span>PLN, <span class="_ _8"></span>tj. <span class="_ _8"></span>o <span class="_ _8"></span>k<span class="_ _8"></span>wotę <span class="_ _8"></span>3.010.000 <span class="_ _8"></span>PLN, <span class="_ _8"></span>która </span></div><div class="t m0 x25 h8 yb88 ff2 fs3 fc0 sc0 ls0 ws0">to kwota odpowiada wart<span class="_ _8"></span>ości opisanych wyż<span class="_ _8"></span>ej umorzonyc<span class="_ _8"></span>h udziałów,  <span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x36 h8 yb89 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">a <span class="_ _21"> </span>następnie <span class="_ _21"> </span>po<span class="_ _8"></span>dwyższenia <span class="_ _21"> </span>k<span class="_ _8"></span>apitału <span class="_ _2a"> </span>zak<span class="_ _8"></span>ładowego <span class="_ _21"> </span>Sp<span class="_ _8"></span>ółki <span class="_ _2a"> </span>d<span class="_ _8"></span>o <span class="_ _21"> </span>kwoty <span class="_ _21"> </span>157.50<span class="_ _8"></span>0.000 <span class="_ _21"> </span>PLN, <span class="_ _21"> </span>tj. <span class="_ _28"> </span>o <span class="_ _21"> </span>kwotę<span class="_ _8"></span> </span></div><div class="t m0 x3 h8 y587 ff1 fs3 fc0 sc0 ls0 ws0">1<span class="ff2">2.260.000 PLN p<span class="_ _8"></span>oprzez utworzenie 2<span class="_ _8"></span>45.200 nowych <span class="_ _8"></span>udziałów o wartości <span class="_ _8"></span>nominalnej 50 <span class="_ _8"></span>PLN każdy.<span class="_ _8"></span> </span></div><div class="t m0 x3 h8 y588 ff2 fs3 fc0 sc0 ls0 ws0">Nowoutworzone udziały <span class="_ _3"></span>w <span class="_ _0"></span>całości pokryte <span class="_ _3"></span>zostały wkładem <span class="_ _3"></span>p<span class="_ _8"></span>ieniężnym <span class="_ _0"></span>w <span class="_ _3"></span>wy<span class="_ _8"></span>sokości <span class="_ _0"></span>24.520.000 PLN, </div><div class="t m0 x3 h8 yb1e ff2 fs3 fc0 sc0 ls0 ws0">przy <span class="_ _7"> </span>czym <span class="_ _7"> </span>nadwyżka <span class="_ _6"> </span>pona<span class="_ _8"></span>d <span class="_ _6"> </span>wartość<span class="_ _8"></span> <span class="_ _6"> </span>n<span class="_ _8"></span>ominalną <span class="_ _7"> </span>udziałów <span class="_ _7"> </span>w <span class="_ _6"> </span>wys<span class="_ _8"></span>okości <span class="_ _6"> </span>1<span class="_ _8"></span>2.2<span class="_ _8"></span>60.<span class="_ _8"></span>000 <span class="_ _7"> </span>PLN <span class="_ _6"> </span>w <span class="_ _7"> </span>całości<span class="_ _8"></span> </div><div class="t m0 x3 h8 yb8a ff2 fs3 fc0 sc0 ls0 ws0">przekazana <span class="_ _3"></span>został<span class="_ _8"></span>a <span class="_ _3"></span>na <span class="_ _3"></span>kapitał <span class="_ _3"></span>z<span class="_ _8"></span>akładowy <span class="_ _3"></span>Spółk<span class="_ _8"></span>i. <span class="_ _3"></span>Nowe <span class="_ _3"></span>udzia<span class="_ _8"></span>ły <span class="_ _3"></span>objęte <span class="_ _3"></span>zosta<span class="_ _8"></span>ły <span class="_ _3"></span>w <span class="_ _3"></span>całoś<span class="_ _8"></span>ci <span class="_ _3"></span>przez <span class="_ _3"></span>MIRBUD<span class="_ _8"></span> </div><div class="t m0 x3 h8 y58b ff2 fs3 fc0 sc0 ls0 ws0">S.A. <span class="_ _c"></span>Kapitał <span class="_ _f"></span>na <span class="_ _c"></span>podwyższenie <span class="_ _f"></span>kapitału <span class="_ _c"></span>został <span class="_ _c"></span>w<span class="_ _8"></span> <span class="_ _c"></span>pełni <span class="_ _c"></span>wnies<span class="_ _8"></span>iony <span class="_ _c"></span>i <span class="_ _c"></span>w <span class="_ _f"></span>dniu <span class="_ _c"></span>28 <span class="_ _c"></span>grud<span class="_ _8"></span>nia <span class="_ _c"></span>2022 <span class="_ _c"></span>r. <span class="_ _c"></span>z<span class="_ _8"></span>łożony </div><div class="t m0 x3 h8 yb8b ff2 fs3 fc0 sc0 ls0 ws0">został <span class="_ _14"> </span>wniosek <span class="_ _14"> </span>o <span class="_ _14"> </span>zarej<span class="_ _8"></span>estrowanie <span class="_ _14"> </span>opis<span class="_ _8"></span>anego <span class="_ _14"> </span>wyże<span class="_ _8"></span>j <span class="_ _14"> </span>podniesienia <span class="_ _14"> </span>kap<span class="_ _8"></span>itału. <span class="_ _14"> </span>Do <span class="_ _14"> </span>dnia <span class="_ _14"> </span>publikacji<span class="_ _8"></span> </div><div class="t m0 x3 h8 y92f ff2 fs3 fc0 sc0 ls0 ws0">niniejszego <span class="_ _8"></span>sprawozdania <span class="_ _8"></span>Em<span class="_ _8"></span>itent ni<span class="_ _8"></span>e otrzy<span class="_ _8"></span>mał pos<span class="_ _8"></span>tanowienia <span class="_ _8"></span>sądu <span class="_ _8"></span>o po<span class="_ _8"></span>dwyższeniu <span class="_ _8"></span>kapitału. <span class="_ _8"></span>Środki </div><div class="t m0 x3 h8 yaa4 ff2 fs3 fc0 sc0 ls0 ws0">z <span class="_ _11"> </span>podwyż<span class="_ _8"></span>szenia <span class="_ _11"> </span>k<span class="_ _8"></span>apitału <span class="_ _2b"> </span>zostały <span class="_ _11"> </span>prz<span class="_ _8"></span>eznaczone <span class="_ _2b"> </span>na <span class="_ _2b"> </span>nabycie <span class="_ _2b"> </span>od <span class="_ _2b"> </span>podmiotów <span class="_ _2b"> </span>z <span class="_ _2b"> </span>Grupy <span class="_ _2b"> </span>kapitałowej </div><div class="t m0 x3 h8 yb8c ff1 fs3 fc0 sc0 ls0 ws0">MIRBUD <span class="_ _26"> </span>nieruc<span class="_ _8"></span>hom<span class="ff2">ości <span class="_ _1d"> </span>o <span class="_ _26"> </span>prz<span class="_ _8"></span>eznaczeniu <span class="_ _26"> </span>ha<span class="_ _8"></span>ndlowo</span>-<span class="_ _8"></span><span class="ff2">usługowym <span class="_ _26"> </span>p<span class="_ _8"></span>ołożonych <span class="_ _1d"> </span>odpowiednio <span class="_ _26"> </span>w </span></div><div class="t m0 x3 h8 ya41 ff1 fs3 fc0 sc0 ls0 ws0">Starachowicach oraz<span class="_ _8"></span> Rumia.<span class="_ _8"></span> </div><div class="t m0 x2 h35 y752 ff6 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h35 y639 ff6 fs1 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf6a" class="pf w0 h0" ><div class="pc pc6a w0 h0"><img class="bi x4 y2a w3 hcd" alt="" 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class="c x0 y1 w2 h0"><div class="t m0 x105 h6 y991 ff4 fs2 fc2 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI GRUPY KAPITAŁOWEJ <span class="ff3">MIRBUD ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc3"> </span></span></div><div class="t m0 x6 h4 y992 ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y2d wda h7"><div class="t m0 x29 h8 y2e ff2 fs3 fc2 sc0 ls0 ws0">Grupa Kapitałowa MIR<span class="_ _8"></span>BUD<span class="ff1"> <span class="ls6">| <span class="_ _8"></span></span></span>Zestawienie stan<span class="_ _8"></span>u posiadania akcj<span class="_ _8"></span>i emitenta lub upra<span class="_ _8"></span>wnień </div><div class="t m0 x17b h8 y2f ff2 fs3 fc2 sc0 ls0 ws0">do nich przez osoby z<span class="_ _8"></span>arządzając<span class="_ _8"></span>e i nadzoruj<span class="_ _8"></span>ące emitenta<span class="_ _8"></span><span class="ff1"> </span></div></div><div class="c x9 y2d wdb h7"><div class="t m0 xa h4 y30 ff3 fs1 fc4 sc0 ls0 ws0">106 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h4 y31 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h35 ya31 ff6 fs1 fc0 sc0 ls0 ws0">JHM 1 Sp. z o<span class="_ _0"></span>.o. </div><div class="t m0 x2 h8 yb8d ff2 fs3 fc0 sc0 ls0 ws0">Na <span class="_ _0"></span>dzień 3<span class="ff1">1.<span class="ls11">12</span>.2021 </span>r. <span class="_ _3"></span>kap<span class="_ _8"></span>itał <span class="_ _0"></span>podstawowy Spółki JHM <span class="_ _0"></span>1 <span class="_ _0"></span>wynosił 9<span class="ff1"> </span>000,65 tys. <span class="_ _0"></span>zł <span class="_ _0"></span>(dziewięć milionów <span class="_ _3"></span>s<span class="_ _8"></span>ześćset </div><div class="t m0 x2 h8 yb8e ff2 fs3 fc0 sc0 ls0 ws0">pięćdziesiąt złotyc<span class="_ _8"></span>h) i dzielił się <span class="_ _8"></span>na 180<span class="_ _8"></span><span class="ff1"> </span>013 udziałów<span class="_ _8"></span> o wartośc<span class="_ _8"></span>i nominalnej 50,<span class="_ _8"></span>00 zł każdy. Udz<span class="_ _8"></span>iały te zost<span class="_ _8"></span>ały </div><div class="t m0 x2 h8 yb8f ff2 fs3 fc0 sc0 ls0 ws0">w całości pokryte gotówk<span class="_ _8"></span>ą.<span class="ff1"> </span></div><div class="t m0 x2 h2c yb90 ff8 fs5 fc0 sc0 ls0 ws0">Tabela: Struktura<span class="_ _0"></span> własności<span class="ff7"> </span>kapi<span class="_ _0"></span>tału podsta<span class="_ _0"></span>wowego JHM<span class="_ _0"></span> 1 Sp. z o.o<span class="_ _0"></span>. na dzień 3<span class="ff7">1.<span class="ls16">12</span>.2020r </span></div></div><div class="c xa5 y533 w16a h95"><div class="t m0 x62 h2d y331 ff6 fs5 fc4 sc0 ls0 ws0">Nazwa </div></div><div class="c xae y533 w16b h95"><div class="t m0 x34 h2d y948 ff6 fs5 fc4 sc0 ls0 ws0">Liczba </div><div class="t m0 x29 h2d y161 ff5 fs5 fc4 sc0 ls0 ws0">udziałów<span class="ff6"> </span></div></div><div class="c x192 y533 w16c h95"><div class="t m0 x12a h2d y948 ff5 fs5 fc4 sc0 ls0 ws0">Udział w kapita<span class="_ _3"></span>l<span class="_ _8"></span>e </div><div class="t m0 x1a h2d y161 ff5 fs5 fc4 sc0 ls0 ws0">zakładowym<span class="ff6"> </span></div></div><div class="c xfe y533 w15e h95"><div class="t m0 x120 h2d yb91 ff6 fs5 fc4 sc0 ls0 ws0"> </div><div class="t m0 x4b h2d y70e ff5 fs5 fc4 sc0 ls0 ws0">Liczba głosów<span class="ff6"> </span></div></div><div class="c x158 y533 w16d h95"><div class="t m0 x1d h2d yb91 ff6 fs5 fc4 sc0 ls0 ws0"> </div><div class="t m0 x46 h2d y70e ff5 fs5 fc4 sc0 ls0 ws0">% udział akcji w<span class="_ _3"></span> <span class="_ _8"></span>ogólnej </div><div class="t m0 x30 h2d y878 ff5 fs5 fc4 sc0 ls0 ws0">liczbie głosów<span class="_ _0"></span><span class="ff6"> </span></div></div><div class="c xa5 yb92 w16a h80"><div class="t m0 x31 h2f yb41 ff1 fs5 fc0 sc0 ls0 ws0">JHM DEVELOP<span class="_ _0"></span>MENT S.A. </div></div><div class="c xae yb92 w16b h80"><div class="t m0 x1e h2f yb41 ff1 fs5 fc0 sc0 ls0 ws0">180 013     </div></div><div class="c x192 yb92 w16c h80"><div class="t m0 x49 h2f yb41 ff1 fs5 fc0 sc0 ls16 ws0">100%<span class="ls0"> </span></div></div><div class="c xfe yb92 w15e h80"><div class="t m0 x50 h2f yb41 ff1 fs5 fc0 sc0 ls0 ws0">180 013  </div></div><div class="c x158 yb92 w16d h80"><div class="t m0 x61 h2f yb41 ff1 fs5 fc0 sc0 ls16 ws0">100%<span class="ls0"> </span></div></div><div class="c xa5 yb93 w16a h80"><div class="t m0 x31 h2d y80b ff6 fs5 fc0 sc0 ls0 ws0">Razem </div></div><div class="c xae yb93 w16b h80"><div class="t m0 x1e h2d y80b ff6 fs5 fc0 sc0 ls0 ws0">180 013     </div></div><div class="c x192 yb93 w16c h80"><div class="t m0 x2c h2d y80b ff6 fs5 fc0 sc0 ls0 ws0">100,0% </div></div><div class="c xfe yb93 w15e h80"><div class="t m0 x120 h2d y80b ff6 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x158 yb93 w16d h80"><div class="t m0 x1d h2d y80b ff6 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x85 h103 yb94 ff1 fs9 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 yb95 ff2 fs3 fc0 sc0 ls0 ws0">Struktura własnośc<span class="_ _8"></span>i kapitału zakładowe<span class="_ _8"></span>go na dzień zatwierdze<span class="_ _8"></span>nia sprawozdan<span class="_ _8"></span>ia nie uległa zmianie.<span class="_ _c"></span><span class="ff1"> </span></div><div class="t m0 x2 h9 y666 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h35 yb96 ff6 fs1 fc0 sc0 ls0 ws0">JHM 2 Sp. z o<span class="_ _0"></span>.o. </div><div class="t m0 x2 h8 yb97 ff2 fs3 fc0 sc0 ls0 ws0">Na <span class="_ _f"></span>dzień <span class="_ _f"></span>3<span class="_ _8"></span><span class="ff1">1.<span class="ls9">12</span>.2021 <span class="_ _f"></span></span>r. <span class="_ _f"></span>k<span class="_ _8"></span>apitał <span class="_ _f"></span>podstaw<span class="_ _8"></span>owy <span class="_ _f"></span>S<span class="_ _8"></span>półki <span class="_ _f"></span>JHM <span class="_ _6"></span>2 <span class="_ _f"></span>wynosił <span class="_ _6"></span>10<span class="ff1"> </span>300 <span class="_ _6"></span>tys. <span class="_ _f"></span>z<span class="_ _8"></span>ł <span class="_ _f"></span>(dziesięć <span class="_ _6"></span>milionów <span class="_ _f"></span>trzy<span class="_ _8"></span>sta </div><div class="t m0 x2 h8 yb98 ff2 fs3 fc0 sc0 ls0 ws0">tysięcy <span class="_ _f"></span>złotych) <span class="_ _c"></span>i <span class="_ _c"></span>dzi<span class="_ _8"></span>elił <span class="_ _c"></span>się <span class="_ _f"></span>na <span class="_ _c"></span>206<span class="_ _8"></span><span class="ff1"> </span>000 <span class="_ _f"></span>udziałów <span class="_ _c"></span>o <span class="_ _f"></span>wartości <span class="_ _f"></span>nominalnej <span class="_ _c"></span>50,00 <span class="_ _f"></span>zł <span class="_ _c"></span>każ<span class="_ _8"></span>dy. <span class="_ _c"></span>Udziały <span class="_ _f"></span>te <span class="_ _c"></span>zost<span class="_ _8"></span>ały <span class="_ _c"></span>w </div><div class="t m0 x2 h8 yb99 ff2 fs3 fc0 sc0 ls0 ws0">całości pokryte gotówk<span class="_ _8"></span>ą.<span class="ff1"> </span></div><div class="t m0 x2 h2c yb9a ff8 fs5 fc0 sc0 ls0 ws0">Tabela: Struktura<span class="_ _0"></span> własności<span class="_ _0"></span> kapitału podstawo<span class="_ _3"></span>w<span class="_ _8"></span>ego JHM<span class="_ _0"></span> 2 Sp. z o.o<span class="_ _0"></span>. na dzień 3<span class="ff7">1.<span class="ls16">12</span>.2021r </span></div></div><div class="c xa5 y71a w16e h104"><div class="t m0 x17d h2d yaa9 ff6 fs5 fc4 sc0 ls0 ws0">Nazwa </div></div><div class="c xc4 y71a w16f h104"><div class="t m0 x34 h2d y2bf ff6 fs5 fc4 sc0 ls0 ws0">Liczba </div><div class="t m0 x29 h2d y2e3 ff5 fs5 fc4 sc0 ls0 ws0">udziałów<span class="ff6"> </span></div></div><div class="c x193 y71a w170 h104"><div class="t m0 x12a h2d y2bf ff5 fs5 fc4 sc0 ls0 ws0">Udział w kapita<span class="_ _3"></span>l<span class="_ _8"></span>e </div><div class="t m0 x1a h2d y2e3 ff5 fs5 fc4 sc0 ls0 ws0">zakładowym<span class="ff6"> </span></div></div><div class="c x124 y71a w11f h104"><div class="t m0 x120 h2d yb9b ff6 fs5 fc4 sc0 ls0 ws0"> </div><div class="t m0 x4b h2d yb9c ff5 fs5 fc4 sc0 ls0 ws0">Liczba głosów<span class="ff6"> </span></div></div><div class="c x158 y71a w131 h104"><div class="t m0 xc1 h2d yb9b ff6 fs5 fc4 sc0 ls0 ws0"> </div><div class="t m0 xa h2d yb9c ff5 fs5 fc4 sc0 ls0 ws0">% udział akcji w<span class="_ _3"></span> <span class="_ _8"></span>ogólnej </div><div class="t m0 x4f h2d yc3 ff5 fs5 fc4 sc0 ls0 ws0">liczbie głosów<span class="_ _0"></span><span class="ff6"> </span></div></div><div class="c xa5 y37d w16e h105"><div class="t m0 x31 h2f yb9d ff1 fs5 fc0 sc0 ls0 ws0">JHM DEVELOP<span class="_ _0"></span>MENT S.A. </div></div><div class="c xc4 y37d w171 h105"><div class="t m0 x49 h2f yb9d ff1 fs5 fc0 sc0 ls0 ws0">206 000     </div></div><div class="c x194 y37d w172 h105"><div class="t m0 x2c h2f yb9d ff1 fs5 fc0 sc0 ls16 ws0">100%<span class="ls0"> </span></div></div><div class="c x124 y37d w11f h105"><div class="t m0 x64 h2f yb9d ff1 fs5 fc0 sc0 ls0 ws0">206 000     </div></div><div class="c x158 y37d w131 h105"><div class="t m0 x73 h2f yb9d ff1 fs5 fc0 sc0 ls16 ws0">100%<span class="ls0"> </span></div></div><div class="c xa5 yb9e w16e h105"><div class="t m0 x31 h2d yb9d ff6 fs5 fc0 sc0 ls0 ws0">Razem </div></div><div class="c xc4 yb9e w171 h105"><div class="t m0 x49 h2d yb9d ff6 fs5 fc0 sc0 ls0 ws0">206 000     </div></div><div class="c x194 yb9e w172 h105"><div class="t m0 x2c h2d yb9d ff6 fs5 fc0 sc0 ls16 ws0">100%<span class="ls0"> </span></div></div><div class="c x124 yb9e w11f h105"><div class="t m0 x64 h2d yb9d ff1 fs5 fc0 sc0 ls0 ws0">206 000    <span class="ff6"> </span></div></div><div class="c x158 yb9e w131 h105"><div class="t m0 x73 h2d yb9d ff1 fs5 fc0 sc0 ls16 ws0">100%<span class="ff6 ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h4d y1ea ff7 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y283 ff2 fs3 fc0 sc0 ls0 ws0">Struktura własnośc<span class="_ _8"></span>i kapitału zakładowe<span class="_ _8"></span>go na dzień zatwierdze<span class="_ _8"></span>nia sprawozdan<span class="_ _8"></span>ia nie uległa zmianie.<span class="_ _c"></span><span class="ff1"> </span></div><div class="t m0 x2 hc y71e ff5 fs4 fc0 sc0 ls0 ws0">ТОВ «MIPБУД»<span class="ff6"> </span></div><div class="t m0 x2 h8 yb9f ff2 fs3 fc0 sc0 ls0 ws0">Kapitał zakładowy <span class="_ _8"></span>ТОВ «<span class="_ _8"></span>MIPБУД» wyn<span class="_ _8"></span>osi 2.377.75<span class="_ _8"></span>2,81 UAH <span class="_ _c"></span>(wg <span class="_ _8"></span>kursu śr<span class="_ _8"></span>edniego NBP <span class="_ _8"></span>z dnia 3<span class="_ _8"></span>1.12.2021 r. </div><div class="t m0 x2 h8 yba0 ff1 fs3 fc0 sc0 ls0 ws0">wynosi <span class="ff2">353.571,84zł)<span class="_ _8"></span>. Jedynym wspó<span class="_ _8"></span>lnikiem spółki jest MIR<span class="_ _8"></span>BUD S.A.<span class="_ _8"></span></span> </div><div class="t m0 x2 h8 yba1 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hc y478 ff6 fs4 fc0 sc0 ls0 ws0">12.1.4. <span class="_ _3b"> </span><span class="ff5">Zestawienie <span class="_ _3"></span>stanu <span class="_ _2"></span>posia<span class="_ _8"></span>dania <span class="_ _2"></span>akcji <span class="_ _3"></span>emitenta <span class="_ _3"></span>lub <span class="_ _2"></span>upra<span class="_ _8"></span>wnień <span class="_ _2"></span>do <span class="_ _3"></span>nich <span class="_ _3"></span>przez </span></div><div class="t m0 x3 hc y1f1 ff5 fs4 fc0 sc0 ls0 ws0">osoby zarządzające i<span class="ff6"> </span>nadzorujące emitenta<span class="ff1"> </span></div><div class="t m0 x2 h35 y67a ff6 fs1 fc0 sc0 ls0 ws0">MIRBUD S.A<span class="_ _0"></span>. </div><div class="t m0 x2 h3 yba2 ff2 fs1 fc0 sc0 ls0 ws0">Łączna <span class="_ _f"></span>liczba <span class="_ _f"></span>akcji <span class="_ _f"></span>MIRBUD <span class="_ _f"></span>S.A. <span class="_ _f"></span>będąca <span class="_ _f"></span>w <span class="_ _f"></span>posiadan<span class="_ _0"></span>iu <span class="_ _f"></span>osób <span class="_ _f"></span>zarządzających <span class="_ _f"></span>i <span class="_ _f"></span>nadzorujących <span class="_ _f"></span>na<span class="_ _0"></span> </div><div class="t m0 x2 h3 y729 ff2 fs1 fc0 sc0 ls0 ws0">dzień <span class="ff1">31.12.2021 <span class="_ _0"></span>roku, 31.12.2020<span class="_ _3"></span>r<span class="_ _8"></span> <span class="ff2">i na dzień sporządzen<span class="_ _0"></span>ia rapor<span class="_ _0"></span>tu przedstawia się nas<span class="_ _3"></span>t<span class="_ _8"></span>ępująco:<span class="ff1"> </span></span></span></div><div class="t m0 x2 h2b yba3 ff8 fs2 fc0 sc0 ls0 ws0">Tabela. Akcje Spółki w posiadaniu członków organów zarządzających i nadzorujących na dzień 31.12.2020r <span class="ff7"> </span></div></div><div class="c x2 y6dc w173 h106"><div class="t m0 x110 h2d y4c8 ff5 fs5 fc4 sc0 ls0 ws0">Imię i nazwisk<span class="_ _0"></span>o<span class="ff6"> </span></div></div><div class="c x195 y6dc w174 h106"><div class="t m0 x3e h2d y4c8 ff5 fs5 fc4 sc0 ls0 ws0">Funkcja w Spó<span class="_ _0"></span>łce<span class="ff6"> </span></div></div><div class="c x196 y6dc w15 h106"><div class="t m0 x3b h2d y4c8 ff6 fs5 fc4 sc0 ls0 ws0">Liczba posiadanych<span class="_ _3"></span> <span class="_ _8"></span>akcji (w<span class="_ _0"></span> szt.) </div></div><div class="c x197 y6dc w175 h106"><div class="t m0 x6b h2d y95f ff6 fs5 fc4 sc0 ls0 ws0">Liczba posiadanych<span class="_ _3"></span> <span class="_ _8"></span>akcji </div><div class="t m0 x1d h2d yb6a ff6 fs5 fc4 sc0 ls0 ws0">w % </div></div><div class="c x2 yb70 w173 h41"><div class="t m0 x63 h2d yba4 ff6 fs5 fc0 sc0 ls0 ws0">Jerzy Mirgos <span class="_ _0"></span> </div></div><div class="c x195 yb70 w174 h41"><div class="t m0 x12a h2f yba4 ff2 fs5 fc0 sc0 ls0 ws0">Prezes Zarządu<span class="ff1"> </span></div></div><div class="c x196 yb70 w15 h41"><div class="t m0 x54 h11 y193 ff1 fs2 fc0 sc0 ls0 ws0">41 271 064<span class="fs5"> <span class="ff2">akcji o wartości<span class="_ _0"></span> nominalne<span class="_ _0"></span>j 0,10 zł </span></span></div><div class="t m0 x22 h2f y86d ff2 fs5 fc0 sc0 ls0 ws0">każda akcja o łą<span class="_ _3"></span>c<span class="_ _8"></span>znej wartoś<span class="_ _0"></span>ci 4<span class="ff1"> 127 </span>106,4 zł <span class="ff1"> </span></div></div><div class="c x197 yb70 w175 h41"><div class="t m0 x62 h2d yba4 ff6 fs5 fc0 sc0 ls0 ws0">44,98% </div></div></div><div class="pi" ></div></div><div id="pf6b" class="pf w0 h0" ><div class="pc pc6b w0 h0"><img class="bi x4 y2a w3 hcd" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x105 h6 y991 ff4 fs2 fc2 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI GRUPY KAPITAŁOWEJ <span class="ff3">MIRBUD ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc3"> </span></span></div><div class="t m0 x6 h4 y992 ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y2d wda h40"><div class="t m0 xd h8 y22e ff2 fs3 fc2 sc0 ls0 ws0">Grupa Kapitałowa MIR<span class="_ _8"></span>BUD<span class="ff1"> <span class="ls6">| <span class="_ _8"></span></span>Informacje o znanyc<span class="_ _8"></span>h emitento<span class="_ _8"></span>wi umowach, w tym </span></div><div class="t m0 x29 h8 y2e ff1 fs3 fc2 sc0 ls0 ws0">zawartych po dn<span class="ff2">i<span class="_ _8"></span>u bilansowym, w wyniku<span class="_ _8"></span> których mogą<span class="_ _8"></span> w przyszłośc<span class="_ _8"></span>i nastąpić zmiany w </span></div><div class="t m0 x20 h8 y2f ff1 fs3 fc2 sc0 ls0 ws0">proporcjach posiad<span class="_ _8"></span>anych akcj<span class="_ _8"></span>i przez dotychczasowych akcj<span class="_ _8"></span>onariuszy i obligatarius<span class="_ _8"></span>zy<span class="_ _8"></span> </div></div><div class="c x9 y2d wdb h40"><div class="t m0 xa h4 y193 ff3 fs1 fc4 sc0 ls0 ws0">107 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h4 y31 ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 yba5 w173 h107"><div class="t m0 x47 h2d y32e ff6 fs5 fc0 sc0 ls0 ws0">Agnieszka </div><div class="t m0 x48 h2d yba6 ff6 fs5 fc0 sc0 ls0 ws0">Bujnowska </div></div><div class="c x195 yba5 w174 h107"><div class="t m0 x29 h2f y32e ff1 fs5 fc0 sc0 ls0 ws0">Sekretarz Rad<span class="_ _3"></span>y<span class="_ _8"></span> </div><div class="t m0 x1a h2f yba6 ff1 fs5 fc0 sc0 ls0 ws0">Nadzorczej </div></div><div class="c x196 yba5 w15 h107"><div class="t m0 x10f h2f y32e ff1 fs5 fc0 sc0 ls16 ws0">11<span class="ls0"> <span class="ff2">851 akcji o warto<span class="_ _3"></span>ś<span class="_ _8"></span>ci nominalne<span class="_ _0"></span>j 0,10 zł<span class="_ _0"></span> każda o </span></span></div><div class="t m0 xd h2f yba6 ff2 fs5 fc0 sc0 ls0 ws0">łącznej warto<span class="_ _0"></span>ści 1.185,10 <span class="_ _0"></span>zł<span class="ff1"> </span></div></div><div class="c x197 yba5 w175 h107"><div class="t m0 xd h2d y32e ff6 fs5 fc0 sc0 ls0 ws0">0 % </div></div><div class="c x2 yba7 w176 h108"><div class="t m0 xa h2f yba8 ff1 fs5 fc0 sc0 ls0 ws0">RAZEM </div></div><div class="c x196 yba7 w15 h108"><div class="t m0 x4 h2f yba8 ff1 fs5 fc0 sc0 ls16 ws0">41<span class="ls0"> </span>282<span class="ls0"> 915 akcji </span></div></div><div class="c x197 yba7 w175 h108"><div class="t m0 x62 h2f yba8 ff1 fs5 fc0 sc0 ls0 ws0">44,98% </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h3 yba9 ff1 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h2c ybaa ff8 fs5 fc0 sc0 ls0 ws0">Tabela. Akcje Spół<span class="_ _3"></span>k<span class="_ _8"></span>i w posiadaniu<span class="_ _3"></span> <span class="_ _8"></span>członków or<span class="_ _0"></span>ganów zar<span class="_ _0"></span>ządzających<span class="_ _0"></span> i nadzorując<span class="_ _0"></span>ych na dzień 3<span class="ff7">1.<span class="ls16">12</span>.2021r  </span></div></div><div class="c x2 yb42 w173 h106"><div class="t m0 x110 h2d y4c8 ff5 fs5 fc4 sc0 ls0 ws0">Imię i nazwisk<span class="_ _0"></span>o<span class="ff6"> </span></div></div><div class="c x195 yb42 w174 h106"><div class="t m0 x3e h2d y4c8 ff5 fs5 fc4 sc0 ls0 ws0">Funkcja w Spó<span class="_ _0"></span>łce<span class="ff6"> </span></div></div><div class="c x196 yb42 w15 h106"><div class="t m0 x3b h2d y4c8 ff6 fs5 fc4 sc0 ls0 ws0">Liczba posiadanych<span class="_ _3"></span> <span class="_ _8"></span>akcji (w<span class="_ _0"></span> szt.) </div></div><div class="c x197 yb42 w175 h106"><div class="t m0 x6b h2d y95f ff6 fs5 fc4 sc0 ls0 ws0">Liczba posiadanych<span class="_ _3"></span> <span class="_ _8"></span>akcji </div><div class="t m0 x1d h2d yb6a ff6 fs5 fc4 sc0 ls0 ws0">w % </div></div><div class="c x2 ybab w173 h49"><div class="t m0 x63 h2d ybac ff6 fs5 fc0 sc0 ls0 ws0">Jerzy Mirgos <span class="_ _0"></span> </div></div><div class="c x195 ybab w174 h49"><div class="t m0 x12a h2f ybac ff2 fs5 fc0 sc0 ls0 ws0">Prezes Zarządu<span class="ff1"> </span></div></div><div class="c x196 ybab w15 h49"><div class="t m0 x54 h11 y21b ff1 fs2 fc0 sc0 ls0 ws0">41 371 064 <span class="ff2 fs5">akcji o wartoś<span class="_ _0"></span>ci nominalne<span class="_ _0"></span>j 0,10 zł </span></div><div class="t m0 x22 h2f y86d ff2 fs5 fc0 sc0 ls0 ws0">każda akcja o łą<span class="_ _3"></span>c<span class="_ _8"></span>znej wartoś<span class="_ _0"></span>ci 4<span class="ff1"> 137 </span>106,4 zł <span class="ff1"> </span></div></div><div class="c x197 ybab w175 h49"><div class="t m0 x126 h2d ybac ff6 fs5 fc0 sc0 ls16 ws0">45,<span class="ls0">1% </span></div></div><div class="c x2 ybad w176 h108"><div class="t m0 xa h2f yba8 ff1 fs5 fc0 sc0 ls0 ws0">RAZEM </div></div><div class="c x196 ybad w15 h108"><div class="t m0 x4 h2f yba8 ff1 fs5 fc0 sc0 ls16 ws0">41<span class="ls0"> 371 064 akcji </span></div></div><div class="c x197 ybad w175 h108"><div class="t m0 x126 h2f yba8 ff1 fs5 fc0 sc0 ls16 ws0">45,<span class="ls0">1% </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h2c ybae ff7 fs5 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h2c yda ff7 fs5 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h2c y700 ff8 fs5 fc0 sc0 ls0 ws0">Tabela. Akcje Spół<span class="_ _3"></span>k<span class="_ _8"></span>i w posiadaniu<span class="_ _3"></span> <span class="_ _8"></span>członków or<span class="_ _0"></span>ganów zar<span class="_ _0"></span>ządzających<span class="_ _0"></span> i nadzorując<span class="_ _0"></span>ych na dzień <span class="_ _0"></span>zatwierdzenia <span class="_ _0"></span>sprawozdania <span class="ff7"> </span></div></div><div class="c x2 y7e2 w173 h106"><div class="t m0 x110 h2d y4c8 ff5 fs5 fc4 sc0 ls0 ws0">Imię i nazwisk<span class="_ _0"></span>o<span class="ff6"> </span></div></div><div class="c x195 y7e2 w174 h106"><div class="t m0 x3e h2d y4c8 ff5 fs5 fc4 sc0 ls0 ws0">Funkcja w Spó<span class="_ _0"></span>łce<span class="ff6"> </span></div></div><div class="c x196 y7e2 w15 h106"><div class="t m0 x3b h2d y4c8 ff6 fs5 fc4 sc0 ls0 ws0">Liczba posiadanych<span class="_ _3"></span> <span class="_ _8"></span>akcji (w<span class="_ _0"></span> szt.) </div></div><div class="c x197 y7e2 w175 h106"><div class="t m0 x6b h2d y95f ff6 fs5 fc4 sc0 ls0 ws0">Liczba posiadanych<span class="_ _3"></span> <span class="_ _8"></span>akcji </div><div class="t m0 x1d h2d yb6a ff6 fs5 fc4 sc0 ls0 ws0">w % </div></div><div class="c x2 y33e w173 h109"><div class="t m0 x63 h2d y2c3 ff6 fs5 fc0 sc0 ls0 ws0">Jerzy Mirgos <span class="_ _0"></span> </div></div><div class="c x195 y33e w174 h109"><div class="t m0 x12a h2f y2c3 ff2 fs5 fc0 sc0 ls0 ws0">Prezes Zarządu<span class="ff1"> </span></div></div><div class="c x196 y33e w15 h109"><div class="t m0 x54 h11 y2e ff1 fs2 fc0 sc0 ls0 ws0">41 371 064 <span class="ff2 fs5">akcji o wartoś<span class="_ _0"></span>ci nominalne<span class="_ _0"></span>j 0,10 zł </span></div><div class="t m0 x1a h2f ybaf ff2 fs5 fc0 sc0 ls0 ws0">każda akcja o łą<span class="_ _3"></span>c<span class="_ _8"></span>znej wartoś<span class="_ _0"></span>ci 4<span class="ff1"> 137 </span>106,4 zł<span class="ff1"> </span></div></div><div class="c x197 y33e w175 h109"><div class="t m0 x126 h2d y2c3 ff6 fs5 fc0 sc0 ls16 ws0">45,<span class="ls0">1% </span></div></div><div class="c x2 y3f0 w176 h108"><div class="t m0 xa h2f yba8 ff1 fs5 fc0 sc0 ls0 ws0">RAZEM </div></div><div class="c x196 y3f0 w15 h108"><div class="t m0 x4 h2f yba8 ff1 fs5 fc0 sc0 ls16 ws0">41<span class="ls0"> 371 064 akcji </span></div></div><div class="c x197 y3f0 w175 h108"><div class="t m0 x126 h2f yba8 ff1 fs5 fc0 sc0 ls16 ws0">45,<span class="ls0">1% </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h8 y177 ff2 fs3 fc0 sc0 ls0 ws0">Żaden z członków Zarzą<span class="_ _8"></span>du oraz Rady N<span class="_ _8"></span>adzorczej nie posiada opc<span class="_ _8"></span>ji na akcje Spół<span class="_ _8"></span>ki.<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 hc ybb0 ff6 fs4 fc0 sc0 ls0 ws0">JHM DEVELOPMENT S.A. </div><div class="t m0 x2 h8 ybb1 ff2 fs3 fc0 sc0 ls0 ws0">W okres<span class="_ _8"></span>ie <span class="_ _8"></span>objętym <span class="_ _8"></span>sprawo<span class="_ _8"></span>zdaniem ws<span class="_ _8"></span>zystkie <span class="_ _8"></span>akcje <span class="_ _8"></span>JHM <span class="_ _8"></span>DEVELOP<span class="_ _8"></span>MENT <span class="_ _8"></span>S.A. <span class="_ _8"></span>znajdowały <span class="_ _8"></span>się <span class="_ _8"></span>w <span class="_ _8"></span>posiadani<span class="_ _8"></span>u </div><div class="t m0 x2 h8 ybb2 ff2 fs3 fc0 sc0 ls0 ws0">MIRBUD <span class="_ _f"></span>S.A. <span class="_ _f"></span>i <span class="_ _c"></span>ż<span class="_ _8"></span>adna <span class="_ _f"></span>z <span class="_ _f"></span>osób <span class="_ _f"></span>zarządzających <span class="_ _f"></span>i <span class="_ _f"></span>nadzorując<span class="_ _8"></span>ych <span class="_ _f"></span>nie <span class="_ _c"></span>posi<span class="_ _8"></span>adała <span class="_ _f"></span>akcji <span class="_ _f"></span>Spółki. <span class="_ _f"></span>Również <span class="_ _f"></span>żaden <span class="_ _f"></span>z </div><div class="t m0 x2 h8 ybb3 ff2 fs3 fc0 sc0 ls0 ws0">członków Zarządu oraz R<span class="_ _8"></span>ady Nadzorc<span class="_ _8"></span>zej nie posiada <span class="_ _8"></span>opcji na akcje Spółki<span class="_ _c"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 ybb4 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 ybb5 ff1 fs3 fc0 sc0 lse ws0">W <span class="_ _8"></span><span class="ff2 ls0">pozostałyc<span class="_ _8"></span>h <span class="_ _8"></span>Spółkach <span class="_ _8"></span>z<span class="_ _8"></span> <span class="_ _8"></span>Grupy <span class="_ _8"></span>Kapitałow<span class="_ _8"></span>ej <span class="_ _8"></span>członkowie <span class="_ _8"></span>Zarz<span class="_ _8"></span>ądu <span class="_ _8"></span>oraz <span class="_ _8"></span>Ra<span class="_ _8"></span>dy <span class="_ _8"></span>Nadz<span class="_ _8"></span>orczej <span class="_ _8"></span>nie <span class="_ _8"></span>posiadają <span class="_ _c"></span>akcj<span class="_ _8"></span>i </span></div><div class="t m0 x2 h8 ybb6 ff2 fs3 fc0 sc0 ls0 ws0">oraz opcji na akcj<span class="_ _8"></span>e Spółek.<span class="ff1"> </span></div><div class="t m0 x2 h8 ybb7 ff2 fs3 fc0 sc0 ls0 ws0">Na dzień 3<span class="ff1">1.<span class="ls9">12</span>.2021 r. jedyny<span class="_ _8"></span>m akcjonariuszem JHM <span class="_ _8"></span>DEVELOPMENT <span class="_ _8"></span>S.A. pozostaje MIR<span class="_ _8"></span>BUD S.A.<span class="_ _8"></span> </span></div><div class="t m0 x2 hc y4c0 ff6 fs4 fc0 sc0 ls0 ws0">12.1.5. <span class="_ _20"> </span>Informacje <span class="_ _1e"> </span>o <span class="_ _1e"> </span>znanych <span class="_ _1e"> </span>emitentowi <span class="_ _1e"> </span>umowa<span class="_ _8"></span>ch, <span class="_ _1e"> </span>w <span class="_ _1e"> </span>tym <span class="_ _1e"> </span>zawartych <span class="_ _1e"> </span>po <span class="_ _1e"> </span>dniu </div><div class="t m0 x139 hc ybb8 ff5 fs4 fc0 sc0 ls0 ws0">bilansowym,  w <span class="_ _12"> </span>wyniku <span class="_ _12"> </span>których  mogą <span class="_ _12"> </span>w <span class="_ _13"> </span>przy<span class="_ _8"></span>szłości  nastąpić <span class="_ _12"> </span>zmiany  w </div><div class="t m0 x139 hc y13f ff6 fs4 fc0 sc0 ls0 ws0">proporcjach <span class="_ _14"> </span>posiadanych<span class="_ _8"></span> <span class="_ _14"> </span>akcji <span class="_ _1a"> </span>przez <span class="_ _14"> </span>dotychczasowych <span class="_ _14"> </span>akc<span class="_ _8"></span>jonariuszy <span class="_ _14"> </span>i </div><div class="t m0 x139 hc y5cf ff6 fs4 fc0 sc0 ls0 ws0">obligatariuszy </div><div class="t m0 x2 h8 ybb9 ff2 fs3 fc0 sc0 ls0 ws0">Na <span class="_ _2a"> </span>dzień <span class="_ _21"> </span>3<span class="ff1">1.<span class="ls11">12</span>.<span class="_ _8"></span><span class="ls11">20</span>21</span>r <span class="_ _2a"> </span>ora<span class="_ _8"></span>z <span class="_ _2a"> </span>po <span class="_ _2a"> </span>dni<span class="_ _8"></span>u <span class="_ _2a"> </span>bilansowy<span class="_ _8"></span>ch <span class="_ _2a"> </span>do <span class="_ _2a"> </span>dn<span class="_ _8"></span>ia <span class="_ _2a"> </span>sporządzen<span class="_ _8"></span>ia <span class="_ _2a"> </span>spraw<span class="_ _8"></span>ozdania  <span class="ff1">poza <span class="_ _7"> </span>in<span class="_ _8"></span>formacjami </span></div><div class="t m0 x2 h8 y143 ff1 fs3 fc0 sc0 ls0 ws0">ujawnionymi <span class="_ _7"> </span>w <span class="_ _7"> </span>niniejszym <span class="_ _7"> </span>sprawozdaniu<span class="_ _8"></span> <span class="_ _6"> </span>i <span class="_ _7"> </span><span class="ff2">r<span class="_ _8"></span>aportach <span class="_ _7"> </span>bieżących <span class="_ _7"> </span>emitent<span class="_ _8"></span> <span class="_ _6"> </span>ni<span class="_ _8"></span>e <span class="_ _7"> </span>miał <span class="_ _6"> </span>inf<span class="_ _8"></span>ormacji <span class="_ _7"> </span>o <span class="_ _6"> </span>u<span class="_ _8"></span>mowach, <span class="_ _7"> </span>w </span></div><div class="t m0 x2 h8 y841 ff2 fs3 fc0 sc0 ls0 ws0">wyniku których <span class="_ _3"></span>w przys<span class="_ _8"></span>złości mogą <span class="_ _3"></span>nas<span class="_ _8"></span>tąpić zmiany <span class="_ _3"></span>w proporcjach posiadanych akcji przez <span class="_ _0"></span>dotychczasowych </div><div class="t m0 x2 h8 y842 ff1 fs3 fc0 sc0 ls0 ws0">akcjonariuszy <span class="_ _8"></span>Emitenta.   </div><div class="t m0 x2 hc ybba ff6 fs4 fc0 sc0 ls0 ws0">12.1.6. <span class="_ _20"> </span><span class="ff5">Informacje o systemie kontroli programów akcji pracowniczych</span> </div><div class="t m0 x2 h8 y919 ff2 fs3 fc0 sc0 ls0 ws0">W Spółce programy ak<span class="_ _8"></span>cji pracowniczy<span class="_ _8"></span>ch nie występują<span class="_ _8"></span><span class="ff1">.  </span></div><div class="t m0 x2 h8 y7bd ff1 fs3 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf6c" class="pf w0 h0" ><div class="pc pc6c w0 h0"><img class="bi x4 y2a w3 hcd" alt="" 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LHijnspLCycO29+u7ZtUlKW/HPERzsdQ5OGtQdedPa6deuHvD5y7MR5i1ZszM+P/v76PVzukpub+5chb/13/OwlKzZuy85Lrli2Xcva11126q96/uRmJt/OnP3+RxOK+bGhecPzzj51+1+HDnt3yfI1uw4774x+rVq12PEb+c/oT0f854vlq9Nz8vKrVUns0aXZSf26d+roNzUBAER5KcyZt+jhFz7baWG5hNjbbrj872+OeGTwh2s2bPtxcMrGkZ9898BzH7729KVnnX5SCOHlv711z1P/2ZL5k3sRfjNv/d9HzrjolDZPP3JjcnJyCOGryTPueGzkhad2aNe6caWkxPSMLfMXrvhkwndHd2o4ZHCbhSlLdz2G446uf9rJfY89887FKzdvX5iVnVO2bHxJ38u2bVknnnvbxOmrty9Zl5a9YFnGv/47/1ed6wx+7Jp2bdsULZ8xa/6uewwhnNm32Y5R/ubIiZ99vWLXYW1bNd4e5SNHjb75oeFrUrft8HrqJ18se/DPn/bsWPuoTo1NRwAAUb6P7nrgT4Pf+LrYl7Zuyx9442ufVKvyyHNvj5m0vNgxefmFb7w3Ozv3mbeGPPJDqKZnP//m5BAm7zjs6E4Nd3MMTzz72o5Fvkf3PvbqjkW+oy+mf3/ixY9N+uCJA3sh+7jPvxh449/zC4p/VNOX366ZNGuN6QgA8Mu0v3dfyc4teGHo5N0MyM0rPP2y50oq8u1GfLxg+fIV+3YMOTn5r74zZa9WGTV20W5eXb8x++pbnzuAZ3nLli3X3vlqSUVepLDQbAQAEOX7JBoNhYXR3Y/ZnLnnx2cWFkbHT5yyb8cwdc669C25B/a8jJm0/Isvvz4gm4pGowOv+cPiVcV/kB8XG6lUoUwkYioCAIjyg8DqtWn7tmJe/l5/yByJhOcfPHvSe/d2bVOjpDEffjrpgHxfy5ev+PDzJcWf/Zjw8dBb184Z+sQdp5iLAACifN8lV0x48Q/nLPri2ff+dl2F8iVepH7ysU1G/2PQq09e3LR+UrEDsrZl/59927+/9rhrrhjQtUunCR8MPr5Ho2LHfD196QHZ15RvZpX00pXnd+l1TPe4uLibfnfpMZ3rmo4AAL9MB+AXPa++uNtVl18cQmjUqOHJx45/56N5u45p3ST57VcfLlu2bAhhW1b2oAff3XVMYTS6n0fStW2NY49uVjU5KWNTZrvWTRYtWVXSyF9f+MMn02XKlLn+8pM//eovu46ZPn/dtm3b9v/8TP5mQUkv3XDV+T/8bBQT0793m5J+9xQAAFG+B9WrVdr+dflyxd+F8PzTuhQVeQghIaHM/+I7efLOU24ZdPmOSxa99HpJg8uU+fEYWjQr/l6EmVn530yfuf8HtmDJ2mKX165Wvnnzpj++E7FxpiMAwC/T/9E15WUT4v+n269aKWHQNb/et3UrVUoqsacXLdv/Y1u9tvhf8Wxcr5L5BwBAOKh+0XN/tG1efccPv/dKfHx8STc/2Zp5AC5zz9hU/EaSKpY1/wAAOHyiPKnCvgduTExMSVFeIXF/uzkajeaWcHOYiPsgAgBwOEX5fnZzSb9iWrtmtQOx/eKXZ+fkO/kAAIjyEELIzs4utpsjkdCiWZP9LO9IJJJQpviTvGFjppMPAMAvN8rz8n58yOjSZSuLHVOravmmTUuM8py8gh23tmTFxpJGVqtSvtjli5anb926dftfMzOzTEcAAFH+CzL/u8Xbv/5k3ORix/To3GA3l31Pmr7qq0lTQggrV646+YLblq/ZWtLIFk2Kf2hodm7h0OHvFX1dWFj44fi5piMAwC/TL/Te2I8NfrfbUZ1iY2P/9e+P/vTa58WOOfuUbiGEMnHFn6KMrbnHnvfkEfWSvk/NzMop2M2+eh7ZotgHKoUQ7v7j+5FIpH7dmsPeHT993nrTEQBAlP+CTJm9rl7nq0KI5BcUfzF4w9oVzjzthBBC3To1drOdxas273FfZ53W756n/pOZVcyvdW7dln/9AyPNQgCAX7hf1uUrO16Nkl8QSiryEMJT910YHx8fQjiqa6cK5ff8o0vXNiW2e+3atd4dcn3ZhD2c6thYd0gEAPiF+mV9Un7nVb2e+tvEgpJbvEiPjrXPOv2koq8TExP79WgyaszC3YwvlxB72QW9pt0/oqQBfXofc8FJn70+atZuNnJMl7rjp6wyIwGAg8qylYfYFbar16atWJX68+x7X59C071Li19QlCdVKHPL9Zc0a1Lv9kdHbNycW9Kwbu1rv/z0oB2X3HXDBV9Nf2r9xuIfzNm2aZV/DL5xxcrvd7/3h+6+cuK0e5as2lLsq9Uql73v5gvHX/S0f/kAh4fUtE2Z23IOrWOeNG3BoXXAKcvWfpey+tA65vFfzVmXmuEfCDt544Wb9iLKK1ZIbFo/adfllZMqbP+6ZrWkYsckV6r4YxxXLH47VZIrhhAqVihf7Ks1qyWFEBLLlyv21To1KxV7YDsOvvLiY5KTky8ZcM7555zyj6Ej//zqmJSVP7kivM0RVR649eztn5Fv16Vzx0VfD3nyuVdffOPLTZk/3EuxTFxM84aVzzm5062DLi1fvnzaxvRiD6xC4g/3Q6xbt86XHzz9yj9GDHtv2oKl6dsHtGycfHq/tldfdk5SUsWmDSoVc8PzSCQuLtZk5Rcic1t2atrmQ+uY5y9cmbH5UHrswMaMrZOmfXdoneR5C1fOnr/cPxDgMBYp8WmWh7vCwsKFC1OWr1ydnZ1btUqlZk2b1KhRPbLb/9MhOzt74aLFmzdvKVs2oekRjStXrrwP+41Go0uXLlu7LjUSidSrW7tevbqRyP5eTZ6fX7BqTdqhdf6/X7tx+erUQ+uYp0xftGHjpkPogFPTNo+dOMv/zAHAQe6NF2765Ub54WTZyvXNul/rPAAAHKJRHuMsAADAzyvOKQAA4LBRq3rl3j3bHlrH3LBudVEOAIQQQt9j2levmnQIHXC1KpWO6tzskGuvOrWqHFrHXK92Vfec+D8gygH2S7tWDdu0qH9oHfPJ/boeWgdcOSmxVbN6h9YxV69aKbF8gn8ggCjnoHYo/l9LLY6od0TjWofWMXfv0uLQOuDE8mUPrQ/qAOCAcPcVAAD4me313VfGjpt41sA763UYmNDgnDrtBpx/6d3Lli0PIZxx8e112g2o237AEV0vOen8W6Z9MyOEsHBhSp12A+5/eHDRutnZ2U26XFKn3YAZ387Kz89vfvSlRas0PfI3Zw64Y8GCHx9lf9OdT9ZpN6Bl98tycnZ+HNrQYe/WaTfg6hsfLvrrX14Z2qTLb84aeOf2ny56nXJ9nXYDzv3NXdtXef7lN+q0G1C0rw69rrjmpkcWLkwpKCho0GlgnXYDvp48rfNxVxUN2P5fw06/zs394amfp110W512A/qddeP2DU6fMbNoazv+SBONRl/+21vdT7y2crPzKzY5r1Pvq5549pWCgoJFixbXaTegfoeB02fMLBp5811P1mk3YPBLrxetdcFl99RtP+Ct4f8uevWt4f8uOoZZs+eaoAAAonxn4z7/4tRL//zB+JTmjatefcGRndvU/mjC4s8+nxxCyNiclb4554oLuh3/q+Zff7v6zMufzszMzC/IT03P3rote3u2bsjITk3PzsvLL/o6oUzsFRd0692tydhJS8+89LGiDs7Jyfnn+zMztuQsXrn540/H73QMWdm5qenZm7ZkhRDeGfmfG//w79T0bY/f99uiR/DMnDVn0sw1m7bmfjA+Ze3adUWrZG7LTk3Pbt4w+YoLulVIjH91xIyzLnussLAwdeMPB3Pisa3O6t+mY+taqenZefmFZ/Vvc2b/NjExMSGE5ctXfPLlsk1bcz+fumr7jw15efmp6dmp6Vk7HtgTz74y6MF3FyzZeErv5ued1Gb9xsz7nv341nuebtq0SdMGyWvTsj7+7OsQQmFh4bD/zExNz377/ckhhMWLl7776XfrN2b/qnuXou28MWLCxs05qenZw0Z8YoICAIjynT341PBoCG88e8nYf/9p8FN3fTD86cVfv3jZJecVvVomLuah3w96+U/3XnRq+3Vp2dNn7PlRgvVqJT30+0F/e/6B809uu3jVli8nTQkhfPTxuPQtOQ/fclLjuhWH/XtCSetmZGTc9vA7IYQHbjyhZYvmRQuHjfwksVzsv166prAw+va7H+04/pijmz30+0FvvHB7CGHh8k2rV3+//aXHHrz5xWfuuXpg/xBCrWqJLz5zz5+fvCsuLi6EMHzkf2MiYeRfr02Ijx0+8uOdjmHylG+eePavIYTNmzc/+fLYFo0qpUz6y1tDHnntxQeXTH2tR8faLw+fumLFyifuvSQSCROnLAwhTJ02I21TTuWK8dPnrd+wYcOEr6aFEFo2Tm7YsEEIYc2atZ9PXXn5OZ1CCO+MnlFYWGiOAgCI8h9Fo9EZ89c3b1j5ovPP2P5k+GIfTb9uw5bY2EjzZkeUfuO5efkhhLIJCSGEsRNmJJSJve7Ki7t3bjh+8rL8/Pxdx6duzLzvkZfWbNjWrGGlG669ZPvysV9+17FlzZNP7NukXtLYL+YWt6MfLkopau49GvvlvGYNk0/s36dd86qfffXdT09IpPf5T3w1LSWEMG/+wsysgv7HtKxatWrRqwkJCaf061BQEP3m2zk9uh9Vu1r5uQvXR6PRKdPnli8bd++gE/ILotO/nTN73tIQQtd2P9xVYPzEyQUF0UsuOKFDi2or1mYuWrTYHAUAEOU/ysnJycopqFW9QtFfPxkz/qHHX3zo8Rc//O/YH3o3v/Camx459cJbP/w85dz+rWrWrLHHba7dsHXwS6/f/cBzo8cvalArsXOn9iGEcV+nHNmuZrly5Xp0bbEhI/uNt97ddcUJ01a9PHxaTEz47QU94+PjixbOmj13bsrGHl2OCCF079Rg0vRVmzZt2r7K1JnLBr/0+i33/TWE0LhuxRo1qu/58Naumzp7TfdODUIIPTo3mT5vfXp6el5e3uhPviwa0LFl9d/fdGEIYWP6phBC9WqVdly9RtXKIYSN6ZtDCF3a1lmbljV33vypM1K6tKl10bmnlEuInTpjwawF34cQjuzYtGiVz76YWaF8XMcObW++8sQQwpjxX5ujAACi/Efx8fGJ5eJS07YV/XXGrIVvvjvlkRc/+3DM5KIl0WiYs3DNx18sS0os89xjN4QQii7LLvj/12BEo9GCgsIQQmzsD/td9v2WWx99/8Whk1ofUfWdV25JSEiYPmPmd8syKiQmDPn78HWpGSGE2x57Nz09faeDOaZL3b8/NSASidz1xw/fHvF+CKGgoOCyGwfn5Rduy8oZ8vfhIUQytubecOcz21cZ+/WKWx99f9Z3687o2+ydV26Njd3DbfCj0ei1tz27dVt+YTQ65O/Dc3LzcvIK3n3vk5mz5jz5yoQQQiQS/fLDF44+qksIIblyUgghdcOmHbeQmrYphFAlOSmEcELvDoWF0Wf/8s6Yrxb3P7Z1jRrVe3SuN3rsrG/mrgkhnNivZwghPT191Cfz69RIfHPYqK2ZWYnlYoe/J8oBAET5jkNjYk7q1XROStqDjz6fk5Nz5y1XpUx9vUzcj9euJJSJ+fw/g8/q13zj5txHnn41hFC/Xt2E+NiJU5Zs2bIlhDDu869y86OxsZFGDX940Ea39rXzVo3cvPidLz58sUvnjiGEf474JIQwe8G6RwePfu3tSeUSYrdk5o0YtfPF3DWqVhh40dlXnd81hHDXYyO2bt06dtzEWQs3xJeJGfXJnEcHjx43aXFsbGTY6Lmz5/xwEctdV/fKWzVy9ay3Rrz+RMcO7fb4/X4z/dsPxqfExUY+nbjo0cGjPxg7v0xczLD3vmrSuOHbL1yx/ZwUfdGlc4daVcu9PXrmpK+nFt2SZeHClL+/81Viubjex3QLIZzQt2ckEoa+Pzs1PfvEvj1CCP17tZ06Z11mVsFJvRo3adI4hHDDnc9mbM1N35Tz6ODRj7/wUVxMzOTZaz8dO940BQAQ5T968oFr6lYv/+hL49sfe/X5l97d7YRr86/J4DYAABwOSURBVPKjMZEfNxIbG/vWkD+0a1Z1yNvT3vvPfxMTE6+6oOvsRWn1Ol3Rte/V51/31xDCpWd33H7h9U5yc3NHfDirdZPkZTPeLPrvzmv6hBCGjZpU7PiH7rm6dZPkVeszH3t6yLB3x4UQBp7efvu6x/doFI2G4SM/3bdTM2zkmBDCqb2bbt/geSe2mvjNqkUpS2rXqh5CiEYj3U649uj+1xzd/5pZs+f+6aGL0jbl9Dr3iTa/+m2HXle06XNnyspNj91+WpUqVUIIjRo1bNEoORoNtaqW69C+bQihf59uIYTY2Mjj9/42hDB7zty3P5oXFxuZPX5w0e5GDBkUjYYrb381KyvLTAUAOIzFPvjgg6UfXalSpYvPPqZO1Uh2dvbKtZsqlI8/98R2d958aWJi4rx585KT4i84+/jY2NiWTaquWfP9rHnL+xzT8YxT+yaVzcrNzcrLL+jWsf49159y66BLiy4dmf7N9DYtavfv23P79v/7ybjlq9ZcNaBvh3atipbUr1Nt6dIlcXGRM0764drx1NT1aWmpR3U84pgeXcuVK3fRWb1WLV/8/fpNhYXRhnWTbr7mnLp1ahetW7VSmQ1p6xPi4zq3b7ZlS0avbm06tG+947czddrUJvUrn3ZC96LryzMyMlZ/v6pdizqnntgrhDBi1NgaVcvdeNUZjRs1KBpfs2ri6tWr165L7Xl0h8VLFh/RoHL5cvFF/51wXNfjju3Zp1uj+Jjs7OzchPjY3kc3eeSOcy86/4ztuyvIzYgW5px9UqdePY8MIVSrVnXBvNk9OjW4bODZIYTPJ07esiXjzOPbnnZyn6LxdevUXrRwblLFhLYt6tapXctkBQA4XHmiJwAA/MxinAIAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAKLcKQAAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAIMqdAgAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACHnbiiP878w2fOBQAA7INR9/fZzy34pBwAAH5mkWg0GkIoU+8c5wIAAPZB3qqR+7kFn5QDAMDPTJQDAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAIMqdAgAAEOUAACDKAQCAn09c0R+nXPU75wIAAH4WPikHAICfWSQajToLAADwM/JJOQAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAADi8xBX9EYlEnAsAANgH0Wh0P7cQ2f9NAAAA+8PlKwAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAB1Bc0R+RSMS5AACAfRCNRvdzC5H93wQAALA/XL4CAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAADi9xRX9EIhHnAgAA9kE0Gt3PLUT2fxMAAMD+cPkKAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAMABFHfmHz5zFgAAYJ+Nur/Pfm7BJ+UAAPAzi0SjUWcBAAB+Rj4pBwAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAAPy/du0YJaIYCsPoC8QyO5hl2Av2woD7sXA/orgAcTHWNiktrkVArJOHF9+c06R7xT/Nx2UQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAAAgyk0AAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAODfqOM5P77ZAgAAJrw83C5+waUcAACSlYjYtu3qdG8LAACY8PXxtPgFl3IAAEgmygEAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAAAQ5SYAAIBcJSKsAAAAiVzKAQBAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAAB2VMfTe7cFAABMaK0tfsGlHAAAkolyAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAcCwlIqwAAACJXMoBAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwDAsdTx9N5tAQAAE1pri19wKQcAgGSiHAAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAABxLiQgrAABAIpdyAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAcCx1PL13WwAAwITW2uIXXMoBACCZKAcAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAADHUiLCCgAAkMilHAAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABgR3U8vXdbAADAhNba4hdcygEAIJkoBwAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQCAnZWIsAIAACRyKQcAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQBAlJsAAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiH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class="c x0 y1 w2 h0"><div class="t m0 x105 h6 y991 ff4 fs2 fc2 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI GRUPY KAPITAŁOWEJ <span class="ff3">MIRBUD ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc3"> </span></span></div><div class="t m0 x6 h4 y992 ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y2d wda h7"><div class="t m0 x23 h8 y2e ff2 fs3 fc2 sc0 ls0 ws0">Grupa Kapitałowa MIR<span class="_ _8"></span>BUD<span class="ff1"> <span class="ls6">| <span class="_ _8"></span></span></span>Wpływ czynn<span class="_ _8"></span>ików i nietypowych z<span class="_ _8"></span>darzeń na wynik </div><div class="t m0 x198 h8 y2f ff1 fs3 fc2 sc0 ls0 ws0">finansowy za 2021 r.<span class="_ _8"></span> </div></div><div class="c x9 y2d wdb h7"><div class="t m0 xa h4 y30 ff3 fs1 fc4 sc0 ls0 ws0">108 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h4 y31 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hc ya20 ff6 fs4 fc0 sc0 ls0 ws0">12.2. <span class="_ _d"> </span><span class="ff5">Wpływ czynników i nietypowych zdarzeń na wynik finansowy za 20<span class="_ _8"></span></span>21 <span class="ls25">r.</span><span class="ff1"> </span></div><div class="t m0 x2 h8 ybbb ff1 fs3 fc0 sc0 ls0 ws0">W  2<span class="_ _8"></span>021 <span class="_ _11"> </span><span class="ff2">r<span class="_ _8"></span>oku <span class="_ _2b"> </span>nie  wy<span class="_ _8"></span>stąpiły <span class="_ _2b"> </span>czynniki <span class="_ _2b"> </span>ani <span class="_ _11"> </span>z<span class="_ _8"></span>darzenia <span class="_ _2b"> </span>nietypowe<span class="_ _8"></span>  z <span class="_ _2b"> </span>punktu <span class="_ _2b"> </span>widz<span class="_ _8"></span>enia  spec<span class="_ _8"></span>yfiki <span class="_ _11"> </span>dz<span class="_ _8"></span>iałalności </span></div><div class="t m0 x2 h8 ybbc ff2 fs3 fc0 sc0 ls0 ws0">gospodarczej <span class="_ _c"></span>Spółek<span class="ff1"> <span class="_ _c"></span></span>mające <span class="_ _8"></span>wpływ<span class="_ _8"></span> <span class="_ _8"></span>na <span class="_ _8"></span>wy<span class="_ _8"></span>nik <span class="_ _8"></span>finanso<span class="_ _8"></span>wy<span class="ff1"> <span class="_ _c"></span>poza <span class="_ _8"></span>czynn<span class="_ _8"></span>ikami <span class="_ _8"></span>wyn<span class="_ _8"></span>i</span>kającymi <span class="_ _8"></span>z <span class="_ _c"></span>pandemii <span class="_ _c"></span>COVID <span class="_ _c"></span><span class="ff1">-</span></div><div class="t m0 x2 h8 ybbd ff2 fs3 fc0 sc0 ls0 ws0">19, które zostały opisa<span class="_ _8"></span>ne w niniejszym sprawoz<span class="_ _8"></span>daniu<span class="_ _8"></span><span class="ff1">. </span></div><div class="t m0 x2 h8 ybbe ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hc y80c ff6 fs4 fc0 sc0 ls0 ws0">12.3. <span class="_ _d"> </span>Zmiany w pod<span class="ff5">stawowych zasadach zarządzania przedsiębiorstwem<span class="ff1"> </span></span></div><div class="t m0 x2 h8 ybbf ff2 fs3 fc0 sc0 ls0 ws0">W okresie sprawozd<span class="_ _8"></span>awczym nie nastąp<span class="_ _8"></span>iły znaczące zmia<span class="_ _8"></span>ny w zasadach zarz<span class="_ _8"></span>ądzania spółkam<span class="_ _8"></span>i Grupy.<span class="_ _c"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 y660 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hc ybc0 ff6 fs4 fc0 sc0 ls0 ws0">12.4. <span class="_ _d"> </span><span class="ff5">Zarząd <span class="_ _20"> </span>i <span class="_ _1f"> </span>Rada <span class="_ _20"> </span>Nadzorcza <span class="_ _1f"> </span>oraz <span class="_ _20"> </span>zmiany <span class="_ _1f"> </span>w <span class="_ _1f"> </span>organach <span class="_ _20"> </span>nadzorujących </span></div><div class="t m0 x3 hc ybc1 ff6 fs4 fc0 sc0 ls0 ws0">i <span class="ff5">zarządzających w Spółkach Grupy </span> </div><div class="t m0 x2 h35 ybc2 ff6 fs1 fc0 sc0 ls0 ws0">MIRBUD S.A.<span class="_ _0"></span> </div><div class="t m0 x2 h8 y25f ff1 fs3 fc0 sc0 ls0 ws0">W <span class="_ _2a"> </span>okresie <span class="_ _21"> </span>od <span class="_ _2a"> </span>01.<span class="_ _8"></span>01.2021 <span class="_ _21"> </span>r. <span class="_ _2a"> </span>do<span class="_ _8"></span> <span class="_ _2a"> </span>31.12.202<span class="_ _8"></span>1 <span class="_ _2a"> </span><span class="ff2">r.<span class="_ _8"></span> <span class="_ _2a"> </span>Zarząd <span class="_ _21"> </span>MIRBUD <span class="_ _21"> </span>S.A. <span class="_ _2a"> </span>n<span class="_ _8"></span>ie <span class="_ _2a"> </span>uległ <span class="_ _21"> </span>zmianie <span class="_ _21"> </span>i <span class="_ _2a"> </span>pełn<span class="_ _8"></span>ił <span class="_ _2a"> </span>obowiązki </span></div><div class="t m0 x2 h8 ybc ff1 fs3 fc0 sc0 ls0 ws0">w <span class="ff2">następującym sk<span class="_ _8"></span>ładzie:</span> </div><div class="t m0 x2 h8 ybc3 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h2c ybc4 ff8 fs5 fc0 sc0 ls0 ws0">Tabela: Skład Zarząd<span class="_ _0"></span>u MIRBUD<span class="_ _0"></span> S.A.  w okre<span class="_ _3"></span>sie <span class="_ _8"></span>01.01.20<span class="_ _0"></span>21–<span class="ff7"> 31.12.202<span class="_ _0"></span>1 </span></div></div><div class="c x2 ybc5 w177 h10a"><div class="t m0 xc6 h2d ya59 ff6 fs5 fc4 sc0 ls0 ws0"> </div><div class="t m0 x86 h2f y4fc ff2 fs5 fc4 sc0 ls0 ws0">Imię i nazwisko<span class="ff1"> </span></div></div><div class="c x5b ybc5 w178 h10a"><div class="t m0 x199 h2d ya59 ff6 fs5 fc4 sc0 ls0 ws0"> </div><div class="t m0 x104 h2f y4fc ff1 fs5 fc4 sc0 ls0 ws0">Stanowisko </div></div><div class="c x2 ybc6 w177 h2a"><div class="t m0 x110 h2d y15b ff6 fs5 fc0 sc0 ls0 ws0">Jerzy Mirgos </div></div><div class="c x5b ybc6 w178 h2a"><div class="t m0 x6b h2f y15b ff2 fs5 fc0 sc0 ls0 ws0">Prezes Zarządu<span class="_ _0"></span> <span class="ff1"> </span></div></div><div class="c x2 yac6 w177 h38"><div class="t m0 x110 h2d y4d7 ff5 fs5 fc0 sc0 ls0 ws0">Sławomir Nowak<span class="_ _0"></span><span class="ff6"> </span></div></div><div class="c x5b yac6 w178 h38"><div class="t m0 x6b h2f y4d7 ff2 fs5 fc0 sc0 ls0 ws0">Wiceprezes Zar<span class="_ _0"></span>ządu <span class="ff1"> </span></div></div><div class="c x2 ybc7 w177 h1f"><div class="t m0 x110 h2d y160 ff5 fs5 fc0 sc0 ls0 ws0">Paweł Korzeniowsk<span class="_ _3"></span>i<span class="ff6"> </span></div></div><div class="c x5b ybc7 w178 h1f"><div class="t m0 x6b h2f y160 ff2 fs5 fc0 sc0 ls0 ws0">Członek Zarządu <span class="ff1"> </span></div></div><div class="c x2 y5a7 w177 h38"><div class="t m0 x110 h2d y4d7 ff5 fs5 fc0 sc0 ls0 ws0">Tomasz Sałata<span class="_ _0"></span><span class="ff6"> </span></div></div><div class="c x5b y5a7 w178 h38"><div class="t m0 x6b h2f y4d7 ff2 fs5 fc0 sc0 ls0 ws0">Członek Zarządu<span class="_ _0"></span><span class="ff1"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h8 ybc8 ff2 fs3 fc0 sc0 ls0 ws0">Skład <span class="_ _c"></span>R<span class="_ _8"></span>ady <span class="_ _f"></span>Nadzorczej <span class="_ _f"></span>Emitenta <span class="_ _c"></span>w <span class="_ _f"></span>okresie <span class="_ _f"></span>01.01.20<span class="_ _8"></span>21r <span class="_ _f"></span>–<span class="ff1"> <span class="_ _f"></span></span>31.12.2021 <span class="_ _f"></span>roku <span class="_ _c"></span>u<span class="_ _8"></span>legł <span class="_ _f"></span>zmianie <span class="_ _c"></span>i <span class="_ _f"></span>przedstawia<span class="_ _8"></span>ł <span class="_ _c"></span>się </div><div class="t m0 x2 h8 ybc9 ff2 fs3 fc0 sc0 ls0 ws0">następująco:<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h2c ye6 ff8 fs5 fc0 sc0 ls0 ws0">Tabela: Skład <span class="ff7">Rad<span class="_ _0"></span>y Nadzorczej<span class="_ _0"></span> MIRBUD S.<span class="_ _0"></span>A. w okresie 01<span class="_ _0"></span>.01.2021 <span class="ff8">–</span> 31.12.2021<span class="_ _0"></span> </span></div></div><div class="c x2 y2ca w179 h10b"><div class="t m0 x104 h2d y4c6 ff6 fs5 fc4 sc0 ls0 ws0"> </div><div class="t m0 x157 h2f yb38 ff2 fs5 fc4 sc0 ls0 ws0">Imię i nazwisko<span class="ff1"> </span></div></div><div class="c x12 y2ca w17a h10b"><div class="t m0 x96 h2d y4c6 ff6 fs5 fc4 sc0 ls0 ws0"> </div><div class="t m0 xc6 h2f yb38 ff1 fs5 fc4 sc0 ls0 ws0">Stanowisko </div></div><div class="c x2 ybca w179 h1f"><div class="t m0 x110 h2d y160 ff5 fs5 fc0 sc0 ls0 ws0">Wiesław Kosonó<span class="_ _3"></span>g<span class="ff6"> </span></div></div><div class="c x12 ybca w17a h1f"><div class="t m0 x2f h2f y160 ff2 fs5 fc0 sc0 ls0 ws0">Przewodniczą<span class="_ _0"></span>cy Rady Nadzor<span class="_ _0"></span>czej <span class="ff1"> </span></div></div><div class="c x2 y42e w179 h1f"><div class="t m0 x110 h2d y160 ff6 fs5 fc0 sc0 ls0 ws0">Waldemar Bor<span class="_ _0"></span>zykowski </div></div><div class="c x12 y42e w17a h1f"><div class="t m0 x2f h2f y160 ff1 fs5 fc0 sc0 ls0 ws0">Z-<span class="ff2">ca Przewodni<span class="_ _3"></span>c<span class="_ _8"></span>zącego Rady<span class="_ _0"></span> Nadzorc<span class="_ _0"></span>zej (do 23.06.20<span class="_ _0"></span>21)<span class="ff1"> </span></span></div></div><div class="c x2 y5ad w179 h1f"><div class="t m0 x110 h2d y160 ff5 fs5 fc0 sc0 ls0 ws0">Radosław Niewiad<span class="_ _3"></span>om<span class="_ _8"></span>ski<span class="ff6"> </span></div></div><div class="c x12 y5ad w17a h1f"><div class="t m0 x2f h2f y160 ff2 fs5 fc0 sc0 ls0 ws0">Członek Rady <span class="ff1">Nad<span class="_ _0"></span>zorczej (od<span class="_ _0"></span> 24.06.2021) </span></div></div><div class="c x2 y478 w179 h1f"><div class="t m0 x110 h2d y160 ff6 fs5 fc0 sc0 ls0 ws0">Agnieszka Buj<span class="_ _0"></span>nowska </div></div><div class="c x12 y478 w17a h1f"><div class="t m0 x2f h2f y160 ff1 fs5 fc0 sc0 ls0 ws0">Sekretarz Rad<span class="_ _3"></span>y<span class="_ _8"></span> Nadzorcze<span class="_ _0"></span>j </div></div><div class="c x2 y492 w179 h1f"><div class="t m0 x110 h2d y160 ff6 fs5 fc0 sc0 ls0 ws0">Hubert Bojdo<span class="_ _0"></span> </div></div><div class="c x12 y492 w17a h1f"><div class="t m0 x2f h2f y160 ff2 fs5 fc0 sc0 ls0 ws0">Członek Rady Nad<span class="_ _3"></span>z<span class="_ _8"></span>orczej<span class="ff1"> </span></div></div><div class="c x2 ybcb w179 h1f"><div class="t m0 x110 h2d y160 ff6 fs5 fc0 sc0 ls0 ws0">Andrzej Zakrzews<span class="_ _0"></span>ki </div></div><div class="c x12 ybcb w17a h1f"><div class="t m0 x2f h2f y160 ff2 fs5 fc0 sc0 ls0 ws0">Członek Rady Nad<span class="_ _3"></span>z<span class="_ _8"></span>orczej<span class="ff1"> </span></div></div><div class="c x2 y75d w179 h1f"><div class="t m0 x110 h2d y160 ff6 fs5 fc0 sc0 ls0 ws0">Wiktoria Braun<span class="_ _0"></span> <span class="_ _14"> </span> </div></div><div class="c x12 y75d w17a h1f"><div class="t m0 x2f h2f y160 ff2 fs5 fc0 sc0 ls0 ws0">Członek Rady Nad<span class="_ _3"></span>z<span class="_ _8"></span>orczej <span class="ff1"> </span></div></div><div class="c x2 ybcc w179 h1f"><div class="t m0 x110 h2d y160 ff5 fs5 fc0 sc0 ls0 ws0">Artur Sociński<span class="ff6"> </span></div></div><div class="c x12 ybcc w17a h1f"><div class="t m0 x2f h2f y160 ff2 fs5 fc0 sc0 ls0 ws0">Członek Rady Nad<span class="_ _3"></span>z<span class="_ _8"></span>orczej<span class="ff1"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h8 ybcd ff1 fs3 fc0 sc0 ls0 ws0">W <span class="_ _8"></span>dniu <span class="_ _c"></span>25 <span class="_ _c"></span><span class="ff2">maja <span class="_ _8"></span>20<span class="_ _8"></span>21 <span class="_ _8"></span>roku <span class="_ _c"></span>Em<span class="_ _8"></span>itent <span class="_ _8"></span>otrzy<span class="_ _8"></span>mał <span class="_ _8"></span>oświadcz<span class="_ _8"></span>enie <span class="_ _c"></span>o <span class="_ _8"></span>rezy<span class="_ _8"></span>gnacji <span class="_ _8"></span>Pana <span class="_ _c"></span>Waldemara <span class="_ _c"></span>Borz<span class="_ _8"></span>ykowskiego <span class="_ _8"></span>z </span></div><div class="t m0 x2 h8 y10c ff2 fs3 fc0 sc0 ls0 ws0">pełnienia funkcj<span class="_ _8"></span>i członka Rady Nadzorczej<span class="_ _8"></span> MIRBUD S.A. z d<span class="_ _8"></span>niem 23 czerwca 20<span class="_ _8"></span>21 roku.<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 y8db ff1 fs3 fc0 sc0 ls0 ws0">W dniu 24 czerwca 2021 roku Zwy<span class="_ _8"></span>czajne Walne Zgromadzen<span class="_ _8"></span>ie Akcjonariuszy MI<span class="_ _8"></span>RBUD S.A.<span class="_ _8"></span> <span class="ff2">podję<span class="_ _8"></span>ło uchwałę </span></div><div class="t m0 x2 h8 ybce ff2 fs3 fc0 sc0 ls0 ws0">nr <span class="_ _26"> </span>23/2021 <span class="_ _1d"> </span>w <span class="_ _26"> </span>spraw<span class="_ _8"></span>ie <span class="_ _26"> </span>powo<span class="_ _8"></span>łania <span class="_ _26"> </span>do <span class="_ _1d"> </span>składu <span class="_ _26"> </span>R<span class="_ _8"></span>ady <span class="_ _26"> </span>Nadzorc<span class="_ _8"></span>zej <span class="_ _26"> </span>MIR<span class="_ _8"></span>BUD <span class="_ _1d"> </span>S.A. <span class="_ _26"> </span>pana <span class="_ _26"> </span>R<span class="_ _8"></span>adosława </div><div class="t m0 x2 h8 ybcf ff1 fs3 fc0 sc0 ls0 ws0">Niewiadomskiego.<span class="_ _8"></span> </div><div class="t m0 x2 hc ybd0 ff6 fs4 fc0 sc0 ls0 ws0"> <span class="_ _24"> </span> </div></div></div><div class="pi" ></div></div><div id="pf6d" class="pf w0 h0" ><div class="pc pc6d w0 h0"><img class="bi x4 y2a w3 hcd" alt="" 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tSpnZSUtOVaiouLZ82e07lTx9TUhf8c8eFW29CyWYMh55y6evWaF14ZOXr87PlL1xUWRv9w5Q4ud8nPz//rC2/8d+yMhUvXbcotSEmq3LldgysuOP43/X52M5Pvps1498Nxpfza0KbZGacev/mPrw97e+GSldsOO+Okge3bt93yG/nP+5+M+M8XS1Zk5BUU1q6Z2Ldn62MG9unezSc1AQBEeTnMnD3/vqc/22pilYTYG6++8OXXRtw/9IOVazf9NDh13ciPv7/7yQ9eeuz8U048JoTw3N/fuP3R/2Rl/+xehN/OXvPyyKnnHNfxsfuvSUlJCSF8NXHqzQ+OPPv4rp07tKienJiRmTVn3tKPx31/cPdmLwztOC910bbbcPjBTU449ohDT75lwbINmyfm5OZVrhxf1veyaVPO0affOH7Kis1TVqfnzl2c+a//zvlNj4ZDH7ysc6eOJdOnTp+z7RpDCCcf0XrLKH9t5PjPvl667bBO7VtsjvKRo96/7t7hK9M2bTE/7eMvFt/zl0/6dWtwUPcWDkcAAFG+i269+89DX/261FkbNxUOuealj2vXvP/JNz+dsKTUMQWFxa++MyM3//E3Xrj/x1DNyH3qtYkhTNxy2MHdm21nGx5+4qUti3yH7njwxS2LfEtfTPnh6HMfnPDew7/shexjPv9iyDUvFxaV/qimL79bOWH6SocjAMD+aXfvvpKbX/T06xO3MyC/oPjEC54sq8g3G/HR3CVLlu7aNuTlFb741qSdesmo0fO3M3fNutxLb3jyF9zLWVlZl9/yYllFXqK42NEIACDKd0k0GoqLo9sfsyF7x4/PLC6Ojh0/ade2YfLM1RlZ+b/sfvl0wpIvvvz6F1lUNBodctkfFywv/UR+XGykerVKkYhDEQBAlO8FVqxK37UXFhTu9EnmSCQ8dc+pE965o1fHumWN+eCTCb/I97VkydIPPl9Y+t6PCR+9fsOqma8/fPNxjkUAAFG+61KSEp7542nzv3jinb9fUa1qmRepH3toy/f/cdWLj5zbqklyqQNyNuX+at/2Hy4//LKLBvfq2X3ce0OP7Nu81DFfT1n0i6xr0rfTy5p18Zk9+x/SJy4u7tr/O/+QHo0cjgAA+6df4IOel57b+5ILzw0hNG/e7NhDx7714extx3RomfLmi/dVrlw5hLApJ/eqe97edkxxNLqbW9KrU91DD25dKyU5c3125w4t5y9cXtbI357945npSpUqXXnhsZ989ddtx0yZs3rTpk27v38mfju3rFlXX3Lmj78bxcQMOqxjWZ89BQBAlO9AndrVN39dtUrpdyE884SeJUUeQkhIqPS/+E4eueW466+6cMsp8599pazBlSr9tA1tW5d+L8LsnMJvp0zb/Q2bu3BVqdMb1K7apk2rn96J2DiHIwDA/ulXuqa8ckL8/3T5taonXHXZb3fttdWrJ5fZ0/MX7/62rVhV+kc8WzSu7vgDACDsVR/03B2d2tTZ8uT3TomPjy/r5icbs3+By9wz15e+kOSkyo4/AAD2nShPrrbrgRsTE1NWlFdL3N1ujkaj+WXcHCbiPogAAOxLUb6b3VzWR0wb1Kv9Syy/9Om5eYV2PgAAojyEEHJzc0vt5kgktG3dcjfLOxKJJFQqfSevXZdt5wMAsP9GeUHBTw8ZXbR4Walj6teq2qpVmVGeV1C05dIWLl1X1sjaNauWOn3+koyNGzdu/mN2do7DEQBAlO9H5ny/YPPXH4+ZWOqYvj2abuey7wlTln81YVIIYdmy5ceedeOSlRvLGtm2ZekPDc3NL359+DslXxcXF38wdpbDEQBg/7Sf3hv7waFv9z6oe2xs7L/+/eGfX/q81DGnHtc7hFAprvRdlLkx/9AzHjmgcfIPadk5eUXbWVe/A9uW+kClEMJtf3o3Eok0aVRv2Ntjp8xe43AEABDl+5FJM1Y37nFJCJHCotIvBm/WoNrJJxwVQmjUsO52lrNg+YYdruuUEwbe/uh/snNK+Vjnxk2FV9490lEIALCf278uX9nyapTColBWkYcQHr3z7Pj4+BDCQb26V6u6419denUss90bNKj/9gtXVk7Ywa6OjXWHRACA/dT+dab8lkv6P/r38UVlt3iJvt0anHLiMSVfJyYmDuzbctSn87YzvkpC7AVn9f/mrhFlDRhw2CFnHfPZK6Omb2chh/RsNHbSckckALBXWbysgl1hu2JV+tLlaXtm3bv6FJo+PdvuR1GeXK3S9Vee17pl45seGLFuQ35Zw3p3afDcY1dtOeXWq8/6asqja9aV/mDOTq1q/mPoNUuX/bD9td9728Xjv7l94fKsUufWrlH5zuvOHnvOY/7mA+wb0tLXZ2/Kq1jbPOGbuRVrg1MXr/o+dUXF2uaxX81cnZbpLwhbefXpa3ciypOqJbZqkrzt9BrJ1TZ/Xa92cqljUqon/RTHSaUvp2ZKUgghqVrVUufWq50cQkisWqXUuQ3rVS91w7YcfPG5h6SkpJw3+LQzTzvuH6+P/MuLn6Yu+9kV4R0PqHn3DaduPke+Wc8e3eZ//cIjT774zKtfrs/+8V6KleJi2jSrcdqx3W+46vyqVaumr8sodcOqJf54P8RGjRp++d5jz/9jxLB3vpm7KGPzgHYtUk4c2OnSC05LTk5q1bR6KTc8j0Ti4mIdrOwnsjflpqVvqFjbPGfesswNFemxA+syN0745vuKtZNnz1s2Y84Sf0GAfVikzKdZ7uuKi4vnzUtdsmxFbm5+rZrVW7dqWbdunch2/6dDbm7uvPkLNmzIqlw5odUBLWrUqLEL641Go4sWLV61Oi0SiTRu1KBx40aRyO5eTV5YWLR8ZXrF2v8/rFq3ZEVaxdrmSVPmr123vgJtcFr6htHjp/sxBwB7uVefvnb/jfJ9yeJla1r3udx+AACooFEeYy8AAMCeFWcXAACwz6hfp8Zh/TpVrG1u1qiOKAcAQgjhiEO61KmVXIE2uHbN6gf1aF3h2qth/ZoVa5sbN6jlnhO/AlEOsFs6t2/WsW2TirXNxw7sVbE2uEZyYvvWjSvWNtepVT2xaoK/IIAoZ69WEf/XUtsDGh/Qon7F2uY+PdtWrA1OrFq5Yp2oA4BfhLuvAADAHrbTd18ZPWb8KUNuadx1SELT0xp2Hnzm+bctXrwkhHDSuTc17Dy4UZfBB/Q675gzr//m26khhHnzUht2HnzXfUNLXpubm9uy53kNOw+e+t30wsLCNgefX/KSVgf+7uTBN8+d+9Oj7K+95ZGGnQe363NBXt7Wj0N7fdjbDTsPvvSa+0r++NfnX2/Z83enDLll828X/Y+7smHnwaf/7tbNL3nquVcbdh5csq6u/S+67Nr7581LLSoqatp9SMPOg7+e+E2Pwy8pGbD5v2bdf5uf/+NTP08458aGnQcPPOWazQucMnVaydK2/JUmGo0+9/c3+hx9eY3WZya1PKP7YZc8/MTzRUVF8+cvaNh5cJOuQ6ZMnVYy8rpbH2nYefDQZ18pedVZF9zeqMvgN4b/u2TuG8P/XbIN02fMcoACAIjyrY35/Ivjz//Le2NT27SodelZB/bo2ODDcQs++3xiCCFzQ07GhryLzup95G/afP3dipMvfCw7O7uwqDAtI3fjptzN2bo2MzctI7egoLDk64RKsRed1fuw3i1HT1h08vkPlnRwXl7eP9+dlpmVt2DZho8+GbvVNuTk5qdl5K7PygkhvDXyP9f88d9pGZseuvP3JY/gmTZ95oRpK9dvzH9vbOqqVatLXpK9KTctI7dNs5SLzupdLTH+xRFTT7ngweLi4rR1P27M0Ye2P2VQx24d6qdl5BYUFp8yqOPJgzrGxMSEEJYsWfrxl4vXb8z/fPLyzb82FBQUpmXkpmXkbLlhDz/x/FX3vD134brjDmtzxjEd16zLvvOJj264/bFWrVq2apqyKj3no8++DiEUFxcP+8+0tIzcN9+dGEJYsGDR2598v2Zd7m/69CxZzqsjxq3bkJeWkTtsxMcOUAAAUb61ex4dHg3h1SfOG/3vPw999Nb3hj+24OtnLjjvjJK5leJi7v3DVc/9+Y5zju+yOj13ytQdP0qwcf3ke/9w1d+fuvvMYzstWJ715YRJIYQPPxqTkZV33/XHtGiUNOzf48p6bWZm5o33vRVCuPuao9q1bVMycdjIjxOrxP7r2cuKi6Nvvv3hluMPObj1vX+46tWnbwohzFuyfsWKHzbPevCe6555/PZLhwwKIdSvnfjM47f/5ZFb4+LiQgjDR/43JhJG/u3yhPjY4SM/2mobJk769uEn/hZC2LBhwyPPjW7bvHrqhL++8cL9Lz1zz8LJL/Xt1uC54ZOXLl328B3nRSJh/KR5IYTJ30xNX59XIyl+yuw1a9euHffVNyGEdi1SmjVrGkJYuXLV55OXXXha9xDCW+9PLS4udowCAIjyn0Sj0alz1rRpVuOcM0/a/GT4Uh9Nv3ptVmxspE3rA8q/8PyCwhBC5YSEEMLocVMTKsVecfG5fXo0GztxcWFh4bbj09Zl33n/syvXbmrdrPrVl5+3efroL7/v1q7esUcf0bJx8ugvZpW2oh8vSilp7h0a/eXs1s1Sjh40oHObWp999f3Pd0jksDMf/uqb1BDC7DnzsnOKBh3SrlatWiVzExISjhvYtago+u13M/v2OahB7aqz5q2JRqOTpsyqWjnujquOKiyKTvlu5ozZi0IIvTr/eFeBseMnFhVFzzvrqK5tay9dlT1//gLHKACAKP9JXl5eTl5R/TrVSv748adj733omXsfeuaD/47+sXcLiy+79v7jz77hg89TTx/Uvl69ujtc5qq1G4c++8ptdz/5/tj5Tesn9ujeJYQw5uvUAzvXq1KlSt9ebddm5r76xtvbvnDcN8ufG/5NTEz4/Vn94uPjSyZOnzFrVuq6vj0PCCH06d50wpTl69ev3/ySydMWD332levv/FsIoUWjpLp16+x481atnjxjZZ/uTUMIfXu0nDJ7TUZGRkFBwfsff1kyoFu7On+49uwQwrqM9SGEOrWrb/nyurVqhBDWZWwIIfTs1HBVes6s2XMmT03t2bH+OacfVyUhdvLUudPn/hBCOLBbq5KXfPbFtGpV47p17XTdxUeHED4d+7VjFABAlP8kPj4+sUpcWvqmkj9OnT7vtbcn3f/MZx98OrFkSjQaZs5b+dEXi5MTKz354NUhhJLLsov+/zUY0Wi0qKg4hBAb++N6F/+QdcMD7z7z+oQOB9R66/nrExISpkyd9v3izGqJCS+8PHx1WmYI4cYH387IyNhqYw7p2ejlRwdHIpFb//TBmyPeDSEUFRVdcM3QgsLiTTl5L7w8PIRI5sb8q295fPNLRn+99IYH3p3+/eqTjmj91vM3xMbu4Db40Wj08huf2LipsDgafeHl4Xn5BXkFRW+/8/G06TMfeX5cCCESiX75wdMHH9QzhJBSIzmEkLZ2/ZZLSEtfH0KomZIcQjjqsK7FxdEn/vrWp18tGHRoh7p16/Tt0fj90dO/nbUyhHD0wH4hhIyMjFEfz2lYN/G1YaM2ZuckVokd/o4oBwAQ5VsOjYk5pn+rmanp9zzwVF5e3i3XX5I6+ZVKcT9du5JQKebz/ww9ZWCbdRvy73/sxRBCk8aNEuJjx09amJWVFUIY8/lX+YXR2NhI82Y/Pmijd5cGBctHbljw1hcfPNOzR7cQwj9HfBxCmDF39QND33/pzQlVEmKzsgtGjNr6Yu66taoNOefUS87sFUK49cERGzduHD1m/PR5a+MrxYz6eOYDQ98fM2FBbGxk2PuzZsz88SKWWy/tX7B85Irpb4x45eFuXTvv8Pv9dsp3741NjYuNfDJ+/gND339v9JxKcTHD3vmqZYtmbz590eZ9UvJFzx5d69eq8ub70yZ8Pbnklizz5qW+/NZXiVXiDjukdwjhqCP6RSLh9XdnpGXkHn1E3xDCoP6dJs9cnZ1TdEz/Fi1btgghXH3LE5kb8zPW5z0w9P2Hnv4wLiZm4oxVn4we6zAFABDlP3nk7ssa1an6wLNjuxx66Znn39mlQb8AABx4SURBVNb7qMsLCqMxkZ8WEhsb+8YLf+zcutYLb37zzn/+m5iYeMlZvWbMT2/c/aJeR1x65hV/CyGcf2q3zRdebyU/P3/EB9M7tExZPPW1kv9uuWxACGHYqAmljr/39ks7tExZvib7wcdeGPb2mBDCkBO7bH7tkX2bR6Nh+MhPdm3XDBv5aQjh+MNabV7gGUe3H//t8vmpCxvUrxNCiEYjvY+6/OBBlx086LLpM2b9+d5z0tfn9T/94Y6/+X3X/hd1HHBL6rL1D950Qs2aNUMIzZs3a9s8JRoN9WtV6dqlUwhh0IDeIYTY2MhDd/w+hDBj5qw3P5wdFxuZMXZoyepGvHBVNBouvunFnJwcRyoAwD4s9p577in/6OrVq5976iENa0Vyc3OXrVpfrWr86Ud3vuW68xMTE2fPnp2SHH/WqUfGxsa2a1lr5cofps9eMuCQbicdf0Ry5Zz8/JyCwqLe3ZrcfuVxN1x1fsmlI1O+ndKxbYNBR/TbvPz/fjxmyfKVlww+omvn9iVTmjSsvWjRwri4yEnH/HjteFramvT0tIO6HXBI315VqlQ555T+y5cs+GHN+uLiaLNGyddddlqjhg1KXlureqW16WsS4uN6dGmdlZXZv3fHrl06bPntTP5mcssmNU44qk/J9eWZmZkrfljeuW3D44/uH0IYMWp03VpVrrnkpBbNm5aMr1crccWKFatWp/U7uOuChQsOaFqjapX4kv+OOrzX4Yf2G9C7eXxMbm5ufkJ87GEHt7z/5tPPOfOkzasrys+MFuedekz3/v0ODCHUrl1r7uwZfbs3vWDIqSGEz8dPzMrKPPnITiccO6BkfKOGDebPm5WclNCpbaOGDeo7WAEA9lWe6AkAAHtYjF0AAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAwP9K3HbmNT/2LjsIAAC2b/EHf/wfRvmSOcvsYgAA2I7oopd3fyEuXwEAgD1MlAMAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAgIolEo1G7QUAANiDnCkHAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAIBdFLedeVlZWXYQ7OeSkpL8KACA7f9bufsLcaYcAAD2MFEOAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAoOKKRKNRewEAAPYgZ8oBAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAGAXxW1nXlZWlh0E+7mkpCQ/CgBg+/9W7v5CnCkHAIA9TJQDAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAqLjiSp0aiUTsGgAAKI9oNLqbS4js/iIAAIDd4fIVAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAAES5XQAAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAoMKL28685sfeZQcBALB/WvzBH/eKKF8yZ5k3AwCA/VB00cu/5upcvgIAAHuYKAcAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAACw94tEo9Gy5mVlZdlBwA4lJSX5cQHAvvev26+5OmfKAQBgDxPlAAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AACwiyLRaNReAACAPciZcgAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAAFAxxW1nXlZWlh0E7FBSUpIfFwDse/+6/Zqrc6YcAAD2MFEOAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAoOKKRKNRewEAAPYgZ8oBAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwBAxRS3nXlZWVl2ELBDSUlJflwAsO/96/Zrrs6ZcgAA2MNEOQAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAA7KJINBq1FwAAYA9yphwAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AABUTHGlTo1EInYNAAD7s2g0+qutK/JrrgwAANiWy1cAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoB+D/tWvHJhEFURhGuTDpdGCyPZhbgWALW9mWIFiBnWwHJlPANRgYDH0g7zrsOclkPvhNPi4LAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAAIhyEwAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAALCbNp+4XG0BAABL3m+nfculHAAAiolyAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAADwP0VmWgEAAAq5lAMAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAAAc0OYzxrAFAAAsvffTvuVSDgAAxUQ5AACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAA2FNkphUAAKCQSzkAAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAHNTmM8awBQAALL33077lUg4AAMVEOQAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAAAcFJlpBQAAKORSDgAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAIAoNwEAAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAgG20+cTlagsAAPilvN/+8K+5lAMAQDFRDgAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAAHBAZKYVAACgkEs5AACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAADYS5vPGMMWAACw9N5P+5ZLOQAAFBPlAAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAAHBQZKYVAACgkEs5AACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAID9tflEhC0AAGp9vr0aYXl5/3i4KM9M/3gAgFpfT89GeEx+vgIAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAAPDDN/6m+LS9b2PHAAAAAElFTkSuQmCC"/><div class="c x0 y1 w2 h0"><div class="t m0 x105 h6 y991 ff4 fs2 fc2 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI GRUPY KAPITAŁOWEJ <span class="ff3">MIRBUD ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc3"> </span></span></div><div class="t m0 x6 h4 y992 ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y2d wda h7"><div class="t m0 x2e h8 y2e ff2 fs3 fc2 sc0 ls0 ws0">Grupa Kapitałowa MIR<span class="_ _8"></span>BUD<span class="ff1"> <span class="ls6">| <span class="_ _8"></span></span></span>Zarząd i Rada Nadz<span class="_ _8"></span>orcza oraz z<span class="_ _8"></span>miany w organach </div><div class="t m0 x19a h8 y2f ff2 fs3 fc2 sc0 ls0 ws0">nadzorujących i zarządzaj<span class="_ _8"></span>ących w Spółkac<span class="_ _8"></span>h Grupy<span class="_ _8"></span><span class="ff1"> </span></div></div><div class="c x9 y2d wdb h7"><div class="t m0 xa h4 y30 ff3 fs1 fc4 sc0 ls0 ws0">109 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h4 y31 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hc ya20 ff6 fs4 fc0 sc0 ls0 ws0">JHM DEVELOPMENT S.A. </div><div class="t m0 x2 h8 ybbb ff2 fs3 fc0 sc0 ls0 ws0">Zarząd <span class="_ _0"></span>JHM <span class="_ _3"></span>DEVELO<span class="_ _8"></span>PM<span class="ff1">ENT S.A. <span class="_ _3"></span>w <span class="_ _3"></span>okres<span class="_ _8"></span>ie <span class="_ _3"></span>od 01.01.2021 <span class="_ _3"></span>d<span class="_ _8"></span>o <span class="_ _3"></span>31.<span class="_ _8"></span><span class="ls11">12</span>.2021 <span class="ff2">nie <span class="_ _3"></span>uległ <span class="_ _3"></span>z<span class="_ _8"></span>mianie <span class="_ _3"></span>i pełnił <span class="_ _3"></span>obowiązki </span></span></div><div class="t m0 x2 h8 ybbc ff1 fs3 fc0 sc0 ls0 ws0">w <span class="ff2">następującym sk<span class="_ _8"></span>ładzie:</span> </div><div class="t m0 x2 h2b ybd1 ff8 fs2 fc0 sc0 ls0 ws0">Tabela: Skład Zarządu JHM DEVELOPMENT S.A. w okresie 01.01.202<span class="ff7">1 <span class="_ _8"></span></span>–<span class="ff7"> 31.<span class="lsb">12</span>.2021 <span class="ls3f">r.</span> </span></div></div><div class="c xa7 ybd2 w17b hc1"><div class="t m0 xb8 h2f yb2 ff2 fs5 fc4 sc0 ls0 ws0">Zarząd<span class="ff1"> </span></div></div><div class="c xa7 ybd3 w17c h10c"><div class="t m0 x12a h2f ybd4 ff1 fs5 fc0 sc0 ls0 ws0">Biskupska Reg<span class="_ _0"></span>ina </div></div><div class="c x87 ybd3 w17d h10c"><div class="t m0 x12a h2f ybd4 ff2 fs5 fc0 sc0 ls0 ws0">Prezes Zarządu<span class="ff1"> </span></div></div><div class="c xa7 y8e3 w17c h10c"><div class="t m0 x12a h2f yb57 ff1 fs5 fc0 sc0 ls0 ws0">Mirgos Jerzy </div></div><div class="c x87 y8e3 w17d h10c"><div class="t m0 x12a h2f yb57 ff2 fs5 fc0 sc0 ls0 ws0">Wiceprezes Zar<span class="_ _0"></span>ządu <span class="ff1"> </span></div></div><div class="c xa7 y5d8 w17e h10d"><div class="t m0 x12a h2f ybd4 ff2 fs5 fc0 sc0 ls0 ws0">Siedlarski Sławom<span class="_ _0"></span>ir<span class="ff1"> </span></div></div><div class="c x87 y5d8 w17f h10d"><div class="t m0 x12a h2f ybd4 ff2 fs5 fc0 sc0 ls0 ws0">Członek Zarządu <span class="ff1"> </span></div></div><div class="c xa7 ybd5 w17c h10c"><div class="t m0 x12a h2f ybd4 ff1 fs5 fc0 sc0 ls0 ws0">Kaja Mirgos-Kwia<span class="_ _0"></span>tkowska </div></div><div class="c x87 ybd5 w17d h10c"><div class="t m0 x12a h2f ybd4 ff2 fs5 fc0 sc0 ls0 ws0">Członek Zarządu<span class="_ _0"></span><span class="ff1"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h8 y119 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y43f ff2 fs3 fc0 sc0 ls0 ws0">Skład Rady Nadzorcz<span class="_ _8"></span>ej Spółki przedstaw<span class="_ _8"></span>ia poniższa tabela:<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h2c ybd6 ff8 fs5 fc0 sc0 ls0 ws0">Tabela: Skład Ra<span class="_ _0"></span>dy Nadzorczej<span class="_ _3"></span> <span class="_ _8"></span>JHM DEVELO<span class="_ _0"></span>PMENT S.A.<span class="_ _0"></span> w okresie 01.01<span class="_ _0"></span>.202<span class="ff7">1 </span>–<span class="ff7"> 31.<span class="ls16">12</span>.2021 <span class="ls17">r.</span> </span></div></div><div class="c xa7 y5be w180 h10e"><div class="t m0 x19b h2f y80b ff1 fs5 fc4 sc0 ls0 ws0">Rada Nadzorcza </div></div><div class="c xa7 ybd7 w181 h10f"><div class="t m0 x46 h2f ybd8 ff2 fs5 fc0 sc0 ls0 ws0">Kosonóg Wiesław<span class="_ _0"></span><span class="ff1"> </span></div></div><div class="c x140 ybd7 w182 h10f"><div class="t m0 x46 h2f ybd8 ff2 fs5 fc0 sc0 ls0 ws0">Przewodniczą<span class="_ _0"></span>cy Rady Nadzor<span class="_ _0"></span>czej<span class="ff1"> </span></div></div><div class="c xa7 ybd9 w181 h10f"><div class="t m0 x46 h2f ybd8 ff1 fs5 fc0 sc0 ls0 ws0">Borzykowski Walde<span class="_ _0"></span>mar </div></div><div class="c x140 ybd9 w182 h10f"><div class="t m0 x46 h2f ybd8 ff2 fs5 fc0 sc0 ls0 ws0">Zastępca Przewod<span class="_ _0"></span>niczącego R<span class="_ _0"></span>ady Nadzor<span class="_ _3"></span>czej<span class="_ _8"></span><span class="ff1"> (do 26.05.2021r<span class="_ _0"></span>) </span></div></div><div class="c xa7 ybda w181 h110"><div class="t m0 x46 h2f yb57 ff2 fs5 fc0 sc0 ls0 ws0">Niewiadomski Rado<span class="_ _0"></span>sław<span class="ff1"> </span></div></div><div class="c x140 ybda w182 h110"><div class="t m0 x46 h2f yb57 ff2 fs5 fc0 sc0 ls0 ws0">Zastępca przew<span class="_ _0"></span>odniczącego Rad<span class="_ _3"></span>y Nadzorczej (od 27.05.20<span class="_ _0"></span>21)<span class="ff1"> </span></div></div><div class="c xa7 yb5f w181 h10f"><div class="t m0 x46 h2f ybd8 ff1 fs5 fc0 sc0 ls0 ws0">Bujnowska Agnies<span class="_ _3"></span>zka </div></div><div class="c x140 yb5f w182 h10f"><div class="t m0 x46 h2f ybd8 ff1 fs5 fc0 sc0 ls0 ws0">Sekretarz Rad<span class="_ _3"></span>y<span class="_ _8"></span> Nadzorcze<span class="_ _0"></span>j </div></div><div class="c xa7 ybdb w181 h10f"><div class="t m0 x46 h2f ybd8 ff1 fs5 fc0 sc0 ls0 ws0">Zakrzewski And<span class="_ _0"></span>rzej </div></div><div class="c x140 ybdb w182 h10f"><div class="t m0 x46 h2f ybd8 ff2 fs5 fc0 sc0 ls0 ws0">Członek Rady Nad<span class="_ _3"></span>z<span class="_ _8"></span>orczej<span class="ff1"> </span></div></div><div class="c xa7 ybdc w181 h110"><div class="t m0 x46 h2f yb57 ff2 fs5 fc0 sc0 ls0 ws0">Niewiadomski Rado<span class="_ _0"></span>sław<span class="ff1"> </span></div></div><div class="c x140 ybdc w182 h110"><div class="t m0 x46 h2f yb57 ff2 fs5 fc0 sc0 ls0 ws0">Członek Rady Nad<span class="_ _3"></span>z<span class="_ _8"></span>orczej<span class="ff1"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h9 y243 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h35 ybdd ff6 fs1 fc0 sc0 ls0 ws0">KOBYLARNI<span class="_ _0"></span>A S.A. </div><div class="t m0 x2 h8 ybde ff2 fs3 fc0 sc0 ls0 ws0">Skład Zarządu Spółki w ok<span class="_ _8"></span>resie od 0<span class="_ _8"></span>1.01.202<span class="ff1">1 r. <span class="_ _8"></span>do 31.<span class="ls11">12</span>.2<span class="_ _8"></span>021 </span>r. przedstaw<span class="_ _8"></span>iał się na<span class="ff1">s<span class="_ _8"></span></span>tępująco:<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 y8a8 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h2c ybdf ff8 fs5 fc0 sc0 ls0 ws0">Tabela: Skład Zarząd<span class="_ _0"></span>u KOBYL<span class="_ _0"></span>ARNIA S.<span class="_ _0"></span>A. w <span class="ff7">okresie 01.01.2021<span class="_ _0"></span> <span class="ff8">–</span> 31.12.202<span class="_ _0"></span>1 r. </span></div></div><div class="c x2 ybe0 w183 h111"><div class="t m0 x118 h2f ybe1 ff2 fs5 fc4 sc0 ls0 ws0">Zarząd<span class="ff1"> </span></div></div><div class="c x2 y2cd w184 h112"><div class="t m0 x46 h2f y2c6 ff2 fs5 fc0 sc0 ls0 ws0">Michał Niemyt<span class="ff1"> </span></div></div><div class="c x140 y2cd w185 h112"><div class="t m0 x32 h2f y2c6 ff2 fs5 fc0 sc0 ls0 ws0">Wiceprezes Zar<span class="_ _0"></span>ządu<span class="ff1"> </span></div></div><div class="c x2 ybe2 w184 h113"><div class="t m0 x46 h2f y80d ff1 fs5 fc0 sc0 ls0 ws0">Jerzy Mirgos <span class="_ _0"></span> </div></div><div class="c x140 ybe2 w185 h113"><div class="t m0 x32 h2f y80d ff2 fs5 fc0 sc0 ls0 ws0">Członek Zarządu <span class="ff1"> </span></div></div><div class="c x2 y6d6 w184 h2e"><div class="t m0 x46 h2f y158 ff1 fs5 fc0 sc0 ls0 ws0">Karolina Lewand<span class="_ _0"></span>owska </div></div><div class="c x140 y6d6 w185 h2e"><div class="t m0 x32 h2f y158 ff2 fs5 fc0 sc0 ls0 ws0">Członek Zarządu<span class="_ _0"></span><span class="ff1"> </span></div></div><div class="c x2 y186 w184 h114"><div class="t m0 x46 h2f yb2 ff2 fs5 fc0 sc0 ls0 ws0">Sławomir Nowa<span class="_ _0"></span>k<span class="ff1"> </span></div></div><div class="c x140 y186 w185 h114"><div class="t m0 x32 h2f yb2 ff2 fs5 fc0 sc0 ls0 ws0">Członek Zarządu<span class="_ _0"></span><span class="ff1"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h8 y10a ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 ybe3 ff2 fs3 fc0 sc0 ls0 ws0">Skład Rady Nadzorcz<span class="_ _8"></span>ej Spółki <span class="ff1">w<span class="_ _8"></span> okresie od 01.01.202<span class="_ _8"></span>1 r. do 31.<span class="_ _8"></span><span class="ls11">12</span>.2021 </span>r. przed<span class="_ _8"></span>stawiał się na<span class="ff1">s<span class="_ _8"></span></span>tępująco:<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h2b ybe4 ff7 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h2c y229 ff8 fs5 fc0 sc0 ls0 ws0">Tabela: Skład Ra<span class="_ _0"></span>dy Nadzorczej<span class="_ _3"></span> <span class="_ _8"></span>KOBYLARN<span class="_ _0"></span>IA S.A.  w o<span class="_ _0"></span>kresie 01.0<span class="_ _0"></span>1.2021 –<span class="ff7"> 31.12.2021 r. </span></div></div><div class="c x2 y7e0 w186 h77"><div class="t m0 x19c h2f y4ff ff1 fs5 fc4 sc0 ls0 ws0">Rada Nadzorcza </div></div><div class="c x2 ybe5 w187 hc2"><div class="t m0 x46 h2f y9cf ff2 fs5 fc0 sc0 ls0 ws0">Paweł Korzeniow<span class="_ _0"></span>ski<span class="ff1"> </span></div></div><div class="c x18a ybe5 w188 hc2"><div class="t m0 x46 h2f y9cf ff1 fs5 fc0 sc0 ls0 ws0"> <span class="ff2">Przewodnic<span class="_ _0"></span>zący Rady Nadzor<span class="_ _3"></span>c<span class="_ _8"></span>zej<span class="ff1"> </span></span></div></div><div class="c x2 ybe6 w187 h51"><div class="t m0 x46 h2f ybe7 ff2 fs5 fc0 sc0 ls0 ws0">Anna Więzows<span class="_ _0"></span>ka<span class="ff1"> </span></div></div><div class="c x18a ybe6 w188 h51"><div class="t m0 x46 h2f ybe7 ff1 fs5 fc0 sc0 ls0 ws0"> <span class="ff2">Członek Rady Na<span class="_ _0"></span>dzorczej<span class="ff1"> </span></span></div></div><div class="c x2 ybe8 w187 h115"><div class="t m0 x46 h2f y15b ff1 fs5 fc0 sc0 ls0 ws0">Agnieszka Bujno<span class="_ _0"></span>wska </div></div><div class="c x18a ybe8 w188 h115"><div class="t m0 x46 h2f y15b ff1 fs5 fc0 sc0 ls0 ws0"> Sekretarz Rad<span class="_ _0"></span>y Nadzorczej </div></div></div><div class="pi" ></div></div><div id="pf6e" class="pf w0 h0" ><div class="pc pc6e w0 h0"><img class="bi x4 y2a w3 hcd" alt="" 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Tq1k5KStn2V4uLiOXPnde7UMTV18T+Hf7TdNrRs1mDIOaeuXbvuxVdHjJkwd+HyDYWF0T9euYvLXfLz8//64pv/HTdr8fINW3ILUpIqd27X4IoLjv9Nv5/czOTbGbPe/2h8KT82tGl2xqnHb/3tG2+9u3jZ6h2HnXHSwPbt2277jfxn1KfD//PFslUZeQWFtWsm9u3Z+piBfbp380lNAABRXg6z5y68/5nPtptYJSH2xqsvfOX14Q8M/XD1+i0/Dk7dMOKT7+5+6sOXHz//lBOPCSE8//c3b3/sP1nZP7kX4Tdz170yYvo5x3V8/IFrUlJSQghfTZp+80Mjzj6+a+cOLaonJ2ZkZs1bsPyT8d8d3L3Zi0M7LkhdsuM2HH5wkxOOPeLQk29ZtGLT1ok5uXmVK8eX9b1s2ZJz9Ok3Tpi2auuUtem585dm/uu/837To+HQhy7r3KljyfTpM+ft+IohhJOPaL1tlL8+YsJnXy/fcVin9i22RvmIkaOuu3fY6rQt28xP++SLpff85dN+3Roc1L2FwxEAQJTvoVvv/vPQ174uddbmLYVDrnn5k9o1H3jq7dETl5U6pqCw+LX3ZuXmP/Hmiw/8EKoZuU+/PimESdsOO7h7s51swyNPvrxtke/SHQ+9tG2Rb+uLad8ffe5DEz945Oe9kH3s518MueaVwqLSH9X05berJ85c7XAEAPh12tu7r+TmFz3zxqSdDMgvKD7xgqfKKvKthn88f9my5Xu2DXl5hS+9M3m3Fhk5ZuFO5q7bkHvpDU/9jHs5Kyvr8lteKqvISxQXOxoBAET5HolGQ3FxdOdjNmXv+vGZxcXRcRMm79k2TJm9NiMr/+fdL6MnLvviy69/llVFo9Ehl923aGXpJ/LjYiPVq1WKRByKAACifD+wak36ni1YULjbJ5kjkfD0PadOfO+OXh3rljXmw08n/izf17Jlyz/8fHHpez8mfPzGDWtmv/HIzcc5FgEARPmeS0lKePa+0xZ+8eR7f7+iWtUyL1I/9tCWo/5x1UuPntuqSXKpA3K25P6ffdt/vPzwyy4a3Ktn9/EfDD2yb/NSx3w9bcnP8lqTv5lZ1qyLz+zZ/5A+cXFx1/7h/EN6NHI4AgD8Ov0MH/S89Nzel1x4bgihefNmxx467p2P5u44pkPLlLdfur9y5cohhC05uVfd8+6OY4qj0b3ckl6d6h56cOtaKcmZG7M7d2i5cPHKskb+9uwfzkxXqlTpyguP/fSrv+44Ztq8tVu2bNn7/TPpm/llzbr6kjN/+NkoJmbQYR3L+uwpAACifBfq1K6+9euqVUq/C+GZJ/QsKfIQQkJCpf/Fd/LoLcddf9WF205Z+NyrZQ2uVOnHbWjbuvR7EWbnFH4zbcbeb9j8xWtKnd6gdtU2bVr9+E7ExjkcAQB+nf6PrimvnBD/P11/reoJV1322z1btnr15DJ7euHSvd+2VWtK/4hni8bVHX8AAIT96oOee6NTmzrbnvzeLfHx8WXd/GRz9s9wmXvmxtJXkpxU2fEHAMAvJ8qTq+154MbExJQV5dUS97abo9Fofhk3h4m4DyIAAL+kKN/Lbi7rI6YN6tX+OdZf+vTcvEI7HwAAUR5CCLm5uaV2cyQS2rZuuZflHYlEEiqVvpPXb8i28wEA+PVGeUHBjw8ZXbJ0Ralj6teq2qpVmVGeV1C07doWL99Q1sjaNauWOn3hsozNmzdv/W12do7DEQBAlP+KzPtu0davPxk7qdQxfXs03cll3xOnrfxq4uQQwooVK48968ZlqzeXNbJty9IfGpqbX/zGsPdKvi4uLv5w3ByHIwDAr9Ov9N7YDw19t/dB3WNjY//174/+/PLnpY459bjeIYRKcaXvoszN+Yee8egBjZO/T8vOySvayWv1O7BtqQ9UCiHc9qf3I5FIk0b13np33LS56xyOAACi/Fdk8qy1jXtcEkKksKj0i8GbNah28glHhRAaNay7k/UsWrlpl691ygkDb3/sP9k5pXysc/OWwivvHuEoBAD4lft1Xb6y7dUohUWhrCIPITx259nx8fEhhIN6da9Wddc/uvTqWGa7N2hQ/90Xr6ycsItdHRvrDokAAL9Sv64z5bdc0v+xv08oKrvFS/Tt1uCUE48p+ToxMXFg35YjRy/YyfgqCbEXnNV/6l3Dyxow4LBDzjrms1dHztzJSg7p2Wjc5JWOSABgv7J0RQW7wnbVmvTlK9P2zWvv6VNo+vRs+yuK8uRqla6/8rzWLRvf9ODwDZvyyxrWu0uD5x+/atspt1591lfTHlu3ofQHc3ZqVfMfQ69ZvuL7nb/6vbddPGHq7YtXZpU6t3aNynded/a4cx73Jx/glyEtfWP2lryKtc0Tp86vWBucunTNd6mrKtY2j/tq9tq0TH9A2M5rz1y7G1GeVC2xVZPkHafXSK629et6tZNLHZNSPenHOE4qfT01U5JCCEnVqpY6t17t5BBCYtUqpc5tWK96qRu27eCLzz0kJSXlvMGnnXnacf94Y8RfXhqduuInV4R3PKDm3TecuvUc+VY9e3Rb+PWLjz710rOvfbkx+4d7KVaKi2nTrMZpx3a/4arzq1atmr4ho9QNq5b4w/0QGzVq+OUHj7/wj+FvvTd1/pKMrQPatUg5cWCnSy84LTk5qVXT6qXc8DwSiYuLdbDyK5G9JTctfVPF2uZ5C1ZkbqpIjx3YkLl54tTvKtZOnrtgxax5y/wBAX7BImU+zfKXrri4eMGC1GUrVuXm5teqWb11q5Z169aJ7PR/OuTm5i5YuGjTpqzKlRNaHdCiRo0ae/C60Wh0yZKla9amRSKRxo0aNG7cKBLZ26vJCwuLVq5Or1j7//s1G5atSqtY2zx52sL1GzZWoA1OS980ZsJMf80BwH7utWeu/fVG+S/J0hXrWve53H4AAKigUR5jLwAAwL4VZxcAAPCLUb9OjcP6dapY29ysUR1RDgCEEMIRh3SpUyu5Am1w7ZrVD+rRusK1V8P6NSvWNjduUMs9J/4PiHKAvdK5fbOObZtUrG0+dmCvirXBNZIT27duXLG2uU6t6olVE/wBAUQ5+7WK+L+W2h7Q+IAW9SvWNvfp2bZibXBi1coV60QdAPws3H0FAAD2sd2++8qYsRNOGXJL465DEpqe1rDz4DPPv23p0mUhhJPOvalh58GNugw+oNd5x5x5/dRvpocQFixIbdh58F33Dy1ZNjc3t2XP8xp2Hjz925mFhYVtDj6/ZJFWB/7u5ME3z5//46Psr73l0YadB7frc0Fe3vaPQ3vjrXcbdh586TX3l/z2ry+80bLn704ZcsvWny76H3dlw86DT//drVsXefr51xp2HlzyWl37X3TZtQ8sWJBaVFTUtPuQhp0Hfz1pao/DLykZsPVXs+6/zc//4amfJ5xzY8POgweecs3WFU6bPqNkbdv+SBONRp//+5t9jr68Ruszk1qe0f2wSx558oWioqKFCxc17Dy4Sdch06bPKBl53a2PNuw8eOhzr5YsddYFtzfqMvjNYf8umfvmsH+XbMPMWXMcoAAAonx7Yz//4vjz//LBuNQ2LWpdetaBPTo2+Gj8os8+nxRCyNyUk7Ep76Kzeh/5mzZff7vq5Asfz87OLiwqTMvI3bwld2u2rs/MTcvILSgoLPk6oVLsRWf1Pqx3yzETl5x8/kMlHZyXl/fP92dkZuUtWrHp40/HbbcNObn5aRm5G7NyQgjvjPjPNff9Oy1jy8N3/r7kETwzZs6eOGP1xs35H4xLXbNmbcki2Vty0zJy2zRLueis3tUS418aPv2UCx4qLi5O2/DDxhx9aPtTBnXs1qF+WkZuQWHxKYM6njyoY0xMTAhh2bLln3y5dOPm/M+nrNz6Y0NBQWFaRm5aRs62G/bIky9cdc+78xdvOO6wNmcc03Hdhuw7n/z4htsfb9WqZaumKWvScz7+7OsQQnFx8Vv/mZGWkfv2+5NCCIsWLXn30+/Wbcj9TZ+eJet5bfj4DZvy0jJy3xr+iQMUAECUb++ex4ZFQ3jtyfPG/PvPQx+79YNhjy/6+tkLzjujZG6luJh7/3jV83++45zju6xNz502fdePEmxcP/neP17196fvPvPYTotWZn05cXII4aOPx2Zk5d1//TEtGiW99e/xZS2bmZl54/3vhBDuvuaodm3blEx8a8QniVVi//XcZcXF0bff/Wjb8Ycc3PreP1712jM3hRAWLNu4atX3W2c9dM91zz5x+6VDBoUQ6tdOfPaJ2//y6K1xcXEhhGEj/hsTCSP+dnlCfOywER9vtw2TJn/zyJN/CyFs2rTp0efHtG1ePXXiX9988YGXn71n8ZSX+3Zr8PywKcuXr3jkjvMikTBh8oIQwpSp09M35tVIip82d9369evHfzU1hNCuRUqzZk1DCKtXr/l8yooLT+seQnhn1PTi4mLHKACAKP9RNBqdPm9dm2Y1zjnzpK1Phi/10fRr12fFxkbatD6g/CvPLygMIVROSAghjBk/PaFS7BUXn9unR7Nxk5YWFhbuOD5tQ/adDzy3ev2W1s2qX335eVunj/nyu27t6h179BEtGyeP+WJOaS/0w0UpJc29S2O+nNu6WcrRgwZ0blPrs6++++kOiRx25iNfTU0NIcydtyA7p2jQIe1q1apVMjchIeG4gV2LiqLffDu7b5+DGtSuOmfBumg0OnnanKqV4+646qjCoui0b2fPmrskhNCr8w93FRg3YVJRUfS8s47q2rb28jXZCxcucowCAIjyH+Xl5eXkFdWvU63kt5+MHnfvw8/e+/CzH/53zA+9W1h82bUPHH/2DR9+nnr6oPb16tXd5TrXrN889LlXb7v7qVHjFjatn9ije5cQwtivUw/sXK9KlSp9e7Vdn5n72pvv7rjg+Kkrnx82NSYm/P6sfvHx8SUTZ86aMyd1Q9+eB4QQ+nRvOnHayo0bN25dZMqMpUOfe/X6O/8WQmjRKKlu3Tq73rw1a6fMWt2ne9MQQt8eLafNXZeRkVFQUDDqky9LBnRrV+eP154dQtiQsTGEUKd29W0Xr1urRghhQ8amEELPTg3XpOfMmTtvyvTUnh3rn3P6cVUSYqdMnz9z/vchhAO7tSpZ5LMvZlSrGteta6frLj46hDB63NeOUQAAUf6j+Pj4xCpxaelbSn47feaC19+d/MCzn304elLJlGg0zF6w+uMvliYnVnrqoatDCCWXZRf9/2swotFoUVFxCCE29ofXXfp91g0Pvv/sGxM7HFDrnReuT0hImDZ9xndLM6slJrz4yrC1aZkhhBsfejcjI2O7jTmkZ6NXHhsciURu/dOHbw9/P4RQVFR0wTVDCwqLt+TkvfjKsBAimZvzr77lia2LjPl6+Q0Pvj/zu7UnHdH6nRduiI3dxW3wo9Ho5Tc+uXlLYXE0+uIrw/LyC/IKit5975MZM2c/+sL4EEIkEv3yw2cOPqhnCCGlRnIIIW39xm3XkJa+MYRQMyU5hHDUYV2Li6NP/vWd0V8tGnRoh7p16/Tt0XjUmJnfzFkdQjh6YL8QQkZGxshP5jWsm/j6WyM3Z+ckVokd9p4oBwAQ5dsOjYk5pn+r2anp9zz4dF5e3i3XX5I65dVKcT9eu5JQKebz/ww9ZWCbDZvyH3j8pRBCk8aNEuJjJ0xenJWVFUIY+/lX+YXR2NhI82Y/PGijd5cGBStHbFr0zhcfPtuzR7cQwj+HfxJCmDV/7YNDR7389sQqCbFZ2QXDR25/MXfdWtWGnHPqJWf2CiHc+tDwzZs3jxk7YeaC9fGVYkZ+MvvBoaPGTlwUGxt5a9ScWbN/uIjl1kv7F6wcsWrmm8NffaRb1867/H6/mfbtB+NS42Ijn05Y+ODQUR+MmVcpLuat975q2aLZ289ctHWflHzRs0fX+rWqvD1qxsSvp5TckmXBgtRX3vkqsUrcYYf0DiEcdUS/SCS88f6stIzco4/oG0IY1L/TlNlrs3OKjunfomXLFiGEq295MnNzfsbGvAeHjnr4mY/iYmImzVrz6ZhxDlMAAFH+o0fvvqxRnaoPPjeuy6GXnnn+baSfYM8AABvsSURBVL2PurygMBoT+XElsbGxb754X+fWtV58e+p7//lvYmLiJWf1mrUwvXH3i3odcemZV/wthHD+qd22Xni9nfz8/OEfzuzQMmXp9NdLft1y2YAQwlsjJ5Y6/t7bL+3QMmXluuyHHn/xrXfHhhCGnNhl67JH9m0ejYZhIz7ds13z1ojRIYTjD2u1dYVnHN1+wjcrF6YublC/TgghGo30PurygwdddvCgy2bOmvPne89J35jX//RHOv7m9137X9RxwC2pKzY+dNMJNWvWDCE0b96sbfOUaDTUr1Wla5dOIYRBA3qHEGJjIw/f8fsQwqzZc97+aG5cbGTWuKElLzf8xaui0XDxTS/l5OQ4UgEAfsFi77nnnvKPrl69+rmnHtKwViQ3N3fFmo3VqsaffnTnW647PzExce7cuSnJ8WedemRsbGy7lrVWr/5+5txlAw7pdtLxRyRXzsnPzykoLOrdrcntVx53w1Xnl1w6Mu2baR3bNhh0RL+t6//vJ2OXrVx9yeAjunZuXzKlScPaS5YsjouLnHTMD9eOp6WtS09PO6jbAYf07VWlSpVzTum/ctmi79dtLC6ONmuUfN1lpzVq2KBk2VrVK61PX5cQH9ejS+usrMz+vTt27dJh229nytQpLZvUOOGoPiXXl2dmZq76fmXntg2PP7p/CGH4yDF1a1W55pKTWjRvWjK+Xq3EVatWrVmb1u/grosWLzqgaY2qVeJLfh11eK/DD+03oHfz+Jjc3Nz8hPjYww5u+cDNp59z5klbX64oPzNanHfqMd379zswhFC7dq35c2f17d70giGnhhA+nzApKyvz5CM7nXDsgJLxjRo2WLhgTnJSQqe2jRo2qO9gBQD4pfJETwAA2Mdi7AIAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAQAUQV/Kf5sfeZV8AAMAeW/rhfXsb5cvmrbAfAQBgz0SXvLI3i7t8BQAA9jFRDgAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAAAqhkg0Gg0hZGVl2RfA7kpKSvK3BwCU/Ju4N4s7Uw4AAPuYKAcAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAgD0UiUaj9gIAAOxDzpQDAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAOyBuJL/ZGVl2RfA7kpKSvK3BwCU/Ju4N4s7Uw4AAPuYKAcAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAgD0UiUaj9gIAAOxDzpQDAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwCAiiliFwAAwN6LRqN7HuV7szAAALD3XL4CAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAgCi3CwAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AADs9+J2Mq/5sXfZQQAAUB5LP7zvfxLly+atsHMBAGCXokte2ZvFXb4CAAD7mCgHAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAANiJSDQatRcAAGAfcqYcAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAACgHOJ2Mi8rK8sOAnYiKSnJXxQAUPJv4t4s7kw5AADsY6IcAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAAyikSjUbtBQAA2IecKQcAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAACiHuJ3My8rKsoOAnUhKSvIXBQCU/Ju4N4s7Uw4AAPuYKAcAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAIByikSjUXsBAAD2objSUz0SsWsAAKD89uZktzPlAACwj7mmHAAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHKA/9euHZsACANhGOUgYziGvRME3FRwAidyhUshSDZIce816f9rviIAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAKLcBAAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAARLkJAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AACIchMAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5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class="c x0 y1 w2 h0"><div class="t m0 x105 h6 y991 ff4 fs2 fc2 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI GRUPY KAPITAŁOWEJ <span class="ff3">MIRBUD ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc3"> </span></span></div><div class="t m0 x6 h4 y992 ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y2d wda h7"><div class="t m0 x2e h8 y2e ff2 fs3 fc2 sc0 ls0 ws0">Grupa Kapitałowa MIR<span class="_ _8"></span>BUD<span class="ff1"> <span class="ls6">| <span class="_ _8"></span></span></span>Zarząd i Rada Nadz<span class="_ _8"></span>orcza oraz z<span class="_ _8"></span>miany w organach </div><div class="t m0 x19a h8 y2f ff2 fs3 fc2 sc0 ls0 ws0">nadzorujących i zarządzaj<span class="_ _8"></span>ących w<span class="_ _8"></span><span class="ff1"> </span>Spółkach Grupy<span class="_ _8"></span><span class="ff1"> </span></div></div><div class="c x9 y2d wdb h7"><div class="t m0 xa h4 y30 ff3 fs1 fc4 sc0 ls0 ws0">110 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h4 y31 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 ya20 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hc ybe9 ff6 fs4 fc0 sc0 ls0 ws0">Marywilska 44 Sp. z o.o. </div><div class="t m0 x2 h8 ybea ff2 fs3 fc0 sc0 ls0 ws0">Skład Zarządu spółki zależnej<span class="_ _8"></span> Marywilska 44 Sp. z o.o. w<span class="_ _8"></span><span class="ff1"> okresie 01.01.<span class="_ _8"></span>2021 </span>–<span class="ff1"> 31.12.2021 <span class="_ _8"></span></span>nie uległ zmianie.<span class="ff1"> </span></div><div class="t m0 x2 h2c ybeb ff8 fs5 fc0 sc0 ls0 ws0">Tabela: Skład Zarząd<span class="_ _0"></span>u Mar<span class="_ _0"></span>ywilska 44 Sp. <span class="_ _0"></span>z o.o. w o<span class="_ _0"></span>kresie 01.01.202<span class="ff7">1 </span>–<span class="ff7"> 31.<span class="ls16">12</span>.2021<span class="_ _0"></span> <span class="ls17">r.</span> </span></div></div><div class="c x2 y71 w189 h116"><div class="t m0 x5a h2f y5d1 ff2 fs5 fc4 sc0 ls0 ws0">Zarząd<span class="ff1"> </span></div></div><div class="c x2 ybec w18a h117"><div class="t m0 x46 h2f y7c3 ff2 fs5 fc0 sc0 ls0 ws0">Małgorzata Konar<span class="_ _0"></span>ska<span class="ff1"> </span></div></div><div class="c xbb ybec w18b h117"><div class="t m0 x46 h2f y7c3 ff2 fs5 fc0 sc0 ls0 ws0">Prezes Zarządu<span class="ff1"> </span></div></div><div class="c x2 ybed w18a h108"><div class="t m0 x46 h2f yb6a ff1 fs5 fc0 sc0 ls0 ws0">Kaja Mirgos-Kwia<span class="_ _0"></span>tkowska </div></div><div class="c xbb ybed w18b h108"><div class="t m0 x46 h2f yb6a ff2 fs5 fc0 sc0 ls0 ws0">Członek Zarządu<span class="_ _0"></span><span class="ff1"> </span></div></div><div class="c x2 ybee w18a h108"><div class="t m0 x46 h2f yb6a ff1 fs5 fc0 sc0 ls0 ws0">Beata Maly-Kaczano<span class="_ _0"></span>wska </div></div><div class="c xbb ybee w18b h108"><div class="t m0 x46 h2f yb6a ff2 fs5 fc0 sc0 ls0 ws0">Członek Zarząd<span class="ff1">u<span class="_ _0"></span> </span></div></div><div class="c x2 y59c w18a h108"><div class="t m0 x46 h2f yb6a ff1 fs5 fc0 sc0 ls0 ws0">Piotr Taras </div></div><div class="c xbb y59c w18b h108"><div class="t m0 x46 h2f yb6a ff2 fs5 fc0 sc0 ls0 ws0">Członek Zarządu<span class="_ _0"></span><span class="ff1"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h118 y9bf ff1 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y9a1 ff2 fs3 fc0 sc0 ls0 ws0">Skład <span class="_ _3"></span>oraz <span class="_ _3"></span>z<span class="_ _8"></span>miany <span class="_ _3"></span>w <span class="_ _3"></span>s<span class="_ _8"></span>kładzie <span class="_ _3"></span>Rady <span class="_ _0"></span>Nadzorczej <span class="_ _0"></span>spółki <span class="_ _3"></span>zależnej<span class="_ _8"></span> <span class="_ _3"></span>Marywilska <span class="_ _0"></span>44 <span class="_ _3"></span>Sp. <span class="_ _3"></span>z<span class="_ _8"></span> <span class="_ _3"></span>o.o. <span class="_ _3"></span>w <span class="ff1">okresie 01<span class="_ _0"></span>.01.2021-</span></div><div class="t m0 x2 h8 ybef ff1 fs3 fc0 sc0 ls0 ws0">31.12.2021r <span class="ff2">przedst<span class="_ _8"></span>awiono poniżej:<span class="_ _8"></span></span> </div><div class="t m0 x2 h2c ybf0 ff8 fs5 fc0 sc0 ls0 ws0">Tabela: Skład Ra<span class="_ _0"></span>dy Nadzorczej<span class="_ _3"></span> <span class="_ _8"></span>Marywilska 44<span class="_ _3"></span> <span class="_ _8"></span>Sp. z o<span class="_ _0"></span>.o. w okresie 0<span class="_ _0"></span>1.01.202<span class="ff7">1 </span>–<span class="ff7"> 31.<span class="ls16">12</span>.2021 <span class="ls17">r.</span> </span></div></div><div class="c xa7 ybf1 w18c h119"><div class="t m0 x19c h2f y82a ff1 fs5 fc4 sc0 ls0 ws0">Rada Nadzorcza </div></div><div class="c xa7 y208 w18d h11a"><div class="t m0 x46 h2f y5d1 ff1 fs5 fc0 sc0 ls0 ws0">Dariusz Jankow<span class="_ _0"></span>ski </div></div><div class="c xbb y208 w18e h11a"><div class="t m0 x46 h2f y5d1 ff2 fs5 fc0 sc0 ls0 ws0">Przewodniczą<span class="_ _0"></span>cy Rady Nadzor<span class="_ _0"></span>czej<span class="ff1"> (do 25.03.2021 r<span class="_ _0"></span>.) </span></div></div><div class="c xa7 ybf2 w18d h11a"><div class="t m0 x46 h2f y5d1 ff1 fs5 fc0 sc0 ls0 ws0">Agnieszka Bujno<span class="_ _0"></span>wska </div></div><div class="c xbb ybf2 w18e h11a"><div class="t m0 x46 h2f y5d1 ff1 fs5 fc0 sc0 ls0 ws0">Sekretarz Rad<span class="_ _3"></span>y<span class="_ _8"></span> Nadzorcze<span class="_ _0"></span>j </div></div><div class="c xa7 ybf3 w18f h11a"><div class="t m0 x46 h2f y5d1 ff2 fs5 fc0 sc0 ls0 ws0">Paweł Korzeniow<span class="_ _0"></span>ski <span class="ff1"> </span></div></div><div class="c x88 ybf3 w190 h11a"><div class="t m0 x46 h2f y5d1 ff2 fs5 fc0 sc0 ls0 ws0">Członek Zarządu/<span class="_ _0"></span> Przewodnic<span class="_ _0"></span>zący Rady Nad<span class="_ _3"></span>z<span class="_ _8"></span>orczej <span class="ff1">(od 26.03.2021 <span class="_ _0"></span>r.) </span></div></div><div class="c xa7 ybf4 w18d h11a"><div class="t m0 x46 h2f y5d1 ff2 fs5 fc0 sc0 ls0 ws0">Anna Więzows<span class="_ _0"></span>ka <span class="ff1"> </span></div></div><div class="c xbb ybf4 w18e h11a"><div class="t m0 x46 h2f y5d1 ff2 fs5 fc0 sc0 ls0 ws0">Członek Rady Nad<span class="_ _3"></span>z<span class="_ _8"></span>orczej (od<span class="_ _3"></span> <span class="_ _8"></span><span class="ff1">26.03.2021 r.)<span class="_ _0"></span> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h9 ybf5 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 yb1a ff2 fs3 fc0 sc0 ls0 ws0">Na dzień sporządzania s<span class="_ _8"></span>prawozdania s<span class="_ _8"></span>kł<span class="ff1">a</span>d <span class="_ _8"></span>Rady Nadzorc<span class="_ _8"></span>zej Marywilskiej 44 Sp. z<span class="_ _8"></span> o.o. uległ zmianie<span class="_ _8"></span><span class="ff1">.<span class="_ _8"></span> </span></div><div class="t m0 x2 hc ybf6 ff6 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hc ybf7 ff6 fs4 fc0 sc0 ls0 ws0">JHM 1 Sp. z o.o. </div><div class="t m0 x2 h8 ybf8 ff1 fs3 fc0 sc0 ls0 ws0">W <span class="_ _7"> </span>okresie <span class="_ _2a"> </span>od <span class="_ _7"> </span>01.01.<span class="_ _8"></span>2021r <span class="_ _2a"> </span>do <span class="_ _7"> </span>31.<span class="ls9">12<span class="lsd">.20</span></span>21 <span class="_ _7"> </span><span class="ff2">r <span class="_ _2a"> </span>Zarz<span class="_ _8"></span>ąd <span class="_ _7"> </span>JHM <span class="_ _2a"> </span>1 <span class="_ _7"> </span>Sp. <span class="_ _7"> </span>z<span class="_ _8"></span> <span class="_ _7"> </span>o.o. <span class="_ _2a"> </span>pełnił <span class="_ _7"> </span>o<span class="_ _8"></span>bowiązki <span class="_ _7"> </span>w <span class="_ _7"> </span>n<span class="_ _8"></span>iezmienionym<span class="_ _8"></span>, </span></div><div class="t m0 x2 h8 ybf9 ff2 fs3 fc0 sc0 ls0 ws0">jednoosobowym <span class="_ _13"> </span>sk<span class="_ _8"></span>ładzie: <span class="_ _12"> </span>Pan <span class="_ _13"> </span>Sławomir <span class="_ _13"> </span>Si<span class="_ _8"></span>edlarski <span class="_ _12"> </span><span class="ff1">- <span class="_ _13"> </span></span>Prezes <span class="_ _13"> </span>Z<span class="_ _8"></span>arządu. <span class="_ _13"> </span>Zgodnie <span class="_ _13"> </span>z <span class="_ _12"> </span>umową <span class="_ _13"> </span>Spółk<span class="_ _8"></span>i <span class="_ _13"> </span>rady </div><div class="t m0 x2 h8 ybfa ff2 fs3 fc0 sc0 ls0 ws0">nadzorczej nie powoływ<span class="_ _8"></span>ano.<span class="ff1"> </span></div><div class="t m0 x2 hc ybfb ff6 fs4 fc0 sc0 ls0 ws0">JHM 2 Sp. z o.o. </div><div class="t m0 x2 h8 y1f2 ff1 fs3 fc0 sc0 ls0 ws0">W  okresie <span class="_ _11"> </span>od <span class="_ _2b"> </span>01.01.2021<span class="_ _8"></span>r  do  3<span class="_ _8"></span>1.<span class="ls11">12</span>.2021<span class="ff2">r<span class="_ _8"></span>  Zarząd <span class="_ _2b"> </span>JHM</span> 2 Sp. z <span class="ff2">o<span class="_ _8"></span>.o.  pełnił  o<span class="_ _8"></span>bowiązki <span class="_ _2b"> </span>w  niezmienionym<span class="_ _8"></span>, </span></div><div class="t m0 x2 h8 y224 ff2 fs3 fc0 sc0 ls0 ws0">jednoosobowym <span class="_ _0"></span>składzie: Pani <span class="_ _3"></span><span class="ff1">R<span class="_ _8"></span>egina <span class="_ _0"></span>Biskupska <span class="_ _0"></span>- <span class="_ _3"></span><span class="ff2">Pre<span class="_ _8"></span>zes <span class="_ _0"></span>Zarządu. Zgo<span class="_ _0"></span>dnie <span class="_ _0"></span>z <span class="_ _0"></span>umową <span class="_ _3"></span>S<span class="_ _8"></span>półki <span class="_ _3"></span>rady nadzorczej </span></span></div><div class="t m0 x2 h8 y5d2 ff2 fs3 fc0 sc0 ls0 ws0">nie powoływano.<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 ybfc ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 ybe4 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y1f7 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y189 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf6f" class="pf w0 h0" ><div class="pc pc6f w0 h0"><img class="bi x18 y2a w6 hcd" alt="" src="data:image/png;base64,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class="c x0 y1 w2 h0"><div class="t m0 x105 h6 y991 ff4 fs2 fc2 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI GRUPY KAPITAŁOWEJ <span class="ff3">MIRBUD ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc3"> </span></span></div><div class="t m0 x6 h4 y992 ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y2d wda hd8"><div class="t m0 x44 h8 ya1e ff2 fs3 fc2 sc0 ls0 ws0">Grupa Kapitałowa MIR<span class="_ _8"></span>BUD<span class="ff1"> <span class="ls6">| <span class="_ _8"></span></span>Informacja o osob<span class="_ _8"></span>istych, faktyc<span class="_ _8"></span>znych i organizacyj<span class="_ _8"></span>nych </span></div><div class="t m0 x4d h8 y22e ff2 fs3 fc2 sc0 ls0 ws0">powiązaniach czło<span class="_ _8"></span>nków Zarządu i Rady N<span class="_ _8"></span>adzorczej z ok<span class="_ _8"></span>reślonymi akcjonariuszam<span class="_ _8"></span>i </div><div class="t m0 x6b h8 y2e ff2 fs3 fc2 sc0 ls0 ws0">posiadającymi co najmn<span class="_ _8"></span>iej 5% głosów <span class="_ _8"></span>na Walnym Zgromadze<span class="_ _8"></span>niu Akcjonariusz<span class="_ _8"></span>y MIRBUD </div><div class="t m0 x19d h8 y2f ff1 fs3 fc2 sc0 ls0 ws0">S.A. </div></div><div class="c x9 y2d wdb hd8"><div class="t m0 xa h4 ya1f ff3 fs1 fc4 sc0 ls0 ws0">111 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h4 y31 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hc ya20 ff6 fs4 fc0 sc0 ls0 ws0">12.5. <span class="_ _d"> </span>Informacja <span class="_ _32"> </span>o <span class="_ _32"> </span>osobistych, <span class="_ _29"> </span>faktycznych <span class="_ _29"> </span>i <span class="_ _32"> </span>organizacyjnych <span class="_ _32"> </span><span class="ff5">powiązaniach </span></div><div class="t m0 x3a hc ya21 ff5 fs4 fc0 sc0 ls0 ws0">członków <span class="_ _2c"> </span>Zarządu <span class="_ _2c"> </span>i <span class="_ _40"> </span>Rady <span class="_ _2c"> </span>Nadzorczej <span class="_ _2c"> </span>z <span class="_ _40"> </span>określonymi <span class="_ _2c"> </span>akcjonariuszami </div><div class="t m0 x3a hc ya22 ff5 fs4 fc0 sc0 ls0 ws0">posiadającymi <span class="_ _c"></span>co <span class="_ _f"></span>najmniej <span class="_ _c"></span>5% <span class="_ _f"></span>głosów <span class="_ _c"></span>na <span class="_ _f"></span>Walnym <span class="_ _c"></span>Zgromadzeniu <span class="_ _c"></span>Akc<span class="_ _8"></span>jonariuszy </div><div class="t m0 x3a hc ya23 ff6 fs4 fc0 sc0 ls0 ws0">MIRBUD S.A. <span class="ff1"> </span></div><div class="t m0 x2 h8 ya24 ff1 fs3 fc0 sc0 ls0 ws0">Pani <span class="_ _27"> </span>Kaja <span class="_ _27"> </span>M<span class="_ _8"></span>irgos-Kwiatkows<span class="_ _8"></span>ka <span class="_ _27"> </span><span class="ff2">pełniąca <span class="_ _26"> </span></span>od <span class="_ _27"> </span>dnia <span class="_ _26"> </span>02.01.2020 <span class="_ _26"> </span>r. <span class="_ _27"> </span><span class="ff2">obowiąz<span class="_ _8"></span>ki <span class="_ _27"> </span>czło</span>n<span class="ff2">ka <span class="_ _26"> </span>zarządu <span class="_ _27"> </span>JHM </span></div><div class="t m0 x2 h8 ya25 ff1 fs3 fc0 sc0 lsf ws0">DE<span class="ls0">VELOPMENT S.A oraz <span class="ff2">od<span class="_ _0"></span> dnia <span class="_ _3"></span>0<span class="_ _8"></span>1.08.2020r obowiązki członka <span class="_ _3"></span>z<span class="_ _8"></span>arządu Marywilska 44 <span class="_ _3"></span>sp<span class="_ _8"></span>. <span class="_ _0"></span>z o.o. <span class="_ _3"></span>jes<span class="_ _8"></span>t <span class="_ _0"></span>córką </span></span></div><div class="t m0 x2 h8 ybfd ff1 fs3 fc0 sc0 ls0 ws0">P<span class="ff2">ana Jerzego Mirgos pos<span class="_ _8"></span>iadającego na <span class="_ _8"></span>dzień 3</span>1<span class="_ _8"></span>.<span class="ls11">12</span>.2021r 4<span class="_ _8"></span>5,1% akcj<span class="_ _8"></span>i Emitenta.  </div><div class="t m0 x2 h8 ybfe ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _2f"> </span> </div></div></div><div class="pi" ></div></div><div id="pf70" class="pf wc6 hbf" ><div class="pc pc70 wc6 hbf"><img class="bi x18 ybff w191 h11b" alt="" src="data:image/png;base64,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class="c x0 y1 wd8 hbf"><div class="t m0 x2 h9 yc00 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hc yc01 ff6 fs4 fc0 sc0 ls0 ws0">12.6. <span class="_ _10"></span><span class="ff5">Wynagrodzenia osób zarządzających i <span class="_ _8"></span>nadzorujących <span class="ff1"> </span></span></div><div class="t m0 x2 hc yc02 ff6 fs4 fc0 sc0 ls0 ws0">MIRBUD S.A. </div><div class="t m0 x2 h2c yc03 ff8 fs5 fc0 sc0 ls0 ws0">Tabela: Wynagr<span class="_ _0"></span>odzenia osób <span class="_ _0"></span>zarządzający<span class="_ _0"></span>ch i nadzorując<span class="_ _0"></span>ych w jed<span class="_ _0"></span>nostce dominu<span class="_ _0"></span>jącej w okresie<span class="_ _3"></span> <span class="_ _8"></span>01.01.20<span class="ff7">21r</span>–<span class="ff7">31.<span class="ls16">12</span>.2021r </span></div></div><div class="c x4 yc04 w147 h11c"><div class="t m0 x63 h2d y2e9 ff6 fs5 fc2 sc0 ls0 ws0">Nazwa organu </div></div><div class="c x6 yc04 w192 h11c"><div class="t m0 x54 h2d y2e9 ff6 fs5 fc2 sc0 ls0 ws0">Stanowisko<span class="_ _0"></span> </div></div><div class="c x105 yc04 w193 h11c"><div class="t m0 x46 h2d yc05 ff5 fs5 fc2 sc0 ls0 ws0">Krótkoterminowe<span class="_ _3"></span> </div><div class="t m0 x110 h2d y2e9 ff5 fs5 fc2 sc0 ls0 ws0">świadczenia </div><div class="t m0 x29 h2d y5f4 ff6 fs5 fc2 sc0 ls0 ws0">pracownicze </div></div><div class="c x19e yc04 w194 h11c"><div class="t m0 x46 h2d yc05 ff5 fs5 fc2 sc0 ls0 ws0">Świadczenia </div><div class="t m0 x2f h2d y2e9 ff6 fs5 fc2 sc0 ls0 ws0">po okresie </div><div class="t m0 x46 h2d y5f4 ff6 fs5 fc2 sc0 ls0 ws0">zatrudnienia </div></div><div class="c x19f yc04 w195 h11c"><div class="t m0 x54 h2d yc05 ff5 fs5 fc2 sc0 ls0 ws0">Pozostałe </div><div class="t m0 x2b h2d y2e9 ff5 fs5 fc2 sc0 ls0 ws0">świadczenia </div><div class="t m0 x46 h2d y5f4 ff5 fs5 fc2 sc0 ls0 ws0">długoterminowe<span class="_ _0"></span><span class="ff6"> </span></div></div><div class="c x1a0 yc04 w196 h11c"><div class="t m0 x46 h2d yc06 ff5 fs5 fc2 sc0 ls0 ws0">Świadczenia </div><div class="t m0 x60 h2d yc05 ff5 fs5 fc2 sc0 ls0 ws0">z tytułu </div><div class="t m0 x3f h2d y2e9 ff5 fs5 fc2 sc0 ls0 ws0">rozwiązania </div><div class="t m0 x32 h2d y5f4 ff6 fs5 fc2 sc0 ls0 ws0">stosunku </div><div class="t m0 x34 h2d y85 ff6 fs5 fc2 sc0 ls0 ws0">pracy </div></div><div class="c x1a1 yc04 w197 h11c"><div class="t m0 x46 h2d yc05 ff5 fs5 fc2 sc0 ls0 ws0">Płatności </div><div class="t m0 x3f h2d y2e9 ff6 fs5 fc2 sc0 ls0 ws0">w formie </div><div class="t m0 x29 h2d y5f4 ff6 fs5 fc2 sc0 ls0 ws0">akcji </div></div><div class="c x1a2 yc04 w198 h11c"><div class="t m0 x29 h2d yc05 ff5 fs5 fc2 sc0 ls0 ws0">Z tytułu </div><div class="t m0 x46 h2d y2e9 ff6 fs5 fc2 sc0 ls0 ws0">udzielonych<span class="_ _0"></span> </div><div class="t m0 x6b h2d y5f4 ff5 fs5 fc2 sc0 ls0 ws0">poręczeń<span class="ff6"> </span></div></div><div class="c x1a3 yc04 w199 h11c"><div class="t m0 x46 h2d yc05 ff6 fs5 fc2 sc0 ls0 ws0">Wynagrodzenie<span class="_ _0"></span> </div><div class="t m0 xa h2d y2e9 ff6 fs5 fc2 sc0 ls0 ws0">w jednostkach </div><div class="t m0 x33 h2d y5f4 ff5 fs5 fc2 sc0 ls0 ws0">zależnych <span class="_ _0"></span><span class="ff6"> </span></div></div><div class="c x1a4 yc04 w19a h11c"><div class="t m0 x1d h2d y2e9 ff5 fs5 fc2 sc0 ls0 ws0">Łącznie<span class="ff6"> </span></div></div><div class="c x4 yc07 w147 h11d"><div class="t m0 x46 h2f ybd8 ff1 fs5 fc2 sc0 ls0 ws0">Jerzy Mirgos </div></div><div class="c x6 yc07 w192 h11d"><div class="t m0 x6b h2f ybd8 ff2 fs5 fc2 sc0 ls0 ws0">Prezes Zarządu<span class="ff1"> </span></div></div><div class="c x105 yc07 w193 h11d"><div class="t m0 xbd h2f ybd8 ff1 fs5 fc2 sc0 ls0 ws0">         1 438     </div></div><div class="c x19e yc07 w194 h11d"><div class="t m0 x13e h2f ybd8 ff1 fs5 fc2 sc0 ls0 ws0">0 </div></div><div class="c x19f yc07 w195 h11d"><div class="t m0 x16b h2f ybd8 ff1 fs5 fc2 sc0 ls0 ws0">0 </div></div><div class="c x1a0 yc07 w196 h11d"><div class="t m0 x13e h2f ybd8 ff1 fs5 fc2 sc0 ls0 ws0">0 </div></div><div class="c x1a1 yc07 w197 h11d"><div class="t m0 x72 h2f ybd8 ff1 fs5 fc2 sc0 ls0 ws0">0 </div></div><div class="c x1a2 yc07 w198 h11d"><div class="t m0 x3b h2f ybd8 ff1 fs5 fc2 sc0 ls16 ws0">22<span class="ls0">1 </span></div></div><div class="c x1a3 yc07 w199 h11d"><div class="t m0 x1d h2f ybd8 ff1 fs5 fc2 sc0 ls16 ws0">695<span class="ls0"> </span></div></div><div class="c x1a4 yc07 w19a h11d"><div class="t m0 x1a5 h2d ybd8 ff6 fs5 fc2 sc0 ls16 ws0">2 353<span class="ls0"> </span></div></div><div class="c x4 yc08 w147 h11e"><div class="t m0 x46 h2f ybd8 ff2 fs5 fc2 sc0 ls0 ws0">Sławomir Nowa<span class="_ _0"></span>k<span class="ff1"> </span></div></div><div class="c x6 yc08 w192 h11e"><div class="t m0 x6c h2f yc09 ff1 fs5 fc2 sc0 ls0 ws0">Wiceprezes </div><div class="t m0 x30 h2f yc0a ff2 fs5 fc2 sc0 ls0 ws0">Zarządu<span class="ff1"> </span></div></div><div class="c x105 yc08 w193 h11e"><div class="t m0 xbd h2f ybd8 ff1 fs5 fc2 sc0 ls0 ws0">         1 300     </div></div><div class="c x19e yc08 w194 h11e"><div class="t m0 x13e h2f ybd8 ff1 fs5 fc2 sc0 ls0 ws0">0 </div></div><div class="c x19f yc08 w195 h11e"><div class="t m0 x16b h2f ybd8 ff1 fs5 fc2 sc0 ls0 ws0">0 </div></div><div class="c x1a0 yc08 w196 h11e"><div class="t m0 x13e h2f ybd8 ff1 fs5 fc2 sc0 ls0 ws0">0 </div></div><div class="c x1a1 yc08 w197 h11e"><div class="t m0 x72 h2f ybd8 ff1 fs5 fc2 sc0 ls0 ws0">0 </div></div><div class="c x1a2 yc08 w198 h11e"><div class="t m0 x126 h2f ybd8 ff1 fs5 fc2 sc0 ls0 ws0">0 </div></div><div class="c x1a3 yc08 w199 h11e"><div class="t m0 x1d h2f ybd8 ff1 fs5 fc2 sc0 ls16 ws0">335<span class="ls0"> </span></div></div><div class="c x1a4 yc08 w19a h11e"><div class="t m0 x1a5 h2d ybd8 ff6 fs5 fc2 sc0 ls0 ws0">1 635 </div></div><div class="c x4 yc0b w147 h11d"><div class="t m0 x46 h2f ybd8 ff2 fs5 fc2 sc0 ls0 ws0">Paweł Korzeniow<span class="_ _0"></span>ski<span class="ff1"> </span></div></div><div class="c x6 yc0b w192 h11d"><div class="t m0 x3e h2f ybd8 ff2 fs5 fc2 sc0 ls0 ws0">Członek Zarządu<span class="_ _0"></span><span class="ff1"> </span></div></div><div class="c x105 yc0b w193 h11d"><div class="t m0 xbd h2f ybd8 ff1 fs5 fc2 sc0 ls0 ws0">         1 087     </div></div><div class="c x19e yc0b w194 h11d"><div class="t m0 x13e h2f ybd8 ff1 fs5 fc2 sc0 ls0 ws0">0 </div></div><div class="c x19f yc0b w195 h11d"><div class="t m0 x16b h2f ybd8 ff1 fs5 fc2 sc0 ls0 ws0">0 </div></div><div class="c x1a0 yc0b w196 h11d"><div class="t m0 x13e h2f ybd8 ff1 fs5 fc2 sc0 ls0 ws0">0 </div></div><div class="c x1a1 yc0b w197 h11d"><div class="t m0 x72 h2f ybd8 ff1 fs5 fc2 sc0 ls0 ws0">0 </div></div><div class="c x1a2 yc0b w198 h11d"><div class="t m0 x126 h2f ybd8 ff1 fs5 fc2 sc0 ls0 ws0">0 </div></div><div class="c x1a3 yc0b w199 h11d"><div class="t m0 x1c h2f ybd8 ff1 fs5 fc2 sc0 ls16 ws0">50<span class="ls0"> </span></div></div><div class="c x1a4 yc0b w19a h11d"><div class="t m0 x1a5 h2d ybd8 ff6 fs5 fc2 sc0 ls0 ws0">1 137 </div></div><div class="c x4 yc0c w147 h11d"><div class="t m0 x46 h2f yb57 ff2 fs5 fc2 sc0 ls0 ws0">Tomasz Sałata<span class="ff1"> </span></div></div><div class="c x6 yc0c w192 h11d"><div class="t m0 x3e h2f yb57 ff2 fs5 fc2 sc0 ls0 ws0">Członek Zarządu<span class="_ _0"></span><span class="ff1"> </span></div></div><div class="c x105 yc0c w193 h11d"><div class="t m0 xbd h2f yb57 ff1 fs5 fc2 sc0 ls0 ws0">         1 060     </div></div><div class="c x19e yc0c w194 h11d"><div class="t m0 x13e h2f yb57 ff1 fs5 fc2 sc0 ls0 ws0">0 </div></div><div class="c x19f yc0c w195 h11d"><div class="t m0 x16b h2f yb57 ff1 fs5 fc2 sc0 ls0 ws0">0 </div></div><div class="c x1a0 yc0c w196 h11d"><div class="t m0 x13e h2f yb57 ff1 fs5 fc2 sc0 ls0 ws0">0 </div></div><div class="c x1a1 yc0c w197 h11d"><div class="t m0 x72 h2f yb57 ff1 fs5 fc2 sc0 ls0 ws0">0 </div></div><div class="c x1a2 yc0c w198 h11d"><div class="t m0 x126 h2f yb57 ff1 fs5 fc2 sc0 ls0 ws0">0 </div></div><div class="c x1a3 yc0c w199 h11d"><div class="t m0 x120 h2f yb57 ff1 fs5 fc2 sc0 ls0 ws0">0 </div></div><div class="c x1a4 yc0c w19a h11d"><div class="t m0 x1a5 h2d yb57 ff6 fs5 fc2 sc0 ls0 ws0">1 060 </div></div><div class="c x4 yc0d w147 hc4"><div class="t m0 x46 h2f yc5 ff2 fs5 fc2 sc0 ls0 ws0">Ewa Przybył<span class="ff1"> </span></div></div><div class="c x6 yc0d w192 hc4"><div class="t m0 x1a h2f yc5 ff1 fs5 fc2 sc0 ls0 ws0">Prokurent </div></div><div class="c x105 yc0d w193 hc4"><div class="t m0 xbd h2f yc5 ff1 fs5 fc2 sc0 ls0 ws0">            401     </div></div><div class="c x19e yc0d w194 hc4"><div class="t m0 x13e h2f yc5 ff1 fs5 fc2 sc0 ls0 ws0">0 </div></div><div class="c x19f yc0d w195 hc4"><div class="t m0 x16b h2f yc5 ff1 fs5 fc2 sc0 ls0 ws0">0 </div></div><div class="c x1a0 yc0d w196 hc4"><div class="t m0 x13e h2f yc5 ff1 fs5 fc2 sc0 ls0 ws0">0 </div></div><div class="c x1a1 yc0d w197 hc4"><div class="t m0 x72 h2f yc5 ff1 fs5 fc2 sc0 ls0 ws0">0 </div></div><div class="c x1a2 yc0d w198 hc4"><div class="t m0 x126 h2f yc5 ff1 fs5 fc2 sc0 ls0 ws0">0 </div></div><div class="c x1a3 yc0d w199 hc4"><div class="t m0 x120 h2f yc5 ff1 fs5 fc2 sc0 ls0 ws0">0 </div></div><div class="c x1a4 yc0d w19a hc4"><div class="t m0 xc6 h2d yc5 ff6 fs5 fc2 sc0 ls16 ws0">401<span class="ls0"> </span></div></div><div class="c x4 yc0e w147 h11d"><div class="t m0 x46 h2f yb57 ff2 fs5 fc2 sc0 ls0 ws0">Anna Więzows<span class="_ _0"></span>ka<span class="ff1"> </span></div></div><div class="c x6 yc0e w192 h11d"><div class="t m0 x1a h2f yb57 ff1 fs5 fc2 sc0 ls0 ws0">Prokurent </div></div><div class="c x105 yc0e w193 h11d"><div class="t m0 xbd h2f yb57 ff1 fs5 fc2 sc0 ls0 ws0">            505     </div></div><div class="c x19e yc0e w194 h11d"><div class="t m0 x2e h2f yb57 ff1 fs5 fc2 sc0 ls0 ws0">  </div></div><div class="c x19f yc0e w195 h11d"><div class="t m0 x12d h2f yb57 ff1 fs5 fc2 sc0 ls0 ws0">  </div></div><div class="c x1a0 yc0e w196 h11d"><div class="t m0 x1d h2f yb57 ff1 fs5 fc2 sc0 ls0 ws0">  </div></div><div class="c x1a1 yc0e w197 h11d"><div class="t m0 x3b h2f yb57 ff1 fs5 fc2 sc0 ls0 ws0">  </div></div><div class="c x1a2 yc0e w198 h11d"><div class="t m0 x56 h2f yb57 ff1 fs5 fc2 sc0 ls0 ws0">  </div></div><div class="c x1a3 yc0e w199 h11d"><div class="t m0 x1c h2f yb57 ff1 fs5 fc2 sc0 ls16 ws0">18<span class="ls0"> </span></div></div><div class="c x1a4 yc0e w19a h11d"><div class="t m0 xc6 h2d yb57 ff6 fs5 fc2 sc0 ls16 ws0">523<span class="ls0"> </span></div></div><div class="c x4 yc0f w147 h11d"><div class="t m0 x46 h2f ybd8 ff1 fs5 fc2 sc0 ls0 ws0">Hubert Bojdo </div></div><div class="c x6 yc0f w192 h11d"><div class="t m0 x29 h2f y5f3 ff2 fs5 fc2 sc0 ls0 ws0">Członek Rady </div><div class="t m0 x63 h2f yc0a ff1 fs5 fc2 sc0 ls0 ws0">Nadzorczej </div></div><div class="c x105 yc0f w193 h11d"><div class="t m0 xbd h2f ybd8 ff1 fs5 fc2 sc0 ls0 ws0">              47     </div></div><div class="c x19e yc0f w194 h11d"><div class="t m0 x13e h2f ybd8 ff1 fs5 fc2 sc0 ls0 ws0">0 </div></div><div class="c x19f yc0f w195 h11d"><div class="t m0 x16b h2f ybd8 ff1 fs5 fc2 sc0 ls0 ws0">0 </div></div><div class="c x1a0 yc0f w196 h11d"><div class="t m0 x13e h2f ybd8 ff1 fs5 fc2 sc0 ls0 ws0">0 </div></div><div class="c x1a1 yc0f w197 h11d"><div class="t m0 x72 h2f ybd8 ff1 fs5 fc2 sc0 ls0 ws0">0 </div></div><div class="c x1a2 yc0f w198 h11d"><div class="t m0 x126 h2f ybd8 ff1 fs5 fc2 sc0 ls0 ws0">0 </div></div><div class="c x1a3 yc0f w199 h11d"><div class="t m0 x120 h2f ybd8 ff1 fs5 fc2 sc0 ls0 ws0">0 </div></div><div class="c x1a4 yc0f w19a h11d"><div class="t m0 x1a6 h2d ybd8 ff6 fs5 fc2 sc0 ls16 ws0">47<span class="ls0"> </span></div></div><div class="c x4 y92d w147 hb0"><div class="t m0 x46 h2f yc10 ff1 fs5 fc2 sc0 ls0 ws0">Agnieszka Bujno<span class="_ _0"></span>wska </div></div><div class="c x6 y92d w192 hb0"><div class="t m0 x32 h2f ya52 ff1 fs5 fc2 sc0 ls0 ws0">Sekretarz Rad<span class="_ _3"></span>y<span class="_ _8"></span> </div><div class="t m0 x63 h2f y80d ff1 fs5 fc2 sc0 ls0 ws0">Nadzorczej </div></div><div class="c x105 y92d w193 hb0"><div class="t m0 xbd h2f yc10 ff1 fs5 fc2 sc0 ls0 ws0">              53     </div></div><div class="c x19e y92d w194 hb0"><div class="t m0 x13e h2f yc10 ff1 fs5 fc2 sc0 ls0 ws0">0 </div></div><div class="c x19f y92d w195 hb0"><div class="t m0 x16b h2f yc10 ff1 fs5 fc2 sc0 ls0 ws0">0 </div></div><div class="c x1a0 y92d w196 hb0"><div class="t m0 x13e h2f yc10 ff1 fs5 fc2 sc0 ls0 ws0">0 </div></div><div class="c x1a1 y92d w197 hb0"><div class="t m0 x72 h2f yc10 ff1 fs5 fc2 sc0 ls0 ws0">0 </div></div><div class="c x1a2 y92d w198 hb0"><div class="t m0 x126 h2f yc10 ff1 fs5 fc2 sc0 ls0 ws0">0 </div></div><div class="c x1a3 y92d w199 hb0"><div class="t m0 x1d h2f yc10 ff1 fs5 fc2 sc0 ls16 ws0">101<span class="ls0"> </span></div></div><div class="c x1a4 y92d w19a hb0"><div class="t m0 xc6 h2d yc10 ff6 fs5 fc2 sc0 ls0 ws0">1<span class="ls16">54</span> </div></div><div class="c x4 yc11 w147 h11d"><div class="t m0 x46 h2f ybd8 ff1 fs5 fc2 sc0 ls0 ws0">Andrzej Zakrzew<span class="_ _0"></span>ski </div></div><div class="c x6 yc11 w192 h11d"><div class="t m0 x29 h2f y5f3 ff2 fs5 fc2 sc0 ls0 ws0">Członek Rady </div><div class="t m0 x63 h2f yc0a ff1 fs5 fc2 sc0 ls0 ws0">Nadzorczej </div></div><div class="c x105 yc11 w193 h11d"><div class="t m0 xbd h2f ybd8 ff1 fs5 fc2 sc0 ls0 ws0">              47     </div></div><div class="c x19e yc11 w194 h11d"><div class="t m0 x13e h2f ybd8 ff1 fs5 fc2 sc0 ls0 ws0">0 </div></div><div class="c x19f yc11 w195 h11d"><div class="t m0 x16b h2f ybd8 ff1 fs5 fc2 sc0 ls0 ws0">0 </div></div><div class="c x1a0 yc11 w196 h11d"><div class="t m0 x13e h2f ybd8 ff1 fs5 fc2 sc0 ls0 ws0">0 </div></div><div class="c x1a1 yc11 w197 h11d"><div class="t m0 x72 h2f ybd8 ff1 fs5 fc2 sc0 ls0 ws0">0 </div></div><div class="c x1a2 yc11 w198 h11d"><div class="t m0 x126 h2f ybd8 ff1 fs5 fc2 sc0 ls0 ws0">0 </div></div><div class="c x1a3 yc11 w199 h11d"><div class="t m0 x1c h2f ybd8 ff1 fs5 fc2 sc0 ls16 ws0">15<span class="ls0"> </span></div></div><div class="c x1a4 yc11 w19a h11d"><div class="t m0 x1a6 h2d ybd8 ff6 fs5 fc2 sc0 ls16 ws0">62<span class="ls0"> </span></div></div><div class="c x4 yc12 w147 h11d"><div class="t m0 x46 h2f y5f3 ff1 fs5 fc2 sc0 ls0 ws0">Waldemar </div><div class="t m0 x46 h2f yc13 ff1 fs5 fc2 sc0 ls0 ws0">Borzykowski<span class="_ _0"></span> </div></div><div class="c x6 yc12 w192 h11d"><div class="t m0 x29 h2f y5f3 ff2 fs5 fc2 sc0 ls0 ws0">Członek Rady </div><div class="t m0 x63 h2f yc13 ff1 fs5 fc2 sc0 ls0 ws0">Nadzorczej </div></div><div class="c x105 yc12 w193 h11d"><div class="t m0 xbd h2f ybd8 ff1 fs5 fc2 sc0 ls0 ws0">              33     </div></div><div class="c x19e yc12 w194 h11d"><div class="t m0 x13e h2f ybd8 ff1 fs5 fc2 sc0 ls0 ws0">0 </div></div><div class="c x19f yc12 w195 h11d"><div class="t m0 x16b h2f ybd8 ff1 fs5 fc2 sc0 ls0 ws0">0 </div></div><div class="c x1a0 yc12 w196 h11d"><div class="t m0 x13e h2f ybd8 ff1 fs5 fc2 sc0 ls0 ws0">0 </div></div><div class="c x1a1 yc12 w197 h11d"><div class="t m0 x72 h2f ybd8 ff1 fs5 fc2 sc0 ls0 ws0">0 </div></div><div class="c x1a2 yc12 w198 h11d"><div class="t m0 x126 h2f ybd8 ff1 fs5 fc2 sc0 ls0 ws0">0 </div></div><div class="c x1a3 yc12 w199 h11d"><div class="t m0 x120 h2f ybd8 ff1 fs5 fc2 sc0 ls0 ws0">7 </div></div><div class="c x1a4 yc12 w19a h11d"><div class="t m0 x1a6 h2d ybd8 ff6 fs5 fc2 sc0 ls16 ws0">40<span class="ls0"> </span></div></div><div class="c x4 y933 w147 h11f"><div class="t m0 x46 h2f ybd8 ff2 fs5 fc2 sc0 ls0 ws0">Artur Socińs<span class="_ _0"></span>ki<span class="ff1"> </span></div></div><div class="c x6 y933 w192 h11f"><div class="t m0 x29 h2f yba8 ff2 fs5 fc2 sc0 ls0 ws0">Członek Rady </div><div class="t m0 x63 h2f yc0a ff1 fs5 fc2 sc0 ls0 ws0">Nadzorczej </div></div><div class="c x105 y933 w193 h11f"><div class="t m0 xbd h2f ybd8 ff1 fs5 fc2 sc0 ls0 ws0">              49     </div></div><div class="c x19e y933 w194 h11f"><div class="t m0 x13e h2f ybd8 ff1 fs5 fc2 sc0 ls0 ws0">0 </div></div><div class="c x19f y933 w195 h11f"><div class="t m0 x16b h2f ybd8 ff1 fs5 fc2 sc0 ls0 ws0">0 </div></div><div class="c x1a0 y933 w196 h11f"><div class="t m0 x13e h2f ybd8 ff1 fs5 fc2 sc0 ls0 ws0">0 </div></div><div class="c x1a1 y933 w197 h11f"><div class="t m0 x72 h2f ybd8 ff1 fs5 fc2 sc0 ls0 ws0">0 </div></div><div class="c x1a2 y933 w198 h11f"><div class="t m0 x126 h2f ybd8 ff1 fs5 fc2 sc0 ls0 ws0">0 </div></div><div class="c x1a3 y933 w199 h11f"><div class="t m0 x120 h2f ybd8 ff1 fs5 fc2 sc0 ls0 ws0">0 </div></div><div class="c x1a4 y933 w19a h11f"><div class="t m0 x1a6 h2d ybd8 ff6 fs5 fc2 sc0 ls16 ws0">49<span class="ls0"> </span></div></div><div class="c x4 yc14 w147 h120"><div class="t m0 x46 h2f y7bf ff2 fs5 fc2 sc0 ls0 ws0">Wiesław Kosonóg<span class="_ _0"></span><span class="ff1"> </span></div></div><div class="c x6 yc14 w192 h120"><div class="t m0 x10e h2f y847 ff2 fs5 fc2 sc0 ls0 ws0">Przewodniczą<span class="_ _0"></span>cy </div><div class="t m0 x2f h2f y80d ff1 fs5 fc2 sc0 ls0 ws0">Rady nadzor<span class="_ _0"></span>czej </div></div><div class="c x105 yc14 w193 h120"><div class="t m0 xbd h2f y7bf ff1 fs5 fc2 sc0 ls0 ws0">              59     </div></div><div class="c x19e yc14 w194 h120"><div class="t m0 x13e h2f y7bf ff1 fs5 fc2 sc0 ls0 ws0">0 </div></div><div class="c x19f yc14 w195 h120"><div class="t m0 x16b h2f y7bf ff1 fs5 fc2 sc0 ls0 ws0">0 </div></div><div class="c x1a0 yc14 w196 h120"><div class="t m0 x13e h2f y7bf ff1 fs5 fc2 sc0 ls0 ws0">0 </div></div><div class="c x1a1 yc14 w197 h120"><div class="t m0 x72 h2f y7bf ff1 fs5 fc2 sc0 ls0 ws0">0 </div></div><div class="c x1a2 yc14 w198 h120"><div class="t m0 x126 h2f y7bf ff1 fs5 fc2 sc0 ls0 ws0">0 </div></div><div class="c x1a3 yc14 w199 h120"><div class="t m0 x1c h2f y7bf ff1 fs5 fc2 sc0 ls16 ws0">24<span class="ls0"> </span></div></div><div class="c x1a4 yc14 w19a h120"><div class="t m0 x1a6 h2d y7bf ff6 fs5 fc2 sc0 ls16 ws0">83<span class="ls0"> </span></div></div><div class="c x4 y59 w147 h121"><div class="t m0 x46 h2f yc15 ff2 fs5 fc2 sc0 ls0 ws0">Radosław </div><div class="t m0 x46 h2f y4c8 ff1 fs5 fc2 sc0 ls0 ws0">Niewiadomski </div></div><div class="c x6 y59 w192 h121"><div class="t m0 x48 h2f yc16 ff2 fs5 fc2 sc0 ls0 ws0">Zastępca </div><div class="t m0 x46 h2f yc17 ff2 fs5 fc2 sc0 ls0 ws0">Przewodniczą<span class="_ _0"></span>cego </div><div class="t m0 x3f h2f y158 ff1 fs5 fc2 sc0 ls0 ws0">Rady Nadzor<span class="_ _0"></span>czej j </div></div><div class="c x105 y59 w193 h121"><div class="t m0 xbd h2f yc17 ff1 fs5 fc2 sc0 ls0 ws0">              21     </div></div><div class="c x19e y59 w194 h121"><div class="t m0 x2e h2f yc17 ff1 fs5 fc2 sc0 ls0 ws0">  </div></div><div class="c x19f y59 w195 h121"><div class="t m0 x12d h2f yc17 ff1 fs5 fc2 sc0 ls0 ws0">  </div></div><div class="c x1a0 y59 w196 h121"><div class="t m0 x1d h2f yc17 ff1 fs5 fc2 sc0 ls0 ws0">  </div></div><div class="c x1a1 y59 w197 h121"><div class="t m0 x3b h2f yc17 ff1 fs5 fc2 sc0 ls0 ws0">  </div></div><div class="c x1a2 y59 w198 h121"><div class="t m0 x56 h2f yc17 ff1 fs5 fc2 sc0 ls0 ws0">  </div></div><div class="c x1a3 y59 w199 h121"><div class="t m0 x1c h2f yc17 ff1 fs5 fc2 sc0 ls16 ws0">15<span class="ls0"> </span></div></div><div class="c x1a4 y59 w19a h121"><div class="t m0 x1a7 h2d yc17 ff6 fs5 fc2 sc0 ls0 ws0">  </div></div><div class="c x4 y5b9 w147 h113"><div class="t m0 x46 h2f yc18 ff1 fs5 fc2 sc0 ls0 ws0">Wiktoria Braun<span class="_ _0"></span> </div></div><div class="c x6 y5b9 w192 h113"><div class="t m0 x29 h2f yc19 ff2 fs5 fc2 sc0 ls0 ws0">Członek Rady </div><div class="t m0 x63 h2f y958 ff1 fs5 fc2 sc0 ls0 ws0">Nadzorczej </div></div><div class="c x105 y5b9 w193 h113"><div class="t m0 xbd h2f yc18 ff1 fs5 fc2 sc0 ls0 ws0">              47     </div></div><div class="c x19e y5b9 w194 h113"><div class="t m0 x13e h2f yc18 ff1 fs5 fc2 sc0 ls0 ws0">0 </div></div><div class="c x19f y5b9 w195 h113"><div class="t m0 x16b h2f yc18 ff1 fs5 fc2 sc0 ls0 ws0">0 </div></div><div class="c x1a0 y5b9 w196 h113"><div class="t m0 x13e h2f yc18 ff1 fs5 fc2 sc0 ls0 ws0">0 </div></div><div class="c x1a1 y5b9 w197 h113"><div class="t m0 x72 h2f yc18 ff1 fs5 fc2 sc0 ls0 ws0">0 </div></div><div class="c x1a2 y5b9 w198 h113"><div class="t m0 x126 h2f yc18 ff1 fs5 fc2 sc0 ls0 ws0">0 </div></div><div class="c x1a3 y5b9 w199 h113"><div class="t m0 x120 h2f yc18 ff1 fs5 fc2 sc0 ls0 ws0">0 </div></div><div class="c x1a4 y5b9 w19a h113"><div class="t m0 x1a6 h2d yc18 ff6 fs5 fc2 sc0 ls16 ws0">47<span class="ls0"> </span></div></div><div class="c x4 yc1a w147 h6f"><div class="t m0 x46 h2d y160 ff6 fs5 fc2 sc0 ls0 ws0">RAZEM </div></div><div class="c x6 yc1a w192 h6f"><div class="t m0 x4d h2d y160 ff6 fs5 fc2 sc0 ls0 ws0">  </div></div><div class="c x105 yc1a w193 h6f"><div class="t m0 xbd h2d y160 ff6 fs5 fc2 sc0 ls0 ws0">         6 147     </div></div><div class="c x19e yc1a w194 h6f"><div class="t m0 x54 h2d y160 ff6 fs5 fc2 sc0 ls0 ws0">               -      <span class="_ _0"></span> </div></div><div class="c x19f yc1a w195 h6f"><div class="t m0 xbd h2d y160 ff6 fs5 fc2 sc0 ls0 ws0">               -      <span class="_ _0"></span> </div></div><div class="c x1a0 yc1a w196 h6f"><div class="t m0 x54 h2d y160 ff6 fs5 fc2 sc0 ls0 ws0">               -      <span class="_ _0"></span> </div></div><div class="c x1a1 yc1a w197 h6f"><div class="t m0 x61 h2d y4d8 ff6 fs5 fc2 sc0 ls0 ws0">               </div><div class="t m0 x3b h2d y4cf ff6 fs5 fc2 sc0 ls0 ws0">-       </div></div><div class="c x1a2 yc1a w198 h6f"><div class="t m0 x32 h2d y160 ff6 fs5 fc2 sc0 ls0 ws0">            <span class="ls16">22</span>1     </div></div><div class="c x1a3 yc1a w199 h6f"><div class="t m0 x30 h2d y160 ff6 fs5 fc2 sc0 ls0 ws0">         1 2<span class="ls16">60</span>     </div></div><div class="c x1a4 yc1a w19a h6f"><div class="t m0 x1a8 h2d y160 ff6 fs5 fc2 sc0 ls0 ws0">         7 5<span class="ls16">91</span>     </div></div></div><div class="pi" ></div></div><div id="pf71" class="pf wc6 hbf" ><div class="pc pc71 wc6 hbf"><img class="bi x4 y2a w19b h122" alt="" 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class="c x0 y1 wd8 hbf"><div class="t m0 x145 h6 y959 ff4 fs2 fc2 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI GRUPY KAPITAŁOWEJ <span class="ff3">MIRBUD ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc3"> </span></span></div><div class="t m0 x6 h4 y95a ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y2d wda ha"><div class="t m0 x52 h8 y85 ff2 fs3 fc2 sc0 ls0 ws0">Grupa Kapitałowa MIR<span class="_ _8"></span>BUD<span class="ff1"> <span class="ls6">| <span class="_ _8"></span></span>Wyna</span>grodzen<span class="_ _8"></span>ia osób zarządzaj<span class="_ _8"></span>ących i nadzorujący<span class="_ _8"></span>ch<span class="ff1"> </span></div></div><div class="c x9 y2d wdb ha"><div class="t m0 xa h4 y86 ff3 fs1 fc4 sc0 ls0 ws0">113 </div></div><div class="c x0 y1 wd8 hbf"><div class="t m0 x2 h4 y31 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h2c yc1b ff8 fs5 fc0 sc0 ls0 ws0">Tabela: Wynagr<span class="_ _0"></span>odzenia osób zarz<span class="_ _0"></span>ądzających<span class="ff7"> </span>i nad<span class="_ _0"></span>zorujących w jed<span class="_ _3"></span>nostce dominującej <span class="_ _0"></span>w okresie 01.0<span class="_ _0"></span>1.202<span class="ff7">0r</span>–<span class="ff7">31.<span class="ls16">12</span>.2020r </span></div></div><div class="c x2 yc1c w19c hda"><div class="t m0 x54 h2d y948 ff6 fs5 fc2 sc0 ls0 ws0">Nazwa organu </div></div><div class="c x1a9 yc1c w10d hda"><div class="t m0 x179 h2d y948 ff6 fs5 fc2 sc0 ls0 ws0">Stanowisko<span class="_ _0"></span> </div></div><div class="c x187 yc1c w19d hda"><div class="t m0 x10f h2d y949 ff5 fs5 fc2 sc0 ls0 ws0">Krótkoterminowe<span class="_ _0"></span> </div><div class="t m0 x48 h2d y948 ff5 fs5 fc2 sc0 ls0 ws0">świadczenia </div><div class="t m0 x1a h2d y2e6 ff6 fs5 fc2 sc0 ls0 ws0">pracownicze </div></div><div class="c x10b yc1c w19e hda"><div class="t m0 xa h2d y949 ff5 fs5 fc2 sc0 ls0 ws0">Świadczenia p<span class="_ _0"></span>o </div><div class="t m0 x57 h2d y948 ff6 fs5 fc2 sc0 ls0 ws0">okresie </div><div class="t m0 x29 h2d y2e6 ff6 fs5 fc2 sc0 ls0 ws0">zatrudnienia </div></div><div class="c x1aa yc1c w158 hda"><div class="t m0 x54 h2d y949 ff5 fs5 fc2 sc0 ls0 ws0">Pozostałe </div><div class="t m0 x2b h2d y948 ff5 fs5 fc2 sc0 ls0 ws0">świadczenia </div><div class="t m0 x46 h2d y2e6 ff5 fs5 fc2 sc0 ls0 ws0">długoterminowe<span class="_ _0"></span><span class="ff6"> </span></div></div><div class="c x1ab yc1c w19f hda"><div class="t m0 xa h2d yc1d ff5 fs5 fc2 sc0 ls0 ws0">Świadczenia <span class="_ _0"></span>z </div><div class="t m0 x57 h2d y949 ff5 fs5 fc2 sc0 ls0 ws0">tytułu </div><div class="t m0 x32 h2d y948 ff5 fs5 fc2 sc0 ls0 ws0">rozwiązania </div><div class="t m0 x33 h2d y2e6 ff6 fs5 fc2 sc0 ls0 ws0">stosunku </div><div class="t m0 x57 h2d y4cf ff6 fs5 fc2 sc0 ls0 ws0">pracy </div></div><div class="c x1ac yc1c waf hda"><div class="t m0 x10e h2d yc1e ff5 fs5 fc2 sc0 ls0 ws0">Płatności w </div><div class="t m0 x10e h2d yc1 ff6 fs5 fc2 sc0 ls0 ws0">formie akcji </div></div><div class="c x1ad yc1c w1a0 hda"><div class="t m0 x54 h2d y949 ff5 fs5 fc2 sc0 ls0 ws0">Z tytułu </div><div class="t m0 x3e h2d y948 ff6 fs5 fc2 sc0 ls0 ws0">udzielonych </div><div class="t m0 x29 h2d y2e6 ff5 fs5 fc2 sc0 ls0 ws0">poręczeń<span class="ff6"> </span></div></div><div class="c x160 yc1c w199 hda"><div class="t m0 x46 h2d y949 ff6 fs5 fc2 sc0 ls0 ws0">Wynagrodzenie<span class="_ _0"></span> </div><div class="t m0 xa h2d y948 ff6 fs5 fc2 sc0 ls0 ws0">w jednostkach </div><div class="t m0 x33 h2d y2e6 ff5 fs5 fc2 sc0 ls0 ws0">zależnych <span class="_ _0"></span><span class="ff6"> </span></div></div><div class="c x15a yc1c w1a1 hda"><div class="t m0 x10f h2d y948 ff5 fs5 fc2 sc0 ls0 ws0">Łącznie<span class="ff6"> </span></div></div><div class="c x2 yc1f w19c h7f"><div class="t m0 x46 h2f y85 ff1 fs5 fc2 sc0 ls0 ws0">Jerzy Mirgos </div></div><div class="c x1a9 yc1f w10d h7f"><div class="t m0 x57 h2f y85 ff2 fs5 fc2 sc0 ls0 ws0">Prezes Zarządu<span class="ff1"> </span></div></div><div class="c x187 yc1f w19d h7f"><div class="t m0 x12d h2f y85 ff1 fs5 fc2 sc0 ls0 ws0">1 278 </div></div><div class="c x10b yc1f w19e h7f"><div class="t m0 x12d h2f y85 ff1 fs5 fc2 sc0 ls0 ws0">0 </div></div><div class="c x1aa yc1f w158 h7f"><div class="t m0 x16b h2f y85 ff1 fs5 fc2 sc0 ls0 ws0">0 </div></div><div class="c x1ab yc1f w19f h7f"><div class="t m0 x8a h2f y85 ff1 fs5 fc2 sc0 ls0 ws0">0 </div></div><div class="c x1ac yc1f waf h7f"><div class="t m0 x11f h2f y85 ff1 fs5 fc2 sc0 ls0 ws0">0 </div></div><div class="c x1ad yc1f w1a0 h7f"><div class="t m0 x131 h2f y85 ff1 fs5 fc2 sc0 ls16 ws0">447<span class="ls0"> </span></div></div><div class="c x160 yc1f w199 h7f"><div class="t m0 x1d h2f y85 ff1 fs5 fc2 sc0 ls16 ws0">600<span class="ls0"> </span></div></div><div class="c x15a yc1f w1a1 h7f"><div class="t m0 x41 h2d y85 ff6 fs5 fc2 sc0 ls0 ws0">2 325 </div></div><div class="c x2 yc20 w19c h7f"><div class="t m0 x46 h2f y85 ff2 fs5 fc2 sc0 ls0 ws0">Sławomir Nowa<span class="_ _0"></span>k<span class="ff1"> </span></div></div><div class="c x1a9 yc20 w10d h7f"><div class="t m0 x110 h2f y85 ff2 fs5 fc2 sc0 ls0 ws0">Wiceprezes Zar<span class="_ _0"></span>ządu<span class="ff1"> </span></div></div><div class="c x187 yc20 w19d h7f"><div class="t m0 xc2 h2f y85 ff1 fs5 fc2 sc0 ls16 ws0">1139<span class="ls0"> </span></div></div><div class="c x10b yc20 w19e h7f"><div class="t m0 x12d h2f y85 ff1 fs5 fc2 sc0 ls0 ws0">0 </div></div><div class="c x1aa yc20 w158 h7f"><div class="t m0 x16b h2f y85 ff1 fs5 fc2 sc0 ls0 ws0">0 </div></div><div class="c x1ab yc20 w19f h7f"><div class="t m0 x8a h2f y85 ff1 fs5 fc2 sc0 ls0 ws0">0 </div></div><div class="c x1ac yc20 waf h7f"><div class="t m0 x11f h2f y85 ff1 fs5 fc2 sc0 ls0 ws0">0 </div></div><div class="c x1ad yc20 w1a0 h7f"><div class="t m0 x23 h2f y85 ff1 fs5 fc2 sc0 ls0 ws0">0 </div></div><div class="c x160 yc20 w199 h7f"><div class="t m0 x1d h2f y85 ff1 fs5 fc2 sc0 ls16 ws0">250<span class="ls0"> </span></div></div><div class="c x15a yc20 w1a1 h7f"><div class="t m0 x41 h2d y85 ff6 fs5 fc2 sc0 ls0 ws0">1 389 </div></div><div class="c x2 yc21 w19c h7f"><div class="t m0 x46 h2f y85 ff2 fs5 fc2 sc0 ls0 ws0">Paweł Korzeniow<span class="_ _0"></span>ski<span class="ff1"> </span></div></div><div class="c x1a9 yc21 w10d h7f"><div class="t m0 x1a h2f y85 ff2 fs5 fc2 sc0 ls0 ws0">Członek Zarządu<span class="_ _0"></span><span class="ff1"> </span></div></div><div class="c x187 yc21 w19d h7f"><div class="t m0 x4 h2f y85 ff1 fs5 fc2 sc0 ls16 ws0">846<span class="ls0"> </span></div></div><div class="c x10b yc21 w19e h7f"><div class="t m0 x12d h2f y85 ff1 fs5 fc2 sc0 ls0 ws0">0 </div></div><div class="c x1aa yc21 w158 h7f"><div class="t m0 x16b h2f y85 ff1 fs5 fc2 sc0 ls0 ws0">0 </div></div><div class="c x1ab yc21 w19f h7f"><div class="t m0 x8a h2f y85 ff1 fs5 fc2 sc0 ls0 ws0">0 </div></div><div class="c x1ac yc21 waf h7f"><div class="t m0 x11f h2f y85 ff1 fs5 fc2 sc0 ls0 ws0">0 </div></div><div class="c x1ad yc21 w1a0 h7f"><div class="t m0 x23 h2f y85 ff1 fs5 fc2 sc0 ls0 ws0">0 </div></div><div class="c x160 yc21 w199 h7f"><div class="t m0 x1c h2f y85 ff1 fs5 fc2 sc0 ls16 ws0">44<span class="ls0"> </span></div></div><div class="c x15a yc21 w1a1 h7f"><div class="t m0 x49 h2d y85 ff6 fs5 fc2 sc0 ls16 ws0">890<span class="ls0"> </span></div></div><div class="c x2 yc22 w19c h7f"><div class="t m0 x46 h2f y85 ff2 fs5 fc2 sc0 ls0 ws0">Tomasz Sałata<span class="ff1"> </span></div></div><div class="c x1a9 yc22 w10d h7f"><div class="t m0 x1a h2f y85 ff2 fs5 fc2 sc0 ls0 ws0">Członek Zarządu<span class="_ _0"></span><span class="ff1"> </span></div></div><div class="c x187 yc22 w19d h7f"><div class="t m0 x4 h2f y85 ff1 fs5 fc2 sc0 ls16 ws0">839<span class="ls0"> </span></div></div><div class="c x10b yc22 w19e h7f"><div class="t m0 x12d h2f y85 ff1 fs5 fc2 sc0 ls0 ws0">0 </div></div><div class="c x1aa yc22 w158 h7f"><div class="t m0 x16b h2f y85 ff1 fs5 fc2 sc0 ls0 ws0">0 </div></div><div class="c x1ab yc22 w19f h7f"><div class="t m0 x8a h2f y85 ff1 fs5 fc2 sc0 ls0 ws0">0 </div></div><div class="c x1ac yc22 waf h7f"><div class="t m0 x11f h2f y85 ff1 fs5 fc2 sc0 ls0 ws0">0 </div></div><div class="c x1ad yc22 w1a0 h7f"><div class="t m0 x23 h2f y85 ff1 fs5 fc2 sc0 ls0 ws0">0 </div></div><div class="c x160 yc22 w199 h7f"><div class="t m0 x120 h2f y85 ff1 fs5 fc2 sc0 ls0 ws0">0 </div></div><div class="c x15a yc22 w1a1 h7f"><div class="t m0 x49 h2d y85 ff6 fs5 fc2 sc0 ls16 ws0">839<span class="ls0"> </span></div></div><div class="c x2 yc23 w19c h123"><div class="t m0 x46 h2f y85 ff2 fs5 fc2 sc0 ls0 ws0">Ewa Przybył<span class="ff1"> </span></div></div><div class="c x1a9 yc23 w10d h123"><div class="t m0 x6e h2f y85 ff1 fs5 fc2 sc0 ls0 ws0">Prokurent </div></div><div class="c x187 yc23 w19d h123"><div class="t m0 x4 h2f y85 ff1 fs5 fc2 sc0 ls16 ws0">358<span class="ls0"> </span></div></div><div class="c x10b yc23 w19e h123"><div class="t m0 x12d h2f y85 ff1 fs5 fc2 sc0 ls0 ws0">0 </div></div><div class="c x1aa yc23 w158 h123"><div class="t m0 x16b h2f y85 ff1 fs5 fc2 sc0 ls0 ws0">0 </div></div><div class="c x1ab yc23 w19f h123"><div class="t m0 x8a h2f y85 ff1 fs5 fc2 sc0 ls0 ws0">0 </div></div><div class="c x1ac yc23 waf h123"><div class="t m0 x11f h2f y85 ff1 fs5 fc2 sc0 ls0 ws0">0 </div></div><div class="c x1ad yc23 w1a0 h123"><div class="t m0 x23 h2f y85 ff1 fs5 fc2 sc0 ls0 ws0">0 </div></div><div class="c x160 yc23 w199 h123"><div class="t m0 x120 h2f y85 ff1 fs5 fc2 sc0 ls0 ws0">0 </div></div><div class="c x15a yc23 w1a1 h123"><div class="t m0 x49 h2d y85 ff6 fs5 fc2 sc0 ls16 ws0">358<span class="ls0"> </span></div></div><div class="c x2 y8ee w19c h7f"><div class="t m0 x46 h2f y85 ff1 fs5 fc2 sc0 ls0 ws0">Hubert Bojdo </div></div><div class="c x1a9 y8ee w10d h7f"><div class="t m0 x46 h2f y85 ff2 fs5 fc2 sc0 ls0 ws0">Członek Rady Nad<span class="_ _3"></span>z<span class="_ _8"></span>orczej<span class="ff1"> </span></div></div><div class="c x187 y8ee w19d h7f"><div class="t m0 xa5 h2f y85 ff1 fs5 fc2 sc0 ls16 ws0">30<span class="ls0"> </span></div></div><div class="c x10b y8ee w19e h7f"><div class="t m0 x12d h2f y85 ff1 fs5 fc2 sc0 ls0 ws0">0 </div></div><div class="c x1aa y8ee w158 h7f"><div class="t m0 x16b h2f y85 ff1 fs5 fc2 sc0 ls0 ws0">0 </div></div><div class="c x1ab y8ee w19f h7f"><div class="t m0 x8a h2f y85 ff1 fs5 fc2 sc0 ls0 ws0">0 </div></div><div class="c x1ac y8ee waf h7f"><div class="t m0 x11f h2f y85 ff1 fs5 fc2 sc0 ls0 ws0">0 </div></div><div class="c x1ad y8ee w1a0 h7f"><div class="t m0 x23 h2f y85 ff1 fs5 fc2 sc0 ls0 ws0">0 </div></div><div class="c x160 y8ee w199 h7f"><div class="t m0 x120 h2f y85 ff1 fs5 fc2 sc0 ls0 ws0">0 </div></div><div class="c x15a y8ee w1a1 h7f"><div class="t m0 x4e h2d y85 ff6 fs5 fc2 sc0 ls16 ws0">30<span class="ls0"> </span></div></div><div class="c x2 yc24 w19c h6f"><div class="t m0 x46 h2f y160 ff1 fs5 fc2 sc0 ls0 ws0">Agnieszka Bujno<span class="_ _0"></span>wska </div></div><div class="c x1a9 yc24 w10d h6f"><div class="t m0 x47 h2f y2e6 ff1 fs5 fc2 sc0 ls0 ws0">Sekretarz Rad<span class="_ _3"></span>y<span class="_ _8"></span> </div><div class="t m0 xbd h2f y4cf ff1 fs5 fc2 sc0 ls0 ws0">Nadzorczej </div></div><div class="c x187 yc24 w19d h6f"><div class="t m0 xa5 h2f y160 ff1 fs5 fc2 sc0 ls16 ws0">36<span class="ls0"> </span></div></div><div class="c x10b yc24 w19e h6f"><div class="t m0 x12d h2f y160 ff1 fs5 fc2 sc0 ls0 ws0">0 </div></div><div class="c x1aa yc24 w158 h6f"><div class="t m0 x16b h2f y160 ff1 fs5 fc2 sc0 ls0 ws0">0 </div></div><div class="c x1ab yc24 w19f h6f"><div class="t m0 x8a h2f y160 ff1 fs5 fc2 sc0 ls0 ws0">0 </div></div><div class="c x1ac yc24 waf h6f"><div class="t m0 x11f h2f y160 ff1 fs5 fc2 sc0 ls0 ws0">0 </div></div><div class="c x1ad yc24 w1a0 h6f"><div class="t m0 x23 h2f y160 ff1 fs5 fc2 sc0 ls0 ws0">0 </div></div><div class="c x160 yc24 w199 h6f"><div class="t m0 x1c h2f y160 ff1 fs5 fc2 sc0 ls16 ws0">76<span class="ls0"> </span></div></div><div class="c x15a yc24 w1a1 h6f"><div class="t m0 x49 h2d y160 ff6 fs5 fc2 sc0 ls16 ws0">112<span class="ls0"> </span></div></div><div class="c x2 yc25 w19c h7f"><div class="t m0 x46 h2f y85 ff1 fs5 fc2 sc0 ls0 ws0">Andrzej Zakrzew<span class="_ _0"></span>ski </div></div><div class="c x1a9 yc25 w10d h7f"><div class="t m0 x46 h2f y85 ff2 fs5 fc2 sc0 ls0 ws0">Członek Rady Nad<span class="_ _3"></span>z<span class="_ _8"></span>orczej<span class="ff1"> </span></div></div><div class="c x187 yc25 w19d h7f"><div class="t m0 xa5 h2f y85 ff1 fs5 fc2 sc0 ls16 ws0">30<span class="ls0"> </span></div></div><div class="c x10b yc25 w19e h7f"><div class="t m0 x12d h2f y85 ff1 fs5 fc2 sc0 ls0 ws0">0 </div></div><div class="c x1aa yc25 w158 h7f"><div class="t m0 x16b h2f y85 ff1 fs5 fc2 sc0 ls0 ws0">0 </div></div><div class="c x1ab yc25 w19f h7f"><div class="t m0 x8a h2f y85 ff1 fs5 fc2 sc0 ls0 ws0">0 </div></div><div class="c x1ac yc25 waf h7f"><div class="t m0 x11f h2f y85 ff1 fs5 fc2 sc0 ls0 ws0">0 </div></div><div class="c x1ad yc25 w1a0 h7f"><div class="t m0 x23 h2f y85 ff1 fs5 fc2 sc0 ls0 ws0">0 </div></div><div class="c x160 yc25 w199 h7f"><div class="t m0 x1c h2f y85 ff1 fs5 fc2 sc0 ls16 ws0">15<span class="ls0"> </span></div></div><div class="c x15a yc25 w1a1 h7f"><div class="t m0 x4e h2d y85 ff6 fs5 fc2 sc0 ls16 ws0">45<span class="ls0"> </span></div></div><div class="c x2 yc26 w19c h124"><div class="t m0 x46 h2f ybe1 ff1 fs5 fc2 sc0 ls0 ws0">Waldemar </div><div class="t m0 x46 h2f ybaf ff1 fs5 fc2 sc0 ls0 ws0">Borzykowski<span class="_ _0"></span> </div></div><div class="c x1a9 yc26 w10d h124"><div class="t m0 x46 h2f ybd4 ff2 fs5 fc2 sc0 ls0 ws0">Członek Rady Nad<span class="_ _3"></span>z<span class="_ _8"></span>orczej<span class="ff1"> </span></div></div><div class="c x187 yc26 w19d h124"><div class="t m0 xa5 h2f ybd4 ff1 fs5 fc2 sc0 ls16 ws0">36<span class="ls0"> </span></div></div><div class="c x10b yc26 w19e h124"><div class="t m0 x12d h2f ybd4 ff1 fs5 fc2 sc0 ls0 ws0">0 </div></div><div class="c x1aa yc26 w158 h124"><div class="t m0 x16b h2f ybd4 ff1 fs5 fc2 sc0 ls0 ws0">0 </div></div><div class="c x1ab yc26 w19f h124"><div class="t m0 x8a h2f ybd4 ff1 fs5 fc2 sc0 ls0 ws0">0 </div></div><div class="c x1ac yc26 waf h124"><div class="t m0 x11f h2f ybd4 ff1 fs5 fc2 sc0 ls0 ws0">0 </div></div><div class="c x1ad yc26 w1a0 h124"><div class="t m0 x23 h2f ybd4 ff1 fs5 fc2 sc0 ls0 ws0">0 </div></div><div class="c x160 yc26 w199 h124"><div class="t m0 x1c h2f ybd4 ff1 fs5 fc2 sc0 ls16 ws0">18<span class="ls0"> </span></div></div><div class="c x15a yc26 w1a1 h124"><div class="t m0 x4e h2d ybd4 ff6 fs5 fc2 sc0 ls16 ws0">54<span class="ls0"> </span></div></div><div class="c x2 yc27 w19c h7f"><div class="t m0 x46 h2f y85 ff2 fs5 fc2 sc0 ls0 ws0">Artur Socińs<span class="_ _0"></span>ki<span class="ff1"> </span></div></div><div class="c x1a9 yc27 w10d h7f"><div class="t m0 x46 h2f y85 ff2 fs5 fc2 sc0 ls0 ws0">Członek Rady Nad<span class="_ _3"></span>z<span class="_ _8"></span>orczej<span class="ff1"> </span></div></div><div class="c x187 yc27 w19d h7f"><div class="t m0 xa5 h2f y85 ff1 fs5 fc2 sc0 ls16 ws0">24<span class="ls0"> </span></div></div><div class="c x10b yc27 w19e h7f"><div class="t m0 x12d h2f y85 ff1 fs5 fc2 sc0 ls0 ws0">0 </div></div><div class="c x1aa yc27 w158 h7f"><div class="t m0 x16b h2f y85 ff1 fs5 fc2 sc0 ls0 ws0">0 </div></div><div class="c x1ab yc27 w19f h7f"><div class="t m0 x8a h2f y85 ff1 fs5 fc2 sc0 ls0 ws0">0 </div></div><div class="c x1ac yc27 waf h7f"><div class="t m0 x11f h2f y85 ff1 fs5 fc2 sc0 ls0 ws0">0 </div></div><div class="c x1ad yc27 w1a0 h7f"><div class="t m0 x23 h2f y85 ff1 fs5 fc2 sc0 ls0 ws0">0 </div></div><div class="c x160 yc27 w199 h7f"><div class="t m0 x120 h2f y85 ff1 fs5 fc2 sc0 ls0 ws0">0 </div></div><div class="c x15a yc27 w1a1 h7f"><div class="t m0 x4e h2d y85 ff6 fs5 fc2 sc0 ls16 ws0">24<span class="ls0"> </span></div></div><div class="c x2 yc28 w19c h124"><div class="t m0 x46 h2f ybd4 ff2 fs5 fc2 sc0 ls0 ws0">Wiesław Kosonóg<span class="_ _0"></span><span class="ff1"> </span></div></div><div class="c x1a9 yc28 w10d h124"><div class="t m0 x32 h2f ybe1 ff2 fs5 fc2 sc0 ls0 ws0">Przewodniczą<span class="_ _0"></span>cy Rady </div><div class="t m0 x44 h2f ybaf ff1 fs5 fc2 sc0 ls0 ws0">nadzorczej </div></div><div class="c x187 yc28 w19d h124"><div class="t m0 xa5 h2f ybd4 ff1 fs5 fc2 sc0 ls16 ws0">37<span class="ls0"> </span></div></div><div class="c x10b yc28 w19e h124"><div class="t m0 x12d h2f ybd4 ff1 fs5 fc2 sc0 ls0 ws0">0 </div></div><div class="c x1aa yc28 w158 h124"><div class="t m0 x16b h2f ybd4 ff1 fs5 fc2 sc0 ls0 ws0">0 </div></div><div class="c x1ab yc28 w19f h124"><div class="t m0 x8a h2f ybd4 ff1 fs5 fc2 sc0 ls0 ws0">0 </div></div><div class="c x1ac yc28 waf h124"><div class="t m0 x11f h2f ybd4 ff1 fs5 fc2 sc0 ls0 ws0">0 </div></div><div class="c x1ad yc28 w1a0 h124"><div class="t m0 x23 h2f ybd4 ff1 fs5 fc2 sc0 ls0 ws0">0 </div></div><div class="c x160 yc28 w199 h124"><div class="t m0 x1c h2f ybd4 ff1 fs5 fc2 sc0 ls16 ws0">22<span class="ls0"> </span></div></div><div class="c x15a yc28 w1a1 h124"><div class="t m0 x4e h2d ybd4 ff6 fs5 fc2 sc0 ls16 ws0">59<span class="ls0"> </span></div></div><div class="c x2 yc29 w19c h7f"><div class="t m0 x46 h2f y85 ff1 fs5 fc2 sc0 ls0 ws0">Wiktoria Braun<span class="_ _0"></span> </div></div><div class="c x1a9 yc29 w10d h7f"><div class="t m0 x46 h2f y85 ff2 fs5 fc2 sc0 ls0 ws0">Członek Rady Nad<span class="_ _3"></span>z<span class="_ _8"></span>orczej<span class="ff1"> </span></div></div><div class="c x187 yc29 w19d h7f"><div class="t m0 xa5 h2f y85 ff1 fs5 fc2 sc0 ls16 ws0">31<span class="ls0"> </span></div></div><div class="c x10b yc29 w19e h7f"><div class="t m0 x12d h2f y85 ff1 fs5 fc2 sc0 ls0 ws0">0 </div></div><div class="c x1aa yc29 w158 h7f"><div class="t m0 x16b h2f y85 ff1 fs5 fc2 sc0 ls0 ws0">0 </div></div><div class="c x1ab yc29 w19f h7f"><div class="t m0 x8a h2f y85 ff1 fs5 fc2 sc0 ls0 ws0">0 </div></div><div class="c x1ac yc29 waf h7f"><div class="t m0 x11f h2f y85 ff1 fs5 fc2 sc0 ls0 ws0">0 </div></div><div class="c x1ad yc29 w1a0 h7f"><div class="t m0 x23 h2f y85 ff1 fs5 fc2 sc0 ls0 ws0">0 </div></div><div class="c x160 yc29 w199 h7f"><div class="t m0 x120 h2f y85 ff1 fs5 fc2 sc0 ls0 ws0">0 </div></div><div class="c x15a yc29 w1a1 h7f"><div class="t m0 x4e h2d y85 ff6 fs5 fc2 sc0 ls16 ws0">31<span class="ls0"> </span></div></div><div class="c x2 y74c w19c h125"><div class="t m0 x46 h2d yc5 ff6 fs5 fc2 sc0 ls0 ws0">RAZEM </div></div><div class="c x1a9 y74c w10d h125"><div class="t m0 x2e h2d yc5 ff6 fs5 fc2 sc0 ls0 ws0">  </div></div><div class="c x187 y74c w19d h125"><div class="t m0 x12d h2d yc5 ff6 fs5 fc2 sc0 ls0 ws0">4 684 </div></div><div class="c x10b y74c w19e h125"><div class="t m0 x12d h2d yc5 ff6 fs5 fc2 sc0 ls0 ws0">0 </div></div><div class="c x1aa y74c w158 h125"><div class="t m0 x16b h2d yc5 ff6 fs5 fc2 sc0 ls0 ws0">0 </div></div><div class="c x1ab y74c w19f h125"><div class="t m0 x8a h2d yc5 ff6 fs5 fc2 sc0 ls0 ws0">0 </div></div><div class="c x1ac y74c waf h125"><div class="t m0 x11f h2d yc5 ff6 fs5 fc2 sc0 ls0 ws0">0 </div></div><div class="c x1ad y74c w1a0 h125"><div class="t m0 x131 h2d yc5 ff6 fs5 fc2 sc0 ls16 ws0">447<span class="ls0"> </span></div></div><div class="c x160 y74c w199 h125"><div class="t m0 x50 h2d yc5 ff6 fs5 fc2 sc0 ls16 ws0">1025<span class="ls0"> </span></div></div><div class="c x15a y74c w1a1 h125"><div class="t m0 xbd h2d yc5 ff6 fs5 fc2 sc0 ls16 ws0">6156<span class="ls0"> </span></div></div><div class="c x0 y1 wd8 hbf"><div class="t m0 x2 h2c y7f0 ff7 fs5 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h2c y801 ff7 fs5 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h2c yc2a ff7 fs5 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h2c yc2b ff7 fs5 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf72" class="pf w0 h0" ><div class="pc pc72 w0 h0"><img class="bi x4 yc2c w1a2 h126" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA7gAAARuCAIAAAB2mwywAAAACXBIWXMAABYlAAAWJQFJUiTwAAATc0lEQVR42u3asXFiQRBF0e6tTxZkgiMDIsBQHhCHQlEEuJCJspDx1hjVLPV3/S19nePM2M+6RneSqjpdHwUAAFTd3g5V1SOUd/uzRQAAoKo+P96r6pchAADgb0IZAACEMgAACGUAABDKAAAglAEAQCgDAIBQBgAAoQwAAEIZAACEMgAACGUAABDKAAAglAEAQCgDAABCGQAAhDIAAAhlAAAQygAAIJQBAEAoAwCAUAYAAKEMAABCGQAAhDIAAAhlAAAQygAAIJQBAEAoAwAAQhkAAIQyAAAIZQAAEMoAACCUAQBAKAMAgFAGAAChDAAAQhkAAIQyAAAIZQAAEMoAACCUAQAAoQwAAEIZAACEMgAACGUAABDKAAAglAEAQCgDAIBQBgAAoQwAAEIZAACEMgAACGUAABDKAAAglAEAAKEMAABCGQAAhDIAAAhlAAAQygAAIJQBAEAoAwCAUAYAAKEMAABCGQAAhDIAAAhlAAAQygAAgFAGAAChDAAAQhkAAIQyAAAIZQAAEMoAACCUAQBAKAMAgFAGAAChDAAAQhkAAIQyAAAIZQAAEMoAAMAfy3heXi+2AACAqZNYAQAAVpxeAACAUAYAAKEMAABCGQAAhDIAAAhlAAAQygAAIJQBAEAoAwCAUAYAAKEMAABCGQAAhDIAAAhlAABAKAMAgFAGAAChDAAAQhkAAIQyAAAIZQAAEMoAACCUAQBAKAMAgFAGAAChDAAAQhkAAIQyAAAIZQAAQCgDAIBQBgAAoQwAAEIZAACEMgAACGUAABDKAAAglAEAQCgDAIBQBgAAoQwAAJu3jKe7bQEAAFWVpKp6PAAAwDOnFwAAIJQBAEAoAwCAUAYAAKEMAABCGQAAhDIAAAhlAAAQygAAIJQBAEAoAwCAUAYAAKEMAABCGQAAEMoAACCUAQBAKAMAgFAGAAChDAAAQhkAAIQyAAAIZQAAEMoAACCUAQBAKAMAgFAGAAChDAAAQhkAABDKAAAglAEAQCgDAIBQBgAAoQwAAEIZAACEMgAACGUAABDKAAAglAEAQCgDAIBQBgCAn2gZT3fbAgAAqipJVfV4AACAZ04vAABAKAMAgFAGAAChDAAAQhkAAIQyAAAIZQAAEMoAACCUAQBAKAMAgFAGAAChDAAAQhkAAIQyAAAglAEAQCgDAIBQBgAAoQwAAEIZAACEMgAACGUAABDKAAAglAEAQCgDAIBQBgAAoQwAAEIZAACEMgAAIJQBAEAoAwCAUAYAAKEMAABCGQAAhDIAAAhlAAAQygAAIJQBAEAoAwCAUAYAAKEMAAA/UR8vdysAAMB0eztUVSexBQAArDi9AAAAoQwAAEIZAACEMgAACGUAABDKAAAglAEAQCgDAIBQBgAAoQwAAEIZAACEMgAACGUAABDKAACAUAYAAKEMAABCGQAAhDIAAAhlAAAQygAAIJQBAEAoAwCAUAYAAKEMAABCGQAAhDIAAAhlAAAQygAAgFAGAAChDAAAQhkAAIQyAAAIZQAAEMoAACCUAQBAKAMAgFAGAAChDAAAQhkAAIQyAAAIZQAAQCgDAIBQBgAAoQwAAEIZAACEMgAACGUAABDKAAAglAEAQCgDAIBQBgAAoQwAAEIZAACEMgAACGUAAEAoAwCAUAYAAKEMAABCGQAAhDIAAAhlAAAQygAAIJQBAEAoAwCAUAYAAKEMAABCGQAAhDIAACCUAQBAKAMAgFAGAAChDAAAQhkAAIQyAAD8D8t4TteHLQAAYOokVbXbn20BAACT0wsAABDKAAAglAEAQCgDAIBQBgAAoQwAAEIZAACEMgAACGUAABDKAAAglAEAQCgDAIBQBgAAoQwAAAhlAAAQygAAIJQBAEAoAwCAUAYAAKEMAABCGQAAhDIAAAhlAAAQygAAIJQBAEAoAwCAUAYAAKEMAAAIZQAAEMoAACCUAQBAKAMAgFAGAAChDAAAQhkAAIQyAAAIZQAAEMoAACCUAQBAKAMAgFAGAACEMgAACGUAABDKAAAglAEAQCgDAIBQBgAAoQwAAEIZAACEMgAACGUAABDKAAAglAEAQCgDAIBQBgAAhDIAAAhlAAAQygAAIJQBAEAoAwCAUAYAAKEMAABCGQAAhDIAAAhlAAAQygAAIJQBAEAoAwAAQhkAAIQyAAAIZQAAEMoAACCUAQBAKAMAgFAGAAChDAAAQhkAAIQyAAAIZQAA2KBOUlWn68MWAACwDmUAAOCZ0wsAABDKAAAglAEAQCgDAIBQBgAAoQwAAEIZAACEMgAACGUAABDKAAAglAEAQCgDAIBQBgAAoQwAAAhlAAAQygAAIJQBAEAoAwCAUAYAAKEMAABCGQAAhDIAAAhlAAAQygAAIJQBAEAoAwCAUAYAAKEMAAAIZQAAEMoAACCUAQBAKAMAgFAGAAChDAAAQhkAAIQyAAAIZQAAEMoAACCUAQBg85bxdLctAABg6iRWAACAFacXAAAglAEAQCgDAIBQBgAAoQwAAEIZAACEMgAACGUAABDKAAAglAEAQCgDAIBQBgAAoQwAAEIZAAAQygAAIJQBAEAoAwCAUAYAAKEMAABCGQAAhDIAAAhlAAAQygAAIJQBAEAoAwCAUAYAAKEMAABCGQAAEMoAACCUAQBAKAMAgFAGAAChDAAAQhkAAIQyAAAIZQAAEMoAACCUAQBgW5bxdLctAABg6iRWAACAFacXAAAglAEAQCgDAIBQBgAAoQwAAEIZAACEMgAACGUAABDKAAAglAEAQCgDAIBQBgAAoQwAAEIZAAAQygAAIJQBAEAoAwCAUAYAAKEMAABCGQAAhDIAAAhlAAAQygAAIJQBAEAoAwCAUAYAAKEMAABCGQAAEMoAACCUAQBAKAMAgFAGAAChDAAAQhkAAIQyAAAIZQAAEMoAACCUAQBgW/p4uVsBAADWoZzECgAAsOL0AgAAhDIAAAhlAAAQygAAIJQBAEAoAwCAUAYAAKEMAABCGQAAhDIAAAhlAAAQygAAIJQBAEAoAwAAQhkAAIQyAAAIZQAAEMoAACCUAQBAKAMAgFAGAAChDAAAQhkAAIQyAAAIZQAAEMoAACCUAQBAKAMAAEIZAACEMgAACGUAABDKAAAglAEAQCgDAIBQBgAAoQwAAEIZAACEMgAACGUAABDKAAAglAEAAKEMAABCGQAAhDIAAAhlAAAQygAAIJQBAEAoAwCAUAYAAKEMAABCGQAAhDIAAAhlAAAQygAAIJQBAAChDAAAQhkAAIQyAAAIZQAAEMoAACCUAQBAKAMAgFAGAAChDAAAQhkAAIQyAAAIZQAAEMoAAIBQBgAAoQwAAEIZAACEMgAACGUAABDKAAAglAEAQCgDAIBQBgAAoQwAAEIZAACEMgAACGUAABDKAACAUAYAAKEMAABCGQAAhDIAAAhlAAAQygAAIJQBAEAoAwCAUAYAAKEMAABCGQAAhDIAAAhlAAAQyiYAAAChDAAAQhkAAIQyAAAIZQAAEMoAACCUAQBAKAMAgFAGAAChDAAAQhkAAIQyAAAIZQAAEMoAAIBQBgAAoQwAAEIZAACEMgAACGUAABDKAAAglAEAQCgDAIBQBgAAoQwAAEIZAACEMgAACGUAABDKAACAUAYAAKEMAABCGQAAhDIAAAhlAAAQygAAIJQBAEAoAwCAUAYAAKEMAABCGQAAhDIAAAhlAABAKAMAgFAGAAChDAAAQhkAAIQyAAAIZQAAEMoAACCUAQBAKAMAgFAGAAChDAAAQhkAAIQyAAAIZQAAQCgDAIBQBgAAoQwAAEIZAACEMgAACGUAABDKAAAglAEAQCgDAIBQBgAAoQwAAEIZAACEMgAAIJQBAEAoAwCAUAYAAKEMAABCGQAAhDIAAAhlAAAQygAAIJQBAEAoAwCAUAYAgO1ZxnO6PmwBAAC3t8P4dJKq2u3PRgEAgM+P9/FxegEAAP8glAEAQCgDAIBQBgAAoQwAAEIZAACEMgAACGUAABDKAAAglAEAQCgDAIBQBgAAoQwAAEIZAACEMgAAIJQBAEAoAwCAUAYAAKEMAABCGQAAhDIAAAhlAAAQygAAIJQBAEAoAwCAUAYAAKEMAABCGQAAhDIAACCUAQBAKAMAgFAGAAChDAAAQhkAAIQyAAAIZQAAEMoAACCUAQBAKAMAgFAGAAChDAAAQhkAABDKAAAglAEAQCgDAIBQBgAAoQwAAEIZAACEMgAACGUAABDKAAAglAEAQCgDAIBQBgAAoQwAAEIZAAAQygAAIJQBAEAoAwCAUAYAAKEMAABCGQAAhDIAAAhlAAAQygAAIJQBAEAoAwCAUAYAAKEMAAAIZQAAEMoAACCUAQBAKAMAgFAGAAChDAAAQhkAAIQyAAAIZQAAEMoAAPDdLeN5eb3YAgAApk5iBQAAWHF6AQAAQhkAAIQyAAAIZQAAEMoAACCUAQBAKAMAgFAGAAChDAAAQhkAAIQyAAAIZQAAEMoAACCUAQAAoQwAAEIZAACEMgAACGUAABDKAAAglAEAQCgDAIBQBgAAoQwAAEIZAACEMgAACGUAABDKAAAglAEAAKEMAABCGQAAhDIAAAhlAAAQygAAIJQBAEAoAwCAUAYAAKEMAABCGQAAtmUZT3fbAgAAknwV8vwBAACT0wsAABDKAAAglAEAQCgDAIBQBgAAoQwAAEIZAACEMgAACGUAABDKAAAglAEAQCgDAIBQBgAAoQwAAAhlAAAQygAAIJQBAEAoAwCAUAYAAKEMAABCGQAAhDIAAAhlAAAQygAAIJQBAEAoAwCAUAYAAKEMAAAIZQAAEMoAACCUAQBAKAMAgFAGAAChDAAAQhkAAIQyAAAIZQAAEMoAALAty3i62xYAAJDkq5DnDwAAmJxeAACAUAYAAKEMAABCGQAAhDIAAAhlA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class="c x0 y1 w2 h0"><div class="t m0 x2 h8 y993 ff1 fs3 fc0 sc0 ls0 ws0">W  okresie  od  01.01.20<span class="_ _8"></span>21-31.<span class="ls11">12</span>.<span class="_ _8"></span>2021  r.  <span class="ff2">członk<span class="_ _8"></span>owie  organów  zarz<span class="_ _8"></span>ądzających,  nadzoruj<span class="_ _8"></span>ących  i  organów </span></div><div class="t m0 x2 h8 y994 ff2 fs3 fc0 sc0 ls0 ws0">administrującyc<span class="_ _8"></span>h  Emitenta  nie  otrz<span class="_ _8"></span>ymywali  z <span class="_ _11"> </span>ty<span class="_ _8"></span>tułu  pełnionej <span class="_ _11"> </span>funkc<span class="_ _8"></span>ji,  nagród  l<span class="_ _8"></span>ub  korzyś<span class="_ _8"></span>ci  za  wyjątkiem </div><div class="t m0 x2 h8 y995 ff2 fs3 fc0 sc0 ls0 ws0">wynagrodzeń wskaz<span class="_ _8"></span>anych w tabeli powy<span class="_ _8"></span>żej. <span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h35 yc2d ff6 fs1 fc0 sc0 ls0 ws0">JHM DEVELOP<span class="_ _3"></span>M<span class="_ _8"></span>ENT S<span class="_ _0"></span>.A. </div><div class="t m0 x2 h8 yc2e ff2 fs3 fc0 sc0 ls0 ws0">Wartość <span class="_ _14"> </span>wyna<span class="_ _8"></span>grodzenia <span class="_ _1a"> </span>osób <span class="_ _14"> </span>zar<span class="_ _8"></span>ządzając<span class="_ _8"></span>ych <span class="_ _14"> </span>w <span class="_ _1a"> </span>JHM <span class="_ _1a"> </span>DEVELOPMENT <span class="_ _1a"> </span>S.A.<span class="_ _8"></span><span class="ff1"> <span class="_ _14"> </span>uzysk<span class="_ _8"></span>anego <span class="_ _14"> </span>w <span class="_ _1a"> </span>okresie </span></div><div class="t m0 x2 h8 yc2f ff1 fs3 fc0 sc0 ls0 ws0">01.01.2021 <span class="ff2">–</span> 31.<span class="ls11">12</span>.<span class="_ _8"></span>2021 <span class="ls13">r.</span> <span class="ff2">przedstaw<span class="_ _8"></span>ia poniższa tabe<span class="_ _8"></span>la.</span> </div><div class="t m0 x2 h9 yc30 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h2f yc31 ff8 fs5 fc0 sc0 ls0 ws0">Tabela: Wynagr<span class="_ _0"></span>odzenia osób <span class="_ _0"></span>zarządzający<span class="_ _0"></span>ch i nadzorując<span class="_ _0"></span>ych JHM <span class="_ _0"></span>DEVELOPMENT<span class="_ _3"></span> <span class="_ _8"></span>S.A. w okres<span class="_ _0"></span>ie 01.01–<span class="ff7">31.<span class="ls16">12</span>.2021<span class="ls17">r </span><span class="ff1"> </span></span></div></div><div class="c x2 y4ad w1a3 h8e"><div class="t m0 x32 h2d y85c ff6 fs5 fc4 sc0 ls0 ws0">Nazwa organu<span class="_ _0"></span> </div></div><div class="c x1ae y4ad w2e h8e"><div class="t m0 x2b h2d y949 ff5 fs5 fc4 sc0 ls0 ws0">Krótkoterm </div><div class="t m0 x6b h2d y85c ff5 fs5 fc4 sc0 ls0 ws0">świadczenia </div><div class="t m0 x10e h2d y2c0 ff6 fs5 fc4 sc0 ls0 ws0">pracownicze<span class="_ _0"></span> </div></div><div class="c x1af y4ad w7e h8e"><div class="t m0 x6b h2d y949 ff5 fs5 fc4 sc0 ls0 ws0">Świadczenia </div><div class="t m0 x29 h2d y85c ff6 fs5 fc4 sc0 ls0 ws0">po okresie </div><div class="t m0 x6b h2d y2c0 ff6 fs5 fc4 sc0 ls0 ws0">zatrudnienia </div></div><div class="c x75 y4ad wcb h8e"><div class="t m0 x60 h2d y949 ff5 fs5 fc4 sc0 ls0 ws0">Pozostałe </div><div class="t m0 x6b h2d y85c ff5 fs5 fc4 sc0 ls0 ws0">świadczenia </div><div class="t m0 x110 h2d y2c0 ff5 fs5 fc4 sc0 ls0 ws0">długoterm<span class="ff6"> </span></div></div><div class="c x17c y4ad w1a4 h8e"><div class="t m0 x3f h2d y949 ff5 fs5 fc4 sc0 ls0 ws0">Świadczenia <span class="_ _0"></span>z tytułu </div><div class="t m0 x48 h2d y85c ff5 fs5 fc4 sc0 ls0 ws0">rozwiązania </div><div class="t m0 x60 h2d y2c0 ff6 fs5 fc4 sc0 ls0 ws0">stosunku pracy<span class="_ _0"></span> </div></div><div class="c xcc y4ad w16b h8e"><div class="t m0 x3e h2d yc32 ff5 fs5 fc4 sc0 ls0 ws0">Płatności w </div><div class="t m0 x3e h2d y5c6 ff6 fs5 fc4 sc0 ls0 ws0">formie akcji </div></div><div class="c x1ab y4ad w4d h8e"><div class="t m0 x34 h2d y85c ff5 fs5 fc4 sc0 ls0 ws0">Łącznie<span class="ff6"> </span></div></div><div class="c x2 yc33 w1a3 h124"><div class="t m0 xa h2d yc34 ff5 fs5 fc0 sc0 ls0 ws0">Zarząd<span class="ff6"> </span></div></div><div class="c x1ae yc33 w2e h124"><div class="t m0 x61 h2d y3a9 ff6 fs5 fc0 sc0 ls16 ws0">1 732<span class="ls0"> </span></div></div><div class="c x1af yc33 w7e h124"><div class="t m0 x44 h2f y3a9 ff1 fs5 fc0 sc0 ls0 ws0">0 </div></div><div class="c x75 yc33 wcb h124"><div class="t m0 x44 h2f y3a9 ff1 fs5 fc0 sc0 ls0 ws0">0 </div></div><div class="c x17c yc33 w1a4 h124"><div class="t m0 x73 h2f y3a9 ff1 fs5 fc0 sc0 ls0 ws0">0 </div></div><div class="c xcc yc33 w16b h124"><div class="t m0 x41 h2f y3a9 ff1 fs5 fc0 sc0 ls0 ws0">0 </div></div><div class="c x1ab yc33 w4d h124"><div class="t m0 x3b h2d y3a9 ff6 fs5 fc0 sc0 ls16 ws0">1 732<span class="ls0"> </span></div></div><div class="c x2 yb43 w1a3 h127"><div class="t m0 xa h2d y4c8 ff6 fs5 fc0 sc0 ls0 ws0">Rada Nadzorcza<span class="_ _0"></span> </div></div><div class="c x1ae yb43 w2e h127"><div class="t m0 xc1 h2d y3a9 ff6 fs5 fc0 sc0 ls16 ws0">79<span class="ls0"> </span></div></div><div class="c x1af yb43 w7e h127"><div class="t m0 x44 h2f y3a9 ff1 fs5 fc0 sc0 ls0 ws0">0 </div></div><div class="c x75 yb43 wcb h127"><div class="t m0 x44 h2f y3a9 ff1 fs5 fc0 sc0 ls0 ws0">0 </div></div><div class="c x17c yb43 w1a4 h127"><div class="t m0 x73 h2f y3a9 ff1 fs5 fc0 sc0 ls0 ws0">0 </div></div><div class="c xcc yb43 w16b h127"><div class="t m0 x41 h2f y3a9 ff1 fs5 fc0 sc0 ls0 ws0">0 </div></div><div class="c x1ab yb43 w4d h127"><div class="t m0 x2e h2d y3a9 ff6 fs5 fc0 sc0 ls16 ws0">79<span class="ls0"> </span></div></div><div class="c x2 yc35 w1a3 h128"><div class="t m0 xa h2d y4c8 ff5 fs5 fc0 sc0 ls0 ws0">Łącznie<span class="ff6"> </span></div></div><div class="c x1ae yc35 w2e h128"><div class="t m0 x61 h2d y4c8 ff6 fs5 fc0 sc0 ls0 ws0">1 842 </div></div><div class="c x1af yc35 w7e h128"><div class="t m0 x44 h2d y3a9 ff6 fs5 fc0 sc0 ls0 ws0">0 </div></div><div class="c x75 yc35 wcb h128"><div class="t m0 x44 h2d y3a9 ff6 fs5 fc0 sc0 ls0 ws0">0 </div></div><div class="c x17c yc35 w1a4 h128"><div class="t m0 x73 h2d y3a9 ff6 fs5 fc0 sc0 ls0 ws0">0 </div></div><div class="c xcc yc35 w16b h128"><div class="t m0 x41 h2d y3a9 ff6 fs5 fc0 sc0 ls0 ws0">0 </div></div><div class="c x1ab yc35 w4d h128"><div class="t m0 x3b h2d y4c8 ff6 fs5 fc0 sc0 ls0 ws0">1 <span class="ls16">842</span> </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h9 yc36 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h2b y504 ff8 fs2 fc0 sc0 ls0 ws0">Tabela: Wynagrodzenia osób zarządzających i nadzorujących JHM DEVELOPMENT S.A. w okresie 01.01<span class="_ _8"></span>–<span class="ff7">31.<span class="lsa">12</span>.20<span class="lsb">20</span>r </span></div></div><div class="c x2 yc37 w1a5 h129"><div class="t m0 x32 h2d yc38 ff6 fs5 fc4 sc0 ls0 ws0">Nazwa organu<span class="_ _0"></span> </div></div><div class="c x1ae yc37 w1a6 h129"><div class="t m0 x2b h2d yc39 ff5 fs5 fc4 sc0 ls0 ws0">Krótkoterm </div><div class="t m0 x6b h2d yc38 ff5 fs5 fc4 sc0 ls0 ws0">świadczenia </div><div class="t m0 x6b h2d ybd4 ff6 fs5 fc4 sc0 ls0 ws0">pracownicze </div></div><div class="c x1af yc37 wca h129"><div class="t m0 x6b h2d yc39 ff5 fs5 fc4 sc0 ls0 ws0">Świadczenia </div><div class="t m0 x29 h2d yc38 ff6 fs5 fc4 sc0 ls0 ws0">po okresie </div><div class="t m0 x6b h2d ybd4 ff6 fs5 fc4 sc0 ls0 ws0">zatrudnienia </div></div><div class="c x1b0 yc37 w1a6 h129"><div class="t m0 x60 h2d yc39 ff5 fs5 fc4 sc0 ls0 ws0">Pozostałe </div><div class="t m0 x6b h2d yc38 ff5 fs5 fc4 sc0 ls0 ws0">świadczenia </div><div class="t m0 x110 h2d ybd4 ff5 fs5 fc4 sc0 ls0 ws0">długoterm<span class="ff6"> </span></div></div><div class="c x1b1 yc37 w16c h129"><div class="t m0 x3f h2d yc39 ff5 fs5 fc4 sc0 ls0 ws0">Świadczenia <span class="_ _0"></span>z tytułu </div><div class="t m0 x1b2 h2d yc38 ff5 fs5 fc4 sc0 ls0 ws0">rozwiązania stosu<span class="_ _3"></span>nku </div><div class="t m0 x49 h2d ybd4 ff6 fs5 fc4 sc0 ls0 ws0">pracy </div></div><div class="c x1b3 yc37 w1a7 h129"><div class="t m0 x3e h2d yc3a ff5 fs5 fc4 sc0 ls0 ws0">Płatności w </div><div class="t m0 x3e h2d y7bf ff6 fs5 fc4 sc0 ls0 ws0">formie akcji </div></div><div class="c x1a1 yc37 wdc h129"><div class="t m0 x34 h2d yc38 ff5 fs5 fc4 sc0 ls0 ws0">Łącznie<span class="ff6"> </span></div></div><div class="c x2 yc3b w1a5 h12a"><div class="t m0 xa h2d y5f3 ff5 fs5 fc0 sc0 ls0 ws0">Zarząd<span class="ff6"> </span></div></div><div class="c x1ae yc3b w1a6 h12a"><div class="t m0 x4a h2d yb6a ff6 fs5 fc0 sc0 ls0 ws0">1 379 </div></div><div class="c x1af yc3b wca h12a"><div class="t m0 x44 h2f yb6a ff1 fs5 fc0 sc0 ls0 ws0">0 </div></div><div class="c x1b0 yc3b w1a6 h12a"><div class="t m0 x44 h2f yb6a ff1 fs5 fc0 sc0 ls0 ws0">0 </div></div><div class="c x1b1 yc3b w16c h12a"><div class="t m0 x73 h2f yb6a ff1 fs5 fc0 sc0 ls0 ws0">0 </div></div><div class="c x1b3 yc3b w1a7 h12a"><div class="t m0 x41 h2f yb6a ff1 fs5 fc0 sc0 ls0 ws0">0 </div></div><div class="c x1a1 yc3b wdc h12a"><div class="t m0 x3b h2d yb6a ff6 fs5 fc0 sc0 ls0 ws0">1 379 </div></div><div class="c x2 yc3c w1a5 h12a"><div class="t m0 xa h2d y5f3 ff6 fs5 fc0 sc0 ls0 ws0">Rada Nadzorcza<span class="_ _0"></span> </div></div><div class="c x1ae yc3c w1a6 h12a"><div class="t m0 xc1 h2d ybd8 ff6 fs5 fc0 sc0 ls16 ws0">88<span class="ls0"> </span></div></div><div class="c x1af yc3c wca h12a"><div class="t m0 x44 h2f ybd8 ff1 fs5 fc0 sc0 ls0 ws0">0 </div></div><div class="c x1b0 yc3c w1a6 h12a"><div class="t m0 x44 h2f ybd8 ff1 fs5 fc0 sc0 ls0 ws0">0 </div></div><div class="c x1b1 yc3c w16c h12a"><div class="t m0 x73 h2f ybd8 ff1 fs5 fc0 sc0 ls0 ws0">0 </div></div><div class="c x1b3 yc3c w1a7 h12a"><div class="t m0 x41 h2f ybd8 ff1 fs5 fc0 sc0 ls0 ws0">0 </div></div><div class="c x1a1 yc3c wdc h12a"><div class="t m0 x2e h2d ybd8 ff6 fs5 fc0 sc0 ls16 ws0">88<span class="ls0"> </span></div></div><div class="c x2 yc3d w1a5 h12a"><div class="t m0 xa h2d y5f3 ff5 fs5 fc0 sc0 ls0 ws0">Łącznie<span class="ff6"> </span></div></div><div class="c x1ae yc3d w1a6 h12a"><div class="t m0 x4a h2d yb6a ff6 fs5 fc0 sc0 ls0 ws0">1 467 </div></div><div class="c x1af yc3d wca h12a"><div class="t m0 x44 h2d yb6a ff6 fs5 fc0 sc0 ls0 ws0">0 </div></div><div class="c x1b0 yc3d w1a6 h12a"><div class="t m0 x44 h2d yb6a ff6 fs5 fc0 sc0 ls0 ws0">0 </div></div><div class="c x1b1 yc3d w16c h12a"><div class="t m0 x73 h2d yb6a ff6 fs5 fc0 sc0 ls0 ws0">0 </div></div><div class="c x1b3 yc3d w1a7 h12a"><div class="t m0 x41 h2d yb6a ff6 fs5 fc0 sc0 ls0 ws0">0 </div></div><div class="c x1a1 yc3d wdc h12a"><div class="t m0 x3b h2d yb6a ff6 fs5 fc0 sc0 ls0 ws0">1 467 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h2b y647 ff7 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h35 yc3e ff6 fs1 fc0 sc0 ls0 ws0">KOBYLARNI<span class="_ _0"></span>A S.A. </div><div class="t m0 x2 h4d yc3f ff7 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 yc40 ff2 fs3 fc0 sc0 ls0 ws0">Wartość wynagrodzen<span class="_ _8"></span>ia osób zarz<span class="_ _8"></span>ądzających w KOB<span class="_ _8"></span>YLARNIA S.A.<span class="_ _8"></span><span class="ff1"> uzy<span class="_ _8"></span>skanego w okresie 01.<span class="_ _8"></span>01.2021<span class="_ _8"></span> </span>–<span class="ff1"> </span></div><div class="t m0 x2 h8 yc41 ff1 fs3 fc0 sc0 ls0 ws0">31.<span class="ls9">12<span class="lsd">.20</span></span>21 <span class="ff2">przedstawia po<span class="_ _8"></span>niższa tabela<span class="_ _8"></span></span>. </div><div class="t m0 x2 h2f yc42 ff1 fs5 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h2b y62e ff8 fs5 fc0 sc0 ls0 ws0">Tabela: Wynagr<span class="_ _0"></span>odzenia osób <span class="_ _0"></span>zarządzający<span class="_ _0"></span>ch i nadzorując<span class="_ _0"></span>ych KOBY<span class="_ _0"></span>LARNIA S.A. w o<span class="_ _0"></span>kresie 01.01–<span class="ff7">31.<span class="ls16">12</span>.2021<span class="ls17">r </span><span class="fs2"> </span></span></div></div><div class="c x2 yc43 w1a8 h129"><div class="t m0 x32 h2d yc38 ff6 fs5 fc4 sc0 ls0 ws0">Nazwa organu<span class="_ _0"></span> </div></div><div class="c x1ae yc43 w2e h129"><div class="t m0 x2b h2d yc39 ff5 fs5 fc4 sc0 ls0 ws0">Krótkoterm </div><div class="t m0 x6b h2d yc38 ff5 fs5 fc4 sc0 ls0 ws0">świadczenia </div><div class="t m0 x10e h2d ybd4 ff6 fs5 fc4 sc0 ls0 ws0">pracownicze<span class="_ _0"></span> </div></div><div class="c x1af yc43 w7e h129"><div class="t m0 x6b h2d yc39 ff5 fs5 fc4 sc0 ls0 ws0">Świadczenia </div><div class="t m0 x29 h2d yc38 ff6 fs5 fc4 sc0 ls0 ws0">po okresie </div><div class="t m0 x6b h2d ybd4 ff6 fs5 fc4 sc0 ls0 ws0">zatrudnienia </div></div><div class="c x75 yc43 w2e h129"><div class="t m0 x60 h2d yc39 ff5 fs5 fc4 sc0 ls0 ws0">Pozostałe </div><div class="t m0 x6b h2d yc38 ff5 fs5 fc4 sc0 ls0 ws0">świadczenia </div><div class="t m0 x110 h2d ybd4 ff5 fs5 fc4 sc0 ls0 ws0">długoterm<span class="ff6"> </span></div></div><div class="c x17c yc43 w1a4 h129"><div class="t m0 x3f h2d yc39 ff5 fs5 fc4 sc0 ls0 ws0">Świadczenia <span class="_ _0"></span>z tytułu </div><div class="t m0 x48 h2d yc38 ff5 fs5 fc4 sc0 ls0 ws0">rozwiązania </div><div class="t m0 x60 h2d ybd4 ff6 fs5 fc4 sc0 ls0 ws0">stosunku pracy<span class="_ _0"></span> </div></div><div class="c xcc yc43 w1a9 h129"><div class="t m0 x3e h2d yc3a ff5 fs5 fc4 sc0 ls0 ws0">Płatności w </div><div class="t m0 x3e h2d y7bf ff6 fs5 fc4 sc0 ls0 ws0">formie akcji </div></div><div class="c x1ab yc43 w4d h129"><div class="t m0 x34 h2d yc38 ff5 fs5 fc4 sc0 ls0 ws0">Łącznie<span class="ff6"> </span></div></div><div class="c x2 y92d w1a8 h108"><div class="t m0 xa h2d yba8 ff5 fs5 fc0 sc0 ls0 ws0">Zarząd<span class="ff6"> </span></div></div><div class="c x1ae y92d w2e h108"><div class="t m0 x61 h2d yb6a ff6 fs5 fc0 sc0 ls0 ws0">1 714 </div></div><div class="c x1af y92d w7e h108"><div class="t m0 x44 h2f yba8 ff1 fs5 fc0 sc0 ls0 ws0">0 </div></div><div class="c x75 y92d w2e h108"><div class="t m0 x44 h2f yba8 ff1 fs5 fc0 sc0 ls0 ws0">0 </div></div><div class="c x17c y92d w1a4 h108"><div class="t m0 x73 h2f yba8 ff1 fs5 fc0 sc0 ls0 ws0">0 </div></div><div class="c xcc y92d w1a9 h108"><div class="t m0 x41 h2f yba8 ff1 fs5 fc0 sc0 ls0 ws0">0 </div></div><div class="c x1ab y92d w4d h108"><div class="t m0 x3b h2d yb6a ff6 fs5 fc0 sc0 ls0 ws0">1 714 </div></div><div class="c x2 yc44 w1a8 h12a"><div class="t m0 xa h2d y5f3 ff6 fs5 fc0 sc0 ls0 ws0">Rada Nadzorcza<span class="_ _0"></span> </div></div><div class="c x1ae yc44 w2e h12a"><div class="t m0 xc1 h2d yb6a ff6 fs5 fc0 sc0 ls16 ws0">55<span class="ls0"> </span></div></div><div class="c x1af yc44 w7e h12a"><div class="t m0 x44 h2f y5f3 ff1 fs5 fc0 sc0 ls0 ws0">0 </div></div><div class="c x75 yc44 w2e h12a"><div class="t m0 x44 h2f y5f3 ff1 fs5 fc0 sc0 ls0 ws0">0 </div></div><div class="c x17c yc44 w1a4 h12a"><div class="t m0 x73 h2f y5f3 ff1 fs5 fc0 sc0 ls0 ws0">0 </div></div><div class="c xcc yc44 w1a9 h12a"><div class="t m0 x41 h2f y5f3 ff1 fs5 fc0 sc0 ls0 ws0">0 </div></div><div class="c x1ab yc44 w4d h12a"><div class="t m0 xc0 h2d yb6a ff6 fs5 fc0 sc0 ls16 ws0">55<span class="ls0"> </span></div></div><div class="c x2 yc45 w1a8 h108"><div class="t m0 xa h2d yba8 ff5 fs5 fc0 sc0 ls0 ws0">Łącznie<span class="ff6"> </span></div></div><div class="c x1ae yc45 w2e h108"><div class="t m0 x61 h2d yba8 ff6 fs5 fc0 sc0 ls0 ws0">1 769 </div></div><div class="c x1af yc45 w7e h108"><div class="t m0 x44 h2d yba8 ff6 fs5 fc0 sc0 ls0 ws0">0 </div></div><div class="c x75 yc45 w2e h108"><div class="t m0 x44 h2d yba8 ff6 fs5 fc0 sc0 ls0 ws0">0 </div></div><div class="c x17c yc45 w1a4 h108"><div class="t m0 x73 h2d yba8 ff6 fs5 fc0 sc0 ls0 ws0">0 </div></div><div class="c xcc yc45 w1a9 h108"><div class="t m0 x41 h2d yba8 ff6 fs5 fc0 sc0 ls0 ws0">0 </div></div><div class="c x1ab yc45 w4d h108"><div class="t m0 x3b h2d yba8 ff6 fs5 fc0 sc0 ls0 ws0">1 769 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h2b yc46 ff7 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h2b y10b ff8 fs5 fc0 sc0 ls0 ws0">Tabela: Wynagr<span class="_ _0"></span>odzenia osób zarz<span class="_ _0"></span>ądzających i<span class="_ _0"></span> nadzorujących <span class="_ _0"></span>KOBYLARN<span class="_ _0"></span>IA S.A. w okres<span class="_ _0"></span>ie 01.01.–<span class="ff7">31.<span class="ls16">12</span>.20<span class="ls16">20<span class="ls17">r </span></span><span class="fs2"> </span></span></div></div><div class="c x2 yc47 w1a5 h12b"><div class="t m0 x32 h2d yc38 ff6 fs5 fc4 sc0 ls0 ws0">Nazwa organu<span class="_ _0"></span> </div></div><div class="c x1ae yc47 w1a6 h12b"><div class="t m0 x2b h2d yc39 ff5 fs5 fc4 sc0 ls0 ws0">Krótkoterm </div><div class="t m0 x6b h2d yc38 ff5 fs5 fc4 sc0 ls0 ws0">świadczenia </div><div class="t m0 x6b h2d ybd4 ff6 fs5 fc4 sc0 ls0 ws0">pracownicze </div></div><div class="c x1af yc47 wca h12b"><div class="t m0 x6b h2d yc39 ff5 fs5 fc4 sc0 ls0 ws0">Świadczenia </div><div class="t m0 x29 h2d yc38 ff6 fs5 fc4 sc0 ls0 ws0">po okresie </div><div class="t m0 x6b h2d ybd4 ff6 fs5 fc4 sc0 ls0 ws0">zatrudnienia </div></div><div class="c x1b0 yc47 w1a6 h12b"><div class="t m0 x60 h2d yc39 ff5 fs5 fc4 sc0 ls0 ws0">Pozostałe </div><div class="t m0 x6b h2d yc38 ff5 fs5 fc4 sc0 ls0 ws0">świadczenia </div><div class="t m0 x110 h2d ybd4 ff5 fs5 fc4 sc0 ls0 ws0">długoterm<span class="ff6"> </span></div></div><div class="c x1b1 yc47 w16c h12b"><div class="t m0 x3f h2d yc39 ff5 fs5 fc4 sc0 ls0 ws0">Świadczenia <span class="_ _0"></span>z tytułu </div><div class="t m0 x1b2 h2d yc38 ff5 fs5 fc4 sc0 ls0 ws0">rozwiązania stosu<span class="_ _3"></span>nku </div><div class="t m0 x49 h2d ybd4 ff6 fs5 fc4 sc0 ls0 ws0">pracy </div></div><div class="c x1b3 yc47 w1a7 h12b"><div class="t m0 x3e h2d yc3a ff5 fs5 fc4 sc0 ls0 ws0">Płatności w </div><div class="t m0 x3e h2d y7bf ff6 fs5 fc4 sc0 ls0 ws0">formie akcji </div></div><div class="c x1a1 yc47 wdc h12b"><div class="t m0 x34 h2d yc38 ff5 fs5 fc4 sc0 ls0 ws0">Łącznie<span class="ff6"> </span></div></div><div class="c x2 yc48 w1a5 h10f"><div class="t m0 xa h2d y7c2 ff5 fs5 fc0 sc0 ls0 ws0">Zarząd<span class="ff6"> </span></div></div><div class="c x1ae yc48 w1a6 h10f"><div class="t m0 x4e h2d ybd8 ff6 fs5 fc0 sc0 ls0 ws0"> 1 757 </div></div><div class="c x1af yc48 wca h10f"><div class="t m0 x44 h2f y7c2 ff1 fs5 fc0 sc0 ls0 ws0">0 </div></div><div class="c x1b0 yc48 w1a6 h10f"><div class="t m0 x44 h2f y7c2 ff1 fs5 fc0 sc0 ls0 ws0">0 </div></div><div class="c x1b1 yc48 w16c h10f"><div class="t m0 x73 h2f y7c2 ff1 fs5 fc0 sc0 ls0 ws0">0 </div></div><div class="c x1b3 yc48 w1a7 h10f"><div class="t m0 x41 h2f y7c2 ff1 fs5 fc0 sc0 ls0 ws0">0 </div></div><div class="c x1a1 yc48 wdc h10f"><div class="t m0 x3b h2d ybd8 ff6 fs5 fc0 sc0 ls0 ws0">1 757 </div></div><div class="c x2 y1e1 w1a5 h12a"><div class="t m0 xa h2d yc49 ff6 fs5 fc0 sc0 ls0 ws0">Rada Nadzorcza<span class="_ _0"></span> </div></div><div class="c x1ae y1e1 w1a6 h12a"><div class="t m0 xc1 h2d yc4a ff6 fs5 fc0 sc0 ls16 ws0">55<span class="ls0"> </span></div></div><div class="c x1af y1e1 wca h12a"><div class="t m0 x44 h2f yc49 ff1 fs5 fc0 sc0 ls0 ws0">0 </div></div><div class="c x1b0 y1e1 w1a6 h12a"><div class="t m0 x44 h2f yc49 ff1 fs5 fc0 sc0 ls0 ws0">0 </div></div><div class="c x1b1 y1e1 w16c h12a"><div class="t m0 x73 h2f yc49 ff1 fs5 fc0 sc0 ls0 ws0">0 </div></div><div class="c x1b3 y1e1 w1a7 h12a"><div class="t m0 x41 h2f yc49 ff1 fs5 fc0 sc0 ls0 ws0">0 </div></div><div class="c x1a1 y1e1 wdc h12a"><div class="t m0 x2e h2d yc4a ff6 fs5 fc0 sc0 ls16 ws0">55<span class="ls0"> </span></div></div><div class="c x2 yb22 w1a5 h12a"><div class="t m0 xa h2d y5f3 ff5 fs5 fc0 sc0 ls0 ws0">Łącznie<span class="ff6"> </span></div></div><div class="c x1ae yb22 w1a6 h12a"><div class="t m0 x4a h2d y5f3 ff6 fs5 fc0 sc0 ls0 ws0">1 812 </div></div><div class="c x1af yb22 wca h12a"><div class="t m0 x44 h2d y5f3 ff6 fs5 fc0 sc0 ls0 ws0">0 </div></div><div class="c x1b0 yb22 w1a6 h12a"><div class="t m0 x44 h2d y5f3 ff6 fs5 fc0 sc0 ls0 ws0">0 </div></div><div class="c x1b1 yb22 w16c h12a"><div class="t m0 x73 h2d y5f3 ff6 fs5 fc0 sc0 ls0 ws0">0 </div></div><div class="c x1b3 yb22 w1a7 h12a"><div class="t m0 x41 h2d y5f3 ff6 fs5 fc0 sc0 ls0 ws0">0 </div></div><div class="c x1a1 yb22 wdc h12a"><div class="t m0 x3b h2d y5f3 ff6 fs5 fc0 sc0 ls0 ws0">1 812 </div></div></div><div class="pi" ></div></div><div id="pf73" class="pf w0 h0" ><div class="pc pc73 w0 h0"><img class="bi x4 y2a w3 hcd" alt="" 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class="c x0 y1 w2 h0"><div class="t m0 x105 h6 y991 ff4 fs2 fc2 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI GRUPY KAPITAŁOWEJ <span class="ff3">MIRBUD ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc3"> </span></span></div><div class="t m0 x6 h4 y992 ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y2d wda ha"><div class="t m0 x72 h8 y85 ff2 fs3 fc2 sc0 ls0 ws0">Grupa Kapitałowa MIR<span class="_ _8"></span>BUD<span class="ff1"> <span class="ls6">| <span class="_ _8"></span></span></span>Wynagrodzen<span class="_ _8"></span>ia osób zarządz<span class="_ _8"></span>ających i nadzorując<span class="_ _8"></span>ych<span class="ff1"> </span></div></div><div class="c x9 y2d wdb ha"><div class="t m0 xa h4 y86 ff3 fs1 fc4 sc0 ls0 ws0">115 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h4 y31 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h35 ya31 ff6 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h35 yc4b ff6 fs1 fc0 sc0 ls0 ws0">MARYWILSK<span class="_ _0"></span>A sp. z o.o. </div><div class="t m0 x2 hb yc4c ff6 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 yc4d ff2 fs3 fc0 sc0 ls0 ws0">Wartość <span class="_ _8"></span>wynagrodz<span class="_ _8"></span>enia <span class="_ _8"></span>osób z<span class="_ _8"></span>arządzających <span class="_ _8"></span>w<span class="_ _8"></span> <span class="_ _8"></span>Marywilska <span class="_ _8"></span>44 <span class="_ _8"></span>Sp.<span class="_ _8"></span> z<span class="_ _8"></span> o.<span class="_ _8"></span>o. <span class="_ _8"></span>uzyskanego <span class="_ _8"></span>w <span class="_ _8"></span>okres<span class="_ _8"></span>ie 0<span class="_ _8"></span>1.01.20<span class="_ _f"></span><span class="ff1">21 </span></div><div class="t m0 x2 h8 yc4e ff2 fs3 fc0 sc0 ls0 ws0">–<span class="ff1"> 31.<span class="ls11">12</span>.20<span class="ls9">21</span> </span>przedstawia <span class="_ _8"></span>poniższa tabela.<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h3 yc4f ff1 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h2c yc50 ff8 fs5 fc0 sc0 ls0 ws0">Tabela: Wynagr<span class="_ _0"></span>odzenia osób <span class="_ _0"></span>zarządzający<span class="_ _0"></span>ch i nadzorując<span class="_ _0"></span>ych Marywils<span class="_ _0"></span>ka Sp. z o.o.<span class="_ _0"></span> w okresie 01.01<span class="_ _0"></span>.20<span class="ff7">21</span>–<span class="ff7">31.<span class="ls16">12</span>.2021 r. </span></div><div class="t m0 x2 h2c yc51 ff7 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 ybed w1aa h75"><div class="t m0 x10f h2d y4fc ff6 fs5 fc4 sc0 ls0 ws0">Nazwa organu<span class="_ _0"></span> </div></div><div class="c x1b4 ybed w1ab h75"><div class="t m0 x12a h2d ya59 ff5 fs5 fc4 sc0 ls0 ws0">Krótkoterm </div><div class="t m0 x32 h2d y4fc ff5 fs5 fc4 sc0 ls0 ws0">świadczenia </div><div class="t m0 x32 h2d y4d7 ff6 fs5 fc4 sc0 ls0 ws0">pracownicze </div></div><div class="c x3c ybed w1ac h75"><div class="t m0 x32 h2d ya59 ff5 fs5 fc4 sc0 ls0 ws0">Świadczenia </div><div class="t m0 x110 h2d y4fc ff6 fs5 fc4 sc0 ls0 ws0">po okresie </div><div class="t m0 x32 h2d y4d7 ff6 fs5 fc4 sc0 ls0 ws0">zatrudnienia </div></div><div class="c x10a ybed w1ab h75"><div class="t m0 x33 h2d ya59 ff5 fs5 fc4 sc0 ls0 ws0">Pozostałe </div><div class="t m0 x32 h2d y4fc ff5 fs5 fc4 sc0 ls0 ws0">świadczenia </div><div class="t m0 x60 h2d y4d7 ff5 fs5 fc4 sc0 ls0 ws0">długoterm<span class="ff6"> </span></div></div><div class="c x1b5 ybed wdf h75"><div class="t m0 xa h2d ya59 ff5 fs5 fc4 sc0 ls0 ws0">Świadczenia <span class="_ _0"></span>z tytułu </div><div class="t m0 x31 h2d y4fc ff5 fs5 fc4 sc0 ls0 ws0">rozwiązania stosu<span class="_ _3"></span>nku </div><div class="t m0 x49 h2d y4d7 ff6 fs5 fc4 sc0 ls0 ws0">pracy </div></div><div class="c x1b6 ybed w1ad h75"><div class="t m0 x2f h2d y4fd ff5 fs5 fc4 sc0 ls0 ws0">Płatności w </div><div class="t m0 x2f h2d y31f ff6 fs5 fc4 sc0 ls0 ws0">formie akcji </div></div><div class="c x1b7 ybed w1ae h75"><div class="t m0 x63 h2d y4fc ff5 fs5 fc4 sc0 ls0 ws0">Łącznie<span class="ff6"> </span></div></div><div class="c x2 yc52 w1aa h12c"><div class="t m0 x4f h2d y7c4 ff5 fs5 fc0 sc0 ls0 ws0">Zarząd<span class="ff6"> </span></div></div><div class="c x1b4 yc52 w1ab h12c"><div class="t m0 x41 h2d y7c4 ff6 fs5 fc0 sc0 ls16 ws0">976<span class="ls0"> </span></div></div><div class="c x3c yc52 w1ac h12c"><div class="t m0 x44 h2f y7c4 ff1 fs5 fc0 sc0 ls0 ws0">0 </div></div><div class="c x10a yc52 w1ab h12c"><div class="t m0 x44 h2f y7c4 ff1 fs5 fc0 sc0 ls0 ws0">0 </div></div><div class="c x1b5 yc52 wdf h12c"><div class="t m0 x4c h2f y7c4 ff1 fs5 fc0 sc0 ls0 ws0">0 </div></div><div class="c x1b6 yc52 w1ad h12c"><div class="t m0 x179 h2f y7c4 ff1 fs5 fc0 sc0 ls0 ws0">0 </div></div><div class="c x1b7 yc52 w1ae h12c"><div class="t m0 x1e h2d y7c4 ff6 fs5 fc0 sc0 ls16 ws0">976<span class="ls0"> </span></div></div><div class="c x2 y6e8 w1aa h12d"><div class="t m0 x3e h2d y80d ff6 fs5 fc0 sc0 ls0 ws0">Rada Nadzorcza<span class="_ _0"></span> </div></div><div class="c x1b4 y6e8 w1ab h12d"><div class="t m0 x53 h2d y80d ff6 fs5 fc0 sc0 ls16 ws0">81<span class="ls0"> </span></div></div><div class="c x3c y6e8 w1ac h12d"><div class="t m0 x44 h2f y80d ff1 fs5 fc0 sc0 ls0 ws0">0 </div></div><div class="c x10a y6e8 w1ab h12d"><div class="t m0 x44 h2f y80d ff1 fs5 fc0 sc0 ls0 ws0">0 </div></div><div class="c x1b5 y6e8 wdf h12d"><div class="t m0 x4c h2f y80d ff1 fs5 fc0 sc0 ls0 ws0">0 </div></div><div class="c x1b6 y6e8 w1ad h12d"><div class="t m0 x179 h2f y80d ff1 fs5 fc0 sc0 ls0 ws0">0 </div></div><div class="c x1b7 y6e8 w1ae h12d"><div class="t m0 x179 h2d y80d ff6 fs5 fc0 sc0 ls16 ws0">81<span class="ls0"> </span></div></div><div class="c x2 yc53 w1aa h12a"><div class="t m0 x30 h2d yb6a ff5 fs5 fc0 sc0 ls0 ws0">Łącznie<span class="ff6"> </span></div></div><div class="c x1b4 yc53 w1ab h12a"><div class="t m0 x115 h2d yb6a ff6 fs5 fc0 sc0 ls0 ws0">1 057 </div></div><div class="c x3c yc53 w1ac h12a"><div class="t m0 x44 h2d yb6a ff6 fs5 fc0 sc0 ls0 ws0">0 </div></div><div class="c x10a yc53 w1ab h12a"><div class="t m0 x44 h2d yb6a ff6 fs5 fc0 sc0 ls0 ws0">0 </div></div><div class="c x1b5 yc53 wdf h12a"><div class="t m0 x4c h2d yb6a ff6 fs5 fc0 sc0 ls0 ws0">0 </div></div><div class="c x1b6 yc53 w1ad h12a"><div class="t m0 x179 h2d yb6a ff6 fs5 fc0 sc0 ls0 ws0">0 </div></div><div class="c x1b7 yc53 w1ae h12a"><div class="t m0 x47 h2d yb6a ff6 fs5 fc0 sc0 ls0 ws0">1 057 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h2c yc54 ff7 fs5 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h2c y97c ff8 fs5 fc0 sc0 ls0 ws0">Tabela: Wynagr<span class="_ _0"></span>odzenia osób <span class="_ _0"></span>zarządzający<span class="_ _0"></span>ch i nadzorujących Mar<span class="_ _0"></span>ywilska Sp. z o<span class="_ _0"></span>.o. w okresie<span class="_ _3"></span> <span class="_ _8"></span>01.01.20<span class="ff7 ls16">20</span>–<span class="ff7">31.<span class="ls16">12</span>.20<span class="ls16">20</span> r. </span></div></div><div class="c x2 ydb w13f h12e"><div class="t m0 x6b h2d yc55 ff6 fs5 fc4 sc0 ls0 ws0">Nazwa organu<span class="_ _0"></span> </div></div><div class="c x17f ydb w70 h12e"><div class="t m0 x10f h2d yc56 ff5 fs5 fc4 sc0 ls0 ws0">Krótkoterm </div><div class="t m0 x6b h2d yc55 ff5 fs5 fc4 sc0 ls0 ws0">świadczenia </div><div class="t m0 x10e h2d y123 ff6 fs5 fc4 sc0 ls0 ws0">pracownicze<span class="_ _0"></span> </div></div><div class="c x1b8 ydb w1af h12e"><div class="t m0 x10e h2d yc56 ff5 fs5 fc4 sc0 ls0 ws0">Świadczenia </div><div class="t m0 x12a h2d yc55 ff6 fs5 fc4 sc0 ls0 ws0">po okresie </div><div class="t m0 x10e h2d y123 ff6 fs5 fc4 sc0 ls0 ws0">zatrudnienia </div></div><div class="c x12b ydb w1af h12e"><div class="t m0 x110 h2d yc56 ff5 fs5 fc4 sc0 ls0 ws0">Pozostałe </div><div class="t m0 x6b h2d yc55 ff5 fs5 fc4 sc0 ls0 ws0">świadczenia </div><div class="t m0 x29 h2d y123 ff5 fs5 fc4 sc0 ls0 ws0">długoterm<span class="ff6"> </span></div></div><div class="c x1b9 ydb w19c h12e"><div class="t m0 x46 h2d yc56 ff5 fs5 fc4 sc0 ls0 ws0">Świadczenia <span class="_ _0"></span>z tytułu </div><div class="t m0 x1a h2d yc55 ff5 fs5 fc4 sc0 ls0 ws0">rozwiązania </div><div class="t m0 x110 h2d y123 ff6 fs5 fc4 sc0 ls0 ws0">stosunku pracy<span class="_ _0"></span> </div></div><div class="c xf7 ydb w1b0 h12e"><div class="t m0 x3e h2d yc57 ff5 fs5 fc4 sc0 ls0 ws0">Płatności w </div><div class="t m0 xa h2d y7a0 ff6 fs5 fc4 sc0 ls0 ws0">formie akcji </div></div><div class="c x7d ydb wb8 h12e"><div class="t m0 x6c h2d yc55 ff5 fs5 fc4 sc0 ls0 ws0">Łącznie<span class="ff6"> </span></div></div><div class="c x2 yc58 w13f h12f"><div class="t m0 x30 h2d y4d7 ff5 fs5 fc0 sc0 ls0 ws0">Zarząd<span class="ff6"> </span></div></div><div class="c x17f yc58 w70 h12f"><div class="t m0 x1e h2d y4d7 ff6 fs5 fc0 sc0 ls16 ws0">921<span class="ls0"> </span></div></div><div class="c x1b8 yc58 w1af h12f"><div class="t m0 x2c h2f y4d7 ff1 fs5 fc0 sc0 ls0 ws0">0 </div></div><div class="c x12b yc58 w1af h12f"><div class="t m0 x2c h2f y4d7 ff1 fs5 fc0 sc0 ls0 ws0">0 </div></div><div class="c x1b9 yc58 w19c h12f"><div class="t m0 x4a h2f y4d7 ff1 fs5 fc0 sc0 ls0 ws0">0 </div></div><div class="c xf7 yc58 w1b0 h12f"><div class="t m0 x41 h2f y4d7 ff1 fs5 fc0 sc0 ls0 ws0">0 </div></div><div class="c x7d yc58 wb8 h12f"><div class="t m0 x4f h2d y4d7 ff6 fs5 fc0 sc0 ls16 ws0">921<span class="ls0"> </span></div></div><div class="c x2 yc59 w13f hca"><div class="t m0 x41 h2d yc5a ff6 fs5 fc0 sc0 ls0 ws0">Rada </div><div class="t m0 x6c h2d y160 ff6 fs5 fc0 sc0 ls0 ws0">Nadzorcza<span class="_ _0"></span> </div></div><div class="c x17f yc59 w70 hca"><div class="t m0 x179 h2d yc5b ff6 fs5 fc0 sc0 ls16 ws0">81<span class="ls0"> </span></div></div><div class="c x1b8 yc59 w1af hca"><div class="t m0 x2c h2f yc5b ff1 fs5 fc0 sc0 ls0 ws0">0 </div></div><div class="c x12b yc59 w1af hca"><div class="t m0 x2c h2f yc5b ff1 fs5 fc0 sc0 ls0 ws0">0 </div></div><div class="c x1b9 yc59 w19c hca"><div class="t m0 x4a h2f yc5b ff1 fs5 fc0 sc0 ls0 ws0">0 </div></div><div class="c xf7 yc59 w1b0 hca"><div class="t m0 x41 h2f yc5b ff1 fs5 fc0 sc0 ls0 ws0">0 </div></div><div class="c x7d yc59 wb8 hca"><div class="t m0 x41 h2d yc5b ff6 fs5 fc0 sc0 ls16 ws0">81<span class="ls0"> </span></div></div><div class="c x2 yc5c w13f h11d"><div class="t m0 x57 h2d y2c0 ff5 fs5 fc0 sc0 ls0 ws0">Łącznie<span class="ff6"> </span></div></div><div class="c x17f yc5c w70 h11d"><div class="t m0 x47 h2d y2c0 ff6 fs5 fc0 sc0 ls0 ws0">1 001 </div></div><div class="c x1b8 yc5c w1af h11d"><div class="t m0 x2c h2d y2c0 ff6 fs5 fc0 sc0 ls0 ws0">0 </div></div><div class="c x12b yc5c w1af h11d"><div class="t m0 x2c h2d y2c0 ff6 fs5 fc0 sc0 ls0 ws0">0 </div></div><div class="c x1b9 yc5c w19c h11d"><div class="t m0 x4a h2d y2c0 ff6 fs5 fc0 sc0 ls0 ws0">0 </div></div><div class="c xf7 yc5c w1b0 h11d"><div class="t m0 x41 h2d y2c0 ff6 fs5 fc0 sc0 ls0 ws0">0 </div></div><div class="c x7d yc5c wb8 h11d"><div class="t m0 x48 h2d y2c0 ff6 fs5 fc0 sc0 ls0 ws0">1 001 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h35 y4b8 ff6 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h35 y602 ff6 fs1 fc0 sc0 ls0 ws0">EXPO MAZURY S<span class="_ _3"></span>.A. w likwidacji  </div><div class="t m0 x2 h35 y17 ff6 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 yc5d ff2 fs3 fc0 sc0 ls0 ws0">Wartość <span class="_ _f"></span>wynagrodzenia <span class="_ _f"></span>osób <span class="_ _f"></span>zarządzających <span class="_ _f"></span>w <span class="_ _f"></span>EXPO <span class="_ _c"></span>MAZURY <span class="_ _f"></span>S.A.<span class="_ _8"></span><span class="ff1"> <span class="_ _f"></span>uzyskanego <span class="_ _f"></span>w <span class="_ _f"></span>okresie <span class="_ _c"></span>01.01.<span class="_ _8"></span>2021 <span class="_ _f"></span></span>–<span class="ff1"> </span></div><div class="t m0 x2 h8 yc5e ff1 fs3 fc0 sc0 ls0 ws0">31.<span class="ls9">12<span class="lsd">.20</span></span>21 <span class="ff2">przedstawia po<span class="_ _8"></span>niższa tabela<span class="_ _8"></span></span>. </div><div class="t m0 x2 h2c yc5f ff7 fs5 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h2c yc60 ff8 fs5 fc0 sc0 ls0 ws0">Tabela: Wynagr<span class="_ _0"></span>odzenia osób <span class="_ _0"></span>zarządzający<span class="_ _0"></span>ch i nadzorując<span class="_ _0"></span>ych EXPO<span class="_ _0"></span> MAZURY S.A.w<span class="_ _0"></span> likwidacji w okre<span class="_ _3"></span>sie 01.01.202<span class="_ _8"></span><span class="ff7">1</span>–<span class="ff7">31.<span class="ls16">12</span>.<span class="ls16">202</span>1r </span></div></div><div class="c x2 y85b w1b1 hf2"><div class="t m0 x32 h2d y193 ff6 fs5 fc4 sc0 ls0 ws0">Nazwa organu<span class="_ _0"></span> </div></div><div class="c x1ae y85b w30 hf2"><div class="t m0 x3e h2d y226 ff5 fs5 fc4 sc0 ls0 ws0">Świadczenia </div><div class="t m0 x34 h2d y193 ff5 fs5 fc4 sc0 ls0 ws0">z tytułu </div><div class="t m0 x2b h2d y159 ff5 fs5 fc4 sc0 ls0 ws0">powołania<span class="ff6"> </span></div></div><div class="c x19b y85b wf3 hf2"><div class="t m0 x2f h2d y226 ff5 fs5 fc4 sc0 ls0 ws0">Świadczenia </div><div class="t m0 x12a h2d y193 ff6 fs5 fc4 sc0 ls0 ws0">po okresie </div><div class="t m0 x10e h2d y159 ff6 fs5 fc4 sc0 ls0 ws0">zatrudnienia </div></div><div class="c x19 y85b waf hf2"><div class="t m0 x12a h2d y226 ff5 fs5 fc4 sc0 ls0 ws0">Pozostałe </div><div class="t m0 x2f h2d y193 ff5 fs5 fc4 sc0 ls0 ws0">świadczenia </div><div class="t m0 x2b h2d y159 ff5 fs5 fc4 sc0 ls0 ws0">długoterm<span class="ff6"> </span></div></div><div class="c x5c y85b w1b2 hf2"><div class="t m0 x2f h2d y225 ff5 fs5 fc4 sc0 ls0 ws0">Świadczenia <span class="_ _0"></span>z </div><div class="t m0 x30 h2d y226 ff5 fs5 fc4 sc0 ls0 ws0">tytułu </div><div class="t m0 x12a h2d y193 ff5 fs5 fc4 sc0 ls0 ws0">rozwiązania </div><div class="t m0 x6c h2d y159 ff6 fs5 fc4 sc0 ls0 ws0">stosunku </div><div class="t m0 x115 h2d y86 ff6 fs5 fc4 sc0 ls0 ws0">pracy </div></div><div class="c x1ba y85b wb2 hf2"><div class="t m0 x10e h2d yc61 ff5 fs5 fc4 sc0 ls0 ws0">Płatności w </div><div class="t m0 x2f h2d y122 ff6 fs5 fc4 sc0 ls0 ws0">formie akcji </div></div><div class="c x16a y85b w1b3 hf2"><div class="t m0 x53 h2d y193 ff5 fs5 fc4 sc0 ls0 ws0">Łącznie<span class="ff6"> </span></div></div><div class="c x2 y24d w1b1 h130"><div class="t m0 x34 h2d y70f ff6 fs5 fc0 sc0 ls0 ws0">Likwidator<span class="_ _0"></span> </div></div><div class="c x1ae y24d w30 h130"><div class="t m0 x41 h2f y70f ff1 fs5 fc0 sc0 ls16 ws0">30<span class="ls0"> </span></div></div><div class="c x19b y24d wf3 h130"><div class="t m0 x179 h2f y70f ff1 fs5 fc0 sc0 ls16 ws0">80<span class="ls0"> </span></div></div><div class="c x19 y24d waf h130"><div class="t m0 x53 h2f y70f ff1 fs5 fc0 sc0 ls0 ws0">0 </div></div><div class="c x5c y24d w1b2 h130"><div class="t m0 x6e h2f y70f ff1 fs5 fc0 sc0 ls0 ws0">0 </div></div><div class="c x1ba y24d wb2 h130"><div class="t m0 x20 h2f y70f ff1 fs5 fc0 sc0 ls0 ws0">0 </div></div><div class="c x16a y24d w1b3 h130"><div class="t m0 x4d h2f y70f ff1 fs5 fc0 sc0 ls0 ws0">1<span class="ls16">10</span> </div></div><div class="c x2 yc62 w1b1 h110"><div class="t m0 xa h2d ybe1 ff6 fs5 fc0 sc0 ls0 ws0">Rada Nadzorcza<span class="_ _0"></span> </div></div><div class="c x1ae yc62 w30 h110"><div class="t m0 x41 h2f ybe1 ff1 fs5 fc0 sc0 ls0 ws0">40 </div></div><div class="c x19b yc62 wf3 h110"><div class="t m0 xbd h2f ybe1 ff1 fs5 fc0 sc0 ls0 ws0">0 </div></div><div class="c x19 yc62 waf h110"><div class="t m0 x53 h2f ybe1 ff1 fs5 fc0 sc0 ls0 ws0">0 </div></div><div class="c x5c yc62 w1b2 h110"><div class="t m0 x6e h2f ybe1 ff1 fs5 fc0 sc0 ls0 ws0">0 </div></div><div class="c x1ba yc62 wb2 h110"><div class="t m0 x20 h2f ybe1 ff1 fs5 fc0 sc0 ls0 ws0">0 </div></div><div class="c x16a yc62 w1b3 h110"><div class="t m0 x61 h2f ybe1 ff1 fs5 fc0 sc0 ls0 ws0">40 </div></div><div class="c x2 y432 w1b1 h10f"><div class="t m0 x47 h2d y7c2 ff5 fs5 fc0 sc0 ls0 ws0">Łącznie<span class="ff6"> </span></div></div><div class="c x1ae y432 w30 h10f"><div class="t m0 x41 h2d y7c2 ff6 fs5 fc0 sc0 ls16 ws0">70<span class="ls0"> </span></div></div><div class="c x19b y432 wf3 h10f"><div class="t m0 xbd h2d y7c2 ff6 fs5 fc0 sc0 ls0 ws0">0 </div></div><div class="c x19 y432 waf h10f"><div class="t m0 x53 h2d y7c2 ff6 fs5 fc0 sc0 ls0 ws0">0 </div></div><div class="c x5c y432 w1b2 h10f"><div class="t m0 x6e h2d y7c2 ff6 fs5 fc0 sc0 ls0 ws0">0 </div></div><div class="c x1ba y432 wb2 h10f"><div class="t m0 x20 h2d y7c2 ff6 fs5 fc0 sc0 ls0 ws0">0 </div></div><div class="c x16a y432 w1b3 h10f"><div class="t m0 x4d h2d y7c2 ff6 fs5 fc0 sc0 ls16 ws0">150<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h2c y841 ff8 fs5 fc0 sc0 ls0 ws0">Tabela: Wynagr<span class="_ _0"></span>odzenia osób <span class="_ _0"></span>zarządzający<span class="_ _0"></span>ch i nadzorując<span class="_ _0"></span>ych EXPO<span class="_ _0"></span> <span class="ff7">MAZURY S.A. w likwidacji <span class="_ _0"></span>w okresie 01.01.2020<span class="ff8">–</span>3<span class="_ _0"></span>1.<span class="ls16">12</span>.202<span class="ls16">0 </span>r </span></div></div><div class="c x2 yc63 w1b1 h131"><div class="t m0 x32 h2d y193 ff6 fs5 fc4 sc0 ls0 ws0">Nazwa organu<span class="_ _0"></span> </div></div><div class="c x1ae yc63 w30 h131"><div class="t m0 x3e h2d y226 ff5 fs5 fc4 sc0 ls0 ws0">Świadczenia </div><div class="t m0 x34 h2d y193 ff5 fs5 fc4 sc0 ls0 ws0">z tytułu </div><div class="t m0 x2b h2d y159 ff5 fs5 fc4 sc0 ls0 ws0">powołania<span class="ff6"> </span></div></div><div class="c x19b yc63 wf3 h131"><div class="t m0 x2f h2d y226 ff5 fs5 fc4 sc0 ls0 ws0">Świadczenia </div><div class="t m0 x12a h2d y193 ff6 fs5 fc4 sc0 ls0 ws0">po okresie </div><div class="t m0 x10e h2d y159 ff6 fs5 fc4 sc0 ls0 ws0">zatrudnienia </div></div><div class="c x19 yc63 waf h131"><div class="t m0 x12a h2d y226 ff5 fs5 fc4 sc0 ls0 ws0">Pozostałe </div><div class="t m0 x2f h2d y193 ff5 fs5 fc4 sc0 ls0 ws0">świadczenia </div><div class="t m0 x2b h2d y159 ff5 fs5 fc4 sc0 ls0 ws0">długoterm<span class="ff6"> </span></div></div><div class="c x5c yc63 w1b2 h131"><div class="t m0 x2f h2d yc64 ff5 fs5 fc4 sc0 ls0 ws0">Świadczenia <span class="_ _0"></span>z </div><div class="t m0 x30 h2d y226 ff5 fs5 fc4 sc0 ls0 ws0">tytułu </div><div class="t m0 x12a h2d y193 ff5 fs5 fc4 sc0 ls0 ws0">rozwiązania </div><div class="t m0 x6c h2d y159 ff6 fs5 fc4 sc0 ls0 ws0">stosunku </div><div class="t m0 x115 h2d y86 ff6 fs5 fc4 sc0 ls0 ws0">pracy </div></div><div class="c x1ba yc63 wb2 h131"><div class="t m0 x10e h2d yc61 ff5 fs5 fc4 sc0 ls0 ws0">Płatności w </div><div class="t m0 x2f h2d y122 ff6 fs5 fc4 sc0 ls0 ws0">formie akcji </div></div><div class="c x16a yc63 w1b3 h131"><div class="t m0 x53 h2d y193 ff5 fs5 fc4 sc0 ls0 ws0">Łącznie<span class="ff6"> </span></div></div><div class="c x2 yc65 w1b1 h130"><div class="t m0 x115 h2d y70f ff5 fs5 fc0 sc0 ls0 ws0">Zarząd<span class="ff6"> </span></div></div><div class="c x1ae yc65 w30 h130"><div class="t m0 x4f h2f y70f ff1 fs5 fc0 sc0 ls16 ws0">111<span class="ls0"> </span></div></div><div class="c x19b yc65 wf3 h130"><div class="t m0 xbd h2f y70f ff1 fs5 fc0 sc0 ls0 ws0">0 </div></div><div class="c x19 yc65 waf h130"><div class="t m0 x53 h2f y70f ff1 fs5 fc0 sc0 ls0 ws0">0 </div></div><div class="c x5c yc65 w1b2 h130"><div class="t m0 x6e h2f y70f ff1 fs5 fc0 sc0 ls0 ws0">0 </div></div><div class="c x1ba yc65 wb2 h130"><div class="t m0 x20 h2f y70f ff1 fs5 fc0 sc0 ls0 ws0">0 </div></div><div class="c x16a yc65 w1b3 h130"><div class="t m0 x4d h2f y70f ff1 fs5 fc0 sc0 ls0 ws0">1<span class="ls16">11</span> </div></div><div class="c x2 yb70 w1b1 h110"><div class="t m0 xa h2d ybe1 ff6 fs5 fc0 sc0 ls0 ws0">Rada Nadzorcza<span class="_ _0"></span> </div></div><div class="c x1ae yb70 w30 h110"><div class="t m0 x41 h2f ybe1 ff1 fs5 fc0 sc0 ls16 ws0">39<span class="ls0"> </span></div></div><div class="c x19b yb70 wf3 h110"><div class="t m0 xbd h2f ybe1 ff1 fs5 fc0 sc0 ls0 ws0">0 </div></div><div class="c x19 yb70 waf h110"><div class="t m0 x53 h2f ybe1 ff1 fs5 fc0 sc0 ls0 ws0">0 </div></div><div class="c x5c yb70 w1b2 h110"><div class="t m0 x6e h2f ybe1 ff1 fs5 fc0 sc0 ls0 ws0">0 </div></div><div class="c x1ba yb70 wb2 h110"><div class="t m0 x20 h2f ybe1 ff1 fs5 fc0 sc0 ls0 ws0">0 </div></div><div class="c x16a yb70 w1b3 h110"><div class="t m0 x61 h2f ybe1 ff1 fs5 fc0 sc0 ls16 ws0">39<span class="ls0"> </span></div></div><div class="c x2 y885 w1b1 h10f"><div class="t m0 x47 h2d y7c2 ff5 fs5 fc0 sc0 ls0 ws0">Łącznie<span class="ff6"> </span></div></div><div class="c x1ae y885 w30 h10f"><div class="t m0 x4f h2d y7c2 ff6 fs5 fc0 sc0 ls16 ws0">150<span class="ls0"> </span></div></div><div class="c x19b y885 wf3 h10f"><div class="t m0 xbd h2d y7c2 ff6 fs5 fc0 sc0 ls0 ws0">0 </div></div><div class="c x19 y885 waf h10f"><div class="t m0 x53 h2d y7c2 ff6 fs5 fc0 sc0 ls0 ws0">0 </div></div><div class="c x5c y885 w1b2 h10f"><div class="t m0 x6e h2d y7c2 ff6 fs5 fc0 sc0 ls0 ws0">0 </div></div><div class="c x1ba y885 wb2 h10f"><div class="t m0 x20 h2d y7c2 ff6 fs5 fc0 sc0 ls0 ws0">0 </div></div><div class="c x16a y885 w1b3 h10f"><div class="t m0 x4d h2d y7c2 ff6 fs5 fc0 sc0 ls0 ws0">1<span class="ls16">50</span> </div></div></div><div class="pi" ></div></div><div id="pf74" class="pf w0 h0" ><div class="pc pc74 w0 h0"><img class="bi x4 y2a w3 hcd" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x105 h6 y991 ff4 fs2 fc2 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI GRUPY KAPITAŁOWEJ <span class="ff3">MIRBUD ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc3"> </span></span></div><div class="t m0 x6 h4 y992 ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y2d wda h7"><div class="t m0 x54 h8 y2e ff2 fs3 fc2 sc0 ls0 ws0">Grupa Kapitałowa MIR<span class="_ _8"></span>BUD<span class="ff1"> <span class="ls6">| <span class="_ _8"></span></span></span>W spółce celowej J<span class="_ _8"></span>HM 1 Sp. z o.o. w<span class="_ _8"></span> okresie 01.01.2021<span class="_ _8"></span> <span class="_ _8"></span><span class="ff1">- </span></div><div class="t m0 x1bb h8 y2f ff2 fs3 fc2 sc0 ls0 ws0">31.12.2021 r. Zarz<span class="_ _8"></span>ąd nie pobierał wy<span class="_ _8"></span>nagrodzenia.<span class="_ _8"></span><span class="ff1"> </span></div></div><div class="c x9 y2d wdb h7"><div class="t m0 xa h4 y30 ff3 fs1 fc4 sc0 ls0 ws0">116 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h4 y31 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hc ya20 ff6 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h35 yc66 ff5 fs1 fc0 sc0 ls0 ws0">POZOSTAŁE SP<span class="_ _3"></span>Ó<span class="_ _8"></span>ŁKI Z<span class="_ _0"></span> GRUPY<span class="ff6"> </span></div><div class="t m0 x2 h8 yc67 ff2 fs3 fc0 sc0 ls0 ws0">W spółce celowej JHM <span class="_ _8"></span>1<span class="ff1"> Sp. z o.o. w okres<span class="_ _8"></span>ie 01.01.20<span class="_ _8"></span>21 - 31.<span class="ls11">12</span>.<span class="_ _8"></span>2021 <span class="ls13">r.</span> </span>Zarząd nie pob<span class="_ _8"></span>ierał wynagrodzen<span class="_ _8"></span>ia.<span class="ff1"> </span></div><div class="t m0 x2 h8 yc68 ff2 fs3 fc0 sc0 ls0 ws0">W spółce celowej JHM <span class="_ _8"></span>2 Sp. z o.o. w okresie <span class="_ _8"></span><span class="ff1">01.01<span class="_ _8"></span>.2021 - 31.<span class="ls11">12</span>.<span class="_ _8"></span>2021 <span class="ls13">r.</span> </span>Zarząd nie pob<span class="_ _8"></span>ierał wynagrodzen<span class="_ _8"></span>ia.<span class="ff1"> </span></div><div class="t m0 x2 hc yc69 ff6 fs4 fc0 sc0 ls0 ws0">12.6.1. <span class="_ _20"> </span><span class="ff5">Umowy zawarte między <span class="_ _0"></span>emitentem a osob<span class="_ _3"></span>a<span class="_ _8"></span>mi zarządzającymi, <span class="_ _3"></span>prze<span class="_ _8"></span>widujące </span></div><div class="t m0 x139 hc yc6a ff5 fs4 fc0 sc0 ls0 ws0">rekompensatę <span class="_ _2a"> </span>w <span class="_ _2a"> </span>przypadku <span class="_ _7"> </span>ich <span class="_ _2a"> </span>rezygnacji <span class="_ _2a"> </span>lub <span class="_ _21"> </span><span class="ff6">zwolnienia <span class="_ _2a"> </span>z <span class="_ _7"> </span>zajmowanego </span></div><div class="t m0 x139 hc y9d4 ff5 fs4 fc0 sc0 ls0 ws0">stanowiska <span class="_ _11"> </span>bez <span class="_ _11"> </span>ważnej <span class="_ _11"> </span>przyc<span class="_ _8"></span>zyny <span class="_ _11"> </span>lub <span class="_ _11"> </span>gdy <span class="_ _11"> </span>ich <span class="_ _11"> </span>odwołanie <span class="_ _11"> </span>lub <span class="_ _11"> </span>zwolnienie </div><div class="t m0 x139 hc yc6b ff5 fs4 fc0 sc0 ls0 ws0">następuje z powodu połączenia emitenta przez przejęcie;<span class="ff6"> </span></div><div class="t m0 x2 h8 y6e7 ff2 fs3 fc0 sc0 ls0 ws0">Spółki <span class="_ _3"></span>z Grupy <span class="_ _3"></span>nie zawierały <span class="_ _3"></span>z osobami <span class="_ _3"></span>zarządzającym<span class="_ _8"></span>i <span class="_ _3"></span>um<span class="_ _8"></span>ów <span class="_ _3"></span>przew<span class="_ _8"></span>idujących rekompensatę <span class="_ _3"></span>w <span class="ff1">prz<span class="_ _8"></span>ypadku <span class="_ _3"></span>ich<span class="_ _8"></span> </span></div><div class="t m0 x2 h8 yc6c ff2 fs3 fc0 sc0 ls0 ws0">rezygnacji <span class="_ _f"></span>lub <span class="_ _f"></span>zwoln<span class="_ _8"></span>ienia <span class="_ _f"></span>z <span class="_ _f"></span>zajmowaneg<span class="_ _8"></span>o <span class="_ _f"></span>stanowiska <span class="_ _6"></span>bez <span class="_ _f"></span>ważnej <span class="_ _f"></span>przycz<span class="_ _8"></span>yny <span class="_ _f"></span>lub <span class="_ _f"></span>gdy <span class="_ _f"></span>ich <span class="_ _f"></span>odwołan<span class="_ _8"></span>ie <span class="_ _f"></span>jest <span class="_ _f"></span>lub </div><div class="t m0 x2 h8 yc6d ff2 fs3 fc0 sc0 ls0 ws0">zwolnienie następuje z<span class="_ _8"></span> powodu połąc<span class="_ _8"></span>zenia Spółki prze<span class="_ _8"></span>z przejęcie<span class="_ _8"></span><span class="ff1">. </span></div><div class="t m0 x2 hc yc6e ff6 fs4 fc0 sc0 ls0 ws0">12.6.2. <span class="_ _20"> </span><span class="ff5">Informacje <span class="_ _29"> </span>o <span class="_ _32"> </span>wszelkich <span class="_ _32"> </span>zobowiązaniach <span class="_ _29"> </span>wynikających <span class="_ _29"> </span>z <span class="_ _29"> </span>e<span class="_ _8"></span>merytur <span class="_ _29"> </span>i </span></div><div class="t m0 x139 hc y77f ff5 fs4 fc0 sc0 ls0 ws0">świadczeń <span class="_ _27"> </span>o <span class="_ _d"> </span>podobnym <span class="_ _27"> </span>charakterze <span class="_ _27"> </span>dla <span class="_ _d"> </span>byłych <span class="_ _27"> </span>osób <span class="_ _27"> </span>zarządzających<span class="_ _0"></span>, </div><div class="t m0 x139 hc yc6f ff5 fs4 fc0 sc0 ls0 ws0">nadzorujących <span class="_ _12"> </span>a<span class="_ _8"></span>lbo <span class="_ _12"> </span>byłych <span class="_ _1e"> </span>członków <span class="_ _1e"> </span>organów <span class="_ _1e"> </span>administrujących <span class="_ _12"> </span>oraz <span class="_ _14"> </span>o<span class="_ _3"></span> </div><div class="t m0 x139 hc yc70 ff5 fs4 fc0 sc0 ls0 ws0">zobowiązaniach zaciągniętych w związku z tymi emeryturami, <span class="ff1"> </span></div><div class="t m0 x2 h8 yc71 ff1 fs3 fc0 sc0 ls0 ws0">Na 31.<span class="ls9">12<span class="lsd">.20</span></span>21 r. <span class="ff2">Spółki z Grupy nie posiadały zobowiązań wynikający<span class="_ _8"></span>ch z emerytur i świadczeń o podobnym </span></div><div class="t m0 x2 h8 yc72 ff2 fs3 fc0 sc0 ls0 ws0">charakterze <span class="_ _f"></span>dla <span class="_ _f"></span>byłyc<span class="_ _8"></span>h <span class="_ _f"></span>członków <span class="_ _f"></span>orga<span class="_ _8"></span>nów <span class="_ _f"></span>zarządzaj<span class="_ _8"></span>ących, <span class="_ _f"></span>nadzorującyc<span class="_ _8"></span>h <span class="_ _f"></span>i <span class="_ _f"></span>organów<span class="_ _8"></span> <span class="_ _f"></span>administrującyc<span class="_ _8"></span>h <span class="_ _f"></span>oraz </div><div class="t m0 x2 h8 yc73 ff2 fs3 fc0 sc0 ls0 ws0">zobowiązań związanych z<span class="_ _8"></span> tymi emeryturam<span class="_ _8"></span>i.<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 hc yc74 ff6 fs4 fc0 sc0 ls0 ws0">12.7. <span class="_ _10"></span>Informacje <span class="_ _14"> </span>o <span class="_ _14"> </span>a<span class="_ _8"></span>kcjach <span class="_ _14"> </span>pracowniczych <span class="_ _14"> </span>i <span class="_ _14"> </span>ograniczeniach <span class="_ _14"> </span>przenoszenia <span class="_ _14"> </span>pra<span class="_ _8"></span>wa </div><div class="t m0 x138 hc yc75 ff5 fs4 fc0 sc0 ls0 ws0">własności papierów wartościowych MIRBUD S.A.<span class="ff1"> </span></div><div class="t m0 x2 h8 yc76 ff2 fs3 fc0 sc0 ls0 ws0">W okresie sprawozd<span class="_ _8"></span>awczym zdarzenia w <span class="_ _8"></span>powyższym zak<span class="_ _8"></span>resie nie wystąpiły.<span class="_ _c"></span><span class="ff1"> </span></div><div class="t m0 x2 hc yc77 ff6 fs4 fc0 sc0 ls0 ws0">12.8. <span class="_ _10"></span><span class="ff5">Wszelkie <span class="_ _d"> </span>ograniczenia <span class="_ _1b"> </span>dotyczące <span class="_ _d"> </span>przenoszenia <span class="_ _1b"> </span>prawa <span class="_ _d"> </span>własności <span class="_ _d"> </span>papierów<span class="_ _3"></span> </span></div><div class="t m0 x138 hc y902 ff5 fs4 fc0 sc0 ls0 ws0">wartościowych <span class="_ _1e"> </span>Spółki <span class="_ _1e"> </span>oraz <span class="_ _12"> </span>wszelkie <span class="_ _1e"> </span>ograniczenia <span class="_ _12"> </span>w <span class="_ _14"> </span>zakr<span class="_ _0"></span>esie <span class="_ _1e"> </span>wykonywania </div><div class="t m0 x138 hc y747 ff5 fs4 fc0 sc0 ls0 ws0">prawa głosu przypadające na akcje Spółki<span class="ff1"> </span></div><div class="t m0 x2 h8 yc78 ff2 fs3 fc0 sc0 ls0 ws0">W okresie sprawozd<span class="_ _8"></span>awczym zdarzenia w <span class="_ _8"></span>powyższym zak<span class="_ _8"></span>resie nie wystąpiły.<span class="_ _c"></span><span class="ff1"> </span></div><div class="t m0 x2 hc yba1 ff6 fs4 fc0 sc0 ls0 ws0"> <span class="_ _24"> </span><span class="ff1"> </span></div></div></div><div class="pi" ></div></div><div id="pf75" class="pf w0 h0" ><div class="pc pc75 w0 h0"><img class="bi x4 y2a w3 hcd" alt="" src="data:image/png;base64,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"/><div class="c x0 y1 w2 h0"><div class="t m0 x105 h6 y991 ff4 fs2 fc2 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI GRUPY KAPITAŁOWEJ <span class="ff3">MIRBUD ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc3"> </span></span></div><div class="t m0 x6 h4 y992 ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y2d wda ha"><div class="t m0 x1bc h8 y85 ff2 fs3 fc2 sc0 ls0 ws0">Grupa Kapitałowa MIR<span class="_ _8"></span>BUD<span class="ff1"> <span class="ls6">| <span class="_ _8"></span></span>Pracownicy<span class="_ _8"></span> </span></div></div><div class="c x9 y2d wdb ha"><div class="t m0 xa h4 y86 ff3 fs1 fc4 sc0 ls0 ws0">117 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h4 y31 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hc ya20 ff6 fs4 fc0 sc0 ls0 ws0">12.9. <span class="_ _10"></span>Pracownicy<span class="ff1"> </span></div><div class="t m0 x2 h8 ybbb ff2 fs3 fc0 sc0 ls0 ws0">Wielkość <span class="_ _13"> </span>zatrud<span class="_ _8"></span>nienia <span class="_ _13"> </span>w <span class="_ _12"> </span>Spółkach <span class="_ _13"> </span>G<span class="_ _8"></span>rupy <span class="_ _13"> </span>MIR<span class="_ _8"></span>BUD <span class="_ _13"> </span>na <span class="_ _12"> </span>dzień <span class="_ _13"> </span>3<span class="_ _8"></span><span class="ff1">1.<span class="ls11">12</span>.<span class="_ _8"></span>2021 <span class="_ _13"> </span>r. <span class="_ _12"> </span></span>i <span class="_ _13"> </span>na <span class="_ _13"> </span>dz<span class="_ _8"></span>ień <span class="_ _13"> </span>31.12.2<span class="_ _8"></span>020<span class="ff1"> <span class="_ _13"> </span>r.<span class="_ _8"></span> </span></div><div class="t m0 x2 h8 ybbc ff1 fs3 fc0 sc0 ls0 ws0">przedstawia<span class="ff2 ls1d">ją</span> <span class="ff2">poniższ</span>e ta<span class="_ _8"></span>bele. </div><div class="t m0 x2 h2f yc79 ff8 fs5 fc0 sc0 ls0 ws0">Tabela: Zatrudn<span class="_ _0"></span>ienie w Spółka<span class="_ _0"></span>ch Grupy MIRBUD<span class="_ _0"></span> na dzień 3<span class="ff7">1.<span class="ls16">12</span>.2021 <span class="ls17">r.</span><span class="ff1"> </span></span></div></div><div class="c xc3 yc50 w1b4 h10e"><div class="t m0 xa2 h2d y80b ff5 fs5 fc4 sc0 ls0 ws0">Spółka<span class="ff6"> </span></div></div><div class="c x1bd yc50 w1b5 h10e"><div class="t m0 xa h2d yc1 ff6 fs5 fc4 sc0 ls0 ws0">Pracownicy <span class="_ _0"></span>zatrudnieni na pods<span class="_ _3"></span>tawie </div><div class="t m0 xc0 h2d ybd ff5 fs5 fc4 sc0 ls0 ws0">umowy o pracę<span class="_ _0"></span><span class="ff6"> </span></div></div><div class="c x7f yc50 w1b6 h10e"><div class="t m0 x57 h2d yc1 ff6 fs5 fc4 sc0 ls0 ws0">Pracownicy <span class="_ _0"></span>zatrudnieni na </div><div class="t m0 x4f h2d ybd ff5 fs5 fc4 sc0 ls0 ws0">podstawie innyc<span class="_ _0"></span>h umów<span class="ff6"> </span></div></div><div class="c xc3 y9ed w1b4 h6d"><div class="t m0 xe h2f y9cf ff1 fs5 fc0 sc0 ls0 ws0">MIRBUD S.A<span class="_ _0"></span>. </div></div><div class="c x67 y9ed w1b7 h6d"><div class="t m0 x18 h2f y9cf ff1 fs5 fc0 sc0 ls16 ws0">427<span class="ls0"> </span></div></div><div class="c x7f y9ed w1b6 h6d"><div class="t m0 x127 h2f y9cf ff1 fs5 fc0 sc0 ls0 ws0">1<span class="ls16">37</span> </div></div><div class="c xc3 y4ab w1b4 h30"><div class="t m0 x23 h2f yb2 ff1 fs5 fc0 sc0 ls0 ws0">KOBYLARNIA S.<span class="_ _0"></span>A. </div></div><div class="c x67 y4ab w1b7 h30"><div class="t m0 x18 h2f yb2 ff1 fs5 fc0 sc0 ls16 ws0">310<span class="ls0"> </span></div></div><div class="c x7f y4ab w1b6 h30"><div class="t m0 xc2 h2f yb2 ff1 fs5 fc0 sc0 ls16 ws0">58<span class="ls0"> </span></div></div><div class="c xc3 yc7a w1b4 h6d"><div class="t m0 x4e h2f y9cf ff1 fs5 fc0 sc0 ls0 ws0">JHM DEVELOP<span class="_ _0"></span>MENT S.A. </div></div><div class="c x67 yc7a w1b7 h6d"><div class="t m0 xbc h2f y9cf ff1 fs5 fc0 sc0 ls16 ws0">28<span class="ls0"> </span></div></div><div class="c x7f yc7a w1b6 h6d"><div class="t m0 xc2 h2f y9cf ff1 fs5 fc0 sc0 ls0 ws0">16 </div></div><div class="c xc3 y8e5 w1b4 h6d"><div class="t m0 x131 h2f y9cf ff1 fs5 fc0 sc0 ls0 ws0">Marywilska 44 <span class="_ _0"></span>Sp. z o.o. </div></div><div class="c x67 y8e5 w1b7 h6d"><div class="t m0 xbc h2f y9cf ff1 fs5 fc0 sc0 ls16 ws0">12<span class="ls0"> </span></div></div><div class="c x7f y8e5 w1b6 h6d"><div class="t m0 x4 h2f y9cf ff1 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c xc3 yc7b w1b4 h30"><div class="t m0 x8a h2f yb2 ff1 fs5 fc0 sc0 ls0 ws0">JHM 1 Sp. z o<span class="_ _0"></span>.o. </div></div><div class="c x67 yc7b w1b7 h30"><div class="t m0 xa7 h2f yb2 ff1 fs5 fc0 sc0 ls0 ws0">1 </div></div><div class="c x7f yc7b w1b6 h30"><div class="t m0 x4 h2f yb2 ff1 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c xc3 yc7c w1b4 h6d"><div class="t m0 x8a h2f y9cf ff1 fs5 fc0 sc0 ls0 ws0">JHM 2 Sp. z o<span class="_ _0"></span>.o. </div></div><div class="c x67 yc7c w1b7 h6d"><div class="t m0 xa7 h2f y9cf ff1 fs5 fc0 sc0 ls0 ws0">1 </div></div><div class="c x7f yc7c w1b6 h6d"><div class="t m0 x4 h2f y9cf ff1 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c xc3 yc7d w1b4 h6d"><div class="t m0 x65 h2f y9cf ff2 fs5 fc0 sc0 ls0 ws0">ТОВ «MIPБУД»<span class="ff1"> </span></div></div><div class="c x67 yc7d w1b7 h6d"><div class="t m0 xa7 h2f y9cf ff1 fs5 fc0 sc0 ls0 ws0">0 </div></div><div class="c x7f yc7d w1b6 h6d"><div class="t m0 x7 h2f y9cf ff1 fs5 fc0 sc0 ls0 ws0">0 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h2c yc7e ff8 fs5 fc0 sc0 ls0 ws0">Tabela: Zatrudn<span class="_ _0"></span>ienie w Spółka<span class="_ _0"></span>ch Grupy MIRBUD<span class="ff7"> </span>na<span class="_ _0"></span> dzień 31.12.20<span class="_ _0"></span>20<span class="ff7"> <span class="ls17">r.</span> </span></div></div><div class="c xc3 y11e w1b4 h10e"><div class="t m0 xa2 h2d y80b ff5 fs5 fc4 sc0 ls0 ws0">Spółka<span class="ff6"> </span></div></div><div class="c x1bd y11e w1b5 h10e"><div class="t m0 xa h2d yc1 ff6 fs5 fc4 sc0 ls0 ws0">Pracownicy zat<span class="_ _0"></span>rudnieni na pods<span class="_ _3"></span>tawie </div><div class="t m0 xc0 h2d ybd ff5 fs5 fc4 sc0 ls0 ws0">umowy o pracę<span class="_ _0"></span><span class="ff6"> </span></div></div><div class="c x7f y11e w1b6 h10e"><div class="t m0 x57 h2d yc1 ff6 fs5 fc4 sc0 ls0 ws0">Pracownicy <span class="_ _0"></span>zatrudnieni na </div><div class="t m0 x4f h2d ybd ff5 fs5 fc4 sc0 ls0 ws0">podstawie innyc<span class="_ _0"></span>h umów<span class="ff6"> </span></div></div><div class="c xc3 y29f w1b4 h30"><div class="t m0 xe h2f yb2 ff1 fs5 fc0 sc0 ls0 ws0">MIRBUD S.A<span class="_ _0"></span>. </div></div><div class="c x67 y29f w1b7 h30"><div class="t m0 x18 h2f yb2 ff1 fs5 fc0 sc0 ls0 ws0">3<span class="ls16">77</span> </div></div><div class="c x7f y29f w1b6 h30"><div class="t m0 x127 h2f yb2 ff1 fs5 fc0 sc0 ls16 ws0">124<span class="ls0"> </span></div></div><div class="c xc3 yc7f w1b4 h6d"><div class="t m0 xc1 h2f y9cf ff1 fs5 fc0 sc0 ls0 ws0"> KOBYLARNIA<span class="_ _0"></span> S.A. </div></div><div class="c x67 yc7f w1b7 h6d"><div class="t m0 x18 h2f y9cf ff1 fs5 fc0 sc0 ls16 ws0">249<span class="ls0"> </span></div></div><div class="c x7f yc7f w1b6 h6d"><div class="t m0 xc2 h2f y9cf ff1 fs5 fc0 sc0 ls16 ws0">45<span class="ls0"> </span></div></div><div class="c xc3 yc80 w1b4 h6d"><div class="t m0 x4e h2f y9cf ff1 fs5 fc0 sc0 ls0 ws0">JHM DEVELOP<span class="_ _0"></span>MENT S.A. </div></div><div class="c x67 yc80 w1b7 h6d"><div class="t m0 xbc h2f y9cf ff1 fs5 fc0 sc0 ls16 ws0">26<span class="ls0"> </span></div></div><div class="c x7f yc80 w1b6 h6d"><div class="t m0 xc2 h2f y9cf ff1 fs5 fc0 sc0 ls16 ws0">13<span class="ls0"> </span></div></div><div class="c xc3 yc81 w1b4 h30"><div class="t m0 x131 h2f yb2 ff1 fs5 fc0 sc0 ls0 ws0">Marywilska 44 <span class="_ _0"></span>Sp. z o.o. </div></div><div class="c x67 yc81 w1b7 h30"><div class="t m0 xbc h2f yb2 ff1 fs5 fc0 sc0 ls16 ws0">13<span class="ls0"> </span></div></div><div class="c x7f yc81 w1b6 h30"><div class="t m0 x4 h2f yb2 ff1 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c xc3 y3f2 w1b4 h6d"><div class="t m0 x8a h2f y9cf ff1 fs5 fc0 sc0 ls0 ws0">JHM 1 Sp. z o<span class="_ _0"></span>.o. </div></div><div class="c x67 y3f2 w1b7 h6d"><div class="t m0 xa7 h2f y9cf ff1 fs5 fc0 sc0 ls0 ws0">1 </div></div><div class="c x7f y3f2 w1b6 h6d"><div class="t m0 x4 h2f y9cf ff1 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c xc3 yc82 w1b4 h6d"><div class="t m0 x8a h2f y9cf ff1 fs5 fc0 sc0 ls0 ws0">JHM 2 Sp. z o<span class="_ _0"></span>.o. </div></div><div class="c x67 yc82 w1b7 h6d"><div class="t m0 xa7 h2f y9cf ff1 fs5 fc0 sc0 ls0 ws0">1 </div></div><div class="c x7f yc82 w1b6 h6d"><div class="t m0 x4 h2f y9cf ff1 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c xc3 yc83 w1b4 h30"><div class="t m0 x179 h2f yb2 ff1 fs5 fc0 sc0 ls0 ws0">EXPO MAZUR<span class="_ _0"></span>Y S.A. w likwida<span class="_ _0"></span>cji </div></div><div class="c x67 yc83 w1b7 h30"><div class="t m0 xa7 h2f yb2 ff1 fs5 fc0 sc0 ls0 ws0">2 </div></div><div class="c x7f yc83 w1b6 h30"><div class="t m0 x7 h2f yb2 ff1 fs5 fc0 sc0 ls0 ws0">0 </div><div class="t m0 x4 h2f yc84 ff1 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c xc3 y984 w1b4 h6d"><div class="t m0 x65 h2f y9cf ff2 fs5 fc0 sc0 ls0 ws0">ТОВ «MIPБУД»<span class="ff1"> </span></div></div><div class="c x67 y984 w1b7 h6d"><div class="t m0 xa7 h2f y9cf ff1 fs5 fc0 sc0 ls0 ws0">0 </div></div><div class="c x7f y984 w1b6 h6d"><div class="t m0 x7 h2f y9cf ff1 fs5 fc0 sc0 ls0 ws0">0 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h8 yc85 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y6c0 ff2 fs3 fc0 sc0 ls0 ws0">W Spółkach Grupy n<span class="_ _8"></span>ie działają związki zawo<span class="_ _8"></span>dowe i nie obowiązują w<span class="_ _8"></span> niej zakłado<span class="_ _8"></span>we układy zbiorowe prac<span class="_ _8"></span>y. <span class="_ _c"></span><span class="ff1"> </span></div><div class="t m0 x2 h3 yc86 ff1 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hc yc87 ff6 fs4 fc0 sc0 ls0 ws0">12.10. <span class="_ _5"></span><span class="ff5">Polity<span class="_ _8"></span>ka różnorodności <span class="ff6"> </span></span></div><div class="t m0 x2 h8 yc88 ff2 fs3 fc0 sc0 ls0 ws0">Grupa <span class="_ _6"> </span>Kap<span class="_ _8"></span>itałowa <span class="_ _6"> </span>MIRB<span class="_ _8"></span>UD <span class="_ _7"> </span>w <span class="_ _6"> </span>pierwszy<span class="_ _8"></span>m <span class="_ _6"> </span>półroczu <span class="_ _7"> </span>2021r <span class="_ _7"> </span>nie <span class="_ _7"> </span>posiada <span class="_ _6"> </span>oprac<span class="_ _8"></span>owanej <span class="_ _6"> </span>p<span class="_ _8"></span>olityki <span class="_ _6"> </span>różnor<span class="_ _8"></span>odności. </div><div class="t m0 x2 h8 ybe2 ff2 fs3 fc0 sc0 ls0 ws0">Spółka <span class="_ _8"></span>zatru<span class="_ _8"></span>dnia <span class="_ _8"></span>os<span class="_ _8"></span>oby <span class="_ _c"></span>posiadające <span class="_ _c"></span>odpowied<span class="_ _8"></span>nie <span class="_ _8"></span>kwa<span class="_ _8"></span>lifikacje <span class="_ _c"></span>oraz <span class="_ _c"></span>doświadczeni<span class="_ _8"></span>e <span class="_ _8"></span>zawod<span class="_ _8"></span>owe <span class="_ _8"></span>ni<span class="_ _8"></span>e <span class="_ _8"></span>różn<span class="_ _8"></span>icując </div><div class="t m0 x2 h8 yc89 ff2 fs3 fc0 sc0 ls0 ws0">wieku <span class="_ _1b"> </span>lub <span class="_ _1a"> </span>p<span class="_ _8"></span>łci. <span class="_ _1a"> </span>Wybór <span class="_ _1b"> </span>k<span class="_ _8"></span>adr <span class="_ _1a"> </span>zal<span class="_ _8"></span>eży <span class="_ _1a"> </span>w <span class="_ _1b"> </span>zupełn<span class="_ _8"></span>ości <span class="_ _1a"> </span>od <span class="_ _1b"> </span>osiągni<span class="_ _8"></span>ęć, <span class="_ _1a"> </span>sk<span class="_ _8"></span>uteczności <span class="_ _1b"> </span>oraz <span class="_ _1b"> </span>profesjona<span class="_ _8"></span>lizmu </div><div class="t m0 x2 h8 yc8a ff2 fs3 fc0 sc0 ls0 ws0">poszczególnych  kandydatów.  Szczegółowe  dane  dotyczące  zatrudnienia  wg <span class="_ _28"> </span>płci  i  wieku, <span class="_ _21"> </span>a  także  osób </div><div class="t m0 x2 h8 yc8b ff2 fs3 fc0 sc0 ls0 ws0">pochodzących z lokal<span class="_ _8"></span>nej społeczności zn<span class="_ _8"></span>ajdują się w r<span class="_ _8"></span>aporcie <span class="_ _8"></span><span class="ff1">na temat inform<span class="_ _8"></span>acji niefinansowy<span class="_ _8"></span>ch.<span class="_ _8"></span> </span></div><div class="t m0 x2 h8 yc8c ff1 fs3 fc0 sc0 lse ws0">W <span class="_ _8"></span><span class="ls0">dniu <span class="_ _8"></span>01.07.2<span class="_ _8"></span>021 <span class="_ _8"></span><span class="ff2">r. <span class="_ _8"></span>Grupa <span class="_ _8"></span>przy<span class="_ _8"></span>jęła <span class="_ _8"></span>politykę <span class="_ _8"></span>różnorod<span class="_ _8"></span>ności. <span class="_ _8"></span>Polityka <span class="_ _8"></span>róż<span class="_ _c"></span>norodnoś<span class="_ _8"></span>ci dostę<span class="_ _8"></span>pna <span class="_ _8"></span>jest <span class="_ _8"></span>na <span class="_ _8"></span>stronie </span></span></div><div class="t m0 x2 h8 yc8d ff2 fs3 fc0 sc0 ls0 ws0">internetowej Spółk<span class="_ _8"></span>i pod adresem <span class="ff1">ht<span class="_ _8"></span>tps://mirbud.pl/stro<span class="_ _8"></span>ny/kodeks<span class="_ _8"></span>-etyki-zawodowej<span class="_ _8"></span>-2 </span></div><div class="t m0 x2 h8 yc8e ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hc ya6f ff6 fs4 fc0 sc0 ls0 ws0">12.11. <span class="_ _5"></span><span class="ff5">Informac<span class="_ _8"></span>je <span class="_ _29"> </span>dotyczące <span class="_ _29"> </span>umów <span class="_ _29"> </span>z <span class="_ _29"> </span>podmiotami <span class="_ _29"> </span>uprawnionymi <span class="_ _29"> </span>do <span class="_ _29"> </span>ba<span class="_ _8"></span>dania<span class="_ _0"></span> </span></div><div class="t m0 x85 hc y6c5 ff5 fs4 fc0 sc0 ls0 ws0">sprawozdań finansowych<span class="ff1"> </span></div><div class="t m0 x2 h8 y18b ff2 fs3 fc0 sc0 ls0 ws0">W dniu 06.07.2020 r. S<span class="_ _8"></span>półka MIRBUD S.<span class="_ _8"></span>A. zawarła z P<span class="_ _8"></span>OLAUDIT spó<span class="_ _8"></span>łką z ograniczoną odpow<span class="_ _8"></span>iedzialnością z </div><div class="t m0 x2 h8 y18c ff2 fs3 fc0 sc0 ls0 ws0">siedzibą <span class="_ _7"> </span>w <span class="_ _7"> </span>Warszawie <span class="_ _7"> </span>ul. <span class="_ _7"> </span>J. <span class="_ _7"> </span>Ficowskiego <span class="_ _7"> </span>15 <span class="_ _7"> </span>zarejestrowaną <span class="_ _7"> </span>w <span class="_ _7"> </span>Krajowy<span class="_ _8"></span>m <span class="_ _7"> </span>Rejestrze <span class="_ _7"> </span>Sądowym <span class="_ _7"> </span>przez<span class="_ _8"></span> <span class="_ _7"> </span>Sąd </div><div class="t m0 x2 h8 yafd ff2 fs3 fc0 sc0 ls0 ws0">Rejonowy <span class="_ _6"></span>dla <span class="_ _6"></span>Miasta <span class="_ _6"></span>Stołec<span class="_ _8"></span>znego <span class="_ _6"></span>Warszawy, <span class="_ _6"></span>w <span class="_ _6"></span>Warszawie <span class="_ _6"> </span>XII <span class="_ _6"> </span>Wydzia<span class="_ _8"></span>ł <span class="_ _6"></span>Gospodarczy <span class="_ _6"> </span>Krajowego <span class="_ _6"> </span>Rejestru </div></div></div><div class="pi" ></div></div><div id="pf76" class="pf w0 h0" ><div class="pc pc76 w0 h0"><img class="bi x4 y2a w3 hcd" alt="" src="data:image/png;base64,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"/><div class="c x0 y1 w2 h0"><div class="t m0 x105 h6 y991 ff4 fs2 fc2 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI GRUPY KAPITAŁOWEJ <span class="ff3">MIRBUD ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc3"> </span></span></div><div class="t m0 x6 h4 y992 ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y2d wda h40"><div class="t m0 x32 h8 y22e ff2 fs3 fc2 sc0 ls0 ws0">Grupa Kapitałowa MIR<span class="_ _8"></span>BUD<span class="ff1"> <span class="ls6">| <span class="_ _8"></span></span></span>Informacje o isto<span class="_ _8"></span>tnych postępowaniac<span class="_ _8"></span>h toczących się prz<span class="_ _8"></span>ed </div><div class="t m0 x29 h8 y2e ff2 fs3 fc2 sc0 ls0 ws0">Sądem, organem właśc<span class="_ _8"></span>iwym dla postęp<span class="_ _8"></span>owania arbi<span class="_ _8"></span>trażowego <span class="_ _8"></span>lub organem administrac<span class="_ _8"></span>ji </div><div class="t m0 x4d h8 y2f ff2 fs3 fc2 sc0 ls0 ws0">publicznej dotycz<span class="_ _8"></span>ących zobowiązań oraz w<span class="_ _8"></span>ierzytelności emitenta <span class="_ _8"></span>lub jego jednostk<span class="_ _8"></span>i<span class="_ _8"></span><span class="ff1"> </span></div></div><div class="c x9 y2d wdb h40"><div class="t m0 xa h4 y193 ff3 fs1 fc4 sc0 ls0 ws0">118 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h4 y31 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y993 ff2 fs3 fc0 sc0 ls0 ws0">Sądowego <span class="_ _21"> </span>pod<span class="ff1"> <span class="_ _21"> </span></span>nr <span class="_ _21"> </span>0000<span class="_ _8"></span>020996 <span class="_ _21"> </span>oraz <span class="_ _21"> </span>wpisana <span class="_ _21"> </span>pod <span class="_ _21"> </span>n<span class="_ _8"></span>r <span class="_ _2a"> </span>552 <span class="_ _21"> </span>na <span class="_ _21"> </span>listę <span class="_ _21"> </span>podm<span class="_ _8"></span>iotów <span class="_ _21"> </span>uprawnionyc<span class="_ _8"></span>h <span class="_ _2a"> </span>do <span class="_ _21"> </span>badan<span class="_ _8"></span>ia </div><div class="t m0 x2 h8 y994 ff2 fs3 fc0 sc0 ls0 ws0">sprawozdań <span class="_ _b"> </span>finansowych <span class="_ _b"> </span>prowadzoną <span class="_ _32"> </span>przez <span class="_ _b"> </span>Krajową <span class="_ _b"> </span>Radę <span class="_ _32"> </span>Biegłyc<span class="_ _8"></span>h <span class="_ _32"> </span>Rewident<span class="_ _8"></span>ów <span class="_ _32"> </span>umowę <span class="_ _b"> </span>na </div><div class="t m0 x2 h8 y995 ff1 fs3 fc0 sc0 ls0 ws0">przeprowadzenie: <span class="_ _8"></span> </div><div class="t m0 x36 h8 y9ea ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">przeglądu śródrocznego <span class="_ _3"></span>sp<span class="_ _8"></span>rawozdania finansowego <span class="_ _0"></span>MIRBUD S.A. <span class="_ _3"></span>za<span class="_ _8"></span> <span class="_ _3"></span>okres<span class="_ _8"></span> <span class="_ _0"></span>01.01<span class="_ _8"></span><span class="ff1">.2021<span class="_ _8"></span> <span class="_ _3"></span><span class="ff2">–<span class="_ _8"></span><span class="ff1"> <span class="_ _3"></span>3<span class="_ _8"></span>0.06.2021<span class="_ _8"></span> </span></span></span></span></div><div class="t m0 x3 h8 y997 ff1 fs3 fc0 sc0 ls0 ws0">r. <span class="ff2">–</span> <span class="ff2">kwota wynagrodz<span class="_ _8"></span>enia 9,9 tys. z<span class="_ _8"></span>ł netto;</span> </div><div class="t m0 x36 h8 y9eb ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">przeglądu <span class="_ _c"></span>śródroczne<span class="_ _8"></span>go <span class="_ _8"></span>s<span class="_ _8"></span>konsolidowan<span class="_ _8"></span>ego <span class="_ _c"></span>sprawozd<span class="_ _8"></span>ania <span class="_ _c"></span>finansowego <span class="_ _c"></span>G<span class="_ _8"></span>rupy <span class="_ _c"></span>Kapit<span class="_ _8"></span>ałowej <span class="_ _c"></span>MIRBUD </span></div><div class="t m0 x3 h8 y9ec ff1 fs3 fc0 sc0 ls0 ws0">za okres 01.01.2021 <span class="_ _8"></span><span class="ff2">–</span> 30.06.20<span class="_ _8"></span>21 r. <span class="ff2">–</span> <span class="ff2">kwota wy<span class="_ _8"></span>nagrodzenia 11 tys. z<span class="_ _8"></span>ł netto;</span> </div><div class="t m0 x36 h8 y9ed ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span>badania <span class="_ _c"></span>rocznego <span class="_ _f"></span>sprawoz<span class="_ _8"></span>dania <span class="_ _c"></span>finansowego<span class="_ _8"></span> <span class="_ _c"></span>MIRBUD <span class="_ _c"></span>S.<span class="_ _8"></span>A. <span class="_ _8"></span>z<span class="_ _8"></span>a <span class="_ _c"></span>okres <span class="_ _c"></span>0<span class="_ _8"></span>1.01.2021 <span class="_ _f"></span><span class="ff2">–</span> <span class="_ _f"></span>31.12.2021 <span class="_ _c"></span>r. <span class="_ _f"></span><span class="ff2">–</span> </div><div class="t m0 x3 h8 y9ee ff2 fs3 fc0 sc0 ls0 ws0">kwota wynagrodze<span class="_ _8"></span>nia 16,5 tys. z<span class="_ _8"></span>ł netto;<span class="ff1"> </span></div><div class="t m0 x36 h8 y9ef ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span><span class="ff2">badania <span class="_ _21"> </span>skonso<span class="_ _8"></span>lidowanego <span class="_ _28"> </span>rocznego <span class="_ _21"> </span>s<span class="_ _8"></span>prawozdania<span class="_ _8"></span> <span class="_ _21"> </span>finansoweg<span class="_ _8"></span>o <span class="_ _21"> </span>Grupy <span class="_ _28"> </span>Kapitałow<span class="_ _8"></span>ej <span class="_ _21"> </span>MIRBUD <span class="_ _28"> </span>za </span></div><div class="t m0 x3 h8 y25c ff1 fs3 fc0 sc0 ls0 ws0">okres 01.01.2021 <span class="_ _8"></span><span class="ff2">–</span> 31.12.2021 r. <span class="_ _8"></span><span class="ff2">–</span> kwota wyna<span class="_ _8"></span>grodzenia <span class="ff2">17,<span class="_ _8"></span>6 tys. zł netto.<span class="_ _8"></span></span> </div><div class="t m0 x2 h8 y9f0 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y9f1 ff2 fs3 fc0 sc0 ls0 ws0">Przed z<span class="_ _8"></span>awarciem <span class="_ _8"></span>ww. <span class="_ _c"></span>umowy <span class="_ _8"></span>Emit<span class="_ _8"></span>ent <span class="_ _8"></span>nie <span class="_ _8"></span>korzys<span class="_ _8"></span>tał z <span class="_ _8"></span>usług<span class="_ _8"></span> f<span class="_ _8"></span>irmy a<span class="_ _8"></span>udytorskiej <span class="_ _8"></span>PO<span class="_ _8"></span>LAUDIT <span class="_ _8"></span>sp. <span class="_ _8"></span>z <span class="_ _8"></span>o.o.. <span class="_ _c"></span>Wyboru </div><div class="t m0 x2 h8 y9f2 ff2 fs3 fc0 sc0 ls0 ws0">firmy <span class="_ _7"> </span>audytors<span class="_ _8"></span>kiej <span class="_ _7"> </span>spośród <span class="_ _7"> </span>firm <span class="_ _2a"> </span>zarekomendowanyc<span class="_ _8"></span>h <span class="_ _7"> </span>prz<span class="_ _8"></span>ez <span class="_ _7"> </span>komitet <span class="_ _7"> </span>audytu <span class="_ _7"> </span>d<span class="_ _8"></span>okonała <span class="_ _7"> </span>Rada <span class="_ _2a"> </span>Nadzorcz<span class="_ _8"></span>a <span class="_ _7"> </span>na </div><div class="t m0 x2 h8 y9f3 ff2 fs3 fc0 sc0 ls0 ws0">podstawie uchwały XI<span class="_ _8"></span>I/2020 z dnia<span class="_ _8"></span><span class="ff1"> 02 czerwca 20<span class="_ _8"></span>20 r.  </span></div><div class="t m0 x2 h8 yc8f ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 yc90 ff1 fs3 fc0 sc0 ls0 ws0">W <span class="_ _12"> </span>okresie <span class="_ _1e"> </span>01.01.2021-3<span class="_ _8"></span>1.12.2021<span class="_ _8"></span> <span class="_ _12"> </span>r. <span class="_ _12"> </span><span class="ff2">wyn<span class="_ _8"></span>agrodzenie <span class="_ _1e"> </span>wypłacone <span class="_ _12"> </span>prz<span class="_ _8"></span>ez <span class="_ _12"> </span>Emitenta <span class="_ _1e"> </span>biegłemu <span class="_ _1e"> </span>rewidentowi </span></div><div class="t m0 x2 h9 yc91 ff2 fs3 fc0 sc0 ls0 ws0">wyniosło<span class="ff1"> </span>57 tys. z<span class="_ _8"></span>ł. <span class="ff1 fs4"> </span></div><div class="t m0 x2 h8 y9a5 ff1 fs3 fc0 sc0 ls0 ws0">W okresie 01.01.2021-<span class="ff2">31.1<span class="_ _8"></span>2.2021r Podmiot uprawniony do badania sprawozdania finansowego za wyjątkiem </span></div><div class="t m0 x2 h8 y9a6 ff2 fs3 fc0 sc0 ls0 ws0">usługi ate<span class="_ _0"></span>stacyjnej sprawozdania <span class="_ _0"></span>z wynagrodzeń <span class="_ _3"></span>Zarz<span class="_ _8"></span>ądu i <span class="_ _3"></span>Rady nadzorczej <span class="_ _3"></span>za rok <span class="_ _3"></span>20<span class="_ _8"></span>20 <span class="_ _0"></span>nie <span class="_ _3"></span>świ<span class="_ _8"></span>adczył innych </div><div class="t m0 x2 h8 y9a7 ff2 fs3 fc0 sc0 ls0 ws0">usług na rzecz Spółki.<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 y9a8 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hc y8c9 ff6 fs4 fc0 sc0 ls0 ws0">12.12. <span class="_ _5"></span><span class="ff5">Informac<span class="_ _8"></span>je <span class="_ _8"></span>o <span class="_ _c"></span>istotnych <span class="_ _c"></span>postępowaniach <span class="_ _c"></span>toczących <span class="_ _8"></span>się <span class="_ _c"></span>przed <span class="_ _c"></span>Sądem, <span class="_ _8"></span>orga<span class="_ _8"></span>nem </span></div><div class="t m0 x85 hc yc92 ff5 fs4 fc0 sc0 ls0 ws0">właściwym dl<span class="_ _3"></span>a<span class="_ _8"></span> <span class="_ _3"></span>postępowania arbitrażowego <span class="_ _3"></span>lub <span class="_ _3"></span>organe<span class="_ _8"></span>m <span class="ff6">administracji <span class="_ _3"></span>publicznej </span></div><div class="t m0 x85 hc yc93 ff5 fs4 fc0 sc0 ls0 ws0">dotyczących zobowiązań oraz wierzytelności emitenta lub jego jednostki<span class="ff6"> </span></div><div class="t m0 x2 h8 y4b9 ff2 fs3 fc0 sc0 ls0 ws0">W <span class="_ _f"></span>okresie <span class="_ _f"></span>objętym<span class="_ _8"></span> <span class="_ _f"></span>niniejszy<span class="_ _8"></span>m <span class="_ _f"></span>raportem <span class="_ _f"></span>nie <span class="_ _f"></span>tocz<span class="_ _8"></span>yły <span class="_ _f"></span>się <span class="_ _f"></span>żadne<span class="_ _8"></span> <span class="_ _f"></span>istotne <span class="_ _f"></span>postępowa<span class="_ _8"></span>nia <span class="_ _f"></span>dotycz<span class="_ _8"></span>ące <span class="_ _f"></span>zobowiązań </div><div class="t m0 x2 h8 yc94 ff2 fs3 fc0 sc0 ls0 ws0">albo wierzytelnośc<span class="_ _8"></span>i Emitenta.<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 yc95 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 yc96 ff2 fs3 fc0 sc0 ls0 ws0">W <span class="_ _f"></span>okresie <span class="_ _f"></span>objętym<span class="_ _8"></span> <span class="_ _f"></span>niniejszy<span class="_ _8"></span>m <span class="_ _f"></span>raportem<span class="_ _8"></span> <span class="_ _f"></span>nie <span class="_ _f"></span>toczyły <span class="_ _f"></span>si<span class="_ _8"></span>ę <span class="_ _f"></span>żadne <span class="_ _f"></span>istotne<span class="_ _8"></span> <span class="_ _f"></span>postępowania<span class="_ _8"></span> <span class="_ _f"></span>dotyczące <span class="_ _f"></span>zobowiąza<span class="_ _8"></span>ń </div><div class="t m0 x2 h8 y6bf ff2 fs3 fc0 sc0 ls0 ws0">albo wierzytelnośc<span class="_ _8"></span>i Emitenta.<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 yc97 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 yc98 ff2 fs3 fc0 sc0 ls0 ws0">Na <span class="_ _c"></span>dzień <span class="_ _f"></span>31.12.2021 <span class="_ _c"></span>r<span class="_ _8"></span>. <span class="_ _c"></span>toc<span class="_ _8"></span>zyły <span class="_ _f"></span>się <span class="_ _c"></span>sprawy <span class="_ _f"></span>sądowe <span class="_ _c"></span>do<span class="_ _8"></span>tyczące <span class="_ _f"></span>zobowiązań <span class="_ _c"></span>przeci<span class="_ _8"></span>wko <span class="_ _c"></span>Emite<span class="_ _8"></span>ntowi, <span class="_ _f"></span>na <span class="_ _c"></span>łączną </div><div class="t m0 x2 h8 ybb7 ff2 fs3 fc0 sc0 ls0 ws0">wartość przedmiotu s<span class="_ _8"></span>poru 3.210 tys. zł.<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 y1be ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y399 ff1 fs3 fc0 sc0 ls0 ws0">Rezerwy <span class="ff2">na przys<span class="_ _8"></span>złe zobowiązania, k<span class="_ _8"></span>tóre mogą pows<span class="_ _8"></span>tać z toczących się postę<span class="_ _8"></span>powań sądowych tworzo<span class="_ _8"></span>ne są </span></div><div class="t m0 x2 h8 y24b ff2 fs3 fc0 sc0 ls0 ws0">w drodze szczegó<span class="_ _8"></span>łowej analizy ryzy<span class="_ _8"></span>ka ich powstania. <span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 y1d ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 yc99 ff2 fs3 fc0 sc0 ls0 ws0">Na <span class="_ _0"></span>dzień 31.12.2021 <span class="_ _3"></span>r. toczyły się <span class="_ _3"></span>s<span class="_ _8"></span>prawy sądowe <span class="_ _3"></span>dotycz<span class="_ _8"></span>ące wi<span class="_ _0"></span>erzytelności z <span class="_ _3"></span>powódz<span class="_ _8"></span>twa <span class="_ _0"></span>Emitenta, na <span class="_ _3"></span>łącz<span class="_ _8"></span>ną </div><div class="t m0 x2 h8 ya1c ff1 fs3 fc0 sc0 lsf ws0">wa<span class="ff2 ls0">rtość przedmiotu sporu <span class="_ _8"></span>4.883 tys. zł.<span class="_ _8"></span><span class="ff1"> </span></span></div><div class="t m0 x2 h8 yc9a ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 yc9b ff2 fs3 fc0 sc0 ls0 ws0">W okresie objętym niniejszym raportem toczyły się istotne postępowania dotyczące wierzytelności Kobylarn<span class="_ _8"></span>ia </div><div class="t m0 x2 h8 y89b ff1 fs3 fc0 sc0 ls0 ws0">S.A.  - <span class="ff2">spółka zależna <span class="_ _8"></span>Emitenta. <span class="_ _8"></span></span> </div><div class="t m0 x2 h8 y56d ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 yc9c ff2 fs3 fc0 sc0 ls0 ws0">W dniu 25.02.2<span class="_ _8"></span>020 r. KOBYL<span class="_ _8"></span>ARNIA S.A. jako <span class="_ _8"></span>lider konsorcj<span class="_ _8"></span>um wniosła pozew <span class="_ _8"></span>pr<span class="_ _8"></span>zeciwko GDD<span class="_ _8"></span>KiA o wartoś<span class="_ _8"></span>ci </div><div class="t m0 x2 h8 yc9d ff1 fs3 fc0 sc0 ls0 ws0">przedmiotu s<span class="_ _8"></span>poru 67 <span class="_ _8"></span><span class="ff2">422 ty<span class="_ _8"></span>s. zł ob<span class="_ _8"></span>ejmujący r<span class="_ _8"></span>oszczenie <span class="_ _8"></span>o waloryzac<span class="_ _8"></span>ję wynagr<span class="_ _8"></span>odzenia Ko<span class="_ _8"></span>nsorcjum w <span class="_ _8"></span>związku </span></div><div class="t m0 x2 h8 yc9e ff2 fs3 fc0 sc0 ls0 ws0">z <span class="_ _3"></span>r<span class="_ _8"></span>ealizacją <span class="_ _3"></span>zada<span class="_ _8"></span>ń <span class="_ _3"></span>inwesty<span class="_ _8"></span>cyjnych: obwodnica <span class="_ _3"></span>Inowrocławia (łącznik), <span class="_ _3"></span>obwodn<span class="_ _8"></span>ica <span class="_ _3"></span>Bolkowa<span class="_ _8"></span>, <span class="_ _3"></span>budowa fragmentu </div><div class="t m0 x2 h8 y6db ff1 fs3 fc0 sc0 ls0 ws0">drogi ekspresowej S-<span class="ls11">5.</span> <span class="ff2">Łączna wartość sporów KOBYLARNIA S.A. z GDDKiA na dzień 30.06.2021r wyniosła </span></div><div class="t m0 x2 h8 y149 ff2 fs3 fc0 sc0 ls0 ws0">71.820 tys. zł.<span class="ff1"> </span></div><div class="t m0 x2 h8 yc9f ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y15a ff2 fs3 fc0 sc0 ls0 ws0">Odpisy <span class="_ _3"></span>aktualizujące <span class="_ _3"></span>w<span class="_ _8"></span>artość <span class="_ _3"></span>należnośc<span class="_ _8"></span>i <span class="_ _2"></span>tw<span class="_ _8"></span>orzone <span class="_ _3"></span>są <span class="_ _0"></span>w <span class="_ _3"></span>drodze <span class="_ _3"></span>szczegółowej <span class="_ _3"></span>a<span class="_ _8"></span>nalizy <span class="_ _3"></span>ryzyk<span class="_ _8"></span>a <span class="_ _3"></span>spłaty <span class="_ _3"></span>należności<span class="_ _c"></span><span class="ff1">. </span></div><div class="t m0 x2 h8 yca0 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf77" class="pf w0 h0" ><div class="pc pc77 w0 h0"><img class="bi x4 y2a w3 hcd" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x105 h6 y991 ff4 fs2 fc2 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI GRUPY KAPITAŁOWEJ <span class="ff3">MIRBUD ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc3"> </span></span></div><div class="t m0 x6 h4 y992 ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y2d wda h7"><div class="t m0 x44 h8 y2e ff2 fs3 fc2 sc0 ls0 ws0">Grupa Kapitałowa MIR<span class="_ _8"></span>BUD<span class="ff1"> <span class="ls6">| <span class="_ _8"></span></span></span>OŚWIADCZ<span class="_ _8"></span>ENIE GRUPY KAPITA<span class="_ _8"></span>ŁOWEJ NA TEMAT </div><div class="t m0 x87 h8 y2f ff1 fs3 fc2 sc0 ls0 ws0">INFORMACJI NIEFINAN<span class="_ _8"></span>SOWYCH<span class="_ _8"></span> </div></div><div class="c x9 y2d wdb h7"><div class="t m0 xa h4 y30 ff3 fs1 fc4 sc0 ls0 ws0">119 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h4 y31 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h55 yca1 ff9 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h2 yca2 ff1 fs0 fc0 sc0 ls8 ws0">13.<span class="ls0"> <span class="_ _3a"> </span><span class="ff2">OŚWIAD<span class="_ _0"></span>CZENIE <span class="_ _13"> </span>GRUPY  KAP<span class="_ _3"></span>ITAŁOWEJ  NA<span class="_ _0"></span> <span class="_ _13"> </span>TEMAT  <span class="ff1">INFORMACJI </span></span></span></div><div class="t m0 x85 h2 yca3 ff1 fs0 fc0 sc0 ls0 ws0">NIEFINANSO<span class="_ _0"></span>WYCH </div><div class="t m0 x2 h8 yca4 ff2 fs3 fc0 sc0 ls0 ws0">Grupa <span class="_ _d"> </span>kapitałowa <span class="_ _1b"> </span>M<span class="_ _8"></span>IRBUD <span class="_ _d"> </span>sporządziła <span class="_ _d"> </span>odrębne <span class="_ _d"> </span>sprawozdanie <span class="_ _1b"> </span>n<span class="_ _8"></span>a <span class="_ _d"> </span>temat <span class="_ _d"> </span>informacji <span class="_ _1b"> </span>niefin<span class="_ _8"></span>ansowych<span class="_ _c"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 yca5 ff2 fs3 fc0 sc0 ls0 ws0">opublikowane łącz<span class="_ _8"></span>nie ze sprawozdanie<span class="_ _8"></span>m finansowym z<span class="_ _8"></span>a rok 202<span class="_ _8"></span><span class="ff1">1. </span></div><div class="t m0 x2 h8 y69c ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h2 y9ef ff1 fs0 fc0 sc0 ls8 ws0">14.<span class="ls0"> <span class="_ _3a"> </span><span class="ff2">OŚWIAD<span class="_ _0"></span>CZENIE <span class="_ _2c"> </span>O <span class="_ _40"> </span>STOSOWA<span class="_ _0"></span>NIU <span class="_ _40"> </span>ŁADU<span class="_ _0"></span> <span class="_ _40"> </span>KORPORA<span class="_ _0"></span>CYJNEGO<span class="_ _0"></span> </span></span></div><div class="t m0 x85 h2 yca6 ff2 fs0 fc0 sc0 ls0 ws0">SPÓŁKI MIRBU<span class="_ _0"></span>D<span class="ff1"> S.A. </span></div><div class="t m0 x94 hc yca7 ff6 fs4 fc0 sc0 ls0 ws0">14.1. <span class="_ _1f"> </span><span class="ff5">Zbiór zasad ładu korporacyjnego, któremu podlega MIRBUD</span> S.A.  </div><div class="t m0 x2 h8 yca8 ff1 fs3 fc0 sc0 ls0 ws0">W <span class="_ _3"></span>okresie <span class="_ _3"></span>sprawozdawcz<span class="_ _8"></span>ym <span class="_ _3"></span>o<span class="_ _8"></span>d <span class="_ _3"></span>01.01.2021 <span class="_ _3"></span>r. <span class="_ _3"></span>do <span class="_ _0"></span>30.06.2021 <span class="_ _3"></span><span class="ls13">r.<span class="ls0"> <span class="_ _3"></span><span class="ff2">S<span class="_ _8"></span>półka <span class="_ _3"></span>MIRBUD <span class="_ _3"></span>S<span class="_ _8"></span>.A. <span class="_ _3"></span>podlegała <span class="_ _3"></span>zbioro<span class="_ _8"></span>wi <span class="_ _3"></span>zasad </span></span></span></div><div class="t m0 x2 h8 yca9 ff2 fs3 fc0 sc0 ls0 ws0">ładu <span class="_ _7"> </span>k<span class="_ _8"></span>orporacyjnego <span class="_ _7"> </span>p<span class="_ _8"></span>od <span class="_ _2a"> </span>nazwą <span class="_ _2a"> </span>„Dobre <span class="_ _2a"> </span>praktyk<span class="_ _8"></span>i <span class="_ _7"> </span>spółek <span class="_ _2a"> </span>notowanyc<span class="_ _8"></span>h <span class="_ _7"> </span>na <span class="_ _2a"> </span>GPW<span class="_ _8"></span> <span class="_ _7"> </span>2016”, <span class="_ _2a"> </span>który <span class="_ _2a"> </span>jest <span class="_ _2a"> </span>dostępny </div><div class="t m0 x2 h8 ycaa ff2 fs3 fc0 sc0 ls0 ws0">publicznie <span class="_ _f"></span>na <span class="_ _c"></span>stron<span class="_ _8"></span>ie <span class="_ _c"></span>intern<span class="_ _8"></span>etowej <span class="_ _f"></span>Giełdy <span class="_ _c"></span>Pa<span class="_ _8"></span>pierów <span class="_ _f"></span>Wartościowych <span class="_ _f"></span>S.A. <span class="_ _f"></span>w <span class="_ _c"></span>Wars<span class="_ _8"></span>zawie <span class="_ _c"></span>w <span class="_ _f"></span>sekcj<span class="_ _8"></span>i <span class="_ _c"></span>poświęco<span class="_ _8"></span>nej </div><div class="t m0 x2 h8 y11d ff2 fs3 fc0 sc0 ls0 ws0">Zasadom Ła<span class="ff1">du <span class="_ _8"></span>Korporacyjnego:<span class="_ _8"></span> </span></div><div class="t m0 x2 h8 ycab ff1 fs3 fc0 sc0 ls0 ws0">https://www.gpw.pl/d<span class="_ _8"></span>obre-prakty<span class="_ _8"></span>ki  </div><div class="t m0 x2 h8 y814 ff2 fs3 fc0 sc0 ls0 ws0">Rada <span class="_ _7"> </span>Giełdy <span class="_ _7"> </span>Papierów <span class="_ _7"> </span>Wartościowych <span class="_ _7"> </span>Uc<span class="_ _8"></span>hwałą <span class="_ _7"> </span>Nr <span class="_ _6"> </span>1<span class="_ _8"></span>3/1834/2021 <span class="_ _7"> </span>z <span class="_ _7"> </span>dnia <span class="_ _6"> </span>29<span class="_ _8"></span> <span class="_ _6"> </span>m<span class="_ _8"></span>arca <span class="_ _7"> </span>2021 <span class="_ _6"> </span>r<span class="_ _8"></span>. <span class="_ _6"> </span>prz<span class="_ _8"></span>yjęła <span class="_ _7"> </span>nowe </div><div class="t m0 x2 h8 y815 ff2 fs3 fc0 sc0 ls0 ws0">zasady <span class="_ _2a"> </span>ładu <span class="_ _2a"> </span>korp<span class="_ _8"></span>oracyjnego <span class="_ _2a"> </span>dla <span class="_ _2a"> </span>s<span class="_ _8"></span>półek <span class="_ _2a"> </span>notowanych<span class="_ _8"></span> <span class="_ _2a"> </span>na <span class="_ _2a"> </span>Głównym <span class="_ _2a"> </span>Rynku <span class="_ _21"> </span>GP<span class="_ _8"></span>W<span class="_ _8"></span><span class="ff1"> </span>–<span class="ff1"> <span class="_ _2a"> </span></span>„Dobre <span class="_ _21"> </span>Praktyki <span class="_ _2a"> </span>Spół<span class="_ _8"></span>ek </div><div class="t m0 x2 h8 ycac ff1 fs3 fc0 sc0 ls0 ws0">Notowanych  <span class="ff2">na  GPW <span class="_ _28"> </span>2021”  </span>(Dobre  Prakty<span class="_ _8"></span>ki  2021,  DPS<span class="_ _0"></span>N2021)  jako  kolejn<span class="ff2 ls9">ą  </span>wersj<span class="ff2">ę</span>  <span class="ff2">zbioru <span class="_ _28"> </span>zasad  ładu </span></div><div class="t m0 x2 h8 y8ca ff2 fs3 fc0 sc0 ls0 ws0">korporacyjnego, którym <span class="_ _8"></span>podlegają spółk<span class="_ _8"></span><span class="ff1">i notowan<span class="_ _8"></span>e na GPW. </span></div><div class="t m0 x2 h8 ycad ff1 fs3 fc0 sc0 ls0 ws0">https://www.gpw.pl/d<span class="_ _8"></span>obre-prakty<span class="_ _8"></span>ki2021  </div><div class="t m0 x2 h8 ycae ff2 fs3 fc0 sc0 ls0 ws0">Spółka <span class="_ _21"> </span>MIR<span class="_ _8"></span>BUD <span class="_ _28"> </span>S.A. <span class="_ _21"> </span>Rap<span class="_ _8"></span>ortem <span class="_ _21"> </span>z  dn<span class="_ _0"></span>ia <span class="_ _21"> </span>28.<span class="_ _8"></span>07.2021 <span class="_ _28"> </span>r. <span class="_ _21"> </span>prz<span class="_ _8"></span>ekazanym <span class="_ _21"> </span>prz<span class="_ _8"></span>ez <span class="_ _21"> </span>sy<span class="_ _8"></span>stem <span class="_ _21"> </span>EB<span class="_ _8"></span>I  poinformowała <span class="_ _28"> </span>o </div><div class="t m0 x2 h8 ycaf ff2 fs3 fc0 sc0 ls0 ws0">stosowaniu poszc<span class="_ _8"></span>zególnych zasad<span class="_ _8"></span> ładu korporac<span class="_ _8"></span>yjnego, wyp<span class="_ _8"></span>ełniając obowiąz<span class="_ _8"></span>ek informacyjny w<span class="_ _8"></span> tym zakresie </div><div class="t m0 x2 h8 ycb0 ff2 fs3 fc0 sc0 ls0 ws0">nałożony <span class="_ _6"></span>na <span class="_ _f"></span>S<span class="_ _8"></span>półkę <span class="_ _6"></span>przez <span class="_ _f"></span>Regu<span class="_ _8"></span>lamin <span class="_ _6"></span>GPW <span class="_ _f"></span>do<span class="_ _8"></span> <span class="_ _f"></span>31.<span class="_ _8"></span>07.2021<span class="_ _8"></span><span class="ff1"> <span class="_ _6"></span></span>r. <span class="_ _f"></span>O<span class="_ _8"></span>świadczenie <span class="_ _6"></span>o <span class="_ _f"></span>s<span class="_ _8"></span>tosowaniu <span class="_ _6"> </span>poszcz<span class="_ _8"></span>ególnych </div><div class="t m0 x2 h8 ycb1 ff2 fs3 fc0 sc0 ls0 ws0">zasad <span class="_ _21"> </span>ła<span class="_ _8"></span>du <span class="_ _21"> </span>korp<span class="_ _8"></span>oracyjnego  dla <span class="_ _21"> </span>spółek  notowanych  na <span class="_ _21"> </span>Głównym  Rynku <span class="_ _21"> </span>GPW<span class="_ _8"></span><span class="ff1"> </span>–<span class="ff1">  </span>„Dobre <span class="_ _21"> </span>Praktyki  Spółek </div><div class="t m0 x2 h8 y62d ff2 fs3 fc0 sc0 ls0 ws0">Notowanych <span class="_ _28"> </span>na <span class="_ _21"> </span>G<span class="_ _8"></span>PW <span class="_ _21"> </span>20<span class="_ _8"></span>21”<span class="_ _8"></span><span class="ff1"> <span class="_ _21"> </span></span>MIR<span class="_ _8"></span>BUD <span class="_ _28"> </span>S.A <span class="_ _21"> </span>zami<span class="_ _8"></span>eściła <span class="_ _21"> </span>takż<span class="_ _8"></span>e <span class="_ _21"> </span>na <span class="_ _28"> </span>stronie  <span class="ff1">www.h<span class="_ _8"></span>ttps://relacje.mirbud.pl/<span class="_ _8"></span>lad-</span></div><div class="t m0 x2 h8 ycb2 ff1 fs3 fc0 sc0 ls0 ws0">korporacyjny<span class="_ _8"></span><span class="fc14 lsd">.  </span>Zatem  w  ok<span class="_ _8"></span>resie  sprawozdawczy<span class="_ _8"></span>m  od<span class="_ _8"></span><span class="fc14">  </span>01.07.20<span class="_ _8"></span>21  r.  do<span class="_ _8"></span>  31.12.2021  <span class="ff2">r.<span class="_ _8"></span>  Spółka  pod<span class="_ _8"></span>legała </span></div><div class="t m0 x2 h8 ycb3 ff1 fs3 fc0 sc0 ls0 ws0">zasadom <span class="_ _c"></span><span class="ff2">ładu <span class="_ _8"></span>k<span class="_ _8"></span>orporacyjnego <span class="_ _c"></span>notow<span class="_ _8"></span>anych <span class="_ _8"></span>na <span class="_ _c"></span>Główn<span class="_ _8"></span>ym <span class="_ _8"></span>Rynk<span class="_ _8"></span>u <span class="_ _8"></span>GPW<span class="_ _8"></span></span> <span class="ff2">–</span> <span class="_ _8"></span><span class="ff2">„<span class="_ _8"></span>Dobre <span class="_ _c"></span>Praktyki <span class="_ _8"></span>Sp<span class="_ _8"></span>ółek <span class="_ _8"></span>Notow<span class="_ _8"></span>anych </span></div><div class="t m0 x2 h8 ycb4 ff2 fs3 fc0 sc0 ls0 ws0">na GPW 2021” <span class="ff1">(D<span class="_ _8"></span>obre Praktyk<span class="_ _8"></span>i 2021, DPSN2021) <span class="_ _8"></span>https://www.<span class="_ _8"></span>gpw.pl/dobre-<span class="_ _8"></span>praktyk<span class="_ _8"></span>i2021<span class="lsd">. </span> </span></div><div class="t m0 xa7 hc ycb5 ff6 fs4 fc0 sc0 ls0 ws0">14.2. <span class="_ _2a"> </span><span class="ff5">Wskazanie zasad<span class="_ _0"></span> ład<span class="_ _0"></span>u <span class="_ _0"></span>korporacyjnego, <span class="_ _0"></span>które <span class="_ _0"></span>nie <span class="_ _0"></span>były <span class="_ _0"></span>przez <span class="_ _3"></span>S<span class="_ _8"></span>półkę <span class="_ _3"></span>stosowane, </span></div><div class="t m0 x3a hc ycb6 ff6 fs4 fc0 sc0 ls0 ws0">wraz <span class="_ _c"></span>z<span class="_ _8"></span><span class="ff5">e <span class="_ _c"></span>wskazaniem <span class="_ _c"></span>jakie <span class="_ _f"></span>były <span class="_ _c"></span>okoliczności <span class="_ _c"></span>i <span class="_ _c"></span>przy<span class="_ _8"></span>czyny <span class="_ _c"></span>nie <span class="_ _c"></span>zastosowania <span class="_ _f"></span>dane<span class="_ _3"></span>j </span></div><div class="t m0 x3a hc y906 ff6 fs4 fc0 sc0 ls0 ws0">zasady  </div><div class="t m0 x2 h8 y308 ff2 fs3 fc0 sc0 ls0 ws0">Spółka w okresie <span class="_ _3"></span>o<span class="_ _8"></span>d 01.01.2021 do <span class="_ _0"></span>30.06.2021 r. stosowała zasady „Dobrych Praktyk Spółek <span class="_ _3"></span>Not<span class="_ _8"></span>owanych na </div><div class="t m0 x2 h8 y74e ff2 fs3 fc0 sc0 ls0 ws0">GPW” z odstępstwami <span class="_ _8"></span>o których Emitent<span class="_ _8"></span> poinformowa<span class="_ _8"></span>ł w raporcie nr <span class="_ _8"></span><span class="ff1">1/2016<span class="_ _8"></span> EBI z dnia 06.12.<span class="_ _8"></span>2016 <span class="ls13">r.</span> </span></div><div class="t m0 x2 h8 ycb7 ff2 fs3 fc0 sc0 ls0 ws0">Odstępstwa dotycz<span class="_ _8"></span>ą następujących zasad:<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 hb ycb8 ff5 fs3 fc0 sc0 ls0 ws0">Zasada <span class="_ _27"> </span>szczegółowa<span class="_ _8"></span> <span class="_ _27"> </span>I.Z.1.15. <span class="_ _27"> </span>inform<span class="_ _8"></span>ację <span class="_ _27"> </span>zawierającą<span class="_ _8"></span> <span class="_ _27"> </span>opis <span class="_ _27"> </span>stosowan<span class="_ _8"></span>ej <span class="_ _27"> </span>przez <span class="_ _27"> </span>spółkę <span class="_ _27"> </span>polity<span class="_ _8"></span>ki </div><div class="t m0 x2 hb ycb9 ff5 fs3 fc0 sc0 ls0 ws0">różnorodności <span class="_ _2b"> </span>w <span class="_ _2b"> </span>odnies<span class="_ _8"></span>ieniu <span class="_ _2b"> </span>do <span class="_ _2b"> </span>władz <span class="_ _2b"> </span>spó<span class="_ _8"></span>łki <span class="_ _11"> </span>o<span class="_ _8"></span>raz <span class="_ _2b"> </span>jej <span class="_ _2b"> </span>klucz<span class="_ _8"></span>owych <span class="_ _2b"> </span>menedżerów;<span class="_ _8"></span> <span class="_ _2b"> </span>opis <span class="_ _2b"> </span>powinien </div><div class="t m0 x2 hb ycba ff6 fs3 fc0 sc0 ls0 ws0">uwzg<span class="ff5">lędniać <span class="_ _26"> </span>takie <span class="_ _27"> </span>elem<span class="_ _8"></span>enty <span class="_ _27"> </span>polityk<span class="_ _8"></span>i <span class="_ _27"> </span>róż<span class="_ _8"></span>norodności, <span class="_ _27"> </span>jak<span class="_ _8"></span> <span class="_ _27"> </span>płeć, <span class="_ _26"> </span>kierunek <span class="_ _26"> </span>wykształceni<span class="_ _8"></span>a, <span class="_ _27"> </span>wiek, </span></div><div class="t m0 x2 hb ycbb ff5 fs3 fc0 sc0 ls0 ws0">doświadczenie <span class="_ _6"> </span>zaw<span class="_ _8"></span>odowe, <span class="_ _7"> </span>a <span class="_ _6"></span>także <span class="_ _6"> </span>wskazywa<span class="_ _8"></span>ć <span class="_ _6"> </span>cele <span class="_ _7"> </span>stosowanej <span class="_ _6"> </span>polit<span class="_ _8"></span>yki <span class="_ _6"></span>różnorodn<span class="_ _8"></span>ości <span class="_ _6"></span>i <span class="_ _6"> </span>sposób <span class="_ _7"> </span>jej </div><div class="t m0 x2 hb ycbc ff5 fs3 fc0 sc0 ls0 ws0">realizacji <span class="_ _2a"> </span>w <span class="_ _21"> </span>danym <span class="_ _21"> </span>o<span class="_ _8"></span>kresie <span class="_ _2a"> </span>spr<span class="_ _8"></span>awozdawczym; <span class="_ _21"> </span>jeżeli <span class="_ _21"> </span>spółka <span class="_ _21"> </span>nie <span class="_ _21"> </span>opracowała <span class="_ _21"> </span>i <span class="_ _21"> </span>n<span class="_ _8"></span><span class="ff6">ie <span class="_ _28"> </span>realizuje <span class="_ _21"> </span>polityki </span></div><div class="t m0 x2 hb ycbd ff5 fs3 fc0 sc0 ls0 ws0">różnorodności, zamieszc<span class="_ _8"></span>za na swojej stronie <span class="_ _8"></span>internetowej wyjaśni<span class="_ _8"></span>enie takiej decyzji<span class="_ _c"></span><span class="ff6">. </span></div></div></div><div class="pi" ></div></div><div id="pf78" class="pf w0 h0" ><div class="pc pc78 w0 h0"><img class="bi x18 y2a w6 hcd" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA90AAAYPCAIAAAAVYg5SAAAACXBIWXMAABYlAAAWJQFJUiTwAAAgAElEQVR42uzdd3xV5eH48ecmIQECgbDDBtl7qYyKiIh7b6FWrbvurXXWXVeLWq1UWxWLWrBoHXUgCCoCCrIRwgYZISSMkJ37+yP+IkICYfQrkff7xR+Xc59z7sm5D74+uZ57TiQajQYAAOBnFeMQAADAzy7ul/cjFRYWZqSn5+bkVq+RlFSjhvcYAID9X+QXcx5L2tq1M0a8UfmLb1IWLKuZuSUSQkFszNL2zTcdP7DX0LNrJid7swEA0OX/Q9+vWDln+Msd/vlelZy8Ugcsb57SZMzfa9ep4/0GAECX73sbMzO/vv3+Lu9OiN3VTzH9pMOP/MsT3m8AAHT5PpaXl/f1GRe1mza/PIO3VkmoP3d8pUqVvOUAAOyHKur1WL5694PUfieWM8pDCFWzcxfOmu39BgBAl+8b0Wj0k6eeOejKuxusTt+tFdfPX+j9BgBg/1TBrpOYnZ39xR33d//XR5E9WLmo0PsNAIAu31uTP/iw1m1/7JG+cc9Wr3lQC+83AAC6fK+M/8erHe55Oq6waM9Wz06o1KZ7t327S8VfmY1EIqYRAAC//C5flrpo+e0Pdp40c2/6d1nHgxpVrrxPWnzmpMnrxk9MnDyz4XfLIqFofUrdjJOO7Pmb85Jr1TKfAADYM/v7dRILCgpmHHVmi4Ur9nI70849dtBj9+/lRjZv2vT11bd1HTtlx6c2JVYpfHv4Qe3amVIAAOyB/frz8qwtWybfeFe3vY7yEEJsu1Z7vG40Gp3+2YQNYz5oOm5q1zLObk/Kyl5y5e1b332tatWqZhUAALtr//28/Kv3Pqh3yyM1N2aVc/zaesn112WU9eyGj15p1aHD7u7DhvT0mW+/V3nU+61nppbnLJpp158/6MZrzCoAAHbXfnr98gkjXm9x5T3lj/K5vTttuOuqsp7NrFGtRdu2u7UDOTk5nzz59KZ+p3a5e1ib8kV5CKHGfyeYUgAA7IH98TyWscOe6/rYSzHl+yA/o1bSiusv7Df0nM/+9Jeyxqzo1qZlbGw5X339unXfvvJ6ypvv9/h+/e7ueWLGZlMKAIAK3+VLFi78/sb7uk2bX87Pp5c3T6n1yrABLVuEEOKnzylrWP7BXcqztYKCgon/GNHiiZd6bN66Z/u/oXmKKQUAQMXu8vkzZsadf3378t02KK9S3KwzB/e89dpatWuHEKLRaMNZC8saXO/QXrss8s/+MrzZ3/7VdcOmXed7XGxq1zZbmzXs8dbY7Z7KPby3KQUAwB7YX84v35iZWXjpLbXKfS/P2b8796g//qE4ykMIG9LTa5VxDkl+bEyz9ru4fOG4Ox/o/scXa5UjynMSKi396wN933412qDOjs+m9D3ElAIAoKJ2+fQJE1cPPCtlVXnP55526sDDr71y2yUrvyvzw/LU7u1q1KxZ1rNTPvx46uAzu494d5cvWhSJzBh4cM57/zjk6KOi0WjNcZO3G7ChVlKrzp1MKQAA9sDPfx7LlA8/bnTl3VVy88szuCgSmX7F2YNuvzES+ckp6OnTZzQpY5X4K88vdXlWVtakOx/oNuqTXX7BtCAudsavT+x46QVHNGlcvGT8Cy91mbd0u2FLTj2yVXy8KQUAQMXr8i/HvNPy+ofi8wvKM3hR++Y1nrz3qFI/k54xr9RV1tet0euoI7dbmJubO3nUmORnX+2xfM3OXzE7odL8Y/o1vfLCozp2LFm4bNHiDg/9NbLDyPYXDjWfAACoYF2emZEx9f7HuoweW6mwsDzj5x7asds/nqlWvXqpz9Yt40ufq7q1b/PTT9ZT583LvOr3nb5bvstXnN+9XcoT9xzZpvV2yxe8NKJnYdG2SwpjIsufurNP82bmEwAAFanL09evX3LOZT3nLyvP4M3Vqiy88rzDLrsoISGh1AFLF6amrEor9anowV1/bPTlK+b++fkOb4+rlZO3y1dMveLcAVddFrvDVc83b9rUZvTH2y2cNaj3wJOON5kAAKhIXf7dzFlZV9/VctHK8gzeUCsp/+UnB3XvtpMxC199o2cZ54in9Dm4+MEXo//d8K4/9dy0ixuIFsTGzLz0zL7X/65Z1aqlDpj66shuW7K3XVIYiTS58XIzCQCAitTl86Z/m3zKpXV/eh7ITqx/+ObeO43yEELdT78qdXlhJNKyQ/sQwpdj/tP2uofKcwPRmVcNGXTztTsZkPjup9stWdKx5SHbnH0OAAD7e5evWfV93tV3xpcvylc3qpPzyG29jxiw82Hp69enrFhb6lPfN6uft3Zd8bkru4zyxW2aFN1yxcDBg3YyZunC1BZzl2y3MOuMY00jAAAqTJfP+PKrmBv+0GTluvIMXtaiYcobf23QcNe3tV8yY1bLMkI/pqCoYPB5PX962smOiiKR6WccddjDd1euXHnnI1OffbHHT19rQZdW/c4/zzQCAKBidPknf/xT92EjIuUbvLhdsxYjn69dt255BmfOmF3WU43K8TvAnD5dUu676agOHXY5ctbkKR3fGbftkvW1a7R77bl41ywHAKBCdPnHjzzZ45l/lifKC2JjZ5w28OC7b6mZnFzOjcfOXrBne1UQGzPzd+cNvOmamJhd3/R0zfffV7vg5oS8n1xnffnQk9qUez8BAODn7PJPHn6ix7MjyxPl+bExC5+49agzTtut7deZu2h3dykawtI2TcNd1wza1cnrJWY//UKPzT+5lktefFzX888pfrwhPX3D2rWb0tZvXbc+PyOzKCc3mp8fLSyKRCIhLjamSuW4pKT46tUqJ9es07hRcp3aidWqmXkAAGwrEi3HVUr2zIolS5dfe2e7afPLE+VbK8cve+zWfqeevFsvsTEzM6/LUbFFu/EjZFeOT737qv6/PjcSKedpNWHL5s2ZPY6pmp277cKVTRus69e96ndL6ixbnZyxqZz7EA2hMDZmc/Wqa1s0ym6aEj2oWe1e3dod3KtKlSrmIgCALv+f+PLkX7f7Zl55Rm6tHL9l9PPtunbZ3ZeYO216g5Mu2a1V5v359/1OP3W3VpnxxaQmZ1/9v3sPNidWXnhUn4YXndehR3czEgDgwPS/Oo/lk0ee7F6+KM+Pi13+xO19dz/KQwibVq9tUO7Bc3p3qnf3jf26dN7tV1m+4n/6HlTPyukxZlzR2+OndGix8dAuyf37dhvQPy4uzuwEANDle27lsuXLrruz+9S55TynfNFTd/Q9+cQ9e628jMzyDCsKYfqFpwy89/bY2Ng9eJWCrK17c0CiIUQjkRCN7vzrpTHRaKs5i8OcxeGlMQvrJa8869gWJx3Tsl278nwtFQAAXf7TAi4qWn3Jje13uPlOqXIrxS169OZf7eY55T9p2YRdX6NwY7WqK+688qih5+zxqyQ2abSLcI+NyUyunt64flarZpHmjSvVq1ulTq3q9epWqVYtoWqVhMqVY2JiotFoYWFhdtbWnKwtWzdu2rJ2Xe669QXr1sctWl5rwdK6q9Mr5+WXbLD+uoz6z/wzPPPP6a2a5Fx9/iEnnVCpUiWTFQDgF2wfn1/+9SeftrzglvKMXNS+eYMXHm/SovnevFzq3LnJg88v64P5ohCmDz2hz503Vdu7659kZ2cv73ti3bSffDafXjtpxaFdo53a1OjQtlXP7jX37oKJeXl5q5YsXTZpSv7cBUmzvmsxd0ncNjcw2lg9MfXMwb1vurp6UpIpCwCgy3ftk4ce7/GX13c5bHmLlCZvvbTzOwfl5OR8M23G6rXrGzesf3Cv7mWdgjLphCFtv/1uu4XREJa0bVZwwyW9jz9mn/xc86Z/u+bpF5OWrtrcpEHM4MOb9zmkcfNm/7szTNLT0mZ/8HHBpG8aTplVf+2G4oVpdWssP+eEHhcNLecdlwAAOHC7/OO7H+z50r93MiAawryDO7R69tEGDVN2MuzLSVPOvfLp79N+OLE7uXrC/TedcNlvS7nj/YolS5fdcHe7r+fFRKMhhKJIZGGXVgk3X95jwOG/gLenqKho+mcTNnw8of74KY2XrwkhZCRXT3vo5t4nHmfuAgDo8jKNHfZc9z++uJMBC7q0PuTd13b+SXM0Gu3Y77cLl2/cdmFMTEj94s9NmjQuvePHvFMw8u3cti1bDTmzRds2v7z3qaCgYNwdf+g28oPYaLQwEln+8h97DjzC9AUA0OWl2/mlvjNrJEZH//Wgdu12vpFPPp1w7Pl/3nH5bZf1v/+uaw/kd2vl0mXz33qn+ctjYvMLFl18Rp/LLkpMTDSJAQB0+fai0egXp1/QYcqcHZ9Kr10j54WHOx96yC43cs0tjzz3z6k7Lu/QMnnGhL/t1v78840xjz33XqlPffD6Aw0a1N+v3oyXR4z6098+LOVNikQ+Gf1IrVq1iv+6ZcuWr4b/o/6bH2QnJbZ45em69eubxwAAFd0+vk5iJBJp9/xj0+55tNN/v4jPLyhZPvPIQ3oMezipRo3ybCQjM6vU5Rs35+7u/qzfsHF26oZSn8rPz9/f3oy09J3s7Y8Hs1q1aoOuvyp63e+mjRs/+7b7a10ytGvf3qYyAIAu/4k69eoNeu6J5YsWzxr9TmRtWrRq1eQBfQccuRsnQ7dr3SiEuTsub9Oytjds21+Beg48ovDw/t9OmDh/xsx2e3TDVAAAfrFdXqzpQS2b3nLdnq37m3NPfHz4uC1bC7ZbfuVvjvGGbSc2NrbnEQMcBwCAim5/vMd748aNXht2aY3EH+9wGV8p5q6rBp5yki4HAOCXKW7/3K3jjjly4pjGDz41YtrsVYd2a3LfbRc3bdrEuwUAgC7/v9a+fdsRL9zvHQIAQJdvb+68+aPeHrvdwkqV4m674dJIJLJx48a/vvTmRxNmr0vfGhsT2ras2/fgtqefdFSjRg1LBqelpb333/GfT547a8HqrVvzE6vG9+zc5IqLTunUsUPJmMWLl9StW6d69erbvkpRUdGcufM6d+qYmrr4n6M+2G4fWjZLGXruaWvXrhv+8uixE+cuXL6hoCD6+6t2cd5LXl7eX4a/9t/xsxYv37A1Jz+5euXO7VKuvPCEX/X7yeVNvp0x650PJpTym0ObZmeedkLJX0eMfGvxstU7Djvz5EHt27fd9gf5z3sfj/rP58tWZeTmF9Spldi3Z+tjB/Xp3s0XNwEAdHn5zJ678P5nPt1uYZWE2Juuuejvr456YNj7q9dv/XFw6obRH313z1Pvv/T4BaeedGwI4fm/vXbHY//ZnPWTCxR+M3fd30dPP/f4jo8/cG1ycnII4cvJ0295aPQ5J3Tt3KFFjaTEjMzN8xYs/2jCd4d2bzZ8WMcFqUt23IcjDm1y4nFHHn7KrYtWbCpZmJ2TW7lyfFk/y9at2ceccdPEaatKlqxNz5m/NPNf/533qx4Nhz10eedOHYuXT585b8dXDCGccmTrbbv81dETP/1q+Y7DOrVvUdLlo8e8d/19r69O27rN82kffb703j9/3K9byiHdW5iRAAC6fM/dds+fhr3yValPbdlaMPTalz6qU+uBp974ZNKyUsfkFxS98vasnLwnXhv+wA+tmpHz9KuTQ5i87bBDuzfbyT488uRL20b5Lt350IvbRvm2Pp/2/THnPTTp3Uf27Unt4z77fOi1fy8oLP1GTl98u3rSzNVmJADAgWkfXI8lJ6/wmRGTdzIgL7/opAufKivKS4z6cP6yZcv3bB9ycwtefHPKbq0yZuzCnTy7bkPOZTc+tQ8P9ObNm6+49cWyorxYUZEJCQCgy/dUNBqKiqI7H7Mpa9c31ywqio6fOGXP9mHq7LUZm/P27aH5ZNKyz7/4ap9sKhqNDr38D4tWlv5xflxspEa1SpGI2QgAoMv3D6vWpO/ZivkFu/1RcyQSnr73tElv39mrY72yxrz/8aR98nMtW7b8/c8Wl/4GxIQPR9y4ZvaIR2453nQEANDleyW5esKzfzh94edPvv23K6tVLfOc9eMOb/neP65+8dHzWjVJKnVA9tac/7Of/PdXHHH5xUN69ew+4d1hR/VtXuqYr6Yt2SevNeWbmWU9dclZPfsf1icuLu66311wWI9GZiQAwIFp33zv87Lzel960XkhhObNmx13+Pg3P5i745gOLZPfePH+ypUrhxC2Zudcfe9bO44pikb3ck96dap3+KGtaycnZW7M6tyh5cLFK8sa+etzfvh8ulKlSldddNzHX/5lxzHT5q3dunXr3h+fyd/ML+upay4964ffkGJiBg/oWNZXUQEA0OW7VrdOjZLHVauUfmnCs07sWRzlIYSEhEr/ix/m0VuPv+Hqi7ZdsvC5l8saXKnSj/vQtnXpFyjMyi74ZtqMvd+x+YvXlLo8pU7VNm1a/fhmxMaZkQAAB6b/u/PLKyfE/0+3X7tGwtWX/3rP1q1RI6nMpF64dO/3bdWa0r/x2aJxDVMQAICwv33vc290alN324/Ad0t8fHxZl0PZkrUPTnnP3Fj6RpKqVzYFAQD4RXV5UrU9b9yYmJiyurxa4t6mczQazSvjcjERF0cEAOAX1uV7mc5lfeM0pX6dfbH90pfn5BY4+AAA6PL/38c5OaWmcyQS2rZuuZfxHYlEEiqVfpzXb8hy8AEAOKC7PD//x1uQLlm6otQxDWpXbdWqzC7PzS/cdmuLl28oa2SdWlVLXb5wWcaWLVtK/pqVlW1GAgDo8gPLvO8WlTz+aNzkUsf07dF0J6eAT5q28stJU0IIK1asPO7sm5at3lLWyLYtS7+laE5e0YjX3y5+XFRU9P74OWYkAMCB6cC9YPZDw97qfUj32NjYf/37gz+99FmpY047vncIoVJc6Ucpc0ve4Wc+elDjpO/TsrJzC3fyWv0OblvqvZZCCLf/8Z1IJNKkUf2Rb42fNnedGQkAoMsPLFNmrW3c49IQIgWFpZ8Y3iyl2iknHh1CaNSw3k62s2jlpl2+1qknDrrjsf9kZZfyLc8tWwuuume0iQgAcIA74M5j2fa0lILCUFaUhxAeu+uc+Pj4EMIhvbpXq7rrX2B6dSwz31NSGrw1/KrKCbs42rGxLpsIAHCAOuA+L7/10v6P/W1iYdk5Xqxvt5RTTzq2+HFiYuKgvi3HfLJgJ+OrJMReeHb/r+8eVdaAgQMOO/vYT18eM3MnGzmsZ6PxU1aalADAfmXpigp2qu2qNenLV6b9PK+9p3en6dOz7YHV5UnVKt1w1fmtWza++cFRGzbllTWsd5eU5x+/etslt11z9pfTHlu3ofTbdnZqVesfw65dvuL7nb/6fbdfMvHrOxav3Fzqs3VqVr7r+nPGn/u4f/wAvwxp6RuztuZWrH2e9PX8irXDqUvXfJe6qmLt8/gvZ69Ny/QPhO288sx1u9fl1asltmqStOPymknVSh7Xr5NU6pjkGtV/7OPqpW+nVnL1EEL1alVLfbZ+naQQQmLVKqU+27B+jVJ3bNvBl5x3WHJy8vlDTj/r9OP/MWL0n1/8JHXFT84O73hQrXtuPK3kk/ISPXt0W/jV8EefevHZV77YmPXDBRYrxcW0aVbz9OO633j1BVWrVk3fkFHqjlVL/OEiiY0aNfzi3cdf+MeokW9/PX9JRsmAdi2STxrU6bILT09Kqt6qaY1SLoQeicTFxZqvHCCytuakpW+qWPs8b8GKzE0V6XYEGzK3TPr6u4p1kOcuWDFr3jL/QIBfsEiZN7o8ABQVFS1YkLpsxaqcnLzatWq0btWyXr26kZ3+34ecnJwFCxdt2rS5cuWEVge1qFmz5h68bjQaXbJk6Zq1aZFIpHGjlMaNG0Uie3tmeUFB4crV6RXr+H+/ZsOyVWkVa5+nTFu4fsPGCrTDaembxk6c6b90ALCfe+WZ6w7oLv8lWbpiXes+VzgOAAAVtMtjHAUAAPjZxTkEAAD8kjSoW3NAv04Va5+bNaqrywGAHxx5WJe6tZMq0A7XqVXjkB6tK1x+NWxQq2Ltc+OU2i5B8X9AlwPsrc7tm3Vs26Ri7fNxg3pVrB2umZTYvnXjirXPdWvXSKya4B8IoMvZ31XE/8fU9qDGB7VoULH2uU/PthVrhxOrVq5YH9cBwD7heiwAAPDz25PrsYwdN/HUobc27jo0oenpDTsPOeuC25cuXRZCOPm8mxt2HtKoy5CDep1/7Fk3fP3N9BDCggWpDTsPufv+YcXr5uTktOx5fsPOQ6Z/O7OgoKDNoRcUr9Lq4N+cMuSW+fN/vNf9dbc+2rDzkHZ9LszN3f5maSNGvtWw85DLrr2/+K9/eWFEy56/OXXorSW/Y/Q//qqGnYec8ZvbSlZ5+vlXGnYeUvxaXftffPl1DyxYkFpYWNi0+9CGnYd8NfnrHkdcWjyg5E+z7r/Oy/vhnqAnnntTw85DBp16bckGp02fUby1bX+xiUajz//ttT7HXFGz9VnVW57ZfcCljzz5QmFh4cKFixp2HtKk69Bp02cUj7z+tkcbdh4y7LmXi9c6+8I7GnUZ8trr/y5+9rXX/128DzNnzTFHAQB0eSnGffb5CRf8+d3xqW1a1L7s7IN7dEz5YMKiTz+bHELI3JSdsSn34rN7H/WrNl99u+qUix7PysoqKCxIy8jZsjWnpFzXZ+akZeTk5xcUP06oFHvx2b0H9G45dtKSUy54qDiFc3Nz//nOjMzNuYtWbPrw4/Hb7UN2Tl5aRs7GzdkhhDdH/+faP/w7LWPrw3f9tvjuPDNmzp40Y/XGLXnvjk9ds2Zt8SpZW3PSMnLaNEu++Oze1RLjXxw1/dQLHyoqKkrb8MPOHHN4+1MHd+zWoUFaRk5+QdGpgzueMrhjTExMCGHZsuUffbF045a8z6auLPnNIT+/IC0jJy0je9sde+TJF66+9635izccP6DNmcd2XLch664nP7zxjsdbtWrZqmnymvTsDz/9KoRQVFQ08j8z0jJy3nhncghh0aIlb3383boNOb/q07N4O6+MmrBhU25aRs7IUR+ZowAAurwU9z72ejSEV548f+y//zTssdveff3xRV89e+H5ZxY/Wyku5r7fX/38n+4894Qua9Nzpk3f9Y0GGzdIuu/3V//t6XvOOq7TopWbv5g0JYTwwYfjMjbn3n/DsS0aVR/57wllrZuZmXnT/W+GEO659uh2bdsULxw5+qPEKrH/eu7yoqLoG299sO34ww5tfd/vr37lmZtDCAuWbVy16vuSpx669/pnn7jjsqGDQwgN6iQ++8Qdf370tri4uBDC66P/GxMJo/96RUJ87OujP9xuHyZP+eaRJ/8aQti0adOjz49t27xG6qS/vDb8gZeevXfx1Jf6dkt5/vWpy5eveOTO8yORMHHKghDC1K+np2/MrVk9ftrcdevXr5/w5dchhHYtkps1axpCWL16zWdTV1x0evcQwpvvTS8qKjJNAQB0+U9Eo9Hp89a1aVbz3LNOLrl1fKn3rl+7fnNsbKRN64PKv/G8/IIQQuWEhBDC2AnTEyrFXnnJeX16NBs/eWlBQcGO49M2ZN31wHOr129t3azGNVecX7J87BffdWtX/7hjjmzZOGns53NKe6Efzk4pzu5dGvvF3NbNko8ZPLBzm9qffvndTw9IZMBZj3z5dWoIYe68BVnZhYMPa1e7du3iZxMSEo4f1LWwMPrNt7P79jkkpU7VOQvWRaPRKdPmVK0cd+fVRxcURqd9O3vW3CUhhF6df7jOwPiJkwsLo+effXTXtnWWr8lauHCRaQoAoMt/Ijc3Nzu3sEHdasV//eiT8fc9/Ox9Dz/7/n/H/pC8BUWXX/fACefc+P5nqWcMbl+/fr1dbnPN+i3Dnnv59nueem/8wqYNEnt07xJCGPdV6sGd61epUqVvr7brM3Neee2tHVec8PXK51//OiYm/PbsfvHx8cULZ86aMyd1Q9+eB4UQ+nRvOmnayo0bN5asMnXG0mHPvXzDXX8NIbRoVL1evbq73r01a6fOWt2ne9MQQt8eLafNXZeRkZGfn//eR18UD+jWru7vrzsnhLAhY2MIoW6dGtuuXq92zRDChoxNIYSenRquSc+eM3fe1OmpPTs2OPeM46skxE6dPn/m/O9DCAd3a1W8yqefz6hWNa5b107XX3JMCOGT8V+ZpgAAuvwn4uPjE6vEpaVvLf7r9JkLXn1rygPPfvr+J5OLl0SjYfaC1R9+vjQpsdJTD10TQig+Rbvw/5+MEY1GCwuLQgixsT+89NLvN9/44DvPjpjU4aDab75wQ0JCwrTpM75bmlktMWH4319fm5YZQrjpobcyMjK225nDejb6+2NDIpHIbX98/41R74QQCgsLL7x2WH5B0dbs3OF/fz2ESOaWvGtufaJklbFfLb/xwXdmfrf25CNbv/nCjbGxu7hCfjQaveKmJ7dsLSiKRof//fXcvPzc/MK33v5oxszZj74wIYQQiUS/eP+ZQw/pGUJIrpkUQkhbv3HbLaSlbwwh1EpOCiEcPaBrUVH0yb+8+cmXiwYf3qFevbp9ezR+b+zMb+asDiEcM6hfCCEjI2PMR/Ma1kt8deSYLVnZiVViX39blwMA6PLtRsfEHNu/1ezU9HsffDo3N/fWGy5NnfpypbgfT2JJqBTz2X+GnTqozYZNeQ88/mIIoUnjRgnxsROnLN68eXMIYdxnX+YVRGNjI82b/XAPjt5dUvJXjt606M3P33+2Z49uIYR/jvoohDBr/toHh7330huTqiTEbs7KHzVm+xO769WuNvTc0y49q1cI4baHRm3ZsmXsuIkzF6yPrxQz5qPZDw57b9ykRbGxkZHvzZk1+4ezWW67rH/+ytGrZr426uVHunXtvMuf95tp3747PjUuNvLxxIUPDnvv3bHzKsXFjHz7y5Ytmr3xzMUlx6T4Qc8eXRvUrvLGezMmfTW1+CItCxak/v3NLxOrxA04rHcI4egj+0UiYcQ7s9Iyco45sm8IYXD/TlNnr83KLjy2f4uWLVuEEK659cnMLXkZG3MfHPbew898EBcTM3nWmo/HjjdTAQB0+U88es/ljepWffC58V0Ov+ysC27vfWcZyIoAABt9SURBVPQV+QXRmMiP24mNjX1t+B86t649/I2v3/7PfxMTEy89u9eshemNu1/c68jLzrryryGEC07rVnIS9nby8vJGvT+zQ8vkpdNfLf5z6+UDQwgjx0wqdfx9d1zWoWXyynVZDz0+fORb40IIQ0/qUrLuUX2bR6Ph9dEf79nRGTn6kxDCCQNalWzwzGPaT/xm5cLUxSkN6oYQotFI76OvOHTw5YcOvnzmrDl/uu/c9I25/c94pOOvftu1/8UdB96aumLjQzefWKtWrRBC8+bN2jZPjkZDg9pVunbpFEIYPLB3CCE2NvLwnb8NIcyaPeeND+bGxUZmjR9W/HKjhl8djYZLbn4xOzvbZAUA+AWLvffee3drhRo1apx32mENa0dycnJWrNlYrWr8Gcd0vvX6CxITE+fOnZucFH/2aUfFxsa2a1l79ervZ85dNvCwbiefcGRS5ey8vOz8gsLe3ZrccdXxN159QfE5JNO+mdaxbcrgI/uVbP+/H41btnL1pUOO7Nq5ffGSJg3rLFmyOC4ucvKxP5xHnpa2Lj097ZBuBx3Wt1eVKlXOPbX/ymWLvl+3sago2qxR0vWXn96oYUrxurVrVFqfvi4hPq5Hl9abN2f2792xa5cO2/44U7+e2rJJzROP7lN8rnlmZuaq71d2btvwhGP6hxBGjRlbr3aVay89uUXzpsXj69dOXLVq1Zq1af0O7bpo8aKDmtasWiW++M/RR/Q64vB+A3s3j4/JycnJS4iPHXBoywduOePcs04uebnCvMxoUe5px3bv3+/gEEKdOrXnz53Vt3vTC4eeFkL4bOLkzZszTzmq04nHDSwe36hhysIFc5KqJ3Rq26hhSgPzFQDgl8r9PgEA4OcX4xAAAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAyiWu5FEkEnE4DhzRaNRBAADYf0T0GQAA/OycxwIAALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwCAiiiu5FEkEnE4DijRaNRBAADYT/i8HAAAfn4RH5oCAMDPzuflAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAgF+WuJJHkUjE4TigRKNRBwEAYD/h83IAAPj5RXxoCgAAPzuflwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAA9l9xJY8ikYjD8YsXjUYdBACA/VBEqAEAwM/OeSwAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAgP1XXMmjSCTicBwIotGogwAAsL+JqDQAAPjZOY8FAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocgP/Xrh2bAAjEYBglcGM4hr0TCG4qOIETuULsbgIhQt6rUv/XfMUBoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAKDGmFdEmKOJzDQCAMCvhEQDAIBy/rEAAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAFBrzCsizAEAUOs+diNM23l17PLM9PYAALWeZTVCT/6xAACALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAC+9wIxT7KOCipjwgAAAABJRU5ErkJggg=="/><div class="c x0 y1 w2 h0"><div class="t m0 x105 h6 y991 ff4 fs2 fc2 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI GRUPY KAPITAŁOWEJ <span class="ff3">MIRBUD ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc3"> </span></span></div><div class="t m0 x6 h4 y992 ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y2d wda h40"><div class="t m0 x32 h8 y22e ff2 fs3 fc2 sc0 ls0 ws0">Grupa Kapitałowa MIR<span class="_ _8"></span>BUD<span class="ff1"> <span class="ls6">| <span class="_ _8"></span></span></span>Wskazanie zasad <span class="_ _8"></span>ładu korporacy<span class="_ _8"></span>jnego, które nie były prz<span class="_ _8"></span>ez </div><div class="t m0 x102 h8 y2e ff2 fs3 fc2 sc0 ls0 ws0">Spółkę stosowane, wraz<span class="_ _8"></span> ze wskazaniem j<span class="_ _8"></span>akie były okoliczności <span class="_ _8"></span>i przyczyny<span class="_ _8"></span> nie </div><div class="t m0 x1be h8 y2f ff1 fs3 fc2 sc0 ls0 ws0">zastosowania dan<span class="_ _8"></span>ej zasady </div></div><div class="c x9 y2d wdb h40"><div class="t m0 xa h4 y193 ff3 fs1 fc4 sc0 ls0 ws0">120 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h4 y31 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y993 ff2 fs3 fc0 sc0 ls0 ws0">Komentarz <span class="_ _7"> </span>Spółki:<span class="ff1"> <span class="_ _7"> </span></span>Zasada <span class="_ _7"> </span>nie <span class="_ _7"> </span>była <span class="_ _7"> </span>stosowana. <span class="_ _7"> </span>Spółk<span class="_ _8"></span>a <span class="_ _6"> </span>nie <span class="_ _7"> </span>posi<span class="_ _8"></span>adała <span class="_ _7"> </span>opracowanej <span class="_ _7"> </span>polityki <span class="_ _7"> </span>różnorodności<span class="_ _8"></span>. </div><div class="t m0 x2 h8 y994 ff2 fs3 fc0 sc0 ls0 ws0">Spółka <span class="_ _2"></span>zatr<span class="_ _8"></span>udniała <span class="_ _3"></span>osoby <span class="_ _3"></span>posiadające <span class="_ _3"></span>odpowiedni<span class="_ _8"></span>e <span class="_ _3"></span>wyksz<span class="_ _8"></span>tałcenie, <span class="_ _2"></span>kwa<span class="_ _8"></span>lifikacje <span class="_ _3"></span>oraz <span class="_ _3"></span>doświadczenie <span class="_ _2"></span>z<span class="_ _8"></span>awodowe </div><div class="t m0 x2 h8 y995 ff2 fs3 fc0 sc0 ls0 ws0">nie <span class="_ _c"></span>różn<span class="_ _8"></span>icując <span class="_ _f"></span>wieku <span class="_ _f"></span>lub <span class="_ _c"></span>płc<span class="_ _8"></span>i. <span class="_ _c"></span>Wybór <span class="_ _f"></span>kadry <span class="_ _f"></span>uzależniony<span class="_ _8"></span> <span class="_ _c"></span>by<span class="_ _8"></span>ł <span class="_ _c"></span>od <span class="_ _f"></span>doświadczenia, <span class="_ _f"></span>osiągnięć, <span class="_ _f"></span>skuteczności <span class="_ _f"></span>oraz </div><div class="t m0 x2 h8 y996 ff2 fs3 fc0 sc0 ls0 ws0">profesjonalizmu pos<span class="_ _8"></span>zczególnych kandydatów<span class="_ _8"></span>.<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 hb y997 ff5 fs3 fc0 sc0 ls0 ws0">Zasada <span class="_ _0"></span>szczegółowa I.Z.1.16. <span class="_ _0"></span>informację <span class="_ _0"></span>na <span class="ff6">temat <span class="_ _3"></span>p<span class="_ _8"></span>lanowanej transmisji <span class="_ _3"></span>ob<span class="_ _8"></span>rad walnego <span class="_ _3"></span>zgrom<span class="_ _8"></span>adzenia </span></div><div class="t m0 x2 hb y9eb ff6 fs3 fc0 sc0 ls0 ws0">- <span class="ff5">nie później niż w termini<span class="_ _8"></span>e 7 dni przed datą waln<span class="_ _8"></span>ego z<span class="_ _8"></span>gromadzenia,<span class="_ _8"></span><span class="ff1"> </span></span></div><div class="t m0 x2 h8 y999 ff2 fs3 fc0 sc0 ls0 ws0">Komentarz <span class="_ _2a"> </span>Spółki:<span class="ff1"> <span class="_ _7"> </span></span>Z<span class="_ _8"></span>asada <span class="_ _2a"> </span>ta <span class="_ _7"> </span>nie <span class="_ _2a"> </span>jest <span class="_ _2a"> </span>stosowana. <span class="_ _2a"> </span>Spółka <span class="_ _2a"> </span>rozważała <span class="_ _2a"> </span>wprowadz<span class="_ _8"></span>enie <span class="_ _7"> </span>możliwoś<span class="_ _8"></span>ci <span class="_ _7"> </span>udziału<span class="_ _8"></span> <span class="_ _7"> </span>w </div><div class="t m0 x2 h8 y99a ff2 fs3 fc0 sc0 ls0 ws0">walnym <span class="_ _d"> </span>zgromadze<span class="_ _8"></span>niu <span class="_ _d"> </span>również <span class="_ _d"> </span>prz<span class="_ _8"></span>y <span class="_ _d"> </span>wy<span class="_ _8"></span>korzystaniu <span class="_ _d"> </span>środków <span class="_ _d"> </span>ko<span class="_ _8"></span>munikacji <span class="_ _d"> </span>elektron<span class="_ _8"></span>icznej, <span class="_ _d"> </span>jednak <span class="_ _d"> </span>ni<span class="_ _8"></span>e </div><div class="t m0 x2 h8 y99b ff2 fs3 fc0 sc0 ls0 ws0">przewidywała <span class="_ _6"> </span>za<span class="_ _8"></span>mieszcz<span class="_ _8"></span>ania <span class="_ _6"> </span>informacji <span class="_ _7"> </span>na <span class="_ _6"> </span>temat <span class="_ _7"> </span>planowanej <span class="_ _7"> </span>transmisji <span class="_ _6"> </span>obrad <span class="_ _7"> </span>Walnego <span class="_ _6"></span>Zgrom<span class="_ _8"></span>adzenia <span class="_ _6"> </span>an<span class="_ _8"></span>i </div><div class="t m0 x2 h8 y99c ff2 fs3 fc0 sc0 ls0 ws0">zapisu <span class="_ _6"> </span>prz<span class="_ _8"></span>ebiegu <span class="_ _7"> </span>obrad <span class="_ _7"> </span>Walnego <span class="_ _6"> </span>Zgr<span class="_ _8"></span>omadzenia <span class="_ _7"> </span>w <span class="_ _6"> </span>fo<span class="_ _8"></span>rmie <span class="_ _6"> </span>a<span class="_ _8"></span>udio <span class="_ _6"> </span>l<span class="_ _8"></span>ub <span class="_ _6"> </span>w<span class="_ _8"></span>ideo <span class="_ _6"> </span>na <span class="_ _7"> </span>stronie <span class="_ _7"> </span>internetowej <span class="_ _7"> </span>Spó<span class="_ _c"></span>łki. </div><div class="t m0 x2 h8 y99d ff2 fs3 fc0 sc0 ls0 ws0">Spółka <span class="_ _7"> </span>przestrz<span class="_ _8"></span>egała <span class="_ _7"> </span>obo<span class="_ _8"></span>wiązującego <span class="_ _7"> </span>w <span class="_ _2a"> </span>tym <span class="_ _2a"> </span>zakresie <span class="_ _2a"> </span>Statutu, <span class="_ _7"> </span>prz<span class="_ _8"></span>episów <span class="_ _7"> </span>pr<span class="_ _8"></span>awa <span class="_ _7"> </span>oraz <span class="_ _2a"> </span>prowadz<span class="_ _8"></span>i <span class="_ _7"> </span>stosowną </div><div class="t m0 x2 h8 y99e ff2 fs3 fc0 sc0 ls0 ws0">politykę informacyj<span class="_ _8"></span>ną. <span class="ff1"> </span></div><div class="t m0 x2 hb y714 ff5 fs3 fc0 sc0 ls0 ws0">Zasada <span class="_ _0"></span>szczegółowa I.Z.1.20. <span class="_ _3"></span>zapi<span class="_ _8"></span>s <span class="_ _3"></span>przebiegu<span class="_ _8"></span> <span class="_ _3"></span>ob<span class="_ _8"></span>rad walnego <span class="_ _3"></span>zgromadzenia,<span class="_ _8"></span> <span class="_ _3"></span>w formie <span class="_ _3"></span>audio lub <span class="_ _3"></span>wideo<span class="_ _8"></span>,<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 ycbe ff2 fs3 fc0 sc0 ls0 ws0">Komentarz <span class="_ _2a"> </span>Spółki:<span class="ff1"> <span class="_ _2a"> </span></span>Powyż<span class="_ _8"></span>sza <span class="_ _7"> </span>z<span class="_ _8"></span>asada <span class="_ _2a"> </span>nie <span class="_ _7"> </span>by<span class="_ _8"></span>ła <span class="_ _7"> </span>stoso<span class="_ _8"></span>wana <span class="_ _7"> </span>w <span class="_ _2a"> </span>Spó<span class="_ _8"></span>łce. <span class="_ _7"> </span>Przyc<span class="_ _8"></span>zyny <span class="_ _2a"> </span>niestosowania <span class="_ _2a"> </span>powyższ<span class="_ _8"></span>ej </div><div class="t m0 x2 h8 y8fb ff2 fs3 fc0 sc0 ls0 ws0">zasady zostały podane w <span class="_ _8"></span>wyj<span class="_ _8"></span>aśnieniu o niestosowaniu <span class="_ _8"></span>zasady I.Z.1.16.<span class="_ _c"></span><span class="ff1"> </span></div><div class="t m0 x2 hb ycbf ff5 fs3 fc0 sc0 ls0 ws0">Zasada <span class="_ _d"> </span>szczegółowa <span class="_ _27"> </span>II.Z.1. <span class="_ _d"> </span>Wewnęt<span class="_ _8"></span>rzny <span class="_ _d"> </span>pod<span class="_ _8"></span>ział <span class="_ _d"> </span>odpowiedz<span class="_ _8"></span>ialności <span class="_ _d"> </span>za <span class="_ _27"> </span>poszczególne <span class="_ _d"> </span>obszar<span class="_ _8"></span>y </div><div class="t m0 x2 hb y86f ff5 fs3 fc0 sc0 ls0 ws0">działalności <span class="_ _8"></span>spółki <span class="_ _8"></span>pomi<span class="_ _8"></span>ędzy <span class="_ _8"></span>cz<span class="_ _8"></span>łonków <span class="_ _8"></span>zarządu<span class="_ _8"></span> po<span class="_ _8"></span>winien <span class="_ _8"></span>być <span class="_ _8"></span>sformu<span class="_ _8"></span>łowany <span class="_ _8"></span>w <span class="_ _8"></span>sposób<span class="_ _8"></span> jednoz<span class="_ _8"></span>naczny </div><div class="t m0 x2 hb ybf ff5 fs3 fc0 sc0 ls0 ws0">i przejrzysty, a sche<span class="_ _8"></span>mat podziału do<span class="_ _8"></span>stępny na stro<span class="_ _8"></span>nie internetowej spółki<span class="_ _8"></span>.<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 y7e4 ff2 fs3 fc0 sc0 ls0 ws0">Komentarz <span class="_ _8"></span>Spółki:<span class="ff1"> <span class="_ _8"></span></span>Zasada <span class="_ _8"></span>nie <span class="_ _8"></span>była <span class="_ _8"></span>stosowan<span class="_ _8"></span>a. Z<span class="_ _8"></span>arząd <span class="_ _8"></span>ponosił <span class="_ _8"></span>odpowiedzialn<span class="_ _8"></span>ość <span class="_ _8"></span>za c<span class="_ _8"></span>ały obsz<span class="_ _8"></span>ar dz<span class="_ _8"></span>iałalności </div><div class="t m0 x2 h8 ycc0 ff2 fs3 fc0 sc0 ls0 ws0">Spółki. <span class="_ _6"></span>W <span class="_ _f"></span>prz<span class="_ _8"></span>ypadku <span class="_ _6"> </span>oprac<span class="_ _8"></span>owania <span class="_ _6"></span>polityki <span class="_ _6"></span>odpowiedzi<span class="_ _8"></span>alności <span class="_ _6"> </span>–<span class="_ _8"></span><span class="ff1"> <span class="_ _6"></span></span>Spółka <span class="_ _6"></span>przystąpi <span class="_ _6"></span>do <span class="_ _6"></span>stosowania<span class="_ _8"></span> <span class="_ _f"></span>powyż<span class="_ _8"></span>szej </div><div class="t m0 x2 h8 ycc1 ff1 fs3 fc0 sc0 ls0 ws0">zasady. </div><div class="t m0 x2 hb ycc2 ff5 fs3 fc0 sc0 ls0 ws0">Zasada <span class="_ _8"></span>szczegółowa <span class="_ _8"></span>II.Z.<span class="_ _8"></span>2. Z<span class="_ _8"></span>asiadanie <span class="_ _8"></span>członków <span class="_ _8"></span>z<span class="_ _8"></span>arządu <span class="_ _8"></span>spółki <span class="_ _8"></span>w <span class="_ _8"></span>zarządac<span class="_ _8"></span>h lub<span class="_ _8"></span> rad<span class="_ _8"></span>ach nadz<span class="_ _8"></span>orczych </div><div class="t m0 x2 hb y37d ff5 fs3 fc0 sc0 ls0 ws0">spółek spoza grupy <span class="_ _8"></span>kapitałowej spół<span class="_ _8"></span>ki wymaga zgody rady<span class="_ _8"></span> nadzor<span class="_ _8"></span><span class="ff6">czej.<span class="ff1"> <span class="_ _8"></span> </span></span></div><div class="t m0 x2 h8 yc82 ff2 fs3 fc0 sc0 ls0 ws0">Komentarz <span class="_ _c"></span>Spółki:<span class="ff1"> <span class="_ _c"></span></span>Zasada <span class="_ _c"></span>nie <span class="_ _c"></span>była <span class="_ _8"></span>s<span class="_ _8"></span>tosowana. <span class="_ _c"></span>Statut <span class="_ _c"></span>oraz <span class="_ _c"></span>obowiązujące <span class="_ _c"></span>dokume<span class="_ _8"></span>nty <span class="_ _8"></span>wewn<span class="_ _8"></span>ętrzne <span class="_ _8"></span>S<span class="_ _8"></span>półki <span class="_ _8"></span>n<span class="_ _8"></span>ie </div><div class="t m0 x2 h8 ycc3 ff2 fs3 fc0 sc0 ls0 ws0">nakładały obowiązku <span class="_ _8"></span>informacyjnego na czło<span class="_ _8"></span>nków zarządu w p<span class="_ _8"></span>owyższym zak<span class="_ _8"></span>resie.<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 hb ycc4 ff6 fs3 fc0 sc0 ls0 ws0">Rekomendacja <span class="_ _6"> </span>IV.<span class="_ _8"></span>R.2. <span class="_ _6"></span>- <span class="_ _6"> </span><span class="ff5">Jeżeli <span class="_ _6"> </span>je<span class="_ _8"></span>st <span class="_ _6"></span>to <span class="_ _6"></span>uzasadnione <span class="_ _6"> </span>z <span class="_ _6"> </span>uw<span class="_ _8"></span>agi <span class="_ _6"></span>na <span class="_ _6"></span>strukturę<span class="_ _8"></span></span> <span class="_ _6"> </span><span class="ff5">ak<span class="_ _8"></span>cjonariatu <span class="_ _6"> </span>lub <span class="_ _6"> </span>zgłaszane<span class="_ _8"></span> </span></div><div class="t m0 x2 hb y95c ff5 fs3 fc0 sc0 ls0 ws0">spółce  oczekiwania  akcjonariuszy,  o <span class="_ _28"> </span>ile  spółka <span class="_ _21"> </span>j<span class="_ _8"></span>est <span class="_ _28"> </span>w  stanie  zapewnić <span class="_ _28"> </span>infrastrukturę  techniczną </div><div class="t m0 x2 hb ycc5 ff5 fs3 fc0 sc0 ls0 ws0">niezbędna <span class="_ _2b"> </span>dla <span class="_ _2b"> </span>spr<span class="_ _8"></span>awnego <span class="_ _2b"> </span>przeprowadz<span class="_ _8"></span>enia <span class="_ _2b"> </span>waln<span class="_ _8"></span>ego <span class="_ _2b"> </span>zgromadzenia <span class="_ _2b"> </span>p<span class="_ _8"></span>rzy <span class="_ _2b"> </span>wykorzystaniu<span class="_ _8"></span> <span class="_ _11"> </span>środ<span class="_ _8"></span>ków </div><div class="t m0 x2 hb y746 ff5 fs3 fc0 sc0 ls0 ws0">komunikacji <span class="_ _c"></span>elektronicz<span class="_ _8"></span>nej, <span class="_ _c"></span>powinna <span class="_ _c"></span>u<span class="_ _8"></span>możliwi<span class="_ _8"></span>ć <span class="_ _c"></span>akcjonariusz<span class="_ _8"></span>om <span class="_ _c"></span>udział <span class="_ _c"></span>w <span class="_ _c"></span>walnym <span class="_ _c"></span>z<span class="_ _8"></span>gromadzeniu <span class="_ _c"></span>prz<span class="_ _8"></span>y </div><div class="t m0 x2 hb ycc6 ff5 fs3 fc0 sc0 ls0 ws0">wykorzystaniu takich <span class="_ _8"></span>środków, w szczegó<span class="_ _8"></span>lności poprzez:<span class="_ _c"></span><span class="ff6"> </span></div><div class="t m0 x2 hb yb0c ff5 fs3 fc0 sc0 ls0 ws0">1) transmisję ob<span class="_ _8"></span>rad walnego zgromad<span class="_ _8"></span>zenia w czasie rzeczywi<span class="_ _8"></span>stym,<span class="_ _8"></span><span class="ff6"> </span></div><div class="t m0 x2 hb ycc7 ff5 fs3 fc0 sc0 ls0 ws0">2) dwustronną komunikację <span class="_ _3"></span>w<span class="_ _8"></span> czasie r<span class="_ _0"></span>zeczywisty<span class="_ _8"></span>m, w <span class="_ _3"></span>rama<span class="_ _8"></span>ch której ak<span class="_ _0"></span>cjonariusze<span class="_ _8"></span> mogą <span class="_ _3"></span>w<span class="_ _8"></span>y<span class="_ _8"></span>powiad<span class="_ _8"></span>ać </div><div class="t m0 x2 hb ycc8 ff5 fs3 fc0 sc0 ls0 ws0">się <span class="_ _f"></span>w <span class="_ _f"></span>to<span class="_ _8"></span>ku <span class="_ _f"></span>obrad <span class="_ _f"></span>w<span class="_ _8"></span>alnego <span class="_ _f"></span>z<span class="_ _8"></span>gromadzenia, <span class="_ _f"></span>przeby<span class="_ _8"></span>wając <span class="_ _f"></span>w <span class="_ _6"></span>miejscu <span class="_ _f"></span>innym <span class="_ _6"></span>niż <span class="_ _f"></span>miejsce <span class="_ _f"></span>obr<span class="_ _8"></span>ad <span class="_ _f"></span>walne<span class="_ _8"></span>go </div><div class="t m0 x2 hb ycc9 ff6 fs3 fc0 sc0 ls0 ws0">zgromadzenia,<span class="_ _8"></span> </div><div class="t m0 x2 hb ycca ff5 fs3 fc0 sc0 ls0 ws0">3) wykonywanie, osobiś<span class="_ _8"></span>cie lub przez pełnomo<span class="_ _8"></span>cnika, prawa gło<span class="_ _8"></span>su w toku walnego<span class="_ _8"></span> zgromadzenia<span class="_ _c"></span><span class="ff1">. </span></div><div class="t m0 x2 h8 y8d6 ff2 fs3 fc0 sc0 ls0 ws0">Komentarz <span class="_ _f"></span>Spółki:<span class="ff1"> <span class="_ _6"></span></span>Powyższa <span class="_ _f"></span>rekomendacja <span class="_ _f"></span>co <span class="_ _f"></span>do <span class="_ _f"></span>pk<span class="_ _8"></span>t<span class="ff1"> <span class="_ _f"></span></span>1) <span class="_ _f"></span>i <span class="_ _f"></span>2) <span class="_ _f"></span>nie <span class="_ _f"></span>była <span class="_ _f"></span>stosowa<span class="_ _8"></span>na <span class="_ _f"></span>w <span class="_ _f"></span>Spółce. <span class="_ _f"></span>W <span class="_ _f"></span>najbl<span class="_ _8"></span>iższym </div><div class="t m0 x2 h8 yccb ff2 fs3 fc0 sc0 ls0 ws0">czasie <span class="_ _1b"> </span>Spółka <span class="_ _1b"> </span>rozważa<span class="_ _8"></span>ła <span class="_ _1b"> </span>wprowadzenie <span class="_ _1b"> </span>moż<span class="_ _8"></span>liwości <span class="_ _1b"> </span>udziału <span class="_ _1b"> </span>w <span class="_ _1b"> </span>w<span class="_ _8"></span>alnym <span class="_ _1b"> </span>zgr<span class="_ _8"></span>omadzeniu <span class="_ _1a"> </span>r<span class="_ _8"></span>ównież <span class="_ _1b"> </span>prz<span class="_ _8"></span>y </div><div class="t m0 x2 h8 yccc ff2 fs3 fc0 sc0 ls0 ws0">wykorzys<span class="_ _8"></span>taniu <span class="_ _7"> </span>ś<span class="_ _8"></span>rodków <span class="_ _2a"> </span>komun<span class="_ _8"></span>ikacji <span class="_ _2a"> </span>elektroniczn<span class="_ _8"></span>ej, <span class="_ _2a"> </span>jednak <span class="_ _21"> </span>nie <span class="_ _2a"> </span>przewi<span class="_ _8"></span>dywała <span class="_ _2a"> </span>z<span class="_ _8"></span>amieszczania <span class="_ _21"> </span>informacji <span class="_ _2a"> </span>na </div><div class="t m0 x2 h8 yccd ff1 fs3 fc0 sc0 ls0 ws0">temat <span class="_ _27"> </span>planowanej <span class="_ _27"> </span>trans<span class="_ _8"></span>misji <span class="_ _27"> </span>obrad <span class="_ _27"> </span>Walnego <span class="_ _27"> </span>Zgr<span class="_ _8"></span>omadzenia <span class="_ _27"> </span>ani <span class="_ _27"> </span>zapisu <span class="_ _27"> </span>przebiegu <span class="_ _27"> </span>obrad <span class="_ _26"> </span>Walnego </div><div class="t m0 x2 h8 y8da ff2 fs3 fc0 sc0 ls0 ws0">Zgromadzenia w formi<span class="_ _8"></span>e audio lub wi<span class="_ _8"></span>deo na stronie int<span class="_ _8"></span>ernetowej Spółki. <span class="_ _c"></span><span class="ff1"> </span></div><div class="t m0 x2 hb ya86 ff5 fs3 fc0 sc0 ls0 ws0">Zasada <span class="_ _7"> </span>szczegó<span class="_ _8"></span>łowa <span class="_ _7"> </span>IV<span class="_ _8"></span>.Z.2. <span class="_ _2a"> </span><span class="ff6">- <span class="_ _2a"> </span></span>Jeżeli <span class="_ _7"> </span>je<span class="_ _8"></span>st <span class="_ _7"> </span>to <span class="_ _2a"> </span>uzasadnione <span class="_ _2a"> </span>z <span class="_ _7"> </span>uwagi<span class="_ _8"></span> <span class="_ _7"> </span>na<span class="_ _8"></span> <span class="_ _7"> </span>strukturę <span class="_ _2a"> </span>akcjonari<span class="_ _8"></span>atu <span class="_ _7"> </span>spółk<span class="_ _8"></span>i, </div><div class="t m0 x2 hb ycce ff5 fs3 fc0 sc0 ls0 ws0">spółka <span class="_ _27"> </span>zapewni<span class="_ _8"></span>a <span class="_ _27"> </span>pows<span class="_ _8"></span>zechnie <span class="_ _27"> </span>dostępną <span class="_ _26"> </span>transmisję <span class="_ _26"> </span>obrad <span class="_ _27"> </span>walnego<span class="_ _8"></span> <span class="_ _27"> </span>z<span class="_ _8"></span>gromadzenia <span class="_ _27"> </span>w <span class="_ _26"> </span>czasie </div><div class="t m0 x2 hb yccf ff6 fs3 fc0 sc0 ls0 ws0">rzeczywistym.<span class="_ _8"></span> </div></div></div><div class="pi" ></div></div><div id="pf79" class="pf w0 h0" ><div class="pc pc79 w0 h0"><img class="bi x18 y2a w6 hcd" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x105 h6 y991 ff4 fs2 fc2 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI GRUPY KAPITAŁOWEJ <span class="ff3">MIRBUD ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc3"> </span></span></div><div class="t m0 x6 h4 y992 ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y2d wda h40"><div class="t m0 x32 h8 y22e ff2 fs3 fc2 sc0 ls0 ws0">Grupa Kapitałowa MIR<span class="_ _8"></span>BUD<span class="ff1"> <span class="ls6">| <span class="_ _8"></span></span></span>Wskazanie zasad <span class="_ _8"></span>ładu korporacy<span class="_ _8"></span>jnego, które nie były prz<span class="_ _8"></span>ez </div><div class="t m0 x102 h8 y2e ff2 fs3 fc2 sc0 ls0 ws0">Spółkę stosowane, wraz<span class="_ _8"></span> ze wskazaniem j<span class="_ _8"></span>akie były okoliczności <span class="_ _8"></span>i przyczyny<span class="_ _8"></span> nie </div><div class="t m0 x1be h8 y2f ff1 fs3 fc2 sc0 ls0 ws0">zastosowania dan<span class="_ _8"></span>ej zasady </div></div><div class="c x9 y2d wdb h40"><div class="t m0 xa h4 y193 ff3 fs1 fc4 sc0 ls0 ws0">121 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h4 y31 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y993 ff2 fs3 fc0 sc0 ls0 ws0">Komentarz <span class="_ _2a"> </span>Spółki: <span class="_ _2a"> </span>Powyżs<span class="_ _8"></span>za <span class="_ _7"> </span>z<span class="_ _8"></span>asada <span class="_ _7"> </span>nie <span class="_ _2a"> </span>była <span class="_ _2a"> </span>stosowana <span class="_ _2a"> </span>w <span class="_ _2a"> </span>Spółce. <span class="_ _2a"> </span>Przyc<span class="_ _8"></span>zyny <span class="_ _2a"> </span>niestosowania <span class="_ _2a"> </span>powyższej </div><div class="t m0 x2 h8 y994 ff2 fs3 fc0 sc0 ls0 ws0">zasady zostały podane w <span class="_ _8"></span>wyj<span class="_ _8"></span>aśnieniu o niestosowaniu <span class="_ _8"></span>zasady I.Z.1.16.<span class="_ _c"></span><span class="ff1"> </span></div><div class="t m0 x2 hb y9e9 ff6 fs3 fc0 sc0 ls0 ws0">Rekomendacja VI.R.<span class="_ _8"></span>1. - <span class="ff5">Wynagrodzenie członków<span class="_ _8"></span> organów spółki i kluczow<span class="_ _8"></span>ych menedżerów pow<span class="_ _8"></span>inno </span></div><div class="t m0 x2 hb y9ea ff5 fs3 fc0 sc0 ls0 ws0">wynikać z przyjętej<span class="_ _8"></span> polityki wynagrodzeń <span class="_ _8"></span><span class="ff6"> </span></div><div class="t m0 x2 h8 y4fb ff2 fs3 fc0 sc0 ls0 ws0">Komentarz <span class="_ _21"> </span>Spó<span class="_ _8"></span>łki:<span class="ff1"> <span class="_ _21"> </span></span>Począ<span class="_ _8"></span>wszy <span class="_ _21"> </span>od <span class="_ _21"> </span>dnia <span class="_ _28"> </span>01 <span class="_ _21"> </span>lipca <span class="_ _21"> </span>20<span class="_ _8"></span>20 <span class="_ _21"> </span>roku <span class="_ _21"> </span>w <span class="_ _28"> </span>Spółce <span class="_ _21"> </span>obow<span class="_ _8"></span>iązuje <span class="_ _21"> </span>Polityka <span class="_ _21"> </span>Wyn<span class="_ _8"></span>agrodzeń </div><div class="t m0 x2 h8 y998 ff2 fs3 fc0 sc0 ls0 ws0">Członków <span class="_ _f"></span>Z<span class="_ _8"></span>arządu <span class="_ _6"></span>i <span class="_ _f"></span>Rady<span class="_ _8"></span> <span class="_ _f"></span>Nadzorc<span class="_ _8"></span>zej <span class="_ _6"></span>MIRBUD <span class="_ _6"></span>Spółki <span class="_ _f"></span>Akc<span class="_ _8"></span>yjnej <span class="_ _6"></span>przyjęta <span class="_ _f"></span>uc<span class="_ _8"></span>hwałą <span class="_ _f"></span>nr <span class="_ _6"> </span>23/2020 <span class="_ _6"></span>Zwyczajnego </div><div class="t m0 x2 h8 y999 ff2 fs3 fc0 sc0 ls0 ws0">Walnego <span class="_ _f"></span>Zgromadz<span class="_ _8"></span>enia <span class="_ _f"></span>Akc<span class="_ _8"></span>jonariuszy <span class="_ _f"></span>MIRBUD <span class="_ _f"></span>S.<span class="_ _8"></span>A. <span class="_ _f"></span>z <span class="_ _f"></span>siedzibą <span class="_ _f"></span>w <span class="_ _f"></span>Ski<span class="_ _8"></span>erniewicach <span class="_ _f"></span>z <span class="_ _f"></span>dn<span class="_ _c"></span><span class="ff1">ia <span class="_ _f"></span>30 <span class="_ _f"></span>cz<span class="_ _8"></span>erwca <span class="_ _f"></span>2020 </span></div><div class="t m0 x2 h8 y99a ff2 fs3 fc0 sc0 ls0 ws0">roku. <span class="_ _2b"> </span>Polityka <span class="_ _13"> </span>Wynagrodzeń <span class="_ _2b"> </span>Członków<span class="_ _8"></span> <span class="_ _2b"> </span>Zarządu <span class="_ _2b"> </span>i <span class="_ _2b"> </span>Rady<span class="_ _8"></span> <span class="_ _2b"> </span>Nadzorczej<span class="_ _8"></span> <span class="_ _2b"> </span>MIRBUD <span class="_ _2b"> </span>S.A. <span class="_ _2b"> </span>zost<span class="_ _8"></span>ała <span class="_ _2b"> </span>przyjęta <span class="_ _2b"> </span>na </div><div class="t m0 x2 h8 y99b ff1 fs3 fc0 sc0 ls0 ws0">podstawie <span class="_ _6"> </span>art.<span class="_ _8"></span> <span class="_ _6"> </span>90d<span class="_ _8"></span> <span class="_ _6"> </span>ust. <span class="_ _7"> </span>1 <span class="_ _7"> </span>Ustawy <span class="_ _6"> </span>z <span class="_ _7"> </span>dnia <span class="_ _6"> </span>29<span class="_ _8"></span> <span class="_ _6"> </span>lipca <span class="_ _7"> </span>2005 <span class="_ _6"> </span>r. <span class="_ _7"> </span>o <span class="_ _6"> </span>oferc<span class="_ _8"></span>ie <span class="_ _6"> </span>publicz<span class="_ _8"></span>nej <span class="_ _6"> </span>i <span class="_ _7"> </span>warunkach <span class="_ _7"> </span>wprowadzania </div><div class="t m0 x2 h8 y99c ff2 fs3 fc0 sc0 ls0 ws0">instrumentów <span class="_ _3"></span>fi<span class="_ _8"></span>nansowych <span class="_ _3"></span>do <span class="_ _0"></span>zorganizowan<span class="_ _8"></span>ego <span class="_ _3"></span>sy<span class="_ _8"></span>stemu <span class="_ _3"></span>obrotu <span class="_ _3"></span>oraz <span class="_ _0"></span>spółkach <span class="_ _3"></span>pu<span class="_ _8"></span>blicznych <span class="_ _3"></span>(tekst <span class="_ _0"></span>jednolity <span class="_ _3"></span>Dz<span class="_ _8"></span>. </div><div class="t m0 x2 h8 y99d ff2 fs3 fc0 sc0 ls0 ws0">U. <span class="_ _c"></span>2019, <span class="_ _f"></span>poz. <span class="_ _c"></span>623 <span class="_ _c"></span>z <span class="_ _f"></span>późniejszymi <span class="_ _c"></span>zmianam<span class="_ _8"></span>i) <span class="_ _c"></span>i <span class="_ _c"></span>stanow<span class="_ _8"></span>i <span class="_ _c"></span>załącz<span class="_ _8"></span>nik <span class="_ _c"></span>do <span class="_ _c"></span>uchwa<span class="_ _8"></span>ły <span class="_ _c"></span>nr <span class="_ _c"></span>2<span class="_ _8"></span>3/2020. <span class="_ _c"></span>W <span class="_ _c"></span>oce<span class="_ _8"></span>nie <span class="_ _c"></span>Zarzą<span class="_ _8"></span>du </div><div class="t m0 x2 h8 y99e ff2 fs3 fc0 sc0 ls0 ws0">rozwiązania <span class="_ _1d"> </span>za<span class="_ _8"></span>warte <span class="_ _1d"> </span>w<span class="_ _8"></span> <span class="_ _1d"> </span>Polityce <span class="_ _25"> </span>Wynagrodzeń<span class="_ _8"></span> <span class="_ _1d"> </span>przyc<span class="_ _8"></span>zynią <span class="_ _1d"> </span>się <span class="_ _25"> </span>do <span class="_ _1d"> </span>realizacji <span class="_ _25"> </span>strategii <span class="_ _25"> </span>bizne<span class="_ _8"></span><span class="ff1">so<span class="_ _8"></span>wej, </span></div><div class="t m0 x2 h8 y99f ff2 fs3 fc0 sc0 ls0 ws0">długoterminowych <span class="_ _8"></span>interesó<span class="_ _8"></span>w oraz<span class="_ _8"></span> s<span class="_ _8"></span>tabilności <span class="_ _8"></span>spółki. <span class="_ _8"></span>Polityka <span class="_ _8"></span>Wynagrodzeń<span class="_ _8"></span>  <span class="_ _8"></span>zawiera <span class="_ _8"></span>w <span class="_ _8"></span>szc<span class="_ _8"></span>zególności <span class="_ _8"></span>1) op<span class="_ _8"></span>is </div><div class="t m0 x2 h8 y9a0 ff2 fs3 fc0 sc0 ls0 ws0">stałych <span class="_ _13"> </span>i <span class="_ _13"> </span>zmiennyc<span class="_ _8"></span>h <span class="_ _13"> </span>składników <span class="_ _13"> </span>wyn<span class="_ _8"></span>agrodzenia, <span class="_ _13"> </span>j<span class="_ _8"></span>ak <span class="_ _13"> </span>również <span class="_ _13"> </span>premii <span class="_ _13"> </span>i <span class="_ _12"> </span>innych <span class="_ _13"> </span>ś<span class="_ _8"></span>wiadczeń <span class="_ _13"> </span>pieniężnych <span class="_ _12"> </span>i </div><div class="t m0 x2 h8 y9a1 ff2 fs3 fc0 sc0 ls0 ws0">niepieniężnych, które <span class="_ _3"></span>mogą<span class="_ _8"></span> <span class="_ _3"></span>z<span class="_ _8"></span>ostać <span class="_ _3"></span>prz<span class="_ _8"></span>yznane członkom zarządu <span class="_ _3"></span>i rady <span class="_ _3"></span>nadzorcz<span class="_ _8"></span>ej; 2) <span class="_ _3"></span>wskazanie wzajemnych </div><div class="t m0 x2 h8 y9a2 ff2 fs3 fc0 sc0 ls0 ws0">proporcji <span class="_ _f"></span>składników <span class="_ _f"></span>wynagrodzenia, <span class="_ _f"></span>3) <span class="_ _f"></span>wskazanie <span class="_ _f"></span>ok<span class="_ _8"></span>resu, <span class="_ _f"></span>na <span class="_ _c"></span>jaki <span class="_ _f"></span>zostały <span class="_ _f"></span>zawa<span class="_ _8"></span>rte <span class="_ _c"></span>um<span class="_ _8"></span>owy <span class="_ _f"></span>o <span class="_ _f"></span>pracę, <span class="_ _f"></span>umowy </div><div class="t m0 x2 h8 y9a3 ff2 fs3 fc0 sc0 ls0 ws0">zlecenia, <span class="_ _f"></span>umowy <span class="_ _c"></span>o <span class="_ _f"></span>dzieło <span class="_ _f"></span>lub <span class="_ _c"></span>inne <span class="_ _f"></span>umowy <span class="_ _c"></span>o <span class="_ _f"></span>podobnym <span class="_ _f"></span>charakterze <span class="_ _c"></span>z<span class="_ _8"></span> <span class="_ _c"></span>czł<span class="_ _8"></span>onkami <span class="_ _f"></span>zarządu <span class="_ _c"></span>i <span class="_ _f"></span>rady <span class="_ _c"></span>nadzo<span class="_ _c"></span><span class="ff1">rc<span class="_ _8"></span>zej, </span></div><div class="t m0 x2 h8 y9a4 ff2 fs3 fc0 sc0 ls0 ws0">oraz wskazanie okres<span class="_ _8"></span>ów i war<span class="_ _8"></span>unków wypowie<span class="_ _8"></span>dzenia tych umów, a<span class="_ _8"></span> w przypadku <span class="_ _8"></span>gdy z członkiem<span class="_ _8"></span> zarządu lu<span class="_ _8"></span>b </div><div class="t m0 x2 h8 y9a5 ff2 fs3 fc0 sc0 ls0 ws0">rady <span class="_ _8"></span>nadzorczej <span class="_ _8"></span>nie zos<span class="_ _8"></span>tała z<span class="_ _8"></span>awarta umow<span class="_ _8"></span>a <span class="_ _8"></span><span class="ff1">- <span class="_ _8"></span></span>wskazanie <span class="_ _8"></span>rodzaju <span class="_ _8"></span>i okr<span class="_ _8"></span>esu, na <span class="_ _8"></span>jaki <span class="_ _8"></span>z<span class="_ _8"></span>ostał nawiązany <span class="_ _8"></span>stosun<span class="_ _8"></span>ek </div><div class="t m0 x2 h8 y9a6 ff2 fs3 fc0 sc0 ls0 ws0">prawny <span class="_ _6"></span>łączący <span class="_ _f"></span>członka <span class="_ _6"></span>zarządu <span class="_ _f"></span>lub <span class="_ _6"></span>rady <span class="_ _f"></span>n<span class="_ _8"></span>adz<span class="_ _8"></span>orczej <span class="_ _6"></span>ze <span class="_ _f"></span>spółką, <span class="_ _f"></span>oraz<span class="_ _8"></span> <span class="_ _f"></span>okr<span class="_ _8"></span>esu <span class="_ _f"></span>i <span class="_ _6"></span>warunków <span class="_ _f"></span>rozw<span class="_ _8"></span>iązania <span class="_ _f"></span>te<span class="_ _8"></span>go </div><div class="t m0 x2 h8 y9a7 ff2 fs3 fc0 sc0 ls0 ws0">stosunku <span class="_ _7"> </span>pra<span class="_ _8"></span>wnego; <span class="_ _7"> </span>5) <span class="_ _2a"> </span>opis <span class="_ _2a"> </span>głównych <span class="_ _7"> </span>c<span class="_ _8"></span>ech <span class="_ _7"> </span>dodatk<span class="_ _8"></span>owych <span class="_ _7"> </span>progr<span class="_ _8"></span>amów <span class="_ _7"> </span>em<span class="_ _8"></span>erytalno<span class="_ _8"></span><span class="ff1">-<span class="_ _8"></span></span>rentowych <span class="_ _7"> </span>i<span class="_ _8"></span> <span class="_ _7"> </span>programów<span class="_ _8"></span> </div><div class="t m0 x2 h8 y9a8 ff2 fs3 fc0 sc0 ls0 ws0">wcześniejszy<span class="_ _8"></span>ch <span class="_ _c"></span>emerytur; <span class="_ _f"></span>6) <span class="_ _c"></span>opis <span class="_ _f"></span>procesu <span class="_ _f"></span>decyzyjnego <span class="_ _c"></span>przepro<span class="_ _8"></span>wadzonego <span class="_ _f"></span>w <span class="_ _c"></span>celu <span class="_ _f"></span>ustanowienia, <span class="_ _f"></span>wdrożenia<span class="_ _c"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 y9a9 ff2 fs3 fc0 sc0 ls0 ws0">oraz <span class="_ _11"> </span>prz<span class="_ _8"></span>eglądu  po<span class="_ _8"></span>lityki  w<span class="_ _8"></span>ynagrodzeń; <span class="_ _2b"> </span>7) <span class="_ _11"> </span>op<span class="_ _8"></span>is  ś<span class="_ _8"></span>rodków  podjętyc<span class="_ _8"></span>h  w <span class="_ _2b"> </span>celu <span class="_ _2b"> </span>unikania <span class="_ _2b"> </span>konfliktów <span class="_ _2b"> </span>interesów </div><div class="t m0 x2 h8 y9aa ff2 fs3 fc0 sc0 ls0 ws0">związanych z <span class="_ _3"></span>po<span class="_ _8"></span>lityką <span class="_ _0"></span>wynagrodzeń lub <span class="_ _0"></span>zarządzani<span class="_ _8"></span>a <span class="_ _0"></span>takimi <span class="_ _0"></span>konfliktami interesów; 8) wskazanie, <span class="_ _3"></span>w jaki sposób </div><div class="t m0 x2 h8 y9ab ff2 fs3 fc0 sc0 ls0 ws0">polityka <span class="_ _2a"> </span>wynagrodz<span class="_ _8"></span>eń <span class="_ _2a"> </span>przyc<span class="_ _8"></span>zynia <span class="_ _2a"> </span>się <span class="_ _2a"> </span>do <span class="_ _21"> </span>realizac<span class="_ _8"></span>j<span class="_ _8"></span>i <span class="_ _7"> </span>s<span class="_ _8"></span>trategii <span class="_ _2a"> </span>biznes<span class="_ _8"></span>owej, <span class="_ _2a"> </span>długot<span class="_ _8"></span>erminowych <span class="_ _2a"> </span>interesów<span class="_ _8"></span> <span class="_ _2a"> </span>oraz<span class="_ _8"></span> </div><div class="t m0 x2 h8 y9ac ff2 fs3 fc0 sc0 ls0 ws0">stabilności <span class="_ _f"></span>spółki <span class="_ _f"></span>oraz <span class="_ _f"></span>inne <span class="_ _f"></span>wymaga<span class="_ _8"></span>ne <span class="_ _f"></span>przez <span class="_ _f"></span>prawo <span class="_ _f"></span>elementy. <span class="_ _f"></span>Wypłata <span class="_ _f"></span>wyn<span class="_ _8"></span>agrodz<span class="_ _8"></span>enia <span class="_ _c"></span>c<span class="_ _8"></span>złonkom <span class="_ _f"></span>zarządu <span class="_ _f"></span>i </div><div class="t m0 x2 h8 y9ad ff2 fs3 fc0 sc0 ls0 ws0">rady <span class="_ _14"> </span>nadzorcz<span class="_ _8"></span>ej <span class="_ _14"> </span>począwsz<span class="_ _8"></span>y <span class="_ _14"> </span>od <span class="_ _14"> </span>01 <span class="_ _1a"> </span>lipca <span class="_ _14"> </span>2020 <span class="_ _14"> </span>r<span class="_ _8"></span>oku <span class="_ _14"> </span>j<span class="_ _8"></span>est <span class="_ _14"> </span>realizowana <span class="_ _14"> </span>wy<span class="_ _8"></span>łącznie <span class="_ _14"> </span>z<span class="_ _8"></span>godnie <span class="_ _14"> </span>z <span class="_ _14"> </span>P<span class="_ _8"></span>olityką </div><div class="t m0 x2 h8 y9ae ff1 fs3 fc0 sc0 ls0 ws0">Wyna<span class="ff2">grodzeń. <span class="_ _8"></span></span> </div><div class="t m0 x2 h8 y670 ff2 fs3 fc0 sc0 ls0 ws0">Pierwsze <span class="_ _21"> </span>sprawoz<span class="_ _8"></span>danie <span class="_ _21"> </span>o<span class="_ _8"></span> <span class="_ _21"> </span>wynagr<span class="_ _8"></span>odzeniach <span class="_ _21"> </span>obej<span class="_ _8"></span>mujące <span class="_ _21"> </span>lata  2019<span class="ff1">-<span class="_ _8"></span>2020 <span class="_ _21"> </span>Rad<span class="_ _8"></span>a <span class="_ _21"> </span>Nadzorcz<span class="_ _8"></span>a <span class="_ _21"> </span>MIRBUD<span class="_ _8"></span> <span class="_ _21"> </span>S.A. </span></div><div class="t m0 x2 h8 ycd0 ff2 fs3 fc0 sc0 ls0 ws0">przedłożyła <span class="_ _8"></span>na <span class="_ _8"></span>Walnym <span class="_ _8"></span>Zgr<span class="_ _8"></span>omadzeniu<span class="_ _8"></span><span class="ff1"> w <span class="_ _c"></span>dniu 2<span class="_ _8"></span>4 c<span class="_ _8"></span>zerwca <span class="_ _8"></span>2021 <span class="_ _8"></span>roku, <span class="_ _8"></span>zg<span class="_ _8"></span>odnie z <span class="_ _c"></span>przepisem <span class="_ _8"></span>art. <span class="_ _8"></span>90g <span class="_ _8"></span>ustawy <span class="_ _8"></span>z </span></div><div class="t m0 x2 h8 y671 ff1 fs3 fc0 sc0 ls0 ws0">dnia <span class="_ _13"> </span>29 <span class="_ _12"> </span>lipca <span class="_ _12"> </span>2005 <span class="_ _12"> </span>r. <span class="_ _12"> </span>o <span class="_ _12"> </span>ofercie <span class="_ _12"> </span>pub<span class="_ _8"></span>licznej <span class="_ _13"> </span>i <span class="_ _12"> </span>waru<span class="_ _8"></span>nk<span class="_ _8"></span><span class="ff2">ach <span class="_ _13"> </span>wprow<span class="_ _8"></span>adzania <span class="_ _12"> </span>instrumen<span class="_ _8"></span>tów <span class="_ _13"> </span>f<span class="_ _8"></span>inansowych <span class="_ _12"> </span>do </span></div><div class="t m0 x2 h8 y672 ff2 fs3 fc0 sc0 ls0 ws0">zorganizowanego systemu obrotu oraz <span class="_ _3"></span>o spółkach publicznych. Sprawozdanie to <span class="_ _3"></span>p<span class="_ _8"></span>rzedstawia<span class="_ _c"></span>ło <span class="_ _3"></span><span class="ff1">k<span class="_ _8"></span>ompleksowy </span></div><div class="t m0 x2 h8 y64c ff2 fs3 fc0 sc0 ls0 ws0">przegląd <span class="_ _14"> </span>wynagrodzeń<span class="_ _8"></span>, <span class="_ _14"> </span>w <span class="_ _14"> </span>tym <span class="_ _14"> </span>wszys<span class="_ _8"></span>tkich <span class="_ _14"> </span>świadczeń, <span class="_ _14"> </span>niezależnie <span class="_ _14"> </span>od <span class="_ _14"> </span>ich <span class="_ _14"> </span>f<span class="_ _8"></span>ormy, <span class="_ _14"> </span>otrzymanych <span class="_ _14"> </span>prz<span class="_ _8"></span>ez </div><div class="t m0 x2 h8 y673 ff2 fs3 fc0 sc0 ls0 ws0">poszczególnych <span class="_ _8"></span>c<span class="_ _8"></span>złonków <span class="_ _8"></span>zarz<span class="_ _8"></span>ądu <span class="_ _8"></span>i <span class="_ _8"></span>rady <span class="_ _8"></span>nadzorc<span class="_ _8"></span>zej <span class="_ _8"></span>lub <span class="_ _8"></span>należnych <span class="_ _8"></span>pos<span class="_ _8"></span>zczególny<span class="_ _8"></span>m <span class="_ _8"></span>członkom <span class="_ _8"></span>zarządu <span class="_ _c"></span>i <span class="_ _8"></span>rady </div><div class="t m0 x2 h8 y1bf ff2 fs3 fc0 sc0 ls0 ws0">nadzorczej. <span class="_ _8"></span>Z <span class="_ _c"></span>uwagi <span class="_ _8"></span>na <span class="_ _c"></span>to, <span class="_ _8"></span>że <span class="_ _8"></span>Po<span class="_ _8"></span>lityka <span class="_ _8"></span>Wynagrodz<span class="_ _8"></span>eń <span class="_ _8"></span>MIRB<span class="_ _8"></span>UD <span class="_ _8"></span>S.A. <span class="_ _8"></span>prz<span class="_ _8"></span>yjęta <span class="_ _8"></span>została <span class="_ _c"></span>uchwałą <span class="_ _c"></span>23/2020 <span class="_ _8"></span>z <span class="_ _8"></span>dn<span class="_ _8"></span>ia </div><div class="t m0 x2 h8 ycd1 ff1 fs3 fc0 sc0 ls0 ws0">30 <span class="_ _21"> </span>czerwca <span class="_ _21"> </span>202<span class="_ _8"></span>0 <span class="_ _21"> </span>roku <span class="_ _21"> </span>z <span class="_ _21"> </span>terminem <span class="_ _28"> </span>stosowania <span class="_ _21"> </span>o<span class="_ _8"></span>d <span class="_ _21"> </span>dnia <span class="_ _21"> </span>1 <span class="_ _28"> </span>lipca <span class="_ _21"> </span>2020 <span class="_ _21"> </span>ro<span class="_ _c"></span>ku, <span class="_ _21"> </span>pi<span class="_ _8"></span>erwsze <span class="_ _21"> </span>s<span class="_ _8"></span>prawozdanie <span class="_ _21"> </span>b<span class="ff2">y<span class="_ _8"></span>ło </span></div><div class="t m0 x2 h8 ycd2 ff2 fs3 fc0 sc0 ls0 ws0">pierwszym tego rodzaju dokumentem<span class="_ _8"></span> prezentującym również informacje za okres w którym MIRBUD S.A. nie </div><div class="t m0 x2 h8 ycd3 ff2 fs3 fc0 sc0 ls0 ws0">posiadał <span class="_ _13"> </span>regulacji <span class="_ _13"> </span>określo<span class="_ _8"></span>nych <span class="_ _13"> </span>w <span class="_ _13"> </span>Polityce <span class="_ _13"> </span>Wynagro<span class="_ _8"></span>dzeń. <span class="_ _2b"> </span>I<span class="_ _8"></span>nformacje <span class="_ _13"> </span>dotyczą<span class="_ _8"></span>ce <span class="_ _13"> </span>roku <span class="_ _13"> </span>obrotowego<span class="_ _8"></span> <span class="_ _2b"> </span>20<span class="_ _8"></span>19 </div><div class="t m0 x2 h8 ycd4 ff1 fs3 fc0 sc0 ls0 ws0">ujawnione <span class="_ _f"></span>w <span class="_ _c"></span>spraw<span class="_ _8"></span>ozdaniu <span class="_ _f"></span>prezentow<span class="_ _8"></span>ane <span class="_ _c"></span>b<span class="ff2">y<span class="_ _8"></span>ły <span class="_ _f"></span>w <span class="_ _c"></span>formie <span class="_ _f"></span>stosowanej <span class="_ _f"></span>przez <span class="_ _f"></span>Spółkę <span class="_ _f"></span>przed <span class="_ _c"></span>prz<span class="_ _8"></span>yjęciem <span class="_ _f"></span>Polityki </span></div><div class="t m0 x2 h8 y1c3 ff2 fs3 fc0 sc0 ls0 ws0">Wynagrodzeń tj. na <span class="_ _8"></span>podstawie danych z rocz<span class="_ _8"></span>nego raportu okresowe<span class="_ _8"></span>go za rok 2019.<span class="_ _c"></span><span class="ff1"> </span></div><div class="t m0 x2 h3 ycd5 ff1 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h35 y10b ff6 fs1 fc0 sc0 ls0 ws0">Rekomendacja<span class="_ _0"></span> <span class="_ _6"></span>VI.R.2. <span class="_ _6"></span><span class="ff5">–</span> <span class="_ _6"> </span><span class="ff5">Polityka <span class="_ _6"></span>wynagrodzeń <span class="_ _6"></span>powinna<span class="_ _3"></span> <span class="_ _7"> </span>być <span class="_ _6"></span>ściśle <span class="_ _6"></span>powiązana<span class="_ _0"></span> <span class="_ _6"></span>ze <span class="_ _6"></span>strategią<span class="_ _0"></span> </span></div><div class="t m0 x2 h35 y7dd ff5 fs1 fc0 sc0 ls0 ws0">spółki, <span class="_ _6"></span>jej <span class="_ _6"></span>celami <span class="_ _6"></span>krótko<span class="ff6">- <span class="_ _6"></span></span>i <span class="_ _6"></span>długoterminowy<span class="_ _0"></span>mi, <span class="_ _6"></span>długoterminowy<span class="_ _0"></span>mi <span class="_ _6"></span>interesami <span class="_ _6"></span>i <span class="_ _6"></span>wynikami, <span class="_ _f"></span>a </div><div class="t m0 x2 h35 y696 ff5 fs1 fc0 sc0 ls0 ws0">także  po<span class="_ _3"></span>w<span class="_ _8"></span>inna  u<span class="_ _3"></span>w<span class="_ _8"></span>zglę<span class="_ _0"></span>dniać  roz<span class="_ _0"></span>wiązania <span class="_ _11"> </span>słu<span class="_ _0"></span>żące  unikaniu<span class="_ _3"></span>  dyskryminac<span class="_ _0"></span>ji  z <span class="_ _11"> </span>jakichkol<span class="_ _0"></span>wiek </div><div class="t m0 x2 h35 ycd6 ff6 fs1 fc0 sc0 ls0 ws0">przyczyn </div><div class="t m0 x2 h8 y553 ff2 fs3 fc0 sc0 ls0 ws0">Komentarz <span class="_ _8"></span>Spółki: <span class="_ _8"></span>Spółka <span class="_ _c"></span>do dnia <span class="_ _8"></span>30 <span class="_ _8"></span>czerwc<span class="_ _8"></span>a 20<span class="_ _8"></span>20 r<span class="_ _8"></span>oku ni<span class="_ _8"></span>e stos<span class="_ _8"></span>owała p<span class="_ _8"></span>owyższej <span class="_ _8"></span>rekomendac<span class="_ _8"></span>ji. z<span class="_ _8"></span> uwag<span class="_ _8"></span>i na </div><div class="t m0 x2 h8 y554 ff2 fs3 fc0 sc0 ls0 ws0">brak <span class="_ _6"></span>przyjętej <span class="_ _6"></span>polityki <span class="_ _f"></span>wy<span class="_ _8"></span>nagrodzeń.<span class="_ _8"></span> <span class="_ _f"></span>P<span class="_ _8"></span>ocząwszy <span class="_ _6"> </span>od <span class="_ _6"></span>dnia <span class="_ _f"></span>01<span class="_ _8"></span> <span class="_ _f"></span>l<span class="_ _8"></span>ipca <span class="_ _6"></span>2020 <span class="_ _f"></span>rok<span class="_ _8"></span>u <span class="_ _6"></span>w <span class="_ _6"></span>Spółce <span class="_ _6"></span>obowiązuje <span class="_ _6"></span>Polityka </div><div class="t m0 x2 h8 y14c ff2 fs3 fc0 sc0 ls0 ws0">Wynagrodzeń <span class="_ _f"></span>Członków <span class="_ _f"></span>Zarz<span class="_ _8"></span>ądu <span class="_ _f"></span>i <span class="_ _c"></span>Rady <span class="_ _f"></span>Nadzorc<span class="_ _8"></span>zej <span class="_ _f"></span>MIRBUD <span class="_ _f"></span>Spółki <span class="_ _f"></span>Akcyjne<span class="_ _c"></span>j <span class="_ _f"></span>przyjęta <span class="_ _f"></span>uchwałą <span class="_ _f"></span>nr <span class="_ _f"></span>23/2020 </div></div></div><div class="pi" ></div></div><div id="pf7a" class="pf w0 h0" ><div class="pc pc7a w0 h0"><img class="bi x18 y2a w6 hcd" alt="" 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class="c x0 y1 w2 h0"><div class="t m0 x105 h6 y991 ff4 fs2 fc2 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI GRUPY KAPITAŁOWEJ <span class="ff3">MIRBUD ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc3"> </span></span></div><div class="t m0 x6 h4 y992 ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y2d wda h40"><div class="t m0 x32 h8 y22e ff2 fs3 fc2 sc0 ls0 ws0">Grupa Kapitałowa MIR<span class="_ _8"></span>BUD<span class="ff1"> <span class="ls6">| <span class="_ _8"></span></span></span>Wskazanie zasad <span class="_ _8"></span>ładu korporacy<span class="_ _8"></span>jnego, które nie były prz<span class="_ _8"></span>ez </div><div class="t m0 x102 h8 y2e ff2 fs3 fc2 sc0 ls0 ws0">Spółkę stosowane, wraz<span class="_ _8"></span> ze wskazaniem j<span class="_ _8"></span>akie były okoliczności <span class="_ _8"></span>i przyczyny<span class="_ _8"></span> nie </div><div class="t m0 x1be h8 y2f ff1 fs3 fc2 sc0 ls0 ws0">zastosowania dan<span class="_ _8"></span>ej zasady </div></div><div class="c x9 y2d wdb h40"><div class="t m0 xa h4 y193 ff3 fs1 fc4 sc0 ls0 ws0">122 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h4 y31 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y993 ff2 fs3 fc0 sc0 ls0 ws0">Zwyczajnego <span class="_ _6"> </span>Walneg<span class="_ _8"></span>o <span class="_ _6"></span>Zgromadzenia <span class="_ _7"> </span>Akcjonariuszy <span class="_ _6"> </span>MIRBUD <span class="_ _7"> </span>S.A. <span class="_ _f"></span>z<span class="_ _8"></span> <span class="_ _6"></span>siedzibą <span class="_ _6"> </span>w <span class="_ _6"> </span>Ski<span class="_ _8"></span>erniewicach <span class="_ _6"> </span>z <span class="_ _6"> </span>dnia<span class="_ _8"></span> <span class="_ _6"></span>30 </div><div class="t m0 x2 h8 y994 ff2 fs3 fc0 sc0 ls0 ws0">czerwca <span class="_ _3"></span>202<span class="_ _8"></span>0 <span class="_ _3"></span>roku. <span class="_ _0"></span>W <span class="_ _3"></span>ocen<span class="_ _8"></span>ie <span class="_ _3"></span>Spółki, <span class="_ _0"></span>przyjęta P<span class="_ _0"></span>olityka Wynagrodzeń <span class="_ _3"></span>jest <span class="_ _3"></span>ś<span class="_ _8"></span>ciśle <span class="_ _3"></span>powiązan<span class="_ _8"></span>a <span class="_ _3"></span>ze <span class="_ _0"></span>strategią <span class="_ _3"></span>S<span class="_ _8"></span>półki, </div><div class="t m0 x2 h8 y995 ff2 fs3 fc0 sc0 ls0 ws0">jej <span class="_ _1e"> </span>celami <span class="_ _1e"> </span>krótko<span class="_ _8"></span><span class="ff1">- <span class="_ _1e"> </span>i <span class="_ _1e"> </span></span>dług<span class="_ _8"></span>oterminowymi, <span class="_ _1e"> </span>dł<span class="_ _8"></span>ugoterminowymi <span class="_ _1e"> </span>i<span class="_ _8"></span>nteresami <span class="_ _1e"> </span>i <span class="_ _1e"> </span>wy<span class="_ _8"></span>nikami, <span class="_ _1e"> </span>a <span class="_ _1e"> </span>także <span class="_ _1e"> </span>uwzg<span class="_ _8"></span>lędnia </div><div class="t m0 x2 h8 y996 ff2 fs3 fc0 sc0 ls0 ws0">rozwiązania <span class="_ _7"> </span>służące <span class="_ _7"> </span>unikaniu <span class="_ _7"> </span>dyskryminacji <span class="_ _7"> </span>z <span class="_ _7"> </span>jakichkolwiek <span class="_ _7"> </span>przy<span class="_ _8"></span>czyn. <span class="_ _7"> </span>Opis <span class="_ _6"> </span>stos<span class="_ _8"></span>owania <span class="_ _7"> </span>powyższej <span class="_ _7"> </span>zasady </div><div class="t m0 x2 hb yae8 ff2 fs3 fc0 sc0 ls0 ws0">został podany w wyj<span class="_ _8"></span>aśnieniu o niestosowan<span class="_ _8"></span>iu zasady <span class="_ _8"></span><span class="ff6">VI.R.1.<span class="_ _8"></span> </span></div><div class="t m0 x2 hb ycd7 ff2 fs3 fc0 sc0 ls0 ws0">Spółka <span class="_ _2b"> </span><span class="ff6">w <span class="_ _13"> </span>okresie <span class="_ _13"> </span><span class="ls22">od</span> <span class="_ _2b"> </span>01<span class="_ _8"></span>.07.2021 <span class="_ _13"> </span>r. <span class="_ _2b"> </span>do <span class="_ _13"> </span>31.12.2021<span class="_ _8"></span> <span class="_ _2b"> </span>r</span>. <span class="_ _2b"> </span>s<span class="_ _8"></span>tosowała <span class="_ _2b"> </span>z<span class="_ _8"></span>asady <span class="_ _2b"> </span>ła<span class="_ _8"></span>du <span class="_ _2b"> </span>korporacyj<span class="_ _8"></span>nego <span class="_ _2b"> </span>spółek </div><div class="t m0 x2 h8 y65e ff2 fs3 fc0 sc0 ls0 ws0">notowanych na G<span class="_ _8"></span>łównym Rynk<span class="_ _8"></span>u GPW<span class="ff1"> </span>–<span class="_ _8"></span><span class="ff1"> </span>„Dobre Prak<span class="_ _8"></span>tyki Spółek Notow<span class="_ _8"></span>anych na G<span class="_ _8"></span>PW 2021” <span class="_ _8"></span><span class="ff1">(Dobre Prak<span class="_ _8"></span>tyki </span></div><div class="t m0 x2 h8 ycd8 ff1 fs3 fc0 sc0 ls0 ws0">2021, <span class="_ _13"> </span>DP<span class="_ _8"></span>SN2021) <span class="_ _12"> </span>z <span class="_ _12"> </span><span class="ff2">odstęps<span class="_ _8"></span>twami <span class="_ _13"> </span>o <span class="_ _12"> </span>który<span class="_ _8"></span>ch <span class="_ _12"> </span>Emitent <span class="_ _13"> </span>p<span class="_ _8"></span>oinformował <span class="_ _12"> </span>w <span class="_ _12"> </span>rapor<span class="_ _8"></span>cie <span class="_ _12"> </span></span>z<span class="_ _8"></span> <span class="_ _13"> </span>dnia <span class="_ _12"> </span>28.07.202<span class="_ _8"></span>1 <span class="_ _12"> </span>r. </div><div class="t m0 x2 h8 y38 ff1 fs3 fc0 sc0 ls0 ws0">przekazanym przez s<span class="_ _8"></span>ystem EBI. <span class="_ _8"></span> </div><div class="t m0 x2 h8 y59b ff2 fs3 fc0 sc0 ls0 ws0">Odstępstwa<span class="ff1"> </span>dotycz<span class="_ _8"></span>ą następujących zas<span class="_ _8"></span>ad:<span class="ff1"> </span></div><div class="t m0 x2 hb ycd9 ff6 fs3 fc0 sc0 ls11 ws0">1.2. <span class="_ _f"></span><span class="ls0"> <span class="_ _8"></span><span class="ls24">Sp</span><span class="ff5">ółka <span class="_ _6"></span>umoż</span>liwia <span class="_ _f"></span>za<span class="_ _8"></span>poznanie <span class="_ _f"></span>si<span class="_ _8"></span><span class="ff5">ę</span> <span class="_ _f"></span>z <span class="_ _6"></span>osi<span class="ff5">ą</span><span class="ls22">gni</span><span class="ff5">ę</span>tymi <span class="_ _f"></span>prz<span class="_ _8"></span>ez <span class="_ _f"></span>ni<span class="ff5">ą</span> <span class="_ _6"></span>wynikami <span class="_ _f"></span>f<span class="_ _8"></span>inansowymi <span class="_ _f"></span>z<span class="_ _8"></span>awartymi <span class="_ _f"></span>w </span></div><div class="t m0 x3a hb ycda ff6 fs3 fc0 sc0 ls0 ws0">raporcie okresowym<span class="_ _8"></span> w mo<span class="ff5">ż</span>liwie najkr<span class="ff5">ó</span>tsz<span class="_ _8"></span>ym czasie po z<span class="_ _8"></span>ako<span class="ff5">ń</span>czeniu okresu <span class="_ _8"></span>sprawozdawczego, a<span class="_ _8"></span> </div><div class="t m0 x3a hb ycdb ff6 fs3 fc0 sc0 lsd ws0">je<span class="ff5 ls0">ż<span class="ff6">eli  z  uzasadnionych <span class="_ _11"> </span>p<span class="_ _8"></span>owod<span class="_ _8"></span></span>ó<span class="ff6">w  nie  jest  to  mo<span class="_ _8"></span></span>ż<span class="ff6">liwe,  jak  najszyb<span class="_ _8"></span>ciej  publikuje  co  najmni<span class="_ _8"></span>ej </span></span></div><div class="t m0 x3a hb ycdc ff6 fs3 fc0 sc0 ls0 ws0">wstepne szacunkow<span class="_ _8"></span>e wyniki finansowe.<span class="_ _8"></span> </div><div class="t m0 x2 h8 ycdd ff2 fs3 fc0 sc0 ls0 ws0">Komentarz <span class="_ _c"></span>Spółki:<span class="ff1"> <span class="_ _f"></span></span>Zasada <span class="_ _c"></span>jest <span class="_ _c"></span>s<span class="_ _8"></span>tosowana <span class="_ _c"></span>w <span class="_ _c"></span>odniesie<span class="_ _8"></span>niu <span class="_ _c"></span>do <span class="_ _c"></span>raportu <span class="_ _c"></span>śródr<span class="_ _8"></span>ocznego. <span class="_ _c"></span>Poc<span class="_ _8"></span>ząwszy <span class="_ _c"></span>od <span class="_ _c"></span>publikacj<span class="_ _8"></span>i </div><div class="t m0 x2 h8 y594 ff2 fs3 fc0 sc0 ls0 ws0">raportu <span class="_ _8"></span>rocznego <span class="_ _8"></span>z<span class="_ _8"></span>a <span class="_ _8"></span>2021 <span class="_ _8"></span>rok <span class="_ _8"></span>s<span class="_ _8"></span>półka <span class="_ _8"></span>wdroży <span class="_ _8"></span>zastosow<span class="_ _8"></span>anie <span class="_ _8"></span>tej <span class="_ _8"></span>zasady<span class="_ _8"></span> <span class="_ _8"></span>w <span class="_ _8"></span>odniesieniu <span class="_ _8"></span>do <span class="_ _8"></span>ws<span class="_ _8"></span>zystkich <span class="_ _8"></span>r<span class="_ _8"></span>aportów </div><div class="t m0 x2 h8 ycde ff1 fs3 fc0 sc0 ls0 ws0">okresowych. </div><div class="t m0 xbc hb ycdf ff6 fs3 fc0 sc0 ls11 ws0">1.3.<span class="ls0"> <span class="_ _29"> </span>W  swojej  strategii  bizn<span class="_ _8"></span>esowej  sp<span class="_ _8"></span><span class="ff5">ółka  uwzgl<span class="_ _8"></span>ę</span>dnia  r<span class="ff5">ó</span>wnie<span class="ff5">ż</span>  te<span class="_ _8"></span>matyk<span class="ff5">ę</span> <span class="_ _2b"> </span>ESG,  w  szczeg<span class="ff5">ó</span>lno<span class="_ _8"></span><span class="ff5">ś</span>ci </span></div><div class="t m0 x138 hb yc7f ff6 fs3 fc0 sc0 ls0 ws0">obejmuj<span class="ff5">ą</span>c<span class="ff5">ą</span><span class="ls13">: </span> </div><div class="t m0 x138 hb ya0f ff6 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 xbc hb yce0 ff6 fs3 fc0 sc0 ls0 ws0">1.3.1. <span class="_ _2"></span>z<span class="_ _8"></span>agadnienia <span class="_ _2b"> </span><span class="ff5">ś</span>rodowis<span class="_ _8"></span>kowe, <span class="_ _2b"> </span>zawie<span class="_ _8"></span>raj<span class="ff5">ą</span>ce<span class="_ _8"></span> <span class="_ _2b"> </span>mierniki <span class="_ _2b"> </span>i <span class="_ _2b"> </span>ryzyk<span class="_ _8"></span>a <span class="_ _2b"> </span>zwi<span class="ff5">ą</span>zan<span class="_ _8"></span>e <span class="_ _2b"> </span>ze <span class="_ _2b"> </span>zmianami<span class="_ _8"></span> <span class="_ _2b"> </span>klimatu <span class="_ _2b"> </span>i<span class="_ _8"></span> </div><div class="t m0 x138 hb yce1 ff6 fs3 fc0 sc0 ls0 ws0">zagadnienia zr<span class="ff5">ó</span>wnow<span class="_ _8"></span>a<span class="ff5">ż</span>o<span class="_ _8"></span>nego rozwoju; <span class="_ _8"></span> </div><div class="t m0 xbc hb yce2 ff6 fs3 fc0 sc0 ls0 ws0">1.3.2. <span class="_ _2"></span><span class="ff5">sprawy <span class="_ _12"> </span>społeczne <span class="_ _13"> </span>i <span class="_ _2b"> </span>p<span class="_ _8"></span>racownicz<span class="_ _8"></span>e, <span class="_ _2b"> </span>dotycz<span class="_ _8"></span>ą<span class="ff6">ce <span class="_ _13"> </span>m.i<span class="_ _8"></span>n. <span class="_ _2b"> </span>p<span class="_ _8"></span>odejmowanych <span class="_ _13"> </span>i <span class="_ _2b"> </span>p<span class="_ _8"></span>lanowa<span class="_ _8"></span></span>nych <span class="_ _13"> </span>działań<span class="_ _8"></span><span class="ff6"> </span></span></div><div class="t m0 x138 hb yce3 ff6 fs3 fc0 sc0 ls0 ws0">maj<span class="ff5">ą</span>cych <span class="_ _31"> </span>na <span class="_ _17"> </span>celu <span class="_ _31"> </span>zapewnienie <span class="_ _17"> </span>r<span class="ff5">ównou<span class="_ _8"></span>prawnienia <span class="_ _31"> </span>płci, <span class="_ _17"> </span>należ<span class="_ _8"></span></span>ytych <span class="_ _31"> </span>w<span class="_ _8"></span>arunk<span class="ff5">ó</span>w <span class="_ _31"> </span>prac<span class="_ _8"></span>y, </div><div class="t m0 x138 hb yce4 ff6 fs3 fc0 sc0 ls0 ws0">poszanowania praw p<span class="_ _8"></span>racownik<span class="_ _8"></span><span class="ff5">ów, dialogu ze społecz<span class="_ _8"></span>noś</span>ciami lok<span class="_ _8"></span>alnymi, relacj<span class="_ _8"></span>i z klientami. <span class="_ _8"></span> </div><div class="t m0 x2 h132 y17 ff15 fs4 fce sc0 ls0 ws0"> </div><div class="t m0 x2 h8 yce5 ff2 fs3 fc0 sc0 ls0 ws0">Komentarz  Spółki:<span class="ff1"> <span class="_ _21"> </span>Z<span class="_ _8"></span>asada <span class="_ _21"> </span>j<span class="_ _8"></span>est <span class="_ _21"> </span>stos<span class="_ _8"></span>owana <span class="_ _28"> </span>w  odniesieniu <span class="_ _21"> </span>tematyk<span class="_ _8"></span>i <span class="_ _21"> </span>E<span class="_ _8"></span>S<span class="_ _8"></span><span class="ls23">G <span class="_ _28"> </span></span></span>–<span class="ff1"> <span class="_ _28"> </span>pkt <span class="_ _21"> </span>1.3<span class="_ _8"></span>.2.  - <span class="_ _21"> </span></span>Spółka<span class="_ _8"></span> <span class="_ _21"> </span>publikuj<span class="_ _8"></span>e </div><div class="t m0 x2 h8 y380 ff2 fs3 fc0 sc0 ls0 ws0">przedmiotowe inform<span class="_ _8"></span>acje w coroc<span class="_ _8"></span>znych raportach na t<span class="_ _8"></span>emat informacji niefinanso<span class="_ _8"></span>wych. Począwszy<span class="_ _8"></span> od raportu </div><div class="t m0 x2 h8 y381 ff1 fs3 fc0 sc0 ls0 ws0">za 2021 rok zakres<span class="_ _8"></span> przedstawianyc<span class="_ _8"></span>h informacji zostanie posz<span class="_ _8"></span>erzony o zagadnieni<span class="_ _8"></span>a z pkt. 1.3.1. <span class="_ _c"></span> </div><div class="t m0 x2 h55 y1a2 ff9 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hb y8c1 ff6 fs3 fc0 sc0 ls11 ws0">1.4.<span class="ls0"> <span class="_ _15"> </span>W <span class="_ _28"> </span>celu  zapewnienia <span class="_ _21"> </span>nale<span class="_ _8"></span><span class="ff5">ż</span>ytej <span class="_ _28"> </span>komunikacji <span class="_ _28"> </span>z <span class="_ _21"> </span>int<span class="_ _8"></span>eresariusz<span class="_ _8"></span>ami, <span class="_ _21"> </span>w  zakresie <span class="_ _21"> </span>prz<span class="_ _8"></span>yj<span class="ff5">ę</span>t<span class="_ _8"></span>ej <span class="_ _21"> </span>strat<span class="_ _8"></span>egii </span></div><div class="t m0 x138 hb y8c2 ff6 fs3 fc0 sc0 ls0 ws0">biznesowej  sp<span class="ff5">ółka  zamieszcz<span class="_ _8"></span>a  na  swojej <span class="_ _28"> </span>stronie  internetow<span class="_ _8"></span>ej  informacje  na <span class="_ _28"> </span>temat  zało<span class="_ _c"></span>ż</span>e<span class="ff5">ń</span> </div><div class="t m0 x138 hb yce6 ff6 fs3 fc0 sc0 ls0 ws0">posiadanej <span class="_ _31"> </span>strategii, <span class="_ _31"> </span>mierzalny<span class="_ _8"></span>ch <span class="_ _31"> </span>cel<span class="ff5">ów, <span class="_ _31"> </span>w<span class="_ _8"></span> <span class="_ _31"> </span>tym <span class="_ _31"> </span>zwłaszcza <span class="_ _31"> </span>celów<span class="_ _8"></span> <span class="_ _31"> </span>długoterminow<span class="_ _8"></span></span>ych, </div><div class="t m0 x138 hb y3b2 ff5 fs3 fc0 sc0 ls0 ws0">planowanych <span class="_ _12"> </span>dział<span class="_ _8"></span>ań<span class="ff6"> <span class="_ _12"> </span>or<span class="_ _8"></span>az <span class="_ _12"> </span>post</span>ę<span class="ff6">p</span>ó<span class="_ _8"></span><span class="ff6">w <span class="_ _12"> </span>w <span class="_ _12"> </span>jej <span class="_ _1e"> </span>realizacji, <span class="_ _12"> </span>ok<span class="_ _8"></span>re</span>ś<span class="ff6">lonych <span class="_ _1e"> </span>za <span class="_ _12"> </span>pomo<span class="_ _8"></span>c</span>ą<span class="ff6"> <span class="_ _12"> </span>miernik</span>ó<span class="ff6">w<span class="_ _8"></span>, </span></div><div class="t m0 x138 hb y3b3 ff6 fs3 fc0 sc0 ls0 ws0">finansowych i niefinanso<span class="_ _8"></span>wych. Informa<span class="_ _8"></span>cje na temat strategii w<span class="_ _8"></span> obszarze ES<span class="_ _8"></span>G powinny m.in.:<span class="_ _c"></span> </div><div class="t m0 x138 hb y3b4 ff6 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hb y3b5 ff6 fs3 fc0 sc0 ls0 ws0">1.4.1. <span class="_ _c"></span>obja<span class="ff5">ś</span>nia<span class="ff5">ć</span>, <span class="_ _12"> </span>w<span class="_ _8"></span> <span class="_ _12"> </span>jaki <span class="_ _12"> </span>spos<span class="_ _8"></span><span class="ff5">ó</span>b <span class="_ _12"> </span>w <span class="_ _1e"> </span>procesach <span class="_ _12"> </span>decyzyj<span class="_ _8"></span>nych <span class="_ _12"> </span>w <span class="_ _12"> </span>sp<span class="_ _8"></span><span class="ff5">ółce <span class="_ _12"> </span>i <span class="_ _1e"> </span>podmi<span class="_ _8"></span></span>otach <span class="_ _12"> </span>z <span class="_ _12"> </span>jej <span class="_ _12"> </span>grup<span class="_ _8"></span>y </div><div class="t m0 x138 hb y3b6 ff6 fs3 fc0 sc0 ls0 ws0">uwzgl<span class="ff5">ę</span>dniane s<span class="ff5">ą</span> <span class="_ _8"></span>kwestie zw<span class="_ _8"></span>i<span class="ff5">ą</span>zane ze zmian<span class="ff5">ą</span> <span class="_ _8"></span>klimatu, wskazuj<span class="_ _8"></span><span class="ff5">ą</span>c na wynikaj<span class="_ _8"></span><span class="ff5">ą</span>ce z tego ryzyk<span class="_ _8"></span>a;  </div><div class="t m0 x2 hb y3b7 ff6 fs3 fc0 sc0 ls0 ws0">1.4.2. <span class="_ _c"></span>przedstawia<span class="ff5">ć<span class="_ _8"></span></span> <span class="_ _1b"> </span>wa<span class="_ _8"></span>rto<span class="ff5">ść</span> <span class="_ _d"> </span>wska<span class="ff5">ź</span>nika <span class="_ _1b"> </span>r<span class="ff5">ó</span>w<span class="_ _8"></span>no<span class="ff5">ś</span>ci <span class="_ _d"> </span>wynagrodze<span class="ff5">ń</span> <span class="_ _d"> </span><span class="ff5">wypłacanych<span class="_ _8"></span> <span class="_ _1b"> </span>jej <span class="_ _d"> </span>pracownikom,<span class="_ _8"></span> </span></div><div class="t m0 x138 hb y3b8 ff6 fs3 fc0 sc0 ls0 ws0">obliczanego <span class="_ _2b"> </span>jako <span class="_ _13"> </span>procento<span class="_ _8"></span>wa <span class="_ _2b"> </span>r<span class="_ _8"></span><span class="ff5">óż</span>nica <span class="_ _2b"> </span>pomi<span class="_ _8"></span><span class="ff5">ę</span>dzy <span class="_ _13"> </span><span class="ff5">ś</span><span class="ls40">re</span>dnim <span class="_ _2b"> </span>mie<span class="_ _8"></span>si<span class="ff5">ę</span>cznym <span class="_ _13"> </span>wynagrodz<span class="_ _8"></span>eniem <span class="_ _2b"> </span>(z </div><div class="t m0 x138 hb y3b9 ff6 fs3 fc0 sc0 ls0 ws0">uwzgl<span class="ff5">ę</span>dnieniem  premii,  nagr<span class="ff5">ó</span>d  i <span class="_ _21"> </span>innych  dodatk<span class="ff5">ó</span>w)  kobiet  i <span class="_ _21"> </span>m<span class="ff5">ęż</span>czyzn<span class="_ _8"></span> <span class="_ _28"> </span>za  ostatni <span class="_ _21"> </span>rok,  oraz </div><div class="t m0 x138 hb y3ba ff6 fs3 fc0 sc0 ls0 ws0">przedstawia<span class="ff5">ć</span> <span class="ff5">inf<span class="_ _8"></span>ormacje o<span class="_ _8"></span> działaniach po<span class="_ _8"></span>dję</span>tych <span class="_ _8"></span>w celu li<span class="_ _8"></span>kwidacji ew<span class="_ _8"></span>entualnych <span class="_ _8"></span>nier<span class="ff5">ó</span>wno<span class="_ _8"></span><span class="ff5">ś</span>ci w </div><div class="t m0 x138 hb y3bb ff6 fs3 fc0 sc0 ls0 ws0">tym zakresie, w<span class="_ _8"></span>raz z prez<span class="_ _8"></span>entacj<span class="ff5">ą<span class="_ _8"></span></span> ryzyk z tym z<span class="_ _8"></span>wi<span class="ff5">ą</span>zanych o<span class="_ _8"></span>raz horyz<span class="_ _8"></span>ontem czasowym, w<span class="_ _8"></span> kt<span class="_ _8"></span><span class="ff5">ó</span>rym </div><div class="t m0 x138 hb y3bc ff6 fs3 fc0 sc0 ls0 ws0">planowane jest doprow<span class="_ _8"></span>adzenie do r<span class="_ _8"></span><span class="ff5">ó</span>wno<span class="ff5">ś</span>ci<span class="_ _8"></span>.  </div><div class="t m0 x2 h55 yce7 ff9 fs4 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf7b" class="pf w0 h0" ><div class="pc pc7b w0 h0"><img class="bi x4 y2a w3 hcd" alt="" src="data:image/png;base64,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"/><div class="c x0 y1 w2 h0"><div class="t m0 x105 h6 y991 ff4 fs2 fc2 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI GRUPY KAPITAŁOWEJ <span class="ff3">MIRBUD ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc3"> </span></span></div><div class="t m0 x6 h4 y992 ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y2d wda h40"><div class="t m0 x32 h8 y22e ff2 fs3 fc2 sc0 ls0 ws0">Grupa Kapitałowa MIR<span class="_ _8"></span>BUD<span class="ff1"> <span class="ls6">| <span class="_ _8"></span></span></span>Wskazanie zasad <span class="_ _8"></span>ładu korporacy<span class="_ _8"></span>jnego, które nie były prz<span class="_ _8"></span>ez </div><div class="t m0 x102 h8 y2e ff2 fs3 fc2 sc0 ls0 ws0">Spółkę stosowane, wraz<span class="_ _8"></span> ze wskazaniem j<span class="_ _8"></span>akie były okoliczności <span class="_ _8"></span>i przyczyny<span class="_ _8"></span> nie </div><div class="t m0 x1be h8 y2f ff1 fs3 fc2 sc0 ls0 ws0">zastosowania dan<span class="_ _8"></span>ej zasady </div></div><div class="c x9 y2d wdb h40"><div class="t m0 xa h4 y193 ff3 fs1 fc4 sc0 ls0 ws0">123 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h4 y31 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y993 ff2 fs3 fc0 sc0 ls0 ws0">Komentarz Spółki:<span class="ff1"> Zasada nie <span class="_ _3"></span>j<span class="_ _8"></span>est stosowana. W <span class="_ _0"></span>zakresie pkt 1.4.1 <span class="ff2">–</span> 1.4.2 - <span class="ff2">S<span class="_ _0"></span>półka począwszy od raportu za </span></span></div><div class="t m0 x2 h8 y994 ff1 fs3 fc0 sc0 ls0 ws0">rok <span class="_ _14"> </span>2021 <span class="_ _1a"> </span>poszerz<span class="_ _8"></span>y <span class="_ _14"> </span>zakr<span class="_ _8"></span>es <span class="_ _14"> </span>przedstaw<span class="_ _8"></span>ianyc<span class="_ _8"></span>h <span class="_ _14"> </span>inform<span class="_ _8"></span>acji <span class="_ _14"> </span>w <span class="_ _1a"> </span>corocz<span class="_ _8"></span>nych <span class="_ _14"> </span>raport<span class="_ _8"></span>ach <span class="_ _14"> </span>na <span class="_ _1a"> </span>temat <span class="_ _1a"> </span>informacji </div><div class="t m0 x2 h8 y995 ff1 fs3 fc0 sc0 ls0 ws0">niefinansowych. <span class="_ _8"></span> </div><div class="t m0 x2 hb y9ea ff6 fs3 fc0 sc0 ls11 ws0">2.1.<span class="ls0"> <span class="_ _40"> </span><span class="ls24">Sp</span><span class="ff5">ółka<span class="_ _8"></span> powinna <span class="_ _3"></span>po<span class="_ _8"></span>siada<span class="_ _8"></span>ć<span class="ff6"> polityk</span>ę<span class="ff6"> r</span>óż<span class="ff6">norodno</span>ś<span class="ff6">ci wobec <span class="_ _0"></span>zarz<span class="ff5">ą</span>du<span class="_ _8"></span> <span class="_ _0"></span>oraz rady nadzorczej, <span class="_ _0"></span>przyj<span class="ff5">ę</span>t<span class="ff5">ą<span class="_ _8"></span></span> </span></span></span></div><div class="t m0 xbe hb y997 ff6 fs3 fc0 sc0 ls0 ws0">odpowiednio <span class="_ _7"> </span>przez <span class="_ _7"> </span>rad<span class="_ _8"></span><span class="ff5">ę</span> <span class="_ _7"> </span>nadzorcz<span class="ff5">ą</span> <span class="_ _7"> </span>lub <span class="_ _7"> </span>walne <span class="_ _7"> </span>zgro<span class="_ _8"></span>madzenie. <span class="_ _7"> </span>Polityka <span class="_ _7"> </span>r<span class="_ _8"></span><span class="ff5">óż</span>norodno<span class="_ _8"></span><span class="ff5">ś</span>ci <span class="_ _7"> </span>okre<span class="ff5">ś</span>la </div><div class="t m0 xbe hb y9eb ff6 fs3 fc0 sc0 ls0 ws0">cele <span class="_ _2b"> </span>i<span class="_ _8"></span> <span class="_ _2b"> </span>kr<span class="_ _8"></span>yteria <span class="_ _2b"> </span>r<span class="_ _8"></span><span class="ff5">óż</span>norod<span class="_ _8"></span>no<span class="ff5">ści <span class="_ _13"> </span>m.in. <span class="_ _13"> </span>w <span class="_ _2b"> </span>t<span class="_ _8"></span>akich <span class="_ _13"> </span>obszarach <span class="_ _13"> </span>jak <span class="_ _13"> </span>płe<span class="_ _8"></span>ć, <span class="_ _13"> </span>kieru<span class="_ _8"></span>nek <span class="_ _2b"> </span>w<span class="_ _8"></span>ykształcenia, </span></div><div class="t m0 xbe hb y9ec ff6 fs3 fc0 sc0 ls0 ws0">specjalistyczna <span class="_ _8"></span>w<span class="_ _8"></span>iedza, <span class="_ _8"></span>wiek <span class="_ _8"></span>o<span class="_ _8"></span>raz <span class="_ _8"></span>do<span class="_ _8"></span><span class="ff5">ś</span>wiadczenie <span class="_ _c"></span>zawodowe, <span class="_ _c"></span>a <span class="_ _8"></span>tak<span class="ff5">ż</span>e <span class="_ _c"></span>wskazuje <span class="_ _8"></span>termin <span class="_ _c"></span>i <span class="_ _8"></span>spos<span class="ff5">ó<span class="_ _8"></span></span><span class="ls22">b </span></div><div class="t m0 xbe hb y9ed ff6 fs3 fc0 sc0 ls0 ws0">monitorowania <span class="_ _f"></span>realizacji <span class="_ _f"></span>tych <span class="_ _c"></span>cel<span class="ff5">ó</span>w. <span class="_ _f"></span>W <span class="_ _c"></span>zakr<span class="_ _8"></span>esie <span class="_ _c"></span>zr<span class="_ _8"></span><span class="ff5">óż</span><span class="ls22">ni</span>cowania <span class="_ _c"></span>p<span class="_ _8"></span>od <span class="_ _c"></span>wzg<span class="_ _8"></span>l<span class="ff5">ędem <span class="_ _c"></span>p<span class="_ _8"></span>łci <span class="_ _c"></span>warunkiem<span class="_ _8"></span> </span></div><div class="t m0 xbe hb y9ee ff6 fs3 fc0 sc0 ls0 ws0">zapewnienia <span class="_ _12"> </span>r<span class="ff5">óż</span>norodno<span class="_ _8"></span><span class="ff5">ś</span>ci <span class="_ _13"> </span>organ<span class="ff5">ó<span class="_ _8"></span></span>w <span class="_ _13"> </span>sp<span class="ff5">ó<span class="_ _8"></span>łki <span class="_ _13"> </span>jest <span class="_ _12"> </span>udział <span class="_ _13"> </span>mn<span class="_ _8"></span>iejszoś<span class="_ _8"></span></span>ci <span class="_ _13"> </span>w <span class="_ _12"> </span>danym <span class="_ _13"> </span>o<span class="_ _8"></span>rganie <span class="_ _12"> </span>na </div><div class="t m0 xbe hb y9ef ff6 fs3 fc0 sc0 ls0 ws0">poziomie nie ni<span class="ff5">ż</span>sz<span class="_ _8"></span>ym ni<span class="ff5">ż</span> 30<span class="_ _8"></span>%.  </div><div class="t m0 x2 h55 yce8 ff9 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y575 ff2 fs3 fc0 sc0 ls0 ws0">Komentarz <span class="_ _f"></span>Spółki:<span class="ff1"> <span class="_ _c"></span>Zasada <span class="_ _f"></span>jest <span class="_ _f"></span>stosowana. <span class="_ _f"></span></span>Spółka <span class="_ _c"></span>pos<span class="_ _8"></span>iada <span class="_ _c"></span>Politykę <span class="_ _f"></span>różnorodności <span class="_ _f"></span>opublikowaną <span class="_ _c"></span>na <span class="_ _6"></span><span class="ff1">stronie </span></div><div class="t m0 x2 h8 y868 ff1 fs3 fc0 sc0 ls0 ws0">https://mirbud.pl/strony/ko<span class="_ _8"></span>deks<span class="_ _8"></span>-etyki-z<span class="_ _8"></span>awodowej-2<span class="ls19">. <span class="_ _f"></span></span><span class="ff2">Zarządzanie <span class="_ _6"></span>różnorodnością <span class="_ _6"></span>w <span class="_ _f"></span>MIRBUD<span class="_ _8"></span> <span class="_ _f"></span>S.A.<span class="_ _8"></span> <span class="_ _f"></span>i <span class="_ _6"></span>spółkach </span></div><div class="t m0 x2 h8 yce9 ff2 fs3 fc0 sc0 ls0 ws0">Grupy <span class="_ _2a"> </span>Kapitałowej <span class="_ _2a"> </span>MIR<span class="_ _8"></span>BUD <span class="_ _2a"> </span>dotycz<span class="_ _8"></span>y <span class="_ _7"> </span>ws<span class="_ _8"></span>zystkich <span class="_ _2a"> </span>pracownikó<span class="_ _8"></span>w <span class="_ _2a"> </span>oraz <span class="_ _2a"> </span>kluczowy<span class="_ _8"></span>ch <span class="_ _7"> </span>s<span class="_ _8"></span>tanowisk. <span class="_ _2a"> </span>Różnoro<span class="_ _8"></span>dność </div><div class="t m0 x2 h8 y559 ff2 fs3 fc0 sc0 ls0 ws0">rozumiana <span class="_ _3"></span>jest <span class="_ _3"></span>w <span class="_ _3"></span>ten<span class="_ _8"></span> <span class="_ _3"></span>sposób, <span class="_ _3"></span>że <span class="_ _3"></span>każdy człowiek <span class="_ _3"></span>jest <span class="_ _3"></span>ważny <span class="_ _3"></span>bez <span class="_ _3"></span>wzg<span class="_ _8"></span>lędu <span class="_ _3"></span>na <span class="_ _3"></span>płeć, <span class="_ _3"></span>w<span class="_ _8"></span>iek, <span class="_ _3"></span>stan <span class="_ _3"></span>zdrow<span class="_ _8"></span>ia, <span class="_ _3"></span>orientację </div><div class="t m0 x2 h8 y55a ff2 fs3 fc0 sc0 ls0 ws0">seksualną, <span class="_ _0"></span>wyznanie, stan <span class="_ _0"></span>cywilny, <span class="_ _3"></span>rasę,<span class="_ _8"></span> <span class="_ _3"></span>k<span class="_ _8"></span>raj <span class="_ _0"></span>pochodzenia czy <span class="_ _3"></span>formę zatrudnienia i<span class="_ _0"></span> przekonania <span class="_ _3"></span>pol<span class="_ _8"></span>ityczne.<span class="_ _c"></span><span class="ff1"> <span class="ls41">W </span></span></div><div class="t m0 x2 h8 y2ba ff2 fs3 fc0 sc0 ls0 ws0">spółkach Grupy Kapita<span class="_ _8"></span>łowej MIRBUD<span class="_ _8"></span> obowiązują zasa<span class="_ _8"></span>dy zarządzania m<span class="_ _8"></span>iejscami p<span class="_ _8"></span><span class="ff1">racy bez dy<span class="_ _8"></span>skryminacji lub </span></div><div class="t m0 x2 h8 ycea ff2 fs3 fc0 sc0 ls0 ws0">niewłaściwych <span class="_ _38"> </span>zachow<span class="_ _8"></span>ań, <span class="_ _38"> </span>które <span class="_ _38"> </span>mogłyby <span class="_ _38"> </span>narus<span class="_ _8"></span>zać <span class="_ _38"> </span>uczciwość <span class="_ _15"> </span>lub <span class="_ _b"> </span>pocz<span class="_ _8"></span>ucie <span class="_ _b"> </span>własnej <span class="_ _38"> </span>war<span class="_ _8"></span>tości </div><div class="t m0 x2 h8 yceb ff2 fs3 fc0 sc0 ls0 ws0">pracowników.<span class="ff1"> <span class="_ _8"></span></span>Polityka <span class="_ _20"> </span>Różnorod<span class="_ _8"></span>ności <span class="_ _20"> </span>Grupy <span class="_ _20"> </span>K<span class="_ _8"></span>apitałowej <span class="_ _20"> </span>MIRBUD <span class="_ _20"> </span>r<span class="_ _8"></span>ealizuje <span class="_ _20"> </span>następ<span class="_ _8"></span>ujące <span class="_ _20"> </span>Cele </div><div class="t m0 x2 h8 ycec ff2 fs3 fc0 sc0 ls0 ws0">Zrównoważonego <span class="_ _7"> </span>Rozwoju <span class="_ _7"> </span>ONZ:<span class="ff1"> <span class="_ _6"> </span>Cel<span class="_ _8"></span> <span class="_ _6"> </span>10 <span class="_ _7"> </span></span>–<span class="ff1"> <span class="_ _6"> </span></span>mniej <span class="_ _7"> </span>nierówności<span class="ff1"> <span class="_ _7"> </span>oraz <span class="_ _6"> </span>Cel <span class="_ _7"> </span>5 <span class="_ _6"> </span></span>–<span class="ff1"> <span class="_ _6"> </span></span>rów<span class="_ _8"></span>ność <span class="_ _6"> </span>płci.<span class="_ _8"></span><span class="ff1"> <span class="_ _6"> </span></span>Ce<span class="_ _8"></span>lami <span class="_ _6"></span>przyjętej<span class="_ _8"></span> </div><div class="t m0 x2 h8 yced ff2 fs3 fc0 sc0 ls0 ws0">Polityki Różnoro<span class="_ _8"></span>dności s<span class="_ _8"></span>ą:<span class="ff1"> <span class="_ _8"></span></span>aktywne <span class="_ _8"></span>zarządza<span class="_ _8"></span>nie różno<span class="_ _8"></span>rodnością w<span class="_ _8"></span> ramach<span class="_ _8"></span> prowa<span class="_ _8"></span>dzonej pol<span class="_ _8"></span>ityki zarządza<span class="_ _8"></span>nia </div><div class="t m0 x2 h8 y12 ff2 fs3 fc0 sc0 ls0 ws0">zasobami lud<span class="_ _0"></span>zkimi, tworzenie <span class="_ _3"></span>otwart<span class="_ _8"></span>ego <span class="_ _0"></span>i <span class="_ _3"></span>r<span class="_ _8"></span>óżnorodnego <span class="_ _0"></span>środowiska pracy;<span class="ff1"> </span>przeciwdziałanie<span class="_ _8"></span> <span class="_ _3"></span>ws<span class="_ _8"></span>zelkim <span class="_ _3"></span>for<span class="_ _8"></span>mom </div><div class="t m0 x2 h8 ycee ff1 fs3 fc0 sc0 ls11 ws0">dy<span class="ls0">skry<span class="_ _8"></span>minacji; <span class="_ _f"></span><span class="ff2">z<span class="_ _8"></span>apewnienie <span class="_ _6"></span>równych <span class="_ _6"></span>szans <span class="_ _6"> </span>w <span class="_ _6"> </span>dostępie <span class="_ _6"></span>do <span class="_ _6"> </span>informacji <span class="_ _6"> </span>o <span class="_ _6"> </span>obowiąz<span class="_ _8"></span>ujących <span class="_ _6"></span>w <span class="_ _f"></span>Gr<span class="_ _8"></span>upie <span class="_ _6"></span>MIRBUD </span></span></div><div class="t m0 x2 h8 ycef ff1 fs3 fc0 sc0 ls0 ws0">standardach <span class="_ _c"></span>etyczny<span class="_ _8"></span>ch<span class="lsd">. <span class="_ _c"></span></span><span class="ff2">Polityka <span class="_ _8"></span>G<span class="_ _8"></span>rupy <span class="_ _c"></span>Kapitałowej <span class="_ _c"></span>MI<span class="_ _8"></span>RBUD <span class="_ _c"></span>nie <span class="_ _8"></span>s<span class="_ _8"></span>tawia <span class="_ _c"></span>żadnych <span class="_ _c"></span>barier <span class="_ _c"></span>ze <span class="_ _c"></span>względ<span class="_ _8"></span>u <span class="_ _8"></span>na <span class="_ _c"></span>płeć, </span></div><div class="t m0 x2 h8 y2a2 ff2 fs3 fc0 sc0 ls0 ws0">wiek, <span class="_ _12"> </span>stan <span class="_ _12"> </span>zdr<span class="_ _8"></span>owia, <span class="_ _12"> </span>orientacj<span class="_ _8"></span>ę <span class="_ _12"> </span>seksualną, <span class="_ _12"> </span>wy<span class="_ _8"></span>znanie, <span class="_ _12"> </span>stan<span class="_ _8"></span><span class="ff1"> <span class="_ _12"> </span></span>c<span class="_ _8"></span>ywilny, <span class="_ _12"> </span>rasę, <span class="_ _12"> </span>kr<span class="_ _8"></span>aj <span class="_ _12"> </span>pochodzenia <span class="_ _12"> </span>c<span class="_ _8"></span>zy <span class="_ _12"> </span>formę </div><div class="t m0 x2 h8 y2a3 ff2 fs3 fc0 sc0 ls0 ws0">zatrudnienia <span class="_ _7"> </span>i <span class="_ _2a"> </span>przekonania <span class="_ _2a"> </span>polityczne. <span class="_ _7"> </span>MIR<span class="_ _8"></span>BUD <span class="_ _7"> </span>S.A. <span class="_ _2a"> </span>oraz <span class="_ _7"> </span>spółki <span class="_ _7"> </span>z <span class="_ _2a"> </span>Grupy <span class="_ _7"> </span>Kap<span class="_ _8"></span>itałowej <span class="_ _7"> </span>MIRBUD <span class="_ _2a"> </span>dokładają </div><div class="t m0 x2 h8 y2a4 ff2 fs3 fc0 sc0 ls0 ws0">również <span class="_ _0"></span>wszelkich <span class="_ _0"></span>starań, <span class="_ _3"></span>a<span class="_ _8"></span>by <span class="_ _3"></span>zapewn<span class="_ _8"></span>ić <span class="_ _3"></span>równy udział <span class="_ _3"></span>kobiet <span class="_ _0"></span>i <span class="_ _3"></span>mężcz<span class="_ _8"></span>yzn <span class="_ _0"></span>w <span class="_ _3"></span>pełnieniu funkcji <span class="_ _3"></span>Zarządu i<span class="_ _0"></span> <span class="_ _3"></span>pe<span class="_ _8"></span>łnieniu </div><div class="t m0 x2 h8 ya66 ff1 fs3 fc0 sc0 lsd ws0">fun<span class="ff2 ls0">kcji <span class="_ _3"></span>cz<span class="_ _8"></span>łonków <span class="_ _3"></span>Rad <span class="_ _0"></span>Nadzorczy<span class="_ _8"></span>ch <span class="_ _3"></span>w <span class="_ _3"></span>spółkach.<span class="_ _8"></span><span class="ff1">  <span class="_ _3"></span><span class="ff2">Z<span class="_ _8"></span>e <span class="_ _3"></span>wz<span class="_ _8"></span>ględu <span class="_ _3"></span>na <span class="_ _3"></span>z<span class="_ _8"></span>różnicowanie <span class="_ _3"></span>se<span class="_ _8"></span>gmentów <span class="_ _3"></span>dz<span class="_ _8"></span>iałalności S<span class="_ _0"></span>półek </span></span></span></div><div class="t m0 x2 h8 y911 ff2 fs3 fc0 sc0 ls0 ws0">z <span class="_ _7"> </span>Grupy <span class="_ _7"> </span>Kapitałowej <span class="_ _7"> </span>MIRBUD <span class="_ _7"> </span>oraz<span class="_ _8"></span> <span class="_ _7"> </span>fakt, <span class="_ _7"> </span>że <span class="_ _7"> </span>wiodącą <span class="_ _7"> </span>działalnością <span class="_ _7"> </span>jest <span class="_ _7"> </span>seg<span class="_ _8"></span>ment <span class="_ _7"> </span>budowlano <span class="_ _28"> </span>–<span class="ff1"> <span class="_ _7"> </span></span>montażowy </div><div class="t m0 x2 h8 y2a7 ff2 fs3 fc0 sc0 ls0 ws0">wymagający wyks<span class="_ _8"></span>ztałcenia i u<span class="_ _8"></span>prawnień typowo<span class="_ _8"></span> technicz<span class="_ _8"></span>nych,<span class="_ _8"></span><span class="ff1"> </span>analiza wyp<span class="_ _8"></span>ełniania założeń do<span class="_ _8"></span>brych praktyk<span class="_ _8"></span> w </div><div class="t m0 x2 h8 y2a8 ff2 fs3 fc0 sc0 ls0 ws0">zakresie <span class="_ _2a"> </span>zatrudn<span class="_ _8"></span>ienia <span class="_ _2a"> </span>w <span class="_ _2a"> </span>or<span class="_ _8"></span>ganach <span class="_ _2a"> </span>zarz<span class="_ _8"></span>ądczych <span class="_ _2a"> </span>odby<span class="_ _8"></span>wa <span class="_ _2a"> </span>się <span class="_ _2a"> </span>łącz<span class="_ _8"></span>nie <span class="_ _2a"> </span>dla <span class="_ _2a"> </span>wszy<span class="_ _8"></span>stkich <span class="_ _2a"> </span>Spółek <span class="_ _2a"> </span>z<span class="_ _8"></span> <span class="_ _2a"> </span>Grupy.<span class="_ _c"></span><span class="ff1"> <span class="_ _8"></span>Przy </span></div><div class="t m0 x2 h8 y2a9 ff2 fs3 fc0 sc0 ls0 ws0">wyborze <span class="_ _7"> </span>i <span class="_ _7"> </span>pow<span class="_ _8"></span>oływaniu <span class="_ _7"> </span>cz<span class="_ _8"></span>łonków <span class="_ _7"> </span>Zarządu <span class="_ _2a"> </span>oraz <span class="_ _7"> </span>proponow<span class="_ _8"></span>aniu <span class="_ _7"> </span>kandydatur <span class="_ _2a"> </span>na <span class="_ _7"> </span>cz<span class="_ _8"></span>łonków <span class="_ _7"> </span>Rady <span class="_ _7"> </span>Nadz<span class="_ _8"></span>orczej </div><div class="t m0 x2 h8 ycf0 ff2 fs3 fc0 sc0 ls0 ws0">MIRBUD <span class="_ _3"></span>przy<span class="_ _8"></span>kłada <span class="_ _3"></span>się <span class="_ _3"></span>uwa<span class="_ _8"></span>gę <span class="_ _3"></span>do <span class="_ _3"></span>kwestii <span class="_ _3"></span>r<span class="_ _8"></span>óżnorodności<span class="_ _8"></span>.<span class="ff1"> </span>Decy<span class="_ _8"></span>dując <span class="_ _3"></span>o <span class="_ _3"></span>sk<span class="_ _8"></span>ładzie <span class="_ _3"></span>Zarządu, <span class="_ _3"></span>R<span class="_ _8"></span>ada <span class="_ _3"></span>Nadzorcz<span class="_ _8"></span>a <span class="_ _3"></span>dąży </div><div class="t m0 x2 h8 ycf1 ff2 fs3 fc0 sc0 ls0 ws0">do <span class="_ _c"></span>zapewnienia <span class="_ _c"></span>jego <span class="_ _c"></span>różno<span class="_ _8"></span>rodności <span class="_ _c"></span>w <span class="_ _c"></span>szcz<span class="_ _8"></span>ególności <span class="_ _c"></span>w <span class="_ _c"></span>odniesieniu <span class="_ _c"></span>do <span class="_ _c"></span>wieku, <span class="_ _c"></span>w<span class="_ _8"></span>yksz<span class="_ _8"></span>tałcenia, <span class="_ _8"></span>doświa<span class="_ _8"></span>dczenia </div><div class="t m0 x2 h8 y2ac ff2 fs3 fc0 sc0 ls0 ws0">zawodowego <span class="_ _c"></span>i <span class="_ _c"></span>udziału <span class="_ _c"></span>kobiet.<span class="_ _8"></span><span class="ff1"> </span>W <span class="_ _c"></span>odniesieniu <span class="_ _c"></span>do <span class="_ _c"></span>składu <span class="_ _c"></span>Rady <span class="_ _c"></span>Nadzo<span class="_ _8"></span>rcz<span class="_ _8"></span>ej, <span class="_ _8"></span>s<span class="_ _8"></span>truktura <span class="_ _8"></span>wi<span class="_ _8"></span>ekowa <span class="_ _8"></span>cz<span class="_ _8"></span>łonków <span class="_ _c"></span>Rady </div><div class="t m0 x2 h8 yb87 ff2 fs3 fc0 sc0 ls0 ws0">powinna <span class="_ _8"></span>być <span class="_ _8"></span>różnorodna. <span class="_ _8"></span>Ponadto <span class="_ _8"></span>dąży <span class="_ _8"></span>się d<span class="_ _8"></span>o teg<span class="_ _8"></span>o, a<span class="_ _8"></span>by <span class="_ _8"></span>jej <span class="_ _8"></span>członkowie pos<span class="_ _8"></span>iadali <span class="_ _8"></span>odpowiednie <span class="_ _8"></span>wykształcen<span class="_ _8"></span>ie </div><div class="t m0 x2 h8 yb88 ff2 fs3 fc0 sc0 ls0 ws0">i <span class="_ _3"></span>dośw<span class="_ _8"></span>iadczenie <span class="_ _0"></span>zawodowe.<span class="_ _8"></span> <span class="_ _3"></span>Zwr<span class="_ _8"></span>aca <span class="_ _3"></span>się ponadto <span class="_ _3"></span>uw<span class="_ _8"></span>agę na <span class="_ _3"></span>kwestię odpowiedniego <span class="_ _0"></span>udziału <span class="_ _3"></span>ko<span class="_ _8"></span>biet. S<span class="_ _0"></span>kład <span class="_ _0"></span>Rady </div><div class="t m0 x2 h8 yb89 ff1 fs3 fc0 sc0 ls0 ws0">Nadzorcze<span class="ff2">j <span class="_ _2a"> </span>uwzględnia <span class="_ _2a"> </span>ide<span class="_ _8"></span>e <span class="_ _7"> </span>leżące <span class="_ _2a"> </span>u <span class="_ _2a"> </span>podst<span class="_ _8"></span>aw <span class="_ _7"> </span>pol<span class="_ _8"></span>ityki <span class="_ _7"> </span>róż<span class="_ _8"></span>norodności. <span class="_ _7"> </span>W <span class="_ _2a"> </span>R<span class="_ _8"></span>adzie <span class="_ _7"> </span>Nadzorc<span class="_ _8"></span>zej <span class="_ _2a"> </span>są <span class="_ _2a"> </span>zarówno </span></div><div class="t m0 x2 h8 y587 ff2 fs3 fc0 sc0 ls0 ws0">reprezentanci <span class="_ _8"></span>ak<span class="_ _8"></span>cjonariuszy<span class="_ _8"></span>, <span class="_ _8"></span>jak <span class="_ _c"></span>również <span class="_ _c"></span>osoby <span class="_ _8"></span>z<span class="_ _8"></span> <span class="_ _8"></span>sz<span class="_ _8"></span>eroką <span class="_ _8"></span>wiedz<span class="_ _8"></span>ą <span class="_ _8"></span>i <span class="_ _c"></span>doświadczen<span class="_ _8"></span>iem <span class="_ _8"></span>w <span class="_ _c"></span>zakres<span class="_ _8"></span>ie <span class="_ _8"></span>orga<span class="_ _8"></span>nizacji <span class="_ _8"></span>i<span class="_ _8"></span> </div><div class="t m0 x2 h8 ycf2 ff2 fs3 fc0 sc0 ls0 ws0">zarządzania, budownictwa <span class="_ _3"></span>j<span class="_ _8"></span>ak <span class="_ _0"></span>i <span class="_ _0"></span>ekonomii.<span class="ff1"> </span>C<span class="_ _8"></span>elem przyjętej <span class="_ _3"></span>Pol<span class="_ _8"></span>ityki <span class="_ _0"></span>Różnorodnośc<span class="_ _8"></span>i <span class="_ _3"></span>G<span class="_ _8"></span>rupy <span class="_ _3"></span>Ka<span class="_ _8"></span>pitałowej <span class="_ _0"></span>MIRBUD </div><div class="t m0 x2 h8 yb1e ff2 fs3 fc0 sc0 ls0 ws0">jest <span class="_ _d"> </span>dążen<span class="_ _8"></span>ie <span class="_ _d"> </span>do <span class="_ _27"> </span>zapewnienia <span class="_ _27"> </span>wszechstronności <span class="_ _27"> </span>organów <span class="_ _d"> </span>Zarz<span class="_ _8"></span>ądu <span class="_ _d"> </span>oraz<span class="_ _8"></span> <span class="_ _d"> </span>Rady <span class="_ _27"> </span>Nadzorczej<span class="_ _8"></span> <span class="_ _d"> </span>poprzez </div><div class="t m0 x2 h8 yb8a ff2 fs3 fc0 sc0 ls0 ws0">ukształtowanie <span class="_ _8"></span>ic<span class="_ _8"></span>h <span class="_ _8"></span>składów<span class="_ _8"></span> <span class="_ _8"></span>w <span class="_ _8"></span>sposób <span class="_ _c"></span>zapewniający<span class="_ _8"></span> <span class="_ _8"></span>różnorodnoś<span class="_ _8"></span>ć. <span class="_ _f"></span><span class="ff1"> </span>Realizacja <span class="_ _8"></span>celów <span class="_ _8"></span>P<span class="_ _8"></span>olityki <span class="_ _8"></span>Róż<span class="_ _8"></span>norodności </div><div class="t m0 x2 h8 y58b ff1 fs3 fc0 sc0 ls0 ws0">jest <span class="_ _2a"> </span>stale <span class="_ _7"> </span>mo<span class="_ _8"></span>nito<span class="ff2">rowana <span class="_ _2a"> </span>i <span class="_ _2a"> </span>dotycz<span class="_ _8"></span>y <span class="_ _2a"> </span>wszystkich <span class="_ _2a"> </span>spółek <span class="_ _2a"> </span>z <span class="_ _2a"> </span>Grupy <span class="_ _2a"> </span>Kapitałowej <span class="_ _2a"> </span>MIR<span class="_ _8"></span>BUD. <span class="_ _2a"> </span>Szczegółowy <span class="_ _2a"> </span>zakr<span class="_ _8"></span>es </span></div><div class="t m0 x2 h8 yb8b ff2 fs3 fc0 sc0 ls0 ws0">monitoringu określa przyjęta przez podmiot wiodący<span class="_ _8"></span> Grupy MIRBUD S.A. –<span class="ff1"> </span>„Strategi<span class="_ _8"></span>a ESG” opublikowana na </div><div class="t m0 x2 h8 y46f ff1 fs3 fc0 sc0 ls0 ws0">stronie https://mirbud.<span class="_ _8"></span>pl/strony/zrownow<span class="_ _8"></span>azony-<span class="_ _8"></span>rozwoj </div><div class="t m0 x2 h8 yaa4 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hb yb8c ff6 fs3 fc0 sc0 ls0 ws0">2.11. <span class="_ _7"> </span>Poza <span class="_ _7"> </span>czynno<span class="ff5">ś</span>ciam<span class="_ _8"></span>i <span class="_ _7"> </span>wynikaj<span class="ff5">ą<span class="_ _8"></span></span>cymi <span class="_ _7"> </span>z <span class="_ _7"> </span>przepis<span class="_ _8"></span><span class="ff5">ó</span>w <span class="_ _7"> </span>prawa <span class="_ _7"> </span>raz <span class="_ _7"> </span>w <span class="_ _7"> </span>roku <span class="_ _7"> </span>rada <span class="_ _7"> </span>nadzo<span class="_ _8"></span>rcza <span class="_ _7"> </span>sporz<span class="_ _8"></span><span class="ff5">ą</span>dza <span class="_ _7"> </span>i </div><div class="t m0 x2 hb ya41 ff6 fs3 fc0 sc0 ls0 ws0">przedstawia <span class="_ _17"> </span>zw<span class="_ _8"></span>yczajnemu<span class="_ _8"></span> <span class="_ _17"> </span>walnemu <span class="_ _29"> </span>zgromadzeniu<span class="_ _8"></span> <span class="_ _17"> </span>do <span class="_ _29"> </span>zatwierdzenia <span class="_ _29"> </span>roczne <span class="_ _17"> </span>sp<span class="_ _8"></span>rawozdanie. </div><div class="t m0 x2 hb ycf3 ff6 fs3 fc0 sc0 ls0 ws0">Sprawozdanie, o kt<span class="_ _8"></span><span class="ff5">ó</span>rym mow<span class="_ _8"></span>a powy<span class="ff5">ż</span>ej, zawie<span class="_ _8"></span>ra co najmniej: <span class="_ _8"></span> </div><div class="t m0 x2 h34 y4f8 ffa fs1 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf7c" class="pf w0 h0" ><div class="pc pc7c w0 h0"><img class="bi x4 y2a w3 hcd" alt="" src="data:image/png;base64,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"/><div class="c x0 y1 w2 h0"><div class="t m0 x105 h6 y991 ff4 fs2 fc2 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI GRUPY KAPITAŁOWEJ <span class="ff3">MIRBUD ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc3"> </span></span></div><div class="t m0 x6 h4 y992 ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y2d wda h40"><div class="t m0 x32 h8 y22e ff2 fs3 fc2 sc0 ls0 ws0">Grupa Kapitałowa MIR<span class="_ _8"></span>BUD<span class="ff1"> <span class="ls6">| <span class="_ _8"></span></span>Wskazani</span>e z<span class="_ _8"></span>asad ładu korporacy<span class="_ _8"></span>jnego, które nie były<span class="_ _8"></span> przez </div><div class="t m0 x102 h8 y2e ff2 fs3 fc2 sc0 ls0 ws0">Spółkę stosowane, wraz<span class="_ _8"></span> ze wskazaniem j<span class="_ _8"></span>akie były okoliczności <span class="_ _8"></span>i przyczyny<span class="_ _8"></span> nie </div><div class="t m0 x1be h8 y2f ff1 fs3 fc2 sc0 ls0 ws0">zastosowania dan<span class="_ _8"></span>ej zasady </div></div><div class="c x9 y2d wdb h40"><div class="t m0 xa h4 y193 ff3 fs1 fc4 sc0 ls0 ws0">124 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h4 y31 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hb y993 ff6 fs3 fc0 sc0 ls0 ws0">2.11.1 <span class="_ _1b"> </span><span class="ff5">informacje  na <span class="_ _21"> </span>tem<span class="_ _8"></span>at  składu  r<span class="_ _0"></span>ady  i <span class="_ _21"> </span>jej  komitet<span class="_ _8"></span>ó<span class="ff6">w  ze <span class="_ _21"> </span>w<span class="_ _8"></span>skazaniem,  kt</span>órzy  z <span class="_ _21"> </span>członk<span class="_ _8"></span>ó<span class="ff6">w  rady </span></span></div><div class="t m0 x3 hb y994 ff5 fs3 fc0 sc0 ls0 ws0">spełniają<span class="ff6"> <span class="_ _2b"> </span>kryteria <span class="_ _2b"> </span>niezal<span class="_ _8"></span>e</span>ż<span class="ff6 ls22">no</span>ś<span class="ff6">ci <span class="_ _2b"> </span>okre</span>ślone <span class="_ _2b"> </span>w <span class="_ _2b"> </span>us<span class="_ _8"></span>tawie <span class="_ _2b"> </span>z <span class="_ _2b"> </span>dnia <span class="_ _2b"> </span>11 <span class="_ _2b"> </span>maja <span class="_ _2b"> </span>2017 <span class="_ _2b"> </span>r. <span class="_ _2b"> </span>o <span class="_ _2b"> </span>biegłych<span class="_ _8"></span> </div><div class="t m0 x3 hb y995 ff6 fs3 fc0 sc0 ls0 ws0">rewidentach, firmach aud<span class="_ _8"></span>ytorskich or<span class="_ _8"></span>az nadzorze pu<span class="_ _8"></span>blicznym, a tak<span class="_ _8"></span><span class="ff5">ż</span>e <span class="_ _8"></span>kt<span class="ff5">ó</span>rzy spo<span class="ff5">ś<span class="_ _8"></span></span>r<span class="ff5">ó</span>d nich nie<span class="_ _8"></span> </div><div class="t m0 x3 hb y996 ff6 fs3 fc0 sc0 ls0 ws0">maj<span class="ff5">ą</span> <span class="_ _21"> </span>rzeczywi<span class="_ _8"></span>stych <span class="_ _21"> </span>i  istotnych <span class="_ _21"> </span>pow<span class="_ _8"></span>i<span class="ff5">ą</span><span class="ls12">za</span><span class="ff5">ń</span> <span class="_ _28"> </span>z <span class="_ _28"> </span>akcjonariuszem <span class="_ _21"> </span>posi<span class="_ _8"></span>adaj<span class="ff5">ą</span>cy<span class="_ _8"></span>m <span class="_ _21"> </span>co  najmniej <span class="_ _21"> </span>5% </div><div class="t m0 x3 hb yae8 ff6 fs3 fc0 sc0 ls22 ws0">og<span class="ff5 ls0">ólnej <span class="_ _6"> </span>liczby <span class="_ _6"> </span>g<span class="_ _8"></span>łosó<span class="ff6">w <span class="_ _6"> </span>w<span class="_ _8"></span> <span class="_ _6"></span>sp</span>ółce, <span class="_ _6"> </span>jak <span class="_ _7"> </span>ró<span class="ff6">wnie</span>ż<span class="ff6"> <span class="_ _6"> </span></span>informacje <span class="_ _7"> </span>na <span class="_ _6"></span>temat <span class="_ _6"> </span>składu <span class="_ _7"> </span>rady <span class="_ _6"> </span>nadzorczej <span class="_ _7"> </span>w </span></div><div class="t m0 x3 hb yae9 ff6 fs3 fc0 sc0 ls0 ws0">kontek<span class="ff5">ś</span>cie jej r<span class="ff5">óż</span>n<span class="_ _8"></span>orodno<span class="_ _8"></span><span class="ff5">ś</span>ci;  </div><div class="t m0 x2 hb yaea ff6 fs3 fc0 sc0 ls0 ws0">2.11.2 <span class="_ _1b"> </span><span class="ff5">podsumowanie dz<span class="_ _8"></span>iał</span>alno<span class="ff5">ś</span>ci r<span class="_ _8"></span>ady i jej komitet<span class="ff5">ó<span class="_ _8"></span></span><span class="ls23">w; </span> </div><div class="t m0 x2 hb yaeb ff6 fs3 fc0 sc0 ls0 ws0">2.11.3 <span class="_ _1b"> </span>ocen<span class="ff5">ę</span> s<span class="_ _8"></span>ytuacji sp<span class="_ _8"></span><span class="ff5">ółki w <span class="_ _8"></span>uję</span>ciu <span class="_ _8"></span>skonsolidow<span class="_ _8"></span>anym, <span class="_ _8"></span>z uwz<span class="_ _8"></span>gl<span class="ff5">ę</span>dnieniem <span class="_ _8"></span>oceny <span class="_ _8"></span>system<span class="ff5">ó</span>w<span class="_ _8"></span> kont<span class="_ _8"></span>roli </div><div class="t m0 x3 hb yaec ff6 fs3 fc0 sc0 ls0 ws0">wewn<span class="ff5">ę</span>trznej, <span class="_ _2a"> </span>zarz<span class="_ _8"></span><span class="ff5">ą</span>dzania <span class="_ _2a"> </span>ryzyki<span class="_ _8"></span>em, <span class="_ _2a"> </span><span class="ffc">compli<span class="_ _8"></span>ance <span class="_ _21"> </span></span>oraz <span class="_ _2a"> </span>funkcji <span class="_ _2a"> </span>audytu<span class="_ _8"></span> <span class="_ _2a"> </span>wewn<span class="_ _8"></span><span class="ff5">ę</span>trznego, <span class="_ _2a"> </span>wraz <span class="_ _21"> </span>z </div><div class="t m0 x3 hb yafe ff6 fs3 fc0 sc0 ls0 ws0">informacj<span class="ff5">ą</span> <span class="_ _f"></span><span class="ff5">na <span class="_ _f"></span>temat <span class="_ _f"></span>działań</span>, <span class="_ _f"></span>jakie <span class="_ _f"></span>ra<span class="ff5">da <span class="_ _f"></span>nadzorcza <span class="_ _f"></span>podejmowała <span class="_ _f"></span>w <span class="_ _f"></span>celu <span class="_ _f"></span>dokonania <span class="_ _f"></span>tej <span class="_ _c"></span>o<span class="_ _8"></span>ceny; </span></div><div class="t m0 x3 hb yaff ff5 fs3 fc0 sc0 ls0 ws0">ocena  ta  obejmuje  wszystkie  istotne  m<span class="_ _8"></span>echanizmy  kontrolne,  w  tym  z<span class="_ _8"></span>właszcza  dotycz<span class="_ _c"></span>ą<span class="ff6">ce<span class="_ _8"></span> </span></div><div class="t m0 x3 hb yb00 ff5 fs3 fc0 sc0 ls0 ws0">raportowania i działalno<span class="_ _8"></span>ś<span class="_ _8"></span><span class="ff6">ci operacyjnej; <span class="_ _8"></span> </span></div><div class="t m0 x2 hb yb01 ff6 fs3 fc0 sc0 ls0 ws0">2.11.4 <span class="_ _1b"> </span>ocen<span class="ff5">ę</span> <span class="_ _14"> </span>stosowani<span class="_ _8"></span>a <span class="_ _14"> </span>przez <span class="_ _14"> </span>sp<span class="_ _8"></span><span class="ff5">ó<span class="lsd">łk</span>ę</span> <span class="_ _14"> </span><span class="ff5">zasad <span class="_ _14"> </span>ładu <span class="_ _14"> </span>korporacyjnego <span class="_ _14"> </span>oraz <span class="_ _14"> </span>spo<span class="_ _8"></span>sobu <span class="_ _14"> </span>wyp<span class="_ _8"></span>ełniania<span class="_ _8"></span> </span></div><div class="t m0 x3 hb y6e8 ff6 fs3 fc0 sc0 ls0 ws0">obowi<span class="ff5">ą</span><span class="ls12">zk</span><span class="ff5">ó</span>w informacyjnych d<span class="_ _8"></span>otycz<span class="ff5">ą<span class="_ _8"></span></span>cych ich stos<span class="_ _8"></span>owania okre<span class="_ _8"></span><span class="ff5">ślonych w Re<span class="_ _8"></span>gulaminie Giełdy <span class="_ _8"></span>i </span></div><div class="t m0 x3 hb yb02 ff6 fs3 fc0 sc0 ls0 ws0">przepisach do<span class="_ _8"></span>tycz<span class="ff5">ą</span>cy<span class="_ _8"></span>ch <span class="_ _8"></span>informacji <span class="_ _8"></span>bie<span class="_ _8"></span><span class="ff5">żą</span>cych <span class="_ _8"></span>i o<span class="_ _8"></span>kresowych p<span class="_ _8"></span>rzekazywanyc<span class="_ _8"></span>h <span class="_ _8"></span>przez <span class="_ _8"></span>emitent<span class="_ _8"></span><span class="ff5">ó</span><span class="ls23">w </span></div><div class="t m0 x3 hb yb03 ff6 fs3 fc0 sc0 ls0 ws0">papier<span class="ff5">ó</span>w <span class="_ _27"> </span>warto<span class="ff5">ś</span>ciowy<span class="_ _8"></span>ch, <span class="_ _27"> </span>wraz <span class="_ _d"> </span>z <span class="_ _27"> </span>informacj<span class="_ _8"></span><span class="ff5">ą</span> <span class="_ _27"> </span><span class="ff5">na <span class="_ _27"> </span>temat <span class="_ _d"> </span>dz<span class="_ _8"></span>iałań</span>, <span class="_ _27"> </span>jakie <span class="_ _27"> </span>rada <span class="_ _d"> </span>n<span class="_ _8"></span>adzorcza </div><div class="t m0 x3 hb yb04 ff5 fs3 fc0 sc0 ls0 ws0">podejmowała w celu dok<span class="_ _8"></span>onania tej oceny; <span class="_ _c"></span><span class="ff6"> </span></div><div class="t m0 x2 hb yb05 ff6 fs3 fc0 sc0 ls0 ws0">2.11.5 <span class="_ _1b"> </span>ocen<span class="ff5">ę</span> zasadno<span class="_ _8"></span><span class="ff5">ś</span>ci wydatk<span class="_ _8"></span><span class="ff5">ó</span>w, o kt<span class="ff5">ó</span>rych mowa<span class="_ _8"></span> w zasadzie 1.5; <span class="_ _8"></span> </div><div class="t m0 x2 hb yb06 ff6 fs3 fc0 sc0 ls0 ws0">2.11.6 <span class="_ _1b"> </span>informacj<span class="ff5">ę</span> <span class="_ _c"></span>na <span class="_ _8"></span>tem<span class="_ _8"></span>at <span class="_ _8"></span>sto<span class="_ _8"></span>pnia <span class="_ _8"></span>realiz<span class="_ _8"></span>acji <span class="_ _8"></span>polity<span class="_ _8"></span>ki <span class="_ _8"></span>r<span class="_ _8"></span><span class="ff5">óż</span>norodno<span class="_ _8"></span><span class="ff5">ś</span>ci <span class="_ _8"></span>w <span class="_ _c"></span>odniesieniu <span class="_ _c"></span>do <span class="_ _c"></span>zarz<span class="_ _8"></span><span class="ff5">ą</span>du <span class="_ _8"></span>i <span class="_ _c"></span>rady </div><div class="t m0 x3 hb ycf4 ff6 fs3 fc0 sc0 ls0 ws0">nadzorczej, w tym rea<span class="_ _8"></span>lizacji ce<span class="_ _8"></span>l<span class="ff5">ó</span>w, o kt<span class="ff5">ó</span>rych mow<span class="_ _8"></span>a w zasadzie <span class="_ _8"></span>2.1. <span class="_ _8"></span> </div><div class="t m0 x2 h8 y540 ff2 fs3 fc0 sc0 ls0 ws0">Komentarz <span class="_ _c"></span>Spółki:<span class="ff1"> <span class="_ _c"></span></span>Zasada <span class="_ _c"></span>jest <span class="_ _c"></span>stosowana <span class="_ _c"></span>w <span class="_ _c"></span>odniesieniu <span class="_ _c"></span>do <span class="_ _c"></span>punktów <span class="_ _c"></span>szczegó<span class="_ _8"></span>łowych <span class="_ _c"></span>2.11.1, <span class="_ _8"></span>2.<span class="_ _8"></span>11.2, <span class="_ _8"></span>2.1<span class="_ _8"></span>1.3 <span class="_ _8"></span>i </div><div class="t m0 x2 h8 ycf5 ff2 fs3 fc0 sc0 ls0 ws0">2.11.4. <span class="_ _f"></span>W <span class="_ _f"></span>odniesieniu <span class="_ _f"></span>do <span class="_ _f"></span>p<span class="_ _8"></span>unktów <span class="_ _f"></span>szczegółowyc<span class="_ _8"></span>h <span class="_ _f"></span>2.11.5 <span class="_ _f"></span>i <span class="_ _f"></span>2.11.6 <span class="_ _f"></span>zasada <span class="_ _f"></span>będzie<span class="_ _8"></span> <span class="_ _f"></span>stosowana <span class="_ _f"></span>począwszy<span class="_ _8"></span> <span class="_ _f"></span>od </div><div class="t m0 x2 h8 ycf6 ff1 fs3 fc0 sc0 ls0 ws0">roku 2022. </div><div class="t m0 x2 h55 ycf7 ff9 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hb ycf8 ff6 fs3 fc0 sc0 ls11 ws0">3.2<span class="ls0"> <span class="_ _6"> </span><span class="ls24">Sp</span><span class="ff5">ółka<span class="_ _8"></span> <span class="_ _21"> </span>wyodr<span class="_ _8"></span>ę</span>bnia <span class="_ _21"> </span>w <span class="_ _21"> </span>s<span class="_ _8"></span>wojej <span class="_ _21"> </span>struktu<span class="_ _8"></span>rze <span class="_ _21"> </span>jednost<span class="_ _8"></span>ki <span class="_ _21"> </span>odpowiedz<span class="_ _8"></span>ialne <span class="_ _21"> </span>za <span class="_ _28"> </span>zadania <span class="_ _21"> </span>p<span class="_ _8"></span>oszczeg<span class="_ _c"></span><span class="ff5">ó</span>lnych </span></div><div class="t m0 x85 hb ycf9 ff6 fs3 fc0 sc0 ls0 ws0">system<span class="ff5">ó</span>w <span class="_ _f"></span>lub <span class="_ _f"></span>funkcji, <span class="_ _f"></span>chyba <span class="_ _f"></span><span class="ff5">ż<span class="_ _8"></span></span>e <span class="_ _f"></span>nie <span class="_ _f"></span>jest <span class="_ _c"></span>t<span class="_ _8"></span>o <span class="_ _f"></span>uzasadnione <span class="_ _f"></span>z <span class="_ _f"></span>uwagi <span class="_ _f"></span>na <span class="_ _f"></span>rozmiar <span class="_ _f"></span>sp<span class="_ _8"></span><span class="ff5">ółki<span class="_ _8"></span> <span class="_ _f"></span>lub <span class="_ _f"></span>rodzaj <span class="_ _f"></span>jej </span></div><div class="t m0 x85 hb ycfa ff5 fs3 fc0 sc0 ls0 ws0">działalnoś<span class="ff6">ci. <span class="_ _8"></span> </span></div><div class="t m0 x2 h8 ycfb ff2 fs3 fc0 sc0 ls0 ws0">Komentarz <span class="_ _c"></span>Spółki:<span class="ff1"> <span class="_ _f"></span></span>Zasada <span class="_ _8"></span>nie <span class="_ _c"></span>jes<span class="_ _8"></span>t <span class="_ _c"></span>stosowana <span class="_ _c"></span>z <span class="_ _c"></span>uwag<span class="_ _8"></span>i <span class="_ _c"></span>na <span class="_ _c"></span>skalę <span class="_ _c"></span>działalności <span class="_ _f"></span>Spółki <span class="_ _c"></span>oraz <span class="_ _c"></span>brak <span class="_ _c"></span>zróż<span class="_ _8"></span>nicowania </div><div class="t m0 x2 h8 ybde ff2 fs3 fc0 sc0 ls0 ws0">segmentów działa<span class="_ _8"></span>lności Spółki.<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h55 y348 ff9 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hb ycfc ff6 fs3 fc0 sc0 ls11 ws0">3.3<span class="ls0"> <span class="_ _6"> </span><span class="ls24">Sp</span><span class="ff5">ółka<span class="_ _8"></span> <span class="_ _2b"> </span>należąca <span class="_ _2b"> </span>do <span class="_ _2b"> </span>ind<span class="_ _8"></span>eksu <span class="_ _2b"> </span>WIG2<span class="_ _8"></span>0, <span class="_ _11"> </span>m<span class="_ _8"></span>WIG40 <span class="_ _2b"> </span>lu<span class="_ _8"></span>b <span class="_ _2b"> </span>sWIG80 <span class="_ _2b"> </span>powołuje <span class="_ _2b"> </span>au<span class="_ _8"></span>dytora <span class="_ _2b"> </span>wewn<span class="_ _c"></span>ę</span>trznego<span class="_ _8"></span> </span></div><div class="t m0 x85 hb ycfd ff6 fs3 fc0 sc0 ls0 ws0">kieruj<span class="ff5">ą</span>cego <span class="_ _27"> </span>funkcj<span class="ff5">ą</span> <span class="_ _27"> </span>audytu<span class="_ _8"></span> <span class="_ _d"> </span>w<span class="_ _8"></span>ewn<span class="ff5">ętrznego, <span class="_ _27"> </span>działaj<span class="_ _8"></span>ą</span>cego <span class="_ _d"> </span>z<span class="_ _8"></span>godnie <span class="_ _27"> </span>zpowszechnie <span class="_ _27"> </span>uznanymi </div><div class="t m0 x85 hb ycfe ff6 fs3 fc0 sc0 ls1e ws0">mi<span class="ff5 ls0">ę<span class="ff6">dzynarodowymi <span class="_ _14"> </span>standardami <span class="_ _14"> </span>prakty<span class="_ _8"></span>ki <span class="_ _1e"> </span>zaw<span class="_ _8"></span>odowej <span class="_ _14"> </span>audytu <span class="_ _14"> </span>wewn<span class="_ _8"></span></span>ętrzn<span class="_ _8"></span>ego. <span class="_ _14"> </span>W <span class="_ _1e"> </span>pozostały<span class="_ _8"></span>ch </span></div><div class="t m0 x85 hb y9b1 ff6 fs3 fc0 sc0 ls11 ws0">sp<span class="ff5 ls0">ółkach, <span class="_ _6"> </span>w<span class="_ _8"></span> <span class="_ _6"></span>których <span class="_ _6"> </span>ni<span class="_ _8"></span>e <span class="_ _6"></span>powołano <span class="_ _6"> </span>audytora<span class="_ _8"></span> <span class="_ _6"></span>wewn<span class="_ _8"></span>ętrznego<span class="_ _8"></span> <span class="_ _6"></span>spełniają<span class="ff6">cego<span class="_ _8"></span> <span class="_ _6"> </span>ww. <span class="_ _6"> </span>wymo<span class="_ _8"></span>gi, <span class="_ _6"> </span>komitet </span></span></div><div class="t m0 x85 hb y9b2 ff6 fs3 fc0 sc0 ls0 ws0">audytu <span class="_ _6"> </span>(lub <span class="_ _6"> </span>rada <span class="_ _6"> </span>n<span class="_ _8"></span>adzorcz<span class="_ _8"></span>a, <span class="_ _6"></span>je<span class="ff5">żeli <span class="_ _6"> </span>p<span class="_ _8"></span>ełni <span class="_ _6"></span>funkcje <span class="_ _6"> </span>komit<span class="_ _8"></span>etu <span class="_ _6"></span>audytu) <span class="_ _6"> </span>co <span class="_ _6"> </span>ro<span class="_ _8"></span>ku <span class="_ _6"> </span>dokonuje <span class="_ _6"> </span>o<span class="_ _8"></span>ceny, <span class="_ _6"> </span>czy </span></div><div class="t m0 x85 hb yc43 ff5 fs3 fc0 sc0 ls0 ws0">istnieje potrzeba pow<span class="_ _8"></span>ołania takiej osoby.<span class="_ _8"></span> <span class="_ _8"></span><span class="ff6"> </span></div><div class="t m0 x2 h8 ycff ff2 fs3 fc0 sc0 ls0 ws0">Komentarz <span class="_ _8"></span>Spółki:<span class="_ _8"></span><span class="ff15 fs4 fce"> </span><span class="ff1">Zas<span class="_ _8"></span>ada <span class="_ _8"></span></span>nie <span class="_ _8"></span>jest <span class="_ _8"></span>stosowana. <span class="_ _c"></span>Spółka <span class="_ _8"></span>prowadzi <span class="_ _8"></span>audyty <span class="_ _8"></span>wew<span class="_ _8"></span>nętrzne <span class="_ _8"></span>zgodnie <span class="_ _8"></span>ze <span class="_ _8"></span>standardam<span class="_ _8"></span>i </div><div class="t m0 x2 h8 yd00 ff2 fs3 fc0 sc0 ls0 ws0">ISO i AQUAP, jednakże <span class="_ _8"></span>dąży do pełne<span class="_ _8"></span>go wdrożenia te<span class="_ _8"></span>j zasady. <span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h55 yd01 ff9 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hb yd02 ff6 fs3 fc0 sc0 ls11 ws0">3.5<span class="ls0"> <span class="_ _6"></span>Osoby <span class="_ _c"></span>odp<span class="_ _8"></span>owiedzialne <span class="_ _c"></span>za <span class="_ _f"></span>zarz<span class="ff5">ą</span>dz<span class="_ _8"></span>anie <span class="_ _c"></span>ryzykie<span class="_ _8"></span>m <span class="_ _c"></span>i <span class="_ _f"></span><span class="ffc">compliance <span class="_ _f"></span></span>podlegaj<span class="ff5">ą</span> <span class="_ _c"></span>bez<span class="_ _8"></span>po<span class="ff5">ś</span>rednio <span class="_ _f"></span>prezesowi </span></div><div class="t m0 x85 hb yd03 ff5 fs3 fc0 sc0 ls0 ws0">lub innemu członkowi z<span class="_ _8"></span>a<span class="ff6 ls42">rz</span>ą<span class="ff6">du.  </span></div><div class="t m0 x85 h34 y805 ffa fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 yd04 ff2 fs3 fc0 sc0 ls0 ws0">Komentarz <span class="_ _21"> </span>Spółki:<span class="_ _8"></span><span class="ff7 fce"> <span class="_ _2a"> </span></span>Zasad<span class="_ _8"></span>a <span class="_ _21"> </span>jest <span class="_ _21"> </span>stosowana. <span class="_ _21"> </span>Uchwał<span class="_ _8"></span>ą <span class="_ _2a"> </span>nr <span class="_ _21"> </span>13<span class="_ _8"></span>/2021 <span class="_ _2a"> </span>Zarz<span class="_ _8"></span>ądu <span class="_ _2a"> </span>z<span class="_ _8"></span> <span class="_ _28"> </span>dnia <span class="_ _21"> </span>15 <span class="_ _21"> </span>październ<span class="_ _8"></span>ika <span class="_ _21"> </span>2021r. </div><div class="t m0 x2 h8 yd05 ff2 fs3 fc0 sc0 ls0 ws0">działając <span class="_ _1e"> </span>na <span class="_ _12"> </span>podst<span class="_ _8"></span>awie <span class="_ _12"> </span>U<span class="_ _8"></span>chwały <span class="_ _12"> </span>Nr<span class="_ _8"></span> <span class="_ _12"> </span>1<span class="_ _8"></span>3/1834/2021 <span class="_ _1e"> </span>z <span class="_ _1e"> </span>dnia <span class="_ _12"> </span>29<span class="_ _8"></span> <span class="_ _12"> </span>marca <span class="_ _1e"> </span>2021 <span class="_ _1e"> </span>r. <span class="_ _1e"> </span>Rady <span class="_ _1e"> </span>Giełdy <span class="_ _1e"> </span>Papierów </div><div class="t m0 x2 h8 yc47 ff2 fs3 fc0 sc0 ls0 ws0">Wartościowych <span class="_ _8"></span>w <span class="_ _c"></span>sprawie <span class="_ _8"></span>prz<span class="_ _8"></span>yjęcia <span class="_ _8"></span>nowych <span class="_ _8"></span>z<span class="_ _8"></span>asad <span class="_ _8"></span>ładu <span class="_ _8"></span>korpor<span class="_ _8"></span>acyjnego <span class="_ _8"></span>dla <span class="_ _8"></span>spó<span class="_ _8"></span>łek <span class="_ _8"></span>notowanych <span class="_ _c"></span>na <span class="_ _8"></span>Głównym </div><div class="t m0 x2 h8 yd06 ff1 fs3 fc0 sc0 ls0 ws0">Rynku GPW <span class="ff2">–</span> <span class="_ _3"></span><span class="ff2">„Dobre<span class="_ _8"></span> P<span class="_ _0"></span>raktyk<span class="_ _8"></span>i <span class="_ _3"></span>Sp<span class="_ _8"></span>ółek Notowanych na GPW <span class="_ _3"></span>2021” (Dobr<span class="_ _8"></span><span class="ff1">e Praktyki 2021, DPSN2021), w cel<span class="_ _0"></span>u </span></span></div><div class="t m0 x2 h8 yd07 ff2 fs3 fc0 sc0 ls0 ws0">utrzymywania <span class="_ _f"></span>skutecz<span class="_ _8"></span>nych <span class="_ _f"></span>systemów: <span class="_ _f"></span>ko<span class="_ _8"></span>ntroli <span class="_ _f"></span>wewnę<span class="_ _8"></span>trznej, <span class="_ _f"></span>zarządzania <span class="_ _f"></span>ry<span class="_ _8"></span>zykiem <span class="_ _f"></span>oraz <span class="_ _f"></span>nadzoru<span class="_ _8"></span> <span class="_ _f"></span>zgodności </div><div class="t m0 x2 h8 yd08 ff2 fs3 fc0 sc0 ls0 ws0">działalności <span class="_ _27"> </span>z <span class="_ _27"> </span>prawe<span class="_ _8"></span>m <span class="_ _27"> </span>(compliance), <span class="_ _27"> </span>a<span class="_ _8"></span> <span class="_ _27"> </span>także <span class="_ _27"> </span>skutecznej <span class="_ _27"> </span>fu<span class="_ _8"></span>nkcji <span class="_ _27"> </span>audytu <span class="_ _27"> </span>wewnę<span class="_ _8"></span>trznego, <span class="_ _1d"> </span>powołano </div></div></div><div class="pi" ></div></div><div id="pf7d" class="pf w0 h0" ><div class="pc pc7d w0 h0"><img class="bi x18 y2a w6 hcd" alt="" src="data:image/png;base64,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"/><div class="c x0 y1 w2 h0"><div class="t m0 x105 h6 y991 ff4 fs2 fc2 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI GRUPY KAPITAŁOWEJ <span class="ff3">MIRBUD ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc3"> </span></span></div><div class="t m0 x6 h4 y992 ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y2d wda h40"><div class="t m0 x32 h8 y22e ff2 fs3 fc2 sc0 ls0 ws0">Grupa Kapitałowa MIR<span class="_ _8"></span>BUD<span class="ff1"> <span class="ls6">| <span class="_ _8"></span></span></span>Wskazanie zasad <span class="_ _8"></span>ładu korporacy<span class="_ _8"></span>jnego, które<span class="_ _8"></span> nie były przez<span class="_ _8"></span> </div><div class="t m0 x102 h8 y2e ff2 fs3 fc2 sc0 ls0 ws0">Spółkę stosowane, wraz<span class="_ _8"></span> ze wskazaniem j<span class="_ _8"></span>akie były okoliczności <span class="_ _8"></span>i przyczyny<span class="_ _8"></span> nie </div><div class="t m0 x1be h8 y2f ff1 fs3 fc2 sc0 ls0 ws0">zastosowania dan<span class="_ _8"></span>ej zasady </div></div><div class="c x9 y2d wdb h40"><div class="t m0 xa h4 y193 ff3 fs1 fc4 sc0 ls0 ws0">125 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h4 y31 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y993 ff2 fs3 fc0 sc0 ls0 ws0">pełnomocnika <span class="_ _3"></span>Z<span class="_ _8"></span>arządu <span class="_ _0"></span>ds. <span class="ff1">compliance <span class="_ _3"></span><span class="ff2">oraz <span class="_ _0"></span>pełnomocnika<span class="_ _8"></span> <span class="_ _3"></span>Zarządu <span class="_ _0"></span>ds. <span class="_ _3"></span>auty<span class="_ _8"></span>tu <span class="_ _3"></span>we<span class="_ _8"></span>wnętrznego <span class="_ _3"></span>w MIRBUD <span class="_ _3"></span>S.A<span class="_ _8"></span>., </span></span></div><div class="t m0 x2 h8 y994 ff2 fs3 fc0 sc0 ls0 ws0">którzy <span class="_ _7"> </span>bezpośrednio <span class="_ _7"> </span>w <span class="_ _6"> </span>str<span class="_ _8"></span>ukturze <span class="_ _7"> </span>organizacyjnej <span class="_ _7"> </span>Spółki <span class="_ _7"> </span>podlegają <span class="_ _7"> </span>Prezesowi <span class="_ _7"> </span>Zarządu. <span class="_ _6"> </span>Uc<span class="_ _8"></span>hwała <span class="_ _7"> </span>weszła <span class="_ _7"> </span>w </div><div class="t m0 x2 h8 y995 ff2 fs3 fc0 sc0 ls0 ws0">życie z mocą obow<span class="_ _8"></span>iązująca od <span class="ff1">0<span class="_ _8"></span>1 lipca 2021 roku. <span class="_ _8"></span> </span></div><div class="t m0 x85 h4 yd09 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hb yd0a ff6 fs3 fc0 sc0 ls11 ws0">3.6<span class="ls0"> <span class="_ _6"></span><span class="ff1"> </span>Kieruj<span class="ff5">ą</span>cy  audytem  wewn<span class="ff5">ę</span>trz<span class="_ _8"></span>nym  podlega <span class="_ _28"> </span>organ<span class="_ _8"></span>izacyjnie  prezesowi  zarz<span class="_ _8"></span><span class="ff5">ą</span>du,  a  funkcjonalnie </span></div><div class="t m0 x85 hb yd0b ff6 fs3 fc0 sc0 ls0 ws0">przewodnicz<span class="ff5">ą</span>cemu  komitetu  audytu <span class="_ _21"> </span>lub <span class="_ _28"> </span>przewodnicz<span class="_ _8"></span><span class="ff5">ą</span>cemu  rady <span class="_ _21"> </span>nadz<span class="_ _8"></span>orczej, <span class="_ _28"> </span>je<span class="ff5">żeli<span class="_ _8"></span> <span class="_ _21"> </span>rad<span class="_ _8"></span>a <span class="_ _21"> </span>pełni </span></div><div class="t m0 x85 hb yd0c ff6 fs3 fc0 sc0 ls0 ws0">funkcj<span class="ff5">ę</span> komitetu<span class="_ _8"></span> audytu.  </div><div class="t m0 x2 h8 y65f ff2 fs3 fc0 sc0 ls0 ws0">Komentarz <span class="_ _7"> </span>Spółki:<span class="ff15 fs4 fce"> <span class="_ _7"> </span></span><span class="ff1">Zasad<span class="_ _8"></span>a <span class="_ _7"> </span>nie <span class="_ _7"> </span>jest <span class="_ _6"> </span>stoso<span class="_ _8"></span>wana. <span class="_ _7"> </span></span>Spółk<span class="_ _8"></span>a <span class="_ _6"> </span>d<span class="_ _8"></span>ąży <span class="_ _7"> </span>do <span class="_ _6"> </span>pe<span class="_ _8"></span>łnego <span class="_ _7"> </span>wdrożenia <span class="_ _7"> </span>tej <span class="_ _7"> </span>zasady, <span class="_ _6"> </span>z<span class="_ _8"></span>godnie <span class="_ _7"> </span>z </div><div class="t m0 x2 h8 y5ef ff1 fs3 fc0 sc0 ls0 ws0">opisem w pkt. 3.3.<span class="_ _8"></span> </div><div class="t m0 x109 h4 yaff ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hb yd0d ff6 fs3 fc0 sc0 ls11 ws0">3.7<span class="ls0"> <span class="_ _6"></span>Zasady <span class="_ _f"></span>3.4 <span class="_ _f"></span>- <span class="_ _f"></span>3<span class="_ _8"></span>.6 <span class="_ _f"></span>maj<span class="ff5">ą</span> <span class="_ _f"></span>za<span class="_ _8"></span>stosowanie <span class="_ _f"></span>r<span class="_ _8"></span><span class="ff5">ó</span>wnie<span class="ff5">ż</span> <span class="_ _f"></span>w <span class="_ _f"></span>p<span class="_ _8"></span>rzypadku <span class="_ _f"></span>podmio<span class="_ _8"></span>t<span class="ff5">ó</span>w <span class="_ _f"></span>z<span class="_ _8"></span> <span class="_ _f"></span>grupy <span class="_ _f"></span>sp<span class="ff5">ółki<span class="_ _8"></span> <span class="_ _f"></span>o <span class="_ _f"></span>istotnym </span></span></div><div class="t m0 x85 hb yd0e ff5 fs3 fc0 sc0 ls0 ws0">znaczeniu dla jej działa<span class="_ _8"></span>lnoś<span class="ff6">ci, je</span>ś<span class="ff6">li w<span class="_ _8"></span>yznaczono w nich <span class="_ _8"></span>osoby do wy<span class="_ _8"></span>konywania tych zada<span class="_ _8"></span></span>ń<span class="ff6 ls19">. <span class="ls0"> </span></span></div><div class="t m0 x2 h8 y539 ff2 fs3 fc0 sc0 ls0 ws0">Komentarz <span class="_ _c"></span>Spółki:<span class="_ _8"></span><span class="ff15 fs4 fce"> <span class="_ _c"></span></span>Zasada <span class="_ _f"></span>nie <span class="_ _8"></span>jest <span class="_ _c"></span>s<span class="_ _8"></span>tosowana. <span class="_ _f"></span>Spółka <span class="_ _c"></span>stosuje <span class="_ _c"></span>tę <span class="_ _c"></span>zasa<span class="_ _8"></span>dę <span class="_ _c"></span>w <span class="_ _c"></span>zakres<span class="_ _8"></span>ie <span class="_ _8"></span>pk<span class="_ _8"></span>t. <span class="_ _c"></span>3.4 <span class="_ _c"></span>i <span class="_ _c"></span>3.<span class="_ _8"></span>5, <span class="_ _8"></span>j<span class="_ _8"></span>ednakże </div><div class="t m0 x2 h8 y53b ff2 fs3 fc0 sc0 ls0 ws0">pełne zastosowanie zasa<span class="_ _8"></span>dy będzie możliwe p<span class="_ _8"></span>o wdrożeniu zasa<span class="_ _8"></span>dy w pkt. 3.3.<span class="_ _c"></span><span class="ff1"> </span></div><div class="t m0 x109 h4 y3c8 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hb yd0f ff6 fs3 fc0 sc0 ls11 ws0">3.8<span class="ls0"> <span class="_ _6"> </span>Co <span class="_ _2b"> </span>najmniej <span class="_ _2b"> </span>raz  w <span class="_ _2b"> </span>roku <span class="_ _2b"> </span>osoba <span class="_ _2b"> </span>odpowiedzial<span class="_ _8"></span>na <span class="_ _2b"> </span>za <span class="_ _2b"> </span>audyt <span class="_ _11"> </span>w<span class="_ _8"></span>ewn<span class="ff5">ę</span>trzny, <span class="_ _2b"> </span>a <span class="_ _2b"> </span>w  p<span class="_ _8"></span>rzypadku  b<span class="_ _8"></span>raku </span></div><div class="t m0 x85 hb y73b ff6 fs3 fc0 sc0 ls0 ws0">wyodr<span class="ff5">ę</span>bnienia <span class="_ _1e"> </span>w <span class="_ _1e"> </span>sp<span class="_ _8"></span><span class="ff5">ółce <span class="_ _1e"> </span>takiej <span class="_ _1e"> </span>funkcji <span class="_ _1e"> </span>zarz<span class="_ _8"></span>ą</span>d <span class="_ _1e"> </span>sp<span class="_ _8"></span><span class="ff5">ółki, <span class="_ _12"> </span>p<span class="_ _8"></span>rzedstawia <span class="_ _1e"> </span>radz<span class="_ _8"></span>ie <span class="_ _12"> </span>n<span class="_ _8"></span>adzorczej <span class="_ _1e"> </span>ocen<span class="_ _8"></span>ę</span> </div><div class="t m0 x85 hb yd10 ff6 fs3 fc0 sc0 ls0 ws0">skuteczno<span class="ff5">ś</span>ci <span class="_ _12"> </span>funkcjonow<span class="_ _8"></span>ania <span class="_ _13"> </span>system<span class="_ _8"></span><span class="ff5">ó</span>w <span class="_ _12"> </span>i <span class="_ _12"> </span>funkcji, <span class="_ _13"> </span>o<span class="_ _8"></span> <span class="_ _13"> </span>kt<span class="_ _8"></span><span class="ff5">ó</span>rych <span class="_ _13"> </span>mow<span class="_ _8"></span>a <span class="_ _13"> </span>w<span class="_ _8"></span> <span class="_ _13"> </span>z<span class="_ _8"></span>asadzie <span class="_ _13"> </span>3.1, <span class="_ _12"> </span>wraz <span class="_ _12"> </span>z </div><div class="t m0 x85 hb yd11 ff6 fs3 fc0 sc0 ls0 ws0">odpowiednim sprawozd<span class="_ _8"></span>aniem. <span class="_ _8"></span> </div><div class="t m0 x2 h8 yd12 ff2 fs3 fc0 sc0 ls0 ws0">Komentarz Spółki:<span class="ff15 fs4 fce"> </span><span class="ff1">Zasad<span class="_ _8"></span>a nie jest stosowana.<span class="ff15 fs4 fce"> </span></span>Zastos<span class="_ _8"></span>owanie zasady b<span class="_ _8"></span>ędzie możliwe po wdrożeniu zasa<span class="_ _8"></span>dy w </div><div class="t m0 x2 h8 yc80 ff1 fs3 fc0 sc0 ls0 ws0">pkt. 3.3. </div><div class="t m0 x2 h55 y9aa ff9 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hb y6b ff6 fs3 fc0 sc0 ls11 ws0">3.10.<span class="ls0"> <span class="_ _2"></span>Co <span class="_ _13"> </span>najmniej <span class="_ _13"> </span>raz <span class="_ _13"> </span>n<span class="_ _8"></span>a <span class="_ _2b"> </span>p<span class="_ _8"></span>i<span class="ff5">ę<span class="_ _8"></span>ć</span> <span class="_ _13"> </span>lat <span class="_ _13"> </span>w <span class="_ _13"> </span>sp<span class="ff5">ółce<span class="_ _8"></span> <span class="_ _2b"> </span>należ<span class="_ _8"></span>ą</span>cej <span class="_ _13"> </span>do <span class="_ _13"> </span>ind<span class="_ _8"></span>eksu <span class="_ _13"> </span>WIG20, <span class="_ _12"> </span>mWIG40 <span class="_ _13"> </span>lub <span class="_ _13"> </span>sWIG80 </span></div><div class="t m0 x6f hb y2eb ff6 fs3 fc0 sc0 ls0 ws0">dokonywany <span class="_ _3"></span>jest, <span class="_ _3"></span>przez <span class="_ _3"></span>ni<span class="_ _8"></span>ezale<span class="ff5">ż</span>nego <span class="_ _3"></span>audyto<span class="_ _8"></span>ra <span class="_ _3"></span>wybranego<span class="_ _8"></span> <span class="_ _3"></span>przy <span class="_ _3"></span>udziale <span class="_ _3"></span>komitetu<span class="_ _8"></span> <span class="_ _3"></span>audytu, <span class="_ _3"></span>przegl<span class="ff5">ą</span><span class="ls22">d </span></div><div class="t m0 x6f hb yac8 ff6 fs3 fc0 sc0 ls0 ws0">funkcji audytu wewn<span class="_ _8"></span><span class="ff5">ę</span>trznego.  </div><div class="t m0 x2 h8 yd13 ff2 fs3 fc0 sc0 ls0 ws0">Komentarz Spółki:<span class="ff7 fce"> </span>Z<span class="_ _8"></span>asada nie jest stosowan<span class="_ _8"></span>a. Zastosowanie zasa<span class="_ _8"></span>dy będzie możl<span class="_ _8"></span>iwe po wdrożeniu zasady<span class="_ _8"></span> w </div><div class="t m0 x2 h8 yd14 ff1 fs3 fc0 sc0 ls0 ws0">pkt. 3.3.  </div><div class="t m0 x2 h8 y361 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x86 hb y362 ff6 fs3 fc0 sc0 ls11 ws0">4.1.<span class="ls0"> <span class="_ _5"></span><span class="ls24">Sp<span class="_ _8"></span><span class="ff5 ls0">ółka powinna <span class="_ _8"></span>umoż<span class="ff6">liw<span class="_ _8"></span>i</span>ć<span class="ff6"> </span>akcjona<span class="_ _8"></span>riuszom udział <span class="_ _8"></span>w <span class="_ _8"></span>walnym zgromadz<span class="_ _8"></span>eniu przy <span class="_ _8"></span>wykorzystaniu </span></span></span></div><div class="t m0 x109 hb y363 ff5 fs3 fc0 sc0 ls0 ws0">ś<span class="ff6">rodk</span>ó<span class="ff6">w <span class="_ _8"></span>kom<span class="_ _8"></span>unikacji <span class="_ _c"></span>ele<span class="_ _8"></span>ktronicznej <span class="_ _8"></span>(e<span class="_ _8"></span>-wa<span class="_ _8"></span>lne), <span class="_ _8"></span>j<span class="_ _8"></span>e</span>żeli <span class="_ _c"></span>jest <span class="_ _c"></span>to <span class="_ _8"></span>uz<span class="_ _8"></span>asadnione <span class="_ _c"></span>z <span class="_ _c"></span>uwagi <span class="_ _c"></span>na <span class="_ _c"></span>zgłaszane<span class="_ _8"></span> </div><div class="t m0 x109 hb yd15 ff6 fs3 fc0 sc0 ls11 ws0">sp<span class="ff5 ls0">ółce <span class="_ _13"> </span>oczekiwania <span class="_ _13"> </span>akcjonariusz<span class="_ _8"></span>y, <span class="_ _2b"> </span>o <span class="_ _13"> </span>ile <span class="_ _2b"> </span>j<span class="_ _8"></span>est <span class="_ _2b"> </span>w <span class="_ _13"> </span>stanie <span class="_ _13"> </span>zapewni<span class="_ _c"></span>ć<span class="ff6"> <span class="_ _13"> </span>infrastruktu<span class="_ _8"></span>r</span>ę<span class="ff6"> <span class="_ _2b"> </span>techn<span class="_ _8"></span>iczn</span>ą<span class="ff6"> </span></span></div><div class="t m0 x109 hb y365 ff6 fs3 fc0 sc0 ls0 ws0">niezb<span class="ff5">ę</span><span class="ls22">dn</span><span class="ff5">ą</span> dla przeprow<span class="_ _8"></span>adzenia takiego w<span class="_ _8"></span>alnego zgromadz<span class="_ _8"></span>enia. <span class="_ _8"></span> </div><div class="t m0 x2 h8 y2cd ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y2ce ff2 fs3 fc0 sc0 ls0 ws0">Komentarz <span class="_ _7"> </span>Spółki:<span class="_ _8"></span><span class="ff7 fce"> <span class="_ _7"> </span></span>Zasada <span class="_ _7"> </span>nie <span class="_ _7"> </span>jest <span class="_ _7"> </span>stosow<span class="_ _8"></span>ana <span class="_ _7"> </span>ze <span class="_ _7"> </span>względu <span class="_ _2a"> </span>na <span class="_ _7"> </span>brak <span class="_ _7"> </span>możliwoś<span class="_ _8"></span>ci <span class="_ _7"> </span>zapewnienia <span class="_ _7"> </span>infras<span class="_ _8"></span>truktury </div><div class="t m0 x2 h8 y1da ff2 fs3 fc0 sc0 ls0 ws0">technicznej <span class="_ _8"></span>z<span class="_ _8"></span>godnie <span class="_ _8"></span>z<span class="_ _8"></span> <span class="_ _8"></span>wymogami <span class="_ _c"></span>prawa, <span class="_ _c"></span>w <span class="_ _c"></span>szczególnośc<span class="_ _8"></span>i <span class="_ _8"></span>z <span class="_ _c"></span>uwagi <span class="_ _8"></span>na <span class="_ _c"></span>b<span class="_ _8"></span>rak <span class="_ _c"></span>zgłos<span class="_ _8"></span>zeń <span class="_ _8"></span>ze <span class="_ _c"></span>strony <span class="_ _c"></span>akcjonariuszy </div><div class="t m0 x2 h8 yd16 ff2 fs3 fc0 sc0 ls0 ws0">implementacja zas<span class="_ _8"></span>ady nie jest roz<span class="_ _8"></span>ważana.<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 hb y708 ff6 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hb y10a ff6 fs3 fc0 sc0 ls11 ws0">4.3.<span class="ls0"> <span class="_ _5"></span><span class="ls24">Sp<span class="_ _8"></span><span class="ff5 ls0">ółka <span class="_ _12"> </span>zapewnia <span class="_ _12"> </span>powszechnie <span class="_ _12"> </span>do<span class="_ _8"></span>st<span class="_ _8"></span>ę</span><span class="ls22">pn<span class="ff5 ls0">ą<span class="ff6"> <span class="_ _13"> </span>transm<span class="_ _8"></span>isj</span>ę<span class="ff6"> <span class="_ _12"> </span>obrad <span class="_ _12"> </span>walnego<span class="_ _8"></span> <span class="_ _13"> </span>zgr<span class="_ _8"></span>omadzenia <span class="_ _12"> </span>w <span class="_ _12"> </span>czasie </span></span></span></span></span></div><div class="t m0 x85 hb yd17 ff6 fs3 fc0 sc0 ls0 ws0">rzeczywistym. <span class="_ _8"></span> </div><div class="t m0 x2 h8 yf2 ff2 fs3 fc0 sc0 ls0 ws0">Komentarz Spółki:<span class="ff7 fce"> </span>Z<span class="_ _8"></span>asada nie jest stos<span class="_ _8"></span>owana. Spółka <span class="_ _8"></span>wdroży zasadę <span class="_ _8"></span>pocz<span class="_ _8"></span>ąwszy od roku 202<span class="_ _8"></span>2.<span class="ff7 fce"> </span></div><div class="t m0 x2 hb yf3 ff6 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hb yd18 ff6 fs3 fc0 sc0 ls11 ws0">6.2.<span class="ls0"> <span class="_ _5"></span>Programy <span class="_ _6"> </span>motywa<span class="_ _8"></span>cyjne <span class="_ _6"></span>powinny <span class="_ _6"> </span>by<span class="_ _8"></span><span class="ff5">ć</span> <span class="_ _6"></span>tak <span class="_ _6"></span>skonstruowane, <span class="_ _6"> </span>by <span class="_ _6"> </span>mi<span class="_ _8"></span><span class="ff5">ę</span>dzy <span class="_ _6"></span>innymi <span class="_ _6"> </span>uzale<span class="_ _8"></span><span class="ff5">żniały <span class="_ _6"></span>poziom </span></span></div><div class="t m0 x85 hb yf5 ff5 fs3 fc0 sc0 ls0 ws0">wynagrodzenia <span class="_ _27"> </span>człon<span class="_ _8"></span>kó<span class="_ _8"></span><span class="ff6">w <span class="_ _27"> </span>zarz</span>ą<span class="ff6">du <span class="_ _26"> </span>sp</span>ółki <span class="_ _27"> </span>i <span class="_ _27"> </span>j<span class="_ _8"></span>ej <span class="_ _27"> </span>kluczo<span class="_ _8"></span>wych <span class="_ _27"> </span>mened<span class="_ _8"></span>ż<span class="ff6 ls9">er</span>ó<span class="ff6">w <span class="_ _27"> </span>od<span class="_ _8"></span> <span class="_ _27"> </span>rzeczywistej, </span></div><div class="t m0 x85 hb yd19 ff5 fs3 fc0 sc0 ls0 ws0">długoterminowej <span class="_ _d"> </span>sytuacji <span class="_ _1b"> </span>sp<span class="_ _8"></span>ółki <span class="_ _d"> </span>w <span class="_ _1b"> </span>zakresie <span class="_ _1b"> </span>w<span class="_ _8"></span>ynikó<span class="ff6">w<span class="_ _8"></span> <span class="_ _1b"> </span>finansowych <span class="_ _d"> </span>i <span class="_ _1b"> </span>niefin<span class="_ _8"></span>ansowych <span class="_ _1b"> </span>oraz </span></div></div><a class="l" href="mailto:%20compliance@budimex.pl"><span class="d m1" style="border-style:none;position:absolute;left:374.900000px;bottom:1515.600000px;width:55.080000px;height:13.220000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf7e" class="pf w0 h0" ><div class="pc pc7e w0 h0"><img class="bi x18 y2a w6 hcd" alt="" 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class="c x0 y1 w2 h0"><div class="t m0 x105 h6 y991 ff4 fs2 fc2 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI GRUPY KAPITAŁOWEJ <span class="ff3">MIRBUD ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc3"> </span></span></div><div class="t m0 x6 h4 y992 ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y2d wda h40"><div class="t m0 x179 h8 y22e ff2 fs3 fc2 sc0 ls0 ws0">Grupa Kapitałowa MIR<span class="_ _8"></span>BUD<span class="ff1"> <span class="ls6">| <span class="_ _8"></span></span></span>Systemy kontro<span class="_ _8"></span>li wewnętrz<span class="_ _8"></span>nej i zarządzania ryzyk<span class="_ _8"></span>iem w </div><div class="t m0 x186 h8 y2e ff2 fs3 fc2 sc0 ls0 ws0">odniesieniu do procesu sp<span class="_ _8"></span>orząd<span class="_ _8"></span>zania sprawozd<span class="_ _8"></span>ań finansowych i skonso<span class="_ _8"></span>lidowanych </div><div class="t m0 x12 h8 y2f ff2 fs3 fc2 sc0 ls0 ws0">sprawozdań finansowyc<span class="_ _8"></span>h<span class="ff1"> </span></div></div><div class="c x9 y2d wdb h40"><div class="t m0 xa h4 y193 ff3 fs1 fc4 sc0 ls0 ws0">126 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h4 y31 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x85 hb y993 ff5 fs3 fc0 sc0 ls0 ws0">długoterminowego <span class="_ _1e"> </span>wzrostu <span class="_ _12"> </span>warto<span class="_ _8"></span>ś<span class="ff6">ci <span class="_ _12"> </span>dla <span class="_ _1e"> </span>akcjonariuszy <span class="_ _12"> </span>i <span class="_ _1e"> </span>zr</span>ó<span class="_ _8"></span><span class="ff6">wnowa</span>ż<span class="ff6">onego<span class="_ _8"></span> <span class="_ _12"> </span>rozwoju, <span class="_ _12"> </span>a <span class="_ _12"> </span>t<span class="_ _8"></span>ak</span>ż<span class="ff6 ls11">e </span></div><div class="t m0 x85 hb y994 ff6 fs3 fc0 sc0 ls0 ws0">stabilno<span class="ff5">ś</span>ci funkcjonow<span class="_ _8"></span>ania sp<span class="ff5">ó<span class="_ _8"></span>łki. </span> </div><div class="t m0 x2 hb y995 ff6 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y996 ff2 fs3 fc0 sc0 ls0 ws0">Komentarz <span class="_ _7"> </span>Spółki: <span class="_ _6"> </span>Zasad<span class="_ _8"></span>a <span class="_ _6"> </span>nie <span class="_ _7"> </span>jest <span class="_ _6"> </span>stosow<span class="_ _8"></span>ana. <span class="_ _6"> </span>Spó<span class="_ _8"></span>łka <span class="_ _6"></span>nie <span class="_ _6"> </span>w<span class="_ _8"></span>drożyła <span class="_ _7"> </span>programów <span class="_ _6"> </span>motywacy<span class="_ _8"></span>jnych, <span class="_ _6"> </span>j<span class="_ _8"></span>e<span class="_ _8"></span>dnakż<span class="_ _8"></span>e </div><div class="t m0 x2 h8 yae8 ff2 fs3 fc0 sc0 ls0 ws0">poziom <span class="_ _1e"> </span>wynagro<span class="_ _8"></span>dzeń <span class="_ _1e"> </span>i <span class="_ _1e"> </span>p<span class="_ _8"></span>remie <span class="_ _1e"> </span>dla <span class="_ _1e"> </span>czło<span class="_ _8"></span>nków <span class="_ _1e"> </span>zarz<span class="_ _8"></span>ądu <span class="_ _1e"> </span>i <span class="_ _1e"> </span>kluczowyc<span class="_ _8"></span>h <span class="_ _1e"> </span>mened<span class="_ _8"></span>żerów <span class="_ _1e"> </span>są <span class="_ _14"> </span>uzależnione <span class="_ _1e"> </span>od </div><div class="t m0 x2 h8 yae9 ff2 fs3 fc0 sc0 ls0 ws0">długoterminowej sytuac<span class="_ _8"></span>ji spółki.<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 hb yaea ff6 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 xa7 hb y9ed ff6 fs3 fc0 sc0 ls11 ws0">6.3.<span class="ls0"> <span class="_ _5"></span><span class="ls11">Je<span class="ff5 ls0">ż<span class="ff6">eli <span class="_ _0"></span>w <span class="_ _3"></span>sp<span class="ff5">ó<span class="_ _8"></span>łce <span class="_ _3"></span>jednym<span class="_ _8"></span> <span class="_ _3"></span>z <span class="_ _0"></span>programó<span class="ff6">w <span class="_ _0"></span>motywacyjnych jes<span class="_ _0"></span>t <span class="_ _3"></span>p<span class="_ _8"></span>rogram <span class="_ _3"></span>opcji <span class="_ _3"></span>m<span class="_ _8"></span>ened<span class="_ _8"></span><span class="ff5">ż</span>erskich, <span class="_ _0"></span>w<span class="ff5">ó</span>wczas </span></span></span></span></span></span></div><div class="t m0 x3a hb y9ee ff6 fs3 fc0 sc0 ls0 ws0">realizacja p<span class="_ _8"></span>rogramu opcji<span class="_ _8"></span> wi<span class="_ _8"></span>nna by<span class="ff5">ć</span> <span class="_ _8"></span>uzale<span class="ff5">żniona <span class="_ _8"></span>od <span class="_ _8"></span>spełnienia przez<span class="_ _8"></span> uprawnion<span class="_ _8"></span>ych, w prz<span class="_ _8"></span>eci<span class="_ _8"></span>ą</span><span class="ls43">gu </span></div><div class="t m0 x3a hb y9ef ff6 fs3 fc0 sc0 ls0 ws0">co <span class="_ _8"></span>najmniej <span class="_ _8"></span>3 <span class="_ _8"></span>lat, <span class="_ _8"></span>z<span class="_ _8"></span> <span class="_ _8"></span>g<span class="ff5">ó</span>ry <span class="_ _c"></span>wyznaczonych, <span class="_ _8"></span>re<span class="_ _8"></span>alnych <span class="_ _8"></span>i <span class="_ _8"></span>odp<span class="_ _8"></span>owiednich <span class="_ _8"></span>dla <span class="_ _8"></span>sp<span class="_ _8"></span><span class="ff5">ó<span class="_ _8"></span>łki <span class="_ _8"></span>celó</span>w <span class="_ _8"></span>f<span class="_ _8"></span>inansowych <span class="_ _8"></span>i </div><div class="t m0 x3a hb y25c ff6 fs3 fc0 sc0 ls0 ws0">niefinansowych <span class="_ _7"> </span>o<span class="_ _8"></span>raz <span class="_ _7"> </span>zr<span class="_ _8"></span><span class="ff5">ó</span>wnow<span class="_ _8"></span>a<span class="ff5">ż</span>onego <span class="_ _7"> </span>roz<span class="_ _8"></span>woju, <span class="_ _7"> </span>a <span class="_ _7"> </span>ustalona <span class="_ _7"> </span>c<span class="_ _8"></span>ena <span class="_ _7"> </span>nabycia<span class="_ _8"></span> <span class="_ _7"> </span>przez <span class="_ _7"> </span>up<span class="_ _8"></span>rawnionych </div><div class="t m0 x3a hb y9f0 ff6 fs3 fc0 sc0 ls0 ws0">akcji lub rozliczenia op<span class="_ _8"></span>cji nie mo<span class="ff5">ż<span class="_ _8"></span></span>e odbiega<span class="ff5">ć</span> od w<span class="_ _8"></span>arto<span class="ff5">ś</span>ci akcji z<span class="_ _8"></span> okresu uchwalania p<span class="_ _8"></span>rogramu. <span class="_ _8"></span> </div><div class="t m0 x2 h8 y9f1 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y9f2 ff2 fs3 fc0 sc0 ls0 ws0">Komentarz Spółki: Z<span class="_ _8"></span>asada nie jest stos<span class="_ _8"></span>owana. W spó<span class="_ _8"></span>łce nie funkcjonuje <span class="_ _8"></span>program opcj<span class="_ _8"></span>i menedżerskich.<span class="_ _c"></span><span class="ff1"> </span></div><div class="t m0 x2 hb y9f3 ff6 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x94 hc yd1a ff6 fs4 fc0 sc0 ls0 ws0">14.3. <span class="_ _1f"> </span><span class="ff5">Systemy <span class="_ _d"> </span>kontroli <span class="_ _d"> </span>wewnętrznej <span class="_ _d"> </span>i <span class="_ _d"> </span>zarządzania <span class="_ _d"> </span>ryzykiem <span class="_ _d"> </span>w <span class="_ _d"> </span>odn</span>ie<span class="_ _8"></span>sieniu <span class="_ _d"> </span>do<span class="_ _0"></span> </div><div class="t m0 x17a hc yd1b ff5 fs4 fc0 sc0 ls0 ws0">procesu <span class="_ _8"></span>sporządza<span class="_ _8"></span>nia <span class="_ _8"></span>sprawozdań <span class="_ _c"></span>finansowych <span class="_ _8"></span>i <span class="_ _c"></span>skonsolidowanych <span class="_ _8"></span>sprawozdań </div><div class="t m0 x17a hc y40 ff6 fs4 fc0 sc0 ls0 ws0">finansowych </div><div class="t m0 x2 h8 y4b3 ff2 fs3 fc0 sc0 ls0 ws0">Zarząd <span class="_ _c"></span>MIRBUD <span class="_ _f"></span>S.A. <span class="_ _c"></span>jest <span class="_ _c"></span>odpo<span class="_ _8"></span>wiedzialny <span class="_ _c"></span>za <span class="_ _f"></span>system <span class="_ _c"></span>kontroli <span class="_ _c"></span>w<span class="_ _8"></span>ewnętrznej <span class="_ _c"></span>i <span class="_ _c"></span>j<span class="_ _8"></span>ego <span class="_ _c"></span>sk<span class="_ _8"></span>uteczność <span class="_ _c"></span>w <span class="_ _c"></span>odni<span class="_ _8"></span>esieniu </div><div class="t m0 x2 h8 y4b4 ff2 fs3 fc0 sc0 ls0 ws0">do procesu sporządzan<span class="_ _8"></span>ia sprawozdań f<span class="_ _8"></span>inansowych. <span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 ydd ff2 fs3 fc0 sc0 ls0 ws0">Nadzór <span class="_ _3"></span>mery<span class="_ _8"></span>toryczny nad <span class="_ _3"></span>prz<span class="_ _8"></span>ygotowaniem <span class="_ _3"></span>je<span class="_ _8"></span>dnostkowych i <span class="_ _3"></span>skonsolidowanych sprawozdań <span class="_ _3"></span>finanso<span class="_ _8"></span>wych pe<span class="_ _0"></span>łni </div><div class="t m0 x2 h8 ya2a ff1 fs3 fc0 sc0 ls0 ws0">Dyrektor <span class="_ _1e"> </span>Ekonomiczno-<span class="ff2">Fi<span class="_ _8"></span>nansowy. <span class="_ _1e"> </span>Za <span class="_ _12"> </span>sporządz<span class="_ _8"></span>enie <span class="_ _1e"> </span>jednostkowego <span class="_ _12"> </span>i <span class="_ _1e"> </span>skonso<span class="_ _8"></span>lidowanego <span class="_ _1e"> </span>sprawozdania </span></div><div class="t m0 x2 h8 ya2b ff2 fs3 fc0 sc0 ls0 ws0">finansowego odpowi<span class="_ _8"></span>edzialna jest Główna <span class="_ _8"></span>Księgowa jednostki dom<span class="_ _c"></span>inującej. <span class="ff1"> </span></div><div class="t m0 x2 h8 y21f ff2 fs3 fc0 sc0 ls0 ws0">Skonsolidowane <span class="_ _7"> </span>sprawozd<span class="_ _8"></span>ania <span class="_ _6"> </span>fi<span class="_ _8"></span>nansowe <span class="_ _7"> </span>sporządza <span class="_ _7"> </span>się <span class="_ _6"> </span>na <span class="_ _7"> </span>podstawie <span class="_ _7"> </span>sprawozdań <span class="_ _7"> </span>finansowych <span class="_ _7"> </span>jednostki </div><div class="t m0 x2 h8 ycb ff2 fs3 fc0 sc0 ls0 ws0">dominującej <span class="_ _c"></span>oraz <span class="_ _8"></span>j<span class="_ _8"></span>ednostek <span class="_ _c"></span>zależnych. <span class="_ _c"></span>Spraw<span class="_ _8"></span>ozdania <span class="_ _c"></span>finansowe<span class="_ _8"></span> <span class="_ _8"></span>jednostki<span class="_ _8"></span> <span class="_ _8"></span>zależ<span class="_ _8"></span>nej <span class="_ _c"></span>po <span class="_ _8"></span>uwz<span class="_ _8"></span>ględnieniu <span class="_ _8"></span>k<span class="_ _8"></span>orekt </div><div class="t m0 x2 h8 y838 ff2 fs3 fc0 sc0 ls0 ws0">doprowadzającyc<span class="_ _8"></span>h <span class="_ _3"></span>do <span class="_ _0"></span>zgodności z <span class="_ _3"></span>Międzynarod<span class="_ _8"></span>owymi <span class="_ _0"></span>Standardami <span class="_ _0"></span>Sprawozdawc<span class="_ _8"></span>zości <span class="_ _3"></span>F<span class="_ _8"></span>inansowej <span class="_ _3"></span>(<span class="_ _8"></span>„MSSF”) </div><div class="t m0 x2 h8 yd1c ff2 fs3 fc0 sc0 ls0 ws0">są <span class="_ _1b"> </span>sporządzane <span class="_ _1b"> </span>w <span class="_ _d"> </span>oparciu <span class="_ _1a"> </span>o <span class="_ _1b"> </span>j<span class="_ _8"></span>ednolite <span class="_ _1b"> </span>zasady <span class="_ _d"> </span>rachunkowości <span class="_ _1b"> </span>stosowane<span class="_ _8"></span> <span class="_ _1b"> </span>dla <span class="_ _1a"> </span>tr<span class="_ _8"></span>ansakcji <span class="_ _1b"> </span>i <span class="_ _1b"> </span>zdarz<span class="_ _8"></span>eń </div><div class="t m0 x2 h8 y892 ff1 fs3 fc0 sc0 ls0 ws0">gospodarczyc<span class="_ _8"></span>h o podobnym charakterze. <span class="_ _8"></span> </div><div class="t m0 x2 h8 ya18 ff1 fs3 fc0 sc0 ls0 ws0">Sprawozdania <span class="_ _8"></span>skons<span class="_ _8"></span>olidowane <span class="_ _8"></span>i <span class="_ _8"></span>jednos<span class="_ _8"></span>tkowe <span class="_ _8"></span>sprawozdan<span class="_ _8"></span>ia <span class="_ _8"></span>finansowe <span class="_ _8"></span>MIRB<span class="_ _c"></span><span class="ff2">UD <span class="_ _8"></span>S.A. <span class="_ _8"></span>p<span class="_ _8"></span>odlegają <span class="_ _8"></span>przeglądow<span class="_ _8"></span>i </span></div><div class="t m0 x2 h8 y9fa ff2 fs3 fc0 sc0 ls0 ws0">lub badaniu przez nieza<span class="_ _8"></span>leżnego biegłeg<span class="_ _8"></span>o rewidenta. <span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 y7b6 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 xa7 hc yd1d ff6 fs4 fc0 sc0 ls0 ws0">14.4. <span class="_ _2a"> </span><span class="ff5">Akcjonariusze posiadający znaczne pakiety akcji</span> </div><div class="t m0 x2 h8 yd1e ff2 fs3 fc0 sc0 ls0 ws0">Według <span class="_ _3"></span>s<span class="_ _8"></span>tanu <span class="_ _3"></span>na dzień <span class="_ _3"></span>31.12.202<span class="_ _8"></span><span class="ff1">1</span>r <span class="_ _3"></span>k<span class="_ _8"></span>apitał <span class="_ _3"></span>zakładowy Spółki <span class="_ _3"></span>podz<span class="_ _8"></span>ielony <span class="_ _3"></span>jes<span class="_ _8"></span>t <span class="_ _3"></span>na 91<span class="ff1"> 744 <span class="_ _3"></span>2<span class="_ _8"></span>00 <span class="_ _3"></span>akcj<span class="_ _8"></span>i <span class="_ _3"></span>na <span class="_ _0"></span>okaziciela </span></div><div class="t m0 x2 h8 y7b1 ff2 fs3 fc0 sc0 ls0 ws0">w pełni opłacony<span class="_ _8"></span>ch o wartoś<span class="_ _8"></span>ci nominalnej 0,10 zł każd<span class="_ _8"></span>a.<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h2c yd1f ff8 fs5 fc0 sc0 ls0 ws0">Tabela: Struktura<span class="_ _0"></span> własności<span class="_ _0"></span> kapitału za<span class="_ _0"></span>kładowego na 31<span class="_ _3"></span> grudnia 2021 roku<span class="ff7"> </span></div></div><div class="c x2 yd20 w1b8 h133"><div class="t m0 xc2 h2d yb33 ff6 fs5 fc4 sc0 ls0 ws0">Akcjonariusz </div></div><div class="c x140 yd20 w1b9 h133"><div class="t m0 x4f h2d yb34 ff6 fs5 fc4 sc0 ls0 ws0">Liczba </div><div class="t m0 x29 h2d yb33 ff6 fs5 fc4 sc0 ls0 ws0">posiadanych </div><div class="t m0 x20 h2d y82d ff6 fs5 fc4 sc0 ls0 ws0">akcji </div></div><div class="c x8 yd20 w1ba h133"><div class="t m0 x2f h2d yb5 ff5 fs5 fc4 sc0 ls0 ws0">Udział w kapita<span class="_ _3"></span>l<span class="_ _8"></span>e </div><div class="t m0 x6c h2d yb3f ff5 fs5 fc4 sc0 ls0 ws0">zakładowym<span class="ff6"> </span></div></div><div class="c x182 yd20 w145 h133"><div class="t m0 x2f h2d yb33 ff5 fs5 fc4 sc0 ls0 ws0">Liczba głosów<span class="ff6"> </span></div></div><div class="c xca yd20 w1bb h133"><div class="t m0 x3e h2d yb34 ff5 fs5 fc4 sc0 ls0 ws0">% udział akcji w<span class="_ _3"></span> </div><div class="t m0 x32 h2d yb33 ff5 fs5 fc4 sc0 ls0 ws0">ogólnej liczbie </div><div class="t m0 x115 h2d y82d ff5 fs5 fc4 sc0 ls0 ws0">głosów<span class="ff6"> </span></div></div><div class="c x2 yd21 w1b8 h134"><div class="t m0 xa h2d y82d ff6 fs5 fc0 sc0 ls0 ws0">Jerzy Mirgos </div></div><div class="c x140 yd21 w1b9 h134"><div class="t m0 x53 h2f y82d ff1 fs5 fc0 sc0 ls0 ws0">41 371 064   <span class="_ _0"></span> </div></div><div class="c x8 yd21 w1ba h134"><div class="t m0 x1d h2d y82d ff6 fs5 fc0 sc0 ls0 ws0">45,1% </div></div><div class="c x182 yd21 w145 h134"><div class="t m0 x115 h2f y82d ff1 fs5 fc0 sc0 ls0 ws0">41 371 <span class="ls16">064 </span> </div></div><div class="c xca yd21 w1bb h134"><div class="t m0 x27 h2d y82d ff6 fs5 fc0 sc0 ls0 ws0">45,1% </div></div><div class="c x2 y189 w1b8 h10e"><div class="t m0 xa h2d yc1 ff6 fs5 fc0 sc0 ls0 ws0">Nationale-Nederlan<span class="_ _3"></span>den <span class="_ _8"></span>Otwarty<span class="_ _3"></span> Fundusz </div><div class="t m0 xa h2d ybd ff6 fs5 fc0 sc0 ls0 ws0">Emerytalny<span class="_ _0"></span> </div></div><div class="c x140 y189 w1b9 h10e"><div class="t m0 x49 h2f y80b ff1 fs5 fc0 sc0 ls0 ws0">9 171 <span class="ls16">837 </span> </div></div><div class="c x8 y189 w1ba h10e"><div class="t m0 x1d h2d y80b ff6 fs5 fc0 sc0 ls0 ws0">9,99% </div></div><div class="c x182 y189 w145 h10e"><div class="t m0 x53 h2f y80b ff1 fs5 fc0 sc0 ls0 ws0">9 171 <span class="ls16">837 </span> </div></div><div class="c xca y189 w1bb h10e"><div class="t m0 x27 h2d y80b ff6 fs5 fc0 sc0 ls0 ws0">9,99% </div></div><div class="c x2 yd22 w1b8 hd4"><div class="t m0 xa h2d y932 ff6 fs5 fc0 sc0 ls0 ws0">Pozostali akcjo<span class="_ _0"></span>nariusze </div></div><div class="c x140 yd22 w1b9 hd4"><div class="t m0 x53 h2f y932 ff1 fs5 fc0 sc0 ls0 ws0">41 201 299 </div></div><div class="c x8 yd22 w1ba hd4"><div class="t m0 x50 h2d y932 ff6 fs5 fc0 sc0 ls0 ws0">44,92% </div></div><div class="c x182 yd22 w145 hd4"><div class="t m0 x115 h2f y932 ff1 fs5 fc0 sc0 ls0 ws0">41 201 299 </div></div><div class="c xca yd22 w1bb hd4"><div class="t m0 x4c h2d y932 ff6 fs5 fc0 sc0 ls0 ws0">44,92% </div></div><div class="c x2 yca0 w1b8 hb8"><div class="t m0 x1bf h2d y932 ff6 fs5 fc0 sc0 ls0 ws0">Razem </div></div><div class="c x140 yca0 w1b9 hb8"><div class="t m0 x53 h2d y932 ff1 fs5 fc0 sc0 ls0 ws0">91 744 200<span class="ff6"> </span></div></div><div class="c x8 yca0 w1ba hb8"><div class="t m0 x4a h2d y932 ff6 fs5 fc0 sc0 ls0 ws0">100,00% </div></div><div class="c x182 yca0 w145 hb8"><div class="t m0 x115 h2d y932 ff1 fs5 fc0 sc0 ls0 ws0">91 744 200<span class="ff6"> </span></div></div><div class="c xca yca0 w1bb hb8"><div class="t m0 x4e h2d y932 ff6 fs5 fc0 sc0 ls0 ws0">100,00% </div></div></div><div class="pi" ></div></div><div id="pf7f" class="pf w0 h0" ><div class="pc pc7f w0 h0"><img class="bi x4 y2a w3 hcd" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x105 h6 y991 ff4 fs2 fc2 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI GRUPY KAPITAŁOWEJ <span class="ff3">MIRBUD ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc3"> </span></span></div><div class="t m0 x6 h4 y992 ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y2d wda h7"><div class="t m0 x54 h8 y2e ff2 fs3 fc2 sc0 ls0 ws0">Grupa Kapitałowa MIR<span class="_ _8"></span>BUD<span class="ff1"> <span class="ls6">| <span class="_ _8"></span></span></span>Posiadacze wsz<span class="_ _8"></span>elkich papierów wartośc<span class="_ _8"></span>iowych, któr<span class="_ _8"></span>e dają </div><div class="t m0 x139 h8 y2f ff2 fs3 fc2 sc0 ls0 ws0">specjalne uprawnieni<span class="_ _8"></span>a kontrolne, wraz z opisem <span class="_ _8"></span>tych uprawn<span class="_ _8"></span>ień<span class="_ _8"></span><span class="ff1"> </span></div></div><div class="c x9 y2d wdb h7"><div class="t m0 xa h4 y30 ff3 fs1 fc4 sc0 ls0 ws0">127 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h4 y31 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hc ya20 ff6 fs4 fc0 sc0 ls0 ws0">14.5. <span class="_ _d"> </span>Posiadacze <span class="_ _1f"> </span><span class="ff5">wszelkich <span class="_ _15"> </span>pa<span class="_ _8"></span>pierów <span class="_ _1f"> </span>wart<span class="_ _0"></span>ościowych, <span class="_ _1f"> </span>które <span class="_ _15"> </span>dają <span class="_ _1f"> </span>specjalne </span></div><div class="t m0 x85 hc ya21 ff5 fs4 fc0 sc0 ls0 ws0">uprawnienia kontrolne, wraz z opisem tych uprawnień <span class="ff6"> </span></div><div class="t m0 x2 h8 yaa6 ff2 fs3 fc0 sc0 ls0 ws0">MIRBUD <span class="_ _2a"> </span>S.A. <span class="_ _2a"> </span>nie <span class="_ _2a"> </span>wyemitowała <span class="_ _2a"> </span>pa<span class="_ _8"></span>pierów <span class="_ _7"> </span>war<span class="_ _8"></span>tościowy<span class="_ _8"></span>ch <span class="_ _7"> </span>dając<span class="_ _8"></span>ych <span class="_ _7"> </span>ak<span class="_ _8"></span>cjonariuszom <span class="_ _2a"> </span>specjalne <span class="_ _2a"> </span>uprawn<span class="_ _8"></span>ienia </div><div class="t m0 x2 h8 y848 ff1 fs3 fc0 sc0 ls0 ws0">kontrolne.  </div><div class="t m0 x2 hc y998 ff6 fs4 fc0 sc0 ls0 ws0">14.6. <span class="_ _d"> </span><span class="ff5">Ograniczenia odnośnie </span><span class="ls44">do <span class="_ _8"></span></span><span class="ff5">wykonywania prawa głosu</span> </div><div class="t m0 x2 h8 ybd3 ff2 fs3 fc0 sc0 ls0 ws0">W Spółce nie istniej<span class="_ _8"></span>ą żadne ograniczenia w<span class="_ _8"></span> zakresie wykony<span class="_ _8"></span>wania prawa głosu. <span class="_ _c"></span><span class="ff1"> </span></div><div class="t m0 x2 hc yd23 ff6 fs4 fc0 sc0 ls0 ws0">14.7. <span class="_ _d"> </span><span class="ff5">Ograniczenia <span class="_ _41"> </span>dotyczące <span class="_ _3c"> </span>przenoszenia <span class="_ _41"> </span>prawa <span class="_ _3c"> </span>własności <span class="_ _41"> </span>papierów </span></div><div class="t m0 x85 hc yd24 ff5 fs4 fc0 sc0 ls0 ws0">wartościowych <span class="ff6"> </span></div><div class="t m0 x2 h8 y1ff ff2 fs3 fc0 sc0 ls0 ws0">MIRBUD S.A. nie wyemitowała akcji, co do których występowałyby jakieko<span class="_ _8"></span>lwiek ograniczenia w przenoszeni<span class="_ _c"></span><span class="ff1 ls11">u </span></div><div class="t m0 x2 h8 y200 ff2 fs3 fc0 sc0 ls0 ws0">prawa własnośc<span class="_ _8"></span>i. <span class="ff1"> </span></div><div class="t m0 x2 hc y11b ff6 fs4 fc0 sc0 ls0 ws0">14.8. <span class="_ _d"> </span>Zasady zmiany statutu MIRBUD S.A. </div><div class="t m0 x2 h8 yd25 ff2 fs3 fc0 sc0 ls0 ws0">Zgodnie <span class="_ _c"></span>z <span class="_ _f"></span>§ <span class="_ _c"></span>18 <span class="_ _f"></span>ust. <span class="_ _c"></span>1 <span class="_ _f"></span>pkt <span class="_ _c"></span>3 <span class="_ _f"></span>i <span class="_ _c"></span>ust. <span class="_ _f"></span>2 <span class="_ _c"></span>Statutu <span class="_ _f"></span>MIRBUD <span class="_ _f"></span>S.A., <span class="_ _c"></span>jego <span class="_ _f"></span>zmiana <span class="_ _c"></span>dokonyw<span class="_ _8"></span>ana <span class="_ _c"></span>jes<span class="_ _8"></span>t <span class="_ _c"></span>w <span class="_ _f"></span>drodze <span class="_ _f"></span>uchwały </div><div class="t m0 x2 h8 yd26 ff2 fs3 fc0 sc0 ls0 ws0">Walnego <span class="_ _f"></span>Zgromadzenia <span class="_ _f"></span>Akcjonariusz<span class="_ _8"></span>y, <span class="_ _f"></span>podjętej <span class="_ _f"></span>na <span class="_ _c"></span>wn<span class="_ _8"></span>iosek <span class="_ _f"></span>Zarządu <span class="_ _f"></span>Spółki <span class="_ _c"></span>prz<span class="_ _8"></span>edłożony <span class="_ _f"></span>łącznie <span class="_ _f"></span>z <span class="_ _f"></span>pisemn<span class="_ _c"></span><span class="ls9">ą </span></div><div class="t m0 x2 h8 yd27 ff2 fs3 fc0 sc0 ls0 ws0">opinią Rady<span class="_ _8"></span> Nadzorczej<span class="_ _8"></span> lub <span class="_ _8"></span>na wniosek <span class="_ _8"></span>akcj<span class="_ _8"></span>onariuszy, <span class="_ _8"></span>który powinien <span class="_ _8"></span>być z<span class="_ _8"></span>aopiniowany prz<span class="_ _8"></span>ez Zarząd <span class="_ _8"></span>Spółki </div><div class="t m0 x2 h8 y4e0 ff2 fs3 fc0 sc0 ls0 ws0">i <span class="_ _6"></span>Radę <span class="_ _6"> </span>Nadzorc<span class="_ _8"></span>zą, <span class="_ _6"> </span>zgo<span class="_ _8"></span>dnie <span class="_ _6"> </span>z <span class="_ _6"> </span>art. <span class="_ _7"> </span>415 <span class="_ _6"> </span>Kodeksu <span class="_ _7"> </span>spółek <span class="_ _6"> </span>handlowych <span class="_ _7"> </span>większością <span class="_ _6"> </span>trz<span class="_ _8"></span>ech <span class="_ _6"> </span>czwartyc<span class="_ _8"></span>h <span class="_ _6"> </span>głosów.  </div><div class="t m0 x2 h8 y97e ff2 fs3 fc0 sc0 ls0 ws0">Uchwalone zmiany wprow<span class="_ _8"></span>adzane są <span class="_ _8"></span>w drodze dokona<span class="_ _8"></span>nia stos<span class="_ _8"></span>ownego wpisu do r<span class="_ _8"></span>ejestru przedsiębiorc<span class="_ _8"></span>ów. <span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 hc yd28 ff6 fs4 fc0 sc0 ls0 ws0">14.9. <span class="_ _d"> </span>Zgromadzenie Akcjonariuszy MIRBUD S.A. </div><div class="t m0 x2 h8 y487 ff2 fs3 fc0 sc0 ls0 ws0">Walne <span class="_ _7"> </span>Zgromadzenie <span class="_ _7"> </span>obra<span class="_ _8"></span>duje <span class="_ _7"> </span>jako <span class="_ _7"> </span>Zwyczaj<span class="_ _8"></span>ne <span class="_ _7"> </span>lub <span class="_ _7"> </span>Nadzwyczajne <span class="_ _7"> </span>i <span class="_ _7"> </span>jako <span class="_ _7"> </span>organ <span class="_ _7"> </span>Spółki <span class="_ _7"> </span>dzia<span class="_ _8"></span>ła <span class="_ _7"> </span>w <span class="_ _7"> </span>oparciu <span class="_ _7"> </span>o </div><div class="t m0 x2 h8 y8ff ff2 fs3 fc0 sc0 ls0 ws0">przepisy <span class="_ _8"></span>Kodeksu <span class="_ _8"></span>spółek <span class="_ _8"></span>handlowyc<span class="_ _8"></span>h, Statu<span class="_ _8"></span>tu S<span class="_ _8"></span>półki <span class="_ _8"></span>oraz <span class="_ _8"></span>postanowień <span class="_ _c"></span><span class="ff1">Re<span class="_ _8"></span>gulaminu <span class="_ _8"></span>Walnego <span class="_ _8"></span>Zgromadz<span class="_ _8"></span>enia </span></div><div class="t m0 x2 h8 y900 ff2 fs3 fc0 sc0 ls0 ws0">Akcjonariuszy <span class="_ _c"></span>MIRBUD <span class="_ _c"></span>S.A., <span class="_ _c"></span>stanow<span class="_ _8"></span>iącego <span class="_ _8"></span>z<span class="_ _8"></span>ałącznik <span class="_ _c"></span>do <span class="_ _8"></span>Uchw<span class="_ _8"></span>ały <span class="_ _8"></span>nr <span class="_ _c"></span>27/2009 <span class="_ _c"></span>NWZA <span class="_ _c"></span>z <span class="_ _8"></span>d<span class="_ _8"></span>nia <span class="_ _8"></span>23 <span class="_ _c"></span>paździ<span class="_ _8"></span>ernika </div><div class="t m0 x2 h8 yd29 ff1 fs3 fc0 sc0 ls11 ws0">2009<span class="ls0"> <span class="_ _1e"> </span><span class="ff2">r., <span class="_ _1e"> </span>w <span class="_ _1e"> </span>s<span class="_ _8"></span>prawie <span class="_ _1e"> </span>prz<span class="_ _8"></span>yjęcia <span class="_ _12"> </span>R<span class="_ _8"></span>egulaminu <span class="_ _14"> </span>Walnego <span class="_ _1e"> </span>Zgromadze<span class="_ _8"></span>nia <span class="_ _1e"> </span>Akcjonariuszy<span class="_ _8"></span>, <span class="_ _1e"> </span>jak <span class="_ _1e"> </span>również <span class="_ _1e"> </span>zasad<span class="_ _8"></span> </span></span></div><div class="t m0 x2 h8 yd2a ff2 fs3 fc0 sc0 ls0 ws0">wynikających z „Dobry<span class="_ _8"></span>ch Prakty<span class="_ _8"></span>k Spółek notowanyc<span class="_ _8"></span>h na GPW”. <span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 yd2b ff2 fs3 fc0 sc0 ls0 ws0">Statut Spółki w § 16 prz<span class="_ _8"></span>ewiduje, że <span class="_ _8"></span>WZ odbywa się w s<span class="_ _8"></span>iedzibie Spółki lub w Wars<span class="_ _8"></span>zawie.<span class="_ _c"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 yd2c ff2 fs3 fc0 sc0 ls0 ws0">Zgodnie <span class="_ _7"> </span>z <span class="_ _2a"> </span>§<span class="ff1"> </span>14 <span class="_ _2a"> </span>Statutu <span class="_ _2a"> </span>Zwyczajne <span class="_ _2a"> </span>Walne <span class="_ _7"> </span>Zgrom<span class="_ _8"></span>adzenie <span class="_ _7"> </span>od<span class="_ _8"></span>bywa <span class="_ _7"> </span>się <span class="_ _2a"> </span>w <span class="_ _7"> </span>term<span class="_ _8"></span>inie <span class="_ _7"> </span>6 <span class="_ _2a"> </span>(sześciu) <span class="_ _2a"> </span>miesięcy <span class="_ _2a"> </span>po </div><div class="t m0 x2 h8 yb30 ff2 fs3 fc0 sc0 ls0 ws0">upływie <span class="_ _8"></span>każ<span class="_ _8"></span>dego <span class="_ _c"></span>roku <span class="_ _8"></span>o<span class="_ _8"></span>brotowego. <span class="_ _c"></span>Zwycz<span class="_ _8"></span>ajne<span class="ff1"> <span class="_ _f"></span></span>Walne <span class="_ _8"></span>Zgromadz<span class="_ _8"></span>enie <span class="_ _c"></span>zwołuje: <span class="_ _c"></span>Zarząd, <span class="_ _c"></span>Rada <span class="_ _c"></span>Nadzorc<span class="_ _8"></span>za, <span class="_ _c"></span>gdy </div><div class="t m0 x2 h8 yd2d ff2 fs3 fc0 sc0 ls0 ws0">Zarząd <span class="_ _c"></span>nie <span class="_ _c"></span>z<span class="_ _8"></span>woła <span class="_ _c"></span>go <span class="_ _c"></span>w <span class="_ _f"></span>terminie <span class="_ _c"></span>okr<span class="_ _8"></span>eślonym <span class="_ _c"></span>powyż<span class="_ _8"></span>ej. <span class="_ _c"></span>Nadzwyc<span class="_ _8"></span>zajne <span class="_ _c"></span>Walne <span class="_ _f"></span>Zgromadzenie <span class="_ _c"></span>zwo<span class="_ _8"></span>łuje: <span class="_ _c"></span>Zarzą<span class="_ _8"></span>d, </div><div class="t m0 x2 h8 yd2e ff2 fs3 fc0 sc0 ls0 ws0">Rada <span class="_ _2b"> </span>Nadzorc<span class="_ _8"></span>za, <span class="_ _2b"> </span>gdy <span class="_ _13"> </span>zwołanie <span class="_ _13"> </span>go <span class="_ _2b"> </span>uzna <span class="_ _13"> </span>za <span class="_ _2b"> </span>wskaz<span class="_ _8"></span>ane, <span class="_ _2b"> </span>ak<span class="_ _8"></span>cjonariusz <span class="_ _2b"> </span>lu<span class="_ _8"></span>b <span class="_ _2b"> </span>akcjonariusze <span class="_ _13"> </span>reprezentujący<span class="_ _8"></span> </div><div class="t m0 x2 h8 yd2f ff1 fs3 fc0 sc0 ls0 ws0">prz<span class="ff2">ynajmniej <span class="_ _7"> </span>p<span class="_ _8"></span>ołowę <span class="_ _7"> </span>kapit<span class="_ _8"></span>ału <span class="_ _7"> </span>zakładowego <span class="_ _2a"> </span>lub <span class="_ _7"> </span>co <span class="_ _2a"> </span>naj<span class="_ _8"></span>mniej <span class="_ _7"> </span>połowę <span class="_ _2a"> </span>głosów <span class="_ _7"> </span>w <span class="_ _2a"> </span>Spółce, <span class="_ _7"> </span>Z<span class="_ _8"></span>arząd <span class="_ _7"> </span>na <span class="_ _2a"> </span>żądanie </span></div><div class="t m0 x2 h8 yd30 ff2 fs3 fc0 sc0 ls0 ws0">akcjonariuszy  reprezentujących  przynajmniej <span class="_ _21"> </span>1/2<span class="_ _8"></span>0 <span class="_ _28"> </span>(jedną  dwudziestą) <span class="_ _28"> </span>kapitału  zakładowego, <span class="_ _28"> </span>złożone  na </div><div class="t m0 x2 h8 y478 ff2 fs3 fc0 sc0 ls0 ws0">piśmie lub <span class="_ _3"></span>w<span class="_ _8"></span> po<span class="_ _0"></span>staci elektronicznej wraz <span class="_ _0"></span>z żądaniem umieszc<span class="_ _8"></span>zenia określonych spraw <span class="_ _0"></span>w porządku obrad <span class="_ _0"></span>tego </div><div class="t m0 x2 h8 yd31 ff2 fs3 fc0 sc0 ls0 ws0">zgromadzenia. <span class="_ _c"></span>Jeż<span class="_ _8"></span>eli <span class="_ _c"></span>Zarz<span class="_ _8"></span>ąd <span class="_ _c"></span>nie <span class="_ _c"></span>zwo<span class="_ _8"></span>ła <span class="_ _c"></span>Nadzwy<span class="_ _8"></span>czajnego <span class="_ _c"></span>Wal<span class="_ _8"></span>nego <span class="_ _c"></span>Zgroma<span class="_ _8"></span>dzenia <span class="_ _c"></span>w<span class="_ _8"></span> <span class="_ _c"></span>terminie <span class="_ _c"></span>dw<span class="_ _8"></span>óch <span class="_ _c"></span>tygodni </div><div class="t m0 x2 h8 yd1f ff2 fs3 fc0 sc0 ls0 ws0">od <span class="_ _2a"> </span>dnia <span class="_ _2a"> </span>prz<span class="_ _8"></span>edstawienia <span class="_ _2a"> </span>ż<span class="_ _8"></span>ądania, <span class="_ _2a"> </span>o <span class="_ _21"> </span>którym <span class="_ _21"> </span>mowa <span class="_ _2a"> </span>powy<span class="_ _8"></span>żej, <span class="_ _2a"> </span>sąd <span class="_ _2a"> </span>r<span class="_ _8"></span>ejestrowy <span class="_ _2a"> </span>mo<span class="_ _8"></span>że <span class="_ _2a"> </span>upoważnić <span class="_ _21"> </span>do <span class="_ _2a"> </span>zwoła<span class="_ _8"></span>nia </div><div class="t m0 x2 h8 yd32 ff1 fs3 fc0 sc0 ls0 ws0">Nadzwyczajnego <span class="_ _8"></span><span class="ff2">Walnego Zgromadz<span class="_ _8"></span>enia akcjonariusz<span class="_ _8"></span>y występującyc<span class="_ _8"></span>h z tym żądaniem.<span class="_ _c"></span></span> </div><div class="t m0 x2 h8 y28a ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 yd33 ff2 fs3 fc0 sc0 ls0 ws0">Uchwały <span class="_ _6"></span>Walnego <span class="_ _6"></span>Zgromadzenia, <span class="_ _6"></span>zgodnie <span class="_ _f"></span>z<span class="_ _8"></span> <span class="_ _f"></span>§<span class="_ _8"></span><span class="ff1"> </span>18 <span class="_ _6"></span>Statutu, <span class="_ _6"></span>wymagają <span class="_ _6"></span>w <span class="_ _f"></span>s<span class="_ _8"></span>zczególności: <span class="_ _6"></span>dokonanie <span class="_ _6"></span>podziału </div><div class="t m0 x2 h8 y7b8 ff2 fs3 fc0 sc0 ls0 ws0">zysku <span class="_ _7"> </span>lub <span class="_ _6"></span>pokrycia <span class="_ _6"> </span>strat, <span class="_ _6"> </span>zmiana <span class="_ _6"> </span>St<span class="_ _8"></span>atutu <span class="_ _6"> </span>Spółki, <span class="_ _7"> </span>zmiana <span class="_ _6"> </span>przedmiotu <span class="_ _7"> </span>działalności <span class="_ _6"> </span>Spółki, <span class="_ _7"> </span>po<span class="_ _8"></span>dwyż<span class="_ _8"></span>szenie <span class="_ _6"> </span>lub </div><div class="t m0 x2 h8 yd34 ff2 fs3 fc0 sc0 ls0 ws0">obniżenie <span class="_ _6"></span>kapitału <span class="_ _6"> </span>zakłado<span class="_ _8"></span>wego, <span class="_ _6"></span>sposób <span class="_ _6"> </span>i <span class="_ _6"> </span>warunki <span class="_ _6"> </span>umorz<span class="_ _8"></span>enia <span class="_ _6"></span>akcji, <span class="_ _6"></span>połączenie<span class="_ _8"></span> <span class="_ _6"></span>lub <span class="_ _6"></span>przekształcenie <span class="_ _6"> </span>Spó<span class="_ _8"></span>łki, </div><div class="t m0 x2 h8 yd35 ff2 fs3 fc0 sc0 ls0 ws0">rozwiązanie <span class="_ _14"> </span>i <span class="_ _1e"> </span>likwidacj<span class="_ _8"></span>a <span class="_ _1e"> </span>Spółki,<span class="_ _8"></span> <span class="_ _1e"> </span>emisj<span class="_ _8"></span>a <span class="_ _1e"> </span>obligacji<span class="_ _8"></span> <span class="_ _1e"> </span>zamiennych<span class="_ _8"></span> <span class="_ _1e"> </span>lub <span class="_ _14"> </span>z <span class="_ _1e"> </span>prawe<span class="_ _8"></span>m <span class="_ _1e"> </span>pierwsz<span class="_ _8"></span>eństwa, <span class="_ _1e"> </span>zby<span class="_ _8"></span>cie <span class="_ _1e"> </span>i </div><div class="t m0 x2 h8 y7f4 ff2 fs3 fc0 sc0 ls0 ws0">wydzierżawienie <span class="_ _8"></span>prz<span class="_ _8"></span>edsiębiors<span class="_ _8"></span>twa <span class="_ _8"></span>lub <span class="_ _8"></span>j<span class="_ _8"></span>ego <span class="_ _8"></span>zorg<span class="_ _8"></span>anizowanej <span class="_ _c"></span>części <span class="_ _8"></span>oraz <span class="_ _c"></span>ustanowie<span class="_ _8"></span>nie <span class="_ _8"></span>na <span class="_ _8"></span>nich<span class="_ _8"></span> <span class="_ _8"></span>ograniczoneg<span class="_ _8"></span>o </div><div class="t m0 x2 h8 yd36 ff2 fs3 fc0 sc0 ls0 ws0">prawa <span class="_ _13"> </span>rzeczowego, <span class="_ _13"> </span>tw<span class="_ _8"></span>orzenie <span class="_ _13"> </span>i <span class="_ _13"> </span>znosz<span class="_ _8"></span>enie <span class="_ _2b"> </span>ka<span class="_ _8"></span>pitałów <span class="_ _13"> </span>i <span class="_ _13"> </span>funduszy <span class="_ _12"> </span>Spółki <span class="_ _12"> </span>–<span class="_ _8"></span><span class="ff1"> <span class="_ _13"> </span></span>na <span class="_ _13"> </span>wniosek <span class="_ _13"> </span>Zarz<span class="_ _8"></span>ądu <span class="_ _13"> </span>Spółk<span class="_ _8"></span>i </div><div class="t m0 x2 h8 yd37 ff2 fs3 fc0 sc0 ls0 ws0">przedłożony <span class="_ _6"> </span>łącznie <span class="_ _6"> </span>z <span class="_ _6"> </span>p<span class="_ _8"></span>isemną <span class="_ _6"> </span>opinią <span class="_ _6"> </span>Rady<span class="_ _8"></span> <span class="_ _6"></span>Nadzorczej<span class="_ _8"></span> <span class="_ _6"></span>lub <span class="_ _f"></span>n<span class="_ _8"></span>a <span class="_ _6"></span>wniosek <span class="_ _6"> </span>akc<span class="_ _8"></span>jonariuszy, <span class="_ _6"> </span>który <span class="_ _6"> </span>powin<span class="_ _c"></span>ien <span class="_ _7"> </span>być </div><div class="t m0 x2 h8 yd38 ff2 fs3 fc0 sc0 ls0 ws0">zaopiniowany <span class="_ _d"> </span>prz<span class="_ _8"></span>ez <span class="_ _d"> </span>Zarz<span class="_ _8"></span>ąd <span class="_ _d"> </span>Spółki <span class="_ _27"> </span>i <span class="_ _d"> </span>Radę <span class="_ _27"> </span>Nadzorczą; <span class="_ _d"> </span>r<span class="_ _8"></span>ozpatrzenie <span class="_ _d"> </span>i <span class="_ _d"> </span>zat<span class="_ _8"></span>wierdzenie <span class="_ _d"> </span>spr<span class="_ _8"></span>awozdania </div><div class="t m0 x2 h8 yd39 ff2 fs3 fc0 sc0 ls0 ws0">finansowego, oraz <span class="_ _3"></span>sprawoz<span class="_ _8"></span>dania Zarządu S<span class="_ _0"></span>półki z<span class="ff1"> </span>działalności za <span class="_ _0"></span>ubiegły rok <span class="_ _3"></span>obrotowy<span class="_ _8"></span> <span class="_ _0"></span>Spółki <span class="_ _0"></span>oraz udzielenie </div><div class="t m0 x2 h8 yd3a ff2 fs3 fc0 sc0 ls0 ws0">absolutorium <span class="_ _13"> </span>czł<span class="_ _8"></span>onkom <span class="_ _13"> </span>or<span class="_ _8"></span>ganów <span class="_ _13"> </span>Spółki <span class="_ _12"> </span>z <span class="_ _13"> </span>wykon<span class="_ _8"></span>ani<span class="_ _8"></span>a <span class="_ _13"> </span>prz<span class="_ _8"></span>ez <span class="_ _13"> </span>nich <span class="_ _13"> </span>o<span class="_ _8"></span>bowiązków, <span class="_ _12"> </span>wszelkie <span class="_ _13"> </span>post<span class="_ _8"></span>anowienia </div></div></div><div class="pi" ></div></div><div id="pf80" class="pf w0 h0" ><div class="pc pc80 w0 h0"><img class="bi x4 y2a w3 hcd" alt="" 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class="c x0 y1 w2 h0"><div class="t m0 x105 h6 y991 ff4 fs2 fc2 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI GRUPY KAPITAŁOWEJ <span class="ff3">MIRBUD ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc3"> </span></span></div><div class="t m0 x6 h4 y992 ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y2d wda ha"><div class="t m0 x1f h8 y85 ff2 fs3 fc2 sc0 ls0 ws0">Grupa Kapitałowa MIR<span class="_ _8"></span>BUD<span class="ff1"> <span class="ls6">| <span class="_ _8"></span></span>Zgromadzenie Akc<span class="_ _8"></span>jonariusz<span class="_ _8"></span>y MIRBUD S.A.<span class="_ _8"></span> </span></div></div><div class="c x9 y2d wdb ha"><div class="t m0 xa h4 y86 ff3 fs1 fc4 sc0 ls0 ws0">128 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h4 y31 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y993 ff2 fs3 fc0 sc0 ls0 ws0">dotyczące <span class="_ _c"></span>roszczeń <span class="_ _c"></span>o <span class="_ _8"></span>napr<span class="_ _8"></span>awienie <span class="_ _c"></span>szkody <span class="_ _c"></span>wyrządzonej <span class="_ _c"></span>przy <span class="_ _c"></span>zawiązywaniu <span class="_ _c"></span>Spółk<span class="_ _8"></span>i <span class="_ _8"></span>lub <span class="_ _8"></span>spra<span class="_ _8"></span>wowaniu <span class="_ _c"></span>zarząd<span class="_ _8"></span>u </div><div class="t m0 x2 h8 y994 ff2 fs3 fc0 sc0 ls0 ws0">albo nadzoru,<span class="_ _8"></span> wyrażen<span class="_ _8"></span>ie zg<span class="_ _8"></span>ody na <span class="_ _8"></span>zawarcie<span class="_ _8"></span> przez <span class="_ _8"></span>Radę <span class="_ _8"></span>Nadzorczą <span class="_ _8"></span>w <span class="_ _8"></span>imieniu <span class="_ _8"></span>Spółki, um<span class="_ _8"></span>owy o<span class="_ _c"></span><span class="ff1"> spr<span class="_ _8"></span>awowanie </span></div><div class="t m0 x2 h8 y995 ff2 fs3 fc0 sc0 ls0 ws0">zarządu w <span class="_ _8"></span>Spółce. Naby<span class="_ _8"></span>cie lub zbyc<span class="_ _8"></span>ie nieruchom<span class="_ _8"></span>ości, użytk<span class="_ _8"></span>owania wieczy<span class="_ _8"></span>stego lub udzi<span class="_ _8"></span>ału w n<span class="_ _8"></span>ieruchomości </div><div class="t m0 x2 h8 y996 ff2 fs3 fc0 sc0 ls0 ws0">lub <span class="_ _2"></span>w <span class="_ _3"></span>uży<span class="_ _8"></span>tkowaniu <span class="_ _3"></span>wieczysty<span class="_ _8"></span>m, <span class="_ _3"></span>obciążenie <span class="_ _2"></span>n<span class="_ _8"></span>ieruchomo<span class="_ _8"></span>ści <span class="_ _3"></span>lub <span class="_ _2"></span>prawa <span class="_ _3"></span>w<span class="_ _8"></span>ieczystego <span class="_ _3"></span>użytk<span class="_ _8"></span>owania <span class="_ _2"></span>innym<span class="_ _8"></span>i <span class="_ _3"></span>prawami </div><div class="t m0 x2 h8 yae8 ff2 fs3 fc0 sc0 ls0 ws0">rzeczowymi <span class="_ _f"></span>nie <span class="_ _c"></span>wym<span class="_ _8"></span>aga <span class="_ _f"></span>podjęcia <span class="_ _f"></span>uchwały <span class="_ _f"></span>Walnego <span class="_ _f"></span>Zgromad<span class="_ _8"></span>zenia. <span class="_ _f"></span>Uchwały <span class="_ _f"></span>dotyczące <span class="_ _f"></span>zdjęcia <span class="_ _f"></span>z <span class="_ _f"></span>porządku </div><div class="t m0 x2 h8 yae9 ff2 fs3 fc0 sc0 ls0 ws0">obrad <span class="_ _6"></span>bądź <span class="_ _6"></span>zaniechania <span class="_ _6"> </span>ro<span class="_ _8"></span>zpatrywania <span class="_ _6"> </span>sprawy <span class="_ _6"> </span>u<span class="_ _8"></span>mieszczonej <span class="_ _6"> </span>w <span class="_ _6"> </span>porządku <span class="_ _6"> </span>obr<span class="_ _8"></span>ad <span class="_ _6"> </span>na <span class="_ _6"></span>wniosek <span class="_ _6"> </span>akcjonari<span class="_ _8"></span>uszy </div><div class="t m0 x2 h8 yaea ff2 fs3 fc0 sc0 ls0 ws0">podejmowane są większośc<span class="_ _8"></span>ią ¾ (trzech czwartych) głosów oddanyc<span class="_ _8"></span>h, po uprzednio wyrażonej<span class="_ _8"></span> zgodzie przez </div><div class="t m0 x2 h8 yaeb ff1 fs3 fc0 sc0 ls0 ws0">wszystkich <span class="_ _8"></span><span class="ff2">obecnych akcjonariuszy, k<span class="_ _8"></span>tórzy zgłosili taki<span class="_ _8"></span> wniosek. <span class="_ _8"></span></span> </div><div class="t m0 x1c0 h3 y5d6 ff1 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 yd3b ff2 fs3 fc0 sc0 ls0 ws0">Zgodnie <span class="_ _28"> </span>z  § <span class="_ _21"> </span>2  Regulaminu <span class="_ _28"> </span>Walne <span class="_ _28"> </span>Zgroma<span class="_ _8"></span>dzenie <span class="_ _28"> </span>zwołuje  się <span class="_ _21"> </span>przez<span class="_ _8"></span> <span class="_ _28"> </span>ogłoszenie <span class="_ _28"> </span>dokonywan<span class="_ _8"></span>e <span class="_ _21"> </span>na  stronie </div><div class="t m0 x2 h8 yd3c ff2 fs3 fc0 sc0 ls0 ws0">internetowej <span class="_ _8"></span>Spółki <span class="_ _8"></span>oraz w<span class="_ _8"></span> s<span class="_ _8"></span>posób określony<span class="_ _8"></span> dla <span class="_ _8"></span>przekazy<span class="_ _8"></span>wania infor<span class="_ _8"></span>macji bieżąc<span class="_ _8"></span>ych z<span class="_ _8"></span>godnie z <span class="_ _8"></span>przepisam<span class="_ _8"></span>i o </div><div class="t m0 x2 h8 yd3d ff2 fs3 fc0 sc0 ls0 ws0">ofercie <span class="_ _3"></span>publ<span class="_ _8"></span>icznej <span class="_ _3"></span>i <span class="_ _0"></span>warunkach <span class="_ _3"></span>wprow<span class="_ _8"></span>adzania <span class="_ _3"></span>instru<span class="_ _8"></span>mentó<span class="_ _8"></span><span class="ff1">w <span class="_ _0"></span>finansowych <span class="_ _0"></span>do <span class="_ _3"></span>zorga<span class="_ _8"></span>nizowanego <span class="_ _3"></span>sys<span class="_ _8"></span>temu <span class="_ _3"></span>obrot<span class="_ _8"></span>u </span></div><div class="t m0 x2 hb yd3e ff2 fs3 fc0 sc0 ls0 ws0">oraz <span class="_ _3"></span>o <span class="_ _3"></span>sp<span class="_ _8"></span>ółkach <span class="_ _3"></span>pu<span class="_ _8"></span>blicznych. <span class="_ _3"></span>O<span class="_ _8"></span>głoszenie <span class="_ _0"></span>powinno <span class="_ _0"></span>być <span class="_ _3"></span>dokonane co <span class="_ _2"></span>n<span class="_ _8"></span>ajmniej <span class="_ _3"></span>n<span class="_ _8"></span>a <span class="ff5">dwadzieścia <span class="_ _0"></span>sześć<span class="ff1"> dni <span class="_ _2"></span>prz<span class="_ _8"></span>ed </span></span></div><div class="t m0 x2 h8 yd3f ff2 fs3 fc0 sc0 ls0 ws0">terminem <span class="_ _2b"> </span>Walnego <span class="_ _2b"> </span>Zgrom<span class="_ _8"></span>adzenia. <span class="_ _2b"> </span>Treść <span class="_ _2b"> </span>ogłosze<span class="_ _8"></span>nia <span class="_ _2b"> </span>o <span class="_ _2b"> </span>Walnym <span class="_ _2b"> </span>Zgro<span class="_ _8"></span>madzeniu <span class="_ _2b"> </span>powinna <span class="_ _13"> </span>być <span class="_ _2b"> </span>zgodna <span class="_ _2b"> </span>z<span class="_ _8"></span> </div><div class="t m0 x2 h8 yd40 ff1 fs3 fc0 sc0 ls0 ws0">wymogami <span class="_ _2b"> </span>Kod<span class="_ _8"></span>e<span class="ff2">ksu <span class="_ _2b"> </span>s<span class="_ _8"></span>półek <span class="_ _2b"> </span>handlowych <span class="_ _13"> </span>w <span class="_ _2b"> </span>odniesie<span class="_ _8"></span>niu <span class="_ _2b"> </span>do <span class="_ _2b"> </span>takich <span class="_ _13"> </span>ogłoszeń <span class="_ _13"> </span>dla <span class="_ _2b"> </span>spółek <span class="_ _2b"> </span>pu<span class="_ _8"></span>blicznych. <span class="_ _13"> </span>W </span></div><div class="t m0 x2 h8 yb43 ff2 fs3 fc0 sc0 ls0 ws0">przypadku  zwoływania  W<span class="_ _8"></span>alnego  Zgromadzenia  przez<span class="_ _8"></span>  Radę  Nadzorczą  lub  uprawnionyc<span class="_ _8"></span>h  akcjonariuszy </div><div class="t m0 x2 h8 y3e ff2 fs3 fc0 sc0 ls0 ws0">podmioty <span class="_ _6"> </span>te <span class="_ _6"> </span>składają <span class="_ _6"> </span>n<span class="_ _8"></span>a <span class="_ _6"></span>ręce <span class="_ _6"> </span>Zarządu <span class="_ _6"> </span>na <span class="_ _6"> </span>piśm<span class="_ _8"></span>ie <span class="_ _6"> </span>lub <span class="_ _6"> </span>w <span class="_ _6"> </span>postaci<span class="_ _8"></span> <span class="_ _6"></span>elektronicznej <span class="_ _6"> </span>treść<span class="_ _c"></span><span class="ff1"> <span class="_ _6"> </span></span>ogłosze<span class="_ _8"></span>nia <span class="_ _6"></span>o <span class="_ _6"></span>zwołaniu </div><div class="t m0 x2 h8 yada ff2 fs3 fc0 sc0 ls0 ws0">Walnego <span class="_ _3"></span>Zgr<span class="_ _8"></span>omadzen<span class="_ _8"></span>ia, <span class="_ _3"></span>proj<span class="_ _8"></span>ekty <span class="_ _0"></span>uchwał, <span class="_ _3"></span>j<span class="_ _8"></span>eżeli <span class="_ _3"></span>prz<span class="_ _8"></span>ewiduje się <span class="_ _3"></span>podejmowan<span class="_ _8"></span>ie <span class="_ _0"></span>uchwał oraz, <span class="_ _3"></span>o <span class="_ _0"></span>ile <span class="_ _3"></span>zac<span class="_ _8"></span>hodzi <span class="_ _3"></span>t<span class="_ _8"></span>aka </div><div class="t m0 x2 h8 yd41 ff2 fs3 fc0 sc0 ls0 ws0">potrzeba, <span class="_ _8"></span>i<span class="_ _8"></span>nne <span class="_ _8"></span>m<span class="_ _8"></span>ateriały, <span class="_ _8"></span>k<span class="_ _8"></span>tóre <span class="_ _c"></span>mają <span class="_ _c"></span>być <span class="_ _c"></span>przedstawion<span class="_ _8"></span>e <span class="_ _8"></span>Wal<span class="_ _8"></span>nemu <span class="_ _8"></span>Zgro<span class="_ _8"></span>madzeniu,<span class="_ _8"></span> <span class="_ _8"></span>co <span class="_ _c"></span>najmniej<span class="_ _8"></span> <span class="_ _8"></span>na <span class="_ _c"></span>trzydz<span class="_ _8"></span>ieści </div><div class="t m0 x2 h8 yd42 ff1 fs3 fc0 sc0 ls0 ws0">jeden <span class="_ _3"></span>dni <span class="_ _3"></span>przed <span class="_ _3"></span>termin<span class="ff2">em <span class="_ _3"></span>Walnego <span class="_ _3"></span>Zgromadze<span class="_ _8"></span>nia. <span class="_ _3"></span>Zarząd <span class="_ _3"></span>ogłasza <span class="_ _3"></span>o <span class="_ _3"></span>zwołaniu <span class="_ _3"></span>takiego <span class="_ _3"></span>Walnego <span class="_ _3"></span>Zgromadzenia<span class="_ _8"></span> </span></div><div class="t m0 x2 hb y669 ff2 fs3 fc0 sc0 ls0 ws0">w <span class="_ _6"> </span>trybie <span class="_ _7"> </span>przewidzianym <span class="_ _6"> </span>p<span class="_ _8"></span>owyżej<span class="_ _8"></span>. <span class="_ _6"> </span>Akcjonariusze <span class="_ _7"> </span>lub <span class="_ _6"> </span>ak<span class="_ _8"></span>cjonariusz <span class="_ _6"> </span>r<span class="_ _8"></span>eprezentujący <span class="_ _7"> </span>co <span class="_ _6"></span>najmniej <span class="_ _21"> </span><span class="ff6">1/20 <span class="_ _6"> </span></span>kap<span class="_ _8"></span>itału </div><div class="t m0 x2 h8 yd43 ff2 fs3 fc0 sc0 ls0 ws0">zakładowego mogą żąd<span class="_ _8"></span>ać zwołania Nadzwy<span class="_ _8"></span>czajnego Walnego Zgro<span class="_ _8"></span>madzenia. Ż<span class="_ _8"></span>ąd<span class="_ _8"></span>anie takie pow<span class="_ _8"></span>inno zostać </div><div class="t m0 x2 h8 y209 ff2 fs3 fc0 sc0 ls0 ws0">złożone <span class="_ _2a"> </span>na <span class="_ _2a"> </span>ręce <span class="_ _2a"> </span>Zarządu<span class="_ _8"></span> <span class="_ _2a"> </span>na <span class="_ _2a"> </span>piśmie <span class="_ _2a"> </span>lub <span class="_ _2a"> </span>w <span class="_ _2a"> </span>p<span class="_ _8"></span>ostaci <span class="_ _2a"> </span>elektronicznej<span class="_ _8"></span> <span class="_ _7"> </span>i <span class="_ _2a"> </span>zawi<span class="_ _8"></span>erać <span class="_ _2a"> </span>treść <span class="_ _2a"> </span>ogłosz<span class="_ _8"></span>enia <span class="_ _7"> </span>o<span class="_ _8"></span> <span class="_ _7"> </span>zwo<span class="_ _8"></span>łaniu </div><div class="t m0 x2 h8 ybf2 ff2 fs3 fc0 sc0 ls0 ws0">Walnego <span class="_ _3"></span>Zgr<span class="_ _8"></span>omadzen<span class="_ _8"></span>ia, <span class="_ _3"></span>proj<span class="_ _8"></span>ekty <span class="_ _0"></span>uchwał, <span class="_ _3"></span>j<span class="_ _8"></span>eżeli <span class="_ _3"></span>prz<span class="_ _8"></span>ewiduje się <span class="_ _3"></span>podejmowan<span class="_ _8"></span>ie <span class="_ _0"></span>uchwał oraz, <span class="_ _3"></span>o <span class="_ _0"></span>ile <span class="_ _3"></span>zac<span class="_ _8"></span>hodzi <span class="_ _3"></span>t<span class="_ _8"></span>aka </div><div class="t m0 x2 hb yb49 ff1 fs3 fc0 sc0 ls0 ws0">potrzeba, inne<span class="_ _8"></span> materi<span class="ff2">a<span class="_ _8"></span>ły, kt<span class="_ _8"></span>óre mają <span class="_ _8"></span>być prz<span class="_ _8"></span>edstawione <span class="_ _8"></span>Walnemu <span class="_ _8"></span>Zgromadzeniu,<span class="_ _8"></span> co <span class="_ _8"></span>najmniej <span class="_ _8"></span>na <span class="_ _c"></span><span class="ff5">trzydzieści </span></span></div><div class="t m0 x2 hb yb4a ff6 fs3 fc0 sc0 ls0 ws0">jeden<span class="ff1"> <span class="_ _13"> </span><span class="ff2">dni <span class="_ _13"> </span>przed <span class="_ _13"> </span>term<span class="_ _8"></span>inem <span class="_ _2b"> </span>W<span class="_ _8"></span>alnego <span class="_ _13"> </span>Zgromadz<span class="_ _8"></span>enia. <span class="_ _2b"> </span>P<span class="_ _8"></span>orządek <span class="_ _13"> </span>obrad <span class="_ _13"> </span>ustala <span class="_ _13"> </span>podmi<span class="_ _8"></span>ot <span class="_ _2b"> </span>zwo<span class="_ _8"></span>łujący <span class="_ _13"> </span>Waln<span class="_ _8"></span>e </span></span></div><div class="t m0 x2 h8 yd44 ff2 fs3 fc0 sc0 ls0 ws0">Zgromadzenie <span class="_ _6"> </span>lub <span class="_ _6"> </span>żądaj<span class="_ _8"></span>ący <span class="_ _6"> </span>jego <span class="_ _6"></span>zwołania. <span class="_ _6"> </span>W <span class="_ _6"></span>przypadk<span class="_ _8"></span>u, <span class="_ _6"></span>gdy <span class="_ _6"></span>Walne <span class="_ _6"></span>Zgromadzeni<span class="_ _8"></span>e <span class="_ _6"></span>jes<span class="_ _8"></span>t <span class="_ _6"> </span>zwoływan<span class="_ _8"></span>e <span class="_ _6"></span>przez </div><div class="t m0 x2 h8 yd45 ff2 fs3 fc0 sc0 ls0 ws0">Zarząd, <span class="_ _f"></span>porządek<span class="_ _8"></span> <span class="_ _f"></span>obrad <span class="_ _f"></span>ustala <span class="_ _f"></span>Zarz<span class="_ _8"></span>ąd <span class="_ _f"></span>w <span class="_ _f"></span>poroz<span class="_ _8"></span>umieniu <span class="_ _f"></span>z <span class="_ _f"></span>R<span class="_ _8"></span>adą <span class="_ _f"></span>Nadzorcz<span class="_ _8"></span>ą. <span class="_ _f"></span>Akcjonariusz<span class="_ _8"></span>e <span class="_ _f"></span>lub <span class="_ _f"></span>akcjonarius<span class="_ _8"></span>z </div><div class="t m0 x2 hb yd46 ff2 fs3 fc0 sc0 ls0 ws0">reprezentujący <span class="_ _28"> </span>co <span class="_ _21"> </span>naj<span class="_ _8"></span>mniej  <span class="ff6 ls11">1/20</span><span class="ff1"> <span class="_ _21"> </span></span>kapitału  zakładowego <span class="_ _21"> </span>mogą  żądać <span class="_ _21"> </span>umieszc<span class="_ _8"></span>zenia <span class="_ _21"> </span>okr<span class="_ _8"></span>eślonych <span class="_ _21"> </span>spraw  w </div><div class="t m0 x2 h8 yd47 ff2 fs3 fc0 sc0 ls0 ws0">porządku <span class="_ _3"></span>o<span class="_ _8"></span>brad <span class="_ _3"></span>n<span class="_ _8"></span>ajbliższego W<span class="_ _0"></span>alnego <span class="_ _0"></span>Zgro<span class="_ _8"></span>madzenia. Żądanie <span class="_ _3"></span>takie powinno <span class="_ _3"></span>zostać złożone <span class="_ _3"></span>na <span class="_ _0"></span>ręce <span class="_ _3"></span>Zarz<span class="_ _8"></span>ądu </div><div class="t m0 x2 h8 yd48 ff2 fs3 fc0 sc0 ls0 ws0">na <span class="_ _3"></span>piśmie l<span class="_ _0"></span>ub <span class="_ _3"></span>w<span class="_ _8"></span> <span class="_ _3"></span>postaci <span class="_ _3"></span>e<span class="_ _8"></span>lektronicznej, ni<span class="_ _0"></span>e <span class="_ _3"></span>póź<span class="_ _8"></span>niej <span class="_ _3"></span>niż na <span class="_ _3"></span>dwadzieścia <span class="_ _3"></span>jed<span class="_ _8"></span>en <span class="_ _3"></span>dni <span class="_ _0"></span>przed <span class="_ _3"></span>wyz<span class="_ _8"></span>naczonym <span class="_ _3"></span>ter<span class="_ _8"></span>minem </div><div class="t m0 x2 h8 yd49 ff2 fs3 fc0 sc0 ls0 ws0">tego <span class="_ _0"></span>Zgromadzen<span class="_ _8"></span>ia. <span class="_ _3"></span>Ż<span class="_ _8"></span>ądanie powinno <span class="_ _0"></span>zawierać uzasadnienie lub <span class="_ _0"></span>projekt uchwały dotycząc<span class="_ _8"></span><span class="ff1">ej proponowanego </span></div><div class="t m0 x2 h8 yd4a ff2 fs3 fc0 sc0 ls0 ws0">punktu <span class="_ _7"> </span>porządku <span class="_ _7"> </span>obrad <span class="_ _7"> </span>oraz, <span class="_ _6"> </span>o <span class="_ _7"> </span>ile <span class="_ _7"> </span>zachodzi <span class="_ _7"> </span>taka <span class="_ _7"> </span>potrzeba, <span class="_ _7"> </span>inne <span class="_ _7"> </span>materiały, <span class="_ _7"> </span>które <span class="_ _7"> </span>mają <span class="_ _7"> </span>być <span class="_ _6"> </span>prz<span class="_ _8"></span>edstawione </div><div class="t m0 x2 h8 y7eb ff2 fs3 fc0 sc0 ls0 ws0">Walnemu <span class="_ _f"></span>Z<span class="_ _8"></span>gromadzeniu. <span class="_ _6"> </span>Zarząd <span class="_ _f"></span>j<span class="_ _8"></span>est <span class="_ _f"></span>obow<span class="_ _8"></span>iązany <span class="_ _f"></span>ni<span class="_ _8"></span>ezwłocznie, <span class="_ _f"></span>jed<span class="_ _8"></span>nak <span class="_ _f"></span>nie<span class="_ _8"></span> <span class="_ _f"></span>później <span class="_ _6"></span>niż <span class="_ _f"></span>na <span class="_ _6"></span>osiemnaście <span class="_ _6"></span>dni </div><div class="t m0 x2 h8 y9fe ff1 fs3 fc0 sc0 ls0 ws0">przed <span class="_ _7"> </span>wyznaczonym <span class="_ _7"> </span>terminem <span class="_ _7"> </span>Walnego <span class="_ _7"> </span><span class="ff2">Zgromadzenia <span class="_ _7"> </span>ogłosić <span class="_ _7"> </span>w <span class="_ _6"> </span>s<span class="_ _8"></span>posób <span class="_ _6"> </span>właś<span class="_ _8"></span>ciwy <span class="_ _7"> </span>dla <span class="_ _6"></span>zwołania <span class="_ _7"> </span>Walnego </span></div><div class="t m0 x2 h8 yd4b ff2 fs3 fc0 sc0 ls0 ws0">Zgromadzenia zmiany <span class="_ _3"></span>w <span class="_ _0"></span>porządku ob<span class="_ _0"></span>rad <span class="_ _3"></span>wpro<span class="_ _8"></span>wadzone na <span class="_ _3"></span>żądanie <span class="_ _3"></span>wym<span class="_ _8"></span>ienionych akcjonariuszy. <span class="_ _3"></span>W sprawach </div><div class="t m0 x2 h8 y675 ff2 fs3 fc0 sc0 ls0 ws0">nie <span class="_ _12"> </span>objętyc<span class="_ _8"></span>h <span class="_ _1e"> </span>porządkiem <span class="_ _1e"> </span>obrad <span class="_ _1e"> </span>nie <span class="_ _1e"> </span>można <span class="_ _1e"> </span>powzią<span class="_ _8"></span>ć <span class="_ _1e"> </span>uchwały, <span class="_ _12"> </span>z<span class="_ _8"></span>a <span class="_ _1e"> </span>wyjątkiem <span class="_ _1e"> </span>wniosków <span class="_ _1e"> </span>o <span class="_ _1e"> </span>charakterz<span class="_ _8"></span>e </div><div class="t m0 x2 h8 yd4c ff1 fs3 fc0 sc0 ls0 ws0">porz<span class="ff2">ądkowym  lub <span class="_ _28"> </span>o  zwołanie  Nadzwyczajnego  Walnego <span class="_ _21"> </span>Z<span class="_ _8"></span>gromadzenia  lub  w <span class="_ _28"> </span>sytuacji,  gdy <span class="_ _21"> </span>ca<span class="_ _8"></span>ły  kapitał<span class="_ _0"></span> </span></div><div class="t m0 x2 h8 y724 ff2 fs3 fc0 sc0 ls0 ws0">zakładowy <span class="_ _1e"> </span>jest <span class="_ _1e"> </span>na <span class="_ _1e"> </span>Walnym <span class="_ _1e"> </span>Zgromadze<span class="_ _8"></span>niu <span class="_ _12"> </span>re<span class="_ _8"></span>prezentowany<span class="_ _8"></span>, <span class="_ _12"> </span>a <span class="_ _1e"> </span>nikt <span class="_ _1e"> </span>z <span class="_ _1e"> </span>obecn<span class="_ _8"></span>ych <span class="_ _12"> </span>nie<span class="_ _8"></span> <span class="_ _12"> </span>zg<span class="_ _8"></span>łosił <span class="_ _12"> </span>sprz<span class="_ _8"></span>eciwu </div><div class="t m0 x2 hb yd4d ff2 fs3 fc0 sc0 ls0 ws0">dotyczącego <span class="_ _7"> </span>powzięc<span class="_ _8"></span>ia <span class="_ _6"> </span>uc<span class="_ _8"></span>hwały. <span class="_ _7"> </span>Akcj<span class="_ _8"></span>onariusze <span class="_ _7"> </span>lub <span class="_ _7"> </span>akcjonariusz <span class="_ _7"> </span>reprezen<span class="_ _c"></span>tujący <span class="_ _7"> </span>co <span class="_ _7"> </span>najmniej<span class="_ _8"></span> <span class="_ _7"> </span><span class="ff6 ls11">1/20</span><span class="ff1"> <span class="_ _7"> </span></span>kapitał<span class="_ _8"></span>u </div><div class="t m0 x2 h8 y98c ff2 fs3 fc0 sc0 ls0 ws0">zakładowego <span class="_ _d"> </span>mogą <span class="_ _d"> </span>przed <span class="_ _1b"> </span>terminem<span class="_ _8"></span> <span class="_ _d"> </span>Walnego <span class="_ _1b"> </span>Zg<span class="_ _8"></span>romadzenia <span class="_ _1b"> </span>z<span class="_ _8"></span>głaszać <span class="_ _d"> </span>Spółce <span class="_ _d"> </span>na <span class="_ _1b"> </span>piśmie <span class="_ _d"> </span>lub <span class="_ _d"> </span>przy </div><div class="t m0 x2 h8 y98d ff2 fs3 fc0 sc0 ls0 ws0">wykorzys<span class="_ _8"></span>taniu <span class="_ _21"> </span>śr<span class="_ _8"></span>odków <span class="_ _28"> </span>komunikacj<span class="_ _8"></span>i <span class="_ _28"> </span>elektronicznej  projekty  uchwał <span class="_ _21"> </span>dotycz<span class="_ _8"></span>ące  spraw <span class="_ _21"> </span>wprow<span class="_ _8"></span>adzonych  do </div><div class="t m0 x2 h8 y728 ff2 fs3 fc0 sc0 ls0 ws0">porządku <span class="_ _7"> </span>obrad <span class="_ _7"> </span>Walneg<span class="_ _8"></span>o <span class="_ _7"> </span>Zgromadzenia <span class="_ _2a"> </span>lub<span class="_ _8"></span> <span class="_ _7"> </span>spraw, <span class="_ _7"> </span>które <span class="_ _7"> </span>mają<span class="_ _8"></span> <span class="_ _7"> </span>zostać <span class="_ _7"> </span>wprowa<span class="_ _8"></span>dzone <span class="_ _7"> </span>do <span class="_ _7"> </span>porządku <span class="_ _7"> </span>obr<span class="_ _8"></span>ad. </div><div class="t m0 x2 h8 y729 ff2 fs3 fc0 sc0 ls0 ws0">Zarząd <span class="_ _c"></span>niezwłoczn<span class="_ _8"></span>ie <span class="_ _8"></span>o<span class="_ _8"></span>głasza <span class="_ _c"></span>projekty<span class="_ _8"></span> <span class="_ _c"></span>uchwał <span class="_ _c"></span>na <span class="_ _c"></span>stronie <span class="_ _f"></span>internetowej. <span class="_ _c"></span>Każdy <span class="_ _c"></span>z<span class="_ _8"></span> <span class="_ _c"></span>akcjonariusz<span class="_ _8"></span>y <span class="_ _c"></span>może <span class="_ _c"></span>podczas </div><div class="t m0 x2 h8 y58c ff2 fs3 fc0 sc0 ls0 ws0">Walnego Zgromadzenia zgłaszać projekty <span class="_ _0"></span>uchwał dotyczącyc<span class="_ _8"></span>h <span class="_ _0"></span>spraw wprowadzonych do <span class="_ _3"></span>porz<span class="_ _8"></span>ądku obr<span class="_ _8"></span><span class="ff1">ad, do </span></div><div class="t m0 x2 h8 y56e ff2 fs3 fc0 sc0 ls0 ws0">chwili <span class="_ _1a"> </span>zarz<span class="_ _8"></span>ądzenia <span class="_ _1a"> </span>prz<span class="_ _8"></span>ez <span class="_ _1b"> </span>Przewodniczącego <span class="_ _1b"> </span>głosowan<span class="_ _8"></span>ia <span class="_ _1a"> </span>w <span class="_ _1b"> </span>danym <span class="_ _1b"> </span>punkci<span class="_ _8"></span>e <span class="_ _1a"> </span>porządku <span class="_ _1b"> </span>obrad. <span class="_ _1b"> </span>Walne </div><div class="t m0 x2 h8 y56f ff2 fs3 fc0 sc0 ls0 ws0">Zgromadzenie <span class="_ _14"> </span>może <span class="_ _14"> </span>być<span class="_ _8"></span> <span class="_ _14"> </span>odwołane <span class="_ _14"> </span>tylko <span class="_ _14"> </span>i <span class="_ _14"> </span>wyłącznie <span class="_ _14"> </span>w <span class="_ _14"> </span>przypadku, <span class="_ _14"> </span>g<span class="_ _8"></span>dy <span class="_ _14"> </span>jego <span class="_ _14"> </span>odbycie <span class="_ _14"> </span>napotyka <span class="_ _14"> </span>na </div><div class="t m0 x2 h8 y570 ff2 fs3 fc0 sc0 ls0 ws0">nadzwyczajne <span class="_ _21"> </span>prz<span class="_ _8"></span>eszkody. <span class="_ _21"> </span>Jednakże <span class="_ _28"> </span>w <span class="_ _21"> </span>sytuacj<span class="_ _8"></span>i, <span class="_ _21"> </span>gdy <span class="_ _28"> </span>Walne <span class="_ _21"> </span>Zgromadz<span class="_ _8"></span>eni<span class="_ _8"></span>e <span class="_ _21"> </span>zo<span class="_ _8"></span>stało <span class="_ _2a"> </span>z<span class="_ _8"></span>wołane <span class="_ _21"> </span>na <span class="_ _28"> </span>wniosek </div><div class="t m0 x2 h8 ycba ff2 fs3 fc0 sc0 ls0 ws0">uprawnionych <span class="_ _14"> </span>podmiotów <span class="_ _1e"> </span>lub <span class="_ _1e"> </span>w <span class="_ _14"> </span>porządku <span class="_ _1e"> </span>obra<span class="_ _8"></span>d <span class="_ _1e"> </span>umieszc<span class="_ _8"></span>zone <span class="_ _1e"> </span>są <span class="_ _1e"> </span>s<span class="_ _8"></span>prawy <span class="_ _1e"> </span>na <span class="_ _14"> </span>wniosek <span class="_ _1e"> </span>uprawnionyc<span class="_ _8"></span>h </div><div class="t m0 x2 h8 y572 ff2 fs3 fc0 sc0 ls0 ws0">podmiotów, <span class="_ _8"></span>odwołanie <span class="_ _8"></span>Wal<span class="_ _8"></span>nego Z<span class="_ _8"></span>gromadzenia <span class="_ _8"></span>wyma<span class="_ _8"></span>ga zgody <span class="_ _8"></span>wnioskod<span class="_ _8"></span>awców. <span class="_ _8"></span>Odwołanie <span class="_ _8"></span>następuje <span class="_ _8"></span>w <span class="_ _8"></span>taki </div><div class="t m0 x2 h8 y573 ff2 fs3 fc0 sc0 ls0 ws0">sposób <span class="_ _6"> </span>j<span class="_ _8"></span>ak <span class="_ _7"> </span>zwołanie <span class="_ _6"> </span>Waln<span class="_ _8"></span>ego <span class="_ _6"> </span>Zgro<span class="_ _8"></span>madzenia<span class="_ _8"></span>. <span class="_ _7"> </span>Zmiana <span class="_ _6"> </span>termi<span class="_ _8"></span>nu <span class="_ _6"> </span>Wal<span class="_ _8"></span>nego <span class="_ _6"> </span>Z<span class="_ _8"></span>gromadzenia <span class="_ _7"> </span>następuje <span class="_ _6"> </span>w <span class="_ _7"> </span>takim </div><div class="t m0 x2 h8 y574 ff2 fs3 fc0 sc0 ls0 ws0">samym <span class="_ _6"></span>trybie <span class="_ _6"> </span>jak <span class="_ _6"> </span>jego<span class="_ _8"></span> <span class="_ _6"></span>zwołanie, <span class="_ _6"> </span>choćby <span class="_ _6"> </span>n<span class="_ _8"></span>ie <span class="_ _6"></span>uległ <span class="_ _6"> </span>zmianie <span class="_ _6"> </span>pro<span class="_ _8"></span>ponowany <span class="_ _6"> </span>porządek<span class="_ _8"></span> <span class="_ _6"></span>obrad. <span class="_ _6"></span>Korespondenc<span class="_ _8"></span>ja </div></div></div><div class="pi" ></div></div><div id="pf81" class="pf w0 h0" ><div class="pc pc81 w0 h0"><img class="bi x4 y2a w3 hcd" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x105 h6 y991 ff4 fs2 fc2 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI GRUPY KAPITAŁOWEJ <span class="ff3">MIRBUD ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc3"> </span></span></div><div class="t m0 x6 h4 y992 ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y2d wda ha"><div class="t m0 x1f h8 y85 ff2 fs3 fc2 sc0 ls0 ws0">Grupa Kapitałowa MIR<span class="_ _8"></span>BUD<span class="ff1"> <span class="ls6">| <span class="_ _8"></span></span>Zgromadzenie Akc<span class="_ _8"></span>jonariusz<span class="_ _8"></span>y MIRBUD S.A.<span class="_ _8"></span> </span></div></div><div class="c x9 y2d wdb ha"><div class="t m0 xa h4 y86 ff3 fs1 fc4 sc0 ls0 ws0">129 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h4 y31 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y993 ff2 fs3 fc0 sc0 ls0 ws0">akcjonariuszy <span class="_ _1e"> </span>dotycząca <span class="_ _1e"> </span>Walne<span class="_ _8"></span>go <span class="_ _12"> </span>Z<span class="_ _8"></span>gromadzenia <span class="_ _1e"> </span>przes<span class="_ _8"></span>yłana <span class="_ _12"> </span>prz<span class="_ _8"></span>ez <span class="_ _12"> </span>akc<span class="_ _8"></span>jonariuszy <span class="_ _1e"> </span>powinna <span class="_ _1e"> </span>umożliwiać<span class="_ _8"></span> </div><div class="t m0 x2 h8 y994 ff1 fs3 fc0 sc0 ls0 ws0">ident<span class="ff2">yfikację <span class="_ _d"> </span>akc<span class="_ _8"></span>jonariusza <span class="_ _27"> </span>oraz <span class="_ _d"> </span>potwierdzać<span class="_ _8"></span> <span class="_ _d"> </span>jego <span class="_ _27"> </span>uprawnienia <span class="_ _d"> </span>jako <span class="_ _27"> </span>akcjonariusza. <span class="_ _27"> </span>Korespondencj<span class="_ _8"></span>a </span></div><div class="t m0 x2 h8 y995 ff2 fs3 fc0 sc0 ls0 ws0">elektroniczna <span class="_ _7"> </span>powinna <span class="_ _6"> </span>być<span class="_ _8"></span> <span class="_ _6"> </span>kierowana<span class="_ _8"></span> <span class="_ _6"> </span>na <span class="_ _7"> </span>przeznaczony <span class="_ _7"> </span>do <span class="_ _6"> </span>tego <span class="_ _7"> </span>adres <span class="_ _6"> </span>pocz<span class="_ _8"></span>ty <span class="_ _6"> </span>elektron<span class="_ _8"></span>icznej <span class="_ _6"> </span>wsk<span class="_ _8"></span>azany <span class="_ _6"> </span>na </div><div class="t m0 x2 h8 y996 ff2 fs3 fc0 sc0 ls0 ws0">stronie <span class="_ _6"> </span>internetowej <span class="_ _6"> </span>S<span class="_ _8"></span>półki. <span class="_ _6"> </span>Dokumenty <span class="_ _6"> </span>prz<span class="_ _8"></span>esyłane <span class="_ _6"></span>elektroniczni<span class="_ _8"></span>e<span class="_ _8"></span><span class="ff1"> <span class="_ _6"></span></span>do <span class="_ _6"> </span>Spółki <span class="_ _6"> </span>powinny <span class="_ _6"> </span>być <span class="_ _6"> </span>z<span class="_ _8"></span>eskanowane <span class="_ _6"> </span>do </div><div class="t m0 x2 h8 yae8 ff1 fs3 fc0 sc0 ls0 ws0">formatu PDF.<span class="_ _8"></span> </div><div class="t m0 x2 h8 yae9 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 yaea ff2 fs3 fc0 sc0 ls0 ws0">Zgodnie <span class="_ _0"></span>z §3 <span class="_ _3"></span>Regulam<span class="_ _8"></span>inu W<span class="_ _0"></span>alne <span class="_ _0"></span>Zgromadzeni<span class="_ _8"></span>e <span class="_ _0"></span>otwiera Przewodniczący Rady <span class="_ _3"></span>Nadzorc<span class="_ _8"></span>zej lub<span class="_ _0"></span> <span class="_ _0"></span>jego Zastępca. </div><div class="t m0 x2 h8 yaeb ff2 fs3 fc0 sc0 ls0 ws0">W razie nieobecności tych osób Walne <span class="_ _0"></span>Zgromadzenie otwiera Prezes Zarządu albo osoba wyznaczona przez </div><div class="t m0 x2 h8 yaec ff1 fs3 fc0 sc0 ls22 ws0">Za<span class="ff2 ls0">rząd <span class="_ _6"> </span>Spółki. <span class="_ _7"> </span>Osoba <span class="_ _7"> </span>otwierając<span class="_ _8"></span>a <span class="_ _6"> </span>obrady <span class="_ _7"> </span>czyni <span class="_ _7"> </span>to <span class="_ _6"> </span>o <span class="_ _7"> </span>godzinie <span class="_ _7"> </span>i <span class="_ _6"> </span>w <span class="_ _7"> </span>miejscu <span class="_ _7"> </span>podanym <span class="_ _7"> </span>w <span class="_ _6"> </span>ogłoszeniu. <span class="_ _7"> </span>Osoba </span></div><div class="t m0 x2 h8 yafe ff2 fs3 fc0 sc0 ls0 ws0">uprawniona <span class="_ _2a"> </span>do <span class="_ _21"> </span>otwarcia <span class="_ _21"> </span>Walnego <span class="_ _2a"> </span>Zgro<span class="_ _8"></span>madzenia <span class="_ _2a"> </span>przeprowadza <span class="_ _21"> </span>wybór <span class="_ _21"> </span>Przewodnicząc<span class="_ _8"></span>ego <span class="_ _2a"> </span>Zgromadzeni<span class="_ _8"></span>a. </div><div class="t m0 x2 h8 yaff ff2 fs3 fc0 sc0 ls0 ws0">Może <span class="_ _f"></span>ona <span class="_ _f"></span>w <span class="_ _f"></span>tym <span class="_ _f"></span>celu <span class="_ _f"></span>pod<span class="_ _8"></span>ejmować <span class="_ _f"></span>decyz<span class="_ _8"></span>je <span class="_ _f"></span>porządkowe <span class="_ _f"></span>i <span class="_ _f"></span>zarządzać <span class="_ _f"></span>gł<span class="_ _c"></span><span class="ff1">osowanie <span class="_ _f"></span>w <span class="_ _f"></span>sprawi<span class="_ _8"></span>e <span class="_ _f"></span>wyboru. <span class="_ _f"></span>Walne </span></div><div class="t m0 x2 hb yb00 ff2 fs3 fc0 sc0 ls0 ws0">Zgromadzenie <span class="_ _7"> </span>zwołane<span class="_ _8"></span> <span class="_ _6"> </span>pr<span class="_ _8"></span>zez <span class="_ _7"> </span>akcjonariusza <span class="_ _7"> </span>lub <span class="_ _7"> </span>akcjonariuszy <span class="_ _7"> </span>reprezentując<span class="_ _8"></span>ych <span class="_ _7"> </span>co <span class="_ _7"> </span>najmniej <span class="_ _2a"> </span><span class="ff6">1/2<span class="_ _8"></span>0<span class="ff1"> <span class="_ _6"> </span></span></span>k<span class="_ _8"></span>apitału </div><div class="t m0 x2 h8 yb01 ff2 fs3 fc0 sc0 ls0 ws0">zakładowego na <span class="_ _8"></span>podstawie<span class="_ _8"></span> postanowienia <span class="_ _8"></span>sądu otwi<span class="_ _8"></span>era osoba <span class="_ _8"></span>wyznaczona <span class="_ _8"></span>przez <span class="_ _8"></span>sąd na Przew<span class="_ _8"></span>odniczącego </div><div class="t m0 x2 h8 y6e8 ff1 fs3 fc0 sc0 ls0 ws0">Walnego <span class="_ _c"></span>Zgr<span class="_ _8"></span>omadzenia. <span class="_ _f"></span><span class="ff2">Osoba <span class="_ _f"></span>ta <span class="_ _c"></span>przewodn<span class="_ _8"></span>iczy <span class="_ _f"></span>też <span class="_ _c"></span>Walnemu <span class="_ _c"></span>Z<span class="_ _8"></span>gromadzeniu. <span class="_ _f"></span>Przewodnicz<span class="_ _8"></span>ącego <span class="_ _c"></span>Wa<span class="_ _8"></span>lnego </span></div><div class="t m0 x2 h8 yb02 ff2 fs3 fc0 sc0 ls0 ws0">Zgromadzenia <span class="_ _6"> </span>zwołane<span class="_ _8"></span>go <span class="_ _6"></span>przez <span class="_ _6"> </span>akcj<span class="_ _8"></span>onariuszy <span class="_ _6"></span>reprezentujących <span class="_ _6"> </span>co <span class="_ _6"> </span>najmn<span class="_ _8"></span>iej <span class="_ _6"></span>połowę <span class="_ _6"></span>kapitału <span class="_ _6"> </span>zakładow<span class="_ _8"></span>ego </div><div class="t m0 x2 h8 yb03 ff2 fs3 fc0 sc0 ls0 ws0">wyznaczają <span class="_ _f"></span>ci <span class="_ _f"></span>akcjonariusze. <span class="_ _f"></span>Wybór <span class="_ _f"></span>Przewodnicz<span class="_ _8"></span>ącego <span class="_ _f"></span>następuje <span class="_ _f"></span>w <span class="_ _f"></span>głosowaniu <span class="_ _f"></span>tajnym. <span class="_ _6"> </span>Przewo<span class="_ _8"></span>dniczącym </div><div class="t m0 x2 h8 yb04 ff2 fs3 fc0 sc0 ls0 ws0">Walnego <span class="_ _14"> </span>Zgromadz<span class="_ _8"></span>enia <span class="_ _14"> </span>może <span class="_ _14"> </span>zostać <span class="_ _1a"> </span>wybrana <span class="_ _14"> </span>tylk<span class="_ _8"></span>o <span class="_ _14"> </span>jedna <span class="_ _14"> </span>osoba <span class="_ _14"> </span>fizyc<span class="_ _8"></span>zna <span class="_ _1a"> </span>–<span class="ff1"> <span class="_ _14"> </span>akcjonar<span class="_ _8"></span>iusz <span class="_ _14"> </span>lub <span class="_ _14"> </span>jego<span class="_ _8"></span> </span></div><div class="t m0 x2 h8 yb05 ff2 fs3 fc0 sc0 ls0 ws0">przedstawiciel <span class="_ _8"></span>ustawowy<span class="_ _8"></span> a<span class="_ _8"></span>lbo p<span class="_ _8"></span>ełnomocnik. <span class="_ _8"></span>Jeś<span class="_ _8"></span>li okaż<span class="_ _8"></span>e <span class="_ _8"></span>się <span class="_ _8"></span>to <span class="_ _8"></span>konieczne <span class="_ _8"></span>i <span class="_ _8"></span>uzas<span class="_ _8"></span>adnione <span class="_ _8"></span>potrzebami <span class="_ _c"></span>Walnego </div><div class="t m0 x2 h8 yb06 ff2 fs3 fc0 sc0 ls0 ws0">Zgromadzenia moż<span class="_ _8"></span>liwe jest powoła<span class="_ _8"></span>nie Zastępcy<span class="_ _8"></span><span class="ff1"> </span>lub Zas<span class="_ _8"></span>tępców Przewodnicząc<span class="_ _8"></span>ego. <span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 ycf4 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 yd4e ff2 fs3 fc0 sc0 ls0 ws0">Zgodnie <span class="_ _12"> </span>z <span class="_ _12"> </span>§4 <span class="_ _12"> </span>R<span class="_ _8"></span>egulaminu <span class="_ _12"> </span>Przewodnicz<span class="_ _8"></span>ący <span class="_ _12"> </span>Walnego <span class="_ _12"> </span>Zgrom<span class="_ _8"></span>adzenia <span class="_ _12"> </span>kieruj<span class="_ _8"></span>e <span class="_ _12"> </span>jego <span class="_ _12"> </span>obradam<span class="_ _8"></span>i <span class="_ _12"> </span>w <span class="_ _12"> </span>sposób </div><div class="t m0 x2 h8 yd4f ff2 fs3 fc0 sc0 ls0 ws0">zapewniający <span class="_ _13"> </span>sprawn<span class="_ _8"></span>e <span class="_ _2b"> </span>i <span class="_ _12"> </span>zgodne <span class="_ _13"> </span>z <span class="_ _13"> </span>prawem <span class="_ _13"> </span>prz<span class="_ _8"></span>eprowadzenie <span class="_ _13"> </span>obr<span class="_ _8"></span>ad <span class="_ _13"> </span>i <span class="_ _2b"> </span>p<span class="_ _8"></span>odjęcie <span class="_ _13"> </span>uchwał <span class="_ _13"> </span>przewidz<span class="_ _8"></span>ianych </div><div class="t m0 x2 h8 yd50 ff2 fs3 fc0 sc0 ls0 ws0">przyjętym <span class="_ _1e"> </span>porządkiem <span class="_ _12"> </span>obr<span class="_ _8"></span>ad. <span class="_ _12"> </span>Zgodni<span class="_ _8"></span>e <span class="_ _1e"> </span>z <span class="_ _12"> </span>§5 <span class="_ _1e"> </span>Regulaminu, <span class="_ _1e"> </span>niezwłocz<span class="_ _8"></span>nie <span class="_ _12"> </span>po <span class="_ _1e"> </span>podpisaniu <span class="_ _12"> </span>l<span class="_ _8"></span>isty <span class="_ _12"> </span>obecnośc<span class="_ _8"></span>i </div><div class="t m0 x2 h8 yd51 ff2 fs3 fc0 sc0 ls0 ws0">Przewodniczący  zarządza  jej  wyłożenie  do <span class="_ _28"> </span>wglądu  akcjonariuszy<span class="_ _8"></span>.  Lista <span class="_ _21"> </span>o<span class="_ _8"></span>becności  winna  zawierać  spis </div><div class="t m0 x2 h8 yd52 ff2 fs3 fc0 sc0 ls0 ws0">uczestników Walnego Zgromadzenia to <span class="_ _3"></span>j<span class="_ _8"></span>est akcjonariuszy, ich <span class="_ _3"></span>prz<span class="_ _8"></span>edstawicieli ustawowych i <span class="_ _3"></span>p<span class="_ _8"></span>ełnomoc<span class="_ _c"></span>ników z </div><div class="t m0 x2 h8 yd53 ff2 fs3 fc0 sc0 ls0 ws0">podaniem ilości akcji i<span class="_ _0"></span> przypadających na nie <span class="_ _3"></span>g<span class="_ _8"></span>łosów. Każdy uprawniony do <span class="_ _0"></span>udziału w Walnym Zgromadzeniu </div><div class="t m0 x2 h8 yd54 ff2 fs3 fc0 sc0 ls0 ws0">winien <span class="_ _3"></span>podpisać <span class="_ _3"></span>się <span class="_ _3"></span>n<span class="_ _8"></span>a <span class="_ _3"></span>liście <span class="_ _3"></span>obecności,<span class="_ _8"></span> <span class="_ _3"></span>przedstawiciele <span class="_ _3"></span>usta<span class="_ _8"></span>wowi <span class="_ _3"></span>i <span class="_ _3"></span>pełnomocnicy up<span class="_ _0"></span>rawnionych <span class="_ _3"></span>akcj<span class="_ _8"></span>onariuszy </div><div class="t m0 x2 h8 yd55 ff2 fs3 fc0 sc0 ls0 ws0">winni <span class="_ _f"></span>złoży<span class="_ _8"></span>ć <span class="_ _f"></span>oryginały <span class="_ _6"></span>pełnomocn<span class="_ _8"></span>ictw<span class="ff1"> <span class="_ _6"></span></span>na <span class="_ _f"></span>piśm<span class="_ _8"></span>ie <span class="_ _f"></span>lub <span class="_ _6"></span>kopie <span class="_ _f"></span>p<span class="_ _8"></span>ełnomocnictw <span class="_ _6"></span>uwierzytelnione <span class="_ _f"></span>n<span class="_ _8"></span>otarialnie. <span class="_ _f"></span>L<span class="_ _8"></span>ista </div><div class="t m0 x2 h8 yd56 ff2 fs3 fc0 sc0 ls0 ws0">obecności jest dostępna do<span class="_ _8"></span> wglądu przez cały czas obrad Walnego Zgr<span class="_ _8"></span>omadzenia. Na listę obecnośc<span class="_ _8"></span>i należy </div><div class="t m0 x2 h8 yd57 ff2 fs3 fc0 sc0 ls0 ws0">wpisać akcjonariusza lub jego przedstawiciela, pominiętego w liście akcjonariuszy<span class="_ _8"></span>,<span class="_ _8"></span><span class="ff1"> </span>jeżeli przybył on <span class="_ _0"></span>na Walne </div><div class="t m0 x2 h8 yd58 ff2 fs3 fc0 sc0 ls0 ws0">Zgromadzenie i wykaże, że przysługuje mu prawo uczestnictwa w <span class="_ _0"></span>obradach. Podobnie należy uzupełnić listę, </div><div class="t m0 x2 h8 yd59 ff2 fs3 fc0 sc0 ls0 ws0">jeżeli <span class="_ _3"></span>już<span class="_ _8"></span> <span class="_ _3"></span>p<span class="_ _8"></span>o <span class="_ _3"></span>jej podpisaniu <span class="_ _3"></span>p<span class="_ _8"></span>rzez <span class="_ _0"></span>Przewodniczącego zgłoszą <span class="_ _3"></span>s<span class="_ _8"></span>ię <span class="_ _3"></span>następ<span class="_ _8"></span>ni <span class="_ _3"></span>ak<span class="_ _8"></span>cjonariusze uprawnieni <span class="_ _3"></span>do udziału </div><div class="t m0 x2 h8 yd5a ff1 fs3 fc0 sc0 ls0 ws0">w <span class="_ _f"></span>Wa<span class="_ _8"></span>lnym <span class="_ _f"></span>Z<span class="_ _8"></span>gromadzen<span class="_ _8"></span>iu. <span class="_ _f"></span>W <span class="_ _6"> </span>razie<span class="_ _8"></span>, <span class="_ _f"></span><span class="ff2">gdy <span class="_ _6"> </span>osoba <span class="_ _6"> </span>uczes<span class="_ _8"></span>tnicząca <span class="_ _f"></span>w <span class="_ _6"> </span>Wa<span class="_ _8"></span>lnym <span class="_ _f"></span>Zgro<span class="_ _8"></span>madzeniu <span class="_ _6"></span>opuści <span class="_ _6"></span>obrady <span class="_ _6"></span>lub </span></div><div class="t m0 x2 h8 y4c ff2 fs3 fc0 sc0 ls0 ws0">akcjonariuszowi wp<span class="_ _8"></span>isanemu na <span class="_ _8"></span>listę odmówi<span class="_ _8"></span> się prawa udz<span class="_ _8"></span>iału w Walnym<span class="_ _8"></span> Zgromadzeniu wob<span class="_ _8"></span>ec stwierdzen<span class="_ _8"></span>ia </div><div class="t m0 x2 h8 yd5b ff2 fs3 fc0 sc0 ls0 ws0">braku <span class="_ _8"></span>jego <span class="_ _8"></span>uprawnień <span class="_ _c"></span><span class="ff1">- <span class="_ _8"></span></span>listę <span class="_ _8"></span>należy <span class="_ _8"></span>odp<span class="_ _8"></span>owiednio <span class="_ _8"></span>spros<span class="_ _8"></span>tować prz<span class="_ _8"></span>ez wy<span class="_ _8"></span>kreśle<span class="_ _8"></span>nie <span class="_ _8"></span>t<span class="_ _8"></span>ej os<span class="_ _8"></span>oby. <span class="_ _8"></span>Po <span class="_ _8"></span>każdej <span class="_ _8"></span>zmiani<span class="_ _8"></span>e </div><div class="t m0 x2 h8 yd5c ff2 fs3 fc0 sc0 ls0 ws0">w składzie ucz<span class="_ _8"></span>estników Walne<span class="_ _8"></span>go Zgromadzen<span class="_ _8"></span>ia Przewodnicząc<span class="_ _8"></span>y ponownie po<span class="_ _8"></span>dpisuje listę ob<span class="_ _8"></span>ecności. Celem </div><div class="t m0 x2 h8 y13d ff2 fs3 fc0 sc0 ls0 ws0">dodatkowego <span class="_ _3"></span>sprawdze<span class="_ _8"></span>nia <span class="_ _3"></span>listy <span class="_ _3"></span>obecności <span class="_ _3"></span>Walne <span class="_ _3"></span>Zgromadzenie <span class="_ _3"></span>może <span class="_ _3"></span>powoł<span class="_ _8"></span>ać <span class="_ _3"></span>komisję <span class="_ _3"></span>w <span class="_ _3"></span>składzie <span class="_ _2"></span>c<span class="_ _8"></span>o <span class="_ _3"></span>najmniej </div><div class="t m0 x2 h8 yd5d ff2 fs3 fc0 sc0 ls0 ws0">trzyosobowym. <span class="_ _7"> </span>Jeśli<span class="_ _8"></span><span class="ff1"> <span class="_ _6"> </span></span>z<span class="_ _8"></span> <span class="_ _6"> </span>wn<span class="_ _8"></span>ioskiem <span class="_ _7"> </span>takim <span class="_ _7"> </span>wystąpią <span class="_ _7"> </span>akcjonariusz<span class="_ _8"></span>e <span class="_ _6"> </span>p<span class="_ _8"></span>osiadający <span class="_ _7"> </span>jedną <span class="_ _7"> </span>dziesiątą <span class="_ _7"> </span>akcj<span class="_ _8"></span>i <span class="_ _6"> </span>kapitału </div><div class="t m0 x2 h8 yd5e ff2 fs3 fc0 sc0 ls0 ws0">akcyjnego <span class="_ _2a"> </span>reprezentow<span class="_ _8"></span>anego <span class="_ _2a"> </span>na <span class="_ _2a"> </span>Walnym <span class="_ _2a"> </span>Zgro<span class="_ _8"></span>madzeniu <span class="_ _2a"> </span>komisja <span class="_ _21"> </span>musi <span class="_ _2a"> </span>być <span class="_ _2a"> </span>po<span class="_ _8"></span>wołana. <span class="_ _2a"> </span>Od <span class="_ _2a"> </span>decyzj<span class="_ _8"></span>i <span class="_ _7"> </span>komisj<span class="_ _8"></span>i </div><div class="t m0 x2 h8 yc89 ff2 fs3 fc0 sc0 ls0 ws0">przysługuje zainteresow<span class="_ _8"></span>anemu akcj<span class="_ _8"></span>onariuszowi odwołanie do<span class="_ _8"></span> Walnego Zgromad<span class="_ _8"></span>ze<span class="_ _8"></span><span class="ff1">nia. </span></div><div class="t m0 x2 h8 yc8a ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 yc8b ff2 fs3 fc0 sc0 ls0 ws0">Zgodnie <span class="_ _6"></span>z <span class="_ _6"></span>§ <span class="_ _6"> </span>6 <span class="_ _6"></span>Regulaminu, <span class="_ _6"> </span>głoso<span class="_ _8"></span>wanie <span class="_ _6"> </span>na <span class="_ _6"> </span>Walnym <span class="_ _6"> </span>Z<span class="_ _8"></span>gromadzeniu <span class="_ _6"> </span>jest <span class="_ _6"> </span>jawne.<span class="_ _8"></span> <span class="_ _6"></span>Głosowanie <span class="_ _6"> </span>tajne <span class="_ _6"> </span>musi <span class="_ _6"> </span>by<span class="_ _8"></span>ć </div><div class="t m0 x2 h8 yba2 ff2 fs3 fc0 sc0 ls0 ws0">przeprowadzone w <span class="_ _3"></span>sprawach wyboru <span class="_ _3"></span>i <span class="_ _3"></span>odwoła<span class="_ _8"></span>nia <span class="_ _3"></span>Czło<span class="_ _8"></span>nków <span class="_ _3"></span>Rady Nadzorczej, <span class="_ _3"></span>wy<span class="_ _8"></span>boru <span class="_ _3"></span>wsz<span class="_ _8"></span>ystkich <span class="_ _0"></span>innych <span class="_ _3"></span>osób </div><div class="t m0 x2 h8 ybcd ff2 fs3 fc0 sc0 ls0 ws0">wybieranych  przez <span class="_ _28"> </span>Walne  Zgromadzenie,  pociągnięcia  do  odpowiedzialnośc<span class="_ _8"></span>i  członków <span class="_ _21"> </span>wła<span class="_ _8"></span>dz  spółki <span class="_ _21"> </span>lub<span class="_ _8"></span> </div><div class="t m0 x2 h8 yd5f ff2 fs3 fc0 sc0 ls0 ws0">likwidatorów, <span class="_ _f"></span>w <span class="_ _f"></span>sprawac<span class="_ _8"></span>h <span class="_ _f"></span>osobistych <span class="_ _f"></span>w <span class="_ _f"></span>tym <span class="_ _f"></span>udzielenia <span class="_ _f"></span>Członko<span class="_ _8"></span>m <span class="_ _f"></span>Zarządu <span class="_ _f"></span>zezwolenia <span class="_ _f"></span>na <span class="_ _f"></span>uczes<span class="_ _8"></span>tniczenie <span class="_ _f"></span>w </div><div class="t m0 x2 h8 yd60 ff2 fs3 fc0 sc0 ls0 ws0">spółce <span class="_ _3"></span>konkurenc<span class="_ _8"></span>yjnej <span class="_ _3"></span>w <span class="_ _0"></span>przypadku, <span class="_ _0"></span>gdy <span class="_ _3"></span>żądanie<span class="_ _8"></span> <span class="_ _3"></span>przeprowadz<span class="_ _8"></span>enia <span class="_ _3"></span>tajn<span class="_ _8"></span>ego <span class="_ _3"></span>głoso<span class="_ _8"></span>wania <span class="_ _3"></span>zgłosi <span class="_ _3"></span>c<span class="_ _8"></span>hociażby <span class="_ _3"></span>jed<span class="_ _8"></span>en </div><div class="t m0 x2 h8 yd61 ff1 fs3 fc0 sc0 ls0 ws0">ucz<span class="ff2">estnik <span class="_ _12"> </span>Walnego <span class="_ _12"> </span>Zgromadzen<span class="_ _8"></span>ia. <span class="_ _13"> </span>W<span class="_ _8"></span>alne <span class="_ _13"> </span>z<span class="_ _8"></span>gromadzenie <span class="_ _12"> </span>moż<span class="_ _8"></span>e <span class="_ _13"> </span>powz<span class="_ _8"></span>iąć <span class="_ _13"> </span>uc<span class="_ _8"></span>hwałę <span class="_ _13"> </span>o<span class="_ _8"></span> <span class="_ _13"> </span>uchyle<span class="_ _8"></span>niu <span class="_ _13"> </span>tajn<span class="_ _8"></span>ości </span></div><div class="t m0 x2 h8 yd62 ff2 fs3 fc0 sc0 ls0 ws0">głosowania <span class="_ _3"></span>w <span class="_ _3"></span>s<span class="_ _8"></span>prawach <span class="_ _3"></span>dot<span class="_ _8"></span>yczących <span class="_ _3"></span>wy<span class="_ _8"></span>boru <span class="_ _3"></span>komisji <span class="_ _3"></span>powoływa<span class="_ _8"></span>nej <span class="_ _3"></span>przez <span class="_ _0"></span>walne <span class="_ _3"></span>zgromadzenie. <span class="_ _0"></span>W <span class="_ _3"></span>skład <span class="_ _3"></span>k<span class="_ _8"></span>omisji </div><div class="t m0 x2 h8 y270 ff2 fs3 fc0 sc0 ls0 ws0">mogą <span class="_ _f"></span>wch<span class="_ _8"></span>odzić <span class="_ _6"></span>osoby <span class="_ _6"></span>spoza <span class="_ _f"></span>uczes<span class="_ _8"></span>tników <span class="_ _f"></span>Waln<span class="_ _8"></span>ego <span class="_ _f"></span>Z<span class="_ _8"></span>gromadzenia. <span class="_ _6"></span>W <span class="_ _f"></span>r<span class="_ _8"></span><span class="ff1">az<span class="_ _8"></span>ie <span class="_ _f"></span>z<span class="_ _8"></span>aistnienia <span class="_ _6"></span>prawnych <span class="_ _6"></span>podstaw </span></div><div class="t m0 x2 h8 yd63 ff2 fs3 fc0 sc0 ls0 ws0">dokonania  wyboru <span class="_ _2b"> </span>Rady <span class="_ _2b"> </span>Nadzorczej  w <span class="_ _2b"> </span>drodze  głos<span class="_ _8"></span>owania  grupami, <span class="_ _11"> </span>z<span class="_ _8"></span>godnie <span class="_ _11"> </span>z<span class="_ _8"></span>  §7  Regulam<span class="_ _8"></span>inu,  Walne </div><div class="t m0 x2 h8 y861 ff2 fs3 fc0 sc0 ls0 ws0">Zgromadzenie dok<span class="_ _8"></span>ona powy<span class="_ _8"></span>ższego, z zastrzeż<span class="_ _8"></span>eniem, że inicj<span class="_ _8"></span>atywa w tworz<span class="_ _8"></span>eniu posz<span class="_ _8"></span>czególnych grup na<span class="_ _8"></span>leży </div><div class="t m0 x2 h8 yd64 ff2 fs3 fc0 sc0 ls0 ws0">tylko <span class="_ _3"></span>i <span class="_ _3"></span>wyłączn<span class="_ _8"></span>ie <span class="_ _3"></span>do <span class="_ _3"></span>akcj<span class="_ _8"></span>onariuszy<span class="_ _8"></span>. <span class="_ _3"></span>Akcjonariusze <span class="_ _0"></span>określą <span class="_ _3"></span>minimum <span class="_ _0"></span>akcji <span class="_ _3"></span>potrz<span class="_ _8"></span>ebnych <span class="_ _3"></span>do <span class="_ _3"></span>utworz<span class="_ _8"></span>enia <span class="_ _3"></span>oddzielnej </div><div class="t m0 x2 h8 yd65 ff2 fs3 fc0 sc0 ls0 ws0">grupy (iloraz liczby<span class="_ _8"></span> akcji re<span class="_ _8"></span>prezentowanych na<span class="_ _8"></span> Walnym Zgro<span class="_ _8"></span>madzeniu i liczby<span class="_ _8"></span> Członków Rady<span class="_ _8"></span> Nadzorcz<span class="_ _8"></span>ej do </div></div></div><div class="pi" ></div></div><div id="pf82" class="pf w0 h0" ><div class="pc pc82 w0 h0"><img class="bi x4 y2a w3 hcd" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA9wAAAYPCAIAAAD6oGVsAAAACXBIWXMAABYlAAAWJQFJUiTwAAAgAElEQVR42uzdd3xV5eH48ecmIQECgbD3iOy9VEZFBMS9t1Cr1l331jrrrrOo1Uq1VbGgBYtWtCoIgooMQTZC2CAjhIQRsnN/f8QfIiQQRr8Ffb9f/BHOec7IvQ++PrmenBOJRqMBAAD434nxEgAAwP9W3M/s+yksLMxIT8/Nya1cJSmpShVvMAAAB7/Iz+PylbR162YOfbv8l9/UXbi8aubWSAgFsTHLWjfZfFLfboPOq5qc7J0GAECU/7d8v3LV3CGvt/nH6Ao5eSUOWNGkbsNRf6teo4Y3GwAAUX6AbcrMnHbXQx0+mBC7p29hxqlH9/vz095sAABE+YGUl5c37exLW01fUJbB2yok1J43vly5ct5vAAAOQofk3Ve+/uCj1F6nlLHIQwgVs3MXzZ7jzQYAQJQfANFodMyzLxx2zX111qTv1YYbFizyZgMAcHA6lG6JmJ2d/eXdD3X+5yeRfdi4qNCbDQCAKN8vkz/6uNqdf+ySvmnfNq96WFNvNgAAonzfjf/7m23ufz6usGjfNs9OKNeic6cDe0rFvyAbiUTMIQAAfuZRvjx18Yq7Hmk/adb+xO/ytofVL1/+gIT4rEmT14+fmDh5Vr3vlkdC0Ya6NTNO7df1NxcmV6tmMgEAsG8O6lsiFhQUzDz2nKaLVu7nfqZfcEL/Jx/az51s2bx52nV3dhw7ZddVmxMrFL435LBWrcwnAAD2wcH7SXnW1q2Tb7m3034XeQghtlWzfd42Go3O+HzCxlEfNRo3tWMpV7QnZWUvveaubR+8VbFiRVMKAIC9dZB+Uv716I9q3f541U1ZZRy/rlZy7fUZpa3d+Mkbzdq02dtz2JiePuu90eVHfNh8VmpZLp6ZftNF/W+53pQCAGBvHYz3KZ8wdHjTa+4ve5HP695u473XlrY2s0qlpi1b7tUJ5OTkjHnm+c29zuhw3+AWZSvyEEKV/0wwnwAA2AcH3eUrYwe/1PHJ12LK9vl9RrWklTdd0mvQ+Z8/9+fSxqzs1CIlNraMR9+wfv23bwyv+86HXb7fsLdnnpixxXwCAODQjvKlixZ9f8uDnaYvKOMn0yua1K32xuA+KU1DCPEz5pY2LP/wDmXZW0FBwcS/D2369Gtdtmzbt/Pf2KSu+QQAwCEc5Qtmzoq76KbWZXs2UF65uNnnDOh6xw3VqlcPIUSj0XqzF5U2uNaR3faY45//eUjjv/6z48bNe273uNjUji22Na7X5d2xO63KPbq7+QQAwD44KK4p35SZWXjF7dXK/LTOOb+74Ng//qG4yEMIG9PTq5Vy6Uh+bEzj1nu4U+G4ex7u/MdXq5WhyHMSyi37y8M933szWqfGrmvr9jzCfAIA4JCM8hkTJq7pe27d1WW9hnv6GX2PvuGaHZes+q7Uj8lTO7eqUrVqaWunfPzp1AHndB76wR4PWhSJzOx7eM7ovx9x3LHRaLTquMk7DdhYLalZ+3bmEwAA++B/fPnKlI8/rX/NfRVy88syuCgSmXH1ef3vumWnh9unz5jZsJRN4q+5qMTlWVlZk+55uNOIMXv8jdKCuNiZvz6l7RUXH9OwQfGS8a+81mH+sp2GLT2jX7P4ePMJAIBDLMq/GvV+yk2PxucXlGXw4tZNqjzzwLElfho9c36Jm2yoWaXbsf12Wpibmzt5xKjkF9/ssmLt7o+YnVBuwfG9Gl1zybFt225fuHzxkjaP/iWyy8jWlwwymQAAOJSiPDMjY+pDT3YYObZcYWFZxs87sm2nv79QqXLlEtfWLOW3PFd3at3ip5+pp86fn3nt79t9t2KPR1zQuVXdp+/v16L5TssXvja0a2HRjksKYyIrnr2nR5PGJhMAAIdMlKdv2LD0/Cu7LlhelsFbKlVYdM2FR115aUJCQokDli1Krbs6rcRV0cM7/hjoK1bO+9PLbd4bVy0nb49HTL36gj7XXhm7y93Nt2ze3GLkpzstnN2/e99TTzKTAAA4ZKL8u1mzs667N2XxqrIM3lgtKf/1Z/p37rSbMYvefLtrKdeF1+1xePEXX478V717n+u6eQ+PCC2IjZl1xTk9b/pd44oVSxww9c1hnbZm77ikMBJpeMtVphEAAIdMlM+f8W3y6VfU/OnlH7ux4bHbuu+2yEMINT/7usTlhZFISpvWIYSvRv275Y2PluURobOuHdj/tht2MyDxg892WrK0bcoRO1xxDgAAB3WUr139fd5198SXrcjX1K+R8/id3Y/ps/th6Rs21F25rsRV3zeunbduffElK3ss8iUtGhbdfnXfAf13M2bZotSm85butDDr7BPMIQAADo0on/nV1zE3/6HhqvVlGby8ab26b/+lTr09P7V+6czZKaVUfkxBUcGAC7v+9GqTXRVFIjPOPvaox+4rX7787kemvvhql58ea2GHZr0uutAcAgDgEIjyMX98rvPgoZGyDV7SqnHTYS9Xr1mzLIMzZ84pbVX9MvwAMLdHh7oP3npsmzZ7HDl78pS274/bccmG6lVavfVSvHuTAwBw8Ef5p48/0+WFf5SlyAtiY2ee2ffw+26vmpxcxp3Hzlm4b2dVEBsz63cX9r31+piYPT/TdO3331e6+LaEvJ/cT33FoFNblPk8AQDgfxblYx57usuLw8pS5PmxMYuevuPYs8/cq/3XmLd4b08pGsKyFo3Cvdf339MF69vNef6VLlt+cueWvPi4jhedX/z1xvT0jevWbU7bsG39hvyMzKKc3Gh+frSwKBKJhLjYmArl45KS4itXKp9ctUaD+sk1qidWqmTaAQCwo0i0DLcl2Qcrly5bccM9raYvKEuRbysfv/zJO3qdcdpeHWJTZmZeh2Nji/bi/LPLx6fed23vX18QiZTxapqwdcuWzC7HV8zO3XHhqkZ11vfqXPG7pTWWr0nO2FzGc4iGUBgbs6VyxXVN62c3qhs9rHH1bp1aHd6tQoUKJiIAgCg/8L467detvplflpHbysdvHflyq44d9vYQ86bPqHPq5Xu1yfw//b7XWWfs1SYzv5zU8Lzr/ntvwJbE8ouO7VHv0gvbdOlsOgIA/DL9Vy5fGfP4M53LVuT5cbErnr6r594XeQhh85p1dco8eG73drXuu6VXh/Z7fZQVK/+rb0DlrJwuo8YVvTd+Spumm47skNy7Z6c+vePi4kxNAABRvo9WLV+x/MZ7Ok+dV8bryBc/e3fP007Zt2PlZWSWZVhRCDMuOb3vA3fFxsbuw1EKsrbtzwsSDSEaiYRodPe/TxoTjTabuyTMXRJeG7WoVvKqc09oeurxKa1aleX3UAEAEOU75G9R0ZrLb2m9yxN2SpRbLm7xE7f9ai+vI/9JyCbs+XaEmypVXHnPNccOOn+fj5LYsP4eqj02JjO5cnqD2lnNGkeaNChXq2aFGtUq16pZoVKlhIoVEsqXj4mJiUajhYWF2VnbcrK2btu0eeu69bnrNxSs3xC3eEW1hctqrkkvn5e/fYe112fUfuEf4YV/zGjWMOe6i4449eRy5cqZqQAAP2MH8pryaWM+S7n49rKMXNy6SZ1XnmrYtMn+HC513rzkAReV9pF8UQgzBp3c455bK+3f3U6ys7NX9DylZtpPPpVPr5608siO0XYtqrRp2axr56r7d2/EvLy81UuXLZ80JX/ewqTZ3zWdtzRuh6cUbaqcmHrOgO63Xlc5Kcl8BQAQ5Xsw5tGnuvx5+B6HrWhat+G7r+3+8UA5OTnfTJ+5Zt2GBvVqH96tc2lXnkw6eWDLb7/baWE0hKUtGxfcfHn3k44/IN/X/Bnfrn3+1aRlq7c0rBMz4OgmPY5o0KTxf+/CkvS0tDkffVow6Zt6U2bXXrexeGFazSorzj+5y6WDyvhYJQAAfqFR/ul9j3R97V+7GRANYf7hbZq9+ESdenV3M+yrSVMuuOb579N+uJg7uXLCQ7eefOVvS3ig/cqly5bffF+rafNjotEQQlEksqhDs4TbrurS5+ifwXtTVFQ04/MJGz+dUHv8lAYr1oYQMpIrpz16W/dTTjRxAQBEecnGDn6p8x9f3c2AhR2aH/HBW7v/jDkajbbt9dtFKzbtuDAmJqR++aeGDRuUHPGj3i8Y9l5uy5RmA89p2rLFz+9NKigoGHf3HzoN+yg2Gi2MRFa8/seufY8xdwEARHkJdn9L78wqidGRfzmsVavd72TMZxNOuOhPuy6/88reD917wy/5rVq1bPmCd99v8vqo2PyCxZed3ePKSxMTE81gAABR/hPRaPTLsy5uM2XurqvSq1fJeeWx9kcescedXH/74y/9Y+quy9ukJM+c8Ne9Op9/vD3qyZdGl7jqo+EP16lT+6B6J14fOuK5v35cwjsUiYwZ+Xi1atWK/7p169avh/y99jsfZSclNn3j+Zq1a5vEAACHugN5S8RIJNLq5Sen3/9Eu/98GZ9fsH35rH5HdBn8WFKVKmXZSUZmVonLN23J3dvz2bBx05zUjSWuys/PP9jeibT03Zztjy9mpUqV+t90bfTG300fN37OnQ9Vu3xQx57dzWMAAFH+oxq1avV/6ekVi5fMHvl+ZF1atGLF5D49+/TbiwugWzWvH8K8XZe3SKnu3drx55+ufY8pPLr3txMmLpg5q9U+PRIVAICfZ5QXa3RYSqPbb9y3bX9zwSlPDRm3dVvBTsuv+c3x3q2dxMbGdj2mj9cBAOBQd9A9xb1Bg/pvDb6iSuKPz7CMLxdz77V9Tz9VlAMA8PMUdxCe04nH95s4qsEjzw6dPmf1kZ0aPnjnZY0aNfRWAQAgyv9PtW7dcugrD3l7AAAQ5T8xb/6CEe+N3WlhuXJxd958RSQS2bRp019ee+eTCXPWp2+LjQktU2r2PLzlWaceW79+ve2D09LSRv9n/BeT581euGbbtvzEivFd2ze8+tLT27Vts33MkiVLa9asUbly5R2PUlRUNHfe/Pbt2qamLvnHiI92OoeUxnUHXXDmunXrh7w+cuzEeYtWbCwoiP7+2j1c7pKXl/fnIW/9Z/zsJSs2bsvJT65cvn2rutdccvKvev3kZibfzpz9/kcTSvixoUXjc848eftfhw57d8nyNbsOO+e0/q1bt9zxG/n36E9H/PuL5aszcvMLalRL7Nm1+Qn9e3Tu5Dc1AQBEeRnMmbfooRc+22lhhYTYW6+/9G9vjnh48IdrNmz7cXDqxpGffHf/sx++9tTFZ5x6Qgjh5b++dfeT/96S9ZN7EX4zb/3fRs644KS2Tz18Q3Jycgjhq8kzbn905Pknd2zfpmmVpMSMzC3zF674ZMJ3R3ZuPGRw24WpS3c9h2OObHjKif2OPv2OxSs3b1+YnZNbvnx8ad/Ltm3Zx59968Tpq7cvWZees2BZ5j//M/9XXeoNfvSq9u3aFi+fMWv+rkcMIZzer/mOUf7myImffb1i12HtWjfdHuUjR42+6cHha9K27bA+7ZMvlj3wp097dap7ROempiMAgCjfR3fe/9zgN74ucdXWbQWDbnjtkxrVHn727TGTlpc4Jr+g6I33ZufkPf3WkId/CNWMnOffnBzC5B2HHdm58W7O4fFnXtuxyPfonkdf3bHId/TF9O+Pv/DRSR88fmAvZB/3+ReDbvhbQWHJj2r68ts1k2atMR0BAH6Z9vfuKzl5hS8MnbybAXn5Rade8mxpRb7diI8XLF++Yt/OITe34NV3puzVJqPGLtrN2vUbc6685dkD+Cpv2bLl6jteLa3IixUVmY0AAKJ8n0Sjoagouvsxm7P2/PjMoqLo+IlT9u0cps5Zl7El78C+LmMmLf/iy68PyK6i0eigq/6weFXJH+THxUaqVCoXiZiKAACi/CCwem36vm2YX7DXHzJHIuH5B86c9N493drWKm3Mh59OOiDf1/LlKz78fEnJr35M+HjoLWvnDH389pPMRQAAUb7vkisnvPiHsxZ98cx7f72mUsVSL1I/8eiU0X+/7tUnLmzWMKnEAdnbcv7Pvu3fX33MVZcN7Na184QPBh/bs0mJY76evvSAHGvKN7NKW3X5uV17H9UjLi7uxt9dfFSX+qYjAMAv0wH4Rc8rL+x+xaUXhhCaNGl84tHj3/lo3q5j2qQkv/3qQ+XLlw8hbMvOue6Bd3cdUxSN7ueZdGtX6+gjm1dPTsrclNW+TcqiJatKG/nr83/4ZLpcuXLXXnrip1/9edcx0+ev27Zt2/6/PpO/WVDaquuvOPeHn41iYgb0aVva754CACDK96BmjSrbv65YoeS7EJ57StfiIg8hJCSU+298J0/ccdLN112645JFL71e2uBy5X48h5bNS74XYVZ2wTfTZ+7/iS1YsrbE5XVrVGzRotmP70RsnOkIAPDL9H90TXn5hPj/6v6rV0m47qpf79u2VaokldrTi5bt/7mtXlvyr3g2bVDF/AMAIBxUv+i5P9q1qLnjh997JT4+vrSbn2zNOgCXuWduKnknSZXLm38AAPx8ojyp0r4HbkxMTGlRXilxf7s5Go3mlXJzmIj7IAIA8HOK8v3s5tJ+xbRu7RoHYv8lL8/JLfDiAwAgykMIIScnp8RujkRCy+Yp+1nekUgkoVzJL/KGjVlefAAAfrlRnp//40NGly5bWeKYOtUrNmtWapTn5hfuuLclKzaWNrJGtYolLl+0PGPr1q3b/5qVlW06AgCI8l+Q+d8t3v71J+MmlzimZ5dGu7nse9L0VV9NmhJCWLly1Ynn3bp8zdbSRrZMKfmhoTl5RUOHv1f8dVFR0Yfj55qOAAC/TL/Qe2M/Ovjd7kd0jo2N/ee/Pnrutc9LHHPmSd1DCOXiSn6JMrfmHX3OE4c1SPo+LSs7t3A3x+p1eMsSH6gUQrjrj+9HIpGG9WsPe3f89HnrTUcAAFH+CzJl9roGXa4IIVJQWPLF4I3rVjr9lONCCPXr1drNfhav2rzHY51xSv+7n/x3VnYJv9a5dVvBtfePNAsBAH7hflmXr+x4NUpBYSityEMIT957fnx8fAjhiG6dK1Xc848u3dqW2u5169Z5d8i15RP28FLHxrpDIgDAL9Qv65PyO67o/eRfJxaW3uLFenaqe8apJxR/nZiY2L9nyqgxC3czvkJC7CXn9Z5234jSBvTtc9R5J3z2+qhZu9nJUV3rj5+yyowEAA4qy1YeYlfYrl6bvmJV2v/m2Pv6FJoeXVv+gqI8qVK5m6+9qHlKg9seGbFxc15pw7p3qPvyU9ftuOTO68/7avqT6zeW/GDOds2q/X3wDStWfr/7oz941+UTp929ZNWWEtfWqFr+3pvOH3/BU/7lA/w8pKVvytqWe2id86RpCw6tE05dtva71NWH1jmP/2rOurRM/0DYyRsv3LgXUV65UmKzhkm7Lq+aVGn717VrJJU4JrlK5R/juHLJ+6mWXDmEULlSxRLX1q6RFEJIrFihxLX1alcp8cR2HHz5hUclJydfNPCsc8866e9DR/7p1TGpK39yRXjbw6rdf8uZ2z8j365rl06Lvh7yxLOvvvjGl5uyfriXYrm4mBaNq551Yudbrru4YsWK6RszSjyxSok/3A+xfv16X37w1Ct/HzHsvWkLlmZsH9CqafKp/dtdeclZSUmVmzWqUsINzyORuLhYk5VfiKxtOWnpmw+tc56/cGXm5kPpsQMbM7dOmvbdofUiz1u4cvb85f6BAD9jkVKfZvlzV1RUtHBh6vKVq3Ny8qpXq9K8WUqtWjUju/2fDjk5OQsXLd68eUv58gnNDmtatWrVfThuNBpdunTZ2nVpkUikQf26DRrUj0T292rygoLCVWvSD63X//u1G5evTju0znnK9EUbNm46hE44LX3z2Imz/GcOAA5yb7xw4y83yn9Olq1c37zH1V4HAIBDNMpjvAoAAPC/FeclAADgZ6NOzap9erU7tM65cf2aohwACCGEfkd1qFk96RA64RrVqhzRpfkh11716lQ7tM65Qd3q7jnxf0CUA+yX9q0bt23Z8NA65xP7dzu0TrhqUmLr5g0OrXOuWb1KYsUE/0AAUc5B7VD8X0stD2twWNM6h9Y59+ja8tA64cSK5Q+tD+oA4IBw9xUAAPgf2+u7r4wdN/GMQXc06DgoodFZ9doPPPfiu5YtWx5COO3C2+q1H1i/w8DDul10wrk3T/tmRghh4cLUeu0H3vfQ4OJtc3JyUrpeVK/9wBnfziooKGhx5MXFmzQ7/DenD7x9wYIfH2V/4x1P1Gs/sFWPS3Jzd34c2tBh79ZrP/DKGx4q/uufXxma0vU3Zwy6Y/tPF71PurZe+4Fn/+bO7Zs8//Ib9doPLD5Wx96XXXXjwwsXphYWFjbqPKhe+4FfT57W5Zgrigds/9O486/z8n546ucpF9xar/3A/mfcsH2H02fMLN7bjj/SRKPRl//6Vo/jr67a/NzKKed07nPF48+8UlhYuGjR4nrtBzbsOGj6jJnFI2+684l67QcOfun14q3Ou+Tu+h0GvjX8X8Vr3xr+r+JzmDV7rgkKACDKdzbu8y9OvvhPH4xPbdG0+pXnHd6lbd2PJiz+7PPJIYTMzdkZm3MvO6/7sb9q8fW3q0+/9KmsrKyCwoK0jJyt23K2Z+uGzJy0jJz8/ILirxPKxV52Xvc+3VPGTlp6+sWPFndwbm7uP96fmbkld/HKzR9/On6nc8jOyUvLyNm0JTuE8M7If9/wh3+lZWx77N7fFj+CZ+asOZNmrtm0Ne+D8alr164r3iRrW05aRk6LxsmXnde9UmL8qyNmnHHJo0VFRWkbfziZ449ufcaAtp3a1EnLyMkvKDpjQNvTB7SNiYkJISxfvuKTL5dt2pr3+dRV239syM8vSMvIScvI3vHEHn/mleseeHfBko0n9Wlxzglt12/MuveZj2+5+6lmzVKaNUpem5798WdfhxCKioqG/XtmWkbO2+9PDiEsXrz03U+/W78x51c9uhbv540REzZuzk3LyBk24hMTFABAlO/sgSeHR0N445mLxv7rucFP3vnB8KcWf/3iJRedU7y2XFzMg7+/7uXn7rng5A7r0nOmz9jzowQb1El68PfX/fX5+889sd3iVVu+nDQlhPDRx+MytuQ+dPMJTetXHvavCaVtm5mZeetD74QQ7r/huFYtWxQvHDbyk8QKsf986aqioujb73604/ijjmz+4O+ve+OF20IIC5dvWr36++2rHn3gphefvvvKQQNCCHVqJL749N1/euLOuLi4EMLwkf+JiYSRf7k6IT52+MiPdzqHyVO+efyZv4QQNm/e/MTLY1s2qZI66c9vDXn4tRcfWDL1tZ6d6r48fOqKFSsfv+eiSCRMnLIwhDB12oz0TblVK8dPn7d+w4YNE76aFkJo1TS5ceNGIYQ1a9Z+PnXlpWd1DiG8M3pGUVGROQoAIMp/FI1GZ8xf36Jx1QvOPW37k+FLfDT9ug1bYmMjLZofVvad5+UXhBDKJySEEMZOmJFQLvaayy/s0aXx+MnLCgoKdh2ftjHr3odfWrNhW/PGVa6/+qLty8d++V2nVrVPPL5fSoOksV/MLelAP1yUUtzcezT2y3nNGycfP6Bv+xbVP/vqu5++IJE+5z7+1bTUEMK8+QuzsgsHHNWqevXqxWsTEhJO6t+xsDD6zbdzevY4om6NinMXro9Go1Omz61YPu6e644rKIxO/3bO7HlLQwjd2v9wV4HxEycXFkYvOu+4ji1rrFibtWjRYnMUAECU/yg3Nzc7t7BOzUrFf/1kzPgHH3vxwcde/PA/Y3/o3YKiq258+OTzb/nw89SzB7SuXbvWHve5dsPWwS+9ftf9z44ev6hRncQunTuEEMZ9nXp4+9oVKlTo2a3lhsycN956d9cNJ0xb9fLwaTEx4bfn9YqPjy9eOGv23LmpG3t2PSyE0KNzo0nTV23atGn7JlNnLhv80us33/uXEELT+pVr1aq559Nbu27q7DU9OjcKIfTskjJ93vqMjIz8/PzRn3xZPKBTq5q/v/H8EMLGjE0hhJo1quy4ea3qVUMIGzM2hxC6tqu3Nj177rz5U2ekdm1b54KzT6qQEDt1xoJZC74PIRzeqVnxJp99MbNSxbhOHdvddPnxIYQx4782RwEARPmP4uPjEyvEpaVvK/7rjFkL33x3ysMvfvbhmMnFS6LRMGfhmo+/WJaUWO7ZR68PIRRfll34/6/BiEajhYVFIYTY2B+Ou+z7Lbc88v6LQye1Oaz6O6/cnJCQMH3GzO+WZVZKTBjyt+Hr0jJDCLc++m5GRsZOJ3NU1/p/e3JgJBK5848fvj3i/RBCYWHhJTcMzi8o2padO+Rvw0OIZG7Nu/6Op7dvMvbrFbc88v6s79ad1q/5O6/cEhu7h9vgR6PRq299Zuu2gqJodMjfhufm5efmF7773iczZ8154pUJIYRIJPrlhy8ceUTXEEJy1aQQQtqGTTvuIS19UwihWnJSCOG4Ph2LiqLP/PmdMV8tHnB0m1q1avbs0mD02FnfzF0TQji+f68QQkZGxqhP5terlfjmsFFbs7ITK8QOf0+UAwCI8h2HxsSc0LvZnNT0Bx55Pjc3946br0id+nq5uB+vXUkoF/P5vwef0b/Fxs15Dz/1agihYYP6CfGxE6cs2bJlSwhh3Odf5RVEY2MjTRr/8KCN7h3q5q8auXnxO198+GLXLp1CCP8Y8UkIYfaCdY8MHv3a25MqJMRuycofMWrni7lrVa806IIzrzi3WwjhzkdHbN26dey4ibMWbogvFzPqkzmPDB49btLi2NjIsNFzZ8/54SKWO6/snb9q5OpZb414/fFOHdvv8fv9Zvq3H4xPjYuNfDpx0SODR38wdn65uJhh732V0rTx2y9ctv01Kf6ia5eOdapXeHv0zElfTy2+JcvChal/e+erxApxfY7qHkI4rl+vSCQMfX92WkbO8f16hhAG9G43dc66rOzCE3o3TUlpGkK4/o5nMrfmZWzKfWTw6Mde+CguJmby7LWfjh1vmgIAiPIfPXH/VfVrVnzkpfEdjr7y3Ivv6n7c1fkF0V1X2GIAABsMSURBVJjIjzuJjY19a8gf2jevPuTtae/9+z+JiYlXnNdt9qL0Bp0v69bvynOv+UsI4eIzO22/8HoneXl5Iz6c1SYledmMN4v/3HFV3xDCsFGTShz/4N1XtklJXrU+69Gnhgx7d1wIYdCpHbZve2zPJtFoGD7y0317aYaNHBNCOLlPs+07POf41hO/WbUodUndOjVDCNFopPtxVx854KojB1w1a/bc5x68IH1Tbu+zH2/7q9927H1Z2753pK7c9Ohtp1SrVi2E0KRJ45ZNkqPRUKd6hY4d2oUQBvTtHkKIjY08ds9vQwiz58x9+6N5cbGR2eMHFx9uxJDrotFw+W2vZmdnm6kAAD9jsQ888EDZR1epUuXCM4+qVz2Sk5Ozcu2mShXjzz6+/R03XZyYmDhv3rzkpPjzzjw2Nja2VUr1NWu+nzVved+jOp12cr+k8tl5edn5BYXdOzW8+9qTbrnu4uJLR6Z/M71ty7oD+vXavv//fDJu+ao1Vwzs17F96+IlDevVWLp0SVxc5LQTfrh2PC1tfXp62hGdDjuqZ7cKFSpccEbvVcsXf79+U1FRtHH9pJuuOqt+vbrF21avUm5D+vqE+LguHZpv2ZLZu3vbjh3a7PjtTJ02NaVh1VOO61F8fXlmZubq71e1b1nv5ON7hxBGjBpbq3qFG644rWmTRsXja1dPXL169dp1ab2O7Lh4yeLDGlWtWCG++M9xx3Q75uhefbs3iY/JycnJS4iP7XNkysO3n33BuadtP1xhXma0KPfMEzr37nV4CKFGjeoL5s3u2bnRJYPODCF8PnHyli2Zpx/b7pQT+xaPr1+v7qKFc5MqJ7RrWb9e3TomKwDAz5UnegIAwP9YjJcAAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAIAo9xIAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAABDlXgIAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ7A/2vXjk0AhIEwjHKQMRzD3gkENxWcwIlc4VIEssIhea9J/1/zFQFAlJsAAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAIAoNwEAAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAFFuAgAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAo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class="c x0 y1 w2 h0"><div class="t m0 x105 h6 y991 ff4 fs2 fc2 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI GRUPY KAPITAŁOWEJ <span class="ff3">MIRBUD ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc3"> </span></span></div><div class="t m0 x6 h4 y992 ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y2d wda ha"><div class="t m0 x1f h8 y85 ff2 fs3 fc2 sc0 ls0 ws0">Grupa Kapitałowa MIR<span class="_ _8"></span>BUD<span class="ff1"> <span class="ls6">| <span class="_ _8"></span></span>Zgromadzenie Akc<span class="_ _8"></span>jonariusz<span class="_ _8"></span>y MIRBUD S.A.<span class="_ _8"></span> </span></div></div><div class="c x9 y2d wdb ha"><div class="t m0 xa h4 y86 ff3 fs1 fc4 sc0 ls0 ws0">130 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h4 y31 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y993 ff2 fs3 fc0 sc0 ls0 ws0">obsadzenia), <span class="_ _2a"> </span>utworz<span class="_ _8"></span>ą <span class="_ _2a"> </span>oddzielną <span class="_ _2a"> </span>grupę <span class="_ _21"> </span>(grupy) <span class="_ _2a"> </span>upra<span class="_ _8"></span>wnioną <span class="_ _2a"> </span>(e) <span class="_ _2a"> </span>do <span class="_ _2a"> </span>doko<span class="_ _8"></span>nan<span class="_ _8"></span>ia <span class="_ _21"> </span>wyboru <span class="_ _2a"> </span>Członka <span class="_ _2a"> </span>(ów) <span class="_ _21"> </span>Rady </div><div class="t m0 x2 h8 y994 ff2 fs3 fc0 sc0 ls0 ws0">Nadzorczej oraz ustalą liczbę Członków Rady Nadzorc<span class="_ _8"></span>zej, których wybór leży w kompetencji poszczególnych </div><div class="t m0 x2 h8 y995 ff2 fs3 fc0 sc0 ls0 ws0">grup. <span class="_ _6"></span>Każda <span class="_ _f"></span>wy<span class="_ _8"></span>odrębniona<span class="_ _8"></span> <span class="_ _f"></span>grupa,<span class="_ _8"></span> <span class="_ _f"></span>doko<span class="_ _8"></span>na <span class="_ _f"></span>wy<span class="_ _8"></span>boru <span class="_ _6"></span>Członka <span class="_ _6"></span>Rady <span class="_ _6"></span>Nadzorczej <span class="_ _6"> </span>uprzednio <span class="_ _6"> </span>dokonując <span class="_ _6"> </span>wyboru </div><div class="t m0 x2 h8 y996 ff2 fs3 fc0 sc0 ls0 ws0">Przewodniczącego  grupy <span class="_ _28"> </span>i  Komisji <span class="_ _28"> </span>Skrutacyjnej,  sporządzenia <span class="_ _21"> </span>o<span class="_ _8"></span>drębnej  listy <span class="_ _21"> </span>o<span class="_ _8"></span>becności <span class="_ _28"> </span>dla  danej <span class="_ _21"> </span>grupy </div><div class="t m0 x2 h8 yae8 ff2 fs3 fc0 sc0 ls0 ws0">wyborców <span class="_ _f"></span>(ak<span class="_ _8"></span>cjonariuszy), <span class="_ _6"></span>podpisania <span class="_ _f"></span>listy <span class="_ _6"></span>obecności <span class="_ _f"></span>w <span class="_ _6"></span>grupie <span class="_ _f"></span>przez <span class="_ _6"></span>Przewodniczącego <span class="_ _6"></span>grupy, <span class="_ _f"></span>zgłoszen<span class="_ _8"></span>ia </div><div class="t m0 x2 h8 yae9 ff2 fs3 fc0 sc0 ls0 ws0">kandydatur <span class="_ _6"> </span>na <span class="_ _7"> </span>Członka <span class="_ _6"> </span>Ra<span class="_ _8"></span>dy <span class="_ _6"> </span>Nadzorc<span class="_ _8"></span>zej <span class="_ _6"> </span>w <span class="_ _7"> </span>grupie, <span class="_ _6"> </span>głosowa<span class="_ _8"></span>nia <span class="_ _6"> </span>tajnego,<span class="_ _8"></span> <span class="_ _6"> </span>w <span class="_ _6"> </span>spra<span class="_ _8"></span>wie <span class="_ _6"> </span>w<span class="_ _8"></span>y<span class="_ _8"></span>boru <span class="_ _6"> </span>Cz<span class="_ _8"></span>łonka <span class="_ _7"> </span>Rady </div><div class="t m0 x2 h8 yaea ff2 fs3 fc0 sc0 ls0 ws0">Nadzorczej <span class="_ _f"></span>przez<span class="_ _8"></span> <span class="_ _f"></span>grupę, <span class="_ _f"></span>us<span class="_ _8"></span>talenia <span class="_ _f"></span>wyniku <span class="_ _f"></span>wyborów<span class="_ _8"></span> <span class="_ _f"></span>w <span class="_ _f"></span>gru<span class="_ _8"></span>pie <span class="_ _f"></span>przez <span class="_ _f"></span>Ko<span class="_ _8"></span>misję <span class="_ _f"></span>Skrutacy<span class="_ _8"></span>jną, <span class="_ _f"></span>oraz <span class="_ _f"></span>przek<span class="_ _8"></span>azaniu </div><div class="t m0 x2 h8 yaeb ff2 fs3 fc0 sc0 ls0 ws0">uchwały <span class="_ _2b"> </span>w <span class="_ _13"> </span>sprawie<span class="_ _8"></span> <span class="_ _2b"> </span>wyboru <span class="_ _13"> </span>Członka <span class="_ _13"> </span>(ów) <span class="_ _13"> </span>Rady <span class="_ _2b"> </span>N<span class="_ _8"></span>adzorcz<span class="_ _8"></span>ej <span class="_ _2b"> </span>przez <span class="_ _13"> </span>grupę <span class="_ _2b"> </span>Prz<span class="_ _8"></span>ewodniczącem<span class="_ _8"></span>u <span class="_ _2b"> </span>Wa<span class="_ _8"></span>lnego </div><div class="t m0 x2 h8 yaec ff2 fs3 fc0 sc0 ls0 ws0">Zgromadzenia. P<span class="_ _0"></span>rzewodnicz<span class="_ _8"></span>ący <span class="_ _3"></span>Walnego <span class="_ _0"></span>Zgromadz<span class="_ _8"></span>enia <span class="_ _0"></span>ogłosi <span class="_ _3"></span>treś<span class="_ _8"></span>ć <span class="_ _3"></span>uchwał <span class="_ _3"></span>p<span class="_ _8"></span>odjętych <span class="_ _0"></span>przez <span class="_ _3"></span>grupy <span class="_ _0"></span>oraz <span class="_ _3"></span>us<span class="_ _8"></span>tali </div><div class="t m0 x2 h8 yafe ff2 fs3 fc0 sc0 ls0 ws0">liczbę <span class="_ _21"> </span>Czł<span class="_ _8"></span>onków <span class="_ _21"> </span>R<span class="_ _8"></span>ady, <span class="_ _21"> </span>kt<span class="_ _8"></span>órych <span class="_ _28"> </span>wyboru <span class="_ _21"> </span>dokon<span class="_ _8"></span>ają <span class="_ _21"> </span>a<span class="_ _8"></span>kcjonariusze  up<span class="_ _0"></span>rawnieni <span class="_ _28"> </span>do <span class="_ _21"> </span>uc<span class="_ _8"></span>zestnictwa  na<span class="_ _0"></span> <span class="_ _28"> </span>Walnym </div><div class="t m0 x2 h8 yaff ff1 fs3 fc0 sc0 ls0 ws0">Zgromadzeniu <span class="_ _0"></span>- <span class="_ _3"></span><span class="ff2">którzy nie <span class="_ _3"></span>weszli <span class="_ _0"></span>w <span class="_ _3"></span>skład <span class="_ _3"></span>ż<span class="_ _8"></span>adnej <span class="_ _3"></span>z <span class="_ _0"></span>oddzielnych<span class="_ _8"></span> <span class="_ _3"></span>grup, <span class="_ _3"></span>u<span class="_ _8"></span>prawnionyc<span class="_ _8"></span>h <span class="_ _3"></span>do <span class="_ _3"></span>wybor<span class="_ _8"></span>u <span class="_ _3"></span>Członków<span class="_ _c"></span><span class="ff1"> <span class="_ _0"></span>Rady </span></span></div><div class="t m0 x2 h8 yb00 ff2 fs3 fc0 sc0 ls0 ws0">Nadzorczej. Pozostali akcjonariusze, obecni na <span class="_ _3"></span>Wal<span class="_ _8"></span>nym <span class="_ _0"></span>Zgromadzeni<span class="_ _8"></span>u <span class="_ _0"></span>(którzy nie <span class="_ _0"></span>utworzyli oddzielnej grupy) </div><div class="t m0 x2 h8 yb01 ff2 fs3 fc0 sc0 ls0 ws0">dokonają <span class="_ _7"> </span>w <span class="_ _6"> </span>g<span class="_ _8"></span>łosowaniu <span class="_ _7"> </span>tajnym, <span class="_ _7"> </span>wyboru <span class="_ _7"> </span>pozostałych <span class="_ _7"> </span>Członków <span class="_ _7"> </span>Rady <span class="_ _6"> </span>N<span class="_ _8"></span>adzorczej. <span class="_ _7"> </span>Uchwały <span class="_ _7"> </span>dot. <span class="_ _7"> </span>powołania </div><div class="t m0 x2 h8 y6e8 ff2 fs3 fc0 sc0 ls0 ws0">Członków <span class="_ _14"> </span>Rady <span class="_ _14"> </span>Nadzorc<span class="_ _8"></span>zej <span class="_ _14"> </span>przez <span class="_ _14"> </span>oddzielne <span class="_ _14"> </span>grup<span class="_ _8"></span>y <span class="_ _14"> </span>oraz<span class="_ _8"></span> <span class="_ _14"> </span>przez <span class="_ _14"> </span>pozostałych <span class="_ _14"> </span>akcjonariuszy<span class="_ _8"></span> <span class="_ _14"> </span>wymagają </div><div class="t m0 x2 h8 yb02 ff2 fs3 fc0 sc0 ls0 ws0">zaprotokołowania przez<span class="_ _8"></span> notariusza.<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 yb03 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 yb04 ff2 fs3 fc0 sc0 ls0 ws0">Uchwały Walnego<span class="_ _8"></span> Zgromadzenia s<span class="_ _8"></span>ą protokołowan<span class="_ _8"></span>e. Protokó<span class="_ _8"></span>ł Walnego Zgro<span class="_ _8"></span>madzenia sporządza<span class="_ _8"></span> notariusz <span class="_ _8"></span>w </div><div class="t m0 x2 h8 yb05 ff2 fs3 fc0 sc0 ls0 ws0">formie <span class="_ _6"> </span>akt<span class="_ _8"></span>u <span class="_ _6"> </span>notar<span class="_ _8"></span>ialnego. <span class="_ _7"> </span>Niedopełnienie <span class="_ _6"> </span>te<span class="_ _8"></span>go <span class="_ _6"> </span>ob<span class="_ _8"></span>owiązku <span class="_ _6"> </span>sk<span class="_ _8"></span>utkuje <span class="_ _7"> </span>bezwz<span class="_ _8"></span>ględną <span class="_ _6"> </span>n<span class="_ _8"></span>ieważnością <span class="_ _7"> </span>uchwał. <span class="_ _6"> </span>D<span class="_ _8"></span>o </div><div class="t m0 x2 h8 yb06 ff2 fs3 fc0 sc0 ls0 ws0">protokołu  należy <span class="_ _21"> </span>dołącz<span class="_ _8"></span>yć  dowody <span class="_ _21"> </span>zwołan<span class="_ _8"></span>ia <span class="_ _28"> </span>Walnego  Zgromadzenia  i<span class="_ _0"></span> <span class="_ _28"> </span>proponowa<span class="_ _8"></span>nego  po<span class="_ _0"></span>rządku  obrad, </div><div class="t m0 x2 h8 ycf4 ff2 fs3 fc0 sc0 ls0 ws0">podpisaną przez uczes<span class="_ _8"></span>tników Walnego Zgrom<span class="_ _8"></span>adzenia i Przewodn<span class="_ _8"></span>iczącego listę obecnośc<span class="_ _8"></span>i, pełnomocnictwa i<span class="_ _8"></span> </div><div class="t m0 x2 h8 yd4e ff2 fs3 fc0 sc0 ls0 ws0">inne <span class="_ _1a"> </span>dokum<span class="_ _8"></span>enty <span class="_ _1a"> </span>złożo<span class="_ _8"></span>ne <span class="_ _1b"> </span>przez <span class="_ _1b"> </span>przedstawicieli <span class="_ _1b"> </span>akcj<span class="_ _8"></span>onariuszy. <span class="_ _1a"> </span>Niezależ<span class="_ _8"></span>nie <span class="_ _1a"> </span>od <span class="_ _1b"> </span>protokołu <span class="_ _1b"> </span>notarialnego </div><div class="t m0 x2 h8 yd4f ff2 fs3 fc0 sc0 ls0 ws0">Przewodniczący <span class="_ _d"> </span>Walnego<span class="_ _8"></span> <span class="_ _d"> </span>Zgromadzenia <span class="_ _d"> </span>może <span class="_ _d"> </span>zarządzić <span class="_ _d"> </span>sporządze<span class="_ _8"></span>nie <span class="_ _d"> </span>pełnego <span class="_ _d"> </span>protokołu <span class="_ _d"> </span>Walnego </div><div class="t m0 x2 h8 yd50 ff2 fs3 fc0 sc0 ls0 ws0">Zgromadzenia <span class="_ _8"></span>rejestrując<span class="_ _8"></span>ego <span class="_ _8"></span>w <span class="_ _8"></span>sposób <span class="_ _8"></span>całościowy <span class="_ _c"></span>przebieg <span class="_ _8"></span>Walnego <span class="_ _8"></span>Zgroma<span class="_ _8"></span>dzenia <span class="_ _8"></span>i <span class="_ _8"></span>treść <span class="_ _8"></span>pos<span class="_ _8"></span>zc<span class="_ _c"></span>zególnyc<span class="_ _8"></span>h </div><div class="t m0 x2 h8 yd51 ff2 fs3 fc0 sc0 ls0 ws0">wypowiedzi. <span class="_ _7"> </span>Protokó<span class="_ _8"></span>ł <span class="_ _7"> </span>sporz<span class="_ _8"></span>ądza <span class="_ _7"> </span>wybrany <span class="_ _2a"> </span>przez <span class="_ _7"> </span>Wal<span class="_ _8"></span>ne <span class="_ _7"> </span>Zgromadze<span class="_ _8"></span>nie <span class="_ _7"> </span>Sekretarz<span class="_ _8"></span>. <span class="_ _7"> </span>Protokoły <span class="_ _7"> </span>z<span class="_ _8"></span>e <span class="_ _7"> </span>wszys<span class="_ _8"></span>tkich </div><div class="t m0 x2 h8 yd52 ff2 fs3 fc0 sc0 ls0 ws0">Walnych Zgroma<span class="_ _8"></span>dzeń włącza s<span class="_ _8"></span>ię do księgi protok<span class="_ _8"></span>ołów prowadzo<span class="_ _8"></span>nej przez Z<span class="_ _8"></span>arząd. Każdy<span class="_ _8"></span> akcjonariusz naw<span class="_ _8"></span>et </div><div class="t m0 x2 h8 yd53 ff2 fs3 fc0 sc0 ls0 ws0">nie <span class="_ _7"> </span>uc<span class="_ _8"></span>zestniczący <span class="_ _2a"> </span>w <span class="_ _2a"> </span>Walnym <span class="_ _2a"> </span>Zgromadzen<span class="_ _8"></span>iu <span class="_ _2a"> </span>może <span class="_ _2a"> </span>p<span class="_ _8"></span>rzeglądać <span class="_ _2a"> </span>księgę <span class="_ _2a"> </span>protok<span class="_ _8"></span>ołów <span class="_ _7"> </span>Walnyc<span class="_ _8"></span>h <span class="_ _7"> </span>Zgro<span class="_ _8"></span>madzeń <span class="_ _2a"> </span>i </div><div class="t m0 x2 h8 yd54 ff2 fs3 fc0 sc0 ls0 ws0">żądać wydania odpisów ca<span class="_ _8"></span>łości lub częś<span class="_ _8"></span>ci protokołów, z<span class="_ _8"></span>a odpłatnością.<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 yd55 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 yd56 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 yd57 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _2f"> </span> </div></div></div><div class="pi" ></div></div><div id="pf83" class="pf w0 h0" ><div class="pc pc83 w0 h0"><img class="bi x4 y2a w3 hcd" alt="" 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class="c x0 y1 w2 h0"><div class="t m0 x105 h6 y991 ff4 fs2 fc2 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI GRUPY KAPITAŁOWEJ <span class="ff3">MIRBUD ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc3"> </span></span></div><div class="t m0 x6 h4 y992 ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y2d wda h7"><div class="t m0 x8a h8 y2e ff2 fs3 fc2 sc0 ls0 ws0">Grupa Kapitałowa MIR<span class="_ _8"></span>BUD<span class="ff1"> <span class="ls6">| <span class="_ _8"></span></span></span>Zarząd MIRBUD <span class="_ _8"></span>S.A. oraz zasady powo<span class="_ _8"></span>ływania i </div><div class="t m0 x67 h8 y2f ff2 fs3 fc2 sc0 ls0 ws0">odwoływania osób zarz<span class="_ _8"></span>ądzającyc<span class="_ _8"></span>h<span class="ff1"> </span></div></div><div class="c x9 y2d wdb h7"><div class="t m0 xa h4 y30 ff3 fs1 fc4 sc0 ls0 ws0">131 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h4 y31 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y993 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hc y9ba ff6 fs4 fc0 sc0 ls0 ws0">14.10. <span class="_ _5"></span><span class="ff5">Zarzą<span class="_ _8"></span>d <span class="_ _29"> </span>MIRBUD <span class="_ _32"> </span>S.A. <span class="_ _29"> </span>ora<span class="_ _8"></span>z <span class="_ _29"> </span>zasa<span class="_ _8"></span>dy <span class="_ _29"> </span>powoływania <span class="_ _32"> </span>i <span class="_ _32"> </span>odwoływania <span class="_ _29"> </span>osób </span></div><div class="t m0 x85 hc yd66 ff5 fs4 fc0 sc0 ls0 ws0">zarządzających<span class="ff6"> </span></div><div class="t m0 x2 h8 yd67 ff1 fs3 fc0 sc0 ls0 ws0">W okresie od 01.01.<span class="_ _8"></span>202<span class="ls11">1 </span>r.<span class="_ _8"></span> do 31.12.202<span class="ls11">1 </span><span class="ff2">r. Z<span class="_ _8"></span>arząd MIRBUD <span class="_ _8"></span>S.A. był czteroosob<span class="_ _8"></span>owy. <span class="_ _8"></span></span> </div><div class="t m0 x1c1 h9 y12e ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h2f yd68 ff2 fs5 fc0 sc0 ls0 ws0">Paweł <span class="_ _f"></span>Korzeniow<span class="_ _3"></span>ski <span class="_ _6"> </span>–<span class="ff1"> <span class="_ _c"></span></span>Członek <span class="_ _f"></span>Za<span class="_ _0"></span>rządu, <span class="_ _f"></span>Sławom<span class="_ _0"></span>ir <span class="_ _f"></span>Nowak <span class="_ _f"></span>–<span class="ff1"> <span class="_ _c"></span></span>Wiceprezes <span class="_ _f"></span>Zarządu<span class="_ _3"></span>, <span class="_ _f"> </span>Jerzy <span class="_ _f"></span>Mirgos <span class="_ _f"></span>–<span class="ff1"> <span class="_ _c"></span></span>Prezes <span class="_ _f"></span>Zarządu, <span class="_ _c"></span>Tomasz <span class="_ _f"></span>Sałata <span class="_ _c"></span>–<span class="ff1"> </span></div><div class="t m0 x2 h2f yd69 ff2 fs5 fc0 sc0 ls0 ws0">Członek Zarządu<span class="_ _0"></span><span class="ff1"> </span></div><div class="t m0 x2 h35 y6cb ff6 fs1 fc0 sc0 ls0 ws0">Jerzy Mirgos <span class="ff5">–<span class="_ _0"></span><span class="ff6"> <span class="ff5">Prezes Za<span class="_ _0"></span>rządu<span class="ff6"> </span></span></span></span></div><div class="t m0 x2 h8 y91e ff2 fs3 fc0 sc0 ls0 ws0">Doświadczenie <span class="_ _7"> </span>w <span class="_ _7"> </span>zarządz<span class="_ _8"></span>aniu <span class="_ _7"> </span>firmami <span class="_ _7"> </span>działaj<span class="_ _8"></span>ącymi <span class="_ _7"> </span>w <span class="_ _7"> </span>sektorze <span class="_ _7"> </span>budown<span class="_ _8"></span>ictwa <span class="_ _7"> </span>zdobywał <span class="_ _7"> </span>już <span class="_ _7"> </span>od <span class="_ _7"> </span>1985 <span class="_ _7"> </span>roku, </div><div class="t m0 x2 h8 yd6a ff2 fs3 fc0 sc0 ls0 ws0">pracując m.i<span class="_ _8"></span>n. na k<span class="_ _8"></span>ierowniczyc<span class="_ _8"></span>h stanowiskach w<span class="_ _8"></span> prz<span class="_ _8"></span>edsiębiorstwach <span class="_ _8"></span>i spółkac<span class="_ _8"></span>h prawa <span class="_ _8"></span>handloweg<span class="_ _8"></span>o. Od <span class="_ _8"></span>2002 </div><div class="t m0 x2 h8 y784 ff2 fs3 fc0 sc0 ls0 ws0">roku  jego  k<span class="_ _8"></span>ariera  zaw<span class="_ _8"></span>odowa <span class="_ _11"> </span>z<span class="_ _8"></span>wiązana  j<span class="_ _8"></span>est  ze  s<span class="_ _8"></span>półką  Em<span class="_ _8"></span>i<span class="_ _8"></span>tenta, <span class="_ _11"> </span>w <span class="_ _2b"> </span>której  w<span class="_ _8"></span>  os<span class="_ _8"></span>tatnich  latach<span class="_ _8"></span>  zajmował </div><div class="t m0 x2 h8 y785 ff2 fs3 fc0 sc0 ls0 ws0">stanowisko <span class="_ _f"></span>Dy<span class="_ _8"></span>rektora <span class="_ _f"></span>Ge<span class="_ _8"></span>neralnego, <span class="_ _6"></span>odpowiadającego <span class="_ _6"></span>m.in. <span class="_ _f"></span>za <span class="_ _6"></span>strategię <span class="_ _f"></span>dz<span class="_ _8"></span>iałania <span class="_ _6"></span>i <span class="_ _f"></span>dalszy <span class="_ _6"></span>rozwój. <span class="_ _f"></span>W <span class="_ _6"></span>2008 </div><div class="t m0 x2 h8 y71b ff2 fs3 fc0 sc0 ls0 ws0">roku założył <span class="_ _3"></span>spółkę JHM DEVELOPMENT S.A., <span class="_ _3"></span>w której jest <span class="_ _3"></span>Wiceprezesem Zarządu, oraz <span class="_ _3"></span>w sposób pośredni </div><div class="t m0 x2 h8 yd6b ff1 fs3 fc0 sc0 ls0 ws0">akcjonar<span class="ff2">iuszem<span class="_ _8"></span> <span class="_ _12"> </span>większoś<span class="_ _8"></span>ciowym. <span class="_ _12"> </span>Jako <span class="_ _1e"> </span>największy <span class="_ _1e"> </span>swój <span class="_ _12"> </span>sukc<span class="_ _8"></span>es <span class="_ _12"> </span>zawodowy <span class="_ _1e"> </span>uważa <span class="_ _12"> </span>stw<span class="_ _8"></span>orzenie <span class="_ _1e"> </span>prężnie </span></div><div class="t m0 x2 h8 y855 ff2 fs3 fc0 sc0 ls0 ws0">działającej <span class="_ _27"> </span>Grupy <span class="_ _27"> </span>Kapitał<span class="_ _8"></span>owej <span class="_ _27"> </span>MIRBUD <span class="_ _27"> </span>oraz <span class="_ _27"> </span>wprowadze<span class="_ _8"></span>nie <span class="_ _27"> </span>dwóch <span class="_ _27"> </span>spółek; <span class="_ _27"> </span>MIRBUD <span class="_ _27"> </span>S.<span class="_ _8"></span>A. <span class="_ _27"> </span>i <span class="_ _27"> </span>JHM </div><div class="t m0 x2 h8 yd6c ff2 fs3 fc0 sc0 ls0 ws0">DEVELOPMENT <span class="_ _f"></span>S.A. <span class="_ _c"></span>na <span class="_ _f"></span>parkiet <span class="_ _c"></span>Wars<span class="_ _8"></span>zawskiej <span class="_ _f"></span>Giełdy <span class="_ _c"></span>Papierów <span class="_ _f"></span>Wartościowych. <span class="_ _f"></span>Z <span class="_ _c"></span>dniem <span class="_ _c"></span>2<span class="_ _8"></span>3 <span class="_ _c"></span>c<span class="_ _c"></span><span class="ff1">zerwca <span class="_ _f"></span>2012 </span></div><div class="t m0 x2 h8 ycc4 ff2 fs3 fc0 sc0 ls0 ws0">roku <span class="_ _2a"> </span>pa<span class="_ _8"></span>n <span class="_ _2a"> </span>Jerz<span class="_ _8"></span>y <span class="_ _2a"> </span>Mirg<span class="_ _8"></span>os <span class="_ _2a"> </span>o<span class="_ _8"></span>bjął <span class="_ _21"> </span>funkcj<span class="_ _8"></span>ę <span class="_ _2a"> </span>Prezesa <span class="_ _21"> </span>Zarz<span class="_ _8"></span>ądu <span class="_ _21"> </span>MIRBUD <span class="_ _21"> </span>S.A. <span class="_ _21"> </span>W <span class="_ _21"> </span>dniu <span class="_ _28"> </span>27 <span class="_ _2a"> </span>kwi<span class="_ _8"></span>etnia <span class="_ _21"> </span>2017 <span class="_ _2a"> </span>r<span class="_ _8"></span>. <span class="_ _21"> </span>Rada </div><div class="t m0 x2 h8 y95c ff2 fs3 fc0 sc0 ls0 ws0">Nadzorcza Emitenta <span class="_ _3"></span>powo<span class="_ _8"></span>łała <span class="_ _0"></span>z <span class="_ _3"></span>dn<span class="_ _8"></span>iem <span class="_ _3"></span>2<span class="_ _8"></span>7 <span class="_ _3"></span>kwi<span class="_ _8"></span>etnia 20<span class="_ _0"></span>17 <span class="_ _3"></span>r<span class="_ _8"></span>oku <span class="_ _0"></span>Pana <span class="_ _3"></span>J<span class="_ _8"></span>erzego <span class="_ _0"></span>Tomasz<span class="_ _8"></span>a <span class="_ _3"></span>Mirgos w <span class="_ _3"></span>skład Zarządu </div><div class="t m0 x2 h8 y7e9 ff2 fs3 fc0 sc0 ls0 ws0">MIRBUD <span class="_ _7"> </span>S.A. <span class="_ _2a"> </span>i <span class="_ _7"> </span>powi<span class="_ _8"></span>erzyła <span class="_ _7"> </span>mu <span class="_ _2a"> </span>pełnienie <span class="_ _2a"> </span>funkcj<span class="_ _8"></span>i <span class="_ _7"> </span>Prez<span class="_ _8"></span>esa <span class="_ _7"> </span>Zarządu <span class="_ _2a"> </span>MIRBUD <span class="_ _2a"> </span>S.A. <span class="_ _7"> </span>na <span class="_ _7"> </span>ko<span class="_ _8"></span>lejną <span class="_ _7"> </span>indyw<span class="_ _8"></span>idualna </div><div class="t m0 x2 h8 y7ea ff2 fs3 fc0 sc0 ls0 ws0">pięcioletnią kadencję. <span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 yb0b ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h35 y62f ff5 fs1 fc0 sc0 ls0 ws0">Sławomir<span class="ff1"> <span class="ff6">Nowak<span class="_ _0"></span><span class="ff1"> <span class="ff5">–</span> <span class="ff6">Wicep<span class="_ _0"></span>rezes<span class="ff1"> <span class="ff5">Zarządu<span class="_ _0"></span><span class="ff1"> </span></span></span></span></span></span></span></div><div class="t m0 x2 h8 y64f ff2 fs3 fc0 sc0 ls0 ws0">Wykształcenie <span class="_ _27"> </span>wyżs<span class="_ _8"></span>ze <span class="_ _27"> </span>–<span class="ff1"> <span class="_ _27"> </span></span>abso<span class="_ _8"></span>lwent <span class="_ _27"> </span>Politechn<span class="_ _8"></span>iki <span class="_ _27"> </span>Warszawskiej, <span class="_ _26"> </span>Wydział <span class="_ _27"> </span>Elektryc<span class="_ _8"></span>zny <span class="_ _26"> </span>–<span class="ff1"> <span class="_ _27"> </span></span>specjalność<span class="_ _8"></span> </div><div class="t m0 x2 h8 yd6d ff2 fs3 fc0 sc0 ls0 ws0">Automatyzacja <span class="_ _7"> </span>Procesó<span class="_ _8"></span>w <span class="_ _7"> </span>Technolog<span class="_ _8"></span>icznych. <span class="_ _7"> </span>W <span class="_ _7"> </span>1999 <span class="_ _7"> </span>roku <span class="_ _7"> </span>Rada <span class="_ _7"> </span>Wydz<span class="_ _8"></span>iału <span class="_ _7"> </span>Elektrycznego <span class="_ _7"> </span>nadała <span class="_ _7"> </span>mu <span class="_ _7"> </span>tytuł </div><div class="t m0 x2 h8 yd6e ff2 fs3 fc0 sc0 ls0 ws0">Doktora <span class="_ _21"> </span>Na<span class="_ _8"></span>uk <span class="_ _21"> </span>Tec<span class="_ _8"></span>hnicznych.  W<span class="_ _0"></span> <span class="_ _21"> </span>swoj<span class="_ _8"></span>ej <span class="_ _21"> </span>karierz<span class="_ _8"></span>e <span class="_ _21"> </span>za<span class="_ _8"></span>wodowej <span class="_ _28"> </span>pracował <span class="_ _28"> </span>na <span class="_ _21"> </span>sta<span class="_ _8"></span>nowiskach <span class="_ _21"> </span>k<span class="_ _8"></span>ierowniczy<span class="_ _8"></span>ch <span class="_ _21"> </span>w </div><div class="t m0 x2 h8 yd6f ff1 fs3 fc0 sc0 ls0 ws0">sektorach edukacj<span class="_ _8"></span>i oraz budownictwa.<span class="_ _8"></span> </div><div class="t m0 x2 h8 yc8b ff2 fs3 fc0 sc0 ls0 ws0">W strukturze MIRBUD S.A. zajmował dotychczas stanowisko Zastępcy Dyrektora Generalnego MIRBUD S.A. </div><div class="t m0 x2 h8 yba2 ff1 fs3 fc0 sc0 ls0 ws0">oraz Dyrektora Kontraktu<span class="_ _8"></span> budowy hote<span class="_ _8"></span>lu Hilton w War<span class="_ _8"></span>szawie.<span class="_ _8"></span> </div><div class="t m0 x2 h8 yc8d ff1 fs3 fc0 sc0 ls0 ws0">Od <span class="_ _3"></span>25<span class="_ _8"></span> <span class="_ _3"></span>m<span class="_ _8"></span>aja <span class="_ _3"></span>2<span class="_ _8"></span>012 <span class="ff2">r. <span class="_ _3"></span>uchwał<span class="_ _8"></span>ą <span class="_ _3"></span>Ra<span class="_ _8"></span>dy <span class="_ _3"></span>Na<span class="_ _8"></span>dzorczej został <span class="_ _3"></span>powoł<span class="_ _8"></span>any na<span class="_ _0"></span> <span class="_ _3"></span>st<span class="_ _8"></span>anowisko Wiceprezesa <span class="_ _3"></span>Z<span class="_ _8"></span>arządu MIRBUD </span></div><div class="t m0 x2 h8 yd70 ff1 fs3 fc0 sc0 ls0 ws0">S.A. <span class="_ _7"> </span>W <span class="_ _7"> </span>dniu <span class="_ _2a"> </span>27 <span class="_ _7"> </span>kwietni<span class="_ _8"></span>a <span class="_ _7"> </span>2017 <span class="_ _7"> </span>r. <span class="_ _2a"> </span>Rada <span class="_ _7"> </span>Nadz<span class="_ _8"></span>orcza <span class="_ _2a"> </span><span class="ff2">Emitenta <span class="_ _7"> </span>p<span class="_ _8"></span>owołała <span class="_ _7"> </span>z <span class="_ _7"> </span>dn<span class="_ _8"></span>iem <span class="_ _7"> </span>27 <span class="_ _7"> </span>kwiet<span class="_ _8"></span>nia <span class="_ _7"> </span>2017 <span class="_ _7"> </span>r. <span class="_ _2a"> </span>Pana </span></div><div class="t m0 x2 h8 yd71 ff2 fs3 fc0 sc0 ls0 ws0">Sławomira <span class="_ _f"></span>Nowaka <span class="_ _f"></span>w <span class="_ _f"></span>skład <span class="_ _c"></span>Z<span class="_ _8"></span>arządu <span class="_ _f"></span>MIRBUD <span class="_ _f"></span>S.A. <span class="_ _f"></span>i <span class="_ _f"></span>powierzyła <span class="_ _f"></span>mu <span class="_ _c"></span>p<span class="_ _8"></span>ełnienie <span class="_ _f"></span>funkcji <span class="_ _f"></span>Wiceprezesa <span class="_ _f"></span>Zarządu </div><div class="t m0 x2 h8 yd72 ff2 fs3 fc0 sc0 ls0 ws0">MIRBUD S.A. na ko<span class="_ _8"></span>lejną indywidualną pięc<span class="_ _8"></span>ioletnią kadencj<span class="_ _8"></span>ę.<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 y524 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y1cb ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 yd73 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf84" class="pf w0 h0" ><div class="pc pc84 w0 h0"><img class="bi x4 y2a w3 hcd" alt="" 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R2PUlRUNHfe/Pbt2qamLvnHiI92OoeUxnUHXXDmunXrh7w+cuzEeYtWbCwoiP7+2j1c7pKXl/fnIW/9Z/zsJSs2bsvJT65cvn2rutdccvKvev3kZibfzpz9/kcTSvixoUXjc848eftfhw57d8nyNbsOO+e0/q1bt9zxG/n36E9H/PuL5aszcvMLalRL7Nm1+Qn9e3Tu5Dc1AQBEeRnMmbfooRc+22lhhYTYW6+/9G9vjnh48IdrNmz7cXDqxpGffHf/sx++9tTFZ5x6Qgjh5b++dfeT/96S9ZN7EX4zb/3fRs644KS2Tz18Q3Jycgjhq8kzbn905Pknd2zfpmmVpMSMzC3zF674ZMJ3R3ZuPGRw24WpS3c9h2OObHjKif2OPv2OxSs3b1+YnZNbvnx8ad/Ltm3Zx59968Tpq7cvWZees2BZ5j//M/9XXeoNfvSq9u3aFi+fMWv+rkcMIZzer/mOUf7myImffb1i12HtWjfdHuUjR42+6cHha9K27bA+7ZMvlj3wp097dap7ROempiMAgCjfR3fe/9zgN74ucdXWbQWDbnjtkxrVHn727TGTlpc4Jr+g6I33ZufkPf3WkId/CNWMnOffnBzC5B2HHdm58W7O4fFnXtuxyPfonkdf3bHId/TF9O+Pv/DRSR88fmAvZB/3+ReDbvhbQWHJj2r68ts1k2atMR0BAH6Z9vfuKzl5hS8MnbybAXn5Rade8mxpRb7diI8XLF++Yt/OITe34NV3puzVJqPGLtrN2vUbc6685dkD+Cpv2bLl6jteLa3IixUVmY0AAKJ8n0Sjoagouvsxm7P2/PjMoqLo+IlT9u0cps5Zl7El78C+LmMmLf/iy68PyK6i0eigq/6weFXJH+THxUaqVCoXiZiKAACi/CCwem36vm2YX7DXHzJHIuH5B86c9N493drWKm3Mh59OOiDf1/LlKz78fEnJr35M+HjoLWvnDH389pPMRQAAUb7vkisnvPiHsxZ98cx7f72mUsVSL1I/8eiU0X+/7tUnLmzWMKnEAdnbcv7Pvu3fX33MVZcN7Na184QPBh/bs0mJY76evvSAHGvKN7NKW3X5uV17H9UjLi7uxt9dfFSX+qYjAMAv0wH4Rc8rL+x+xaUXhhCaNGl84tHj3/lo3q5j2qQkv/3qQ+XLlw8hbMvOue6Bd3cdUxSN7ueZdGtX6+gjm1dPTsrclNW+TcqiJatKG/nr83/4ZLpcuXLXXnrip1/9edcx0+ev27Zt2/6/PpO/WVDaquuvOPeHn41iYgb0aVva754CACDK96BmjSrbv65YoeS7EJ57StfiIg8hJCSU+298J0/ccdLN112645JFL71e2uBy5X48h5bNS74XYVZ2wTfTZ+7/iS1YsrbE5XVrVGzRotmP70RsnOkIAPDL9H90TXn5hPj/6v6rV0m47qpf79u2VaokldrTi5bt/7mtXlvyr3g2bVDF/AMAIBxUv+i5P9q1qLnjh997JT4+vrSbn2zNOgCXuWduKnknSZXLm38AAPx8ojyp0r4HbkxMTGlRXilxf7s5Go3mlXJzmIj7IAIA8HOK8v3s5tJ+xbRu7RoHYv8lL8/JLfDiAwAgykMIIScnp8RujkRCy+Yp+1nekUgkoVzJL/KGjVlefAAAfrlRnp//40NGly5bWeKYOtUrNmtWapTn5hfuuLclKzaWNrJGtYolLl+0PGPr1q3b/5qVlW06AgCI8l+Q+d8t3v71J+MmlzimZ5dGu7nse9L0VV9NmhJCWLly1Ynn3bp8zdbSRrZMKfmhoTl5RUOHv1f8dVFR0Yfj55qOAAC/TL/Qe2M/Ovjd7kd0jo2N/ee/Pnrutc9LHHPmSd1DCOXiSn6JMrfmHX3OE4c1SPo+LSs7t3A3x+p1eMsSH6gUQrjrj+9HIpGG9WsPe3f89HnrTUcAAFH+CzJl9roGXa4IIVJQWPLF4I3rVjr9lONCCPXr1drNfhav2rzHY51xSv+7n/x3VnYJv9a5dVvBtfePNAsBAH7hflmXr+x4NUpBYSityEMIT957fnx8fAjhiG6dK1Xc848u3dqW2u5169Z5d8i15RP28FLHxrpDIgDAL9Qv65PyO67o/eRfJxaW3uLFenaqe8apJxR/nZiY2L9nyqgxC3czvkJC7CXn9Z5234jSBvTtc9R5J3z2+qhZu9nJUV3rj5+yyowEAA4qy1YeYlfYrl6bvmJV2v/m2Pv6FJoeXVv+gqI8qVK5m6+9qHlKg9seGbFxc15pw7p3qPvyU9ftuOTO68/7avqT6zeW/GDOds2q/X3wDStWfr/7oz941+UTp929ZNWWEtfWqFr+3pvOH3/BU/7lA/w8pKVvytqWe2id86RpCw6tE05dtva71NWH1jmP/2rOurRM/0DYyRsv3LgXUV65UmKzhkm7Lq+aVGn717VrJJU4JrlK5R/juHLJ+6mWXDmEULlSxRLX1q6RFEJIrFihxLX1alcp8cR2HHz5hUclJydfNPCsc8866e9DR/7p1TGpK39yRXjbw6rdf8uZ2z8j365rl06Lvh7yxLOvvvjGl5uyfriXYrm4mBaNq551Yudbrru4YsWK6RszSjyxSok/3A+xfv16X37w1Ct/HzHsvWkLlmZsH9CqafKp/dtdeclZSUmVmzWqUsINzyORuLhYk5VfiKxtOWnpmw+tc56/cGXm5kPpsQMbM7dOmvbdofUiz1u4cvb85f6BAD9jkVKfZvlzV1RUtHBh6vKVq3Ny8qpXq9K8WUqtWjUju/2fDjk5OQsXLd68eUv58gnNDmtatWrVfThuNBpdunTZ2nVpkUikQf26DRrUj0T292rygoLCVWvSD63X//u1G5evTju0znnK9EUbNm46hE44LX3z2Imz/GcOAA5yb7xw4y83yn9Olq1c37zH1V4HAIBDNMpjvAoAAPC/FeclAADgZ6NOzap9erU7tM65cf2aohwACCGEfkd1qFk96RA64RrVqhzRpfkh11716lQ7tM65Qd3q7jnxf0CUA+yX9q0bt23Z8NA65xP7dzu0TrhqUmLr5g0OrXOuWb1KYsUE/0AAUc5B7VD8X0stD2twWNM6h9Y59+ja8tA64cSK5Q+tD+oA4IBw9xUAAPgf2+u7r4wdN/GMQXc06DgoodFZ9doPPPfiu5YtWx5COO3C2+q1H1i/w8DDul10wrk3T/tmRghh4cLUeu0H3vfQ4OJtc3JyUrpeVK/9wBnfziooKGhx5MXFmzQ7/DenD7x9wYIfH2V/4x1P1Gs/sFWPS3Jzd34c2tBh79ZrP/DKGx4q/uufXxma0vU3Zwy6Y/tPF71PurZe+4Fn/+bO7Zs8//Ib9doPLD5Wx96XXXXjwwsXphYWFjbqPKhe+4FfT57W5Zgrigds/9O486/z8n546ucpF9xar/3A/mfcsH2H02fMLN7bjj/SRKPRl//6Vo/jr67a/NzKKed07nPF48+8UlhYuGjR4nrtBzbsOGj6jJnFI2+684l67QcOfun14q3Ou+Tu+h0GvjX8X8Vr3xr+r+JzmDV7rgkKACDKdzbu8y9OvvhPH4xPbdG0+pXnHd6lbd2PJiz+7PPJIYTMzdkZm3MvO6/7sb9q8fW3q0+/9KmsrKyCwoK0jJyt23K2Z+uGzJy0jJz8/ILirxPKxV52Xvc+3VPGTlp6+sWPFndwbm7uP96fmbkld/HKzR9/On6nc8jOyUvLyNm0JTuE8M7If9/wh3+lZWx77N7fFj+CZ+asOZNmrtm0Ne+D8alr164r3iRrW05aRk6LxsmXnde9UmL8qyNmnHHJo0VFRWkbfziZ449ufcaAtp3a1EnLyMkvKDpjQNvTB7SNiYkJISxfvuKTL5dt2pr3+dRV239syM8vSMvIScvI3vHEHn/mleseeHfBko0n9Wlxzglt12/MuveZj2+5+6lmzVKaNUpem5798WdfhxCKioqG/XtmWkbO2+9PDiEsXrz03U+/W78x51c9uhbv540REzZuzk3LyBk24hMTFABAlO/sgSeHR0N445mLxv7rucFP3vnB8KcWf/3iJRedU7y2XFzMg7+/7uXn7rng5A7r0nOmz9jzowQb1El68PfX/fX5+889sd3iVVu+nDQlhPDRx+MytuQ+dPMJTetXHvavCaVtm5mZeetD74QQ7r/huFYtWxQvHDbyk8QKsf986aqioujb73604/ijjmz+4O+ve+OF20IIC5dvWr36++2rHn3gphefvvvKQQNCCHVqJL749N1/euLOuLi4EMLwkf+JiYSRf7k6IT52+MiPdzqHyVO+efyZv4QQNm/e/MTLY1s2qZI66c9vDXn4tRcfWDL1tZ6d6r48fOqKFSsfv+eiSCRMnLIwhDB12oz0TblVK8dPn7d+w4YNE76aFkJo1TS5ceNGIYQ1a9Z+PnXlpWd1DiG8M3pGUVGROQoAIMp/FI1GZ8xf36Jx1QvOPW37k+FLfDT9ug1bYmMjLZofVvad5+UXhBDKJySEEMZOmJFQLvaayy/s0aXx+MnLCgoKdh2ftjHr3odfWrNhW/PGVa6/+qLty8d++V2nVrVPPL5fSoOksV/MLelAP1yUUtzcezT2y3nNGycfP6Bv+xbVP/vqu5++IJE+5z7+1bTUEMK8+QuzsgsHHNWqevXqxWsTEhJO6t+xsDD6zbdzevY4om6NinMXro9Go1Omz61YPu6e644rKIxO/3bO7HlLQwjd2v9wV4HxEycXFkYvOu+4ji1rrFibtWjRYnMUAECU/yg3Nzc7t7BOzUrFf/1kzPgHH3vxwcde/PA/Y3/o3YKiq258+OTzb/nw89SzB7SuXbvWHve5dsPWwS+9ftf9z44ev6hRncQunTuEEMZ9nXp4+9oVKlTo2a3lhsycN956d9cNJ0xb9fLwaTEx4bfn9YqPjy9eOGv23LmpG3t2PSyE0KNzo0nTV23atGn7JlNnLhv80us33/uXEELT+pVr1aq559Nbu27q7DU9OjcKIfTskjJ93vqMjIz8/PzRn3xZPKBTq5q/v/H8EMLGjE0hhJo1quy4ea3qVUMIGzM2hxC6tqu3Nj177rz5U2ekdm1b54KzT6qQEDt1xoJZC74PIRzeqVnxJp99MbNSxbhOHdvddPnxIYQx4782RwEARPmP4uPjEyvEpaVvK/7rjFkL33x3ysMvfvbhmMnFS6LRMGfhmo+/WJaUWO7ZR68PIRRfll34/6/BiEajhYVFIYTY2B+Ou+z7Lbc88v6LQye1Oaz6O6/cnJCQMH3GzO+WZVZKTBjyt+Hr0jJDCLc++m5GRsZOJ3NU1/p/e3JgJBK5848fvj3i/RBCYWHhJTcMzi8o2padO+Rvw0OIZG7Nu/6Op7dvMvbrFbc88v6s79ad1q/5O6/cEhu7h9vgR6PRq299Zuu2gqJodMjfhufm5efmF7773iczZ8154pUJIYRIJPrlhy8ceUTXEEJy1aQQQtqGTTvuIS19UwihWnJSCOG4Ph2LiqLP/PmdMV8tHnB0m1q1avbs0mD02FnfzF0TQji+f68QQkZGxqhP5terlfjmsFFbs7ITK8QOf0+UAwCI8h2HxsSc0LvZnNT0Bx55Pjc3946br0id+nq5uB+vXUkoF/P5vwef0b/Fxs15Dz/1agihYYP6CfGxE6cs2bJlSwhh3Odf5RVEY2MjTRr/8KCN7h3q5q8auXnxO198+GLXLp1CCP8Y8UkIYfaCdY8MHv3a25MqJMRuycofMWrni7lrVa806IIzrzi3WwjhzkdHbN26dey4ibMWbogvFzPqkzmPDB49btLi2NjIsNFzZ8/54SKWO6/snb9q5OpZb414/fFOHdvv8fv9Zvq3H4xPjYuNfDpx0SODR38wdn65uJhh732V0rTx2y9ctv01Kf6ia5eOdapXeHv0zElfTy2+JcvChal/e+erxApxfY7qHkI4rl+vSCQMfX92WkbO8f16hhAG9G43dc66rOzCE3o3TUlpGkK4/o5nMrfmZWzKfWTw6Mde+CguJmby7LWfjh1vmgIAiPIfPXH/VfVrVnzkpfEdjr7y3Ivv6n7c1fkF0V1X2GIAABsNSURBVJjIjzuJjY19a8gf2jevPuTtae/9+z+JiYlXnNdt9qL0Bp0v69bvynOv+UsI4eIzO22/8HoneXl5Iz6c1SYledmMN4v/3HFV3xDCsFGTShz/4N1XtklJXrU+69Gnhgx7d1wIYdCpHbZve2zPJtFoGD7y0317aYaNHBNCOLlPs+07POf41hO/WbUodUndOjVDCNFopPtxVx854KojB1w1a/bc5x68IH1Tbu+zH2/7q9927H1Z2753pK7c9Ohtp1SrVi2E0KRJ45ZNkqPRUKd6hY4d2oUQBvTtHkKIjY08ds9vQwiz58x9+6N5cbGR2eMHFx9uxJDrotFw+W2vZmdnm6kAAD9jsQ888EDZR1epUuXCM4+qVz2Sk5Ozcu2mShXjzz6+/R03XZyYmDhv3rzkpPjzzjw2Nja2VUr1NWu+nzVved+jOp12cr+k8tl5edn5BYXdOzW8+9qTbrnu4uJLR6Z/M71ty7oD+vXavv//fDJu+ao1Vwzs17F96+IlDevVWLp0SVxc5LQTfrh2PC1tfXp62hGdDjuqZ7cKFSpccEbvVcsXf79+U1FRtHH9pJuuOqt+vbrF21avUm5D+vqE+LguHZpv2ZLZu3vbjh3a7PjtTJ02NaVh1VOO61F8fXlmZubq71e1b1nv5ON7hxBGjBpbq3qFG644rWmTRsXja1dPXL169dp1ab2O7Lh4yeLDGlWtWCG++M9xx3Q75uhefbs3iY/JycnJS4iP7XNkysO3n33BuadtP1xhXma0KPfMEzr37nV4CKFGjeoL5s3u2bnRJYPODCF8PnHyli2Zpx/b7pQT+xaPr1+v7qKFc5MqJ7RrWb9e3TomKwDAz5UnegIAwP9YjJcAAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAIAo9xIAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAABDlXgIAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ7A/2vXjk0AhIEwjHLgGI6RPhMIbhrIBE7kCmchSEq7FHmvSf9f8xUBQJSbAAAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwCAKDcBAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAIhyAAAQ5QAAgCgHAABRDgAAiHIAABDlAACAKAcAAFEOAACIcgAAEOUAAIAoBwAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABRbgIAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAAEOUAACDKAQAAUQ4AAKIcAAAQ5QAAIMoBAABRDgAAohwAABDlAAAgygEAAFEOAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AAAgygEAQJQDAACiHAAARDkAACDKAQBAlAMAAKIcAABEOQAAIMoBAECUAwAAohwAAEQ5AADwy/Y+EWELAIC5rvMwwqe2vlyUZ6bDAwDMde/FCGvyfQUAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAECUAwCAKAcAAEQ5AACIcgAAQJQDAIAoBwAARDkAAIhyAABAlAMAgCgHAABEOQAAiHIAAGDwADUPjpqXvmYgAAAAAElFTkSuQmCC"/><div class="c x0 y1 w2 h0"><div class="t m0 x105 h6 y991 ff4 fs2 fc2 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI GRUPY KAPITAŁOWEJ <span class="ff3">MIRBUD ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc3"> </span></span></div><div class="t m0 x6 h4 y992 ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y2d wda h7"><div class="t m0 x8a h8 y2e ff2 fs3 fc2 sc0 ls0 ws0">Grupa Kapitałowa MIR<span class="_ _8"></span>BUD<span class="ff1"> <span class="ls6">| <span class="_ _8"></span></span></span>Zarząd MIRBUD <span class="_ _8"></span>S.A. oraz zasady powo<span class="_ _8"></span>ływania i </div><div class="t m0 x67 h8 y2f ff2 fs3 fc2 sc0 ls0 ws0">odwoływania osób zarz<span class="_ _8"></span>ądzającyc<span class="_ _8"></span>h<span class="ff1"> </span></div></div><div class="c x9 y2d wdb h7"><div class="t m0 xa h4 y30 ff3 fs1 fc4 sc0 ls0 ws0">132 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h4 y31 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h35 ya31 ff5 fs1 fc0 sc0 ls0 ws0">Paweł<span class="ff1"> <span class="ff6">Korzenio<span class="_ _0"></span>wski<span class="ff1"> <span class="ff5">–</span> <span class="ff5">Człon<span class="_ _0"></span>ek<span class="ff1"> </span>Zarządu<span class="_ _0"></span><span class="ff1"> </span></span></span></span></span></div><div class="t m0 x2 h8 yb8d ff1 fs3 fc0 sc0 ls0 ws0">Posiada <span class="_ _6"> </span><span class="ff2">wyks<span class="_ _8"></span>ztałcenie <span class="_ _6"></span>wyżs<span class="_ _8"></span>ze. <span class="_ _6"></span>Ukończył <span class="_ _6"> </span>Uniwersyte<span class="_ _8"></span>t <span class="_ _6"></span>Łódzki <span class="_ _7"> </span>–</span> <span class="_ _7"> </span><span class="ff2">Wydział <span class="_ _6"></span>Ekonomiczno <span class="_ _7"> </span>–</span> <span class="_ _6"></span>Socjologiczny, <span class="_ _6"> </span>n<span class="_ _8"></span>a </div><div class="t m0 x2 h8 yb8e ff2 fs3 fc0 sc0 ls0 ws0">kierunku <span class="_ _d"> </span>Ek<span class="_ _8"></span>onomia, <span class="_ _d"> </span>spec<span class="_ _8"></span>jalność <span class="_ _d"> </span>Ekon<span class="_ _8"></span>omia <span class="_ _d"> </span>Prz<span class="_ _8"></span>emysłu, <span class="_ _d"> </span>gdzie <span class="_ _27"> </span>w <span class="_ _d"> </span>latach <span class="_ _27"> </span>2001<span class="_ _8"></span><span class="ff1">-</span>2005 <span class="_ _d"> </span>o<span class="_ _8"></span>dbywał <span class="_ _d"> </span>s<span class="_ _8"></span>tudia </div><div class="t m0 x2 h8 yb8f ff2 fs3 fc0 sc0 ls0 ws0">doktoranckie.  Przez <span class="_ _21"> </span>ponad  10 <span class="_ _21"> </span>lat <span class="_ _28"> </span>pracowa<span class="_ _8"></span>ł <span class="_ _21"> </span>w  bankowości, <span class="_ _21"> </span>uk<span class="_ _8"></span>ończył <span class="_ _21"> </span>l<span class="_ _8"></span>iczne  <span class="ff1">kurs<span class="_ _8"></span>y <span class="_ _21"> </span>i  szkolenia <span class="_ _21"> </span>z <span class="_ _28"> </span>zakres<span class="_ _8"></span>u </span></div><div class="t m0 x2 h8 yb5a ff2 fs3 fc0 sc0 ls0 ws0">finansów, <span class="_ _f"></span>matematyki <span class="_ _f"></span>bankowej, <span class="_ _f"></span>analizy <span class="_ _f"></span>finansowej. <span class="_ _f"></span>Obecnie<span class="_ _8"></span> <span class="_ _c"></span>z<span class="_ _8"></span>asiada <span class="_ _f"></span>także <span class="_ _f"></span>w <span class="_ _f"></span>Radzie <span class="_ _c"></span>Na<span class="_ _8"></span>dzorczej <span class="_ _f"></span>Centrum </div><div class="t m0 x2 h8 yd74 ff1 fs3 fc0 sc0 ls0 ws0">Hal Targowych MAR<span class="_ _8"></span>YWILSKA 44 <span class="_ _8"></span>Sp z o.o. oraz KO<span class="_ _8"></span>BYLARNIA S.A.<span class="_ _8"></span> </div><div class="t m0 x2 h8 yd75 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h35 y8 ff6 fs1 fc0 sc0 ls0 ws0">Tomasz<span class="ff1"> <span class="ff5">Sałata<span class="_ _0"></span><span class="ff1"> <span class="ff5">–</span> <span class="ff5">Członek</span> <span class="ff5">Zarządu<span class="_ _3"></span><span class="ff1"> </span></span></span></span></span></div><div class="t m0 x2 h8 y500 ff1 fs3 fc0 sc0 ls0 ws0">W <span class="_ _8"></span>firmie <span class="_ _c"></span>pracuje <span class="_ _8"></span>od<span class="_ _8"></span> <span class="_ _8"></span>2010 <span class="_ _c"></span>r. <span class="_ _8"></span>jak<span class="_ _8"></span>o <span class="_ _8"></span>dy<span class="_ _8"></span><span class="ff2">rektor <span class="_ _c"></span>techniczny. <span class="_ _c"></span>Pracował <span class="_ _c"></span>też <span class="_ _8"></span>jako<span class="_ _8"></span> <span class="_ _8"></span>dyrektor <span class="_ _c"></span>ds. <span class="_ _8"></span>produkc<span class="_ _8"></span>ji <span class="_ _8"></span>budowlanej<span class="_ _8"></span> <span class="_ _8"></span>w </span></div><div class="t m0 x2 h8 yd76 ff1 fs3 fc0 sc0 ls0 ws0">Rex-Budzie <span class="_ _2b"> </span>(2009-<span class="_ _8"></span>2010), <span class="_ _13"> </span>dyrektor <span class="_ _2b"> </span>ds. <span class="_ _2b"> </span>produkc<span class="_ _8"></span>ji <span class="_ _2b"> </span>w <span class="_ _2b"> </span>Varitek<span class="_ _8"></span>sie <span class="_ _11"> </span>(<span class="_ _8"></span>2001<span class="_ _8"></span>-<span class="ff2">2009), <span class="_ _2b"> </span>d<span class="_ _8"></span>yrektor <span class="_ _2b"> </span>łódzkiego <span class="_ _2b"> </span>o<span class="_ _8"></span>ddziału </span></div><div class="t m0 x2 h8 yd77 ff2 fs3 fc0 sc0 ls0 ws0">Energoexportu <span class="_ _f"></span>oraz <span class="_ _c"></span>dyrekt<span class="_ _8"></span>or <span class="_ _c"></span>ds. <span class="_ _f"></span>produkcji <span class="_ _c"></span>i <span class="_ _c"></span>cz<span class="_ _8"></span>łonek <span class="_ _c"></span>zarz<span class="_ _8"></span>ądu <span class="_ _c"></span>spółki <span class="_ _f"></span>Budmatpol. <span class="_ _c"></span>J<span class="_ _8"></span>est<span class="_ _c"></span><span class="ff1"> <span class="_ _c"></span></span>absolwent<span class="_ _8"></span>em <span class="_ _c"></span>Wydz<span class="_ _8"></span>iału </div><div class="t m0 x2 h8 y63c ff2 fs3 fc0 sc0 ls0 ws0">Budownictwa i Arch<span class="_ _8"></span>itektury Politechnik<span class="_ _8"></span>i Łódzkiej.<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 yd78 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 ybef ff2 fs3 fc0 sc0 ls0 ws0">Zgodnie <span class="_ _f"></span>z<span class="_ _8"></span> <span class="_ _6"></span>§<span class="ff1"> </span>29 <span class="_ _6"></span>Statutu <span class="_ _f"></span>Za<span class="_ _8"></span>rząd <span class="_ _6"></span>składa <span class="_ _6"></span>się <span class="_ _f"></span>z <span class="_ _6"> </span>1 <span class="_ _6"></span>(jednego) <span class="_ _6"> </span>do <span class="_ _6"></span>5 <span class="_ _f"></span>(p<span class="_ _8"></span>ięciu) <span class="_ _6"></span>członków. <span class="_ _6"> </span>Liczbę <span class="_ _6"></span>członków <span class="_ _6"></span>Zarządu </div><div class="t m0 x2 h8 y3c9 ff2 fs3 fc0 sc0 ls0 ws0">określa <span class="_ _6"> </span>R<span class="_ _8"></span>ada <span class="_ _7"> </span>Nadzorcza <span class="_ _7"> </span>Spółki<span class="_ _8"></span> <span class="_ _6"> </span>odrę<span class="_ _8"></span>bną <span class="_ _6"> </span>uc<span class="_ _8"></span>hwałą. <span class="_ _7"> </span>Liczbę <span class="_ _7"> </span>członków <span class="_ _7"> </span>pierwsz<span class="_ _8"></span>ego <span class="_ _7"> </span>Zarząd<span class="_ _c"></span>u <span class="_ _7"> </span>określa <span class="_ _7"> </span>uchwała </div><div class="t m0 x2 h8 yd79 ff1 fs3 fc0 sc0 ls0 ws0">o <span class="ff2">przekształceniu <span class="_ _1e"> </span>Spó<span class="_ _8"></span>łki. <span class="_ _1e"> </span>Członków <span class="_ _1e"> </span>Zarz<span class="_ _8"></span>ądu <span class="_ _1e"> </span>lub <span class="_ _1e"> </span>cały <span class="_ _1e"> </span>Zarząd <span class="_ _1e"> </span>powo<span class="_ _8"></span>łuje <span class="_ _1e"> </span>Rada <span class="_ _1e"> </span>Nadzorc<span class="_ _8"></span>za. <span class="_ _1e"> </span>Członkowie </span></div><div class="t m0 x2 h8 yd7a ff2 fs3 fc0 sc0 ls0 ws0">pierwszego Zarz<span class="_ _8"></span>ądu p<span class="_ _8"></span>owołani z<span class="_ _8"></span>ostają uchwał<span class="_ _8"></span>ą o <span class="_ _8"></span>przeks<span class="_ _8"></span>ztałceniu Spółki. <span class="_ _8"></span>Członkowie <span class="_ _8"></span>Zarządu<span class="_ _8"></span> powoływani<span class="_ _8"></span> są </div><div class="t m0 x2 h8 yd7b ff2 fs3 fc0 sc0 ls0 ws0">na <span class="_ _3"></span>indywid<span class="_ _8"></span>ualną <span class="_ _3"></span>kad<span class="_ _8"></span>encję, <span class="_ _3"></span>t<span class="_ _8"></span>rwającą pi<span class="_ _0"></span>ęć lat <span class="_ _3"></span>od <span class="_ _3"></span>daty powołania. <span class="_ _3"></span>Zgodnie z <span class="_ _3"></span>§<span class="ff1"> </span>31 Statutu <span class="_ _3"></span>Zarząd Spółki <span class="_ _3"></span>prowadzi </div><div class="t m0 x2 h8 y643 ff2 fs3 fc0 sc0 ls0 ws0">sprawy <span class="_ _7"> </span>Spółki <span class="_ _6"> </span>i <span class="_ _7"> </span>reprezentuje <span class="_ _7"> </span>Spółkę. <span class="_ _7"> </span>Regulamin <span class="_ _6"> </span>Zarz<span class="_ _8"></span>ądu <span class="_ _6"> </span>okr<span class="_ _8"></span>eśla<span class="_ _8"></span>jący <span class="_ _7"> </span>szczegółowo <span class="_ _7"> </span>tryb <span class="_ _7"> </span>działania <span class="_ _6"> </span>Zarządu<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 yd7c ff2 fs3 fc0 sc0 ls0 ws0">został <span class="_ _7"> </span>zmieniony <span class="_ _7"> </span>uchwa<span class="_ _8"></span>łą <span class="_ _7"> </span>nr <span class="_ _7"> </span>7/2021 <span class="_ _7"> </span>Zarz<span class="_ _8"></span>ądu <span class="_ _7"> </span>MIRBUD <span class="_ _7"> </span>S.A. <span class="_ _7"> </span>z <span class="_ _7"> </span>dn<span class="_ _8"></span>ia <span class="_ _7"> </span>27 <span class="_ _7"> </span>lipca <span class="_ _7"> </span>2021 <span class="_ _7"> </span>roku,<span class="_ _8"></span> <span class="_ _7"> </span>po <span class="_ _21"> </span><span class="ff1">zatwierdzen<span class="_ _8"></span>iu </span></div><div class="t m0 x2 h8 y6ef ff2 fs3 fc0 sc0 ls0 ws0">Regulaminu <span class="_ _2a"> </span>Zarz<span class="_ _8"></span>ądu <span class="_ _2a"> </span>uchwałą <span class="_ _21"> </span>Rady <span class="_ _21"> </span>Nadzorczej <span class="_ _21"> </span>nr <span class="_ _2a"> </span>XVII/20<span class="_ _8"></span>21 <span class="_ _2a"> </span>z <span class="_ _21"> </span>dnia <span class="_ _2a"> </span>27 <span class="_ _21"> </span>lipca <span class="_ _21"> </span>2021 <span class="_ _2a"> </span>roku.<span class="_ _8"></span> <span class="_ _2a"> </span>Tekst <span class="_ _2a"> </span>j<span class="_ _8"></span>ednolity </div><div class="t m0 x2 h8 yd7d ff2 fs3 fc0 sc0 ls0 ws0">Regulaminu <span class="_ _f"></span>Zarząd<span class="_ _8"></span>u <span class="_ _f"></span>stanowi <span class="_ _f"></span>załącz<span class="_ _8"></span>nik <span class="_ _f"></span>do <span class="_ _f"></span>uchwały <span class="_ _f"></span>Zarz<span class="_ _8"></span>ądu <span class="_ _f"></span>nr <span class="_ _f"></span>7/2021 <span class="_ _f"></span>z <span class="_ _f"></span>dn<span class="_ _8"></span>ia <span class="_ _f"></span>27 <span class="_ _f"></span>lipca <span class="_ _f"></span>202<span class="_ _8"></span>1 <span class="_ _f"></span>roku, <span class="_ _f"></span>iż <span class="_ _f"></span>został </div><div class="t m0 x2 h8 yd7e ff1 fs3 fc0 sc0 ls0 ws0">opublikowany na stron<span class="_ _8"></span>ie https://relacj<span class="_ _8"></span>e.mirbud.pl/str<span class="_ _8"></span>ony/dokumenty<span class="_ _8"></span>-korporacyj<span class="_ _8"></span>ne-1. </div><div class="t m0 x2 h8 y689 ff2 fs3 fc0 sc0 ls0 ws0">Regulamin <span class="_ _12"> </span>uch<span class="_ _8"></span>wala <span class="_ _12"> </span>Zarz<span class="_ _8"></span>ąd, <span class="_ _12"> </span>a <span class="_ _12"> </span>za<span class="_ _8"></span>twierdza <span class="_ _1e"> </span>uchwałą <span class="_ _12"> </span>Ra<span class="_ _8"></span>da <span class="_ _12"> </span>Nadz<span class="_ _8"></span>orcza. <span class="_ _1e"> </span>Prezes<span class="_ _8"></span><span class="ff1">owi <span class="_ _12"> </span></span>Zarz<span class="_ _8"></span>ądu <span class="_ _12"> </span>prz<span class="_ _8"></span>ysługuje </div><div class="t m0 x2 h8 yfb ff2 fs3 fc0 sc0 ls0 ws0">decydujący <span class="_ _7"> </span>głos. <span class="_ _6"> </span>Uch<span class="_ _8"></span>wały <span class="_ _7"> </span>Zarządu <span class="_ _6"> </span>pod<span class="_ _8"></span>ejmowane <span class="_ _7"> </span>są <span class="_ _6"> </span>na <span class="_ _7"> </span>posiedzeniach <span class="_ _6"> </span>bez<span class="_ _8"></span>względną <span class="_ _7"> </span>większością <span class="_ _7"> </span>głosów. </div><div class="t m0 x2 h8 yd7f ff2 fs3 fc0 sc0 ls0 ws0">Uchwały <span class="_ _3"></span>Zarządu <span class="_ _3"></span>wymagaj<span class="_ _8"></span>ą <span class="_ _3"></span>sprawy <span class="_ _3"></span>przewidziane <span class="_ _3"></span>prawem <span class="_ _3"></span>i <span class="_ _3"></span>Statutem, <span class="_ _3"></span>w <span class="_ _3"></span>sz<span class="_ _8"></span>czególności <span class="_ _3"></span>sprawy <span class="_ _3"></span>prz<span class="_ _8"></span>ekraczające </div><div class="t m0 x2 h8 yc3e ff2 fs3 fc0 sc0 ls0 ws0">zwykły zarz<span class="_ _8"></span>ąd:<span class="ff1"> </span></div><div class="t m0 x2 h8 yd80 ff1 fs3 fc0 sc0 ls11 ws0">1)<span class="ls0"> <span class="_ _1"> </span><span class="ff2">wprowadzenie reg<span class="_ _8"></span>ulaminu organizac<span class="_ _8"></span>yjnego, określają<span class="_ _8"></span>cego orga<span class="_ _8"></span>nizacj<span class="_ _8"></span>ę przedsiębiorstwa <span class="_ _8"></span>Spółki,</span> </span></div><div class="t m0 x2 h8 y1bb ff1 fs3 fc0 sc0 ls11 ws0">2)<span class="ls0"> <span class="_ _1"> </span>ustanawianie prok<span class="_ _8"></span>ury,<span class="_ _8"></span> </span></div><div class="t m0 x2 h8 yd81 ff1 fs3 fc0 sc0 ls11 ws0">3)<span class="ls0"> <span class="_ _1"> </span><span class="ff2">zaciąganie kredy<span class="_ _8"></span>tów i pożycz<span class="_ _8"></span>ek,</span> </span></div><div class="t m0 x2 h8 yd82 ff1 fs3 fc0 sc0 ls11 ws0">4)<span class="ls0"> <span class="_ _1"> </span><span class="ff2">udzielanie gwara<span class="_ _8"></span>ncji kredytowy<span class="_ _8"></span>ch i poręczeń majątkow<span class="_ _8"></span>ych,<span class="_ _8"></span></span> </span></div><div class="t m0 x2 h8 yd83 ff1 fs3 fc0 sc0 ls11 ws0">5)<span class="ls0"> <span class="_ _1"> </span><span class="ff2">zbywanie <span class="_ _f"></span>i <span class="_ _c"></span>nabywanie <span class="_ _f"></span>majątku <span class="_ _c"></span>tr<span class="_ _8"></span>wałego <span class="_ _c"></span>o <span class="_ _f"></span>wartości <span class="_ _f"></span>przekraczając<span class="_ _8"></span>ej <span class="_ _c"></span>wartość <span class="_ _f"></span>5% <span class="_ _c"></span>kapitałów <span class="_ _f"></span>własnych </span></span></div><div class="t m0 x3 h8 yd1d ff2 fs3 fc0 sc0 ls0 ws0">Spółki za <span class="ff1">ostatni zba<span class="_ _8"></span>dany rok obrotowy<span class="_ _8"></span>. </span></div><div class="t m0 x3 h8 yd84 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y81d ff2 fs3 fc0 sc0 ls0 ws0">Podjęcie <span class="_ _7"> </span>decyzji <span class="_ _6"> </span>przez <span class="_ _7"> </span>Zarząd <span class="_ _6"> </span>w<span class="_ _8"></span> <span class="_ _6"> </span>sprawach<span class="_ _8"></span> <span class="_ _6"> </span>wym<span class="_ _8"></span>ienionych <span class="_ _6"> </span>w <span class="_ _7"> </span>pkt <span class="_ _7"> </span>3, <span class="_ _6"> </span>4 <span class="_ _7"> </span>i <span class="_ _6"> </span>5 <span class="_ _7"> </span>o <span class="_ _6"></span>wart<span class="_ _8"></span>ości <span class="_ _6"> </span>przekr<span class="_ _8"></span>aczających <span class="_ _7"> </span>5% </div><div class="t m0 x2 h8 y81e ff2 fs3 fc0 sc0 ls0 ws0">kapitałów <span class="_ _f"></span>własnych <span class="_ _f"></span>Spółki <span class="_ _f"></span>za <span class="_ _f"></span>ostatni <span class="_ _f"></span>zbadany <span class="_ _f"></span>rok <span class="_ _f"></span>obrotowy, <span class="_ _f"></span>wymag<span class="_ _8"></span>a <span class="_ _c"></span>uz<span class="_ _8"></span>yskania <span class="_ _f"></span>wcześniej <span class="_ _f"></span>akceptacj<span class="_ _8"></span>i <span class="_ _c"></span>Ra<span class="_ _8"></span>dy </div><div class="t m0 x2 h8 yd85 ff1 fs3 fc0 sc0 ls0 ws0">Nadzorczej. </div><div class="t m0 x3 h8 yd86 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 yd87 ff2 fs3 fc0 sc0 ls0 ws0">Wcześniejszej ak<span class="_ _8"></span>ceptacji Rady Nadzorcz<span class="_ _8"></span>ej wymaga ta<span class="_ _8"></span>kże decyzj<span class="_ _8"></span>a Zarządu w sprawie:<span class="_ _c"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 y5e5 ff1 fs3 fc0 sc0 ls11 ws0">1)<span class="ls0"> <span class="_ _1"> </span><span class="ff2">zaprzestania lub <span class="_ _8"></span>istotnego ograniczenia j<span class="_ _8"></span>akiejkolwiek działalnoś<span class="_ _8"></span>ci Spółki przewid<span class="_ _8"></span>zianej w<span class="_ _8"></span></span> <span class="_ _8"></span>Statucie, </span></div><div class="t m0 x2 h8 yd88 ff1 fs3 fc0 sc0 ls11 ws0">2)<span class="ls0"> <span class="_ _1"> </span><span class="ff2">uchwalenia lub<span class="_ _8"></span> zmiany planu strategicz<span class="_ _8"></span>nego Spółki,<span class="_ _8"></span></span> </span></div><div class="t m0 x2 h8 y3f6 ff1 fs3 fc0 sc0 ls11 ws0">3)<span class="ls0"> <span class="_ _1"> </span><span class="ff2">wypłaty akcjonar<span class="_ _8"></span>iuszom Spółki zali<span class="_ _8"></span></span>czki na poczet <span class="_ _8"></span>przewidywa<span class="_ _8"></span>nej dywidendy.<span class="_ _8"></span> </span></div><div class="t m0 x3 h8 yd89 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 yd8a ff2 fs3 fc0 sc0 ls0 ws0">Zgodnie <span class="_ _c"></span>z <span class="_ _c"></span>§<span class="ff1"> 32 <span class="_ _c"></span>Statutu, <span class="_ _c"></span></span>j<span class="_ _8"></span>eżeli <span class="_ _c"></span>Zarząd <span class="_ _c"></span>jest <span class="_ _c"></span>j<span class="_ _8"></span>ednoosobowy<span class="_ _8"></span> <span class="_ _c"></span>do <span class="_ _c"></span>składania <span class="_ _c"></span>oświadcze<span class="_ _8"></span>ń <span class="_ _c"></span>i <span class="_ _8"></span>pod<span class="_ _8"></span>pisywania <span class="_ _c"></span>w<span class="_ _c"></span><span class="ff1"> imieniu </span></div><div class="t m0 x2 h8 y72b ff2 fs3 fc0 sc0 ls0 ws0">Spółki <span class="_ _8"></span>uprawn<span class="_ _8"></span>iony <span class="_ _c"></span>jest <span class="_ _c"></span>Prezes <span class="_ _c"></span>Zarządu <span class="_ _c"></span>jednoosobow<span class="_ _8"></span>o, <span class="_ _8"></span>zaś <span class="_ _c"></span>jeżeli <span class="_ _c"></span>Zarząd <span class="_ _8"></span>j<span class="_ _8"></span>est <span class="_ _8"></span>w<span class="_ _8"></span>ieloosobowy, <span class="_ _c"></span>wymag<span class="_ _8"></span>ane <span class="_ _8"></span>je<span class="_ _8"></span>st </div><div class="t m0 x2 h8 yd8b ff2 fs3 fc0 sc0 ls0 ws0">współdziałanie <span class="_ _7"> </span>dwóch <span class="_ _7"> </span>cz<span class="_ _8"></span>łonków <span class="_ _7"> </span>Zarządu. <span class="_ _7"> </span>W <span class="_ _7"> </span>umowie <span class="_ _7"> </span>między <span class="_ _7"> </span>Spółką <span class="_ _7"> </span>a <span class="_ _7"> </span>członkiem <span class="_ _7"> </span>Zarządu, <span class="_ _7"> </span>jak <span class="_ _7"> </span>również <span class="_ _7"> </span>w </div><div class="t m0 x2 h8 y59 ff2 fs3 fc0 sc0 ls0 ws0">sporze z nim Spółkę reprez<span class="_ _8"></span>entuje Rada Nadz<span class="_ _8"></span>orcza.<span class="_ _8"></span><span class="ff1"> </span></div></div></div><div class="pi" ></div></div><div id="pf85" class="pf w0 h0" ><div class="pc pc85 w0 h0"><img class="bi x18 y2a w6 hcd" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x105 h6 y991 ff4 fs2 fc2 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI GRUPY KAPITAŁOWEJ <span class="ff3">MIRBUD ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc3"> </span></span></div><div class="t m0 x6 h4 y992 ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y2d wda ha"><div class="t m0 x199 h8 y85 ff2 fs3 fc2 sc0 ls0 ws0">Grupa Kapitałowa MIR<span class="_ _8"></span>BUD<span class="ff1"> <span class="ls6">| <span class="_ _8"></span></span>Rada Nadzorcz<span class="_ _8"></span>a MIRBUD S.A.<span class="_ _8"></span> </span></div></div><div class="c x9 y2d wdb ha"><div class="t m0 xa h4 y86 ff3 fs1 fc4 sc0 ls0 ws0">133 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h4 y31 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hc ya20 ff6 fs4 fc0 sc0 ls0 ws0">14.11. <span class="_ _5"></span>Rada Na<span class="_ _8"></span>dzorcza MIRBUD S.A. </div><div class="t m0 x2 h8 ybbb ff2 fs3 fc0 sc0 ls0 ws0">Rada Na<span class="_ _8"></span>dzorcza <span class="_ _8"></span>Spółki <span class="_ _8"></span>wybierana <span class="_ _8"></span>jest <span class="_ _8"></span>przez <span class="_ _8"></span>Walne Zgroma<span class="_ _8"></span>dzenie <span class="_ _8"></span>Akcjonariuszy<span class="_ _8"></span> i <span class="_ _8"></span>składa <span class="_ _8"></span>się z<span class="_ _c"></span><span class="ff1"> <span class="_ _8"></span></span>nie <span class="_ _8"></span>mniej <span class="_ _8"></span>niż </div><div class="t m0 x2 h8 ybbc ff2 fs3 fc0 sc0 ls0 ws0">pięciu i nie więcej n<span class="_ _8"></span>iż siedmiu członków.<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 ybbd ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 yd8c ff2 fs3 fc0 sc0 ls0 ws0">W <span class="_ _3"></span>tym <span class="_ _3"></span>sa<span class="_ _8"></span>mym <span class="_ _3"></span>trybie <span class="_ _3"></span>c<span class="_ _8"></span>złonkowie <span class="_ _3"></span>Rady Nadzorczej <span class="_ _3"></span>mogą <span class="_ _3"></span>by<span class="_ _8"></span>ć <span class="_ _3"></span>odwołani. Członek <span class="_ _3"></span>Rady <span class="_ _3"></span>Nadzorcz<span class="_ _8"></span>ej <span class="_ _3"></span>nie <span class="_ _3"></span>po<span class="_ _8"></span>winien </div><div class="t m0 x2 h8 yca4 ff2 fs3 fc0 sc0 ls0 ws0">rezygnować <span class="_ _7"> </span>z <span class="_ _6"> </span>pełnieni<span class="_ _8"></span>a <span class="_ _6"> </span>tej <span class="_ _7"> </span>funkcji <span class="_ _7"> </span>w <span class="_ _6"> </span>trak<span class="_ _8"></span>cie <span class="_ _6"> </span>kadencji,<span class="_ _8"></span> <span class="_ _6"> </span>j<span class="_ _8"></span>eżeli <span class="_ _6"> </span>mogłoby<span class="_ _8"></span> <span class="_ _6"> </span>to <span class="_ _7"> </span>uniemożliwić <span class="_ _7"> </span>działanie <span class="_ _21"> </span><span class="ff1">Rady, <span class="_ _7"> </span>a <span class="_ _6"> </span>w </span></div><div class="t m0 x2 h8 yd8d ff2 fs3 fc0 sc0 ls0 ws0">szczególności, jeśli mogłoby<span class="_ _8"></span> to <span class="_ _0"></span>uniemożliwić termin<span class="_ _8"></span>owe podjęcie istotnej uchwały. W razie ustąpienia członka </div><div class="t m0 x2 h8 yd8e ff2 fs3 fc0 sc0 ls0 ws0">Rady <span class="_ _7"> </span>bądź <span class="_ _7"> </span>wygaśnięcia <span class="_ _7"> </span>m<span class="_ _8"></span>andatu <span class="_ _7"> </span>z<span class="ff1"> </span>i<span class="_ _8"></span>nnych <span class="_ _7"> </span>przyczyn <span class="_ _7"> </span>przed <span class="_ _7"> </span>upływem <span class="_ _7"> </span>kadencj<span class="_ _8"></span>i <span class="_ _7"> </span>Rady <span class="_ _7"> </span>Nadzorczej <span class="_ _7"> </span>najbliższ<span class="_ _8"></span>e </div><div class="t m0 x2 h8 ybec ff2 fs3 fc0 sc0 ls0 ws0">Walne <span class="_ _f"></span>Zgromadzen<span class="_ _8"></span>ie <span class="_ _f"></span>może <span class="_ _f"></span>uzupeł<span class="_ _8"></span>nić <span class="_ _f"></span>skład<span class="_ _8"></span><span class="ff1"> <span class="_ _f"></span></span>Rady. <span class="_ _f"></span>Kandydatury<span class="_ _8"></span> <span class="_ _f"></span>członków <span class="_ _f"></span>Rady <span class="_ _f"></span>Nadzorc<span class="_ _8"></span>zej <span class="_ _f"></span>są <span class="_ _f"></span>zgłaszane <span class="_ _6"></span>i </div><div class="t m0 x2 h8 yd8f ff2 fs3 fc0 sc0 ls0 ws0">szczegółowo <span class="_ _13"> </span>uzasadniane<span class="_ _8"></span> <span class="_ _13"> </span>w <span class="_ _2b"> </span>s<span class="_ _8"></span>posób <span class="_ _2b"> </span>umoż<span class="_ _8"></span>liwiający <span class="_ _13"> </span>dokonanie <span class="_ _13"> </span>świadom<span class="_ _8"></span>ego <span class="_ _13"> </span>wyboru. <span class="_ _13"> </span>Członkowie <span class="_ _13"> </span>Rady </div><div class="t m0 x2 h8 yd90 ff2 fs3 fc0 sc0 ls0 ws0">Nadzorczej powoływan<span class="_ _8"></span>i są na indywidua<span class="_ _8"></span>lną kadencję, tr<span class="_ _8"></span>wającą cztery lata od dni<span class="_ _8"></span>a powołania. <span class="_ _c"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 y197 ff2 fs3 fc0 sc0 ls0 ws0">Skład <span class="ff1">Rady Nadzorc<span class="_ _8"></span>zej Emitenta na 31.12<span class="_ _8"></span>.202<span class="ls11">1 </span></span>r. <span class="_ _8"></span>przedstawiał się n<span class="_ _8"></span>astępująco:<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h2c yd91 ff8 fs5 fc0 sc0 ls0 ws0">Tabela: Skład Ra<span class="_ _0"></span>dy Nadzorczej<span class="_ _3"></span> <span class="_ _8"></span>MIRBUD <span class="_ _0"></span>S.A. w okresie 01<span class="_ _3"></span>.<span class="_ _8"></span>01.2021 r<span class="_ _0"></span>. <span class="_ _8"></span>–<span class="ff7"> 31.12.202<span class="_ _0"></span>1 r. </span></div></div><div class="c x2 yd92 w1bc h135"><div class="t m0 x116 h2f yd93 ff1 fs5 fc4 sc0 ls0 ws0"> </div><div class="t m0 xc7 h2f yd94 ff2 fs5 fc4 sc0 ls0 ws0">Imię i nazwisko<span class="ff1"> </span></div></div><div class="c xcf yd92 w1bd h135"><div class="t m0 x1a7 h2f yd93 ff1 fs5 fc4 sc0 ls0 ws0"> </div><div class="t m0 x109 h2f yd94 ff1 fs5 fc4 sc0 ls0 ws0">Stanowisko </div></div><div class="c x2 y4b0 w1bc h12"><div class="t m0 xa h2d ycd ff6 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c xcf y4b0 w1bd h12"><div class="t m0 x6b h2f ycd ff1 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 yd95 w1bc h1f"><div class="t m0 x110 h2d y160 ff5 fs5 fc0 sc0 ls0 ws0">Wiesław Kosonó<span class="_ _3"></span>g<span class="ff6"> </span></div></div><div class="c xcf yd95 w1bd h1f"><div class="t m0 x6b h2f y160 ff2 fs5 fc0 sc0 ls0 ws0">Przewodniczą<span class="_ _0"></span>cy Rady Nadzor<span class="_ _0"></span>czej <span class="ff1"> </span></div></div><div class="c x2 ybf1 w179 h1f"><div class="t m0 x110 h2d y160 ff6 fs5 fc0 sc0 ls0 ws0">Waldemar Bor<span class="_ _0"></span>zykowski </div></div><div class="c x12 ybf1 w17a h1f"><div class="t m0 x2f h2f y160 ff1 fs5 fc0 sc0 ls0 ws0">Z-<span class="ff2">ca Przewodni<span class="_ _3"></span>c<span class="_ _8"></span>zącego Rady<span class="_ _0"></span> Nadzorc<span class="_ _0"></span>zej (do 23.06.20<span class="_ _0"></span>21)<span class="ff1"> </span></span></div></div><div class="c x2 yd96 w179 h1f"><div class="t m0 x110 h2d y160 ff5 fs5 fc0 sc0 ls0 ws0">Radosław Niewiad<span class="_ _3"></span>om<span class="_ _8"></span>ski<span class="ff6"> </span></div></div><div class="c x12 yd96 w17a h1f"><div class="t m0 x2f h2f y160 ff1 fs5 fc0 sc0 ls0 ws0">Z-<span class="ff2">ca Przewodni<span class="_ _3"></span>c<span class="_ _8"></span>zącego Rady<span class="_ _0"></span> Nadzorc<span class="_ _0"></span>zej (od 24.06.20<span class="_ _0"></span>21)<span class="ff1"> </span></span></div></div><div class="c x2 y1d0 w1bc h1f"><div class="t m0 x110 h2d y160 ff6 fs5 fc0 sc0 ls0 ws0">Agnieszka Buj<span class="_ _0"></span>nowska </div></div><div class="c xcf y1d0 w1bd h1f"><div class="t m0 x6b h2f y160 ff1 fs5 fc0 sc0 ls0 ws0">Sekretarz Rad<span class="_ _3"></span>y<span class="_ _8"></span> Nadzorcze<span class="_ _0"></span>j </div></div><div class="c x2 yd97 w1bc h1f"><div class="t m0 x110 h2d y160 ff6 fs5 fc0 sc0 ls0 ws0">Hubert Bojdo<span class="_ _0"></span> </div></div><div class="c xcf yd97 w1bd h1f"><div class="t m0 x6b h2f y160 ff2 fs5 fc0 sc0 ls0 ws0">Członek Rady Nad<span class="_ _3"></span>z<span class="_ _8"></span>orczej<span class="ff1"> </span></div></div><div class="c x2 y135 w1bc h1f"><div class="t m0 x110 h2d y160 ff6 fs5 fc0 sc0 ls0 ws0">Andrzej Zakrzews<span class="_ _0"></span>ki </div></div><div class="c xcf y135 w1bd h1f"><div class="t m0 x6b h2f y160 ff2 fs5 fc0 sc0 ls0 ws0">Członek Rady Nad<span class="_ _3"></span>z<span class="_ _8"></span>orczej<span class="ff1"> </span></div></div><div class="c x2 yd98 w1bc h1f"><div class="t m0 x110 h2d y160 ff6 fs5 fc0 sc0 ls0 ws0">Wiktoria Braun<span class="_ _0"></span> <span class="_ _14"> </span> </div></div><div class="c xcf yd98 w1bd h1f"><div class="t m0 x6b h2f y160 ff2 fs5 fc0 sc0 ls0 ws0">Członek Rady Nad<span class="_ _3"></span>z<span class="_ _8"></span>orczej <span class="ff1"> </span></div><div class="t m0 x6b h2f yd99 ff1 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 yd9a w1bc h1f"><div class="t m0 x110 h2d y160 ff5 fs5 fc0 sc0 ls0 ws0">Artur Sociński<span class="ff6"> </span></div></div><div class="c xcf yd9a w1bd h1f"><div class="t m0 x6b h2f y160 ff2 fs5 fc0 sc0 ls0 ws0">Członek Rady Nad<span class="_ _3"></span>z<span class="_ _8"></span>orczej <span class="ff1"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h35 yd9b ff5 fs1 fc0 sc0 ls0 ws0">Wiesław Koson<span class="_ _0"></span>óg –<span class="ff6"> </span>Przewodnic<span class="_ _3"></span>zący Rady Nadzorczej <span class="ff6"> </span></div><div class="t m0 x2 h8 yd9c ff2 fs3 fc0 sc0 ls0 ws0">Posiada <span class="_ _2b"> </span>wy<span class="_ _8"></span>kształcenie <span class="_ _13"> </span>wyż<span class="_ _8"></span>sze. <span class="_ _13"> </span>Jest <span class="_ _13"> </span>absolwen<span class="_ _8"></span>tem <span class="_ _13"> </span>Wyższej <span class="_ _13"> </span>Szkoły <span class="_ _13"> </span>Ekonomiczno <span class="_ _12"> </span>–<span class="ff1"> <span class="_ _13"> </span>Humanistyc<span class="_ _8"></span>znej <span class="_ _13"> </span>w </span></div><div class="t m0 x2 h8 yd9d ff2 fs3 fc0 sc0 ls0 ws0">Skierniewicach, <span class="_ _d"> </span>Wydział<span class="_ _8"></span> <span class="_ _d"> </span>Administracji <span class="_ _d"> </span>w <span class="_ _1b"> </span>s<span class="_ _8"></span>pecjalnośc<span class="_ _8"></span>i <span class="_ _1b"> </span>admin<span class="_ _8"></span>istracja <span class="_ _d"> </span>publiczna <span class="_ _d"> </span>oraz <span class="_ _d"> </span>Wyższej <span class="_ _d"> </span>Szkoły </div><div class="t m0 x2 h8 yd9e ff2 fs3 fc0 sc0 ls0 ws0">Gospodarki <span class="_ _8"></span>Krajow<span class="_ _8"></span>ej <span class="_ _8"></span>w <span class="_ _c"></span>Kutnie, <span class="_ _c"></span>Wydział <span class="_ _c"></span>Europeistyki <span class="_ _8"></span>w<span class="_ _8"></span> <span class="_ _8"></span>specjaln<span class="_ _8"></span>ości <span class="_ _8"></span>dyplomacj<span class="_ _8"></span>a <span class="_ _8"></span>i <span class="_ _c"></span>stosunki <span class="_ _8"></span>mi<span class="_ _8"></span>ędzynarodow<span class="_ _c"></span><span class="ff1 ls11">e, </span></div><div class="t m0 x2 h8 yd9f ff2 fs3 fc0 sc0 ls0 ws0">wspólna <span class="_ _6"></span>polityka <span class="_ _6"> </span>zagran<span class="_ _8"></span>iczna <span class="_ _6"></span>i <span class="_ _6"></span>bezpieczeństwa <span class="_ _6"> </span>Uni<span class="_ _8"></span>i <span class="_ _6"></span>Europejskiej. <span class="_ _6"> </span>Posiada <span class="_ _7"> </span>ponad <span class="_ _6"></span>30 <span class="_ _6"></span>letnie <span class="_ _6"></span>doświadczeni<span class="_ _8"></span>e </div><div class="t m0 x2 h8 yda0 ff2 fs3 fc0 sc0 ls0 ws0">praktyczne <span class="_ _8"></span>w <span class="_ _8"></span>zakresie <span class="_ _c"></span>ekonomii <span class="_ _8"></span>i <span class="_ _8"></span>finansów,<span class="_ _8"></span> <span class="_ _8"></span>a <span class="_ _8"></span>także <span class="_ _8"></span>w <span class="_ _8"></span>zarz<span class="_ _8"></span>ądzaniu <span class="_ _8"></span>przedsięb<span class="_ _8"></span>iorstwem. <span class="_ _8"></span>Menadżer <span class="_ _8"></span>z <span class="_ _8"></span>bog<span class="_ _8"></span>atym </div><div class="t m0 x2 h8 yc78 ff2 fs3 fc0 sc0 ls0 ws0">doświadczeniem <span class="_ _f"></span>praktycznym <span class="_ _f"></span>w <span class="_ _c"></span>zarz<span class="_ _8"></span>ądzaniu <span class="_ _f"></span>złożony<span class="_ _8"></span>mi <span class="_ _c"></span>proj<span class="_ _8"></span>ektami <span class="_ _f"></span>biznesowymi, <span class="_ _f"></span>a <span class="_ _c"></span>także<span class="_ _8"></span> <span class="_ _c"></span>wielo<span class="_ _8"></span>letni <span class="_ _c"></span>cz<span class="_ _8"></span>łonek </div><div class="t m0 x2 h8 y7fe ff2 fs3 fc0 sc0 ls0 ws0">rad nadzorczy<span class="_ _8"></span>ch, w tym: II i III kadencj<span class="_ _8"></span>i Wojewódzkiego Fund<span class="_ _8"></span>uszu Ochrony Śro<span class="_ _8"></span>dowiska i Gospodarki<span class="_ _8"></span> Wodnej </div><div class="t m0 x2 h8 yda1 ff2 fs3 fc0 sc0 ls0 ws0">w <span class="_ _f"></span>Łodzi; <span class="_ _c"></span>członek <span class="_ _f"></span>rady <span class="_ _f"></span>Łódzkiego <span class="_ _f"></span>Oddziału <span class="_ _f"></span>NFZ <span class="_ _c"></span>w <span class="_ _f"></span>Łodzi; <span class="_ _f"></span>członek <span class="_ _c"></span>i <span class="_ _f"></span>przewodn<span class="_ _8"></span>iczący <span class="_ _f"></span>Rady <span class="_ _c"></span>Nadz<span class="_ _8"></span>orczej <span class="_ _f"></span>sp<span class="_ _c"></span>ółki </div><div class="t m0 x2 h8 yda2 ff2 fs3 fc0 sc0 ls0 ws0">akcyjnej <span class="_ _14"> </span>notowanej <span class="_ _14"> </span>na <span class="_ _14"> </span>Giełdzie <span class="_ _1a"> </span>Papierów <span class="_ _14"> </span>Wartośc<span class="_ _8"></span>iowych <span class="_ _14"> </span>S.A. <span class="_ _14"> </span>w <span class="_ _14"> </span>Warszawie; <span class="_ _14"> </span>Przewo<span class="_ _8"></span>dniczący <span class="_ _14"> </span>Rady </div><div class="t m0 x2 h8 yda3 ff2 fs3 fc0 sc0 ls0 ws0">Nadzorczej Sadowniczego Zakładu <span class="_ _0"></span>Doświadczalnego IO –<span class="ff1"> </span>Spółka <span class="_ _3"></span>z o.o. w <span class="_ _3"></span>Brz<span class="_ _8"></span>eznej w <span class="_ _3"></span>ok<span class="_ _8"></span>resie <span class="_ _0"></span>realizacji przez </div><div class="t m0 x2 h8 yae ff2 fs3 fc0 sc0 ls0 ws0">spółkę <span class="_ _6"> </span>p<span class="_ _8"></span>lanu <span class="_ _6"> </span>r<span class="_ _8"></span>estrukturyzacj<span class="_ _8"></span>i <span class="_ _6"> </span>i <span class="_ _7"> </span>stabilizacji <span class="_ _6"> </span>s<span class="_ _8"></span>ytuacji <span class="_ _7"> </span>finansowej. <span class="_ _7"> </span>Był <span class="_ _7"> </span>również <span class="_ _7"> </span>Radnym <span class="_ _6"> </span>Sejm<span class="_ _8"></span>iku <span class="_ _6"> </span>Wojew<span class="_ _8"></span>ództwa </div><div class="t m0 x2 h8 yaf ff2 fs3 fc0 sc0 ls0 ws0">Łódzkiego <span class="_ _7"> </span>II <span class="_ _2a"> </span>kad<span class="_ _8"></span>encji, <span class="_ _7"> </span>w<span class="_ _8"></span>iceprzewodniczący<span class="_ _8"></span> <span class="_ _7"> </span>komisj<span class="_ _8"></span>i <span class="_ _7"> </span>rewizyjnej<span class="_ _8"></span> <span class="_ _7"> </span>i <span class="_ _2a"> </span>wiceprz<span class="_ _8"></span>ewodniczący<span class="_ _8"></span> <span class="_ _7"> </span>komisj<span class="_ _8"></span>i <span class="_ _7"> </span>współpracy <span class="_ _2a"> </span>z </div><div class="t m0 x2 h8 yda4 ff2 fs3 fc0 sc0 ls0 ws0">zagranicą. <span class="_ _2b"> </span>Os<span class="_ _8"></span>tatnio <span class="_ _2b"> </span>pracował <span class="_ _13"> </span>na <span class="_ _2b"> </span>stan<span class="_ _8"></span>owisku <span class="_ _2b"> </span>preze<span class="_ _8"></span>sa <span class="_ _2b"> </span>jednoosobow<span class="_ _8"></span>ego <span class="_ _2b"> </span>zarzą<span class="_ _8"></span>du <span class="_ _2b"> </span>spółki <span class="_ _2b"> </span>w <span class="_ _13"> </span>Kwiaciars<span class="_ _8"></span>kim </div><div class="t m0 x2 h8 yc8c ff2 fs3 fc0 sc0 ls0 ws0">Zakładzie Doświadcza<span class="_ _8"></span>lnym IO <span class="_ _8"></span>–<span class="ff1"> </span>Nowy Dwór Spó<span class="_ _8"></span>łka z o.o.<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h35 yda5 ff6 fs1 fc0 sc0 ls0 ws0">Waldemar Borzyko<span class="_ _0"></span>wski - <span class="ff5">Zastępca Prz<span class="_ _3"></span>ewodniczącego Rady Nadzo<span class="_ _0"></span>rczej<span class="ff6"> </span></span></div><div class="t m0 x2 h8 y824 ff2 fs3 fc0 sc0 ls0 ws0">Posiada wyksz<span class="_ _8"></span>tałcenie wyższe. Ukończ<span class="_ _8"></span>ył Uniwersytet Łódzk<span class="_ _8"></span>i w Łodzi <span class="_ _8"></span>–<span class="ff1"> </span>Wydzia<span class="_ _8"></span>ł Ekonomicz<span class="_ _8"></span>no<span class="ff1">-Socjolog<span class="_ _8"></span>iczny, </span></div><div class="t m0 x2 h8 y825 ff2 fs3 fc0 sc0 ls0 ws0">kierunek <span class="_ _8"></span>Ekonomiki<span class="_ _8"></span> Prz<span class="_ _8"></span>emysłu. <span class="_ _8"></span>Uzys<span class="_ _8"></span>kał <span class="_ _8"></span>ty<span class="_ _8"></span>tuł <span class="_ _8"></span>magistra <span class="_ _8"></span>ekonom<span class="_ _8"></span>ii. <span class="_ _8"></span>Przez <span class="_ _8"></span>13 <span class="_ _8"></span>lat <span class="_ _8"></span>prac<span class="_ _8"></span>ował j<span class="_ _8"></span>ako <span class="_ _8"></span>Skarbnik <span class="_ _8"></span>Miast<span class="_ _8"></span>a </div><div class="t m0 x2 h8 y826 ff2 fs3 fc0 sc0 ls0 ws0">w Skierniewickim Sa<span class="_ _8"></span>morządzie.<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 y5ec ff1 fs3 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf86" class="pf w0 h0" ><div class="pc pc86 w0 h0"><img class="bi x18 y2a w6 hcd" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x105 h6 y991 ff4 fs2 fc2 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI GRUPY KAPITAŁOWEJ <span class="ff3">MIRBUD ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc3"> </span></span></div><div class="t m0 x6 h4 y992 ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y2d wda ha"><div class="t m0 x199 h8 y85 ff2 fs3 fc2 sc0 ls0 ws0">Grupa Kapitałowa MIR<span class="_ _8"></span>BUD<span class="ff1"> <span class="ls6">| <span class="_ _8"></span></span>Rada Nadzorcz<span class="_ _8"></span>a MIRBUD S.A.<span class="_ _8"></span> </span></div></div><div class="c x9 y2d wdb ha"><div class="t m0 xa h4 y86 ff3 fs1 fc4 sc0 ls0 ws0">134 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h4 y31 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h35 ya31 ff5 fs1 fc0 sc0 ls0 ws0">Radosław Nie<span class="_ _0"></span>wiadomski <span class="ff6">- </span>Zas<span class="_ _0"></span>tępca Przewodn<span class="_ _3"></span>i<span class="_ _8"></span>czącego Rady<span class="_ _3"></span> <span class="_ _8"></span>Nadzorcze<span class="_ _0"></span>j<span class="ff6"> </span></div><div class="t m0 x2 h8 yda6 ff1 fs3 fc0 sc0 ls0 ws0">P<span class="ff2">osiada <span class="_ _21"> </span>wyk<span class="_ _8"></span>ształcenie  wyższe <span class="_ _21"> </span>ekonomiczne  –</span> <span class="_ _21"> </span><span class="ff2">uk<span class="_ _8"></span>ończ<span class="_ _8"></span>ył <span class="_ _21"> </span>Uniwersytet  Łódzki <span class="_ _21"> </span>na <span class="_ _28"> </span>Wydziale  </span>Ekonomicz<span class="_ _8"></span>no-</div><div class="t m0 x2 h8 yda7 ff2 fs3 fc0 sc0 ls0 ws0">Socjologicznym, <span class="_ _c"></span>k<span class="_ _8"></span>ierunek <span class="_ _c"></span>Ekono<span class="_ _8"></span>mia <span class="_ _c"></span>i <span class="_ _c"></span>Organizac<span class="_ _8"></span>ja <span class="_ _c"></span>Przemys<span class="_ _8"></span>łu, <span class="_ _8"></span>uzy<span class="_ _8"></span>skując <span class="_ _c"></span>tytuł <span class="_ _f"></span>magistra <span class="_ _c"></span>ekonomii. <span class="_ _f"></span>Ma <span class="_ _c"></span>ponad </div><div class="t m0 x2 h8 yae8 ff1 fs3 fc0 sc0 ls11 ws0">30<span class="ls0">- <span class="_ _8"></span><span class="ff2">let<span class="_ _8"></span>nie <span class="_ _8"></span>doświadc<span class="_ _8"></span>zenie <span class="_ _8"></span>w<span class="_ _8"></span> <span class="_ _8"></span>z<span class="_ _8"></span>akresie <span class="_ _8"></span>finansów <span class="_ _c"></span>i <span class="_ _8"></span>b<span class="_ _8"></span>ankowości, <span class="_ _c"></span>ukończył <span class="_ _c"></span>również <span class="_ _c"></span>wiele <span class="_ _8"></span>kurs<span class="_ _8"></span>ów <span class="_ _8"></span>i <span class="_ _c"></span>szkoleń <span class="_ _c"></span>z <span class="_ _c"></span>tego </span></span></div><div class="t m0 x2 h8 yda8 ff2 fs3 fc0 sc0 ls0 ws0">obszaru. <span class="_ _6"></span>Swoje <span class="_ _6"></span>doświadcz<span class="_ _8"></span>enie <span class="_ _f"></span>zaw<span class="_ _8"></span>odo<span class="_ _8"></span>we <span class="_ _f"></span>z<span class="_ _8"></span>dobył <span class="_ _6"></span>i <span class="_ _6"></span>doskonalił <span class="_ _6"></span>m.in. <span class="_ _6"></span>jako <span class="_ _6"></span>dyrektor <span class="_ _6"></span>bądź <span class="_ _6"></span>zastępca <span class="_ _6"></span>dyrektora </div><div class="t m0 x2 h8 yda9 ff2 fs3 fc0 sc0 ls0 ws0">Oddziałów <span class="_ _7"> </span>Bankó<span class="_ _8"></span>w: <span class="_ _7"> </span>Pekao<span class="_ _8"></span> <span class="_ _7"> </span>S.A. <span class="_ _7"> </span>oraz <span class="_ _2a"> </span>Kredyt <span class="_ _7"> </span>B<span class="_ _8"></span>ank <span class="_ _7"> </span>S.A., <span class="_ _7"> </span>a <span class="_ _7"> </span>t<span class="_ _8"></span>akże <span class="_ _7"> </span>jak<span class="_ _8"></span>o <span class="_ _7"> </span>Inspektor <span class="_ _2a"> </span>w <span class="_ _7"> </span>Wydziale <span class="_ _7"> </span>F<span class="_ _8"></span>inansowym<span class="_ _8"></span> </div><div class="t m0 x2 h8 yd75 ff2 fs3 fc0 sc0 ls0 ws0">Starostwa <span class="_ _7"> </span>Powiato<span class="_ _8"></span>wego <span class="_ _7"> </span>w <span class="_ _7"> </span>Łowiczu. <span class="_ _7"> </span>Ob<span class="_ _8"></span>ecnie <span class="_ _7"> </span>pan <span class="_ _7"> </span>Radosł<span class="_ _8"></span>aw <span class="_ _7"> </span>Niewiadomski<span class="_ _8"></span> <span class="_ _7"> </span>zasiada <span class="_ _7"> </span>w <span class="_ _7"> </span>Radzi<span class="_ _8"></span>e <span class="_ _7"> </span>Nadzorcz<span class="_ _c"></span><span class="ff1">ej </span></div><div class="t m0 x2 h35 ydaa ff2 fs3 fc0 sc0 ls0 ws0">spółki zależnej <span class="ff1">- JHM <span class="_ _8"></span>DEVELOPME<span class="_ _8"></span>NT S.A.<span class="_ _8"></span><span class="ff6 fs1"> </span></span></div><div class="t m0 x2 h35 ya0a ff6 fs1 fc0 sc0 ls0 ws0">Agnieszka Mar<span class="_ _0"></span>ia Bujnowska <span class="ff5">–</span> Sekre<span class="_ _0"></span>tarz Rady <span class="_ _0"></span>Nadzorczej </div><div class="t m0 x2 h8 y3c4 ff2 fs3 fc0 sc0 ls0 ws0">Posiada <span class="_ _1d"> </span>wy<span class="_ _8"></span>kształcenie <span class="_ _25"> </span>wy<span class="_ _8"></span>ższe, <span class="_ _25"> </span>ukończyła <span class="_ _1d"> </span>Uniw<span class="_ _8"></span>ersytet <span class="_ _25"> </span>Łódzki <span class="_ _25"> </span>Wydział <span class="_ _25"> </span>Zarządzania, <span class="_ _25"> </span>specjalność: </div><div class="t m0 x2 h8 ya99 ff2 fs3 fc0 sc0 ls0 ws0">rachunkowość, <span class="_ _2a"> </span>analiza<span class="_ _8"></span> <span class="_ _7"> </span>fin<span class="_ _8"></span>ansowa <span class="_ _2a"> </span>przedsiębiors<span class="_ _8"></span>tw; <span class="_ _7"> </span>p<span class="_ _8"></span>onadto <span class="_ _21"> </span>złożyła <span class="_ _2a"> </span>z <span class="_ _2a"> </span>wy<span class="_ _8"></span>nikiem <span class="_ _2a"> </span>pozytywnym <span class="_ _2a"> </span>egzam<span class="_ _8"></span>in <span class="_ _2a"> </span>dla </div><div class="t m0 x2 h8 ya9a ff2 fs3 fc0 sc0 ls0 ws0">członków rad nadz<span class="_ _8"></span>orczych w spółkach <span class="_ _8"></span>Skarbu Państw<span class="_ _8"></span>a –<span class="ff1"> </span>Dyp<span class="_ _8"></span>lom Ministra Skarb<span class="_ _8"></span>u Państwa nr 2262/2<span class="_ _8"></span>007.<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h35 ydab ff6 fs1 fc0 sc0 ls0 ws0">Hubert Bojdo - <span class="ff5">Człon<span class="_ _3"></span>ek Rady Nadzorczej<span class="ff6"> </span></span></div><div class="t m0 x2 h8 y27a ff2 fs3 fc0 sc0 ls0 ws0">Absolwent <span class="_ _7"> </span>Szkoły <span class="_ _7"> </span>Głównej <span class="_ _7"> </span>Handlowej <span class="_ _7"> </span>w <span class="_ _7"> </span>Warszawie,<span class="_ _8"></span> <span class="_ _7"> </span>kierunek <span class="_ _6"> </span>f<span class="_ _8"></span>inanse <span class="_ _7"> </span>i <span class="_ _7"> </span>bankowość,<span class="_ _c"></span><span class="ff1"> <span class="_ _7"> </span></span>gdzie <span class="_ _7"> </span>ukończył <span class="_ _7"> </span>także </div><div class="t m0 x2 h8 y33d ff1 fs3 fc0 sc0 ls0 ws0">studia <span class="ff2">d<span class="_ _8"></span>oktoranckie n<span class="_ _8"></span>a wyd<span class="_ _8"></span>ziale stosunkó<span class="_ _8"></span>w między<span class="_ _8"></span>narodowych.<span class="_ _8"></span> Pełnił <span class="_ _8"></span>funkcję <span class="_ _8"></span>wiceprezesa <span class="_ _8"></span>zarządu R<span class="_ _8"></span>ubicon </span></div><div class="t m0 x2 h8 y11f ff2 fs3 fc0 sc0 ls0 ws0">Partners <span class="_ _6"></span>Dom <span class="_ _f"></span>Maklersk<span class="_ _8"></span>i <span class="_ _f"></span>S.A. <span class="_ _6"></span>oraz <span class="_ _f"></span>prz<span class="_ _8"></span>ewodniczącego<span class="_ _8"></span> <span class="_ _f"></span>rad <span class="_ _6"></span>nadzorczych <span class="_ _f"></span>w <span class="_ _6"></span>Invar&amp;Biuro <span class="_ _6"> </span>System <span class="_ _6"></span>S.A<span class="_ _3"></span> <span class="_ _f"></span>oraz <span class="_ _6"></span>IQ </div><div class="t m0 x2 h8 ydac ff2 fs3 fc0 sc0 ls0 ws0">Partners S.A., z<span class="_ _8"></span>asiada<span class="ff1"> w <span class="_ _8"></span>radach <span class="_ _8"></span></span>nadzorcz<span class="_ _8"></span>ych NFI <span class="_ _8"></span>Victoria S.A. oraz <span class="_ _8"></span>Voxel S.A<span class="_ _8"></span>., jest c<span class="_ _8"></span>złonkiem Krajowej <span class="_ _8"></span>Izby </div><div class="t m0 x2 h8 ydad ff2 fs3 fc0 sc0 ls0 ws0">Doradców Podatkowych <span class="_ _3"></span>or<span class="_ _8"></span>az <span class="_ _0"></span>członkiem Komisji <span class="_ _3"></span>Rew<span class="_ _8"></span>izyjnej <span class="_ _0"></span>w <span class="_ _3"></span>Fund<span class="_ _8"></span>acji <span class="_ _3"></span>n<span class="_ _8"></span>a <span class="_ _3"></span>rz<span class="_ _8"></span>ecz <span class="_ _0"></span>Rozwoju Polskiego <span class="_ _3"></span>Eksport<span class="_ _8"></span>u<span class="_ _c"></span><span class="ff1">. </span></div><div class="t m0 x2 h35 y1d2 ff6 fs1 fc0 sc0 ls0 ws0">Andrzej Zakrze<span class="_ _3"></span>w<span class="_ _8"></span>ski <span class="ff5">–</span> <span class="ff5">Członek Rad<span class="_ _0"></span>y Nadzorcze<span class="_ _3"></span>j<span class="ff6"> </span></span></div><div class="t m0 x2 h8 ydae ff2 fs3 fc0 sc0 ls0 ws0">Posiada <span class="_ _27"> </span>wyk<span class="_ _8"></span>ształcenie <span class="_ _26"> </span>wyżs<span class="_ _8"></span>ze, <span class="_ _27"> </span>uk<span class="_ _8"></span>ończył <span class="_ _27"> </span>W<span class="_ _8"></span>ojskową <span class="_ _26"> </span>Akademię <span class="_ _27"> </span>Tech<span class="_ _8"></span>niczną <span class="_ _27"> </span>w<span class="_ _8"></span> <span class="_ _27"> </span>Wars<span class="_ _8"></span>zawie <span class="_ _27"> </span>Wydz<span class="_ _8"></span>iał </div><div class="t m0 x2 h8 y874 ff1 fs3 fc0 sc0 ls0 ws0">Mechaniczny <span class="_ _c"></span><span class="ff2">–</span> <span class="_ _8"></span>Mechanika <span class="_ _c"></span>i <span class="_ _8"></span>Budowa <span class="_ _c"></span>Maszyn<span class="_ _8"></span> <span class="_ _8"></span><span class="ff2">gdzie <span class="_ _8"></span>uz<span class="_ _8"></span>ysk<span class="_ _8"></span>ał ty<span class="_ _8"></span>tuł m<span class="_ _8"></span>agister <span class="_ _8"></span>inżyn<span class="_ _8"></span>ier <span class="_ _8"></span> <span class="_ _8"></span>Doświa<span class="_ _8"></span>dczenie <span class="_ _8"></span>w <span class="_ _8"></span>bra<span class="_ _8"></span>nży </span></div><div class="t m0 x2 h8 ydaf ff2 fs3 fc0 sc0 ls0 ws0">budowlanej zdobywa<span class="_ _8"></span>ł prac<span class="_ _8"></span>ując między <span class="_ _8"></span>innymi na s<span class="_ _8"></span>tanowisku <span class="_ _8"></span>Kierownika G<span class="_ _8"></span>rupy Robót <span class="_ _8"></span>w Zakładz<span class="_ _8"></span>ie Inwest<span class="_ _c"></span><span class="ff1">y<span class="_ _8"></span>cji </span></div><div class="t m0 x2 h8 y648 ff2 fs3 fc0 sc0 ls0 ws0">Budownictwa <span class="_ _0"></span>Skierniewice, <span class="_ _0"></span>był <span class="_ _3"></span>Inspektorem <span class="_ _3"></span>ds<span class="_ _8"></span>. <span class="_ _3"></span>Nadzor<span class="_ _8"></span>u <span class="_ _3"></span>Inwestycyj<span class="_ _8"></span>nego <span class="_ _3"></span>w <span class="_ _3"></span>Zakład<span class="_ _8"></span>zie <span class="_ _3"></span>Przetwórstwa <span class="_ _0"></span>Owocowo </div><div class="t m0 x2 h8 yd2b ff2 fs3 fc0 sc0 ls0 ws0">–<span class="ff1"> <span class="_ _2a"> </span></span>Warz<span class="_ _8"></span>ywnego <span class="_ _2a"> </span>„HO<span class="_ _8"></span>RTEX” <span class="_ _21"> </span>Skierniew<span class="_ _8"></span>ice, <span class="_ _21"> </span>prowadził <span class="_ _21"> </span>własną<span class="_ _8"></span> <span class="_ _2a"> </span>dzi<span class="_ _8"></span>ałalność <span class="_ _21"> </span>gospodarczą: <span class="_ _21"> </span>Zakład <span class="_ _21"> </span>usługo<span class="_ _8"></span>wy <span class="_ _2a"> </span>w </div><div class="t m0 x2 h8 y875 ff1 fs3 fc0 sc0 ls0 ws0">zakresie instalacji wod<span class="_ _8"></span>-kan, co, gazowych <span class="_ _8"></span>i wentylacj<span class="_ _8"></span>i </div><div class="t m0 x2 h35 ydb0 ff6 fs1 fc0 sc0 ls0 ws0">Wiktoria Braun<span class="_ _3"></span> <span class="_ _8"></span><span class="ff5">–</span> <span class="ff5">Członek<span class="_ _0"></span> Rady Nadzorcze<span class="_ _0"></span>j <span class="ff6"> </span></span></div><div class="t m0 x2 h8 ydb1 ff2 fs3 fc0 sc0 ls0 ws0">Posiada  wyksz<span class="_ _8"></span>tałcenie  wyż<span class="_ _8"></span>sze.  Jes<span class="_ _8"></span>t  ekspertem  w <span class="_ _11"> </span>dziedzi<span class="_ _8"></span>nie  finansów,  rac<span class="_ _8"></span>hunkowości,  p<span class="_ _8"></span>odatków,  ład<span class="_ _8"></span>u </div><div class="t m0 x2 h8 ydb2 ff2 fs3 fc0 sc0 ls0 ws0">korporacyjnego, <span class="_ _3"></span>d<span class="_ _8"></span>obrych <span class="_ _3"></span>pr<span class="_ _8"></span>aktyk <span class="_ _3"></span>oraz zarządzania <span class="_ _2"></span>ry<span class="_ _8"></span>zykami <span class="_ _3"></span>f<span class="_ _8"></span>inansowymi. <span class="_ _3"></span>Pos<span class="_ _8"></span>iada <span class="_ _3"></span>magisteriu<span class="_ _8"></span>m <span class="_ _3"></span>z <span class="ff1">matematyk<span class="_ _8"></span>i, </span></div><div class="t m0 x2 h8 y790 ff2 fs3 fc0 sc0 ls0 ws0">a <span class="_ _2a"> </span>także <span class="_ _21"> </span>eko<span class="_ _8"></span>nomii <span class="_ _2a"> </span>n<span class="_ _8"></span>a <span class="_ _2a"> </span>kier<span class="_ _8"></span>unku <span class="_ _21"> </span>finanse <span class="_ _21"> </span>i <span class="_ _21"> </span>bankowoś<span class="_ _8"></span>ć. <span class="_ _21"> </span>Ukończyła <span class="_ _21"> </span>również<span class="_ _8"></span> <span class="_ _2a"> </span>Studi<span class="_ _8"></span>a <span class="_ _2a"> </span>Podyplom<span class="_ _8"></span>owe <span class="_ _2a"> </span>z <span class="_ _21"> </span>zak<span class="_ _8"></span>resu </div><div class="t m0 x2 h8 y791 ff2 fs3 fc0 sc0 ls0 ws0">Zarządzania <span class="_ _f"></span>Projektami. <span class="_ _f"></span>Pani <span class="_ _f"></span>Wiktoria <span class="_ _f"></span>Braun<span class="_ _8"></span> <span class="_ _c"></span>p<span class="_ _8"></span>osiada <span class="_ _f"></span>uprawnienia <span class="_ _f"></span>i <span class="_ _f"></span>certyfikaty <span class="_ _f"></span>ds. <span class="_ _f"></span>biegłego <span class="_ _f"></span>rewidenta <span class="_ _f"></span>oraz </div><div class="t m0 x2 h8 ycff ff2 fs3 fc0 sc0 ls0 ws0">biegłego <span class="_ _c"></span>sądowego <span class="_ _c"></span>z<span class="_ _8"></span> <span class="_ _c"></span>zakresu <span class="_ _c"></span>audytu, <span class="_ _c"></span>ekono<span class="_ _8"></span>mii, <span class="_ _c"></span>fina<span class="_ _8"></span>nsów, <span class="_ _c"></span>księgowości, <span class="_ _c"></span>rachun<span class="_ _8"></span>kowości, <span class="_ _c"></span>podatków; <span class="_ _c"></span>pona<span class="_ _8"></span>dto </div><div class="t m0 x2 h8 yd00 ff2 fs3 fc0 sc0 ls0 ws0">złożyła <span class="_ _3"></span>z<span class="_ _8"></span> <span class="_ _3"></span>wyn<span class="_ _8"></span>ikiem <span class="_ _3"></span>p<span class="_ _8"></span>ozytywnym egzamin <span class="_ _3"></span>dla<span class="_ _8"></span> <span class="_ _3"></span>cz<span class="_ _8"></span>łonków rad <span class="_ _3"></span>nadzorczy<span class="_ _8"></span>ch <span class="_ _3"></span>w spółkach <span class="_ _3"></span>Skarb<span class="_ _8"></span>u<span class="_ _8"></span><span class="ff1"> </span>Państwa. <span class="_ _0"></span>Posiada </div><div class="t m0 x2 h8 ybb9 ff1 fs3 fc0 sc0 ls11 ws0">27<span class="ls0">-<span class="ff2">letni <span class="_ _13"> </span>st<span class="_ _8"></span>aż <span class="_ _12"> </span>pracy, <span class="_ _12"> </span>podczas <span class="_ _12"> </span>którego <span class="_ _12"> </span>pracow<span class="_ _8"></span>ała <span class="_ _13"> </span>d<span class="_ _8"></span>la <span class="_ _13"> </span>wie<span class="_ _8"></span>lu <span class="_ _13"> </span>branż, <span class="_ _12"> </span>w <span class="_ _12"> </span>ty<span class="_ _8"></span>m <span class="_ _13"> </span>w<span class="_ _8"></span> <span class="_ _13"> </span>sz<span class="_ _8"></span>czególności <span class="_ _13"> </span>hand<span class="_ _8"></span>low<span class="_ _c"></span></span>ej, </span></div><div class="t m0 x2 h8 y143 ff1 fs3 fc0 sc0 ls0 ws0">telekomunikacyjnej<span class="_ _8"></span>, <span class="_ _1e"> </span>ubezpieczeniowej, <span class="_ _1e"> </span>leasing<span class="_ _8"></span>owej, <span class="_ _1e"> </span>dewelopers<span class="_ _8"></span>kiej, <span class="_ _1e"> </span>medialn<span class="_ _8"></span>ej, <span class="_ _1e"> </span>wydawniczej, <span class="_ _1e"> </span>w <span class="_ _1e"> </span>tym <span class="_ _14"> </span>w </div><div class="t m0 x2 h8 y841 ff2 fs3 fc0 sc0 ls0 ws0">spółkach Skarbu Pa<span class="_ _8"></span>ństwa oraz w podm<span class="_ _8"></span>iotach finansów publiczny<span class="_ _8"></span>ch.<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h35 y92f ff5 fs1 fc0 sc0 ls0 ws0">Artur Sociński<span class="_ _0"></span> –<span class="ff6"> </span>Członek Rad<span class="_ _0"></span>y Nadzorczej <span class="ff6"> </span></div><div class="t m0 x2 h8 yafb ff2 fs3 fc0 sc0 ls0 ws0">Jest <span class="_ _6"></span>absolwentem <span class="_ _6"> </span>Wyż<span class="_ _8"></span>szej <span class="_ _6"> </span>Szkoły <span class="_ _6"> </span>U<span class="_ _8"></span>bezpieczeń <span class="_ _6"> </span>i <span class="_ _6"> </span>B<span class="_ _8"></span>ank<span class="_ _8"></span>owości, <span class="_ _6"> </span>ukończył <span class="_ _6"> </span>równ<span class="_ _8"></span>ież <span class="_ _6"> </span>studia <span class="_ _6"> </span>Executive <span class="_ _7"> </span>MBA <span class="_ _6"></span>w </div><div class="t m0 x2 h8 yafc ff2 fs3 fc0 sc0 ls0 ws0">Instytucie <span class="_ _7"> </span>Nauk<span class="_ _8"></span> <span class="_ _7"> </span>Ekonom<span class="_ _8"></span>icznych <span class="_ _2a"> </span>Polskiej <span class="_ _2a"> </span>Akademii <span class="_ _2a"> </span>Nauk <span class="_ _7"> </span>(prac<span class="_ _8"></span>a <span class="_ _7"> </span>dyp<span class="_ _8"></span>lomowa <span class="_ _7"> </span>n<span class="_ _8"></span>a <span class="_ _7"> </span>temat <span class="_ _2a"> </span>strategii <span class="_ _2a"> </span>banków <span class="_ _2a"> </span>w </div><div class="t m0 x2 h8 ydb3 ff2 fs3 fc0 sc0 ls0 ws0">Polsce). Pracę <span class="_ _3"></span>za<span class="_ _8"></span>wodową rozpoczął w <span class="_ _3"></span>19<span class="_ _8"></span>98 <span class="_ _0"></span>r. na <span class="_ _3"></span>s<span class="_ _8"></span>tanowisku analityka <span class="_ _0"></span>kredytowego w Banku Ś<span class="_ _0"></span>ląskim S.A. <span class="_ _0"></span>W </div><div class="t m0 x2 h8 ydb4 ff1 fs3 fc0 sc0 ls0 ws0">latach <span class="_ _7"> </span>2001 <span class="_ _2a"> </span><span class="ff2">–</span> <span class="_ _7"> </span><span class="ff2">200<span class="_ _8"></span>5 <span class="_ _7"> </span>pan <span class="_ _2a"> </span>Artur <span class="_ _7"> </span>Socińsk<span class="_ _8"></span>i <span class="_ _7"> </span>pracował <span class="_ _2a"> </span>na <span class="_ _7"> </span>stanow<span class="_ _8"></span>isku <span class="_ _7"> </span>eksperta <span class="_ _2a"> </span>ds. <span class="_ _7"> </span>bankow<span class="_ _8"></span>ości <span class="_ _7"> </span>inwestyc<span class="_ _8"></span>yjnej <span class="_ _7"> </span>i </span></div><div class="t m0 x2 h8 ydb5 ff1 fs3 fc0 sc0 ls0 ws0">korporacyjnej, <span class="_ _f"></span>w <span class="_ _c"></span>latach <span class="_ _c"></span>20<span class="_ _8"></span>06 <span class="_ _c"></span><span class="ff2">–</span> <span class="_ _f"></span><span class="ff2">2016 <span class="_ _c"></span>pełnił <span class="_ _f"></span>funkcję <span class="_ _c"></span>lidera <span class="_ _f"></span>zespołu <span class="_ _c"></span>oraz<span class="_ _8"></span> <span class="_ _c"></span>dyrektora <span class="_ _f"></span>sprzedaży <span class="_ _c"></span>k<span class="_ _8"></span>orporacyjnej <span class="_ _f"></span>w </span></div><div class="t m0 x2 h8 y90b ff2 fs3 fc0 sc0 ls0 ws0">bankowości korporacyjnej. Od <span class="_ _3"></span>2017 do <span class="_ _3"></span>20<span class="_ _8"></span>19 <span class="_ _0"></span>roku pan <span class="_ _0"></span>Artur Sociński był <span class="_ _3"></span>Zastępc<span class="_ _8"></span>ą Dyrektora <span class="_ _0"></span>oraz Dyrektorem<span class="_ _0"></span> </div></div></div><div class="pi" ></div></div><div id="pf87" class="pf w0 h0" ><div class="pc pc87 w0 h0"><img class="bi x4 y2a w3 hcd" alt="" 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class="c x0 y1 w2 h0"><div class="t m0 x105 h6 y991 ff4 fs2 fc2 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI GRUPY KAPITAŁOWEJ <span class="ff3">MIRBUD ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc3"> </span></span></div><div class="t m0 x6 h4 y992 ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y2d wda ha"><div class="t m0 x199 h8 y85 ff2 fs3 fc2 sc0 ls0 ws0">Grupa Kapitałowa MIR<span class="_ _8"></span>BUD<span class="ff1"> <span class="ls6">| <span class="_ _8"></span></span>Rada Nadzorcz<span class="_ _8"></span>a MIRBUD S.A.<span class="_ _8"></span> </span></div></div><div class="c x9 y2d wdb ha"><div class="t m0 xa h4 y86 ff3 fs1 fc4 sc0 ls0 ws0">135 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h4 y31 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y993 ff2 fs3 fc0 sc0 ls0 ws0">Biura <span class="_ _13"> </span>Restruktury<span class="_ _8"></span>zacji <span class="_ _13"> </span>i <span class="_ _13"> </span>N<span class="_ _8"></span>adzoru <span class="_ _13"> </span>Właścicielskie<span class="_ _8"></span>go, <span class="_ _13"> </span>jak <span class="_ _12"> </span>również <span class="_ _13"> </span>Wiceprez<span class="_ _8"></span>esem <span class="_ _13"> </span>Zarz<span class="_ _8"></span>ądu <span class="_ _13"> </span>ds. <span class="_ _13"> </span>prze<span class="_ _8"></span>mysłu </div><div class="t m0 x2 h8 y994 ff2 fs3 fc0 sc0 ls0 ws0">stoczniowego <span class="_ _f"></span>w <span class="_ _f"></span>Fundus<span class="_ _8"></span>zu <span class="_ _f"></span>Rozwoju <span class="_ _6"></span>Spółek <span class="_ _f"></span>S.A. <span class="_ _f"></span>Obecnie <span class="_ _f"></span>jest <span class="_ _f"></span>wicedy<span class="_ _8"></span>rektorem <span class="_ _f"></span>Biura <span class="_ _f"></span>Us<span class="_ _8"></span>ług <span class="_ _f"></span>Finansowych <span class="_ _f"></span>w </div><div class="t m0 x2 h8 y995 ff1 fs3 fc0 sc0 ls0 ws0">Agencji <span class="_ _6"> </span><span class="ff2">Rozwoju <span class="_ _7"> </span>Przemysłu <span class="_ _6"></span>S.A. <span class="_ _6"> </span>Pan <span class="_ _6"> </span>Artur <span class="_ _6"> </span>Soc<span class="_ _8"></span>iński <span class="_ _6"> </span>zasiadał <span class="_ _6"> </span>w <span class="_ _6"> </span>radach <span class="_ _7"> </span>nadzorczyc<span class="_ _8"></span>h <span class="_ _6"></span>spółek <span class="_ _6"></span>prywatnych <span class="_ _6"></span>z </span></div><div class="t m0 x2 h8 y996 ff2 fs3 fc0 sc0 ls0 ws0">różnych sektorów, pos<span class="_ _8"></span>iada doświadcz<span class="_ _8"></span>enie w zakresie fina<span class="_ _8"></span>nsów przedsiębiorstw <span class="_ _8"></span>i restrukturyzacj<span class="_ _8"></span>i.<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h3 yba7 ff1 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 yd74 ff2 fs3 fc0 sc0 ls0 ws0">Rada Nadzorc<span class="_ _8"></span>za działa Zgodn<span class="_ _8"></span>ie z Kodeksem<span class="_ _8"></span> Spółek Hand<span class="_ _8"></span>lowych i Statu<span class="_ _8"></span>te<span class="_ _8"></span>m Spółki MIRBUD<span class="_ _8"></span> S.A. a takż<span class="_ _8"></span>e na </div><div class="t m0 x2 h8 ydb6 ff1 fs3 fc0 sc0 ls0 ws0">podstawie <span class="_ _2a"> </span>R<span class="ff2">egulaminu <span class="_ _2a"> </span>R<span class="_ _8"></span>ady, <span class="_ _2a"> </span>który <span class="_ _2a"> </span>w <span class="_ _2a"> </span>sposób <span class="_ _2a"> </span>szczegółowy<span class="_ _8"></span> <span class="_ _7"> </span>okreś<span class="_ _8"></span>la <span class="_ _7"> </span>jej <span class="_ _2a"> </span>org<span class="_ _8"></span>anizację, <span class="_ _2a"> </span>sposób <span class="_ _2a"> </span>wykonywa<span class="_ _8"></span>nia </span></div><div class="t m0 x2 h8 y6e3 ff2 fs3 fc0 sc0 ls0 ws0">czynności <span class="_ _8"></span>i <span class="_ _8"></span>obowiązk<span class="_ _8"></span>i czło<span class="_ _8"></span>nków <span class="_ _8"></span>związane<span class="_ _8"></span> z <span class="_ _c"></span>pełnioną <span class="_ _8"></span>w <span class="_ _8"></span>Radzie<span class="_ _8"></span> fu<span class="_ _8"></span>nkcją. <span class="_ _8"></span>Zgodnie <span class="_ _8"></span>z <span class="_ _c"></span>upoważnieniem<span class="_ _8"></span> zawarty<span class="_ _8"></span>m </div><div class="t m0 x2 h8 yaaa ff2 fs3 fc0 sc0 ls0 ws0">w <span class="_ _2a"> </span>Statuc<span class="_ _8"></span>ie <span class="_ _2a"> </span>Spółki <span class="_ _2a"> </span>R<span class="_ _8"></span>ada<span class="ff1"> <span class="_ _21"> </span></span>Nadzorcz<span class="_ _8"></span>a <span class="_ _2a"> </span>uchwałą <span class="_ _21"> </span>nr <span class="_ _2a"> </span>X<span class="_ _8"></span>XV <span class="_ _2a"> </span>z <span class="_ _2a"> </span>dn<span class="_ _8"></span>ia <span class="_ _2a"> </span>17 <span class="_ _21"> </span>listopada <span class="_ _21"> </span>2009<span class="_ _c"></span><span class="ff1"> <span class="_ _2a"> </span></span>r. <span class="_ _2a"> </span>ust<span class="_ _8"></span>aliła <span class="_ _2a"> </span>i <span class="_ _2a"> </span>prz<span class="_ _8"></span>yjęła <span class="_ _2a"> </span>s<span class="_ _8"></span>wój </div><div class="t m0 x2 h8 ydb7 ff1 fs3 fc0 sc0 ls0 ws0">Regulamin<span class="ff2">, który na<span class="_ _0"></span>stępnie został <span class="_ _3"></span>zmi<span class="_ _8"></span>eniony uchwałą <span class="_ _3"></span>Rady<span class="_ _8"></span> <span class="_ _0"></span>Nadzorczej nr <span class="_ _0"></span>XV/2021 z <span class="_ _0"></span>dnia <span class="_ _0"></span>27 li<span class="_ _0"></span>pca 2021 <span class="_ _3"></span>rok<span class="_ _8"></span>u. </span></div><div class="t m0 x2 h8 ydb8 ff2 fs3 fc0 sc0 ls0 ws0">Tekst <span class="_ _c"></span>j<span class="_ _8"></span>ednolity <span class="_ _c"></span>Reg<span class="_ _8"></span>ulaminu <span class="_ _f"></span>Rady <span class="_ _c"></span>Na<span class="_ _8"></span>dzorczej <span class="_ _f"></span>stanowi <span class="_ _c"></span>z<span class="_ _8"></span>ałącznik <span class="_ _f"></span>do <span class="_ _c"></span>uchwały<span class="_ _c"></span><span class="ff1"> <span class="_ _f"></span>nr <span class="_ _c"></span>XV/2021<span class="_ _8"></span> <span class="_ _c"></span>Rady <span class="_ _f"></span>Nadzorczej<span class="_ _8"></span> <span class="_ _c"></span>z </span></div><div class="t m0 x2 h8 ydb9 ff2 fs3 fc0 sc0 ls0 ws0">dnia <span class="_ _14"> </span>27 <span class="_ _14"> </span>lipca <span class="_ _14"> </span>2021 <span class="_ _14"> </span>roku<span class="_ _8"></span> <span class="_ _14"> </span>i <span class="_ _14"> </span>został <span class="_ _14"> </span>opublikowany<span class="_ _8"></span> <span class="_ _14"> </span>na <span class="_ _14"> </span>stronie <span class="_ _1b"> </span><span class="ff1">https://relacje.mirbu<span class="_ _8"></span>d.pl/strony/dokum<span class="_ _8"></span>enty<span class="_ _8"></span>-</span></div><div class="t m0 x2 h8 ydba ff1 fs3 fc0 sc0 ls0 ws0">korporacyjne-<span class="_ _8"></span>1. </div><div class="t m0 x2 h8 ydbb ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 ydbc ff2 fs3 fc0 sc0 ls0 ws0">Członkowie <span class="_ _f"></span>Rady <span class="_ _f"></span>Nadzorczej <span class="_ _f"></span>wybierają <span class="_ _f"></span>ze <span class="_ _f"></span>swego <span class="_ _c"></span>gr<span class="_ _8"></span>ona <span class="_ _f"></span>Przewodniczącego, <span class="_ _f"></span>Zastępc<span class="_ _8"></span>ę <span class="_ _c"></span>Prz<span class="_ _8"></span>ewodniczącego <span class="_ _f"></span>i </div><div class="t m0 x2 h8 ydbd ff1 fs3 fc0 sc0 ls0 ws0">Sekretarza. <span class="_ _28"> </span><span class="ff2">Do <span class="_ _21"> </span>ważn<span class="_ _8"></span>ości <span class="_ _21"> </span>wy<span class="_ _8"></span>boru <span class="_ _2a"> </span>wy<span class="_ _8"></span>magana <span class="_ _28"> </span>jest <span class="_ _21"> </span>be<span class="_ _8"></span>zwzględna <span class="_ _21"> </span>w<span class="_ _8"></span>iększość <span class="_ _21"> </span>głos<span class="_ _8"></span>ów <span class="_ _21"> </span>spośród <span class="_ _21"> </span>o<span class="_ _8"></span>becnych <span class="_ _28"> </span>na </span></div><div class="t m0 x2 h8 y869 ff1 fs3 fc0 sc0 ls0 ws0">posiedzeniu Rady. <span class="_ _8"></span> </div><div class="t m0 x2 h8 ydbe ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y5bf ff2 fs3 fc0 sc0 ls0 ws0">Posiedzenia <span class="_ _7"> </span>Rady <span class="_ _6"> </span>Nadzor<span class="_ _8"></span>czej <span class="_ _6"> </span>s<span class="_ _8"></span>ą <span class="_ _6"> </span>zwoływane <span class="_ _7"> </span>w <span class="_ _6"> </span>miar<span class="_ _8"></span>ę <span class="_ _6"> </span>potrz<span class="_ _8"></span>eb, <span class="_ _6"> </span>nie <span class="_ _7"> </span>rzadziej <span class="_ _6"> </span>jed<span class="_ _8"></span>nak <span class="_ _6"> </span>niż <span class="_ _7"> </span>cztery <span class="_ _6"> </span>raz<span class="_ _8"></span>y <span class="_ _6"> </span>w <span class="_ _6"> </span>r<span class="_ _8"></span>oku </div><div class="t m0 x2 h8 y870 ff2 fs3 fc0 sc0 ls0 ws0">obrotowym. <span class="_ _6"> </span>Zgod<span class="_ _8"></span>nie <span class="_ _6"> </span>z <span class="_ _7"> </span>§<span class="ff1"> 26 <span class="_ _6"></span>Statutu <span class="_ _6"> </span>posiedze<span class="_ _8"></span>nia <span class="_ _6"> </span>Rady <span class="_ _7"> </span>N</span>adzorcz<span class="_ _8"></span>ej <span class="_ _6"> </span>zwołuje <span class="_ _6"> </span>Prz<span class="_ _8"></span>ewodniczący <span class="_ _6"> </span>Rady<span class="_ _8"></span> <span class="_ _6"> </span>lub <span class="_ _6"> </span>jego </div><div class="t m0 x2 h8 ydbf ff2 fs3 fc0 sc0 ls0 ws0">Zastępca.  Posiedzenia  Rady <span class="_ _21"> </span>Nadzorc<span class="_ _8"></span>zej  Spółki <span class="_ _21"> </span>odb<span class="_ _8"></span>ywają  się <span class="_ _21"> </span>w  miejscu  wskazanym <span class="_ _21"> </span>w  zawiadomie<span class="_ _8"></span>niu. </div><div class="t m0 x2 h8 ydc0 ff2 fs3 fc0 sc0 ls0 ws0">Pierwsze <span class="_ _f"></span>posie<span class="_ _8"></span>dzenie <span class="_ _f"></span>Rad<span class="_ _8"></span>y <span class="_ _f"></span>Nadzorc<span class="_ _8"></span>zej <span class="_ _f"></span>zwołuje <span class="_ _6"></span>Zarząd <span class="_ _f"></span>Spółki. <span class="_ _6"></span>Z <span class="_ _f"></span>wnioskiem <span class="_ _6"></span>o <span class="_ _f"></span>zwołanie <span class="_ _6"></span>posiedzenia <span class="_ _f"></span>R<span class="_ _8"></span>ady </div><div class="t m0 x2 h8 ydc1 ff2 fs3 fc0 sc0 ls0 ws0">Nadzorczej <span class="_ _21"> </span>może <span class="_ _21"> </span>wystąp<span class="_ _8"></span>ić <span class="_ _21"> </span>Zarząd <span class="_ _21"> </span>i<span class="ff1"> </span>posz<span class="_ _8"></span>czególni <span class="_ _2a"> </span>c<span class="_ _8"></span>złonkowie <span class="_ _21"> </span>Rady <span class="_ _21"> </span>Nadzorc<span class="_ _8"></span>zej. <span class="_ _21"> </span>Przewodniczący<span class="_ _8"></span> <span class="_ _2a"> </span>zwoł<span class="_ _8"></span>uje </div><div class="t m0 x2 h8 yc59 ff2 fs3 fc0 sc0 ls0 ws0">posiedzenie <span class="_ _f"></span>Rady <span class="_ _f"></span>w <span class="_ _f"></span>terminie <span class="_ _f"></span>dwóch <span class="_ _f"></span>tygodni <span class="_ _f"></span>od <span class="_ _f"></span>dnia <span class="_ _f"></span>otrz<span class="_ _8"></span>ymania <span class="_ _f"></span>wniosku. <span class="_ _f"></span>Posiedzenia <span class="_ _f"></span>Rady <span class="_ _f"></span>Nadzorczej<span class="_ _8"></span>, <span class="_ _f"></span>z </div><div class="t m0 x2 h8 ydc2 ff2 fs3 fc0 sc0 ls0 ws0">wyjątkiem <span class="_ _14"> </span>spraw <span class="_ _14"> </span>dotyczą<span class="_ _8"></span>cych <span class="_ _14"> </span>bezpośrednio <span class="_ _14"> </span>Zarządu <span class="_ _14"> </span>lub <span class="_ _14"> </span>jego <span class="_ _14"> </span>członków,<span class="_ _8"></span> <span class="_ _1e"> </span>w<span class="_ _c"></span><span class="ff1"> s<span class="_ _8"></span></span>zczególności <span class="_ _14"> </span>odwołania, </div><div class="t m0 x2 h8 ydc3 ff2 fs3 fc0 sc0 ls0 ws0">odpowiedzialnośc<span class="_ _8"></span>i <span class="_ _21"> </span>oraz  ustalania <span class="_ _21"> </span>wyna<span class="_ _8"></span>grodzenia, <span class="_ _28"> </span>są  do<span class="_ _0"></span>stępne  i<span class="ff1"> </span>jaw<span class="_ _8"></span>ne <span class="_ _21"> </span>dla  członków <span class="_ _21"> </span>Zarz<span class="_ _8"></span>ądu.  W<span class="_ _0"></span> <span class="_ _21"> </span>cz<span class="_ _8"></span>ęści </div><div class="t m0 x2 h8 ydc4 ff2 fs3 fc0 sc0 ls0 ws0">posiedzenia <span class="_ _c"></span>Rady <span class="_ _c"></span>mają <span class="_ _c"></span>pra<span class="_ _8"></span>wo <span class="_ _8"></span>uczes<span class="_ _8"></span>tniczyć <span class="_ _c"></span>także <span class="_ _c"></span>akcjonariusze <span class="_ _c"></span>(lub <span class="_ _c"></span>ich <span class="_ _c"></span>pełnomo<span class="_ _8"></span>cnicy), <span class="_ _c"></span>których <span class="_ _c"></span>wnioski <span class="_ _c"></span>lub </div><div class="t m0 x2 h8 y910 ff2 fs3 fc0 sc0 ls0 ws0">odwołania <span class="_ _7"> </span>s<span class="_ _8"></span>ą <span class="_ _2a"> </span>przedmiotem <span class="_ _2a"> </span>obr<span class="_ _8"></span>ad; <span class="_ _2a"> </span>jeżeli <span class="_ _2a"> </span>zaproszony <span class="_ _21"> </span>akcjonariusz <span class="_ _2a"> </span>lub <span class="_ _2a"> </span>jego <span class="_ _2a"> </span>pełn<span class="_ _8"></span>omocnik, <span class="_ _2a"> </span>legitymujący <span class="_ _2a"> </span>się </div><div class="t m0 x2 h8 ydc5 ff2 fs3 fc0 sc0 ls0 ws0">pisemnym  pełnomocnictwem  nie <span class="_ _21"> </span>zgłosi  się <span class="_ _21"> </span>n<span class="_ _8"></span>a <span class="_ _28"> </span>posiedzenie  Rady <span class="_ _28"> </span>bez  uprzedniego  jej <span class="_ _21"> </span>powiado<span class="_ _8"></span>mienia <span class="_ _28"> </span>o </div><div class="t m0 x2 h8 ydc6 ff1 fs3 fc0 sc0 ls0 ws0">przeszkodzie <span class="_ _31"> </span>w <span class="ff2">stawi<span class="_ _8"></span>ennictwie, <span class="_ _31"> </span>Rada <span class="_ _31"> </span>rozpatrzy<span class="_ _8"></span> <span class="_ _31"> </span>wniosek <span class="_ _31"> </span>lub <span class="_ _31"> </span>odwołanie <span class="_ _31"> </span>zaocznie, <span class="_ _31"> </span>pow<span class="_ _8"></span>iadam<span class="_ _c"></span>iając </span></div><div class="t m0 x2 h8 yc77 ff1 fs3 fc0 sc0 ls0 ws0">zainteresowanego <span class="_ _8"></span>o <span class="ff2">po<span class="_ _8"></span>djętej <span class="_ _8"></span>decyzj<span class="_ _8"></span>i listem <span class="_ _8"></span>poleconym. <span class="_ _c"></span>Uchwały <span class="_ _8"></span></span>Rady<span class="_ _8"></span> Nadzorc<span class="_ _8"></span>zej <span class="_ _8"></span><span class="ff2">mogą <span class="_ _8"></span>być <span class="_ _8"></span>powzięte, j<span class="_ _8"></span>eżeli </span></div><div class="t m0 x2 h8 y5cb ff2 fs3 fc0 sc0 ls0 ws0">na <span class="_ _8"></span>posiedzeniu <span class="_ _8"></span>jest <span class="_ _8"></span>obecna<span class="_ _8"></span> c<span class="_ _8"></span>o <span class="_ _8"></span>najmniej <span class="_ _8"></span>połowa<span class="_ _8"></span> j<span class="_ _8"></span>ej c<span class="_ _8"></span>złonków, <span class="_ _8"></span>a <span class="_ _8"></span>wszys<span class="_ _8"></span>cy <span class="_ _8"></span>jej <span class="_ _8"></span>członkowie <span class="_ _8"></span>zostali <span class="_ _8"></span>zaprosz<span class="_ _8"></span>eni <span class="_ _8"></span>na </div><div class="t m0 x2 h8 ydc7 ff1 fs3 fc0 sc0 ls0 ws0">posiedzenia <span class="_ _2b"> </span>Rady <span class="_ _11"> </span>z<span class="_ _8"></span>godnie <span class="_ _2b"> </span>z <span class="_ _2b"> </span>zasadami <span class="_ _2b"> </span>okr<span class="_ _8"></span><span class="ff2">eślonymi <span class="_ _2b"> </span>w <span class="_ _2b"> </span>Regulaminie <span class="_ _2b"> </span>Rady <span class="_ _2b"> </span>Nadzorc<span class="_ _8"></span>zej. <span class="_ _2b"> </span></span>Zaprosz<span class="_ _8"></span>enie <span class="_ _2b"> </span>na </div><div class="t m0 x2 h8 ydc8 ff2 fs3 fc0 sc0 ls0 ws0">posiedzenie R<span class="_ _8"></span>ady jest <span class="_ _8"></span>doręc<span class="_ _8"></span>zane członkom <span class="_ _8"></span>Rady <span class="_ _8"></span>osobiście <span class="_ _8"></span>lub l<span class="_ _8"></span>istem poleco<span class="_ _8"></span>nym l<span class="_ _8"></span>ub też <span class="_ _8"></span>na wsk<span class="_ _8"></span>azany <span class="_ _8"></span>adres </div><div class="t m0 x2 h8 ydc9 ff2 fs3 fc0 sc0 ls0 ws0">poczty <span class="_ _8"></span>elektronicznej<span class="_ _8"></span>. Zapr<span class="_ _8"></span>oszenie <span class="_ _8"></span>na <span class="_ _8"></span>posiedzen<span class="_ _8"></span>ie <span class="_ _8"></span>Rady <span class="_ _8"></span>powinno <span class="_ _8"></span>być<span class="_ _8"></span> d<span class="_ _8"></span>oręczone <span class="_ _8"></span>w <span class="_ _8"></span>ter<span class="_ _8"></span>minie <span class="_ _8"></span>umożliwiaj<span class="_ _f"></span>ącym </div><div class="t m0 x2 h8 ydca ff2 fs3 fc0 sc0 ls0 ws0">członkom <span class="_ _7"> </span>Rady <span class="_ _2a"> </span>zapoznan<span class="_ _8"></span>ie <span class="_ _7"> </span>się <span class="_ _7"> </span>z <span class="_ _2a"> </span>proponowa<span class="_ _8"></span>nym <span class="_ _7"> </span>po<span class="_ _8"></span>rządkiem <span class="_ _7"> </span>obrad<span class="_ _8"></span> <span class="_ _7"> </span>oraz <span class="_ _7"> </span>prz<span class="_ _8"></span>ygotowanie <span class="_ _7"> </span>d<span class="_ _8"></span>o <span class="_ _7"> </span>obrad <span class="_ _7"> </span>R<span class="_ _8"></span>ady. </div><div class="t m0 x2 h8 ydcb ff2 fs3 fc0 sc0 ls0 ws0">Niezależnie od powyższych postanowień, Rada może odstąpić od <span class="_ _3"></span>wy<span class="_ _8"></span>mogu wcześniejszego zawiadam<span class="_ _8"></span>iania w </div><div class="t m0 x2 h8 yd6d ff2 fs3 fc0 sc0 ls0 ws0">przypadku, <span class="_ _8"></span>gdy <span class="_ _8"></span>wszys<span class="_ _8"></span>cy <span class="_ _8"></span>członkowie <span class="_ _8"></span>Rady <span class="_ _8"></span>są <span class="_ _8"></span>obecni <span class="_ _8"></span>na <span class="_ _8"></span>pos<span class="_ _8"></span>ie<span class="_ _8"></span>dzeniu <span class="_ _8"></span>i <span class="_ _8"></span>nikt <span class="_ _8"></span>nie <span class="_ _8"></span>zgł<span class="_ _8"></span>osi sprz<span class="_ _8"></span>eciwu <span class="_ _8"></span>co <span class="_ _8"></span>do <span class="_ _8"></span>czasu <span class="_ _8"></span>i </div><div class="t m0 x2 h8 yd6e ff2 fs3 fc0 sc0 ls0 ws0">miejsca <span class="_ _c"></span>odbycia<span class="_ _8"></span> <span class="_ _c"></span>posiedzen<span class="_ _8"></span>ia <span class="_ _c"></span>a <span class="_ _c"></span>także <span class="_ _c"></span>z<span class="_ _8"></span>aproponowane<span class="_ _8"></span>go <span class="_ _c"></span>porządku <span class="_ _f"></span>obrad. <span class="_ _f"></span>Porząd<span class="_ _8"></span>ek <span class="_ _c"></span>obrad <span class="_ _c"></span>R<span class="_ _8"></span>ady <span class="_ _c"></span>Nadzorc<span class="_ _8"></span>zej<span class="ff1"> </span></div><div class="t m0 x2 h8 ydcc ff2 fs3 fc0 sc0 ls0 ws0">bez <span class="_ _8"></span>ważny<span class="_ _8"></span>ch <span class="_ _8"></span>powodów <span class="_ _c"></span>nie <span class="_ _f"></span>powinien <span class="_ _8"></span>być <span class="_ _c"></span>zmieniany <span class="_ _8"></span>lu<span class="_ _8"></span>b <span class="_ _8"></span>uzupełniany <span class="_ _c"></span>w <span class="_ _c"></span>trakcie <span class="_ _8"></span>po<span class="_ _8"></span>siedzenia, <span class="_ _8"></span>które<span class="_ _8"></span>go <span class="_ _8"></span>dotyc<span class="_ _8"></span>zy. </div><div class="t m0 x2 h8 ydcd ff1 fs3 fc0 sc0 ls0 ws0">Wymog<span class="ff2">u powyższego<span class="_ _8"></span> nie stosuje się, gdy obecni są wszyscy członkowie Rady i wyrażą oni zgodę na zmianę </span></div><div class="t m0 x2 h8 yc2b ff2 fs3 fc0 sc0 ls0 ws0">lub <span class="_ _c"></span>uzu<span class="_ _8"></span>pełnienie <span class="_ _f"></span>porządku <span class="_ _f"></span>obrad, <span class="_ _c"></span>a <span class="_ _f"></span>także, <span class="_ _f"></span>gdy <span class="_ _f"></span>podjęcie <span class="_ _c"></span>okr<span class="_ _8"></span>eślonych <span class="_ _f"></span>działań <span class="_ _c"></span>prz<span class="_ _8"></span>ez <span class="_ _f"></span>Radę <span class="_ _c"></span>jest <span class="_ _f"></span>konieczne <span class="_ _f"></span>dla </div><div class="t m0 x2 h8 ydce ff2 fs3 fc0 sc0 ls0 ws0">uchronienia <span class="_ _c"></span>S<span class="_ _8"></span>półki <span class="_ _c"></span>przed <span class="_ _f"></span>szkodą. <span class="_ _c"></span>Uchwa<span class="_ _8"></span>ły <span class="_ _c"></span>Rady <span class="_ _f"></span>Nadzorcz<span class="_ _8"></span>ej <span class="_ _c"></span>z<span class="_ _8"></span>apadać <span class="_ _c"></span>mogą <span class="_ _f"></span>w <span class="_ _c"></span>każdej <span class="_ _f"></span>sprawie <span class="_ _c"></span>przyj<span class="_ _8"></span>ętej <span class="_ _c"></span>pod </div><div class="t m0 x2 h8 y98e ff2 fs3 fc0 sc0 ls0 ws0">obrady w po<span class="_ _0"></span>rządku obrad uchwalonym w głosowaniu jawnym; każdy członek Rady może <span class="_ _0"></span>zgłosić do momentu </div><div class="t m0 x2 h8 ydcf ff2 fs3 fc0 sc0 ls0 ws0">rozpoczęcia <span class="_ _6"> </span>głosowa<span class="_ _8"></span>nia <span class="_ _6"></span>nad <span class="_ _6"> </span>porządk<span class="_ _8"></span>iem <span class="_ _6"> </span>obrad <span class="_ _7"> </span>wniosek <span class="_ _6"> </span>o <span class="_ _7"> </span>wpisanie <span class="_ _6"></span>lub <span class="_ _6"> </span>skr<span class="_ _8"></span>eślenie <span class="_ _6"></span>sprawy. <span class="_ _6"> </span>Uchwa<span class="_ _8"></span>ły <span class="_ _6"> </span>Rady </div><div class="t m0 x2 h8 y990 ff2 fs3 fc0 sc0 ls0 ws0">podpisują wszys<span class="_ _8"></span>cy obecni członkowie Ra<span class="_ _8"></span>dy. <span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 y28f ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y290 ff2 fs3 fc0 sc0 ls0 ws0">Uchwały <span class="_ _6"> </span>Rady<span class="_ _8"></span> <span class="_ _6"> </span>mogą <span class="_ _7"> </span>być <span class="_ _6"> </span>powzięte<span class="_ _8"></span><span class="ff1">, <span class="_ _6"> </span></span>jeże<span class="_ _8"></span>li <span class="_ _6"> </span>na <span class="_ _7"> </span>posiedzeniu <span class="_ _6"> </span>jest <span class="_ _7"> </span>obecna <span class="_ _6"> </span>c<span class="_ _8"></span>o <span class="_ _6"></span>najm<span class="_ _8"></span>niej <span class="_ _6"></span>połowa <span class="_ _7"> </span>jej <span class="_ _6"> </span>członków<span class="_ _c"></span><span class="ff1">, <span class="_ _7"> </span>a </span></div><div class="t m0 x2 h8 y291 ff2 fs3 fc0 sc0 ls0 ws0">wszyscy jej <span class="_ _3"></span>członkowie <span class="_ _0"></span>zostali zaproszeni <span class="_ _3"></span>na posiedzenia <span class="_ _3"></span>R<span class="_ _8"></span>ady <span class="_ _0"></span>zgodnie <span class="_ _0"></span>z <span class="_ _3"></span>z<span class="_ _8"></span>asadami <span class="_ _0"></span>określonymi we<span class="_ _8"></span>. Uchwały </div><div class="t m0 x2 h8 y58d ff2 fs3 fc0 sc0 ls0 ws0">Rady <span class="_ _3"></span>N<span class="_ _8"></span>adzorczej zapadają <span class="_ _0"></span>bezwzględną <span class="_ _0"></span>większośc<span class="_ _8"></span>ią <span class="_ _3"></span>g<span class="_ _8"></span>łosów. <span class="_ _0"></span>Głosowanie na <span class="_ _3"></span>pos<span class="_ _8"></span>iedzeniach Rady <span class="_ _3"></span>jest jawne, </div><div class="t m0 x2 h8 y58e ff2 fs3 fc0 sc0 ls0 ws0">chyba <span class="_ _3"></span>że <span class="_ _0"></span>co <span class="_ _3"></span>innego <span class="_ _3"></span>wynika z <span class="_ _3"></span>przepisów <span class="_ _3"></span>prawa. <span class="_ _0"></span>Członkowie <span class="_ _3"></span>Rady <span class="_ _0"></span>Nadzorcz<span class="_ _8"></span>ej <span class="_ _3"></span>głosujący <span class="_ _3"></span>prz<span class="_ _8"></span>eciw <span class="_ _3"></span>uchwale <span class="_ _3"></span>mog<span class="_ _8"></span>ą </div><div class="t m0 x2 h8 y5d5 ff2 fs3 fc0 sc0 ls0 ws0">zgłosić do protokołu zdan<span class="_ _8"></span>ie odrębne. <span class="_ _8"></span><span class="ff1"> </span></div></div></div><div class="pi" ></div></div><div id="pf88" class="pf w0 h0" ><div class="pc pc88 w0 h0"><img class="bi x4 y2a w3 hcd" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x105 h6 y991 ff4 fs2 fc2 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI GRUPY KAPITAŁOWEJ <span class="ff3">MIRBUD ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc3"> </span></span></div><div class="t m0 x6 h4 y992 ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y2d wda ha"><div class="t m0 x199 h8 y85 ff2 fs3 fc2 sc0 ls0 ws0">Grupa Kapitałowa MIR<span class="_ _8"></span>BUD<span class="ff1"> <span class="ls6">| <span class="_ _8"></span></span>Rada Nadzorcz<span class="_ _8"></span>a MIRBUD S.A.<span class="_ _8"></span> </span></div></div><div class="c x9 y2d wdb ha"><div class="t m0 xa h4 y86 ff3 fs1 fc4 sc0 ls0 ws0">136 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h4 y31 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y993 ff1 fs3 fc0 sc0 ls0 ws0">Rad<span class="ff2">a <span class="_ _1a"> </span>Na<span class="_ _8"></span>dzorcza <span class="_ _1b"> </span>może <span class="_ _1b"> </span>podejm<span class="_ _8"></span>ować <span class="_ _1b"> </span>uchwały <span class="_ _1b"> </span>w <span class="_ _1b"> </span>try<span class="_ _8"></span>bie <span class="_ _1a"> </span>pise<span class="_ _8"></span>mnym <span class="_ _1b"> </span>lub <span class="_ _1b"> </span>przy <span class="_ _1b"> </span>wykorzy<span class="_ _8"></span>staniu <span class="_ _1a"> </span>środkó<span class="_ _8"></span>w </span></div><div class="t m0 x2 h8 y994 ff2 fs3 fc0 sc0 ls0 ws0">bezpośredniego <span class="_ _c"></span>porozumiewani<span class="_ _8"></span>a <span class="_ _8"></span>się <span class="_ _c"></span>na <span class="_ _8"></span>odle<span class="_ _8"></span>głość. <span class="_ _c"></span>Uchwały<span class="_ _8"></span> <span class="_ _8"></span>podejmo<span class="_ _8"></span>wane <span class="_ _8"></span>w <span class="_ _8"></span>for<span class="_ _8"></span>mie <span class="_ _8"></span>p<span class="_ _8"></span>isemnej <span class="_ _8"></span>są<span class="_ _8"></span> <span class="_ _8"></span>ważne, <span class="_ _8"></span>t<span class="_ _8"></span>ak </div><div class="t m0 x2 h8 y995 ff2 fs3 fc0 sc0 ls0 ws0">jak <span class="_ _7"> </span>podjęte <span class="_ _2a"> </span>na <span class="_ _7"> </span>prawi<span class="_ _8"></span>dłowo <span class="_ _7"> </span>z<span class="_ _8"></span>wołanym <span class="_ _7"> </span>zebrani<span class="_ _8"></span>u, <span class="_ _7"> </span>jeżeli <span class="_ _2a"> </span>zostały <span class="_ _7"> </span>po<span class="_ _8"></span>dpisane <span class="_ _7"> </span>p<span class="_ _c"></span>rzez <span class="_ _7"> </span>większ<span class="_ _8"></span>ość <span class="_ _7"> </span>cz<span class="_ _8"></span>łonków<span class="ff1 fc13"> <span class="_ _7"> </span><span class="fc0">Ra<span class="_ _8"></span>dy </span></span></div><div class="t m0 x2 h8 y996 ff2 fs3 fc0 sc0 ls0 ws0">Nadzorczej. <span class="_ _27"> </span>Podejmowa<span class="_ _8"></span>nie <span class="_ _27"> </span>przez <span class="_ _27"> </span>Radę <span class="_ _27"> </span>uchwał <span class="_ _27"> </span>w <span class="_ _27"> </span>trybie <span class="_ _27"> </span>pisemny<span class="_ _8"></span>m <span class="_ _27"> </span>następuje <span class="_ _27"> </span>przy <span class="_ _27"> </span>zastosowan<span class="_ _8"></span>iu </div><div class="t m0 x2 h8 yae8 ff2 fs3 fc0 sc0 ls0 ws0">następujących <span class="_ _3"></span>zas<span class="_ _8"></span>ad: <span class="_ _3"></span>a) <span class="_ _3"></span>Przewodnicząc<span class="_ _8"></span>y <span class="_ _3"></span>albo <span class="_ _3"></span>członek <span class="_ _3"></span>Rady <span class="_ _3"></span>upow<span class="_ _8"></span>ażniony <span class="_ _3"></span>na <span class="_ _3"></span>piśm<span class="_ _8"></span>ie <span class="_ _3"></span>przez <span class="_ _3"></span>Przewodnicz<span class="_ _8"></span>ącego </div><div class="t m0 x2 h8 yae9 ff2 fs3 fc0 sc0 ls0 ws0">przesyła z uwzglę<span class="_ _8"></span>dnieniem § 7<span class="_ _8"></span> ust. 9<span class="_ _8"></span><span class="ff1"> </span>Regulaminu <span class="_ _8"></span>wszystkim cz<span class="_ _8"></span>łonkom Rady proj<span class="_ _8"></span>ekty uchwał, k<span class="_ _8"></span>tóre mają być </div><div class="t m0 x2 h8 yaea ff2 fs3 fc0 sc0 ls0 ws0">podjęte <span class="_ _8"></span>przez <span class="_ _8"></span>Radę <span class="_ _c"></span>w try<span class="_ _8"></span>bie <span class="_ _8"></span>pisemny<span class="_ _8"></span>m, <span class="_ _8"></span>wraz <span class="_ _8"></span>z <span class="_ _8"></span>materiała<span class="_ _8"></span>mi z<span class="_ _8"></span>wiązanymi <span class="_ _8"></span>z <span class="_ _8"></span>po<span class="_ _8"></span>djęciem <span class="_ _8"></span>przedmiot<span class="_ _8"></span>owej <span class="_ _8"></span>uchwały </div><div class="t m0 x2 h8 yaeb ff2 fs3 fc0 sc0 ls0 ws0">oraz info<span class="_ _0"></span>rmacją o <span class="_ _3"></span>term<span class="_ _8"></span>inie, do <span class="_ _3"></span>którego należy przesłać <span class="_ _0"></span>podpisany przez <span class="_ _3"></span>cz<span class="_ _8"></span>łonka <span class="_ _0"></span>Rady egzem<span class="_ _8"></span>plarz uchwały, <span class="_ _3"></span>b<span class="_ _8"></span>) </div><div class="t m0 x2 h8 yaec ff2 fs3 fc0 sc0 ls0 ws0">członek R<span class="_ _8"></span>ady jest<span class="_ _8"></span> obowiązany <span class="_ _8"></span>do <span class="_ _8"></span>niezwłocznego<span class="_ _8"></span> wyp<span class="_ _8"></span>ełnienia i <span class="_ _8"></span>podpisania<span class="_ _8"></span> egze<span class="_ _8"></span>mplarza uch<span class="_ _8"></span>wały i<span class="_ _8"></span> przesł<span class="_ _8"></span>ania </div><div class="t m0 x2 h8 yafe ff2 fs3 fc0 sc0 ls0 ws0">na adres <span class="_ _0"></span>wskazany przez Przewodnicząc<span class="_ _8"></span>ego albo <span class="_ _3"></span>c<span class="_ _8"></span>złonka Rady upoważnionego przez Przewodniczącego; w </div><div class="t m0 x2 h8 yaff ff2 fs3 fc0 sc0 ls0 ws0">przypadku <span class="_ _c"></span>przesł<span class="_ _8"></span>ania <span class="_ _c"></span>kopii<span class="_ _8"></span> <span class="_ _c"></span>podpi<span class="_ _8"></span>sanej <span class="_ _c"></span>uchw<span class="_ _8"></span>ały <span class="_ _c"></span>za <span class="_ _c"></span>p<span class="_ _8"></span>ośrednictwem <span class="_ _c"></span>faks<span class="_ _8"></span>u <span class="_ _c"></span>albo <span class="_ _c"></span>poc<span class="_ _8"></span>zty <span class="_ _c"></span>elektronicz<span class="_ _8"></span>nej, <span class="_ _c"></span>członek </div><div class="t m0 x2 h8 yb00 ff2 fs3 fc0 sc0 ls0 ws0">Rady <span class="_ _3"></span>jest <span class="_ _0"></span>obowiązany <span class="_ _3"></span>rów<span class="_ _8"></span>nież <span class="_ _3"></span>do <span class="_ _3"></span>n<span class="_ _8"></span>iezwłocznego <span class="_ _3"></span>prz<span class="_ _8"></span>esłania <span class="_ _3"></span>ory<span class="_ _8"></span>ginału <span class="_ _3"></span>pod<span class="_ _8"></span>pisanej <span class="_ _3"></span>uc<span class="_ _8"></span>hwały, <span class="_ _3"></span>c) <span class="_ _3"></span>za <span class="_ _0"></span>datę <span class="_ _3"></span>podjęc<span class="_ _8"></span>ia </div><div class="t m0 x2 h8 yb01 ff2 fs3 fc0 sc0 ls0 ws0">uchwały <span class="_ _c"></span>uważa <span class="_ _8"></span>si<span class="_ _8"></span>ę <span class="_ _8"></span>d<span class="_ _8"></span>atę <span class="_ _8"></span>ws<span class="_ _8"></span>kazaną <span class="_ _8"></span>n<span class="_ _8"></span>a <span class="_ _8"></span>egze<span class="_ _8"></span>mplarzu <span class="_ _c"></span>uchwały, <span class="_ _c"></span>który <span class="_ _c"></span>jako <span class="_ _c"></span>ostatni <span class="_ _c"></span>w<span class="_ _c"></span>płynął <span class="_ _8"></span>w <span class="_ _c"></span>termini<span class="_ _8"></span>e, <span class="_ _8"></span>o <span class="_ _c"></span>którym </div><div class="t m0 x2 h8 y6e8 ff2 fs3 fc0 sc0 ls0 ws0">mowa <span class="_ _6"></span>w <span class="_ _6"></span>lit. <span class="_ _6"> </span>a. <span class="_ _6"> </span>W <span class="_ _6"> </span>pos<span class="_ _8"></span>iedzeniu <span class="_ _6"> </span>Rady <span class="_ _6"> </span>N<span class="_ _8"></span>adzorczej <span class="_ _6"> </span>moż<span class="_ _8"></span>na <span class="_ _6"></span>uczestniczyć<span class="_ _8"></span> <span class="_ _6"></span>również <span class="_ _6"></span>przy <span class="_ _6"> </span>wykorzys<span class="_ _8"></span>taniu <span class="_ _f"></span>ś<span class="_ _8"></span>rodków </div><div class="t m0 x2 h8 yb02 ff2 fs3 fc0 sc0 ls0 ws0">bezpośredniego <span class="_ _13"> </span>porozu<span class="_ _8"></span>miewania <span class="_ _13"> </span>się <span class="_ _13"> </span>na <span class="_ _13"> </span>odleg<span class="_ _8"></span>łość. <span class="_ _13"> </span>Rada <span class="_ _13"> </span>Nadzorcz<span class="_ _8"></span>a <span class="_ _2b"> </span>może<span class="_ _8"></span> <span class="_ _13"> </span>podejmować <span class="_ _12"> </span>uchwały <span class="_ _13"> </span>przy </div><div class="t m0 x2 h8 yb03 ff2 fs3 fc0 sc0 ls0 ws0">wykorzys<span class="_ _8"></span>taniu środków bezpośredniego porozu<span class="_ _8"></span>miewania się na odległość. Uc<span class="_ _8"></span>hwała jest ważna, gdy wszyscy </div><div class="t m0 x2 h8 yb04 ff2 fs3 fc0 sc0 ls0 ws0">członkowie <span class="_ _6"> </span>R<span class="_ _8"></span>ady <span class="_ _6"> </span>zost<span class="_ _8"></span>ali <span class="_ _6"> </span>p<span class="_ _8"></span>owiadomieni <span class="_ _7"> </span>o <span class="_ _6"> </span>treści<span class="_ _8"></span> <span class="_ _6"> </span>projek<span class="_ _8"></span>tu <span class="_ _6"> </span>uchwały <span class="_ _7"> </span>oraz <span class="_ _6"> </span>co<span class="_ _8"></span> <span class="_ _6"> </span>najmniej <span class="_ _7"> </span>połowa <span class="_ _7"> </span>członków <span class="_ _7"> </span>Rady </div><div class="t m0 x2 h8 yb05 ff2 fs3 fc0 sc0 ls0 ws0">wzięła udz<span class="_ _8"></span>iał <span class="_ _8"></span>w <span class="_ _8"></span>podejmowaniu <span class="_ _8"></span>uchwa<span class="_ _8"></span>ły. W <span class="_ _8"></span>prz<span class="_ _8"></span>ypadku <span class="_ _8"></span>podejmowa<span class="_ _8"></span>nia prz<span class="_ _8"></span>ez <span class="_ _8"></span>Radę <span class="_ _8"></span>uchwał <span class="_ _8"></span>przy <span class="_ _8"></span>wyko<span class="_ _c"></span><span class="ff1">rz<span class="_ _8"></span>ystaniu </span></div><div class="t m0 x2 h8 yb06 ff2 fs3 fc0 sc0 ls0 ws0">środków <span class="_ _2a"> </span>bezpośrednie<span class="_ _8"></span>go <span class="_ _2a"> </span>porozumiewania <span class="_ _2a"> </span>s<span class="_ _8"></span>ię <span class="_ _7"> </span>na<span class="_ _8"></span> <span class="_ _7"> </span>od<span class="_ _8"></span>ległość, <span class="_ _7"> </span>ś<span class="_ _8"></span>rodki <span class="_ _2a"> </span>takie <span class="_ _2a"> </span>pow<span class="_ _8"></span>inny <span class="_ _7"> </span>z<span class="_ _8"></span>apewniać <span class="_ _2a"> </span>co <span class="_ _2a"> </span>najmn<span class="_ _8"></span>iej </div><div class="t m0 x2 h8 ycf4 ff2 fs3 fc0 sc0 ls0 ws0">możliwość <span class="_ _14"> </span>równocz<span class="_ _8"></span>esnego <span class="_ _14"> </span>komunikowan<span class="_ _8"></span>ia <span class="_ _14"> </span>się <span class="_ _14"> </span>przez<span class="_ _8"></span> <span class="_ _14"> </span>wszystkich <span class="_ _14"> </span>cz<span class="_ _8"></span>łonków <span class="_ _14"> </span>Rady <span class="_ _14"> </span>biorących <span class="_ _14"> </span>udz<span class="_ _8"></span>iał <span class="_ _14"> </span>w </div><div class="t m0 x2 h8 yd4e ff2 fs3 fc0 sc0 ls0 ws0">podejmowaniu  uc<span class="_ _8"></span>hwał  w  prz<span class="_ _8"></span>edmiotowym  tr<span class="_ _8"></span>ybie.  Rada  Nadzor<span class="_ _8"></span>cz<span class="_ _8"></span>a  może  p<span class="_ _8"></span>odejmować  uchwa<span class="_ _8"></span>ły  w  try<span class="_ _8"></span>bie </div><div class="t m0 x2 h8 yd4f ff2 fs3 fc0 sc0 ls0 ws0">pisemnym <span class="_ _11"> </span>lu<span class="_ _8"></span>b  przy <span class="_ _11"> </span>wy<span class="_ _8"></span>korzy<span class="_ _8"></span>staniu  środków <span class="_ _2b"> </span>bezpośredn<span class="_ _8"></span>iego  poroz<span class="_ _8"></span>umiewania <span class="_ _2b"> </span>się  na <span class="_ _2b"> </span>odległość <span class="_ _11"> </span>tak<span class="_ _8"></span>że  w </div><div class="t m0 x2 h8 yd50 ff2 fs3 fc0 sc0 ls0 ws0">sprawach, dla których Statu<span class="_ _8"></span>t przewiduje głosowan<span class="_ _8"></span>ie tajne, o ile żaden z członków Rady Nadzorc<span class="_ _8"></span>zej nie zgłosi </div><div class="t m0 x2 h8 yd51 ff1 fs3 fc0 sc0 ls0 ws0">sprzeciwu.  </div><div class="t m0 x2 h8 yd52 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 yd53 ff1 fs3 fc0 sc0 ls23 ws0">Gru<span class="ff2 ls0">pa <span class="_ _6"> </span>akcjonar<span class="_ _8"></span>iuszy <span class="_ _7"> </span>lub <span class="_ _6"> </span>R<span class="_ _8"></span>ada <span class="_ _7"> </span>Nadzorcza <span class="_ _7"> </span>może <span class="_ _7"> </span>delegować <span class="_ _7"> </span>poszczególnyc<span class="_ _8"></span>h <span class="_ _6"> </span>c<span class="_ _8"></span>złonków <span class="_ _7"> </span>do <span class="_ _7"> </span>indywidualnego </span></div><div class="t m0 x2 h8 yd54 ff2 fs3 fc0 sc0 ls0 ws0">wykonywania <span class="_ _c"></span>czynności <span class="_ _c"></span>na<span class="_ _8"></span>dzorczych. <span class="_ _c"></span>Członkowie <span class="_ _c"></span>Rady <span class="_ _c"></span>Nadzorczej<span class="_ _8"></span>, <span class="_ _8"></span>delegowa<span class="_ _8"></span>ni <span class="_ _8"></span>do <span class="_ _c"></span>stałego <span class="_ _f"></span>indywidualnego </div><div class="t m0 x2 h8 yd55 ff2 fs3 fc0 sc0 ls0 ws0">wykonywania <span class="_ _2a"> </span>nadzoru, <span class="_ _2a"> </span>otrz<span class="_ _8"></span>ymują <span class="_ _2a"> </span>osobne <span class="_ _2a"> </span>wynagrodz<span class="_ _8"></span>enie, <span class="_ _7"> </span>k<span class="_ _8"></span>tórego <span class="_ _7"> </span>wy<span class="_ _c"></span>sokość <span class="_ _2a"> </span>ustala <span class="_ _2a"> </span>walne <span class="_ _2a"> </span>zgrom<span class="_ _8"></span>adzenie. </div><div class="t m0 x2 h8 yd56 ff2 fs3 fc0 sc0 ls0 ws0">Członek <span class="_ _13"> </span>R<span class="_ _8"></span>ady <span class="_ _13"> </span>Nadzorc<span class="_ _8"></span>zej <span class="_ _12"> </span>oddelegowany <span class="_ _12"> </span>do <span class="_ _12"> </span>stałeg<span class="_ _8"></span>o <span class="_ _13"> </span>pełnien<span class="_ _8"></span>ia <span class="_ _13"> </span>nadzoru <span class="_ _12"> </span>powi<span class="_ _8"></span>nien <span class="_ _13"> </span>sk<span class="_ _8"></span>ładać <span class="_ _13"> </span>Radz<span class="_ _8"></span>ie, <span class="_ _13"> </span>po<span class="_ _8"></span> </div><div class="t m0 x2 h8 yd57 ff2 fs3 fc0 sc0 ls0 ws0">zakończeniu <span class="_ _1e"> </span>każdego <span class="_ _1e"> </span>roku <span class="_ _1e"> </span>obrotowego<span class="_ _8"></span> <span class="_ _12"> </span>jak <span class="_ _1e"> </span>rów<span class="_ _8"></span>nież <span class="_ _12"> </span>po <span class="_ _1e"> </span>zakończ<span class="_ _8"></span>eniu <span class="_ _12"> </span>p<span class="_ _8"></span>ełnienia <span class="_ _1e"> </span>nadzoru, <span class="_ _1e"> </span>szc<span class="_ _8"></span>zegółowe </div><div class="t m0 x2 h8 yd58 ff2 fs3 fc0 sc0 ls0 ws0">sprawozdanie z pełni<span class="_ _8"></span>onej funkcji.<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 yd59 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 yd5a ff2 fs3 fc0 sc0 ls0 ws0">Członkowie R<span class="_ _8"></span>ady Nadzorczej<span class="_ _8"></span> powinni <span class="_ _8"></span>być w <span class="_ _8"></span>stanie poświęcić n<span class="_ _8"></span>iezbędną iloś<span class="_ _8"></span>ć czasu na <span class="_ _8"></span>wykonywanie s<span class="_ _8"></span>woich </div><div class="t m0 x2 h8 y4c ff2 fs3 fc0 sc0 ls0 ws0">obowiązków. <span class="_ _c"></span>Członkowie <span class="_ _8"></span>R<span class="_ _8"></span>ady <span class="_ _8"></span>Nadzorc<span class="_ _8"></span>zej <span class="_ _8"></span>powinni <span class="_ _8"></span>p<span class="_ _8"></span>odejmować<span class="_ _8"></span> <span class="_ _8"></span>odpowiednie <span class="_ _c"></span>działania, <span class="_ _8"></span>a<span class="_ _8"></span>by <span class="_ _8"></span>otrzymywać<span class="_ _8"></span> <span class="_ _8"></span>od </div><div class="t m0 x2 h8 yd5b ff2 fs3 fc0 sc0 ls0 ws0">Zarządu <span class="_ _3"></span>regularne <span class="_ _3"></span>i<span class="_ _8"></span> <span class="_ _3"></span>wyczerpujące <span class="_ _3"></span>infor<span class="_ _8"></span>macje <span class="_ _3"></span>o <span class="_ _3"></span>wszys<span class="_ _8"></span>tkic<span class="_ _8"></span>h <span class="_ _3"></span>istotnych <span class="_ _3"></span>sprawach <span class="_ _0"></span>dotyczących <span class="_ _3"></span>działalności<span class="_ _8"></span> <span class="_ _3"></span>Spółki </div><div class="t m0 x2 h8 yd5c ff2 fs3 fc0 sc0 ls0 ws0">a także grupy kapitałowej oraz o <span class="_ _3"></span>r<span class="_ _8"></span>yzyku związanym z prowadzoną działalnością i sposobach zarządzania tym </div><div class="t m0 x2 h8 y13d ff2 fs3 fc0 sc0 ls0 ws0">ryzykiem. <span class="_ _c"></span>In<span class="_ _8"></span>formacja <span class="_ _c"></span>o <span class="_ _f"></span>osobistych, <span class="_ _f"></span>faktycznych <span class="_ _f"></span>i <span class="_ _c"></span>organizacyjnyc<span class="_ _8"></span>h <span class="_ _c"></span>powiązaniach <span class="_ _f"></span>członka <span class="_ _f"></span>Rady <span class="_ _c"></span>Nadzor<span class="_ _c"></span><span class="ff1">cz<span class="_ _8"></span>ej <span class="_ _c"></span>z </span></div><div class="t m0 x2 h8 yd5d ff2 fs3 fc0 sc0 ls0 ws0">określonym <span class="_ _1a"> </span>akcjonariuszem, <span class="_ _1a"> </span>a <span class="_ _14"> </span>zw<span class="_ _8"></span>łaszcza <span class="_ _14"> </span>z <span class="_ _1a"> </span>akcjonariuszem<span class="_ _8"></span> <span class="_ _14"> </span>więks<span class="_ _8"></span>zościowym <span class="_ _14"> </span>po<span class="_ _8"></span>winna <span class="_ _14"> </span>być<span class="_ _8"></span> <span class="_ _14"> </span>dostępn<span class="_ _8"></span>a </div><div class="t m0 x2 h8 yd5e ff2 fs3 fc0 sc0 ls0 ws0">publicznie. <span class="_ _21"> </span>Spó<span class="_ _8"></span>łka <span class="_ _2a"> </span>po<span class="_ _8"></span>winna <span class="_ _21"> </span>uzy<span class="_ _8"></span>skiwać <span class="_ _21"> </span>takie <span class="_ _28"> </span>informacje <span class="_ _28"> </span>od <span class="_ _21"> </span>członków <span class="_ _21"> </span>R<span class="_ _8"></span>ady <span class="_ _21"> </span>Nadzorcz<span class="_ _8"></span>ej <span class="_ _21"> </span>i <span class="_ _21"> </span>je <span class="_ _21"> </span>upubliczni<span class="_ _8"></span>ać. </div><div class="t m0 x2 h8 yc89 ff2 fs3 fc0 sc0 ls0 ws0">Członek <span class="_ _f"></span>Rady <span class="_ _c"></span>Nadz<span class="_ _8"></span>orczej <span class="_ _f"></span>powinien <span class="_ _f"></span>umożliwić <span class="_ _f"></span>Zarządowi <span class="_ _c"></span>prz<span class="_ _c"></span>ekazanie, <span class="_ _f"></span>w <span class="_ _f"></span>sposób <span class="_ _f"></span>publiczny <span class="_ _f"></span>i <span class="_ _c"></span>we <span class="_ _f"></span>właściwym </div><div class="t m0 x2 h8 yc8a ff2 fs3 fc0 sc0 ls0 ws0">trybie, <span class="_ _6"> </span>informacji <span class="_ _6"> </span>o <span class="_ _6"> </span>zbyciu<span class="_ _8"></span> <span class="_ _6"></span>lub <span class="_ _6"></span>nabyciu <span class="_ _6"> </span>akcj<span class="_ _8"></span>i <span class="_ _6"></span>Spółki <span class="_ _6"></span>lub <span class="_ _6"></span>też <span class="_ _6"></span>Spółki <span class="_ _6"> </span>wobec <span class="_ _6"> </span>niej <span class="_ _6"> </span>do<span class="_ _8"></span>minującej <span class="_ _6"> </span>lub <span class="_ _6"> </span>zależnej<span class="_ _8"></span>, <span class="_ _6"></span>jak </div><div class="t m0 x2 h8 yc8b ff2 fs3 fc0 sc0 ls0 ws0">również <span class="_ _6"></span>o <span class="_ _f"></span>transakc<span class="_ _8"></span>jach <span class="_ _6"></span>z <span class="_ _f"></span>takimi <span class="_ _6"></span>spółkami, <span class="_ _6"></span>o <span class="_ _6"></span>ile <span class="_ _f"></span>są <span class="_ _6"></span>one <span class="_ _6"></span>istotne <span class="_ _6"></span>dla <span class="_ _f"></span>jeg<span class="_ _8"></span>o <span class="_ _f"></span>sy<span class="_ _8"></span>tuacji <span class="_ _6"></span>materialnej. <span class="_ _f"></span>Cz<span class="_ _8"></span>łonek <span class="_ _6"></span>R<span class="_ _8"></span><span class="ff1">a<span class="_ _8"></span>dy </span></div><div class="t m0 x2 h8 yba2 ff2 fs3 fc0 sc0 ls0 ws0">Nadzorczej <span class="_ _8"></span>powinien<span class="_ _8"></span> prz<span class="_ _8"></span>ede <span class="_ _8"></span>wszys<span class="_ _8"></span>tkim <span class="_ _8"></span>mieć <span class="_ _8"></span>na <span class="_ _8"></span>względz<span class="_ _8"></span>ie in<span class="_ _8"></span>teres <span class="_ _8"></span>Spółki <span class="_ _8"></span>a <span class="_ _8"></span>także<span class="_ _8"></span> <span class="_ _8"></span>grupy <span class="_ _8"></span>kapitałowej<span class="_ _8"></span>. Cz<span class="_ _8"></span>łonek </div><div class="t m0 x2 h8 ybcd ff2 fs3 fc0 sc0 ls0 ws0">Rady Nadz<span class="_ _8"></span>orczej <span class="_ _8"></span>powinien <span class="_ _8"></span>unikać <span class="_ _8"></span>podejm<span class="_ _8"></span>owania <span class="_ _8"></span>aktywności <span class="_ _8"></span>zawodowej <span class="_ _8"></span>lub <span class="_ _8"></span>pozazawod<span class="_ _8"></span>owej, k<span class="_ _8"></span>tóra m<span class="_ _8"></span>ogłaby </div><div class="t m0 x2 h8 yd5f ff2 fs3 fc0 sc0 ls0 ws0">prowadzić <span class="_ _6"></span>do <span class="_ _6"></span>powstania <span class="_ _6"></span>konfliktu <span class="_ _6"> </span>interesów <span class="_ _6"> </span>lub <span class="_ _6"></span>w<span class="_ _8"></span>płynąć <span class="_ _6"></span>na <span class="_ _6"></span>jego <span class="_ _6"></span>reputację <span class="_ _6"></span>jako <span class="_ _6"></span>członka <span class="_ _6"></span>Rady <span class="_ _6"></span>Nadzorczej. </div><div class="t m0 x2 h8 yd60 ff2 fs3 fc0 sc0 ls0 ws0">Członek  Rady <span class="_ _2b"> </span>Nadzorczej  inform<span class="_ _8"></span>uje  pozostałyc<span class="_ _8"></span>h  członków  Rady <span class="_ _11"> </span>o <span class="_ _2b"> </span>zaistniałym  konfl<span class="_ _8"></span>ikcie  interesów <span class="_ _2b"> </span>lub </div><div class="t m0 x2 h8 yd61 ff2 fs3 fc0 sc0 ls0 ws0">możliwości <span class="_ _0"></span>jego <span class="_ _0"></span>powstania oraz <span class="_ _3"></span>nie bi<span class="_ _0"></span>erze ud<span class="_ _0"></span>ziału <span class="_ _3"></span>w rozpatrywaniu <span class="_ _0"></span>sprawy, <span class="_ _0"></span>w <span class="_ _3"></span>któr<span class="_ _8"></span>ej <span class="_ _0"></span>w <span class="_ _3"></span>s<span class="_ _8"></span>tosunku <span class="_ _3"></span>do jego <span class="ff1">osoby </span></div><div class="t m0 x2 h8 yd62 ff2 fs3 fc0 sc0 ls0 ws0">może <span class="_ _f"></span>wystąpić <span class="_ _6"></span>konflikt <span class="_ _f"></span>interes<span class="_ _8"></span>ów. <span class="_ _f"></span>W <span class="_ _f"></span>przy<span class="_ _8"></span>padku <span class="_ _f"></span>uznania <span class="_ _f"></span>przez<span class="_ _8"></span> <span class="_ _f"></span>członka <span class="_ _f"></span>Ra<span class="_ _8"></span>dy <span class="_ _f"></span>Nadzorc<span class="_ _8"></span>zej, <span class="_ _f"></span>że <span class="_ _6"></span>decyzja <span class="_ _f"></span>Rady </div><div class="t m0 x2 h8 y270 ff2 fs3 fc0 sc0 ls0 ws0">Nadzorczej <span class="_ _d"> </span>stoi <span class="_ _d"> </span>w <span class="_ _d"> </span>sprzec<span class="_ _8"></span>zności <span class="_ _d"> </span>z <span class="_ _d"> </span>interesem <span class="_ _d"> </span>Spółki, <span class="_ _d"> </span>członek <span class="_ _d"> </span>Ra<span class="_ _8"></span>dy <span class="_ _d"> </span>Nadzorcz<span class="_ _8"></span>ej <span class="_ _d"> </span>powinien <span class="_ _d"> </span>zażądać </div><div class="t m0 x2 h8 yd63 ff1 fs3 fc0 sc0 ls0 ws0">zamieszczenia <span class="_ _3"></span>w<span class="_ _8"></span> <span class="_ _3"></span>protok<span class="_ _8"></span>ole <span class="_ _3"></span>posiedz<span class="_ _8"></span>enia <span class="_ _3"></span>Rady Nadzorczej <span class="_ _3"></span>j<span class="_ _8"></span>eg<span class="ff2">o <span class="_ _0"></span>zdania od<span class="_ _0"></span>rębnego <span class="_ _0"></span>w <span class="_ _3"></span>tej <span class="_ _3"></span>spra<span class="_ _8"></span>wie. <span class="_ _3"></span>Cz<span class="_ _8"></span>łonek <span class="_ _3"></span>Ra<span class="_ _8"></span>dy </span></div><div class="t m0 x2 h8 y861 ff2 fs3 fc0 sc0 ls0 ws0">Nadzorczej <span class="_ _8"></span>nie powinien <span class="_ _8"></span>rezygnować <span class="_ _8"></span>z pełnienia t<span class="_ _8"></span>ej funkc<span class="_ _8"></span>ji w trak<span class="_ _8"></span>cie kadencji, jeż<span class="_ _8"></span>eli mogłoby <span class="_ _8"></span>to uniemożliwić </div><div class="t m0 x2 h8 yd64 ff2 fs3 fc0 sc0 ls0 ws0">działanie Rady, a w sz<span class="_ _8"></span>czególności<span class="_ _8"></span><span class="ff1">, </span>jeśli mogłoby to <span class="_ _8"></span>uniemożliwić terminow<span class="_ _8"></span>e podjęcie istotnej uchw<span class="_ _8"></span>ał<span class="_ _8"></span><span class="ff1 ls12">y.<span class="ls0"> </span></span></div><div class="t m0 x2 h8 yd65 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf89" class="pf w0 h0" ><div class="pc pc89 w0 h0"><img class="bi x4 y2a w3 hcd" alt="" src="data:image/png;base64,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"/><div class="c x0 y1 w2 h0"><div class="t m0 x105 h6 y991 ff4 fs2 fc2 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI GRUPY KAPITAŁOWEJ <span class="ff3">MIRBUD ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc3"> </span></span></div><div class="t m0 x6 h4 y992 ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y2d wda ha"><div class="t m0 x199 h8 y85 ff2 fs3 fc2 sc0 ls0 ws0">Grupa Kapitałowa MIR<span class="_ _8"></span>BUD<span class="ff1"> <span class="ls6">| <span class="_ _8"></span></span>Rada Nadzorcz<span class="_ _8"></span>a MIRBUD S.A.<span class="_ _8"></span> </span></div></div><div class="c x9 y2d wdb ha"><div class="t m0 xa h4 y86 ff3 fs1 fc4 sc0 ls0 ws0">137 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h4 y31 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y993 ff2 fs3 fc0 sc0 ls0 ws0">Poza <span class="_ _f"></span>czynnościam<span class="_ _8"></span>i <span class="_ _f"></span>wynikając<span class="_ _8"></span>ymi <span class="_ _f"></span>z <span class="_ _f"></span>przepisów <span class="_ _f"></span>prawa <span class="_ _6"></span>raz <span class="_ _f"></span>w <span class="_ _f"></span>roku <span class="_ _f"></span>Rada <span class="_ _f"></span>Nadzorc<span class="_ _8"></span>za <span class="_ _f"></span>sporządza <span class="_ _f"></span>i <span class="_ _6"></span>przedstawia </div><div class="t m0 x2 h8 y994 ff2 fs3 fc0 sc0 ls0 ws0">Zwyczajnemu  W<span class="_ _0"></span>alnemu <span class="_ _21"> </span>Z<span class="_ _8"></span>gromadzeniu  do <span class="_ _2a"> </span>z<span class="_ _8"></span>atwierdzenia  roczne <span class="_ _21"> </span>sprawozdanie.  Sprawozdanie, <span class="_ _21"> </span>o <span class="_ _21"> </span>k<span class="_ _8"></span>tórym </div><div class="t m0 x2 h8 y995 ff2 fs3 fc0 sc0 ls0 ws0">mowa <span class="_ _3"></span>powyżej, <span class="_ _3"></span>zawi<span class="_ _8"></span>era <span class="_ _3"></span>co <span class="_ _3"></span>najmn<span class="_ _8"></span>iej: <span class="_ _3"></span>a) <span class="_ _3"></span>informacj<span class="_ _8"></span>e <span class="_ _3"></span>na <span class="_ _3"></span>temat <span class="_ _3"></span>s<span class="_ _8"></span>kładu <span class="_ _3"></span>Rady <span class="_ _0"></span>i <span class="_ _2"></span>j<span class="_ _8"></span>ej <span class="_ _3"></span>komitetów<span class="_ _8"></span> <span class="_ _3"></span>ze <span class="_ _3"></span>wskazaniem, <span class="_ _3"></span>którz<span class="_ _8"></span>y </div><div class="t m0 x2 h8 y996 ff2 fs3 fc0 sc0 ls0 ws0">z  członków <span class="_ _21"> </span>Rady<span class="_ _8"></span> <span class="_ _28"> </span>spełniaj<span class="_ _8"></span>ą <span class="_ _28"> </span>kryteria  niezależności  określone  w <span class="_ _21"> </span>ustawie  o  biegłych <span class="_ _21"> </span>rew<span class="_ _8"></span>identach,  firmach </div><div class="t m0 x2 h8 yae8 ff2 fs3 fc0 sc0 ls0 ws0">audytorskich <span class="_ _28"> </span>oraz <span class="_ _21"> </span>na<span class="_ _8"></span>dzorze <span class="_ _28"> </span>publicznym <span class="_ _28"> </span>a <span class="_ _21"> </span>także  którzy <span class="_ _28"> </span>spośród <span class="_ _21"> </span>nich  ni<span class="_ _0"></span>e <span class="_ _21"> </span>maj<span class="_ _8"></span>ą <span class="_ _28"> </span>rzeczywistych  i<span class="_ _0"></span> <span class="_ _21"> </span>istotnych </div><div class="t m0 x2 h8 yae9 ff2 fs3 fc0 sc0 ls0 ws0">powiązań <span class="_ _7"> </span>z <span class="_ _7"> </span>akcj<span class="_ _8"></span>onariuszami <span class="_ _7"> </span>posiadający<span class="_ _8"></span>mi <span class="_ _7"> </span>co <span class="_ _7"> </span>najmniej <span class="_ _7"> </span>5 <span class="_ _7"> </span>% <span class="_ _2a"> </span>ogólnej <span class="_ _7"> </span>liczby <span class="_ _7"> </span>głos<span class="_ _8"></span>ów <span class="_ _7"> </span>w <span class="_ _7"> </span>spółce, <span class="_ _7"> </span>jak <span class="_ _7"> </span>równie<span class="_ _8"></span>ż </div><div class="t m0 x2 h8 yaea ff2 fs3 fc0 sc0 ls0 ws0">informacje <span class="_ _f"></span>na <span class="_ _f"></span>temat <span class="_ _f"></span>sk<span class="_ _8"></span>ładu <span class="_ _f"></span>rady <span class="_ _f"></span>nadzorc<span class="_ _8"></span>zej <span class="_ _f"></span>w <span class="_ _f"></span>kontekśc<span class="_ _8"></span>ie <span class="_ _f"></span>jej <span class="_ _f"></span>różnorodności; <span class="_ _f"></span>b) <span class="_ _f"></span>podsum<span class="_ _8"></span>owanie <span class="_ _f"></span>działalnoś<span class="_ _8"></span>ci </div><div class="t m0 x2 h8 yaeb ff2 fs3 fc0 sc0 ls0 ws0">Rady i jej kom<span class="_ _8"></span>itetów; c) oce<span class="_ _8"></span>nę sytuacji Spółk<span class="_ _8"></span>i w ujęciu <span class="_ _c"></span>skonsolidowanym, z<span class="_ _8"></span> uwzględn<span class="_ _8"></span>ieniem oceny sy<span class="_ _8"></span>stemów </div><div class="t m0 x2 h8 yaec ff2 fs3 fc0 sc0 ls0 ws0">kontroli <span class="_ _3"></span>w<span class="_ _8"></span>ewnętrznej, zarządzania ryzykiem, <span class="_ _3"></span>c<span class="_ _8"></span>ompliance oraz <span class="_ _3"></span>fu<span class="_ _8"></span>nkcji <span class="_ _0"></span>audytu wewnętrznego,<span class="_ _8"></span><span class="ff1"> <span class="_ _3"></span><span class="ff2">wr<span class="_ _8"></span>az z <span class="_ _3"></span>informacją </span></span></div><div class="t m0 x2 h8 yafe ff2 fs3 fc0 sc0 ls0 ws0">na <span class="_ _21"> </span>temat  działań, <span class="_ _21"> </span>jakie  Rada <span class="_ _21"> </span>Nadzorcz<span class="_ _8"></span>a <span class="_ _21"> </span>podejmow<span class="_ _8"></span>ała <span class="_ _21"> </span>w <span class="_ _28"> </span>celu <span class="_ _28"> </span>dokonania  tej <span class="_ _21"> </span>oceny,  ocena <span class="_ _21"> </span>ta <span class="_ _21"> </span>o<span class="_ _8"></span>bejmuje </div><div class="t m0 x2 h8 yaff ff1 fs3 fc0 sc0 ls0 ws0">wsz<span class="ff2">ystk<span class="_ _8"></span>ie <span class="_ _7"> </span>mechanizmy <span class="_ _7"> </span>ko<span class="_ _8"></span>ntrolne, <span class="_ _7"> </span>w <span class="_ _2a"> </span>tym <span class="_ _7"> </span>zw<span class="_ _8"></span>łaszcza <span class="_ _7"> </span>dotyc<span class="_ _8"></span>zące <span class="_ _7"> </span>raport<span class="_ _8"></span>owania <span class="_ _7"> </span>i <span class="_ _2a"> </span>działalności <span class="_ _7"> </span>o<span class="_ _8"></span>peracyjnej; <span class="_ _7"> </span>d<span class="_ _8"></span>) </span></div><div class="t m0 x2 h8 yb00 ff2 fs3 fc0 sc0 ls0 ws0">ocenę <span class="_ _14"> </span>stosowani<span class="_ _8"></span>a <span class="_ _14"> </span>przez <span class="_ _1a"> </span>Spółkę <span class="_ _14"> </span>zasad <span class="_ _1a"> </span>ładu <span class="_ _14"> </span>korporacyj<span class="_ _8"></span>nego <span class="_ _14"> </span>oraz <span class="_ _14"> </span>sposob<span class="_ _8"></span>u <span class="_ _14"> </span>wypełniani<span class="_ _8"></span>a <span class="_ _14"> </span>obowiązków </div><div class="t m0 x2 h8 yb01 ff2 fs3 fc0 sc0 ls0 ws0">informacyjnyc<span class="_ _8"></span>h <span class="_ _7"> </span>dotycz<span class="_ _8"></span>ących <span class="_ _7"> </span>ich<span class="_ _8"></span> <span class="_ _7"> </span>stos<span class="_ _8"></span>owania <span class="_ _2a"> </span>określony<span class="_ _8"></span>ch <span class="_ _7"> </span>w <span class="_ _2a"> </span>Reg<span class="_ _8"></span>ulamin<span class="_ _8"></span>ie <span class="_ _2a"> </span>Gieł<span class="_ _8"></span>dy <span class="_ _7"> </span>i <span class="_ _2a"> </span>prz<span class="_ _8"></span>episach <span class="_ _2a"> </span>dotyczącyc<span class="_ _8"></span>h </div><div class="t m0 x2 h8 y6e8 ff2 fs3 fc0 sc0 ls0 ws0">informacji <span class="_ _13"> </span>bieżących <span class="_ _13"> </span>i <span class="_ _13"> </span>okresowych <span class="_ _13"> </span>przek<span class="_ _8"></span>azywanych <span class="_ _13"> </span>przez <span class="_ _13"> </span>emitentów <span class="_ _13"> </span>papierów <span class="_ _13"> </span>wartośc<span class="_ _8"></span>iowych, <span class="_ _2b"> </span>wr<span class="_ _8"></span>az <span class="_ _2b"> </span>z<span class="_ _8"></span> </div><div class="t m0 x2 h8 yb02 ff2 fs3 fc0 sc0 ls0 ws0">informacją <span class="_ _2a"> </span>na <span class="_ _2a"> </span>temat <span class="_ _2a"> </span>działa<span class="_ _8"></span>ń, <span class="_ _7"> </span>jak<span class="_ _8"></span>ie <span class="_ _7"> </span>Rad<span class="_ _8"></span>a <span class="_ _7"> </span>N<span class="_ _8"></span>adzorcza <span class="_ _2a"> </span>podejm<span class="_ _8"></span>owała <span class="_ _2a"> </span>w <span class="_ _2a"> </span>celu <span class="_ _2a"> </span>dokonan<span class="_ _8"></span>ia <span class="_ _7"> </span>tej<span class="_ _8"></span> <span class="_ _7"> </span>oceny; <span class="_ _21"> </span>e) <span class="_ _7"> </span>oc<span class="_ _8"></span>enę </div><div class="t m0 x2 h8 yb03 ff2 fs3 fc0 sc0 ls0 ws0">zasadności <span class="_ _6"></span>wydatków<span class="_ _8"></span> <span class="_ _6"></span>ponosz<span class="_ _8"></span>onych <span class="_ _6"> </span>przez<span class="_ _8"></span> <span class="_ _6"></span>Spółkę <span class="_ _6"></span>i <span class="_ _6"> </span>jej <span class="_ _6"> </span>grupę <span class="_ _6"> </span>w <span class="_ _7"> </span>danym <span class="_ _6"></span>roku <span class="_ _6"> </span>na <span class="_ _6"> </span>ws<span class="_ _8"></span>pieranie <span class="_ _6"></span>kultury, <span class="_ _6"> </span>sport<span class="_ _8"></span>u, </div><div class="t m0 x2 h8 yb04 ff2 fs3 fc0 sc0 ls0 ws0">instytucji <span class="_ _2a"> </span>charytatywnych, <span class="_ _2a"> </span>med<span class="_ _8"></span>iów, <span class="_ _7"> </span>organ<span class="_ _8"></span>izacji <span class="_ _2a"> </span>społecz<span class="_ _8"></span>nych, <span class="_ _7"> </span>z<span class="_ _8"></span>wiązków <span class="_ _7"> </span>z<span class="_ _8"></span>awodowych, <span class="_ _2a"> </span>itd.; <span class="_ _7"> </span>f) <span class="_ _2a"> </span>inform<span class="_ _8"></span>ację <span class="_ _2a"> </span>na </div><div class="t m0 x2 h8 yb05 ff2 fs3 fc0 sc0 ls0 ws0">temat <span class="_ _8"></span>s<span class="_ _8"></span>topnia <span class="_ _8"></span>r<span class="_ _8"></span>ealizacji <span class="_ _c"></span>polityki <span class="_ _c"></span>różnorodności <span class="_ _c"></span>w <span class="_ _c"></span>odn<span class="_ _8"></span>iesieniu <span class="_ _c"></span>do <span class="_ _8"></span>Z<span class="_ _8"></span>arządu <span class="_ _c"></span>i <span class="_ _c"></span>Ra<span class="_ _8"></span><span class="ff1">dy<span class="_ _8"></span> <span class="_ _c"></span>Nadzorczej, <span class="_ _c"></span>w <span class="_ _c"></span>tym <span class="_ _c"></span>realizacji </span></div><div class="t m0 x2 h8 yb06 ff2 fs3 fc0 sc0 ls0 ws0">celów <span class="_ _6"> </span>polityki <span class="_ _6"> </span>różnorod<span class="_ _8"></span>ności. <span class="_ _6"> </span>Rada <span class="_ _6"> </span>N<span class="_ _8"></span>adzorcza <span class="_ _6"> </span>raz <span class="_ _6"> </span>w <span class="_ _6"> </span>r<span class="_ _8"></span>oku <span class="_ _6"></span>dokonuje <span class="_ _6"> </span>i <span class="_ _6"> </span>prz<span class="_ _8"></span>edstawia <span class="_ _6"></span>zwyczaj<span class="_ _8"></span>nemu <span class="_ _6"> </span>Walnem<span class="_ _8"></span>u </div><div class="t m0 x2 h8 ycf4 ff2 fs3 fc0 sc0 ls0 ws0">Zgromadzeniu <span class="_ _7"> </span>ocenę <span class="_ _7"> </span>swojej <span class="_ _7"> </span>pracy. <span class="_ _6"> </span>Rada <span class="_ _7"> </span>Nadzorcza<span class="_ _8"></span> <span class="_ _6"> </span>opiniuje <span class="_ _7"> </span>projekty <span class="_ _7"> </span>uchwał <span class="_ _7"> </span>wnoszone <span class="_ _6"> </span>prz<span class="_ _8"></span>ez <span class="_ _7"> </span>Zarząd <span class="_ _6"> </span>d<span class="_ _8"></span>o </div><div class="t m0 x2 h8 yd4e ff2 fs3 fc0 sc0 ls0 ws0">porządku <span class="_ _2a"> </span>o<span class="_ _8"></span>brad <span class="_ _21"> </span>Walnego <span class="_ _21"> </span>Z<span class="_ _8"></span>gromadz<span class="_ _8"></span>enia. <span class="_ _21"> </span>W <span class="_ _2a"> </span>prz<span class="_ _8"></span>ypadku <span class="_ _21"> </span>gdy <span class="_ _2a"> </span>transak<span class="_ _8"></span>cja <span class="_ _21"> </span>Spółki <span class="_ _21"> </span>z <span class="_ _21"> </span>podmiotem <span class="_ _21"> </span>pow<span class="_ _8"></span>iązanym </div><div class="t m0 x2 h8 yd4f ff2 fs3 fc0 sc0 ls0 ws0">wymaga <span class="_ _f"></span>z<span class="_ _8"></span>gody <span class="_ _f"></span>Rady <span class="_ _6"> </span>Nadzorc<span class="_ _8"></span>zej, <span class="_ _f"></span>prz<span class="_ _8"></span>ed <span class="_ _f"></span>podjęciem <span class="_ _6"></span>uchwały <span class="_ _6"></span>w <span class="_ _f"></span>sprawie <span class="_ _6"></span>wyrażenia <span class="_ _f"></span>z<span class="_ _8"></span>gody <span class="_ _f"></span>Rad<span class="_ _8"></span>a <span class="_ _f"></span>ocenia, <span class="_ _6"></span>czy </div><div class="t m0 x2 h8 yd50 ff2 fs3 fc0 sc0 ls0 ws0">istnieje <span class="_ _21"> </span>k<span class="_ _8"></span>onieczność  up<span class="_ _0"></span>rzedniego <span class="_ _28"> </span>zasięgni<span class="_ _8"></span>ęcia <span class="_ _21"> </span>opi<span class="_ _8"></span>nii <span class="_ _28"> </span>pomiotu <span class="_ _21"> </span>z<span class="_ _8"></span>ewnętrznego,  który <span class="_ _21"> </span>prz<span class="_ _8"></span>eprowadz<span class="_ _c"></span>i <span class="_ _21"> </span>wy<span class="_ _8"></span>cenę </div><div class="t m0 x2 h8 yd51 ff2 fs3 fc0 sc0 ls0 ws0">transakcji  oraz  an<span class="_ _0"></span>alizę  jej <span class="_ _21"> </span>s<span class="_ _8"></span>kutków  ekonomicznych.  Jeżeli <span class="_ _28"> </span>zawarcie<span class="_ _8"></span> <span class="_ _28"> </span>transakcji  z  pomiotem <span class="_ _21"> </span>p<span class="_ _8"></span>owiązanym </div><div class="t m0 x2 h8 yd52 ff2 fs3 fc0 sc0 ls0 ws0">wymaga <span class="_ _f"></span>zgody <span class="_ _f"></span>W<span class="_ _8"></span>alnego <span class="_ _f"></span>Zgroma<span class="_ _8"></span>dzenia, <span class="_ _f"></span>Rada <span class="_ _f"></span>N<span class="_ _8"></span>adzorcza <span class="_ _f"></span>sporz<span class="_ _8"></span>ądza <span class="_ _f"></span>opinię <span class="_ _f"></span>na <span class="_ _f"></span>temat<span class="_ _8"></span> <span class="_ _f"></span>zasadności <span class="_ _f"></span>zaw<span class="_ _8"></span>arcia </div><div class="t m0 x2 h8 yd53 ff1 fs3 fc0 sc0 ls0 ws0">takiej  transakcji.  W <span class="_ _21"> </span>t<span class="_ _8"></span>aki  przypadku  Rada  ocenie <span class="_ _21"> </span>k<span class="_ _8"></span>on<span class="_ _8"></span><span class="ff2">ieczność  uprzedniego  zasięgnięcia  opinii  podmiotu </span></div><div class="t m0 x2 h8 yd54 ff2 fs3 fc0 sc0 ls0 ws0">zewnętrznego, <span class="_ _1e"> </span>który <span class="_ _1e"> </span>przeprowadz<span class="_ _8"></span>i <span class="_ _12"> </span>wy<span class="_ _8"></span>cenę <span class="_ _1e"> </span>transakcj<span class="_ _8"></span>i <span class="_ _12"> </span>oraz <span class="_ _1e"> </span>analizę <span class="_ _1e"> </span>jej <span class="_ _1e"> </span>skutków <span class="_ _1e"> </span>ekonomicz<span class="_ _8"></span>nych. <span class="_ _12"> </span>R<span class="_ _8"></span>ada </div><div class="t m0 x2 h8 yd55 ff2 fs3 fc0 sc0 ls0 ws0">Nadzorcza <span class="_ _f"></span>moż<span class="_ _8"></span>e <span class="_ _f"></span>p<span class="_ _8"></span>owołać <span class="_ _6"></span>stałe <span class="_ _f"></span>lub <span class="_ _f"></span>d<span class="_ _8"></span>oraźne <span class="_ _f"></span>z<span class="_ _8"></span>espoły <span class="_ _f"></span>s<span class="_ _8"></span>pecjalistyczne <span class="_ _f"></span>lub <span class="_ _6"> </span>doradcze, <span class="_ _6"></span>które <span class="_ _f"></span>na <span class="_ _6"></span>zlecenie <span class="_ _6"></span>Rady </div><div class="t m0 x2 h8 yd56 ff1 fs3 fc0 sc0 ls0 ws0">opracowy<span class="ff2">wać <span class="_ _c"></span>będą <span class="_ _f"></span>opinie, <span class="_ _c"></span>ekspertyz<span class="_ _8"></span>y <span class="_ _c"></span>lub <span class="_ _8"></span>pro<span class="_ _8"></span>gnozy <span class="_ _c"></span>ni<span class="_ _8"></span>ezbędne <span class="_ _c"></span>dla <span class="_ _c"></span>podjęc<span class="_ _8"></span>ia <span class="_ _c"></span>optymalnyc<span class="_ _8"></span>h <span class="_ _c"></span>z <span class="_ _c"></span>punktu <span class="_ _c"></span>widzeni<span class="_ _8"></span>a </span></div><div class="t m0 x2 h8 yd57 ff2 fs3 fc0 sc0 ls0 ws0">interesów Spółki a takż<span class="_ _8"></span>e grupy kapitałowej d<span class="_ _8"></span>ecyzji.<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 yd58 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 yd59 ff2 fs3 fc0 sc0 ls0 ws0">Zgodnie <span class="_ _3"></span>z §<span class="ff1"> </span>27 <span class="_ _3"></span>Statut<span class="_ _8"></span>u <span class="_ _3"></span>Rada Nadzorcza <span class="_ _3"></span>sprawuj<span class="_ _8"></span>e <span class="_ _3"></span>stały<span class="_ _8"></span> <span class="_ _3"></span>nadzór nad <span class="_ _3"></span>działalnością Spółki. <span class="_ _3"></span>Do kompetencji <span class="_ _3"></span>Rady </div><div class="t m0 x2 h8 yd5a ff1 fs3 fc0 sc0 ls0 ws0">Nad<span class="ff2">zorczej należy<span class="_ _8"></span> w szczególności:<span class="_ _8"></span></span> </div><div class="t m0 x178 h8 y4c ff1 fs3 fc0 sc0 ls0 ws0">1)  <span class="_ _2a"> </span><span class="ff2">powo<span class="_ _8"></span>ływanie i odwoływan<span class="_ _8"></span>ie członków Zarządu <span class="_ _8"></span>Spółki oraz ustalanie licz<span class="_ _8"></span>by członków Zarz<span class="_ _8"></span>ądu Spółki,<span class="_ _c"></span></span> </div><div class="t m0 x178 h8 yd5b ff1 fs3 fc0 sc0 ls11 ws0">2)<span class="ls0"> <span class="_ _1b"> </span><span class="ff2">ustalanie zasad <span class="_ _8"></span>i wysokości wynagrodz<span class="_ _8"></span>enia dla członk<span class="_ _8"></span>ów Zarządu,<span class="_ _c"></span></span> </span></div><div class="t m0 x178 h8 yd5c ff1 fs3 fc0 sc0 ls11 ws0">3)<span class="ls0"> <span class="_ _1b"> </span><span class="ff2">wyrażanie <span class="_ _2b"> </span>zgody <span class="_ _2b"> </span>na <span class="_ _2b"> </span>świ<span class="_ _8"></span>adczenie <span class="_ _2b"> </span>z <span class="_ _2b"> </span>jakiegokolwiek <span class="_ _13"> </span>tytuł<span class="_ _8"></span>u <span class="_ _2b"> </span>przez <span class="_ _2b"> </span>Spó<span class="_ _8"></span>łkę <span class="_ _2b"> </span>i  j<span class="_ _8"></span>akiekolwiek <span class="_ _2b"> </span>podmioty<span class="_ _8"></span> </span></span></div><div class="t m0 x3 h8 y13d ff2 fs3 fc0 sc0 ls0 ws0">powiązane ze Spó<span class="_ _8"></span>łką na rzecz cz<span class="_ _8"></span>łonków Zarządu i na rzec<span class="_ _8"></span>z podmiotów z nimi po<span class="_ _8"></span>wiązanych,<span class="_ _c"></span><span class="ff1"> </span></div><div class="t m0 x178 h8 yd5d ff1 fs3 fc0 sc0 ls11 ws0">4)<span class="ls0"> <span class="_ _1b"> </span><span class="ff2">wyrażanie <span class="_ _8"></span>zgody <span class="_ _8"></span>na <span class="_ _8"></span>zawar<span class="_ _8"></span>cie prz<span class="_ _8"></span>ez Sp<span class="_ _8"></span>ółkę <span class="_ _8"></span>lub <span class="_ _8"></span>podmiot <span class="_ _8"></span>od <span class="_ _8"></span>niej zal<span class="_ _8"></span>eżny <span class="_ _8"></span>istotnej <span class="_ _8"></span>umowy <span class="_ _8"></span>z<span class="_ _c"></span></span> podmiotem </span></div><div class="t m0 x3 h8 yd5e ff2 fs3 fc0 sc0 ls0 ws0">powiązanym lub podm<span class="_ _8"></span>iotem powiąz<span class="_ _8"></span>anym członk<span class="_ _8"></span>a Zarządu lub R<span class="_ _8"></span>ady Nadzorcz<span class="_ _8"></span>ej,<span class="ff1"> </span></div><div class="t m0 x178 h8 yc89 ff1 fs3 fc0 sc0 ls11 ws0">5)<span class="ls0"> <span class="_ _1b"> </span><span class="ff2">zawieranie, za z<span class="_ _8"></span>godą Walnego Zgr<span class="_ _8"></span>omadzenia, umo<span class="_ _8"></span>wy o sprawowanie zarz<span class="_ _8"></span>ądu w Spółce,<span class="_ _c"></span></span> </span></div><div class="t m0 x178 h8 yc8a ff1 fs3 fc0 sc0 ls11 ws0">6)<span class="ls0"> <span class="_ _1b"> </span><span class="ff2">na wniosek Zarząd<span class="_ _8"></span>u udzielanie z<span class="_ _8"></span>ezwolenia na tworz<span class="_ _8"></span>enie oddziałów za gran<span class="_ _8"></span>icą,<span class="_ _8"></span></span> </span></div><div class="t m0 x178 h8 yc8b ff1 fs3 fc0 sc0 ls11 ws0">7)<span class="ls0"> <span class="_ _1b"> </span><span class="ff2">wybór <span class="_ _c"></span>firmy <span class="_ _8"></span>au<span class="_ _8"></span>dytorskiej <span class="_ _c"></span>przeprowadzającej <span class="_ _c"></span>badan<span class="_ _8"></span>ie <span class="_ _c"></span>lub <span class="_ _c"></span>przeg<span class="_ _8"></span>ląd <span class="_ _8"></span>sprawoz<span class="_ _8"></span>dań <span class="_ _8"></span>finansowy<span class="_ _8"></span>ch <span class="_ _8"></span>S<span class="_ _8"></span>półki <span class="_ _8"></span>a<span class="_ _8"></span> </span></span></div><div class="t m0 x3 h8 yba2 ff2 fs3 fc0 sc0 ls0 ws0">także <span class="_ _2a"> </span>grupy <span class="_ _7"> </span>k<span class="_ _8"></span>apitałowej <span class="_ _2a"> </span>oraz <span class="_ _2a"> </span>wyraż<span class="_ _8"></span>anie <span class="_ _7"> </span>zgody <span class="_ _2a"> </span>na <span class="_ _2a"> </span>zawiera<span class="_ _8"></span>nie <span class="_ _7"> </span>umó<span class="_ _8"></span>w <span class="_ _7"> </span>z<span class="_ _8"></span> <span class="_ _7"> </span>takim <span class="_ _2a"> </span>podmi<span class="_ _8"></span>otem <span class="_ _7"> </span>lu<span class="_ _8"></span>b <span class="_ _7"> </span>jego </div><div class="t m0 x3 h8 ybcd ff2 fs3 fc0 sc0 ls0 ws0">podmiotami <span class="_ _c"></span>powi<span class="_ _8"></span>ązanymi <span class="_ _c"></span>oraz <span class="_ _c"></span>na <span class="_ _c"></span>d<span class="_ _8"></span>okonywanie <span class="_ _c"></span>ws<span class="_ _8"></span>zelkich <span class="_ _c"></span>innych <span class="_ _c"></span>c<span class="_ _8"></span>zynności, <span class="_ _c"></span>któr<span class="_ _8"></span>e <span class="_ _c"></span>mogą <span class="_ _c"></span>ogra<span class="_ _8"></span>niczać </div><div class="t m0 x3 h8 yd5f ff2 fs3 fc0 sc0 ls0 ws0">niezależność  takiego <span class="_ _21"> </span>p<span class="_ _8"></span>od<span class="_ _8"></span>miotu <span class="_ _28"> </span>w  dokonywaniu  badania <span class="_ _21"> </span>l<span class="_ _8"></span>ub  przeglądu <span class="_ _21"> </span>s<span class="_ _8"></span>prawozdań  finansowych </div><div class="t m0 x3 h8 yd60 ff2 fs3 fc0 sc0 ls0 ws0">Spółki a także grupy k<span class="_ _8"></span>apitałowej,<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x178 h8 yd61 ff1 fs3 fc0 sc0 ls11 ws0">8)<span class="ls0"> <span class="_ _1b"> </span><span class="ff2">ocena <span class="_ _0"></span>sprawozdań finansowego <span class="_ _3"></span>z<span class="_ _8"></span>arówno, co <span class="_ _3"></span>do zgodności <span class="_ _3"></span>z księgami <span class="_ _3"></span>i dokumentami, <span class="_ _0"></span>jak <span class="_ _3"></span>i ze <span class="_ _3"></span>stane<span class="_ _8"></span>m </span></span></div><div class="t m0 x3 h8 yd62 ff1 fs3 fc0 sc0 ls0 ws0">faktycznym, </div><div class="t m0 x178 h8 y270 ff1 fs3 fc0 sc0 ls11 ws0">9)<span class="ls0"> <span class="_ _1b"> </span><span class="ff2">ocena <span class="_ _c"></span>sprawoz<span class="_ _8"></span>dań <span class="_ _c"></span>Zarz<span class="_ _8"></span>ądu <span class="_ _c"></span>z <span class="_ _c"></span>dz<span class="_ _8"></span>iałalności <span class="_ _c"></span>Spó<span class="_ _8"></span>łk<span class="_ _8"></span>i <span class="_ _c"></span>a <span class="_ _c"></span>ta<span class="_ _8"></span>kże <span class="_ _c"></span>grupy <span class="_ _c"></span>ka<span class="_ _8"></span>pitałowej <span class="_ _f"></span>oraz <span class="_ _8"></span>wn<span class="_ _8"></span>iosków <span class="_ _c"></span>Zarz<span class="_ _8"></span>ądu </span></span></div><div class="t m0 x3 h8 yd63 ff2 fs3 fc0 sc0 ls0 ws0">co do podziału zy<span class="_ _8"></span>sku lub pokry<span class="_ _8"></span>cia strat,<span class="ff1"> </span></div><div class="t m0 x178 h8 y861 ff1 fs3 fc0 sc0 ls11 ws0">10)<span class="ls0"> <span class="_ _3"></span><span class="ff2">składanie <span class="_ _6"></span>Zwyczajnem<span class="_ _8"></span>u <span class="_ _6"></span>Walnemu <span class="_ _6"></span>Zgromadzen<span class="_ _8"></span>iu <span class="_ _6"></span>pisemnego <span class="_ _6"> </span>spra<span class="_ _8"></span>wozdani <span class="_ _6"></span>z <span class="_ _6"></span>wyników <span class="_ _6"> </span>cz<span class="_ _8"></span>ynności, <span class="_ _6"> </span>o </span></span></div><div class="t m0 x3 h8 yd64 ff2 fs3 fc0 sc0 ls0 ws0">których <span class="_ _3"></span>mowa<span class="_ _8"></span> <span class="_ _3"></span>w <span class="_ _0"></span>punktach <span class="_ _0"></span>8 <span class="_ _3"></span>i <span class="_ _0"></span>9 <span class="_ _3"></span>zawierające<span class="_ _8"></span>go <span class="_ _3"></span>zwięzł<span class="_ _8"></span>ą <span class="_ _3"></span>o<span class="_ _8"></span>cenę <span class="_ _3"></span>sytuacji<span class="_ _8"></span> <span class="_ _3"></span>Spół<span class="_ _8"></span>ki <span class="_ _0"></span>a <span class="_ _3"></span>także<span class="_ _8"></span> <span class="_ _3"></span>grupy <span class="_ _3"></span>k<span class="_ _8"></span>apitałowej,<span class="_ _8"></span><span class="ff1"> </span></div></div></div><div class="pi" ></div></div><div id="pf8a" class="pf w0 h0" ><div class="pc pc8a w0 h0"><img class="bi x18 y2a w6 hcd" alt="" 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1ix4vZ7KSwsnDN3Xru2bVJSFv9j+Cc7HUOThrUHXnT22rXrBr85YsyEuQuXb8jPj/7++j1c95Kbm/vnwe/8Z9ysxcs3bM3OS65Ytl3L2tddduqveu5we5PvZ8z68JPxxfzk0LzheWefuu2vQ4a+v3jZ6l2HnXdGv1atWmz/jfx71OfD//3VslXpOXn51aok9ujS7KR+3Tt19IubAAC6vHRmz134yEtf7LSwXELs7Tde/re3hz866OPV67f+PDhlw4jPfnjw+Y/feObSs04/KYTw6l/fuffpf2/O3OEGhd/NXfe3EdMvOqXNM4/elJycHEL4ZtL0Ox8fceGpHdq1blwpKTE9Y/O8Bcs/G//D0Z0aDh7UZkHKkl2P4bij6592ct9jz7xr0YpN2xZmZeeULRtf0veydWvWiefePmHaqm1L1qZlz1+a8c//zPtV5zqDHr+mXds2Rcunz5y36x5DCGf2bbZ9l789YsIX3y7fdVjbVo23dfmIkaNueXjY6tSt272e+tlXSx/60+c9O9Y+qlNjMxIAQJfvu7sffGHQW98W+9KWrfkDb3rjs2pVHn3+3dETlxU7Ji+/8K0PZmXnPvvO4Ed/atX07BffnhTCpO2HHd2p4W6O4cnn3tg+yvfovsdf3z7Kt/fVtB9PvPjxiR89eWAvah/75VcDb/pbfkHxD3L6+vvVE2euNiMBAA5PB+B+LNm5BS8NmbSbAbl5hadf9nxJUb7N8E/nL1u2fN+OIScn//X3Ju/VKiPHLNzNq+s2ZF992/MH8ERv3rz52rteLynKixQWmpAAALp8X0WjobAwuvsxmzL3/HDNwsLouAmT9+0Ypsxem74598CemtETl3319bcHZFPRaHTgNX9YtLL4j/PjYiOVKpSJRMxGAABdfnBYtSZt31bMy9/rj5ojkfDiQ2dP/OC+rm1qlDTm488nHpDva9my5R9/ubj4NyAmfDrktjWzhzx55ymmIwCALt8vyRUTXv7DOQu/eu6Dv15XoXyJ16yffGyTUX+/4fWnLm5aP6nYAVlbs//PvvPfX3vcNVcM6Nql0/iPBh3fo1GxY76dtuSA7GvydzNLeunK87v0OqZ7XFzczb+79JjOdc1IAIDD04H5vc+rL+521eUXhxAaNWp48rHj3vtk7q5jWjdJfvf1R8qWLRtC2JqVfcND7+86pjAa3c8j6dq2xrFHN6uanJSxMbNd6yYLF68saeSvL/zp8+kyZcpcf/nJn3/z513HTJu3duvWrft/fiZ9N7+kl2686vyffkKKienfu01Jv4oKAIAu37Pq1Spt+7p8ueJvTXj+aV2KojyEkJBQ5r/xzTx11ym33nD59ksWvvJmSYPLlPn5GFo0K/4GhZlZ+d9Nm7H/BzZ/8Zpil9euVr5586Y/vxmxcWYkAMDh6f/u+vKyCfH/1e1XrZRwwzW/3rd1K1VKKjGpFy7d/2Nbtab43/hsXK+SKQgAQDjYfu9zf7RtXn37j8D3Snx8fEm3Q9mSeQAuec/YWPxGkiqWNQUBAPhFdXlShX1v3JiYmJK6vELi/qZzNBrNLeF2MRE3RwQA4BfW5fuZziX9xmntmtUOxPaLX56dk+/kAwCgy/9/H2dnF5vOkUho0azJfsZ3JBJJKFP8eV6/IdPJBwDgsO7yvLyfH0G6ZOmKYsfUqlq+adMSuzwnr2D7rS1evqGkkdWqlC92+cJl6Vu2bNn218zMLDMSAECXH17m/bBo29efjZ1U7JgenRvs5hLwidNWfjNxcghhxYqVJ19w+7LVW0oa2aJJ8Y8Uzc4tHDLsg6KvCwsLPx43x4wEADg8Hb43zH580PvdjuoUGxv7z3998sIbXxY75uxTuoUQysQVf5YytuQee95TR9RL+jE1MyunYDf76nlki2KftRRCuOePH0Yikfp1aw59f9y0uevMSAAAXX54mTxrbb3OV4UQyS8o/sLwhrUrnHnaCSGEunVq7GY7i1Zu2uO+zjqt371P/zszq5jf8tyyNf/6B0eYiAAAh7nD7jqW7S9LyS8IJUV5COHp+y+Mj48PIRzVtVOF8nv+AaZrmxLzvXbtWu8Pvr5swh7Odmys2yYCABymDrvPy++6qtfTf51QUHKOF+nRsfZZp59U9HViYmK/Hk1Gjl6wm/HlEmIvu6DX1AeGlzSgT+9jLjjpizdHztzNRo7pUnfc5JUmJQBwUFm64hC71HbVmrTlK1P/N/ve16fTdO/S4vDq8qQKZW69/pJmTerd8djwDZtySxrWrX3tV5+5Yfsld994wTfTnl63ofjHdrZtWuXvg25avuLH3e/94XuunDD13sUrNxf7arXKZe+/5cJxFz3jHz/AL0Nq2sbMrTmH1jFPnDr/0DrglKVrfkhZdWgd87hvZq9NzfAPhJ289dLNe9flFSskNq2ftOvyykkVtn1ds1pSsWOSK1X8uY8rFr+dKskVQwgVK5Qv9tWa1ZJCCInlyxX7ap2alYo9sO0HX3nxMcnJyZcMOOf8c075+5ARf3p9dMqKHa4Ob3NElQdvO3vbJ+XbdOncceG3g596/vWX3/p6Y+ZPN1gsExfTvGHlc07udNsNl5YvXz5tQ3qxB1Yh8aebJNatW+frj5557e/Dh34wdf6S9G0DWjZOPr1f26svOycpqWLTBpWKuRF6JBIXF2u+cpjI3Jqdmrbp0DrmeQtWZGw6lB5HsCFjy8SpPxxaJ3nughWz5i3zDwT4BYuU+KDLw0BhYeGCBSnLVqzKzs6tWqVSs6ZNatSoHtnt/33Izs5esHDRpk2by5ZNaHpE48qVK+/DfqPR6JIlS9esTY1EIvXq1q5Xr24ksr9XlufnF6xcnXZonf8f12xYtir10DrmydMWrt+w8RA64NS0TWMmzPRfOgA4yL310s2HdZf/kixdsa5Z92udBwCAQ7TLY5wFAAD4n4tzCgAA+CWpVb1y755tD61jbli3ui4HAH7S95j21asmHUIHXK1KpaM6Nzvk8qtOrSqH1jHXq13VLSj+D+hygP3VrlXDNi3qH1rHfHK/rofWAVdOSmzVrN6hdczVq1ZKLJ/gHwigyznYHYr/j6nFEfWOaFzr0Drm7l1aHFoHnFi+7KH1cR0AHBDuxwIAAP97+3I/ljFjJ5w18K56HQYmNDinTrsB5196z9Kly0IIZ1x8R512A+q2H3BE10tOOv/Wqd9NDyEsWJBSp92ABx4ZVLRudnZ2ky6X1Gk3YPr3M/Pz85sffWnRKk2P/M2ZA+6cP//nZ93ffNdTddoNaNn9spycnR+WNmTo+3XaDbj6pkeK/vrn14Y06fKbswbete1njF6nXF+n3YBzf3P3tlVefPWtOu0GFO2rQ68rrrn50QULUgoKChp0Glin3YBvJ03tfNxVRQO2/WnY6de5uT89E/S0i26v025Av7Nu2rbBadNnFG1t+x9sotHoq399p/uJ11Zudn7FJud16n3Vk8+9VlBQsHDhojrtBtTvMHDa9BlFI2+5+6k67QYMeuXNorUuuOzeuu0HvDPsX0WvvjPsX0XHMHPWHHMUAECXF2Psl1+deumfPhqX0rxx1asvOLJzm9qfjF/0xZeTQggZm7LSN+VccUG343/V/NvvV515+TOZmZn5Bfmp6dlbtmZvK9f1Gdmp6dl5eflFXyeUib3igm69uzUZM3HJmZc+XpTCOTk5//hwRsbmnEUrNn36+bidjiErOzc1PXvj5qwQwnsj/n3TH/6Vmr71ift/W/R0nhkzZ0+csXrjltyPxqWsWbO2aJXMrdmp6dnNGyZfcUG3Conxrw+fftZljxcWFqZu+OlgTjy21Vn923RsXSs1PTsvv/Cs/m3O7N8mJiYmhLBs2fLPvl66cUvul1NWbvvJIS8vPzU9OzU9a/sDe/K512546P35izec0rv5eSe1Wbch8/7nPr3t3meaNm3StEHymrSsT7/4NoRQWFg49N8zUtOz3/1wUghh0aIl73/+w7oN2b/q3qVoO28NH79hU05qevbQ4Z+ZowAAurwYDz09LBrCW89dMuZfLwx6+u6Phj2z6NuXL7vkvKJXy8TFPPz7G1594b6LTm2/Ni172vQ9P2iwXq2kh39/w19ffPD8k9suWrn564mTQwiffDo2fXPOI7ee1LhuxaH/Gl/SuhkZGbc/8l4I4cGbTmjZonnRwqEjPkssF/vPV64pLIy++/4n248/5uhmD//+hrdeuiOEsGDZxlWrftz20uMP3fLys/dePbB/CKFWtcSXn733T0/dHRcXF0IYNuI/MZEw4i/XJsTHDhvx6U7HMGnyd08+95cQwqZNm556dUyLRpVSJv75ncGPvvHyQ4unvNGjY+1Xh01ZvnzFk/ddEomECZMXhBCmTJ2etjGncsX4aXPXrV+/fvw3U0MILRsnN2zYIISwevWaL6esuPycTiGE90ZNLywsNE0BAHT5DqLR6PR565o3rHzR+Wdse3R8sc+uX7t+c2xspHmzI0q/8dy8/BBC2YSEEMKY8dMTysRed+XF3Ts3HDdpaX5+/q7jUzdk3v/oK6vXb23WsNKN116ybfmYr3/o2LLmySf2bVIvacxXc4rb0U9XpxRl9x6N+Xpus4bJJ/bv06551S+++WHHExLpff6T30xNCSHMnbcgM6ug/zEtq1atWvRqQkLCKf06FBREv/t+do/uR9WuVn7OgnXRaHTytDnly8bdd8MJ+QXRad/PnjV3SQiha7uf7jMwbsKkgoLoJRec0KFFteVrMhcuXGSaAgDo8h3k5ORk5RTUql6h6K+fjR738BMvP/zEyx//Z8xPyZtfeM3Nj5564W0ff5lybv9WNWvW2OM216zfMuiVN+958PlR4xY2qJXYuVP7EMLYb1OObFezXLlyPbq2WJ+R/dY77++64vipK18dNjUmJvz2gp7x8fFFC2fOmjMnZUOPLkeEELp3ajBx2sqNGzduW2XKjKWDXnnz1vv/EkJoXLdijRrV93x4a9ZOmbW6e6cGIYQenZtMm7suPT09Ly9v1GdfFw3o2LL672++MISwIX1jCKF6tUrbr16jauUQwob0TSGELm3rrEnLmjN33pTpKV3a1Lro3FPKJcROmT5/5vwfQwhHdmxatMoXX82oUD6uY4e2t1x5Yghh9LhvTVMAAF2+g/j4+MRycalpW4v+On3mgrffn/zoy198PHpS0ZJoNMxesPrTr5YmJZZ5/vEbQwhFl2gX/P+LMaLRaEFBYQghNvanXS/9cfNtj3348pCJrY+o+t5rtyYkJEybPuOHpRkVEhMG/23Y2tSMEMLtj7+fnp6+08Ec06Xu354eEIlE7v7jx+8O/zCEUFBQcNlNg/LyC7dm5Qz+27AQIhlbcm+869ltq4z5dvltj30484e1Z/Rt9t5rt8XG7uEO+dFo9Nrbn9uyNb8wGh38t2E5uXk5eQXvf/DZjJmzn3ptfAghEol+/fFLRx/VJYSQXDkphJC6fuP2W0hN2xhCqJKcFEI4oXeHwsLoc39+b/Q3i/of27pGjeo9OtcbNWbmd3NWhxBO7NczhJCenj7ys3l1aiS+PXTklsysxHKxwz7Q5QAAunyn0TExJ/VqOjsl7aHHXszJybnr1qtSprxZJu7ni1gSysR8+e9BZ/VrvmFT7qPPvB5CqF+vbkJ87ITJizdv3hxCGPvlN7n50djYSKOGPz2Do1v72nkrR2xa9N5XH7/cpXPHEMI/hn8WQpg1f+1jg0a98e7EcgmxmzPzho/c+cLuGlUrDLzo7KvO7xpCuPvx4Vu2bBkzdsLMBevjy8SM/Gz2Y4NGjZ24KDY2MnTUnFmzf7qa5e6re+WtHLFq5jvD33yyY4d2e/x+v5v2/UfjUuJiI59PWPjYoFEfjZlXJi5m6AffNGnc8N2Xrth2Toq+6NK5Q62q5d4dNWPit1OKbtKyYEHK3977JrFcXO9juoUQTujbMxIJQz6clZqefWLfHiGE/r3aTpm9NjOr4KRejZs0aRxCuPGu5zK25KZvzHls0KgnXvokLiZm0qw1n48ZZ6YCAOjyHTz14DV1q5d/7JVx7Y+9+vxL7+l2wrV5+Uk73K4AABsXSURBVNGYyM/biY2NfWfwH9o1qzr43akf/Ps/iYmJV13QddbCtHqdruja9+rzr/tLCOHSsztuuwh7J7m5ucM/ntm6SfLS6W8X/bnrmj4hhKEjJxY7/uF7r27dJHnluszHnxk89P2xIYSBp7fftu7xPRpFo2HYiM/37ewMHTE6hHBq76bbNnjeia0mfLdyYcri2rWqhxCi0Ui3E649uv81R/e/ZuasOS88fFHaxpxe5z7Z5le/7dDrijZ97kpZsfHxO06rUqVKCKFRo4YtGiVHo6FW1XId2rcNIfTv0y2EEBsbeeK+34YQZs2e8+4nc+NiI7PGDSra3fDBN0Sj4co7Xs/KyjJZAQB+wWIfeuihvVqhUqVKF599TJ2qkezs7BVrNlYoH3/uie3uuuXSxMTEuXPnJifFX3D28bGxsS2bVF29+seZc5f1OabjGaf2TSqblZublZdf0K1j/XuvP+W2Gy4tuoZk2nfT2rSo3b9vz23b/89nY5etXH3VgL4d2rUqWlK/TrUlSxbHxUXOOOmn68hTU9elpaUe1fGIY3p0LVeu3EVn9Vq5bNGP6zYWFkYb1k265Zpz6tapXbRu1Upl1qetS4iP69y+2ebNGb26tenQvvX2386UqVOa1K982gndi641z8jIWPXjynYt6px6Yq8QwvCRY2pULXfTVWc0btSgaHzNqomrVq1asza159EdFi1edESDyuXLxRf9OeG4rscd27NPt0bxMdnZ2bkJ8bG9j27y6J3nXnT+Gdt2V5CbES3MOfukTr16HhlCqFat6vy5s3p0anDZwLNDCF9OmLR5c8aZx7c97eQ+RePr1qm9cMGcpIoJbVvUrVO7lvkKAPBL5XmfAADwvxfjFAAAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAudwoAAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlzsFAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMudAgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlTgEAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocqcAAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6nP/Xrh3aAAzDUBSUpYyRMco7QaVsWqkTdKKu4LDgsgDfoeBv8kAAANDlJgAAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdbgIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5SYAAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXW4CAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUmAAAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAgPLaekWEOQAA9nrHZYTlvJ+KXZ6Zbg8AsNfXDyPU5B8LAADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAA/ppX2I6aG5VzSAAAAABJRU5ErkJggg=="/><div class="c x0 y1 w2 h0"><div class="t m0 x105 h6 y991 ff4 fs2 fc2 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI GRUPY KAPITAŁOWEJ <span class="ff3">MIRBUD ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc3"> </span></span></div><div class="t m0 x6 h4 y992 ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y2d wda ha"><div class="t m0 x199 h8 y85 ff2 fs3 fc2 sc0 ls0 ws0">Grupa Kapitałowa MIR<span class="_ _8"></span>BUD<span class="ff1"> <span class="ls6">| <span class="_ _8"></span></span>Rada Nadzorcz<span class="_ _8"></span>a MIRBUD S.A.<span class="_ _8"></span> </span></div></div><div class="c x9 y2d wdb ha"><div class="t m0 xa h4 y86 ff3 fs1 fc4 sc0 ls0 ws0">138 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h4 y31 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x178 h8 y993 ff1 fs3 fc0 sc0 ls11 ws0">11)<span class="ls0"> <span class="_ _3"></span><span class="ff2">wyrażanie <span class="_ _8"></span>zgody <span class="_ _8"></span>na <span class="_ _8"></span>zawiąz<span class="_ _8"></span>anie prz<span class="_ _8"></span>ez <span class="_ _8"></span>Spółkę <span class="_ _8"></span>innej <span class="_ _8"></span>sp<span class="_ _8"></span>ółki <span class="_ _8"></span>i <span class="_ _8"></span>objęcie <span class="_ _8"></span>albo <span class="_ _8"></span>nabycie <span class="_ _8"></span>akc<span class="_ _8"></span>ji lub <span class="_ _8"></span>udział<span class="_ _8"></span>ów w<span class="_ _8"></span> </span></span></div><div class="t m0 x3 h8 y994 ff2 fs3 fc0 sc0 ls0 ws0">innych spółkach,<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x178 h8 y995 ff1 fs3 fc0 sc0 ls11 ws0">12)<span class="ls0"> <span class="_ _3"></span><span class="ff2">wyrażenie zgody na doko<span class="_ _8"></span>nanie czy<span class="_ _8"></span>nności, o których mowa w § <span class="_ _8"></span>31 ust. 5 i 6 Stat<span class="_ _8"></span>utu Spółki,<span class="_ _c"></span><span class="ff1"> </span></span></span></div><div class="t m0 x178 h8 y996 ff1 fs3 fc0 sc0 ls11 ws0">13)<span class="ls0"> <span class="_ _3"></span>zatwierd<span class="ff2">zanie Re<span class="_ _8"></span>gulaminu Zarz<span class="_ _8"></span>ądu.</span> </span></div><div class="t m0 x2 h8 yae8 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 yae9 ff2 fs3 fc0 sc0 ls0 ws0">Każdy <span class="_ _2b"> </span>członek <span class="_ _2b"> </span>Rady<span class="_ _8"></span> <span class="_ _2b"> </span>Nadzorczej<span class="_ _8"></span> <span class="_ _11"> </span>powinien <span class="_ _13"> </span>umożliwić <span class="_ _2b"> </span>Zarz<span class="_ _8"></span>ądowi <span class="_ _2b"> </span>przekazanie <span class="_ _13"> </span>w<span class="_ _8"></span><span class="ff1"> </span>sposób <span class="_ _2b"> </span>pub<span class="_ _8"></span>liczny <span class="_ _2b"> </span>i <span class="_ _2b"> </span>we </div><div class="t m0 x2 h8 yaea ff2 fs3 fc0 sc0 ls0 ws0">właściwym <span class="_ _3"></span>trybie <span class="_ _3"></span>informacj<span class="_ _8"></span>i <span class="_ _3"></span>o <span class="_ _3"></span>zbyciu <span class="_ _3"></span>lub <span class="_ _3"></span>nabyciu <span class="_ _3"></span>akcj<span class="_ _8"></span>i <span class="_ _2"></span>S<span class="_ _8"></span>półki <span class="_ _3"></span>lub <span class="_ _3"></span>też <span class="_ _3"></span>spółki <span class="_ _3"></span>wobec <span class="_ _3"></span>ni<span class="_ _8"></span>ej <span class="_ _3"></span>dominującej <span class="_ _3"></span>lub <span class="_ _3"></span>zależn<span class="_ _8"></span>ej, </div><div class="t m0 x2 h8 yaeb ff2 fs3 fc0 sc0 ls0 ws0">jak również o transak<span class="_ _8"></span>cjach z<span class="_ _8"></span> takimi spółkami, o ile są o<span class="_ _8"></span>ne istotne dla jego sy<span class="_ _8"></span>tuacji materialnej. <span class="_ _c"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 yaec ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 yafe ff2 fs3 fc0 sc0 ls0 ws0">Wynagrodzenie <span class="_ _14"> </span>c<span class="_ _8"></span>złonków <span class="_ _1a"> </span>Rady <span class="_ _14"> </span>Nadzorc<span class="_ _8"></span>zej <span class="_ _14"> </span>ustalane <span class="_ _1a"> </span>jest <span class="_ _14"> </span>przez<span class="_ _8"></span> <span class="_ _14"> </span>Walne <span class="_ _14"> </span>Zgromadze<span class="_ _8"></span>nie <span class="_ _14"> </span>na <span class="_ _14"> </span>po<span class="_ _8"></span>dstawie </div><div class="t m0 x2 h8 yaff ff1 fs3 fc0 sc0 ls0 ws0">przejrzystyc<span class="_ _8"></span>h  procedur <span class="_ _28"> </span>i  zasad.  <span class="ff2">Począwsz<span class="_ _8"></span>y  od  dnia  01<span class="_ _0"></span>  lipca  2020  roku <span class="_ _28"> </span>w  Spółce  obowiąz<span class="_ _8"></span><span class="ff1">uj<span class="_ _8"></span>e  Polityka </span></span></div><div class="t m0 x2 h8 yb00 ff2 fs3 fc0 sc0 ls0 ws0">Wynagrodzeń <span class="_ _f"></span>Członków <span class="_ _f"></span>Zarz<span class="_ _8"></span>ądu <span class="_ _f"></span>i <span class="_ _c"></span>Rady <span class="_ _f"></span>Nadzorc<span class="_ _8"></span>zej <span class="_ _f"></span>MIRBUD <span class="_ _f"></span>Spółki <span class="_ _f"></span>Akcyjnej<span class="_ _8"></span> <span class="_ _c"></span>p<span class="_ _8"></span>rzyjęta <span class="_ _f"></span>uchwałą <span class="_ _f"></span>nr <span class="_ _f"></span>23/2020 </div><div class="t m0 x2 h8 yb01 ff2 fs3 fc0 sc0 ls0 ws0">Zwyczajnego <span class="_ _6"> </span>Walneg<span class="_ _8"></span>o <span class="_ _6"></span>Zgromadzenia <span class="_ _7"> </span>Akcjonariuszy <span class="_ _6"> </span>MIRBUD <span class="_ _7"> </span>S.A. <span class="_ _f"></span>z<span class="_ _8"></span> <span class="_ _6"></span>siedzibą <span class="_ _6"> </span>w <span class="_ _6"> </span>Ski<span class="_ _8"></span>erniewicach <span class="_ _6"> </span>z <span class="_ _6"> </span>dnia<span class="_ _8"></span> <span class="_ _6"></span>30 </div><div class="t m0 x2 h8 y6e8 ff2 fs3 fc0 sc0 ls0 ws0">czerwca 2020 <span class="_ _8"></span>roku, prz<span class="_ _8"></span>yjęta na <span class="_ _8"></span>podstawie <span class="_ _8"></span>art. 90<span class="_ _8"></span><span class="ff1">d <span class="_ _8"></span>ust. 1 <span class="_ _8"></span>Ustawy z <span class="_ _8"></span>dnia <span class="_ _8"></span>29 lipca <span class="_ _8"></span>2005 r. o <span class="_ _8"></span>ofercie <span class="_ _8"></span>publicznej <span class="_ _8"></span>i </span></div><div class="t m0 x2 h8 yb02 ff2 fs3 fc0 sc0 ls0 ws0">warunkach <span class="_ _7"> </span>wprowa<span class="_ _8"></span>dzania <span class="_ _2a"> </span>instrumentów <span class="_ _7"> </span>fi<span class="_ _8"></span>nansowych <span class="_ _2a"> </span>do <span class="_ _7"> </span>zorganizow<span class="_ _8"></span>anego <span class="_ _7"> </span>systemu <span class="_ _2a"> </span>obrotu <span class="_ _2a"> </span>oraz <span class="_ _7"> </span>spółkac<span class="_ _8"></span>h </div><div class="t m0 x2 h8 yb03 ff2 fs3 fc0 sc0 ls0 ws0">publicznych (tekst <span class="_ _0"></span>jednolity Dz. U. <span class="_ _3"></span>201<span class="_ _8"></span>9, <span class="_ _0"></span>poz. 623 <span class="_ _3"></span>z<span class="_ _8"></span> późniejszymi <span class="_ _0"></span>zmianam<span class="_ _8"></span>i) <span class="_ _0"></span>i stanowi <span class="_ _0"></span>załącznik d<span class="_ _8"></span>o uchwały nr </div><div class="t m0 x2 h8 yb04 ff1 fs3 fc0 sc0 ls0 ws0">23/2020. <span class="ff2">Wynagrodzenie cz<span class="_ _8"></span>łonków Rady Nadzorczej nie stanowi istotnej pozyc<span class="_ _8"></span>ji kosztów działalności Spółki i </span></div><div class="t m0 x2 h8 yb05 ff2 fs3 fc0 sc0 ls0 ws0">nie <span class="_ _c"></span>wpływa <span class="_ _f"></span>w <span class="_ _c"></span>poważny <span class="_ _f"></span>sposób <span class="_ _c"></span>na <span class="_ _f"></span>jej <span class="_ _c"></span>wynik <span class="_ _f"></span>finansowy. <span class="_ _c"></span>Łączna <span class="_ _f"></span>wysokość <span class="_ _c"></span>wy<span class="_ _8"></span>nagrodzeń <span class="_ _c"></span>wszys<span class="_ _8"></span>tkich, <span class="_ _c"></span>a <span class="_ _f"></span>także </div><div class="t m0 x2 h8 yb06 ff2 fs3 fc0 sc0 ls0 ws0">indywidualna <span class="_ _0"></span>każdego <span class="_ _0"></span>z <span class="_ _3"></span>c<span class="_ _8"></span>złonków Rady<span class="ff1"> <span class="_ _0"></span><span class="ff2">Nadzorczej<span class="_ _8"></span> <span class="_ _3"></span>w rozbiciu <span class="_ _3"></span>dodatkow<span class="_ _8"></span>o <span class="_ _3"></span>na poszczególne <span class="_ _0"></span>jego <span class="_ _0"></span>składniki jest </span></span></div><div class="t m0 x2 h8 ycf4 ff1 fs3 fc0 sc0 ls0 ws0">ujawniana w <span class="_ _8"></span>rap<span class="_ _8"></span>orcie roc<span class="_ _8"></span>znym <span class="_ _8"></span>wraz <span class="_ _8"></span>z<span class="_ _8"></span> <span class="ff2">informacją o <span class="_ _8"></span>proc<span class="_ _8"></span>edurach i<span class="_ _8"></span></span> <span class="ff2">zasadach <span class="_ _8"></span>jego <span class="_ _8"></span>ustalania. <span class="_ _8"></span>Działalność <span class="_ _8"></span>Rady </span></div><div class="t m0 x2 h8 yd4e ff2 fs3 fc0 sc0 ls0 ws0">Nadzorczej <span class="_ _2b"> </span>jest <span class="_ _2b"> </span>finansowana  ze <span class="_ _2b"> </span>środków <span class="_ _2b"> </span>własnych <span class="_ _2b"> </span>Spółki  w <span class="_ _2b"> </span>ciężar <span class="_ _2b"> </span>jej <span class="_ _2b"> </span>kosztów<span class="_ _8"></span>, <span class="_ _2b"> </span>która<span class="ff1"> <span class="_ _2b"> </span>deleguje <span class="_ _2b"> </span></span>środki </div><div class="t m0 x2 h8 yd4f ff1 fs3 fc0 sc0 ls0 ws0">administracyjne i fina<span class="_ _8"></span>nsowe konieczne do za<span class="_ _8"></span>pewnienia s<span class="_ _8"></span>prawnego funkcjonowa<span class="_ _8"></span>nia Rady Nadzorcz<span class="_ _8"></span>ej.<span class="_ _8"></span> </div><div class="t m0 x2 h8 yd50 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 ydd0 ff2 fs3 fc0 sc0 ls0 ws0">W <span class="_ _f"></span>ramach <span class="_ _f"></span>struktury <span class="_ _f"></span>Ra<span class="_ _8"></span>dy <span class="_ _f"></span>Nadzorcz<span class="_ _8"></span>ej <span class="_ _f"></span>MIRBUD <span class="_ _f"></span>S.A. <span class="_ _f"></span>f<span class="_ _8"></span>unkcjonuje <span class="_ _f"></span>Komitet <span class="_ _f"></span>Au<span class="_ _8"></span>dytu, <span class="_ _f"></span>wyodrębniony <span class="_ _f"></span>j<span class="_ _8"></span>ako <span class="_ _f"></span>organ </div><div class="t m0 x2 h8 y1b5 ff2 fs3 fc0 sc0 ls0 ws0">monitorujący, <span class="_ _6"></span>doradczy <span class="_ _6"> </span>i <span class="_ _6"></span>opiniotwórczy <span class="_ _6"> </span>działający <span class="_ _6"></span>kolegialnie <span class="_ _f"></span>n<span class="_ _8"></span>a <span class="_ _6"></span>podstawie <span class="_ _f"></span>s<span class="_ _8"></span>zczególnych <span class="_ _6"></span>przepisów <span class="_ _6"></span>prawa </div><div class="t m0 x2 h8 yc93 ff1 fs3 fc0 sc0 ls0 ws0">oraz Regulaminu Ko<span class="_ _8"></span>mitetu Audytu MIRBUD <span class="_ _8"></span>S.A.<span class="_ _8"></span> </div><div class="t m0 x2 hb y9ad ff6 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hb y9ae ff5 fs3 fc0 sc0 ls0 ws0">Skład osobowy Komitetu<span class="_ _8"></span> Audytu:<span class="_ _8"></span><span class="ff6"> </span></div><div class="t m0 x2 h8 y9af ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y1ba ff2 fs3 fc0 sc0 ls0 ws0">Skład <span class="_ _6"></span>Komitetu <span class="_ _6"></span>Audytu <span class="_ _f"></span>do<span class="_ _8"></span>stosowany <span class="_ _6"> </span><span class="ff1">jest <span class="_ _6"></span></span>do <span class="_ _f"></span>wy<span class="_ _8"></span>mogów <span class="_ _6"></span>art. <span class="_ _f"></span>12<span class="_ _8"></span>9 <span class="_ _6"></span><span class="ff1">ustawy <span class="_ _6"></span>z <span class="_ _f"></span>dn<span class="_ _8"></span>ia <span class="_ _f"></span>11 <span class="_ _6"> </span>maja <span class="_ _6"></span>2017 <span class="_ _6"></span>r. <span class="_ _6"></span></span>o <span class="_ _f"></span>bieg<span class="_ _8"></span>łych </div><div class="t m0 x2 h8 y9b0 ff1 fs3 fc0 sc0 ls0 ws0">rewidentach, firmach a<span class="_ _8"></span>udytorskich oraz<span class="_ _8"></span> nadzorze publicz<span class="_ _8"></span>nym.<span class="_ _8"></span> </div><div class="t m0 x2 h8 y8cd ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x174 hb y8ce ff5 fs3 fc0 sc0 ls0 ws0">Rada <span class="_ _f"></span>Nadzorcza <span class="_ _f"></span>uchwałą <span class="_ _f"></span>nr <span class="_ _f"></span>XIII/2019 <span class="_ _c"></span>z <span class="_ _f"></span>dnia <span class="_ _f"></span>31 <span class="_ _f"></span>maja <span class="_ _f"></span>2019 <span class="_ _c"></span>ro<span class="_ _8"></span>ku <span class="_ _f"></span>ustaliła <span class="_ _c"></span>na<span class="_ _8"></span>stępujący <span class="_ _f"></span>skład <span class="_ _f"></span>Komitetu </div><div class="t m0 x174 hb y8cf ff6 fs3 fc0 sc0 ls0 ws0">Audytu:  </div><div class="t m0 x85 h8 y1bf ff1 fs3 fc0 sc0 ls11 ws0">1.<span class="ls0"> <span class="_ _25"> </span>Wa<span class="_ _8"></span>ldemar Borzyk<span class="_ _8"></span>owski <span class="ff2">–</span> <span class="ff2">Przewodn<span class="_ _8"></span>iczący Komitetu Audytu<span class="_ _8"></span></span> do dnia 23.<span class="_ _8"></span>06.2021r </span></div><div class="t m0 x85 h8 ycd1 ff1 fs3 fc0 sc0 ls11 ws0">2.<span class="ls0"> <span class="_ _25"> </span><span class="ff2">Wi<span class="_ _8"></span>esław Kosonóg </span>-<span class="_ _8"></span> Sekretarz Komitetu <span class="_ _8"></span>Audytu </span></div><div class="t m0 x85 h8 ycd2 ff1 fs3 fc0 sc0 ls11 ws0">3.<span class="ls0"> <span class="_ _25"> </span>Andrzej<span class="_ _8"></span> Zakrzewski <span class="_ _8"></span>- <span class="ff2">Członek <span class="_ _8"></span></span>Komitetu Audytu<span class="_ _8"></span> </span></div><div class="t m0 x2 h8 ydd1 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 yae3 ff2 fs3 fc0 sc0 ls0 ws0">W związk<span class="_ _8"></span>u ze <span class="_ _8"></span>złożoną <span class="_ _8"></span>na <span class="_ _8"></span>dzień <span class="_ _8"></span>23 c<span class="_ _8"></span>zerwca <span class="_ _8"></span>2021 r<span class="_ _8"></span>oku r<span class="_ _8"></span>ezygnacją <span class="_ _8"></span>przez <span class="_ _8"></span>Pana Wal<span class="_ _8"></span>demara <span class="_ _8"></span>Borzykowskiego <span class="_ _f"></span><span class="ff1">- </span></div><div class="t m0 x2 h8 ydd2 ff2 fs3 fc0 sc0 ls0 ws0">Przewodniczącego <span class="_ _7"> </span>Komitetu <span class="_ _7"> </span>Audytu, <span class="_ _7"> </span>z <span class="_ _6"> </span>pełni<span class="_ _8"></span>enia <span class="_ _6"> </span>f<span class="_ _8"></span>unk<span class="_ _8"></span>cji <span class="_ _7"> </span>w <span class="_ _6"> </span>Radzie <span class="_ _7"> </span>Nadzorczej <span class="_ _7"> </span>Spółki <span class="_ _7"> </span>i <span class="_ _6"></span>wygaśnięciem <span class="_ _7"> </span>jego </div><div class="t m0 x2 h8 yae5 ff2 fs3 fc0 sc0 ls0 ws0">mandatu, <span class="_ _7"> </span>Rada <span class="_ _6"> </span>N<span class="_ _8"></span>adzorcza<span class="_ _8"></span> <span class="_ _6"> </span>pod<span class="_ _8"></span>ejmując <span class="_ _7"> </span>uchwałę <span class="_ _7"> </span>nr <span class="_ _7"> </span>XIII/2021 <span class="_ _6"> </span>z <span class="_ _7"> </span>dnia <span class="_ _7"> </span>25 <span class="_ _7"> </span>czerwca <span class="_ _7"> </span>2021r. <span class="_ _7"> </span>powołała <span class="_ _7"> </span>spośród </div><div class="t m0 x2 h8 y6ae ff2 fs3 fc0 sc0 ls0 ws0">swojego <span class="_ _21"> </span>gron<span class="_ _8"></span>a <span class="_ _21"> </span>do <span class="_ _28"> </span>składu<span class="_ _8"></span> <span class="_ _21"> </span>Komitetu  Audytu <span class="_ _21"> </span>Pana  Radosława <span class="_ _21"> </span>Niewiad<span class="_ _8"></span>omskiego,  po<span class="_ _0"></span>wierzając  mu <span class="_ _2a"> </span>fu<span class="_ _8"></span>nkcję </div><div class="t m0 x2 h8 y6af ff1 fs3 fc0 sc0 ls0 ws0">Przewodni<span class="ff2">cząceg<span class="_ _8"></span>o Komitetu Audytu Rady<span class="_ _8"></span> Nadzorczej<span class="_ _8"></span> MIRBUD S.A. <span class="_ _8"></span></span> </div><div class="t m0 x2 h8 ybba ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y698 ff1 fs3 fc0 sc0 ls0 ws0">Waldemar <span class="_ _2b"> </span>Borz<span class="_ _8"></span>ykowski <span class="_ _13"> </span>- <span class="_ _13"> </span><span class="ff2">Przewodniczący <span class="_ _13"> </span>Komitetu <span class="_ _13"> </span>Audytu <span class="_ _2b"> </span>pos<span class="_ _8"></span>iada <span class="_ _2b"> </span>wiedzę <span class="_ _13"> </span>i <span class="_ _2b"> </span>umiejęt<span class="_ _8"></span>ności <span class="_ _2b"> </span>w <span class="_ _2b"> </span>z<span class="_ _8"></span>akresie </span></div><div class="t m0 x2 h8 y636 ff2 fs3 fc0 sc0 ls0 ws0">rachunkowości <span class="_ _c"></span>a <span class="_ _c"></span>t<span class="_ _8"></span>akże <span class="_ _c"></span>spełnia <span class="_ _c"></span>k<span class="_ _8"></span>ryteria <span class="_ _c"></span>niezależ<span class="_ _8"></span>ności <span class="_ _c"></span>określone <span class="_ _c"></span>w <span class="_ _f"></span>art.129 <span class="_ _c"></span>ust. <span class="_ _c"></span>3 <span class="_ _f"></span>pkt. <span class="_ _f"></span><span class="ff1">ustawy <span class="_ _c"></span>z<span class="_ _8"></span> <span class="_ _c"></span>dnia <span class="_ _f"></span>11 <span class="_ _c"></span>maja </span></div><div class="t m0 x2 h8 y637 ff1 fs3 fc0 sc0 ls0 ws0">2017 r. <span class="_ _8"></span><span class="ff2">o biegłyc<span class="_ _8"></span>h rewident<span class="_ _8"></span>ach, firmach <span class="_ _8"></span>audytorskich <span class="_ _8"></span>oraz nadzorz<span class="_ _8"></span>e publicz<span class="_ _8"></span>nym</span></div><div class="t m0 x71 h56 y72d ff1 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1b3 h8 y637 ff1 fs3 fc0 sc0 ls0 ws0">(Dziennik Ustaw <span class="_ _8"></span>poz. <span class="_ _8"></span>1089 z </div><div class="t m0 x2 h8 ydd3 ff2 fs3 fc0 sc0 ls0 ws0">dnia <span class="_ _12"> </span>6 <span class="_ _1e"> </span>czerwca <span class="_ _1e"> </span>2017r) <span class="_ _12"> </span>o<span class="_ _8"></span>raz <span class="_ _12"> </span>s<span class="_ _8"></span>pełnia<span class="ff1"> <span class="_ _1e"> </span>kryteria <span class="_ _1e"> </span></span>niezależności <span class="_ _1e"> </span>wskazane <span class="_ _1e"> </span>w <span class="_ _12"> </span>D<span class="_ _8"></span>obrych <span class="_ _1e"> </span>Praktykach <span class="_ _1e"> </span>Spółek </div></div></div><div class="pi" ></div></div><div id="pf8b" class="pf w0 h0" ><div class="pc pc8b w0 h0"><img class="bi x4 y2a w3 hcd" alt="" 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class="c x0 y1 w2 h0"><div class="t m0 x105 h6 y991 ff4 fs2 fc2 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI GRUPY KAPITAŁOWEJ <span class="ff3">MIRBUD ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc3"> </span></span></div><div class="t m0 x6 h4 y992 ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y2d wda ha"><div class="t m0 x199 h8 y85 ff2 fs3 fc2 sc0 ls0 ws0">Grupa Kapitałowa MIR<span class="_ _8"></span>BUD<span class="ff1"> <span class="ls6">| <span class="_ _8"></span></span>Rada Nadzorcz<span class="_ _8"></span>a MIRBUD S.A.<span class="_ _8"></span> </span></div></div><div class="c x9 y2d wdb ha"><div class="t m0 xa h4 y86 ff3 fs1 fc4 sc0 ls0 ws0">139 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h4 y31 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y993 ff1 fs3 fc0 sc0 ls0 ws0">Notowanych  na  GPW <span class="_ _11"> </span>20<span class="_ _8"></span>16  (zasada  II.Z.4)  a<span class="_ _8"></span>  od <span class="_ _11"> </span>01.0<span class="_ _8"></span>7.2021  wskazane  w<span class="_ _8"></span>  <span class="ff2">Dobry<span class="_ _8"></span>ch  Praktykach  Spół<span class="_ _8"></span>ek </span></div><div class="t m0 x2 h8 y994 ff2 fs3 fc0 sc0 ls0 ws0">Notowanych na GP<span class="_ _8"></span>W 2021” (Dobre Praktyki <span class="_ _8"></span>2021, DPSN2021).<span class="_ _c"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 y9e9 ff2 fs3 fc0 sc0 ls0 ws0">Radosław  Niewi<span class="_ _8"></span>adomski  <span class="ff1">-<span class="_ _8"></span>  </span>Przewodnicząc<span class="_ _8"></span>y  Komitetu <span class="_ _11"> </span>Audyt<span class="_ _8"></span>u  posiada  w<span class="_ _8"></span>iedzę  i  umiejętnośc<span class="_ _8"></span>i  w  zakres<span class="_ _8"></span>ie </div><div class="t m0 x2 h8 y9ea ff2 fs3 fc0 sc0 ls0 ws0">rachunkowości <span class="_ _c"></span>a <span class="_ _c"></span>t<span class="_ _8"></span>akże <span class="_ _c"></span>spełnia <span class="_ _c"></span>k<span class="_ _8"></span>ryteria <span class="_ _c"></span>niezależ<span class="_ _8"></span>nośc<span class="_ _8"></span>i <span class="_ _c"></span>okreś<span class="_ _8"></span>lone <span class="_ _c"></span>w <span class="_ _c"></span>art.129 <span class="_ _c"></span>us<span class="_ _8"></span>t. <span class="_ _c"></span>3 <span class="_ _c"></span>pkt. <span class="_ _c"></span>us<span class="_ _8"></span>tawy <span class="_ _c"></span>z <span class="_ _c"></span>dn<span class="_ _8"></span>ia <span class="_ _c"></span>11 <span class="_ _c"></span>maja<span class="_ _8"></span> </div><div class="t m0 x2 h8 y997 ff2 fs3 fc0 sc0 ls0 ws0">2017 r. o biegłyc<span class="_ _8"></span>h rewidentach, f<span class="_ _8"></span>irmach audytors<span class="_ _8"></span>kich oraz nadzorze<span class="_ _8"></span> publicznym (<span class="_ _8"></span>Dziennik Usta<span class="_ _8"></span>w poz. 1089 <span class="_ _8"></span>z </div><div class="t m0 x2 h8 y9eb ff2 fs3 fc0 sc0 ls0 ws0">dnia <span class="_ _12"> </span>6 <span class="_ _1e"> </span>czerwca <span class="_ _1e"> </span>2017r) <span class="_ _12"> </span>o<span class="_ _8"></span>raz <span class="_ _12"> </span>s<span class="_ _8"></span>pełnia <span class="_ _12"> </span>kryteria <span class="_ _1e"> </span>niezależnośc<span class="_ _8"></span>i <span class="_ _12"> </span>wskazane <span class="_ _1e"> </span>w <span class="_ _12"> </span>D<span class="_ _8"></span>obryc<span class="_ _8"></span>h <span class="_ _12"> </span>Praktykac<span class="_ _8"></span>h <span class="_ _12"> </span>Spółek<span class="_ _c"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 y9ec ff2 fs3 fc0 sc0 ls0 ws0">Notowanych <span class="_ _3"></span>na <span class="_ _3"></span>GPW <span class="_ _3"></span>2016 <span class="_ _3"></span>(<span class="_ _8"></span>zasada <span class="_ _3"></span>II.Z.4)/ <span class="_ _3"></span>a <span class="_ _3"></span>od <span class="_ _3"></span>01.07.2021<span class="_ _8"></span> <span class="_ _3"></span>wskazane <span class="_ _3"></span>w <span class="_ _3"></span>Dobryc<span class="_ _8"></span>h <span class="_ _3"></span>Praktyk <span class="_ _3"></span>Spółek <span class="_ _3"></span>Notowanych </div><div class="t m0 x2 h8 y9ed ff2 fs3 fc0 sc0 ls0 ws0">na <span class="_ _2a"> </span>GP<span class="_ _8"></span>W <span class="_ _2a"> </span>2021” <span class="_ _21"> </span>(Dobre <span class="_ _21"> </span>Prakty<span class="_ _8"></span>ki <span class="_ _2a"> </span>2021, <span class="_ _21"> </span>DPSN2021). <span class="_ _28"> </span>Pan <span class="_ _2a"> </span>Rados<span class="_ _8"></span>ław <span class="_ _2a"> </span>N<span class="_ _8"></span>iewiadomsk<span class="_ _8"></span>i <span class="_ _2a"> </span>posiada <span class="_ _21"> </span>wyksz<span class="_ _8"></span>tałcenie </div><div class="t m0 x2 h8 y9ee ff2 fs3 fc0 sc0 ls0 ws0">wyższe <span class="_ _7"> </span>ekonomiczne <span class="_ _7"> </span>–<span class="ff1"> <span class="_ _7"> </span></span>ukończy<span class="_ _8"></span>ł <span class="_ _6"> </span>Uniwers<span class="_ _8"></span>ytet <span class="_ _7"> </span>Łódzki <span class="_ _7"> </span>na <span class="_ _7"> </span>Wydziale<span class="_ _8"></span><span class="ff1"> <span class="_ _7"> </span>Ekonomiczno-<span class="_ _8"></span>Socjologicznym, <span class="_ _7"> </span>kierunek </span></div><div class="t m0 x2 h8 y9ef ff2 fs3 fc0 sc0 ls0 ws0">Ekonomia i Organizac<span class="_ _8"></span>ja Przemysłu, uzys<span class="_ _8"></span>kując tytuł magistra ekono<span class="_ _8"></span>mii. Ma ponad 30<span class="_ _c"></span><span class="ff1">- </span>letnie dośw<span class="_ _8"></span>iadczenie w </div><div class="t m0 x2 h8 y25c ff2 fs3 fc0 sc0 ls0 ws0">zakresie <span class="_ _14"> </span>finansów<span class="_ _8"></span> <span class="_ _14"> </span>i <span class="_ _1a"> </span>bankowości, <span class="_ _14"> </span>uk<span class="_ _8"></span>ończył <span class="_ _1a"> </span>również <span class="_ _1a"> </span>wiele <span class="_ _14"> </span>kursów <span class="_ _1a"> </span>i <span class="_ _14"> </span>s<span class="_ _8"></span>zkoleń <span class="_ _1a"> </span>z <span class="_ _14"> </span>tego <span class="_ _1a"> </span>obszaru. <span class="_ _1a"> </span>Swoje </div><div class="t m0 x2 h8 y9f0 ff2 fs3 fc0 sc0 ls0 ws0">doświadczenie zawodowe <span class="_ _3"></span>z<span class="_ _8"></span>dobył <span class="_ _0"></span>i <span class="_ _3"></span>dosko<span class="_ _8"></span>nalił <span class="_ _3"></span>m.<span class="_ _8"></span>in. <span class="_ _3"></span>jako dyrektor <span class="_ _3"></span>bądź zastępca <span class="_ _3"></span>dy<span class="_ _8"></span>rektora <span class="_ _3"></span>O<span class="_ _8"></span>ddziałów <span class="_ _0"></span>Banków: </div><div class="t m0 x2 h8 y9f1 ff2 fs3 fc0 sc0 ls0 ws0">Pekao <span class="_ _8"></span>S.A<span class="_ _8"></span>. <span class="_ _8"></span>oraz <span class="_ _c"></span>Kredyt <span class="_ _c"></span>Bank <span class="_ _c"></span>S.A., <span class="_ _c"></span>a <span class="_ _8"></span>także <span class="_ _c"></span>jako <span class="_ _c"></span>Inspektor <span class="_ _c"></span>w <span class="_ _c"></span>Wydziale <span class="_ _8"></span>F<span class="_ _8"></span>inansowym <span class="_ _c"></span>Starostwa <span class="_ _c"></span>Powiatow<span class="_ _8"></span>ego </div><div class="t m0 x2 h8 y9f2 ff2 fs3 fc0 sc0 ls0 ws0">w Łowiczu<span class="ff1"> </span></div><div class="t m0 x2 h8 y9a1 ff2 fs3 fc0 sc0 ls0 ws0">Wiesław <span class="_ _3"></span>Kosonóg <span class="_ _3"></span><span class="ff1">- <span class="_ _3"></span><span class="ff2">Sekretarz <span class="_ _3"></span>Komitetu <span class="_ _3"></span>Audytu <span class="_ _3"></span>spełnia <span class="_ _3"></span>kryteria <span class="_ _3"></span>niezależności<span class="_ _8"></span> <span class="_ _2"></span>okreś<span class="_ _8"></span>lone <span class="_ _2"></span>w<span class="_ _8"></span> <span class="_ _2"></span>art.<span class="_ _8"></span>129 <span class="_ _3"></span>ust. <span class="_ _2"></span>3 <span class="ff1">ustawy </span></span></span></div><div class="t m0 x2 h8 y9a2 ff1 fs3 fc0 sc0 ls0 ws0">z <span class="_ _6"></span>dnia <span class="_ _6"> </span>11 <span class="_ _6"> </span>maja<span class="_ _8"></span> <span class="_ _6"></span>2017 <span class="_ _6"> </span>r. <span class="_ _7"> </span><span class="ff2">o <span class="_ _6"> </span>biegłych <span class="_ _6"> </span>rewident<span class="_ _8"></span>ach, <span class="_ _6"> </span>firmach <span class="_ _6"> </span>a<span class="_ _8"></span>udytorskich <span class="_ _6"> </span>oraz <span class="_ _6"> </span>n<span class="_ _8"></span>adzorze <span class="_ _6"> </span>publiczny<span class="_ _8"></span>m</span></div><div class="t m0 x1c2 h56 ydd4 ff1 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd8 h8 y9a2 ff1 fs3 fc0 sc0 ls0 ws0">(Dziennik </div><div class="t m0 x2 h8 y9a3 ff1 fs3 fc0 sc0 ls0 ws0">Ustaw <span class="_ _3"></span>poz. 1089 <span class="_ _3"></span>z dn<span class="_ _0"></span>ia <span class="_ _3"></span>6 czerwca <span class="_ _3"></span>2017r) oraz <span class="_ _3"></span><span class="ff2">s<span class="_ _8"></span>pełnia<span class="ff1"> <span class="_ _0"></span><span class="ff2">kryteria <span class="_ _0"></span>niezależności <span class="_ _0"></span>wskazane <span class="_ _0"></span>w <span class="_ _3"></span>Do<span class="_ _8"></span>brych <span class="_ _0"></span>Praktykach </span></span></span></div><div class="t m0 x2 h8 y9a4 ff2 fs3 fc0 sc0 ls0 ws0">Spółek Not<span class="_ _8"></span>owanych <span class="_ _8"></span>na <span class="_ _8"></span>GPW <span class="_ _8"></span>2016 (<span class="_ _8"></span>zasada II.Z.<span class="_ _8"></span>4)<span class="_ _8"></span><span class="ff1"> <span class="_ _8"></span></span>a o<span class="_ _8"></span>d 01.07.2<span class="_ _8"></span>021 wsk<span class="_ _8"></span>azane <span class="_ _8"></span>w Dobry<span class="_ _8"></span>ch <span class="_ _8"></span>Praktykach <span class="_ _8"></span>Spółek </div><div class="t m0 x2 h8 y9a5 ff2 fs3 fc0 sc0 ls0 ws0">Notowanych na GP<span class="_ _8"></span>W 2021” (Dobre Praktyki <span class="_ _8"></span>2021, DPSN2021).<span class="_ _c"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 y9f4 ff1 fs3 fc0 sc0 ls0 ws0">Andrzej Zakrzewsk<span class="_ _8"></span>i - <span class="ff2">Członek<span class="_ _8"></span> Komitetu Audyt<span class="_ _8"></span>u posiada doświadczen<span class="_ _8"></span>ie zawodow<span class="_ _8"></span>e w branży budowlanej.<span class="_ _c"></span></span> </div><div class="t m0 x2 h8 y9f5 ff2 fs3 fc0 sc0 ls0 ws0">Posiada <span class="_ _27"> </span>wyk<span class="_ _8"></span>ształcenie <span class="_ _26"> </span>wyżs<span class="_ _8"></span>ze, <span class="_ _27"> </span>ukończył <span class="_ _26"> </span>Wojskową <span class="_ _26"> </span>Akademię <span class="_ _27"> </span>T<span class="_ _8"></span>echniczną <span class="_ _26"> </span>w <span class="_ _27"> </span>W<span class="_ _8"></span>arszawie <span class="_ _27"> </span>Wydz<span class="_ _8"></span>iał </div><div class="t m0 x2 h8 y19a ff1 fs3 fc0 sc0 ls0 ws0">Mechaniczny <span class="ff2">–</span> Mecha<span class="_ _8"></span>nika i Budowa Maszy<span class="_ _8"></span>n, <span class="ff2">gdzie uzys<span class="_ _8"></span>kał tytuł magister inżynier<span class="_ _8"></span></span>.<span class="lsd">  </span><span class="ff2">Doświadczenie w branż<span class="_ _8"></span>y </span></div><div class="t m0 x2 h8 yc7 ff2 fs3 fc0 sc0 ls0 ws0">budowlanej zdobywa<span class="_ _8"></span>ł prac<span class="_ _8"></span>ując między <span class="_ _8"></span>innymi na s<span class="_ _8"></span>tanowisku <span class="_ _8"></span>Kierown<span class="_ _8"></span>ika <span class="_ _8"></span>Grupy R<span class="_ _8"></span>obót w Zak<span class="_ _8"></span>ładzie Inwes<span class="_ _8"></span>tycji </div><div class="t m0 x2 h8 y9f6 ff2 fs3 fc0 sc0 ls0 ws0">Budownictwa <span class="_ _0"></span>Skierniewice, <span class="_ _0"></span>był <span class="_ _3"></span>Inspektorem <span class="_ _3"></span>ds<span class="_ _8"></span>. <span class="_ _3"></span>Nadzor<span class="_ _8"></span>u <span class="_ _3"></span>Inwestycyj<span class="_ _8"></span>nego <span class="_ _3"></span>w Zakładzie <span class="_ _3"></span>Przetwórstwa <span class="_ _0"></span>Owocowo </div><div class="t m0 x2 h8 y9f7 ff2 fs3 fc0 sc0 ls0 ws0">–<span class="ff1"> <span class="_ _2a"> </span></span>Warz<span class="_ _8"></span>ywnego <span class="_ _2a"> </span>„HO<span class="_ _8"></span>RTEX” <span class="_ _21"> </span>Skierniew<span class="_ _8"></span>ice, <span class="_ _21"> </span>prowa<span class="_ _8"></span>dził <span class="_ _21"> </span>własną <span class="_ _21"> </span>działalnoś<span class="_ _8"></span>ć <span class="_ _21"> </span>gospodarcz<span class="_ _8"></span>ą:<span class="ff1"> <span class="_ _2a"> </span></span>Z<span class="_ _8"></span>akład <span class="_ _2a"> </span>usł<span class="_ _8"></span>ugowy <span class="_ _21"> </span>w </div><div class="t m0 x2 h8 yca ff1 fs3 fc0 sc0 ls0 ws0">zakresie instalacji w<span class="_ _8"></span>od-kan, co, gazowych <span class="_ _8"></span>i wentylacji<span class="_ _8"></span> </div><div class="t m0 x2 h8 y66e ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y66f ff2 fs3 fc0 sc0 ls0 ws0">Komitet <span class="_ _8"></span>Audytu<span class="_ _8"></span> <span class="_ _8"></span>we <span class="_ _8"></span>ws<span class="_ _8"></span>kazanym <span class="_ _8"></span>s<span class="_ _8"></span>kładzie <span class="_ _8"></span>speł<span class="_ _8"></span>nia <span class="_ _8"></span>kryteria <span class="_ _c"></span>niezależności <span class="_ _c"></span>oraz <span class="_ _8"></span>pozo<span class="_ _8"></span>stałe <span class="_ _8"></span>wyma<span class="_ _8"></span>gania <span class="_ _8"></span>określone<span class="_ _8"></span> </div><div class="t m0 x2 hb y670 ff2 fs3 fc0 sc0 ls0 ws0">w <span class="_ _3"></span>art. 129 <span class="_ _3"></span>ust. <span class="_ _3"></span>1,3<span class="_ _8"></span>,5 <span class="_ _3"></span>i <span class="_ _0"></span>6 <span class="_ _3"></span>Usta<span class="_ _8"></span>wy <span class="_ _0"></span>o <span class="_ _3"></span>biegłych<span class="_ _8"></span><span class="ff6"> <span class="_ _3"></span><span class="ff1">rewidentach<span class="_ _8"></span>, <span class="_ _3"></span>firmach audytorskich <span class="_ _3"></span>oraz<span class="_ _8"></span> <span class="_ _3"></span>n<span class="_ _8"></span>adzorze <span class="_ _0"></span>publicznym <span class="_ _3"></span>(Dz<span class="_ _8"></span>.U. </span></span></div><div class="t m0 x2 h8 ycd0 ff1 fs3 fc0 sc0 ls12 ws0">z <span class="ls0">2017 r. poz. 1089). <span class="ff2">W<span class="_ _8"></span>eryfikacji niezależnośc<span class="_ _8"></span>i członków Komitetu Au<span class="_ _8"></span>dytu dokonuje Rad<span class="_ _8"></span>a Nadzorcza.<span class="_ _c"></span></span> </span></div><div class="t m0 x2 hb y671 ff6 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y672 ff2 fs3 fc0 sc0 ls0 ws0">Komitet <span class="_ _0"></span>Audytu <span class="_ _3"></span>dz<span class="_ _8"></span>iałał <span class="_ _0"></span>na <span class="_ _3"></span>pods<span class="_ _8"></span>tawie <span class="_ _3"></span>Re<span class="_ _8"></span>gulaminu <span class="_ _0"></span>Komitetu Audytu <span class="_ _3"></span>Rady Nadzorczej <span class="_ _0"></span>przyjętego uchwałą <span class="_ _3"></span>Rady </div><div class="t m0 x2 h8 y64c ff1 fs3 fc0 sc0 ls0 ws0">nr X<span class="_ _0"></span>IV/2017 z <span class="_ _3"></span>dnia 30 <span class="_ _3"></span>l<span class="_ _8"></span>istopada 2017 <span class="_ _3"></span>roku a <span class="_ _3"></span>o<span class="_ _8"></span>d <span class="_ _0"></span>27 <span class="_ _0"></span>lipca 2021 <span class="_ _0"></span>roku na <span class="_ _3"></span>podst<span class="_ _8"></span>awie <span class="_ _0"></span>Regulamin<span class="_ _8"></span>u <span class="_ _0"></span>Komitetu Audytu </div><div class="t m0 x2 h8 y673 ff2 fs3 fc0 sc0 ls0 ws0">Rady <span class="_ _6"></span>Nadzorcz<span class="_ _8"></span>ej <span class="_ _6"></span>przyjętego <span class="_ _6"> </span>uchw<span class="_ _8"></span>ałą <span class="_ _6"></span>Rady <span class="_ _6"> </span>N<span class="_ _8"></span>adzorczej <span class="_ _6"> </span>nr <span class="_ _7"> </span>XVI/2021. <span class="_ _6"></span>Tekst <span class="_ _6"> </span>jednolity <span class="_ _6"> </span>Re<span class="_ _8"></span>gulaminu <span class="_ _6"> </span>Kom<span class="_ _8"></span>itetu </div><div class="t m0 x2 h8 y1bf ff2 fs3 fc0 sc0 ls0 ws0">Audyty <span class="_ _26"> </span>stanowi <span class="_ _26"> </span>z<span class="_ _8"></span>ałącznik <span class="_ _26"> </span>do <span class="_ _26"> </span>uc<span class="_ _8"></span>hwały <span class="_ _26"> </span>Rady <span class="_ _26"> </span>N<span class="_ _8"></span>adzorczej<span class="_ _8"></span> <span class="_ _26"> </span>nr <span class="_ _26"> </span>XVI/2021 <span class="_ _26"> </span>i<span class="_ _8"></span> <span class="_ _26"> </span>został <span class="_ _26"> </span>opubl<span class="_ _8"></span>ikowany <span class="_ _26"> </span>na </div><div class="t m0 x2 h8 ycd1 ff1 fs3 fc0 sc0 ls0 ws0">https://relacje.m<span class="_ _8"></span>irbud.pl/strony/dokumen<span class="_ _8"></span>ty-k<span class="_ _8"></span>orporacyjne-1. </div><div class="t m0 x2 hb ycd2 ff6 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 ycd3 ff2 fs3 fc0 sc0 ls0 ws0">Komitet Audytu MIR<span class="_ _8"></span>BUD S.A. odbywa<span class="_ _8"></span>ł w okresie od 01<span class="_ _8"></span>.01.202<span class="_ _8"></span><span class="ff1">1 do 31.12.202<span class="_ _8"></span>1 cykliczne pos<span class="_ _8"></span>iedzenia. <span class="_ _8"></span> </span></div><div class="t m0 x2 h8 ycd4 ff2 fs3 fc0 sc0 ls0 ws0">W <span class="_ _1b"> </span>ramach <span class="_ _d"> </span>monitorowan<span class="_ _8"></span>ia <span class="_ _1b"> </span>proces<span class="_ _8"></span>u <span class="_ _1b"> </span>s<span class="_ _8"></span>prawozdawczośc<span class="_ _8"></span>i <span class="_ _1b"> </span>finansowej<span class="_ _8"></span>, <span class="_ _1b"> </span>systemó<span class="_ _8"></span>w <span class="_ _1b"> </span>kontro<span class="_ _8"></span>li <span class="_ _1b"> </span>wew<span class="_ _8"></span>nętrznej <span class="_ _d"> </span>i </div><div class="t m0 x2 h8 y1c3 ff2 fs3 fc0 sc0 ls0 ws0">zarządzania ryzykiem <span class="_ _3"></span>ora<span class="_ _8"></span>z wykonywania <span class="_ _0"></span>przez <span class="_ _0"></span>firmę audytorską <span class="_ _3"></span>cz<span class="_ _8"></span>ynności <span class="_ _3"></span>r<span class="_ _8"></span>ewizji finansowej, Komitet <span class="_ _3"></span>Audytu </div><div class="t m0 x2 h8 y9b4 ff1 fs3 fc0 sc0 ls0 ws0">MIRBUD S.A.<span class="ff2">: W r<span class="_ _8"></span>oku obrotowy<span class="_ _8"></span>m 2021 Komitet Audyt<span class="_ _8"></span>u MIRBUD S.A. odby<span class="_ _8"></span>ł 5 posiedzeń<span class="_ _8"></span></span>.<span class="_ _8"></span> </div><div class="t m0 x2 h8 y9b5 ff2 fs3 fc0 sc0 ls0 ws0">W <span class="_ _c"></span>Spółce<span class="ff1"> <span class="_ _c"></span></span>są <span class="_ _c"></span>prz<span class="_ _8"></span>estrzegan<span class="_ _8"></span>e <span class="_ _8"></span>prz<span class="_ _8"></span>episy <span class="_ _c"></span>dotycz<span class="_ _8"></span>ące <span class="_ _c"></span>powołania, <span class="_ _c"></span>składu <span class="_ _f"></span>i <span class="_ _8"></span>funkc<span class="_ _8"></span>jonowania <span class="_ _f"></span><span class="ff1">komitetu <span class="_ _f"></span>audytu, <span class="_ _c"></span>w <span class="_ _c"></span>tym </span></div><div class="t m0 x2 h8 y933 ff2 fs3 fc0 sc0 ls0 ws0">dotyczące <span class="_ _6"> </span>spełnienia <span class="_ _6"> </span>prz<span class="_ _8"></span>ez <span class="_ _6"></span>jego <span class="_ _6"></span>członków <span class="_ _6"></span>kryteriów <span class="_ _6"> </span>n<span class="_ _8"></span>iezależności <span class="_ _6"></span>oraz <span class="_ _6"></span>wymaga<span class="_ _8"></span>ń <span class="_ _6"></span>odnośnie <span class="_ _6"></span>do <span class="_ _6"> </span>posiadania<span class="_ _8"></span> </div><div class="t m0 x2 h8 y9b6 ff2 fs3 fc0 sc0 ls0 ws0">wiedzy <span class="_ _8"></span>i <span class="_ _c"></span>umiejętności <span class="_ _c"></span>z <span class="_ _c"></span>zakresu <span class="_ _c"></span>branży, <span class="_ _c"></span>w <span class="_ _8"></span>k<span class="_ _8"></span>tórej <span class="_ _8"></span>dz<span class="_ _8"></span>iała <span class="_ _8"></span>emitent, <span class="_ _c"></span>oraz <span class="_ _c"></span>w <span class="_ _8"></span>z<span class="_ _8"></span>akresie <span class="_ _c"></span>rachunkowości <span class="_ _c"></span>lub <span class="_ _8"></span>b<span class="_ _8"></span>adania </div><div class="t m0 x2 h8 y1c7 ff2 fs3 fc0 sc0 ls0 ws0">sprawozdań <span class="_ _2a"> </span>f<span class="_ _8"></span>inansowych<span class="ff1">. <span class="_ _28"> </span>W <span class="_ _2a"> </span></span>r<span class="_ _8"></span>oku <span class="_ _2a"> </span>obrotowy<span class="_ _8"></span>m <span class="_ _2a"> </span>2021 <span class="_ _21"> </span>wer<span class="_ _8"></span>yfikacja <span class="_ _21"> </span>niezależności <span class="_ _21"> </span>oraz <span class="_ _21"> </span>wymagań<span class="_ _8"></span><span class="ff1"> <span class="_ _21"> </span>w <span class="_ _21"> </span>zakres<span class="_ _8"></span>ie </span></div><div class="t m0 x2 h8 ydd5 ff2 fs3 fc0 sc0 ls0 ws0">wiedzy <span class="_ _f"></span>i <span class="_ _c"></span>d<span class="_ _8"></span>oświadczenia <span class="_ _f"></span>członków <span class="_ _f"></span>Komit<span class="_ _8"></span>etu <span class="_ _f"></span>Audytu <span class="_ _f"></span>przeprowadzona<span class="_ _8"></span> <span class="_ _c"></span>z<span class="_ _8"></span>ostała <span class="_ _f"></span>przez <span class="_ _f"></span>Radę <span class="_ _f"></span>Nadzorczą <span class="_ _f"></span>w <span class="_ _f"></span>dniu </div><div class="t m0 x2 h8 y7f5 ff1 fs3 fc0 sc0 ls11 ws0">26<span class="ls0"> kwietnia 2021<span class="_ _8"></span> r. </span></div></div></div><div class="pi" ></div></div><div id="pf8c" class="pf w0 h0" ><div class="pc pc8c w0 h0"><img class="bi x4 y2a w3 hcd" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x105 h6 y991 ff4 fs2 fc2 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI GRUPY KAPITAŁOWEJ <span class="ff3">MIRBUD ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc3"> </span></span></div><div class="t m0 x6 h4 y992 ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y2d wda h40"><div class="t m0 xbd h8 y22e ff2 fs3 fc2 sc0 ls0 ws0">Grupa Kapitałowa MIR<span class="_ _8"></span>BUD<span class="ff1"> <span class="ls6">| <span class="_ _8"></span></span>Polityka wybor<span class="_ _8"></span>u firmy audy<span class="_ _8"></span>torskiej do przeprowadzan<span class="_ _8"></span>ia </span></div><div class="t m0 x41 h8 y2e ff2 fs3 fc2 sc0 ls0 ws0">badania sprawozdań f<span class="_ _8"></span>inansowyc<span class="_ _8"></span>h MIRBUD S.A. z sied<span class="_ _8"></span>zibą w Skierniewicac<span class="_ _8"></span>h i Grupy </div><div class="t m0 xdf h8 y2f ff2 fs3 fc2 sc0 ls0 ws0">Kapitałowej MIRBUD<span class="_ _8"></span><span class="ff1"> </span></div></div><div class="c x9 y2d wdb h40"><div class="t m0 xa h4 y193 ff3 fs1 fc4 sc0 ls0 ws0">140 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h4 y31 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hc ya20 ff6 fs4 fc0 sc0 ls0 ws0">14.12. <span class="_ _5"></span>Polity<span class="_ _8"></span>ka <span class="_ _f"></span>wyboru <span class="_ _f"></span>firmy <span class="_ _6"></span>audytorskiej <span class="_ _f"></span>do <span class="_ _f"></span>przeprowadzania <span class="_ _6"></span>badania <span class="_ _f"></span>spra<span class="_ _8"></span><span class="ff5">wozdań </span></div><div class="t m0 x85 hc ya21 ff5 fs4 fc0 sc0 ls0 ws0">finansowych <span class="_ _1e"> </span>MIRBUD <span class="_ _12"> </span>S<span class="_ _8"></span>.A. <span class="_ _1e"> </span>z <span class="_ _12"> </span>siedzibą <span class="_ _1e"> </span>w <span class="_ _1e"> </span>Skierniewicach <span class="_ _1e"> </span>i <span class="_ _12"> </span>Grupy <span class="_ _1e"> </span>Kapitałowej </div><div class="t m0 x85 hc ya22 ff6 fs4 fc0 sc0 ls0 ws0">MIRBUD </div><div class="t m0 x2 h8 ydd6 ff2 fs3 fc0 sc0 ls0 ws0">Komitet <span class="_ _c"></span>Audytu <span class="_ _f"></span>Rady <span class="_ _8"></span>N<span class="_ _8"></span>adzorcz<span class="_ _8"></span>ej <span class="_ _c"></span>MIRBUD <span class="_ _c"></span>S.A. <span class="_ _c"></span>dz<span class="_ _8"></span>iałając <span class="_ _c"></span>j<span class="_ _8"></span>ako <span class="_ _c"></span>organ <span class="_ _c"></span>jednostki <span class="_ _c"></span>za<span class="_ _8"></span>interesowania <span class="_ _c"></span>p<span class="_ _8"></span>ublicznego </div><div class="t m0 x2 h8 ydd7 ff2 fs3 fc0 sc0 ls0 ws0">oraz <span class="_ _c"></span>uwzgl<span class="_ _8"></span>ędniając <span class="_ _c"></span>f<span class="_ _8"></span>akt <span class="_ _c"></span>iż <span class="_ _f"></span>MIRBUD <span class="_ _f"></span>S.A. <span class="_ _c"></span>jest <span class="_ _f"></span>spółką <span class="_ _c"></span>d<span class="_ _8"></span>ominującą <span class="_ _c"></span>Grupy<span class="_ _8"></span> <span class="_ _f"></span>Kap<span class="_ _8"></span>itałowej <span class="_ _c"></span>MIR<span class="_ _8"></span>BUD, <span class="_ _f"></span>na <span class="_ _c"></span>podstawie </div><div class="t m0 x2 h8 y272 ff2 fs3 fc0 sc0 ls0 ws0">art. 130<span class="_ _8"></span> ust. <span class="_ _8"></span>1 <span class="_ _8"></span>ustawy <span class="_ _8"></span>z <span class="_ _8"></span>dni<span class="_ _8"></span>a 11 <span class="_ _8"></span>maja <span class="_ _8"></span>2017 <span class="_ _8"></span>roku <span class="_ _8"></span>o <span class="_ _8"></span>biegłyc<span class="_ _8"></span>h rewident<span class="_ _8"></span>ach, fir<span class="_ _8"></span>mach <span class="_ _8"></span>audytorskich <span class="_ _8"></span>oraz <span class="_ _8"></span>nadzorz<span class="_ _8"></span>e </div><div class="t m0 x2 h8 y273 ff2 fs3 fc0 sc0 ls0 ws0">publicznym  ustala <span class="_ _21"> </span>następu<span class="_ _8"></span>jące <span class="_ _21"> </span>z<span class="_ _8"></span>asady <span class="_ _21"> </span>d<span class="_ _8"></span>otyczące  wyboru <span class="_ _21"> </span>firmy  audytorskiej <span class="_ _21"> </span>d<span class="_ _8"></span>o <span class="_ _21"> </span>przepro<span class="_ _8"></span>wadzania <span class="_ _28"> </span>badań </div><div class="t m0 x2 h8 ydd8 ff2 fs3 fc0 sc0 ls0 ws0">sprawozdań finansowego Spółki i<span class="_ _0"></span> <span class="_ _0"></span>skonsolidowa<span class="_ _8"></span>nych sprawozdań <span class="_ _3"></span>fin<span class="_ _8"></span>ansowych Grupy K<span class="_ _0"></span>apitałowej za <span class="_ _0"></span>dany <span class="_ _0"></span>rok </div><div class="t m0 x2 h8 y38 ff1 fs3 fc0 sc0 ls0 ws0">obrotowy: </div><div class="t m0 x2 h8 ydd9 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x85 h136 ydda ff3 fs4 fc0 sc0 lsa ws0">1)<span class="ff1 ls0"> <span class="_ _1b"> </span><span class="ff2 fs3">wybór <span class="_ _7"> </span>firmy <span class="_ _6"> </span>audytors<span class="_ _8"></span>kiej <span class="_ _6"> </span>dok<span class="_ _8"></span>onywany <span class="_ _6"> </span>j<span class="_ _8"></span>est <span class="_ _6"> </span>z<span class="_ _8"></span> <span class="_ _6"> </span>odpowie<span class="_ _8"></span>dnim <span class="_ _6"> </span>wy<span class="_ _8"></span>przedzeniem, <span class="_ _7"> </span>aby <span class="_ _7"> </span>umowa <span class="_ _7"> </span>o <span class="_ _6"> </span>badanie </span></span></div><div class="t m0 x25 h8 y768 ff2 fs3 fc0 sc0 ls0 ws0">sprawozdania <span class="_ _6"></span>finansowego <span class="_ _6"></span>mogła <span class="_ _f"></span>zos<span class="_ _8"></span>tać <span class="_ _f"></span>pod<span class="_ _8"></span>pisana <span class="_ _f"></span>w <span class="_ _6"></span>terminie <span class="_ _6"></span>umożliwiając<span class="_ _8"></span><span class="ff1">ym<span class="_ _8"></span> <span class="_ _f"></span>firmie <span class="_ _6"></span>audytorskiej </span></div><div class="t m0 x25 h8 y7e1 ff2 fs3 fc0 sc0 ls0 ws0">przeprowadzenie <span class="_ _1a"> </span>prze<span class="_ _8"></span>glądu <span class="_ _1a"> </span>śródrocznyc<span class="_ _8"></span>h <span class="_ _14"> </span>sprawoz<span class="_ _8"></span>dań <span class="_ _1a"> </span>finans<span class="_ _8"></span>owych <span class="_ _1a"> </span>i <span class="_ _1a"> </span>udział <span class="_ _1a"> </span>w <span class="_ _1a"> </span>inwentary<span class="_ _8"></span>zacji </div><div class="t m0 x25 h8 y834 ff2 fs3 fc0 sc0 ls0 ws0">znaczących s<span class="_ _8"></span>kładników majątkowyc<span class="_ _8"></span>h;<span class="ff1"> </span></div><div class="t m0 x85 h136 y8c5 ff3 fs4 fc0 sc0 lsa ws0">2)<span class="ff1 ls0"> <span class="_ _1b"> </span><span class="ff2 fs3">przy wyborze firmy audy<span class="_ _8"></span>torskiej Komitet<span class="_ _8"></span> Audytu oraz Rada Nadzorc<span class="_ _8"></span>za Spółki <span class="_ _c"></span><span class="ff1"> </span></span></span></div><div class="t m0 x3 h8 yb17 ff2 fs3 fc0 sc0 ls0 ws0">zwracają <span class="_ _c"></span>sz<span class="_ _8"></span>czególną <span class="_ _8"></span>uwa<span class="_ _8"></span>gę <span class="_ _c"></span>na <span class="_ _c"></span>koniec<span class="_ _8"></span>zność <span class="_ _f"></span>zachowania <span class="_ _8"></span>n<span class="_ _8"></span>iezależności <span class="_ _c"></span>firmy <span class="_ _c"></span>au<span class="_ _8"></span>dytorsk<span class="_ _8"></span>iej <span class="_ _8"></span>i <span class="_ _c"></span>biegłe<span class="_ _8"></span>go </div><div class="t m0 x3 h8 yddb ff2 fs3 fc0 sc0 ls0 ws0">rewidenta, w <span class="_ _3"></span>sz<span class="_ _8"></span>czególności Komitet <span class="_ _0"></span>Audytu, przedstawiając rekomendację Radzie Nadzorczej <span class="_ _0"></span>Spółki, </div><div class="t m0 x3 h8 y1ce ff2 fs3 fc0 sc0 ls0 ws0">uwzględnia <span class="_ _21"> </span>z<span class="_ _8"></span>akres  usług <span class="_ _21"> </span>wyk<span class="_ _8"></span>onywanych <span class="_ _21"> </span>prz<span class="_ _8"></span>ez <span class="_ _21"> </span>f<span class="_ _8"></span>irmę <span class="_ _21"> </span>au<span class="_ _8"></span>dytorską  i <span class="_ _2a"> </span>b<span class="_ _8"></span>iegłego <span class="_ _21"> </span>r<span class="_ _8"></span>ewidenta  w <span class="_ _21"> </span>okresie </div><div class="t m0 x3 h8 yddc ff1 fs3 fc0 sc0 ls0 ws0">ostatni<span class="ff2">ch pięciu lat po<span class="_ _8"></span>przedzając<span class="_ _8"></span>ych wybór firmy audytorsk<span class="_ _8"></span>iej;  <span class="_ _8"></span></span> </div><div class="t m0 x85 h136 yddd ff3 fs4 fc0 sc0 lsa ws0">3)<span class="ff1 ls0"> <span class="_ _1b"> </span><span class="ff2 fs3">kontrola <span class="_ _1a"> </span>i <span class="_ _1a"> </span>monitorowanie <span class="_ _1a"> </span>niezależn<span class="_ _8"></span>ości <span class="_ _14"> </span>z<span class="_ _8"></span>espołu <span class="_ _1a"> </span>biegłyc<span class="_ _8"></span>h <span class="_ _14"> </span>rewi<span class="_ _8"></span>dentów <span class="_ _1a"> </span>i <span class="_ _14"> </span>f<span class="_ _8"></span>irmy <span class="_ _1a"> </span>audytorskiej <span class="_ _1a"> </span>są </span></span></div><div class="t m0 x25 h8 ydde ff2 fs3 fc0 sc0 ls0 ws0">dokonywane <span class="_ _1e"> </span>n<span class="_ _8"></span>a <span class="_ _1e"> </span>każdym <span class="_ _14"> </span>etapie, <span class="_ _1e"> </span>w <span class="_ _14"> </span>szczególności: <span class="_ _14"> </span>przy <span class="_ _1e"> </span>roz<span class="_ _8"></span>patrywaniu <span class="_ _1e"> </span>złożony<span class="_ _8"></span>ch <span class="_ _1e"> </span>ofert, <span class="_ _1e"> </span>prz<span class="_ _8"></span>ed </div><div class="t m0 x25 h8 yddf ff2 fs3 fc0 sc0 ls0 ws0">przystąpieniem <span class="_ _28"> </span>do <span class="_ _21"> </span>czynno<span class="_ _8"></span>ści <span class="_ _21"> </span>rewizji <span class="_ _21"> </span>finansowej <span class="_ _28"> </span>również <span class="_ _21"> </span>w <span class="_ _21"> </span>prz<span class="_ _8"></span>ypadku <span class="_ _21"> </span>kontynu<span class="_ _8"></span>owania <span class="_ _21"> </span>zleceni<span class="_ _8"></span>a <span class="_ _21"> </span>w </div><div class="t m0 x25 h8 y816 ff1 fs3 fc0 sc0 ls0 ws0">kolejnym roku obrotowy<span class="_ _8"></span>m; </div><div class="t m0 x85 h136 y76d ff3 fs4 fc0 sc0 lsa ws0">4)<span class="ff1 ls0"> <span class="_ _1b"> </span><span class="ff2 fs3">wybór <span class="_ _2a"> </span>firmy <span class="_ _21"> </span>audytorsk<span class="_ _8"></span>iej <span class="_ _2a"> </span>dokonywany <span class="_ _2a"> </span>j<span class="_ _8"></span>est <span class="_ _2a"> </span>z <span class="_ _21"> </span>uwzględnienie<span class="_ _8"></span>m <span class="_ _2a"> </span>doświadcz<span class="_ _8"></span>enia <span class="_ _2a"> </span>fir<span class="_ _8"></span>my <span class="_ _2a"> </span>audytorsk<span class="_ _8"></span>iej <span class="_ _2a"> </span>w </span></span></div><div class="t m0 x25 h8 yde0 ff2 fs3 fc0 sc0 ls0 ws0">zakresie <span class="_ _f"></span>ustawowe<span class="_ _8"></span>go <span class="_ _f"></span>badania <span class="_ _f"></span>sprawoz<span class="_ _8"></span>dań <span class="_ _f"></span>finansowy<span class="_ _8"></span>ch <span class="_ _f"></span>jednostek <span class="_ _f"></span>zain<span class="_ _c"></span><span class="ff1">teresowania <span class="_ _f"></span>pu<span class="_ _8"></span>blicznego, <span class="_ _f"></span>w </span></div><div class="t m0 x25 h8 yde1 ff2 fs3 fc0 sc0 ls0 ws0">tym <span class="_ _f"></span>spółek <span class="_ _f"></span>notowanyc<span class="_ _8"></span>h <span class="_ _f"></span>na <span class="_ _f"></span>Giełdzie <span class="_ _f"></span>Papierów <span class="_ _6"></span>Wartościowych <span class="_ _f"></span>w <span class="_ _f"></span>Wars<span class="_ _8"></span>zawie <span class="_ _f"></span>S.A. <span class="_ _f"></span>oraz <span class="_ _f"></span>znajom<span class="_ _8"></span>ością </div><div class="t m0 x25 h8 yde2 ff2 fs3 fc0 sc0 ls0 ws0">segmentów, <span class="_ _6"> </span>w<span class="_ _8"></span> <span class="_ _6"> </span>który<span class="_ _8"></span>ch <span class="_ _6"> </span>działają<span class="_ _8"></span> <span class="_ _6"> </span>spółki <span class="_ _7"> </span>Grupy <span class="_ _6"> </span>K<span class="_ _8"></span>apitałowej <span class="_ _7"> </span>MIRBUD <span class="_ _7"> </span>a <span class="_ _6"></span>także <span class="_ _6"> </span>pro<span class="_ _8"></span>ponowanej <span class="_ _7"> </span>ceny <span class="_ _6"> </span>za </div><div class="t m0 x25 h8 y37f ff2 fs3 fc0 sc0 ls0 ws0">przeprowadzenie b<span class="_ _8"></span>adań ustawowych;<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x85 h136 yde3 ff3 fs4 fc0 sc0 lsa ws0">5)<span class="ff1 ls0"> <span class="_ _1b"> </span><span class="ff2 fs3">wybór  firmy  audytorskiej  dokonywa<span class="_ _8"></span>ny  jest  z  uwzględnienie<span class="_ _8"></span>m  zasady  rotacji  firmy  audytors<span class="_ _8"></span>kiej  i </span></span></div><div class="t m0 x25 h8 yde4 ff2 fs3 fc0 sc0 ls0 ws0">kluczowego biegłego rew<span class="_ _8"></span>identa w taki sposób, aby mak<span class="_ _8"></span>symalny czas nieprzerwanego trwania zlec<span class="_ _8"></span>eń </div><div class="t m0 x25 h8 yde5 ff2 fs3 fc0 sc0 ls0 ws0">badań <span class="_ _1e"> </span>ustawowych <span class="_ _1e"> </span>przeprowadz<span class="_ _8"></span>anych <span class="_ _1e"> </span>przez <span class="_ _1e"> </span>tę <span class="_ _12"> </span>s<span class="_ _8"></span>amą <span class="_ _1e"> </span>firmę <span class="_ _1e"> </span>audytorską<span class="_ _8"></span> <span class="_ _12"> </span>lub<span class="_ _8"></span> <span class="_ _12"> </span>firm<span class="_ _c"></span>ę <span class="_ _1e"> </span>audytors<span class="_ _8"></span>ką </div><div class="t m0 x25 h8 yde6 ff2 fs3 fc0 sc0 ls0 ws0">powiązaną <span class="_ _28"> </span>z  tą <span class="_ _21"> </span>firmą  audytorską  lub <span class="_ _21"> </span>jakiegokolw<span class="_ _8"></span>iek  członka <span class="_ _21"> </span>sieci  działającej <span class="_ _28"> </span>w  pa<span class="_ _0"></span>ństwach  Unii </div><div class="t m0 x25 h8 y68f ff2 fs3 fc0 sc0 ls0 ws0">Europejskiej, <span class="_ _6"> </span>do <span class="_ _6"> </span>której<span class="_ _8"></span> <span class="_ _6"></span>należą <span class="_ _6"> </span>te <span class="_ _6"> </span>firmy <span class="_ _7"> </span>audytorskie, <span class="_ _6"></span>nie <span class="_ _6"></span>przekracz<span class="_ _8"></span>ał <span class="_ _6"></span>pięciu <span class="_ _6"> </span>lat, <span class="_ _6"> </span>z<span class="_ _8"></span>aś <span class="_ _6"></span>kluczowy <span class="_ _6"> </span>biegły </div><div class="t m0 x25 h8 ybe0 ff2 fs3 fc0 sc0 ls0 ws0">rewident nie <span class="_ _3"></span>przeprowadzał<span class="_ _8"></span> <span class="_ _3"></span>bad<span class="_ _8"></span>ania <span class="_ _0"></span>ustawowego w S<span class="_ _0"></span>półce przez <span class="_ _3"></span>okres dłuższy <span class="_ _3"></span>ni<span class="_ _8"></span>ż <span class="_ _3"></span>pięć lat. <span class="_ _3"></span>Klucz<span class="_ _8"></span>owy </div><div class="t m0 x25 h8 yde7 ff2 fs3 fc0 sc0 ls0 ws0">biegły re<span class="_ _8"></span>wident <span class="_ _8"></span>może <span class="_ _8"></span>pono<span class="_ _8"></span>wnie prz<span class="_ _8"></span>eprowadzać<span class="_ _8"></span> ba<span class="_ _8"></span>danie <span class="_ _8"></span>ustawowe <span class="_ _8"></span>w <span class="_ _8"></span>Spółce <span class="_ _c"></span>po <span class="_ _8"></span>upływie <span class="_ _8"></span>co <span class="_ _8"></span>najmniej<span class="_ _8"></span> </div><div class="t m0 x25 h8 y1d9 ff2 fs3 fc0 sc0 ls0 ws0">trzech lat od zakończ<span class="_ _8"></span>enia ostatniego badan<span class="_ _8"></span>ia ustawowego.<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 ycb5 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 yde8 ff2 fs3 fc0 sc0 ls0 ws0">W <span class="_ _8"></span>ramach <span class="_ _c"></span>kontro<span class="_ _8"></span>lowania, <span class="_ _c"></span>monitorowan<span class="_ _8"></span>ia <span class="_ _8"></span>i <span class="_ _c"></span>oceny <span class="_ _c"></span>niezależn<span class="_ _8"></span>ośc<span class="_ _8"></span>i <span class="_ _8"></span>firmy <span class="_ _c"></span>audytorskie<span class="_ _8"></span>j <span class="_ _8"></span>i <span class="_ _c"></span>poszczególnych <span class="_ _c"></span>biegłych </div><div class="t m0 x2 h8 yde9 ff2 fs3 fc0 sc0 ls0 ws0">rewidentów, Komitet<span class="_ _8"></span> Audytu opraco<span class="_ _8"></span>wał i przyjął na po<span class="_ _8"></span>siedzeniu w dniu 20 <span class="_ _8"></span>października 201<span class="_ _8"></span>7 roku:<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 ydea ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 ydeb ff1 fs3 fc0 sc0 ls11 ws0">1)<span class="ls0"> <span class="_ _1d"> </span><span class="ff2">politykę <span class="_ _c"></span>wyboru <span class="_ _c"></span>firmy <span class="_ _8"></span>a<span class="_ _8"></span>udytorsk<span class="_ _8"></span>iej <span class="_ _8"></span>do <span class="_ _c"></span>przeprowadza<span class="_ _8"></span>nia <span class="_ _8"></span>badania <span class="_ _c"></span>sprawoz<span class="_ _8"></span>dań <span class="_ _8"></span>f<span class="_ _8"></span>inansowych <span class="_ _c"></span>MIRBUD <span class="_ _c"></span>S.A. </span></span></div><div class="t m0 x85 h8 ydec ff2 fs3 fc0 sc0 ls0 ws0">z siedzibą w<span class="ff1"> </span>Skiern<span class="_ _8"></span>iewicach i Grupy <span class="_ _8"></span>Kapitałowej MIR<span class="_ _8"></span>BUD;<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 y470 ff1 fs3 fc0 sc0 ls11 ws0">2)<span class="ls0"> <span class="_ _1d"> </span><span class="ff2">procedurę <span class="_ _3"></span>wyboru <span class="_ _3"></span>firmy <span class="_ _3"></span>aud<span class="_ _8"></span>ytorskiej <span class="_ _3"></span>do <span class="_ _3"></span>przeprowadzania <span class="_ _3"></span>badania <span class="_ _3"></span>sprawoz<span class="_ _8"></span>dań <span class="_ _3"></span>finansowych <span class="_ _3"></span>MIRBUD <span class="_ _3"></span>S.A.<span class="_ _8"></span> </span></span></div><div class="t m0 x85 h8 yded ff2 fs3 fc0 sc0 ls0 ws0">z siedzibą w Skierniew<span class="_ _8"></span>icach i Grupy <span class="_ _8"></span>Kapitałowej MIRB<span class="_ _8"></span>UD;<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 ydee ff1 fs3 fc0 sc0 ls11 ws0">3)<span class="ls0"> <span class="_ _1d"> </span><span class="ff2">politykę <span class="_ _c"></span>świadczenia<span class="_ _8"></span> <span class="_ _8"></span>przez<span class="_ _8"></span> <span class="_ _c"></span>firmę <span class="_ _8"></span>au<span class="_ _8"></span>dytorską <span class="_ _c"></span>przeprow<span class="_ _8"></span>adzają<span class="_ _8"></span>cą <span class="_ _c"></span>badani<span class="_ _8"></span>e, <span class="_ _8"></span>po<span class="_ _8"></span>dmioty <span class="_ _c"></span>powiązane <span class="_ _c"></span>z <span class="_ _c"></span>tą <span class="_ _c"></span>firmą </span></span></div><div class="t m0 x85 h8 ydef ff2 fs3 fc0 sc0 ls0 ws0">audytorską <span class="_ _2b"> </span>oraz<span class="_ _8"></span> <span class="_ _2b"> </span>prz<span class="_ _8"></span>ez <span class="_ _2b"> </span>członka <span class="_ _13"> </span>sieci <span class="_ _13"> </span>firmy <span class="_ _2b"> </span>audytors<span class="_ _8"></span>kiej <span class="_ _13"> </span>dozwolonych <span class="_ _13"> </span>usług <span class="_ _2b"> </span>n<span class="_ _8"></span>iebędących <span class="_ _13"> </span>badaniem </div><div class="t m0 x85 h8 ydf0 ff2 fs3 fc0 sc0 ls0 ws0">sprawozdań finansowyc<span class="_ _8"></span>h;<span class="ff1"> </span></div></div></div><div class="pi" ></div></div><div id="pf8d" class="pf w0 h0" ><div class="pc pc8d w0 h0"><img class="bi x4 y2a w3 hcd" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x105 h6 y991 ff4 fs2 fc2 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI GRUPY KAPITAŁOWEJ <span class="ff3">MIRBUD ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc3"> </span></span></div><div class="t m0 x6 h4 y992 ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y2d wda h40"><div class="t m0 xbd h8 y22e ff2 fs3 fc2 sc0 ls0 ws0">Grupa Kapitałowa MIR<span class="_ _8"></span>BUD<span class="ff1"> <span class="ls6">| <span class="_ _8"></span></span>Polityka wybor<span class="_ _8"></span>u firmy audytorsk<span class="_ _8"></span>iej do przeprowadzania </span></div><div class="t m0 x41 h8 y2e ff2 fs3 fc2 sc0 ls0 ws0">badania sprawozdań f<span class="_ _8"></span>inanso<span class="_ _8"></span>wych MIRBUD S.<span class="_ _8"></span>A. z siedzibą w Sk<span class="_ _8"></span>ierniewicach i Gru<span class="_ _8"></span>py </div><div class="t m0 xdf h8 y2f ff2 fs3 fc2 sc0 ls0 ws0">Kapitałowej MIRBUD<span class="_ _8"></span><span class="ff1"> </span></div></div><div class="c x9 y2d wdb h40"><div class="t m0 xa h4 y193 ff3 fs1 fc4 sc0 ls0 ws0">141 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h4 y31 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y993 ff1 fs3 fc0 sc0 ls11 ws0">4)<span class="ls0"> <span class="_ _1d"> </span><span class="ff2">Ustalił <span class="_ _8"></span>posz<span class="_ _8"></span>czególnych <span class="_ _8"></span>wa<span class="_ _8"></span>gi <span class="_ _8"></span>dla <span class="_ _8"></span>kry<span class="_ _8"></span>teriów <span class="_ _8"></span>wyboru <span class="_ _8"></span>ws<span class="_ _8"></span>kazanyc<span class="_ _8"></span>h <span class="_ _8"></span>w<span class="_ _8"></span></span> <span class="_ _8"></span> <span class="_ _8"></span><span class="ff2">”<span class="_ _8"></span>Polityce <span class="_ _8"></span>wyb<span class="_ _8"></span>oru <span class="_ _8"></span>firmy <span class="_ _8"></span>audyt<span class="_ _8"></span>orski<span class="_ _8"></span></span>ej <span class="_ _8"></span>do </span></div><div class="t m0 x85 h8 y994 ff2 fs3 fc0 sc0 ls0 ws0">przeprowadzania <span class="_ _f"></span>badan<span class="_ _8"></span>ia <span class="_ _f"></span>sprawozdań <span class="_ _f"></span>finansowy<span class="_ _8"></span>ch <span class="_ _f"></span>MIRBUD <span class="_ _f"></span>S.A. <span class="_ _f"></span>z <span class="_ _f"></span>siedzibą <span class="_ _f"></span>w<span class="_ _c"></span><span class="ff1"> Skierniewicach <span class="_ _f"></span>i <span class="_ _f"></span>Grupy </span></div><div class="t m0 x85 h8 y995 ff2 fs3 fc0 sc0 ls0 ws0">Kapitałowej MIRBUD”. <span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x25 h8 y996 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 yae8 ff2 fs3 fc0 sc0 ls0 ws0">Komitet <span class="_ _2a"> </span>Au<span class="_ _8"></span>dytu <span class="_ _2a"> </span>był <span class="_ _21"> </span>informowany<span class="_ _8"></span> <span class="_ _2a"> </span>o <span class="_ _21"> </span>składzie <span class="_ _21"> </span>zespołu<span class="_ _8"></span> <span class="_ _2a"> </span>prz<span class="_ _8"></span>eprowadzającego <span class="_ _21"> </span>badanie, <span class="_ _21"> </span>planowanym <span class="_ _21"> </span>czas<span class="_ _8"></span>ie <span class="_ _2a"> </span>i </div><div class="t m0 x2 h8 yae9 ff1 fs3 fc0 sc0 ls0 ws0">zakresie <span class="_ _11"> </span>prz<span class="_ _8"></span>eprowadzenia <span class="_ _2b"> </span>badania <span class="_ _2b"> </span>s<span class="_ _8"></span><span class="ff2">prawozdań <span class="_ _2b"> </span>finansowych. <span class="_ _2b"> </span>Na  k<span class="_ _8"></span>ażdym <span class="_ _2b"> </span>etapie, <span class="_ _2b"> </span>tj.  prz<span class="_ _8"></span>ed <span class="_ _2b"> </span>udzieleniem </span></div><div class="t m0 x2 h8 yaea ff2 fs3 fc0 sc0 ls0 ws0">rekomendacji <span class="_ _8"></span>dotycz<span class="_ _8"></span>ącej <span class="_ _8"></span>wyboru fir<span class="_ _8"></span>my <span class="_ _8"></span>audytorskiej, <span class="_ _8"></span>pr<span class="_ _8"></span>zed prz<span class="_ _8"></span>ystąpieniem <span class="_ _8"></span>przez<span class="_ _8"></span> wy<span class="_ _8"></span>braną f<span class="_ _8"></span>irmę do<span class="_ _8"></span> c<span class="_ _8"></span>zynności </div><div class="t m0 x2 h8 yaeb ff2 fs3 fc0 sc0 ls0 ws0">rewizji  finansowej, <span class="_ _21"> </span>r<span class="_ _8"></span>ównież  przed <span class="_ _21"> </span>kontynu<span class="_ _8"></span>owania  zlecenia <span class="_ _28"> </span>w  kolejnym <span class="_ _21"> </span>rok<span class="_ _8"></span>u  obrotowym, <span class="_ _28"> </span>Komi<span class="_ _c"></span><span class="ff1">tet  Audytu </span></div><div class="t m0 x2 h8 yaec ff2 fs3 fc0 sc0 ls0 ws0">uzyskiwał i ana<span class="_ _8"></span>lizował stosowne oświ<span class="_ _8"></span>adczenia złożon<span class="_ _8"></span>e na podstawie<span class="_ _8"></span> art. 74 ustawy<span class="_ _8"></span> o biegłych rewid<span class="_ _8"></span>entach z </div><div class="t m0 x2 h8 yafe ff2 fs3 fc0 sc0 ls0 ws0">dnia  11 <span class="_ _2b"> </span>maja <span class="_ _2b"> </span>2017 <span class="_ _2b"> </span>roku. <span class="_ _2b"> </span>Oświadczenia <span class="_ _2b"> </span>składane <span class="_ _2b"> </span>były <span class="_ _2b"> </span>przez <span class="_ _2b"> </span>firmę <span class="_ _2b"> </span>audytorską <span class="_ _2b"> </span>oraz <span class="_ _2b"> </span>członków  z<span class="_ _8"></span>espołu </div><div class="t m0 x2 h8 yaff ff2 fs3 fc0 sc0 ls0 ws0">przeprowadzającego<span class="_ _8"></span> <span class="_ _2a"> </span>ba<span class="_ _8"></span>danie. <span class="_ _21"> </span>Również <span class="_ _21"> </span>po <span class="_ _21"> </span>z<span class="_ _8"></span>ako<span class="_ _8"></span>ńczeniu <span class="_ _21"> </span>procesu <span class="_ _21"> </span>bad<span class="_ _8"></span>ania, <span class="_ _21"> </span>firma <span class="_ _21"> </span>audytors<span class="_ _8"></span>ka <span class="_ _2a"> </span>i<span class="_ _8"></span> <span class="_ _2a"> </span>cz<span class="_ _8"></span>łonkowie </div><div class="t m0 x2 h8 yb00 ff2 fs3 fc0 sc0 ls0 ws0">zespołu <span class="_ _3"></span>biorący <span class="_ _3"></span>udział <span class="_ _3"></span>w <span class="_ _3"></span>badaniu, <span class="_ _3"></span>potwierdzal<span class="_ _8"></span>i <span class="_ _3"></span>swoją <span class="_ _3"></span>niezależność <span class="_ _3"></span>w <span class="_ _3"></span>trakcie <span class="_ _3"></span>trwania <span class="_ _3"></span>rewizji <span class="_ _3"></span>finansowej <span class="_ _3"></span>poprzez </div><div class="t m0 x2 h8 yb01 ff2 fs3 fc0 sc0 ls0 ws0">złożenie <span class="_ _1a"> </span>stosownych <span class="_ _1a"> </span>ośw<span class="_ _8"></span>iadczeń: <span class="_ _1a"> </span>o <span class="_ _14"> </span>b<span class="_ _8"></span>ezstronności <span class="_ _1a"> </span>i <span class="_ _1a"> </span>niezależności <span class="_ _1a"> </span>firmy <span class="_ _1a"> </span>audy<span class="_ _8"></span>torskiej <span class="_ _1a"> </span>i <span class="_ _1a"> </span>indyw<span class="_ _c"></span><span class="ff1">idualne </span></div><div class="t m0 x2 h8 y6e8 ff2 fs3 fc0 sc0 ls0 ws0">oświadczenia bieg<span class="_ _8"></span>łych rewidentów.<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x85 h8 yb02 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 yb03 ff1 fs3 fc0 sc0 ls0 ws0">Komitet Audytu: </div><div class="t m0 x2 h8 yb04 ff1 fs3 fc0 sc0 ls0 ws0">- <span class="ff2">na p<span class="_ _8"></span>odstawie <span class="_ _8"></span>art. 13<span class="_ _8"></span>0 ust.3 <span class="_ _8"></span>ustawy o <span class="_ _8"></span>biegłych <span class="_ _8"></span>rewide<span class="_ _8"></span>ntach, na <span class="_ _8"></span>posiedzeniu<span class="_ _8"></span> w d<span class="_ _8"></span>niu 7 <span class="_ _8"></span>maja 2<span class="_ _8"></span>018<span class="_ _c"></span></span> r<span class="_ _8"></span>. w <span class="_ _8"></span>wyniku </div><div class="t m0 x2 h8 yb05 ff2 fs3 fc0 sc0 ls0 ws0">realizacji procedury<span class="_ _8"></span> wyboru, udzielił reko<span class="_ _8"></span>mendacji Radz<span class="_ _8"></span>ie Nadzorczej, odnośn<span class="_ _8"></span>ie wyboru firm<span class="_ _8"></span><span class="ff1">y <span class="_ _8"></span>audytorskiej do </span></div><div class="t m0 x2 h8 yb06 ff2 fs3 fc0 sc0 ls0 ws0">przeprowadzenia <span class="_ _8"></span>badania sprawoz<span class="_ _8"></span>dań finansowyc<span class="_ _8"></span>h, w stosunku d<span class="_ _8"></span>o trzech firm, z<span class="_ _8"></span>e wsk<span class="_ _8"></span>azaniem preferencji w </div><div class="t m0 x2 h8 ycf4 ff1 fs3 fc0 sc0 ls0 ws0">stosunku do jednej z n<span class="_ _8"></span>ich.  </div><div class="t m0 x2 h8 yd4e ff1 fs3 fc0 sc0 ls0 ws0">- <span class="ff2">na <span class="_ _3"></span>podstawie art. 130 <span class="_ _3"></span>ust. 2 ustawy <span class="_ _3"></span>o biegłych rewidentach, na <span class="_ _3"></span>p<span class="_ _8"></span>osiedzeniu w <span class="_ _3"></span>d<span class="_ _8"></span>niu <span class="_ _0"></span>24 <span class="_ _0"></span>kwietnia 2020r udzie<span class="_ _8"></span>lił </span></div><div class="t m0 x2 h8 yd4f ff2 fs3 fc0 sc0 ls0 ws0">rekomendacji dotyc<span class="_ _8"></span>zącej przedłużenia um<span class="_ _8"></span>owy z wybra<span class="_ _8"></span>ną firmą audytorską n<span class="_ _8"></span>a kolejny okres.<span class="_ _c"></span><span class="ff1"> </span></div><div class="t m0 x2 h8 yd50 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 yd51 ff2 fs3 fc0 sc0 ls0 ws0">Zgodnie <span class="_ _21"> </span>z  przyjętymi <span class="_ _21"> </span>regulacjami,  Komitet <span class="_ _21"> </span>Audytu  podejmując <span class="_ _21"> </span>uchwałę <span class="_ _28"> </span>nr <span class="_ _21"> </span>III/<span class="_ _8"></span>2020 <span class="_ _21"> </span>z  dnia <span class="_ _2a"> </span>24<span class="_ _8"></span>.04.2020<span class="_ _c"></span><span class="ff1"> <span class="_ _21"> </span>r<span class="_ _8"></span>. </span></div><div class="t m0 x2 h8 yd52 ff2 fs3 fc0 sc0 ls0 ws0">rekomendował <span class="_ _2a"> </span>Radzie <span class="_ _7"> </span>N<span class="_ _8"></span>adzorcz<span class="_ _8"></span>ej <span class="_ _7"> </span>wybór <span class="_ _7"> </span>pod<span class="_ _8"></span>miotu <span class="_ _2a"> </span>uprawnionego <span class="_ _2a"> </span>do <span class="_ _21"> </span>badania<span class="_ _8"></span> <span class="_ _7"> </span>sprawozda<span class="_ _8"></span>ń <span class="_ _7"> </span>finansowyc<span class="_ _8"></span>h <span class="_ _2a"> </span><span class="ff1">- </span></div><div class="t m0 x2 h8 yd53 ff1 fs3 fc0 sc0 ls0 ws0">Polaudit <span class="_ _6"> </span>s<span class="_ _8"></span>p. <span class="_ _7"> </span>z <span class="_ _6"> </span>o. <span class="_ _7"> </span>o. <span class="_ _7"> </span>- <span class="_ _6"> </span><span class="ff2">w<span class="_ _8"></span> <span class="_ _6"> </span>ra<span class="_ _8"></span>mach <span class="_ _7"> </span>przedłużenia <span class="_ _7"> </span>umowy <span class="_ _7"> </span>na <span class="_ _6"> </span>b<span class="_ _8"></span>adanie <span class="_ _7"> </span>oraz <span class="_ _6"> </span>prz<span class="_ _8"></span>egląd <span class="_ _7"> </span>sprawozdań <span class="_ _7"> </span>finansowych </span></div><div class="t m0 x2 h8 yd54 ff2 fs3 fc0 sc0 ls0 ws0">MIRBUD <span class="_ _7"> </span>S.A. <span class="_ _7"> </span>(jednostkowyc<span class="_ _8"></span>h <span class="_ _6"> </span>i <span class="_ _7"> </span>skonsolidow<span class="_ _8"></span>anych) <span class="_ _7"> </span>sporządzonych <span class="_ _7"> </span>za <span class="_ _7"> </span>kolejne <span class="_ _7"> </span>lata <span class="_ _7"> </span>obrotowe: <span class="_ _7"> </span>2020, <span class="_ _7"> </span>2021. </div><div class="t m0 x2 h8 yd55 ff1 fs3 fc0 sc0 ls0 ws0">Przed udzieleniem rek<span class="_ _8"></span>omendacj<span class="_ _8"></span>i (na etapie zapyta<span class="_ _8"></span>nia ofertowego<span class="_ _8"></span><span class="ff2">) Komit<span class="_ _8"></span>et Audytu brał pod uw<span class="_ _8"></span>agę:<span class="_ _8"></span></span> </div><div class="t m0 x85 h8 yd56 ff1 fs3 fc0 sc0 ls11 ws0">1.<span class="ls0"> <span class="_ _25"> </span><span class="ff2">oś<span class="_ _8"></span>wiadczenie złożone n<span class="_ _8"></span>a podstawie art. 74 <span class="_ _8"></span>ustawy o biegłyc<span class="_ _8"></span>h rewidentach, <span class="_ _8"></span></span> </span></div><div class="t m0 x85 h8 yd57 ff1 fs3 fc0 sc0 ls11 ws0">2.<span class="ls0"> <span class="_ _25"> </span><span class="ff2">infor<span class="_ _8"></span>macje <span class="_ _c"></span>uj<span class="_ _8"></span>awnione <span class="_ _c"></span>w <span class="_ _f"></span>sprawozdaniu <span class="_ _c"></span>z <span class="_ _f"></span>przejrzys<span class="_ _8"></span>tości <span class="_ _c"></span>opublikowanym <span class="_ _f"></span>przez <span class="_ _f"></span>Polaudit <span class="_ _c"></span>sp. <span class="_ _c"></span>z<span class="_ _8"></span> <span class="_ _c"></span>o. <span class="_ _c"></span>o. <span class="_ _f"></span>za </span></span></div><div class="t m0 x25 h8 yd58 ff1 fs3 fc0 sc0 ls0 ws0">okres 01.07.201<span class="ls11">8 <span class="_ _8"></span></span><span class="ff2">–</span> <span class="ff2">30.06.2<span class="_ _8"></span>019; w szczególnośc<span class="_ _8"></span>i:</span> </div><div class="t m0 x3 h8 yd59 ff1 fs3 fc0 sc0 ls0 ws0">- <span class="_ _6"></span><span class="ff2">oświadczenia <span class="_ _6"> </span>Polaudit<span class="_ _8"></span> <span class="_ _6"></span>sp. <span class="_ _6"> </span>z <span class="_ _6"> </span>o. <span class="_ _6"> </span>o., <span class="_ _6"> </span>o <span class="_ _6"> </span>stosowanej <span class="_ _6"> </span>p<span class="_ _8"></span>olityce <span class="_ _6"> </span>w <span class="_ _6"> </span>zakresie <span class="_ _6"> </span>za<span class="_ _8"></span>pewnienia <span class="_ _6"> </span>niezależnośc<span class="_ _8"></span>i <span class="_ _6"></span>i </span></div><div class="t m0 x3 h8 yd5a ff2 fs3 fc0 sc0 ls0 ws0">potwierdzenie, że zos<span class="_ _8"></span>tała przeprowadzona w<span class="_ _8"></span>ewnętrzna kontrola zasa<span class="_ _8"></span>d niezależn<span class="_ _8"></span>ości<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x3 h8 y4c ff1 fs3 fc0 sc0 ls0 ws0">- <span class="ff2">informacje o os<span class="_ _8"></span>iągniętych przez Polaudit sp.<span class="_ _8"></span> z o. o. całkowitych przy<span class="_ _8"></span>chodach <span class="_ _8"></span></span> </div><div class="t m0 x3 h8 yd5b ff1 fs3 fc0 sc0 ls0 ws0">- <span class="ff2">informacje o zasad<span class="_ _8"></span>ach wynagradz<span class="_ _8"></span>ania kluczowych bi<span class="_ _8"></span>egłych rewidentów<span class="_ _c"></span></span> </div><div class="t m0 x2 h8 yd5c ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y13d ff2 fs3 fc0 sc0 ls0 ws0">Firma <span class="_ _c"></span>audytorska <span class="_ _c"></span>Polaudit <span class="_ _c"></span>s<span class="_ _8"></span>p. <span class="_ _8"></span>z <span class="_ _c"></span>o. <span class="_ _c"></span>o. <span class="_ _c"></span>przeprowadzaj<span class="_ _8"></span>ąca <span class="_ _c"></span>badanie <span class="_ _c"></span>sprawozda<span class="_ _8"></span>ń <span class="_ _8"></span>fin<span class="_ _8"></span>ansowych <span class="_ _8"></span>z<span class="_ _8"></span>a <span class="_ _c"></span>lata <span class="_ _8"></span>o<span class="_ _8"></span>brotowe </div><div class="t m0 x2 h8 yd5d ff1 fs3 fc0 sc0 ls11 ws0">201<span class="ff2 ls0">9 <span class="_ _8"></span>i <span class="_ _8"></span>2020 <span class="_ _8"></span>była<span class="_ _8"></span> po<span class="_ _8"></span>dmiotem <span class="_ _8"></span>wybranym <span class="_ _c"></span>do <span class="_ _8"></span>świadczenia <span class="_ _8"></span>do<span class="_ _8"></span>datkowej <span class="_ _8"></span>usługi <span class="_ _8"></span>na <span class="_ _8"></span>rze<span class="_ _8"></span>cz <span class="_ _8"></span>MIRBUD <span class="_ _8"></span>S.A. <span class="_ _8"></span>z<span class="_ _8"></span> z<span class="_ _8"></span>akresu </span></div><div class="t m0 x2 h8 yd5e ff2 fs3 fc0 sc0 ls0 ws0">usług <span class="_ _f"></span>dozw<span class="_ _8"></span>olonych <span class="_ _f"></span>tj. <span class="_ _6"></span>Ocenę <span class="_ _f"></span>s<span class="_ _8"></span>prawozdania <span class="_ _6"></span>o <span class="_ _f"></span>wynagr<span class="_ _8"></span>odzeniach <span class="_ _f"></span>Z<span class="_ _8"></span>arządu <span class="_ _6"></span>i <span class="_ _f"></span>Rady <span class="_ _6"></span>Nadzorczej <span class="_ _6"></span>za <span class="_ _f"></span>lata <span class="_ _6"></span>2019 <span class="_ _f"></span>i </div><div class="t m0 x2 h8 yc89 ff1 fs3 fc0 sc0 ls0 ws0">2020. </div><div class="t m0 x2 h8 yc8a ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 yc8b ff2 fs3 fc0 sc0 ls0 ws0">Komitet <span class="_ _13"> </span>Audytu <span class="_ _13"> </span>przean<span class="_ _8"></span>alizował <span class="_ _13"> </span>ofertę <span class="_ _13"> </span>złożoną <span class="_ _12"> </span>przez <span class="_ _13"> </span>P<span class="ff1">o<span class="_ _8"></span>laudit <span class="_ _13"> </span>sp. <span class="_ _13"> </span>z <span class="_ _13"> </span>o. <span class="_ _13"> </span>o. <span class="_ _13"> </span>na <span class="_ _13"> </span>Przeprowa<span class="_ _8"></span>dzenie <span class="_ _13"> </span>oceny </span></div><div class="t m0 x2 h8 yba2 ff2 fs3 fc0 sc0 ls0 ws0">Sprawozdania <span class="_ _f"></span>o <span class="_ _f"></span>wynagrodz<span class="_ _8"></span>eniach <span class="_ _f"></span>Zarządu <span class="_ _f"></span>i <span class="_ _f"></span>Rady <span class="_ _f"></span>Nadzorczej <span class="_ _f"></span>za <span class="_ _f"></span>lata <span class="_ _f"></span>2019 <span class="_ _f"></span>i <span class="_ _f"></span>2020. <span class="_ _f"></span>Zapoznał <span class="_ _f"></span>się <span class="_ _f"></span>z <span class="_ _f"></span>celem <span class="_ _f"></span>i </div><div class="t m0 x2 h8 ybcd ff2 fs3 fc0 sc0 ls0 ws0">zakresem <span class="_ _c"></span>usługi <span class="_ _c"></span>atest<span class="_ _8"></span>acyjnej, <span class="_ _c"></span>standardem <span class="_ _c"></span>z<span class="_ _8"></span>godnie <span class="_ _c"></span>z <span class="_ _c"></span>którym <span class="_ _c"></span>będzie <span class="_ _c"></span>prz<span class="_ _8"></span>eprowadzona <span class="_ _c"></span>prz<span class="_ _8"></span>ez <span class="_ _c"></span>Polaudit <span class="_ _c"></span>sp. <span class="_ _c"></span>z <span class="_ _f"></span>o.<span class="_ _0"></span> </div><div class="t m0 x2 h8 yd5f ff1 fs3 fc0 sc0 ls0 ws0">o. <span class="_ _f"></span>oce<span class="ff2">na <span class="_ _f"></span>sprawozdania <span class="_ _f"></span>(Międzynarod<span class="_ _8"></span>owy <span class="_ _f"></span>Standard <span class="_ _f"></span>Usług <span class="_ _f"></span>Atestacyj<span class="_ _8"></span>nych <span class="_ _f"></span>3000) <span class="_ _f"></span>oraz <span class="_ _f"></span>proponowaną <span class="_ _f"></span>ceną <span class="_ _f"></span>za </span></div><div class="t m0 x2 h3 yd60 ff2 fs3 fc0 sc0 ls0 ws0">usługę.<span class="ff1 fs1"> <span class="_ _12"> </span></span>Polaudit <span class="_ _13"> </span>sp. <span class="_ _12"> </span>z <span class="_ _13"> </span>o. <span class="_ _12"> </span>o. <span class="_ _13"> </span>przedłoży<span class="_ _8"></span>ła <span class="_ _13"> </span>do <span class="_ _13"> </span>oceny<span class="_ _8"></span> <span class="_ _13"> </span>Komitetu <span class="_ _13"> </span>Audytu <span class="_ _12"> </span>Oświadc<span class="_ _8"></span>zenie <span class="_ _13"> </span>o <span class="_ _13"> </span>bezstr<span class="_ _8"></span>onności <span class="_ _13"> </span>i </div><div class="t m0 x2 h8 yd61 ff2 fs3 fc0 sc0 ls0 ws0">niezależności od MIR<span class="_ _8"></span>BUD S.A.<span class="ff1"> </span></div><div class="t m0 x2 h8 yd62 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y270 ff1 fs3 fc0 sc0 ls0 ws0">Komitet Audytu po <span class="_ _8"></span>analizie <span class="ff2">ws<span class="_ _8"></span>zystkich dostępnych info<span class="_ _8"></span>rmacji stwierdz<span class="_ _8"></span>ił, iż:<span class="_ _8"></span></span> </div><div class="t m0 x85 h8 y6de ff14 fs3 fc0 sc0 ls0 ws0">−<span class="ff1"> <span class="_ _20"> </span><span class="ff2">świadczona <span class="_ _21"> </span>usługa <span class="_ _21"> </span>nie <span class="_ _21"> </span>ma <span class="_ _2a"> </span>w<span class="_ _8"></span>pływu <span class="_ _2a"> </span>n<span class="_ _8"></span>a <span class="_ _2a"> </span>badane <span class="_ _21"> </span>spra<span class="_ _8"></span>wozdania <span class="_ _2a"> </span>finans<span class="_ _8"></span>owe <span class="_ _2a"> </span>MIR<span class="_ _8"></span>BUD <span class="_ _2a"> </span>S.A<span class="_ _8"></span>. <span class="_ _2a"> </span>i <span class="_ _21"> </span>nie <span class="_ _2a"> </span>j<span class="_ _8"></span>est </span></span></div><div class="t m0 x25 h8 ydf1 ff2 fs3 fc0 sc0 ls0 ws0">związana z polityką p<span class="_ _8"></span>odatkową Spółki.<span class="_ _8"></span><span class="ff1"> </span></div></div></div><div class="pi" ></div></div><div id="pf8e" class="pf w0 h0" ><div class="pc pc8e w0 h0"><img class="bi x4 y2a w3 hcd" alt="" src="data:image/png;base64,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class="c x0 y1 w2 h0"><div class="t m0 x105 h6 y991 ff4 fs2 fc2 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI GRUPY KAPITAŁOWEJ <span class="ff3">MIRBUD ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc3"> </span></span></div><div class="t m0 x6 h4 y992 ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y2d wda h7"><div class="t m0 x186 h8 y2e ff2 fs3 fc2 sc0 ls0 ws0">Grupa Kapitałowa MIR<span class="_ _8"></span>BUD<span class="ff1"> <span class="ls6">| <span class="_ _8"></span></span></span>Polityka świadcz<span class="_ _8"></span>enia dozwolonych usłu<span class="_ _8"></span>g niebędącyc<span class="_ _8"></span>h </div><div class="t m0 x4b h8 y2f ff2 fs3 fc2 sc0 ls0 ws0">badaniem sprawozda<span class="_ _8"></span>ń finansowych MIR<span class="_ _8"></span>BUD S.A. oraz G<span class="_ _8"></span>rupy Kapitałowej MIR<span class="_ _8"></span>BUD<span class="_ _8"></span><span class="ff1"> </span></div></div><div class="c x9 y2d wdb h7"><div class="t m0 xa h4 y30 ff3 fs1 fc4 sc0 ls0 ws0">142 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h4 y31 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x85 h8 ydf2 ff14 fs3 fc0 sc0 ls0 ws0">−<span class="ff1"> <span class="_ _20"> </span><span class="ff2">oświadczenie<span class="_ _8"></span> <span class="_ _7"> </span>Polaudit <span class="_ _7"> </span>sp. <span class="_ _7"> </span>z <span class="_ _7"> </span>o. <span class="_ _6"> </span>o.<span class="_ _8"></span> <span class="_ _6"> </span>i<span class="_ _8"></span> <span class="_ _6"> </span>klucz<span class="_ _8"></span>owego <span class="_ _7"> </span>biegłego <span class="_ _7"> </span>rewidenta<span class="_ _8"></span> <span class="_ _6"> </span>prz<span class="_ _8"></span>eprowadzając<span class="_ _f"></span></span>ego <span class="_ _6"> </span>badan<span class="_ _8"></span>ie, </span></div><div class="t m0 x25 h8 ydf3 ff2 fs3 fc0 sc0 ls0 ws0">odnośnie <span class="_ _27"> </span>zachowan<span class="_ _8"></span>ia <span class="_ _27"> </span>wymogó<span class="_ _8"></span>w <span class="_ _27"> </span>niezależnośc<span class="_ _8"></span>i <span class="_ _27"> </span>określonych <span class="_ _27"> </span>odp<span class="_ _8"></span>owiednio <span class="_ _27"> </span>w <span class="_ _26"> </span>zasadach <span class="_ _27"> </span>etyki </div><div class="t m0 x25 h8 y9ba ff2 fs3 fc0 sc0 ls0 ws0">zawodowej <span class="_ _3"></span>oraz<span class="_ _8"></span> <span class="_ _3"></span>standardach <span class="_ _3"></span>wykony<span class="_ _8"></span>wania <span class="_ _3"></span>usług <span class="_ _3"></span>innyc<span class="_ _8"></span>h <span class="_ _3"></span>niż <span class="_ _3"></span>badanie <span class="_ _3"></span>przez <span class="_ _0"></span>przyjmującą <span class="_ _3"></span>zlece<span class="_ _8"></span>nie <span class="_ _3"></span>firmę </div><div class="t m0 x25 h8 ydf4 ff2 fs3 fc0 sc0 ls0 ws0">audytorską <span class="_ _6"> </span>i <span class="_ _6"></span>w <span class="_ _6"></span>zakresie <span class="_ _6"></span>zgodności <span class="_ _6"> </span>z <span class="_ _6"> </span>przep<span class="_ _8"></span>isami <span class="_ _6"></span>art. <span class="_ _6"> </span>69<span class="_ _8"></span><span class="ff1">-73 <span class="_ _6"> </span>ustaw</span>y<span class="_ _8"></span> <span class="_ _6"></span>o <span class="_ _6"></span>biegłych <span class="_ _6"> </span>rewidentach <span class="_ _6"> </span>został<span class="_ _8"></span>o </div><div class="t m0 x25 h8 ydf5 ff2 fs3 fc0 sc0 ls0 ws0">złożone i zweryfikowan<span class="_ _8"></span>e<span class="ff1"> </span></div><div class="t m0 x85 h8 ydf6 ff14 fs3 fc0 sc0 ls0 ws0">−<span class="ff1"> <span class="_ _20"> </span><span class="ff2">Polaudit <span class="_ _f"></span>sp. <span class="_ _c"></span>z <span class="_ _c"></span>o. <span class="_ _f"></span>o. <span class="_ _c"></span>nie <span class="_ _c"></span>ś<span class="_ _8"></span>wiadczy <span class="_ _f"></span>na <span class="_ _c"></span>rzecz <span class="_ _c"></span>jednostek <span class="_ _f"></span>kontrolowanych <span class="_ _f"></span>przez <span class="_ _c"></span>MIRBUD <span class="_ _f"></span>S.A. <span class="_ _c"></span>(Spółek <span class="_ _f"></span>z </span></span></div><div class="t m0 x25 h8 ydf7 ff2 fs3 fc0 sc0 ls0 ws0">Grupy <span class="_ _31"> </span>Kapit<span class="_ _8"></span>ałowej) <span class="_ _31"> </span>do<span class="_ _8"></span>datkowych <span class="_ _17"> </span>usług <span class="_ _31"> </span>dozwo<span class="_ _8"></span>lonych <span class="_ _31"> </span>ni<span class="_ _8"></span>ebędących <span class="_ _31"> </span>b<span class="_ _8"></span>adaniem <span class="_ _31"> </span>s<span class="_ _8"></span>prawozdań </div><div class="t m0 x25 h8 ydf8 ff1 fs3 fc0 sc0 ls0 ws0">finansowych<span class="_ _8"></span> </div><div class="t m0 x85 h8 y619 ff14 fs3 fc0 sc0 ls0 ws0">−<span class="ff1"> <span class="_ _20"> </span><span class="ff2">całkowite wy<span class="_ _8"></span>nagrodzenie Pola<span class="_ _8"></span>udit sp. z o. o. za świadc<span class="_ _8"></span>zenie na rzecz MIR<span class="_ _8"></span>BUD S.A., <span class="_ _c"></span></span> </span></div><div class="t m0 x25 h8 y73 ff1 fs3 fc0 sc0 ls0 ws0">nie przekroczy<span class="_ _8"></span> kryterium<span class="_ _8"></span>, <span class="ff2">o <span class="_ _8"></span>którym mowa <span class="_ _8"></span>w art. <span class="_ _8"></span>4 ust. 2<span class="_ _8"></span> akapit <span class="_ _8"></span>pierwszy Rozporz<span class="_ _8"></span>ądzenia Parl<span class="_ _8"></span>amentu </span></div><div class="t m0 x25 h8 y61b ff1 fs3 fc0 sc0 ls0 ws0">Europejskiego i Rady<span class="_ _8"></span> (UE) nr 537/2014 z d<span class="_ _8"></span>nia 16 kwietnia 2014<span class="_ _8"></span> <span class="ls13">r.<span class="_ _8"></span></span> </div><div class="t m0 x2 h8 ydf9 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 y80f ff1 fs3 fc0 sc0 ls0 ws0">Komitet <span class="_ _41"> </span>Audytu <span class="_ _41"> </span>nie <span class="_ _41"> </span><span class="ff2">zidentyfikował <span class="_ _41"> </span>jakichkolwiek <span class="_ _41"> </span>zagrożeń <span class="_ _41"> </span>dla <span class="_ _3c"> </span>utraty<span class="_ _8"></span> <span class="_ _3c"> </span>n<span class="_ _8"></span>iezależnośc<span class="_ _8"></span>i <span class="_ _8"></span></span> </div><div class="t m0 x2 h8 ydfa ff1 fs3 fc0 sc0 ls0 ws0">Polaudit <span class="_ _c"></span>s<span class="_ _8"></span>p. <span class="_ _c"></span>z<span class="_ _8"></span> <span class="_ _c"></span>o. <span class="_ _f"></span>o. <span class="_ _f"></span>- <span class="_ _c"></span><span class="ff2">firmy <span class="_ _f"></span>audytorskiej <span class="_ _f"></span>przeprowadzając<span class="_ _8"></span>ej <span class="_ _c"></span>badan<span class="_ _8"></span>ie <span class="_ _c"></span>sprawoz<span class="_ _8"></span>dań <span class="_ _f"></span>finansowych <span class="_ _c"></span>M<span class="_ _8"></span>IRBUD <span class="_ _f"></span>S.A. </span></div><div class="t m0 x2 h8 ybae ff1 fs3 fc0 sc0 ls0 ws0">(jednostkowego <span class="_ _6"> </span>i <span class="_ _6"> </span>sk<span class="_ _8"></span>onsolidowan<span class="_ _8"></span>ego) <span class="_ _6"></span>w <span class="_ _6"> </span>przy<span class="_ _8"></span>padku <span class="_ _6"></span>wyboru <span class="_ _6"> </span>Po<span class="_ _8"></span>laudit <span class="_ _6"></span>sp. <span class="_ _6"> </span>z <span class="_ _6"> </span>o. <span class="_ _6"> </span>o.<span class="_ _8"></span> <span class="_ _6"></span>do <span class="_ _6"></span>przeprowadz<span class="_ _c"></span><span class="ff2">eni<span class="_ _8"></span>a <span class="_ _6"></span>usługi </span></div><div class="t m0 x2 h8 ydfb ff2 fs3 fc0 sc0 ls0 ws0">atestacyjnej <span class="_ _3"></span>pol<span class="_ _8"></span>egającej <span class="_ _3"></span>na ocenia <span class="_ _3"></span>Sprawozdania <span class="_ _3"></span>o<span class="_ _8"></span> <span class="_ _3"></span>wynagrodz<span class="_ _8"></span>eniach <span class="_ _3"></span>Zarządu <span class="_ _0"></span>i <span class="_ _3"></span>R<span class="_ _8"></span>ady <span class="_ _3"></span>Nadzorczej za <span class="_ _2"></span>l<span class="_ _8"></span>ata <span class="_ _3"></span>2019 </div><div class="t m0 x2 h8 ydfc ff1 fs3 fc0 sc0 ls0 ws0">i 2020.  </div><div class="t m0 x2 h8 y2e4 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h8 ydfd ff2 fs3 fc0 sc0 ls0 ws0">Rada Nadzorcza podej<span class="_ _8"></span>mując uchwałę nr VIII/2021 z d<span class="_ _8"></span>nia 21 maja 2021 <span class="ff1">w</span>y<span class="_ _8"></span>raziła zgodę na zawarc<span class="_ _8"></span>ie umowy z </div><div class="t m0 x2 h8 y6cb ff2 fs3 fc0 sc0 ls0 ws0">biegłym <span class="_ _28"> </span>rewidentem  na <span class="_ _28"> </span>przep<span class="_ _8"></span>rowadzeni<span class="_ _8"></span>e <span class="_ _21"> </span>us<span class="_ _8"></span>ługi  atestacyjnej<span class="ff1">  -  oceny <span class="_ _21"> </span>Sprawoz<span class="_ _8"></span>dania <span class="_ _21"> </span>o  wynagrodzeniac<span class="_ _8"></span>h </span></div><div class="t m0 x2 h8 ydfe ff2 fs3 fc0 sc0 ls0 ws0">członków Zarządu i Rady N<span class="_ _8"></span>adzorczej<span class="_ _8"></span> MIRBUD S.A. za lata 2019 <span class="_ _8"></span><span class="ff1">-2<span class="_ _8"></span>020. </span></div><div class="t m0 x2 h8 y5fd ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hc y2a1 ff6 fs4 fc0 sc0 ls0 ws0">14.13. <span class="_ _5"></span><span class="ff5">Polity<span class="_ _8"></span>ka <span class="_ _c"></span>świadczenia <span class="_ _c"></span>dozwolonych <span class="_ _f"></span>usług <span class="_ _8"></span>nie<span class="_ _8"></span>będących <span class="_ _c"></span>badaniem <span class="_ _c"></span>s<span class="_ _8"></span>prawozdań </span></div><div class="t m0 x85 hc ydff ff6 fs4 fc0 sc0 ls0 ws0">finansowych MIRBUD S.A. oraz Grupy <span class="ff5">Kapitałowej MIRBUD</span> </div><div class="t m0 x2 h8 ye00 ff2 fs3 fc0 sc0 ls0 ws0">Firma <span class="_ _6"> </span>audytorsk<span class="_ _8"></span>a <span class="_ _6"> </span>przepr<span class="_ _8"></span>owadzającą <span class="_ _6"> </span>b<span class="_ _8"></span>adanie, <span class="_ _6"> </span>p<span class="_ _8"></span>odmioty <span class="_ _6"> </span>pow<span class="_ _8"></span>iązane <span class="_ _6"> </span>z<span class="_ _c"></span><span class="ff1"> <span class="_ _f"></span></span><span class="lsd">tą</span><span class="ff1"> <span class="_ _f"></span></span>firmą<span class="ff1"> <span class="_ _c"></span></span>a<span class="_ _8"></span>udytorską<span class="ff1"> <span class="_ _f"></span></span>o<span class="_ _0"></span>r<span class="_ _3"></span>az<span class="_ _3"></span> <span class="_ _f"></span>f<span class="_ _3"></span>i<span class="_ _0"></span>r<span class="_ _3"></span>m<span class="_ _0"></span>y<span class="_ _0"></span> <span class="_ _c"></span>bę<span class="_ _3"></span>d<span class="_ _3"></span>ąc<span class="_ _3"></span>e<span class="_ _3"></span> </div><div class="t m0 x2 h8 ye01 ff2 fs3 fc0 sc0 ls0 ws0">członkiem<span class="ff1"> <span class="_ _7"> </span>sieci <span class="_ _6"> </span>f<span class="_ _8"></span>irmy <span class="_ _6"></span></span>audytorsk<span class="_ _8"></span>iej <span class="_ _2a"> </span>mogą <span class="_ _21"> </span>świadczy<span class="_ _8"></span>ć <span class="_ _2a"> </span>na <span class="_ _21"> </span>rzecz <span class="_ _21"> </span>badanej <span class="_ _21"> </span>jednostki <span class="_ _21"> </span>oraz <span class="_ _21"> </span>jednostek <span class="_ _21"> </span>przez <span class="_ _21"> </span>nią </div><div class="t m0 x2 h8 yc23 ff2 fs3 fc0 sc0 ls0 ws0">kontrolowanych, <span class="_ _8"></span>us<span class="_ _8"></span>ługi <span class="_ _8"></span>niebędące <span class="_ _c"></span>bad<span class="_ _8"></span>aniem <span class="_ _8"></span>sprawozdań <span class="_ _8"></span>f<span class="_ _8"></span>inansowych <span class="_ _8"></span>inne <span class="_ _8"></span>n<span class="_ _8"></span>iż <span class="_ _8"></span>zabronione <span class="_ _c"></span>usługi <span class="_ _8"></span>niebędące </div><div class="t m0 x2 h8 yce ff2 fs3 fc0 sc0 ls0 ws0">czynnościami rewizji f<span class="_ _8"></span>inansowej.<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h9 ye02 ff1 fs4 fc0 sc0 ls45 ws0">1.<span class="ls0"> <span class="_ _3c"> </span><span class="ff2 fs3">Dopuszcza <span class="_ _8"></span>się <span class="_ _8"></span>po <span class="_ _8"></span>uprzednim <span class="_ _8"></span>uzysk<span class="_ _8"></span>aniu opini<span class="_ _8"></span>i Kom<span class="_ _8"></span>itetu Au<span class="_ _8"></span>dytu Ra<span class="_ _8"></span>dy <span class="_ _8"></span>Nadzorczej <span class="_ _8"></span>MIRBUD <span class="_ _8"></span>S.A. <span class="_ _8"></span>(dalej<span class="_ _8"></span>: </span></span></div><div class="t m0 x138 h8 ye03 ff2 fs3 fc0 sc0 ls0 ws0">Komitet <span class="_ _f"></span>Audytu), <span class="_ _6"></span>świadcze<span class="_ _8"></span>nie <span class="_ _f"></span>usług <span class="_ _f"></span>je<span class="_ _8"></span>dynie <span class="_ _f"></span>w <span class="_ _6"></span>zakresie <span class="_ _f"></span>niez<span class="_ _8"></span>wi<span class="_ _8"></span>ązanym <span class="_ _f"></span>z <span class="_ _6"></span>polityką <span class="_ _f"></span>podatkową <span class="_ _6"></span>badanej </div><div class="t m0 x138 h8 ye04 ff2 fs3 fc0 sc0 ls0 ws0">jednostki do których w s<span class="_ _8"></span>zczególności nal<span class="_ _8"></span>eżą:<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x4 h8 ye05 ff1 fs3 fc0 sc0 ls11 ws0">1)<span class="ls0"> <span class="_ _42"> </span><span class="ff2">usługi <span class="_ _1d"> </span>przeprowa<span class="_ _8"></span>dzania</span> <span class="_ _27"> </span>procedur <span class="_ _27"> </span><span class="ff2">nal<span class="_ _8"></span>eżytej</span> <span class="_ _27"> </span><span class="ff2">stara<span class="_ _8"></span>nności</span> <span class="_ _27"> </span>(due <span class="_ _27"> </span>dilligence) <span class="_ _26"> </span>w <span class="_ _d"> </span>zakresie <span class="_ _27"> </span>kondycji<span class="_ _8"></span> </span></div><div class="t m0 x138 h8 ye06 ff1 fs3 fc0 sc0 ls0 ws0">ekonomiczno-fina<span class="_ _8"></span>nsowej; </div><div class="t m0 x4 h8 ye07 ff1 fs3 fc0 sc0 ls11 ws0">2)<span class="ls0"> <span class="_ _42"> </span><span class="ff2">usługi wydawani<span class="_ _8"></span>a</span> <span class="_ _2"></span><span class="ff2">listów<span class="ff1"> <span class="_ _1c"></span><span class="ff2">poświadczając<span class="_ _8"></span>ych wykonywa<span class="_ _8"></span>ne w związku z prospektem emisyjnym badanej </span></span></span></span></div><div class="t m0 x138 h8 ye08 ff2 fs3 fc0 sc0 ls0 ws0">jednostki,  przeprow<span class="_ _8"></span>adzane  zgodnie  z<span class="_ _8"></span>  krajowym  sta<span class="_ _8"></span>ndardem  usług <span class="_ _11"> </span>pokr<span class="_ _8"></span>ewnych  i  pole<span class="_ _8"></span>gające  na </div><div class="t m0 x138 h8 ye09 ff1 fs3 fc0 sc0 ls0 ws0">przeprowadzaniu uzg<span class="_ _8"></span>odnionych procedur;<span class="_ _8"></span> </div><div class="t m0 x4 h8 y60c ff1 fs3 fc0 sc0 ls11 ws0">3)<span class="ls0"> <span class="_ _42"> </span><span class="ff2">usługi  atestacyjne  w  zakresie  informacji  finansowych  pro  forma,  prognoz  wynik<span class="_ _8"></span>ów  lub  wyników </span></span></div><div class="t m0 x138 h8 y60d ff1 fs3 fc0 sc0 ls0 ws0">szacunkowych, zami<span class="_ _8"></span>eszczane <span class="_ _3"></span>w<span class="_ _8"></span> <span class="_ _2"></span>pros<span class="_ _8"></span>pekcie <span class="_ _3"></span>em<span class="_ _8"></span>isyjnym <span class="_ _3"></span>badanej<span class="_ _8"></span> <span class="_ _3"></span>jedn<span class="_ _8"></span>ostki; </div><div class="t m0 x4 h8 y60e ff1 fs3 fc0 sc0 ls11 ws0">4)<span class="ls0"> <span class="_ _42"> </span><span class="ff2">badanie <span class="_ _3"></span>history<span class="_ _8"></span>cznych <span class="_ _3"></span>infor<span class="_ _8"></span>macji <span class="_ _3"></span>finansowych <span class="_ _0"></span>do <span class="_ _3"></span>prospektu, <span class="_ _3"></span>o <span class="_ _3"></span>który<span class="_ _8"></span>m <span class="_ _3"></span>mowa <span class="_ _3"></span>w <span class="_ _3"></span>rozp<span class="_ _8"></span>orządzeniu <span class="_ _3"></span>Komisj<span class="_ _8"></span>i </span></span></div><div class="t m0 x138 h8 y633 ff2 fs3 fc0 sc0 ls0 ws0">(WE) <span class="_ _2a"> </span>nr <span class="_ _2a"> </span>809/2004 <span class="_ _21"> </span>z <span class="_ _2a"> </span>dnia <span class="_ _2a"> </span>29 <span class="_ _2a"> </span>k<span class="_ _8"></span>wietnia <span class="_ _2a"> </span>2004 <span class="_ _2a"> </span>r. <span class="_ _21"> </span> <span class="_ _2a"> </span>wykonujący<span class="_ _8"></span>m <span class="_ _2a"> </span>dyrektywę <span class="_ _2a"> </span>2003/7<span class="_ _c"></span><span class="ff1">1/W<span class="_ _8"></span>E <span class="_ _2a"> </span>Parlamentu </span></div><div class="t m0 x138 h8 y154 ff2 fs3 fc0 sc0 ls0 ws0">Europejskiego <span class="_ _3"></span>i <span class="_ _3"></span>Rady <span class="_ _3"></span>w <span class="_ _2"></span>s<span class="_ _8"></span>prawie <span class="_ _3"></span>informacji <span class="_ _3"></span>zawartyc<span class="_ _8"></span>h <span class="_ _2"></span>w<span class="_ _8"></span> <span class="_ _2"></span>pros<span class="_ _8"></span>pektach <span class="_ _3"></span>emisyjnych <span class="_ _3"></span>oraz <span class="_ _3"></span>formy, <span class="_ _3"></span>włączenia </div><div class="t m0 x138 h8 ye0a ff1 fs3 fc0 sc0 ls0 ws0">przez odniesienie i pub<span class="_ _8"></span>likacji takich<span class="_ _8"></span> <span class="_ _3"></span><span class="ff2">prospektów<span class="ff1"> <span class="_ _3"></span>emisyjnych<span class="_ _8"></span> <span class="_ _3"></span>oraz <span class="_ _3"></span>rozpowszechniania<span class="_ _8"></span> <span class="_ _3"></span>reklam; </span></span></div><div class="t m0 x4 h8 ye0b ff1 fs3 fc0 sc0 ls11 ws0">5)<span class="ls0"> <span class="_ _42"> </span>weryfikacj<span class="_ _8"></span>a <span class="_ _1c"></span><span class="ff2">pakietów<span class="ff1"> <span class="_ _1c"></span>k<span class="_ _8"></span>onsolidacyjnych;<span class="_ _8"></span> </span></span></span></div><div class="t m0 x4 h8 ye0c ff1 fs3 fc0 sc0 ls11 ws0">6)<span class="ls0"> <span class="_ _42"> </span><span class="ff2">potwierdzan<span class="_ _8"></span>ie <span class="_ _6"></span>spełnienia <span class="_ _6"> </span>w<span class="_ _8"></span>arunków <span class="_ _6"> </span>zawarty<span class="_ _8"></span>ch <span class="_ _6"> </span>umów <span class="_ _7"> </span>kredytowych <span class="_ _6"></span>na <span class="_ _6"> </span>podstaw<span class="_ _8"></span>ie <span class="_ _6"></span>analizy <span class="_ _6"> </span>informacj<span class="_ _8"></span>i </span></span></div><div class="t m0 x138 h8 yc63 ff2 fs3 fc0 sc0 ls0 ws0">finansowych pochodzący<span class="_ _8"></span>ch<span class="_ _8"></span><span class="ff1"> <span class="_ _3"></span><span class="ls12">ze<span class="ls0"> <span class="_ _3"></span>zbadanych<span class="_ _8"></span> <span class="_ _3"></span>przez <span class="_ _0"></span><span class="ff2">daną<span class="ff1"> <span class="_ _3"></span><span class="ff2">fi<span class="_ _8"></span>rmę<span class="ff1"> <span class="_ _3"></span><span class="ff2">audytors<span class="_ _8"></span>ką<span class="ff1"> <span class="_ _3"></span><span class="ff2">spraw<span class="_ _8"></span>ozdań<span class="ff1"> <span class="_ _3"></span>fin<span class="_ _8"></span>ansowych; </span></span></span></span></span></span></span></span></span></span></span></div><div class="t m0 x4 h8 y14a ff1 fs3 fc0 sc0 ls11 ws0">7)<span class="ls0"> <span class="_ _42"> </span><span class="ff2">usługi <span class="_ _12"> </span>atestacyjne <span class="_ _12"> </span>w <span class="_ _12"> </span>zakresie <span class="_ _12"> </span>sprawozdawcz<span class="_ _8"></span>ości <span class="_ _13"> </span>dotyc<span class="_ _8"></span>ząc<span class="_ _8"></span>ej <span class="_ _12"> </span>ładu <span class="_ _13"> </span>korporacy<span class="_ _8"></span>jnego, <span class="_ _12"> </span>zarządzania </span></span></div><div class="t m0 x138 h8 ye0d ff2 fs3 fc0 sc0 ls0 ws0">ryzykiem oraz społecznej o<span class="_ _8"></span>dpowiedzialności<span class="_ _8"></span><span class="ff1"> <span class="_ _2"></span>biznesu;<span class="_ _8"></span> </span></div><div class="t m0 x4 h8 ye0e ff1 fs3 fc0 sc0 ls11 ws0">8)<span class="ls0"> <span class="_ _42"> </span><span class="ff2">usługi <span class="_ _21"> </span>polegające <span class="_ _21"> </span>na <span class="_ _2a"> </span>oce<span class="_ _8"></span>nie <span class="_ _2a"> </span>zgodnoś<span class="_ _8"></span>ci <span class="_ _2a"> </span>informacj<span class="_ _8"></span>i <span class="_ _2a"> </span>ujawnianyc<span class="_ _8"></span>h <span class="_ _2a"> </span>przez<span class="_ _8"></span> <span class="_ _2a"> </span>instytucje <span class="_ _2a"> </span>finans<span class="_ _8"></span>owe <span class="_ _2a"> </span>i <span class="_ _21"> </span>firmy </span></span></div><div class="t m0 x138 h8 ye0f ff1 fs3 fc0 sc0 ls0 ws0">inwestycyjne <span class="_ _6"> </span>z<span class="_ _8"></span> <span class="_ _6"> </span>wymo<span class="_ _0"></span>ga<span class="_ _0"></span>mi <span class="_ _f"></span><span class="ff2">w <span class="_ _7"> </span>zakresie <span class="_ _6"> </span>ujawn<span class="_ _8"></span>iania <span class="_ _7"> </span>informacji <span class="_ _6"> </span>dotyc<span class="_ _8"></span>zących <span class="_ _6"> </span>adekw<span class="_ _8"></span>atności <span class="_ _6"> </span>k<span class="_ _8"></span>apitałowej </span></div></div></div><div class="pi" ></div></div><div id="pf8f" class="pf w0 h0" ><div class="pc pc8f w0 h0"><img class="bi x4 y2a w3 hcd" alt="" 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class="c x0 y1 w2 h0"><div class="t m0 x105 h6 y991 ff4 fs2 fc2 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI GRUPY KAPITAŁOWEJ <span class="ff3">MIRBUD ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc3"> </span></span></div><div class="t m0 x6 h4 y992 ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y2d wda h7"><div class="t m0 x186 h8 y2e ff2 fs3 fc2 sc0 ls0 ws0">Grupa Kapitałowa MIR<span class="_ _8"></span>BUD<span class="ff1"> <span class="ls6">| <span class="_ _8"></span></span></span>Polityka świadcz<span class="_ _8"></span>enia dozwolonych usłu<span class="_ _8"></span>g niebędącyc<span class="_ _8"></span>h </div><div class="t m0 x4b h8 y2f ff2 fs3 fc2 sc0 ls0 ws0">badaniem sprawozda<span class="_ _8"></span>ń finans<span class="_ _8"></span>owych MIRBUD S.<span class="_ _8"></span>A. oraz Grupy Kapitałow<span class="_ _8"></span>ej MIRBUD<span class="_ _8"></span><span class="ff1"> </span></div></div><div class="c x9 y2d wdb h7"><div class="t m0 xa h4 y30 ff3 fs1 fc4 sc0 ls0 ws0">143 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h4 y31 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x138 h8 y993 ff2 fs3 fc0 sc0 ls0 ws0">oraz zmiennych skład<span class="_ _8"></span>ników wynagrodzeń;<span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x4 h8 y994 ff1 fs3 fc0 sc0 ls11 ws0">9)<span class="ls0"> <span class="_ _42"> </span><span class="ff2">poświadcz<span class="_ _8"></span>enia <span class="_ _14"> </span>dotyczące <span class="_ _14"> </span>sprawozd<span class="_ _8"></span>ań <span class="_ _14"> </span>lub <span class="_ _14"> </span>innych <span class="_ _14"> </span>informacji <span class="_ _14"> </span>finansowych <span class="_ _14"> </span>prz<span class="_ _8"></span>eznaczonych <span class="_ _14"> </span>dla </span></span></div><div class="t m0 x138 h8 y995 ff2 fs3 fc0 sc0 ls0 ws0">organów <span class="_ _3"></span>nadzoru, <span class="_ _3"></span>rady <span class="_ _3"></span>nadzorcz<span class="_ _8"></span>ej <span class="_ _2"></span>lub <span class="_ _3"></span>innego <span class="_ _3"></span>organu <span class="_ _3"></span>nadzorczego <span class="_ _3"></span>spółki <span class="_ _3"></span>lub <span class="_ _3"></span>właścicieli, <span class="_ _3"></span>wykraczaj<span class="_ _8"></span>ące </div><div class="t m0 x138 h8 y996 ff1 fs3 fc0 sc0 ls0 ws0">poza <span class="_ _28"> </span>zakres  badania <span class="_ _21"> </span>us<span class="_ _8"></span>tawowego  i <span class="_ _2a"> </span><span class="ff2">mające<span class="_ _8"></span></span> <span class="_ _7"> </span><span class="ff2">pomóc<span class="_ _8"></span></span> <span class="_ _7"> </span>ty<span class="_ _8"></span>m <span class="_ _6"> </span>organ<span class="_ _8"></span>om <span class="_ _6"> </span>w<span class="_ _8"></span> <span class="_ _6"> </span><span class="ff2">wype<span class="_ _8"></span>łnianiu</span> <span class="_ _2a"> </span>ich <span class="_ _7"> </span>ustawowy<span class="_ _8"></span>ch </div><div class="t m0 x138 h8 yae8 ff2 fs3 fc0 sc0 ls0 ws0">obowiązków.<span class="ff1"> </span></div><div class="t m0 x2 h9 y6f ff1 fs4 fc0 sc0 ls45 ws0">2.<span class="ls0"> <span class="_ _3c"> </span><span class="ff2 fs3">Zlecenie <span class="_ _1a"> </span>do<span class="_ _8"></span>datkowych <span class="_ _1a"> </span>us<span class="_ _8"></span>ług <span class="_ _1a"> </span>n<span class="_ _8"></span>iebędących <span class="_ _1b"> </span>badaniem <span class="_ _1b"> </span>sprawozdań <span class="_ _1b"> </span>finansowy<span class="_ _8"></span>ch <span class="_ _1a"> </span>na <span class="_ _1b"> </span>rzecz <span class="_ _1b"> </span>firmy </span></span></div><div class="t m0 x138 h8 ya6 ff2 fs3 fc0 sc0 ls0 ws0">audytorskiej <span class="_ _3"></span>prz<span class="_ _8"></span>eprowadzając<span class="_ _8"></span>ej <span class="_ _3"></span>badanie <span class="_ _3"></span>s<span class="_ _8"></span>prawozdań <span class="_ _0"></span>finansowych lub <span class="_ _3"></span>podmiotu <span class="_ _3"></span>po<span class="_ _8"></span>wiązanego <span class="_ _3"></span>z<span class="_ _8"></span> <span class="_ _3"></span>tą <span class="_ _3"></span>fir<span class="_ _8"></span>mą </div><div class="t m0 x138 h8 y5e ff2 fs3 fc0 sc0 ls0 ws0">audytorską <span class="_ _2a"> </span>lub <span class="_ _2a"> </span>c<span class="_ _8"></span>złonka <span class="_ _2a"> </span>jej <span class="_ _2a"> </span>s<span class="_ _8"></span>ieci <span class="_ _7"> </span>moż<span class="_ _8"></span>e <span class="_ _2a"> </span>nastąpić <span class="_ _2a"> </span>jedy<span class="_ _8"></span>nie <span class="_ _2a"> </span>po <span class="_ _21"> </span><span class="ff1">prz<span class="_ _8"></span>eprowadzeniu <span class="_ _2a"> </span>p<span class="_ _8"></span>rzez <span class="_ _2a"> </span>Komitet <span class="_ _2a"> </span>Audy<span class="_ _8"></span>tu </span></div><div class="t m0 x138 h8 ya7 ff2 fs3 fc0 sc0 ls0 ws0">MIRBUD <span class="_ _c"></span>S.<span class="_ _8"></span>A. <span class="_ _c"></span>oceny <span class="_ _c"></span>za<span class="_ _8"></span>grożeń <span class="_ _c"></span>i <span class="_ _c"></span>z<span class="_ _8"></span>abezpieczeń <span class="_ _f"></span>niezależności, <span class="_ _c"></span>w <span class="_ _c"></span>sz<span class="_ _8"></span>czególności <span class="_ _c"></span>oc<span class="_ _8"></span>eny <span class="_ _c"></span>czy <span class="_ _c"></span>świa<span class="_ _8"></span>dczona </div><div class="t m0 x138 h8 ye10 ff2 fs3 fc0 sc0 ls0 ws0">usługa ma istotny wp<span class="_ _8"></span>ływ na badane sprawoz<span class="_ _8"></span>danie finansowe.<span class="_ _c"></span><span class="ff1"> </span></div><div class="t m0 x2 h9 yb77 ff1 fs4 fc0 sc0 ls45 ws0">3.<span class="ls0"> <span class="_ _3c"> </span><span class="ff2 fs3">Przed <span class="_ _6"></span>udzieleniem <span class="_ _6"></span>zlecenia <span class="_ _6"> </span>na <span class="_ _6"></span>świadczenie <span class="_ _6"></span>dozwolo<span class="_ _8"></span>nych <span class="_ _6"></span>usług <span class="_ _f"></span>n<span class="_ _8"></span>iebędą<span class="_ _8"></span>c<span class="_ _8"></span>ych <span class="_ _6"></span>badaniem <span class="_ _6"></span>sprawozdań </span></span></div><div class="t m0 x138 h8 yb78 ff2 fs3 fc0 sc0 ls0 ws0">finansowych, <span class="_ _0"></span>Zarząd <span class="_ _0"></span>MIRBUD S<span class="_ _0"></span>.A. <span class="_ _3"></span>j<span class="_ _8"></span>est <span class="_ _3"></span>z<span class="_ _8"></span>obowiązany <span class="_ _3"></span>d<span class="_ _8"></span>o <span class="_ _3"></span>prz<span class="_ _8"></span>edłożenia <span class="_ _3"></span>Ko<span class="_ _8"></span>mitetowi Aud<span class="_ _0"></span>ytu <span class="_ _3"></span>z<span class="_ _8"></span>akresu <span class="_ _3"></span>us<span class="_ _8"></span>ług </div><div class="t m0 x138 h8 y663 ff2 fs3 fc0 sc0 ls0 ws0">objętych <span class="_ _12"> </span>zleceniem <span class="_ _12"> </span>wraz <span class="_ _12"> </span>z <span class="_ _12"> </span>oświadczen<span class="_ _8"></span>iem <span class="_ _13"> </span>klucz<span class="_ _8"></span>owego <span class="_ _12"> </span>biegłego <span class="_ _12"> </span>rewidenta <span class="_ _12"> </span>pr<span class="_ _8"></span>zeprowadzającego<span class="_ _8"></span> </div><div class="t m0 x138 h8 ye11 ff2 fs3 fc0 sc0 ls0 ws0">badanie <span class="_ _7"> </span>odnośnie <span class="_ _7"> </span>zachowani<span class="_ _8"></span>a <span class="_ _7"> </span>wymogów <span class="_ _7"> </span>niezależn<span class="_ _8"></span>ośc<span class="_ _8"></span>i <span class="_ _7"> </span>określonych <span class="_ _7"> </span>odpowiednio <span class="_ _7"> </span>w <span class="_ _7"> </span>zasadach <span class="_ _7"> </span>etyki<span class="_ _8"></span> </div><div class="t m0 x138 h8 ye12 ff2 fs3 fc0 sc0 ls0 ws0">zawodowej <span class="_ _8"></span>oraz<span class="_ _8"></span> <span class="_ _8"></span>standarda<span class="_ _8"></span>ch <span class="_ _8"></span>wykonywan<span class="_ _8"></span>ia <span class="_ _8"></span>takich <span class="_ _c"></span>usług <span class="_ _8"></span>przez<span class="_ _8"></span> <span class="_ _8"></span>przy<span class="_ _8"></span>jmującą <span class="_ _8"></span>zlece<span class="_ _8"></span>nie <span class="_ _8"></span>firmę <span class="_ _8"></span>audytors<span class="_ _8"></span>ką, </div><div class="t m0 x138 h8 yb7b ff2 fs3 fc0 sc0 ls0 ws0">podmiot powiązany z<span class="_ _8"></span> firmą audytorską l<span class="_ _8"></span>ub członka jej sieci.<span class="_ _c"></span><span class="ff1"> </span></div><div class="t m0 x2 h9 ye13 ff1 fs4 fc0 sc0 ls45 ws0">4.<span class="ls0"> <span class="_ _3c"> </span><span class="ff2 fs3">Przed <span class="_ _27"> </span>prz<span class="_ _8"></span>yjęciem <span class="_ _26"> </span>zlecenia <span class="_ _26"> </span>przez <span class="_ _26"> </span>firmę <span class="_ _27"> </span>au<span class="_ _8"></span>dytorską <span class="_ _26"> </span>prze<span class="_ _8"></span>prowadzaj<span class="_ _8"></span>ącą <span class="_ _27"> </span>bad<span class="_ _8"></span>anie <span class="_ _27"> </span>s<span class="_ _8"></span>prawozdania </span></span></div><div class="t m0 x138 h8 ye14 ff2 fs3 fc0 sc0 ls0 ws0">finansowego  MIRBUD  S.<span class="_ _8"></span>A.,  podmiot  powiązany  z  tą  firmą  audyt<span class="_ _8"></span>orską  oraz  członka  jej  sieci,  na </div><div class="t m0 x138 h8 ye15 ff2 fs3 fc0 sc0 ls0 ws0">świadczenie <span class="_ _c"></span>dozwo<span class="_ _8"></span>lonych <span class="_ _c"></span>usług <span class="_ _f"></span>niebędących <span class="_ _c"></span>badaniem <span class="_ _c"></span>s<span class="_ _8"></span>prawozdań <span class="_ _c"></span>finans<span class="_ _8"></span>owych <span class="_ _c"></span>na <span class="_ _c"></span>rzecz <span class="_ _c"></span>j<span class="_ _8"></span>ednostek </div><div class="t m0 x138 h8 ye16 ff1 fs3 fc0 sc0 ls0 ws0">kontrolowanych <span class="_ _8"></span>przez MIR<span class="_ _8"></span>BUD S.<span class="_ _8"></span>A., klu<span class="_ _8"></span><span class="ff2">czowy <span class="_ _8"></span>biegły <span class="_ _8"></span>rewident <span class="_ _8"></span>przedstawia <span class="_ _8"></span>do oc<span class="_ _8"></span>eny Kom<span class="_ _8"></span>itetu Audytu<span class="_ _8"></span> </span></div><div class="t m0 x138 h8 ye17 ff2 fs3 fc0 sc0 ls0 ws0">zakresu <span class="_ _2a"> </span>usług <span class="_ _21"> </span>objętych <span class="_ _2a"> </span>z<span class="_ _8"></span>leceniem <span class="_ _21"> </span>wraz <span class="_ _2a"> </span>z<span class="_ _8"></span> <span class="_ _2a"> </span>opinią <span class="_ _2a"> </span>cz<span class="_ _8"></span>y <span class="_ _2a"> </span>zlecona<span class="_ _8"></span> <span class="_ _2a"> </span>usługa <span class="_ _2a"> </span>moż<span class="_ _8"></span>e <span class="_ _2a"> </span>mieć <span class="_ _21"> </span>istotny <span class="_ _2a"> </span>w<span class="_ _8"></span>pływ <span class="_ _2a"> </span>na </div><div class="t m0 x138 h8 yc58 ff2 fs3 fc0 sc0 ls0 ws0">skonsolidowane spraw<span class="_ _8"></span>ozdanie finansow<span class="_ _8"></span>e Grupy Kapitałowej M<span class="_ _8"></span>IRBUD. <span class="_ _8"></span><span class="ff1"> </span></div><div class="t m0 x2 h9 y90f ff1 fs4 fc0 sc0 ls45 ws0">5.<span class="ls0"> <span class="_ _3c"> </span><span class="ff2 fs3">W  prz<span class="_ _8"></span>ypadku  gdy <span class="_ _2b"> </span>całkowite  wy<span class="_ _8"></span>nagrodzenie<span class="_ _8"></span><span class="ff1"> <span class="_ _11"> </span></span>f<span class="_ _8"></span>irmy  a<span class="_ _8"></span>udytorskiej <span class="_ _11"> </span>z<span class="_ _8"></span>a  świa<span class="_ _8"></span>dczenie  na <span class="_ _11"> </span>r<span class="_ _8"></span>zecz  ba<span class="_ _8"></span>danej </span></span></div><div class="t m0 x138 h8 y560 ff2 fs3 fc0 sc0 ls0 ws0">jednostki, <span class="_ _1a"> </span>jej <span class="_ _1a"> </span>jednostki <span class="_ _1a"> </span>d<span class="_ _8"></span>ominującej <span class="_ _1a"> </span>lub <span class="_ _1a"> </span>jednostk<span class="_ _8"></span>i <span class="_ _1a"> </span>przez <span class="_ _1a"> </span>nią <span class="_ _1a"> </span>kontrolowanej<span class="_ _8"></span> <span class="_ _1a"> </span>dodatkowych <span class="_ _1a"> </span>us<span class="_ _8"></span>ług </div><div class="t m0 x138 h8 ye18 ff2 fs3 fc0 sc0 ls0 ws0">dozwolonych <span class="_ _c"></span>niebędący<span class="_ _8"></span>ch <span class="_ _8"></span>badani<span class="_ _8"></span>em <span class="_ _8"></span>spra<span class="_ _8"></span>wozdań <span class="_ _c"></span>finansowych, <span class="_ _c"></span>przekroc<span class="_ _8"></span>zy <span class="_ _c"></span>kryterium, <span class="_ _8"></span>o <span class="_ _c"></span>którym<span class="_ _8"></span> <span class="_ _8"></span>mow<span class="_ _8"></span>a </div><div class="t m0 x138 h8 ye19 ff1 fs3 fc0 sc0 ls0 ws0">w <span class="_ _c"></span>art.4 <span class="_ _c"></span>ust. <span class="_ _c"></span>2 <span class="_ _c"></span>aka<span class="ff2">pit <span class="_ _c"></span>p<span class="_ _8"></span>ierwszy <span class="_ _f"></span>rozporządzenia <span class="_ _8"></span>nr <span class="_ _c"></span>53<span class="_ _8"></span>7/2014, <span class="_ _c"></span>firma <span class="_ _c"></span>audytorsk<span class="_ _8"></span>a <span class="_ _c"></span>nie <span class="_ _c"></span>może <span class="_ _c"></span>podjąć <span class="_ _c"></span>tak<span class="_ _8"></span>iego </span></div><div class="t m0 x138 h8 y544 ff2 fs3 fc0 sc0 ls0 ws0">świadczenia z wyjątkiem sytuacji gdy uzyska w drodze decyzji administracyj<span class="_ _8"></span>nej zgodę Komisji Nadzoru </div><div class="t m0 x138 h8 y545 ff1 fs3 fc0 sc0 ls0 ws0">Audytowego.<span class="_ _8"></span> </div><div class="t m0 x2 h9 ycfb ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y1ba ff1 fs4 fc0 sc0 ls0 ws0"> </div></div><div class="c xa5 ye1a w1be hff"><div class="t m0 x1c h9 y960 ff1 fs4 fc0 sc0 ls0 ws0">Jerzy Mirgos </div></div><div class="c x88 ye1a w1bf hff"><div class="t m0 x62 h9 y960 ff2 fs4 fc0 sc0 ls0 ws0">Sławomir Nowak<span class="ff1"> </span></div></div><div class="c xa5 y917 w1be hff"><div class="t m0 x126 h9 y960 ff2 fs4 fc0 sc0 ls0 ws0">Prezes Zarządu<span class="ff1"> </span></div></div><div class="c x88 y917 w1bf hff"><div class="t m0 x49 h9 y960 ff2 fs4 fc0 sc0 ls0 ws0">Wiceprezes Zarządu<span class="ff1"> </span></div></div><div class="c xa5 ye1b w1be h137"><div class="t m0 x31 h9 ye1c ff1 fs4 fc0 sc0 ls0 ws0"> </div></div><div class="c x88 ye1b w1bf h137"><div class="t m0 xd9 h9 ye1d ff1 fs4 fc0 sc0 ls0 ws0">  </div></div><div class="c xa5 y69a w1be hff"><div class="t m0 x72 h9 ye1e ff2 fs4 fc0 sc0 ls0 ws0">Paweł Korzeniowski<span class="ff1"> </span></div></div><div class="c x88 y69a w1bf hff"><div class="t m0 xc0 h9 ye1e ff2 fs4 fc0 sc0 ls0 ws0">Tomasz Sałata<span class="ff1"> </span></div></div></div><div class="pi" ></div></div><div id="pf90" class="pf w0 h0" ><div class="pc pc90 w0 h0"><img class="bi x18 y2a w6 hcd" alt="" 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class="c x0 y1 w2 h0"><div class="t m0 x105 h6 y991 ff4 fs2 fc2 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI GRUPY KAPITAŁOWEJ <span class="ff3">MIRBUD ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc3"> </span></span></div><div class="t m0 x6 h4 y992 ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y2d wda h7"><div class="t m0 x186 h8 y2e ff2 fs3 fc2 sc0 ls0 ws0">Grupa Kapitałowa MIR<span class="_ _8"></span>BUD<span class="ff1"> <span class="ls6">| <span class="_ _8"></span></span></span>Polityka świadcz<span class="_ _8"></span>enia dozwolonych usłu<span class="_ _8"></span>g niebędącyc<span class="_ _8"></span>h </div><div class="t m0 x4b h8 y2f ff2 fs3 fc2 sc0 ls0 ws0">badaniem sprawozda<span class="_ _8"></span>ń finansowych MIR<span class="_ _8"></span>BUD S.A. oraz G<span class="_ _8"></span>rupy Kapitałowej MIR<span class="_ _8"></span>BUD<span class="_ _8"></span><span class="ff1"> </span></div></div><div class="c x9 y2d wdb h7"><div class="t m0 xa h4 y30 ff3 fs1 fc4 sc0 ls0 ws0">144 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h4 y31 ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c xa5 ye1f w1be h138"><div class="t m0 x131 h9 y960 ff2 fs4 fc0 sc0 ls0 ws0">Członek Zarządu<span class="ff1"> </span></div></div><div class="c x88 ye1f w1bf h138"><div class="t m0 x131 h9 y960 ff2 fs4 fc0 sc0 ls0 ws0">Członek Zarządu<span class="ff1"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h3 ye20 ff1 fs1 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div></div><div class="loading-indicator"><img alt="" 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