<div class="xblock xblock-public_view xblock-public_view-vertical" data-course-id="course-v1:Bukrek+9thTehn+2025" data-init="VerticalStudentView" data-runtime-class="LmsRuntime" data-runtime-version="1" data-block-type="vertical" data-usage-id="block-v1:Bukrek+9thTehn+2025+type@vertical+block@af96a1d6297c4c71a8b03846b1a4cc1a" data-request-token="9cba6aec683211f1a9d3b680f8263cb4" data-graded="False" data-has-score="False"> <div class="vert-mod"> <div class="vert vert-0" data-id="block-v1:Bukrek+9thTehn+2025+type@pdf+block@1b1ba0adc08b4a4090e58739369a918d"> <div class="xblock xblock-public_view xblock-public_view-pdf" data-course-id="course-v1:Bukrek+9thTehn+2025" data-init="pdfXBlockInitView" data-runtime-class="LmsRuntime" data-runtime-version="1" data-block-type="pdf" data-usage-id="block-v1:Bukrek+9thTehn+2025+type@pdf+block@1b1ba0adc08b4a4090e58739369a918d" data-request-token="9cba6aec683211f1a9d3b680f8263cb4" data-graded="False" data-has-score="False"> <div class="pdf_block"> <h2>Ознайомся з матеріалами пункту </h2> <div class="desktop-only"> <iframe src="/assets/courseware/v1/af9ae8a485d907d78c3ab6764641a322/asset-v1:Bukrek+9thTehn+2025+type@asset+block/%D0%A2%D0%B5%D1%85%D0%BD%D0%BE%D0%BB%D0%BE%D0%B3%D1%96%D1%97_9_3_3.pdf" width="100%" height="600"> <p> Здається, у вас немає плагіна PDF для цього браузера.</a> </p> </iframe> </div> <div class="mobile-only"> <p> Здається, у вас немає плагіна PDF для цього браузера.</a> </p> </div> <ul> <li class="pdf-download-button"> <a href="/assets/courseware/v1/af9ae8a485d907d78c3ab6764641a322/asset-v1:Bukrek+9thTehn+2025+type@asset+block/%D0%A2%D0%B5%D1%85%D0%BD%D0%BE%D0%BB%D0%BE%D0%B3%D1%96%D1%97_9_3_3.pdf" download>Завантажити PDF-файл</a> </li> </ul> </div> </div> </div> <div class="vert vert-1" data-id="block-v1:Bukrek+9thTehn+2025+type@discussion+block@9f842ca506a04cd8a84c1853050a49b0"> <div class="xblock xblock-public_view xblock-public_view-discussion" data-course-id="course-v1:Bukrek+9thTehn+2025" data-block-type="discussion" data-usage-id="block-v1:Bukrek+9thTehn+2025+type@discussion+block@9f842ca506a04cd8a84c1853050a49b0" data-request-token="9cba6aec683211f1a9d3b680f8263cb4" data-graded="False" data-has-score="False"> <div class="page-banner"><div class="alert alert-warning"><span class="icon icon-alert fa fa fa-warning" aria-hidden="true"></span><div class="message-content">Обговорення доступне для перегляду та виконання після <a href=/register>реєстрації</a>/<a href=/login>авторизації</a> на платформі.</div></div></div> </div> </div> </div> <script type="text/javascript"> (function (require) { require(['/static/js/dateutil_factory.762fd6ff462b.js?raw'], function () { require(['js/dateutil_factory'], function (DateUtilFactory) { DateUtilFactory.transform('.localized-datetime'); }); }); }).call(this, require || RequireJS.require); </script> <script> function emit_event(message) { parent.postMessage(message, '*'); } </script> </div>

<div class="xblock xblock-public_view xblock-public_view-vertical" data-course-id="course-v1:Bukrek+9thTehn+2025" data-init="VerticalStudentView" data-runtime-class="LmsRuntime" data-runtime-version="1" data-block-type="vertical" data-usage-id="block-v1:Bukrek+9thTehn+2025+type@vertical+block@75a8c84b884c4c04b4b8ebb4922692a5" data-request-token="9cba6aec683211f1a9d3b680f8263cb4" data-graded="False" data-has-score="False"> <div class="vert-mod"> <div class="vert vert-0" data-id="block-v1:Bukrek+9thTehn+2025+type@html+block@73f0384029c64e46aa7073f47133aeff"> <div class="xblock xblock-public_view xblock-public_view-html xmodule_display xmodule_HtmlBlock" data-course-id="course-v1:Bukrek+9thTehn+2025" data-init="XBlockToXModuleShim" data-runtime-class="LmsRuntime" data-runtime-version="1" data-block-type="html" data-usage-id="block-v1:Bukrek+9thTehn+2025+type@html+block@73f0384029c64e46aa7073f47133aeff" data-request-token="9cba6aec683211f1a9d3b680f8263cb4" data-graded="False" data-has-score="False"> <script type="json/xblock-args" class="xblock-json-init-args"> {"xmodule-type": "HTMLModule"} </script> <div style="font-family: 'Times New Roman', serif; font-size: 14pt; line-height: 1.5;"> <p><strong>ПРАКТИЧНА РОБОТА</strong></p> <p>Використовуючи критичне мислення та пошукові системи, знайдіть і оцініть три сучасні екологічні матеріали, які можуть замінити відомі вам: пластик, дерево або тканину у ваших майбутніх проєктах.</p> <p><strong>Пошук інновацій:</strong> використайте для пошуку такі хештеги і ключові слова.</p> <p><strong>Вибір і опис матеріалів:</strong> оберіть три найцікавіші для вас екоматеріали (наприклад, міцелій, біопластик з водоростей, композит з кавової гущі тощо). Для кожного заповніть таблицю:</p> <img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAtYAAACGCAIAAAB2Y1pPAAAQAElEQVR4AezdAbRd11kf+AwzbSFZ6EJTGCBIxJlAYLgvDjWTGSxj10lplp5qYzqdQRLS0gyr2C8823RKHYFimFXiqCgpUCK/sWy6KF5W9cSaMjXOSG6AJGNjGUgxiSOxIE2K0/cSYCUEKtEkFAqd37ufte/WOefed+5799739N5+68vOt7/939/37f8+5+x99nl6/oL/Un4KA4WBwkBhoDBQGCgMTJ2BL3hJ+SkMFAYKA4WBwkBhYKoMlGArDJQtyAoL5X+FgcJAYaAwUBgoDEyZgbIFmTLhJVxhoDBQGNjeDJTRFwauMFC2IFeYKP9fGCgMFAYKA4WBwsAUGShbkCmSXUIVBgoD25uBMvrCQGEgZ6BsQXI2il4YKAwUBgoDhYHCwJQYuGoL8quf+mSEHaIADGlNTeOFTcjteJMs3jBAttJkbaWx5FOTxjVEaYlvCfvVT734bGmJHy8sDXO8blt6m1D0Cbnd2EFNKPrGcjWhQbV02xI2XooEbSn9LcgnPnv51z71yZ+8+AEyRBnemjqOFzYht+NNsnjDANlKk7WVxpJPTRrXEKUlviUsBWqJHy9sS0bfkoNqOe+jjn1UfMs0xgvb2CTHGP1fvvBbLfcfYP0tyFe/bId6kcJAYWDMDGxud9/Xff3mTnCrZVcIn/KMFsKnTPjfve4b2kfsb0Ha9ynIwkBhoDBQGCgMFAYKA+tkoGxB1klg6T6MgdJWGCgMFAYKA4WBQQz0tyCf+OzlQaBiLwwUBrYqA75nb9Whbc5xFcKnPC+F8CkTPrbfBfl//+H/Sf78D/4oBvBrP/GI6kdOPx7VjS3//c+/5/0/8mP/5XOfjzQuf/A35UYPO2Uswr8ofI7urfQoDFwbDFS+lH/+377gViKVy56FeAhMZ1RjvPWkTYwrMjcE1dAby9/7xV8+9b/fDZMefY2wNRsL4Tl12PaMxTah503j0iuEcxvXgFl2mamGfOb8r8uBpEsl7JMr3WLGnuewtlgxHN5Sd6NgTNVcMUxNAMRqvv7oufPQx/m7IC/89m+HU3l/4L3vpX/dHW9Sbrhc+OVnL37gA//5Dy9FJl/8mldRXFJP/NRPv/aNt9DHIvyL8jvPXxyLt+KkMLD5Gfizz37OXU/cYilbD2UW8tEPfzgZJ6qM99ZbyfypX4mEP/fHfxyKh++Hf+q0B7GSzqhU/Zc/+eAfffrTurBMQbYP4ci05nlKIzl2G14dsf3JF1542Y4dCKfn6yj8hMQ1IJxZ/sMP/mYK8eH3PsVIPvfpzyTjRBW3mPXFpb7OKDGcX3783S7g5IqRjmdsE4oq+ZV/9W538a7XvOY/fOYzv3B68QMPP8a4gdLqQ4y3gSf/2c/I8k1//83/1Uu/iDJMptK290d+YO7kT/6lr/6KiCarv/1P/tH//IPf/70/c/Llu785jOsv+Rflb/zD712/q+KhMLA5GagcU/9Z72TxS7/syzyL/+wTvx85L/368xTGL3n5yylTkPHeejJ/6ud/Pn9AG8K/ffw9H3722Tfe+b8p6SweI9bCw2/74eu+/utVJyTblnD7D2uep/QNb/qbdhv2Hzu+6RsP/OB9B//5g7f+8Pf/vR//UYRX1lGW9UuFcA4/e/myS4LysQ/8hpL8+R/8kd1AGP+0dwswTloqq9h6wsncjur3z/967gTDeMY2oahqdcEj/LXfc2D/O9+m6mShcl8wrlPG9iEm5fHrj/3fhvd3v+9uz4Uw2lX92k884t3IORJdGcPTqkrMKJ1oUiUeZ8qK8ACjibdoctzCQnhg8YJi+0YhFHai6ewP/+h7/ulDdKKJMH7R1133ifMfoBNVTbmw8KbJNlw4QaOVnZHUq5pEEUsTHYbQSV7NdU2cg8m2YrfBZyfsYEUKA5uBgcoxdTx/X3vjjXL7g9/6qNIT6t/84i+9/o1vpNuXqFLcPnE3uZ6Jq53R7UyvCKQmZdwXHgj5s4JRL8bold/++a33kdOPB0AZsfgkqhVpvLlecd11wJUH9Ed/44Nf+9rXemgoDRCAWAuti5SKSNJ4G51XkKtW10a40HUSZFUZviqq5aDErSpu10m4BxeHSfisSGpKyiDCXUUI/4rd32zJ/HhvX5veGNnt/Cw0f/G5P+HH0CZEOOdEht3Xv955QFzPn/rgylF3XPZ/+rnPATQSjtXK2FWlCq8pCGfJL2NVA3HRUggFmPBvZXGR04nuYNYm8pGrf9tBr4rAV8S7Afaee88v5XYM4xnbX/lt30pR1YpnJfmv/9qXMlJC5CNuulTCuLZynB9iZPAfPvLvbJRcOoahmsTk/bN/8AMv/eIv/rJXvML+8dEf+pGYCQDPKSVBt6aofsEX/hWHP0SV6EX/b176RUb+sz/0wKc/+cmZb73RK8jpf/zOxAKYF5T3nv5ZSKdG9nFpajXxnySqLiabaDpJTaGIsnjfD3kT4up/+La/KfmTc99XTzjAefdBOmRjkyGjS5SgK2EkMCg3rooUBjYJA3/ae/6+4r//Ovn89q98QPknn/h9C8Ou7jd4aqu+uEJ8+jNLH/nI1/71byKM7k1XvtvZle/WdtkTOnHju/jTPe4FNH9WuBPTY0QXt3/9Hv+LP/lPK9uFq2MJGqKXKIRCwlgvrTcxnNTkkZJ0T/CkNyo/949/zNPDG05j63qMLQlvJGE6hPu6/ZGrF0U8IzwmetDYhxNe7+Ui4dY6amnUOjnCLRMCCfGq67su7D/+yO/QXRtCv/Kbr6eHNBLuYjZwwgPBAN0sSD5d4WtbxT7fu6GsTTbEv3B6cQ2EuxOllFbPGMWQ0g1r+Ld8+7c7/ANzbYv7xLtefLFnmY6s/iHGQ0EqX/LffrmZoySRvRPL//H/uJM4IGH/8NlfVCYxK+89/bMuRFPL6MJy+EOi+s2H/he6Y5Xf/FdPcuUTz9d8+5tu/t7vhnzu3f9aGaLpO992P6TjOxbfsZSDZOkXn9YU/im5RBR5cvWaA3fcfu+btf7qmf9HOUaxk/UsNuSZ7/qOituP/cJTLI25sRcpDGwUA/Vjapn8pZd+kcvY+4O7fqn3tvrl39RlT7Ljm77xb/+Tf+RWIm5edg9xt7P7y62t6lKnEzd+3H1g7nGl1vSscIM7ivcMIZ4nmur3OLf1WJAhKRAlLI3lq67vGo47NLV63NsAeQ9Renwne6PyxgPfyf9X3dBfohphbYxrI7yRBEYMT5TwPT/w9w0qnRLRCSpSXNVGaSTc6xnCHUeZ93y958FFovTJQElGJVyXQVIhPPbQwF/+DSv77N/7rY+6yF0b6Rr4k8+u/CsH3NavOhezgRMM8IB5OqTkjci17Qq/eU2rWLqhXn/XIZ7XQPiub165OPPVE8OywnbsNlR5Jk5rnLVYquw/0lLl2jYotAOsU8b8Icb5h8x+4fSiUyNTlSf3sp1fFdV4PLmToxplfL75n/b9nReu/E5r2Culcw6W333u+X//8++xEaO7GlIgoU0wo+Mjp0Zc/fmVf6HDWBHHDB4rFWNUvbFRIk/KF7/mVbzlgRjbiAQ+/FOnidFV8F6qnvnpf8F403d/V+wr6SFyRuC33nFbVEtZGNg8DFS+C1z61Mrv4n3Rl738679l5a+m/uEHf9MJhO2Ih2/k7O0wFO9bbgRHxHGY7Hgj7PUyv8d/5+lfBfj0J/v/yZgvec1/x0LirnSLuV9Uc2kfK++V656wqhGdQr7ujjc5eH/vIz+jpLMMEYeaFqR4Fg2BtWm6Jgi3UYjJffJH/6lBWcnqk8I+RBoJ/1sH9jveeO49v+Rt0KKbulsjHTK5zPAcRsqECA//L//Kr/zCr/4Kq4DLOw5CYgnX+p8+u/IhhtL+qsuv8DWvYs7/fu0nHvkX8/cJvQbCLZEItKhJmweCYTxjm1BUGclXvOprnLUYu7Rj7IyubYSjnb5OGfOHGBs9mdkueTTEMcOg/PLDzM8u/64Nr15/+a9+ySA8u8sa15QLv/xsiD0HalgGyRe89Asbm0w8V6/+W83/HMb+oLHXGox2MyR/hoYT0T/5wgt0T+T8ZUtoRyAGtevbbtZapDBwTTDw177ha+X5sQ/8hhs/tiOe2iwhDop9T/nM7/2e76fpzTWaKmXlHvfEd49XMJVq5R63PonlpqvHcnNV+g6qesJ6m/Jy6dtxYDzN+KQr6ZSNleGEDyahmvVYCPd1DC1BuGdXHqMl542Em/1YJiyKdjnh1tLrjdxVMZ1f/E97aC+KVmKX92/9f+eN0Y7EzltKn/+P/1G5ZsItZMbCISeDpHKFg7mh4oODc4hK35aEc+KFX+kgxMcgCobxTCEUVQpxVOPQcf8732bNcmelF35N05f+h5jhsb9hzxsAHDPk6dpnMJL4XR5fxejEBGABj9/4HXtUh4hXK2AAx302OiEH//mDLg5G4vpwR1HQhy+7vNTEmIQTE2+LzWEy5ooXHdXIk2LrN8QbwCARKJKUcAWjSea3f893yzmOQwLglvPgcwTSmHlgSlkY2CQM2FXIxDdvS4hL2ouEajo+pH/+05/xEHCq5wa/9Ye/3+MsbwWoiFuSH0a3TNw7UbKEpMfIoLvyvad/FlL3SiwbfXfxl73iFVrbyGv3fhv8B3p/XADeK4GT8xA6yxDx/LFIxLMowXLjID2BByltCNd3EAmaKjJewr/i6n9gOBLnQwhHuyVf5vYfll5XiPnNn5A5n2Ah+DcLmlSVdJaKrjpc/nPvH7z8lZe9FOzVr//rSpeE4/MUPf456zoJtxYkh1aElKcrsL6KpRvKzqByDjES4Q5CvPY7CCHGhWE8J1EViGjKJb5MyRCfWM2bcmOugwGz5OC16f0tyPC/jup5hDj0eUykSE+86yEHR8QeljG2KRSMo8Buzs2gOlxu/q7/FWDxvh/i58M/dVqZzpHYiZNAdsd39NjlUSoiIhl0BAJsM+SJKU+uiK0fY+5Nd3ZS/8IC2V48Jd1Ohm+SohfPlFWfcTBFCgPTZ+AnL678zmlj3Pg67sav3MierS5yTwN3qyeRO7SxezLW7/F0d8C4GfkhFNX8rlQlXlWVbsw8lkfzz/7QA+yxilBWFQ9oByEJZhQeayH0ZG9UPH9+4fSio9a8NTcO0nN86GsgXMdGEtgbZYyE+/5uoiPKqJwPIRztOHfSYP8Rzp/+v376/T/yYySujZzPACjxbxY00ZV0loquWpEK4X/W+87yhS9b+esSf/WbvjHA8RXGzjuqynUSPtIqhoq4oSxAGFgz4dKe+a7vsNJRCLd4TqL6++d/3Yce9xqx5sKk93ZM4hOrjElyY66DAbMkZK6M83dB8JJcv/aNt6jGP+wJo02GDeOnP/lJN/bf+/EfNdSwg3lspd2cathTmVt8oNLXfPPj01TChALpMJD9Fdddd/htP+yaTvZQogSz+0sPStWwp1LT/ne+DcbpIqHMnfzJ3Jsu7EQaqReFXRmS6yx5Nde/5TtuU13q/RIfhXzrHbeZfl2IqrJIYWCTMFD51YTPdBYh1QAAEABJREFU9v5kQhwUey67kd34kWrny1/u6o0/HOLVyl3vZvndj/07Cx6Y4+L0ggUWXaIcfo/7Sh2PEU48CvK7Mrr7FpxiubnAxNLkfNGhY/pXnSyVuCwh6ePLa/d+2yBMIFNZgbmFPdnjFxgThhEsjIP0BE7K2ghvJGEKhPvK5mlpmJF/hfNkj9ZUtiT80x9f5oHo6MILoRN81gn/qhuuZ9QUAB3r5GuqSIVwF7COf/mlK6cgHstG54pyQhC9NEmDPpxwAEhlyPArHHLVVcwNJQ0r3auu70pJl/DchvDEti5GZF3WPTeyh3zJ13y1DwJu249++MPW3AM/eN9rDtwRTTm3YVHmxlw3BUIE+WAVGdvvgsR5qcU7ArjVWV77PQeiqnQA6ySW0fFRenCoEnYAorsqoYfQCXtUlfrywOjwimI6GZM4V2DnMNn1BSaBoZCUGJ3ARGsqWWA0EUraMLGz5OIKiF6pSTXXK9VKUxBlapPdEHQhEYWdXqQwsGYGJtfRJep28yATwo3pvnM904nLWGtU3T5uVVUAN6Yy9XJ5sxNdknAVeDCKampKjxFOkj13QteFQwDRlZxIgEVKyY8qAU6WUBh1D51/VRLVQSUAyV0JJKjueRdGsDAO0nN8o84Dz6sSLhmjADb8REL00sROcv+yCjznFNXUOhLh3iQ9LTkXpcI5CztJnkNhETF0cVVJVCtleNaaiy5g+JR56KohEmDUpKrUKwC5rmm4YE9H4wqYHFBaZ9LojAJSqy5KoQOmIzuBoYfIJPBgFDdF2KOUITsnya4vDyQAhqYVBlJK7ACMFJbAsKiSqKZSuNxoaKqMCZAUSYZzgQCMKzWJxZhihT035jqYELwFbD1l2w8x64lR+hYGCgObloHKMfWmzXPLJFYIn/JUFsKnTPg4P8QMSd05zJDWsTRNIURjnl97y7c4721sKsaNZqDEHzMDlWPqMXtfzd1G3eOr5TXB9kL4BMltcl0Ib2Jlgra1f4h5xcu+2GyRIUq0/uK/fpLs+ppdqqSObzSOBPsHf+NNdz3046LkrnK97i1Z1gn7gb/znT9y1/eOy5tkSPGGBJJ4SEqjMbUmZUNgGxt9OkP2KGoM1GhMhCSlJawRHze4Oz21JqWl25awCbldW/RBhI+a5Kh42Q4hfFRvo+JFT12GKC1hyUMbPMJHwvNJUpchyqow17YljAxxUm9a1S1ASL1v3QJZNw6xtMQPgSG8vfQ/xHzBEz+dNi9DFK6HtKam8cIm5Ha8SU7c20teknhISgmKATIhQibkNk84hagr04G58RsDNRrXnGTqOF63Lb1tquiDCB81yVHxLblqCbuGoiN8Y7PdepQaEUmsVhSEa20p/S1Iyw4FVhgoDBQGCgOFgcJAYWD9DPS3IH9x+8p/n2X9HifhofgsDBQGJsRAufEnROwgt4XwQcxMyF4InxCxg9yORHh/CzLS4cmg2MVeGCgMXFsMlBt/yvNVCC+ET5mB9YRbQ9+RrvD+FqQx0qVLl955/Pjhgwdf/crrbrj+dXfcdvvy0lIj8loxXrxw4dabbzGuayXhbZLn+WfOu7rKvGyT6S7DLAwUBgoDGOhvQeqHJ2dOL1oVduzoPHrq1Mc+/sJzz3/oviNHdu7apdu1K/fM3/2WI0c6nc61O4Qtmfnum3Z3Z7r2u1tydJt5UPUbfzNnuwVyK4RPeRLXSviU09w64UYivL8FqRyeOO2wHpxYePCuN88lbqwTSb8WFZsqae/ZO6ssstkYuGtuzgS58DZbYls7n8qNv7UHuxlGVwif8iwUwjcz4f0tSCXLh0+etFR3Z2Yq9qj6KOOLRuiUVA39ybPn4tuNkiVgymR3uEJnIZYcVR96SI5PPmE4SdXQGUPyKp888HPP/Dx7APLyzOLivv37wzIcnMIBc6VKCdExEs6jwIibxFIK3IhkT8JDdJE2D2Gn5OG4SlVK4JX3Hz0KDxxOpCQcC7zWXAYhgUl0h89zYM9jaRWI0YcSeLFYCJ1REzCF0Bk1JW+iq+YiQ3hI+FwcsLnkzFFuLHphoDAwbQZKvMLAtBjob0Eqhye+ze/efdOgNCxFly5djtb7j741VRnpti8+2fh2s2//gcMHD3EFaeFJ9geOvZ3Owr60tGw1AiZ7ZvfC88Cu5I1C6iEYQ2AgQ9+5a+e7Fhb46XZnfHAJY14KlA5ylpaWIklg/nMYnU+eKYSiSiFylrn8RfHWLtsYHYxWxpB9B/YPQoIlsWmIj1xXD/xyCmd/5iwqVSmBF+WBY8cMxzBnZ/eqPnrqMYk9/NBJoVWJKAEehAQgjTmw57F61ZXpvnd+nv74u5/gn3N9VY0dmCJbhLhstMaIZCi6KjAAhcgQXi+WipgLXSrGUp0oA5Ubf6KxinMMFMKRME0phE+TbbFGIry/BamcVllOdrT4hQlrnoVf1FxOLDwYxydeaq03ZxZPa7WUWrPDrqSzsOcCbHG6eOFibmwMkQOSzm38koePR/KPzUFqjbUNJiwwoSujKezDSznLXBcwpYRjdKoVaY/UkZ/6wNnvP3r0xpt2UxrFnmN27yyStRq4xB45eZJelzbIQTnk3lBqW5lbcl0UyfDDqKSfWVyktxeUCtEeX5DrZ6By46/f4TXtYQrJF8KnQHIeohCeszEFfSTC+1uQSmaWNC/jFWOlauW25r3lyJGK3Yl6sty4+ybvytYVS6w1KdnpLOzJQnFyIG53pksPGRQiWislhxb++ExQaVJtfO3W5ZGTD9mOAKwqsoWXeULG6FI1Ke2R0aU+cHZ7LzkPWfIRKwHIEIlJT+io5mUbZGMOuRO6EGd6G0p6XYR2BJLsdHFTtaIcvvLPrHy4McuV1lItDBQGCgOFgS3PQH8LUjk88fJ98eKF4eO/Z/7uO+fm8g3HcPyQ1vhdAS/9+f4DflCIwCutZGAhhw8eosRnAspwsVrfcP3riEMXo6iAfa9J62JSKpixVA/3VuL6wJ3i2E754jOWKMOdDMqh3uvEwoKNKdqJXjmARc75yRkdyTkm132a8VHmuec/tGvXrsMHDw1B5r2KPnYGrtz4Y3dcHDYzUAhv5mVi1kL4xKhtdjwS4f0tSOXwxMu312KLSnOQl7zE4cGuXTsbzw/yXs+ef8arsxXd8caTZ88lb3QW9rBYjUK81luQwjgkRICVVrIAewW3V7ivdiQTrcrY3KTcRLf+8WD/kSKChfAjc8uqPcqT515MW7Z6yTwwShijo1SkPVL+ciD5wHmzKZFDd6b514EBiNASoIRITHpCRzUvhyPrOQRL3ew4KrwJsbS0HLzpFcYoDcFmNDqGhd4dmn/ADNP+w0ZQ1Qy26QJZZFwMVG78cbktfgYxUAgfxMyE7IXwCRE7yO1IhPe3IBV3VjJrg48aVp3UZJlPujXjgWPHUjVXHF1YVFj0PXf23F1zK/+sl7d3HD9ujWFXxhJLr8jly5eSZUiIhEmK/RCdZyXnyopYnq2RMQTpBTIwqqGk0kJoibWsWm5lnuz0h0+ejL5GZ5cWo0uApLRHRpd84Cw+wTRu7zQlERq90mCREnoFpdelJTLlcGZx0QWAsYorIbiq2wPmk5yTG5moKunA9OECZl66ve3O8vJSKMO7jLm1uCsMFAYKA4WBjWCgvwWpH57sO7D/0VOPnTt39tabb3EeYDtyZvF0rNYWIaudlSNyVu10doSu3Ld/v3MFXfQ9ceVXU3mzRN1/9K3sVh3bFxbg6MhIhOBf0J690xgCvpP9nmyn47x/5e+MSebEwoLdj2w7nU5vBe2nxCGR2JPnzlK8oMvBCQewZc+3G8ZB0rkSAkDOltUYhdFJtdt70c8xYGQQUlOSTqdzuPch5uqBr4wofYLpZNE7Kz/9QQl9YuFBaaBOSugVNHfeuTIpQ5CdWg4PP7Syx0J+xZXdG3AK0bmSWFKctZhWmcgHvXSWcJIwV6ovDtzwzTj+O50OxXZqz+zewJRyOgzUb/zpxN22UQrhU576QvhmJry/BWk8POktXQvvf/op5wHWiRMLC5YK43E2kJaiqEJSQjQB6wKf2y1IYXfAQA8wAGSIVuvW8BDwokdfZV7lU6rE8imEJoBcJOZkxVKqCYAf4BQxR+Y6MGSyiCJPCeejq2AC3IiMpii55YdwmNIIV8rAUMBCp6iGHqWqNMKDcGGMsgJuREKC6U5SDk5fkAOvNQRG1a4OJixKFvZcocsBhjce6CwhCRxVHWEIWBq4I6XuTFeUwJRyOgw03vjTCb09oxTCpzzvhfDNTHh/CzLlLDcknM2N3YkXdC/cG5JACTqIAR9uziwump1BgGIvDBQGCgOFgS3GQH8LMpbTqs6Vw/lNS5ODEK/pnc7Kt5tNm+Q2TKw7M+NESrkNx76xQx7Ljb+xQ7i2ohfCpzxfhfDNTHh/CzKW0ypLiDP2KQ+4hCsMFAbWzMBYbvw1R9+GHQvhU570QvgmI/yqdPpbkDCbLUJXkrrSaJw0LPnfkOglKAbINpyF7TDkGGOUk5vl5D8PkYx1Zbyw5H+8blt6q0SPapSNHhqN68e3dNsSlvJpiR8vbKTowEQCIUkfokAOaU1N44VNyG3LJMcYnav2Ut2COLMi+itJXWk0ThqW/G9I9BIUA2QbzsJ2GHKMMcrJzXLyn4dIxroyXljyP163Lb1Vokc1ykYPjcb141u6bQlL+bTEjxc2UnRgIoGQpA9RIIe0pqaRYbd/d+o7RBmv25beUj4t8UNgXLWX/hYkPLbvWZCFgcLAFmCg3PhTnsRCeCF8ygxMOdxIV3h/CxLHNVPOtYQrDBQGNpaBcuNPmf/tSfiUSc7DFcJzNqagj0R4fwsyhcxKiI1i4IbrX3fxwir/xZ+Nyq3ELQwUBgoDhYHtyUB/C9J4eGLduv/o0VtvvsUadvjgwSez/8jLRvH1zuPH77jt9o2KPum4CMf22P9sCYeXLl2edPIt/Zs+k3j+mfMUibXsVWATYqDxxp9QrG3ptjroQniVkQnXC+ETJrjqfiTC+1uQ+uHJmdOLhw8e2r37pvc//dRzz3/oviNHHj550o6kGnC69Z07d23hP6B5z/zdbzlypJP9BfrpsjuNaKYvJrE707UXmUbIEmMwA/UbfzC2tIyBgUL4GEgcxUUhfBS2xoAdifD+FqQS2eu43cajpx5Lf2a7OzOj6uX14YdOVsDTrO47sN9maJoRpxbLnk+sRDh9S4rpM4mGdtfcnCEvLy3Ri2xBBsqQCgOFgcLAUAb6W5DK4cmZxUXrhG1H3t3buWXjkZMvbkGcotum+HDw6lded/jgwVhLfLKxfUm98uqTZ8+BATuBpwdGL1VGojX1zTtCpioAnSUXRt1zyTHWOSFYZCtnHeFV5SCiXkoW9hD6PfPzAHrpG0YWSGK8uR92FuBkhFeFDGHnkIU9hM+8GkblCuf791NCwCQAyUOedrSyaI3tIB0GkshHuMAojVF6FGPMm2CAtbLLU8kCFkIHBhBCGmFUZQ9dmVfZOaeZ6tYAABAASURBVEmiCkBgkpESdsZQdu7aZb9l1JBFNoqByo2/UWlsn7iF8CnPdSF8MxPe34JUDk8sTj7B1FO3ZljwLCG2Dm+4+ZZud+Xvan/s4y/cOfdmKwq81vzXDlLVSuY7jjdg4AeOvZ3OAr+0tMwbI9kzu/fwwUO6sCsb/TBqAsiFUZWHkEdPnUoYi7RFzvmNb0kw987PK+EB5BD57Nt/QFwHPJokc8/83XZa8HrpywM7Qrjl32cp1Xt7fgx5dnYvCzCH6bMCPcDwDxw7FuH0IngDA6BXRGgfKcIoqNAS4JklwuV+JNyd6d715jm9YiIgiVnTxKgXhm1NTiw8SJePydLEqBquRmJAznrpG5JXw26wRGtUe8olcRlJr7ry+yh5RylFqlq3klxDY6nc+NdQ5tdoqoXwKU9cIXwzE97fglSytE7s6DT8h1QchEBaY95x/LhjEqJK0tpJbxTrrnW9OzOjVUlnoefCm7gXL1zMjevUndnYZ0TaFPsMm4DwaW2WCd2+Sugzi6fpVuV9+/eHXS95nllcZM/FVokfFgB9KcQ+xjaFMlzsCW68aXcdEytxxNU6JG2tnHQ6O2xu6CsJH9gvfzqhEEY6hmGST/sVDDBqClkzA9F9/aXcgsn1uyoeCgOFgcJAYeDaYmDgFqTT6Vy+dKk+GFsExk5nx7PPnL9x9030NmKZ0TGt1rrQWdjpSbygdzqd7kw3Wdap8C/K4YMHfQUgPgFwyKIkzjCUIcYSGwilRRo4xPeIOg9nFk9b5qMjPP88K5PnaKqXzjbs3mxW6k3syTg8bU7s0t61sBB4CUg+9ChVGcMJnsMYpbQlqSmqa2YguuelietVS1EYKAwUBgoDhYFWDPS3IJUPZt7Uz59/pu7D2mbd6s7MWMnqrWGxGMf6rQzLqiUk8XLfzfYfa/DTGMhXgFy6vZOYRmQY07eD6OXrRthTPrZfTkoYbVacNzhagNGLZYg4fYH3EWoIJm+K6KlMaXMCJgflqDJk1nJXxpLiUowuWhMDJissUTrC6WYTF8ZSXhMMVG78ayLnazrJQviUp68QvpkJ729BKh/MvKnbbVha8uwtYFbcWH29Xj/btEeBzxcwVeIzjbdkDukhdBb2qFrnQrzBHz54KIx1P2FvX/IviliNXewJkt1YjEhVSafUJeXz6KnHJKm7Awn7j25vT3O56dAod2KDlcC5PfRubwnnU3V42oiyjzERogNL+MlzZylJVBkbncQ5k6YAR7jQjVovupJOqUtiQA55K3y3R0JuDOfd3rhye667wLq1jjmg6JNmoHLjTzpc8V8In/I1UAjfzIT3tyCVLK1S1ksLbVq/rRaq7He9eQ545ZckTi9a0ugkne3TG4W3dxw/zolWZazH9Ipcvtzw9aeCGakqrtVaxOiV53nP/N02VezGeO7sOSOiKw2K0AlA6qsasry0HIrlM1rBRAnjoNKnlqCuEWCr5HgppTckbd3FtQtxHLK8tCRh+cd2RBNF9S1HjtA5SZyratLlgWPH6CFrZiC6R4kBacfGNCxRnllcdLUYV1Qby+Xlpe7QPUpjr2IsDBQGCgOFgS3AQH8LUj+t2ndgv9f9c+fO3tr766hWL6tdWsC68WdCzj9zw/Wvu+H61z1y8iHLIUYsOZ3ODkpIZ+VnpcqbdfH+o291hs8VPywwnR6Ykdxx2+3WckF79k6n10QnnZWfFT+dzo5O7fdkO1cb86oo0o64/FsveQuxatpUiWuMJxYeNCJ2pQR8hDIoTffOzy/3NhydTudw73dKsAEPY8dgH3Dx4oWA8cbCAwHuXJX8Ss7AmoimTm0I7Dw4wKCQxrQ72TDlaUNjmadIRhoSlptF/X1PPxWZhJN75u/m8N75eZjH3/2EQw7VEBEPHzwkfyNqw4AEoqOys/KzA59YVRWaH0IXy3ZHkz2QasgKvMdJUsy13dKe2b0BKOWGMFC/8Tckje0TtBA+5bkuhG9mwvtbkMbTKsvbiYWF+EenDuHz1cuoovW55z9EtMayR2fXGpJXdbcEOsMHpgcAmCVEq62JJUpT3jGvwmtiyaVirFTF4lkIpWU7dbRCs7Aboy7JTmcRRVNKNaos2NAKA6+kM4LxpomRAGuihNBzS1SjKS95uHjhohOFMNbTrnS0wBNgdmkIIYFEIDvhk5HyroUFGEh6Eq0jMZB3F07V0Q5vGEiCCnsLPFMAtIYEnp4UR03dma6TEsYiG8VA442/Uclsh7iF8CnP8tYmfMpktgk3EuH9LUgb1wUzUQbsvWwpHBFZwicaaDM4d0biCMd4N0MyJYfCQGGgMFAYmD4D/S3Itjqt6mRfNKZP+pCIcSzRafpMM6TXqk0cdnofQRJStTOOKM4wnH8kt5S6hbEu3ZmVP2qnrDcVyzQZ2FY3/jSJHRSrED6ImRHtbeGF8LZMjQk3EuH9LchIhydjSnXD3Fj5fA7YsPBTD2ywhpyHVWXMLUXfngxsqxt/M0xxIXzKs1AI38yE97cgkaXZInQlqSuNxknDkv8NiV6CYoBsw1nYDkOOMUY5uVlO/vMQyVhXxgtL/sfrtqW3SvSoRtnoodF4Ff6Jn84xuT41WAq0+aNLlcgzJOlDFMghralpvLAJuW2Z5Bijc9VeqlsQRyhEfyWpK43GScOS/w2JXoJigGzDWdgOQ44xRjm5WU7+8xDJWFfGC0v+x+u2pbdK9KhG2eih0bh+fEu3LWEpn5b48cJGig5MJBCS9CEK5JDW1DRe2ITctkxyjNG5ai/9LUgk2r5nQRYGCgNbgIFr68YvhG8BBqY8hHKFb2bC+1uQOK6Zcq4lXGGgMLCxDJQbf8r8F8IL4VNmYMrhRrrC+1uQtWV5w/Wvu3jhwtr6ll6FgcJAawYKsDBQGCgMbDUG+luQxtOqS5cuvfP48cO9vwpqt3HHbbcvLy3lHADEH6fKjUWfDgM2f7fefIspmE64EmUsDJx/5rz7aPPMWuONP5aRFieNDBTCG2mZnLEQPjluGz2PRHh/C1I/PDlzetGzcseOzqOnTn3s4y889/yH7jtyJP4EamPgYpwyA/fM3/2WI0fG8uc9ppz5aOG2Fnr3Tbu7M107+00yrPqNv0kS26ppFMKnPLOF8M1MeH8LUsnSaYen5ImFB+/q/UfpotXTM5RSbjgDNohy2LN3Vlnk2mLgrrk50+cWu7bSLtkWBgoDhYHxMtDfglQOTx4+edLy1h38H1J/8uw5XwFkc+/8/P1Hj+YHyx6vjk98uMntquz3zM9TtNL1Jb4mMHLFnuM1hQRAq16ChpESn4f0BQijks4CTCiivPqV1+UiRIKx5z7ZScVDBSAuCxjnuhOZ8xnDj74soicjsKomSkiqMtLDqMyr9MMHD2oVQsT6cnVmcXHf/v16ETB4Ckk6C50lRObBGG/0MOYl8MMPnUwWI8otqkbEQoydcxY6hqMLnZGupPvcQKeoUkJSVQKRTLiK1rxkN3CCTHHF0soVD5QQoVOVAhwCDwAcTtJ44QOQykByTuGB6KKj7oQeyFVzGOSZw+SNkqqOEt1cZlCUDZfKjb/h+Wz5BArhU57iQvhmJry/BamcVllCdu++aVDqnrme2s5IAN61sLBz56433HyLh6yqZcyz9dFTj/lwo2qDoiQe9I5VZmf3sj9w7O0wkOwex4zvf/op9sAw5rK8tAyg1WcgqwKM1p27dorr81C3O3NP778Ey9hb2A55xQQm+/Yf2HdgPwzRGp+THjh2TJ668MkuT5utyASm7mHP7CyAppAzi6dZ6JDhUOaq987PKweNRc75b8ykKiNdx5BUZTx88NCeHleSlPBS77/WG7AoGdOhFLy+YU86Cz2M5ssoEMgb8uks0ZRK4EdO9rcgACzRKpb5RTVWiQtDestLS9hzGWgFA46I98zffefcXOQWRq0hqdo4fYGJspHe8B8A0V1OHEaVEtPRG2DzFA+6GOpDixG1z6HRs8RkJWcKuf/oW/MqMiOKpo2Vyo2/sclsh+iF8CnPciF8MxPe34JUsvSI3zH4vyHi6W8tT2ckPtZ4q7OwcWIZs9TFLyhQbGW4YieqYBQdbRQg6ZBhpNs0eO5TXvKSfqGVqMeqdvHCRToPOlKE5l8U+v1Hj+ZZBZ69IvKc3TsbPjlJmYDVPUBaKojWCMRCz8VeIRLgLdxqbRwLexsxRsuVhW0QOPJBwiBAxW6+DDPwSjpLBaNqC2XnQSFnFhchKQRjkiF0QiGMAAi355AtO0Eg2k0KfYjoiCsAyGCVPkgSvTlAoBtv2p1bcl1upinmQiDjjYstx4QOaSwkqhTCGNVUriGH1Jdij2vXRUmCgbhmkqUohYHCQGFguzEwcAviwX350qVGOjw6LTnxfE8Az2i7h2g63PsXNA6xnTwDACuJFU4Zojs7vKqOugArGVkaxarpwW2F0wqm6oxdFFViVWbklj5chLsxO+DRRUeZNHqQM4D1mM9zZ8/RWei5nFk8bd0KC+dGsepYAjyo7M508Z92A3VYereuN9UthmaAMk9NdBb2ZDF2+p7Z2SfPnaUYhVL12fPPUFRzxlhUGSkGbkZsCOh4WF5attGkDxfRK9M3BM+tKDnAio4Bm7zcmOtyk2Gy1MebmipIdh0ZKbmsIYfUHbc2QG85ciRZilIYKAwUBjYrA1PNq78FqXww84p58eIa/+CHw/BcuoN/ocRYLUVeOq1bTvidpbPUxaJuq2HhAYvWwwcPUR5/9xMCUYg1SbkeGeRhdnavNcmqeWZxkZ5CHL6y03r2mfPxaxlDxpLABpI8hMISAhMW+493LSxY18MexomWMXYnB/Yly0tL586djRGtGtT66swGP5DKFZZOL9KTGFSMQpkZq9OXmpKSOiZ6o0l6ePY5KaoTLceSg1MiX6bqO9eJZt7eeeXGb9+xINfGQCF8bbytuVchfM3Ura3jSIT3tyCVD2ZeMb2Fe9zXk/DWa4203uRN3p69azY2JVjuTXdO4GNjEduUQecutia2GjYc987Pc2KZtPKl7Uj454pDbqM6pJRnvNwHRhcddScU1bCnEt43KS+yLHRlSGQlsUdPPXb44CGJDRlLAsNH91SyhMAkY/AZ9mRMSnemSxdRuarUx2WMRspe6WuZNEA7QgDbkdTKKJ9UpagymggDtxuQJ6P8zdGT587hQTWEUWtIWPSqT1805WXqmOiNVjszU9+dmYlqYym3ximugyGNJberMoZlPTmEh0dOPrRr107fm6KaSgwMH0JCTlqp3PiTDlf8F8KnfA2MQPiUM9ui4UYivL8FqbBhffKg96XDapSaLB6ha3rH8eMeo1G15ID54q6qyRqWmlIXTV5ew66EgWT0IFaleIFmpFQk9wCj1TNdGb0sSPQQDlXDzpJ3VE0iT59UJMwCbCA60gml0YMjAWNUwtRl+crviq46lnrfRsvy0pL935CjexsI24VBA6z7NC7DNFhNSmNkoScR0YyrOuYR2hrMf284K795gzF0YQCAUFSlZ33BkNJAAAAQAElEQVT1fg/GGCIxYNu1mKkwVspB01eBperyFXrD4sCmvqJHUyrlMGiKEyYUSGMxoqhSVA0tqqlcQw7R1xHRA8eOhZ6Xy8tL3d4+MjcWvTBQGCgMbCsG+luQ+uGJD/BeQM+dO3vrzbc4RbcdObN4OpYWTZ7d9/T+Kcq9TiaWl9739FPdmZUX02i6/+hbo4sFLxFqubILYdeqO6Qm79C++DDyY4238jEmEU5QCdxw/etsULxkA5ATCwv3zN/Nbs2zdnY6O3Th0OM+QmjSkTGks/KzglGV54mFB41LUJlYb3RkJ5RGD7pozQ8G+Dvc+xAjEFeIktWgsQB3ehlyQjorPyvJdDqOVzosIalq+bTKcnjF3ulk3cOIK+/roXc6nUjGiFhCV9LxpjQuwzRYAPwYIwt7EjxLRdXmgzdnYPTOlaCGb4CmiTfjtXyabgDra/LTWflZGRQP3ZmuhRxgxXbFSaoa14mm6QNIoqP8ZStcorfTowvJAYvqFb3TyQJ1Z2ZODJhi+M7Kz0qqdMj60GSoCWqkHKJLJ0uj0+nY6oW3vBXb+Nkzu5dxw6V+4294Sls7gc1J+BbmvBA+5ckdifD+FqTx8MQD+sTCwvuffspBuuWf7qka47H2sNPftbBgSUt2FosQcHSxlLKE8BYn21phkpFbYE3JZzQpudUq0HPPf4jCAyPRnZF4xOuY21V50wQPGaJ7wrDQtYLlmbATnusebKTkltYSMA51JxGIQ0ZluOUBXhMjAdZECUlVRnoYlamKNONiCYHRFHoq+bcDiIMQAJnURRpWu+hiXAYLw0gPYypFlHlUebOrowtKpxA6gKpBxXRjQ9UEaSV0GAoRQnqU3JhXJcAPMUzg1BEmREepEhhxA6BkVwaGoho6RTX0KFV15MGohQtjlBVwIBnFiqElmO6EnSswdiWkkk4oqpQQOkvoStXggU5Uo9U5U3emGySzb6w03vgbm9LWjl4In/L8FsI3M+H9LciUs7yGwtl/+LLg2GZT5Wztt3470kibjE2VXklmEAMupzOLi+ZuEKDYp8tAiVYYKAxsGAP9LchIhycpXwthJzt5Tva60ln5efH0u966aS0PP3Ty8MFDzuq99G+2JL1he8XH66DEvGd7iR/UWuwbwkB3ZsaxinJDoteDru3Gr/splpYMFMJbEjUuWCF8XEy29DMS4f0tyNpOq9LZ8qrJtUeu6mqaAKv4+678mss045ZYhYGJM9ALsLYbv9e1FGthoBC+FtbW0acQvg7y1tJ1JML7W5AIpTOhK0ldaTROGpb8Tz/6a1/4N1/61M+lBIYo089NRDIkpdRUYBggoxIyKj4PkfrWlU0Fi/SizBPL9XprsrSEjYpv6bYlbFNFj2SibMy/0bh+fEu3LWEpn5b48cJGig5MJBCS9CEK5JDW1DRe2ITctkxyjNG5ai/VLYgjFKK/ktSVRuOkYcn/hkQvQTFAttIs5MNJ4xqitMRfi7AYdZR5/rleb02WlrBR8S3dtoRtquiRTJSN+Tca149v6bYlLOXTEj9e2EjRgYkEQpI+RIEc0pqaxgubkNuWSY4xOlftpb8FiUTb9yzIwkBhYAswUG78KU9iIbwQPmUGphxupCu8vwWJ45op51rCTZ2BErAwcBUD5ca/io7JVwrhk+f4qgiF8KvomHxlJML7W5DJJ1YibAsGLl648PBDJ++47XbKthhwGWRhoDBQGCgMrImB/hak8fDkhutf9+pXXpdEdU1RJtjJUvfO48dbBRgFZPm89eZbyp/cGIWzlwRphw8eunjxwp7Z2c3z705HGsWqYNebq25V2OQA5585L4FxXZyNN/7kki+eC+FTvgYK4ZuZ8P4WpPHwxGPu0VOnPvbxFwhFdcqDWTXc7pt279y5a1XYqIB75u9+y5EjQ/7kxqgOtzze/sPm4665ued6f8f2rjfPbdUhu95cdRs4OtG7M107obHk0Hjjj8VzcdLIQCG8kZbJGQvhk+O20XMD4Y24nrG/BelVr73iviNH9h3YP968z5xe5LDyV71Zigxh4OGTJ++cmxv7XAyJuFFNxuiq26joEddWz1W6vLQU1VIWBgoDhYFrkYG1b0G89d4zP+8bjTPhJ8+eywcfTb7aEJj7jx4Fy4U970LnhAcdcxgdkp1QtFJCUjUp7A5pxPIBRcfDBw96QKvSc/HgzrvoVZczi4v79ve3NfDJAz3hI21NxphyoySMfIzr4YdO6gIspTqYJUnqSOFHr1wqxrwKLAcW4Qww7xW61ogiB+AwUnQJXaljqlJU9aJUfBoUVtkJACf6EgNU8i+QLlFlAUuYvMqoiSVEuFSlaA07RZUuKM+56CKBsJh0ALlBEoqqjgSGE8ZcWDQlC51FVUmnhAiRV8OYY7TG/EaTuMkCFrmlUlOCNaYHIKKEKTikwyuTh1D03blrly2yCxWgSGGgMLBpGSiJDWegvwUZ6YOZx6tPFbOze3sfaB7zBpwexNaewwcPeUtzIE/27T/wwLFjPdgpqVCI12VdVEPOLJ7eMztLv3TpshIgJP/04+EerQAkVZNiw/GGm2/pdlf++rXud8692WO6HtorbOrCT6MYnbPu1AQvEz6V9LBbGAzhgWNvZzdYQ/aFXpMkE4bRgXl8kti5a+e7FhaAZYg6SAKsZCS5cx6iSWuSijFVZcuhHLD96KnHziwuprlIfU0K/6Lsmd0rK301CREKHXsO9lOVomp++TTG5FOsIJmd7N59E2+MhJMnz52LMepimRSUkSuBKCGpykgPYz261miiBKxxKoWIcb3/6afg752fV0qmMUlNSZLbsAjBQlfSKaSSFUtIjgF+5OTKFjOaXBUsoYNRcB4iz2gakh5AnXZXbHjgjRM6KuguJK4o65SRbvx1xirdMVAIR8I0pRA+TbbFGonw/hZk0PebXbt2cloRq+/s3lnvYeydTsf6lx7E1h6PyO7MjCaSr+WqIfp6ehJVD3qLNwt9PfKO48c9rEk4aYwbTcPLyCrlPwhsqTDqgCnFPbN4OgfjodPZgYowwnQ6HbodSQyZPhYxF85s+OdNCFmdWVz5kKRaF3la5y5euFhpku2NN+3Ojb41xPzyzGfM70qsA/s5CSSFMMZya+chAU263Dk3x05vI/XobXpVMHZXLiRGcWVF6IRCGOkjScus7HTtPMIz5o099EGlTORDAkAhjFFtpD2aKqVAMd6KfdTqoBt/VD8F35KBbUN4Sz4mDiuET5ziqwOMRHh/C3K1k5VaPOA8YVcqV//P2+eNu29KNmuVhQ3e+k1RTU2NCp8wntdaz509R2ehr0eefeZ8ntJwV4cPHnSm7bjbMiPhHByraW6p60aql7RTk9A4SVXnEJZ5RwLJAm/X4nRd3GQcogzJsNJLXJ65DXGMf/nSpQomVS2WdgndmW6yUGRr1M6r6EnyGTFS+Ru1WEaaMBRVRgrpXtl3hu5ioKwqjdFX7VUHnFk8bS1nl4+sKElUGVO1jdImqxjgntnZJ8+d5TNCqD57/hnVQQImn7xVlTEsjbRHUykLA4WBwsAWY6C/BakfnljJ8kWlzcitZG1gMLOzez12LWxnFhfpLKtKrMqx0NbBXNWNgyxxoP2+p5/SK07vByHXZrcn0NGuSBly+OAhyuPvfsJBOmVVaczwcG/nVGcgwDyH+ERS9x99bbm6V+8/HMnI1gFGvUt7S/hEZmOXCF1PG3j90ZNzbDsN4rONRMI2VcCxk6AkaZlVXO0O8PjR5dy5s+0TSLE2XKnf+Bue0jWfwNABFMKH0jP+xkL4+Dkd6nEkwvtbkPrhyfnzz3ila4zltTh/1bOZ8G7t2wehqDb2yo087Oh04nifnjcN0vOFto7hJE+pDqhbpOrV3/qRN8XiZEUJYyhhDIuyPkyhJaApxFbAou503cs0ixDWOWfs9Fw472YnB3lT6JUMGxkQV/TADylTX+/ch3v7oQDblEisnobcAqA0oTIxarHijZ8xRJVRq9d3sDAqpQRPISk0WlRzGRQ9xwzXk/NHTz1mXNKWj6zyXqqMuUXCvpGJbmNkB5Y30dkbOdFUFwPn3Fwbvu1IHVCxAMsnN6oyhkX+oSg5lGeikSUXV1R91nJAS71+47fsWGBrY6AQvjbe1tyrEL5m6tbWcSTC+1uQSjBvtJ6Agx6pd83N+YACoJdH4TuOH/fIphOKJzgjnVh9lY3ildEKrWxsHdUoJV8ZSHQcEjcASmN85ORD6enPQjz0LSqpu0MaawCjplwM06oTw8SDuBLIAZYHuxDLm0Ulfp8mwMhJMM4HbfIC05hhNKVSXNFJWHSJQFGtl5cvX/WZxqv8XU1/w0Pm4UdppMbLlVgGa9bohKL6liNH6Mq8i3xs79iHy6Dow3s1ti4vLYd9SJIBiNJXm/c//ZRdkU1MWFLZMqvlpSXXhl6O8YzXheTKMe++wTEOkuHp5Rwm2htdLS8vda8+0GqETdlYwhUGCgOFgfYM9LcglcOTN/T+NuitN9/iNTHk8MGD/N5w/euU3ZmZEwsPOnnWdP/Rt1p+PNDZCcX7pSepJt3PXPklzU7HqcfK72PChHBCyXc5FUxe7az87IAPWal1VqpJ4c17sJMbGRJ7CyvEFfBVoXUxFun5BONI4MTCQsBSaVfkxVTVEmsBjtVXtZMNwTCtJcbODx6ElkAFw2J1P7O4aGUS5Z75uxHS6XSsW53ODjl0Z7r86EVYOr3fV+3pHa083zs/nzLU2ukNGYB0Vn5WGOjOzIgeA48uy1cWY7AQ2HB4x22326PAs3d6w7FPopOoUkLunJuLSTRGI408I9bFixcwbCxWQR+zjE4XC3Cadx3pLOydlZ+VPOlkpdYbRWdw9E7nxeEbjrT1Ek5JOr1elJDOFaRkYhYkMyTJ6FUv+emsllXqBdnpzRQmXVjsRsoSW65Ozw8jpdOD0UnnSubD02ukXXfSWfl5kUmhbf72zO5lX6dUbvx1eivdV2WgEL4qReMFFMLHy+eq3kYivL8FqRyeeMZ5O/SOmAsLe2TgSWpZ1fr4u5/wCA5jlKqQmrxlwoQRvvI7ClZ3C5s1IwDKCiav6qsKE5KqSWEHEI6FSCB5ZmcBCKHLjcDYIoQxL2XlRdZBiFYY3aOVom/oSsM0dn4E1cRCKDnG9oWwA2ODqIZPpXXasqKV5B154JbAyEErYYShhORVdjmwRBexApPKaNIq4RRUL3ZlwCiqoStVRY8uuUP2iGUsyRU8AYsuSjoL4VMXSkiqMiZdU1QphF3cJLzlV51WmBB6wCQjK07CTlHVyl5JMgCVElIXRmXSU5WSS2BYTI0oFPLc8x+ys6Sk1qQwkrxK11GgenqajNegzFTiUHcCr5VCHLp0Z7oRUXU9Urnx1+Oq9G3DQCG8DUtjxBTCx0hmG1cjEd7fgrRxPUaM/ccjJ096vR6jz3G5si2wUfAqn1a+cXkufgoD62fAveNozSW6flfFQ2GgMFAY2EAGBm5BPOC8ZlUyY2GvGNdQ7HvbFAAAC6xJREFU9YHj8MFDPgekg4o1OJloFwchXkPtRSYaZdM6N/DOlQ8Kqyc5YYR3facCEw6yKdx3Vn5e/NQyJKHuzMrf31MOwZSmwkBhoDCw+Rnob0Eq328cMnseVgbAwl4xrqFqUXnf00+VZ+gaqJtOl/zMfzoRSxQMbAjtlRtfGkUmykAhfKL01p0XwuucTNQyEuH9LUh8v1ES+SlJXWk0jgqz+fjSp36OK1LvO8TSEj81WB4o18sQsEGG8JCaNjPsmkhyvAROaMgTctty7Fsy+pYc1IQmdGO5mtCgWrptCRs7RRy2kf4WJND2L4SuJHWl0ThpWPK/IdFLUAyQbTgL22HIMcYoJzfLyX8eIhnrynhhyf943bb0Voke1SgbPTQa149v6bYlLOXTEj9e2EjRgYkEQpI+RIEc0pqaxgubkNuWSY4xOlftpb8FiURb9yzAwkBhYCswUG78Kc9iIbwQPmUGphxupCu8vwWJ45op51rCFQYKAxvLQLnxp8x/IbwQvj4GNnvvka7w/hZksw+r5DeUgSfPnrtnfv7hh04ORZXGwkBhoDBQGCgMbBYG+luQ+uHJDde/7uKFC5HppUuX7rjt9m2ywhnpO48fj4GPvQwmzz9zflyez5xeNFMPnzy5a9eufQf2D3E70XENibvOJlzJHG/r9FO6NzJQv/EbYcU4LgYK4Wtnck09C+From3tnUYivL8FqR+eeOhfunQ5Ern/6NHuTHcs/yI3HG7mcvdNu3fu3DWhDG1u+Cdj8W+PyOGjpx57/N1P3HfkSCf7i+B1/4JOblz1cOOySNu1Z5jjclj85AzUb/y8tehjZ6AQPnZKhzsshA/nZ+ytIxHe34IMycPhx/LSshVuCGYrNRnp8OOENQ92eWnJocW+/cPOKkZy7vDjzrm57tD/3G5yOLlxpRATUu6am8Mb9ibkv7gtDGxyBkp6hYEtycDqW5Anz5575ORJ79npDduxv/Xgnvl5ihNyeqKGxXt5VClRdYLy6ldel4su0VRBqub2vDrILopMbr35FgCBnNzoVZHASEC2hpNaddEUVYpq6BRVupJOCcmr7KphF/dw77/hxzI8mTOLi3v2zqa/CStbfSUvNx5iieVENYmqKMpGzzEc45JPfk6gqouORAjOKblRNQkk51oJBT5FD8V8AYvFD4twdBair16q0aRkYQ+hc1jpokkXTZSQVE0KO0CqYgxv2GMvUhgoDBQGCgNbg4H+FqTx+41l4B3Hj+f7D8O2cFrtZmf3Pvf8hx449nYLg2MSdqIp+3bz1qg+cOzYxz7+wqOnTgFQiDOGaGIh9x99EUnP7Xl1kN3iJJP3P/2UZGAkplcuhnDP/N0w4hqIY4PGbKWte3SkqNKVdEpIXmVXZRfx4oWL7+r953bbJNPtzuhFbDjecPMtqpKX251zb9adPdyykFTVZAiQ+TANDeDixQu+wrzv6afOP3NeMiykMb1kBEjS2z0ccszAM9m3/0DjfNmFoM45iqxMOp2FE9lyqxpNuh8+eEgmmqTXhnlIHvjJFXp+VagiikNKkfEy0HjjjzfE+rxttd6F8CnPaCF8MxPe34I0fr+xpF2+dMkmwyKRD8N6462UxScAq9cjJ6v/EMMyv3PXToBVpT2y0ZWzmchEq/XPgkrJxeo4u3c2MMCN2eb4kXTLMLGz4VlHZQSiNyZjs4IxrcTezlaM0Mnum3YrB0mj51i2jUgvgJWdwUMn85mSG0npgdXl/qNH7TlSVoPScCUIFDAlnSV5O7HwIKOq4RvRmcXT9PUwX78q+I+dDc9FxshA440/Rv/FVYWBQniFkElXC+GTZrjifyTC+1uQipeoOrp47vkPWd6cvedrm5fyACitOpry5cHbqk3JW44c0Tpc2iOH+LHtOHzwoEN7pUwqSK037r4pGevZpqZRFclbhisLvHDSGJRMnt6zz5zPE1s1+iDP1uboG4pdTlQb04umVMJICSfJ0qiY3ApMFxb2wOfXg0FJlV1Jp4RUuoSxsZRVy+unsfvWMZaRFAYKA4WBLc1Afwsy5LTKmceuXTutCi2pcPx+59xcviwN6lhHegt/9vwzgbcUhRKlpf3VV36nJCxKmwBv2zK0VbJhYhm7pKASyJ0LvaPTScuwJpb2yVjCdWkpjZ67M13dB/nRpZIecEXiHKVinE4VmYnYSsT6VVEBlOoYGRhy448xSnGVGCiEJyqmoxTCp8NzijIS4f0tyPDDE58VHOmn1W55aSnF87LrmMTWISyPnHzIfqXNP99tRNpM2HlYnBwkWETDZ5R2GB/7+AshYVE6sdel2/snIb4ZsVTEy3fa02iqZMuyqkREpQRysOrj737i4sULVtOwr5qMPBN1lcTCgxIAjJJLo2e02+cZUSDxRkkTUU9Pa0WAOUkeKq2pWofpoiN7YOQcihLbhkZR0ikhlS7SQ2lIAKKMq6J+/RhdnZboUsr1MDD8xl+P59K3kYFCeCMtkzMWwifHbaPnkQjvb0EafSWj5cQrtVUkLDYHlgS6Mt776SE+BDxw7Fjow8tGpGUmFqeWpxrwchDI9kgmlIrcNTd37uy5yBzyHceP27JUMGuuWoYNdmlp2f6Mk1WT6c50bVkgicT0InSSTlPOLC7umZ1lyaU7MyN5lsow9+3fD89I7j/61srKXUlP97pg4/6jR8O51pQGPRcw1AVMqQtLAji3kIAqnrFtaHQlnYWui+55F8ZGabwqIJeXl7q9Ux96kcJAYaAwUBjYAgz0tyD1wxMLWKezIw0yVruo+s5iF+Ks4n7L3tzcvit/lLPT6VhmvJoHTLVzxQOlk/3hLPogZPSNEqzT89BZ+ekns1Lr2R849naLukzunZ+XYQod3ZXdmZkTCw+eO3cWRrZvOXIkz9YBBjuhADt6USbnnY59V4clJK92Vn5W8vH/fNoHwKyazJ7ZvU+ePRertcQePfXY+fPPCEq8/TtLOHzwYHemm2fYGTpMe449s7N33HY7cSaBUmmQzspPNb0VW88bQBKx7KJiNm+9+ZYzvd8k1dq5euxgholAXAHrwgIWgvnDBw9pwjO2u71DKSWdhV1H3VOXzsrPSnrRfaXWS4xiCGkSVTs9O8bwtmd2b+BLOUYG6jf+GJ0XV3UGCuF1TiZqKYRPlN6685EI729B6ocnziGsIimA1c53h6iyx1kFiwOSMCp1SctMVCEphKKVEkIfhAxAlGA60pNCJ6mq9cTCgvN8+XD4/qef0lqRhKlnq2MSHix1+ubO6Swh/KQqRTXsGOCZzjI8GbuE7kw3nXx0V7ZHC1wR0S29Sqt758pejR1muGfzYtTE4g0ZkjqqpvRyI3sSAHHxwIn8wy4ufOhRghkmGDA9jFFiPpp01zGMSjqLLlrzLjxrAghJVQpXYVSqBgxj3Zku9hiLjJeB+o0/Xv/FW4WBQniFkElXC+GTZrjifyTC+1uQipcNqG6PkDYKZxYXfZjYHsMdwyhxhTG8jcFXcVEYKAwUBgoDm4aBtWxBvKN3esfjm2YU40nES7b39fH4GuylOzPjsEE5GHIttbgSOlfObCaUN662EmMTYqm4LQwUBgoDa2Rg47r1tyDtv9+k4/GNS7tE3iwM2B+4HjZLNiWP0Rlof+OP7rv0aGCgEN5AyiRNhfBJstvgeyTC+1uQ+H6jJLwqSV1pNE4alvxvSPQSFANkG85CGbJ5J4mHujK8dc34lm5bwlIaLfHjhU0o+oTcthz7tRV9SLaN4200JidJGS9sQm5bJjn26By2kf4WJHYuSqKnktSVRuOkYcn/hkQvQTFAtuEslCGbd5J4qCvDW9eMb+m2JSyl0RI/XtiEok/IbcuxX1vRNzbbLUnpqoPCeRvpb0HaoAumMFAYKAwUBrYEA2UQhYGNZ6BsQTZ+DkoGhYHCQGGgMFAY2IYMlC3INpz0MuTCwPZmoIy+MFAY2BwMlC3I5piHkkVhoDBQGCgMFAa2GQNlC7LNJrwMd3szUEZfGCgMFAY2DwP/PwAAAP//77tuVwAAAAZJREFUAwC17p0rV+ElewAAAABJRU5ErkJggg==" alt="" /> <p><strong>Сформулюйте висновок.</strong> Напишіть короткий висновок, пояснивши, який з трьох знайдених матеріалів ви вважаєте найперспективнішим для використання у вашій школі чи громаді і чому.</p> <p><strong>Обґрунтуйте ризики:</strong> які труднощі (фінансові, логістичні, технологічні) можуть виникати у разі використання екоматеріалу.</p> <p><strong>Перероблені ресурси і вторинні композиції</strong></p> </div> </div> </div> <div class="vert vert-1" data-id="block-v1:Bukrek+9thTehn+2025+type@discussion+block@1befcb014e32470da0358b3caa9a3865"> <div class="xblock xblock-public_view xblock-public_view-discussion" data-course-id="course-v1:Bukrek+9thTehn+2025" data-block-type="discussion" data-usage-id="block-v1:Bukrek+9thTehn+2025+type@discussion+block@1befcb014e32470da0358b3caa9a3865" data-request-token="9cba6aec683211f1a9d3b680f8263cb4" data-graded="False" data-has-score="False"> <div class="page-banner"><div class="alert alert-warning"><span class="icon icon-alert fa fa 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