<snapdata remixID="11970453"><project name="xyPositionColorChangeDebugProblemForStudents" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="xyPositionColorChangeDebugProblemForStudents"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="DrawPolygon %&apos;numSides&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doRepeat"><block var="numSides"/><script><block s="forward"><l>25</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="numSides"/></block></block></script></block></script></block-definition></blocks><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="true" hyperops="true" codify="false" inheritance="false" sublistIDs="false" id="18"><pentrails>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeAAAAFoCAYAAACPNyggAAAAAXNSR0IArs4c6QAAIABJREFUeF7tnXuYXFWZr9+1uztBCAhpgUEhgDImAopyEw4qJH2BcZwwM1yOgJc0xgjdHR5HOI6MeCaKM6IjgmN3cyfRYWAOkRknxwtJdycgcpWLcjCAKJcERQMJAaNA0r3XeXa6i1Qqu2pfalft2rV//Q8Pqb2+9a33W92/Wmt/61uGkD89tuvrBrPb9WbFgtImZ9gT3rQTbXcY7FXXm5HLQ5qM9FiP7ewH83Fg98Vm+M/n2c5PGsyVYNaBO9CCc+O1ZsVTpUZPs6e1TOPFhw3mwuvN8LKgTs+2x+3q8oZzDOYrwHIXvvFtMzzq126e7bzO4tz1bbPiuiC7xZ/32K5bLe7lS8zorZXanWaPfcMu7LJ+iRnZOYr9ap6tFOezbfcCF3uWgV8C+z3Flg/dZm4b8/o7zZ4wbRptyw32ZQvvBla6ON/4tlnxQMnYryltW+rvR+yJB7Xh/siLc/Fn82znmeD85RKz4qzSNh+zHW9vwRkAHlpshv8+iMHZtutmsN+93ozcHPRs3M/n2e5ZBnu3xf7NEjNyW1w7pe28OWp5w3ww5wGrDfay683ISFL2ZUcERKA+BEzYbs6yf7HbFLY8bmg56Xqz/OeFdpN/eH8E3LvYDF9Qau+jtnuvFuyJf2T3G5eapeNh+ysnpGCeb2HLR8Zp/Sk4C8cZfzjoD+88291lsINtbDjkavPAljA+eEIE9i/A/BFos/CNKWz4j+L2YYW0tL8e2/X/HMwZ15kVj1TypZwQhfE/7jPl4uzZW2QXOc9w59MGnvsDWzqWmts2ef9+gj2h9a20LnXhj0vMyEe8Lw7TmPYxMH8H9ncWc+kSVny/h84vgencxJauQls/P3ts1/HAFxeb4RNKxPuzQHs5gZ1nuy8zsGaxWXFZ0Ph7bNedLnz222b4zqBn43w+356wb2GOLjYrvhvHRlAbj/uBTDkF7PnAFAuXls7RIBv6XAREID0CoQXYc7GwAlpihr0/kDv84d1RNCdWRd6qFdgZ7L8aXrn2enPnH+IMucd2/h3wWTAbi1fbYf7wzrNdyxy4/XozfGmYvouFaBz7Rgc+A/ZIsFcUVtthhbS0v3m2a8NmprztRvODFyv5Uk6IwvhfzTOlcS7YmtiF4AKLcf/I7rOWmqWbvc96bJf/qtZi5tH9ITMhEH8OducWnMP9diqK/S230vXiDPbpJWb4m37ji7Kq7bFdT1taTlhibn26GlZ+beuxI1Ta78dt9wf85mjSY5M9ERCB5AhEEuDJFdCDLvbib5uRW8r+4fUR5x7bcTA4noDOBfMd4F8XmxVrowylx3Z5K6CvGuz3rjcjf1NoG+YP7+QW5V1jmIP/zaxYF6bfUiEq3eYMK6TFfUXZVq605RrG/7jPlMZ5QmS7TwV7mYMze5zxS4D7l5iRS3ps58VBq9rJtt6riR+DnW0x17yGO3iTGf29n4+Tcd5hpevF2WJuLreiDL2qtZgeul7ZxG93W2p+sfVLRFI/QTtCSfVTzk7Urfha+yP7IiAC5QlEEmDPzNn2xNku7nVg/4/BnFBuO7GcOJ9hO/aeitNnsJ/03hOCe+lis/LBoCBNbLd5q2nrgnlPsZCG/cNb6f2mX/9+QlRYbW/iD1fGeT8bZVu5nBAFsSr+PO4rgEKcvZXurrx4tIX/spiuJWb4Z/Nt94Hj2PstXG7gTMuW2UvMbb/z8+ts2/m+4rY9tns/4DywHwOWgXvZYjO6urhtuZWuF+dx3Au+Y0bvLiPcoVa13hzcCefhxWZ47ygsg54t3YoPer5Wn4fZEapV37IrAiIQnkBkAfZMz7Ndtxvs/paxY/z+8IZZFZV7T4jBlvnj6m1znm3hwwbeW5wQFnY7sdL7zXLIioXI23ItrLY30/KgX6JQEPoo28pBW65BfRUSo+K+AphnO7/rvXM38OHSRKIe2/ltMKc4OO++ziz/lZ8vlZKQKiUSlVvp9tjOp8fgA/9mRtbs0F+EVW2PnXM4tFy72AwfHsQwyueVdoSi2Kn22TA7QtX2ofYiIALVE4gswEXbiW/YgnPoDWb5c8VuTGYr91VaFW3n9uvvCd0LwZnubXNatnx7ibnt1cJzBUEHWsdxzxtnyi9eTwhj+cNRthPLvd+shHJCiApbrhPJOw60+iUKBYUkyrZy0JZrpb5KV2NxXgFMrF7NHRbOXWKGryz0V1jVAmMuzodKM523xa3rRRdzQaUscb9EIgO947ifKax0JzLZ1x8GLXe3sWGaXyJdlFVtj+3+ELifWmxG/iooXmE/D/OlM6ytap8LuyNUbT9qLwIiUB2BSAJcvJ0IfBjYe4kZ7tn2B3fbe8JyqyI/d0tWau8Aux7M0BhmsBX3dDBbBd3Qek9hBVQQ0tdwT4+ynei3rRyEsLDl6n3haMO920vegbH/Ue5ITCV7UbaVg7ZcA/rxTYwK+wpgWyIRL7uwuhDn4lWtgzkAmH+9GX6fny/zbNe1wKtLzLCXvBX4U5RINBfslQbzioWjgfdY7G8M5r7FZvijfoairGp7bNenPJuLzfA5gU6FeCDyl84QNqt5JOyOUDV9qK0IiED1BEILcOl24qRoPu5i5noroNJ3fWFd81upWZzPGDjLguOAA5xuGX+meAVUEFKw3wfzwSjbiaXbymF8nWe7LnFgbwtneMk703jzpysdiSlnM8q2csUt1wpOh1mNVXoFUJxItIkti6bR9nqce2zRqtZizqbrp97xl8Vm+KZSl860f7nHVDY/Bu7s0ve8hWfPtnN3HeeVo1swR1k4Btz3gvkz4BmwT1jspZvZ6d7gjPHwq9oJPry22Ix8OUzsK3/Rifels9p+y7aPsBVfMx9kWAREIBSB0AK83R/eSdNn26553grIxcyPW3DA773ZJ+yc/V2cj4D5EhMCPPljH1xsRo7Y9sf7xNkW97/A3hF1O7F4WzkMKU+UdqHtlwZavOSdKEJabD/MtnKYLddyPkdejW13VMgTPvebYE6y2D94Z3q9fgpx9la6pavaj9uu4xy4aRObZi41d79S6tekP3MXm+Fub1y7sPGd3jt8MEeDfa+BmXZiO9/7cS32V95K12JeCHum12sYZVUbt4BK6djifukMM9/iPhNlKz5uH2onAiKQDIHQAuy7nTi5AnLhzw3mE1ELDkyu1E4G+wWD847CCsjCGw1mioGvuph7DBwI9IKdCfysuChGj+36T4v9U0EswmIp3lYufY9dzsY82/lpg/mHxWZ4rzBC6mfHb1t54gtH61EGe2zYLVd/29Wtxj5uu49wcH8Aph3MV8fgX7ce2Spa6b7GlFtLV7U9tutG4LHFZtj7wvT6z2TG8/8A+x2wj4Dx4veGyS9VLtgNYO4zcI+L+9PilW7URKIoq9q4BVSKx1arKldh52/5L2C1STCr1i+1FwER2JFAaAH2204svCcE9tzEpv38VkDFXW6/AqIb+FvvHSHgVda611v5GMy93h/jHZJ3ti/q4BUC+Y1XFAPMLOCvt+C8PayQFnzytpVL32NXmiTzbPdfGaxXzvJMoL/SkZjyfyA7nwZzkcHsu23L1VsB+gtR2EmbxGqssHXdgj17HOdsi/2YmTwq5OLsUVjpTmOXT4DZuqr1/Puo7ZzRinnIxS4wmIPAHgPGW916x3yKdjD4KXB3Ic6V8gQKiUQu5gmvktrTbLmpUPbSj0mUVW3cAirbf7kITjALG7skn6tFglmS/smWCIjANgKhBdhrsv124tYqV1tLUAJvrrACeq/BPdqd+IPsbR8/B8aAu4t3oqmNF1eWZrUGJe9MrNS2Vlc6zcuMtuDVgL69OCEsTJBL32MHtZnc5vTOr3pnWe0Y9v2+R2ImDfltuQKHTDJ7/QtHlIQ1f/Gpvuaw39Z16VEhYH/g5k3s/k/F9bUnVrrWq8M8d9I/F3jSYu8F596WrV+qvF0Oe1vYSmReIpGD+ZCLvWryGNUuYL9ZrpJalFVtnAIqpdyD5mjQXKrV51G24mvlg+yKgAiEIxBJgAsXG1j4ggMfLdT+Lb8CMtPA/gnsNQbnLm91axk/uLgwg5+bYZJ3Jr4QdHklCc8B+5rF68ucuMSsGA439Imnit9vBrXzVogGxl3MsQY629iw0/a1obcWmSj9wuF90fB+rMU+USmTN6h/v8+TqDlcXOXK78vA9keFrHfRwj9YnGPM1qpWvGZgamEHY/K/915nlm8o9jdSJbKJLW8vA3rUYl/0Xi8EHaMKu6qNUomsUjzCztE4Ma2mTZSt+Gr6UVsREIHqCUQSYK+7yYsN/i9wW/FtOPNs15fMxJbyqokVnrMa3G8VF4Gw2J8YnBVhbocpXm2XG+bEe1hONLgnWcxpFrx3tD+qdIPRDrYCMnmL38+6cKqBfQ38ymIPdOGMki3XfQpiO3mUyvf9ZvVhm7CQRM3hqFvXZ9uuSy14R4H2tDBuJjKgA28fmvzCVPZGrWImk4lEvwWGi+fYxJi3r6RWuHEp7Ko2SiWyoDiFmaNBNpL+PMpWfNJ9y54IiEA0ApEF2PuGbTGfBy5cYoa/6tddmSIQXwRO9baKwXw0qA50mGsEvfeEFt6zmSlvuZEfbPSOxLjYxwzm7eVuMPLzt5DJO4Y50sG+c/sjMdvez1rv1j3sIjBPesIDzJm095qXHFb8HrvabeWgMCZRc7iaRKKimsPHjmHeFqa+dthKZD22+1+Aj2xi85+XuzWp+BiVxf7ewDGLGX4DBm/7u+xPlEpkwTGIdtVlkL0kPo+yFZ9Ef7IhAiIQn0AkAS68J3Qxn3Kw/1nuYoPSo0VFRR1udKEtbB3ooGsEJwoO2L0K9+UWH4nZmV2PqnQ7TOn7WYM93cIU7z7Z7RPCrCeuW7eVLca7C3knYG3x+80WXngo7DWH8UO1rWVSNYf9jpZF8c87iuVg/yeY7/vdE+1nK6gS2eQc+yewPw51tGxrcl7nfIMZAPOUV0ltE5u+Uy4hMEolsjAsguZoGBtJPhN2Kz7JPmVLBEQgHoHQAlz6nrDcxQalRSD8VmpR6kCXvUZwouCAl0G9pvji9tIjMdtWasa7eelHpQlhBSG1uE86mO/4ZPK+/n7Txf3sOM4h/2ZWeElfqf0kVXO42kSiyVcAK8BeXHpPdDk4lSqRFeYYmP8Au2vYSlWFVa2LOd/B/Yy3M1HuxqUolcjCBjjqVZdh7cZ5LuxWfBzbaiMCIpAsgVAC7Pee0G87sTSTNnCltkMRiB3rQJdL3pl8T/hrr0Zz8cXtfglhBvOByeMwW4/AlEsUKn2PPY5733fM6C895Ekl71QbvjBVrsL2UW0iUeGoUAvmEBd7VuGe6KD+/SqRFc8xgz0lSqWq0lVtpRuX4hZQqTSmSAlmQXCq+LxR5mgVQ1BTEcgVgUABrnyjTfeCwh9ev0zaKCu1ySIQnzEYL7P2Gq8OdOG9ot9qe7L27yqL+f4Ss+Ks4qjtmBBGj8Fedb0ZuTludJNM3onrQ+QqVyE6qiaRqFBz+ACOWfMMd75+T3SIbimuRFY6x6ImEpW/P/i4XS1vmA/mPGC1wV4GZkGlO4XD+O73TNSrLuP2U6ldI8zRWoxLNkWgWQkECnCl94Tb6jHj3dN7duG+WA9W3JVaYfVSXARiM1Oeff32I7PcK9rhXRD/IbC3AJcHZeEmcTtMksk7cSZT0FGhODYnVvYxE4lKag5Hra+97U5h9ySDWQbOwkIltaiJREGr2pIbl7xjVF9uY8NXknxvHzbBLG6cwrRLe46G8VHPiIAIbCMQKMBB7wl7bGcPmOstprtwBjeJlVppEQgLzwMHFrY5JwsOXOkdPVpihr3zwGV/krgdJunknSiTMOpRoSi2vWfjJBL51RyOWl/bWzWy9eiYveB6M3J5we+oiURRyoL22K7fAL8ADvYqqbXg3HhtQu/0gxLMosYl6vNpztGovup5ERABCBTgSu8JC0UgDOY3Lva7S8zIJUmv1EpWL0eC+Xwb67++hT3+N5gLwXy4Yg3qhG6HqUXyTpgJWM1RoTD2C89ETSTyu/4vSn3tycstbjXwHhfzgeI7haMmEoW5trH0gotX2f3AFhyvetdDQTsoYTnGueoyrO0wz6U1R8P4pmdEQAR2JBAowF4Tv/eExUUgHJz/Hsfe72UQO3Bl8VZ0ktC9b/gGcwPgFWnYYLEHudiOwsXtfn0ldTtM0DZnkuMstlXtUaGwfkVNJCpXczhMfe3i5DwHM1J8p3CcRCK/axvDXHDhxTTKjUthWEbdig9jM+wzac3RsP7pOREQge0JhBLg0veEfkeLemyXt4XYb7GdS8zIbbUCPbHN6WwwuHPAvG0Mu3+lesxRLmqv5HOUbc4kxx70CiDJvqIkEpWrORymvvZ2yXncNl58p3CURKLiVS3YuQbnPVEuuIh641JY1lG34sPaDXourTka5Jc+FwER8CcQSoC9poX3hJvYdNiu7OIV1Phj8RWA3koNMC6mo3g7MWnwhW1O4A/AjDY2TK2UTJPU7TBhtjmTHqtnr9qjQlF8ipJIVKnmcKX62n7JecUFVKYx7Wjgi8VHywpj8Fa147Qc7cAx3rWNFnuEwXjXG24uLaASphJZEsl5fnyjbMVHiU/Qs2nN0SC/9LkIiECVAjwhwl3LDHjX/z1ZWqPXW6kZ6DKw1ru4PUngPtuJRwFTLaxYYoZPrNRXUrfD+G1zJjnGymPo7C++/q+W/YZNJKp4VKhMfe1KyXmFAioW+ytw/tJhp3PGeeVos7UKmTkaXO+KQ+96QyzWO/99j8G5z8HcE7cSWRLJeeViEWYrPuk4pjlHkx6L7IlAHgiEXgF7MCa3mc8z2IOuNyNPFgMqrNS824IsnL/YDN8UB+DZdu6u3h/ecvWYvbuCwfm1Aa9AxplB/VR7O0xp8k6SR1fC8ol9VChsB0XPhU0kCjoqVLyq9cpCVkrOmygL+tIHDfZGMA+BfQ+YncF6dwl7Oyv3AD81mHu8G7VKb1qKMUxPxb1Kaq9s4re7LTW/8FbQif6E2YpPqsNGmKNJjUV2RCBPBEILcGH1AvzEYKxf7d/JZy4ExjexaWa5erwFwGXuy30r8HCliw0m3xM+YeDOoNV21KIOYZJ30pggcY4KxfUzTCJRmKNChVWtwa4svoJy8qy3zz3RbAQOtfBj4AYX995CJbK4YynXLqnkvEp+RbnqMsr4GnWORhmDnhUBEQhxDGli5dt9qlfk3sGZ/SrOutKiGMWC6l3UDmY34JrFZvhLxZDL/eGNerHBZMGBVWAfAvP1SqvgSiu1MKvtzex0743mB94qLPWfqEeFqnE4KJEozFGhQllQsG3grLS4Fsx7K90fXK9EoqSS8yoyDrjqMkx8sjZHw4xJz4iACEwQCFwB+xWBqPSecHKl9u8WWi32kyX35QZe3B4mMPNs1zwDl7nwIQduqrTaLqzUXuaNj+7Cxnd67xTZ+k7RvhcIXG2H8adez0Q9KlSNX5USiaIcFZpnuzYZ7LNghr1djeL62n7+1SuRKKnkvCDGpVvxlZ6PuyMU5IM+FwERaEwCFQW4XBGIoPeEk8la7wI2AavC/OGNgqfHdl9ocD98vRk5rPT2o4Kdwmob7OLJykeHAs9FXW1H8asez0Y5KlStP+USiaIcFYp6jKpeiURJJeeFYRw0R8vd0NWCuTduglkYv/SMCIhAugQqCnClIhCV3hPWeqU2UUDBPci7L9bv9qPCNqeFhwwcZzB/m1jyTrrxIspRoWpdLZdIFKXmcNhjVPVOJKo2OS8K20pztJDrUO6Grij96FkREIFsEQhYAXddC7y6xAz3+w2r0nvCWq7UJu+h3VC4L7bcNYJRVmpZClvYo0JJjMkvkShqzWG/SmppJxJFTc6rlmWlqy6rta32IiAC2SRQUYCDVi+V3hPWcqXWY7vuBn5UmuRVGoIoK7UshS/oFUCiY/FJJIpac3hyHj1iMN+z8BZwvffvrWDuM3CPd7Ss3sluQceoEmUoYyIgAiLgQyAwCSvovthKBQdqtVKbZ7t+a7AXLzYjV1SKatSVWpZmSJijQkmNpzSRqFLN4QqJRN657UMNzDc4PwlTqSop//3shDlGVcv+ZVsEREAEAgU4qAhEpYIDSa/Uit4T3mcwf3W9WfGjSiGMulLL2nQIOiqU5HiKE4mKjwpFOVpWz2NUQWMPc4wqyIY+FwEREIFqCAQKsGc8qAhEpYID1azUKrwn3NfBvPc6s+KRyivg7svAPh10X3A1ANNsW8+aw8WJRA7mK2BfsJgDKp3pLWVT6+S8sLGIcowqrE09JwIiIAJRCYQS4AkR7lrmwO3Xm+FLd+gkoOBAmJValIIDYVcv9SrqEBV6ks/Xs+ZwIZHIYt8KzgUu4yNRK1XVMjkvLNdmTc4LO349JwIi0BgEQgtw0OqlUsGB0pVaNQUHoqxe6lXUIc1QZq3mcC2T88LGoVmT88KOX8+JgAg0BoHQAuy5G7R6qVxwwF4JtFt4zcARcYtiRFm91KuoQ9qhzFrN4Vol54WNQzMn54VloOdEQATSJxBJgINWL0EFB4AjLHyjBeeauDfahFm91LuoQ+phzFjN4aST86Lyb/bkvKg89LwIiEA6BCIJsOdi0OqlUsGBJFZqfquXtIs6pBO67XvNWs3hapLzquVd6RhVtbbVXgREQATCEogswFWtXhJYqc2zXX9vMMd6BRwsHNMIRR3Cwq71c1mrORwmOa8WzPKQnFcLbrIpAiKQLIHIAjyxCj5xtot73R/ZfdZSszTSZeYJrNTeYeFXBm41Wyspbb2g/VfJYsmmtaBXAB6vRqo5XM9jVMURzUNyXjZnsLwWgXwRiCXAHqJqVi/VrNRc3M+BuXGxWfHdfIUq3GizVnO4nseoCgTzkpwXbsboKREQgbQIxBbgalYv1azUtHpJa6rUpt+sHaOqDQVZFQERyCOB2AI8sQruugTYe4kZ7okKL+5KTauXqKQb//kkkvP8RqnkvMaPvTwUgTwTqEqAtXrJ89RJcOwJJOdFqaSWoOcyJQIiIAKxCVQlwF6vWr3EZq+GRQQSSM57K/Bw4YJ7JedpeomACDQ6gaoFGK1eGj3GmfGvmuS8Fl546GrzwJbMDFaOioAI5J5A9QIMaPWS+3mUCIBqkvMScUBGREAERKCOBBIRYM9frV7qGLUm7ipucl4TI9HQREAEmpRAYgKs1UuTzhANSwREQAREoCYEEhNgzzutXmoSIxkVAREQARFoQgKJCnAT8tGQREAEREAERKAmBCTANcEqoyIgAiIgAiJQmYAEWDNEBERABERABFIgIAFOAbq6FAEREAEREAEJsOaACIiACIiACKRAQAKcAnR1KQIiIAIiIAISYM0BERABERABEUiBgAQ4BejqUgREQAREQAQkwJoDIiACIiACIpACAQlwCtDVpQiIgAiIgAhIgDUHREAEREAERCAFAhLgFKCrSxEQAREQARGQAGsOiIAIiIAIiEAKBCTAKUBXlyIgAiIgAiIgAdYcEAEREAEREIEUCEiAU4CuLkVABERABERAAqw5IAIiIAIiIAIpEJAApwBdXYqACIiACIiABFhzQAREQAREQARSICABTgG6uhQBERABERABCbDmgAiIgAiIgAikQEACnAJ0dSkCIiACIiACEmDNAREQAREQARFIgYAEOAXo6lIEREAEREAEJMCaAyIgAiIgAiKQAgEJcArQ1aUIiIAIiIAISIA1B0RABERABEQgBQIS4BSgq0sREAEREAERkABrDoiACIiACIhACgQkwClAV5ciIAIiIAIiIAHWHBABERABERCBFAhIgFOAri5FQAREQAREQAKsOSACIiACIiACKRCQAKcAXV2KgAiIgAiIgARYc0AEREAEREAEUiAgAU4BuroUAREQAREQAQmw5oAIiIAIiIAIpEBAApwCdHUpAiIgAiIgAhJgzQEREAEREAERSIGABDgF6OpSBERABERABCTAmgMiIAIVCFiH3X/zTjbu+3NhEgERSJaABDhZnrImAs1DYM8178cygDVvZcydwUv7v9g8g9NIRCB9AhLg9GMgD0SgsQjs/uT+tLZ+DcsBWPfTGOcswLJ+xsLGclTeiEC2CUiAsx0/eS8CyRF482935rWxC7GciXG+yPq3/BsYy25rp9PGY1j3BDbsvzq5DmVJBPJNQAKc7/hr9CLgLW4Nb3r2TKz9InAzzh/+mecP2bQdmvY1fcDJrJ/RLWQiIALJEJAAJ8NRVkQgmwTa1xwF9pvgPMeY+794af8n/QdiW2hf6yVifZ71M/47m4OV1yLQWAQkwI0VD3kjAvUh8Kan98E6/4w178GMf4b1B6wM7Hj6M10YcwXr/3AwHLI58Hk9IAIiUJGABFgTRARyReCJqbTv9GmsPQfD11h/z9Vw+nhoBO1rvgfmLtbv97XQbfSgCIiALwEJsCaGCOSFQPuavwZzCbCc8bF/ZOOBGyMPfa81b2OM+2gZP4TnD/xd5PZqIAIi8DoBCbAmgwg0O4E9fv1OnNbLgTGwn2b9AY9WNeT2tZeA3Zv1M3qqsqPGIpBzAhLgnE8ADb+JCez6bDtT3C8Bs3HtZ3lx/+8nMto9103DffVxTOtcXnjzA4nYlBERyCEBCXAOg64hNzuBVa20v/VccM7H2G/xwn7/CmZLoqNuXzMPw3xe2O/9W88K60cERCAyAQlwZGRqIAINTGD6mm4Ml2Ls3bRMvYjf/9m62nhrDe1r78O4l/PCAf9emz5kVQSam4AEuLnjq9HliUD7muVgdsNxenn+LQ/VfOh7PHMcjvkPprbO5Ldv/lPN+1MHItBkBCTATRZQDSfHBKav+QbGvIn1+32sbhTan7kBzNOsn3FR3fpURyLQJAQkwE0SSA1DBJio5fxLMKewfr9760Kkfe1bwD7M+NjhbHzrM3XpU52IQJMQkAA3SSA1DBHYSqB97UfALmT9fsfULTmqfc3nMeYwXtjvdEVBBEQgPAEJcHhWelIEMkDAS4569i7wSkbu+513E2e2AAAgAElEQVT6OGyn0r72MRw+zvMzflyfPtWLCGSfgAQ4+zHUCERgewLta48G+584O83i+b22v9WoVqymP3squBexYb/Dwbi16kZ2RaCZCEiAmymaGosIFAi0r1kC5jnW73dh3aBMX3M7OP/Ohn2vrluf6kgEMkxAApzh4Ml1EShLwLvtyHUeYXzKkbz0Z0/VhdTuTx5GS8ty3F1n8uL0l+rSpzoRgQwTkABnOHhyXQQqEmhf+/dg38v6GX9bN1LT11yJwyu8MOPv6tanOhKBjBKQAGc0cHJbBIIJ/GIK03d9FON+MtR9v8EGg5+Y/uy+GPeXjDvHsnHfnwc30BMikF8CEuD8xl4jzwOB9rV/g7VfYsN+7wYT/t7fOGymP3Mqxvk62Acx9PPCjN/GMaM2IpAXAhLgvERa48wvgfa1o2BvYf2MoZpA2Prut/WbWLMHZvzv6rbarslgZFQE6kdAAlw/1upJBNIhsMeaQ3HsKGPM4qX9X0zMiWlP7MmUqRdj+GuMs4gX7roGTq/tKjsx52VIBNInIAFOPwbyQARqT6B9zQBgWT9jYfWd3d/G9D37MOYiMP/O+Ng/svHAjdXblQURyBcBCXC+4q3R5pXAro+2M2Xao1j3BDbsvzo2hj3W/gWOexnGPIX1tpsPfCy2LTUUgZwTkADnfAJo+Dki0P50PzhzWT+jO/Ko3/SbmeBehrVvw3U+w4v7/iCyDTUQARHYjoAEWBNCBHJDwLbQvuZhMP/A+hn/HWrYe/z6jbS0LcLyUQz/zAv7fQvMllBt9ZAIiEBFAhJgTRARyBOB6c90YcwQ6/9wCByyufzQrcP038zHjH8JwzJatlzE7w9alydUGqsI1JqABLjWhGVfBBqNQPua74G5i/X7fc3XtTetPQHXXg68hOt+mo0HPNRoQ5A/ItAMBCTAzRBFjUEEohDYa83bGOM+WsYP4fkDf/d6092fOoAW51+Ao7At/4sN+y6NYlbPioAIRCMgAY7GS0+LQHMQaF97Cdi9WD/jbPb++S6M7eHdmnQu1r2c3ey/8PSBrzbHQDUKEWhcAhLgxo2NPBOB2hHYc9003Fd/CXjVsT4F/Bjr/D0b9n22dp3KsgiIQDEBCbDmgwjklUD72n4s82H8XDYccHdeMWjcIpAWAQlwWuTVrwiIgAiIQK4JSIBzHX4NXgREQAREIC0CEuC0yKtfERABERCBXBOQAOc6/Bq8CIiACIhAWgQkwGmRV78iIAIiIAK5JiABznX4NXgREAEREIG0CEiA0yKvfkVABERABHJNQAKc6/Br8CIgAiIgAmkRkACnRV79ioAIiIAI5JqABDjX4dfgRUAEREAE0iIgAU6LvPoVAREQARHINQEJcK7Dr8GLgAiIgAikRUACnBZ59SsCIiACIpBrAhLgXIdfgxcBERABEUiLgAQ4LfLqVwREQAREINcEJMC5Dr8GLwIiIAIikBYBCXBa5NWvCIiACIhArglIgHMdfg1eBERABEQgLQIS4LTIq18REAEREIFcE5AA5zr8GrwIiIAIiEBaBCTAaZFXvyIgAiIgArkmIAHOdfg1eBEQAREQgbQISIDTIq9+RUAEREAEck1AApzr8GvwIiACIiACaRGQAKdFXv2KgAiIgAjkmoAEONfh1+BFQAREQATSIiABTou8+hUBERABEcg1AQlwrsOvwYuACIiACKRFQAKcFnn1KwIiIAIikGsCEuBch1+DFwEREAERSIuABDgt8upXBERABEQg1wQkwLkOvwYvAiIgAiKQFgEJcFrk1a8IiIAIiECuCUiAcx1+DV4EREAERCAtAhLgtMirXxEQAREQgVwTkADnOvwavAiIgAiIQFoEJMBpkVe/IiACIiACuSYgAc51+DV4ERABERCBtAhIgNMir35FQAREQARyTUACnOvwa/AiIAIiIAJpEZAAp0Ve/YqACIiACOSagAQ41+HX4EVABERABNIiIAFOi7z6FQEREAERyDUBCXCuw6/Bi4AIiIAIpEVAApwWefUrAiIgAiKQawIS4FyHX4MXAREQARFIi4AEOC3y6lcEREAERCDXBCTAuQ6/Bi8CIiACIpAWAQlwWuTVrwiIgAiIQK4JSIBzHX4NXgREQAREIC0CEuC0yKtfERABERCBXBOQAOc6/Bq8CIiACIhAWgQkwGmRV78iIAIiIAK5JiABznX4NXgREAEREIG0CEiA0yKvfkVABERABHJNQAKc6/Br8CIgAiIgAmkRkACnRV79ioAIiIAI5JqABDjX4dfgRUAEREAE0iIgAU6LvPoVAREQARHINQEJcK7Dr8GLgAiIgAikRUACnBZ59SsCIiACIpBrAhLgXIdfgxcBERABEUiLgAQ4LfLqVwREQAREINcEJMC5Dr8GLwIiIAIikBYBCXBa5NWvCIhATQmM0vcMsLGmnWB272Bg/9r20ZjWxbf6uEiAq2coCyIgAg1IYITeaw1musVdVAv3DM4ii93QydD8WthvdJviW32EJMDVM5QFERCBBiRwB+fusRnnMcvY7E6uWp2kiyMsPNjgrpqCO+v9XPFikrazYkt8q4+UBLh6hrIgAiLQoARG6e0HM7eDwe4kXRylbwXYZR0MDSRpN2u2xLe6iEmAq+On1iIgAg1M4GZOa2lnr4cN7oVzuGJZEq6u5Ny5Fucr61n3rtNZOp6EzazaEN/qIicBro6fWouACDQ4gRH6ugxm8I1sPuRIrt5Sjbv3s6DtJdpWW+jtZHC4GlvN0lZ840dSAhyfnVqKgAhkhMAIfcvA3t7J0KXVuDxC7/kG84EOBk+uxk4ztZ3Mht4beA54ucqx7QbsAzy+vZ3mzDaXAFc5W9RcBESg8QmM0Pd2A3eNMX7wiVy5Lo7Hyzlnr1ZaVo8zdmw3Vz0Rx0YztpnIhuYdFnMouKcAsfgCe4Fzi8GeZrG/K7Bq5mxzCXAz/kZoTCIgAjsQGKXv62B262BgQRw8o/RfDfblDgYviNM+C21inu2dAnYmsMngbLLY5yuP1X8168e32bPNJcBZ+K2QjyIgAlUT+CELd5uK+7hh7KQ5XPXzKAZXsvAwi3vrazgzP8i3qt1mjdJ1XZ+Ne7bXYP4WzKnAmyz2fLD/z8/xcqvZcnybPdtcAlzX6a3OREAE0iSwkv4FFntWB4PHR/FjlL7bwd7QwdA1Udpl7dm4Z3sL2dDAr4Dd/fhWWs368c1DtrkEOGu/IfJXBBqEQMztyojeJ5t8Y1nkrOT5B13MxV0M3BLGmWH6T3GwX5jDnocbFrlh2mT5mbhneyeyobkCeNXF/GMp33KrWT++eck2lwBn+TdFvotAigTibleGdblWyTcj9M52MNftzbpZh7B0cyV/fsjCqTvhPupiP9HJ0Kqwvmf5uWrO9k5km4MDhxbzLbeaLcc3L9nmEuAs/6bIdxFIkUDc7cowLtc6+WYlfd+12Ps7GLqkkj+j9H7OYI6cw6D3fjM3P3HP9hayzcE8Au6tHt9Kq1k/vnnKNpcA5+ZXSgMVgeQJxN2uDPKk1sk3y+k/sAV7/xhbDj2Jq73zqzv83MqCfVppe2Qcc+SJDDwV5HOzfR737PREtjnvsnCEx7eV1jP9zk6X45uHbPPCXJEAN9tvjcYjAnUkUM12ZTk365V8M0LfJQa7dwdDPX6+jNC3xGCe62DgwjoibZiu4p6d3pZtbh+wmD8CHX5np/345iXbXALcMNNcjohAtgnE3a70G3U9k29W0TvNxTxucOfO4YoHiv1ZyXlHuIwva8HOnM3QpmxHKL73cc9OT2abe9c0vsPAt+cw2B+Gb16yzSXA8eekWoqACJQQiLtdWQqy3sk3q+id52LmdzD4viJfzCh9d4C9toOhJXkOdtyz04Vsc4N9q8U8HIZv3rLNvXmlLeg8/3Zp7CKQEIG425XF3aeRfGPBrKT3p8ClHQzd5PkzSu8ZwPlzGDrKgE0IUWbNVHN22sKBDmyw2K9W4pvHbHMJcGZ/JeS4CDQegbjblYWRpJV8s4L+4xzsTTszxSunyJ/Y/LiLOaObgTsbj3L9Parm7LTB/trFtACHV+Kb12xzrYDrP5/Vowg0JYG425UejLSTb0bpv9FiH3PwlrxmVgcDZzZlkGIOKu7Z6XGcp71scwM/s3C7H988Z5tLgGNOSDUTARHYkUA125VplnocZsEMQ9tD3h/EVuy7j2doreK7PYG4Z6e9bHOwR4A53I9vnrPNJcD6LRMBEUiMQDXblWmXehyl98seiA6GLkoMSBMZint2upBtDvwM7EPFfPOebS4BbqJfEA1FBBqBQNztyryUemyEGMX1Ie7ZaWWb+xOXAMediWonAiJQlkDc7UohbWwCcc9OK9tcAtzYM1veiUATEYi7XdlECJp2KHFXs8o233FKaAXctL8mGpgIpEsg7nZlul6r9yAC1axmlW2+PV0JcNBs0+ciIAKxCMTdrozVmRrVlUDc1ayyzSXAdZ2o6kwE8kwg7nZlnpllZexxV7PKNt8WYa2AszLb5acIZJBANduVGRxurlzWarb6cEuAq2coCyIgAhUIxN2uFNTGJ6DVbHUxkgBXx0+tRUAEQhCIu10ZwrQeEYHMEpAAZzZ0clwEskMgzHblKH3PABtrOyqzewcD+9e2D1kXgXAEJMDhOOkpERCBKgkEbVeO0HutwUy3uIuq7Mq3ucFZZLEbOhnyLorXjwikTkACnHoI5IAIiIBH4A7O3WMzzmOWsdmdXLU6SSojLDzY4K6agjvr/VzxYpK2ZUsE4hKQAMclp3YiIAKJExiltx/M3A4Gu5M0PkrfCrDLOhgaSNKubIlANQQkwNXQU1sREIFECdzMaS3t7PWwwb1wDlcsS8L4Ss6da3G+sp517zqdpeNJ2JQNEUiCgAQ4CYqyIQIikBiBEfq6DGbwjWw+5Eiu3lKN4ftZ0PYSbast9HYyOFyNLbUVgaQJSICTJip7IiACVRMYoW8Z2Ns7Gbq0GmMj9J5vMB/oYPDkauyorQjUgoAEuBZUZVMERKAqAiP0vd3AXWOMH3wiV66LY2w55+zVSsvqccaO7eaqJ+LYUBsRqCUBCXAt6cq2CIhAbAKj9H0dzG4dDCyIY2SU/qvBvtzB4AVx2quNCNSagAS41oRlXwREIBaBH7Jwt6m4jxvGTprDVT+PYmQlCw+zuLe+hjPzg3zr5Sht9awI1IuABLhepNWPCIhAZAIr6V9gsWd1MHh8lMaj9N0O9oYOhq6J0k7PikA9CUiA60lbfYmACEQiYFnkrOT5B13MxV0M3BKm8TD9pzjYL8xhz8MNi9wwbfSMCKRBQAKcBnX1KQIiEJrACL2zHcx1e7Nu1iEs3Vyp4Q9ZOHUn3Edd7Cc6GVoVuhM9KAIpEJAApwBdXYqACEQjsJK+71rs/R0MXVKp5Si9nzOYI+cweGq0HvS0CNSfgAS4/szVowiIQEQCy+k/sAV7/xhbDj2Jq5/za34rC/Zppe2RccyRJzLwVMQu9LgI1J2ABLjuyNWhCIiAH4EQ1xF61wi+ApQ7F7wX8AbAu9awzI+uI9TsaxwCEuDGiYU8EYFcEwi6jtBgd7I433Pgcy72ZyWw3mNw/hnG/8ZiXvUDqesIcz29GnLwEuCGDIucEoH8EQhzHeEqeue5mPkdDL6viJAZpe8OsNd2MLTEj5yuI8zffMrCiCXAWYiSfBSBnBAIuo7QgllJ70+BSzsYusnDMkrvGcD5cxg6yoAts72t6whzMoeyNEwJcJaiJV9FoMkJhLmOcAX9xznYm3ZmykwPx5/Y/LiLOaObgTv98Og6wiafNBkengQ4w8GT6yLQjATCXEc4Sv+NFvuYg7fkNbM6GDjTj4WuI2zGGdI8Y5IAN08sNRIRaBoCQdcRDrNghqHtIe8PWCv23ccztNb/3a+uI2yaSdGEA5EAN2FQNaT8EAhxdCcBGPU/uhPmOsJRer/sDa6DoYv8BqnrCBMIvUzUlIAEuKZ4ZVwEaksg6OhOtb2neXRH1xFWGz21b3QCEuBGj5D8E4EKBMIc3YkLMO2jO7qOMG7k1C4rBCTAWYmU/BSBMgSCju7EBTdKX+pHd3QdYdzoqV0WCEiAsxAl+SgCFQiEOboTFWCjHN3RdYRRI6fns0RAApylaMlXEShDIMzRnbDwGu3ojq4jDBs5PZc1AhLgrEVM/opAeRFeBvb2ToYurQbSCI13dEfXEVYTUbVtVAIS4EaNjPwSgYgEwhzdCTLZqEd3dB1hUOT0eRYJSICzGDX5LAJlCDTz0Z0R+i4x2L07GOrxG/4IfUsM5rkOBi7UBBGBLBCQAGchSvJRBEISaOajO6voneZiHje4c+dwxQPFSFZy3hEu48tasDNnM7QpJC49JgKpEpAAp4pfnYtA8gSa+ehO3OsIk6csiyJQPQEJcPUMZUEEGopAMx/diXsdYUMFSM6IwCQBCbCmggg0IYFmProT9TrCJgyvhtQkBCTATRJIDUMESgk089GdsNcRalaIQCMTkAA3cnTkmwhUQaCZj+6EvY6wCnxqKgI1JyABrjlidSAC6RFo5qM7QdcRpkddPYtAOAIS4HCc9JQIZJKAju5kMmxyOicEJMA5CbSGmV8COrqT39hr5I1NQALc2PGRdyJQNYFmOrozSt8zwMaqoVQ0YHbvYGD/2vYh6yIAEmDNAhHIAYFmObozQu+1BjPd4i6qRdgMziKL3dDJ0Pxa2JdNESgmIAHWfBCBnBBohqM7d3DuHptxHrOMze7kqtVJhm6EhQcb3FVTcGe9nyteTNK2bImAHwEJsOaFCOSEQLMc3Rmltx/M3A4Gu5MM3Sh9K8Au62BoIEm7siUC5QhIgDU3RCBHBJrh6M7NnNbSzl4PG9wL53DFsiTCt5Jz51qcr6xn3btOZ+l4EjZlQwSCCEiAgwjpcxEQgYYjMEJfl8EMvpHNhxzJ1VuqcfB+FrS9RNtqC72dDA5XY0ttRSAKAQlwFFp6VgREoGEIjNC3DOztnQxdWo1TI/SebzAf6GDw5GrsqK0IRCUgAY5KTM+LgAg0BIER+t5u4K4xxg8+kSvXxXFqOefs1UrL6nHGju3mqifi2FAbEYhLQAIcl5zaiYAIpE5glL6vg9mtg4EFcZwZpf9qsC93MHhBnPZqIwLVEJAAV0NPbUVABFIl8EMW7jYV93HD2ElzuOrnUZxZycLDLO6tr+HM/CDfejlKWz0rAkkQkAAnQVE2REAEUiOwkv4FFntWB4PHR3FilL7bwd7QwdA1UdrpWRFIioAEOCmSsiMCIpAKAcsiZyXPP+hiLu5i4JYwTgzTf4qD/cIc9jzcsMgN00bPiEDSBCTASROVPREQgboTGKF3toO5bm/WzTqEpZsrOfBDFk7dCfdRF/uJToZW1d1ZdSgCkwQkwJoKIiACTUFgJX3ftdj7Oxi6pNKARun9nMEcOYfBU5ti4BpEZglIgDMbOjmedQK62SfZCC6n/8AW7P1jbDn0JK5+zs/6rSzYp5W2R8YxR57IwFPJeiBrIhCNgAQ4Gi89LQKJEdDNPomhfN3QCH2XGOzeHQz1+FkfoW+JwTzXwcCFyfcuiyIQjYAEOBovPS0CiRHQzT6JoXzd0Cp6p7mYxw3u3Dlc8UBxDys57wiX8WUt2JmzGdqUfO+yKALRCEiAo/HS0yKQKAHd7JMozq3GVtE7z8XM72DwfUXWzSh9d4C9FswXgY3J91xs0ezewcD+te1D1rNOQAKc9QjK/0wT0M0+yYfPgllJ70+BSzsYusnrYZTeM4Dz5zB01Ci91xjMdIu7KPneweAsstgNnQzNr4X9pG0qFyFpouHtSYDDs9KTIlATArrZJ3msK+g/zsHetDNTZnrW/8Tmx13MGd0M3Kmt/+15l+YiGJyVYP6YVFQMdlcLU4FfbbOpHQKPhQQ4qVkmOyJQBQHd7FMFvDJNR+m/0WIfcwCLmdXBwJmFR7X1vw1a6ReSZJMDzTsczLdcOBncraKetR2C5Gdm0deQWhqXbREQgXAEdLNPOE5RnhpmwQxD20PeKqMV++7jGVpbaK+t/+1JFn8hSXKHYJS+FWCXdTA04PU4wsKDDe6qKbiz3s8VL0aJZzM+qxVwM0ZVY8okAd3sk3zYRun9sme1g6GLSq1r638bkdIvJEnsEKzk3LkW5yvrWfeu01k67vVWKsjJRzxbFiXA2YqXvG1iArrZp/7B1db/NubFX0ie5EW3nb0eNrgXzuGKZVEjcz8L2l6ibbWF3k4Gh732foIc1W6zPS8BbraIajyZJqCbfeobPm39b8+7+AtJNTsEI/SebzAf6GDwZK8HP0Gub6QbszcJcGPGRV7llECj3+zTjEdWtPW/3Sr47QbuGmP84BO5cl2cHYLlnLNXKy2rxxk7tpurnvCslwpyTn+9dxi2BFgzQQQajEAj3+yTbIbsjuDTyJDV1v/2cZj4QmIXgPFqZU8D9gMeDftrYjB7uthdDDxd1OYdgJcEV1SBTEeRJMBhZ5WeE4E6EmjUm32SzJAtxZlmhqy2/rdFY/ILiXdm9ydesRJDS7/F7gPu54N/Bcw7DebSMTi5BfeVieedf/Lqb1vGt2ZCez9pfNEK9r3+T0iA689cPYpAIIFGvtkniQxZPwBpZsg2+tZ/4IRJ+IERej9lMIOWsXdtZsqzU3EfN4ydNIerfl6pq1H6bgd7QwdD13jPrWThYRb31tdwZn6Qb73s/VuaX7QSxlS1OQlw1QhlQARqQ6BRb/Zp1jO0jbz1X5sZVt7q5BeSh4DfdzDYHWaHYJj+UxzsF+aw5+GGRa5nvVSQJ/9tu7PB9R5bI/UnAW6kaMgXESgi0Mg3+1STIVsa5EbKkG3Urf80fjFG6Z8DdtRgTp7Nm76/kucfdDEXdzFwS6k/P2Th1J1wH3Wxn+hkaJX3uZ8g6yjS9uQkwGnMbPUpAiEJBN3s08HQkpCmEn8sToasnxONlCHbyFv/iQcwhMFRem8B8643suXgjbS+z8FctzfrZh3C0s3FzUfp/ZzBHDmHwVO9f/cT5Eb6ohVi6HV5RAJcF8zqRATiEQi62cd4ZY5T+mnWM7SNuvWfRpi9LySt8JjF/YdOhi712yG4lQX7tNL2yDjmyBMZ8DKnvdunthNk798a6YtWGiz9+pQAN0ok5IcIlCFQ6WaftKE14xnaRt76TyPeo/RdArZ3DPcgaN2lBXv/GFsOPYmrn5sQ1r4lXpZzBwMXev/vJ8h+Z4PTGEuj9SkBbrSIyB8R8CFQ6WafNIE16xnaRt76r3e8J7+QeAU1vt/B4CeLdwhWct4RLuPLWrAzZzO09YxvqSBPrIj7rwb7cgeDF9Tb/0buTwLcyNGRbyIwSaDSzT5xICVc0WofoAV4dntfKhda8MuQjTOWWrRp5K3/Wow3yOYo/T1grzWMHW5o+bWLeXwcc3IL9nLv3wu5CH6C7HcUKai/vHwuAc5LpDXOzBOodLNP1MElWdHKodVYxm+w2BuBH3i+BBVa8MuQjTqGWj/fyFv/tR57qf2JLyR993uVrDoYPN7bIRjHfMlg181h6KjJXAQzSt8dxYI8sfrd/mxwvX1v5P4kwI0cHfkmAjUikHRFq+IztM/xZwdVuvPVL0O2RsOs2myjbv1XPbAYBlbSf5zF/sRiT9udsR++RNtLFvv5Toa+NiG0vWcA5xcJsu9RpBhdN20TCXDThlYDE4HKBJKuaFXIkAXjnR99/RL2Ui/8MmQbNVZJb/036jjD+jVK301gjwFzAzDbwoydmTLTa/8nNj/uYs7oZuBO7/+z9EUr7PiTfk4CnDRR2ROBjBBIuqLVxJEV61VP+k3xJezFOPwyZBsdV5Jb/40+1iD/vC8kDq2PW4zbhp01hvNVi33MwTsPZ2Z1MHBmwUaWvmgFjbtWn0uAa0VWdkUgAwSSrmj1MlOecXFXdjL0Eb/h+2XIZgCTXCwiMELfPwGfHmPLQS3QZmh7yBOSVuy7j2fIu/HI9yiSIO5IQAKsWSECOSeQcEWrOcC7De7cOVzxQDFavwzZnKPP7PCLjyL57RDoi1a40EqAw3HSUyLQtASSrmjVRstxLmZ+B4PvK4LmmyHbtFCbfGAqVpJMgCXAyXCUFRHINIEkK1rpDG2mp0Jo51WsJDSqsg9KgKtnKAsikHkCSVe00hnazE+JwAHoi1YgosAHJMCBiPSACOSDQJg7X/1IlCu0oDO0zT9v9EWruhhLgKvjp9Yi0DQEJi9hL3vnq99AK1W00hnappkaFQeiL1rx4ywBjs9OLUWg6QgUV7QqvfO1dLBhCi3oDG3TTZEdBqQvWvFjLAGOz04tRaApCfjd+eq/9bzjna9NCUSDCiSgL1qBiHwfkADH46ZWItC0BLyKVqV3vpYONosVrZo2YBpYZglIgDMbOjkuArUjUFxowa8XFVqoHXtZzg8BCXB+Yq2RikBoAiq0EBqVHhSB2AQkwLHRqaEINDcBFVpo7vhqdOkTkACnHwN5IAINSUCFFhoyLHKqiQhIgJsomBqKCCRNQIUWkiYqeyKwjYAEWLNBBESgIgEVWtAEEYHaEJAA14arrIpA0xBQoYWmCaUG0mAEJMANFhC5IwKNSECFFhoxKvIp6wQkwFmPoPwXAREQARHIJAEJcCbDJqdFQAREQASyTkACnPUIyn8REAEREIFMEpAAZzJscloEREAERCDrBCTAWY+g/BcBERABEcgkAQlwJsMmp0VABERABLJOQAKc9QjKfxEQAREQgUwSkABnMmxyWgREQAREIOsEJMBZj6D8FwEREAERyCQBCXAmwyanRUAEREAEsk5AApz1CMp/ERABERCBTBKQAGcybHJaBERABEQg6wQkwFmPoPwXAREQARHIJAEJcCbDJqdFQAREQASyTkACnPUIyn8REAEREIFMEpAAZzJscloEREAERCDrBCTAWY+g/BcBERABEcgkAQlwJsMmp0VABERABLJOQAKc9QjKfxEQAREQgUwSkABnMmxyWgREQAREIOsEJIz4IbwAAADiSURBVMBZj6D8FwEREAERyCQBCXAmwyanRUAEREAEsk5AApz1CMp/ERABERCBTBKQAGcybHJaBERABEQg6wQkwFmPoPwXAREQARHIJAEJcCbDJqdFQAREQASyTkACnPUIyn8REAEREIFMEpAAZzJscloEREAERCDrBCTAWY+g/BcBERABEcgkAQlwJsMmp0VABERABLJOQAKc9QjKfxEQAREQgUwSkABnMmxyWgREQAREIOsEJMBZj6D8FwEREAERyCQBCXAmwyanRUAEREAEsk5AApz1CMp/ERABERCBTBL4/8JjQGeSaSmFAAAAAElFTkSuQmCC</pentrails><costumes><list struct="atomic" id="19"></list></costumes><sounds><list struct="atomic" id="20"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><watcher scope="m" s="yPosition" style="normal" x="10.000000000000034" y="31.000002000000006" color="74,108,212"/><watcher scope="m" s="direction" style="normal" x="10.000000000000034" y="52.00000400000003" color="74,108,212"/><watcher scope="m" s="xPosition" style="normal" x="6.99999999999977" y="8.000000000000002" color="74,108,212"/><sprite name="m" idx="1" x="-221.0000000000002" y="164.99999999999994" heading="330" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="97,255,69,1" pen="tip" id="28"><costumes><list struct="atomic" id="29"></list></costumes><sounds><list struct="atomic" id="30"></list></sounds><blocks></blocks><variables></variables><scripts><script x="52" y="17"><block s="receiveGo"></block><block s="clear"></block><block s="up"></block><block s="gotoXY"><block s="reportRandom"><l>-180</l><l>180</l></block><block s="reportRandom"><l>-180</l><l>180</l></block></block><block s="doRepeat"><l>17</l><script><block s="doIfElse"><block s="reportLessThan"><block s="yPosition"></block><l>0</l></block><script><block s="up"></block><block s="gotoXY"><block s="reportRandom"><l>-236.5</l><l>236.5</l></block><block s="reportRandom"><l>181</l><l>4.5</l></block></block><block s="down"></block><block s="setColor"><color>0,19,226,1</color></block><custom-block s="DrawPolygon %n"><l>4</l></custom-block><block s="doWait"><l>1</l></block></script><script><block s="up"></block><block s="gotoXY"><block s="reportRandom"><l>-19</l><l>194</l></block><block s="reportRandom"><l>-28</l><l>-153</l></block></block><block s="down"></block><block s="setColor"><color>189,0,107,255</color></block><custom-block s="DrawPolygon %n"><l>3</l></custom-block><block s="doWait"><l>1</l></block></script></block><block s="doIf"><block s="reportLessThan"><l>-53</l><l>-30</l></block><script><block s="up"></block><block s="gotoXY"><block s="reportRandom"><l>-228</l><l>-20</l></block><block s="reportRandom"><l>124</l><l>180</l></block></block><block s="down"></block><block s="setColor"><color>97,255,69,1</color></block><custom-block s="DrawPolygon %n"><l>5</l></custom-block><block s="doWait"><l>1</l></block></script></block></script></block></script><script x="570" y="50.33333333333334"><block s="clear"></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="xyPositionColorChangeDebugProblemForStudents" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>