<snapdata remixID="11785475"><project name="3.3 Drawing Polygon" 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="3.3 Drawing Polygon"><notes></notes><hidden></hidden><headers></headers><code></code><blocks></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="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" id="5"><pentrails>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeAAAAFoCAYAAACPNyggAAAAAXNSR0IArs4c6QAAIABJREFUeF7t3XtcVHX+P/D358wMkGIKiTAHWqmsFMxLWlrbRYvK3VJsi+83FEo0twvJDIR2URtGbbVE56KUF0wLiHZpS6z9thfbaLdfm1211My0rJgzIqaWaMLMnM/vMRalLjAXBoZz5uV/v53P5f1+vs+3928+zDmHEf5BAAIQgAAEINDtAqzbd8SGEIAABCAAAQgQGjAuAghAAAIQgEAYBNCAw4COLSEAAQhAAAJowLgGIAABCEAAAmEQQAMOAzq2hAAEIAABCKAB4xqAAAQgAAEIhEEADTgM6NgSAhCAAAQggAaMawACEIAABCAQBgE04DCgY0sIQAACEIAAGjCuAQhAAAIQgEAYBNCAw4COLSEAAQhAAAJowLgGIAABCEAAAmEQQAMOAzq2hAAEIAABCKAB4xqAAAQgAAEIhEEADTgM6NgSAhCAAAQggAaMawACEIAABCAQBgE04DCgY0sIQAACEIAAGjCuAQhAAAIQgEAYBNCAw4COLSEAAQhAAAJowLgGIAABCEAAAmEQQAMOAzq2hAAEIAABCKAB4xqAAAQgAAEIhEEADTgM6NgSAhCAAAQggAaMawACEIAABCAQBgE04DCgY0sIQAACEIAAGjCuAQhAAAIQgEAYBNCAw4COLSEAAQhAAAJowLgGIAABCEAAAmEQQAMOAzq2hAAEIAABCKAB4xqAAAQgAAEIhEEADTgM6NgSAhCAAAQggAaMawACEIAABCAQBgE04DCgY0sIQAACEIAAGjCuAQhAAAIQgEAYBNCAw4COLSEAAQhAAAJowLgGIAABCEAAAmEQQAMOAzq2hAAEIAABCKAB4xqAAAQgAAEIhEEADTgM6NgSAhCAAAQggAaMawACEIAABCAQBgE04DCgY0sIQAACEIAAGjCuAQhAAAIQgEAYBNCAw4COLSEAAQhAAAJowLgGIAABCEAAAmEQQAMOAzq2hAAEIAABCKAB4xqAAAQgAAEIhEEADTgM6NgSAhCAAAQggAaMawACEIAABCAQBgE04DCgY0sIQAACEIAAGjCuAQhAAAIQgEAYBNCAw4COLSEAAQhAAAJowLgGIAABCEAAAmEQQAMOAzq2hAAEIBCswBJ96VXRzJMR7Hx/5x1IbH5j8UePvenveIwLXAANOHAzzIAABCAQNoG8ZMufz5c9x2KZ54tTgzhw2bYZsY6kul5S4t7OBndgQNOoj0Yd7v/XdSuv6OxamN++ABowrg4IQAACChG4MXFp77M0UfUtJ9jA1w4VfN8adlZZQmy0W/dNs9Z1bk1+Y1Nn05l0d3bixxfHSld82JRYXV19sLPrYX7bAmjAuDIgAAEIKEQgM8l+Oxf4XZskw8RTQ55q1ecIjN1VYZBuCFUq6Y/lbY9tcpdvWV5hDdWaWOd0ATRgXBEQgAAEFCKQKdqqiGhzrWRYf2rIOTaxmoi/XmlwlocqlUvm5s1xxbAbds1/JmRNPVSxqWUdNGC1VBJ5QAACqhYYl2qKObslXvJodRf85ev7D7cmO82UGuOOb3F6XHRhdbEUsuPiydPuSN2a3mfPdf9uiHtm06ajqsYNU3JowGGCx7YQgAAEAhGYJFonMWL5tZLhptO+/VrEyUyg/FAeP7eun2ae/unZh1vs71grnw4kVoz1TwAN2D8njIIABCAQVoFMvfVZEujtWodx9enHz/oKInozlMfPresPnT/tUVmnuXrnY+t+E9bkVbo5GrBKC4u0IAAB9QiMI5O2rxjXECULg2v2FzSecfzcyBkbUlXgqA91xrdl35b+4cj4bQN3umLrNmw4Eer1I309NOBIvwKQPwQg0OMFJultExixh2qdBePP+PY7gYjNrTRIV3dVEukLZnwRd8i16C3rc8901R6Rui4acKRWHnlDAAKKEcgUrWs4CR9vkgpWnt6AxbVc5juqCp1ddqvQUNP0EreWXbJr/rrbFAOmkEDRgBVSKIQJAQhEpkAW/UnTot8vcRcbuengLKlVYZyJtCnxopMzNrIrjp9b95lwZ/aw3em93xv1/nd9ampqWiKzCl2TNRpw17hiVQhAAAIhEZiYbLlO4MLCWsnw61MXnGIXMwROpq48fm7db8iC6fWJDc1z68qqng1JUljkpAAaMC4ECEAAAj1YIFO0reSMvtjkMCw/8/iZcf5VhdG5qKvDTzflLfFo2cBd85/J7uq9Iml9NOBIqjZyhQAEFCbAWaZod3g4H/uq0/j16Q1Y7ySP++rKosY9XZ3UxGlTx+4Y0uufX8xZ25sY8a7eL1LWRwOOlEojTwhAQHECt+itV2kYs9ZKhtGnBp9r1V/FGVtRaZBGdldSgxfO2J/kPGGoe6rqj921p9r3QQNWe4WRHwQgoFiBSXqrhRE11DqNS0779mvRWxmjg91x/Ny672Dz9FISWP9d89dNUyxoDwscDbiHFQThQAACEPhJgGWKtn0egTJerTd8fvrxs/gNeVzju+P4uXXf3+RlX/v5hb3/b8+j5b1RodAIoAGHxhGrQAACEAipwC1J9ss1TC6vdRqHnbrw3aXiDc1aKq8wSgNDuqEfiw1ZmPd96lffzXyt/CUcQ/vh5WsIGrAvIXwOAQhAIAwCmaLde+x8vFYqWHDq9vlLE8ec0yxsjHfRC4fJOdtsJndXh2caR9q4H/RL3xo++IH3Bl9g+6qovLir94yE9dGAI6HKyBECEFCcwKRk616Pm2X+pcGw/czgLabUfgJr2UCcBnpIyCoy13fZL6GXX5EySCPLNUT01R/HjV2+T0wolwyrL1IcaA8MGA24BxYFIUEAApEtcEuyfbiG8z/VSoaLO5KwmfT3ErGFMrHZhWbHhlCrWcYmTxM4X0qczze861zlXV+03bPbI/DbGmat+STU+0XaemjAkVZx5AsBCPR4gcl6+0JOslDrNM71FaytJHEocaGaiG3XkmtmvrmxydccX5+XpSXEuvvo1hLjQ8ktZxveb/j5W7hou3cxETVLhlUlvtbB5x0LoAHjCoEABCDQwwQyRdsOD5dzX3UWfuhPaCZTakwcNVsZsZs8xLOKzM73/ZnX1pjll+tHaxir4cT/dvisaKO5bt9pryHUr7hnNMm03mlYfUmwe2DejwJowLgSIAABCPQggWsG2kf29vC3d8TpxK8/uf9wIKFZSsTJAqe1jFNpwQLpiUDmesfax4oPcU7FMqeZhe9KG9ua/6uHF8e5Y1qcgk6+vH6u+eNA98D4XwTQgHE1QAACEOhBAmlppiiPHP/4US15X/+XI203vB1IeHZTcgonXk1EJ7Tkys03N+73Nb/ssoQkt6CrYMS1REJuwRZHfVtzxNmWXxMXKoi5/ywN+uxRumeNy9fa+Lx9ATRgXB0QgAAEeqCA/hLrNUxmz3LG1zq3H15CZJb9DdNkIm08ifOI+D1ElGcwO//a3lzbZfoJJNB6zqjscIxzibmujduaTCZBfyz+Ecbobi7zu5zLjP/yNxaMQwPGNQABCECg2wVS7KnXyh4a78/Go7eMpvH/uuy0oUcFIe7vvXX3faljb+d+31KX6G6/BzcMaKlbsnV+3akLWE36qxixak78xTPvGTaNS42J+6F5MSM2mRPPNW5xvtVWnCmFy5M9Wk0F4/S9VqvL+3pJYMfi/uQeqWPwDThSK4+8IQCBLhfIsKb8+RsmHDsqC1/42mzs8/8zY6SUWBfL3XvPHFt9dkyfbwWeP+4HeevQZtd/fZs9kNQ06oNRh/v/fe3KK86c671nmFFzOSN2Qes9w6WjxME6LXkb817eHH134dZ9R9qKTyy2TyTiq4jzx6Vlxqd85YDPAxNAAw7MC6MhAAEI+CWQuzSxN4/S1HN2YmBVwaHvO5qUlVAW26JzfxPl0p5b05jf5m1Eyen24Zz488T45n7y4dk7d5pbWtfMzs5O/H+j+kjDdx9NfGVN9cG29vrxnmEykcRq6GOeRZzMrff2njl+0Cx79PFouZSIXcc0bIrjiYJtfiWNQQEJoAEHxIXBEIAABPwTmGpPup24cFeVQZroa8YkvTWHMXZXrWS4oaOx4qiSXtQcZydOl5KGZ0sfGz9rHT944YztMSc85Vsf32Btbw3vPcP8qOZp9qbnvlPv7T11vDjHejHJ7AXi9D4dPWyQ1pQc9xU/Pg9OAA04ODfMggAEINChwFSbWMWINlcapPW+qDJFWzVxer3WaSj3Ndb7eXK6/XbOuJ3J8qOOnYUnn4CVbsqbI2vYDZ8+9kyHTbzDBl9syyOiRYwzg2NZwYv+xIIxwQugAQdvh5kQgAAE2hSYZkqNcce3OJs9wgU1RfWHOmIal2qK6dsS75TJdeErUnGbx8dtzU8ctuI8jSw/T8S+OnGCfj/6in+fs3tYv8+HfdoQt+mZTUcDKU38LPvZMVG0hhg/V3bLU/dbC/cFMh9jgxNAAw7ODbMgAAEItCuQaxcnck6zKg3Sjb6YJouWyZyEfF/Hz22uM86kFRvjFhGj22ROU+L+5+OK2CaP7b2lzz7ta9/Wz1OKrWNkEiqJ8xel2EPzyWzu8rcr+Rub2sehAau9wsgPAhDodoEcm7iBGPtPZYFjta/NJ+ttFZzoTX+Pn9taLznNdj0X6Jmoiw5+G3WptH/3vHW/9bUvEWdisW0OEbufyTTdsdzwuu85GBFKATTgUGpiLQhAIOIFxplImxIv7vdwd3q18UBDRyA/HT83ahgb8pKjoM2nT/kLKl5U2p+idFWaxKbro77n5+19b9437c1NmF2WpOPuZzlxN+Puu6Rl/h99+xsPxvkWQAP2bYQREIAABPwWmGLV3yQweqTS4Bzna9IkvW2CwGjuRslwta+xfn7OLrztka+OfT4gmsuaXOf2gr+fOU//4IqbGJPLOadS5zKDnYi4n2tjWIgF0IBDDIrlIACByBbIsSWv5sS3VxmkFb4kMkXbWsblHRudhe3eOuRrjTM/TyvJMzcfOTvrh3+cryFGm6TomEfpg3tclGWK0g+MX8yIbuZMM8W59AG/3rQU6P4Y778AGrD/VhgJAQhAoEMBk4mEveeITsEtXPpcUb2jo8HjyKTtK8Y7NYyN7Ozx86n73DL9f4fvGNzn3V4vJ+sPHY23CUQXyYPYfHYhPc65vNN9XJff+FTbD/tAebtXAA24e72xGwQgoGKBHEvSOC4Ii6sM0n89EvLMtDNFewYjbgrh8fPPWwxZML3+nG9bHn3LVvlccrr1Tn42W82vlO92LiusUjG/4lJDA1ZcyRAwBCDQUwVyrOIKYvRVpUEq9RWj9/iZc/7VJqdxka+xgX5+4R9mPCEzdu7eR8qnBDoX47tPAA24+6yxEwQgoGYBTmyqXawXBM9VFbMavvSVaqZoc3CX59pNjUV7fI0N9PPrp2df8eUF57z+xdyVvfEjq0D1um88GnD3WWMnCEBAxQI5NvFKYrSiskAa5SvNMYPsKVFu/sne3rRKSjg0n+pC+PALk0krHo9fGO1qfjhj67aJa+uqXvUVDz4PjwAacHjcsSsEIKAygVy7vpQTHaoscP7Bn9R+um/X+xznc2S3nL1/V+cf/5hktKQKWlZDxBp+v+n1z+KajssGafNsf+LBmO4XQAPufnPsqGKBi+znXj3srTHX//qt01+s3nbKDnJHfV03e9/G016irmIeVaeWYxf3CQK78bkHHLsDSVSfbjESEx5inAqlHYYXApl76lix2HYHEa3gJD/uLC20WvQZQwRGfzFIm88Pdk3M61oBNOCu9cXqESbwG3vKy7F/vC1j2L5fbWzrxeqnchxI2jdq+9DvB7zyXNWYCGNSXbpTbPpRjLFnqwqkocEkl5xmGcEFoZo4f8fFdbMad/p/m1DC/WWxurNcK4ixsYzJ2Y6lhVtbY7CJGTsZ0dQCafNHwcSFOV0rgAbctb5YPYIEssoSYqOO93YctRgp2qVLbu/F6q0kt+beOuDD4f33X7rtYNLLFS8fiCAq1aU61SYuJs7dVUbn/GCTS0gri9UJLu8DOa5lMs9y7Pylkba3ZvJsywjONTVE8puu4zrjmff32vQZJ39hbXBunhdsXJjXdQJowF1ni5UjTGCqVZ/j/mTYihOv/fZ9f99sM8Q8fVfMCXnNR4s3LI8wLlWlm2MTd3u4cHu1sf7jziYmpv90lMxokXO7wdbeevpii5GRMJeIZkmlbR9dW5JvGCFwXm2QNg/pbFyYH3oBNODQm2LFCBXIsYnVx1+8bYJnz6DZ/r7ZxvsSdY9GyNj12Dqfr62LUNYen/bU5YmXMEHzUqVRujBUwSYN9v6YSqjmjI6wZleutPuXlyWID5b250xXwRj1k11ytq9399qSM/Z6PJ5JRfvf2BGq+LBOaATQgEPjiFUiXMD7AnZXH3l/k6VQI3PPef6+WP3mvCnn70jrvfuyd4+cU1NT812EMyoy/RybWEKcYiqN0sMhTeDnd/2yqcQ8edInRZvF4uUZRJr1RLxK6n14nj/v7rWJGUs5p++Mzs0hf+BHSPONwMXQgCOw6Eg59AI5FnGy67PBa05sytzm7/FzaxTeY+hAX6Ie+gywYrACOXb9x1zmM6qM+98Ldo2O5omXLM8grlnP+9J2dgUNJfLkSaVFm/3dy5p44xim8aw2SK+P8HcOxnWPABpw9zhjF5UL5Nj0FSde+t3Nrt0XzfH3+LmVJM084xGZ0XgcQyvvIpliS7lQIHlzpUEa2JXRe+8Z5mfpFrIM1/wg3t3LbOINX3sE1/ii+rqQP3WrK/NW+9powGqvMPLrcoGTx89nexqbLEU6DdcMCvTNNjdN/9/hn6b1/fD87bt7122oO9HlAWODkAnkWkVzLw9duvpBaWLIFu2ChWxD018lbcu/DFs/f7ILlseSQQqgAQcJh2kQaBWYYhcz5N0XVp546XefB/tmmyELZuw752Cz+S175XrIKkfgPmvKsIHfy6VnecjDouU7Cx7d39iToreOGZDIuHYDY8ToWHx+wfbte3tSfJEeCxpwpF8ByL/TAjk2ce3xVyZmNexN+8TRV564b2vhkUAWTTVa+rl17v+LP3p8z8erTHcGMhdje4QAs5mSCzlxo4bzmbMWOP/WE6Jacbn+Jg9j6xhjyw3vOCx4KUNPqMrpMaAB97yaICKFCdy9XDxw3lHtC6teMggejzaTyzzbudP4lj9p6B+0XsUYqx7h3BZ7w646V+EHXwzwZx7G9DwB23z9KBLY80T81UPkfMRsppZwRGlKo6j4WP1iInYzMT7VsMX5QTjiwJ6+BdCAfRthBAQ6FCgzJSS5mK6ScYr+079vf/aLAxcsZCSvlvofWdTuW268b6w51m+ezuMpzNxVy84/tOdtneyelv9e435wK1egzJQQ6yJtmUAsjXuEKYZF9Z93Zza2MSkXEsnVxGm7tsn1QP7Oxqbu3B97BSaABhyYF0ZDoF0BW4lYTJwechwSzZX/zJlMxKKZhmU7Pi6oP3VS8hx7Cpd5tXhUuuTWnS+x2JZjCw1bfL/AHfTKEbA8JmYLjEoZY48UlDie647ILWOTpwmcP84ZFRnfkf7YHXtij84JoAF3zg+zIXCawHKTfrSWWDUnvnnlXx749tgPsfeQIM+UPinc6B0oPmiZTEwov/Lrt/k1X/37iJvz7KJ3ne+DUX0Cy00DzteQtooRfUl04t4C86HvuyJL+5j4s4li1nCigQL3TJn1bsOXXbEP1gy9ABpw6E2xYoQLeI8h3aRbRcSH/3vHNba3P71yLhPo73Q9UW+5aervPn3Zo/9OekXb5LoXR4TqvlhMJtLGk7iQE91OspBjXFi/JZQZW8emjBG4XMmJXjx0ljTfXEfuUK6PtbpWAA24a32xegQLWE36HEbM0vRDn9Kyf+RfeV7C3usmN9W26DzNBuMWZ2UE00Rc6rbHkq8nxp/hMn/6sOB80mwmuTMIJiIhfoz+IUbsHsaEabPeqcc7pTsDGqa5aMBhgse2kSGw3JQySCC5mh2mAXwLHZAFIbvoP/V4GlFklP+0LEtLxP46omeIqJfANXfOMn8jBcOw/IqUZI3sqSDOmjTE8h541/FtMOtgTvgF0IDDXwNEoHIB7zFk3Lf6WYe3O1fgiFDlxfYjPbtJfIATPcI43VuwQHrFjyk/D7GPFSdyTquI6A+GLVJZIHMxtucJoAH3vJogIghAQOUC9vnJw7nAn+dE/xQO9SouWLGnuaOUTeNSY8450bKUOI2XSZhi3NL59w6rnFgR6aEBK6JMCBICEFCbQEmJ2CuOk42IRssePqVwkfPTtnK0j0lK4yRUM+L/cQuawqL/1P+gNotIzQcNOFIrj7whAIEeIWB9TH8bY8xOxE0Gs7P81KBsY/S/J85KmMAfKHjH+VKPCBhBhEwADThklFgIAhCAQHACVpP+V4xYFSd2gJNuBtV6H+PiWsdITtDKbGr+e9I3wa2MWT1ZAA24J1cHsUEAAhEj8Kcs0jiH6E3EWC79h4h9R+u/3SItMlPnblmKGEAFJooGrMCiIWQIQEC9AtYHxRtYE5MNqx2vqzdLZOYVQAPGdQABCEAAAhAIgwAacBjQsSUEIAABCEAADRjXAAQgAAEIQCAMAmjAYUDHlhCAAAQgAAE0YFwDEIAABCAAgTAIoAGHAR1bQgACEIAABNCAcQ1AAAIQgAAEwiCABhwGdGwJAQhAAAIQQAPGNQABCEAAAhAIgwAacBjQsSUEIAABCEAADRjXAAQgAAEIQCAMAmjAYUDHlhCAAAQgAAE0YFwDEIAABCAAgTAIoAGHAR1bQgACEIAABNCAcQ1AAAIQgAAEwiCABhwGdGwJAQhAAAIQQAPGNQABCEAAAhAIgwAacBjQsSUEIAABCEAADRjXAAQgAAEIQCAMAmjAYUDHlhCAAAQgAAE0YFwDEIAABCAAgTAIoAGHAR1bQgACEIAABNCAcQ1AAAIQgAAEwiCABhwGdGwJAQhAAAIQQAPGNQABCAQksERfelU082QENCmIwQcSm99Y/NFjbwYxFVNCLHCR9VdXNXHhtJqP3jKaxv/rsk7tFOk1RgPu1OWDyRCIPIG8ZMufz5c9x2KZ54uOsj9w2bYZsY6kul5S4t5AlQ4MaBr10ajD/f+6buUVgc7F+NALTLCm/PlLJhw7Kgs/13zs8/8zY6SUWBfL3QHX1xvhgaSmUR+MOtz/72sjt8ZowKG/VrEiBFQrcGPi0t5naaLqW06wga8dKvi+vUSzyhJio926b5q1rnNr8hubAgWZdHd24scXx0pXfNiUWF1dfTDQ+RgfOoHcpYm9eZSmnrMTA6sKDp2seVZCWWyLzv1NlEt7bk1jfsD19a6RnZ2d+P9G9ZGG7z6a+MqayKwxGnDorlOsBAHVC2Qm2W/nAr9rk2SY2FGyU636HIGxuyoM0g3BoqQ/lrc9tsldvmV5hTXYNTCv8wJT7Um3ExfuqjJIP9d8kt6awxi7q1YyBF1fb2SDF87YHnPCU7718Q0RWWM04M5fn1gBAhEjkCnaqohoc61kWN9R0jk2sZqIv15pcJYHi3PJ3Lw5rhh2w675z3TqP/LB7o95PwpMtYlVjGhzpUH6ueaZoq2aOL1e6zQEXV/v2ummvDmyht3w6WORWWM0YPxfGQQg4JfAuFRTzNkt8ZJHq7vgL1/ff7i9SdNMqTHu+Banx0UXVhdLQR8fT552R+rW9D57rvt3Q9wzmzYd9StIDAqpQJaJoqLjxYZmj3BBTVH9Ie/i3uugb0u8UybXha9IxUHX17vWjblZ5+0e1u/zYZ82xG16JvJqjAYc0ssVi0FAvQKTROskRiy/VjLc1OG3X4s4mQmU35nj59b108zTPz37cIv9HWvl0+qV7bmZ5drFiZzTrEqDdGNrlJNFy2ROgvc6CMnJxBDz9F19jsnWd5/csKrnSnRNZGjAXeOKVSGgOoFMvfVZEujtWodxdYcN2KavIKI3O3P83Lr+0PnTHpV1mqt3PrbuN6oDVUBCOTZxAzH2n8oCx881n6y3VXCiNzt7/PxzjU3TH22JYlftnrvutwogCWmIaMAh5cRiEFCnwDgyafuKcQ1RsjC4Zn9Bo4/j50bO2JCqAkd9ZzVuy74t/cOR8dsG7nTF1m3YcKKz62G+/wLjTKRNiRedHu4eWm080OCd+dPxc6OGsSEvOQo6XV/vmuNnZqfvHRy7LX1zfe/XXnut2f8IlT8SDVj5NUQGEOhygUl62wRG7KFaZ8F4H99+JxCxuZUG6epQBZW+YMYXcYdci96yPvdMqNbEOr4Fptr1NxJnc6sM0rWto73XgcBo7kbJELL6etcesmD6l+ccbFnwlr2ywx/3+Y5aWSPQgJVVL0QLgbAIZIrWNZyEjzdJBSs7bsDiWi7zHVWFzpDdVjLUNL3ErWWX7Jq/7rawJB+hm+bY9KsZYzsqCiR7K0GmaFvLuLxjo7MwZPX1rp1Wkmd26YT0z+euuz2SuNGAI6nayBUCQQhk0Z80Lfr9EnexkZsOzpLaW6L1yJIzNjIUx8+t+0y4M3vY7vTe7416/7s+NTU1LUGkgCkBCphMJOyNE52CLFz6XFG9wzv9xz9DxDs1jI0M1fFza1i/nZY1Ymda3y293vuuz84IqjEacIAXJoZDINIEJiZbrhO4sLBWMvy6o9yn2MUMgZMplMfPrfsNWTC9PrGheW5dWdWzkeYfjnxzLEnjSBAWVxqknx8FminaMxhxU6iPn3+usXm6o9+hlkf+Y6t8Lhw5h2NPNOBwqGNPCChIIFO0reSMvtjkMCz3dfzMOP+qwuhcFOr00k15SzxaNnDX/GeyQ7021vtvgVybaOdEX1capNLWT73Hz5zzrzY5jSGvr3ePix+/+0m3QCl7HymfEik1QQOOlEojTwgEJcBZpmh3eDgf+6rT+LWPBuwgj+vayqLGPUFt1cGkidOmjt0xpNc/v5iztjcx4qFeH+udJsBybOI3TPBcXTGr4ctTGvA33OUZv6mxKOT19e5x/fTsK/ZdFPv63ofX9iaKjBqjAeP/8iDo394AAAAgAElEQVQAgXYFbtFbr9IwZq2VDKM7Ypr1RHIKE/gnFzTRqkMkzTebyR0qVtM40sb/IC7c8JtrHo4+TpnvPPnCplCtjXX+WyB7ZfIVGg8vqzRIl7Z+OiHZdn00p9JayTCyK80uLrm3oe+33PjuitXVXblPT1kbDbinVAJxQKAHCkzSWy2MqKHWaVziK7zSErG/jmgDcTpHJjm70Lx/n685vj63jE1KZVyo8cbw9KTrd30X24s5Dasf9DUPnwcvkGvXl8qcDlcZnI+3rjJ+oP1330bxdQej6D5ph+GF4Fdvf6ZYbLtDI8vrRuzbs+aVl8oKu2KPnrYmGnBPqwjigUDPEWCZom2fR6CMV+sNn/sblsWkNwpEDxFjhYYSKej/WNvGiHcQ0QqZ+OOFW5zW5GUzL+I6zd+lglWp/saCcYEL5NjELzwC/bZ6lrTr1NnJaZYRXBCqifN3XFw3q3FncK8hPDOihPvLYnVnuVYQY2Mv37lnwfhtny4yODZfEHjkypuBBqy8miFiCHSLwC1J9ss1TC6vdRqHBbqhxZQ8QiBezYne0ZFrVr7Z/3cCl6UlxLr66FYworGyzLIL33Nsbd1fb/39dpLZNGfR6vcDjQnjfQvkrNRfSh5WUWmQ0tsanZBWFqsTXN57gK9lMs9y7Cz8uTa+V//vEcmzLSM419QQyW+6juuMjU/lN9nEjE9lxrILHf/o1NrBxNPdc9CAu1sc+0FAIQKZot177Hy8VipYEEzIZaaEWBfpTv7HmhPLKjT/0kjbW89yWfIIjcBrZE5v6ppcxvydpzdu0XqPmRiPkgxrHgkmJszpWGCqLfkPxGVPldE5v6ORYrrt5OkEZ7TIud1gC8ZVX2wxMhLmEtEsqfSXY22bPuPkr6wNzs3zgllXSXPQgJVULcQKgW4UmJRs3etxs8y/NBi2d2ZbW4l4B3FaQZwvMixwtvsfa8sY79E1O/kfZMOWto+uU6x3D5OZ5kXJsPqizsSEuW0L3GkVv4xx89w1xc63fBklDbakClqhmjM6wppdudJu/15NmDC7LEnL3esZUazslnP3WwtP+62A9bwrr2FRx9cbPtuq+mNoNGBfVxk+h0AECtySbB+u4fxPtZLh4lCkbzElpQokVBPxIy7GcotLfnlPcOkosb9OxyuIs34yk7ML3+n4x1ui7Z7dHoHf1jBrzSehiA1r/CJQ+IRYnnqcrmfkyS4wN7zj02acSSs2xi0ixqYS8+RJnxRt7miOvtA2gWloLSd61tn7UAmZzaf9Wt4+JnEsJ001ydrNhve+nulzf4UPQANWeAERPgS6QmCy3r6QkyzUOo3eb6Qh+WcykTaOxEWMaKqHKK/ILG1ePlrM0GhoPedUdbiXNM9c5/v2JdF272IiapYMq0pCEhgWOU3AUiJOFjh/mnFm/ZZJy/y5pUy8ZHkGcc164lQpJRyaT3WnN1YymbTisXhv3e6QSc7dX1pYd+qm3lvNzjkhPsg5N8qc3Vf4rrQxEsqCBhwJVUaOEAhQIFO07fBwOfdVZ+GHAU71OXy5SczQEK2nRr6dPmBDPR7KK3pf6vCb06mL6lfcM5pkWu80rL7E52YYEJSA3ZScQiRXcGJuRiyvwOz71ZLiRaX9SacrJ8aTBS5n1+/48YEdKYXLB8ka7+kHcxB33S0tO/2o2j4mOYUTX8+Ia4mE3IItvvcKKqkeOAkNuAcWBSFBIJwC1wy0j+zt4W/viNOJX39y/+GuiOXkPcPH+KOuf7I/FH/wy3G0P3v96uHFce6YFqegky+vn2v+2J85GBO4wMkTC6Z/mHHK5yTMNJodr/qziphmfYAEZuLEC8n7ckpiFiJulkqN//UmLevlybcwJq/ljMoOxziX+HMC4k8MShmDBqyUSiFOCHSTQFqaKcojxz9+VEve1//lSNsNb3fT1j63EWdbfk1cqCDm/rM06LNH6Z41Lp+TMKBTAlaT/ipGrIIT33iYoh8xm/ed8LXgyXuGvd96LyZi58nZjqWn365kGpcaE/dD82JGbDInnmvc4vtHX772VOLnaMBKrBpihkA3COgvsV7DZPYsZ3ytc/vhJURmuRu2bXsLk0nQH4t/hDG6m8v8Lucy47/CFksEbmwxpfZj1FzOiF3gYpRdXHL6QzraIonLWtLX+78frnn4u1M/Lx0lDtZpqZoT38ubo+8u3LrvSASSnkwZDThSK4+8IeCHwK8ueSrOTe4NnPM+mhZPbv3uopPvhu3OfymFy5M9Wk0F4/S9VqvL+3pJ1xyLd2dOSt3LZtLfS0Qmztk84wJpXaB5WC8XZzDGFxGn+YZ3neWBzlfbeDRgtVUU+UCgCwTEdFs+ET1KxO6VdhS80gVbtLmkWGyfSMRXEeePS8uMT3XXvtinfQFbSeJQ4poKItolU9R9hWbf32AtI1L7CdEtTxPRYMFN2bM+8P0NOhJqgAYcCVVGjhAIgUByun04J/48Mb65n3x49s6d5pYQLNvmEoNm2aOPR8ulROw6pmFTHE8UbOuqvbBu4AImU2pMPLV43xV8s697hq1jfvwbMhGrPXSW7mFzne+/IQcekTJnoAErs26IGgJhERBHlfSi5jg7cbqUNDxb+tj4WagDEedYLyaZvUCc3qejhw3SmpLjod4D64VGwGpKvoWRvLate4ZPvkbyuP4hYvQA58JM47v+/Yo6NJEpYxU0YGXUCVFCoEcJJKfbb+eM25ksP+rYWbghVMGJxbY8IlrEODM4lhW8GKp1sU7XCXjvGZYZ38A48dZ7hr339nrvI5Y58wiMTYuke3sDkUYDDkQLYyEAgZ8FEoetOE8jy88Tsa9OnKDfH9pT8H2wPPGz7GfHRNEaYvxc2S1PPfP5wMGui3ndI/DjU870xYzIwL9ma9hO/ntOZDt8lrM00u7tDUQcDTgQLYyFAAROF/j5WcB0m8xpyv4dxvcCJUopto6RSagkzl+UYg/NP/P5wIGuh/HhE7CbksdSE6+gt5j3iVa+nyUdvlB7xM5owD2iDAgCAsoWSE6zXc8Fesb7ijppe8EyIsZ9Z8SZWGybQ8TuZzJNdyw3vO57DkZAQD0CaMDqqSUygUBYBU4+CzhaV0GcBDfxOw9sNza0F5D3lXQ67n6WE3cz7r7rzOcDhzURbA6BbhJAA+4maGwDgQgRYMnpViNn9CAnYbpze8Hfz8xb/+CKmxiTyzmnUucyg52I/Pi2HCF6SDOiBNCAI6rcSBYC3SOgv8Q2isn0PDHaJEXHPEof3OOiLFOUfmD8YkZ0M2eaKc6lD4T8TUvdkx12gUBoBNCAQ+OIVSAAgTMEEtLKYrWC+2mB6CJ5EJvPLqTHOZd3uo/r8hufym8CGAQiXQANONKvAOQPgS4WSE633snPZqv5lfLdzmWFVV28HZaHgGIE0IAVUyoECgEIQAACahJAA1ZTNZELBCAAAQgoRgANWDGlQqAQgAAEIKAmATRgNVUTuUAAAhCAgGIE0IAVUyoECgEIQAACahJAA1ZTNZELBCAAAQgoRgANWDGlQqAQgAAEIKAmATRgNVUTuUAAAhCAgGIE0IAVUyoECgEIQAACahJAA1ZTNZELBCAAAQgoRgANWDGlQqAQgAAEIKAmATRgNVUTuUAAAhCAgGIE0IAVUyoECgEIQAACahJAA1ZTNZELBCAAAQgoRgANWDGlQqAQgAAEIKAmATRgNVUTuUAAAhCAgGIE0IAVUyoECgEIQAACahJAA1ZTNZELBCAAAQgoRgANWDGlQqAQgAAEIKAmATRgNVUTuUAAAhCAgGIE0IAVUyoECgEIQAACahJAA1ZTNZELBCAAAQgoRgANWDGlQqAQgAAEIKAmATRgNVUTuUAAAhCAgGIE0IAVUyoECoGuF0ixp14re2h8Rztd+Z/R9Ou3LvMzGAe5o76um71vY52fEzAMAhEjgAYcMaVGohDwLZBhT3nZwTVN38lsb3ujr3z+f2YMlxLrYrm73TGtcw8k7Ru1fej3A155rmqM790xAgKRJYAGHFn1RrYQaFcgqywhNtqt+6ZZ6zq3Jr+xqa2BWQllsS069zdRLu25NY35bY45dd6tubcO+HB4//2XbjuY9HLFywfADwEI/CKABoyrAQIQOCkw1arPERi7q8Ig3dAeySS9NYcxdletZGh3zJlzh5in74o5Ia/5aPGG5aCGAATQgHENQAACZwjk2MRqIv56pcFZ3h5OpmirJk6v1zoN7Y45c266KW+ORyNk7Hps3Y1AhwAE0IBxDUAAAqcITDOlxrjjW5weF11YXSwdbAtnXKoppm9LvFMm14WvSMVtjmlr3s15U87fkdZ792XvHjmnpqbmO8BDAAI/CuAIGlcCBCBAORZxMhMov6Pj58miZTInIT+Q4+dWWu8xdGyTx/be0mefBjcEIIAGjGsAAhD4SSDHpq8gojc7On6erLdVcKI3Azl+bgVOM894RGY0HsfQuOQggCNoXAMQgMBPAj8dPzdyxoZUFTjqOzh+btQwNuQlR0GbYzoCvWn6/w7/NK3vh+dv3927bkPdCeBDAAI4gsY1AIGIF8ix6ScQsbmVBunq9jAyRXsGI27aKBnaHeMLcsiCGfvOOdhsfsteud7XWHwOgUgQwN+AI6HKyBECHQjk2MS1XOY7qgqd1vYbsG0t4/KOjc7Cdsf4Qk4rmWF2a9klu+eV/87XWHwOgUgQQAOOhCojRwi0IzDORNqUeNHJGRvZ3vGzd+qN59oOfNGbKvckHZpDdWZ3wKAmk/a8789aJZAnL8fyj2gz1QW+RsCbYgIEerYAGnDPrg+ig0CXCkyxixkCJ1NHx8/eABLSypJ0zFVJxKKZhmU7Pvb/78BJRkuqoBUqOPFj92/cnNj3+A+zC6TXN3dpYlgcAgoQQANWQJEQIgS6SsB7/Mw4/6rC6Fzkzx7iUFsxcXpIJvm+/TsKX/Q1J+lBy+0CE54mRk9ISw2lVn3GPEaUbHBuvs/XXHwOAbULoAGrvcLIDwIdCOTYxG/I4xpfWdS4x18o/dDloxlpqznxzW5ZO7tx538/Ezrh/rJYbW/3UsZZBve4s52Wove96y9PuGmQRie/YZD+ca6/+2EcBNQqgAas1soiLwj4EMi16q/ijK2oNEgjA8VKSCuL1QnuVZxouCDLuY6dhVtb10iebRkhc6GCcdrm+kF7b+NTpzdom5jxEec0y+jc/Fag+2I8BNQkgAaspmoiFwgEIJBj0VsZo4P+Hj+3tbR+qDWHcWYhohJph6FMLLY+QMRMnHihs9RY2dYc7zE0EZ1jdG4uDCBcDIWA6gTQgFVXUiQEAf8Egjl+bmvllPTlg2QmVFMcG0Bj+AHBI2fXW4raPdJeId44WCb+DxxD+1cnjFKvABqwemuLzCDQrsDJ42eBra8skC4MCdM4k1bviZvlvO7wCjL7vk3JLmZ8ToxyCxyb3wnJ/lgEAgoUQANWYNEQMgQ6K3CnVSyTiY5VGqU5nV0rmPnW88cuoegTgvHTrWHZP5iYMQcCoRZAAw61KNaDgAIEfm8VCwYepfm93Gx2odmxoTtDtoxNniZweTHJ2kcN732Dx1J2Jz726lECaMA9qhwIBgLdJ2ArSRxKXKgmYtu15JqZb25s6srdy9ISYt19dGuJaDB5PLmG9xu2d+V+WBsCPV0ADbinVwjxQaALBUym1Jg4arYyYjd5iGcVmZ0n79cN9T/7mMSxnDTVRPSXQ2dFFZvr9uGNSKFGxnqKE0ADVlzJEDAEQi9gKREnC5w/zTizFiyQngjVDqZxpD3nhPgg59woc3Zf4bvSxlCtjXUgoHQBNGClVxDxQyBEAnZTcgqRXMGJubXkys03N+7vzNL2MckpnPh6RlxLJOQWbGn7XcOd2QNzIaBkATRgJVcPsUMgxAImE2njmP5hximfkzDTaHa8GswW1suTb2FMXssZlR2OcS4x1xHefhQMJOaoWgANWNXlRXIQCE7AatJfxYh532C08TBFP2I2+/c3W9O41Ji4H5oXM2KTOfFc4xYnHjcZXAkwKwIE0IAjoMhIEQLBCFhMqf0YNZczYhe4GGUXl0i7OlqndJQ4WKcl70sa9vLm6LsLt+47Esy+mAOBSBFAA46USiNPCAQpYDPp7yUiE+dsnnGBtK6tZayXizMY44uIk9nwrnNVkFthGgQiSgANOKLKjWQhEJzAj/cMayqIaJdMUfcVmn/8dmsZkdpPiG55Gvf2BueKWZEtgAYc2fWPqOyX6EuvimaejK5M+kBi8xuLP3rsza7cI1xre+8ZjqeWUiK6mZEnm/5KhHt7w1UN7KsGATRgNVQROfglMCPZ8udU2XMslnm+aG/Cgcu2zYh1JNX1khL3+rXoKYMODGga9dGow/3/um7lFYHOVdL4k/cMy7SKPiaSJboX9/YqqXqItScJoAH3pGogli4TuDFxae+zNFH1LSfYwNcOFXzf1kZZZQmx0W7dN81a17k1+YE/lnHS3dmJH18cK1327pGkmpqaxi5LpgcsXDYjZRA1E+VX1rf72sEeECZCgECPFkAD7tHlQXChEpiUbM0izu7cJBkmtrfmVKs+R2DsrgqDdEOw+6Y/lrc99ri7fEtphTXYNTAPAhCIDAE04Mioc8RnmSlaXyBif6uVDO2+fSfHJlYT8dcrDc7yYMEumZ83xxWluWHX/PKgm3iwe2MeBCCgLAE0YGXVC9EGITAu1RTTtyXeeULwXPC3+qJDbS0xzZQa445vcXpcdGF1sXQwiG1OTpmYm3XeJ8P6fX7Zu0fOqamp+S7YdTAPAhBQvwAasPprHPEZThRtmRqi/I2S4cb2MHIs4mQmUH5njp9b1x5inr6r73ce2zvLn/XenoN/EIAABNoUQAPGhaF6gUy9/VkS6O1aR8HqdhuwTe+9x/XNzhw/t66dZpr+KGnomp2PPTNB9bhIEAIQCFoADThoOkxUgkAWmaJaxHgnd/O0TQeMDW3F/NPxcyNnbEhVQeff2HNbdnb6B5fGbkvd4Yqt27AB771VwoWCGCEQBgE04DCgY8vuE8hMsv2WBHqoVjJc28G33wlEbG6lQbo6VJENMU//st8R16L/WCrafHRjqPbBOhCAgHIF0ICVWztE7ofAZNG2jhPbVisV2NtvwOJaLvMdVYXOkN06lFYyw+zR0bDP5q671Y8wMQQCEIhAATTgCCx6pKScRX/StIjOBo/gGf5qfZGjrbzHmUibEi86OWMjQ3H83LrHDdOmjNiT1nvL4Dfqz37ttdeaI8UceUIAAv4LoAH7b4WRChPIFO0ZxPmiWqdhbHuhT7GLGQInUyiPn1v3GrxghiOhsWXuv1dUbFAYHcKFAAS6QQANuBuQT93iD/rlV5/FXNf7u23DgON1S7aa6/wdj3G/CGTqrauIsT21ksH7AoE2/+XYxLWM868qjM5FobZLN01/0q1jv/ps3ro7Qr021oMABJQvgAbczTWcLlpe7n/xroy+R3tv9PXA/wNJTaM+vPTwgL+VrxzTzWEqfjsTmYStYrwke4QrXmmY9WUHDdhBHte1lUWNIX+m8Y15d1z5+eDY17+cU96LGHHFoyIBCEAgpAJowCHl7HixrISy2Gady9Gn0EotvY4l+3rg/625tw74cHj//ZduO5j0csXLB7oxVMVvNTHJfq0gcGutZBjZXjKznkhOYQL/5IImWnWIpPlmM7lDlbhpHGnjfxAXrv/ttQ9HnaBb311cvTFUa2MdCEBAHQJowN1Yx0l6a45WdK7ofWfF+/4+ccn7VKWYE/KajxZvWN6NoSp+q0zRZidODbVOw+MdJVNaIvbXEW0gTufIJGcXmvfv62zylrFJqYwLNYyoYdWk63d/H9tLcBhWGzu7LuZDAALqEkAD7sZ6Zoq26ugb/jEh6tIPZvv7xKV0U94cj0bI2PXYunYfo9iNKShkK84yRXu9TML1r0izdvkTtMWkNwpEDxFjhYYS6QV/5rQ1xjZG9P69d4VM/PHCLU5r0sqZ6YJb+JtkXH0ued9fj38QgAAEfhJAA+6mS+HkCwFccftjH1ipkXXHz/P3gf835005f0da7914uL//hcoUbVcS8fJayZjm/ywiiyl5hEC8mhO9oyPXrHyz/+8ELktLiHX10a1gRGNlmWUXvufY2rq3aLvnM8Y8dzkKyt85M56LrL+6qokLGa3/++gto2n8vy4LJGyfYw8kNr+x+KPH3vQ5EAMgAIFuFUAD7ibuyaJlMks8sCZ22rPb/D1+bg3Newwd2+SxvbcUD/f3p1yT9LZljOiHWqdhnj/jTx1TZkqIdZHO+0COazmxrELzL420vbUslyWP0Ai8Rub0pq7JZczfeXrj1lt//zhjLEoyrJ595hoTrCl//pIJx47Kwhfez8Y+/z8zRkqJdbHcvTfQ2Nsa7/0h3wejDvf/+9qVV4RiPawBAQiETgANOHSWHa40WW+riL7xHzfrLv1gjr/Hz60LpplnPCIzGo9jaP+KNUm0fSUwOXOjo/Dnb6H+zfxllK1EvIM4rfDeR2xY4LS123zHeI+u2VwimmXY0vbRtX7l7y9lHnpRMqw5/9R1cpcm9uZRmnrOTgysKjj0vfdHei069zdRLu25NY35TYHG3Nb47OzsxP83qo+UvuNw0mvraxpDsSbWgAAEQiOABhwaxw5X+el9tI29739Kx85uGhToE5dumv6/wz9N6/vh+dt3967bUIeH+3egPUm/YrQgyH/c6DBc0NnSWkxJqQIJ1UT8iIux3OKSX94TXDpK7K/T8QrirJ/M5OzCdzr+8ZZou+cLLvPbnYVrPmyNa4o1OYsxfmeVQZro/d+8P9JjjN1VKxlu6Gzsp84fvHDG9pgTnvKtj28I2aM2Qxkf1oJApAqgAXdD5b1PZGLxBytjZ5Z/HuwTl4YsmLHvnIPN5rfsleu7IWTFbpEpWpcQCUKtVDAnFEmYTKSNI3ERI5rqIcorMkubl48WMzQaWs85VR3uJc0z1/m+fUlvv7eUZLnZaVzj/bZ88t9Uq/gCY/S3SoN0sqbeH+kRp9drnYbyUMTeuob3h3yyht3w6WPPhLSxhzJGrAWBSBRAA+6GqmeKtrVnXVt3W/KILTtSjkdNLDTvOxLItpYRqf3qrrzo/z46P3XP18Vr7gxkbqSNvSXZ/vUhHZ/z9j5D0L9kbstsuUnM0BCtp0a+nT5gQz0eyit6X9rsr6+4aG42uXVLpJKSgd45P70C0dnsES6oKao/9NMpiVMm14WvSMUH/V3Xn3E35madt3tYv8/xQz5/tDAGAt0ngAbcDdY3nms7sK+P+4V7fmcVtBpPJieebTQ73/Jna+sY/VXENNWvXZQR+4mY5pKWzBngz7xIHTN6kC3fEUPziLES5ycFq0PpcPKe4WP8Udc/2R+KP/jlONrXHvpi+z1EvIRp3IukJx4s846/0yZmykT5lQbp5O1l3h/pcRLyQ3383Bobfsjnq0r4HALdL4AG3A3mCWllSTrmqiRi0bdf86dnLxjwxUKZs9VHmLSovacveZ+k1O+4OO/7s/oWvjzkVtYQO+BtN9NNa1yav78bQlb0FuIlKwYTl6s5pz3ROnnmvq2FAZ04hCr5VKOlX4tOs544TxU8nqx6S9HPj7vMseufJRLerixwnPz/JHh/pMeJ3gz18XNrLkNN0x916eiaz+Y9MyFU+WEdCECgcwJowJ3zC2i2ONRWTJweEuMd5pzrKyczTtGMWHaB2VF/6kL2MckpnHj1zoQhl/zfRTczj0azUFra/gsFAgoiUgaPM2mTD8aXck6ZnPNc506jXycOoeLRP2i9ijFWzTj92RF7qJjM5p8fc5lloqiYeNHp5u60auOBhtYf6WkYG/KSo+C0ayFU8YyfmZ2+d3Dstus+ccVu2LABP+QLFSzWgUAnBNCAO4EXzFT90OWjGWmrOfHND9yy8tvY6GP3yIxmFpZIJ58VbLlcnOzS6sr/PugmvnPA0CPc4852WoreD2YvzCHSp9smECPvj5xWOvsfeoLqfmmEXeJjMmnFY/3mcRLuIUZ5zqWGv565T64t6bcyCQ9VGaRrvZ9N0tsmCIzmbpQMV3dJTD8tOmTB9C8TDrgW/Wtlxbqu3AdrQwAC/gmgAfvnFNJRCWllsTrBvYoTDb8m/d+2Kwe/PZdk9nd6nWj/WQOmbhxyq+e76L6vuH7Q3tv4VGjuBw1pAgpb7NQ/ATANy3Z83DXfMpNn2VN4NK8mzptdgi6nvT8XTLWJ6wRG2yoKJLuX0vsjPcblHRudhV16m1BaSZ7ZoxGGfTZ/3a0KKyHChYAqBdCAw1hW/VBrDuPM0iemqTT/xrIr3z1y2XVv9BrfIjMyOEuNlWEMTZVb6y+xPsxk9iAJ8kzpk8KQvp1IfNAymZiwlnO+zLnMuKQ9wKw/kSbaKTYIHmH4c0X1jnFk0vYV450axkZ21fFzayy/nZY14tO0flsGv1F/9muvvdasyiIjKQgoSAANOMzFSklfPkhmQjXFsQE0hh8QPHL2qT/WCXN4qtv+5J8AuKaGM/prdNOhwn37zJ36e2iqyRTTfDzewmSawGVPlq8/F9xpFzNkzhdVGpxjf/z2a89gxE1dffzcWsgh5umO/gddc/+9omKD6oqLhCCgMAE04J5QsHEmrd4TN8t53eEVp/5YpyeEpsYYfvwTgKucE0uXPZTd8KlhezB5JhbbhgpE1YzzHa4fdHf78+eCHKt+FTG2p9IglbYeP3POv9rkNC4KJoZA51z8+N1PcsZ/tfvRdd63NuEfBCAQRgE04DDiY+vwCiSnWaZxJizlApsX6D3D3nt7GfFFjMmzHUsL/fo2aTKRsDdelJjguaJiVsOXPzXgb7jLM35T4y+3KHWlyo0z77hy7/mxr+95pLwXw+sRu5Iaa0PApwAasE8iDFCzwI9/AtDUELF9UVpPnq97hju6t9eXU6496VqZC9YqgzTSO/ZWvfUqmbEVtZLh5P+7u/5dvHDGgWRns+GfT1VWd9ee2AcCEPhvATRgXL6evvwAAAmZSURBVBUQaL1nmOg2LvPs9u4Z7ujeXn8Qc22iXSbeUGVwPu4dP0lvsRKxg911/Nwa4+CF00uJhIRd88vv8idujIEABLpGAA24a1yxqgIFWu8ZZiSvlvofWfTzPcM/3dtLJMzgjGa2dW+vz3Q5sal2sV4n0PUbZkm7vOMzRVu3Hj+3xjjhrjuu/3xIn1f2Pry2N+EY2mfpMAACXSWABtxVslhXkQJn3jNM1xJ57+3lxI915lGgOTbxSuJUXmmU0rwwPx4/C+trpYILwwE16A8zvvvVNz/c/c+nn68Jx/7YEwIQIEIDxlUAgTYETt4zzFkxXUZE/WlJZx8FmmPTL+NEP1QZnPO8292SYn2SySS/IhkfDkcBBpkKynQnomM+fWLpjHDsjz0hAAE0YFwDEGhXIOkK+7UUQ7T/jYI3O8uUYxO/kmWW+XyhY6t3revOteXti6Unm72/ot7p36+oOxtD6/zk2ZZp5GFPZnz0sefZN57Rh2pdrAMBCAQmgG/AgXlhNAQCFshdoR/NZeGPlQbHBadOThxmGyrIVM2Itrtk7czGnV372NGE+8tidb3ca4losIYot/j5VzbJXL690PnPDwNOChMgAIFOC6ABd5oQC0CgY4Ecq7iEBBIqC6Q5Z45MTTXFNMfGWRlnN3HmyXJu75oXbyQW2cdqGPfedvSXqNhDxfvM5hN2/fWlMlGz0fn6XNQQAhDofgE04O43x44RJjDNKn599gmaY39YeqG91MVLLJM5F55mjFmlTwqeCBnRyV9wn/MgJ25kXL5PWvbLM7Dtg0dmc03zEsOOnQNDth8WggAE/BZAA/abCgMhEJzAQ0vEfPEHPo9xKilY4Fzd3irJw+wpskwVjLjbJWtzG3fm7w9uxx9n/fR2pvWcmFYQKNfx5C9vgbJfrr+HMyohT9Qiw/tflXVmH8yFAASCE0ADDs4NsyAQkMCKEnGwzKmaiO+RKXpmoXnfkTYX8D4XvDHuYWIsXyA+07Hd+GpAG/00OLnIeosssLXEeZkz9vCS1meMW0ak9tNEt6znRKkeQcgq+k/9nmDWxxwIQKDzAmjAnTfEChDwS8BkIm08JZcS8UxOPNdodr7V3kR9mvUqxlgFF/jG6KOHH/H3rU0n3850LG4x42yydw/nMuPPe1jH6K9ixKqJ2J8PneUoNteR26/AMQgCEOgSATTgLmHFohBoX8Bm0k8govXEaeUh5nzCbG67EaaOsPRrdrFyxtgFxFzZ0ifFJ5+g1d4/8cHSwcR03oeG7I1287v3WQtPfss2jSNtv+PiPIHxe0imPMN7zr+iPhCAQPgF0IDDXwNEEIECZaaEJBfTVTJO0YxYdoHZUd/ut+Ghtnu9fZQRnydtN65ra5xYbJ3BiS0iTmbnMsOq1jH2MckpnHg159Ss466c/PcaO/V35QgsFVKGQJcJoAF3GS0WhoBvAatJ/zAj9qDMaGZhibSxvRnee4Y1MlUQ0a4orXxf61ubTr6dSSs87b2310OU21D6y7uNLZeLkwVGaznxZcYtziW+o8EICECgOwXQgLtTG3tBoA2B5Sb9aA2xGiL+10MUXWg27zvRFpT3nuGW3vGlRHSzR8OyKYPozHt7fzxyTo2JP9FsIc4meDjPKnrX+T7gIQCBnieABtzzaoKIIlCgzJQQ6yJdOSOeTkzONpQ0bG+PwXvPMHFhFQ0noiT53lPv7bWNThxKWqGac7ZDd9R1d/7OxqYI5ETKEFCEABqwIsqEICNFwGJKniYQX8o4n9fRPcMpN5UNomii+k35P99G9OO9vWyRzNjswnccGyLFDHlCQKkCaMBKrRziVq3AclPKIA3JNYxon4ei8tq9Z/gnAdzbq9pLAYmpXAANWOUFRnrKFDjlnuHbOPHs9u4Zxr29yqwvooaAVwANGNcBBHqwQOs9wzJnq48waVHrPcO/3NtLM0jmM3Fvbw8uIkKDQDsCaMC4NCDQwwXOvGeY/kp08t5e4sd0snsa7u3t4QVEeBBAA8Y1AAFlC5y8Z5izYnqPiA7REsMWyXtLEv5BAAIKFcA3YIUWDmFHpoC9MOlaOkFU8PT+NyNTAFlDQD0CaMDqqSUygQAEIAABBQmgASuoWAgVAhCAAATUI4AGrJ5aIhMIQAACEFCQABqwgoqFUCEAAQhAQD0CaMDqqSUygQAEIAABBQmgASuoWAgVAhCAAATUI4AGrJ5aIhMIQAACEFCQABqwgoqFUCEAAQhAQD0CaMDqqSUygQAEIAABBQmgASuoWAgVAhCAAATUI4AGrJ5aIhMIQAACEFCQABqwgoqFUCEAAQhAQD0CaMDqqSUygQAEIAABBQmgASuoWAgVAhCAAATUI4AGrJ5aIhMIQAACEFCQABqwgoqFUCEAAQhAQD0CaMDqqSUygQAEIAABBQmgASuoWAgVAhCAAATUI4AGrJ5aIhMIQAACEFCQABqwgoqFUCEAAQhAQD0CaMDqqSUygQAEIAABBQmgASuoWAgVAhCAAATUI4AGrJ5aIhMIQAACEFCQABqwgoqFUCEAAQhAQD0CaMDqqSUygQAEIAABBQmgASuoWAgVAhCAAATUI4AGrJ5aIhMIQAACEFCQABqwgoqFUCEAAQhAQD0CaMDqqSUygQAEIAABBQmgASuoWAgVAhCAAATUI4AGrJ5aIhMIQAACEFCQABqwgoqFUCEAAQhAQD0CaMDqqSUygQAEIAABBQmgASuoWAgVAhCAAATUI4AGrJ5aIhMIQAACEFCQABqwgoqFUCEAAQhAQD0CaMDqqSUygQAEIAABBQmgASuoWAgVAhCAAATUI4AGrJ5aIhMIQAACEFCQABqwgoqFUCEAAQhAQD0CaMDqqSUygQAEIAABBQmgASuoWAgVAhCAAATUI4AGrJ5aIhMIQAACEFCQABqwgoqFUCEAAQhAQD0CaMDqqSUygQAEIAABBQmgASuoWAgVAhCAAATUI4AGrJ5aIhMIQAACEFCQABqwgoqFUCEAAQhAQD0CaMDqqSUygQAEIAABBQmgASuoWAgVAhCAAATUI4AGrJ5aIhMIQAACEFCQABqwgoqFUCEAAQhAQD0CaMDqqSUygQAEIAABBQmgASuoWAgVAhCAAATUI4AGrJ5aIhMIQAACEFCQABqwgoqFUCEAAQhAQD0CaMDqqSUygQAEIAABBQmgASuoWAgVAhCAAATUI4AGrJ5aIhMIQAACEFCQABqwgoqFUCEAAQhAQD0CaMDqqSUygQAEIAABBQmgASuoWAgVAhCAAATUI4AGrJ5aIhMIQAACEFCQwP8HK4zFs3J0T9QAAAAASUVORK5CYII=</pentrails><costumes><list struct="atomic" id="6"></list></costumes><sounds><list struct="atomic" id="7"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="-48" y="81" heading="162" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="145,25.999999999999986,67.99999999999994,1" pen="tip" id="12"><costumes><list struct="atomic" id="13"></list></costumes><sounds><list struct="atomic" id="14"></list></sounds><blocks></blocks><variables></variables><scripts><script x="85" y="64.33333333333337"><block s="receiveGo"></block><block s="clear"></block><block s="doSetVar"><l>sideLenght</l><block s="reportRandom"><l>20</l><l>35</l></block></block><block s="doSetVar"><l>numOfSides</l><l>5</l></block><block s="doSetVar"><l>turnAngle</l><block s="reportQuotient"><l>360</l><block var="numOfSides"/></block></block><block s="setColor"><color>145,26,68,1</color></block><block s="down"></block><block s="doRepeat"><l>9</l><script><block s="doRepeat"><l>2</l><script><block s="doRepeat"><block var="numOfSides"/><script><block s="forward"><block var="sideLenght"/></block><block s="turn"><block var="turnAngle"/></block><block s="changePenColorDimension"><l><option>hue</option></l><l>10</l></block></script></block><block s="doSetVar"><l>sideLenght</l><block s="reportRandom"><l>10</l><l>25</l></block></block></script></block><block s="up"></block><block s="gotoXY"><block s="reportRandom"><l>-200</l><l>200</l></block><block s="reportRandom"><l>-180</l><l>180</l></block></block><block s="down"></block></script></block></script></scripts></sprite><watcher var="sideLenght" style="normal" x="10" y="10" color="243,118,29"/><watcher var="numOfSides" style="normal" x="10" y="31.000001999999995" color="243,118,29"/><watcher var="turnAngle" style="normal" x="10" y="52.00000399999999" color="243,118,29"/></sprites></stage><variables><variable name="sideLenght"><l>11</l></variable><variable name="numOfSides"><l>5</l></variable><variable name="turnAngle"><l>72</l></variable></variables></scene></scenes></project><media name="3.3 Drawing Polygon" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>