<snapdata remixID="14606967"><project name="polygram art" app="Snap! 11.0.4, https://snap.berkeley.edu" version="2"><notes>Will take about 30 seconds for final sketch (on timers)</notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAAAXNSR0IArs4c6QAAE+5JREFUeF7tnXdAVMfaxh+KCgpYEERAiopoLBdQsURFErvYo7FFY1Rs0WuJvcSSRGMsN3oT2zUae2KJV8WKKAoWFPHDhlhQRAURsKCICHx3Dtl1wS1z2u7Z3TP/wLLvzLzzzI+Zc94zM8eisLCwEHKSFTCQAhYygAZSXq6WUUAGUAbBoAqoBTAlJQU7d+4EmZ0tLCyUDkrpc9OmTdGsWTODiidXzl+BDwA8duwYvL29+ZfMsgRHx8po2mkObO1ddeY8viMUWZmZjF3NmjV12ssG0lWgGICRkZFwcnJSjnyKEU8fP52cq2DI/DQqpdbNqoZnGSmMn9nZ2WjSpAlVPmMyysx7gZkJ6xD25CzaOwVits9geNhWMaYmUPlaDMDZs2ejV69eTMbz58+jUqVK6NKlC6ZMmcL8fc2aNdixYwfT8UOGDEHjxo2ZabBjx47Iz8/H0aNH4e/vj1atWqFBgwZ49uwZcnNzUbVqVaxcuVIJ9pgxY5jvtm/fjpYtW2L58uWo6uqGrxY8KbowBaC4Nd/8nS/K2lhi47407D9VNOqtnemG9NR7ygb6+flRNVaqRv++t4eBbaRnN3xfezisLazUutokagTOt1gj1WZw8qsYgAQwRWcS0Lp3746KFSsiIyMDx48fx/jx4+Hs7MxU5ODggAcPHuD69esYO3YsJkyYgOrVqzNA2tvbM7CRNGfOHAZg1WRnZ8d8JKOXu7s7c73p6eWNod+lo16Nsrh25zUD4PpvfeDsWBoZz/LgYGeNnhOvM/lWT3fFoweJyiKNZQQ8mRHHgFaxtD2+qzUMfuV9OHWa/6mhiGu1nlNeqWUqBuDt27eRmpr6wRRcu3ZtJCQkUE3NQUFBIFM5uXlhM3X71PJlAKRJ62a54e6tq0z5MTExmDRpEk02vdk8ffscM2+uw5EnMcyINsCtreB1p+VmYU9qJEZ5dhe8bH0W+MFNSFhYGGxsbPTpg7Iu/4AAVKxQUWvdOTk5OHv2DGOTlJSEYcOGGcRXRaUrknZh1s3/YIxXD3zvOxyWFpZ69Wd+4kbMqjUYlsyFi/ElOQxD2WcRTy8x06dTmQrMqFbfvjplTv2YuYf3Qkqb3fqpTMBa5DBMCTGfvM1iQDv+NJYBrZ9rGwHlFr+okJipOBD4o/gVCVSDWYdhfk7ahZkJa/FP794MbKaSYp/dxKPcDHSp0lzyTRIkDEPujqOionDx4kVBwjBEtUXjvDBtRVGoxcrSAvkF79dMCBGGWXh7C6bXHCj5DuLj4Ij4JVjT4Bs+RYieV5AwDInnhYaG4uXLl7zDMKTF5Onf/p/rYn9kJi5cf4lLN7KLCcE3DFPn5EDcaL1FdHGlUoHFgVYoDDklFXeK+SFIGIYEnkk8MD09HVIPw5hiMJeWrJFXlmB1fWmNiGYVhvnl3h6M8epJ218mabcvLRruNk4IKF9LEu3TuBxL6utUVVfp0CiZnZ8DOytbGlOzsOkcMwVhgYsN3lazWQ/4tiAPpS1LGVxwqTlQLbwXHhgwfmgWAK5L3o/hHl2k1veS8Se/sAA/3N7MrLjRdzJ5AFue+Rqnm/9b37oaZX2r7u9FT5dWqFKmkt78N2kAa0T0xZ1PduhNTFOpyO/UV7jc6je9NMdkAZyXuAHf1hqiFxFNtZKmUSNxrsVqUZtnkgDey0mFl62LqMKZS+H3c1JBFmIMqdZJlCZLZjWMvMlIlP4VrFCyQEOM5+WirYap7OiIZd284VneWqcIPX6/iczMLMaO7yajvamn0d2lpc46ZQNuCjgd7YL0dvu5ZVaTS7TVMC7OTiizpBGdo5OikPw0m/cmox4XZ+KvRt/T1Slb8VLgs9jZ2NVwAa8ySGaNq2HCw8MREhKCJUuWYODAgVi7di2zUppsRIqLi4OrqyvmzZvHLL1Xt8nIzbUqbJc2Zhy0/WoTcn4bBMsqPihITwIK3sGibEUUvi4a9Qonnsadx0W/k8Rlk1H5wx3xvMMh3oLIBdAr8FfqKfRwaUWfQdcIqLopKSIigllYUFBQALInRDE9ko1IZKOSlZUV8vLymL+r22Tk7eWJsssCVQAcDAtbB1g4OANvc1CQlaJ0J398JBKSi3bEkcR2k9HYq//CynrjeQlBm1kqK0uksPC0X9w8bPf/llY6tXZUq2HYbC5SbEbyreWjBFCXhwWTohGfeJ/TJqMLzxLQuELRP4jYSSrwKdopBQj5ai7qapiAAH9mtNSWcl7n4MzZs4yJFDYZafJVavBJBUK+s4/ewjBkWtV2lgvb1S2kA6Iy49GiUgO+/4Q680sVPilAyPc5O+cwTGHeG0R8EwRrS+3bAcvYVUDTBYcZrcii1a5du+rscBqD0PifsLbBZBpTXjZSh08KEPIRmHMYZs03/fFDg/d3rtqcyPo6mlmuT64lY2NjMWjQID4+w+bgp3jT6TivMmgyGwt8hoawbuQgXAvaRCPpBzYawzDdunVD7969mRDMyZMnmeMzyLkvPXr0gKOjI36bPlgJoG3oDuSs7YsyPRcChQXIvx2Nd1cOKit7OuoUcxYMSRcuXMDw4dx3oPW7NA/bA/jdedEoZWzwGRLCO68fokZZNxpZtQOoGoa5efMmXr9+jeTkZPj6+jKxOTc3N6xevRpt27bF1rmhxQDMi92Fd7G7YP2PrrDybIjcfe8heTzsODL/Pk5t9+7dWLyY20rcQ0/OoaNzU04NZZPJWOEzJIRZeS9RsZQ9G5kZW85hmF1Lp/zvKIqHVBWmj4zEw4cPmSn41atX6NChgzJf6YbOeBv7PgZIvlD3N6qKBDAydvgMBWHVY93xuO1e1j3AOQxToUIFNGwYoLPCrKwsXLoUx9jFx8czp2ippq1bt2Jg+TXKbYMEgC3PR2DAgAHF7BKyk1HbzkNnfXwMTAU+Q0HIRXu9hWGIc4qANrm2JMeyKRLpeNVUcg/rjIS1+KF2KJf2UeexPBCEgpBIantjMdRnsHp3aiR6uQSxkoZzGEa1lp9G90RgmUc6K24+eT1KudZl7Mi14NSpU5nftQGoj0N3TBU+fY+EA+LmY6v/HJ0cqBpwDsOonv/nsKYdKtjQHUuWPPiwciT86KOPGF/KDquDnO5OzO8Oi+7jedR95vc25yYgvOlyVg1ia2xq066m9ne5MA37Gy9iK4/o9hrDMCT0Qla7WFtbgxxcTm4cPDw8sGjRIpDrPxKe2bZtG+Ng5Q0hSgDLLbiBt4d+RKkmA2DpUgvZUz2LNeJ2v33Kzz4+PihXrhwSExPhm1h0zl+i73qQv29OOYIv3NuLKoC5wKcQUR8Qjr6yDL/Wn0jdbxrPhomOjmau01xcXJjzoslC0eDgYObZ7qxZs5hjd8mzW3JgpNu2Xu8BnH4OFnaOzCnPBWm38HpF52LOXOu5U/k5MDBQ+RoIxTSsrzNMzA0+fUG4PjkMQz2K97k2GjmHYVSnYK+dfamn4Mtdtimn4BYtWih9UwWQHHFbuXR56v8itobmCp++IGTTH5zDMKqV1K9fH87ORddw2lJS0j3cvXuXMSGjKwlwK1LT4UXTbZ/pX2Fi9c91FcX5e3OHTx8Q1j4xEAnBdKeP6f1sGC6rXjjTViKjDF9xQcS6Jkx6/RjeZatSdZtJbstU13IZPvU8iAUh7WWUWQAow6d9MBIDQtr4rckDKMNHNRNCDAhpajZpAGX4aBB4byM0hH8+OoE+rsFanTBZAGX42MEnxt3xoMvfY5PfTPMDkC18fS/Nw/SaA/APB/29+vXHO9swtUZ/bpSInEvokVCbuyY5As5N3IC5LE7GUth3jJmMQ4E/idq94U8vwsayNLOZirynZJB7e04LOcV0kvYOlsYHXQejywD+T8WSwHpHfI6kT/6g0ZeVzRdx32Gz/6wP8tSLHISrHPdUsHKA0lhIADc+OIQvq3XUWLMMoBoAiVq5BW+x9O4fmFHzC8pu02xmd6g9sjse0VoOeQ1P6zPjENl8Be/6+BYgJIC6fJEB1ACgQjjyMul+bm3gWMpBl5YffD/x2kosrfs1LFi8yfLWqxScz7qOge7tWNcnVAahAax1oj8Sg4tWTpVMMoA6AFQIVj9yMK4E/U7Vx2T7wOUXt9DX9VMqe3VGU26swuI6ozjn55NRaACTc9LgYVtFBlBTp7C5afk4ejSiP/5VY/9+cvafiGj2M5/+L5bXEKd+CQ0gaVBabqbaw8/lEZByBFSlIinnMU5nxDN3sIqkbZoRgkZ97YcmvooBoEf4Z0hus0uegtXBwGYEVM0/7cYa5gXWoR5dYG9dVgjOtJYRmXmZWUvZ2tFf1LrEAFCTw/IIyGEEJGIa8v0j5O5cTOjFAnD7w3Dmhk41yQCyBJDsVWleqR7noyiEHLrEmvbFAvDLyz9go98MGcCSENBOwYa8M9UGrtA3PmIBqK4N8ghIMQJWONIRz9pL+/xpIUI/CkDEBHB4/GKsazBFyaIMoBYA+16aix0Bc4WcNUUva8K1lVhedyyvesQEcFPKYQxyf382kAygGgBPZMTBEhYIcvTj1ZGGzFzuUDu86niUkwtiAljSIRnAEgAOiFuArf6zOXWcFDNpWgChzVexAVR9iaQM4N8ALrv7B150KDpK2NRSePpF2FgVLQGjSWID+PDNU7jZVGZckQH8G8Dld/806Rfd5OTnYuHtLZjvO1Qng2IDGBgVipgWa2UAFT2hCMMUohBkytpiQlMwaWONiM9xh8X6RrEBjH95Bw3sa8gAlgRQ8TkiIw5WRn4TQtrS/vw3ONxkCYvFYEUKiAng24I8lLYspRyF5Sm4xE2I6vwkxKuodM53IhjsenwSvnYeqG9fnVPpYgLocLhDsWttGUAtACp6zxgC0Qpf+b65SOwRsOR/hAwgBYAK0aT6KI74V+bgp8gV6N0pYo2Ah9PPo4NTk2IMygCyAJAoJ6XFCMSfIZcXYoPfdE5TraZMYgHY/eIM7G30gwxgSeFpFyOo5jPkcizix7msa3iWl40OzsVHFCFIFAtAdb7JIyDLEVBVRLIgdVGdEUL0OXUZ7wrz0Sf2W+xp9B11HraGYgCo6fJFBpADgHdfP0JU5hXlkvwqx7ohre1/2fYza3uP458h+dMPl7WzLkhHBjEAXJG0C+O8P/ugZhlAlgBq25Q0++Z/sMC36LB1IVOnmMk4KPKJDar+igGgJj1kACkBpN2Wuf5BGNpVboxqts68GfxvWhQ8bKrAv7wP77LYFCA0gI2ihuNii3VqXZAB1AHgyqTd6O/elvXGdNXnnWw6X2E76spSrKo/iUtW3nmEBvDqy7uopyEoLgOoAUDyyGjJnR2Y4cPvaI6A00NxqeV6aiiswlojv/NJansxDIUEkCyCsLUqo9FNGUA1AHpF9MG9T/4UrG9TczOxN/U0Rnp201imvt4AT9MoIQGseKQTstq/f3d0yfplAFUA7BQzBWGBi1k/vKfpVGIzL3ED5tT6sthZMRefJeBxbia6VGlOW4zodkICqMtZGUAA5IDKaTX7w89BPxf77uE9kdJmD7pemI59jRfq6iO9fy8UgGFPzqKzczOt/pskgAeenEGIs3RGFL0TxLNCoW6AesXOwu6G2gPmJgkg0V+GkBuFQsFHW7vJAihDSIvAezsh4Zt0/Rcs/WiMTidMGkDSeprrEJ0qmYGBkPARuX659xfGePXQqZykALz6Mgn17L11Os3WQIZQu2JCw8emfyQFIBvH2drKEKpXTAz4/E8NRVwruuC75AAkrzFoU7kRW76o7GUIi8skBnykhhvZ91HHzpOqTyQHIPGay25+qtbK14RKmcSC71X+G5SzsqHtDuluTLc6EIT8kEjqhrAxNPeRUCz4SB84HglBRvsD1N0hyRFQ4b0Y+x0UZZsrhKOvLsOv9SZSAyK2oaQBJI0/mREn2pnI5gah2PDtS41GV5ePWTEreQBZtYaDsblAKDZ8RPresXOws+F8Vr1gFABefnEbfiK+ydLUIdQHfKyoUzE2CgCJv0Kc/KlNJFN9dqwv+MZfW4F/1R3HmkOjAZC0rPKREDxlcYfFVg1Tg1Bf8BGdV93bi1Fe3dlKLt0wjKaWdI2Zjn2B4q2hO5B2BiESWhzKukf/zqBP+Lj6SPIZ1QioaOjORyfQ2zWYT7u15jV2CPUNX4PILxEftJFTfxglgJxayjKTsUKob/iIrDezk5nj4LgkowXwwZt0VLNx4tJm6jzGBuHoK8vwa339BplfvHsFB+ty1JqWNDRaAElDvr+1CTN9BnFuPE3GsLSz6FxF+74GmnLEtjEEfKRNzke74km7fZybZ9QAklb7nhiAm8FbOQtAk1HqEBoKPhrtdNkYPYCkgc2iR+Hsx6t0tZXX91KF0JDwkb3O3V1a8tLVJAAkCqy6vxejPNnHodioJzUIDQkf0U2IV5mZDIBEkFfv3qCcNf1aNDbwKWwJhPNvcQs5cKlPUx6vsi74I2CekEWyKuunO9sxuUY/VnnUGZsUgG/y3zJvBJKTeAo8z8vGbykHMcG7jyCVmBSARJG1yfsQ6tFVEHHkQoorUPvEQCQEbxFUFpMDkKjT4swYRDX/RVChzLmw1mfH4WSzFaJIYJIAEqV8TvTDreDtoohmLoVue3gMjSrURq1y1URrsskCSBRbcOt3zPYZLJp4plww7ckGfDUwaQCJOPdzUuFp68JXJ7PJX/JVWmI33OQBLCRLfsRW0QTKHxg3H5v9Zxc7u1AfzTJ5AImIu1NPoZdLK33oaXR1nMr8P+QV5OPTygEG8d0sACTKqntNlEEUl1ClQjzJ4NscswGQCFXxcCdkddB8XjFfMY0lv5R0MCsACSBcN88YC1za/Jx2YzUW1hmh9+s8bT79P9nf2z7gTN/uAAAAAElFTkSuQmCC</thumbnail><scenes select="1"><scene name="polygram art"><notes>Will take about 30 seconds for final sketch (on timers)</notes><hidden></hidden><headers></headers><code></code><blocks></blocks><primitives></primitives><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" 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</pentrails><costumes><list struct="atomic" id="7"></list></costumes><sounds><list struct="atomic" id="8"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="-134.99999999999977" y="42" heading="180" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,178.5,60.68999999999997,1" pen="tip" id="13"><costumes><list struct="atomic" id="14"></list></costumes><sounds><list struct="atomic" id="15"></list></sounds><blocks></blocks><variables></variables><scripts><script x="20.000000000000057" y="24.66666666666606"><block s="receiveGo"></block><block s="clear"></block><block s="doSetVar"><l>Direction</l><l>180</l></block><block s="doSetVar"><l>turn</l><l>120</l></block><block s="doSetVar"><l>move</l><l>50</l></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><block var="Direction"/></block><block s="down"></block><block s="doRepeat"><l>6</l><script><block s="forward"><block var="move"/></block><block s="turnLeft"><l>60</l></block></script><comment w="90" collapsed="false">Hexagon (Shape 1)</comment></block><block s="up"></block></script><script x="505.36523437499943" y="247.66666666666606"><block s="receiveGo"></block><block s="doWait"><l>25</l></block><block s="gotoXY"><l>-135</l><l>42</l></block><block s="setHeading"><block var="Direction"/></block><block s="down"></block><block s="doRepeat"><l>9</l><script><block s="forward"><l>130</l></block><block s="turnLeft"><l>40</l></block></script><comment w="90" collapsed="false">Nonagon (Shape 6)</comment></block><block s="up"></block></script><script x="269.99999999999966" y="12.66666666666623"><block s="receiveGo"></block><block s="doWait"><l>10</l></block><block s="gotoXY"><l>-43</l><l>-24</l></block><block s="setHeading"><block var="Direction"/></block><block s="down"></block><block s="doRepeat"><l>3</l><script><block s="forward"><block var="move"/></block><block s="turnLeft"><block var="turn"/></block></script><comment w="90" collapsed="false">Triangle (shape 3)</comment></block><block s="up"></block></script><script x="265.99999999999966" y="249.33333333333258"><block s="receiveGo"></block><block s="doWait"><l>15</l></block><block s="gotoXY"><l>87</l><l>0</l></block><block s="setHeading"><block var="Direction"/></block><block s="down"></block><block s="doRepeat"><l>3</l><script><block s="forward"><block var="move"/></block><block s="turnLeft"><block var="turn"/></block></script><comment w="90" collapsed="false">Triangle (Shape 4)</comment></block><block s="up"></block></script><script x="506.99999999999943" y="10"><block s="receiveGo"></block><block s="doWait"><l>20</l></block><block s="gotoXY"><l>-80</l><l>25</l></block><block s="setHeading"><block var="Direction"/></block><block s="down"></block><block s="doRepeat"><l>8</l><script><block s="forward"><l>100</l></block><block s="turnLeft"><l>45</l></block></script><comment w="90" collapsed="false">Octagon (Shape 5)</comment></block><block s="up"></block></script><script x="18" y="298.3333333333326"><block s="receiveGo"></block><block s="doWait"><l>5</l></block><block s="gotoXY"><l>-43</l><l>26</l></block><block s="setHeading"><block var="Direction"/></block><block s="down"></block><block s="doRepeat"><l>3</l><script><block s="forward"><block var="move"/></block><block s="turnLeft"><block var="turn"/></block></script><comment w="90" collapsed="false">Triangle (Shape 2)</comment></block><block s="up"></block></script></scripts></sprite><watcher scope="Sprite" s="xPosition" style="normal" x="10" y="10" color="74,108,212"/><watcher scope="Sprite" s="yPosition" style="normal" x="10" y="31.000001999999995" color="74,108,212"/><watcher scope="Sprite" s="direction" style="normal" x="10" y="52.00000399999999" color="74,108,212" hidden="true"/><watcher var="Direction" style="normal" x="10" y="73.00000599999998" color="243,118,29"/><watcher var="turn" style="normal" x="10" y="94.00000799999998" color="243,118,29"/><watcher var="move" style="normal" x="10" y="115.00000999999997" color="243,118,29"/></sprites></stage><variables><variable name="Direction"><l>180</l></variable><variable name="turn"><l>120</l></variable><variable name="move"><l>50</l></variable></variables></scene></scenes></project><media name="polygram art" app="Snap! 11.0.4, https://snap.berkeley.edu" version="2"></media></snapdata>