<snapdata remixID="14679648"><project name="U3L1- Fractal Art" app="Snap! 11.0.4, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAQAElEQVR4AexdCXwU1Rn/ZzcHSdhc5CIJd2IIFmtFqSJVqkUpUFQsgnigiKgoSC1HqSKg1gtUBBUFRURRERVFRLwVFbVKPZAjEK4QQgghCbuEHCTZzvdm3zK7mcnOJmGvefntu773vWO+75/35p1jsos/IQE/SsAE8Sck4EcJCAD6UfiiaEAAUKDArxIQAPSr+EXhAoACA36VgHEB6Fexi8K5BAQAuSSE6xcJCAD6ReyiUC4BAUAuCeH6RQICgH4RuyiUS0AAkEtCuH6RgACgX8Tu10IDqnABwIBSh/EqIwBoPJ0H1BMLAAaUOoxXGQFA4+k8oJ5YADCg1GG8yggAGk/nAfXEPgVgQD25qExASEAAMCDUYNxKCAAaV/cB8eQCgAGhBuNWQgDQuLoPiCcXAAwINRi3EgKAPtG9KERLAgKAWpIRdJ9IQADQJ2IWhWhJQABQSzKC7hMJCAD6RMyiEC0JCABqSUbQfSIBAcBWitm8tS96F4xsZS6hm9zTkwkAepKQh3hLWAw2Z69kXKOL7mausPRLQABQv6xUOePMsYxubaxCXlQ35heWfgkIAOqXlSqnxRSLfrvHIk5yZ6aMU+URRG0JCABqy0ZXjMUUg5yoTrp4BVNTCQgANpWJVxTqgl/KnIOVRz/C/hOHvEormMUNqa3GgEXqeimTkfGXoFNEGnJ2XkFBYXRKIHRbQJ0CaC2bReqClXnszFnNgmOL72OusJqXgABg8/LxGEtdsBrT0ox7EbutP4rrD6tFC5pDAgKADkG01LE4umBl+uydl7Ngj8gsZISnoPuOYSwsrKYSEABsKpNmKSuOfoDbih9y8tBENA/k7hzOvAU57zDX2lDF3N2nrcEP1VuZX1iuEhAAdJWHxxCBalHGDCytWIMjDUdBXfDkksdYuvyct5nLLZs0OU3+Gw/MwTnRvcgrjJsEBADdBOIpaGs8zljGJg6TWrUtmFIyH/PT/8lo7tYgy/mM9GLmLOYKq6kEBACbyqRZirXhGIsn4A1q3w+vZv2Hhe84+ChzldaKzPuVQV/5g6ocAUAv1TU15XqWYl76ZOZSF0yepzpOw/MV76CywUZBYXRKQABQp6A4W7ypPfcyVzkKHpd4ORLMFqTlX8LihOVZAgKAnmXULIfFFNMk/lDuR4x2Z8k85gpLWwICgNqy0RXDu2A15ifTp+C5irfBBy5KngkHH8aSitU46ninVMYZyS8A2EptW1QmopVZ3pI4HBaplUzefrGSDKs0R3hz4hWIN7c3dJctAOgCC+8DBC49qcp6fsrY7ip5nLl8jrC8wYrJSVczmhGtNgVgqAqwwd7YZo/2ePpdeKZ8FSqk0fKFe8cjyRyHGSk3tln+wZaRAKAOjZnDTGxjgQ5WXSzTDi3A8cYabK4p0MUfykwCgDq0G7blbFTlfc04byiezdyWWCOKprNkx/K+gs1ehfKen7EwTWozjwEtAUCdSo/79nxsOP4TlmV4D8AXKt7F9rq9WJX1iLM05ciYJrUXHlmJWnudM94oHgFAHZput74KtrhaDP7pNh3cJ1loL+ATR17FTYmXoWdk15MRko9GwZLj/E3sMBJRYZGI336hk2YEjwCgBy1HjOiImkHy0cuqhHpEf9XXQwo5+pJ9t4P2Av6jw2iZ4GZXN9a6UeTg0Z5fYtC+iZguvSfKlNC2BQA19Dt37lxYVvVB/exMF46apEZY3uzjQgNOBiO2/pEFPuryNHO1LLXpm1zHfsLLLQPwSNokzJdazxP2eq0sQoIuAKihxqlTp8I2YhMbKNhP/xGnzwt3ch7LC0P8jDxnmDx/K/wHOTjR63vmqllRW89zkpUrKD12XsbofD8hnyOcLLWem2q2YVvtHhYfipYAoAetVjqWyn578TsQEMks+3Ei7GfHImJyFzant+dEMd7r/ISHnIDaXt8ynlmlz0mrI7HgW7h25bzL6NyyOjay3lz8AM6N7h3SNy4IAHKta7i8NVJGjxkzBr8MW4OlsxdhQtIIdIvIUEar+o85NrJSZN+Y0zE+aThoCxeF3Q0NWoi2JOMeckLaCAB6UK9NARzOSt0tge66hMGcBJordAZUPJQPrahML1mAIe37486kUSpcMqmrDkDLnMFvCwBq6HDekZdZjNXRHVKADzDUutuXsuawlY2Hyl4k1iamY3gyzNKKyiPpk5rEGZkgAKih/SkdrsM9pc+AumCaUiE2tQFGaX055pYtx/XxQ9C7XTZmJN+IOYcXE7shTGsfUgCwGQl2MCegf/SZaG5KJTU8CVOT5W36PKtZKeOZl7eYLNBGlh32NsopMLIRAFTRA017LK1cA5pEzohIUeHQR+It5iNlL+lLoINrS+1uxnXf4SXMDXZLAFBFg3TR5NiEYSoxLSNNTx6De0ufbVlit1T0SkCke1NuxoNlS8kb1EYA0Efquy/1VlZSu639mNtSi68h07tnBE5Ojrc0P3+nEwD0sQZqem2U3uLsmFcmj7K9Ld4mTQtdtPdWqL17eptXIPALAPpBC2EIw5Tk66RR9iKvS6cW8IKYs7xOF6gJgheAASBRao1aU40HUuXtXXSNm9586B1wdqo8yo7ceq7eZAHLJwDYCtUQGFqR3JmUdls3oBG0d9BJ1PAoQV/X6zvG9ag0D8k8QWgJAEpK67P7Wsn2/kfdofep1FOYYWLTPjMOPaXO4KCqlTlNmoecWep9d+7I0q+Oya+lB0jhV1j+zGqSkT+IuXotZWukN40nvofS7mAscdsvYK67pdXq3i9153S2JHpbP/ckAR0WAJTUwzeHFueux2WFd0kUfT8tMOhL3TyXtecG1NlPYEH56y6MaqD/3a6rGA+dLanO28hG2Y8deYXRAt0SAJQ0RJtD6cJJWgF5t7N8cFwie/ypgcFjIi8YIsMiMClpFP645wZnKiXou+wYyui/9XiDuVWN1cylUXbfdqdjjW0DCweyJQAoaWdC8cOgCydpBUQK6v6pvY/pTuwF4/fdljFu05ZzYG2swq0HH2ThfaetZS63+D/EbQcfwp9i/4BhFvVunPMHgisAKGmBWr1D9eV4uXKdFNL/U7ZG+lO1nPNfyTeg4EQRekdlq2aSHt6B0Rd1nMHcYLAEACUtWUwxSAtPAm0wHXdA/62mvMWRsjilPwJ6/z034cG02xGNKNyedBX+WeL5CMAprVQbZS4AKAkyztxesuXf85kzmae7jk8r+KILpikiiykWX3d7gdWLwEiex9LlQ1DJ+RdTMGiNAKCkOovUAkqOy48+rUAHy+8oedSFrgzQ9RrKcFv60x23rG7q7jqadW91y3I/BQ0+nq14qy2L91leAoCSqNUA+L7ta+yoLURB7X5ofXbrVLSANxyYLdUIKMn9iLnuVo296YH2WFM0bk28EvxzEe5pAjlsSAC+cvQDF50ou+BGaUls+qEFGGLpjwGxfdh3QOizW5Qgx+1DhO6tEfG01NDXNn+s3oplmTIAtfKxSN2xVhz/XETq9oFaLEh2uyhTk9FHEV4B0Ed1OuXFzCp9FrvrDuBtq3w7lVlaBqNCzygYJflM7FYCCpPhX0IiUG7Pdu3m+PsY8bXU0BW99x9+HiPjL8HZ0Z4/ZhPXDAB5HUp7fsymaxaXu344h+Lpokw6Ijqr9DkK+t2Y/F4DP1SAWq7ukZkYHncRRhfdjax8+Xjlr9muqw5UNWvjcVB3TFdl0Kk2onHT2i74/D1j2RW9M1PG8Sw9uhaV91W1RARUOns80e37JfReu6TiHcxJvUUtmc9pBgWg/A03unmAPjRTlLsOvXeNVBX+qk4Pg7pjtUgCshrdEy1h2wDG8k039S31/B+CMblZFh0toDLJwo7TWLBj/qW4dN8dyAhPYZseGDEALEMCsN7egG+P/wrlzQObe6zETmnQ8a7tS91qsTqu7dCb4OqifzPWyrwvmKtl/ZL9Gg7Wl+EVlYlxiylGK5kmnU7nHcz9EK9nPQi6q1CT0Q8RhgQgnVY7L+aMJuLOieqMyywXYmSRvpUEm13+blyTjNwIL1WuZYfWX5MA4BalGowzx4IOsl+bMBhnFLi2zBSnmkiFSDc4EJmel/7pEs1xoGs/bj948qJMivenMSQAPQl8ZZb8OdbfF1zdLKunLpgODs0tW44xCUPZofVmM1NERiAcX1RtYu+ev2avVMSAXWrkQlAJ0CXoe90uTLIpbnh4uqN8VXDWDvndVyULn5EEAJsRNXWF+XX7sNb2lSpXo70RWl32Ra04ODSocCKbAlJ792yuC6aR/aKKNzEhaQTc75exKgDIH6botHUoa6jEssr3OMnnrsnnJQZZgbmRXTDU8if8ff+0JjU3SZM21GVftf9fzji+IfSzri0/B7y+80Jcf+BeZ55Kj1YXPKzwLtDI/rbEvyvZnX6bNJp3BhQe6pa31+517rBRRPnEKwCoU8xvdpKX5M7adY0zRXiYLL43pJFyxnZ5NzVtCHUytMKzPPM+ljqvwBVQFrdRMA0wiHGNh32M1gZ55E+83Jy5azTM0j/Rw2kT8WzHfzNylx1Dmesry+SrgkKlnP/1WIGttbuxzvYNIsIicN2Bmfi46jsU91x/Sh5xW/aboPe5txyT5hbHKHjg3gmsPBpgMI+KVXSiFK8flZf0lO+Amfl/Zdw/93iVuUqLVmJWVJ6aZ1GWw/2GAOD31b9h8L62uxatV1R39I7ORk1DLV7OvB8DY0/t8Uh6n7tSmjS/pugefFP9C5ui+bjrM1yHmm5WRCpGSSsstL5MLeC4Ynmr2YHcD1TT0KT1n2PPxjUJcmuuytTGREMAkIS/rssCJrr+e25ibmuswYWT0Ck8DUPi+rNsztntejsWI7axRccFLo7ti6ssA/EXR+unt4i/WS5Ap4g0PJ8xs9kkCx2T1s0ytXGkIQCo7H7oG20tlSG/BXVdZxnMcWZ5H+EP3Zdjc20BPjz2bYuyXmtTH2XzzEbsn87uiaZjAzQI2ZL9Bgrq9mO19XPOourSNi1a86XW89yY3qo8noinOt4gADwOOrJIwiTlkeuNoRaP+OmCcnK54e9jFKZt8pe2P8+rU3WUjsxT5W/gSpVRtmWbfKZjVaeTE8e8zE+P/YDfRfWg5JqGtmkFypqvViUNAUDqgulzB1pC0KIvOPI6Ck+UgLd47nwcDEo6nS+hcGr+QHJ0GcrnLccom3ZAX7DnZpbOlreBuUrrWGM1FpavxC1Jw0ErN8q4YPQbAoC0c/nzrs9ho7T+u7H6V4962llXiMUVb2NSh1HoHJGuyc+7YCXDO9Yv8PXxn0G7UX6u2YFPqv6rjFb183zofumPuzyDDd20L58cENsHE5NGquYTjERjANAxCdtPWv/tF30GLpJWKbSUdcX+KciJ7IzxicObsCypWO1C43sFiVhrrwPdKX153AD0jzkTNPF7ZrvT8Bdp4DBk353Eomlq7LV49eh6dr80fT9YkzEEIwwBQOqClbr7zLFKoRxN8osjV3eap2R18ROoiDBg73hyp/mZeAAAAcpJREFUpHXZGOb22XUtosIi8UCqPDdHRKtjp8yUQ/PxfpcniaRpVmQ+gNHxvpv60KyIHyIMAUDlKFgp40+kubSzCq7Bd8c3gy6OVMap+a2O1YQvui5mae4skcG6qYfrwSFKW48GrLdtxLy0yRQURkMCgQtAjQq3hMxbLmXauWXLUdpQjm+6LwVNUVy4R27VlDzufg7kGw/MYWmsKoMEnoZWKAZZ+vGgcDUkELIAHFp4suXhLRfJ4LfaXaD9eVOTr0eqOUl6V5PXSL/stpii8Z/DS5mrZv1SuxN0cOjFzFlq0YLWAgmELADXdp7PRqA0EuUtF+1Iprkz2p/HZcVbR9pNQrS7U8aSo2o+kUaoeg4OqSYWRFUJhCwA6WlpBEoj0R11+yiI11R2JFPrSF+79LSbhGUgrDaXQEgDkE6dkcQqe2qf8/hDdC7ow4PEJ4zvJRCyAKTztlqnznwvZlGilgRCFoDxZnmjgNaDBzDdUFULWQAaSotB/LACgEGsvFCougBgKGgxiJ9BADCIlRcKVRcADAUtBvEzCAAGsfJCoeouAAyFBxLPEFwSEAAMLn2FXG0FAENOpcH1QAKAwaWvkKutAGDIqTS4Huj/AAAA//9ffPSZAAAABklEQVQDAGIEbNqPCuNbAAAAAElFTkSuQmCC</thumbnail><scenes 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inheritance="true" sublistIDs="false" 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</pentrails><costumes><list struct="atomic" id="33"></list></costumes><sounds><list struct="atomic" id="34"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="0" y="-1.4210854715202004e-13" heading="121" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,212,51,1" pen="tip" id="39"><costumes><list struct="atomic" id="40"></list></costumes><sounds><list struct="atomic" id="41"></list></sounds><blocks></blocks><variables></variables><scripts><script x="20" y="10"><block s="receiveGo"><comment w="90" collapsed="false">This code segment creates a red triangle and the creates 3 blue triangles on each corner half the size of the red triangle. Then 3 green triangles are created on the corners of the blue triangles and they are half the size of the blue triangles.</comment></block><block s="clear"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="down"></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>255,45,0,1</color></block><block s="forward"><l>100</l></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>9,0,222,1</color></block><block s="forward"><l>50</l></block><block s="turn"><l>120</l></block></script></block><block s="turn"><l>120</l></block></script></block><block s="up"></block><block s="forward"><l>150</l></block><block s="down"></block><block s="doRepeat"><l>3</l><script><block s="doRepeat"><l>3</l><script><block s="setColor"><color>0,212,51,1</color></block><block s="forward"><l>25</l></block><block s="turn"><l>120</l></block></script></block><block s="turn"><l>120</l></block><block s="up"></block><block s="forward"><l>50</l></block><block s="down"></block></script></block><block s="turnLeft"><l>180</l></block><block s="up"></block><block s="forward"><l>150</l></block><block s="down"></block><block s="turnLeft"><l>60</l></block><block s="doRepeat"><l>3</l><script><block s="doRepeat"><l>3</l><script><block s="setColor"><color>0,212,51,1</color></block><block s="forward"><l>25</l></block><block s="turn"><l>120</l></block></script></block><block s="turn"><l>120</l></block><block s="up"></block><block s="forward"><l>50</l></block><block s="down"></block></script></block><block s="turnLeft"><l>60</l></block><block s="up"></block><block s="forward"><l>100</l></block><block s="turnLeft"><l>60</l></block><block s="down"></block><block s="doRepeat"><l>3</l><script><block s="doRepeat"><l>3</l><script><block s="setColor"><color>0,212,51,1</color></block><block s="forward"><l>25</l></block><block s="turn"><l>120</l></block></script></block><block s="turn"><l>120</l></block><block s="up"></block><block s="forward"><l>50</l></block><block s="down"></block></script></block></script><script x="20" y="1185.6666666666679"><block s="receiveKey"><l><option>space</option></l><list></list><comment w="90" collapsed="true">This code segment has a new block that I created called &quot;Nested triangle size:&quot; that creates a bunch of triangles and over time it creates one big triangle made up of smaller triangles shapes made up of more triangles.</comment></block><block s="clear"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="down"></block><custom-block s="Nested triangle size: %s"><l>100</l></custom-block></script></scripts></sprite><watcher var="size" style="normal" x="10" y="10" color="243,118,29" hidden="true"/></sprites></stage><variables><variable name="size"><l>0</l></variable></variables></scene></scenes></project><media name="U3L1- Fractal Art" app="Snap! 11.0.4, https://snap.berkeley.edu" version="2"></media></snapdata>