<snapdata remixID="12024784"><project name="fractual art" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAAAXNSR0IArs4c6QAADK5JREFUeF7tnQtwFdUZx3+IooiiqKg8VASBUBUEsVbaqsNYkFFqaR07HbTaFrVClYq2WK12WkeUAjLQAhWVOpW2lqFVqxallPHVoJVHEkQeIaAhhIckkPAMENL53N3JZrP37m7ua2++szPMAHfv2XO+/++ex3e+822bhoaGBsxlLJAjC7QxAObI8uaxX1jAAGhAyKkFDIA5Nb95uAHQMJBTCxgAc2p+83ADoGEgpxYwAObU/ObhBkDDQE4toB7Az49A5xNyqoHqh6sH0FH/t+Ww4whM66Wah6w3Xj2Acyrhnq6W3ffWw6lts66B6geqB/DO9fBsXwNfrn4F6gEUw5fXwfkn5koC3c81ALr0f/IzqK6HKT11Q5HN1hsAgXGlMKt3c7OPXgvDzoDbz8mmJLqeZQAEZmyF8d38hXcWKR/vh9GfwPMFMPhUXZBksrUGwCTWdeC7ewM808e68Z5SmOPTW2ZSpNZctgHQVreiDrq7FiJu98zsrTC2m4EvEz8EA6Bt1WtWwTsDrX84wLkNbnq+TOCnPCK6sBaGdLQMu3QPDD3dH77MmN6UKhZQ3QMu3g3DOsHLu+D5bRaAE84zYGTTAqoBHFoMSwc0Dru92sPwM+Dxz+BAPTwZwR9YegDmbYf2x8FjPbIpYX4/SzWA2w5Dl3aNw+51xbDEBtKR9WgDiD/wm2fC6CT+wC+vgP9dbn3rkc3wxIX5DUa2aq8aQO+CY+cRODsgNKtoH9y2Fub3gwGnNMq0rBau6mjgiwquegCjGsx7//wd8EYV/LkfPPqp6fmi2tMA6LHY1C3wYAsWIjLsyg7Jh7VWSNcjF0SVQuf9BkCP7veXwfSIQanOnG/kanjt0sYC9xyFW9fCnV3gprN0AhbUagNgkIUCPncvOJIFtK49AK/sgld3WcO1rLjNpdwPmCoAYVe7Al+/k+Hba+AfF6f61Nb1fdMD+uh5xzp4oSC50Ing+82nTf2ADnxS2sFjlp/QXI0WUAvgtAp4oLs/CrIr8qMuiTFJ1vM9vBkm2T5AN3wGOn8LqAXwqpWwbBCskTi/tVA0OBwiUYfdcKXqvUstgO/XwNdOs4R3YHRjsO4AFJzcFIxE8H3vE2sL7z+74cV+sHo/XNpBL1RRWq4WQMdIQ1ZBoR2G5Tbc5Stghb21Jv+frOcTZ/St9jZdqsPu0CIY1RnuTRChHUXcfLhXNYADPoLiK/xlEofylXaoVjaHXfciRk7rrdrbun2IqgG8cTW8fimU7LMcxrLyHeQ57xEWvn9WWQEL6byeKoeHzk9nifErSzWANUfhtOObi/KXHfBKFRzXBl7ql33Rao/C7MrWD59YVjWAydCSnu/NamseOKIE2h0Hr16SHRgHLoc7u8JYO2VIdp6am6eoB/CJcnjEM8w5w647c9aCz+GWzrCv3nLb3HEujMrQ/q5EaDtlf3rImh5M6glX26v23KCSmaeqB/AXm5pGPvvN+Rz4/CRYVgPjy6z93d5Z2N99rQrEiS5bemf4TB8yg0nmSlUPoNu0fvBdWwRvXxZegLmV8MFemNc3/Hf87iysgSE+Pd4lH1k/mJH2gufJcqg+mr/pRFQC+PAma0hzrvoGeCxBMOmjm+HxFMLr7yuFHu1hQoJtv0SYXrkSPhzU9FOB72OP20imA9L75uulEsA/7YDvnwOHG6z51eaD8JHL6ZwpMeUMigAjrhU5jZfsKj3YdEj3wvduDTxTmd/wmVUw4O0N/aA4dAxOykAUy793g2Tkmv8l6NouMY5+Pd/wYnjLc4AqUz+cTJarsgcUg8p+7Us7w53huHkNLMxCHN9Vq0Cyg7xtbw3KfHLm1ubDbiaByHbZagEUX9uqkBEwf9sJ3z0729KA9Hz3dYO7WuAPrK2HjnmQblgtgNnHKdoTvcOuzAllvirnVfxWx97Stx6Gbu2g2N5mnNHbyvwQt8sAGFKR5Xuzkxfwpxthye7gYVec1fO2WYuQjgH+wK110C2mKYgNgCEBvGx5+KDVkEX63ubt+cSNMzNEPkK/dCIzKuDmzvGFz6yCI5AikdMXZzjI1G+1O70C7o/oQ3TSiew5Ev+VsukBI0CYyVv94Evlec4cUMpIlE4klfLT9V0DYARLvrDdCkJI9xUEX2UddI0wh3PD51fXF7fDv6qt/DZt26S7NdHKUwegpF07vo0VXhX1klWoiJbOKwg+eZaE6S8NuR/thc95EY9fnZ3jAxM3WS6bXKQTUQegWwgJPhAgp1+UTqTClxUGPilNdky+EbB1J/f59Xx/qIQf+/gR/c6uJIv6Cd+qaHeqBHB/PXRoC6keIIpm6qZ3h4Uv7DOChl13Oe52O4fwcwGf1EklgKM+tqJhJF1G1OvBMpgaMXmR9xl+8JUfgrtLYX4BnOmTo3BxtfXSHL8rCL6yg425aLw/uue2WX5ECbbNxaUSwN9vtd6Q2ZIJeKoHhcL2fN7950TzwCD4BKqvrIQPBuW2x08Et0oA3cZ4aBOc0hZ+mYV8fkHwzayA+7qDH+ROOmF33YPgk1w08nanwR2tEP+W9PiZ7hXVAug+9+sYWU7JSbzemC7wrSTnPaqO+A+TycQKgk++O7bUemtnmKOYQfC9XgU32lHTuZzrBgGsFsDBK2B5giBUZ+/0vzXwQJnlernIdd7j+hJ4s3+QaRs/DwOfc/cNq63ndfLZ3326woqsDoJPypKTfIv6x3PYdVtOLYBr90M/n601N3xftc9kyPHM610LAHfvEoRhFPi8ZU0qB+mVJ9vHB2RfeOIFVpRL0CXnRHYcjuewawBMoJ47asSZuHvhCxLe/XlL4LtrPcz1OdB0DLhlDdx0JtyWgd2YKO1K571qe0AxojsPoDdkaeNBkD/uns9t+Hf2wDVJ4utaAp+ULxkR/A6ke4fdkv1WfGBJyKDadEKTzrLUAeiOanGcsGHmVF6jf70I3kuwPdZS+BIJ6/5x/HAdzAvI3ppOQDJdljoAHYNKYIEEfk7uFW5O5RVCMhb0OKm5POmAb/MhuNAu29szP7vNyrrfWi51AMqqdpq9k+Hu+WSH46wTwrlA3OKP3QAFHayzG+mAT8oeshIKB0GcI5nT9QNQB+DkLTDxvEZxJ5TB056tNfHziT/wJ90afWl+BncnM08VvitWWJHP8rqv92qg50nxjmQ2AKZgAXfPEubNSLLgkMgZ8c+5h90/bocfnJuenu+NarjBdvUEJUlPoemx+6q6HjAdCsySs7r7YU6f9MAndRpeAm/11zHsGj+gh8Iwb8n0A1dcJgf/Oo2NIx/44ryIDNktvXYdgbpjOoZdA6CHkmElsDjC1pp83Znzeed+sjqW17lKQqNrY3gOt6U/kEx9zwzBWJlQEzmc/Qzvhk7+fnTKXaxbMLfZrRLVckkHkPAvOb/rF+eXKWHzpVwDYESlvD2e/Fsub9o0J6RqzHp4zt5aW1QNIxIElUasRqu53QBoS7l0T3DqCj9XiwPgiZ8UsuL2IV+U5o7nkxRqd3eFRVUwIs1Z9FsDhaoAdOde9op3TRG8k+TkWSI/nwOglLfw1HW8cnJBs3i+qEN8awArbBtUAehs9BfWwoSNVpi6c1XUQfcEZ2+TOZndAPoNxWGF0HqfKgDdoU6Ty2FiiJfAJIJP5nMSNCpzPLl2L5xFp5vHcfXLv2L2pF9r5Slyu1UB6FjH2Y7zWkuS+Yx35WFJ1vMNK4bFAyx3zPsD4XQ7gnngmJ+x6rkpkYXQ+gV1ACYK+BQAxpXCLDsTVdDe7s7DcHY7uOXeB1nwu6la+Um53eoAlIM/s3tbG/4/t9/v0dPzfo8g+Byrp3pEM2X1WkEB6gB0jj56tZtTCSv3wrLa4OSQrUD32DRBHYDJLC89n4RDPdvXGo77tG86J4yNaq2oIioB3FIH53lcLs6wKz2hZE2QK99fApMPnKoE8OoieNfldPab8xn4soOvSgCX7oahdrozP/i+swb+noX3gmRH4ng/RQ2A4zbArD5NxQi72o23hPldOzUAXlcMSwaAvANYztNKWL43giW/pczP2qsBUNJUnGOntDA9X3xgVQOgY3IDX3zgk5qoAtDAFy/41AEYP/ObGqnqAY3c8bOAATB+mqiqkQFQldzxa6wBMH6aqKqRAVCV3PFrrAEwfpqoqpEBUJXc8WusATB+mqiqkQFQldzxa6wBMH6aqKqRAVCV3PFrrAEwfpqoqpEBUJXc8WusATB+mqiqkQFQldzxa6wBMH6aqKqRAVCV3PFrrAEwfpqoqpEBUJXc8WusATB+mqiqkQFQldzxa6wBMH6aqKqRAVCV3PFrrAEwfpqoqpEBUJXc8WusATB+mqiqkQFQldzxa6wBMH6aqKrR/wG9DFXkRlQ8JAAAAABJRU5ErkJggg==</thumbnail><scenes select="1"><scene name="fractual art"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="nested triangle, size: %&apos;size#&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="down"></block><block s="doIf"><block s="reportLessThan"><l>9</l><block var="size#"/></block><script><block s="doRepeat"><l>3</l><script><block s="setColor"><color>43,202,255,1</color></block><block s="forward"><block var="size#"/></block><custom-block s="nested triangle, size: %s"><block s="reportQuotient"><block var="size#"/><l>2</l></block></custom-block><block s="turn"><l>120</l></block></script></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="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" id="30"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="31"></list></costumes><sounds><list struct="atomic" id="32"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="5.6843418860808015e-12" y="-30.00000000000017" heading="345" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="43,202,255,1" pen="tip" id="37"><costumes><list struct="atomic" id="38"></list></costumes><sounds><list struct="atomic" id="39"></list></sounds><blocks></blocks><variables></variables><scripts><script x="95" y="44.16666666666666"><block s="receiveGo"></block><block s="clear"></block><block s="down"></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>255,10,68,1</color></block><block s="forward"><l>100</l></block><block s="doRepeat"><l>3</l><script><block s="forward"><l>50</l></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>5,224,0,1</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="setColor"><color>0,48,255,1</color></block></script></block><block s="turn"><l>120</l></block></script></block><block s="up"></block></script><script x="121" y="487.33333333333337"><block s="receiveKey"><l><option>space</option></l><list></list></block><block s="gotoXY"><l>0</l><l>-30</l></block><block s="clear"></block><custom-block s="nested triangle, size: %s"><l>100</l></custom-block><block s="doWait"><l>0.2</l></block><block s="up"></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="fractual art" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>