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</pentrails><costumes><list struct="atomic" id="86"></list></costumes><sounds><list struct="atomic" id="87"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="0" y="0" heading="270" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="1,194,2,1" pen="tip" id="92"><costumes><list struct="atomic" id="93"></list></costumes><sounds><list struct="atomic" id="94"></list></sounds><blocks></blocks><variables></variables><scripts><script x="20" y="20"><block s="receiveGo"><comment w="90" collapsed="false">resets the sprite to the center</comment></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="clear"></block><block s="down"></block><block s="setHeading"><l>270</l></block></script><script x="20" y="150.6666666666667"><custom-block s="nested triangle, size: %s"><l>104</l><comment w="90" collapsed="false">unit 3 lab 1 outcome</comment></custom-block></script><script x="20" y="219.66666666666674"><block s="doWarp"><script><custom-block s="nested triangle, level: %s size: %s"><l>8</l><l>100</l><comment w="90" collapsed="false">this only works with triangles</comment></custom-block></script></block></script><script x="20" y="306.5000000000001"><block s="doWarp"><script><custom-block s="nested triangle, level: %s number of sides: %s size: %s"><l>4</l><l>4</l><l>100</l><comment w="90" collapsed="false">this is adaptable, you can change the number of sides </comment></custom-block></script></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="Fractal Art" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>