<snapdata remixID="8658563"><project name="L09 Fractal - Art" app="Snap! 5.1, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAALjElEQVR4Xu2dfXRT5R3Hv2nSpnlrSgO00q3ISwuITAqMNx31VGUIAxSmY6BTdPKiMMZ0MoYwRDmKR1QGyssOAnNzTAbycuhhiJ14eBuylreJUF4OnfW0hfQtSdOmCdnJDU1vmpvk3uQmN7393b9u7v29PPf7/ZyTm5snTxRut9sN2kgBiRRQEIASKU9tGQUIQAJBUgUIQEnlp+YEIDEgqQIEoKTyU3MCkBiQVAECUFL5qTkBSAxIqgABKKn81JwAJAYkVYAAlFR+ak4AEgOSKkAASio/NScAiQFJFSAAJZWfmhOAxICkChCAkspPzQlAYkBSBQhASeWn5gQgMSCpAgSgpPJTcwKQGJBUAQJQUvmpOQFIDEiqAAEoqfzUnAAkBiRVgACUVH5qTgASA5IqQABKKj81JwCJAUkVIAAllZ+aE4DEgKQKEICSyk/NCUBiQFIFCEBJ5afmBCAxIKkCBKCk8lNzApAYkFQBArCd/C7Hdb8jypSekhok9+YEYDuHm83boDY9xRxl78sdBKmujwDkUN5WsZg5qst+QypfOk1fAjCI1W81r+E8c8P2BV51jPKd02a93GlgicWFEoBBVDU19II57VrA2VOuUgx13wmFqgtqTpuQMdgcC186TU0CUIDVkxqnYa92O+xVa6DJXCAgk0KDKUAAhmDj8can8Yl2K2dE3ddDkH5XCfe5C8N8x1OME6Dt8SoRGEQBAjAMGkdcJ3CfciSyLf1RYfiGF0g1Z7KRcU8FWqxHkKy/j1dOZw0iAMM4f8j5BR5QFUABhUBG3HA0fI6UtAcF5nWucAIwiN+153J9Z8bM+Bz61BxBZGhz9qF8yx84c+ZVXsQvmnow5261VME0pEFQbTkFE4BB3Ky/NBbGvINourERqd1mR+T5RscWzE6Z6ZfLdSyi4jJJIgBDGOmyn0eSqisUyVnolQNcK+fnemtspbsKWYpMv6TWY+YSHXPcNMTGr6hMowjAEMY21/wD6oyfRmX9EOsYlOi/ZGqw90MVtX37OygUKl+INvv1qMaQyMkEoAB3lr0CrAjDAp8YPi2t5fOhz1kL6/8WQv/9d/mkdMgYAlCgbbs/BR55lDsp2Lnh1kIm4aS+WFC35prtUGdME5TT0YIJQIGOXS4D+rZ9QPbLZp9z2U/D7U5izt9qqUSKcazAToChriuOGg4H5FW5q3F/oxMKVev9pQsqbb7g+omQQABG4MLUR4Gdn/onch2rv1gIY79iNN/cDHXXZyPoxJ2y2fERnmhwMDVbe4hWPM6FCMAYC95YsRTa7Nci7vKM/QV8qHnfl7+0aSVeS13CvI62dsSDEjGRAAwi5ntLVejWfxtmzJjBRDjqDyDFOM4XPXoEcOzf3pfsfRG98ZU64DyEcSph36jUnstDl0GXmBrs/ViML5qaBGAI9W6eavv67c1NOsz+bSlyc9tuAK1Wb7JeH40F4XNPuL7CSOUPkWnJRZWhLHzC7Qi3y8LsKZQG3jnxDiQAwyjOhrA11OlKxptbhmL1+8dRtB+YOCn2tk1pfAK7tH8R1MhetZqJ12S+KCgvnsEEYBQAvr3hCOwHn4dh7MaYeGa5MgWGPruY2jemZqPbzgpBfdZ/ADQ+uw4vqucF5LGB9oAqFaQEoIC34FkvlSAvL8+XYXFbobVYoEy7AzVnMpFxT5UgQPgEO20n0FJyHpof/RJ3DwDOX+CT5Y3x3CK4dVYYFP73CK1v6a1j9rxVS/U2TQAG8bP9h5D2HwT6WYfhov4Uk32zSI2u45v5kyEg0vPhx3H4FPSTXhGQBdw7Ejh6wpvCHqvnNftapP6AQgAKsLX9IxEBqRGH1s9/Bsa1H/ryV70BLPL+aC+iTYprCDVQAjACGwttE1Gs2+eXaZ5cCNMeYV+1RdCaSfn4r8B079Mhzo3roTjXmCPtL2YeAchDTaftJKBIZSK1LYVwGG9yZjnLvoEqtz+PivxCKrPUyKoMfGv/rgLokc1do/1Xhc7Gs77ADEchGtK5x85vROJHEYA8NGVPCgg1QcC+azs0U+IzeWDcWODAwcDBt58QUXdhONIHnORxldKEEIA8dbeWL2Qi9Tmhp0Y1LFmItJXRT5+qXzQfxlVreY7OGxZqKljr9C5BBeMQTADGQWShLZr27UTqxKm+tMaKtk/AKt1wpKR7n3w/VAh8xuO2s/Zcb3QZdFXoMOISTwDGQObKbB2yKiKfau+8cB6qAXf7RuaZvu+Zuu+Z1pWUnOU34upqoHt3CPrJQAwuOeKSBGDE0sUmsWbKWGTs4ri5A2Cv3gBN9zl+jbdtBZ56OjZjiUdVAjBGKtfNeRLpGz4Srfrvv+2DHUYjZ71frxuG6T/5F3PulrMGpvyOs14NASgaIoGFmg8fgrqA/zSq6vze6F4a/F7N8yP5B1X3+zXyHivwzHm5fdzN2o/hxYlUmgAUSUiuMo4TR5Aykt/SHO4mOxSpmpCjaV0mhB3UesyzHIhn8ywJ0pE2AlCAW3WsRYeSkr+HtL67w2bXznwcXbZ8EjbOtmYVdAsWhY1jL5gUavGksIUSJIAAFGBEw+VJSOu7V/Tl2Wwb1kA3p3Mu90YACgDQE+q0nYJS3YdZoJLvVtk7A1lXa4KG36qrRVI6/3omSy+mltkQuIAm3zElShwBKNCJ92qfg0Pb9oyOnX5H+XJMNXinqtgrV8M0OPz8wBujBqLb8f+GHYW9ciXcSPbFyWVpYAIwrPWBAbPsC7BJ47+GNNcxdqZlxWIYlkW36Ln1+izoe25CY8ViaGWygDoBGAGAoVLqL45hThv7edeDYW/2v22D5ufev4Bg3kInjIFpf2BcqPpy++sIAjBCAJX1GXAZvfd17P1Q5RxlX0LZ0/vHNy3XjiK13/QIu8snjQCMs5dVBWnIPNwAS9FcGMavj3P3xGtHAEbhyVz7b5js9Zp3BFWp+/sIpP/s9q/aBWXKL5gAjMJTR90eFB+fjHEPCyvyA+tonNUfC0ja4yzCw9YWpKRPFlawA0cTgBGYZy41wpRfD2djKS5cycegQfyL5PYGyq4CN91mdFWY/BJLXWcxqNm70lVrD/6VO2YkARihb/Vl42HMLWKyp08DPt4urNC65k2Yp57lSxpvewxFuh3Ma3ZtYVU7XjQBGEfP5swCNmxqa7iy6W0sSX0pjiNIvFYEoEieDBkMlJwOXuz4MWDUaP/zLWhBMpKRYxmIckP4b0NEGmpClSEARbTD6QRUbWuL+1U+dhQYfW9gs5yGgShP65zwedQgAEUE8N13gIXeJzN+29zZwHrW+kWN370ObQ/vD43Y+yIOpcOUIgBFtmrLZmAmj9V47dXeVU813V8QeQQdqxwBGKFfjrq9UCi9U6g8v8NQd/E+uzObARPr6UrfXsBljllTbucNJl6h6hbhCOSRRgBG6KOjbjdS0h9hstn7nteFBUBx4OL2EXaSdxoBGIW/1uvPM9n6nh9wVlmxHFi2PIoGnSCVAIzS5PlNL3NWKB73JE7+ue2hny5H2DIbUQ6rw6QTgFFapao3wWkM/B1u2a0r6N2ihFJ9J8z/UcE01BllJ3mmE4Ax8LXANh6HdUVoNm+F2tSBly2IgTbtSxKAIoj8nP1X+JPmj5yVGi49hLS8z0ToIs8SBKBIvu53/hMTVD/GXdYR+FpPc/34ykoA8lUqTNxXrhLkJvVBuoJ7/RaR2siuDAEYpaX1lx7wVbiouInhuWeirNi50gnAKP22XHkMhj47YK98C5os7kcyUbaQdToBKIK9TutRKLX5UCRpRajWuUoQgCL47QFQpeeYayVCbbmXIADl7nCCXx8BmOAGyX14BKDcHU7w6yMAE9wguQ+PAJS7wwl+fQRgghsk9+ERgHJ3OMGvjwBMcIPkPjwCUO4OJ/j1EYAJbpDch0cAyt3hBL8+AjDBDZL78AhAuTuc4NdHACa4QXIfHgEod4cT/PoIwAQ3SO7D+z+zLMfVX3RYrAAAAABJRU5ErkJggg==</thumbnail><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" volume="100" pan="0" lines="round" ternary="true" codify="false" inheritance="true" sublistIDs="false" scheduled="false" id="1"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="0" y="-8.526512829121202e-14" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="235,203,0,1" pen="tip" id="8"><costumes><list struct="atomic" id="9"></list></costumes><sounds><list struct="atomic" id="10"></list></sounds><blocks></blocks><variables></variables><scripts><script x="28" y="11"><block s="clear"></block><block s="gotoXY"><l>0</l><l>0</l></block><custom-block s="nested triangle, size: %s"><l>80</l></custom-block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="nested triangle, size: %&apos;size&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="down"></block><block s="doIf"><block s="reportGreaterThan"><block var="size"/><l>9</l></block><script><block s="doRepeat"><l>3</l><script><block s="setColor"><color>230,17,0,1</color></block><block s="forward"><block var="size"/></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>23,20,255,1</color></block><block s="forward"><block s="reportQuotient"><block var="size"/><l>2</l></block></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>0,240,15,1</color></block><block s="forward"><block s="reportQuotient"><block var="size"/><l>4</l></block></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>235,203,0,1</color></block><block s="forward"><block s="reportQuotient"><block var="size"/><l>8</l></block></block><block s="turn"><l>120</l></block></script></block><block s="turn"><l>120</l></block></script></block><block s="turn"><l>120</l></block></script></block><block s="turn"><l>120</l></block></script></block></script></block></script></block-definition></blocks><variables></variables></project><media name="L09 Fractal - Art" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>