<snapdata remixID="8958154"><project name="U2L4FractalArt" app="Snap! 5.1, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAPyUlEQVR4Xu2dd1wU1xbHf1iCIApEsYCKgAWwa+Rp5KnYSzCGxFgjgl1sBDUmSsTCi4m+qFmxRZqKCvoUbNhbNCqIiiIQSzCACkTAAioq8D4zmx1311mYFZYLevYfPnu5956Z3365e8+ccy56hYWFhaAXKcBIAT0CkJHyZJZXgAAkEJgqQAAylZ+ME4DEAFMFCECm8pNxApAYYKoAAchUfjJOABIDTBUgAJnKT8YJQGKAqQIEIFP5yTgBSAwwVYAAZCo/GScAiQGmChCATOUn4wQgMcBUAQKQqfxknAAkBpgqQAAylZ+ME4DEAFMFCECm8pNxApAYYKoAAchUfjJOABIDTBUgAJnKT8YJQGKAqQIEIFP5yTgBSAwwVYAAZCo/GScAiQGmChCATOUn4wQgMcBUAQKQqfxknAAkBpgqQAAylZ+ME4DEAFMFCECm8pNxApAYYKoAAchUfjJOABIDTBUgAJnKT8YJQGKAqQIEIFP5yTgBSAwwVYAAZCo/GScAiQGmChCATOUn4wQgMcBUAQKQqfxknAAkBpgqQAAylZ+ME4DEAFMFCECm8pNxApAYYKoAAchUfjJOABIDTBUgAJnKT8YJQGKAqQIEIFP5yTgBSAwwVYAA1JH8XmdkcLZyRHeLdjqy8G5MSwDq6HO02tgcBXk3+NmT0QUm+kbIHndQR9Yq7rQEoA4+u3Vx4bhw9zAC+67hZz959zJm/b4aG53m4mFeDq2KSpoTgDoA0Cl8GvTxCAcHb1KZ3SfKHz4OY3VgseJOSQDq6LM7EuWD3g4+KrMvDneC9+ATQhsH6onBMh1dQcWYlgB8y8/p+atncNxsjYtu91Vm4L5uvc7KsLRxIx5A7j3niLQLdYP901MIcftT+Fr+60karj649V47KwTgWwLIDRu39gP0sx2NPfEBuFrtQ1wZ+wCWfnr8jDmogyw0RaHHGf69np8jeuAabuEx//4vj0L+5/vurBCAJQCQG5qacREN6nwkrGo3Mo5hQrtZ6BzUCj/03sSvftwqyK125o8vqKyK5KwABGAJAOy5zR69UvUxx/OCMEvoQgcM9YnCt+sNsa+KIeInyFc8br/3nXktlX0hOSsEYAnwez00M+UaajVsBcVP98AWqFKpAza4yr1g2/XVkTgxF/3CR7/hGW//xQnDpr92TLj+75OzQitgKSD4/aZx6NHTAw3v/gnrji4YutcFHR7Xxzej1ghOCGfmG/+6uGLUCIeGRvPtnLMyOy2JB/B9dVYIwBIC2CPIHJkvq6Hf2SQcbgTcR3vU1K+OjTXaoHXfqbANGYH6uIRGxkByIXBiZCJvsdtWW7ysBvS+XwVr67fGC4+Y99JZIQBLCKAsei0uZV3jox7co5nz6Yl81GPmKxM06DpKiHp4W1VF7rcu+HlCKL/aZW7wQHprIPn2ZWw3ysOdKQUIiNuCk8n78VXt5u+Ns0IAlhDAJus/xL9eZSPEoxDr9PUxKS+Pn3FC8GhhD5ibmorqDRog+14iTM1tBYsjInqhfdxtzJqXJLRNWF8TNoa1sb8wH1+1noHxbb/mHZh3NbJCAJYQQG64WNRjzq9W+Gm8HKwEf3/0fz4BPRsPhPPlHDx/8gDDfrwKO39LuOe2xezpEcJVRCf4Y3nsFizs/Qtsa7Xi25utM4Bf+2/eycgKAVgCAMWiHgXeMnj1LUTTrP0Im5yBC97eeDbJhX8OeP3it6hrYIyb1c2wrt9OcM8BDS9EYPTYQMEJGRDaHg6/JcDGogvMDEzw97OHuJR+DA0c7PBHdiJOVTHEHxNz3pnICgH4FgA2/qQ2zm+Mw6rEBdh6fQPMoI8YfCREPVp4tEA9+9Q3oh6eflVwDfm4qZSidcikExy+8OEjJY1wVrgaRaSk+xI9JJkCL2GG+2gm2DD1s0B75FT4yAoB+BYA5ubmwj7IiB9p8MoITa52xv827MOmY67Ynnkdoyq5odLzPcifEw/rSwd5R4Rb7bbGLsLpkZf4cYoULXVnhYsZt6llg647ZbD2Pgi7Z3mYFOuJm1m3sXrAISGykpB6HI1epSHmjyAc/sAUZ0bd4G1UtDQwAvAtAOSGyGQyLK80/Y3R1dJMMN54HnoO7oB2TZyE32tyJJSdFUVnhyALRI25i8gVLujvuYtvnhbuBJlaJs3Ap0cxa0SCYMNmXQ00qfcpDg3eonJd5TkNjADUEYDO/duieYte8A2ywManaUiaki/qrIiB1evhLswbcxef+lggwucu7wU7Bp/G4t2xKlfr1d4Q/730VGjbNN0SVZtYoaB5HfwOPfj1DeV/V54jKwSglgBytR6L2rmrfAXbxHbC/oAjCN/ghsETApF+6zzmRMyFecF5/DD7uRD1EEvRqvQ0CjFu14WvZc5ZiU67jOaDLmHa451IP38eu43S8Ox7X3jukkdQuK90rn358x2w2RqISRuyBBvDMo5j9tQ7xUZWXG37a3nnuulOAGqpK5c+VRieyTshCxI3I+zWMb7WIzQhAMOOB/COhFU2eMfB08EHMzsuEFK0mqE6jqKtSoqWMZJhjBT+KhSOh+VaE6DgEd9mFG+Pe+0aIvBIHgaHnhCcFat4IMn+9RgvDz3stAcqFwJJel2KTQPT8rZ11p0A1ELaojb5y8Kao7+1CzK278LqzqZokdMDe712IGymDF+unMZbcQ1qCrfeYcWmaKX+sAdLQgKEVTF81FB8ZGqKBrJ1/Njj7u78ox6zrG0YbfUJks+ewK1OHyNg4F58510LfSYdLdKGFres864EoBYSaxORiPLxgYOPPCU/wf8k7MZ2F92LqadouU+dgNtdk3Ev6yRuTnouXN3K/raYGSmPIyu/0rLikPnwFvZnRGFOp/9gua+VSmRFLA1Mi1vWeVcCUEuJNdV67My8CrMXuTg6+TnvNPx4pZYAYE5KJpxjfNDNvO0bRUnqKVpc33P3ZTh+VQZrs3aIvHcSWTWsMWT0TXgUvA73cTaa6t/FvbunsG9cJn8XXNuA5GSVyArXLpYGpuVt66w7AShRWm1rPVJ+ksFxsa+QjLCm9VTUCx8CF+tuKilas096YWBTedJCQDsv+H2bLdSThJz3xchO8/iox5A122G2ypePDSsyrNXrScQiK9ztKduQeLtl1o0AlCi1trUeIwfVxpm+8pVJvTBdU9RDYYNzVhLwElMuv8KUxfF8SpfH/lg87JOPQzWBwYb1caAwH9kFJm8UvxcXWZF4u2XWjQCUILXi0QfXtahajwVn5mOh4xI+IpHyoy98N0cLjgSXojVtsQksI1+naCmiHkG95iOglSfcr63g+4s5Ky+/GYNxEenYdGY+Rv9jQyzqoSmywtkojy8CUMtPRezBscKRSM+KQ90PW4JLyb+WmoJob3k9iOLFRSTmNPochvVMVNqfpj1UaVN+cHzi1/FYZFYNIzfuQpM1/kjLScUw+3EaU7TEIita3mKZdicAtZCb3/g/eiTk+SmGKjb5rwpe4ZedHTHD5QKCnZvBde8N9Altg8PD5BGMJXv74PO0+Wg5qRf/XlGYHrfuqEqbwllp+WtNxLo/QKi3A84lFUK2TTUSIuYQif2BlOfidwKwCADVT7jivlofXTn8Rq2H8iY/8HoIVl8/Bo/AE3CPTMKW5QPxxfQQzA6wxL78J0jyKMA2T1/cG2mA2kZ2SFl2Ao6LhgvOCmejjqEp76wE/zYXrv9eitj0aOybOwNdlvgJz/c0Fb+LRVbKS9RDTGoCsAgAxYrGi9vkc47ExBjg5Y1K2NbfDvun7ITfkZFY8beBUJiuVwgsbyE/I2ZW4k4U/hP1UHdW6vkZoy8e4ySALgeArfvlxezKzoqUyIoWi3yZdyUANUiuKeqxIK86aji5CSuWsiPBp1gdHsAf17G0uyFaL1mNAY7uGBs5FF2txqgUpse19MX9uZHY/aE+4sdnYcaRUTiYFI4apkOFU7QaGhrAxtSWfwwz4EAyfIOPqTzCkRJZKXOitDRIAGoQTFPUY9kvn77xoFd5ipkbTWFtbINrITFoGFsVdrVa87++8TAFdatWhnF1c/79ykEJGJBuBD3ko6lJY74tye4xqunXRFhWApzs3LC462phauXIiqJRLMtFPbKiJQ9l3p0ALEJysU2+WKhLfZPvHDYEPQOvwanfZLSZMUOwoByRCBzWA3U/MkLVru35Wo/NM23QedZ6RMcHICE3FYs+Oy2MU4+sKBwYKZGVMidKS4MEoIhgRUU9+saFY+nibH6UWERiZfRCrIn5CXMim+GroOM49/SO8HWtcFbs7+cjvn5lvjDdx6AKnJ038HPtTVyF4w/0RE/ROrJvC8YNnyXqrCg/pyzPUQ9yQiT+dRa1yfdIuYi9DeWll0WdcKVIn/KuXx2b5r9OGuXG3Nm3D93+cubnsMgyRof7epCtkUOt6RStRqstoaeXzPeRGlmReLtMu9EKqCa/8moitsnXP/yTylEampyVyaEJsFklf2zCvRTOimtYMvQWTObbo+P9Mff8UtQzs0OI854iT9GKPLwCEV+fElZesSN/lR0iplRpYZwALEIssU3+xOQ4lcOExJyVXttaoHNYFSGFfnfXrvjs9Os9ncLkw5wU+Oztj5XD41T2e2KnaL24E4uzM1XnKM+1HlIZJAA1KMWBJXWTryki0ad2WxzIScXafjvQY4Ujev7wO+ZlFAgWm6w3QY9qgzRGVpQvLTjYCa6u794pWgSgBgCVIxKaNvmanBW74M5omRwFT5uv+dlTnmQg7twZ5A20go2xBR4Y1cG8j5fxSQvFRVYUNqY/S+IBLO4UrfIc9SAnROr3glo/KelT6hEJU9yG+Ys0PPlA7qycCpiMn1+Eom5+Ng5pUZhelEMkduTvW94is2G0AmohvXrUQ+FgaIpIWOQ2QEazDrBMS0ZE5SdYFzUFif+cmKooTC8usqKwMXxtXUwcJC9y13Tkrxa3Um66EoCl8FGIOSs1nx5BxIhERO34HlYdP8OXVwKQ9ywWvw9XdSSKi6woLk/5sCOurbzXekiVlQCUqpSWzorLti5Y2uV7HLrgjYsGtRH8yQHRwnQpkZXi0sBKeAtMhxOAJZS/KGelXmYMvD4/WWRhenGRFe7ypDgrJbwNZsMJwFKUXt1ZMTdqiHOuyUWmT0mNrBSXBlaKt1GmUxGAOpBbG2dFamSlotV6SJWVAJSqVCn0e9vICme6otV6SJWLAJSqVAn7lUZkRf14tvJc6yFVLgJQqlIl7FeSyAr3lV7Raj2kykUASlWqFPu9TWRF7BStUrwkZlMRgMykf52ixRWNF5cGpv6PDhledqmaJgBLVc7SmexdqPWQqgQBKFWpMuqnjbNSRpekUzMEoE7l1X5yKc6K9rOW3xEEYPn9bDT+75ByfMlaXxoBqLVkZT+gItZ6SFWJAJSqFPXTiQL/B077cC/y7rGlAAAAAElFTkSuQmCC</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="false" sublistIDs="false" scheduled="false" 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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="20" y="-60.00000000000034" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="29.600000000000026,148,0,1" 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="17.19999999999999" y="10"><block s="receiveGo"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="clear"></block><block s="setColor"><color>255,196,179,1</color></block><block s="down"></block><custom-block s="nested triangle, size: %s color: %s"><l>50</l><l>6</l><comment w="90" collapsed="false">Recursion with triangles.  See inside.</comment></custom-block></script><script x="11.799999999999983" y="724.8"><block s="receiveInteraction"><l><option>clicked</option></l></block><block s="gotoXY"><l>0</l><l>0</l><comment w="90" collapsed="false">Version you get by copy paste for squares</comment></block><block s="clear"></block><block s="down"></block><block s="doRepeat"><l>4</l><script><block s="setColor"><color>255,208,92,1</color></block><block s="forward"><l>100</l></block><block s="doRepeat"><l>4</l><script><block s="setColor"><color>168,255,229,1</color></block><block s="forward"><l>50</l></block><block s="doRepeat"><l>4</l><script><block s="setColor"><color>158,0,89,1</color></block><block s="forward"><l>25</l></block><block s="turn"><l>90</l></block></script></block><block s="turn"><l>90</l></block></script></block><block s="turn"><l>90</l></block></script></block></script><script x="17" y="328.2"><block s="receiveKey"><l><option>any key</option></l></block><block s="gotoXY"><l>0</l><l>0</l><comment w="90" collapsed="false">Version you get by copy paste for triangles</comment></block><block s="clear"></block><block s="down"></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>255,127,61,1</color></block><block s="forward"><l>100</l></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>255,107,218,1</color></block><block s="forward"><l>50</l></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>158,208,255,1</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></script></block><block s="turn"><l>120</l></block></script></block></script><script x="18.599999999999994" y="166.2"><block s="receiveKey"><l><option>space</option></l></block><block s="gotoXY"><l>20</l><l>-60</l></block><block s="clear"></block><block s="setColor"><color>146,0,148,1</color></block><block s="down"></block><custom-block s="nested square, size: %s color: %s"><l>60</l><l>0</l><comment w="90" collapsed="false">Recursion with squares.  See inside.</comment></custom-block><custom-block s="nested triangle, size: %s color: %s"><l>50</l><l>-10</l></custom-block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="nested triangle, size: %&apos;size&apos; color: %&apos;color&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doIf"><block s="reportGreaterThan"><block var="size"/><l>2</l></block><script><block s="doRepeat"><l>3</l><script><block s="setPenHSVA"><l><option>hue</option></l><block var="color"/></block><block s="forward"><block var="size"/></block><custom-block s="nested triangle, size: %s color: %s"><block s="reportQuotient"><block var="size"/><l>2</l></block><block s="reportSum"><block var="color"/><l>10</l></block><comment w="263.5999999999999" collapsed="false">Note that the block calls on itself in its very own definition.  This is the essence of recursion.</comment></custom-block><block s="turn"><l>120</l></block></script></block></script><comment w="429.60000199999996" collapsed="false">This recursive block will terminate when the size value is less than or equal to 2.  Change this value to 40, 20, 10, 5 to see different levels of iteration.</comment></block></script></block-definition><block-definition s="nested square, size: %&apos;size&apos; color: %&apos;color&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doIf"><block s="reportGreaterThan"><block var="size"/><l>2</l></block><script><block s="doRepeat"><l>4</l><script><block s="setPenHSVA"><l><option>hue</option></l><block var="color"/></block><block s="forward"><block var="size"/></block><custom-block s="nested square, size: %s color: %s"><block s="reportQuotient"><block var="size"/><l>2</l></block><block s="reportSum"><block var="color"/><l>10</l></block><comment w="263.5999999999999" collapsed="false">Note that the block calls on itself in its very own definition.  This is the essence of recursion.</comment></custom-block><block s="turn"><l>90</l></block></script></block></script><comment w="429.60000199999996" collapsed="false">This recursive block will terminate when the size value is less than or equal to 2.  Change this value to 40, 20, 10, 5 to see different levels of iteration.</comment></block></script></block-definition></blocks><variables></variables></project><media name="U2L4FractalArt" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>