<snapdata remixID="9903577"><project name="Fractal Art " app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAMRklEQVR4Xu2deVgU5x3Hv7vsqiBaDF5QxSho1FprrWg0nvGK8QoBRRHEExWt9Uy1/6R5nibaeDTtE63aaEABA4GAGuv1GEFNvNOU5vGMBw1VUBEE5JBlt8+sWdxrdt6Znd1Z1h9/Jbu/432/v48z7/xm5l2VwWAwgP5IAYUUUBGACilPaY0KEIAEgqIKEICKyk/JCUBiQFEFCEBF5afkBCAxoKgCBKCi8lNyApAYUFQBAlBR+Sk5AUgMKKoAAaio/JScACQGFFWAAFRUfkpOABIDiipAACoqPyUnAIkBRRUgABWVn5ITgMSAogoQgIrKT8kJQGJAUQUIQEXlp+QEIDGgqAIEoKLyU3ICkBhQVAECUFH5KTkBSAwoqgABqKj8lJwAJAYUVYAAVFR+Sk4AEgOKKkAAKio/JScAiQFFFSAAFZWfkhOAxICiChCAispPyQlAYkBRBQhAReWn5ASgGQNb1q1HkyZNeKn4z8VL+NveVKJGRgUIQDMxnz59iuMHDmBcZKSNxLq6OhzJ2YfxU6JklJ9CEYBWDGQmJSNqVrwNGVm79yByZhwRI7MCBKAdQfel7cXkmOkN3/zr7FnU1tTi1eHDZJafwhGAdhg4m5uHzt26ol1wsPHb1G3bMWPhAqLFBQoQgDyi7ti4CQmrVuKrgwcRPmQIWrRs6QL5KSQByMPAte+/R+nDEhTeuWN3TUjoyKMAAehAx9RlyzA93rkLj+Lr1/EwrBtvlselZRg8aqQ81WyEUQhAgaLpUpKgiZ0lqbSc7zdtgtC7XzgCAl+yiVFW8gj5Fy9g6NixkuJ7gxMBKATgniRo4iQC+JNv8sdbEL9ksU0mvs+9ASzWORCADErpMtKgmRrDYPncxNwn/+IlVFVWWrRxuCttP39/9O73G1Fxvc2YAGSoaP3JXKjatYf6le4M1oD+2lUYiovgM3R4g711b9H6/5kCe6ERAchY1LpN66FduYbJ2p4t98P0Bz5Lx6Tp07B/72eYOC0aKpWKKZ43GxGAjNU1/Phf6G/fsjiq2XPljpbqzl2g6hhi87XpNh/f7T7GoXiVGQEoopwsa0Ehm8QpU7H18wwRWW1NP3rvPYf+4YMH47WRjaO1QwCKRMFRW8aZlo2YYWTs+hRT58y268I1zgvvFDSa+9YEoJjKA9BlpkMTEQX4+Fh61tdDl50JTVS0yIjizWuqq5F3+AjGRrxl48w907h4LdtaVXxm+T0IQAma6vamQDM91sLT3mcSQjO72FtHcq2dtsFB6NKN/84LcwI3GRKAEoQ2tmX8/KDu19/orb94HoaqKsELFAmpHLrkpKbhrRnP+5ONsbVDAPKUOGnbdtwvLsK02bMREmJ7RavbsRWahESjt/l/yw2Zo3hnTpxAWI8eaNO+PRrrlTUByFPh8vJyDOveA6X3ilCrUmHe4kS07hSCBUuWoFmzZjCUlUF/7ozRWz1gIFQBAe5kryHXJ5v/gnkrliMreTci42cqMgZnkhKADtTLy8tDzPDXobWy8WvbBgmJixAIPWLjZkLVJdSZGjjleyU/H1+mZ2D1+39yKo5SzgSgA+Vzc3MxY8RIGwD927fDvIULUKtWIyp+DUJDrBF1Xznzr9XiwRdHMHLtJMlJufZRjk7F+9wjB/njR6Uuae0QgCynYLUK8xcvNp6CFy1dCq1Wi/KyMnx75gyqmw/FwD6+CGiplgyAM46bPy3DitkB0KUkQxNr+zKVUGzTUuKUHug7cCBa2llKmE7zQrGkfE8AMlyE3L112+Zf/56tf0dc4iKj99a0x0iM+ZkU/Z3yOXG2Gj1CtWjfRgOpTXDzCyjzOZkGZn6h49RgeZwJQAZVrdsdXL/N188Pv+ofbvQ+n1+DqhoDhvf3ZYgmn0nq/grMmNSiIaDQbUDrzNbtpH+fv4DqqiqLf2zWc5dv9M8iEYCMipq3ObJTUhERO8PCM2V/BWLNYGAMK9ks6YtyzHrb8kUpI1BBwVB3ZWtE22uem8/NHa0dApARgSPZORj2xlgc238A46Mioba6FVevBzIPVyL6TX/GiNLNamoNOHTyCSJG2+aq27AO2tVrBYPz3VLU19fjYGYWRk+ayHu7TzC4CAMCUIRY3EMAau7K187OCVwYe0clEeGZTXdllWNOpP3XRA0Fd6AvuCN4V8bRmpE78un1et4HHpgHymBIADKIZDLh1n5CuyOkfVmBmAnP12UiwjOZnr5UA73egKHh/OtNobWg0PfcQFjmyjRgASMCUA4VzWLknq9Glw5ahARrZI78LNwnn5dj3hThl+R1PC9TsT5Y65LB2wlKALpA6fU7SrEmoZXskfcdf4JRg3zR3Fe456jL2AvNlGmA1WP/Yl4tkH0CBKA7JAWu3nqKoof1srdlxK4xdelp0EQ/f1pG7MtV7lCLjoAuUlnuteCefRWImyxubWkEzt8f6r79jLNkWfu5SA7esASgCxUXe8TiG8r9knpw93xHDfITPVrdto+hWbgEfGtC0QFldiAAZRbUPJxcAH6UXIZl8dIe9zI8KoH+0kUYiu9J3mLEhRLRnRBXisvFdvZUzF1VB7RQo0+PprxD/WdmFjp2fpn3+7KTuRiyfKWrpyopPh0BJcnG7sQB1LqVD3p15d/83FE0FoC5nl2r1oF4pVcvm1CmbeaE+pfsM5LXkgCUV0+70TbuLMOqueJPoWIuPEwbaloPgO9zN0ybKQUByCSTc0b/K9bhRkGd6LZMUnY5ZkUIN5250RXfvYvb12/YbIBkvtWwc7NwjTcB6BpdbaKynErNncTac76NcQMkAtBNAHJpWK+KfyioQ2GxTvQRk8vR2PafIQDdCGDWkUpMfL05mmgd74r1wfZS/GGBtFt5h7KyMHTMGJw8etTuD+64cbpMqQhAJpmeGV04/TW+O3fOoUefAQMQPvg1XhuhdR131RwSpEGXjtJfdOI2L1r27rsiZqacKQEoUntHuw+w7EzAAcYdAQf9upndzFLWfiKn4FHmBKDIcnA9t05hoQjq0MHC815hIQp+uCn4vCDntCO9HAnRtle3rGtEkUP2aHMCUEJ5tm/YiAWrV1l42vuML3TFEz24I+HEEc0tTKxfMpIwtEbnQgBKKNmNy5dRcv9Bw9GOOyoGtm2Drj17MkezPtq9aKdek1AEIDMylobm6z2WtZ+9NMnZ5YiPaIlvL9eivFIvqe0icfge40YAOlEKrufG/fG9pCQU+ujXVejbsynSDlRg6Uzxt+qE4jeG7wlAJ6rEAdj62CEMdmI/5j8eD0C73o/Q+iWrHVfNxjV9/jwnRunZrgSgk/WxfuxdbLjvVixDzaQI3qtnqad3seNQyp4AdFJ542PvbdtC3Z39AsSU0vRuLh9kNy5fQcn9+0ytHSenoZg7ASiD9HWbP4R2xTuiIhkqK6HP+wo+459tq2ZvD5ZtH27AwndWi4rb2IwJQBkqZij8EfpbNwV3IzBPpdu1A5o5CQ0fWe/DYmx4h4YiqKNlw1uG4XpUCAJQpnKIWQvWn8qDSquF+tVBFtnlaO3INB23hSEAZZSadY8+vjfUuKNecEhHnD95SnJrR8bpuCUUASijzLqsDGgmvw1o+LflqM/Jgs+4CUBT+y8ZbflgHV4OC8P4qVNkHJnnhiIAZa6NLm03NDH8u9ULvZ/L3eYTc0tP5uG7PRwBKLPkxraMry/U4QNsIotZJ8o8LI8NRwC6oDS6f2yDZv5Ci8iGe3ehv3Fd1JWyC4bmcSEJQBeUxFD+GPpvTsPnjfEN0ev+ugna33nmy+EukIA5JAHILJU4Q/O1nvG0HBgI9S9+KS7IC2BNALqwyKa2jCfuSuXCaYsKTQCKkkuccf2xwzBcvQLNb5eLc3yBrAlAJ4rNbeQdM3KUw4cFJnQIRtjc+U5k8W5XAtDJ+mbvSUFEnOWPV5tCevujVE5KZ3QnAGVQ0d4Puty8eg0Pioq8+lEqGaQjAOUQ8WjOPgwZM9r4812mv63r/4zENb+XI7xXx6AjoEzlTd+5E9Fz5xqjcQ8VcBtG/rxTJ5mie28YAlCm2l44fRoGgwH9hwyx2aVKphReGYYAlLGsGbt2Qa32eWEepZJDOgJQDhV/ilFTXY0zJ3Ix4s1xMkb17lAEoHfX1+NnRwB6fIm8e4AEoHfX1+NnRwB6fIm8e4AEoHfX1+NnRwB6fIm8e4AEoHfX1+NnRwB6fIm8e4AEoHfX1+Nn9391YKTkcLnQJgAAAABJRU5ErkJggg==</thumbnail><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="true" hyperops="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="-5.684341886080802e-14" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="31,0,2,1" 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="171" y="60"><block s="receiveGo"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>90</l></block><block s="clear"></block><block s="down"></block><block s="changePenHSVA"><l><option>hue</option></l><l>10</l></block><block s="doAsk"><l>What size?</l></block><custom-block s="nested triangle, size: %n"><block s="getLastAnswer"></block></custom-block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>0,38,219,1</color></block><block s="forward"><l>100</l></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>245,9,0,1</color></block><block s="forward"><l>50</l></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>31,0,2,1</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></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="%n"></input></inputs><script><block s="doIf"><block s="reportGreaterThan"><block var="size"/><l>9</l></block><script><block s="doRepeat"><l>3</l><script><block s="forward"><block var="size"/></block><custom-block s="nested triangle, size: %n"><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><variables></variables></project><media name="Fractal Art " app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>