<snapdata remixID="14897647"><project name="U3L1- FractalArt MNewcott 1B" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAHP0lEQVR4AeyaaWwUZRjH/7M7s01EbcVCuEQ0wSgqeHAHNIEQ1MilUpUrJgKGUz4gkUKktkZEwSIgVNGAEi5DwDQkgorlkqCBhGgIYlAJED6ABESo6exu151Zdtpt2W53Z2bn3X3/G97Zmfd8nt/zS6G7+CJ8kYCHBHzgiwQ8JEABPYTPowEKSAs8JUABPcXPwykgHfCUgLwCeoqdh8cJUMA4Cb57QoACeoKdh8YJUMA4Cb57QoACeoKdh8YJUMA4Cb57QoACeoLd00OFOpwCClUO+YKhgPLVXKiMKaBQ5ZAvGAooX82FypgCClUO+YKhgPLVXKiMsyqgUJkzGCEIUEAhyiBvEBRQ3toLkTkFFKIM8gZBAeWtvRCZU0AhyiBvEBQwK7XnIckIUMBkZNifFQIUMCuYeUgyAhQwGRn2Z4UABcwKZh6SjAAFTEaG/VkhQAGzglneQ1JlTgFTEeK4qwQooKt4uXkqAhQwFSGOu0qAArqKl5unIkABUxHiuKsEKKCreLl5KgL5K2CqzDkuBAEKKEQZ5A2CAspbeyEyp4BClEHeICigvLUXInMKKEQZ5A2CAuZf7XMqIwqYU+XKv2ApYP7VNKcyooA5Va78C5YC5l9NcyojCphT5cq/YClg/tU0pzJyVMCcypzBCkGAAgpRBnmDoIDy1l6IzCmgEGWQNwgKKG/thcicAgpRBnmDoICO1J6bZEqAAmZKjuscIUABHcHITTIlQAEzJcd1jhCggI5g5CaZEqCAmZLjOkcIUEBHMMq7id3MKaBdglxviwAFtIWPi+0SoIB2CXK9LQIU0BY+LrZLgALaJcj1tghQQFv4uNgugdwV0G7mXC8EAQooRBnkDYICylt7ITKngEKUQd4gKKCLtd+6dStWvrnQxRNyf2sK6GIN9y1bhaLK9dB13cVTcntrCuhS/Wpra/HKpTDG6gVYs6gcKxa/h82jxqNiVIndE/NqPQV0qZz/XfkH3c5cMHefWLkNU0vXovDYb5i19mOzj5cYAQoY4+D49eh3e9AmHDH3vaUuiCPdO2LYqcMoat/O7OMlRoACxjg4fj28ZCX8Mf+w9+626He8BpqmOX5Orm9IAV2o4MWLFzH07BVz5+quhRhw5BvKZ9JofqGAzZnY7jl7/AQevxbCzrtux5BDO1FYXGx7z3zdgAK6UFn952M4dG97PPXLXhR37uTCCfmzZVoC5k/asUzqinujrtsTia1Dv8Tn+Hibh5r3dx7QrC84YxF2HdyPQSf24daiwthBvCYlILWAyvDBKDi9v6H9UQP1wwXwTRrT0BcdV8teh7ZnQ0Kfsc43ZCCUvr0S+tXyOSir3oZAIJAUOgcaCEgtYGBjJfRhkywaoYpV8I8bCfXFZ60+BIOInD4HX/9HoQ943uqv37Uf2oZl0Fa/jcjflxv1H7DueZOagNQCGnjUd+cab4j8ex3+ybFvKZQHuyM4dqbZH3xpNoyfgMaDtvkjU0aE6xG5FJNOKW6L8AdrjWGEl6+Df/xI856X1hGQXkBfn56o6zEcoZllULp0tKipVRWInPwT/vnTrT6lWxcEp5Qi9E70J+X4UVa/umQe6rfvRuTMeauPN60jIL2ABqbA11Wo/+kY9DHTrBacXAp96ET4ej9sTLFaYPd6hD/dYs2z1oybY/770ZrIm1YRoIBRTMp990DRVAR2rLGaOncyCs79GB01/jRqPh/8MyZY84w12icV0eeqRpN421oCFPAGqcDRaoQWLb/xBISXxv5dZ3U0ulFLpyM4YorVow8sge/pJ61n3rSeAAWMswpEv6e9es18Cldtgraj5Z9o/rdmAXoQ9d8eQMGpH8x1vKRPgAI2YqZWLoTedwygKEj1Mn550QeVILTs81RTOd4CAQrYBI66uhyRs+cRLlve0BYshf7YiIbnG2O4Xgvjl5ImW/AxDQIUsAks47fe8Oad8JfNsVqkLgitZhN8U162+vxzp8I3YXST1XxMlwAFvAmxQM1G1B/51RwxvuVQF0yHUngbwl9uN/uMS13/56DOn2bc5nVzOzkKeBPCStdOCL2x2Bwx3+8oNO8N4cJfbEfk1GkYX+OZnbzYIkABk+ALRP/K1QeXQFv3fuKMO4ugP/MqlF4PJPbzKSMCFLAFbL4RQ4FIJKEp0Y9qCn7f08IqDqVDgAK2QEud9xr0PqNhfixjfDQTbeHq78GXcwQoYAqW2meLEblwyZwVml0ObcsK854XZwhQwBQclUd6IDjwBeDyVSg9708xm8PpEhBXwHQzcXG+dvAr84Po+P8XdPEo6bamgK0oudKhHQJ/7WvFTE5JlwAFTJcY5ztKgAI6ipObpUuAAqZLjPMdJUABHcXJzdIlQAHTJeb+fKlOoIBSlVu8ZCmgeDWRKiIKKFW5xUuWAopXE6kiooBSlVu8ZCmgeDWRKqIEAaXKnMkKQYACClEGeYOggPLWXojMKaAQZZA3CEPAk9H02QAy8IDB/wAAAP//CNOztgAAAAZJREFUAwBNSntNZrd+iAAAAABJRU5ErkJggg==</thumbnail><scenes select="1"><scene name="U3L1- FractalArt MNewcott 1B"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="DrawTriangle Side Length: %&apos;sideLength&apos; Color: %&apos;color&apos; X: %&apos;originX&apos; Y: %&apos;originY&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input><input type="%clr" initial="1">rgba(145,26,68,1)</input><input type="%s" initial="1"></input><input type="%s" initial="1"></input></inputs><script><block s="up"></block><block s="gotoXY"><block var="originX"/><block var="originY"/></block><block s="down"></block><block s="setColor"><block var="color"/></block><block s="forward"><block var="sideLength"/></block><block s="turn"><l>120</l></block><block s="doSetVar"><l>nextX</l><block s="xPosition"></block></block><block s="doSetVar"><l>nextY</l><block s="yPosition"></block></block><block s="forward"><block var="sideLength"/></block><block s="turn"><l>120</l></block><block s="forward"><block var="sideLength"/></block><block s="turn"><l>120</l></block></script></block-definition><block-definition s="nested triangle size: %&apos;size&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%n" initial="1"></input></inputs><script><block s="doIf"><block s="reportVariadicGreaterThan"><list><block var="size"/><l>9</l></list></block><script><block s="doRepeat"><l>3</l><script><block s="forward"><block var="size"/></block><block s="turn"><l>120</l></block><custom-block s="nested triangle size: %n"><block s="reportQuotient"><block var="size"/><l>2</l></block></custom-block></script></block></script><list></list></block></script></block-definition><block-definition s="Triangles" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doRepeat"><l>3</l><script><block 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