<snapdata remixID="9063552"><project name="Fractal Art Bonus 2" app="Snap! 5.1, http://snap.berkeley.edu" 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id="2"><item><costume name="Untitled" center-x="240" center-y="180" 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s="changePenHSVA"><l><option>hue</option></l><l>10</l></block><block s="doRepeat"><l>3</l><script><block s="forward"><block var="size"/></block><custom-block s="nested triangle, size: %s"><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><block-definition s="Nested triangle Size %&apos;Size&apos; andgle %&apos;angle&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="setColor"><color>9,0,189,1</color></block><block s="down"></block><block s="doIf"><block s="reportGreaterThan"><block var="Size"/><l>9</l></block><script><block s="changePenHSVA"><l><option>hue</option></l><l>10</l></block><block s="doRepeat"><l>4</l><script><block s="forward"><block var="Size"/></block><block s="turn"><block var="angle"/></block><custom-block s="Nested triangle Size %s andgle %s"><block s="reportQuotient"><block var="Size"/><l>2</l></block><block var="angle"/></custom-block><block s="turnLeft"><block var="angle"/></block><block s="turn"><l>90</l></block></script></block></script></block></script></block-definition></blocks><variables></variables></project><media name="Fractal Art Bonus 2" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>