<snapdata remixID="14316895"><project name="U3L1- Fractal Art" app="Snap! 10.7.0, https://snap.berkeley.edu" 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select="1"><scene name="U3L1- Fractal Art"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="square recursion 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="reportVariadicGreaterThan"><list><block var="size"/><l>5</l></list></block><script><block s="doRepeat"><l>4</l><script><block s="forward"><block var="size"/></block><custom-block s="square recursion size: %n"><block s="reportQuotient"><block var="size"/><l>2</l></block></custom-block><block s="turnLeft"><l>90</l></block></script></block></script><list></list></block></script></block-definition><block-definition s="make shapes, sides: %&apos;sides&apos; size: %&apos;size&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><block s="doIf"><block s="reportVariadicGreaterThan"><list><block var="size"/><l>5</l></list></block><script><block s="doRepeat"><block var="sides"/><script><block s="forward"><block var="size"/></block><custom-block s="make shapes, sides: %n size: %n"><block var="sides"/><block s="reportQuotient"><block var="size"/><l>2</l></block></custom-block><block s="changePenColorDimension"><l><option>hue</option></l><l>10</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="sides"/></block></block></script></block></script><list></list></block></script></block-definition></blocks><primitives></primitives><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="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" 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</pentrails><costumes><list 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