<snapdata remixID="13105796"><project name="U3L1-FractalArt" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="U3L1-FractalArt"><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><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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