<snapdata remixID="12786270"><project name="U1L3.3 Modern Art With Polygons: for loop" app="Snap! 9.0, https://snap.berkeley.edu" 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select="1"><scene name="U1L3.3 Modern Art With Polygons: for loop"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="square [side length] %&apos;side length&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="down"></block><block s="doRepeat"><l>4</l><script><block s="forward"><block var="side length"/></block><block s="turn"><l>90</l></block></script></block><block s="up"></block></script></block-definition><block-definition s="modern art [squareNum] %&apos;squareNum&apos; [size] %&apos;size&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="setPenColorDimension"><l><option>hue</option></l><block s="reportRandom"><l>1</l><l>100</l></block></block><block s="doFor"><l>i</l><block var="squareNum"/><l>1</l><script><block s="changePenColorDimension"><l><option>hue</option></l><block s="reportQuotient"><l>100</l><block var="squareNum"/></block></block><custom-block s="square [side length] %s"><block s="reportVariadicProduct"><list><block var="size"/><block var="i"/></list></block></custom-block><block s="turn"><l>45</l></block><block s="forward"><block s="reportVariadicProduct"><list><block s="reportRandom"><block s="reportQuotient"><block var="size"/><l>35</l></block><block s="reportQuotient"><block var="size"/><l>10</l></block></block><block var="i"/></list></block></block><block s="turnLeft"><l>45</l></block><block s="floodFill"></block></script></block><block s="up"></block><block s="turn"><l>45</l></block><block s="forward"><l>5</l></block><block s="floodFill"></block><block s="forward"><l>-5</l></block><block s="turnLeft"><l>45</l><comment w="288" collapsed="false">Sometimes it wasn&apos;t filling the last square so this is for 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</pentrails><costumes><list 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