<snapdata remixID="12796434"><project name="U1L3.3 Modern Art With Polygons: for loop" 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="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="design number %&apos;number&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="down"></block><block s="doFor"><l>i</l><block var="number"/><l>1</l><script><custom-block s="square [side length] %s"><block s="reportVariadicProduct"><list><block var="i"/><l>15</l></list></block><comment w="90" collapsed="false">Use this square block in your code.</comment></custom-block><block s="setPenColorDimension"><l><option>hue</option></l><block s="reportRandom"><l>1</l><l>100</l></block></block><block s="setHeading"><l>135</l></block><block s="forward"><l>5</l></block><block s="floodFill"></block><block s="setHeading"><l>90</l></block></script></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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</pentrails><costumes><list 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s="hide"></block></script><script x="29" y="66.33333333333329"><block s="show"></block></script><comment x="141" y="19.666666666666657" w="80" collapsed="false">SLIDE 8</comment><script x="213" y="252"><block s="doFor"><l>i</l><l>0</l><l>15</l><script><block s="doSayFor"><block s="reportVariadicProduct"><list><block var="i"/><l>2</l></list></block><l>2</l></block></script></block></script><script x="102" y="109.66666666666669"><block s="doFor"><l>i</l><l>1</l><l>10</l><script><block s="doSayFor"><block var="i"/><l>2</l></block></script></block></script><script x="280" y="102"><block s="doFor"><l>i</l><l>0</l><l>12</l><script><block s="doSayFor"><block s="reportVariadicProduct"><list><block var="i"/><l>10</l></list></block><l>2</l></block></script></block></script></scripts></sprite><sprite name="Spiral" idx="3" x="137.8892116390764" y="-96.65875448365409" heading="330" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="31,235,255,1" pen="tip" 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s="clear"></block></script><comment x="141" y="19.666666666666657" w="80" collapsed="false">SLIDE 12</comment><script x="83" y="138"><custom-block s="design number %s"><l>25</l></custom-block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="U1L3.3 Modern Art With Polygons: for loop" app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>