<snapdata remixID="11770937"><project name="U1L3.3 Modern Art With Polygons: for loop" app="Snap! 7, https://snap.berkeley.edu" 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s="doFor"><l>index</l><l>0</l><l>120</l><script><block s="doSayFor"><block s="reportVariadicProduct"><list><block var="index"/><l>10</l></list></block><l>2</l></block></script></block></script></scripts></sprite><sprite name="Spiral" idx="3" x="352.1349789754447" y="-268.83001390533565" heading="285" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="31,235,255,1" pen="tip" id="135"><costumes><list struct="atomic" id="136"></list></costumes><sounds><list struct="atomic" id="137"></list></sounds><blocks></blocks><variables></variables><scripts><script x="28" y="23"><block s="hide"></block></script><script x="29" y="66.33333333333329"><block s="show"></block></script><script x="30" y="113"><block s="clear"></block></script><comment x="141" y="19.666666666666657" w="80" collapsed="false">SLIDES 9 &amp; 10</comment><script x="140" y="127.33333333333334"><block s="turn"><l>180</l></block></script><script x="129" y="192.33333333333337"><block s="gotoXY"><l>75</l><l>-1</l></block></script><script x="152" y="355.1666666666667"><block s="down"></block><block s="doFor"><l>i</l><l>1</l><l>100</l><script><block s="forward"><block s="reportVariadicProduct"><list><l>0.5</l><block var="i"/></list></block></block><block s="turn"><l>15</l></block></script></block></script><script x="304" y="239.16666666666669"><block s="down"></block><block s="doFor"><l>i</l><l>1</l><l>100</l><script><block s="forward"><block s="reportVariadicProduct"><list><l>2</l><block var="i"/></list></block></block><block s="turn"><l>90</l></block></script></block></script></scripts></sprite><sprite name="Squares" idx="4" x="0" y="0" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="245,123,0,1" pen="tip" id="181"><costumes><list struct="atomic" id="182"></list></costumes><sounds><list struct="atomic" id="183"></list></sounds><blocks></blocks><variables></variables><scripts><script x="28" y="23"><block s="hide"></block></script><script x="29" y="66.33333333333329"><block s="show"></block></script><script x="29" y="115"><block s="clear"></block></script><comment x="141" y="19.666666666666657" w="80" collapsed="false">SLIDE 11</comment><script x="88" y="90.33333333333317"><block s="doFor"><l>i</l><l>1</l><l>100</l><script><block s="gotoXY"><l>0</l><l>0</l></block><custom-block s="square [side length] %s"><block s="reportVariadicProduct"><list><block var="i"/><l>5</l></list></block></custom-block></script></block></script></scripts></sprite><sprite name="Epic" idx="5" x="-123.99371069182394" y="138.23899371069183" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="139,0,163,1" pen="tip" id="206"><costumes><list struct="atomic" id="207"></list></costumes><sounds><list struct="atomic" id="208"></list></sounds><blocks></blocks><variables></variables><scripts><script x="28" y="23"><block s="hide"></block></script><script x="29" y="66.33333333333329"><block s="show"></block></script><script x="383" y="26.166666666666544"><custom-block s="square [side length] %s"><l></l><comment w="90" collapsed="false">Use this square block in your code.</comment></custom-block></script><script x="29" y="115"><block s="clear"></block></script><comment x="141" y="19.666666666666657" w="80" collapsed="false">SLIDE 12</comment></scripts></sprite><watcher scope="Explore" s="xPosition" style="normal" x="9.87539062500025" y="9.875390624999987" color="74,108,212" hidden="true"/></sprites></stage><variables></variables></scene></scenes></project><media name="U1L3.3 Modern Art With Polygons: for loop" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>