<snapdata remixID="8632102"><project name="APCSP U1L3--AsteriskandPolygon" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><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" scheduled="false" id="1"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="0.9999999999997726" y="-51.00000000000034" heading="0" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="8"><costumes><list struct="atomic" id="9"></list></costumes><sounds><list struct="atomic" id="10"></list></sounds><blocks></blocks><variables></variables><scripts><script x="75" y="79"><block s="down"></block></script><script x="146" y="79"><block s="up"></block></script><script x="240" y="79"><block s="gotoXY"><l>0</l><l>0</l></block></script><script x="367" y="78"><block s="setHeading"><l>0</l></block></script><script x="199" y="79"><block s="clear"></block></script><comment x="667" y="175.00000000000003" w="90" collapsed="false">Junjie Deng Started at 9/6 fininshed at 9/6</comment><script x="630.0000000000002" y="35.00000000000003"><custom-block s="pinwheel,branches: %s size: %s backup: %s"><l>360</l><l>1</l><l>0</l></custom-block></script><script x="607" y="67"><custom-block s="pinwheel,branches: %s size: %s backup: %s"><l>360</l><l>2</l><l>0</l></custom-block></script><script x="563" y="102.00000000000003"><custom-block s="pinwheel,branches: %s size: %s backup: %s"><l>360</l><l>.5</l><l>0</l></custom-block></script><script x="72" y="138.00000000000003"><custom-block s="asterish, branches: %s branch length: %s"><l>9</l><l>100</l></custom-block></script><script x="39" y="176.00000000000003"><custom-block s="asterish, branches: %s branch length: %s"><l>6</l><l>100</l></custom-block></script><script x="14" y="216.00000000000003"><custom-block s="asterish, branches: %s branch length: %s"><l>13</l><l>100</l></custom-block></script><script x="326" y="238.00000000000003"><custom-block s="simplify polygon, sides: %s side length: %s"><l>6</l><l>30</l></custom-block></script><script x="302" y="268"><custom-block s="simplify polygon, sides: %s side length: %s"><l>9</l><l>30</l></custom-block></script><script x="277" y="298"><custom-block s="simplify polygon, sides: %s side length: %s"><l>12</l><l>30</l></custom-block></script><script x="1081" y="58.16666666666654"><custom-block s="circle, size: %s"><l>.5</l></custom-block></script><script x="1056" y="126.16666666666654"><custom-block s="circle, size: %s"><l>2</l></custom-block></script><script x="1030" y="91.16666666666654"><custom-block s="circle, size: %s"><l>1</l></custom-block></script><script x="643" y="283.1666666666665"><custom-block s="polygon-pinwheel,branches: %s size: %s backup: %s"><l></l><l></l><l></l></custom-block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="asterish, branches: %&apos;branches&apos; branch length: %&apos;branch length&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><custom-block s="asterisk-pinwheel,branches: %s size: %s backup: %s"><block var="branches"/><block var="branch length"/><block var="branch length"/></custom-block></script><scripts><script x="13" y="207.99999999999994"><custom-block s="pinwheel,branches: %s size: %s backup: %s"><block var="branches"/><block var="branch length"/><block var="branch length"/></custom-block></script></scripts></block-definition><block-definition s="pinwheel,branches: %&apos;number of branches&apos; size: %&apos;size&apos; backup: %&apos;backup&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="doRepeat"><block var="number of branches"/><script><block s="forward"><block var="size"/></block><block s="forward"><block s="reportProduct"><l>-1</l><block var="backup"/></block></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="number of branches"/></block></block></script></block></script></block-definition><block-definition s="simplify polygon, sides: %&apos;side&apos; side length: %&apos;side length&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><custom-block s="polygon-pinwheel,branches: %s size: %s backup: %s"><block var="side"/><block var="side length"/><block var="side length"/></custom-block></script></block-definition><block-definition s="asterisk-pinwheel,branches: %&apos;number of branches&apos; size: %&apos;size&apos; backup: %&apos;backup&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="doRepeat"><block var="number of branches"/><script><block s="forward"><block var="size"/></block><block s="doWait"><l>.1</l></block><block s="forward"><block s="reportProduct"><l>-1</l><block var="backup"/></block></block><block s="doWait"><l>.1</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="number of branches"/></block></block></script></block></script></block-definition><block-definition s="polygon-pinwheel,branches: %&apos;number of branches&apos; size: %&apos;size&apos; backup: %&apos;backup&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="doRepeat"><block var="number of branches"/><script><block s="forward"><block var="size"/></block><block s="doWait"><l>.1</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="number of branches"/></block></block></script></block></script></block-definition><block-definition s="circle, size: %&apos;size&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><custom-block s="pinwheel,branches: %s size: %s backup: %s"><l>360</l><block var="size"/><l></l></custom-block></script></block-definition></blocks><variables></variables></project><media name="APCSP U1L3--AsteriskandPolygon" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>