<snapdata remixID="9573654"><project name="U1L3-Pinwheel" 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="true" hyperops="true" codify="false" inheritance="false" sublistIDs="false" scheduled="false" 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</pentrails><costumes><list 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s="clear"></block></script><script x="10" y="216.83333333333337"><block s="clear"></block><block s="down"></block><block s="setColor"><color>145,26,68,1</color></block><block s="doRepeat"><l>4</l><script><block s="forward"><l>100</l></block><block s="forward"><l>-70</l><comment w="90" collapsed="false">4 sides astrick.</comment></block><block s="turn"><block s="reportQuotient"><l>360</l><l>4</l></block></block></script></block></script><script x="15.333333333333371" y="418.0000000000001"><block s="down"></block><block s="setColor"><color>145,26,68,1</color></block><block s="doRepeat"><l>6</l><script><block s="forward"><l>100</l></block><block s="forward"><l>-70</l><comment w="90" collapsed="false">6 sided astrick</comment></block><block s="turn"><block s="reportQuotient"><l>360</l><l>6</l></block></block></script></block></script><script x="330" y="106.00000000000011"><block s="up"></block><block s="gotoXY"><l>100</l><l>0</l></block><block s="down"></block><custom-block s="pinwheel, branhes: %s"><l>11</l><comment w="90" collapsed="false">2 astricks</comment></custom-block><block s="up"></block><block s="gotoXY"><l>-100</l><l>100</l></block><block s="down"></block><custom-block s="pinwheel, branhes: %s"><l>7</l></custom-block></script><script x="324" y="364.16666666666663"><custom-block s="polygon,number of sides: %s side length %s"><l>6</l><l>125</l><comment w="90" collapsed="false">polygon</comment></custom-block></script><script x="355" y="481.66666666666663"><block s="doFor"><l>i</l><l>2</l><l>30</l><script><block s="doSayFor"><block s="reportProduct"><block var="i"/><l>2</l></block><l>2</l><comment w="90" collapsed="false">counting sprite</comment></block></script></block></script><script x="727" y="152.0000000000001"><block s="down"></block><block s="doFor"><l>length</l><l>1</l><l>100</l><script><block s="forward"><block s="reportProduct"><l>2</l><block var="length"/></block></block><block s="turn"><l>90</l></block></script><comment w="90" collapsed="false">spiral sqaure.</comment></block></script><script x="329" y="300"><custom-block s="pinwheel, brancehs+ %s size %s backup %s"><l>8</l><l>125</l><l>57</l><comment w="90" collapsed="false">1 pinwheel</comment></custom-block></script><script x="364" y="577.8333333333334"><block s="bubble"><l></l></block></script><script x="185" y="10"><block s="setColor"><color>7,0,180,1</color></block><custom-block s="pinwheel, branhes: %s"><l>300</l><comment w="90" collapsed="false">set number of pinhweel.</comment></custom-block></script><script x="790.7275390625" y="348.0000000000001"><block s="down"></block><block s="doFor"><l>length</l><l>1</l><l>100</l><script><block s="forward"><block s="reportProduct"><l>.5</l><block var="length"/></block><comment w="90" collapsed="false">circular spiral.</comment></block><block s="turn"><l>20</l></block></script></block></script><script x="519" y="54.166666666666714"><block s="clear"></block><block s="setHeading"><l>90</l><comment w="90" collapsed="false">reset</comment></block><block s="gotoXY"><l>0</l><l>0</l></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="number of" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs></block-definition><block-definition s="pinwheel,+branches+ %&apos;number of branches&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs></block-definition><block-definition s="pinwheel, branhes: %&apos;number of branches&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doRepeat"><block var="number of branches"/><script><block s="forward"><l>100</l></block><block s="forward"><l>-70</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="pinwheel, brancehs+ %&apos;number of brancehs&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 brancehs"/><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 brancehs"/></block></block></script></block></script></block-definition><block-definition s="astricks, branches+branch length:+" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs></block-definition><block-definition s="polygon,number of sides: %&apos;sides&apos; side length %&apos;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="pinwheel, brancehs+ %s size %s backup %s"><block var="sides"/><block var="length"/><l>0</l></custom-block></script></block-definition></blocks><variables></variables></project><media name="U1L3-Pinwheel" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>