<snapdata remixID="8686439"><project name="U1L3-Pg5" app="Snap! 5.1, http://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" volume="100" pan="0" lines="round" ternary="true" codify="false" inheritance="false" 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="65.28739830649609" y="-19.612983562997417" heading="3.410605131648481e-12" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="145,26,68,1" 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="16" y="12.999999999999943"><block s="receiveGo"></block><block s="clear"></block><block s="down"></block><block s="setColor"><color>145,26,68,1</color></block></script><script x="12" y="142"><custom-block s="asterisk, branches: %s branch length: %s"><l>5</l><l>99</l></custom-block></script><script x="12" y="192"><custom-block s="polygon, number of sides: %s side length: %s"><l>6</l><l>100</l></custom-block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="pinwheel, branches: %&apos;number of branches&apos; size: %&apos;size&apos; backup: %&apos;backup&apos;" type="command" category="motion"><comment w="90" collapsed="false">The value for the input slot of this command determines the number of branches the pinwheel will have. </comment><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 s="reportMonadic"><l><option>abs</option></l><block var="backup"/></block></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="asterisk, branches: %&apos;branches&apos; branch 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, branches: %s size: %s backup: %s"><block var="branches"/><block var="length"/><block var="length"/></custom-block></script></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><block s="doRepeat"><block var="sides"/><script><block s="forward"><block var="length"/></block><block s="doWait"><l>.1</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="sides"/></block></block></script></block></script></block-definition></blocks><variables></variables></project><media name="U1L3-Pg5" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>