<snapdata remixID="10195757"><project name="Pinwheel" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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name="Stage" width="480" height="360" costume="1" 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" 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</pentrails><costumes><list id="2"><item><costume name="Untitled" center-x="240" center-y="180" image="data:image/png;base64,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" id="3"/></item></list></costumes><sounds><list struct="atomic" id="4"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="4.547473508864641e-13" y="0" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,255,255,1" pen="tip" id="9"><costumes><list struct="atomic" id="10"></list></costumes><sounds><list struct="atomic" id="11"></list></sounds><blocks></blocks><variables></variables><scripts><script x="151" y="227.66666666666688"><block s="receiveGo"></block><block s="clear"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>90</l></block><custom-block s="Make a circle of %s %s sided pinwheels that are %s units long"><l>10</l><l>10</l><l>50</l></custom-block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Make a circle of %&apos;NumCircles&apos; %&apos;Numsides&apos; sided pinwheels that are %&apos;SideLength&apos; units long" type="command" category="control"><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="NumCircles"/><script><custom-block s="Make a %s sided pinwheel that is %s units long"><block var="Numsides"/><block var="SideLength"/></custom-block><block s="turn"><block s="reportQuotient"><l>360</l><block var="NumCircles"/></block></block><block s="forward"><block var="SideLength"/></block><block s="changePenHSVA"><l><option>hue</option></l><l>20</l></block><block s="changePenHSVA"><l><option>brightness</option></l><l>10</l></block></script></block></script></block-definition><block-definition s="Make a %&apos;NumSides #&apos; sided pinwheel that is %&apos;SideLength#&apos; units long" type="command" category="control"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="down"></block><block s="doRepeat"><block var="NumSides #"/><script><block s="forward"><block var="SideLength#"/></block><block s="forward"><block s="reportQuotient"><block s="reportProduct"><l>-2</l><block var="SideLength#"/></block><l>3</l></block></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="NumSides #"/></block></block></script></block><block s="up"></block></script></block-definition></blocks><variables></variables></project><media name="Pinwheel" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>