<snapdata remixID="11901181"><project name="Pinwheel Art" app="Snap! 7, https://snap.berkeley.edu" 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</thumbnail><scenes select="1"><scene name="Pinwheel Art"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="pinewheel, branches: %&apos;numOfBranches&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doRepeat"><block var="numOfBranches"/><script><block s="forward"><l>100</l></block><block s="forward"><l>-70</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>3</l></block></block></script></block></script></block-definition><block-definition s="pinwheel, Branches %&apos;branches&apos;" type="command" category="pen"><comment w="90" collapsed="true">This is a procedure used to make the pinwheel.</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doRepeat"><block var="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="branches"/></block></block></script></block></script></block-definition></blocks><stage 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="true" hyperops="true" codify="false" inheritance="false" sublistIDs="false" 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</pentrails><costumes><list id="36"><item><ref mediaID="Stage_cst_Untitled"></ref></item></list></costumes><sounds><list struct="atomic" id="37"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><watcher var="numOfBranches" style="normal" x="10.000000000000455" y="10.000000000000021" color="243,118,29" hidden="true"/><watcher var="motion" style="normal" x="12.244897959184073" y="12.244897959183689" color="243,118,29" hidden="true"/><sprite name="Sprite" idx="1" x="-237.6190476190477" y="-177.61904761904736" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="65.99999999999999,255,244.9999999999999,1" pen="tip" id="44"><costumes><list struct="atomic" id="45"></list></costumes><sounds><list struct="atomic" id="46"></list></sounds><blocks></blocks><variables></variables><scripts><script x="30" y="30"><block s="receiveGo"></block><block s="doSetVar"><l>numOfBranches</l><l>5</l><comment w="90" collapsed="false">The blank space is how many branches the pinwheel will have.</comment></block><block s="doRepeat"><l>2</l><script><block s="gotoXY"><l>-50</l><l>150</l></block><block s="setHeading"><l>90</l></block><block s="clear"></block><block s="setColor"><color>66,255,245,1</color><comment w="80" collapsed="false">Sets starting color.</comment></block><block s="down"></block><block s="doSetVar"><l>motion</l><l>10</l></block><block s="doRepeat"><block var="motion"/><script><custom-block s="pinwheel, Branches %s"><block var="numOfBranches"/><comment w="80" collapsed="false">Procedure used to create tell the turtle the amount of pinwheels it wil draw.</comment></custom-block><block s="up"></block><block s="down"></block><block s="forward"><l>100</l></block><block s="changePenColorDimension"><l><option>hue</option></l><l>10</l><comment w="80" collapsed="false">Changes the starting color to create the RGB colorway.</comment></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="motion"/></block></block></script></block><block s="doSetVar"><l>numOfBranches</l><block s="reportVariadicSum"><list><block var="numOfBranches"/><l>1</l></list></block></block></script></block></script></scripts></sprite></sprites></stage><variables><variable name="numOfBranches"><l>7</l></variable><variable name="motion"><l>10</l></variable></variables></scene></scenes></project><media name="Pinwheel Art" app="Snap! 7, https://snap.berkeley.edu" version="2"><costume name="Untitled" center-x="240" center-y="180" image="data:image/png;base64,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" mediaID="Stage_cst_Untitled"/></media></snapdata>