<snapdata remixID="11925957"><project name="Pinwheel " app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Pinwheel "><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 x="0" y="0" 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"><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="42"><costumes><list struct="atomic" id="43"></list></costumes><sounds><list struct="atomic" id="44"></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><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"/></sprites></stage><variables><variable name="numOfBranches"><l>7</l></variable><variable name="motion"><l>10</l></variable></variables></scene></scenes></project><media name="Pinwheel " 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>