<snapdata remixID="11888903"><project name="Pinwheel Art" 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 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"><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="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" 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</pentrails><costumes><list struct="atomic" id="36"></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="79.2248258769683" y="-104.4212867647782" heading="354" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,76.00000000000001,208.39999999999986,1" 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><comment x="411.33333333333337" y="96.00000000000003" w="242.66666666666666" collapsed="true">You will need 5 copies of this script.&#xD;To duplicate a script, right-click (or control-click) on its&#xD;TOPMOST block.  (In this case, the REPEAT block.)&#xD;You will see a menu of options. Choose &quot;duplicate.&quot;  &#xD;Move the copy where you want it.</comment><script x="19.33333333333337" y="13"><block s="receiveGo"></block><block s="doSetVar"><l>numOfBranches</l><l>3</l></block><block s="doForever"><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>76,255,230,1</color></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="90" collapsed="false">The blank space is how many branches the pinwheel will have.</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></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><script x="358.33333333333337" y="177.66666666666663"><block s="clear"></block><custom-block s="pinwheel, Branches %s"><l>4</l></custom-block><block s="clear"></block><custom-block s="pinwheel, Branches %s"><l>5</l></custom-block><block s="clear"></block><custom-block s="pinwheel, Branches %s"><l>6</l></custom-block><block s="clear"></block><custom-block s="pinwheel, Branches %s"><l>12</l></custom-block></script><script x="363.88313802083337" y="391.83333333333337"><block var="motion"/></script></scripts></sprite><watcher var="numOfBranches" style="normal" x="10.000000000000593" y="10.00000000000002" color="243,118,29"/><watcher var="motion" style="normal" x="12.244897959184119" y="12.24489795918368" color="243,118,29"/></sprites></stage><variables><variable name="numOfBranches"><l>6</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"></media></snapdata>