<snapdata remixID="10880781"><project name="pinwheel" app="Snap! 6, https://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" 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 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="1.5234036254696548e-11" y="-49.999999999999034" heading="89.99999999997954" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,144,144,1" 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="64" y="34.833333333333286"><block s="receiveGo"></block><block s="doSetGlobalFlag"><l><option>turbo mode</option></l><l><bool>true</bool></l></block><block s="setColor"><color>255,144,144,1</color></block><block s="doRepeat"><l>12</l><script><custom-block s="Draw a %n step pinwheel with %n branches"><l>10</l><l>25</l></custom-block><block s="up"></block><block s="turnLeft"><block s="reportQuotient"><l>360</l><l>12</l></block></block><block s="forward"><block s="reportQuotient"><l>360</l><l>20</l></block></block><block s="changePenHSVA"><l><option>hue</option></l><block s="reportQuotient"><l>100</l><l>12</l></block></block></script></block></script></scripts></sprite><watcher var="size" style="normal" x="10" y="10" color="243,118,29" hidden="true"/><watcher var="sides" style="normal" x="10" y="31.000001999999995" color="243,118,29" hidden="true"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Draw a %&apos;size&apos; step pinwheel with %&apos;numberofBranches&apos; branches" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n">30</input><input type="%n">3</input></inputs><script><block s="down"></block><block s="doRepeat"><block var="numberofBranches"/><script><block s="turn"><block s="reportQuotient"><l>360</l><block var="numberofBranches"/></block></block><block s="forward"><block var="size"/></block><block s="turn"><l>180</l></block><block s="forward"><block s="reportQuotient"><block var="size"/><l>2</l></block></block><block s="turn"><l>180</l></block></script></block></script></block-definition><block-definition s="pinwheel, branches %&apos;numberofBranches&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n">3</input></inputs><script><block s="down"></block><block s="doRepeat"><block var="numberofBranches"/><script><block s="turn"><block s="reportQuotient"><l>360</l><block var="numberofBranches"/></block></block><block s="forward"><l>80</l></block><block s="turn"><l>180</l></block><block s="forward"><l>40</l></block><block s="turn"><l>180</l></block></script></block></script></block-definition><block-definition s="reset" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="clear"></block><block s="up"></block><block s="gotoXY"><l>-240</l><l>200</l></block><block s="setHeading"><l>90</l></block></script></block-definition></blocks><variables><variable name="size"><l>1306</l></variable><variable name="sides"><l>3</l></variable></variables></project><media name="pinwheel" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>