<snapdata remixID="11011100"><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 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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>