<snapdata remixID="10886455"><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="true" hyperops="true" codify="false" inheritance="true" sublistIDs="false" scheduled="false" id="1"><pentrails>data:image/png;base64,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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="2.2737367544323206e-13" y="-2.842170943040401e-14" heading="90.00000000000045" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,15,7,1" 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="143" y="20.166666666666714"><block s="receiveGo"></block><block s="up"></block><block s="clear"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="down"></block><block s="setColor"><color>0,15,7,1</color></block><block s="doAsk"><l>how many sides?</l></block><block s="doSetVar"><l>sides</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>side length?</l></block><block s="doSetVar"><l>side length</l><block s="getLastAnswer"></block></block><custom-block s="draw pinwheel sides: %n side length: %n"><block var="sides"/><block var="side length"/></custom-block></script></scripts></sprite><watcher var="sides" style="normal" x="10" y="10" color="243,118,29"/><watcher var="side length" style="normal" x="10" y="31.000001999999995" color="243,118,29"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="draw pinwheel sides: %&apos;sides&apos; side length: %&apos;side length&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><block s="doRepeat"><block var="sides"/><script><block s="forward"><block var="side length"/></block><block s="turn"><l>180</l></block><block s="forward"><block s="reportProduct"><block var="side length"/><block s="reportQuotient"><l>2</l><l>3</l></block></block></block><block s="turn"><l>180</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="sides"/></block></block></script></block></script></block-definition></blocks><variables><variable name="sides"><l>23</l></variable><variable name="side length"><l>90</l></variable></variables></project><media name="pinwheel" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>