<snapdata remixID="14557865"><project name="DrawAPolygon_example" app="Snap! 11.0.2, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="DrawAPolygon_example"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="DrawAPolygon Sides: %&apos;numSides&apos; Length: %&apos;sideLength&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n" initial="1"></input><input type="%n" initial="1"></input></inputs><script><block s="down"></block><block s="doRepeat"><block var="numSides"/><script><block s="forward"><block var="sideLength"/></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="numSides"/></block></block></script></block><block s="up"></block></script></block-definition></blocks><primitives></primitives><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" id="21"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="22"></list></costumes><sounds><list struct="atomic" id="23"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="1.2290468942877407e-13" y="6.145234471438703e-14" heading="90.00000000000011" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="28"><costumes><list struct="atomic" id="29"></list></costumes><sounds><list struct="atomic" id="30"></list></sounds><blocks></blocks><variables></variables><scripts><script x="6.369426751592356" y="17.861995753715508"><block s="receiveGo"></block><block s="clear"></block><block s="doSetVar"><l>numPolygons</l><l>8</l></block><block s="doSetVar"><l>startSize</l><l>3</l></block><block s="doRepeat"><block var="numPolygons"/><script><custom-block s="DrawAPolygon Sides: %n Length: %n"><block var="startSize"/><l>70</l></custom-block><block s="doChangeVar"><l>startSize</l><l>1</l></block></script></block></script></scripts></sprite><watcher var="numPolygons" style="normal" x="9.02255639097741" y="9.022556390977448" color="243,118,29"/><watcher var="startSize" style="normal" x="9.02255639097741" y="37.03759578947366" color="243,118,29"/></sprites></stage><variables><variable name="numPolygons"><l>8</l></variable><variable name="startSize"><l>11</l></variable></variables></scene></scenes></project><media name="DrawAPolygon_example" app="Snap! 11.0.2, https://snap.berkeley.edu" version="2"></media></snapdata>