<snapdata remixID="13570139"><project name="Polygons" app="Snap! 10, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Polygons"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="drawPolygon %&apos;numSides&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%n" initial="1"></input></inputs><script><block s="doDeclareVariables"><list><l>angle</l></list></block><block s="doSetVar"><l>angle</l><block s="reportQuotient"><l>360</l><block var="#sides"/></block></block><block s="doRepeat"><block var="#sides"/><script><block s="forward"><l>15</l></block><block s="turn"><block var="angle"/></block></script></block></script></block-definition><block-definition s="drawPolygon %&apos;numSides&apos; (2)" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%n" initial="1"></input></inputs><script><block s="doDeclareVariables"><list><l>angle</l></list></block><block s="doSetVar"><l>angle</l><block s="reportQuotient"><l>360</l><block var="#sides"/></block></block><block s="doRepeat"><block var="#sides"/><script><block s="forward"><l>15</l></block><block s="turn"><block var="angle"/></block></script></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="46"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="47"></list></costumes><sounds><list struct="atomic" id="48"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="2"><sprite name="Sprite(2)" idx="1" x="-240" y="-14.99999999999892" heading="90.00000000000023" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="104.55,0,0,1" pen="tip" id="53"><costumes><list struct="atomic" id="54"></list></costumes><sounds><list struct="atomic" id="55"></list></sounds><blocks></blocks><variables></variables><scripts><script x="41.333333333333314" y="10"><block s="receiveGo"></block><block s="clear"></block><block s="bounceOffEdge"></block><block s="doAsk"><l>How many shapes?</l></block><block s="doSetVar"><l>#shapes</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>How many sides?</l></block><block s="doSetVar"><l>#sides</l><block s="getLastAnswer"></block></block><block s="setHeading"><l>90</l></block><block s="doSetVar"><l>size of shape</l><l>30</l></block><block s="gotoXY"><l>-235</l><l>-15</l></block><block s="down"></block><block s="doSetVar"><l>#sides</l><block var="#sides"/></block><block s="doSetVar"><l>angle</l><block s="reportQuotient"><l>360</l><block var="#sides"/></block></block><block s="bounceOffEdge"></block><block s="doRepeat"><block var="#shapes"/><script><block s="down"></block><block s="doRepeat"><block var="#sides"/><script><block s="forward"><block s="reportVariadicSum"><list><block var="size of shape"/><l>15</l></list></block></block><block s="turn"><block var="angle"/></block></script></block><block s="doSetVar"><l>#sides</l><block s="reportVariadicSum"><list><block var="#sides"/><l>1</l></list></block></block><block s="doSetVar"><l>angle</l><block s="reportQuotient"><l>360</l><block var="#sides"/></block></block><block s="up"></block><block s="forward"><l>100</l></block><block s="bounceOffEdge"></block></script></block></script><script x="395" y="63.000000000000014"><block s="bounceOffEdge"></block></script><script x="327" y="464.83333333333314"><block s="doRepeat"><block var="#shapes"/><script></script></block></script></scripts></sprite><watcher var="3" style="normal" x="10" y="10" color="243,118,29" hidden="true"/><watcher var="5" style="normal" x="10" y="31.000001999999995" color="243,118,29" hidden="true"/><watcher var="#shapes" style="normal" x="10" y="52.00000399999999" color="243,118,29" hidden="true"/><watcher scope="Stage" s="getLastAnswer" style="normal" x="10" y="73.00000599999998" color="4,148,220" hidden="true"/><watcher var="#sides" style="normal" x="10" y="94.00000799999998" color="243,118,29" hidden="true"/><watcher var="size of shape" style="normal" x="10" y="115.00000999999997" color="243,118,29" hidden="true"/><watcher var="angle" style="normal" x="10" y="136.00001199999997" color="243,118,29" hidden="true"/><sprite name="Sprite" idx="2" x="0" y="0" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,150.45,132.39599999999996,1" pen="tip" id="140"><costumes><list struct="atomic" id="141"></list></costumes><sounds><list struct="atomic" id="142"></list></sounds><blocks></blocks><variables></variables><scripts><script x="113" y="369"><custom-block s="drawPolygon %n"><l></l></custom-block></script><script x="121" y="87"><block s="up"></block></script><script x="247" y="63.33333333333334"><block s="clear"></block></script><script x="288" y="131.33333333333334"><block s="clear"></block><block s="down"></block><custom-block s="drawPolygon %n"><l>7</l></custom-block><block s="up"></block></script></scripts></sprite></sprites></stage><variables><variable name="#shapes"><l>10</l></variable><variable name="#sides"><l>17</l></variable><variable name="size of shape"><l>30</l></variable><variable name="angle"><l>21.176470588235293</l></variable></variables></scene></scenes></project><media name="Polygons" app="Snap! 10, https://snap.berkeley.edu" version="2"></media></snapdata>