<snapdata remixID="12736509"><project name="draw a polygon" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="draw a polygon"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="DrawAPolygon sides %&apos;numbsides&apos; length %&apos;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="down"></block><block s="doRepeat"><block var="numbsides"/><script><block s="forward"><block var="length"/></block><block s="turnLeft"><block s="reportQuotient"><l>360</l><block var="numbsides"/></block></block></script></block><block s="up"></block></script></block-definition></blocks><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="20"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="21"></list></costumes><sounds><list struct="atomic" id="22"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><watcher var="num sides" style="normal" x="10" y="10" color="243,118,29"/><watcher var="angle" style="normal" x="10" y="31.000001999999995" color="243,118,29"/><watcher var="side length" style="normal" x="10" y="52.00000399999999" color="243,118,29"/><sprite name="Sprite" idx="1" x="39.99999999999977" y="-8.526512829121202e-14" heading="89.99999999999989" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="145,26,68,1" pen="tip" id="30"><costumes><list struct="atomic" id="31"></list></costumes><sounds><list struct="atomic" id="32"></list></sounds><blocks></blocks><variables></variables><scripts><script x="218" y="17"><block s="clear"></block></script><script x="52" y="68.66666666666669"><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>90</l></block></script><script x="34" y="142.66666666666669"><block s="up"></block><block s="setColor"><color>145,26,68,1</color></block><block s="setSize"><l>1</l></block><block s="down"></block><custom-block s="DrawAPolygon sides %n length %n"><l>4</l><l>50</l></custom-block><block s="forward"><l>10</l></block><custom-block s="DrawAPolygon sides %n length %n"><l>3</l><l>50</l></custom-block><block s="forward"><l>10</l></block><custom-block s="DrawAPolygon sides %n length %n"><l>5</l><l>50</l></custom-block><block s="forward"><l>10</l></block><custom-block s="DrawAPolygon sides %n length %n"><l>6</l><l>50</l></custom-block><block s="forward"><l>10</l></block><custom-block s="DrawAPolygon sides %n length %n"><l>7</l><l>50</l></custom-block></script></scripts></sprite></sprites></stage><variables><variable name="num sides"><l>5</l></variable><variable name="angle"><l>0.011111111111111112</l></variable><variable name="side length"><l>50</l></variable></variables></scene></scenes></project><media name="draw a polygon" app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>