<snapdata remixID="8663375"><project name="Drawshape_newSHF" app="Snap! 5.1, http://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" volume="100" pan="0" lines="round" ternary="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="11.614937853260244" y="7.136203593501335" heading="210" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,204,15.000000000000004,1" 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="101" y="14"><block s="receiveGo"></block><block s="clear"></block><block s="setColor"><color>12,15,0,1</color></block><block s="floodFill"></block><block s="setColor"><color>18,255,15,1</color></block><block s="gotoXY"><l>-182</l><l>100</l></block><block s="setHeading"><l>90</l></block><block s="doRepeat"><l>35</l><script><block s="changePenHSVA"><l><option>hue</option></l><l>15</l></block><custom-block s="Sides %n Length %n"><l>15</l><l>30</l></custom-block><block s="down"></block><block s="down"></block><block s="forward"><l>10</l></block></script></block></script></scripts></sprite><watcher scope="Sprite" s="xPosition" style="normal" x="10" y="10" color="74,108,212" hidden="true"/><watcher scope="Sprite" s="yPosition" style="normal" x="10" y="31.000001999999995" color="74,108,212" hidden="true"/><watcher var="A" style="normal" x="10" y="52.00000399999999" color="243,118,29" hidden="true"/><watcher var="start" style="normal" x="10" y="73.00000599999998" color="243,118,29" hidden="true"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Sides %&apos;# of sides&apos; Length %&apos;Length input&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><block s="doRepeat"><block var="# of sides"/><script><block s="forward"><block var="Length input"/></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="# of sides"/></block></block></script></block></script></block-definition></blocks><variables><variable name="A"><list id="59"><item><list struct="atomic" id="60">-50,20</list></item><item><list struct="atomic" id="61">-10,120</list></item><item><list struct="atomic" id="62">10,120</list></item><item><list struct="atomic" id="63">50,20</list></item><item><list struct="atomic" id="64">30,20</list></item><item><list struct="atomic" id="65">20,50</list></item><item><list struct="atomic" id="66">-20,50</list></item><item><list struct="atomic" id="67">-30,20</list></item></list></variable><variable name="start"><list struct="atomic" id="68"></list></variable></variables></project><media name="Drawshape_newSHF" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>