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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="0.5555555555556566" y="49.999999999999716" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" 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="30" y="64"><block s="receiveGo"><comment w="90" collapsed="false">when green flag is pushed,existing pen will clear then a sqaure, triangle, and circle will be drawn</comment></block><block s="clear"></block><custom-block s="draw shape with %n and %n"><custom-block s="max of %n"><l>400</l></custom-block><custom-block s="%n"><l>4</l></custom-block></custom-block><custom-block s="draw shape with %n and %n"><custom-block s="max of %n"><l>400</l></custom-block><custom-block s="%n sides"><l>3</l></custom-block></custom-block><custom-block s="draw shape with %n and %n"><custom-block s="max of %n"><l>400</l></custom-block><custom-block s="circle %n"><l>360</l></custom-block></custom-block></script></scripts></sprite><watcher var="size" style="normal" x="10" y="10" color="243,118,29" hidden="true"/><watcher var="sizeofsingleside" style="normal" x="10" y="31.000001999999995" color="243,118,29" hidden="true"/><watcher var="sides" style="normal" x="10" y="52.00000399999999" color="243,118,29" hidden="true"/><watcher var="x" style="normal" x="10" y="73.00000600000001" color="243,118,29"/><watcher var="y" style="normal" x="10" y="94.00000799999998" color="243,118,29"/><watcher var="biggervalue" style="normal" x="10" y="115.00000999999997" color="243,118,29"/><watcher var="y1" style="normal" x="10" y="136.00001199999997" color="243,118,29"/><watcher var="y2" style="normal" x="10" y="157.00001399999996" color="243,118,29"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="draw shape with %&apos;size&apos; and %&apos;sides&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%n">400</input><input type="%n">4</input></inputs><script><block s="doSetVar"><l>sizeofsingleside</l><block s="reportQuotient"><block var="size"/><block var="sides"/></block></block><block s="up"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>0</l></block><block s="forward"><l>50</l></block><block s="setHeading"><l>90</l></block><block s="down"></block><block s="forward"><block s="reportQuotient"><block var="sizeofsingleside"/><l>2</l></block></block><block s="doRepeat"><block s="reportDifference"><block var="sides"/><l>1</l></block><script><block s="turn"><block s="reportQuotient"><l>360</l><block var="sides"/></block></block><block s="forward"><block var="sizeofsingleside"/></block></script></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="sides"/></block></block><block s="forward"><block var="sizeofsingleside"/></block><block s="up"></block></script></block-definition><block-definition s="draw a horizontally centered circle" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="up"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>0</l></block><block s="forward"><l>50</l></block><block s="setHeading"><l>90</l></block><block s="down"></block><block s="forward"><block s="reportQuotient"><block s="reportQuotient"><l>400</l><l>360</l></block><l>2</l></block></block><block s="doRepeat"><l>359</l><script><block s="turn"><l>1</l></block><block s="forward"><block s="reportQuotient"><l>400</l><l>360</l><comment w="90" collapsed="false">this is to keep the perimeter between the square and circle the same</comment></block></block></script></block><block s="turn"><l>1</l></block><block s="forward"><block s="reportQuotient"><block s="reportQuotient"><l>400</l><l>360</l></block><l>2</l></block></block><block s="up"></block></script></block-definition><block-definition s="max of %&apos;x&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n">400</input></inputs><script><block s="doDeclareVariables"><list><l>biggervalue</l></list></block><block s="doReport"><block var="x"/></block></script></block-definition><block-definition s="%&apos;y&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n">4</input></inputs><script><block s="doReport"><block var="y"/></block></script></block-definition><block-definition s="%&apos;y1&apos; sides" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n">3</input></inputs><script><block s="doReport"><block var="y1"/></block></script></block-definition><block-definition s="circle %&apos;y2&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n">360</input></inputs><script><block s="doReport"><block var="y2"/></block></script></block-definition></blocks><variables><variable name="size"><l>0</l></variable><variable name="sizeofsingleside"><l>1.1111111111111112</l></variable><variable name="sides"><l>0</l></variable><variable name="x"><l>0</l></variable><variable name="y"><l>0</l></variable><variable name="biggervalue"><l>0</l></variable><variable name="y1"><l>0</l></variable><variable name="y2"><l>0</l></variable></variables></project><media name="centeredShapesInitial" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>