<snapdata remixID="8698488"><project name="Art" 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="4.547473508864641e-13" y="-7.787548383930698e-12" heading="89.9999999999975" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,63,173,1" 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="178" y="89"><block s="receiveGo"></block><block s="clear"></block><block s="down"></block><block s="setColor"><color>0,63,173,1</color></block><block s="gotoXY"><l>0</l><l>0</l></block><custom-block s="polygon, sides: %s %s"><l>5</l><l>50</l></custom-block><custom-block s="polygon, sides: %s %s"><l>6</l><l>50</l></custom-block><custom-block s="polygon, sides: %s %s"><l>7</l><l>50</l></custom-block><custom-block s="polygon, sides: %s %s"><l>8</l><l>50</l></custom-block><custom-block s="polygon, sides: %s %s"><l>9</l><l>50</l></custom-block><custom-block s="polygon, sides: %s %s"><l>10</l><l>50</l></custom-block><custom-block s="polygon, sides: %s %s"><l>11</l><l>50</l></custom-block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="polygon, sides: %&apos;number of sides&apos; %&apos;length&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doRepeat"><block var="number of sides"/><script><block s="forward"><block var="length"/></block><block s="turnLeft"><block s="reportQuotient"><l>360</l><block var="number of sides"/></block></block></script></block><block s="floodFill"></block></script></block-definition></blocks><variables></variables></project><media name="Art" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>