<snapdata remixID="13892757"><project name="pentagons and shapes test " app="Snap! 10.1-dev, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="pentagons and shapes test "><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="DrawPolygon %&apos;numSides&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doRepeat"><block var="numSides"/><script><block s="forward"><l>25</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="numSides"/></block></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="true" hyperops="true" codify="false" inheritance="false" sublistIDs="false" id="19"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="20"></list></costumes><sounds><list struct="atomic" id="21"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="m" idx="1" x="-4" y="147" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="9,255,3,1" pen="tip" id="26"><costumes><list struct="atomic" id="27"></list></costumes><sounds><list struct="atomic" id="28"></list></sounds><blocks></blocks><variables></variables><scripts><script x="52" y="10"><block s="receiveGo"></block><block s="clear"></block><block s="doRepeat"><l>17</l><script><block s="gotoXY"><block s="reportRandom"><l>-180</l><l>180</l></block><block s="reportRandom"><l>-180</l><l>180</l></block></block><block s="doIfElse"><block s="reportVariadicLessThan"><list><block s="yPosition"></block><l>0</l></list></block><script><block s="down"></block><block s="setColor"><color>189,0,107,255</color></block><custom-block s="DrawPolygon %n"><l>3</l></custom-block><block s="up"></block><block s="doWait"><l>1</l></block></script><script><block s="down"></block><block s="setColor"><color>0,12,127,255</color></block><custom-block s="DrawPolygon %n"><l>4</l></custom-block><block s="up"></block><block s="doWait"><l>1</l></block><block s="doIf"><block s="reportVariadicAnd"><list><block s="reportVariadicGreaterThan"><list><block s="yPosition"></block><l>0</l></list></block><block s="reportVariadicLessThan"><list><block s="xPosition"></block><l>0</l></list></block></list></block><script><block s="down"></block><block s="setColor"><color>9,255,3,1</color></block><block s="doRepeat"><l>5</l><script><block s="forward"><l>20</l></block><block s="turnLeft"><l>72</l></block></script></block><block s="up"></block></script><list></list></block></script></block></script></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="pentagons and shapes test " app="Snap! 10.1-dev, https://snap.berkeley.edu" version="2"></media></snapdata>