<snapdata remixID="12941763"><project name="triangles and squares " 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="triangles and squares "><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><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="18"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="19"></list></costumes><sounds><list struct="atomic" id="20"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="m" idx="1" x="163" y="78" heading="120" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="189,0,107,255" pen="tip" id="25"><costumes><list struct="atomic" id="26"></list></costumes><sounds><list struct="atomic" id="27"></list></sounds><blocks></blocks><variables></variables><scripts><script x="44.463378906250256" y="18.66666666666667"><block s="receiveGo"></block><block s="up"></block><block s="clear"></block><block s="doRepeat"><l>15</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="gotoXY"><block s="reportRandom"><l>-180</l><l>180</l></block><block s="reportRandom"><l>0</l><l>180</l></block></block><block s="setColor"><color>189,0,107,255</color></block><block s="down"></block><custom-block s="DrawPolygon %n"><l>3</l></custom-block><block s="doWait"><l>1</l></block><block s="up"></block></script><script><block s="gotoXY"><block s="reportRandom"><l>-180</l><l>180</l></block><block s="reportRandom"><l>-180</l><l>0</l></block></block><block s="setColor"><color>0,12,127,255</color></block><block s="down"></block><custom-block s="DrawPolygon %n"><l>4</l></custom-block><block s="doWait"><l>1</l></block><block s="up"></block><block s="doIfElse"><block s="reportVariadicLessThan"><list><block s="yPosition"></block><l>180</l></list></block><script><block s="gotoXY"><block s="reportRandom"><l>-180</l><l>180</l></block><block s="reportRandom"><l>-180</l><l>0</l></block></block><block s="setColor"><color>53,255,69,1</color></block><block s="down"></block><custom-block s="DrawPolygon %n"><l>5</l></custom-block><block s="doWait"><l>1</l></block><block s="up"></block></script><script></script></block></script></block></script></block></script><script x="613.4633789062501" y="226.1666666666666"><block s="up"></block></script><script x="722.4633789062501" y="379.83333333333303"><block s="up"></block></script><script x="607.4633789062502" y="733.3333333333344"><block s="doIfElse"><l/><script></script><script></script></block></script><script x="637.3325195312501" y="38.499649047851605"><block s="clear"></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="triangles and squares " app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>