<snapdata remixID="10511646"><project name="Row of Polygons" app="Snap! 6, https://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" penlog="false" volume="100" pan="0" lines="round" ternary="false" hyperops="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="220" y="0" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="214,255,97,1" 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="11" y="31.833333333333314"><block s="receiveGo"></block><block s="clear"></block><block s="gotoXY"><l>-200</l><l>0</l></block><block s="setColor"><color>0,174,245,1</color></block><block s="setSize"><l>4</l></block><custom-block s="polygon %n"><l>3</l></custom-block><block s="forward"><l>100</l></block><block s="setColor"><color>67,0,255,1</color></block><block s="setSize"><l>6</l></block><custom-block s="polygon %n"><l>4</l></custom-block><block s="forward"><l>100</l></block><block s="setColor"><color>255,15,81,1</color></block><block s="setSize"><l>6</l></block><custom-block s="polygon %n"><l>5</l></custom-block><block s="forward"><l>120</l></block><block s="setColor"><color>214,255,97,1</color></block><block s="setSize"><l>2</l></block><custom-block s="polygon %n"><l>6</l></custom-block><block s="forward"><l>100</l></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="polygon %&apos;numSides&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="setHeading"><l>90</l></block><block s="down"></block><block s="doRepeat"><block var="numSides"/><script><block s="forward"><l>50</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="numSides"/></block></block></script></block><block s="up"></block></script></block-definition></blocks><variables></variables></project><media name="Row of Polygons" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>