<snapdata remixID="14571535"><project name="Row Of Polygons" app="Snap! 11.0.3, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Row Of Polygons"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="drawPolygon" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l>numSides</l><l>3</l></block><block s="doSetVar"><l>angle</l><block s="reportQuotient"><l>360</l><block var="numSides"/></block></block><block s="clear"></block><block s="up"></block><block s="gotoXY"><l>-200</l><l>0</l></block><block s="setColor"><color>223,18,0,1</color></block><block s="down"></block><block s="doRepeat"><block var="numSides"/><script><block s="forward"><l>25</l></block><block s="turn"><block var="angle"/></block></script></block></script></block-definition><block-definition s="drawSquare" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l>numSides</l><l>5</l></block><block s="doSetVar"><l>angle</l><block s="reportQuotient"><l>360</l><block var="numSides"/></block></block><block s="up"></block><block s="gotoXY"><l>-50</l><l>0</l></block><block s="setColor"><color>241,255,20,1</color></block><block s="down"></block><block s="doRepeat"><block var="numSides"/><script><block s="forward"><l>75</l></block><block s="turn"><block var="angle"/></block></script></block></script></block-definition><block-definition s="drawPolgon" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l>numSides</l><l>4</l></block><block s="doSetVar"><l>angle</l><block s="reportQuotient"><l>360</l><block var="numSides"/></block></block><block s="up"></block><block s="gotoXY"><l>-150</l><l>0</l></block><block s="setColor"><color>9,229,0,1</color></block><block s="down"></block><block s="doRepeat"><block var="numSides"/><script><block s="forward"><l>50</l></block><block s="turn"><block var="angle"/></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="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" id="85"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="86"></list></costumes><sounds><list struct="atomic" id="87"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><watcher var="numSides" style="normal" x="10" y="10" color="243,118,29"/><watcher var="angle" style="normal" x="10" y="31.000001999999995" color="243,118,29"/><sprite name="Sprite" idx="1" x="100" y="-2.842170943040401e-14" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="14,0,150,1" pen="tip" id="94"><costumes><list struct="atomic" id="95"></list></costumes><sounds><list struct="atomic" id="96"></list></sounds><blocks><block-definition s="drawTraingle" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l>numSides</l><l>6</l></block><block s="doSetVar"><l>angle</l><block s="reportQuotient"><l>360</l><block var="numSides"/></block></block><block s="up"></block><block s="gotoXY"><l>100</l><l>0</l></block><block s="setColor"><color>14,0,150,1</color></block><block s="down"></block><block s="doRepeat"><block var="numSides"/><script><block s="forward"><l>100</l></block><block s="turn"><block var="angle"/></block></script></block></script></block-definition></blocks><variables></variables><scripts><script x="211" y="80.33333333333326"><block s="receiveGo"></block><custom-block s="drawPolygon"></custom-block><custom-block s="drawPolgon"></custom-block><custom-block s="drawSquare"></custom-block><custom-block s="drawTraingle" scope="local"></custom-block></script></scripts></sprite><watcher var="drawPolgon" style="normal" x="10" y="52.00000399999999" color="243,118,29"/></sprites></stage><variables><variable name="numSides"><l>6</l></variable><variable name="angle"><l>60</l></variable><variable name="drawPolgon"><l>0</l></variable></variables></scene></scenes></project><media name="Row Of Polygons" app="Snap! 11.0.3, https://snap.berkeley.edu" version="2"></media></snapdata>