<snapdata remixID="10133498"><project name="rows of polygon" 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="-51" y="-52" heading="180" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="29,0,195,1" 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="249" y="16"><block s="receiveGo"></block><block s="doSetVar"><l>numofSides</l><l>5</l></block><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>150</l><l>-35</l></block><block s="down"></block><block s="setColor"><color>145,26,68,1</color></block><block s="doRepeat"><block var="numofSides"/><script><block s="forward"><l>50</l></block><block s="turnLeft"><block s="reportQuotient"><l>360</l><block var="numofSides"/></block></block></script></block><block s="up"></block></script><script x="10" y="98.00000000000003"><block s="receiveKey"><l><option>a</option></l></block><block s="doSetVar"><l>numofSides</l><l>4</l></block><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>-184</l><l>36</l></block><block s="down"></block><block s="setColor"><color>206,0,102,1</color></block><block s="doRepeat"><block var="numofSides"/><script><block s="forward"><l>40</l></block><block s="turnLeft"><block s="reportQuotient"><l>360</l><block var="numofSides"/></block></block></script></block><block s="up"></block></script><script x="571" y="213.00000000000003"><block s="receiveKey"><l><option>space</option></l></block><block s="doSetVar"><l>numofSides</l><l>3</l></block><block s="setHeading"><l>180</l></block><block s="gotoXY"><l>-51</l><l>-52</l></block><block s="down"></block><block s="setColor"><color>29,0,195,1</color></block><block s="doRepeat"><block var="numofSides"/><script><block s="forward"><l>30</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="numofSides"/></block></block></script></block><block s="up"></block></script><script x="510" y="71.49999999999997"><block s="clear"></block></script><script x="193" y="416"><block s="receiveKey"><l><option>b</option></l></block><block s="doSetVar"><l>numofSides</l><l>8</l></block><block s="setHeading"><l>72</l></block><block s="gotoXY"><l>24</l><l>-41</l></block><block s="down"></block><block s="setColor"><color>5,215,0,1</color></block><block s="doRepeat"><block var="numofSides"/><script><block s="forward"><l>80</l></block><block s="turnLeft"><block s="reportQuotient"><l>360</l><block var="numofSides"/></block></block></script></block><block s="up"></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables><variable name="numofSides"><l>3</l></variable><variable name="angle"><l>0</l></variable><variable name="length"><l>0</l></variable></variables></project><media name="rows of polygon" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>