<snapdata remixID="8679820"><project name="Polygons" app="Snap! 5.1, http://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" volume="100" pan="0" lines="round" ternary="true" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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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="Red" idx="2" x="-99.91643454026573" y="99.74930362116997" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="false" costume="0" color="240,9,0,1" 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="20" y="20"><block s="setColor"><color>240,9,0,1</color></block><block s="show"></block><block s="gotoXY"><l>-100</l><l>100</l></block></script><script x="20" y="98.00000000000006"><block s="receiveKey"><l><option>space</option></l></block><custom-block s="draw pinwheel, number of spokes: %s spoke length: %s back length: %s"><l>5</l><l>80</l><l>50</l></custom-block></script><script x="20" y="171"><custom-block s="reset"></custom-block></script></scripts></sprite><watcher s="xPosition" style="normal" x="13.32934199655756" y="13.329341996557915" color="74,108,212" hidden="true"/><watcher s="yPosition" style="normal" x="13.32934199655756" y="53.42400538807274" color="74,108,212" hidden="true"/><sprite name="Blue" idx="1" x="0.08356545973543172" y="-0.25069637882962753" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="12,0,245,1" pen="tip" id="29"><costumes><list struct="atomic" id="30"></list></costumes><sounds><list struct="atomic" id="31"></list></sounds><blocks></blocks><variables></variables><scripts><script x="20" y="10"><block s="gotoXY"><l>0</l><l>0</l><comment w="90" collapsed="false">Jason Mangru &#xD;09/26/19</comment></block><block s="setHeading"><l>90</l></block><block s="show"></block><block s="clear"></block></script><script x="20" y="106.00000000000006"><custom-block s="reset"></custom-block><block s="down"></block><block s="doRepeat"><l>3</l><script><block s="forward"><l>50</l><comment w="243.8961038961038" collapsed="false">draws a triangle that has side lenth 50</comment></block><block s="turn"><l>120</l></block><block s="doWait"><l>.25</l></block></script></block><block s="up"></block><block s="hide"></block></script><script x="20" y="291"><custom-block s="reset"></custom-block><block s="down"></block><block s="doRepeat"><l>4</l><script><block s="forward"><l>50</l><comment w="243.8961038961038" collapsed="false">draws a square that has side lenth 50</comment></block><block s="turn"><l>90</l></block><block s="doWait"><l>.25</l></block></script></block><block s="up"></block><block s="hide"></block></script><script x="20" y="530"><custom-block s="reset"></custom-block><block s="down"></block><block s="doRepeat"><l>5</l><script><block s="forward"><l>50</l><comment w="243.8961038961038" collapsed="false">draws a pentagon that has side lenth 50</comment></block><block s="turn"><l>72</l></block><block s="doWait"><l>.25</l></block></script></block><block s="up"></block><block s="hide"></block></script><script x="20" y="715"><custom-block s="reset"></custom-block><block s="down"></block><block s="doRepeat"><l>10</l><script><block s="forward"><l>50</l><comment w="243.8961038961038" collapsed="false">draws a decagon that has side lenth 50</comment></block><block s="turn"><l>36</l></block><block s="doWait"><l>.25</l></block></script></block><block s="up"></block><block s="hide"></block></script><script x="523" y="79"><custom-block s="reset"></custom-block><custom-block s="draw pinwheel, number of spokes: %s spoke length: %s back length: %s"><l>5</l><l>50</l><l>30</l><comment w="90" collapsed="false">draws a pinwheel</comment></custom-block></script><script x="525.000001" y="161.000001"><custom-block s="reset"></custom-block><custom-block s="draw pinwheel, number of spokes: %s spoke length: %s back length: %s"><l>100</l><l>100</l><l>100</l><comment w="90" collapsed="false">draws a 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draggable="true" costume="0" color="36,255,49,1" pen="tip" id="124"><costumes><list struct="atomic" id="125"></list></costumes><sounds><list struct="atomic" id="126"></list></sounds><blocks></blocks><variables></variables><scripts><script x="20" y="20"><block s="receiveKey"><l><option>space</option></l></block><custom-block s="draw pinwheel, number of spokes: %s spoke length: %s back length: %s"><l>5</l><l>80</l><l>50</l></custom-block></script><script x="20" y="93.00000000000006"><block s="setColor"><color>36,255,49,1</color></block><block s="show"></block><block s="gotoXY"><l>100</l><l>100</l></block></script><script x="20" y="171.00000000000006"><custom-block s="reset"></custom-block></script></scripts></sprite><sprite name="Orange" idx="4" x="-99.99999999999994" y="-99.99999999999999" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,105,15,1" pen="tip" id="143"><costumes><list struct="atomic" id="144"></list></costumes><sounds><list struct="atomic" id="145"></list></sounds><blocks></blocks><variables></variables><scripts><script x="21" y="35"><block s="setColor"><color>255,105,15,1</color></block><block s="show"></block><block s="gotoXY"><l>-100</l><l>-100</l></block></script><script x="20" y="137"><block s="receiveKey"><l><option>space</option></l></block><custom-block s="draw pinwheel, number of spokes: %s spoke length: %s back length: %s"><l>5</l><l>80</l><l>50</l></custom-block></script><script x="25" y="255"><custom-block s="reset"></custom-block></script></scripts></sprite><sprite name="Purple" idx="5" x="99.99999999999994" y="-99.99999999999999" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="96,10,255,1" pen="tip" id="162"><costumes><list struct="atomic" id="163"></list></costumes><sounds><list struct="atomic" id="164"></list></sounds><blocks></blocks><variables></variables><scripts><script x="20" y="20"><block s="receiveKey"><l><option>space</option></l></block><custom-block s="draw pinwheel, number of spokes: %s spoke length: %s back length: %s"><l>5</l><l>80</l><l>50</l></custom-block></script><script x="20" y="93"><custom-block s="reset"></custom-block></script><script x="20" y="129"><block s="setColor"><color>96,10,255,1</color></block><block s="show"></block><block s="gotoXY"><l>100</l><l>-100</l></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="reset" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="setHeading"><l>90</l></block><block s="clear"></block><block s="show"></block></script></block-definition><block-definition s="draw polygon, number of sides: %&apos;numSides&apos; side length: %&apos;sideLength&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="down"></block><block s="doRepeat"><block var="numSides"/><script><block s="forward"><block var="sideLength"/></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="numSides"/></block></block><block s="doWait"><l>.25</l></block></script></block><block s="up"></block><block s="hide"></block></script></block-definition><block-definition s="draw pinwheel, number of spokes: %&apos;Spoke&apos; spoke length: %&apos;Length&apos; back length: %&apos;Back&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="show"></block><block s="down"></block><block s="doRepeat"><block var="Spoke"/><script><block s="forward"><block var="Length"/></block><block s="forward"><block s="reportProduct"><block var="Back"/><l>-1</l></block></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="Spoke"/></block></block></script></block><block s="up"></block></script></block-definition></blocks><variables></variables></project><media name="Polygons" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>