<snapdata remixID="8642329"><project name="Lab 2 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="Sprite1" idx="1" x="0" y="0" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="35,30,0,1" 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="receiveKey"><l><option>space</option></l></block><custom-block s="Reset"><comment w="90" collapsed="false">A custom block that resets the program</comment></custom-block><block s="down"></block><block s="doRepeat"><l>3</l><script><block s="forward"><l>50</l></block><block s="turn"><l>120</l></block><block s="doWait"><l>.25</l></block></script><comment w="243.8961038961038" collapsed="false">draws a triangle that has side lenth 50</comment></block><block s="up"></block><block s="hide"></block></script><comment x="20" y="239" w="90" collapsed="false">Elijah Lopez 9/23/19</comment><script x="20" y="305"><block s="receiveKey"><l><option>a</option></l></block><custom-block s="Reset"></custom-block><block s="down"></block><block s="doRepeat"><l>4</l><script><block s="forward"><l>50</l></block><block s="turn"><l>90</l></block><block s="doWait"><l>.25</l></block></script><comment w="243.8961038961038" collapsed="false">draws a square that has a side length of 50</comment></block><block s="up"></block><block s="hide"></block></script><script x="20" y="524"><block s="receiveKey"><l><option>b</option></l></block><custom-block s="Reset"></custom-block><block s="down"></block><block s="doRepeat"><l>5</l><script><block s="forward"><l>50</l></block><block s="turn"><l>72</l></block><block s="doWait"><l>.25</l></block></script><comment w="243.8961038961038" collapsed="false">draws a pentagon that has a side length of 50</comment></block><block s="up"></block><block s="hide"></block></script><script x="20" y="743"><block s="receiveKey"><l><option>d</option></l></block><custom-block s="Reset"></custom-block><custom-block s="draw polygon, number of sides: %s side length: %s"><l>8</l><l>40</l><comment w="90" collapsed="false">Draws an Octagon with a side length of 40</comment></custom-block><block s="up"></block><block s="hide"></block></script><script x="20" y="870"><block s="receiveKey"><l><option>c</option></l></block><custom-block s="Reset"></custom-block><block s="down"></block><block s="doRepeat"><l>10</l><script><block s="forward"><l>50</l></block><block s="turn"><l>36</l></block><block s="doWait"><l>.25</l></block></script><comment w="243.8961038961038" collapsed="false">draws a Decagon that has a side length of 50</comment></block><block s="up"></block><block s="hide"></block></script></scripts></sprite><sprite name="Part 2" idx="2" x="-159" y="8.000000000000057" heading="90.00000000000011" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="170.85000000000002,71.757,0,1" pen="tip" id="86"><costumes><list struct="atomic" id="87"></list></costumes><sounds><list struct="atomic" id="88"></list></sounds><blocks></blocks><variables></variables><scripts><script x="20" y="20"><block s="receiveKey"><l><option>e</option></l></block><custom-block s="Reset"></custom-block><custom-block s="draw pinwheel, number of spokes: %s spoke length: %s back up length: %s"><l>5</l><l>40</l><l>-20</l><comment w="90" collapsed="false">Draws a pentagon pinwheel</comment></custom-block></script><script x="20" y="141"><block s="receiveKey"><l><option>f</option></l></block><custom-block s="Reset"></custom-block><custom-block s="draw pinwheel, number of spokes: %s spoke length: %s back up length: %s"><l>5</l><l>40</l><l></l><comment w="90" collapsed="false">Draws a pentagon </comment></custom-block></script><script x="20" y="250"><block s="receiveKey"><l><option>g</option></l></block><custom-block s="Reset"></custom-block><custom-block s="draw pinwheel, number of spokes: %s spoke length: %s back up length: %s"><l>360</l><l>1</l><l>0</l><comment w="90" collapsed="false">Draws a Circle</comment></custom-block></script><script x="20" y="359"><block s="receiveKey"><l><option>h</option></l></block><custom-block s="Reset"></custom-block><custom-block s="draw pinwheel, number of spokes: %s spoke length: %s back up length: %s"><l>8</l><l>50</l><l>-50</l><comment w="90" collapsed="false">Draws an Asterisk</comment></custom-block></script><script x="20" y="468"><block s="receiveGo"></block><custom-block s="Reset"></custom-block><block s="doRepeat"><l>5</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><custom-block s="draw pinwheel, number of spokes: %s spoke length: %s back up length: %s"><block s="reportRandom"><l>3</l><l>10</l></block><block s="reportRandom"><l>10</l><l>50</l></block><block s="reportRandom"><l>-10</l><l>-50</l></block><comment w="90" collapsed="false">Draws 5 random pinwheels at five random locations</comment></custom-block></script></block></script></scripts></sprite><watcher s="xPosition" style="normal" x="12.595579788773193" y="12.595579788773136" color="74,108,212" hidden="true"/><watcher s="yPosition" style="normal" x="12.595579788773193" y="50.483086312518736" color="74,108,212" hidden="true"/></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="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>90</l></block><block s="show"></block><block s="clear"></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><custom-block s="Reset"></custom-block><block s="down"></block><block s="doRepeat"><l>8</l><script><block s="forward"><l>50</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>8</l></block></block><block s="doWait"><l>.25</l></block></script><comment w="243.8961038961038" collapsed="false">draws a pentagon that has a side length of 50</comment></block></script></block-definition><block-definition s="draw pinwheel, number of spokes: %&apos;numSpokes&apos; spoke length: %&apos;spokeLength&apos; back up length: %&apos;backLength&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="down"></block><block s="doRepeat"><block var="numSpokes"/><script><block s="forward"><block var="spokeLength"/></block><block s="forward"><block var="backLength"/></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="numSpokes"/></block></block><block s="doWait"><l>0</l></block></script><comment w="243.8961038961038" collapsed="false">draws a pentagon that has a side length of 50</comment></block><block s="up"></block><block s="hide"></block></script></block-definition></blocks><variables></variables></project><media name="Lab 2 Polygons" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>