<snapdata remixID="8648676"><project name="Lab2-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" 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="Part 1" 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><comment x="20" y="20" w="109" collapsed="false">Caleb Hinton 9/23/2019</comment><script x="20" y="74"><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><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><script x="20" y="319"><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 side lenth 50</comment></block><block s="up"></block><block s="hide"></block></script><script x="20" y="504"><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 side lenth 50</comment></block><block s="up"></block><block s="hide"></block></script><script x="20" y="689"><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 side lenth 50</comment></block><block s="up"></block><block s="hide"></block></script><script x="20" y="874"><custom-block s="reset"><comment w="117" collapsed="false">Caleb Hinton 9/24/2019&#xD;Uses variables, so that for however many sides there are, it repeats moving the designated distance, repeating the same as the number of sides. To get the angles, it takes 360 and divides it by the number of sides.</comment></custom-block><custom-block s="draw polygon, number of sides: %s side length: %s"><l>22</l><l>40</l></custom-block><block s="up"></block><block s="hide"></block></script></scripts></sprite><sprite name="Part 2" idx="2" x="110" y="-70.00000000000006" heading="90.00000000000011" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="247.35,0,44.52299999999993,1" pen="tip" id="82"><costumes><list struct="atomic" id="83"></list></costumes><sounds><list struct="atomic" id="84"></list></sounds><blocks></blocks><variables></variables><scripts><script x="20" y="20"><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="178" collapsed="false">Caleb Hinton 9/27/2019&#xD;Makes a pinwheel that is a shape that has sides uqual to the number of spokes.</comment></custom-block><block s="hide"></block></script><script x="20" y="131"><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>0</l><comment w="118" collapsed="false">Caleb Hinton 9/27/2019&#xD;Makes a pentagon</comment></custom-block><block s="hide"></block></script><script x="20" y="218"><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="116" collapsed="false">Caleb Hinton 9/27/2019&#xD;Makes a circle.</comment></custom-block><block s="hide"></block></script><script x="20" y="305"><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>0</l><l>10</l><comment w="109" collapsed="false">Caleb Hinton 9/27/2019&#xD;Makes an asterisk.</comment></custom-block><block s="hide"></block></script><script x="20" y="392"><block s="receiveGo"></block><custom-block s="reset"></custom-block><block s="hide"></block><block s="doRepeat"><l>5</l><script><block s="gotoXY"><block s="reportRandom"><l>-200</l><l>200</l></block><block s="reportRandom"><l>-150</l><l>150</l></block></block><block s="down"></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>10</l></block><block s="reportRandom"><l>10</l><l>50</l></block><comment w="109" collapsed="false">Caleb Hinton 9/29/2019&#xD;Makes a pinwheel with 3 to 10 spokes, a spoke length ranging from 10 to 50, and a back up length ranging from 10 to 50. Places the spoke in a random place on the coordinate grid -200 to 200 X and -150 to 150 Y. Repeats this process five times.</comment></custom-block><block s="up"></block></script></block></script></scripts></sprite><watcher s="xPosition" style="normal" x="12.543315972222217" y="12.543315972222203" color="74,108,212" hidden="true"/><watcher s="yPosition" style="normal" x="12.543315972222217" y="50.27361292532987" color="74,108,212" hidden="true"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="reset" type="command" category="pen"><comment x="0" y="0" w="90" collapsed="false">Resets the sprite to be at the origin, facing the right, and clears all drawing.</comment><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><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><comment w="243.8961038961038" collapsed="false">draws a decagon that has side lenth 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="forward"><block s="reportDifference"><l>0</l><block var="backLength:"/></block></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="numSpokes:"/></block></block><block s="doWait"><l>.25</l></block></script></block></script></block-definition></blocks><variables></variables></project><media name="Lab2-Polygons" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>