<snapdata remixID="8627401"><project name="UHSLab2-PolygonsSTARTER" 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="Sprite" idx="2" x="-45.00000000000091" y="-166" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="22,0,179,1" 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="50" y="125.66666666666646"><block s="receiveGo"></block><custom-block s="reset"></custom-block><block s="hide"></block><block s="up"></block><block s="gotoXY"><block s="reportRandom"><l>-100</l><l>100</l></block><block s="reportRandom"><l>200</l><l>-200</l></block></block><custom-block s="drawpinwheel number of spokes: %s spoke length: %s back up length %s"><l>5</l><l>40</l><l>0</l><comment w="90" collapsed="false">draws a pentagon </comment></custom-block><block s="gotoXY"><block s="reportRandom"><l>-100</l><l>100</l></block><block s="reportRandom"><l>200</l><l>-200</l></block></block><custom-block s="drawpinwheel number of spokes: %s spoke length: %s back up length %s"><l>18</l><l>15</l><l>.0000000000000000000000000000000001</l><comment w="90" collapsed="false">draws a circle</comment></custom-block><block s="doRepeat"><l>5</l><script><block s="gotoXY"><block s="reportRandom"><l>-100</l><l>100</l></block><block s="reportRandom"><l>-200</l><l>200</l></block></block><custom-block s="drawpinwheel 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 a pinwheel</comment></custom-block></script></block><block s="up"></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"/><watcher scope="Stage" s="getLastMessage" style="normal" x="10" y="10" color="230,168,34"/><sprite name="part 1" idx="1" x="82.99999999999977" y="6.999999999999943" heading="162" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="35,30,0,1" pen="tip" id="74"><costumes><list struct="atomic" id="75"></list></costumes><sounds><list struct="atomic" id="76"></list></sounds><blocks></blocks><variables></variables><scripts><comment x="22" y="10" w="90" collapsed="false">jacob clark 9/19/19</comment><script x="22" y="76.00000000000011"><custom-block s="reset"><comment w="243.8961038961038" 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><script x="22" y="261.0000000000002"><custom-block s="reset"><comment w="243.8961038961038" collapsed="false">a custom block that resets the program </comment></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="22" y="446"><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="22" y="631.0000000000002"><custom-block s="draw polygon, number of sides: %s side length: %s"><l>10</l><l>40</l><comment w="90" collapsed="false">this is a custom block that will make a polygon</comment></custom-block></script><script x="395.000001" y="731.0000010000006"><block s="reportRandom"><l>5</l><l>10</l></block></script><script x="63" y="713.0000000000002"><block s="receiveGo"></block><custom-block s="draw polygon, number of sides: %s side length: %s"><block s="reportRandom"><l>5</l><l>10</l></block><l></l></custom-block><block s="gotoXY"><l>0</l><l>0</l></block><block s="gotoXY"><block s="reportRandom"><l>-100</l><l>100</l></block><block s="reportRandom"><l>-200</l><l>200</l></block></block><custom-block s="drawpinwheel number of spokes: %s spoke length: %s back up length %s"><l>20</l><l>40</l><l>20</l></custom-block><block s="up"></block></script><script x="35" y="913.0000000000005"><custom-block s="reset"></custom-block><custom-block s="drawpinwheel number of spokes: %s spoke length: %s back up length %s"><l>20</l><l>40</l><l>20</l></custom-block><block s="up"></block><block s="hide"></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="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="hide"></block><block s="down"></block><block s="doRepeat"><block var="numSides"/><script><block s="forward"><l>50</l></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 triangle that has side lenth 50</comment></block><block s="up"></block></script></block-definition><block-definition s="draw pinwheel,numSpokes,spokeLength,backLength" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs></block-definition><block-definition s="drawpinwheel 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="doWait"><l>0.25</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="numSpokes"/></block></block><block s="forward"><block s="reportDifference"><l>0</l><block var="backLength"/></block></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></script></block-definition></blocks><variables></variables></project><media name="UHSLab2-PolygonsSTARTER" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>