<snapdata remixID="8711023"><project name="Lab3-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="Part 1" idx="1" x="8.999999999998181" y="11.999999999999744" heading="89.99999999999824" 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="14" y="10"><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="14" y="255.00000000000006"><custom-block s="reset"><comment w="90" collapsed="false">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></block><block s="up"></block><block s="hide"></block></script><comment x="14" y="440.00000000000006" w="90" collapsed="false">Nick Shala- 9/23/19</comment><script x="14" y="506.00000000000006"><custom-block s="reset"><comment w="90" collapsed="false">Custom block that resets the program.</comment></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></block><block s="up"></block><block s="hide"></block></script><script x="14" y="691"><custom-block s="draw polygon, number of sides: %s length: %s"><l></l><l></l></custom-block></script><script x="14" y="730"><custom-block s="reset"></custom-block><custom-block s="draw polygon, number of sides: %s length: %s"><l>8</l><l>40</l></custom-block><block s="up"></block><block s="hide"></block></script><comment x="309" y="719.9999999999998" w="90" collapsed="false">draws polygon f desired quantities, in this case, an octagonwith a sidelength of 40.</comment><script x="13" y="838"><custom-block s="reset"></custom-block><custom-block s="draw pinwheel %s %s %s"><l>5</l><l>40</l><l></l></custom-block><block s="up"></block><block s="hide"></block></script><script x="24" y="943.9999999999994"><custom-block s="reset"></custom-block><custom-block s="draw pinwheel %s %s %s"><l>5</l><l>40</l><l></l></custom-block><block s="up"></block><block s="hide"></block></script><script x="95.4794931875" y="650.7999989999996"><block var="numSpokes:"/></script><script x="100.5859395" y="701.7999999999995"><block var="spokeLength:"/></script><comment x="255" y="976.9999999999994" w="90" collapsed="false">makes polygon&#xD;</comment><script x="19" y="1058.9999999999995"><block s="receiveGo"></block><custom-block s="reset"></custom-block><block s="doRepeat"><l>5</l><script><block s="gotoXY"><block s="reportRandom"><l>2</l><l>18</l></block><block s="reportRandom"><l>5</l><l>22</l></block></block><custom-block s="draw pinwheel %s %s %s"><block s="reportRandom"><l>1</l><l>15</l></block><block s="reportRandom"><l>10</l><l>40</l></block><block s="reportRandom"><l>25</l><l>50</l></block></custom-block><block s="up"></block><block s="hide"></block></script></block></script></scripts></sprite><sprite name="Part 2" idx="2" x="66.12241057249776" y="155.1151975076481" heading="341.9999999999998" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="58.343999999999994,132.6,0,1" pen="tip" id="115"><costumes><list struct="atomic" id="116"></list></costumes><sounds><list struct="atomic" id="117"></list></sounds><blocks><block-definition s="draw pinwheel, number f spokes:, spoke length:, back uplenghth:" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs></block-definition><block-definition s="draw pinwheel" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs></block-definition></blocks><variables></variables><scripts><script x="10" y="154.9999999999999"><custom-block s="draw polygon, number of sides: %s length: %s"><l></l><l></l></custom-block></script><script x="186" y="286.9999999999999"><custom-block s="draw pinwheel %s %s %s"><l></l><l></l><l></l></custom-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"><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;numSide&apos; 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="numSide"/><script><block s="forward"><block var="sideLength"/></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="numSide"/></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 %&apos;spokeLength&apos; %&apos;backLength:&apos; %&apos;numSpokes&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="turn"><block s="reportQuotient"><l>360</l><block var="numSpokes"/></block></block><block s="forward"><block var="backLength:"/></block><block s="doWait"><l>.001</l></block><block s="forward"><block s="reportDifference"><l></l><block var="backLength:"/></block></block></script></block><block s="up"></block><block s="hide"></block></script></block-definition></blocks><variables></variables></project><media name="Lab3-Polygons" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>