<snapdata remixID="8673202"><project name="Lab2-Polygons done" 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="90" collapsed="false">Jeremy Rimpici 9/16/19</comment><script x="20" y="86"><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="331"><custom-block s="reset"><comment w="90" collapsed="false">Creates a octagon</comment></custom-block><custom-block s="draw polygon, number of sides: side %s length: %s"><l>5</l><l>50</l></custom-block><block s="up"></block><block s="hide"></block></script><script x="20" y="424"><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>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="668.9999999999998"><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>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></scripts></sprite><sprite name="Part 2" idx="2" x="-110" y="-177.40952255126058" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="0,132.6,21.21600000000002,1" pen="tip" id="80"><costumes><list struct="atomic" id="81"></list></costumes><sounds><list struct="atomic" id="82"></list></sounds><blocks></blocks><variables></variables><scripts><script x="20" y="10"><custom-block s="reset"><comment w="90" collapsed="false">makes a pinwheel</comment></custom-block><custom-block s="numSpokes, %s spokeLength, %s backLength %s"><l>5</l><l>40</l><l>-20</l></custom-block><block s="up"></block><block s="hide"></block></script><script x="20" y="103"><custom-block s="reset"><comment w="90" collapsed="false">makes a polygon</comment></custom-block><custom-block s="numSpokes, %s spokeLength, %s backLength %s"><l>5</l><l>20</l><l>20</l></custom-block><block s="up"></block><block s="hide"></block></script><script x="20" y="196"><custom-block s="reset"><comment w="90" collapsed="false">makes a circle</comment></custom-block><custom-block s="numSpokes, %s spokeLength, %s backLength %s"><l>50</l><l>10</l><l>10</l></custom-block><block s="up"></block><block s="hide"></block></script><script x="29" y="335.99999999999994"><custom-block s="reset"><comment w="90" collapsed="false">makes an *</comment></custom-block><custom-block s="numSpokes, %s spokeLength, %s backLength %s"><l>5</l><l>25</l><l>-25</l></custom-block><block s="up"></block><block s="hide"></block></script><script x="28" y="463"><block s="receiveGo"></block><custom-block s="reset"><comment w="90" collapsed="false">makes a 5 random sized and placed pinwheels</comment></custom-block><block s="doRepeat"><l>5</l><script><block s="turn"><l>15</l></block><block s="forward"><l>100</l></block><block s="turnLeft"><l>15</l></block><block s="setXPosition"><block s="reportRandom"><l>200</l><l>-200</l></block></block><block s="changeYPosition"><block s="reportRandom"><l>100</l><l>-100</l></block></block><custom-block s="numSpokes, %s spokeLength, %s backLength %s"><l>5</l><block s="reportRandom"><l>20</l><l>100</l></block><l>-20</l></custom-block><block s="up"></block><block s="hide"></block></script></block></script></scripts></sprite><watcher s="xPosition" style="normal" x="13.170481770832794" y="13.170481770833327" color="74,108,212" hidden="true"/><watcher s="yPosition" style="normal" x="13.170481770832794" y="52.78729357159648" color="74,108,212" hidden="true"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="draw polygon, number of sides: side %&apos;numSides&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="show"></block><block s="clear"></block><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><scripts><script x="305" y="216.2"><block s="show"></block></script></scripts></block-definition><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="clear"></block><block s="show"></block></script></block-definition><block-definition s="numSpokes, %&apos;numSpokes&apos; spokeLength, %&apos;spokeLength&apos; backLength %&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="show"></block><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>.10</l></block></script></block><block s="up"></block><block s="hide"></block></script><scripts><script x="132.5859395" y="237.000002"><block var="spokeLength"/></script><script x="234.5859395" y="153.000002"><block var="backLength"/></script><script x="240" y="93.00000000000001"><block s="clear"></block></script></scripts></block-definition></blocks><variables></variables></project><media name="Lab2-Polygons done" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>