<snapdata remixID="8683700"><project name="COOOL" app="Snap! 5.1, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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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="-2.0463630789890885e-12" y="-1.4210854715202004e-13" heading="89.99999999999943" 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="27" y="10" w="90" collapsed="false">Neil Persaud&#xD;9/26/19</comment><script x="27" y="76"><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="27" y="321"><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="27" y="506"><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 pentagn that has side lenth 50</comment></block><block s="up"></block><block s="hide"></block></script><script x="27" y="691"><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="904"><custom-block s="Reset"><comment w="90" collapsed="false">Makespolygon to your liking</comment></custom-block><custom-block s="Draw Polygon, Number of sides: %s side length: %s"><l>25</l><l>40</l></custom-block><block s="up"></block><block s="hide"></block></script></scripts></sprite><sprite name="Part 2" idx="2" x="4.547473508864641e-13" y="0" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="30.09000000000003,150.45,0,1" 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="10"><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></custom-block><block s="up"><comment w="90" collapsed="false">Makes Pinwheel</comment></block><block s="hide"></block></script><script x="20" y="106"><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></custom-block><block s="up"><comment w="90" collapsed="false">Makes Pentagon</comment></block><block s="hide"></block></script><script x="20" y="202"><custom-block s="Reset"></custom-block><custom-block s="Draw Pinwheel, Number of Spokes: %s Spoke Length: %s Back Up Length: %s"><l>25</l><l>25</l><l>0</l></custom-block><block s="up"><comment w="90" collapsed="false">Makes Circle</comment></block><block s="hide"></block></script><script x="20" y="298"><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>80</l></custom-block><block s="up"><comment w="90" collapsed="false">Makes Star</comment></block><block s="hide"></block></script><script x="21" y="403"><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></custom-block><block s="up"><comment w="90" collapsed="false">Makes Pinwheel</comment></block><block s="hide"></block></script></scripts></sprite><watcher s="xPosition" style="normal" x="12.543315972222217" y="12.543315972222217" color="74,108,212" hidden="true"/><watcher s="yPosition" style="normal" x="12.543315972222217" y="50.27361292532987" color="74,108,212" hidden="true"/><sprite name="Sprite" idx="3" x="17.000000000000455" y="43.00000000000006" heading="90.00000000000273" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="226.95000000000002,0,54.46800000000005,1" pen="tip" id="125"><costumes><list struct="atomic" id="126"></list></costumes><sounds><list struct="atomic" id="127"></list></sounds><blocks></blocks><variables></variables><scripts><script x="30" y="30"><block s="receiveGo"></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>-100</l><l>100</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>10</l><l>20</l></block><block s="reportRandom"><l>10</l><l>50</l></block><block s="reportRandom"><l>10</l><l>50</l></block></custom-block><block s="up"></block></script></block></script></scripts></sprite></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">a custom block.</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="Polygon Maker Block" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><custom-block s="Reset"></custom-block><block s="down"></block><block s="doRepeat"><l>6</l><script><block s="forward"><l>50</l></block><block s="turn"><l>60</l></block><block s="doWait"><l>.25</l></block></script><comment w="243.8961038961038" collapsed="false">draws a polygon that has side lenth 50</comment></block><block s="up"></block><block s="hide"></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"><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 polygon that has side lenth 50</comment></block><block s="up"></block><block s="hide"></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 s="reportSum"><block var="backLength"/><block var="spokeLength"/></block></block><block s="doWait"><l>0</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="numSpokes"/></block></block><block s="forward"><block s="reportProduct"><l>-1</l><block var="backLength"/></block></block><block s="doWait"><l>0</l></block></script><comment w="243.8961038961038" collapsed="false">draws a pinwheel that has side lenth 50</comment></block><block s="up"></block><block s="hide"></block></script><scripts><script x="144.5859395" y="315.20000200000067"><block s="reportRandom"><l>1</l><l>5</l></block></script><script x="433.6689483125" y="176.00000399999993"><block s="reportRandom"><l>4</l><l>60</l></block></script><script x="192.2578155" y="251.00000399999993"><block s="reportRandom"><l>1</l><l>10</l></block></script><script x="134.4794931875" y="132.00000100000005"><block var="spokeLength"/></script></scripts></block-definition><block-definition s="HI" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs></block-definition></blocks><variables></variables></project><media name="COOOL" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>