<snapdata remixID="12795918"><project name="Lab2-Polygons-STARTER" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Lab2-Polygons-STARTER"><notes></notes><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="down"></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="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 triangle 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;backupLength&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="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="doWait"><l>.25</l></block><block s="forward"><block s="reportDifference"><l></l><block var="backupLength"/></block></block></script><comment w="243.8961038961038" collapsed="false">draws a triangle that has side lenth 50</comment></block></script></block-definition></blocks><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="true" hyperops="true" codify="false" inheritance="true" sublistIDs="false" id="52"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="53"></list></costumes><sounds><list struct="atomic" id="54"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="2"><sprite name="Part 1" idx="1" x="0" y="0" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="35,30,0,1" pen="tip" id="59"><costumes><list struct="atomic" id="60"></list></costumes><sounds><list struct="atomic" id="61"></list></sounds><blocks></blocks><variables></variables><scripts><script x="43" y="28.33333333333337"><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>90</l></block><block s="show"></block><block s="down"></block></script><script x="35" y="150.00000000000003"><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="true">draws a triangle that has side lenth 50</comment></block><block s="up"></block><block s="hide"></block></script><script x="126" y="121.99999999999989"><custom-block s="reset"></custom-block></script><script x="172" y="266"><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 triangle that has side lenth 50</comment></block><block s="up"></block><block s="hide"></block></script><script x="241" y="65"><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 triangle that has side lenth 50</comment></block><block s="up"></block><block s="hide"></block></script><script x="375" y="401"><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 triangle that has side lenth 50</comment></block><block s="up"></block><block s="hide"></block></script><script x="74" y="416.16666666666663"><custom-block s="draw polygon, number of sides: %s side length: %s"><l>8</l><l>40</l></custom-block></script></scripts></sprite><watcher s="xPosition" style="normal" x="9.541666666666288" y="9.541666666666671" color="74,108,212" hidden="true"/><watcher s="yPosition" style="normal" x="9.541666666666288" y="38.243001908333326" color="74,108,212" hidden="true"/><sprite name="Part 1(2)" idx="2" x="316.0434101573983" y="-140.6422716026588" heading="325.6220095693743" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="35,30,0,1" pen="tip" id="126"><costumes><list struct="atomic" id="127"></list></costumes><sounds><list struct="atomic" id="128"></list></sounds><blocks></blocks><variables></variables><scripts><script x="10" 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></l><l></l><l></l></custom-block></script><script x="365" y="608.9999999999999"><block s="up"></block><block s="hide"></block></script><script x="75.6666666666666" y="392.66666666666663"><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></script><script x="72.99999999999997" y="456.3333333333334"><custom-block s="reset"></custom-block><custom-block s="draw pinwheel, number of spokes: %s spoke length: %s back up length %s"><l>20</l><l>20</l><l>0</l></custom-block></script><script x="105.99999999999997" y="577.1666666666669"><custom-block s="draw polygon, number of sides: %s side length: %s"><l>8</l><l>40</l></custom-block></script><script x="192.6666666666666" y="518.8333333333331"><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>40</l><l>40</l></custom-block></script><script x="46.66666666666663" y="223"><block s="receiveGo"></block><block s="doRepeat"><l>5</l><script><block s="up"></block><block s="doGotoObject"><l><option>random position</option></l></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>1</l><l>40</l></block><block s="reportRandom"><l>1</l><l>40</l></block><block s="reportRandom"><l>1</l><l>40</l></block></custom-block></script></block></script><script x="301.66666666666663" y="283"><custom-block s="reset"></custom-block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="Lab2-Polygons-STARTER" app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>