<snapdata remixID="11723265"><project name="PolygonChallenge" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="PolygonChallenge"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="calculatePentAngle" type="reporter" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><l>72</l></block></script></block-definition><block-definition s="numSides" type="command" category="variables"><header></header><code></code><translations></translations><inputs></inputs></block-definition><block-definition s="makePoly" type="command" category="variables"><header></header><code></code><translations></translations><inputs></inputs></block-definition><block-definition s="calculateAngle %&apos;numSides&apos;" type="reporter" category="variables"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><block s="reportDifference"><l>180</l><block s="reportQuotient"><block s="reportVariadicProduct"><list><block s="reportDifference"><block var="numSides"/><l>2</l></block><l>180</l></list></block><block var="numSides"/></block></block></block></script></block-definition><block-definition s="makePoly %&apos;numSides&apos; %&apos;sideLength&apos;" type="command" category="variables"><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="turnLeft"><custom-block s="calculateAngle %s"><block var="numSides"/></custom-block></block></script></block></script></block-definition><block-definition s="makeAsterisk %&apos;numSides&apos; %&apos;sideLength&apos;" type="command" category="motion"><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"><l>180</l></block><block s="forward"><block var="sideLength"/></block><block s="turn"><l>180</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="numSides"/></block></block></script></block></script></block-definition><block-definition s="makeCustom %&apos;sideLength&apos; %&apos;numSides&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="setHeading"><l>90</l></block><block s="doRepeat"><block var="numSides"/><script><block s="forward"><block var="sideLength"/></block><block s="turn"><l>180</l></block><block s="forward"><block s="reportQuotient"><block var="sideLength"/><l>2</l></block></block><block s="turn"><l>180</l></block><block s="turn"><block s="reportDifference"><l>180</l><block s="reportQuotient"><block s="reportVariadicProduct"><list><block s="reportDifference"><block var="numSides"/><l>2</l></block><l>180</l></list></block><block var="numSides"/></block></block></block></script></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="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" id="95"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="96"></list></costumes><sounds><list struct="atomic" id="97"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><watcher scope="Sprite" var="partOneFinished" style="normal" x="17" y="77" color="243,118,29" hidden="true"/><watcher scope="Sprite" var="numSides" style="normal" x="10" y="10" color="243,118,29" hidden="true"/><watcher scope="Sprite" var="sideLength" style="normal" x="10" y="31.000001999999995" color="243,118,29" hidden="true"/><watcher scope="Sprite" s="xPosition" style="normal" x="10" y="52.00000399999999" color="74,108,212" hidden="true"/><watcher scope="Sprite" s="yPosition" style="normal" x="10" y="73.00000599999998" color="74,108,212" hidden="true"/><watcher scope="Sprite" var="partTwoFinished" style="normal" x="10" y="94.00000799999998" color="243,118,29" hidden="true"/><watcher var="partThreeFinished" style="normal" x="10" y="115.00000999999997" color="243,118,29" hidden="true"/><sprite name="Sprite" idx="1" x="-30" y="55" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="237,255,133,1" pen="tip" id="109"><costumes><list struct="atomic" id="110"></list></costumes><sounds><list struct="atomic" id="111"></list></sounds><blocks></blocks><variables><variable name="partOneFinished"><l>0</l></variable><variable name="numSides"><l>4</l></variable><variable name="sideLength"><l>20</l></variable><variable name="partTwoFinished"><l>0</l></variable></variables><scripts><script x="166" y="10"><block s="receiveGo"></block><block s="doSetVar"><l>partOneFinished</l><l>0</l></block><block s="doSetVar"><l>partThreeFinished</l><l>0</l></block><block s="clear"></block><block s="gotoXY"><l>-170</l><l>114</l><comment w="90" collapsed="false">Draws triangle</comment></block><block s="setHeading"><l>90</l></block><block s="down"></block><block s="setColor"><color>111,255,73,1</color></block><block s="forward"><l>40</l></block><block s="setHeading"><l>210</l></block><block s="forward"><l>40</l></block><block s="setHeading"><l>330</l></block><block s="forward"><l>40</l></block><block s="up"></block><block s="gotoXY"><l>35</l><l>107</l><comment w="90" collapsed="false">Draws square</comment></block><block s="setHeading"><l>90</l></block><block s="setColor"><color>255,4,92,1</color></block><block s="down"></block><block s="doRepeat"><l>4</l><script><block s="forward"><l>20</l></block><block s="turnLeft"><l>90</l></block></script></block><block s="up"></block><block s="setColor"><color>0,27,242,1</color></block><block s="gotoXY"><l>-151</l><l>-20</l><comment w="90" collapsed="false">Draws pentagon</comment></block><block s="setHeading"><l>90</l></block><block s="down"></block><block s="doRepeat"><l>5</l><script><block s="forward"><l>20</l></block><block s="turnLeft"><custom-block s="calculateAngle %s"><l>5</l></custom-block></block></script></block><block s="up"></block><block s="doSetVar"><l>partOneFinished</l><l>1</l></block></script><script x="524" y="53"><block s="receiveCondition"><block s="reportEquals"><block var="partOneFinished"/><l>1</l></block></block><block s="doAsk"><l>Enter a side length for your polygon</l></block><block s="doSetVar"><l>sideLength</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>Enter the number of sides for your polygon</l></block><block s="doSetVar"><l>numSides</l><block s="getLastAnswer"></block></block><block s="gotoXY"><l>50</l><l>50</l></block><block s="down"></block><block s="setColor"><color>237,255,133,1</color></block><custom-block s="makePoly %s %s"><block var="numSides"/><block var="sideLength"/></custom-block><block s="up"></block><block s="doSetVar"><l>partOneFinished</l><l>0</l></block><block s="doBroadcast"><l>asterisk</l><list></list></block></script><script x="651" y="352"><block s="receiveMessage"><l>asterisk</l><list></list></block><block s="gotoXY"><l>-17</l><l>-40</l><comment w="90" collapsed="false">3 sided-asterisk</comment></block><block s="down"></block><block s="setColor"><color>88,244,255,1</color></block><block s="setSize"><l>2</l></block><custom-block s="makeAsterisk %s %s"><l>3</l><l>50</l></custom-block><block s="up"></block><block s="gotoXY"><l>60</l><l>-40</l></block><block s="down"></block><block s="setColor"><color>255,24,217,1</color><comment w="90" collapsed="false">5-sided asterisk</comment></block><block s="setSize"><l>5</l></block><custom-block s="makeAsterisk %s %s"><l>5</l><l>50</l></custom-block><block s="up"></block><block s="gotoXY"><l>200</l><l>-40</l></block><block s="down"></block><block s="setColor"><color>173,187,0,1</color><comment w="90" collapsed="false">8-sided asterisk</comment></block><block s="setSize"><l>3</l></block><custom-block s="makeAsterisk %s %s"><l>8</l><l>50</l></custom-block><block s="up"></block><block s="doSetVar"><l>partTwoFinished</l><l>1</l></block></script><script x="908" y="73"><block s="receiveCondition"><block s="reportEquals"><block var="partTwoFinished"/><l>1</l></block></block><block s="doAsk"><l>Enter a side length for your asterisk</l></block><block s="doSetVar"><l>sideLength</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>Enter the number of sides for your asterisk</l></block><block s="doSetVar"><l>numSides</l><block s="getLastAnswer"></block></block><block s="gotoXY"><l>-150</l><l>-100</l></block><block s="down"></block><block s="setColor"><color>237,255,133,1</color></block><custom-block s="makeAsterisk %s %s"><block var="numSides"/><block var="sideLength"/></custom-block><block s="up"></block><block s="doSetVar"><l>partTwoFinished</l><l>0</l></block><block s="doBroadcast"><l>partFour</l><list></list></block></script><script x="993" y="368"><block s="receiveMessage"><l>partFour</l><list></list></block><block s="gotoXY"><l>0</l><l>-130</l></block><block s="setColor"><color>16,255,19,1</color><comment w="90" collapsed="false">3 sided shape</comment></block><block s="down"></block><custom-block s="makeCustom %s %s"><l>50</l><l>3</l></custom-block><block s="up"></block><block s="gotoXY"><l>100</l><l>-130</l></block><block s="setColor"><color>2,2,253,1</color><comment w="90" collapsed="false">4 sided shape</comment></block><block s="down"></block><custom-block s="makeCustom %s %s"><l>50</l><l>4</l></custom-block><block s="up"></block><block s="gotoXY"><l>180</l><l>-130</l></block><block s="setColor"><color>255,33,219,1</color><comment w="90" collapsed="false">5 sided shape</comment></block><block s="down"></block><custom-block s="makeCustom %s %s"><l>50</l><l>5</l></custom-block><block s="up"></block><block s="doSetVar"><l>partThreeFinished</l><l>1</l></block></script><script x="630.2275390625" y="420.83333333333337"><block var="partTwoFinished"/></script><script x="403" y="429"><block s="receiveCondition"><block s="reportEquals"><block var="partThreeFinished"/><l>1</l></block></block><block s="doAsk"><l>Enter a side length for your custom shape</l></block><block s="doSetVar"><l>sideLength</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>Enter the number of sides for your custom shape</l></block><block s="doSetVar"><l>numSides</l><block s="getLastAnswer"></block></block><block s="gotoXY"><l>-30</l><l>55</l></block><block s="down"></block><block s="setColor"><color>59,255,128,1</color></block><custom-block s="makeCustom %s %s"><block var="sideLength"/><block var="numSides"/></custom-block><block s="up"></block><block s="doSetVar"><l>partThreeFinished</l><l>0</l></block></script></scripts></sprite></sprites></stage><variables><variable name="partThreeFinished"><l>0</l></variable></variables></scene></scenes></project><media name="PolygonChallenge" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>