<snapdata remixID="11756847"><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="Draw box %&apos;size&apos; size" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="forward"><block var="size"/></block><block s="turnLeft"><l>90</l></block><block s="forward"><block var="size"/></block><block s="turnLeft"><l>90</l></block><block s="forward"><block var="size"/></block><block s="turnLeft"><l>90</l></block></script></block-definition><block-definition s="make box %&apos;steps&apos; steps" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doRepeat"><l>4</l><script><block s="forward"><block var="steps"/></block><block s="turnLeft"><l>90</l></block></script></block></script></block-definition><block-definition s="make triangle %&apos;steps&apos; steps" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doRepeat"><l>3</l><script><block s="forward"><block var="steps"/></block><block s="turnLeft"><l>120</l></block></script></block></script></block-definition><block-definition s="Make polygon %&apos;steps&apos; steps" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doAsk"><l>How many sides should pentgon have?</l></block><block s="doRepeat"><l>5</l><script><block s="forward"><block var="steps"/></block><block s="turn"><block s="reportQuotient"><l>360</l><block s="getLastAnswer"></block></block></block></script></block></script></block-definition><block-definition s="DrawAsterisk3 %&apos;steps&apos; steps" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="gotoXY"><l>-80</l><l>0</l></block><block s="down"></block><block s="doRepeat"><l>3</l><script><block s="forward"><block var="steps"/></block><block s="gotoXY"><l>-80</l><l>0</l></block><block s="turn"><l>-120</l></block></script></block><block s="up"></block></script></block-definition><block-definition s="DrawAsterisk5 %&apos;steps&apos; steps" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="gotoXY"><l>20</l><l>0</l></block><block s="down"></block><block s="doRepeat"><l>5</l><script><block s="forward"><block var="steps"/></block><block s="gotoXY"><l>20</l><l>0</l></block><block s="turn"><l>72</l></block></script></block><block s="up"></block></script></block-definition><block-definition s="DrawAsterisk8 %&apos;steps&apos; steps" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="gotoXY"><l>150</l><l>0</l></block><block s="down"></block><block s="doRepeat"><l>8</l><script><block s="forward"><block var="steps"/></block><block s="gotoXY"><l>150</l><l>0</l></block><block s="turn"><l>45</l></block></script></block><block s="up"></block></script></block-definition><block-definition s="UserAsterisk %&apos;steps&apos; steps" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="gotoXY"><l>-60</l><l>-100</l></block><block s="down"></block><block s="doRepeat"><block var="NumberOfSpikes"/><script><block s="setColor"><color>145,26,68,1</color></block><block s="setSize"><l>5</l></block><block s="forward"><block var="steps"/></block><block s="gotoXY"><l>-60</l><l>-100</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="NumberOfSpikes"/></block></block></script></block><block s="up"></block></script></block-definition><block-definition s="Make Polygon %steps steps" type="command" category="operators"><header></header><code></code><translations></translations><inputs></inputs></block-definition><block-definition s="Make polygon 1 %&apos;steps&apos; steps" type="command" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="gotoXY"><l>-20</l><l>107</l></block><block s="setHeading"><l>30</l></block><block s="down"></block><block s="forward"><block var="steps"/></block><block s="setHeading"><l>90</l></block><block s="forward"><block var="steps"/></block><block s="setHeading"><l>270</l></block><block s="up"></block><block s="forward"><block var="steps"/></block><block s="down"></block><block s="forward"><block s="reportQuotient"><block var="steps"/><l>2</l></block></block><block s="setHeading"><l>315</l></block><block s="forward"><block var="steps"/></block><block s="setHeading"><l>135</l></block><block s="up"></block><block s="forward"><block var="steps"/></block><block s="down"></block><block s="forward"><block s="reportQuotient"><block var="steps"/><l>2</l></block></block></script></block-definition><block-definition s="Make Polygon 2 %&apos;steps&apos; steps" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="setHeading"><l>90</l></block><block s="doRepeat"><l>4</l><script><block s="forward"><block var="steps"/></block><block s="up"></block><block s="turnLeft"><l>90</l></block><block s="forward"><block s="reportDifference"><block var="steps"/><block s="reportQuotient"><block var="steps"/><l>3</l></block></block></block><block s="down"></block><block s="turnLeft"><l>180</l></block></script></block></script></block-definition><block-definition s="Make Polygon 3 %&apos;steps&apos; steps" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doRepeat"><l>5</l><script><block s="forward"><l>30</l></block><block s="forward"><l>30</l></block><block s="turnLeft"><l>180</l></block><block s="up"></block><block s="forward"><l>15</l></block><block s="turn"><l>180</l></block><block s="down"></block><block s="turn"><block s="reportQuotient"><l>360</l><l>5</l></block></block></script></block></script></block-definition><block-definition s="Make Polygon 5 %&apos;steps&apos; steps" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="down"></block><block s="doUntil"><block s="reportEquals"><block s="getLastAnswer"></block><block var="amountofLines"/></block><script><block s="forward"><block var="steps"/></block><block s="forward"><block var="steps"/></block><block s="turnLeft"><l>180</l></block><block s="up"></block><block s="forward"><block s="reportQuotient"><block var="steps"/><l>2</l></block></block><block s="turn"><l>180</l></block><block s="down"></block><block s="turn"><block s="reportQuotient"><l>360</l><block s="getLastAnswer"></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" 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</pentrails><costumes><list struct="atomic" id="255"></list></costumes><sounds><list struct="atomic" id="256"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="-151" y="-20" heading="270" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="35,43,255,1" pen="tip" id="261"><costumes><list struct="atomic" id="262"></list></costumes><sounds><list struct="atomic" id="263"></list></sounds><blocks></blocks><variables></variables><scripts><script x="260" y="130.3333333333333"><block s="receiveGo"><comment w="90" collapsed="false">square</comment></block><block s="clear"></block><block s="up"></block><block s="gotoXY"><l>35</l><l>107</l></block><block s="setHeading"><l>90</l></block><block s="setSize"><l>1</l></block><block s="setColor"><color>221,22,0,1</color></block><block s="hide"></block><block s="down"></block><block s="doWait"><l>1</l></block><custom-block s="make box %s steps"><l>50</l></custom-block><block s="doWait"><l>1</l></block><block s="up"></block><block s="gotoXY"><l>-170</l><l>114</l></block><block s="setHeading"><l>90</l></block><block s="setSize"><l>1</l></block><block s="setColor"><color>63,255,22,1</color></block><block s="hide"></block><block s="down"></block><custom-block s="make triangle %s steps"><l>50</l></custom-block><block s="doWait"><l>1</l></block><block s="up"></block><block s="gotoXY"><l>-151</l><l>-20</l></block><block s="setHeading"><l>90</l></block><block s="setSize"><l>1</l></block><block s="setColor"><color>35,43,255,1</color></block><block s="hide"></block><block s="down"></block><block s="setHeading"><l>-90</l></block><block s="doAsk"><l>How many steps should the side of our pentgon be</l></block><custom-block s="Make polygon %s steps"><block s="getLastAnswer"></block></custom-block><block s="doBroadcastAndWait"><l>asterisk</l><list></list></block></script><script x="20" y="10"><block s="receiveMessage"><l>pentgon</l><list></list><comment w="90" collapsed="false">pentagon </comment></block></script></scripts></sprite><sprite name="Sprite(4)" idx="2" x="-60" y="-100" heading="162" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="145,26,68,1" pen="tip" id="330"><costumes><list struct="atomic" id="331"></list></costumes><sounds><list struct="atomic" id="332"></list></sounds><blocks></blocks><variables></variables><scripts><script x="63" y="50.33333333333337"><block s="receiveMessage"><l>asterisk</l><list></list></block><block s="doWait"><l>1</l></block><block s="doDeclareVariables"><list><l>NumberOfSpikes</l></list></block><block s="doSetVar"><l>NumberOfSpikes</l><block s="getLastAnswer"></block></block><block s="hide"></block><block s="setColor"><color>26,255,218,1</color></block><block s="setSize"><l>5</l></block><custom-block s="DrawAsterisk3 %s steps"><l>50</l><comment w="90" collapsed="false">Draws 3 spikes</comment></custom-block><block s="doWait"><l>1</l></block><block s="setColor"><color>255,77,232,1</color></block><block s="setSize"><l>10</l></block><custom-block s="DrawAsterisk5 %s steps"><l>50</l><comment w="90" collapsed="false">draws 5 spikes</comment></custom-block><block s="doWait"><l>1</l></block><block s="setColor"><color>255,237,10,1</color></block><block s="setSize"><l>15</l></block><custom-block s="DrawAsterisk8 %s steps"><l>50</l><comment w="90" collapsed="false">Draws 8 spikes</comment></custom-block><block s="doWait"><l>1.5</l></block><block s="doBroadcast"><l>askasterisk</l><list></list></block></script><script x="324" y="68.33333333333337"><block s="receiveMessage"><l>askasterisk</l><list></list></block><block s="doAsk"><l>How many spikes would you like your asterisk to have?</l></block><block s="doSetVar"><l>NumberOfSpikes</l><block s="getLastAnswer"></block></block><custom-block s="UserAsterisk %s steps"><l>50</l></custom-block><block s="doBroadcast"><l>polygon</l><list></list></block></script><script x="23" y="10.333333333333343"><block s="clear"></block></script></scripts></sprite><sprite name="Sprite(5)" idx="3" x="26" y="-125.98076211353305" heading="330" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="33,0,148,1" pen="tip" id="396"><costumes><list struct="atomic" id="397"></list></costumes><sounds><list struct="atomic" id="398"></list></sounds><blocks></blocks><variables></variables><scripts><script x="62" y="105.33333333333337"><block s="receiveMessage"><l>polygon</l><list></list></block><block s="up"></block><block s="setColor"><color>118,255,52,1</color></block><block s="setSize"><l>1</l></block><block s="hide"></block><block s="doWait"><l>1.5</l></block><custom-block s="Make polygon 1 %s steps"><l>30</l><comment w="90" collapsed="false">this makes the green polygon with three lines</comment></custom-block><block s="doWait"><l>1.5</l></block><block s="up"></block><block s="gotoXY"><l>-60</l><l>80</l></block><block s="setColor"><color>28,0,249,1</color></block><block s="down"></block><custom-block s="Make Polygon 2 %s steps"><l>30</l><comment w="90" collapsed="false">This makes the blue polygon with 4 lines</comment></custom-block><block s="up"></block><block s="gotoXY"><l>111</l><l>-100</l></block><block s="down"></block><block s="setColor"><color>242,151,0,1</color></block><block s="doWait"><l>1.5</l></block><custom-block s="Make Polygon 3 %s steps"><l>10</l><comment w="90" collapsed="false">This makes the orange polygon with 5 lines</comment></custom-block><block s="doWait"><l>1</l></block><block s="doBroadcast"><l>customPolygon</l><list></list></block></script><script x="353" y="107.33333333333337"><block s="receiveMessage"><l>customPolygon</l><list></list></block><block s="up"></block><block s="hide"></block><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>26</l><l>-100</l></block><block s="setSize"><l>1</l></block><block s="setColor"><color>33,0,148,1</color></block><block s="down"></block><block s="doSetVar"><l>amountofLines</l><l>0</l></block><block s="doAsk"><l>How many sides do you want your polygon to have?</l></block><custom-block s="Make Polygon 5 %s steps"><l>10</l><comment w="90" collapsed="false">This makes costom polygon</comment></custom-block><block s="clear"></block><block s="doStopThis"><l><option>all</option></l></block></script><script x="75" y="53.33333333333333"><block s="clear"></block></script></scripts></sprite><watcher scope="Sprite(4)" s="xPosition" style="normal" x="7" y="62.00000000000003" color="74,108,212" hidden="true"/><watcher scope="Sprite(4)" s="yPosition" style="normal" x="2" y="61.00000199999997" color="74,108,212" hidden="true"/><watcher var="NumberOfSpikes" style="normal" x="10.000000000000114" y="10.000000000000014" color="243,118,29" hidden="true"/><watcher var="amountofLines" style="normal" x="10.000000000000114" y="31.000001999999995" color="243,118,29" hidden="true"/></sprites></stage><variables><variable name="NumberOfSpikes"><l>8</l></variable><variable name="amountofLines"><l>0</l></variable></variables></scene></scenes></project><media name="PolygonChallenge" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>