<snapdata remixID="14767056"><project name="Test" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Test"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="drawpolygon %&apos;numsides&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n" initial="1"></input></inputs><script><block s="down"></block><block s="doRepeat"><block var="numsides"/><script><block s="forward"><l>25</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="numsides"/></block></block></script></block><block s="up"></block></script></block-definition></blocks><primitives></primitives><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="21"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="22"></list></costumes><sounds><list struct="atomic" id="23"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="-161" y="-40.99999999999994" heading="226.42857142857576" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="13,0,167,1" pen="tip" id="28"><costumes><list struct="atomic" id="29"></list></costumes><sounds><list struct="atomic" id="30"></list></sounds><blocks></blocks><variables></variables><scripts><script x="296.00000000000057" y="23.66666666666663"><block s="receiveGo"><comment w="90" collapsed="false">second one</comment></block><block s="clear"></block></script><script x="10" y="10"><block s="receiveGo"><comment w="90" collapsed="false">first one</comment></block></script><script x="353.00000000000045" y="203.50000000000006"><block s="doRepeat"><l>10</l><script><block s="gotoXY"><block s="reportRandom"><l>-180</l><l>180</l></block><block s="reportRandom"><l>-180</l><l>180</l></block></block><block s="doIfElse"><block s="reportVariadicLessThan"><list><block s="yPosition"></block><l>0</l></list></block><script><block s="setColor"><color>13,0,167,1</color></block><custom-block s="drawpolygon %n"><l>3</l></custom-block></script><script><block s="doIfElse"><block s="reportVariadicLessThan"><list><block s="xPosition"></block><l>0</l></list></block><script><block s="setColor"><color>33,255,69,1</color></block><custom-block s="drawpolygon %n"><l>5</l></custom-block></script><script><block s="setColor"><color>145,26,68,1</color></block><custom-block s="drawpolygon %n"><l>4</l></custom-block></script></block></script></block></script></block></script><script x="40.33333333333326" y="277.66666666666686"><block s="receiveGo"></block></script><script x="10" y="81.99999999999994"><block s="clear"></block><block s="doRepeat"><l>10</l><script><block s="gotoXY"><block s="reportRandom"><l>-180</l><l>180</l></block><block s="reportRandom"><l>-180</l><l>180</l></block></block><block s="doIfElse"><block s="reportVariadicLessThan"><list><block s="yPosition"></block><l>0</l></list></block><script><block s="setColor"><color>13,0,167,1</color></block><custom-block s="drawpolygon %n"><l>3</l></custom-block></script><script><block s="setColor"><color>145,26,68,1</color></block><custom-block s="drawpolygon %n"><l>4</l></custom-block></script></block></script></block></script><script x="23.333333333333258" y="362.66666666666686"><block s="clear"><comment w="90" collapsed="false">bonus 1</comment></block><block s="doAsk"><l>How many sides for pt1</l></block><block s="doSetVar"><l>1</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>How many sides pt2?</l></block><block s="doSetVar"><l>2</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>How many sides pt3?</l></block><block s="doSetVar"><l>3</l><block s="getLastAnswer"></block></block><block s="doRepeat"><l>10</l><script><block s="gotoXY"><block s="reportRandom"><l>-180</l><l>180</l></block><block s="reportRandom"><l>-180</l><l>180</l></block></block><block s="doIfElse"><block s="reportVariadicLessThan"><list><block s="yPosition"></block><l>0</l></list></block><script><block s="setColor"><color>13,0,167,1</color></block><custom-block s="drawpolygon %n"><block var="1"/></custom-block></script><script><block s="doIfElse"><block s="reportVariadicLessThan"><list><block s="xPosition"></block><l>0</l></list></block><script><block s="setColor"><color>33,255,69,1</color></block><custom-block s="drawpolygon %n"><block var="2"/></custom-block></script><script><block s="setColor"><color>145,26,68,1</color></block><custom-block s="drawpolygon %n"><block var="3"/></custom-block></script></block></script></block></script></block></script><script x="283.0000000000002" y="552.333333333333"><block s="receiveGo"><comment w="90" collapsed="false">bonus 2</comment></block><block s="clear"></block><block s="doRepeat"><l>10</l><script><block s="gotoXY"><block s="reportRandom"><l>-180</l><l>180</l></block><block s="reportRandom"><l>-180</l><l>180</l></block></block><block s="doIfElse"><block s="reportVariadicLessThan"><list><block s="yPosition"></block><l>0</l></list></block><script><block s="setColor"><color>13,0,167,1</color></block><custom-block s="drawpolygon %n"><l>3</l></custom-block></script><script><block s="doIfElse"><block s="reportVariadicLessThan"><list><block s="xPosition"></block><l>0</l></list></block><script><block s="setColor"><color>33,255,69,1</color></block><custom-block s="drawpolygon %n"><l>5</l></custom-block></script><script><block s="setColor"><color>145,26,68,1</color></block><custom-block s="drawpolygon %n"><l>4</l></custom-block></script></block><block s="doIf"><block s="reportVariadicGreaterThan"><list><block s="yPosition"></block><l>0</l></list></block><script><block s="setColor"><color>255,185,100,1</color></block><custom-block s="drawpolygon %n"><l>8</l></custom-block></script><list></list></block></script></block></script></block></script><script x="133.00000000000023" y="874.4999999999993"><block s="doIfElse"><l/><script></script><script></script></block></script></scripts></sprite><watcher var="1" style="normal" x="10" y="10" color="243,118,29"/><watcher var="2" style="normal" x="10" y="31.000001999999995" color="243,118,29"/><watcher var="3" style="normal" x="10" y="52.00000399999999" color="243,118,29"/></sprites></stage><variables><variable name="1"><l>7</l></variable><variable name="2"><l>8</l></variable><variable name="3"><l>9</l></variable></variables></scene></scenes></project><media name="Test" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"></media></snapdata>