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</pentrails><costumes><list struct="atomic" id="19"></list></costumes><sounds><list struct="atomic" id="20"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="m" idx="1" x="92" y="7" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,182,31,1" pen="tip" id="25"><costumes><list struct="atomic" id="26"></list></costumes><sounds><list struct="atomic" id="27"></list></sounds><blocks></blocks><variables></variables><scripts><script x="48" y="25"><block s="receiveGo"></block><block s="clear"></block><block s="doWait"><l>0.2</l></block><block s="doAsk"><l>How many shapes do you want?</l></block><block s="up"></block><block s="clear"></block><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="doRepeat"><block s="getLastAnswer"></block><script><block s="doIfElse"><block s="reportVariadicLessThan"><list><block s="yPosition"></block><l>-100</l></list></block><script><block s="down"></block><block s="setColor"><color>255,182,31,1</color></block><custom-block s="DrawPolygon %n"><l>8</l></custom-block><block s="doWait"><l>1</l></block><block s="up"></block><block s="gotoXY"><block s="reportRandom"><l>-180</l><l>180</l></block><block s="reportRandom"><l>-180</l><l>180</l></block></block></script><script><block s="doIfElse"><block s="reportVariadicAnd"><list><block s="reportVariadicLessThan"><list><block s="xPosition"></block><l>-40</l></list></block><block s="reportVariadicGreaterThan"><list><block s="yPosition"></block><l>50</l></list></block></list></block><script><block s="down"></block><block s="setColor"><color>13,255,10,1</color></block><custom-block s="DrawPolygon %n"><l>5</l></custom-block><block s="doWait"><l>1</l></block><block s="up"></block><block s="gotoXY"><block s="reportRandom"><l>-180</l><l>180</l></block><block s="reportRandom"><l>-180</l><l>180</l></block></block></script><script><block s="doIfElse"><block s="reportVariadicLessThan"><list><block s="yPosition"></block><l>0</l></list></block><script><block s="down"></block><block s="setColor"><color>189,0,107,255</color></block><custom-block s="DrawPolygon %n"><l>3</l></custom-block><block s="doWait"><l>1</l></block><block s="up"></block><block s="gotoXY"><block s="reportRandom"><l>-180</l><l>180</l></block><block s="reportRandom"><l>-180</l><l>180</l></block></block></script><script><block s="down"></block><block s="setColor"><color>0,12,127,255</color></block><custom-block s="DrawPolygon %n"><l>4</l></custom-block><block s="doWait"><l>1</l></block><block s="up"></block><block s="gotoXY"><block s="reportRandom"><l>-180</l><l>180</l></block><block s="reportRandom"><l>-180</l><l>180</l></block></block></script></block></script></block></script></block></script></block></script><comment x="300" y="10" w="90" collapsed="false">clears screen of all shapes and waits, then asks the user for input on how many shapes they would like the program to create at random.</comment><comment x="521" y="138" w="90" collapsed="false">The program will pick a random location</comment><comment x="242" y="203" w="90" collapsed="false">If the sprite moves to the very bottom of the screen, it will draw an organge polygon.</comment><comment x="428" y="389" w="90" collapsed="false">If the sprite moves to the top left of the screen, it will draw a green polygon.</comment><comment x="421.8974609375" y="548.6666666666667" w="90" collapsed="false">If the sprite is on the bottom half of the screen it will draw a pink polygon.</comment><comment x="420" y="712" w="90" collapsed="false">Otherwise the program will always draw a blue square</comment><comment x="415" y="834" w="90" collapsed="false">This is repeated however many times the user inputted</comment></scripts></sprite><watcher scope="m" s="yPosition" style="normal" x="10" y="10" color="74,108,212" hidden="true"/></sprites></stage><variables></variables></scene></scenes></project><media name="Debug Assessment Part 2 - JWALZ" app="Snap! 8.2, https://snap.berkeley.edu" version="2"></media></snapdata>