<snapdata remixID="10318353"><project name="Debug assesments day 2" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><stage name="Stage" width="480" height="360" costume="2" 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" scheduled="false" 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</pentrails><costumes><list id="2"><item><costume name="Untitled" center-x="240" center-y="180" 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" id="3"/></item><item><costume name="Untitled(2)" center-x="240" center-y="180" image="data:image/png;base64,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" id="4"/></item></list></costumes><sounds><list struct="atomic" id="5"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="-191" y="146" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="4,160,0,1" pen="tip" id="10"><costumes><list struct="atomic" id="11"></list></costumes><sounds><list struct="atomic" id="12"></list></sounds><blocks></blocks><variables></variables><scripts><script x="20" y="10"><block s="receiveGo"></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"><l>10</l><script><block s="doIfElse"><block s="reportLessThan"><block s="yPosition"></block><l>0</l></block><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="up"></block><block s="setColor"><color>208,13,0,1</color></block><block s="down"><comment w="90" collapsed="false">in the incorect code the pen downwas in the wrong place</comment></block><custom-block s="DrawAPolygon %n"><l>3</l></custom-block><block s="doWait"><l>1</l></block><block s="up"><comment w="90" collapsed="false">the pen ups were imissing</comment></block></script><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="up"></block><block s="setColor"><color>1,2,186,1</color></block><block s="down"></block><custom-block s="DrawAPolygon %n"><l>4</l></custom-block><block s="doWait"><l>1</l></block><block s="up"></block></script></block></script></block><block s="up"></block><block s="gotoXY"><l>-191</l><l>146</l></block><block s="down"></block><block s="setColor"><color>4,160,0,1</color></block><custom-block s="DrawAPolygon %n"><l>5</l></custom-block><block s="doWait"><l>1</l></block><block s="up"></block></script></scripts></sprite><watcher scope="Sprite" s="yPosition" style="normal" x="305" y="9.000001999999995" color="74,108,212" hidden="true"/><watcher scope="Sprite" s="xPosition" style="normal" x="147" y="6" color="74,108,212" hidden="true"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="DrawAPolygon %&apos;numOfSides&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doRepeat"><block var="numOfSides"/><script><block s="forward"><l>25</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="numOfSides"/></block></block></script></block></script></block-definition></blocks><variables></variables></project><media name="Debug assesments day 2" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>