<snapdata remixID="12965202"><project name=" unit 2 lab 3 making decisions" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name=" unit 2 lab 3 making decisions"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="make a point" type="command" category="looks"><header></header><code></code><translations></translations><inputs></inputs><script><block s="setSize"><l>5</l></block><block s="down"></block><block s="forward"><l>0</l></block><block s="up"></block></script></block-definition><block-definition s="make a block" type="command" category="looks"><header></header><code></code><translations></translations><inputs></inputs></block-definition><block-definition s="%&apos;num1&apos; ≥ %&apos;num2&apos;" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doReport"><block s="reportVariadicOr"><list><block s="reportVariadicGreaterThan"><list><block var="num1"/><block var="num2"/></list></block><block s="reportVariadicEquals"><list><block var="num1"/><block var="num2"/></list></block></list></block></block></script></block-definition><block-definition s="%&apos;num1&apos; ≤ %&apos;num2&apos;" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doReport"><block s="reportVariadicOr"><list><block s="reportVariadicEquals"><list><block var="num1"/><block var="num2"/></list></block><block s="reportVariadicLessThan"><list><block var="num1"/><block var="num2"/></list></block></list></block></block></script></block-definition><block-definition s="apple" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><l></l></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="57"></list></costumes><sounds><list struct="atomic" id="58"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite(2)" idx="1" x="-66" y="33" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="212,35,0,1" pen="tip" id="63"><costumes><list struct="atomic" id="64"></list></costumes><sounds><list struct="atomic" id="65"></list></sounds><blocks></blocks><variables></variables><scripts><script x="207" y="351"><block s="up"></block><block s="doForever"><script><block s="doGotoObject"><l><option>random position</option></l></block><block s="doIfElse"><block s="reportVariadicAnd"><list><block s="reportVariadicGreaterThan"><list><block s="xPosition"></block><l>100</l></list></block><block s="reportVariadicGreaterThan"><list><block s="reportRelationTo"><l><option>distance</option></l><l>Sprite</l></block><l>80</l></list></block></list><comment w="90" collapsed="false">same as i said up top..</comment></block><script><block s="setColor"><color>255,92,145,1</color></block></script><script><block s="setColor"><color>254,251,5,1</color></block></script></block><custom-block s="make a point"></custom-block></script></block></script><script x="189" y="71.99999999999997"><block s="receiveGo"></block><block s="clear"><comment w="90" collapsed="true">clears stage</comment></block><block s="up"><comment w="90" collapsed="true">starts up the pen</comment></block><block s="doForever"><script><block s="doGotoObject"><l><option>random position</option></l><comment w="90" collapsed="true">goes to radnom spot</comment></block><block s="doIfElse"><block s="reportVariadicLessThan"><list><block s="reportVariadicSum"><list><block s="xPosition"></block><l>80</l></list><comment w="90" collapsed="true">when it crosses a certain point it will change colors</comment></block><block s="yPosition"></block></list></block><script><block s="setColor"><color>212,35,0,1</color></block></script><script><block s="setColor"><color>1,4,242,1</color></block></script></block><custom-block s="make a point"></custom-block></script><comment w="90" collapsed="true">goes on forever</comment></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name=" unit 2 lab 3 making decisions" app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>