<snapdata remixID="8785573"><project name="U2L3-Predicates" app="Snap! 5.1, http://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="0" color="255,255,255,1" tempo="60" threadsafe="false" volume="100" pan="0" lines="round" ternary="false" codify="false" inheritance="true" sublistIDs="false" scheduled="false" id="1"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite1" idx="1" x="213" y="205" heading="4" scale="1" volume="100" pan="0" rotation="1" draggable="false" costume="0" color="145,26,68,1" pen="tip" id="8"><costumes><list struct="atomic" id="9"></list></costumes><sounds><list struct="atomic" id="10"></list></sounds><blocks></blocks><variables></variables><scripts><script x="20" y="10"><block s="receiveGo"><comment w="258" collapsed="false">When the green flag is clicked, if the sprite moves above the x=0 then itll change it to maroon red, but if it moves below the x=0 then the color changes to blue. </comment></block><block s="doUntil"><block s="reportKeyPressed"><l><option>space</option></l></block><script><block s="down"></block><block s="gotoXY"><block s="reportMouseX"></block><block s="reportMouseY"></block></block><block s="doIfElse"><block s="reportLessThan"><block s="yPosition"></block><l>0</l></block><script><block s="setColor"><color>20,0,240,1</color></block></script><script><block s="setColor"><color>145,26,68,1</color></block></script></block></script></block></script><script x="20" y="232"><block s="receiveKey"><l><option>space</option></l><comment w="311" collapsed="false">When space key is pressed, the pen size changes to five and based on the location of the grid, the color changes to either green red or blue. </comment></block><block s="clear"></block><block s="down"></block><block s="setSize"><l>5</l></block><block s="doForever"><script><block s="gotoXY"><block s="reportMouseX"></block><block s="reportMouseY"></block></block><block s="doIf"><custom-block s="%n between? %n and %n"><block s="reportMouseY"></block><l>-180</l><l>-60</l></custom-block><script><block s="setColor"><color>130,255,71,1</color></block></script></block><block s="doIf"><custom-block s="%n between? %n and %n"><block s="reportMouseY"></block><l>60</l><l>180</l></custom-block><script><block s="setColor"><color>255,50,35,1</color></block></script></block><block s="doIf"><custom-block s="%n between? %n and %n"><block s="reportMouseY"></block><l>-60</l><l>60</l></custom-block><script><block s="setColor"><color>0,9,148,1</color></block></script></block></script></block></script><script x="20" y="558"><custom-block s="even ? %n"><l>3</l></custom-block></script><script x="20" y="591"><block s="clear"></block><block s="gotoXY"><l>0</l><l>0</l></block></script><comment x="541" y="20" w="188" collapsed="false">Kunga Chodon&#xD;Hamed F&#xD;Project Description: In this project, when you click the green flag, the pen color will turn red when it goes above x=0 and turn blue if its below x=0. When you click the space button however, there will be three different color. based on the grid, it&apos;ll change betweeen green red and blue.&#xD;Honor Code: I did not cheat.</comment></scripts></sprite><watcher var="number 1" style="normal" x="10" y="10" color="243,118,29"/><watcher var="number 2" style="normal" x="10" y="31.000001999999995" color="243,118,29"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Between? and" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><l></l></block></script></block-definition><block-definition s="%&apos;number&apos; between? %&apos;low&apos; and %&apos;high&apos;" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input><input type="%n"></input></inputs><script><block s="doIfElse"><block s="reportAnd"><block s="reportGreaterThan"><block var="number"/><block var="low"/></block><block s="reportLessThan"><block var="number"/><block var="high"/></block></block><script><block s="doReport"><block s="reportBoolean"><l><bool>true</bool></l></block></block></script><script><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block></script></block-definition><block-definition s="%&apos;divisible by&apos; divisible by %&apos;divisible by ?&apos; ?" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><block s="doIfElse"><block s="reportEquals"><block s="reportModulus"><block var="divisible by"/><block var="divisible by ?"/></block><l>0</l></block><script><block s="doReport"><block s="reportBoolean"><l><bool>true</bool></l></block></block></script><script><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block></script></block-definition><block-definition s="even ? %&apos;even&apos;" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doReport"><custom-block s="%n divisible by %n ?"><block var="even"/><l>2</l></custom-block></block></script></block-definition></blocks><variables><variable name="sprite"><l>0</l></variable><variable name="number"><l>0</l></variable><variable name="low"><l>0</l></variable><variable name="high"><l>0</l></variable><variable name="number 1"><l>0</l></variable><variable name="number 2"><l>0</l></variable></variables></project><media name="U2L3-Predicates" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>