<snapdata remixID="8785569"><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="1" 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 id="2"><item><costume name="XY Grid" center-x="240" center-y="180" image="data:image/png;base64,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" id="3"/></item></list></costumes><sounds><list struct="atomic" id="4"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Drawing Loser" idx="1" x="-51" y="19" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="false" costume="0" color="5,30,255,1" pen="tip" id="9"><costumes><list struct="atomic" id="10"></list></costumes><sounds><list struct="atomic" id="11"></list></sounds><blocks></blocks><variables></variables><scripts><comment x="370" y="66" w="309" collapsed="false">Name: Arvind Majumder&#xD;Partnername: Tahmid Mahbub&#xD;Duration: 100 minutes&#xD;&#xD;Project Description: Follows your mouse and draws something everytime you click on your mouse. It will draw in 3 different colors depending on the area.&#xD;&#xD;Honor Code: I didn&apos;t receive any help for this project.</comment><script x="33" y="10"><block s="receiveGo"></block><block s="setSize"><l>10</l></block><block s="clear"></block><block s="doUntil"><block s="reportKeyPressed"><l><option>space</option></l></block><script><block s="gotoXY"><block s="reportMouseX"></block><block s="reportMouseY"></block></block><block s="doIfElse"><block s="reportMouseDown"></block><script><block s="down"></block></script><script><block s="up"></block></script></block><block s="doIf"><custom-block s="%s Between? %s And %s"><block s="yPosition"></block><l>90</l><l>180</l></custom-block><script><block s="setColor"><color>145,26,68,1</color></block></script></block><block s="doIf"><custom-block s="%s Between? %s And %s"><block s="yPosition"></block><l>-90</l><l>90</l></custom-block><script><block s="setColor"><color>5,30,255,1</color></block></script></block><block s="doIf"><custom-block s="%s Between? %s And %s"><block s="yPosition"></block><l>-180</l><l>-90</l></custom-block><script><block s="setColor"><color>0,194,12,1</color></block></script></block></script></block></script><script x="35" y="427"><custom-block s="%s Between? %s And %s"><l>5</l><l>3</l><l>13</l><comment w="135" collapsed="false">Finds out if a number is between two certain numbers.</comment></custom-block></script><script x="25" y="504"><custom-block s="%n divisible by %n ?"><l>15</l><l>5</l><comment w="90" collapsed="false">Finds out if a nuimber is divisible by a number.</comment></custom-block></script><script x="30" y="588"><custom-block s="even? %s"><l>8</l><comment w="90" collapsed="false">Finds out if a number is an even number.</comment></custom-block></script><script x="27" y="659"><custom-block s="Integer? %s"><l>10</l><comment w="90" collapsed="false">Finds out if a number is a whole number.</comment></custom-block></script><script x="745" y="291"><block s="receiveGo"></block><block s="setSize"><l>10</l></block><block s="clear"></block><block s="doUntil"><block s="reportKeyPressed"><l><option>space</option></l></block><script><block s="gotoXY"><block s="reportMouseX"></block><block s="reportMouseY"></block></block><block s="doIfElse"><block s="reportMouseDown"></block><script><block s="down"></block></script><script><block s="up"></block></script></block><block s="doIf"><custom-block s="%s Between? %s And %s"><block s="yPosition"></block><l>0</l><l>180</l></custom-block><script><block s="setColor"><color>145,26,68,1</color></block></script></block><block s="doIf"><custom-block s="%s Between? %s And %s"><block s="yPosition"></block><l>-180</l><l>0</l></custom-block><script><block s="setColor"><color>0,194,12,1</color></block></script></block></script></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="%&apos;Input&apos; Between? %&apos;Lower #&apos; And %&apos;Higher #&apos;" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="doIf"><block s="reportAnd"><block s="reportLessThan"><block var="Input"/><block var="Higher #"/></block><block s="reportGreaterThan"><block var="Input"/><block var="Lower #"/></block></block><script><block s="doReport"><block s="reportBoolean"><l><bool>true</bool></l></block></block></script></block><block s="doIf"><block s="reportNot"><block s="reportAnd"><block s="reportLessThan"><block var="Input"/><block var="Higher #"/></block><block s="reportGreaterThan"><block var="Input"/><block var="Lower #"/></block></block></block><script><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block></script></block-definition><block-definition s="%&apos;dividend&apos; divisible by %&apos;divisor&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="dividend"/><block var="divisor"/></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;number&apos;" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doIfElse"><custom-block s="%n divisible by %n ?"><block var="number"/><l>2</l></custom-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="Integer? %&apos;Input&apos;" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doIfElse"><block s="reportEquals"><block s="reportRound"><block var="Input"/></block><block var="Input"/></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></blocks><variables></variables></project><media name="U2L3-Predicates" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>