<snapdata remixID="8899221"><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="Sprite" idx="1" x="-516" y="-219" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="246,77,255,1" 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="396.3134775625" y="91.00000299999999"><block s="yPosition"></block></script><script x="25" y="10"><block s="clear"></block></script><script x="507.6416025625" y="77.00000299999999"><block s="yPosition"></block></script><script x="30" y="46"><block s="receiveGo"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="doForever"><script><block s="doGotoObject"><l><option>mouse-pointer</option></l></block><block s="down"></block><block s="doIfElse"><block s="reportGreaterThan"><block s="reportMouseY"></block><l>0</l></block><script><block s="setColor"><color>15,9,0,1</color></block></script><script><block s="setColor"><color>246,77,255,1</color></block></script><comment w="90" collapsed="false">Christopher and VIctoria &#xD;This script makes the pen trace black when the mouse&apos;s y positon is over y=0, and trace pink if it isn&apos;t. </comment></block></script></block></script><script x="198" y="330"><custom-block s="%s between? %s and %s"><l>3</l><l>0</l><l>100</l></custom-block></script><script x="446" y="131"><block s="reportModulus"><l>17</l><l>4</l></block></script><script x="237.31347756249988" y="654.8000030000001"><block s="reportBoolean"><l><bool>true</bool></l></block></script><script x="287" y="399"><custom-block s="%s divisible by %s"><l>9</l><l>5</l></custom-block></script><script x="24" y="510"><custom-block s="integer? %s"><l>5</l></custom-block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="%&apos;input 1&apos; between? %&apos;input 2&apos; and %&apos;Input 3&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="doIfElse"><block s="reportAnd"><block s="reportGreaterThan"><block var="input 1"/><block var="input 2"/></block><block s="reportLessThan"><block var="input 1"/><block var="Input 3"/></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><comment w="177" collapsed="false">Christopher and Victoria&#xD;This block reports a Boolean value based on numbers..</comment></block></script></block-definition><block-definition s="%&apos;input 1&apos; divisible by %&apos;input 2&apos;" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doIfElse"><block s="reportEquals"><block s="reportModulus"><block var="input 1"/><block var="input 2"/></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><comment w="194" collapsed="false">Christopher and Victoria&#xD;This block tells the boolean value of something in terms of division.  </comment></block></script></block-definition><block-definition s="integer? %&apos;number&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 var="number"/><block s="reportRound"><block var="number"/></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><comment w="90" collapsed="false">Christopher and VIctoria &#xD;It reports true if the number is a round number, but if it isn&apos;t it reports false. .</comment></block></script></block-definition></blocks><variables></variables></project><media name="U2L3- Predicates" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>