<snapdata remixID="9164084"><project name="U2L3P1-What is a Predicate - Gabby " app="Snap! 5.4, http://snap.berkeley.edu" 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</thumbnail><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" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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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="-344" y="-149" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="15,93,255,1" 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="82" y="291"><custom-block s="Is %n between %n and %n ?"><l>5</l><l>6</l><l>9</l><comment w="90" collapsed="false">Using predicates to tell you where a number is (true or false).</comment></custom-block></script><script x="82" y="406"><custom-block s="even? %n"><l></l><comment w="90" collapsed="false">Determining if a number is even by dividing it by 2 .</comment></custom-block></script><script x="70.9951181875" y="362.800001"><custom-block s="% firstvalue divisible by %s ?"><l></l><comment w="90" collapsed="false">Predicates to determine divisibility of a number .</comment></custom-block></script><script x="79" y="484"><block s="reportModulus"><l>17</l><l>5</l><comment w="90" collapsed="false">Determing remainder of numbers .</comment></block></script><script x="61" y="72"><block s="clear"></block><block s="down"></block><block s="doForever"><script><block s="gotoXY"><block s="reportMouseX"></block><block s="reportMouseY"></block></block><block s="doIfElse"><block s="reportGreaterThan"><block s="yPosition"></block><l>0</l></block><script><block s="setColor"><color>178,148,255,1</color></block></script><script><block s="setColor"><color>15,93,255,1</color></block></script></block></script><comment w="90" collapsed="false">Using Predicates to draw.</comment></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Is %&apos;inputvalue&apos; between %&apos;lowerBound&apos; and %&apos;UpperBound&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="inputvalue"/><block var="lowerBound"/></block><block s="reportLessThan"><block var="inputvalue"/><block var="UpperBound?"/></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="% firstvalue divisible by %secondvalue ?" 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;firstvalue&apos; divisible by %&apos;secondvalue&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="firstvalue"/><block var="secondvalue"/></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;inputvalue&apos;" type="command" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doIfElse"><custom-block s="%n divisible by %n ?"><block var="inputvalue"/><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></blocks><variables></variables></project><media name="U2L3P1-What is a Predicate - Gabby " app="Snap! 5.4, http://snap.berkeley.edu" version="1"></media></snapdata>