<snapdata remixID="11107485"><project name="L08 Predicates" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="L08 Predicates"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="is %&apos;input value #&apos; between %&apos;lowerbound&apos; and %&apos;upperbound&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="reportLessThan"><block var="lowerbound"/><block var="input value #"/></block><block s="reportGreaterThan"><block var="upperbound"/><block var="input value #"/></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="even? %&apos;input value&apos;" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><custom-block s="%s divisible by %s ?"><block var="input value"/><l>2</l></custom-block></block></script></block-definition><block-definition s="%&apos;first value&apos; divisible by %&apos;second value&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="first value"/><block var="second value"/></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="programpredicate" type="command" category="control"><header></header><code></code><translations></translations><inputs></inputs><script><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>50</l></block><script><block s="setColor"><color>0,69,253,1</color></block></script><script><block s="doIfElse"><block s="reportLessThan"><block s="yPosition"></block><l>-50</l></block><script><block s="setColor"><color>255,211,179,1</color></block></script><script><block s="setColor"><color>0,53,107,1</color></block></script></block></script></block></script></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="true" hyperops="true" codify="false" inheritance="true" sublistIDs="false" 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y="295.833333333333"><block s="reportModulus"><l>17</l><l>5</l></block></script><script x="130" y="38.333333333333485"><block s="receiveGo"></block><custom-block s="programpredicate"></custom-block></script><script x="526" y="399"><custom-block s="%s divisible by %s ?"><l>12</l><l>3</l></custom-block></script><script x="16" y="148.16666666666683"><block s="receiveGo"></block><block s="doSayFor"><l>Press space to clear</l><l>2</l></block></script><script x="247" y="123.33333333333334"><block s="receiveGo"></block><block s="doAsk"><l>Give a number </l></block><block s="doForever"><script><block s="doIfElse"><custom-block s="%s divisible by %s ?"><block s="getLastAnswer"></block><l>2</l></custom-block><script><block s="doSayFor"><l>WOW NICE</l><l>2</l></block></script><script><block s="doAsk"><l>Odd number jit try again</l></block></script></block></script></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="L08 Predicates" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>