<snapdata remixID="14352733"><project name="U2L3-Predicates" app="Snap! 10.7.1, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="U2L3-Predicates"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="≤" 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="is %&apos;input&apos; between %&apos;lowerVal&apos; and %&apos;upperVal ?&apos;" type="command" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n" initial="1"></input><input type="%n" initial="1"></input><input type="%n" initial="1"></input></inputs><script><block s="doIf"><block s="reportVariadicAnd"><list><block s="reportVariadicGreaterThan"><list><block var="input"/><block var="lowerVal"/></list></block><block s="reportVariadicLessThan"><list><block var="input"/><block var="upperVal ?"/></list></block></list></block><script><block s="doReport"><block s="reportBoolean"><l><bool>true</bool></l></block></block></script><list><l><bool>true</bool></l><script><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></list></block></script></block-definition><block-definition s="is %&apos;input&apos; between %&apos;lowerVal&apos; and %&apos;upperVal&apos; (2)" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n" initial="1"></input><input type="%n" initial="1"></input><input type="%n" initial="1"></input></inputs><script><block s="doIf"><block s="reportVariadicAnd"><list><block s="reportVariadicGreaterThan"><list><block var="input"/><block var="lowerVal"/></list></block><block s="reportVariadicLessThan"><list><block var="input"/><block var="upperVal"/></list></block></list></block><script><block s="doReport"><block s="reportBoolean"><l><bool>true</bool></l></block></block></script><list><l><bool>true</bool></l><script><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></list></block></script></block-definition><block-definition s="is %&apos;input&apos; between %&apos;lowerVal&apos; and %&apos;upperVal&apos; ?" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n" initial="1"></input><input type="%n" initial="1"></input><input type="%n" initial="1"></input></inputs><script><block s="doIf"><block s="reportVariadicAnd"><list><block s="reportVariadicGreaterThan"><list><block var="input"/><block var="lowerVal"/></list></block><block s="reportVariadicLessThan"><list><block var="input"/><block var="upperVal"/></list></block></list></block><script><block s="doReport"><block s="reportBoolean"><l><bool>true</bool></l></block></block></script><list><l><bool>true</bool></l><script><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></list></block></script></block-definition><block-definition s="%&apos;a&apos; ≤ %&apos;b&apos;" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n" initial="1"></input><input type="%n" initial="1"></input></inputs><script><block s="doIfElse"><block s="reportVariadicOr"><list><block s="reportVariadicLessThan"><list><block var="a"/><block var="b"/></list></block><block s="reportVariadicEquals"><list><block var="a"/><block var="b"/></list></block></list></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;a&apos; ≥ %&apos;b&apos;" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n" initial="1"></input><input type="%n" initial="1"></input></inputs><script><block s="doIfElse"><block s="reportVariadicOr"><list><block s="reportVariadicGreaterThan"><list><block var="a"/><block var="b"/></list></block><block s="reportVariadicEquals"><list><block var="a"/><block var="b"/></list></block></list></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;a&apos; ≠ %&apos;b&apos;" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n" initial="1"></input><input type="%n" initial="1"></input></inputs><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="a"/><block var="b"/></list></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><primitives></primitives><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" id="195"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="196"></list></costumes><sounds><list struct="atomic" id="197"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="2"><sprite name="Sprite" idx="1" x="-1138.5365853658543" y="119.51219512195121" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="false" costume="0" color="182,0,23,1" pen="tip" id="202"><costumes><list struct="atomic" id="203"></list></costumes><sounds><list struct="atomic" id="204"></list></sounds><blocks></blocks><variables></variables><scripts><script x="33" y="31.666666666666686"><block s="receiveKey"><l><option>space</option></l><list></list></block><block s="clear"></block><block s="doForever"><script><block s="doGotoObject"><l><option>mouse-pointer</option></l></block><block s="doIfElse"><block s="reportMouseDown"></block><script><block s="down"></block></script><script><block s="up"></block></script></block><block s="doIf"><block s="reportVariadicGreaterThan"><list><block s="yPosition"></block><l>0</l></list></block><script><block s="setColor"><color>182,0,23,1</color></block></script><list><l><bool>true</bool></l><script><block s="setColor"><color>0,119,212,1</color></block></script></list></block></script></block></script></scripts></sprite><sprite name="Sprite(2)" idx="2" x="-1005.8536585365855" y="56.097560975609724" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="false" costume="0" color="0,119,212,1" pen="tip" id="246"><costumes><list struct="atomic" id="247"></list></costumes><sounds><list struct="atomic" id="248"></list></sounds><blocks></blocks><variables></variables><scripts><script x="33" y="31.666666666666686"><block s="receiveKey"><l><option>space</option></l><list></list></block><block s="clear"></block><block s="doForever"><script><block s="doGotoObject"><l><option>mouse-pointer</option></l></block><block s="doIfElse"><block s="reportMouseDown"></block><script><block s="down"></block></script><script><block s="up"></block></script></block><block s="doIf"><block s="reportVariadicAnd"><list><block s="reportVariadicGreaterThan"><list><block s="yPosition"></block><l>-50</l></list></block><block s="reportVariadicLessThan"><list><block s="yPosition"></block><l>50</l></list></block></list></block><script><block s="setColor"><color>182,0,23,1</color></block></script><list><l><bool>true</bool></l><script><block s="doIf"><block s="reportVariadicGreaterThan"><list><block s="yPosition"></block><l>25</l></list></block><script><block s="setColor"><color>0,119,212,1</color></block></script><list><l><bool>true</bool></l><script><block s="setColor"><color>93,250,0,1</color></block></script></list></block></script></list></block></script></block></script><script x="35" y="442"><custom-block s="is %n between %n and %n ?"><l>25</l><l>-50</l><l>50</l></custom-block></script><script x="36" y="473"><custom-block s="%n ≤ %n"><l></l><l></l></custom-block></script><script x="36" y="503"><custom-block s="%n ≥ %n"><l></l><l></l></custom-block></script><script x="35" y="534"><custom-block s="%n ≠ %n"><l></l><l></l></custom-block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="U2L3-Predicates" app="Snap! 10.7.1, https://snap.berkeley.edu" version="2"></media></snapdata>