<snapdata remixID="10054246"><project name="U2L3-Predicates" app="Snap! 6, https://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" penlog="false" volume="100" pan="0" lines="round" ternary="false" hyperops="true" 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="-1529" y="123" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="250,49,255,1" 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="247" y="179.3333333333334"><block s="down"></block><block s="doForever"><script><block s="doGotoObject"><l><option>mouse-pointer</option></l></block><block s="doIfElse"><custom-block s="is %s between %s and %s ?"><block s="yPosition"></block><l>-50</l><l>50</l></custom-block><script><block s="setColor"><color>99,255,10,1</color></block></script><script><block s="doIfElse"><block s="reportGreaterThan"><block s="yPosition"></block><l>0</l></block><script><block s="setColor"><color>250,49,255,1</color></block></script><script><block s="setColor"><color>59,250,255,1</color></block></script></block></script></block></script></block></script><script x="138" y="183.00000000000003"><block s="clear"></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="%s"></input><input type="%s"></input><input type="%s"></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></blocks><variables></variables></project><media name="U2L3-Predicates" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>