<snapdata remixID="14444910"><project name="U2L3-Predicates" app="Snap! 10.7.2, 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="is %&apos;y position of the mouse&apos; between (upper bound) %&apos;(upper bound)&apos; (lower bound) %&apos;lower bound&apos;" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input><input type="%s" initial="1"></input><input type="%s" initial="1"></input></inputs><script><block s="doIfElse"><block s="reportVariadicAnd"><list><block s="reportVariadicGreaterThan"><list><block var="(upper bound)"/><block var="y position of the mouse"/></list></block><block s="reportVariadicLessThan"><list><block var="lower bound"/><block var="y position of the mouse"/></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></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="37"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="38"></list></costumes><sounds><list struct="atomic" id="39"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="2"><sprite name="Sprite" idx="1" x="-140" y="101" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="false" costume="0" color="20,0,175,1" pen="tip" id="44"><costumes><list struct="atomic" id="45"></list></costumes><sounds><list struct="atomic" id="46"></list></sounds><blocks></blocks><variables></variables><scripts><script x="342" y="30"><block s="receiveKey"><l><option>enter</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="doIfElse"><custom-block s="is %s between (upper bound) %s (lower bound) %s"><block s="reportMouseY"></block><l>45</l><l>-45</l></custom-block><script><block s="setColor"><color>255,24,8,1</color></block></script><script><block s="doIfElse"><block s="reportVariadicGreaterThan"><list><block s="yPosition"></block><l>45</l></list></block><script><block s="setColor"><color>20,0,175,1</color></block></script><script><block s="setColor"><color>7,255,39,1</color></block></script></block></script></block></script></block></script></scripts></sprite><sprite name="Sprite(2)" idx="2" x="-110" y="77" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,127.5,66.3,1" pen="tip" id="98"><costumes><list struct="atomic" id="99"></list></costumes><sounds><list struct="atomic" id="100"></list></sounds><blocks></blocks><variables></variables><scripts><script x="20" y="133"><block s="receiveKey"><l><option>enter</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="doIfElse"><custom-block s="is %s between (upper bound) %s (lower bound) %s"><block s="reportMouseY"></block><l>45</l><l>-45</l></custom-block><script><block s="setColor"><color>255,24,8,1</color></block></script><script><block s="doIfElse"><block s="reportVariadicGreaterThan"><list><block s="yPosition"></block><l>45</l></list></block><script><block s="setColor"><color>20,0,175,1</color></block></script><script><block s="setColor"><color>7,255,39,1</color></block></script></block></script></block></script></block></script><script x="380" y="57"><block s="receiveGo"></block><block s="doAsk"><l>Is today Thursday?</l></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>yes</l></list></block><script><block s="doSayFor"><l>The store is close today</l><l>2</l></block></script><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>no</l></list></block><script><block s="doSayFor"><l>today is open</l><l>2</l></block></script><script><block s="doSayFor"><l>you did not asnwere yes or not</l><l>2</l></block></script></block></script></block></script></scripts></sprite><watcher scope="Sprite" s="yPosition" style="normal" x="10" y="10" color="74,108,212"/></sprites></stage><variables></variables></scene></scenes></project><media name="U2L3-Predicates" app="Snap! 10.7.2, https://snap.berkeley.edu" version="2"></media></snapdata>