<snapdata remixID="9850915"><project name="U2L31-2-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="1" 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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</pentrails><costumes><list id="2"><item><costume name="Untitled" center-x="240" center-y="180" 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id="3"/></item></list></costumes><sounds><list struct="atomic" id="4"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="-831" y="120" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="false" costume="0" color="255,212,39,1" pen="tip" id="9"><costumes><list struct="atomic" id="10"></list></costumes><sounds><list struct="atomic" id="11"></list></sounds><blocks></blocks><variables></variables><scripts><comment x="20" y="20" w="188.6666666666667" collapsed="false">Pen size not required by the lab, but makes the writing much easier to see.</comment><script x="20" y="86"><block s="clear"></block><block s="down"></block><block s="setSize"><l>3</l></block><block s="doForever"><script><block s="doIfElse"><block s="reportGreaterThan"><block s="yPosition"></block><l>0</l></block><script><block s="setColor"><color>255,35,24,1</color></block></script><script><block 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See inside the blocks.  On the next lab page (2.3.3) there is a discussion of several different correct solutions to these.&#xD;&#xD;We&apos;ve learned that students find this exercise difficult.  This may be one of the places where a whole-class discussion would be useful.  &quot;If a&lt;b, is a≤b true?  What if a=b?  What if a&gt;b?&quot;</comment></custom-block></script><script x="20" y="453.5"><custom-block s="%s ≥ %s"><l></l><l></l></custom-block></script><script x="20" y="486.5"><custom-block s="%s ≠ %s"><l></l><l></l></custom-block></script><script x="20" y="519.5"><custom-block s="is %s between %s and %s ?"><l></l><l></l><l></l><comment w="53.333333333333336" collapsed="true">2.4</comment></custom-block></script><script x="20" y="554.5"><custom-block s="%b implies %b"><l/><l/><comment w="105.33333333333333" collapsed="true">if P then Q. TFTT</comment></custom-block></script><script x="20" y="589.5"><custom-block s="%b xor %b"><l/><l/><comment w="117.33333333333333" collapsed="true">exclusive OR. FTTF</comment></custom-block></script><script x="271" y="57.66666666666666"><block s="clear"></block><block s="down"></block><block s="setSize"><l>3</l></block><block s="doForever"><script><block s="doIfElse"><block s="reportGreaterThan"><block s="yPosition"></block><l>50</l></block><script><block s="setColor"><color>255,212,39,1</color></block></script><script><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>28,209,255,1</color></block></script><script><block s="setColor"><color>170,0,144,1</color></block></script></block></script></block><block s="doIfElse"><block s="reportMouseDown"><comment w="53.333333333333336" collapsed="true">1.3</comment></block><script><block s="down"></block></script><script><block s="up"></block></script></block><block s="doGotoObject"><l><option>mouse-pointer</option></l></block></script><comment w="75.33333333333333" collapsed="true">2.3.1.2</comment></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="%&apos;a&apos; ≤ %&apos;b&apos;" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doReport"><block s="reportOr"><block s="reportLessThan"><block var="a"/><block var="b"/></block><block s="reportEquals"><block var="a"/><block var="b"/></block></block></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="%s"></input><input type="%s"></input></inputs><script><block s="doReport"><block s="reportOr"><block s="reportGreaterThan"><block var="a"/><block var="b"/></block><block s="reportEquals"><block var="a"/><block var="b"/></block></block></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="%s"></input><input type="%s"></input></inputs><script><block s="doReport"><block s="reportNot"><block s="reportEquals"><block var="a"/><block var="b"/></block></block></block></script></block-definition><block-definition s="is %&apos;mid&apos; between %&apos;low&apos; and %&apos;high&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="doReport"><block s="reportAnd"><custom-block s="%s ≥ %s"><block var="mid"/><block var="low"/></custom-block><custom-block s="%s ≤ %s"><block var="mid"/><block var="high"/></custom-block></block></block></script><scripts><comment x="14.666666666666666" y="88.8" w="304.6666666666667" collapsed="false">As the lab says, it&apos;s okay to use &quot;&gt;&quot; and &quot;&lt;&quot; instead of &quot;≥&quot; and &quot;≤.&quot;</comment></scripts></block-definition><block-definition s="%&apos;p&apos; implies %&apos;q&apos;" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%b"></input><input type="%b"></input></inputs><script><block s="doReport"><block s="reportOr"><block s="reportNot"><block var="p"/></block><block var="q"/></block></block></script></block-definition><block-definition s="%&apos;p&apos; xor %&apos;q&apos;" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%b"></input><input type="%b"></input></inputs><script><block s="doReport"><block s="reportAnd"><block s="reportOr"><block var="p"/><block var="q"/></block><block s="reportNot"><block s="reportAnd"><block var="p"/><block var="q"/></block></block></block></block></script></block-definition></blocks><variables></variables></project><media name="U2L31-2-Predicates" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>