<snapdata remixID="9853314"><project name="U2L3-Predicates- Page 2" 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" id="1"><pentrails>data:image/png;base64,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</pentrails><costumes><list 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="-471" y="-136" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="false" costume="0" color="12,0,241,1" 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="30" y="30"><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>255,35,24,1</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>43,255,205,1</color></block></script><script><block s="setColor"><color>200,0,182,1</color></block></script></block><block s="setColor"><color>12,0,241,1</color></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><comment x="30" y="464.16666666666674" w="188.6666666666667" collapsed="false">Pen size not required by the lab, but makes the writing much easier to see.</comment><script x="30" y="530.1666666666667"><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 s="setColor"><color>12,0,241,1</color></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><comment x="30" y="830.6666666666666" w="90" collapsed="true">2.2  Inclusive.</comment><script x="30" y="862.6666666666666"><custom-block s="%s ≤ %s"><l></l><l></l><comment w="280.6666666666667" collapsed="true">2.3.  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="30" y="897.6666666666666"><custom-block s="%s ≥ %s"><l></l><l></l></custom-block></script><script x="30" y="930.6666666666666"><custom-block s="%s ≠ %s"><l></l><l></l></custom-block></script><script x="30" y="963.6666666666666"><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="30" y="998.6666666666666"><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="30" y="1033.6666666666667"><custom-block s="%b xor %b"><l/><l/><comment w="117.33333333333333" collapsed="true">exclusive OR. FTTF</comment></custom-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="U2L3-Predicates- Page 2" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>