<snapdata remixID="9852632"><project name="U2L3p2: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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s="doIfElse"><custom-block s="is %s between %s and %s ?"><block s="yPosition"></block><l>-50</l><l>50</l><comment w="53.333333333333336" collapsed="true">2.4</comment></custom-block><script><block s="setColor"><color>140,229,0,1</color></block></script><script><block s="setColor"><color>12,0,241,1</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><script x="20" y="449.16666666666663"><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="20" y="749.6666666666666" w="90" collapsed="true">2.2  Inclusive.</comment><script x="292" y="309.66666666666663"><custom-block s="%s ≤ %s"><l>4</l><l>3</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="296" y="354.66666666666663"><custom-block s="%s ≥ %s"><l>4</l><l>3</l></custom-block></script><script x="270" y="398.66666666666663"><block s="reportAnd"><l><bool>true</bool></l><l><bool>true</bool></l></block></script><script x="287" y="437.66666666666663"><custom-block s="%s ≠ %s"><l>4</l><l>3</l></custom-block></script><script x="285" y="488.66666666666663"><block s="reportNot"><l><bool>true</bool></l></block></script><script x="279" y="529.6666666666666"><block s="reportOr"><l><bool>false</bool></l><l><bool>true</bool></l></block></script><script x="281" y="569.6666666666666"><custom-block s="%b implies %b"><l><bool>true</bool></l><l><bool>false</bool></l><comment w="105.33333333333333" collapsed="true">if P then Q. TFTT</comment></custom-block></script><script x="284" y="659.6666666666666"><custom-block s="%b xor %b"><l><bool>true</bool></l><l><bool>true</bool></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="U2L3p2:Predicates" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>