<snapdata remixID="9850338"><project name="U2L3pp1-2-Predicates Template" 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="-606.8833652007647" y="141.10898661567873" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="false" costume="0" color="255,35,24,1" 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><comment x="30" y="12.166666666666316" 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="78.1666666666664"><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="378.6666666666665" w="90" collapsed="true">2.2  Inclusive.</comment><script x="30" y="410.6666666666663"><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="445.6666666666663"><custom-block s="%s ≥ %s"><l></l><l></l></custom-block></script><script x="30" y="478.66666666666606"><custom-block s="%s ≠ %s"><l></l><l></l></custom-block></script><script x="30" y="511.66666666666606"><custom-block s="is %s between %s and %s ?"><l>3.8</l><l>3.9</l><l>4.7</l><comment w="53.333333333333336" collapsed="true">2.4</comment></custom-block></script><script x="30" y="546.6666666666662"><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="581.6666666666662"><custom-block s="%b xor %b"><l/><l/><comment w="117.33333333333333" collapsed="true">exclusive OR. FTTF</comment></custom-block></script><script x="303" 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>0</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>194,255,27,1</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></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="U2L3pp1-2-Predicates Template" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>