<snapdata remixID="9852486"><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" 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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="-986" y="129" 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="20" y="20.333333333333343" 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="86.33333333333337"><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="453.8333333333335"><custom-block s="%s ≥ %s"><l></l><l></l></custom-block></script><script x="20" y="486.83333333333326"><custom-block s="%s ≠ %s"><l></l><l></l></custom-block></script><script x="20" y="519.833333333333"><custom-block s="is %s between %s and %s ?"><l>4.0</l><l>2.9</l><l>3.7</l><comment w="53.333333333333336" collapsed="true">2.4</comment></custom-block></script><script x="20" y="554.833333333333"><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="589.833333333333"><custom-block s="%b xor %b"><l/><l/><comment w="117.33333333333333" collapsed="true">exclusive OR. FTTF</comment></custom-block></script><script x="422" 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>248,0,248,1</color></block></script><script><block s="setColor"><color>0,245,28,1</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="14.666666666666629" y="88.80000000000001" 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>