<snapdata remixID="9849782"><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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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="-632" y="-6" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="false" costume="0" color="0,255,10,1" 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="10" 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="76"><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="376.5" w="90" collapsed="true">2.2  Inclusive.</comment><script x="20" y="408.5"><custom-block s="%s ≤ %s"><l></l><l></l><comment w="280.6666666666667" collapsed="false">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="20" y="537.5000000000001"><custom-block s="%s ≥ %s"><l></l><l></l></custom-block></script><script x="20" y="570.5000000000001"><custom-block s="%s ≠ %s"><l></l><l></l></custom-block></script><script x="20" y="638.5000000000001"><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="673.5000000000001"><custom-block s="%b xor %b"><l/><l/><comment w="117.33333333333333" collapsed="true">exclusive OR. FTTF</comment></custom-block></script><script x="525" y="105.66666666666666"><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>255,35,24,1</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><comment w="53.333333333333336" collapsed="true">2.4</comment></custom-block><script><block s="setColor"><color>0,255,10,1</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>