<snapdata remixID="9854442"><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="206" y="194" 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="14" y="20" w="188.6666666666667" collapsed="false">Pen size not required by the lab, but makes the writing much easier to see.</comment><script x="14" y="86"><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="14" y="386.5" w="90" collapsed="true">2.2  Inclusive.</comment><script x="14" y="418.5"><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="14" y="453.5"><custom-block s="%s ≥ %s"><l></l><l></l></custom-block></script><script x="14" y="486.5"><custom-block s="%s ≠ %s"><l></l><l></l></custom-block></script><script x="14" y="519.5"><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="14" y="554.5"><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="14" y="589.5"><custom-block s="%b xor %b"><l/><l/><comment w="117.33333333333333" collapsed="true">exclusive OR. FTTF</comment></custom-block></script><script x="345" y="49.66666666666666"><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></custom-block><script><block s="setColor"><color>20,255,120,1</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>