<snapdata remixID="9849832"><project name="U2L3pp1-2-Predicates Template Page2" 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="215" y="197" 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="17" 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="17" 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="17" y="376.5" w="90" collapsed="true">2.2  Inclusive.</comment><script x="17" y="570.5"><custom-block s="%s ≠ %s"><l></l><l></l></custom-block></script><script x="17" y="638.5"><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="17" y="673.5"><custom-block s="%b xor %b"><l/><l/><comment w="117.33333333333333" collapsed="true">exclusive OR. FTTF</comment></custom-block></script><script x="32" y="491.5"><custom-block s="%s ≥ %s"><l></l><l></l></custom-block></script><script x="522" y="78.66666666666669"><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>12,0,241,1</color></block></script><script><block s="setColor"><color>98,255,92,1</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="444" y="498"><block s="reportAnd"><block s="reportAnd"><l><bool>true</bool></l><l><bool>false</bool></l></block><block s="reportNot"><block s="reportAnd"><l><bool>true</bool></l><l><bool>false</bool></l></block></block></block></script><script x="460" y="620.6666666666666"><block s="reportOr"><block s="reportOr"><l><bool>true</bool></l><l><bool>false</bool></l></block><block s="reportNot"><block s="reportOr"><l><bool>true</bool></l><l><bool>false</bool></l></block></block></block></script><script x="321" y="405.5"><custom-block s="%s ≤ %s"><l>2</l><l>23</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="299" y="644"><block s="reportNot"><block s="reportGreaterThan"><l>3</l><l>23</l></block></block></script><script x="117" y="490"><block s="reportAnd"><block s="reportLessThan"><l>2</l><l>23</l></block><block s="reportEquals"><l>2</l><l>23</l></block></block></script><script x="207" y="554"><block s="reportOr"><block s="reportLessThan"><l>2</l><l>23</l></block><block s="reportEquals"><l>2</l><l>23</l></block></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 Page2" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>