<snapdata remixID="9850227"><project name="U2L3 Page 2" 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="-1137" y="124" 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="10" 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="76.00000000000001"><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><script x="30" y="376.4999999999999"><block s="reportAnd"><l/><l/></block></script><script x="30" y="407.50000000000006"><block s="reportOr"><l/><l/></block></script><script x="30" y="438.50000000000006"><block s="reportNot"><l/></block></script><comment x="30" y="469.50000000000017" w="90" collapsed="true">2.2  Inclusive.</comment><script x="30" y="501.50000000000017"><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="536.5000000000003"><custom-block s="%s ≥ %s"><l></l><l></l></custom-block></script><script x="30" y="569.5000000000003"><custom-block s="%s ≠ %s"><l></l><l></l></custom-block></script><script x="30" y="602.5000000000003"><custom-block s="is %s between %s and %s ?"><l>apples</l><l>alphabet</l><l>azure</l><comment w="53.333333333333336" collapsed="true">2.4</comment></custom-block></script><script x="30" y="637.5000000000003"><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="672.5000000000003"><custom-block s="%b xor %b"><l/><l/><comment w="117.33333333333333" collapsed="true">exclusive OR. FTTF</comment></custom-block></script><script x="402" y="73.66666666666664"><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>145,26,68,1</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="U2L3 Page 2" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>