<snapdata remixID="9853237"><project name="U2L3-PredicatesPage2" 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="205" y="195" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="false" costume="0" color="202,230,255,1" 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="281" y="76"><block s="clear"></block><block s="down"></block><block s="setSize"><l>2</l></block><block s="doForever"><script><block s="doIfElse"><block s="reportGreaterThan"><block s="yPosition"></block><l>25</l></block><script><block s="setColor"><color>202,230,255,1</color></block></script><script><block s="doIfElse"><custom-block s="is %s between %s and %s ?"><block s="yPosition"></block><l>-25</l><l>25</l></custom-block><script><block s="setColor"><color>84,154,255,1</color></block></script><script><block s="setColor"><color>33,66,255,1</color></block></script></block></script></block><block s="doIfElse"><block s="reportMouseDown"></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></block></script><script x="26" y="84.16666666666654"><block s="clear"></block><block s="down"></block><block s="setSize"><l>2</l></block><block s="doForever"><script><block s="doIfElse"><block s="reportGreaterThan"><block s="yPosition"></block><l>2</l></block><script><block s="setColor"><color>202,230,255,1</color></block></script><script><block s="setColor"><color>84,154,255,1</color></block></script></block><block s="doIfElse"><block s="reportMouseDown"></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></block></script><script x="21" y="451.6666666666664"><custom-block s="%s ≤ %s"><l></l><l></l></custom-block></script><script x="19" y="497.6666666666664"><custom-block s="%s ≥ %s"><l></l><l></l></custom-block></script><script x="19" y="539.6666666666664"><custom-block s="%s ≠ %s"><l></l><l></l></custom-block></script><script x="10" y="581.6666666666664"><custom-block s="%b implies %b"><l/><l/></custom-block></script><script x="11" y="619.6666666666664"><custom-block s="%b xor %b"><l/><l/></custom-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-PredicatesPage2" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>