<snapdata remixID="11929497"><project name="U2L3-Predicates" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="U2L3-Predicates"><notes></notes><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></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><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" id="77"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="78"></list></costumes><sounds><list struct="atomic" id="79"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="-1128" y="128" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="false" costume="0" color="255,35,24,1" pen="tip" id="84"><costumes><list struct="atomic" id="85"></list></costumes><sounds><list struct="atomic" id="86"></list></sounds><blocks></blocks><variables></variables><scripts><script x="13.333333333333343" y="13.666666666666742"><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"></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="13.333333333333343" y="334.66666666666674"><custom-block s="%s ≤ %s"><l></l><l></l></custom-block></script><script x="13.333333333333343" y="459.00000000000045"><custom-block s="%s ≥ %s"><l></l><l></l></custom-block></script><script x="13.333333333333343" y="487"><custom-block s="%s ≠ %s"><l></l><l></l></custom-block></script><script x="13.333333333333343" y="515.0000000000005"><custom-block s="is %s between %s and %s ?"><l></l><l></l><l></l></custom-block></script><script x="13.333333333333343" y="545.3333333333337"><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>99,69,0,1</color></block></script><script><block s="setColor"><color>12,0,241,1</color></block></script></block></script></block><block s="doIfElse"><block s="reportMouseDown"></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="13.333333333333343" y="984.9999999999998"><custom-block s="%b implies %b"><l/><l/></custom-block></script><script x="13.333333333333343" y="1015.3333333333335"><custom-block s="%b xor %b"><l/><l/></custom-block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="U2L3-Predicates" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>