<snapdata remixID="14289151"><project name="U2L3-Predicates" app="Snap! 10.7.2, https://snap.berkeley.edu" version="2"><notes>Part 3 of lab 3 in unit 2 of my computer science course.</notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="U2L3-Predicates"><notes>Part 3 of lab 3 in unit 2 of my computer science course.</notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="%&apos;input1&apos; ≤ %&apos;input2&apos;" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input><input type="%s" initial="1"></input></inputs><script><block s="doReport"><block s="reportVariadicOr"><list><block s="reportVariadicLessThan"><list><block var="input1"/><block var="input2"/></list></block><block s="reportVariadicEquals"><list><block var="input1"/><block var="input2"/></list></block></list></block></block></script></block-definition><block-definition s="%&apos;input1&apos; ≥ %&apos;input2&apos;" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input><input type="%s" initial="1"></input></inputs><script><block s="doReport"><block s="reportVariadicOr"><list><block s="reportVariadicGreaterThan"><list><block var="input1"/><block var="input2"/></list></block><block s="reportVariadicEquals"><list><block var="input1"/><block var="input2"/></list></block></list></block></block></script></block-definition><block-definition s="%&apos;input1&apos; ≠ %&apos;input2&apos;" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input><input type="%s" initial="1"></input></inputs><script><block s="doReport"><block s="reportVariadicOr"><list><block s="reportVariadicLessThan"><list><block var="input1"/><block var="input2"/></list></block><block s="reportVariadicGreaterThan"><list><block var="input1"/><block var="input2"/></list></block></list></block></block></script></block-definition><block-definition s="is %&apos;input1&apos; between %&apos;input2&apos; and %&apos;input3&apos;" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input><input type="%s" initial="1"></input><input type="%s" initial="1"></input></inputs><script><block s="doReport"><block s="reportVariadicAnd"><list><block s="reportVariadicLessThan"><list><block var="input1"/><block var="input3"/></list></block><block s="reportVariadicGreaterThan"><list><block var="input1"/><block var="input2"/></list></block></list></block></block></script></block-definition></blocks><primitives></primitives><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" 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