<snapdata remixID="14741223"><project name="U2L4-MathLibrary" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="U2L4-MathLibrary"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="is %&apos;bigger number&apos; divisible by? %&apos;smaller number&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="reportVariadicEquals"><list><block s="reportModulus"><block var="big number"/><block var="smaller number"/></block><l>0</l></list></block></block></script></block-definition><block-definition s="even? %&apos;number #&apos;" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input></inputs><script><block s="doReport"><custom-block s="is %s divisible by? %s"><block var="number #"/><l>2</l></custom-block></block></script></block-definition><block-definition s="integer? %&apos;number #&apos;" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input></inputs><script><block s="doReport"><block s="reportVariadicEquals"><list><block s="reportRound"><block var="number #"/></block><block var="number #"/></list></block></block></script></block-definition><block-definition s="odd? %&apos;number #&apos;" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input></inputs><script><block s="doReport"><block s="reportNot"><custom-block s="is %s divisible by? %s"><block var="number #"/><l>2</l></custom-block></block></block></script></block-definition><block-definition s="is %&apos;number1&apos; between %&apos;number2&apos; and %&apos;number3&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="reportVariadicGreaterThan"><list><block var="number1"/><block var="number2"/></list></block><block s="reportVariadicLessThan"><list><block var="number1"/><block var="number3"/></list></block></list></block></block></script></block-definition><block-definition s="%&apos;#1&apos; &lt; or = %&apos;#2&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="#1"/><block var="#2"/></list></block><block s="reportVariadicEquals"><list><block var="#1"/><block var="#2"/></list></block></list></block></block></script></block-definition><block-definition s="%&apos;#1&apos; &gt; or = %&apos;#2&apos;" 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