<snapdata remixID="14047096"><project name="Lab 3.4 If my calculations are correct" app="Snap! 10.1-dev, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Lab 3.4 If my calculations are correct"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="between %&apos;min&apos; %&apos;max&apos; %&apos;num 3&apos;" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="doIfElse"><block s="reportVariadicAnd"><list><block s="reportVariadicLessThan"><list><block var="num 3"/><block var="max"/></list></block><block s="reportVariadicOr"><list><block s="reportVariadicGreaterThan"><list><block var="num 3"/><block var="min"/></list></block><block s="reportVariadicOr"><list><block s="reportVariadicEquals"><list><block var="num 3"/><block var="min"/></list></block><block s="reportVariadicEquals"><list><block var="num 3"/><block var="max"/></list></block></list></block></list></block></list></block><script><block s="doReport"><block s="reportBoolean"><l><bool>true</bool></l></block></block></script><script><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block></script></block-definition><block-definition s="at least as long %&apos;word&apos; %&apos;num of letters&apos;" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doIfElse"><block s="reportVariadicOr"><list><block s="reportVariadicEquals"><list><block s="reportTextAttribute"><l><option>length</option></l><block var="word"/></block><block var="num of letters"/></list></block><block s="reportVariadicGreaterThan"><list><block s="reportTextAttribute"><l><option>length</option></l><block var="word"/></block><block var="num of letters"/></list></block></list></block><script><block s="doReport"><block s="reportBoolean"><l><bool>true</bool></l></block></block></script><script><block 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