<snapdata remixID="14041953"><project name="Unit 2 Lab 3: Making Decisions" app="Snap! 10.1-dev, https://snap.berkeley.edu" 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</thumbnail><scenes select="1"><scene name="Unit 2 Lab 3: Making Decisions"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Number %&apos;Number 2&apos;" type="command" category="variables"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs></block-definition><block-definition s="Is %&apos;number 1&apos; number in %&apos;number 2&apos; %&apos;number 3&apos; bewteen?" 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="reportVariadicAnd"><list><block s="reportVariadicLessThan"><list><block var="number 2"/><block var="number 1"/></list></block><block s="reportVariadicLessThan"><list><block var="number 1"/><block var="number 3"/></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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