<snapdata remixID="13222783"><project name="Min Max Algorithms" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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var="index"/><block var="dailyTemp"/></block></block></script><list></list></block><block s="doSetVar"><l>index</l><block s="reportVariadicSum"><list><block var="index"/><l>1</l></list></block></block></script></block><block s="doReport"><block var="minTemp"/></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" 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