<snapdata remixID="10897448"><project name="(CW28) Tracking Weather List" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><stage 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enter Saturday&apos;s highest temperature in number form.</l></block><block s="doSetVar"><l>temp6</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>Please enter Sunday&apos;s highest temperature in number form.</l></block><block s="doSetVar"><l>temp7</l><block s="getLastAnswer"></block></block><block s="doSetVar"><l>tempList</l><block s="reportNewList"><list><block var="temp1"/><block var="temp2"/><block var="temp3"/><block var="temp4"/><block var="temp5"/><block var="temp6"/><block var="temp7"/></list></block></block></script></block-definition><block-definition s="What Temp is Lowest?" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l>index</l><l>1</l></block><block s="doSetVar"><l>lowest</l><l>1000</l></block><block s="doRepeat"><block s="reportListAttribute"><l><option>length</option></l><block var="tempList"/></block><script><block s="doIfElse"><block s="reportGreaterThan"><block 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