<snapdata remixID="10101902"><project name="Weather Reporting Program Part 2" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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" id="106"/></item></list></costumes><sounds><list struct="atomic" id="107"></list></sounds><blocks></blocks><variables></variables><scripts></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Highest Temperature" type="reporter" 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>max</l><l>0</l></block><block s="doRepeat"><block s="reportListLength"><block var="high temperatures"/></block><script><block s="doIf"><block s="reportGreaterThan"><block s="reportListItem"><block var="index"/><block var="high temperatures"/></block><block var="max"/></block><script><block s="doSetVar"><l>max</l><block s="reportListItem"><block var="index"/><block var="high temperatures"/></block></block></script></block><block s="doChangeVar"><l>index</l><l>1</l></block></script></block><block s="doReport"><block var="max"/></block></script></block-definition><block-definition s="Average Temperature" type="reporter" 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>sum</l><l>0</l></block><block s="doRepeat"><block s="reportListLength"><block var="high temperatures"/></block><script><block s="doSetVar"><l>sum</l><block s="reportSum"><block var="sum"/><block s="reportListItem"><block var="index"/><block var="high temperatures"/></block></block></block><block s="doChangeVar"><l>index</l><l>1</l></block></script></block><block s="doReport"><block s="reportRound"><block s="reportQuotient"><block var="sum"/><block s="reportListLength"><block var="high temperatures"/></block></block></block></block></script></block-definition><block-definition s="days over 75" type="reporter" 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>days over 75</l><l>0</l></block><block s="doRepeat"><block s="reportListLength"><block var="high temperatures"/></block><script><block s="doIf"><block s="reportGreaterThan"><block s="reportListItem"><block var="index"/><block var="high temperatures"/></block><l>75</l></block><script><block s="doChangeVar"><l>days over 75</l><l>1</l></block></script></block><block s="doChangeVar"><l>index</l><l>1</l></block></script></block><block s="doReport"><block var="days over 75"/></block></script></block-definition></blocks><variables><variable name="high temperatures"><list struct="atomic" id="215">45,67,88,89,90,90,76</list></variable><variable name="index"><l>8</l></variable><variable name="max"><l>90</l></variable><variable name="sum"><l>545</l></variable><variable name="days over 75"><l>5</l></variable></variables></project><media name="Weather Reporting Program Part 2" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>