<snapdata remixID="14848152"><project name="MinMaxWS" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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s="reportNewList"><list><l>-3</l><l>-1</l><l>-2</l><l>-5</l><l>-1</l><l>-8</l><l>-3</l></list></block></block></script><script x="20" y="174"><block s="receiveGo"></block><block s="doSetVar"><l>minTemp</l><block s="reportListItem"><l>1</l><block var="dailyTemp"/></block></block><block s="doForEach"><l>item</l><block var="dailyTemp"/><script><block s="doIf"><block s="reportVariadicLessThan"><list><block var="item"/><block var="minTemp"/></list></block><script><block s="doSetVar"><l>minTemp</l><block var="item"/></block></script><list></list></block></script></block></script><script x="20" y="351.2500000000001"><block s="receiveKey"><l><option>space</option></l><list></list></block><block s="doSetVar"><l>maxTemp</l><block s="reportListItem"><l>1</l><block var="dailyTemp"/></block></block><block s="doForEach"><l>item</l><block var="dailyTemp"/><script><block s="doIf"><block s="reportVariadicGreaterThan"><list><block var="item"/><block var="maxTemp"/></list></block><script><block s="doSetVar"><l>maxTemp</l><block var="item"/></block></script><list></list></block></script></block></script></scripts></sprite><watcher var="dailyTemp" style="normal" x="9.999999999999257" y="10" color="243,118,29" extX="80" extY="70"/><watcher var="maxTemp" style="normal" x="35.25222119726132" y="270.3727608805838" color="243,118,29"/><watcher var="minTemp" style="normal" x="33.444626867593406" y="192.65837705561046" color="243,118,29"/></sprites></stage><variables><variable name="dailyTemp"><list struct="atomic" id="112">78,80,81,92,76,83,88</list></variable><variable name="minTemp"><l>76</l></variable><variable name="maxTemp"><l>92</l></variable></variables></scene></scenes></project><media name="MinMaxWS" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"></media></snapdata>