<snapdata remixID="11342773"><project name="Weather Forecast" app="Snap! 7, https://snap.berkeley.edu" 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</thumbnail><scenes select="1"><scene name="Weather Forecast"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Weathers" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doAsk"><l>Weather?</l></block><block s="doSetVar"><l>An1</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>Weather?</l></block><block s="doSetVar"><l>An2</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>Weather?</l></block><block s="doSetVar"><l>An3</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>Weather?</l></block><block s="doSetVar"><l>An4</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>Weather?</l></block><block s="doSetVar"><l>An5</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>Weather?</l></block><block s="doSetVar"><l>An6</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>Weather?</l></block><block s="doSetVar"><l>An7</l><block s="getLastAnswer"></block></block></script></block-definition><block-definition s="Max %&apos;Input&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>Max</l></list></block><block s="doSetVar"><l>Max</l><block s="reportListItem"><l>1</l><block var="Input"/></block></block><block s="doForEach"><l>item</l><block s="reportCDR"><block var="Input"/></block><script><block s="doIf"><block s="reportGreaterThan"><block var="item"/><block var="Max"/></block><script><block s="doSetVar"><l>Max</l><block var="item"/></block></script></block></script></block><block s="doReport"><block var="Max"/></block></script></block-definition><block-definition s="Tallies" type="command" category="variables"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l>Tallie</l><l>0</l></block><block s="doSetVar"><l>Number</l><block var="An1"/></block><block s="doIf"><block s="reportGreaterThan"><block var="Number"/><l>75</l></block><script><block s="doSetVar"><l>Tallie</l><block s="reportVariadicSum"><list><block var="Tallie"/><l>1</l></list></block></block></script></block><block s="doSetVar"><l>Number</l><block var="An2"/></block><block s="doIf"><block s="reportGreaterThan"><block var="Number"/><l>75</l></block><script><block s="doSetVar"><l>Tallie</l><block s="reportVariadicSum"><list><block var="Tallie"/><l>1</l></list></block></block></script></block><block s="doSetVar"><l>Number</l><block var="An3"/></block><block s="doIf"><block s="reportGreaterThan"><block var="Number"/><l>75</l></block><script><block s="doSetVar"><l>Tallie</l><block s="reportVariadicSum"><list><block var="Tallie"/><l>1</l></list></block></block></script></block><block s="doSetVar"><l>Number</l><block var="An4"/></block><block s="doIf"><block s="reportGreaterThan"><block var="Number"/><l>75</l></block><script><block s="doSetVar"><l>Tallie</l><block s="reportVariadicSum"><list><block var="Tallie"/><l>1</l></list></block></block></script></block><block s="doSetVar"><l>Number</l><block var="An5"/></block><block s="doIf"><block s="reportGreaterThan"><block var="Number"/><l>75</l></block><script><block s="doSetVar"><l>Tallie</l><block s="reportVariadicSum"><list><block var="Tallie"/><l>1</l></list></block></block></script></block><block s="doSetVar"><l>Number</l><block var="An6"/></block><block s="doIf"><block s="reportGreaterThan"><block var="Number"/><l>75</l></block><script><block s="doSetVar"><l>Tallie</l><block s="reportVariadicSum"><list><block var="Tallie"/><l>1</l></list></block></block></script></block><block s="doSetVar"><l>Number</l><block var="An7"/></block><block s="doIf"><block s="reportGreaterThan"><block var="Number"/><l>75</l></block><script><block s="doSetVar"><l>Tallie</l><block s="reportVariadicSum"><list><block var="Tallie"/><l>1</l></list></block></block></script></block></script></block-definition></blocks><stage name="Stage" width="480" height="360" costume="1" 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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id="212"><item><ref mediaID="Stage_cst_Untitled"></ref></item></list></costumes><sounds><list struct="atomic" id="213"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite(2)" idx="1" x="-100.5" y="-35.49999999999997" heading="90" scale="0.75" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="80,80,80,1" pen="tip" id="218"><costumes><list id="219"><item><ref mediaID="Sprite(2)_cst_costume1"></ref></item></list></costumes><sounds><list struct="atomic" id="220"></list></sounds><blocks></blocks><variables></variables><scripts><script x="30" y="30"><block s="receiveGo"></block><block s="setScale"><l>75</l></block><custom-block s="Weathers"></custom-block><block s="doSetVar"><l>Temp</l><block s="reportNewList"><list><block var="An1"/><block var="An2"/><block var="An3"/><block var="An4"/><block var="An5"/><block var="An6"/><block var="An7"/></list></block></block><block s="doSetVar"><l>Max</l><custom-block s="Max %s"><block s="reportNewList"><list><block var="An1"/><block var="An2"/><block var="An3"/><block var="An4"/><block var="An5"/><block var="An6"/><block var="An7"/></list></block></custom-block></block><block s="doSetVar"><l>Average</l><block s="reportQuotient"><block s="reportVariadicSum"><list><block var="An1"/><block var="An2"/><block var="An3"/><block var="An4"/><block var="An5"/><block var="An6"/><block var="An7"/></list></block><l>7</l></block></block><custom-block s="Tallies"></custom-block><block s="doSayFor"><block s="reportJoinWords"><list><block var="Max"/><l> was the highest temp this week</l></list></block><l>4</l></block><block s="doSayFor"><block s="reportJoinWords"><list><l>the average temp this week is </l><block s="reportRound"><block var="Average"/></block></list></block><l>4</l></block><block s="doSayFor"><block s="reportJoinWords"><list><l>The amount of days that the temperature was above 75 this week were </l><block 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Forecast" app="Snap! 7, https://snap.berkeley.edu" version="2"><costume name="Untitled" center-x="245.5" center-y="175" 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" 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" 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