<snapdata remixID="12999603"><project name="WHETHER" app="Snap! 10, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="WHETHER"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="CalculateAvgTempature" 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="doRepeat"><block s="reportListAttribute"><l><option>length</option></l><block var="tempatures"/></block><script><block s="doSetVar"><l>sum</l><block s="reportVariadicSum"><list><block var="sum"/><block s="reportListItem"><block var="index"/><block var="tempatures"/></block></list></block></block><block s="doSetVar"><l>index</l><block s="reportVariadicSum"><list><block var="index"/><l>1</l></list></block></block></script></block><block s="doSetVar"><l>average</l><block s="reportQuotient"><block var="sum"/><block s="reportListAttribute"><l><option>length</option></l><block var="tempatures"/></block></block></block><block s="doSayFor"><l>This weeks average tempature is</l><l>2</l></block><block s="doSayFor"><block var="average"/><l>3</l></block></script></block-definition><block-definition s="highestTempature" 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>highestTemp</l><block s="reportListItem"><l>1</l><block var="tempatures"/></block></block><block s="doRepeat"><block s="reportListAttribute"><l><option>length</option></l><block var="tempatures"/></block><script><block s="doIf"><block s="reportVariadicGreaterThan"><list><block s="reportListItem"><block var="index"/><block var="tempatures"/></block><block var="highestTemp"/></list></block><script><block s="doSetVar"><l>highestTemp</l><block s="reportListItem"><block var="index"/><block var="tempatures"/></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="doSayFor"><l>This week&apos;s highest tempature is</l><l>2</l></block><block s="doSayFor"><block var="highestTemp"/><l>3</l></block></script></block-definition></blocks><primitives></primitives><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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6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==</pentrails><costumes><list id="105"><item><ref mediaID="Stage_cst_Untitled(2)"></ref></item></list></costumes><sounds><list struct="atomic" id="106"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="21" y="-40" heading="90" scale="0.5" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="80,80,80,1" pen="tip" id="111"><costumes><list id="112"><item><ref mediaID="Sprite_cst_The guy"></ref></item></list></costumes><sounds><list struct="atomic" id="113"></list></sounds><blocks></blocks><variables></variables><scripts><script x="151" y="87.33333333333346"><block s="receiveGo"></block><block s="doHideVar"><l>tempatures</l></block><block s="doHideVar"><l>average</l></block><block s="doHideVar"><l>highestTemp</l></block><block s="doSetVar"><l>sum</l><l>0</l></block><block s="doSetVar"><l>tempatures</l><l>0</l></block><block s="doSetVar"><l>tempatures</l><block s="reportNewList"><list><l></l></list></block></block><block s="doDeleteFromList"><l>1</l><block var="tempatures"/></block><block s="doRepeat"><l>7</l><script><block s="doAsk"><l>What are this weeks tempatures</l></block><block s="doAddToList"><block s="getLastAnswer"></block><block var="tempatures"/></block></script></block><custom-block s="CalculateAvgTempature"></custom-block><block s="doShowVar"><l>average</l></block><block s="doSayFor"><l>and</l><l>1</l></block><custom-block s="highestTempature"></custom-block><block s="doShowVar"><l>tempatures</l></block><block s="doShowVar"><l>highestTemp</l></block></script></scripts></sprite><watcher var="index" style="normal" x="10" y="103.000002" color="243,118,29" hidden="true"/><watcher var="sum" style="normal" x="10" y="124.00000399999999" color="243,118,29" hidden="true"/><watcher var="average" style="normal" x="2" y="102.00000599999998" color="243,118,29"/><watcher var="highestTemp" style="normal" x="1" y="139.000008" color="243,118,29"/><watcher var="tempatures" style="normal" x="2" y="175" 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" 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