<snapdata remixID="13215475"><project name="Weather Report Programming" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Weather Report Programming"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="AverageTemp" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportRound"><block s="reportQuotient"><block s="reportVariadicSum"><list><block var="Monday"/><block var="Tuesday"/><block var="Wednesday"/><block var="Thursday"/><block var="Friday"/><block var="Saturday"/><block var="Sunday"/></list></block><block s="reportListAttribute"><l><option>length</option></l><block var="Weekly Temps"/></block></block></block></block></script></block-definition><block-definition s="TempsAbove75" type="reporter" category="variables"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l>TempsAbove75</l><block s="reportNewList"><list></list></block></block><block s="doForEach"><l>item</l><block var="Weekly Temps"/><script><block s="doIf"><block s="reportVariadicGreaterThan"><list><block var="item"/><l>75</l></list></block><script><block s="doAddToList"><block s="reportJoinWords"><list><block var="item"/><l>, </l></list></block><block var="TempsAbove75"/></block></script><list></list></block></script></block><block s="doReport"><block var="TempsAbove75"/></block></script></block-definition><block-definition s="DailyHighs" type="command" category="variables"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doAsk"><l>What was the high on Monday?</l></block><block s="doSetVar"><l>Monday</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>What was the high on Tuesday? </l></block><block s="doSetVar"><l>Tuesday</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>What was the high on Wednesday?</l></block><block s="doSetVar"><l>Wednesday</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>What was the high on Thursday?</l></block><block s="doSetVar"><l>Thursday</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>What was the high on Friday? </l></block><block s="doSetVar"><l>Friday</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>What was the high on Saturday?</l></block><block s="doSetVar"><l>Saturday</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>What was the high on Sunday?</l></block><block s="doSetVar"><l>Sunday</l><block s="getLastAnswer"></block></block><block s="doSetVar"><l>Weekly Temps</l><block s="reportNewList"><list><block var="Monday"/><block var="Tuesday"/><block var="Wednesday"/><block var="Thursday"/><block var="Friday"/><block var="Saturday"/><block var="Sunday"/></list></block></block></script></block-definition><block-definition s="DailyLows" type="command" category="variables"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doAsk"><l>What was the low on Monday? </l></block><block s="doSetVar"><l>Monday</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>What was the low on Tuesday? </l></block><block s="doSetVar"><l>Tuesday</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>What was the low on Wednesday? </l></block><block s="doSetVar"><l>Wednesday</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>What was the low on Thursday? </l></block><block s="doSetVar"><l>Thursday</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>What was the low on Friday? </l></block><block s="doSetVar"><l>Friday</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>What was the low on Saturday? </l></block><block s="doSetVar"><l>Saturday</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>What was the low on Sunday? </l></block><block s="doSetVar"><l>Sunday</l><block s="getLastAnswer"></block></block><block s="doSetVar"><l>DailyLows</l><block s="reportNewList"><list><block var="Monday"/><block var="Tuesday"/><block var="Wednesday"/><block var="Thursday"/><block var="Friday"/><block var="Saturday"/><block var="Sunday"/></list></block></block></script></block-definition></blocks><stage name="Stage" width="480" height="360" costume="0" 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="176"><item><ref mediaID="Stage_cst_th"></ref></item></list></costumes><sounds><list struct="atomic" id="177"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Weather Reporter" idx="1" x="21" y="17.00000000000003" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="80,80,80,1" pen="tip" id="182"><costumes><list id="183"><item><ref mediaID="Weather Reporter_cst_th"></ref></item></list></costumes><sounds><list struct="atomic" id="184"></list></sounds><blocks></blocks><variables></variables><scripts><script x="10" y="10"><block s="receiveGo"></block><custom-block s="DailyHighs"></custom-block><block s="doSayFor"><block s="reportJoinWords"><list><l>The Highest temperature of the week was </l><block s="reportVariadicMax"><list><block var="Monday"/><block var="Tuesday"/><block var="Wednesday"/><block var="Thursday"/><block var="Friday"/><block var="Saturday"/><block var="Sunday"/></list></block></list></block><l>2</l></block><block s="doSayFor"><block s="reportJoinWords"><list><l>The average temperature for this week was </l><custom-block s="AverageTemp"></custom-block></list></block><l>2</l></block><block s="doSayFor"><block s="reportJoinWords"><list><l>The temperatures above 75 were </l><custom-block s="TempsAbove75"></custom-block></list></block><l>2</l></block><custom-block s="DailyLows"></custom-block><block s="doSayFor"><block s="reportJoinWords"><list><l>The lowest temperatures of each day were </l><block var="Monday"/><l>, </l><block var="Tuesday"/><l>, </l><block var="Wednesday"/><l>, </l><block var="Thursday"/><l>,</l><block var="Friday"/><l>, </l><block var="Saturday"/><l>, and </l><block var="Sunday"/></list></block><l>2</l></block><block s="doSayFor"><block s="reportJoinWords"><list><l>The lowest temperature of the week was </l><block s="reportVariadicMin"><list><block var="Monday"/><block var="Tuesday"/><block var="Wednesday"/><block var="Thursday"/><block var="Friday"/><block var="Saturday"/><block var="Sunday"/></list></block></list></block><l>2</l></block><block s="doSayFor"><block s="reportJoinWords"><list><l>The range between the highest and lowest temperature is </l><block s="reportDifference"><block s="reportVariadicMax"><list><block var="Monday"/><block var="Tuesday"/><block var="Wednesday"/><block var="Thursday"/><block var="Friday"/><block var="Saturday"/><block var="Sunday"/></list></block><block s="reportVariadicMin"><list><block var="Monday"/><block var="Tuesday"/><block var="Wednesday"/><block var="Thursday"/><block var="Friday"/><block var="Saturday"/><block var="Sunday"/></list></block></block></list></block><l>2</l></block></script></scripts></sprite><watcher var="Monday" style="normal" x="10.000000000000341" y="9.999999999999993" color="243,118,29" hidden="true"/><watcher var="Tuesday" style="normal" x="10.000000000000341" y="31.000001999999995" color="243,118,29" hidden="true"/><watcher var="Wednesday" style="normal" x="10.000000000000341" y="52.00000399999996" color="243,118,29" hidden="true"/><watcher var="Thursday" style="normal" x="10.000000000000341" y="73.00000599999996" color="243,118,29" hidden="true"/><watcher var="Friday" style="normal" x="10.000000000000341" y="94.00000799999995" color="243,118,29" hidden="true"/><watcher var="Saturday" style="normal" x="10.000000000000341" y="115.00000999999997" color="243,118,29" hidden="true"/><watcher var="Sunday" style="normal" x="10.000000000000341" y="136.00001199999994" color="243,118,29" hidden="true"/><watcher var="HighestTemp" style="normal" x="10.000000000000341" y="157.00001399999994" color="243,118,29" hidden="true"/><watcher var="Index" style="normal" x="10" y="10" color="243,118,29" hidden="true"/><watcher var="HighTemp" style="normal" x="10" y="31.000002000000002" color="243,118,29" hidden="true"/><watcher var="index" style="normal" x="10" y="52.00000399999999" color="243,118,29" hidden="true"/><watcher var="Weekly Temps" style="normal" x="8.000000000000114" y="5.000013999999965" color="243,118,29" extX="80" extY="70"/><watcher var="DailyLows" style="normal" x="6" y="104.00000799999998" color="243,118,29" extX="80" extY="70"/><watcher var="TempsAbove75" style="normal" x="7" y="207.00000599999998" color="243,118,29" extX="80" extY="70"/></sprites></stage><variables><variable name="Monday"><l>353</l></variable><variable name="Tuesday"><l>332341241235</l></variable><variable name="Wednesday"><l>1451451345</l></variable><variable name="Thursday"><l>451452451345</l></variable><variable name="Friday"><l>15r421451</l></variable><variable name="Saturday"><l>3451345345134</l></variable><variable name="Sunday"><l>5451451245</l></variable><variable name="TempsAbove75"><list struct="atomic" id="311">&quot;94, &quot;,&quot;94, &quot;,&quot;93, &quot;</list></variable><variable name="DailyLows"><list struct="atomic" id="312">353,332341241235,1451451345,451452451345,15r421451,3451345345134,5451451245</list></variable><variable name="Weekly Temps"><list struct="atomic" id="313">94,73,62,94,28,93,73</list></variable></variables></scene></scenes></project><media name="Weather Report Programming" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><costume name="th" center-x="64" center-y="62" 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" mediaID="Stage_cst_th"/><costume name="th" center-x="66.5" center-y="56" 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" 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