<snapdata remixID="15100479"><project name="Sad Sun Program" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Sad Sun Program"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="findHighestTemp" type="command" category="variables"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l>highest</l><l>0</l></block><block s="doSetVar"><l>itemNOW</l><l>0</l></block><block s="doForEach"><l>item</l><block var="weekTempList"/><script><block s="doIf"><block s="reportVariadicGreaterThan"><list><block var="item"/><block var="itemNOW"/></list></block><script><block s="doSetVar"><l>highest</l><block var="item"/></block><block s="doSetVar"><l>itemNOW</l><block var="item"/></block></script><list></list></block></script></block><block s="doSayFor"><block s="reportJoinWords"><list><l>The highest temperature of the week was </l><block var="highest"/><l>°F.</l></list></block><l>3</l></block></script></block-definition><block-definition s="findAverage" type="command" category="variables"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l>sum</l><l>0</l></block><block s="doForEach"><l>item</l><block var="weekTempList"/><script><block s="doSetVar"><l>sum</l><block s="reportVariadicSum"><list><block var="sum"/><block var="item"/></list></block></block></script></block><block s="doSetVar"><l>avg</l><block s="reportQuotient"><block var="sum"/><block s="reportListAttribute"><l><option>length</option></l><block var="weekTempList"/></block></block></block><block s="doSayFor"><block s="reportJoinWords"><list><l>The average temperature for this week was </l><block s="reportRound"><block var="avg"/></block><l>°F.</l></list></block><l>3</l></block></script></block-definition><block-definition s="findDaysAbove75 %&apos;tempAbove&apos;" type="command" category="variables"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input></inputs><script><block s="doSetVar"><l>decentTemp</l><l>0</l></block><block s="doAsk"><l>What do you consider a decent temperature?</l></block><block s="doSetVar"><l>tempAbove</l><block s="getLastAnswer"></block></block><block s="doForEach"><l>item</l><block var="weekTempList"/><script><block s="doIf"><block s="reportVariadicGreaterThan"><list><block var="item"/><block var="tempAbove"/></list></block><script><block s="doSetVar"><l>decentTemp</l><block s="reportVariadicSum"><list><block var="decentTemp"/><l>1</l></list></block></block></script><list></list></block></script></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="decentTemp"/><l>1</l></list></block><script><block s="doSetVar"><l>??day(s)</l><l>day</l></block><block s="doSetVar"><l>??waswere</l><l>was</l></block></script><list><block s="reportVariadicGreaterThan"><list><block var="decentTemp"/><l>1</l></list></block><script><block s="doSetVar"><l>??day(s)</l><l>days</l></block><block s="doSetVar"><l>??waswere</l><l>were</l></block></script></list></block><block s="doSayFor"><block s="reportJoinWords"><list><l>During this week, there </l><block var="??waswere"/><l> </l><block var="decentTemp"/><l> </l><block var="??day(s)"/><l> above 75°F.</l></list></block><l>3</l></block></script></block-definition><block-definition s="inputTempsForWeek" type="command" category="sensing"><header></header><code></code><translations></translations><inputs></inputs><script><custom-block s="askMonday"></custom-block><custom-block s="askTuesday"></custom-block><custom-block s="askWednesday"></custom-block><custom-block s="askThursday"></custom-block><custom-block s="askFriday"></custom-block><custom-block s="askSaturday"></custom-block><custom-block s="askSunday"></custom-block></script></block-definition><block-definition s="checkTempRealistic" type="command" category="control"><header></header><code></code><translations></translations><inputs></inputs></block-definition><block-definition s="askMonday" type="command" category="variables"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doAsk"><block s="reportJoinWords"><list><l>What was the highest temperature on Monday?</l></list></block></block><block s="doIf"><block s="reportVariadicOr"><list><block s="reportVariadicGreaterThan"><list><block s="getLastAnswer"></block><l>999</l></list></block><block s="reportVariadicLessThan"><list><block s="getLastAnswer"></block><l>-999</l></list></block></list></block><script><block s="doSayFor"><l>Sorry! Please enter a more realistic number.</l><l>2.5</l></block><custom-block s="askMonday"></custom-block></script><list></list></block><block s="doSetVar"><l>Monday</l><block s="getLastAnswer"></block></block><block s="doAddToList"><block var="Monday"/><block var="weekTempList"/></block><block s="doBroadcastAndWait"><l>showMonday</l><list></list></block></script></block-definition><block-definition s="askTuesday" type="command" category="variables"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doAsk"><block s="reportJoinWords"><list><l>What was the highest temperature on Tuesday?</l></list></block></block><block s="doIf"><block s="reportVariadicOr"><list><block s="reportVariadicGreaterThan"><list><block s="getLastAnswer"></block><l>999</l></list></block><block s="reportVariadicLessThan"><list><block s="getLastAnswer"></block><l>-999</l></list></block></list></block><script><block s="doSayFor"><l>Sorry! Please enter a more realistic number.</l><l>2.5</l></block><custom-block s="askTuesday"></custom-block></script><list></list></block><block s="doSetVar"><l>Tuesday</l><block s="getLastAnswer"></block></block><block s="doAddToList"><block var="Tuesday"/><block var="weekTempList"/></block><block s="doBroadcastAndWait"><l>showTuesday</l><list></list></block></script></block-definition><block-definition s="askWednesday" type="command" category="variables"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doAsk"><block s="reportJoinWords"><list><l>What was the highest temperature on Wednesday?</l></list></block></block><block s="doIf"><block s="reportVariadicOr"><list><block s="reportVariadicGreaterThan"><list><block s="getLastAnswer"></block><l>999</l></list></block><block s="reportVariadicLessThan"><list><block s="getLastAnswer"></block><l>-999</l></list></block></list></block><script><block s="doSayFor"><l>Sorry! Please enter a more realistic number.</l><l>2.5</l></block><custom-block s="askWednesday"></custom-block></script><list></list></block><block s="doSetVar"><l>Wednesday</l><block s="getLastAnswer"></block></block><block s="doAddToList"><block var="Wednesday"/><block var="weekTempList"/></block><block s="doBroadcastAndWait"><l>showWednesday</l><list></list></block></script></block-definition><block-definition s="askThursday" type="command" category="variables"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doAsk"><block s="reportJoinWords"><list><l>What was the highest temperature on Thursday?</l></list></block></block><block s="doIf"><block s="reportVariadicOr"><list><block s="reportVariadicGreaterThan"><list><block s="getLastAnswer"></block><l>999</l></list></block><block s="reportVariadicLessThan"><list><block s="getLastAnswer"></block><l>-999</l></list></block></list></block><script><block s="doSayFor"><l>Sorry! Please enter a more realistic number.</l><l>2.5</l></block><custom-block s="askThursday"></custom-block></script><list></list></block><block s="doSetVar"><l>Thursday</l><block s="getLastAnswer"></block></block><block s="doAddToList"><block var="Thursday"/><block var="weekTempList"/></block><block s="doBroadcastAndWait"><l>showThursday</l><list></list></block></script></block-definition><block-definition s="askFriday" type="command" category="variables"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doAsk"><block s="reportJoinWords"><list><l>What was the highest temperature on Friday?</l></list></block></block><block s="doIf"><block s="reportVariadicOr"><list><block s="reportVariadicGreaterThan"><list><block s="getLastAnswer"></block><l>999</l></list></block><block s="reportVariadicLessThan"><list><block s="getLastAnswer"></block><l>-999</l></list></block></list></block><script><block s="doSayFor"><l>Sorry! Please enter a more realistic number.</l><l>2.5</l></block><custom-block s="askFriday"></custom-block></script><list></list></block><block s="doSetVar"><l>Friday</l><block s="getLastAnswer"></block></block><block s="doAddToList"><block var="Friday"/><block var="weekTempList"/></block><block s="doBroadcastAndWait"><l>showFriday</l><list></list></block></script></block-definition><block-definition s="askSaturday" type="command" category="variables"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doAsk"><block s="reportJoinWords"><list><l>What was the highest temperature on Saturday?</l></list></block></block><block s="doIf"><block s="reportVariadicOr"><list><block s="reportVariadicGreaterThan"><list><block s="getLastAnswer"></block><l>999</l></list></block><block s="reportVariadicLessThan"><list><block s="getLastAnswer"></block><l>-999</l></list></block></list></block><script><block s="doSayFor"><l>Sorry! Please enter a more realistic number.</l><l>2.5</l></block><custom-block s="askSaturday"></custom-block></script><list></list></block><block s="doSetVar"><l>Saturday</l><block s="getLastAnswer"></block></block><block s="doAddToList"><block var="Saturday"/><block var="weekTempList"/></block><block s="doBroadcastAndWait"><l>showSaturday</l><list></list></block></script></block-definition><block-definition s="askSunday" type="command" category="variables"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doAsk"><block s="reportJoinWords"><list><l>What was the highest temperature on Sunday?</l></list></block></block><block s="doIf"><block s="reportVariadicOr"><list><block s="reportVariadicGreaterThan"><list><block s="getLastAnswer"></block><l>999</l></list></block><block s="reportVariadicLessThan"><list><block s="getLastAnswer"></block><l>-999</l></list></block></list></block><script><block s="doSayFor"><l>Sorry! Please enter a more realistic number.</l><l>2.5</l></block><custom-block s="askSunday"></custom-block></script><list></list></block><block s="doSetVar"><l>Sunday</l><block s="getLastAnswer"></block></block><block s="doAddToList"><block var="Sunday"/><block var="weekTempList"/></block><block s="doBroadcastAndWait"><l>showSunday</l><list></list></block></script></block-definition><block-definition s="askRedoWeatherReport" type="command" category="sensing"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doAsk"><l>Would you like me to report the weather for a different week?</l></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>yes</l></list></block><script><block s="doWait"><l>0.5</l></block><block s="clear"></block><block s="doSetVar"><l>weekTempList</l><block s="reportNewList"><list></list></block></block><block s="doSetVar"><l>daysOfWeek</l><block s="reportNewList"><list><block var="Sunday"/><block var="Monday"/><block var="Tuesday"/><block var="Wednesday"/><block var="Thursday"/><block var="Friday"/><block var="Saturday"/></list></block></block><block s="doWait"><l>0.5</l></block><block s="doSayFor"><l>So...</l><l>2</l></block><custom-block s="inputTempsForWeek"></custom-block><block s="doWait"><l>1.5</l></block><block s="doSayFor"><l>Let&apos;s see what this week&apos;s high was...</l><l>2.5</l></block><block s="doThinkFor"><l>Hmm...</l><l>2</l></block><block s="doWait"><l>1</l></block><custom-block s="findHighestTemp"></custom-block><block s="doSayFor"><l>Now for the average temperature...</l><l>2.5</l></block><block s="doThinkFor"><l>Hmm...</l><l>2</l></block><custom-block s="findAverage"></custom-block><block s="doWait"><l>1</l></block><block s="doSayFor"><l>I wonder how many times we had decent weather...</l><l>2.5</l></block><block s="doThinkFor"><l>Hmm...</l><l>2</l></block><custom-block s="findDaysAbove75 %s"><l></l></custom-block><custom-block s="askRedoWeatherReport"></custom-block></script><list><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>no</l></list></block><script><block s="doWait"><l>0.5</l></block><block s="doSayFor"><l>Goodbye!</l><l>2</l></block><block s="doRepeat"><l>25</l><script><block s="doWait"><l>0.05</l></block><block s="changeEffect"><l><option>ghost</option></l><l>4</l></block></script></block></script></list></block></script></block-definition></blocks><primitives></primitives><stage name="Stage" width="480" height="360" costume="2" 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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var="Monday"/><l>23</l></block></script><script x="269.99999999999994" y="10"><block s="receiveMessage"><l>showTuesday</l><list></list></block><block s="gotoXY"><l>-160</l><l>33</l></block><block s="setColor"><block s="reportColor"><color>16,0,2,1</color></block></block><block s="write"><block var="Tuesday"/><l>23</l></block></script><script x="60.99999999999994" y="152.66666666666663"><block s="receiveMessage"><l>showWednesday</l><list></list></block><block s="gotoXY"><l>-95</l><l>33</l></block><block s="setColor"><block s="reportColor"><color>16,0,2,1</color></block></block><block s="write"><block var="Wednesday"/><l>23</l></block></script><script x="281.99999999999994" y="148.66666666666663"><block s="receiveMessage"><l>showThursday</l><list></list></block><block s="gotoXY"><l>-30</l><l>33</l></block><block s="setColor"><block s="reportColor"><color>16,0,2,1</color></block></block><block s="write"><block var="Thursday"/><l>23</l></block></script><script x="54" y="312.6666666666666"><block s="receiveMessage"><l>showFriday</l><list></list></block><block s="gotoXY"><l>38</l><l>33</l></block><block s="setColor"><block s="reportColor"><color>16,0,2,1</color></block></block><block s="write"><block var="Friday"/><l>23</l></block></script><script x="303.99999999999994" y="298.6666666666666"><block s="receiveMessage"><l>showSaturday</l><list></list></block><block s="gotoXY"><l>105</l><l>33</l></block><block s="setColor"><block s="reportColor"><color>16,0,2,1</color></block></block><block s="write"><block var="Saturday"/><l>23</l></block></script><script x="51" y="435.66666666666674"><block s="receiveMessage"><l>showSunday</l><list></list></block><block s="gotoXY"><l>170</l><l>33</l></block><block s="setColor"><block s="reportColor"><color>16,0,2,1</color></block></block><block s="write"><block var="Sunday"/><l>23</l></block></script><script x="508" y="39.333333333333314"><block s="receiveGo"></block><block s="setEffect"><l><option>ghost</option></l><l>100</l></block><block s="clear"></block></script></scripts></sprite><sprite name="Sprite" idx="1" x="-140" y="-103" heading="90" scale="1.5" volume="100" pan="0" rotation="1" draggable="true" costume="2" color="80,80,80,1" pen="tip" id="707"><costumes><list id="708"><item><ref mediaID="Sad Sun Program_Sprite_cst_2026_03_12_0i9_Kleki"></ref></item><item><ref mediaID="Sad Sun Program_Sprite_cst_sun"></ref></item><item><ref mediaID="Sad Sun Program_Sprite_cst_sun"></ref></item></list></costumes><sounds><list struct="atomic" id="709"></list></sounds><blocks></blocks><variables></variables><scripts><script x="30" y="38"><block s="receiveGo"></block><block s="setScale"><l>150</l></block><block s="setEffect"><l><option>ghost</option></l><l>100</l></block><block s="gotoXY"><l>-140</l><l>-103</l></block><block s="doRepeat"><l>25</l><script><block s="doWait"><l>0.05</l></block><block s="changeEffect"><l><option>ghost</option></l><l>-4</l></block></script></block><block s="doSetVar"><l>weekTempList</l><block s="reportNewList"><list></list></block></block><block s="doSetVar"><l>daysOfWeek</l><block s="reportNewList"><list><block var="Sunday"/><block var="Monday"/><block var="Tuesday"/><block var="Wednesday"/><block var="Thursday"/><block var="Friday"/><block var="Saturday"/></list></block></block><block s="doWait"><l>0.5</l></block><block s="doSayFor"><l>Let&apos;s check this week&apos;s weather!</l><l>2</l></block><block s="doWait"><l>1</l></block><custom-block s="inputTempsForWeek"></custom-block><block s="doWait"><l>1.5</l></block><block s="doSayFor"><l>Let&apos;s see what this week&apos;s high was...</l><l>2.5</l></block><block s="doThinkFor"><l>Hmm...</l><l>2</l></block><block s="doWait"><l>1</l></block><custom-block s="findHighestTemp"></custom-block><block s="doSayFor"><l>Now for the average temperature...</l><l>2.5</l></block><block s="doThinkFor"><l>Hmm...</l><l>2</l></block><custom-block s="findAverage"></custom-block><block s="doWait"><l>0.8</l></block><block s="doSayFor"><l>I wonder how many times we had decent weather...</l><l>2.5</l></block><block s="doThinkFor"><l>Hmm...</l><l>2</l></block><custom-block s="findDaysAbove75 %s"><l></l></custom-block><custom-block s="askRedoWeatherReport"></custom-block></script></scripts></sprite><sprite name="Sprite(4)" idx="3" x="0" y="0" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="80,80,80,1" pen="tip" id="787"><costumes><list id="788"><item><ref mediaID="Sad Sun Program_Sprite(4)_cst_costume"></ref></item></list></costumes><sounds><list struct="atomic" id="789"></list></sounds><blocks></blocks><variables></variables><scripts></scripts></sprite><watcher var="avg" style="normal" x="9.999999999999545" y="52.00000400000002" color="243,118,29" hidden="true"/><watcher var="itemNOW" style="normal" x="231.84466019417505" y="32.62135922330096" color="243,118,29" hidden="true"/><watcher var="sum" style="normal" x="11.65048543689295" y="11.650485436893206" color="243,118,29" hidden="true"/><watcher var="Monday" style="normal" x="11.65048543689295" y="109.51457242718442" color="243,118,29" hidden="true"/><watcher var="Tuesday" style="normal" x="11.65048543689295" y="133.9805941747573" color="243,118,29" hidden="true"/><watcher var="Wednesday" style="normal" x="11.65048543689295" y="158.4466159223301" color="243,118,29" hidden="true"/><watcher var="Thursday" style="normal" x="11.65048543689295" y="182.91263766990295" color="243,118,29" hidden="true"/><watcher var="Friday" style="normal" x="11.65048543689295" y="207.3786594174758" color="243,118,29" hidden="true"/><watcher var="Saturday" style="normal" x="11.65048543689295" y="231.84468116504854" color="243,118,29" hidden="true"/><watcher var="daysOfWeek" style="normal" x="323.88349514563083" y="213.20388815533988" color="243,118,29" hidden="true"/><watcher var="highest" style="normal" x="22.669902912620955" y="236.82524471844664" color="243,118,29" hidden="true"/><watcher var="weekTempList" style="normal" x="25.103011093502346" y="76.87877655107827" color="243,118,29" hidden="true"/><watcher s="xPosition" style="normal" x="7.606973058637095" y="23.581618003169567" color="74,108,212" hidden="true"/><watcher s="yPosition" style="normal" x="8.367670364500782" y="5.324881141045957" color="74,108,212" hidden="true"/><watcher scope="Sprite(3)" s="yPosition" style="normal" x="7.606973058637095" y="39.55626294770205" color="74,108,212" hidden="true"/><watcher scope="Sprite(3)" s="xPosition" style="normal" x="7.606973058637095" y="55.530907892234524" color="74,108,212" hidden="true"/><watcher var="Sunday" style="normal" x="402.7449109904139" y="123.0834159727971" color="243,118,29" hidden="true"/><watcher scope="Sprite" s="yPosition" style="normal" x="10" y="10" color="74,108,212" hidden="true"/><watcher scope="Sprite" s="xPosition" style="normal" x="10" y="31.000001999999995" color="74,108,212" hidden="true"/><watcher var="??day(s)" style="normal" x="10" y="52.00000399999999" color="243,118,29" hidden="true"/><watcher var="??waswere" style="normal" x="10" y="73.00000599999998" color="243,118,29" hidden="true"/></sprites></stage><variables><variable name="highest"><l>89</l></variable><variable name="avg"><l>77.28571428571429</l></variable><variable name="weekTempList"><list struct="atomic" id="815"></list></variable><variable name="itemNOW"><l>89</l></variable><variable name="sum"><l>541</l></variable><variable name="daysOfWeek"><list struct="atomic" id="816">65,80,75,80,77,89,75</list></variable><variable name="Sunday"><l>65</l></variable><variable name="Monday"><l>80</l></variable><variable name="Tuesday"><l>75</l></variable><variable name="Wednesday"><l>80</l></variable><variable name="Thursday"><l>77</l></variable><variable name="Friday"><l>89</l></variable><variable 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" 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" 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mediaID="Sad Sun Program_Sprite_cst_sun"/><costume name="costume" center-x="240" center-y="180" 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mediaID="Sad Sun Program_Sprite(4)_cst_costume"/></media></snapdata>