<snapdata remixID="12861591"><project name="weatherList" 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="weatherList"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="reset" type="command" category="control"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l>above75</l><l>0</l></block><block s="doSetVar"><l>sum</l><l>0</l></block><block s="doSetVar"><l>daysList</l><block s="reportNewList"><list><l>Sunday</l><l>Monday</l><l>Tuesday</l><l>Wednesday</l><l>Thursday</l><l>Friday</l><l>Saturday</l></list></block></block><block s="doSetVar"><l>temperList</l><block s="reportNewList"><list></list></block></block><block s="doSetVar"><l>daysIndex</l><l>0</l></block><block s="doSetVar"><l>temperIndex</l><l>0</l></block><block s="doSetVar"><l>mean</l><l>0</l></block><block s="doSetVar"><l>highest</l><l>-100</l></block><block s="doSetVar"><l>lowest</l><l>100</l></block></script></block-definition><block-definition s="getTemp" type="command" category="control"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doRepeat"><block s="reportListAttribute"><l><option>length</option></l><block var="daysList"/></block><script><block s="doSetVar"><l>daysIndex</l><block s="reportVariadicSum"><list><block var="daysIndex"/><l>1</l></list></block></block><block s="doSetVar"><l>temperIndex</l><block s="reportVariadicSum"><list><block var="temperIndex"/><l>1</l></list></block></block><block s="doAsk"><block s="reportJoinWords"><list><l>What is the high temperature on </l><block s="reportListItem"><block var="daysIndex"/><block var="daysList"/></block></list></block></block><block s="doAddToList"><block s="getLastAnswer"></block><block var="temperList"/></block><block s="doIf"><block s="reportVariadicGreaterThan"><list><block s="reportListItem"><block var="temperIndex"/><block var="temperList"/></block><block var="highest"/></list></block><script><block s="doSetVar"><l>highest</l><block s="reportListItem"><block var="temperIndex"/><block var="temperList"/></block></block></script><list></list></block><block s="doIf"><block s="reportVariadicLessThan"><list><block s="reportListItem"><block var="temperIndex"/><block var="temperList"/></block><block var="lowest"/></list></block><script><block s="doSetVar"><l>lowest</l><block s="reportListItem"><block var="temperIndex"/><block var="temperList"/></block></block></script><list></list></block><block s="doIf"><block s="reportVariadicGreaterThan"><list><block s="reportListItem"><block var="temperIndex"/><block var="temperList"/></block><l>75</l></list></block><script><block s="doSetVar"><l>above75</l><block s="reportVariadicSum"><list><block var="above75"/><l>1</l></list></block></block></script><list></list></block><block s="doSetVar"><l>sum</l><block s="reportVariadicSum"><list><block var="sum"/><block s="reportListItem"><block var="temperIndex"/><block var="temperList"/></block></list></block></block></script></block><block s="doSetVar"><l>range</l><block s="reportDifference"><block var="highest"/><block var="lowest"/></block></block><block s="doSetVar"><l>mean</l><block s="reportQuotient"><block var="sum"/><block s="reportListAttribute"><l><option>length</option></l><block var="daysList"/></block></block></block></script></block-definition><block-definition s="weatherReport" type="command" category="looks"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSayFor"><block s="reportJoinWords"><list><l>The highest temperature this week is </l><block var="highest"/><l>.</l></list></block><l>4</l></block><block s="doSayFor"><block s="reportJoinWords"><list><l>The lowest temperature this week is </l><block var="lowest"/><l>.</l></list></block><l>4</l></block><block s="doSayFor"><block s="reportJoinWords"><list><l>The average temperature this week is </l><block s="reportRound"><block var="mean"/></block><l>.</l></list></block><l>4</l></block><block s="doSayFor"><block s="reportJoinWords"><list><l>The range between the higest and lowest temperature this week is </l><block var="range"/><l>.</l></list></block><l>4</l></block><block s="doSayFor"><block s="reportJoinWords"><list><l>It will be above 75 degrees </l><block var="above75"/><l> times this week.</l></list></block><l>4</l></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" id="223"><pentrails>data:image/png;base64,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</pentrails><costumes><list id="224"><item><ref mediaID="Stage_cst_Untitled"></ref></item></list></costumes><sounds><list struct="atomic" id="225"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" 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="230"><costumes><list id="231"><item><ref mediaID="Sprite_cst_Untitled"></ref></item></list></costumes><sounds><list struct="atomic" id="232"></list></sounds><blocks></blocks><variables></variables><scripts><script x="7.333333333333333" y="6.666666666666667"><block s="receiveGo"></block><block s="bubble"><l>Press space to enter temperatures.</l></block></script><comment x="270" y="120.05555555555566" w="130.66666666666666" collapsed="false">I have added:&#xD;A fully designed stage and costumes.&#xD;The range of temperatures&#xD;Allowed user to clear the values stored and start again</comment><script x="11" y="84.61111111111124"><block s="receiveKey"><l><option>space</option></l><list></list></block><custom-block s="reset"></custom-block><custom-block s="getTemp"></custom-block><custom-block s="weatherReport"></custom-block><block s="bubble"><l>Press space to enter temperatures again.</l></block></script></scripts></sprite><watcher var="daysList" style="normal" x="2" y="3" color="243,118,29" extX="120" extY="105" hidden="true"/><watcher var="temperList" style="normal" x="2" y="142.000004" color="243,118,29" extX="120" extY="105" hidden="true"/><watcher var="temperIndex" style="normal" x="164" y="5.500005999999985" color="243,118,29" hidden="true"/><watcher var="daysIndex" style="normal" x="167" y="70.500002" color="243,118,29" hidden="true"/><watcher var="sum" style="normal" x="10" y="10" color="243,118,29" hidden="true"/><watcher var="mean" style="normal" x="10" y="39.500001999999995" color="243,118,29" hidden="true"/><watcher var="above75" style="normal" x="10" y="69.00000399999999" color="243,118,29" hidden="true"/><watcher var="range" style="normal" x="10" y="98.50000599999998" color="243,118,29" hidden="true"/><watcher var="lowest" style="normal" x="10" y="20.00000799999998" color="243,118,29" hidden="true"/><watcher var="highest" style="normal" x="142" y="21.00000799999998" color="243,118,29" hidden="true"/></sprites></stage><variables><variable name="daysIndex"><l>7</l></variable><variable name="temperList"><list struct="atomic" id="259">-62,-61,-66,-69,-71,-70,-67</list></variable><variable name="temperIndex"><l>7</l></variable><variable name="highest"><l>-61</l></variable><variable name="daysList"><list struct="atomic" id="260">Sunday,Monday,Tuesday,Wednesday,Thursday,Friday,Saturday</list></variable><variable name="sum"><l>-466</l></variable><variable name="mean"><l>-66.57142857142857</l></variable><variable name="above75"><l>0</l></variable><variable name="range"><l>10</l></variable><variable name="lowest"><l>-71</l></variable></variables></scene></scenes></project><media name="weatherList" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><costume name="Untitled" center-x="240" center-y="180" image="data:image/png;base64,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" mediaID="Stage_cst_Untitled"/><costume name="Untitled" center-x="58" center-y="44" image="data:image/png;base64,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" mediaID="Sprite_cst_Untitled"/></media></snapdata>