<snapdata remixID="10077437"><project name="4.1 Tasnia List" app="Snap! 6, https://snap.berkeley.edu" 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" id="10"/></item></list></costumes><sounds><list struct="atomic" id="11"></list></sounds><blocks></blocks><variables></variables><scripts><script x="52" y="10"><block s="receiveGo"></block><block s="doShowVar"><l>List</l><comment w="90" collapsed="true">The list is shown in the screen.</comment></block><block s="doSayFor"><l>Hello! Enter your list below. When you&apos;re done, click me.</l><l>5</l></block><block s="doWaitUntil"><block s="reportAnd"><block s="reportTouchingObject"><l><option>mouse-pointer</option></l></block><block s="reportMouseDown"></block><comment w="90" collapsed="true">The program knows the user is done entering values when they have clicked on the sprite. Touching mouse-pointer and mouse down is the same as clicking the sprite.</comment></block></block><block s="doHideVar"><l>List</l><comment w="90" collapsed="true">The list dissapears from the screen.</comment></block><block s="doSetVar"><l>min</l><block s="reportListItem"><l>1</l><block var="List"/></block><comment w="90" collapsed="true">The minimum is first set to the first item in the list. If the nth item in the list is less than the n-1 item in the list, the minimum is set to the nth item.</comment></block><block s="doForEach"><l>item</l><block var="List"/><script><block s="doIf"><block s="reportLessThan"><block var="item"/><block var="min"/></block><script><block s="doSetVar"><l>min</l><block var="item"/></block></script></block></script></block><block s="doSetVar"><l>max</l><block s="reportListItem"><l>1</l><block var="List"/></block><comment w="90" collapsed="true">The maximum is first set to the first item in the list. If the nth item in the list is greater than the n-1 item in the list, the maximum is set to the nth item.</comment></block><block s="doForEach"><l>item</l><block var="List"/><script><block s="doIf"><block s="reportLessThan"><block var="max"/><block var="item"/></block><script><block s="doSetVar"><l>max</l><block var="item"/></block></script></block></script></block><block s="doSetVar"><l>sum</l><l>0</l><comment w="90" collapsed="true">The sum is set to 0. The sum variable adds the subsequent item on the list with the previous items, so I use the change _ by _ block.</comment></block><block s="doForEach"><l>item</l><block var="List"/><script><block s="doChangeVar"><l>sum</l><block var="item"/></block></script></block><block s="doSetVar"><l>average</l><block s="reportQuotient"><block var="sum"/><block s="reportListLength"><block var="List"/></block><comment w="90" collapsed="true">The average is the sum of all the items divided by the number of items in the list.</comment></block></block><block s="doSayFor"><block s="reportJoinWords"><list><l>The minimum value is </l><block var="min"/></list></block><l>2</l><comment w="90" collapsed="true">The screen displays the min, max, sum, and average.</comment></block><block s="doSayFor"><block s="reportJoinWords"><list><l>The maximum value is </l><block var="max"/></list></block><l>2</l></block><block s="doSayFor"><block s="reportJoinWords"><list><l>The sum is </l><block var="sum"/></list></block><l>2</l></block><block s="doSayFor"><block s="reportJoinWords"><list><l>The average is </l><block var="average"/></list></block><l>2</l></block><block s="doSetVar"><l>List</l><block s="reportNewList"><list><l></l></list></block><comment w="90" collapsed="false">The list is cleared.</comment></block></script></scripts></sprite><watcher var="sum" style="normal" x="10" y="103.000002" color="243,118,29" hidden="true"/><watcher var="average" style="normal" x="10" y="124.00000399999999" color="243,118,29" hidden="true"/><watcher var="min" style="normal" x="10" y="145.00000599999998" color="243,118,29" hidden="true"/><watcher var="max" style="normal" x="10" y="166.000008" color="243,118,29" hidden="true"/><watcher var="List" style="normal" x="196" y="175" color="243,118,29" extX="80" extY="70" hidden="true"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables><variable name="List"><list struct="atomic" id="138"></list></variable><variable name="sum"><l>2</l></variable><variable name="average"><l>0.6666666666666666</l></variable><variable name="min"><l>-2</l></variable><variable name="max"><l>5</l></variable></variables></project><media name="4.1 Tasnia List" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>