<snapdata remixID="12766574"><project name="Question 1" app="Snap! 9.0, https://snap.berkeley.edu" 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</thumbnail><scenes select="1"><scene name="Question 1"><notes></notes><hidden></hidden><headers></headers><code></code><blocks></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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s="reportVariadicGreaterThan"><list><block var="totalHours"/><l>40</l></list></block><script><block s="doSetVar"><l>overTimeHours</l><block s="reportDifference"><block var="totalHours"/><l>40</l></block></block></script><list></list></block><block s="doSayFor"><block var="overTimeHours"/><l>2</l></block></script></block></script><script x="15" y="307.5"><block s="doSetVar"><l>totalHours</l><l>0</l></block><block s="doSetVar"><l>loggedTimes</l><block s="reportNewList"><list><l>12</l><l>8</l><l>11</l><l>10</l><l>8</l></list></block></block><block s="doForEach"><l>item</l><block var="loggedTimes"/><script><block s="doSetVar"><l>totalHours</l><block s="reportVariadicSum"><list><block var="totalHours"/><block var="item"/></list></block></block><block s="doIf"><block s="reportVariadicGreaterThan"><list><block var="totalHours"/><l>40</l></list></block><script><block s="doSetVar"><l>overTimeHours</l><block s="reportDifference"><block var="totalHours"/><l>40</l></block></block><block s="doSayFor"><block var="overTimeHours"/><l>2</l></block></script><list></list></block></script></block></script></scripts></sprite><watcher var="loggedTimes" style="normal" x="20.022681451612375" y="120.00000774193536" color="243,118,29" extX="80" extY="70"/><watcher var="totalHours" style="normal" x="334.6498648773297" y="70.2610007382568" color="243,118,29"/><watcher var="overTimeHours" style="normal" x="112.91065104653066" y="11.20991793068066" color="243,118,29"/></sprites></stage><variables><variable name="totalHours"><l>49</l></variable><variable name="loggedTimes"><list struct="atomic" id="116">12,8,11,10,8</list></variable><variable name="overTimeHours"><l>9</l></variable></variables></scene></scenes></project><media name="Question 1" app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>