<snapdata remixID="12771257"><project name="List Iteration Questions" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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select="1"><scene name="List Iteration Questions"><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="doSetVar"><l>dur1</l><l>72</l></block><block s="doSayFor"><block s="reportQuotient"><block var="dur1"/><l>60</l></block><l>2</l></block><block s="doSetVar"><l>totalDuration</l><block s="reportVariadicSum"><list><block var="totalDuration"/><block var="dur1"/></list></block></block><block s="doSetVar"><l>dur2</l><l>112</l></block><block s="doSayFor"><block s="reportQuotient"><block var="dur2"/><l>60</l></block><l>2</l></block><block s="doSetVar"><l>totalDuration</l><block s="reportVariadicSum"><list><block var="totalDuration"/><block var="dur2"/></list></block></block><block s="doSetVar"><l>dur3</l><l>144</l></block><block s="doSayFor"><block s="reportQuotient"><block var="dur3"/><l>60</l></block><l>2</l></block><block s="doSetVar"><l>totalDuration</l><block s="reportVariadicSum"><list><block var="totalDuration"/><block var="dur3"/></list></block></block><block s="doSayFor"><block var="totalDuration"/><l>2</l></block></script><script x="415" y="472.3333333333336"><block 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y="266.000002" color="243,118,29" extX="80" extY="70"/><watcher var="dur1" style="normal" x="299" y="267.000004" color="243,118,29" extX="80" extY="70"/><watcher var="Costs" style="normal" x="135" y="-3.999994000000015" color="243,118,29" extX="80" extY="70"/><watcher var="quarterCosts" style="normal" x="136" y="116.00000799999998" color="243,118,29" extX="80" extY="70"/><watcher var="dur2" style="normal" x="286" y="110" color="243,118,29"/><watcher var="dur3" style="normal" x="264" y="149.000002" color="243,118,29"/><watcher var="duration" style="normal" x="10" y="10" color="243,118,29"/></sprites></stage><variables><variable name="TotalHours"><l>49</l></variable><variable name="LoggedTime"><list struct="atomic" id="263">12,8,11,10,8</list></variable><variable name="overtimeHours"><l>9</l></variable><variable name="Costs"><list struct="atomic" id="264">1.15,1.25,2.50,2.45,3.75,2.00</list></variable><variable name="quarterCosts"><list struct="atomic" 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