<snapdata remixID="9264098"><project name="U5L2-findNumberInOrderedList-JustParts" app="Snap! 5.4, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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s="doFor"><l>i</l><l>1</l><block s="reportListLength"><block var="orderedList"/></block><script><block s="doIf"><block s="reportEquals"><block s="reportListItem"><block var="i"/><block var="orderedList"/></block><block s="getLastAnswer"></block></block><script><block s="bubble"><block s="reportJoinWords"><list><block s="getLastAnswer"></block><l> is in the list at index </l><block var="i"/></list></block></block></script></block></script></block></script><script><block s="bubble"><block s="reportJoinWords"><list><block s="getLastAnswer"></block><l> is not in the list</l></list></block></block></script></block></script></scripts></sprite><watcher var="orderedList" style="normal" x="10.805555555555657" y="10.805555555555543" color="243,118,29" extX="80" extY="366"/><watcher var="unOrderedList" style="normal" x="120" y="14.000001999999995" color="243,118,29" extX="80" extY="363"/><watcher var="index" style="normal" x="240" y="24" color="243,118,29"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Create an Ordered List" type="command" category="variables"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l>orderedList</l><block s="reportNewList"><list></list></block></block><block s="doAddToList"><block s="reportRandom"><l>1</l><l>10</l></block><block var="orderedList"/></block><block s="doFor"><l>i</l><l>1</l><l>19</l><script><block s="doAddToList"><block s="reportSum"><block s="reportListItem"><block var="i"/><block var="orderedList"/></block><block s="reportRandom"><l>1</l><l>10</l></block></block><block var="orderedList"/></block></script></block></script></block-definition><block-definition s="Create an Unordered List" type="command" category="variables"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l>unOrderedList</l><block s="reportNewList"><list></list></block></block><block s="doRepeat"><l>20</l><script><block s="doAddToList"><block s="reportRandom"><l>1</l><l>100</l></block><block var="unOrderedList"/></block></script></block></script></block-definition></blocks><variables><variable name="orderedList"><list struct="atomic" id="120">3,7,14,21,24,32,37,39,45,49,58,65,67,76,86,95,105,114,123,126</list></variable><variable name="index"><l>1</l></variable><variable name="unOrderedList"><list struct="atomic" id="121">92,44,98,1,92,42,50,33,52,49,89,86,11,81,49,69,8,15,44,69</list></variable></variables></project><media name="U5L2-findNumberInOrderedList-JustParts" app="Snap! 5.4, http://snap.berkeley.edu" version="1"></media></snapdata>