<snapdata remixID="10301564"><project name="6A.12MinMaxProgramming" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><stage 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var="students"/></custom-block><l>2</l></block><block s="doSayFor"><custom-block s="avgLength %s"><block var="longNames"/></custom-block><l>2</l></block><block s="doSayFor"><block var="longNames"/><l>2</l></block><block s="doAsk"><l>any extra students?</l></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>yes</l></block><script><block s="doAddToList"><block s="getLastAnswer"></block><block var="students"/></block></script></block></script></scripts></sprite><watcher var="students" style="normal" x="10" y="10" color="243,118,29" extX="80" extY="70"/><watcher var="longNames" style="normal" x="9" y="132.45999800000004" color="243,118,29" extX="80" extY="70"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="avgLength %&apos;whichList&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block 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