<snapdata remixID="10206687"><project name="MIN / MAX Number List Assignment" app="Snap! 6, https://snap.berkeley.edu" 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struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Minimum" idx="1" x="-137" y="-109.33898305084739" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="80,80,80,1" pen="tip" id="8"><costumes><list id="9"><item><costume name="button_min" center-x="70.5" center-y="33" 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id="10"/></item></list></costumes><sounds><list struct="atomic" id="11"></list></sounds><blocks></blocks><variables></variables><scripts><script x="139" y="77.33333333333334"><block s="receiveInteraction"><l><option>clicked</option></l></block><block s="doSetVar"><l>numbers</l><block s="reportNewList"><list><l>7</l><l>19</l><l>43</l><l>25</l><l>76</l><l>89</l><l>13</l><l>4</l><l>47</l><l>91</l></list></block></block><block s="doSetVar"><l>MIN</l><block s="reportListItem"><l>1</l><block var="numbers"/></block></block><block s="doForEach"><l>item</l><block var="numbers"/><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="doSayFor"><block s="reportJoinWords"><list><l>The minimum number in this list is </l><block var="MIN"/></list></block><l>2</l></block></script></scripts></sprite><sprite name="Maximum" idx="2" x="144.00000000000023" y="-102.33898305084756" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="0,50.489999999999945,229.5,1" pen="tip" id="62"><costumes><list id="63"><item><costume name="button_max" center-x="74.5" center-y="33" 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" id="64"/></item></list></costumes><sounds><list struct="atomic" id="65"></list></sounds><blocks></blocks><variables></variables><scripts><script x="124" y="105"><block s="receiveInteraction"><l><option>clicked</option></l></block><block s="doSetVar"><l>numbers</l><block s="reportNewList"><list><l>7</l><l>19</l><l>43</l><l>25</l><l>76</l><l>89</l><l>13</l><l>4</l><l>47</l><l>91</l></list></block></block><block s="doSetVar"><l>MAX</l><block s="reportListItem"><l>1</l><block var="numbers"/></block></block><block s="doForEach"><l>item</l><block var="numbers"/><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="doSayFor"><block s="reportJoinWords"><list><l>The maximum number in this list is </l><block var="MAX"/></list></block><l>2</l></block></script></scripts></sprite><watcher var="MAX" style="normal" x="10" y="10" color="243,118,29" hidden="true"/><watcher var="MIN" style="normal" x="10" y="31.000001999999995" color="243,118,29" hidden="true"/><watcher var="numbers" style="normal" x="10" y="52.00000399999999" color="243,118,29" extX="80" extY="70" hidden="true"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables><variable name="MAX"><l>91</l></variable><variable name="MIN"><l>4</l></variable><variable name="numbers"><list struct="atomic" id="121">7,19,43,25,76,89,13,4,47,91</list></variable></variables></project><media name="MIN / MAX Number List Assignment" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>