<snapdata remixID="10757818"><project name="Min Max" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAAAXNSR0IArs4c6QAAGnVJREFUeF7tXQl8VNX1/t57M5lsJGSBhISEJEAEIewoiNiqiBQEKktDlRZR+/9LRQqFWjdcqlVApRZXjIIggmGRRUBAXJDIDkH2JQTCEgiQkBCSzPbe7e/cyTzyzDYTRzKZvPP7wWRm7rvLd7+5yznnniswxhh00RGoJwQEnYD1hLxeLEdAJ6BOhHpFoEoCZmZm4vvvvwfNzoIg/OLX8PBwDBgwAFFRUfXaWL1w70OgEgHXrVuHNm3a1FrTN/9/EHoE5teabsTM9bgkhPJ027Ztw+jRo2t9Rk/QeBDQEHD79u1o0qSJSyNes48HINAouIRUzp+/UkfSDh06uPSMnqhxIKAh4NSpUzF8+HDe8rVr1+LZZ5/lf8+dOxe5ubn8PU3PJDHzB2sIaBoxA2JYHMrS/lgJuaw/ruKf0ZSelJSE0FDHiKiLjoCGgG+99RZ69+7NUVm/fj3atWuHpk2boqSkBOfOnePkSUlJ4WRMTB+hIWDw9NP8uWv/jK+E6sFhS9TPbr31Vh11HQEVAQ0BL168iGPHjrk0Bd+0/AGXp+DM+z7jU3BpaSn69++vw68jUDUB6dMPP/wQrVu3rhWilJSOaN6sea3pTuXk4MSJE3wU7dGjB2JiYmp9Rk/QeBC4IWoYWvvRznrIkCGNB1m9pS4hUGc1DOn2PhzZGs0CpVoLGjbvGPILCni6yMhIvq7URUeAEKi7GiYiDIH/6eUSisLfvkFOoY2vLa9cuYLbb7/dpef0RL6PgEtqmC+++IKrZ4YNG4b9+/cjPT0d0c2bIfi/jh0zSdC/DvHXkuc7wNDtftj3fKF+xyZsxIlLpermpkuXLr6PrN5ClxBwSQ3z9ddfIyQkBImJicjIyMDYsWPRqmUsgmfdphYS/OoJMLsFrPA8SmferSlcGb8Bh3OL1M90VYxLfdMoEtVZDdO2dZJmBKwRrUmbsDfrHB8Bd+zYgcmTJzcKcPVG1o5ApU2Iq2oYyrpbt64IaxpWYyllZWXYsnUrT3P48GGMHz++9lrpKRoNAjWqYQgFpzeME5Ff833z5s0xcOBAhIXVTOpG0zuNoKGVCPjNN99wnZ0n3LDq6s71008/YfDgwY0Afr2JGgLu3r0bERER13ev5f6Azg+c3vuU7je/+Q23bjhJ5mkoExISPJ2lnp8XIqAh4BtvvKF6wxDJyHSWnZ2N2NhY0FqOlMgBAQGgEYq+27NnD+666y6kpaXx50jH5ymhHbcuvo+AhoAzZsxQCUhNJ99A+kekIwLabDaOiNFo5P8KCgpA6zbyjiGhNJ4SV+zRnipLz6f+ENAQcPr06RoC1l+14JJXdn3WTy/bMwhoCPjaa6+pBAzwM0B+8w4EGAXsDLwF/kYD9of08ujmJLAwG0OvLuctadLpXpy97Um1VcnJyZ5poZ6LVyOgIeCrr76qEtBSXICkJanI6Pws2vcZoGlEdFQUjuzL5BsQrWhd9JmiIDymZZUAnD9/npM5OjoKTd6/G36w49zYDWram266yauB0yvnGQQ0BHzllVdUAtpKCnFuxeto98iblUqa9UA/jGvm2oYj/rOT+HHHLjh3taIo8vzo9cKFC5gyZQom/2kw+mW/izNj1qlltW/f3jMt1HPxagQ0BHz55ZcxYsQIPrLZS4uw7Mt1GDNmDH9PVgxSELdo0QIrxg3EfaaLmoYlryrAsSHhlRqbtOQ8NmVkqAR06hclSeK75lGjRvHzJ1Fpd+F0hcNLN998s1cDp1fOMwhoCPjSSy9xApLIZVexduMmzaaEzoWQSubL8YM1BGwx+UME3TIAWamVz4MkLsnFps0ZuOeee5CVlQVFUXj+5J5vNpv5WRM6Z9Li437I+dNatVX66TnPdLC351KJgM5TcYq5GKs3fKcSkhriVDqvHj8E9/lrR8DqGuokoFOvJ8syT/rdd9+p+d15552ImXMPTj64mq8LSTp27Ojt2On18wACGgK+8MIL10c8awlWrfumSrVMMxNQMLGPS8VHfpKFgwcPwmq18vTOMyFEQKcQAePmDUD2A1+qn3Xq1Mml/PVEDRsBDQGff/55lXCCrRQrv9pYJQFP7NqCI29NhCvH0h/eeJpbTiwWC0cqPt4xTVPoD6f89re/Rfz83+FE+flh+rxz584NG1m99i4hoCHgc889pxJOks1YvmaD+p7MbqtXrwaR9KtJwzE04JJLBSQuzsX3mzfzM8UkTmvJzwmYsGAQjqeuUPPs2rWrS/nriRo2AhoCUuQD5xrQoFj4Ltj5nppJahoi6cYpf9CsAVu+vBxnpw5D8qr8SjvhhMXn+CbESUByYCDZtGmTihw5NiQtHIxjf3AopUm6devWsJHVa+8SAhoCPv300yrh/GDDkpVr1fepqak4fvw4d0D49slRGgImzTmA7EdSEJjSlxdauu8HtXAnAekgEtmOL11yjJw//HA9zR133IE2nw/FkRHL1OfI2UEX30dAQ8CnnnpK1QOaBDsWr1ijGQGdu+Dvpz6EQeIZl9CJmX8cW3fuUUfAq1evqgR05kcEbJv+exwevlQ19fXs2dOl/PVEDRsBDQGffPJJlYABkoJFy1ZVuQkhDxjnZqKm5l+7dg1HjhypMsnmzZvVz/v27Yt2S4fj4P2LVQLqB5caNrFcrb2GgP/4xz9UAgYaGBYuXVklAd+d+BAmNXW4YNUmiQuysG3nbjXcB03DJD8nYPtlI3Dg9+kqAXv1cu3McW3l6997NwIaApJd1rnpCDICn6Z/oRKSQrRRWDX6PuO5P2NwhV1wyJ2jcPW7z1GVOa5V+lm+CXH6912+fJkroGktePToUdDoR+87rkjFviGLVEW0M0qXd8On1+6XIqAhIB2XdBIw2E/A/M+XaUZAMqORE8GW5x/SEDDqif8i752JVW5Cfk5AisBVlaSsHMUJ6JTbbrt+5viXNlJ/3nsR0BBw0qRJKuFC/CV8snCJhoB9+vTBjz/+iG0vPlznEZA8YKqSzl8+gL33faZ+pYfv8F7SeLJmGgJOnDhRJVxogAFzFqSrU3DFU3JHF7+Hvqeuu07VVKGouUexbdceddOSn5/Pp1ya0ukfrQXpfdc1o5E5aIFmY+LJhup5eScCGgJOmDBBJWBYkB8+mr+Iv1+2bBl3Dvg1nETJT/DUqVPo/tWfsft381WUSDmti+8joCHgE088oRIwPNiEtHkLubvU66+/zpE4c8ah+ztw4IBb3iqffvopyLSWl5eHu+++HjeGyPfvf/8bDz74IHqsG4NdA+apiJN9WBffR0BDwMcff1ydciNDAnDis+cx/1QwVqxYgZkzZ4I8VGgqJgJu3boV5DRKtl06NffII4/wnS2lIXMbKZzJA4aOdVK8aT8/P5ArVr9+/Tiq5J5FRwCeeeYZnDx5ErdsGIsd/eeqahg67qmL7yOgIeBf//pXlYDNQgNxeP5z+PxMCOi8MAkRhYTcq2hHTGobclDYsmULH8kodNuiRYtA+ZDHM70n2bBhA3c6PX36NEjBTHZhOgBFpj967R7XBKNLl2H7PXNUAlYcKX2/GxpvCzUEJBI5LRDNmwbxQ0kLw/6Er7YfApnGarLPkt6Ozg3v2rWrVjSXLFkCMvtNmzaNvzad3Q8mUcHWuz9S9YDOkbLWzPQEDRoBDQFJReIctSKCTUhe4bjVaE1ZWxjo6oayJIpWpDb4elgOOh0nkMu05nug/HPn68++j5cKMTFkW3l+Arb2+4j/XVhYiJEjRzZoYPXKu4ZApeBE77//vuo40LNnD4SHVT5o5FrW7qU6npXF14tEPoqQRREZdPF9BPTwbL7fx17dQj08m1d3j+9XzqXwbLTWGzRoECh2IJ3tqBgRoaKFxJNw6eHZPImm9+ZVbXg20u+R9YP0cQsWLOBXbFF0+7Nnz2LcuHGYPXs21/nRbpXcuEgd40nRw7N5Ek3vzavG8GzkQkXeK+SASq/BwcGgmC7Oz4uLi7kSmo5a0nVcnhQ9PJsn0fTevPTwbN7bN42iZnp4tkbRzd7byCrDs5F3yqFDh1y6ttXdYOYU3IicTfXwbN5LihtZs0rh2SgigTuh0UhhPPfBDmgWUHu1h805iPyiYp6QnBXIdKeHZ6sdN19OUSk8G/n/uXO9QsuWsZBedS2OC3s4HWfkUJ4/RccyGAx6eDZfZpcLbdMQcOrUqao/4N69e3nwcYqWQK5XL774IubNm8evZyDPln379vFLCxNatYJhWuU4Ln79/w7rhpmaKshjF+GkOUj9jHSKeng2F3rJh5NUOph+//338+YSwYggpI8jR9S4uDi+bnv00UexfPly7uNHlxa2bdsGftO1cVxMI2ZADGuJsrQHNNDZxyzE0WKj+llmZib3ftHDs/kww2ppWqXgRAMGDHBrCu6UkgLpNdemYOGJDcg85TiWSYeb6AZOEj08m05AjgBFvqJNhbuBgbp374amoTXfgk7e0HRpIXlJU7QEZyBKKlcPz6YTkCPwa4RnS0g/x2NE6+HZGi/Jamq5Hp5N50W9IqCHZ6tX+PXC9fBsOgfqFQE9PFu9wq8Xrodn0zlQrwg0ivBsdJDeGRbOiTapgcjhlu5A1qX+EPD58GwZGRlc4U3mw4q6R7vdzg/UR0dHQ7+Z00sI6Gvh2citjI550lGCqoSiO1B0Lj0QkpcQ0NfCs23bto0rwOlIQXVCkRz0iPxeQkBfC89G14HR6Ee3fM6ZMwdDhw7F6NGj+R0l5A5GQg4R+qU4XkJAXwvP5iQgTbVk56bbQGnNRx49H3zwgU7A+uOdWrJPh2dzEpACLuXk5HD3sVmzZmH69Ok8Mhc5xOojYP2y0KfDs1WcgsmHkSLy0+hHUy7dDKpPwfVLPirdp8OzkVNteHg4WrZsWS3S27dvV0PS1X93NL4a+HR4Njo4v3v3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select="1"><scene name="Min Max"><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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struct="atomic" id="6"></list></costumes><sounds><list struct="atomic" id="7"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><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="12"><costumes><list id="13"><item><ref mediaID="Minimum_cst_button_min"></ref></item></list></costumes><sounds><list struct="atomic" id="14"></list></sounds><blocks></blocks><variables></variables><scripts><script x="36.66666666666663" y="69.66666666666669"><block s="receiveInteraction"><l><option>clicked</option></l><comment w="348" collapsed="false">- Code version (Text/Block): Block Pseudocode&#xD;- AP CollegeBoard AP Classroom for AP Computer Science Principles &#xD;- Date: 2021&#xD;- Title: 1.2 Daily Video 3 Pseudocode&#xD;- Code version (Text/Block)&#xD;https://apclassroom.collegeboard.org/d/a21dvlri4q?sui=103,1</comment></block><block s="doSetVar"><l>number</l><block s="reportNewList"><list><l>4</l><l>75</l><l>45</l><l>87</l><l>35</l><l>25</l><l>39</l><l>75</l><l>12</l><l>58</l></list></block></block><block s="doSetVar"><l>min</l><block s="reportListItem"><l>1</l><block var="number"/></block></block><block s="doForEach"><l>item</l><block var="number"/><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><script x="23" y="345"><block s="receiveGo"></block><block s="doSetVar"><l>actions</l><block s="reportNewList"><list><l>4</l><l>75</l><l>45</l><l>87</l><l>35</l><l>25</l><l>39</l><l>75</l><l>12</l><l>58</l></list></block></block><block s="doSetVar"><l>index</l><l>1</l></block><block s="doRepeat"><block s="reportListAttribute"><l><option>length</option></l><block var="actions"/></block><script><block s="doThinkFor"><block s="reportListItem"><block var="index"/><block var="actions"/></block><l>2</l></block><block s="doSetVar"><l>index</l><block s="reportVariadicSum"><list><block var="index"/><l>1</l></list></block></block></script></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="106"><costumes><list id="107"><item><ref mediaID="Maximum_cst_button_max"></ref></item></list></costumes><sounds><list struct="atomic" id="108"></list></sounds><blocks></blocks><variables></variables><scripts><script x="522.3333333333333" y="161.00000000000003"><block s="receiveInteraction"><l><option>clicked</option></l></block><block s="doSetVar"><l>max</l><block s="reportListItem"><l>1</l><block var="number"/></block></block><block s="doForEach"><l>item</l><block var="number"/><script><block s="doIf"><block s="reportGreaterThan"><block var="item"/><block var="max"/></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="min" style="normal" x="10" y="10" color="243,118,29"/><watcher var="max" style="normal" x="10" y="31.000001999999995" color="243,118,29"/><watcher var="number" style="normal" x="10" y="52.00000399999999" color="243,118,29" extX="80" extY="70"/><watcher var="actions" style="normal" x="10" y="145.00000599999998" color="243,118,29" extX="80" extY="70"/><watcher var="index" style="normal" x="10" y="166.00000799999998" color="243,118,29"/></sprites></stage><variables><variable name="min"><l>4</l></variable><variable name="max"><l>87</l></variable><variable name="number"><list struct="atomic" id="149">4,75,45,87,35,25,39,75,12,58</list></variable><variable name="actions"><list struct="atomic" id="150">4,75,45,87,35,25,39,75,12,58</list></variable><variable name="index"><l>3</l></variable></variables></scene></scenes></project><media name="Min Max" app="Snap! 7, https://snap.berkeley.edu" version="2"><costume name="button_min" center-x="70.5" center-y="33" 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" 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