<snapdata remixID="9856936"><project name="U2L3pp1-2-Predicates Template" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAMOUlEQVR4Xu2dC3BU5RXH/7sh2UBIjAVGwMrbTpWRVDoTUKGmw9hSKEOkglos5WELURSFzlAtA0qlWFotIK8yBUbqILVjgbE6farIw9Z2kJejFQSRlJdWMIEACbCds+uSZbPJ/b5zz+69yz13hsmQ/c53zvc/v3u+x97dhKLRaBR6qQIeKRBSAD1SXt3GFFAAFQRPFVAAPZVfnSuAyoCnCiiAnsqvzhVAZcBTBRRAT+VX5wqgMuCpAgqgp/KrcwVQGfBUAQXQU/nVuQKoDHiqgALoqfzqXAFUBjxVQAH0VH51rgAqA54qoAB6Kr86VwCVAU8VkAVw9gxg5hOeDkid55YCcgBWHwQqyoG9h3NLAY3WUwXkABx2G/DubgXQ03TmnnM5AHt2BEIhBTD3GPA0YjkAe3WkzzgpgJ6mM/ecywFIY+/VSQHMPQY8jVgB9FR+da4AKgOeKqAAeiq/OlcAlQFPFVAAPZVfnSuAyoCnCiiAnsqvzhVAZcBTBRRAT+VX5wqgGwYW/DJuPeVHbnoJtK0C6Cb9E8cCkQiw8Nf2vfzhBWDEKHu7y8xCAXSTUKqAZ84A02fY96Lvm8c0UwDt0Wm0mPcEQF/xrgCyVVQA2dIBIAAjhbw1oFZArYBu2IvZulkDKoAKoGsA3eyCFUAF0DWAD1UBnxwDnnvRvisFMBMAdgT2HrFPRi5bcEHi2uWyVmli102I24RyQeLauY3XZ/bCAGoFNM6vAqhTsDEsLTXkgsS1EwnaP50IV8AAfiqOCxLXzj/siEQiDKBOwcZZUQAzMQVrBVQAjRXIBIABrIA3lQEVg4C5T9sprxUwEwAGsAKSjByY6Lt0PgjYmameA9oVKePW9L04tgfwHBvjgHKnofAmJKgVUAHkIq8AcpVLtuNMwRwbiVh91ocCKJEQDkw9OwEf6LfJKoBeAdinFzDsdmDOLyQiyNk+FECJ1HEq4ITRQFFb3geaJGL2SR8KoEQiOAA+MhV45SVgxx6JCC7tg+JJXNEoQP+6dQN6fAlo3Rp4Zrm8T2aPwgAydoPMwH1lxj1S4YDb0sBTv6e75jPgeyMbLdp3AF5/NfZNyvFPUyVdtsdIQgkQBjCYxzDbqrqi79ID1inh2qV1RDDfUAas+5N1HDGDRNXM8p/ZEAVwHMqwCjsuEWAc+nz+f7rt6K5L/KRfx27F2O8XYwvaoJgnHtOK4iXfq7CT2UPcLN24TTrk2qX2/ZsPR+PLS7ZiwLz9Jm5bbEMxdUdvzMQa132ZdJBRAGkw/TAYk/DzFmNZgZnYjA24FSMwFrNM4nbdhmJrh064Hv2wCetcQUg3GQdirl3y4BdiCt7Gayz/zYlIcQ3E7RiPx13r7NSBMICNieDc3TTwIRiPkXjIKW726xPRD/U4fUnC5mAM9mI7O4lckDgapQ5coo90Ymaq31RfwgDGp2DTypcaTB1qcT9uYYPgROV9uBkh5GExNjVpShBWYw+W4k2nbpq8Pgn9MQDDcQ8esbLlgptwQjqT3wmYbeXXpDFV1nfxFksPk/4TbYQB7IMb8XXsw27Mx99t4rjYlkRdjM3i68Hp+DaO4aMW4Y6vV0NN1rFOA6Fk5aMAVbA7VHYDYCam3qbVlbe0cNIr+XVxADkJTA5oFkbhOI5iITbajKPFtvHNBozAorYDUWm1/uED2HTTZjrobEyR2fAhBiCB8xH+4+muMjV5j2I4DmM/+uFbjhuhZFtb4ZdhOo7hoPXO0dZPIkbSuh0640HMN+WV1Y5urAacxTQsY9mbGIkB+DTuxy5sQldcj8ew1sR3s224iWk6hWSvwnBi5k7BHF+chKzH0hiAmdwUigGYWJNcixvxKJ7ljPeiTfzOq8c0LGX3Q1XiY/wXS7CF1YctHBwobH3QQKbiG2iHjvgJVrPGZWP0e8xHPiKoRJWNmVVbcQC/ikGYjF9ZBZHamDuluZlG3dpyYMoWtNxkxNe2EVRhHrcLRzsxAKlcb8AyDME4kZLNSWhitCsxi324zIGC/NJRTH8MwVjMdBQ90YDji2NjHFBKw5yagqlcv4KVKMdgkTvGjdCcczmbnXK6hNIauAAFVtXf9ib7CO9hLsZjKbZymbKyy6kpOAFgaxSz113J6tBapwARPImXrESjxjbwTkQ56nHW+uglNagZuANtUGS1/rU986Qpka4HscBaE44B93jJxpfYFPwAbsVJHMcX0AlP4c82MTTb1rZCNE5tzR+gLsLD+ASHcADvxZoPwl3W72CkC5jzLg4lOIywcdXk6sFNRk5NwY1PvdCBr7unS7hrJHqggR5saLxSnnlDCOX4JkIIWZ0LmibQpvJSnzRr0GV6zGHbv2nczbXLqSk4voaihNPjTbvcjj1mz7nj6fjlfziCRXhDJAabTmzjpXVja7Qxfgsv2wDmzBR895bJ6NI5gmPd/4o9C0Zh8xTG381Ik2naTPQ9cSd+WPqwMQck2rkTV2Bqqfwb9E5B2AJCU9ypEwUYXTrBqevPb0j+wbqRg5RGs7cviv1m5lcmc8yNbETWgG1DNTgZLUFxqAbtK7Zh/2sVRs6dGvXvW4Njh8PYd7itU9OLr99RWYP8vAI8/2KhsY1Uw4QOpv1RrEWF+Xh2bWsjE1vAjTptoRHlszZa4rabFu3FAexQsQ37hAA8cADo3S0Ot+k1YmgdIoVhTwCkhO3+sARdu5pFWzmYYgV+t76NkUE2gEgOJBv+xAAcMyEfa1bXI9LlEI7uvc5IUJNGtlXlO0PrUOARgD977CxOnwF++mTEZGixNjbjywYQOQtg7z5hvLPzQuxTHpJl2yZBJF7/spMoLMrD61vNpjVjUgwaUvUtLg4ZT6l+B9BWewOJmjQRq4A0TVLAmQBw7MQIFi0zqyoEYNuSMP62yWxacxLNpurcWVmHwsLLB0CbsTvp2NzrIgBeVVKDe8YWYPkz9TE/khXQtqKdOAF88Uq7dWNL4tlUAds1nW0FJMA3vnoeR2qy8+nBnAGQhC8sBF7ecC52EmizaXC6czgVjaCZ+EABnlrobid8372nsXpFg9V4bJNG7Q8eL0FpqZMS8ddt+zfrNX0rm5uP60ekAiaEoZ/SAN5VWYdQnt2ulgNOOgGLQjWY9uMIZs81m/5tKxq150zb2YDwa+Un0bNXHlatyexaWhTAIcNb4Y8bzuGUxbGJ051jOwUn+uvdoxYH9ketqldyLHT397w2jB3vm59BcgDk3GAcP046p76eDcjJpyiAtPajwNesa4Nhla1sx5y2PWcKTnR0TbtaHP80imqLKY5sqfJd1zsP/95dZD0G28TdO+YMXt5Qj8OfmZ91UlC9rq5BOBTC+9WZWQ9mY/oVBbBLh1p07xHGtrfOY+jwVlhreLjqlGHOFJXcZ9WE03huZUNsadDhqhDatw/jX82ARaJTuxvK8vCP7fbwcSuTLbSJ8ZFd3/IwNv7Trko7aU5LmN+uaBDdTDbnU6wC3tL3JKqrgU8/vhDzJbUT5uwsmxtsedkp5OdFsePteIyp18i7812veTiVg2OTDOFNA1vhL2/IHDtxbyInqDMOYCLwxNcNSQFI/XIrBFcUN3YcmDg2yTF2KKrFmboovv+DAixa7m7nT7EUFQNHa+yWBFzNxCpgJgF0myCuOBw7Tqwcm3Sx0brwyKH4d46ZFoCd2y9g0rg67NouO3OZaicKIFWqxGUqgEmgUgky8eW2DSdWjk1LcdJh/DVXNuai6WO5jdYlVwBr1xdhYEWe26Gz7EUBvLq0BvSlnHRJA/iOxVMmLCWEjDgw5dISQ0imi92IAkhPg8x5/GxsCpB8N6R7x1p07dHKkwcMbAXnAGjr43JqLwrguO+exgvPNyAsXAG5h9FeJCrI1YyjtyiAiR2r9NtxXj5kyhFVbcwVyAiA0mvAXKqA5tJrS1JAHEBaA9EluQZUAC9fWMUBvG3AKby55bwCePkyIzoycQB37Yzi5rJa0WOY5Usa0KlzSOwBB1EFtTNXCogDSNHoUYSrnATKWAEMVLr9N9iMAOi/YWpEflVAAfRrZgISlwIYkET7dZgKoF8zE5C4FMCAJNqvw1QA/ZqZgMSlAAYk0X4dpgLo18wEJC4FMCCJ9uswFUC/ZiYgcSmAAUm0X4epAPo1MwGJSwEMSKL9OkwF0K+ZCUhcCmBAEu3XYSqAfs1MQOJSAAOSaL8OUwH0a2YCEtf/AXN8EvOBGZo1AAAAAElFTkSuQmCC</thumbnail><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" scheduled="false" 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</pentrails><costumes><list 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See inside the blocks.  On the next lab page (2.3.3) there is a discussion of several different correct solutions to these.&#xD;&#xD;We&apos;ve learned that students find this exercise difficult.  This may be one of the places where a whole-class discussion would be useful.  &quot;If a&lt;b, is a≤b true?  What if a=b?  What if a&gt;b?&quot;</comment></custom-block></script><script x="10" y="443.5000000000001"><custom-block s="%s ≥ %s"><l></l><l></l></custom-block></script><script x="10" y="476.5000000000001"><custom-block s="%s ≠ %s"><l></l><l></l></custom-block></script><script x="10" y="544.5000000000001"><custom-block s="%b implies %b"><l/><l/><comment w="105.33333333333333" collapsed="true">if P then Q. TFTT</comment></custom-block></script><script x="10" y="579.5000000000001"><custom-block s="%b xor %b"><l/><l/><comment w="117.33333333333333" collapsed="true">exclusive OR. FTTF</comment></custom-block></script><script x="370" y="54.833333333333314"><block s="clear"></block><block s="down"></block><block s="setSize"><l>3</l></block><block s="doForever"><script><block s="doIfElse"><block s="reportGreaterThan"><block s="yPosition"></block><l>0</l></block><script><block s="setColor"><color>255,35,24,1</color></block></script><script><block s="doIfElse"><custom-block s="is %s between %s and %s ?"><block s="yPosition"></block><l>-50</l><l>50</l><comment w="53.333333333333336" collapsed="true">2.4</comment></custom-block><script><block s="setColor"><color>96,255,46,1</color></block></script><script><block s="setColor"><color>12,0,241,1</color></block></script></block></script></block><block s="doIfElse"><block s="reportKeyPressed"><l><option>space</option></l></block><script><block s="down"></block></script><script><block s="up"></block></script></block><block s="doGotoObject"><l><option>mouse-pointer</option></l></block></script><comment w="75.33333333333333" collapsed="true">2.3.1.2</comment></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="%&apos;a&apos; ≤ %&apos;b&apos;" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doReport"><block s="reportOr"><block s="reportLessThan"><block var="a"/><block var="b"/></block><block s="reportEquals"><block var="a"/><block var="b"/></block></block></block></script></block-definition><block-definition s="%&apos;a&apos; ≥ %&apos;b&apos;" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doReport"><block s="reportOr"><block s="reportGreaterThan"><block var="a"/><block var="b"/></block><block s="reportEquals"><block var="a"/><block var="b"/></block></block></block></script></block-definition><block-definition s="%&apos;a&apos; ≠ %&apos;b&apos;" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doReport"><block s="reportNot"><block s="reportEquals"><block var="a"/><block var="b"/></block></block></block></script></block-definition><block-definition s="is %&apos;mid&apos; between %&apos;low&apos; and %&apos;high&apos; ?" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="doReport"><block s="reportAnd"><custom-block s="%s ≥ %s"><block var="mid"/><block var="low"/></custom-block><custom-block s="%s ≤ %s"><block var="mid"/><block var="high"/></custom-block></block></block></script><scripts><comment x="14.666666666666666" y="88.8" w="304.6666666666667" collapsed="false">As the lab says, it&apos;s okay to use &quot;&gt;&quot; and &quot;&lt;&quot; instead of &quot;≥&quot; and &quot;≤.&quot;</comment></scripts></block-definition><block-definition s="%&apos;p&apos; implies %&apos;q&apos;" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%b"></input><input type="%b"></input></inputs><script><block s="doReport"><block s="reportOr"><block s="reportNot"><block var="p"/></block><block var="q"/></block></block></script></block-definition><block-definition s="%&apos;p&apos; xor %&apos;q&apos;" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%b"></input><input type="%b"></input></inputs><script><block s="doReport"><block s="reportAnd"><block s="reportOr"><block var="p"/><block var="q"/></block><block s="reportNot"><block s="reportAnd"><block var="p"/><block var="q"/></block></block></block></block></script></block-definition></blocks><variables></variables></project><media name="U2L3pp1-2-Predicates Template" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>