<snapdata remixID="9853535"><project name="U2L3pp1-2-Predicates Template" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAV4klEQVR4Xu1dB3RURdt+EkIKARKaQOgo5UORDgEpUqQISFf6TxcCiiCggh9SwieiBqUo0kEpSlEpUkIvEVBADAldQMBAQKQFhAD5z2zYZPdm2i27dze5c07O4bDvvOWZ575T7sxcn5SUlBRYxULAJAR8LAKahLxl1oaARUCLCKYiYBHQVPgt4xYBLQ6YioBFQFPht4xbBLQ4YCoCFgFNhd8ybhHQ4oCpCFgENBV+y7hFQIsDpiJgEdBU+C3jFgEtDpiKgEVAU+G3jFsEtDhgKgIWAU2F3zJuEdDigKkIWAQ0FX7LuEVAiwOmImAR0FT4LeMWAS0OmIqARUBT4beMWwS0OGAqAhYBTYXfMm4R0OKAqQhYBDQVfsu42wmYeGo5bl3Zj2fqTrXQtxBw38H0kzsHISFulhPk/jkKoXavBKsZsjACbsmAKY+TsWuWPxXmegMfwNc3exZugqwdulsIuPMLHy7KDSKs+5GMpOHu2Tnw+OG9NJU1usQhR54KRpowTJfLCfj3+fU4ur6VRUDDmoyviPWw1+mTiOyBBdzkhbwZlxNQlP2Iq0EhpVGz2xl5ry1JKgL371zEvsXFmOh4Yk/jUgImxM/FyR39pejiieBIOe5BQjELCiL5XqJFQDsCMtnPLpuZCRizoACS711DSOH6qNxup8soK8K7ZrdTCAp5xmX2tSh2WQb8+9xaHP3pFWmfMisBaaRwVawiApau/RGKVRkl3SbuEHQZAUVgKINzVaO4A0SWDRYGPj5+qD8o2XDXRJhny54TdfvfNtyuHoUuIeCVE4twfGsvVX5VbrsTIWH1VdXxdGEeIVzxwIkISPByhV097eASAsoAoXS6RPX3UbLmRD2xeFxddxLw6pmViN/USYhBpifgvzeuYf9S9etNATmLI7zneSGA3iTgTgLGrmuB639uFMKT6Qm4OTIYAXnvCoGgCXgaOJqCcKjkTgLK9jqehrHhXfBPo0MRXPQmte3KN17IHRt6GjiZjYCnF1VH3/2/6A3L0PqGEnBakZdszlUas4XqJCGYO7OCoUhpUObOWEUZ8NKmcrj2azG8eSlaQySuq+ISAhZueBpP1Tnn7PXlmWgwISLLEfBoVAM8upe+28f+cBqd7XkEPDKpSVpbNJv+Lsq1b+w6RqnUbBgBpxVtCii++hVc7AYe3AhC8u2AtCfPEagb8QUR+p9E8rkcm9tGN4pKLAwXt/cISsWEhEbHKkvAwLwhGBC70vBYtSo0joBPul+aI0XCK6LDqijbTwQoxyfSLu+KRtEKilH1WATMWfI6+uw9aJSZNFxZCpV4e1I37BYCOga8oG413D6bl4qVJwFjBDtYBCS6jYz1xsWtOLImvZt19P3BzUAcm1HXKRwjbevFyRACLm3yOq4d+4Ppi2PA7moUvcDorX/jj4tYXK83VU22wIcYfGa7XhNp9U9s74vLx+Yj+VYgEveVQGiFy2krEYkxJZGw3XkDQqYjII9Ur62fgYKVy6WBlVUIeGrtTmwYGCn1UOplItkBfXj8CxnUkGHNiTnh+DcxZ+bOgGpIpUZWb8OYWT9m8nz8On2ZWwg4t3ot3E3ILR1upsqA37V6E5cPH5MGOqsQcE2PMTi37YA0LtLsoQjyMKXpzVQE5AVfc1h3hI/4PycMsgoB51V5DUmJ1z2SgP1jVyIob4gezhtWV/ckRC2h1MobFqmbFYmykpFZSGRLGfqLkUPwfO82bkaEbk4XAW9duIyF4T1UPeU8sIac3whfv2weAYxeJ0SkMJOAZds2RPOZo/WGaEh9XQRc3WkELsYcoTriFxSAiNPrMvy2pPEA/H38LLVOpx8/Q+HqzxoSmNlKPJmAvn5+GHJ+g9kQ2ezrIiAP5J57FyG0ZFiGILeOiELcMnrw9cdHoHK/dh4BjF4nRASsN24gqvTvoNeMrb7IlidPRFxGQFYXc/Trddj27udU4Mu1a4RmM94zpFHMViIiRc1hPRA+oqchbopsWQR0QCAx9hSWN4+gAh9aqgh67lloSKOYrUREilJNwtF6kf4jCNeOn8XSxgNUh2vkGFS1cYcKmjPggalLsO8TNll4AWaFmbCIgIGhuTAgbrWetrPVjV++EVve/lS1Hq8nIJn9klkwrYTVqoiOq1N3v9CKqwjoqNdsgEUEJLgY4SMZzpBhjdpihG21NmnymjMgD+BBp9Yie45AtxGQ5UtQ/lD0P7LCCJxU63AXAWc/2x7/3lB/1tdjCJhw6FhKNv/sSPsLsP/bH34B2eGb3c/wLGZkBhQ19MCTa+AfHKSaQHoriPwyKgPK2KHF4ilrrj6fhzUx/HI+0dNlFAFPrN6KTW9MFnJF5I9QgQYBGWIY4RfPTkjJMNw89xfV+9qjeqHG0G4aIjO2ilcTUKaRjco0amGX8c3VBCRj8b/2x1JdL9GwBtp88z+1YRku77UE/GNTDNb1+UAKkEp92qLBxMFSskYI/fVLHFa2fUuoytUErDv2deyZ8BXVD7IIThbDzS5eS0CZDGMH1y8wABFn1M8UtTbO4dmrsHu884XsNF2uJmCTqBHYMvwTahgVXm2KJlNHag3RsHpZgoDu7oZ3jfsSv80Rr/G5moAt543D+r7jqGQp1bQ2Wi+YYBiRtCoynIAyoOqdhCx/eTASj5xUFbOMX6oUcoRXtHkLCb/GCdX1O/wtcjxFP6AlrPxEgIclOYm4qsNwqirRWq2sfb1yPt+2HJLy6EEy0v7uK/6dLHePXY78oegnueY2o0RzPH74iOp7l82zUODZp7lxqel+7YrcScDpxZsh5dFjYdt0/OEzhNXQt/uHh0XXrbOZr+nylS+JblvnCH10tYDmhWg9jpGlE7KEQitkskAmDaxy83wCFtVR/xL/jQub4ePL/1yEnpgc68o+IE2nvYPyHejHKWV94dnqe3AZ5lXrQlUVXDAf+h5aLmvGZXKmEPDoN+ux7Z3PqEGVaVUfLb76LzNg2cZVKpDNgJf2xTp1W7L1tBCw1vAeqPW2+odJ1hbZj/nFM/RPZDzyDcCwC+6bmLEa1BQCXj/1J755sS/VJ78Af0T8sd7tBJxZuiUe3X/AtKuGiLIPSfkOjdF02ru6sgvPVqfforGicuqFUbSiJiZdTnIqm0JA4o+WiUjSXWBeGTagPJC07s5x1CnbYLIELFStAl5dQ98bKdvgPFu5pkfj9ht0vE5WHY4Za1vImnGZnFcRsHyDJEScZo8PtRCQNyHSmjVkCRiUPw/6H/lOV+PybMV0igbWzUSdez9ksBH8WTT6im/0Tas3vWhTpDy5fCpvhTLoHv2FLr/tlb2KgDkrA/+7Sn+iW23/Husasrfzs7KXLFnsgMlkQTU6ZfTxWppna2yhaJDFhtBHVzDqenebmr1B7bE+5yAc2wAUKyzm0PzqXXAn4RpV0LftYAyZqS0heC0BK97fiS63nK+8SPINwXsXVqru1r9r/SYuH2Ifqtc6dvIUAo4uwL6M8s5vYvL9uesQqr1RBvd8ctmEmyQtQqO73zhVvDIiGpOGiXWxJLwmA/YcBazenB5Gp9tTkPfRX5gdGoUU+IIAam/4c9kr4r5PEMo9SL+ZgJZp1BBFzVhQVu/XIePxS3wd7a0nGEvrJSDpcZQl36NLePt6+ic4TvtXxbSzH2mOwWMI+NDHH34pqbNQGlloYNij/moi0K01EFmsCybnc76PpeHdJXgpaWEGnet6j0Xnw86voljduxLdVvuiUZr9TUDbg7AnqCN+yvm6U1Wl/glFo3Ftv+a2s1XkkV0PASN6HMbi2CpU5xzjuJatKKLyLrAlAC3FdAIqQep8axKm7Y9AjgJ5nOLhEdAePEuGAKYkNU+WGL74TAcUPb2Kium39aKxl7OG+2nRVvggP32NbfA/Efg292iQhiuYDzhDX4+XbktXEZCHd+TV5vBF6pusyHyrcNc3t/cRkFze0zV2EhXomOFr8XzP1mm/LVwNDOG8NycEPHf8Op7rTH+vWuHBzzgQXztN39ihRxC1sxLz6SZkvZMEzC+bccLzfoGNeIxsXMB5jedotFwp4OD30lyjCvLWLyflW4Ek31BqPVHG4sVgz4APfAIxLv9am/6ypYBDGmIxLQPGLd2AWlPo61BVc8Zj1570L3zzwLAHPmBkEpZGB1PBrpL7JHbvKpv2G0/fgBvDEXUu9UAVkSuVHIuOt6fgTPYqWJ0r/cU+rwFlCRheCdiySB8ByWYD8vaGVhaHROK4fy3VBBzwPrCU85Jk6D/9MTPPTDyEv5NuEalpjphGwITzt1GmTersilYcg9HT/RLdpLusVD7diow+OwFl/FPKyBKweT1g5XR9BNwzcTYOzaIfvNqWozu2BDvfTkas+foCtw6x7cr6z9JQqigQK/mWzzQCyjbwxctA+eZssETjP1JT+WQaQcArMUBwDrpfNTsC8afFxHq5AfCdvhch4N3EetK/BhaGZNx2P3cS0Lml6who17xnGVD5P3wcPJ6AeWsADxg7wgrkBc5uSw1QllQrNgC9Obd/OJK1QgvgzwQ6gK80ApYyjj4PjQTmSXwJ4bmywD59L0Jw68IVLAxPXWRWFjI5IJMEZRF1lTwsty0GGqncP8Gz5/EE5IFxeS+Q88mwT5aAPLlhvYCJDkc5uo0AfqR/9AkDuwCfvEMn57J1QP/3xRlwSHdg8gixnEiCzISVqwlFHp4CmXHTlmL0EJDU1dJFs2x6NQHtQZFPbjSjb66xtZ3a8aS9wcdMBT5nTBLI6v/QjMMrW9U/LgDPp0/imfxZNhVo3VBEL/HvuSqnIAUZ9zq2vPOl7bWbkRlQKwFpQyHyfx5NwBb9gN2/shvATqwi9YCbjMsBlFlGNlMSq1oJKBoS2CPavwJ4toyYYCIJtRmJlwETrgKsDUehuYGLu7RlQBJDYAAyLLx7LAFvHARCq7GhdyQWrwGu7geCAtL1eBIBz+0A8tOX6UScc/pdDQGXfAK04WzC3rwHaD+Ebr5uNWDjPO0EpGVBUwlIBrMHfqcHS7o4koFYRWu3qoaAHd8ANu6me9CrHTCDcyxZhhSisZgsC2Vs2XWJbBLyERLSSp2qACFwqUaynmWUG9QV+HhU+v+bSkDlBgNHdwvlBy7TdwHZxLQQkOh7hvH05wkBLux0BuzpJsAVhg8dmwMLObeCyJBCRAbZZpaxJUvA7iOAHxgTr07NU9cQv/2J7lmJMCDuJ3GGdIzbVAKeOAtUY2zh8/HJ8PHNtKiLFARObFLfrZLxJBlX0kqt54Gti51/UZMtlTplSGEUAcmyEllekikim5O+BD6kX6aAMYMA8jur/LoaKF869VdZ7EwloMhRVqBaF5bnrgDeor9+Ro82wJfjvZOAvImDY0R9OwKfC5aHeBO/hrWA7ZzdO7K9kmMC8XoCxp4Ear9KpyrJorcPp//2zsfAzCV02QlDgeGKbwvKPsU0jW0GAVt/ZmcL5ZqjTPbiyRiVcSO/ACbPplsi2e04+5uUTsOiCTOAKXPZHtvJ6vUErNcVOBxPD7R3e2D62PTfeG82aGtyeghIGqp6e3YD3DwEZPPVSzu5YYhdStT9EjlyMDBfTW1+aemZvI6AL9YC1jmMUUKqAqxLCOZ/CLzqsOGmQC3g3n06uIs+Ajo0S/9NRCCZxtRDYLUUMCoDah0WkYeJPFSORSZ+ryPg3weAAIddQDJB2kF5uT+w6xd6086JBLo4nOGu0R5gfQKZzNBPM2aKsg1wcjMQ9pRamrHlR04BvlzK/p1cdPsPZ1Ff1m+WhdUzgKbO38WWmoh4HQG1pHk7aLzxzah+wFiHBVgesclWI7LliFd6jAS+Z58JQv48wDnjvlltc4Xnc+I+gHNtt3TmYsVM6xFkkkOWIuDkr4BIxjJCsULAsY1yYyq93a+aMZlsjixYG0i6x5aW8dleW6Y7V1rKEgTMFQwk7FU/zrDXIG81yNsN0VPMW64hdWUaU6YRZfTIElBkT40tkS6lT41rAz9SHuxMlwF3LgGqKW4zkwlSdnxjbySeTtpgW9kg3UcCP3C6X7v8xKHAMMXSjyzhHOXIcgdZ9uCV4oWBeMnFarUEZJFbpm28qgvWmuaNJKBMJlHTgDL6RKSUtSdra9Is4EPxDcM2t3ivJC0CUs6qikB5qTfws8PitcxYRykjSwjZ7pxHQHJdSy768d0M1cgZZLIlSqbIxsAi9XufAtO/Fg93slwGJG9NyNsTWiG7nGc5n2t3EhvZD/iAsVXJLvhcS+DcJZkmTpUhM1MyQ9VaZIli1y+bBWX0koNerPPRvPpkDyTZC0mK1xCQtX1dlNGUDSvaPc0jgkzjyTSclqxK8+v1/wJLUo/lSheZGIiyPNWB5Id8tTxdsu3iNQTUM9BVwqiFJESHqPHIuh9Z/1NbyLUi5HoRtUVLHG/3Aca/KbYk0q18z+6okbxvJ+/dWcVjtmMRB0WBiroO2SfNEQxZm451yAk4chKOV7ToFcXHsudKW+GdgKOn+LGSGTWZWdMKzzfyupO89rQXr8+A9bsChxibEV6oBmyalxGignUActuqmiLKfmSbF1k/ZJW/9gBhildVSlmRDbu8HvKJCD/qY+ALxo4hWX/VJAWvICB5R0ve1dKKaA1MS9ctC7SarEr8EBGnRkVgO2fmKNtjyNgiupTYlG4MJP4t/1i+3hn4VHHFtShGpU2vIKAoM6h54tRmka8/BtoJrqUWgT5lFBDRFTgYBzQQfKCSbFAgGxXUdm12efvMdN4KYChj8608xcSSjm1D9j+SfZCsQjuIn+kJSHvSZTMJq66azKfUISKrXXev9sCMJ3sZ1SztOBJC1paYZnwJmTdILCwzBQGb9wX2HOSDRAbMzeoBc1RchUGOIJKjiKxCrowjV8fxitq3N3rI4E5bWvyk+efxBKxaAdjF2eemtktVC9zogQD5UxaZrBT1HjDgtYx19x0BmjBuVVDrn11e65qcjD1yAwTrhgiZ+ryexOMJ+PtacK/DtQNAzqpevS4Lh3q56s8BO75JnT2TWbRM4ZGC7MwmO7SNKKIxMrGhtTs+sgZ4ujjQagCwI/3KbVVuk827ZBMvrXg8AWXAdXUWVIX2E2FZv7USQybzKf1Wa0sZg9r6xH7JIsBR9oevPP9VnGxDehIJ3eWzWjsEo7AXgFtJ7EdKtBSkloQiHzNVBtRDQrKm9ZUBH49UrvTLZk/RQrajHlGjytokcut2AKM+Arq9AtvBc5nCu7NRrZ+mEvDaP0BJzvVkU0YCEYJ1MxZgvx8H6nTmw0neZ8atB4qHpcqRuwDJnYBay6AuwMeMOwPV6GzcE9ivuDOH9+5VjW6jZHn35pCzNeSMjUwxlYCinSlGPemDPgC27QP8ssF2GIjsrGaV85eAZznX17LqGeWrTKNlJhlTCdhvDLCcM0A1s1EnzgQ+kvig+LIooLWO26IyE5m0xGIqAZv2BmJ07j7WErTaOuQTYeQmL3sh50JeekH/Dfdq/ciM8qYSsG0EsCWGDqt/duA64xB5ZmyIrBrT/wMrK0wgUxGRbwAAAABJRU5ErkJggg==</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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struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="-1532" y="126" heading="243" scale="1" volume="100" pan="0" rotation="1" draggable="false" costume="0" color="192,149,0,1" pen="tip" id="8"><costumes><list struct="atomic" id="9"></list></costumes><sounds><list struct="atomic" id="10"></list></sounds><blocks></blocks><variables></variables><scripts><comment x="20" y="20" w="188.6666666666667" collapsed="false">Pen size not required by the lab, but makes the writing much easier to see.</comment><script x="20" y="86"><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 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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="20" y="453.5"><custom-block s="%s ≥ %s"><l></l><l></l></custom-block></script><script x="20" y="486.5"><custom-block s="%s ≠ %s"><l></l><l></l></custom-block></script><script x="20" y="519.5"><custom-block s="is %s between %s and %s ?"><l></l><l></l><l></l><comment w="53.333333333333336" collapsed="true">2.4</comment></custom-block></script><script x="20" y="554.5"><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="20" y="589.5"><custom-block s="%b xor %b"><l/><l/><comment w="117.33333333333333" collapsed="true">exclusive OR. FTTF</comment></custom-block></script><script x="526" y="106"><block s="clear"></block><block s="down"></block><block s="changeSize"><l>5</l></block><block s="doForever"><script><block s="doIfElse"><block s="reportGreaterThan"><block s="yPosition"></block><l>50</l></block><script><block s="setColor"><color>192,149,0,1</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></custom-block><script><block s="setColor"><color>145,26,68,1</color></block></script><script><block s="setColor"><color>11,47,255,1</color></block></script></block></script></block><block s="doIfElse"><block s="reportMouseDown"></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></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>