<snapdata remixID="9850280"><project name="U2L3-PredicatesPage2" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAMW0lEQVR4Xu2dCZAVxRnHf+/YA0iIWNEySXkQ5RCC8UBctNAlkQjLKohicXiEUq6oQEAEFUQRMRZZRQxhIaQIKCGAkRgBjcSAAgpEJUqVlWgEIV7RGI2C++6X6vcYs5D32Dfzpnt6hp4qiq3avr7/95uvv+7pmQ1ls9ks5jIKeKRAyADokfKm25wCBkADgqcKGAA9ld90bgA0DHiqgAHQU/lN5wZAw4CnChgAPZXfdG4ANAx4qoAB0FP5TecGQMOApwoYAD2V33RuADQMeKqAAdBT+U3nBkDDgKcKGAA9ld90bgA0DHiqgAHQU/lN5wZAw4CnChgAPZXfdK4cwDTQmCgufBi4MApdxQ+Sr24H4JfV0CMiuSPTfFEFlAH4VgbmJOD5NFxTAW2LDCkJPJOGtzPQNwodQjCkAtqF3PfioiT8LpXvq9B1RhhurIReBQAV46xwf0hHXYtSAVydgv9koSkLC5JwY0XeoaVeK5KwLwtLk9A/mq9/ioTIWAymzWmYn4DXigBq2fH1EAyMQlWphh1W7vgwDI46rOzzatIAFNObmG7PjUCPMAwrM4oJEOYn4cIINFbrobp4n1UE5vez+UiacfiCq64Aqojy0gAUiHQ5AK+3cReWMbH8NP4rjXO3HSJyJqE+6s/I9kkWborBzmaRX2Qhu1z2pSBDKoAClm4H8yg3MRQO/mEMVlTDdzVcQAi7RTBcqEmktqO9SJtmxGF8JYxWkORKBVBMm+Kyk/eVKta6VD43vKVSv1WsjMhfqi5Oy4mbuiEB1SGYUgldJOTahcbmWwCFMX9MwawEbGrtVHY59fwG4BMpmB6HeVVQq3gxJBXAxUnYmILlreQ4WrQ6Oga1ERiqYLoo1Qq/ACii3gMJqAjBnCo4QcJWV0uaSQXQWoi82kbenpnYKpmbgN9KhLwlEZv/fkkStqf1WakXG7uVR4s8tdA+px2byymrBEC3V8KHG6xTxBnUBJMroaeGiyOh2wdZmHRwhavDToIBsJzbt0BdnW6Gw4cnot4NMZhVBZcpzvWKyWwAPEoAtKZcHaJec8kDA+DO1lDlQRKtczpgjU1sLF/whZ6b90oAfLkNyFojTI5DCnjQ6YPYoyACXheD8yNqNpbtyikdwJnx/AGCayVsk4hTLHVN7j/usyti8/K65YACvtPCMN3GIZBy7LdbVzqAMp+G6Hhn6wSg0Oe4EPxUk9lB+ZMQ0eHKJOzK5Fdebl5C3G+HYYZmd7YuAD6TgkdTsEzz59HSI+AXWej+hbvT5KgYxIGlGoqrA4DWivfX1XCmpvuRVjCSDqD1NOTF1vA1F1ap9yTg7xk94bNslb3xfqSZRNftFs/2AUXH9yfyR/DHljldTo3nD3/qGPmEnWK7QyyKxM3mxeU3+IRGSiKgGwsR3SOfEHNjGlYlYYEHqYF47eEcTff6jnQz+gLA2+LwnsaRzxK4MQmxLEwoM9I7iZ4/OrgoE+cj/XQpAXBZMv/m2Z0OVsKrUrAmCStk7WS76C03Ir2T4TzHy9wRhy1V5zip7mkdJQA2IXLAHiTZYctYkdNMieePWh3rwgLGVucOCs/OrsnVuj10uYPazqucwVU8zBQuwgBYUMU0aao4jxQvlazy9kyMEU3VPNZK3fHwkgdXpOBMFuV+cyejym2q5Po/YyVr+BPPsrDkOjoVVBIBhcFRupcM4NNspZ7xbE2/wHkR/yQ1qgH8F59yAhfzEss5k046cVXyWLQD8HYeZj1bWcLdnOUzUVUDOJEG2tKGuxhTssN1K6gVgCKZvopb2c1a2kg7PyPPBaoBFLNKjO1E0fxxxxEk1wbAPbxLBwbkchk/JtNCY5UATmM+r/IGT/KQvDtKQcvaAPh9RnMt9VzHpQrMltOFKgD/wQe0p55PeI6vIuFzBXLkKdiqFgAK+DpyMgu4XaHp7nelCkChV2/OZRo3uG+E4hY9BXA7u5jKPDrT3vfwqZqCd/MOvbied/mDYlTkdOcZgG+wly5cwSPMYih95VinuFUVEfBeFrOfJu7jZsXWyenOEwAFfGOZzQBq+ZwDpCn8Ab72fItr6C/HcgmtqgBQRR8SpCnapHIAxVaLyGGsawLDaMtXCg7wRV5jA9tyv+vL+TzILXTgJJX62OpLBRwjmcm5dGUUV9gam66FlQIoHlEJJ4nk2e7mqagn/tVxAQ1M0hJEFQCKvb/P2Uorx99j1QtFpQD2oCv3Ma6sfb7mIDYyjW9ynDaKqgLQzjN1bcQpMhClALopnAXiDEYznZFa6GwAtO8G3wIoTH2PjxjBDPbxQS6yDqTWvgIu1jAA2hfT1wBa5oqFzW3MoxsdWMg0+yq4VMMAaF9IJQC+yT5OZ1DJx7Hsm5GvIVbXnTiZn3v0RMUAaN9zSgBU4RjLdC9XiSrstHOu0j4O6msEDsDLmID4Rv3vPTglYgC0D3DgABQSnES/3CM+1ce6DIAGwJwCYlFyDdPYx1P2FSmjhgHQvniBjIBCBi9yJQOgpgCKk86P00A3TrM/Qoc1ggpgPeOopxdjGOxQGb2qKYmAAob9bKVa4fPLoALYyGrWspm1zNOLJIejUQagm4/hSrHVC+hVTMEpUlRTI31PtRSN3SgjHUDxjq9wzAssdWO8JbUh+hOb32IlrPJSAaC14S4O8d6A2i8wHEnLJuKOTuhIB1CVUyxxkqRoRQ27WM3ptFfJn7K34l7hr/TgaprYRgXe/8EP8YbeT1ji6JiYdADF4zFxmHQy1ymB4VLG05GTcmcGVV8qb7ZJNPA39nqeCw5hKvt43/ExO+kAqlwMpEhTbfMbNG5CqhJAayoW5yFVpxqWZt9jFCFCZX2XJlAACgA+5XMe8CD6CaeoBtCCULym0Mgdbt5LLbZ19adjef+YTFnwiU4CA6CXuZ/lLS8AFH27EYlaJK5ZgcTwPiwa1o6b+q+yU61g2cAA+MSyoTx/bXdPcj9L2Y3bGnI/9q5Rn3+KQxjr2ZLrf8/ygZw4XM65yMSQ3rk+Kn+zsWz4lETAp4e3pe/yz1wZbLFGUo33k9n0tGuiOB1sau7duarRCTOcNlF2vX/yMYnJIzhu9ZNftlWxYDWRH1wOkTI+YpROkxh+MUSiVC7fUPY4rQakR8DYKSGq3866NuBCDYm7Mlzbl+iYKVL7aalxHQA8fIyZndtJ3XcrmR3PEz6zB+HaulyRcM1FhGtKe4Uh+85eEiMHED6rhorZjS3JYOv3vgYwveEJ0vNnE+pyluvC2FLxYGEdAWxuR2bTU2T+kv9McmruXUT6XYmIjke6Mn/ekoOvYvZCInVXOpHliHV8C2Di6j6w/zMiY28jcslA14Vx0qDuAB5uk5id8inDXUSGjSJ0/DcOKZLZuJ7EiP651KbUaGlXN/kAnhql+i3xB1UhveIXuf8jQ529RmndwemViwmd2pnKR93LRewKV6i83wDMRcJFc+DAflIPzfw/k0LfOZuKaQ3S4BMdSgfwkClg2yasVVR0/J0QCreYj2T//RHp5Y1knl2bL1tbl5sKQh27usGMq234EcBDBEin/7dQSSagQv73uZUCaBmb/fhD0o8s+NL29LpVZN98vSgM0et/TLhXH8K1/VwFxu3GfA+g24KU0J4nABYcl6I7rgRNHBcxANqXTh8A7Y9duxoGQPsuMQDa16xoDQOgfTENgPY1MwC6qJkB0EUx4z1PzO2ZhU5W9/KVi8P3pCkD4EHZY832K516QsVjR6dj07WeAfCgZxJjB5N56rGynlsbAO1jbgBsplm5AJVb3777/F/DAOgSgJnNG0jeP5WqtS/7nwqFFhgAXQLQbME4o9YAaOkWjxHr1MpxDpi6ZyIc047ozdOdeeIorWUAPCwCRifOJDrOPkQi/6t65UNCx+rz1X4/MG0AbOYlcTQpNftWInWDCddfVfIBzOyeN4j37uQ4evoBFFljNAAWUFbkc5ktG8i8tJXwhZcQPrsn4b6DCHfuVtAPuVcCamo9fRdEFiCy2zUAtqBw+vFlZPftIf//7oKlw73rqFyyTravAtm+ATCQbvWPUQZA//gqkCM1AAbSrf4xygDoH18FcqQGwEC61T9GGQD946tAjtQAGEi3+scoA6B/fBXIkRoAA+lW/xhlAPSPrwI5UgNgIN3qH6MMgP7xVSBHagAMpFv9Y5QB0D++CuRIDYCBdKt/jDIA+sdXgRypATCQbvWPUQZA//gqkCM1AAbSrf4xygDoH18FcqQGwEC61T9G/Rf4m4jkzfZAKgAAAABJRU5ErkJggg==</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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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="826.6666666666665"><custom-block s="%s ≥ %s"><l></l><l></l></custom-block></script><script x="20" y="859.6666666666665"><custom-block s="%s ≠ %s"><l></l><l></l></custom-block></script><script x="20" y="892.6666666666665"><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="927.6666666666664"><custom-block s="%b xor %b"><l/><l/><comment w="117.33333333333333" collapsed="true">exclusive OR. FTTF</comment></custom-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="U2L3-PredicatesPage2" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>