and 1. Let P and Q denote reifiable constraints or Boolean variables,
then:
-| #\ Q | True iff Q is false |
-| P #\/ Q | True iff either P or Q |
-| P #/\ Q | True iff both P and Q |
-| P #\ Q | True iff either P or Q, but not both |
-| P #<==> Q | True iff P and Q are equivalent |
-| P #==> Q | True iff P implies Q |
-| P #<== Q | True iff Q implies P |
+| `#\ Q` | True iff Q is false |
+| `P #\/ Q` | True iff either P or Q |
+| `P #/\ Q` | True iff both P and Q |
+| `P #\ Q` | True iff either P or Q, but not both |
+| `P #<==> Q` | True iff P and Q are equivalent |
+| `P #==> Q` | True iff P implies Q |
+| `P #<== Q` | True iff Q implies P |
The constraints of this table are reifiable as well.