Sets paradox: The set of all sets that do not contain themselves - does it contain itself? If YES, then it cannot be in that set, because it contains itself. If NO, how can you include it in the set, because if you did, it would contain itself. But without it, the set would be incomplete, and therefore not the set of all sets that do not contain themselves. A paradox indicates the system of logic itself has some fundamental flaw in its axioms. Uh oh!
And Boole of Booleans turns out to be some mathematician who preceded Russell historically. Didn't know that.
Would you believe that this comic is a thriller? It is. And a gift from family, for which I am grateful.
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