It is given that @mrb prefers the inverse of c && s && n && !y
. To calculate his musical preference regarding combinations of the set g = {c, s, n, y}
, we apply DeMorgan's law to c && s && n && !y
, producing: !c || !s || !n || y
. This implies that @mrb will be happy given the presence of y in any combination, but if y is not present, neither can c, s, or n.
Created
April 17, 2012 13:55
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Proof of @mrb's music tastes
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