Predicate Logic Bingo

Predicate Logic Bingo Card
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This bingo card has a free space and 24 words: ∀x[C(x)→L(n,x)], ~∃x[S(n,x)], L(m)→C(m), ∃x[S(x,n)], ∀x[C(x)→ ~L(m,x)], L(m)∨C(m), ∀x[L(x)→(C(n,x) ∨ C(m,x))], ∃y[∀x[L(x,y)]], ∀x[∃y[L(x,y)]], T(m,∀x[F(x)]), C(m)→(~L(m)), ~T(m,L(m)), ∀x[C(x)→L(x,n)], ~∃x[L(x)∧T(x,L(x))], ∃x[L(x)∧F(m,x)]∧ ∃y[C(y)∧F(m,y)], ~∃x[T(m,F(x))], ~∃x[C(x,m)], ∃x[T(x)∨C(x,n)], L(m)→(~C(m)), C(n)∧F(n), ∃x[L(x)∧F(x) ∧S(m,x)], ∃x[L(x)∧F(x) ∧S(x,m)], ∀x[L(x)→C(n,x)]∨ ∀x[L(x)→C(m,x)] and ~∀x[C(x)→L(m,x)].

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