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If A<sub>n</sub>, B<sub>n</sub>, C<sub>n</sub>, are each 1 successful roll at n rounds of penetration: | If A<sub>n</sub>, B<sub>n</sub>, C<sub>n</sub>, are each 1 successful roll at n rounds of penetration: | ||
(A<sub>n</sub> v B<sub>n</sub> v C<sub>n</sub>) - (A<sub>n</sub>^B<sub>n</sub>^<sub> | (A<sub>n</sub> v B<sub>n</sub> v C<sub>n</sub>) - (A<sub>n</sub> ^ B<sub>n</sub> ^ C<sub>n</sub>) (the probability that 1 or 2 out of 3 rolls hit) | ||
OR | OR |