Prove that any integer of the formn = (6k + I)(I2k + I)(I8k + I)is an absolute
Chapter 5, Problem 19(choose chapter or problem)
Prove that any integer of the formn = (6k + I)(I2k + I)(I8k + I)is an absolute pseudoprime if all three factors are prime; hence, I 729 = 7 I3 I9 is anabsolute pseudoprime.
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