Does the following congruence equations have any meaning? If yes then please elaborate on what is it in a simplified form?
For integers a,b,c,p,m,n...
a ≡ b mod(m) mod(n)
p ≡ c^(mod(a))
p ≡ c^(mod(a)) mod(b)
Does the following congruence equations have any meaning? If yes then please elaborate on what is it in a simplified form?
For integers a,b,c,p,m,n...
a ≡ b mod(m) mod(n)
p ≡ c^(mod(a))
p ≡ c^(mod(a)) mod(b)
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The second and third equations make no sense. The first would make sense in form: $$a\equiv ((b \mod m) \mod n)$$