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Number Theory
Number Theory
Source:
September 9, 2016
number theory
Problem Statement
p
p
p
is a 4k+3 prime. Prove that there are infinite
p
p
p
which satisfies
p
∣
2
n
y
+
1
p|2^ny+1
p
∣
2
n
y
+
1
.
y
y
y
is an random integer.
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