This number is a prime.
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The sum of the first n primes type 4k+1 is equal to 2^x, just for two n values, i.e., n=4 and n=8, producing the following sums: 5+13+17+29=64=2^6 and 5+13+17+29+37+41+53+61=256=2^8. Will this ever be satisfied again for another pair of n and x values? [Rivera]