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2023-05-23 21:57:13
\(2n = 0, 3^{2n}+2^{2n+1} is prime\)
\(2n = 2, 3^{2n}+2^{2n+1} is prime\)
\(2n = 4, 3^{2n}+2^{2n+1} is prime\)
\(2n = 6, 3^{2n}+2^{2n+1} is prime\)
\(2n = 12, 3^{2n}+2^{2n+1} is prime\)
\(2n = 22, 3^{2n}+2^{2n+1} is prime\)
\(2n = 32, 3^{2n}+2^{2n+1} is prime\)
\(2n = 36, 3^{2n}+2^{2n+1} is prime\)
\(2n = 46, 3^{2n}+2^{2n+1} is prime\)
\(2n = 80, 3^{2n}+2^{2n+1} is prime\)
\(2n = 154, 3^{2n}+2^{2n+1} is prime\)
\(2n = 236, 3^{2n}+2^{2n+1} is prime\)
\(2n = 250, 3^{2n}+2^{2n+1} is prime\)
\(2n = 992, 3^{2n}+2^{2n+1} is prime\)
\(2n = 2072, 3^{2n}+2^{2n+1} is prime\)
\(2n = 3616, 3^{2n}+2^{2n+1} is prime\)
\(2n = 3702, 3^{2n}+2^{2n+1} is prime\)
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