178249

Properties

Appears in sequences

• Primes p such that (12*p - 1, 12*p + 1) and (18*p - 1, 18*p + 1) are twin primes.at n=22A138660
• Number of rooted trees with n nodes, where cycles are allowed instead of subtrees.at n=15A213674
• Prime numbers p such that p - 2, p^2 - p - 1, p^2 - p + 1 are prime numbers.at n=34A274525
• Non-isomorphic colorings of the edges of a cube using at most n colors under rotational symmetries and permutations of the colors.at n=11A306194
• Non-isomorphic colorings of the edges of a cube using at most n colors under rotational symmetries and permutations of the colors.at n=12A306194
• Non-isomorphic colorings of the edges of a cube using at most n colors under rotational symmetries and permutations of the colors.at n=13A306194
• Non-isomorphic colorings of the edges of a cube using at most n colors under rotational symmetries and permutations of the colors.at n=14A306194
• Non-isomorphic colorings of the edges of a cube using at most n colors under rotational symmetries and permutations of the colors.at n=15A306194
• Non-isomorphic colorings of the edges of a cube using at most n colors under rotational symmetries and permutations of the colors.at n=16A306194
• Non-isomorphic colorings of the edges of a cube using at most n colors under rotational symmetries and permutations of the colors.at n=17A306194
• Non-isomorphic colorings of the edges of a cube using at most n colors under rotational symmetries and permutations of the colors.at n=18A306194
• Non-isomorphic colorings of the edges of a cube using at most n colors under rotational symmetries and permutations of the colors.at n=19A306194
• Non-isomorphic colorings of the edges of a cube using at most n colors under rotational symmetries and permutations of the colors.at n=20A306194
• Non-isomorphic colorings of the edges of a cube using at most n colors under rotational symmetries and permutations of the colors.at n=21A306194
• Non-isomorphic colorings of the edges of a cube using at most n colors under rotational symmetries and permutations of the colors.at n=22A306194
• Non-isomorphic colorings of the edges of a cube using at most n colors under rotational symmetries and permutations of the colors.at n=23A306194
• Non-isomorphic colorings of the edges of a cube using at most n colors under rotational symmetries and permutations of the colors.at n=24A306194
• Non-isomorphic colorings of the edges of a cube using at most n colors under rotational symmetries and permutations of the colors.at n=25A306194
• Non-isomorphic colorings of the edges of a cube using at most n colors under rotational symmetries and permutations of the colors.at n=26A306194
• Non-isomorphic colorings of the edges of a cube using at most n colors under rotational symmetries and permutations of the colors.at n=27A306194