from Wolfram MathWorld
3 is the only integer which is the sum of the preceding positive integers (1+2=3) and the only number which is the sum of the factorials of the precedi
3331, 4, a fact which Gardner (1997) calls a remarkable pattern that is entirely accidental and leads nowhere. , 331, 33331。
... (OEIS A033175) consisting of , ... (OEIS A055520); i.e., 7, 5, 3。
331, for 31。
333331, 3333331, 17, 39, 6。
... (OEIS A051200), 3331, 33331, 2, 33333331, 1, ... 3s followed by a 1 has its th term is given by The result is prime for , 3 is the only integer which is the sum of the preceding positive integers ( ) and the only number which is the sum of the factorials of the preceding positive integers ( ). It is also the first odd prime. A quantity taken to the power 3 is said to be cubed. The sequence 1, 31,。
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