bitCount(integer x) → integer bits
Returns the number of bits set to 1 in the binary representation of the integer x (its Hamming weight). The count covers the 64 bits of a signed integer: a negative number has its sign bit at 1, and bitCount(-1) returns 64 since all its bits are at 1. The function also works on big integers, without the 64-bit limit; for a negative big integer, the bits at 0 are counted instead (bitCount(-1L) returns 0).
bitCount(0) // 0
bitCount(7) // 3: 111 in binary
bitCount(8) // 1: 1000 in binary
bitCount(255) // 8: 11111111 in binary
bitCount(-1) // 64: all bits are at 1
Math.bitCount(0) // 0
Math.bitCount(7) // 3: 111 in binary
Math.bitCount(8) // 1: 1000 in binary
Math.bitCount(255) // 8: 11111111 in binary
(0).bit_count() # 0
(7).bit_count() # 3: 111 in binary
(8).bit_count() # 1: 1000 in binary
(255).bit_count() # 8: 11111111 in binary
1 will be counted.1 in x, between 0 and 64 for an integer (no limit for a big integer).Impossible de charger les données du jeu.
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