1101011000000

1101011000000 is a binary numeral consisting of 13 bits.

In decimal, it equals 6848. The number ends with six zero bits, indicating it is divisible by 2^6 (64). Dividing by 64 yields 107.

If the bitstring is viewed as a composition of an upper and lower part, the upper seven bits are 1101011, which is 107 in decimal, while the lower six bits are all zeros. This means the value can be expressed as 107 shifted left by 6 positions (107 × 64).

Structures like this often appear in discussions of bitpacking, where a value is stored in the higher bits and the lower bits are reserved or unused for alignment or future expansion. In such contexts the trailing zeros reflect alignment to a power-of-two boundary.

As a side note, in 7-bit ASCII, the decimal value 107 corresponds to the lowercase letter 'k'. However, the 13-bit pattern 1101011000000 is not a standard ASCII encoding by itself; its interpretation depends on the surrounding encoding scheme or data format.

Overall, 1101011000000 is a 13-bit unsigned integer with a decimal value of 6848, notable for its six trailing zeros and the upper seven-bit portion representing 107. It serves as an example of how binary patterns encode both magnitude and alignment properties.