1001111000000

1001111000000 is a binary numeral consisting of 13 bits. In this form it begins with a leading 1, includes a block of four consecutive ones, and ends with six trailing zeros. Such a pattern can arise in computer science contexts where bit patterns or bitfields are used to encode information.

The value of this binary string in other bases is as follows: in decimal it equals 5056, and in hexadecimal it equals 0x13C0. The last six bits are zeros, making the number divisible by 2^6 (64). Indeed, 5056 = 64 × 79.

From a mathematical perspective, 5056 factors as 2^6 × 79, where 79 is a prime number. The binary representation itself is not a palindrome and does not correspond to a standard fixed-width encoding on most common architectures, but it demonstrates how trailing zeros can indicate divisibility properties and how embedded runs of ones can appear within a larger bit pattern.

In practical terms, a 13-bit pattern like 1001111000000 might be encountered in specialized encodings, custom hardware interfaces, or as part of a larger data structure where non-standard bit widths are used. It serves as an example of how binary notation translates to decimal, hex, and arithmetic characteristics.