1110000100111

1110000100111 is a binary string consisting of 13 bits, containing only the digits 0 and 1. In binary notation, such a string represents a non-negative integer when interpreted as an unsigned binary number or a signed integer when interpreted as two's complement in a 13-bit system.

As an unsigned value, it equals 7207 in decimal. This is computed as 2^12 + 2^11 + 2^10 + 2^5 + 2^2 + 2^1 + 2^0, which sums to 7207.

As a 13-bit two's complement number, the value would be -985. This is obtained by treating the most significant bit as the sign bit and subtracting 2^12 from the unsigned value of the remaining bits.

When padded to 16 bits, the pattern becomes 0001110000100111, which corresponds to the hexadecimal value 0x1C27. In decimal, this 16-bit representation remains 7207, consistent with the unsigned interpretation.

In digital design and computing, such a pattern may be used as a data word, a flag pattern, or a test sequence. Its exact meaning depends on the surrounding architecture and context, such as the width of the word, the encoding scheme in use, and whether the value is treated as signed or unsigned.

Related topics include the binary numeral system and two's complement representation, which describe how binary sequences encode integers and how their values can differ based on interpretation and bit width.