1100110010101

1100110010101 is a binary string consisting of 13 bits. In mathematics and computer science, strings of 0s and 1s are used to represent integers and data in base-2 notation. The value and interpretation depend on the context and the width used by a system.

As an unsigned binary number, 1100110010101 equals 6549 in decimal. Calculation: sum of powers 2^12 + 2^11 + 2^8 + 2^7 + 2^4 + 2^2 + 2^0 = 6549. If it is interpreted as a 13-bit two's complement integer (with the leading bit as the sign bit), the value is -1643, since subtracting 2^13 (8192) from 6549 yields -1643.

The bit pattern shows a partial repetition at the start (1100 1100) followed by 10101. It is not a palindrome (the reverse is 1010100110011). The string contains seven ones and six zeros, making it slightly more ones than zeros.

In practical contexts, a 13-bit width is not aligned to common byte-wide systems, which are 8 bits. Such a sequence might appear as part of a larger bitstream in communication protocols, data encoding schemes, or academic examples used to illustrate bitwise operations, parity, or encoding rules. Without additional framing, its interpretation is ambiguous beyond the numerical value.

See also: binary numeral system; two's complement; bitwise operations; data encoding.