1101010100101

1101010100101 is a binary numeral consisting of thirteen bits. As a base-2 numeral, it represents the integer 1101010100101_2, which equals 6821 in decimal. In hexadecimal notation, the value is 0x1AA5. If padded to a 16-bit representation, the pattern can be written as 0001 1010 1010 0101.

The 13-bit length means it does not fit into standard 8- or 16-bit byte boundaries without padding. The bit pattern includes an initial double 1, followed by a sequence that is largely alternating and ends with a pair that breaks the strict alternation. This makes the sequence a simple, non-repeating bit string with varying runs of identical bits.

In practical usage, such a binary string can serve as a data pattern, a bit-field, or an identifier in contexts where non-power-of-two widths are used, such as certain hardware registers, communication protocols, or compact encodings. It is not intended as text data in common ASCII or Unicode encodings without padding or segmentation; interpreting it as characters would require a specific encoding scheme and boundary alignment.

Endianness does not change the numeric value when treated as a single integer, but it alters the arrangement of bits within multi-byte representations when stored or transmitted. Thus, the same bit sequence may be represented differently depending on system architecture and the chosen word size.

See also: binary numeral system, bit string, hexadecimal notation, bit-field.