0b100110110100

0b100110110100 is a binary numeral literal that begins with the 0b prefix, a convention used in several programming languages to indicate that the digits following are in base 2 rather than base 10. The sequence consists of twelve bits, making it a relatively small, fixed-width pattern often encountered in low-level computing, digital design, or bitwise operations.

As a binary value, 0b100110110100 equals 2484 in decimal. Grouped into hexadecimal, it is 0x9B4. The bit pattern contains six ones, giving it a Hamming weight of 6. This kind of information can be useful when analyzing bit masks or performing set operations on individual bits.

Interpretation can depend on the width and the signedness used in a given context. Without an explicit width, the literal represents an unsigned value of 2484. If interpreted as a 12-bit two’s complement signed integer, the most significant bit is 1, and the value would be 2484 minus 4096, which equals -1612. The sign and magnitude change with different bit widths, so the context is important when treating the constant as a signed quantity.

In practical terms, such a literal might be used to initialize registers, define bit masks, or encode compact flag groups in software and hardware interfaces. Its hexadecimal and decimal forms aid debugging and readability when inspecting or printing the value.

See also: binary literals, hexadecimal notation, two’s complement.

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