101001010010

101001010010 is a 12-bit binary sequence consisting of digits 0 and 1. As an unsigned integer, it equals 2642 in decimal and 0xA52 in hexadecimal. In octal notation, it corresponds to 5122.

When interpreted as a binary number, the sequence is even, since its least significant bit is 0. It has five 1s in total and contains no instances of two adjacent 1s, giving it a sparse bit pattern across the 12 positions.

In digital electronics and computing, such bit patterns can appear as fixed bit patterns, test vectors, or literals. Depending on context, it could be used as a 12-bit value in memory addressing, a small identifier, or as part of a data word in signal processing or communications systems.

In programming language notation, a common way to express this value is as a 12-bit literal such as 12'b101001010010 in Verilog or VHDL. For broader word alignment, it can be expanded to 16 bits as 0000101001010010, if a 16-bit word size is required.

Summary: 101001010010 is a 12-bit binary value representing 2642 in decimal (0xA52 in hex, 5122 in octal), with a weight of five ones and no adjacent ones. It serves as a generic example of a finite binary pattern used in various computing contexts.