Binary

Binary is a number system that uses only two symbols: 0 and 1. This base-2 structure is the fundamental language of modern computation, where every piece of data is expressed through these simple states.

See also

Linked from: 1010, 1011, 1023, 1024, 10a0, 10f5, 110, 11cf, 11f0, 11f6, 11fc, 11ff, 128, 12eb, 12f3, 13a0, 14ba, 14e0, 15b0, 16b, 1f4, 1f8, 1fd, 1ff, 255, 256, 2c, 2f0, 2ff, 3ff, 4096, 4b5, 4d2, 512, 5af, 5fb, 64, 7f, 7f0, 7ff, 8b8, 8fe, A0c, Ascii, B64, Base 10, Base 16, Base 2, Base Eight, Base Ten, Bcd, Binary Addition, Bit, Biternary Numeral System, Bits, Bitwise Operations, Boolean, Boolean Algebra, Boolean Variable, Byte, C0d, Computer Arithmetic, Computer Data, Decimal Number, Decimal System, Deuce Number In The Uctal Numbers Group, Digital, Digital Computing, Digital Data, Digital Information, Digital Language, Digital Logic, Digital Machine, Digital Signal, Duality, Duo, Floating Point, Floating Point Numbers, Floating Point Precision, Floating Point Type, Floats, Hexadecimal, Leibniz, Logic Gates, Nullary, Number Base, Number System, Number Systems, Numeral System, Numeric System, Object File, Octal, Positional Notation, Power Of Two, Signed Integer, Sixty Four, Ternary, Twox27s Complement, Uctal Times Table, Unary, Unsigned Integer, Z3

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