Mayan numerals
The ancient Maya civilization used a vigesimal (base-20) numeral system.
The numerals are made up of three symbols; zero (egg shape), one (a dot) and five (a bar).
For example, 19 is
....
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Digits are stacked with the higher significant digits at the top, so
.
.
=
would be read as 1 11 in base 20 (one "twenties" and eleven "ones") or decimal 31.
See also: Numeral system, Arabic numerals, Armenian numerals, Babylonian numerals, Chinese numerals, Greek numerals, Hebrew numerals, Indian numerals, Roman numerals.
Referenced By
Abaci | AbacuS | Abacus arithmetic | Armenian Numerals | Babylonian number system | Babylonian numerals | Chinese numbers | Chinese numeral | Chinese numeral system | Chinese numerals | Decimal expansion | Greek numeral | Greek numerals | Hebrew numerals | Ionic numeral system | List of mathematical topics (M-O) | Number names | Numeral system | Numeral systems | Roman Numerals | Roman number system | Roman numeral | Scale of notation | Traditional number system
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