Radix converter
This is a radix converter(or base converter) that can convert numbers between 0 and 9007199254740992 from and to any base
between 2 and 36. Enter a number in one of the text boxes and a conversion vill happen automatic.
Base 2 (binary)
Base 3 (ternary)
Base 4 (quaternary)
Base 5 (quinary)
Base 6 (senary)
Base 7 (septenary)
Base 8 (octal)
Base 9 (nonary)
Base 10 (decimal)
Base 11 (undecimal)
Base 12 (dozenal)
Base 13 (tridecimal)
Base 14 (tetradecimal)
Base 15 (pentadecimal)
Base 16 (hexadecimal)
Base 17 (septendecimal)
Base 18 (octodecimal)
Base 19 (nonadecimal)
Base 20 (vigesimal)
Base 21 (unovigesimal)
Base 22 (duovigesimal)
Base 23 (triovigesimal)
Base 24 (quadrovigesimal)
Base 25 (pentavigesimal)
Base 26 (hexavigesimal)
Base 27 (heptovigesimal)
Base 28 (octovigesimal)
Base 29 (novovigesimal)
Base 30 (trigesimal)
Base 31 (unotrigesimal)
Base 32 (duotrigesimal)
Base 33 (triotrigesimal)
Base 34 (quadrotrigesimal)
Base 35 (pentatrigesimal)
Base 36 (hexatridecimal)
Base 2 (binary)
Base 3 (ternary)
Base 4 (quaternary)
Base 5 (quinary)
Base 6 (senary)
Base 7 (septenary)
Base 8 (octal)
Base 9 (nonary)
Base 10 (decimal)
Base 11 (undecimal)
Base 12 (dozenal)
Base 13 (tridecimal)
Base 14 (tetradecimal)
Base 15 (pentadecimal)
Base 16 (hexadecimal)
Base 17 (septendecimal)
Base 18 (octodecimal)
Base 19 (nonadecimal)
Base 20 (vigesimal)
Base 21 (unovigesimal)
Base 22 (duovigesimal)
Base 23 (triovigesimal)
Base 24 (quadrovigesimal)
Base 25 (pentavigesimal)
Base 26 (hexavigesimal)
Base 27 (heptovigesimal)
Base 28 (octovigesimal)
Base 29 (novovigesimal)
Base 30 (trigesimal)
Base 31 (unotrigesimal)
Base 32 (duotrigesimal)
Base 33 (triotrigesimal)
Base 34 (quadrotrigesimal)
Base 35 (pentatrigesimal)
Base 36 (hexatridecimal)
Base 2 (binary)
Base 3 (ternary)
Base 4 (quaternary)
Base 5 (quinary)
Base 6 (senary)
Base 7 (septenary)
Base 8 (octal)
Base 9 (nonary)
Base 10 (decimal)
Base 11 (undecimal)
Base 12 (dozenal)
Base 13 (tridecimal)
Base 14 (tetradecimal)
Base 15 (pentadecimal)
Base 16 (hexadecimal)
Base 17 (septendecimal)
Base 18 (octodecimal)
Base 19 (nonadecimal)
Base 20 (vigesimal)
Base 21 (unovigesimal)
Base 22 (duovigesimal)
Base 23 (triovigesimal)
Base 24 (quadrovigesimal)
Base 25 (pentavigesimal)
Base 26 (hexavigesimal)
Base 27 (heptovigesimal)
Base 28 (octovigesimal)
Base 29 (novovigesimal)
Base 30 (trigesimal)
Base 31 (unotrigesimal)
Base 32 (duotrigesimal)
Base 33 (triotrigesimal)
Base 34 (quadrotrigesimal)
Base 35 (pentatrigesimal)
Base 36 (hexatridecimal)
Base 2 (binary)
Base 3 (ternary)
Base 4 (quaternary)
Base 5 (quinary)
Base 6 (senary)
Base 7 (septenary)
Base 8 (octal)
Base 9 (nonary)
Base 10 (decimal)
Base 11 (undecimal)
Base 12 (dozenal)
Base 13 (tridecimal)
Base 14 (tetradecimal)
Base 15 (pentadecimal)
Base 16 (hexadecimal)
Base 17 (septendecimal)
Base 18 (octodecimal)
Base 19 (nonadecimal)
Base 20 (vigesimal)
Base 21 (unovigesimal)
Base 22 (duovigesimal)
Base 23 (triovigesimal)
Base 24 (quadrovigesimal)
Base 25 (pentavigesimal)
Base 26 (hexavigesimal)
Base 27 (heptovigesimal)
Base 28 (octovigesimal)
Base 29 (novovigesimal)
Base 30 (trigesimal)
Base 31 (unotrigesimal)
Base 32 (duotrigesimal)
Base 33 (triotrigesimal)
Base 34 (quadrotrigesimal)
Base 35 (pentatrigesimal)
Base 36 (hexatridecimal)

About radix
The radix (or base) is the number of uniqe digits in numeral system.
It is most common for the radix to be a natural number but radecis are also possible.
Examples of numerals system and their digits:
The binary system has radix 2 and consists of the digits 0 and 1.
The decimal system has radix 10 and consists of the digits 0, 1, 2, 3, 4, 5, 6, 7, 8 and 9.