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===Examples===
===Examples===
*65535 is the limit for many player variables in [[video game]]s, such as [[experience point]]s in ''[[Dragon Warrior]]'', maximum enchant of items in ''[[Lineage 2]]'', money carried in ''[[Phantasy Star]]'' and ''[[Dark Cloud]]'', elemental attribute points in "[[Castlevania: Order of Ecclesia]]", score in ''[[Star Wars: TIE Fighter]]'' and stats in ''[[The 4th Coming]]'' and several limits in [[Harvest Moon DS]]
*65535 is the limit for many player variables in [[video game]]s, such as [[experience point]]s in ''[[Dragon Warrior]]'', maximum enchant of items in ''[[Lineage 2]]'', money carried in ''[[Phantasy Star]]'' and ''[[Dark Cloud]]'', elemental attribute points in "[[Castlevania: Order of Ecclesia]]", score in ''[[Star Wars: TIE Fighter]]'' stats in ''[[The 4th Coming]]'' and several limits in [[Harvest Moon DS]], and your ID number in [[Pokémon (video game series)|Pokémon]].
*In [[Internet protocols]], 65535 is also the number of [[TCP and UDP port]]s available at an [[IP address]], since port 0 is reserved.
*In [[Internet protocols]], 65535 is also the number of [[TCP and UDP port]]s available at an [[IP address]], since port 0 is reserved.
*Indices in chat groups may well max out at 65535.
*Indices in chat groups may well max out at 65535.

Revision as of 04:28, 17 February 2009

← 65534 65535 65536 →
Cardinalsixty-five thousand five hundred thirty-five
Ordinalth
Factorization3 x 5 x 17 x 257
Divisors16
Greek numeral͵εφλε´
Roman numeralLXVDXXXV
Binary11111111111111112
Ternary100222200203
Senary12232236
Octal1777778
Duodecimal31B1312
HexadecimalFFFF16

65535 is the integer after 65534 and before 65536.

In mathematics

65535 is a Mersenne number, being . But since its index, 16, is not prime, 65535 cannot be a Mersenne prime. It is the product of the first four Fermat primes: 65535 = (2 + 1)(4 + 1)(16 + 1)(256 + 1). Because of this property, it is possible to construct with compass and straightedge a regular polygon with 65535 sides. See constructible polygon.

65535 is the 15th 626-gonal number, the 5th 6555-gonal number, the 3rd 21846-gonal number.

In computing

65535 is a frequently occurring number in the field of computing because it is the highest number which can be represented by an unsigned 16 bit binary number. Some computer programming environments may have pre-defined constant values representing 65535, with names like "MAX_UNSIGNED_SHORT".

Examples

References