diff options
Diffstat (limited to 'server-beta/locale/en-US/libs/@lua/math.lni')
-rw-r--r-- | server-beta/locale/en-US/libs/@lua/math.lni | 132 |
1 files changed, 0 insertions, 132 deletions
diff --git a/server-beta/locale/en-US/libs/@lua/math.lni b/server-beta/locale/en-US/libs/@lua/math.lni deleted file mode 100644 index 034153e7..00000000 --- a/server-beta/locale/en-US/libs/@lua/math.lni +++ /dev/null @@ -1,132 +0,0 @@ -[abs] -description = 'Returns the absolute value of `x`.' - -[acos] -description = 'Returns the arc cosine of `x` (in radians).' - -[asin] -description = 'Returns the arc sine of `x` (in radians).' - -["atan Lua 5.1"] -description = 'Returns the arc tangent of `x` (in radians).' - -["atan Lua 5.3"] -description = 'Returns the arc tangent of `y/x` (in radians).' - -[atan2] -description = 'Returns the arc tangent of `y/x` (in radians).' - -[ceil] -description = 'Returns the smallest integral value larger than or equal to `x`.' - -[cos] -description = 'Returns the cosine of `x` (assumed to be in radians).' - -[cosh] -description = 'Returns the hyperbolic cosine of `x` (assumed to be in radians).' - -[deg] -description = 'Converts the angle `x` from radians to degrees.' - -[exp] -description = 'Returns the value `e^x` (where `e` is the base of natural logarithms).' - -[floor] -description = 'Returns the largest integral value smaller than or equal to `x`.' - -[fmod] -description = 'Returns the remainder of the division of `x` by `y` that rounds the quotient towards zero.' - -[frexp] -description = 'Decompose `x` into tails and exponents. Returns `m` and `e` such that `x = m * (2 ^ e)`, `e` is an integer and the absolute value of `m` is in the range [0.5, 1) (or zero when `x` is zero).' - -[huge] -description = 'A value larger than any other numeric value.' - -[log] -description = 'Returns the logarithm of `x` in the given base.' - -['log Lua 5.1'] -description = 'Returns the natural logarithm of `x` .' - -[log10] -description = 'Returns the base-10 logarithm of x.' - -[ldexp] -description = 'Returns `m * (2 ^ e)` .' - -[max] -description = 'Returns the argument with the maximum value, according to the Lua operator `<`.' - -[maxinteger] -description = 'An integer with the maximum value for an integer.' - -[min] -description = 'Returns the argument with the minimum value, according to the Lua operator `<`.' - -[mininteger] -description = 'An integer with the minimum value for an integer.' - -[modf] -description = 'Returns the integral part of `x` and the fractional part of `x`.' - -[pi] -description = 'The value of *π*.' - -[pow] -description = 'Returns `x ^ y` .' - -[rad] -description = 'Converts the angle `x` from degrees to radians.' - -[random] -description = [[ -* `math.random()`: Returns a float in the range [0,1). -* `math.random(n)`: Returns a integer in the range [1, n]. -* `math.random(m, n)`: Returns a integer in the range [m, n]. -]] - -[randomseed] -description = 'Sets `x` as the "seed" for the pseudo-random generator.' - -["randomseed Lua 5.4"] -description = [[ -* `math.randomseed(x, y)`: Concatenate `x` and `y` into a 128-bit `seed` to reinitialize the pseudo-random generator. -* `math.randomseed(x)`: Equate to `math.randomseed(x, 0)` . -* `math.randomseed()`: Generates a seed with a weak attempt for randomness. -]] - -[sin] -description = 'Returns the sine of `x` (assumed to be in radians).' - -[sinh] -description = 'Returns the hyperbolic sine of `x` (assumed to be in radians).' - -[sqrt] -description = 'Returns the square root of `x`.' - -[tan] -description = 'Returns the tangent of `x` (assumed to be in radians).' - -[tanh] -description = 'Returns the hyperbolic tangent of `x` (assumed to be in radians).' - -[tointeger] -description = 'If the value `x` is convertible to an integer, returns that integer.' - -[type] -[[.enums]] -name = 'type' -enum = '"integer"' -description = '`x` is an integer.' -`````````` -name = 'type' -enum = '"float"' -description = '`x` is a float.' -`````````` -name = 'type' -code = 'nil' -description = '`x` is not a number.' - -[ult] -description = 'Returns `true` if and only if `m` is below `n` when they are compared as unsigned integers.' |