Absolute value. @param x number from which absolute value is requested @return abs(x)

Get the Z coordinate

Get the Y coordinate

Get the X coordinate

Compute split[0], split[1] such that their sum is equal to d, and split[0] has its 30 least significant bits as zero. @param d number to split @p

Multiply two numbers in split form. @param a first term of multiplication @param b second term of multiplication @param ans placeholder where to

Compute the square root of x number. @param x number on which evaluation is done @return square root of x. If the argument is NaN or less than zero,

Exponential function. Computes exp(x), function result is nearly rounded. It will be correctly rounded to the theoretical value for 99.9% of input

@param player Send the player the modified text in the builder

Gets the setting as a boolean @return The setting as a boolean

@return The command's name

Loads the value from the config and caches it if it isn't set yet

Loads the value from the config and caches it if it isn't set yet

Natural logarithm. @param x a double @return log(x)

Add two numbers in split form. @param a first term of addition @param b second term of addition @param ans placeholder where to put the result

@return JSON name of the event

Recompute a split. @param a input/out array containing the split, changed on output

Compute the reciprocal of in. Use the following algorithm. in = c + d. want to find x + y such that x+y = 1/(c+d) and x is much larger than y and x h

@return the setting as a String

Sine function. @param x Argument. @return sin(x)

Compute sine over the first quadrant (0 < x < pi/2). Use combination of table lookup and rational polynomial expansion. @param xa number from which

Arctangent function @param x a number @return atan(x)

Returns the first argument with the sign of the second argument. A NaN {@code sign} argument is treated as positive. @param magnitude the value to re

Cosine function. @param x Argument. @return cos(x)

Compute cosine in the first quadrant by subtracting input from PI/2 and then calling sinQ. This is more accurate as the input approaches PI/2. @para

@return Optional of the click value (to simplify null checks)

@return Optional of the hover value (to simplify null checks)