ModuloInteger

Parameters

dividend	integer
divisor	integer

bug

The commented law doesn't hold. For example ModuloInteger(-7, -3) == -4 while -7 % -3 == -1

comment

Calculate the modulus/remainder of (dividend) divided by (divisor) such that (dividend / divisor) * divisor + ModuloInteger(dividend, divisor) == dividend with / rounding towards negative infinity. Examples: 18 mod 5 = 3. 15 mod 5 = 0. -8 mod 5 = 2.

note

Use the %-operator as it's probably faster but also correct.

patch

1.00

return type

integer

Source code

function ModuloInteger takes integer dividend, integer divisor returns integer
    local integer modulus = dividend - (dividend / divisor) * divisor

    // If the dividend was negative, the above modulus calculation will
    // be negative, but within (-divisor..0).  We can add (divisor) to
    // shift this result into the desired range of (0..divisor).
    if (modulus < 0) then
        set modulus = modulus + divisor
    endif

    return modulus
endfunction

Source

Blizzard.j

wc3modding.com

ModuloInteger