PCG Random Number Generator Native Extension for the Defold Game Engine

This extension allow you to generate random numbers using minimal C implementation of PCG.

It uses entropy seed internally with fallback to time based seed. You can switch to Time based seed and remove the entropy by uncommenting/commenting a few lines on the source code, but I don't think it is necessary.

You can use PCG Random in your own project by adding this project as a Defold library dependency. Open your game.project file and in the dependencies field under project add:

https://github.com/selimanac/defold-random/archive/master.zip

Seeds the random number generator.
Random number generator is always initialized by using entropy seed. You don't need to call this method unless you want to control the seed.

init_state is the starting state for the RNG, you can pass any 64-bit value.
init_seq selects the output sequence for the RNG, you can pass any 64-bit value, although only the low 63 bits are significant.

Caution: I don't recommend using of 64-bit integers. Consider using 32-bit integers instead.

Re-seed the random number generator by using entropy seed.
Random number generator is always initialized by using entropy seed. You don’t need to call this method unless you want to re-seed.

Returns a 32 bit unsigned integer.

Returns a 32 bit unsigned integer between min and max values. Only for positive numbers(unsigned integers).
Same as math.random(3,20)
math.random(90) == rnd.range(1, 90)

Returns a floating point between 0-1.
Same as math.random()

Returns a floating point between min - max.
Not fast as rnd.double()

Toss a coin. Returns 0 or 1 (0 = 'H', 1 = 'T')

Roll the dice. Returns between 1-6

Testing entropy.

1.2.6

• Fix for #6
• Fix for #7
• Auto-complete for native extensions

1.2.5

• Fix for #4

1.2.4

• rnd.double_range(min, max) added.

1.2.3

• rnd.range returns min if min == max.

1.2.2

• rnd.range was causing a crash when MIN is bigger than MAX. Error message added.

1.2.1

• Added static seed
• Small fix.

1.1

• Fixed integers.

1.0

Initial release.