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More realistic mutations

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Numsgil:
It's a little too piecemeal for my tastes.  We want a continuous function that takes a single input.

Here's an article on using calculus to get more realistic distribution patterns.

That's the kind of techniques I'd use to find a good gaussian curve generator.

Botsareus:
ok , if you can give me better [you]vb[/you] code then I already posted , go ahead:


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But (I think) you do agree that applying more advanced number generation Techniques is the solution to the following problem:

Endy:

--- Quote ---Any way to "normalize" the numbers that mutations come up with?
--- End quote ---

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I will try to make some heads-or-tails(figure out) of that Calculus generating galaxies link

Numsgil:
It's pretty heavy math when it explains it, so if you don't know basic integral calculus it won't make any sense.

Give me the night.  I'll come up with a gaussian curve in the morning.

Botsareus:
We dont really need a perfict curve here , I think my:

Choose(Int(Rnd * 3) + 1, Int(Rnd * 10), Int(Rnd * 255), Int(Rnd * 20000)) * _
((Int(Rnd * 2) * 2) - 1)

gets the job done. If we plot it , will look more like a step latter though.

PurpleYouko:
I hate calculating gausian curves   :angry:

 :unsure:  PY  :unsure:

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