Math and Orgasmdenial

[Tobias23]

Hello there,

I was wondering if it would be possible to generate a function with the following parameters:

a: Average number of orgasms prior the control of a Dom/me
b: Number of orgasms the sub wishes to have after submitting to a Dom/me
y: Number of orgasms the sub will be allowed from the Dom/me

Where a and b will be known, and y is the number to calculate!

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Why did I come up with this? Because there is always a difference in people, some can endure orgasm denial for weeks, months, years, while others only last days. But getting some insight from the sub can give you a nice estimate of y. For example:

If I cum around 20 times a month on my own, and I wish I would only be allowed 5 orgasms, then only allowing me 1 orgasm would be unrealistic, because it would be to hard. On the other hand allowing me 20 orgasms would nullify the feeling of being controlled. So I think something about 3-7 would make for a good experience.

But what if I came 30 times a month and wish for only one orgasm. That sounds like an unreal fantasy, and doing the same as before (0-3 times then) would not be a good thing. Same applies the other way around, if someone only came 4 times a month and wishes for 3, suddenly allowing him 2-4 orgasms wouldn't be a good thing.

So I was thinking maybe it is possible to generate a function?

[devotedslv]

Not sure how that equation would work but i'm sure someone smarter than me could figure something out for You.
However here is a thought that might work for Your goal.

Using Your examples:
If the person is used to 20 orgasms a month
Easy program = 75% of 20 = 15
Average program = 50% of 20 = 10
Hard program = 25% of 20 = 5

Person used to 30 orgasms a month
Easy = 30x0.75=22.5
Normal = 30x0.5=15
Hard = 30x0.25=7.5

Just a thought

humbly
-devoted

[Bandit224]

y = 0
I don't think parameter a would have any affect at all on y.
A function could be made, but it would need to be a probabilistic heuristic with slightly different parameters (probability sub completes task, probability given completion of a task that domme will allow sub to orgasm).