A calculus equation for liberation-gctid34687

[Agbede]

If we let f(a) =   ∫  eureurasiaan power, and a = Kmtyw insanity, then this means that eureurasiaan power (f) is a function of Kmtyw insanity (a). Therefore the equation reads: a function of a is equal to the integral of eureurasiaan power. This means that we integrate into f(a) (i.e. eureurasiaan power) over all values of a (i.e. Kmtyw insanity).

Since we do not like integration, we have to find some way to reverse that process. The way that you undo an integral is by taking the derivative (just as division "undoes" multiplication). A derivative (f '(a)) is by definition the limit of the ratio of the change in a function [f(a+h)-f(a)] to a certain variable (h) as it approaches zero.



So, what that means for us is that in order for us to reverse this process of integrating into insanity we have to become derivatives of ourstory. We have to be the result of the culmination of experiences that our Ancestors had. The variable h is an increment added to the variable a (i.e. Kmtyw insanity). This can be thought of as our next level of insanity. Following the equation then, as h (Kmtyw insanity) approaches zero we then become derivatives of ourstory and we cancel out the process of integration.

Finally, as we take several derivatives, our original equation f(a) will become zero (i.e. eureurasiaan power = 0). The numbers don't lie.

[pain]

Powerful Post!

[Agbede]

We have powerful Ancestors! Can you believe that in our traditional scientific/technological systems everything in the empirical and technical realm also had a moral/spiritual component? That is, every equation, every theorem, and every algorithm had a social lesson that was embedded within the technology.

So if we were using geometry to describe the universe (think circle symbolism), how then were we using advanced algebra, trigonometry and integral calculus?

And since technology and engineering is about using sacred spiritual knowledge (science) to create things -- technology and engineering would have been intricately related to the feminine principle. Could this be the reason that the periods of the greatest architectural growth in our ancient cities mostly occurred during periods when women were ruling?

[kofiasr]

Wow! Higher level thinking indeed. What an excelent post!:oldkey:

[KwameD]

That's a pretty awesome analogy.

Absolutely...reversal is the way to go in order to effect reclamation

Might I just also add to Bro Akhu's post, that after reaching f'(n) = 0, where n is a constant, we then not fail to perform an important step, which is the integral  ∫0, between the interval [0, L], where the variable L (numerical constant) stands for the number of times the function f'(a) had to be differentiated to return the value zero.

This integral will produce the numerical constant L, standing for Liberation and which embodies all of the wisdom gleaned from the L successive differentiations of function f'(a), leading to zero.

[KwameD]

That's a pretty awesome analogy.

Absolutely...reversal is the way to go in order to effect reclamation

Might I just also add to Bro Akhu's post, that after reaching f'(n) = 0, where n is a constant, we then not fail to perform an important step, which is the integral  ∫0, between the interval [0, L], where the variable L (numerical constant) stands for the number of times the function f'(a) had to be differentiated to return the value zero.

This integral will produce the constant L, standing for Liberation and which embodies all of the wisdom gleaned from the experience of L successive differentiations of function f'(a), leading to zero.