O F=QV/(O^(1/2))

O= oppervlakte= Area=x^2
V diced next to chronology.
V=volt
V=xE
x=distance
E=Electric field
QE=F
QV/x=F
x=(x^2)^(1/2)=o^(1/2)
F=QV/(O^(1/2))

Q=charge
Farsiising F=(Q^(n+1))/(Q^(n))(V^(o+1))/(V^(o))(O^(-(1/2)(p+1)))/(O^(-(1/2)(p))) (n->p)=(-(1/0)->(1/0))
20 november 2015 21:02 pm Amsterdam time by PhD Alborz Seddigh Afshar.

A F=mA/(t^2)/x and second introduction chapter.

I decided tot make the forces as elegant as i coud because There are because of flowising forces or downising or farsiising forces infinite complex as in oposite to elegant forces. Just the flowising or farsiising or downising of forces is non elegant but based on the elegantest forces. I personaly in my notebook have started using 15 alfabet dice to create complexer forces of which i am sure because of 15 variables there is no double work done by other forces inventors and me eventhough mine is as far as i can Find the only forces encyclopedia that loads and can be red on the web. So the elegantest forces probably allready exist not the farsiising and putting the elegantest forces together in one encyclopedia. Alsook the 2 letter forces beyond the first 26 leters elegantest forces might not allready exist despite being elegant fort a forceren of 2 letters. Af ter more thought i decided because i would be doing double work i will not be making the elegantest forces but will be making complexer forces.
F =mA/(x)/(t^2)
M= mass
A= area=x^2
x=distance
t=time
Farsiising  force : F= (m^(n+1))/(m^n)*(A^(o+1))/(A^o)*(x^-1(p+1))/(x^-1(p))*(t^-2(q+1))/(t^-2(q)). , (n->q)=(-1/0 -> 1/0)

Dimensionale check: F=ma/x/(t^2)= m((x^2)/x)/(t^2) = m x/(t^2) = mg
g= acceleration.
Wensday 18 november 2015  12:26 Pm Amsterdam time.