The ratio of forces on two protons

Two protons in the nucleus of a helium atom are acted upon by three forces: gravity, electrostatic repulsion, and the strong force. What is the ratio of the strengths of these forces? Obviously, the strong force is in equalibrium with the eletrostatic repulsion, or else nucleii would either blow apart or else collapse. I'm about to demonstrate that the electrostatic force swamps the gravitational force.

Quantity	Value	Units	Reference
Diameter of a proton	10^-15	m	http://hypertextbook.com/facts/1999/YelenaMeskina.shtml
Charge on a proton	1.602x10^-19	Coulombs	http://www.pa.msu.edu/courses/2000spring/PHY232/lectures/coulombslaw/chargedef.html
Mass of a proton	1,6726x10^-27	Kg	http://www.newton.dep.anl.gov/askasci/gen01/gen01078.htm

F_gravity=G*M₁*M₂/R²

G = 6.67 x 10^{- 11} N m ² /kg ².

F_electrostic=K_c*C₁*C₂/R²

K_c is the electrostatic constant or Coulomb force constant, often written as $\frac{1}{ 4 \pi \epsilon_0}$ , where $\epsilon_0 \$ is the permittivity of free space, also called electric constant, an important physical constant. The value of k_C is approximately 8.988 x 10⁹ F⁻¹·m or C⁻²·N·m²,

F_gravity=1.86599*10^-34 newtons F_eletrostatic=2.5126708992*10^-14 newtons. The ratio of F_eletrostatic/ F_gravity is 2.5126708992*10^-14 N / 1.86599^-34 N or 1.35⁺²⁰. Thus, the eletrostatic force is roughly 100 billion billion times more powerful than the gravitational force.

However.... the electrostatic force can be attractive or repulsive. Gravity can only be attractive. If large quantities of charge accumulate in a region, there will be a current flow and the charges will tend to neutralize one another. Or else the charges will repel one another and disperse. So it is hard to accumulate really large quantitites of charge. If large quantities of matter come together, then the gravitation attraction will tend to attract still more matter. Eventually, you get to a black hole.