permittivity of a vacuum
	E Q U A T I O N S
		A times B
		1		Avogardo's number		(3/2)		-2.117427
		2		Bohr radius		proton mass kg		-0.103839
		3		classical elct rd		pi		-0.122890
		4		elementary charge		Rydbergxhc squard		-0.589878
		5		molar gas constnt		Planck / 2 pi		3.072352
		6		molar vol idel gs		4 pi squared		-0.076279
		7		molar volume  Si		rd surface/ rd vl		-0.219581
		8		Planck constant		4/(3)		0.081303
		9		Rydbergxhc in J		r(sp)d sp vol 3		0.117271
		10
		A divided by B
		1		a u charge		18		-0.138313
		2		Avogardo's number		Newtonian gravtat		-0.233092
		3		Bohr radius		6		-0.138313
		4		molar volume  Si		Rydberg xhc in eV		-0.119343
		5		Newtonian gravtat		conductance quntm		-2.822604
		6		permeability magn		Boltzmann		2.130535
		7		Planck / 2 pi		first radiaton sr		0.081303
		8		Rydbergxhc in J		S1 - S2 Hydrogen		-0.048947
		9
		10				isoperimetric values
		11
		12		sphere		1		1.00000000000
		13		cube		2/ (pi times sqrt 3)		0.36755259695
		14		hexagonal prism		6/(4 pi)		0.47746482928
		15		truncated octahedron		24/(5 pi sqrt 5)		0.68329204168
		16		rhombic dodecahedron		6/(4 pi)		0.47746482928
		17
		18		waterman polyhedron		approaches		0.74048048969
		19		[ see fine structure ]				Nccp density
		20
			is a fundamental physical constant relating the mechanical quantities
			(time, length, mass) to the units for electrical charge
isoperimetric quotient
	relationship			ev	/	kg		-0.743984
				highligted		derivative		nist
								1.151816935
				copyright   steve waterman   january 2009