The thorny way of truth - Free Energy Community

and function g here is dependent only on coordinates x,y,z and on velocitiesdx/dt, dy/dt, dz/dt. According to this, the equations for motionread; ("^-""^do-^^i^-'li^^ffl^ + i:^'So, elimination must taike place here first.Section 104The Connection With Ampere's LawExpression (12) in section % has been interpreted by us in such away that the portion of the total potential of two closed currents acting oneach other that is dependent on velocities is composed by means ofsummation of only single potentials. The single potential is generallybased on two electric particles € and €'. So, if the question is about thepotential Dj of two currents acting on one another, then one has to combineevery particle « of one current with every particle c' of the othercurrent, form the single potential for every such combination, and thensum up all the single potentials. This is how the expression for D| inequation (13) in section 96 correctly resulted from equation (12) in thesame section and the same holds for the expression for D, in equation (5)in section 98, which came from expression (II) in the same section.If one then uses either ^ »a ftfrom Weber's fundamental law, or(2)^r ^c^rAdt dl ) ^\dt di)^\dt di ) \from Riemann's fundamental law to calculate the total interaction of allelectric particles that arc generally contained in two closed conductors at