First term 
 This expression seems to violate the statements in the previous paragraph!?
  "...   linear superposition does not hold for the Bv generated fields   ..."
 Magnetic field arising from single moving point charge : 
https://en.wikipedia.org/wiki/Biot%E2%80%93Savart_law
from Maxwells equations :

/$		ET = q/4/π/ε0*(1 - v^2/c^2)/(1 - v^2*sin(θ´)^2/c^2)^(3/2)*r´h/|r´|^2  
		B = 1/c^2*vET  

/%^%		E = Q(particle)/4/π/ε0*(1 - Vonv(PART)^2/c^2)/(1 - Vonv(PART)^2*sin^2(Op)/c^2)^(3/2)*rhp/|rp|^2  
		B = 1/c^2*Vonv(PART)E  

/*  where rhp is the unit vector pointing from the current (non-retarded) 
   position of the particle to the point at which the field is being measured, 
   and Op is the angle between v and rp. 
   for v^2 << c^2 

/$		ET = q/4/π/ε0*r´h/|r´|^2  
		B = μ0/4/π*q*vr´h/|r´|^2 

/%^%		E = Q(particle)/4/π/ε0*rhp/|rp|^2  
		B = μ0/4/π*Q(particle)*Vonv(PART)rhp/|rp|^2 

/* Jackson 1999 p782h0.15  Table 3 provides conversions
  (here to Lucas's Gaussian units, except p180h0.45 under (A-11) he uses CGS units?))

/$		ET = 1/4/π/ε0*q  *r´h/|r´|^2 * (4*π*/ε0)^(0.5)  = (4*π*ε0)^-0.5*q  *r´h/|r´|^2  ??? */???
		B = μ0/4/π  *q*vr´h/|r´|^2 / (4*π/μ0)^(0.5)  = (μ0/4/π)^ 0.5*q*vr´h/|r´|^2 

/%^%		E = 1/4/π/ε0*Q(particle)  *rhp/|rp|^2 * (4*π*/ε0)^(0.5)  = (4*π*ε0)^-0.5*Q(particle)  *rhp/|rp|^2  
		B = μ0/4/π  *Q(particle)*Vonv(PART)rhp/|rp|^2 / (4*π/μ0)^(0.5)  = (μ0/4/π)^ 0.5*Q(particle)*Vonv(PART)rhp/|rp|^2 

/*  NUTS - "units" dont work out (μ0,4,π,ε0) 
   Here, B = B0(r´,v´,t´), and substituting c for (μ0/4/π)^0.5 as "patch" 
   until I understand the conversions better

/$		B0(r´,t´) = q/c*(vr´h)/|r´|^2  
/%^%		B0(Rpcv(POIp),t´) = Q(particle)/c*(Vonv(PART)rhp)/|rp|^2  

/* Second term vovEi(r´,t´)
 immediately, the second term is wrong, as "/c" has been dropped,
  or (4-13) is wrong.
  Notice that this second term is a consequence of the [static, induced]
  split of [E,B], as per (4-11) which I still have to check.  Use : 

/$		v/cEi(r´,t´) 
/%^%		Vonv(PART)/cEIodv(Rpcv(POIp(t),t) 

/* Combined expression

/$		B(r´,t´) = q/c*(vr´)/|r´´|^2 + v/cEi(r´,t´) 
/%^%		BTodv(POIp(t),t) = Q(particle)/c*(Vonv(PART)Rpcv(POIp))/|r´´|^2 + Vonv(PART)/cEIodv(Rpcv(POIp(t),t) 


/*++++++++++++++++++++++++++++++++++++++
/*add_eqn  "Lucas_typo_or_omission       
   04_14
   B&E point charge - substituted Amperes law  

/$		B(r´,t) = q/c*(vr´h)/r´s^2 + v  Ei(r´,t´)  
		B(r´,t) = q/c*(vr´h)/r´s^2 + v/cEi(r,t)  

/%^%		B(Rpcv(POIp),t) = Q(particle)/c*(Vonv(PART)rph)/rps^2 + Vonv(PART)  EIodv(Rpcv(POIp(t),t)  
		BTpdv(POIp,t) = Q(particle)/c*(Vonv(PART)Rpch(POIo(t),t))/Rpcs(POIo(t),t)^2 + Vonv(PART)/c(EIpdv(POIp)=0)

/*	OK - simple, but Lucas is missing c in 2nd term (check Jackson) 10Jan2016 
     Lucas's units don't balance! (uses Gaussian units...)