A search on this or the SSW forum under my name will probably turn up at least one post addressing the unequal-wing thing, and Leonard, over there, has had a lot to say on it. My comments usually referred to a derivation Martin Hepperle formerly had on his site showing the spanwise lift bias (eccentricity) of a simple rectangular wing in circular flight. I have included a notebook scan of my scrawled summary. Essentially, I found my typical wing to have an eccentricity of about 5/8" - 3/4", but you can put in your own numbers. He used a freshman calculus method in his derivation that could be extended to tapered wings, probably with similar results, but smaller eccentricity with greater taper.
The idea here was to see where to place the fuselage on this simple wing to create equal inboard and outboard wing lifts. The problem though is that the further you place the thrust line outboard of the whole plane's lateral c.g. position, the more torque the thrust generates to yaw the nose inward along the circle. So you need tip weight to move the c.g. out to the thrust line, or you need a combination of out-thrust/rudder to rotate the thrust line back through the c.g. The tip weight though also creates inertia outboard that tends to tighten lines in maneuvers. So I think that much of the equalization of lift discussion over-simplifies the problems. Like it or not, these are engineering questions and require attention to the actual dynamics of models or some experimenting, the latter often leading the wrong way with adjustments that seem intuitively correct to the less experienced.