Video here:
Take a three-phase set of wires of some radius, take another, insert into the first group as shown in the video. Lionel here says that you'd be able to transmit almost, but not quite double the power as the three-set alone.
How does the amount of power you can transmit scale in the limiting case as the radius of the "wire bundle" remains the same, but the number of conductors increases, the radius of each conductor decreases, and the phase difference conductor to conductor goes from 120 degrees towards zero such that you end up with a "tube" of conductors of infinitesimal radius and infinitesimal phase difference in line around the circumference?