Radial circle flower

Each circle touches the common centre. For G radial groups, the k-th group heads in direction θₖ = π/2 + 2πk/G + φ; the j-th circle in that group has its centre a distance ρⱼ along that direction and a radius equal to ρⱼ, so it always passes through the centre.

ρⱼ = R·(m + (1−m)·(j/(C−1))^e), j = 0 … C−1
centre = (ρⱼ·cos θₖ, ρⱼ·sin θₖ), radius = ρⱼ