Circular Rotation and Parametric Equations

Draw a base circle with a fixed center and a radius defined by another fixed point. Then, replicate this circle by rotating it around the same center at multiple equally spaced angles, while also shifting each rotated circle's position along the radial direction from the center to the radius point, creating a series of nested and interleaved circular rings. Additionally, apply a small adjustable angular offset to each ring based on its radial index, producing a subtle twisting effect. The final image consists of multiple layers of overlapping circles, forming a symmetric yet intricate geometric pattern that responds to parameter changes.