Ninth power Mandelbrot set power morph and Julia set - 5E-16 zoom, 1000 iterations

Transitions from first power Mandelbrot to ninth power Mandelbrot and then to Julia set. The transitions are made by changing the values of the coefficients of the complex polynomial. Formula: Z = BZ⁹ + CZ⁸ + DZ⁷ + EZ⁶ + FZ⁵ + GZ⁴ + HZ³ + IZ² + JZ + K Each pixel in the first part of the video correspond to different values of K. Each pixel in the second part of the video correspond to different values of Z. Initial state: Iterations: 200 I = 1, all other coefficients = 0. Width = 24 Pixels (Re(K), Im(K)) Transitions: 00:00 Zoom in (12), K → -0.7 00:02 Zoom in (11), G → 0.01, H → 0.01i, I → 0.99 00:05 Zoom in (10), G → 1, H → 1i, I → 0 00:15 Zoom in (9), E → 0.01, G → 0.99+0.01i, H → 0.99i, K → -0.69 00:17 E → 1, G → 1i, H → 0, K → 0 00:24 Zoom in (8), C → 0.5, D → 0.5, E → 1i, G → 0 00:29 Zoom in (7), B → 1, C → 0, D → 1i, E → 0, G → 1 00:34 Zoom in (6), B → 2, D → 0, G → 0 00:40 Zoom in (5E-16), B → 1, K → 1.0063035000003991+0.394050000001i, 1000 iterations 02:53 Zoom out (1E-12), 800 iterations, Change to Julia set (90%) 03:07 Zoom out (1E-7), 600 iterations, Change view to Julia set (99%) 03:37 Zoom out (0.1), 400 iterations, Change view to Julia set (99.9%) 03:57 Zoom out (6), change view to Julia set (100%), K → 1.0063035+0.39405i 04:12 Zoom out (12), iterations 100, K → 0.7+0.3i