Mandelbrot, Julia Set, second, third and fourth power - Polynomial fractals AZ⁴ + BZ³ + CZ² + DZ +

In this video you can see a smooth transition from the second power Mandelbrot set to the third power Mandelbrot set, to the fourth power and some combinations. The function is following: F(Z) = AZ⁴ + BZ³ + CZ² + DZ + E This function is iterate so that Z_n+1 = F(Z_n) Tiles are like follows: ---------------------- | A | C | E | ---------------------- | B | D | Z | ---------------------- 0:00 Increase iterations to 70 0:02 Er → -2.5 0:06 Br → 1.0, Cr → 0.0 0:18 Er → -1.5 0:22 Ar → 1.0, Br → 0.0 0:34 Cr → 1.0, Ar → 0.0 0:46 Er → -2.5 0:50 Br → 1.0 1:02 Er → -1.5 1:06 Ar → 1.0, Cr → 0.0 1:18 Cr → 1.0, Br → 0.0 1:30 Br → 1.0 1:42 Ar → 0.0, Br → 0.0, Cr → 1.0 1:54 Tailing: X0 → 0.33, X1 → 0.67, Y → 0.5 2:06 Ei → 0.01 2:14 Tailing: X0 → 0.0015, X1 → 0.9985, Y → 0.0015 2:26 Dr → 0.2, Di → 0.5 2:38 Tailing: X0 → 0.33, X1 → 0.67, Y → 0.5 2:46 Ei → -0.01 2:54 Tailing: X0 → 0.0015, X1 → 0.003, Y → 0.0015 3:02 Er → -1.0, Ei → -0.3