The Mandelbrot set 1 (shading test): M1.avi
The Mandelbrot set 2 (Zooming c = -1.7453202027530632): M2.avi
The Mandelbrot set 3 (Zooming c = -0.15408724282307898 + 1.030622827114004i): M3.avi
Julia set 1 (5-Rabbit): J1.avi
Julia set 2 (Kokopelli): J2.avi
Julia set 3 (Romanesco): J3.avi
Julia set 4 (Rabbit in the airplane): J4.avi
Julia set 5 (Real slice [-2.5, 0.5]): J5.avi
Julia set 6 (Cantor): J6.avi
Similarity between J and M 1 (c = i): S1.avi
Similarity between J and M 2 (c = i): S2.avi
Similarity between J and M 3 (c = -0.15408724282307898 + 1.030622827114004i): S3.avi
Similarity between J and M 4 (c = -0.15408724282307898 + 1.030622827114004i): S4.avi
Similarity between J and T 1 (c = -1.1918978361417816 + 0.21772601757035256 i): T1.avi
Similarity between J and T 2 (c = -1.2222454262925588 + 0.18411010266019595 i): T2.avi
Similarity between M, J and T (c = -1.4???): MJT.avi
Cantor to Parabolic along the parameter ray of angle 0:
0_1.avi
Cantor to Parabolic along the parameter ray of angle 1/3:
1_3.avi
Cantor to Parabolic along the parameter ray of angle 3/7:
3_7.avi
Cantor to Misiurewicz along the parameter ray of angle 1/6:
1_6.avi
Cantor to Misiurewicz along the parameter ray of angle 1/128:
1_128.avi
Cantor to Misiurewicz along the parameter ray of angle 3/10:
3_10.avi
Cantor to Misiurewicz along the parameter ray of angle 5/12:
5_12.avi
Cantor to Misiurewicz along the parameter ray of angle 7/24:
7_24.avi
Cantor to Misiurewicz along the parameter ray of angle 9/56:
9_56.avi
Cantor to Misiurewicz along the parameter ray of angle 11/56:
11_56.avi
Cantor to Misiurewicz along the parameter ray of angle 15/56:
15_56.avi
Similarity at the Feigenbaum parameter:
JMFeig.avi
Similarity at the golden mean Siegel:
JMSiegel.avi
Similarity between J and M (Baby M in cauliflower):
JMCauli.avi
Similarity between J and M (Baby M in rabbits):
JMRabbit.avi (82.2Mb)
Misiurewicz J in M :
mis_J_in_M.avi (78.6Mb)
Parabolic J in M :
para_J_in_M.avi (85.3Mb)