Additional information
type of fractal | Burningship |
---|---|
formula | \[z_{n+1}=\left(\mid\operatorname{Re}(z_n)\mid+\operatorname{i}\mid\operatorname{Im}(z_n)\mid\right)^p+c\] |
center x | -1.7565687236728781961403456080006435513496398925781 |
center y | -0.032366240486876848847508369999559363350272178649902 |
Re(p) | 2 |
Im(p) | 0 |
section size | 0.10936925317918404221284589539209264330565929412842 |
color style | iterative-coloring |
iterative smoothing | smooth |
core color | 0x0 |
colormap | 167 |
post-processed | false |
siblings | 48 |
#D34853 : 20.47%
#DA580D : 17.06%
#CD4163 : 11.42%
#561A9C : 10.48%
#D9532D : 9.05%
Rarity
type of fractal | Burningship | 1% |
Re(p) | 2 | 2.21% |
color style | iterative-coloring | 65.46% |
iterative smoothing | smooth | 60.53% |
core color | 0x0 | 99.53% |
colormap | 167 | |
post-processed | false | 70.26% |
siblings | 0075, 0156, 0749, 0847, 1097, 1141, 1636, 1723, 1897, 2096, 2361, 2840, 2955, 3260, 3297, 3370, 3573, 3657, 4263, 4316, 4325, 4581, 4609, 4643, 5305, 5346, 5373, 5450, 5534, 6111, 6447, 6503, 6704, 7248, 7472, 7709, 7769, 8112, 8369, 8420, 8708, 8818, 8918, 9032, 9260, 9363, 9849, 9886 |