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 | -1.6940651431501083656883110961643978953361511230469 |
center y | -0.038598650096167523571022428541255067102611064910889 |
Re(p) | 2 |
Im(p) | 0 |
section size | 0.21337742845411478143091699166689068078994750976563 |
color style | iterative-coloring |
iterative smoothing | smooth |
core color | 0x0 |
colormap | 051 |
post-processed | false |
siblings | 48 |
#494B6E : 49.04%
#453A64 : 32.86%
#5D5C5D : 5.34%
#967372 : 2.79%
#4C423B : 2.74%
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 | 051 | |
post-processed | false | 70.26% |
siblings | 0228, 0620, 0708, 1249, 1344, 1492, 1608, 1828, 1907, 1930, 2056, 2065, 2112, 2137, 2313, 2319, 2868, 3043, 3488, 4118, 4491, 4653, 4709, 4874, 5164, 5260, 5427, 5805, 5879, 5989, 6077, 6329, 6837, 7093, 7187, 7201, 7417, 7485, 8416, 8459, 9132, 9223, 9338, 9463, 9544, 9642, 9651, 9810 |