|
Mind-Boggling Fractal Gallery - Newton 3 |
|
The fractals below were created with Paul W. Carlson's Mind-Boggling Fractals (MBF). This function is called Newton 3: Z^4 - (C^2 - 1/C^2)*Z^2 - 1 As the program creates really stunning images I publish some of them here. And don't miss the Julia set below! |
|
Base image: |
Variations/Zooms |
Variations/Zooms |
|
Mandelbrot Lset |
rendering method: AF1 |
AF1 zoomed in |
|
Rendering methods: AF1 => Angle Function 1 ADF => Angle Double Function |
rendering method: ADF |
|
|
|
rendering method: ADF |
ADF zoomed in |
|
Rendering method: AF1 => Angle Function 2 |
rendering method: AF2 |
|
|
|
rendering method: AF2 |
AF2 zoomed in |
|
Rendering method: Con => Cones |
rendering method: Con |
|
|
Rendering method: HSg => Half Segments |
rendering method: HSg |
|
|
rendering method: HSg |
HSg zoomed in |
|
|
Rendering method: HSqr => Hollow Squares |
rendering method: HSqr |
|
|
rendering method: HSqr |
HSqr zoomed in |
|
|
Rendering method: Hyc => Hypocycloids |
rendering method: Hyc |
rendering method: Hyc |
|
Rendering method: Rng => Rings |
rendering method: Rng |
|
|
Rng zoomed in |
Rng zoomed in |
|
|
Rendering method: Sph => Spheres |
rendering method: Sph |
|
|
Rendering method: RSg => Ring Segments |
rendering method: RSg |
rendering method: RSg |
|
Rendering method: Spd => Spheroids |
rendering method: Spd |
Spd zoomed in |
|
Rendering method: StD => Star of David |
rendering method: StD |
|
|
rendering method: StD |
StD zoomed in |
|
|
Rendering method: TBs => Tangent Balls |
rendering method: TBs |
TBs zoomed in |
|
Rendering method: Tri => Triangles |
rendering method: Tri |
|
|
rendering method: Tri |
rendering method: Tri |
|
)
)
)
)
)
)
)
)
)
)
)
)
)
)
)
)
)
)
)
)
)
)
)
)
)
)
)
)
)
)
)
)
)
)
|
Base image: |
Variations/Zooms |
Variations/Zooms |
|
|
rendering method: ADF |
rendering method: ADF |
|
Rendering methods: ADF => Angle Double Function AF1 => Angle Function 1 |
rendering method: AF1 |
|
|
|
rendering method: AF1 |
AF1 zoomed in |
|
Rendering method: AF2 => Angle Function 2 |
rendering method: AF2 |
rendering method: AF2 |
|
Rendering method: Con => Cones |
rendering method: Con |
|
|
rendering method: Con |
Con zoomed in |
|
|
Rendering method: DSpd => Dimpled Spheroids |
rendering method: DSpd |
|
|
DSpd zoomed in |
DSpd zoomed in |
|
|
Rendering method: HSg => Half Segments |
rendering method: HSg |
HSg zoomed in |
|
rendering method: HSg |
HSg zoomed in |
|
|
Rendering method: HSqr => Hollow Squares |
rendering method: HSqr |
|
|
rendering method: HSqr |
HSqr zoomed in |
|
|
Rendering method: Hyc => Hypocycloids |
rendering method: Hyc |
|
|
rendering method: Hyc |
HSqr zoomed in |
|
|
Rendering method: Ptl => Petals |
rendering method: Ptl |
|
|
rendering method: Ptl |
Ptl zoomed in |
|
|
Rendering method: Rng => Rings |
rendering method: Rng |
|
|
rendering method: Rng |
Rng zoomed in |
|
|
Rendering method: RSg => Ring Segments |
rendering method: RSg |
RSg zoomed in |
|
rendering method: RSg |
RSg zoomed in |
|
|
Rendering method: Spd => Spheroids |
rendering method: Spd |
|
|
Spd zoomed in |
Spd zoomed in |
|
|
Rendering method: Sph => Spheres |
rendering method: Sph |
|
|
Spd zoomed in |
Spd zoomed in |
|
|
Spd zoomed in |
Spd zoomed in |
|
|
Spd zoomed in |
Spd zoomed in |
|
|
Rendering method: Sqr => Squares |
rendering method: Sqr |
Sqr zoomed in |
|
rendering method: Sqr |
Sqr zoomed in |
|
|
Rendering method: StD => Star of David |
rendering method: StD |
|
|
rendering method: StD |
StD zoomed in |
|
|
Rendering method: Stk => Stalks |
rendering method: Stk |
|
|
Stk zoomed in |
Stk zoomed in |
|
|
Stk zoomed in |
Stk zoomed in |
|
|
Stk zoomed in |
Stk zoomed in |
|
|
Rendering method: TBs => Tangent Balls |
rendering method: TBs |
|
|
TBs zoomed in |
TBs zoomed in |
|
|
TBs zoomed in |
||
|
rendering method: TBs |
||
|
TBs zoomed in |
TBs zoomed in |
|
|
TBs zoomed in |
TBs zoomed in |
|
|
TBs zoomed in |
||
|
Rendering method: Tri => Triangles |
rendering method: Tri |
rendering method: Tri |
)
)
)
)
)
)
)
)
)
)
)
)
)
)
)
)
)
)
)
)
)
)
)
)
)
)
)
)
)
)
)
)
)
)
)
)
)
)
)
)
)
)
)
)
)
)
)
)
)
)
)
)
)
)
)
)
)
)
)
)
)
)
)
)
)
)
)
)
)
)
Copyright (c) 1996-2025 Droj. All rights reserved.