Newton/Julia Fractals (3016) - (3017)

Newton/Julia Fractal (3016)

f(z) = 1-z^2+z^3/(2+4*z)+c

Outside Color Scheme: Farthest from G. Integ. & Distance to Unit Circle

Graphing on Complex Plane
z = 1-z^2+z^3/(2+4*z)+c
Fixed z, c ranges over plane.
z = 0.0 + 0.0 i
Center = -0.1263 + 0.085 i
Width = 4.0
Maximum Iteration = 400
Bailout Radius = 1.0E8
Escape Bailout

Sonate K6457-2 MandelBrot

Sonate K6457-3 MandelBrot at c = -8.79556E-2+6.6137E-2*i)

Newton/Julia Fractal (3017)

f(z) = 1-z^2+z^5/(2+4*z)+c

Outside Color Scheme: Farthest from G. Integs. & Distance to Unit Circle

Graphing on Complex Plane
z = 1-z^2+z^5/(2+4*z)+c
Fixed z, c ranges over plane.
z = 0.0 + 0.0 i
Center = -1.0 + 0.0 i
Width = 5.0
Maximum Iteration = 400
Bailout Radius = 1.0E8
Escape Bailout

Sonate K6458-2

Sonate K6458-3 Mandelbrot at c = -0.15723399575+0.191886518922*i

 Sonate K6458-4 Only Iteraction

Graphing on Complex Plane
z = 1-z^2+z^5/(2+4*z)+c
Fixed z, c ranges over plane.
z = 0.0 + 0.0 i
Center = -0.19729599999999997 + 0.25368599999999997 i
Width = 3.2E-4
Maximum Iteration = 400
Bailout Radius = 1.0E8
Escape Bailout

Sonate K6458-5 Only Iteraction

Graphing on Complex Plane
z = 1-z^2+z^5/(2+4*z)+c
Fixed z, c ranges over plane.
z = 0.0 + 0.0 i
Center = -0.16245 + 0.08562 i
Width = 0.002
Maximum Iteration = 700
Bailout Radius = 1.0E8
Escape Bailout

Sonate K6458-6 Only Iteraction

Graphing on Complex Plane
z = 1-z^2+z^5/(2+4*z)+c
Fixed z, c ranges over plane.
z = 0.0 + 0.0 i
Center = -0.1626 + 0.0858 i
Width = 0.0012
Maximum Iteration = 700
Bailout Radius = 200.0
Escape Bailout

Sonate K6458-7 Julia z = 1-z^2+z^5/(2+4*z)+(-0.1626+0.0858*i)

Sonate K6458-8 Julia z = 1-z^2+z^5/(2+4*z)+(-0.1626+0.0858*i)

Sonate K6458-9

Outside Color Scheme: Farthest from G. Integs.

Graphing on Complex Plane
z = 1-z^2+z^5/(2+4*z)+c
Fixed z, c ranges over plane.
z = 0.0 + 0.0 i
Center = -0.162486 + 0.0858585 i
Width = 2.3999999999999998E-4
Maximum Iteration = 700
Bailout Radius = 200.0
Escape Bailout