Newton/Julia Fractal (2114) = (1347)
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f(z) = z-(-z^3+z-0.42/z)/(2-5*z)
Sonate K4135
Newton/Julia Fractal (2115)
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f(z) = z-(-z^3+z-(3.22396-4.03555*i)/z)/(2-5*z)
Sonate K4138
Newton/Julia Fractal (2116)
f(z) = z-(-z^3+z-3.22/z)/(2-5*z)
Newton/Julia Fractal (2117)
f(z) = z-(-z^3+Im(z)-2.52/z)/(2-5*z)
Newton/Julia Fractal (2118)
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f(z) = z-(-z^3+z-(2.77877+3.34532*i)/z)/(2-5*z+z^2/5)
Newton/Julia Fractal (2119)
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f(z) = z-(-z^3+z-(2.56294-4.18165*i)/z)/(12-5*z)
Sonate K4143
Newton/Julia Fractal (2120)
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f(z) = z-(-z^3+z-2.56294/z)/(12-5*z)
Solved by WolframAlpha
Newton/Julia Fractal (2121)
f(z) = z-(-z^3+z-(1.92031-.26861*i)/z)/(12-5*z)
Sonate K4146
Newton/Julia Fractal (2122)
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f(z) = z-(-z^3+z-(1.92031-.26861*i)/z)/(9-5*z)
Newton/Julia Fractal (2123)
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f(z) = z-(-z^3+z-(4.4919-2.3066*i)/z)/(9-5*z)
Newton/Julia Fractal (2124)
f(z) = z-(-z^3+z-(4.4919-2.3066*i)/z)/(9-5*z)
Mandelbrot Map f(z) = z-(-z^3+z-c/z)/(9-5*z) at c = 1.61870513597122,-2.69783172661873E-2*i
Newton/Julia Fractal (2125)
f(z) = z-(-z^3+z-(.67446-4.10071*i)/z)/(9-5*z)
Newton/Julia Fractal (2126)
f(z) = z-(-z^3+im(z)-(.67446-4.10071*i)/z)/(9-5*z)
Newton/Julia Fractal (2127)
f(z) = z = z-(-Re(z)*z^2+z-(0.67446-4.10071*i)/z)/(9-5*z)
Newton/Julia Fractal (2128)
f(z) = z-(-z^3+z-(0.67446-4.10071*i)/Re(z))/(9-5*z)
Newton/Julia Fractal (2129)
f(z) = z-(-z^3+z-(0.67446-4.10071*i)/conj(z))/(9-5*z)
Newton/Julia Fractal (2130)
f(z) = z-(-z^3+z-(0.67446-4.10071*i)/im(z))/(9-5*z)