Newton/Julia Fractal (2418)=(271)
f(z) = z-(-z^3/5+z^2-0.09)/(z+0.012)
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Sonate K5031
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Sonate K5032
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Sonate K5033
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Newton/Julia Fractal (2419)
f(z) = z-(-z^3/5+z^2-(-1.07553+3.016187*i))/(z+0.012)
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Sonate K5035
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Newton/Julia Fractal (2420)
f(z) = z-(-z^3/5+z^2-(-2.0800+0*i))/(z+0.012)
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Newton/Julia Fractal (2421)
f(z) = z-(-z^3/5+z^2-(3.95143+.2805756*i))/(z+0.012)
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Sonate K5038
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Sonate K5039
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Newton/Julia Fractal (2422)
f(z) = z-(-z^3/5+z^2-0.7)/(z+0.012)
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Sonate K5041
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Newton/Julia Fractal (2423)
f(z) = z-(-z^3/5+z^2-0.07)/(z+(-6.2778-1.16905E-2*i))
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Mandelbrot Map of f(z) = z-(-z^3/5+z^2-0.07)/(z+c) at (0, 0*i)
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Newton/Julia Fractal (2424)=(241)
f(z) = z-(z^4/50-z^3/2.3+3*z^2-1)/(4*z^3/50-3*z^2/10+3*z)
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Sonate K5045
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Sonate K5046
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Newton/Julia Fractal (2425)
f(z) = z-(z^4/50-z^3/(-2.3381E-2+1.67626*i)+3*z^2-1)/(4*z^3/50-3*z^2/10+3*z)
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Sonate K5048-2
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Sonate K4059
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Mandelbrot Map of f(z) = z-(z^4/50-z^3/c+3*z^2-1)/(4*z^3/50-3*z^2/10+3*z).
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Newton/Julia Fractal (2426)
f(z) = z-(z^4/50-z^3/(-1.04046+5.50629*i)+3*z^2-1)/(4*z^3/50-3*z^2/10+3*z)
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Sonate K5050-2
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Newton/Julia Fractal (2427)
f(z) = z-(z^4/50-z^3/2.3+3*z^2-1)/(4*z^3/50-3*z^2/10+z)
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Sonate K5052
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Newton/Julia Fractal (2428)
f(z) = z-(z^4/50-z^3/(-3.9163+1.461331*i)+3*z^2-1)/(4*z^3/50-3*z^2/10+z)
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Newton/Julia Fractal (2429)
f(z) = z-(z^4/50-z^3/(-3.9163+0.0861*i)+3*z^2-1)/(4*z^3/50-3*z^2/10+z)
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Sonate K5055
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