Newton/Julia Fractal (1963) ⇔ (1856)
f(z) = z*(1+(1/2)*(z-1)-(1/8)*(z-1)^2)+0.144733
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Newton/Julia Fractal (1964)
f(z) = z*(1+(1/2)*(z-1)-(1/8)*(z-1)^2)+0.144733
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Newton/Julia Fractal (1965)
f(z) = z*(1+(10/21)*(z-1)-(1/8)*(z-1)^2)+0.142733
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Newton/Julia Fractal (1966)
f(z) = z*(1+(1/2)*(z-1)-(10/79)*(z-1)^2)+0.142733
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Newton/Julia Fractal (1967)
f(z) = z^2/SQR(z-1)-(0.2407-.586533*i)
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Newton/Julia Fractal (1968)
f(z) = z^2/SQR(z-1)-(0.2407-.450533*i)
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Newton/Julia Fractal (1969)
f(z) = z^2/SQR(z-1)-(0.3707+.630533*i)
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Newton/Julia Fractal (1970)
f(z) = z^2/SQR(z-1)-(0.0707+.689533*i)
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Newton/Julia Fractal (1971)
f(z) = z^2/SQR(z-1)-(0.1707+.689533*i)
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Newton/Julia Fractal (1972)
f(z) = z^2/SQR(z-1)-(-5.68305E-2+.4522944)
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Sonate K3423
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Newton/Julia Fractal (1973)
f(z) = z^2/SQR(z-1)-(.088314-.55188441*i)
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Newton/Julia Fractal (1974)
f(z) = z^2/SQR(z)+(-1.87360E-2-.424726*i)
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Newton/Julia Fractal (1975)
f(z) = z^2/SQR(z)+ (-.199720+.0356719*i)
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Newton/Julia Fractal (1976)
f(z) = z^2/SQR(z)+ (-.198720+.0356719*i)
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Newton/Julia Fractal (1977)
f(z) = z^2/SQR(z)+ (-.200720+.0356719*i)
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