Newton/Julia Fractal (1857)
f(z) = z*(1+(1/2)*(z-1)-(1/8)*(z-1)^2)+(-.8453456+.290710*i)
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Newton/Julia Fractal (1858)
f(z) = z*(1+(1/2)*(z-1)-(1/8)*(z-1)^2)+(1/16)*(z-1)^3+0.153733
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Newton/Julia Fractal (1859)
f(z) = z*(1+(1/2)*(z-1)-(1/8)*(z-1)^2)+(1/16)*(z-1)^3+(.287742-.1314986*i)
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Newton/Julia Fractal (1860)
f(z) = z*(1+(1/2)*(z-1)-(1/8)*(z-1)^2)+(1/169*(z-1)^3+(-1.269818+0.3064583*i)
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Newton/Julia Fractal (1861)
f(z) = SINH(z*SQR(z))+(-.21638660)
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Sonate K3262
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Newton/Julia Fractal (1862)
f(z) = SINH(z*SQR(z))+(.388102+8.9930682E-2*i)
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Newton/Julia Fractal (1863)
f(z) = SINH(z*SQR(z))+(.5796227+8.966581E-2*i)
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Sonate K3264
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Newton/Julia Fractal (1864)
f(z) = sinh(sqr(z^6)+(-0.348305-0.8745276*i)
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Newton/Julia Fractal (1865)
f(z) = SINH(z*SQR(z-1))+(.03111888+6.3921086E-3*i)
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Newton/Julia Fractal (1866)
f(z) = SINH(z*SQR(z-1))+(.04411888+6.3921086E-3*i)
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Newton/Julia Fractal (1867)
f(z) = SINH(z^2+z*SQR(z))+(.08469532)
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