Newton/Julia Fractal (1843)
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f(z) = (z^7-1/2*(1+i))/((0.003+0.9995*i)*z^6+(0.09+i)*z^5+1)
Newton/Julia Fractal (1844)
f(z) = (z^7-1/2*(1+i))/((0.003+1.0005*i)*z^6+1)
Newton/Julia Fractal (1845)
f(z) = (z^7+1.01*z^5)/((0.003+1.003*i)*z^6+1)
Newton/Julia Fractal (1846)
f(z) = (z^7+1.01*z^5)/((0.003+0.99995*i)*z^6+1)
Newton/Julia Fractal (1847)
f(z) = (z^7+1.01*z^5)/((0.01+0.99995*i)*z^6+1)
Newton/Julia Fractal (1848)
f(z) = z/0.195*(z^3-z)+(-0.0701+0.020664*i)
Newton/Julia Fractal (1849)
f(z) = -z/0.2849*(z^3-z)+(-0.0701+0.020664*i)
Newton/Julia Fractal (1850)
f(z) = -z/0.3*(z^3-z)+(-.0384746+.1929305*i)
Newton/Julia Fractal (1851)
f(z) = (z^2+z^4/2)/(0.3*(2-z^2))+(0.2817+0.1612*i)
Newton/Julia Fractal (1852)
f(z) = (z^2+z^4/2)/(0.3*(2-z^2))+(.5611297+1.1978797*i)
Newton/Julia Fractal (1853)
f(z) = (z^2+z^4/2)/(z^2-2)+(-0.8757-0.22+i)
Newton/Julia Fractal (1854)
f(z) = (z^2+z^4/2)/(z^2-2)+(-0.7417-0.09*i)
Newton/Julia Fractal (1855)
f(z) = z*(1+(1/2)*(z-1)-(1/8)*(z-1)^2)+0.253733
Newton/Julia Fractal (1856)
f(z) = z*(1+(1/2)*(z-1)-(1/8)*(z-1)^2)+0.143733