Newton/Julia Fractal (1474)
f(z) = z - (z^3-Re(z^2)/z-z^2/22+0.0194*i)/(198/37*z^2+2*z-1)
Sonate K2614
Sonate K2615
Newton/Julia Fractal (1475)
f(z) = z - (z^3-Re(z^2)/z-z^2/22+0.0194*i)/(190/37*z^2+2*z-1)
Sonate K2617
Newton/Julia Fractal (1476)
f(z) = z - (z^3-Re(z^2)/z-z^2/22+0.01*i)/(190/37*z^2+2*z-1)
Sonate K2619
Sonate K2620
Sonate K2621
Newton/Julia Fractal (1477)
f(z) = z - (z^3-Re(z^2)/z-z^2/22+0.01*i)/(185/37*z^2+2*z-1)
Sonate K2623
Newton/Julia Fractal (1478)
f(z) = z - (z^3-Re(z^2)/z-z^2/22+0.01*i)/(133/37*z^2+2*z-1)
Newton/Julia Fractal (1479)
f(z) = z - (z^3-Re(z^2)/z-z^2/22+0.01*i)/(113/37*z^2+2*z-1)
Newton/Julia Fractal (1480)
f(z) = z - (z^3-Re(z^2)/z-SIN(z^2)/22+0.01*i)/(198/37*z^2-1/11*z*COS(z^2)+2*z-1)
Sonate K2627
Sonate K2628
Sonate K2629
Sonate K2630
Sonate K2631
Newton/Julia Fractal (1481)
f(z) = (0.15-1.068*i)*z^2+0.1/z^2+0.03/z^4+0.01/z^6
-1.51 < Re < 1.38, -1.31 < Im < 1.58
Sonate K2633
Newton/Julia Fractal (1482)
f(z) = z^2+ 0.1/z^2+ (0.00015-0.0081*i)/z^4+0.01/z^6
Sonate K2635
Newton/Julia Fractal (1483)
f(z) = z^2/2+ 0.1/z^2+ (0.00015-0.0081*i)/z^4+0.01/z^6
Newton/Julia Fractal (1484)
f(z) = z^2/1.4+ 0.1/z^2+ (0.00015-0.0081*i)/z^4+0.01/z^6
Newton/Julia Fractal (1485)
f(z) = (0.2255-0.756*i)*z^2+ 0.1/z^2+ 0.1/z^4+0.01/z^6
Newton/Julia Fractal (1486)
f(z) = (0.15+0.456*i)*z^2+ 1/z^2+ 1/z^4+0.01/z^6