[comp.graphics] Fractal places

sanders@convex.UUCP (09/11/87)

Someone asked for interesting places to look. Here are some from the
mandelbrot set:

FORMAT:
name:
    x
    y
    xs
    ys
    xbox
    ybox
    iterations

fractal.mandel:
    -0.157905581240430
     1.033453854708218
     0.004115226337449
     0.004115226337449
     0.016460905349794
     0.016460905349794
    511
fractal.gal:
    -0.7491297267770839
     0.0507970987288447
     0.0002966809627307
     0.0002966809627307
     0.0011867238509227
     0.0011867238509227
    1255
fractal.leaf:
    -1.7661452452519810
     0.0082459936453727
     0.0000000000018400
     0.0000000000018400
     0.0000000000073598
     0.0000000000073598
    2023
fractal.spi:
    -0.761340277192104
     0.086253659435236
     0.000003806739983
     0.000003806739983
     0.000015226959930
     0.000015226959930
    1023
fractal.twin:
    -1.766145113557745
     0.008245979322202
     0.000000108647814
     0.000000108647814
     0.000000434591254
     0.000000434591254
    1255

sanders@convex.UUCP (09/25/87)

Sorry about the bad descriptions.  I got called away in the middle
and when I got back I only had about three seconds before I was leaving
for the weekend so it just got sent as it stood.

x    = -1.7661451135577451    xpos of CENTER
y    = 0.0082459793222020     ypos of CENTER
dx   = 0.0000001086478140     (xbox/4, dont ask)
dy   = 0.0000001086478140     (ybox/4, dont ask)
xbox = 0.0000004345912540     distance from x,y to sides (size of box)
ybox = 0.0000004345912540     ^- same as above (top and bottom)
iter = 1255		      sometimes they look ok with a few less iters.

sanders (ihnp4!convex!sanders)