Total Madness ! |
Bizarre. 'Nuff said. WMV 640x480 1 min 39 sec. 24 MEG ♦ |
Cornucopia |
A strange pixel dance WMV 640x480 2 min 11 sec. 26.8 MEG |
Nautilus |
Remember the '60's ? WMV 640x480 3 min 23 sec. 36.9 MEG ♦ |
Mosaic |
Just cruisin' ... WMV 640x480 3 min 07 sec. 32.6 MEG |
Psychotic Sunset |
Trippin' Sky WMV 640x480 55 sec. 9.8 MEG |
RCC |
Rainbows and Crop Circles WMV 640x480 32 sec. 5.9 MEG |
Immortal Mandelbrot |
A Mandelbrot frozen stone cold solid in space time while a psychedelic blizzard rages around it WMV 640x480 134 sec. 24 MEG ♦♦♦ |
TechnoMorphX |
A techno-metallic morphing 3D Mandel-WTF illustrates Fractint's formula parser and 3D rendering capability WMV 640x480 153 sec. 21 MEG ♦♦ |
Quark |
A 3D Mandel(WTF) spinning in a sea of 3D subatomic chaos "Quark Soup" MPEG 640x480 60 sec. 48 MEG ♦♦ WMV 320x240 60 sec. 5 MEG |
Journey to the Black Hole |
A bizarre fractint formula leading down one of the infinite number of infinite fractal tunnels passing thru a sequence of increasing polygons on the way. WMV 640x480 17 MEG ♦♦♦ 1 minute 45 seconds |
Quartus |
ZooM into the Quartic Mandelbrot WMV 640x480 34 sec. 5.6 MEG |
Alien Landscape |
Enter a rift in the fabric of space-time and come to a soft landing on Jim Muth's Alien Landscape WMV 640x480 32 sec. 5.2 MEG |
Çrea†urez |
Descend thru Titan's orange atmosphere enter a crevice into the orange hydrocarbon seas and see strange creatures WMV 640x480 46 sec. 7.8 MEG |
String Theory |
Another one of those eXo†ic fractal formulas only Fractint can do, this one by Paul N. Lee. WMV 640x480 41 sec. 6.7 MEG |
Event Horizon |
Zoom into a mutant Mandelbrot WMV 640x480 40 sec. 6.6 MEG ♦ |
Quantum Leap |
A flaming comet from Hell (or is it a flying carpet?) leaps across hyperspace WMV 640x480 38 sec. 6.9 MEG ♦ |
Aurora Fractalis |
A nice Aurora Borealis display fractint style ! WMV 640x480 52 sec. 8.5 MEG ♦ |
Çhaos Çrea†ion |
...fron the Big Bang to the Garden of Eden... WMV 640x480 30 sec. 4.5 MEG |
4ÐMorph |
Travel thru the 4th fractal dimension as a Mandelbrot morphs into a Julia, then back again upside down. Derived from a Jim Muth fractint formula. Try this with ultrafractal or fractal extreme! WMV 640x480 38 sec. 8.9 MEG ♦ |
3D Julia Squares |
Julia type fractal with exponent 2.003 creates a unique 3D maze type object zoom in to E+13 and check it out WMV 640x480 87 sec. 21.5 MEG ♦♦ |
Tohu Va-Vohu |
ZooM in to an unusual and very complex fractal The type you see only with DOS and Fractint For hardcore Fractalnauts only WMV 640x480 88 sec. 19.9 MEG ♦♦ |
Ðarkness Ðescends |
ZooM in to a tweaked Mandelbrot ... a bit strange ... WMV 640x480 90 sec. 21.0 MEG ♦♦♦ |
Universe #6Z |
Mandelbrot Dive to 1.95E+112 2 years 10 months in the making, spread out on 4 systems running 24/7. It isn't that much work for me, I just write the script, feed it to the computer(s), and let them cruise. They like it! Makes a nice night show in my main room while the images are rendering; near the end they take 30 hours each. And this is the last deep Mandelbrot dive I will ever do - time to move on to other things. This is a dive to a final depth of 10^112. Enjoy! Hi-bitrate mpeg4 - you need a good system to handle this! WMV 640x480 4 min 45 sec 80 MEG ♦♦♦♦ |
Star Gate |
Too bad Stanley Kubrick didn't have access to fractal animation when he made "2001 Space Odyssey" in 1968. But it is here now, so why is nobody using it for movies and video games? WMV 640x480 1 min 40 sec. 29 MEG ♦♦♦ |
Julia Spiral 1S |
This is the Julia set plotted around points centered around the main cardioid of the Mandelbrot set.
Starting from the Real/Imag coordinate of -0.12/0.00, near the center of the big lake, and with an initial radius of 0.73, the points are plotted along the edge of the radius which is then near and around the complex features at the boundary.
As the circle sweeps 360* in 0.25* increments, the radius is continuously decreased, 0.01 for each revolution. With 11 total revolutions, the radius decreases to a final value of 0.62.
Thus the Julia is plotted along a decreasing tight spiral, rather than just a circle. And you see as the viddie progresses each revolution is slightly different from the previous, and more complex; nothing is ever repeated, even though it may look like it sometimes at the beginning.
The Julia spiral "band" then covers most of the complex areas near the boundary, which give the best Julias.
WMV 640x480 4 min 24 sec. 77 MEG ♦♦ |
Metamorphosis |
A morphing Julia with color cycling from a formula by Jim Muth and Andrew Coppin. WMV 640x480 63 sec. 11.1 MEG ♦♦♦ |
Alien Flower Bouquet |
ZooM + color Cycling Warning: These plants are psychoactive WMV 640x480 61 sec. 14.6 MEG ♦♦♦ |
ShrOOmZ |
Mandelbrot ZooM to E+20 with color cycling Like the two above, a special one for those ...... altered states WMV 640x480 93 sec. 22 MEG ♦♦♦ AVI 640x480 93 sec. 160 MEG ♦♦♦ |
Different |
Mandelbrot of a different color by Jim Muth WMV 640x480 55 sec. 9.0 MEG ♦ |
Fractal Planet |
Fly over a fractal planet with fractal shorelines, land and ocean. May cause brain-drain and eye-strain if watched on a computer monitor but would be awesome projected on a large wall at a party or club. MPEG 640x480 45 MEG 2 minutes 30 seconds |
Spirit Of Chaos |
A strange fractal morph from a formula by Jim Muth WMV 640x480 74 sec. 13.6 MEG ♦♦ |
Chrysalis |
This is the Julia Set, centered at Real/Imag = -0.75/0.00 on the Mandelbrot plane, varying the Julia exponent
from -2.0 => +6.0.
The original Chrysalis viddie, so named because several sequences within it resembled a cocoon, or chrysalis, as the irregular shaped black inside Julia Set, which then suddenly exploded into a multi-colored "flock of butterflies", the Cantor Dust Julia, was quite nice - one of my favorites. This new version uses Fractint's "inside=bof60" coloring algorithm. I'm not sure exactly what it is doing, but it is seriously cool. WMV 640x480 112 sec. 17.3 MEG ♦♦ |
Space Bubbles |
It's either a trip thru galactic space or a fantastic voyage thru a drop of pond water. WMV 640x480 77 sec. 21 MEG ♦ |
Thru The Looking Glass |
Travel thru windows of complexity in seas of simplicity Complex fractal formula by Jim Muth WMV 640x480 115 sec. 34 MEG ♦♦ |
BuddhaBrot |
To make the BuddhaBrot, the orbits themselves are plotted on the screne, not the individual colored pixel. And wherever two orbits intersect,
that pixel is incremented by color. (And this is done only for the ones that "escape"). The overlap of all these thousands of orbits then creates the fuzzy
surrealistic "BuddhaBrot" image. And this can be done for any fractal, not just the Mandelbrot.
As iteration count increases, the length and time of the orbit(s) increase, thus creating more overlaps and more incremented pixels. Thus by varying the iteration and parameter count an interesting morphing-evolution effect is seen. WMV 640x480 59 sec. 10.1 MEG ♦♦♦ |
