Welcome to Fractal Forums

A new version of Kalles Fraktaler is available, now version 2.7.4

One new feature:
When a zoom out sequence is created, the option to store each kfb frame as a jpeg image is available.
This enables you to quickly preview the zoom sequence before continue rendering the actual movie.
Or you can do other things with the frames, like publish on deviantart, print it, etc etc.

This function is somewhat experimental and there might be a problem storing these images if the Kalles Fraktaler main window is minimized.  :embarrass:

 ;D

 :cantor_dance: :thanks1:

Thanks, this will be a nice fast way of checking for glitches. This will also make it easier to make panoramas!  ^-^

The image system works fine for me but the find minibrot function is kinda messed up. It keeps zooming in on spirals and it says it is done when I want to activate it even when the center is visible with all references loaded.

Location?
Fractal type?

Re: -0.21655575003003267060253487722011322384854507590779581989583097175872664417973532
Im: 0.767146642472718238040960478434578999717175882237675001918347860347430433206438615
Zoom: 2.57110087080E61
Iterations: 1129382

(Zoom out a bit before trying)

The standard 2 power mandelbrot.

It zooms into infinite spirals in most other locations (density doesnt matter).

You are right.
I usually use this on views with no more than 100,000 difference between highest and lowest iteration values.
Your example has 500,000.
I guess any averaging is eliminated if nearby pixels has such big difference.
It would probably be much better if the resulting  rgb values would be used instead when searching for the center.

This reminds me of my failed attempt to use supersampling on the iteration values... :)

One thing I forgot to say is that I used histogram colouring which could have been the cause of the problem.

I'm getting strange effects when zooming in past a certain point with the Celtic fractal. When zooming into an area the image that comes up in the next frame nears little relation to what was in the previous frame. Apologies for my poor explanation, I'm not sure how to describe what's happening.

Celtic fractal

Real
-1.74990860604141945523849311059332911018876730114989731677395239874123133228037413175473684883527620373611650518086244624445740556
Imag
-0.00000000000000026136540808435163656191923415853284308592428195363072895805966628603227608134913497728151378189594619375577951982

zoom.  5.09258994083E89

max iters 11484

Thanks a lot for this.
I have seen such behaviour in 3rd Power abs fractals, but now you found it also in 2nd Power.
It seems that the double precision is simply not enough when using perturbation...

Unfortunately this isn't the first time I've found it. I've found it in some of the other new fractal types also but I can't remember which ones.  :embarrass: