Mbox.accordion.2

[visual.bermarte]

[kram1032]

those are some really interesting structures

[knighty]

Nice shapes. They would look even better if you ncrease iterations number.
What formulas are you using?

[visual.bermarte]

 
It's really simple, I'm using something like
Z.x=Z.x/divideX;
Z.y=Z.y/divideY;
Z.z=Z.z/divideZ;
as part of the definition, outside the loop; divideX, divideY, divideZ are floats.
I change them using parameters. Most strange combinations I get using negative  scale and 6-7 as Iterations.
It's possible to obtain a lot of strange shapes stretching (and squeezing) the box..one can see 'the eggs' popping out or creating a kind of corrosion.
More shapes and effects are possible using something like Z.xy=Z.xy/DivideXY or using inversions, more elaborate sub formulas, divisions inside the loop and so on..it's fun to play with it.
Here is an example using Knighty's Mandelbox (Julia c={0.44,0.68,-0.4}):

[knighty]

It's really simple, I'm using something like
Z.x=Z.x/divideX;
Z.y=Z.y/divideY;
Z.z=Z.z/divideZ;
as part of the definition, outside the loop; divideX, divideY, divideZ are floats.
I change them using parameters. Most strange combinations I get using negative  scale and 6-7 as Iterations.
It's possible to obtain a lot of strange shapes stretching (and squeezing) the box..one can see 'the eggs' popping out or creating a kind of corrosion.
More shapes and effects are possible using something like Z.xy=Z.xy/DivideXY or using inversions, more elaborate sub formulas, divisions inside the loop and so on..it's fun to play with it.

Yeah! it looks always obvious... afterward! 
Thank you very much.

Here is an example using Knighty's Mandelbox.

Ooops! It's not mine!
I gess you are refering to subblue's script that I modified

BTW: here they are in case the reader is interreset.

[visual.bermarte]

3 A.ab A.ba permutations and divisions like Z.xy=Z.yx/DivideXY

[visual.bermarte]

rotobox