shelling problem

 From:  Michael Gibson
1939.34 In reply to 1939.32 
Hi Pilou,


> Yes this one!
> I suppose we can't consider that like a perfect result ;)

Actually if you are looking for constant thickness, yes that is completely perfect as far as I can tell!

It all depends on what you are looking for - if you want equal number of vertices, then you will have to create a shape that does not have constant thickness. If you want constant thickness, that is what that shape I have there does.

I know it seems intuitive that an equal number of vertices will produce and equal thickness, but that is not the case - it is only case for completely symmetrical things like a sphere, you are just thinking of this object too much like a sphere or regular polygon when it has different angled pieces which produce non-sphere like results...

- Michael