Hello,

Hopefully this is my last question for a little while. I was wondering how one would go about making an attractor for a voronoi diagram that is not bounded by a box, where the sides of each cell still touch the sides of the surrounding cells. I have been messing around trying to figure it out, and I got the individual points to change height depending on distance from the attractor curves, but I cannot figure out conceptually how to translate this to cell size. Here is the file I have been working with, and the latest definition is second from the bottom. Any help would be greatly appreciated!

PrecedentStudy.gh (97.8 KB)

# Voronoi attractor for non-box boundary

**aaronsmolar**(Waffle Man) #1

**aaronsmolar**(Waffle Man) #3

Those approaches don’t work for this because they are bounded by boxes. I am trying to create something, and am realizing as I go that the old approaches don’t work

**Joseph_Oster**#4

Maybe it’s your new approach that won’t work? Between the previous two threads, the subject was covered fairly well *(and the forums are full of Voronoi examples)* so maybe you’ve missed something.

**aaronsmolar**(Waffle Man) #5

The approach was to use a 3D voronoi diagram and take a cross section of it, which is fine for a rectangular boundary. For a curved shape, or even one that is not rectangular, this will not work. I also haven’t found a thread or video that addresses what I am asking