My current exploration is creating a field that allows me to extract centers (open for interpretation/analysis). Going along with the concept of constraints = characteristics; I started out with one singular cube.
- The cube then travels through a combination of 3 types of "moves" (3d rotate, shift, mirror); each move is given a numerical value which must then equal to a given total value, thus the move combinations are limited within a numerical constraint.
- From each move, the I boolean subtracted the intersections and collected the "static" or "dynamic" fragments.
- Now that I have this collection of fragments, I shall analyze, extract, and translate it. I have already started by looking at the fragmented prism's centroids (2nd image below).
Captures:
(everything together) 
(centers of framents)
(exploded fragmentation)
Concerns:
- need to link it back to beginning to express the cause and reactions.
- Because I am working in 3d, I am having problems with my grasshopper file being too heavy and am forced to bake almost every step and brep-ing it in a new file. How can I lighten the load?
- Need to extract/analyze surfaces of fragments.
- All of this took less than 5 seconds on paper, but took almost 2 days in Grasshopper!
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