It's survival of the blocks! Evolution in a primitive instant, I'd say.
Rules: If a block has three neighbors, it survives. If it has less, it dies from being oh so lonely. If it has more, it dies from all the partying. If there's a dead block with three lively neighbors, it pops back into existence.
Also, this is pretty fascinating for me; it really appeals to my analytical side. I've always enjoyed taking a pattern or a set of rules and applying them over and over to see the results. There's always something interesting to learn from seemingly simple logical endeavors like this, and I totally agree with it representing evolution in a primitive state. Through that, one might apply different societal meaning to each instance of growth, separation, and then disappearance or stabilization of each group of blocks, much as you have done with the partying/loneliness metaphor.
Stemming from the idea of repeated patterns/rules, this animation could be looked at as an 8-bit 4th-dimensional fractal as viewed on a 2-dimensional plane...
...by a 3rd-dimensional being...
...in an 11-dimensional existence.
But yea, how did you determine the conditions at the very beginning? That's the ultimate question...
Also, this is pretty fascinating for me; it really appeals to my analytical side. I've always enjoyed taking a pattern or a set of rules and applying them over and over to see the results. There's always something interesting to learn from seemingly simple logical endeavors like this, and I totally agree with it representing evolution in a primitive state. Through that, one might apply different societal meaning to each instance of growth, separation, and then disappearance or stabilization of each group of blocks, much as you have done with the partying/loneliness metaphor.
Stemming from the idea of repeated patterns/rules, this animation could be looked at as an 8-bit 4th-dimensional fractal as viewed on a 2-dimensional plane...
...by a 3rd-dimensional being...
...in an 11-dimensional existence.
But yea, how did you determine the conditions at the very beginning? That's the ultimate question...
Thought you'd like it.