Thanks! I got 7891 gliders (excluding the positioning of the initial block), split across 1126 individual slmake steps. This produced the following diagnostics:
Code: Select all
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Running a linear regression just on those 1126 diagnostics, I obtained the following fitted weights:
This looks sensible to me: all of the weights are positive, with blinkers, blocks, and beehives being the cheapest (between 5 and 6 gliders each), and the Snark heart (59.5 gliders) and eater2 (46.5 gliders) being most expensive, shortly followed by the two types of period-8 oscillators. Every additional 13 units of spanning tree length costs a slow glider, or thereabouts.
I'll collect some diagnostics from other contraptions -- any suggestions? The more variety of interesting constructions, the better, really. So far I'm thinking of doing the following:
but I'm probably missing a load of other interesting patterns. An easy method of dataset expansion is to run all four rotations of each pattern through slmake and concatenate all of those diagnostics; we'll easily be in the tens of thousands of data points if we do that.