💡 this following code/ signal came up somewhat indirectly, incidentally, almost by accident. had an experiment to generate long ‘cgnw2’ glides with nearly ½ entropy to force them into the undifferentiated region; as explored last month the ½ density constraint is not sufficient for that, leading to long 1-lsb runs nearly ½ the iterate width. the ~½ entropy constraint works fairly well but then found small initial 1-lsb runs even in those. so wrote some code to cut off the leading 1-lsb runs of the glide, and analyze remaining glide carefully.
was looking for any kind of signals at all, lots out of the “bag of tricks,” also looking at 3-power sequence, and again it seemed to come up undifferentiated mush with lots of sophisticated analysis. there is a lot of signal found in prior 3-power sequence analysis but in general, a lot of it was related to Terras density glides. the hybrid approach tends to produce more “in the wild” glides. there is still some hidden order, maybe significant, in Terras glides that various experiments have isolated. but some, much, most, or nearly all this seems to melt away on “in the wild” glides.
notably, this hasnt been pointed out, but the (local) density metrics associated with the 3-power sequence naturally tighten even for random iterates. so its important to try to separate this “typical” tightening from “atypical” tightening, and thats not a trivial exercise.
but then started working on some “baseline” comparison ie control data, and then chasing down some stuff, lost my focus on the glides entirely. the simple way to generate this is via random ½ density iterates and then look at the drains. then started looking at features over these drains. some of this work has already been done, but it seems that some key signals have been missed. this straightfwd/ finetuned/ yet conceptually near basic code is on ½ density drains only.
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