1/n and 1/n^2. No fit, no error term. Turn the mystery on and the code is hidden - read the recipe off the curve, then reveal it.>}
foot={<>The spectrum is the crate's Walsh-Hadamard transform of the design's eight corners, the four bars are its level sums Sigma_0 to Sigma_3, and the blue curve is the ink law evaluated over the integers in Rust and handed here as an exact numerator over 96n^2. The yellow dots are the fills the crate counts triangle by triangle on the real mesh, over the 6n^2 triangles of the hexagon. The two never part: the law predicts the count itself, not an approximation to it. The same hexagon, its mesh census, its pieces and its holes are the slices page; the research note this grew from is slices, and the theorem, its proof and its checks are the shelf paper the Walsh spectrometer.>}>
The readout is sealed, and the curve below still carries it. The level the blink straddles is Sigma_0, one eighth for every filled corner; the gap between the two combs is Sigma_3, the top level, positive when the higher comb sits at the sides 1, 5, 9.