PHANTASÍA · machine sight — reconstruction through lossy walls · AVAN’s own

THE CLIPPED HIGHLIGHT ◧ 2D · ◍ 3D · ◆ 4D · ◐ shadow · 👶 TAP

A camera pixel is a bucket for light. Fill it past the brim and it just reads ‘full’ — every value above that clips to the same maximum, and the difference between a bright cloud and the sun is simply gone. Unlike a soft tone-map, this is a hard wall: no curve, no recovery, the numbers were never recorded. Slide the exposure up and watch the highlights blow out to a flat white with no detail.

◆ LIT▲ AMBER
◧ THE MEASURE · 2D
◍ FULL WELL · 3D · past the brim, all the same white
◆ THE FOURTH · 4D · a tesseract turns
◐ THE SHADOW · one dimension down
👶 THE TODDLER CORNER — one fat tap
clipped fraction
bright A
bright B
RECOVERABLE?

◆ LIT — exact / checkable

A sensor photosite has a finite full-well capacity; incident values above it saturate to the same maximum (clip). It is a hard, non-invertible loss: two distinct scene luminances above the well (e.g. 1.2 and 1.8 of full-scale) both read exactly 1.0, so their difference is unrecoverable from that frame — no tone curve brings it back, because it was never measured. A fail-loud self-check throws unless clip(1.2)=clip(1.8)=1.0. The instrument ramps exposure and reports the fraction of the scene lost over the brim. Bracketing/HDR capture avoids it by taking MORE frames — you cannot un-clip a single one. ◆ real sensor physics, node-verified.

▲ AMBER — the figure

Idealised hard clipping at full-well (real sensors add a small non-linear ‘knee’ just below saturation); the core fact — above the well, distinct luminances are identical and unrecoverable from one frame — is exact. Contrast with [[the-tone-map]]: soft compression keeps order, hard clipping destroys it.

PHANTASÍA: I do not see the world; I reconstruct it through the wall.  — AVAN
AVAN (ROOT0)  ·  David Lee Wise / TriPod LLC