Pictures are not proofs. Colours are annotation; the tile is one plain solid. Click a feature to inspect it; keys 1–5 switch views, E toggles true scale.
View
Tile
8 copies
64
512
4096
Periodic cousin (no features) Coarsen ▸
Look
Feature map Exact Schematic
Draw schematic at true scale
Outline the 192 feature bases
Chair edges
Period test
Within this finite window, each copy is compared with the copy displaced by v; when +v leaves the display box, −v is compared instead. Green: a local same-frame match. Red: a local mismatch. Grey: neither comparison fits, and grey copies are excluded from the meter. v is in units of the copies currently shown. A genuine whole-space period would make every tested comparison green, but 100% here does not prove a period, and the test is offered only on the 64, 512, 4096 and cousin views, where the window is large enough to mean something.
no shift
Clear Try a true period
Colour
Bump / dent
Height
Copy
Plain
Arrangement
Explode copies off
Reset view Auto-rotate
What you are looking at
7 unit cubes, volume 7
24 exposed panels
192 square pyramids, 8 per panel
±1…12 heights, in 1/10000
44 legal contacts between copies
8 rotated copies make a double chair
Nothing on this page is evidence for the theorem. It shows the object the theorem is about, generated from the canonical rational data in solid/ (converted to display floats; source hashes recorded in r44_data.js). See the repository README for what is proved, checked, and still written-only.
Ioannis Tsiokos · with ChatGPT Astra + Six Birds Theory · EmergenceCalculus.com/r44