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Geometry Museum

Where crystallography meets geometry, rendered in math and code. From atomic shapes to infinite lattices — the building blocks that tile the universe.

Fundamentals

4

Triangle

Atomic

The fundamental unit. Three points define a plane, creating the atomic building block of the Trinity system.

3 vertices equilateral

Hexagon

Composite

Six triangles united around a center. The most efficient shape for tessellation — nature's choice for honeycombs.

6 triangles tessellation

Diamond

Dual

Two triangles mirrored. A rhombus formed by joining up and down orientations along their base.

2 triangles mirror

Triforce

Recursive

Four triangles in perfect hierarchy. One center void defined by three surrounding solids.

3+1 triangles hierarchy △△△

True OEG

3

Only three regular polygons tile the plane. 6 × 60° = 360° (triangle). 4 × 90° = 360° (square). 3 × 120° = 360° (hexagon). The ancient Greeks proved it — crystallography confirmed it.

IVM

60°

Isotropic Vector Matrix — the triangle grid. 6 × 60° at every vertex. Nature's preferred lattice.

6 × 60° isotropic △▽

Simple Cubic

90°

4 × 90° at every vertex. Pure horizontal and vertical lines — simple, but nature rejects it. No crystal prefers the cubic grid.

4 × 90° orthogonal

Hexagonal

120°

3 × 120° at every vertex. Six triangles per hex, zero gaps — the omniequivalent honeycomb.

3 × 120° honeycomb ⬡⬡

The Unchosen Palette

4
Beyond command and control

The 369-Dichte constraint — only hex digits 3, 6, 9. Sacred geometry encoded in color.

Mittel
#3369B6
Hell
#3696E9
Steel
#336699
Dunkel
#163996

Trinity

Trinity
Three points define a plane
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