four color theorem

Any flat map can be colored using a maximum of four colors, provided that adjacent regions are not the same color.

"The first famous theorem proven by a computer"

隣接関係そのものが建築の形を決める

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The walls and ceiling are divided like a "three-dimensional map" using gold, crimson, blue-green, and purple acoustic panels.

The four colored polygonal regions are continuous from the outer shell to the ceiling, walls, seating area, and circulation paths.

Mathematical Architecture

space