The mind that watches itself
Thinking in 398 dimensions
Nature's perfect geometric skeleton
Traveling across reality
The quantum super-glue
YOUR GOAL
Master of Blueprinting a quantum mind
007skaty The S.E.L.F. architecture's IVM layer uses Johannes Kepler's 1611 close packing math to place quantum nodes as close
007skaty A diagram displays the S.E.L.F. architecture layers, quantum nodes, and entanglement lattice.
007skaty Untangle the quantum knots to discover how entangled particles stay connected.
Perfect sphere packing: Stacking spheres in an Isotropic Vector Matrix leaves exactly 26 percent empty space, which is the absolute mathematical limit for packing round objects.
A space-filling geometric network of equal vectors and angles composed of alternating tetrahedra and octahedra. Buckminster Fuller introduced this geometry in 1975 as a model of nature's structural framework.
What is the absolute mathematical limit of empty space left over when spheres are packed perfectly together?
Why does equal vector length in the IVM layer benefit the S.E.L.F. computer architecture?
Which famous astronomer first proposed the optimal sphere-packing conjecture in the year 1611?
How does the IVM structure layer prevent processing bottlenecks in the quantum mind?