Uploaded August 2026 | Updated September 2026, 2 weeks ago
All this is, is a higher polyhedra than the typical Magic Ghost or Hybrid Number Cube.
There are just more numbers to crunch, which makes it a little more difficult to keep track of the results.
I made a calculation mistake at the end, but I put the results in the way they're meant to be and I admitted my mistake.
Regardless, at the finale, the Core Ghost Number 78, goes into 390 five times!
The most interesting thing about polyhedra higher than a cube, is that the Outer Ghost Numbers don't possess a single static position anywhere around the dodecahedron like they do on a cube. Instead, the Outer Ghost Numbers 390, are statistically 'smeared out' over the surfaces of the dodecahedron.
The Core Ghost Number 78 goes into the Outer Ghost Number 390, 5 times!
I take the final resulting 5 to be the edges of the pentagons that regularly cover the dodecahedron, because on an icohsahedron, the final number result is 3, for the 3 edges of the triangles that regularly cover the surfaces of an icohsahedron.
#linearalgebra #matrix #dodecahedron #statistics #mathematics
All this is, is a higher polyhedra than the typical Magic Ghost or Hybrid Number Cube.
There are just more numbers to crunch, which makes it a little more difficult to keep track of the results.
I made a calculation mistake at the end, but I put the results in the way they're meant to be and I admitted my mistake.
Regardless, at the finale, the Core Ghost Number 78, goes into 390 five times!
The most interesting thing about polyhedra higher than a cube, is that the Outer Ghost Numbers don't possess a single static position anywhere around the dodecahedron like they do on a cube. Instead, the Outer Ghost Numbers 390, are statistically 'smeared out' over the surfaces of the dodecahedron.
The Core Ghost Number 78 goes into the Outer Ghost Number 390, 5 times!
I take the final resulting 5 to be the edges of the pentagons that regularly cover the dodecahedron, because on an icohsahedron, the final number result is 3, for the 3 edges of the triangles that regularly cover the surfaces of an icohsahedron.
#linearalgebra #matrix #dodecahedron #statistics #mathematics
