Is it already well established that in a regular tetrahedron;
Any two opposing edges are segments of the two strands of a double helix.
That, there being three sets of two opposing edges, the other two sets are also likewise.
That a tetrahedron is the geometric structure formed where three double helixes, one in/from each of the dimensions, meet.
It's taken almost 20yrs of mental meditation for me, personally, to see this simple truth but I find it implausible that I've seen something novel?
Thank you
Gill
Any two opposing edges are segments of the two strands of a double helix.
That, there being three sets of two opposing edges, the other two sets are also likewise.
That a tetrahedron is the geometric structure formed where three double helixes, one in/from each of the dimensions, meet.
It's taken almost 20yrs of mental meditation for me, personally, to see this simple truth but I find it implausible that I've seen something novel?
Thank you
Gill