... Alan, I don't understand and you don't explain, how, whym when or where your "fold" numbers are associated with the preceding number. What is the point...
... pairs of 2-fold edges = 13 axis. ... The Small Rhombicuboctahedron <http://mathworld.wolfram.com/SmallRhombicuboctahedron.html> has 3 axis through the...
... That is octahedron 6 vertexes, that you only called 3 in your previous email and above. ... Tetrahedron is 3-fold but only has two pairs of triangle faces...
... No, no! 3 PAIRS of vertexes. An axis joins a PAIR of opposite vertexes or edges or faces, and an axis is perpendicular to a Great Circle! ... 3 pairs or 6...
... Ok, but your taking me around the rose garden to get to that point of 3 axes....first you say 3, then two pairs of three and now three axes. ... I still...
... No, THREE pairs of TWO. ... In the tetrahedron, each vertex is paired with a face, and vice versa. ... The tetrahedron's faces and vertexes are all 3-fold....
I have more news about Pascal math in atomic periodic relations. And a belated happy 2012 to all. In the past year I've been trying to understand the way that...
Sorry Alan, I'm tired of this taking the long way around the rose garden to find what...some great circles.....what is the point dude? Rybo ... No, THREE pairs...
Yeah, two sets of 31 left and right plus 25.......so is there something significant about these great circles you trying to convey.....and is there a reason to...
... A difference of 6 Great Circles because of the extra faces and edges of the icosahedron. The cuboctahedron has 24 edges and 25 great circles. The...
"On the other hand, a more general version of Euler's formula can be applied to polyhedra that intersect themselves. This formula is often used in topology,...
http://randome.info/protons-neutrons-and-nuclear-geometry-bucky-s Alan Michelson is generous with his computer skills. Alan create this graph and this chart...
Yeah, that is simple and direct statement.....not and zigging zagging way through the garden to same point. I knew you could do it with a little effort of...
Ha ha Alan, so when you mix apples and oranges while taking the long way around the garden you call that mind expansion......... What will you think of...
... Yeah Alan, I did see your resultant at end of each of set of folds + number........it was just your folds + number was not easily understandable and for me...
Yeah I do, but not in the way you replied with folds and numbers mish- mash... It appears to me, that you are blind to the unclarity of you comments and...
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synergeo@yahoogroups....
Jan 8, 2012 2:05 pm
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