Has anybody seen an explanation for why
folding a chop-sticks wrapper into an over-hand knot
makes a perfect pentagon?
James Sakoda's book Origami Flowers makes some reference to his curiousity
about the matter as well but I do not believe it has a rigorous proof of
the matter.
This is not
Dear Origami Friends,
Has anybody seen an explanation for why
folding a chop-sticks wrapper into an over-hand knot
Makes a perfect pentagon
(as in Martha Stewart's pentagon Ribbon Star)?
It must have something to do with two parallel lines.
Also: Leyla's video for Christine's Advent
On Mar 15, 2013 6:09 AM, sue neff neffsens...@comcast.net wrote:
Dear Origami Friends,
Has anybody seen an explanation for why
folding a chop-sticks wrapper into an over-hand knot
Makes a perfect pentagon
(as in Martha Stewart's pentagon Ribbon Star)?
It must have something to do
On Fri, Mar 15, 2013 at 8:34 AM, sue neff neffsens...@comcast.net wrote:
Dear Origami Friends,
Has anybody seen an explanation for why
folding a chop-sticks wrapper into an over-hand knot
Makes a perfect pentagon
(as in Martha Stewart's pentagon Ribbon Star)?
This is a good example
On 03/15/2013 10:54 AM, Gareth Chen wrote:
On Mar 15, 2013 6:09 AM, sue neffneffsens...@comcast.net wrote:
Dear Origami Friends,
Has anybody seen an explanation for why
folding a chop-sticks wrapper into an over-hand knot
Makes a perfect pentagon
I think this happens because
