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Flexagon_Lovers · Flexagon Lovers

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Group Information

  • Members: 140
  • Category: Geometry
  • Founded: Jul 11, 2005
  • Language: English
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Description

Flexagon Lovers is a group for everyone who is fascinated by the world of flexagons. Its purpose is to provide a place to post announcements about flexagon discoveries, developments, and discussions, as well as news about flexagon books, articles, Web sites, and more.

People from all walks of life, including students, mathematicians, teachers, and origami enthusiasts, are welcome here. All you have to have is an interest in these paper marvels.

Most Recent Messages

  (View All)
Pinch flex question
Pinch flex question Scott Sherman, http://loki3.com/flex/g4g10/Flex-Theory.pdf , says Now look at the definition of the pinch flex. (^b,a) (^c) (e,^d) (f)
Posted - Tue May 7, 2013 5:26 pm
Ralph Jones
r_flex10
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Torsion possibility? -corrected
Torsion possibility? -corrected Correction of example 2 of algorithm Q1 I have another algorithm. I’ll call it the Q1 algorithm. With any luck, it will be
Posted - Mon Apr 1, 2013 3:19 pm
Ralph Jones
r_flex10
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Re: algorithm to fabricate a flexagon
Hi Scott, I agree with you. I found similar comments on your web-site and on Robin's web-site. I was distracted by how neat a template tiling the plane seemed
Posted - Sun Mar 31, 2013 8:13 pm
Ralph Jones
r_flex10
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Torsion possibility?
Torsion possibility? I have another algorithm. I’ll call it the Q1 algorithm. With any luck, it will be the torsion of a pat. I welcome feed back from people
Posted - Sun Mar 31, 2013 8:13 pm
Ralph Jones
r_flex10
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Xd1u2-triflexagon
Correction to previous discussion: SF2.22a,b,c instead of SF2.21c,d,e. Also any leaf shape is OK, no restriction for tiling the plane. My first bronze
Posted - Sun Mar 31, 2013 8:13 pm
Ralph Jones
r_flex10
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Message History

Jan Feb Mar Apr May Jun Jul Aug Sep Oct Nov Dec
2013 2 10 19 1 1
2012 12 2 1 1 3 2 2
2011 1 1 17 12 1 1
2010 11 20 13 2 4 5 4 2 5 5
2009 34 13 18 28 25 5 6 3 2 7
2008 5 8 18 6 9 7 1 4 8 16 4
2007 1 42 24 37 39 11 13 22 5
2006 44 12 3 16 5 1 7 19 6 2 1
2005 22 20 36 22 23

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