> This is the diagram I just finished today. John Montroll's method
> (Origami and Math: Simple to Complex) is used to find
> the vertex location on the edge. Robert Lang's Reference Finder is
> used to find the folding sequence in the beginning.
> http://freedomi.brinkster.net/Sy/Diagram/tridecag
This is the diagram I just finished today. John Montroll's method
(Origami and Math: Simple to Complex) is used to find
the vertex location on the edge. Robert Lang's Reference Finder is
used to find the folding sequence in the beginning.
http://freedomi.brinkster.net/Sy/Diagram/tridecagon.pdf
H
On 3/6/14, KDianne Stephens wrote:
> Meenakshi wrote:
>>Has anybody come across how to fold an origami tridecagon (or
>>triskaidecagon) - a polygon with 13 sides?
>
> 1 sheet flat or 3D - or modular?
If she's asking for a -gon, then by definition it's 2D, isn&#x
-Original Message-
From: Meenakshi Mukerji
Sent: Thursday, March 06, 2014 12:58 PM
To: origami@lists.digitalorigami.com
Subject: [Origami] tridecagon
Has anybody come across how to fold an origami tridecagon (or
triskaidecagon) - a polygon with 13 sides? If you have then please let
On Thu, Mar 6, 2014, at 02:58 PM, Meenakshi Mukerji wrote:
> Has anybody come across how to fold an origami tridecagon (or
> triskaidecagon) - a polygon with 13 sides? If you have then please let
> me know the source. Thanks!
In OSME3:
http://j.mp/1cGxUOn
Robert Geretschlage
Has anybody come across how to fold an origami tridecagon (or triskaidecagon) -
a polygon with 13 sides? If you have then please let me know the source.
Thanks!
Meenakshi
__
Have you visited my modular origami website? http://www.origamee.net
