Mette at her stand
Mette's stand. Lot of rings and mosaics.
The ring of 18 pieces of 18 pointed rings.
Created and folded by Mette.
Ana Maria and her modulars.
Robert at his stand.
Zoom to the part of the stand.
A logo of the convention - Moose created and folded by Robert.
A turtle.
Lang's theorem: For any arbitrary number of legs and wings and any arbitrary lenghts of this legs and wings there exist a base with that number and lenghts of legs and wings.
Corollary from Lang's theorem: for examples see left.
A beautiful example how a piece of mathematics can be embeded into a piece of paper.
Another one example.
Huge modulars folded and assembled by Mette and Sadi. These modulars are created by Tomoko Fuse.
Micro modulars folded by Jorma.
He folded Bob Neale's
six-piece ornament, E.D. Sullivan's
XYZ (6-po with sunken tips) and
Chen's Omega Star (XYZ with planes
folded down).
A march to the sea folded by Jorma.
General view of Jorma's stand
Scheletons of dinosaurs folded by Sadi.
Hanging kusudamas, traditional models folded by members of Origami Finland.
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