There's an overlap of paper on both
sides of the intrinsic straight crease, which is curved in the final model.
Robert Lang calls the couplets flanges in his flanged pots. We can, of
course, have two intrinsic straight creases for the couplet. The surface of
the model will then be polyhedral.
Does anyone know the date and location of the Korean Convention in 2014? Do
they have a website?
Thanks and Regards
Ravi Apte
On 11/10/13, Ravi Apte ravi.a...@gmail.com wrote:
Does anyone know the date and location of the Korean Convention in 2014?
So far It has always been held in Seoul, South Korea, the weekend
after the Origami Tanteidan convention. In 2014, that will be held the
weekend after 6OSME: August 16/17 in
Hi Ravi,
Korean Convention: August 23-24, 2014.
Mark Bolitho and I are collecting convention dates for the 2014 BOS
Calendar. If you know the dates of your societies convention, please email
me (privately! Don't swamp the o-list!) at edi...@britishorigami.info . We
have quite a few dates
Happy day, everyone!
I love working with two inch papers, but if I cut it down to one inch, it
fails. Does anyone know of a paper thin enough and strong enough to work?
Thanks and good folding!
Christine
On Nov 10, 2013, at 9:28, Christine Tatro ifol...@gmail.com wrote:
Happy day, everyone!
I love working with two inch papers, but if I cut it down to one inch, it
fails. Does anyone know of a paper thin enough and strong enough to work?
Thanks and good folding!
Christine
I recently had
Thanks Anne and Dennis,
So it looks like this
6OSME, August 10 to 13, 2014
Tanteidan Convention, August 15 to 17, 2014
Korean Convention: August 23
to
24, 2014
It will be interesting to know if there are plans for the period between 18
to 22. Generally the JOAS folks organize a tour. Does any
On Sun, Nov 10, 2013 at 10:49 AM, Ravi Apte ravi.a...@gmail.com wrote:
6OSME, August 10 to 13, 2014
Tanteidan Convention, August 15 to 17, 2014
Korean Convention: August 23 to 24, 2014
It will be interesting to know if there are plans for the period between 18
to 22...
There has been talk
Hi everyone!
Yes, I've fallen into a folding frenzy - as much as my time allows right
now at least - and it's all about Maria Sinayskaya's wonderful stars!
Here are some of my folds:
http://www.happyfolding.com/gallery-sinayskaya-star_corona_boreale
There's an overlap of paper on both
sides of the intrinsic straight crease, which is curved in the final model.
Robert Lang calls the couplets flanges in his flanged pots. We can, of
course, have two intrinsic straight creases for the couplet. The
surface of the model will then be polyhedral.
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