Jose Jaramilo wrote: Does the original direction of a crease really matter?
Models usually require creases to be a certain way in the finished model
although some models like tessellations can be reversed. Creases can also be
reversed after folding although it weakens the paper. So, I would hav
Thus spake "Kevin Lee" on 6/23/15 9:51 AM:
>Numberphile, a math based Youtube channel with ~1.3M subscribers,
>recently did an episode on Klein Bottles, with Cliff Stoll.08:22 in, he
>reaches to his wall and picks up an origami Klein Bottle
>(https://youtu.be/AAsICMPwGPY?t=432)
>Apparently it's a
Hello
Numberphile, a math based Youtube channel with ~1.3M subscribers, recently did
an episode on Klein Bottles, with Cliff Stoll.08:22 in, he reaches to his wall
and picks up an origami Klein Bottle (https://youtu.be/AAsICMPwGPY?t=432)
Apparently it's a design from an exciting new origami desig
On 22jun15, Gerardo Neorigami wrote: ... At the end you get a 3 unit
triangular bipyramid. Do you know this model? Who created it? What's it's
real name? Where were the original diagrams published?
- I first learned this model, probably around 2005, from a flyer I
acquired (don't remember wher
So what do people think about this? Is it really so important how the first
crease is made or for the sake of precision (and if your not that pressured
to finish the model) you can make it the way you find it easier?
Precision is not dependent on the absolute crease/edge instead it is
dependent
On 22/06/2015 23:42, Gerardo @neorigami.com wrote:
5. At the end you get a 3 unit triangular bipyramid.
Do you know this model? Who created it? What's it's real name? Where were
the original diagrams published?
Tom Hull (in his book "Project Origami", Activity 14, p. 139-151) states
that the
Hello,
This appear to be my "modular bipyramid", the simplest of my "creative
bipyramids" set, the name of the set was chosen because the external layer made
in step 1 can be folded into a lot of different decorative patterns, making
this unit the base for a lot of easy to find variations.
I d
