The Fitful Flog

November 23, 2006

Still in Alpha

O3 Rose, 0.4

Where Are The Phreakin’ Diagrams?

None, yet – and when there are, they’ll be debuting on a different stage. (We’ll link to it.)

Till then, an unimproved CP for the impatient: O3 Rose, 0.4

Or: O3 Rose Crease Pattern, Somewhat Improved.

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8 Responses to “Still in Alpha”

  1. 1
    Eric Gjerde Says:

    Working on that, by the way, hope it will not be too long.

    This is a beautiful model! It looks deceptively simple. I can’t fold the Kawasaki Rose, so I’m not sure that this one will work either, but I’ll give it a go!

  2. 2
    Origami Tessellations Says:

    Origami Rose by Oschene

    Philip Chapman-Bell, also known on the origami circuit as Oschene, just posted a crease pattern for this absolutely wonderful origami Rose, folded from a circle of paper. It has pentagonal symmetry! Marvelous!
    Visit his website and download the CP.

  3. 3
    J.V.Page Says:

    This year there are very nice roses folded by diifferent people, Robert lang.Chit, and now you all have diffeent approches and all are nice well done. please post the diagrams at the erliest . people like me cannot fold it only from C.P.

  4. 4
    oschene Says:

    Hey, J.V.,

    Diagramming this model is high priority. But first, I must work the bugs out. Stay tuned for updates.

  5. 5
    Chad Stewart Says:

    How do i get this rose model thingy to work??? i printed it out, are there instructions O.o??? *cough* making it for my gf’s birthday*cough*

  6. 6
    HOA THOI Says:

    i struggled for more than 3 months for the kawasaki rose , finally got it almost there except for the easiest part which i can’t do is to close the bottom, here i’ve seen your beatiful rose, i’m still working on it , thanks to you generosity and my boss’ junk mail

  7. 7
    Rogie I. Rodriguez Says:

    Nice project….!

  8. 8
    Frith Says:

    Nice. I found this site when researching an experiment into an ‘octagonal’ rose.

    I have a question though. The basis of these types of roses is a twist fold, and my original theory was that this twist can only be performed if the opposite sides of the polygon are parallel (square, octagon…), but you have done it with a pentagon.

    So my question is this: can you perform a twist fold with any regular polygon? Or what might the criteria be do you think?

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