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Ever wondered how they come up with those amazing origami designs? JC Nolan's rare, out of print book reveals the secrets...
Created by

JC Nolan

426 backers pledged $16,741 to help bring this project to life.

On Stretch Goals and Running a Project that’s Already Funded…

Hey All,

Check out the new diagrams: http://creatingorigami.com/collateral/pdfs/SIP_Assembly.pdf

I’ve been told that one of the tactics that the “rockin” campaigns on Kickstarter use is the “Stretch Goal” where we set an additional funding goal (past the already achieved 100%) and promise to give away some special something to all the contributors for helping out with drumming up the additional funding.

As we’re rushing to “grow” the project as fast as possible I could definitely see doing some such thing at some point.  Looking at things such as the Crawford retrospective and the French, Japanese, German (and now, perhaps Spanish) translations… the extra funding that we’ve reached will definitely help, but it’s not enough to get us there yet.  Each translation looks like it will cost several  thousand just to “launch” and the Crawford retrospective will cost a similar amount… so we can really use every cent that comes in.

But I’m thinking, right now, continuing to sitting in a place of profound gratitude for everyone’s generosity and support, I’d rather just send something out to everyone and hope that you all enjoy it and share with all your friends. 

So I’m sending out a first piece of what's comping from your contributions.  The attached model was taught to me by Meenakshi Mukerji two years ago who challenged me to come up with a straight-forward algorithm for assembly. 

I’d been working on the diagrams off and on for a couple of years but had never had the time to complete them.  So I took some of the funding and had our photographer take images of me assembling it which were then sent out to the illustrator for rotoscoping.  So here it is, photographed just yesterday and amazingly in near complete form. 

So please share and send it to all your friends.  Let's spread it around let’s see how many copies we can get out there on the net and how fast.   Perhaps it will help get the word out to people who haven't heard yet and get more traffic back to our origami campaign.

Btw, Kickstarter doesn't allow attaching PDF's so the diagrams are posted at:  http://creatingorigami.com/collateral/pdfs/SIP_Assembly.pdf

As always, with deep gratitude,
JC

PS: Some history on the SIP.  The model was originally folded and posted by Francesco Mancini in ’04 and was originally “discovered” by Robert Lang in ’99.  Meenakshi used a slightly different module from Francesco (30 degrees vs. 22.5) whose module was co-discovered and documented in ’04 by Leong Cheng Chit.  Around that time it was also independently discovered and assembled by Jared Needle and Leong Cheng Chit.  And this is a draft of the diagrams... comments and corrections are welcome!

The original paper on Lang can be found at: http://www.langorigami.com/science/computational/polypolyhedra/polypolyhedra-origami.php?id=7

Comments

    1. Creator JC Nolan on May 30, 2012

      It does use 30° bends but that is a variation, Mancini's 22.5° works just fine as well. We'll probably be adding a 27° at some point as well. It's a fascinating model in it's flexibility.

    2. Creator Edward Holmes on May 30, 2012

      I attempted this using modules from a star dodecahedron by Mancini but got confused after 3 stars... does this use 30° bends in the unit instead of 22.5° because that might be where I'm going wrong?

    3. Creator JC Nolan on May 23, 2012

      Thanks Malachi... great minds think alike!

      I just now posted fixed diagrams while you were writing your note. Actually, it was an error in assembling the PDF last night after 5 hours of diagramming and I got the wrong version of the first page in there.

      I think text is clearer now....

    4. Creator Malachi Brown on May 23, 2012

      Nice diagrams of a very cool model. Thanks!

      Also, I don't want to nitpick, but the end of the first page says "One module complete. Fold 5 in this color and 30 total in 5 colors." Shouldn't that be 6 colors?