Monthly Folding Challenge: September 2014

Friendly design and folding competitions.
Edg
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Monthly Folding Challenge: September 2014

Post by Edg »

This months topic is dragons...yeah, I know there are plenty of origami dragons about, but seriously, who doesn't like dragons?
To make things more interesting, here are the rules:

NOT from a square! Any other regular convex polygon. Multiple sheets ok.
No cuts

Hoping to see some inventive creations!
Last edited by Edg on September 2nd, 2014, 3:59 pm, edited 1 time in total.
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Swapnil Das
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Re: Monthly Folding Challenge: September 2014

Post by Swapnil Das »

NOT from a square?! That was unexpected! Oh well, I'm ready! :twisted:
We're all stories in the end.

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Edg
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Re: Monthly Folding Challenge: September 2014

Post by Edg »

Ha ha, well, I've always felt the one square only rule might put some of folders off; modular folders, for example, or those with less design experience (myself included :wink: )
Of course, such constraints are often desirable...necessity is the mother of invention, as they say.
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valerite
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Re: Monthly Folding Challenge: September 2014

Post by valerite »

Eep! I don't think I've ever actually designed anything not from a square...
I think I'll end up going for a silver rectangle if I get around to this :P

How do people suggest subjects or these contests?
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origami_8
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Re: Monthly Folding Challenge: September 2014

Post by origami_8 »

If I understand it correctly "regular convex sheet/sheets" excludes rectangles.
So you would have to go with equilateral triangle, pentagon, hexagon, ..., or circle.
Edg
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Re: Monthly Folding Challenge: September 2014

Post by Edg »

Sorry, should have said polygon not sheet? didn't think that would exclude rectangles, but to be honest I just copied the term from another post on here ( with a quick search to check I kind of knew what I was saying :oops: )
I guess I should have left it as just not from a square.
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OrigamiGeek
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Re: Monthly Folding Challenge: September 2014

Post by OrigamiGeek »

Sounds intresting I think I will partisapate
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origami_8
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Re: Monthly Folding Challenge: September 2014

Post by origami_8 »

@Edg: Whether you say polygon or sheet doesn't make any difference, rectangles (excluding squares) are no regular convex objects. Actually I think that would make the challenge kinda funny. But of course, you make the rules, so if you want to include rectangles it is up to you to change the Rules.
Edg
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Re: Monthly Folding Challenge: September 2014

Post by Edg »

Thanks for pointing this out, origami_8, it took a little while but I understand now ( its the "regular" bit that excludes rectangles, right?)
I agree, the rules as they stand may be fun! Thanks for the heads up.
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chesscuber98
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Re: Monthly Folding Challenge: September 2014

Post by chesscuber98 »

Oh man, I cant wait to see a dragon from a hexagon :P
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origami_8
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Re: Monthly Folding Challenge: September 2014

Post by origami_8 »

Okay okay, it is no dragon, but at least it is from a hexagon and it has dragon in its name...
While playing around with a hexagon that I folded and unfolded quite a bit, I came upon this dragonfly. Given that it is just a draft, it doesn't look as clean as it could, but I still like the result, so I decided to post it here to remember everyone to bring in their entries ;-)

Image
roodborst
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Re: Monthly Folding Challenge: September 2014

Post by roodborst »

I was wondering what the reference point is on square to make it a hexagon? I tried making thirds and then folding the 4 corners. But that wasn't right. The I used eights on the diagonals but that wasn't accurate. Is there an easy way to find the reference point? I hope this made sense and someone can help me!
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tschobigami
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Re: Monthly Folding Challenge: September 2014

Post by tschobigami »

source: Dominik Meissner/ orime http://www.orime.de/origami/grundlagen/ ... index.html

this one is the solution with the least excess paper http://www.orime.de/downloads/origamigl ... seckd1.pdf
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Re: Monthly Folding Challenge: September 2014

Post by roodborst »

Usefull! But after looking at it I realised I've trying to fold a octagon instead of a hexagon. Achieved by folding the four corners of a square inward. I need the reference for the corners so all 8 sides are the same lenght.
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origami_8
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Re: Monthly Folding Challenge: September 2014

Post by origami_8 »

Make a preliminary base and squash all 4 sides. Then fold up the four corners from point to point. When you leave the corners folded but unfold the base, you end up with a regular octagon.
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