Origami Sunflower Tutorial (Tim Rickman)
Full length advanced 3D origami tutorial, Sunflower by Tim Rickman.
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CORRECTION: The acute angle of a 5, 12, 13 Pythagorean triangle is 22.62 degrees. To divide 360 in to 16 parts evenly, the angle would, of course, need to be 22.5 degrees. I apologize for not doing the math before I published this video and solemnly vow not to make such a blunder in the future. Yours truly, Tim Rickman.
This is the tutorial for my ORIGAMI SUNFLOWER. I created this model while designing a way to add eyes to a caterpillar origami I'm working on. As a happy accident, I invented something new to do with an origami circle that I call a Ripple Sink. I'm hoping that the name catches on because I want to be a famous origami designer. Just kidding, but no, really, I do want to be a famous origami designer. It's also the first video where I explain what I'm talking about when I say I'm building models using Integer Base. I'm still learning my way as a designer and as a YouTuber but I bet my fans can note an improvement from my first few videos. Sorry about the sun being too bright for the part where I'm showing you where to make the fold for the sink fold. I added a fairly descriptive picture before that segment which should help to clear things up. Please visit www.facebook.com/rickmanorigami and subscribe. And please click the like button for this video tutorial because it will help other people know that it's worth watching!
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P.S. Blah blah blah... :)