I took the day off because Iām a giant baby when I get sick. Well. Small sick. Big sick Iāll just try to soldier on through until I canāt take it. But as sinus infection? No maāam.
SO, letās talk origami. I made a few things recently that Iām proud of you. Weāll start with the boring one - the Sierpinski Tetrahedron.
Itās not the best view, but there it is - a small Sierpinski Tetrahedron. Just soās you know, I used that same old stretched Rafaelita. Itās served me well.
NOW letās talk fun stuff.Ā
This is a Menger Sponge. It took SO MANY business cards. SO MANY. Fortunately, I work for a company that believes upward mobility is a wonderful thing (true) and business cards are a must for every managerial position (false).
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Hiya! Itās been a long time. Things are getting better, but. Anyways, lets talk origami.
So I took the Rafaelita unit and stretched it along both axes. The top two pictures are one way and the bottom the other. Interestingly, theyāre obviously both edge units, but in one, they became face-joining and in the other, vertex-joining. The top is disassembled because hexagons, while beautiful and perfect and my favorite shape, are not terribly stable, and refused to cooperate.
Iāve been thinking about buckyballs alot. The ones we fold are really the dual of the Buckminster Fullerene molecule (I believe) which I find FASCINATING. Especially since we think of them the same. Either way, Iāve nattered extensively about buckyballs elsewhere, I believe, so Iāll just say this. These tetrahedra (for the tetrahedron is self-dual) are made with the origami version of the buckyball in mind. They each took 24 units to make, and the construction was vastly different - and fun! If you make these, notice the hidden octohedron in the bottom one - it blew my mind when I saw it. I think next Iād like to make an icosahedron using the bottom method.
So, I think this post has been coming for months. Iām (hopefully temporarily) hanging up my tumblr hat. I still do origami, but not nearly as often, and not anything that pushes me. Iāll explain more after the jump cut - click it at your own risk, as it will include me whining and a frank discussion of health issues (that, as a person raised in the south, are uncomfortable to talk about even with my doctor.)
Before the jump quote, though, I wanted to say thank you to everyone who followed, encouraged, taught⦠you all meant a lot to me, and every time I fold, I fold better because of you. Thank you. I hope this is temporary, but as with so much else that I hope is temporary, who knows?
Thank you again - I love you.
Letās talk about why this is happening. There are two main reasons - weāll start, logically, at the first. Work.
I sell insurance. More importantly, I donāt believe Iām very good at it, which is a huge hindrance to selling. Itās⦠depressing. Some day I donāt feel like Iām worth the job, and that has seriously cut my motivation to do anything extra. Like origami.Ā
Now for the other reason. GI issues.
Let me be completely clear - I believe these are psychosomatic. I honestly think that the stress of the job and the depression of not being good at it and the feeling of being trapped there by my student loans are what are causing the issues. Iām taking steps to address those, but thereās no quick fix.
Being so Southern, Iāve come up with a dozen or more ways to talk about my medical issues because Iām uncomfortable addressing them straight forward. But, for this? You clicked the jump cut, Iāll assume youāre okay with it. Iāve basically had diarrhea for the last six months. It comes and goes, but itās been as bad as four days in a week at the worst. Even when itās a good period, and itās not interfering with work, itās still there. The worst is the abdominal discomfort - I never know if Iām just feeling ill or if I need to go home, so itās really interfered with staying at work. Since I work on the phone, thereās no guarantee Iāll be able to go to the bathroom if itās an emergency. So I just have to leave. Fortunately, I had a lot of sick time saved from when I was in training - itās gone now, though, which means if I leave for more than the hours I accrue biweekly, itās leave without pay which is just wonderful.
Iāve had a colonoscopy, a Celiacās panel, and an ultrasound and theyāve found nothing. Which is good, itās not cancer itās not an incurable disease itās not a disease that weāve found itās not a parasite itās not an inflammation. It is frustrating though, because we can only treat the symptoms. Not terribly helpful.
To combat it, the doctors proscribed Hyoscyamine Sulfate and Cholestyramine which have made it bearable - thankfully I have good medical insurance because that colonoscopy alone was $500+ out of pocket (and a lot more, but I got reimbursed for the excess - it only ended up being about $600 total out of pocket).
The other thing that Iāve done is Iāve changed my diet and exercise. By the exercise bit, I mean Iām doing it at all. In my cooking, itās fresh vegetables and meats and fruits and the occasional potato or rice. Itās also almost completely dairy-, gluten-, processed sugar-, preservative-, soda-, caffeine-, alcohol- and soy-free. Not because I have a sensitivity or allergy to any of those, but mostly because of what if. What if cutting those out would make a difference. They havenāt, but Iām learning to cook, so. Next week Iām making a pork stock from trotters and then using it in my version of a porc bourguignon! Iāve also lost 30 pounds as a side effect of this change, which is nice. If it keeps up, Iāll be 100 lighter total by December, which Iām not mad at, having always been ~300 as an adult. Still though. No help on the GI front.
If anyone has any insight, please feel free to message me here - or on my Instagram which is also bespokefolds.
A tiled Aztec Twist! (also some napkin-cranes I folded for brunch)
Before getting into the meat of the tess, I want to offer an insincere apology about the lighting in my photos. Sorry. I got a new desk so now I fold upstairs in myĀ ābedroomā (itās a loft-style apartment?). Anyways, because I work night shift, I have light blocking curtains and also because Iām incredibly lazy and not nine feet tall the light right over my bed, closest to my folding table has been out for several months. Doesnāt interfere with the folding though because I have a great desklamp which has the wonderful benefit of making night photographs have +1 harshness! Itās better for my folding, though, so pfft.
NOW this is folded from a 31 inch hex of Urban Metals. As you all know, this is my FAVORITE paper and - oh god, itās time for a sidebar - until recently, Iād only seen three color combinations. NOW I FIND OUT THAT THERE ARE SIX???!!! And the place I buy my urban metals from isnāt planning on stocking anymore of the gold/gray and Iāve never seen the gold/black or the silver/black? If you know anything about the other colors, i.e. where to buy them, please PLEASE let me know.
Okay! I folded 64 divisions because when I folded it to 128 for this tess, there were a couple of pinholes. The Aztec Twist has a lot more folding than the Spreading hex, so I didnāt want to tax the paper. One of the things that I enjoyed about tiling it was the simple exercise in figuring out how to join the tiles. The regular pleats and off-grid pleats switched roles at the boundaries and it was fascinating.
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So this project was MONTHS old. See parts 1 and 2.
Eventually Iām going to learn to stop using scrap booking paper. Itās too. Soft. The Question Mark has a tear on each wing in the same place - luckily itās in the back, so you canāt see it. On the plus side, I was able to make the pattern on the wings do what I wanted, unlike with the Origamido butterfly. Positive thinking, right?
Hopefully iāll be able to mount these come Friday so I can post a picture of the final project!
Hiya! Here are two Buckyballs made with Lukashevaās Rafaelits module! The one on the left is the version with triangular faces whereas the one on the right is composed of hexagons and pentagons.
I decided to make both because I hate myself there was something that felt weird about the triangular facet version every time Iāve made it. Well, except the first, but that was with PHiZZ units, and yearsyearsyears ago, so Iām not counting it. Please ignore the detritus on the desk and also the gaps - the Rafaelita donāt like sixes.
The problem I have with the triangular facet version of the buckyball is this: it looks like an icosahedron. I included an extra shot of the triangular one so that you could see the division into giant triangle faces. There are twenty of them. Each on of them is one hexagon on a normal Buckyball (of course) and 1/5 of the pentagon at each corner.
Hereās the difference. Towards the bottom of this page on Eulerās Theorem (one of many, Iām assuming), it states that you cannot have have the sum of three angles at a vertex equal 360° - thatād be flat. Youād be tiling the plane. Basically, you wonāt have groups of three hexagons; the interior angle is 120°. When weāre using triangles, though, the interior angle is 60°, so the problem is triangles in groups of six.Ā
Now! The cool thing about the triangular facet version - there are clusters of six triangles EVERYWHERE. There are far more than twenty. Yes, they get used multiple times, thatās irrelevant. So, basically, you have would have a giant flat plane if there werenāt the clusters of five triangles that act as the vertex for the giant triangle faces. Planes can easily bend in one direction and when you complete your buckyball, youāll see lines that form the edges of the triangles, running right through hexagons. Itās really neat.
Now, there are two conclusions to be drawn from this:
Because youāre making giant triangle faces, youād get an octahedron if you exchanged the group of five triangles at the edge for a group of four, and a tetrahedron with a cluster of three.
And, since weāre not constrained against tiling the plane, we can actually make the faces have more or fewer triangles, as long as it follows a couple of specific rules.
Neat right? Next thing I want to make is a triangular facet version with colors organised in hexagons and pentagons - itāll look pretty. :3
Did you know that a Sonobe icosahedron fits inside of a PHiZZ dodecahedron?
Iām trying to be fold more contemplatively this year, to learn more from what Iām doing.Ā
Also, I think we can further divide edge units into: vertex-closure edge units, face-closure edge units, and edge units that can be either depending. I donāt know if thatās a useful distinction, but. For example, the Sonobe edge unit - Iād say that thatās a face-closure and because of that, we know itās an icosahedron, not a dodecahedron (I know, obvious, but). Although the closures of the PHiZZ unit form little pyramids, Iād argue that thatās a vertex-closure and thatās why itās a dodecahedron. Useful? I donāt know. Correct? I donāt know.
But, it had me thinking, and thatās always good, right?
First, this is a Hydrangea Octahedron, inspired by the inimitableĀ @origamipenguinsā Hydrangea Cube.Ā
Now, the epiphany. If youāve ever video chatted with a drunk me (<3Ā @foldswithinfolds &Ā @paperloveaffair <3) and talked about origami, chances are Iāve expressed my feelings about the sonobe cube at least once. My epiphany may not mean much to anyone else, but itās mine and I love it. When you use Sonobe units to make an icosahedron, octahedron, or Toshieās Jewel, you have triangular faces. If you apply the same faces to the cube, itās a stellated tetrahedron that just happens to look like a cube. Thatās what I nattered on about, and, in some overly complicated view of the world, itās not wrong. Here recently, though, Iāve been trying to critically think about my understanding of what I do and how my preconceptions of a model affect my execution. One of the ways the Mukerji categorizes modules in Exquisite Modular Origami is by the part of the polyhedron youāre folding: edge, vertex, or face. The Sonobe we use to create icosahedra and octahedra is an edge unit. I was laboring under the false assumption that the designation as an edge unit was fast, like the designation would be on the vast, vast majority of units. Itās not.
Itās not.
When making cubes, itās a face unit. Itās the addition of the diagonal crease that turns it into an edge unit. Thatās a beautiful thing. Especially when you can apply that same principal to other square face units, i.e., the hydrangea used in the hydrangea cube. In the cube, itās a face unit. But pop one more crease in there (indeed, that crease is already there, youāre just reinforcing it) and itās now an edge unit.
That being said, thereās no reason this couldnāt be an icosahedron. No reason other than it would take FOREVER. Probably not as long as Rose Auditorium, but still
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This is Sixfold Symmetry. I found a picture on Pinterest (no judgement please) and thought, I can do that. Couldnāt find a cp or diagram, so I just guessed. Fortunately, I guessed right. Unfortunately, the paper I used was a bit too clothlike. Itās not as sharp or neat as I would like, but eh.
And, yes, thatās the PHiZZ torus on my lampshade. I donāt know what to do with it and it fits there.Ā
Iāve been stressed out at work this week - twelve hour shifts, no one giving me credit card numbers, not fun - and I had a procedure done Monday, so forgive me if the tips are not great.
The top picture is what I made when I forgot how to make Lukashevaās Igel. I knew the shape I was going for, and the connection, but I completely misremembered the steps. Considering itās a very different unit now, Iām pleased with how similar it is. Made it for one of the gals on my team. Her desk was colorless and she was having a rough day, so.
The other two pictures are... I donāt know? The not-Igel got me thinking about connections, so I decided to blintz fold some kami and use the flaps as connectors. Itās not the strongest lock, but Iāve made kusudama with weaker locks. I enjoyed it not because itās pretty (because itās really not) but for two reasons. First, itās a face unit - I donāt remember ever having done one before. Second because the connections are just from the triangles made by the blintz fold, the actual faces are one layer thick - it feels incredibly thin, like a drum. I tossed it on someones desk, though, and it stuck together. I see no reason why I couldnāt make a tetra-, octa-, or icosahedron if I used one of my reference folds for the blintz fold as a hinge, but that would make it an edge unit and not quite as fun.
Finally, I have no clue where theĀ āboing boingā tag came from. I started this on my phone, as I always do, and when I moved to my computer to prattle at you it was there. I donāt know why. Iām going to leave it though. It looks happy.
Iāve been playing with this for a long time. As you can tell from the third photo, itās a variation of a sonobe unit - my favorite! :D What I like about this is that, typically, I think about the thirty unit sonobe models as icosahedrons because of the triangular faces. This model, however, presents wavy pentagons - so I think of it as a dodecahedron.Ā
There was a quote I saw FOREVER ago that Iāve not been able to find, but it was from Gjerde, and it was basically saying that if something you create has been created before, thatās okay. You still went through the process. I donāt know if anyone else has made this - Iām still happy because I did. If no one else claims it or can point me in the right direction, I think Iāll call it the Grace Sonobe.
Please ignore the detritus on my work space. I swear itās all necessary, and not just because I clutter.
Thomas Hullās PHiZZ unit arranged in a torus. SUPER fun, highly recommend. The only downside is your friends WILL get tired of you sending them progress shots because it takes forever. It took me two days (plus a little more that Iām not counting because I only had to go to bed early because of doctorās appointment, so just two days, really) of folding to do this. Iām incredibly pleased I switched to the 3ā³x3ā³ because the 1ā³x1ā³ were a nightmare. I can do PHiZZ icosahedrons with the teensy no problem, but the geometry there is much easier to force.
IF youāre going to make one of these, I have a few recommendations. As you can see in the fourth picture, I have aĀ āStandā for it - ABSOLUTELY FUCKING NECESSARY FORGIVE MY LANGUAGE. Your arms will get so tired of contorting to get to the connections if you donāt have one of these. Trust me. The other recommendation is to connect a cross section as soon as youāre able - good sense of accomplishment and much easier to continue on.Ā
Now lets talk size - Itās hard to know when to close it! Mine has more units in it than the one in the link earlier because... Well, I closed it when I felt like it. One of the shapes you make is pentagons and I have thirteen on each side of the coffee cup whereas the one in the link only has twelve. Iām confident you could do fourteen if you wanted too, so, you know, a full rainbow, not that purple nonsense.Ā
Thank you to @paperloveaffair for not blocking me instagram for spamming you with progress shots. :#
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