[Artists can be so vola t i l e .]
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happy trans day of visibility. please remember that i am hot [he/him]
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this came to me in a dream
graphic design is not my passion
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here's my self insert/standalone oc miuchi suzuka!! shes so dear to me and i have a google doc containing 12k of ship writing between her and various haikyuu boys <33
(please let me know if the kanji is off!!!!)
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i made sum :D
no need to cred me if you use them just like and reblog if you do use them lol, I'll take request if ya want to 👀
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i was going to draw tonight but i found this again and decided to post it since why not
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Max: Today my mom put her clothes in my drawer by mistake and I almost wear them by mistake 'cause I was getting late. Could you imagine? I could had been wearing that all day without noticing!!
The original had a traced Max.png with lingerie.png on but I decide to change it since this was way funnier
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a lot of geometry-interested people know about truncation (and for good reason, seeing as it gives us a lot of the Archimedean solids from the Platonic solids), but I think more of us should talk about geometrical chamfering, also known as edge-truncation. this operation is essentially truncating the edges of a polyhedron instead of the vertices! chamfering a cube results in the chamfered cube, which is a near-miss Johnson solid. you can also think of chamfering as adding hexagonal faces where each edge of a shape originally was. repeatedly chamfering a shape gives you a sequence of Goldberg polyhedra, which is really neat.
above, from left to right: the chamfered icosahedron, chamfered dodecahedron, and chamfered cube.
image sources:
T. Piesk, Polyhedron chamfered 20 edeq max, 11 February 2018, https://en.wikipedia.org/wiki/Chamfer_(geometry), CC BY 4.0.
T. Piesk, Polyhedron chamfered 12 edeq max, 11 February 2018, https://en.wikipedia.org/wiki/Chamfer_(geometry), CC BY 4.0.
T. Piesk, Polyhedron chamfered 6 edeq max.png, 11 February 2018, https://en.wikipedia.org/wiki/Chamfer_(geometry), CC BY 4.0.
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Making some pride bracelets 🌈
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