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went to google search "" to make sure i was speling it correctly and in a moment of brilliant so-close-yet-so-far, google autofilled " opener". |
the packaging and "inspection report" on cliff stoll's s are as delightful as the itself. i have never seen someone so dedicated and successful at turning mundanity into whimsy. https://t.co/xeujqdizti |
@gordonbrander toward diagramming … |
@kurtisscaletta axolotl on the ! words are easy but i'm not good at identifying ducks. |
@dbrodbeck it lets you into higher dimensions so you can get a of good scotch for christmas. |
@eniwear dude there is much more, like rubiks cubes on a torus, , on a hyperbolic plane.... |
@maximumpango they say the human visual cortex is shaped like a , but that's merely non-euclidean, i suppose. |
@miriam2626 @docrocktex26 if i am a vessel, then i am a . https://t.co/oof4gsoxl4 |
aint tietze, theory, n non euclidean manifolds just complicated versions of the mobius strip?? or is there actually more to it |
@drmrfrancis @artologica @planetdr @nadiamdrake @vmjaggard99 i was thinking . |
like ok with the theory, cmiiw but that only rly came abt during star era, so anyone who became an orbit after that probs doesnt know abt that cuz the mobius is the most widely accepted theory (for the fact its mostly canon but still) |
@ballmatthew clifford stoll is my favorite professor. the guy! |
#kleinbottle how about this mini ?... ...（for more information, please click here... https://t.co/bltdro7uro） https://t.co/r8mhpqcvts |
@eshita did you buy a ? |
@miegakuregame i.e. you can demonstrate something that is better about *your* ! |
@buuckethe4d something something something |
put it in a . |
@govindajeggy you just put it in a . |
@mentova_fox it's a of gay.
yknow. cuz enbies |
new ink is a queer mathematical object called a , which has one surface, no edges, its a 2-manifold surface (each point lies on two axes) on a 4d object, non orientable. in derridean/ buddhist terms the bottle has no inside or outside https://t.co/6qagcyeixz |
mathematics.
imagine a higher-dimensional being attempting to solve a rubik's cube.
youtube: https://t.co/qhebz1ax0e https://t.co/pvckn0rjjd |
@miegakuregame that's a point... i suppose the interesting thing is that the usual picture of the *can* contain things confined to its 3d slice. so it's a limitation of that usual picture that is important to be aware of |
@hamish_todd also the interesting part of the 4d isn't that it can't contain anything... any 2d surface can't contain anything in 4d... |
@neilhimself @michaelsheen it’s gastronomic. it’s art. it’s epic. it’s a bird! it’s a plane! no, wait, i’ve got to check my tv guide. i baked a black hole once. i keep it in a . |
@philmoorhouse76 @jamesdoleman think you would be ok if the premises are in the shape of a in which case you wouldn't be inside or outside of them. |
@ayeameyerene it’s supposed to approximate a , which if you don’t know what that is just trust that it is very nerdy |
📝 random response: shaped trampled him to death. mee6 pinging you? 📝 |
@buitengebieden_ @chimpsinsocks i once created a black hole by stuffing schroedinger’s cat into a . i fixed it but it took 4 billion years. |
created with #geogebra https://t.co/ct9n36mdbz https://t.co/obfzcabjm5 |
@themarkjacka @scottmorrisonmp @antonygreenelec that conjures up images of the .
https://t.co/weltsbsjb7 |
how to fill a - numberphile https://t.co/zdl7ssmr7l via @youtube |
#kleinbottle
our model website is finally online, if you like it, remember to subscribe to follow yo!
https://t.co/rlmkht2fmp https://t.co/iacxujkfv4 |
handmade glass https://t.co/lh5fevggrw |
@numberphile i just had a cool dream where in the dream i was playing a brass instrument shaped like the 3d model of a . if you made an actual instrument out of a real would it resonate infinitely? 🤔#math #kleinbottle #infinite #music |
i've no idea, he's a https://t.co/fecwova89p |
@miegakuregame hi. heads up… my ipad is stuck on ios 12 <sad face> with the latest update, the 2d intersecting loop and spherinder work fine, but the (glass) and both crash the app. i guess i’m sol, but any chance of a fix? |
@miegakuregame you also mentioned a higher dimensional which i assume can hold 4d liquid but still has an intersection. the intersection could be avoided with a 5d offset but then it could not hold 4d liquid anymore either. it seems the offsets tends to break the bottle property. |
playing around with a 4d
from: https://t.co/o34ghkrcj7 https://t.co/dc1zebnm67 |
offset a 2d in the 4th dimension to remove its intersection (4d perspective) : ????
from the video: https://t.co/o34ghkrcj7 |
tl: offset a 1d curve in the 3rd dimension to remove its intersection (2d perspective)
bl: offset a 1d curve in the 3rd dimension to remove its intersection (3d perspective)
r: offset a 2d in the 4th dimension to remove its intersection (3d perspective) https://t.co/ylx9sg3vya |
@miegakuregame oops - i somehow missed the video and was basing my comment on the 3d in the gif below it… |
@egirlmonetarism seems about right. |
4d toys version 1.7: s!
one of the shapes people requested the most for 4d toys is the , so i finally added it!
https://t.co/lvrynjbfjt <- this is cool. dynamic visualisations of 4d shapes in rendered realtime 3d. |
@town_in_new i had some similar images with "" prompts |
@facebookvillain @tadkins613 it's so true it stops being funny, then loops around and becomes funny again. we had a whole thing in a freud meme group chat about "whoaaaahhh what if desire works like a " |
@tadkins613 psychoanalytic types always love a |
@tadkins613 i'll give anything with a on the cover a chance. |
@normonics yes, but only if criminal lawsuits were possible. otherwise, compensation will be paid by the tax-payer. the vaccine court was created to transfer all damage from mandatory vaccination to the very people paying for it. it's the of risk-benefit
https://t.co/ahli30hti0 |
@goblinodds a filled
with sick memes; what is outside?
and what is ingroup? |
this storage container does not close; but inly certain portions are accessible at any given time. it is a fractal kaleidoscopic four-dimensional maze, with many and möbius strip type structures, trapdoors, wormholes and secret passages. |
@miegakuregame isn't the supposed to be a shape that's only possible in 4d? why is your 4d toybox using the 3d representation that we keep using because we can't make 4d objects? (and if you are using a 4d model, maybe you should increase the 4thd scale so it's not so hard to tell) |
wait scratch that, a witch hat |
@kev_gibby i googled because i had no clue. i still have no clue, and i have a headache. |
happy birthday to @johnnyutahng. i'm kinda not able to doodle anything right now, so have a commemorative png of a . https://t.co/pskx6ydgqr |
a can be made out of two mobius strips, and it was never quite clear to me how until i made this visualization where half the bottle morphs into a mobius strip and back.
from the newest video "the true 4-dimensional " https://t.co/uacing4wby https://t.co/gwrrrn6j0l |
the relationship between the and the mobius strip can be clearly seen from their construction: turning one end "inside out" or "upside down" and connecting it to the other end.
from the newest video "the true 4-dimensional " https://t.co/uacing4wby https://t.co/wpznme5gtp |
great explanation and illustration of the in 4d by @miegakuregame: https://t.co/mbhhduffui
#3d #4d #geometry #computergraphics |
4d toys version 1.7: s! https://t.co/mvy5ssffzu
new video: the and the 4th dimension
blog post: https://t.co/fa5rqyut5m
https://t.co/uacing4wby |
shocking realization this morning that the tardis is also a .
of course it’s bigger on the inside; the inside *is* the outside, too! |
@0xhank i'd be interested to see a dark forest round where universe is a rectangle that wraps around in x and y directions - torus
bonus points for implementing a twist on one edge and making universe a |
@saevrick nice 🎩!
i've been considering upgrading to a pi hat ... sadly, my knitting skills are in decline. https://t.co/upohfmmyus |
anyone got a ? looks like an amazing fleshlight/cum jar combo https://t.co/qb4x2aa3u2 |
my dumb ass was like oh 3d model a ? ez. super ez so ez fr. then i tried and i didnt think of the normals i cant fix the normals |
calvin https://t.co/dql7qt7wpm |
spin the https://t.co/lp7sjxhx2p |
this morning, in that liminal state between dream and awake, i had a thought:
was aladdin’s lamp a ?
when the djinn is bound “inside”, is it on the other side of the physical surface we can see?
as there isn’t another side, i could see how that’s uncomfortable. |
earther |
@wyominghippie1 the of boning, my god |
@capritheunruly actually, come to think of it, the original meme is more theory |
@alvarlagerlof @peregrinogris @b0rk "a is an example of a non-orientable surface; it is a two-dimensional manifold against which a system for determining a normal vector cannot be consistently defined". yeah, thanks, wikipedia, that's very helpful. |
gray’s anatomy diagram of the eye.
schematic of a möbius toroid.
and a theoretical opening into the earth ~ https://t.co/grntrnpthk |
@diminishedf @atlantisislame @dotslashjack every time i've ever kiseed anyone it has been inside of every single in existence |
faster program for a118447: number of rooted n-edge one-vertex maps on the (dually: one-face maps). terms: 4,42,304,1870... |
@maniacalv @deardean22 sorry, klein *bottle and i think it is cooler than the above decanter. way cooler. don't know how well it would decant but i love it anyway. |
this elephant is also a . |
invisible |
@diminishedf @dotslashjack no but im saying alternatively the inside of a is everywhere. kind of like how a circle how zero sides but also infinite sides |
@atlantisislame @dotslashjack exactly, you can’t kiss in a if there’s no in |
@diminishedf @dotslashjack there is no in of a but also everything is in a |
@dotslashjack what if we kissed 😳 in a 🙈 |
my hat is getting a bit small on me, might be time to get a new one |
@jupiter_hadley whatever shape a is, that's probably my fave. |
yeojin the topologist... ofc this is loona after all where the is literally part of the lore |
worldly travelers!
the universe is akin
to a .
#haiku #haikuchallenge |
it infuriates me that the loona creative team didnt milk the idea of the mobius, like imagine 2 mobius strips and 1 is hi high the 2nd one is butterfly/so what. and then in 12:00 they join to form a and it can be visualized as the milky way and andromeda colliding https://t.co/9nfkzeffil |
how stoned do you have to be to visualize a four dimensional embedding of a ? |
@neiltyson can you discuss the properties of the sometime? |
i should point out that the above is a representation of a … a four dimensional möbius strip that i have surmised is the closest approximation to the shape of the apparition aawsap program manager james lacatski saw at skin walker ranch. https://t.co/lr2hep8vcx |
@robjlow @quasilocal it seems to be the question you initially asked. below is an actual topologist weighing in. take a solid 3d cylinder and identify its "top" and "bottom", which are disks, with an orientation-reversing map. this has the as boundary!
https://t.co/4qgklvevt7 |
@robjlow @quasilocal "are there n-manifolds which are boundaries but can't be embedded in r^{n+1} in such a way that the thing they're the boundary of is the 'inside'?"
despite my false claim, the is the boundary of a 3-manifold m. yet it can't be embedded in r³ so that m is "inside". |
@dualm @johncarlosbaez yes, the bounds a disk bundle, but rp^2 does not bound. |
@johncarlosbaez i thought it is rp^2 which is not the boundary of compact 3-manifolds? is kind of like a twisted torus, so one can still "fill in" the interior. |
i say "oriented" because the is a compact 2-manifold that's not orientable, and it's not the boundary of any compact 3-manifold.
basically the problem is that you can't tell what its "inside" would be.
(2/n ) https://t.co/fm49heoj14 |
@planet4589 @comeatmefro22 @mikeharrisny @elonmusk @muratpak it's true, the whole universe orbits mars. and i have trapped it all inside my . |
the two möbius bands of a are connected by an ordinary two-sided
band whose back and front sides are colored white and blue respectively
felix klein - germany. https://t.co/z79it5rfea |
my left one usually looks more like a , but great visual nonetheless! |
@1_oneinall1 @sanjabh inside/out side is purely perspective based 🍩
invert the script, poke a hole 🕳 through it and connect it back to itself like a /hopf fibration
https://t.co/kxz0dqyedg https://t.co/jomxievrs4 |
@rockettolulu @ibjiyongi but the bottle gives me chem vibes. ooh it could be morphed into a ! |
@pareinoia my brain is doing a |
@hotdogfuneral with four suns |
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