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my other hourglass is a
i thpught this said "political topology quiz" i was wondering if i was a liberal
@nologos_ wittgenstein might help you there. just untangle the knot. replace the fly bottle with a , and you're good.
@vod88056105 https://t.co/479zx0lwkz they even have a shaped like a mug
@criticalcricket @radiofreetom it's a bunch of men moving circlejerk physics into territory and the gullible women who pay their bills.
dick shaped like a
multiple sources on the internet said i can tumble dry a weighted blanket as long as i use low heat but there were hidden ropes inside?? and now it's a . https://t.co/jsrt2oce6b
wyd 5 mins after smoking out of the https://t.co/deg6f32xq1
sorry babe, but a only has 0 volume in a 4 dimensional space, any equivalent object in 3 dimensional space is forced to intersect itself, therefore giving it a volume greater than 0 deal with it, liberals
@kestenan cool. i am now an anthropomorphic ^_~
@markusziesmann ok i googled it. i can’t believe it but yes, it a dude perfed his gi tract, he’d be a .
@doc_on_the_run i actually include this in the offline version of the lecture! it’s weird to think about, but i think a male patient with a gi perforation into the peritoneum is a human .
"i think if i were a , i would be happy not sad" - @_epistrophic
the #mathyear prompt is alfred-ackermann-teubner memorial prize so i am sharing my #linocut described by winner felix klein. it has a single surface & is a non-orientable surface in topology. simply, it's impossible to define the inside versus outside of this object. https://t.co/ulqujyx5ld
@comradeluanne the vagina is clearly a . https://t.co/klcghjq9q0
@kihelpata @grovavorg @paradoomer i walked away from it picturing a . ultimately way tooo sensitive of a topic apparently
@workingwithdave @revprez you need donuts for that.
jigsaw puzzle. fucking hilarious. https://t.co/iivwxjwat6
one may try to compute this vector space by means of its affine .
@unfortunatalie thank you! it was a weirder shape than the photo suggests. like some sort of fungoid
new loonaverse theory im here for it
oh my god the famous wine bottle
@samidouba @chalaruyanik if the hypersurface is 1-sided, the cut space has a connected boundary which is a double cover of the hypersurface (think of cutting a along a 1-sided curve - the resulting boundary is twice the length of the cut you made!). then schematic 1 is right
@seba_koni @thoughtslime shrinking and transforming into a .
@donttrythis yes you can still order a from cliff stoll and it comes with cliff stoll art. https://t.co/gprtcnxwhv
mathematics. welcome to another universe. this is a snapshot from a simulation of john conway's game of life, running on the surface of a . info: https://t.co/4q3tns2mbg https://t.co/jbm3hl9r2y
so this is how eth looks like
@mrpeterlmorris @mariobuikhuizen @threejs for the , it's in the github pr, not this specific one though (although the non-ar one is at https://t.co/vymntflurv ).
@garettjones i've got a better idea: let's build a dorm in the form of a . the inside is the outside, so everyone gets a window.
@andresecaicedo1 ...cover 13 edges of the graph twice each. in the doubly-counted 13-edge case, it's still the 13-vertex circulant graph (and still a torus, not a ). so we just need to prove that the singly-counted 26-edge case can never happen.
@andresecaicedo1 what about the case? if we take that straight-line walk for 26 steps then (in the universal cover) we'll reach a point in the index-26 sublattice, corresponding to returning to v in the correct orientation. we either cover all 26 edges of the graph once each, or...
@andresecaicedo1 now pass to the universal cover of this cell complex, namely the square tiling of the plane with vertices at the points in z^2. the preimage of v either forms an index-13 sublattice of z^2 (if the manifold was a torus) or the union of two index-26 sublattices (if ).
@andresecaicedo1 if you attach a square face (like the yellow ones above) to each of the thirteen 4-cycles in the graph, then every edge is incident with exactly 2 faces, and the resulting cell complex is a manifold. by the classification of surfaces, it's either a or a torus.
always wondered what a looks like from the inside? https://t.co/wjuyqb1bua
@popelizbet i mean, as "about" as any surrealist might be. hmm, surrealist works as onions...
@liminal_warmth @eigenrobot it's a medieval depiction of the emotion of despair. apparently a proto .
for everyone that knows what a is read this . https://t.co/tlbu7xfqoi https://t.co/kfpvamgh4d
can every be used to define a species which is incidence?
@tutornorman oh yea? can you explain the or whatver to me? i need it to understand the loonaverse thanks
@junestrings i'm both, it's a kinda deal
@joeyshabadoo_ the public
@derekputin girl come get this
@jerryaldrichiii @pandemicdisco it's actually shaped - we just just live in the wrong dimension :) https://t.co/ap7iiq78ek
.@donttrythis hi! clifford stoll is also a hero of mine. we corresponded briefly years ago. clifford's shop is on-line: https://t.co/isl352c6b4
in today's show-and-tell, it's all about möbius strips and the . https://t.co/zqzrntg7t7 https://t.co/sigzwuppko
@quaderror noice. i shall celebrate with a of something.
they didn’t tell you that the overton window is a .
"i'm sending you a formation for the ships". doctor, it's a sphere, not a . just... just tell them to make a sphere...
@thatdremguy @onslaughtiscool its a
also if people have the stuff and everything i’ve been looking for it 😭😭
omama, who created the mountains that are both houses for the xapiri and pillars between sky and earth, would be a container of the container. the fractalized through which the human can be seen in everything, as the universe.
there has to be, in a sense, a container within a container, such that the surface is precisely folded back into the center - a or torus- a black hole in a black hole, or simply, within the universe.
@drmaciver it’s like my value topology is a or something
pussy like a
@ednl @apachx2 @kangaroophysics @mrhonner @standupmaths i think it’s a representation of travelling along a . https://t.co/jbcjfzkl09
a 6-colored , the only exception to the heawood conjecture https://t.co/hlefzjhzu5 https://t.co/maxz4rlton
the alpha and the omega a two-dimensional representation of the immersed in three-dimensional space. https://t.co/afuhxhw17l
@kangaroophysics @0xvalkyrie sounds like a .
@kirikiri1 yesssss lookin ass fish <3
@rob_0x @strngeattrctors @cxkoda ...searching
@michaelgarfield @nurturegirl @tato_tweets panarchy and tracings.
this method is very general, and not at all limited to the sphere! we can tackle any riemannian manifold, some more examples include the torus, and the ! https://t.co/7590kqxqa5
@tato_tweets (what appear in n-1 dimensions to be) paradoxes are the only way to roll as soon as you learn you're a . 😘
random appreciation tweets for your tbt
jax md: a framework for differentiable atomistic physics. it has an interesting api based on a space construct that provides a metric that can be overriden so you could run md sims in e.g. a 🍾 https://t.co/frules1tad
@croftandi2 @seanmcarroll i felt the most fun way to imagine black holes absorbing stuff is to think of reality as a huge with the mass absorbed in such a fashion simply displaced on the same plane we are all on, just around the bend... so we don't see it due to the curvature.
time; a https://t.co/ao8seuwoaj
a https://t.co/rqwnpbfqps
electric guitar rhythm that it could not possibly be performed by a human https://t.co/lnwyucgzfk
📸 2/2: tall c. 2005–19 cliff stoll (b. 1950) glass work by 邢玮 (ms. xing wei) of shanghai, china borosilicate glass courtesy of the artist l2021.0902.002
📸1/2: triple , internally linked c. 2005–19 cliff stoll (b. 1950) glass work by 邢玮 (ms. xing wei) of shanghai, china borosilicate glass courtesy of the artist l2021.0902.003
creating a is impossible in our universe—you need four spatial dimensions! in our 3-d universe, every must have a self-intersection, where tubing crosses through a wall. #mathatsfo #mathematics #kleinbottle https://t.co/riq5arf0kl
give a strip of paper a half-twist and tape the ends together— you get a möbius loop, a one-sided shape with one edge. make two möbius loops and glue their edges together—you should get a . #mathatsfo #mathematics #kleinbottle https://t.co/la0xidiomp
@anmillermath oh! right, connected sum is additive over genus, and rp2 # rp2 = , and the has genus 1. very cool!
@kamerynjw how many mathematicians are known by their most technically impressive work? riemann sum, , möbius strip, gaussian function/distribution, poincaré conjecture... gödel had it pretty good.
@leaftilde got that gorilla grip pussy
the best illustration of a i've seen so far!
@gothalice @kangaroophysics iirc a möbius toroid has different surface normals everywhere or something like that and a should have the same properties ? 🧐 been a while
@gothalice @kangaroophysics isnt a just a special möbius toroid ? i’m bad at topology also my autocorrect handled it perfectly fine 👀
@kangaroophysics is that the inside of a ?
@kangaroophysics @boschbot is this a ?
@annamerlan his ass is a ?
ant wears head cam while trying to escape a
see gregorio franzoni's "the : variations on a theme" https://t.co/n4ochhpzoc
it took me a day of wrangling in @wolframresearch #mathematica but i finally created my own version of the banchoff-cervone ! https://t.co/x1nzih7gpn
@collintuttle @lakesuperior you've been playing with a mobius strip or a
if the living area of the earth is the inside of the , the energy of the pencil cannot penetrate the surface. the arrow penetrates and gives access to the light, creating the self-contained terrarium. the system inside has filters, but needs maintenance to function. https://t.co/bvzpw4bdon
@typesfast somehow, alas, it always ends up looking like a triple ! https://t.co/2j7zqaqtmr
whoops, make that *a funny looking _with a hole in it_
taking a fat rip from my
klein-bottle-shaped earth truther
@cenasdafaba @raymccue @colorblindk1d it's ok, we can build a giant and live inside and outside simultaneously.
telling the kids this was a https://t.co/sq0a03fo2j
@rantyhighwayman you drink your cider from a . https://t.co/brxmzens4z
get inside access to one the hottest startups in silicon valley, the .
triple !
current mood: on lsd? https://t.co/bvqhhqy2dp
life is a full of piss, sometimes it just is what it is
split the in the middle you will get two mobius rings. the mobius ring was discovered by german mathematicians mobius and john listing in 1858.
but every tiny patch of the in 2-dimensional. in this sense, a is a 2-dimensional manifold which can only exist in 4-dimensions. in fact, the and the mobius ring have similarities and similarities.