@ACuriousMind I've run into the statement that every manifold has a parallelizable open dense set. I've never heard of this and cannot find any reference for it. Do you know how this comes about?

Bloody Stackoverflow

@ACuriousMind Specifically:

hm... new goal: get 777 rep on Aviation and stay there.

@DavidZ Evil

@DavidZ Just for the challenge of it?

Because it's a nice looking number

I have 777 on Worldbuilding and it occurred to me that it would be a lot more fitting to have that rep on Aviation

@0celo7 I've never heard this statement, but the idea should just be to take any trivializing cover and then shrink the open sets until their intersections become nowhere dense.

@ACuriousMind Did you see my new badge

I just dropped a sample in the coolant.

fml

@BernardMeurer No

Which one?

This bloody thing

This badge can mean two things: 1. You answer obscure questions that aren't viewed by many people. 2. You answer crap questions.

@ACuriousMind Both, mostly the latter

@BernardMeurer If we ask ACM to do a Skype call now what's the chance he has an excuse not to

@0celo7 He will never skype with us

@0celo7 I'm up for it, partly because I'm resonably drunk :P

Wat

@0celo7 Have you talked to your sister in the past 2 days?

@ACuriousMind I'm at work, but OK

@BernardMeurer We doing this?

I'm at the makerspace but I can always close the lab and say I'm working on something

sure, lemme grab me phone

@ACuriousMind get on Skype brah

I forgot my password again, give me a minute

@BernardMeurer I knew it

@BernardMeurer Which one

@0celo7 I'm there; you don't show as online

@ACuriousMind you need to update skype

@ACuriousMind does it work now?

@BernardMeurer where are you

@ACuriousMind Do you know how one would do that?

Especially such that the resulting union is smooth.