Collection of Science Jokes P2

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Speaking of the Sun...
ec7baa745cd27046e3caac21dd224036.jpg
 
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on Phys.org
Bandersnatch said:
The best I can think of is: 'yo mama so fat, her curvature is indistinguishable from flat using current best measurement methods'
Wouldn't her mass lead to spacetime curvature?
On the other hand, if she is within her own photon sphere, light could circle her perfectly.

@fresh_42: A 3 Jupiter mass black hole?
 
fresh_42 said:
I simply took a 30 cm Schwarzschild radius
Interesting, that's about three times (π?) the Schwarzenegger radius (biceps radius):
original.jpg
 
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fresh_42 said:
I don't dare to think about the association with a black hole that brought you to this ... I hope it was the time traveling aspect ...
No, it was not that sophisticated :biggrin:. It was simply the similarity of the names Schwarzschild and Schwarzenegger.
 
14724556_227546757664726_3860427708341071082_n.jpg
 
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Bandersnatch said:
Hullo

Not wanting to make a new thread for this silly endeavour, I'll ask here.

Say, if you wanted to come up with a cheeky cosmology-related science joke, what would it be? (I'm thinking, maybe, to put it on a t-shirt)

The best I can think of is: 'yo mama so fat, her curvature is indistinguishable from flat using current best measurement methods'

Any other ideas?

Yo mama so fat she has mass whether the Higgs Boson exists or not (source: http://www.jokes4us.com/yomamajokes/yomamasciencejokes.html)

Yo mama so fat the Hubble telescope used her gravitational lensing to see the big bang.

Yo mama so fat she's known as the great fattractor.
 
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EnumaElish said:
Yo mama so fat she has mass whether the Higgs Boson exists or not (source: http://www.jokes4us.com/yomamajokes/yomamasciencejokes.html)

Yo mama so fat the Hubble telescope used her gravitational lensing to see the big bang.

Yo mama so fat she's known as the great fattractor.
Yo mama so fat and heavy she ate a black hole.
 
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a little astronomy comedy from days gone by ... used to enjoy Pink panther cartoons when I was a kid


there is, in this cartoon, ( as in all cartoons) a number of serious breaking of physics laws :smile:
 
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Very funny blog post about a ridiculously volatile compound:
Things I Won’t Work With: Azidoazide Azides, More Or Less (Derek Lowe)[PLAIN]http://blogs.sciencemag.org/...wont_work_with_azidoazide_azides_more_or_less[/PLAIN]

Some quotes:
Blog post said:
It’s time for another dispatch from the land of spiderweb-cracked blast shields and “Oh well, I never liked that fume hood, anyway”
[...]
The most alarming of them has two carbons, fourteen nitrogens, and no hydrogens at all, a formula that even Klapötke himself, who clearly has refined sensibilities when it comes to hellishly unstable chemicals, calls “exciting”. Trust me, you don’t want to be around when someone who works with azidotetrazoles comes across something “exciting”.
[...]
No, only tiny amounts of this stuff have ever been made, or ever will be. If this is its last appearance in the chemical literature, I won’t be surprised. There are no conceivable uses for it – well, other than blowing up Raman spectrometers, which is a small market – and the number of research groups who would even contemplate a resynthesis can probably be counted on one well-armored hand.
 
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(That’s been settled by their empirical formulas, which generally look like typographical errors)

C2N14[/size]

azidoazide.png
 
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I sometimes get documents that print out like this when a PDF has a font problem :smile:
 
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From which number on is ##2^n > n^3## ?

There is certainly an N.
Probably ##10##, so let's say ##20##.
Works with the nested intervals ##(2,20),(4,16),(8,12),(9,11), \ldots ## and ends up with ##9.93953514142690(5)\pm3 \cdot 10^{-15}##.
##1## kByte ##= 1,000 = 10^3## ergo ##10##.
It's ##\log \sqrt[3]{2} = \frac{1}{n} \int_1^n dx \cdot x^{-1} -dn##
Nonsense. Everybody knows that ##2 < 3##.
 
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mfb said:
We are missing someone who tests n=1 and concludes that the validity starts at n=1.
I was one of them. May be we can get our own spoiler! Alright, yeah! ...
 
fresh_42 said:
From which number on is ##2^n > n^3## ?

There is certainly an N.
Probably ##10##, so let's say ##20##.
Works with the nested intervals ##(2,20),(4,16),(8,12),(9,11), \ldots ## and ends up with ##9.93953514142690(5)\pm3 \cdot 10^{-15}##.
##1## kByte ##= 1,000 = 10^3## ergo ##10##.
It's ##\log \sqrt[3]{2} = \frac{1}{n} \int_1^n dx \cdot x^{-1} -dn##
Nonsense. Everybody knows that ##2 < 3##.
Cynic logician or rigorous mathematician:
The statement of the problem is inaccurate (what is n ? , domain etc. ...)