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drop bear

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Gravity. It works.

It is one of the forces of the universe. And the only one you can employ in a fight. You can't shoot lighting or bend steel but you can employ gravity.

Basically it is a superpower.
 

AngryHobbit

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It is one of the forces of the universe. And the only one you can employ in a fight. You can't shoot lighting or bend steel but you can employ gravity.

Basically it is a superpower.
N-uh! Shelock Holmes could bend steel. In "Speckled Band" he un-bends a steel poker bent by Dr. Roylott.
 

Xue Sheng

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Well crap. There goes my plans for dealing with attackers.

Aww don' let him fool ya...just look at this


tenor.gif
 

granfire

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It is what a litre of water weighs.

Metric is cool.
well, it's the mass of water in a 10x10x10 cm cube.
which happens to be a liter (And it's like 20 or so degrees Celcius...because at 4, water is it's densest and thus 'weighs' more)
But yeah, it's not 'weight' but mass.
Newton is weight.

But nobody uses it this way.
 

donald1

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You guys sound like a bunch of math teachers! All this talk about measurements and kilagrams. You people are making me think...
ezgif.com-crop%20%2810%29.gif
 

Xue Sheng

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You guys sound like a bunch of math teachers! All this talk about measurements and kilagrams. You people are making me think...
ezgif.com-crop%20%2810%29.gif

OK, but just as soon as you apply the gravitational constant (6.67408 × 10-11 m3 kg-1 s-2) to define a (ribbed) algebraic r-bundle to be a sheaf F of groupoids on a colocally ringed module X to be a map, along with a cofinal morphism r: X--> CoCoStack(X) in the category of topological spaces with an affine rib (r*).

Theorem: For any (co)-ribbed algebraic r-bundle V, let VHex be the hexagonal suspension of V* in the category of outer (ribbed) monoids on Hex(X). Let R be a finite fluted k-scheme. Then VHex is flat over Rribbed
 
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