Got my tax refund...impulsively bought an oculus rift which should arrive tomorrow. Then I'll get to find out if my/my fiancee's laptops will run it well.
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I've been living in the south since 1999 - I don't think they are aware of the existence of the metric system of units around here. It's "bit", and "smidgen", and stuff like that.Down south it is just killi-gram
We can talk about my master thesis instead. "Computerized Kinematic Analysis of Spherical Four-bar Linkages".You guys sound like a bunch of math teachers! All this talk about measurements and kilagrams. You people are making me think...
No, they are more like grams, miligrams, micrograms, nanograms....Aren't they kind of like telegrams?
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No, they are more like grams, miligrams, micrograms, nanograms....
metric is the sign of the devil!I've been living in the south since 1999 - I don't think they are aware of the existence of the metric system of units around here. It's "bit", and "smidgen", and stuff like that.
You know I WAS totally gonna mention that but thought it would be too obvious...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
Well, of course. That goes without saying.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
We're barely aware of the Imperial system of measurements. "From here to yonder" is a perfectly acceptable expression of length.I've been living in the south since 1999 - I don't think they are aware of the existence of the metric system of units around here. It's "bit", and "smidgen", and stuff like that.
Isn't that a micro-graham?Are you sure they're not like teddy grahams?
biguns and littleuns. You would be amazed how many people I have seen who only know how to read a tape measure this way. Start talking 1/8ths and 1/16ths and they glaze over.I've been living in the south since 1999 - I don't think they are aware of the existence of the metric system of units around here. It's "bit", and "smidgen", and stuff like that.
The only thing I hated about going back to school was the final paper. Sucked the life out of what little time I already had.We can talk about my master thesis instead. "Computerized Kinematic Analysis of Spherical Four-bar Linkages".
You have to have both, metric and standard. Standard for structural bolts, metric for attached hardware. A PITA.metric is the sign of the devil!
Can't even fix your chevy without metric wrenches anymore.
Quite sure. Look for yourself. Does that look anything like a teddy graham to you?Are you sure they're not like teddy grahams?
Quite sure. Look for yourself. Does that look anything like a teddy graham to you?
I grew up with metric. So, I can't for the life of me understand WHY, there have to be twelve inches in a foot or 5280.019685 feet in a mile. That just makes no sense.metric is the sign of the devil!
Can't even fix your chevy without metric wrenches anymore.
I think I need a refresher regarding the difference between "yonder" and "yonderways". I finally managed to sort out the difference between "y'all" and "all y'all".We're barely aware of the Imperial system of measurements. "From here to yonder" is a perfectly acceptable expression of length.
Wow... that is CLOSE. Whew.... how do they even measure that?biguns and littleuns. You would be amazed how many people I have seen who only know how to read a tape measure this way. Start talking 1/8ths and 1/16ths and they glaze over.
I do see the metric system. Most stamping done now is measured with it. Much easier when you get used to it. Over time we have programmed blocks that we use on GUI that display both units. Basically copy/paste.
I have a customer in KY who makes cutting tool inserts. their tolerance is +/- .000010. Now that is tough to maintain.