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Gay of Thrones - First Episode Recap
The thumbnail image for this video has been updated - thumbnail added by oritteropo.
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)
Transforming Formula One: 2014 Rules Explained by Red Bull
Kind of hybrids. With the fuel restrictions, they need every bit of help they can get. This gives them a max of 33 sec of an extra 160 hp per lap. That can save a lot of fuel, and one extra lap on a tank can often win the race.
Cool *animation. Can anyone explain why they need such big battery packs and use regenerative breaking? Are they driving hybrids or something?
To J.K. Rowling, from Cho Chang
I'm asking this out of curiosity, not to be snide -- I really don't follow the HP stories closely at all -- don't children come from all over the world to attend this wizard school and thus the demographics of its students should have very little to do with the demographics of Scotland? I remember them taking a fairly long journey to get there in the first movie...
Really? I understand racial insensitivity, but is this a fair expectation of diversity in a fictional place that takes place in Scotland? Sure, the name is completely off, but it feels like the rest of this anger is misplaced on an author who is not trying to tell a story on themes of racial diversity.
To top it off, crowds react strongly and positively to enthusiastic and impassioned anger, further building the bravado of this poetic "slam" piece.
If Rowling is trying to tell and cast a story reflective of the local demographics, it doesn't appear inaccurate.
Scotland isn't the same type of "melting pot" America has come to be. Again, perhaps the expectation has been created that all cultures must have the demographic diversity that America has established. Remember, the character she is referring to is actually Scottish.
Scottish population by ethnic group (Scotland 2011 Census)
Percentage of total
White Scottish - 84.0%
White Other British - 7.9%
White Irish - 1.0%
White Gypsy/Traveller - 0.1%
White Polish - 1.2%
Other White ethnic group - 1.9%
White Total - 96.0%
Pakistani - 0.9%
Indian - 0.6%
Bangladeshi - 0.1%
Chinese - 0.6%
Other - 0.4%
Asian Total - 2.7%
Caribbean - 0.1%
Black - 0.0%
Caribbean or Black Other - 0.0%
Caribbean or Black - 0.1%
African - 0.6%
African Other - 0.0%
African Total - 0.6%
Mixed or multiple ethnic groups - 0.4%
Arab - 0.2%
Other - 0.1%
Other ethnic group Total - 0.3%
Eloquent Reporter talks Ford with Jon Stewart-2
The thumbnail image for this video has been updated - thumbnail added by eric3579.
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)
Adventures in Jedi School: Sexism and Lightsaber Safety
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)
Sonny Boy Williamson II - Eyesight To The Blind
The thumbnail image for this video has been updated - thumbnail added by oritteropo.
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)
The History of Quattro Explained - /INSIDE QUATTRO
770 HP, 5 Cylinders, 4WD, Licence to Kill -- 1985 Audi S1 has been added as a related post - related requested by radx.
How the Media Failed Women in 2013
http://www.nytimes.com/2014/01/12/opinion/sunday/douthat-the-war-on-women.html?hp&rref=opinion
Thought of this comment stream when I read this. The last line.
It's been clear to me for decades that men have a rough go of it -- societal expectations and pressures that I would find crushing.
As a feminist/humanist, it has always been clear to me that men have to tackle that on their own. Women have been fighting against societal crap, men have to fight their own fight.
Our fights are different, however. (And we need to hold each other accountable. We need to get up in each other's grill about how we compartmentalize each other, and react to each other from our "lizard brains" -- the non-thinking part. Women do it, too -- example -- as much as I say I like a man to show his feelings, when a man cries, sometimes I recoil instinctively. Operative word -- "instinct". Not reason.)
It doesn't help when someone speaks up about their own problem, and someone else says -- yeah? well? I got it bad too. Shut up!
That isn't going to fix either problems.
If we could talk about how these problems are interrelated, that would be grand, rather than turning it into some kind of competition.
Better Mousetrap? No, Better Cardboard Box!
The assumption you're making is that these kids are the first people to look at changing packaging when they're not. There are some unbelievably clever card packing solutions out there. Just go and buy a large format HP printer and marvel at the way the box fits every component perfectly, its a real work of art. Rather than a simple box packed with polystyrene packaging they use almost exclusively cleverly folded card inserts and boxes to pack their stuff.
That's fine for very precise requirements but for general packing there's a simplicity to a cardboard box that's very useful. They're dead cheap to make, the material cost is tiny so any savings there really aren't going to be great.
It's the universalness of the product that makes it so useful. Everyone knows what to do with a box, and even if you'd never seen on before you could pretty quickly work out what to do. This clever solution they've found in this video is missing that bit. You'd need to print instructions or train people how to use it and then all your economy is gone.
It's a big industry and the box makers have very clever box designers already working for them and already doing incredibly clever things for lots of very large companies. There's no catching up to be done. The only difference between these kids and the real box designers is that the kids have a youtube video to impress people who aren't in the industry.
Regardless of whether or not this catches on, it does interest me how many years/decades it takes for intelligent human design to catch up with mass-manufacturing.
Milking Cows For Fuel
The thumbnail image for this video has been updated - thumbnail added by oritteropo.
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)
Snowmobile Drag Racing in the Dirt
In the LiveLeak comments for this, autowolf says:
I liked this vid, would've posted it myself if @oohlalasassoon hadn't
*length=31
Haha, stupid redneck spor... hOOly shit that thing is fast!
Neil deGrasse Tyson is a Buzzkill...!
The thumbnail image for this video has been updated - thumbnail added by eric3579.
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)
Textbook delivery by drone
The thumbnail image for this video has been updated - thumbnail added by oritteropo.
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)
Jane McGonigal: The game that can add years to your life
The thumbnail image for this video has been updated - thumbnail added by eric3579.
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)
Experiments in Speed
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)