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The future of indoor farming
GE is doing something similar in Japan: http://www.gereports.com/post/91250246340/lettuce-see-the-future-led-lighting-helps-farming
I suppose lettuce is chosen due to it's quick maturation time.
I Get Mad
The thumbnail image for this video has been updated - findthumb requested by eric3579.
![](/thumbs/i/ge/I_Get_Mad.jpg)
The duration of this video has been updated from unknown to 1:19 - length declared by eric3579.
Zero Punctuation: Spec Ops: The Line
The thumbnail image for this video has been updated - thumbnail added by blackfox42.
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)
Map of rainfall and snowfall 2014
God damned that 60deg line... Always leaves Finland without data, we can't even get good altitude maps here from GE..
nock
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14 New Species of 'Dancing Frogs' Discovered
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)
Merry Christmas / Happy Holidays to ALL. (Happy Talk Post)
Merry Christmas,
Happy Hanukkah,
Gesëende Kersfees,
Glædelig Jul,
Buon Natale or Buone Feste Natalizie,
Froehliche Weihnachten,
Feliz Navidad,
Sung Tan Chuk Ha,
Feliz Natal,
Shinnen omedeto. Kurisumasu Omedeto.
These are not the droids you're looking for,
Mele Kalikimaka,
Kala Christouyenna,
Bada Din Mubarak Ho,
Nollaig Shona Dhuit,
the Elizabeth warren speech that has everyone talking
Warren is a "Champion" against Corporatism, and yet she supports the Ex-Im Bank that gives $8.3 billion to Boeing and $2.6 billion to GE (Mercatus Scholars on the Export-Import Bank). Because, y'know.. logic and consistency. "The people's" support of Warren is support for all of those entities that make her employment as a politician possible. In other words, "the people's" support of Warren (regardless of her rhetoric or polemical attempts at persuading a disenfranchised Left) is, in fact, support for all of those entities which make her career as a politician possible (i.e., the very corporatist relationships she rails against, while simultaneously supporting with favorable legislation). Despite all the rhetoric, make no mistake that Warren knows exactly where her bread gets buttered.
(While this is fairly basic stuff for most if not all of politics-as-usual, it's just so deliciously blatant with someone like Warren that it's too satisfying to resist pointing out.)
A restored WWII fighter with operational machine guns
I agree; I was just startled that someone could even do this; and for purposes of the Sift, to see the 6 machine guns actually firing---that's sort of amazing. In terms of rounds fired, 6 together would be the equivalent of one Gatling gun now, I think. (6X500 rounds per minute = roughly equal to a burst from a GE minigun?)
The P-51 is one of the most beautiful machines ever built, IMHO.
While there's no arguing that its cause was just, its job was still an ugly one. I'd much rather see it fly than fire its guns.
Black Sabbath-War Pigs (Iraq footage.)
The thumbnail image for this video has been updated - thumbnail added by eric3579.
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)
newtboy
(Member Profile)
Your video, Jeff Goldblum stars in a Tim and Eric directed GE bulb ad, has made it into the Top 15 New Videos listing. Congratulations on your achievement. For your contribution you have been awarded 1 Power Point.
MRI technicians tune machine to play "Smoke on the Water".
I call bullshit.
That's obviously a GE QX/i Quad Slice CT scanner.
Bernie Sanders tears into Walmart for corporate welfare
If there was no welfare of any sort, people would still have to apply at Walmart. People with stomachs to be filled far outnumber jobs that generate an income. And while the population is increasing, the number of jobs -- in the long run -- is actually decreasing.
It was always clear that automation would greatly reduce the number of jobs in manufacturing and agriculture, first and foremost. Given that the latest burst in technology is represented by Google, Apple, FB and Amazon, I'd say the hope of generating jobs through new areas of technology fell flat on its arse -- those four giants are worth a combined $1T, yet employ only 150k, or half as many as GE.
tl;dr
#people >> #jobs, exacerbated by robots/automation and politically suppressed aggregate demand
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As for minimum wage being entry level wage: that's the idea, but given the age structure of fast food workers and the number of them who worked the job for years and years, it is merely theoretical in nature. Many people are stuck in it, others are floating in and out of employment at minimum wage level. Asking for a higher wage becomes a futile exercise as long as there's an army of willing replacements on the market. Some corporations try to minimize turn-over by paying above-average wages (Costco, Aldi), but the vast majority engage in a race to the bottom.
If you ask me, all of us deserve food in our stomachs, a roof over our heads. And health insure, while we're at it. The establishment over here used to call it the "revolution tax", because it allows people to retain some level of dignity and prevents them from chopping everyone's heads off with a guillotine. I prefer a considerably more expansive definition of human dignity, but I'm just one of those dirty socialists, so...
I say that if there was no welfare ( well not as much as there is today) then corporations like Walmart would have to pay more. Otherwise people would not even apply.
For every dollar the government hands out in welfare, the corporations have to give a dollar more to make working for them worthwhile.
Minimum wage is not to be a living wage but an entry level wage where one can better oneself and then one would have standing to ask for a higher wage.
Molten Lava Melts A Can of Chef-Boyardee
The thumbnail image for this video has been updated - thumbnail added by eric3579.
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)
Rotating Moon Mosaic Is the Most Accurate You've Ever Seen
Good idea, I made one, its kinda crap, but its the best I could do in 5 minutes
http://ge.tt/1VoAeTs/v/0?c
I want this as a screensaver, NOW!