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Videos (810) | Sift Talk (11) | Blogs (20) | Comments (516) |
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Germany Caused the Crisis, Germany Must Solve It
First of all, Flassbeck is the only(!) prominent economist in Germany arguing strictly against the madness of austerity. But he's living in the border region between France and Switzerland, so he's a European more than a German.
Among all the economic think tanks in Germany, only the union-sponsored IMK makes a credible case against this madness. Everyone else is more or less in line with the neoclassic perspective. Not a Keynesian in sight, much less a post-Keynesian group.
But now to the meat of the issue. There will be no major political shift in Germany in the near future. As Flassbeck stated, only a single party opposes the financial inquisition commonly known as the Troika. Unfortunatly, it's the socialists, and despite overwhelmingly popular policies, they are still an absolute no-go for large swaths of the demos thanks to the authoritarian regime in East Germany. Sucks, but it is what it is.
So it's up to the French people once again to save the continent from itself. Noone else has the balls or the influence to put an end to this misguided union. How likely is it for the French government to openly challenge German hegemony soon? I wouldn't bet on it. Which means the Greeks are fuuuucked².
In any case, what would it take for Greece to stabilise? And by stabilise I'm talking about a return to a manageable level of unemployment, a working healthcare system and social safety net. A conservative guesstimate would be a public deficit of ~10% of GDP for at least 5 straight years. Alternatively, the EIB would have to prop up Greece with €50b a year for the same number of years. To get a working bureaucracy, to undo four decades of nepotism, Greece would basically need a generation to reestablish itself as a state – and it would require appropriate financing.
Now remember which of Syriza's demands is painted as most controversial right now: debt restructuring. Debt restructuring, while neccessary at some point, is entirely pointless as long as the fiscal policy remains contractionary. Greece needs austerity to stop, right the fuck now. Greece needs to provide income-generating jobs for its people. All the talk about debt is utterly pointless, because at 25% unemployment, we're looking at permanent damage in every way imaginable. The social toll alone should be completely unacceptable within Europe if we truly gave two shits about human dignity.
So, even if Syriza get their way tomorrow, Greece would still be flushed down the shitter. Syriza's proposal is contractionary. Any primary surplus in this situation is contractionary.
Greece is done within the Euro. The use of a foreign currency makes it impossible to use appropriate fiscal policy on their own. Unfortunatly, but also intentionally, the currency issuer, the ECB, is placed outside the democratic control of the European Parliament, or any national parliament for that matter. Fiscal policy within the EZ was taken out of the control of our elected representatives to ensure that the neoclassic/neoliberal approach was irrevocably built into the system. We can thank Germany for that, by the way.
There is a shortage of spending in Greece. There is a shortage of spending in Spain. There is a shortage of spending in Portugal, Ireland, Italy, France. There is a shortage of spending in Germany, for fuck's sake. Put the ECB under control of the EP, add full employment (2-3% unemployment) to its mandate, and have them finance the appropriate programs at the national level. The output gap in Europe is so massive, the un(der)employment so vast, they could spend a trillion Euros and inflation would still not reach the agreed upon target value of 2%.
All it would take to change the rules is consent from every national parliament in the union. Might as well go skinny-dipping instead.
Depeche Mode - Walking In My Shoes
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The duration of this video has been updated from unknown to 5:01 - length declared by eric3579.
Depeche Mode - Stripped
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The duration of this video has been updated from unknown to 3:47 - length declared by eric3579.
Depeche Mode - World in My Eyes
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The duration of this video has been updated from unknown to 5:53 - length declared by eric3579.
Depeche Mode - Halo
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The duration of this video has been updated from unknown to 4:38 - length declared by eric3579.
The Duggars Respond To Sexual Abuse Scandal
The thumbnail image for this video has been updated - thumbnail added by eric3579.
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)
Depeche Mode - See You
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Punjabi Uncle Friends Listening to Hip Hop for the 1st Time
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)
Representative Wants To Rid Congress Of "Gang Members"
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The duration of this video has been updated from unknown to 1:58 - length declared by eric3579.
Infinitely Variable Gearbox For Bikes
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)
Hobbies with Asa Akira - Ep. 2 - Taxidermy
*related=http://videosift.com/video/Hobbies-with-Asa-Akira-Ep-1-Tattoo-Artist
We all know she's a porn performer, right?
That explains all the overacting and "OMGs!"
Hobbies with Asa Akira - Ep. 1 - Tattoo Artist
Hobbies with Asa Akira - Ep. 2 - Taxidermy has been added as a related post - related requested by Trancecoach on that post.
Hobbies with Asa Akira - Ep. 2 - Taxidermy
Hobbies with Asa Akira - Ep. 1 - Tattoo Artist has been added as a related post - related requested by Trancecoach.
Depeche Mode - Just Can't Get Enough
The thumbnail image for this video has been updated - findthumb requested by eric3579.
![](/thumbs/d/ep/Depeche_Mode_Just_Cant_Get_Enough.jpg)
The duration of this video has been updated from unknown to 3:39 - length declared by eric3579.
Zero Punctuation: Driver: San Francisco
The thumbnail image for this video has been updated - thumbnail added by blackfox42.
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)