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Vice Magazine on HBO
The thumbnail image for this video has been updated - thumbnail added by kulpims.
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)
A Marine and his Dog
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)
Flying Car Nimby
The thumbnail image for this video has been updated - thumbnail added by oritteropo.
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)
Flexible sculptures made of carved paper
The thumbnail image for this video has been updated - thumbnail added by oritteropo.
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0mHl7ZmH55qOO4FrfbS+FoNeVGna6vLpAe2ZHe2/5ZsOSlTz+NtMi+6tyf+2dY93dQXEXl+c0Y/wBms1LcP1U0Byo3Lr4m2UP3bO8k+gxSWXxIuL/f9n0+UbfVv/rVzs+n4+6o/Gl0tZLXzNw27vQUByo7KfxJrdx9yFY/1p0c2u3Wm3yI8Zkjtt0cRXO/2NYUF7/tGtqDU49H0S+1y5kwttAZOe4/hX6ntTMj4/ufD19/yzdH/SsW60TVWTd5A/76rtY70T/eAH0NPco0POF+tbE8qPJ9RsL+1XfPbyqvrtzVGV9y7htx7tg17SqiaDZPskT0xXPap4S0e7PnRw+XN/d7VPKg5UeYxvtTdjNPimIfcI2P0ruI/C1oy7PKce5rOl8NC3XdZ3BP+9RyoOVHOpc3iru8qUj6VZgubon5ULD2NdD4YjlmtbiC5AMkPXjrWfcW0cl08kQa0nT+EdDVGZUtdXiSTy5FYH3NacN2kse5OT6ZovNPtLiCSGdFW7TuveudjlltZsHIX0NZczA6dJQz7QK92/ZI0wPq2s6+YvlhjjgiYjrI3XH0r570iTfMuT96vsz4C6CdD+GNkjqI57pjcOCOd7/c/KjmYHf+Z7U+mbD6il8welSbDqZ5ntS+YPSo6AJqKbvHvRvHvQIdTd49DRvHvUdAEm8ehqDD+op9FADixEYVGKsv3W7/AI1ma1oGga0//E00ezuh5m7e8YL4+taNFAzKvdA0+XJjUW4U8lGyK8rPjfwkU3Prdusv/POXIb9Aa9M+IOo/2T4H1O9jYq6W+1Sf79fDurxn7bkMGb+8V5oK5mfU9jruhX3/AB6atYS/SUD+dXI75F63Nt/3+X/GvkLA/gUR/wC4SKGubhessn/fZoM/ayPsCTVrduk8P/f1f8ab9pEihy4Kn7rBWAP0yK+PEurpul7Lj1LGtTT/AIjeMdHuIXttXmkjh+7HOfMBoK9qfXUUAVN7h1X1KmvPvjz4zI0yDwjYyoJZXEl3g8eWn3F+vrXll/8AHTWJrbbb6RY29z/z3G4/pmuc8O30+qT3N9fyPPcTP/rG6haYGlaXEi9Wq2LppR5buM+xqg6N/BViO22ybieK2A09Ou+PLfOasoxYeaPv/pWWcRybh0q6tzFHbb2bigCDU9QeOJIowBK/6UiosUK/7XTNZpD3Fw9yOv8AADV/Tp45441uGwV60AQgQWAvboqd0v3Ao61keILYuyXsRUEfeHrU/iC5WT5YclYfu+9Fk63lhs6n3oMTJ1oytYW2rwn97H/r171nagkV2IpkI2yPsz/d9z7Vt6cgNxNY3A+Sb73oKyEsnt55LLa22ROSezVPKgKWlSSRTDfwYuo7n6V+iPh+SG40HTJ4sCGW0hljx2G3dz74r8/44Eu4EuIyPOI+Ze5Pp9a+9PBNu9l4K0Swmz5sdhHG3sVj2n9ayA3PMFR0lFZ8zNhaKSijmYC0UUVoAUUUUAFFFFABRRQTgAnvWfMwPKf2ktWEHhqHSFlCm4l3sAf+WdfK+oOsl1uXpXsPx91gXvjy8gALR2qbAueA3pXjE7L53WtAI6hnqaoZfm6UGJBLLOsPkqEx64qveRhulWZqhn6Z7UEciM5gi9c12XhaNY9HWQfebpXGS89K7XTv9HtYoScBeopmvMzaXY3Q09nVeprOiuFXq/6US3Ct0f8AStg52WZ5CKqu5c+WrEiokuVP32/SrenQbpfnU4oDnZctYdkPzcVn6hOkPVNv0q5qE4gjwWANc1fTvL1NAc7FWbPmY+bd0zVjQ5DFceU/AqjFx1p6yFDvX71Z87JNvU7dre6WVVOW6EU57mxmDNJkSr1+WsyfU7uSGKGU429WIqoZcWMsxPJ6e9HOwNv4D+Hm8S/EnTLRlZoI7lr25GOFReo/+t3r7pfOdyKF3PjH91a8S/ZQ8Ey6F4Zk8UX0Pl3urFTEjgblgj6N7bvTrXt9QacqCiiisSgooooAKKKK2AKKKKACiik3D1FAC1T1K4XT9PvNRlYBIRnnsKt7h6iuX+Lty1t8O9YeD5m+z7sD09axA+UPFOpvqer38ztlnm+Zq4+bmTI5FaECyx6e885PmSS5IPXFUMH0NbGfOxKi2t6VMQQcYOaT19utBJTmqGXmLA61NNUNADDBGOpAq79sf1rNmdz0BNG9vQ0AaH24/wB79am+3r/fFYnz/wDPEfnRmT+435VfOBu/2kvtWmmv7IPJVBn+9XH5k/uN+VP+0P6H8qOcDflnluPvuabKpJwBzWZFdEdTir0c32qb5TijnYEuDgEc5GeKl060utRuPs9jby3Ev9yNCTXt3wO+EOg+KNAl13XmuHT7SY41hfZuA64r3fwx4Q8O+GLfydJ0yCA/3toaT/vuoL5EfL3hv4KeN9Vh82S0hsk9bhv8K7zwN8AJ7bWYLrxTfQXVnD1ghH3q+gx5eMMuE/urSVHOx8iGpFHFEiRKqbE8tFUYCinUUUudlBRRRUgFFFFABRSZHqKMj1FbALSZHqKMj1FRUAS5HqKioooAK5j4p3i2Xw91bIjO5PJXecZ+ldPXlv7Q+oGLw3YWIP8Ax9zcio5APm3XY1ikMII461neWvqKs6xKZtRmPUVWqzEbAI2lzI6qPc4qnOQt7MiEMnqORSzA+lQQEYm5oAhmI9RUeD6GpZogehpaAKeD6GkqaosH0NACUUuD6GjB9DTASl8sVN5PtUvlCr5AKvk+xrQtI1jm4IqLB9DVuCMed1FZgfW/7Nc274dvCCD5V5MRj0PSvUa8d/Zemz4X1OEHIin4r2Kg2CiiisQCiiigAooooAKKKKAIaKKK2AKKKKjnAKKKKOcArwT9ozUP+KmtbLP/AB6QebXvdfLnx9mkbx5qmW+70q4e8B5lN/rqhmqaoZqZiUr+byoetVLL/U1Drf8Ayxqay/1NAC0VLPUVXyAQVPRRRyAFJB/qaJqLL/U1AE1FFTVsAUQf62ipoKwA+nP2Uof+KU1Kf/p9r2avK/2X/wDkns3/AF+V6pQbBRRRWIBRRRQAUUUUAFFFFAH/2Q==)
PZ Myers - A Despairing Perspective on American Education
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)
Oregon Woman Finds Letter from Notorious Chinese Labor Camp
I would argue that even one is too many.
There are currently 166 remaining detainees at Guantanamo, although 6 of those do face charges you could count it as 160 detained without pending charges.
Membership of Falun Gong is illegal in China, just like being a member of Hamas is illegal in the U.S., and as far as I know it is membership of the organisation (or, more specifically, activism) that is likely to get you sent to a re-education through labour camp.
Both China and the U.S. have lists of prohibited organisations, and in both cases cite public order as the rationale.
In any case, is it really worse to discriminate on the basis of beliefs than to discriminate on the basis of skin colour, bank balance, proficiency in English, intelligence, or any of the other things typically discriminated against?
p.s. Just to make clear, I'm not endorsing either type of discrimination.
Depends what you're in prison for though, right? How many US prisoners are there because of religious belief rather than an actual crime? (regardless of whether you consider drug use/self harm to be a crime ; )
It's not like this is news to anyone though. Exploitation of the labour force in China is well documented. As long as people keep consuming (gotta have those Apple products right?), nothing is going to change.
Joe Scarborough Destroys Rep. Tim Huelskamp
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)
Study Dispels Concealed Carry Firearm Fantasies
"Run, hide, call 911."
You forgot "concede everyones death in the vicinity of the shooter." And, "Wait 20 minutes for the first responders." Principals and deans having guns locked in the office is far less scary than what happened in CT.
Joe Scarborough finally gets it -- Sandy Hook brings it home
The thumbnail image for this video has been updated - thumbnail added by dag.
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)
Time-Lapse of Central Park in NYC Shows the Seasons Changing
The thumbnail image for this video has been updated - thumbnail added by oritteropo.
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)
Millionaire Banker Stabs Cabbie, Charges Dropped -- TYT
@ponceleon I think we fundamentally agree--but we seem to be talking past one another. You seem to be ascribing motivations to me which I don't think are right.
I do Not think that Jennings should be prosecuted because he's a smug, smirking bastard. I do Not think he should be prosecuted because of what TYT says.
I think he should be prosecuted because he was accused of a heinous crime. Apparently--at one time--the prosecuting attorney agreed. Then he didn't--that smells very bad; taking in to account the history of the US justice system favoring rich people over all others (OJ should be in jail for life for 2 murders--he's not because he could afford a team of scummy lawyers). I am "all worked up" because the dropping of the charges at the last minute smells like privilege.
I know I'm somewhat of a one trick pony here; posting all these TYT vids. But that doesn't mean I think they are always right--or even that their reporting doesn't sometimes suck (like this story).
Ammar's hand was cut and required six stiches. Jennings said the cabbie had grabbed the knife by the blade and that's how his hand got cut. So why was Jennings holding a knife? The prosecutor says he had to drop the case because Ammar had possession of the knife in question 5 months after the incident. Why didn't the cops ask where the knife was for all that time? No one has claimed that the knife wasn't Jennings', so how did the cabbie get it? So, the prosecutor says that Ammar is guilty of obstruction of justice for not telling anyone he had the knife. Weiss (the prosecutor) said he then could be fair and prosecute both or be fair and prosecute neither, and he chose the second option. This all stinks and needs to be brought out in court. Civil court means nothing to the rich--he could pay any fines out of pocket money.
But the justice system has a way to take care of prosecutorial misconduct. The Council on American-Islamic Relations has asked that the Federal Investigators to get involved. That--along with pressure from the stirred up public--should get a true investigation of this incident rolling.
(It sounds like you did a good job on your jury.)
Quantum Racetrack on Colbert... Icecream of the Future
The thumbnail image for this video has been updated - thumbnail added by ReverendTed.
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JGyxumVD/zrFDYOatm486NCXO+MYGT29K+nyn2MZ891eOtu/fX06HNNu1i/NaN/aTQeX/y1CJ+Jzx+FWNIEcevJG83lRNIUL4ztHY4/AVU/tbCmQgG48vYr+nbP1xWdDcyJOsgYllYNyfSu/E4nB0rqOrbv6Gc6bkjrNfMX9q3crAGKR/OXj+9zj/x79KzJ7i2VEKAnD5wRV69SK8iS6UHkdM9jyKzpbdCMFTwfWviK6p4arOknpe69Hqj1o1q+KhGpydLbX1WhJNexbPlVhnrkVBa3KKGEili3p2qZYN4xsJqxBaJjLoR9aSxFLrL8QeGxUndU3/4CdDGduNvPt61d0+x0eS7SebWJYJpFw8H2bOfo27rWLM8w2La8bhks3RRWfqMV5JLG8W+bY2eE59+a8+S5r2ZlFqEvejc9g0nQfCdpFEl3b6tqQ25KtIiIR9FOf1rW1kaZrGltZxWkdnYhPKEUQ2lVHSvnprrUbe52vLLAD0LAjgelX/CviCR9Tjt9U1GWO2aRd3y5BXIyM544781xSws5O/MdscbTirKNj0X4geDrvwxpWn3q3KXMGpR7osKVZOAcEfRutcNrU0s9p5axMQGBIAyeteu/EbUZfFa6Y9vLb2+n28Z2GU7fvbecdxgDH0NeaXQihvZEjkDqjFQ4GAw9a6243smcMqckuZqyZHb5kiCO4iHGVBwao69DG6jCbyvTvV95IyccHPBB71ntA7XP2ZNz8bgM9BVKnz+6OhWdGoproYjwtvO2zbGeP3ZorpF07xBtGyCXbjj5h0/OitfqX978TteYyfRfceeZNGDR3pc16UbdWeWAU1JGo3UwMKN/tXTTnRjqyXc6nw/cobc2x5I4z6A9D+f86tTwjPSuUsbpoLlJMZXOGHqK9f8JjQ9T0pftdhDJdRgZfcw3js3BrhzbA/X7V6Gjjo/To/0+493JM7p5dCVCum4vVW79V/XmcnZwLV8W6begrs49K0PJxZIp9mb/GlksNJVSFgUf8CP+NfOTyTEyd7o+vw/GuXU4crpyv6L/M831YywyIsLbdw6+mKittQeVVRJGCjgeprqtc06yuY/LZQvXBBIIrmRoqwsghc4DZwecV6NHDzp01GW6PhMyxNGvip1aKtF66nffCnw/ZeJNZZNUJayt13SKDjzD/dz+IzVrUtC8O3XxFu4LXR7S0sdOdEihjiB8xgAS7HBLc9s44Fc58ObO/t9XkeW+1GC2LFt1ptOD3ypHI6V0txPY/29JdQXmoJOQBJvtwN5HQnByDjFaV6LdP3dziw9eMavvq6Okn3X9teQ3VrY3sMQDlZcxsBnHXHGM15h480r+yopNUs3tfsI25iFzvkUnjj1GfrXaS600DbUvnAzkrIpIP8An3rN1jUtDvgsetR2BU/MhFsUYN3OR1+lcNDD1E1b8zvxeLoyg76vpoeVRauHZHVThTzWmzyXUEl7b5AiXLEDk+wq5qVvp1hJv0ucXkcjbRG4BZfxHb8K29IubuGMLcQRhCOB6V6cKbjLezPMhOEviV19xxP9uXg4BvuP9k0V6L9qiPP2WP8AKiur29Ty+4y9hHu/vPEh1oFFFZnQA6UUUU47AOXrXrXw4jj/AOEOSbYvm/aJE34+bbtBxn0oor0sv3n6M5cTsvU3YCeeTUbk7jyaKKnoRHczNR6j6Vnt1NFFcE92b9TtPhaAbq9BAI29D+FRhVbxPquVB/fAciiiuXE/AdGF+M1LOKLzl/dpyw/hFZ/xJhiFlaYiQfvT/CPSiivOo/xD0K/8KRxUSIrLhFHPYVbuifKXnvRRXqx+JHj9CmXfP3m/OiiitgP/2Q==)
The Next Fifty Years of Science - Kevin Kelley presents at Google Tech Talk
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Progressive Insurance Defends Killer of their own Client
>> ^vaire2ube:
Aye but the guy did say the Progressive lawyer in the courtroom did more than give a little assistance:
"At the beginning of the trial on Monday, August 6th, an attorney identified himself as Jeffrey R. Moffat and stated that he worked for Progressive Advanced Insurance Company. He then sat next to the defendant. During the trial, both in and out of the courtroom, he conferred with the defendant. He gave an opening statement to the jury, in which he proposed the idea that the defendant should not be found negligent in the case. He cross-examined the plaintiff’s witnesses. On direct examination, he questioned all of the defense’s witnesses. He made objections on behalf of the defendant, and he was a party to the argument of all of the objections heard in the case. After all of the witnesses had been called, he stood before the jury and gave a closing argument, in which he argued that my sister was responsible for the accident that killed her, and that the jury should not decide that the defendant was negligent.
I am comfortable characterizing this as a legal defense. "
>> ^entr0py:
The good news is the Fisher family won the case regardless. There were also a few factual errors in TYTs reporting, as porksandwich mentioned the other driver had insurance which had already paid out to it's maximum, and progressive didn't represent him legally. But what they actually did do was bad enough to deserve the condemnation; a progressive lawyer contacted the defendant's lawyer and gave him assistance, so they could ultimately avoid liability.
http://www.chicagotribune.com/news/ct-progressive-campaign-
20120816,0,5322264.story
I admit I didn't read the blog on account of the short attention span. But yeah it's fucked up. I would have thought defense attorneys would have to do most of that work to earn their standing, apparently not.
Progressive Insurance Defends Killer of their own Client
>> ^vaire2ube:
Aye but the guy did say the Progressive lawyer in the courtroom did more than give a little assistance:
>> ^entr0py:
The good news is the Fisher family won the case regardless. There were also a few factual errors in TYTs reporting, as porksandwich mentioned the other driver had insurance which had already paid out to it's maximum, and progressive didn't represent him legally. But what they actually did do was bad enough to deserve the condemnation; a progressive lawyer contacted the defendant's lawyer and gave him assistance, so they could ultimately avoid liability.
http://www.chicagotribune.com/news/ct-progressive-campaign-
20120816,0,5322264.story
The front page of Fisher's blog has a screen cap, and a link to the official case record.
Aside from being listed as: "Interested party, type: Mediator." The record also contains this gem:
"It is this 19th day of May, 2011, by the Circuit Court For Baltimore City, hereby ORDERED1. That Progressive Advance Insurance Company be and is hereby allowed to intervene as a party Defendant.2. That Progressive Insurance Company is GRANTED all rights to participate in this proceeding as if it were an original party to this case."