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Metallica: One (long movie version, 7:40)
*backup=[...snipped...]
What if money was no object?
*backup=[...snipped...]
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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)
syria-most sought after chess piece
Syria has been producing their own CW's for at least three decades.
The entire world knows this, and you can find their GPS data even on Wikipedia. By all accounts, yes, the Syrian government has deployed CW's on its own people at least three times in the last 18 months.
But, even with all of this knowledge, the US has no legal standing to do anything about it.
Ryan's First Whose Line Scene With Colin
Love Ryan most of all. Can't wait for the new episodes to start TONIGHT on the CW!![](https://videosift.com/vs5/emoticon/oh.gif)
Clive Anderson was by far the best host of Whose Line ever.
I'll have what the man on the floor's having!
The thumbnail image for this video has been updated - thumbnail added by Barseps.
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)
MSNBC Timelapse of the Oklahoma Tornado
The thumbnail image for this video has been updated - thumbnail added by oritteropo.
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QPaqvJNTgHFAaluVSG4J+6P1pAwB+b9Kc7HOQP4RTSD1wKm4D0l46GnibOOCPqagUHH/16Mc5OPzouBY8xjn5utJknvUBY+opC2Oc0XAnzwetIckDBqFW/2jSl8Dg0wHMvqTmmkYGTmk8zigPQOwuR2WgbiO/FJ5mOwo832oEKA3Wg7/c0CXPagyE0rgAWQ9RS7Xpu9+wzRvcnkAUuYB2G6E07mmFmHIxQS2eaXMBIGO3GBSd87sUwE46igsc0XAe7k981Fzmjcc9qaWOe1CYCt1zlh+NNJycc0jH/AGqikIP/AC0Ip3AlJUNuZQ3saSRhjJ2jt+NVyGP8dKCFOdit8u3n+f1oTAkeWM8bh+VMLp2aom5oAAOAKdwHmVAaQyIf4hTCVzyKXI9BRcY7cOx5qVWYqD7VWYgKSAKsIfkX6UnIQ8uQfvH7tJubu5qVVct80Ef3R60/aP8AnlHUXFcr4A6Mfzo7+31qwfKUcrGBUZniX7sSN9BTuFxmeMAc/WlwxHANKt7Hn/UJnsMUi3UZJPI9QO1FwuKA/pSkPSidc8An3pGmOPl4pcwXAKxPf8qcI2pBI/Y0FmPc07i1JFjOeTSlFHVhUJYjqTTWbPSi7FqWBsH8VG6Md6rAk9KGzxQNXJ/NQdDSGVd3rUGD2GaMNn7tIdyUyg9qRpeelRYb0NB3elAxzSnNJvJPUim80jZoAcWOetJn3pmDigUwFJBppb3owc0m2gLCkr2ppcHtSBcUbaLgBNJupdtRsCKLgO4ApC1JjjmgrxRcBrN8pq0hGxfvdPSqu2rKFtg57UXQGhJw3BP3V70zHsKmdTuHyfwrSYY9gKy5iSIoD1A/Kk8pc8KBU205pdmO9HMK5D5fOcD8qNg9APwqcKuOuaTaPSnzoLkAiU8ZNL5I9anAUc4peKXOFyuIMDhjS+T/ALRqbNLkUuYLlcwk9DmjyD61Yz6UE9RRzBcriBh3o8hs9RU/IpaXOMrGFweCKPJfufyNWKPwo9ohlYxMP4qQwuehFWjg9RSYH92l7QVyt5MnqtIYX7gGrWB6UU/aDuVDC/pSeTJ6CreOc9qTAoU7jKhif+6aTYf7pq38v+TS4J6KT9KOcEUWQj+E0jIw/harZhuTcA7D5e3pnvUq2sx6qq/VqPaIdjNYN/kUm0e9azWbZ+ZwPpS/ZUHVj+lL2iGoswppVj68n0qE3aj+D9a3n0yzZizKCfdqY2n6emMxrn/epqqh8hjC5hZeSVNW0lg2L8/ar5tbADiNKtpa2Oxfkj6UnWXYXIyKRHIUAShtv9z2pBHJt5jkP/ADVZtWvCq5kP3V/ib/ABo/tC5/vn/vpv8AGs7i0LaxyH/lnL/3waRo5f8AnlL/AN8Gqy383oP++m/xpGvps9B/303+NFxWLSw3BOBBJ/3yaf8AZ7rtby/981RN5J12r+bf4037bJ/zzT82/wAadwsX5Le5WMN9nnIzwAuTSRwTt/ywlX/eGKpfa2I5ij/X/GkN2f8AnjF+v+NFwsaP2afuhH1YCj7NL6D8XX/Gs1rxgOIIfyP+NBvX2Z8mHp6H/GlcLGkLeTPOz8ZF/wAaGgcnhohj1kFUDeuDxDEPwP8AjSC9fn91F+R/xouBoeS2M+ZD/wB/BUVyy28RkkeIjsFfJJrPmvpFHEMPP+yf8aha5MwAkijOOmMj+tC31GtS+l7bOQvmopJx8xxzVvYuOZ4PfDZ/pWIyQKBi3j9ec/41IJxC4VLeEAjPQ/41bS6FKJr4jAJ+0w4+hpuYMf8AH1H/AN8msw6hIOBFDj6H/GnLfybf9VD+R/xqbD5TQIhJP+lJ/wB8Gmq0BJUXJJHXERrPbUJRnEcX5H/GmNqMuwny4s49D/jRYXIaZNuF5nnP0jqJnswufMn98pWTNq1yrSAJEMDsD/jVR9Tnd490cR47g/41SiLlOjjlsnwFkkY+mAKdJLbRjJM4H4VyUuozZHyR/e9D/jTptUuS+DtIAGBz6/WqdO4WsdRHd2cmQkkxwMn5sf0pr3dqvOZcf9dP/rVy39ozBjhI+evB/wAaR72Xj5U+97/40vZINeh0c2oWiDAhmYn/AKa1XfUFBybfjpjzDnNYb6hMXBKRn2wf8aY1/KyKDHFyfQ/41SpxQarc6E6hCFbFsufdzTf7Rj4Bs0J+prnmvZPLXKIcj3/xqOC/mYD5U/DP+NVyIaudJHqG8sDbwJjpkGriXr7F/cW/T+7XLC8k67E+77/41ML+bH3U/X/GpcEOzP/Z)
Independent Lens: Wonder Women!
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)
Cheech & Chong's History of 420
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)
Whose Line It Is Anyways Videos and Its U.S. Returns to T.V. (Comedy Talk Post)
FYI!
http://www.tv.com/news/the-cw-announces-premiere-dates-for-its-summer-schedule-including-the-new-whose-line-is-it-anyway-136485089320/ and http://www.reddit.com/r/IAmA/comments/1bov4g/i_am_laura_hall_improv_musician_on_whose_line_is/
Awesome, but I can't put that on my calendar.
If you hear of an actual air date, please let me know!
The Making of Gulp
The thumbnail image for this video has been updated - thumbnail added by oritteropo.
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)
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)
What happens when Engineers Own Dogs
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)
Whose Line Is It Anyway -- Ryan & Colin - The Burnoose
Let's hope its return to CW will be good!
One of the best summer shows.
What Can Frogs See That We Can't?
Hmm... now you've made me curious too. I have found a few interesting pages, but nothing specifically about frog vision apart from mentions that it's sensitive.
I'm not quite as sure about the single photon claim. I found a Physicsworld.com article from September 2012 talking about using a single rod cell from a frog eye being used as an extremely sensitive detector which is able to detect a single photon, but according to the original Usenet Physics FAQ (I cite an updated version hosted at math.ucr.edu) human retinas can also respond to a single photon, but have a neural filter to block the signal unless 5 to 9 photons arrive within less than 100 ms.
References
Julie Schnapf, "How Photoreceptors Respond to Light", Scientific American, April 1987
S. Hecht, S. Schlaer and M.H. Pirenne, "Energy, Quanta and vision." Journal of the Optical Society of America, 38, 196-208 (1942)
D.A. Baylor, T.D. Lamb, K.W. Yau, "Response of retinal rods to single photons." Journal of Physiology, Lond. 288, 613-634 (1979)
Also, I'm disappointed. I was hoping to learn about the optical/visual system of frogs.