search results matching tag: v2
» channel: nordic
go advanced with your query
Search took 0.000 seconds
Videos (66) | Sift Talk (15) | Blogs (8) | Comments (162) |
Videos (66) | Sift Talk (15) | Blogs (8) | Comments (162) |
Not yet a member? No problem!
Sign-up just takes a second.
Forgot your password?
Recover it now.
Already signed up?
Log in now.
Forgot your password?
Recover it now.
Not yet a member? No problem!
Sign-up just takes a second.
Remember your password?
Log in now.
The Importance of CPR
In the UK, rescue breaths are used for paediatric (1yrs-puberty). And drowning is a 'special circumstance' whereby Cardiac arrest is almost always secondary to hypoxia there rescue breaths increase survival over 'hands only' CPR,
It's in the resus manual...l https://lms.resus.org.uk/modules/m10-v2-cardiac-arrest/10346/resources/chapter_12.pdf
So not a good example in this video. However saying that any *decent* attempt at chest compression only is going to help someone who is not breathing so not to be discouraged.
Actually, hands free cpr is now taught. Not rescue breath. You are right about the rest.
oritteropo
(Member Profile)
I am![](https://videosift.com/vs5/emoticon/smile.gif)
@lucky760 I think @eric3579 has got it in one.
The video they return when you use a Data API v2 video call happens to be length 3:56 too.
That suggests that without action, every yt vid will get length 3:56 until late May when they will get no length.
@lucky760 Im no computer guy but this update seems to have come out about the time the time stamp problem started, and it mentions API.
http://youtube-eng.blogspot.com/
Cities: Skylines Review (What SimCity should have been!)
Paradox Interactive is killing me. Between this, HOI3, EU4, CK2 and V2, I could spend a lifetime in my mancave.
Driver gets out of the way like a pro - accidentally
Hmm, that doesn't work in both IE8 and Mozilla's SeaMonkey v2.26.1. I tried other videos on LiveLeak.com, and they played. What's special about this one?
It does work for me. Try clicking through to liveleak? Sometimes it helps to use the alternate player too - http://www.liveleak.com/view?i=c3a_1411811030&use_old_player=1
eric3579
(Member Profile)
The lounge v2 is only a little better than the original on my phone... It let me send two messages before logging me out of vs! Then it wouldn't load again.. Oh well.
YEEEAAAHHH!!!
The thumbnail image for this video has been updated - thumbnail added by eric3579.
![](data:image/jpg;base64,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)
Sift Lounge is Open to All (Sift Talk Post)
Shout out to @lucky760 for giving us Sift Lounge v2.0. We appreciate all your hard work.
The Beatles - Eleanor Rigby
*backup=[...snipped...]
V-2 Rocket films earth from space in 1946, White Sands, NM
The panorama created from pictures in '48 must have blown their minds. Frankly though, if it wasn't for the added marking of specific sites, I wouldn't have been able to make heads or tails of it, despite the listed cardinal points.
Mercedes gets hit by a train
The thumbnail image for this video has been updated - thumbnail added by oritteropo.
![](data:image/jpg;base64,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)
Why America Dropped the Atomic Bombs
As I recall from studying this is a college class, we had only the two atomic bombs available. Getting material for another was possible, but I think I recall that at the time we could only collect enough for one bomb every several months.
So, a HUGE aspect of this is that we had a pretty good hand of cards in the poker game, but felt that we had to bluff to suggest that it was even more overwhelming.
To me, the interesting part of the debate isn't blockade vs conventional bombing vs invasion vs A-bombs. I think it gets most interesting to consider alternatives that involve dropping one or more of the 2 A-bombs some place where their power would be demonstrated, but where casualties would be as low as possible.
Either option you mentioned would have been GREAT, if they worked (and forced surrender). But both had potential pitfalls also. Drop one on an unpopulated area, and they might have believed we were trying to take credit for some sort of natural event (German V2s blowing up in London were often attributed to sewage gas explosions early on). Staging a demonstration for scientists and leaders to witness might have hardened their resolve and/or made them question ours.
If I had been in Truman's shoes, I feel like I would have preferred to use ONE of the two bombs on something like one of your suggestions; either unpopulated drop or demonstration. Then, use the second on a target of military significance if/when they didn't surrender.
However, in hindsight that would have been a risky move -- they didn't surrender after the Hiroshima bomb, only after both. Would a demonstration and one "we mean business" bomb have been enough to elicit the same response? Who knows. At that point, consider how screwed we could have been if it HADN'T, and it would have taken months to build another bomb (plus keep in mind that we weren't 100% confident in the bombs working reliably, even after trinity and the first two drops). I guess that we could have maintained a blockade and said "we'll give you 3 months to come to your senses" while we made another bomb, but I think that would have legitimately resulted in Japan questioning our resolve quite a lot; we'd be showing our cards too early.
I guess that at the end of the day, I don't envy Truman for having to make that kind of decision. Given the givens, I think that he probably played it as safe as possible and went with the option that was the MOST likely to force surrender. Perhaps some other option would have worked as well but avoided some of the casualties, but Truman took the information available to him and made the decision that he felt was the best -- I think that is pretty much the best we can ask of our leaders.
The alternative, as far as I am familiar with the counterargument to this viewpoint, would have been to loosen the requirement of "unconditional surrender" of Japan, and possibly to demonstrate the bomb by dropping it on an unpopulated area. Inviting Japanese scientists to a staging ground for a controlled demonstration was also on the books.
Now, assuming the US top brass were convinced Japan was not going to surrender, the argument presented here is quite valid. Bombing a live target certainly had the most shock value, and the bombs were likely in quite limited supply. (I confess, I don't know how many there were at the time.) A continued conventional war would have been horrendous.
...
MovieBob reviews White House Down
The thumbnail image for this video has been updated - thumbnail added by oritteropo.
![](data:image/jpg;base64,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)
Symphony of Science - Secret of the Stars (e=mc²)
*promote ΔK = ΔKA – ΔKB = E(1 – v2 /c2)-½ – E
= E ((1 – v2/c2)-½ – 1)
≈ E ((1 + ½v2/c2) – 1)
= ½ E (v2/c2)
K = ½ mv2
ΔK = K = ½ mv2 = ½ E (v2/c2)
E = mc2.
the daily show rips into cheney and rumsfeld
The thumbnail image for this video has been updated - thumbnail added by oritteropo.
![](data:image/jpg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD//gA7Q1JFQVRPUjogZ2QtanBlZyB2MS4wICh1c2luZyBJSkcgSlBFRyB2ODApLCBxdWFsaXR5ID0gODUK/9sAQwAFAwQEBAMFBAQEBQUFBgcMCAcHBwcPCwsJDBEPEhIRDxERExYcFxMUGhURERghGBodHR8fHxMXIiQiHiQcHh8e/9sAQwEFBQUHBgcOCAgOHhQRFB4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4e/8AAEQgAvAD6AwEiAAIRAQMRAf/EAB8AAAEFAQEBAQEBAAAAAAAAAAABAgMEBQYHCAkKC//EALUQAAIBAwMCBAMFBQQEAAABfQECAwAEEQUSITFBBhNRYQcicRQygZGhCCNCscEVUtHwJDNicoIJChYXGBkaJSYnKCkqNDU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6g4SFhoeIiYqSk5SVlpeYmZqio6Slpqeoqaqys7S1tre4ubrCw8TFxsfIycrS09TV1tfY2drh4uPk5ebn6Onq8fLz9PX29/j5+v/EAB8BAAMBAQEBAQEBAQEAAAAAAAABAgMEBQYHCAkKC//EALURAAIBAgQEAwQHBQQEAAECdwABAgMRBAUhMQYSQVEHYXETIjKBCBRCkaGxwQkjM1LwFWJy0QoWJDThJfEXGBkaJicoKSo1Njc4OTpDREVGR0hJSlNUVVZXWFlaY2RlZmdoaWpzdHV2d3h5eoKDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uLj5OXm5+jp6vLz9PX29/j5+v/aAAwDAQACEQMRAD8A+RY7WFkUleSAeppTaQf3P1NSQ/6tP90fyp45oAg+yQZ+5+poFpAf4D+Zqx0pPegCA2lv/cP50fZIP7n6mpz1o9BSAgFpB/c/U0G0g4+T/wAeNWD1pBQIgNpB2T9aBaQf3P1NT0UxkH2S3/ufqaPskH9z9TU4wKPpQBB9jgH8H6mj7JB/cP5mrFJ3zQBALSDun6mj7JAP4M/iasHpSUAQfZIc/c/U0Czg/ufqanoB4oAg+yQf3D+Zo+yQdk/U1P8AnSrxQBX+yQcZQ/maT7JBnGz9TVkHBpB17UAQfZIP7h/M0fZIf7v6mp/xo696AIPskH9w/maBaQd0/U1Y74pOaBEH2SD+5+tH2SD+5+pqejrQMgNpb/3P1NJ9kg/uH8zVj+dAPbNAiD7JB/cP5mqzwxhyAvQ+taI4NU5P9Y31NAyzF/qkP+yKeBWpbqv2eP5R9wdvanlV67R+VehHL3JX5jF1bOxkH7tGPataRVIHyqPwpFVQvCj8qj6k+fkuaw96Dn2Mmg1rFVP8I/KkZVz91TWv9mv+Yy9qjLzS1rxxgrwAM+1T29om4F1B/Cj+zZP7RMq6iYGO9IBXYwW8IwBEuO/y1pQ6fAyiQRpkcjCitY5TJ/aOSeYwh0PPCKVeAa7DV9Ms7a3Fxt2SSSsPKPQKP/1is+TYsJhSIBVbIJXnkVh/Z7TtzHXRxMaseZHPEn1oxzXQxRoq73jR19sd6v2ttZ3IUTtFbhFJzt+9+la/2Xb7X4B7dHIY5o/CvSI/DunTWKPDIUMiZjaQD5v/AK1MvfD1wghWaOGOM4xIR83029+opvK/75z/AF+LdrHnNLjNevafoWn2F/CLiwtRFKo2vdN19SF68+9WtSt/DVrOY/Nhi/d5XyIhznBHb3qoZRzK6n+BliMyjRlyuNzxcCk59DXqM0FhJcD7FGrRhMsWQDLUqW8WR+4iJ/3RWkcjb+3+Bj/bEbX5Ty7GOcUYOPrXra20O0E28X/fAp629sT81tF/3wKp5FL+f8CXnkV9g8hwaCDmvX/slsekMPP+wKfHaW3Qww/98Cl/Ycv5/wABf27D+U8cwcnAp2Mdq9rhtLTJ/cQke6CrtvbWakbrWEr/ANcxS/sST+2S8+gvsfieDdulAGTXvGt6ZZXtg0YghjHTKoAa4iTSWsLxbi3WKWIZX5mC5NQ8nadnM3oZvCs7Jann5B64pB0r0SSSa5nNuiRJAMNK6ICV9ialtdNlFq7wNaMN56qCTx0xiuWeAa2Z208TzLmkrHm2MVTkxvbjua7y/IjlQvZpEY/lwgAz7g965m6kc3UpAOC57+/0rJ4VrqdMZwkr3Ldv/wAe0f8AuD+VPHtTLf8A49Yx/sD+VPyPWvapfAjnn8TFxxgetOSGV1ykbsM9QpNEeMHmtC0LiKIJIVAZzjdjPSuVNLENs7qEHLDyS3bM8wT/APPKT/vk0028/wDzxkz/ALhq8t5dGdl85sAnitK2uJ8r5ryYPtXoznh4K85WPNaqp2sY0EE3XyZP++TV+FGXH7l8j1U10lsknl+Z5Tuv+9UsLo0ojYFGPrzn2rCGNwLdud/cROhWktjChDngxsPwrWs+FVcFR3zWslsCvJH4iqusQeXplww7Rn+VenT9hJLlk/uOOpgZz0uZXiKxa8gQxFmljyNgHVeua5x4biHKFDz1+XpTxeXKSBFmYKFHH4V0nhTRtd8R3Bt9NieXaMySNhY4x6s39OtH1aipSbla3kaYalUo07aNHNuJXhSIQhdgLFh3z/8Aqoi88YzG+AMLhele6aH8Hbp41n1PVZAOu2KHAP0J5/QUzX/ANpYJi0vpWcdpVGD+Vec8fl/PyOt+DO+GDxUo8ygeT6bql5CIwVc7EIRV6IfXFdBousTwRS6jNGJimRD53JLnpgenerM1hJDIY5VKEeo60otV24Pb2rphh8NOXuzumYzhUtytamfLZXOpFbzVLpp5SODu6f5zTDY20ONqc+pq0JGXcq49Krzbmc4zx3PrXbKEaUnFbI+YnUqyqO7G+X1CEYpURx/+qlVirDjjHX1qdZokAMik884FJzIbYoUlOeKRgOMHB+tRm5WQ4XCj0pODznNJ1CVFk0Y/vE1ZUoq81nxzjJXbn3p7y4xgnmpdQfszVhkjTsDn9KlMu04YgHrxWNBcrvA+bk8n0FbMctj5YcHcf4uM4/Cp52iZUiOWZPs8ihyTj71chYTh4XsrtWSKOVnEwYdTjjB69K19euoYVVhlCc9Rg/WuJvbyR1KKWEZJYeprCtNM9LLaMue6NS8vdPa0js45JUjQHd5Y/wBY2erUyzuQLeOOG4mAgYsAFAZgetc+79ulO80jBBYMO+a5VVjHToe28NzrVnR3urGS4jWSzaSBAPlcfMx9awby6sWu5mFk6gyMQMDjmnxalcIuN2T0ye1Y09y5nkO4/ePf3rnxMoTMVhpRVl+Zctj/AKNH/uD+QqQdKS2jP2WM4P3F7e1OKkcYrSjNciO+dOV27D4RnOPxrRtBiKMZX+LqOeo6VRtg24hgRWjbjEcY3Afe7deRXI9a8n6fmj08HB/V2/NC+H7A3+riIAbVYs+fQV7R4N8A21/C0t8hBf8A1aY+4P8AGvOfhd5C6/IZQCdwHPTGa+nfDNsqxJIoBJrx88xElV9mi8Dh41Krcuhz1j8NrGJAQ+UHYrSax4L0iOAj7JGwbrx0NehuxCYwFx1rDvbuzd2hNxC0i/whhmvn5VJ33PYVCmnex4pr+hSafMPJO2Nj8ueRn3rn9eTOh3Z24IjYEHsa734hXbWwSUEBI3JOfXpXnMl59v0TV33ZIUn3r6jIsZUVWMG9GeLj6MIy904e2tpbm/ht4ELyzFERR3Y4AFfZXgHwlaeH9BtNGt0Ui3Aa4fH+sm/iY+uOgr5b+Extx8UfDxugDELqJjnpkDI/XFfZmkn9yXXkk812cSYqUf3S2bd/kc2V0FUkm9kGpW6pakYwSK808UwBGLjof0r0m8mMysnBIGMV5941Kh/LyOlfIRPqoRfLqcPLDFeQzwsoJ2nGfWub8r5XUjDLkEemK3mnFtc5BOCeapskc0k8kRGCMkdxX0WS4mUKqj0PDzGimro4S7ngWZlimZpt2CmDgetPkJ/vNk81FLqempdyQzW7o6sQXRuTzVqzmsL6MC1uQJgcGOTgt9O1fcVWnUfqfnlSlPmdkQb95yARgUjh2Acn5SenerJt2ztwV9yKsrEnlB8LkDBpOKOV1EjPUKJdseeeme1Sm6tI9qSL87HG7PFNeAiTcuSvf2qra2U97fS7dxjTGV2nH59q8/H1/YUuZbs7cHR+sVYxZs2MVose4kSE9q0prax+zqjQoDJggsv9RVex0a4yvmKw90AxWveacUt0uJxt8sg4I618nLHVXK/Mz6+ngaSVlA54wRbd0MIEatgkHirVv5cMTYiIyMc1UnDtHOxuyquS2B0H5UWkweFRv3nGCfWvdyvGSrXhPc8bNsBCnD2lPSxheKlZLxA7fK8R98CuWniK4JUgEcZ712fiGzkk23qr5gVSpSubvrKdYI7hVYxEfdJyU9jXpzgcuXVYqFmzHcANx0pvap3UlsbetDWtwIjMYZPLHBbbwK4akeU9mErlcEZO4Z4wMGsubImcY/iNbcDFFfAX5hj5hn8qxbhT58nzfxH+dckop6luXKjpbQD7JCP+ma/yp4RccgflTbTH2SH/AK5r/Kpep+lcdKTUEfRwhFxV0CIOgH4VZhGEjGSMlu3uKhiAMnNWUGBGMtj5un1HWnQb9tP0/wAjplTSw7t3X5ov/DqM3HjKO0y2Jd/3TzkAkH9K94uLLxVNlLOTYiKNshkKg/QCvnvwhf8A9meMLG8OSEuAGA7qTg/oa+sNJ1FE05zNvLrhECn7x6AV5+eaVuY4cFBOckzFjfXofC16txcGSZJFRWOS2DjP5ZrMs/CmuRyJdQzR4Y5dGj5P/AhzW5quo6hDp09nDo0txM8gKMHAVh1OT271r6TeXA0pLe53QzhflAbIx6H3rwuayPTlST0PNPHegztAttPMZpywOO35VzfinRLPS/C13LaxKjG2wxUYz9a7rxI3l6lHNM5IDdeuKxPiOgbwlqLdAIDj6V7GTRnUxUH0R5+LVOClJ9rHh+iXP2PxBp12cnyZYnP4EV9Z6zcavHpqSaYJATGr7/P2gg9tuDzXyIh23MLdtqH9BX11/akYgsord5BO8akIoBByB69K9DiCXNUXz/zOTJafN9xUude1yz8LPqd1EnnRyiLg4LZXPT15rlri+1e+svtckMjiQc42kjH45rp/iBc258JC1e4/e+fukypyT3471ynhnWnt7F7c4J5CsUGWHvXzqVj3pxfw3Oc1UPDMnnHapxn1PqParegWqtDezxg+U2AmevANZ2uytLOZJd3yv+ldfotp5eiMTGULqzhT2BHFezk8G8QnbRHl49KnSk2z571acx6tdhQufNYZxz1pltI6AyJkc4yOMVHrjMNbvAP+ezfzqKHcYiw6Gvs1XvUa8z5ONO8DqtC1i5Ey287tNE/ylWbOPpmtlYm+yLcKrHPXnJH1ArhoWPA561pyC4tAkisyBhkYbr+VdvMrHkYnBKTvHQ3/ADJ8PlxtbAb6V13hG2h+6AGztkdWANcVpN093aTfbm3RwRk+a33lPbn613XhQmbTobq2UvI1uEKd8rxivm+I3JUkkduQUbYxKXY9AtZbL5VeCLoOcCnX8emSwlZIIyvYEcVwtvrWtC5SCTTpDDkDf5YJGfXFXNd1a9sZhHb2U0xGC5MW4KTXwzjO+5+jRnC22xh+LPDlt5rz27iKM/fAPFc/tgtQYo+QvAPrXWandzXelPLcQvHzliy7enXiuBeZi5Y5IJr63hyDfNKXTQ+X4mcfYLl+0X/N3qVPOetZl1ZHLJDMY1b7wAqVH3fLtAJPWnX6CFxHvySoOAQR+lfU1LHw9OEo6xMn+zIwTvlZvTFVrmW80z90kplil+Xy25BrTeYAbVwap3250EifK68iuWSTO6nWnzK7Oe1FGju5IzGUw3THSsKfHnPx/Ef512AuEntZZbiFZLiE4JI6qeP0rlLgR/aJMA43nHPvXm1Ie80z3KU04K5v2XFpD/uL/Kpqhsz/AKHCP+ma/wAhUo98V5tN+4j6yn8CJYAd/rn0qftHgN1bp25FRWf+uBwT7CpWztjyp4LZ5xjkVeF1rT9Dqmv9klfuvzRnuCtw59696+CGq/2l4WNpPKxubWQqrscnHUE/mfyrwmZMylgMgmuu+E13qFt4pFrZTiM3EbZUjIYqCRxWGPiq0J91qjx5y9g41EfRcSagYWDXjHA6rEv6VHZxvCxuLq6kkCjIVgBz+ArmZvG89ha/6TYSlscmMgjPrya5zUvFup6ztjsY3tYgcszkZr5lU5bHsSxNO17m14gmM+sIqcohDN+fSqXxFYN4N1Mg/wDLE1BNOdK0O61W93FY4y+X6u3b8zivOrPxrcal4Yv9H1GMvL5DeVMO/HRv8a+pyG1GVqml7WPAzOr7RJR3Rx7rzGf+ma/yr6O+E2t23iPw3axSSlL+zCxSlT82AMA/iK+bri5RDGiqWbYv8q9J/ZntbnWPilBpkdy1sJrSYsVPBKrlc+ozijM4+1cl1voPB1lRpwmme1+KbadrTZJI8snIVhEOBXC2FsmlXhu7xnkYZKqxABPYYFd/4ovtW015LC7siJY+GI7+4rhYNM1jxBrKQ28LMQR2+VB6k189GMnoe9KvTlDnRzerpcX140Cfe5lmbHCDGSfoBWx8OvGen+IdE+zSXMa6lDEVliPy78DG5R3Bq38bU03wB4Am0u1ffrGrfunlb75X+M+wxx+NfNmn70voGUlSJF5HHevey+bw003rfc+fxeIWJbjHZG34jt9uq3UoOczNnHbmnCEGPzbaJxAwVXLdN3cVr6gWF9OTjaZD1T3qeCWIRbW2+uNhxn6Yr1a2OhGq2ovd9Dhw2HcqavJL5lTT4bTYxeTbIr7sHvjsfaptTWaZIpAU5ByoOAg9KsTzxRws6ldwHTy8c1hTyzz4LuTnnFN5s0rqL+ZNXBxX2k/Rmgt3aLbx2ZZiA2+UqM5Paut+G+px/b547Z5fk2spfoT04Feb5MUue3TNbXhC7mi160ELYEj7GHqDXmY7GVsTTlF9ScLhqdCop9me/wCnmzk1FLiKFRMT8zdh/wDXp2rrDcX8hmBABym09R6GuVWW5ks8CQKhGMDII9wR3/CpIrm6gt1iyjxng/MWdj65IFfNtM+yhUjJXtozI+J2rNBp0UCYRXfYFH93rXm76uQ4QQDk4HPWtb4haol5qggjcOtuDuYdNx6/lXKKQ8gcDleQe1e5ga9TDwXI7HgZrGnXnytXSOslVwFfBxjqO1QhwDuAycY6Viafq9zDIyiTegPIatU3NvdRhtpRsdBnaa96hmanpU3PnK2W2u6f3EchIbBfJ9FprhtjE/KMd+tS4bbxE2O2BSEEja0UmCP7td97q6OFxa3RjwNs068kCxlpXEeWH3Rycj9K5i5hcXEgynDnv711n2aSKaSMRyGCUYJwePQ1zd1HOLmUGIZDn+D3rhxDjGzb3PUp1PdSNez/AOPSH/rmv8qlHuaqacztBEF5XYM/lVzHXmvKjHlikfYYeopQt2J7E4uFIwee9SzAllJUEhn79ORVS0cNeRqD35qaRmwh27hvcZPbkV0YOm/bS9EdM6sfq0o+aM6WRxKxB/iNdf8ABpZpfiHYzKSfJV3OBx93vWH/AGbaFiWlIJ56it/wdqb+FdQe+04wSSuuw+d8wA/DFcNZzdZvkla/ZnjRyytUgpKUfnJHf/EDxpoNlr0ljYaU1xNAB9pMj7YwxGcKMZ716D4Hg8M3nhqy1uztlme8jDiMnIRuhGPUHNfPfiS9TXdUl1C78mKWbAkEXyhsfjXV+EviPqfhnSLfS9MttMEMAIQyRFmOTk5O6sYULTcvZy+5mqwGKjT5PaQ/8Cj/AJk/7QWuzPqMWgLCsEaATSqvUn+EH9T+VeVaf8kkwz96J8fka6PxFO3iDWrnV9Qn3XFy+99pwo9gOwrMmsrW3ilkSQl9hAGfauzD06sq8fcdr9mcjy2pTTcpx/8AAl/mZE8YDhiOdi/yFezfsYWbT/Ft7wL8ttYy5P8AvYFeUx2cM0aNJIQSo4yBjiuw+Gni3UPAF3d3WhNbGa6j8t2nXcVHtgjmjFubqu0H9zKwWAnVoKSlFeskj6Z+Lvi/wkusrpl1FPNPbELdXMBGIh124P3j+WK7H4eL4RvvDouPC8sVxA2RI+f3m7vu7g+1fGnibxNeeIb57u6S2hZyCyQKVUnHXknmuj8L/FfXfDGgTaPpFtpVsk0bI84hPmkkYznd1HbiuOnSqczfs5fc/wDI7XgJ+y5PaR/8DX+Zx/x+8QnxP8TNTkjl32dlIbW2weCqHBb8Tk1wVpGEuot3GXGPzrov7Ms3YlpixPJO4c0qaVZCRXDnKnIO4V00qNZzX7uX3M544D2at7SH/gUf8ztgtu8QDKmTzyO9QN5CEjan5Csg6VezsZBfzKrHIUNjFDeH7kr819M3/AjX6ZHE1o6RoP8AA/N69GHtpOVVLXzKviy4XbEiBcDOcVgs5AQg8EVNqkJiunh3u3l8bic1QLEpgkZU4r4HOMS8RiZTat/wD6bKqCpUNHe5PIPM9xV/wydniHTccD7Sg/Ws+Jx5CkiptPuoodWs5JGMaJOjFsfdAYc15cXqekd9448QT6Hem10yctIPnlQdFB6D61DpWt3+qaJJqN/er5VupLRIMHd2B9awvGE8MutTJbtvAO0uR80h7k1f8R6lAvhuG2ihhVzsBaJcAqBnBrolhqXM5NDhia1OnyxZxbvJLK5IJLksx9M1Fcs0UO7OewFSIxmmwPlX0FLeQhyFBxj+dc73C76kFkvy5Izzz7mrrMuAHc7f7o71SLFf3MXLA8n3qeNFUbQdz4+Y9aEM6bwhK03nwuMKuGUHtXRiJOhx+VZ/wv1J9Le9ZdPsroSBV/0iIPt69PSu5XxLE3+s8N6M3/bvj+VfpnD+IrLBRvScl30/U+Pz2yxKs7aHKPCnHC/lXLXsUf2yf5F/1jdvevVG13TWYeb4U0s54+UOP5GvPdUuLd9Tumj0qBEMzlVDNhRuPHWuXP8AEvkheg1q+3kebh3q/eOG06YLaQoR/AOfwqQTOznbjGKrW6FbaHccZRT+lW0UeRjgDqT618hCMFFPufptKpUf7tMZbSGKUOMZHNOmuZw3ySOgJLbQeM0kJDTBQvH0plz988dzVJXqNmsZSjSlZki3cyxnfM5JGRz1qs13cjP7+Tr/AHqbgkDOQPemMF9yaduXc5pYmbio3HR306vgyuQeOtWxLcsuBIxGeeeRWY4IYA9fQVo2zBWxu4I6dhXDXcou6Zvg53laTJ4TNK4Uyybc46109jp0Ucfm3Byo7E9a5SSV0PGMjmlfxJfquw+U204AKdKzjUqODS1fqdmIVODTkdDcBHmzsAGeABSm3iZc7K5j/hILsncUi/75qWPxBeKcrHCfwrmdHFyd7/iSsXhUtfyNu6NtaoCzhWPqaq/brbdueZPYZrIvNWnvFCzQRe2Bio4GUt84RRjjjvXt5bXr4VXcOZ+bPIzFUcQ/dlZeh09tqlgh3GVfyrTg1/SVxl8/9szXGwQ3MvCRKwzjcGGKlWGUIQSBIrfMOSB+lek88xnSkjxJ5ZhJfFUZ2f8AwkumA/K0hA6fuzTv+EosSDsExbH9ziuQhgaUsI7iJmQZZSf5VGjkMykg4OMqcg1X+suYxVuRIzjkeXTf8R3LM0jSTvI+TvOSaoK+XmUjAq4HXbndkVRmdPPO3OCOtfLzm5ycmezSpxpxUI7IdCcxgH1xUi5E0ZG0neo5GR171DEeSB0zTLiQB0Ct0YHNStzQ9E+FRE2sX0rf2clwqKYvtSbsZJzj/PpXe3vg/wAPalpkenXd0rS+YZWmt8KWY9eOeK8f8B30dt4usZZt5heTy3VQCWDDGOffFfQWmaZHB89vE9qSc/KAR+lceNnOnO6e56eXxhOLhJXPDvHHhM+FtaEEU7XFrIm+KRlwf90+4rlXlyZW7ZOK9w8fLDqWpCwu5VmxH94JtK+/1rx/xbotzozBHIkgmB8mUdHAODn0Na4eq6i13Mcbh1TfNDYzrCJim5sEtVwo6JhIs57g1BZElFGKvDhea3OJFjw9q/8AZk5juI2EUhy3qD611UWu6c3SZV+vFedXcm6bGcgdK0tIhe7hbEoUp1BFe/gOKcVltH2UUpRXfocGJyahmFRObafkdsNcsAw/0lOK5u81ayN5MftUf+sb+L3qtJps2c+Yp/CuTvLeQXkw4/1jfzqsbxRVzKKjKCXL2JXBsKb0m/uLNqjmCJnTgIOv0qWZ9w2qQq1VtCzQRAc4Qfyqfy2wdwCfU4rmpQXKmeu6rjsOt9plGMn9KbMcvhR3PAFPhKK4xkkd8cUkpd2KoMjJ4UU0rSbLpteyZXZQD85/AdaQh3Hyjavc1I6ohyx3t6A8fnTQC4Lu2xB/nAFOSRzESooJ2Hj+JjUyMu0KF75X6+tMcjaGZcID8q+vuajVmHzn7zdK5KiT0GnKLui2SGx0Pr9aQRQseY1z9KRPlRQfrSq3zZ6VOEik9TfG1HOiOa2i8s7I03Y4yOKga2BI+QR46/Wr0fI6VMqq0gXdjNeqoxauj5/2kovUzBBt+faWwMdO9WfJgMe0JuI53HjIq35CiU/LuXbgbexqNIZHaRcFD/CcdBRaxLq3GW5nt4nW3dVyoDejVFBctZ745HAjf7ygZJqSS0uVwFl6d+lQPazYLSlGUerc1Fxrllu0RRXgt/tKwK+JRgNnleasWss10ruwTeSMdgMCmoIiNuRFxxg5GfemxTGOUgNvx3HGa5MUmobnTS5HNKxJKTGSsku0+3SqjrIzbmdW2jOc9q6K08ua3EcqoSR1K1maxpc1kDIYJPKI+VipAry2tLnenqZolIyN35U1n/egkj1qs0pEm7A96a8mef0osBfhuSsgdXKlTkEcHNekp461HRbK3khnM/mRgHc3IbHXmvJ1k3FQemea6XW1tf7MTyJN5Qggg8D1rVQjUi+ZC9rKm7xZ1+leIbrVNQkuJnNxdXGAy45Hpj2rR+JcaWvhvR7RnEk6s7P3znk/rXGeFvEbWUghu1BUcJKBz9DUviPWX1e9847vLRdsYPpU0qNOknJPc0q4qpUj7Nr5mRzC25DgelW5Jla3DYJz2FVmbKVNpct1aX8UtpEJn3bo4ym/5h7d6i5NhtzpupLELuXTrqO3IyJGhYLj64xTtEnMF8o/hcEGuwv7q/hkt7yxh+0+eYcXTXu83LPjehizgjJIxjjFcpr0cFr4lu4bXHkxXLBMHoM1lVjzRaLhLldzdMu5fu4rjr5v9Nn/AOujfzrrASV2hjXI3w/02fk/6xu/vWWFk02fUJ80UyO2kk+yxDdgbBwPpUscbv8AdUkdz2plpIq2kQWNQdg5bntTnd3+85Pt2r6WnbkR8rK7exYtkjjlQu+456L/AI1HcOxYogwCTwB15qSytnadNzLHk8Fv8KZI7eYywg7iTz3P+FO2rNo/w2QuqxDMvLdk9PrSOSRvl7j5U6f/AKhQ2yLuGk/Qf40xQzuWY8d2NRN2RzrcZktl35A/X2pzAeWkjHrxihvmYADgdBTpcMVVTwowK4pLW5tG1mSLyeafGmWzimqQi80glOMLwKvD6K5GMl+7SLsagDk0TKjgbT8w6EVWRz3OanWRepI/Ou9NWPEnF3uh9pF5QLsfmP6VOXJ71XaZAuWYfnUJvI1mjBbKNweabqxjuZqm6jLZY5601sMpB6GmXw+ykMzkoeVPqKpfb4wf4iKylVitGzX6tNaWCWDaspBPy8jiq9u6eaVc4wM5p0l8xbKdPQ1qeA7zT7Txda3WpQRS25YqfMXKqSMBsexrixVaPL7p2YelNNcx3/wv0J7rSF1K2jjW6mkKRzTrkQKOrKp+83p6Zrrb/wAHWV1Zyx3V1cXdw4IaWViTn15qz4a1+y1TUmsbNIGe1UgJCcgY78cAe9V4YdW/4Sm6ku7lZbXbviVeAg7j3PvXh1atWS5krJHv0aFCk1zu7Z8/+KdKk0bW57CXrG3B9QehrKPJ9a9m8a/DnxX4v8ST6poump9l2IgaSZU3EDkgGudn+DPxAi66KGx/dnQ/1rujzOKujz8S6cKrjFnnWOc1N5jbcZH5V11x8LvHVvnzPDl4QOpUBv5Gs/U/CmuWMf77Rb5D3LQNx+lWkznc49zEjuF2gEHINWRfFtpJwR+RqlcW0sMpjljaN16qwwRURUj2pFpo2I7ssQMYzWnpO6W/jWG5a3mUFo3BwQw5GK5iF2UjipnkMoAboO1SUepRXN/sb/j1S4cfNcxWSpKcjrvB4J45FcPPblNQngVmIjbhn6nv2rHMjsAN5AXoM9KvWk8MUYXzFLdTzWlKCm/e2InNxjdHTRXMQXq3T0rlb2dDeTEE4MjY496vxXcWeJVz9aw7iVPPk+YfePf3rVYanR1g9y4ZtikrNL7itBeziFANvCgdPap49TuY1+TYp/vbeaz4/wDVrn0FP+tZKtUWzGXYtUu45hICrMDnkZobU7raVBRc9cLyapYHXnNGQBT9tUve47u1ix9tm/2cfSnG/nYAZXA7AVVxR0pe2qdybFgXk3OCv5UC9mU8FfyqvRx61LnJ9Rllr6dh8xH5U0Xc+eG/SoBRjApKclswl725Mbqcn75pDcSnq1Rc55pD1pucu5PKiUzP/epomfGc03tmjvSux2Rdk1a7ltlgcoyKMDK81WE0mOoH4VHkUUOcpbsLEnnv6j8qltr2aGRXUISpyAy5GarcUdOlJ6jOv8M/ETX/AA5FcLpiWKNcNulka3y7e2fT2rQuPi54rndWkTTsjpi2x/WuBpDyKL6WJcU3d7npkPxv8cwIEilsUVegW3x/WpR8efiAo4ubH8bcf415cQM0A84xVqpJdSXSg3do9YX9oL4hBcCXTT/26D/GoJ/jt43mXEi6SSfSzA/rXlx6HFJ/Oj2ku4vYU+xo61rN9rGq3Gp3rrJcXD73IGB6YA9KpmVz7/hUS8d6U8VDbLUUtEP816POfqMflTKTFAyc3Uhj8v5QM5JA5NM81/aoxQfrQOxJ5r1SklfzG+pqyKpyZ3t9TS1FYtRD92vb5RT/ANazlupQAoIwB6Uv2ub1H5Uxmh2oJ7YrP+1zeo/Kj7XN6j8qANGkrP8Atc3qPyo+1zeo/KgDQFIevSs/7XMOhH5UfapsdR+VAGiKOaz/ALXN6j8qPtc3qPyoA0DzQcZrP+1zeo/KkN1N6j8qANHtSfSqAu5sdR+VJ9qm9R+VAGhk9cUo5rON3NjqPyoF3N6j8qANHHFA61n/AGub1H5Ufa5vUflQBoA5NBrPF1MO4/Kj7XN6j8qVgNDrRntWf9rm9R+VH2qbPUflRYDQ5ox3rP8Atc3qPyo+1Teo/KmBf+lL+FZ/2qb1H5Ugu5vUflQBo8YoPTgVnfapvUflS/a5vUflQBf7UcVQ+1Teo/Kk+1Teo/KgDQPFVZP9Y31NQm7m9R+VMM8hJJI59qAP/9k=)
Help a petition to get Susan Crawford appointed FCC Chairman (Politics Talk Post)
It's a Vimeo video, but my SeaMonkey v2.15.2 web browser says I need a plugin. Weird embedding.
Quote hidden because you are ignoring dag. (show it anyway)
Hmmm, video is not working for some reason. I will frontpage this if we can get it fixed.