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Cop Caught Joking About The Value Of Woman Killed By Cops
"A Fourth Car Absolutely Buggered!" - Deadly Mexican Street
Lived near an intersection where one got used to hearing auto crashes. Whenever it sounded like someone dropping a refrigerator off the back of a truck - it was time to call 911.
Know of a house in CA that was hit 7 or 8 times because of the road design. Took years for homeowners to get the officials to improve it.
cut'n'paste link: https://www.google.com/maps/place/7416+Sonora+Ln,+Highland,+CA+92346/@34.1190144,-117.1469675,3a,75y,100.67h,88.23t/data=!3m6!1e1!3m4!1sX-h_b08ZKiuka1
iS0G-vfA!2e0!7i16384!8i8192!4m5!3m4!1s0x80db5538277e87f7:0x21c2d24931e0834!8m2!3d34.119125!4d-117.1480058
it'd be the home to the right of the 'turnaround' area behind the rock (which might have been the homeowners' first solution to the problem - a few deaths just might get officials to take it seriously). Also if you zoom in on the north side of the house, there is a patio doorway. That's the area where it got hit last. Maybe it was easier than fixing the wall?
the high traffic street use to just slope off into a residential street. some folks didn't know the road ended despite some signage. most just travel not knowing it ended couldn't stop in time or missed the turn at high speed.
The Kook
The thumbnail image for this video has been updated - thumbnail added by eric3579.
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)
Log Drive
The final output of those logs looks like the mill in Masson, Quebec. I knew it was Du Lievre River once they mentioned Buckingham, Quebec. Before the mill was built those logs would have made the Ottawa Rivera and down to Montreal.
https://www.google.com/maps/place/Lac+Gull/@45.5409998,-75.4313064,3263m/data=!3m1!1e3!4m5!3m4!1s0x4cce36c455e7e247:0x3f44babb947032c9!8m2!3d45.770765
!4d-75.342711
newtboy
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newtboy
(Member Profile)
Your video, 4D Thrust Vectored RC Aerobatics, has made it into the Top 15 New Videos listing. Congratulations on your achievement. For your contribution you have been awarded 1 Power Point.
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Emilia Clarke is startled by Houston Rockets mascot, Clutch.
The thumbnail image for this video has been updated - thumbnail added by BSR.
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)
The Best Of Isaac | Season 1 | THE ORVILLE
4d 61 6b 65 20 6d 65 21
47 6F 20 61 77 61 79 20 61 6E 74 2E 20 49 20 61 6D 20 74 72 79 69 6E 67 20 74 6F 20 73 6C 65 65 70 2E
So dumb...
The jeep ended up on the South West side of this intersection.
https://www.google.ca/maps/place/Newman+University/@37.665952,-97.3530548,92m/data=!3m1!1e3!4m5!3m4!1s0x0:0x71c19992a22bfea0!8m2!3d37.673508!4d-97.377
744
You can back track from here to watch the ride.
Rocket In The Sky Plus Accident
at first I thought, "why don't they do these test launches late at night when fewer people are out on the roads?" then I saw the timestamp at the bottom was ~1:30am.
Accident was here: Google Maps
Highway 10, between LA and Phoenix.
Rami Malek as Freddie Mercury, side by side Queen concert...
The thumbnail image for this video has been updated - thumbnail added by eric3579.
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)
Going Down!
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)
Kawehi creates a looped song strolling down the street
https://www.google.ca/maps/place/Wink+eyewear/@38.969065,-95.2358971,3a,60y,94.85h,83.98t/data=!3m6!1e1!3m4!1sJRSi5tIaph7tlIilpyea4g!2e0!7i13312!8i665
6!4m5!3m4!1s0x87bf6f5b670e5ccd:0x2b82e2719f725128!8m2!3d38.9690535!4d-95.2357133!6m1!1e1
Helm's Deep: How To Film An Epic Battle
4D chess.
Lyft Promo Codes for free rides on Lyft for 2017 are here!
*related= http://videosift.com/video/how-much-are-4d-scans-http-www-scan4d-co-uk
* ban4.0
OLLIE ISSAC
https://www.youtube.com/watch?v=w3AZ8nr92Fk
*related= http://videosift.com/video/La-cancion-de-la-patrulla-canina-en-Espanol
* ban3.0
OLLIE ISSAC
https://www.youtube.com/watch?v=VVIXw_yesuI