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Videos (151) | Sift Talk (5) | Blogs (12) | Comments (437) |
Videos (151) | Sift Talk (5) | Blogs (12) | Comments (437) |
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newtboy
(Member Profile)
Your video, Dagon- HP Lovecraft by Dr Seuss, has made it into the Top 15 New Videos listing. Congratulations on your achievement. For your contribution you have been awarded 1 Power Point.
2021 Formula Off-road Best In Show
That’s nitrous for you! An extra 2-400 hp…for when 800hp aren’t enough for lift off.
I always love how angry they sound. Like they get bogged down a bit half way up, then have a freak-out, total meltdown spaz fest.
Mad Max - Last of the V8's Scene
DOHC! You get that in a civic now. Lol.
600 hp! I remember when that sounded insane, now it's only half a hoonitruck.
It always seemed odd to me that, in the post apocalyptic gas station free wasteland, he would want a car that doesn't sip but instead shotguns guzzeline. Sure it goes fast, but not that far.
bobknight33
(Member Profile)
Sorry, I forgot facts are just for liberals.
Snopes isn't perfect but they're head and shoulders and chest and waist and knees and ankles and feet above ANY source you've provided over the years, you are often directly quoting Russian propaganda. They are also far from the only fact checker that says the same thing, along with dozens of articles throughout his career with the exact same story, and books written about it for decades, and even recent awards from the stuttering community/organizations...but you know better because why? Did Alex Jones say so? Glen Beck? Diaper Don?
Here's a few dozen reports, some from right wing media, about Biden's stutter....I'm sure you won't or can't read them. Easy to find, just Google Biden's speech impediment....but I saved you the trouble of spelling it....
http://www.google.com/search?q=History+of+Biden%27s+speech+impediment.&source=hp&oq=History+of+Biden%27s+speech+impediment.&gs_l=mobile-heirloom-hp.3.
..3514.18619.0.19028.31.28.0.3.3.0.256.4264.0j24j4.28.0....0...1c.1j4.34.mobile-heirloom-hp..12.19.2638.G_u9HmUbuck
Being able to overcome it at times doesn't mean it doesn't exist....if it does then his exemplary performance and coherent speeches since taking office proves you wrong 100+ times over....but your guy thinks you should inject bleach to fight a virus he says is a hoax, you believe in Jewish space lasers, Italian vote changing satellites, and age defying magic from cannibalism. Who's too old and feeble minded? I think we know the answer, Jethro. Where did you get your degree in diagnosing cognitive decline? You need to sue them, you learned nothing.
He's said clearly for decades that, like many, his stutter gets much worse when he's tired and under stress. That's totally normal with stuttering.
Trump, on the other hand, has no such excuse for his inability to speak or write in complete thoughts or sentences or even English words...covfefe! Oranges of the investigation. Oranges. Oranges. Mumerca!
Biden is clearly not too old to kick diaper Donny's ass without breaking a sweat, and is in excellent shape for his age, you can't say that about obese Trump. He is older than I would prefer, that's different from being too old to hold office....isn't he younger than Trump would be in 4 years? So if Biden is too old now, Trump was too old to elect. Do you know that's what you're saying?
You using Snopes as a fact checker is rich.
Claim
U.S. President Joe Biden has a speech impediment.
False. No speech impediment just too old.
No speech impediment in 1993. 12 minutes of pure coherent speech .
Maybe as a kid but not by 1993.
2021 Must be to old feeble to speak with out bumbling/ stumbling.
Just admit Biden is too old to be POTUS. Grandpa Joe will be gone soon and the unpopular VP will take over. Yet a bigger joke.
A Disturbance in the Force Trailer
The thumbnail image for this video has been updated - thumbnail added by BSR.
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NXtx/p+muD1ikB/IVN9oLs230zmktirmmb1v7cicNjNsfzEg/xqHU7smytX3bfLv0bHrnI/rWW0jHV7XaSB5Mg/wDHlNTagSbQr/dnjb/x4Vmt0N7EmoXbFZFBAG0iuL1yZzNpz54E4X9GrqrwN5LNjk57Vy+toQliSMYu0/Umrw9uYctjD8UKCjnuMH9ayHHzHk9a3/Fibbdzjt1/GsjbnnFehQd6aM5WucfAXe6SRHIB4Y+n19qILN9UuvLsIZbiZZV/dQI0hKk4PAyeK7X4A2dlfeM7hr2ztbsW1kZI0uIVlQNvUZ2sCCcZ7d6+1fhzq2m3emPDDp9nY3NvgPHbQrGjL2YAD8CK7MXjlhZ8vLdnjQoc/vXPiHSfhV8TNfvmn07wNq6xyMdrXEIt1x9ZCtei+G/2YvihelWvToWmRkfMtxdGRvyjUj9a+wvtiLzmk/tIIcq+K86ebVJ6KKRrGPJrc8B0D9kaMypNrnjAvgcxWNiE/wDHnY/+g13mifsu/C6yZWvrfVNUbv8Aab1lU/hHtr0LWPHGkeH/AA/fazrUwgtbGEyyPjqB0A9ycAD1Ir5Q8K/Gnxd4y+KMUninxPJpWgzLMtvplu3kxAuNqIzqAXIBJy5I3Dgdq1pSrVouSlsPnqydkcdrfh6/1fVxot1oA0m+0W6lhuzeBmRokcCNIwc7wE7nrkHJror+KUaAlvZ2y3Wmw7YxpswieI4xgKCoZeMnOSfqa6rxT4B1Dwx4aF1pWp3WthZ8xiUFrrYxzg44fHqMcdq53w3e6bqLvYTXkMd2pzNbTy+U6EEEEHcCGFT7aan8Purb/M9aNGMqafNr1f6HI/FXQdJ0jRvMgs7XT0l/f28UcSI+7ywQhJJaQfPg4478V5IGeVNzByy8Z6YFem/HCe8fxfb2t3NFJa/Yo5bN0ffuRshst3O5T+GK8yZCJXz1zXt4dvkXPueRWjHm9x6GxZENAAOxpXkK3G5WIPBz+FRaewWPGe+aWcEy4HpWTXvM3T91HQ6DENVeC0ihuJrmQ7VRGzuPbHvWtHo0bSLDBIZpy/lmOJgfLbLcO3RPuP1P8NV/h7o2s3sU8mmwCRXzEyMiFyCBkqH4HBIz6EjjOa9bj0rxlm2tn0YvFaQ7LeWVolCjaqAFt244XccndgkjkV0YfC0J61JfjY48RjakHaCPPtL03yoYJ5Jbq3hmAaKR48JICSAVJGGHynkZHTnmulAjhVYQwdkkVt5AyQQ3HH0q7qPgPQ9EEIuPFiJCWeQaebkXUkGW+4iofl3YBJ569sVjG2vreMyTxgq+NjDrwc5I7ZU5rz80wCjLmoO8evkdWAxrqq1TRk6EDSpRtBCybvp+8P8AQ0tyy3FtcQjHzwsv5g1p/Da003WtXuNI1QSPHIXwqOVIOFYHI969Nt/AnhCNMSadKzZwWN1Jz+TYrwJyUWl1PT9qos8n0WRdQ8HWscpLK72wcDg/NGyn+dWvDE91pNvHFcJbC6AWRzCOJFbBDfU5Gfer/jpND00voXhTTxbxW3FxN9odiHUfKoySRt6kn8j1rzO8g8QSarHe2cNxHcxqqLIsy4OcENjPOS2cY9AK9BYKWIi+z1NKM1D327eT6nrdleWFxqa3FvoVg7wkpOqyAzRqwwdw5wCD044ryf44X1gPG2mfY1S2t4FSNEDDAHUn/wAeresPGvizQIJRqPh6GQPlTPZscOx/5aMoPXjPbOK9k+C/jvwaLRD4o0qzt7633FLx9LLCVFOA28K2GxjgnJrooYJ4dqb1OXF151lZLTpY8P8AD048pXDZDISD6j2qvpkz/wBvamv96eM/mi177+1ZdadrOn+BfEmjXEVxptyl1FFNGMKwdY2X/wBAbg9Oa+f9JU/8JFqAI6+S4/LH9K5pU1CU15fqZwm5xTtY6WYkz6aQDgF1P0IFXrdCHwB0XFV54WRtNbHW6Ef5g/4VvWlkXkIIIyv9TXKldI3SMwQk6pa4HO2QH8gau6laMdPlfGAJFJz7GrK2mzVLNm4UtIP/AB2ti/hH9hXXA3DkH05FY7SRTOfvrfFsCF5znpXL+J4DFbW7EfMtyjf+PV39/EfKEeR16/lXDeNn2QHnJSZfx+YVVP8AiJFPY5vxkp+zPx/AawVPyj6V0PjBg9tIO+xsVziY2L9K9DDfwzKW5xvh3X9S8OarFqelS+VcKNrqwysi90YdxxX1f8I/Gdtq1tYeILTMSOTDdRE5MZ6Op9ccEfga+OrpyzbxwWJY/ia9K/Zz197LxTcaJPIfI1GMtGCePNQZH5ru/IV62Y4RVqLmlqjxaNXlnyvZn241x1+aoLrUILW2murmZYYIUMksjnCooGSSfQAViaVe/aNOt5WbJ2bW+o4rzH9pfxd/ZvhNPDNnIRe6wCJWB5jtlI3f99HC/TdXzFCl7WooLqbSjZnlvxh+KGpeO714I5JrPw/C5MFqrY87BOJZPUngheg+vNcHD++hSRJZMNz2Bx+AqBlEKnng+/FUdPvHDSJuBVXOM9hX1VKiowtBaIHNRdj374ZfF63XTbTQfF809stt+6tdQjyyH087+IcY5H44qp44g8MQ+OLu9nluDa/ZbeZpoI1mgUsyFwW5I6MeT/EK8gs5+CrLuDEkkcj8q2fCurnSNTSbzY0t/MEkrNH5hO0HaMdeuBWFTDt3cdDalWfwp2uZN3axSajE1rMHgjh/djbgISxJGASPfg1Vv7QsDKoG8dcdDWpNJPLJLdXMkk887tJK7nJLE5/D6VQmuVDkFsBRluf0rqTkzk1j8W5TsyQx54xW94Rt9Mv9ajt9QnMYP3XUjCN/DuBGCM471TnjgSRR9mQ713ZDkU/T2jild4VaCXAKsJCDxzgHqKhNOWpvJNU9D2mbw3bfZ7U6iIdTR/kUi3Edw8qs67NxOwLhcgE5ycY440r3wVcQC6muodG06wjVIo2udXjiAkZCQVZg24k4yhAPPB71Q0+51Wa9T7Gm9EnM9w/2ho8yDa2SApBOSzYxztxnI5p+NNTGoeGPsttc+dbpcia5e1soo7abzI1Ltuk+VlBVuchs8ehrtw9fmklY8mpFpFXSdPL6lcI2rQ2Vzbaott9ntrBpAZSh+VHBLFMNnJwO+RXZ23h600oF7me4k1COCOG48/ayFGAwwcsMLk4wQGwMH1ridH1fw9/ZUsOkSLJrUhiPmIAZiY/L3OGJAGcYyD8yggE10/h28bUY0vNRKX1zK7zzSSxeSfvq6785HC84x09K9GtO8dDkhdSMz4aRx6d8QbiIF5fvMjMMeX8y4HU54xXoHxG8ZSeHYfKsrYXl6y7vLyRtBDYOcEZ+U9cV514Xt7OP4ga1qUZzIhXa5HOGb5uRwegrF8dzyaj4ovNQXUNgMzmMO25QI9wUryAOmO/WviZYaFTFtPZH1+HXNGMp7afiYC+KZ9T1J50mmcROTNJNw0shI6+gHAJ/IZIrSEjQRfb2nka2hwY2UcEE54zwCCpO45JKDr0rJtdOma/kuQqSRyDzXkKqVdiMnp165+tdDBpa3l5aWl9MAWB+WIAMqqNwwewyB0655PavXqThSjdOyX5HRDmqOUZL3pfcnF6NfI6vTtG1bU9Le5sZjHOZ98cYd0YhV4Iy4HBHTHT61yNlbXE2py20+prMp8yCQLIm+NgdrMOeuQTnNdboHihBqH2SRv3kQJKnksq/zPt0Hua5/wATXMsl7c3ESFLhpHkMTSZcnnjGc5BPfIIHTmuLLsZicRVl7RWXTT8B4vA0qVNez2W+u1/+Cbnw41SPXvhangPWbmZG0a7M9izAbo5kYiSLAySrI7kH+8VrU1vwhpVhMusaZczHzUSGaKUhgNuSGUge+CPbtXm/h3Vk0q8v5LyF5FudssaKduHPUn6EHt0I54rtbjWbnOmWeoyKFvYWeGTORJIufkJP8QUjHr+FcuZQqSxSVPa2v5k0IxVBzmrO/wDTNeexWa3tQhjEkU6zBXOA20nIz2PNX4nv0uADpnBXgrcxnP5kVkXDsViGSNuaR7tgUdWxhtpArmjaCs0TZt6M1rkXrSRTPZPEkLsx3SIc5GOMNWk80lzo91AqKsssZVQSBk9cda58XrbZIy5YFc8nvRHfcSeY2SBxWUrKSdiknYr+KPEc2nQB7vSbqIZ2hg6MCfwNcH4o1mS9tdq2kyFmDBmK4OCD6+1aPjjX4Utms4kSaVhzu5CD/GvPCeM56HNdlKlGXvWJu9rm5r161xbMxGMjH51io7bB06VYuJs2bhuapRt+7X6CuijG0bET3OVuNPVLdjuYuBkZ6VB4f1GTR9dsNUh+/aXCy49QCCR+I4reg06e6iDHyxu7M3NQSeFLlslFc5/u8ivYhiIK8Zs8meFm7OET7J8G3kd5ZEROHjdVniYHgqwHP8q+Yfi3rz658QtZvQ7SxxTm0twnOI4vl49idx/GvX/gZqM0XhvTYbwkSWZNpLk9U/hP/fJH5Vzvxc+Ed+L661rwdKH82RpJ9NYgHceSY2PByedp/D0rwMG6VHESjJ+j6HRUTSTaPDtQS6eMKqNnqAuM1mw21+jsVt35PORWxc3F3p909rqFtJa3UZw8U0ZR1PuDUbajkE5FfQxlKKskcrpwk73K8SahGysLWRs8AIMk/QCrEA1G4vYYYbC8kvC22KEQksx+neur+G3i220PWmu7poDEICgLpkglgeK9a0f4veFbq5ggMwV4M5EjbY5OMdT9c49q87FYyvRlaNHmXe//AADvw+DpVYpurbyPEta8O+JtMMMuqaRfxiQbiYlMqL6glc7T3xXOyBo9VkhmYom4M24Fc/nzX1NrvjTRLrRWkj1qwiAIwpuosj8yDVfSvhfYeLb3RfFXiV7eXSEhM8MCO2+6yflDnJAjwA3Byc44rLA5nVrTUKlK3mv8v+CPHZdToQ54VL+R5/4K+G6eIPC1v4l1fWl0yxmmMcCFf3snXBA3ZwQDjCkdK6PXfCPgTwRpEepXdvfX88pAtxfNt80hsnYhGSNpB37cDpwa7rU/idp48Yx+GNGtodyJ5fnooCKF4EcYA42j2wMV57+0BD5ur2N/FI8l3NA0bgkvtVSMHknHU+ma2q1owmovdmVGhUqw5m7I4+PxgbJWlstNjDIWZWWcsYcsOQTznZlf1rXh1qFnuJ7zTbmYxzKz28zrIkkSx7F80E8ttf0OSFPFeY3Ud8k7ny2ZJBtf5cZqzo9xNZucSrECoUjymycdM4+g/Ku+j7NK559alJSaSOyj1DSJb4ahaeFrNLu7VbiLzbgzfIu0HCnheU4PvRH4vkvEMc15PGFdisEcYjWJxlAAwHfd0Bxxnqa5Wza3tVVUmmcIpVFt7NUOCcnLsc9/Sq89nLcqI4IXtoyclpJi7nnPXgD6AV2PFU0tzmjhZzlset+CJZV1jbMbVobiMo+wtk9+/wBK419W02PV720jZ3lgmKKQzKq4fpjIBxjqaytCifS7y3uxPLI8EqyD5zg4Ocfj0rufG/g/S20y58Q6XfSQXU8/mSW7LmKQMM7gRyp6+o57V4DlTp1nJvf8z6CE5Rjayt56mA2pzXUvkRbEVx/vHB6nHXoc5G6m3muz2flywQvcXEg2Fl+Yx98bR6/h74rirq9lt90AbIB5AOBVLdLOBNPcyRwF9pCk9O/HfiuxUI1N1oEse4JPmu0rdkdRJq+qXOpyXe/zolVMq0gK5AydoGR1J9uB6V3AHiCykCzRxW5j4KIpIbtzk4xjH5D615Wt5PBF9lhhKwEdsAMp6H1IIrqLH4g+II9NttMubezljto/Kjnlj3S+WOFUndtO0cAlScAA5xSr08VypUGkkcLxVJylJq7e5R1GC8i1ltRlnlnSZj57B9zKwJOAB6AgY/PrXV+IdZTWPAwht3eS5t5I5bYxg70cNwRjkN14riHvb64mnnnnk/etvdz8oz6/KB+gxUcNzPbTSXVlchpM7mkhb5s+p7/iRWtTDKo4yk9V1FQzB0048ujPdbfUJpbCL7ZYpHcyRI0ylzlHKjcPzqGZw64SMgg5H7wdfyryeDxh4gidpJLqO7zyfMQAk/8AAcVu6V49jOxNTs2h3H78XzgfUcH8s15tbA1uZyik0dlLHUJaNtM7bzbpGJjVSCMEM/8A9aoWk1BfMbZG25MY3/8A1ql0m5ttVh87T7mG4TvsbkfUdRWpDYSsM8/TFefOlK9pRPQg4taM8ouNOvpmlLqGkdiSd1VptI1HGBCD9Gr0fxbFZaXYi4mgD3Ej7IY1baXb69AB1JrJ0C3uNUDRFI4JgSFw25WOM49eneuqCrOPMo6IhujGSi3qzirqw1Ewsi2x/wC+hzVaOz1MRqDaNkADt/jXod5ptxaOYr3FuT91iMq341U+wy9p7cj/AH6iGIklblKlRhJ7nBQ20iD5x+AqzGduMZFR4dTkTU5XlPHmj8a7ZanKlbRHd/CbUzFrU2nyyEpdRbkBPR05/UE/lXuX2g3FpDcE5LLtf/eHB/x/GvlvT7240/ULe+hKmS3kEgAPXHUfiMivozQLxLq12wtvjmjE0RHQ8Z/UfyrysbSs1IVWN0P1jTtK1PadT0uxvigwpuIEk2j0G4HFfP8A+0R4c0vSdW0u90m2gslvInSWCCMImUK4YAdyHwfpX0FK/avDf2goZ7zxPpUMsuy2SzZkBOPmL4b9AtbZXUkq6V9NTz6kbrY8ZMTDo9RMmGA3A59K1ZnhRmSFFYKcBietVZI2k5JVT6AV9TGZwzSTOr+GMHgex157/wAd3E8lpaxiW3s4YS4upM/dYjoBwccZ9fX1i6/aE0K5122jm0LU/wCx0YJKY5UjkSMcfJGAV9OCRXzq8Um/LHd+NLGhznH50NK9yeboer+Pte8A6x8Qx4g8GXGr6ZDMiEQT4hMMoG1sMCRhhg9RyTWhqGm+I7uUXN9Za3cPtCrK8TSfL1GCAeOa8kjUYxtFd78PvHPjCw1TSNGttUknsWuooBbzRq+ELAbQxG4AA8c8V5+Jwjkrwe3c7qGNcPdaL0un3sfMsF7H/wBdbdl/mKgaIq2GuEX/AHlxX0hFLdsNwsp/wwaZNcqh23VrJGW7SxEA/mOa8NYo9LnPnQen2iJh9KD0yWhP4V9AXEehTAebY2D54+a3Un+VZtxoPhScc6PppyccQhf5VaxK6oObyPEEUDnZERXpngT7BrnhxdP1JdyQP5M2w4bYfukfh/KtmbwX4SkHGlxqe/lzOP0BpuneHNH0aaW402OSKR12srTMykZz0Jqa1SNSNluDd0c/4s/Z0vHLXnh/VI7iKQbkSXuD0wa801T4YeJdD1CJNW0yZrdXBkeNgUK55yc8CvrP4fa/F5K6VfyhFz/o8jHgZ/hP9K2fF/hy21fT5oJEDMyleGwTWNLNMRSdm7o5qlGMj4NgZrm7llcbFLHaCMED2HoOnoMUlxPbIQUYyP14HT8f8M/Wuq+KPgjVfCeqyrBZXR0x2JQ/Z2wvPRmx83sSa89kul5GRx2xivqqFWNaKnB6Hkzg4OzLV5eXMkQKSsjD7wQkbvr3J+tRaffvbAuZNxB4V+cH1B6j8MVVFwC3BGTUtvp93cTDZAWBPWt7JLUg2Y9Rt7kgSQrGzAfvQefxI/qGPuKlaFPL+WdGJOFJwufoeh+gNZbW81tOYpoHi443Dg/jUqtdQguijaRg7Wx+frUpLoMtCPyrjdE0kFwnRlJV1P1HIrrrfxh4ps7I2i6kHMLbZJpIw0itj7oJ644yTk5yO1cZZanLb3MJuYXWNXBYY2jr1xgr+lNhnkluJlRjLI0rHOc5yetTUhzLVGtGbg9Gbdzqd9qeoKZrq4uriQhA0jkk5PQegr2bwZpE2mWCSvGxl27U46A9T+NeU+C9Pe21i1ubhC0pcbApDbeeTg98V662tRqCGuJUP+0ledjqnsYKK6np4OPtJuUnqjQvzJJbsjRliw5BGa4qTw9p5kYtZXGSTnDPW+2sRuvF6PxFRf2sn/P6v615Kr+R6jVzyU3EPeNfw4pDPbbeRgfWt7w14D1/XNsoh+w2jf8ALe4BBYf7KdT+g969O8O+AND0JVn8s3l4Os84BIP+yvRf5+9ddSrTp7s5XUaPNNB8J6jq4WX7O9pbnkTTcbh/sjqf0r1fwpZHRtLtbKK5lna2+7JJjPXIHHYdKuX0sFqpMzqPQdz+FYb606XStFGBED8wPVhXBVquqrdCHNvQ7WZVmQXEIwj9h/Ce4rz/AOLvg1/FWgoto6R6laMXgLnAcH7yE9s4B+oFdzpF0NizQMskUgyVPIP/ANerNxHZzMS0Ei56gScfyrnpVZUZqUd0ZypKSPi2+trrT72Wyvbd7e5hbbJG45BqNZMmvqbxt8NfDvi1Q8t5Jp92q4S4+ziQj2JBBI+ua44/syeIrtS+ieKtIvl9HjeMj6gA4r6WhmlCpH33ZnnVMJOL93U8HkcZ6ikVt2TnODXq3if9njx3oMTS315oPAyF+3bC/wBN6qP1ryy5tZ7O5ltbiIxyRsVYEg4I9x1rup1qVX4JJnPKEo7oerkdDVyxup7S6gvLdiJreVJoz6MpBH8qzoyQD61Yib5BWliD7h+F99D4u8PW2vaSR9kmyp3kBo3X7yMOxH+FegwWtmkJS7KzgjlAmR+tfGv7M3xATwh4wk0jUrhk0bVuG4LCK4A+RgB/e+6fqPSvpK/+IWnIrCxtZZ37GT5F+vc/yrwMTgqNCXvbHoUpzqLQr/EHS9NtNVgfTrcwRzIS0W7IDA8sPTqOK5h4Mr8pw3BBp2q+IrjVLoTXbK207VVBgIPQDqfxqt/aMTRb2ZdoAVvfrXl1HDm93Y7IppajZ90RJ9sjPfPb9KzbmaKEFnkjUg8kmteYLKoV8BgNxLHoD6/qa4/xZpBVmmt9xzHudSeQc+lJFXsbGj65YyXBsUuY3kPKgH9K9E8L+LJUC2eosZYhwsvVkHv6ivm+bzYLoOu5SjZLDqCM4/nXVeGfG0drfnS/EMqRTRP5ZutuEYj+9/dz69PpVzwrmuaGpjzq9mfTf341dWV43GVZTkEVRu9J0q8B+16ZZT/9dIFb+Yrj9C12507a0LiW3floycqw9R6H3r0fSJrTVrJbq0YFTwyn7yH0NcPLKL0Zo49TkrvwL4Puv9d4Y0g+/wBkQf0rGuvhV4RkYtb6ZFbH/pmMCvU/scZ/hpDYL2OKtVKq2bIcV1PENY+EcL20kds6PGwwY2HUV4D8R/Bl34RuMfvjbO21WcfcPZSe/wD9avuprGRSdoDfSuR+IXgWw8U6PcWV5CyPIuAwHU9RXZhMwq0Jrn1RlOhGS0Piwvb3NrBZ6a+ySEMbqXeTI78DbnaNqjnABOe5pPKeCTaHMsxALu3JArc1Pwfqvgy81S01m0ljZJzJHMUKpPGeF2n1zxjtmsM2fmzkfZrmSeV1QRod0jM3QD1r6ilNVNYvQ5eXkW2oQpLe3sNhbo093cSBIYl5ZmPT6fXtX1R4TKaV4a0/TLq6a6mtLdI5ZHBYuw+8cnnGc4Jqr8Ifhh4V0fS4ZYpR/bcsI8+5n+Z1cryqkcBckjjr71NqlvcadqEljeqVmQjvw2OQVPcGvDzXFe2tCOiR2YS0LvqakjabKVMi2jKepaFTx+IqL7Jop5FjppB6fuU/wrFE5LZPKhjnjFKrSFQf3ZyOvrXicku53qpcfLdRxpvLhQOpNYupa4gUrDIPr1rnJpriVi8kjvx3NR/xH0FbanNclvb/AHMXVS5PUtWBfXt3k4ZUHsOa2JIg5/iFVZbLzYyDjmtYSsJu5k6L4p1TQLtnhYXEDtmSCRiQT6g9QfeuqT4s6MIsz6XqCSd1TYw/PI/lXIavo0gQuiknFcjqEE8DlXjKn3FdsKVKruJzcdj3jQvHOj6tGrwxXsIIz+8jBx/3yTXZ+C9btk1uCWx1GItko4VwGAIxgjr+dfMfhbxCNLxHNuAHRgO1V/FWr2+oXJnSQlscMOD+lWsCufTYh1tNT3X4zXNzrnjlrGyMl9Pa2i744jvZBkkkgdByOa+fvHujXEVzJfyKsa46E/McVlaZeyWGoC7s5JIZcEF0YqSD1BI61Nr2sXeqwxxSMxVR1NejSw6p1OeLOKc21axzIGWJzU5OYwRxio8YBx61PEpaNmC5CjLEc4r1E9TlIbd3+1blYqynIIOCD2Ir2bw34tF3plubiQ+cI8SkdyOv8q8XtQBI2Dmt7w25e+FvzhgWGOxHrXLjqEatO76HRhqjhO3c9tsNWSVgVlxxw3WrkV6GH8Kg9F68dcfpXA6fFIIgRKRngf7IrbtnKPlpGxjb15I7j618zUpRWx6akdat4zRyFs5Y4xnqKrT+awYCbzFYbix+nXtWTDdCNvmcgr0/PvVoXRbDuQdx9OM+1c7TDQx9d0yaeIi2YKCMknPK45J964/UrXbKTeM5Zlw2Vzgnq3XrXpSyKUVHPB4IHfjk/wD1vSsXV7BGZ5owH+XOByPmPPNdWGxEoOzM5xujI8F+PJ/DbpY3cz3mlDA24y8GePk7kex7dPf6B8H+IhZSwanYTLcWc6jeFOVkQ/1FfMupaegjDmL7pxjHUVv/AAz8SS+HNQTTrmVpNJuZMYPPkyH+Mex7j3yO+ejE4eFaPPDf8yKVRwfLLY+4rF4b21iu7ZhJDKoZGHpVlYD6VwHwg1wJcvos0gaKb95bkno3dR9RzXqYjHQCvNhqjWcWmZ625PapktQw55H0q3tx2p6r7VfKRqcp42+H/hbxnpQ07xDp/wBoiDB1aN2jdSDnIZcHtXP6H8EfA+iT/adNspPtIBVZp5WldR6AsTj8K9OApdp9K1p1KkI8sXoJpPc5CHwbBbnMRX27Vk+PPBs2p6MZrSMSX9qC8I6GQd0z/L3+tehSTQxD97NEg/2nAqlPrOkwkl9Qh4/ukt/Knyzn0BWWx8sm6O8hTkDjOOV65yD6VJFPGY1ymDgdWNaPxi/sqy8eXTaTJviu0W7lQrtCM24FfoSN34muMGpxAAfZy2O5YqT+Hb6VzShKLs0aKQokj3HIBApvyYBA4PNVFJzubGScgDnFSgFxw2PT3/8ArVdi2iUZPoecmlCblIK9aiXeAQpPPBPU1LHuLhVJHb/PvS5Q0I2tXPTrk9KrT6Xb3WFniV2xgZFaY+RsE5x8xx+XJpFk2ODwGYEgAdD6VSTWwjjdV8HWxRmgQg46A/d/zmuY1Dw5cxMAoJBOMEd/85r1OSXHAwcnBA9ahaGOQPEqJyASzHjPp71008XOO5DgmeNy6XcpyYiV6g+tVGtZUwHRwT2I617LcafbSLvaNdrNlcj72OOR2AqjeaJbyHCock9xz/8AWrqjj+6JdBPU8aksEdjtL9zx0B9Kn06za3XzkmgUFtpEj8n/AID1x7132s6MbaAlLbLE4AXrnnj61yF1bFpCh3ICcZx92vSoYrnWhzVKCRl6jpcunussw8oSjcoxnIPTHtW14XvYFdbfyAhfjdjl6qf2Rqd+hlhljuUAwMgKeOOhwPxrf0XRdekWG3eOOHy5VdXYqWbHQDbk9h1IFa16lKUGpSM6cJxldI6WGM+Vv2lc8FQOKsxwucMFPDfKO49/rV6C3dWbeNxU5JB4J9qsxRFRhVG13w+R05x9ce1fMSlqeikUTCwYHbkKuMZ9+1WUiwQNw3DGxh6//WzVtYTIwUKWyTz36HnPvUkUSHbJtAHGMdwT39qysVYqrEy+YWHylh0689qsG3UpGZQcZwSvPI9cflVgKHcK4IUL1A6k54+tTDczbXRVV8syk9fx+mKdhWMTUNIRo2URo8o6DOMAgc+5/lXO3ukrDcsUwzRsAmOM8DJxXoJzKeF3Zck8fNt6DHcDv+FY19pRlVzGSpDFo8c7sd/YDnGOufxO9Ko4kOFzd+GOvXMcosJpSl5aOZrST+9EG4H1HH4EV9QWHi3Tp9Nt7lt++SMMygdD3r4mdbrTdSg1CC4dWtMFR2JzyM985wfau6PxjuLSyhgi8PK8iRLlmu8DA46bfrj6VvGjCVTmWzE5vlsfTc/i+Ef6m1Lf7zVTm8X3rA+VFCnpwT/Wvly9+MXieSbda2mmwwqvzKyMWJz2O7t9Kw9Y+Iviy9d869PbxyE+WkCrHweeoAPH1FdSpQ7GLkz6xuPE2rSKc3RQf7Kgf0rntY8aabaAnVfEtpBgZImvFBA+hNfJt/qOo35J1DUNQuQctiad2IB7AEkHPP0qqtsxAjW3CsQqjA4A5O0YHYCrUYojnfRH0pqPxT8E2uQdb89gM/uIJJM/iFx+tZz/ABY0WQSLaWV9Oy/dLhUVj7ck9Tg8cV4BHY30sQi8hwANzqcZ28859cj/APVWjYaZqcd4AJAnyrs4wBzyMdu/SonJJaMcXN9Dt9a1E65qV1qE8Ea+e6h3iySpUgKASeew6DuaymS4LE+fIMnOF2YH0zziksBcGJA6ELIpX5gDjHH6jue5Fb0cU5jUx2gZMDaWmbJHYnivNkrs2VygEC7M4OAMn19qfvJ4AwcZ456mpSqDEZBGBjPrUSjJJOQG+U444qGja4iZDqPU8YPp6H+tWWwBGq/dck5xjI9j271CrjDnIA4UDHAA6k0+6dQNxY7gCULd+Op9BzTsLckd0yc9ADjB6/SoHYsMqMtjPBxwf5VEWAZlJygYA56scdKjjkDKqlc4OZO4A6D688e/0pWHYsBwocJtGACp7kY7elN3qiEY2+XgO+OW6dPQnPT2qGJisZJVt8QG4/UkhfwHp+nWpSgKFPl2kDaB/ETk/l7/AK96dgI5U3L87EbSvAOMjP6c1KcGWTKlSmOE/l/nk/hT4ipCTNtPm4U/L8qgccD0Bz9fams/yK8jhRJgMBwcrnJ9AenNKwwZVkieNk3bj0x0OOffjpWTe+HNOu5AWjwVTkKcY4/LOep6DpWqzDYyKCHIJwvHy54HPOO5/WlG1ZfMcEkxjaqjn8B2qozlHZhuYth4YtIJgkW5Ruy5OORjoK07eCC3wwyEHB55x6VMN8kaoWzJztC9M5/XHr0pHX94EVckg5/qKmVSUt2NIdIQJFVV2AfN05C/T1pFZirtEmxmOFU8nHTB/nSYOxpIlyzcrnoTjgU9mUBfL+ddpB44PHT6e/WpsA9YQCED5VwVPOOPrU8RVUyRvJ+6c42DnGB6ntVVpSVODnccDI7Y6fTNPiYmUsOv3QSfu56HPuP/AK3emkBIGVQqHlR1zyQeMfj1qUyHlpPm6E55Izkf/W+lRRxom8hdzIu3DDgE4xx6n0qcFpIA+WKCYoGI5yvoO/8AKiwhXYRRDdhAATz/ABjj5j9BnrTmKBSWAUK2VJ5CnPH1Pf0FKsbs+CmHbLMvvgbVz7Dr25qaO1WRBFIMqNo+XGCT95R6D/8AX3p2FcxNQ0r7RbfMoVtxBXklFAzkn1PB+hrGufDN1JKQfvOQc9SBxx9eK7mOISASyceYcycgZP8ALtx2ApWAkO5iGYnPB6qc4APb+uK0jOUdiXZnBw+E5XkHmswyPmJPHB4UevJ5NWrLwZHJJGjoVLIWbPRcDn2A9669yAuGJZdxTpnAzz/LApZpGNwSu0blYb85PUZX3HU/zqnXm+ouVIwrHwxEpQMigMCSccHucZ9+gq7DodmgQgKEKEx9CuCAQx/H+taCycGPcFIUlZAcHbwTj1HTJOfwqJG3oQIzjy1mk24BGMbVPYDAPtxWblJ7sLIjTTYGCny1MuEdlIxwCemfUqKRYYrcMMMzR4Az/Gx4BHPXPFWwzeb5jsHCJlpsY2Njv9QeOn05qF8JH5brgGPKqV/eRxgAdPUt/j2qWACCLEkW0BPL2SlT8qKqkkD9aPst5L+9W6dFf5guw/KD24pvmSRxBiE2xxttUDKOTkqBjjPCjPOe1VpJtHEjCWWHzMnd++xz3421NhlSSUcAgHgAE9vX61D95yAevzHJ6f8A16v6ZbQvAHZAeBwelZugytfW17eTgbhO8aoowqheBgfzpyqWv5HTGg2rj1kQwkbeTwT2IznHt0+tNeXzFjCRv5rYUIBxjr/T2qLwpO+q6Et7dBRIJpUUIMKAHIA/IVtMBbWhlRVLkZyRROag7dSY0rsqJZSpGruwEnJ8oc8/XtVS6mj0+eC0dxLdztlbeNScgn5mYdlHqf8A61ZnjnX7/RdLmurQRNNwA0ik4z+NUre5fTPC9/q8IWS+8kSPNLlmdsdz6e3SlScmuZvd2+ZtOEUrHQ313aWlzHFdTwRTXRKJGSMt34X2x9KuiIbmnkmVQAPnc5G0Z5J7da8x+ElpH4l1q+17Wnkury3ZTFub5FJz29u3aur1iV9S8XnQrlj9githO0SnHmtnGH9V9vzzXVXoOnP2d9bXf/AOai1UXPbToaVnexXsczW8zG33sEk27VccZYeo4wD9TRp00erTyLbESQQL5RdQQnuq9u3UVkeIt0us2GkCR4ra4yJPLO1iqj7uewrW1gmw0yysbE/ZYpplgJjGCqnrj0NYuOia67HcqMUrMs2kJuLmS1heKeWDAkYZ2qTztJ/AcD2zUxikW/e1j/e3BQNJsOT6AE9qfqjDQ/DTnTo0iMe0LxnliASfU85yauJEmlaTNJarmTYZHd+WkbHVj3rC/VegvYRexlXUNxAUWVQjH52U8YB/+vUKSNiVx1Hyqe+7HQd8Vm6Zf3d/NNc3Uxd+Meg5q8rFvLJ9NwHoScVvOHJozLE0PYVORkwbMO9T1U49VxnkfU8fhUxwSyqMFVDSc+vBP0z/ADqOJRuYDgM6r+BqVgEnDIMFCgH4k9fzqDmbsIEBU7uQEDeuPTP9anTiSSRxyNu6PPTjjHp2+lJOfLdSgxsfaB6ZUk0sjGOJHThngaQn3CAj+dXYlssRo0k7uoUY45PB5HzfgMjP4VJboEywGBtHlcZYlzyfYk469hmoiB5F3jglWXP+ztHH6mpuWvXtifkcqpPcfK3I9DwOaYrkjABCZAMRvxx1Gffrz378Gnyu6AqFViJORnqTjag/majlOH2/wiQJjthQcf0pYWL2puDjzJJQrH2OBx+FCEPkk+fghg7YbHcAdB6juT9aarEzrEAXPUZ6n1OfTkDH9KiGQ04BOYmESHuFYj+WaVzlPMwAY4WkUDpnPf1FFgFYhV2o/RSd/TIJ5xjpn15J7VHNIAVONiPxIuPuhRnHrwTz2pwGfIhyVjkuGjKqcDCqSMfiAfwquTk3TnGIg3y44Yrkgn+uMCh2Bak8kmWk3NldqliFP3P7o+vr79+zmlEEiSSKFAG6TaeCQvbsQgz+JHfiqpmdMAYJldCxIzjcQOB047VJct9jtVuIFXdDdMkYbkBUVgB9OOaEVYuAqJIjNtjWLMpkxuJ5O1Wxxk5z65xTN6+YInQxRqzJsXkqSAUVe+cZJPY8VPcW8azW1ou4JMxkZgxyGA3ZHbr7VBIga6iAZlX7YpIB+8cM2T75FHKSVpG8hYmLxp5EcjNk8RqAAA2D97p+tYZ8V+FVJWe8BlHDkZPzd+QuKr/Ei6ntvBrLDIV+03bRyHPJXcxxn8APpXkRznrXXh8NGpHmkPY//9k=)
Burglary In Progress
Reply to multiple previous comments:
Re:
"Literally no different from a pistol other than it can have better accuracy and sometimes higher caliber"
.38 (9mm), .40, .45 are the calibers you will see used by police pistols
.223 (5.56mm), .300, .308, are the calibers you will see used by police rifles
Unless an officer is using a personal firearm at work, the pistols should all be higher caliber.
The major difference is muzzle velocity damage.
The pistol cuts a tunnel the diameter of the [expanded] bullet.
The rifle leaves an exit wound multiple inches across, and at point blank will grenade the exit side of the target, painting the wall with gibs.
Re:
"Can you tell me why you believe it's "not a great idea" when the criminals already all have guns too?"
Because police should be there to protect citizens lives, at the cost of their own if needed. (Hence the "hero"/"Public Servant" status they so like to remind us of)
If they protect their own lives, at the cost of citizens if needed, then they become a part of the problem they are supposed to be solving.
Just imagine the uninvolved bystander down the street struck down for no fault of their own.
The better path forward is full head to toe level 4 body armor for police, not heavier police firepower in packed suburbs.
That way they have the option to hold fire and assess the situation without shitting their pants and hosing the place down with lead "just in case, so they minimize the risk of getting hurt".
Full L4 body armor means that when things like the VT shooting happen, the police don't pitch tents outside and wait for SWAT (who actually has armor) to show up while people are likely getting killed inside.
Full L4 body armor means that when police open a door to a bathroom with an intruder inside (or a vacuum), they don't have to be thinking "kill or be killed".
Re:
"You are assuming it's a high velocity rifle. It's likely only 9mm, meaning minimal impact and penetration"
The video shows shots of the rifle magazine. It's not a 9mm pcc (pistol caliber carbine) magazine. It's the standard form factor. Meaning it is likely to be one of common the off the shelf calibers for that form factor :
.223/5.56
.300 blackout
6.8 spc
.224 valkyrie
6.5 grendel
None are 9mm. And other than a subsonic .300 blackout variant (used with suppressors/silencers), all pack a world more hurt than a 9mm.
It's true that a faster/heavier round will pass through more walls, and more houses.
Not sure it matters though, as 9mm ball will go through plenty of sheetrock layers, and rifle ammo stands a chance at fragmenting on impact with obstacles.
Which goes farther for any given shot will depend on what each one strikes along the way, and if it's bullet is of type FMJ/ball or HP or frag or penetrator or whatever.
-scheherazade
BEL-AIR
The thumbnail image for this video has been updated - thumbnail added by eric3579.
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)
Meek Mill: Prisoners Deserve a New Set of Rights
The thumbnail image for this video has been updated - thumbnail added by BSR.
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)
Lucas di Grassi on how quickly Formula E has evolved
You would like formula off-road, Icelandic off road racing. Those cars have no electronics, just 800 HP motors, industrial gearboxes, and military axles tied together with steel tubing. The things they can do with that minimalism are astonishing.
This is all fine, why not. IMHO Formula 1 is basically approaching this from the other shore most of the time.
Racing cars used to be about adrenalin, taming a beast, surviving unlikely odds and so on, an adventure for gentlemen.
In the last 40 years it has become a competition in pushing buttons, mostly.
If racing cars can have ABS, automatic gearboxes, power steering and all, why not an electric motor?
I still think it is sad and I am glad I saw F1 in the 70s.
Ikea Lamp, Part 2
And what if it was broken?![](https://videosift.com/vs5/emoticon/tongue.gif)
I also keep using old working stuff too until they break/die like my decade old PCs, HP PhotoSmart 8450 printer, etc.
*kids
In my feelings challenge
The thumbnail image for this video has been updated - thumbnail added by BSR.
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)
Rachel Maddow breaks down .. report on 'tender age' shelters
http://www.politifact.com/punditfact/statements/2018/jun/19/matt-schlapp/no-donald-trumps-separation-immigrant-families-was/
"Immigration experts we spoke to said Obama-era policies did lead to some family separations, but only relatively rarely, and nowhere near the rate of the Trump administration."
and "Obama generally refrained from prosecution in cases involving adults who crossed the border with their kids"
There is no hypocrisy. Do you not understand the difference between something rarely happened, that Obama actively tried to avoid, and widespread enforcement by Trump which affected thousands of families?
But hey, Trump signed an order and everything's good right? Wrong. No relief in sight for those he already separated.
What's hypocritical is that conservatives cry about fake news and then you put a link to this blatant propaganda bullshit. This video makes CNN looks like a beacon of impartial wisdom and reason and communists can learn a thing or two about brainwashing from OAN.
What's hypocritical is that you pretend to love Jesus and abide his teachings, but you are complicit in Trump's transgressions against humanity. The IG report is the real distraction, letting you ignore the evil that you're condoning. The only thing damning is your soul.
Liberals are hypocrite. This is nothing more than shifting the narrative from the damning IG report.
All species billions of years old-Evolution explained
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)
Porsche-powered Karmann Ghia
650 hp 1967 Karmann Ghia V-10
Warm Weather Means its Mustang Season!
Def a parody, none of those cars were even a 2015+ mustang when the narrator mentioned a 310 hp 2018. 2018 GT's are 460hp.