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Monopoly: Entitlements edition
The thumbnail image for this video has been updated - thumbnail added by oritteropo.
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)
Fictional Company Job Fair
The thumbnail image for this video has been updated - thumbnail added by eric3579.
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)
Dragons are Real!
I thought, "Lol, okay I'll give him a chance", when reading the description.
Played
> "The Bible speaks about dragons ..."
> Alt + F4
never viewed past 0:35
The Great Debate -- "What is Life?" with J. Craig Venter
The thumbnail image for this video has been updated - thumbnail added by oritteropo.
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)
Ski jump close call
The thumbnail image for this video has been updated - thumbnail added by oritteropo.
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TA7k5KkA5NejeCHe58JWg3G2lt58h85I/GvMVhme+R2dkWbo4Nei/Cq6SXTLuAfwz8e1fN41u9z7bh5L2rpdTq5dG8S3UP7+Y3sf8Az180hf8AviuT1tZItOvIWjGcY6dvSvVAmowostnFZy3Mf3g4CKfyrzjXYruU3lvIqrd/vvl/h46UqtF3TPVyzEVK0a1Gasc7DpA1K3nlgQrbxwfJtfAaqE2izQWsMujazqP2mcq8yZP7xV6BvUDtmtFNcWx05dP+xQacYxhjEfMXFGl27faZNT86ZbaIbbbZJgsPQ19Co00tz8+luceJ7jStbmtp5ba603aJPOVyPnHRPp7V0UXiGyvRFbJfy4j6vJlTb/X+/WXdaXL5F7ozW0VyJW3OWwfJPqPStRF0+PSrex8ReHUy/wDx7XAA8xfqetY0Rbst29/piC3he2uLy1WHK26TxkA/TFVNN+fxa1tHp1vaw3VhueOFzIqxemDxvqKxIt5kn0aO/sbyI+WWlG5PM9P9ylvdatW1+3km3WjmDZK0XykN68d6brmqiuxq6f4j/sjR7+OO6M1xFNMLXzRuOB0zmo/DdmdYs/sko8u5uj5l9dd519C3Vh9awNMA1OYySRt5c858wkfMM9a7u3dItMtodKtNrsu22duFUehWik3X0Maq9jqGp+GINM1pdS0eNL6NH33OkSqGiDeqg8A+9eOauznVrwmxiU+e/wAoQcfMeK9oOtjQVa6ubgPK3WMDrXk2pXscuo3MpAJeV2z9Sa6cRpI56exjUUUV5x1I9rttH0u08QarDa+Fpby6Ol2c9xMsP/HpOW3lwe7beMisjxRDa6t4emW0kNw3k/adjD+P0r3fTluLXw/aXFuBHK1nbszjqyBdoB9eOOa8q+Jcun6XZXEkEDQwoftKSKMFh/cNeW6cqtayZ9NgcxVOhVpygm/Q4b4bWst3qtnaWWlSajFazRXBk/55g9U+lera1osVrBGG8yCRxhii8kVzX7Lug61qeq+IbyxuEh0eOUQFs8/aQ28D6bOK0/i7eahavbC0tbiCVH8vbIThzXoYbM8RRxXsXE+cxGAhVp+1TObu/wC15fF1pKht7qCJjC1vKNscit/q2I9u1b3hqczNfXSzxR2TX07FhwSnnYx9McVm21i0fgm4vHknW8ghVo5Ry0KL90P9Ko2Ak0z4bJfXTFWu4pGwP4TIcqfz5r6y54T1NOGSKXxBOwjEECJFFcFjkZJycfjzW1aPBLdWCRQG5WT7gQ48v6Vxen6XeJaLdPOi2M0glR5CSzgdK07a4ktLq0SCb7Ou7a0rfJsl/u8/w1xM7IpLYsanFbWhupr5dsCrsUtyQ3rWV/atnZxWRMzzEHMm1MZNampXEZOqrdEmRG3Rq5yrH1rzy9kWaGSUZ+zr0OeRXj1a/sT13Q5tz17wpqEF/Kl5LE25I/KVSehrA+PWy48PWbyzOlvBqEMjIvSRfeqfhG4iWaONRIIYIc3EnmDLSeo96t/GZo7jwNFHGB+6mALfTpXa8R7WhoeX9XXtrWM6z1lbi4ubewUrFd38Tu+z5mU9RXIXqN4g0LxXo/W7sr2W4gB68dCKv+GJB/bVrsJZHIKtnpjpXL+D9Wlt/jHqcUpJhurieF89BXiPFVK2yPZjhlR3R67oWpwXPh6wvnhVrRrby7bz/mIb3rndRvdM1K2X7YlxYun3po/nU/hT1Z9OsF0xmUWkVxuY/wBxPRara/c2MV4DpzRuky7MKOd3ritsRGnVo3TM8PQ9luRXWlvFIkNne21+qfdhk+Rh+Na3w4iGnNqSy70lFxE4BbKhT1FcTqtnqOmf6RNZXiQM29WkjP3fQmuh+HNw0uqXdiHJMsIIBOenSuLEVVVpaHuZI3SxlK/U9fv7W+jRdS8MXDbW/wBfbM3H4CuTuJZ7288yeRTNNneFGCuetdlNeaRZ6dpzTXjRzGH7UWU9R/crldXvrO910XNiG8ub+8MUVow9le59BgpTpVndbnnOmag2qw2+lQwsLwTYvdx4A9qvatNPo06nbbrCsOfKiHDn6Vx+qS3OjeLr3ypWiUy7Cw/vetX21tbi4tyF2m2tthzzvb1rt9sqtHQ+Kr0PZVtTTsL+ETXMqwFZLyZgWb7hD7tm5/ben5CtfVtQl1Xw20z6TOk42+RcEqV+T7+R71nrDcatpt61pCohlKtJFjAUrt24+m1fyq14VurqxbyFRbmOdGk8lxlsN978661ojzq2j0J1aS18P27JOypIsquAfvAdAa57x1a2suvWtzZLItrcxbpeeQfWtzQIW1O3l0yWSEwjPlO/Vc9cVm+KbP7PdW6SyLJ5smwNn+H0rH/lzc1X8axp+E4pUt0lmTc7z/MyjBNW7vUmTVZtQAOIPuInQ1Vaa707w5FLfGQPdSeXAxGMf7Yqhpl2EnEed4Fxnzj/AKvZ6U/bKnRvSNatC1a1Yl1W5aaRbuVi5k6qf4K4mVEMjEqM5Nda226vm2K21usfrXKXIxcSgcAOf51hCcmtWZzik9EUqKKK2MEfYdzdrb+D4pZJ4o0Omho2B6IItwH5815n8eLeO40O7WCHyxeWX2nGT8p/u16Toehpc+AdP0TUmW4lfS4oUkT3g5rk/i7azrpwtb2JVaVNgYf3vK3fzrkoVUnc9JUpfec1+z94k1bR/h3rt/DBaLNqWpsI4lb5V8uAhj9fmT8qsfFvxVqeu6Pol9DYYt4rndeSbx+7NY3wRltL34OzyWzAvaazcLMCOcTQR4/9FtXUxaCNW+CmsaPZlJbjz7jy3IGUz/qvrj360qMm8RzPc86tJqpyJ6HCr4ys49N1Cwa9jhKCVVt3Ul3jHQH1/GsHxR4luJYLfSreQGxs7ZFZBjFyy/dJ9Me2K5CxsL5tFh1dnMsBWdSzDLqPK3cnr1qpubzdkaYh87GNxPH1617lbGVFsjmo4Sm92eu2Wu213aWNu88MUtuu2KOM7lUfjW+b62WFUu0S9s5IPnIG4n/69ePacoUxq4Hmx/eQcfqK7ew1bTzBaGIByx+zlNxH/AuKyo41Pc66uHtsV/EUTW1zK1kzpBL/AKsSMTs/E1ziySJmGRSueoNdBrtxLAIREytHcS7ShjLbR+PNZGrMTJBJJh3/AOWhAxn8q8jEe9uejQ13KVheX1vc27QzsiA5AAGP/r163p9tp/i3wNqcOpTyW8UNnPclouTmLof+BV5G/wAkipB86r0zXReF5b8+dZxzvAk8QhuFXkPD/d9vqOa2oSfL7Lqc9ZJO5D8OI2ZNORuXi6mud8N+HPEXiH4ha9p/hzTvt2q/aJ7qNUcJhc+/1rs9BsZtH1a2WKaOSCf/AFTnqfr6Vv8A7O98rftH6ndCOOJhp06YjGQ7fU1zQVWjVs0aYiv7Wn7VbHN+LbKcWkEsouIbyMYuLZlxMv8AwDqa5oX97ps0Op2cAeaBtwSUD5j64r7X8TeHvDviq2K6xYRPI33bmMeXdJ/wNcE/ia+avHfgiw8P+ONJ07w9r0HiMyXCK2nkgXUMa/6xpWHyAGtvYu1hKssRVtLQsfETxhqmo+EbaeCwNlDqMGLiG4X7v9R+FcF4HuTp3jzTh52VuJNjN/dX0r6Fn8J2GseHrm41C6DJcR7o4kXdhfbNfNbaZLovjiGze5iuo3n/AHDxn+fpXHRov2J6lSEKWIVSlLQ+hrTTPDd5Y6Ukz+bcKnluryYBNYXjF4otVht4LJ7YQdFYYDfjUF5bRPbtcNeR2NtF++QmLeT/AN80zxDqk93DBZ3LxzSwy7YpkOTMPehxTo6n01Gio4v3ZXPK/iJbwnxBeQSE/v5PMTb/AAN61yNzdSQ3Yt8ESCbANdn4zu3tfGtxsgWfMUTHd6nrXJXLwXHiKzmZQAZ/3vvXRh9KJ8lmn++VV2PRdK1BU0/ZK39nPD12/P8AyqPwVHLf6jKVumktrdvJgdANzp6A9a5/zykhto3itnuP4mOM16L8GbXTH1HTE1SG4uLqMcRwjbDE/rlcFvxzXVVxkaNL2r2PIdF1q1kYeuRLa6pFNbzC28/7i4xsrk/EN7/xMYLXUXKxW5lZXz94jpXtn7RGnWiJZXUSJFNMfvIg+T8OlcH4f8G6L4wgjsLu4umcwTeROg5D+uO/415+BzKOMpe0Wx6EMG6dXke4/wCIPiBdR0HRbS0BnNnZZI2fvPxA4rl9BeV7A3Zt5rdZBiBJRw31FfTHwM8FWGjeE9Tjv7aDUrxm8q4mlUFpE9B/d/DFeE+KLVtP1PUtLWTaltPL5OefkHQDNdNCVNK1zPEqrOv7SSuhloZTOk8ZEU0i7VCgH5vWuFuYbkXEgZzkOc/nXYabe/ZnjnVsXMbb0U8gH8a5i8mlN3MS3JkbsPWnT2OepuZtFFFdLOZH2P4RjmufCOlPcagkjLCpWW2TYflXaOD7VwHxV1W5ttEi1PXHt3tY0lkh+8C7Ku0Hj2pnhjxZq11amOK5jijtV2rAqZwP+BVwHxi8Vy3ml6hp+q2gOyFvJeNztXd146V41F/vbH0Fl7G5c/ZzntL3wN4t0lP3F9dXVvd2S/3yFZQMfR2/OvRfh7KIodW0VCStygkMhOMsOh9q4/8AZJ0i11rxIdUuSCUgN6YU+UIwl2xjj27d6v8AjDU7nwp8c4vDssIgtrxXW3lY4DA/6ut6LftjyMZRtL2iPLtRuYfDKa5osgilumiZII8/LHKy7ScfSuGhiaLU4LYyFot26Q56muh8bRh/EGu3mGlZr/KZXmsfTNJvnjNwy4jPY9a73iG92YqhbY07m9t4mlWOXMUnSTvU2kxtO6XUZLFE2KucYH+e9VLGyt2VJCmSnQZ4/KtB2ntpt8cJ2+/y/wAq5VpsdW+51d1fmaEz+UYZPP67if0NYtx/qpW7jpS77n+zftJUmPdu2Hrmorh22sueG61k23udqSWwPaM7RMW5brjitXwjcS6beeZMwd502ZIHyis0xzS7fKk27Ytwz61biDozM3VutNSad09ROEXujutQlWXVvNjgt2Wbo0XIT6DtVzQL5fCHii31efS5GV4ZSqwKu75/uc4zXFWWpNYWzW0Y8zd1YDFdXfyXeoQ297Pe29tKuy3iiCj5Cn3WPrXpwrKtqcdVJYf2SG+I/iH4j8Qz7LmQ6TpT9Ut1O+X/AIH94fgazvDOlJbajqlvslSZtOeNpW5ZleWJWyepOGbnrzWJqF3d+ZJZRuWR4txAPQ+3pXqHwN0W9t/tWq6n/pMVzD5SLIdxU+ar9/8AZVa461e2xdHD31Z6Ba201n5Rkt5jHaR+UyDaNy+lfNXxo0ldD8UXcUABW5k3wKODGvsetfT2qS77ieO2STzofvMRw34V86ftHDz/AIgxu7bZVgw0asMfnXNQk7WOtJI7CKH+0m09oJZo40tokaNeAQ3XpU+t6S0GmozhVKNEykADBPXpWR4Jvlnigvo5mkC2atMiAnaV6Yrq/GsqnS4FMjb5tvlrt+9t6Vq0vYn0Ea1SjjKXs1e54x8SNPd9f+1wN5bSwQYFcje6NLaXcEt1L5sMrbhIONp/Cu1+Jc/l67bMTylnAw+tcfqd87yxqsZKt1BPFOh/BPEzpWxlWxpabGZL1lFt5otujMN2Pzr0b4TwQy+KdJuYDt8tt6xCZgM+4zz+NcZ4Vv5otKYpAvm3H+sJGc/4V6b+z7o0c/i972RQGsot23sDXHnNWNLBVU+hw4Gk/bXO3+L2myHT45MiRE+9kA15J4P0zVZPFGijSrxbcRXrLKFbgxt1Few/FOe8PhC5ktSGdp8KxGRsrzn4MSxweLrlNdWO3EY81SD0FeJwxVj9SZ6OLk1XT6nvPhgR6R4burm5fZA8nmKxPOK+Z/HdvPPqenzSx4kugwY5xjPXNexeI9dbxDb26WTmHTdu0j/noP6V5d8Tf3K2czkljLtyDjiuqlX/AH1Jdz3JYC2Fq1qiscMscsjx26x/el2nnnH1rG1TTr6LU7qL7UvyTOv3R2Y1t6SZbnWLRYGKzNJEFjPPmM3X6Vga1NKdZvSXOTcSf+hGvoaex8pGMXHVFWiiiulnlo9z03yo1nuLW7N7DdxRMrsmMFuteW/EFkm8RXlg+OF28dMV6zob2SWsEcCTgi1g84Sx7Vib6V4z4zlSbxZdvG5dpPuEjGPrXi0f4x9Cv4Jv/Bn4iH4bWGsQ2dgLu91F7eO0Zj9xQ27H51yfxZ8ceIte8VQeIdSkSS4ikRYGCABQnTAq7Ppht2iuLpEVyqyDBzgr0xXPeOhH/Z9kvPE9dNKpGpK8TnaUlVT6E91rNxqYGo3ClHu5PMIj6BvpWjLfyKkaLwrRbiB61gyhIG8tSUUdAD0rQiu1njVvlyq7Rx2rp5UcdzQtMQw7JApb2arq38fl7JB9oFYMMztM0fkgTR/fz0P0q0Vmg+4B+AosgNkSzlkl3bYR99X4pWSRusZ/Oo1uo2jeOceYz9d3SnrLPJ9w4+orkO4jnW/Ub4nULt29O1ajzbpNpxiogcaZj+OqsVxGyecQc+lAGiUuP9VtBX261dglm+aHiaRl27SOR7j3rOiNxax/aBumHpmrlo801vG8BAZupVctW+HfLsc9dIbp2i3s99dXFncQymFdu53IGK9C8A+L4rO+GnX95HbQyXWVJHG37Jt/9Drz7Q9Qnj0y507Ae5uZdruDjj2q7cS2zWMUMkkayRRbldlyc5zVzhGrsiITlS3Ze8afF/X727l1PTZYLHTonzGmzc06/wC0f4a5LxN4z0DxNc3FgluXMsP7q9kGCv41zGtXLXs82m2r7IzBhgv8X1rA0WImKWZ87Au0KegFNYRLZi+tvset+CdXubO002WzuCrIssEhUfK23pkd66+8vrq9kMtzKZZf4QvAX6DtXH/C2KFvCLvKFIS+mKk9a9Um0DTmuNwaaNi/zRhuY18rdz+Ncc4TmrRZ9nl+YYaEFOUXddTx34pJJLq1owjOWtlU89l6VyEysGiZFaQy/wCqx2+tdp8SXe28RW8MjEqsHFczd3Hzo0EIKJ90DqK3ofwT53On/tlVl/RZ5bSBxNIp8v7vFe7fAlWm8M3LQr5c9/NKjTZyRGvT6V8/C2YKwLSMW6pjmvcPgnrnh/SLdcTXaRyQtGYn+dhM3UhfSvG4hp1pYZ04K7ZzYOslL2k9EdX8ag1t8M7lrYO7Wwx5atgn8a8q+EV1FqviKRZ4iokscMknJ/OvQfjfrNvH4OYW1wuWnjVgepRutcH8Lrmytpr+5coWtoJIgwPMh83am3+9xXncOYStRwNWFVWaOqtVpVcQqlN3R6BDFHAZreMqEH3QWwF+lcR8U02WNs75AWfjdVTxXY6hpd3c6bNqk1z8u9Jfu/LXAabqep6it9a6tqMlzBatujMgyc+5r2HkFSkqWJjK6PVxPEtLFRq4OUbM0fDDSL4isyMZ+0q4OOQV6YrmNYY/2vef9d3/APQjXV+GwRrNsylZJMbkx/frnL+BJL64kbOWlYnn3NfQ4WEXDVHxOJqzhO0WVKKKKkEeqfDkXN3Bq0Wq6hPdBZVXLnlgvTOK821WK9uPFVzbzOJLmW6+ygAdG9R7V2Xwp1pm0rULy6Zo/OuNu5gFXP41e8IWMQ+LCajeLZzW6CSYCOTfl16E4rw6lVxdRqOx9FRqRcbMzvHdtHAqrDahArSRDHovSvK/FUktxe29iQNqtuGBzmvWvGNxJJpMVzdq6TyTMxiYGPy1brnINeaajp19PqcWo2tncSxr959g2/8AoVbYaKjsc9LW9+pURBfpcSsSGj+6g61Dp8gih5J/GrMEcsVreSSBYnb7rc5P6VmONqwK74Dff2gHH05r0DirabHRxwyX+2aByjj9frWvZLIn+t2NWFDIYrSPyZUZ26hHX/GtXR5A8e53bPvt/wAaARoOtq8ewv8AiDzVldh+/wDL9KrvJpwj3R5kP+8o/rTLxiLfzI5oZ2/6YturnsjuNB/+PYunJX71VYokU+cw59O1KGu4tKvXKIHf7o2uw/QVJK0REcL7w7dcDisgJ/InYZt5GCehNWtE0TWLURXqXnlwLPtZk+7s/wAaWJUFngOzL/sHmtKy1QQaVd2Q8plUYCzSbBXXQijirSZW+wrY6q9rLZyqCsksUyDAkK9MVV1O4WGzVGtFYyLtTcOQPeo9F1K71rVLezgiil+xI2NxYYVupGWp+vahbzX812kcuwdE4wPpVL3dhP3tzg7S2aPV2iZmVmXaTt5xVbXIHtNoRdok+8O1fRHwu8D+ENXtTqL25utUWTbIgf8AdRj3HX9a8N8cW8sWotZTGNZIZNhAHas6VVS3Cq+XY6D4bzrJ4Zv9Pjcs8O6bAPJZuv4V6Bpes6jHD57XBkkKbGZ+dw27efwryLRLsaSIb+xyAF23KtyCPau407WoJdO/co2/0NctRTh8LPsMlx9LEYfkqKzMHx3dS6lrqsseZVXaPTFczr5lhkjeJim7qB0rodWEvnefhgfXcKxdfPmLCgjbzvTtXZQStY+ezZt1231JLOUxr5oikYf3mYlq6b4Rsh8d2M0bSeZIMMzNn/lnuz6ZzXPwysrZbAHpjitvwRdJpPizTrmULHBHJGskhHGGXacfhVPV6nlYturQsjrPi9MgV48E5iVlU9EK9M1k+CbxYJ1soNMS6W5ntza7Qc2+G3fJ6c+ua3fjBbyS3lmLZFMk67PmHDj/AGqxPgtMzeLLOHc0bxTruA/h29MVOZe5Qbjpc4+HW9jsfjHBJBr0aPKGaa12RDtj3ryvTkkI1UOoG7rgV7h8Z7eGGSzu5kBbytoPofavJIBC32vywz+ZHuOPWujJMQ8Rk6u9jpx8I0czbtuYtvNPY6ra3NudvkPv56ZqjLKHkZyeWJJrSKSSwzlAMn1rGeMByMng1jSnJKyZVWEXK7RHRRtPr/47TNzf5BrYxR9HaH8E/Btr4etEu7rUL5ZfLvZIxMAodo9xXp93P411OgaP4b0ItfaZplrHcOzxQpDGSpDdc5yc1s+FLSW58OLd3kRgxawIqu3+xt/lV6O2kt/JuYrdVTfvATBxXmt3vfqe1FJbEMGiQG3j+0LaXl4kO24Z4QUZvxFP0/SdGtrJrRtF0xFm+5ttU2fyrWimEjsRtZWfeyvwD7cVUGfPlUuhQf6tOwpR93YyUmtjLtLfTrzWxo8ulaeyeRv842i4L+nTpUv/AAhWgiQiz8PaHGnr9ijOPzFXdLWe9CRQOEJ+8/GRV0mRI9kan65rfmZDinuYtr4J8EwTqh8L6TEV6f6IhH8qtL4Z0GVJFTRNIQL0xZR/4VqaWzw22DHGW/vMcmprho2imljRVT2NHMw5UYMfhDwvcpGs/h/S1Ddc2kY/pWfrPwq8D6hF5baDBGP+mWU/lXUpIJI1Z8Er05rXQKvdT9TSJ9pLueZSfCfwStuAbG6hA/54Xcn9SarTfBfwHKqgxXgK9GEoz/KvVJktVg+V8f8AAP8A69U/LHl7sxZ/3qXKg9pLueVXnwT0GDmz1nUoZvSVVMf6KD+tEHwT0yO1MT69PGZ/vSNbBgPpkV6siMDsnE0aepHy/wA6gdGkkS3lcvCvQFzVKTWxD13PFk+CWoQ6os1n4gsUjEPlFngYFh6nBHNZd98FfF9vE1xaTadqLN1iV/K/nmvfnhZZ3M+7YPu47/rUoYM++MEv/eIB/rRzMDzn4XeEL3wXot5aJp9zc6zdvvlh+XGfrmvKviN8G/Gmp+N7i8gsLGZZ33sYbgBAfbNfTktqklxmNd31jAP55pJAkTfvBGR6bahRS2B67nyxbfA7xvBGI5bXTtvcfa+v1+Wtzwr8C/E6XcLavfWtrYD/AF4hkEkg+nb9K+kk8mfpO5+o/wDr1BMhEowEA7kcZq277lQnKm7xdjyG8+BnheZPI/tXVdvqGTP/AKDVKX9n3Q5GVm8QanuXodqf/E17WkiI+7eCfcU0xeWdkqkP7ScUKTWwVJyqO83c8Ri+AGkTf6zxJcr9Ih/hVofATQlezMPiG/nSJ0bZKikMV6Zwor2TEvYsP+A//XogUpIio+0L03GjmZHKrW6HnPjb4a3GrpBJZarb2zD7pnhJx9MEVk+FPgnq2keJptZOr2JaV95iWFvlPtzXrlzKHgTaF+XpyaSOZE+eSZ4R/wA9s/8A16KjdWPLPVE0KUKH8NWPOfix4Q1rWdPjt9Lt0vpbd977JAv4c143r3hnX9BlSGfQb2N7hNi+RH5gx+FfXJgjMcTyTZZvvFcDP5VkXQcyt5zbmj+4d3IqcDiI4Ch9XhHQMbSeIqe0e/c+O5Cqs0MgW2MnTeelczIQsjKysGBII96+yofh7oUV09xeRLfiftNAuE+mK+S/FcwtvFGrW8dsmyK9mRflPQOQK1p7F1Iq4yf+xkleNbSfI8zaC/J21BjS92PsUnHX9906/wD2P60nhTXrfRfFCX+oaf8Abbdd/wC72ZB3V2P/AAs/w7/aU13/AMIr8kv/ACy+TC/67v8A9tU/79j1rpOI2ofjdrcVjDa+REqRqkYVh1K+tSj4668qoqWsKqvavJb/AFywu9Z1LUJLJEtri6328a4+QUz+09H/AOfOX9P8az9lDsbe3qdz11vjpr7dbWD8hUv/AAvrxBvRvsdt8n+yOa8c/tPR/wDnzl/T/Gn/ANpaL/z6TfkP8aPZQ7GfPV7nrVp8c/EFq7tDbwrv9hxU0fx88Rr/AMu8B/AV47/aej/8+cv6f40v9o6MelpIfy/xp+zj2K9rPuewf8L68Q7NotYB+ApU+PfiBVdfsduVbtgV45/aejkfLZzFj0GBz+tO/tHRv+fSX9P8aPZx7B7Wfc9eT476+qbRaQfkKk/4X74k/wCfaD8hXjv9o6N/z6S/p/jSf2non/Pu/wCn+NHs49he0l3PY3+PviJk2/YrMf8AABTv+GgPEuzb9ktP++BXjP8Aaekf8+cn6f40f2npH/PnJ+n+NHs49g9pLuey3fx/8SXNv5EtpalPTaKZ/wAL78RYx9mg+uBXj/8AaOjf8+kv6f40yPVdHaPc1nIPy/xo9nHsHtJdz2ib9oPxLLGiNZWPy9/KHNQH476//DY2S/8AbMV4/wD2no4+9ZzD8v8AGj+09I/585P0/wAaPZx7B7SXc9iT49+Ilfctpaj/AICKkb9oHxO337e3P/ARXjP9p6R5e77HJ+n+NL/aej/8+cv6f40ezj2Dnl3PYF+PXiJPu2doP+ACpH+P/iNo9n2WAe+BXjn9o6Nn/j0kx68f40v9paL0+yTZ9MD/ABo9nHsHtJdz2T/hoHxL/wA+tt/3yKbN+0B4llHzW1tu/vbRXjf9qaJ/z6TfkP8AGl/tHRv+fSX9P8aPZx7B7SXc9g/4X14h/wCfO1/75FNPx58Rs+57eFvwFeQ/2jo3/PpL+n+NH9o6N/z6S/p/jR7OPYPaS7nsMfx+8TKm3yLc/wDARRN8e9du4vs02n2DxnoiRDmvHf7T0f8A585f0/xqTRdb07TPEdtqBsTNZxf6xGAo9nHsHtJdz163+PfiGIJGyW8hXscU+w+OPiBtREU8cGJPvZTkVy3/AAtLw9/a39pf8IfHt/54bo8fnXF6prFtfeK3vLS2kt7Zv4XQgChU4qXMlqUq011PYrf46eLNQAtbPTbeVhGHTbFkjHLbvTC815XqMUeo6hc6g9tdq9zK0zAPwCxJ9Petb4d/EgeGfDuo6Dc6HBJHepOv2wxnzY/Mg8rjjt96ueh8Rr5Kb2vVbaMjB4OP96mopEupJ7soKzb8sxK+g4oyPT/x1f8ACkoqiD630j4Y+AZtEsJ5PD0LTS2qPK3my/MW9t/FJb/DrwBNdvAvhuPav8XnTc/+P12WhTP/AMI9pnT/AI8oO1X7hEgaZokVT9K4fbT7nd7GHY4n/hVfgXD/APFOQZXt58v/AMXVeD4XeCJD8/huBB6+fL/8XXXefJ/aMy7uKTU5Xj07cpwa09pIvkicpZ/DLwHcn5PDkOPXz5f/AIuren/C74eNCkw8Lw7W7NczA/lurpNP/daduTg1dT97JDO3Deg4FHtJGHs4nHal8I/BSX9l5HhqFl/i2Tyn/wBnp/8Awq34ciTyz4ZiD+nnzf8AxddxptzLcxszttK9NnFQajM6jzhjf64o9pI19jDsclP8J/h5H93w1C3/AG8S/wDxdLH8Kfh+z7f+EZtR/wBtZf8A4uu1XnrzRB/r6PaSMvZxOIuPhZ8PIv8AmV4D/wBvM3/xVS2/wn+HU/3PDUB/7eJv/i66y/pbYmL7hxR7SQezichH8Jfh0wdf+EbhEi/w+fLz/wCP0L8G/Ac8D+X4YgXb63MvP/j9ddAT9qmkz83rWvZoJ4Jt5P4HFHtJdzX2MOx5TYfC/wABmKNpPDsDu3VfPl4/8frVk+EXgBI9zeFof/Aib/4qt2w/5DlxH/CvQV0Ng7TwfvDuoq1JR2MvZxPP/wDhUvw/MDsvhe3kRehS5mOf/HqoXHws8BxSbf8AhHoSPXzpf/i69Pv7eMfZoY8xI3UIcVi33/Hpu70Uqkpbh7OJzFv8I/h5Lp27/hGoQf8ArvN/8XWbJ8J/BcV5G8nhy3VW6/6RLx/4/Xplh/yDKoakoe0uGYnK9OaPaSD2cTjP+FXeAc7f+EYg3enny/8AxdT/APCpfh3/ANC3D/4ES/8AxddntH9jfaMfvPWosn1o9pIPZxOLj+FXw8ZPm8MQq/8Ad+0S/wDxVSf8Kn+Hn/Qsw/8AgRL/APF12Fz8tj5w+/61NR7SQezicD/wqjwGR+78PwyH0SaU/wDs9K3wo+H9zCjL4chRx98meXDfhvrt151Lan7sf7HFEn72D5uPpxR7SQezicFH8MPAWzbL4cgT/trIf/Zqjf4WeAY1+Xw3aSx+u5z/AFrtXG/73NIf9Fn8mL7noeaPaSD2cTjYfhh8Pd+xvDlpt9y//wAVXyv4nTSrDxLqljHpYKW15NEp80jIVyB29q+3rmGNZ+Bivhzx3/yPGvf9hK4/9GtVwm2tSJwSeh//2Q==)
An Open Mind - Russell Targ on Researching Psychic Ability
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)
The Onion: Man using two screens is not fucking around
I agree....
Wait here while I control+C this comment and control+V somewhere else. Then I'll control+S and Alt+F4 this window.
>> ^Deano:
>> ^Sagemind:
Double 27" screens here and 7 programs running at once - I too am tight
Just a minute whilst I move one window to the other screen.
I love the way anything remotely "advanced" e.g me showing someone a keyboard shortcut like control+A, is now compared to Minority Report. I guess that film was good for something.
Axe - Tiens-toi prêt ! / Rise up girls (2010)
The thumbnail image for this video has been updated - thumbnail added by ReverendTed.
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)
PM Dawn: Set Adrift On Memory Bliss
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![](data:image/jpg;base64,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Young Girl Crushes Adele's "Someone Like You"
>> ^Sagemind:
![](https://videosift.com/vs5/emoticon/smile.gif)
14 octave range? - Hardly. In fact she didn't hit any of the high notes in the song at all.
And there is no way her voice could hit the lower octaves.
Roy Orbison had a 3-4 octave range and was considered one of the best. I have no idea where the claim she can hit14 octaves - That's absurd
Soprano: C4 – C6
Mezzo-soprano: A3 – A5
Contralto: F3 – F5
Tenor: C3 – C5
Baritone: F2 – F4
Bass: E2 – E4
When you have an octave that means that the two notes are exactly 8 notes apart, hence the "oct" part in the word. This means that the octave of D is D. You count 8 notes from the starting note. i.e.
D, E, F, G, A, B, C, D= 8 notes all together
http://en.wikipedia.org/wiki/Roy_Orbison
http://en.wikipedia.org/wiki/Vocal_range
http://answers.yahoo.com/question/index?qid=20080214233219AAvJ05T
I think a description revision might be necessary. Thanks for the input on this!
Young Girl Crushes Adele's "Someone Like You"
14 octave range? - Hardly. In fact she didn't hit any of the high notes in the song at all.
And there is no way her voice could hit the lower octaves.
Roy Orbison had a 3-4 octave range and was considered one of the best. I have no idea where the claim she can hit14 octaves - That's absurd
* Soprano: C4 – C6
* Mezzo-soprano: A3 – A5
* Contralto: F3 – F5
* Tenor: C3 – C5
* Baritone: F2 – F4
* Bass: E2 – E4
When you have an octave that means that the two notes are exactly 8 notes apart, hence the "oct" part in the word. This means that the octave of D is D. You count 8 notes from the starting note. i.e.
D, E, F, G, A, B, C, D= 8 notes all together
http://en.wikipedia.org/wiki/Roy_Orbison
http://en.wikipedia.org/wiki/Vocal_range
http://answers.yahoo.com/question/index?qid=20080214233219AAvJ05T
"On The Road" -- Film Trailer 2012
The thumbnail image for this video has been updated - thumbnail added by jonny.
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Revenge Of The Nerds
The thumbnail image for this video has been updated - thumbnail added by Barseps.
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)
Tha Saddest Story Ull Ever Here
Omg I Jus Cryed And Cryed So Wat U Do Is U Pass This On To 5 Other Vidos And Press Alt+f4 And UR Tru Luvs Name Will Apper On The Screan It Sounds Wierd But It Works!!! If U Break The Chain U;ll Die In A Fire
How many children can you fit in a mini-van?
The thumbnail image for this video has been updated - thumbnail added by garmachi.
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)