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Ariel Sheep Herding - Timelapse
The thumbnail image for this video has been updated - thumbnail added by oritteropo.
![](data:image/jpg;base64,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)
Beautiful Trigonometry - Numberphile
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)
4 Revolutionary Riddles
This line is incorrect Vavg = (V1+V2)/2. That only applies if you run at V1 and V2 FOR THE SAME AMOUNT OF TIME.
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Speed is Distance divided by Time, so the formula for calculating average speed is Dtotal / Ttotal.
The problem is that that only works if your second lap can be longer than the first lap.
If they are the same distance, the maths are undefined.
V1 = D1/T1
V2 = D2/T2
Vavg = (D1+D2)/(T1+T2)
if (D1 = D2) then
Vavg = 2D1/(T1+T2)
if Vavg = 2V1 then
2D1/T1 = 2D1/(T1+T2)
then T2 = 0
therefore V2 = D1/0 .... cannot divide by 0 (and no, it's not infinity
The track question seems really straightforward. The question is how fast do you have to run the 2nd lap such that the average of the two laps (Vavg) is twice the velocity of the 1st lap (2V1); so Vavg = 2V1 (says right in the video). Unless I'm missing something, V2 has to equal 3V1:
Since the problem states that Vavg must be 2V1, we can substitute that in the average calculation below:
So, Vavg = (V1+V2)/2 becomes 2V1 = (V1+V2)/2
Now solve for V2:
V2 = 4V1-V1
of
V2 = 3V1
i.e. your 2nd lap must always be 3x faster than your 1st lap so that the average of the two laps is twice the velocity of the 1st lap.
No?
For example:
V1 = 1 m/s
V2 = 3 m/s
Vavg = 2 m/s
2m/s = 2V1
V1 = 5m/s
V2 = 15m/s
Vavg = 10m/s or 2V1.
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)
Dorkly Bits: Teenage Mutant Ninja Turtles Argue Over Pizza
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)
Homeless Man Sees 'Do Gooder' Video For What It Is
The thumbnail image for this video has been updated - thumbnail added by eric3579.
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)
glenn greenwald-how to be a media "terror expert"
The thumbnail image for this video has been updated - thumbnail added by eric3579.
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)
CBS: Jon Stewart Is Right
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)
A hunt for the origins of familiar Chinese-American dishes.
The thumbnail image for this video has been updated - thumbnail added by oritteropo.
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)
Toy Lightsaber
The thumbnail image for this video has been updated - thumbnail added by oritteropo.
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wnib45eJ4rp7Wy0PTLEjozs07f+yj9K1w1GpiKrpU/iW6uKs/Y01UmtGdDqPgJEJe2tDE3YqcGsLUrDXdIXfPqMSQp0+1spUD/AIFXMReOPF2qTNc+IdcvLXTsZ3IVtIvxddv864Dx34n8ENfed/bizuowwhD3Ln6NnafxelVylPEexrK2l79DSni5xoe1pu/l1O3vPF9ol2saPBdSq+W/s9nQkD3TC/nV7S/EGp6/qRt9HTV4ZWYKqSukoHp1H0HNeD/8LF0/T5H/ALF0m5mc/wDLW7cKD/wBc/8AodP0P4teNLS/aXSpLW1ZhyI4AT1z95st+tcWJyGEZP2crrozroZk3Fc61/A9X1jxLr9prr6NqX2ITLIEfzYApGcc8Y9ad4u1LwP4feSS+1yPUJ1l/wBRaHzARgZwB8vXPU14Tr3inxBq2pT6nqjXE80jZklfJ68f0rBvtRadtzbiD0Bp4PLZUpXbuTiMWpqyR6bq/wAVbOOe4fQ9DWFZFC7rhxjH+4vQ/wDAjXK6l8SfFGoqIm1QwxrwqQoFx+PX9a4qSVpG2AYX0q/o+mveTFUPH617rqOKSvojzbNtvuS3t/eXr+ZeXk9w3rLIWP61VLHsCTXeaF8MtX1u3ln00qwhGWEnGT7etXfCXw9N9LKurRXMBVvLCghOfxzn9KinVhUdkwlBx1POrC3vL+XybS0knlJwqIpJP0Heu58D+DELSPrulXRvd2IraQeWB7tnmuh+ww+FppbS0SQyE7fNUbRj06ZP4muy8Ewtc2E146xqzHCgnoKVacKcb3uaU4NvQ46Twxp2n69oturxJcyXG8xxjJUD1PevYZmht0MOTjbl8Hr9TXLDwxrV94u0/ULfTz9kiY+ZdPhYlPpuPU+wzXZapqXh7SZitzA9zPFy8s4McRI/uoPmb6kj3FZwc6iuthyUYrXczLHQtT1yJ7mGSK2tIZAJbiWQIiD0DHqfZcmqus694P8ABUclnD9k1XUHfK/aINzL7pGxP/fT4+leV/Fj4s6zqN//AGZpM4hih+UTKAGUnqEUfKn4DPvWRoFskklorJNPdSsJJiwy7k+p610eyaaS1bJp+/d7JHsep6D4k8b6ZDeNrz6eJQCI48jy4/Td1/Bdoqbw54Q07Sb6Ow0uHe6KWkf+OU+pP51o2WrXFrFDaLafdjHAzxTje2d40ZtbMx3Kn99MXJ/AVyVlzaM6sPKUL2OO8X+BUj1KDULqJ5Z3uNxQHOADntXsXgvwLper6JFdXsbx7uFjPAxiuIu9bnub5NI060mu7o48x1GFiX3PavXPCV9JZ6bDb3UBjCLxg5JohHlViKlRTlc5fxB8AvA2qO8raY0UrnJkt52Uk+vWuVuP2fFsWL+H/FeuaY45ULMcD8sV7za6jCw+VsVct5E2MSwB9KtNmLPnH/hA/jPouf7I+IBvEHRLtN2f++s1UluvjNYOf7Y8E+H9fQdXWMBmH1z/AEr6WfaFO4KwPtVR1hY/6oY9uKak1sTY+b7r4i6db/u/EvwZvbELw0tqxYD9AKoXHjv4PXgOP7c0qf8A55zQ5APvivpi4s7WUYZcj0YAisHVvBPhzVFK3mk2E+f78QzU2i3cpHz5aHw5rkr29l4isnjl+4pkEb4981ZHw/0DHOuWmf8AsKxV6Lr3wL8A3EMkp0QQYBJNvKV/rXk1x4A8LxXEkSWV8VRyo/0g9Aa2WJlHRMq7Nr4iz2T2yyXOtuXznff35Ofxc4/KvNrvxT4TsPll1dro91srcufzbav6mvGZJpZpC8rs7HqWOSaURsR0P410YKvUwdBUou/m9zlxcYYmpzuNvJbHrjfGn+zbU2uhaPIw7SXk3B/4CgB/8erltT+Jfi3U5nmF8lmT/wA+kSxsP+B/f/8AHq4ry8525461PaId5UrnI6Csm1zua3e5peUoqF9EdPDpt/rlnLqV9qsk8uOPOdndvxY1UtfDmpSQNLHb5BHBYVp+FZriWNtNh2hW6seo9q9I8MPDBpuGAeVDtyR0ridapFu5uqUJJWPEYhcwyPHJAQU4KgYrQ8OGRtSSRI1LLzsPpXQeN4jaeII7tQqpKcHjirVhpSabqcOogHy5oy2APatVPmXqZuPK7G94hsobjw4l8hBmCjeMcYz0rz/xVpltZW9tcxPxON230r0fwzK+v+Gr947O4SCNT+8kXC/nXKW2gy+J76HTYpjH5a4VsZXNRSfKzWaucHGi+YCDk56V1PhVB/aKQRKRI2OBljXZab8IbzT/ABOlhrDC5gaIybrZ9pH1z/SvW/hZ4N0/RrLUb2ztDGyAgSSHc+frTqVFL3RUqbbOe03WJNBtrawntpYrqbLMEU71X1PpUmowXr6aJ31ySSOaTcIUiVX2+mQenvWzZaBJe25lkeRI5mO+6uWKl+eQo6n6KKojTvDGm6hNLLqVxDp9uhDTXiBFd/REGSfx59qxwWF5XJ9Toq0akLXRnaNoU2sSKJlW30+FgZLq4bZFH7Fj1J9Bya7Kzn8F+FbaaYzNeSbd0c90u2Fmx92KEfM5+uPcV5bqnxCa+vodK06FrxGmCLPcJ0BPRE7fj+VXPFHlWV8llFE7ahIqmSR2JKqe2ew9hxXdKEF5s53KVuxr678QtSmhW6mnkEu4iASgKVHYJGvCD2Fee/E/VtUj0i23XMgkvsmV2Ylsema1fE+mmHxLo0QX5miLH68Vn/H2JLafSbFAN0cBZv0q+a7uYtWR5VbKxl4Y5HO7NewfCmBLWz/ti4BuWMgiiDvjLHvmvM9B037bK0e/Zkcnj+tfQ/g/wo+i+F7K+1drKOGEb4Ink+bp99uwp1Z2lZasulC1O7OstYZp4HdFSMEZZmPCj6msWG5fX9T/ALG8Mxs5jbbdXx+5GO4X3qrptvrXxBuzY6QJLLRkbbcXoBBm9VT2969j8N+G9M8L6XFY2Fskaxjt1J9Se5rHlUWHtHblWxW8LeGrHQrRLWBMux3SStyznuSe9dLJbQkfLLz71QBLfMfWpgTtGeM1m2Isw27hgysDjtmrImmToKzBK6HNKt1Kvcn61IGoL9wMHOaUX+OoqhHeE53KmPcU/wC0wsvzIM+1BS2Lhv4+M09LyBs5fb9RWfsikBIJFQMmPlBGKFqXay1LXiC5j/syVYp1BKnoa8eme2858zxk7j/y0HrXXfEGe6s9DuDbsFYoQMivnCTwN4nuZGuDdx5lJf75780OF+ojyWTSLyJ8bEHGe4/nUEGn3NyzENEiqcEySAAVpMkssiNfXDsjdNxIH6CtPSNFh+0faFjNzAnzEEYB/Crg5W95hOnGT9xMxrLTLiW4VIZLYbergE5/DvXTT6PomlW8Z1a5vL2+l+YQR4ijQf7WOT9BXS6BbC51eO6t7eJFX5mTA4A71g+JXF/r091LEV3nyoN52g443E+lQ6jcrWElZXuLZXtpY2bXMNusMCHlY0AJ/wAfxrX8C6za6rftYiO53yvkbY8gD3Iqlf2lhp+giGSSO6lxnZEdwYn39K2vAOpNpabzYpArL1xtOPrRiIxWgqLb12Mb4wottqlnp8ds6qGA81/4j7Va8VJe21jpnllWiWMAIR1pnivR/GXj3xhb/wBjaFd3UcQyhRMJgHkljhR+daPiiwl07SUl1C1mW7hYRmNkOc44PPbpyKKbV0hzi2nJluS+1J/Cv9nwzCOSYbI4I0Ocn2Fbnwq8H/2dr2nvqOpx+cy8x7iIwfqeprl9J1LVRd20MVm7zBMgMQqnPrn/AAr2zwfpOl6NC2veOLs3eo+V+40u1QholI6sDjb/AMCwfaop35feVi5tX93U7T/hHLL+2ZdSvr9HgEY229riSSQfnhR9SK5vXvidaWcw07+y7PSNIjbbI021ppFB5AHTP0DH3ry74pfFrV9OMaeG4LTSIrgMq5XzJVXpkZ+X9K8aF9f6nem8vb2a7unOWeVixP59K6ORU78yu/yN8BKDrRc9j9BvDcPw5+Ivhlj4feNJlTHmLxdQHGAWDZJ/HIr5y+MPwh8UeG9Re81CS51iwdv3d6mSFB7MP4P5VwPgHUfFGl6xDeaDJcQ3MXzB4D0HfPYj2NfXvws+KH/CSaV9g8YWMVtIRsNwyjybjtgqeh/SuWTVRWk+V9z6e08EnVw79rSe8X8S9H/l80fMPw58PRyeI7ZmgysZ3byvp2HrV3XLZ7/4qT26o2AUXdjivqHWvhZpcd3/AGr4biihPLGAH5T/ALp7fTpXhGjaRcxfErV7i9hlikjlK+XIuCOB61rBuC5ZfeeVXw9HG81XC7Lp1RzmtWYu/jDZWg5jtLcbvz/+tUOv+E38b/FdLO4tdlkoWLzR19Tiuy8PeEdX1r4hXWopITEpwqKNqqo6lj6VqeLPEHhvwLYXE2m3i3erSMVNzt3MSeqwqeAP9s/hW6TbPCqRcHYwvGnw8+GXgKD7RLa/aLqEciSYlEPqwzyfQDmsXwloOr/ES9jub1ZbLw7Gw2Lja1wB0+i1d8G+DNZ8dajF4h8Yl109DutrLJw3uf8AHvXt9laQ2cMcUESxxoNqoowFHtTvZWRkTaLp1loelx2VhBHCiLtVUGABSTyE5B6nvUhYAdzWR4p1EaXoV5qP/PGIsPrWbKSOf8ffEPQPBcCi/drm9cZis4SN7e5z90e5/WvI9V+PPiGV2ktNP0u2TPyx5aQj6tkDP4V4z4o1u81fWbjUryZpZ55C5YnPB6D6CsSe6kXvxUWbLukfV/wr+LY8S3Q07WLeK2vD90xH5WH41655bbc9QRX596LrtzpmqW17DIytDIGGPrX3j8PdWOreGLO7Yhg8Y602rCunsX5AQOmMVASe2a13eH+OLj2qGaKBh8o2k9qkpFaG8MUZGASRjmq4uhuLE8mppbXjAIqB7R+y5oSSG5GZ4jthqVlJEzHBXrXLxaZtjVc9AB0rtXTh1I6CuaMb5PNVcDxBvD2hxxPOp3kDEY8pTtHtnj8etcBdXrW+rTWCbXj3YLYGfxNJdeJdb1CMbp/JjP8ADH8oqDwzaxT37S3TOwjywRerH3PpXl4CjWoKU60r+R6uOlGolGmvmeqaJFbadpAhhije6ul3OzHkL7Dt+NcdflrnxaEjWPy4BhiUDfkPWprO/uIYpHj8xru6bZDGvJUdMitezjtPD8Qu5IWu7+blFK8A+v8AnmuqlVVKfvO7ZwTpOpC0dEVbhbCOS2F/ZpGjyZxtC/ia6zS7axtPGOkw6gh+03K/aLeNwNkUZzsZu+SBkAY4K880fDTw7rfi7xI1xc6Hb6q1ud621xc+VFu6r5gUElQf4eM1u+LfB3iTQtXOteNviBounXzAFEs7Pz7vYCWCIvGAM4BbGABzxWU41qmIXs10/H+tzSjKhGnyVXZd+p654OmsLe1ur7UzqLLPcKPMmhNvGdvIxnDEZ4A5ycYzmvJ/+KJ8QXWs6t8Q5blZ2vpTHbQSZlkAb5QoGCMYwWOBxWh4mjg1DwvBqmr+JryK1tl8yGe6uVj2vjrxhc+gGSOgNeB6v4q0uxkaLQ0bUZcn/SLgHy8+oU8t9WwPY1tgMHy1p1K7t6fkZYmqnHloq68z6J07U/Bvhrw1dXmmRWXha0kUr57zmS7l46GQ5cn/AGY8fj1rwPxB8QJoDc2/hlpGjkY7ru5Ub291TkD6kk+wrj7l9T1q6M17LcXsw7clUHp6KB6Ctvwr4T1DUGW42RQwA/62bhPw7t/KuyMmqbh0IdNRlzdfIwZI7u+dr7U2nmnc/elJ3N781JpcBh1OBBGHDkAK3NdFqlo1prElnJMtw6AYYDg/hS6TaeZ4m06G48tCG3sVXkD3Nc8ajc3E19klTUkeiaVpdzpdiEkkERdQ7Ii8kdgB6e5wK6Gx1N4Rb77hpnzlsk4UelUW1i11CYWSZMf/AC0lfIBx0Hqfx/KtHSLdLeZzJCXKn93u6flWNe1zvw+LqUopLoet+AvG19pSukjvPYIm4QueR/untXoKQeE/iFYC9hA+0xcF1ws0Rx91vUfpXj+jaOz6S15q9w1pBcnCKD+9lUddo7D36CuT8Q/EafT9Yh0bwewSeF9kK2xLIhPc/wB9vUmuiDcY2ktDSLp4urem+SffZfM9J+NKaj4R8N/YtJ024+yzMAHtxxK3/TVh0Ht3rgvh78Nbm91BfE3i/NzdMd0Vu/KoO2R/Svffh9r+oah4ftofF0NsL11AcovyH6jsf0rT1bw6jIZtPAwefL7fhWsb9HoctepBR9jUilL+ZO6ZxSxLEoAAAHAA7UhVuvardxA8UhR1YEdQRUT/AHcU3K5506Tg9SvWT4t0ltZ8PXmnqcGaMqK2dnOKcFIGM8UiD4L8c+D9Z8NaxNZ3UO5U5DpkjGeOawbvR9RFot35e6I+h5H4V9afGjwvO8kurRQieBl/fLjJAHevFnaC+lNnaqC5XbjbwPrXHLETjLY9CGFpVIX5jyfSrOS/1K2sox880qxj6k4r788E6b/ZXhmxskyDHEoOfpXzJ8OvDGleGPG1pqevutyiNuSNMfK/Ykegr6qsry2vrVLm0lWSJhwVPFdjvOCmk7HnXjGbp3V/UtsJGHXOKSRh3BFOjkCpzTWdWHNZlkLtgZBqJJ5QepqSQBhjFIiANnOaB7kUmSHJ+9jmuacEOw2966a443YPauekjPmN9TTsGp8oT6ZHDpI3fIB/FirugadDDpkk8LyzMwJkbZgADsK7O0+HfjTxJcxaZo9kJwvE3k42Reu+U8A+w59q9h0f4X+FPClhGfHWqf2xdxoGGlaepEfr83Qt9WKj2rgoxqKPvbs9bMsZQrVU6a0SPAPAeheK/E2uC38PaRNKzHDzJHvZF9yflQfU17NJ8PvB/gyCO8+JniYNcqA8el2b+ZO59yOnpnA/3qde/Fq+u1uNF8M2EHhTSLTcvl2wVZiB1JYcIPp/31XgnjHxZoEGrzzRzS6xdOxJCykx7vV5Dkt/wHr/AHq7qFCEq7jVXLbqeVXnVdFST32R7cPi3ujm0rwjplt4V0OJS0kkePPkHTLyn7v1zn/arxXxr478PLqksunq+q3LElnkZvJz6k53SH8QPc1574j8Q6prRWO4mEVspyltCNkSfRR1Pucn3qodP226TKd2SMgdq6rQpVXOldaWMOdypezkl3NHXNf1XxFKhv7qS4EY2xKxwkS+iqOB+Fang3wy95Ms11FLJaKcsQcAn0z/AEFbWi+H9NstPgvNYOZJF3Q2kQxx6t6/ifz6V2Wj3bzbUtv9FiVceVFHuOOwFc1WvGLszrw2CqVY8y2JNK0mK0jLm1htYlXIj25L/h1/n+FUmu7m/wBRiWZyU3jag4UfhWxP9oZjAClsZB8xkk/eMPc9vpWfZ2sdvqsKrKJpA+cp90fj3rknOUmrbHsYShSoxldpyPPfHsc7eNrsWrskgC4CnpxWl4PsLy78VWsZmeadoMyM5GEGe1UddXVpPF2oXcWmXVwDIUV1jLKO3JFdp8MtBvr7xx9js4riSUW4D46LySSxP3VHfNdjjdaLU8Xn2R3+lada2yxwwQC4nJ4JXJzXV/8AEr8K4utZC3eqbd62pbEduP70p/8AZevriqWua1o3g7Rnn03ULZpwNs+pH5hH/swDu3+1+WOteSQSeJPiprY0zS0mg0xWy8jnkjP3nbuf8+9RQw0YpSnqxVKzloja8SeLdf8AHPiOXTfDbz3Ms52S3RO3K/3VH8KD2/SvYPhR8NLHwnbLc3IW51NxmSZhnb7L/jWv8Mvh/pPg/SkhtYg87D97O4+Zz/Qe1dg+0cCunfchTa2FjcoPftWnpuvTaepMjhoFGWVjwo+vasiU4UYOahLHGMHnrmoemxrCr9meqN6w1vwz8RtJuo9E1Vre7UmMugCzxEHrtPUVzMNpr2htJZ+JIlkjRsQajH/q5l7bx/A36HtXKTeB4rDVpNY8N3k2mz8yLDCcKJMdRjoD3XpXK/Ef4zeLZNKk8J3ml2ys7iOS7OQ5XcMZHQHpk9PYVzqTveasz3KWGp1Pdw8k6b3Ut4+j6/1oevkA4cHqOKOvFefeD9WsdMsZEt9cbUreFMurrs+fA+WMHkAnPB7c13FleR3lnFdQBvLkUMAwwwz6iqhNTPFxND2UtHdHBfFvx+nhgR6ZYQwXOoTLubzuUiX1I7n2rwbVNS/tO/lv7ryRM5+bYioo+gFavxquTN8RNRO4nZtXr09q4dpR5qqoLGvsMBhaVOlGdtX1PhMzxNatVlBStFdEa6TNG/nRsGA6ZHSvTvgz4oNrqSabdTAwXJwh7B/avJbeZZCyg5XGMiug+Ftu158Q9JtGL7FnEjL7DmtsdyyoST2scWAjKOJhKO9/wPqsocYBqJlZeatPt9OnvUEpOMAV8UfoVlYhZiPekZsrxxTmHTg1G3BqrAI/I59KzXjBYn39K1WAKkVSKcnrTQHBeMvin4mvdH+weF7eDw3YBSsVvZIDMV/3sAKP90ceteea98X9D0DS4raEtrWqhf3yRv8Aug3+3LzuOeu3OfUV454r8XazrbG23/ZLM4H2eFiFb03Hq34k47YrCt9NaZWbd0647VNCHs4Wm7sK0lOf7pWRe8V+Lta8STytdSpBbyPv+y2y+XED7jqx92JNYHP41LInlsU6kGmjPpXU23ucwIx3fMcAVvabdW0z2sEYLymVRsx96sSIAyAGui8LQQNrVlOVwUlBOOKxqSSNqdJzTa6HoGtWs41ZUmxuEa8Doo9Ku2Ek0ORbSNFwcsOPqadq7/bNZeRFODgKPWmXG9SLVcBiecH/AD0ryqkvfufX048uFjTW7RnFrm81IMAxSE4BUADP1rr9L0W8Asr2a4jL3MgWOFRlsd2Jqro+lXF24trGHcR1Y/dHuTXqOh+FtP8AB2nw614znkSZyDZ6fFgTz+nH8K+5/Ct6PPXeiPMxfssHDli/e6noWgeHfDnhXw0dU1l4LO3VNzvIOWJ5wB3J9BzXj/xL+I/h6HR7ptPsRpNncthYIFCT3wHQuR0T26fU1F8fPivpT2MFglst3qwGY7QHMdt6Buevt1PeuH+Ffwv1rx9qB8Ra/LL9jEgMjlcZ9FXt+XArvioxV3e9zwtflYqeEPC/ib4qa2lxdIbTR4GAAx+7iX0A7t/k19U+BvCml+GdJjsNNhWOJcEnHzO3qT61a8O6RZ6LpMOm6fAkFrF91FXHOMZJ6k1p7xtCKAfXmht7sW2hJLJjK+1QsflGTUcrqJB7U2RlxjNJsodITxjpUTMR70vmAqQKjLZ6YzSFqPQgfWuc8deENP8AFFntkP2e8TmK5Ucg+hHcV0iY2470jY71LV1Y0hUlB3TPn1/AvjfSY9Rlvr+7iW3TaJLaNXUoc/MgZs5xwcrkVJpfxETQLQRRzXEqwxFcnbmV+xIxgd+gr34BW+THBr5/8Y/BbxJc6zeXemXllNbyytJGskhRgCc4xjH6104Chh/aN1np0OTNMViqkF7He+voeTa5qkmoajc30zO0k8hdmZs9TWXFJO4ZYl4Y/M3fHpW7458GeIfC1zHbaraeWJV3LKjboyM8/N6+1YsbLCojXc3rtr6mlUjU+B6I+TqUpU/iWrJzerboiOhiQHqOR+Nej/s8WrT/ABCN25Vkjt2KP0ySRXmUsUTxlopJM90Zc16V+zvqZfxhFYJaqoSJiSqkenrWGNd6Uk30NMFFqtBwV9dT6Y3fjSEjPPWhvQdqQYNfJH2IEZqu2NxqVmxVdmIJ5qkxpkq8mmN94/L3pI2y2OacepqgufB+naNJFcb5ZSpx/D1/OteKzhW2dVReRzgdamuN0kwUYz04qYROgI3KwIwcdBUz1NaNlM85vUIvpEA/iqEjBq3qRKatMVJ61d0nSDfL513e2lhbAHDzP8zewUAsfrjFdFziZiq2HH1rqfCivcahaIi/elAqp/YCzwyyW19bZiGWWR9rN6YB5yfStvwCrRazZR/Z5SY5Mv8AL0+uelZVE3qjrwzVpJvoegXET2t/IirudVA4Gefauk8D+C9U13U4Yo7Z3kl52qOcf0HueK7TwN8NrrxFeDU5ZIoNNB8y4u5MeWFH8KnPzEd+QB3ra8T/ABK0Pw4kmg+CUQWcQ/4mWrlwpdR1Cvjge49flFcNPByqNtK6PSr5qoxUKemlrl7ULrw/8OrR7LTlstU8TxqD5O4GG0J7n++46+2MnHfwP4ifFWe8up7OwK6prUvE2os+Vhbv5eOpHQHoOwPWuZ8eeNrnxPfy6Z4cha3s3OyWYcSTgnoT1A9up716X8Fvg4IBDq/iG3zuw8Vsw5Y9i/8AhXclBQirWaPIblzSu7pmL8FvhHPrNymueI94t2O8K4O+c/0Hv3r6g0uwgsLSO3gjSKONQqIgwFH0p9jaxW0ahUUADgDgCnSvuPyY/Ci4Ezy4ULk4poYtnHQ1WBx15oL84HB+tIB7kBsY5qreSvnC5z6VeKOsfmup2+tcV4h8a2Md2+nadBJeXZ+8QPkj+rdvp1rJ1YrctQk9kbq3Do5RmwfQmrMTHaDXk2l61rM3ieFLoNsLHOBhUFesQ4CAg5yBRCrGfwlVKUqduYshiRngfSlUknrUAJz1qaI7ulUZEyqdxJNLjv0qRYwqAk9e1NOB1pAeNftQfbR4XtWhm/ceeBLFjl/SvnaF4mwqyxwN9P8AGvUP2tfHOzU7TwzproZYCJrl8Z2n+Ff6/lXhA8QXBX54Y2b16V7uAxdOlS5ZHiY/B1K1XmidTLFGzBIZ5Gk7vnAH0rrfgdqMWnfE2ytpLiSaW4BjPzcL35/KvI59ZvpVKK4iB67ep/GvSv2YvDt/rHxAh1JI3FpYZeSY9Nx4Az69aMZjoTg4wQYLL6lOalN7H2CQRyetFObJABP50hyWxXhnu2uMfpVeUHIxU8uQQBiozkjnrVJDCFcHOc07A9aIxxzS4WmKx8AweKIEcFraUjH94Vck8aQNGifZJSFz1YVxFFaciMVNovaheR3F48yIyhjwCelEV9sKkq3HvVGinYl6mjDqTx3guVeVXBzuVua9A+Hnj3wjomoxXHiHQdQ1WFG3tCk6qJG9WJ615dRQ0mrDTsfUXjj9p/S/EWmDSLXw7qGnaYgCpbQzIqso/vY6j0HQV4h4u8cSa5ILWGF7PTEbKW6Nkt/tOf4m/QdsVxlFEFyXS6jlLmSv0PW/hl8Q/BPhPy7q98MX1/fRsSj+amxfQgHv7mvU4f2p/D0X3fCmp59546+UaKXKhczPrB/2q9CcbT4W1PH/AF3So1/al0ADH/CLan1/57pXynRRyoOZn1X/AMNS6BuyfC2p/wDf9KSb9qTQjE3k+FtRV8HbunQjPavlWijlQ1Jn0uP2m4720+x6tpWoC2352WsqruHcEn+lY7fHzTIGm+x+HrghpAyCWReAOxx1rwCiuWeAoTlzNfizeOKqRVkz3bw98dLG1vprnVtGurkyHIETqu30HNdhH+0/oCRqg8L6mcDGfOSvlmitoUIQVooynVlJ3Z9UL+1DoI5PhfUyf+u6VLH+1NoKHP8Awi2pf9/0r5SorTkRPMz63b9rDw+wwfCep/Xz0pB+1b4bwd3hHVD/ANvEdfJNFLkQc7Ox+KPjCDxh40vtegtJbaK4K7InYFlAGOSK5f7Sv90/nVairtYktpcx7gGVgvfHWvoD4ffHfwd4M8OW+j6d4U1IiMZll82MGV+7GvnSik0nuNSsfVh/al0A9fC2pH/tulA/ak0DHPhbU/8Av+lfKdFTyRK9oz6of9qHQCePC+p/9/0pB+0/oH/Qsan/AN/0r5Yop8qDnZ9U/wDDUOgAY/4RfU/+/wClM/4ae8P/APQsan/3/SvlmijlQe0YUUUVRAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB//2Q==)
The many wonders of light art photography
The thumbnail image for this video has been updated - thumbnail added by oritteropo.
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)
Climate 101
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)
garbage-blood for poppie
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JL28uLp0CorTSs5VQeACTwPaiigbJruaX7XN+9f77fxH1oooqTU//Z)
Russian Women Cat Fight Over Dog Poop
>> ^mxxcon:
It's a video for some #уберизадругом (убери за другом) (clean up after a friend) competition/campaign.
I guess they want some funny videos of pointing out where people throw garbage(or dog shit) on the street or otherwise make Moscow(or Russia?) dirty.
btw https://www.google.com/search?q=i
2;ария+Ивакова is the owner of that youtube channel.
How disappointing. I preferred thinking that this was some kind of obscure pornography.
Zero Punctuation: Diablo 3
Ah the amusing valiant defense of a game with a mandatory mega-tutorial... yeah, pass on that, haven't even finished Torchlight, don't think I finished D1 either - the introductory comment was so succicnct.![](https://videosift.com/vs5/emoticon/smile.gif)