Videos (6) | Sift Talk (0) | Blogs (0) | Comments (34) |
Videos (6) | Sift Talk (0) | Blogs (0) | Comments (34) |
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.
OMG! I just dropped my brand new iMac!!
>> ^jmzero:
Or you could buy good PCs and see the price is pretty much the same.
Lol @budzos. Mac people have always said this, and it has always been funny. They used to have some magic wiggle room because so many parts were different (different processor, especially) - but that's mostly gone now. OK, so here you can get a quad core Mac Pro for $2499. Let's see what those parts it lists are worth:
Processor: $316 (here's the specific model)
Graphics Card: $109 (here's actually a slightly better model)
6GB of RAM: $100 (good RAM for that premium)
1TB hard disk: $100 (decent hard disk for that)
Motherboard: $250 (let's get a nice one)
Case: $250 (let's get a nice one)
Optical drive: $100
So far we're at $1225. Maybe they've got some Apple magic (whoo! Superdrive!) to make up a couple hundred more dollars - but it's going to take a lot to spend another $1275 (ie. more than double). If you prefer a Mac, go ahead and get one - but pretending they're the same price is silly.
To be clear, I don't hate Apple and some of their products are reasonably priced now. A Macbook Air, for example, has been a good deal for a while and is still much nicer than its competitors. But their hardware has historically been way more expensive, and lots of it still has a significant premium attached.
Oh please - stop it with the DIY PC vs. Mac Pro comparisons, they are just ridiculous.
A HP Z8x0 or a Dell Precision for example - those are the machines you should compare to.
You'll find that they are in the same ballpark.
Price is definitely not something I'd hold against the Mac Pro, that would be stuff like:
- weak expandability (1 PCIe16+2 PCIe4, 4 drive bays, max 64GB RAM),
- lacking features (eg. no SAS or SATA 6G, no USB3.0, weak selection of graphics/GPGPU cards)
- weak support options (no onsite support available at all?! I'm running a business here - do you really expect me to haul my workstation to the Genius Bar when a deadline is imminent?)
HP Offers 'That Cloud Thing Everyone Is Talking About'
Tags for this video have been changed from 'backups, app, crowd sourcing, 4G, 5G, 6G, all the Gs' to 'backups, app, crowd sourcing, 4G, 5G, 6G, all the Gs, onn' - edited by xxovercastxx
Man of a Thousand Faces - Face Video Mapping
The thumbnail image for this video has been updated - thumbnail added by lucky760.
![](data:image/jpg;base64,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)
Fukushima: Alone in a Nuclear Zone
The thumbnail image for this video has been updated - thumbnail added by eric3579.
![](data:image/jpg;base64,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)
Corporate Money Sets Partisan Battle Lines
The thumbnail image for this video has been updated - thumbnail added by Boise_Lib.
![](data:image/jpg;base64,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)
Homophobic Friends: Montage of All the Gay Jokes on Friends
The thumbnail image for this video has been updated - thumbnail added by Boise_Lib.
![](data:image/jpg;base64,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)
Homer Simpson vs. New York
The thumbnail image for this video has been updated - thumbnail added by critical_d.
![](data:image/jpg;base64,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)
E3 Trailer for Sid Meier's Railroads! computer game
The thumbnail image for this video has been updated - thumbnail added by critical_d.
![](data:image/jpg;base64,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)
Dan Savage speaks in Dallas at The Kessler 03-31-11
The thumbnail image for this video has been updated - thumbnail added by critical_d.
![](data:image/jpg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD//gA7Q1JFQVRPUjogZ2QtanBlZyB2MS4wICh1c2luZyBJSkcgSlBFRyB2NjIpLCBxdWFsaXR5ID0gODUK/9sAQwAFAwQEBAMFBAQEBQUFBgcMCAcHBwcPCwsJDBEPEhIRDxERExYcFxMUGhURERghGBodHR8fHxMXIiQiHiQcHh8e/9sAQwEFBQUHBgcOCAgOHhQRFB4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4e/8AAEQgAYgCCAwEiAAIRAQMRAf/EAB8AAAEFAQEBAQEBAAAAAAAAAAABAgMEBQYHCAkKC//EALUQAAIBAwMCBAMFBQQEAAABfQECAwAEEQUSITFBBhNRYQcicRQygZGhCCNCscEVUtHwJDNicoIJChYXGBkaJSYnKCkqNDU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6g4SFhoeIiYqSk5SVlpeYmZqio6Slpqeoqaqys7S1tre4ubrCw8TFxsfIycrS09TV1tfY2drh4uPk5ebn6Onq8fLz9PX29/j5+v/EAB8BAAMBAQEBAQEBAQEAAAAAAAABAgMEBQYHCAkKC//EALURAAIBAgQEAwQHBQQEAAECdwABAgMRBAUhMQYSQVEHYXETIjKBCBRCkaGxwQkjM1LwFWJy0QoWJDThJfEXGBkaJicoKSo1Njc4OTpDREVGR0hJSlNUVVZXWFlaY2RlZmdoaWpzdHV2d3h5eoKDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uLj5OXm5+jp6vLz9PX29/j5+v/aAAwDAQACEQMRAD8A+PCAewoAXPQUg56U49OKsaAqPQUgA3YwPypc8UqjvSAXav8AdH5UbF9B+VOooATYo/hFLtX+6PyoGTXffCbwKniq7e5vjOLGFiuyHAeVgMlQT2x1xzzxWdWpGlFylsVGLk7I4AoMdB+VGxf7or6nvPhp4PGlOn9iQ2qxRKzySpIMZyMlt245PpivDPiT4b0/RJraTTrmBxLuSSCNy/lsuD1Prn9DXJh8wp15ciTTBxa3RxW1f7o/KkIUH7oqRuKYwya7xCAKf4R+VIVU9APyo5FGaBCbQD0FGFA+6KUnPSkOMe9AB8v92iiii4AAR0FLtA7Um44pck9aAQADv0pygdqaORT14FAxRijnNApRQAY9K+tf2ArrwxLb+KtI14ae9zIYJbaO6KkugEm/YremFJx7elfJi5r0X9n3xtB8Pvibp3iS5tvtEMayQsm/aB5iFQzcE4BIJAGeOKyqq8S4b2PuH46Wdl4l8DTS6PFp91b2cfmSTJLsKIBkBSBgjHOCcV8g/tIeBovBdt4bKzS+fqkEk8tvIwJjKlRuGP4WycfT8B9h/FLxLj4as17ZW8c1/DtiiOGV2KDc5HTA3ZHJzxzXhnib4ceIvjL8KNK1TSZftOvaFdTWW26l2/aLchWUBm4BXgAHAwT7V4lCqlidf60O2pStQUrdT5JZOaYyAdq7Xx38N/G/glwPE/hq/wBPjJws7JuhY+gkXKk/jXIute9e5w9Cqy5prAACp2XBphA9KZJFSU7HPPFJimAlFLg0UAIKBSque9A4oEKvWnU0DccU4Lg0DF680o5o96VeTQMu6Jp15q+qWumadbvc3d1KsUMSDJdmOAK+4Pg/+y/4L0AWt74svBr+tbAxtWGLSJ8Zxt6yY6ZJwf7teMfsReG477xzqniW4thMmj2eIcj7sspIBHbIRX/Ovq+68QC2sprlWDXioXgjdgCXyFjUAdcyMi59zUva52UsNzU3UZnfEzwcuqavpzg2YhtcJNblTtePIIAxwMAEYx39q6vw8YLG2jhC29pax5KW8ChFyTkk46mrWl+H4LCzsbeYz3DLDm4uZXJaaTA3MxPOTyavXmlWP2a4kFmu1UYq6uSRgDHf1zWEcPT5ue2p0yxVOVOMJalbX9Y0G50qaz1OzhvrOVCJoJoxIjr3BU5BH1r5D/az+GnhtNHj8d+BdMh022t3EGp2UCBEUFsJMqjgDPynHqp9a9l+Imtppfh+8nD4ZYHwPXg1y/hnRdT8QrcWmryBdP1m3eO5iJzsjdAo/EAIR6EH2NFa9OPNHp+QV8DCEPc3PiVxxURrf8Z+H73wx4o1Lw/qCgXVhcNC5HRsHhh7EYI9jWIRzW0WpK6PKITRTmWkC81QhKKdtooERKacRkdqapApSSehpjEUfNX0b8IPhZ8NdS8E2OoeJbnVdT1fU7KS88iynWJLOBJzGzA4JZwAWIIIxnjvXzoow2TXZfD7xV4p8Pala3+k3hWC03IFuyWtlRs70IJxhsnIHJzWGIU3D3HZnRhnSU/3quj0v46/AKx8AWl/f6R4tXVRCYpY9PNq32hYZCRudl+XjA5wM8nAryTwr4V1/wAS36WejaXc3Uj9CkZI646gepr2aP48PLq1jPNK9le29nHZHULSPIKKCAdrZPQnnn6V798G/ib4B03w2VgeIXsx33N6sgle4bqWc9QeT8uMCuF46pSuqsbdup1fU1NL2D5u/wDw3Y1Pgb8ML7wT8MLPSoYIdP1CYfadTuLk72klI5UKpGFUYUEtnjO3muHbxZo8Pi7T9I8V64G1F78Lbxw24WJ0iDFGZs5GZMYAHJRfeu4+NHxw8I+HfBM8unasl7qsyeXBDESGJI6kEdPevjDwFqf/AAkPxYsdQ8QzTyCaZ3fyk3sMI21UX64wK0pzlWlzL4UvxKp3ppQqLW+i7I++l8dadqNvvhh1K4gO4I8dr8pBG3IJIJ7/AFz7VkeOPiHbeH9Nt0ew1WaW9lNvFDDGGYsyHqN344qra3FpBYwLaWtxbybFWOGUY8pQO49R/Ot7wvrXh5LmSO52Ge0l2+dIox5pTOFJ/iwSPxxW1aTpw5rnZUwdOnC8YtngPxij1nyLGXU7K7s7WdSxjlQqSCMc/rxXt3wX0rw/4g8F6XrEVxJdSRxCCeLO1Y5U+V1IHPUevIIpfE3xP8BzSvYaraQ6jbwEO4mhWRIyeFJDcDJOK4LxF+0Lonh3S5Lbwtomk2EPLR7pVVdx6ny4xz+dcCxsJuzbfyephXeJlHWNn6njH7eOhR6X8YYdTiVVTVNOikbHHzoTGf8Ax1Ur562EsB613Xxe8d6p8QPECalqsy3EsSsglCbdwJ7DsAMAD/GuOijyQa9DD8yprmVmeS42ZCYsZpojq2UHOabs+lbXFYr+UPWirW0elFK7HymMBWrpGi3eoIbjdHbWanEl1M22Nfp/ePsMmsoZ7VYiLMjIXbaqlgueM1pK9tCFa502gW2j+dceQi3E9shlE09wFjYD0TZknvjNZGtarPqc4LpHFGmQiIMD6/54HbFQ6NfXNjNM1tIyGaB4XwcZRhgiqy9KzUPeuzS+hv8Aw/8AC2peNPF+neGdKaFLy/k8uN5t2xeCSWKgkDA9Kg8UaLf+G/Ed/oWoqFu7GdoJMBgGKnG5dwB2nqCQMgivXv2JLuxs/jHIb1zHv0yZYWVNzB98Z4H+6G/DNN/bNtmi+MrS7IVWfTYJEEa4O35gNw9ePyxWLrv2/sraWNVT9zmPEyzE8kmvS/2Z0t3+L2mTXXliK3inmZ5DhY8RthiT0wT+eK4O10bVru1N1a6Xez24baZY4GZQfTIGK9o/Zr8La5pHiy91O70y5tbpNPDW4lTBCO3LlPvEfJj8eetaSq01o2jbDUZupFtaH0ZrV+yqBYTwSzyrlHDfIg/vHsFHXrzivGPiF430u40tND0b7U8VsS4uGOwzTk8ykjnrkjp17V6HpuqWGozyRand3kUb7sRT24i+09mf5gMqOQB+J7VzPxO0rw03hTUrjS9KX7TGu6F41CBWLAcBfvHH1zUzvNe7sfQVHeN0eZrYy3HgKe8lu5AZbovKS2S4XAUEn0y5/EV5l4305dI8S3NirEhVjcEnJ+aNW/rXv+meHEGjaVp9+4trZQpuftDrGoDYMhO4gk4yo443e1eDePlV/F+pTJetfCWcyeeY9m7PPAyRt7DHBGKqmlFJHj423KjBC5AqWJTgcd6VU+UcVYRfkHHem2eakVyASeOaaAMc1I3U0w9KQhcD2oozRQBiAYPFT2YzMFP8QK/iRUINPhO2VD6MK26GaHW/yyZp8ELyyLHEjO7HCqoySaRFxOR6E19i/sxWnhnTPhho2tx+F7e41WczC5v1Y+fkTSAAfKxA2hRgYrgzHGrBUvaNX6djswuGdeXLEq/sWfDLUtOuNU8S+JPD01lcFI002W6Uq+1g/m4TORkbOSPp3r6J1bwhoGp6gmoal4c0y9uVQRiWSL5wozgc545P51Hpfi7w9FCElN1YD1uF2An2yQT+VblvrejzxiRNUgCN0MvyZ+m7FfC4ypiMXN1XK1+iei/E6m50XaKat/XQqQ6DoUUQjGiQRqOAFQYFSW+iaCjFooTAx44kYf1rYUl1DR+XKhHBVuDSOiMuHiYfhmsI0KtPWyfqrE/Wqj05n95lXehWE1uQVa8UciOQq4/8eFYOq+BdC1iMRX3hmBkDBsNL5a5ByMiPrzXXC1t8ZVgp/KsvxbZ6ofDuoDSrx4LkwN5UitjYcdRWsKtanrGLX+F/5DhWbdub7zidd+B/hjVNOkt4CdKkcYDW0UZC/gy5/WvIvF/7KNxKUn0rxtZYiiWMi9tzH04BLKx9u1ei6D4X1zUbkG81jWNZlXhllupBAh9xkfkcH2NdVq0XhLwRpQ1HxlrdnZwodyRF9oJ/2VHzO3+6BnuDXpUsfjJNezba7v8Aq48RTin787vyR8Q/Eb4YeK/A2omy1KzW8iVA32ux3SwfQtgbSPQ4PTsa40gqq5GCDX078TP2qkit5dK+HOkLbIMqt/dIOB6pEOB9WJ/3a+d4Z7zxX4hku9W1Bmu7ppJ57mRcliqliSBjsDX0uEnXnG9aNv67HFJW2MJ8ZNRGvQdE+Hxc3E+tzlbaLaf9GkAYgtgt8ynoO3GfUUvifwh4as/DN7qWk3mrNcW2G2XCoY2QyKg5UDBIbOPYj3ruMup57RSZHvRQMxvSnL1oorczRoWCq2qEMAwy3BHsa+wf2ZuPhRpg7C4uMD/tq9FFfNcUf7ovVfkz3ci/jv0f6HrigfZzxWRrFtbxWlxcxQRRzhciRUAYH69aKK+EwnxHu1PhZX8AXVzJZXNxJcTPMBxIzksOfXrXongK7urm3lNzczTEBcGRy386KK+po/Cz5fFfEzq5FG3oPyqlcKrW8qsoKsMEEcEUUVy4j+OjmgWSiQ2hSJFjVU+VVGAOO1fmT8VNR1DUfG2rz6hfXV5Kt3IgeeZpGChiAMk9B6UUV7+C/ir0CHxM5PtVu0YqqlSQeRkH2oor2mEzsPhXfXp8QXCG8uCjQncpkOD8w610PxanmXw0Y1mkCPKgZQxwwznkd+VX8h6UUVSMOp5HRRRTGf/Z)
Footage of WWII rescue by Sub discovered
The thumbnail image for this video has been updated - thumbnail added by critical_d.
![](data:image/jpg;base64,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)
Colbert Report 1/18/11: The Word - Disintegration
The thumbnail image for this video has been updated - thumbnail added by vaporlock.
![](data:image/jpg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD//gA7Q1JFQVRPUjogZ2QtanBlZyB2MS4wICh1c2luZyBJSkcgSlBFRyB2NjIpLCBxdWFsaXR5ID0gODUK/9sAQwAFAwQEBAMFBAQEBQUFBgcMCAcHBwcPCwsJDBEPEhIRDxERExYcFxMUGhURERghGBodHR8fHxMXIiQiHiQcHh8e/9sAQwEFBQUHBgcOCAgOHhQRFB4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4e/8AAEQgAYgCCAwEiAAIRAQMRAf/EAB8AAAEFAQEBAQEBAAAAAAAAAAABAgMEBQYHCAkKC//EALUQAAIBAwMCBAMFBQQEAAABfQECAwAEEQUSITFBBhNRYQcicRQygZGhCCNCscEVUtHwJDNicoIJChYXGBkaJSYnKCkqNDU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6g4SFhoeIiYqSk5SVlpeYmZqio6Slpqeoqaqys7S1tre4ubrCw8TFxsfIycrS09TV1tfY2drh4uPk5ebn6Onq8fLz9PX29/j5+v/EAB8BAAMBAQEBAQEBAQEAAAAAAAABAgMEBQYHCAkKC//EALURAAIBAgQEAwQHBQQEAAECdwABAgMRBAUhMQYSQVEHYXETIjKBCBRCkaGxwQkjM1LwFWJy0QoWJDThJfEXGBkaJicoKSo1Njc4OTpDREVGR0hJSlNUVVZXWFlaY2RlZmdoaWpzdHV2d3h5eoKDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uLj5OXm5+jp6vLz9PX29/j5+v/aAAwDAQACEQMRAD8A+ZJ4bhNOil01FvYlT52YZZD67e361ztzdTztieRm+vQfhXTTQTQ6Va6nYFkkQFX296bHZW2vQmSMBLoD5h0JP9a8qlUjDV7d+p91jMFVxDVOm7NpNR6NW6f5O/qZmn6iNP07y4VZ3dwzhvu49KuXN8LrBSWRbeVQXhBwAw45A6/WoLjQbqGzeZcFE/1gbgofQ/XsaosssHyyxOnGc4yK1Spzd4vU5HPFYeKp1FaNl/X+Zc/s/wA5sQSgZ/hamz2N9HEVaFyEPUcimWF75cgJIPtV2TVbxyUhMyoevYDGaLVeayM518HCF5Xu+3/BM9rK8FuJRExjPOVOcfX0q5od9qmi6tbahYuZGhcOi5zn1H5ZFdh8NrvStV1CWw1loFPlHbKeN59M96l8V+HtOguY49HkdbiQ48s+5xXHUx7p1/Y1I69Ox7OEySnjMF9bw9TRbrZr9Pkeszahpes+HEkluYorXUrYr+8cL8rLhhz3Ga+YJ42hmkhcfMhKtjnkV7H4V8NvdeRoPiO2kVbeGeW2xKFwxaIkH2wSfxrGvPBMVv4Lu9TuY5xqcdy6pGpG0xq6p0xyd3md+wr67LMVCFPmfX/Ox+e5hhpUK7p72/4c8w5z3o59+le46t8MvD9jeK9xNNBY2m9LmRphmdxxkEjCgEEn/eUe49E8VfCnwpafBi6ufDugWkmqPDHeyTTuzTx25KFym45BCc4PT5u/Fd7zOmrI41TkfJPPHFIM4HWvrHxT8DPhg2tal4R0PUtctfEdrZfa4jPIskJB+6G+UHBPHb+lcx4k+Gnw3sG0rS7M6tNqmo2kckSm6UlmMasSBtx36Uf2nSH7OR86jqPrR/jW94p0ZtF1eWxZzJHjdE/95D0/w/CqVrZWkkWXknDA4YKuQP0rSrmFOlBTlez7K50YPB1MXN04Wv5uxnUVr/2dZ/8APW5/79//AFqKw/t3C+f3M9P/AFdxn93/AMCR2PgWxl1HT7nTso8kR3gH+Jar3fhnUdOvlvbCMkZ5ANct4V1y+0TVYru0lK4OGU8qR6Yr1e28W2EhX7bbtEkoz5kXzLnsfUfrXwVeE6U21sz9Kymtg8ww0Y1PdlDZ/lqP0izj1O3fzLVobhozFKjr8rg9jXmOo2txpd9Np12jqkbEKSOY/Q/SvY9D1KBZ2lsrqObbhgEOdy/Tsfau9n8OaJ8QNLSaCC3XVYkwQVGJRXPg3JTlFLfp/kevm2BhiaMJc1rfa6a97dPM+WruSKaKGN7VBdrIFaZAMOmMZPv719LaN8NPB+v+H7OK6tWhmW3UCaMkNnHJPrzXEa18PLOw1C2gGntG8VwrTh842jqCPT3H9a7XTfFOt6TfLZweHJZrdQA0nmqoUcDv1+mBW1Ss6kEqejTZ8TisF9Wxko17SVlqlv8A5+pznxK+EXhfQvCt3d6XJP8AboYTIJt2M45PH0zXlWm3lxrEkEt6JFAiXe8fzFhjk4/CvZ/HXiXUNettV0FtEubNzDJFHMWBRm5GRj3FeOf2Te6Fi0uNglK4HltkEdv51NSUnSXtH73Q7Mnp8uJl7FNU7LmXS6eh11h4z07+3ILezSRPtNwyyPKi5jMjxgjPZcBs/hXfw3dkLiTRpLVPtFvCLwI2OizAMDjj5mlLH/drwTU7S/8AISdbYARD5m6Hr1z3Nb/jK48eeFZNH8X6ndRebrVq32WdPLffFhWIZdu3+MdR/KvpMv8AZ16MVGXva3/Q+Mz/AAlTC4yV4NRdraeSueoaS+l+JpJ9OuTJJFZX5+2pnIdFETbT6B3Dpn3716Xo15f2jeKdf8USxWun6jHBpekW7bGeUNuXfweN8kv3euOoGBXx9oHj7VdFi1RbSO3aTUiGnmkjJkUjccqQQByxPQjIHpTtX+I3inVrixn1DWbiZrCZbi1GxFWORSCG2gAEjHcV3/U5uVlseLzo+nfi/wCMVsr/AMSahoOm2v8AbYgWH7XjMjxDkr/wHrjoeK8v8SaZqGreJvBd4APstnb2LXUrSqvlp5cJY4JBPAPTNeWxeOtfW6mun1GSaadlaVpY1fcRnHUf7R+v4VeuviP4huoBC93HHhVQPHaxhgqgAAHtwAKqGDrRaat+P+QnNGp8bLyy1Dx1cS2Eaw2/zGONcfu1Z2ZVwOmARxXH25kiz5cjrnriovtkcjmSSWVnY5ZiuST69amS6gx96T/vgf4161HCx9mqclf5GSrzpz54Np+X/DkvnT/895KKj+1Q/wB6T/vgf40Vp/Z9D/n2vu/4Bt/aWK/5+S/8Cf8Amc/vZG4Nb+jaq/kC0mfKfwk/w1nSadIw3JgfjUX2C7j+cxnb6ivh5+zqKzZ9PhvreDqc0Ytr9DoXlvUmUxnZIOVdTj9a63wd8Qde8PTZhYyNnLFsk59QetcRa3txDYrHwzE/xDO2o7pp7mEq0zDPIAOBWcMG5ayO+pxF9Xl+4u31vt/wT6KPxn0rxTax6RqOkGLU5CFhuInV1B75PUdPeunS8b+w0aG2W5nVlLDdtd1H8IJ47V8v/C+NG8c6Fa3J2pPfRQSE/wAIdghP4Zr342UMl9PoOqT2CXllIUaK+jDK4/vLXNmFF3jJ6iwOZzxcnzpJ9LFrxprkemaDJfXMAhePLsudx5b5VJ+teGeJvEdpq+oG7idY3KliAMDP07V0Px1un0+10/w3ZlVjdRc74uEYZIXb3xkH8q8xZo5tpeFQ2OXT5WP9P0q6GBU4KT+Qp8QTwc5UYJNO136G0fEzmwmtpJMhyP512XxV1E6t8CvAMzNuayea3z7EAD/0XXkepWzRL5qtuiY4GeoPvXofi2Oa2+CPhu3nG1jcLKBnPyusrKfyIr1Muw0KFW8ep4ma5tWzBRVTaJ5saX/Cug0fwZ4h1fw8+u6faJcWiyyQkLMvmlkQO2I87iMMoyBjLAdTUkfgTxjIJGj8N6o4jUmTFs3yMDyh4++P7n3vavpY1I9zwznQKlQdK2IvCPip2VV8M60xYlVAsZTkgkED5eoKsPqD6VcufA/i61mhhfw7qUkkqgqsNu0vJ3EKdoOGwjHHXAzXXSlG+5nIwEXkVKo4H1pqfw09cYH1r0qaSMJMU4zRTC3JorbmFY39UitI/wDSdNm82E/eQ8NH+Hp71mtdZXk1jG5nHI3A+1RxedJIEG4bjX5bHDJ7n3VbOdbxRqSzMJCGAAP3SKkDbo/lPUcGqc+8BhwVPrSW0jGDnqh/rXWlZWPnKk+ebl3NXT5pLXULW/jUCWCZJAAe6kEfyr6c+Kwt9W8caJqTeFp5YGClWYEHUTlRtC9RgMMZ+99K+XQ+0Zr6Z+NXiK6m1DQV06GZorG1jniaDosjbQD+AAP4UpxUrXNKMnFOx5T+0VdJefE24MaMkdtawQxqV2lRs3EEdiCxBB6YrzhABIOOvSu0+K98mpeOL2+SNYzPHC7qBjDmJC3/AI9muIunK7iOoXAPueKsyluQamyyKUU4UHrjrXrXxhtJNJ+Gngq48tSssVs6K4yGKW6ZyPTLV5NLbF4diD5wBtA719AftlW40rwx8OtEwFe3sZTIP9oLCv8AMGt6STlEjmcdUeZeDfihc+GtMa1g0W3mle6uJ2lE7x4SaNVZFC/dwUVgwOeMe9dFD8db+KaMxeHLNIotQN8kfntgHqF6YwOO34CvGvWpF6n6V6cKFN7oznOUm5Pdnt918cox/ZFza6E0tzDevf3sc0uIzJsljjVCM5AWRWJIHzL0qrafHHUYItPRNBtd1mW2MbhvmDZL5GO52kegBHOePHlP8qep6fSuunhKHVGLlIlU8LQG4H1qINjFN3cCvR9skZ8pIX5oqAtzRWf1gvkJhdKEwtu4bBAJYHv9KnhnDBtse3uSWz+HSumvPBmq21w8UlvAQpxuEq4Yeoyc/pWHrNm2nzCCVVViuflYHPX0r472UYq9j2quJm1bm/Io3DEL97g+1V7Bx5rox606d2KFNuR2qkpZHzgg1JwGujfIB6cV9C6heo+n6RMSDv0m3ds/9cwcfjXzhDOWBz3r2zw+x1vStOhhu4llTS4IUU5IZljUYPp3555FROSirs3oRlOXLHc8012d5dUnZz824A/gAKwr6Qb1QHln5/Ct/wAfaNrWhavIt5bPAJTvjJwwkHcgj3rkyJJHz1ZRn681UWpK6M5xcW1JWZ6D8GtDPiX4n+HtKC745b1GlH/TNDvf/wAdU16R+3leCX4jaHYqeINJEhHoXlcf+yCr37D/AIdeXX9Y8WXkYWHT7cW0DH/npJy2Poox/wADrgP2r9ZXWfjTqTI25LSCG3U/RAx/VzXVhY81Qyk9Dyenjv16ULinhiBjPFexGFupk2Az79KUE8dela8MGIUB64qCdAD0rTmS6mXN5Gbnp9KaW4qxKuCarscde9RKou5cXcYTzRTsj1FFZc3mXc7ZpNaum82S4nYtzyx4/Kuc8Qtcx6mFuCxYIMFs9PxrsoZImcBAMms7xpHZT3UMM0WJIYsblOCc84rlxOOpVqSpxp2l3v8ApY3hl8qadVz0X6nHPdbuFUfWvSPgD4V07xX4zjXVAs1jZgSSxHpIedqn2yP0rzi7to1YmHdt9+a9L/Z7vtf0vVtSl0awtb0NCnmJNKY+ctjBHfG7rXmtMcGuZXPePizpnh+LS7DSLHTLOxR5PNn+ywJGWRAMISBnaS2eOu2seJ4NOtoJrFbF4FgCCMKUwOw4B4yfTiuZ8X65qd5NFJdWbCX7LGrI82Nq5Y5Bwc5JPcdKz18ZzW9pGLtb7ATZgxJIpHsQR/MV5lelUqT01R7lCvSpQ10fex3+vaamq+HlhvLKO0liffA8bpJsPrnnP4jnvXb6L4e8E+LPhpaw6/oWmW1zNA0c01vbrG0cqlkMiED5Tlc46c46V4c/j37RCyR6YfVW8hY2J/4CTXR+DvGV1daa2nXGkSpa24d1mkm6yM+4AAAZ/i49M/j0YPD1aafMtDmxuNoVGuR3Z2fhZIPh38NrXw5DKj3rl57uRf4pHP8ARQo/CvlD4h6tbap4lv51th5/2yXzJST+8AbA7+gH/wBavd9d1SR4ri9uHJEaNIcnsBmvmKV2kld3OWZiSfevWwmjbPInqact9px1WC5j08LbxgBoix+cj8fYf/XrS8M/2bNqV5cz6eslttIhjyfkJ6d+cD/IrmK1/Dlw0UkkeflcgH268/0rulPQycTozPZppc9u9mGuHcMkuT8oHbr7n/69UdTuLKSxtYobNUmjz5rknEn6/wCfam3MgAJJwB1JNZU95AWwHz9BWHMw5UW7q904axFcpp6raoBmHJ+YgfX2H/1++fFd2CXV27WIeKQEQpuP7v0PWqdxKzuR0ANQk0cxSiO3Gim5opcw7HoMQC3ahRj5x0q0yI+oXxdVb93GORnjIoorzF/EPer/AO5fNfkzlwqnOVHX0r0/9n8Aa9fKAANicD/gVFFbS+E8aHxHX/FNVGoxkKB/oy9B/tGse2hh2wnyk/1Z/hHpRRXlVfjPbpfAb80caWaFI1Ulh0GOxqbVCRoOlgE4zOcf9tTRRW2HObHfCjl/GRI8I6sQcH7HL/6Ca+eqKK9bC7M8phViyJDsQcHA/wDQhRRXWyXsbGs/8ecn+e9c/RRWUdhRBuv402iipZSCiiipGf/Z)
Robot Solves Rubix Cube
The thumbnail image for this video has been updated - thumbnail added by vaporlock.
![](data:image/jpg;base64,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)
The Stork Is Real!
The thumbnail image for this video has been updated - thumbnail added by kronosposeidon.
![](data:image/jpg;base64,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)
Amazing Squirrel Fights off Crows - Protects Dead Friend
A squirrels diet consists of nuts, seeds, and fruit. It'll eat bird eggs, bugs,..... even an animal carcass if there is no other food source available. As for an "average" dog's compared to a squirrel's brain? An average chihuahua has the size of an average squirrel's brain...approx Squirrel brain length=3cm
approx brain weight=6g
A bull mastiff has a bigger brain than a chihuahua, as for intelligence?? Jury out....
Behavior studies and not brain size determines the intelligence of a creature-Bet 10 bucks the dogs smarter (way smarter) than the squirrel.
This guy is hungry or inebriated on scent-oh and, not love, squirrels live alone, fuck everything and anything they can....sometimes they nest together when it's witch-titty cold, otherwise, they are a solo act.
This concludes your squirrel lesson for the day.
Loop the Loop in a real car
Tags for this video have been changed from 'car, loop the loop, stunt' to 'car, loop the loop, stunt, fifth gear, loop, looping, 6g, speed, world record' - edited by Eklek