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TED: Chaos, Order, Magic and Crossword Puzzles
The thumbnail image for this video has been updated - thumbnail added by eric3579.
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)
She wants to draw slime molds
The thumbnail image for this video has been updated - thumbnail added by eric3579.
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)
Blackwater Hit & Run
The thumbnail image for this video has been updated - thumbnail added by geo321.
![](data:image/jpg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD//gA7Q1JFQVRPUjogZ2QtanBlZyB2MS4wICh1c2luZyBJSkcgSlBFRyB2NjIpLCBxdWFsaXR5ID0gODUK/9sAQwAFAwQEBAMFBAQEBQUFBgcMCAcHBwcPCwsJDBEPEhIRDxERExYcFxMUGhURERghGBodHR8fHxMXIiQiHiQcHh8e/9sAQwEFBQUHBgcOCAgOHhQRFB4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4e/8AAEQgAYgCCAwEiAAIRAQMRAf/EAB8AAAEFAQEBAQEBAAAAAAAAAAABAgMEBQYHCAkKC//EALUQAAIBAwMCBAMFBQQEAAABfQECAwAEEQUSITFBBhNRYQcicRQygZGhCCNCscEVUtHwJDNicoIJChYXGBkaJSYnKCkqNDU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6g4SFhoeIiYqSk5SVlpeYmZqio6Slpqeoqaqys7S1tre4ubrCw8TFxsfIycrS09TV1tfY2drh4uPk5ebn6Onq8fLz9PX29/j5+v/EAB8BAAMBAQEBAQEBAQEAAAAAAAABAgMEBQYHCAkKC//EALURAAIBAgQEAwQHBQQEAAECdwABAgMRBAUhMQYSQVEHYXETIjKBCBRCkaGxwQkjM1LwFWJy0QoWJDThJfEXGBkaJicoKSo1Njc4OTpDREVGR0hJSlNUVVZXWFlaY2RlZmdoaWpzdHV2d3h5eoKDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uLj5OXm5+jp6vLz9PX29/j5+v/aAAwDAQACEQMRAD8A+MqK/R//AIZL+C3/AEBNR/8ABlN/jR/wyX8F/wDoCaj/AODKb/GgD84KK/R//hkv4Lf9ATUf/BlN/jR/wyX8Fv8AoCaj/wCDKb/GgD84KK/R/wD4ZL+C3/QE1H/wZTf40f8ADJfwX/6Amo/+DKb/ABoA/OCiv0f/AOGS/gt/0BNR/wDBlN/jR/wyX8Fv+gJqP/gym/xoA/OCiv0f/wCGS/gv/wBATUf/AAZTf40f8Ml/Bf8A6Amo/wDgym/xoA/OCiv0f/4ZL+C//QE1H/wZTf40f8Ml/Bf/AKAmo/8Agym/xoA/OCiv0f8A+GS/gv8A9ATUf/BlN/jR/wAMl/Bf/oCaj/4Mpv8AGgD84KK/R/8A4ZL+C/8A0BNR/wDBlN/jR/wyX8F/+gJqP/gym/xoA/OCiv0f/wCGS/gv/wBATUP/AAZzf40UAe80mcdcUtfIXx88a+Odb/aQ0j4P3mqS6N4X1G5t0caXL5dxcwScEvJyQSQw2jjGM5oA+s7XULC6Mwtb22n8hts3lyhvLPo2DwfrUGj67ousy3UWkatY6g9nII7kW06yeU5GdrbScHHavhr9nXQVtNc+OHh3E1xoljpN5AVkYkM8Ur+SWIxlsIx/OvZ/2DL6xsP2f4Zb67t7YTazPEjSyKm922BVGepJ4AoA6v4qfHSz8EfGPwv8OjpAuX1mS38+8a42i2WWUxr8u07jkZ6jrXO/FLxz4vu/2ofDXws0bxBcaFpNzp7XdzNZwxNPI+yZgMyKwA/dqMAdz7Y8G/a0u4b34ieI/FdqLptT0bxBZ2UDrbSGKKKK2DEmXGwEzH7ucnGcV6Pr2q2l9+3d4D1kTJHa3vh6OeORyFUq9vcFefxoAwfi5r3xN0b9lfQdf1zX/FOk+Jz4hmt5ZGuJLWWSB/NK71XbkYjXbxwM4616X+zHZReLPEviTxqms6ve6RalNG06G41aedWZIUFxOQznlmIwfTJ6nNeY/tQ+IL3xB+z8Tf6ib2e48eXo0zOCZbOFp0Ux4+8igqMj1FTfsta2Phv8bdS8E20l1e+FfEEcE1ncRQySJDO8avGGIHHDlCfUKTxQBxV7rGueGF+K/wAPtP1PU/7dl1qC00uRr6UyJbJJLK2wlsj5I05HPzda9Y/Zc8U6r4617wRDJr+sO2ieHLmTVkF/IY7mX7U0UAlQnDHZubJGTxzwKuX/AMOJLn9u2TWprCVtLl0g6i8nlnyi5hNsV3dN2ecfjXP/ALJGmL8NvAHxX8W6oy25066kskkl+XLW6uQoz/eeRAB3OBQB0/wD+M/ifxX+0P4t8KatqIn0IrdzaNE0CLtWKcIuGABYFQ3UnkGsjw3+1X4lS802017wZp9+19p1xqKyafeNAUhhacPlZAwLYt3P3ucivP8A4dW+q+C/jZ8GNX1KPTI4NX0pbaOWzuTKZxMZMtLlQFfdOoIGRx1rt/idoGj3n7dPhPw7JYQppd3oEsE1vCPKVkkivN4G3GM7jyOcmgD2+D46fDyPU7HStc1caBfX1jb31vHqSGKOSKZA6lZfucZKnJHKmu+g1zRp/snkatYS/bQxtdlwp88LjcUwfmxkZx618g/GZ9N8H/tieBI49Jv7/TdN8Ox26WdpAbmZoljuUACdXwOT3wCeazPij4Ym8LfsSeHjcvBLf2+ufaLO8iR43jSV5WG3equhxgEEDke1AH3DmivlP4D/ABR8UeG/Hfg74feLdbm8Q2PinQLXUrC7uV/0i0lkjZvKZ85kUlGAJ55WvqygAoo4ooAK+Hf2lf7b/wCG2vDQ8NizOsGKyFl9sJ8kS7n2l9vO0H0r7ir4g/aR1jT/AA7+274Z13VpzBYWMVlPcSBS21FZyeByfoKAM/4A+IvEuheKfir8N9ZtYb+6m0/UpbuWytWluLi9DeUNpUbnUmQ4GOM5wOa6j4O/CH4l3fgHwZoGq6BDoEGheJ11+W5vroGSZQRiJYUBIPHVyv0rp/2VfAmtXvxa8X/GbVtMutJsdbluBpVrdLtmeKaYSGRl7DCqB65J6YJ94+IPjXRfBmlfa9SlLTPkQWyf6yUj09B6k0m0ldmlKlOtNQpq7fQ4e2+B2n6l4T1Hw/411+61uDU9bfWrtLaMWiPK/VOCzbAcEfNngc0nirw/8CdKsNM0vX9L0O7GkReRZRTBrqaJMk7P4nIyTw3FeeT+LPH3xU14aNpUr2No5y0NuxSOOPu0jjlvp0PYV7P8Pfhf4c8JwxzC3W+1Lq13OoJB77B0Ufr71jGs6j9xadz18RldPARX1ufvv7Md/m9l+JFovip7izgtPCvgHU2soFCW7SxR2cCr22Bjnb9FrajuvGsoDf2RoVqD/C9/JIR+UQFbOt6jbaPol9q12SLaxtpLiUqMkIiljj8Aa8d+FPxYufEHwG1v4keJb6z0hWursWrzcRW6AhIU4GW+bA7kkn6VrZ9zzJ1qb+Cml6tt/nb8DvtF1Dxxd6Yly9p4feQvIpAuZAPldl6qrDt/npTNV1jxJb20kWqeBI9RtGH70WF4k+4f9c5FQn6c15Z+wxrn234V3+jXfiGy1XULDUJZdkMxd44pcOCcgHl/NNdP+yt8Tbz4i+AbttbP/E50a8eyvHK7fNA5SQjoCRkH3UnvRZ9w9tG93Bfj/mV9Vl+CXiW/tbbxN4btNL1GyVUthfWTWcsADFgEkXG0BiSMMOSTV3Wvg5oeu/E2w+Kej+K9Wt9btmBhkEyXVt5eGBRVYHCkO/RuNxIr0XxL4c0XxJYG01jT4LyIj5S6/MvurdR+FeDeN/CHiv4W3La74Q1a7Oj7syLnd5XtIvRl/wBrH+NZynKGrV0ehhsHhsc+SnLkm9lLVP0fT5on+Kfw78et+0donxb0vS7TW9K0m2+zCwtLkR3hTy5QTiQhCd0pPDDgDvXlfxbbxof2Ko4/Ho1YazF4mWNhqYbzhGN+zJbkjHQ819BfCv4x2PiKeLSdejisNTfCxSKf3M59Bn7rex69j2rF/bT8JeNPGvwsh0fwhpMWpiO8W5u4hJtnwgO3yweG6nI69MVcJxmrxODF4OthKns60bP+tj5++DmmeK/E37QvwwbX7bT9MXSPDlpPYlZf+PuyjjcxsoJy0hLEEDptY4wK+9q+CL7Uprb4v/ACeJLuyltNN0/S7kTwtC6Sx3LwzRkMAe5HuD71971ZzC0UmKKAFri7b4YeDU8c3vja70pNS126dWW6vj5xtwoAVYg3EYGOwzknmuzpsyLLE0bFgGBB2kg/nQBDqF1DZWM93M22KCNpHPoqjJ/lXxX448R3/irxHc6xfM2ZWxFGTkRJ/Co+g/XmvqrW/Bdmuj3jWF1rT3YgfyEk1i6Kl9p2gjzORnFfMsvjfVkkZJLVUdThlN7eAg/9/q4sZLRJuyPtOFoRjKpUpR5paLorfnufRXwI8MW/h7wHZT+WovdRRbm4fHPzDKr9ApHHrmu+uHMVvJIqlyilgq9TgdBXC+C9B0TXfCemavFe61i6t0dgms3QCtj5gB5nGDkfhXQ6popXwXqWi6dcXYkms5ooZZbh5JFd1YA72JbgnjniummkopLY+Yx8/aV5zlJuTbvdf8E+OPGvxZ+IqfszXGs/a7zTNW1HxbPbXrum2VLd42kVFDcqnGwcdEI9a8u0rx14w8YfAvxV4Mv7ua/tdJNtq0R2jdHEJRHIvHVcyo3PTaazPgB4Ul8VfFYeAdWFxBaalFc29/gfNbtHG7rIc9CkiKefcdzXTz63ZfAGfXNB8J67onizXtUT7LeXotvNtbW2BOYgrEq8jnG7OVUKByScaHEYPwN8TeJfAfhLx34v0EyQMdPg02O5AysU00ykMO24IkhHoSK9Q/Y3+JPiO5vvG2k+INe8+wk0Se+M2oTgbbgMqKTK543eZjk9hXl2ifFy81DwdqPw98UWmlxeG9TYOJNP0yK3kspwwZZgsSqHAIAZTyV4BFbvj/4eaX4O/Z6tta0DxVp/iWTV9YiXULnT2PlwRLHIYomBwwJYljuA5CjHAyAfYn7H+ua/rnwN0p/EZd7yzlls0ldw7SxRthGJBOcA7c99tesXtvBeWkttcRpLDKhSSNhkMDwQa+dv+CfXh/V9I+Dl5qOppLFBq2otcWcb55iCKm8D0YqfqADXuN74T0q6upbmWfVxJI25hHqtzGufZVcAD2ApNF0+W95O39eqPkf4i6AfC/jXUtHjLeVBLugbPOxgGX8cED8K+kvgH4tm8UeCwmoS+Zf2D+RM7NkyLjKOfcjj6g1458UPFH9keOdR0rSFkntbVxHvn1G8dy4UbufOHQ5H4V3XwIspvFej32p6ul7bwCYRW5ttTu495AyxOZTnqB+dedQ9yq1E+5zm9fLIVK8bWtaWl9fK/X1O9+J3w38K/ETTre21+0f7RZyedZXttJ5dzaScHdG46cgcHI4HHArq7KB7e0hgknkuHjjVWlk+85AxuOOMnrVLRNFs9IMv2SS+fzcbvtN7LP09PMY469q069FHwsrX916Bj60UUUyQopaKAEIB9K8E+O/wpnuLqfxP4ZtzK75e8tEHzE95EHfPcfiK98pCAetZ1KcakeVnbl+Pq4CsqtJ+q6NHzL8BPiPF4ZuG8Oa9K0WmzSZhlf8A5dpD1Dein9D9TX0vDIksKyRsrowyrKcgj1BrjvG3wz8K+Ky817ZfZ7w/8vVsdkhPv2b8RXKaR4N+I/gYlPC+tWmuaYDkWF9lCB6KeQPwIHtWVNTpLleqPSxssHmMvbUpck3uns35Pb77HzN+3jct4d+J/wDZmg6Vb6NDqunrc6hd2sQjk1B2dgQ7jkqNgyvQnk5OMfMFfpb8S9J8P/EjRIdL+Jvw8120ktmLQ3dmnnmAnqUkiycHAyCpHA44Fcn4T+Bn7OekSCa4imv5Ow1m6ljx/wAAwg/MGuhSTPInhK0fs39NV960Pz+rrfhDdatD8R9Cg0iNrmW6v4YXtCnmJcoXGY3Q5DKR2I9+1fdOq/Cb9mrWbHYul6RbAkhZLS8kifIODgBuencGp/hr4E+Efw11N9U8G+Gtc1jVSpVLkWk1w6A9QjsFRcjuOcd6OZCWFrN25H9x7tbxRwQJDDGkcaKFREGAoA4AHYVwHxh+I9j4P0qS1tZUm1qZMQQg58vP8b+gHYd6qave/FXxGpt9G0a18MWj8fab2dZJ8eyrkKfwP1ql4Z+CWj294dR8TX9xr167b38wlYy3qRks34n8KylOUtIL5no4XDYWg1Uxc07fZjq36taL7zxj4deAtc8e60bhvMhsTKXu72QZySckL/eY/wD66+svD+k2OhaRbaVpsCw2tugSNR+pPqSec1asrW2srWO2tII4IYxtSONQqqPQAdKm/GppUo0vUWbZxVzGaurQWy/z8wBpfypBS1unc8gT8qKWimBnf27of/QZ07/wJT/Gj+3tD/6DOnf+BKf41+PFFAH7Df27of8A0GdO/wDAlP8AGj+3dD/6DOnf+BKf41+PNFAH7Df27of/AEGdO/8AAlP8aP7d0P8A6DOnf+BKf41+PNFAH7DHXNCPXWNO/wDApP8AGk/tvQv+gxp3/gSn+Nfj1RQB+v8AZ6h4Ys4fJtNR0qCPczbUuEAyxJJ69ySfxqb+29C/6DGnf+BKf41+PVFFhtt7n7Df27of/QZ07/wJT/Gj+3dD/wCgzp3/AIEp/jX480UCP2G/t3Q/+gzp3/gSn+NH9u6H/wBBnTv/AAJT/Gvx5ooA/Yb+3dD/AOgzp3/gSn+NH9u6H/0GdO/8CU/xr8eaKAP2G/t3Q/8AoM6d/wCBKf40V+PNFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAH/2Q==)
Christopher Hitchens: TDS on "Why God is not Great." R.I.P.
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![](data:image/jpg;base64,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)
All She Wants to Do is Give You a Speeding Ticket
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)
South Park - Kenny Takes a Ride and Finds Heavy Metal
The thumbnail image for this video has been updated - thumbnail added by critical_d.
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Fox News & Friends Lies about Atlas Shrugged Box Office
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)