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The Jeans Story - Bill Burr
The thumbnail image for this video has been updated - thumbnail added by BSR.
![](data:image/jpg;base64,/9j/4AAQSkZJRgABAQEAYABgAAD//gA7Q1JFQVRPUjogZ2QtanBlZyB2MS4wICh1c2luZyBJSkcgSlBFRyB2ODApLCBxdWFsaXR5ID0gODUK/9sAQwAFAwQEBAMFBAQEBQUFBgcMCAcHBwcPCwsJDBEPEhIRDxERExYcFxMUGhURERghGBodHR8fHxMXIiQiHiQcHh8e/9sAQwEFBQUHBgcOCAgOHhQRFB4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4e/8AAEQgAvAD6AwEiAAIRAQMRAf/EAB8AAAEFAQEBAQEBAAAAAAAAAAABAgMEBQYHCAkKC//EALUQAAIBAwMCBAMFBQQEAAABfQECAwAEEQUSITFBBhNRYQcicRQygZGhCCNCscEVUtHwJDNicoIJChYXGBkaJSYnKCkqNDU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6g4SFhoeIiYqSk5SVlpeYmZqio6Slpqeoqaqys7S1tre4ubrCw8TFxsfIycrS09TV1tfY2drh4uPk5ebn6Onq8fLz9PX29/j5+v/EAB8BAAMBAQEBAQEBAQEAAAAAAAABAgMEBQYHCAkKC//EALURAAIBAgQEAwQHBQQEAAECdwABAgMRBAUhMQYSQVEHYXETIjKBCBRCkaGxwQkjM1LwFWJy0QoWJDThJfEXGBkaJicoKSo1Njc4OTpDREVGR0hJSlNUVVZXWFlaY2RlZmdoaWpzdHV2d3h5eoKDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uLj5OXm5+jp6vLz9PX29/j5+v/aAAwDAQACEQMRAD8AwPwo/CkzxRkV5h2gfpRmlpKAA0hqSKOSaVYoY3kkY4VEBJJ9gK6rT/h9rlzCsk7W9oDzskYl/wAgCP1qJ1IQ+J2LhTlP4UcgvJpxrtpvhtqyoWt7y0lPoSy/0rndY8O6zpQL3thIsY6yL86fiR0/GphXpz2Y5UZx3RlUoFFLWpmFJS0UAJ7UGig9aADFKRSUtADaKDRQAUUUUAKKQ9aWkoAUUhoooAWkk+7RQORQAJ0pSKYvDU8mgGNJJ4FAWlzx0pFNADqPzooz70AAHFGKiE8eP4/++G/wpfPiHVsfUGgCQGr+haVdazqUdhZoDI/JY9EXuT7VQr034M2ipY32oFfneQQqfQAZP/oQ/Ksa9T2cHI1o0+eaR03hrw1pvh63At4xLdkfvLhx8x9h6D2Fapp5qNuleHObm7s9aEVFWQqnAPvQVDAhgCCMEEdaVRwKXtUFHmfxE8IR2kb6xpceyEczwqOE/wBpfb1HauBr6HuIY7i3kglUNHIpRh6gjBrwHVbN7DUrmykOWglZM+uD1r2MHWc04y3R5uKpKL5l1K1Boo612nIFGKWj8qACiiigBDSU6koAMUn4Uv5UYoAQEZpaacZo3UAOOKOtNGWNI80SNtZwDQArg7Tg496hhSRoUYzyDcoPRf8ACnPcQ7GO9eBUcd3arCq/aIuFA+8KYD1jfd/r5PyX/CnGJ/8Anu/5L/hUa3lnn/j6h/77FL9stOn2mH/vsUagO8uX/nsfxUUFJu0q/in/ANej7Tb/APPeL/vsUfabf/n4i/77FIBYXcl1chirYyBjsD/WpaqRzQmWTEsZ+fj5h/dFT+dF/wA9U/76FAEgqO45jx/eYD9eaPIg/wCeEX/fIpVhhVtyxRgjoQooAkr1/wCFKBfCSEfxzuf5D+leXaFpc+r6gtnblFYqWZmzhQPoCepA47kV694Isn0nQ4dNuHRpVZyHTO1ssTgZwcjuCB3rhx01ycvU68JF83N0N7tTCPmpxpprybnpC7qCTimZG4DIz6ZqTFACIDivFviLCYfGV+MHDMrj8UB/nmvaiQo5IA968t+L9oE1m1vkIKXEOw4/vIef0YflXZgXap6nLi1eFzh8fWiig17B5gtFJmloAKTNFFAC/nQaKKAEpHNKaYetAIBTsA0gpRQAvQcVHF/rJT/tD/0EVJzUZhQszZcFuThyKAJBRxUfkJ/el/7+N/jUH2aJrh9284UEfvG9/f2oAtGobwgQgkcB0/8AQhSfZoV4Hmf9/G/xoa1hcYcOR6GRv8aYE/4UmB6VAbOA/wDPX8JX/wAaRrWNCjK033gOZmP9aNBE5Ubug/Kkwv8AdX8qQwJ/ek/7+N/jSfZ0/vSf9/G/xpDJjnrRzSZooA7H4SSIvieSNxkvbtt+oKn+Wa9OaaFbiR3+SMAsWbG3cuASPTGcV4v4Ovl03xNY3UjbYxLtcnoFYbST9M5r2aW2dmlTKmF43AJPILEH8q8rGxtUv3PRwjvCxZilSaMSRtuU9DikmQyRMgd49wxuTqPpWfoM2+Nojwf9Yo9j1/XP5itUDFcB3SjyuxyOuWl5bJZmysJ7qWa7SO4AGfJjOd0hJBD49sV0Ok291BGftFwXBHCY+7z1ySe2OOgq+elIrKwypyMkfiOK0lNSSVrGcVJXu7nN+Ire+8rULq0sxqFxGALaBmIVjheMggjqT6fSub+JeneVoVneGJoHE4Ro92V5QnPPI5GOtehj5bph2dQw+o4P81rkfi+23wzAvdrtf/QXrbDz/eRVjGsnyS1PKKKQ0CvaPKF60UUUAB5oFFFABRRRQAhPOKMUetB6UAB4oBzTSc04DAoAWlpKKACo3jYuXVypIweM/wCetSUHpQBCqSkk+cPxSlKzD/lqv/fH/wBepe1BoAj2z4/1qf8AfH/16NkrY3yIQCDwmP60+lFAAelGTQaSgApRSUtAC12Xhvx5c6bpbWd5bm7MSYt33YI9Fb1Hv1pvg3wGPENol9e3ixWm7iOIhnb69l/HNdla/DXwlFjzLF7jH/PSQj/0HFfPY/PsBRm6VS8muy/4Y7KGHrfFHQfbMyRwyxEb1UFfQ8dPoa37WdZ4VlTo3Y9Qe4rDEQgH2cDAhJjH0HAp0Ms8DM0DgbuqsMqT6/WuanUUlfoz36tLnSlHc1b+9hgdIjKFckE8ZIX6e/T9ao/b51lb7OirCSTtlGSSeuMHgfn1rG8SajJpWjXeq+RJeSQpvZQfmYZ5P0Ayce1efn4vWI6aLen3N0g/9p110qNWsr01oclSVHDtKq9T1u31BjcBrlVQ9FwcqF79uvQ/QGua+MsoGl6fDn707N+S4/rWR4M8c2fijUX0+GxuoHWIykyMrAYIHUY9R2r0HSpGvJmju4o2VYdoUqDnkZJ7c8cVhicTLARdWpG7j0InTjXp3pvRngxFJXv0nhrw9I5d9E08sep+zrz+lch4/wDBFiluNS0uMWoU4ljQZTnowHbnjj1owfFGGxNaNJxcW/uuedUwU4Rcr3PMR0oNTXdvLay+VMuD1BHQj2qE9K+mOMKWiigBDSGlNNNACDrSmkHWnUAIq+tPNJ2pRQAUhpaQ0AJTqQUtABTR1pT0pvcUAKaKDRQAUUUUALglgACSTgAdzXUafptvbwLvjSSUjLMRnn2rF0ONWvt7jIiQyAepH/666c1LYF/QNRbS9RinQkRHCyqOhTvx7dRXp6kMAykEEZBB615AK9K8JXH2jw/aknLRqYz/AMBOB+mK+I4swcUoYmK12f6fqelgKm8GVdYtZm1gyw7sPbhtg6MVbB/HDD8hVMMCT1yDggjBH1HaulvEZ4w6DMkZ3KPX1H4is6WC31GOO5gmxkcOo6j0IPofxHPvUZRWVfDKPWOn+R6lOt7N2exlyqrrteNZFJG5G6MM8iuCuPhR4UmmZ473WLRWORGQjgewIBP516BcQzW5ImQ4BADqMqc9Pp+NIBxmvYp16lDSLsaVcPRxNpS1Od8H+ENJ8MtM2nm4leUYaa4I3MPQAdB+vr2rttAi/dy3BU5c7VJ/uj0/HP5CsqAC4vFs4pB5rDc3qq9z/nvXTQRLHEkSDCIoUfQV89n2Ncl7NvV7+hLjClBU4bIfgmo7yFLizmtpOUkQofoRipiQKYa+Xi2ndGe545e2yXMRgmTkdx1U+1crd20ttO0UvUdD2I9a9D16xli8QXFrGmWll3Rj13nI/DJx+Fbur+E9Lvks7QxLH5I3SSqMOy+hPqT3Poa/XqWNhKlCp/MrnhrDyk2l0PGlPY06u28aeVfadJBoOkxppemP+9ugoXc3TAzyRzz1zwfrxArrpz51e1jKcOV2EY03rTiOc0CtCAC4GTQaU0hoAUUoqNnRThnVT7nFHnQ/89Y/++hQBJ+FIaZ58OP9dH/30KcrK67kYMPUHNAC0tJRQAHpTRyaVqAMCgApaSigAooooA0NCbF1KPWFh+orpa53w6m65d/QBfzOf/Za6KoluNCiu2+Hc+6xurcnJSQP9Awx/wCymuK7VvfD24MeuS2zHiWI498HI/8AZq8TiGh7XL526Wf3f8A6MJLlrI7+sPWbC8tpJNS0ZsSn5prcjKS+4H976df57g96DwK/N8Ji6mFqKpT/AOA/JnszipKxxdt4wt5UKXVmSOjeUwYfiDjFMvdc0YRtJDZT+YRwN/lp9TtP9Kf460SBR/asUSfMwWZSvGT0b8+D9R71yXlRA5ESZH+yK/S8vnh8dRVaCt3XZ9jy6tatRly3NHTNYmTXbe/cokMbbWCLhdh4OPYZznqTXqC9K8gr0jwnefbNDgZjmSIeU/1Xp+mD+NeDxZg0lCvFeT/Nfqa4Kq23F+pqsQTimSsI4nlYcKM/Wnqvc1BefNJFD2JLn3Axj9SD+FfJYWi69aNNdT0G7IzvsKzazDezuXlghIPAxlumPoN3/fVUdeuJpYksbTm5v2wP9mIdz7Hr+JrWG8w3Dx/fdmC+xHy/0qtMttpkdxqcwG8KFBznCjhUH1/ma/RaKjTtGK22RyyWjOU+IzppfheHRbTneVadu+3Ocn6tj8q8xYV3l/O9/PNPc4dpSdw7Y9PpjiuN1azazuSnJjblD7en1r2qEOSNnueXVnzyutioM0oo7UmGrcyFOaTvUVyMxgMARuXI/EU4W8H/ADwj/wC+RQAAKZ3yATtXr+NP+QddtRNaWrnLW0J+qCkFjZjpaw/98CmIsYHoKjh4eUY/j/8AZRUdvBB9njPlJ9wdvap0REGEUKCc8CkMWlpKXtQAxutPNMfrS0AL1opM0tAAQKSgnFM59aANzw6V2TD+IOn5Z/8A11uVzGgyD+0QoJwynp7EH+ldMNx7YqHuNDhzxV3Q5/suvWFxnGJhG30f5f61S4FAYggjqDkfWscRSValKm+qa+8cZcskz14mjrUVpMtxaQ3KfdlRXH0IzUor8bacXZn0VzM8Uxeb4evUxnbHv/75+b+leZ9a9Zv4vOs54cffjZfzGK8nByAR3Ffc8IVL0qkOzT+9f8A8vHq0osQda6r4e3W27uLJjxIokUe44P5gj8q5ar2g3X2PWbW4zhVkAb/dPB/Q17+bYb6zg6lNb2uvVanNQnyVEz1HHHQVVmwb0f7MfP4n/wCtVmRgis7EBQMkntVOHc26ZwQ0hzg9h2H+e5Nfn+RUJTxHtOkf10PZm9B6IEXavTJP5nNcX42vpJr1bMArDENw/wBtuRn6DBH512pPymuX1TSH1iS0mgkWJRERLIy9STu+Ud+S3tX2lKsqdaCa0d/loc1eLlC0TkQcVXvbVb22ZCCR1VgM7T613Wi+GrWKWVrsi6dH2qCuExgEHHc8966EIFwAAAOAB2rvnjVF+6rnLDCNr3nY+eZI3ikaOQYZTgim16v458Grqqtf6aFjvFHzR9Fl/wAG/T+deVzRSwTPDNG8ciEqyMMEH0Irso141VdHPVpSpuzI3QOhUkj3HamGJ/8An4k/Jf8ACpaQ9K2MiPyn/wCfiT8l/wAKPKf/AJ+JPyX/AAqTJxRQAkahY1UdFGOaWlFFACUoooNADXGaQGnE0jL3FABSimg04UANbmk2mn4pcigC1oq41S3C8HJ5/A11Mkip948+gGTXK6W4j1CJy20DOSe3Br2Dw14dsre1hu7iMT3DqHyxyFzyOO59/wAqwr1o0ldmtKk6rsjlrHSdVvUDwWEgjI+VnIXPvyeRUl34f1u2XebXzl77CD/Ln9DXo1ITwTXn/XZ30R2/U4W3KXhAynw9aieOSN1BXa6kEAE46+2K1e/FRWn/AB6wkd41/lUzDoa/LcRU9pWlO1rts9CC5YpA1eQoQVBHpXrN2/l2ssn91CfyFeSqNox6CvsOD4/xn/h/U8/MPs/MWlOMEHpjmrum6Rf6hg29ufLP/LR/lT8+/wCGa6zRvDdrZMs1wRczjkZHyqfYf1P6V9dUxEKe+rOSnQnP0NGwnmvtPtnlRkUxq0gYYLtj09M/n9OtyigkAZJwK8DD4anh48tNWR6vqIT61nXtxMNn2cAIZljeQ9snHHqf0+tWiXueIiUi7yf3v93/AB/LNZ/jV5LLwjdzWeI5LcRyRnGcFXU1w1szhHEQoU3dtpPy1G1aLZpwIsS7VycnJJOSTUhGRXLeDPF9rriLbT7be/A5jz8snuv+HX611XUV684Sg7SJjJSV0Rjriue8ZeFLTXoTNHtgv0HyS44f/Zb1Hv2/SuhP3qdShNwd0wnBSVmfP2pWN1p169neQtDMh5BHX3HqPeq5r3TxNoFjr1l5N0u2Vf8AVTKPmQ/1HtXjniHRb7Q742t7HjPMci/dkHqD/SvZw+JVVWe55dag6eq2MylopR0rpMAopKXtQAdKQ80hJNLQACloxSUANYdxQnWnU3gHNACscUYNNHJJp1ACnkYr3fwlcfafDGmzZyTbop+oGD+orwgGvYfhXced4RijzkwSvGfz3f8As1cOPjeCZ14N++0dVnrSH7po70rV5J6RHa3USW0SMJgyoAf3L+n0qT7ZF/dlb/tkw/mKABQa8R5Bh27uT/D/ACK52Q3Ly3EEkKx+UrqVLOcnkdgP8aoaboGmWeG8nz5B/HL835DoPyrTNKvpXp4TDQwkXGlpffzIklJ3Y78qKRmVVLMwVQMkk4Arl9b8UKu6DTMO3QzkcD/dHf69PrXZTpyqO0SJ1IwV2dLJKFYRqpkkPRF6/U+gpRbFzm5YOe0Y+4P8fx/KsD4fyvKL95ZGeRmQszHJPWunPNfJ53jq8K8sNF2S7ddLmtFqcVIO9ZPjSPzfCWqp6WsjfkM/0rXqprUXnaNew4z5lvIv5qRXiYefJVjLs1+ZrNXi0fPCM0bq6OVZTlWU4IPqK9L8E+Olm2afrcgWX7sdyeA3s3ofevM6ctfsVWjGqrSPAp1ZU3dH0QefmFArybwb41n0oJY6iXnseit1eH6eq+35elep2VxBd26XNtKksUgyrqcg141ahKk9T1KVWNRXRPVTWdMstXsWs76ESRtyD/Ep9Qexq2KXNZJtO6NGk1ZniXi3wze+H7n5wZrRziKcDg+zeh/nWEK+hbu2gvLaS2uokmhkGGRhkEV5L438IT6JI13aB5tPY/e6tF7N7e/+T62GxSn7stzzq+GcPejscoetI33aKDXacgi0uaSigApaKKAFFRsck1JUdA0Kg4paUdKSgQV6R8GboeTqNkTyGSVR9QQf5CvNzXRfDnUPsHiq2DNiO5zA/wDwL7v/AI8BWGJhz0mjahLlqJntVB600Cl714R64UGimySpHgMeT0AGSfoB1pNpK7EOxVLU9VstNTNxJ85Hyxryzfh/U1bWOeb7+YE9Acufx6D8M/hXnOvxGDWryPJOJmPJJODyOfoRUYHE0MXXdKDvZXMq85U43SJta1q61NirHyrfPyxKev8AvHv/ACrNpo60pr6KEVBWR5c5OTuzrvh0f+P8enln/wBCrr6474cZ33/PaL/2euwx71+Y8Qf8jGp8vyR7OE/goWkYAggjIIwaO9JXjHSfOV1F5FzLCesblfyOKYOlafiyDyPE+px9ALqQgexYkfzrNFftFCftKUZ90mfOSVpNCN0NanhvxBqWhz77KbMZPzwvyj/h2PuKy26UgPFXKKkrMSk4u6Pa/C/i3TdcVYg32a8xzBIev+6f4v5+1dBXzsGKsGUkEHIIPINdv4V8f3NnttdZD3UHQTDmRfr/AHh+v1rza+Ca1pnfSxaekz1MGiREkjaN1DowwykZBHoaq6ffWeo2q3NlcRzxN0ZT+h9D7VZBxXBqnqdm55f468FPY+ZqOkRs9r96SActF7j1X+X06cLX0Xj1Nef+OfBCzGTUtFjCy/eltl4De6+h9u/8/Rw2L+zP7zhr4b7UDzM0UrgqxRlIYHBB4INJXpHCKORS0i9KWgBD0qMCpW6GtTw74d1DWD5kKiK3BwZpM7c+gHVj7CplJRV2VGLlojJpfxrsvFHhG20nQTdJNIJ4dpcyEfvdxxgKOmOT1P8AhxmamnUjUV4jnTcHZi4FOjZo5FkRirKQykdiKYaK0IPoDQ7+PU9Itb+MjE0YYgdj3H4HIqzLJHEMu4XPAyeteD6frmr2Fqbaz1CeCEnOxG4BPp6Vv/DS5uLzxxbS3dxLPII5MNI5Y/dPrXiYzDvD0Z1ukU39x6VPFKTUbas9YUTzD5QYU/vMPmP0Hb8fyqeCCOLJVfmPVick/U1Likr85xWYVsU/fenZbHoqKQp4FedeN49niKZsY81Ef9Mf+y16Ia4X4hKP7VgbuYAPyY/416nDE+XHJd01+v6HNjVekc4tLTVpR1r9JPGZ1fw5/wBfqA/2Y/8A2euywRXG/Dr/AI+b0eqR/wA2rsj0r8w4i/5GNT5fkj2sH/BQhpaQ0/sK8RnSeH/EyLyfGuoDs5Rx+KLn9c1zma7D4vqq+LgQOWtkJ+uWH9K47Ffr2Uz58DSf91fkeBXVqkvUGNNHWhuTSqK9AyFxRigUUAXtG1W/0i6FxYXDRP8AxDqrj0I716b4V8b2GqFLe+22V4eBuP7tz7Ht9D+teSUVhWw8Ku+5tSryp7bH0VtJ70mz3rzH4Z+INUbVYdHln861ZTtEnLJgdAfT2r1CvHq0nSlys9OnUVSN0cr4v8F2mt5urd1tb7u+35ZP94f1/nXlutaPqWj3Hk6hbPFk/K/VH+h6GvfTUF3bwXUDQXMMc0TDDI6gg/ga2o4uVPR6oyq4aM9Voz56FPgilnlEUEbyOeiqM164fAPh03Zm8mcIefKEp2D+v61vado+l6aCLGxhg91Xk/j1rrnjopaI5oYSTerPOfDvgm4O271aF/KUbjECMD/eORn6L+fau31XUdI8M2CyXDANt2xRKBuYeir0A/IUnjHUJ9P0q4mg2bo4TIAwyCQVGD7c/wCRXjN/eXV/cvdXk7zTP95mP6ew9qypxlineb0RpOUcOrRWpf8AFHiC81++M0/7uFeI4VOQo/qeTzWR+NFLXoxioqyOGUnJ3Z//2Q==)
Ticked Off Vic: Mitch the Bitch
Ergo putatis dicere possis
Caelum ab inferno - Pink Floyd
No offense taken.
Beautiful Trigonometry - Numberphile
You could recreate this with the exception of 3D. http://www.algodoo.com/.
Been playing with program for years and it's fairly simple once you play with it for a while.
Algodoo is a physics-based 2D sandbox freeware from Algoryx Simulation AB as the successor to the popular physics application Phun. It was released on September 1, 2009 and is presented as: a learning tool, an open ended computer game, an animation tool, and an engineering tool.
Beautiful Trigonometry - Numberphile
The thumbnail image for this video has been updated - thumbnail added by BSR.
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)
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Your video, Bill Burr shares his thoughts on protests, Abs, and Hugs, has made it into the Top 15 New Videos listing. Congratulations on your achievement. For your contribution you have been awarded 1 Power Point.
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)
BIG DATA - L1ZY
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)
Jurassic World: Fallen Kingdom | Breakdown Reel | Image Engi
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)
Lucas di Grassi on how quickly Formula E has evolved
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.
Trinity
The thumbnail image for this video has been updated - thumbnail added by BSR.
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5NWZlhZ576WOFLIXEgG2NAZGIHoBuqfU7owt9hMERSM5ZMuAr4Gejc9Khg1e7tiWsitoxTYWiG1iMEEH65/SqLEsxZjkk5JoAl86L/AJ84Pzf/AOKo86P/AJ9IPzf/AOKqGigCbzo/+fSD83/+Ko86P/n0g/N//iqhooAm86P/AJ9IPzf/AOKo86P/AJ9IPzf/AOKqGigCbzo/+fSD83/+Ko86P/n0g/N//iqhooAm86P/AJ9IPzf/AOKo86P/AJ9IPzf/AOKqGigAr6q+DPw5tNC8KwXmsQKNZvAJpHZdzwKfuxqSPlOPvY6njkCvlbGGAyP8K+o9F+I+naLommR306T3NvbxQy4lyWIQKSM8ckZyKAOo1G8SbWre2UmKFMDDD72PQAe386lk0y6bWp7iOQxRFc4SMNIeMY5HFVLX4g6Bc2rGGAK7E4KpnPvn15ptr4iTy7qdUk2H7rF+gA6nnOKALZ01reSK6uNQd4GcsxZcMMdAQOOfWtGC6s7GUzSzvJLdRKTAkuREoyckZ4Yg8464/Gn+Hrmxg01Y9WvoBIuZtsvyLGnuWxx9ao+JJNBtJ/tZurWB9uwFJAWckYwVPB470Aa1hd3M7zho42TdujYH+D3FeW/GMahb3Fp4h0OW6jOmKvnwhim+M53qBxu28+uMn0r03TrqxWxRY7rcuwl5R3PZc9uvSuP8U+JdIW3k0jVbiPc8ZQsAeF7ZwOlAGj8P9YuvFeiHU7kjZsxA6RCM4Cg8AHkjIz9ag+J/gObxBa2+paTdpY+ILDi2u9xQNGcEq+AcgZbt/M15x8IdUufCPjptAuLl30S6y1ncTZOEyDgEfh/PHNev+NfH/g3w1aS/2nrMcj+Tuit7VleWU46Y6jPqcCgDyzxFL478K2Z8QXrWeu2y2y/aZogIRE27B2fL05XkgHI4x0rBh+Nn26Q2WoaQ1vZTKySOlzuYZGAThBkA+nauc+LfxQvPG/l2FpaHTtIhYMsG/c8jY6uRgfQY4rzugD6D8Ta/b6lbR2unXMbW+zeyR/IvrwMZrjl09Triyx3JtpxGvMLlG+4OQR0/E1z/AMLrpJNTk0udh/pK4i3dmH+f0rd+IV0vhe7WzgR3mlgUEyDGCAOePegLl/V/GvivTbRraz8UXs6xPGFaQKzEYY7dzAk9B1rR+HHibV9H8TQ6xd3t3LHIolm3ylxcSc4JHHAz+ag149Ncz3VlczXEhkkaeLLH/deug0TWzJYQ2TTvJMFbCnoMZxz60rJDcmz2Xxx4/s9T0xbuaEyXeSfMlAZhnqikdK8b1S8tLhzc3EPlkhsYcYwT165Pp/8AqqzqiDUrQW/2yOORzlctjBPrXGXfmCdo5VCNH8hUdscUxGtql/b3tpJBBJ9mgt0BjjxkyuSoI9gBk/h71iVZtIoZILl5WbciDYq9SScflVagAooooAKKKKACiiigAooooABRRT5JXkWNW24jXauFAOMk8kdTz1PbA6AUAMooooAK1bG7ScCGUAEnI+vtWVRQB1Ec0kMWULttPHzEAelaMGt3cR89b2bawG6Nmwrt7D8K4o3E56zPx/tU0O4cOGO4HIOeaAPSpNV125snWNruSE4BTsueMZPqO3tXP3dzq0c6wPLcI0YAVTwVHb9DT/BWpS7blJZZH5DBedvfLHH4Crlxcu9/I+SGLc568UAWbXxhrlpZrZwyI6n/AGTuLE9evWnwT3Wq3Inu/Nd4yGO/LAAZ4PtVW1sXu9Ys4oIUkkuJQmw5wxJ616ZBpelQvdpLFDvi2lhgkjLDjOOTigChpGlWOtrcW2oXF3DHGoK3NpIBJAcfQ9eR9CfWsT4t+GPAXhTwdbDSor+fWb5wI5bqUkoikFmwAB6L070vifxRF4YcRadKkskyh2IG1sf3cdga808T69f+IdS+230mSqiOJAeI0HQD+f1NAGWxLMWOMk56YpKKKAJ7C6msr2G7t3KSxOHUjsRW5481MazqS3yNIUWONAJHyfuA59cdvwrnKnvv9cv/AFyj/wDQFoAWL/kGXH/XaL/0F6bZPsuVbfsOCA2OhIxTov8AkGXH/XaL/wBBeptMuokSSzu0V7ab+Ij5om7MpwSPcdx+BAA+11Ka3jaOVd7KcpuGSD/hVGeV5pnmkOWdix+pq1q4mE4E+RJH+6ZT1G0YHPf61b8OQ2CX0V1qLZgjIbZjPmEfw470AZsX7ucRuGXPEgbIp+pW/wBmufL3qx2g5XpyKtXlvJqF3d3kIkMKvku0Z4zkjOMgcVQZFAbDFiGAHGM0AR0VLcW81uyrNGyFlDLnuD0IqKgAooooAKKKKACiiigAooooAKKKKACiiigAooooAvaLdvaXyMrEBjg4r0kaA0uJlYOditnpkEZyP5V574V0mTWdYS0TIRUaWRh/CqjP88D8a97guLGLS0illRpvLC/6kqFAHHGPpQBy+h6bPb65DIsfzwHIc8Bc8Z/WtzUrgwR3E8kaiFRl5Dy4wBx+gqQ61Yw2YMsbIwIB2qd2a53V9cjnaTzbnyd6EIjDaVGAerDnpz+FAHlHiG8mvtYuLicYYtgL/dA4A/KqFaOumObVG+zsJSwA+TnJ/rS6hpMtjpNtd3JMcs8jKsRH8IA5/M0AZtFFFABU99/rl/65R/8AoC1BU99/rl/65R/+gLQAsX/IMuP+u0X/AKC9V6sRf8gy4/67Rf8AoL1XoAux3K3EawXBRWwEE75OFHTIAOcdBjt+GIxCVUPHcW74/wBrBH/fWKrUUAX4rm9g0+WyBzbyNvdeCM+v146/41Wl86FQkiKuV4ygzjrUQLY2gnBOcCtu28N6lcRQ3MgAjlOSS3zY60AN8Oa0NOuC02m6feoVwRcIeB7EEGtmGDwdrEBNzNeaNeSOBGUCyW4yO4OHHPcs3uawtZ0kWyq9sJJF/j7hTVVrC4OmrdgM0Yzkf3Rn/GgBt3CtpJNaywyrMkhU+YMFcHnj1/H8+tV2Xk7cso70SSSSbfMdn2jA3HOB6UgJGcHGetACUUuPlzxSUAFFB44NBxnjNABRRRQAUUUUAFFFFABRRRQBreEtbuPD+uwajByFOyVD0eM8Mp/z1Ar6P1XSxLe3CuWuVkRTC4HRduRx618tV9C/C7xzDrOi28F0ywahYxR25CrnzVVcBz9R1/GgCnfWVvAyJgtMCQAxHP4Y69efevNfiFqM97JHGY1jjg+XC559zmvYL+S0ieW8vjb4Qlt/GFGOmf1rwPxRfx6lrU9zCpWIsdoz+tADfDMDXOv2cKyGNmlGCBnpzWx8TdQ+1+IzbIAIrSNY1x/EcZJ/l+VcujMjh0YqynIIOCKGZmYsxJJOSSeTQAHGBjOe9JRRQAVPff65f+uUf/oC1BU99/rl/wCuUf8A6AtACxf8gy4/67Rf+gvVerEX/IMuP+u0X/oL1XoAKvaDpVzrOpR2FrtEjgnLdABVGr/h6/fTNYt7xP4Gw30PWgD0Lw74M06xvFmuGnuZo+zgKgP05rfngtdqCFG8sMeAc7cf0qjda5HIyTyYVWAYHd1FUpNWs4XBaeOIE4JZ8de+KAL0Nrb3M7qlshEh2qMZxUWs6NbLZSwcJuXDr0BHqPStzwjeaTHFNc3M0cw2sse3DbWI+U/UVT8aXMCyk5DK0hwQOQOgxQB4/rOnvYXJUBjCx/dsf5fWqNdd4okgl0lvlRSjqsYHBPXJrkaAFO3aCCc9waQEggg4I6GiigAooooAKKKKACiiigAooooAKKKKACrWm6he6bM01jcPA7LtLL6VVooAuX+qajf/APH5ezz/AO+5NU6KKACiiigAooooAKnv/wDXr/1yj/8AQFqCp77/AFy/9co//QFoAWL/AJBlx/12i/8AQXqvViL/AJBlx/12i/8AQXqvQAUUUUAWrjUb2dUWS4fag2qBwMVVJJOScmiigCe0vLi1YGGQqAQcZ9K6CLxEJYMXDDceMHJx7j8a5ipLaXyJ1l2JJtP3XXKn6igC5rd9HezRGFCqRxheRgk9zWfSyNvdnIA3HOAMAUlABVi1tJLmKWRNirENzszAADOKm0e30+acnUr1raBeSEQsz+w7D6/oabqd4t1KBBbpbwIoRUXqQOhY9z70AU6KKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAoBwQfSiigAJySTjJPYYqe+/1y/9co//AEBagqe+/wBcv/XKP/0BaAFi/wCQZcf9dov/AEF6r1Yi/wCQZcf9dov/AEF6r0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBf0ays7x3F3qUdiq9Gdd2eGPTOeoA/GpNT0+xtoQ9tqsd0xzlQmMfd9/dv++fetXwlaXkUspjuNJhyRzePx9xxwO/Uj6kVpa1aNLbx/aLvSLj5Sf9GX51OU6nqTgDk54zzQBz8uk6Ws1qia/CRK22UmI/u/u88Egj5j3H3T7UlzpWlRz20Uevwy+aU8xhCwVAcZ57kZPBx0PTiu6u41N1bGS80FyN21oQAB8q98fKfQgjkdaSdF/tZM3mkuwuyQVA8kHKfMOypwMY24AIAHSgDiZtI0pNOFwuvwvP5RY24hOQ20HbnODycZH+OHx6NorWkUreJoEkkjRmiNs+UYj5lJ6cHjIzn07V30ig6KiG70QoICPLU/vANijB9TxjvyKs6dGRp8AS+8OxKoTAlAMifKOvBP1x6fmAeWahYabBavLa6wl1IsuwR+SVLLlgXB9MBDjr8x9ObyaDpj+b/xP4lCMQhMDEMNpwflJx8wx3459M+mTQsbScfbPCoHQ7Qhb7wO1OOBxnjA4/PK0WEwW0Yjn02JSo/1/Xgyf4kfiM0AcLpugW11d3MU2qJbRRPtSVo9wfrzgH2A4z19Oalk8N2q3sUEWqCeNn2vIItoAwvIyeeSRzjp7122pW5XW4Q1xpsrBCFlibELDLd+P6e/ersMt5c3P2Nr/RbVV2yfaHYAZ+U43DJ9AfofSgDgpfCtp58KR6wuxiPMZouEG1TxzydzFe33c5qpq3h+CztTNBq0FwVwShXYcYXOMnk5OMe2fUDtdJe4gn+y2s9kFYKxmnUFF3GM8k/dwQMkc8Gq9ml4jG3S50uNdomVmbgufLJXIPB9QeMhscgYAOJ07S7W6VDJqkUW5sN8hOwYB56E9SOAener6+HYpo5pZNXh3xsyRoE/1iqp2tkkYyQBjrzmukXTpdLu5dQtLjTXkLbXjgm3hgVDM2M8qTwffp2rSV7i1tftkd3pj/a23yQK+4qWDEkoeBgcY+g5oA4e90A248iC+WeNzuZgg6qzqO56jB/4FVU6G4H+u5/3a9Kv4GvIJFl1HScBi42SYLbTJgD657+oPfnDurcQ3MsJw3luyZHfBxmgDkzog28SsD9KibRpADhtzdj0FdU0Q7Uwx0AcsmjXBPMigfSn/wBiS7h+9yO/FdNsUdaQ4xxQBzp0Pj/XEfhVabSZk+4wb8MV1DY71Eyg0Aco1ldA48r9ajlgmjGXiZRnGcV1jKO2KrXbERHMKyD+7nrQBzFFW7m9mlBXy0jUdQBVSgAooooAKKKcEc9FJ+goAbRUkcEjtgLj3I4qf7BN/ej/AO+qAOy8MWLtLJss7e7I7TthR8j/AOeo5AqzrcDLCgFjZwsincYcg4yuCwIHrjj3z0rH8w+i0vmt6CgDpp7Sdbm3j/szTVdQ4z5gG7Cqc84UkZ9CM5yODTr20u4tUhWSw0xd118sSONu7KZQdyo4xndkNn5utcv5regrYFjDj7z/AJj/AAoA1JYZ10VX/s3TlXyCRIGBkPyLyf8Aa/Ln9bWmQ3Z0+B10jRXGEIkmcBuVHJGec/Q9D71y2pILVoxHk7gc7vwqn57+i0Ad9Jb3gtJ2Og6GgBwX80ZT5h8qjdz9eeh57VmaIkr2ylbCzm+UHMx68yc9PbB+g+o5Tz39FpwncjtQB1F1HIdYgia0tUZkP7uL7h5brxxjHX26jtc1Fms7fMmm6SrAh8rh2OCuRgcd/wAicVxnnv7Uec/oKAOs06GS3sfPNjY3Qcbh5jAvg+U2AOuecc+pA932Vur24iS3sZWYiTqd+P3Z2jK89enJ5IHvyJuJCckg8Y5pPPf2oA6aZBdaiIVtoLWZAPZHxjHAGOfXoePxtENNc3En9l2amKN4XCjam75zvHGM8EA9OAK48zyE5ODQZ39BQB1eosLZJi9pZEFmRggBKsTMBg7egIPT+6tYZcetUPtEmCvGDzijzn9BQBdLCmFxVXzn9BR5z+gpgWCaac1D5z+go85/QUgHspphjY0ec/oKPOf0FAEbwyHoxFUrywedcb2B9c9a0fOf0FJ5zei/lQBz0ukXKrlWVj6c1GdKvgufJyPZhXS+c3ov5Uec3ov5UAcsdPvR/wAu70jWN4vW2l/75zXVec3ov5UGUnqq/lQByLQzLw0Tj6qaFjkB5Rx+ldb5mP4E/KkMmTyiH8KAOYVZTwBL+tSbJv7sn5Guj346Ig/ClEh/ur+VNsD/2Q==)
Misteak Waltz -- the entrance is AB FAB
LMGTFY
Absolutely Fabulous, also known as Ab Fab
What does AB FAB mean? *comedy *bravo
Misteak Waltz -- the entrance is AB FAB
What does AB FAB mean? *comedy *bravo
All species billions of years old-Evolution explained
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P5YA/CuQ8WfB2z06c6j4V1O50i8i+aNMlomPoR1wfx+lViKtHFR5J3PenlNSUNUn6blL9oT4heJtVv5NANjcaRokTlIo9hX7QFOMk9x7Cuk/Yzt4nvtduuDIqRoPpya4y31C8utKl8IeOrxiXlDQT7Q5t2J+8GIGQee+cZ7irXwJ1uT4e/FSTRdVlQW96FhaRT8jZ5jcH0IP6itKuGisFKlSXn6ni47DezpOMf6sfXEor4/wD2o2iPxPkEeNwtkD49cmvrnV763sNNn1CeRVhijLlieMAZr4N+IXiB/EvjHUdYYkrPMfLB7IOF/SvPyOi3Wc+iX5nkYKm5Yjm6Ib4H0z+1vFumaeF3Ca4UMPbOT+gr7P8As6w26QoMLGoUfhXyB8ItQg074h6Pc3GBH54Qk9twwP519ly4cZHIPIrozu7nFdDyOJJS9vHtb9Xf9D5q/ae06KHV9P1BFCvKjI+O+On9af8ABTX/AO0dJk0G7w8lqMxZ7oe34f4VU/aY1eG88U2+mwuGFpGd+OzHt+lR/AHQ53u7rXHBWFVMMf8AtHgn+ldUYL6hHn+Rz4qnD+wFKtutY/e7fevwNLXE8MeB7i61F4la9u3LJGAC30HoK4mX4n6qZGKWcAQk7QSeBTPjcZT46nWTO1Yk2D2rhPwrow2EhKClPVs9HKMnoV8NCviPflJJ6vbskWvB2jTa/wCJbDSIVZjczqjFRnCk8n8q+/4ptG8BeCUad4rSysbcdeOgrxX9nj4et4R02XxL4nsjaTqC580DKgdBXl/x3+Jup+PPEEmlacZP7Jt5CsUUYJMxH8Rx19q8XGJ5piVTpv3I7v8Ar8D1aWL+sVpxSty7enV+l9F3sd9eavc/FDxmmnaBdPDY3S+dqMyH51Tosee2Rmuk+JyeEfCOl6D4RaythZ31yqXCkhf3Y5LE/l+dcx8G59P+F3w2uvEniEeRe3zFoIGGJGGPlGP89a4TwyupfGb4uQvqzMLMEySID8sUQP3fx9acaFNSk46U4de7X6njYfLozqSd7xTevVvv5u/4WNnx/wDE+80O0m8M+ALRdM0GFjELyJCTI3fa3T8eTVm2+Mr6L4X0ax8M2cF1rnkhLq8nhy+49h3JJq7+0LqGl6pqejfDXwZbQN5EoWQQqMB+gXI9OSa9Y+E3wc8K+FV086nbRX2rykMZJhnDDn5QemKIPCezpRqQ96T0XV+bf4ntwpU4wTtqbvwc8Eatd21t4t+INw2o61Ku+CCQDy7RT2Vem71PWvXMIF2hQB6YoAVFCqMADAFJX0kIRguWKsjaMVFGLrPhXQtTsLi1l0+BPPO9nRArbhyGyO+a+J/iR4m8f+A/iNq2mR+J7/McuY90gZTGeV+U8DjjpX2p8Qtdbw34M1TW1Te1pbvIq+pAzX57XviAa943OveK/OvEnn8y5WM4LL/dHoOgqKlGnNNzin8i4RV27Gn/AMJv4lh8VWmt+KoptYeNfMht77Ij56MFxj9K+i/hJ408G/E+ADxFo+lx67bLt2OgIKdtpPaqfg+L4TfFlUvbuw8q+s4hALaebaVQdDgHB+tePftAeDdK8B+KbWXwxflLe5QuqRzEvCw9D1wc189J4fG1Pq7g6dRLTt6WTFZVNGrM9E/ai+HXhmw8NjxLoUFtZXEMirLHDgLIpOOg71B8E/jnpGneH7Xw/wCKTJA1sojiuQNyso6Z7g1873+ranfJsvdRu7lAchZZmYfqahsZUgvIZpYVmjRwzRseHAPQ/WvTp5ZfDexrS5rbPsOWFUoWl8j1z9oDxZp+rfEay1zwzcrdpYxIzTxAlQwbIBP+etevfD74qeHfFVjBDNcpZ6iFAeGU4yfY964L4w2kWnfCHSr/AMMeHodNsdWVJL/YmWTIGBntnpmuJ+BPhvw94lv7221W2upLq3j8+ExuQpA7GuVUqVbCXaa5dO7+Z89mOGo1cE6k01y6aavXutOr7mz8bdVtYvjFpk6yo0dq0RdlOQBvz/KvdQ0N3phfKvFJFnPUEYr5C8WtLqPiLULm202WCKKQq0aqT5YHHzHseK6/QPHvi7wl4Y+w39hJJaXMRWzknypXjt6iu36t+7gk9Ujxs34eqYrCYdUZLnirWbSvfXT0/IxodJ+3eJW0O3uNljNevJNhhtVAWz+S817xb/EzR/C8FnYf8IxrH2RVWOGRYcKEHAOOo+leT/A+wl1fxlErQHK2E+6Q4Icl1weP94ivWj8KHvTazalfTi5jmeaWZZiDIGIwjDptUDgDHfNZYycPacs+h+t5Vh6kcOuR67P5Holp4j02fwp/wkW6SK1Zc7JBgg+leO6x8W9N1KWVD4a1qCNGP79Ytwx6mu58bR2WmeDLbS1kRrd5RtQyAs4B5OBXDeNvAF7qVpazaRPcwSxhnBFwUEuR8pIxjj2xmuOk6UvjR7FSFaKvTZ5r8SdWg1B7W9srtvss4MRlTqAw5Vgf5GpNTsPD3iDwtZXmgXzR61aIqSW00qlpVAOChGOmOh9QBz1q/EDwxfaP4ZnfUNiTTbS6A8BwQN341wvgaGSTVoIm81ivzkKeQg5/Ik898V7OGt7P3dkfOY1yVX31uem+J/jL4i1vwFB4TniSMoojuLpXy0yjtjtnvXmWTX0B4g+AUWoaPo+qeDbxnS8RWmFw2VUEZ3g/0ryj4leDJfBOrR6dcapZ30rpub7O2dnsRWODxGFb5KOjd3Y8bDYig3yQVm+lv6X4nNwyNG6ujFWU5BHUGvpXQ/jFpEXwyS4vLpW1qGLyvI/idhwD9K+Z15FO6CunEYWGISU+hOPy6ljVFVOnb8jRu5rzXtdaaRjLdXk35sx4FfUPhbRItB8N2emxKAY4xvPqx6n868S+A2hjVfGAvJE3Q2KeYc9Nx4H9a+h5+a8zMqvvKmtkfn/GmOXtYYOnpGCu/Xp9y/M8I/aI0ho7uy1hF+V1MMh9+o/rXkOa+mPjVaJc+Ar1mAJhxIp9MGvmjAruy+fPRt2PpeEcU6+XqL+y2v1/U+jviL47l8ReGJPh3pFxdXOvtcLFPJjA2cFiSO3avOPE+hXfwj13SLmyuxc3txETMjxggcjIA/Gu+/Zj0tdQfVPF+oKjXNxMxLkcKM84/HNYfjCZ/iD8eLC206B7iw0+ZUmlVSUUKdzEnp2xXi0OTD1JUV8CTcvN2/qxjhZ1HW+ryd4QVpf3mlrd+uiO9+J/hjTdZ+Ht5448SQyrNHp+LO2ZsCJsZzgdycflXjfhf4lR6F8NrvQNOsI7PWZWEaX8SgNsJ5JPXOM16t8VNcn+JXjGz+F/hebbYwMDqFwvIAXqB9D+teS/HzwjofgrxdBomjPI+y1V5y77suSf8KnLYwnGNCvdt+8l0SW33/8ADnv4WjBRUGegfDPwpp3w5t/+FleLNUtb+Ix/6IluxctI3Xk9T2/OvYvhE2ueKtUPxG8UCXTdOjBTSrMnACNj943qT29q+WPhxc6l4s13wz4HvbgvpKXyuIcduSc/hn86+t/jBrFwYrb4deGf9HvnthcTTbfkt4EI/UkYH416+Gy7lrOvWfNPp5LyRVVOL97f+rHrvBAI6GmmvKfht8Z/D/iq2stJsvOk1srsktxGcKV4LFum33r1WMMIwHOWxzXoNWLUuY534laJP4i8D6totq6JNd2zxoz9ASMV+dXiLSrzRNZu9K1CPy7q1lMci+49Pav03NfC37W+nx2Xxfu3jUKLmCOU47nkf0pxNKbtI8ihnmgk3wSvG47oxB/StnwXHpupeL9PtvELXU1nPMschjf5/mOBye2TWGafZ3ElrdRXMRxJE4dT6EHIqakOaLS3N5K6dj1b9ozwE/hbxFbXlnpsVroU8aRwPD3IGTu9/wDCrnjrwH4E8K/Dm08QJc6jf3WrxL9hD/KEYjJJwBx9al+JHxXt/iP4S0HwybCS3v8A7XELhyQU/u8H3zXrn7Q/h/TU+BSxsiK2mxxNbn0IwOPwNfN/WK9JUKVa6d7O3VXVjjbmrJnSTWul6h8F1gm8uSzOmDnqMbOteH/siw239r61IXUyhFVQepXmud8D+IviJqvww1HwtomnG/sFPlNMH+eFT1UA9v5VxHhTxDrXgbxK91aYjuoS0UsT9D6g4rfDYGcYVqXMrt/1ftc8/EYSVajUowa5tNL9nc9109Bb/G/XdNsIIpLCa2Et0hUELJ0H5ivEfijrWqar4svINQbYlpK0MMIGFRQcDj3r2n4ALcalaat4pvyHu9RuTlvQDjA9uteb/tFadb2XjxbiJQPtMKySBe5Bx/KujCJRxHK1qlb7j5rJKtOGdyoSinJRSv5pK/8Al8j0T9nvw/PpEUOsyxzKl7ZoYi7Ag5ILbQBkDhevfNereLvEmnWOmzi+uIrWAKVkkkfaFB47ck+gFeY/DLX9RXSNEgu7IRadN5kViy5by4goKBmxjJKtxnP6V3etaBp+vyLcTaZY3r/eH2hAy56d81x1eaVZuZ+1YGrRlRj7FppdU769fxPE/EkHgDW9Shnh1/VIfJKi3ibfFbrxnIJGcnr1r1fQvEVlceF47O1dpWtYhGzO4Y4UYznvnFVvEHhm6NkI73SPDqxbsp5VuB0/3h1x71z0lza6ZZDSLCK3hMhwVhUKEUdeBV1FzKx0RapvmXU4L416lLf+H9rDne2PcDpXJ/BLwpqfibXYltIZnUv5MrNFmJVI5O7P3hwQPbNX/i9rEDTR2ELL8nH0+tfRX7OOh2NppkD6TOLnTLCNokuBgiaVmZmOQMHAbHHTAroq15YXDXXU8DHSpzdSpKXwr8ehjftG6vqPgbwLoPhvQr2W2Vl8t5EOGKqvTPavl24lluJmmmkeSRjlmYkkn3NfSv7Z5jaz0Pn955j8e2K+ZzkGtMmjH6spW1d7/eeFgYr2d/MdkAYpaZ3pwr1jsZ9B/s2WccfhS9vAB5ktwVJ9gBj+temSV5N+zTqIOmanpbH5kkEqj2Ix/SvWpK+bxkH7eVz8R4kjKOaVlLv+FtPwOA+N12lp4CvFYgNMVjUeuTXzV8tepftA+JU1DV4tEtZA0Vod0pB4Lnt+A/nXlWfavXwFPkpa9T9G4SwUsNl6c9HN3+XQ99Q614M8A6R4F06LGva0xG5TkRgnLHPtmpfFi3vwKtdKOlSG9TUI3F6k2PmlwPmBxkd6g+DOo6vq3xhtdL8TeW93ottJFGwHJOVyTWn8con+Ivxb0fwRpzbo7QF7qRedgOM/jj+Yr5+emIVOrZxs5S7Pf8tLEZfScZ2qat+87db3f3aq3mzM+BKt4N8N6/8AE/UmgmEsJMEEcmXBLE8+mSRWL8JfCV58YviBf+IPEcrmxjk8y4wcbj2jB7ACrX7SPgW38FTaRZeHWltbHUE8qeLzSEkkUjBPOO/6Vu2epXXwY+DPkI0E+s63KxieJtyRggck+wx+NVKfPTdag/3lV2XRpLf7u59AtNerMbw/baJpv7VNjY6JAlvYW12IlVDxuEZz+te+ftO6jPZeEbuLR5Xt9SmtyGkjt8s0fcb+i9a+MfBWtzad460zXJ5zvjvUmllc5z83zE/gTXuH7T/xV0bxJptpovhy5+0iZQ11MkhwoH8OB1zX0tGm6dOMW72W4TpvmS9DrP2JfCiQaHfeK54/3t0/kwsR0ReuPqc/lX0pmuD+BGlpo/wq0K0RdpNqjt9WGT+pruM05PUSd9e44mviL9sd1b4tFQclbKMH25avtrNfBf7T2oC/+MOrlW3CDZCPwXP9acHqXTXvI8tammnNTDVnUPgleKZJY2KujBlI7EdK9V+KHxhvPGfgrS/DwtXtzCqm8kLZErKOMe2ea8qhjeWVY0Uu7EBVAySfSvcfil4U+Hvh7whpEt9HdWHiCbTlItLf+KTA+Z8+9edjJUVVp88W5X0sc9acYyjdXZu/DbwzeeHv2fte12O4ktr7UbdpUYNjagHy4/Dn8a+cZWkdzJIWZmJJY8kn617N4w+LNpd/B/S/COlLILs26xXjFcBABggeuavaHY+FrH4H6fd+NNOZT9pZrcIuJJQScDPXBFc+HqVKHPUqx1lL52PIli6mDXtKkG3OVrLfrt37Fj9m3xHbDQL3R7mVY2tWMy7jjKH/AOvmsT4meGdT8Xag3iuHULCPSDERFI8mNqrn9Sc15pcPFqHiVo/D1vNZwXUgjhhDknBOME16x8ZdAbQvhXo1hbOwitpFEwz94kHk/jXS6XLWU07OR4GJwiwWa069KfLOu9mr8qtr13btb5mT4G+IenWPgCbw/qjyfaraQGydFznnj+o+hrrNR1PxQum/bNC1EwzEZaNxuQ/4GvK/CfhKw1rwdqGrPqcdnfWsoWFJpFRJOAcZPevfNGs0S1jkMYeKdAyshyvIzwRWeOiqbUrbn33DlOhGeIpUW/iu10Ta1t6nhHiXxd8R3b7Ld6jHHGzfNsIx1796prrt1pmmtiWa5vJertyx/DsK9k8W+GPDkGb2/njtFJwC55Y+g9a4jzvCthK01lpz3s6thTP8q5z1xyTTo3qr3Ynr1oqk/emeXr4c8Ta3dJK2m3R+0vtDsuAB3P0AySfav0C8BeH9N8I+CdN0TTY/KtLSAYLHlifmZifUkkn618nW/iS8OtQX96tulhC7xyoFwoTGCo7knOBWw/xg1HUPEEunPczzWszNHtEp2rGewweMAj/PNbYvK62NjFOSil/SPmMwgpS/du68zI/aX8YQ+JvHBtbOQPaacDErA8M/8R/QD8K4/wCHvgzUvGupz6fpkkKSwwmU+YcZx2pnjnwvqHh/U5PNt53sZMSW9yRlXRumWHGex969B/ZMLf8ACwbgKCVNm2T6ciqqU3gsM4R3iiMTN4bBOVJ6rr8zyjWtMvdH1ObT9QgaC5hYq6MP88VUFfWPxO+FNv4t8Z/2xf36WVkkIQhMB3OTySa8X+LHgvwp4Yg3aP4jF1dBgGtWIZseuR0qMPj4VbR6s5MHn1GtKFGSfO+ydr/18vMzvgvrX9keOLXfIFhucwvk8c9P1r134u+OLfw3pDW1pKkmo3CkRKDnYP7xr5qVyDlSQRyCKLmaa4k8yeWSVzwWdiT+ZrWrhI1aimzHMeG6GOx0MVUeiWq722PWrDwPo/ir4dxa3ZGWPVhGzTPuLebICc5Hua4mP4eeLnjVxpTgMAQCwBr1T4ZLdeFfhddanfoVzuuI427DHH54/WvOpfir4raV2SeBFLEhfL6D0qYOpdqG3meXl+IzOdavTwjUoRk7OTenkj2Tw9p2kWvxj1zxI2s2dvKVaG3ty4DM4Ubifyqh+ykW1D4k+KNT1CVZr/dgvnPVmzj24H5VzHwV8C2nj+LxH4l1vc7Mz+ThiNrnkn9RUn7JceoWXxN1GOGOSS1hgkSd1Hy5VuOfzr57EU4qjXjzXlFRX3dEexgqSpc0XK7XKtu3Rehvftq6zDLf6NoiENLEGnf2zwP6/lXz3c6jf3VpBaXN3NLb2+fJjdyVTPXArpPjH4gn8SfETVtQnDKFnaGNG/hVDgD+v41yC17mWYb2GFhB77/ee5TXu3HrWx4UsRqXiPTtPPS5uY4j9CwFZC11nwqtJbz4h6Dbwgl2vojx6Bsn9BXooqbtFs/RLSLdLPS7W1iUKkUSqAPYVbqOEERIp6hQKkxWByIhv5hb2M8x4CRlv0r83PHGpPq/izVdTkbcbm7kkB9ixx+mK/Qj4lXqab4D1m8eRY/LtJCGY452mvzgmJZiT1zWkNjWl8TISa7nwT8OLvxR4R1PxFFqdpZRWEmxhc5VW4BPzfjXEwRNLcRxL1dgo/E19L/HKx0fwT8BNK8K2bKtzdPG7AfekI+ZmNcOOxM6cqdKn8Un+HUupJ3Sict+yn4Bh17xJN4h1BFks9MfbEp5Dy+v4f1rN/a0u47j4ptFG4YQWiIQP4TknFdL8EviX4d8C/CO98+dZNVa4cx2q/fYkcH6e9eG+JtZu9f1271i/fdcXUhdvQegHsBxXJhqVapmE60/hjov+AY04ylVcn0Oq+CXgqTxj4tjilQ/YLUiS4OOCOy/jXpv7WEaQaVoWm2qbURyEjUe2Olav7J8Nva+CdS1CTaha4O9z6ACuO8b+J18YfGrSbew/f2djOFBHIYj7x+nFS6k6uOb+zD/ACPmsViJzx7qbqnd/JJ/m/60Od/Z48KXfiH4gJ5IjB05DO6ScE9sD35rvf2ibwNY2GgNHKpuJ90jCMkAL2Hua9S8N+GrHwPc6/8AEm52wrJZ8QhcDCjJY+54rynUviVrHi7w5qfiLWvsVpZ2RZNMgjjGXnIwGyeTjcKqhiKuJxV6cbxVv68zLFUoYudHNJJqSStHu3tr5O79DyiA22t6Ba2MkJidL4wW6IzCMkqD830GTnrX038Mvsl14asLKKeP7TBaxB4zkFSFANfIukaqtrfTz3Mlw0UPzrGrgKH27Qx/769O1e7fBzxnp+rWP27y5oL3TYA9z8mElAHO09Mn0rtzanKpFcqvY/RsmqQpyabtcl/aH1LT49Y03R57oPdxRvK0KHhQSNueOvB4rzq7vrN4IZZfKVcnJxyMDH+NWfES6n4i1m71G8hgkuLuYsQCQy+gz6AcfQUzxD4ZtNH8J3N5cSNJeiNQOchSWGQPTP64r0cJRdGlGD6HFiq3takqiOQ8TXS3UMKW1yr4kdjH3BI64rO8OWIF2J7i7jgjTBb95tZs+nU/jg16j+zx4WsdTbWPE2q2kV5FpqCO3t5UDK0r5IYg8HA6A9z7V5v4ojMfiLUI2hSEi5kzGgwqjceAB0ArSFaMqjgt0c1TDyVJVXszv/CWsTXEEsOsOl5aPiKKzZhJCqZGMkEfN15zxXpnwfvfBXhW6vry1tJoLi8HTeZEhH90HGcZPf19q+bIry4tlUROygcrjj6/59qtRa3qERG2YkhQATycdv6flW1aFKvDkqK6PNrYdVouMtj0n4nN8SdY1i7u2knuLEyN5UVjcBwEH+wp3dPUV5LOZPMbzd28H5t3XPvWpa+KtZtZVljupARg9eB/nH6CuqiutM8eQ+RftFZa0i4juguFlOPuyeo469QASSRxWUcLTjHlpaeR0YdQw8VBRSXl+pwC123wh8KHxJ4jWS4TNjaEPKSOGPZa5S8028sdTfTriErcowTYDnJPTBHUHIr6e+G/h2Pw14UtrTaBcSL5k7erH/OK4MTUdOPKt2ePxTm31DCctN+/PReS6sq/FOEHwDqkMSgBbc4A9BXy1X1p402Hw1qIkxt+zvnP0r5NOMmowj91nmcCzbw9WPmvxX/APc/2fdW1XTPhp4reG2zEsTPbksBufacgZ+grL8AePfG3h7wQl/4d8NW/9mWUxN9d7cmcnrnv35PNa37SHgu48PRLregzz22mTNtuLaJyqKx43YHrXsHwE0SwPwWsLKSJJIruAvMCMhi3J/nXzmKrUVReIcVLnktO1l+f/Dnt4acaidVL4nt2t/w58b+KtXk1/wAQXusS28Vu93KZGjj+6pPWs0V0PiPQJF8fX3h7SYWmcXrwW8Y6n5jgUzxV4P8AEnhaRE13SZ7MP9x2GVb6EcV9NTq0kowTtdaLrY9yMo2SRipXtH7IlhaXvxYhkuRua3tnkiGP4sgZ/ImvF0r3X9jMKfihMSRn7E2P++lrd7E1vgZ9orT6jWpKxOdHmv7TVtNdfBzW1hzlIw5x6BgT+gr4Hav0e+J0mlp4E1ddZuI4LN7V1d3OAAQa/OQxtLcGKANIWbagUZLenFaR2NaL1ZHF5nnKYQxkByu0c5q/4k8Qa14hu0uNav5ruWNBGhkP3VHYDtXtvwV+HbeFHHj7x4YdO02CI+VFOMuSwwCR269OvNeW/Fax0eHxTc3/AIdvXv8AS7uRpVm8ooiuxJKA9DiuGljaNfEOEFe32ul+quVGrGU7L7zlrG1ub26jtbWF5p5GCoiDJY+lez6p4T8LeFfhfDpfjKX7Hr127XMRhj3yKOyk46dK6X9l7wnplj4fuPG2sJGGJYQPJ0RF6kZ9TXk3xt8Ujxd4+ur2As9tHiG391HcfU1jKvLFYl0YO0Y7vz7HmTqSxmJ9lF2jHVtb3X/BE8FX3jjUdCvPC/hdZZrRm8yZYyqsAeOpI64r3z4BfDOx8OrJqGuSWwvYYxJds8ikQg8hSc8DiuM+AFneeANOv/FWsm2tPt0AihiugQVXIYMRwRnHSk+KPjHwn4hFw0niW5sTd+WZ4LIYikZBgFsg5wPftRivZ1b04O13q0j1cTw7LE01L4U3drRc3r/Wp2fx0+MfhS/0e68JaUj6hHL8lxMjbIwoPKjufTtXzVq2qPeKIkjS3tIQRDbx8Kgzz9T6nqaf4hstOsdQeHS9Wj1S1YBknVChPsQe4+prFv3EVpK+euRXsYPC0cLS5aS079Wc04OM+WW6Oq+Dek+Gp9Xm1fxXpc2p2bO6QwxtwSO59s/yr2yEfDIac9pFbXehg52RrlI3/EZBrivg7peh6Z4Zt7vXPtxnicKLe2UsTuBZicZ/vAfnXo8LfD3VLp7S4guLVQMJI+9G/Nu9cmKnGL3kn5bH0GBoycNov13Es/h7pskMeo6RqgLGPCpN8yeudy8+nGD9a4H4w+HvEFn4ZMkumzSxG4HmTQfvY1UZ6lc7f+BYr1zQvD/hrTLkSWGsXT2yr80JkBDH1zitpLeCeYy2d5NGwPDBiM+xPpXLHM503yv3l9zO2eU06sbq8X96PD/2VL0i91vRJYS8E0CTk9QrI23n6hh+Vc5+0B4X/sfxQ2rWwP2O8bn/AGJAOR+Iwc+ufSvouWyigeSZIY4riT77qOX/AB6n8a8u+L+peHprI+HNZu2F1OVkRoxuMBB4Y/qMehPTinhsTKrjOaEd9GZ4rBwo4FwnLbVHzrLgMq+jfpinKoLFc9ODz+NaHiHQ7/SZVkmiZ7QnEdyozHIOcYPTPt1FZ1mfkZs5yK9+zTsz5bdXRBM48zZ3/wDr/wD1s1JbTyWkoliYqRwcHGcdvpnH6VSVt10zccEADPfAq0yjb8xxkcZHbj/E/p6VKfUGtD07wcB4p1HQNSuGV7u0uglxk/NJHnKsfXDHH4ivoefgYHavlH4Vaw2meI4kO4gsGwBnOOufwzX1Fqmo2lpprajcTpHbCPzN5PGMZrzsyhdxn3PznjKlUeIpPdWaXrf/AIJxPxm1ePTPBtzHvAluh5SDvz1/Svm2us+JviyTxTrhlj3LZQ5WBD3/ANo/WuQJqqFPkhZn2XDeWSy/BpVPilq/LyPsX9pJkPwpv9wHJXH1yK5b9lHx79o0qbwfef662iaS2b+8np+FUfiZ4kuvF3wBt9SgtpGd3QXG0Z24PJ/SvMvhX430vwJp19qkFm1z4gkPl25cfu0Tvn/PpXzdLBOpgZ0mry5tPJ6GeWxcsPKy95S+7RXMjUNcm0v4qXWvLGTJb6o82xuCcOePyr6U1nxH4T+NfgK80XT7hYdWigEyidCvlMO5Ppn0rxOfwr4u+LIvvGunabYRBW2PDE20uQOT7muG0vVNd8Py6hplm8ttLdKba4jC/OeSCv16iu2rhaeLUXGVqkLddvU9uKU42T1RU1ewfTNVudPkmhme3kKF4m3ISPQ16z+yLcmD4u28YPEttIp/Q/0rzqbwX4st7Fr6fw/qMduo3NI0BwB611P7O3iDSPDPxNs9U1u5+zWiRupkIyASOM169OpGcfdlf0NJtSg7O59+qKk6DmqeiX9tq2mW+pWbFre4QPGxGMqehrzv9p3xNdeGPhlcz6fqBsr6d1ihdfvHJ5x74zRY50fPH7VHj3WNZ8a3vhn7Uo0qwkCrHEeJGwDlvXGa6P8AZQ+H1pPbS+M9Zt0dQxWzEg4AHV/6fhXz7DDqGtaqkEKzXl9dSYA5Z5HJrp9U8Y+PNA0w+CrjU5rGCz/dtDFhWAPOCw571x5jRqYil7GlJJvf0Npw0UE/U9v+MMuofFfxbB4I8Lyj+zNPcPqF0P8AVq3ZfcjniuE+MepeGPC/h1PhnZ6b9vmslDm9Z8GOVsknjqeT+dS/Dj4q+HvAfw1ez0+2mudfuWd5iVwoY9CT6dK5P4eeENV+J3i26v76dlgMvmXc/qSfuivNw2FdF/vLqnDbpd9zz6k1TvVr6Rj+L/r+tyDwLJ4z8WLYeFbW5un0aGQeciDbGqZydx78dq9qk8J+Hp/iTHqmny6dcCO2WBI48N5Mi9XI6Z7CrHxJm0v4a/DSWx0CCO3uJ18iIqPnZjxn3NeX/CS0kttDuLma7kje8uGDzQPlwB8pwfXO7mrnN1YOrH3Y7et97l8NKeY5gsSkowhfS2+mt/m1+R3/AMQfCPh2+uFn8ReM7iO2iPFtCUQg98k5/kDXnHjnXfhLY+G5/D+haOk1w67VnI3SK394u3NeqNB4bk05m0/wqmo28Hyq94gbe/f7/H4muK8YaprelWbm3s/DGjRbCUU4Lg9gqou3d+NKg9Uj9FxMbRcv+CeKttChUGFA4pn2V9Q1Oy0+MFhJIC+P7o5P6A1JIzySszHLMck4611Xwl05L3xLc3chBjtYwPxJz/Svq3tY+GiryPTNESTR7VGKRmUkttZdwBIwM+uK6j/hJvFhga2/4Ry2uPNXGJYXVcdCdoX06c9a5YO91qKvHuEUDbi3bI6VLr/xI8SaYdlprLXdxI5byigkMfHU7cHn0rixtD2qTUb/ADsetgsSqV05WXpf/gnpnhvVri5snA8LHTjgBg0Plgn0zjBq9bytDlnhSA55A6fpXz63xx8SfbGs9ZniteMo8kEqA/U9R+ANInxhW0s3mnkjuZiTsWCVnVvqzYP6fnXiTwVa+iPchmOH5dZfme4eM/Fem+HfDd1q168bCJSIoi3Msn8Kj8f0r431zVbrVdWuNQu5WkmnkLsx9T/L6dqk8Y+L9Z8W6n9q1O5JReIYU4SIegH+SaxTJjg4z617GBw3sI3e7Pncxxn1mVo/CjoNP126tI2glb7RaSrtlikOQw9fqPX+VS6rpaWMMN1aOZbKdd0bHkocZ2tjjP8AMVzqygqQQOf1rW8NapsnOl3bbrG7OHB52Hs49CPWvTjJPRnlONtUY8AxdOuMkP0P4VbmYngA8j0z1BqCeCS21GWBsErL1XoenI9aurGkfKj7v9D/AIGoimVJlW2mktryO5ThkcOMj8a9B+JHiPVdQ0vSLVrrOnPaKyomQCwJBB9cY/lXn0yEEjHT1/L+ldDaSnUPBclqTul06XzVycny2wG+gzt/WlKKlFp+pi6NOdSE5pOz08jJs7ae8u4rW1jaWaVtqKO5r0qD4RXLQRtLqAWQqCwC8A45Fb3wb8HLYWC69fxZup1zCrD7iev1NeiE81wSm29D5DO+J6scQ6WElZR3fd/8A5r4nX2u/Cuxs9F02LSp9JnTyER33MWP8RFc+n7Pms6lZLqMGs2fmXC+b5YiIUE84HPSuF1vwl481eFdfvLSe7WZfMXEu8op5wATkV7V8IPi9oq6FBpXiG5Fje2q+W3m8A4rw3GtQoqVGScvtWX/AA56TlDCwU8FK+/NZ8zv0vv56nI/DHxpqvwe1268KeItMkmgmlBXyz3PGRnqDWT8frPSNG+IEXiDR9Rie7uJUuXswvMRGDkn3xXqnxZ8O6R8UtIiu/Cuo2U2q2bAhxIB8vcE183+PdF1HQfEMljqt/Fe3gUNJJHIXx7EmtcF7OtW9pe02nzLuergMRDESve0tbrufVHhr46+Ab/w5F/a9yLWfyws0DxE845xgc15r8T/AAH4Heax1bQL65+1eIZ0/s+zRMJ8xGT04HOa5L4U/B/V/G9mupm7hstOLFd/3nbHXA7V7b4T+Deo6f498N3s/iF9SsNLJEcEygFABxtx74/KualRwuFxShSqNO+q6emxrOpThO0Ja/1ofQfhrT10zQLGwUYEECJ+Qrz/AOInhDTPG2txt4iDS6fYk+RbByFZu7tjr6V6ieEOOwr4e+MPxS8Z23i/XdBttU8i0hu5I1KJh9uema9XH0cRWpqNCVu/oayhKVoxO+8QeLPhT8OfFlrZaZoNu92rbZ7iBATbg98+vtXz744/4n/jnVbzRBeajBcXBeOTyyzNn8PwqT4d6Ja+KvGEVnq+ppawMTJPLK+C/qAT3NfQnizxt4H+HXhv7D4fisp71Y9sMcQBOfUmuKMFgaijTTnNrW5w4jFfVKqp01zTa+X9f1c+ePEHgnU9A8LWGt6ofs73spWO1dcOAB1NfQXw1u/D3w9+GtrLqV9bxTTp50oDAszHnFeO/bPiD8SrMWEsP2m1E5lWZ02rGfQH0+ldNZ/C7TvD9rHrXjHWzLDbYbyR93jovPJ+la4mSnBQrS1vstTxs3xkJQjRxVVKab92K5m+y8uu5j/G/V9b1e+sNYvU+z6dNEz2UBPzAcDcw7HDVvfDqSCTwNY2Vm0bTQptkz1DMSSfzJpfjVp0Wt/D+PxpaC8gtYNlvFHPGYwQzDkAjPb8q8M0fWNT01jNZXUkWem09M/5/StqVCOJwyjHSzPo+EcdLD4WLnC26atbr57+vU9e8e+Ldf8ADTWul2zRwWW/Ly7hJJnuQmR/OvLbrV7vUZ57/UbmafBO1pDkgegrF1O7v7+7+1Xd9LKzdfNOSBXXeK7vwfafDCw0vSb8ahrP243F5Ots8Y2bCAgZgCQOPxJNdWGw3sbN7n0eMx6xMWlscnLqVxNN5cTLGG4A749a9N+HIltPDO5VET3LlpHP3nA4HX2Ga8d0wNJdvMT91T+tezaLb/8AEpsy7bR5CYBP+yO1d8G3qzy4RSZuNdXE0bRJcEJ3UHGfrivMfiX4eksrn+27EyFXbM7bzuR+xHoP5V6JbQyvKsUCltxwBjGa2r7wbpepWATVoRLMAdjD/lnn07GqnHmRoeAWuua3eRiyllS9hAyVuI1cKPXceR+dVNS8qO9KwIqRgD5VzjPfGST+ten33gDUbBJbezSG5tC+8BCEdvY15rrtndQ3cryw7OSGUHJQjsaw5ZLcmTIoGBPA4706Z+2PbnvVS3kKncOner0HlOA2QT3B7VUXczasNj9+/Wkfckgdex6mp2Q546f5/wA+v86rvlH7Yq9idywszblLndg55qw9y/3uGX1/Ss/d6ED1FWbCVFlBmGV75q1IhonW4ikODwc9uR0/xArovAkUS3/nylZbc5juISedjd8d8fpUL6DY3KGSz1K3gGzeFkU569M+2O+Kx4n1TRNUyjYkRv4DlXHYj1BzxV2cX72xlNKpFpH1w6xxwIkQARVAXHTFVC3NYvgDxDb+IvCltdRYWaJRDPHnlHA/wwa1j1rzXHlbR+O1aEqFWVOe6dir8H/E+n6z4Rs4PtEYubeMRyxswyCOK8r+P/hgaZ4kTVLKE+Reglti8Bx/iK9hf9nHw/GBJpevapZzbeHWQdfyrm/iXb+Jvhp4MitJ5l1nzJii3k0e7YpzjPvXz2FxlGWIvQer6PT8T7inlFfLMf8AWsH7ym7OL0389dmeXfDDxK+i6ZrdhZW1zPqeowiG2EIJI688fWmx/DDx1e27376XIxI3N5kg3tWL4J8RzeHfFUGtbBJhz5q46gnnFfSdn8XPB8lgt0+ppGduTGeCD6Yr08TOrRnzUo3v13O/NcVjMBiHPD07qdruzeq0tpt+p4N4P8ceMPh7czWNqzQDd89tcKcA+oFex/s4+PvE3jP4vw/2vd5t47WRlhjGEByvPvVKbxB8P/H+pzvJpDTz2MRmDsNocDt710/7K+gT3vivUvHs1jHpmnyR/Z7ODbgkZGW/QU6LpTqc86dpd2bYLGrF1HGpR5Zq1793tZb6rU+nDypr5l+JXwf8PXusahq1+13Yy3U7yGcv8pJPvxX0kbuAKW8xcD3qKdbO/ttl3DFLG38MgBFbVo+1soTs/I7cbhqleKVKo4Ndv1PiPUfBHhXwr4U1HXJLv+3WyYbfy/uxseATj+dcf8KvB83i3XgJVYWEBDTv6+i19IftO+E/Cel/D7VL/TbiLS7iVlY20JASdsj+H19xXz/8P/ibN4T0P+zLfR4p23lvM34LZ9eKTp1oU5WfM2ebUo5nRwlX2T56snZO9rK2/ZPf8z6Ntrex0fTVihSK2toExwAAAKqeA/Dkfj/Wh4k1aMvoNm5GnwOPluHHWUjuPT8/SvKfClz4t+LniGLS7gtp2iqwa5EQI3r/AHcnrmvq3Tbez0jS4LC0VILe3jCIo4AAFfNZhJ4b3PtP8F/mzx+H+Hnh6zrYlqU103s/N9zwb9tjVPsvhfQfD9uBHDc3EkzqvHEahQP/AB8/lXyxM8EcZY/LgYwOPb/63519Aftoapb3etaBDBKsohtpiSpyAWZR/wCy18zajO0hCKTjJP8AQV9Hky9ngoaau7/E+3pNVFeL0C+u97lU/Ejue9P1qdGht7eJcIi5z6kgZrPII68GrFspu7iJG5CD5voK9Dmb0N7WNC2jW2tJEz+8XJYY5/z1FeyeCLXUL9IjfCEQCNWZo+D04HNeU21rHLIqhflllVDzknJHFfRWl2sFpaRwxoF2qMn1NdEY2CHcmsbOysm3wx/Of4icmp55eOewqIyDPOKilkBz71ZdyndzFZQNwyeorwvXVMurXQZuTM2cH1PNe6yFQ+4AZ9a8O1458QX2P+fhsY9NxoM6hzk2nSW6M8KtJGfzFUd7xtuRipFdMsg2AHGeO9Zup2QkUzQjD85A6HmsJ0+qJjPoypbX5b5JAAfX1qR2DdDnNZUmQx7EGpoZiwx0YfrUKb2Zbii0QRyOlKsoOAeD6+tRRzdj1pxAPI/GqT7EtdyyJ5cBdzYUYAz0+lbVprbR6Q8bSlLuEqbWbPIXPzJ7jknnNc2rlTzyv8qezbunP1q4zaIcD2H4SeL7ODUro6iUtmuIsylBhGdckPj1Izk+uPXjoJfixoSyuqw3DKGIDBeo9a8N0u6a2uFZWIB4IyQDzkA49wK9ks/AXhiW0hkaOYs8asf3p6kVFWzd2fKZvgsvp1vbYlS97t5f0j6b8IeJrLXdAtNRs51kSWME4PQ4pfF+m6f4m8P3WkX6K8U6Feex7EV8TeCvHXiDwfclbC5cQ7v3lu5+XP8AQ16Xp/7QF6ZoY5tM37mAbDfyr4qrkVelPmparp3Po6kZxfKotrurf5nnvxE8G33hPVnt5A01szkRyAfofeububW6tVja5t5YVkGULqRuHtmvqzxBr3h7Yk2oWkc11JD5yRsM5xXzR4v13UPFmtyXKWziJCVhhjXIRfwr38BjKlde9HbqZ4TEYjm9nUcWlu7626aW3+Z6d+zL4X0bV9QutT1O9O63IQWobAcHnLeo9q+qLBoRGttZrGkaDAVeABXwX4L8TX3hTVi+yQRPxNERg/X6165pvxZ023QXEGqzQORyuDn8q8/HZa6+J9pNtx7I5MZi6+GrtqjzRl1W59XItqItrnc3c5r5++Ndt4rXxwsfhvxXfWtjJD5l0POISAj09z6Vwmt/HnxFck2eiBpGPAkZOT9AKytc1rxJrfgOZ7qO9i1Ay4cLGwMi5/wr0Y06dBL2cVHoTi8TiOSHsocvM0rytpfrbX8SHwn4Z1Xxlq8l5r2q3d3p0EhVZZZWYzYP8Oegr1RrPwl4X0x7k2FnBFEuSxQZP+NeHaP468TeH9Oj082qiKIYTzYipFa+kaT4o+IN1FPq92bbTgclQMcew/xorJv35v3UeRmGV47G4hfWKnLT2ST3+S6v8DVt/jTeWevSy2dmsGn4KxiL5ZPY+n4VjXHxG8Y6ld282t61qSaPLN83l/LuQHkZAGas6t4C8OafdTTzatNHZxtwGI6D3rO+KMsMukaV/ZjwnTIgVjCdc471vDDUJ2lyL5o7sJUwVOosPhItKWjetlZPb+8yv8ZvE+n+IbjTn0yORLe2t2RS4wW+br+leXSna/pWrqUhaCE9gCmPxz/WsaY8+9dWySR7+DwkMJRVGnsiNySxNaehRbgxxyxxmss1u6PiOxQ9C2TVU/iN57HQ6DEkniDSrcL8ouVY/hzXtn2sdARXh3hiYL4nsnJxtLn/AMdNejRai24Ct3LUdPY6Y3ShvvA/jUM13njNYUmoBeM81B9tdycPijmLubdzdkISK8W1aTdqlwxOSZmP/jxr0uW6/dks/GOpNeUX8265kYZOWJ/U0uYznqS78Kvbp/OmvJuDYPGDz+NVi+Tj0/xpxbhhn1/nT5jOxT1W3EjGRB8/cDvWV05HFbMrkvyT1qCeCOXkfKx7isZxu9DSMikr7+Dw3r61IkhBw3BFQyxmN9pOfQ+tWYrSaW182P5wq5Ydxzj/AArNJlaCqwNIxweKh+dDhgR9RSh807isavh6zuNS1i3tIBuZmyc9gOpNe/2zLDbRRF87EC/kK8d8E6npPh+2ku7qXfezDARVyUT0+p/wrRk+IEJkYrDLjJx0ovc+XzbD18bVtCPux/EreAotMvb6dNSjWaUjcm89fWur1LQNKkMUtrbrBLE4cbBjdg5xWB4P8P2E6x3MjT+Z14fH8q7ifTbcWpCtKpA4Ic5rz62LhGXK0zpxtCrLEe0pTa8ji/H/AIm1XUtVM9vDPb29vD5GSvY9aveDPFOkW2lR28wjtpYxhjj73vWT4hmlm1Wz06WQtbyH5x0LfWti60HSntDH9kRQBwV4I/Gt4UYRpqKWhjiqlGtSjGtHV9V92oaprfhnWr6O1mt/NfPEgG0fnWHp+gXHiPW5TZ262lkj7C46YHp6msPxDaQ2N+sVuGVQueTk16J8L7yZ9BEJ2hUYgYHNY4qbw9O8D0cJhYUIqdOTs116fodh4X0TSNAgC20CNNj5pXGWP41vf2iMY4xXOmV89aq6ndzW9m8kZG4KSM18806krt3bOptRTZtazrGkW0BbUjbhD2cDmo7fX7a50eV9GePagOAvH4V4BrOo3mo3jzXkzSNk4B6D6Ctr4f6nd2l9NbxOPKkjJZSMjIr1P7P9lT5r6/gKtQvFy8vn95X8V+IbzWLtllLJDGxCx57+p96xzPIYhEZGKA5C54FR3Ll7mVz1ZyT+dR5Ne0tjpoUKdKChBWSJJsyRFB16isuT9a0smqmoKAysOrDmmasp1twuI7aMHoFFYprYkYpAxAB+XvVQIkWbO4MOq20g6qxz/UV3cN0zHcOgrzi1XNxaDJ+Y8/iK7+FQlvGijggZq0xxVi3FM8rlj92nTXixpsXkmqruwjOMDHSs95GZiSelFyibUpZp2C+ZhQMkeprhrgsznGAcmuwd2welcc/3m+pouRIWAOIiZCM9gPpTyeCT6/4Uf3h9RTXPX6/4UyBjBmYkAkDrQTg+lPgJ2y/WmysRkfz/ABoFYrzoJDg9cVfgxb2GoRD76EEcdAStVMAjdjB9qvXUSxwXLKWJkt0ZsnvlaVuoX1Md5pH+82aYMdcCkpRWRqGaPxoooA//2Q==)
How to combat roll into a fireman's carry
If you do decide to try it at home, don't forget to tighten your abs as a dummy or you'll get the shit squished out of you, even from the prone position.
Liberal Redneck: NRA thinks more guns solve everything
No. While we're both wrong about their primary purpose (which after looking it up on their website is education and training people in firearms use), their other purpose is (from their about page):
"as a major political force and as America's foremost defender of Second Amendment rights"
https://home.nra.org/about-the-nra/
"Downvote for lying".
Oh really? Lol.
I've produced peer reviewed research supporting my views. StukaFox produced none.
There are opposing research papers of course (it is a contentious issue). But it takes a very short sighted person to produce a limited set of ABS data (lol, 2 years) and a Snopes article to declare that I'm wrong. Keep in mind I mentioned in my first comment that there were studies on this topic.
Their mandate is to protect the manufacturer's rights to sell guns to anyone, not to champion citizen's rights. As such, it behooves them to quickly and effectively address mental health and access to guns or be legislated harshly by others.
I was pretty sure you were talking out your ass about Australia, now I'm certain. Downvote for lying. Thanks for actual data @StukaFox