A Response To A Fukkin RUBBERBAND play on Saturday 9/3!!

September 4, 2011 by Rio DiNero
Coming soon to ESPN::popcorn:

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CqvxhQOde4JJ+IUAFRkNa4YSr+bhjiSeUZXXljxcOMmZGTEsyQnATVYBu8s41RSCq2mnApqPgA9dxb12rtVqddlNRmk2pqcjdqrWUHbCu3LnZ7P7uvtbcaXaaO40taa/budTsdDodRVGazaYsyy1Z6cjKjtzZk7sduS7vyt36dqcrb+02tjq1ltJsKg1F7srNjtzswMuKN2rsdlqNZn27dqO557762uVtudHeuba9d7nR2JWlRrvZbnRbnWZDrm/L7T2l2Wg0mt2u3FIUpX2r2f3k67fmoyD1jwCgkNtV64FqwZQ4JQ2eBURk58LgQpUlC9ar1W3KbRHQIWYKQIv7ApnAFKllGe7aiYeKMVs9GZ2/ebh6MsqO3HjEIscC11MmfmsIlTXcGqAzrAFMJXGMqhlAFaCCdoG3TDw78Wwo8MHVA7hfugprOIpHqucDPkGMNdHYqIJPoHNG9RnVZxUuY1NmMhNqoyIoS/tqFpE4du4TwbOm3AYOHFLy2NPmuPf/OeR924iYMyOD5+TeyhmK7PYlLoxZIddSMshoP9WHoccSrp64gxPHyGwtIXrMzbljTR1zQvUp0Sa2FnnsA98+I3bu0gSjFebnxEk4hT5F5qDCI0uPFA7KuZ1z+4SqK24mrjHD6swZzvFgyvUFt0PX/+DIXh2zU6JND40pH5wj9GNTnfODkB6ckGEajE65s3RQwYezwIZEvOzeVRjNeJ0yCioAWiF5wIuRUzUo9gXfkjBr4dOFX35y0QidoaFA5Es5FfRasQa3AHrRqY+zsZMfutnYiUcsCuiMmwDQiJXXGeC3bmRuksk50adIleAcVCt8MKjF5kz/CDtYetDq8+ekxHv1HAiMimMhbIY1QRdfwKhIX0qMVnp364Nb+kvgR4sxAyIp9TF8wsRDQNCU7pNZc6QJPrnQHyTO4BtoiK7vkMuX7RtXjRuX0aWrxo0rxo0r5s2rF4xd3vvEw9fIret87xVn7wa9tDe4uoOu3yRXXsHXX+1fvXGr09mpN9rNRrfT2u3uONd2P3//7hQf/Zmq+Td3e6/umNe79FrHvnHVun7FvnEV3byGbl6zr12xrl62rl7G167be5cPu3u/cev2r9x6nd+8Yt26dHCra127EdzaSTj9kOMsILFrZdwJXr1mXb5xdO3m4OZV9eqlx7c6s8DOAnXhqB/VAEBSVOVVBFJT184DDgxU5rM84HnAU49GHEHcS5iVOWgZsIVPISsFxwy4hPeqtmYEV7oujOwyv/JxOuLpiEcBnXt45qKpY0+ZtS4wNkAEVAC+BYrmRJeAkYrX3KwgQYHpnDMdPJngsUvgfqRlDz5ZIPKjLvMCQEX76wLrJoQgQCyUpd+aetjUWD4G0j4LyOrYPX/iL48c0aPPAgL8NoStkBrgfSOqT6idEvtzb9xvt9u7jXZ3u92Sle3WpY6s/EJrtVr/8t4b7U5tu9Nu1xVF3ul2u0pNbje2u0qj01ZkuVFvNupKq9Fq12Sl3mxcVeq/f19Dl/f2tre77Z12U5Zb9ZastJVWW2nBy3abSrep7MitltxtdDrNxtav3bmvKO12s6bsyN1msy3v2VcvZ6Pgp0duOHIiD/1P3bq8Lcvtq3tbSk3p7nR2/WvdGaNTD4cuFSxKmX1CgLKHJW205pUiqq9bMDhxcMxRzBE0BRIHh9QSYV30ViDcQw1U5fOrHCrUWzM0BAxEzIS7kI5o1X1GAU2O3PTQiX0artMPwZgCOkU7A0xKXbtarGww6lprZZMRchNszgxoIF1o04dUrwJU1HERM4UDFq9QPrLGpWgKRI6ZeLbg4VMfJx6K3ZKKq+amsWvnIwqBKfFQPqKCpV8ccoApONQyLXFKEipixjOmJtaBcaUtdZuK0uzKnR1Zrikd5Z/5X6vV+qZqWd3mtWat3Ww0GjvdZnuv3ZXbW0prS2lttZRau9VotxpABrXaXaUhfe7uw1uXGjutZqe1264ryo683WzUFVlpt5qKLMsyvHJLVhqdjiI3breVf/PGfWlntyt3tpptWb5cV+TPP7wdHbNFQJKAJCP8h703Oq22ouy1mw2l1VHa8u++cTN1jNS3YqYJsU5EdegVxVibWwMRqSCACJZeXE/BSUF9DR3vkuPD+sbIBqPCdwp0bvr1awzkI5qWxpMxj0csPXTyY+/8E49ffPx4ceynHr1QnFyAJjwuiZYmpJWiMyQ8KJRjwqVN8PDELnl7eP6akNq492r3EnKDdf6KNqKVSsQp63fPTn2UeRiy+CQArtSGxF/ksvB5oI2UuCTySOSRdMQXx/7i2M/GThKw2Kci4oOSUOTNJ5ycqPs7TWmr073ckuVmvdOUdnda6NqVX2j06uXEsT6wzc/fu0FvdIzrr+jX96yrHfvKdfvKdXTtlnr15t3u3m6j2Ww2m912q7kjt+r/8sF+rSNtdxRZvtSudRotpXepY1zdQzev2Teu2teu4OtX8fWr9tXL/t6lT79++6/d8Wdf7zTate229Fq9u93e6Si1d9WHp8ckd0e5y2Ofj+9cbyudekOud7d2G81Os/YdTV9QPUZmalqC64moHmMNKLnQHs6tAbQ3RQdEaCSEswT5DiTrwC5BDirScSHSAHALud28wqeWXBU1yuLVQ7GPk4CkIx6PGAA0PfYWb46Lp6Ns7MROqU1bjNjq0IFaogrQMgcFhycgHFIDoPbR3jQAS7TgN3rBssbSBDtQ5X0SB3+0575OJDYNd+gGFQHPfZb7DFrYVVVL7ODEJYlLIg8lAcnGrDhylo+9xSFPPJS6SLSRgEmBEAYGPXEIYTP88L/07naVVk3ZbXVrTXmr0WqP916JrGGCtJQaEVWnuD/Hg4iqMdPOycHc6qWmNcXo1DamRn/K9cgahmwQ4d4CGz906eH1rlyTlLa81W5dli/Vm7XP37l/RZE7zVqzeeWq3JG6jXcfvvpsRJORW3jOeeAWHks9GgX4ZzTIR+hsNH64d6ndvia3lHar3pK7u0p3NqKxo58R/5zp8RF7bbdZ7+42u91O4+rO9t4rnVrMg4KTmJtz2hdMZLVjElE9pYbwrBupkWutH9Fj187GLA94xFHI7KrDEhTNxB4AjQ+vKRrr0AcR9f6G53btkNlzakUcpR5NRzz2aeiCaAGlIwra39RFyzF/ceSdH7qrEc9dLBo6or8jCVxWk9aQGtBYKkvpipXqEHIxDRUArUqTcp9kHhXtygpwrdTdoHaNTloEvCqweMkZOzhxy+Z7PqKgbDp7Gpw99oA0AYFp6paeXrwpyE2g0RJSY2oNP/3K9Uu1HUW5orQ6l5WdZr11Re60Wh1FKftCcktR2q1Wq9Vutz917/7lnbrSlpVWR5blllJvdhpdud7cUtqdnabS6Oy0a7LSae3uyrudZrshb9+7uYNuX2s1toHnr9Uau7L0PreSx1464rlLly4rPLI8cvJDHh2zyRPjhyN8rVNv1tqtlqw0pFarZV+7MTskM9fMA38RWN91rMtyo1Zv1WVJkRutTpPc2Y0Pg/yQZwEJKwKRjyajCdEFZAXtLRQ5kM3nAQfhS1WJIQroKRqCgwRYA0BLhahd6oFeUgI4VvlqHMUOznwGkS3yyIybsV82oksP6tPcxeCqqwAFylISshrh/8oyat2DmWC1aqdoUC3eKz3WXwDQzMO5z6rdhTXmbNCzlExEVfyx9qAvA9qGXD4PeD6i0JtNfQwyESiDhEgKMCryG6j3BUBDbPauyF25I3e6UrPekhVZbkh7chWgrVZHabaUeqMjK3/yQL/UlCRF6shKu9nYaTVlpXapKW93rjWUHalZb3TkhtxstJRtudZu1Xcb0u/uP7rUrjfbO43Ll+V6R2nsmld3koBlAYm5JXSxqzHLfbxyyWKMv6wfdJRaq3ZJ3tmRW/XtTvv33riTj0jMjIhYGdX+z8HDbntHkXda7W1ZbsjtrX9/8MaS09S1c27nyBDyv40iieozNAztYYy1jJW0aOGRxYhlHs5cO/cxcCBlm76SrFctXHMpgmkRTfyJ1S/dZ4WHLjWdHk09mrgk4ijz2erIL468JGBAs8AdLBkerM9sdWoNRV5R1WxsPGiVGIJ7vK6KNDDwoFWetqTriRZR/UKIr0gWcPVzr/NfEJ1sJP5lprhWqQHmqq8ZMXtdb2JIUEq+zbFFal9K++DzVzRjL02taHa3tS1vN3daSrO90+nsdJq1er3eVGRofyttudWS5Wa91ahf6XZ//05PViSp0+i2dxotpdVqNeRmU24pzc5uTW635Ga71aq3O+29rVZXllv8yuV3TGOnLreal+qdy+1GS2nfOLp9LSMGkD45qJOYkXso59aS8/Px4W/eeVVqt9rK9a1W91JrR95Wvm4fhEckc1DhoAU2PnXrptLsdGRlR77cru/tyPJ3DfohITNuzlwrDMyqLBU4UehFQw5aOlFIN30CdyTz8OKQnz/xXzwNVscunOFqiN+0i9Z00gXWc47Vi42AteJYNPNCbgJjD1SgwBWkmBN7eGoNTq3BDGvwi6AyEWyAVJ332MD/5e55Fb5VQVRVFFMFk2gGzLAW8bK3JqjNKdGmRJ0SFdirsNI3jzgSiskpUk+tASgA50QLmR0yO2IbfmAj24Mzh/UIaWUFysyXhhbWn3lOtC/0hq1LO516p91stOSu0ux0FflqvdOVd3ZblzrNbquutBut3Ub7ZvfKo1fuuntXGu1aR1a6zfa2orSbclfuNNs70q7Skeu78pbS2pKV7ba8/bAj//a9/e+Pjv9Uv3O1vdWR683Wdq0t7dZrf3rwIEc6KPqEdC1mRsbMIuCZF3zi+iW5vXWprmw3pL1WbafdKHw7c+0cWZFjPrMH7HKz0dzqdKRmo7Yjy7evtU5c/6cOzX2ycHHONmTIOn2yI2YAQOfWoOzLczvzcBHwIuBl/lM6Ub44ZCAUrLY9BViTNa8klEDQCADeukomiiJpU55zU5QxIS+LHNB2gonmk3A34sEZ1qSNIrPi4QDIFwC6zgQ2HdGXaLD121zoVsVOKZUCZwx5wgWAbozZwgEL+R9cqdDFEUcRRyE3NzQEMRLHyj1UOHbGzITo0J2qVmDVC5c49v8iD3+M+wW2I67F3EyQHjlmxvQZHcaukYzsdIzysRXx4QwdhKT/bWv/K7j/V0P13eHwi+bBO/1H7w37/+/g4L1e/73eo3f0/ffM3t8hczryw5GTj8jK49/nD/9S194b6N8cDt9B6pf7/chSc2rmazlmAskftwuP5J7xM8f5a9v8km192yR/YaO/GOrftOzc1yLHjJE5Z2rm2l/SBn+m2X+ua1+x1Ldt/b+QR2cBXlA1CnA64rGjVyub6uGcWAcTqz/HKnSAi5FzdhycPz5cjnnq45Cb5SQJN0KqzyriCtEpXBORNjgOcSVLXqV6Z+3hFKkisomkLnIscEyzSs/ygrgOXBugEzhRSDslSBZFNxI+AdzXX0iwb166Kqi2B6IHUMGWHlIDPKjIaOFTgiILHt+cLW6GrKL2cOxkPTmZunYU0NinkUfgyfBRp0hNKwAF0RO0OkRHHhqeoi86HavJCBe+GwcoOTLOAhaP2MxTzyg6o2jF0IKjgtkLYi6wUSA9RI9ipr1AZsyMODCWRM3oMMZa4aAZVhfc/tBjC8YKSnNuT3B/5minvp4Rc+Lz1DNn3Mx9BjEX+LLMQTDFuhi7qyO/eIrOApaO3HlAMw9lAZ5RfR7QBPcLZi9tO7bVBTFjRpbcLWxjhfUltmauWdDegvRzaqUcp3ZPFDfV3vUUDSeoN0G9OdGAccsP3eXj8eJ4BOzHjOqnaPDc6k3swQz1T819mJsQflRcf3CKVSXHhZ7flGhTpFbdITwBeEPA8Xzdu6+qS9f+rgy5U6S+FOIFGqoNyVIT9YtsIoY5L0xOrT8W5BDwNiE1pngTxAFbsWunPko8e81QogsAraiMyyZCxIzQJ8D3hq5dEquOHVKj7DtTA8pVmIeOmQHsUu6zxchZjt3Vobc69JZjtxgF54ej7PGb5+Pj+Bgv/SDxDvP1THPiodC1Z9yccn3CtAkeLiNz02sAACAASURBVIgZEWtJ6NSxQ9/OqDbDakbMAumhb89dPeRm5POY2gXSI1eNLSOidEnM0OGrwJgHdBGQGaOhZ82ZHnOrHGf1aDFylo+D9DHPfCfjzsJFGR8UtJ/bw9gYPGPqHBmppaXUCLkRM23hqFmgJgwVFskc8r7xIMbD0NJPiTalj6paOAHQiT04Rb0pGQCfHbo4HfH80I8DR/iLEwICeC0kw6ndg5EK4Y9FiAcvdqGejpg5qzRfhGOq8kLgKRIPlamnGDetFAkA0GojfqNmuiCHq7TjjV/4C5ue6VrzAnWcaMhWURtRfeqYc8cK1yIaaJEnjg0EROrRzGfQBQ5ZmYOWlT63hTYxYZVxaQ9XxXWlxozqEN9hABwaenAhCh8vRvTssXv2VlC86Z09HcPo0uLYh9HkbOykI566RFBgUMSEtjq3hrGtpsROXLbEaMXQFLT9dJggFhHruavmeJA41tLBoU9ygkJmT/mgQDjkxtIj6aiXB/bpkZf7OGJuQoycWgtHPw0e/8wdnfloGbB/Gtmnzn7MzdQwp0Sd40Foq1B9wx+VEF1MmAg9F9TRYpxNdFjE5K2Yr6iS0+uOkSkGJcQ8BvzKtKq7eFnCCz/PsHZqDSCUh9SYUB2cC3hQAMwMa3NkrGc5Ns2qxLPFboSIGCk1QeYLLVmhNxf5aEgt6WV0bkR0Ap3V1mU1ESklfbZaNsc+MlRVVvfcDF07CQiQl1CDh6BHZgb0hKqSfvHhEmZtZk2RtvkjK4MigCcQfYmRRWjoCSVYqZzwUHZIk3H5McT8HYzVL47dYuQAn5q6Nsh2IqQlSP8RMt6xDr5g3XtPu/PcNWIfT7le+PYXHt2bMuO51cvxIKXmd7D2Y1dfcFRQOiO9zCFzoj3Xhl9XzcR1fuYennn0b139B3h/QfUZ2392+OCHTPt3w5v/+52H36Fm6No5txcujtBgjgczbFTbklXi/aVxGqpDvZJ7m3Ft0J6LHnLENsSfUCbMsDFZCzFPrf6J2TsxexDcJ1idEq3qEUXkFTUNFK/lI1SfVKQaQqkUMVv0fQDNMbcSx6oCNCLrCW9Uuv+1/N4AMjXkpnRBhyeS1rLEEZRBxWltiqc1gwXjoJt8tLLcYsqMWRnWceqXDBGsxJjRi33UyLE2+c16GBqcdDV8CGoDGKsZVqf2oCxXrQHc2jJwYFV4mjLrF1pVF+UjevbYg3UPqyejdXvDzlzIaM2MmP/h3uu/f+fG13r3/1p/cEKGP6Uop9aCEe9S/QOuZsTM+CDE9q+/fuVv0MOEm4mN52NjgY2CG+8cvNFqbP8THec++cnoV27s1f94/0FGUU7GieP197pf2R98+v7d37l/9dRDqaWFtrri+pSrp+sLeAGdIdGqKg0B0My1FyO6OuTnx+6q3MJSDiyIjSwikZthbYp0AdCJPagCtCxlSilZmVaux9+AVNmkiXOiQ0Y0d6zYxy+1l0c8G7PUx1BCrSunl0ZbhWZovpaZhrQsdeCQRI4lCditS2+hk9cEZVBtBV0Uzq09aFU0UF1BMRGHUgzaYq0qr7pAoIp/lrhc29QqL5BIcdamT9Hw1OzNzH6pjaB6WpFBzdZUC8gmMmKm2IixHhEjdVExZsvH3tnT4MOPHRdHTgozmcxIiJ4QI6XmJ6/f/EvTDhGNDW1JzCXSptbwb2zt6RuvPB8bK2wl9qOFN+LXL8XcPEdmSHnsaStbzbnxm49eMV678s7w4XSsHt263L92+e+RkXPjFJP/0e8/bHe+bxlTjGZ0uCRqbukJRiFTY2fwwhpcVKqvbSMNftkRQItoMaJFQMqCzLESxxIbBpLKXO+cmDAfXI3vYvRCeL7q3bmolhTJZUAiD8U+zsYsHdG5Y824GXkoO3IXT7ziyIk8FK6lFOlaDwkpqai55+udOXAeJlg9RcMp0TYAFZ8eMuuJPfjn1CXic29qLnByL+9IqazH2YQGcezAIFicmH3IaaoXYoY18M3iAMyRVo31lV6AASNgQEen1Egdq/BxVaKVcDOlRoK02FYzYmbETKCfBsxLGev9FBJcbkKeALmvcaX7udtXPn9H+bb1MMV6YuzHHP2Bdu/37t4/8YfnjOae8Xw0Mq5eyjw642Zuo5D1Vi6OPGJ2d7908PDzr9/9E+3ur9y96+3d/DEdpg77JzKcoIf/9wPt4Mql37qtzBxtbu/HHBWUThx1wg9yc1DNlKomHhHBSiza+OgIRzk/+ZHoFzEbtoacmL3nxsHpejBovp7ZEDdCsH5VjSbcyoiZqYugzE19HPs48tCMmxOqT5mRjHnx2M0PeVRKI+yYWwk3oZCA4ZNyYqLspGx835rt0UJuSFX8QZEEoL4gN94w8B9JTcqCvbIY6KM2qSxyErwX/KkXeNpNZ2tdHsGCiny9lSR3cVUXAvOcCTfFDo/cQ4WPi4DAMCBMBRY+BqI0pWZKzRy28az3kKU+Dl08Z0ZMzZxbGTMTbk6J9r6+z692Eu7GthojM/NwNjILTn79tct/r6E0MDJbfxGwvyPoX9y+nXFn7tIVtSJ3kGH71HfJzXvfs3W+e9u+1PkxU0c3m4ln/ojT2LX+wHjlmUlyQoxuM0ejnxE688mE6tHICskwt8wL6jihbRPJfXXQYL7m/sC5VHU8M6zGlcnsdU2MIMWfWsPq4JGQOInKBmYTyrGZihsuuzCiYFgnaUJRGfs0G7MsIFByrRvXpZw8C8iaExCT7mvvXuay+pzpkWNKYuRo/dLl2HGV/Rd0OpQ1Id90DkQUEBrBj5rA7nqMy4y5Cf1okAgAZb3waeERkc6LFU7LgOUuXrh46ZECLKDlsEe5JAflHlr5BFbNQNGwCMhiRIsxLcZ0ecQXIwrDn2J1WeFtVPeZhzOPxtzKmFU4Nux+eWYPvrd/+1+/8UrCrNgZTD08ZdYLz5oR07uuxAgvxjgc48kx/4Ph697N1mfv7f3W/pW5axbcWGDyN8a9X3rtVojwzZ36H6v99/rm5+7cS5n7YoQyZh3e3vvlhw8/caMV3L46PT5OsDUZkdWRX/g49KwZsauLrpL17O8MDed4ADZD/andA5tYBwBK8C9C5AH/TF20GDFx0XKfJA6+MN8iRMqbR5gJv7gYsdTfqL8FFVBS5lD0CB+37hslDhb8+mYyzN3w3CJil7FiLVGKHAtG20uAVhlKAdCQG5CiitpFPEG0U6tcV8ReWtlQXUOVe0iMCsTMyFwbeJ/CxzArHDMjdaxFQGArEwgEi4AWHlkGbDXiy4BBS3rpkaVHchcL9VMWkCIgmYcyt1zsAfCCTV1FQGAxYnHMF4dsMaLLMQOfCiaKicWIpi7JHLRwccbMkGghN04c4x+t/R+apOBayB+tHLbAJGbDmNrfM73It0OuxSO8Gvk/cPlfmdY3LevvNDN2eOji1CXP6d3v649+TtBX0KMl7T/zBt9nvSQYzx2UjQ4zbH/d6H0L9QuKF3j405GVP/WWfvCzwEmO2ZJTQRMKFUHZIkF9AU34eYb6E+tgioaCvxR9zok9iJhRBBQEl3BtFyOW+2xmqzE1hV8QziJzSucK2RRcZ9hgIGI9uNWS21nX4+B3BfMTkXW1zkyIVBEzI+cltiumG+1z7OAsIKAEKpfWUG3mGJsc9KKLrrSzRIDY0IR8s6hRuGjQQAnWvSzPKzuMMo8uRg5w5osgWDj8jNMzil5wsnJJynEeuDAfA1YEfDFyQIO3XsdFFz7PfBb7NPNZEfA4cFKPrnySuWbsqJlvFY65pOVIzTJgcOnhn6sRPx/xwiOVM00yj2YOybzSwYjDHVIDRDBlsQgDq2KRATRmRlTI/yCvEhdNtBvA2cDzizETylpYXQEbwhYuWnq4TE58nLl2zIYRGoRES7mdOFALqzNHi3GZfULWBPrxD4z9U/vRHA/EStE5HU5w/5QOgIqJOIoCGo7J4olXBGS5XriQcBNcQ+baZayj/YTrMdZSasbULAKaeSh2DSCAhNtKHCt29JiVymho4EUVbqu6gwRODhwzUPtv5siJDq8AniVzN7whUIdSlbKptsWrXGPqbpbRRZU5EjFEIty4aA5d1NGtDe7leq8iXo3JakyWI7zy0conS49AyVKMWRYQ2GG7HPPcJ8UxLwJ65tGf+vxDjy0dvHLJi4B/6LEVQwWzMmamrp25ZkL0Alik9WxnUlGFrkZ84dMcBrQdK143nDKfiQ+WusJhbMQQpZ8Qop61ig/epdxvWpEUVh9PHBsk6yLBAC1Zym3BAcN5jjw0ZcYzezAjgynuz7Ba+htqzrE6x4MIlcUoVN8ndmnP8OCEqidkeIrKDV6Qwj7Hg5AaMdZT4Ma5nVNzgcvqRMwoV+cWQ2pMmRGPWOSRYuQUY5Yf8sLfjM6CUielRkY1sU1DSEkujCPH64XGMGcHW3AhdX6pzsN6iPUZLtUaM1zunJNeEitVlPMX+v1VIk1kn8A1wOMX13qtDVYewx5kGBgCDeLZkbM84tkxSR6T+aEdHdPsiZseOrD6a3Xs5iNaBPTsyIU1tlGAUx+vfPqhR184eMHtwsfLI75wId1kC58uXJxSMyRa6iOQ34MqEQzGF1eHDsyCAi2SjZ3lobcYu8tDb3nkFGO22Qbl4Xx9V8rS1S7T6ISbQrAo9gCUfa91Q6EK0MzDcWW/mhiMTB3rwu7pctYZ6+WaOKJBNIupmWI9s19iS2CpG0jIY8tIkZVgC/o3wJHl1JrRYc6t1FIXxMy5FYMDoptd2KIpBb2rnKCIWDG3lgH70GM/C7zVOIgPvdWhsxi7mc8SB0fMTrCVYiNHJTqrM6XxWqslMj3I/jPXTrhZ7X4JzgfmlQGdp2g4weqclYoT6UI7C5zfWru6kXWKYv9CO+el7VwuEgvFhb+EPYnANS4fe+Agz5/4Hx6PXhwFC5+fjb1l4CwDbxl4hefAnjoY0cx9sjp0SkiVUmUUOWbEtdg1oiMUPqbhYxw9YdExS1xSUFxQHHLz1DXENC20UuGfxchZjFg+ovkhXz3xzz82fvHW0dnT8WLsLsYuxGi4f3E5d0+q6oIp2oh2BcNQTcKEsPzCwU5dFHIjdi3I72dUi91ygFs8AUaCxN5XYGojx5qD1+BmxswFWa/oXkd5IeyAHRlwlhJmLR30wsEfchyP7XyE5nQYcS30jCnXy3HKivuENUmgHM0Jyn2SjHDq2gtinjtkMXaTp6Pl0xGsBc4P/dTjMUcpsROkixN7QTEtQFndPFrtgVV5iYjqITVi1448FLp26NrxujEuXUCe0ExUmbMqTGGKEkJwNZSX/nUdqkQ0z8YM5ofAg8LjyyMneermT73UxwufLh284CghBoQ8wZPBpBHE3ILimFtTxzj1tNAzMt/KfZwFJA5QEpDsiBdHHiSsxZjFPs4Dvjryz44DWEkgwAqcSDZmZ0+DFx8/fPHW0fJxAFPhgisRFwRIxKiyUCBaO4ac24WDYP8CUFcpNTMm+h0vzReAP4bXEQl9KUULUBSgZITjAIWeFfk2yEoiU4+xHlIj5ObcLfcCxZVyfjODAXJEqofcmHJ95hhRgJIxiUc4DlA6JotDlvpWHFjRyJpRbUGsDwmpLiEUK5ihl5EfseRNNjuyo5E1d81ZgJKn7uJjh+e//OaLX3lr9Yk3F4/H6chNHBwxU3Bhm6Xvrg3JNNTH1Rkp0Q8TBNlmJYdjQdNk9cQvjpxszKBgksrcv4JOwQiIhoSQGCaOBdm9qAkEHEuObQ1Z0fIWjwjhEjinLMBFQOAvSR0jDYwJP5iNh5vdLD6u3ssFI7Frz0coHaOlay2ReU7IPwWjn7reC+4sOV2MWDKmUYCLgK5ckgf87Dh48WS8PPSqiwnKM3bI4XsXSslIBaDreXyoNy1gWMRBFfIzYMFEiK/yNUJDI7ZLZw6KqZ05ZOHzzCGFx8AShhIPwVhj7hNwn7mLCwelDouYPSf6jGqRY4aeNXfNaWXcQgC0vPekDyuboeQqPJJ5OPXoh467InhJrZRqsaNHjpm7+MzluYcguMPMp0Bn6pnLEV65OKfWwsURM6eOER/R/M3R2S89/fCTH//wVz+xfOs4PwqSAOgn68I4VMLNnFsQ0MU8fnU8H0aaRLuxHDdlZj6i50/88zdHy8eeqDglcQWrU5clp7o2MS8vACoGg0RML6so/6IJXcyFXGLhuBGlocMnLvuA6PkRS7iekl71NcVIZ8TMjKLYtUPPylxzxewFI6HnPDsM3h8H0WiUE5RiPRnZ8TEuxmzlMJhYqk7KJ+ueG4w6LI7d/JBnY6cYORD9xTB+KQvksNUbi4SnhOwaoGIR1cUo/zKnCFc4DpzQY9mhP3dpdujDz8nIjcZ+ejzOHh8mI3/u8sh1Et+LXOeZz05cPHXMyCklFDOqTT6yeFsMss19I3atlNsLRpac54ynjpeNDmeBP6dk6bIc6aHdnxI1dO1kTBcBiZkBHeDQHsIaxITohW9/OHJ+Phpn3Js4zolLI4+k1EgPneKxf/7W49XHHi+fHGZjJw94MWbQDRECe5CVQT+vGs0vYLRqa/WdBZ1nGJCK3bJlI1W/EeZCC7G6CbIs+hwL8rlyJp0jUM3BjDMAtLoXJBQ1HdXnle9XSB3rf3tw91+/cuVfvXrlM7f2/u2rl7/L7ZnDlhSvh/GN2LWgS1TKPhDsTDNiZuQuPg3of9MefOZW+/hq7Ut2f8bt3B6mrD/z1Llnpw67MC+6Kee5DTKRxSGHcdvMZ6lLsrEjOCMhXgy5IcZR1hg11/sHK9t3K61g8JrgXKFsCrEeU/P5sfOXvbvfPLjzXWP/xyPy7eH975kH/+iY79rDd83B12z1m9j4jkv+NuDfptY7w/23H772rcG9/2kfzJmeUiNCajm28BGMAmuzYva5Q5Yum3L6XUP94/uv/fbtvU+9tvup683/eOfy/+BGSPXQ6s3NgxhrhUdWYxYzQ3yzAgA0pUZOzSLg7wfuH+3f++zty//54Pb73HphW4mDU48uxn5xFBQjL/Vo7pPlmG9a/+t9O7BvunBs6MmVnTmil/ay4wOJYOramUOS9eBu6tE5tWbYCLEpXRBIi5Zo5FggbBG8ZuKhJCDgbPKAJy6pjpyL3nd1WH6KhjOqJea9uRPExjDUhhEzvmNot+t1SepKtXpbkqQtqbZVv1yr/c7+/X9Aek5QSPozTw8ZjSnOXP0U78cOzWj/hBozqmdcTRj6j/ceSQ1J2qptSdLelvStYf8UowV+EHpGxHoxt4CxE9lwPqLQLM6Y/uzYKhy7GDmhf9xUpC1Jkrbq0pYEtr0t1SRpp9uWtiSpJknbNWlrW9ralqRtaXtLkqStra2tra26tK1I2zVJkhqStA3P3d6S6luS1JSkazXpCwPWqEltSZLqUlOS6lL5+k1J2tuqK5J0f6f75I37TUnaqktNSWptS4dv3LvbqD9oN1uSJMnSNUn6o4MHzxme6b25vX+K95+hA6CZZmsh0hT3Z2QwI4Mfu9qZb0x8/nuPbtYlSdmuS1tKXZL6l16VtqS7XeUP7r6e6MZz++Gc7K9cvHBxzgYR60VIe070962HiflwwoapoyX8eHh5ryZJW7XtXamutZv/wHDK3JSo4bFx6tgLh+ceikZWxp3NIlinbP4tfLoacZgdvVDDiM5TGXkqxY+oqkVnFR6XquisiuohsIqNIPAVMMBQQtCEIkb0asW8QXXJ6BQNT4kWssFPBvtzpE248eVhv9eVpNp2bUvaV6RP37nV35WlmtTY2q5L0qs16W17cO6zU0/LKDolVuIaIddCaoVEi6mdU+vEM/9M67/SrEuAn62WVK+/VpP+zaP7ydForquxa2SVdCJZL7IqXTszJoG1wEbqosL1PvXa7mdv3fzMzdc+89qNz7x+8zOv3/zN2zd/4+b1375z+9Ov3vjUnVc+++orn3nlxmdffeU3Xrn6uddufu61m5+/8+rv3H3t03du/YvXrn3utev/9WD/q/3+21r/S1rv7YNHX+odfLH/xhcHr/+jqX7h4M676sEX9IMvq4/+W+/hF83+F83+lwf7bw8effHg7lcH97/+6M67+8MvD9S3h8O3Df1HwdG3EPoLZP+Z0f+T4fDtBw/f1/RIH8yM/RPj0al9ANts5la5CKnaf5/r9ybWwf9x++4VSdquKVJNenrl8u+9cfv4yh6crMa29OTa3vsIxeTghKpTx16gQUz6U6M/w8aM9XOrF+n9n1Dz9x8d1BvSliRJkiTVm9KWdKVT+yrHK4f9mD0sPBI7dBGQuWvmDAt2DNAJoaP65VgXGLSXsnZe0tVArbxElq+DnnShuyrKVXiwCMpaZ3nkAE0I5RGkdILATxxbxPELX7D0PtVCH8Vo/wM0+JHRe6PZkOqS1JB//96Nf/DQc2x/V7c/eel6U5Kkrfp2rTHcbf6dZcWuPSc6TCCdUjXndkRxZA0zbH/r0aN6U1KkxqWm9Mnbl7VLl7e3pC1pu9mU/q+HB4nvRQFd4Q0BVCV6Y24Bd/MCmYlnL3z6I6JOmTW1zRCbIbNjB6cuSRhJGIk4mbt0yowTrD5Hww+s/glWT4k2c4yZY0wCK/QRDNQmjpU6Ruyoc96bEXOO1WhknVA1pFaOrMzDmW/l3AipPmfAUBqxa+UjFLPhElulONdHObfzEQ1d+2SM5szImBUbg4n2cIL7H9j7c6zmSIeCZmqUdPfE6j/T90/MXoyHf4vNuiRJtW1pe+vbJnpm6xNH/Qdj+EanKW1JNbkpbcmfu/5a5qGYmh94ODcHMelPrWGEtBk6WNjqirKnt3avSpIsSZ/YvcFvXrl9Sa5LkrTVuCVJ33fY0rNjPJwTM+YoC3CMtSpA4YuvgCYTeSM8IjJJaFIIDUa1ay16coJqLMZMEpX7pklQYUagwFytGaKN7ti1QaJSYe83g1rVwflnrnFChpH9aEq0Lzx8IEnb2/Utfav5bKjGHC24vWLkFPnXO1JdkrakurQlvXn10pyzqW+l1JxiY+7ZCdLmzMjoMHL9T928IW1JktT404H2Yw/9ZMT/uP9I2pakmnR3S/oZDn5C7ZC/VFNvhFGOnRAjIsbChi9z0RaulTiDBepN0fCUqqdMm7L1zKBrTzwrdayQaCDphXgaMnVGBgs8/CmzCmzOqRW6tOCswHZG0QTpmalNreGCoIjizLRSF2VML5gVYy1Beo6szDYjUgptl8xIHSPxzNCzZmZ/we0U6zE136cPTmlvhvpzrM6ZPsHDiOozvQd73Sf6wczsQ2J6YvYmWJ1iNL66J0nbTUn67K3rsWWkvhXZBwXu/cj0tralrtRRpO6WJP3hvVtLQqeBU2AjZOqc6FM0nKGDpYN/QInS2YaEZ+Y9iQ+DNPA/fuuS1Kw16ttoZ/uM0xNycO6Q1CWRY0V8KCp3IJjEarHk5a8IE7x9Fa/Cy8a0nJ0HP7g8cs6f+OdP/MWxK1VH4IV6SiQBJVV+XJLYF/nRtZpkXtHOiOGYsp6gasS1KRpOMXq9UVMkSapJP8A0so0J1SM0mPtG5tHP9l9rSpJUl6VasyNJf/TwjROsxsZggtWYWzOsZqwXe8O39/V6XVIkqSlJEeU50lfW/pnv7TakZk2qS9KfP3wUMWfC+vDVVWJt0IbuYcaU6xmzcp/NXGs5ZieeVvhmTq2YljqEhFkJthIHRxxNPTxx0QdEf0aN58w8cYyJZ504Rs7t0MVzB6Wc5i6fO2RC7RCbqT1Y+ubc3l+Sci7qFO/P6INn6NGc9mOmhUSb2aoYkI+QGjMj5KWDz6mVUZTYZsjUuTXIkZFbZmoZoa3OsXpq7s/MPhgU3XOiT4k2Zcbfm7pUl7Yl5c5Oo7CtJTFPzN4ssFN3mDno6JVrklSXpLrUkDqK9GPCMkpSH00cdU60EzbIXH3msF979YokSQ2pObzSiQMn/GX+8084X7YedSVJkhpSTfp7lyUjfE7txMEptyf8oCoPEmV7dctzdZoevhpTpKGAzogYM1sNqQEOEWAKAF0du1JVPh2ud4dWDVIEoGCKMXtJwlzV6b28jVEspVhgLcH9U2r/P72HUq0ubUlbdelvkRpa+zNHO6NaxHpZYP/Vo560JUlSR9pu1CTp4W4t0syEDkKqz43BzDEy+8EUPxrtXZUaktSUjm9cf+apGTEnXJ8ibl6+JG1LNWm7W5Pe1/SM9YQUf/MtTaWcxThx9JCbhYMyijKPnjhG7pOYm3PXnHjmxDNnMAXGjAk3QmYnLpkRM2TlwGAZnhwWMTt10Qz1J9aj0Bkmvj4hB4VtPSfDKe2detqcaCdUnVgHU6d36ptz1wxde+rhU8dOXRIxcw7fqORYU65HVE/GJHLMWWCfMi3B1tzU5siYmGpErIgYMzSMqDpD/ak9gPGBOdJCboauPfPJ7927Lm1Lte32g05r5qIQ66F6EGJ9RgaRO/jVO9e2oJ6rSYok/af9BwtMZq75AetHVH/uDEOm/ndV625LUBv9xitX/9coSMb85792/JOxL201JKkhKdt4txEyXDArpEbO7bmrVldBbb5CaI3OKpEEBL5g70XVD991W/kaBnsxoufH7urYKcZUuiDrfKk1X9mEA6VGFpBqH28zLlwp3qsD/4ljLbidUjMcE/WSXJNkqS7Va9KvXmnHrnHqmxEzz107ctW560oNSZJa0pZUl+qSIqV8FLJezPsZMedEj7mZIK1V5ljSm6/eTAMt9MkzpiXM+9yjNxq1uiTVa5L0p9qjE+uhYMs30zPrP2qCh3Omh0RbEGvuWJlDpszKuR1za8qMqWPOiFkEPKTWnFpAX8ywljALppQKZhXYSJhVWNrSGk7Nh3OmnhLje2r/Swf3f+K4CXVyhqMAx8hMEUoRipGZcJrYdkZZ5LunDs0dNydkRsy5hyNmzqi+YigLcOHYoWdFXDuhxgdEP3GMZ0yLfLv8yh5mTcnguXHwXN9/ru9PzMHcsWY+ee5Y/6nX36pJW9J2XZK+8ejhT+xeyvofEDOz1ITrf9i/y4He0QAAIABJREFUX9uWmpK0JW23Gs0nu92EWRPcn+B+StQp7T23en9y955Uk2RpS9qS/uD+6wtkF+5oPsIfjkfsyi1wLbIkfZ+RkAxT1w6pEdp90Ry6oPq9QHlCq0l05EtHu1ZCgaypHBxfD+ICw7oRi1wcEioXyJjVWaI5eekLDyLHFPrRzddErL+jpFRb+iwau5GvS9uSIm3flC9LNcm5cn3q0Zy6qeNlxFw46qmHHl3auiQ1pC2pITWlmvR3Nk2cfu4MEm7mDE8Ife7ZHUnaara2JOmT119bBVZMaO72PsTWRFPbDUnalupSE1/dDqkBrfOqYh96SAuHZsRMHOs57cdM+4kzSB3rb7R7P6TW96zBN4b3vz64943eGz9g5nf0/neMwQ/x8EdE/YH26BnWTokBk/tzpE3t3tzqZdYgR8Y/OvzXb17vSJJU3/7la7XY4alrZ77xAR/kyPjABzWjlXMr8dA/ssF/V++eusbc1b9v3Plz9f7XD+5+W300p+gZNzOHTLgRMbOca3D02FFjpsXMyHw2ZShydPEFrydm/5QYP0LD7/buXms2pJpkKXt1ufvvDm6HpJ+ad1PbLZA+I/aXeoMyg5LkuiS9utd87upzq5cQNTZ7Ee7NqP6f7z6QtrelrXpzu/YfHt76/+l67+84suved58KHZAIgABJBJIgkbq7cp1YVR0AkpMUrLFGI2ksWcF+98pRshxkW7q2smYUbMu2su17rbE0JIFOlToAJEeW733v/Vnvh9No9lB6a/XiwhAghmH3qbP3/n4/38w1Mx71j908Ovjj2zeLAIAKGsCfHt7OqBlzsxN5Z9iZCtKfsfVOGaXZRR6B1NTNFrT8gsnolHtD5kr+yuTyGvqDCMPsNH72CJQbNlmCF6QaCf9+ehTNPutndaWzu82swR88H6Wt1lJBLQC89+bqKxtXX1y71m/xuGn2j/yUuXlI48CwLl2yL60hBBpoGsAf7N5MuH9G3YQ7aWCPKf7gta15FSEAAO2zh9t9QobCGTOzH5opd/DiJgJQFagsFzrsqahiug+U7+BO3cwD5ywgA+IPfKtb91/ZuAqggw4awCIooOqAAJCmooIGAAoA0hHA+29fazvVlB6O5XsYW11hZt71IeWv3rwMCiogAAVUgOONW3mI+6IyIOSUmd3AOY/spIET6v0Y26gECiwA6EgBFQAQFAFUKF8p6WK59Of7lVi4cWAkzO6EOOakT63TuhELZ8C9LndS4U6z4U7dShvXHuLq/6zeXFPnQdUAaaDBp3e2B5GRubsnAW0zM6NOHlLQAAEogFQoKgj+3TFOuN/3jK57u+fWUpfuamugggaajpR/ZbUx52PhnwTVIbd/ZNsaAIBWBvjgtesZ8Qa+2xe1lFgTZy82pXhv4iH2jURYMTf7F1ncU5xizJxp/yofcSmbCBuGwh9wb8A92dfKudU7CMuz26NJyLZ4qrGXzOXZO+jsNmVW3zQt0LxOhsL/P83wlwH+oSP+cP8wY8GXLasyr/4iaJwzJwu8scDtwE9C01lYLjwdvsGHt9dy7MXUSn2zjSsPbEtFoOmwf/nyPBT+Zmej6/s9ZjwM7EHov1V3VACEEACUAE5JOPXmPrNSy+sko04m2DhgQ+G0We2PNta3FB0UhABU0ACBvaiZS9oCAGigAiDQFgA+fHlpxP2EmZlwE+ok3Bn61n+F5Iu3a3MKgAKf2at8cbdS0BECePkaehCRru/2iDVq0BFxusLOj4LvmbsrsuFQFFUFQKCosKrD1vwSQqDpgED5073bfeJn1O4Gbpd7MbPbwugQI8FWh1uSoCT/1Tt+rUvNDrfazDRWVivzl+YBoIh+69pGxr1fhF7MSYdbQ+EnAoOOSvKtB0UA+EZlp02dPnW7otan1mevrENBVQEAKQjgu7XtPvaGwjvltSFzX9/fAwUAtBKAf2U1t/0+8U+Cahb402fUpB4u9u8dXGn7h6cX6s8pkzYLni6Hnw5YZtZv0y5K6sphhg7lzRLSphvO6TJKfs1UWTcrEn3mNd2nZxEe1ckjwe632NH1revFsruMnKVibWXum7Zxxkgs3ARbJ9jIQsudX5XvcdknfWBrLfbsHjETbHZw5V9qLuiAECwAIIA3are7BN/39k9D0mfeyT2BABBCqlIEFT60tTXdBc8+dxJmDxjPCO4K0sdOzGt5w3xAyAd3dgDkuqjoLV7qU7cfeL+zvwcqAMB6YTHc3Prc/q1BgHPPTJmbhl4m7DPsnFIq5tZAA/fy4iiMzpj32vYtUOH5jcKPXZ757olXfRhWxzzIIv+UmI8Z/kkYHRYWSwArJRWQ8urmWj8Mv+OZ/+a4ZR1UKF/T4etWNWdOnxltbskW9tSvdryqRAfPuo371EoCN2uSPV3RdQAEoCtQgrPm853IeyCstIHHIWn7jqIoBRWQHOMj+OrejfvcyClJuPMm331laxNpAAqABgUEb9XtPOCpvK1R98uWoSJFBU1RAQrwA9vqcpw2vL5rnRJT8g2kDGgWyiwl1b0LsN5ErF2ncgk8VSzExE6wJStyXJ/kCo2b/NFxOGowmFbkLBLyVwt0ltHzqwX61N03E4M36fHrfifkX7B2QYUCzClFJP8W6tdKsemMIt6ndkKdk6i2CACaJt+poMBHr1+77xuJZ3Sx0cPVT2xvrRZKa6WFhQWloMM/uYcx8fvcjilu+9a/BbUSAAIoggqqtqTCrFhhWqMJszuunVO/12RDiuPASMLqGWWvXVsrAiqCipSiuVjq8cPE2o5Z8MWdylp5EQHc0NE3a5Uz5uchPhXeI4ETXDvn/hdqhyUoaGrplWurQ+F0msbXjZoG8LWa2SjPZxEe+/Y4Mjs+yYSbNMiQmL1mWFkoAZJvRvWjO1cGzHqMDxKx+5FbV0AtAoLlEtwnVkqMU17pMy/FfpeaPTwp0KkpPpErZW6noReuXb6qgPzbUwH+Yr+SUPwocCQi702zooJ8GgAoBUDw9crukNtDH7dDNw4qdGF1DQB0BApc0bSkgRPup8QahzjxnT/Y39FA0RQdNIACfOTqWkz8AXfzaJKOkDdZGvpymNOlZhvXpjfGLPCkBXKyaqrTYUhmF54JdRI8MTHLub0cHD26G50dBzC9dM6yn6cSu9nV5aQ9uhCkpTNg0SmCZ7pynaxtAunEoGlANBUAoKShZZgHVLisQjcSJ9TuMXvE/TQwyeVNFS4KVINXrqychn6CzT63O37NXCsVQZ0HRS/AVV2PORkxNm6yQUTOAvzd6mYJQNOgCKCrpYPl1VkpTTITOZXXSR44vdA9p/4gwr3AeBSGH9/ZAm2yLjcWinHkDMODIbZTgS/rGgBcA/icsd/2rUeCDBiOmZ0S45z7r+5sgq4pgD5xfe00sLuB0w/wqqb+xf7BegH93Dd6zDht7KVRmDAzJm4eWCekRq7Mgw6gQwGU379+fWx7Y+E/Euaf7+8sQFGBggr6lw5vpr4ZB9VE4CHlSeDGtDpZgjBb0igyaicXORbO8pL8swNoigp3lxd6dZ7RgyzwckEeCDKvlzV5BiqaBvD1w/30yB66ZFincWQtKdonKw4U1QICb/XqgLsDhkfcHzJ3GIoP3VgHRZPVrevqq1c3nzCRCTd793OP33PvybvvPX7+SE545Bumx6zZJ6pstaXhRBZrfmEin4QwzaQGTzdHcmcJ7/Sq27+2Z5riRvrUms6VnooAZnLeZ7+PPHHHxOpy3BPkxqqmIwVURYUyKPB1szIgfsycs4D0uZMIw7+0DhoCAEC6gqBZRnkkTqmRC79LTTavA1IKoMkWIwuDQSiGTZyFzjn3U+aK9S1Fl22KtggwW5dTZ8wwwkkDD0I7DZ0zRoZ1mkV+GoiP3VhfUos3FuZAA37tcse1R6GdESNvmB+8eRtKoAJ8YONyyvxEWDFzRtxPQ6fNfGt1XlXRAsDfHu70hJ9iN6e1F69uvefKWkmHz9+6PiJOn+4+ZE7CzNR2htxOifH8+pI8P+eh8IZxMOa0R/1+aH9l77Y8ogDg+bXF2LGGgRGH/pCLXmAlpNLz7a4MertIQpt46LDxwsYGzCsaaPMq2irCf7D6gNFxaKTcygX5qfDLWgkQKIAAaZc19EXfHNStUbMRH9NhnUIBNjS1BDAPyL98bRD6GccT1EXEXtvdALUweUAp8BsbN580o/ERH7147z/f/+7//I2XnrxwPGwIWaCydckviCZPDTPElB6vp9sj7slWKWdPw4inv0r+CM9sgGahFM/IPiYs+gtSVDyTZveUAvXO4M0s8PLIPvNZNwz/8MZBEQBUWFbQH9++OahHMTW6wj7nuB/gQd3xL11WQfaaugrwwupcGrA2t7PAjyPv47dvASiAdCgAAvhHbAzuNtPQGUaebHpaKzcAARQR0kugwDPVOS3QtEnPmmTcIlnIs4CcRSQOyed2ry+ohZtILQL85q1bZ1R0hJ2H9FGDfPmwCggUUI1FPQ7JSBjnxG5ztxta/+jWyrpSBCgDfK9SSXyvH7ptXKFLl/YXy0WAj+3cyggeCeeR5SSs1sH+z2n1rbrNV8ugI1AUBMrnzZtpA+d1kgW1nzo2qJOjaq2IerZ/TqvdwE05PaWHiX/Yx15XziWwOcui6hPzt2+sqwgQwGoB/rlOz+7dGXJyEpoZNWPm/b21h0ADBRRASC9ULy29bhqjd/O+CAah+3rtNihQACgCzOvFzULpLVbrMD+m1oC7Gccf393QQCmooIICqrKMYHAsRnfEf77w/Pl7njt/8e74Tj0PqYycTLgTC2cSYxex7AI9e0F/xjJecVqgMbEHM2vP6fk6CHAsszqfKcEp3vuZ/G75qc6vFOik8GdNJzO3hTiy4tAfiGoe8E/vXn/fjUs/tPFQ2pFFNQudke+MGiK9h2+uLRUB5rRCEQqKAp92av1WcN4UWYOeHQt7RdUAgV5EAAVQPrW11CU4r3sxNwcMf7W6Mw/FopwBqHoZ0OxjfbptG4R+3qiPQzJqsPROMwv5GXXT0P8hsdVyeUVVQAM8V3gkWHqH9Ov1+LiVs4YKoKrz+8vzecBzXhnhWq/O+3Xrr3ZuANILoEAZ/dCzhhT36of3G+6erlbLS6Ap8xr8yLd/FnhxSPqs2qFEbrbee3kVgVJCJVCV397azniURHwkjPuYzEtBgjIPKrQtcubuP2BGzMlDepB5hzEmEkTVsQ+7TqVnV7pOpedWe9g4o+y3Njdf2zn4CWZp6I0DdxiyISdDbvep+5WDLbnnRAAAykGh+DMadRtGHtbHgf15r2IsXpJXfykI/Pva1n3hSUBzytxPXF/TQAUVVFWvLF0FHcb3wifvaoyeu5M/dzy42xy0olyQTGaiMjsWztTFMGOppcM6GTe5TJyZvYPKGdMowDlzM+pIBW0u/JjYEL+TAzodc84CemZfU+O81JxPv1J+x6mSaqq/ygMvr+O44SZNLw29hLtpwNIoPBO1k/AgFyRhpBsaj6OGt7gIoIACgLR1VT27d2f0Ijm7Gz16/t7bzze+QcTFJV8HFX53Z7kXOEPhDXy7XRdtYdwu6wUAHSk6AqTAn9y6PqJWJ6j1GZYWxDa10qCWcW8UuIMInwmWhzipu/2AfuFgF1R9qaCtQxE0/RGNftkwv03Zazc28yC4UQBQFGN1qR+RuOHmlAwjL4t8euNaCTQNYBEgbQQDhofMjYk/D6CrBSl+SZn/Zuhl1O4xq8P8mFYz4b50bQ0p8k4Oc0XoBv7Id1Lm/sS05MUUAQCCf7Judf1a7Fc7uJLaXp9aHW6kuNb3ah2v2vZqkpzY9g+75PARNs5bdBjhMfZzz0kiKpGOie9k0cH3K5amggagqvpqEYnLi4mw4jo9c90ONx4R8teGoSugAYCiIIB/Ma53sH2CjTYzM2z9m2cjJIe8+nxBKQC8dS8avBiNjht5U2QNnoU0FbhP7T62MuoM+IRwLVVzEzRskw2bTPIHhnWaXmSw5CHOA08avKSjNZlZlcPs9mj6St6Bj3sHTUqC+X5tgc66HKfyqlGzkUR80ArOWuIsohJP0A/dscBx6McuOWOkF1bbHlYBQEVrc/OA1Dvr13rP33n7pcbj5++cvevFH7DKB29uawCqAlAoqQDft2qPItqt+4MId3038avXCgroAEiRZfy7N7czbPV4tc9wzJyc2H3mJcIYBHgUuKlwR4wMIpI2vC7x/vT6ptQaFwFAVX7EvXbDXClDAeDLu7tidQW04noB/dQ3Bg0yCPig7o24f7C+pIGiqxoC+HmDDBhOhRtTvL9YlhpmBcG/u2bc5H1qdbiVMNKLzDPssMWiCgpSFQTAL11KfavHrC42vmebgAAUBAooCrzpGQPfzqmZsNqQ0lS43cBJsNnxqidO5cSpPLzQWCXM7DXww4Z3IuyUWH3zsEuqPVoZkMMh8x46t//o9gboCgIogAagv+7sdxvO0DDHnGaB92NiHq0vyeMTkLKpFU6d/W7gd3yj79VSbv3QNQABAgUpRQ2gBPCTOuk38dvP3Rm0AkkATgMikW8JdaYOookUaUY5PqjzWY7xxSzIH11YaHLh5zNwZ/jVU1NKRma78nccqBec0ikRaurkf8adI6+nI0FTgbNm2G+IfkTyJssaND9iw5CkATltBv2602lU/+T2DmgaIE0FTQX4q92D/F33HtWD81YrbbXeYLV33drSAIECAPolQHnYGESk3yRn2BqEotd0dQSgASANFAV0eNfGet+1YmokAvdCN6N2KnCfGT3fHnA7Db0cez1idYWZBuSrxmFRtlcAAHASBj8Ttvxu99YXX7m5q4HizS3mrUa37nVbbCDMc0qWNFCVIigARfR31q1ckAfM6DCfXlpSSgUFQQHgq7XbPd+WoLYe9bPQSrD58s42gCIHtx+6sjl0aw9Co+vXXq/sybNTrssSH488O6dmwiuDgMbM7ohJXMEpsU+wdeqZHd+QCR5DSmOKu9hOsNV3al3P6Lm1zDZO7IORdcBXNAAdNL0AcwDaeWDEDfe/gmBMvbdY7S9vXFkrgKbKKTT4c6uxufsWqcW+kTiHHe/wW3s3QQEVKaDo0jLwXWbHdf/J3eaTl+68/a67b794Z3wnTEN/ynCdYj5kzUy9kLJABw0qAUdPHZoX905p95sAvEL/HbbjaV2+w2QzU7gSjTfln0xNdtPN5zNHb8LdlB4O6k7eonmdnIX8nJKx5z2i/sizesIfUtqNqllQe+/1DYBiGVQA5ZICbUbOMc4EGzXE25h9wz90VufKoCsaAtCXNP3t5t1BgB/U/SSwh5yNqHVNVVQAFbQiqHMAbHmx6zkprvWY3anbA+4OQpGGfipwJtwesxLX7hErDZ1hnX/NOARQdA1Ag+rcpTb1Bq6nglKEwt9Y9udqJlKBzRX7gsfMfgvb58ROBL1UAkUtKhoCBf6+er3jmg9wtUuco8vL0j+iAfzOxmUZJJIKt8P8gTBjar12sAuqJvecH9rcyFjllFcyYnz91k2kgArKMqiAIPXwwHcTZvb5QRb4fWJ2udcN3KTB8qMga4b9AHeJ0/PNlFgndK/HDzr+7Y59s+/d7voHp361w+zYqubUtJeXAUqaooKq/eaNrUHdyiI341Inaf/l7evV+TICZVldUBDQ9WsDcnhf4p+cg65f+bFvgSL7V01RoQDKFw5uDRp0FPHz51tvv+vuL99998kLrTMJWI0mkRVPLR8zaVgyik2qkiUzJg9xdjG1nIiXLyBLwzp5tkBnNcvPmED6F+rDqd1nWqC/9rid/GRopg2nF1gSPZBhK+VWn5udhvNAWAn3M2q2ub1RghIUQIEVDb7p1rq0FgvnPynJqZmGXr8R0ksLcg+JQAcED+pBHHm9Ou2GRp+6I+7hjU0NABQNdIQAxOqljNOcmm1snEZWJtw84FmEE4FT4fYCZ/KID522Z3722hpoqgoARajOz58IaxARUBAg+NubWz9wKuEa+pOb24nAsW+MomDkO/9oHBRUANAQwALAm16141tdavaIdby6sCw3tgAf2twYShk/dwaM9kXtEfXoQkEDVd5CP3Z965Tt9939BJvfPagAAhWUEsCyDj3ipMyPI68XVnLhx9TKAhI3+ei55pN3P//kxXuDVtRnXtcz+p6R2tXcrqX2Yc856HuVvle7mH7Tf9jfV1TQ1LIKsFeA/+DWQ+bE1PpZ002d2kNifKdSKwIUoaiBggBurMz3+OEk94xUe+7h94zDyeMFqXJf//s3NnrEypmbNIj0cJ/fq4/vhGfHwfiID5t03ORTqsrToLYISy/o2XEgC/SiHL0spKOGkL9q1u0Iz/BtZq4Fz0Z/yJvABMYyg8eZKp5mMaLTq8JI8DRgvQZOjmhX1Hq0MgjtRBhDuv9IVMcCd5v1D2+vKYoCMD9fQt/Gfsz9uGGn3EkaOA+Ns9BpB+QDO7cBKUpZ0UG9srL4urOb3OMZdX7O9h+FIvXNmytLBYB5vQwKgA4vrq8MmZdzo0fdpIHHIclCPmjQrBEM6yRt4BEjCXez0Dpvir/HNlIVUJQCKKsqpKH3A29fdjl/YW4lrPYWN1MqUu7kzEqZHwv3K9VbmgpyInZDL/cDL2ZeDxuxb95bm7OWVwGBqsDLN26lwk1k3jqnMa2OqRssFAEUqRz466qZiOrIM2Lh/sjzQQNF0UCF1tpim9US7seh36nXRtxPuTMI6OBYPH7x+Jfvff7Ji/fypuhRt+MbXb/W8912rda37Z5vd9xa6tTOuDUQtfuEb8wrJQBAcHO5/MCvpNzoOfbP7L2fkerP7NuxUfnIlUugAai6dP/NF+AtfGsU0Tjy4rqfYPP1m9sAsKhqCKRkTP9LYifUG9WJpIDMQNTYsEkHDTIl/wzrdBqQLk/Qqblt1OIXD3p/2BCS7yLdRBfZrQymgMV3SJDeqZyfVYhOsXW/+jXPHL1y1noeBBmX0Db/vE7H9bDLRK9+/JiLQYsPSf39VzfmEMyBpmqFT9WqT44bj5siFu6TZnQirDSyssgdHbWe294sgqoCgAIrAD9xDtPAjpk9YMZp6MfCeXF9my1cUxDMAXyxIn53+0ruVnu0kgVk1OKPm2J43Di7F47vNIdNmkR4JGjGvUQYGfder+2rsvUGbW9uvif8P9peAaVQAvjq3s7QO+h4+13BYmaPcC1nbodUv7Z/S16INRUtALTrXkzsHrMSbL16cx2vrEr1CV9eP4ukSMftMzyiRkytD9zYBkWR0uA/26tmxBh51gl3P7t3Q5aIguBv9m/1xF7muzHzOnX7nHhJYKfCS+tkdByc32sOj8J+gDsXUcT3/RuJvz9kboe5vYDGzDsl5r96t/yF8lWthBDMFeDEIe1Gte0eDK1a3zN+5hy0ceW+W3n55koJoFQoSnvdrcWFPqmkk0BUPGrxf3YsFSk3lpfViYCm+AdWJRU45uYU5pVMNuF4EE0e2U9xNfVJxPqoxUfNYPhOJOCowcZNJpstiYGZ+DQjMogIzMYXzYYZ/BrH94WkUl5y8zqZJZFMf0NTjK/03PWP3UHT/sURPgu95Ljxead2C0D+OZ2l8lZBhVIBNFA1+NTejV+8yM/usfFLzV9Grbd5lAX+sOWlx/w8bN7dvKLJf1UVXtrcyVoijayUWANcTXwnrvuXC1CAyRjvhfW1r3nGOa21+UEe8EFAxwHLW9H4Lj+/dySNaSPBBwFOA3PAvddr+yWQLZi+UZ5LPGouAyiLANrrh8aQm8PA6lAyoO4otB/wakqr368YoEh9D4ACP7Bv5cztCDsl1itXF71LSwCKBmAtr2XEGAdsEPo5JWlgjn37+a11BVSkKgDw4c2tlFjnxOvV+$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[/IMG]

[I]Boulevard of Broken Rubberbands: The Brock Landers [/I][I]story[/I]

Discussion: [URL="http://forum.sbrforum.com/players-talk/1236591-a-fukkin-rubberband-play-saturday-9-3.html"]A Response To A Fukkin RUBBERBAND play on Saturday 9/3!![/URL]

A Response To Do You Accept Being A Loser??

July 3, 2011 by Rio DiNero
[B]losĀ·er[/B]    [loo-zer] –noun 1. a person, team, nation, etc., that loses: The visiting team was the loser in the series. 2. Informal . a. a person who has been convicted of a misdemeanor or, especially, a felony: a two-time loser. b. a person who has failed at a particular activity: a loser at marrige. c. someone or something that is marked by consistently or thoroughly bad quality, performance, etc.: Don't bother to see that film, it's a real loser. 3. Slang . a misfit, especially someone who has never or seldom been successful at a job, personal relationship, etc. [COLOR=white]. [/COLOR]

Discussion: [URL="http://forum.sbrforum.com/players-talk/1155741-do-you-accept-being-loser.html"]A Response To Do You Accept Being A Loser??[/URL]

A Response To Brock, lets have a winner for tomorrow..

March 18, 2011 by Rio DiNero
:duh::wacko::ohmy::icon_roll:surrender::an_burn_m:+thumbs-1:an_brick::an_beatup:an_burnin:+peeing-5:horsebeatdown:+peeing-2:beathorse:suicide:hellno::+signs3-1:+paranoid:yikes::fighting0004:

Discussion: [URL="http://forum.sbrforum.com/players-talk/991385-brock-lets-have-winner-tomorrow.html"]A Response To Brock, lets have a winner for tomorrow..[/URL]

Brock Landers: The mush of SBR!

February 20, 2011 by Rio DiNero
[YOUTUBE]http://www.youtube.com/watch?v=4ulWjFfLsL0[/YOUTUBE]

SBR Reenactment(Based on a true story):
(In the Bellaggio Sportsbook)
JJ Gold: OK kid, we have been capping all night looked at every angle, this play can't lose.

New SBR poster: OK coach lets fire away.

JJ gold:Excuse me Mr. teller, we would like $27,000 on Indiana St.

Teller:You are not with some kind of organized crime outfit, are you pal?

JJ Gold:No, I'm with unorganized crime.

Teller:Good enough, you got it pal $27,000 on Indiana St.

(The game begins)

(Indiana St. opens up a 25 point lead at [URL="http://www.sbrforum.com/nba-basketball/news/half-time-betting-your-best-odds-a-17649/"]halftime[/URL], meanwhile the new poster checks out the SBR Players Talk Forum)

New Poster: Hey coach, this guy in Players... More...

Rubberband play disclaimer!

February 10, 2011 by Rio DiNero
As a service to new SBR Forum(The greatest sports gambling website in the world) members, I issue this warning to you:

:an_light:WARNING: RUBBERBAND PLAYS CAN BE HAZARDOUS TO YOUR BANKROLL!:an_light:

:an_burn_mLast ten RUBBERBAND PLAYS:1-8-1:an_burn_m

9/4 Missouri -12 LOSER
V.T. Pk LOSER

9/11 Green Bay -3 WINNER

9/17 Cal -3 LOSER

10/9 N.D. -6 PUSH

10/23 Indiana +13 LOSER

10/30 Georgia+2.5 LOSER

11/20 Northwestern +7.5 LOSER

1/9 Wichita St. -5.5 LOSER

1/27 Illinois -3.5 LOSER

This public forum announcement was brought to you by: [url="www.sportsbookreview.com/sbr/rio/"]Rio[/url] DiNero:bigboss:

A Response To $100 cash contest for Sunday NFL and MLB, pick deadline is 8pm est

October 10, 2010 by Rio DiNero
2. Atlanata -135 -------------------------------------------------- 5. At-SF will there be a score in the first inning yes a score +135 --------------------------------------------------------------- 8. Arizona +7.5 -120 ------------------------------------------------------------------- 9. Stan Diego -7.5 +100 -------------------------------------------------------------------- 12. Dallas -7.5 +100 ------------------------------------------------------------------------ 17. Philly +3.5 -120 --------------------------------------------------------------------------- 23. Minnesota +4.5 -110 -------------------------------------------------------------- 27. Minny will there be a score in the first 7 minutes Yes a score +110 ----------------------------------------------------------------------------- 30. Reds +124 -------------------------------------------------------------- 33. Phillies/Reds will there be a score in the first inning Yes a score +120

By the #'s Germany is destined to win World Cup!

July 7, 2010 by Rio DiNero
[FONT=arial][I]This world cup is already determined by the numbers....

1. Brazil won the World Cup in 1994; before that they also won in 1970.

[/I][/FONT]
[INDENT] [FONT=arial][I]Adding1970 + 1994= 3964[/I][/FONT][I] [/I]
[/INDENT][FONT=arial][I]
2. Argentina won its last World Cup in 1986; before that they also won in 1978.

[/I][/FONT]
[INDENT] [FONT=arial][I]Adding 1978 + 1986= 3964[/I][/FONT][I] [/I]
[/INDENT][FONT=arial][I]
3. Germany won its last World Cup in 1990; before that they also won in 1974.

[/I][/FONT]
[INDENT] [FONT=arial][I]Adding 1974 + 1990= 3964[/I][/FONT][I] [/I]
[/INDENT][FONT=arial][I]
4. Brazil also won the World Cup in 2002; before that they also won in 1962.

[/I][/FONT]
[INDENT] [FONT=arial][I]Adding 1962+ 2002= 3964[/I][/FONT][I] [/I]
[/INDENT][FONT=arial][I]
5. Therefore if you want...[/FONT][/I] More...

Winners win & losers lose!

April 7, 2010 by Rio DiNero
Here is a 20 point list that discerns the difference between winners and losers. You can learn why winners win and losers lose very quickly by checking this list.


[LIST=1]
[*]Winners have dogged determination. Losers lack the ability to see any project through to a satisfactory conclusion.
[*]Winners never give up, give in or surrender. Losers quit the moment things get the slightest bit difficult.
[*]Winners make exceptional use of available time. Losers waste time engaging in useless activities.
[*]Winners plan and map their route to success. Losers consider plans belong to builders and maps belong in glove-boxes.
[*]Winners...[/LIST][/*][/*][/*][/*][/*] More...

A Response To How you like Jax stoppinig on the 1 yard line.

November 16, 2009 by Rio DiNero
:an_brick::an_brick::an_brick::an_brick::horsebeatdown:horsebeatdown:beathorse:beathorse:beathorse:beathorse

Discussion: A Response To How you like Jax stoppinig on the 1 yard line.
 
 
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