Same-Game Parlays & Arbitrage Betting Basics: A practical playbook for beginners

Hold on — before you chase that headline 12-leg parlay with tiny stake and huge payout, read this. Same-game parlays (SGPs) feel clever: combine correlated outcomes from the same match and multiply your odds. On the flip side, arbitrage betting promises “risk-free” profit by backing all outcomes across books. Both strategies can work, but they require different skills, discipline and tooling. This piece gives step-by-step checks, real numbers, and short cases so you can decide which, if either, suits your skill level and bankroll.

Here’s the immediate value: two practical rules to apply straight away. 1) Never size parlays so a single leg busts your bankroll—limit SGP stakes to ≤1–2% of your active bankroll per ticket. 2) If you attempt arbitrage, ensure your total exposure (sum of all stakes placed across books) is ≤5% of bankroll unless you’re funding matched accounts and understand settlement timing. Those rules reduce ruin risk and keep you in the game longer.

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uO+V9l53yEZSxuv/AOR26GUYZVuPoPhzUXQgxZRqNxtpP3Sva37bjMbIA+SMVxF2F89dGWr0/hHKnkyo8WnH8Lvw/wCy+K1WJP8A3In0t0uB2TpWNI692GP/ABN4FYZNPyILOO8SeUnP6hezycLa5gCXn5OHdcqaGRrtnZ48lyY9TJ8D3M8lk+y6i32fVoNg8g6QUR6PXm9d8EZGPGZ8EnJx+dD4x/lfSp8CKaUY8xaXycAH0tGNox0u2wSyU7jupPhHp2Xq4PkZafmL/t4OXNpsWf8AJUz8+5GI5pIIWGWCl+hvEP6PzqeK+dmNucuuLh19R19V8f1vQM3TJjHlwlnZw4g+hX0eh+Ux6njs/R4mo0csP9DyEsVJD2rsZEFHksMsVL1lOzgaMJapSe9qW4LSxAKUiUTERRRRAEUUUpAFtUVqKgKRhzhyJCFEgQxs8g80xuV3as6lItkOCNgnYe4TGyRnk4FYFbVVkbUdMUeSMBc0BOYXDk4/VG8XTNuyr2VnY6X8RTmul7Aqeog6TC2Si2ULZfxRn5I96w9a9QqU0yHBoCkVImlp5G1KVEC0SugogCLFmxU/bHXmt1KpGBzCDyKCk6ZyFEb27Li13RVSg1BpErpUmBFdKAK6QBGBa8eOyFnYF0MVtkKJspHrfD80+LpbGwO2LcXnhz6f2XtP1Y7W/BGQZ/tMgEviPYt/8K4vhrR2ZelQTSE8SRXzX1DwrhxQaSyADlI6j9F8LrtWseobj3TPrMMN2mUX2aPzXkw7JWCRtFeo8Q4RxNSy8cj9lK5n0K8/M3ivs9Pk3wTPlckNrMdIwFbhSjV1GZKUARq6QNFUrAVgIqSGDSlI6UQUUAipEArpIsqlYCsBE1AwQESuldKQKajUpWAgZGpjJHN5OIVAK0FqTXYezIePNNGQDzb9FkajAUPHFmqzTXk2CVh60mgNI4Fc+kbVHSNlqX5R0d3am4vosbJZG8nFPjynjmAQo6cvBvDUxfcf7Or3CjMxvVpTWZUR616hZtSXg3hkxPyK3CvcFamSxHk5n1TRRU7mjdKD7GLcFTcldDZCJrQp6haxnN3RCJsa6bYmnor3DSl1C1jOdslSl0PZQVXspHJHURewwFqjRa3+zuH3UDsfypG8agzOGow1NbCUwREdEby1Az0r2VrbEEe5CjeaKBkpXS1+z2jbilLeilBmSldLW3Fcr9kd2S3o0UGZaRALR7O/8CLcOHRG9FqDEBqsNTt0eyJsZ7KN5agKDUeymtiPZW2MpbzRQFgIw1MbEUbYiocy0gIyYzbDRTXiOYWRsP7jqo2NHu6U76doc8amqaMz4nRn3xXmrDVsZYFXw7HipuQ74DR7FbrVccnI9Bzx2MwClJpic008UrbGVlPJfJ1YsCxqkJpXSe2JE2JZvIdCxmekWytO6V7pQ8hSgZtlWGrRukW6U7zRQEAK6T2xFXukLO4MzyaaOTujPSKlo3N+SF0Rbz5d1149Qpnn5tLLFz4FUrpMpSldnOkDSsBHSlJWOgNlXSOleylY6FgIqRbKLZU2OgKUpM2VNlKyqF0pSZSmyix0LpSkylKSsKF0psplK6RY6F0pSZSlJWFC6RUipSkWFC6U2U6lKRYULpTZTKUpFhQFKqTKV0iwoVSmym7KqkWFC6U2U3ZVbKLChNKUnbKlJ2KhNKqTaUpOwoVSlJtKtlFioVSlJuyqpOyaF7KHZTqQ0qsVCqUpNpVSdioXSrZTaUpFhQpwQ0nUpSdioRsqbKbsqnBVZFCnBDSfSqk7FQilKTS1Vsp2Kheyq2U2lTgqsKF0gpPpDSdkUJcEDgtGygcE7FR+c0Sii7z5AjUTVTVbUAPiK2QSUQQaIWBhWiN1KZRKR9K8M6uM9gx8ggZIHAn94P8AK+zeEdHbg4DMiQDfyi/QL8v4cxjeHAkEGwQvu/6Ov0hY+ZjRadrLxFlspkUx+CXyJ6FfKfK6CUbyYlx5R62n1u6OyR7/ACXA+7Vj+i5uRj7R98e53WvIeNrzQFv/AAxk5EcSV8m63WepjbRy8nMgxZGRTx0yP9lLs2fn1Wp0rZYmShwfG7k4cQlxanjOO4yw1hPLaHA/4UxcdmjPLd0+XAl4kXZatXVc9zSuTTGdlhqR8b692Rp5f5C4msRwZ7PZdSjZHJJwEn3Jf8Fb8LOidnyw47C+Mfs7dRI/yg1Z+PO2t08Hk6ORtUtMeSUJckba4kfJvFvhHK0zbnjaJcX8Q5s9f8/0Xh54CDyX3LU55MXGB96XGZz6uj/yF43W/DkObjOzdJAPC3RN6+Y/x/6X1PxvyTf25f8Ak8rV/H0t+LsfMJYqWd7V2sqAtJBC5kzaX0kJbjxZRMjhSFNeEulqIqldK6UQIpRXSJAAgIlFFQEUUVqSSlaiioCNTGBUAnRNUskJjbWmKK+ikMXkuvhYZeLcD6BYZcyxq2bYsUsjqKE4eBLPKxkMRe95oAC7XtMD9GHiPLg3rMERsPLfSCM/Qr6d+i3wxFpWmR5uW0HNnFixwjZ5ea+hsyMePg8etBfK6j568rx4/wDk9rF8Wqufc/MWq/o98QafGZJtPkewcS6IiSvovKz6e+MkPaQRwIPRfrbUtT09ku7GVDHJ1bvBa4WsaFpOvRH2vHimNcJY+Dx8wni+eeOVZV/dDy/EcXB/8n5YkgISXbxnJxC+o+Nf0f5GkB+Thk5OBz2q9+P/AFj+/wDRfPp8UtPEL6XTayGoipY3aPFzaeWJ1JGD2iUc6PqEbcvu36KSRJBauxTOZwRrblMPMkeqayRruTgVzOKiveS4GrPj5PHoVkR7xxBFmihpSxpUSlKRNV0mMoBSkVKUgAmDiulhjiFz2c10MTm1Z5OxcT6X4Z1bHwdGgjyHEGzQAvqvoPhvOiyNNxpoSdh8kg4ij0Xy7QYIsjSxttBe2Q0a6Gl9H8JRiPR2N2eUz68uAX598rjgskmu9n2Gh/8ARiz5r+kaEN8S5pA4OIf9QvCzs4lfRP0ls2fEM4/lZ/RfP8kcV9j8bJvTwv0j5nWKssl+znvHFSkTxxVUvTOMjVdIgFdJWUkUAiAUpE1BZFKV0rASGQBE1RWAgCUrAUaipAyK1TUVIGSkQCsBXSAKpGAoAipBZVIwFFbVIyUrARAIgE7AoBHSsBWAkWVSukdKwEDRTUxhI5GlQCIBJlrgMTSj94UxuVKOoPySqVgKdifg1WSa7M1szXjoCmsze7T9VgATAFDxQfg1WpyrydJmYz71j5LQzKhP7wfNcekwBZPTRN4a6a7ndY9j+RCY0NK4ACYxzhycR81k9L6Z0w1/tHaMcZ6Id0Oi5zJ5R976p7MuUc6PyUPTyXY3hrYPuamwhFuklmX3j+hThlR/hKzeOa8HRDUYn5LbGja0oWzsPf6I2zRfiChqXo1WWD8htTGoBIw/vB9UxtHkR9Vm4s2jNexgKY2ksBMAWbNVNDNlp5gK9xEfuqNTGFZNmqYPscR6KOwW9CtDU1qjfI1SOc7Dc3zQbkjmF12i1N2DzCfVKo5O6RiG10XQNPJVuKS6g6MgxL5FG3DcOS2NjR7NKeoykjJ7O4iiLCQ/DeOLASO3VdYBEAbUdVopHDaK6IgF1psWOWzyf3CxTYroeJFs7hNZUy0jOAjpW0BHSLKSAAV0jVgJWOgQFdK7A5kKbTQim+yJeSK7sIBQtBHHkh3o6NSyS48VpDDNvng58mrglS5B2eJ7dFKRUipd9nl0Bsqw1HsqUk2OiqUpFSKkrHQuldI6V0lYxdKUmUpSmwoABSkylKCLGDSHZT9kKqSsqhOyi2UylKRYULpSkylKRYULpSkzZU2UrCheyr2UylKRY6F7KlJlKUiwoXSmymbKlIsKF0pSZSlIsKF7KrZTaUpFioVSlJlKUnYUJpVSfSGk7ChVKUm0pSLFQqlVJtKUqsKFUhpOpDSdkULpVSbSqk7CheyqLU2lVJ2KhdIaTqQ0iyaFqnBNpEISRdUO5Q5pK2NY3N0kIpVScQ0dbQrP6mPg6IaDJLvwLpDSPgomtSi38dL2LpUWolLVLURM3oMiF0qpMUWqyxfk556ecO6F0qcE2lVLRSOdxPzWorUXqHxhFFFbUAE1NYUpWCgRtjkW+Cauq5DCtEciznCyrPqngrx1Pg7vE1Jxmw+QceL4/wDI8l9aGqYs2mbeJNHLBIPiBvgvy/DNR5ruaRrWXp7j7PMQx/xN6H5L5z5D4WOZ9TFw/wDs9HTa7p8T5R9Jz8gT55fyHQdgtOleK5tPcYJ2DJw/wnmz0K8vg6zj5cXFwjyCK2T19FnyXUK6leW9Jt+zIj6DFkx5VcXaPqeLk6brfv4E+7yBxrk8evdHntywwe0CwwUZByPqvmnhjDlzdSYIy8Mi+0cWmq7L6rpGVLNkHFyGskjbwEjua4dTi6UtqdlZMdK0cEjaBBFgrhvhGjZJeyzgzGpG/wAM919CyNOMmS+KOASdRuhxpcvN0vGlYYshkjD1aSpxZdrp9jKMkfPvGXhwZeB+tcEAkNuZo6j8fr3Xy7JiolfpHGxoYMdkGODu2igDxXwrxjhMwdez8eGt3HKQ2ug50vpfhNbLJeOXjt/Q8T5TTqDU15PKStSnBaZgs7ua+nR5AClIlExEUUUQBFFFaoklK6URUgkFEAoragAwFpx2pDBa34zeKiQ0dnw/phzsmhwY0WSvcaRo8ZysaE+/cgB4dFi8FYhOBJIxpt7qte30fHbDlwOJuTeAei+L+W1knkcE+EfUfG4lDEvbPfROEbGRs4AAABDl47ciIxvLww9A4hBjG5WErWSD0XyydM9W2ux4/P8ACWM8l0EskT/I2uBLhazoDnzYx3kIN7UfX1C+mPbaAwbTSKHFdGPUyXD5Rosjrk814d8V4+oxiLLDYZT7hP3HnzHReb8eeAWSxy6ho0NEe/LjN5V3Z/hdXxJ4TM5fkacN1kDia5OR+C/EwglGn6qSA07ALucf+y9HS6h4ZdTA/wCqOfU6WGoh2Pg+VhmM8uC580NdF+gP0n+BmHHk1rSWgwEbc8UfIf8AyDy7r4tmYpaTwX2mj1sdRDdE+P1OneKVM8+9qCltmiorM9tLvTORoXSukVKUtBEYAnQw7zibpTGh3hs/B/Vb2ik0iZuuEKbC0D4Qocdh+79E2laujOzN7Jx4H6rTBE5pHD6I2rRD8SznCy1Nnd0TLnhxZIoeNuHCuPJfTf0YSZEmPmtzBINiVpZtN6Ecf6LwngbUY9O1mOWRm8DgY69RwX1DSfEWJlZ4gmAxwQSHOcGCx6r4n5fHJZnBR782fW/G5oy06t9j5p+lOQO8VZgZyYGD8gvn8/Nez8XyjN1nMyDJZkkJsLyOTA4E0LX0+hxuGGKfo8DU5FPLJ/s5zxxUATHtIPEIKXaYIjUVKK2oKJSlK0VKQBpEArAVoGVSukYCukAUArpREAgZKRAKAI6QMqldK6UASLIAjAUpGAgAaRgKwEVIsZAFYCsBEAgpEARUiAV0kUiqRAKAI6QVRQCKkQCuki6KpXSukYCLGkAAjAV0mBqLLoEBEAjARgKWxpAgIw1WAjASs0SKARAIgEQCmzRIgCMBQBMAU2UiqVgIwEQalZaQICJrfJGGow1TZokCAjarARAKbLTI2+5+qIOcPvH6qAIqUtI0Tl7CEso5SP8AqmNyJh+8PzSgEYClwj6NVOa7M0szZx+D6Jrc53VgWOkVLF4cb8Gy1OVeTos1BvWM/IprMyE9x8lywEbVk9LjZstbkR1RkxH94EW/i/GFyWoqWb0kfZqtfP0dYTM/iM+qNssf8Rn1XHAVrN6JPyWtfL0dtrmn4SEdhcRqNpI5E/VQ9F+zRa/9HQmx2O4sphWCZkkT6eKVtlkHJxRb6QiiQR5hVj07g+eUOWs3LjgS0nupVo/kpS6KS7I5JTnPuwNlEGoqRUqsSQFKUmUpSVlJAAIqRAIqUWOgKUpMpXspWOhdIqRUpSLKoGldI6UpKx0BSukYCulNjoXSKkVKVRRYUDSlJlKUlZQulKTKUpFhQuldI6V0lYULpSkylKRYULpSk2lKRYULryVUm0pSLHQulKTKUpFhQqlKTKUpFhQulKTdlVSLChVKUmUpSdioXSGk6kNIsKF0pSZSqk7JoXSrZTaUpVYxVIaTqQ0nZNC6VUm0qpFhQvZVUmUpSdi2i6UZEXca4dSm7LYxc3yb3SpJXScOTOwXPk1FcROvDpHk5l2LLo4/gG2e55JT5JJDbzalIaXO5tu2elDHHGqiilSKlVJplAKkdIaVWIFyFMcFTgqsQtUipVSdkuJFTkVKqVqVEPGn3R+a1StRfUH5MRqtRRUIiJCiQIIFOBSEbVIGqORao5VzwUxjlLQWdaHIorsYuqSAgSHeMHQry7JE9k3mufLp45PyRri1GTC7iz6/4O1jAhwMiLFIGfK66lNegC9hpMxhw3zTn7QcXHzX58hnrqu/pniDNxAGsnfJFYJikJIK8DV/Db23BntYPmE1WVH6Y8HY8vspzJrD5TbfReik2X/HHGfkOK+O6F+mLGbDHFqOmSR7AragkBH0Nf1XZf8Apf8AD7Y9rc5pPRm6H+V5b0Oox/aomq1eGXNnV/Sdrw8N+HycQRx5c/uRkNFgdSvy/qkxmlkke4ve8kknmSvUePPFuR4n1V+VP9nEBsRRA8Gt7LxU8llfSfF6F6eFy7s8nXalZnUeyMknNZ3p7ykOXtI81gqUrUTAlKUrpRUBEVKUrQSUrUUQIitqijUAOj5rpYY4hc6Pmulh8wsplI+m+DJNnRS0GvtDf5L0WLNszxkG/eH9V5HwWJMls8Edkin7IX0nQdAfIWS5Q2ADYavgvlFHHqJWfU6F/wCzFnfxZBtsPdbAVgc32fJfH+B3D05razivAfc9buPA70AmyQOhFycB3SXxb3HkaerSF39CIyNGxXvAJ3Y5hdOmwxzNxbowyT2Kzm42G3Mg3mO66NEFeU8Y+FBmRGfEi3WoR8Q4D4vJe40SIY2dl418OEjfT/wrqZEccrCw9eR7Lvw6aLxqcXUl/mjKOocZHy79H/iQxv8A1Vqo2LJjAk+67t6FeP8A0q+CxpGUc3Aj/wDt+QeAH7p34PTsvaePPDjyX6jhNrJj4yNH3qXQ8N6lj+K/DkmDn/aPMexJfMjv6grfRax4cu/x2aI1+ljnh1In5gy4aJXNlavbeL9Fm0fVcjDnHvxuqxyI6EeoXk546K+2wZVNJo+TyQcHTOfSZDEZD5DmUWyS+hzW1kYawALrhyc83RA0AUOStFSi0MQUVKUrTAtqYwpbUYKTA2RSUtDZlzw5MbIs3jjI0jNpUaZZSQszzaouQOKtITZThfNAYGH7oTWqO4BMVmY4o6Gks4sn3aK2gI6S2ovqNHM3Tm8wVF0wFHRNPMBR0ylkOZSMBbfZYzysKvZD0I+aW1o0WRGYBXSbuHjm36I2x91LNEIDUWzxWlsSvdKLHRnDUQC0bpDu6RZdCgFYCOldJ2OigFdIqVgJWOiAK6RAIgEWUkCAmBqJjbWiOG1O8dCdlXsrf7PQBo0etJb4qURyRkabTLSMBGWqUrsYICOlYCIBKy0gaRgKwEQCVlJEARAIgEQCVlpFAIwFYCYG30U2aKAACMBG2M9imMheTwabUuaLUGLARALQzFmP7tPZhSHnQUPLFeTWOGT7IxgJgat7dPP4vyRfq53RwU9eHs2WlyejCAmALV+r5elI/YZ+w+qXWh7H9PNeDIAiAWn2OYfuyp7NKObH/RHUi/JSxSXdCA1GGo9kjmKVgI3D2gUjDVdIgErGkDsogEwBWAlZdAUipEAjpKykhYCMBXSulDZdFUrARbKINSsdFAKnc6TKU2eKTZSQICKldK6UWUkVSsBFSIBKykgaVgI6V0lZdAUipEAipTY6ApSkdK6SsaQACKkVIgErLApXSOlKUWFFUhpMpSkrHQNK6R0pSLKoCvJSkwBSkrHQGypsplKUpsKBAUpM2VdJWMXsqUmUpSLCgKUpMpSkrChdKUnbKmyix0JpSk7ZU2UWFCaUpO2VNlFhQmlKTtlTZRYUJ2VNlMpSkWFC6VUm0qpOwoXSqkylKCLChdIaTqUpOxUJpVSa4KtlNMKF0qpMpSlVioTSlJ1IaRYqF0pSdQS3SNHIWpeRQ7lQxSydgNkpbpdn4OfdR5dIePLsq2Vy5NQ58Ho4tKocvli3WTZ5oaTtlDsrKzqsXSlJmypSdkinBVSduz2U3R7IsBNIaWtuO93Jp+iazCmP3aVdRITkjn7KrZXXbpx++4JjMGIHjZS6qJeSJxN2o2Fx5AlegbBEzk0KF0bfiICOs/CM3lRwxiSn7hTBp8p50F0n5MTet+gSX5zRyYSrXWn2RlLUxXk/J6tRRfan5URREArpAigESiIBAAolaiBEVgqlECGByY2RZ1bTSkDYyVaGTELnByYHJOArOmMg91bso91zmyK9vzS2ILNb5ieqzvktLLkDirSFZHFAoomBFFESokiiitAiKKKIAiitRAiAImqKJgNj5roYx4hc5i24x4rPIho+gfo3zG4vibD3hqOV26Pz5fnS/RcMIawcF+T9PmMUrHMNPBBBX6d8KazHrPhvDzAftC3YkHZ45r4r/wDIdN90cy/oe98XnTTxMDWot3IyYcjTD/ZTBdvGeYWjUpofZ3idwDK69PNcrTZdmRjrBYeddu6+ZceD6DE7jR3WCmEjsuj4Zn3uj49Agttp+RWSFtnZ7hN0OaLHxxjP9yeMkuaeB4k8fMLbA3B2ZZuYnZMbd+JgAH1RPdMZ7zh5qgQRwQukEU0V8nHZ+a7Y13fZs42J1LEOxdW3qSvk2sQy+FPFMeVigjCynXXRruo+YX22QBzCDxvgvDfpC0cZujZEYHvgbyI9iOK6NXp1hkskez4Z0aXN/BnjP0qaTFq+iRaviAGSFo2iOsZ/wf6lfB8yKiV+g/A2oMzdLlwMobdNILT1YeY/NfGfFmkv0vWMvFeDUUhDT3HQ/Rex8HqbUsMu6/6PI+X02yW5HmYIuL3fJNpG0taKPBDvG/jC+qg1R89NOyqUpGOPJXS0MgKUpGomBVK6VtRUkAKJQBFSAKV0ipSkAQBSkQCKkACAipWrAQWUArARUiAQBQCYGq2NtPiitRZSQDI08Qh3MWtOPil3Reo0nwvkTgSTbELO7uZ+S5dRqseBbpukdGDDkyOoqzyLcIO6Umx6Lkz/APLwvf8AJfRHYmkaOy8h0W2Oshsn5LnzeNNKiOxFFkyAdWtAC8HL80pusMG/32PZwfEZHzkZ4yTw/qUTbfhy0OuyufLilvMUvrOj6rj6xEXYrne58UbhRCweJ9LacY5MbRtj4hXMd1Gl+a6mZYs0dtjz/GvHFuLuj5a+Okql38nEaSfdpc2XEIPuH6r6JJnlqRjARAIjE5p4hQBMtckATAFAFoiaobLSDhisr1PhTQhqWTtT2MaM+9X3vJcPEi5L6X4fgODgRxV75993qV4vy+tenxfb3Z26TD1J89j0ONpuPms3DseFkEbLrd2A0dKXznxrpOPg6oPZG7GPNEJWjtf+4K+s4eZjYunzQveGZhAJBFXfGgevBfM/G0gkz4I/4WPGw/S/7ryfhpZFmqT7qzu1UU43R4eWOil0tmQOKzVxX1qZ5dAgIgFYCMBFlpAgIwFAEYCVloEBGArARgJWaJFAImogEQCmyqI2+6Y0uHJxHzQgJgCRogmySfxD9U5s0w5PKWAiASpFpse3Km/EmMypvxfks4CYAo2R9GqnL2aWZkw7fROZnS9mLIAmAKXjg/Bos0/ZsbnO/AEftp/B+awgI6Wbww9Gqzz9mk5e0KMYPqlF8bvuV6FBSIBCgl2Bzb7k2R0P1CmyiAR0qsVAAI6V0ipKykgQESsNV0lZdFAK6RAIqUWXRQCukQCukrHRVK6VgIqSspIGkVIgEVKLLSF0iAR7KsBKx0DSlJlK6SsdAAKUmUipRZVC6VgJmyr2UrKoXsogEylKU2VQFK9lGArpTY6B2VNlMpXspWOhdKUm7KlKbHQulNlOpTZRZVCdlFsptKUlYULDVeymUpSVgL2UWymbKmypsBeypSZsqbKLAClKTKUpFgLpTZTKUpFgL2VNlMpSkWMXsqUmUpSLAXsqtlMpSkWAvZU2UylKRYUJ3arZTaUpVYUK2VWym0pSNwUIpVSfsoaT6iXcNjfYVSqk6j0AU3bisnqUuxosPsSeCC/JaWwIxjeSzlqZeDRY4LuYHBxVbryXT3HkpuPJY777mvVS4Rzd0eym5J6Lp7lXugEbw6xzfZirbirobLR0UcWjsixdZmJuIOyYzFCa6Vo6/RLOR2H1VrHN9jN5/wBhDHYOYtNDY2cgFkdPIeVBLc5x5uK2Wml5Zk9RZ0DI1vMgJT8mMdbWGlKVrSx8sxeV+DQ/LHRv1SX5Eh7D5IHBVS3jhgvBLyS9gvkkPNx+qW4FHSjlsqXYyfPcQ4FDSc4IS1aJmdH5bpWAraLRbK+jPgAVEVKIEQBWoogCKKKIERRRWgClaiJAEarBUUQSXalqlaCSWooipAAomqUogCKK1FQiKK6UQBFFESBAolbVExFUrarUQATVphKzJsRUsDqY0lL6L+j/AMVO0uLIxHkmKUh7R2fy/P8AsvmMLl1cOUtIIPELzddpY6jG4S8nTp8zxTUkfQPEPijJzZDEHbtl8gV3PAetbxwwshwv90TzPkvncLHZUhkLvc/yu3gY87nxjEOwWkHecthfL6nR44QeJcH2+mksmNSj5PvOmzWNk8xyWzOwMbUoQ3JbZHwvHBzV4zwjrjdSY+CamZsPxAcnjuF7LHmscefULw43ieyQskGmVoWdLFnSaXmPMkrG7cUx/eNXayGb6Itv3jy7grzuosLcjFzoWl0mOfeA5lp5rv6JmY+oRmeJ4dxoDqF3aZLN9ns5Msa+5AYWoh2Q/EyPs8mPmD94dwg18hzGDyKRrcUUuZxB3kdEOHMLHkzue1m8dtFoq+6NRqHHHLC+eR4sdtSR8wxP/tHjGSIe4wu/IrlfpXw95Jj5zeo3TvUcvy/ou146G41rCyWcNoFh+RQeMYvavD2XfNlSD5H/AASq0OZ4s8J++GbfJYupp7PimS2lgeF1sxvErmyDivvYHxUxLbHLgiEzx94/NVSlLWydo0ZDvvAFMGSOrSsyulW5kbEbGzRnrScHNPIgrm0ian1GLpo6VImrntc4ciR800TSd0+oLps20pSzDId94Apjcju380+oienIeArpKGQ37wITGzRn7yN6DYwqRgKmyMPJwTGqrFRAE1kdqMba148VlQ3RaQMMK6mm6bLlTCKBhe89AtWk6ZJmZDIoxxPU8gvc7OB4f0svllEbK951e/IewH9l4vyHya0y2w5k+yPT0Oheod+DNg6Zg6Li+0Zj4zIBZkPJnoudnavnaiTFozXxQngch/C/QLoaVpWV4nnZPlt9nwxxZEReyOhPmV19T0waZuhth8bxTeFGx0pfIZdRPJk3ZXcv8I+nxY8WmW2KPG4/h3H2t5lmTJlPEmRx4rb+rsdrdlkEQHYNC7uTgzwx7c0RYzuVhlFLB58jfLN1OzLo+IzH1OJ0LQwuOwaFWCvWMwznHcM5kE/kuLosBmzrH7sX/Ze40PG3bXz9TwCwyS3zpkN+T5D4g0aXDL3ltM2qPkf8LzU0a+4eOseJ2hTy7ID9pn9V8ayY6X3HwepllwffzXB818ljjDJcfJzC3iq3bTzaE57UNL2zgQsYzSeFhaYcU9CpEFtxxxUuCNE2dDQcdg1DHdlUIGuBcT5L6Jgugyspm7p7PjNHoOK+XarHPLgiPH2ybshvOgvQfonhmjl1GfLfKImRtFHzP+y+Q+ZxdWdp9vB9J8fiaw735PaavFH+s8cSMeZADIZdqhZ4n1oUvn2tZAyc6eb8bifkvfeKM3d6fGDwll2jy4hhP96XznJ4ldXw2m+15ffBz6/Nysfo5c6z0tWQBdE0lthsWwghe7tOFMSiATNy4fdU2SOhSKRAEQCsBGAps1SBARgKAIwErNkiAIgEQCIBTZSRQCMBXSMBFlpEARAKAJgCLLKARgKwEYCmxojRSIBQBGAlZokWAipQBEAobLSKARgKwEYCmy0gQEYCsBEApstIGkQCKkQCmykgAFdI6VtBSstIoBXSMBXSlspIGldI9lWApsdAAIqRUipKy0gQFKRgK6UWXRVKUmUrASsdAgK6R0rpS2OgNlEAmAKwFNl0BSlJmyipKx0LDVYamUrpRY0gdlTZTFKSsoXSukylKU2AFIqRUpSVjBpTZTNlXSVgLpSkyldJWAulKTKUpFgDSlJmypSLAClKTKUpTYC6UpMpSkWAulKTKUpFgLpSkylKRYC6UpMpSkWMXSlJlKqRYC6UpMpSlVgJpSk7ZvkiELj5KXkS7gZqVtic7kFsbCB0R0Fi8/oVmPcFG2BaOA6oHSDusrkx7mBuQrETeyp03kq3p7fmqWOT8BuYbmgKJbnEpZs9VosL8isa5wCW6UJdKnBX0Y+WMJ03klukceqlKUtFjgvArYLie6W4WnIXBaKkKhNKtlNpVSuyaF0gpOpDSqxULcFVJtKqVWKhTghpOpDSqxUKpVSbSqk7JoSWoaTnBU4Jpio/L+BCJ8iNrjTCQCey9ZrHh7CGjPy9NP2mMftml1l7DQD/ACXlsI7MgK+leCcrDzI8jG1OIkZjfZt408Rw4BexrpTxNTj2Xg+G0ahkbhLuz5c9tJa6mq4hxc3IgJsxSFn0K5zmnsu6D3Kzil9roBRXSqlQEUVqIAiJQBRAEVqKUgkiiulEARSlESCSK1FECIpSiulQEAURIUCCUpRqtqYFUrV0pSBFK1KUQIjUSilIAjUxiCkaANERW7GkXNYVphdSxmho9Dp04bIyydi+Ndl7TImZFgxxYTrY773dfOseWqXc0rNERLXn3D+S8T5HRPKt8e6/ye98Vr1hl059n/g9Rh6hJhyRS4rtieI2Cf6ei+qeG9eh1fEE0fuTt4Sx38J/wvi7pLfY5Hkt+lZ82n5bMnFdsyjgQeTh2K+Z1Gn6i/Z9Y4qaPvUcocLCXHDHDM6WMGOT8TTRXn9A1yHU8YSw2yQfFGTxaV3hMHstvzXkrfilXk5XBrhjZptokkkuPMk8SsU0nYopJOHJZZncClOTfLKhE8Z49G1HhOHNsy05sW/0zLi/FG8fkleJQJ58Np+AS7x3oFtyBucCcvPKMkn5LqxSdY/6l6iulTPhuc1cmZvFdrMXIm+Jfo2L8T4PL+Rm2VNlMpRbGIuldI+Kv1CYC6V0mAA9EWyD1SsqhdIqRiPsQr3Z7IsdAtVqUUdIKBpEArAVgJAVSZEDfC1VcU6JvFS5C2mjH3l/EV29KhmnmZFH773mgFzsaK6X0LwZpm6jGQ9tyyj3fJi83X676bG5HZpdL15qJ1dO3Wj4JM2wSP2hA5noAmabp51nIdn6g0CuEUR47seV9fNYbGblsPPGhPDtI/v6L2mJJEMSIhgNg8arqvidTqJSbm3y+59TDGsEdkFRvw2xQY4bih7GdnVZPdDNFjTSRyze/kR3s+VpUMjA/a4kEcGjomsdDLJdsB/1LhlN2Yo5OtZBbMzHDWWRtuJ7dPzC8/kiiSTa7WtlrtVOwbDYWg/UodNwmzy76cHdMNgfiK1Uu1nQkkrNGiac4RsjAO9louNcl6mMiJjI2DgwVS36LgiCHePA3snE+Q7LJ4lDMHFkzNprK6E8z5LqjppuNruzn6icqZ4v9ImaN1Fhg8R9pJ69F8vy+bl39b1Z2XkSSzj33GzS83PkMJ518l9t8biWnwqJ89qpPJNsyvCGlbpWH7wU2m9x9V6qkjk2stgWyDmsrXN7j6prJWjqFLdlofqLZ3RMOI3beOYuuC9x+i7Lhg0/VJNWj3QY6MgO68DyXi4pmjqPqtsWZUYbtcO1rydXoFmknZ62H5B48PSo7Ot6lJqGXJM/gCeDew6BcKY2Vb5weqSXL0MWOOOKguyPPlJzdsz5UW8HA0e6kLd2ykxyjVoV4LARgKAImpWUit209ApuG9qTG13CMFvcfVS6NFYj2cdCr9nPcLQ2u4TG0p2o1UpIy7h/ZTdOHQrY0BMbSjpo1WVmCqRgLc0AohG3q0KXE0WUwgIwFr3Mfalfs7T8JKnazRZEZgEQCfuOxUELu1qHZqmhYCYAjbGRzCsNWbZqigEQCIBWAobNUiAIwFYCMBKy0gQEQCsBGAobKSAARgIqUpKy0igFdIwFdJWWkDSKkYClKLKSKpWAjAVgJWNIANR0jAVgKbLApEAiARhqlsdC6VgJgaipTZdAAKAI6V0pbHRVK2o9lWGqbGAAiARUipS2UBRV0ipXSmwAARUi2UWylYwKUpMpSlNgBSlJlKUiwBpSkVKUlYFUpSOlKRYAgKUjpRKxFUpSKlKRYA0pSZSiLAClKR0pSmwApVSZSlIsBdK6R0hpFgDSlIqUpVY7BpSkVD/0iHDkKU36CwGxOPIIxCB8blC4nmSgpLl+RcjdpjeQVOl7BBSqlPTj5CizI4oXEnqrpSlaSXZDF0pSOlKVgLcEKZSqkWMClSZSqk0wF0hpMpSk7AVSlJlKqVWAukNJ1IaTsBdKnBNpU4ITEKpSkxwQ0nYULcFVJlKUqsVCqQ0nUhpUmTQpwVUm0qcFVioS4IaTqVOCdio/K7OBWyHIki4skIriKWNqu19a4KXDPzC2naHSyGR5c82SbJKWhtRNKhNhUhdGD0RK1QrFOi7FA4Ec1oUq1ND3mZWmui7JdUlRaZVK1FECIipW1RArKpWpStUBSulFECIoiaogCKK1ECI1WoomBESsBXu0CBURbKlJCKUV0iTAFqNQBXSQEanMKW1E1SwRrhkpbYZfNcthWiKSllNFpno8LL2eDzw/ou9o+JPqmUIcUe4PidXALxUMi9BoOuZelyPOPKQx/wATehXi63QPInLF+R73xvyssP8At5eV/wBH0ebCi0KOOfCnezLHc3teoXo9H8QNzohv2CGXlzsH0XzVmaNUksZRJ6tcKeuvhtjjFDgF8rqNO4fbl7n0uPJDNG07Ppm0XDg5U6J0gPvA/kvCM8R5OngNjMcsY+7If7rsYnjbSnBntokik6ho2x+S4vpcndKxuLidU6E7In3kxYIrBNGya6eQXJ8eyxab4cySDUk32UfHmTz/ACtNzP0iaJiRvbisysl46Fu7H1P+F8s8XeJcnX83fT02NvCOJvJg/wA+a9f434zNkyqeRVFHka7XxUWrtnncx1krmSc1ryHWsjza+2gfMN7haitQBaGZVK6RgK6TAGldK6RJFAtRKAK6SGiNJ7pgd3AVAK6U0Um0G3Z/CrpnmgaialQ9wTYwTwcFrghNjqsgBtbMawVErKUl6O5omEcrNihI4E8fTqvoOpTnD0iTce7Lkn2eKvujr+S8p4OFzyuPRtfVdnXHkz6WPuBsn1v/ANL5H5TI8moWN9kfSfF40o9ReTThNEMLWM5NFL0WJMJ2QQ7xlMjstHXj1Xm4HcE4cSDbwR1Borw5q2ei+eT0OpalFgxfZ1LkO4MhB5+vYLmR6jnQtswQg+pNfmkYsLGuO6bch59SV1cLEBeHT8a6dlMmvIljSK0rBflvfkZViMm3HkZFyvGPisYY9g0z3JAKMrOTR2Hmt3ifU8iHT3xadx6FwHIeS+XZLd5d2H912aTCsj3SNMcbdyPpv6O/G80cwxNTkfLGT+0JsjzTPHfiVuqT7rHP/Cw2G/z+a8NpeFLhY4kkNSv6fhH+UGXK5fQaXTqPJ5evnFz/ANsz5020SuTM6ytORtHoVjeD1Xs4+x5DixZ4qV5K0YCvcLaUAiARBqukbhqJbUxqEBE1ItBtVqkbUiki1KPdWAjARuLUSAIwFAEQCW4pIgCKlYCMBRZokQBEAoAmAJbjRIoBGArDVaHItRJSNtqNFpgapspRI20xt9yoGo6UuRqkW2+5VtvuVAEYCm2Wkg2k9yrao1GAptmqSIArARgK2rNyNowb7EARgKNRALJ5UjohpZsoBXSNqviFDzfo1WkfspSldqWpeb9FrSfsjSExqUra4tPBLqmn0vpjwFNlHE4OHY9kVKlOzCWNwdMWGpgajDVYCVk0DSukeyhe5rebgFLkWo32IAjpZ35A+4L9Up00p+9XooeRHRDTSZupTguabPMkqCxyUdQ2+l/Z1KQudG34yAsO9lqtooOKl5AWm9s6DsqIdSfko3Ki7n6LBSKlO9mn08TosmiPKQfNNFHkQVyaVgVy4eiW8h6deGdeldLmMmmb+8Pz4p7Mt332g+iN5m8MkbaRUlxzsk4A8exTaSsydruUorpXSLEUorpFSmwsClKR0rpKwsClKR0pSLJsCkQCKlKSsLKpSkaiLFYNKkylVIsLApRHSlIsLApSkalIsLApRHSlIsLApSkalIsdgUojpDSQWDSlIqUpVYWDSFMpVSVhZVIUdKUnZQtSkdKUnYAUpSOkNIsdg0hpMVKkwAVUjpSkWAFKqTKQ0nYxdKqTaVUiwF0qpMpSk7AXSGkylKVWAqlKTKVUnYC3BDSZSqk0xULpVSbsqBpJoAlUmSK2UFLoR6fkScoyB3dwWuPRpHfHK0egtbRxyn2Rm8kV5Pxw1WqBVr7A/MCIlFaBEUUVoEUrURNQAKlWipXSAEOjrkhWmkDo75KaKsUrRbJHNXSQWAoipSlQiUopStAEVK1dIEUraoiQBAETG2qatGOyypbAOOG1q9ifQOyaPJdPRBHDmwTyxCVkcgJaeR8l9jz9QEGHAfZcfOxJm2GSsBodl4+u+U+mmoqN2enpPjXqIuTdHwR+OR0Snw0vqOqaFp+pU7TsaTBnf+7cbjJ+fJeO1LSMjDlLMmF8Z6EjgfRb6X5HHqOF39HPqdFPC+Tzbo6Q1S6EkFHksz466L0FM5GhCKkTgoAmIoBG1QBFSkZKRsNFUrASGaGSLRFLSxNTA5S0NM6kOQWkEEgjqCuzia/kxt2XkSDz5ry7JExsq5c2mx5uJqzow6nLh/B0ehn1YzdCPmswzXNBDDVrlb1TelZY9Fhx/ijqyfJZ8ipyN0uQT1WaWW0pzrQc11xgjh32R5S1brVKhWVSsBWApSoRESulYCRQICukdKUgoGkQCsBXSkCgEdKAK6QMgCtQBEAgC2DitMPArO1OYs2Uj13hDIbHkviPDeDgfML102JHlwsa87EkZ243DovmGNIWkEFel0vWpogBId4zz40vmvk/jsmSfVxdz2/jtdHGunPj9nqBhyN+8wp7MXqXX5BcpuryPZtCMV62ozWHy+66QgdhwXzzxZbpnvRVrcjpS6ji4ltDhvf4befzSo9SnyTTzss/CFx5cdkf2kAOwfiHUKMyIsd4O1Z7Lox6TfxFWxZJ48aubPUCT3LPId15rUxhjNM+OKPXtfdZ87VpZhs3sR9guXNkE9V7Gg+LeJ9TI+fR42q+Q3fbi7DsjKI+8sT8t3dKklJWcuXuLGjzepL2OOU6+ICIZTfvxWsqlK+nEpZpI2NmgPNtfJGPZ3dlipFSh4/2aLM/KNzYYHfCR9VfsjehKxgJjSRyJ+qW1+zRZI+UaPZD+JT2R3QhLEjx94prJ5e4+iX3lp4n3RXs8o6KbmQfdKaMh/3gE5mV3b+andMtLF7Mu7I5go2t8lsE7TzaU9hhPMfkpeV+i1ii+zOeGpobfRdOOLGctsOHA4igCs56lLujWGlvyjhNjRbK9dHoLpWBwgOwetJj/DThDJKGgsjFlYfX47o1Wm/aPHtaU2KIn0XYdp8XYqhhtHIlW9VGuDfHpHfJz2tAHJEGjsFu9jHdX7H5rLrI7YYq8GMRt7I9208lp9jd5K/ZH9KS6teSulF90Y9gotkhaXY8vZVuH/hKtagh6SPgQArambl/4T9EQjd2KHl9FY9Ml3Iyh0tE1Vsnsr2SsnNnSsUV4CRNVNaUxrT2WbkbKKLaiViN3Yq2xO/CfopZsilEzdSfhP0U3Un4T9FNjAUR7tw5g/RSq6JWNFUpSuldKLNEU1NZM4dAUqlKTUqBwU+GaPaP5PzVHId90AJNKUhzYlhgvAZleebj8ktHSsNUORail2AUpM2UW7SsdiaRUm7tXu0WTvE0rpN3aJsamw3iaUAT92jbGlYt4ilNlaN2r3aVk7zPSlLRu0W6SsN5npaIZ3R8DxH5qbpTdIsltPubo3iRtsNhMpc+K2OsHj/VdCJweyx8wndnLkjRKRIqUpKzKwaUpFSlJBYNK0dKUgLApSkYCukhWBSlI6UpAWBSlJlKUgLF0pSOlKQFgUomUqpFhYClI6UQFgUpSOlKQOxdKI6UpMLApSkdKUgLApVSZSGkBYNKUipVSdjsBRHSlIsLAVUjpSk7CxdIaTqQ0ix2LpRwTKVUnZVi1KRuCGkWOwaUpFSpOwApRHSYzGmf8DHfRUk32ByS7mdSluZp07uewz1K0M0to/aPJ9OC2hhm/Bm88F5ORSjYy80wE+i9BHhQR/cB9eKcGAcgB6LeOlflmT1S8I4LNPnk+5sf6k9mlH95J8gF16UW8NNBdzB6mTMTNPgb93a9StDI2x8GNAHkmql0Rgl2Rm5t9yqUpWorIPwsOCY1xHVBSte4fDhtlPkjEvkkoqRZNIa2UdkbZG+aQonZO1Ghrh3RiisrUbUWS4mlotMbHwSoSV7XwHpuHnyZhzoBKGtGzZ5Fc2p1MdPBzl2Rpp9NLNLajyO7U3XkvpWRo2kQPAysIbsfFJHK4EfJUNB8M5QuDKmYe29F/mFwR+YxSV0zun8Rm8HzZ0Xkg3JX03/6ChmF42TkBh5GSIH+hWbI/R7nNFwzY8nqSw/mFrH5XTy/kYv43UQ/ifOt2h3a9tkeCNaiF+wTSDvENv8AouJkabLBIWzRPjeOjhRXRj1eLJ+LOeWDJD8kcTdqtldF+PXRZ3xUt1MyaMdIqTHtpBSskqlFalKgI3mtkHNqyLRCaKliR6TSG71+66niCvtXhXQXT6FeZcb38Yr6f+18HwpdkjuF96/R74sh1bBZhZrwzPibQJ/egf3XynzmmyV1YdvJ9B8Zq/t6T/sY9Q092O/ZmAFdxYKHWvDcsMIGRkR5mHIAYxs1R7DzXqsyJmZC+KZvuHkeoXJ0p2Pp2WYZSZAx37Rrvh7H/ZfO4NQ4q4vk9WeNyVHyjxBoDsSQuYwmPoe3qvKZEBHRfobXNLmyo58yF0UmN0JP7Qea+Ya94fJZLkYgP2f7WE84/PzC+o+N+V6lY8vDPE1fx9LfA+ePjS6orp5MNE8Fie2l9CnZ5DQtqilIkxFUrRAK6QMnRWAoAiSBEHBFapqtIYVq2qmpkQtABManNhceQJW7SMH23KjhugTxNcl7P9Tu0zQpM2GAvAkDBJIaI89j/K83V6+Gnai+7O7S6GeoW5dj54+IjmElwXuvH5hmGlTjd+0yYgM5bwJPQnzXh38106bN1YKVVZjnw9Kbj6BAVq0VLoMkQBWAorUjKVgKUjagopXSukSQAjgipXSukDKpWAipSkARE1VSMBIY2Jy1xS0sICYCQoaKTOvj5s0X7N5APMd006hKXh32d/6VyQ5EHLlyaXFN24nXj1WXGqjI6z9RneOMxAquHBIM57rHtKbSuGOMFSVEzyzn3dml0yF0lpFq1VE2E42hRUrATGVSIBEArASsaRQCIBEAiASs0SBARAIgFYCmyyUjAUARAJWVRAExjVAFojjUNmiRGR2tccSOCEnouzg4DWtM2Q0mNosC6tcmfUxxK2dWLE58IRp+ny5HFjfcHNx5BdJrsPBBLzvXs4nZHALLl5GbPib1kDo8GNwaXjg2+1dVzn5MYbtPbtgGtnuF4ubWTyLjg9TBo1fLOm/xZKZGMxY93GTW1/hfRcCWLI0ovJqMxmyenDivjcGNLPDEyNvvtPvO+a9Z7XK3BZjbZ3Q47I7rHFglkmmjbUqGOKijmTSSxvIEhIvhaV7ZIObQUeSeKyO5r3Y44tco41mmuzNPtv8AJ+ar2118GilmpWAn0o+iuvk9mxua/wDCE1maerfzWEBEApeKHotaia8nSGZH1aU1mXEe4XMARgLN4Ymq1MzqjKhP3h9E5ksJ+8xccBMAUvAvZqtVI7FxH8CtrYj90LkAJjb7rPofs0Wp/R193H+EKxG3suaC4feP1RNkf+I/VQ8D9mi1H6OnsjspshYGzP8AxFG2aX8SnoSH10bdlFSxtml7qxNJ3UPDIfXRspSh2WZs0nki3z+wS6Mh9VD9lvYfRC6JnVo+iVvndgi3p7JdKRayot0MR+6Eh+I0/AaT9ryV35KdkkWsv7ML8dzeYsdwhbGulaFzQeiq35RqsxjEB6BTckfdK2BtckxqmyeqYdmlA1bqtC6JvZSHVMlK6Wjcdiq3Dh5oDqIQAjATN24dFVVzCQbrBpSkdK6SCwaV0rpFSQrBpSkVKUgQKiOlKSCwKRRuLHWPorpTZQBsjmY7rR80xYKRskdHyPyKLMHj9GylaVFMD8fArS0cL6JmT47i6UpMpSkCsGldI6V0gVi6UpMpSkgsClVJlKUgLF0pSZSlICxdKUmbKlICxdKtlNpSkBYulVJlKUgdi6UpFSqkBYFKUmUqpMLApSkdKUgdi3BSkxwVUiwsClVJlIaTKsXSlI6UpAWLpRHSlIsdgUorpSlVgChpMEbnGmAk+S1w6e9/GQ7I/NaQxyn2QpZIw7mBrS40BZWyDTnP4ynZ8uq6kOPHCPcHHumUu7HpUvyOWepb/EzxY0cPwMF906kSpdiikqRg5X3KQo1SYAqIlKQAFKkVKKgFqI6VKgBpUjQoA/CytEovdPhyK1FEEkV0o1EgkitqiiBGiH4l9M/R8Iv1VLTmGd0hGxfGqHRfL2Glrim2eS4ddpfqcey6OjS6n6ee6rPqniWQDAnN8dml5XAfsx+6uD+sshzdkzvI5U43/VNx9SnjPDdkeYXmQ+KnihtTs9pfM433VH0XTZHMwoXNc8PI52u3puoZO9DTO8s7Hivn2N4ocI42TY7CGCrjdS7WleKNPZMHTiaMf6b/AKFeVqPjc8E3ts68fyWnn/I+rYeY/HeHcDY5cl0J9U0vNiEepaYJuh2gH/1XjcXxToc4FZ8cZ7SAs/qFviysfIcPZsiGUf8AxyArx5Y9Ti7po1hkw5PNmfXvDng7LjL2QPwn9S22V/ULw+peAYp43yaBnRZrxx3Dvcf8uhXr/FdR6XQ5ucByXmNNLt6Ni+wor0tHq88I7t3/ACOXxunzRbaPnGpYM+FMYcqF8Ug6OFLmvHFe1/SDJta1uy7b3UTBz5Hn/deMeOK+z0uR5calLyfHanHHHlcYO0haJSlF1mBETCqpWApA2QSUV2MDNlx5WSwyFkjTYINELz7DS1RSELHJBSRUZbT63j+P559Gkx3xVqFbDZm8j510K4Wmank4823HISbtwPG146GYgr0GhZ0Tc2AZYBg2htHqAvB1HxkMac8S7+D6HQ/KpLp5v+T6fpU2oO0+TJx4po8eZpEsbhtsPn/usco3cu9jcdv+YdO3ovfeHXQOwWTYU0M2PVAxGwPLyWHWtU045ceN7BHKZDRk5UvlrnGbb4PYW3L+J8T8U6Y2GTfwtAikJ90fdPZeRmbxX1f9JeRpmnMk07FheZ5QJNomwzivlc3xL7X4vNPLgUpHyvyOKOLM4xMhHFEArdzVr1LOAiiiJIZESiiBkUURIAtHFwKBqtID0XhzUm6dliV7S+MinAc68l03+IpYGZkeCSyPJNuMh2312XkGSEI9srhy6PHlnvkrOrHq8uOGyLpGrKnMpJJ4lYncSruyouuK2qkYOW7llUipQBGGpggAEYamMjTWRWlYzOGog1amwnsjbCeyVjox7KulsdB5JboqU2VQkBWAjc2lKpUANKUjV0gZQCsBFStSBAFaIDgrAQUiNRtUARUpGRqJqgCsBSWQBGAoAiASLRA1GArARhqmykUArATWxo90pstIUArATN2rpTZokCAiAUATAFNlIoNV0jpWAlZokRjVshaksC2Q8ws5s0gjZhyhstcLA68h6rseHtTwNT1NmJLMx4ug0j4ivEZU8zNRjim4xB17IHAj/wBJGDoefj6syfFcGRtdbZCenpzXg59PLNN7nz4PdxY8ccXLo+5+JNP9t8PyQQgDd8mjgAvl8ely8Wz+5XDva9Rka9mTYrIHygMAo0KLvVcd8vFVh0nNyOeOpljW2JcLWQRhrBQCqSVIdIlFy9GENpg5OTtlvNpStygC1KIAjAVgIwErGiqRAIgEwBTZSQICMBWAjASs0SIAjAVgIwErNEgQEYCukQCmzRIgCIBQBGApZZAEYCjVYCVlIlIwFAFYCix0QBXSIBEAk2WkUArARAIgFDY0igFdIqRUk2WgaRAIqV0obGUArpW1FSVgCpSOlKU2BVKwFdIqU2ANKbKOldKRbhe6aegVbhvSwn0pSQb2Z/Zv51PZ3dCFqpSkg6jMe4eOn5qt1J+ArfSukg6rOfskdCpS6NKbI7JB1TnUrDHHk0/RdIBXsoDqnObDKfulEMaQ9AF0KUpInqsxNxHdXJ8MG6++SOy0UrpOiHkb7gUpSOldJkWDSukdKwEUKxdKUm7CNkTnfA0n0CIx3diXNIRSlLaMKUj4D81DhTD7h+S06E/TJ6sfZi2VNlazA9vNjh8kstrmKUvHJd0PemI2VKTqU2VLiPeIpSk3ZU2UgsVSqk2lKQVYqkNJ2yhpA7FUpSY5waLJoLnZOpY0PAvBPZvFKy4Jz7I2IXbJXDyNeH7pn/cV53X9QypMMuEj2tBFiM1801yzrxaHJN88HvuqpfMdP8S6hjFgfKJ2/hk5/VeuxPE0TuE8EkR6kcQm4NDzaDNi/Z6BCppssOeLx54neV8R8l1G6bXxSfQLTHhnk/FHDPJHG6ZzaVUuwMKEcwT6lGIGN5MaPkt1pJeWZfUrwcVsTn/C0n0CazCmd0A9SuudkcyB80DpYh99v1Wy0uNd2J55PsjEzTz994+QTWYUTeYLvUp5yYR98IHZcP4vyWqx4IeiHKbGhoa2mgAeStI9sh/Efoq9sh7n6LXrYl5J2y9GhRZva4vxgeqYJmHk9v1VLJB+Q2sNRKdkwjm8JZzIR1J9Ak80F5Da34NCixu1BvRjylu1A/djA9SpeqxryWsUvR0FS5hzZjyDR8kt2ZOfv16BQ9bAtYJHXQuc0c1xnzSO5vd9UoknmSfUqfrl4Ra03tncdJGObmj5pLsqFv71i4yrio+ul4RS0y9nWfnwjqT6BJfqTOjHn1K5rgqU/VzZotPA/HStRqtfZn5oRqiiiACaorAUQIitRRAgmqwVQCtqBBgpgcRyKW1WpEPZMU5k6xNRgp0I6TMg9Cj9o431XMDkYk+aiWKMg3yOr+s8kM2RkzBnbeGk7G1zNx6MOQ8Ecr4/1XIDgefBXs3yKzemxtU4o1jq8sPxk0PzMuXKlfLO4vkebJPUrE5MdG7sgcFrGO3hGDe7kBSkVK6VgAiV0rpAympjCqpWApA0ROWuOalz2poKloEdzTtWytPm3uFkSQSd43Vfr3Xf/wDrTNMbDI2N8rDYkqr+S8OHK9orizaHDl/KNnXh1WbF+EqOhqWoz6hkyZGVIZJXmySue82pZKNsLjz4Lqx41BKEFwc85uTubEUjATtwO5Rbg9CFdMW9CAFdJu5d2/NUYnDoUuR2hdKNR0RzUpICgEVIgFdJWMBHSitMCNRUoArUjIAjpQBE0WkBQansaoxtrVDFZUNlokMV9FuhxbPJbdJ02bMyGQwRl8juQC9hJBpnhrGY6c+0ZhHChxvy7evNeZq/kY4OFy34O7SaKeofHY4em+FsnLFmoh/MOP0W9/hfExTs5WSAfNwH+Ux8upalExxecHHdxETRTj6pB0vGZ7z2mR/eQ2vCy/I5sj5lX6R9Bi+MwY1zyxjvDWHKwmCYmuocDS4Gr6FPhe8akiPKRv8Afsu37MInh+N9jKORb/ddzD2c2Bgmb7kw2HDzRh+Ty4ZJylaFqPjMU4/aqZ8slipJc2l6HXtNOn5z4SdvgCDVcCuJI2ivq8WVZIqcezPmcmN45OD7oTStXSIBa2QDSIBWAjASsYICKlYCMBIsEBHSsBFSkYLRSMBQBGAlYwaRgK2owFNlotjVqhisoIW8V08aKwsMk6VmuNbmNh02QwseGXYsVxQPxHD7q9NounSPxHmc7nElNxuJ5O7hOnwntxXmbY3cRO0T8Y7eoXhL5VLJskevLQKvtZ4t8JHRKdGu5mYjoXgGjYsEcQQufJEvYhl3djhcNrpmLZVgJ7m0g2eKqwoqkQCIBEAiy0iMWiIpQCaxQzRGgVYJAJHI0ntlWRpKMFYuJspGt0qB0lpSjU6LGWhUARgIKRQCIBQBGAps0SLARAKAIgFNmiIAmAKBqYGpWUkUAmAI2R2mti8lDZohQCYAr3aukNloqlYCMBXSiy0UArpEAiARZSKARgK6VgKWykQBGAoAjAUtlkAV0rARUpKIArpQBGAk2UDSJqsBXSixkpSkYCulFgU1W1FSlJWKwaRAK6VgJhZFKRUrpZkWVSlIqUSCyUoipWAgVlK6V0iASFYNIqV0rpBNlUorpFSQrBpSkdK6QFg0rAR0rpArApXSOk2HHfJ8DeHcpxTbpEOaXcTSsBdSHTRzkd8gtkOJFF8LAPNduPRSny+DnnqYrsceLEml5NIHcrbDpo/eOvyC6WyrsDmQu/Ho8MO/JzTzzfYzsxIm8mD5rQ1lclW8YPvt+qm/jH3wuqHTh2pGLbYdKBqA5UQ+9+Sr2yEdHH5JvNiX8ial6G7KEsB5gFZznN6MehdndmfmolqMHllKMhz8aF3ONp+SS/DgP3K9CgObJ0a0JTsyU9GfRc0tTpn3V/2NFjyBv0+LpY+aU7Tuz/qFTsqf8QHySjkTH94VzTy6d/xNorL7Ldpz+hYVnkxnM+PZH/UFb5Hu+Nzz81nyJBBE+WQ01oslcmSWF/jFr+5vBZPLByHtiYXSODWjqSvP5+vBpLcZtn8TuX0XM1TUJs2U2dmIfC0LnuXM5ntafQqryD8rMnndckjnep4LJZ6lEgckepCEYqkWlZLd5jyN7hGhciJojyrl3Q6wD3FrjZLdmaQdiV1Wfs2f6Qulq0dOTlIa2VzXhzCQ8ciOFLq4HifUcQgGd0kf4Xm/z5riOQuVRtHHkwY8nElZ9F03xJHnkMEkkcp+448/QrplxPMn6r5loz9nVsU3+9C+mtHurLI2n3PE1enjgnUQXIUdKUst5hYCpGhQIpUiVUmUUhR0qSEDxVI1KTKsBUipVSYWUhR0qpBVgqlalJ2OwaQ0jpRVY7FuCqkykNJ2Oz8b0eyi0KUv0Cj8t3iVabux2VOi7FFBYtWi2SOilJBYLUStXSBFAK0SlIERWoogRYCJC1EgRFbVVIgEAE1E1VSMBSBbXEI2yA8wgpSk7FSGbMZ8le4B5FCArFhTYqJ7OehCm5f2/NMEjkxsvcKrQcim4zvIK/Z3d2rQJG90wUeSXArZj3Lh0VVXSluARUCnQtxgT4YS4WeATty0m9kJlUlRW8ENDeQRUipSlRBFaisBAERNUAV0pAqr6IXRA9AmAIkBYjctPcKbjsVoarpKkPezG6CTsq2SOYK30rpLYWshz6RgLa6Jp5hVuB0JChwZayIy0mMCZuHXw4o2MIPEKHaLTTGQx2uvgYjpZGRxt23vNALJiR2V7Dw3A3HikzJhQAoenVefrdT0cTkdmjwPPlUTr47otA04QwtEmbMPqf8AAT/CunR5WobeWd7kEF7pTzvsAsWiQsztVZLnuoSk8CaFAcAvdtijgMYhaxgaLaAOS+J1Gd22+W+7ProxjjWyPCOZqmlxyZjIIHCMxx7brBO3x/JcrV8GLEhjdviXvNBhHNehlc0ZYs/aO59Vw/Ezv+Jx4SD7rdv1s/7LmxzbdBC7OE8LqaNjunZBHHzJL/zJWBkZllEY6r0fhiTHblFheBOxppvktZyqLZvTZ5TxtC4SR7xtSNtl9wvD5LeK+j/pFyo5s+KJn7qLifMm/wClL55kjivsfik1po2fKfJtPPJoxUrAROCsBenZwIgCOlAExotFmgGyjaPJMbGSr3ZHRKwF0rpFStIZKV0pSMBAyAIwFAEQChlIfCOK6+DVhciJdDGkornyLcb43R6fPndNokbWOI3XuOF829FwMzPyJcWNrXSGWI0JAeJb2Pot+PIC3ZPEHgQutoOjhhfOXWHcG8OYXzGqxLTturPc02bfx6PPaO6WVxx8izt8Yyfun/BT5oCL4LqZk+BpWbOJD9lGAQD3PRaCYtZwJNQxW0+PhM3y6PC30OqldNcF6zT2t6PKSxUkFq6eRGsb28V7cJnl0KAVgKwEYCqykQBGArARgKC0CAjAUARgJWaIgCIBQBMAUlogCIBQBMAUM2RAFYCukQCVlogCYAoAmMHFS2Wi2NT2RWihitHk5kOHKyFoEmTIQGx+Z5f+lzZcyxq2awV9h8OO4/CFpZhSkXsk+izZOgz5WUwZmXKGP4uA4Mi8qHVZNQ0jH0yCTJxcjb3AuRsbuLfXsuN65+jRKN1Z0JMfY4EUVnc2iu0YpTpmPJlisiy118zXL8lzJhxXVjyb1YIz0rAV0jAWtlIoBWArpFSmy0QBEAoAjAU2WiAI6UARAJWWVSukVK6U2MpqIBEArpTYyldK6RUpbAGkVK6R0psLAAR0orpKxFNV0rpSlIiIlKV0gkpWrpElYrBpFSitKySKUrARUixWC1FStWkFlK0VKwEyLKpXStFSQrBR0oAjpArBpGC8cnOHzUpGGqkyGy2vf+N31RtdIfvP+qgaiDVe6T8mbor3j1P1VhqYGow1aLcZti2t8kYCYGog1aKJLkK2VNlP2Veyn0xbzPsqtlad2qdGh4w3mctQbK0FqrZWbgUpmctQFq0OCBwUNFqRnLF5TxblnbZjMPCtp39l69w921891p+91Od389D5LLJwj0Pj478tvwYFTlblTlgfRgOQORuQOVoEC5CiU6qyzzupDZy5B5rdyr0WXWB/xd96Wt3Nb+EdD7IBypxVuQuVIxG4sm6yonj7sgP5r6w3i1fILrivrmI7eYcTh1aD+SyzeGeR8muYsKkKY4KlznmIWqROCqlQyqQ0jpSkDAVJlKqQOwKUVqUgRSqkSpMoBU5GonZQFKnBEpSLFYtRHSqk7KBVI6Qosdn49UUarX6MflhFaiiAIpQPRFStBNgbtVsFNRNSoLEUrpPpU6MeimhWJpRHskc1KSsZQCtXSINSGCAmAKAI2pWMqlbVFYCAJSOlAEaVgDSKldK6SAGldIwFYCmwKpEAeiIBFSLCimucOqY2T8Q+iCkTWlG9i2oc2QFFwPLilhqvZVdQXTGUral8Ve0UdRE9Nh0jSw5MaQqtMmmWpSJRMCK6UpWAgCAIlatqAIAiaorakBEYCFqNqALAWiIJTAnxJMtG3DhDjy4r1WZHutNghB4OkDPoF5rBOy8Feqz4Xzac18Q23wu3hA7dV8z8462rxZ9H8FBNyfkbpJ2c3HPQOC9TpML2xZJ2rfLIdkXyH/sleJx5bYCDwKe8NfW3fqHEf0Xy+TG2z6LxR3s/VMXBy9yN5lZEZt7YhwaexJ6rn6llnUM5k4jewbsM2Xc7s/5WeCESDdY8Q52a/uV3IsSLS8A5uUWW0cCf7BLao/j3BUVg6WYoXzz2x/p+S8pqLMrT9f8AagSIjRa4dCOn1/qux+vzmkfcjZ1vmuNrucchwA4Rs5efmvQ+P0s8s+Vx5OTWap6eL55OXquW7KyJJpDb5DZXEmNla8mSysL19fjgoKkfKTm5u2LpEArpW1WIgC0Qx2UsBbIFDfBcTRj420CaAAHEk0jycJ8UbJHgAOvh1C9A/TcY6MzHkiec3JqSGUfAAQOZ6AcbtcvV3RtlGPBNvoIQI2yVW1XVeXh1M8mVpdj1M2DHjwJv8jiPbSGk6VDS9OzzQQEYCsBGAiy0gKRgKwEdKbKRGLTEaSQExihlo6WPJS68ObOMLIhgnMT5G0HDovPxupa4paXFmxKfc6sWRwdo4efFNBNeUDIw/ECfiX1Lwd7Pi6NGWMPs8reLXCiAeYK8nE9p4PAIPQhdD258McjcdjCJfis1R7ry9Rgna2HsR1UM0Nr4YrVYWw5MjIzbAeB7hciVvFdDJkLj75JPKysb16OK9qvueZOr4E0iARAIg1b2CBAV0mbHkr2aSs0QICKkVIgFDLRQCMBWAjAUs1QICY1EArDVDZoiAKwEQCIBKy0QBPiagAT4xxUNmiNkI2Y5H1ew0vr0XL0OUQzHPfDHkZd20yng0912IOLCO4pecz8+XTdQ3J0najP7MxRl4K8vVLJN/ajpxK00eryfEL5YJYoscMMrtovebLeHGv8AK8XrGsQRMOPjufNJIfta+A8brz4r1GmxnNxdrKxzjkng1wrh6JOH4fwMHMOTGJJZbsGQj3fQLDDjlOX3+DSKx4+52mZs+RpWKMtoGQG3JXDifJYZOaN5S3L0ca2qjJULpEArpGAtLKQFI6RUiDUrLQICIBMbGr3ahstAAIwFeyipKykSldKAI6U2UCAipXSsBKxkUpFSlKbEQBXSsBRIRKUpFSukibKVtVgIqSEDSlI6V0iybBpXSukVJCApGAo1WkFkUV0ipIQICKlAFdIESirUARgIIsoBFSIBXSYrKARAIgFYCaRDZAExjVAEwBUkZtkARgKwEwBbqBk2UGpgarATQ1bwx2ZOYIaiDVohgLlsZA1vS16Wn0E8qvwYyypHPbET0Rbh/YrpUipeivi4+WY9ZnJdEQhdGusQClvga7lwKyyfFv8Aiylm9nKLUDmrdNAW+ndZyxeXl08oOmjaE0zKWoXBaHBLcFyTgaqRml4RvPYL5dkybyaR3dxK+n6kd3gzO7NK+WDjxXJmPc+IX5MpyByY5C5cp7qAQORuQOVlIFyG0TkCos4+tD/i4q61/VaHcbStXF5eP6j+qYulfijbwgXIXInIXKkSLPIr6toUm90bCf3ib/RfKXc1o/8AqLU8ZjcbHyN3CwANAaL+qnJjc0kjg1mllqaUD67bewSXyRt+NwHqV8nbrWoS/tMuY+V0r30knF73vPmbWHRZyx+In/KR9Ok1HDi+PJiH/UEeNlQ5Ue3jvEjQasd18v2qXqf0fzF0WZCTykDx6Ef7JPHSsnU6FYIbk7PWUpSOlKWZ51i6UR0pSBgKqRUpSAsGkKOlKVBYCiKlEFWLpSkSlIHYNKIqVUmAFKqTKUpKx2fjdXSgCJfpJ+XgolGq0CJSulESCAUapqJAiKIgFdIEVVqbsdkQCIBAAbrzV7BTESikFsTsFGI3JgCMBFBuYlsR7oxF5poCKkqDexOwe6LdnsmgJgCnYPezNSsBaHNB6Wpux0UuJamhFIwEWwVYaoZaaIArq0YCdFFaVjFMjT2Q30WmGCzyW/HxPxLKeRRVlxg5djmsxyeiezDc40Gkkr0mJosp4zNMQ58eZ+S9FpU0OkY28giijyz8NgPd6knkvJ1HysMfEeWenp/is2Xvwj5tlYM2LKYsiKSKQc2ubRCxlq+qfpCjiz9A0zWKY3IcTBKB9/mb/I/VfMpG0V26PUfU41OqOTVad6fI4Mz0rAR0rpdZylI2qUrARbFSLaiara20Yaq6rB40DSiPZVKll9mbxsitqpEn1ELpsJE1C1E1XZAbU+JIamMNJMZ0IHVS9RpOqCOOMPcWPj5O5rx8LltilrquDW6KGqhtkduj1c9NLdE9cz9WyzER5DA8m9lrh/RdnG0mAR758UkrALq184MIknZMw7Eg6917bRfEXsePupIxJ241/ZfLan4bUQ/9Lk+ox/K6eUU5ujo6N4l0STVYsNmEcfasb2QVRXR8USYRxpIZ3A3yA4leFyzjuzZMhkdFztuibA9EnIyr6rrwfC3TyOv1/wD6cep+Wjf+yv7lS7ERO5FA9OyxTu2uBUmltZXutfRYcEcUVGK4PDzaieWW6TtmeaPj7h+SzOaexWxyClt00zJTZm2Hdle7cOi0UjAU9NFrIZmgrREaCY0Aq2tb+FS8fopZDS7UZ3424Mr931F81me60e6aVNyO6wWBQ7I26192J5ogE0QHoQr3L+yGmilNC6RgK92R0KNrT2U8lICkTW2tMcIHMcU0NVrG/IuoZRG7smshd5LRsqwFXSQuoxbYj3CYI3JgCYAoeKJosrBZtDoU5shVAIwFk9OjVZmgS5DS0Bt9ETYmnos3ha7GqzIzMbxWmGG/905mM2rshJ/aTwsJqBziB/MQuDV5fp42+53abH1nSNE2K6I09tLMW8V6PWWh4w2gMBigDHV6kj8iFxHxOvknglLJBTruGSoSaMwCIBHuyOhVgLRgmUAjAVgIwFm2aoEBGArARgJNmyKpEAiARBqiy0UAmsCgamAKWzRMdEaWlkpA91ZGpjVmyzU6Unqgc60tqOlFFoisBWAjAQUgAEYCsBMAQ2UgWRpzIvJEwcOS7ODHh5Zc3DzcfaZwc1tFwPW1hPJXCFPJsVs5TIT2P0RGGuYXUzI9Ox5Q7Jy42CuLXT1axMdh5E+3p+bvWA++xp3g+ZPJZPM1y1/kUc9+DM6NLLU2LNx82XJbj8dxJu3OHIurirLVopWrR0Qb8igFdItlXSdlWUrAUpHSQWCipXSlJCslKUrpFSmyQaRUrpXSBWVSlK6RUgVgoldK6SFZVK6RUipBNg0pSKkVIFYFK0eyeHDmpSBWBSKkVIqSFYICKlYCsBMVlNR0pSIBBNkARgKwEYCpIzbIAmAKmpjVqkZtlgJgCoBNYF040ZNlsatWNDtHjyS4m2QF0mNDRS9nQabqO32OXLkrgsChQRKK178Y7TmKUVqKgIqVqIAAixRWKeHZNjkt6B7Q4UuTUadZY89y4SpnJcEtwWmRtEhIcF83mx06OuE7OR4gOzo+Sf5CF80byX0bxednQ5/OgvnLl5Op4dH0nxC/22/2C5C5E5C5cp7SAcgcjcgcqRSBcgcjcluVItGDPbeVjn1/JUnZYuSI9rWddEOxr4RTkDkbkDlohAuWHL/ag+S2OWbLHIrRDj3AhPFb4zwXOjPFbYzwUSRozR0XofAc2xq0sV/tIr+h/wB15u10fDM2413Fd0Ltg/MLOS+1nFrY7sTR9RpDSYQpS5D5ixdKUmV5KxG48mn6KlBvsg3iaUpafZJT0r1RjCd1cArWnyvshdSPsxUhXSGE3q4lW3EjHQn1K1WiyMXWRzKUq+S67YYxyaPojodgtVoX5Yuv+jjCCQ8mH6IxjSnoB6ldSlKWy0MPLJ+oZzxhu6kKxhDq4/ILfSpbLSY14J60jM3EjHc+pViCIco2fRaFS1WDGuyE5t+T8ObSuwhAVr6iz8/DaQrsJatFk0MsIklqJFioa1GkK0WKhyJJbaJtosKHgI6SWko2ko3k0GragaSmM4osRAEYCsBEgCK1AEYCkVkaiaqAR0gZKVgK0QCQEpW0WrARgIApkYtbsPHc48AszBxXY0ieKESBzXumIuKO6DiOi5NTPpQcqs6tJi62RQurOhpumSTEcBGz8Th/QL0cOLhaa0Ejbl7kW/5DomeA9XxJ8k+3tjilPBt9Pqg8Wtgx855jmBLzZaOJXx2fNn1ObY7/AKI+txafDo47v8sz6hqDo4meysEZdduPEhcaPLZjZU+20vPEizwtZ8vMkIe1jiGHouZK4k2TZXqaX4qo/wC4cer+ZS+zD39mnUc6bIYGzSksBJDegvsFyZeJTZCSkOXtY8axx2JcHgTzPI903yVSlKwEVLQkEBOijtAAtuNHZCiTGaMDBdkP2WUOpLjQA8128fwy/K4YmTjTSfhDq/qgixXHHjiHKwXAefJd+HC/VebbyyotnetjdfqPUL53UfIzjN7Ge/p/jodNb+7PFZuFJiyvimjLJGGiCOIWB7aX1T9IenxZGHjanGAJB/w81dTzYfpY+i+ZTNor2NJqOviUjytVh6E3EyOCjUylKXUcwDUagCuk9w6I1GCqVtTtk7ENY4hOZNSztRAo3sNqNjJ09uV5rnAorR1GGw6XtV9UJmvqsNq0uoGw1udaBxWbirs9yq6gumx6iTbu5U4lHVKWMdYHVBtX5KgFKWbyNlqCQTT5orPcoQEYCnczSi2ucOqY2R/dCAiAU7mNRQxszvJMbMewSQEwBLqSK2Ic2YdijErT3SAExgR1WUsaNTC0/eC0xwOdEZA0lgNE1wtYCdiJ79guA5gL1ks3sGhY8EZBZlwCV3D71+fZcub5BY5xxpW2dWLRb4PI3SR59zaUARvdR4j6KhI1diyJnJsaCARgKmlvQpjaVb0VRAEwBQBEApZSCATWNQAJ7B3UyNIoRAJs7UI8HEFl5pzugHVD4g0nPi1+DHIvC3VRyNHBvcnztAyLNgkfh4oHs0lXkg09dtjpd0xs88kzwK3knNeCsOTNlvIj3YZoafH9rv8A/u4Lya4kk9zzKS5MegpezjgoKkeU5OTtgUja3yVgIwFTGgGxN7Ity1NARgLNwi/BqptCNwOhV7g9wngJgCyeGLNVlZm3Lh0U3buzlsARALJ6dGqzMxtb5JgC2NFpgjb2Czem9M1WYxAJgC17lh+6r3DfNZPBLwbLMjMAiAWj2fzU9nd0IUPDNeC1kiKARgJm4cOitsTh0KzcJLwaqaAARgKbJ6hMAWTNEw4zRB7LkRaBDFrORqEc7wZrLo66ldcBMAWUkmaRk12PN5fhrfTF3tT6P8o4LpeGtGj0RmRuppZXz1tbXSu31XTARgLNY1W19inOUlTFYmNDiQ7vHibHHd0OpTXBFSYxvfktlG+xNmalKW2OMcyB9Ezdt/AFstK2rM3nSOdSul0Nyw/dU9njPcfND0sw+oRhpXS2+yNPUqeyD8f5KHpsnoOvEx0pS2+yH8Q+ir2STuFH08/QdWJlpXS0+ySeSv2WTt+aXSn6DqRM1KUtHs8n4SpuH/hKjpyXgW9CqUpN3Tx9w/RTZI5g/RLZIN4NKUUVIqSFuApGxluARUseqZnsWK97OMp9xg8z1+SrHG2TbfCHR5YyMzJYz9nEWtae/Q/nSbSwaDjGFsrXmzG0NJ7ngT+a6dLXUJ2mRxF0hdKwEdKwFz0VYNIqRUrpVRFlAIgEQCvZTURORGo2q2ROdyafotDMZ57Bb48GSf4oyc0hACY0J7cM/i/JH7I7oQupaPMvBk8kRACexE2B46I2wu7LbHpsq7ozc0OxBb77La1Z8ZpaTYpaGr6TQw2Y+TkyO2WrVKwu0giiiiBEUUUQMipylqnIAyZTfetY3hdGZgeeaUcdvcrxdVpJ5JtxRvCaS5PI+NuGiv8A9QXzxfRv0htbDpDa5l4XzlvJfL6/G8eTaz6z4fnBf7BchciQuXEeygHIHI3JblRoinJbkTktypFITPzHoVlWjJNFg8is66MfYspyW5G5A5aoAHLPl/s/mtDkmcXE/wBFaCJkYeK2wngucw8VtgKJo1NaOCXc5Mco5scCloTx4KEY5VcT7jiwB8THF3xAHgtDYGD7t+q5/hrLbPoeC9zxZhZfqunvWfiC6I48CPh8m5TaYYaByACiDfM/EFRmZ+JarJjXkimGol75ndDv2Dv9EdeHsW1jkKV7Qzz+ir2hvYpfUQ9lbGOVJPtDexVe0DsUfUw9j2MeqSPaB2Kr2gfhKPqsfse1mhRZvaP5fzVe0fyfmj6rH7Dps0OVJHtH8v5qe0D8J+qFqsfsexn4iUUAR0vqz4AEBEorpAiqV0rpFSABARUrpW0WggoBMAUARgKWwFyOETNooWZER+9XqFmz5LlEY+5zWdqyc2enh0kZwuXc7DJWHk4H5poI6Liog4jlY9Cp6jCXxq8SO1xUca58FxdTmlZiwFsj/e62uUZnO4lxPqVSyXyiH8a0+WewaT3TGkrJC4tjZ6BOZN3Cy+oQ5fGTXbkdZRNJ7oGSNPWvVNpUsqfk5pafJj7optpjbUAR0qszBbaYxxCFqJqLHSY9hWmJwtYWGitDHKk1LuZ04O0dRma9vwEM8xwP1QHIJ+IrEHK9pZxxQh+KHPNPI7m7HvkJ6pL3WhcUNrRImyieKiijUyS6UpE1WpcEaKbKYOK6GHweFhaPJa4OBCxyQZpDIj3fhuASZeXNIPs4dl/9a/stet5cLyIYx9rky2XbNWCRxvquDgCaeC4HVIwU4XzC2YzDFlQRzuZJkSODIYwb4r4zUYtmV33Pr9PPqKMl2A1LNyRHk4kztvHLQ9t87u15LIHFe18WOOJj+xztjZOHbdNrkvFTGyvc+KvpXXc8f5aaln49GRwUpHSgC9U8oqldK6RUgAaUARUrpFgRqulGo0hlUrarUQUE1WqaipICAKUipXSCigFdKwEdIGBSIBFSMBIaAATA1EAipS2UgaVgKwEYapLRQCYAoAiAUjRAExgUARgKWzRGvEkEQkaQCyRpYQo1xbExlkhgoWkNVttYdKO7dXJt1ZOO2+AnG1GqUiAVCRAEYCsBGAps0RbCR1KYJHIaRAI3sexDGSkfEFoilCzAJgCOqyumjY2ZvdHvR3WMBMAS6zKWNGjeNPVW1ze4SKRAI+oZXSRpaR3CY1ZAEYCn6l+iliNgCsBZgEbb7lH1P6LWI0gIwFnaT3KYHO7o+pRSxMcAmAJIkcmNld5JPURLWJmgRmiaNDqiAWHF2455ZJHF+3wHH+30WxsoPQqMeoTvcayxV2GtRtS2yfylXvD2am9RBDWOQ9quln23d1XEniVm9UvCNFiZssdwrBb3H1WMBMAWb1T9Gixfs2gt7j6o2hp7FYmq2+ij6n2i+n+zbu4z90IhC09FkajaT3KXWj5iUoPwzTuG+aNsLfNZ2vd+IpjZD3S6uLzErbL2FkwPfjvbjuEcte68ixa8nn5/iTEl2GwYZA++6c0fkQvWb13deX8UTOlzmxuNhrQQPVXDJDwjbTY3kntkZ4PFWtwUc7RsfJj6nGkp69FoviDTtW93GlMWT1x5xsSD07/JeLaSOIJCHIjiyK9qaXkfDIOD2ehVrKdWX42LVwPpnJMavE6T4gnwzHDq0vtGIfcjza96M9pP8r2O9Irk4EWCDwIVvMl3PMnilB0zQ1Wktm8irbMOxUfUQ9mexj1bUhszfNG2ZvdPrQfkVMbSKktssf4giEjfxBWskPZFMOldIWuHQhE0hVviIKlapXtt/EEboiJsgqCKPq1n0Vbxg+8Pqk5OZBjwvlkcNho40q3Y/NBTYGpZGLp2FJkZOwxrR9fILzuFBkZE7dT1Bojv/l8f8I6E+aFkv60kOqZ7f+DidWPAeTj3WiGZ2Tk7yQ2TyHQLFtSadf0/+zsxYnFP/P8A9HYwG25w4AkElaji/wA35JGEdiQk8fdK1+0D8JTyrDx1O5zZHLdwLGKPxfkmDFb1cVXtXZn5qvaj+ELK9MifvYYx2ef1TGwR/h/NZ/aH+X0U37+4+ipZtOuy/wAEuEjY2Jg5NH0TAAFi3z/xfkpvn/iK0WrxLsiemzoc0bVzd6/8ZRbx34nfVaR18fRHSZ0mqwVzds9z9VYJ7rVfJL/xJ6R1GmuaJrm9x9VzASrtax+Tf/iQ8X7OoHt/EPqj3jfxBcwFGCuhfJt+CXiOm0gjgrWBkpaea0MnH3uC7cWthk78GbxtD1EAkaeoRWO4XWskWZ7S1EBe0DiQlPnHRZ5M8MfdjSbGPkDUo5H8qzvksoHFeZl18m/t4NljXka/Kd0ASjkS96+SByBy4Mmqyv8AkaKETy3j+ZzsOJrzfvrwa9r4+dUWOO7ivEuXh6luU22fWfFKtOqI5A4onFA4rnPWRTkDlbihcmi0C5L6onFCrKRmzTUsA7grNabnn/iogkLox9jTwiOKFytypy1QgHIHcQQjcgcqiI5reBWzGNlY38JnjzWnGKcjY2qr4qWgHFwChEn0/wACzsfoUbL4sJbXzXomO2l8OlnfHLULi0N4cCvU/o/1fJdrPs2RkSSRyxnZDnXRH/hWM8D5lZ85q9C1uypn0pRWouU8sFyFMpVSYAKI1VIKsBRHSiAsBVSKlKQIGkKOlKQVYFKUjpVSBn4rUWNmU4fGAU0ZcZ5ghfodM/OnikjQArS2TRH74TAQeRB+aDNxYTVdKAIwErEQBFSKlKRYgWqSuEcZcegtRzmA8XgLDqc7SGRMN2bKT7G2HE8kkjOCXEudzJRNS2CmhMaudnvxW1BImoVbVIxesH/hcYeRXMjFvA810tYH2ON6FYcRu1kxj+YKocRCf5Hp1apWuM6gkTJHN+EpaJqQUbI5weD+HmFoaeq5jU+GUxnuOoWkMrgcOo0MciuPDNtK1THBwsckyl0Jp8o8ScHje1kARiwhAR0nZJbX90YKCkVJrIyNiCVK28kSpZBbAEbVGq2qk0KmQBGAo1W1MkjU1hpLARpAbcfIdGQWOLCOoKZPkST5DJ5JZN6z4SHVXyCwtRWsp6fFN20b49RlxqoujVkZD5nl0khe89SbWRwtHaiccUYqkR1JSdsVslXSaAr2OKTx+i1P2LARUmtjPZXulG1lbkJpXsrRule6SplWjPsoqTt0eyLdHsp5HaEAK9lN2Sr2UALpWAmbKmyUdx3QFKAJmyVeyUUwtAgIwEQamMjUsdlMjTWRE9FswsKTIfTBw6noFmGX7PrO5ew1E6i0j4qNLhzauOO4rlno6fRyzfpewHRkKtldXU44Bly+yAiC/dB6BYdldMHuVnLJbXQkBHSPZVgIGig1EAipEAkykQBGApSMBSWgQEwBEAiAUMtAgIgEQCIBSaIgCYAqATAFJSKARUiARAKGWigEYCsBGAps0RAFYCsBGApKRGqwEQCIBSy0QBFSIBEAkaIgCIBQBGAoZSJSsBFSIBSaIgCMBQBMAUM0RQCcwIQFyPEmZNFD7PiFu8f8VmvkspSSVm2OLm6R3tKnxpsl7ZJY/wADYyfedfAPCbM0MeQHB4B4HuvMeGMHUZc2XUtZaIpozuomt5cBV+i9K7ms43bbNJpRlSFomqwEYC0JRAEQCgCNqRSIAjAQtTAFLLRAEYCoBEAoKQTVajVYCRQS8l4l/wD1Ef6Bf5r1tLy3iahqDfOIf3W+Duzo0jrKchopR6lqO5LU9gW2QtsEAsdwc08iFt0bWXaNTJDJNpJNEXb8Y9/MLnPSWSGN3cHg4dx2VUnwzHUadZYn1Fj2SxRywvZJDILbI02CEa+f+HNZ/UWoDCynl2m5PGIn7pX0MsIog208QR1C5MuPYzwMkXjdMBE1XSuliIpWpSKkCIorpXSYildIqVgWhck2A5wYCXkBgFknoF5T2s6/qZijJj06Di93l/krL4t1h2TIMHDJIJokfeP+E+VrdO0+DTYK3vCTIcOrj0+S7MeNd2dWLC1Xt/4/YzIyfaXhsTd3jxDZY0dAutpzdltkLm4EIJH1Xcx2UF0Q5ds1zNQW1G3GHx12spirFrYk4dFa5tX+SPNfdlKKK1yDIraoomhBtVtVK2q0QEiQq2qxMNW1AiWiZAVo7S2qwVomIaCitLBVrVMkZaK0tRaKZNDdpTaS7UtWsk0LaM2lLS7UtPe2FB2gtS1VrNsdEcULio4qlm2NI8T+kB/22KzsCV5By9N49fepwt7RLy9ry8vMmfXfGqtPEpxQOKJyByg9FFOKBxVuKW4potEcUN8VHFBatFGPUnVls8tlCeZStUd/xBPYhMf8Tl0QNX+KKQORIHLVEFOQOKtyFypEnPy+GQT34p2KUrO/aMPlSPFKp9jZdjdfBRh9++yXaK6jkPlSyoQhxsroeHsn2bW8Ka62ZRfoeC5am0QeHNdFcUcuaO+DR+g2/CpSx6NOMvTcWcGxLE1/5LdS8iSp0fIy4dA0hpHSlKRWBSiOlSoLApSkaiB2LpSkTgqpILKUVqUmVYFKUjpUgR+EbUVKL9IPiw1doGokiQrPc/VFtnufqgV8x5oFQzeO/EfqpZPUpbUbUE7S7Sb2pAmTGgB1KCHmSscj8HZp4UrHompbUbVgzrDVtQI2pAK1f9njf6Skaa3ay4/Lin6t8GN/+NTR2XM93YIXECmvvOw3kiQgq7XGdKDUQtRIGW1W1CrSA040mwfJdBnEAjiCuS00uhhSbQ2T8leKdOjz9fp98N67r/o0gI6UAV0uk8MiiukVKRgtRUrpWgCmq6RK2pAQBHSEBEnbCkSkSqkbVXUYumiNRKAIgEdRh00RWArARgKeqw6aIwLQyO1UbbW2CLyUvOyljFMhtNGOupjYe2yyKZ3K0sgibyBPqVw5vlsOJ0+56GD4zNmVpcHF3Cns/ku7u2dWhA+No5N4eiwXzWFvszofw2ZeUcf2fyVOxyOi7Aaw8KIRuxQ8cCCujH8lhyOkzlyfHZ8ato4DoT2VOipdmTFrosz4fJdcc0DleNnM3dKtlbHx10SXBWsi8EODFUrARqNpVuQqKATYggbSYxJlHb02eFuFJDNvA/aEjXNOx24JGbLv86TJd+1cAy+wHRYmyGle0SuDHo8cJvJ3bO16zLOCx9kgnm0FI1KXac4AajDVbUwBSxoBsaY2NMZHaZu1DotWJ3alJxahpYTVG0QQEwBEAipZWaIqldImgog1KzRFBqYArDUQChspEARUiARAJFooBGAo1FSgpEARgKgEwBItAgJgCgCYGqWaIoBHSsBGAos0QICOlYCMBQ2UiqRAIgEQCVlooBGArAR0pZSIAglxIJpo5Zomukj+ElMajaoZsnXYZfBCoAjAUjRQCIBQBGAgpE6KwEVIgFNlooBG1SkQCktEARUoAiAU2VZAEbVKRgJDBpeb8VRD2nHkrmC36f8AteopcTxVFtYUbwPhetcL+6jXTzrKjyh4ILTXCwkv4FdB7qFylZ3p0nJZieKpGqXAxsAzcaTFf8Z9+I9WkL0f6P8AxHcA07PcSY+DX9v/AEuPoeyNRj2xtijQ/wDOq4eq3pPiKQxm2B28b5tKJJ0eVqccZycGfbpGbJrmOYI6hUuX4a1FufhRsLr4Ww/2XVqjxXBNeV2PGacHtZStSkSkLBpFStWgRS854w1gYOI7GjdUr2++R0Hb5ruajltwsKTIfx2eQ7noF8d8RZ78zUJC9xc4kknuVvhh5N9Lh6krfZHf8FNM+flahkcYsdu1/wBXQLexzsjIfM/43GypoOO7E8GF1AOnfvD32QjwhxHddlUkj0Mbtyn/AGO3gNpvFdKPoOf9ljxGUBw4rc0bNDqVrA4MrtmvGoQOPc0iRgbEETfK/qhXn6qdzo4k75KUUpWsCiNRKKNTRJatUrVCCVtVK1oItqJAraqTEErVK1SZIbVdoFFomKg7V2htXauxUHaloLUtVZNBWqtUoixl2qtUolYy1SiFZtjPnXjh962R2YAvPOK6/jB+1r2R5UPyXFcvPn3PstEqwR/oRyBxROQOQdcSnIHFW4pbiqRaKcgcUTigdzTLOZqhuSROabaw9wEjUOM0nqrxjeNGfJdCNH+KGOQuKtxS3FaozI4oHKOQuKtEmXP/AGbD5ocYos7jCfIhZ8dybXBpDsdAFFMfsmDubSmclc7rdw6ClEFbFIW4oVFFuZM+w/o4yt/4ZiafjhcYj9eH9V6rqvnP6JMm252KTxtsoH5FfR6Xk5lWRo+S1cNmaSBUpWpSg5wKUR0qpA7BpVSOkNI2jKpVSKlKRsYwaQ0jo9ipsnsU9kg3AKkzZPZVsnsn05eh2fgxRRRfox8YWo1REgkitRqsBAEajb//AIqw1E9pDa6lS3RUI26M7ztutMjbQVshJIC0thK5XM74w4M6Klo3JQuiIUbi6FtRtUcFSAF6nyxv/wAf91o0htQvd3Kz6jxMHlH/AHW3AGzix+fFS/wotfnZrarQIlzG4TUSBW1IYStRrSUxsZSZVAAJ+MS2QHzUZF5JrIkh7dy5NQzmB9SDYPWuIWmKWOUe44H0K5WZHxDq581k2eNiwu7ElkjZ89qNN05OJ6NEAuHDmTxUNrbHZy3w6jE79p7h+qHjaOVxaNtIgFI3NkFsII8iiqlmSVSOlAEVJAUArpQBHSAKAVgKwESBkaraoAjAUWBAE0BAAnxBS2Oh8DeK62BBvJOPIcSsONHxXodOxyMGWblyAXna7P0sTa7noaHB1cqi+xfOvyT5I4MRodmyPDzxEMYt3z7K8EAThz+QBfXeguW8mWV8shJe82SV8tFbnyfX2oKkOmzh+4wGeW+lv8gsDps+yWshN9ASKWwNRiPyWyaj4F1DlPnyo+MmK8/6XWnQanjuIbI4xP7OFLp7vuEEmNBMKlia71Ce+D7oFNeRsMhkaHMcJI+44qOjbJyAB8yuY/R54ZN9pk8kL/wmyCnx5s0JEWrQbsn963kV0Y9RPF+DtejmzaTDl7oPIxK5hY5ccjou+yAyQiXFLJoD94c1nkgvpXkvS03yEMj29meJqdBLFyuUedfEQUvZXYmg8ljlior0lM85xMeyipNLUGytNwim2jFjqVAFdJWNIjSe6Y2+6oBEAk5FURpKfHaWAmsChzZSR0sFuOIpZssybqOgRFW2L68ei1TYVxmXF+1gHUcSuWwO4uhcGS1QJHAjsVWh5mRiZX2jZcaSO3tMfGMjsvLz5s+LI5J2j18GDDkw0vyHursUNNK6WrTQ5OTv4It1ttBc0CgHdaXP6rtx5nkim0cM8ShKkWxo7o9lA1NY2xapzXkVMrZPZWAjaD2V2lwXTKARgKNPkmtAKmvQ7AARAJmyrDUnBlJgAIwFYajDUtjLTAATAEQamBqhwZaaBARvdHDEXzPZHGObnGgF5zWvE0eHPLi4sW8yIzTi4+4P8rxuu52TqOPIcqZ7zVgcgPkiOJtnZi0zmrfY+kQ65puRt+z5Il2TRLRwv1WmPOxXH9swHz4L5f4ON40/qF6UFc+ZbJtI9bF8djnBO2e4ZsuFsIIPZMpeOwNQmwpQ6M2z70fQr2ONKzKx2TQm2OFrO7OPVaR6d33QQCIBHsqw1UcqBARUjDVYapLQICIBGGow1Sy0AAjAV7KMBIpMEBHSgCOkjRMGkQCIBFSzGmCAiAVgIwEiwQEbVdIgFI7IArVgIgEirI1ZtTxvasGZg5ltj1HELU0IwE4OmmF07R84IrhVLPMF2NZxzj6hIyvdPFvouW8LtPoMU96UkYnngsr+dLZMOaxZDXO/Z/GOQTR2Lsel8LY8pO8obHMHqCuL+keARZcGRHXD3DXUL1Hh2B0cYIBAPQ8wuZ+kKC9LM7G/aRuB9V0JfaeFPJeezneCdUOPlDHc6m8DGSvrQkGRDHMPvDjXQr8+4Uzop2OB5HgvtPg7O9uwtixZFgHuvPcfucff/ZjrsX29ReDr0rajcFGttc208+wUTQrLaNf0WLV8wYOnTTnmBTfU8lcYNug78I8V461cvyvZYHe5FwPr1P8AZeEbG2WUAyE2Qa6ladTldPkvskl3M+SZo7PaNVijY0MLywNHlyXXF8Uj3cOJYsR9TnwhF4cxIBE55bCNlnQmuvkuHpcZ3nvniOYXudWi2cMtaAC1oaCRdLyeJDFHlSGhG8u+C7pduZU6PO0ea4yOzDTWAnh3WiBhe9guhdklKg7n6LoYwOw53C3cB6LOctiswyuhkht1jlyQIlF5Te52znXAKiKlAEARWpSuk0IiJCiVoRaiilKwLUUpRMREapRMktS1FFSAu1LVKKhBqIVE7AJUEP3li1zN9g0+XIABLRwB7ngEnOgSc2oryb+Kqivn8nirUHjgWx+jf8rBk+JdTZbxlSdgBVf0WX1MT0ofE55ej6eovmOh+Lc2LUGjUMh0uPJwNge75il9KglbKwOa4EHiCOyrepLg5tRpMmmdTPlvid21reV/qXLtbNbftatmO7ylYHFch9dplWKK/RHFA4qOKW4ppHSkE4pbio4oHFUkXRHFA4qWhJ4q6A52b/zMnqqwz/wrPKwqzz/xEh80GGaheP5it0uEaP8AE0OKFxUcUDitEYkcUtxVuKW4q0IXk8YJPRYcZ3vroS8Y3jyK5eMffV+DSHY60J4hKJviriPuE+SXamCJmFalobVWtqMz1/6MstuP4mjY/lPG6P8Av/ZfaRul+d9Ay/ZdYwp+kczSfS+K/QTP2a4dRN45drs+b+Wx1lUvY64uwUuPy+iWosPqn6X/AAeVQzbb/wCBVtt/8CBVSr6uXpf8FbRm0FW2EFIVP1Uh7Q9sKtseaBSk/qJBtRe2OxVbQ7FVSlI68h7UXtBSx3CBUn9VIKR+Cxx5KUlq2uK+/PkWhiiraRiigkJgWhkdoYW2V0MeG1LltGoiWQo9xtHkvR6V4d1DOj28XDlfH/EIpg+ZXpNK8EAuAy53yP6x44/uV5Or+Rw4uGz0dLpZvmjwOPi7bwKXfw/C+o5MQlhwpN0eUjvdH5r61pOg4ukMG7xsbGefvOG8lP15Lp4cMOoZb8d+3TW2DtWXrwc/zUv/AG48HpQ0tPlnynD8D5E0ga828/di4/mVqk8EYUYONlb+LNc126aJL94CwDw6r7XgQMxZgIYWR8aJqz9V4/8ASlLBpmo42a2VjZbEjY74kg0eHouXT/I5886TOtYcK4kfnuaPYJBHFZ3BdTVXtlzsiWNtMkkLwOwJtct/NfXY22lZ4s+JCs7iYx/KulGNlgHYLnyDayYB6LpNUzfCNI9wlGqDinMasTVIFjU9kdpkcS2QwX0USmaKBmihWlkF9FvxsJ0jwGNJJ4AAc17nQf0b6xqAY+ZkeFAes3xn/o5/WlyZdTDGrk6NlA+fx4p7LZiafLO7ZgifK/tGLP5L7Ti+BfDuixCXVpWTPH3shwYz5M/9p0njHw3pbNzhu2gOTcaGgvMyfKW6xRbN44r7HyP/AOjtayoyI9LyiDxBMdf1WeXwF4haCf1TlUOzb/ovq7/0h43EjSc4s77K1aV4+0PMyWQTmXElcaG+bQ+qMfyurx9ocHPqNB1OZHwTO0jKwpN3l40sL+0jSFzXxbJ5L9aalh4edjmHLhiyYHjk4X9F8A/SR4ci0LWjHi2caVu8ivmO4+X917Xx3zMdTLpzVM8jU6B447l2PCB7ojcbiw9wtDNSyW/vb9QlyNpZ3L3Nqfc81wR0maxOObYz8qTm60esA+RXFUtDwxfgjYjvN1lvWA/IpjdZh/hSfkvP7RU2lP08BdNHo26xj9WyfRX+uMf8Mn0XnrV2l0IhsR33a1EPghkPzAQHWn/cgYPU2uKCial0IrwPYjp/rPKkkB3gYB0AXb07U45aE/2Z79F5dnNbYDVJZMMWi1FH0DDaCAb4HkV7fTcXeaU/HZW2RYvuvkmm5b4CCwkDqO6+qwZrcfSxPtfHHttP5r5H5zHKCil7PY+Kh9zZhb9jN745GiFz3xhspb0B4HyWyKY5ke+6kmx80MkZlYHffHBeJF06Z775EtaFoxBGJozKPswRteiWxv4lsibUZrnSbkQd3J06Gyd1GQeIpZMaDHxJJCceOS+W840utocIl8P48sl7Z9wG1zMxpa4grF3FtISaaEPdR4BjPQKZOJDkafJNIBbDRvr5Ul81swHDZliLbsbY4dQiEmmOXY8hNj5emZRl00vZXOE8iu5o+fiaq0t2d3kj9pE7mulkYrcjHkLwd5G0kUvKZWPcomZ7k7eIcOYXXujkVvuS5eGd7O011bUdEdjzXDyIDfJdvRNZ9sY/Gy6jzIxwvlJ6LTqWFG63Rj3+Zpdmk1zxvp5f+TytXo/MEePkiIWdwpdjIhpc+Vq96MzxpRMtIwEdK6V2SUAiAUATAFNmiKARgKUiaobLGMNJ7JOCQAjaoZpEa51qqVNRAKbKsjUcUGVNmQNxTuuNiZvOM/4Kpq1QybJWOaO6NGuHI8crQ7ejUN7LBC8PiNTADgD5dgs9IWxujynywzyRskNyRjk4pijBuSqRvn2N3AoBMYqATAFvZgkE1GAgajan1StgYCIBCAiAS6pSgMATAELAvK6n4qk0zX8jGkiEmNGAKHAg1alZHPsa4sLm6R5PWnX4g1QdpiFld7wrupmZcebq+bkwghk0m8o9EIPELqij2sS2xSH+DTQyW+i9OvM+FRs5GQ3/AM5r0i4dT+bPU0v4h2vSeDp/enxyeFbxo/qvMLqeHJtzq8B6Pth+aw7C1WPfiaPdUoAoraq6qPnNheyjAVK2pdRDUA2gK2gKmomqeoikggFYCjUaXURaTJsqw1RW1S5IpJk2UQCtqsBK0UrKAR0rVqHRSsqldIqV0o4LKARNURNS4AjVaitHAHF8TYPtGJvo23JF+beq8a/gvpnNq8pr2iOZIZ8RltIstH3SunFktUzv0OpUHskeUmWPaAmZbQ/jVXS25HCw7gVzMkHitaPfgtx7zRJnSYg4UwcOPMJPiqMT6PkxHjcdiu44rn+ENSGQ32eY1ktHThtBdrPEckEjQ2nldS/E+e1GN4s1M+OxEjj2P0XufAuqugmDXOsh9leKyYxHPLGL4OIF8+BWrRso4uWyToei48iuPHc9Dap46Z+hJAL2hyIsLga9r+NpkggyGkh2ySQe5pFo2u440UTZJcRCKOy2+HRfH/FevS5msvyIw8RscTED1o8FnDFudrszx8GmcsjUvB9e0fxLhag4iIFh2iNi7I9eyX46eJNLj3FkEmQjyA5/U/mvj2DrlAND3xmM72Yt4by+bB5+a9fofiYTzu9tlY50lAQsdwYB921bhLGnwdH0ahNZI+DzWSCZC08L5/4XX8D45yfEWJ0G8B+QXoNU0DBliOdhXFJGTLM29oUBfPkOKzfomjhn1bfh9yRgktI5cOaeOP3I6MmoU8En6Pp+sSN3bhtM2+gdxF+nVebjdtyvpkdhxBLVu8RZsbRsNYDku+E/hHdZ9IwpJGMdWzEOp6+i7c+ROR5GCPTx7nwbsOMvdQ4AcSewXQPlwA5BSOMRM2Wcuvmrpefny7+F2MpS3sqlFdKUuahWUorpFSKCwVEVKUrSERWorToRStREqSAiFErVpElK1FatRAqlaiidCIoiUToAUSiiKArqvMePptjTY2dXPH5L1C8L+kOa8jEgHQGQ/wBFlmpROvQQ36iJ5cFZs93uMHcptrHqDuMY8iuFLk+xxx+4zbXEHsV6jw94hm08tjlcXY3Ig/d9F5O1oDuCtovU6eGeO2aN2dJt5s7+7yVlLlrGGS0Oe6rFqeyRdS8/NO0RCUYrajAXIC5dP2eEfux8yq2Y28mgfJFldQ5dOdyBPoFbYJT0r1XReUpxVJj3mT2V3UhRuLXEv/JarQE8FVsds4+qwxRAu2iZHnl0WDDdxlHoUWfPv8h7unIeiz4zqyq/E1dcI8Gq7G1A4qOKq1pRFlOKBxTJQ0DgbSHc1aJJzXKj4Sn1XUtct/DLePNV4LgdNh+yKWrZ+x+aBEOxEu4SloVFdEBsJBBX6G0HJ9s0bCnu95C0n1pfnYFfav0Y5XtHhmFhPGFzoz9bH9VxayPCfo8f5aFwUvR65REpS808AGlVI6UpNABSqkSpXRQFKUjVJpDBpUjQp0UDSitA57RzcB80toz8Cq1OStfolnyDI1MYhaiYmI1wcCF9X/Rro+HqOmvnEeOZ45NiR03Gu1MXyRjqXr/BviSLRWZceQJDFKAQYxZDgvL+TxZcmBrF3OvRShHIur2Pr+sazDpcW4igfmkDiZTsBvowdF5HM8X6nI3cwStxo6qoWgfmuNn+OMOabex487zsgEPIFrzOTr5MpOPAyOz947a+f03x0/5×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)

What are Same-Game Parlays and Arbitrage? Fast comparison

Quick definitions, plain: a same-game parlay combines multiple bets (legs) from one event—e.g., Team A to win + Player X over 1.5 goals + total goals over 2.5. Odds multiply, so payouts jump quickly but dependency between legs increases variance. Arbitrage (arb) is finding price differences across bookmakers so that, by staking the right amounts, every possible result yields a small guaranteed profit.

Which is harder, which is riskier?

SGPs are simpler to place but fragile: correlation often increases variance (a red card hurts multiple legs). Arbs are conceptually safer but operationally demanding: you need multiple funded accounts, fast execution, and a clear plan for tax/KYC/limits. Both are affected by bookmaker policies, max bets and account restrictions.

Mini case 1 — Same-game parlay example (numbers)

Example: An AFL match — Team A to win (1.75), Player Y anytime goal (1.9), Total goals over 12.5 (1.6).

  • Combined decimal odds = 1.75 × 1.9 × 1.6 = 5.32
  • Stake = AUD 20 → potential return = 20 × 5.32 = AUD 106.40 (profit = AUD 86.40)

Reality check: If a single correlated event happens (e.g., early injury removing Player Y), the parlay collapses. Compared with backing Team A alone, variance is much higher. Expect long losing streaks; bankroll sizing is critical.

Mini case 2 — Simple arbitrage example

Two-way market (Team A vs Team B): Book A has Team A at 2.10; Book B has Team B at 2.10. Arbitrage formula: 1/OddsA + 1/OddsB = 1/2.10 + 1/2.10 = 0.952 < 1 → arb exists.

  • Total stake = AUD 1,000. StakeA = (1/OddsA) / sum × total = (0.476/0.952)×1000 ≈ AUD 500 to Book A.
  • StakeB = AUD 500 to Book B.
  • Either outcome returns ~AUD 1,050 → guaranteed profit ≈ AUD 50 (5%).

Important: you must fund both accounts, accept settlement/processing delays, and factor in transaction fees and potential voided bets.

Tools and approaches — comparison table

Approach Complexity Capital required Typical ROI per trade Main tools
Same-Game Parlay (manual) Low–Medium Low (small stakes) High variance; occasional big wins Bookmaker parlay builder, calculator
Arbitrage (cross-book) Medium–High Medium–High (multiple accounts funded) Low % per arb (1–5%) Arb scanner, multiple bookmakers, fast fund transfer
Matched betting (promos + hedging) Medium Low–Medium Low–Medium (varies by promo) Oddsmatcher, calculator, promos

Step-by-step: How to construct a sensible SGP

  1. Pick one event you follow closely (local knowledge helps). Avoid piling legs you don’t understand.
  2. Limit legs to 2–4 per ticket. More legs multiplies variance exponentially.
  3. Check correlation risk: red-card-prone teams, player rotation, weather. Reduce stake if correlation risk is high.
  4. Use a parlay calculator to estimate payout and implied probability. If implied probability < your estimated true probability, it’s at least worth a small stake.
  5. Size the stake: keep SGP tickets ≤1–2% bankroll. Use multiple small tickets instead of one large one to diversify variance.

Step-by-step: How to attempt a basic arbitrage

  1. Open accounts at several reputable books and complete KYC in advance. Fast cash-in matters.
  2. Use an arb scanner or oddsmatcher. Scan frequently; arbs evaporate fast.
  3. When you see an arb, calculate stakes precisely (use the 1/odds sum formula). Include fees and currency conversion.
  4. Place both legs as close to simultaneous as possible. If one bet is limited, adjust quickly or abandon.
  5. Log every trade: stake, odds, expected return, actual return. Track ROI and flag books that void or limit you.

When to pick SGPs vs Arbitrage

Choose SGPs when: you have event insight that the market misprices correlated outcomes and you accept volatility. Choose arbitrage when: you want predictable small profits and you can manage capital across multiple books and handle operational risk (limits, account closures).

Where people trip up — Common Mistakes and How to Avoid Them

  • Ignoring correlation: combining legs that depend on the same match event (e.g., Player prop + team handicap) often increases downside. Avoid or reduce stake.
  • Overleveraging bankroll: chasing large SGP payouts with oversized stakes. Fix: set 1–2% per SGP ticket rule.
  • Skipping KYC: waiting to verify when withdrawing triggers long delays. Fix: do KYC upfront on all primary books.
  • Forgetting fees & limits: transaction fees and bet limits can erase arb margins. Always net them out before executing.
  • Using thin books: small bookmakers may delay or void suspicious patterns. Track reputation and avoid risky accounts.

Quick Checklist before placing any SGP or Arb

  • Have I completed KYC for the books I’ll use?
  • Did I calculate stake sizes and expected returns (including fees)?
  • Are legs independent enough (SGP) or are odds locked (arb)?
  • Is the stake ≤2% (SGP) or ≤5% total exposure (arb) of bankroll?
  • Am I prepared for settlement timing and potential holds?

Tools and software recommendations

Use reputable oddsmatchers and parlay calculators. For safer practice, open small test accounts and run a paper-trading log for 30–60 days. If you want a starting point for exploring markets and practice, check a regulated platform that offers a parlay builder and transparent rules — pick platforms with clear terms and quick KYC because delays kill both SGP opportunities and arbs. You can explore a sample platform listed here for demonstration purposes, but always prioritise licensed, reputable providers and local regulatory compliance.

Regulatory and safety notes (AU readers)

If you’re in Australia: playing unlicensed offshore casino-style markets for pokies and casino games may be blocked by ACMA and provides no Australian consumer protections. For sports betting, use licensed operators when possible. Always complete KYC, be aware of AML checks, and keep records for tax purposes. If gambling causes harm, contact Gambling Help Online or Lifeline (13 11 14) — there are free, confidential resources available 24/7.

Mini-FAQ

Q: Are same-game parlays mathematically worse than single bets?

A: Not inherently — the house margin on each leg multiplies and correlation increases variance. If you have an edge (true probability better than implied market odds) across combined legs, SGPs can be value. Practically, they’re higher variance, so treat them as speculative plays and size accordingly.

Q: Is arbitrage legal?

A: Yes, in most jurisdictions arbitrage itself is legal. However, bookmakers may limit or close accounts that show consistent arb patterns. Also, some regions restrict certain types of betting markets. Ensure compliance with local law and the bookmaker’s terms.

Q: How much bank do I need to start?

A: For SGPs you can begin with a modest bankroll (AUD 200–500) and tiny stakes. For serious arbitrage, expect to need AUD 2,000+ spread across several books to capture meaningful returns and cover transfer friction.

18+ Only. Gambling can be addictive. Set deposit and time limits, and seek help if play becomes a problem. In Australia use Gambling Help Online (https://www.gamblinghelponline.org.au) or call Lifeline on 13 11 14 for support.

Final practical rules — Short, usable

  • Rule 1: Size SGP tickets ≤1–2% bankroll; treat them as lottery-like with occasional outsized wins.
  • Rule 2: For arbs, always net out all fees and set a Minimum Acceptable ROI per trade (e.g., ≥1.5%).
  • Rule 3: KYC before you need to withdraw; account closures are the main operational risk.
  • Rule 4: Log every bet and review performance monthly; the numbers tell you if a strategy works long-term.

Common mistakes (recap) and quick mitigations

  • Chasing streaks → enforce daily loss limits.
  • Underestimating time-to-settle in arbs → plan liquidity buffers.
  • Ignoring book limits → rotate books and avoid repetitive patterns.

Sources

  • https://www.acma.gov.au
  • https://www.gamblinghelponline.org.au
  • https://www.pinnacle.com

About the Author

Alex Mercer, iGaming expert. Alex has 8+ years working across sports betting analytics and product operations in Australia and APAC, specialising in market pricing, risk control and player protection. He writes practical guides that balance opportunity with real-world operational risks.

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