Hold on—before you tap “Place Bet” mid-match, here’s something useful you can use right now: a simple, repeatable checklist that helps you decide whether an in-play wager is worth the risk, and two bank-size calculations that show how quickly small stakes can evaporate. Quick wins: set a session bankroll, pick a max loss per event, and always check live pricing liquidity before committing.

My gut says most beginners jump into live betting because it feels exciting, not because they’ve thought through the math. That’s fine—thrill is part of the fun—but the easiest way to keep enjoying it without wrecking your week is to treat in-play bets like trades: define entry, set exit, and respect the stop-loss. Below I’ll show how to do each, with examples, tools, and where to get help if things go sideways.

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JjGMhKJMFUICZC0olpRFPMQaJBimklNAwtASKSiWlBsiAkFNMS0oilotBotApotBokC0okowpEGiBTRBokUtKaS0ogWiDRIqhAWgJRJTSKTGMAtKJKIESWlNCqEGmaZFNKJaUGiLQFpBmlkNLMhKILAWiBmkaW0SGlAIgIFNEDEC0tFVCBaBWcmJKCv0Mx0Nx434yvRIaqpzEgx52ImEweAtFAXYz70wCZV5se97jxkmED9ltl6qugXkq9BfXuPpD5HOOB9VTS9dDHL+GmTiyR8uTG8hjGONyMYxQEmMYDFJ2EmAx+O6wdZD1rE9/H8x+7vMWJ4lme75vInlrKdaeZUT0a72/uPE05nDPZbeBLgMAt4lECFdfRaAn1DwiUSUZVhAwGEBIPK/0MXgpJb/AEMHgpAUtMAkUmaDRaBQgJlpj9EP2nP4ofnP0Q/ac/igHjyYBAwgJFYppJYGEBI0oxJQCICRVNMS0ogRAQrFElAJjGATGMZVQgJkLSiWlEUiBiBKJMFU0QaJAlElBsiBiC2mJaU0gozTNM0KpogJAlElGFIg0QqmiDRIFpTSGltIEQEiqEBATGKIrNEzTNASiSiBaINEKxTSWlNMhLIEC2mAWkaJZBZkJRAgU0TNMRolElALRJKaQYokoKTA0SBKJKaAiS0QEokzTIoQEKTGM0Cj3VimzE+FeLN6eH/PznpT9NBP5PVRyfeZw7wM3jmFieJfTmMY4HOkxRgJKMYCTFGAwgIHinhbPEsb+HJexT0c0ToZFjkTCp8p9DjB4KmBtRH0X8eS9huL8MWry9GYuohfBJ0ZE8FTgp4zkcTIg8DIpsgdfRaAn1DwyUSVyMqxjGA2BMYDyv8AQxeCknkf6GLwU8ZFYQEikolpQGEBDRaeeH7Vn8UPzn6IftOfxQyPEIGIEQEKoWgIGEBI0xRJRAiBgpKJKATAURWKJKATGMAlEcxMqoQEyEokxFWYGi0BMYogwgJFJRJQGaJmiRtiiSiBaW0hotCqEBIEokzQq2i0kowM0toNFpFZpZLSmkCINEKzSwEgSiGltClpgaJAtKJaUQZpQCFU0zTNMZCWQWAtM0BI0WlkNLMjNLIaWQLTNAWholElAZpTQaLSDFElAYWgJAlElN4BWaIC0BKJKMhMAhSU0kppAiAgfQWmo66lRrl9/HuXw5f89x+4+ZoKjyepR6+Zwd4H0yKi704cjhtHEuWk9klGMZbYxjAYxjAYxhA30TYMYMokjbKzoyIiop6upt0kfvoPhGdnNP3ntzcCxMwTES+aE9/UU8U/pG7+1OJ6+a2uT0Lun3LuOSLxLjmkut4gJ9U8EmMYyqjEtKATGMB53+hi8FPGW/0MHgpBFLTAJFLSiWlAYQENMfoh+1Z/FDwNRXKiImVU8zlSOJ8Sb1VcuUyPGIGARASKoxJTQEQEjTFElAJgaJFJRJQCYxiKSiTAU0QEyExjBVNEBMhaUQJFU0QaIC0xjNIKFoCRS0okzQ2toktKaQUZpJRAi0BCqaJDSyBKJMFU0oGiYGaW0GmaRVNKIaWQLRAQqjGMQLRaAtCqaINEgWlElECZpjAW0SGlGVIgIFCDRI0WlEtKMhaWQLQKaLQHBGiUSUAtM0BIEokoDCDRIpKIaIFNFoCZCUS0oDCYwUlElEC0QaYBae7s9V0mdQ9d6J73vTsPSHkYrmuRzFwqLlFMTHKxPD6riY8FHUJVQo9MI/75OxT9BxOcGEAMYxgMICBjAIA0cgIGx3mAQOrQgJ9e+bJRJTQrGJKMhMYwHmf6GDwUg8j/AEcXgp4yKwgIUlEmI0oURXKiIm8yIqqiImVU8rlSJFai5fzVAM5UiZ0WL8IvnO7O48abgEyKM0kpoUiAkFGMYBEBI0xRJQGFpjEUlElAJjGIEwCFU0QaJkYTGCqMYxkIgJFU0SGlgYQFpFYtoC0BM0zSiNlog0SDFNJKIpEBAoWgYgowCFU0olpRgZpTSWlNIpaWS0ogRAQqjGMQLSyBCqaICQJRJRBhAQEokoypFoC0NKaIC0gWlElGQtECwM0ppItI0SiTAUIGaBRRJRAtMDRIrCYoDNEBMhaUSUFJjGIEokoBEBAxYNM0g/RSVDqeXppvTmnah9FDI2WNJGLli8D5Y/XbqtaWTfvjXin7TExy5KTw+hMQxyOYjmLlF4KhRxuRjGMAmMYAMYwCYxgMZpjAdWjNMJ9e+bJjGCqMSUZCYxgPM/0MHgpBb/QweCkEVhaDRIrFomVRETevAlEVVwm88+eqToovwi8V7A0yqkSdFnpOa9h4wEDCAmRRmklAIgJFULSCgEQEjTFElEGaICFJRJQGFoC0gTAIVTRBomQmAQqhaQUZC0TFEVhAQM0QaJBRjCFZotASCmiAkbLSiSmgKdxbSBIqjElAIgJFU0ppLRMBLaQU0ilpZLSiBEBCqMSUQItJaU0CmiDRIrFklECYBAWlElGVItBotAoWg0WkaLSiWlGQtLIECmiBmkaUYCwM0QaJAlNJKATA0WkUlEmAoQFpkJRJQUtEBIMUSUAtEBIKMZpgFogJFfsoqxad2F3xLxTs70PeMc2RqOYqKxU3Kh8yfpo6t9K/dvYvFqmZhuJfQGPFTzxzx9KNd3NF4oeU43IxjGADGMBjGMBjGMB1bEBPr3zZaU0gtoVhAxkJuRjEHnf6GLwU8Z5H+ji8FPGGmFvHDeJk3rhDy7oUxxlX5CCs9SmEX4ReK9h4WmM0ChAQ0wgJkZpTSSiBFoGaFJRJQC0QaZpGi0okogzRAQpKJKAzRASBMBbQMICZVhAQrNLaQ0oyFpZDSyKksBaBhaAkFCAhWEBIKEBDZKJKIEQaJFUZpjNAWiDRIKaIC0wpKJaU0SpEGiZFiS0oKxRJRAtFoC0ChASKWlEtKIMIC0BKJKaZUi0BaBTRIaWRolNIaLQLEBMimmaS0ppGiWQXyAzRBokGLaQLQqzNBokCY3MwFFEiZC0olpQUiTgogzSiSgEQEgoxJTQEQEiqFoCBcMjopEdG5WL2oe5o65s3vZMMk+RT0hRmY5WJ4fSgenpq2SLDX/CR9i8UPaQTsnT4N2V5ovFDj4ckTy8oGENMYBABNzMB1aM0xj6982RaAhVGJKMhMAkHmf6GDwUnGV7y3+igTnhR3Qp/a/MGm3Qp/aL8h48gJAlNJM0ChAQ0wgJkYokoDCYxFWYkoBM0zTEaJRAkFtMAhSYBApog0SDC0BCqaINEyMICFYolpRkLRAWgUIGaRS0QEgoWgIUmM0xBQkFtI2xbSCwM0oGmIpKJaUAiAkVTRaAtMBaUSU0KRASChaAkCUSW0is0WgLQKEBIrNLIaW0gwgLQEokoypFpJTQKMSURotLaQ0tpkItAWgU0QaYjREBAoQMQIgLQKaINEikokoDNEBMhaUS0oKRBokGKJaUAiBmkCUYwC0QEiqaLQEBKJKMhaKblRU48lRQEK/ZDcJY8JInWJ8p7CGrhlwiOwvY7celaYnDUTL6Ex6OKeWLzJFx2LvQ/XFcF/pI897VwY4aiYexMfmZWwO++Vnih5o5GyeY5H+Chp1dMZpmn175stFpigrGMYyEwCB+jrGthjwvwiJ7DxZ9pJRFYWgZoVRTSTNIKEBDTCBmmQlElAJjNM0ikokoDNFoNEjRKJKAwgJFJjGaBmlg0zSBFoC0ChIaUZUiBgLaYksyrCAkVQtAzQEQwLSChIKCkQEjahaDRaAlElNIMUS0oisUSU0BaLQEgoppJTTCs0okoBEBIrNLaAtIFpRLSiKRaS0QLEBIrNFoC0goWgICU0koypFoCBTTNJaW0jRaUSUZCIC0CmiQ0ppGiJigM0QEgwtAsDNEGiRSUSUBhATIWlEtKIpEBAzSjGaAi0BIKMZpgEQEiqaJDSwFpRJRlS0QEDNKJKIHJgEDG555mMZV16FoC0+ueATNBohVC0DGQmM0wCZpjNIqjNMYKozQFpBQgIaYWgLQMUSUZGaJjECUSZoVTSmktEjRKJKaBhASKwtAtoGEDECIGaAlkFGVJjGASyCzKsIGaAlNMZpFIgJBiiSgpEGiQUJDSw2SiSiBM0GiRSUSUAtFoC0gppTSRaYUlkFtIMWQIVQgJAlElEVmlAZoFiDRIpaZpmmIKEDAUUQWZUiAgZpbSGltI0SiSjIRJaUBTRIaURpRTSBAoQEgwtAQq2iS0SBKJKMhaICFU0QaZpAiAtAoSC2gZogJBRjCBmiDRIqmlEtEBKJKMqWiBgFpRLTEFCAmRjGMGnXoQMfXPnyICFUYxjIwgICYBIqjNMYKowCQUYwhpjNMZoC0okoyMICQLSmktM0KoQaJGiZoCBQgJFJjGaBiiSiBEDNASiSjKkzTNM0BKaSUZUiAhWaW0GmaQIgIGKMYikQaJBmlNMZobLSyGlkCINFpFZpRJQCIC0gpotBomFJRLSgqmlECQU0QFpAlElEUiAtCqaICQZog0QKaINEgwgJlVtMZpgFpZDSyNEogsyM0olotAtpiSiNEQEChBokUlElNAzSmkiQJRJRkIkiFW0xLSiBEBAoQEgwgIFCAhWaJjEFNFoFNMjFElBSICBiicFEGEBAxjGMtOvRjGPrnz5aINEKozSSjITGaYBMYxFUYxgpMYxBYtAQMZpjBolElGQmASDNEGiFU0QMGlFEFkGEBIrC0xmgUIGaQJmmM0BMYoypaYGi0BLILMqwkiAtKJaURSICBQtILaQZogJFZpYCG2ExiCmi0Gi0ilpRJQCJJRBTRBohSUS0ppgLRBotIqhaAtIEokois0okoChAWkVmiAkFCBgEQLaFZpQGMi2iDRI0TNMU0yM0QEBaUS0ojREBAzS2gJAlElAYQaLSKSiSjIRJEKtpmmaZpAiDRaBQgJBhAQKFoCRSUS0poGaLQaIC0okpplSIC0goxjAJgENMYTGR15MYx9c+fZpQNEDFElNMqTGMFJgEgoWgYKTGM0gsQENMYxgEokoyMINEgWmBohVCAkaJjGApog0WkVmi0GiBRjGIFogZoCUSUZUmAQEokpplSZphaBmlGaYikQMAlNJaURSJLSmkFGMYNkQPHU74Jfir8xEeTrGpxcg9bH+Gh3UsCo+wWxzt6rTRKv6iH7msZu3J7Dvfwf/wCnnf8AIcf4ukOcmPJVrmtqV/tpPpqeM6NoekppRImVLSmklNCqKJKMBFoGIq2iAkCUSURS0Wg0QKaIGaRS0QLIMICBiyBCqKJaUZGaWQWRphAQKaINFpkJRJRGiYMn0GgtP/6TahjonOe2lib11RI3cvRzhGJ2Kq/Jk5MeOclorDjveMdZvL0PSyqom9/YiZMyRHJuVF8DtNabVRWmkbTW6lipoU+9YmM96rxVe9T0ertGW7UdK9ZYmQV6JmKrY3D0XsX8JvcvyLvPRv8AS7RXmJ7vOp9Tr1cTHZ15KIc18UkkUrehLG5Y5G9jkXCp7UHJ5Ux0vVU0SMlZIqmlEopRBiiSjKqaZpjNIFvEQECmiAkCU0kpoGEBIpKIaWAtEGiBijGMqRaAkFC0DAJjCZaYxjAdeTGMfXPny0Wg0QrFElGQmM0wGEBIqjGMFJjGaQLSyGltAxjGDRKJKMjCAgYQEiqEgpoFGASNM0ppJWQEQFN67iKoxJWQM0QEgTGMFU0SCkUyKMGccTZAsWkZLTeZUlEtMRVmM0QMUSUQYQEKSiOI5wQURU/a0vxV+YvJE6/xeX4q/MUl3Z0//IFr/RIvoIew7D1+nt9gtn6JF9BD2HM9yPa+fn3OkU65qqhf7aT6akFTL/Gaj87J9NTHg38y+hr4YQMRtTSiMi1cmeE5W0sjIoplpQtASKtotIKyBRRGTIpB5BPHktFIpaWQ0sis0sgSCsmMYBFpJQFCRnBSKZVTSyGlEaItA2QLaJGSm57DIoo8ecCigWfc7HLxT2zVUlNVubGy4RpCx68OtRctT15X14TmfCGciOYqPTKLyU5sOScVotDjy44y0ms/Ltwq54H5blW09uop6ytlbFTQMWSR68kQ4AtW0PUdtp2wtrY6qNqYb5XF1ionxkVFX15PWag1NdtROb9latXQtXLYI06ESL245r45PXt9Sp08xHd5FfpuTq7z2esqqh1ZWVNU5vQdUTSTKnZ0nquPlIySY8Ofuty9qOzlTRWzy033TFuuVXVV7JqiLpObE9qNRcqm7Lcn0EOyjTzHJ1klxl7nVGPmRD2mytETQFmTn1K/SU+sPosOphmkTNXgZNrLF5iLS6wXynipL9c6WmZ0IIKl8UbcquGouE3rvU/I0/fqtf8A6tvf6bL9I9ainzuaIi8xD38VuaQ8gtJauRacLlWIC0gTNMYCmiDRIEppJTQMICRS0okoBaICZFCDRCsINEgoQaLQ0zRATIxjFAddzGMfXPnyJJQFGJKaZVhAwC0QaJFUYxgpMAtAszSWlEaJjGASiSmmRhASDNEBCqMYQMYxuYHP+zbZDpzVGhbTdrjJcmVlVGr5Opqeg3PTVNyYXHA+mTYBpJXfbV59dUn+6e/2Er/1Uae/Mu+sefetO/XFXiOzzL5bxae7qPYdmFdqXVd5o7KjoLJQV8tMtfU++TDXqnRaiYWR2PBO1Tmqw7FtIW2FiVtHLdZuclZKqoq/m0wz5DkWgo6egpm09JDHDA1VcjI0wmVXKr4qqqo1NXT0uPKp4YUXh1r0b85a4a1S2e9+0PlZdmWipY+gumLSifkwIxfah8XqbYJYquN0mnauptVRyjkctRCvqcvST1L6jmOKRssaSRuY6NeDmrlFLNTjrPmGYy3rPaXR7VOmrrpS7Pt16p+qnTfHI1cxzN/DjXmnypzRD053M2laQptZ6amt8zWsrGZkpJ14xS8vUvBU7F7cHTSSKWCaWCojWKeJyxyRrxa9FwqepUOhmxenL0sGb1Y/sGA5P2K7Ok1dWSXO7NclipX9FWpu8qk/Az+Cm7K+rtOOlJvPEOTJkikcy9BoTZ5fdZSNfQRNp7cjui6tqEVI/BqcZF8N3aqHN+nthem6GJq3iatutRj33SkWGLPcyNUXHiqnKtPTw0tPHBTRRxQxNRrGRt6LWonBEROCHlO/TBWnnu83JtXv47PkYdmei4WdFumLTj8qmRy+1T8dx2S6JrWYWw09O7k6le6BU/UVM+s+wq7nQ0bkbV1tLTvXgkszWr8qn6IpWyxpJG5ro14OauUU5emn6cXXkjvy6/au2DzU8b59K176lE3+SVioj1+LImE9SonicM1lJU0FVLSV1PLT1UK9F8Mjei5q96L/AMqd6j4vaNoK361tqsmxBdImu8nrEbvb+S7tavZ60wdfLrRPers4tuY7XdQzH6Lnbqq0XKrt1yhWGtpZFjljXkvd2oqYVF5oqH52nn2r0vTraLLaJLRMKTAIFH0WjdG3nV9W6G0U7eojXozVUy9GKLuVea9yZXw4nk2eaSqtZaiZQQOWKliRJauoRPRR54J+WvBPWvI7Z2S00dmt0FDboGQU0LegxjU4d/eq815na19f1O8+HV2dn0+1fLjnTexLT1BE115kqLtU/fI5yxQ57mNXKp4qp9jDoLSUMfQZpmzdDGN9FGvzofTH5a+4UVvj6dfWU1LH2zSpGnyqehGPHSO0PNnLkvPeXxN72S6Rucaoy2/Y+XlJQvWLH+HzF9aHCm0bZbd9KUlTWUzludqa1VWZjMSRJj+kb2flJu7cHZ23Xe3XL+TrhSVeOPUTtk+ZT9kjGSRujkajmuTDmqmUVOw474Md4bx7GXHPfu9dpdelpm0O7aOFf/bQ9mvFDxU8MVNBHDAxscUbUYxrUwjUTciIeVeKHM4JnmXR+RczS/nX/TUzQl9PP+df9NTZwmVPBt5fRV9q2NdI9jGNe+R6oxrWplXqvBETmpyxo7YxcrixlTqOoW3QrvSmjRHTKnevBvhvXwPstkGzxlgpI7veYWvvUzcsjemfJGryT8pea8uCc88p5PQw6kcc5Hm7G5PPGN8Jb9lGjqJjUdaW1T04uq5Hy59Srj2Ie0fs/wBIvZ0V05aOj+RSsT5j9N/1dYdPL0LzdaWllVM9Uq9KTHb0Uyp6am2raLnlRn2djiXPGeGWJv6z2oh2eMVe3Z1erNbv3eov+xjTtdGq2p1Vap+XVvWWNV72Pzu8FQ4c1loe86SmR1fE2aicuGVkOVjXsRebV7l9Sqdq6SqgrKeOekmiqIJEy2WJyOa5O5UNW0kFdRy0tZEyemmarHxvblrkXkqHFl1MeSO3aXJi28mOe/eHTBFE+u2naOfpC+NbTI59pq8uppHLlWdsarzVOS807cKfItPIyUmk8S9qmSMkdUOSNkWirXq6lur7o6rY+lmZGxYJejuVmd+5T77+BbTWftm7Y7PKU/3T1Hubl/iV/wD0iL6tTmY9XWwY74omYeRtZ8lcsxWXWPV+i3Ra9XT2laeoqVSnilckknT6CrnLnu4MbjH7OODkLTWxe3U8bJdQ1UtfUY3wwuWKFPWnvl8cp4HKUdJBDUzzxxRsnnVOteib5MJhMr3IeV8iRtVz1RGpxVdyIbrqY6zNphm25lvEUiXzMGz/AEnBGjWaftzsc5IWyL7Vyp+K4bLtJVjFRLU2kdyfSSOix6kXC+tD6aK9WuWbqYrjQvl/FtqGqvsyewz3nL6WKY8Q4PVyxPmXX7V+ya5WlklTZJHXOkbvWFUxO1PBN0nqwvcpxvwXflO5TuQcT7XtCMrqaov1nh6NdEnWVMMaenYnF6J+Gie1O/B0dnRiI6sb0NbemZ6Mn/64PE8bXZTKcCs9qnk8PVU5URMruTmqn3ekdmN6vrWVNaiWyhdvR0zMyvTuj5eK48FPp9kWgY5IIL/fIUer8Po6eRNzE5SuTmq8k5cePDmZNx6etoxMdWR5ezvdM9GN8Ba9k+mKNqeUQVNfJ+FUTrj9VuE+Q90zQmlmsRiaftnR76dq/KfS9I/C+8W1svVPuFGkv4Kztz7MnoRixV+IefObLf5l8nddlel66NUho5aGT8OklVmP8K5b8hxxqnZTeLS19RaXrdaZu9WNb0Zmp4cHerf3HYFqoqZRdy8zZMZNTHkjxw5Me3mx/PLp8ii05u2r6CbcoZbzZYVS4sTpTwsT7YTtRPxifLw7DhCNcoi9p4mxrzhtxL29fYrnrzDyH0GkNJXHVVU6OjRsVNEuJaqVF6LV7E7Xd3txuPWWW3yXe8UVup1xLVSpGi/gpzX1JlfUdorNbaW0W+CjoYWxU8KYa1PnXtVeKqc2lq+vPNvEODc2pwRxHmXxNp2S2ClYn2QWquMuN/WSLG3Pc1uN3iqnvI9AaWYzopYqDxdFlfau89/X11Nb6SWqrp4oKaJMvllf0GtTxPk/4T9IdZ0fsq5fykpZce3onrelgxduIh5Xq7GTvEzLw3PZZpmsZinp6igk/Cp5l+i7KfIca6p2Z3qyMfU0apdKJm9ywtxK1O+Pfn1Z8DnSz3q2XmFZbVXU1XGnFYXouPFOKH7pZWRRvlkekcbEVXOcuERE5qceTUw5Y5iOP9N49vNjnvPP+3UZjkciKi5ReZ++yQR1t6t1HNnq6mqjhdhcLhXoi4Pb7QrjZrtqSaq0/TrHE9PhZk3Mnd+GjcbvHnxxzX1ulPussX6dD9I8PoiuTo893t9c2x9fHHZzKuyPT34+5p/+9P8AdPUap2Z2Wz6dudxpqi4LPTU75WpJM1WqqJz96ctnzu0P7hr7+hS/RPdvq4opM9MPDptZZvETaXWxq5exO1UT5TnBNktgTGZ7ln9IT/dODo98sf5xnzodtWoqom46H0/Djv1dUcu/9QzZKdPTPD19itVPZLTTW+j6zyeBvRb03ZXjnevrPYFEntRER2h40zMzzL4O47L7LcLhU1s1TcUmqJHSvRkqImVXO73p4f4J7DynuXj16f7pyFhRTlvOtbWwTPM1h2K7GaI9zq3c4GUt2uFNF0ljgqJYm9Jcrhj1RMnhaft1CmNTXdP9dn+sU/E0+XyRxeYfS0n7IlbRIaWcbbCAgU0QaJAlNJKATAJAlNJKCkQEyqmiQUAtEBIKEGi0BaYzTGWmMYwHXkxjH1z59mlA0wUtKJKMhaYzTAYQEisUSUFYppIgLSiWlEaYTGASmkNEyKEBIEzTFNCsYxgExjEV3E2EJ/1Uae/NO+sefenwWwr+ajT35h/1jj753A9SniHj5PdLhvbxtFqNMxxWSwSNiu1VH1ss6YVaaLgmPy1347ERV7DrTWSyV1Q+eukfVVDly6WdyyOX1rk+t2x1T6vapqV71VerqGQp3I2NiInznx7ToZrzNno6+OK1h7jSuprvpOtjqrDWyUyo9FdBlepm7nx8FTv4pyVDuPorUVPqvS9vvFI3q2VMeXRKuVikTc5i+CoqHSBx2Y9y7M6TQ9yicvvIrk9G92Y41+c5dbJPPDi2sccdTmM6g7c7a227ULwkSYjqkjrERO1zN/8A6mPX1nb46q+6RTG0xO+3QfTkOTZj7HDqT/5HG1vo57jcKShpEzUVUrYYkX8JyoifOd39M2al09YKG00CYp6SJI0Xm5eb171XKr4nVTYXSNrdqVnSRvSbAk1The1sa4+VUO37eBNWvblrdv8AdEB6oxFV6oiJvVV5HV/altcuF+rprfpiplobNE9Y/KIX9GWr78pvbH2Im9eK9hy9t6vE1n2Z3R1K5WTVax0TXpySR+HL+pk6lonYm4mzkmO0Grii33Sl8LHPVz2se9d6ucmVX1qexsF5uunapKixXCqoJEXOIZMRr4xr7xfWh+Ix0ovMPQmsW8u2Gx/aIzW1vkp7g2KC90iIs8Ufmys5SNzy5KnJfFDkY6XbNLtLY9oNhrYXKiPqm00qdscqo1U+VF8UO6K7tx6WHJ117vK2cXp27OCvdLaaY6lodTU0aJLE5KSrVPvo19G5fB27/F3HAjTuNtSom3HZ1qOnkTP8Rllb8ZidNPlRDpwxcoi9qHT2q9Nuf27ulfqpx+nkMAtOm7rGcqImVXcnETMg8qmips/bEjIv11RP2lqO1Ow3TrbJoSjqJWdCsubUq51XjhyfBt9TcetVOQ3EQxthiZHE1GxsRGtROCIm48ddUspKKoqZPMhifK7wRMntUjojiHg3t135lxFtp2mS2KdbDp6RG3RWI+pquPk6LwYifjFTfleCeO7r3VTS1tS+orZH1NRIuXSzKsj1XvVd5qqtnulZUXCrd0qirkWolXtV65/+CWnl5cs2l6+DBGOrMb1UrJofg5WLlskfvHtXtRU3oc77GdqFVXV8Wn9TzrNNLuoq125ZF/FSclXsdzxhd/Hgk3SliVJYHLHPGqSRuRd7XpvRfahnFlnHPLWXBGSOJd6R7D1emLj9l9O2y44RFq6WKdUTkr2oqns04nrx3eLMcdnR6T7Yl/OP+mp99sT0+y/a3jkqGdKjtrPKnIqbnSZxGi+vK/4D4Gb7Yl/OP+mpz37milaljvdVj30lY2LPcyNF+d6nk4K9eXiXs7N5pimXMmDjzbLrWTSljjgt7mpdq9VjgXGeqannSerKInevcci4PkdXbP7Hqu5RVt3bUunii6lvVVD40RuVXgnPKnqZItNeK+Xk4rVi0Tfw6myyPmmkmnlklnkd05JZHdN717VVeJmnZb+BjSPKK4J/52QpNjGkPxNf/nZDzv4eR6f87D/bgzQWrq3Rl1ZUUj3Pt7nfxukz7yRvNUTk5OS+pTttTzRVEEc8DkdFI1HtcnBUVMopx0uxnSGMeT1+P02T9599aKCC1WuloKPp+T0sTYo0e5Xr0UTCb14nc18V8fazpbWXHkmJp5fPbT7CmodF3ClazNTC3ymnXmkrN6Y8Uy3wU6rMVHNRU4KmUO6y78nTW60qUV4uNKxPeU9XNE1O5JHoh1d+neLOz9Pv2mrmb3NyfxG//pEX1ZzMcM+5u+0b/wDpEX0DmZx2tX8MOnufml87rbUtLpSwy3GrR0jkVI4YWrh00i8Gp2dqryRFU6zao1LdtUVT5rxVPfGq+9pWKqQxp2Izn4rlT7Pb7dH1Wr6a25Xyegp0kx2ySKuV9jE9qnG/I6G5sTNumPEPR0teK1i8+ZeDyeFUx1MWPiofV6O1vedK1DPJZ5Kq3/f0U8iq1U/s1X0a+G7tQ+ZNg6dMlqTzEu5fHW8cS7f2C60l9tFNc7e/p01QzpNVeKdqL2Ki5RU7UPYnCvudLm9W3m0vVVjjWOqi7ullrk/9CL61Oaj38N/UpFnz+bH6WSaurO0iwt05q+uo4W9GllXymnTkkb87k8FR6eGA2dafTUmr6Oimb06SPNRUp2xt+89aqieCqfd+6JpmpUWGqanwi9dCq9qe9cn7faV7nemarr7Wqnv0WKnRexMK5fnT2Hl+jH8np+Hq+tP8Xq+XNKIjURETGOCIeuvt1pLJaqm410nV01O3pvXn3InaqruRO1T2Jw37oW5PbBaLUxVRkrnVMqdvQwjflVV9SHpZr+ljmzy8OP1ckVfCau1rd9UVEnXzyUtAq/B0UUio1E/LVPOXx3diHy3UQ4x1Mf6qFt4FHz98l7zzMvoaYq0jiIe40tqe7aXqWS2qpf5O1ff0cjlWGROzH3q96b/HgdktJX2k1HY4LjQqqMkTD41X30Tk4sXvT5ePM6q43HKPuf7jJFerrbFX4CaBKpE7HNXoL7UVnsO9o7Fot0T4dLe16zX1I8w5yOuW1iwNsWrJJKdnRo65q1LETg1+cSNT14X/AB9x2OOLNv1KyTT1uqsJ04avq89zmOz8rUO5vY4vjmf06Ojk6M0R+3wWyBGu2h21X8mTdHx6tf2ZOyB1LsN0lsl6orlA3pSUsqSdHh0k4Ob60VUO0djutJe7XBX26VstNMmWqnFO1FTkqcFQ4vp2SOma/Ln+p0nri/w+M2z2S43mwUn2NifOlLP1stPHvc5OiqIqJzxnh3nAb3dXIrHorJE4tcmFT1KdwD8FytFuukfQuVDTVTP7aJH/ADnJs6Xq26onu49bd9CvTMdnVKiqZ6CtjrKCeSlq2Lls0S4cn707l3H02qdc3nU1vpqGreyGna1OvbBlPKXb969icPe8M7+zHKl42TacrUVaKOpt8i84JFVv6rsp7MHGmqtnd506x87GJcKFu9ZoGr0mJ2uj4p4plO3B0L4NjDWYjx/TvUz6+a0TPn+3ybeB7LS33WWL9Oh+kh6pq5RFRdx7XSv3WWP9Oh+kh0sf5IdzL7JdqOSHzm0Rf/oW/focn0T6Pkh85tE36Fv36FL9E+my/jn/AE+bxe+P9utjN6HkfLK9cvnqFVeazP8A3njZwQXHykWmsvp+O7sPsoVX7P7O5yqqqxyqqr+W4+tPkdk383tm/Nu+k4+t5H1WH8cf6fM5/wAlv9usOqXyLqq9J1suErpk9Iv4xT8DM83PXxcp+3U33V3v9Om+sU/E0+YzXt1y+jw1r0Q8iJuKaS0pp13YU0QaJkJTSGlgYQaJAlElALTGMRSUSUAtEzTGVUICAtMZpiChATITGMGmMYwHXkxjH1z59mlEi0BKJKMqwg0QMICRWaUSUFLTA0SBaUS0oBMYwaYTNKMjNEBATAJFUYkoBaICRXcPYRv2Tae/Mu+seffO4HwOwf8Amm09+Zd9Y8++dwPUp4h4+T3y6V7WN207U/6av0GHyuT6rayv/Wdqb9NX6DD5Rp52T3S9XH7IJ2W9y19x14/vJfqozrS7gdlfctfcZeP7yX6qM3re5xbXscznVX3Sn85bP7th+nIdqnHVf3Sf85Uf93Q/TkOzs+x1dT8j1uwKqbS7VLUj1REnhnhTParMp9A7dnQ6z3GazXigulLlaijnjqGonPorlU9aZT1neWzXKmu1rpLhQSdZS1UTZondrFTJnWn7eF24+7lx57oyhlrNmNXLEir5HUQ1LkT8FH4VfV0s+o6sHe6uo4K+iqKOsibNTTsWKVjk3OaqYVDqHtL2f1+h7g9ehJPZHvxTVnFETkyTscnDsXinNExtY590OTUyRx0y+NMTkpuZJGRMRXySLhsbUVVcvYiJvU6nS7z6HZ5bX3bXunqSNqvzWxSPxyZGvWL8jDuqu/ecP7C9ncum4X3u+xJHdqpnQhhdxpol3rn8td2exEx2nMB6Ovj6K93l7OSL27fD5vaPVMo9A6inkd0US3zp61YqJ8qodM0TCInYmDsd7pHUMdFpqnscbkWpuUiOlYnFIY1yq+t3QTv39h1zadTbtzbh29KvFef2TNBpTTpu6xUM6UtVT1C/0M0cq+p6L+wkmRqSNVq8FTClrPEpZ3ua5Hsa5i5Rd6Kfku1IlfaqyjVceUQyRZ+M1U/afK7HtQJqPQVrqHvR9XTxpS1Kc0ljTGV8UwvrPtT2onqry8K0TW3DolHFJAnUzNVksXwcjV5Km5U9qHkOYNt+zqqornValsVO+ehqV62thibl8MnORETi1eK9i5Xgu7h5io5qKi5TtQ8nLjms8S9rDkjJXmFBIvRie7G9EUzlwiqqoiJzU5S2LaBmv10p73dIHtstM5JIUkTHlcicMdsacVXgq7u0zjxzeeIXJkjHHMuftG299r0lZaGVMS09FDE9F7UYmflPcrxQoleKHs8cVeFM8zy6PTenn/Ou+mp2A9zTUsdpu80+ffxVqPXwdGzHzKdf5vtmo7Otk+mpyPsBv7LTrOSgqHdGC6xpE1VXd1zVVWp60V6eODysFuMsPZ2q9eKYh2aPiNZ7SLTpK8Mt1yo7jJK6FJmyQRtVqoqqnNydh9scc7ZdFy6os0VXbo0ddqDKxM4ddGvnR57d2U793PJ6eWbRXmvl5WKKzaIv4fj/AIb9Of1C8/7GP/iG/hw05/ULz/sYv+IdeH5jleyRr45I1VkkcjVY9i80VF3opkceb/MyPT/g43YhNtunf6jeP9jH/wAQ38Nunf6jd/8AYx/8Q68Pka1MqqInap9hR7O9Q1WmZ7y2ika1mFZSOjVJ5Y+bmt44TsXeu/HLNjazW8JbUwU8y5Xdtt04iZSiu/h1Ef8AvnBN5q4q69XGtga9kVTVSzNSTiiPeqpnv3nr2PRURU4LwUvJ18uxbL2s58OvXFPNXOPubvtG/wD6RF9WczHC/ubF/id//SIfoqc0Hqav4oeVt/ml1x28UD6XXbapWqkVZSsVq9rm5aqer3ntOPeR2h2kaRi1fYVpuk2GugXraWbG5rscF/JXgvqXkdZbrbq6z18lDdaaSlq4+Mcice9F4Knem483dwTW/V8S9PSzxakU+YeDiYjJ7XTNhuOprj5FZ4Oteip1sq+ihTtcvLw4ryOpWk2niHatatY6rOUPc6UD+vvtycnwS9VSsXtVMuf9NpzYek0hYKXTNhpbZRq5zYky+VyYWWRd6uXxX2cD3Z9Dhp6dIq+fz5PUvNocMe6Imb0rBT/f5nlVO7DG/tH3O87epv1Nn3/WQyoncqK39h8rtouzbprmeGJ3Sit8aUuUX77znfKqJ/hPBslvTLJrSl693RpqxPJZVXgiqqLGv6yIn+M8z1Y/lc/9PTjFM6vH/bsvg4V90NQydfZLgiL1SJLTOXscuHJ8iP8AYc0tPUassNNqSxVNtrfeslTLZETfG5N6PTwU9HYx+pjmsPMwZfSyRaXVJvAT2Oo7FcdOXBaO7QLG/K9VKno5k7Wrz8OKcz1uT5y9JpPEvpK2i8c1JyfsBopJdS3Kux8FBTJBn8pzkX5mHHdot9ZergygtdO6pqnfet4MTtevJO9TstoTTUWl7BDRRuSSoevWVEyJ6SReOO5NyJ3Id7Rwza/V8Q6O9nitPT+ZfRnF232oYzTdup8+/lrEfjubG/8AehyidfNtN6bddVpRwOR0FuZ1S4/Grvd7MMTxRT0N23Rin+3nadOvNH9PgT2+nNRXPTlUs9pqVi6XpYnJ0opfFv7UwveenyfewbML3Jpj7KdHFaq9Ntve3Eix9uVXc7n0V5blwvDxcFMkz1Y/h7ea+OI6cny+tsm2Gkla1t7t89NJzkp/hY/HG5U+U+3tGtdO3ZUbRXekdIvCJ7uqk/UdhTrEuWSPZI10cjV6Do3NVisXsVF3ovcplw5MPRFTsVDt1+oXr2v3dW307Hb29nb5FRTHAWx6/wBfTalpLO2V8tuqkciwvXKRKjVXpM7OGFThvOfGnq4M0Z69UPK2ME4LdMuBtsOl4bJdYLjQRpHSVyqjo2phI5U3rjsRU347UXtPktJ79V2T9Oh+mhzFt16P+hUar56VsXQ8d+fkycO6T3arsv6bD9NDx9rHGPY7f09fVyTfX7/27UJw9R85tB+4e+/oUv0T6NOHqPndoe/Q99/Qpfons5fxz/p42L8kf7da2ea0QiT3qFnyfy+pdhdk+7Z7ZvzbvpOPrT5HZMqLs9tGOTZE9kjj64+rw/jj/T5bP+S3+3V/Ue/U95X/AF2b6xT8TT22tqWWg1jd4J2KivqHTNynnxuXpIqd2/HiinpusREyq4TtU+Yz1mMk8vpcPekcPM0ppLFRURWrlCmnXlzKaINFpFJRJgKaIC0gSiSgMUS0WkUlElgZogLTKqEGiAmaYxBTRBomWiYC2gSUYwHXcxjH1z59hAQEokoyrCAgYQEisUSUFZogIC0ohpZAmMYNM0skxkU0QMAi0BIrNKJKATGFpFdw9hH802nvzL/rHn3juBwvsm2haUsOzmxW+7XykpqyKJenEvSVWKr1XC4Q+vTazoV3/aWh9aO/cenS8cQ8jJjt1T2dZdq/85mp8f113zIfLHv9oldS3PXt/rrfOyejqKpZIpWea5FRN56A83J7pepj9kMdlfctfcZeP7yX6qM61HOewLWen9M6YuVPf7tTUU01cskccmcq3q2JncnDKfIcuvMRZxbMTNOIdiTqv7pLftLZ/d0P05Dm5drehv8A8ipP1ZP904B23Xu3ah1yldZqyKspPIoo+sjzjKK/Kb04709pz7F4mjra1Zi/eHH2DmLYRtGhsEiadvsqRWuaTNLUOXCQSO4sf2MVd+eSrv3Lu4fByIqYVNy8jp47zSeYd/JjjJHEu/BE8MVRE6GeNkkT0w5kjco5OxUXidU9ne1i76Tgit9WxbnaGJhkb3YlgTsjdzT8lfUqHO2ntqmkL2xnV3eGjnX+grvgXovZv3L6lU7+PLW7y8mC2NqzZPoiqlWV+nqaJ68fJ5JIE9jHIh7vTejdP6bytjtFJSSL50rWZkXxeuVX2ntoa+kmZ04aqCRi82yoqfOfjuWorLbYlkuN2oKZicVlqGs/acnFI7s85J7PaHpNWakt+l7JPdLpN0YY0w2NPPldyYxOar/88Dj/AFXtx0/b4nx2FJLxVcEcxFjp0XvevH1IpwBqjUl11VdFr71UumlTdHGm6OJOxjOXzrzVThy7EV8eXNi1bXnme0Nqu/1uqtQ1V3uOElnVEbEi5SKNPNjTw+VVVeZ6xpJR5tpm3d6taxWOIZpTSRMNE2Cmi0D7fZFrVNG6id5Y532IrcR1ON/VKnmy47uC9y9x2tpp4qmCOaB7JIntRzXsXpI5F4Ki80OjZ9vs82kXbRuKVqeX2fOVo3uw6PPFY38vDh4ZydzX2On7Z8Ols63X91fLtofIXvZxpK8zLNXWSlSZVyssGYHOXtVY1TPrPzaa2oaVv/QZFco6SqX/AO3rfgZPVncvqVT7Jk8UjOlHLG5i8FRyKh3/ALLR+3n/APkpP6fH2rZho+2TtngskMsrVy11S98+F8HKqH2jcJhPUemvGpLLZ4lkud1oaVP7WZqKvgnFfUcL7Q9sctfDUW7SaSQQuToPr3p0HvTn1TeLfjLv7ETiYnJjxQ3XHlzS7AskbI1HMVFReCouQdwQ4t0PtC0va9HWWhuN9o2VUFHFHKz3yq1yJw3JyPe/wpaLz90FL7HfuNRkrMeWZw2ifDqo9czT/nZPpqZj3RyMkjc9kjVR7XNXCtVN6KneimeidbJhemnWPwvbvXeKIeHafue7V2g2V69g1ZbG0tY9kV8p2/Dw8OtT8aztReacl7sKv350npKiejqYqmjmkgqYXdKKVi4c1e1FOZtHba+jHHTasp35Td5bTNznvdHy8W+xD0tfbiY4s8zY05ieaOTdUaH0/qdUfdrdE+oRMJURqscqf4k3r4KfJfwIaa6WUrLwidnXs/4Z9naNY6du7Edb73QSqv3izI1/6q4VD3PldOiZ6+HHb00OeaYr95h1ovlp2iZfMac2e6a0/Iyaitsb6pu9tRUKs0iL2oq8PVg+uzjeehuerbBa2qtdeKCJfwVnRXL6k3qcc6o21UUTJIdN0slXNwSoqGLHEnf0fOd8gnJixR+moxZc0/t6vbnpizUCsvNJUwUlwqZPhKJE+2VzvkaicFTmvBe5V38RH6rrcay7XCWvuVRJUVcq++kcvyInJO5D8x42bJGS3MRw9nDjnHWImeXN3ubk/iN/X/WIvqzmZxw17m77Rv8A+kRfVnMp6+r+GHj7f5pY9fdrRbrxTdRdKKmq4eTZ40eieGeBxDtV1NctJ7SaWstj0VktBH19PJnq5kSSRN/YvYvL5D63S+1XTt2jjZWzpa6teMVWuG57pOC+vC9xfWxzaccp6GSKxer9qbMNHJJ1n2EheufNfLI5n6quwfVW+hpLfSspqCmhpaZnmxQxoxqepDU9dSVEaPgqYJWLwVkiOT5D81wv9ptzFdcLpRUyIn9LO1n7TkiMde8MTOS3aeZeyPidpmtIdLWl0dNI113qGqlPFx6P9o5OxPlXd2nzmrtsNDTxOg0xGtdUqmEqJWKyGPvwuFd8id5wtW1lVca2asuFRJU1Uy5fK/iv7k7uCHS2d2KR008u3rac3nqv4eH3yqrnue97lVXOcuVVV3qqi5uUVF4KYo8bqe0582Ua7bfKSO03WXF3hbhj3r9ssTn8ZE4pz4pzxyUdO2OdHIySNz2SNcj2uauFYqcFRU4KcpaR2uVVGxtNqWJ1XCm5KuFESVE/KZwd4pjwU9fW3o46bvI2dGeevH/+OaLjQUlypH01fTQ1VO/zopo0e1fUp8u7ZnpFZOl9hm5znCTy49nSwewtGttN3ZE8hvNGsi/0cj+qk/UdhT3a1dMjektTCidvTQ7sxjyd54l0YnLTtHMPBa7VQWmm8ntlHT0kH4uGNGIveuOJ+09FdtXWC0x5rrvRsd+CknTd+qmVOONUbXVkZJT6apnMVfe+V1DMfqx/tX2Gb58WKO8t48GXLPaH1m0vWkOmKB9PRvjfeJ2/BR+d1afjHJ2dic19Z14d0nKrnuV73qquc5cqqrxVe8ueaapqZJ6qWSWeVenJJIuVcvaqg08PZ2Zz25+Hta2tGCvEeXI+xWm0/LdesrXq6+xqrqeGZPg+in38fa7x3pyTmc7tXvOobVc2Rj43PY9io9rmLhWqnBUXkpybpbaxV0bGwajp3VkSbkq4MJKnx2cF8Ux4Kd3S28da9FuzqbmpktPqV7uUtQ6TsmoUzdaCGWVEwkzUVkqf403+o+Rl2N2FX5ZXXRrfwEkjX52H01p1xpu6Inkl5pOkv3kz+qk9jsKe9SvpHN6SVMCs7UkT953pphy95iJdGMmfF2iZh6HSmjbPpp0klvgcs706Lp5n9KRU7E7E8OJ9KuEPSXHVdjtyKtZdqKNU+965FcvqTecdar2ro+OSm0zFJ013eWTs6KN72tXeq964TuUWzYsFeCMObPbl+Xbhfo6yso7LTuRyUruvqFTfiRUw1viiKqr4ofB6U3aqsv6bD9ND1yq6Rz3yOe+Ryq9znLlXqvFVXmp7DT746fUNqnqHpFDDVRSPe7g1qPRVU8K+f1c3VL26YoxYemHag+d2g/cRfP0KX6J+Rdoelf8AveHHxXfuPT6v1vpu4aVu9LSXWnknmpZI42Ijsqqt3JwPcyZ6dE94eJTDeLxPEuD2cELwSxNxZ8xL6aHMew+8MmtNXaJFRJqSRZYk/CY7evsdn2ocnnVa2V1Ta7hBXUEqxVMK5a750XtRew5m05tOtNdE1l5ctsrOayZWJ3ejuXguPWe5o7lbVjHeeJh4e9qWi85KxzEvrr1YrVe4msu1vpqtG+askeVb4LxT1Hr6DRGm6CVslNZ6RJEXKPkb1ip4dLOD2cF9tU8fTguVG9q8FbO1f2n5K7VlhokVam8UDVT71JkcvsTed68YpnmeHSr6sfbHLr9f/uhvCf67P9Y8/G0/TeZo6m93Kop3dOGapllY7CplFeqpuXxPzNPlMnvnh9Ri9kLFoCcbZKIECmiDRIpKJKIhMAhSUSU0BLILaZVhAWgJRJRBmlEtEy0SiTAYxjAdeTGMfXPn2aLQKAxRLSjKsICBhAQrFElEGEBCkolpRAmMYNMICZFGMYBEBaQYokoKTNMLSNM0rPeYwRhMYikokoKcr2maAkCUSUBjORFTCoip2KYQrxJAxvmRsTwQWQxNXKRRovajUPILR1SypogJlstM0CzKsLQFpAtKJKARJEgyojkw5EVOxSEia1PeJ0E7E3HkKHUdKIomNVVY1iKvNERDyIhhHUrNKMYjRFoC0iraYGiRQ+NsnntR/imSW08P4qP9VDyFtHUnCIomx+Y1jPBMHmJKMNEQEyObvc3faV//AEiL6tTmg4X9zh9qX/8ASIfq1OZj3tT8UPB3PzS6+e6E+7Kg/QE+sccZY3YOTPdBfdrQ/wB3p9Y84zaeTtfml6+r+GrxtgiThGxP8KHkjiY1csjYi9qIUU06/VLscMiFtBomGiUSU0gTGMAPjbImHtR6dioS2CH8VH+qh5DE6pXhoo2t8xqM8EweQBAzSwaZpkLRwZpmhoOja9MPaip3oR5LCnCGP9VDzC0dScIjibH5jUZ4Jg8iIYonUEWg0WmVZELILDRaYGiQYvAC0ivH1MSrvjZ7EPIyNsfmNYzwTBuYjqFtFoC0yqhASDCDRApogZpBTSiGlgYQEgS2kNLZ56eIU46Kqi8ihk9K/wAQMjCDRIrFkCBTRATITGKDSTGMB15MYx9c+fJgEBMYxlWKJaUAiAhWKJKIMICFJRJRBhBohomMYyKMYwCICQYokoKWiDTEaWZpJTSBMYzQpKJKATAJAlEtKAwgJlWaINEDFEmcqIiqq4TvCraJ4fKIU/pov1kFlRCqoiTRqq8kchOk5foaZoNFpkJRJQUmMYikokogWiAhtTRASDNLaQ0toUiAkGaW0gtpFJTSSmmAiAtIrmX3P9yoLfb759kKumpVfUR9Hrpmt6XvOWVOV/8ASnT/AP35a/8ANx/vOoSxtdvVqL4oW2OP8Wz9VDv4t6cdYrw6GXRjJabzLkbbpWUtw1dRTUNTT1MXkKMWSGVJEResfu3HHbTMajUwiInghR08uT1LTZ3MOP06RUi0BacTkU0QaJFLSiSmgYQEgWmMU0ypaJJTQKaINEjRaU0kzQKaIC0yEsgojREBAoSCyBaYBCqFoC0gSiWlGQi0Gi0KpogJBhAQKMYzSCmlEtKCsICQLS2eeniQ0tnnp4geSX0j/EBm9K/xAzKwTA0SBKJKARaAtMtMUSU4CTGKA67mMY+ufPsJhaBjGMZVQgIGEBIrFElAYQEKzSyGltIFpgENNkQEyKaYzTAIgLSKoxJQCYxiNFpRJRAmMYKSiWmIKEBaAtKaQIFC0DNMqRAzQLPbaORHaxsCKiKi3CBFRUyi/CIenPcaK36108n/AIjT/WIWnmGb+Hc5bRbM/wAn0X+wb+4+S2sW6hp9muo5YKKljkSikw5sLUVPkPu14nx21/8Amy1J30T/ANh61ojpl49Jnrh1CFpGSkU8d7aiiGiZVZgEikppDS2gIkiRtYg0SDNLaQ0WkVYkiAlkFNIqjNBFEwKaU0lpRFULQEgsSCgpFoNFpBQgIUmBokFCAkUmaBgLKaS0TISiSmkC0Wg0Q0pog0TIS2kFEaIgLQKM0xmkFNMDRIKFoC0KWlENLMhaIC0KoQaJBmiDRIKaIC0BaUSU0DCDSmkVmls85oNFnnp4geSb0r/EBk9K/wAQMrBaZoC0gWlElAIgJlpiiSgMSUSB15M0wtPrnz7GMZoCYxRlWaINMAiAhWKJKIMICFYtpBbSBMZpg0TAJkUYlpQCJJTSCjElBS0xmmI0SiSgEzTGIpMYwFCBiBEBAxTSSmmVJjCBj3GjPuz0/wD3jT/WIenPcaM+7PT/APeNP9Yhunuhm/iXd5eKnxe2Hdsy1Gv+pr86H2i8VPitsSZ2Y6j3on8Tfx8UPVt7ZeNT3w6g/fKJyns42O1+oYI7jqCWe2W5++OFrPh5k7d/o08UyvYm5V5otGzDR1rYjYrFSzv5yVbfKHL/ALTPyHn11rXelk26Unh1Ea5FXj7DyIp3Mn0VpieLq5tPWh0fYtFFu9iHxOpdh+nbjG6SzSVFoqeKdByyxKvex2/HgqFnUtHhK71J8w61tE97rHSN30hcEprvT4jkVepqo98U3gvJe5d/q3noUU6t6TWeJdutotHNSICYaUY9xpXTF21TcFpbLSrKrMdZK5ejFCi83O5eCZVew5v0zsPs9NA2S/1NRcajHvo43LDCnhj3y+tfUc2PXtk8OHJsUx+XXnKJxFq54Hb6l0FpSkjRsWnbVu5vpmSL7XIqmrNBaUrGdGfTlpx2tpmMX2phUOf+Db9uv/Pr+nUNFKadgNTbD7TUxPl09VzW+flFM5ZoV7t/vk9q+BwpqTTt101cPJLxSuhkXPQkRelHKnax3P505oh1suvbH5drFsY8vh6wSEUtpwOwSsnKGx7Q1m1faLjUXZKlZYKlImrDOse7oIvLvU++/gX0onBLivd5W/8Acdimpe8dUOrk3MeO3TLrjkU7jkPUOz5Jto0unNMQyNghp4pZpppFkZD0s5Vy+zCcV8M45N0/sf03boGrcon3Wr4ufUKqR57o0XGPHK94pp3tMwX3MdYif264NcnaXk7bJorS6M6Cads/Q7PIo/3Hz172SaVuUbvJ6N1tnXhJRvViJ/8ArXLF9hudC/xLjj6jT5h1tE+k1xom6aPqm+VolTQyuxDWRNw1V/Bcn3ru7nyXjj5pFOlfHNJ4l3aXi8c0UURk5u0Js00/fdIWu41zKzymoh6x6xVL2Iq5XlyN4sNss8VYy564Y5s4UaU07CO2N6W7Lj/nHnBF/poaDUN1oqdFSGmq5YWI5cr0WPVEyvPgXNrXxRzZMGzTLPFX4iiTHWdheTZOXNm2z2x6k0nTXG4pWeUyPlY7qqhWJhHqibk7j6hux/S6LvbcPXWPO3TRyXiJh1L7uOkzSfh1+aY91ri201m1dc7dQNc2mpnsbGjnK9d8bFXKr3qp6XJ1L06LTEu3S3XWLEWn0Wi9HXLVlQvkjUhomPxLVyovRRexE++Xu9qocw2bZPpyiYnlsc9wl4q6okVG/qtwmPHJ2MWnfL3h18u5ixdp8uvheTtEmi9Mo3o/6P2rH6LH+49Vc9mWlq5iolu8kk5PpHrHj1eavrQ5p+mZPiYcNfqWP5iXXIWnIGrtl10s7JKm0Pfc6Nu9Y0biaNPip53q39xx8jkVDo5cGTFPFodzHmpkjmkvI0QaJxOZTRBomQlElEaItAWgU0xJRFU0ohotIihaAhS0olpRkItAQpbxKBokGLJaYgoWgZoFNKIaIFiS0oiqaLPPTxILZ56eIHklT4R/iAy+kf4gZWGaINEgWlElNARBomWlGMYCTFGIrruYzTH175wmaYzQ0TGM0ChATKsYwtCsUSUQYQM0KRaAtILMAhphAQM0okoyEzTGaQJRJQVmlA0xGiUSYgswC0BMYwVQgZpAiAgU0WkFNMqRAQMe40b92Vg/vCn+sQ9Oe40Xv1rp9P8AxGn+sQ3T3QzfxLu4vE8FZSw1cDoaqGOaJVRVY9MoqouU3eKIedeIHrvDb5z0lz1dp21TLBcr5bKWdOMUtSxH+zOTgvbFtOrK651Nk03Vvp7fTuWKeqgdh08icWI5ODU4buKovLjw+xqNTciJneuOZ1cm1FZ4h3cWp1xzaXd+03y1XlFW03OirsJv8mnbJj2KexOicMklPUx1FO+SGojXLZYnKx7F7UVN6HYrYntLl1A77A6hlR11a1X09RjHlTUTei/2iJv708FLi2YvPEsZtWcccx3hyfqGzUGobRPbbrAk9LMmHNXi1eTkXkqcUU6ja70tU6Q1FPbKpyyx46ynnxjrol4L48lTtTsVDuWcX+6BsDLroaW4RtzV2l3lLVTisS7pE8MYX/AhdnF1V5+U1cvRbj4l1myfTbPtJVes9QNoaZyxUsSJJV1GM9VHnl+UvBE8V5HyrnI1FVeCb1O2GxbTaae0NRddH0a2uRKyoVU35cm5vqbhPadLXxepbv4d/Zy+nXt5fV2GzUFgtcNBaaZlNSxcGs5r2qvNV7VPZm5HBe2PadVUtfPp/Tk6wSRL0aysjX3yL+LjXkvavFOCdp6VrxjjmXl48dstuIcxXO+Wq1KiXO50NGuM4nnbGvyqVbL5arrlLZc6KtVEyqU87ZMexTpUvvpHyv8AfyPXLpHb1Ve1VXeoszFMyaFVinjXLZY16D2L2oqb0On/ADu/h3f4EceXeQ9VqSxUGobVLbrrCk1PJv8AymLyc1eSp2nE+xvafU3Gsh0/qaVJap6Yo61dyyqn9HJ+V2Lzxv3715tO3W1c1eXSvW2K3EunmtdM1mktQS22tXps9JBPjdNFyd3LyVOS9yoeiOzW3PTrb1omariZmtteaqNUTesaelb6278drUOsjVynveB5Wxi9K3Hw9fWzerXmfLn/ANzR9z16/TU+qYcxOOHPc0r/ANB3tOytb9U05jPU1vxw8za/NLwsgijkkeyNrXyqjnqib3KiYRV7dyIh4q65UNuY11wraakavBZ5Ujz7VPiNsGs5NKWWKG3OZ9la1ysgVyZSJqedJjnjKIidq9x1tqZZa2pkqa6V9VUyLl0069N6+tThzbUYp4iHJg1JzR1TPEO5NvuVDcWK63VtNVNTisEqSfMp+s6U00j6KqZVUL30tXGuY5oF6Dmr4odnNkmsZNXaee+s6KXKjkSGo6KYR+7KSInLKcu1FNYNqMvb5Z2NScMcx3h9ZerZS3m2VNvuEaS01QxWPavZ2p2KnFFOpOobTPYL7XWuqVzpKaVY0ev37eLXetFRTuGdfvdE0LYNUW2tTctVSLG7HbG/cvsk+Q497HE06v05NDJNcnT+3Fh2p2TfzcWD9GT51OqqcjtPsjXOzfT6/wCrJ86nX0PdLsfUfZH+3151F1f92N+/vCp+sU7dLxQ6i6t+7C//AN41P1inN9R9sOL6b75esM4xnHjPXdj9hv8AN3Rfnp/rHH3x8DsN/m7ovz0/1jj74+kwfjq+c2PyWdYNqX84t+/PM+qjPTaftct8vlDbIHdGSql6PS/BbxevqRFU9xtTX/rFv356P6qM/Tsec1u0e19PHvmTMbnt6tf3KeHNYvn4n9vb5mmDmP07F2u30trt1PRUEaRU0DEjjYnJP395Vxr6a2UctXX1EUFNEnTfLK7CMQ/SfBbY7HX33SrY7Ux80tPUNqHQN4ytRFTCdqpnOO7twe7eZpXmkPCpEXtEWnyl+1vSzZljZPWSM/GNpn4+Xf8AIfR2HVllv6YtNwhmkRMrEuWyInxVwp1WnbJSzLDVRSU86cYpmrG9PUu8YZXRSxyxueyWNUfHI1cKxeSoqcFPLj6heJ+6HqT9PpMfZLuDJI2NiyPcjWomVVV3Ih1y2nXazXjUT5bJTN95umrGLhtQ7ubw3fh8/BEU8F817er3YobTWyNSJN08se51UnLpdnfjj3cD5dvAxt7cZI6a+GtTUnFPVbytog0TzHpqEGiZCUSURoiAgUZphaQLSiGiRVCAgLSiGlmVItAWgU0QaJBhBogU0QEgWlEmAoQEilpbPPTxIaWzzmgeSb0r/EBm9I/xAyrCAkC0olpTQFog0TLTFElAYxjBXXdvAxmi0+vfOMZpjEaJjGCqEDGQi0DNCkokogwtAzQpLaQLSCmiAhphAzQEokoyEzTGaRSUSUBmiAkaJmmM0CmiAtIExjBVCAkGEBAoxhCsICZGPcaM+7PT/wDeNP8AWIenPcaL3610+n/iNP8AWIbp7oZv4l3c5nym1K8T2HZ9fbjSPWOpip1SJyfeyOVGovtU+rPjtr1skvGzW/0kKdKXyfrmonNY1STH/pPVtzxPDxa8dccun0LUjYjW8ETB5DxscioipwXehR41nuwo/VablNZrrR3SmcrZqOZszVTuXenrTKes/KeSjo5bnXUlvgRVlq5o6dqJ2ueiftLTz2Ztx093elrkc1rmcFTKeB6/UNI2vsF0o5E97UUksS+CsVD97GpGxrGbkamE8D8N9qG0djuFTIuGQ08sjl7kYqnsz7Xhx7nSOzwfZCqt1Mv/AN1LDEv+N6IvznetrUa1rWJhE3Ih0Ws8/kFytlS/clPPDIvcjHsVfmO9SKjmtVFyi70U6up4l3d7zD1mprgtp05dLkmOlSUskyIvDLWKqHSrpPlcss7lfLIqySOXm9d6r7VO6OrKB120veLfGmZKqjlgbntVionynS2JVVqdNFR+N6LyUxu89m9DjiXkaLSRaec9I9dLSSR1dO5WTwOSeNycnsXKfMd2rZUpWW6kqmphJ4mS48URf2nSXqZapUp4Gq+eZUijanN79yJ7VO7VrpvIrZSUqLlIIWxZ8ERD0dHnu83f47PJUwsqIJIJUzHK1Y3IvNFTB0l6rqFWH8Uqx+xVT9h3aqZWwQvmkVEYxqucq8kRMnSVZeve+bf8K5ZPaqr+0zvfBoeZc+e5o/kK+fprfqmHMxwz7mb+RL7+mt+qaczHb1vxQ6m3+aXXL3RD1driiYq+8Zb2KieMkmfmQ4yacl+6H+72m/u6P6yQ40PI2fyy9fW/FVnHLnubpXJfr7Ci/BvpoZFTvRz0/acRnLPucPukvf6JF9YpdX8kJufilz+cGe6T3VunviVPzxnOZwb7pP7c078Sp+eM9Lb/ABS8zT/NDhs7T7I92zewp/qyfOp1YO0+yJUXZvYVT+rJ86nS+n+6Xe+o+yP9vr15eJ1E1f8AdhqH+8Kn6xTt2vFDqLrFFTWeoEXj9kJ/rFOf6j7YcP033y9Y0HGE8Z67sfsN/m5ofz0/1rz75x8FsOTGze2qv3z51/8Adefen0eH8dXzmx+Szq/tT/nHv355n1UZ6C1109rudHcKT7YpZWyszwVU5L3KmU9Z77al/ONfvzzPqoz5hp4OWeMszH7e/ijqxRH9O2Wmb9Rajs8Nxt7+lE9PfNd50TubXJyVD2x1Hsd7uOn65aqz1clNKuEcib2yJ2OYu5fn7DlGxbaERqM1Ba39L8dROyi//rcu72qerh3qTHFu0vJzaGSk817w5grKOmrYlirIIp4l+8mYjk+U+Su2zLS9xRVbb/IpV4Oo3LFj/D5vyHkte0nStyckcV2iglVPMq0WFf8A1IiL7T62KRkrEfG9HtVMo5FyinZ4xZY+JdbnJin5hwFqvZTdbS2Sosz/ALJ0jd6xInRnanhwd6sL3Kcfs9h2/ccI7bNMw0VRDfKFnQZUy9VUtTh1mFVJPXhUXvx3nm7elFK9eN6Wnuza3p5HGIktKPHeqoQaLQEokojRM0zTNAszTNMQItASKoWgZoC0slpRkIgLQqmiDRIMICBTRaAkCU0hpYGExmkUls89PEGizz08QPLL6R/iSVN6V/iSZVhAQEppJRAiBjLRKJKAxjGCuupRLSj6984TA0SNExjAUICZVjNMYKSiSiDGMYKRaBmkFiAhphaBjISiSgEQM0gSiSgrNKJEjRMYwFCAtIEwCFU0zTNM0gRAQKM0lpTTKkxmiBj3Git2s9P/AN40/wBYh6c9voz7tNP/AN5U31iG6e6Gb+Jd3l4g4yrvUiWWOKNXSOa1va5cJ2HsPDdZ9rOy2ssdfUXXT9LJUWWVVlfDC3L6RV4phN6x80VOHBdyZOKWKipli5TtQ748D5y76I0zd53TXKw22onXjK6BEcvrTep1MmrzPNXdw7nTHFodMs5cjURVVy4RETeq9iIc9bD9mlVQ10epNR076eaNP4lSSphzVVMLLInJcKqInFMqq8scsWTSOnrHKklostvpJk3JLHCiP/W4nvS4tbonmUzbXqRxEcMca7fL6lp0BU0kb0Spuj0o40zv6C75F/VRU9aHIF0r6a10FRW188cFJA1ZJZZFwjEQ6jbRdXTaz1LJXqjoqKJOqo4XcWx54r3qu9fUnIuzl6K/249bF6lufiHysrUkyi8F4nbfY7qRuotC0Ekj0WtpGpSVKc+mxNy+tuF9Z1MwfV7N9Yz6L1A2tax81DOiRVkLeL2585Pym71Ttyqc8nS1svRbu7+1i9SvbzDt8dfdr2y+tjuVVftM0y1FLUOWWqo4kzJFJzexPvkXiqJvReGUXdzpZbpRXm2QV9tqI6mkmblkkbty/uXu5H7z0clIyRxLzMeS2K3MOizX5ynNNyp2D0k6bG/fuXCJzVexE5ncu86R09e5etu1loKqX8bJAnS9vEqzaVsNlf07TZ6CklT+kigajvbxOn/Bnny738+OPDiXYvs2qYK6LUOo6d9O6L31HSSph3S/GyJyxyTjzXkc68EMeuvd5obJa57hdKhkFJC3pOe9fkTtVeSJxO7jpGOvEOjkyWy25l8dtu1CyyaHq4GSYrbk1aSBE44Xz3epufWqdp1gamOB9Jr3VdTrHUMlwna+KmjTq6SBV9FH3/lLxX1JyQ+cPJ2cvqW7eHr6uL0qd/Lnz3M38hXz9Nb9Uw5mOGfc0fyJfU/11v1TTmQ9LW/HDytv80uuXuh/u8pf7uj+skONDkv3Q6515Td1uj+skOM2nk7P5ZezrfiqTlv3OH3Q3v8ARovrHnEhy37m77ob7+iw/Sea1fyQxt/ilz6cG+6T+3NO/EqfnjOcjg73SKfxvTvxKn54j0tv8UvM0/zQ4badl9htW2q2c26Ni++pXS0707FR6qnyKh1pOTthWqY7Pe57RWvRlJcXosLlXc2dExj/ABJhPFE7TztLJFL9/l6W7jm+Pt8Owrjrvtq0lU2vUVVe6aJ77bXKkksjUykMuERUXsRdyovaqp2Z7EkSMZJG5kjUc1yYVqplFTsPVzYoy16ZeTgzTht1Q6ZIp7PTljr9S3VlutUXWTv9JJj3sLfw3LyT5+CHZCo2d6SnmdK6xUaPznEaKxPYioh9DbbZQ2ulSnttJBSU6Lnq4WIxM+o6FPp88/dPZ38n1GJj7Y7vFp+109ls1HbaNF6mliSJueK45r3rx9Z7FwMkjkV6MciqxcORF4L2KU7genERHh5czM95dXdqf84t+/PM+qjPl25VUaiKqqqIiImVVV4Iic1PqNqW/aJfvz7Pqoz3+xKaww39UuTOjeH7qKWVfguG9GdknzpuTmeBOP1M81547voPU9PDFuOezyW7ZFdKvTMlXUTdRdnfCQUTsdFG/gSLycvduTnk47rKOot9ZJR19NLS1cfnQzNwqfvTvTcp3C4Hqr/YLXfaZILtRRVLU81XbnN8FTenqPQy/T6zH2eXn4vqF6z9/h1MVExv4dh9rscudfQ61t9BQyPSiq3PSemRfg1RGKvTxyVFRN/qOSptj2m5JVeyS5RMz6NlQip8qKvyn1OmtJWbTbH/AGJomRSyJh8z1WSR6diuXfju4HFh08lLxMy5c29jvSYiOeXvz4PbX0f4P61X+ck0HR8etZ+zJ94cMbdb+yeelsNO5H9S7yipxydj4NvsVV9h3du8Uwzy6WpSb5o4cUtKBotPmn0imiDRMhKJKI0WiDTAJRJRAtEGiFUJDS2kC0olpRkIg0WhVNFpDSyDNEGiQULQEBaUQ0sBM0GlEVQs89PEGjH56eIHkm9K/wAQGb0r/EGmVYppOBaAlElEC0QEy0xRJQGMYwHXUoko+vfOsICRomMYCjGMZUmaYzQEokoisICFYzTGaQWYwgYzTGaGiUYxkJjNMQJRJQVhBokaJjGAoQEgTGMFZpTTNM0gRAWgUZpjNMqRAQMez01UQUOpbPWVcix09NWQzSuRFXDWPRVXCb13HrChWeO5MdXZ2qXbRorO641S+FFN/uHy+0jahpTUOhr1aqCsnlq6qHoRxvpJWo5covFUxyOv2DIh2Z2reHVjTpE8uW9nm2itscEVv1JDNcqCP3rKqN2aiJOxUX0id+c+JzPaNpOj7uxHUl/oWOXf1dQ/qHp6n4On2DOajkwqIqd6EptWr5XJp1v3js7qyap09DH05L7aWs7VrI8fOfJah2yaTtcT/I6t92qU4RUTcpnvkXDE9p1ZSJuUVGsT1IVg1O5PxDFdGvzL6vXmu7vrSqTy56QW9j8xUUar1bF7XL987vX1Ih8s1MGaJ1L3m88y7lKRSOIYQEw097pHVl50lXdfZqpWRuXpTUsnvoZvFOS96YU5x03twsFdG1t8gqbTU816KzQr4PamU9aIdcS0Q58exbH4cOTWpk7y7hUeuNLVjEdTahtMiLy8rjRfYqlVWtdL0jc1GoLVH3eVx59iKdO3NReKIvigsajU94iJ4Ic386f04P4Ff27G6j222Ggjeyxw1F1qOS9FYYkXve5Mr6kU4P1bqq7asuCVV5qOmjV+CgjykUPxW9veu89IKIdfLsWydpdjFrUx94gtMU0xwOy5X2K6zsek7Tc471UyxTVNSkjGsgkkyxI2pnKJ25ORP4YtH/1qs/yUv7jrKXg7OPbtSIiHUyadMlptL7Ta5qG3an1VBX2iZ8tOlGyBVfE+NUcj3qqYVO9D4wwnWyXm9ptLtY6RSsVhjkHY1qe06Vul1qL1PJBHPDFHF0YXyZVHPVeCLjih8AKITHknHaLQZMcZK9MuyibX9H43V1V/kpf9w4z2y6ptOqpLRJZZ3y+TJMkvThfHjpdDHnomeCnHBTTmy7d8lemXBi06Y7dUM0XNRyYVEVF4opsCdN23KOhdrVXaYo6HUcc1fSN3MqWLmZidjkXz07858Tle26/0rcWItPfaFir95PJ1L/Y/CnVnA4RUwqZ8UO7j3r0jie7p5NGl55js7W1mstNUkbnTX62JjklQxy+xFycd6y2vwpDJS6VjkkmVMeWzM6MbO9rV3qviiJ4nC6IicERPBCxk373jiOyY/p9KzzPdyxss1xZtOafq4L1WTrWT1slQ5epklc7KN3qqJxVUU+y/ha0pzqqvHb5JL+466jglN69YiGraOO0zMvda0r6a7avu1wopFkpaiVHROVqtynVsTgqIqb0U9O5qOTDkRUM0TpXv1W6ncpXpr0w+90jtPvFkYynuSfZWhTcnWSYmjTud9/69/ecnWralpeuYzrq19BKv9HWMVmP8e9nynXUpvA7WLeyY448upk0seSefDtPHqzTsqZjv1rVO6rj/AHn5K/XWmKJmZ73Qv/Jhk613sblTrD1aLxRPYWiIibkRDl/5O36cP/G1/bljV21t88UlLpiCSJXblrZ24VPix/tX2HFSq6SR75JHySSKr3SSOyr1XiqqvFSC2nTzbFss82d7BgphjisEWmaY67nUICZCUSURphaAtASiSiBEBCqEDNIFpZBbTIzSmgLQqmiBiBaICQUIGaBTSuZDRaBTSiSiKpos89PEGizz08QPJN6V/iAzelf4gZUiAkGKJKAWiDRMtKMSUBjcjGA66lEtKPr3zrNEBI0TGMBRjGMqRAwCU0kzSKoQFoCYBaRVCAhpjNMLQKMSUZCYGiQJRJQVhASBMYwaUIC0gTGMBmlElEUi0BaBRmmFplWEBAxTSSjKkQEChAWkUlECBQgJFJRJgKRBaBRG1NEgppAmaYzQLaICRSU0lpTSBaIC0wqiiSmhVGaS0ogWlkNLIpEDECUSUBWTAJFUIIokC0ppDRCrElomQlNJKaRoiDRAoQEyMWQPINKaLQaLSBLIKIEQFoVQgZpAlkFmQi0BaFZpTSSyDCAgUZpmmIKaUQWAtElokVbSmeenieNp5GeeniB5JvSP8SRm9K/xAypEkSBKJaUAtEBMtMUSUBjGMB11aUYx9e+dYWgZpGlGBohVGJaUZCYxgEzQFpFUICFYQM0gsQEDGMYy0SiSgFoktEgSmkmCqEBIEwCGlmBokCYxRFS0sDAIgIGaU0xjKkQEDFElGVIg0QKMS0oKRBokFCBiKoogWgU0QEjZKaSU0gRaDRaBTRASKWlElNIM0poC0wqhaAhVtFoNFpAlENLaQLRJFpFLSyCwrCYxBQtASBaYBApotATKkokojTcygEyKEBATGM0jSmi0Gi0BKJKIEQEgpogIViyGlmQiAtCs0okogRMYCjNMJAtKJKaQZpRIhS08jPPTxJaUzz08QLm9K/xBozemf4gZUtMAtIEppLSmmQtEBDTFElAYxjBXXcxJR9e+cYQM0jREBMijEtKCkQEAEBaRVGMZoCYxiKsxJQCYGiGiUSUZGaINEgTGMFUICQYQENKEBaQYQEKoxJgLM0BIFpRJRkJjGCkokwVYktEyFpRmmCkQMQWZpGRRQPIYlFKaRVCDRI2SiSmkCZpjNAtog0SKxbSSiBaLQFphVCAtILEhpTQpaW0hpbSKwgLSBaWQ0toVhASChaDRIM0QaLQqhIKaZFNKIaW0BEGiRpQgYyKKaQW0jTNFoNEBLIaUQIgJFUINFoGaWQJkWIGaFW0xLSyDCDRApogLSBKaQIFCAkVbSmeeniS0WeeniB5ZvSv8SRm9M/xAyMU0DBS0okpvAgRATLTNKJ5lAYxjAddSiSj6986wgLSNMICBmlElGVYQEDC0BIqjGMAmMYKSiSiBMAgJRJRlpmiAkCYxgqjNJKIEQENKMYxAnuNL6euOqLqlussUctYsbpeg+VI06CYzvXxQ9QchbCLtbrNr5K2711NQ0raKZnWzyIxuVczCZXmapETMRLGSZiszDyfwJ65/qNB/nk/cb+BTXP8AUKH/ADzf3HYn+EjRnLVFnX/zTBbtH0b/APlFn/zbP3nc9DH+3S/k5f067/wK65/qFD/nm/uD+BXXH9Qof8839x2IXaVotv8A2ns/+aaftsms9O3yuSktF5oayp6KydVBL016KcV8N49DGn8nL+nW1uxbW6uTpUFEidq1rf3HH80LoJ5YZMdZFI6N2F3ZRVRflQ74vcjUVVVERN6qvI6KXiRsl5uLo3I+N1XMrXIuUVFkeqKnccGfFGPjhz6+a2Tnl7LSmlrvqyrnprFBHNLDGkkiPmSNETOOKn1X8C+tv6lRJ/55v7j633LVLmt1JVL95HBEnrWRV+ZDnC93+02GCKW9XGkoI5X9CN1RKkaOXGcJnuN4tes15ljLs3rfpo6xrsV1v/U6Bf8AzqfuD+BfW/8AUKP/ADrf3HYRdpWjE/7T2j/MoT/CXovh/pRaP8yhv+Pi/bP8nN+nXG97LtWWK01lzuVHSR0dLGskrm1SPVE7kxvPik3HZrahrfS922eX+itt/ttTVTUrkiiinarnru3InM6zffKdXNjrWftdrXyXyRzdiiSjrOwxnLgxyJsGsMN618yaqYj6e2wrWdFU3LJlEj9i5XxYhvHTrtwmS8UrNn0mhtiUtwoI67VVTUUSStR7KKDCSon9o5UXC9yJlO3kfdpsY0akfRWjrFX8Ly6XPz4PuL9dKax2Wtudc5WU1LGsr1TeqonJO9V3es4Hl27Xta574LVbW0ed0MqyLJjvei4z6j0ZrixdpeZW2fNzNZfPbXNIWXR9ypaS019XNUTsWV9NPh/UszhF6aInFUXcuV3Lv4Z+Cae01ZepdRaluN4nZ1b6uXp9DpZ6CIxGo3PciIeraedkmJtMx4eliiYrEW8rEDZOJyKKaQKKG1iSOSC2iQ0rJFItAWgWJORRSKtokNLMKWlNJaU0gS2kC0goWg0ckUlkFBSJIkC0okwFmMJFY/fYLRV3y7U9vt7UdPLlcuXDWtTi5V7EPwH2Gyq+Ulh1cye4uSKmngdTLMvCJVVioq9ibsZ7zeKIvkiLeHHmma45mvl9tLsZh8iakV5qPLMb3Ohb1Sr4cUT1qcT3S31VoudTb7hF1dTA7oORFyi7soqLzRUXJ2ufPCymWd80SQIzprIrk6KJ257DrXtEvdPftX1lbQq19K1rYIpGt9J0U3v8MquO5Dv72DFSsTXtLo6OfLkvMX7w+eaICeU9RimklZMiiiBApotBo5I0SiTEFiAhVCDRIMWS0oyFoklBWaUS0ogowNECjNMJAlElAJgEilpbPPTxBox+eniB5JvSv8QGb0r/ABIMi2iSU0iqM0xgEWgJlpiiSgMYxgrrqUSZp9e+cUYxmkaIgIFGMYyrCAgYQFpFbJRJTQExjBSU0kppBhMYyEokoNMICQYQEKoQEDCHMSNKMYSDCAgGBwYoolqYO0Xud9JfYXSq3irjVK67YkblN8cCejT173etOw4F2b6Zdq3WNBa1avkmeuq3JyhZx9u5nrO6ETGRRNYxEZGxMIiJhGoh2tav+Uujt5P8IcXe6E1Qlm0W+2U0mK+75p0RF3sh/pXez3vi86uYwncfW7VdT/6W64rq6J3Toof4rSYXcsbVX3/+Jcr4YPkuO44c2Trs7Gvj6KuynuY6RItH3Sq6OHz16sz2oyNifOqnoPdSVirVacofvEbPUKvf7xqfIqn3nuf6dIdltpkRN9Q6aZfXI7HyIej2n7ObtrvXMUyTxUFpo6NsSTyt6xZHq97ndBiKnD3m9VT1namkzj4h04vEZ5tLrZhDHY+m2A2BsCJUXa7yS83RrExPZ0F+c+f1DsCq4IHS6dvDapycKetjSNV8JG7vanrOtOC8O1G1imfLhJELafoudvrrTcJaG50stJWRL7+GZMKnf2Knem5T851rdnar3LSiWlGWn6KGkqa2oSCip5qmdUVUjhjWR6onHcm85u9zlZ7jbrxfZbjbq2lZJTwtY+ogdH0vfPyiZTefA7F6+ktu0GjqrhV09JTNp5+lNPIkbEy3cmVO0Fkv1ovKzJaLrRV6xIiyJTTpJ0c8M4XdwO5q44merl0dvJMR0cPmNt0FVVbN7nT0cE1RLK+BEjhYr3qnWsVdyb+R1m/0dvn/AHHd/wDIy/7p3Mudwo7bSuqbhVQUlO3COlmekbUyuE3qelXWmmF/7S2j/Ox/vOfNhjJPMy6+vnnHXiI5dPqqnnpZ3QVcEtPM1cOimjWNzV70Xeh+1lgvTkylmuqp2+RS/wC6e22nV0Nbr2+1NNNFPA+oRY5InI5jk6DMKipxO3rE96m9eCczq4teMkzHPh3Muz6cRPHl0fqYpaSaSGrikp5YlxJHK1WPb4ovA9zZ9JaivMSS2uyV9TC73ySpF0I18HPwi+o7DWfZ1R/6Y3jUV8giqqmesc+jif76OKPCIj1Tgrlx6k7zkLoplM7/ABN10/8A6lx33v8A5h0iqqeajq5qWpjWKogkWKVi8WuRcKh4z3GtlX/TPUCu4/ZGfP8AtFPutk+zBNSwsu9+6xloVfgKdq9B1VjmqpvSPw3r3Jx6sYpvbpq7ds0Up1Wcd2q03O8SLHabdW1rk49RCr0TxXgnrPf/AMHOtOr6a6crMfnIs+zpnamOK2WC1oyNtJbqCFOG6KNifMemh13pOaoSCPUVoWVdyN8qYmfaduNOse6XTneyT7YdTrhQ1tsqfJ7lR1NJUco54ljVfDPH1HgRTubeLVbNQW51Lc6aCtpJUyiP3p4ovJe9DrXtS0BNo2tbUUjpJ7NUO6MUrt7oncerf+xefjx4c2rOOOY7w5sO5GSeme0viBIPs9mmhanWVwkc57qa106olRUIm9V49XHnnjnyTxOrTHN54h2r3jHHNnylHT1FbUpT0dPNU1C8IoY1kcvqQ+mp9nWsJo+sZp+rRn9o+Ni+xX5OzNgsVp01b/JrVRxUcLUy9ycXd7nLvXxU/DUa80nTzrFNqG1NlTiiVDFx60O/GlWPdLoTvXmf/HV1eu1ju1l/le21tGxVwkk0SozPx+Hyn4cncmmqKK7UPWU8tNWUciYzG5JWPTs7DhXavs0ht9LPe9Nw9XTxJ0qmibwjbzkj7ETm3s3p2LxZtKaxzSeXLh3otPTeOJcRNKIaJ5z0FtElp5IY5J5o4YY1kllckcbU4vcq4RPaXpEsRzpGRsar3vXCNRMqq9iIfRUeh9VVkfTp7BXdHtkRIvkcqKc7bPtB0OlqKOWaOOou72Zmqejnor+DHngie1eZ7C86201Zqt1JcrzSQ1LfOiyrlZ44Rces9DHoRxzlnh519+0zxijl1zuel9QWqJZLhZq+GJE3v6vptTxVmUT1np0cioipvRTttZL9ab7G91muVLWI3zkglR6t8U4oce7U9B2V9FNeIKmktFSi/COlXoQzr2YTg5e1E39imcuj016qTyuLfmbdOSOHBuT9rLRdXY6FquK+FJL+49XVOxSyqm73qnce3e+oaZyqu+Nq8e5Dg1daM/Pfjh2NrZ9CI4jnl1DqIpqeV8VVFJDIzzmytVip4ovA9patM3y7QpNbbRWVMS70kazoMXwV+EX1HPNNoOim1dcb/eWsrJZpkdTQubmOJrWNRFVObt3gnifU112tttw24XCkpVXgk8rY8+1TsV+n/N54h17fUZ7RSOZdZK3SGpaGNX1Nir2sTirGdZj9RVPSNei5xy3es7eUdXS10XW0VTDUR/hQvR6fIfK640BbNTwvmaxlHdUT3lVG3zl7Hp98nypyUZPp3bnHPKY/qE88ZIdb2lxxulkYyON8kj1wjGplVXsRE4nnudBVWuumobhCsNVC7ovavzovNF5Kew0W7GsbF+nRfOebWnN+iXo2v9nXD16We4rH1X2MuKxouUj8ll6Hsxg8LUVFVHoqKi4VFTgdvU34448TqTX5+ydei8qiVP8A3FO1tavo8d+XW1Nn15ntxwujoK6uSTyGiqqrq8dLqIXSdHPbhNw1VtuNHF1tXb62niyidZNTvYmfFUOVfc9qvQv/AMaH5nH32tdOR6pttPQVMzoqZKmOabo+e9jc+8ReWVxv7Mm8eh6mOLxPdx5d/wBPN0THZ1st9DXXSVWW2iqqt6L75IIldjxxw9Z7d+itUxx9Y+xVuO7oKvsR6qdiqeK2WC3xwReS0FHHuaiuSNqe3ifqo62krWq6jqaedqcVhkR+PYc1fptPFrd3Df6lf/GvZ1Qmjlp5nwVEUkM7fOjlarHp4ou8Grk7M6u0vbtT2/qK6PoztRepqGt+EjXuXmnanBTrZdKCotNzqrfWNRlRTvWN2OC9ip3KmFTuU6OzqTgn9w7uttxn/qXiyeSCKWonSCnilmndwjiar3r6k3n69M2ifUF8pbbTOSN8yqrnqmeram9Xez5cHZHT9jtmnbekNvhZDGjffyux0345udz+YutqTm7+INncjB9vHMuAWaN1PJH1jLHWdDv6CL7FXJ6q4W+vtr0bcaGqpHO4dfErc+CruU7Bz690vFMsT71SdNFwqoqqntRMHuqeWgvVAqwyU1dSSJhcKksbu47f/H4pjitu7q/8hlr3tXs6uIpTT7balpe16erIJbZVxxLUKq/Y9y5c1PwmdjeWF9S8j4hp5WfFOK3TL0sOWuanXVbRAThcxaUSUZCLQFoVmlEtKIFogLQKEDNIKKJaUBmlAJFU0WeeniAs89PEDyS+lXxAZPSv8QMkESRaFW0zSSmkCICZaZpRmmAxjGA66mMZp9e+dUYxmkaIgIFGJKMqwgIGEDNCkppJRAmMYKSmktKaQJjGMtEppJmgUICQZogIVRiSmgIgJGlGJaU0goxjAYox9Tsx0u7WGsqK2Paq0bV8oq17IWrvT1rhvrLSJmeIZtaKRzLnr3PmlfsJpL7K1UWK67Ym38Wwp6NPXvd607D9O3jVv+juj30dLJ0bjdUfTxYXfHHj4ST2KiJ3vQ5Ka1scaNYiNYiYRETCIh042raq/wBL9a1lbE/pW+D+K0fYsbVX3/8AiXK+GDvZZ9OnEPOxR6uXql8ixqNRERMIibkFc4Xo8eRijz3qO1WybWuk6qw2yxWi4dVU0lPHClNVs6qVyom9UzudlcruVT1+t9tNpsNbJQ2ekfdqqJytkkbKjIWuTl0sKrl7cJ6zrE9Ecnv0RfEtvDuO1/Knjs6n8SvPMubKX3QF0SdFq7BQup870hqnI/HiqYOWtBbQLLrOF6W2WSKtiTMtHUN6ErU7exyd6HTs9rpG6zWPVVpudO5UkpqmPOF86NVRHs9bFUY9m3PcyatePs7O1O1DQ9JrKxvjRjY7tTtV9HU82v8AwV/IXn7eKHUTDmuVskaxyNVWOavFqouFRfBTvg7cdOtrNG237TNRQxtRGLU9ciJ/aMY5flVS7dI46ocelknvWXypTSWlHQei2MnNXuXMJddTYTjDTfSkOFncDmn3Lv8AK2pF/sab6Uhz63vh19r8cuQNvyIuy66ZT+kg+tYdVmNan3qew7U7flxstun5yn+vYdV2HLt+5jS9glT3u472ImGtQ6KS+b/z2neziim9H5cW98OIdte0Ko02+KzWNyR3Soj62WoVEXyeNVwmEXd0lwvHgieBwFVXKvranyiruFbUVCrnrJKhyrn2n0G1md1TtN1E+Rel0ahIk7kbGxEQ+VadbPlm15h2dfFFaRL3WkLO/VGr7fbZ5JJPK58zyOcqvWNEV0iqvbhMZ7zuFCyCgo2tjRsNNBH0WoiYSNqJw8ERDrX7nxkcm0dFf57KGZW+OY0+ZVOzb0a9iteiKxUwqLwVDt6kfby6m9fm8R+nT3aJrabWd8kqZp2tt8blSjpVemI2/hqn4S8VX1cj5lJYl3LLGqdiuQ7pN0/ZWtREtduRE4IlPF+4fsDZf+7bb/l4/wBxm+ra88zZyU3K0jiKuu+xTWc1i1FR2eepR9pr5Uh6pXZSGVfNczsyu5U78nYXVlkh1Hpy4WmowiVUSta5U8yTi13qVEUttiskcjZI7XbkkaqOa9tOzpIqc03HsOtb0k98nHtOfFjmlem08utmyRkv1Vjh0qihmdOlOkX8ZWTqurX8Zno49u47haUslPpvT1Da6RE6EEeHO/GO4ueveq5U6z2qFq7YIonJ737Pv3f+Yev7Dte3f4nBqUiJmXPu3mYrDrft01vLc75NYKapZHbaN3VzMSRE66VOPT7kXcidqKvZji1krETCTMRPjIdz32WzyPe99ut6uc5XOVYGKqqvFV3cSfsHZVX+TLZ/l4/3DJq2yTzMtYtuuOvTFXUzSOqKrSl2ZcLZUtREVOvg6fwc7eaPTt7F4op3Bop4LhQQ1ECpJTVMaSMXk5rkz8ynr3afsb09/abWqdi08f7j2EHk1NDHDAkMUUbUa1jMIjUTkicjmwYZxxxM8uvs5a5ZiYjiXU7W1mbp/V91tkKKkMM2YU7I3Ijmp6kXHqPSnIW3mNGbQUmZwmoYV3dqPkQ49aeNnr05JiHsYLdWOJktPeaIlji1pYHzqiRpXRZVfHCfLg9GZ2UXKKqKi5RUXCovJTjpbpnlyXr1V6XdB6K+JyNd0HKiojuxe06l37Sd/wBOVE7LpQ1L42OVVrY41fFLv87pJwzx37zlvQu1uiqaWOk1Q9KOtbhPK0avVTd648xe3l38jlKhraWvh62iqYKmJeD4Xo9PkPYtWm1WOJePjtk1bTzDp1R1LqeqjqqOd8VTEuWTQyYe1fFD3mpNU3XVFTTy3eo6zqGI1kcadCNFxvfjtXn7E3HY2/aJ05fWqtfaqfrl/poU6qX9ZuFOHtfbL6rT1LLcbRK+strE6csb0TroU7d257flTv4nTy6uXHWeJ5h3ce3hy2ibRxLjSs+1Z/za/MdybZ/J1J+Zb9FDpvV/as35tfmO5FqX/o2k/Mt+ihyfTfNnD9S8Vcd7YdbTWCKK02mRG3Oqb1j5uPURcMp+Uu/HZhV7DgWVVmmkmnVZZ5Fy6WRem9y96rvU+o2rTST7R70sufg3xxNTsakbMfOq+s+XadTay2veYn4drUxVx4omPMvNbamotdbHV22aSkqmLlssK4X19qdy7jsps11W3VWn1nma2O4U0nU1UbeHS4o9O5UwvdvTkdZXHKPuepZW6ivULVXqn0sUj0/KRyonyKpyaOWYv0/Esb2KLU6/mHvdvNkbLbKO9xMTraZ3k8yonGN3m+x27/EpxZo77sLD+nRfOc+7WGMfs6vyvTPQg6xPFrkVPlQ4C0cudZWFf9ei+mb3KRXPEx88Mad+rBMfrl2rTih1HuW663D9Km+seduV4IdRrkubpX/pUyf+4pyfUvbVxfTPdZy17nr0V/8AzkPzOOR9XXqLT2nK66SNR3UR5bGq46x67mt9aqhxx7nhcxahT8uH5nHvtujsaDc38OqgRf18/sOfDaa6vMfpxZ6Rfa4n9uCrvcKu917667TLU1LubuDE7GJyTuJt9VUWqtjrrZMtLWRLlr2bvUvanainhZwFx4XXbq557va6I4447O0uk7ul+03b7mjOqWqiR7o856LuCp7UU4f270bKfVdJVMREfVUqdLo81jcqZ9j0T1HIWxxc7OrV3LMn/uvPifdA4W82VOfk8v0mHtbU9etzP9PH1Y6NniP7fh2FKz/TGq6eOktC7ofrsycs6/tlXeNI3GhtqolVK1OiirhH4VFVue9EVPWdb7Jcqqy3amuNA5EqIHZRHcHJwVi9yoc+aZ2i2O9wxtkqGUFaqYdT1L+jlfyXcHfP3HFo5aTjnFaXJvYr1yxlrHLgG50VbaplhudLUUjk5Txq1F8F4L6lP06bvdXp65Nr7VI1kuMOau+OVOxyJjPb2naZ7I6iJUejJGOTgqIqKfJ3vZ5p26tevkaUVQ7ek1J8GqL4eavrQk/T71nnFZuPqNLR0ZauBblW1F0uVRX1z+sqZ3dKRcbu5E7kTgeE95rDS1dpatZFVqk1NL6GoY3otd3L2O7vZzx6Np5OalotMX8vTxzSaxNPC2iDROFykogsBFoNM0yFpRJRFLRAQKM0wkC0olpQC0SWlEVTRZ56eICzz08QPJN6V/iAzelf4gZkJgEKtokFNIEpvAkTLSmmMYDGMYDrqUSUfXvnWMYxGiYxgEoxjKsIGbwARaAhWKJKaQJjCRWKJaUAmMIaYolpRkYQEgTAIVimklNARBokaUYzTEFGMYDOXCe+4Hab3Puk/sDpJbnWMRlfdlSZUcm+OFPRs+dy/G7jgXZbpd2rta0FvexXUEa+U1i8kiby9a4T1qdzWo2Nm7DWp2ckO3rY/wDJ0drJ/jDjTb5qtdPaLfRUkvQuN1zTRKi7448fCP8AZuTvch1TaiIiIiYROR9jtY1Smrdb1lbA9H0FN/FaRUXcsbVXL0+Mu/wwfIHDmyddnNr4+irHmpaearqY6ekhlmqJFw2KGNZHuXuRN6nhP12m4VdpudLcbbN1NbSvSWKTllOSpzRU3KnNFOKvlz/DlHTuw+8XOw1FXcqltvrXRK+kpFblVdjd1q/e54YTKpz7Diuso6m3V09FX08lNWQO6EsMiYVq/wDPPgvFDt3s317bdb21r6ZyQXOJqeVUTne+jXtT8Jq8l9uF3H7tXaJsGrGMS926OaVqYZUMVY5WJ2I5N+O5dx3JwVvX7XRjatS09bpjk+u2W6XqNVaxoIGRr5HSyx1NXJybG1c48XKmE9fYc20+wfSkc3Sknu88af0TqlETwy1qL8pyLp+w2vTtuZRWWiio6ZFz0I28V7VVd6r3qZx60882aybcTHFXst6p4nTHaDdYr3ru/XGBzXQS1bmRObzaxEjRfX0M+s5122bRYLHbqiyWadH3qoascskbs+SRrxVV/DVOCcuPZnrUxEaiIiYRORNrJE/bDWpjmPvkmaYrB0XeY5r9y7uumpfzNN9KQ4UObfcu/wApalX+xpvnkOfW/JDr7X45fd7f/wCay6fnKf69h1ZZwO1G3/8Amsun5yn+vYdV2cDk2/cxpewP348U+c72nRGXcnrO9xyaPiXFveYdPdqP85WpP0xfoMPmcn021H+crUn6Yv0GHzLTpZffLvYfZD63ZNdo7LtEs9TUO6NPK51K9y8kkToovh0+gdrbrRR3K2VlBUKqQ1UMkL1TiiPRUX5zpK9qORUVNynYnY9tLhutLT2PUEzIrrEiRwTyO3Vact6/0nanPinNE7Wplj2S6e5imeMkOBtRafqtO3qptVzixU0y46eN0rOUidy/vTih69sTPwWew7k6q0pZtUUjKe80bJuj5krVVksXxXJvTw4HHk2weyulzBd7rHH+C7qnr7egW+taJ+1rHuY5j7/Lrz1acGJzwiInM/dc7RW2itWku1HJS1aNbJ1cvHoKmUX/AJ5oqcUO0Gk9menNMVKVVNBJVVrPMqKx/WLH8RMIiL3ome89Jtw/0afYuhfJFS7I1VoeoRFnRfD8WvPO7s34MW1prSZmVpt1m/FY7OvltrH2y50dfAmZaWeOoanarHouPXjHrO5ttroLnbqauo5EkpqmNs0Tu1FTKHSpM438TlfY1tCh0/ix36bq7U5yrTVLuFO5V3sf2NVd+eS55LuzqZuiemflrdwzeOuPh87tc0nPp7VlXMrFfbrhK6enlxu6Srl0a96LnxTwU+J6uP8ABQ7o3O3W+9251LcKeGsopkRVZIiPavYqfsVDja47D9PTvc+irLnSIv8ARpI2VifrJn2qcuXWtM843Fh261jjI679Wi7sH6prRVU9BS11RRyR0VX0+omc33sipxx/zv5Zwp2KsWxvTVuqEnrVq7o9i5RlU5EiRfiNRM+vKH0eu2aej0tNFqV0ENqVqNanmqip5nVIm/pJyRDEaluJm08OSdynVEVjl1RjaiJuQ8mC50gSolSkWVaZJF6pZkRJFbnd0kTdnHHBB5tnosVu5ruMfUbOaiwU2pIZNTNk6lFRYXrvhjkzxkTiqcO5OfalpHXPDN7dFeXq7pYrlaaOirbhSyw09Y1XQuci/Lu3KvFEXeqH5KKqmo5uto55qaX8ZBIsa+1DtxWUVBeba6nrIoauhnaiq13v2OTiip+844uexSzTyrJbbjXUSKvo16MrE8M7/aqnevpWieccujTfrPbJ2fN7PNpF6ZeaC2XWVtxpquZtOkkiYliVdyLlPOTPJd/ec7yMbKx0cjUdG5FaqLwVFPg9H7L7Rpy4R1756i4V0Xo5J8I2Je1Gpz71ye715qWDS1hnq5HMdVParaWFV3yycvUnFV5Id3FFseOfVl0s00yZI9KHVm8QMp5a+CFcxQySxxr2tYqonyIdwbV/JlH+aZ9FDpzWdJaadZHdN6tcrndq81O41q/kyj/NM+ih1Pp3e1nb+o+2rhrbjpWdleuo6ONZKd7UjrETjGqbkk8FTCL2YQ4nydrKW/W2vvlxszJU8uo1ak0Mu5XtcxF6Tfwk34Xs9h83dtk+mbjUrNHDUULnLlW0cvRav+FUVE9RNjTnJbqpKa27GKOnJDrs9yIiqqoiJxVTnzYjpqez2apuNdGsdVcFarWPToqyFuejnsVVcq47MHtdPbM9OWOqZVR00tVVRrlklW/rOivaibm578ZPrLlX0lroZquvmjgpok6T5JF3In/PI5NXU9Geu7G1txmjoxviNt9yjo9DzUnSTr7hK2BqZ5IvScvsT5UOFdG/dhYv06L5z9evdUy6tvzqpEeyhgRY6WJ3FG83r3qvzInI/Loz7s7An+vRfOdPNljLniY8O7gxTi15ifLtWnI6iXLdd7j+lTfWKdu+w6iXLfda9e2ol+mp2fqXtq6v0z3Wct+549Hf/jw/M499t0+4Vv6ZD86nofc8+i1B8aH5nnvdu33CJ+mQ/Opun/qf9MZP/b/7hwIzgU4G8CnHhPcdhNjX83Nq8ZvrXnxW33+W7L+jy/SQ+32NJ/1cWrxm+tefEbf0/wCmLIv+rzfSYe5n/wDV/wCoeLh/9uf9y4yZG+V7I443ySSKjGtYmVeq8EROannu9pr7LV+S3eikglVqORHYejk7UVNy9i9in3+xuqsEFerK5EivbnKlPNMvwat7I+SO8d6pw5onLl+sFtv1D5JdqVk0SL0m71RzF7Wqm9F8Dp6+j6uPqie7tZt30snTMdnWe1Xi42pc2q4VVJ3RSqjP1F3fIcx7Jda3HUFVVW27dCaWGFJmVDG9BXJnCo5E3Z3pvQ/NU7Gba6RVp7tXxxqvmubG5U9eEPstHaQtmlqeRtvSV882OtnmdlzscE3bkTuQ7Wrgz4r/AHz2dfb2MGWn2x3fg2uU8VRoK4ukRqvg6EzF7HI5PnTKes4BZwOW9tWo4G0SWClkY+omc2SpRFz1TE3oi96rjd2J3ocSN4HT+o3i2Ts7P06k1x9/lYgLTzHpM0skoBaJLRaZUtLIKIEQEChAzSBaWSU0BaYzRIqmizz08SC2eeniB5ZfSP8AEkqb0r/EnBmVLRJFpAlGMAiAmWlGM0wGMYwHXUoko+vfOsZpjEaJmmEDFEmMqozTC0DGaYQrFElNIEWgYilpRLSgEQMGi0olpRkYQEgzRBohVGaSU0BaIGI0WlEtKIEQED6rRWur1o2GpjsS0LPKXo6V01P1j3YTCJnKbk3rjtVT3t32yatutpq7fUutrYqmNYnyQ072SI1eOF6e5fUcdCbjLaI45Y9KszzMMiIiIiIJjHG5FGMYCoJpqWqiqaWaWnqYlzFNDIrJI17UVOByVYtterbcxI6x9HdGonGpj6En60ePmOM8CapktTwxfHW/mHNTvdBXXq8M0/QJJ2rVSY9nQPltQ7XdY3lr40rorbC5MLHQM6C/7Rcu9iocf4KNTsXn5ZjXxx8NvVVVVVVVcqqrlVXtKAThlzs0okoyMfS6J1rdtGvrXWVKPp1aRpItTEsmOhnGMPT8NT5vBsFpeazzCTSLxxL7fVG07UOp7FPabqlvWlmVrnLDTq1ydF6OTC9Neadh8S0xRb3m88yUpFO0Njencpyem23VqOVehZ9/LyV//EOMTCmS1PEl8db+6H7r5c6i93ututYkTKmrl616RIqMRcIm5FVeztPyElGJnq7y1WOmOC0ytRWqioiovJRKaZV9hpraZqiwMZBBXpW0rEwkNc3rURO5+UcntU+wj283NGYksNCsnalVIiezoKcP4FEOaNi8R2lxTrYpnmYcjXvbHqi5RujpForZGu7pU7FdJj4zuHqQ49mklnnknqJZJp5VzJLK5XvevaqrxIKacV8lr+ZcmPHTH7YLRATDlfQaX1nqDTHQjtNxkZSM4UkydbD6kXzfUqH3tLtzuzY0SrslBNJzfHO6JPYqL85xE08jTlrs5KRxEuvbWx3nmYcoXTbTqGqje2horfQ54P8AfTOT24T5FOPrtdLheqzyu7VctXU8EdKvmp2InBE7kPxCYyZ75PMt48GPH7YKIUSU04HOfoiAkHudOaovmm1xZrhLDDnK07kSSJf8K8PVg+6o9tV5jYiVdqt87ubo5HxZ9W84sKac+PYyY+0S4b6+O/eYcmXHbJf6mNWUdFb6JV+/XpSuTwzhPkU4+uNwrbtWvrLpVzVdU7cr5XZwnYicETuTcfmKJkz3ye6Vx4MeP2w8dT9rTfm1+Y7h2r+TKP8ANM+ih07qvtaX4q/MdxLVvtlH+aZ9FDufTPNnR+peKuue1aWSn2n3eanlkhmikhWOWJ6te1epj3oqcD2Vm2tajoYkjrGUdxan30rVikXxVu75D1O13+cm+fGi+pjPlGnVyZr48s9M/LuY8NMmKvVHPZyhVbZ7s+PFNaqCGTk+SWSTHqwnznwV/v101DUpNea2Spc3zI/Mjj8GpuTx49560WnHk2MmTtMuTHr48c81hj9NsrJLdcqWup0jWallSViSIqplOGcYPAODrxM1nly8dUcPvl2sapVyKqWlO7yZ/wDxD4SZzpZpJpMdORyyLhOaqq/tIFpvJlvk908s48VMftjh7/SWrLrpVtU20+S/xpWq9Z4ldwzjGFTtP1ak1vedSWzyG6+RLB02yp1MKsVFThv6anzDRHrZIr0c9k9DH1dfHdkQcGKOJzPqtP6/vdhtMNutzaDyaHpdFZYXvdvVVXK9NOan4NUamuGp5qaW6pSo+na5rOoiVu5VRVzlV7D0hRyTsXmvRM9nHGHHFuuI7h0aORUVEVF4op9PYtc6gskTIaWu6+nbuSGrb1qInYi5Rye0+bFEMUyXxzzSeFvjpk7XjlyVHtfuiR4ktVE93akrkT2YPVXbaVqK4xLFFLBQRruXyVq9L9Zc/Jg+LwU05rbuaY4mzijTwxPPS29XPc9Ve9y5c5Vyqr2qvMpoC06ku0oQEikokoDC0zTNMqSiWlEC0QECjGMQUUS0oBaLSSmkVTRZ57PECmeeniB5JfSP8SWlTelf4kmZCYwkVRiSgEQEy0zSiSgMYxgOupTSTNPr3zqjGMRoiAgYokoyrGMIGFoC0isUSUAi0DNIpKJaUAmMYNFpRLSmmRhASDCAhVGaYzQEQaJGmaUS0ogoolpTQM0QEisICBQgJlWEBAoeRBQUiBjISmklAIgJFUJBZBhAWhVNEBaQJTSSiNkWg0QM0oksKWmMYyLaZoNKaFULQaJgJRJmkVYktFpAtLIaUBTTNBokUVDVkhkanFUVDnSl2xWSlpYofsddpFjY1uUjjTOEx+MODhwc2HYti56XBlwVy+57vW14g1BquuutJHNFDU9WqNmREcmGI1eCr2Hp2klNOG15vMzLnpXoiKwRaAtMKoSCyKSiSgFogJGmaWQ0tpkYWgIFNFoCRolkFEFGaBbQM0QEikogQKaUS0WmVLSiWlEFNMAgUJBTSCmlENLCkSWlEFCzz08QKZ56eIHkk9K/xJaVN6V/iS0yEWgJFULQEDCAmRmlEtKDTGMYDrqYxmn1751RjGI0RAwCUSUZVhAQMYxmhSUSUQItAzSKWlElAJjGDRaZpmlNMhMAkCYxgqjNMZoC0QaJGlNMS0ogRAQKMS0oKRASCmmaS0toVhATIozTNMFIgYyFpTSWlNIFog0QrFkFNIKKaSYKswNEjZKJKATALSBaWQURSLQFoFNKaDTNIq2iAmAlECRVC0BaAtLIKaQLRBotIqmlEtEirM0koBMZpmkVbRIaW0yM0slpQCIC0jTNLaBmmQ8xBokaUICAtKJKIFotBohVNEGmIFpZDSzITNBotCkoksgwgIGaWQ0ogppRBbQMLQaJFW0Wec0hpbPPTxA8s3pX+JJU3pX+JJkIg0SKoQEBMAmWlNMYwGMJgOuhmmMfXvnVGMYjREDNASiTGVUYxgEzTGaFJRJRAmMYilpRJQCYxg0SiTGRZgEgTAIFGaYzQpaICRpiiWlECICBmlNJKCkQEgozTNMZUtEBAoxJRlSYxgLaLSGlEUtEGiBimklNIFomM0iqEBDZKJKIEQFoFNEhpZFYsgWkFFEtFoVYgJgJgEiqFoNEgWlNJKaAiAkVQgJFWYkoDNKaDRIM0okpplVFENLAWiSU0jTNLIaU0yFotM0zSNKaJjAJRJRAtElpTQKaINEikokoyFoktFoUtLIaWQYQECmi0BaQZpZDS2gZomaYirFnnp4kHkZ56eIHkm9K/wASSpvSv8SWmZC0QaJFUICZGECw0xjGAQEAOupTSTNPr3zqjGMRomaYzQEokxlVGaYWgYzTGaFJRJRBhMYKSmkmaQWIGAWlElNMtMICQJgFoVRjGARASNKaINMQIgIFNM0koKRASCmiQW0yrCAgUbkSUFIgYyLFpDSiKWiGBApotILIEwCFU0QaJGyUSU0gRAQKaLQaJFJRLSiDCDRCkokowEQEiqFpBbQEppJRAtEGiRVCQ0sikokpoC0QMQJZBYUmMYwKaUS0poaZpTTC0yM0sgWkFNEGiGiUSUQItAWgU0Wg0SKSiTGRbTNM0zQpKaSUQJbSBAoWkNKaQJbSGltAWmaDSmkVTSmeeniSUzz08QPJN6V/iDS5vSv8SDMjCAhVCDRIMICZaUYwgBhMB10MYzT6986oxjEaJjC0DFElGVYzTCBhAWkViiSgEwCFZpbSSiBMYwaLSiWmaZFCAkCZoCFUYxmgImaYjTNKJKIEQEDNKJKCkQEgzSmklNCkQMZCUSUFJjGaZFtM0koilog0WgU0QEgTNMYiqaIC0BKJKI2RAQM0toNMRSLQECmi0GiRSWQUYCINM0irEBAWlNIaLSCxBokVTRBokUlElAIgJBiyC2mVJRJQC0QEjTFtBomRhBotI0oQFoDzKJaUQLRAQKaJDSiKowFgLTALTKlpRJZBmiAgYoxiBLIaWAtM0xmkVbSmec08bTyM89PEDyTelf4gXN6V/ieMyEQFoVQgJAtKJaYy0oTGAxjGA66FNJKPr3zrGMYjRMYwC0olpRlWEBAwtAQrFElEGEGiFJmmKaQJjGDRM0zTNMihM0xBhAQqjGMAiAkaZpRLSiBEBAppiSgpEBaQYppLSmhSICZGKJKwZUmaYwFtMS0oikQECmiQURVGaYwFNEGiRslElECICBTRASKwg0QKaIC0ikokowM0okoiqaLQaIGaW0gSCzGM0iraJDSyKSiSgFoktFpAtLIKMqoogsBEBI0oQEyM0slpRGmaLQEBKJKIEQaIGaUZpmkUlklALTNApplWaUSUQIgIFGaYzSCmlEtKARAWkVmnkZ56eJJTPPTxA8k3pX+JLSpvSv8AEGmZIYWg0sisICBmiZpRlotMYwGMYwHXQxyC/ZlU7+hdoPXA5P2n537NbkiZjr6F3ikjf2KfS/zMH/08X+Lmj4fEGPqanZ/qKBFVlNT1Cf2M7VX2Lg9TWWC8UaK6qtVdGxOLupVU9qbjljNjv4mGZxXjzD1piEcirhFRV7CzkcZMYxkUIGaFItASKoxjAJjGCkokppAmMIaYppJTTIwgJBhM0wFGaYwUiigOCNKMZpiBEGiBTTNM0wUiAkFNM0xmmVIgIFGJKMqRaBgEokoBaINEisUYSBMYwVTRIaW0gSmklEbIgZoC0shpZFZpZLTEFCDRCkokxgWZoNFpBYkFBVNM0Gi0gpotM0WkVmlgIUlNJKIFotJFpAlkNLMqxZBYCINEjTFgJkZpZDSwM0QEjRKJKARaDRIKaIGaRSWQ0syMLTCBiiSiKRAQKM0wgLSiWlECLQFpBTSmeeniSUzz08QrzTJ8K/xIaXUelf4kNMyEolpgqhASBKJKaZCYBDTGM0QLNwATbkYcqnBcBkAPyV9soLiipX0NLU98kSKvt4nzdx2eWWpRVo1qKGTl1cnWN9jt/sVD69onNTNkx+2XFfDjv5hxDddA3ijy6kSKvjTnCuH/AKq/syfLVEM1PMsNRFJFKnGORqsX2Kdhz81yoKS5wdTX08VRHySRN6eC8U9R3Mf1K0e+OXUyaNZ9suvpRyRfNnMbkWWx1Cxv49ROuUXwfy9ftPgLjb6y2VPUXGnkp5eSOTj3ovBU8D0cWemX2y6N8N8fuh+cWgLTlcajGMAmaYzQpKJKIEQENMU0koyEwNKIMZpjNCqEDNARMYjSmmMZpAiAgUZpLSmhSICQbJRhaZVhAwCU0koKTGMZCWQURSICBimklNIKMYwVTRBokCUSURsmM0zQFpZBTSKWiAkFC0BCkppJRgYQKaFYoxiCmlEFkCJItIq2iAkCU0kpoVmi0Gi0gWlNJaUZUtLIECxAWkaUJDS2mRmi0BaBTRBokaJRJQCLQEgoQaJFLSiSgExhaZVmlEtLIMICBTRASBaUSUAiAkFNPIzz08TxtKZ56eIV5pvSv8SC5vSv8SDMkFpjFBWEBIEppJTTIxTSWiGiYxsAUYxjbkYxJjQtpgMAmMYyyx4q2kp66nWnrIIqiBeLZG5T/wCF70PKY1E9Pg8uN9SbP3x9OosbllbxWnevvk+IvPwXf3qfByxSQyvimY+ORq4c1yYVF7FQ7C5PUag09Q36LFU3q6lqYZURp75O5e1O5fkPQ19+a9snd0c+lE96dnCBj2+o9PV9hn6NXH06dy4iqI/Ru/cvcp6hFPVraLxzDz5iaTxJM0xghKJKARAwaJRLSjIWiAkGM0xgqhASBMAhpQtBvAWkCYBCqMYWgYQEgozSSvjBS0QEyMUSUFJjGMhKaS0ogRAQrNKM0xAiAhVCAkCU0kpobJmgJAtLIaWRWaINEChAWkCUS0owpMYQqhASBaUQWQItJaU0iqEGiAlEmaRVtElpTSDFNJaW0yrNLJMBYgJGmaU0zRaZC0ppLTNAppRLRI0SiSgFpbSBaQU0QaLSKWlElGQiAhWaUSU0gowCBQtAWkCUSUAiAkVRTPPTxJaUzz08QPNN6V/iQXN6V/iSZkZpRJRFLTAIC0okoyEQaIFIhjCaEGASuZjGMaGKJKaBsiBjITAIGMYwEVMENXTSU9VEyWCRMOjcmUU4s1ho6W1I+st3Smt/FyZy+Hx7U7/b2rysJz4Ni2Gezgy4K5Y7uvIn32ttG9Sklws0XwSb5qVieZ3t7u7ly3cPgUXKHuYs1csc1eRkxTjniSUSU05GCYwhpmlElGQiAkGKaSU0KzRAWkGEBDShaBmkCICBRjCFYQFpBRiSjKkQFoGKJKMqTNMZoC0okoikzTGAWlElECICFU0QEgTA0tpG2aLTGAS2g0zSKRaAkFCAtASiSjCkQEiqEDALRaBbSBEDNIpaWDRASiWlEVmiDRaQJbSCjKqKJKAWiAkaU0zSS2mRmltJaZoFNEGiRolElEC0WgIFNEGiRWLJKMhEBAzSmktKaRSICBTRaAtIEokoBEGiQU0pnnp4klM4p4hXmm9K/wASSpvSv8STMjFElBWaJjEFmJaW0BaUSUBjGMBGRAxtzEDGDJMAgYogQ0oxJQGEBMjGAQFq44HHOvtKNiZLdbXEiRp7+ohanm/lonZ2py49uORRRd5zYMs4bdUOLLijJXiXXtpR9frzS6WuVa+3R4oZXYfGn9C5f/8AK8uzh2HxzT3ceSMteqrxsmOcc8SsQFppFGaYQMICQYokpoVhaAgYQEjSmmJaU0gRM0wFGMJFYQFoFGMYKpvAxjGRTTNMYypEBAzSjNM0ikQECjEtLaQYQLCs0QEjbFklECLSRaBbRaQ0tpFZomMBQgJFYskowEQEiqEBAWlNJKaQItASKoQaJAtKJKCs0poNEgxZDSwpKJaUZC0QaLSNKM0lpbTIzRaAgUUSLSNEsgsgwg0QKaIC0gSmklBSICZVQgJBmiAgULQaU0gppiSgFog0SKo8kSZkZ4njPLTJmVgFyLmV/iSDlyuRMjFNJaUFIgWiEGRCgEDFGaYDGMYDxiBsm3MTAbICYBAWmAwZJjGDTFEmDKhIKMhMYwaRNFFPDJDPG2SKRqsc13BU7DhnVljfYbqsGVfTSJ04JF5t7F70/cvM5pPV6ls0d9tMlK/oMnT4SCRfvZP3LwX/AODtamx6VuPiXX2cPqV/twmLTPjkhlfFM1Y5Y1Vjmqm9FTigNPbeQsQaIGEBIMU0kzQqhASBMZpg0oWgLSBaYxmgUYwhSYxiCjNJKMqRAQKMS0oKRATIzSyCmkUiAgYokppAiAhVCAkCUSURsmMLQKaLSGltIEokzSKoWg0WhSU0lpTTARASKoQEBKaSU0gWiAtIqmiDRIpMBYC0WgLSCmiDRMqSiWlALRBokaYppjNMhaLTNMBTRBotI0SyCiBEBAoQEilpRLSmmQiAgUICRWLJaUAi0BIMUSW0DCBZFY81Pu6buxDwnmZup17VUkAEBaQZpSIZEKaBmlg0QM0QEKoxjNIMYwgcPJre/N4VML/jU7f2IfsptoN2jX+MU9FMnxVjX5FPjxPo51sU/wCMPHjYyx4lyVRbQqGVUSupKimX8KNUlb+xT6i23Shubc0FVFUY4o1d6eKLvQ4NFiujkR8bnskYu5zVwqetDrZNDHb2zw7FN68e7u5+E4vseuq2kVIro1a2H8ZwlZ+x3r9pyHarnR3Wl6+gnbLHwVOCtXsVOR5+XXvi8u/i2K5fD9pgyY4HKTAICUQIGKJMBQgJlpjGMBx7tOsqNkZeKdu5ypHU47eDX/sX1HwLTnuqp4ayllpqpvTgmascidynBt1oZbXc6iin3vhd0M/hJyX1phT2NHP116Z8w8rbxdE9UfLwtEhpR3XVLRASDFNJKaFYTGIExjNDShASBM0xQGMYSKwgIFCQU0yqjGMBimktKMqRAQKaZpLS2kVhAWgU0SGlEC0QEKoQFpGyUS0ogRaAgZpYNEikohotIKaLQaUYViiSgEQEiqEhpYC0okogRAWkVTRAWkUlNJLAwgJBTRBomVLeJRJQC0QEjShATISiWlAZog0WkaJRLSgEQEgoQaJFLSmklNMhEBApogJFLSiBAsxhIM0sgoBEGi0gtp55d2G9iHjhTMmV4JvUXLlVXtAxbSWlGVLRAQKEDALRAQqjGaYgxjGA69mMY+peGRASAP0W6tqbdVMqKGZ8M6ffNXinYvanceAxJjq7Se3w5Z0pqmG8olPUIynuCJ6NPNl72fuPpTgNquY9HMVWPRcoqLhUXtQ5Q0Xqf7LRpRV7kS4NTc7h1ydvxu1PX248va0+n76eHp6211fbby+tMDTHnu+cmMYMsICGmKILyBmmMJkB8JtStnWU9NdY03xL5PLu5LvavqXKf4kPuz89yo23G3VNFJjoTxLHleSrwX1LhTmwZPTyRZxZcfqUmHBLSjPY+GR8UqYkjVWOTsVNymae+8UiDRIMUSUFJjGIExjBpQtBokCUSUFZogJBhAQKM0zTNMqRAQM0ozTGVIgIGaUTyKIpFoCBijGIpEBIKEBDZaUSYgszQFoFtFpDSyKzRBokFNKaS0owrFNJaU0BaINEiqEBaAlElGVItAQKaLQFoC0sgoikQEgpogLTKlpRJQCINEjSjNMJkLSiWlAYWgLSNFpTTCQJRJQC0xmmIpaUSUAtFoC0yKEBIpaUSUAiAkFNEBAzRA8kbem7AHlROhF8YBe7Lu7ggAgtLaQ0tpFYQEChBomQtMDRCs0sGi0gxjGA69GaYx9S8MtEBIMU0kpoViopHxSslhc9kjVR7XMXCoqcyTGRzBpS9tvVu6x+G1cXvJmp28np3L+894inCmn7s+zXSOqZl0ae8ljT76NeKePNO9DmenlZNEyWFySRyNR7XJzReCnjbWH0rcx4l6+tm9SvE+YeQ2TGOq7DCAgYQEDZKJKDTCBjI4o2iUKUepHTMTEdXGkyfG4O+VM+s+bacmbTqPrrHBVInv6abCr+S5ML8qMOM2nu6uTrxw8jZp0XklElHO4GMYzQEzTGIExikQNMJjNIFpRJQVhASBMDRAoxhCs0TGMimiDRMqwgIFNM0kppFItAWgUICQJjGaRVCAhtmiYoDCYzSBaWDRIrNLJKIMU0kpphVNM0kpoC0QFpFUIC0gSiSiKRAQKaINKCsWQU0gppgEgoWg0WmVLSiWlAIgJGlC0BMhaUQ0WgULQFpGi0sBIFpRDSwM0QFpAlElBS0QaJkUINEBKJaURWaU0BaQUIDgDH6GJ1ca/hv+Y8cLekuV4JxPI5crkAFoFEVTRaDRAWmaAtMimiA8grCAgUYzRIMYwAdezGMfUvDUYxiDFNJMFUICBjkfZpc+voJbZIvwlL8JF3xqu9PUvzoccHs9M3H7F36jqXLiJHdXL+bduX9/qOvnx+pSYc2vk9O8S5mKJcmFVOwx4T2VGMYDCAgJgENKMSU4D8GoaXy2w3CnxlXwOx4omU+VEOFE3pk57Z56Z4czg6vg8kuFXT/iZnR+xVQ9DQv5q8/ejvEvz4MJsHpOiBMJBjGMGmKM0xAiAgYoxgrCAkGEzSmgYWg0WmVJjGAoQaJlWMYwC0okoilog0QKFoC0gSiSiKWmMYNlpRLSiDNKBotApog0SKxZJTSBEDGFJRJQC0WgLSKoWg0WgLSiSiKRASCxBokFGaSU0KRAWkFC0BaZUtKJaUAtEzTEaUIC0yEokogzSmgIaUICQLSiSmgYQEikppJQFGATIpogLSKSiSgEsgSCimIqqiJxJP0Rp1bMr568O4BX3qdFPWoGMAtEGiBiyC2kVmltIEyLaYBClpmmM0CjGEgxjGA69CYx9S8NhASKxRJQGEBADKmUVO0xjI5rsFWtdY7fUvXL5IW9JfykTC/Kin72nzOzqXrNLRtz6KaSP5c/tPpTwM1eMkw9zHPNIklEmONtRiSgEwCAmA2QLacQ62i6nVtxT8J6Se1iKcuHF20WPo6nV34dPEvzp+w7ejP3urtx9nL5wxjHrPNYoxg0kxQ4AGiGBaQYTGCqMYQMICQYxWDAZotMJlWKJKCsICZGEBAoWgJFZog0QKEBIpKJKIFotAwbJRLSiBM0wgU0QaJFLSiWlEC0wC0wpKaSUAiDRCqFoC0gWlEtKIpEBIKaLQaLSKWlEltATGMQULQKaZVTRILaAtMDRaRpQtAWmQlElEC0Wg0Q0oWgLQEokppBmiAtIpKJKARBomRTSiRIpKaSYCxA8sMfSyq+YgFwtwnSXhyQty5VVUlVyvcYSKMSWQYQEChAxFUUQ0syrNEBASiSgExmmIMYxgOvQtAT6l4ZMAkVslcySgMYwmWmATBlyPswX/AKGrE5JVf/4Q+xPj9mbcWKpd+FVL8jGH154mz+WXta/44IgY4HKTAJBslNRV4ElwrvX4qgYwNEDHG+0tMX+mXtpU+m85J5HG20tc3+mTspE+m87Wl+RwbX43yYgJ67ylGaYwaJjCQYxigqSjYMBhASDNEBAoxJQCYwmVYokoypMYwGEBAoQEilpTSSiDNKJKCsUSUQIgIbUYlpRAi0BaQU0QEKxZLSiDNFoC0wpKJKARASKoppLSiCmmJaU0KWiAkFNKJaURVNM0lpbSBaUQ0WhVFElNMimiDRAzRBotI0oQEyFpTSSgFogJGlCAgLTNBpZBmlEtKIrNLBpmmRTTGaZoFCAhSUS080UfS3ruROKkDDH0t68EPK5eScAVc7k4JwMEJgEisUS0oBaICQUZphCs0slpRkZogIUtKJaWBjGMQYxjAdehAT6l4ZMAkVRjGMhMYwaYzjG8EyvJAy5U2fwrDpanVU9LJJJ/68fsPoT8tspPILZR0n4iFsa+ON/y5P1NPBy267zL3McdFIhRjGONsmAQMeSHivgp4snlh4v+KohJ8A2TZJIqzjHaJJ0tTq38CnjT51/acl5OKday9dqq4L+C5sfsYiHb0Y/8jq7fselMUSes85TRMYisJjBWKMYDDgBIATGAwgIGKM0wUiAmRmlElGVJgEDCYoDCZpmkUlElNIFpjGCkokogRAQ2oxhaQYWgWRWaJjAJTSSiBaIC0wrNKJaUAiAkVQgJAtLIaWFYQEgsQFvAgzSmkltCkwC0gppQNFplVCAkCZpmlBpmlNJEyLaZpLSmkCINFoaUICQJRJQC0WgLSKzSwEyM0QaW0DC0DzRx7uk/cnzgVDFneu5h5XLyTcnYQ52e5OSGAoSC2kVmjgGiQU0xmmARASKoQFoCYxTTIxQGCraYkoBMYxBjGMB16EBPqXhkxmlEVjCYyM0QENA91o2h8v1DTNVMxQr5RJ4N4fLhD0rjknZ7bfI7QtZImJatUendGnD2719hwbGT08cubXx9d31arneZoGPEesrJgMFJRJgKPJDxf8VTwnmh4r8VQk+EmAwUsTL0Q4Wr5/K7lWVP42aSRPBVXBy5e6vyGy19Tzjhd0fFdyfKpw2xMIidh6GjHmXR3J8QWlGMeg6ZMYxAlEmCqM0xmgJjCQAmMBmmKNgDCAmVYTGCsUYzTITGMAlNJKATA0SKSiSiBaJLSmhWKJKIFogJG1GaYzQFpZLSiKTAICUSU0gRATCs0shpTQEQaWRWKJKIKaIGaRVNKaS0oBEBIrFtIaW0BKaSU0ikQEyKEBaRotKJaUAtElpRkULQM0gWiAtDSiiWiQJRJQCLQEiqEBaZC0ppkRVVETifoY1I07X/ADAZkfRTL/YLlyu8Oe8wCICRWLaDRaBhASChaAt4ALTGaYgoQFoUlNJKaAi0BMqoxJQGEBIMJjAdehBon1Dw2aU0whWMYxlpjNMeSkgmrKqKmpWLJPKuGtT/AJ3ICr2emLOt5ujIXovk0fv53d3Z4r+85aaiIiIxEYiJhETgiHrrDaYbPbo6aHDn+fLJj0jua+HYexPG2c3q2/p62vi9Ov8AajGyY67mYQMAiBiKTyw8X/FU8J5IeL/iqWPKT4AgYivldotWkVngpUX39TKirv8AvGb/AJ8HHp7/AF3XJWahlYxcx0rUhTx4u+Vceo9Aexr06McPLz367y2TElHO4S1MjwBq4FyhWKameBJbFwAYMLlyACKJuAtFIJMbmUFYxhABNgxkJTSTAUICZVjGMAlNJKaFIg0zSBKJKIEQEKzSjNMRstEGiQUZphaAtKJaU0isLTC0DFkNLIMICYVTRaAgJgLaRWFpjEFtFoNEKTNAWkFtEBIqhaDRaAlEtKIEQEyqmiDRIEokoNFogZpkLSmmaZpAtEGltDTNEBaQJRJQC0QEiqaeWONXLuCOLO9+5naeZzt2ETCBFJiNMM9aktAWmVYokpoUiAkRQg0QpaYGltIMICAlElEGFoCFJRJbQMICZViiSgMJmmIEBMB16aWSY+oeIoxjGRhMeyslmrbzN0aVmIkX380nmt/evchJvFI5lqtZtPEPw0lPNWVMdPSsWWeRcNanM5Q0vYIrLTK5VSSskT4WROSfgJ3fOeex2Wks0HRp06cr0+Emcm9/7k7j2jTy9jZ9T7a+Hp6+t6fe3kiBjpu0SiTBFGMYDCAkGPJT8X/FU8R5afi/4qlglB+e5VrbdbKutfhUgj6SIvNeCJ7cHnPidody9BbI17Jpsf8ApT519hvBj9S8Qxlv0VmXxWXOVXSL05HKquVearxMYpEyuD23kpKFY924AMIsbkytx4AYxjBVCZqZXcWseEym8ggQFoGKJKCsYwgYxhwZBzLaSU0KwmaYyMICBiiSmgLRAWkViyC2kGFoCRVCAhtmiDRIKEBAWlNJwURSICBTRaAkVhATAoQFoCUSURS0QFpBTSiRIpKJKaAiDRIqhaAgJRJZBhATKqEBI0SiSgEWgLTIozSSiNFpZDRApogUQYok80UayL73h2gQ1N+D9DI0bvfx7DN6Mfmb17TAWqq5d5mklIphSLQEChaQ0sDCAkVTRAQFpmmaU0gTAICUSZpFU0TCBmltILMjCZpgqjElAIg0SDGMYDr0J9emz66Z+GqaKP1uX9h+ym2fsTfV3FVTmkMOPlVf2HvztYY+XlxrZJ+Hwh+2226sucnRoKeSbHFU81PFV3IcjUel7LRqi+TLUSJzqHdL5OHyHvE6LWIxiIxicGomET1HXyb0f4Q56aU/5S+PsuiYYsS3aVJn/iYlXop4rxX5PWfYRxxwxMihY2OJqYa1qYREMLTo5Mt8k82dzHjrjj7VGJKONyMIGAowC0DFEmAoxjAY8sPFfiqeA80Hnr8RRHkl+etqoaKhnqahcRRN6a9/d613HD9dVy1tbPUzr8LK7pr3d3qPq9ot1zUR2uNcMjxLN3qvmp7N/rQ+NyepqYuivVPy87ay9c9MfBKRcLkgTtus8iuJJKIqmOx4FK7PgQYBKJMFWxeipbpM8DxiQYU3ALQF3ESSgrCAgYQEyMU0koKwgJkYxjAJRJRAiAhWKJKwRS0QEgoQHAbLSiSiDCAgJRJRFItASDFtIKCkQEwMWAgJRJRFLRaDRIKEBCkppJTSBaWQ0sis0WgLSBKaYWhSZpjGRQtAWkaJRJRkU0ogQKEBaAtKJKaRpmlNMxrnLuTJ52I2Lvf29g4TlmRbsv3J2HkV27CJhOwjOeKmIqhAxAlkC0KsSRyZFmaSUQU0ogsKwgJAlEC0C2iSICUSURWFpjNAtogJkJjNNgKoQMAtEBIMYxsZA//Z)

Why in-play is different (and deceptively risky)

Short and blunt: live odds move fast. Odds reflect immediate events—cards, injuries, momentum swings. That means your window for value is small. If you don’t act quickly or use precise stake sizing, variance will eat you.

On the one hand, you can find value after a bad pre-match line or when public money skews prices. On the other hand, latency, pricing delays, and bookie margin expansion in-play mean your expected value (EV) can shift from positive to negative in seconds. Practical rule: if you can’t quantify the edge within 30 seconds, don’t bet.

Here’s a simple EV check you can run in 15–30 seconds: estimate the true probability (p) you assign to the outcome, convert it to fair odds (1/p), compare with the bookie’s decimal odds (o). EV per dollar = p * (o – 1) – (1 – p). If EV is negative, walk away. Yes, it’s that clinical.

Practical bankroll math for live bets

Want to keep playing for a month without blowing your bankroll? Use the Kelly-lite approach. Don’t sweat the full Kelly formula—start with a fractional Kelly: stake = (edge / odds) × bankroll × 0.25. That scales bets according to your perceived advantage while keeping drawdowns tolerable.

Example A — Conservative live trade:

  • Bankroll: AUD 500
  • Perceived win probability (p): 0.55 for a next-goal market
  • Bookie decimal odds (o): 1.90
  • Edge = p – (1/o) = 0.55 – 0.526 = 0.024
  • Fractional-Kelly stake = (0.024 / (1.90 – 1)) × 500 × 0.25 ≈ AUD 3.75

That’s tiny, but it preserves longevity. Don’t be tempted to scale by emotion—most “gut” increases blow variance up fast.

Example B — Hedging a pre-match parlay mid-game:

  • Initial stake: AUD 20 on a 4-leg parlay at 25.0 (potential return AUD 500)
  • After two legs, cashout offers AUD 120. You calculate the fair continuation value (based on live win probabilities) is AUD 180.
  • Decision: If you value locking profit & reducing variance, take AUD 120 and bank AUD 100 net loss on the leg; if you choose to wait, be prepared for larger swings.

Live tools & approaches — quick comparison

Approach/Tool Best for Speed Control over risk
Cashout (bookie offer) Locking partial profit/reducing loss High Medium (depends on liquidity)
Hedging (opposite bet at exchange) Advanced risk management Medium High (requires access to exchanges)
Bet builders / micro-markets Value exploitation in specific events High Low–Medium (can be volatile)
Live statistical feeds (optical tracking) Edge via data-driven decisions Low–Medium (depends on provider) High (if used properly)

How to choose a platform and tools

Alright, check this out—if you’re serious about in-play, platform choice matters. You want:

  • Low latency and fast bet acceptance
  • Clear cashout/settlement rules
  • Reasonable in-play limits and visible market depth
  • Transparent terms for promotions (watch wagering requirements)

If you’re browsing options, compare the speed of the live odds feed on your phone during a test match. Put AUD 2 on a 1.5 market and see how quickly it registers. Also test withdrawal terms—nothing kills a long-term player faster than opaque cashouts or slow payouts.

For a neutral starting place and to review market options for Australians, it’s worth checking reputable aggregator pages and verified site info such as cocoa-aussy.com official which lists platform features and payment options relevant to AU players.

Quick Checklist — what to run through in 60 seconds

  • Is there a clear edge? (30s EV check)
  • Does bet size fit your bankroll rules? (max 1–2% typical for live casuals)
  • Can you manage a stop-loss if momentum shifts? (yes/no)
  • Are odds moving against you rapidly? (if yes — cancel)
  • Is the event televised or have reliable stats? (avoid low-info markets)

Common mistakes and how to avoid them

  • Chasing: don’t increase stake after a loss to “win it back.” Use fixed sizing rules.
  • Latency blind spots: test your device and network; if you’re slow, don’t play fast markets.
  • Ignoring bookie margins: sharp movement often reflects increased margin, not just smart money.
  • Over-trading: fewer, higher-quality live trades beat many tiny bets in the long run.
  • Failing KYC early: verify your account before you need to withdraw—delays are real.

Mini-FAQ

Is in-play betting “easier” to win than pre-match betting?

Short answer: no. Live markets can expose mispricings but they also incorporate immediate information and higher margins. If you lack data access or fast execution, pre-match markets are generally more forgiving.

How much of my bankroll should I risk on a single live bet?

For beginners, 0.5%–1.5% per live bet is a prudent range. Use fractional-Kelly if you want a parametric approach—still cap it to reduce drawdown risk.

What tools help reduce risk during live betting?

Real-time stats, low-latency platforms, pre-set cashout thresholds, and access to exchanges for hedging. Practice with small stakes first to learn the timing.

Two short cases — what real mistakes look like

Case 1 — The tempo trap: A beginner bets AUD 20 on “next goal” at 2.20 after a team dominates. The bettor ignores that the opponent just made a goalkeeper change; the market shifts to 1.80 within 90 seconds and the player loses. Lesson: watch substitutions and red flags.

Case 2 — The payout delay: A small-time player makes multiple in-play wins and requests withdrawal. Because they hadn’t completed KYC, the bookmaker places holds and the player waits 10+ days, stoking anxiety to reverse the withdrawal and play more. Lesson: verify identity before you enjoy profits.

18+ only. If gambling is causing harm, seek support. In Australia, Gambling Help Online (1800 858 858) and Lifeline (13 11 14) offer confidential assistance. Set deposit limits and consider self-exclusion if you notice chasing or loss of control.

Where to learn more and platform checks

Use regulated information sources and compare platform features—market depth, cashout clarity, verification policy—before you deposit. Aggregator pages and guide sites list these details; for an Australia-focused platform summary that explains payment and live-betting features you might find cocoa-aussy.com official helpful as a starting reference when comparing options (look for explicit KYC, withdrawal times, and live odds speed).

Final practical rules to keep you in the game

  1. Pre-verify KYC—avoid payout friction.
  2. Limit live exposure to a small portion of bankroll.
  3. Use EV checks and fractional staking (fractional Kelly or fixed percent).
  4. Don’t bet without reliable stats or a camera feed.
  5. Take profits when offered—emotion is the enemy in live markets.

Sources

  • https://www.gamblinghelponline.org.au — national support and counselling resources.
  • https://www.acma.gov.au — regulatory information relevant to offshore operators and online content.
  • https://www.responsiblegambling.vic.gov.au — tools and research on safe gambling practices.

About the Author

Alex Carter, iGaming expert. Alex has ten years’ experience working with live markets and risk management, focusing on practical bankroll controls and player safety. He writes to help casual players keep the fun in play without exposing themselves to unnecessary harm.

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