{"id":9688,"date":"2026-10-15T12:23:00","date_gmt":"2026-10-15T12:23:00","guid":{"rendered":"https:\/\/marabella.net\/?p=9688"},"modified":"2026-10-15T12:23:00","modified_gmt":"2026-10-15T12:23:00","slug":"scores-de-tournoi-pampago-verifier-pourquoi-un-gros-gain-rapporte-peu-de-points","status":"publish","type":"post","link":"https:\/\/marabella.net\/es\/scores-de-tournoi-pampago-verifier-pourquoi-un-gros-gain-rapporte-peu-de-points\/","title":{"rendered":"Scores de tournoi Pampago : v\u00e9rifier pourquoi un gros gain rapporte peu de points"},"content":{"rendered":"<p>Un gain important ne garantit pas un bon classement dans un tournoi Pampago. Selon la campagne, les points peuvent d\u00e9pendre du montant mis\u00e9, du meilleur gain sur un tour, du ratio gain\/mise ou du nombre total de tours admissibles. Pour \u00e9viter une mauvaise surprise, il faut d\u2019abord identifier la r\u00e8gle active, v\u00e9rifier les mises qualifiantes et contr\u00f4ler le moment du classement. Cette m\u00e9thode aide aussi \u00e0 lire les <a href=\"https:\/\/pampago-fr.fr\/\">pampago<\/a> commentaires avec davantage de recul.<\/p>\n<p><img decoding=\"async\" style=\"display: block; margin-left: auto; margin-right: auto;\" 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CrS7b4dGiL9nfsej5CZo5vVxXcfJkkHFfSD3Lwa8eTsj\/\/z8nj\/8RnqmGX5C4PyJEmHZTyA9VThUm\/q+OyL\/UpsaYtezvR6JBar01I6IjblWI1xQkJtQofL5YBLq739DgU7Tms1NDHNnZZ0n\/QFQ3ZkNE8AZ\/+b1aI8BtV7ShS1tuC0gVQqm1KVC9iYESfJUikLOm5D6yoDgGEstwgvsI0kVyjq7o7kXKUGupCp+3smKD\/o\/MyI6tECAwm9m8j7m8+\/r6P3m\/CLQ+dPjzupb2Gy6P19fsdQCABm5YF1LKCHnNiUvP09NEyWUgyCkknZmB6jlZ0UdHbPerTxgvetlgd3fVYiYqWA1eWjFJUu5KwYUqty66I+xxgCo2h8mqFt5aStJOldNspMyl0Bc5TLtGantdk+FK8R7y+\/rDRPMFnwaZ8RPAUSpoliw8vWa8y\/t8Igf\/Df\/l2GxtN8INqHH8eK488fDnchP+B+3Rl4MaInoPUW9UZhdQDNwRTz+lCf1KRlNE8Oe7rwIrdyikrD1y1HNnXvXV9hPP14Jm1VOYyqCJXSbGRtaekEHIxFH6SdFmVsWTHEH88i9FJZv6Lq+UGTWEtv9oJQEDYlIkSdp3iXBw+jNtIVRJF28IVeh1BP1zzo1fNm9kam7T1m8teufm378rc3NX1Anzv6aKXzefQ6qgOI452o5YbdJFDHOVUbTjgwWPDIQvNaiqnEkxp+GYzAwDlFXQpqNKkHYIhZ9HF\/ROXAm0o0N1VRz6NOl8RRq9IFwvvML0wdZvkKD+Dlrftcz0WUy2f7BFhCupWGxrMxV8zo5UL73fjF8toowKXlTslPXHqKN23eK3dkkvSpWE79d60crEPl2AlEfOv5NEYjoEbB83TpKq+TSDRndGYCab\/7pwHqmYVoXd\/UGFeWOMWBgUlkAfY\/lVUdzUIUReLgLBMK0WkpLCdRNHimeDZ8R\/V4rpIUFbiAMO6dWwr26BETR\/s\/9oQhbNm8OZ06tXM7VpG8K9r7Q8cBIqtJB\/AXzUpRd2j750izKSnldKWWe6r94+O3\/rj\/sWn\/ODXbKsL6LoOfix\/0779w221RteUCx+cEJ9Rdele86z5HX6q8M6XzDfPuf1rFLg+rXfNj+zAkC3Sl6y3OaTtIk33GlNzyLOURl7ftbBLC8lo6ry8OW\/XZINroGav6VhFZJzIKCggyrJX3fwDzswSmHqwW3qty8PqtnWham7DgyiZB9rYXjAsbh2foxAS3SaIPxsteTDcs9u70LRpcDrg6fp+LJl7cPFz0Y+XPkskJGxY\/txMzzbD5SJKhBzlqFm6RbcXiDwStBrXD1br65gE28hx4OpBZw0PaG7H7uHY7NwCwJAnHDUd73vhdmkjWWyHvsBdBU1Idwidkqw9LaOFPL7HXSglVrxVbm74\/6Ko4paXsUkyC6KgcZLi9GovIrmoSps+k9B4eRTDKrWNgsKZsA7eQ+xzpVvKATvtppoCV1LIqEncSophk\/VP0QUT9vI+FVRQ3apz2um9gHZ7KUGs00dVUbXQ9hG+byID++HLIIP2B0KlFrd6kDbbYoHGhEj7sjFLu8BTNMvrKG+0Lcz+VwfPbR1fPPOcJ+KS+tOHt1xs7fl\/bGK2mH3NqEZAhpGhqppo5vTxS8IfxEDzdRs1iSBqiVakLUXONvtJmDYTu3XovLZFCgHEm6Ywh4O59aQRPD9q3YgUZlZR3s4rU0UucGBzAShKK3sPGk3G97Rw74D79+bURqz3yBDvw9nKjlIMp3XG4yt9tQK50sfz\/F+e7srDVvQtZv8QH6BlAw0tfwCitaXJv+4iGDdeRBW\/PwFrhfB7Cn8vGmekuz4jfBXUse8xOJ4tXixvXvgBHtDKsf8kiFO7ZSKDGhvP5E2wPEJz8LmTrF9vlmYmDM52NdksEEVr++JuZ2nTLaAUtWPS2U8F83fNc8ESKylRvvXX+uoUfkUHtijmjjLQmK707MTES30pFKKEICbfLQ4xVYcAwREEOsc+7fJ34SMX7qrJj3xfe8bEXv5rgOOlJBPIgFnayGZ1gjWcY\/\/izXaXTR9ZTjx0I3qK1SvG1pfqdjtw84l79LGXJMxo2hC8kkvcmv8n0co7A0PQ9wK1BqkeIeylajNsNFfZsujtSI\/QlU0Cau9aecS1Z6N6NtYPk68CCIpG8MOrV4vERJsFs\/61+ZkEY\/g8KzWxKBHe8rbjibvpDiSOYfuSPaxQQB8PFJaoi7rNgfB9ws5DyF2pqwDwU\/MRF+s0JQdHlp68mbxKY+GlY6fJ7JLYi0vh7B0pUYnMWAbbG0wjvI2u0A\/6mnduL8oLohi5xSU474cCFhZ99pHLf4Ac98nsQ8VF5YdrUIiWc+ELozI0kzC9qPoeJ4jy0Dwe6N+bECGimbm1zCShCUqpyqhidrl\/\/nMyMA7\/0JFTvw2hZZNE7MTdiN85ys4NW+Epjqp4WchKVwJTXLAp3E\/LIIo1MgnSiMM3JI9KyMMqzVKzmIR8ym2NmnBANPCvHWKGWQF4J0e4K2k2YH3sktPVEJxfamtIOXWNZ4r47xBy5vau\/8G2fVXclEN7zx4j9CuDFwybwz0vCWl1jSNcwohmzTmv\/\/oGJZ8lpLwEWd+UYI51JCKfVuxXjMqkUo61KzCnAwrWgzxipmiTTrmZmYBAazXSPnpFuvsqG6eLx8h3nWgkO2cwjISwCgNJXXMVHL\/KJ9XmnmteBwiGSl0D+aEr7ONwGxP1Geq97YM4u5FTitZIynRjyXhzbeLivJR67eRl6L0KCgent5gDzRyh7Wg\/S4KKC9c2wTZl4EA9OctrvF35e4h8yhRaSzwrfcpe2D+tayJN6PUaK9\/7DTfQt0Lo75e4fuaRQqtmZmdFjS2A6q6y7APnnL4i+4R19hoJQmc5sfAsPPpMwHIWIa+eDbk2hjT8Zb\/mO3AaRoNlKC4VYk7MVc+T81wan5Tz5VxKs3UMh6SL9tRPRyWQliaGBP2W8FZCnOWSoL2jonaRq5Zkwkaru\/EYvS30ucHuZ6+EzBLjRhjOv630Qt2VD9GZthnSAitwSIThlJyOfQ65Mr3UBUEL\/ic22wiT4g7C930KDS\/BFIt+z2q3tRG5fzxFe9xuJDU0BwGaQQ5TK72WeSRDgoGCUE35UbcGYUjxEy1OHZ+x51WYSpbw3giIFmZcI+vGGSuLVYpgKm+lFTmNBQaD1sVoZ0cOH3qC4JJDtcQPLL8rygeVCm75eDROY2cZEuiXGrr\/7WGPZEUPU5a265juKM64PwX6i1nZnGgzqLFYABHPPX4nABkOumtDU6ACjPBzA8hKiBTYaphAAN9W1YiAK3BkoLiOOHbOSDEFXXvuVzC2ntiwO46Fza50q8d3fIXIZAzNmR49Wol6vQ1trWta1ymb2\/+LkD7moqe3AHAP9972wVlLKjbG\/1+UdtcCFX7oYKiyqsfTJDyKBhiI3aAi\/7uEAzHW1p6RNmEQsTG2H9jvrcRpeMYxjGL3HrMGYrEc3SSRET3Du+OL93d4mcYml6bVnhMluTKSivyEfTE+hAu5i1Al3e1XsW5C6kUT7EFhks7wp8JKCwV1sIzPy1m1zMzMzNbLMKtlWz8Q4GxTq07Jm\/it3Xz7jrp84f2K7volKUpP6QaaYqWAAKqVFZNmhmWY8fxAIKYEKLGB1lcKcut8AIDlSZTnx6k+rLbWaF2\/ZxrN24WJz9K4vNB8E5icf0UOyWp8u55iMlqfkOKLzRiyeYnRz7\/QZxcwc4LFtpYuGkqXwpOYmT6Q5uru8\/Yv2CHYwcASDIl2GYNhS\/KQosQswAD+\/FDAeiJDyhFKNsH6El4AAAAABwQCf4+6BLQvah1zKURe\/uiLsGBODQAUKNXI4VH5osh5teP7gad7W2t0HGc0a+y8tYxcey6wZlR32VKAMHvxFWDsRkCrJoXH+N2R9t+O7HfwWohdZsIVc+i3iI+kna8UkfBraKDAm4EvEbuBmPbBdLAmhUomLkRJgZ\/tJTMFQ8WKZw\/KMk\/loAAAAAAAAAAEvq7igfq4y6q6G22\/SFWk5rH6FsT8sp\/1mAYdJvr9rCf6BofTc71+WsTwOjj\/zL0tWVwQOHZZ6CGOFBvD0kHSqCMwnw2lRcZeMYcqFMi4M+z0aBMB9ADkMRXwAAAAC7gtBYilU4DNuVRNYUEGJGXxCiHoy9grVPqY5krjwoNL0eWpiyTb0iTVLPtynJpIHK7LfoA6Xbq3sxQVNMeTTAK2AAGssFB0qzorYdzuRKzI9M\/RWILx9rJhXuso7wwtd0E3DBJaIbQBllAAAAXTIykN8VBv6mArQtsHyf1nbX2yIeLa7UU\/2LU6+bWQK99A3mMDQ4fZUjGg8briSyAOXNkkE7t1BYI5YnCpiOut5S3fZzEP8HRxxTAM+Y\/NHo0zDOj+gpKh2f5YBUBEAQ88BRzEXderdAQ5A1sRQoBwCAAAL0N2LJ8fiTuN8HXGpbJbg3m0vUchJdvkh09qwJ2fteb6KFhCPDTT1kJfxDSOvLGYVEOnSBHwzp4J1QfEDqVkGh4VOddcp0nYR6t46tTCRdsr7b+XiHq+nydbVB61wg8U\/MHzBqHn6Qj3Fm0yPrhIUIOx143e4OUsbdji15XCotfzPMBHIx49B9RvoCkrbmgXobTS4vZwqMCmI+HGQHSRq0WN+3+0yJUB5DNAAk3C\/wg75a+E5JFfJdAVlYdY36rotibJP7QJuIuidTazptwbZQ2X90Qm8jn8hmtJeG+epN7\/g75yR8rS6ywIvUCvxUOo6AUheoKpEfAAAAbQeGbEzCoVqlxkTDhmWVzadDk8+WPuPheAI2uQAcCyl60l7qRFtDDm\/pRTM0D0eMLcBZvRfWHgYF\/w6b+fN4kLydok1vX7eopcyQiPrXUtEUmMEFh8ONXyNddeT2tQb79EcDncm4TWkcGaNvraVcDEioEUuOhO7gmI4IqQ6mgnkpj2YJ4Ref+9EmmtXfwMCzXgEsJ7u7QMacVobUEYWmx96QSABhPKTNCPL676+5nuKdgojmImP+5d0fxcxUIXpIt1HhRWAUrveS4+SZ7f\/TpchOmdZR9GDkUHUP3kVlnRDZlq+kPQNTbNDXRd+\/DQeGijT3V\/xor7R6bmWtAD6YTro0tOLJofO3ZAt6IetsWEBZcZg4cGe6WBy2q3y5Me1yaMEnv\/24Alis+m11xB+QT3Zb1F8agVJ5n1QCUUQus6FmcIk40HN\/G7Tz63kmNTAPidNtjR1ULgCecn5qimsBeGFOmXhVnlfiLkMEYkZ+s9wn70NAC9B3zqGPGTPI7XNr5Oe+pighFrqTUmzBjDYsx1pX5ECeMofRfuUe2tThKQJX2Z93q3GMMOT9xnAU1yGyKAmCmO6iiU38YtmrK7IyBLhqnDbo4n9JGiOx+23lgFVpJciZ4YQUOv\/2NW0vUMlMEzlAxnqy1qBKJf5bGBXtof37dBwnGLtrjA6EwmLZ6EjBXH64SGxAbxwANhp3XFYnuNZudjNVHmi3m3xz76iN2+Yg5ToyuZ+c1C+O2LpQUIAkqa3pvqani9ph\/svyKCcYBKA8keUCPNuwfj7MDVpT2mRqt87KbuYUK9crwxWyAVJkqWFnVTHGRpfU\/R5GKd5IJsjRJEBu8y8e2llpcnJv8WyFwXr4eChuJ0NCn0G1P3k8e8WsvmXpsdoOHfCs+84Z4V8a1Q1Ke27lgAU4o8SAhR4pL\/uex1rZzEl2waa8xBQ3IRy6L34T65ZVEvDa5RV\/GaMn5VZjlWv6F3goXbop+Y7DZ3c4lHPeSfS8Nj\/uWnci6EQyCzU5ZKCWiIsrKjjgx9CNBhc6UzhsmN17Ma5Y\/2h08V090bydtCrbeBUIpJkTH8q5R2FU0c8E8UrEOLHgTqBbT\/\/AyDvwDvNwd5Jdiu6lUynTU8uA6MByWZSHgiTlaMktbwtJ37115tAT8togHyxGNQ1RkhsTtM7BTavPX7Hes9okxUgsWXCkIgQvrikhMOCSnZxO0L7b5RdNTbW\/ovOQ2+jo8H2PvpsUQ7tajnMnf+fJyhmn8qtETqyTr8BlpEpL5lHTeAby2t6p2irB8UtC7\/GVv0GktVpNamg0xB\/1Gbt3Na3EfbBGNQwkKZwl3R5uHi1RKp0s4Scn5Cpwc7t3SUMdFixlD0ZxonoNmHzfma9YQ8oy6oZoGuTxAV9C7nPpDWUEeV6b+OiwqncCrwVZewvSfLl1rcf2Smb1snVCV5ZR+Xn5ESCMqp1rnW6chRlmOpvPXLmDn7iNSmU0WUutG1Mg6BmvwQ1Ydp5CJL\/qK+IxfPjtkoeNWnIBPcSgts6q\/YHmvx1iC8qlDFtF+aedj6TUnHwIiH2NydiNlmPUBhgnM8ib5zl40nDsXlNMYNb+pQRRQCzGBrZZGoydWYzV9DDR5PB5br6N\/TDWGef95jdCtbQ0tZtsNFTj9C7rFrtqttg4DU6IZk+Za6zCSdENSWsG7NItWxa461XebYRrYVl9MF1rLjSbk0LbvV1jYahy86qaCRfnvlwKDjR5MjGSJH0A21P40f4gsZWe12XqfpktIyRtp3mzlTZQeEjoEfZilvVB3L7KkFdjfohWWjDdFAAscWvbX8jBEMsG9dcjmEwwk9jhTK6W9R2yWaKqPOb94e+jpM\/DdGifw9KxD2EJKbOQrB24mQYPeDaXeIsDDwKILbKM54H+J2x9gYTTT+zv6JK3\/+\/1sxP\/RTp0L1V2QLithnPpEZrc1oTNgkAXI1mG4KgYoogSRUlPI0k2x9g0JNmevo0wqFPZCGc2RTz7WU+vbWJBwAdvEcLBbgngt2VaRCIFq81mMhdATKCVrdnjPxBPPjghtKy2lvYTurDm6QrFNZpFuZkKHL3TzYDmnMxnOdYpXIh43JsveFwV907ucaeExlSV5zHN8FgEZl0iZNxK80bJolg1aSd4aXjH9ysJWrqY93Ij4yo1F5MVsJI27sGgQuUuDIOwHatcApMY3Qk8kLqywcMBk6LAT6wRfRYMhcbFzhmSKicURG33VnYCwanYfJJ7\/7oT7Ft5jLOwWy\/Y97PAwVO+UsOKOljCndxvB1zo2Qh9ND\/pkZlCxTAnPjR05nvm3BsDwBCoNhAh+DEChDzCrd0KylZ2BHIBD2k+LFx1QeCCtG5kQUpKt2lwyCF2EEbfaDzPpKzVQiUz9KzytAKLKULpx4pmWacrNMHfF3ArI+YO+tMp5M4DO15iN49SpkdaaCQ4YpZfwAfr930QHEHG\/3GtaJccfTn5U9AiYKBGplebu68XY6TRLMlm5FxA3IySFdlvUu8\/hzZxXGNOrzYoKPHH33vIvXrOgdIE6aWXeT\/jRDkd4BbNLuHPSOBJe9j9+xchkaI5dL8LK+qgfggIJVpYBX5VG1H3\/zzN8l6Bbi8\/SPK\/EKozC3Q77kQMVOgKlG6dl1rvp\/WTR38xpPC+i4ptOs3zFF5JuV9R23bm5uOO5X2dsigLEpgFdyLPMbjRW8o1vnmCGPNVFcxFwkYVgV6GgZpmlpLdGcnJSGpvPHFMayA93thl4UhQAL1k6j+lH9IqCvcVtyeiTWuDsg0I\/\/B09QrokLPC08gLbKwcXp2LTjJEFSgQwuGO1c30k1RSCtfLV25ha+HRh9\/8pUgW2tkj8aVdq3iK7bQlul3kKU3KapHaS2XBFxVnYPrEWvoS80RLbisTIGcjNzIfGBbBSK1JDlaN3\/T46dr0F51DOxbVuXMcw9R5Dn\/ZUr7mINy5gaZV1FzoqMbLyFaCXz6wVxinH3rE\/CdZnTXiMjI90uxCTv\/n1Lxt99TDZViGeS\/U1OtTqMeNL1mApi8PYdTu3Z331nmoM1WkKpjyigoQ6wZXOMW8ZibnYDAqNjDHCLybm8MiK0Ic4Z05Jmnn3foRoTWHm5jfch96xzdD923\/xW8Fhf2zHuoqIuIqpOnQr3GeqppTJ+rvJcyvLDvxafP3zaPy7nvVu8Eg0np+vRbEofUZscBG\/jopY2htyxPU7u\/YRwQ8ywwuEMNv\/ena1Pg7bd9tM2UrWC1o\/VbMnt79P3bMr6iqP22D94cWh3dkKZt0VtF2fVMIdhoZ\/j2ABYweGDyCZ8GTkyUK\/XrfOsFK5UOdDNPdOeuREQP\/4WDFrgDYPL4eDTvNGzoO7P6TyPTVA9NA4COADVasbyB2Z+r7IpRZkW2vS6e0rfS9rN+os5wI78QTLQYcSdIRzoWc1pJDGQzY5x9knvJcPyt5+mpFGokyJx1I3CK5Y5k+CQul5kxszRArl0MuHhFDajpgghCsdKMEJH71bTK1NhT6NPx9XPA82Cgr8TG8T00EMSacAU5a6LiqhJ+cb2PAOtFUrBpyit\/hXBM7qeow4H8p\/z6AXdT4Px52Q0\/tXQAlxcvjuWGv7uh56tFR3ZLkPJSO\/0jymAq4xk\/chpV1iqIm0gsT1YktPPehvPpHVyF95Ror6llvwCu5g9vW8z5GRdz3rkLbPrf6kWxKzT9JW7+NXQQG93Q2\/LQOVorAV+4mitj\/cKEuTEJnslW4htPEodgKmCKnJQ7NYrhgvQQiTnYF0tzv2gv8ArzPRS8sNI\/ZjEseLBFTPi0YG6d\/BjXIH466Qfo+SVokNVNgw4+e0I60KvjmlCQYgeQgtXRwZVfLORZ37xaj9Rp1GzGtwmt5e+EmnWo8+Ry2FYjOMeHmSjER191ABxhX3ufkXAdlTp9ilPq4OJ9YzhtAbDGoZvZQaZ5CwE7dKFLoNy99jtNKoOFxLv91bQu4uzhqAlABqkdwHXgXDpXHq4p\/47tJwWo\/N6ktCfGG+O07\/4Y7rjATxDTJtLFaAAQ4WtlqdneaTpnzmBH3yTX9Bh4xCn70k7\/vptDw8D8FxTA1Fmf2oqJ0kQBrne\/n1nSKeGJe9pa1x6RiHcCJ4dqk7038cywfxN93PQ3lXukRqvADKJoK9U4M0l\/0RfY5II9HwXNVMvN1o6a9EDM7LHtASOJLNNL1qXBEiSV0av6LHYx2i73V6AcrKX0hVKrXpWM4kgiUDNtNjbyOQ0Td52Tf\/6g+WAwXQ6LbQUUWbUjgBrDUHWNt+bv+m80mLTT4eJW7OJq\/yc5+oLQj76ZRgjG\/b5TjtZjFXwwvLAPwf8pAlZmoGgA8\/Y0KVlc6MaU6gdyZz+ApnAF1z5\/0XbZSz5+FMtYyZZcmy4kLdRJtGVbdb3r63sP6ZstVQ70b+pEy9TEQAbZMFCvngAvdqhhMxlYskrW\/y3584fdXiOd905Jmdkf47qMqhWKljjwVkYH1XG3Or2iSDYLmumsHS3U4LFpBh2SuybFLxG41cdqMsVb1+2ORk4dLBOTXWZmBpTEH6RI1Tv9idJ1UM\/Uja39gBhN1rSCKS\/4OIjblmXxHhCXK8oJAGsHhXR8XpsgIJUOwY7GuJyClTNmCxCtiTFbUpmbHSKBTfpoJVm3Gfx041bx1idX4QvY2fm8vtMF\/zgOu6qvHVzCnka\/1zyR5WlE4GNroda1eCI4NfjWvvTnUCFdZb5xjzFPe0FUIcd30Lu1B2rjkhABW07zHVq+CqW6UgFMVJNQVflkcZPz83ch1e8ZIgoe1GKMdCp4E9ScXe0m+kv8WwqkTGGfzQem3+sar10UOkCiIYsZfXw78unZa7XG\/g+E2C2cRDoCQyBUgzolnAL7yWD4nUEtdmu0SbxKs6R5YhYJKP8Y+kHYiXsGsT8cYi90XZtYUilWuRGHW\/Tnu7AIfksAU+JKTZDfcJUCZrG7yiISgGY6hesDKFNqHfwcBDzOvC6u+BdULiheRmnc5kJ0pObIwlttGPpXf\/QfseG5oKFEnpPsWY\/BTSpYOkJPFvz+7kyIvTSN3206jpTn+QJF1kp4kKRJizRkB7SL7beruF0fpqQaoecd5ZT4r7YsRFIiIXZ6qByR7swkdesJyVJxSWEalzLFn\/Wy5sCOOMGd9BI7rrgK0vRjgWzeKIP1nhtv6DNRf\/2D5OKeYfQN\/1NGABc0kWkhN5d+scBJFYY54V42n8+eN4mgXKxEt9l4mesbWZoZboyTWYKxejnqkbPJ3Snocvrj1d5tf7y+nunXnI7v\/RPLS2SgvrHSW1o8cFzxRmGmIMpaFa82nHuEejZT4aDNxbzYF3AxoRYNMYXQ4oLWfALHKN1LbUfBtNREiJ7vprnFqpdijFE7p6JCToxv6EyV1SI8XzbZ8DtMiJVvDrfmdF4oAHCBB0blA5xDJ3G3DISos0g2gL4iDBAzWm2GdyGG1HQMkPdKd9mN08U4QTo8UnYVO5OzJYsneDrOerIPloagtCUz0gvfuDySBYyRfO\/fnLxYbhKC4fk+Rbfz+GDMAP+FIAeJ5ct4zcR4lGUegnf8P2o1e8M+Jtg\/8TMgOlpBrRjXwE\/TsenFk6SMyc7YwLI8zHdW8\/As8qfpkbWFnplFRHP7mQHCh1HbWmIF8ejxI\/\/xYF+aql6gMQaCK08YdWJOxcli3x\/D7k4hvBotfxYJs+iRZUslWD17NcgNTxze4RRBoKpIDGPGdZVJDKNM18f30WVabO4WSK9iY4sORazQCBn5bIbWVdJFbZeB3sk3rt\/YtiXkRcEwvZ3OX0BMxMQpA0bdURGfCNmXAvK7YXYCJbdcfvmq06NFMoi4jWTrRZbKn8Yn+zGXt8dFVGEixm8XpZQHXjNgk8hrmZoF4D7ze0G0lpzFxL6rpqkvdLU1lpaxIRAbqwOT0DeCnGYgfRXEQm6MHVugyO2VrUEaZObvKFBUXVcAKFKw9LY+\/00IDPolpTHMtsBYYPI0sF4gAsknQawg+ujI5eihs\/WqXDiJ5EkeKUCFKMOBUoF55Yj89Xx66ED4A8Gv+GKrYInNz7QGYU3i3yDlWCaJv2zV4b8WqXpX02Tk8qSIu9aXE58DjD6iQpgYs72+j9VF1bUZ3FHKyZm\/h\/+M22MLCbu55s49hilTKpMu0f6n1nfKwY9D9Pru8Kf\/my+P7K+kJX3Jci9327+96mtKOMpI+w8bmmlq+ZAwbAFfU0L31k4ICE2hZ1DuvshXFMxWxs1ZC92qbROYXEvi2CrRmslHG2fNludTP3VxiXWi6XeUyeyJvTrt+LL51iLSZZfzOMImR9Ct959eClxu6NIJXO4XvAutxM1kih87InfoxZSgLdY4MaixDJu8hnyWRa93x1GDjhntPpuZsvMX\/\/ku5efKIKY6QH8BLLdaj15bzam5MC\/zh20k\/JDoaAucDwLyYnhsAibTQfM4AcewBBYxzwL9ofIPXFZ2BNDu3XSrxKrvFWWW8YSZiTSfAVQs0jhjuKUWXBqESC592G26VqDWTdVWo4vZTeC2xUN1+vxyDTUy6KUdsShwheO7OithLG2mchK+6ALMt2UjRTj0qcKUug9ejR0HC413N8zFdRV+BeRdKoykncpoj04QNp8HOgBpKRtB5CkGERAi5Fi+daR8uWli+ZfHod5z3OHsmKREnAD8K1Xub6PnBeYSQmEEz2MJDigU0BRnAUacjSh1dzreB+f69Cmj66I2nUbyqi1a9LYMyRGTnViwQXuX403XvICqM2fflHkG\/94CWi6sRyaqNmFh+QJKPUNG67YCMFHWFVcgEttSxVmqYz21VHz5U+eNoqmF08+iPebLWXvzjovAmGsnLBO2SZjIFzsWH3cGW0+q2J86wiz4YCzHK3PQ3PJ0Kqlswb2ZwKN+RS4qXT1+WQKtuAcu67D9rOTxRuFRztMaMcpbkYxFplmORhJuBXnDz1oPRpK8N5XGchc2yCMq49fwkrrs1bkASZtHwwnavoGjnhWu47vhJR5Qj04pMddVzXWBEN2uLrpFmA2AvKaC0UvfgDm9wyYU18oCMTKmCiB83vRdk2QLKSRlRm3N78k3Uxwfv17nU3MCKhq0UaeEALX+70sz20ag1+M8wANs64P5m5xUaSRT5Fsou3P1+Oh4y4KPLHxVCZL5IuHiD7qS6BmISJjAtbe1MUCWF0LNP6xmzqyC1zzy6ikylab\/siycG3RHd6f\/9KcPOfQln80apQbcKReagawya4HaSWAD6\/WzStwLaRrYHElRq8CAqBEW1zvuJ+APKV0e9UfOL2RVtFTsUvKS85Co0ELt2FWROAU67Wt+AFNoSYPRCGjKh+vrZx1C1Ya+ed9Y\/kV3Yyni95Anci\/FKE2zcCoKHynAgTS+I9k+CRzu\/ytLWAvkLIoL\/V3qOPiWbKsyVTCSaSD6Sdo+XFaAguxF8uAHXgD23l5vHT4vLpyIF\/m5bm8oSU0\/SL+QJONstsjqY+M8DaE5pw3o6OTQny\/UYoww+\/T5x43HuLcoCnZyzZJGb0XY0+mZPEniSIlxV20wAY9TWvo1utUvCX6AmB7SaMQ3HKcKWSoHh\/wQMkG+\/MT36zdixy6lHKq9Sz8F7\/6t3RFnTzyEfzCOU2PmB\/TK6g0LxxjZQYBWSYa12yOs\/5+kutLaxYSIxCQh\/ZDlGobBNOiP+60g23NwUkZflIgy5pzIUIsp8BEEAcPIK69LOV2Kc6cqnf9SS3WN8ybWKMirH9\/16Ip28\/damR845OwP4Z67oRBmQnugNESCzcIAs5PAurBuopvkpKcew8AiOyRINLnatcEvZw9y60dBDgl2cyuw58NlQCN7vWSPWaeRHNhSPBVi2kkA+DtEtA\/BYlWOUreF59l3zqigEuN4MxPkIwyEZILmVZ1IU+1+Gf5qYFn3w\/5v2wGaLfS4IAXXh0o\/W9M8QoDuyI7bTlNbW7\/MqP\/Pl5YBM1XbDoeb3m+YB9Op5m9eLKaoKoy3\/TaQt6bXq0KPj7+a\/kiBIrwvmyEs7Gryndf2pB80Niwq6u6EodVT5khuFWicSp4ejE4GYU7fVcPVIAx6G\/xt\/99zKLk2Sbxlv5K9d0KIuEtWYPvH6HRo1Ydz3DCmASkOwP2T3pFuCaYVb0q6BCrGNFVNnug91Cm47nCHKDA8622B\/icjNv\/BHvpB\/sMpqK8j7kN8rbItfTxXqfHzAzK2M1iZp9LUEFQCuw2QUx5XzPs3GEOD6PElHfz2UZqTTCvVHwvPzcnDTsv3TX3H4aOQzvMV9VXX5APM2JadCux1K4LDlHAOE2qaTyAvYmjh3IDHbkluASLZvQMVoPodsupIJG\/0ekMX+NiE5Rlo6lBNi87qoMG3HQxBNI1TfTAxUuxZ49LBs1Fqc0c5sEPaLYmykgvFzejo5nE0Ont\/b8XSOGPV5AYqOTDMRxzbp0kDHO1Ti5TxYUIjq+okWdcCWeMJEoCOd3VrBLmwzxxsDK4u2mERynGLO803VOcx\/c4NE4MKMeCwOl5SRjARmW+r1okPJy9pSnhl3uIOAl9LjUdw38NUc+Sk6gIUpnO9SU7oRGaU6AYRRguALMIX8UYJi4zqfqppqeWASk48UaXzX7+AyYId3xTy\/U4PNY5XE1Y0EjHole+2gySTROX+uQGwQFVWn9Jp9NMQVfksfiePt2r\/2CnVA2HYh+WvoSHBv5D7SeIhd6pKwV5bpBdEfq9XpQRo1astVvDuMQuGWLrxtrWAqGx38Rn5r3nSK8iPEWDMElFUtbyDx+jBPQi0ZOGYujD+FFY2zBNYYMwJZIw\/Rp59NVnZNJmyEitpr9vE\/lyvZFND9QYalYN598+xohk1pNNt0Q95r+fQILNt6iD1+h5fzAs68zHv9OjrJCk2QZwL6meGd2tdskNGZ7WjpY+N9UlUvwYGCZAQkSe4o+wFuLTqPmOltnqdiUd7ACD3iAt7p6UZfhkwch6pCGU79Q\/08c3Teq4OhW7yndYay9dkQkpkGA6XmIJYrd9OgN+ifuQa3WZ3du4ASLNfus\/Px1tRFS4Do+em3vWcIwJDv9FQ2RP8YW+zW6oUTOwom5v7rKzot1mZg3wxznytYuE68RSL6obCDUnxh3TUrE5iVvHSxjjjvKCnVIwLCs0FkbMrIWrBDyKuUEjW3ueBqjV05SIaWwouDZoE\/YJe9yI+G2ttFyKwjdu4NIbvoZtCNPupLKM2iF8AN44gC+FVPW57iExvPk\/n6oNWzbVkfJAQKBWGWerpvyyjM2\/oylRggHlpo1U9uTEVfE1AvmmvqgR3QKFu6eco8O\/Yt8ilRvCi372hn3s7oD7KMIpvCc8+sL\/3trg+8lsEzv13jWenpbZP\/2b\/zDsha8f49pkEtQswUIeOHv5aVovOi0u127rpULkc\/rwF5uptlMgX9bUJAGjiDgQCkWAePZ2V2vLG5Xg57Bx6hEwL\/jn0WyUUwxGK3VSBuTMCRKyTpGf4EX4YkG7nkhCdNvyCFLhI0NnM5XJkdoQCnajAeVf1452PgYlYlhkhq5gniz0TH4UxsCHp37ej5xl4A90uqE2LS2eNSraG5U8A9XscWYbr1PUn737ytjd7DmxDnnPZw2PH9aEHgeaTjjCc9mPJY+fOe4F4q3ks4q6ZNVm2rgUdY69v8dVZvRYf\/juFZAf+BWDpVIF5W5phojDoFjOwdi54A3+bb9hs+kFF9zENt5Y4HhSn2G\/jq\/w+JyTAb\/vxcNX+KqOjdurnBOecILwT8+BJbjR4mMVx1ke3hwpu1ZUSY6eKbJSNYSLPjHzpidEGgNbpmHhAAE5xZXck6vSRUpG84bkBPhOysBgKIQA9fWw4OPfPROZDDZ6GVpctkPagIJ6jDDwTGRLs4cn71\/UARQ6TRE\/O0D1nSbT2BZK+\/LNxwyPpJnTyBT1n2sP9DqaSS+Kr1bUCNim1MjSnVq8Sw2MHj9u4ak7ZJiWhadBUgA4pxZxzziFHx4M196oVvKnRfrJTHJV6Oxj3145yfVvO6Qb8h4gjzsVWYkpmUAJbp7cfora0gUV150Qn5gJirDyVUGhMjU7jVfak3NfyG4WPrcjqhxzTM8LnvGZffxprveceSFkAQQ2dIP0J+MEYQQcaPdpFWy98QlLnMfBpYQwCM43fAYJMl4XJKt7BjXfv1wEI4S9rIqU9T73TCVZnZrNWTOFA0oClg48UxZDdqcwIdWqaUDGAe2s2sFCyTXx81R0MVyGYebA1CqSc46zMhStco6cvWpxfNAJTXQ7Iu79jID1OIMsK9\/6m93NSRTR3zyf\/zMZxgrQoklfWz1zS0ddTOImKjtGD7TpbyuXQDI66canaP\/6Hpy9tMeiS2NqfOeB+lINTkh\/Q6QINRN0+B5k7sra9TUm1GVgcvwmrKigpT5+D6Vexleon4cHVDDp1lxrowTTLoN5Pb6HnnDH1fsHCbo\/LChXoiLgckzghrvdw0R5OCUMxRpEItj4\/5dVOL21qD4rm9MGgoEHuQVYNFb\/dELteBFAnXIoJSwzEHo2cBz62Joyl04seSLakB\/o\/BZfK+koWTD8SaVoduwYc48OVz6a9Pgc0Vm7cFNqvB6q63fJHHAUFmMf+fVQYlhoi9W\/S62Ufv4RscvOj9EXWnmeWiRvcYS6s\/ev2\/M83dyvuJoSE6\/WND3U84h\/8CZPskqu9yKgvWIEc4rjQHTV8onjLPsoIIe2XDSN9NPmZ\/KAJUahNxt4Q36ujhdzcTy79A\/8VnMYGBKvLWdopn6+LsBd1Y+WU0j4mgS9ZeMC8phu02PGB7WTNVK6onnlPsrpFFFuRmfDZ1nsMf0Y8FKB\/ZRJC786ugEIOfEf7kjF0jy508e+9pzQC6HJZJaS5pCvevc9jX\/bnDuthSZm0qjQtksGj2i0YFAsvnyqiaiCvJ5\/+ossA32FiaJpH\/HDDlBykFz7JgaBrbqlxnAZe79C2w+osdghDK4q6buD+7xQkSGYAq1tuqKUjZ3pkcnjuCMOOxIEOhnzDMLqHNigCUCt6AjcA2\/kJauDpGQ495ioKc33gVhTrb7qJayXtVDRMXf07+0HHYOWv6qmTeJWOl2mQefiU5YdOPHO3\/\/TjALYEe6jOKWw3kYprQhi\/Y2k+IXYkQfy2a1Quu0O6UxZ7Bmf2QRr+ETgdZhMaST4YFuRube3al7gK+6eK8avfL2pY9hHknXenmVIgfpcTNxLKp7BtaLcK0LmP5mW4OPelD5r6hoZcD+9B8pnQfpTcm+rRVhPiR3KXnHqYOhNqTlS9Urf\/YqpbWfsHL4W124KkGNa1hV41j9JmZvieVx8btNWgx\/mQT\/1+4abNgqq0zaZWkqekK7Nl3YrSwla+i7l8UaLi9dXmHUGaus3zjio7FBmgQSVJVppxVhq2GigjttFHgl8igFw5SWZV4Q0vJRy2zflrC5QcGZHYuJNMCP7jbBsP7JLNDdXa6JtCyHH\/hk8KA2ak8duafAXC9gIULitj\/c6k6gMYBaVHx4FwODMC9+vK9EC7mdHGj92ckjo0nJ\/8eaQkowKPwtrBHe8gqyEbylIop\/7l9mBJ4IqQ3x\/tiOlkzb0zBvt3fnri43vydZMtmtUOuYD8nbgzF9KI6vW6n5SnXuNfjqeVayHwMjkj3Au2sWLCQZ\/DiAipB2vfgQM2vM\/ZG8oYh+GvSg\/HSx7ug9R7hMMIlMPg+9CMjTw3nMImkExbIBDoMs2T3FYs3k3koEBwZgTBObz8TI2xey0kZHtCScbUpnjghZoJvR6i7RS361n87dtpv7vc4tdK8FN+cEmjQtm8Jy2bC5fulJ3rDuNI3st6S+tWZS91umpaIw\/Abj\/uUeL9hyAR+eb2hIzpqXtxV6QROOfhj\/isBrJ8NFdewTMjCWUg3v6jsvi\/ZBkZ3bHCEzJXLeL31aMEd7ByfvYN9yTGiWoe4p0QexYL0P7Lxz\/gFu0f6MTYYsXZG1ZGD5rPMiEkGzCIoeNftz1mnqYz7TmosE480VvnyYqNbxvvXg5ZLJz23fJpTzcM3V+HW5ngar1nbK1R3Wcm0biVx2Bw3Twdln8nnCxg7gNwb3jU894tYB2R2g+srXKZ7vtdyCce7h96VyV++Jznnafszq\/YZj\/hmGKbLe8InVoBtZMrUN+mx5U\/bEIK\/fEWObH8xF0D4kddd7E7YhVi0aMbtB3GUp8TwPB72msvYy0CVts5N\/vD2fe0cfMLWc7c1x7p1DOdWSUIM9OtLviszxtd8qjS9YLcQOfTs\/FXsomep3IxCI0uSI5uieZwoV6xHoNOEFyJf2rgi+V2\/gvamjdDhO2VM\/CY74c6sv\/qStdEAt38ShybdoUgvWfTPbP+T5FnfQsVS4eix2bapeataSsLt0lHxh3Veopre48z5btRVdRlVlFPpTvOkBUBvGclYpSYWnFVX2vlYaJWyaEx6vLIbrgC96ipgn2th+4ibUZr5q7uyr8Xp7HcAHqxqA+6LBnV5jqjEWuZDZqAxy7oOFtT6n7jmu2f3x\/6aAx5wpYjLVxDSvvoLCG4cS4F4gQth+F4szkaO+Ro5bgXH5kkKO1lXni81rpOgNnMehU5TWsMCORgYvIUCmJQKJ8kfNJE7R1RiVCEM4iHVB7bSmz9ug8HkZ\/Sc9t9oBRX2kQ8Ufl0OQl6bXocs754iKu6+rVyndV0AM20wTeXCzBqGqk9bgieDM2k7m2sEUBhFlZ0I8cqzjRz4DO1RQ3LIIKsowsg\/EM+Qri86eqPgVLJs3JXb0iZvvmsov01Gk\/7wEENK+sNAw6yD8xOwtabju\/eFXu41QmDdcY7GAaDdrEiHTJbcxgABml4AVGyZdXB4qgoDAvaiLYL5iwDvo4zBFYsHS96176daszacalVDxFmCC34y63D5vPb3JZr42eohl9MEsrOB+QpadlbeF5N36ZNmJoPKJ+hif9zPJBhkgMdeKCBL7U\/SQ1dB6I6oHzIX1uDK3Kb1jkZ\/xW0idWHAwCBDcvP1BI1XIW919QEWOXxJpvIU+1B\/oli9Pr8xNx8tiNa4rpFevWg90ER8IPfP46KjX7fc1V752iehcgGQJ4KnHQ2qxeDdsNe\/cGBwjGF+nMD1knS8MxksskeK6EcAQb5H8diITg3NncNar8zSZrYUEwQhbICQ\/sbH67z9JNSvN4am+8YLAqpXwsIScHtLoBRdehCSZw2LnAAuGOWdU61ncrchCQY\/RZQGSH3EgagMfJrq90uvDcbr4Km3jtJGql0JBilsjTgXE11VOAvnGb9s6JIM\/kXHJLdqe8xcBborbBbPbKXblGqwGLWUfehdhZ3TMxUsTFn7acq2zFjpv3HJHf6il36V6eJuMUu6iu9YeNVPX\/BSbC3VMYQdto0w54AT1N3zr+Cj5p8ha52DpQ\/vilWMvObtTiFH9MuGdx1ll1CJOqnjT5nGxctLtIK4UUNqOBOe3uOSpXqDRiqHNAZALZhbePYyZ6tiwHR+BTh7BHghJIJIXT0O8vWIY3nxgjCMCWAS32MdfIrMLf1UFtnrQq79A47\/wsZTXu+wrpM\/+EhcVflziwUbuqozb8OZRaXMD0QL91wbBKOTceDGXtewWGASLrUIRGpZ7hOeGlBetM+S8lYn9QNb3OnJq54ETXazUHfIcAH\/adSnLA\/0Ji\/ATmisFIJwSB3HBBqyDATlbqDOlV97EtSbMkAQJFdrZJEGCkZ1MTJ7VZqoRTjH3Eq81gTN7lfShJs3\/loC2wgAOAKz1Gxnfad0YWzwX+vtwIg5K\/uV2S9ZEPvgPx6TPQ5GAYOykCRPMa4qIrTx5b83IDTXInT2QzxcNBiZDW8GYTWmpanYo7QipMQMTgF6b9+W\/G7nxKmVisNfDEMKZr2pbwz2di6HvMzUQyfbndetmiJ43PDS3fNVK1USOOm4viWHJVdCuYAIvZuiX\/OJmvmQ6n3u+srfx5FwnBUXtTBFFBSf9k2o4WCQcwnMcEok36mqwPs5ha+PTMMLtcC5WDrejomyaLuntGJVgcM\/fR3kAgBT2+6hi3FTGm0v85oajMnjkMPJgO+szifz1kv1IkDhUk9q5IkWMkRgq8uFbaCbjmzS922Lg3xq6\/MN9SZMLki3T6LWnq\/1rDR3C8fV+2lcC4SazcDSL\/r7uHzwQ8zg\/5nRtGe9QAnjs5oe+TtykxKeTHkJ9AgGEka2PrbOelI0SrGMW5QIFr4ynvb56oWQIh4XpSHDs2292NHH894StU4h678m3Jv9HzW0mi9glAhOhN2lvCwCFX2FQ8u31v5NcBVSetsZVxFa2xSXxVLp+mxmwZthX60XuetnjgfV1fV1K\/tC8CgDTm\/GC2RAmqWlLL5NUhMIu\/79MO3lA2GGy8ro5dveVak6BZT+3EUJwKwvuVEH974pIUE4YSIOskVN4EnLsvqVIBo3WItYHMdl9f4+YG6TuNs8U0DveCcdbaZ3sKhepiaGP0boPCgj+hLdfwPtQPC2d1MGFxoaAp+f0AOlRguiQtPNR76lyBhPCdZSdbt1qsJTxX0JzYL5oJzn2yIW5d6fyaZGZWtWbGNQ2j9lW+S8LOsRyuO+fCDcSvanbMsTonBBWyej1zLIo5f+SbMkerAACFE5smXFSA2M27Nsgrol8s7KYizpBvvyV+NZ9KBYhULBHKaf5BVSk3KiGB4u2wPOI6r0jAYThV3OUmaZ0sMZmSXmc4LBGdCwXeX4xlrkAcV7PDzmBvmaGwMBgcIiy3xCXsYUPZNwINezfuSoh\/fCS3OyccjJ+4YoTgaDn4Ceskbx7KRWVxrID2b6eH1O7\/PPQOjJuim\/yG+sX+2jpYWErAIACDd+pSwv72Sc67\/eow1IQQ9KF8481VmiJFQJjeAzLVLxX3MWlEXWobHo4I9IyBX7iYGdMvK+wBJg0W7PnHp+xA\/12g\/zNEYuhDfeHU1Ndg4CeCXx1J\/jgoYQZ4pxfTr0yrkGz0FqgQoXibu1wuSx1e3wGsz4\/XtcOEHQ+sK\/br2Cyqg06EvrPWIkQmf4b3xhlu6bVmH1Hv823ImSsns5fwdd8XJCyAHiubSYRdMyzs5mmxBKyPuKKC43MRGQedDQXcSUZvETFmonceTVHx3u1ASfAOFDo6e6RXgWCwNwm7e26QcOjKTUq9Hs\/kWKIQmpYL9ueqznhDkSXJ\/frM8T9yTSep437LopNoww8yxP1ZW3VeczTWTABcqfFKWU1002rYODYwRZ1E2OI6YO5uTJ0UVVfT9J0Pyl41yq\/KuUBZuHmt5FXEvn1Te7mV1IqOOpc+dxvJdzbg99PPs3Rr6\/wUQH6bw9qzpKqlWEVwSq6OeU2u5pzfz0PtfJRzb8esXAq6Eb+M00OfN0JckgfM9FIOw9RsOcS908\/M6Nj56jvb2mFHDDzNzl3ftqWGKm7pq2bb+Hx5AVV1bri48dyJsrCAIp7glTcT4JI8YKUNfhJ1G4zvNANYn6A5bEYPL4BCQE5w3Y8JpV\/kYCjwGBTWDMz\/E0BoCiQPreTwRUBO7p4sY2ioKPOH6WdY80hWgD27GL4BywJ24n9974naLEMqo9eBUodBB7c+xNLbMhyUQRK3mHkNIDg3mTBv+yaJ2eTxJqQ5vgjkUVVuTLOoPjkDxZZmUlCLdp1ymAhUS99ExIpzC8xY5RPsuv5Goz8MSXlHwGOwPweFpk+MhSDwje5zIrRcr8iizgL3oZyHFgRDipR8nhRNeAFUEvRZfvmIki0dsfSiZp42ZQFvDgVn5gxiDqA4bEVGOHN0b3VPj0oqBaKXePg2qaXcMz+dvHLV8HY0NXsoVKTdtrp1akO2rVF9DojD1Q3T6p6Z7+V08n00ubrFnkYZuE\/2d3QnxhrZVdJtcljLZJ8CuuH37\/SJFwlNDDZcAl++G3Y8T5WiVkfaEclc7OyY3UUE53G22MbeUh2nA4G9\/KJcH5HHT6MjhK9jyxx\/z0J13qx3ccHTcKlLujc7kLJA3i3QM3vjkQ+Ym4vY2AUoJLLp5ToE13RmyUpgAttwDHbN+5DlbaI+RO5NZXuV2tmZQLeBhwZu+QLPgLFY0eRzQzO4Ju9by9nkt+R2AV+pbyuYME+M4pL6KwiBoZQXf+b16Te2izq2kEnUx1KMd7nGbfRfG4B5qWtQ4zz0SsNzgaZWY3kuI2PSk9sO5eHmK7qZQdh222Ey\/sky8b3HH7f2yc7YyEGnK+TAx1EXemmIbonf3SnVPsIlv51hJJSWEv2+TohWkxut\/FbYTWFkO+gqauwMfoEzVcaZhcRYwmYL7AeaSF4N0rfkcm14CPFgd06IBa91xLN\/8cjfMosRm1iAnCobRwM+YXw9uvfHqmOAK4ZaK7z31cOAGS6QJTeY9Y1odM5MoyNNxpUMj4KhUPpsZhxt3EMK0KbfgDXn1tVycSRj3Bsq7z9i4xsOzGJH27lMPtbW3xU+d0QKfPP1\/E\/FAVkw6tMBgDN++7DeBcnY9hlIqWI5jc+ClWLQU09ZHqJpmgJlIeOcjXarWkAVwgkytUaToIfBxiC\/zW2ML2dMDynFL52HvfXVo2XzOgpXDSLWthv+Epr6ngjVGxfz481zIJrx62aebHMHfCdze7QkXdjf4jgzePPZDdN1x2joKq01BT\/u7eSPhiTlv+df6TnSgIUhLxtBH9Go5NVEJfH6ds4AisY8CG2zthWnaY13POCJ29HKL2p6ftdeI1EBOo78O4bIir6EnnkyBMesKaeTEnA9s0+Tze+9PjZaUBxSUAKm68+Eh2yxJIKrr0Ecoc45JNN1uTYJfR3LSgcQQqDUZh7K5z1VumRkvUJBY\/fv7UJofXmyB2NgF4KZHJsS0SfiGplo8zbi5AjsdT1eN1\/a0uSVJAJ9jPX\/VlGlIKO3uMZg1z4y71EjW0x\/o7faUC\/0TizX1q2f6JbJ6cmKnMr0Xt347Cclv8Rc8kIxxPjicUNip8YEHzTFIde15RZoH1EPSjyqHzda5KIkGJCLcEO0dGuQt4IHd5wr8TTx7nlH+Y15xOUxeSl3EgLSFzy3be6uaMF19fSRFRWh9AJ1vKCgpmd8\/6DsBShuv8PJO3xh5C7Q+JrHPoecY6bGLH073curFf5GVUfV0LBtAgtVTBnthr4NK0cJ0OprJ6jcyu8QLWx7rh9\/EmkWIM8xBner6nc+nI5mSsvCawOVD10HjPXgnTKoda2CWPFfDVlNbsL3frJIGg3F6DWaBt6Qynaa\/H5xKtcL\/XKUiH1jwFLTVUPea\/vqbJZfCB+Hc3OFy\/XAmr4Zr1dhWLzzROvEORKjWtJczxs3Ry39UqUzEPex1qKqQ\/RIQ9CW2BeWZv5CjMfoMyJxUKu+ymWpRvCaNNeEmNNpbYyT0K1FpsHoeBY9dpjHbW3blvprqvcUK9dtS6fXRrh9C4KAH6k6GVbLOfnLWf5bh0D3YfGMUFoY0nmfzox8wCcsBJy5kPME9vyY8xFgBM2Do+y4UPbo6whhChISzvhpdRdzjA2iTptU+JPGLYt1\/S8HrcHSj8yP7KTWE0q8SRW\/LXxvDlcKvRyFTJ4UuxMQ7B6DqLmjLClMkYpP7qp\/aExtX00FywSfk7yiX5LA37iJzlSSedR\/OdHLwq4PIHdlbmbqR9VDPM9CncJ4YLI2uiCWrNuBnP4SZbSt3+NJDX81djeld+rHzxlYLYOUircLyBIwQf2hCiKTyz6k\/JZIy5c8rUSI8Xwz8EbuTXSOm3gqBqUP6j0VCctxb9+9ibelVOxVyqy8A+myKaUDA5f7NAm1uLpNH\/+pmUcRWz7tiaDpyZd07To8E37yUG4Qv7gJ0gPHbPYZqL9NeWLLQywpcCo26n8EAzvTgIU9hyEOB7lSQXn83Y1+ZYgSA4XQXdQo6w77bopI0vsDd75Y1y62jGC73uIfeS7yff8G2Jni3R6GIzmL0orG0V\/IvWx4Uyl46H2GOjxRlMdhySNTH2uUcHRUzMUQK6Qj3mPZDl9N3VPvOOreskG73uzmXBsO90h8FZjjFb\/ZJaJgF10Xzk1YkY4fsv2nn4w0KJqWQpq4g\/kd9IjSFck+48dW5LlhYKSpssYmKYQXVFjuocHPWqqtEe5AvgXVhoS2n2YFwTTFYsZZ6Dbo1ZkEETtxSJNppE8ZmSOcICeKbbUtSoo5jp7LgONXIWlpbmfZgqhLhPyfJUqWKm31XPYPsmatMVYKVTb+IljIemUPFTCZFDr19ebS+2eUjaOJLBbVnPiM8\/ao58wG+pgHmyX0PTy3\/UjlJCt0JKiEew+uTCpbPbujy1oFmTteyzMrCwluDRDYjPhDt0+XDtUd8ew+VupVfDU5CNEeWHd+C\/lvXYtAqOkk29VUxGtzFmXSBGbAVqp8VPS5q9tyTTIDpAHiNo3fuRwHINo4A6MZtvqP3PUTgUHfYxkMo2Yg+dy0KTxMLGCe2Y0MzwkG4QELEA\/pI9m9Wpv+ZKku8vviqx33KxJfr3lKwuLDhUlubou6+oThj5QEA91gPDf71dhysW4DxppZHeY+axTLaexA8qv6B3cmz8Oz6KJPaCP04tqKj0BuAxiO6Q+fMEBrUnPvDAuByNLfyIQMMu+4f6NJ2x8QPg6Dz8uKvfPKQCtxfbel7kYK0+\/nWP5+EWXpwlu7f6HdBN2FGNr3EKHx9CfHBvatquCQAyGYKuBx2Qmj7DDUJlNH68be8VFEc\/hqaJNWO+sjdvoz58f1eHwaauTlMeujEKXDo4vSdtKeJOWypRzVTQ60wnlg4qnj\/CJScSn6mpIBmQ6ucCYL7RzNq65UmvQ0zz4T15a+oAm\/eIdxkCrr22BxcCEXQhcMT4xo7Z9AsM9fkJQN6x2DUNfjJkuUsHCzUrihJU3i0J83C7qI00sxqUiXh72sStzHnG7EK1l7AJYc6PfUwCP+ZKarG2sZliHWx09MT4MxNAxyZYlkaTf9g5IC7ytNzCq+gXg5Shg\/Xq\/EVhcmhbKbEHBA2Cpqte29\/0vTWtRWz4Xgs5laYw2KFeSG\/vtKiCPXMKxdLmpKFvH4FaMMtu8AMMf2BMARsEMBZQW9esy53j2JrhLq2hB+18QL1KkJj6l1AxplVYem2SthfeLRellNqyFRMBe07BSMCDS\/gVl\/6knzA6e5z3F+\/3h8fopfpSUx2hVinJsklfmAgYI8UnmCLanrITi\/4jGKMHQZvOeE5DRO3aC81rQxoWxEV79Sv4CF7rnAIk7fQBZI9ep3jYkfJAz4+U0WZXkYvHay7pnCsCZfc8s8qlZJoewcz6eEk3ct5e63Pv9lQB3GqUgR8dGlu4JqcmyKC5wL1GR\/0gSKlN6syZ8W2+P1p\/moZKlWtSq3ygVRp+GGJGvl\/GYbsoIKZJXo1cMqceEjyCf7B+70S1ly0zRDgdEdD039At\/O7+kXzsfi2ujRVtaxEAAIVOQcwWvavvZcSu5jF06Lfnm959ETx8R8Zsb2413J8XCdJUUBSTfy9uGz2KITHxgVHrHsCcVLOCB667\/I3+EWXVu876M7T7uEK98sKywPOPWCBoAhPBSDC69MZfizpFncF\/bRwCereiWZu8RgfiEev\/BHt4aDm16YUwciV3XWI2bt9b2IZIrYe17Ykq9GA589fa8hZwW\/+4XWoPWytjWX8lqAiE9qwZ5JgD+jnJV7GcfOkpjTV\/Ob6WQlKQJ5EkFB+FFE+94k1uVcc3lhaw14pxSHF5\/OS\/zXbqexhLMPY+MUN+x56i\/WXKrh3wa2HLV2tUIGExQX2LYikzb3t3uKbKtKTIIOtabje6FDO4fr2fTk+8iCLVRXFHcnIoOJeuSXPiP2TJtcBU\/leCblhPAoz1fQNlL1HDii3MlmF0HaNsVRK+RowjO2jxlzf5+nkYYsrs9lLghWRj8XQX6nPE4C\/hsf+lOj7SHGWacgeSLVxJg4paQl2wEUcBzKgqnz664ByNB9KRQJosmllV5RsBHMMEWIL0TaVBonbFXBBRDqSW3+2+rBp2QabdoZteGHfnqcAkDmMCxkCKUy8WUCfJaI8phzlNmA03v8j16x0YCvVMp5sptPQFIvs5y+DzpEaPcwT37+6O5l+8E8TtjpjsQzEcXGNb4eFPV3juRw1EejmKnr424EV4NSSPxd1oZZVTXldfQk\/w8eYIA1mmyKWw+VytkpgzhwmJbEJqsrxU8Ekfm+wB+xQXoNaYRE\/6iC+ZyDiLoFznmFW+zd08+KjX9ivb5LxH\/OtwIpeDOam6mizGnsqtwZbVI406CUe67oFhlsD07UFuoAKdr8XXOltSvEBrlpAZFgEdxsYQujUhLPYAOsW6KPMr9XaO7md0YGwbfU3XK3ftEr97OKfLHOumSqvCMXuUM9jNZjbe21L3+4f76OKkmq2xlZBQgz6RqIxtvwbMdBWjHhd5cJ230m\/aiJJFbAxZ+7yvyLiMp9PEJIMcWNrIIEGnJgXvkGVQy0OunaDHYy2SbAleo6YnFXxKjt6gLDC0ta6R9Lgqwr2sIHZQ6Wd2WsEHd\/NQudMJ\/R3D7+BxJrJIIm2MsYe82axIT9qDzaORzcO9dl3IRCXyC1vnaNWCCKKpTX1073sj1GsdB4EfbVqgkxC0iQqbJ9F315FaMjiXycJzym1VQMQW2Pt\/rof\/xq1fuOHIRgTMu81E64DeJm7Bi196pQN3PJx2tViDhC41x9h3icmU2OgnZ7GrUZa9uaawBiFEMXo6iVJBJKaZUkT86tiLUKwbtgXfDfMpzZGU3UzQTr\/kVYeYnhfvvucxljMOB\/tPT\/tlRtkPkuXsBz3kmBCEhBTKG6ryRnZnzAPqaOy20m8MEMLEORd+B7ccf1KXv+beLMEk9aWhh9ez0W8fFlm0uq3jAWoYc8KZ3TpC9VwRS944IS\/g8phdDqWWLtPeAq8k2CiuRfBTdx5ksCCM1aZSH4HQEyPysrlA3cZ58H2e8cXQmVjbVmTPYFkJXhAb4eW9hUhMplcO172vgej\/8zeK3\/bTQ6af7OIvJOtOtEZQyDblBoH4rKHFXlgT1u+WYySuSxb74k+zcaP9ej5uK0s8S4vJQtAuGiIxVycL6LSwFmiukz5baoTDF7EJrl+7xlYuWdfwlsZhhdTGkmsrSTL8sftzvw8yB3X0zikZzy9hm2b1i9WNfex2TdHexiMDMnCd78lNXQgzL43F0uiX23V4qVx6fOBUASrxpjp5Pg+AI2Zj8p4RfJfr2cP74moEsqePW\/qCmVcoP8e2Fpo\/xoJ2PjLT6re+NxWNnI1NcUGyx1svQD8JJS0IPOhhydue0A6BTXEZnau+oxVzksqKJzpZmmTFpRzDMl3fMp19v0Wq8NUDjoUxAUyDSriULiHWdX8R7+zr2HNbNh9\/EDxUEqlmPJTyUam0HGL7loTMSUHa2YuBdY8KReSp8sZ8\/1PdWyI5jBj6qwrmjopF+tES1fXoHvj9q2UB\/3rNDKon8WEerQIQEIdISj9\/SJxREFSiAdcchqyuUaocNgMFrg5ZXik3wtfdY0vRxLWNqD9LrEOsMOi5P0hajID9K2XZoD\/BJi9EFe5HezQSYD4ifcGUIzRAN2ChY\/oxdWRT0\/+EDVX1WI3uMz\/dCxGi27iC8Vg9G3JPLwjHLSuzuz0lnKXOMQC7Vf7C0\/WaIZFZqCmp5Fbv7xnSV+npshyWAAk+xwIfHZ0SFXt+7m8vhKyeDEdTdoMxtySWzQzlw+aF8D6kJBbqrMlsvmc7xO\/vY+aR2HVsMW8K+fXHBoTPCCRSTBljC7Kee4XqSMPbxQkdwCEcs9b+GuVB77+IABb1bcZTFBn\/Cx6g\/\/Gn386nMfDj58sMaq68AGzI9Az2WgkOh0cRcpd4qhVOzCgddFhgFWU8pfdF1j32RYAJbO9Bhmf9kJ99UNECVbZjbtoIsCNBhcEKQ4S+BnOaDZGBw4LReJe0ds4ooye+UoIi6C0RoPlxY7X4\/OBZtLdObpBXBchGQ2+eeilF3b7NxXnx8Cxx+X6+uJHxozM3SyWRUa4VpFad2kngA6iPSO+1G2r3aqHgIa5zaNB4ElPRASHN+kug0X3HGC3HgEyGL+mCE15mv96ODeuhrO7yfpBU8mCL5lqBpYew9j+i6TJpfe2U245Pz1TssVi5I4dqOExmM\/WJBctXNg1Wy7W+EI5Tt5rVWTwrFwWrrcbMrFO+u9m8GPoeIrBfLNpLKjoEjVSU+HoA4aqA03+a1oi8nj\/2whClq1LERXDX63LTHhn\/\/rLAwlrgbEjiOVH6ZDYXNT2pnnjGa4JDz9Sj3c3lnJO0Vgq46GK8GSDZFsI4Fy\/a7mRm7sNxFuGMfYRbiMPDmLLXGd6dzBsoWSrBhUn+wmARam4Q1dTmIolnca9WkwjWV0CVCHXsnNCw3o\/eM4gH3LSE79BvcTcZPO+Panttm\/iA8+R4uMF1nfdCj09O1YaFEIyto1lswBRMSJAK5eIZQGpdHiZg1tmSJD4C8RI6wEz2yS+SyE+TWGIhdCcgnx+UDSnAhOzFFOjOSDuqzEoQfyGB\/7M58d2fdXrhLQeGN56Hr2aUbxTocTeA9useKYf4XC7dhPVBbVpmS3PO7kbb81oU5aX\/LzkZNNuhcKN5P8aW7l0V2jiTkrbmM1Vf4gIMn0AIKyWdTTpsyXjX0JNLIRnkBzt+oabqc4K6nef2uPF4+SpullhxXabKf5Ipm1xPZSs0vrsAPP4hR521lO8s\/E9T0mb0fsaX2+5P929JQtas9K04WlU\/kIs9g2HN6LkpT0KJ3xTTqlMkv5KV2ACIW3bXwBNuI88QkSIwLBKrpBzmwqktuPpdl5rjIgjkKxp+w9azm3ddpjyLqmUP9IfpAbT3q3URh1w2Qf\/sRT4KOXIKp73VzVJN0kEw9FeAb7M7ocpS8RllecTsU2SbDjy3avxluR1k9QAAcjHpzdh3dltiZWU08zhvE3b1rFFo7zHmmSSBsjXGZgxP\/IV4sTBMuFpaVInCWi2Li\/LcmDXYMrcjYAMeQ3\/5kyzB3HWK20o7yGnECku7EV\/RhnOX7W3goMI\/0fmqfsHsJKGhpg0RaBRUvuNtKFr4QWviqrZAjUoREPTHZNlLWEKRU\/r7HXGWEiMP2nZohrFXlE4otJzPv8th9FWunC4\/Obo7NHYkFaLPOdKA4A3ipiS2GWCKni4icmuKAXF94+Vh+qvG+gPoriu2gR6d+\/PiGwzGYpWjk6LylhOq\/efw68x\/cukUtruZDF\/ceLwEBsz2CwNPN5zAIKqe3l1R5i4SJ6sas+1zkp\/Dh+RGDKbRETuBPF9m2Zw8M096RuIZmy+X68Cp1\/oKuLeRKTdbYSR25Nr5J1NDkyxsuYFEvhlSflIE5FzGOho\/267tGHmng4+ywxNqyJXJtMQYqgmX8P\/ZM1rKm5e8kDZLl7LzBURHXCBv67aGA7ukB\/mSQxWmXUBT1iz8eyYTNcEjva09MtLh8INdr5pOHobvNDf53mxIh2b68xjRLjyn3Vqvk6CPsh8FWdM0N9TwPU4ws06VWkB7Y5LvsIcx5t6c5z6XkNqMs5pfEHBZPydg9y4VJnxBdZ4HatTWLPqZnJrosEaOc7L12doXscd2SX5iHOsPC0MhbqFrOCHRf9uClcLPzqM\/y70iMswcKrU1T0ODsafSLlUjisw68rvs\/vRs8KkBnUY7aADphRulFbsn6akNQtuIvhPDGajlPN5FXV4MJAsoaKLU7cLCQ141WR4V5bVosZ1mh86ILyqEpnrwoofXD6qNUBnApHEdz7QEO9Kugki1e7\/gViND9tB33WxG1cMyeEE9qU4Z36cVpbG5cq4tKgjxuMPT4ouGE1jOtV1vTh2K6\/TxTA3lbOAZRytJTf3\/WC5C31jx8LzZTWU5zDtkITBYx2WAlFgMn9YNF5EvDHMvk1KMNr1IOjjx0Kzb15qFIT6cHvEql6KimKJhCXDKYCsilndYLCgmbZIAVlK9OS\/SaIsWn1G+06mbnNy2orkZw0iFvCYeLfQBfkk9rOtq6WA\/851eyFAbEJ1VbQUwaIAnIrlWnJD0rJTbVdJ4mks0O4QpHLfMxx9iFAVrVY2SugMb7z5d1XN\/jJUiAs80gIY4kR1BzeyYXNu\/h\/ypM+NIQdz+urI57CIwEZuCptSa+vg483\/Hm7mSxkhHSiemChWBE\/8gvojY6lhxKWbIeYbYAD4eb0RhP16TYCOYEW4mCr3YWznWMmJyvcQom\/2FVUSyMGgU72FSLmr+BjrPM2vjIrHA+Fi9\/AZNhY5e2xNAp8FIrCEwtOF3PH5esYRoVDKIr7fkL0k4P7KLGe2JYZGNubhcD5Jr3lTa3H\/QtXZoml4dsLQCJNzAUE\/yg6I8VW418MbJzlor9tzuN1790K67IexFpexJWx3wXXO3q7ZlTF41OVSVmJWCM1F5z\/0RiMIMtCohJJO86gbaM2mbXySTzyA+Ul3PKJF+pAIWyNOk3JbwbuU85ShsRDSLi7ffNfqgbl0tJuS7ZL6RgmAnPNRcyj1NJI3kgmKptPRHpt7F63QHoQeF15QvfXLP+mRxxKAZ3UqlZdU\/ZEQ+8cyCKlBZGHNE2J\/EH\/dRFRSFbnRvW\/2GKot\/4+u1b5S+ykinnAJiBk3CgD3BbSVKWaptLGdE\/K2hptj4OhJcuhYKl7ylY4Iu2yMKByAgE7Bp5NLiyTI1E3jXPjfy7451DLjXz0l\/hzM8P2t\/VG7vI2Kb3vX9ttkH80KI9ZdiDhonS39c9hWI67Ur634vJNViUwPo0cenvgy4AFjCJEmIRO88A1JTkiha+iKTsWWqhv+dOz6xICWX3A1mTC8B5O2efZrY3wDV\/u0fLeJSBB1jy1ysDX1yNdiEHvbBZjIMt9rN7QR+8hV673qSoFjw1gXiBBsjo6+ApD93zV1HdwjBb887\/qSUKVCFgqp3r9O+2n3UgQef92FmDfbXYFmZYZIdfZUYSahkwi7m7tVx8eoOTIohkeVFVlyzYUpXUCEDfw8fD14P1wE1wV608ZwV7skmOBt+gdrnJIDmhRQvBShn1rRQuX5izMvs2z1AF7ll+mHfzzTFGMuPKyzwbFtbJBQQg7ntHxXbA2MRrhivSYlc10uomjvv2LunbPgqCeIGNpzfDs\/VcOLr+NBXQn3uAFTAImt+WvKFOgcB5He2nRS4PiRGghpDyPoRKv2r9eEXO1lwE\/PJmj2+\/Piy7\/QfjyTmk4GH5ybZU6vWACeHpogmQIu+q24OEJ0LQCPFHTc9O3MQQ9X+7rFcl9tIUcOMM+KtSGOdjThHsIsaLH4cStOEI46+jznxPTHllm\/m5Xg9SKUJIjUI\/NDcBw1B8HN\/w2LD0zp9L2k6e3+X9dQoWl2Ug57Uw0ceH52KfsBols6Y++82YqwOzPBwzWqJ8rYDR3Zn9nRZC+yDeZy85BjKA6Qon\/NDNRO5fHeWxbSFdCquYM8K7gYlQXHPKO+6funurV3kWXbk4UNfQGahJ1RPVSRHfVnfyxN7sQ5G\/qMZaw42adgj9q9XDDxGCnM7jnEsHIzJ7AWpo5JIT3mHf1K3B+vFSPOA96xB9cFZ8Awx1uGDRrnDVKVnLMmXFXFumJ4\/HVDXCYydgthYNjkONuTjLt00zZ7O\/F3q696S2TOeBjLIevbALmladQKcUqgOCX4tsU4Eq36A1ZI2HH4JVaR5G1lLQAVmAMPcG62yFmt3KYxZDOrcjM3ZMdW7+unZVGUuwBj4FxXo8S4N2GlTo178AecPlfX\/ztVrIMyXlmo2UelAm4TgNYYeXGXSxQJsVDFoHNm1EulOisz0c5kBBJIKUtR44HZnou2PQo\/ypUzbeMjPdbv3OAmJspEY7GmBHZ12gpJjdXE4M2w0NF8GnAKTS\/sVCq2aSF2Jw6DnkmwTWD8j8dx0xW9U9YVh+09qLamQ+OBQWzTrymywUr26e5fIaS97um0Kt93mHymWIA7Gxkzs21eHw1TGTFAkRKuxTe+3EWX62azuA9p4AdiEp+A9KsYpxgA4BJQ+ZIZfjrBSuQrXKTpQ6lSu44zsGnzCR031gYtvUWpWWPWH0IC846zBSOQl3y+Q5c5VtjR+2a5NK66EMeG2uO7ZmFTA2i1IoDcp0ObONRCABTf2ig35h7ua0q2x2dFow7efeVQmGMrI5HG76+HdaHUAysU0JniTiWZ9cKWG9lOltZsqNu9JeCW48FJ2VdaK7SeWtYGksWhLhPcw\/n5bYOqHeBgwuABcUY2C\/xuObxkAtWkF8hogBczW0Bs34XaTWCzM+1aSAcXElKleIAzvWP1wBmymu4BzuOb3PKwTdb2QnojyI4oFjnWbwAqaaiLaFv3Ckf\/PalgR0xpBTHmPtd6qVOMRoWu4LM9D\/ziOmiRvazBGDJBdPBdCItcT66vjPoMe6yTX6UYhBcFGduunL+WZ3pkiyug9\/ABUSsPEzLGb5FbU6VUnRJMe7ImwPJ520ncWUXvV5rM1hCgz1Be63TxhqrQtvpnkdGpPbhoysJlIzNbkm30OCWACj5bpp1HFr+fod75j\/M4PSzaTvYe0Qjm0w44UI4TFJFE3EqyxRrMbXO7JAnIirJRaEfuRqQKlPCFawYTV3I8h67KjNOhv2weBXoVlp1MMqHiCv3sTxwHrGAu0zLUrjmEVOjRQTapKWVRwe3LeKLIeZCNS\/zbZr7dz6ZD7qazrSSckrn+whuuSL7Ug4MBf1NcJSWfjjh2LTX171cThvippkoGSltMD+Jtb\/acyGawfukx0032dUOuFwlyPw5yn+H92rJoCBFt77RTv4vHmNVZNRob\/9GxYkl\/hXcxe1\/s5gGVTsy+WEn6GSze7NX\/3y9KyWGdwHAeRH81m0KK1PmCn95M9lxTqmNfLVLRxmcJBu6hEPH2bRVdUhDE1wFE9xOmuQYfhuf7nt7tEXSbt\/hY8S9qJv9vj3PcRmCrauu+EjPzfBGfqQFfm71eed+gx3Vg7MaCvUpuOp8jWepiMdOAOEuAwJpRqL9JUP2Qn9Px5DlkKkSQU5OFBJ0KyxHorGFxSZAbL1EdIJSiLQMmHD\/6l0XW2WxtVdlZ3IEpQbQqtQwdm95B0AjUS3MjHifPhhlED6VniFU3xLg9DjKLHKbRIqNlkGPvMF+KgW3yKuziESSSgd9gSzSXnxLaSPE5XkLc6YPvFyFbaCKPvYAQQjwzf6GHRRsuT3PO\/svq6ziPDjTpClw0wPHtlqWO0jvQLNaSoZy5JYrXFO1d1hkIFVU\/LyKccK6Vd0mEnKltAMR4XblJKSzGza6lrZPOI\/Vva4xkKPVNUEVl5fY9fnZjaglYRddralp2xjSOIS8nKemRU5l0wlHc8Wwv5Caesa\/F4cfQ68fNwZI+a44+PGDKnLHD9N1NJRe+KH2PJCs1w2BoWbSn7zDJfRqjWIKuppuIrSWBe2OYkkGDwbWyvHeja6mtK0M49+DwZ2KAllU9\/bBvD1k\/71\/SRmSANRkRPsLBUa\/G56nTB1VtwJrjB1UiP1aCVdhIj3YrNAynPwEB9+vylHUev+MvTb6DlX3+2zseq+TABJpV0rQivVrHhbCoEl6x7SjwEunp+1toeRcfsLT7j\/iV4MzbllEA6GMn39jpKZiQt6SGP4RaiWLD3KYFiHv+m6C4147K3EhidEHcaPo7WUUBiGNV0IEZE4n\/qYOadzaLAnQVzHma5d2swvsckuf+LFEQef8zewxQ4+kRgImIQB96SlPlUsGApQv3I\/LVZz84M5AoC4S1bxkD6ww93+bvAGiE7tIXkADjDF7M+Hy33FZlhxsLQgRUoVt95hvzRUtkY1i3MQFP61XdQBwzY0GSFP2MIV+fukkuKe2jqlcou\/lnl1Maqb0r1vWgT1R6ZDqhb2GEtYWEYEzZ1lh20EOci3HQAuhnCqeSyUyl3X36lAxP13rMsLk54iPKhFvgn6TL\/IPrz8L+L9F08emwcgFoFctjVoA4lr1pqL8h4HeFRnZ\/vpy4HFOR3\/7xKV8My31zcIGFXRZhH+GNkW1Td3rM2rNnw5fbfNEqa+vh2xKPVoDw7WIuQS1J675BgebJaXYAL30MNAlWOGoVSfU9chLR5RUyAHX4WgSW3uWEOxK+p5Ct649dPt3ri20WNWE2yCRuEqVEmxX5z0tgkd\/ljst+Y669m4qVYhuiuvDCHH6ukntn24lZ8joekJuqIw2FZeBPJggOY9nSbZ7mBmBPVIfmNiEpdubV6fLWEYkcEgksq2hOO0BtovsxV6jJ2Nj0lON95GVE2ciJRtZgijz41eUuHtr2MKFILuHG7XjPwOET9IYro2qlE6iHAX0mkFw\/sn0dLPeQHcMVBooE7bHmSai7\/+yuTr82a5cmTqcCVHcJ6tL7KCJTk3lhO7sM5T78C4Qq5dltccN4Mct4RU077pt8ij5taLbw+dznziMBnF8DtAJ9YYYgpKWADEifpCUOZo0XiiODC+CMPnu\/9jJXBzE\/MKh2GsKlKn2GCkjtzDcIJ29wAR\/v3WismWow8SWMQV1\/rCFiJTSmGLTgou20\/AJY6p21j381JqbjcQHalXMXI+IXZEMP0428d91JR3OzJ6Wy\/1Ys6kfzsb7lPuOPgQFlJ+YMvG6PYZnS59XMq\/2LiykPetJqHBzxMyPqwXRXxeApMYRAdKR5ypRLT83tGMSA9sDEa3B5QyHtwHnG0tW2i7ous18qqVubMmaJfINfPyiFlC62ETyd+N3TtBxP0sSQecizOU0ZbivyHPdUStwVETbCPex9Gq\/3Uv7phnZoBME2jXMWk96+hJIpdc3gOL6cL0Na+rl229OMTRuOKJJlYfhLl1wZTnJAkBQZJv2gB\/n7b15ILMTcC\/pQJl4EAKqbFqBhJ8MzXH6s\/cmYx9HK4gBhCILyXIphPIFocAimdHw2BPRDZTyEc1L7UZzK0xQ6IzRjB6jhy3UzR+Tl3BIYqMS0C5rhKEoGjv7L5M53oB6elqAg8k8GWLuFsIL7MFM3GUbxw8FKKyEWPo9FEwrkXVCEFgPZmHm82VsFSUkRh+BAqiD8xPwf6TQ21b9NUCwunTs1X44+27jmriD8UXwMKRbQT5NuHJNnHfQI6+FsYK+3yarvhV+JRg71IpbIw7d3UAuxPu9HMOcmmOzmjwWD2bIydUlTW14d5jptS5Ly4pfSKinLNxv219cIbJOYgvs2f5tcIWAtdsUEsLDAYdTrRZ4KUtzpZP4FFZ+YeroshF29geYa\/\/7Eb6f9ONLsDG+jFnqh42y4LAkK3DGgGrib8WIfTT4Gddl\/d\/DMRVmTu3Rs6itBf0wv6Gy27etiZL+oNwzd9MkMIJJkgXHz0vndrSofZLuKkD+iLp3WGn1PITz\/pzYDn5PVq2AnRjRc5C+0Zw7+57lB9YNHx2o\/pSQ\/35lG38v76232BRLORdeSNlr7qCqoJUUZoJAQCjQqt8mnX+k+69y\/6XBZKUcQ80rQYdjjJJTPu8eMhJB664krqzIcdSi0C3V4xjO9jVgNnsyj+7vLewhUkjoIOraRcJ3zyKCtCEaLmsbZHfMONO3k8xOf\/+w8YbNNjGvmAu0URff3w3fYJq1txYdjgQgHBj\/h+4QW4uBO946VnoZ3gJ7zhgKfmxwFiPxvU60PqDeWWw3CfmhbyiKOFsiBN6OYelz4+jB4vqhrhBi9mc89ixScbyIAQIfx6yWpLMlVFW3EeBxU\/XzYetdIZE0ur5YAB08afGPIJr6HrRVllAzpAhqvnV2mU8uK4VWrZ9SHmu+ZYziCo8NsBaVwqyWqxROBcNc70Gby1Dd85XfDdDoVAlGP2I3WSaP92fYqpxQA4L0UEreZXih5Vf\/OdYT6kaoW6inzkhJghNqvrkDPUe3qDdOgfDyh5MehGKxr9YqKbKSn+R5d9PxDONWsQ4549WEYkhNEeAFGZh21hPkBxPOv3ihMwdI96ibHzgJf4Ka2ooJ9tBGFOy+VKokyjpwDH65civDclJXueL4YmDwQxYC0y\/2Caj4XxCifLfCF0pi\/ZHA97OEQZJaOYqgRseavjOmNC82xSKjzeeG53hU9mOtnyJWNvkB3AW9w0OWBhvXhmqph2qYmTVzlsaUXg+Jfdj5R7HUxwkgq5KTNK+Jig8qTAHi57eVLNnToCNiSwJSZsbnFc2f4y+mJp8SM8c+UiPDTrSuqXGX46rJa2p\/MnpUWdMxxl0Z+bUMbuxJZzzQUgqRsoy9D82AeYyw3S8SI7BVrwfuWd8sxbjQ3XUCZRqjj178WB6Pyfn0qdClBxajs+eL8oOE7iIFY7StF26p6zOr1peg9\/SS8YJdX6MfJN3CbafFmeYrbzL6vD5dPSmkmjF260l1B+DZYR3Ahth2b0z0RV+Jot7NP\/iI4rtBcBqFjeufnm5Qhsqfr0pUqhLeTzslqpKIjKSrHabTpmdQ2o4XtpT1puLtpu+xAY+lNaUcMRGFmf9fPOx7pvtocwovRRZI\/sv\/uvHn+6mYpgO6y2yE7k0pjOUPp0aU\/4cq1n4JIJZvEbr7V\/6B7WRrHwXtQAh073sGFGGFxqb37Pf7wg3ylmOcUd3By+eYks0G6eL3QAj6eqKV0DBcfyPw9mgD7pfWH2YurKItr88plDbe0R2COaYgZtTUjsGR5OHYDc4tH7fdSViMf7Rx05YW7YhXT5oNEgK2+1wVVyB9ZgoAAjN0aAcmxX9wcUEoluSx0A7pLfbYss5FuRCSWw+x95rCsYL7IXY3QHE+bUzoUqsMp73Gci0tlq9GyECvoeZuHRY\/QlK0Jl\/BNcIGgnxI0AC1zorAx+RtDa8kvUfnooHG8Lyvcf7ZAsjSOw0cOje+7up8xuyHgVUGDdVDTw\/ay8v2XhCsj\/heuxLCYv3BWTMrWm6V5qWKk4JmfYMuxVZijwzDr+UgaD1F85Q6FWVNJzLLANsOSB1EyFeo8n1quQ7+cTwjeRWdrw2cQnWJ8PQnuxptlMwMQsvOrgxnH0LwmscPP8mqs9WulHPBv4VADOb2pib1uQHy88VuOc6gGfFF3jcqjUsln7KlqaGDMJ88GLqXAK8BWm9Ax0O5C0Sz9rPOhh96W09aDg0L22pgUyw9SKNbf2QjN8l+vYWyWs35HuKdj+\/4dmc\/IRvzp2TyeLjV8gdgUY\/d1lGfVKboBDZ3hJYWXjqUmdfB+0LMbbiHdGZ6vU1PgZycF5bkmkv83sPrsv7yMndSHQWwpTqdQoGhXGrjj9jTPaYI3jfVyuavKYsEsIKv4hbYIhZQ03qYIEz1onfvb2ZmciFBci87E9N5mHICpTWWW4MdevPXp5Sf29V7DAw7wcJiIFRmEI3mja00jM0sGf5V70LVM4X4rbcqmoLwew45dxCUn4Fh4l7G22npkMzlPrQpHZFCEgUNrAHh+JxKzSqxCIsO5dyIsITRAPpvdSGXQdEDTb0uMzAAEOL63K3zOG7wEtLKiFjWb3CU2kk63DkTQhBNy3g8YANnilr8BvqoNf0a8WJsK67Yn+H7mCkh3Ja7YFCMW7BA0kT2oY9uoaXD9fHGZQXDECWSc3SA9LwPtFXX1Prh5u9Z4HoV29y1d1PFd8GCaWsKgACvKCklIvI7183JbdMwfLTUms9VbTwv7sqRObLmyKpBKWpbobSHyxBFN9WcBOrDtL29xsD5pA8iwceDEd295cFz+ppNIae5OM3bHz3iLilRJKorh7C5wdO6lLL2fKO0BFwv9iw+84t2Fewqe\/Dska0k7q2NGMciN1LKXskMhZzNN3DMswGmTHBAaa9J9w6NY\/qFltDn3oI28dsHxKmcw6s5FnyWv92FSBgXkv0u1nn3FluOBws+EhFa\/2cVfOK+Vp\/9rDNTwJNaat4MhabwokD1\/Bd3ll2mS7ynUYiLNhl1NMthrDiU4KJa9FlrXVd+I2QA4r45riQC5SzK0+ZeGTxKcEjBTMsscf8rePft7dZ+IqrNRKY+8Y4xgt5soial3b1iNmPLClQ5LhGt7XB9Iw2nYU5BBeWcJuWw2hPoaNwBZu1dTAp\/p+s\/WGmsH9DsgTdS9qNvpfpH4i1pewdXQR0hghlO7wxedeTjD5E4CoYc+Bkdh\/dFTlU1KtMKPVYZOKwZcKueDk4uKphHpFs96G4h7QhdEO4c1ex6AHnk8MzE8pTDY6IAV4REkse1lmdwwUKxDGLeHjA17xHv0d0GUWpTFgSBgbF8bnai\/kKr8kPNfYMtEOIMFw3N6Qa8iw5vYOz5dw4fZzqAflAkjosy7xVw0K61o4voa6QmGSfS8DZiTs7oTwRiXCT+pi1mZXoqUVZn3CUoprsH\/BLz5KTLl28CuFrmo+AVWchbIwOPHizosJtunABrx6mXw2a0CvsCtbHCTSck2eHcOsW64v4LFvdRKAnh16FisxCAZ+18tQloOwoLOXps07N2YoX2iqzKOoQBjBkUoCx2wCEx39iWAmhgPx+JLLCJ7hVXTLObo+hINLxPN+NtuL3l0Wr1KCMPizFpGY67Bopcw8PZjn\/UloyfNdZ+CZxcW1FMXXG31JMol2OT70gc37VsMB+HuUlBoT7HWPoprNofutJqNNiVaZH\/Q6lShNw6BOfb3W1U7\/IcOkLbaNjyhPwdw4QqltCvEGoI7MfbR7gOvbU5kiT7rdr01ZDGgGZdE5uTZ1+SbRnawuEsvXFWwrIdyPopDVyV7H5bMl0ubSArkeG1sXFnM1aq+14bIu2adjl1H0ggldA+kQA9nxIw3OVWEOV28AznvYIvqQ3A1cDpFirArBnL5E8mtkDOLj2DTaV3gTY9p\/t7g5H9Xg7wycovYud8Q81agLgHs22hiR\/4S7hUaR1nx7LalOG++qwtRYFbDrGIVhGSIOmvfCn3koSuc5X\/Kb7aLf2OnPkpJiW6kOMyk+Nc8gKdTSAa5kfp5Z3qaFOF4l4fwKkHUXVGXJFPSu+Bc18m8+iqDd6YR00Ku+Lk1Imc81zUTYhWSjzl6R0\/kEmSvAskaxaOY1003CluFq+Yz0VeJCRLGU5CVApzmM2rxQysal\/JeWj3FWSdKxMIjeSrlH9YCeoOoporcCdNYaXhArcxJkLb\/2R20Fsc\/mAStaU7MWISlvBVQDwLtrqhNu1OvdaL2kjebhiRe7zOiefpf1graXfQzj8+hphBj2S\/gHjEDcx4FpfwbeSn\/LAAo2HMqCNdLl1\/THRhbcwp6P+M+WGuJKVyB94xJjdxXHEHy1VJJgkekRTw1Z5YegdrQsAjj40qm453pzRwrubBw7482bvhrdxB5qudYvvAw3A2xYfanVNdxUj+Q4epefx5lYtbCglY7FyhsJ+MWw4C1+g0fR9zyIQvwg5pAoQtvc3MpIplwQQl3Sp15\/2T+ND7pw5xX\/PdurpmVppV6u767YqGTIJZaCTHOikjq8rTyo7ZkClGvRFIAc6X\/1xDCHK2Icu76o79UQx5pOAXAAqm6JnUCt6G27aT3Fd5Y3mQeYOzM9UvKeX+YhH93CF6GYcDIy163SOADW4zCQA5NSd+uyMr\/+wYuqq+X08uE0\/bjyU\/D91GphoaA5qywV\/jiLaNg7y1IvboHQn7Ij2outDaRUKsLePGuoKjKlOvmTZ1TVc0btYThgud2WwedZGnSQwn604arwLu+Am65iboFklwB9iXx4m0n+E5mfBt2iGMgE4RyM\/03ciI4OBVU\/lMBThKM5ARf2gxBjU9186NFivVwQl4udrRjWSG9itjGU0RyL\/GyWDsXf05ClaQGQVN99cSzl7AJSJZaIG5AP7dkgiTDU6J+zNRYx0by4fy07UN9D3k2d4dfr7bpJpBFAaaQrPUvcOxOW6D0TPmbEsAoPSqZVc0+63x2CsmCDCbGwy2SpdOqD9MBmv+6O93hTvcEuuXVJKJ+5p5SEBMtT6\/KmAjIjia7eZbllcQC77+FbBzyd7p9MranUrxTG8MnCyYB2BFlWyq3QmaAsMMpgNOkjeTpD3MrFWrLUHIoM+gmTEMt+j9S+uoROj3Tq8La5tBHcIabJCZ\/e2cR72ismmzdhHkw8KOrtenE6DRN898\/d2TCyhtS6GdIFkFKYpqsrpzmVt8gplbb0+SaycteAMZMVcPTku7VVGqArVMlycZZ9A0VW8NQVDavP3BrFkP4nttAsoFmDxAoIQejCiiOR9upA9GD1P\/kgNOwQl9qIkjwHOoahwdylhnaVro1XtpOAs98yEc1Rp6aNchrVmy2X5Ii99UgFwKxgN2EKSUDVzCxPbYramCESUmGmZAr0ys+7Tx7pxMAgn\/uIDdXxQ+cu\/Ux0CtgmGNE2IadizWrPzaullyzjAi1qKEjMue6wwF\/Z78H0Je+5cechy7UpfkQBivzoN6M+RdwYpA8bTeHqTVGguDqVRDSzeoy4PMPqsXstKqAjmqDNEV6mkW76CvHUVwSyS3woUn9z0lvDrdKysPIyykYuNqPP6xFVRWcVxWvvB6ys1Ks3DLGIMzmIG3nHRyCQ3sZPpVCBIEeA9NO1Xhbn0EnQPm9x0iUEFfrvObuPuzuxyUxGSp1Yt7fTPqJLtnKbGLDEefFChW9KfWbxoKtJD6JvAia8XAru7W57QIL7GsI5JOYGAJNX2lMosT+E0oa1dRlepignQ7BqEEkTfpw9S3tcd2ZSh6+I9vP83Mr0yBEngRM2FzqhlCsvTZbWQG0qKXc0ZUhpCxsRvn7NwHgUVZpzRcEyyIr6FRSwvcZcxBQs2TDDfugM+tyrsZLAWuvd5NkO5VHXR+ZhE7OPgVwTQOZfkeDlwGFBrhX8eUzxJKCTl2QdEEACPoVUQDElx2gjsVFd4bmKNdBJMe+xd5+33c\/IF8AxrSjjJU57XgcGhZAfGzGAmn8IQJhjEt9kU5+iQSVmJrHtRFLnLopUXHkEJBLj+s5GwCnQqtIG+PJDb3kvdnqh2+sG85b+tAQwaJVihJ0Jprr6H8U06mf3Hc2x2z4gIwnj4JE4yUs9nLSmmrLfTmUW+pxYWGB5bozh5fUGgAcmqvdXz6e4pT9H2xsK6dSRTUDyvaNoaY6r5mmzVu\/aemhiOtGsBBzWpozCtS2uyZ0ZNLN9xOpxZKO3\/ma2bzszTj2UzHsa6A2r8dksGBj5UWgTMeae4cuBtdlyvA1vXOAd9xJnNcKpcUfYwTcZoqIvk+eoVdOze5PEzKAbWImzbLyHODL1d+TsH6ClO7yGlRS7YSMloyaPgQzUwDanTRmZC5LRjvjGZfx8r8YiR6RKpVTDvLAUVR\/tsAYdI+EVugnho4P+dNTKSrxujVk8Rv5r97cX2D4EQ5eactsHhetvGvy4pEKDVvpmdCk8AnYNfcNHjmuGNWZ2aYGOwdsGy9mhv03pcITqCl5MsgbSXutX+jygGA9XgYr7pSSYnA\/tFDpb6un8mTyCXLssI6U3LpDoLDd3VmX3GTigTH9dDK8KWf1SqhYMf426VgrbPHolKl1SIgqUZRa88gEZO4RgqQ7ozvJZICDlJvbIoV6G0tDDFPtdY3DU25L\/bijJvkSAwk12VuSwl3EwcB5esm6y1OOyQrp7Vpne8JcC2rne7ti\/OpH6gEIRVzG3A2vcY7XSAoK2JVDT0hLZyHbXyG+9aYonODtNijoyJoIR7NgUicM7K5fF9XRPKLBAAEJwMv7jcS9JWyPLcWoikje6NxV4\/9euZ+OjRhu3Im79kLgz\/ReEmAEw+7VXv2\/Sooviukmblp+nTp8sQ6LD1chPnm7zGUcrIWjpkJOpRN3lKK6ksPw5trPYE5PCbhu4t5Bo3haKXvkGLRSiYz\/Y7OwkbRvaa6W5qJZTuFvabVqhk1WYNWpnLGH+cv1YsbuRziRPyqpEknd7EcwywYuHcGYnT8KR4fLv5MpnLsOnQuW15vTZDit6gXYk1dwn\/vuoPmE8Jws4ykWRAC6V3bAUCLCR38Gn6KA1q2VNHh\/G+fydjFaUQE6s0e5Vx2UJuj7JXdGivfQ3Z7recNkr0V5ojQb9Keq7UUqHL2vXykuIjWb3r7cB\/Vxnnqe\/0uRjKYeQaYIqxL5EoWthQTrfvV9ItO7bE6p8CM1D8cwBfXT\/hVVM7NmB7sizLEz2cE+ObjnFtMW17AgvDWxRLn8UOgw7+17iJgcotBdMzHCUGfJqHDSZXdj7WesvLV8KcCFWdj6o7br4s3iwwkAVoBAgK9qT8HpZVPmI4YS7bJdyw4Dc7tDTwzHSP6Qg35V48g+5xBSyNO9IpjNvjjbHGhr64j0UUlGj2T38vvBGu98VOhbWAbQbIE\/H\/UVHk6uZgTzR6uAtYAl1Bp97dxvspHjQ\/VpnRB+UMfwOMnflPELEsQsL+smK8wr2qYSDt\/Ck4u1SUNc7NVl0RksmRQmnleqJee\/KShiHl5yNd9MLnlOtNAAl1GcGaZLs3\/zDqzP2nYmpM076hrTx6\/\/jlfzi3pXSA57KSCkYS5ZordEDam0y9e47lzVx4LWA6H9q92d+Ahz24rmIGzFFmy3NTg6701eI6f8OhXrqaNqQ10g0IISuWGvweqAgf+Yx3yXBjqtHWO9rplXo+lo\/Nb8KOs7zgicwMyl\/bbDx83ge6EyjoHUZuT5+mLYaq0BYiSrDvidG7KQ2WB3nTATFuq8cwibwaQOJmfvxdmGoEJFFoo9CrMnBqBswcP0kqmNkmGqgyC9tHOnAYpR7x8Y+A9WBgN1805YbKYtA0eNXPMM1PMsdFmUjyWW711qLfRCeGbJ3GpW4YaMIUZuKCtwdz6NTU2tvpU+H3BykjM0SsOSblvii9FsyDee6oM7g00JB4qJYeJl9jZFvDs05J4u2ZBuC8j4uXgCazFLzvshPVia1aNB3vjeILAKvkeB8aGErbTSzsP0LEgiAtClKnCa2QnWROJM4YN4oLqGdNEJOus2KaQYplaBK+8\/xpbCWWiu6kmV4JwJZ27WqeOs8S8BJP+gL93XlVbaSneK1TUA+\/\/Xv5QxxYHHXRkR6fm1+pevKc28JsJ0Qc4B1HwXsFoAaE8qVFWWaR36bog7PXlVYN9Qocs8G2vN+sh4s5Q27mS6Em88crvrtP5oGl4\/ZCATUn8ZVnF7Rlc8V0Y3h8wJl52a85Q1qpVV37F8RNdINlzrVK5PN4dHURH1t4VvMkZLXwGbf9Hn7onyfTDzY3ywy3CBNSQdcHPInYNJuGkLCdvHcPNWgrz\/Q4NGyBM3L9BavIZQUch1Q9A2Qetx79lZqTyd8pfCCuPBmj9PTN3u131mxzr8NeIvqjfNYzhx0+bUtfqyAfpF25+4ci7ggGYXNfRO9+xg7yS5MTVOzbvEc5H5k0\/GMSfeOVAU1BxgJXJiU\/QnZi1KGlIhMOmPQMgnI6APziJvfWwHCr28ZBAM+0A9nkmFD\/cFcBBf7Ygbz\/WOX6cFwXaRJ4iCnytWnkG53XawQ6tg3HQK4Ckc2pjTG2J2RY8LBcyAgh2sW8OYYBcQ48ZI4q5BqPd7z8yKRpT6DWFaFlwNQ7eM3DAo1uUbNNBDhBPvnI20BNZeIeb38quRLU7GLbnDFO7umTHDEVfyjwvUUmAKR4pHAgrreubZkvSZgMGmelWLM9RVsUtpKzzydYUhzyKibYBKbSv2VrNH+5oawjJPCy9lclfH+7UcHYYIqs2FwGyF8sLu06QiU3tsLzttUEghp9HfR\/pufEZrTTdijEQ9R\/l1FJIiOxmkVN5PxIX9nb4Bbd3vsRniSR55Ojg2QHag9UfC3chJC7PFQ2rlwyWpdh66LPjTGMb+ZS4YWGE1W+arcfWujvPkFhGTNVVMQ0PEIoYqF2dKHcRHkdkoFuDpr2AgYncso9pNxY2hgQanVhIRCo9imYGlGC0VMQVlTXpFZkpofQAp+cUS06X+QTDHUwEF9vBWyuMvh\/Q0HXJDrtlDFctOuAJR\/mm7rFevLCxPnT7MtdKB1NZ\/dzY\/+V7bJ6oVbyukww5jfRSa26IcGafOiWR1ptR1UNhF1\/fmDuJQn8TB81or7NedOthypdlOKu1RAdOk4oTAvC4uXzvwwyLgRUZ79pm2oZceDhpJqmDp9CPp2ieo1qsbwL9TMbgQ8MFRaKApFAYrH9vM9uIbxhNKiYnm5Gscm6xIua0P3gnm+kSUZoQajnBjkLEs9spnxZQtpJT7LvJZ4RIZ3IuJT84tksda0gzn1qW7PHXxvRuFv35bHZavb+GgQwDKLZUZ+9XCLQ6K0G1+BLdrTFjL9s89WqamxpLkDomnMDXJLctVIdVp9wJ3X+wVIYhWLIzMZmK4AsszL+obXTi3QQbr6cXDUMOgtzIlbxyAtWC01+Rn5B1Bg\/Euaxf+16HaNAj7PPe4L8AnXx3v\/tRfxKFfZptsGUYmDP9ZFKUGnAf1\/CFp10T48VOLdYAvxdz7jXlHsMSq5PJcZ5LqwQMiUE0HE4vhrbQceh5bZTv2fKYjB2ACTNhuqpAu87XwO7MtNJ6ZIuhNRCRGjCKvaeEGw1FP\/QxUn5JnPGSPrrqO+xYZd03SvNAQYynIhkFU1QB7Bi7+CDM6lajRM1Ds6SMYcUhI2YHnSaNf1v4SsQN1gGlxbM1WlWHo4pAn1diU7RIgUpsLJaZi7mNo63ZLj9EDU9C1y0piZjVGi7G2wOEr5KCzEMa\/NoCErrywFWeOH9YVtRXvSLuVJ4HxGq1OHou9mXKsXlUpp4cx\/ZF5SsBl0MlmBfsiwA\/qNLhdrNC6eAbdb6BBpl9u3oardRSfumpFOABKYh0KsmjmuLx2cb8pY+mnyOPM3z5e4o+AkAotUUFPrh+0ABHOQAfP4bGc2JI998wABNgmqPEh0aZ7w9vOi4zwcRh9uKZM7NUNnDr2D0IExdNVBzTrsNHCYjM4xmMjfEYyyFeIMcTCqWhglA0UOpv++a+iO5JdPANM2aNfMkacr4CoSlrn5b5ED9BAJVOGIl1+rjtAYQFHUiY4GT744rrDBzv8vTNfRREZoFgLfhvw0agaMiS7JQHllcL\/b+ika6YGZTOKoKGHgvWo0qfs+dwM3lJ5lBBIgA4MCXN6Ld50eAeYMLLJpJGE0u3ITPzLonGKf+QvTkGSPvGmCd7neqgDCLp9q7gku+l1c8Ft7A5KVMBbBXQnih2gBk7CI0hqQYzd+e2jHDhzgisl2MPirvEU7JpwmC8\/d5rNUlelE7WVe96sJYw7MibtwfetfkPODy7gpfvJBD2s5A1IIt\/kJhQWyo\/4Dn5xzxHyZGzOy+yinfaI4cAGixtEoqzea\/RgsRN5HDldJ0WSQtOJGNvISOsZtW0j2x4tcwwdIpgnbs89M75ucdELwiaJettRO8orccCrFtEzO4z8mj+u1p33mYUhL8614nIDok6mJ4W8nNUf5P9nak51HsYsdZX6Kb5EsSkZG3L699zhEhNjNdl1GSiB7kVep53hoqKkNkZmbwTs3ZFv2FQsfNVjHDS1EHUOC4vnOoxEOefSwSGHz3hyfVSNz358bMQrwEc2VlCrlGaapemGJBkgAh6PQnpYdvEf7Fdj4o5W\/jGGiuznqqL2JTAV3vhc3PKRk1AieOZuKgJypUFLfTxJk8GV9tNEAxFZUk3GefL4miXA4AZokGdEDBD3VzoKKujnbpkUSAAu1cHIAiZqeOqoYzix9wjXgqtshORoIRaWNtPvo1\/uzao48d0KL\/afWNLOf4HN52+7YsY8Vi3zSqg0+fxZ+H3PiltPpV4CLB7LfIoSqylTXQwqd68pvsMGYE6R6dxIZcoJ1bLxvHWQjqWQPoGgTY6FEMPrkg2\/Q8vrW1nYE+lksZvgAo4ppb8E617ndPOsGWFga8I1cYImZ+vs0WnDG7kyR1lnRJxF1P6GnV8S2fLXWiKhYGUUmWUtvvDV\/ECH\/Bd7nqCFvtrtOhL0E7PvWM9aXqK4L04HPDeLOxCP2zKjjNxG5lY0Q4hT+rTff6cjIbni5Usb5OQeFUqMOL8GlTuzWB3fPqxa6BrWZCoR327gNGSSfBFbKPsq4SI8fveg8BHNbVjrpGv00\/u4yj\/9htUCzaR6x3ltjlLwUJ12YgcbVDtVRdfBvpqjlR\/sOh2jqeeE7HpuRZqs9qdLNtha6QKqXKUn+jD+Jdpsol5Wk1jQOBA4Y1iGUd8HHUuMn1GvjgYsMmN3\/+\/z4GFaI6Ieh0ffmSKOLSvvXoUD02AY\/VpAfI+MB7g7SOcucr7bWKNhgJUbYEKVndbc8EiyvRLU8ueNSo+Au1g5d2T3qW5cxDEQ9fdkMiOeJcFCZgk6QSx9+CP+9OpFd7i4btORFIdZcBGNz7J6AQNNDODWsDkWbXr1eFqc1LWGrIA\/GOOThDa5dbM03DQDVwkh3zQ4XYGBkUTBSCZ7gl+bUcieCcInbYrBNTtoZJVPUNkgDw43jvxxrlWc0Ug5dN5jWxI\/DrfZAeoUkXWzezISV9rlBw3fu9zgQi2PKFmtGIsYQ2JTpk+\/x7Xn8Mi0SAhtYNYsER+QW7Z4wJizKdHEbgiTCOLQTEX5kAH+117+OTIk4y2BtT3GUYxLGoaZByusp\/1nFvfUgBHLXhvGggPgz5DHfH3KP4rkXWFFOKajsq5fEgAxkLsFr+a5R1lXqm1vlC0lHaNwy2zayIOLoFj7r5rf2P7m9nckaCVoRZDRwz3d3ACd\/DyVN2qVQgmy3gZzwFf3D2q6\/HuV5IpFEOkxpyN6\/4DwosvtauM89UOcmx5OcbhUpL2YOkH7i1kQ8AkTM5SpPuiJFkYhHMiDiB\/T+eu41RC2mvmfkTRNKeoE\/uHZtFNkqt8h9UKVKmK\/vpzcIgNsmkAtvJSIffQ3tXzvKQTQHFKMllwlDNQUx6z0qhV5Kmkye07iI5YzsGWJRi55+QA3kIMtBQ4JhkCjE4QVsluikIGDlr6754GRpqWf9nA6MWxWOk395pTsp6d1NyEduxiQdxPlpSPY4qeBLY2LOgzs\/rccrM33jGYSQqx5IN6UuVcEbzMv74wJtHOza0b0UU2Jy3G3zH9tMZFtIE9u7cq\/1yCEPb+jn5QjzQjmGhzHN6GycCNU52if\/Ni6Mo5RXl83FblG13QkoFPKoYYKgIRolxufIEsa391XswVEfB3eiJXweyKYCJ06m0FOoZGrTPDbrOvP+Fvu0Y8AV3XGUoTXvlZgld8oSeF0EJdcOj46HDERNs1\/Fvlw1V1JvX2nQ6pucSPM31cUkH6vsckpZ4FptKuL4ip4Ieb7VXKqgEPnbt9kTJRmmWyiuSVGCtoBLO7XmH0dLC1JygWD\/32YhK3L1mvBannLoEN\/zJjjMiT2LyZyTrnoVWBtZ3hR1eY9zNWk4FK4IOj66pCQ9hpNCRC9LnMM6PyLv0KfagpPSN4pyytzzHkvddWhzS71FFeHb3QYCf0\/FKdreX2EH8jk5uwpTFiWxAcQd5zi7yJMStM20TJNIM8tb95qEX3a3Po2xe\/0urD2BOVHezCZ6dLwzJHnH7\/hAV49T6mlRqegSfZHSsImmgqwjscWyBIJCpFm3tHu2YCrKmaFHRIC1DMX5IX7kCVJZ4ZHqnaEHJBm3y3f8Jq8\/WXySLC\/PbjaXOaPFfRUUz0dmfc8q3iGbkuLKFP20Kis+MdlguEy+Se2VgdSTfZXCP6cVYq6edT9jyv1+CicQoj4P8C9BXF45LzGdP29Oh+bEUEIT0uQWmoYnER9z7K1j7DNEHnxfUWGK34iTkKakHLX0h4zJO+BmW3W7TMFJHVre36ZSsPVOus2tejJkBOqJJRx3bBTkRxXLMX5+Sf4\/+D9pdSEMANRFGP5toOtyfRyPUAM3L8I0RfEtF8hJcTUltFsMVMaUFmGlypiorH8tM4PfmzsPfA7ei5Swv6yMMW9G4HqjKStkEAA7hYVS4LvXmgdU+\/c0zE9ATxHXUu9+wLzmi9h6VMOBdEW2kZZIUcn0MEJWiQNFtC2O6R3tPZJ32nHQBnd2MeVLXcNxyLVXLo1SIN93Vg+\/l5ARt1A\/95jfKZGdZbV2h+r51SPQ7c7Bkqs\/\/oC3tWBNGHNCLNssqWURMYOzkhQl3qFPNbZB+utPNz4D4xzeylOLLMZS0Pt1gwoK8vpAO6nLoaeWO2TTadMLxu4CLzRpizmP96\/rACshsJtCehYOdMAQ+2o8ezBov2GLQe7fLfhByEhjtb\/sz+H0EnZKzfaOnVUWyIMFxYpkwWtjzzeE9UemcVudD7boZ50AIaimZlyt5LwNUcy+C\/g1xgJSQ+ZHBpQOJvZFtgoCejtQ2mT1u3iPdg17\/tL2Ib4jm+yQ6VEH\/0MtupmkFhwtyR3oPr4qm8CXimvujkqEAwyBuW4bs1665ixDsL05DZjJ2s7rGvy2IlSHXlRSmSDepQRnOvedDnKuWkCZsQN9Z2XXqK8s3OfuuGQNIJdThwJgzwaHLhC2K05bkHDBZFUcYDQtvX3AFkWXD6ZDbqqD7\/ujnyUz1la82hAk9ZMoh+58SkQjvCbsYmFod4tUVg3X7yV7xs8+sSGQ\/UWbfwEZ2tr3+z5rezF1VV1dUajYF\/lqwkV5yK+lZmmwLfzSivW0tFE1oOFMkN7I+DGcg15DzhpF0JPOCHcrYUgiW5Btg2Xj0sn1TtHEh4cnUVRMc+T9R4r7NaZterIeNon+TUd10zbYRjdrEYpN4NiJ7DTKpWNUdvEpL\/DHVd2e0U5yjUubGbPOLo45ISqKu9Xt9J6gtg1X5OWE3R38kRIv6shW7dCOy92JPSQCWxINx8NWLwAYEVfw7XNNTPksWJniQ21kVqYOMH3kV+aMrBTNOuTRJP+l+0HQ+7tag14\/xuRpdsLP760c1vKjym3TQizWTnRjhIEVL1k6smUwIXJ3yXKUOtMOXvGsdp4JslU8TLqmGnNyEBj8JABnOUsmrrCGz6NVkLFMnk4AuM\/SK\/U\/ZidAaBLQSSMkLRTOxk6bZ8duS\/XCRF0QJK66wxUUmwzEoP8c5o3WbGEY8c+ZHJJ3itzta5ssDB+6\/6QoDe5nTbj7rQN+mXyjVj9N\/RvDjxwLCzsIz4I5BLwnUULzVC8u9U1\/1qvHN36Sal3jAcnwWbE4Sm413Ug1GEDaXEce\/h5KEQDw\/4S4LRxWWYRRqKbtI9juwYAwBOgnhbbzOqRUv9GrtQ1RUAJH4aNK1bf5QBuX9Fh9\/JpTV5BYWHsVfxf5tl\/Ipwd1ZFXviE\/g\/RPul1XS3rn4\/yYOhvjdebEBYBGmtFd4a5v\/rKN1d4Ayb\/AuAxEVwaQVOsvc5Gi7UF6SG36WGZ6ljigTz\/YBV0DS1sZ6RfC1ZAQRe56SdoY7AXvsuYzZqU0GeiRYZVHu3V\/DWuyu+JC2Y4Hh3GF0D71sNDdt1msIspEgsXghxzgGUURJh6VENXpdK5oH8RPSMS9JhLCZUNDmjpO8\/XHQw8yih3MlnE3l\/feu6vRWbvvQ9r8pdGdVEcIuXNkxzLb3SkgqdG2WEuDpA+XwYxo+us\/2KR7X+u7eGZypNlobdsC4BgI5LZmQX3\/gBcnbXxNV9VvFg0z5mTeHrn6bNsvcuHg3q4BhhGWxK9lM0j2xmKy\/zhecQAqVUXOtsiRHSMi4DB0y0UP1XVUd\/LoikXJZkO+NA4JLuXN8OofnYxYfTMMRBxtWVxi8yiGghmjku8IpHhglj+BPOS8JQGTH7chmfzf3acqdu28EsoP9VA5+7iW+Q1mZH0qeQaafzNQeR5YpobaA7Mc0Od4Zm3oINUte2Hr8PKiINQd5arXigAPj6CVfyGr6TQsV\/o0qbVf8SzQGPZIMhgOAIsFCGv90lE3AL\/JU8yu3hL3vIKSuOr3T4PgySNuvmVLKkX+BNwZA9bmdx1gDfUTBmHO9FJ\/vYVLlvAcNksTcGPvwNeZrybBm0e0cCsoo0bbrlijPeG2lQKbJRIsh3Oy+mpo5rWUL9G7azY6H\/cpEnwACrhRQWqnZ72YAMO3jwA0s13QIFm50FE7l8uO4HM666F8dewERbLWu2dOCxuTG3yrQj5Ad8Kt7edDPIP5wVYADrHR4\/mgKyqIoC8BrEOwe8jOh9ATWNLg\/6uU85mYo0txKA2X2XJJUnlkjyOJdTKdVcnCB1yzng\/ePU79mfYrHdBsNwdn3yD2QBYTVoj1IkTsq5KTyuIVQ\/gJ17Rmb8BQvZrvHE72TcXCAJoazNojEJpdc7J5NqteTsOtTiZV5QRBDU88fYxekHlyrpzlM8oBTzb+06YtiFQkbilHc90sTGnda\/LJCb9CC0XKse8fgrW+\/t+UPZkNC+shTELE24w3r3RaRApLfG4zgOzHTOMTGNQjzhmR\/lFM8rlWwP1jLA2yyvhEBk4V68gh1cmm7Th4iwG9gnjLq8wca1FUQYBekUbGnjalyfeflXqPqJOvcuVtzlz8t0eeMabQ2gK6CuyGUQ0OU7aTupN4ri6jepmCtfnAniQOV4rzdrXDmMuGYGOMyDQ92XYucnI5E6e2wJXCn1I\/JGYyTsFHIYqdG6XadU5HZRvcUv6x6qx2giWod5FTWGCP9rm34iNLix6AfINXHf6gurp1tLCzKaAxrNEAG7AAAABFvV6xVTm+9udNaJxNTo72\/NCewwOV7QgKIFPiggof4OaxfLCDwDb\/yl43NwUQnmhyKGZPKaND5IAU8gD40unjP7vi7Gd3LSO45fBIUWt+Cfizv7kdAInWI6hvygDaIMkvt6AAAewyaSYMw2u\/wwMxwhGesy7YHNv4HOGn5cuudEDc3c0RrfpBw1ewACjhPV8tKZr6tUBoJZiOwerOD866a4OOl5AABxabx6kbncP5o9jTS+KyAABGyGi4ZBa0FKFADJGKgfiG4LNCihhrSKt\/tHXcogFkbbah7JuuGTXfO78ydIK1wOJxtBcERi5jk7Ijw0\/7SZEudfKKzOdmRY5G\/mG5i7gpcAAE9ETv3z\/2v4H08H1O05\/\/D5R\/sBUf+awqbGirymvJskhrH4ur9rZaAAK\/7U1M7OgAVT\/W7F5PHrNvJKysOknulChiMLaK4865aH+UC\/hwg62f5ba3WWqKu8MJA7GdX9vkI35nXplPO1JQY+6Mue\/lMGUKgFUfped8G8CShZYLixeqetuAHjuKj62WwA2KAynFWiekwtOVpDB83PwkBRkE997qZyouPrOxEjtF3VsP\/Lvwz5I97IquPvTgMhjSO7uUt8O527UZu\/cHMi7xxNN7dxFsC4QctBTRbxwkivec2CZ9+ckju9E4dpcMMroFD4sXfPZCtTpL0i1Q3ZWa0AIuYPND92sNp+6bCjv3GomCia+0oAh7ewm9ozjYMYPOs0SQ3Ixfkm4AAA=\" alt=\"pampago\" border=\"0\" \/><\/p>\n<h2>Comprendre le calcul des points dans un tournoi Pampago<\/h2>\n<p>La premi\u00e8re \u00e9tape consiste \u00e0 ne pas confondre gain en euros et score de tournoi. Les campagnes visibles dans le casino Pampago n\u2019utilisent pas toutes la m\u00eame formule. Certaines r\u00e9compensent le volume de mises, d\u2019autres retiennent un seul tour, tandis que les classements \u00e0 ratio favorisent une grosse performance obtenue avec une mise relativement faible.<\/p>\n<h3>Un gros gain peut rester limit\u00e9 par la formule choisie<\/h3>\n<p>Dans un classement fond\u00e9 sur les gains qualifiants cumul\u00e9s, un tour gagnant ajoute g\u00e9n\u00e9ralement le montant retenu par le r\u00e8glement. Un gain de 50 \u20ac peut donc ajouter 50 points dans une \u00ab Win Race \u00bb. Dans une \u00ab Bet Race \u00bb, le score repose au contraire sur la mise : 1 point par euro mis\u00e9. Un gain de 500 \u20ac ne change alors pas directement le total si la mise qualifiante \u00e9tait de 2 \u20ac.<\/p>\n<p>Le tournoi Big Sunday Blast illustre une autre logique : il conserve le meilleur ratio gain\/mise obtenu sur un tour. Un gain de 50 \u20ac avec une mise de 2 \u20ac donne 25 points. Un gain sup\u00e9rieur, obtenu avec une mise beaucoup plus \u00e9lev\u00e9e, peut produire un ratio inf\u00e9rieur. Le montant affich\u00e9 dans l\u2019historique ne suffit donc pas pour pr\u00e9voir la position au classement.<\/p>\n<h3>Les tours gratuits ne comptent pas toujours<\/h3>\n<p>Les r\u00e8gles de plusieurs campagnes distinguent les tours en argent r\u00e9el, les tours financ\u00e9s par un bonus et les tours gratuits. Pour Spinoleague, les tours gratuits ne marquent pas de points. Big Sunday Blast et certaines autres comp\u00e9titions exigent aussi au moins 100 tours avec une mise minimale de 0,50 \u20ac, en excluant les free spins. Il faut lire la fiche de l\u2019\u00e9v\u00e9nement avant de jouer.<\/p>\n<p>Le tableau suivant r\u00e9sume les formats document\u00e9s, afin de rep\u00e9rer rapidement la r\u00e8gle qui peut expliquer un score faible.<\/p>\n<table>\n<thead>\n<tr>\n<th>Format<\/th>\n<th>Base du score<\/th>\n<th>Condition importante<\/th>\n<\/tr>\n<\/thead>\n<tbody>\n<tr>\n<td>Bet Race<\/td>\n<td>1 point par euro mis\u00e9<\/td>\n<td>Le volume de mises est prioritaire<\/td>\n<\/tr>\n<tr>\n<td>Win Race<\/td>\n<td>Montants gagn\u00e9s cumul\u00e9s<\/td>\n<td>Les gains admissibles s\u2019additionnent<\/td>\n<\/tr>\n<tr>\n<td>Highest Single Round Payout<\/td>\n<td>Plus gros gain sur un tour<\/td>\n<td>Un seul tour est retenu<\/td>\n<\/tr>\n<tr>\n<td>Multiplier Race<\/td>\n<td>Gain divis\u00e9 par la mise<\/td>\n<td>Les ratios des tours gagnants s\u2019accumulent<\/td>\n<\/tr>\n<tr>\n<td>Spinoleague<\/td>\n<td>Ratio gain\/mise sur les tours termin\u00e9s<\/td>\n<td>Les tours gratuits ne comptent pas<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<h2>Contr\u00f4ler les tours et les mises r\u00e9ellement admissibles<\/h2>\n<p>Une fois le format identifi\u00e9, v\u00e9rifiez chaque condition pratique. Un score inf\u00e9rieur aux attentes vient souvent d\u2019un jeu non inclus, d\u2019une p\u00e9riode d\u00e9j\u00e0 termin\u00e9e, d\u2019une mise trop basse ou d\u2019un tour qui n\u2019a pas \u00e9t\u00e9 finalis\u00e9. La campagne peut aussi s\u00e9parer les points de tournoi des gains promotionnels vers\u00e9s en argent r\u00e9el.<\/p>\n<h3>Suivre les crit\u00e8res avant de modifier sa strat\u00e9gie<\/h3>\n<p>Ne cherchez pas \u00e0 compenser un score faible en augmentant automatiquement la mise. Cette d\u00e9cision peut accro\u00eetre les pertes sans am\u00e9liorer le classement si la campagne compte seulement le meilleur ratio ou impose un nombre pr\u00e9cis de tours. Notez plut\u00f4t le nom du jeu, l\u2019heure, la mise, le gain et le score affich\u00e9 apr\u00e8s chaque s\u00e9rie.<\/p>\n<ul>\n<li>Ouvrez la page du tournoi et relevez la p\u00e9riode exacte.<\/li>\n<li>Confirmez que le jeu figure dans la liste admissible.<\/li>\n<li>V\u00e9rifiez si les tours gratuits sont exclus.<\/li>\n<li>Contr\u00f4lez la mise minimale et le nombre de tours requis.<\/li>\n<li>Comparez le score apr\u00e8s la fin compl\u00e8te du tour.<\/li>\n<\/ul>\n<p>Les fen\u00eatres peuvent varier selon l\u2019\u00e9v\u00e9nement. Drops &amp; Wins fonctionne notamment avec des cycles quotidiens de 19 h 01 \u00e0 18 h 59 le lendemain, tandis que certaines campagnes hebdomadaires se terminent le mercredi. Utilisez l\u2019horaire affich\u00e9 sur la fiche active, car une ancienne grille ne suffit pas.<\/p>\n<h2>V\u00e9rifier le classement, les \u00e9galit\u00e9s et les r\u00e9compenses<\/h2>\n<p>Un classement ne se r\u00e9sume pas au chiffre visible juste apr\u00e8s une mise. Les positions peuvent \u00eatre recalcul\u00e9es apr\u00e8s la cl\u00f4ture, et les \u00e9galit\u00e9s peuvent \u00eatre d\u00e9partag\u00e9es par l\u2019ant\u00e9riorit\u00e9 du score. Spinoleague pr\u00e9voit aussi une confirmation des r\u00e9sultats avant le cr\u00e9dit des r\u00e9compenses, avec un d\u00e9lai annonc\u00e9 pouvant atteindre 96 heures.<\/p>\n<h3>Documenter une diff\u00e9rence entre gain et points<\/h3>\n<p>Conservez une capture du r\u00e8glement, de l\u2019historique de jeu et du classement lorsque les chiffres semblent incoh\u00e9rents. Comparez le gain brut, la mise qualifiante, le type de tour et la formule appliqu\u00e9e. Pour un tournoi \u00e0 ratio, recalculez s\u00e9par\u00e9ment chaque tour ; pour une course au volume, additionnez uniquement les mises accept\u00e9es.<\/p>\n<table>\n<thead>\n<tr>\n<th>\u00c9l\u00e9ment \u00e0 contr\u00f4ler<\/th>\n<th>Valeur publi\u00e9e utile<\/th>\n<th>Pourquoi cela compte<\/th>\n<\/tr>\n<\/thead>\n<tbody>\n<tr>\n<td>Big Sunday Blast<\/td>\n<td>25 000 \u20ac chaque dimanche<\/td>\n<td>Il s\u2019agit du montant de la manche, pas d\u2019un gain garanti<\/td>\n<\/tr>\n<tr>\n<td>Activit\u00e9 minimale<\/td>\n<td>100 tours<\/td>\n<td>Un score peut rester non admissible avant ce seuil<\/td>\n<\/tr>\n<tr>\n<td>Mise minimale de certaines campagnes<\/td>\n<td>0,50 \u20ac<\/td>\n<td>Les mises inf\u00e9rieures peuvent \u00eatre exclues<\/td>\n<\/tr>\n<tr>\n<td>Spinoleague<\/td>\n<td>52 manches hebdomadaires<\/td>\n<td>Le classement se r\u00e9initialise \u00e0 chaque manche<\/td>\n<\/tr>\n<tr>\n<td>Cr\u00e9dit Spinoleague<\/td>\n<td>Jusqu\u2019\u00e0 96 heures apr\u00e8s confirmation<\/td>\n<td>Un d\u00e9lai ne signifie pas forc\u00e9ment une erreur<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<p>Si une demande reste n\u00e9cessaire, formulez-la avec des donn\u00e9es pr\u00e9cises : identifiant du tournoi, date, jeu, mise, gain, score attendu et score affich\u00e9. Cette pr\u00e9sentation sera plus utile qu\u2019un message g\u00e9n\u00e9ral fond\u00e9 sur une pampago \u00e9valuation ou sur des pampago commentaires. Elle permet aussi de distinguer une r\u00e8gle mal comprise d\u2019un probl\u00e8me technique.<\/p>\n<h2>Conclusion : la bonne m\u00e9thode pour lire un score faible<\/h2>\n<p>Un gros gain peut rapporter peu de points lorsque le tournoi privil\u00e9gie le volume de mises, un ratio pr\u00e9cis ou un nombre limit\u00e9 de tours qualifiants. Commencez par identifier la formule, puis v\u00e9rifiez le jeu, la p\u00e9riode, la mise minimale et l\u2019exclusion \u00e9ventuelle des tours gratuits. Enfin, gardez les preuves et attendez la confirmation du classement. Cette approche rend votre pampago analyse plus fiable et \u00e9vite de modifier vos mises sur une simple impression.<\/p>","protected":false},"excerpt":{"rendered":"<p>Un gain important ne garantit pas un bon classement dans un tournoi Pampago. Selon la campagne, les points peuvent d\u00e9pendre du montant mis\u00e9, du meilleur gain sur un tour, du ratio gain\/mise ou du nombre total de tours admissibles. Pour \u00e9viter une mauvaise surprise, il faut d\u2019abord identifier la r\u00e8gle active, v\u00e9rifier les mises qualifiantes [&hellip;]<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"closed","ping_status":"","sticky":false,"template":"","format":"standard","meta":{"_jetpack_newsletter_access":"","_jetpack_dont_email_post_to_subs":false,"_jetpack_newsletter_tier_id":0,"_jetpack_memberships_contains_paywalled_content":false,"_jetpack_memberships_contains_paid_content":false,"footnotes":""},"categories":[1],"tags":[],"class_list":["post-9688","post","type-post","status-publish","format-standard","hentry","category-blog"],"yoast_head":"<!-- This site is optimized with the Yoast SEO plugin v28.7 - https:\/\/yoast.com\/product\/yoast-seo-wordpress\/ -->\n<title>Scores de tournoi Pampago : v\u00e9rifier pourquoi un gros gain rapporte peu de points - Marabella<\/title>\n<meta name=\"robots\" content=\"index, follow, max-snippet:-1, max-image-preview:large, max-video-preview:-1\" \/>\n<link rel=\"canonical\" href=\"https:\/\/marabella.net\/es\/scores-de-tournoi-pampago-verifier-pourquoi-un-gros-gain-rapporte-peu-de-points\/\" \/>\n<meta property=\"og:locale\" content=\"es_MX\" \/>\n<meta property=\"og:type\" content=\"article\" \/>\n<meta property=\"og:title\" content=\"Scores de tournoi Pampago : v\u00e9rifier pourquoi un gros gain rapporte peu de points - Marabella\" \/>\n<meta property=\"og:description\" content=\"Un gain important ne garantit pas un bon classement dans un tournoi Pampago. 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