{"id":6063,"date":"2026-03-02T11:32:50","date_gmt":"2026-03-02T03:32:50","guid":{"rendered":"https:\/\/imah.org.hk\/?p=6063"},"modified":"2026-09-29T09:45:34","modified_gmt":"2026-09-29T01:45:34","slug":"1win-comprendre-les-multiplicateurs-du-jeu-de-base-et-du-jeu-bonus","status":"publish","type":"post","link":"https:\/\/imah.org.hk\/id\/1win-comprendre-les-multiplicateurs-du-jeu-de-base-et-du-jeu-bonus\/","title":{"rendered":"1win : comprendre les multiplicateurs du jeu de base et du jeu bonus"},"content":{"rendered":"<p>Sur 1win, un multiplicateur peut augmenter un gain, mais son fonctionnement d\u00e9pend du jeu choisi. Dans un jeu de base, il vient souvent d\u2019une combinaison ou d\u2019une fonction pr\u00e9vue par les r\u00e8gles. Dans un jeu bonus, il peut \u00eatre li\u00e9 \u00e0 une manche sp\u00e9ciale, \u00e0 un symbole ou \u00e0 une promotion. Avant de d\u00e9poser, consultez le <a href=\"https:\/\/1win-fr.bet\/\">1win bonus<\/a> et v\u00e9rifiez les conditions affich\u00e9es dans votre compte.<\/p>\n<p><img style=\"display: block; margin-left: auto; margin-right: auto;\" 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HDwTxSNQQIBCthz2bIhP7fKOl0Iky+SmE1j8xTjCjMnmn22A+3n+2BVi4GZdV2d\/CGJ7fQl8peNDfzD7faeuiOV9w1bDpgXB8bMlnWdb0+roc92VPfcGG0iAQXyBOr28g+eT47ZrMmpvoRLTF0mDSyIkD6dV3o1FLfcGt2EtYsQ3tRqpcHe\/dPnhARjrPwt\/wULB74OIyaSkktlt\/dX4JCd8HJ0I2qCy9E69OjPjBj6FRI36\/XBLswHEtQWQ3dAKoTuT09y4vemW1e3EFZrhFzLJd0u6laDNrtIIiufbIXTmF98fLfBqFuDxrnmkPBLuCkYOekTQsQ8\/XN8JjDMnyLveHAkq8p+rjdSH16pbStkl4VfECSLWKTZJdJ6u4zsYNr5ZgyidYeNzCS9yVU7c834zldO71V1mzw4RCH4INslpnYmO4ms4NtlKPhwLd0TkAqr+KFuxSaDtwMSOmB3lUQgtTh2GSQeZyCEtH4H4Wob62Y6\/9LHZUItTy1NcmjfZRZ8A4fX0S7Z8qNyCSpXz7nEcXlypg9n+j\/b\/qDfhQ77374N95\/mlsY5BDxEecmd1nTO3q0tKPIXOpsOBb8n3Ie19NLGP7q8wlB9NZhKoveqAj+GFFcnuyadAiyFAC2UIyCafYswK9S3BAznVS\/n3WKExVoMd57G4ZnWO3dbhzw59pgxm6XeP3veQsrERX+iMS2Iv2a+R2okDLxvzshE\/U88xFKAw27so\/YjC5R5gTtlRFvrb6JDpGiX4WTNjTBTSzs8xrcuYo6s+FAz333Fexd99gfHp8R0+6KMymYQvP3WlhdMvoK\/PG+ebQs+4r\/51SjVVCSTk4m9SDuPExkJgPsxeZtTxqxf8hXiKxSCzh9Jb7VEmc51B38cS8eEI0m3lrPFxo+21IrN1iVQLnor9SxF2+svfb8rBefqb5dwAWaEny9BnuTVOYq3WSwdQ4KhIYOnWpiMT7YhpQNkCKqvR1cdRTUHLZH6CinB\/Om1+F1dsSyE+yr\/mpNSAkzujklXd8n4h7OV8ECqVAg9uOrvJtXYBr5ibIgIsLWFWGy7ij9b482Lp\/GW7DIObJrsm71\/Rwv2\/h7k+adtkT2kpPn0uoletaoSx1o41dOBNI87sxeOR2SPAofGLDiCUOznEd7y7g+NemDhEI8nffcv0P6H1RBcRNusjc4md+OO3Q0zjiF4gtrFJjO1cwAcEBZ9lorz9KkS07Hmi11GXezGpbEZHf6qS\/j5dAYvh9Tu0wqmH3E9zyhs\/aDoKjeX5uaXu\/0SGzHwbJ3vtZBtnq\/5wP\/\/g41jGX7AlPHCGXHeJaMUmMLdpdH2pwuKD2dCjiHt3Gs7kH+cpVLVNbuHkdASs90xll\/1WrmJn4x33tgzf5uLzrMrVqUXVoDv\/6V8RJTYN4nMf\/\/+9RN7L1vdaISD1kj1oEI9BrqH8NhB941\/cJSc4JONBfeaxso90o8ssU7Y2MsLjGlV\/+k30qfIS9fEpt11AJIPsfIeswnyLNf1xAi2nOZZZ3GHy67bvPR4S0iWRMESSW3TBQR1e5\/Xdwnq0LJFp+pmK0vhjUFZX4Pj8cmYKJk+wlAt4z3LYB2vvcWw7+Hux463GZ080Ec6O3fK5codXmu5RzpgwISZsKjWr2E\/5rAYGFyc0VWyofnkH+OJKGbL1nvfwqWaxS1NKRcWda+AWfctrRx69PB4Pv4Qn3Y+Wseo\/XyFmGVJXyKqbXC34vMNj\/gBIdL3u4v3\/qRGmhV\/\/l9AnMXUPb4kbAx6EMjiH6zPLGimnAt+vnLwc0thYO4ks0bNH0m3oSjatucbBKkRUPvVc1z\/soEbeBENf\/t2oB7GGgdkiavAFip\/haWdW2CG6S5I8oSAE9bpgCJzSi4ZytRIQMFLw2Cj6kd8ane8xeEqqmNw9pkrWejs7P27liAml1Khlqmspa4UeRJ6\/Gb4uw7KOjxg0PU95M7+Nff09FJ1ZR9uCY81hmqIpvdnES0p+3a34xto+NPkWopgcLwKRK024ObB4d0cWQlGE\/WDBnmrPcsxzAh6l6k7EtVwqlFA2+fDIYpKcSui7\/\/\/Zr\/abuYPyuaft4lc5E+\/Vb0Pk3CzNDlD+p7GcfGO\/khqnyGgfZsckIpX4OZSAUlh2wiZ1L8ndAL61RBdO\/4rGbK0LuOnh8XFQKVKinSU2FmGlEdtdIcX9HPWEVQqUcmzOY6AUHfT5Hh55OKvG1bbADnv1cZkUSIozVQFXxu7NnHj3p6J0FY8G70ev6aiviuImAlrjY1tbLkIQ\/8EOIkK+yEoRF\/DYFmgvPZE57SbyzbyhqQ3pi9OQZddb+SGuKh1GiiBccdAqHIrcS36JckedU8gZ7Xhv267hrQP7yBxenVZ89jBuVhFnX6Loaz1F8JXQkkyT20FruFddZg8adk5xpdLA5ZdwW+Uqjp1kVgg9y3feiMZWQb9VCrbxhRJrF2KO2KRZ55sequtRWcfy8LaSBTcc2L+KXlmiaoIvWsr1y91IgXXz8ZZzzGkJ\/5EmjfpXf93zG6pk7myu5jRPwz67gOyoO4tGA0ROQBbfYpmkw+Y+l0hWbGMPOIt6TpubFvzA\/cF8sRvufxaOaNcWALVeNXHYdUMwK3D3pE3j9sWje5N5waqf6uHM1HIMN7pBB6G+FONHOWtsGp4hjEbpziH3ynEDn9mrkfe160BGfs7BQulk9bE2zVi5M1ZL4oiXvU2Rn1rTP+JQTDM1FrLyGwOKLRcgnVdl+QZYKlRAZBj6wp7GRM0PjspfwgUtrTLDp7Te2bNfoAEK2osOYY4ws\/LwWhcTVDPCnsShl9PvgsJEqIw1n0YW03ism8sJaPox7EjZRMw3eIMej4pYhgOzsrP3\/cJUeroI+9IWeO8mPuVRJEY7BC2hWivXNnzfSpYYvVNXc\/+o9PfxhjfEqyWNx+ANwJbjhbKJMqFo98OheCmT9BLQc68s5IWmfePeD\/tsYlfjALf1Oay9tV6I6ytTJRz+5C21X31k3+h+I6O1inN7smMDXkRSxLQSCSaX0yZRWvJt7XCt7CkFd3NoiABgt9fVPDXBfu7B4VzZ2sDdXDH\/02dgeJFzToE4JcWdBSfUS7tUcIt4GLccSQGvQnojugi63JI3eZpaVfAYBNU6s5ElYnyKhAo5IJa5HtSYBFxw0mm7AFkzSE4qJwiqU0po8BqhlYIiiMgn5TiD4CqMkaOzd\/RDf30WtPVelbuu2H2S9gJImhZh\/SWnyzMRO0Hht1sENv+OAg36EIuIVWRUHcRc6RZtoUXkOjFYTn\/PmB89p04bjNa0p11Dd0IW4HLOlVrdZFOSSOMYrn76tr9qL7VzSiKw17pmlNj\/m8U9J6YZfHeVLH6hje+I+RceNzsY+UyrBwZUZ+nLFVgVZckVxO6II+5phPj+45nWWYePiN6dt9o3Z8FroJrMkPv8B7YiYRXLEku9RPvNLk+6WO\/w2vT4Gu4Ow69qD2QLtyWczjWtDk++17LdPepEmysz+E56kLQ4O1MiNd7feP51+yAv1qHEPl9ene9ZrI2xvSCDafZWmemZZNNihKK4aasPur0PGcU3nMyogee1Ej1e8uHY2ILdqxVTIlC6jI4qhFyI+tKC3UvWkejRPqndm+3caRIfca4WIGU25bV\/UJvphaAcvSaXJXiunwcerQW4QSJCWR+\/5etkfaAhBKt2IOuTh6nzJb35FrXATmNq+lTVrjjX6P0IHLjF1pSIHpO\/BtnOJFh+M59uIGHDV+ssBfTUD0JHgTHJ8MgieMgQISb4n1YV7DXvE2M9lqDr+jDbPFz1WU0zyBeX0PP6p\/seCouJyROe9gOxvP4RMcdbeDqLbI2y9KKYOk9PJQdyhaGmXmONd600p2oBfHa9Dh93RdVxUQl6w6Vs3tsMsksDM845Qyk6jgO7BvM2pggDQFbf3x4U0R4HP+jXVdGNqozLU9DxR8tK60SHQZgeIPoWZOT5oAoFfZbbnt8E50kPAu5N7tKR1wVVNuaIAa0hSR5NCu2go6THNxnyCVMkFKd4pHm2OfsclrDll\/P2HVfw2rrg+lLS\/L6O1qeMuDO7MUHRwZng122\/65Hm4vbN3yAmMo7TuK7+xB8cJBdtiFBybEaop7Gh7FMOCSU7as7b74QhVgbMZ3PtxDEqM9nJH8ZLsN\/Q2lIWqwQU2KcFWylQrQYrST2BURBNE3bzIgT1fDd4IuayFkK5LhbO8y6zfv8ApVE3B92RK22DezynDkpwjdnhA2Yt3GvFGwbzDFvubF+w+z6doz1dGb+lf1VEWbavoesSU56DTbumZgTt13tiaZ\/o3Lzo3N6Le0prC7WmE2JpSdCK0yNldUC2G\/WukYN4hBkKp\/6VEtHfIwpCww+dEOA8KUC0tmvj4wE\/dkn1SEiKZ+bfcD84nhmsSyEfBRU7LTcBRrhouQJU5lKkdMgkuvy0E72EOUEDflNRPTh9yERdH6Ckc4jL5jC9Zm5iINwL1jIHwWGiJzdqLxuPPP6vpBYbro719MIgKRdwHMZY05ICpKwEikf2AJ3t0ewANSujSZs6Lwv4rwSwiLP2+jGL3CbLrUTF9T6o\/pZhzoG6Cn6ClOFSJX+fXNXyTpQyuS3rUQh+Qo3hcBP+eMNo5rh9\/sCcvbeWhn3bDKeDoL751iRCB1e1758Lk1qvc0cnqYnxEkaJUD2xc8V0n97+JJdrry\/dNOrwAA\/vXrX8LqAaJP23ETradQ8Qfc1qnIyep9qz5PSc5iejjgVOFAAjt+b1ULKgPY76YS0GzosbOAR+Ux6YawM6O566mFvwqcAAAABplerokJkSAqi0LebVRtohoGAwAcEc7wAwSGyQGxg8A+wh8tgBkDxusAAAAAAADSi8ohNwgLQsERPSffHsNu1FdgQfbivoWF1BkYADZ3sHO1Va2+IouKz87bwKYxfmNYVGY0hS6CwBtKzDZnw4EdbPgQIkw62\/XEFmwE1Ajh9MUYgZEVQUnVqq7pON+CHrR8XBvoZlYArsRu6AMQ4fPdG5CDdS4lIAAHPAbh8VOWDon9dCQM4OEp7hXiJ8AzUlDRTHToBpAJTWwP06qrXqU4Son9uFxbWIxumUsHlIQkF3BsTgNWJyUbZlsA1Hf4dHX0QAwE3dGpbmyns7TsMnWLJSDWZ+3xybweRYC1KqmFcuuVBy0geAlgrTwE1ZMCSFEB3S4oYbvAg+XIptMhiY\/9XPyVaPezM4vvtt+7bJP4KQdvOvoOfHU2u9Xbd2zyaaEttU5AlOmsrlA\/2MSLcb21QOQSY8R78fcECw7LE+eCN4q2AVYQPlUimIfe0DTcymL826DwJS7Kc\/kEJZ3PMi4DVQvVQ+6klhYhYdFbrc7aCdl9ZCrzLY37nH1gHLX7zH3PM7RpYIx6IcZVv3zVuwQxI5sBZRgrzmrO5MOGYV0snFEiyDADPvJ121Fjy4JJDdrlLfAVM08kOjJ\/SrcKcXOADadxXNpJ+ecByehrkHNt9LUEfoF++3bwpyWVtLQqYDuf8MDEnI8CU0\/f4730kWuuHdjOLEFZNfMGIR5ikCuPWPlWAdQH7xui3k0yiOXjspoYHScFvRb\/EoJZ4xs\/MyHUluZUXasi+pRCwQ2RsqN2I6NBJZXlP6hcyhzjqDoyTXahpp0itjJhfAtxya8LVRo45smBVyGPgdYQfetazMSPLfVntLFSzU4eU6fJ4JgW\/TXCkqdLt5VPW6IgaYiaUKogdALJUbvQjezT1GS+L41PIs4Tm8disyyPrLcDIQybDqVHkzFiSj330fPSAh6y0axp0cKxKHnyrdTp7xcH0VmivYjhkEyvebqAnVnM2+9fCXelBctUAAAempz+IBILKkSPlzPLWpCtiayc0WF3bcplL85Lu6TuAx9GyHbMEzC461aQtyscgx\/nKX2m3\/h8FYeU1e0iN8c\/\/H9MjeQi3E6XebCnzvLUnyY2QpRfAXse3CC5Pgv\/UCZ7OK\/VT5cpsFeD37iVc753b+hvb1UD3Mq+F1YXDwme8Xxxvu+exYrnd5oHM\/gIElJJuKeiVBsIqAoKHN5bE580vv0OsXDQgASQvNmBXtWJvFDMWqeKH\/QDJ2Std7zV94JFOZzYzBKx4528xahVRs6JjALUYTDCfqij2DMEsEah53g7IjZilBkWF469PPSoYnANdp8\/ZeqzD035PpuD9IKPWMCaZmBT3cw5kC+A3ATgQg\/W7jFFUCXiA1VVDIa7BLmGy9eolN5HNzV0fngrwEHCw72x4SnR6wLoYOc9kc9laB\/axKJoJF+5ay2GzgPqCFDOg0yAkIXWeNKxwr6jsv\/j8rIcyrVcmgdeujU5OMn+tKLbsUEXDVGfXXXPjhrPEd5r+veCP49ZgtY67\/UZX0mWY\/gjvmprqHnvjnUQpZ8ykCGgdPZ9mk4Rq6TVM3279SH\/aXb1dt6M4QKA7AJD9EdKidkIjyPIk7d789QeEtrt8i\/iWSqLIuh2BIPx\/NMvqLvQCeXiF+umcTizMgwL+0CMlM37PXjN+j5Ob\/OtTqTkFp9ZhaCMRiWGCyr6Txq+QUzYb5ANg1Jv4WAcxZKEXsw1fPwLpPmmCxkQjHIJpzjPi2ITrGzhJlSbrUpjgvgT+OJK2bGpO+jjHV3lxqWAZ2zTZRGeqpBI2aWyVCOAKaTYTsGj25K1xMXHHky9MyBVjoAYd4HVRWq0Q+PUWBJWCxDuAAAQg15RVIXped\/xflyBEw7j2+t+up9p9irEgQq846VpPLE9yzHhOuqIgAQkTXuEnfVU4TAFBq3yIkyi0T9jvh\/v7tse7cCjw6v5rl9xUxGa+HhCUF8c7C0LCZPXNIPeXztlKi8A8lmMLkcjddz\/ICz34nUJgJAryoXCTIRbpulR6uX7gasil8hGFbAms6TLHuRay\/Fw1pGjY6f9Qilev4C17UQLLLDx1VlTkvSWMwg+k1Mnk5mW6XkcK9BarzwjZD9wl2V6BzbktOFi7rIQRRyMOEdwbamZ+cUNix\/+fqJvaqtKpiyT0hmLr8ZZ\/lzGfbYG0yW\/+sIIVy8XQxn6sHQbywn3ZMg2dI\/kZNMrQyBqoGJHHTem21mHxeO104eEKZotvL9bOwpcgLj4SoRsO4Y8OUDBe38rc2gGvLBIVWxrHysLAagTe3ppEl5DS5cmmn+3L8AWhCwskTiAHFWH4ihUpKpQfXgghV+wINcsuImaf+vFRQBTHeDjok5p3aP+bGc97d2MMg7WSs9VvDHWTZht54LneZMclVXy+CqPM1Jwh6CnYdiovj3rYUrAYNdU0zTWFE8AiyHK\/Kmq4LFhc9JvWJ\/STbGPvSwPL1VCSh6GxATh6XYNuLB\/X+mcAIZ2h6ke4rDhEYxaD+C2Rc8Me8eLYGPoBGukJJiQABIhtDXUhN3xnCsMBjSdFRvdXCWxHV3Lbx8JXCKLJyk5HuW3YiPziPRkFskXa2\/DrDLmdlOZVpCjY+B3koPO+DlWSzmvn406aKvy5G6RKpthbGgmp7olVZ+tudPpZjmgqFd6i5StvCUZtpse6PnC59bjMoytjMs8QU0d+\/q6+acx7ICqClw4wYgFiX25L5rOEz5DxBMWYcylK3kKkL6ZLYppAHZ5der8u0l\/Tl50gciWqMe+EgF788QZTUKqb8DUxdK2K1L4fGyCaS2tvjXIStrF3wMqko49p9Xe\/aGBMQlfNDNlu\/IJ3kzRkIDBxusQEx1rzbFo\/HxQcBE8w+YfamybH47GW8RsepbJRidDkwCnzgfr5EUhnr0Yd2YjMw9FExfE691vdyqru6TyIzdt\/QPREZrn9+PAZklTN1Q+jfIyhsYBCJO3gbB7qlAIkRU\/E7ssZC6hfFdCcibCRUps61ICw8YOfEoADlnTMe+LxCW40RXK5BfYm8ZSg2hDxL2KE9DzeG+yfZD1g8UqYQSCiJWxTUmst5eyxrTs+dYM9xqga4FcwcNr5U+viF6EK5NGleK0uavPZQTJesFs8+fuI8yc19xvukx8d34PKcaosrUIL7m+wej5SbiXjk+rsZTC5n7muxaua7N1QmIM45zrNOzfyYlht1Iy8A4CJFUJsnZ7VfYXXK3OV94gno3OwKYCCXMIntSSPF9fSjrX\/nV3HTnd61WgWIAjrBiTx34j+CTXUjvSHISqOU2219XxitMcvEn31\/vggRIAOS\/chGn7Qq6gW2qyuo9bT\/cfUKlPJxltthdH7NzmH8qv+oWmMEsvUdfPZ9HTpN3YSJy0mIRqPECK9H5OGqhflZpyfwYVo4z4Q+0W167aJbUJ9XhlyUUjElEfEuIpIxo8Ij0AHAmRSLwRC2qYlFbu8urNxVNKmGQStt3oYbEbXMQYyZaGbotOdcWXAQDwfeubrCv87ODJ6hSnPO\/FzedqkpgO7OwpsGdPYSfGCP6WSSOB7BYnNca1YgoA7NeXnDHAJhX83c16uLNfJDWdLZLM8c+YTT9xo29QucdwYeWEd8Yb82kRQPDFgHNp+qvvzn7V10nQlTOpR01x8n+u5lkwjByqpK\/FI0+OSK54cV01JsEszjCzudVy+4rsoy1fFma2fQF3c9nWvIIyBQ61V2lrltBeiyssUBqfX3itWJwuREl+cVUKlLUeslT2\/lw6J68yPAQ5VuyVdYh\/avr1PMKXQG1Lza\/m28FM+V+LethRU4fxNBpaELPaBqZ5ee3fpUaucR3mPLtsxodnpdL8EeOEhkE8OWzFF1EJ38b485Ga5cvXpFpD0ryRaWzLFezDB4kfI\/y4MXMVEUqi8vA8M9rmYHka7UcChLpIXFiIFZtFxalkYo0g+5nAlSdhoOOGQvaRPIOKiqAQBNfPMv1NKUES6B8LpQ8p3btTavg51l1OcR3esTcBCUVYhZv3HYv6a3zGyalpRfAGrvs4HygQzOKkbjcI8iDxWg\/8q90+\/9TuVcRujuwwcMBQgjEfV+jhEEqMf3vgAqofH06pJP6Kcjy+vZ2QOovT9y9h38kQa2KQ6skZMhsq3ppW\/4wHTTXuEFURVTEJQsci0E8SmKx\/wjtRsRRX01Gt5FeydGiMrgwwQMsPBJVT46JLSO6vlxLcBAcfEpX3QoZdfDfa1YmjDkn6QD9Xl7cGnPLaCVo+2LgcctQHgBhJidFuh+47PDwEnapHRRCjtkTonz2zGIVsOkbYMfvk4KG9TUeofcS+rjdDEQiPTovonqlfFzSx6n3bdRGDKCMWEGgZt27Yg1jNC93NQ1vq7DoKosK\/9mNblPlMf+6LqDOvqbkP4hXIJboW+jKUJlUX2d+3XpJ7Guu5+y1HaupiYhcsFYNe4YB6psFGPqVrwmnGs2UUEqD4ZwkzOvwkjCn3fEd+kWNYTPT4SuAiAoRoZtDWiJFugqDNZ0yv8NzRbEs9p7w8FciPxQwXShUUMgzqF\/FT9hIii8ZcB74GXqJAo\/JedihTOiHG04wsmohcdY\/thDUvO\/F+t+1Z\/2BKq0FHwDZTZul8SmEfkyCGUc5DfQcVPuVGFaVWUQVc5+p0wsmm3aCwD1VukUlOzMw5z0Al6uhrcwaLgW4pUAr9Ii3p7OODnRWxd7pTBbfe1Exe73Ihhg7Z\/YwUzU5CKxD7JYuONj2ifCC4hhRN87oH7NZLuxOFqr+1XHQ2tA7ytmUFs\/RHwfxcm3S6kOhZMtBvpkS7Vz4Z+h8I2P9kRk9W3I\/ZYNLlTZ8A5XVGOz11b5lzd2qbpWrmNA3AiOzzWOip+XZj8tl1qbCXMRndlkwK0e0Ox6ycPm+vFA5ftmDeLoyTvECya7Gy+91lsPE09994mbNaPI3my0WLN5ZNOLkTaZ8C4c3UwX7YMD1u2tmuf2T6QmEjU7BgKqyOk+DWhcAOy9yelPrZtHiIMceEwp0fKPCBXDu4txYG8ySqpAhEz3XjRnjGpeFRCzAziKbnKiHAEQr0qcUvgWTjvC24vRLK7vIG5DyFd8L\/hBybSZw+7fkXBA7zVSLNZMVijD6SvDvVUXjwGAZBdLFzVK9vz5giooSMoLfYsNNBVy3vHsR6HLBR9PYt70JUZEzNOwVwZ2dQG4eW47XxvRntA00NNezGJhSvN80TxmetggGHcf0WA3VkNyVkudXCQ2rXnW0Uwq1OT0kULPvRi7fks6hRE0KFe7CoE+BEv\/YhI2FLAAaVVwM2Q0Mtc1vGU\/3\/ZwGn6gJzcsUhGYXA0TxF9pcJwo5RgJY2f4zPCq9+A82Xkn8gG9srD7nco2AOrEkw8eHdPzQNDygwR2YwZngAErV+X3S715eGmBY6Q9okgFwfY1er8pRAowF9\/vKovSLhcDEN+K6Y4kvtZFKybjjQ41tM76Bcpp7iDJtIvG3BVBUj3aGywcpnGNtTKgkIDWBmhtZ9B08AxQJ62rH0SlLqtqPlwJTtMMthGEXsSxsPkj\/FweZ3ZgC0OmNDBArj7Nj\/WvUxR\/YqRQxVI+Tyysa4uaTG32CRucOZMbd9fZZJfr6pOvOGBpu34GSWjRGXXjogOJywlkKsorfUM6bRXPUEEZ3HJWd3iNjzXF4BbUX73\/Y84nKgfGGRKVdsHBW6aygO45dC5lkU3TP15sO4SC5\/mJtgIahbKW\/dCRj+bmZv9n0Yl4YTmon8XMksqse53wFxEvNzEKIKROl0IvCEEzIXgptWAXYAcj22AlkVjllKHPU4M1DbfKR9JPcVqgwf8N4CUsuX06KpXeayEk8c1qZLPNKng42aMbMqqJ257mMuymMCfMy35ElBo2V29DwomCveGA5W6klGQCem+0Y3azeZjVBuvva+mNKk1pOjPfON9rNb23TKklJv1PvPjjLKdZo19MjbxHWu7T9odF10XqR7sCPyF4L08q5ZkVjs8QkhB2jVCPaJCZuVSmWaG0Pojur10Jzz\/wlFmtEinpskO8HWRFxYi06jexqCoBU6Z38O7CK3If6WkUETEohfMHrkIGtddJvyWr\/rxg2UdIihD9c0hwFd7Unx7iSgKSfWGkXGbp4c9eTR\/Yd5Dm3d02LDXOVyoOHYJ9CGwf6eGJPpZBA+zeKc7kAoHzTaFnlNXmdRKNvC+UdgRDpUGMJbzH6\/hNLW3N5WTJAZf63VVYMCLycb1farQL18zgGMUZmu+05uqyZa2qqVvOM3MPvSlc1TUVWINtCe3+FrnPApS6wlg1rpYmjlrvFByPOw\/nQ88pQZKn\/+6ZLbzRgczwIyJKQHhtCNNH0yC60gQ4HMoWzvjaF9saGdxms7y5OQzfFSi7ZmnhsO8etYi30AS+zlHQeACXsk3j80u1vb91a0gZo3WOr1gpKvz\/Ti8rgb\/55RuWs7Gr1ONqjNDQfdoRcvXH+ld63IrEIeMCXZV3IS44+6fbfvAjD5hcFqxJ+5nPSpvQBatzNYbSOAoWci\/cOVeQSeQHpsJzB5HehVB1d67PedhAUfIaJE5f+\/fLwjPUxWvPAiVdCUxczrKWp5PDWGR4wuVXujyR4b3CY8RBjTkaAe7xPoYeux\/9cM8c97mhY64+who5INJWAnL0T21\/xFt5w1pIi2d8Zp1R\/DMVNSXHeyXMs3G8eyQ1UfyZH4rnEsmkh2ub2pG\/l9vEZqFmtR1kA6RYzvtXF70XnmpzoaCkpy8yKSHuFgfzxKoxsivMzMrW7WqXPvUm707jWaM4flXTSA5BZ99h2Nw4IftF1k7uhdvmx4Z\/ZW7pPszOJdl2wcIyRc0B\/GwWPzsKTjr\/kI5Nn6eK7br8N6nbJKQm4nn\/WPLZB6W3upFaZ+NdE8uUrkaLswDxxo1QebnDvd2xadl+62B6kmfGZgVudZ86z0YakX6k5y5xKeKiZ3YsCyQclAEtG1M7U8rsGNiwu1typbWNgxBnxFw7aqrQJRua7JGgOBLwmX6YJlcuHv7rcdtTSDggKFsox4c8N1S6Y3VRfPSVOBURlsPTa69bbGdcQ6sEolfm76XC96s5mWjniZ6KIPukVr9CrOUdVv9Ikep8OJegnboUta\/aIhpgs1sCdAaiZ+LN9ctHkSLbLjFb+ASLW14TXbdzQsCkGO2t9pflAtUI6N8wxzLJ5DlCw1RRqKrbDBU72m\/T+cJcJhTb4q5FwhHjoul67M08tIA\/VXGsXRBeYZ2h1xvzlBfDDnlQQsSls89bgpnT9Tc+LkH88VD95uwYKOo110CR0ZxxYVrSvXwqeTiztF\/rQJPWk0aEDUgdmUGkuJj6Ffd0NhCXpcVB31\/5JBIYhdV\/w3hoeRXK5IcU50IWGL6gYjVJWu3ja3xcyY7ILmhvu4CBZy3Pqfqv171NDJufLwvlhb9pYhNjueVXKp31fYdZW7npx4oByWBAb8o94smAGfhoMx6XiHT\/LCYzFVWXAVhg11w5z+SSi\/+JM79WKzKaY65At0PR4rG2e8hTjfVn4MC7rTtv4fvDhfhLnYCtA8Wf8KyfX1u6y\/KFvL1mfX7D8irAB77OVJW9caI\/tvaTr5L79pznbb+u5HNO+MhGKQcA7O1pMxwCX5iqMVbhETTYp5I00xzzA5b+1mxv+wwAZd7Gx+h2gLxE+DhzV5qzCioyVbeH+5vCGcbusA1kjA21AA4yuP\/KFVmOZhMSCnSV+vouEjboyeBHbkYuL9n2vHIO6vI+iZ781IAPLs8ANNviF3vz10vgs2h+EHC5Esb73shMuSaHgWiQ1zv2bA9wNdDacTjQrEmBMD4Dq1i7uXHfI6lP2\/8wQXx+HL4462cMIYEnot\/nD5xc80wnhH4VvYl1SlO8toHjUCvaStt8JF6wPxDp7RMKeMCF+bAgaxRpdqM2\/ESXGmPOgV6X682ls8F4CB3Kn0SpfSbxpsm\/Ksa8JRZceiR1op92XbvCF6DRZlfIfMxdKY4efn3ySkNGWVtB6j1q4lCDN4921d8O5RtIEWnaFRfjZfuou\/e4O6go7zs6insx8K7aYHZBtdD7ft33pCuhBlB9FG8LwPd\/fPA2T3vT6rs0jNSmIpwiKHz+GYLPBSkA8zBBmBkbgDEkCLYoFPWjdLcY1s84GNunzAHTu+CJtRVEh\/FS9yulukZRmEuui7Q5SpSfbfNnrqyxheqqCBoSIlE3zleE1qn+Ubjxvvkfzcyjg5szssipb3Ap82\/aXyoD0Fepb8\/t1xTij2BhtWClA5DhkFl+4CHJrJcYSLV4P1grKoIJYhXKL7jGoOICtI2xzyCW5Xl2Snqlug0zrrBH12cs9Tu3DM7\/gC0\/cluzwpmeIMWwZwLbTjCZFtv9iBDhkywbpBOSsVJx1WgFXE1msvNC+HUgesw7P159FPdKVCwMcHToBCNJjaKbaQjl+oVA6ZCapMtY5x86wQV7V0wq5v5iS1b7QlQlHxebGb468e2znmJwcWsUF81Wbk2F0noLaa0bT+bxBrLGXJOfkTT4EoMqIZlwYY7PekR5K+NcsF+GV0ZGbnz6zM6\/4oiPYvpnXkhrZ\/oXgrrqMd30ofsFl1BBhdcdVGHPd83lagR4ox8nX\/Bb1IACk3HiBk2ert0k59bVU5XPLj8fIdVXjFUWvhRk37kc0zbYaogs1oJsXQxzyI5SlyXZrrWhyFxdIEbIBVhQA\/80MTAtPjej58e0xKerjaq7dYvjItHXC2OyuLuDrx+kc+6oRgxSmo79gygg1Zci0HsuH+U0ZWCrjtYNPWaWivEUf+uffxMRT4vQJTA1Zb0erlpq8pmdAZR0FMI95YNeRTy8QNDDzoaERLFLUbar8fF62PAW6vzwKKsP90Z15Lf2GQE0OsSDJa3FCTrqmELa9Xl\/We1fM4Xw64l3CuDUKP5Fbd3xZasyUBkOUMB+8KP\/DX+zHpXLC5v8FDfdxyKgp8dCGegU3mg1aUKZvWLNxN6pQQSyBpq2y4mkFed2BrU+1qoM7lwulG1inkGyQoXaLKw7h8u\/9oRJjfU5R3\/vz7ngDa91+8l1UW76tKJ9Q5pjBkB0xwvjjwxnDCGhHlVe1zoUkGLLU\/qNfpNGkyUfr31iY4kXg45SWfm2z\/wkRt9WaSiPdj6bWZZRheyY72udqyIvuM6CfUF017PzE4\/aVE\/byvVBdNXDJBJiub2qNAtgweOGqTjhIsjUAxVk9LHu1GzBZ+qow38GxEKhxS0EHRkEnXxnMbDXOJtHF7aHFIzZNvzhmXxyC8f+MbfAhAM9N9qQmYcwyRvaFfhGnOJ0zT\/x\/7swv54nY9JOCfyEpWC06KTBS+uKcA6bozPH1jlL7kEU3zY5HgW68Hqg49Db\/3lh1+FZtypWCSXHehZXF12MkuBFnHzGqvjMW3WBv\/OwFcuEB\/y3oVvlKydlJoPj55hCUGBVVdOj+8WGTN2Ed16dpMOUaRot9Kr5G+opAyNHO8tCDS1QYsBsusVnuMIBe14COhY\/0SqXL28bVCeLAHcWFpCPUxkBbwXTuSs67+5z0HyaLyekLyzlAzwkAF48EvVcvBplMZqNdX3N\/f2VbjaRwbPYuWnCY5DZ1I5QA2FY4tge3uHaEB1ri9X1Ca4yF0hxctf9saJmHd3eBvP5x0sNGOSBWJcDRwlfshKw7LDWuSgFdCQG8GNTHA0xiOmAY\/hdeKZR9I3xDx\/Q\/6cKhGBqvJ32rMrIb5O0TV9tf0fzexwPBWANZ8acFvZMrYow0PYidZ6903tcPAccR+7o8xSvGTvFhm1H32UROGuyw3wEuf7pZHgSl\/liNqBkX5x1Yv3V1Jrau678Ie4inZaqeHkgUf5ZB9zc84TsTixwTyo3t4rOMNyJh4R5QVWJz+nYNyUe9Z14watKvWTvd0tWfFzpXCFekMWqOY0ht5Zb5Fis7TNK7GBOojmDz7lHtgvK58d+PZ8IJcV7NbphmPD4jKcURSwcdN4oDqTSIK2zrEf1qPV1OLurxkb2q9slDmkq3W3qfLXRpN2\/ymDpKuMB0AvzqnPzPg6mVeTmc0h066lQEbW2zqlsRDXlQ3kRsmX6LLfWwr52PIfnTuPp2v1NNsqezO4yEL90r6cgwtArD9V50jY1JTxfHjcdRjqKslegXske4Nbpj3uqqdP9YrcDZVwMVWKugNBZHinp6w8A9WFxOXhAOEW4PWwtTMxCibgpECD77QJbgM+vdPUfN1wmzo03Y493rc02j4dRfmbRoT0QmwLaerwTDFLdWtuUDciLgZKkwe7siNT2WyZqwk6QOC0UjBi1NVCwUlm8J9312XvHlSuZV6IA1yI09cHArLom20bFBqERalr6GvNDBACqamexGmnT\/UF8qGIWAz4rQi2DT6eezDwcrToUYv0PXTsM46j\/rlw8bpSsCB4\/QE0kC7WufOlQG7kLknT5guEFFrX73ier+pHq7tZV8ql1c8NTLaT5OuvLPu7F9aN\/X5ppBJOb43Z1V1dTtcaOC2sTC49L6pwFK8iMxFcu0Ds3kDpG0nNzMBEMU4ADDDOtLE8mTZInlK2r8UXc4nROJltxtkj5XfI5C\/GHnixsvlGFI3wyZAhnSFa12OB2IYzReXatVv1hUs75VgteNhxR33Z\/oNxyztSUKuJqWWiwrjyFIvg9HvlsynrCd8WZ4\/fQBJzdKcSg5GxZRDq3grbpmmnb87KfE8gWFWM63519Z3YeC7e4waYHbFmcgZpWbo2nTUHuRu52d0TVaFTBsyD6dNLzkN8nJER2HjB6THU4luCkKaUrBlZVQVUzu+\/KAK7uBbJNa0NjQ8+di+TJ4W0WRykv+cpD79DB4GsjB5yrgJGonR708P7rsR9bZEP1qoCZEPbsYzGGADLzX8pgMabf2ehYJsJOLNKdt+1SlNxt8i2WBdtV1OxRvfzsm9QBce1LTgpdQHZ+9xn3ek8fs\/QpfoU8S03\/6ppN\/09oqm\/5STauMDG4wBun7QM54cC0nen49rSpWmqZzs3vIqRaQsNM+vZFstJ34RhApk9\/hKhsywIVJ3OkjnYpm+XsIFHFChcNXYLXaJUrYp4Cjn5x+oQ8JDs0Hw\/b5EDT655\/6h3bXwlxzmnqXoDBAOhd1qIY9olI3GBz+CFQ8Vwny5gwphlKl15DnOYhTbI4mN6QKtzZcZhgsp5z692zAYH9vMyaOtPTYTdUBsHzkSsFmQQ5e6WPjT14kcT7l4dV+CAzUS9fp\/jEdoRfnTjuqRl9xnELOxmtvunBiFM\/C9\/r1yKVvXZ3e1TBEVSAl0yRMbBypMKwj6OfPtxj\/78UBxFmBr9LsZaHN3ENAk9Ker23nlC5ipcActmkgrV6g4ONIQ6o51bwZZFpyWjXwRmXiLMI\/fmveYUW9mc+oLChXphnyESGl1ffEBjGTfzu3EUNzZkuzxW5I6GKT0yv4\/LBAYB\/wuQpyD5gq3UzUA\/p3pObCwKGkQ4mQ0RSzuuN9Ni64inr4RSvS44PVACpGWk\/QXMl80dYL2xH3r19o9TBO+7f+QFYQybdJfmTTKv9Aje1ErNqFnXd1aj7BzWRr0lcN35hsySbULskb6C8\/IvVJvkN9yh\/rN9yqjPd6E879c1vMHVqzWQj+C\/lvr2htHJ760MAEuwEa7FzTCvrC0NbhCda2h8XHWOvlgbHWq4CEMTBQt\/EArsRsKTkTk+Ly7XJbAFskXGHoA6+swpHwSMGHmMnc0wipZZWmYWmsL808rougLcEefVxuXqZ8YfuLVboLTMCf0zT+o40KGxvMcNV37NbsnEvtLKSqAOTC2JCvyLntcwp8KZLCsSyFcanELzzMKTRhcJJGQM\/H6rEekfiwD+D\/GGXOt+Dk9B59Q22anDuIHxvDcFw8C5sdzrnzFi9kQXSkSPM7L+MjyUTQyShqRUOXEea+cwNbVzthaYuunWwAFUM2mx2QFK01URNrDP+6jhOJgY9Gq7shpzFNY2Gc4pf8qgRbnAcd4fgk22u71\/vHT7JFbzihBCRnpE8iUxsHc1wDSqenL5DqcIJe96\/gPm+MXf1CPv7BjuRAS3F+biUVLCt5cTiHZn+4g9CzGxmz+ebaWaI6VOYk\/wul7SrvTs6oT5onFcX8WLkV9PY8\/E0ANzU7KpingUc0D5Xk1JtjFCvQdkSUyV7ifPb786pXKdMlEPJeC6jLFSg9dlRA3YuBqDPzZEsCufIyWIOgAxWzXRdknjNtnqWjJ7iRSw0RzFN2AsyOza4ytbSLtAA9HxnaS+Cn\/2zcPBSaoLe9\/C6GUGcJrTUuzdKxtpqNFzn7J+2GEA+f7J5AaTP0jtlB0KAemD2xUfSIge+KwxVNRuexUNXwvvKRR6EW5qTKXsFA0E\/cUqJ1nTnbH57o9ibDTNyUbCLwb57M1gl4hypGEJMD1I06VibkiwK3Spgxd\/YFb9cS9lXIswUhUciCebB9ntr3rLwTPsbL2352UNDCGJ4YU8gD5aSjqD1M6qOgTRDJjHHZLuAE8S3geLhto\/oGImLgwrMstwA43EpKOIHMzE\/pmKJsAD9ZOSSgTI\/CqcOXGR+z+m0HW+chk54oCE3k5orNz4J9Zfro7CkIs7imJVA+aVNcVzlU1+2NgYEpV6DkoNQr+l4TZpCyv6vpIb3vm6fVI1o2JAT9caRK4wo6fAaDiKMxWXnTCk\/UUCX1SwNohOlefeVj8cCng3sz3zIw7fj1dVb9ZVgPt+DtChEcG9PhwJ1Rwa33k\/OtOe8A5+tap7JvY1H6keDuKoJOnVTw1EnFXdcQIggzaM6xYlcURicpjE5bvoh3LMZEoda+OiYcP\/LjNiQmV\/xSMAWVRj74oOCgdMy\/Sr1fG+gLnnURp6HeYt2quxbgZOAStP2wAaXzLeyY5sv8x8mOBPBGpxePLmI\/gKlu6mf7\/2soVZNd09pqjJ6W8M71cMf1c4yocVqgAy9dEZqdZp6arLcz4hNJfL2PGyUv\/AZg9hhLUx4wRBdMN1Cwnf3mdAvlLcl+cqGxRq+U0Tuh1+IrM73F5aEDoUKyLN+CRLpD0pOEB0M4A1tp6eKCdDdL9fOdbr+kX1RpnBD1eH+V8FI5puibYLqIRCxcztY78l\/YIjV1PaY6nvO70KGbOiTRUKQQrEmQwzsdwiYk7wphi0rqSisbBOzSRXQPSM1KV7K4EZ8ojI\/BHWdV1ZOvEcl5+PMH0Y2AySgUdXd3lcX1OP4H8uw+L2NbR2eUCFvUTHokGRe6Ox+VKPjlIdxvgzj9HuU0L3cLOYTKMXQUXZOyc6k7FR0GM0DF+ClLIVBcCiITPllbb8YQyPbuK1fbx3mqW9oBfZUcZb8OBIcMyibcJ4\/HXJkEM0TYIX+IsN77T+u2fxsl9WyRbciZ0c4yXmSaXXAut5mTsk2EkhVN6waJM9J9XIMdmdTu7HU\/6uJ1\/L+WamB74euizNnsAfPv8UhfmOCvQLpJvtfXr6VBtIWi3QrKNrpjVysAPq6WwuPJMuNwNils4czqhvAamEmcYV\/afvznp4HmlJigIrpFEPUOqggcf\/9pYDG1bMC6gbRUPSfJF\/6hpaH1CRCarIBiraPvSic+j1bflmPumdrBg6KG9wRUeNZe4XkhEbgmn9zceXgVRgCAeskjZWIRp1N1jWn\/kuDrAmlomedsd\/Zt78IdipxxfK5nn0E\/38QNASInjA4OBxV8i4DUV1shCCsMQXRhXfUWm04uJVWooIkJgTuBRPPIpOXSS5GTr6eNIyQJzEAsdMXFKsmBuodbRAJLy3KQpcjiLeAbRQHC97aKF6dBvE\/+oflRPGUY7h3OOKyVnhZIevGeyIxfDfMRlMo3k8\/nPfJgGls1I\/211Bye\/uhA4DblIHOy21TdNSxpUwDqh5H+KtnmsNNuVxXIVpoIolNbduxLvf\/3EY72qhijFAIt\/jAYu3GlVOTUN3jha1gHb+jiPv8awnm+DgEWCVX7vXRHiiebjDiUIro3gumI2ypUS67v8tr1krbCrb1L3MRpbttjWyvn1WhlVYDHeKoFmWXTet1tGsKqQsXP6KF5QANKvG3RO++j4h01d1hMK4aQVCYktg5HEv2ztQZ\/kBbSZMZjrDVy7R3gRi\/O4k8A3h9f2N8QmECQDiRT\/ptspRx\/a3X4Wp2531A0SInOOkjjOW3AzXBrn8EH8KCrd6J83DmmdYI2pLZ\/H9EyXhSsjmQ4CVK\/vFN4QFwe5K5HzDGmOymyJcQLO34jMN5o3fMH7GsEJ4yXE54XYIINaN\/0Y3xBZ\/O5b39LYCZLNh6BGqKdLhlDp\/UGqSV2wQ9I+A78nIZK1P6xeE\/66ri6tbnJxpvAExi6Tt7BfT2tB0DAR+AZREFpi87JwF50A4G2GD+MUMo9d12dGlnXrbIVrCJ1ED17a+Ft8RFlcQe8AAv37WRZmpJxDQp80vWtwIZseCdD6j41BcSTv0aE5a6\/2FTP\/ygsXL\/VMPTGjWo1VFcXdBDDZTCW1OvpwRYxwyV\/CBzM2hZyNWsPgErTDnwqSOKnvcFJ53+pjusOAnQ6NmnrchOMIzuHPtJlHlTHgMkv8tkjrdJKHCopFGCKanMFgerNqeR\/abvd8cTtcdvH+moYDWslfmgANmA9kbUI51a+6xJpBKA\/zowzfAihPns7BmbSZOOqHLjMxT+Lv4mt\/5XF8VFj2ESDTwy361kzfns\/5wckpuKU\/E0Z7Qr\/l6cxCeAVHvlSkdt7zb8jHf5O9aPcFdHUL7f8EDA1HomMa\/PCRdbo8n1tUx\/kdWouPaVN\/6VCGyVKKQum8KMkmlp403TONq7Hh2VdcwFmK35ASRv1u1iFLE+MeVVNlIda3EjOcwhx1ftVjWmLD0HNJp6TBYssITWOfEPlI0Xhxol\/BUAewFo2axqOXSVt+L72lwdrVs6mIdrzrvCY+0NJfmm4vhQK9lW196bZdDyPFxl9Hhk7RV4HuKWG93\/AT79Xs8ymwHikpm6YIPKObOtcvujyz1KlL1Gr+WsAMG24jA\/xw64p+iWgKdayUNE3yUYQONz\/+91878BUeWT25gL5XTlNYDa+umRUeS1rFkIaTGBm6m2TsjtqaqCtnuYzKxW413gX02f6Z9SfXUBq7Wrbfk0nii\/4grAZH+s4hQftGITGXoBvd98u2oC29RSEv\/l7Tfn5TL8Rq4+p9NwaJeKszqI1znOBxgfiCc\/TGg+c7Z9Hg95hla05gTkXkl6bh4UkpBbtcdguPixOtzLecrIyPFK2\/Fcg3lu63Iy0atwbIFeDQ+kG+PRtlBe6ln\/L2vgDiBzUNjVFQtrh1nrXYrpWlcyslhg27V02\/sXfRAHbmxQCq6da\/5oEleyefvooebXgHkm9pA4Mq2++MEyCiSG9S4oQMu0n0etmiNY7YvlUNqBMeKyMPy1WmeViVNMTqRcekO\/d8XefC1DLEBy3\/VCbvv3MXPn9ARNZy3gGgxLueK6yItqtbsxLvZUu8CbXVZ8bfUjgAXxTwdPsv+bygvTCaVHdVM53Plnl+Pqk3nVZcBsLO+L5v3WCabFx+LuXoqIL8MAdfEmDfF7HdmP7ARFNHdr0Hq7KzU9NO70lv4XqW+Ge6vy4HlCXrG3LB3G0AQNFqh7\/RGRdWA9udRBT3EGxetrtyBj0tGbg2jiaA6E1P5qdn\/ZLglAKxF1potOyLnAcCECGEH6lfj5\/tnNBTS4HkrYBXY1EDYBQLmpe77Mr1OUUbxtBiq4vnHrTmxwjnSwWWsh++gX\/gan2LTOAcmYW63KNeM5dJito5scbU4Ddki9AjZMDpUgLPs\/6GpMTzYsu8z4hxGnJ\/4JMEAXbVD+oALa1DhBJdpiisI4SiO0WmPccqCQ40Y1Jijl8xYaaSwvxSabGYsTbL0DmI4ikqrxSTdIQ40CKNfB34Fgqf+LN\/9Ab3LCseWgMpeE2GTXpLOONHfHjNfg4\/XaUoAUArSG64brLtV29bU6A2uk8O0w6VCveY+xmhBYhN\/8ly\/QDD87ZAiCAiFQM5SyZ4dLvWJKUF3W5A6L7tjx12kDkJnMKeWgidh1w9fx+mzsefTnCb4W7YG32YUBzN9iJuajF+uevQ65xEj+biJB+GtA3pQWxz9MQR0bwMwnXzJvhjprC0pvSSy\/nBvvYxj9w7k\/CMZxHSL9wUj1YoaCQrt+hZ9XrUphGT160R6XfAOSzOHenOubAvJHscOYo+DwMMqso827uKL3H4bWEgmi\/ZGzkTlwlc4HvbXUbY4aW1HNt4mQUUYjd7J7SoEXt5ZI+wTirs6MS6JjO7Fp2mw8z2EQlKwdcnlVkPPDYozJUBVB5yWl5bdl+6Siv1YqV\/XRPZB120Wh\/8QQYVkOnIi+CRKPD6PuxaATNM83gLdrU0+y1KklylE1ijFerjmaKV0psoTaBkCdgMNxlI5zSBdpUsB7Qc1jUgqVsg4x0mzVSKlwLh8GDgo3gYpI4pzqJmNyDsflXX7Cn3YpOhf3qEVBFcUEF1zCl3e5uWE1rKzlpnaEodZ562z1TrggBLfjp9KglN+p4qbEd3M+n7Jyz3CqKwY1Vz5aAy5GIbQ1TvwKDv7tmUxOXg1JzYJA0NGupBK+h5P3btX99SxJ+sN\/afKfEwXYchZWHPLTKBYA60pZecqEt3TP5OENaoRkzMWnc4Ckte+9vcJ9DHjzj1l5wlPIQ\/cHwzAvCNp\/vpGI7VBH3ujtZa4yYAl4UG5I03CnLezbtJgPB1OtRWgnGoqJZ4W2FMBf9CXHYIQjNeJefgIs5uLrTIOLithvAc3xWAwsyUyMgL+PRrZvfegZEGFAeHXpL3G\/2glWg9iwXvL\/8GxhXEx0ttFebYtiBiDLuQMejk38m2K5lWQl05IDDuxOlJsSLl9E9jzynMidGYh0+1V4xwPshideE8Q3Z9mCHisVBCT1gIvRhG0l71mrS8fkX1\/ne4lqMDodHvlitCLlQl0B39aw4XL7C63l+gf2G3UFieM4eRF15Xi8EqnDb\/9ahXz8So13DbpPo+xWWdV+MrMpCFdzj\/ixRLhtXu+EOPXvibqEarAStZvOFQQDT\/0wRqWZpkEel1+0v1bDqocU4CX98qrLwXEStD\/BPgTs6LJePa\/8H5d3jYmEJbc\/mRkjAoGbZxCSRD63SEWfLIsBxB6pFJYFLh8VvR3jaSHJkZTtIcoM4TqJfCux+Hn9\/97ZcifmDF9lJ5eNLF+xik2u5yUXLOdM95V4DaJDlg2u45+z6tqeDzmg7hvOdH+MwL7jPIvmFwuYRdcZV\/ODz09KFA8vpKY1TlTzCxMKfAFVO+N9xHTNN33LwaCL9N7\/swKoAvWgPS2DlwB1hjw0ErEjcqbE\/r0DMoc6kBZ3G3\/OpkP\/HRULMlm0PiPDqxLZNF0gcEOBctne1Z4bDybsE8KnyeLTesO5DyF3AYs36UCS0w73\/ZDZglQkK9wtAtcGN0A4hZr+4ASn9YJX7q+m3t+uTPk608U8oIVSKeV0hxDd+6evPdS3LzaqhZc4+EcPo0FJlDECdWklbea4HutFllGQaiMrr3QLMgFi2lCb0+LozqUigcygiJY+Ub9xVqxLHqs+sZaZeITmcKUaMFjw21RrJZJM1ZGLfcebgBY2N2p85Ppy7Nl1uKbIklm7TTwY3qWnot6bKfONzyOuddWLgtAdGKEmexQhsyJas++jRex94RDv6KGqsBEP6eyXz+XPy7P1aZZ1rIvfCsSuMN4P3gMh4VQtn2Le9o1PqRq+97bqaGfJYsI\/zJcdkpuvryPqn3LwuA\/gd6IRejIORfE6jq2OEeI4DZBACfsQlfU9+HK\/OODU19f991zWKLRarzq2kmuX2jxvbrGYeGk8P3CsqwPbD+R+YtdVfnTd4FfDuo\/rYjvZtzJHQIHzMJoz9LhafqCX\/MmOvrta0FNZ0AmgBYONdDHrdZT6BtI+bylX74WNRTo1DefFS73Xz9e8nZeMWXSVHWcqabct4\/cSK\/XDubJWr7Yvpn0ulfmqIktFSfInJWMjQdsziFKYMLaXVwd02ye2AJN+P4yXaqqnH4TFiBkiOHvjmENNIvfI1ADmfnSEEVsJbwnt1\/fX9vA1FKdcGu3boz7mmyJeexqvrGGCCnigIjfTPvnFZdtVF+LCzJkrgUaaUovxcVu05GTDNDLqAvY2lgkjhL3rFKwd26SdWadCStIoHzKo0D3YzMhuy4PtGqBHWbqFlx1QWwNiDg7VaoBxqnmedhhuGFT0wheje\/QnHbu2RQVAmHK41UgcYR1MNpWoDkxcCfd1xkBecwplTpOzbWLGI9uXE6J0JJFoG0jsZ+hn5JlHSlUnM7mwZ34vHoopWZD195fqS3+JmTDlyhbhs4Bnk+8MafHbxvzkAcXDYWO4CIswaX80e2sVEvlDwfY3jKHCpdKd5Tq682CF7wm9tnyt0dr2zSd4fYTCXshTTIFR00Pwoy0krq01uf3glBIfTL8geIjwQGsK+pohnENFkxh\/5HSqv7nvRBEqqqgQsIk6TkTlGzDBzQ5FrESRyBfXTC+NEd5ou71OZZci1Lk6XFtxrCgoMK14rXGGI6iBlLZql4+hbbrOCWt5VCsl22p\/FbsZMgRSeMeBdUntcE0A6CQrW\/MZFb5DYjM70zHs6i5177385HBwzb1JYruMLTTPTShrJ7bmAA+PwNPx1yqO\/HulEl03ojhXh6FZR44zfouPgW7froqSIerkrjpFR12KpmOwbq9cL7evdw3UbuFwBoosMT0c+Rx51PEDX53UeRuuj4KjOpkw2WT7uUm+E91d13q3PMXQIhIfDS1trsUKQS1Z6ngN6n8XcpiVCGFaUvnT0EkRydALL9P8m8723ns\/6Du\/ewh5fqUjbDz4anLLTlDCBpkwcb5n1dMhE4vNvwyiVoQMyP1Cp026k1J8iLXGnkPulE4w\/NjSn4paRq5itZH9C0FuK0v8r7n2IGSUgQuG\/zvgNp6ImrE\/lyKv55my3yclWMXn0YKkZ1FLwWkxI+ffGN90yDkWd1AwAJtslC3IXeyMtZ6ZBkfL\/xCUaW7Qtsmf5tg1qmcH5N111nRECIqwtlDPrTkGn84+nXv6lB0I5zeugeYBLvlH8PqHPkelb+zgDB9ODfpq9EvzFVfEX\/vULVQwoXgbfAb7r6vPAvb5CWq7GmRvHGlkCM7jkk2HQl+N6TOabw8yakAVa4rdj6Ph+IHNutvA997Ix5+pwYCEl3Yd2kp+OCvRdkc1ubc+uBKuKAwuQk6e3tXs3gxMMGbnGUZ\/XbRiaIJPRBVdjabhMH87c7DJDf1UiqMADq3qyToq01fhOv\/QARDa9UYcVFxyiyTbzcLF6i3KSD3GAi5Og5diz2fC5gBg9lNAJVbVo8qvNnemR9S60\/yn1ZujTifLu2JBQkt9kcCJq9AhKgJxrm3O9ookPny22zXd9E+ytFb+Km\/spgfiqpgENz2Tj1vhxOuc62GUGvGeGCaTZsa+WPgeROPPFgAt\/TBmKKAscyQlKudf7QpwCQTT+t3QT1pSaxlHvNfoeq1fbq1pVrxGh6tccIDlISkdy+tWQGe9xG0HViNtXDIq7SeAzHprZHrwZiIT4J94316gQdY4+nU43NRbaz+NJAcONhJ8Rdis1sqOgQWT8CBDng2f5uPeM4ykZtTDXXDGCppBFROmBJSb5lAJ\/oPIsKXrfVcIXfv36+OhGW\/gix9cDfMxUm\/CkbXQUgcN7L6xQcjBD37D9PMen1VdUGMtOarC9lyVEvNjytyjd8AmHZ120yQEjrAUof6Rxp2GBl\/ORt1HggeSAEmdI5CKsgPHkhAZ7mNuVFwuI\/KJAiPAN\/ddrtGYSG3xDTtH3QnWf1nEWE8KvzEK2vaPOXsBfL0PgAfirqd0vEZg\/FpLfFKCVLOwC1Ui3SwkcxSOLYp54MxoPu0vbDiYgue6afom26UOCKOgdKY76Bp1aiZeuwfz1qztn54+WD+1QrEWwXAs3r2kYVh7PExky1sB67TUR2FEACs64xLE7W8dKOBGIi0P1ZO8\/uuyPKhdzgrrOO67q3cj2HJ3DAHiHRZEDsNSlSHtvwumnvVVWcFvMe5ENiE\/dzuxxIZ4G85Bh8My5v4G8Js7H7wLx4UpcFjfnC9GFoGZMtzBtHNza8DiPABFfWjq49ij9rlMOfd3OjXja7CwXfGdNwTi9urRNgPDPcdUMcDBDDU1P5O0tMCFT+wmuQAxi+6FJyESjak\/kwfLb6h71rbJt+oFy1t8qhFoWKN1HT93y4QBHde26ZlRcCirpSJrrwkQ0TAi\/VpyQpZyqBMtZLS9bPUL+v+ObcFRk+T\/7QKGW3v0lM9TnNnltc1ma3VPjEpDqK7SKBbsjuU9SXRWyWAlD2UNsKSwBMbgZTK3weXvcQvD0c+7MzMxbLHus0ckRfhbF0QpUkf8XWGNWJlNgOJU3lUamcYNXFlf55gUWPSXZPthVfzl7\/fOqC5g71J4BZPfbu4dbkfKP+cW3T9AjnvRQIup\/4pu9gag1rIyja5RQtWFlBxxflSMn9ZUNMZVJf5eYNHGd5Gz414iSp\/IdxqlaG5wPQSQ2aDauczNp2Qw6\/VGEczHciJrSmUnbDwMLFvHwi7Ers+HxltTUxXTc8dzYDkmKYCHeIpoCs802ccGIyJ4b7gqtx0lqiaLz0RXxbdK51vBmkKEMZT00F5apJ0HpAjixUn0oFEYv7r2xxFE4CDTd+HGU+5flA5RvPbZud8tccNTi7tu1lg2H2OPlhoUhj8rQTaEgBWy3S1xpK+nE0r18TLRJXkv5xoFLWXfKnqJecEhJhMLP3KpDcZ4FIaRUGNpGXEU30KIRqpRJyIn+BvhugAAfB2wW2BS89mLZGemFPdqTqdzh1wWomusrdZc2rBc4FAkc5Y\/7vIgbsLN8RIhubQojj8B0cAHpJ\/YI\/bICP+gH4VuuciguYN6mULsZ817yiFQm3Jal6pln4kWqCtMuHzt+5sdxmWjSwZdAwNO3Hz7wHxiV7KPQfTPibpw3VJebJTb5QGwIl6z3RrqBX+uS3g9epmIO+bvarmHVGmiDl93xG2vQv7lE588rVXOTyTEJiqp+cbo88jgoa3bbSpT4zTOQ5dIunLuLmyfSNztaxsa+FZGtPSZHFMaPW2Abn+XKbJK6XVBahM+DOtQMgTnNCw+Nf1QGACXX9TI0W2XZQs+uUSX3rfTOBPfRKqg+rasR5AhvJtc4iD88QgPxSqYwJyxQsIOdNnPJh1LNK6de7GcPmemKOZs48dEfURgDg8u8ve4CgPZsbb93dw+765WKj0v0FZ8tyAyAb9E\/DavN7we559TAI3eedm4cCuHOBVfTVQoLPax4dbwhPFW3h7ostR2T5uIr3iG6qJMJloO7retg6RGaI1smS3C7Lh3UyDopTR5XViWXJQoZlQ4xI4niWj8hv7rcZ1S1A8sPvMF6HiEIObxcoOFuHaBkls19+wWMpAh\/wNXxEKLw302FK+qGBUkju295x0aYsnIDCBEwaXO003z4vAV4TVSVM5KMe0URPBa\/xccKIuyPbgeBOsMRwDl9Mfp20rXkACDhvz+FxefYToFZGfJKCKN10EKIl90xFevsPVgu8tIMHRlmH82TmllkAznLezKhD8wT7j+fxi32iyygNU30uJsca8XSbhbFRTUjnnFz5KtZBb89DaBczO50fyTnyybYZ5rcx3hghS+3MKl\/EB6QgECbuubsQUfemCXowQ4FJfRtj7qIQjGnOgpiJffPvU+q+oGfvLB7xRA9a1z5jxXltO9DO5XeUeyIzfktJpqI90gb4kDPI\/2B+3d+lFdk\/F4Db3M\/c4uvr3YDqbvlZIhTYCKe0t5VxPuFPjaJT\/wBeihbByxm9NhwJgbhwrMpheweZn+Z8XLrCHNq9xuwuGU1S7hJLRTifAskE+BOI1Hk0p3xSFMiP9zh0GiI9boV1zMNhEs9QJcK0NRQNE7JLpyI7xrmtDMYtMOuDdUVZe7XScaMvHtifTc+TuoceYbpwcYvE2J4JUn5lup9DN9Z9YGeE8mPii223MQDJgZMuKEMM9Cn\/HvcAY+269SiO8QFjUOcHcvTYPQQ1lnHrwoxjoHD7yUH3AkW8EVIwnsY4owQjgvhEe2ukP52JSVJOVo1bzIHGJKkdCaoaMHUZSH7x2gV+m\/mnJDs7Ehh2KptC1Ndj83k3tYclJp6g3oL7tkyQekRMy25pfQGFiyihQe8jl7+pICEZw5sT7W8miF+pMkm2QjcqMhAbyHTpqX8ufYiPE9BrYc\/SBDFdKpdU63+nMP3fg2+n9FHlcUf6ScsfXLqBMahJMWTlYJzu9qJS+cyyCGHp\/GOv89Zjfyi8LNba+tj+9C+bM83erD+KjwcTcNAisVG64GNE+cVvrfA7bqip9ja1pyk4fQNAgT+0XK+eQ1FFrnWkLMad\/2GgEmKd2DXY75E01Y1FuK8iTRpSHrtNT5c6EuZ2AlPWFVMD9d9t90kdbdr\/KBKt03kyKhsneQyHAYr7qmEWiF5ACCoiX2OC4MgW5ic7BAFnP\/7ZdfBUqU3jXUPEznKrXcLJX\/UDfQPmPynulbXY9ATUuA5CqD9Ze+PiOwBBOoeTYOU2q9HXzE33auM5B9U2lJRc3e1ZUHdIk9HV6t8bIL5D1Cl2CrMUweRhE5b+OY3VXREQ1YMopYqOwB6olOlaauKkVP3hu+6foaQO4Vxr5OLsE4C9pEFK3l\/m0H8pOE9bZ96cQ\/F+HQJTYfkMyTaRxh+Yt\/YjABzuczUF7FWhqyGdvx0svDypHCZGv3IQh0g0ga5eXjExMTHqRDMskLKdKbMZZ9SmqODUZkpYkZlmvGqq4JMbYlou2E+LlgCdwseoTh+dRzJTOCnW8gBr5GRUXUihxAOXr85VVldjqyqb5FDH\/j1e4zYRvmaE3d3qu4AI6KzOH7s7EeukvBZ1pOh+YJ\/LJ9dXh0DiwdcrN76WCYRwFiR6Hi95RDWR3TlxWFVYNkZX3dzvi+c+V6a+W7ULjUajAY9cdLjHH0m7Qn6lJDoMqq0xseOcNyLTrKYohJuuek2KExnFb\/SQkXV99hIfQUNKlqK7\/RCiccjZTxpF9iqVIhH5Lap8uVw1FJuQt5Tloiffe2V4AyuY83dT3HuAuWkb8teeZKaJ5musrL3H8vrTJyfxkOJqMfFoNbwulAj4OMcWZUuLFJopaSg4rzY5Wde34wt8lcErAM3kJTGuEcf5Fi68hLt4deiqHFh5V\/tUwtMu4aXjavX609kqW9pNPRMLzyJDnXH8HULRUmLqGdZDOO\/RsmI+vgvKl+SwRsFJ3uqO5ga4N6uqCLdMjVpU7Fzmkuuv1DonJJ3zThWQhk89K6NNYpf9bbtloTWX6SOrU7mNwpWNOad1ICVP1Z\/7noFv9NZmhV7\/XwCHDQOp38TPMAOskav8C388cyfHG8zkZ\/5EH\/g7QmqyICJV8KX20jOfnpVku67GDLPsCvmTtfvps0P4\/zyYiYtpJqvdjbNbv1vGvxVbQEq7GpYMzsRe98kMvXhzOexIUBlFYC2FhPOVkjTt919bCd4zE9v01u76S7GuBQrP5a5Fk1rSfc3hLx1fl0\/N9Rf3\/hySoXvTBlC8AM9xzmefeNRF3633X6VR5OaEUsdZnJqRdKTfhpBQFDj5gfzgigwrkM4O9NB\/Baol9YZGSJmpLVYLJPqYoJbYTccEJnxyaYV1dDWsNs0q3go1sTSQLEq17PdB8xl2eOwvJu2hNdQq96zxs8XbkRsRqDsxJtRa6J6Z9io7qk2j9uWAAYFcOw\/HIy+kygevCF69EVfAS0Cn9yno3Z+uDl+0nN2IS+4i5fOzvctEpt+4x\/YKGKPB4hnL09aEezlslCkLixVPdJxMkA7qgyYLF9f\/KQt0dFt9+Vt9KOj\/18wOd+2WGNTqHlXr8c\/rZSfGZzilBHR\/qpbIPWDaV9F7NbCUFxwe\/2JDxeo\/LhIlZxWfow75i9EFnXWrqyKGlzHNAup2KV6f9fcbwhW2FgZwhz7BQ947p9vbqyXxtOVN6Jz+XkW1ygp22\/KtEBbt7M9Muf\/eiZbUKI7a8nGHn5ROToh0Q\/3+qhmK1ZuZPzdG8JvjRNxSXTBy2eltUwdCGKYLTFKtdjOMPmcDRiYk3k2qv6v3Xx4I3Xt+\/m0dFKSiYHCTay20\/YwDCTQaDf0CXL4M\/zPYUemAwoehShEHHtjp9j18W5QaGIVY5VPd1lyFyRDq\/A4n+T0dhUfEsYn7XVVe8CVfdBkU5E60wZjYjkDCbo4V19Gb6vDhU0W9Md4P6Qxbi+j4X+1lsFQ2OH10zRGvAeAmRAgcKvRLjH+SI6Wvtplhfl7i3MiFIP8ppmQ6dyiutVP2K8tBFdS4o2Oasr\/i9XJrCgDxaGYMBZCr1dZVRAAL0HlulZd63rW7zTlSrHPGllDqPwT3HVNP99KfJWKxkCew9ztACLA6Ly1nGLcDM2JDVq3msq37+XqzFfBgWLCB2tCsX+EHp8RudScCjmDeaVUy4taiwW7ow6uAdpdfNd9MEmHO9JH+otSMvgTunU83XuWmuTefpkxmC\/enPvTbR8JlKU5tK6pJxmqYjgg8XnIc02gZNf22yLAA9niS0M3fiuHLyzvOXbBlFHj8kRYAMjJoWB+EIp7BTcdyoOS9vu5zYqlbm9O07K1rHYjOl25HLZvF0k+1y2R2J2QiKZ1F3WRGa+vE4Gs0Q+TGp+4+nTBYCKNRx42ADaudFzNR7hKzZcP8JKcfqqSJnF2hl+u8J0xno\/SKjYUFlKVcouipdj4qTc9NW7ukue6D3Aeu+d0e3sN7NhVoEA4+5+B52AF8IbkkqL8BsieHuwdYuGuF\/wdlbVe\/UIngPLQbOieFFR9MWgu2LLFLA04WOtEeCQErhDZJrAIXYZOHcav1mBdVUs5Cw2eKHWROvl\/mx1KalqUBfVq995KB5b\/o\/cdFCbCYE5Jjh8FIpauhNaJyxCmDlbuWWoXb5rb9s3G3JKNPtwZdTq\/JAQWtbxxw+bThLiCyb59RAOeWnc5vaXuC8i9QVf8o3irpqNjnpjW9evxEtVdU7BL1A7u59UFN2fGab4QXHMOYX0gIvyM\/\/+L\/ageAwI4riMY54bSWcyngf4btddMDE43n01gK\/HJS+iPkqQiJo7zdJSTF7VWLD6GmHDH639Di2nke0+KOIDQlbtJGG\/+FXOn3DMkIAQZpvhtfEgwnB1j\/b5J0NVVlJ2T4CzbGmfZwS\/\/jEGGBvh\/H1nS9zJd0Un+wLJy5x1JPRECfOUDvqE7Fm3xetlAUuNDNpfo5C64pCeK8pM2d4EPfHOmYpPuTlW064FQZhMomy+58A5vRDJ5nNTMQvdRmzjHPLQR0826\/15NQH0pJpR6Gd8QeDKJieH+Fsa63TAGOLATR8nAtgvAW2zPvDssf6KOYXIe+AgW735CVxWGKHsbk4w6uBioSlS9r0L0ekM0gVcocIXjqKxap7gnPNsQGjyjSD+TdZWS\/hl\/DjIhJ2IHtouXp927Vgw2j2WN5UbbUms7zgULRyNX+y4rn1dxec+uFNb+z\/FMTZ1le21nZW3JVrbd345fx1Myvo+cQow\/5BEdvwQ13tmTN\/W3jSgjA5e9da5Lfp\/OBWQk+vz+LrGltvau2OrRwsfI+TZwdRVjPWAgEsGJzBaoKzJ1SBRdyjBgZRJqFM1qnbmtVNaH3\/68SwvqTI2MLO1uAEwZHy0Nj+vC\/ZYkFgNY3ZB+0mfY4FRJ6yzZs0owu+VZXR67hjscbWurCJdNmmI+rqd0FHBycZSb2XgyPhsabuBdr\/MYGiiECvoQtx8mMXjL8gdzMgQ8ufcjNiNNFQS++S1IHptaR6IsPRDQdTC06SaLCbFVSAheQ5VaYiJI6eHYQk7V7TQjI03i6iIx0PzKdfD+Pf8rE2GNbYHb3xM33F0kt13GWM7rqp+OyJwIhcVW8re0n8mTpNHheY77ERcq4qOOcvW8c\/dLQ6gbBFNEMFVQ9kdwMsDPcIpf6GXl5lmUKlt12a8kps91GhvPtXD16RbE6IRU4k3KrOw1PF4T2W5qkATdehjlPMlDY9JYDO2ffSzr1R5Vh\/8raGF0Ku0lbLHamYgvnzElPofdQjIDofVLl522LnIt+x3IoYKjuvCWcTWzExY\/TvYbfsAtQ5EeGjmBOvEyQLmOywk7A4UW54cSA\/JpQsQDW7UbD\/\/ReXsyZAG9K7czhFxb10wtln8BFV6ZYLhG6sRZU5asZ+gUtiwmJKYK8xCIkynMHpH3QIjRU4h+r1G815kJTQBTHog1TpVOR5hKevct9sAITMc+JuDP2Hhe\/j6bE3+JuiBSI4S19+Dgix+WCcT6SWMR1ztt2ifxFho9ELfGggzKxQ55BUtSh4UB+TBlFQqrROaKcHUhiI6Vw6ADiN9YV469RYM0fMDiI7NQMWNggt6oChG\/glCMz+Eex6f9sfaJXwBgHtvXJmakh84wCwtA7v+cwK\/zvaPH\/z4rRNk+32eeAZ1Z1XskeRuNJ5FUMYfDhbJLxPjKG0IsJz83CSbeGbL+tHmCjR0N7FyST1Ti0mljYg\/oUvoN713BhpzMRq1YAxP8qMuffzHGpcN+HsUYhXCFoZPi3NSd0M8mTeKo+Y2vJ10d5FezrSsogF7pVXUUW5WOmbbtcQlmOnLoj2Udgn0AUpAzwkazlzwBngpxR8ZEN2uHUe0nV+TAQxX6Ac0kP+bMg7FI2GT93M\/6MFdBIVi+X2jqR2Lx3QHrLHfSS4y4VWbQZiqIqfXVPJ79D1mcIfOYe1+qFK6r4xry4AAqUxJsyFvTaOvwvh\/q0yndnzvPhwI2WyhUgNP7xc3IcFYTtog84VjGM8nQe+SjnOzorUARLBpt45AQjgFsNLgZlWexLVzUUefUWuMTwf89syQahimNKo28je1CDPXWmr6oLmjj68ws1mmsYwm4YJK\/zkVi6QkfmGPMk3PewkY0+LSN2PIEnVnn+uuCR4lSgM90htKCjkF3fdDPLG9to4Hiqs3EMvIlKxQWpYU6E5Zd7NCTiixJkEUvCsSEfT3oFyk5PuzxS6UV++U61oa5M8MmP+XGMn7\/c8otgrc9QjwhInwZPmw\/2+\/nitQ5fQlNSZPTDXaSkIPGGD\/e6VeYonvTQgXyGj5tUsyD5JGE0dQj5Hlw6b3Wx6oMFeMEvoNUqQqJBGfezEDD2+pAVu7AKJToqJ8uN3elK6msakuL1J42F7d5QMisKE\/sSp3MT4PVCLPlzxQqxT8oLR+ILqsSPuVSoOstKBAYrKEgJKthnTxIcWMgtx49FWKZo8cRTSwp9gjMkaPaVCxcDMWx3RujlTFVVF6jNO6QVVsMAAN0yVl8KuVwkD++yaXlbBJR1YKUkKB\/6rAEdkX5LIW3ixrH9m5KKzQembjqQCphsX1mDtrdOrZHHZpmIVFGr1UmPtncoSaV5kMMaXIkt0n+\/48IDqQzwjIa6+PwBX95S9XnFzHgZXpvqpgNExgSHPTc+fcp+sR778Qn6WycN3g1CvOtcvzltHaAN4m0wAST4v\/VnVsshSmsxcUGJyW5FquBX+l8k\/N4ADauSPVVzujT+Wa+v0pQ8bmwOaicdmQCdpslh7jt+FCLco7Bn3lyiUQsVGVKNeM2+sIpRYOpMr36qiG4\/BXHIgox42vVlAXRgCP0XyKsFWnwlD\/sKzUqPJZAWYFr2+hkAJ8PuY9rjM2AcWAsIbKpEUBAMuJBYXQTX3ZhGfTWxEpa2CPUTHexQssgM0uqSomDhngKD0bU67DjDM7BOhzxbjjstxQTZ9j1AktIB6E7WA7UfquH9eQCaIkRoxfz5pT6Qy3VjCLog2KvzFTSyH+22sIuOGlVDmiyHzba8I6FMAjt0Lgphrsh8NylyxoKepLBfhlSttouVzp0WIA8G5SSiwNCRKAGMqQICmiO\/LhbTHeFYypXq9SP3IjzzRwPVrsJG91R\/47KC5dxxvIGxNfztCzd4usB8+kMEkA0A09OMSPhzGixQ4JBfovSEzTQiBW+I5fdcP0LpAb84mkQau6kVw3RtdXFjHVY3\/IE6QgWsz\/DewojuECHX5cMafiZosJT7xaSnOo9FuCRTt0NVMGF38WsTxtjWRcz9bI62zOdv0iei1COPVKAvD7Lq3toVR6a5NPts2Ip3z782Az9mwVEWbpUF\/y8FH+oJm3gtteRyDAqp+egvAwa+N0G4wagba\/EKDkKYVlxMkPfkSaxSd89wYcYPQTtTd0KiNQG02+bKL6z9LmCAuqHuwzXiJHrJGhPIwsmBrZHaxN0afrt5FTvW2DNtEo+2HtpQd1u79hAguhzjKJSkKr3a7kLIFfdkrOnZ1wZuZGujxpmW\/CSCJnH9pNxSlj4nSe36seRU9C93ce4+Jd3QRom0z1VTxvn0vF9Zkb1thBCjTG0EItr8PgAZH6Eqq7NVeBPlhI5unM4Uhsu3VyB7gN+LdQoY70g9QjtnvSiVy32lhyVitz0hvIKRqjZhr7+tmQEUHdSn+Hk58ns8VLSzq4m40rqJiGfiYjCDMjKpxt+WBAEaJjOgKOI5BzUYkU0zh5d74DUy\/Wd1TzP9lQ5pzASq7pf7DnIwNbw+Z6QvYbwL0DJ+iX9EAyALkjntDlKh+NjS4fYtblHB+P8KMn7UIa57tiC\/nOgbDm3Mp7u8SSvbDzyO0Z7IM1YTLf4Kq52dm\/lfLSO5cGgHFyn46732khIFfIVjS5bon3V3q3nbftnr9rJJh70QRkrwef8n8wz1Xw7It+KDxrSnJmViIrKIi0RaQ1yPZrVaGDbb\/JQUcjXPNhcyj+iu7mRFRFisIUdz+ZeCseiZcWD8i\/TojrP7d3LinID3DYwWdhAuPpDDLVJWsMZyFfVrUQuqsD2xQIhR87YGWzYU6\/Z6p\/f1Ax9R3FIVYFaZn+EoFjM7gW5FhZtJ29ZkF5K\/5dUCgJ5PASZXUcRn5yO7+lISAywiXORTIW9sCfz5aeI9dWL3NUPIfUBb5yCrjcQThfMd3drmceBoWMVUMRx2c7OWTj7xmDW\/yFzf9Nwflo0WvHYFC8N0fFhRZ2ArsKn6IbNgCSOUQME1e52As1eXtlMJ1TAkWNziPOwVrhB6ilQbSjzjZjR6NhMN3cQypY3FKfhUZJ1m53zGBuNeunGL6PZFCheuqxNqJ+LOsjDzHsr8LEBGSvuMyFxVeoZ9MMYRZwufBTLJNz+Z11hlJdYNQHSyvdSCBKoqWK5f4Apr+3ZPVDkmJA9eO3CTQ1GnoylJLXSM9bfTQZMyTYdYFc5dpotFcjD3zLI+Ua+y9y+oewk89XDKPoMxnbjz68z53LNpHRCG0+RVIOyDEL\/k8BfcyH\/3uGyvSlcs4TWF+o0hex6ZLGFQChCT2SarXyLo70RUjwbnjhl3vJ281jfAYgdrTuKs+w\/cFt0o7Fbzm9YcsCJ2AvvUdsynBj0mdiHss5vy8h9wArrnDoBYj6oHUcXMSl3GFc8ldFX45MX5q2NIJ3kIYCxwY3FAbMVdl6ZX60uORQSM5ec7irW+Dwo6BYV5UWTNbIKwvPQSDueWKMaJk5l3NmEpz4otCPJLnim+\/eyucw5mcQfdx9JVc4emxGhlglbhvCR\/D\/GCsJEJ9Lq7f077lf0\/jIA7P4SzeylXB5AVe6PfCi9iF78k6r4g1g+G8fw7RJV2nfGUh6lykmL8m10iBDtFq7PY4qID+r16+Y6fe0JlMhwOvqxHBf8I60LHQX6WZMzA\/4iSwAfiKeMcJo0IhRWvfMTSO7yKrqX5zmTLaqSHUDQbbNCdohNJDGMp2AM\/EDg2UqVky0+OwQNs624qpTyyAfJeTUApFC4ORDhn9wq0QIW6Pf4\/\/WyGhLudnAfFtGfi79ZhE1seO1UPj+JnLflDtof84L9WLyeOU4rnA9pS7ZqIOyRNxhbVluxJYKarT2pdJYcJv73Od+EWUdAfqwp2UZIINcNtD\/h\/w7DvcGVBGBKPnHJhR6SzDTLUR1+gz8MYkwnVg9lrDfduOqKXVjeTCpSOw+ezdQ5MCkxuUFpkxKgqAnnW9NwNyF85CPgoE\/\/xacx7vP8a+jFY\/0pXlES+puxN67XtJXKPCQmaG2KP1zt5Gfz8C1xMKz27TrFK1vwlZHo6OfRPl\/4DIXo0KaaBREB1fE+1Ccc\/7DdRhbPpHUyjirSHotqSEaBrHvLXtI612KQ90owdmKrRZGED8RtaNp4X102AZU2icowJTDzbrEPUH+5JCPkgIqO2s9fhhLEY7SXNQEp7zRWAfk+sCVA7eIxBSFrAufQBdiFuX67X++uJYDTsmFTuWWZyRg1QnurLDILvxqDXRJVhrwHzc2Bk+8v12tycO7gFo9t\/4YHiTESYIPZl2HhJHsLWsDQhgbOqluFf5uZFjWy\/LTgMvj1zzVvMWOPYfvRvjc9UQ7Mk+oeS742yhnbHQEp0\/ZvbTALuMtSy+FUtmKU0iqsgheOm3YBNKWmxOvQ18mTHGNbjUd\/mnkgmt8p252k1RzK0GOq07cV3gNzO1PhMafk+ornbNHiaqI5O3IW6\/BnjyJ\/B6idPILnzFb0LvJmnLAspzTPdBZF3kwtoY1ouCExuTJ5kAR4RQ8OI+x+SKye\/kxGj5CNqRSswZfhGMXEW6pH8CzStzN6zvqjbBvgEOutSgrc3EZDO7gwjWfunUfW5NBiobXUgicomAGsq4RXFCiQdYRu24JtFRH9LzxWiFszcylOla9quvpG48mZE6U0ckInBgNgJeZxKnXfmbW0LJLEMSy7Yy73iibLSPN7TZStPOgPtFym6o8N+ai3\/uyd8ipcCeeMb+U6+IKZzeVZZ6dMtvHC558PoNedO+7krSSILVPfHIORTR8ETdKC67docf1elOQgINZ9DpsD5iwhpcEvIFRmDAg2nQg\/OYtKUYL1094MC+VEVX40EPdyY5Fa9wIfJZcSN+djfBYIEaaSJM5h03UqKunngeQHC+ODJS94F5jP2PUm12wWq6W5MPzYR3wWiJ6fXQqeBcpXCVqoDrwHLWq02L2t9B\/9sPrT4NVb9smrXUlY29BKN06fn\/E5D7LpKrQpdfywMDN5lUV7KPrhzDek74SocY+aIZ01TYW2dfrt1N3t2kQX3CN8pfz2nlZcMI4CoMC\/nWzmZnmdW6qK4\/8U6EbuOaHP6N7GNwpRa+1RSYwpdOW63LTwJ\/uurVX\/QisRcONZJDu5aGMSDwOz4jA\/xG0FsoDa3gbtBPyTQe8q2Jax1O5aBWtCrTmtOlWnMMXtQINIpuYkEGJCYAz3BKWA1x6u0ON8z7er59yT5N2v5tloj4MB\/PqOKnXR2MfFPybL6Pse8TJwmopXK283U1Hh1ji2zUxup2DcZCOjVR2aMepg2f71jwRhdv9dCMpzxtOO6qsh3F5U4Fq8nXIOfmGWUJKpaQIpgWlVlZQ3e1k4gQ5lOMmge28wwtmeOopB+f1rRjGyG4jMVxzKeUFziK0R\/XtylIFgQK1tuFN8DgmQg5R8s\/CWQ2Dz1ZvBC1Ut8lOMCSObuo9rt+vdZaXdp1t2e93+VT6TB2\/1l9bZiWIm7zmHWnB5yqvbkK7D+6x\/lKGEgZ1kLimQ6DPDwK6Ly\/WKw\/Cs4oyABFnnMiiKJre+8MK0mzReX58koL0vg7sa8SlhwtYSZEkfJkFTzvjf2n1StxAxhiC1pk3cOXiiE7nWCSz2D0pF0c6GVv8t4aMIPUfpyuDkxhuB3n\/vgEpydzTRa4ReW0RmrTuFsAu3A2mQ5Oi5pL7tHxbA21CflPT9wdhH\/xR2xNjBjOI0o6WrK0EeMUY52U7LZ7WnwSa1rWUmhbEKPjrBfPz7gW0IeHPbvS6nvL7PIeek2eVtejG\/dSqXZ8fZ1JBJ1FumtOJXFEgO\/dCjYNB37\/sD\/H7VaSiqrfqeiKFIJElLnFVowcSw5vIauS5COmn10frJUMHtmkIkpIklzDgaFGJui4+YQRg62850pT4kTNot9E\/Sqvmni7KCEAVISnDfScVVRS0mVXPKkMxJtJ+PcwzxNsDCUXDzyvcj0y2xEn4VRdh2ZWD31AY\/+Oj5\/UtcBnl8b7xk3lF6DFpQXBqcriTlnoz+rtaok0rHHpj+yFjHblH6oqiIoWWe7H+u+Vn0GIE\/AIh4x2vopTgLa6NfSLjTxR9zBbINJPRMqwbv0AQBPQEwzdmHNPo1XDuwrbuFDmtuDRJLKUnLKdVpxVCckHID9ioOBlKlqmcUgrkPYIQCaZdHbcE5Opxrq4ANMzCVtREsddyLk4\/KiojcuKyi5JmjXYnV2PUBc2Nk22DcDKHCFFUok78lmn+KNgQUqGSG6OpWWgzytUF9kanihh9xvfQXvU+7IDBFQJkhu1b+kABxESVyVqrm6CI7n1zxq1SLZoNkW0lK1qCtlRI9drJMcBa7wckK2ym9Yy5k10F3EAmc4Ecg3DyGBNKD9PQJqq0oLigmSvTX3O\/3G4vxsgxssG1xj3xGKnW5ZIOmpR163KzlO\/Jnz+JwZ+aqe82ba+KBloGjGBEEvbgAYNF2NYHSpPZB3EpKdfVcUCduQrAMJgWX0MkE4gzDTBcDDp2d+E6kf2r4Zi8X8ZwIYwJmTpiU\/VBZ\/DTx4bmKfPPu+P8cjHJaX7\/M6o4FpaHJruAls4nhQwlsnWw8R6JhpxYrwci3CMC9o3BF+cmLZ+jnrmEiy93KYpPeIfiRbQF3uBUxCPRKS+jDQmukuKbVrx17fi8\/dcSK+s0p8FaXVYa826tXqNAU2gb0RcUL\/WOQ4V9H\/sOzcvP68L+m7T+ll3oeWonkz33rnrGFMD1f5gjUrtQqakWNsnhORi4rEAqJxPuSoISqtpB1Dm6eEV2MkjWkiuMHOfnB1hcra1l3uxL9OW9keGRpjdEpc5JH9iR+2kERKDsN+4rzvUvAvbMr1w16ejj3Z33eg8k2m2FnuZ9BlOobs3fTkEJ+gEvOGUYlp3oQ0s\/FuJEyXSzypLOe6cVel3\/Vvti7bN+F2m0dq46NuSjiexnp+4HNFxLpzDzJrDBg10P028OGcTECePBw3T6\/GaNWbFTSKTDHUdqRfZ9yQUNggwJJeAGyr7TzLxzgh1duhTf\/49aTT32RU5aMUbZBGX+oiMF+3xGAQoJY5PMwwkOGA8Ds73BYNEZho6KggQGHf5OlWQuAN4UZtxzvTlWeQBD5EYEu6x6t33dScvrTOHXA4Cek5gW6rgn4404lBODijdrryZV5KHX8vUEpMWIN4ahdWRzIFVNVejPyDyALBgkFQvamoolD4wDnRXT3e8EnXnm816TpixY9VX5T5Tpe6g\/QEsJDuyYCvykmQo1HZ1AF5In\/z4pJySEorb4oLbtCUNJTsjQyPHVe6ulgkfnXIsmPpElkLrqfLmmZiql7vOcZzcqwxvrVrI3wwDLQSeCy41nhoCQYPGT6pB589GocaKXyrTjkDccgpYDoSakUNQmyk\/qZU\/r\/XRtsxZzxfXKAOyjW9S3XiE1RaJbazT0So6VEGor1qlDArKAW9wfVzSlyj237ruXGdixap4NtR39KFdsxmW8KpnR7C+JZ01Tju2YMpSgAJ3c+OlMtAYtZWMZw4VQCr2IIj4BfLzoa9EsxI426JseAfOPEOx2qZfYWoh9IEN6gyij2WgMt1n72aslNIcW5HU7PLwXiu6W\/ENogFX07DWby6vb3ixtSZeDfAbzSVa1n5z7YlrvHdRtIIEi1woSaUrrquiZvy7qo5I+fR3BYNh9D1xTHkiVUDL0Q0522J\/sMV7dg+hal5yaFZfQTJenvjHcCLDUpFjqcgV8hgq\/o6\/avmYUJKmpqr\/L27iw2ScJn2cOat3erHkWMuiZdPfThnP6X06\/HJaRWPcjxbZOl8J7DTdaxRvmtpVdB+D\/CcjUNEhiiT5b5GkRzYSuWX6FJQg1kj9daOAz0fRkrwswSIdIdJRhGpLvWtOB8nhwahSztJrAG\/AaV8QddOC5JYQea8YLc73ra+sqXiE\/NdIuAjBbShuyAmQ70Z+3YByK4A489w8\/Ybzhr45F2QZNyb+gtD6LhBgqT+B70tFniD8ydam2d7Lj+SCxpwiMv5xWp9QNnj+JgQYCx3L5yvbVnX6Ck3ivqCwZjuFS0Z3sWWrPMIZKaAlAU\/lXEabZWFh5W64l0+w0b\/WQKNRsAOMK5bMX0YS6pQoZfdUSe4GqxzS4w8fUdcd9NzlwMrfigmTE5+ThIj5QyxjyZmKHxbMRbOQjqkjN6izR+KD7mT4JWHuxKlnCLSNhm\/PyLcOHaRP+K4xyVbmUmcs0yAXgMqJCX\/LQPORijdZFaXM5lEKIrDnFKWP4LpCS2Ey6QhrLm7uTBr3ULcHJm0uZr9R3lUITfpkwbFJe\/hqG90Oq0ts8RAOUambKU1UiiG6yJsGLFgedWoy2cmWNfCxaaVrglAYCh4pvBtQfZomVLQyhaxg2FHZES+JDyFPBN0QY9No5FR4blZ6h8HtUFEVHfXsi35kkZ5xSe56IFXtL5uXzkPUFOBzRS0KmMYHA2hoVQ9Yj4c8WHzLmF3gjfkVUPsNDTQ8NidbEN+nf5b6m6EuY1uTIyZUooavd80OGvMKz2wqu1HhaFw4D6HovU3D08P4nLCHgQklNzvii1YvfXbtwrshzisnnON5dwhXCq2FqyHe57bPrYR\/IeIrzwi2OmBRv\/G+DmtCtEkdGPtXK2nejEmkoTfZ55xw0\/rfrHo\/5\/BgH3Nw4Vxn0FPB995fRNgA92CWf2GgU3AUELFtCtdiDkYZ2Get\/Rsor2P16jv2qatUwtjoVcPSPgURRDuQWvHkDXfwHF8VZ9bPEoKwPrErcqhZ+IcnRy8qXciBtIs3Ez9wOveKIjU37GvBSEauHqnOeO9YviqUsbSs0waZjNf3EoT94c2dPdLxMkFiqDa4zLb7E++KQmReB7QSSyYuWQq095GM738sf3+6X9lXM7vnRDye26\/cra+HgZKVGEzMDpS\/k6q3J2WUpQoSAus2Emg7532ZzqB8TG53s3ATeiEM342q2wx8nz6yVHy2ohSwyHmQcRRDHArFn7ronfbPDmOHiN\/8ppT0DU3zV03VUYjGvhaBfhg3atirLwCon4XYcu\/nAs6yeu8Lm92T+MRkY\/GIqtQF6pNsB17xe+ZluuIoAi7w9ipro33dO60mf79ihHaOc3B9y3tnFH3uUGrZEEuD\/K\/L1+GccHDKgcVePGw4nlT3TpMDZtJcVVIRCoe7\/3eUhlgSwDIL7cEKkBhwLE3U+2IQbSIoL\/4zjBmlMvYsbOblt5MlXIUT46TsRoLIGYXkQmuJ1JDq\/BgvHPrZYo6uScYfk\/gwSD7ciayYXpoYsmatLNrifPNJ1M00VFiaf\/pjsNIOGhuarekqX15JXBDaAnVtTnfsR7VSFiByN9R8huBl64YEjmt56RCpgaH2CoxC2XQ9PxGub6\/xjJq2E+ttKSWqLxAS+Hdv44BzxGAdsUN0LAllJn+9HLC+ytJ3iBCjK1FgC96bYpVV95oB3mYeVswoe+Rogw+IsIq3qVBtUcIinuUngds\/mREKHWLRBHqC4DJP5V6tnZPCmFBMDHROqaQCF3HO4iCD\/CM1pDv\/8ptek+ljtnERoeiLWa3LU06Mpu1ScW6nbqynUzYC6RMo5eUUEu6hFpcLjPoFk9f3uNwirdJg2edZumOtPcCyujk9C5TbWpZ2PjkRec3P19j4iib\/OswKHbdAcOpasZ4i6TjOX5+cg93VjfG2H6HviBbyPqonC1Q3is7ni8bTUhvUrQ2q408mhjApBvYpwqlLNKJO4r\/NHIORZg2BapRmDcAZtPL8ePDcTEg9sFHIaSVAJ8249dxs5\/vT5cLueqe+JiMtiwhLOKQTDXEJisVFZyqD6jZF7UmmkiO2BquZ94vlm3IQJOQqUKXYZUt5wk0hvBHcV+wCXaBd1RXTzSDsXiRceCJ7nYPI9fAbmaBwaJfKhd\/Is8tMfq+qn025LCSnhtB9DynOyrgeCluH+4ZmIE8EQ4RmEBgaN+SVZdBQ8v54U1BviaQs4sqs8lL5+lr0G4+EjIniJsityMFOsVEBgwZ+8DWDDO\/oNbuFSRzBONtpup5o5bn54+k+npXx9pPyxiO588B3cUl65xh1E3gUMUoixppHQEwUWePUeivRLugxahxNOfKV5lZ9vXncCKw0zmhzzRihfd5e8fs7w3OB8bd+MfDbh3AC\/cbUamwYP0j+aozpgnq4cqUnn6hBjUB7KgcbsXfqQuO77EODEE2c5aaxGw92LEB+vh4xNEUUnMTNlOXZbVO21vCFIlxs\/CGqCi4wH4hOxPI\/NNmILWBz7A3DeqGJHYuAMSbbuye41P4iBB4gUolUnwQBsBrsM57dGYJ50+C\/QxBGzl0hf2Y+8PHWlRmpla+zQ2dcC7jeTamajs8jThuOzHNziCFY7yA7BXAQQwhCdxSuJ0EUG3jprYj0OjnG5LT7fuKbBfRkvbQqGwAdk\/5GjMsl9\/K1ZlTp0j\/nnsWnJpNHMxdwY78IbpgYYAsaNZoy8xN3ImRh+dajC76HbNZs3tgxGliL35NgnfSxNCwu+u2yLrP5J3RTiYnCj7mTqbeC0F51H9kg1SlACSCoCWNyxKBL8izUYa3GMx0NumdbMJq1qCmemJKaFAO1EIeEXc3tgJfrYs\/WIVH6RBDru6L\/tkIV4ue+8JHz2xJZ06e9HFVPbqrdk7BGb9rg\/7bTPU742LSj16rqqMkwkzmlKk2ZeJ7aGKkDciyX26lxUyih0caSr0WDPqsEbkrnIN9KqQ6HPMCc4g3wIuTS3C28XUe2XP6dBzgzVgf7MfsMIfVhbAhWM5e9QLUr18y592FwY8BSzdZS+r6Ycn58jGu7lWBXpIzx88s6DD9eFWarhdCmXue5wPQLuavswJQf4ldIqQMElMpXDwI6HnHZtn8Rzg0OzAgi1M9GzYiXhXpwCsHZJwJ+xBAtbLjofjzuqQOB57oXbbHXBbfnG1tzuMFU9EeRtivD9dhiQH3gLfZ8jEIJRl\/Nd4aA+jfRr6lUCNf4A43VWwxOFfh0O7CwAl6EiQLDy9GzeOx0Hyf5aTIGViOSeppsR2Src2GMhRhMTwRzQOVn07dHIuZE\/+3NlnrIs+9RKsOfFRPv1e0xgiX2bT+viky7AnEZH58fzKUbMkbW4lC0JSG\/C50pCayInwg5XYs40Z8GaLHQB3uWy7yb964Y3qZuQhkZd8gU2oL3CvDAwYBBwPQqEPZQejGAMMh6y9bPhXq7S\/1EAtWbMKJE9kkkIHVvxw1g47cWQJ1N560fTbn70BD4fG+FnBjx1yYl1YcMTmQBd1DF99ezAr5TFVsOLyqFBzQpqbZuVSgdAQyB+oi\/h9kyeabESsgnPq97OKpV74N2aQiWEf2hd0ayMvQOyZPo002hFFUOo6wzcpyTC7kqw+LCVfkbaJE1NOtNiWl7m1CrXUEBZx49MlVxHFzdqVzvqj8CCCTXWt8+cw26FjbY16hdx848jOKpdDEE0s6e0UKYJYkl2awmykFu4YN4MPGLNhOVWPHnb5Dw00P\/869VhXO7qeFBltVjbmgFEZqxSWMnkSGXGYXMi1cUohP0yxr42g5twi1MAYYxuiz8lWgWT9xRT4+bFthvq+jaOydhLa4ZnNLYUO5cTkfBfeExBaAwJZDNHRFbmwxM5QcoGyyKb8MdzbYURHXZqhR\/WlaPO5AJ10Mr6NUUboNhKzpeQTqRvv1wp8b5F2Xfbs4nmvwSvYRMA9uen0sgHfJvpaeWptBYeI2WWX+V7KkeTc7SAqBBVEIa3Tr70qNZXzWJNObit1qG0HFg7d1o57Vtmd4GDECE3AjaFPlZ+bQ9vGOropwYHMAtjJT89OSgYAJXgrXvLi8SV+BjRqsnI0AYfh9xg23ZyoDI86lrzYO\/sO9NxPGhXe3dkmcZVaQqoNBpNp1qoH0hdnHBeioaQAIBqb6rpyaRu8kA9CBXYzV7yZewjdatJ+6t3JQZfUrWfWyhBx38c92xi0JwTO98Yfr2STYZF9we3YJk39ic\/W8PLmKZHfVMWdSCgMEmWzKGZT3khU90bBZnbmz3BEt72w4Y02PB8BaGWcFNPEw2Ds+Vv7WzgiotxE\/j5UcqwtS6TQSwxkTcOFZ52OxyTfliORMWi0ex\/XNPNxtDCOkz3FIc4JNQE\/VGc14mNeKzJVgUi7jhwWeB4xDEbkzOAPpdrBaBA8JsCKYsYL4f7kF5eiaUuTEOfCpXky2WUAy\/2qMJ8HeTVrIwvnff+JTWC3\/k4zhAjOGxse7DnsJ\/bEYvokDlBRebMJ8vUlx30eVmZ2VHoJaHXzB8mxluO4rr2mSVyC2uS6wLObLwSShikhxRmNHUutc3ZIcofZEqw2fqX\/ufm7kf4SOV3NYf\/Z3LTBxoYCUFHTHsUB00x6ENWKVF+U8Rg\/FRvTO2fuTF0AjQ8wJeC1c2Z92ceuUot3KEN9OnFDo12qRdnTaUBcuGGufcT\/IeG4GTFGnzwquvYWFKeifByMJeo33uIFK3GMqVyecevgWguEgyw3C6MJvxr30r2etfp8ryP4MFsgpuMc54SP8PJ5p+7vMnbUakzVa96xZA0JfDrsnk0PxDaFUgy\/e9RCAE1uEf4fxzqPP9+suDdqwIkINg\/xTHjPE4lIpKtgA207SSG7N1bS9sOsPbDPeIgRKseyorw4xarNN8syFbhWZHGo8RpH7lXoWuuGsw0HCNvLecEjnOjV4NbCOrSrQB9j+gWT+3FgwdWRV65+v2exO1OqXXpOXvaCLTfvtZkw+bf2sAjaRnbSXYZvJV2L6EfBL19K2oYLeaH0nN3FPDhHe5jr2UHTbx0NHbktShQsMuxOW1vwqbrVHekYMlJlt+Fna7g\/xLPccWqp6e7eimUfPOhVWD7diYc20YAOWXG6c3ahV7Qka\/6mdZQ+56UbgkqPbscJ0WGZY3iAxELLEiND+SbIyz5IAgMXfZxs1OcDE6mBoeWcuoQJP621yw3d+FLecbwS4W1zEsJlhgUuQraooTLx5CJ1KqPla71WwxA40NyuilGU8R3IxOY70T77nyOccG6C+AayIb0I26nOWFTxyumtKZnJvss+FoY8xCPkjfymWRx\/WJTmhCmBkbjUHDsEPDbAGi3\/oSrKLoS+iGyiBQqmEHNHMBTi5UJULysEW7qnEZUkJodn2nFYc5mn7fCYuTD4MapBWrgV4vDErKmtcJD7Bt5r+3sVp2Nd2e1\/rc8pXmpehvjoh2zZyblylbVKX7djUqbPQ24FfUOtXY2TSwphLVCUi1SQ6p3CHYSPsiOAmUbD2Iow0iuUZy9+ldSZvxhotJfj5LhmsKcltDmpMQhse\/ovQ5u9w0K9wax1ddlqVXfhUno4b582PRW2sPqrGmD83wtJyrMnDxNWLHQcCEhgHVXJ3czF9PiRMkhtucHyTz59hvZD0yfC\/RqLFJwapw70WS+Z4srkSltSXuWgYtDU0joogTJXI8VqIkyF0+7a5J9r+lWvCIAURnGHni8dygKPhR6oD\/qh3YfEohLvxsvCvJBQLES\/9j8ueTGDwV+GukH8BRwUr+Fi+5hQygEOeLK9L9v+SV42Qox\/l80NcaTiMmfp8pXtwv9gOGVzEZdqSrcPHUAAzsn9skpsgFes\/QHgONxqOLolG2d2g25r\/1QDhTvSjuRBQ1lXDk9SvLhCPMiOyvChCjDWRWW\/p5EQHELqB3k37OLJbo8PC7MXo36rDdryE1ES5baPLuQ0F2\/PML2krzlw55fwtluRELIgR9lx1FeF+jRLSNYM4kGKzNUGSf4PaxTazIiVSYZm\/CuhVaOjI0lchhKN70dueHlWTrDsIzuD00TNLS49kJ82B9KOEZLmng9xqbDLqu1fAg75v2N6dtdBS3G8vFRKs9cByuOnpnrQ3QE1hW8DmkEcjlhJjmZdFVPIcdTUk1gyl9cbFnCXK82LaUGJ4uYimc2TBgaaYwIhXkVfC2ijU1fcwExWUoO8zlSUdOAD9bB2gvdyKDxUvJxMPLBehw4MhdheRhpabkkkBOSw1Z5KVMGleZVX1bvExGtoNrsCigjHtnuCkj3ZPgKZ9IErLFiktgtCqJgNGUOnnxrxeN03jsjQEVUUUKMhvZkgjrjsuYE3N8LCZzVGmNM5gRZBNbqCtbb2DB+auRhSDnUAX6RRLgvlmpMygeYjfw7XBtYeoemGpuwmYyTRuIJieb0kBAKr0qpQVw2edJUEQ+ZMdpcjqM\/V1LXsa\/kd9t+bJFHeuwrfXfc0rQ13PwVxBPHK8Z9R7S\/HG5T6ie98ASilB7Q9qA5jz\/SaZ1DKNIOHBm7R0xXpqN36RSnAC\/1LHTYzjKDNDL5J7hqgtpLBxNj5TFVO\/Ck92YVV18YqrYgdQgkNR24ihauG9eE7LLEbIisUK0bfZyYuS\/h4ydMK7KO5S\/WTl0lrQLdF2dB5IkLmNBYXEXYUcGU5LsuUl7m0aV03jktHrRagzacicqGWNphzd11KjHl1dVa9Tk\/GSuTPiu60IpE\/uxfEF+cwU7tg+MfE6+ZV3+QWkbp236QFEAodKWZIwMqriQDRi1XFHPB0ijWkQL5CuMGccnGsaozmieidWPQ8Z42LVz33Yy8jB86ZL6MCsJcpGv\/39tP8oForD08Vj9PQVaTnb4z++9zEGpKMNOqW7F\/3YGfDCCUBDptOhkdXGX+33N8x+PVDR4QYpURO\/qjzU732yu9241nbjr2bDfEQEreMOP9xEwlEyDgTEHGS\/8AUvplXQr3XFUfvqfr6+md9CVsIRNttrPm56VjZEdUMZNCbnrPAHBeuIPM1skbzqXBt9E3sKh37G656wrr3xh9nDu7N4YqbOMQe7MLzR\/QeUO4tJWUnbmXqKnS12pxf1BIFfhZh9uOnmHhoIizH1Ufin4Sdg\/mjfYkn75VnkAIK5KJDj0viEiVkucTkkpQ\/vidS4YC1E8ZFzjd6MsD5c9Qu3B8BSLu3438uuUhGk1jrBXfef3AZVXY0o3ni6vNzrg7tzCgi4bYNrBH88gpFOg89IuMw7URXADIxDT949\/wVqeiMZM6WNLJTSk42xinH9wzA77kgQuQ1+JQTm+GkDI3q4DB5nG8XL1wb9rPOLE5+7YjiqkAIwtsYEQjJclpmxbMWEMfjyL4o6l+1fke68irJQT49grRe8\/ZFI+SJj6wMcrm0pGZV1jfDVUgPvdp2glkftiCCw1C\/5BwMSsJllKIniAdNajhuZQ1cocEwWW8+DIX+uzUJZxCjpZTPqVmftdc\/GvCt2jIHzCGRx3zgq9D24\/o648avRDca4RTXsukduEpCWoAqG4aHcy7JA9gN1Zo8yQXo+eaiCloyUbT5PEVMoT+l9Tn+dUvn4a4C3zrfkgdzvP744jJdNvt1B356vAfOd9+5YNbliG2rHExpDnaFGVL0+I3bY0Y9eCEMF+zME9ViwU0l7wkFJDNjYE0NrdEXh2L0TjhSAc6b2i4\/oaHNmoY\/acaL9UUPlXMZaJFEhJztCF8Vi9F+xaDx6LY3odJB2QFGRWJn937EzdTeq7lneB\/KEaqddL6sWowafeaQygp9Rbei+uHc4qUnbXCAqsWatyqq5nZjrFT0t+TZhJrnyE+5IByVmqgGogm5ODJ6cWucGnNm1zq1qR\/on7fiAXPmrAqvK6DNs7KxbS7amGHYK\/fS3uNrC1kgzUU2tcYoGzFOS1lp93x4dUBS9In8CphE8EcH2dnh3nxYg+CZ\/pkuh+76grrCUnJyQz3+2X7krzaR6Qbbh9tajvTqgVHaI8uGLSjhpRv4EFz+93NpXX29waI+Z9VPDOUodpzHlf5VplPaMNW24JZi7l2JFoFwS+7eozlixo4n9m7xckrx3kTkXsj0GbNMXOPDBZKuo0uLsrK0Hsx0vkUPS\/YosQ0hiQOvquQa4GS74t\/TD2NInZCojgvGCg6B7i\/iI4UkYKugIvj670QMeHglCVER6vyRL11\/CxpR\/fE87x8Ff4Eu1i3aF9\/RLvYCDs0rGy2Jjgk57+G6w1TVE4hZJnGlVvfDJ9sBjI3RnL8+cqJDfJZw2oKu6R8Zi7newrfDMy\/XvKXZvCA1zV7Skf\/77QpDL+4BCJ+3iBV5juhGExrAOX1rIIP5EAch2SBdoKPpOw8C3MDuwK6e8rr+BVEMXNkIjHdBa\/AUBiFH7SokvT0++SBsoNgAsSHvpsMmol7M9MfzQm0tSHkMSPRzupiMMyZqnrnrYuX\/PAh2DhJX8n0ms4rd5rN7HTYLO8Wai5LMf98mPd3ZWqVADMO+qBiH4DtGCH0Na6aud99TsCBhQP778Nzt3zxy00LhBGSmOxXXz7SDT3tOg13RuA8cIs0VBlA78V6HOLJpWjBkBW+z3IQAHr2aWYIpDbVIjpralbdAbT+EVXW1axrJpBEyFa8CEI0PTJwtRatj9zaupHMfL\/1JdqbpifvIsql4VpQciNN1lLJ21nj9g2zvHrvtdSwEu2w4jQTpFof6q1KjAi5ZQXyGmNH+XcsF2MxU4qTyBPETP2Eq\/EzULc2HM5mysZYkeusi45N4UiG5e8jfeOR\/2hWWNDkzgJZ0WeTzPCzgXsNvdZnrQnRpBFzdoHjPo6fmzzqyiYJFVEvSkFtTletJqtodI6ZEXshXh6EFHhxqo\/KEU8DgmjHlpyiTjwb3suTpzs1BIYIKXF4\/A2EXKyy9qbuv+Ec8lWS7n4VMT9o2UkJ7ZXujFEtaTSen2C1D3EJ57kXxvNNBsQjALqDwfgm2cXzHqLodbGJSbf5pyLehZ2MVdExbPpIdiRHTlSIefOsZgr91gn9LA34a0DBMZnHe14LKAxXhvzuKyaQKUxLoO3GCA\/E+vIs3cOFXhlx0hWVy6WCROZh0vfQPR15Px3LCe69WArQabj7mC2iUo8g5vmmtKjdQC1hQcC\/3w\/rxz7K4+qkUL1fbrTctz0dNl+AvUjX9nI0WGOE3LTl8aufImAFjZgj6Wq4ybDQb4csar9MqBG6lP0xPtHveRNmaO6cHYaxvWpgtd\/ff\/4b5yu1Ar1AmdTCT6bUXRWNPkSYr\/TkJFHuXyNxVdpDsWxp+nHjODHOeTYW0v6F+koFigcaB8ZD34PM2aD4IrYzmc0TombAaM7mUw\/r39v4rqYwgPV+yRlUdrvDsxatzcQuziFXdd\/hLwa1KrSdByaiSaTgmzaNNwFypEEHhQnCJ2EEYDx3vbryqhdn9+Q14zvyJsoWEegVzPmaAGBZFqONDixU0GdC+0unI05BfWnysMBHy3hYSIrxaicvROZsayALK2ZN1Gxe+zTm9IdlJqnBeWCq2ezQwCDvRIGq+HxiaOaIye73hG7qPkYrBp49l4uXM3EicJwR158L4qvAN9XVXdm5wSz+UuFpk2+BSMO14cQziugKk7Kbp53vYSs5sl0uruCEXfWp5E7AXNDqFUNBrA9OjRRww4YoqggMRianJ+YwCtH4PbnzP8hv2M4DFEhLsovc\/\/EW39ukZEO3UU1lz2\/k67SngfmCtLVWZKbV\/gFFvEW340ePPCkHZGGNUSIG615sTbKKsmUqsaHS9D7AIh9X\/cAux1TRbZaUb6fElogSVLU3+rO324pj2O0Lxz7mtGsfVXYML9hfY9wjsSaErtoSbY5M8s1EqY0J3Q6l6lqp3kGhmeMWj71cH8ajr0Yqu9vb7ZO2vW\/fH5ttWDrmwRSc4\/sZeeqIjb7gg8Y8DOs\/yfergYQqMUWgR7VG\/nG+YPKPo6TOWEfHG21qy8VmER\/zX3iTv99QYogGv+lv1C1EJcxVOQibLSyZ4VZFkkKZwYECxFgwSVbn0\/piSHGdR8s0uweThJ5zsOktIAG0+2fsDGdr0znjcYJBBy4EEtMe2OTt4H8YvyHzQxgqBNZwhWm+Fh31DrrJ490GuqNEb6QGrqNbBRivKRR58RcBZAFQ7i5EkG2Xp47520ZPS39on6QVEK+FjhA\/C8kknVXl6Zj6tcrTzuNaz4F2WrhpgFwboe1Gwh6jgkpDQUrT\/kaW\/Ynr+PmQmdSQjWvyAVKcDmD5HyafBBD27ZsmoiBn3BV2QnEUT7\/klfPMYvFGUHfrhNrt7v5RLFqAXRvlyTK58EZU1sx155ncHLlH5FWgk3OLBpfsEuGLmea1o\/BynArzdHHT1e1MlXbmz43jXx55ZFJdTczjI1WQmeVLHHopW3pp8A6KtDIsDQq\/ikI0y+xKA+niWVgHp\/bJHSD8sVJptL3bKPU7BV9PY9dzqCxtDFb0bfCSO\/0KsduSD8HFGjGHRq5qeBEIuF5eNquURqSeesHuPFzDAsD6x\/b5\/h+qAyJf2Nz\/LuGmnTF1PJZQtFxlSIK2uGv1gdh7K6BH3Qs3D0uk1mtIUVAhzImDibD8wdrsynihrPBNvGtKwCXFu68Dy2hLi3fDudsLoTewowEQajBiq49oG0WEZMO+TsJMHzOtk1pJuRp2Trpcnadcdkw3lz8PIjVzeQOwEO7s0C8SeOqAfFQ5TcVSXIWhw1LzaWYg7hQmsBVmfglvMyt7ZiMBa+XGVkioWROYwTuhjoQxHzSt4g2i6tYJ8RgxAWhBHLbKyb7X7\/uLVcz5Y84hM6c04OeZ6S4vjLra5VnPN0aVe27p51Z2DO6J+lU+Gf2y21KvLiPMM5gf0sYIehRG+IH3UiC5qNeZIYMmvg3zF\/5p38FBFE7h2\/b21P3xgezE6u1stMsK\/N23yaB\/TE4v4yVImlOY+s3pu2u27UY7SY1t1+q7nj\/zhttp+CsLV6mWNLCT+HP6g+HofGr6+xQcFJLYUKqgGKxgcaf01ub\/n8haP85N+gnkYNfld41ylmAa6C8Q5nNcqECxEiHp+fCoNXRX7q1ED3EX3dWVN\/ydgnXSHYfETG1c2GurG3GTSxQzFaw5INim6Pi3iW9Y1uVGCXf2eW+\/bWotOuAw6gt2dPYKNQquezhZhS\/Yeuda+DjMVi7ThixGy32x8N6IZpbeD7f8O6agWL5\/wvTsXCJR12YOSK2UZ9PUu3cRFtucs+8aGAxl9bKRadscLEMQ6ETn8C3NJ2vS5qRMO75xZdOul0c\/qRVFEqTTBuWOlxZSn+drDdvbdksd3ELgLObbap3bjuBjZd05YsBzwSVT2spkdwo2tw8YzBGWQDpMNKLrMqovqWjdfUVQgN04AlguvrOGnQ0UhRK7+Z9gGsXArqQzofKOeNdm+0hY28kfALd\/mXes8Nv9H8IYgm\/DJ9ky2GcftjreDEp\/uGjeufuGGJg5oiK\/YZ\/jt6z8wIdP3kKrI22lz7nYyqeUA3mfTpQE2Ad\/Zw3Zp2FOoNwc3MBn4pvaEDXIohoPKuj6OyCLVCib9trtAotssuFVopM5Bsj9LdqQZWHDcmE4BsXtdoO+f3gwZbbLw4jvWoRS7CAvLIjCJWL0jPUEOMdpQglu+Vz7HUVFAUqPvmnzyvkza2IuLuC\/DQxRqjDWJky8a098JPZrbezljZ9HxeqvVG9SSQ+N6YDe0aV1JvzyeojDl+wlchotjzkACsiMVVRqyQLXU+b2YZDBH287OmukZ\/dxJxQhlHYEWS2m3128125zutVE7Zt7W+ep0W5ktgrlGhLHDlhrvtOJcz8jOCT3v4sXg02nP+62crC46q3+HAfBZBp4X6mhuBIkS7FBe4DoH9kl8PpQG7fKhtuMWn1hJtwxtGr5iWI7d01e+2mYaos9OEKQW1JLbI5F\/yJv7Xqrn2xSq7g8R5gfM+Um\/TRKE1Xpjb+rUMtnk4o5qssu8lDTk8RCCWXxSQZ3LaUUYIPOkYTA9CedGfiKWodQJzHFu7vW7fxiNkp6n49PVM3F2xvLi1XYCpMyeCx1a3StPn0w9+3568m8\/7vJIWRWroyUV3abdsBp\/JIfClEuCFsfG09PrDqqxIsjCUKLgF0Z95JxAESN0x3xLvBR8wQ\/ESfctnk4GVbKEIYj8xOesg1\/OvGIDaLV9CnMx96vOrQy+3fEw3lO4iEyQV5pwW9+9Z5zSsnaaRNOLuVKdSUze8dtBsGwY+RB4NEnNXg91PErlww3O4saRl4JgrgPg1Qy\/o8w7MxaJEWfUET2J4uSywEfSRHrczVd9qeJHr8AJkTkysLTcYswR97sfALL2P\/FokjFiQE3vhqSXjWc9v78e8HMisI+auY53nQQrAaf58LJPbkRi+xRNL57UK46GKZRyTCKtS2JGwAZSUb2rOzVpBYprQNB08e+vxATXvB+JKwpAsxlUYyytEMNHLo3FGLeU17mkqtwFMhZQ43ab8ccB1TQLfax4sOUoFBYstLcd7txGALfu3bRN+2cEPDwpbqG6NIZwdGx14gle8MxD5aDRHHd\/brEXdLI6HtzMTCbbr3pob9ZOwIqdxk\/BTjvmyKZhGV4pQeLuZ4vinJs2sp3prFuMvL\/8peR5hxgad5wL1IPR3xh5mMF8paSPUw2B0ao7y9iet\/6gYgFXrqoN7CsVEJC9Ds16w1zx2aYlPmoZELdoNJlR7eou0TL88JTwweC6VbDoNe74XjuHGiOQhS5aOCc6kryl7nwHsMBej9qwUX6U2rdRkdp8fWDEk8Fe8eMRhwWqoN3rQ9LrtTdYxRw8yWEK9VYNHKo4R39r1opHtB543iyL+6J3RjngB6T\/DtiqVJc\/YLrEVEyC4\/GahMv5Jf3BReS3CKJt0kq+VMQp5bYM37+yj6gNjANCfDRHipXXLM2ng\/PvOcZ3seX54Pfowet1\/9ufe\/hssFIFloDPFgI3Y9MqAd+Fz09FM194tYv+Ud7pMt1FH0OS3Ce4sqwt+lUcHFhzip\/kKjlf\/LxLo4To2IH4umF579O+SIsV0SH0C\/UYPKDTUwAy+1uVRzpyRUweTIw4bc8\/NC+IYaBlF\/iXVOHeAFphv0HztchZ5G\/CwX9jHU4kDuBVgCUfgqF33Pgi5xHPlDraVIfnYRgLnETFHhyYg1ZeALo6KbAiwwiyvEaSawfF6mbqgLRtLKEiEaZ4n\/G3g99CfWL9LcPmDOE5boI\/FMByuULvxQo4yL2QtgObzjp8OdLODJBCADZaLFnvLXDkNLHPUJRebabCcVqlVWwlN7YoLq29DxSE80k0iL32dnVR0k853z9lJlZvyRQanSm43\/dit1ELj2xExFe2gbc7ZwHM8gmNNEUL7qa09xC5QBA3UySh4CJZyzvinf7HVTvaHtqzoHywYwgq0KQJdEPGu\/gaJ711DlLmfku9a5vyxRXOcDyDnWwgwRG9WvAgDMVeEPfu0m\/hkSF7JBtsW9UChbJc9lWdqsPWiznHYqcshw3EiUf+v+aiFVbt5WbpkWifRuk7aUYcoZ6+7QkBQDiUNs\/WLbTc2PdIUY57HO2HcvdYaJB7+6cjuBqc3Ao9QTybpklyGodGAGNPvxTIgxr1V0l9ALpzAI2LljP4j1fuAV0nLxoeGh82xh+4Yg1Jh\/B9LhAEJKIMIhC3g0ETmFvDTdOgxwDK4cNBTB178c8+l9wy0toJ65P9D\/83+stoVDRrRlFu7rySVvfLo5F+uJ704W21MzEJsb9Ohqr87mXC1ZXl\/7mK8wWUXwNnwdQ7\/qiOcsNTF12X5swSJBf1SDNayjEXnkjy0MK1SCx4peRyC3PQ\/LDXJEFZkWTSuo7dKszYDeOOF1NxfGj1qtynaSONqREhRZPtZPTQAdlrn+5L4cfZWImqey1Yq+ERFHCUDPoBZF\/Zeerfo5hZoX52aRcazSCFOv0G6xAHH24ehTsuxgxT5LFKNvS9ArqwHkwiA+CjEt0\/HSd7D2XH4fdJbrXgJuj8XsFjSSwzedN7lqZwKpWbRfExRpmQqnpwtrj9I3rQifSqjeHG+mMNyUpGCGG+cLHVVEmhUxZvbTx5+LeKb7qaGi5cGKsjGOMcx31pIW65yBNgP+Dcuu7YEr3eU4kws8qTiUxsX01+KKS9bTIYmmufulE2vl2wwBgH2QJNGg1tTRkeCnkXVSKH8\/rM8wY0gIeLU93cPW9d7nSLbVCCwcix0D8wgDxFTktDM9rzrz0N7N+aAamJElQKrbDanMtK\/qSfHIWhI4Im\/zwQzEpOXVx57eOK8d0xfy6ZgYZkTcGFRLEzQaT2rwT5kDN+\/zwn6RKx5KpAbyMa73NLBYOR\/2b20YJRVnGVWgciJqachT0WIHqmHOYxmNMIxxoOB6Hhe7DPwhC8g3\/uDCS0qmJiYK59lOyLIzUaUlUUv0LTzuXQHyQeo3snLX2ox9lbPzxn\/8+kRitDV1\/lP+7YpbyQh\/vHwb1hArEqTpf\/Nhw9wP+eidqcHmvxF10cC8CnxDCgIptWnL75BWighcoKoQ9O\/J4oNjYumNNQpexnzC\/GKic5UrrPDxj\/UmIeHnHSLNHFyDSm+U68oqJcAmnbQh95hAV+Eug8MFqCAZUUB37rjKwFhda03HnjDfD025B5QaiDwedINil5XpCb4y3WgZ9id6morl7rpd2SgLpZ9DGXaZRPg27Ba6Wx5wEJXQKgsZswEusON9Ep4goZIaTOmNG+S+hLNF9xWWXPPg4IYmzUaas1QIMu6RsoyavoaEgks1l0We8FZcj+mTMR6QcE83dpAoyzT8lH1Z3mPev2MmWeavjmmgvp\/\/4Jl\/3KIHBD4JIoVP9DfrHwmMV63wUZkqeSKtkNkyD0VQJvBjz2a4KJnzPSt4rHmkDZEdgkih8RmYy5qQOnCLS+kmgaTPf2EgtP0X6EmNnx5tNlTlRt\/z2O3VMOA6NCknJcxeRChyyGMcJvEz3bs4RUOPeY5YquxNCx+XDYrjCqTISv6+tLOJbjDAPYwqXGOL\/y884fhFiAKKlLMgIbOKbuJ9Ven\/6OkvA4q6BZS0S0l62H8EjNbIs0MfIXxxwo0WaMl\/ChhotgvFxuC9JT7l9i9uWB+ri1XisIL9lXkz+\/5qoe2WopGZVMBE4vVQU45ZBBKCPUzOaCbe6k+2B4v5ql\/ES507pPmR+sUiOP7+AmuB6zxJDFTWlnBowHITTKaoouVbvLWJppqZoYhvdH3HxxRW4Q2mmZyRRZSgSqsxJbQs8+WJF3JGgVEox6DQEERbUutbnYlFQqykXLGLIwb92t+BwY773\/IoXUrYS0I0PxGZ5AgTKRIigF5OvuPwv7YFQDwm89mnMhEhd0I86b5i6wWcoCnZTjaATq+eHhynZyr22Yxwtfn8fKKRz6f38FlTcfUChDX0PtIhZhdaKn3780im\/Lce\/Xift6qV39tPTlifd0X3XXzgaN51wciCO2anJImrLNZjnCdsxOOmhHSy17d5wMhkCtPcE8nuiSl8SCpGHUEdmMc7eiSDGm7ZZ4vT8jHx4A53U\/sjxhPrlxS9J1IijYl2Y0hC30gPk0FVh2neBc5vf00aJXRD1UlJl5aXoI8\/NLlsIwSWpPLciJrIjcuyjqL7S70qRFijbQg6cThT\/LCCtAa2RPrbEOVu6rrV57V26iP4Q2Th+uemyNj1vbG3S1k22xsbcCyBPxD7+4WuNymXZPEADV++S61XZhoOEsOjZJgJEZ3OncQt6qVN4P1MlvNtIzNrQF93lmyNVz4+342iilE9FSMDSumKHrG082gsV9NxhxTHRRw7MxLz622\/hdYvamqf7iPlwBM95M9dI\/flHl2JL36IYN8PWu+xNtXLQXndLBrEcx0CnTjexYB7BxsOqjpilHXhyGkH2MBl0kR7qgqOL\/ZHwBmGzwPrc+fJWb6wk\/lkK\/cAzBp+1Xc7MScUnoisq5SO3YKlFq\/Yrg2LlMiWdtdB3q0McqJROmgg2tkxi0gRr1IH3toW84FdqCltKLmUkui6wznNqRgc80ok6\/DkLQLW0z4tGDJPS8CFTAlXt5lnmpB2sfi7XOyja3ZmIOLvjWwrP97vI8VNLWcGRDiDJa\/1rxLv+t7UuFJ1u9MIMAi85nd6aut8TLeb6Nz5qDXcth0xb+\/7fUWHZohQK\/zjqw56\/Lf2gYv6\/3m5z0RLjVY4MrL46b3hBkhurIXgwE2kmiY83gU5WY3RLopFnHBuTwtwGHjjPcuAS+0+HmzhdceoDqpHlAlJBK\/IwMRYoapvJJ\/V4D13b2v8DcCKcCob9bgi+jXmm3C5osxz2In\/5McPs7fdV84z8\/sUvLEfIU2VduBlLqTMXlqDfdj+3p9UV+sMLw\/7HQQHPB\/YWMwTDsDpRFA6z76LVGIUe7y1H0\/z+i3N+IPmEd7JzqbQOz\/Z5A6bWnJ4wt0Ov6YenTY1MRZuw91zIPBQaPr1OJ9cHjQX1L0npKERRhPV3dctqJbOPnml3VR5PXOUMXhM4tzcRqSjlFGazrB+ThdbKPMYEXc3BLQTMIuieJxUplSX1paQWCDayx5Leh67sh+\/tjXFM0FnySXe1YX3Rffz9CKqrD24cToxrKvnnNbDL3nj0MoS\/z3QcuOdXEIE7IDf+E2h8CcGqbE2I9MuctWDCCrRyUXA2M7\/0vaUEPV0DnZEikAOttSZ\/Zqbsm8fztNS7QsjK9z97vVVhMDxcKItkLp9b7hGGl6PAkBF5j3b\/4NYr+7kygHX0U46NY9ZKKqEjwjAYBhcR1xajw6EuRawbA2w+jnoz0hAPrhpgSXiR8bctsZvEW6qwVirNzwQv3j0Thne6IVFHuVFR9ncHSfmta1ar4OUNq\/9dy1zUINIAhTIvea5TpjYKw5bblTjyq3APgpivbUj6NkEhs1WbvnE5gZ1KsmmUT1J4rKs4dhet+x9GX55YvPzrdT095r2yU+Y52ra4d1CFibmiryKKXYtrZ1zdGlQGrjHNTzqVEtzDrh95cPILlRAat4hsWnOEeDEs1SgI5GW3SDx4+hcyRQS0aWjBTfjL5SpMRfgQMGSxTlYAns+vY8nI6dnF5FmrtT+dMZeHv0Eo+BT660W3EOKymbb55qeL1wJGntT+LSBNzOtJ1zyG+26l5yKkT6AyF\/w1LatLwz2JNZpOWLfPENVYqV5F7IMVRjq1C4hQWhvim4SMx9O9zNHyFLvgG5dHEkfEB9FnZRtpcLXpP4AwGwed4ZvKN1s1yiQ4lSb9eQaEcjAPHlp9hl3reQexyd+XBLDGdEShYcCP23BLXJJFsWZH44x0eIfk7U\/7eo\/NbQkh+rPHleBZAjqU6Wwoc\/MdchAcmAAZrWx1yMhkH4GncRa5xRm\/s8zHLrKyrNOhx7XH1\/nZGtwmhCnbDoTzKm7xdag03UjHXqeHLWzswbNBzgDaSGwx1KdbEqiPKPzYOpAbMxfcFaCRZTLhH0S16rNrmfrSaBzESiw2jrtybQu\/qhMZosYqBvyiQrNzshkraxVu7r9ECynhtUU5avFSsCaaWxMa24PJJxtIYLBwjdzXG\/MNLUeuHwjJTaIolyt2YlDk05tp3rbHx2qiKAWhzu8HW3p6pLOC2pX15AVqS7gsMLuWUIxj2BBEwIRxDu72wt1X8zo9lC0qjiMbPJnCrNSL1x0S7GUlVTG23MAJ4tqMxRl0eyv8Kfg6dE3Q7gy1vtzr0Crwy1NDv9ONJYhnlp0ZKZjdbByR4o27SNOFlcLdx1k54wSAT0Eb7UvwzwGRtj7M44Ee1C5v+QrJhIWGfoOK5oVledf65VUInrdP5r\/rMqXULzl4sSd4ooNrV6eKTcJat\/6OGdBD\/IDvXDIhAbQVvf3pQmpmy9CBh6HucD8S4LDOBP2dy2q67zPCjyVj03DYd6+8jKcDwzflRTe5\/Av7qDQY5y\/ndQ+Gryz5hLZ2uAqYa3ALacUhz7Hk8D6bm+BmVBuoUFllhRXE86pqlZ6VXsEKjNCsT2NWDDpXR5Dif25sNROA1yg\/voVOfac81enNhyMEEPpsR8DIItnI14AqhBzKcJriFmGsiESPROtzYUryU07Kq7STRGFHVXDICqfwHv+f0CsmsFmPbqQxMuyZMpivP40f6\/SQKSNAOfpxbmOYIGLoTP9eST50Vl22iCRKLy\/d3yL+fsKIs1LJIbO3seh7s7qtpZMMVnfz5RCfJCadV3GCDyvX4dHi51DN0mT+VAlrfDL7PXlZqwPtkORATwu\/trgYCtoA6sXcZiFI1MU6LGTXXuA\/56DPQGSEawISwFF0cQnSiwiPWpUrrRYZp4l4DxNB8tYmG3TzMAC3OnovcGEScJNjA+ouDkotJMxol9fXKZ4oJ061J7wiVUBjPDbM2wsxyrxYig3+R4TZl6ThUMfcJ2V7sIYWfltGqrckNMSXlppI4wA5UmKmovtBvu3RmW1t0snm1pRX0OfXB9NHID9Z7YtN7xifn71MLR8AjK7QvXcYM30s7zHW\/lZfnqCnjVLqjYDgletEY61DR3GqtBFOqpdnnnyRRY59yXLyU3ky5ivMej1CAi\/Zy2+x7xFV8GjMTORw9u35KccrbyWxuKXXjcrhAfiNfhrYpSKzsj\/zgPuEg10fiHhXo7Wyo8DFTrAKrn32XXgOVPYGDJp6ZWYiCkShZqrSAxSfUxzmLlWH3S218LH+KJqI\/mCmQiuyL5HR3OP8vX7PWQgBJTnNtOraPp6JINzlFnyg76EC4GW\/YPlSx72Sh+ltNKYKUNoOmYmaPT0b0n10A0dQB4lw6zjxhMx6S1Fkd0UDoILhhp4COrOVEF9B9kPtkfnO+LRT4Q84qUfCyjJEAJU6Dx3H+4Z9H2gFi6JIjY7fQf+B+PtqF\/3GcvR2D6NbOVKVG3CK3DO7nOp32ElCY7CvBaEiAdcBIysdCoqFCWNnK3L5Vn6Rf3zGfKnGSUzBU9Jx3NoVLCQ6sNUROhY7AqbPqKxrpsU7Fh4tUlZGx872LB0mcpOTdTV9pHet+MrKNm\/00eeAisNT16M2j0Yty\/sEVHlsNsCp4A1sydtzyYfqTog0Opg9C27YnxTPQfy2H6ikgikVfucaWHqdlfUNdTpQx7RUXNlcvp7N005XkFDH9qMobLnpB3RVAzUD8n7HxN6vCAls8b+EkjlHv8L36GodM18IxUtiAfNDgUXrdwzZGqFQHX4ILw1fkTY+2J2U43wA9X1rPDXs5Di+6Q3eCzI1UDxWCSlUBq4rwJQKukzBwUJllfom23PJ3V0Th8s7MNP2z9CC5dEM6jJoPlPwK56vf0GjVbk0ROykcLufBLvw72urKDPn5SGiPNxUNc5J\/jNWdgWzcc\/ku1HiN18WI9C3JLzrg9AirCQ0\/zGylyaa5muKbaaRG32Nyyeya0NNYYL5HIvo\/imVrR0V4cByJKgKwcDmsuqa4Z5h9JnRWzUAVNg0kEMFXhes7jKWfyDrq4cIOQIdlWGIEdSOpHUhGWb8Bev8hQAY0ylHnSa5KiHZXQ2yLUtZRiszMahL26sYy9TFbkFkLKZx5g+B8wmfizdYRdSJi6mPOV8qiQ+HuOw0pOpdCCvZou8U7eDJh7T7LCt2jojJ2tQ0YlDZClSDpSWCxAcRyaLgYxY20l2QLyO7riiFk8O\/5lgZjWbRqm+kBMzK4vcJM4+lBoGwcX8JND4cHvkHqnC9oCXfy1oMfyrttae1m5dAG8O2KGpT4f8YxjD8rLxTw+NF3jToBmeT86irGiTN+Z6iqJwJgen\/UuNgq5L2UdulXS\/iLh5OAmOaj4t8Jb7IGbVAK63YBkVWygBJCoyt7tFFcvyQBGhp+8ycZxzDn+zXRZ6hxU\/GK8dPYbvwW2eYYbYcw9lrqC6\/9OLSKu0qDgWha+PHFN7VUcqfYEQiUiLsLbhI5DwACQJe9rObXplsmVdi3FrJ4I50dkAAN1+O0IntXS3ytD\/bXIJ6CsrEk8k+NpopOw7GhKslFkrKw3CDi\/qKIuAT\/+zwPe2dPvMdmzEOVdePrUAd1z7SYBrG7A2LCVZs4H68oaRa2p5PN\/mPeDVZLlpY9e6cQ30AAEcI7u4ZV2co7BqiYEiM2DeZDVpRmsElAOVbZIM0fwqWKx++Fom4kb6vZSEyBuk\/YlSBo0wbxKrFjOb1ADymUwW9rnFlbvasOF5DU6WZZLIBz857QbTTlLCXjuqnlXqeHihEfZmDt+xmCxZPAmY9DKoV\/F2sHWAvuRhjAwS7cNcU6BsYAQsAAAdw4AANCcJXCZLCnKdqEmFZH3+xKPG8UqcxTA1Uz5qIel13PUexUWbAMs6jxcTPOVRy8Mt7vAtOLZzmqu83rNQEqu4aJ+EBoQuDWEMrbdoog7KxfHYVS84tainFxBDyAqhrwjj3SgQVTZAErVibfwAMG7gAMzZ2BU0Fbre6wyjQSuLjPKhBbm9CxqN99yjSiLblmn2cXJ23y6vN4DfWrBuSMquQookZSO1PwxZT5M0XJRaaSMvznOENsxfjEkMrl00859SogEbTT6Xb+aiAz0+35OLkk1y+zeBT7QHfwchMgH+iYAAAEpwq+QwQhoTvjOCfbXfoJDiw\/JmcKXXsB5+CFLC7AOqtXk866R5dzeWVxGx7eIFw3TfRaFmrmsL4MO+QL\/ntXhR2fXOPcs8mOb6uDt2YsosMJoOwz6CFrEoPssVe1RAcACC1DoQAUsRi5LBUev9iJM9ARvfiX6vPIWTv2ahg+gnWQHzbV\/c5U+cQSOMHbCm9vybo0ehvPszzV6v2vbRwXhmdGxb3k5sOPXXmvlBqaBPrBCeB3seZbsD4vAADI+g19D6Axtt4vbc1PfPQBVCAACrWhgzljCoiI\/gP4Rp8jdxIo21Ut9UkiXcEgbB1jUNTlJycAqOPgkWsClsXaUEZF6JfXNJTkQP+A9qagPB8+oFUgYPKmC65BWF4l2TLgopIZl8dM1pQIQA3Lu+dogNSMrUAAAAA==\" alt=\"1win\" border=\"0\" \/><\/p>\n<h2>Comment fonctionnent les multiplicateurs sur 1win<\/h2>\n<p>Un multiplicateur indique combien de fois une mise, un gain ou une combinaison est prise en compte. Il ne garantit jamais un b\u00e9n\u00e9fice. Sa valeur d\u00e9pend du jeu, de la mise engag\u00e9e et du moment o\u00f9 le multiplicateur s\u2019applique. Le catalogue de 1win contient 14 037 jeux, avec des machines \u00e0 sous, des jeux instantan\u00e9s, du casino en direct et des jeux originaux.<\/p>\n<h3>Multiplicateurs du jeu de base<\/h3>\n<p>Dans le jeu de base, le multiplicateur fait partie du fonctionnement normal. Sur une machine \u00e0 sous, il peut \u00eatre d\u00e9clench\u00e9 par plusieurs symboles identiques, une ligne gagnante ou une combinaison sp\u00e9ciale. Les r\u00e8gles du titre indiquent g\u00e9n\u00e9ralement sa valeur maximale et les symboles concern\u00e9s. Il faut donc ouvrir la fiche du jeu avant de miser, car deux machines n\u2019utilisent pas les m\u00eames m\u00e9canismes.<\/p>\n<p>Les jeux instantan\u00e9s suivent une logique diff\u00e9rente. Dans Aviator, par exemple, un coefficient monte pendant le vol de l\u2019avion. Le joueur doit encaisser avant sa disparition. Le gain correspond alors \u00e0 la mise multipli\u00e9e par la valeur affich\u00e9e au moment du retrait. Si l\u2019avion dispara\u00eet avant l\u2019encaissement, la mise est perdue. L\u2019option de retrait automatique permet de fixer un niveau \u00e0 l\u2019avance, mais elle ne supprime pas le risque.<\/p>\n<h3>Multiplicateurs du jeu bonus<\/h3>\n<p>Le jeu bonus se d\u00e9clenche lorsqu\u2019une condition particuli\u00e8re est remplie : symboles bonus, tours gratuits, achat d\u2019une fonction ou \u00e9v\u00e9nement propre au titre. Le multiplicateur peut alors s\u2019appliquer \u00e0 un gain d\u00e9j\u00e0 form\u00e9, parfois pendant plusieurs tours. Il peut aussi \u00eatre limit\u00e9 \u00e0 une combinaison pr\u00e9cise. Les tours gratuits ne signifient donc pas que chaque r\u00e9sultat sera gagnant.<\/p>\n<p>Il faut aussi distinguer un multiplicateur int\u00e9gr\u00e9 au jeu d\u2019un bonus de d\u00e9p\u00f4t. L\u2019offre de bienvenue annonc\u00e9e par 1win s\u2019\u00e9tend sur quatre d\u00e9p\u00f4ts : 130 %, 140 %, 160 % et 170 %, avec respectivement 70, 100, 150 et 180 tours gratuits. Ces pourcentages ne sont pas des multiplicateurs de chaque gain. Ce sont des cr\u00e9dits promotionnels soumis aux conditions affich\u00e9es dans l\u2019espace personnel.<\/p>\n<table>\n<thead>\n<tr>\n<th>\u00c9l\u00e9ment<\/th>\n<th>Valeur annonc\u00e9e<\/th>\n<th>Ce que cela signifie<\/th>\n<\/tr>\n<\/thead>\n<tbody>\n<tr>\n<td>Premier d\u00e9p\u00f4t<\/td>\n<td>130 %<\/td>\n<td>Bonus associ\u00e9 au premier versement admissible<\/td>\n<\/tr>\n<tr>\n<td>Deuxi\u00e8me d\u00e9p\u00f4t<\/td>\n<td>140 %<\/td>\n<td>Deuxi\u00e8me \u00e9tape de l\u2019offre<\/td>\n<\/tr>\n<tr>\n<td>Troisi\u00e8me d\u00e9p\u00f4t<\/td>\n<td>160 %<\/td>\n<td>Troisi\u00e8me \u00e9tape de l\u2019offre<\/td>\n<\/tr>\n<tr>\n<td>Quatri\u00e8me d\u00e9p\u00f4t<\/td>\n<td>170 %<\/td>\n<td>Derni\u00e8re \u00e9tape de l\u2019offre<\/td>\n<\/tr>\n<tr>\n<td>Total des tours gratuits<\/td>\n<td>500<\/td>\n<td>Somme annonc\u00e9e sur les quatre d\u00e9p\u00f4ts<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<h2>Comparer une valeur r\u00e9elle et une valeur promotionnelle<\/h2>\n<p>La comparaison devient plus simple si l\u2019on s\u00e9pare le r\u00e9sultat du jeu et l\u2019avantage commercial. Un multiplicateur de jeu est calcul\u00e9 par le logiciel selon les r\u00e8gles du titre. Une promotion, elle, peut ajouter des fonds ou des tours gratuits, mais elle impose souvent une activation et des conditions de mise avant un retrait.<\/p>\n<h3>V\u00e9rifier les conditions avant de miser<\/h3>\n<p>Avant de choisir un jeu, contr\u00f4lez la contribution de la mise, la dur\u00e9e de l\u2019offre, le montant maximal admissible et la r\u00e8gle de retrait. Le premier bonus de d\u00e9p\u00f4t demande un seuil pr\u00e9sent\u00e9 comme \u00e9quivalent \u00e0 8,70 \u20ac. Les d\u00e9p\u00f4ts suivants se d\u00e9bloquent dans l\u2019ordre. Une offre peut aussi \u00eatre annul\u00e9e si les r\u00e8gles ne sont pas respect\u00e9es.<\/p>\n<p>Ces v\u00e9rifications sont utiles pour \u00e9viter une confusion fr\u00e9quente : un multiplicateur affich\u00e9 \u00e0 l\u2019\u00e9cran concerne parfois uniquement le gain potentiel d\u2019une manche, tandis qu\u2019un solde bonus peut rester indisponible. Les conditions pr\u00e9cisent aussi les jeux \u00e9ligibles et la fa\u00e7on dont les tours gratuits sont cr\u00e9dit\u00e9s.<\/p>\n<ul>\n<li>Lire la fiche du jeu et rep\u00e9rer la valeur maximale du multiplicateur.<\/li>\n<li>V\u00e9rifier si le coefficient concerne la mise, le gain ou une combinaison.<\/li>\n<li>Contr\u00f4ler les conditions de mise li\u00e9es au bonus.<\/li>\n<li>Fixer une limite de temps et de pertes avant de commencer.<\/li>\n<\/ul>\n<p>Un compte donne acc\u00e8s aux r\u00e8gles affich\u00e9es pour chaque offre, mais il ne faut pas confondre inscription et validation. Pour 1win creer compte, la plateforme demande notamment une devise, une adresse \u00e9lectronique, un num\u00e9ro de t\u00e9l\u00e9phone et un mot de passe. Une v\u00e9rification d\u2019identit\u00e9 peut ensuite \u00eatre demand\u00e9e selon le niveau de risque.<\/p>\n<p>Les paiements peuvent aussi n\u00e9cessiter des justificatifs. Si vous recherchez un 1win casino avis, examinez \u00e0 la fois les jeux, les r\u00e8gles de bonus, les m\u00e9thodes de paiement et le service client. La plateforme indique une assistance permanente par chat. Les demandes de retrait peuvent \u00eatre contr\u00f4l\u00e9es dans le cadre des proc\u00e9dures d\u2019identit\u00e9 et de lutte contre le blanchiment.<\/p>\n<p>Les multiplicateurs ne concernent pas seulement le casino. Dans les paris sportifs, une cote combin\u00e9e peut augmenter le retour potentiel, mais chaque s\u00e9lection ajoute aussi un risque. Les personnes int\u00e9ress\u00e9es par 1win paris Top 14 doivent donc v\u00e9rifier les march\u00e9s disponibles et les r\u00e8gles propres aux paris sportifs, sans assimiler une cote \u00e0 un multiplicateur de machine \u00e0 sous.<\/p>\n<h2>Conclusion : lire le multiplicateur avec prudence<\/h2>\n<p>Sur 1win, le multiplicateur du jeu de base appartient aux r\u00e8gles normales d\u2019un titre, tandis que celui du jeu bonus appara\u00eet dans une fonction sp\u00e9ciale ou une manche distincte. Le bonus de d\u00e9p\u00f4t est encore autre chose : il ajoute une aide promotionnelle, souvent avec des conditions. Pour comparer correctement les offres, regardez toujours la valeur, le d\u00e9clenchement, la mise concern\u00e9e et la possibilit\u00e9 r\u00e9elle de retrait. Jouez uniquement avec un budget que vous pouvez perdre.<\/p>\n<h2>Frequently Asked Questions<\/h2>\n<p>Voici les points pratiques \u00e0 v\u00e9rifier avant d\u2019utiliser un multiplicateur ou une offre promotionnelle.<\/p>\n<h3>Un multiplicateur \u00e9lev\u00e9 garantit-il un gain sur 1win ?<\/h3>\n<p>Non. Il augmente seulement le montant potentiel lorsque la condition pr\u00e9vue est remplie. Dans Aviator, par exemple, le joueur doit encaisser avant la disparition de l\u2019avion. Un coefficient \u00e9lev\u00e9 peut donc s\u2019accompagner d\u2019un risque plus important et ne remplace pas une limite de mise.<\/p>\n<h3>Le bonus de d\u00e9p\u00f4t est-il un multiplicateur de gain ?<\/h3>\n<p>Non. Le bonus de d\u00e9p\u00f4t correspond \u00e0 des fonds promotionnels ajout\u00e9s selon les r\u00e8gles de l\u2019offre. Il peut demander une mise avant le retrait. Les multiplicateurs affich\u00e9s dans un jeu suivent, eux, les r\u00e8gles techniques de ce jeu et peuvent concerner une seule combinaison ou une manche pr\u00e9cise.<\/p>\n<h3>Que faire si un retrait est bloqu\u00e9 ?<\/h3>\n<p>V\u00e9rifiez d\u2019abord votre identit\u00e9, l\u2019origine des fonds et les documents li\u00e9s au moyen de paiement. Un contr\u00f4le peut demander une pi\u00e8ce d\u2019identit\u00e9, un justificatif de domicile r\u00e9cent ou un relev\u00e9 de paiement. Si vous voyez la mention 1win retrait refus\u00e9, contactez le support et consultez les r\u00e8gles de remboursement.<\/p>\n<div id=\"themify_builder_content-6063\" data-postid=\"6063\" class=\"themify_builder_content themify_builder_content-6063 themify_builder themify_builder_front\">\n\n\t<\/div>\n<!-- \/themify_builder_content -->","protected":false},"excerpt":{"rendered":"<p>Sur 1win, un multiplicateur peut augmenter un gain, mais son fonctionnement d\u00e9pend du jeu choisi. Dans un jeu de base, il vient souvent d\u2019une combinaison ou d\u2019une fonction pr\u00e9vue par les r\u00e8gles. Dans un jeu bonus, il peut \u00eatre li\u00e9 \u00e0 une manche sp\u00e9ciale, \u00e0 un symbole ou \u00e0 une promotion. Avant de d\u00e9poser, consultez [&hellip;]<\/p>\n","protected":false},"author":22,"featured_media":0,"comment_status":"closed","ping_status":"open","sticky":false,"template":"","format":"standard","meta":[],"categories":[1],"tags":[],"_links":{"self":[{"href":"https:\/\/imah.org.hk\/id\/wp-json\/wp\/v2\/posts\/6063"}],"collection":[{"href":"https:\/\/imah.org.hk\/id\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/imah.org.hk\/id\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/imah.org.hk\/id\/wp-json\/wp\/v2\/users\/22"}],"replies":[{"embeddable":true,"href":"https:\/\/imah.org.hk\/id\/wp-json\/wp\/v2\/comments?post=6063"}],"version-history":[{"count":1,"href":"https:\/\/imah.org.hk\/id\/wp-json\/wp\/v2\/posts\/6063\/revisions"}],"predecessor-version":[{"id":6064,"href":"https:\/\/imah.org.hk\/id\/wp-json\/wp\/v2\/posts\/6063\/revisions\/6064"}],"wp:attachment":[{"href":"https:\/\/imah.org.hk\/id\/wp-json\/wp\/v2\/media?parent=6063"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/imah.org.hk\/id\/wp-json\/wp\/v2\/categories?post=6063"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/imah.org.hk\/id\/wp-json\/wp\/v2\/tags?post=6063"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}