{"id":7721,"date":"2026-10-08T19:34:00","date_gmt":"2026-10-08T19:34:00","guid":{"rendered":"https:\/\/anbautoshop.com\/corgibet-et-les-frais-dentree-des-tournois-participation-payante-ou-inscription-gratuite\/"},"modified":"2026-10-08T19:34:00","modified_gmt":"2026-10-08T19:34:00","slug":"corgibet-et-les-frais-dentree-des-tournois-participation-payante-ou-inscription-gratuite","status":"publish","type":"post","link":"https:\/\/anbautoshop.com\/en\/corgibet-et-les-frais-dentree-des-tournois-participation-payante-ou-inscription-gratuite\/","title":{"rendered":"Corgibet et les frais d\u2019entr\u00e9e des tournois : participation payante ou inscription gratuite ?"},"content":{"rendered":"<p>Les tournois Corgibet attirent par leurs r\u00e9compenses, leurs classements et leur dimension comp\u00e9titive, mais une question m\u00e9rite une r\u00e9ponse claire : faut-il payer pour participer ? Les informations publiques d\u00e9crivent des tournois de casino et des campagnes li\u00e9es \u00e0 certains fournisseurs, sans \u00e9tablir un tarif unique d\u2019entr\u00e9e. Avant d\u2019aller plus loin, <a href=\"https:\/\/fr-corgibet.fr\/\">www.fr-corgibet.fr<\/a> peut servir de point de rep\u00e8re pour examiner l\u2019offre, tout en gardant en t\u00eate une restriction essentielle pour les joueurs fran\u00e7ais.<\/p>\n<p><img decoding=\"async\" style=\"display: block; margin-left: auto; margin-right: auto;\" 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jCGl3pzoFkYlovPqytWn1mlulXsTcN4VTA+BbNW8XmbC2eh3fqpL6W2m\/yblepijF8Y3uQjBnO1silwQ19mo4gXgB0HNkCL2aaHOltXSPQH7bk0KXOva7EIPaHLVEgA+8OzFa0yPWBH4xTX5t1HFSTBK5Tz62ok0frVVFOGpu62AXdJwLAZ3vcMuoXofPJot39b\/QVDU2FbTWxRo7xL87xuYuJ\/c\/nBaiLXdD+ZcyEGSgOxUJiS1obr5JGIqvwcHeauxTFH0UxlTw\/xNiwqV\/\/z5H3K33+sHRHnFdlk\/+jf69jFUgKQRqTWdNmK8px8L1p1Zjl99hIPAteHr1HgcZJOR40JEixMPJZo4dM7jp2c\/CnyeI4vs7rkTuAwiNIif\/vJhnsxDsnu8pQkHKU56f98VJpNKGquMzDnUP1YQ1YzMhBtOzvXaY\/Xui147AxCFbjxslkIQadnED4SWnIH7bk07SijcMErEFpfA5UVFXksykOSqkfsSi\/+ouCxrVPyn+aud79OkGYmO\/2oyVFfn0ml+uHmYmwg0x+0S4M7+Es6PhGPMyh9Dfwre7BQO9nvpKcbEyXovueV7ZY5WRdnEYl2+ao9r15sB7kqH6FCcw6qR+wmda7fMVfYL\/JQ2K5VVTlosBYV8oluTNsmnwvfe4p9vEWZq02c3IuLM2e7NTtTYP93k5A\/Ys0Jx\/WjdyB5OnNbrBeyyS2i5A\/W2UZ3m7Ogx6dvShLRj\/OTfLt4HdisHRj\/u7OIH7C4C5JWLb2cuP06olm+IEiCJ2gqHmmgYpJFrhjvv1oCsgJX8gvrVx4HQAD+rznnG9\/peN\/Uk\/+XGASKjgBGDqFiG8ZDyuhpTbsU3eK8C78eK5Hf9xbW\/jpGR242ibw04xcunieL5NJ9F0mW8iLLAgxSB1447zjbZO6gmm2t8YPpibzLsZoM3cA9J77kEmk0ebaZYCNfWJ5lfdNLKZ6QTEE5YL63LT\/h\/+b44Xq5h\/rdQ2P6BlxGFT8pcQw3YrZ20T96Q0HaAUCX4X0z2Kc1EmkCAcYoiWWZ07pieQwz0kXxpYcjGzfRofu+Bf4duObTttUjNS0JJZzXuHgfpwkY9FWee0OAMi7j7azdSqbObK\/VrBrUaQKFgmyZlk+8zvtrq7Tv\/\/N5h\/fdhJh7E7O5O3+tusU4elsJUjqZ\/Pui5CmXNEAZAagFc1\/RjycbT3fI71sopSGH1\/qqdcJ34UeXNv3g2PWf7TTjYqBA+l1SZA1uuAbP4\/fGn\/JlJCBTyUgawTUgRrOLNcgW1eHEo1CwBKWrT2+1Ji1ocYoSgixJ+VeM9pCgqYfdu\/LHnBKPOiUwJKjHTeh0qFRYmFRysVH4pyBi75teZLDLuvivkDtmAvyof2AeaCJp5KSuqnZj8GLsjDPXZ2FlS20Y8frPXbUB7G0ZJgXhtePi9XS\/Ya7duVjaG6kr1XLiJB6yQqOwajxGrvEX1KFaoZDqrw2xLAtxC\/ikJHVTioZ8WP9LHKoM2IkBMMDU4LeoGe4G1SR9ed88x4et9BOHYPTIAswzVX\/XTBkvNNR41pinJ22JVMuASrEi77vHYRmKO6ozog2EMKI4fgcfNzTKkpyJIiu++A0P\/\/23NP8Nq2+V5T4D3nDbHAA3uNUmjgTMlLxQEQKL3yOATp\/WENJSAOIIzQhTG2uzYNH89kObBx4nMn\/fhaYJXb1lvm4N4LwVpbwzhi+hxmKADhz1f1l4lIrx4Qzu6aIInBZRINLm+PlBf\/0CbAs4QORtjpYg6qikBcx0tSD\/XUaO+IAQO9OO9\/ONzi5NffH8Lo0\/yveJ+W1nObbTA2m\/xkw+XasAyhuKQBR2\/vGP5PPLG5GYR8RO1B4EQAJ3csMmX9nX9zieaZUmiztdTRq+J6uKYNlmBJ0bWIrK\/WX\/8NVs\/Fsf4tH9SEeYX6EUCvgg\/+2+8\/5et\/TYbigqbrs38BcHNV3ndOymeHZ\/iVvLh3E10rXTMjbAagdV9t+ViCnhNlJ6s5fREHDqI9XpZmxIaNpg15ij904Ht8ADejajHwQFNhMAkvcT9JKT5cAAFkAOPaHeaYecyA+ZdIvQT52zjyOTphlFZn4YDlqoqV5Q9cEFlPrUs1ijNRcc7AA341CVLSON2LDAH9tgGyVzNvePPIUvXoKVmNC73XjZMVh4JrZ8OxlnUTQ6S2\/denHi31VgAcPbwdSjMaBZoAsCpKAjeLQD2iElUzjNBggAGfCnUtKfiNgF80qhEyJwFmXQgu1FzzeatMgheqQvBKy4sB87k4F7uEVJDB6eFH1mVD\/uk0ir6Y3GayZX\/syz7UtllNu2AtoGAQGmhbrwVnCcoc4NVDUPU\/sOdGjz\/ewEofSLcGu\/6xb0fNIIkBfNF9\/0KHqeQ6lTCjH\/dcFC0qvNnwoSmme5ZdSHHiYRDTznnDuqzpc1sAfH0\/mi1CX2Jl+nHyzKi+4J1uDCxLy1oMHrWLQRpt\/CGjZXvggp+QGjAAAx6Io\/l7nMK4M8hGqQSsxa61yMM\/H+XsEPPOpA3DJkMAdKuocqaXaPpDrA6lQlHt8sL39eiBrYzibibbYWu4TL6X78grmaep9dRGK4Bs92iXobb9kP42GWpaRa\/jkh7G3uYgNRltiwq0phFVfOIGnSOReJ1ZGd5Uj\/WGXMkmBzEPbv+01xFXGpFtUzR5tTiqa72r6u94jXWzpG2zoWj7CdSUGUbXWXx2KG1tqNx2TiUxqjTjC0okCgl9T9ChZSgY46pfTLdadEm0qMiKIlj6SfE7iEyozQH2fgoTzfbGC9xuBjeXWcc9Su\/wi4k+K0DQAALYdkUNOHMjhAFnwgaHUcDZ69UgfdyDVwn\/p5CBdbf7rjmvx9K\/baiv7wvtDXVj8EflLtjvRlhoGLGvKiHag48GXEZhvzpK+KD7Qts\/7k8LA7rl6A8eZEUe9mOA8tXsbkgwFN6+H4n0KRzNrxkQaPcjJlJ310kwAYq47x6\/wVfo5SdZqC5xIIpFEToCuEToVXkqlAFbIL8kO8YFSi539KzWHNg2j0xrI+z5F8kD1Y6c8KhEzvOcyVOa0U9djT9icJQZTxkJ6XOpWcWRPMZik1M3jx2wafoCZQhBhRVmYR0SqSoSb8N2jF5wb6oZCDYhbqHTzjMzW31HyriGiZ6vXD+Rq+rDgkFxoCEusvMLW0RE3OaEbtBNZJxxcFy2O1xf9UOK13boyNXXe1Iwm8L4eMamYlr7PQFshTwl6OVwFe3eVKZ4hvzEcQLmhqhhP1yfibzLCWN56jWOuj1htkASvIdAAAASDvQfftXK6NEdIBO7zOp\/XYb1wT8218Rmf+BDcEkpW2\/WCLqqM3JqTtiGeg5X2cknSv5cQy8O4m6fzmlYUWac0Aqn2eiQerVNKtIfrcYgzZo\/Wn3Aa88Gh+6nPQh9vGVl6Om5ZaJadbAvlRCMFrZN30RJ8oEuNqrDVUPsXIAzYPTnSd7NWR\/kukhd+0hGzq5J9V\/bmiDw4TUiCLnZO\/JKY0akV3ZP9KWVBEBvDx30HUn6XGtm4BOnjoklu27yxV9SGpuZLFmK7y2TJF5iPUqaGh2NWZWL91EQNr\/pVKqb8STRvM21\/8dsUnZhD72j8+rsbUlJh8YHP7+dLhRdP+207zztVjGW8ZiyTwlie9yA4XGGvg8cZ8VArwtOM3tKyMuQeqwSBWmY\/IjyOyvYB9GhTnRm1YZM3Ltq3hX7X\/LhMnIqNOnv6bzA1akizfGPXnkLyyM\/fSOtfpRgiLA4t36MatS+\/4b8gxeG34v8jsy4vqxCmXYucugkZdQuzGQwzbLI0sZyBWPQ4SFfSUdr+vkLOSxJsjZfG2hzKIo4Q4qVdMMN\/VPDKX\/qTB50kF91wcdr\/dDaudcPLm0Yilq4GeGaxkS2jCk9uyU7DNvxV6BrNY2qV2eVE4JdHXeW2j7Yo94qC782ogc0FgYNb+7ZRLqA3wRw4B4tO8eNmGq9y3at1S5zFPYfFlXIS9nBI82pwQ1SpbLF14zleyLfjzM2AEmTcGj6gDHVJKnkcaQBFtmXv\/7BtSVUuyn2LFRGSAxV9\/KDOYj3LvAiA\/EWEnzPcwkxbCWLD6jNhvee6adXTsPsZIC5FgzelwaErxTaaGLgloSCwAXPg3kxzwAtTNmpx7q7FAGv\/Z64EFHPvPusDNBiG1t2i1XOdBZSW5fmjliOEC1uwLFmR9KXaual0wBHatDA\/gHw3BzauSXXmRKRheJ4kgQCDWxYZIu69k1aPKe+XgoHR0UBG4n8Mg9EAdhmVF9tnQXm3uL7\/50Y8DAM4ZSQ\/Q6VEBc9lcYXNbTCkeXPrLh+L5s7TAMpRjM1myGuyt1Y1F4n8vov2Anz7o8qsu1rx5R9iPsrJNKjznZ6G9BuEhPblqNIB9hAZrg2ha0j0v+hiQui87xUzuOfhVQvcxSuwc6U+\/4uq3vNQkR6GvT5wh2famPnpg+I+0IZTj7CPNbh9oHrnkHDsZHlhRhqK88naHSsF4Bzsyg9LyHWvTyqsFgeUOJilTzm3c\/N6eIUSYB9owPo9nR\/c\/GgVA9Rx5ek9A6THz5xv7detRdnHpRndZjWHoAN6a4MMYadC4q1Re05obdd8w90OshadrLgfFV+61LhnzedMQ46cmytdy\/gyryIImnF+pfCTe2G6V7oD0PFLFLhCbHYfk664ykCuevE5zuso4l1Fjsh8+lksjqUXmZIx6AED4z4fOuHHq\/olCw3LSCfNjIFl1LBVHYMeZ9LukLFQLDXD1u6DaNbP\/Zn1SOWD9KYQnbOWnd9SI9d1ARCl+W0R\/5tGhv0t0NxncdKEnj5w8hQGV5XdLyQtMTiPqWU7mnLvo9qstIRYdAtc06fcflHwETwdHkBJLtEY1JdiZVOSG2IPKbMz9WM0xXORmrgyO6oat5akSFbxCuJFDyloXPA0PYfAkFsmZSkjN+q4lZzAGBWKFvtunuRtQP83NN2nwrcofBDo8BmPwOMo396QhYhCuNHfZuxTJP1a6uH+WNh69bMshOb5yD2uYFydpU1nqYJIFod+HNF3u8Pk9j4fUzbWNcvgUaF1umHYHuu7p86GvdHLliNUihOZtxTzvS4D+p9EH72EC2K9mwPwAfo1SamXxPyczVFsIPtvpjSFGjbDvyC85QqFHrLv\/W7STochjHYenpDI8\/yjru41Enyn8ovUhBT5ammoKZD8BRKP1oElGUtqxHrPYa070ZlbslAoqH+JJzY8Shh8sJE6vb31O3HJW3csbd1Z5EzdRJ72e639I4m8pvGNZdvZSTCdPCqsTgpRWwpZmlkF+2fcTgyhGEPkbD7NQMUKLSWsGt081hDRqe8gAdsd6V7fQ3DhW\/9zHENGYOk\/qlkkRwBzN1THOthIVff8zkG7F37ODHDie4niZt8\/qXikZ1IZMOtm8uZZEyEdtgaWGj8vnzv7lcD0d+AOgkdr\/jXWGTGfRQOowzBrUXU3zQIaEVveua26wKNnaDEFG\/ebJb+HVeprpiGHfqrLg9WEzi6brpf44CrIo7sekBD6hXedVn+I33GCNmYlRTy4LgI7xTUJJkk5eWxB1hTRXCRYtYjdGC79c48oUwQdpI36nFMuI2ta1oaKpnh6rvxlhpHVkf4HFmEcDgKjnPzuwfy0M+umgv\/xG1Oh4SFczqNTQoDPfCKujirkPfgQmB1on5\/dUz0VU+1U2ZL432SvTabe516rGUOwrYs0lIqZjmZ3aSuEirekbodclTfLkotZAeAoADoXUqEhrOAioDCp0Jg4bLWCGewveMNVehbzDQNtuYKM3GNL6qKVD03teZci+HsWipFeW\/J\/UGEhndiEuNI5uc\/QNmw2oBs4RaL\/wWD5AZSMrGcseAUIbGzSnVZo9zDWGhkSKZJ\/R9qo2ewdVl7YYWKpJBTUCTQaamBZBvSiWKbYQMm6MM4AE7F8V8MrbmlzE34fPZAvFUx1KAY6KIvjyMkZP\/HKIlyV3L8iLDfEn2tskV4E+wuutEbpIZ8frw8RsClskV3eXr1igYgNMld81HHnh4NlOJ\/2WDueJVCib57lyYnvyw3xyPogw9\/+Ev\/3\/r5t7vkhaXtz2DFLCuFjy2aziXN6fPKpYoe+9mjyQlQBkes2eKzuiPibzhr6hjXh86+sTwHW2GDlWZ2zS6N2ULGxfJLZyFncsRHbYGwpuE8xZtlDaz9dZqDFnMcC\/ObdQrEcCLnu8sbeq+5sGQ5oA1MqSUUeTIus+vlXSQmgIdfTocftoA46vgiqfnfITqyI9eCq3UMbmMuIW7JBMNDiW0hXu1UwX\/HMAFi89XoHIZhqZ5MlPfl588Owy53WDdjn+8tW1p9f4kI6ui0Gz5mkwMAv2FD\/dPccZ6Tv3qVUq\/Olv3AEvjlFVd3Y0sKcX0QUmesZmo7\/nQN0igibSs776K2rslWNZ3fovmtJpc3ImZLvGo+lEVxP6hT9krATyW368XdQT6d68kvhu58NNpLFreGkdUjvXgTOuQfJI4eUSK3Wc2w+cDuKK\/7t4U2wwp+4NxCMQxhog+R\/AGue8UbGSd85FzT+AqW9142P1GleKtMx4ccRQ0P5Kru+VN8G825vlF+Dd37VSAMhaQVNMlhE1VgjbvqLFogFNiez4DHsBFEs2sb0+zQAz9U2+cskPGWT6ynBBXGSr6TxmYjTXDRuLgwbYM\/pR0nwKso+xf4w2rwnlxyVXPv3+TJNCHTr0ZTkRTHfv0fJC1vvgY3gt4C2m\/6gpc+MxD8p6nu\/Kl9lpsZrdYRd+8Jo4SfXUdsPzHUtojTtXtWr2t6wWc639UtA8FoXtC4vMvEbUCvclniuir+zqU2VVqN5N+pb3M8uorJORX21Hg34WXuYv\/9xCIdXozh4RpmSHb4t0sWtgYZaoeWF4nrQxh7iJS16GrFFQhXoQOetkOQc7k77Al5opz7VQgdXkbQV8jJEKUq2aPLFrbTM+f3bsNZpqU8tT22pzxbAiOU7OvzRLHIPoreCPu+UX87O4pq9NVZWaaZ39q6RN4MUM5gSoB+0ZKojE47k2E7\/aHnOgfYcY+ukt41VqgWbyShimjpr\/4yfqHFJjj60DFshk7gAUd8LkdJAcGzdL2O7\/CjulbejH9XOmtX7eXqKql91ywP4GLOrbUBwu+jlqTZsrVUIp8dtgPsMCgRCbhbn4p7VXlXXVA7ZixFH4QMOy\/oGI3igl6gvxWAh\/OZxbyQi6cDF2BAic2PFtC12FhQEcQ1v+ofz2fsnzhOM92ZXpBfGOCQ+\/R6jBc1\/6z473gbHAOXVGBjQfwKKrm8WMGP7eDZ3AHQHUqCy0X1PMeq6UtTyGIhS0bj0GWHJy52qHHbYGEiB+Xy+8D15ISRe4MpKJ29uN\/YTX+U4Vfb\/ELEPSh9t9AmVNPg8mOykk1c1HNioh6F8C7e0G4XVT8gKPBahRgrlfhKF8jdKdW7ZoahLSoaqatM\/zBojpwN+lrFu8Il4D9CAkMUIMdknGaT7HwXQGuWJ59IYu0XFJCo+\/M3Fhhhy159tbOxWcsD7Z2IUAaa3ak6oNd8FW548fQGSTvqQeipvyLv3LogovVq+LuqZm0sN+B8IO\/vhenT4\/7PeN\/AbQ7iGxfxtX7ShHjtRUYHfTD9A8B7EKOzgpCv05d6fnfbcnzrXG88Q6xD6FfN7L9jSJ7GmmC5LAsSt8zxogaukPJv7SN60xWIAz4ByjwN3C6yAYZs1bkMRoRORLUzN2fXfv\/5jhSnuvelf7ghfH17m72HWhiB+M7ELNCOSxqIY3nE1wj0dOtw51EKXGuuWbWh0yYlB0LhhDPX8duYz7etmUV\/JPOuiCVzJU5wcSQ3Z2SP5FEk4U6LTJTXMGr5srIrU9U10OuULzJ0s6+Xgx0hqOH1FHF\/kprShmYdLQtbq2\/Ixs1frdkecn4IOHQNxACUvZ+FWDiUDGLZMWdwGdtsQ+dU7bk4rloq0fYnrwFCqcotLhTxm9UFHbsSp5B6zhnZWL5e3gdDOZIMXIlsu\/ECH2v+Om8Cjk6+QxU3ZDfe0pieL9bIhWDSGewrvtAw4oO0qwjUPWVUMnJqgc4It3iSLslRXRY3gGpue5Fo\/EXImY0iHtvPglGvL3hjVzQyCAr5M4lodBdvC9X2kwgIkqw3BlaZJYabdc\/p4qmH9m6+970GBv0ZulaGV7LAmpR5bCWDIaRSdgjg5\/kapsqlffVbqK5vsSCCFutzL4hH4Cj2TnkbdtNkSeW\/3vAlsj2uvpN5HerAAVXr0s3eIfZaaro0xxQbQR29K9GzwdAw1+imtVGExmgHibvb0Yb9ZQC+k4pQ16EYO3QSnM9J9sMGt3ISl+9kQCbFprzr9NMFSCEN9l9n+fR0Nu9ewRuZBc6F4QgZ9FEdmE\/0CsrAeIUKQxpnYUv2UopxripY+Se8n6wOJrGs3+tCj6CPCoww6gq0eXK\/NiX+7azoBQlfVFH\/\/tJvY7ZGiLI8u3gCqBNmAXyYxiKQKeuPfFtg6K5F6x9057foA96LdysPNC2kAcHFQlUrbL6gpy0AObVUfM+Lab36G9bFP9YUWtFyW4XMCnVmYz00HBG5tbmcnT8A9rbvMXDhGNzBISahVVyHy61LpPBv1tZD7s3ZIpj\/ZA97xEtMMVgl+gCYO2zPgxreFKfQfwNG+zhdKsECkaChoGMjdsHXspW0eghy9FIHw0yA3CjrSBVw+\/7lHpnbc1KM5gqnmSq372I+HiYxPWiwr\/jfHJH2SiuK9TQwlnTk3NyUXYUyy6HVJ\/KTyksxnuJr7Y\/RUFia9NTnRz0lA0nHx1meRPPxy2\/JBf14pP65sUXp\/jsu8Ed4CgAcl3O\/yUtWfGdRp9dq0KzSDAlef\/eHq2zhXuzlZsFgH+mcbB7Nl+wi+YQgSmpStVQ5FkfRSvmzTaXVGNyevCNhcoTAKkv1qChfLVuyxABXUB7qN3Ax1VJLY0tg8ZBRCg1NKeXCM9jwT1zLK4VOSrTdTEy7bWVWDMsCBY467WD\/9Ypg1RwWE3knhJ00dIff+ctl1HzXX6pVyxu6W09knnGuGC2jEgAWkgvQr3ZN2neaxuP0JQ1imfjtvBfavrBXOeDQhX2ID8bZr07H0SeJA9inWIjoV3VaDjVkj6Y3V70fvOqvNt2dJu1dAFRZ+tkHk6dxb193m8T1ilXejMgjkNt11Ou4K6q0FU5e9CIacFge8Blwdh1+kk7rVq2LJR\/\/w6uY9sPWdEvQPDaEcsbtPSbdz8yOT2ydhcXYfHbXoxZUbJGiOi93sXjmJLjCHUJ+Rqug+jlCFUnFHFQIJ7S714mXLu9GXeOyX\/6eSL4i64zho5qBe4JJuuY2mMNBz6Rzs7BCk5VUAYn+JVgwAqxbmANehGsu5BNmlmkvakMOus4xLhyoX7dFxjwD2VUajaG0It1O6VsB57g0Bn\/1NDDz2jEO\/CuI2++xIpM3qH5z0VStrKWjE9oYjdKFW9Hh1mgagwFtCtKxOqKdioWGUregZZgfGHy6DKniBx\/eGpvMenXzfYJkRW8nakuKMTBID79SUSu1iwVQxG7tdesiO1CZfvftTnCdpzlnxmZDm2HqoCq0rMOrTW3u09+ojQ0G4XCIsiehd2yBlc3GL8yHRUkt119oLYlcoeu2LP8b8zfVXyK1fyaRIEP7WW6TmQHmwMznvSWhEpplYfpoRuYOfgQd3SD5OqjcKZRNc\/Wteczt+kwWZysdahIHeN9LPcsi+lgvtuAzrrcQiAOnZifI3Vu\/7G8Ce7bekxgHrJ3nELUMac84IwNz3XIAOxIh6tjplDlgQyQh6msDnHTHQv35yOyqjxNgb6+mk8SHTWlfGMum7lrWNd8Lx+76pUzXegaojQCCtW\/m15YdaDBBqVRPW9bwuNAz4CLXVhNGSE7kokK0HcPgpL18dvrMyCJCIXe6LKfaeEg1DZo7C1LoyTaiiERjawyxszbwHmB8rBjP39f0IGYWNKG6yde5kgrYT9rbGqWv1qEzZ2\/p9d3wz1E4jJ4pIjhvJhpivOk9v+gdVxuYIWjqRLrER9\/UJyOxdb7NbE+WT+dudhGDy2VPtTD6hmPfez6uYBLunukfSOYpMX0WO88uCHiBnV0zZ4y8mxQE4NJDcrH15br1Re0XRpnyYTCPwC9xSQUJ3vB17sl77cCkcLCFmK\/KUGiYL0l8aH9MIu2cjE9iFoZcTT46reYscFrt5j9p1MTh6d7DttdhCJ5pVtQC7eC\/NuKMao0tj1jkLMuQpRzhxA35lMmVUig6uZmwwiuDtnr+R1NmKIhdqW7HC9Marb7KK\/U\/52WJT\/kS1jPcZ4FzUggGff2wkD2SOuYIHfNXjzFbZgdiIIfdiouiQKp8PFadIHJVhSZaBnemel\/oJR57\/6s5c\/R8dgtSRs2efe3IrKl9F+d9EYMLUVBmxXbma\/NydIVXck9KyBvtSLwZo5cVU3WXk1xFkwxYk6LzRzZJb6372x11WQz4QQpgDtnl\/0HG1Y7E9xX+0Pz6u6AqDOlm+LEP2uYuUuXnINqwU\/TD+BSpP74jajo8dc+NoU8Appaj\/jUYQlzBE2U2LkYJFrae1qKMU3THWwoNToXe00GsVnvde6PwGQpjxAJuI5aAhJ5rGOIBuvgXvJqAKmL5ol6tFvrwyRHxDhPmNT+\/un3dZtW6xnUQR2FLlOxoljZImJQvQqwJDhjdWi9cq+5ktzF9Ou02i0Vx6vGhqgabFkBy6Q7nWWd5UK9z29jd4DMFW1It27i9jhVWrtmjYL5NXkxCIt7Fwb1nUGT9BL3tjOp62oq8o6KT\/KxDdl9lSH66Wr7E37Bo8hbAPG2bf7LNC7V4\/vYu2j57ud1Chfnl\/lHpp5zgKkGbHI\/09T22rJuvb3Hwa\/VnK51fHmAGW\/Zh5N0kL+wR22V5xa+M37Oceq+pGxwEolnEAYoM8BbRLNUgJV1HyyZ8qytqQhDwy211JnW93oh2g\/h73v9Ss2l6uMP3Q3L4bli+UGcBiZ1X+zaCaMFoc6qbP0s8HsDDh1TicCTfAL9Jv6cWlOGIm39DBkG2auPv5eYvpOmIgMW7hTboX6LNfh1KdqmtyeNfoVWWEjufQ\/9Vpf7qUGVWHoOn+pco748QA48bAbFtkh9veCaxu2yNITTSiSnSfxXrsVjyLwX\/atLP1NcgP+7tVGeneCIaLEXmNIqDXD26YbXOwghzdlXzoR+E83NJGB2j2Qsv6oluwdG35KDfIctfTZTIHgN7YZURNayjn+Vr4iN2kcQ3fLffLXPTWgIMs3f3R8we0W7UVznIXZfFm6Srs2HILViGuTDDnknzikRV76324+DvcTrZvJvFLxtTeWsshfBeowbpkgN2A8zN9MJd7Wz0NJuq6FF1+\/KqGkLs2kCNH\/zSPoM5a\/FjjaYWoAKEfkloKYtOrNmdKMBy5Kf+CuFRiR1BqIAaCVQqGOwj5v+mqdd5mjEHKMEsm41rJf71nNaNLIJ3Fmm4nmPoSGIhgWrIUs6DfYNAQU3ua3vpsSxnYlGpcDZPUt8dtfLJrr8wEhCMMRNWBfBVFQAN+ErwEViGN2iqmo9Os3LpidJk21VEqqyXbrjjft1zG9RmfO7xa4k0e4nROUUU8G3t\/bDcSNEovjwxknRktDkDifKTkbsZo\/92IPjXlUNJwZ5geqC\/mh7csCx5wIj5HaUV+7SjaNQ4wlaWppw3T3qDiTdUtS6fDutBZpX2uk51Fqf4ZQxodGc8lfDdQ9vwf6oJ75EOZF7jDTeCUZNIOLrZuCjj20mBu6pYupNlfohYq328reF53yZTgqMcAIhp\/OCj9yM6KNlEfABzx+qLlCcWlwetwpdvOZ9FM2UD6wIXTo7XJqpYlErYfKzzvTaPGbHhJ2KB+r3MTAej9B9MsLaAlPYYzEnw3+bvEtBAYPak5mfISAFkA69+IUh2wbjMff8lcGdMrmeJDOuKQzJ9B6oxuqF6s9NfkBOC0t2Ttpk4L28cDge4jNlznqjHXPatE40S3HgsVuMWuw25rK5HUqmFFDSOQuj78gZjayrXeZ0xUlNfZnJa4EOTYBAPRqNWKNdPGHNtjJHT36Q+8mCxpFNYo4U3\/ZtkhRJWkXAN8WvHGTz1BA9I1DshWTTWLXOuBfPNeqkVU4w\/0fQmabwQ+TZea9m1qrHFrdnGnMrmFTVXbJtZNfIKXyDsei2LvGn7U2i6TmNyo+URqX6Zq+3Xin6LjVEHbDtsPZJPVryaZjZRw+zCSpP8M4xqtVuiQNBRchMU2EeJJ0GpgX9wuYOlv8XESHN9CZXWyC5lBqYmbFNmbaOfIX7SAFVR8xaLCcIrPrCePhExFe+IrgPyLj6tv\/0PPxcWFsj4wzHfEHVZeql2So6QNX7B65NsMnfJB\/xATJcVY8GibDyYVfN1Sn+GOkn1LsY8rfKbhXaWaHGLxz6TFS4aTOUcwZLpumuHWMMKw\/SQwPorWLbgNocinz7DnIRGwn1bAEq58X5qXVteRtInrff\/4EuVgsERYin9JPMwYPfLTcmSlKFCMmXx8w30a7prcn5iEqDfdzBO\/hINiZ2HNEaBOWhfayGVGPkAzfDtcaa9LgsrsmYsXOExRA9LqtOiFR+IB5pvR1jt8uzjKQ8QIgxpM\/BfqTXkxVDgJSU4rxoT8WGGpKIcrLZ9S4lZRm\/J+hJBgwYnf\/cV9pIg0IwyYWL6DEGUN4E6G\/1EoDFypcoW5wQMIO\/s1MJ1b60hzP\/G3HSTgrfj60B\/mr5TO80JBaAJQAW50Rn\/LyFEU77vttHkfkV+vrAPWjEVzFYE+pjg7wl5WlqwC\/J3j3EovaRGeFWP78G0uzt6s7gs1jtT0Oxd4H5pXRwBx7n3LH8Dr0w2yOP6fOB26qoXvpLKKGgzDbCoYfbb2tMXt4bEmtLnHykGMJUn5d4ayhRJDnX\/FbwiD0MZDHXC5vy\/4neT+5OlAtW6wabQjBTKrbPdVI1xymyVTV+eXin69UsAggZY4KHF6D3vpbk6vCys3Wlk8+DPWo1OqQNPk4s3SPzoBw89NDAGB+et\/BrgotHyVNoVd9E3WoHddapLzjlwMfMfcB2WRhCS21sRIEGI4AuDuQqIyT5tXoMQ7pWwEeiXoEPshkH4AepK9xGPOcE+JSg5trQW4UJMTwCFtbfDlMVYvH92rocUZlrBOPSSmYsQM4KXicqAUxaMV8O1CmS73fOmkQHk0aOC8xr8\/AM2m3H4TbsqEe9zq1oyNsodJrYtmJb\/4whRuNTBKXwxq5yoaH3PmovJNYO3ne2iKGMAKzcpYDC+UMWv2vOCX67HHd2NA7PrV8k7yM4woVcASqeVaC1HMJ2tl\/s90Kbl5VaZ7OxeRE\/sYZnBQZoXCmH8bvT4GiZG4J8kfKAPKS5sdftBcop4jlAojNQg1HpKPIda0YjrS5RYg4wrEMTQ52XpbFbkjbz4hwjF0wnSfIqDNn6Vb9MrRDROSUCeWc+BohU6lyfv16TP66D1vnWLDCEF+0bQHgAxx4TrkGVeks07bNoUIs42apHIWZrNOLBqELmBWDd3ZNWFq37BMA899x7SSbrWV3D3iOMc\/MfE5rHY+gloPNI7s2w42GfvJZuA8sjwkgCijp5Mci\/Bk142yF3dCftQbV9samzDxq9X1V4AGrpN5z7PeXwKYKz\/M62tW9T2g6e0xyV1iirEiYdZWXmW6WEZn0yVZfQjAl9Y4zYwfn+ycIDQFG3sO0Y5os9tFuEA5Bxe6fW8q8MCtm6urEfPigbEjR4Zu9P70XjX4W6IQ+lK7KoF5Q8NgKiaMrmhqo8Q49rgLau7bVAJ+0+MJs2La6\/wqzaDhUC98onQX57reIN8Tq2xjlpT4UBih9gjOkJDyHO5M8PnL9W1WY\/uLlQrx8bfaA8nL10tlHUlDAnus8nzhdXTL4ZlMhBIhIhLxvc1yoGXqiLYVjc+VNVU6zGQ9SnPuZDSDOrolTXEqYLSAuNikQ5G1HLHktnIXiUzvHN7CrXO9npUarrGG6St9Kw5hSI5+NjMssSZEDiZp\/7E7OmtZBiRBMbyfd3T3efyGPe64Ct\/EqPpHnQsWs4xGSZ0RzyicWslbYv+\/AQ756BBRnop1\/JiQYPBigt3GKMlB37QjOfTC4W0VA+wSkXnP2fGfkBUqE6Y5ZzPJeIGBGCAqPyDSgYVeAzucZXAAF3NOL\/nI24PeV\/BMJkPkGEWRWpkrEo+ADdZXWvN4nC9IdCQdEZBVxVohdsVLjalvK6d+Li2FCw+h55ItC96RjPqvSFiCHcf3FWIpfQqWhfKdsbQeNKKLPSbMJA0M0KutagyyU7TPDsfmMrrHFkBgKyxevq76MkT\/m2CMzblmOih5fE+DPlTnhxL6n8Kgy83c5z0Up34vO7hxs+fBkPj+OhNDt0uIJOvV4cWuGOimZtxeqVoL+DroH4tn919RfVmum\/vtQr0VYSga1k1p6GNsHdIz+enpNbckbkDhczldgUVpZKRD5PrSYMhSEqfp7p3hO20BFDyIkOPTwbTcZwuMeQhWOxXq8bfm\/qPqEjwRao3mikFDkNIIzWy7WaD\/SVKJ8Wf7zWF4QDdTZE4EbzUje2nbk7XPUpMU4R8BnqYT1No9b5Y09JJmib7Eohamon72987FsdWoY\/chq+xd2ak\/1Nltf3b22T3tKS4QCKEQyov1e8akhXUbbchk8gY5F2bN30+c0cHj\/VJszDnUoGfirhjwVitmVdmDnlyLUyBCnFG+hoGJzlDONqRZ4gFwxdMENE5xpGSj0JWgHe5tCFvpdLPrgLoy\/FeQmWW3JF\/uon\/E1T+VJhCYqdBMoOgmY7YgAvfAQXKATDnbePXDOC5Hk8lkb4maOsbzivlSpKUQ4YJELjQQeHOZAVNHyjOe68VGqb1fUXxx47JlhM4dJ0Xwfq0K3gPiMEYGBiPnhEJ+81NDDBr2qldbGmZDsk2UJ5WkCQPeYYCR5Mih7Wvdzi\/028eO\/PTbnXmsNoljTARzXTj\/ULQ5zhIxKpXaqoA9QPAHsPT1jR1xaXZQQDPgTsF6NvAlWCE4tvvDkPVungDDGhWwDv4FZiz1CIb+zFN7ijSM90nIp9y5Gw52PMqZ\/fORNHRXJupGkP4seuGasinlt3Yl9tclbajU5pZZMCT2yZlvHwUqWvloRpw+ScBVCVB3GhTAk5s8X1pTBhGgaW3hyY4cPI07fE0d\/ozh0c9ddrGIFg3wXkcz0nSnJ2gEBR9Kd+Xem5Z2fbJdZD691w336+IG8J5HMnPM\/NDmYAKxqaQGRdfk4+0Cqt2GXOk7g1OtIzWK03HGrY47tXe9RKMNZBRd8f2fsRE\/3EVCBoC87e58mNIrsJ\/Zn3XmXAjbro0Zv2S6GLl5g0bLiE0RPk9FVaPvhMd1FFM3g+G0VTE55rEYJAiEY2g6MB7AmEAByOLhSjDeUUhpgrP4rzU79hwVfA8X+JkyU+dzIEMnE2z4\/q9CuNmlwW6SEuhHvVhKDLeiQWrHY33\/X3WKBZVMGCSsUd0a7QjxqAkDgY4OdaCMkrmblHVYd44oFA081Yglo7WNWKFdyc629JncolXjCyY6Q3kOr+DbbiSL3AIanS\/n56+UJv9ZhNsvFgA03MtlWhHKPZwABIkAA\/uG1j02gRuDTTzUI5AQSZA1DwilYfgXYMEyWTx+4Ej80mgAZPqOB3qAI5fWyLGXhbno0Y28GJrfsgBPext5dRZ9FhfZ1bayu2F451zsk8C4thlDcj7fJ8\/KrZlu4hXZercZbIPre7VwkNsD3RKMNgMbkqRm35VMDW5CbEzd82GP4UJBVmTpYu0jcvkFBRwy5d\/FRCaZj8Z8c3rlnFkajNhyol5HvcZQu7xqhpaepyHiKQN6\/5u1wweyGPnwcdxxR9ykhJ+EcXOmXdTeCCr97bDdFp9\/E2jDWj387bU+v8p6Zqgb4qUbJx8MVn9zExDN81kZGeimJUaYDTRpmkp5iNjoMtLiLenMbIQdMMse3juwFc8mQDl2BIalql5L9MWtnqyCTvQJfWSYRIAFYv56SyqpV2FTiaC6jSzMvszAYsIL7NSzFd99Wrzt50u4hpsF91u1ZZtDohk0CF7T976tNm+bdHH0EeTrDf9mBKOT\/pUfO8WKMK+ICDURL55dVNlIkcka8+QD1i8nI0OLbU1V87lruFeRhrDqOOmU+0Tmy4rNCDQ7Zik+XPc1hlBVJ1CE3G9cZD31EjoJmz6QInMAGtQhGJ0vXnTgKCk+HCts7LYWlxr79CyvSZywiZPcqMDxD3UHsy1BhY9DE9szSt2UO\/lvOXEKBCpTHAUmKvFYzXikrM0Vi6FxuCz6YpKSd5KD7+kDrX4L5C9ZJqTmUfopSxiZEspLJTpdrU1Z3uViCRQcxfiLx4xUpa+1GHXUqsj6v9ymxqLIDrzuncmG\/6CkU0YRopkJGlBqPmKjR41C3eP4OnFUmVdw54O95rbMbjor+m4veP93suJRMH7ElVmcycFE2gYaJi1N7je2sQRyGsrz8lXwYycqs9WKHPExwPX6rXUzyBRS+s\/Pjl3a4dVRD1Y7q0f8K11cROrifOh1qfzl50DyG+S1Kfqf8LMVpTBJvV0agOzAE8TRWavHulr0ITR4ILa5+ux4TcWm0CXnYHZdHM6TvynKCXkXIuKbMTmVETJPARRJvskMeBwgjCX11p3IKCOf\/GEZOAz0axa6kEbLzEiRG8dlhkUoML5GV0c0PFKvXO\/fmvE\/2+8J73tpAv8EhzJ+aJ2UbfsPkLlTI7iR8LzTIJQybf8TtCTSkPYDGjVnX9MN8Kj6NHlsq\/XK0EkHrq+f31Ugv3Gtfi0Q2k8TlXvKekWSHszImFujJLnaAuQrVHcu0pEhbfUuhcNuW7jHokzTJWoIj4pp\/XN2d6lV5EXuNxNdb81gjPyfMDaQpw2UDzKP8ZwNYt2vlc712GPC6D2Eeoi6BudCTrVwfhj9AIeHFTqPvAmiOP1EAIjlfEj9n86e8G1M6qdlPcA3AD2FaVAzqL\/JL7IGvSSBT8eh6KPHrd9vDJAYNpuZCaTNCZ3xJmcJMpVxVpXhok0fWxrat4xYbtdtzy9YyYYA+l0wjjn4knfihoY\/VPqFdvV4SnJFBhKKxWss7PzbP5n4wW2qjHbzfTRo9xxQ5O2qDQ67VKL7FaLZIy056W6NeWol8IgmHSnUfw64d88zZ4fd+k1XcDPCiK56pQhF0Q83zkrCV0rbcCd+VTeAprSs\/xKHYaMfIEopk1nodGtMDVbhopCZ80RXMVGZXCV195JAUU7nTd6L9HewXH+aqMXhUmxZ3aw3HgQSoocrWmUsI15NkHBqGxqmkWpxzrSmiyZkC\/4G6oyeAF0p3vn6zF6ts8wZuIWOmBQntKTi9M1PsE4tSEPy6AWD4+x56fMh6IDL3DAL2HNTZaAamhGdESVPjCYlBN\/9spJ2I7KEQENmtjYx63UneO85i4knSbWrXBrkq\/3gXp0RvgJKw3\/EfQvxbsiY40HabTwIHzba45vKl9tuBTwzNAuxtyV1+eNINlND4bgX5cEN+Ij0AzsHHLdeTZg4aLntg81nycs8Y6Xjjpu6Xoz7ugg4Ib7t+xs3fzkPBKTrPY9ml\/z24IiEiTmUS\/sU60zukwj9RtZo\/a1Bky6PSBvdor2ZM9ynAt22UBn\/AvnWqIOo9CZvZs3xThUJ2DbrlbZHiK0DPvEThmIeRRAsOdRnno20OlzYwvGMglgLvJKRniYc2t8HWp+\/Gq8AglRJXTy8\/zLx7Nu+HpGAWT12OqOqHjX+cCwE2FZYJ2qWb7T2AFPI1KJr5p7oj2xLaC3b2hF0mEw+oTTm3GqZYTTgOXBffniNw3Nl5YFnuJutcqRoUaX7k4rmACWM85+PzOpL\/jPkTmrFr9I8ZyYGBsGtKyCO2juFCxw2XO5UZDuJvPTqI8bNQnkiGsT6eDJG5ylhHwoWubG588HZSLc+poXuk0LXIwMcbE4k1j03ViYAITFO5\/zib9KwYF7KOwe\/WL4TUVkQVa4ceRixGG6Plb59Ahh\/DwBD1JZ6Wbgm+WQcCFad0KRVCvkebS33wHPA608qk+t3AwhXPZTAiICk+JAreLmljyxyUX1\/H064Gpl5KwVD65NtnEnWxuGDBN9Jd9e7up8iDX8eUtBXvoPR1m97dBJlFvgWzhC7qzMiJmGKeD4\/5g2QF4iou\/RHWwRnR3hhNd5P7j8oeIUOKvCa3JiCnl41t9EvuJqngGAx0SrAPKdjwZ7iKrzuVrmR0rwyi7Lmq8jaicl+SSck92Tb4h8Tb30nSEUEZAN19FXKgjnoy5GHlSjADB1EwUpifSDGr24rJTczZseA1Oz5YlmKO0M\/YJcnsJMv2Uum1V1I8qAWboiKP7X6oYY7+0Ei1r4xy3wfGvm9aWLzTdZiIg3QbeLcNiZOAAAfAIAXSSriOW5C3xNQJq1r1JHbKL4TI6GUustbgyvWmtBhzBPrz5\/WXBWbCaapsbGeAHVKbzHfuuefU77rVAa0f2XmABPb+BLdVuO0d7caxbMvi5McSo2\/NSCTdnsNbh60hF0iMGXvqUjevmsjxAZ79snXSfgLkatq1g0TRBB8QAvJ\/oBdp0jIfzH8Nl46hW\/TKcvYa1CII1+ib1svivuADGK4AbCInjhcyqnigkNgADCbgz2\/cv7X5gETLFLucxrwgHMUZEspEYIhtXa5omx0fvL7+soHxLeeWJ1RLQufRCV4u28N6NXg8S6WBsczwDjzBoSY8farzFxVoK4vAvtbSuQt4JjfYtnTZ3w883ejy8KhcarB0xAUcZs5OawXn5cCEUS6ZtcHlwMFqcG8uTJySdtWqBezPyFLf6buaOGy9TaRILIPHaCQno8pyvApG7fTjMsB7MltBVkhuN4vL8dYqFGdFMBVGCtrX85iSUF0awU3JfzI2igHe3b9KxndNyPTsAHxErQoIfgaL0MCSWIk02d0wV89DFm78uir2UIpG+kavgu4ULLujeRZnG7lDoiO3iFeREnyPVgiyOynk6p0h1lVGBEYnnAMwCl1DuLZo0GhcR1\/NsGpTKr8YwVD80qKVgd7UTnzG3b0KoCNIXAOWzeZnlsA2OSiXM\/5MgiJIXgidPiMlWZ0IRKN2zvt8S66qJzgT1xVc8zNG6qYLWrQZ5TBT5\/roOzG4xHcf3SQzuHgnYfUpvcr\/Sp6fLTCOofbPFkBKzpUTfI5It4vYhg3DHvqDhxRhOMH\/8Ix\/fEF1KpS01e33KEQfGZ4JlQAyTqOr3BaGSPI88\/QHeyKLVyfhEJgORA\/EW+qIseAAC\/sDVPfjQRpqiAXAUi5yhSLKd+rfHZGeI8uAM6TKeqfFWBqRvrhF70Dt6cZbnm9w6XvL5zpPK\/mqqK4QSk6vE41A2weZp0b0X\/F\/+4HhyyrgdVBSC17opG5LloaVTctPn9pt8gOU3Ko\/ko63ZbiBsuBUVRnKfgoKNWBUxBqns+orhrcEjZR\/K9XVvtwF20QLPn81dPszQVWaaKk535AzCtF+YlkCsyjtSa520Tm\/vQ5tSa4I1+FuP\/MO7d1RHHPnW55g7JYBP3WLV\/DPCItdiqo7C4uQ5t1j9vRR667kQ2+O\/9REZ29jBy6aR1U+mTHyBZnJLheA1lkVGdd6AA2GMfQ7B4khrc6gHPAukCZnsje02QG3RydzUuFZJ6wsR1BHhBop4vkOO\/AVIKb2ojRWKJrKPL9sFlczK1F4l4yrdXnX7kHUZKfOjg7DJZGasweqPA8I9S2k\/Xh3nddU5mZ79ejBe0nqrTXMxoBX4hjYi4R+HOdx\/EG6EKZzCK1N\/sAvOlFWh8TDMH2cfePkUct\/hur3+AuxWIKx9sASOLAlHmwLtATpeBqSiDBVmEhDqyVRMHz5IQmsZa4kW3\/PVxiuyGkrd8KhiZMZjC0vpvw5RbWBPg0VrT3uB7+2WBurNddpJNxJITnRvu\/kwr87kOASAE0140Nzv8\/QAFZ+57Y5nPRUj\/m9szAKiLPAz1lgMPnlNb4rk6jwc0mHHODrnk7AD9DfO3Wcq3KOn1rFDq6PbBb215Gedh85KKRvIZCdYzfEy5r02\/B+7IioSaIGxhpv2D3EuFrbh7ACQcNwr6KTuG5B2dtAMiSkTToaVZclVACWIJkgMSJaqdFSKaMlujTxrUSNpTxH1of\/G\/nrRdeJLn6xB\/Iv\/P1d1PMwrC3XIUOni6xguWznKcrOP0TVdP1SOx+g9GE7GdnAZ5C5ngjc6pj6TfjFgeeu6nkp42+n1QJowKo78bN\/tF7I\/IIA6G4wQysohFbEKd+NCIdPXq+iYeS6uwwLpnthhX6bjYqPsad87dC02zMZfB1F9rMdYaRIwI1\/YhsqMwJxReI3JeyMflLwdhvKLiUTHEcQCCc+t8HrD74dG423FLb0MBiNWJEarAEDlh33jIgYC41n3UnYzgxpiPotPm9PYEFAtZaHn\/PrsxHLmiJcswRP1U4PzMPmvF8w\/YdH5Ok9aq1ZR4un9fSOVDgPOv\/GI+X\/l2x1\/d\/2e0\/L+VthBnDz3p2Pv08tP66++6hoIgEXEXU8PdIaBsCQP8t9VSlMDuHEWlJafWXjzWYL2cV0p22HJIREAU50RrsYqYrK+vUiv7nJMsVSYhh6BrXkikPmtGisWdNEFDP3vhQ+1GrHy5Fm0a104w2SKpM6AMV+ce8698gclNkE0nK45s4JnBXZDVRspEtC2RS4l1+QEY5qpfw\/r1BQ13vI5nRNXMcz4Z0mqQ3YE8XWeMFmE3PNA0lWaM33M065OEtqYheRBbmqYoY8IIRw7Wr5yfWmcBOYMsg9xKNo3fGTjI6P1RflJhBnhmsY2j2O6i6GdWGfzkX5UlpWc6bZWFXEZ13UOm421+l11byPfvS6wu8AAYOKgsAB8ED1zBUxWcc6hHMBJAL6Xex\/tJ32Z+7tda3YS6GJRXZR1EUeEapJ\/JYq1zoGM\/4JSqMg1P7MA5znCtKgoWJ13h0GmBc8C649K0c+7TJXHGD6bF9ihmrzemJ758dnh5ddhVIPCgn7yNuHirIGT51L8vEpairIlul3ERFucPKAEwcX9m0B+SLnCHtN85j8bQtikbS9ygkHHmJTkY7nEOYGeXBaAA+vkQqcRlvzD31xy106x4v+GLq4p9b6bh5522RZ1BkbNmOUMhq2\/YW6Rq0Ho+l66G5XtluOIgx05R9qvOVFzS0MMvvz70XwYEJ8\/TkPPyauBXUk34QuPflAhyxMz+img\/zP+c+pr+N9kioWCZOtjOFNV+MPc1bu6luuRjM3uEa+NskD2rnm7OumL7kDl\/hUXpu0EMNk\/n5mVSu+1130bpiqTK2m6TtVH29rIo\/jLqWFStPwvbney+63g\/eLjsYj1zHauKV\/wzQhB1PKBzokBtE1Exn15ZckkXaIIDyVx9fnttM\/q3dZXAC01GZ0JB4kJEal9+HPCRgO6Jj86PtvTuPubkLBHCxcWSHEC7UPppKJIF4cCkeNNvfQzZ4kxKwY3II2pfMmDjdpxus8Y+z5tg51Gwl8o3A8kpC3UjCHmNIaZDPcuJGcIDQVKVNMDjE2Em1AkwObK1\/2z0f2HBdqwjkm8VSyV4nu7BWz549\/bygPF0+OItsw+NtrNdYqSpRXbqASdPkUI3H0oAVw3Ebdt23nHZ6QGZTqmC\/g4s013vrukYnwbL167ZwsVvPFm9bfVjUwCf2o+KJXboLBJi+BTP0s6XHDT6nnEWYmupOvmZUhCmtri0Yb0bxe8o7lKmNDvHP5+HBf88Vko79fyAHd0eHmKVMAz1kdU96q20njlOjqXeWVnOqqLtjdYgSVSsp8P3s5PeqB+\/flJe8sBNt5ZxOazZMRCUJHMFarLka4dKb16E\/VYDQ5gQnVNKkaSiIYqZLzxbQXRFHB9Zb6QsQ8OVWJy6Js5zaZByw0vLwGxrT9zkMcavrGwvfAbKHpAd2JPJS92gfU9jEyhv0je2ak\/f4qR0R\/318ciHCcHoUXdDcj2f\/ey9224aPEjN1HBYN2LZwWwvnftEAluu2hJRiffwAlN1vgzH++9nOdqvu2df21c4oeHqgwRdyCi88UBinlqwG1aeeyBLsF7+gfCF7r0Rsxgj8wsQAUST71\/jLlq46Xjti12GrVpkWed66vdYGUGrmX106+wtbgpILfhfwaXEzh7+\/3YyiDNNNPjKmE25gOvFR4LbWwwJr3WSDNgmFPo66xhUHWYWiDFu12zzsKdwmWi6omwu14kXWyMGNLOfDLB9EixXBDyd+8CjU+kdXuS9Uujk6eqvpk\/Je7q8Tqz4uwDrGV6oKC20aG\/q9ZRvoJbF+rYfubthLN\/K5FdiB6r7KHedc\/Zitgsht6lLyQKAcSeLBowG\/BVdUGlVK2zMUiZvG3PBkPrE9SPaxUQnMaFAQr4xOzTeg4jsMGQHZ3xbMci7x5eLkXrPf2apHFJeLvNZNttyfBdg99IoZGRw1qHA15jOx1p8Hcmf4CVDM2xGm4FgI8pC+uRv5uPjuAky9SUjUip\/1h1KprwBVlAdrtrXDvUHpXKPcHAJ4fNEABbsQjKzntwKrwYDuRxT3Fl77HrlkwpWA3NTYS4FjAMLqi2PCckfTh8CHw5W74W1cv0WsSK8\/YLbspZA5PQu7uMDSeOm3OMWnLQlttc77a53kTMRlnGWojOuN\/bDbF6XHelJVMYm5rzAtbiZ5o\/6Y+KY9+bFQahcuOn5OCTkzan81PFYjbCw3uVCf+dWKMB4TTjhA8dFcNipcYxU+phoQAvS9Z3V4AspovlKCmnv3gro88K+cyY5HeOAJIzVTAbpsN6z9vzemMquNCalgJRXi+imp9EVMC\/9WWS5bNyFjeCF5UT4pNqqaTGxs3x5keAT\/SbTFYcgHNBR0aBIlf16ujeoQy8jRnTCwL1v4Zp0Gi2FHqIcQ4omXA0zxaYnSlMT\/gyaPiuL4R2wqoN+sLKZKdhg9P4rypZc8R4D+6b1I8\/iRXTn0Py20hUIxFcBMxzzQs08YBn4lYbgNfgRlUaj4RLcNIAAMbLFahqg2Q1tWJEuyXRQRCgrLXPeorIdM8bQ7w2tK5N8N1NlFk02h5hLZboG7MPkLR1HgToOlhZ5+FSxVy5KSLux\/sYABs0FFYr1Y3z1kOzy+XteyCo1Jj3mcGfNOholO+Qwqn1RJHXT8G6kdnVinrIWdwi2qwgwwdiMTAVEfIoFgOtL\/FUtiViaRX5AZlp+Eqn04DNLiyGdUzHX4rVWiDYscbLwodskdxQ1iXzqBXtjLd8ZCTDq4dR4gqvyQfhPlhtbXxu8S2sarB7CwNYofhllcUZbsqlSML3RcRjduz4u9bExEJ\/i6uemE6SqRGWoVAbQ8WCSdU7gF1giNvXAHGtmJf4o1Se9P8i3R0R1rZ2xNj3rieyEB39venu5Oj99Unm5B+9+7N\/b1LzxZj0rJgdBtSZ9MsnXKebsJnMkBusj1WYK8RvPSh7AH1xMPb3e6JZN5nR3u\/DfxXcgq4zyviI4E4cH\/2CFudy1w6YoGpU4uNElLhrk3l1vahyqdOFavuPdZwxBIA6SdCDIqoA6f3ftPfdbInIjaRS4nmjR0en\/bQ3IeSwPEQB5C5dqsdZGYUbqF4VzdIawXSDSu5iKn1p3JUe0TNUmXaKWf6z+5CI5\/xbkf1XLTWICzFL0FWShxeimkwGD2Dce2tCm3PpaLAcPCpom+KokjOsWaf6ZbK1n084ed2SCpnTiFcHZN9P0bwkLIVxN3dQolhRRw7d0RnLyV2Vu2hDt+XorMQsr4v1CA3FOrEX2letuzJZvlbRdCIkDjzJwhBQAGfdokBgBVlIq1X8qQs0Nucbspa4rpmTWllXIdjUnOt6ekpVjSVzsFtP4\/3LwFo8kdFn1T1mYXG2RP1QpXv7icRFkq2m8ueY\/hbF2aiGxk7e9JY5ikjyMJUos4hOvTsi9Qgg3r9QmXFOURHoNH4U0aa1Oo2X8ttZGFke265zKCBv+7LnzlNACBf1YXuqgOa5JzFhPH1fzFnD\/fdg7XiP4h2nl2nguvpd7j7OVhtlGOwMpv10gEtOFgbiWE98YgTFSdeOtphqXhexJDlB+FzRzVQ94c6\/a0Drf3H6KlPocup+nqTOvdeo5i1r52V447X1J98diAnGSJzeS3ayZdsLTSyZ8WOk0OVcGTcs\/mX\/F6TNebCUAfl+GouOb94\/Syv2bLRqQj6YchZV+v94acn6J02aR5pJxwkuIyhVuSdzhPX2SZvckM74jgmVGRmfWnKkJqMwBQHVOcYFQ5D5MukJYsRql2jzNJzCl0EOiZxlKt5Zj7JJce4CbzShreTxE5Z2d83UFCnjZi66O1\/vkxTqfbWJWpAX6bUP81uzcwH+Uy56MMUP7in7bEnuTRtqvI3BjMlnaLk7yOy19yv\/TZwsoUtnqNfvgbX7of1qHgZepR5GlIuogNVAJFeO4ZionxAo6W\/qyCYJIRh2u9GQJ4eT4tYoVwKfEMk6GBzPPe2vpgh\/LiXlLxhRA2C4z+YM7fISAZGcVFVAmADzBDldN6sTFy1TfIS0wv3OtCYlN7gg2P5GyJ37yLpvSS5oGscPUGfIfLFoCPwAE4aQUBCLprG7MAagfsPpuh9UnFN\/O1T4UAuiBa2iERzTtGilfnEzQpRpgr19a7rwi5q\/hDqPgKJLbHknIRTBI0wW4hsXpILB9BiJHZbL2JRZbL5IQ+IPdTNiI3VVCx\/0LZ7q\/D5I+D1DeMYcenGaSpA14w4sTNMoE4DEkvLfF1yx31hvF5jctWMYoNfTx66jVbm0uI2jG2HXNee61p+6B4hJcAPEi\/\/yFx0YSk3uIxiGiQCDje3qSmmTyjHY2IWkWT7j+Ihwan+CHG4Y5Vj0a7xiQpvytRLIVVHn0DDaAkuLa2agZ4xQRFlYcjxxp7JMk7SHdrR7XhQmyPpKTuJHs5oCZJWMpmCJG+k9ITcOGUFJR4avseLhVss9Y4hJmQzoQHouvbWe9OL6tPc12uViREzbNlE31g799qYjM0ba1wzgyj1IzziZlF5x66S93Qw9tkMdwdgobVkrXrQWAblfVu4T+x\/NCBrwyZWdiP\/lulc+rCc9bzwIE6MeJ6T9C3G1qUMS3CD+1Gbbtx782PwRn09iJe7F6qi2oK55Y4f8AR7wSp5CzceORHNBmVvryrU69eQ6wLQhHgrRg6mmC0vVBXDTvDbTIV1zlBq0LYycGMCOHx7Vwi+3W0aUVDyUhyGyVdYG75z3rdgB72USgMz8DSFo27LEYJ5qCFjpBkn6CakECiU3ALfHGEdXYUTTkvWTTL91yPLHBZ\/ccXfpg8WGN2Nch9S0scOU\/Y0\/MlM1jG9lMarv+5xFKSVqoSdgvI\/jOLgXwK12tbyuP696L+JzDpUmnOXzi17Z0N4eUWD9bTZ+QO63xI0nkbKlewKUXewSBg26OIHASEzMyEVbDYwvTySr8O7JsccGV+e6KFAWyL3X0WnizphHPT3Xt2ewIcBSEDih6inksyUZvaUEFN7Dh0Ng58qBOP9QMDH8\/w1GaxzNFrHWEacOUzT4gqde3OmSv9i6eMo2S+V4K4YTt6IJFPOiEAZm3us7z\/LZePDZi+wMzAs9g3KoqfPj2EPc20zf4taa0I5E9pNVEx+Avd8V1PdElKL\/fkyYF\/4ZX1\/DR16t2HIcOOL84sxoE3gyRVZvaNL3Kcj8veBDdvq7Yk1aA5fIkI10g3VDDAvm2ChgMEPLOpyv2cbjm+jHCQZcfh2Ff3ifbMRzFtjM97+udDhBAdXmx0au6sgb+q6mvhRJwxTPkXVCElYFBzq4UGSy2C0BRfyerY4MfP6PxnClFwpOZa+oVKYYvOCQ07d61fGhRbl9ZoT7XAAv7tvCRT8AfUyVo5R0s7ij5FSkmqarOMyB4GnBm2P\/of+NLMuxlzFZI+Nq1o47o6Tb2mgRGBhpWzpQQ45EdlVPt+rInkwB1jUjWtVmFz5OUEG6kB4g6bX5pwJRO2CRfABa9MNPXxJsFim+BvMt1GdPeZd+b9N5lIU\/kKDe\/nd02yRuow3hSYXL+e558ut\/OiDvUNVIDHms0WHoYCnoYY9RwUB7\/LfztVeZBfGOp2EKJau0W2etCjFFHT52mC2JOyElQrBOrMuxlO0IjufDC3M8a\/yFblJsJPIofb1JIpPChdUPxhJbIQ2GAX6NYPX2IWI76eYKsgmpme53VaqQcY6ozDDVPVcmj411z89qSGx8GB0tmxlYPUNVTNrUw9v4+0eD5ON2SkGG88xts6AlHxeKYPBoR1M8hM8LTHkv4ZX\/Os5cjaB+uHVXY8ktm2HKK2kdZrQFFtRwGn65txneA9MyzXMtazGzCpSbM4mEl\/qi9Vc+vO+5j\/YAdhQ4xwhSNfY6crtogD9PHHc5fi5vKHwv11ZoQiy6pp+gYvCyQnGPhKxq0YXb2OyLiZr82hING\/jBrmBGf3JCykOJV1LUyBto0Bz5ojYb6kUmlIBMG4vT8NXRrFGlimBHy7Xgb3TIPDHhJVk46bAO5KZ4BbvCcbkAsg8FxGyr7g4CH95D7aXsFOhtyFRur8YpDp2B7RH19Xt7ju4LR8I52w3jWs9nwqnDADBmSxNJL6znVBtyP7LWW0SBmme9shQb1oaksFKYWqjrswxyFr1HDaH3GsnS\/QyCAOXVnHTsNdJ0etdtLoYtZFbFgh3MfgtgnQU8aJ28SuI00X3bIGP6RjJJKUqyLpcNYF25eNotg5b1tOq6qnrymwYx51bTML3JLK23Vh9L\/13rqlyfUi\/fZMOF+rEbmTrL+MIyjYnqxPy\/fjEpXHcabuiG5sFh\/M775U6ekISYqhVjmLIOD4MKAAokzu98Ow4AKugvL78pTqRqyy6iZjseM3H2Np8QTkYRPUJtEZGF\/uFni9u5OQevuH41E5Cu\/ZJeqMZwjPzu0LocHyoe5GY93mAgVpjEen\/MBLz1+lww5d6ISvfSUgCzmQ8+DqiUqMuUgXy3+7SJfTHCqqIJjFQsdSmAN\/\/ddX0H9TTI44pVlF1YveAsb8rwYtWvk0bis6EOr96NASLGjO\/E5u7uN\/1FSsvFBUBKuIM6gZxIVfDT6StCHX6rqlCfETwAAAk7rEvvKCtr9vw+RidUQjSjZZO7edtA3OyDSBi04YtDk2ee8SQcEUxm1M+Zog3WsgC8Cft09bzQdmdhpmrteDDpaPhojFsAKcfp1bYe\/zxNEFWq9aPa\/X8\/GU3gQqhJ0psAxdABWXcRJq1WkKZcYb31D2\/bscy8+WIm9JR\/540WSdISHuCridGOOJ63j9MogL6gWCbvq1l8+kUFbvKboTU7S5JrXI1oSRZAft+gbbevxWs1wfy4F1Zgh6x44dzjZX4IQka9VJUhzXFnA7U7e4SqFe070r7zvcxbqXjh7hbKdQ3N4VsIcJnrcNab4ufFRnr5TdRVuCiDZ0RmIlPJQeuT+nyWOcuqMcJJsrbzGTTOLJONrZaSBeBaQJ5NO\/tU6Hq6yXYKY6D1zrntxfjysWZGHz5BtfzDKmQqBzYK2UXw7cUoEV3VXYLRDJkast\/pegIE7BRJXp9vzBbzYSnrTgnXbfoeX9dZOSft3ohLlmxLIz8jnU1sdshVc9bekiNaLEKNMO0SscS9d0KGiZD4KoDxH2ACX0a4FzoHnq4F0hGAgReQ3grLVE0zwWuXrEKGtmNLSbzFRIPMsP85yyoVG\/i\/3SrULawJ5iU6qUhjxbC1DH7Yo0\/GWemZqfwLrUHa4llfTEgU\/bEdLIrz\/\/EgazR2p77HtnArT0TspC4QD+zoUYQQTZhKSmLoCoNJNBd44H16E13ZY5VSbXzjok4TysvQ+OETqw5SgO0Wqz+UTarrsN865N6GWgiPoRyd5JNn7ZEvxz5jxsfCvIquRugvKvBHdpqPn7OV6DQfAvMPMy2o5s7KKsR\/aea6azlGrUqqejfwmTj8gcwbFYhtgoVQt\/1+5p2Z2Vb0ePz59v+t+rhCJfne3lmcZjXd8BBXH5rgcUsxsMM+X8pRpCEgA6+850ZWyivpx0\/9bpXGRCYHNLr5g5kThYjTgUzCb7LkeROp6wvTLA+Gx7Kq5tyGBYEAAamIoDS9eL\/b+gdsru\/x+OZPRWZRuqoX+vMf+KLY7Jlsapd9XaYAsGyzdXsPlZ6AmSSoWufRTl0M6eeM3tgiT7+OcVeLFy7pw8Mov6pvyJEp7lxmzVdNO8kmQc4hourbNyPoX8I1fNMHkJ765EcXt3D\/ay3oFDVAu842MY4U9Qq48tWE8xjhjvR+HbAwrHwvtVTVC6wnpXKNeFSJ15tDx5oxcwmqIZwAWq3pCS7UuIunJRMlAlhnxjd6dLm9aAWTukMwQKlnA49fFlAuZ8dYkEBUc8NggzAy1r6MA4LbmC4mfNPwFX6cHi2EGeNLir12rLSsu2Ixhausolb7xi542TYQq9JD9dm444+vYpV3Elfh3BsHIv\/p\/y4mSVj1Ql29MgFQsmpT9BlLs9jJpaA1HZi7xaKRmLbH+BORZOW8wSHvFOcXlv4uBM4qyVqAsH5UkYJbgaET4I+XZQjHxTKIKF4H7OOO2tXcjILHuiFIYPt5FCkdQxri2cOfrjNIXosUt+ep+GitjfIn1QJjDxsfP2FKqyXQeUWGgrW4VoPiGoJ+KQHnosYyhLQuvaHwVXIqSvj7T85YwBmy2JKZb3rrNylJEu5efq7XT5XnQS+0wyFysK5VCQ3IJUFsNh6TW0wYrwkv70ueoF1A0Cf1xhfsWMOc\/pNpHn\/fN69eFn\/dQIrOI9AfNnbbI5ipos0r\/P40i3X80H4gyNU9nQHkfoTo\/4QWPql0wLfNp3tkgsGGqeKW7PEZC9X69t281Wyob6EUY\/a1PPds5RJyV6setjuom3EZg03VA7tjCoedRQbzTEo0GRP3gg5oMsHS9CfJMhc+wDRW\/Pi\/w6q\/hIYdWExyWVbhpJx9MrvtwOqiMDmfdrhsQWipFen9Sb0vQOhQgrAxezTGAb0Q5WG1O7HReuN8O2aIFV7P0H6hkH0uTVdUoK6t62dJsDCJcq5tPYGtSNMUjlWz7FEgLZEzyh0+wodjPOEX4B7sduhJV6A0yQN1xjw8i6Y5T17z9gLtYE65PT1eFvSuPA0iA\/qJ8L6BdtSnsrot1Ssu3AhfZIGIjITHSuSHU099ygXo9YrnVkG4G6GDJu7tapdYd6JuWFbzHEVjCUx6U+1vNfB5ltUUS0K+nklCxI2ikW8IqyL3ydbMaC60XBxCSvg1P6DLNVB20eUvZuA9\/xLpQB2dsviwNJoTkCe5gWe2W63X72gCXbGdVhsBfetsMMEMMZAoDp\/5d3SCQ70g3Mwt3oSV6X7Jrt8WaGf4Y0fqWIkTeofVstxK0saYQdtMS\/yJzq7WylaHk68ovMU7BosP3zhEbtOXfmWLSvf5zLvHJBsEet36K9TbmjhIxbOSlGcqfHaQi5pdpJ0wqu5pknKbXV67Ey5g1l1OjD4J5pvfwEljlYsZqmWy\/CfVgKXu0NsERxeB9dwheIO4yL2PbR+TekmvvzA243+7cBpaFms6xYlMbMuOhjP4S0rIi9MFuvM92ZI\/9lHJXlDzw6gQE63zygSsWLQfmZHS7qn6a7I3jSXZ0zSZa9wNw4kXWxf8baBJAoqXmdmVzRknBaKvS+mmhj4CyRT0GG7MeQovlGAMEc8jcOGR+B\/yBDBX27HO5Ah1eKLV5efczRHGPsLLsLaIOJyO7sR3rJr72a42otOdnYUsHFNqgtleq7RcVzsT1LdyfE4HuxuzmCm1O7Bsc9MrchBMoZrttaS6c8kYxvlWSKz9wPV2slUJi5ZDDnWawob7pV\/NqTPP6zjgDTRkVbEUXDI6OEezYvWEve9opOIuYiFpW6kbsYC7NVAqxFpcnwQmwrBN5u87\/SXYgxAJyTbjJ2Yl3vDBP3YDWf3mx7uZvKvB7qOt\/y+MvNHAwXvlIK\/XITijpRg489gciiq7NswFnxe6+NY04mdINArDKCyIDIx6de28qntYUfmmX1TeU2Fmz95fVOgoDUZNFg2E3o8qTGBrsOHnOtZP1Fl049W\/OypySXEB9NF3CIvwa1aSaEYe5WWcxEHXg0ShBbfVQ7guKk3zTCcD\/WmQAZtrArJnmWIM7p3i3YAEROPvcsKmbLNYbffwOU0WPlwfPCSz2ReyQJ4YLLZKaCVpUqUY\/eINx4GIhOxNt17CYe2an\/y1vzexLzB0xXbw3Pw4EK5+nJ4ILgZpeX6ZH2xE4CRQ380tmHxOQAI1ccHfeoO1pAvpN9IcfRCb9E9aPveQ7\/DZmM3CnjEj6iTcqKgdCmNpzRlig4eRB7LbhQU11FUSomyqFyg\/FQapznwj3cmFmHb2\/j+64DjgxVyY3lKG6tGO+2DbGt1SgqpN5uNyJdblWBuMgQnkro\/FpCMsAAAxN3z1wAFFSUK6oaTBzkZN1mdtNerRqi+gtcIDNAcEJBv6GbwSucUaeIsEw9kpxw4UM+RbmtgMkCd1un2HEgtRCce4g\/kEYI7rS4gEBC7tlZhWbeSXll2ZswV\/5GyGNrokojWzwvYdPjfoactP\/g8pK0YmHdmJG\/4BzEZaw1W1iNF7IM3BYPFHgvuBRhNiK21XczmSliMuV+ESj5Xu\/XUtv8HhE2mxQgBcHooXLrAEowxvkF4WQvNGaqN6vrrf9AZImxQslUanIha7LKEBzJeJ4DaUBqVPR7\/+4UYi9oSEPVJsAj7W3yUSHuEpbV\/GevPjGvxMgUrsy9Wuz6B5RNv0VPXyDCKUJLyN4W+8UnqFlg8gUFxiv3fCo85XjKLdsUH96y4kB2Jb2g8cZ1frdJWOj2rnRl\/y1VkMb53sK4gSNUT5d1JqHk1RCiNtSFtuawQNTIJ1QSKwAizUpCQlGUVdeIeuqGil0T+XEnCJAkhsCHWy3VA+L33A+lPtMDS6h6ciNF5QYsqAVbbH9n00bVLx3qSRTIGgtJZYdmbUYkATCyDisVk04aaGQKn34hv2tvr\/CVOeL5WPBJxYS82UGXduUhe3lq2i8Ml+RfN8BL4xSQ52NjuyQDE3X9CDyMhxNIBIjHsOtHDE+\/JCn1z2NTOqNZ3VxglNSWhkMW6uCgxeCVMXCnsr8PZjwpazR84g1+MDbXu7\/UIZqtK2V5QT1pM014ooIgU6CSwqnjtkbVgeX0ICyQM5TOZJsG95KHIKH4Xq3BI581mZ2y\/0GLmCc7EMULk1aireUg7hAHMSF\/\/Il5OeJHt79LFUT8mRL0RalcnzpynU17G8GrdRkxVRTWe+57X7wjKdk8reuYOyMCKTvhu7DtMvR3QdtWEe0o2AMuLOhFs0KHHOKnl+M7RocQxtEz+CvAi2acthxrYAY2XwOrGUmezkXNxLRiOa58yfBOuwTkV8KXBrqOVXTzBJu8LsgWKXQr07HL2VVFP3Zjwj9WM6Owrx1ENjyP9GStV+JX7fRgwk20K5y00JoTaSI3lEuRg\/jaCp+xYhksJrtu6aC2Nr0OEWrEu0MY\/AxH3sDD8nnZdpspUYHnO1lIAGHSUwdBNtxzpea1YtC9tn+0uJZuwuQZS2Z9V9yJ4U+s8cAAAGAWgAbbMskosKogLvkI5h4plAZYx37kukAHjrb2LqPBgzUXcz7BHJT5IHiCkxjXeLbLFWK0a\/2GUvLuHXjIJIMkHWHaQ4EFXIaI53IjmdK34uu0YDAM2EDhL+KCgkbEkXxiaceoOyu4QQc13MkaHCUj0Q2cS\/lPElPvuirq\/K4autLS9YnJDoocqB5XCTY+OAMx7Z7BM158D3oSuHFpahwHOMpmkWpBuzNZtkhyejzdpZEwvIP+RRO+D7XdLpurGRGR1I0b2btHiiDkKc6DcYIw2ppVrzfvJEDXxUDi6AGXT5c6p4LWadKqtlz+oUF9w6qb1Jmh3TWBERwdsPXNptoG1VGog0YL1SE\/7vAw6FZYC5kert7VRvXpObf5ECSLAf9iAAPeAAA+d\/8Qs\/kV+ACMP4j34hVd02HLRVk00xhIqsGUNlaJKpehx+HAZaBg1ag48xmfB5xEbenQdi5i5gwOthOohrwaFaMfHnp8YX02ovLLgUSwu9\/kBX6Vu6oLOFOlfNxblEIXlfQvQMHLCsq7549Qtt0kS9D4z5wD6mi23e8SNd6Z++FINZaEnowZn+5bgTQaDh2i4eOzQxjsCX5nLLfOOVtLHYGdTW0M2VAktq9XVhtVahJcmetWmUcdBYn9i2NopuoUD0ZQ\/8NOB58OaVXAu3ZuvTOVhbdzQWmO+2sfJv1TO+gLQoSVH9pqL6q5S0PmjGefj5n48vx5Z6JYL2MAADwIM7OD000AAZD\/BnStyHUVYn21PYk6gFqLi5IzDKBq0sj6rspugDjlkXURt\/NtbvD5t7cO55wCImvfSKDwvRwK5boox4qEbavCL5ksSPCRwJ6FnYqXXclws5IDh0IDJuP8S78w155YZs9AH\/rxbMuNd0ocwvwXYOene5Map6Qy60Z5CXfgITu4RtUum9IlORRbxJ2iAVH1EkvY01OzA7RhIq8h2iqmmEzu+\/v7usdYewdNRGNbQuBcnjcVofdFMgnHqtyh0POZAWdDRuhSuS4rq9H4KQTBpQJwVpwj9F6GnlStlnf74dqlBUYw7H2u7AGP7m43anJMTH60wH1hBLZCq\/Qgc4+733gS5fuNKZClCdMJ0l8mi78hOrAURvvfOoSufHMdSmqRwB+NaUZVmDyNIcXWoz99xMGDRLAE4uWD9Bv2WF\/Vu3\/j15c24IwTFf8A8v87FGqwWsir3aegFikmcISjKu23E2xnUqdrzhuVskVClbifRXBN8WQ3wfaddTuBVO0arwT+Gg1YOpNgnPpwSUw\/JgVaq\/mg8AqGhptnNUI\/vtqK0TLQM+TCbn4fy5aoerN6eNEtJGKtZqiE5Hkr3sJsbIADkii0Iroq8plQ5xdvh0Vheymz\/mCTaSfSA9djSDS6y2ixmWBn4g+anabRtLh2QhBA93hNdKVwQ4R7qF+Yd4QAAu9P+ewAsdhpj6hWIy1YcwuWadEJ83A2VtLTIDFM8aZOV0IaRDlAmJOnwPbrm2Nz5lR+0Ci0j3Vqd0Rh6hXPySCgblDXquzA+ztxz\/vX4n0Tt9rCaxwA8wKPBC\/gH0tfP11Hr5v8LGXo\/ZY4mRU8tXjVPNeEo7mCko6Qb7vQUCnMrk98niTsAuTCr6H9I1++FPrIPHYNKxM0Yd2p\/5mFp2VWntiq1di+7wPEfuqWckCuUrpuT7NjcGxBagHFUSQdsjKu3988wLxfk6jbyW7W\/M3H7voAXx+\/3THIgM\/waaCEnLd72NRQD+SmOd2YnVTqK14iSm3eSGgjySuieHwslB3YCu524gvoNALCbGfg9Ed++VRp1kWJ4EWJDRqjGqoduVMtqLZwQLnrhZq+43z95VSUNKLfV0fAFEA1MpCDc2zW\/j4N\/17gMeQ6PMCWz1YLK4RLpM+Pn31obvw3lAmnAoltfgZAPBCNgmd1WX\/900Jo+ZEHzqd+6Q6qGmM9KkEG80NCPGa+3Udzj0ofWNiWxxrj0L1dMcYidPcIKLKIUS8Z\/ode9h7lFH+Em4gqXd5xmqITU3Cq3wpExID7qFGGnhd+uoOLPoPrrhEPaktjrI1RAD+VXufOVR9O05Zy8H8W6YVfUe21S2vxoLcGQPC1TVLIOGTIMLIALqbVK1FG0J7kuxEozft6I8NlJzno88l8dwW4akwopEUDab\/KdUhAIQBtNeg5scYzXaTjnXpcStWynBUeqVKo+Yqm6RBl5VMAn00fiw5qPQmBU8qAs0C82MMAlQJmiB6dQ5C4SQ9xEdViFMrwRJC9MYKKbu9l3GCZPJZZNlRoCu1fR8rsqp5+lUbjdYtAltPwPAzvKBPX0vNsBYmPFVb+bWRLWzkW0IH3WkikzCdhnjwmncqX34RVoN6WQmJ\/zEQ1PsLXn5ToFsOwem39Wl3fapanwNjU8K2CxKG7eTN53Z5i260Cr5tP3jBzYNs\/t6VdEDfX3fc\/Ik\/F58TLU5d7tivuk\/Ox1EGKKrkGUYZn3sQvaCUoxJxEiHpNa649sWbWeNnzl3AyEAG9YZwtpDgh4x0YUn+AWk2TsAGeHoa\/3IBjOAi\/FD1Weewwk4qWK1WI6Dw4mYOFUOyvyq3xnAkMQmIrYuGBoM5HAAvnbyYwJ\/enT+fy7TJLPlnXQSTbBcWS+ErvjxnTSrnCcBAY9pMiIgqNl8W2u7vS\/aNh1Dd+Fz9rV3EQuJvbvk+ZLqsM6ziJzRmsZWBEbawOH7r\/E9LQn+5hzeeWz2QaBc6Gw8U1z2iPFY3b44qKGcX+Zp6jaK+pTyUHlv1fKF315wUgKguYzYahry0H8SqOIXmvQvykimE6tGqcEV4g\/mOEiJXfDXcXk8N\/iGl34FLsz+SFz4HtKh5Q0sYdH5gs\/ZyZvfVIkxB8vhKrKokTCcnAuUFWUdRHYrN2TGE2FPamkms9G+IgYbLOifyU4pVvNfxwsaam8d8FmZMQu9aPKH+0+N9uDDdU+3+w0Vx0adUBGFnMxvAnujcWWIUPgxCXFEamNEgmU7fob9qj\/R1uDlHkBDXiasxAr+ROAlGmywEYcJQjVVrWuUF3+ACHOmAd6vEhT0Kjr7TIr7s2LQ44y+uT72r9tYPYomnO13lzPLzg3ajxM9OKdreLhF7bJD1cZ48dGJ0QtdKUBp0Ywwt2a4DUpRc\/4AVOhSiAARoIvEoHzoWisg\/m3GdCkQCArhW6EUijMCocworg+Gds\/PWGH0TKeUQ5elpIGnzn\/\/EHdElhl9\/AcFGxuIDW\/vIy2AAAAAAA=\" alt=\"corgibet\" border=\"0\" \/><\/p>\n<h2>Corgibet : comprendre le fonctionnement des tournois<\/h2>\n<p>La plateforme pr\u00e9sente un catalogue de plus de 6 000 jeux, dont plus de 4 000 machines \u00e0 sous provenant de plus de 80 d\u00e9veloppeurs annonc\u00e9s. Les tournois s\u2019int\u00e8grent dans cet univers avec les missions, les tirages, les prize drops et les campagnes de fournisseurs. Cette vari\u00e9t\u00e9 ne signifie pas que toutes les comp\u00e9titions utilisent la m\u00eame r\u00e8gle d\u2019acc\u00e8s.<\/p>\n<h3>Inscription gratuite, mise requise et conditions d\u2019\u00e9ligibilit\u00e9<\/h3>\n<p>Une inscription peut \u00eatre gratuite au sens strict : aucun droit d\u2019entr\u00e9e s\u00e9par\u00e9 n\u2019est alors factur\u00e9 pour rejoindre le classement. Cela ne veut pas dire que la participation ne co\u00fbte rien. Une promotion peut exiger des mises sur des jeux pr\u00e9cis, un d\u00e9p\u00f4t minimum ou un nombre d\u00e9fini de tours. La page active du tournoi doit donc \u00eatre consult\u00e9e avant toute action.<\/p>\n<p>Les r\u00e8gles de bonus ajoutent une autre nuance. Les fonds d\u00e9pos\u00e9s doivent \u00eatre jou\u00e9s au moins trois fois avant un retrait, tandis qu\u2019un bonus de bienvenue fonctionne g\u00e9n\u00e9ralement avec une condition de mise de 40 fois le bonus. Une <em>mise requise<\/em> li\u00e9e \u00e0 une promotion ne doit pas \u00eatre confondue avec des frais d\u2019entr\u00e9e.<\/p>\n<table>\n<thead>\n<tr>\n<th>\u00c9l\u00e9ment v\u00e9rifi\u00e9<\/th>\n<th>D\u00e9tail publi\u00e9<\/th>\n<\/tr>\n<\/thead>\n<tbody>\n<tr>\n<td>Catalogue total<\/td>\n<td>Plus de 6 000 jeux annonc\u00e9s<\/td>\n<\/tr>\n<tr>\n<td>Machines \u00e0 sous<\/td>\n<td>Plus de 4 000 titres annonc\u00e9s<\/td>\n<\/tr>\n<tr>\n<td>D\u00e9veloppeurs<\/td>\n<td>Plus de 80 d\u00e9veloppeurs certifi\u00e9s annonc\u00e9s<\/td>\n<\/tr>\n<tr>\n<td>Campagnes visibles<\/td>\n<td>14 cartes sur le tableau fran\u00e7ais contr\u00f4l\u00e9<\/td>\n<\/tr>\n<tr>\n<td>Prix de tournois cit\u00e9s<\/td>\n<td>12 000 000 \u20ac pour Spinoleague 2026<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<h3>Ce que les pages promotionnelles permettent r\u00e9ellement d\u2019affirmer<\/h3>\n<p>Le tableau promotionnel mentionne notamment Spinoleague 2026, avec une cagnotte annonc\u00e9e de 12 millions d\u2019euros, ainsi que des campagnes de drops et de gains. Ces montants correspondent \u00e0 des enveloppes ou \u00e0 des op\u00e9rations promotionnelles, pas \u00e0 un prix garanti pour chaque participant. La m\u00e9thode de classement, les jeux admissibles et la p\u00e9riode doivent \u00eatre lus dans les conditions de la campagne concern\u00e9e.<\/p>\n<p>Une promotion peut aussi \u00eatre temporaire. Les cartes visibles le 11 septembre 2026 ne doivent pas \u00eatre trait\u00e9es comme une garantie permanente. Pour comparer une participation payante avec une inscription gratuite, il faut regarder quatre points : le droit d\u2019entr\u00e9e, la mise minimale, les jeux \u00e9ligibles et la r\u00e8gle de calcul des points.<\/p>\n<h2>Comment \u00e9valuer une participation payante ou gratuite sur Corgibet<\/h2>\n<p>La bonne comparaison ne consiste pas seulement \u00e0 rechercher le mot \u00ab gratuit \u00bb. Il faut distinguer l\u2019acc\u00e8s au tournoi, le co\u00fbt des mises et les conditions de retrait. Cette m\u00e9thode \u00e9vite de prendre une campagne \u00e0 gros lot pour un gain assur\u00e9 ou de confondre un bonus avec de l\u2019argent imm\u00e9diatement disponible.<\/p>\n<h3>Les contr\u00f4les \u00e0 effectuer avant de rejoindre un tournoi<\/h3>\n<p>Avant de d\u00e9poser, v\u00e9rifiez la fiche active et notez les \u00e9l\u00e9ments essentiels. Une comp\u00e9tition peut compter les gains par rapport aux mises, limiter les jeux autoris\u00e9s ou exclure les paris encaiss\u00e9s. Les r\u00e8gles sportives pr\u00e9voient par exemple des conditions pr\u00e9cises pour certaines promotions : au moins trois \u00e9v\u00e9nements et des cotes minimales peuvent \u00eatre exig\u00e9s.<\/p>\n<ul>\n<li>Confirmer si l\u2019inscription est gratuite ou soumise \u00e0 un droit d\u2019entr\u00e9e.<\/li>\n<li>V\u00e9rifier le d\u00e9p\u00f4t minimum et les mises comptabilis\u00e9es.<\/li>\n<li>Identifier la dur\u00e9e, le classement et la m\u00e9thode de calcul des points.<\/li>\n<li>Lire les plafonds de gain, les jeux exclus et les conditions de retrait.<\/li>\n<li>Contr\u00f4ler la disponibilit\u00e9 de l\u2019offre pour votre pays et votre compte.<\/li>\n<\/ul>\n<table>\n<thead>\n<tr>\n<th>R\u00e8gle financi\u00e8re<\/th>\n<th>Valeur publi\u00e9e<\/th>\n<th>Cons\u00e9quence pratique<\/th>\n<\/tr>\n<\/thead>\n<tbody>\n<tr>\n<td>D\u00e9p\u00f4t minimum g\u00e9n\u00e9ral<\/td>\n<td>20 \u20ac sur la page d\u2019accueil<\/td>\n<td>\u00c0 comparer avec la condition propre \u00e0 la promotion<\/td>\n<\/tr>\n<tr>\n<td>D\u00e9p\u00f4t qualifiant du bonus de bienvenue<\/td>\n<td>15 \u20ac selon les conditions du bonus<\/td>\n<td>Une diff\u00e9rence existe entre les deux pages<\/td>\n<\/tr>\n<tr>\n<td>Retrait minimum<\/td>\n<td>50 \u20ac ou \u00e9quivalent<\/td>\n<td>Le retrait n\u2019est pas automatique apr\u00e8s un gain<\/td>\n<\/tr>\n<tr>\n<td>Contr\u00f4le interne d\u2019un retrait<\/td>\n<td>Jusqu\u2019\u00e0 72 heures<\/td>\n<td>Le d\u00e9lai du moyen de paiement s\u2019ajoute ensuite<\/td>\n<\/tr>\n<tr>\n<td>Retrait bancaire apr\u00e8s validation<\/td>\n<td>Jusqu\u2019\u00e0 5 jours<\/td>\n<td>Le virement peut \u00eatre plus lent qu\u2019une crypto<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<p>La prudence est encore plus importante en France. Les conditions g\u00e9n\u00e9rales indiquent que la France et ses territoires d\u2019outre-mer ne sont pas accept\u00e9s pour les utilisateurs ou les paiements. Une interface en fran\u00e7ais ne prouve donc pas qu\u2019un r\u00e9sident fran\u00e7ais peut ouvrir un compte, d\u00e9poser ou participer l\u00e9galement. Cette restriction doit passer avant toute analyse de frais, de classement ou de bonus.<\/p>\n<h2>Conclusion : comparer le co\u00fbt r\u00e9el avant toute participation<\/h2>\n<p>Les tournois Corgibet ne suivent pas un mod\u00e8le unique. Certains peuvent proposer une inscription sans droit d\u2019entr\u00e9e, tout en demandant des mises pour produire un classement ; d\u2019autres peuvent r\u00e9server l\u2019acc\u00e8s \u00e0 une campagne, un jeu ou une condition de d\u00e9p\u00f4t. La fiche active reste la seule base utile pour conna\u00eetre les r\u00e8gles exactes. Pour un lecteur en France, la priorit\u00e9 est toutefois de v\u00e9rifier l\u2019\u00e9ligibilit\u00e9 : les conditions publi\u00e9es excluent actuellement les utilisateurs et les paiements depuis la France.<\/p>","protected":false},"excerpt":{"rendered":"<p>Les tournois Corgibet attirent par leurs r\u00e9compenses, leurs classements et leur dimension comp\u00e9titive, mais une question m\u00e9rite une r\u00e9ponse claire : faut-il payer pour participer ? Les informations publiques d\u00e9crivent des tournois de casino et des campagnes li\u00e9es \u00e0 certains fournisseurs, sans \u00e9tablir un tarif unique d\u2019entr\u00e9e. Avant d\u2019aller plus loin, www.fr-corgibet.fr peut servir de [&hellip;]<\/p>\n","protected":false},"author":36,"featured_media":0,"comment_status":"open","ping_status":"closed","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[1],"tags":[],"class_list":["post-7721","post","type-post","status-publish","format-standard","hentry","category-uncategorized"],"yoast_head":"<!-- This site is optimized with the Yoast SEO plugin v27.9 - https:\/\/yoast.com\/product\/yoast-seo-wordpress\/ -->\n<title>Corgibet et les frais d\u2019entr\u00e9e des tournois : participation payante ou inscription gratuite ? - A&amp;B AUTOSHOP<\/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:\/\/anbautoshop.com\/en\/corgibet-et-les-frais-dentree-des-tournois-participation-payante-ou-inscription-gratuite\/\" \/>\n<meta property=\"og:locale\" content=\"en_US\" \/>\n<meta property=\"og:type\" content=\"article\" \/>\n<meta property=\"og:title\" content=\"Corgibet et les frais d\u2019entr\u00e9e des tournois : participation payante ou inscription gratuite ? - A&amp;B AUTOSHOP\" \/>\n<meta property=\"og:description\" content=\"Les tournois Corgibet attirent par leurs r\u00e9compenses, leurs classements et leur dimension comp\u00e9titive, mais une question m\u00e9rite une r\u00e9ponse claire : faut-il payer pour participer ? 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