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"_text":"Payez 100x la mise totale pour déclencher la fonction SPINS GRATUITS STANDARD avec au hasard de 3 à 5 symboles SCATTER.",
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"_text":"De manière aléatoire, lorsque des symboles WILD PÊCHEUR sont présents à l'écran sans symbole ARGENT à la fin d'un spin gratuit, des symboles ARGENT peuvent apparaître à des emplacements au hasard.",
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"_text":"Obtenez 3, 4 ou 5 symboles SCATTER pour déclencher la fonction SPINS GRATUITS et recevoir respectivement 10, 15 ou 20 spins gratuits.",
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"_text":"Pendant la séquence de SPINS GRATUITS, chaque symbole WILD PÊCHEUR collecte également toutes les valeurs des symboles ARGENT à l’écran.",
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"anchorX":0,
"width":745,
"height":250,
"overflow":0
},
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"_text":"Le montant maximum d'un gain est limité à {0}x la mise. Si le gain total d'une SÉQUENCE DE SPINS GRATUITS atteint {1}x, la séquence prend immédiatement fin, le gain est accordé et tous les spins gratuits restants sont annulés",
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"anchorX":0,
"anchorY":0,
"width":893,
"height":300,
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"_text":"Tous les symboles paient de gauche à droite sur les lignes de paiement sélectionnées.\nTous les gains sont multipliés par la mise par ligne.",
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"width":1365,
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"_text":"De manière aléatoire, lorsque des symboles WILD PÊCHEUR sont présents à l’écran sans symbole ARGENT à la fin d'un spin gratuit, une pieuvre peut apparaître et transformer tous les symboles de l’écran à l’exception des symboles WILD PÊCHEUR en d’autres.",
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"height":550,
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"_text":"Tous les 4 symboles WILD PÊCHEUR récupérés redéclenchent la fonction et rapportent 10 spins gratuits supplémentaires.",
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"anchorY":0,
"width":1400,
"height":500,
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],
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"name":"Paytable_mobile/Paytable_portrait/Page4/Content/RealContent/FreeSpinsHolder1/RulesHolder/ExtraRulesHolder/RuleHolder2/Rule2",
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"_text":"Pendant la séquence de SPINS GRATUITS, chaque emplacement sur la grille de symboles est accompagné d'un multiplicateur commençant à x1. Chaque fois qu'un symbole ARGENT apparaît à un emplacement, le multiplicateur de cet emplacement est augmenté de x1.",
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],
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{
"name":"Paytable_mobile/Paytable_portrait/Page8/Content/RealContent/RTPHolder/AnteBetRTP/Label ",
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"_text":"Le joueur a la possibilité de sélectionner le multiplicateur de mise. En fonction de la mise sélectionnée, le jeu se comporte différemment. Les valeurs possibles sont :",
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],
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"_text":"Seul le gain le plus élevé sur chaque ligne est rémunéré.",
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},
"fileID":96271
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"fileID":96096
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"_text":"Il apparaît sur tous les rouleaux.",
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},
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"fileID":96097
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"_text":"Voici les symboles ARGENT. Lors de chaque spin, les symboles ARGENT prennent une valeur aléatoire pouvant être remportée pendant la fonction SPINS GRATUITS.",
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"_text":"Pendant le jeu de base, chaque fois que vous obtenez 2 symboles SCATTER sans qu'il y en ait un troisième, il y a une chance qu'un autre soit amené à l'écran par une fonction aléatoire :",
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],
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"fileID":96100
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"_text":"Tous les symboles payent de la gauche vers la droite sur des rouleaux adjacents à partir du rouleau le plus à gauche.",
"fontSize":50,
"width":1157,
"height":151,
"overflow":0
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"name":"Paytable_mobile/Paytable_portrait/Page4/Content/RealContent/FreeSpinsHolder1/RulesHolder/ListHolder1/LabelHolder2/Label2",
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"fileID":96101
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"_text":"- De manière aléatoire, une pieuvre peut également apparaître et transformer un symbole à l'écran en SCATTER.",
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"anchorY":0,
"width":1400,
"height":450,
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"_text":"MISE D’ANTE",
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"_text":"Les valeurs possibles sont : 0,2x, 0,5x, 1x, 2x, 3x, 4x, 5x, 10x, 15x, 20x ou 50x la mise totale.",
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"anchorY":0,
"width":1300,
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},
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],
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gIngjmCRYJQgloCbgJ4AoICjoKaAqGCsIK8gsuC2oLtAv6DFAMbgyaDMgNFg1CDWYNkg2yDc4N7g4WDjQOXg7YD0gPjBACEFQQphE2EW4RohHqEh4SNBKiEvITLBOiFBQUaBS+FQYVThV8FcwV9hY4FmQWpha8Fv4XRBdmF4gXmhesF74XyhfWF+IX7hf6GAYYEhgwGHIY1Bj8GTYZZBmaGbYZ8hpCGmoa0BsMG2wbzBvYG+Qb8BwAHBAcJhw2HEYcVhxmHHYchhyWHKYcthzGHNYc5hz2HQYdFh0mHTYdRh1WHWYdZh2QHaod1h4UHjgeah6sHr4fEB9SH2gffB+iH8Af3h/8IAggCCAmIDwgbCC0IMIg3CD2IRQhKiE+IUohYCFuIZghsCHcIhoiQCJyIrQixiMUI1YjfCOiI7QjyCPcJBokLCQ6JEwkYCRuJJokqCTUJP4lFCUUJSAlPiWQJaolxiXmJfwmEiYiJkgmbiasJsom6Cb+JwwnICcyJ0QnjieaJ5ontCe8J8gnyAAAeJzNfAl8o9V1773302Jb1i5Zu2zp02bJuyzLqyx7vEved3u8jZnx2OPZmMWGWWCGJTADCR0gLCGEtEBJGLYAWaFJSJrClOWVAK9pU5Im8JKmgRZelmmD5Xfu/SRZnjFJ+tpf3/OMJetb7nfuuef8z/+ce68QQS3rH6JXyAXEISXKj1oRQngGYXykGxHCzSGOO871uHi1SqQwB8I8F+Qqq4IVeXqdhHd6noiZTlzvs1kKCy023xv4N2sHvQUFXq/TiQhqwi/iJdauFLmiDoJpw2JOxEHbqEckQkgkFUklYriAU0sUhoCW4zkH/J7XbdPhQnghFxIJTOgvgvaM8LIX2rOgfNQebcnNIVlKlZyToizpboWEIDFH4EK8IMPZ2Ue6RZiQo6QHoXy7zQr3WMwmowGk1qrTP4r8AJYG9byUD7PfUJD9BqXsVy+Gj/gn1hvu8A34Tnn63MfO2E7f5h30Xeft8x1P3HjKdgo/dq77VfjpPtf9P+Cn+9w5BJ2pXv8eySa/RU5UiMpQfbSmzF/Im4x6XZYoB5MCDmQkcRCPwyDwtQjUIsZoCYnF3Awoe0Xck69W5+lVEoU1EC7B3pAdG0IlOFRZFQ4F9fBBCgf1dgIDINXzagXW6/IM2ghc4PGu1S7wrr3B3VPL401VEz4H3+OJTFbsnm8qLSmsbAqWBapLsFa1Q23B3ygY7OgakQwNEp16RKHlvqoraq5sn8hZJteJ3HanV5n4R4k3v8ClAnNAYlS0/hvOR95AMrARA+JRAN0Te9LUNxYtkmOJAmeJJVnQA4SzxXgxF8PYzsm4HA6hY90oO5vMSYXBsEQrL79chjnuSLdwUw5mt8DF9D7pHJJKj0t7xqMBt8tkVKtyczEq9LoC7kC+zcibeL1WZVAbcpW5SoVcKkYyLFMq8gLalHGCysSYx2KnXhesCFWKM44bkse+290b6+/q6STexOFxfEviVFNTK74u3hfrj/V09jU1tZA3jiwtrawsLR3JWasiF6J33nXXnXBocXV1celI152f/vSdiI55+fpvyI/Jm2CZARRCJ6Iaj1nCYVFIIeXEWI2JmIsL+uKlrKMSoaMYkzkOs+6Kxck/qZocl141g5IXpRxyPGpwFGAULC8IOAKgB6UsB+Xj/CzoP2b9lBoiOBxUYKmB9yqw0OswMyODU0JNhlkMx8wnWFEVxhUD8wMNTxkLZMvKSu+5Mz0lB7v3nuxtcZbtHnZXOPPD5SV9JaH22nC/jbzZ3xWdcD1a0FscOVTyyZindHEqPuX19Ae7hoe9bkeNI7/a4/Ql/trWUBpscJrAxAEL0HmGBaZoHkMYghkMMO1xai7p/ufTXk/tDiPf+g5shvvkSBtVgSLQDBw+gnvytERhDGihS0HBAfgS7GuPz7S1t7dOx9ux5uqfTk7/ZOXwj6fGfkTbsUM7qnQ7KYRDyXYwqIsXPChox1jVEZtubWtvnYl1YM1VPxqb+vHhlZ9MT/4U2vHgcpwgF5EC8dECea4sJzsLEEwEjixHnSAeWmFdUiAFoSMhDRukBqlX6g17wwYvbtM9r3z68NRg1+yVT6m+ricXnwvtVN5b8cgjFfcqd4aeg/bL0H6SQwbBzzxRHjyEiEdFGAFiUmCjNgKGICa9DL4YQmDALz0fAtwKBXHbd787AP/xzf0vvdR/gfbbs34NegkdRlnIGNVTqMGjSS1i1KtlnQ+DjfDUVl6Sl5m6FdaspcXQNVW1n6ik17jRj7AN18AY2aMWRG8dTY0ewr0Zg0exyX3xRxMTwrixmIJOQz+S+p6De4/jHpeTPTIjgrR4bdbCQqvNW5eKHPT+bHhZTdkLM5VuOH50k71kg2/j1cRvduIccoE6J8SIYvBDJfihHJlYLOM49mSGKWgObj6OelwuN09jGdYl/SKCQRoxcwMwAd4pIcrypdFjR0qXRq9eTdxU39UZiXR21eNdhx8c+85jhx4a/fbjt5w9c+vZs2eZrH3wchienossUWNOtpiDB8bRhshmFe2zg1eDtSqwEnvDQXx4kRC5VdNT9fIY/jt3xCY3KRtbHhB0VwJxTgFYa0HFUb8Chl6OARjACrg4AwzoCvSH45gvQPtet4/F5kIcCkeI0AOpl3VKr6MP1DuIIlHw1aoOVzRY3uOvCeyL7zpSMlRzA54c+Ea4P1ZUVe1ytrtCu0dr5mbDpwCXUQD0mAUy+FFjtN6NRWIXpoGbcEqQQAFjL47DOBCIYItIJBLPgWkyoErp2O1yuNx+ZqA0TNmxXlA2jWaCmgM4lNZ3Ulr84WDz8EjdsdmaHUXFC6WTfbOzTc2TA4114X6+0nuwa/8h4u4cUYhyRtsjc2GNftZgbI3UV4+2hMtCTmOnPUAfTpAOXgrJKygH/gpEfQos4gBIRSQuxiJQIxahBURDDoh7FPeY1JqkK7mpIzlCOKgOemGoePALLkgK5xcSz+LOxfkLIizKMuQ+/7P7779/CP99IvBC6aBV51cl3gd91YG+JGADdtQSbbIaCIfycoA9ZYO2uDiFcYj63CJoSTQD+mLUKuUSmFETnUaRCyHMju3SNIRv0hdTk9ahd0gjGJuXTn/ydPWc07VQGpvoH7W16MsteH/iPZW6En9j364Dp3TaOb25tbOpNUdsw+PT3wCWxHRD45SafB/kLEKRaB3Ih4CTQIQSQYSC82IRES+mxvFYtwTCUCriFOR7XPlFBUUur8stBXPTVkY4GDSDHkRTEGkwaXAgdQk2JEWm2GzH5epA/MigvlLjKWudqDRykry+xqmDJ/a0Hmz+bU1HY2Mg6iqI4LLIVXsGSkWi8Vx/145qV9mhxYOnWs6uxHobu1zVtsKeIPUNL3SC4rgEuaNOoE3U09J8lUtRPjgtUatF4HVB7Ag59PgUtiVuxv+UeIcsT8fXTiOGIhQrqJ9ZkQ9idlU0GOTzpBTKwVAoWoiE6JuEEBgpuw2j4oDNZ/epFMiKrRI2UtS2JVLKx9JwwuJsBG8KtCl4KcXg0rbGHTU9YX97oG654/BJX7O3sq12R31FtLW8tCn6fEtbS3t3nbKhibzhjddEB6z6UHtZ/WjZzsmyzkqNfbipOuYbLC+uCOfpaiqKyxPhsmhjRXnUJDG3oiQGypNjDN6bAzaYjSnnVGMxjtGggsVkMT20m/z20kEGjOSYGYL0EUJ9QmASQei2l3UPjkP/SgClYJSPDuqr1L6ylslKI5Hk9TRP7T+51HaAjnKksSjqym/E9zRctWewVCQezy3s2hF2lh/affB0y9nVeE8URtnu66kU7FTISXwQPwwMx5MSntyUk7hcThEzxI1oot4qsqTe8Y98DofP43QmTm/EGoLyIUa+zJ6lR9aoieIaR+bTj8Q9Ov3lD9KyqEnCwWaf0LrvlLzc2JOjVYn3bDznSYikntFhnuE6je0yspMa59MQIyoCxTjk1ssxkSXcgCd34OX9f1P93vj5u0GmSvQmkeB/ZrlTabQIUqUkBSAcR0apEmbEAL5c71ZpFFi8GH4r8euJEvw6vre//y8HBtBlMgBBrQiEQQixXlyGl0GAv0+4X7z7/Ph71X9D9ZK9/iF+CPzDDlGgIlpKUR+ERYTiBNXRtam4zpxENAfAdlwEmaLFXShWWGiQ3yocSRXEhnlphirPustdfnVNVWmP2xPYFdmxxxpyORy5o3qvneaVdu8H4XafrdBnDZSYNH0G+2xfoLHSbvZ4zLp7Msexev0RLgbY0Ii60bGoNg9nk/YswOBSLEZlGFgaUHArUHBPFsRTDOkiAkBGErFkJ0jOco0jQrYC6l3NBhbuokrgSPbix98gAiKuiHW6vW63x+d2u3JoTqlTEOozfCa9MEglugxvEaCREW89vYwBBqFeJfCQRixcw8XyAs3FgSqpRNsa7BsNzW8rHjfnYIfe5tV3XtO//57ee26rP1RStL9p9YsTtfs/O7/4Z9OJrHJ/ValIInfpyurMeGfJWEeg1OEoXRhu3lWrzPlrlZorzy8fKJ842bz9gd233WtRxzXGsYcOT91/pGnkgccbwv3RVU5S0kF1ShV7K8RSKVKjomhhLo2gcQQ2B1F0N+jpSDfNumkcRUitgsukQEwlClPA4XVIeRzMxiXESzlIkFjjiV/GD2DlAaxI/AOnVIiydJKOt159lbyyFsS/lhWVKfPb1C8hRmvIJIyjCjick8ZTCeAVjkMOmYVpfFpg3IcGVRgvkYiBPwhgNmvUGJmdZofNYsxTmzQmpRypsCp7IyUSsmbeodYmKYiNJIMrLrvp1m0Rf6vvpsPr6KdDjfHBPdeNtLaDGH07GgdlYqmntXpuD2Qmb1WFQqWvjb3fUh1sBH+qB6wdZ1wtHK00AkczZRMhpHJxGj82EJaZ1XEC4T5Px0K9BVvEVLQkimYagmAwJRjftmf1wJUlw0X+0bp9t3X03r2vaiHg4/vJyu3XXnNOrZhSKScf2r/88JRBP6Ey0fGiuvs86C4bxoviJtCMZC1ngy863A6nwH8lAaymNielulAHC8jn/+rpF/9h7wNjB69bXRqFQLX87FdAA585+olr1n7J8IMmDh9A+zJUGPXAWAFtEC1kPEUsTj1lI0UpxGqgLcI//EFiHz6X+DusS/wSe8iF7S9P/iKz3WyaV9F20eZ2002qKLQE+VSLF/ZAaz+grUFb/7SdyUjH5CyMST6qi1YrASVVMC42YDhgqCIR5QtiEWJWlOLSYETJEK91u928kFg51Jv9lzqkhNIZOlYhHt+MSc1K/MEnRh8+Wrdc4nVPVqzcVLE8Gqgz3YWvTdyn1X7n/IGHJgy6CZXxjmv6j7VlS15AKR2SW5gOHVE79BS4KV4QsyoIrZFt0h1kDQ41rw7Ca5Dcspx4dHkZDy/jtsTXwRb/FvtYjgcvday9gqiNZqQ0H826JAnRsySEpghqL8QGqdqA6xL/PDyM9UNDEROxmCMR89q7YEN4/en1evRXzP98UTeNOxxjDwjTd7STej01Y3luloT6lwiM2JBiqoBuIKxOQsxehcqlMxVZlvd+VyqZEEl0laXk62uxg7vTOqD5nYLKrMjiiAhYSZwSuCPdWFCCXq1laY2D56RMBRHciIOYrJ74RdvysrnS/O3jiX/BnbUJsJvEn9sb7D9OvJi20Y+gbXGymsmYPpndYIdiJE6yQ6pY/cwyLocE8vYp4V4uDPcaaP6tlxGqRSH9BKVyqQzUgAxqrdogodJxPIAKlU8L/+Cd0j+ew5/+W0gXyI57XxF9/95FoJCit8mMfluPJ7EXHvUd0rBWhe9xxprz1v40rY8vwHM1yBY1gxVcqgyDOi+pDMwD4aTPw0GAVrCKL1yXuEtEJDtO492songFafItVCWuh+e8oI92FuBrAReoT7wJebGSVk8/Li92ezLy4hQQpSJSMjN+s+uOfQfv6Oi84+C+27vWfrB08MrdC1deuYR37X9o+/aH9+97cDsg0rV33HHttefOJfEoyGxTRzkEtXYC1i7BFI7EAoSzYZHnYqRS5OrkOjBgCS3lpfMgBQZw4tUG6DMTA3tvuTZ0fKl7+VtDTZNTfeTCwZ31u5uoGUwmfhfpiDay/o6w/upQAc0BIXxzNFPA6EZw9o0UOl2WcHuadBRZaLZq4IHZfrwC5ucfveMmsUy8pRau/bLry5/HlykCpbB5P7N5A0UmiGdikEmg4wus4JcMaiAtDWgqJUZatdKgMgiFJqTAiqwNpUi1PMczvehTern5usIo/+Lx88eXvz08MRgH1ezaHY6VKhLfwY7EjwAh/3djJFpF1VCx/hv8b4CRhagkGrCA2VilELLg8RC3MoAxI6EvcrOg4d6clpZgbwlh+UAmQhrsBP/bmdXaBZdvubqjw9FWE+ovuXZ37Xyxs3C4uC5ib66qHy769syyVrNLY6sudRR7DLqqvtqxKwy6cXVepd9R7MozhmICXspBb27Qm5TWV6huWDU0IygkPUMN2buex73LbxHjW2TvFPXncbD7m+FedereI5kWr3VqeaFTAtRT6KLdAq+6OXJi9qZblx+f6N/zUddK65+s4JcTNU/NDuDvMZnogC6wmg9geBbLQzmIVpllqlyUK6AM5nguqAWtADJoycJHB363/x65USIxyu8R6laJqGuE50fc+Jus7SzAoAeh7QLkjbqsWimts8Qp/GTgAVxYgAqMarOaghB9AuVZRJr5qPQf3IPPHTopVeYSnKOUHj/0jf2LMo1YrMtdWT6WqxOLtbJFKgf+mrE+JJNVRsyJLpBpIjDj9uzw4ocTY755p2s2gB8G2QACyUw61mSJt8BtjUaTHBAZ5rVc0IKDHJk59uWvHnrv7dVHvnDobexPvIUP4VFAb3XiEZTWZzu0m0UzMAlHyzRxgpPYDb6g0ag5YJVYG+TA5Lkgdj1x+P097x+hzpuIJf4Zq/HXaDuQCRAL4xHAT6RgKrRuRuJow2g2eJBGrUnVzYQqgYNYElK8L/FZ/G7iHF7pJgVT3Ws/ZvJ1r++gQQJsUMgQ4f98mp6QtBGKAaP0FJvL33nn9On7ud39a7V/dD1Ti3m8F8t2Jn6TLGfCfab1HWgt/Vx27Xy6Mzj9XANEnhD8mk6deuedbvK9/o/uFvTqxFJiJq9Bvud9SnJFS9QqpoVbhoQ3MIM9mlkteUqCWmC4tDByzjeqfzn+2L1Yil9MVOOJxMOsvfXE+k78zPrDIEcBa++ymrKa8QzakBh0ip9JdOEvf6ZJqOWTaUjJErS2ze615IhS8RXhG5g6EJyU6akyaAtaOzHoeTDs0J/lujyqdmNDWEESeeFKba6mulaTI9Q68PvEDVHNAzmfwgRpiRFzIgmke6kZF6CTkDdIOGB8dE5FilkZQSLBc0TAWZrobXUJnKTXpYj7eNRks2LEO6wemydPp1bKsoFHAotPJRhqPp3yQf62kfhqU6leA8aunTtjehHf3dI5e/zU9qrywjhcP9+7vb3CFxkk7vGZxO2xosLeoYEREWevKzequ3WWxA9FoTK/p62tVIgjg4Bp1eQi0iMHWhX6mAMEA7gYBJK4JfWBwIdx4TSN9yusmJeqoojFQveP0+4XXHY6OdmUCo/jUaUhz27Ncxgcap3Lw6p/ECgzSn6Q7UopB3JKbDgZLZ8XYXFeb2RuZXWusTsvS9ezdKanvq4/2kyaHPUqZ8ktZ87eWpzfTC4m3pqczpqav2L6m4LNVsKYXoAxNdGciqZSeTLCEYNQAE/WTU8yR2YlOsBxjHQapRxogwmbaE4lvoS2byRYuOjATc2Hu4p7zQXWRuu5jrbiVputJeeGT11xvE6bOyJTfWv7rE61HVJZQuUgJqZnJzqd1HM2FmMNKyZbUh84UVrPNhBvJa24k93CLB4nIUxKS9RxyXnow9Hujak+uGY8ajDkYQS6dhqcapVSAYmiHuuzUp1igTZYghtwUDA3LzUrZmrQSZwL2t7R0GOUEMnSoEZs6HH3RBsGmpqbc0DbnyxxyKv0F9ayOvjS0dFR1fTOxcnJHYJN0b7KQOd5yIa2RaMy0HousAJC+QnlKQsbUm6qwRkNtHxtsBltKkW2FPwhD+clOYoNO4RcKSOvNYBHgPTYu3R14tNkMFbZHygcqOld2dawt7OmVZKAPMZ93cHawTGtdkyjiRybmDy5baCrpbGX2oUKXm4jayDj9qiSVvWVUiIGV0fM1T2gfwtK1jRXWCYlngFVryYjiIXhNs1XFy87Nx7N1rjdqRk1Sqr4UDiT1dgg8Zi4YWlycmaYr9VZ1IWG3hvwhUQVvlDhcC6M5kr7xdmLPNOjCmzGDblnEbpfMAoN8DtQi0giB1PJhWxKBLZDD+LNB5M25AQkEqM5wO0kTgmFte4UK7uazg97QO7VbuHKNKBdfiFAFp0k9roLihxFFpNKkQO5IZ0mFiDLEAzTXC1V36WGVLVR4jWkChPUvrB8T604d+TYybq5wpEjzR0EiywDoV2HDh1v3Latqau1jbj729fePnRUpZ7yx1o0cr/M7739utN3jV0xPb2jf7tuYYL59iAYmwd8Ko9yG46WNOMg9EqalJ1MkV81cDMPZeQZQEOzK2roNPt5XkSk5tHgzM7F/YORpSVSbC5X+X3TC4nP476T89shG7hI7Zpm+39Jfs7WLRRH/YzQUtBY6aYJ92oy+aDrCjJXEUguWUVggCfebHS5jGae71kiP7c6Cmy2Aof1lbV3iYX6z/r31lXJ57BKkApGVQmjypgH69gKrTKsssHZQacXrqYpj9Gg0+Ra5BaXUyLMZqfhlNvg2CyfjvNm4fkV5oBSVaDL9y91k0cdVibJRzdIxcNiMV9OZtc+E5tM6bkQVKChK28U8hxOxMI+9QwQZrWbpLSsMYo20Bzya8gqvHRZSfA5EeZkXuVDx37wsxNfiiwu4uO66jxlueqpnyVe/qDyeape4TmI/s0l5+dXUqyc0YAgHSgYnPS13C7wDQc6Kpi6zMgMwA5gE7OwT5Lkp6Qv5InYRIxUksVR00iVGi1RM5j7anfybBbJPAkIipHNQpf6qJXyXAZKDuzYCNJpG0rbkoHZF30lT0xuX9rZEVncFa9ZGlJKjCNlJ7xZ5u3EPb0bLKv/xPhg4m1427E98a/E0uH3jRb7M+zajbRomon+rIp1zULfRTjl21pm5iIxyTB0S9QgWAY9JcYZZ8ajaozAJoU+aLFWcnkfmOz4iukrmBuAxObJpKx9J9NCJvG9BOS7ZF785Ob8352qCwp4XXVZ8lty5kjnwaabjnYdbEocao3FWttisRasuPFc84nxG/+k6fjE5K5dk9vn55M8RQU8xb0pfmqAmmSneAp84IQPqfiZETBPbhCQ7hTsORD12U2h6JJrfk/83JhT5e3YhpO6oxFJn+oinqVsJdJtkHKipRGl2NDtiUVwfV9zNErct5y9+VPF+Zpy7Q85WYezbHR0TDW1c3l0bBfKwH3a1xQnUwHEcymuAB+I8CHNyVIc7OQG9WLofTXHOBkhqxlU4bJLUpyM9jPJycSZ8M2IAuA7z9FyZZohPMFxEkNvZHblqrlIj1EkH1m6OR7Fkf7mpiaZtkTDl1KiUObs+OjXuH5kVDM7DxxhHqVsHN8NfdSgXUn/pbMiShFQMtpF+MSlPiX7qGHoBwQpRSrpIOaxQUwjceoE9AcjMHYZjJgGa8TCiBmkwixy2tSnFI5cmdnqaw8sDSlE5gHi5si81BcLJd4hltkArcmXA3/8Gsj5+2obJ/9TtY2vHV6o6XfyM8X1IR3ott1zcKp8tJDnuzxlFcaaiop29929g2rVlNriKdDY8nX6wpritphO06/U2y1aq1Wn9dUKOtWArLvIHciIotEGBWAF2AgABnBdEFXE3UBDBVsysNpNDX5jzYBep9WoVawGa8RGWitzZ1At4C+A5Xqai8KY6/VFKk2NragrEOt1N917byAulfRlyexdzdhf5rvyqv7E3xb5BXl6ACd4iGlaFH+WowuPkkmUVgwDS1j8QjuSiT4gV+oofGbltB2pfEEOh7QIYrhLKFBs5EbpGgvhh5Vi8/bgzBV79g5GiWXt3Xa/d3oXnks8cWLHJFan6wIKkEdO6ywShqn06asZc/1yJDcJ1Vyh9BFktQ/u5ZcPHJDlcSKRMefAgVcgs//L/G6TqceO69beFfoqA4OwEitkjtC2TS3i0lUcGlqEMGYxq82sLghZKJ9RXwlGCCuwkORfHI+/maVWAP1UqLP6jt653CbTwgeZXDJyeEiikBERyVFKO/bcdRVWmFsaVKpIiznxK5DqX/wzNnV1jQbziX8AW9KqqqM2rAYRwRmg72rou4widraE4y7rvUajUbPwzQUN4SBHQzf/6leuuvba1a98a/XmM6tYi7NeeCFxMfHeq68KfcaAU0po00z5l1krhuHUMJ4itMvoiYCkbt7ESgvaTKVmruFpxPjKA3IwDLFevnTlz2xzPSaXPKdAXVKtyoOOvco35ZvbXLh87b6ecTE3REShgFAL4eHlKyDDx9RoVn9/jQZ/JbGM8xK/w8cS/4qN2/CNA7HEadaucX0HniYXIIMpihbmQWuYzlTTuUM6bQv/d6bSgyOiHotarxbW2IppNgX4GIrQ96og+BDksFJ9Hs1kDXh64YrG+vrGhSvKqvftC5ffjzt77qzwj+DC8k/3dA1ib+ltV2gk2vnbSz10duQX61rcQH6b5EOM9mF8NU7yITpB8IvBQfLbj6y0NgPy7k7JC/hOK9TCzNeiMEmxMzVteAT3gLRqC5PXwOQMhzxUajoWLOPWs8wb8EsQMyV0DAT8k3ktCHgOBBxMCu+nsgvrAbCZyPCfIwOqZzWZcimoTQtATuIajLskmOuks/1knPoiAMJiMvcjXH9q+QWt1LDZaok0xLAymfVRLMVyd1meNWIs77DVlrjL9Db2Zx2uVebyxrFQro6+j1blMr7gQyH8a/xjJAGXzno2NwuwryKgFVZQNmL25jsfP3s2fv6Nx2Nnz8Yex+rX/I8+GnhNLrzRNrzQxq8ubQML6y/pyjt4w796jN792JtCW1j0WuDRR/3QCHtbXxfmIrnHNB6QCKmlaBtaQU+grKcwfvKJJ0MBhLa45iB69Q9ecxgNXHaNUL9KwDUtCKkkaBuwCXoc+AStgcDxNjguRVeiZ5LHaZ5Or+8Qrl9AWxyn8vzFltcf3sauX38dZGtgx08Lx78otCPgPz0+xtrZhgTfysVvoidYfXbz+llhCak2tYT0idQSUvLN0DVVNTexNaQm/ABu4IaBeZZFiy9Zzwj+yVH/pBXV0aTfc6g3jy5plEPccGyxpFGihGy8IfHDgx6v0mm2lJkC9o6SaKymuuM5/EBkv6vEpbfaDLoqc35jdVl3aBuVQY/vxm0ggw91R7s8kJDTNY1g3SI1oJ8KZBKzVXp0YniRuiAEYjB1OD6erDgR3E9rfzaL2ajXKnKRD/uk8lSWKCxw3EQeLl3e+GhLl9/pLx0ed0ftjm0FpUW7qkPBQpfVWmHx5YNkkXJPUCbKrvTWdihUHRqtyxFtcFuBKmhCeVZ0Sf00WXuVICLM8ibLp3pdqvaKIVQBoJFwEGcrqyLGNqXHlXuc/EpTW63J1VaG82h7YshZX2dxuoK151UrJBwt9rDZXqBxN7Di7jhlSjvoDQN5vJNW4ekTDLS7QtmALpsOB6V2/HpHtzPP5LA5ynz+ljxn8MaKakmjRG0wmsSDJdmFbP0efgCtwbjn0vgjy5FwqQIwwqOUCyeryMnpE05uCGjVGQtn14Y4nG2UlRd+gosnhjBnrNBk5WW5Q/Mp/dwO+lGjQtYfuzxbxCWnJxC5QWAt4IlIrdenqt1YKDFjr0TQF86TF5drOs01lqqqDm1pEas3hzS5qhJL2JnUHK2DN8FL9I9ZnxxNjI3iR9Lrk7PBF6a5XpQDWmfekFqbCqiPudFNK1Spj3G41ygsUJXTyhRb6a1NLlBly2rwdMPYt14YabiTYLFN1nUY//vERC22JN4b14eMueWqfYLtOPBduBP0bkfN0UYbmDe2qohQo6DrUyE8wu8CXYrAYQg/wIK48SRX5kg/NGFHdpfbxaulciBDel6aWfrdvEY1jMu/nCWzqZsnR4ccrQZzizkQLC/Jcyk8ai7eNEdErdG2Hrk8ptK6Cl3eLE73OjzWCnqJg3wS5I96hXWdbNRuvHR+IT1dITcCt6czflzPF/4elz0MDSy0ViduQWwEjNDfHvB3I3KhclQTrXLnayRsbScwOwgKYBeLdFk96yX1bw73m00YFflNLrNLLqOkWrLh3yn3Tu2h2Ly2U5oq8FNPeKZm0G/3lA23xvqLC2xOb5Pbls9bzI4Cvz3f5fa4C3luuCrsLlOpK/3Vrc3V/kq1ttjjKjdHLAZjfq4s32SwfFXhhjscZgufCzajhb4MQl/o+sTyaAmdhYN8ZlHMdkWNp9eqEtRPJ9HVyly9XJ+sY9EepLJB6IG3IlQp5IFf6u2LD/YOxIe7utxOJ77ryJ6lw4f2LB2N3XlHV6yri8VjiplD3BCyQFTtirbTZE8EOJgDNiqsaaZ0HFBSSpfWgNEAmRSPJ7eoiLn+5GSJ1+bVa5VyYcFTlqBSYc0w3jSBQNe/pUuOoMgPlbzM7Ag3mDmRotJb1znU1j6tLR/J8Rb5Cp0BDzck4lqyPU0+nb092jIwu6N0vMP/Q7/BWecv5H1Mfg3I38eNpOTXYE4sg5HPSa3JpnIjKjfoU3w53G/Ib9Ar5dnSDPn1bIVfasXLFiVTkP9827SmbGQbb8nJ14XrzUSkKPdGOoc6HAGXx1vs40ZmdpROdgSkrSKJr9mrs3dEm4aa/T6+sNDormaxGOIs+TVZU3lQJ4vFnXhn+rg/43g847gz43jvxnHuk+njXqEdeh95KX3+xi3O99Lz6RqfJV3jW92yxmdhbWnXfwss81mtFF2NUGIWZT+FyFcTs4zu0PNeeFvD5+H8odR5nHmeLkBqYPfv3/K8fv0ibmPnD2x5ns6zTuMn4PzRLZ/vAPk62fNXPrb9IfwMnD+25f0QiiEHo/evbnm/EdrvYfJdlTrPZZ7XQPt9+Mtw/viW7WuxHg+S7wv6Wz8pnF8/uaE/bKfzwYL+hPM487wJ24HXfV/Q3xbn9TgPt7HzB7Y8nw33T5NXBP1t8XwHyNfJnr/yse0PkdcF/W1xvxXaj7P7V7e83wjt9zD5rkqd5zLPa6D9PvKGoL9L279k/w/6L9ngk7m/B/2Rm3gy9/Cg/7ptOZv25aD/5o01m/fVoIzNMnwotVvm8s0yv3+vDPpv2eeC/h/sVNm8VwV9zDaUS/egoP/vdpNcup8E/TduCOl0hZMbQjL3E6I/sHkwc88jChuSmekL0mRmeliW3Ny4eY8J+k9tItm8hx798ZvkL6t7oP9EvQP9R+ocm/Z2oozdmwR9av1DbEz3BbqSuVnjCdMJ056MviRyNu3BOIj/J36A/IDtW0FauJf+u9m4YrzSeNQI54iwoZ9dy7P9/KtsPz+6bPc9v7EzvxHz0vuu+oT1mlsL+guucfQ5rrrJcuo2R7/zmoK+Nes1lvPxW+KPwA+8nT9//uItLAcQ09oHZ4P26dyvCXpbChJlkGHInXhtmhDjLWnyy7Hujr5YbxfmRxMnxlStrc78fPx3se7O3nhPV19LCw8flbPDI9PTI8OzeGbtHB7fs1gZClUlPjs3NDIzMzI0F19cqgRPBX2DbtDPmW6YZqhWBI3AuX3rx/EUZ6SjKBb2+if3NaP1zo6OzqmW9ra262c/PHHq/en594+feG8n3NMP90SFewzpzcsUPQZa6C5oet/18788cc17V8x+ePLa96epb7TjAuIg/0Rry1q2JzmY2qJ846EvKZ/TL+v+QvH04enBLjz4GflC6LnnQgvyzwS/8Ai9tw1NEQ0ppD6I2X5jPdt7jMlzzw0+//wgNtHX5wTsK1m/Gf0NcIBMH7wglZcae5Um6TFZ1VXV9aepTirQv2M/HmM6gdYqLl7EY9P/QX8PrV+HPwd6gDbomOLG2cRvZjnjR3vAxiBe4rUUH9hYFkTR1ZsKN3T0tUevLNk1dPRw6cJQS21tS0t1dQ4QgQfHvv04UIKJm289e+aMsN0XnheDlyW2BhI5KB2QMDagpkuMDc5Y1V+N4Wfcsw6TtaH1s2tVcH0xXP8rgQs04o9hAnpH8RfLWly1pUVdfH3hYtvswZLeiqvxtkTN8FcrB3pKK6o9+W1ABSbC87OVp0QsF3ZB3z4QuIDhDxAA/QZX+F/h2UDRfPFYfPt4Q/1gb6SqorugyrO3bengSMvoeM1KDoT/PFN7fX3NUFu4NOQwdNr9cz0dY3IuZ4yyAwGzYFyJlnEBPXABgQdQY2jAoOAQIwO4I/EtHFman9/NcaIsk+yp+0YoE9h+38X77fFWja5Ck/g3ps9a6Mf/Bn3mp/ohbMrJJAJBIS7+Mjjt0EearV39nzNHdUAFptaRWlWZ37ir/hM5Wt0OpV7W0nlDtsiGx2a+LpKUTbcePCXIS9c7J1IxTCysRtqSE3g38QFcsG25UeXrONinrVC7ipuHy/OIRNtZu33f6u7Qtto6X53DVpPTcnZPihHICrvmqnlgBAdOj3f1NkIIAz5QkeYDbF8C8AGBDvD4bOI+/GbiV1eSPTM9a9eDBZcm12XTnDWYtNhUySG4iRxwEZw2X2E7k5chBtbtW+mvKdtWM1NVPV3dGfa0FtUubPPXV5eVVNf5o9HOaHVdfc6uiY7tVvtwtCbu8cRrmwYsQApK68fK8JPamvLisrLiYGXiUw0VZU0FlraKsgamwxKQ7d9TOjR8DAcA0ThtepMbFe5roDq+BFSn5yS6zpqpvau7tu2JqnydB7Cv3mGrDYSaa3NEogkgU3NhPkmm9jBWgOeBT/l6gl290U5hHAcAF36YjtkZmM1l/H2XzZfalMne8V1OT2FBQaHHmZh0en0FBT4v/X6aUsAooS3d5ra0KcRKNWSSKkpMgFxZGS29kwIxJGBjO2BjIx1bLdvUqW/DLyc+j2ewrfoX41+8bxye14a+QjT4tWRsTG5gopdVst/XBg8NXNpWcndmG55O/Cm96IH7vjj+i+q3BF0ARuKXkvszEV2u9rHbLaUZnfuGq8zuVgcrPDGXu3CufGqvsZQvcOZ6kl19w1jV7jP5AgWFlRZ1f17+7LC/MWS3uN0W5U/SusPoDMSeccBcqYDb1PnPvHbw4GucsW9N1CfoJATXJHFZC7gcmsEyCstXsJwKztk5Nb0/tXa578CBV1+tJL/uA+BOzk1lEQ9bu4yENck8Vtf8cPxzD06Q1xI1mWuSd+DPsjXJSAoaJfhzibmJFqGNMDxnEWSwgQzJBW6b5/f0ydm/cH10atxXtrxc5hufitbjI/7gM90teBDbSr+0Uy/R7nqy1EYGcUv3l4IBaPddaDec6puaf3dgQOgZSsbl64VnYmFWThrKnLPjU3N2+PqGxqmJwtLl5dLCianGBmz3B5+mDyW20id36iT6nU+V2ofgmU+zZ3ag3xElPkMjmZb5WsZMG12rwKbgOsq7tAW+fFdhnrXeUCb87TNY6k14KCRSyOl823hILJerZOx7WQbxO+gicBLA87TVfyBVlJp6FVYp+YEsdDJc94lkPuNGb4PctRt88e3t26kdbvt93PdxgfsK3vg6vgjc1+FIcV+O4jL5Wfp7c9D/5VfXhIbm+hqeNOXLllVB9+2f7CvZN7R8rK+tILhr1FPOO6pKivrLQi21NYNW8uZgV+M4/wV7T3Hzlf5P9XjLF6e6pn38QKhreMDndtY48mvdzsLES/aGsoqI28xwG+zLRF5l7HzTF85422Jzra2tLbOxNqy7+t3J6XePHv7J1Ng/wj02uEcp3HPJl8soW+OzcFPbXLwV6676x7Gpnxw++u70ZHJNAv1+mTX2/TJoiy+PUXzp8PRA19yVTyq/rqNfHrNLkfHlMUKMWT+BLqCrIC6jMJ0DolNAF7KtBerubLozfR8/POzyjY/RKXhh3NB1l3KsbT6rrbDQZvXVpUcKo+z1BF4lL9Oxz/zalZfXKqCTaRv4A7lUuuXUe2YulXoWQXbog7AfP29zW9pUj5q9NtqAzXsq2+pQ9eboNm26f5Z20jsxRtfj5gBGPpzGyD92R/qtfIXbr6oNlXW7Pf4FuiO90u1wyocMKUP+16oOb36hzxIoNWv6DfaZ/kBjlc3i9Zi1d6U6QnOzKvzB1nmd91Gamj36xvmus2e7zgt5nf9VufCGLr33krzug8c7z57tfPzN851nznSex+LX/Oe/yG6mb3S/FH4VPQX+CDaQ1thTVFHCtxOQb/LDI7x3fMwF10bxi+gx5ruILmKJ7tW10q9fYvEFzuG9ye9vY2dTV5xPXpXMXeLrs7gUzACuEguhQI1Lf/rTUz0D3L4BYMDCPpZZ9JFwjSEkAL7p1KmfPjBALgx8dE7I1wIZ3zGWytcu+yovocJw6Zd5pY5+N9Yf7+vsixFP8uu8IEHj2/Bpdri3q4d9vOQrvSLdXbHuu+96K/WlXp2xGHz+dArztsqRgXvjZ9H3wE/lKRmpPVHLKo53R+s9bqfDRi4ONkaG7SFD0OXw0Npl8h6NBP384/H0/wB7o/v4eJydks1q20AUhc/ITko3WZWuSpld3FJJthITE3eTBqpFiB2KCZSubFmWJlE07mgUyLv0Gbos3XbVZ+lb9EgeXBJKoNUw6LuXM/dn7gDYw1cIbL5P+O5Y4Ll459jDE6Ecd7Avfjju4qW373gHr70vjnfxoiOoFN2ntL61pxoWeCOeOfawJz467mAiPjvu4q345XgHM++9412MvJ84hcYadzBQyJDDQiJCnzsizehJ+Z9QZbklLqjUuKI3abUnqPnP6TOoaPfaGJYxKxwj5MoYuVHUWCDgKY0beksXccVdkir6CsxJirbPU4Y5UlyTE1dfwaVovQJO9frOqCy3MupHkZzlqZxoq+WF0VdpYuVJbXNtKtnLrV1Xx2GYKZvXiyDRN2FJ4UqXtgqLuVWln5k0vfYTxisKlTB43Hb6p+cz1m7aeppKfZyTlqykZieI9SbzWW1MWlr/PF2qmv4PFGWUNE0ZmmlWF3NCxEvoY4ADjJloyhW3pLcJH0vnP4wbBf3BwTieTuNxrJtC7tfhb/P+S1PyYZa/Nym3wS8pb+av2mnKe03K9j2sGKhuU+fthG37Vm6pCTDiPuQ+YhlDFjHkS+EYLlNTKV3KTYvS2tW8tjpXpZW920EwCg6DI3+4HC7cyP7r/h69tN+EcMGeeJy9VOdy20YY3JWLWCSSktx776ZJypYo99577zIIHklYB4BCkWWn+EXyAskL5BUyk1fJO8TAHSBSkjXj/AlmONj7bm/3vgJiAOr59zfU8L3nn+hHDGAVVmMN1mIQGWSRQx5DGEYBRZQwglGMYR3WYwM2YhM2Ywu2Yhu2Ywd2Yhd2Yw/2Yh/24wAO4hAO4wiO4hiOo4wTqKAaeY/jJE5hApOoYwqncQZncQ7ncQEXcQmXcQVXcQ3XcQM3cQu3cQd3cQ/38QAP8QiP8QRP8QzP8QIv8Qqv8QZv8Q7vMY0PMPA7/sDfEPgLH+FiFl14mMNX/MkBruJqruFaDjLDLHPMc4jDLLDIEkc4yjGu43pu4EZu4mZu4VZu43bu4E7u4m7u4V7u434e4EEe4mEe4VEe43GWeYIVVlnjOE/yFCc4yTqneJpneJbneJ4XeJGXeJlXeJXXeJ03eJO3eJt3eJf3eJ8P+JCP+JhP+JTP+Jwv+JKv+Jpv+Jbv+J7T/ECDDZpsUrDFNju0+JEzlLTp0GWXs/ToM2DIOX7iPD/zC3/iz/yFvw625eduZ2oyedeT91RGvauVSgqqCaiO53xp+J1yyzPMNDaRgskU1FOQKtVSpVqqVKtlWtOtsrTaRgSsFEgFctFWElNQR9OT9ewX4bnlpuPaGdcRGgSfdCQXdDyhY9mWG3oJsuYSnm/Na54v5oSjobDanUATHSsR1B5OaHvKQ4HYIwaJRwy1h0axh+LFHoqnPRTUHoqoPPR+1zBFWbqm1HYxUnYKxHYxSOwUTdlpFNspXmyneNpOQW2niMouRvmu8Cy3qQmma9tGCqWrj+XFvCkNW+HRdmhJKWw3kKKlpcYWQt6CfL4T9SR17eXTrzQ8G7qBaDakWhWjzBvC8622PjQU3coUjlYrKapvOW2pdQpdwxPOwg2KatlzHzb8IErKn9GpdmXoL02v/4KLKqAH+f8qfl+VC76wrd4yK4Wf3FrMhoau0lDbE0aUWlpA4QdWwi81om9vRvTaUmhE6142I8l+r0olwzcty7Q8M9QdKYZOM2qB6XpJleMjYkEw0zC0cVHFe0JFJRRYsqnPFVW7evv9A9Bf9r5hKBh21ATfcJr/vb/9Xf1+J1eu8uIa/uBwL81v2XguHu1lnVneikXTvsK3o//nauOVpfYr8L8BqOhV6gAAAQAB//8AD3icY2BkYGDgAWI9IGZiYGVQYbBlYGRwYYgFkikMuUCylqERKDMdCBkZnIAq+BjEGOQY1BhMgHwWBkZGKwyaiYGNgQvI8mBgZJqIwYOYyAAADeEIz3iclZPLaxNRFMZ/k8mkybRibO1Gahd1oXQlWRRxEUSKGAi2i+BCijh5NK1OJjKkBQVfCK50a+v7VR9g62vRlSvf9ZmF6/4Z4i6eObmW+ipIyHfOuffc75vvzB0swGXZGsUd3pMvkPVCr8ioF9YCxopBNcNE6Vjo0yhXpjOcq1bqIbPVsHKEOd9rBCw2JrxJ3hEXHlotjRYxkisrFvaq3FmVJ9Y49Teejv/sj5MqB/UaO8ZDr0TWn6x67PXrJZ99igXFA4qHFMeDqVqIr1zRZGxhtA13QrFDMaXoKiYVOxWhi00MMEiGnQyTp8AYZWFs6K5F0cTDJoYmTit/jJPcNCvPRTcp8ZWpv7ejNWTifDvGYiam9RmPE9U99JlnPvpbXVJn3X/02pL16U7bh6N7F7hoZjG1ZkeUneV8W6P17ZezQzojRyazUc4PsI0zwpVjhNMa85yS/hFxHpP8hGBOFXOSDYraDHe5wwNuM8slLnOFq1zjOjdkUreY4x73pTNu3tN6NkjVw2ZRLIrbtFT7RTNiecg8CzziMU94yjPDuvgP3he8lNm/5g1v5X4v8Z4PfOQTn/lCU1gTohi9s6TeOVecOWTZTT8H8dhCIL+t0redXqO+wNcV9Z/akU6ksKQ+muK7V504wpoS1k6Z2zpxlRZf3eKqX3Sy7FJvgbB3SfeMcDX1O7OlL1p15R+tWnp/0z8AMq6XpAAAeJy1Vk1vU0cUPfM+UvvF4DhxEoooQlUaQtWkKFAFSIhQBQhS+kVDv0jT2MEYmmCQFSGxAKm7/gDUFUKodI2yqLpggVh4nQViEbG0WGbBKqtKr+feeXZenGcaVPGOZt59M3dmzrljzx0YAAH+xj8ITp4+N43JQrVQxFSheq2C6WKlPIrZ+VvVRVy5VLo5iqVy6XoVd8rV0gJ+WywsVXB36UrhKh7A4zwIQxhaDRuvtcx/9puY7cRsF/5CqVrBPq2HtD6o9RGtJ+nosLj6NtHb0bedU2wPPjLIYw8GMcKWFPs+tG/zkb4d88J5aVvSz+076OP7lc5xA3+ig21v+5F1OwkXWcJBF2GQIxwqnWT7LOGiSPiYJzz2ZGj7fAeEfGXYKuONjnd1vMF72It3cILwMEd4OkuHzuKjQkj8OmkHrLMcmeOKs/SZ174/NBLnaPsc9f9U+gn6hI2nbFyNQ1zTVjXxCDS4p5S7ZW5ZGzxT1rup5Cv8SNW/cC9vsr7Lcp+7+oj4i31PUFP7EW3xEXgYC2s4Gq7hGMtEWOcqw5zlcwxx5mGMCrNwHTkWg3H6SOsEoyy/tSzH5ljepz3AvhN8z7E4SNPfehdpyfeaehmt5bsefQ/jZ/kH0A5YKtq2G2nuzwA+wH7yOEAWh3AYn2AMR3GMq0/iU5zGD+Q5w92bxyWUcBlOx+8SCe+pfw/vYtfmDeH6W55wndze6En2b8wtvQ2PcJUKt4zZzIKRo1/z67Etb+eJ1hlK7EtQlRivlXAtrLOutc5t2zbG0Gv5DciNRqNqOnK1GYWAJa9tdWu1cpQdZL3a0i6tKy0t9bgqq1jaYpxptbJOikLys03PTRrCx+S+Ei7rzsfGhzX21JAXXVYbI9CMb5tf8pwaifvbhvFqQlsUtWilmi0Ntknrbnu1ttzb+2/fu80cy3aPo6/a63zVox5XtDFyW2tZrhNat+zC5t9i1Hanaa1H4x2eeJIR0poR0poRcpoRujQj5Ng/wLNykMjwZNzPEUOEx3w/gh58THTyvyRn9iFiF8/Mw7THiJ04QnTo+RlgnOghVznHjxPdOEkYnCX68RlhmCO+Zn2ByOI7Yoeetz4uEnmeuzO0JUP1aYbq5Rl8mUzKhMEikdKclcZtop8sDqi2btXWrRm8VxVmVV+P6suqQl8VOry9yP3F6tlQ0hVT0qka0qohr3m/V5V4OEWkmCPORKoCTBE7VVsKX+BL1qLQxXnC4BvCxTRhNbv4ltihyjP4nnCpf4bx+onI6e2iV/X3q/4+6l7g2GuEq8q7qftXrmtwMJazB6hMctoI98pmtTGqES3jVHKc3E+R81myFHbnyeoCGUjkL3L1YjPXlXGVOXyBca5wHUdvPCCLvdH9UB4TFUcj33rTsHeMxr3CVY5iD+pMco80euuMz2N4Q3qoN1m5Kz38Fx8ObtV4nGNgYGBkAIL7104bguhHrH9PQunbAFU4CB8A') format('woff')}"
}
}
]}