A educação pública em alerta: reflexões sobre o projeto de lei de gestão compartilhada das escolas públicas municipais
Esse plano supunha o engendramento de uma escola verdadeiramente nacional, a partir do modelo republicano francês: escola pública, universal, única, gratuita, laica, obrigatória e para ambos os sexos.
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d2Qig/SreqIVkefjTb6f5mNzJ65yKnTw5dyDiAA+rtXcGFj/FimsqJyzgfU1Hs77svntsjN0TTZLCJhKVycYAOcVfuYFngeJicMMHFNa9tYvvToPxzVeTWrRejM30WrVkrEdSmug2iLja7Y9WqZNKtI/wDlgp+vNT2uoQ3chVA2QM8irEh2gn0p6BcrJBHH9xFX6DFPPHFc7Nq91NJI0cnlx7sKABn86bZBri7TzZHfJ5DOcUrhY33ljjHzuqj3IFQ/aoG+66t9Oam8m3i5CRL9F5o3A/dBx+VFwsejMKiYYqXcc4prCrIISKaRT2FNNMQw0w081GTSAQ00mlzTWNMBpqNhTyaYaQEZFNNPIppoAjOaSn4ppFMBpptOpDQBGRzTCKkNNYUARmmEc1IabikAwikIp5FNIoAYaQinkU0jigZEwppOBUh96aRxQAwGkb2oIxQT0pANAzSEZPFKeKVaAE2Ggpg5qSmnrQAzbUirxSgZpwFAyW3H3qsAc1Fbc7qsADNT1Acq5pduGpy04VQiRF4pDzSb+MUoNAABzUqimA1ItADh1paMUYpgJnmjrQRSigAApG608dKaQO9IDM1qXUYLHdpkKSz7h8relec6/qupXd4kN/H9mMY5QHj616tI8aDLMB9TXM634fs9bmSVZCky8blGQRTuFrnOeF9XhsILg3TusYdSvBr0WAh41cchgCK81k8LarJM0TJIkAbHmMOGx0xXoek299emKzt0RpVQDHsB154pOwWZeyAKQuo5JAq5N4V1ZbWSaRiAiliqsAcD6Vz1rEk2qQWsymJZHVWeY7ioJ69cUnK247F2S8gTrID9Oaja/XHyRSN+GP512p8KaPaxBZrlwxBOS6rn6DFcLqdm9xC0cMnG/gnjIqebWwWJEu55W2pHGD6F8n8hU09tqEUavNmJXGUPlkbh7Zrb8L6pp+iaWtvLbuZhks8ag5OfrT9c1xNWSJI4CixknLHJOaIttXegHPaPp8muapJZRySM0SlpHkfaoHHp161rz+D57edlzbbAM7jkk/nVLSrp9HvZbm1VRJKCH38g0+/1a4vJWluLggnsDtH5VXQZia09xb2RNrkSbgPlXNS29jBN4cEk8sr6i3OGcjHPp0q0rpJwp3Y9BVS/1GLT0UyKzb+AFqWrgmT2Qhit1iEOJh95wOtWR0rC/wCEhQcrAwHua2oX3wo/94ZohbZBJPqPPWijvSAHJqxHP3mP+EgBfbtVRye1XJNV0+D791EPYNmsnXbWW71VoYjgsoHNPs/DCxR/vhG7564qJNrZXLjFN6stHxLp5lWNXZiTjIXitVmUJvA7ZqgmjwRkfKM+wFaQUbdpHGMUoOT+JBJRWzOUfxFfTyOlrax/Kepaojd65N1kjj/3RmunTTrWIkxQopPJwKeYY06KBUyjNvRlRcEtUUNFF0LdzdymR93BIxxVPXdJuNQu4miC+WFw2Wrc8yNByyj8agN9bbwvmA5OKrRKzZPW6RgL4WhTBIQevGauQeH7SPBwTj2xWzOG8h/LxvK/LmsJfEQZ2hS3Zmj4Zi2ATU8kIq7L55y0Ru7Bs29sYqiukWUeSkC5Jyfes2TW7s5wsSD6ZqTTb26ub4LJIWXB4AwKPawegvZySuaSWkUQO2NR+FIZIkzulQeuWpmrxyvpkywBjIRgBTzXNQaTe+WA0LAnruNOTcVohRV92bkmp2cbYMwb6DNOtby1vHZIidwGeRispNBunPzFE/HNaWmaQbKYyvKGJGMAVMZTb1Q3GKW5ZmkW2t5JWBIQZwKxv+ElVlyluf8AgRreurZbm3lgLEBxgkdqyk8O2sYAZpG/HFXO9vdFG3Uz5PEdwfuRRr+tQJrd9JMi+aOWAwFHNb8eiWSf8sA3+8c1NHZRQzr5VtCExktjkGo5ZvdlNw6IsjdsGeuK4y8tbu51K4YRSkF+ODjFducetN4NaSV1YiLsclHpl4wA8gj6nFTpoVyxyzIv61020Cqj39pGxVriMEdRu6UcqC5WsNLFk5cuWYjHTAFXWUEEEdapPrVmpIEjN9FNVpNegB+WKVvqAKLpCLA0uzQ/LAg5z0p4to0+6iqPYVDZaol5MYxEykDPJzV9xwaAK+ymNjPWjT1l1CKWSRggWQooUdh9atHTYz955GP1x/Ki4jvMIejL+dNYelebyGaN3QSuNpI4Yiq7Xd4mdt1MP+BmsFi1ezR0fVn0Z6Wy1ERXnCa3qSMB9sl/Opv+Eg1VOl2x+oFX9Zj2I+ryO8Y9eKZmuH/4SfUxwZUP1Wj/AISzUV6rE3/AaaxEBOhM7U9aQ1xv/CY3a/et4m/EinjxnIRzZrn2aq9tAl0Z9jrTTTWRo+uHVWkHk7NmM85rXrRNNXRm01oxtNIFPpCKYEeKaRTyKQimIiIppqTFNIpARUhFOPWk5oAYRTcVKRTSKYEZFNNSEU0ikBHTTUhFMNAxhppHFOpCKAGYGKiPWpuhqMjmkAmM0uMUgyDTqAE5pQKSlFADgKXHegUtAye2Xlj7VYX71VoC3nbQOMcmrQBFSnqMf0oB9KTaTUix4HNMQCnYOakQBaXvTEMC81Ih60g+9TqYAZFXqwA9zURu4QcB8n0HNP0220smV7q6y27leuPaniSzi1BpEhZ7bPyLmp5h2IvOkKkx28jgd8cUtsLy7lWKGAb2IAGc8106+KbePTxbQ2LBtm3BIC9P1rAtL24sZleEp8rBsMuaHcNCze+HtXtLNrmWWJEXG4JyRk4puhaN/aN2Enncpgk888Vdm1fVdahe2WPejY3LDGfXI55rOkguNOlUSRyQyYyOxoYG/rXh3TLLTWmjTEykbdxzurK8NvY2l9I94AvykIWXcAc1f0/QrrUrcXEswRWJxuyxNZmt6c2lXBjDh8qGDYx/npTfcDZ1zW7K602S0tw0pkwN23AXBz3rndEujol89wkfmhkKlScdcdD+Fbejadpg0oX2oy79z7du4gLzjoOfeqniW3sYZkFgYwpjy3lvuGc0t9Q8ie58V3V1C8SRRxK4KnGS2DWDLDn5mTBPQkVXUyJEVjwrEYJNbd9qNlcadDbwWbJKgG6ZyNx456dazjOUpNONkvxDqc6b6HfsDEkHGT0rVewuI7RLiVAsb/d561npZxRyMwUEtnO7mrRmIiSJ5T5acqpPA+lT+95+nL+IPyM+/vXtpoLeFUDynG5zgDnFdrYeEVYeZeXZco2HWNgF6Z61zIhW5bKR+aVGflXdgUx5ViiaR5CIwMtzxVSjzPcC9r8dqt9NHpwVYwgC7WLDOPWsvw1FFprzy6jAJ5XA2E/Nj861NG0yfXbU3NmIxDuK7pG25I9ual1DRbjTk3TtGwDY+Qk1SV1qMkuNZSa3eGK0VAwxmufvdPgvdhmBOzpg4qpf311Hq1vZwlVSQqGYrkjJroNd063s9KeS1nd7kEADfnP4UXSGk2zIi0iyXH7kH6nNXVAVQo4A4Aqvpnnm1BuM+ZnvU5HOaat0E79RwoyDTVyRzTsY5qhGHL/yHyc/wjitoDisN2z4gI/2RW4OlIZgNrcrarJZiFQqE/NnninvqUh4D/kK0Tp1t57TeQnmseWxzT0t4o+Qij8KxnCcnpKyNYyglqrkGnyyyoxkz14zVDxHZ3VykC2wY4J3bTitvKgdQKY00XeRfzq0rRs2Q3d3SMCPTLsoobAwMcmrEOjPuDPKBg5wBWyCrLkHINUG1mySVoRLukU4YAdKz9jTWrNPazeiLrbRhD1IwKyo9BtIpHcKxLHJyae+txA/LGxqSz1MXcxj2FTjNVzwlpcnllHUemn2ydIV/EVMsKRnKKFPsKz9euri0sfMtztcsBnGawlu9RnRWaeYkj+HiiUlDoCUpHWsygYLD8TTdoYZBH4VyJtbyVslJWJ9c10OjWs8NqyzAglsgE0o1OZ7BKFluWJ7q3tADPKqA9Nx61SfXbBQSJC3+6ppuu6PNqLwmJlATOd1UB4cmPDTKPoKqTkvhQRinuWH8SW4JxFIR+VXNO1NNR8zZGU2Y6nrWdH4ZG4+ZOT6YFa+naZDp+7yySW6k1Mee+o5KNtCrrepSabbK8aBnZsDd0FYb+IL1hwY0+i11N7aW94uyeLeoOQKrro9ov3bZPxGaqak9mKPKtzlJdZvsbmunA9uKfZT3s97CxeZvmHJzjFdWLKJRgRIP+Aip0QJgAVHs31ZTkraIcQdnvXILpF8JpmMONzk5JHNdlmo9ylsZGfrWxmcr/Y92euwfjUq6DI3351HsBmukZRg5FZ0+p2VpKYnlAkHJRVJIqbDuMsNKjsXZw7OxGMmrzdKy28QWgOESZj/ALuP5mmprLTPtS1Ye7uBn+dO6Qi7GHt4jHE7KmSePekLSscmST/vo1ALi4LqPKjUE8/MSf5Ve25pKzCwzVYfJ1K4T0c1nSR5re8TR+Xrcv8AtANWOecV5tVctRo9Ck7wTMuVCD05FB5UH86uyxBxnHNVCu04NJO42iIpnmopAAasng1BNgNVpiZAVpu2pCpY07bxVXJNzwe5/tGaPsUzXZlK4jwk23Xdv96Miu9213UfgOKv8RAUphWrJWmlM9q2MSqRRtqVozSbKQyLbTGWrBXiomFAiuRzSEYqUjmmlc0ARkU0jipNtIRQBERTamI4phWgZERUZqYimFaAISPSkxxz1qQrzTSKAI8U1vlBNSbaaw4pAQA5NOJoI5pKAEpwNMJo3YoAlBp4qJXBqQMKQy1b4En4VZzzVOBh5n4Va3dKXUCQHBqUHIqtuy1WFA70wHrTjTV4NONMQ4Ck9aM0etAEWl2Ju551VlUBySzGujvfD9lZaQ1wb3dPtBVcjDH0xXN2VnPPLN5cTPlu3arVvZyT3BiVQpX7xPapRRoaRJo0MkbXpLNg7gyFhUuv32mXUcKWEKrsJ3MsezI9Kt3HhSO20yW5a6ZpEjL4CgDgZxWVo9rZT3EZvZ1VC3Ks+39aewi3pHiL+z4nT7GrBsYw+3p+FVtW1V9Xnjdolj2DCqDk/nWrrcGiw6f/AKE0Bn3DAjk3HHfPJqloeq2OnTs00T52YDKoPNPbQBlvrepWVqsSuVjGSu5B/UVTlubjU5XkYtK4XLE9hWnr+twatDHFBFIoRixZ8c8exrKs7z7IJFe2imSRduHyMVnV9pyv2dr+ewFcgqofjBzgg5zVZroYG5WAY4HuasyOJZpJdipv/hUYA+lQPEhUZA45Ge1QvauGtub8AHxneNwRlxwd2OtUle7luHTeIwCQNy8VfQ9SMn3pHbYC7j5QMmlGM3DlnLXuhoyLCfWJr1RdQqluM5Ixz6VY1Cwe5uY3GCijDKTjNEutWNvhpZTGp6FlPNWLPUba+z9nk34APQjiqiopct7gtCe5kdfIOlPJYOsflylMHfTHt1uLQwuxIYYJBrOm1jyrxoigCK21m7/lV+GVpLkwkhAOdzDrXPKdDDyu9GxaJmnpWpXWi2H2OzZBFuLAsuSCfemXV9c3sha4mL55x0H5Vj6zLdxWyfZN24tglRk4rodJOkrpNs15te5KDzN2Sc113toOxmlFZtxAJ9ajkeGI5kdFPucVpahJZyun2OMKoHOFxmuZ1bR5L+6SUSqqKuCCKbY0jQGoWinm4j/OpVdWXIOQeaw00AhC7TjAGRhaufvlt1G7ABC8ClG73CVkaO7A4FIzgLnNRxW6sMMzkematRWURGNvT3qmJHEatqD2GrySxqrNwMMavaVqt9qayM5WJVOBtH+NR6tawjxUUEa42KcYrfhiRIxtVQMdhWck2tHYuLSepUT7QJ0DSyH1FS6vFO+mTJBuMpX5dvWpzd2ycmePj/aFNk1O0A5lB+gNKK5Vqxt3eiOcsbC+8kCVJN2Tncaurps7HHA+prbDJNEHQ8HkGs19btUuntlSR5E6hVqJUYt3bLVWSVki/BGY0SM8gL1rHPh7/TprjzxiQ5AA6VM2ujnbbN+LCrNhqH2xnUxbNoz1zVc0Je7cm0o6lePRIgcvIxq3b2EFq5eNTu6ZJqjr2o3FhDEbbaGckHIzWQb3UpFBNzKM/wB1cUmoU+g1zzOsYK4wwBHvULxuskYjRNmTvz2HtXKmS/bjzLls/WultFZYLdpmZZCu3aT1qozUmTKLiSSMidWUfU0w39rEPmuYh/wIVzeoabe3GrzSeU7R5+U54xTf7CvG/wCWSj6mlKbT0Q1G61Z0TaxYAgfaUOfSrfDLkcg9DXMx+Hbhj80ka4/GunjUJGq56ACqjJvdCaS2Ma88Q21ncvAYpGdeuBxVN/FI/gtWx7tVm68PQ3F28zzPlzkgCmr4btf4nkP40pc19BpR6lJvFM5Hy20Y+pJra0m9kvrLzpVUNuI4quvh6xHVGP1atK3gitYRFCm1B2FEVK+oS5ehieJL+5tBbrbSGMuTuIFY0d9ezNh7mZhjsa7OWOGV13xq5HTcM4oESLjaigfSnJNvcSaRyOy5k4UTtn61a07T7v7dG7xOiKclmrpwoFBYKKLCG7TXOXuh3M2oSzqyAOeM9a6A3MS43SIv1YVG99ag83EX/fYqgOfXQJlcFp0+mKtw6UUdWMoOPatdHjlQOjBlPQg1WvLqDT7fzZchc4G0ZJJpWARbQAhiScVNgdzVB9WXdtFvPnHQgLj8zVGfxGsEhQ2chI/2xRpHQaTeqNvdcarcGa6uAqqNpkkoisYroslreRyyL/CeCfpTdYh3F5oP9QkzBgOxrKdvKukkg3I3B69D7V61DJqNSleTu31PExOeVqNbkjFKKt8y6lvK919nCHzM4IPaifTY1mMJvIPN/u5rWv3JBkVdt1JbAkd8965YqrDe27eBwB0/Gs8Jk9GUW5u+ptjs5q0pRUFur6i3MEltKY5RhqjWxmmHmEqidi5xmrkgd9Kikm5Ky7VY9SKh1TJvSD/qwg2AdAMVjRyqLxEqbeiN6+bShho1ox1ZFNaSQjhQy/3lORVOU4OK2dBwb17Xl4ZUJbI6Y71lSRhZG7gEiuTH4JYaa5Xozqy/HfWqfM1ZoueHHMWuWzdNxKk16Yq5Xkc15TDMYJ45V/gYGu/TUrjYrgrggHpU4XWLRpiWk0zYMftTCvtWYdXuB/Amaj/tmcHDRqa6eVnLzo02Apm2s7+2nzzCMfWkfW8DiHP40crHzo0StRMlUTrnrAfwNRnW07xN+dKzHzIvMlM2VR/tqI5/dtS/2xBj7r/lRZhdFsrTCtVv7Ytjnh8j2pDqtqe7D8KVh3ROaaar/wBp2pOC5/KkN9aMf9bj8KQXRORTSKhN3bdphSfa4P8Anqv50DJCKjIphuoTx5q/nSC4j7yr+dADyMVGwpWlTs6n8aaXX+8v50gGEU00pcdmH51Sv777JEHCb8n1oAsHrUTtWcNXZiB5Dc+9RSaqBIUMbZHXFAy3JudwpZwO2zrUciPHbyu7S7QOFDc/nWfJrSwfvHRtq+1WLDVrfVbhrbJPyFsY9KLsehnDVJbYk+dImemTTE1jUN/EkzD1BJroE0+AuXaFc9qsrbxgYAwKAujP03XrlHBuEmaMdWKdK6a313T5RzPtP+0CKwLyBUAC5AIOeetZpX3P50rCud4mpWTnC3MZPpuqwsquMqQa84YY7mtbw7diK4lEsrbRggU7AdmpNO6VnnVoFHG5voKa2rRsOEajUV0XrS8uoWmEU7KN3QVYFvdSQtOYptnVnCnH51naJqW2+nZoA6jBGT611EvieSTTHs1tkUOpUtuPQ+1JDMu2t7vUJkgiaWUngBm4GPrUuoaNeaaiPcqoVzgbWzzSWOr3Fi8bQLH8pOAw61JqOs3eqqkc/lgKchY1xz+ZoAsaV4em1KN2MqwquOq7if5VV1nTG0q7WDzhLuQMG27epI9fakSfVLKIsr3UMbYBbBAP41HFDfarOQiy3MuOSxzx9TR0sM3tG8O2d3Yi4uJ5GJYjCMABj8KxNctobXUHhtXLRKRyDkjjnmkvNLutNVDdQ+WHzj5gc4+lW9J0SfVdzB0jjTGS3J59BR0sBUkhtF0dDb3zC9L5ZWizgdMZ/Ws6eGSWBV3ZbIJJHWtzXNIOjrG3mCRXBwduMEf/AK6r6Jpr6reNAZBGqpvLgZ74xislTSm33DzFtpdJg0ma3+wO13NC0bysQQpOcFc9Ovp2rLhtBFZi2d2kULtyx5NCPMJbyOSPa9vK8QPZtpxkUy2g1C+t55Le7tIniQuVuDgt7KO9O6WqQW6kUuj2UuzzYvM29Nxqxa2VvaZ8iIJkAHFZ+kzam8sr6ioVMDYoUCor+2vppZjC7KD9w78YpJq3MkPc2GghZtxjUsTycdac7xwgF2VB2ycVjWdpfoE+0XBlCnPLHirmpWP9pJEFkCBDk5GaUJOV7qwLXc1YbS4uow8MEkiMMhgvBps1tJbtsljKEjODWrY+IGsNOgtY7UHykCbt3BxVG+vXv5xK6qpAwAK1Ay7G9j1C/NjahmlGckjAGOvNWtWgn0uzFxOEKlwpCtzyarWNnHp1293bblmbOTnPXrVq7lkvECXL+YoOcN0zUu49CMj93x6VFPHiJOP4x/OrAAIAqa6iAjT/AHx/OtIkSIYlwxq0rYFQn5c1A86rwXA/GnYVzmtSbf4uk56Iorf8vfbFQcErjNclqN9Fb+JJpZGyuAMqM9q17fxHbTp+4hmcDgnbis5NLc0imyLS9DmsjI0jRs7HIPWtFrOWT70gxnoBUlnffaiwMLJj1INU9R1s2V6lqkBkZgDndisnCEveNFKS0NSGHyolTrtHWs1NEijvJbkSPvkJyO3NQvrV0OkEQ+rGrFhqU93cbJEQDGflzRzwfuhyyWo9dHtxywJ/GrMFtFbZ8tAuetUtdu7m00/zLYnzCwGQucVgC+1V0BaefcRzhcUPkhrYFzT0OwdFcAMoOPUU3ylHGB+Vcko1GbnddN9SRXUW6uLOMSZDbRnJ5pxmpdBOLQ92iiGWZF+pxVeS8tlOWli+Xn7w4rC1TSb671RplXdEANuWqIaFdscFEX6miUmnohqN92bh1WxMgUXCFjwMVZcM0bbTtJHBx0rn4dAuFlRmkQAEHArpMAjBpxbe6E0kZUviHT4pWi3uXThtqd6rP4ntsHbHKfwxUT+GFaaST7URvYn7tM/4RmIdbhz+FJ819BpK2o9PFETOB9nfk4yWFb4IKhu5Gaw4PDtqOXeRsH6VtgAKF7DinHm6ilboc9qHiCe31CS2iSMKg5Zskk1QfxHfnoYh/wAAroZdHsZZmleHc7dTk0xdGsAc/Zk/GiSk9gXL1ObbX9RJz5yj6IK3tAvLi8t5GuG34bCnFWBYWsbkC2jxjstW41RFCogAHoMUoxknqwbXRFDX2mXS2MLOr5H3OtcwIbllG6OZj6nJrusAjmmmPNaMk4f7Fcv0t3P1WpE0i+fGLcj6kV2Ri4pANv1pAQWdubeziiOAVXnHrUGp2TXkCIpAKuG+bpxWgDxk0xnAoAoPFcS3TzymPDHIQZ4/GsS98NG8uGmku3UnsowBXT71YZBB+hppoau+YpTdrGfFdTW0pKncjH5lbkN9atvqdsHSWPToFkTkH3qSPSXe9lt5GEaxZMjnsKUvoMaiIJcOe8mf6Vpg6WOlBqk9DDGVcDCUXXtfoZL3VxPefaHc+ZnOfT2q4Lu0lcNPYqz92U4z+FF3bpEBJbt5kDdHx09qV4bWwgSS7LySyjIjQ4wKWFWNjVdODs+o8S8FKiqlWzj0M/Ubx7pljCKkcfCoo4FEEyCDyrmLzV/hOcMv0NaEdnYamdln5kdxtLFHOQfpUVtp6GOSW6k8mGM7Scck+gpunjaNf+8wjVwdbDt6ciIzdw28TJZQGMuuGdjk4rP8oY56VtCDTJ12W1w6yk/KJVwDWNdmRJWhIwy8GscdDFKSeINcFPDOFsO1YqzEH5VHFdrpr+dplu/fYK41IiXUt0z0rsNEYPpqqB9xivFGDerQ8WvdTLDJULJ8wq6y+xqFl5HB616B5xUMdRsnFXWX2NRMvHQ0AVWjqNo6uECmECkO5QEXX60hjxVzaOR70woKQ7lPZ8xphSrZUBz9KYyClYdyky/vF+hpStSyKBIn40ED1FKw7lcr86ilK09tu9eRSkD1pDuVyvzj6UFakYDeORQQPUUDICvWmsDUxA3daYR70hlZshepqrOSYyMmrrjg1UnA2Gk9hrcfGPmT6iq04xfSirka/Mn1FVbpcajKKkozdT/49HzWr4csoIrpZUYs7RkHjis7UU3WcnBOBnAq94buhJdxR/IuVIC5yelNJtMOZLRnSRhsc1JtpUHGDUmBUgZ1/wAbPcNWSx4ra1JcCP6N/KsZhTAhc1LpZ/0mX8Khen6a4W7lznoO1NCZvKOKlA4qusnojn8KmDMf4G/GqJNbw8tr9un+0SFV4zgVrGSyS8bezNBn5QBkkVz+jB31GdNuCwXFdrZ+EGuYGmlvFj9tmf61k1qaLYnbX9FTRnt4LU+c0RT/AFQHOOpNY2m6omnzJK1sZCHDZ3Yqva6eJ5mWScRgdDnGa39Y0XR7HSXlhuiZxt25lBzyOwpXHYj1fxUNSsHtksygYg7y+cYOemKqaPrs2n7mjijkBG3nIqHRIbA3kf8AaEqiPJyrEgdOMmtTXRo32aJdMMPmhvm8vPTHf8cUXvqHkU9W1yfVVjWaONFQkgJnv9aq2uqXlnG62900at1AxWhoV/plhOxvEJYpgMY93OaPEeoWepSQ/ZUKhFILFMZz/n9ae+oeRQm1K51JR9plaXaMDPao4/Mtz5iM8eQRuUkZHcZrOngkeFYkfyjkZcd66Ce9gn0ax0+GB1+zphmbHJxzj6nms05OTujSUYKKaepkpcRyNsVh0qSBEltTPEyPEr+WSGBwcZxjr0qzpL2+lTM8tml3kYXzGxt/Qg1VeGA6lc3scSxNO2Si9F9hU/vObpb8SCq11D5/lAMW3BOmBk+9aN9YiwuEtjMk1yQWkhhy7RKADlsdByOaz5LCCQvuQkP94Z61JZ2UNlM01srRSMpRmVjllPUH1FU+e+gFea8Ed9DahOZCBu9MnHTvXdxeDLdR895MT/sqB/PNcdJbD7QkjJ+8TlWxyPpV2bW9UwS9/MF9Q2P5VovMGUtadtNS5EH7xom2gkfrV3w5bxajpf2m+kAkLkBVO3AFUY0lnO9VeRSfvAEg/jU5haMgMhUnsRipsBp6hbWUFvm3bL5x9/Ncbq8d/LfbYDKIgnG1sDNa8V5BPe/YonDT5+4BRqif2fAst2WjiZtvHJJpMaOds9N1X7VG8kjBFYFv3vOK6R40coJXkbLDq5pyQxqgdF4xkGoZpP3sf++KuEbETY54YASBH+tR7Yh0jX8qez8VC71pYi5yt1ZJf+I7hGO1Rj7tb1tottbDEZfB5OTWbZAv4huj7itjW72TTrRJIkVmZtvzdKxnFPc2hJrYtW8MVvuCZyfWop9PtrqcTyRBpVGAc1ybeLb/AHFVt0LD0U1Pp3iDVLrUoIpICsbvhjsPSs1KPwpGjjLc6cafbcHygamihihOUjVT7CodWeeDTJntt3mgfLgZNcTJf+IPMKobhh67KbSj0Ery6nfnDduKa21FLbc47AVwG/xNL0W5/lXc6Ss/9m263OfPCDfuPOacXfoKS5RyEoC0zqpPIUnoKDcwgcyp/wB9CuV1zRtUuryeWFGIL/Kd/GKyl8M6zJwxA+slDbT0Q0l3O8W4hdgqSoW9Awp0jpBG0sjBVHUntXL6D4avbHU0ubmRCqg8Biea6XULX7ZYywKwUuMAmmrvcT3M99c01eTdp+FQnxJpinm5H5ViXPg2aSYublOmMBaI/BGQA13j1wlS+a4/dOjsdWs9SkeO2k3sgyeKsXkyWto8zjKoOcdaoaF4fj0dpXWVpGcAcjGK0r+1S8tHgZiobuKtLTUnqcvN4ytImKeTLkduKhPjWLGUtnPrk1bk8H2DOzM0jMeSScUReFNOUfNCx/4Eam0ivdItP8WNe6hDbfZggkOCxbpXTMTjNZlnoen2kyyRW6iRejE5IrU44qkn1JbV9DidX8TX9rcOkYjxuKgFfSmaf4h1C5iZpJApBwAq11c2lWUkjSG2iLE5JIp0dhbxfdgjU+yik4u47qxzbarfP/y3l/AV0WjPPLY+ZOzsxPG7qBVtYol6Io/CpQRjimoktlXUpnt9OnlT76qcfWuQGrX7RgNcyE/XFdywDKQQCD2NV2tYT0jQf8BFNoEzhjc3crnMkx/4Eap6jHeyRgRJcMw9Aa9DNsikYVcfSnlVVe1Kw7nOeFLa7htpTcxvGrEFQ45966Erz1pDIoHFMMwoSsI0TcJez6hGp2G6XahPqKw2sJkZrdrdhMoJzzzirJR1YAgqavw6teQgASBtowCy5xXRgc49hFwqo48wyZYmUZwdrKxAts9n4edbkFHlkDRqetUtSs5L2KK8h/eBVCOi9VxU1/dS3Um+Zy7fyqok8kDExyMp9jUwzi2Jdbl0ZpPKFLCLDuWq6lzS4dt4jJZtFtO7zWJAUf1pdQVb+zkW3+Zop2kZR3HqKqS395dcSzMUHbpmolMisCjFT6itKmdJ1ozjHRGdLJuWhKlKWrI1MsjJFbwDzBwTtyc/0p+rBDfYXBIQBj6mrMuqXax+Wso9yAMmsuVjvJ6k9TWWY5lDFQUYKxpluWSwbblK5C5xxXS+Fju0+XPaQ1zLc810vhLmxnGOkv8ASuPB/wAQ7cX/AAzcIqNhyPrU5FRv0r1TyyJlqMrVhhUZFAFcLkUhSpscU0igCuE+dqRo6mwN5+lBApDKbR/vB701o6ssB5i/jSMtIChJH8ycd6DGPQVPMvKf7wpStFh3KEkYDIcD71KYx6Cppl+5/vCnlaVh3KLRjevApDGPQVZdPmH1prLSsO5TMY39B0prRj0FWWX5x9KYy0rDuU2QYPFVrhAIm47VoMODVK64T60mtCk9R0acp9RVW8Q/2lKK0Y14T8KrXqf8TOT6VBZmXbtBayyIBnaRz71naGyWGqwTyFtoyDj3rU1JP9Bl+lZUa4ZD6YpXaHZN6noUQY53ADn5fcVMFojQFEfGTtGKl200TcztRUbEz2z/ACrDfHrW7fxK7lWycp/jWC1tGH3becYpFEL9al0sf6dJ/uimsoHGKdpmF1GTJ6oKpCZvqKeKaGXHH8qeGHHX8qqxFy3o8TvfzkKTlQBitlzNG/lnzAf7uax9GupItSmEbFSEDDIrXMs003nFmeTrkDpWTWpqti/B4e1C7tGuFSNUGeGbk4/CsOOxN1cgKMkYJ5wPxrSTWtUjj8tLxwhz8uB/hUAhv4AZDFLGh6sVIHtzUSipblRm47D7q3a1u3hb5lXAWQDhuM8VY0fTv7Rv0jLeWjEqW78DNVIkuLq4VMtLI3ygDn8KlutPu7Pa9xFJECflJ4ppPqJM0vEehRaNZxTwzvIzyhSHwBjBOePpWVpoguXd72fyYhGzDb1BHSm4nucIgeXHPJ/xqKa3aCdo5lCyKASp6jND8gRR0bUZ78SmaAxhcbcrjNdf4OhivZrn7VGjlVBVXHTn0rnoJd88MMcTs0zhEwOpNa2oaZdaVIgmZcOuQyE496UVZb3G3cu+IDZi9ENrBGnl/edD94+mPas/w9Z29zqkg1KYpEoJUM+0Mc9M/Sm6PaTa1PIlvhQgyzucD2oubC6tZbkSKuIGVXZXB+904zn9KSX8zuI1L7Q9HhknuodUcYQmO2WQMN36k1h6fCv/AAkEE1zzZqQT8x/l9cVSm1AxzMnls23rzRZ6kNSv2t9ORrhYoTLPJjYIgOCCD1/Cn7q0DY9Km1HRmcTSyQs6jAYoScflXnWvWgvZJVtWCRGUsob+7nikvb82+xQoct2Jxiuxl8LWsUHnXF5KsapliFGFPcn2qrJgjB0bVF0zS4rN4GZkzkqeOtMvb/7bIhWPYFz1OaqXqiDzPKcSADKt68VW8OO+pyTC6YIqKCu0YpaAJY6elnqhvkcs5JO0jjmrmqINZt1huRtRW3DZwc1oTWVvFCxSRi3bJrndWu7u2aNbfoQcnbmjSw9TTcCK2OOirgZrJkuAZoiWGN/rWbZ6xqk15HFPH+5ZsN+6xxWnM6eZHhV+96VpB3WhnPRjmuEJ+8PzqNpk/vVISp7D8qTNXYi5maT8+uXbD+9XR3HllAJFDDsCM1ws630mr3X2NpQd+DsNX7eLVREVnMzEHq7Vz1JcvQ6Kcb9TfgsbaJ/N2fMx4rQjiUHKgVm6NBcgubknYQNu496b4htryW2i+xeZkP8AMI2wcURd1ewSVna5r4OSSahMY35zXMNaalIinbKMDH3qlsLK/S7id94RWy25u1R7Vt25S/Z2V7nR7FGfQjmkV40AzIvHHWoL6GS5sZ4oTiRlIXnHNcxFoGoIgVwu7v8APmrm3FaK5MUm9WdY15bYOZo8f7wpIvLlUOjKy+oNcoNAujkfIPxro9ItGsrARSMrHJPFTCUpPVWHKKS0Y64vra0fbNMiMegY1D/a9l/z3SqOsaNLfX32hJE24Aw1Z7+Hrls5mjUDtTk5J6IIpPdms+saezhftC5JrRXlQ2RjGa5K30EXM7xi6TdGRuwM11mFSPyy4wq4Jog5P4kKSS2MqbxHp0TsnmsxHB2rVY+JbItuHmY/3agm8LqWZvtQwTkDbVf/AIRtc/8AHwePRaUnO+g0o9WXk8SWbOEAl3McfdrTDFmGelYMXh+FJUczuSpzjAraMgzx2qoc32iZW6GPc+JI4Lh4xasdjEZzUP8AwlTZ4tfzap7rSbBnknkMuSdxANcjeavaWF8Ea0Mlu2dvz4Y1MlO+hS5bXZ0beKZev2Zf++jWzp18b6zWdk2E5GAa5SDUvDzoGmhmi4yRIx/SrUfi3SreMRW0MxiXpgD+ppwUr+8KTj0N7VNQawsvORA7bgACayT4kuMcJGPwzVe58V6RPD5c8cpXrgp0P51JZT6HqGBAYy390nBqmTdAfEF4WzvXHptpD4gvezqP+A1qx6ZY5/1CmrA0uxXkW6GlZj0LVtK01rG7jllBNZHiS6ubWyQwuyZJyyn9K2AwVAqjAHAApJUSQbJEDjr8wyKoSPNk1XVTu33k444G6oTfas/JuJ/++8V6KbODdnyIx7BRR9kiHSBP++RUcrKvHsXJpVZI1XcQi43N1NVWkycCoPNZulKAw5z1615lWcqs3Oe7O6nCNOChHZCnnkmosDdkmkcnB5NMzmpSKJt6gVG8mBkUxULtilnASLB69qdgISSwJJpm0nmnqNydKZJIFGBxVCI3GOK6bwpGPsMpPeQ1yxYt0rq/Cx22MikYIc8Gu3BfxDkxf8M2yi+9RPGu01KzConb5TXqHliFRimFRT85UU0mmIiUDnjvQVHpQp+dx9KU0ARFF80cdqCi+lKx/eL+NKaQyB0XenHenGJfSiTqv+8KkNAFWWJSBx3FDRL6VLKPlpSKQXKc8S7M47igxJ/dpb2VILZ5JGCooySe1ctc+ObWObbDbySrn73TNJ2W5Su9jpJIl+XjvSNCn90VW0zVrfV7bzYDgg/Mh6rWgwoDVFJol3r8o701o1HarLj51+tMZaLBcpNGNzcVSvEVYxx3rTYfM30qhfYFuWHJBqWtCk9SaNfkU1DfJ/xNX/3atRMpjTBB4Hem3ig6s3+7WZoZGpxZ0+b/AHaxFIKbh2HpXT6on/EunGP4DT/7OsU8KCaWNUmaL5Gzgk0crY7tG4k8cYghIbc6AjC8dPWnthSTmqOquX8NrNDcCIpGriQdiB0rzm71e/uyDNcyuR0GcfypbAlfY9MulRlD/wAXTPtg1iMua42C61a2kWZDLsz0Lda7KCQXNsky/wAQ6ehoTT2KcXHcrunNLpi/8TJuP4B/OpXWjTQBqpz/AM8/61SWpDehvBOKcq8U8bcdaeNuBzWljK4mn5XVJDtz8gz9M12Np4iis4GVLJdpPJ3f/WrkLIg6qUBIJTkgZ4rWlhWLIgkLx8ZbHPvWEviN47FZdQaG/doolkLZO1ugrYu/E9zqFibWW2iiTj5gSTxUMVzoNjZyyXKGV1Gdzg1zEPiLRJ5lRr5UVs8dxUl2drnRWOqNZTLLDGjlW3c1NquvXGqKizokaochVzWTJavJNHew30UcXQ20QyCuODnHU9TVq2+yB/MussAwO3qCKewivJI8sYhileLBBDxnB/OpGZppjLO/mSlQrOepA6VLf3ttPOq2lqkNuqku+MEn0xWJqk1uNOmja6NvMQSkmTUOy1KSbdjatpGsbqKeJgTEdyg9Kuajr02sJE0kKoEyNq+/X+VeOXGuajLcPb21zKU+794ktVzS9U1TS7qN5pWaHd88bnPFJz5Voi/ZtnfyWcTLhQ2M5ADEc0yKGK2kaVLc+a33juySKq6dbXH9pzXpmzaSplFLZxV+KxS8vhHc3Mlvbu3MyHlR7UoWaUuXUyJJLeKQ+ZsySOTTYLC0ilzHEqueuOpruLS50PTNFe1gullTa2d/LOT68Vxlu4i1yzuHOYo5FZvYBga1st2gLMumPIoLWrOB0JU086rqJtzFLdyhcFSm/t0rvBrGnkAi8iwf9quC8SlL68vGtGG1/unpk45NMDPDxdN+AO2ajBVZm5+THWqkWmwNpL292jLMsokjkQ5xUvibWo7fRHniQeYmAoI79Ki7Y7E7XMcOS0ioPVmxSpf27g7Z4z6kMOK8j+03mrXOHlZ5GPJJ6VKbW5sboSJOePvAjg0nNJ2LVKTV0euSOptXKkEY6jvWRK+JI/8Ae/pU1pi30VULZGzdkdMHmuL1fxcI7jyrMD92cGQjOT7VtF2V2YSTb0Ox80ZpyvmvOT4l1UjcJlI6/cFaVh42BZUuoAD/ABOp7euKpTRLg0dPo+Tq14cZ/eVs3r2cU224uFR2GQpbBrF8NTxXdxcXELBo3bINXtV0ldSvBcrdINqhSuM1nPa6NIdmSPcWLeWTeDCHIUMQD9avQ3kN0jCGdXx12npXPnQWVjmcH8KnsbNdN86487cpTJGO1YxlNvVG0owtozVmnjt0/eyqgPdqzpdWsYpAWv4l9i1ea67r1zqd4/lyMkAYhFB5PvVGPSLqYCSViifqa0k0tyYxctj2OLU7SQZW6Ri3THerRY8tu+UDJrynRmGn6pBE8zCFnGdxzivTfttvMjxZwpUjdShJyCceV2KZ1zTtxxOSehIU1LHr+nKuDM2f901kNo1sq5S7BB9VpP7DUru+0r+VRJ1E9EUlC2rOhtb62vw4gfIXrkYpt/cRWkQklkEa/dz1qlpVpFpvmOZg+8Dt0qzqNouq24iyUAO4NirjdrXch2voZNre6VYtLIly7PK25iFqc+IbAOSXds/7HWqL+G41cr9rO4dttIvhuNuftR/Bahup2NLQ7m1b3sOoxmWAnCnByMVDe3UFlGrynAJxwMkmjT7KPTYHjEhfcc8isrxLLCLBpGlCNGCVB/iNaK9tTPS5nar4vtbZttshllHUHgCsZPFmtXUn7hI8Z6BK5MOzynJySc811vh7TriYeYpwijJNKcuVXHCPPKxcuPEeoJa7Joo1mIyGXtXHXQk+0CSJlklYnjGSKv6rJLNdSSBsrGcFP9ms95ZFUnesSYyNvU0o3tqVJJOyI1DPsEgZWzjB6GtBG2Rnco2gdR1rOEjrKhmJwRuj75NabjELkbDkdDVmZVco7YVztbsaoFzBOHjZhg9RxTlgaR+g60SWrLLsZiBQFrndaD4peS2SKaEtMONxONw9a2G8RBQcW4/76rz62g8uSN1bBHIAr0KLRbO4t0l86TDqG7d6i/Yq1tyH/hKJMcWq/XdVZ/GUiDJtV/B60x4ctCp/eydPWq//AAiGnbsl5SOpBeq1E/I3oJlmt45sHLqGx6VR1PUZLNotqD5wSQe1aMaRLbrCpCBRgEVXvbG2u2Qz5yowMHFALzImk3S8Dj0p24ba0V0K9H/LD9acdDvRj9yvJxy1eb9Wq/ynd7en3MZ0Z34HFSJBke1bA0G+xjbGP+BUh0G+CBVeJfeq+q1uxP1il3MolYxxiqU7b3HpmtpvDd20gV7hACM8CsnXrE6JY+c04eRjtRAOpqlhKq1aJ+s03pciYgDAqoAZZTk8CuYbV9RaQkOf90Ct/wANaha6jdfZb5minbhSOjVUcNPZA68d2XAUQg9SOlbWh3khnl3ABTgZq7/wj1qo4d6ZLb2uk2rzEsVU7jk9a6sPh505c0jlr4iE48qL89ysKlpXRF9Sapw6ta3TskNzE7DggNXnmtarPqE7SNIdv8KHoBWOkzxSho2w2f4TXS6vY51R01PZY5GMY6U4sxHUV5/o2t6vPOIbdXuUiGWGOAPc12kd5GTCjH97IPujnHGa2heaukclarToyUJyV2Tjf5zfMBx6U47/AO/+lUYdTtpDI5cKF+XHUmkfVrNesxU+hGKlyinZs0p3qQU4rRlt925fn7+lGG/vn8qqR30FwR5cgJHJHcfX0qzv4zVKwNNDZFO3O88EVNtP941BI37s1MGoAbKn7s/M3508x8feb86a5BRvpTw2VH0pAYPiq3kk0KYR7mbI4HesHTtLgtNGN5c25ZzyPl5FdtcxpNAyP061inVobWaeGUBogdpwOBx3rgxntFZpaHp4D2eqb1MnSYTb68IzE0Ylh388d+K61ol9K5p72KS9+3JKrNBwEByNpHrXQWl4l7aJcJwrDp71rhJqUOXqjLG03GfN0Y2SJdy8d6a0S+lTSEZX60yV0RdzMAPUmuk4io8a7icDGM1wevahLe3nlW5ZIoxx23GurvNdsUEiLIJCVKnYM4/HpXH77aFfnLt+IzWVSXRHRSh1ZRgmu45B+8kyOQFPOa6vQdTur26MV4jiVUyGYYLCsay1WyglwLckkdSeRWzo15G94XLggjHvWKk+a3Q6JQi436mvqYxYTcfwGta0g83wX88SMRbMQTzjis3VQRp8rL1VCf0rJfWtXazFvHLEUePG3yhnBHbFbqXKc9rmp4iuIofCEcWQHkhTAH4VxOjabLfagI2Ji2/N8y8kV3etaRNc6FbedtjCrGoA69Oc1WQPZSKLiIqyKD5w5VuO1cuIlKMfdR1YWEJS95mTqZ3XK2UUWSFJzjHSptBLPpg3DBDsK0bm6h877ZFtMm3b0B4qtowZrSSRhjfKxHGKywsrvY2xsbK9yd04NGlx/wDE4A/6Z/1qZlpdMAGtqP8Apn/Wu+O55reh0PljFNC8VYbAHUVCWUDqPzrQyuMs/k1d2xkiDOPxrQ8jFrLNdXi28K/Ngc1iTapbaVfG5uG+TyCAB3Oa4LU9Xv8AXbho7dJGjySI1yawqb6HRTV0L4i1qbU794IZ2NqGwATgNTY/C95LbCcFUjIyCxqDTdFuEvF+3RNCNwKtIODz0rtNatmke0FtNtj6Mg7VzTnZ2TO+lR5leRP4IW+eCSxlnXy42ADnnAPaum1C2W0ZW80Op46V59o95HZXk8cs4JeT5cHjitm5vyltJKHHlL/FkVpF6as5pxtJpGhd3S2du91MyJFjqT3rzfWtXGoXBYTMR2wvaodW1ibUrg7nbylPCZ4/KjRbWFpkubuAyx7iI4icCRvQn09aLdWNXWiLugWaSXSzLMHAHTaRg1e1CC7luZUESqqIWBJ+9TdV/tHzFZ7lkVR8kUPyIo9ABUE+ovcxKM/OBtYH/Gud+9K8dTsiuWNpaHc+FZNNvNLVb/V1tDEijBTdu65x9P611F9odtBoZ1Oxv/tUK4zx1BOOv17V5fZWcYtlkcE9wMkAfhWiNdvbKzNrHM4sJHzJD2z2P6D8q3u42ucjgnflOo0KzbWdWS23tFFyWYcngV10vg22S3mZLqYyBSVyBjOO9cFbvqekCDU1jns1dsJK6YDZHTB9a028X6zdA2iXBaSb5AEjXJzxgYHWtUYmXNefZbiPKs3BPWtGS31KRZLiw02+uLQAESSJ5ZbPop5P1FRyaDqrYZ9MnJUdfLJNaC+I9Y3DzryRWjyCNqrg9OeKVgM+ePbBJLPEytGmSm6sa+t/7a8O3/lR7DGuQCckkc10RnV4XkkZWQ8Nk5zUFi9i0cn2ThejqDj8xQ4y6DUlc820TT2juXZiGO35SO9LcwXUiXTPtQoflBPWtHWY30TUPMwDZyN+7dTnZ7Gqd7crPal0lTaepyMmuScKkZ+8tz0YODh7pb1XW/8Aij4baNsXGxUbnt3riIYSWyefauy1+ytINAsPs8cTSy48yZDktxnFYsen3NuQZbd0B5yw7V0XtucSjfWOxEmmSzxAw5Ykcj0qu/h66jG50OfWu40G1sTbPMb2MyAnMedu0/j1rO1G/tvOMDSYYnIORisJVZc1onXGhDk5pEXhy9vNJs5BEiM5cjDjit9PEd9JAN8NuhPUKDUXhu2s5NPle5VN3m4Xe2O3bmtOS2sbdk3pHGDzhjW8lNxXKzjXIpO6J0mZp0kJJHkFyB0zWQmuLdLIj25CsNpG6tsLDDJ5jq5QpjA/lVOKz00viK3ZRnvmnNSt7u4oOKep5bNZva6u8XlsYkkyDjPFdJfWj3FoDCc8flW5r2kwRRPeQ/KqLmRM9fcVzttqKxR4dtuRxmuarz6No7KPJZ26lSa2AuYmDYdADge1aUWuzxNm42lR1UDHFUIoJrjUFELCUycZP8A9a1L3RIyOAFcLjOetXBStoZ1HC9mbNjex3YCqMqRkEc1NPeLYRGSRWcE4CiuW0q7fTbkQlcq/C+xrpJ1S8h+cDaG7VtBuUbs55pRlYaNegxxA2D2zUg8VRRrj7O//AH0KrLptoc53n8atR6Hp7clH/FqztVLvTNaGdLyxWdQVEgyAetZ1/rEOl3Itmhdyqg/KRitO3SKGFIo8BExgVQ1LTbTUrvzmZw54ODxitHe3mZq1zPk8URtG222fOOORXm+uavc6hfs8rHCnAX0r019AtERiGcbfU15fq1mft8qx9CxGT60oc32ip8tvdNbQdItb/TnZkLTFsFgfu1rh59AsZY0l8wHjOO1c9oyXOn36IlxjcvzAH9K19acrAkTSE5JY/SsqkJxqcstmdNKUXT5ktUc7cTtJLhUxuOWP9KrX8rGFQ0Sgk/KccgU9RM4PPUnB9KqzB1DbiDngGtkczEiIe4QJnag4zWmznbyR0qx4fS1jlUzJG2Bu+cZGfpWjewSagQSuW7EKBt9sAVDqWlaxpGleN7mCr7sFAXfsOtaFtZvcSBTGWk7+1WtJ0gi4HnE7Q2Dit69g+zWzC1CqMckVnOqr8qNaVF2uznriJLaQRfekbjC84r0O0iEdjAqgECNR+lee2ommvA7xDYjZO3kmvTLR4nsYnTiIgbCe4rSmY1t/IoajqCabbozRs5ZsYFZEvimJRhbRvxauh1LSYtSjj3yMmwnGMc1gTeHLAOf9Mk3DrgA1ck+hmrEX/CWNxssc+xf/AOtTG8XMx/5B2cf7dcw1zFJdPBJK0Vqr4MiL8xHqa1/D+j6bqNrLNHczEb8bR/CO2fepakhXVz3ckVFIflB9DVWe8ig/11zGn+8QKzbjxJpMalW1OHd6A5rvVOT2RxOcVuzcZqhZxWWuv6bNxHdFj7A1q+H30jWYppTcuzwuUeInbt9zStv5F8rKruDKn41x3jawuL17XyiAqhicniuv8XX1nF4fnj07YtwwIiZGG7jvXk2k6jqT61El/cOyrnIkIIp1KM5YeVSO66FUXH28Yy2fU3dD8PNFE09zGBx/EKyLgxxanDLAq4WcAEDvmu2tdRgeNoJZ1JIx1HNYGoDy444dPshcSpP5gYD+deHRlN1U6iaPdqwiqdoHWm6XABIzXMeML7bYrCjctyTWTf6x4ht5AJrSKBD/AB7dwFZGpX1xekecwdtuMqMCvZqyio3i07nhU6Uub3lYz3cmPeT14qsMyAlR0OeKsuDJCEOQUXmrWn2ZKHcrbSM5FcjlY7owuatjqA0TR0ENmJ72Y7/3y/Io9h3P1reTVNdnt0E9wttGR8kFsip/301Zel2wnJ1G6VtkY2Qo444HLEe1TS6jmGSZdrwBc5Ydc9B/9bB/DuOvU5eVM5ll2G9o6so3bM27kYN5UUi9f+WbcHPv/wDrrOuZAkbLKshb+8shP5DGKll1RpA6zFIIz1Ea4Zv8/h9Kx5S0qOzHbGD8oU1EYvqdLatoWLa+ltZFkSdsg8EjBH+fStNfEeoNMDGyKgwNgGB/jXPhowm7O309asEqiEo6lu2/gitLtEWT3O8stfS5QRzukcp4zztP4/41siQlQRJH09a8otbmVpNwOdxxwP6VrCD7Y/zXDQkdWGTXVh5RlPkqO3mctak1Hmgj0JjJsPzL09KcrP5a5bt6Vx2iajZaU0on1KW4RhwoQnBpNb8TSvEn9mSvHEPlZmTBzXZDDOpU9nB38zjdVRjdnpnhuwhvriV7hgRGBtQ9CTXLeMPBS2upPeW96tuZ+WQt3+npVX4X6rPNq99HPM0jtEGG9vQ9qs62Jjr09xfwu6GXMcmcgDsPasMUp4VtWudmFiqrV3Y5aWzazto7aMCSaQ5bH8Rq2dYl0bTIlktGKg44bFPhjurvXtlpEZGJKR5GBk/WtufwR4iuLQi4ghf5MAbwcN9K5MHFR9+a3OnGS5nyx6HMJ4wM0iotmSSePno1O9e6+VtwUdRnIJq5qHhy48NwRTXrQGWU7USOPGD65rHF3AzCMAHA3Enuf8/zroxVSnKVqasYUKbiryM24DMw6nJ4Gf6VBJbLkb3GfTOAK1LpY0VixG7uep/CqUQiN1GHQ7T1Ga42zoSuJZ6RLff6tWCnuAST9K2x4el08JIHIX+JSea7nQrCCPTFZFAc9QOvpiqGuhIIz5jBAemTXFKvNzstjvjh4KF2RXQWbSJSjbl8kjJ+lYlquZ7UYb+HkD6Vm6lrN3p9ukFu4McobcNoPHFW9B1WL7FJLe3SRyK6rGhXkgV3pVJxvBXZ51oRm4zdkenyOgjJlMawp955CAo+ua4DxBr8M+vxxRuj2IjAV06MT3/DpXqOt6Raan4WFm8akNGGDY5DYzn615DYeGrjWrKexhMa31lMykucZTB/qK9LDUKNSnJVH5enmccqk6dSLiZuqSPEu6zLR4HzbTwa3vDt+NSsxEqgTwjDooxn3FSt4N1O10hpLqaByQBGgySxp/hvwRqFnqsd29yikFdyKDyDXLh8PGFOSm9enmdWIq88ouOxbdSCQwII6g07TF/4nqf9cj/OtLX8C7QhQCEAbHc81mac4Gux5OP3R/nStZnPLYua/wCJLXQ3SOWJ5JHGQq9PxNcvL8QXz+70+PH+01T/ABCgUvbXAPUbTXBpG8sqxoCzMcAepr1aGGpypqTOOU5czRua3rUuryo7xrGFXG1TxXQ+FyNMsvtKKrPOMeYRkJihPBEq26yPKrSbAzcd/QVteGdF1qRjEHht7EHnzIdxb6A15LpNuTPT9ooJaXGSWqX6lp7hnDD1rJuCUHliYsoG0EnnH1rvrjwlaSkEzFcddiKoP4CkudCtjZrAbiOGKM5BWIDH41zRwk2/eZ0vGR2ijzrTdOtkmMgheZz3JNVfE175eLWNUVe+PWt3WdQgtibawvDN1BcrgfhzXCXRlvdQEcY3OewOaJUFGW92UpykuVLcqE8lAM8V0/h20ka5i8wfuVXanOcdz+tYsmi3cWCzxofQnOK2dO1OSIhJkjjMfysE7n1qMRGpGOx1QwlSnadWLSNXxOzxNFDFC2WI+ftTvDMEFtLefb2jT51C7+4p17ew3cAYuGZRwc81zp1K5k1N9sxAAyRwRWeEcnLRGssK8RUVOL3PTbj+x7u1lgjvbaFieGyOK5O/Fqsk0EExlUD/AFmMAn2pNLeC9cpd3cdpxkMYtwP5dK1zpVmI8x6zZSfWNgf0FdFaNSW8bfM5HQWGqWm392hzarc31xHcX2o3E7xEFY5XyF+grYk8TQaNfWlzFEJZUdXIJwOD61jnTrjznme5jALZ+6cYq1fXRums4me1WNGId405Ix3B61UE2rM5JuKd90eoR/E7RUijN4txbTOoYxlQw/Ag8j8q5TWNY07Vri5uI7qOKKdtyeY2D+Irz66vBppd7WG1bOYzIy78Z5BAPQ1mWyXFwhkjt5HweWVCRW0sPUhTU5dTH2sG+WO56rYarY29qbBZ4pnA3/u26g1e0zyYrF55AsUTOz/MccZ9a8eSyvHuY0MTxh2AyVI6mvTfEunP/YFvFE2I7YAvH/eAGP060Ra5b22ElzTtczfE02m6hYXKWd3FNlclFPIPqK5ibwdqJjSPdE0RIAkDYznpkVcbTIVZZS3JHY4o1C8mWxeNLqRuAAm7PHrj0xxWUcXCeljqlhpwV7hLb22mzaZaxXUc6wOXk2tvwcjjA+lULjW5WE3kt5rImWLDoSfvDP4//WqlJqUupX4ldVWHaUCjjYACMD05OffvTl0xo1zMfMmf7249B2qaiU5czQoTcI8qK5lmiX5ywjkw7QKDyR3IPFTSrEsZlVVjLDOAMkfQnP8ASpkt2xhVQv0Ax/n+VVZ9LE+6ZZI1XPKgncGxyMUWFzEB1YxDarOR239QfqKnj1e8DKmZlA5AjYjj+tMSyWORNyBx0PTg/jxVt28pBBG2wDlPMAwD7elAGrYeI7oSLA05KkZDYx+GMdq6/R5nubXzJCS5OfmHIFeXzSJ54EjZdfn/AHa88da2fDmvw2WoSSTMxhlG0ndnZ+HpShFc12yZv3dEdP4ntpLvS5Y43lXj7oX71ecxX+2LyJow204BNelap4nS1fyLSBLligZmLfKAemK4O/t4NS1VXWE2gkU+YR90N612WpSXs5szXtI+/FFBLq8smNxblkj3AMAeDXc2DHUtE+2ZMJA5aToKyNL06xtIZIbq8huFkZTjOAMHrW54g025TQbK7i8r+yWc4VG5c9BxjpU2pxhbsHvSnfa5z0xE8btHIrOhzuX1p6eIBHCFLtu7jb3qtGDHK3lxna46AVZ08R2pkFzblwxyDgZFedF6vWx2zjotLs6fRZzqGmibbg5OM96bqOrT2E6pEiMu3J3VZ0tnmt1+zQOYuxRKvXFr5ih5rAnA+88Z4FdLi7aHImr6nO/8JPd9oYqUeLLlSAbWI+9b8OmadIMm2iyeelOn0q1TDRWNscdd1ZclTuac0Ow+WJbu0SYxkF1zgdOlc3pfh1c/a9QQFfMZ4oyOnua6O2v3uZ1tVlt8j7yRtkgVduvKjjZpXVUXqWOAK66cL6sxb6HBeKdKLoLuwt4lMfLGLhj9RXPR3q6lCI5QfNQdM9a7yXVdLlcxwXcfmHp1APtmuPGiwXOuXUMcpimI8yIjp7itqkFVVnuthxm4O62ZkLZyeYI4gcscZwauSaTHp9pJLMgkkIwBjgD1rqdIsfsW8Xksbh+mOCGFJp9jL4gkubYl47dQS0g9T0FcypdGW5o4O0dUuyiNtjbjJ7GuztLVlVGnm+6OAABn61k6x4RvtMy0afaYV6vGOR9RVK01WSFBbXO5ox909GWtsTl7cFOjLm7iw+LUZctRWOoLRICFxycmq95c4QoDxis2z+1Xl2IIZIyWBKM7Yz7Vp/8ACN6xckK4iUH+LzAQB+FeUqLvqd7rx2KGjyxHUCJwxtif3gU4+n612R17S0ijhTeqqMKoTgYrJfw0ljCN11GoxydnJNVfsFsHGb4Z9PLNdMYtbI45y5mb8+u6dcRCNmmK5yQq4qo+t6TNY3UdmCrpEzAFMZqg1jAkZ/09FLDHMbVnXGn22n6ddzLfrK7R7QgQjqfeq9646cU5JGH5EB06V2iBZuS2TmtHwjeJa2c6cgbxjAzVKUbdJ+tQaLdJBBIHLjLZ+UitK0bJWPYzehSpRhyRS0Oh1DRNblupGe3mbLZyzV1fhbSrbT9Fee8s0NyMklsE+1X/ABM9rCLaM389q0+MEjcpqK38M2xCtPq122ecAAA16OJx868Y06q5Y3V7dUj5jDUlRUpUtXay9Tk9R12+mmcB1iUMRhFArOS8uELlZpAX+9hiN31ruJ/B2k72eTUHAY5wSBVceHvDUfDX5Yj/AKaf/Wr1KeNwFJWppL0R506GLq/xG2/NnHeaxHLE/U0gYnvXaf2V4XjGfNZ/xJrN1gaTBAqaTbCe6Y4CMrE/gK6qOZUKkuSG5jPBVIK7Rp2PhXTJPD1lqF1dXKSXAJPl7SBhsd6faeHBb6hFJp+ssSGBMTwt8w7g44rqdB0+W48D6c11YXClQf3ca5P3uuO3NSRKbMn7NY3iE9T5ag/zrwK+KxEqk4yknBt6WuehSw3s5KUdGrGXd297dtLCkVpMpQjAlAYN24NcdoHhu51zxJLZRbVELHz8/wAA6V3U8Ny7NMNNuXcc/NsGf1qbwldxWWp3+o6nbRWAaAAMO4BJOcd68ynh6cLno/Wa0mvaWGx/CewVHP2uRpG7lOK5XXPDc3hz9wGjdXO1WjbkZ9R2r0jUNTvNXsxNoV/aLaN1lDfO3sD2rz3XvtIMcOIzKZBuG4MT6n3rOrB3S5Tpot2cuYz9RKfYWtYywjj2pu/vnHP+fXNU5LSNIIrZDyTuROf6euMfSlubl5SV2qsUWTkY5Hb8zn9Kr20Mk8jBnfzJRgkgKBnoAf8AOBUrYL6mPeWsbuYIgu+MEzOOg/2QKrnT5JF2Iv7tR82Tjn6/WtOS0+xyQwxAsACWwfvHJJP5AVqWmy9ttoVN78CMEg4Hc9f05olKyuEY3OHuY08zagDEf3RwKjdTgeYM8YA7V0OpWkenylCoLNzsQHH4/wD665/yp7q4EWdoJ57VcZXVzOSs7D7K5ME6uBuRThs966S6MH2bzouHwAwxjI9fqOKwJrby4wFHBBI9/SpGd1kkhYHYVDKT2yOaT11Q1poStrE8GoDz3UwYztAAJqaW+h1G2nESEGMKxyc9/wD69MjsI7q0Ny8DPtcKTg4APNa+haNY3V/JbFSnmQyBdpxlgMj+Velga6pVVOWxwYqk5RaQ7wLZJNrKvNI0cchMClTj5iOP6V2l/pbaPavcX6TYjHzFHDk++MV55psstubYRs26FxI2P72c17k8dnqfh5bvJZZIt7rIeSuOeKeJnHEVHN7BBSpKyZxlgLO9RpIZLhNsYlBKrkqfSsrUNds0UeTq1ymeAHjJ5/A1L4SdfPvIPNLnydyjsq5OB/WuKvJViu5kNs0ziU4xkAc1zVaHspOLNIVXPW5Z1LUGmgUm6kufmO0uCMfnWKhK5kZjknover5+aydmgCYOQM9qpZAIJwD29qwe50rYmjvFLbJAdoPPerFiEe6VtoLFs9elaFt4WR7KO6mnkSSZN6xRRbsJ/eYkgKO/NPg0m4spCCgkUNgSL/MVk6sWrJm0aU002j0vR7MWtikjncCM1xniyYTGacqzMpxGgGAB9T/SvQNGw9kiSLhQMdKy/EWlx3MLJGBn6Vwxmk7s75RbTSOHvNEF3ZWWoQxM6R7fOiA5IyMke3WuUlQRag0X92Xb+teqWN8bCxureO3aW4QKIkGAPfOfpXnVzGJ/Fm2QhVaQSOQMcYyeK+nyLFtU6lOS0Wp5GOwanWp2esmke/XDYt4ufkdFX/dOOK8/8PK0HxFvoegnQSEenPP9ay11DxDqiyzpqN2secRpGg2gdh0qbwfBqNx4xf8AteKVfPhaLzmTaGPXr0zWVKtS9+mpK9ticTgq9KS54vRnbK6lE3kcKwGT05xTGvJIdXuEi8vyUt42VsE7m9B+X61z9ukZUrJeBZUYo6NA+AQcYyDzVkIAxEd9abh/CZGQ/rmsHUknrEz5Yv7RozaDdaxZrJBJB5jMWYPKAQcYAx+dQW3gbUoL1LmSRTtUjbGpb9aaiaoifJ5LoeQRMpz+Yqjdavqlhu3291jHDRKrgf8AfJqPa63swcF3OjGjRRM32/R01BCMKJoj8v04NV5LDw9bjzW8L2ltMOY3clRn8hXFv471xHKwvdY/65Ef1qhqPiXWtTRFvVllVCSok2jH51aqvzF7NI7i917R7K283VrS1aIEALayybj+tctqnxQjwY9GsZ4UHCyTXLMfy6VzV1dXN5EYJVCRsrYAKkE4yOgrmFPUGvWw+FpujGq+pyVaslNwT2O1/wCFm+JR926iH/bJTVK+8e6/qFs1vcXKGNjk4iUH8xXM5pK7I0aX8qMeaV73Na31Y4AdIy3clefzq9oNnh5r1zt8zKxnvjuap+G9Ij1rUHt5LuO2KxllaRtoJ44zXodr4SsJI0hh1m2BiGMLIGrysRSp0619j6LJq9NT9piHtsYxtYpUAYCTAxms+40m3EjyEvjaBjPWu2/4Qw+Ufs+pWhf+8WGP50T+BdSmi2wzW0nHXzRUTdKas9T6WtmOBqxcZSv9554IbeOJxEJUbPUSEgj8azIwYruTYQ3PO48mvRF8CX2lk3movAbeL5mRfmyPfmtu31rQbBRt0q2uHx/BBj+dcyhFPmR4n9owp1E6cduq0PNreQlAojJb2rf07RtYkk2rpZkUj/lthR+Zrobz4iPbBxa6LaRBemISTj+Vc3F8QNWuSY9xgA4GIck/iK2lFyj0PSn7XEQVJqMb95X/ACEn0W7uc/aLZbQA7SqTN/LpV7Q/BFhqF6ySySvGiFmXfgk9BzUFtqkWrWrx6pd3cExY7JlXKj0yvX9aswxQQ2jsviIP5a4iRY5FyevJOMVyzgou7ZwyyZwjZ1Ff0f4G/B4F0uHIgs2OGBO5lbOPcioLmKw08r5lzNa4/wCWe4D9AKp2fiaya1dpGneVUyzPwFPQDPevNNe1a+v7pnuZiXQkLtPA57V0YejVxHM9lHv+h4eIUcO1F7s9Ev8AxWLZTFY3oaMAFpZP4fYA9TTbfx3YeSpeymnyuNzEDIrzq0uGvrVoJFLuByQOoqW0SeC3MRU5UnBPpUfCmupCd2n0OggFpfX4VQVG0ttkfAzxwPzrJvZZ5dTmjiKbI/lESNu3gZyRio/3tqDKDk4AcKeUycfj2/OsnUJClwgt5gVViwXaVwTjPB+lcvLFPRHU5Sa1LMc0D3HnYCuDu2nnJ96JLm4jvm3sZUBPIIwfoaY6YVpDHGGQAlg23GeMY96fbRhni8iZmLKRJtUnao6kE9vagknvrsw2Yi8vbLMxIDLh0Ax+HX09DUuk6ZczyFp3EcTLu3S98enc0un6W+pagH+0vNBbxcyyKcD6eoFdBG0MrlLezku8EbpJ5NoH4DGPxauqhh/aLmex6mCy6Vdc7WhQt7XTobp5Ly4lmRQWWFFClz6Z5wPU1lNA2oXDSQCOBeqkyHZt/wCBHP5V1R02CaJxJasgfORaXiSHn/ZOT+Rqn9jtLWKedU+0Bl8qCTJjETZ6sOoIH4Vq8NA9Z5bQjF8ysl9/rfX7jkJoopWJGTIrYYFvu8/l696V9sLqjKwGBx0P41b1O3jSf91aje2GePsGx1+hGD29qrxaReyFnL4jIHygjH0xn1rjcHeyPAWCrzm40oN+iJ7C5jUPG7ujB/lONwx74rYkjeVEw8WPXd1rlpWeF2hZ1YDkNJxj2Fa+l38EbD7VCZkYYUEkf56VChBv3zmnKrTTit/MvRQt9qiB8p13jcoOSRmut8Qlf7MjgSArED8qr0X6CofDa2Zv5Ht7PyjsHJbcDn0rX1Rx5ZAAHHYV81mmIUMZGEE/d897nn1q85SvLoY9lZ+HlyxuLwkDnOMCphpfhaSfzHubxnx/EwxWJbvATJBI10huH2MVwEb07U7UvsFlIrS3NwZmAVVUgk46cYr6mgoTipJbnTGpVnZI6lP7H0zT5HsLy4DAFgpfjNcfqvivUI4Iy9zKY5Gwyq2OKlitWeHzVz8wBxM4UsO23iqVxaRvJBDdQOIiwDZGT+Fdfs/cZ9HQylLCSqVNZv8AA29L1GCezEsVwSvfe3IPpWV4m1+Q+XbW1yCh/wBZtPP0zWbqtrYWDGKOIlX6ckEj1rK+yWpU/Z5nXnO2QZ/UVNKFOnP94z572NWrT9pRi3HudT4Pn8iaeZVJcOOR6Vb8TTzXE8WVcWxJLAg4LVj+GbkxaoYzykidvau2mtYrq1aN1JRhjIOR+XatKkeaL5TGlJRlqcPLD5qhUWnWdrdQagl5vyycBT3FWryyuNJcu4MkA5Drzx71mS678wWIDJOBXkL21OVkelJ0pq8jdUXmpX8MQ2IWbsOB6mu8sbCCysVhjXZEv5se5PvXH+Ef9JvpbgvvCKEHsxrvZVAMaDsM12UVJq83qcVaUXL3djNmcRoz7MIvrxXJa/YRa3b5MAgmAJhlz1PofrXZ3dr9oixv2jsCOD+NYt7ayS2xspkCOPmTI79sHvW6k4u8TPR7nkkFzPZ3UcikhoXyVP6ivR9O1V7qASIhx6g5FebamJI9Tut8ZT96cjHQ5qWzuJhbtGsrBAfugmqxcY8vtF8xUb83Iz0G6u7SMs89wqse3DH8garLqOmN0lH4wH/GuN3MeEUsx7AZrd06FEs/NuMK46hu1ec68l8J2qipOxvLPaXHIuosD+/Cwql4kt410R542hdWYDMYbr/KobTUbedVVgI3PAz93Poar3xtghhdikbEFkJOOKar1OblmbRpKnJSMi9UjSkVeprGQwQLtkZmY9do4Fbep3dmY1toAzELnJ4rnrgHcpA6ivTlRjKmqjNM2x8cRXUKeySPbPH0YSG0kRfuHhfWsjSfGuqS3NvbXlhFJCzqm8rgqCcV1+vIjz6czqGXzsEGsLxD4rs7SzGj6bbxGZ5R9on2/dAI4FYKLloeHzKIvjK8s4bwwNHcQ8fI9uRg/UVw4ktlfLNduM9ziuv8aO8dxb3CEDK85GcjFcVPrFi6jbppZu7biM1C5FvEtc7+0WJL+yx8tnIT6tJXceHdP0dJ7LUrdXLIwcNvOCR1FeXNeeY37uyI/M10Ph7xLqen4tvKH2XORHIvHvWtJSnLlpaNg3GEXKpqe8P4h0NMxtPJBnnCgj+Vc/q/iTSAyJBPcEIc+Z5THJ9+K5fxfLYwwxTTLPa5QYktTwT7iuEN/YM58y9vJB75FZ06FeWsY3LdWmnqz1uDV2vrR5NOSWZlOAXj8tM/UisjU7LxNfxMh1OCBXGCkUXb0zVDQ/GUH9n2+l6fbyyvGp4PU9ya6GG71CRctp8uT9P8a5alfE0p8qjZry/zO6FGhON3K9/M5KLR/EGnRTxqUvfNTYGlY/ux3Kjpn3qxfaA9vDHcy3lsv2a3BUW9sULOeCGPc+/euqLai54sWH1YCs3UroT2F/ZF0NzDHumjGfk7jB6E8dKv+1cSlaaSvpe1iHl9CbvBtta7nn97K0rIpwqLggHv9f8APrUltci6uEQEn5lCqc88/wBf61TuYy+0KRgHBOa0NOiEKpKiYbp5rDoPbsPrWT2GtxdbLPdvCh+ZRhm9++P1/OqFvcT2g8iKQxhiNxAyW9q2bqLz5CYgGXp8vI/Pp/k1mT28UcwjLF3TlgOec9Pr/hULazLfct2wT/SLmaTzlkVolPUlzgD9T/OqEVgLRnPSRk3biOgYMOP0/OnWMfm2r2+7CmYoCB0I4zU+plp79Y4ThchAfoP5c0W1sK6tcqz2ccEUqyjaVTfyf4uRgfgQar3ZjlWMYwxiRueu4qM1O7R3JcSyZaR8A9h/nispJdz7XBDgYye2P/11SQmzq/CV1p0No0GoXKQ+Y5yWPbArpp7TTdINtdRW+Z2O6ERp8z8fdIzxnPWvK52JbBGMdq6rwzd29xaC1ubi7LBvmjjCgMvYE9TXr18H7DDQrN77/oFHM+ap7KUE1FaaK9+9yK6jFrPe3EUZZHYlViG/YT/DkccV3TalZxfDCE3FwkV1LbGKJQfmY9KpWf8AZWmwbEWYZ5O+4Az9cVFc6hp90rL/AGfaTlRwDmQj8q4qeIimrHLWouUpSta5jeBZymo3lttjIeLO4deO2fxrB8QavLBJNaCCDCOQHAw3XvW74ali/wCE0aKK2S3UwsPLRSoH4HmsjXLPzteuowufm61vVnKU3Ke7OenFK0YmRYyzSfJI+9T1z0qzrOiXujyIbmIrHKu5GI455x9alSCOyTczDf1C+9WtQ8VXeqQSQXiB45HyO4TnovcfQk4rjbTeh2pWWp0nhe7ttU0SGzubgRSxsiyBjjzEXO369Rkewrp5bfTdPW3thIjl8qrbgdxwSTj868y0vS7q2v4EaGRI5TuUMCMj1wa7WfRLG1lS5ij2SgZ4PFebWgoytc9SjUcoJtHVWWFXg9ulQXki/Nj0rnP+EhNqNrgnHeq8viOKZTh8GslCXY154kN7c3UN6xtAgkZSWd+i+/1rAlsmtJ01CR2aS5t32nHDEMQWz71rXNzbPbO0knB6j1qLVdsnhHTJk/5ZiWPntkhh+hr1cvcot20uPCqM8XS5tk7/AIOx1Xh4wnw5ZAJvXYeSMHOTnofWq+qzG3RjFGM/7XNJ4adY/DdiJCVOwnkEdWNM1eSOSMhG3H2BNfHYiT+sTv8AzP8AM+gte5s+Hof7S8N29yMySqzh8dQwY9B9MVzmv6v/AGfd3VstsGklj5l3Z25HORinaHrl1pWjy2DKUjnlJWZBlos9cj9eKz9Xnt4o7gRh5rVsK0rqQxHc+ucnvX2kcTD2ScXfY+JnhZ+2kpKy1NaSRx4GgZXbcsAIYHB4FcbHrWsOVeBlZcdNxwf1ru7mKNPBkXlrhDCVC+mM15kbTUpQkcEqxK33Qp5b9K0WqTOPltJpmjNqWvSDLWsYHrs/xqi+pasoKlokB6/Kgpj+HdYluEiluWLupIBfsKmj8D3b/wCsuV/76zR7zH7qKx1O9mliW5uxIgYHZu/pWTOnlXUiDsxFdRD4GWO4QNdkMQzBguegzWdqegX8DiedY4w4QjLZzu6dK9nB4mEcM4VJap/mcdSk3VvBaNGNmjNaFzoF/bIjybAj/dbsani8Nzu6LJcKpbkADtWn1qnE6VlmKfL7vxbeZZ0GwPkPdMPnf5I/p3Na+naje6eJHt2I88jbhQ2cHngjriorl1sYAkQ+VVEa+2R1qxfyQwaXbpbgLJD8/mhuSdoyPzNcuJkpL3lc+7lgI4XL1h/LVru+v+R1yazYOAv9sbXxkrLCuR/KpFvYJfuanYuPeIj+TVzNr4em1fy7qe7MTGJcKY8nBzxnNcrdWZtpZooonbypigIU9AcV5MqNP+U+RrWhK0J3+R6lkcky6bICOcyMufzBpRAqqWWytnI/543I/qBXC+BFZtXuI5UZgID/AKxeM7h61e8Y/arKVZdOlMLH5mUNgMPYUvYQtfX72Ye1mnb9Dory7tLcE3FhfqD12Ksg/NSawp9d09Di2gvif+uGP51y9lrOtG6ha5u5Ft9w8wEjJFWNX1WS4mX7DczIn8WVJyaXskvtM09vUN3+2p2iISyuNp/vuqVmT6lIAQ1sv/bS5z/SudP2iZsS3l0xPr8opp8tI3VYXLMMF3fNPkj5idWo+ps3E+oT2zCOyjMePmMSM2B656Vl39jJcSl4mXB7HI5/Kmw6g9ouI7udRjBTzTtP4VdbWbiOJJJOA/QkA134WvWp0pQpRur3ejZyVoRlNSm9STw7bS2Md0kqjNxtQMOeOc/rinaZBLFePLOjLsQlGZtwLduKiTUJ5YvPWCRoyfvLHxmriySSKm5SPMBJGDu7g59P/r1x1HdtvqdMJOyS6GZqSSIoUSCPzmBIk5288Hjp0rNv7R/tfmldjdWbBKH6f4Vfu2Mqb5YyXByvOOAf1rP/AHLGWG2mfe3K7cjPByDzxWRchyWc8bNOi27xrjcqvwffk5/nVmcskXlMuZWUnO/opHqOCfrWe7m4tkIaVwhCghcAH09O1aa2zSugumZeA3mBT2GOaDWlSlUfLBGtoubTQpJmIaa7l2MSeiqBx+v8q3rO0ivLiyhdsW7DG0dN+OR9Sf5isnQH+w+a99GGsyQ0XOXLAbTs/IdcDjrmt66sWluI7m2ukjjkRWRJMxtyMjIPX1r18NKLppI+1yurTVJU46NdTc0K00W80u5triC1ilErb55o95VQRhQD7Z5U5B9eK5e4UtfiwsG847gXbqowMcn+f0FXYbBHZFu9TVwxwIIiAD+XWsq81eWBXg0y3SNEP7zaoAbB5FUlaTaNOSMKk5qTfN9yKmuy20M8s8EUSJG6w7skA4U5OPqMViTXrmDMN3CqDssZ4/P/AAq7qdvaS2lzJbsyI8O8QyNkqd+Men+TWHGy2elzdnlG0fmR/T+dcWJbUrI8DMcbicPNU6crK3QW4Fq5TfKXLdZMZA+gq5pVismoG3iZZnkAMfzYLe2PXmsq2QNbybmycZ59a0NMmigu4C7OGVsEqcYWuJnhSnKT5pO7O70LT77TnimuT5ELgqqMQM+nb8a3Y7RdaWYWl7CxjO1upx+NcpN4hgN091ezSy44RWQEL9B09BUD+OLe3haO1gdN33im2Pd9cVxTyylWqOrLc5KkFKpeRb1DSo9Bkea92zTBt0WwttHH5VyUV28+uq8rhmfIz1A47Van1RtRgR5N4jdztQvuHHFYW8wahE/TD19FhcF7LC+0fc3jXUJxpx9WejWE8cD24X/SfMhCOZzgW/PDKak1cS2up4kWOc5J+0htytx0HbjiqU/22+8K25WJD5e5YmUDJwec9+9U5prm2t7WG8DxSRvkQsCPl253c+pqNFKzPfzGtOOCnGn8Tjp+Vr9/Iy9cfzpXfOfLbYPpUWlWDTOszoWQcqn97H9KmNu15dqjH/j4OT7HNbQC20IGQkb/ACq2zOMdBUcl5ObM8XGdJUcvo+63HW3RJa2830Mq9ZLHULSZCTMCHOwgjB+ld3YSGaMMhAY9+xrz/VEY3csvylpW42DA6dq7XQXeXTYJlIGVGc+o604yd2meDWpwTvTVoq6+7Qs6jpQvbd4myAwwQj4/SvMZdMQpcK0hBgbjc3XnpXrMwmMbsJkGATnFeYlVlguwzo0zyjYpHLEntW0IxafMZSdkdz4CtfL0qOTA/eSM35cCuwZkGJJCFVUYsT2xWPoNk2m6dbW2cvHHz9T1qfUj5ljc2zkI0iMobOACRWFlcIbanKal4r1TVpHTTXFpZKdquF+d/f2rDlv9Zt23/wBozS4/hk+YfrVjSyY4vs8i7ZIzsZT2IrXktIdoLBdxrz62OqRm4pWS8j0qWCpygm9Wc4Xt9Xv/ADbyHyvOQLMMcblPDA+4P6U9NBt57xlSbbBF8uEHLfjWu9tDjharvZx5yOPpUPGc/wASD6m4/CyldXWh6bL5L24R+m4O2TVC7khnwbUv5b8gMxP41oT6TbzndIiufVhk0qadGrIACAOmOwrSGKpp3aLoU5UZOe7tp6mWLYCzljAO5AGGfasrUb/96oaVyCMkCutfT1klfYx2EkA9OKzrnwuszqVdt3QZ5FVUxNKbTQ8Rz1VF21SSfm0cok6yTqVzn3OTSyA7yCehrZn8O3ds2VVGx6cH9apT6bdvJkW7/hXfQqQlhmuZXTPLlCcat2j3PxFKYtNExAJhcPgV5Ldz7pZJuhdy2Pqc161rdun9i3CIOxJJ5zXjV0cfKT3qacrJnO43kjvvF1w/9h2l3HgsI1PIyOlcCNT1GThERR/sx16BKVm8L6XLLEZFGzcmOTVebxEltIyx6Sq+gcYNaYeg6jvy3X3E1a0aTs3Y4yOTVZDgJKc91j/+tVvRP9I1y0gvJHaNpMMN2K6E+LboghLSFB7CsK3RItRjuvLbeJQ5Ofeu36lUvzQjy28znWMhe0tTvfGkJGmx7VB2EYDcjFcNOdBZP37NHN3WJelei+L1H9jeYORtDV5hImmlnYwykuckF8V51OlVnfkR1upCGkmOstSstM1GK4sJZ1dWAyyjoev6V7NYanb6gkc1lcRzjGSudr/iK8PaOyziKBie3JNWrma7he0u4TNE3lBQ6grkrx1rtp5d7ak/aPlkmQ8XyyXJqj3W4vI7dlNwy2+7kLMdprirxbxdVeOCNPIndnlJUksxJzyPQdBWrrE/m+Ho7uWGO5iaFWeKTvx1B7GnWN5Dqmg2zWqCGUlHcuckMvY/lXzGPpyik76HvZdNSlJWPObjTZzq81lbwkyg8AHn1qnqCTRSLFNuR4/lcOMc16Tp+mGLV9R1CUZaWUhD/s9v6Vk+MtGE1u2owAmZFw465HqKVPEXlysuph2o8yOVttSVQtrExZzxkfwj/GrV1d2sYSKzHzKvDZ/ixyff6/WuU86S3iIB2l+pHU/jUccrF8jO71z29K6+VHG5M6Czha3sXOchDuPuWwMfnTYUP2hizncqnJ/PNVWvfs9oDnlPmwP4m7fgOtVo5pXspAM7yMFvTPJz+tFtRXsrFQTnOASecg1LEwZi78DpVUfJJjHHStCyhMzBMcuMfjVWuETrNN0jS9Ws44bi3vknZFIuINrgdslTjv71R1Tw1ZaXD9sh1RLiISGLYDhmI4OApz/9Yjk1v6NqFtpWgXVhcQP5txEDDMFyODj14J5rkJXSSeWVECqzHYP7qjoK9+nQqVUqUnaP3nl4ivSprnhZt/J/cQypCfLSG0aSSQhVXJzk/WtGDQfE8bBbO2ntQw+YBwmfzNZkp4yxwv8AOttPHuowafDbRpE0ka7TO4LMw7e3SlUyerdOnt56EUsZzR99HU6bomqC+03U71I1nghaO4bzAS47Hjqa5nWrgDUbl42UFz97PQVmt4i1jUWInv5tn9xW2g/gMChLCW8u7S0hBeedgqrngEnAzXnYzDuhJQlK7O7DS5k5JEENnLez+VAsk0jn5VUZJr0Lw98L3Jgm1k+WC4BhDfMQemR26f8A1q9D8N+GLDw5YR29rEpmx+9nI+aQ9+ew9qTVTcvue1uJVuI8mOEN8r4/hwMZJHrnmuWKNZSKniXSLUPYyoixrGrRjbwOMED8s1y2rSIIiuegruGMOu6W8EbgM4EkBIxscDp/P8Ca84vYZ5Lh4pFKOhKup6givOxVJqpzdGd+FqJw5eqMWYwyQPI7dM1hJvLuyDgHGK0pNPmmvZ7dSQsZyT7VqeGNG8ya4+0LlSU2j0HI/mRW9DlcrXIr35bnONYwStukgYP/AHkYr/8AWrZtLFL+CK2aWR8ToPK/6ZnhjXoD+HrV0tLgQqscuI2wOh7f4VV1jQI7DE0A8t0t5JAw7Fdv+Jrt1SaTMsNi54efNHyuT2E1gb8B4GSFY9m1G6H/APVVfWUtPNP2ZiUx/FWTDLK0UcvluvmKGAx0pZGlcf6t/rg18XVqJRcJR1v2PqqdOTakpfiYOuoy6XcSRSFHjAcFT3B/+ua5i28SXEEMkN1AlzFIMEMK6fxJLJHocwEbEM6q5H8K5zn8wB+NcRKE2Y619BlFCNTC3l30PDzWtKniEo9j1C2ulvPAtswTaWjY4HQcmvLrK/uLC8WQkvGjH5Se3tXpGiyL/wAILbA9kI/WvPYdPvLsym3sp5lDHLRxkj869aKWx4l3Js6y11CK/v2uo23RrEEHsTya0IpY8E4Gc1z/AIf8K+IZpna1hjSJiN6vMoP5ckflW7f6VdaZCkkrxujsV3R5+VvQ5A9DT8yJJJ8r3HpqENvqMEkzhYwrAljxyKuatc2baWk4WOSJoDHGeoDBgB/OuTu0FyQrMQBV2RN/gmeLdk204bJ/ums92aLokUczzIyGaJ1bGRu449KGiYpGDKysnQoahsdImvYi8VygIIGJQR1/Oq1y81m5EvlnB25Vj/UVrJVVvc9atSzCnFOpey28jTkAeIqFHPOSKoXmqWMdrbW0r4Ik3OxXO4Ejp+AqOK+ldC0aPyDghh/jUM1sby7mGoQ+XKdpSZhhQMAANj+HPcdM96UqlR/EKea42pTdOcrr0O7j8W2cKSi3ltScKR5r4AG0Y4rjLzVrua4mksZ42AbzJWUYXn0BqhCqLetZ3aG3mUlA44IPofX6/wCRJNo11DKJEUPGB/B1/Kmk5K6PIc1GWp1ngzVZdQ1GTzlQP5Rw6jGeR2qbxoVS6s5GIAViST9Kp+CXLazKpTDCA8Y9xWp4v8rfbmTdgg7cY6++aJJpWG5RlK8VZHGXfiG9Y+XYxBYx/Gy5Lf4VlXF5rN02ZDJ7ALgV0Vyk6T2L27/6M7KkygDqap+IYZm1G1tbZnjMrAEKTWTdylZGD9m1GTqXx7nFKukXkqFy2VHJOc4rvbVLfSrW5jmmtZQYSqK7gNnHpXOWItobNnmviJDGyeQIzxzxz0qEWUofCl5KqycBSMg5A4q7PpF3NpLTQwM1vDKY/MyMZ4q6Ncgjt44wsrbUCsMhQQByB1qC38QXFvpNxpsccbRTS+aWYEkHjpz7V2YXFzw/NyrfQwq0VUtfoXNMgMXh7y3UZZS30wadcxrIkoePeDACM9jkc/y/OsGTU73Z5YlZUHQKMUtr512ZGlYlIoiSx5Kj1568npXLUlz6nTSfLoQ3bxwySRSLwFO3k9arvCZLUFEKyKcYDDp/OrAZZlEh81ShGTwQPfHftxWidJEdtDclhLv5LIScNwSp9DWMpKJpCDm9DJtBJHasxhbcOUIHQA87sc9u9PnuLm7EUhztz8xzwc9u3Fad3Z+ZaLcwxMjeafNjzkMOOf1qpZhUjKmXegblGXkURkpK6NG6lNciejLLxyx6kZUdnKr8iBwQQQBtPbHX8q077WUjgaF5CJGt9jsxLsxPUr6ccD0A9az5bmR45xBFGrLGDvUEtgED8sVnrAzvulUljz710Rr8keVHsLHU8NQVOj7ze76f5/5E661c3E2141iiA3ROinchHIPH+eatSa2HM05iaSV+XeNtiZ6HqMgnqcHuelZ00D+WsabghJ+7UE1tdLEY9hII+uaaxc+5yLNMSk09SuLsz3hnkIAJxwMAe2PSqskjzfIGYqD93+tTLats5U8cGp/JSFVPr1NYt31PMnKU5OUt2Mt0aOLMnCnoRUsCv5oC8AksTSMgyFBJGKu21lO8fmKnBP3jxipEiK9KMArykgDGFrMkSIDKRhv95q0r9EMYVpI05HGefesn9yOFLP8AQVSbsTLc2IT/AMS2A7QCBnjtyao3qZJ9e1aNoN+lxcEYyMH61UuF3ID7V9Lhf3mClDtqTi6fJOlUX2lb7jufBd1O1sfs0qh3ibergY2d8Z71leJVWO+dIbg3CImRKwIJGBx+FVvCzRFI0mDNH5m1gn3vYD8cVu64kUniFVe1W380eU9vjG0kYH8815U0fTYiMpYSm49eX80ZunDdNaygfwvz/wABNbdz5q6HaA3cTKHJELDJTPf6Vg6JNIyC0b7sHmED3Iwf5VvkTLbCJJLdoGCM4ON2fQf1q2lKCf8AXYjGVI/2g6sulK/46nO6wiCTbkgD0FUn1q7it49Pjd4I0O7crHkGp9WuD55AIz1A9STWNOQsysx+ZhyB29qwqO1ZnzeHjfAQb33+9mm2o3QXa0sjg92c4rU8Haa19qzXsygwWo34xwW7CubUtgjd8ter6FYiz8N26wjc8oEspA9eabOfd8ppxHewG7B29aJIZJB82OO+O1QgvBKr7cgdavyXSSQgDgsOmKZfU4x9BlnuJbqKYRsTnbt4xXMahrstldPFLtyv8S5Ir0S+mS3smjj/ANYRjPpXkGrD7RrPkrkksAfoP8muapQhJ3aOmFecI6M101uaV1VVYsx4qf7dd7yhgcMDgjFZKIkdwDJgKORnpmuzsPF93aWkSCCydFGFLRjJ/HPNTSwMaiujKtmLpO0jKiTUp/8AV20pz/smtK38P65Lhvs20f7Tgf1rVtvH900yRtaWyhiBuHAFWZ/H81tO0UljE5X+JGyK1/s9LRozWZqSvczo/C2uFc/6Mh67Wk/wBq1a+GNaSQPKLZ8dAsp/qKnHxFi6PYkf8Bz/AFqeLx9bytgWTsc4wICf/ZqTwMOxSzFPZkdxpl6ifv8ATHZfWIh/0HNY8+n2zyfLIsLD7ySjaR+Brox4705W2yQhG9GiYH+tSDxvoko/eJC2OmUbj/x2sngF9m5vHMI/asXtRXfYTr/s15dolnby6xcTXMYkjtEaXYejEdK9UuYlW1lCjqprzXSxt1PV48f8u7Vsna5yW1N+C/k1PwrDeOFDiXOFGAMN0rUlmW4Jt7qFXikQjcy8qccc1znhthJ4LmQNkpI2R6d67IQxy2cTEA5QH9KcZOOqYSindM4IaZD/AHpDzj7wrm7yaWG6kjDkKrYFd/BYmW0LjqHYH864O5tpp9RlRI3lkLnAQZJrqjjK73mzD6vST+E9T1Nxe+EoXPO63H4159BbwFJGMa/e44rvbaN18E2qToySrEUZWHINc/4U8Kar4ibakP2exVjuu5AcH2UfxH9PeudKbTadkvM293ms0VNKESalH8igEEdPauivNLvdb8LWMVrZTTTRSMm1UPT1rt18N2/hrR530a3hl1OOPzEmuk3s+PvAYxjjsPUVwFz8R/Ebo0i3ccRU42pCuP1BrbDYWpifgf3meIxFOg1GV9exZ1TVrfTvD8Oj3SP9vEASSMAfujjo3PX2rjrSeSC/sUE0mHuIg53Y3DcOtUHuZZ5WllctJIxZ2bqSeSaZPI0Y81T80Tq6/hj/AAr6JZXRo4eTSvKz1OCOLqSrxbdldfme0nDRgDrWFqyNZSpJLctDvO1JV6A+jDpirlneLdRLNGfkkAdfoeaL5UvLZoZoxIjcYNfmTfJUaZ95yuUdDzbWdAmEjyp5cqZ3DyzyPwrnX82JtqwlPVmFegTeFCWEa384hzxEH6CrF94Ws1tRLEBlF5DjINd0cVFWTdzhlhJPVaHmMhLELnI6k+tWC8kdv5eAATnB7n1NaNzpauWeFWCZ6DnFMtdLMk6+ZGwUHlmwK6edWuc3spXsZyxbWBYfjXe+H9N0fNvNd3E6zKC2EwEGR2IOemOa4HV7lZb1oocCGP5BjuR1NaOgX8hQ2x3EJyreg9DXZGi1DnOV1VzuCPULiw08W9oy6xEy28heNLjr1yRkDJGfY157r9sun3LvbBms3YsjgEhcnoTitmG8kjYbScirc08V9bMpVY5DxvVR+o6GtKeLq05KUdTOeGpzjyyOS1q5jubXTzHbpCUh8t9n8bAn5j74I/KsYV6JZeDNP1C3SF9RnEg5/wBUFGfzNczrnha90Z5XBWe1QgeaCB17EZz/ADr6qOPw9R8sJHmKhUhH3kULJAEMrA7AQpxXoPwyt/7a8TyXzRqkFihZFA/ib5VH4DJrgona3tEJTL7sgYr134P2pXSL682BFmmCAD1Uc/8AoVfKY6p7TESfbQ9ahHkpJHpIwFJz2rmrtDLmJ5cSg4SQHnPbP+eDW1qMnlWol/hVhu+n+cVgaicO6AjEjeZGe28HOP8APvWEUEmYupas+kX0FwzrCHO51JwN4PzqPc8ED3FamtaYNciGo6eB9tVfnQf8tgPT3/8A1VyviGY3dok3ysYpo50yD8o3BCOOeNw9/lrZ8JaoIdHWVpCUhkdF552ByM/lj8qqpSjOFmFOpKE7o5VJTFfTOyYdl2sCMEEVr6Edsc0pHWaJPz3t/wCyCuq8ReHrLVoF1GBxDOR80gGVf/eHr7/zrkJr630bTLq285JruSWEp5YbCFGJJJIHYkcetcFKhKnVT6HfUxEalJrqd/bxfaNAvLdPvxossePXAYfqKp6rPHf2XnnHkyQzRofUfKM/icVY8ITrPZySk53qFA9gK4y91mOGws7IuC0MbRBfcvxn6BP1FddRuMW10OWjT9pUjDuzotNvYrONQmWCOIwjcrtGeR6dBR4iuEuXEsWMFRkHnBrmLa4lcDaQ3JqV7xm4Zs+1fM1cSpU3Fn08aFqnMjPu4xPFLC6go6lSK1oPhn4eRRK8lzOHAYb2xx+GKhdbdACxHqzE8CulsNSsbmFUntb35Rt27xgY47Eeh9eh9DXVkNS6qLpdHHnNOVoSS11DT9P0XR7YW8FvFsHIEmHx9M9Kz/EM32hYGsrGO4nUnBa0aZVX6AHB6da6m3GnDaY7eJD2MkWD+ZGex/Krv7thgMP+AtX0La6HgwlKE+Y8jt4Neg1V7r7G0fmAjLgRhs8/dGcdM1YutMu9St2jvtQS3DybzsjY88dz0+6O1eo+Sn95cHqCOv5YqlfjS7SNpbw2sa5ClnYLknoOfoe/apTaXKhVVCrU9pK9/I8rm8EOq+YmtQHjgMF5/wDHs/pUlr4U1CKzvraa5tGjuY9iEbx8w6E5WvR5vDFlOR8sqLwcK3BH15NUrvw3aQx4e+MCjpvcLg/XIqVdPYHFW92Wvmv8jy0eGfENpCY7YW8qnDZSUDp35xVe/wBI1CZD9q0m49/LXfn8VzXp0qRQNg3SXK9fmBYfntH86ptfASM0BVQRt/cRjOPQkZ4/EVs6jno2d9TOcXOPJNJo8gFrLbBoxFNEQcYlQrx+NX7SX7Ppt7I7o8zhIEQ/3ScscfRQPxr0gzX7zosMbJGzguZXJBH0yT+oq7Jp9lOP9I0+1kY92hU0OqrcrR5vvtuUXa/Q8Y1i3WWwiuQ2ZYX8l/UpjKH8ty/8BFLba3MgVdgYhRkk9a0vFMC2ev3dukYjiPARRwMjcMfnXKwsUkwQSen+fzrJTcfhHKEZfEjq7PxRc2dwbiG2tfMKFMsjdD9DUGqa9easVNz5Y29Ni4H86yA5A4Qn6YprTyAcQn86XO2NQitEi0LmcABZGGDng4pksskj7nkZjjqxJNUmupj/AMssfjUbTTEfdxS3K22Ljkdyf5VESvt+dVsSHk8VLBbTXMqRRBndztVFGST6CgB/movoPoKaZ9xwis1eoaB8I4mt0n1u4kEjDPkQkDb9WOefp+dbs/w88P2qArp0siDqVncMP1osFzxMq38eF/2Rya3bDQtRvNFuJo7KdbYKWa5I2pgc4yevTtXr1j4D8Kia2u4NP+ZCGXdK7AkeoJI98fzrR8ZPNb+Fbn7OwjDYjZsfdU8cfjgfjSdio3ueAW+nzxxyLKVAUHbxncPUEdR0rvfCD2EujSSEFrgZinVuQeMA+uMY/EVy1zbSyYjjui8kYKiMo3y/XnA49PSrej2DWtuwjleN2OWZcjNcNf347nfQXJPY7GO2+06cYJChEY3KyrtO73z3rln8LyyuSIlBPUAYrotNg+z2uzezlm3MxPJNaiNsX+tcsakqd0jslTjU3OCuPDt3bhmTzAO6q2Pw46iqsGlSTthlbg9Sf/rV6BNqEcR2zHap7mlMVpIN8axnPORWixEramTw8b6Hn5sJYR8w+bdgnI4+tQ31tcJIpA3ZGdynIrrtRSP+MYPTIqmkkeBxnAxWsKjetiJUEtDj5bGdjlUYbhyemaqyWMoIBHPtXcuYwuFQAemKzLy5t7dd7gE9lA5P0reM29LGM6MUrtmJDpz+XkRlpD9xRyWNZz213MwjmnZV7KDwK3rPXjFqEc6QhRCjZD5BBIxk/SozbrPCzRkMT0561qlJbnHOUW7IzF0WFTlm3moXihNuwiUB0lC5Henaha3ts73O7ZHgDaTVfTiXhUE5LTCrj3M5GpaIRZuuPuv/AD//AFVQnGFbPY5rZiXb5o7ECtPQdEsdVt78XCO00QBQBsDHNe1gsTGjTfNs1Y7MRRdXAQqR3hL8GYvhmLzUuF3FSrZUjqD610Wr3E00FnLLCnmQfO82fmkO4dawNFQafLPJIHYJIQyg8kA44rXaSHVEnWFudhAVuGFZ8iq0lZansU1NYaEXrdXXlZlNAbHxDdl0ZULPx7N0/nWzcIYIrWfy4SJIG6HJGDjPsa566vJpdSt4ZdnmuqxO30A5rV1ONrSxtZCAQ+/DBvvAcdO1RFJL5nnZzGarVZp7wcbfO/8Amc/fSJ9pkYffHy5PYe1ZV2W2JIRlcke9Tys0kxznd1Oa3dDs4bkSoQuEUYYrncfxrhlNe0cjmdPkwyp9kkc5HOm3qfxr2bRNRYaNaSyIpieIYZOi8dDXmNxcJDO8TWdvkEjlMV1CeJ4fDyW1oIY5rV7ZGkVH3bWPXH+FaKcZbHn8jTudtJqdsgwF3H6VTSRp52kOQOn0qjp2p6fqkLfZnDoPUfMmexqWS5MS7YgQvqasDL1m6PnG1hy0h7DrXn+mRtca4Hl6kMVB+p4/nXokLRQ33nOQCWyx9a4a4a2j1C9QSiOW3keSCUd+c7TzV0oKd0xVJNJWJ7zTJbiViikRoMs1XrqzZ/D8UIUF4gG2nv7frRHrwvrW3hEITe2JD2P/AOurFzL+4fB7VzxbpVLrdFv3469TM0C50kXcovNPtynl4wXP3gevOa6BU8Kz9LQp/wBc7n/61eVXMjfa5drEZc9DWtBYiPSxdSOPMdwFQHnHrVVsR7So5pWuTGikrHog0fw3Lysl5H9Jd3/swp58N6Mx3Ratfox7lV/xNcNp8SvLGjAkMwBANa1zPZ6cko+cvj5EHJFZ+2d7AqEXrZG3J4XtCcprj5/6aR5/ktQnwqdxKavbnP8AehP+NcO+s6gGyk7oPTOf50o8QamvH2k/kKpV5LqTLDQvsme/S/NGfda83tojH4i1MY4a3cV0knilI762sFQMzlUZs9KwZY3j8XXqgHBt3rO5aWozwW2/R9Th9Hz+Yrt9ObzNLtm/6ZgVjeEPC81np2pTmQMfLEjKPTNJYysLVUadwEYrtDYHWlzIbi27CTmdNF1JbcHzVkbGOvNYjahLoGiW0FlGBfXSb5p3GWGegrbaWK2vbouwCnawJPHSul8N+GrPVbqDV72NJoiB9ljIyDg8ufUZ6CqV7XtoCiHgnw9d6loyy60jrC771QscyjHX1Cn9a9CjhjgiWKJFjjQYVVGAo9AKlC4GKo3d0Uvre1U4LgsTUXbNbJbDZpDcRPJb8yQNujP94jqPxBxXgvi62jsvElxHbjFvL+8QeisNwH4Zx+Fe1aVcBHuY2PMd1gj2bivJviFF5PiBVxjCso+mc/8As1exk0rYnl7nnZjC9NS7HGsMHNSugkhb3FRs3NODnyZm/uRlv6f1r6ypUjThKU9jyVGUmlHc6XwfrO6xNnI3722OAD3Q9Py6flXTSXyhCc15TY3D2WrQzg4ycNj0713D+fkPxs68nrX5lmmEjDEO3r8j7nAYlzoq+60NfTo5Lq+E9wjtbjOEUkZ960NXvrJtJkWE7QM5DcH6YPNZ0OvGytudMeRVHLQygkfhjNc/rGsWF+mzypxLu3b5EIIz2rzY0ZOWqPQk2o3Gab5Zt5BJjIPasjW9QWyt2WI4kfhMdh61ZWQR/u1YbjxiuRvDcTXri4B87dt2+nsK9bC4fmnzS2PKxeJ5Icsd2Q21vJdTpDGMuxxXWWFoljG0S8nHzH1IJqvpOnfZCjtzM3XHbjpVwsxvWUDhhkfl/wDWruq1ObRbHnUocur3Jgx/Gr1nBJK7YBOcVBbw5fLdO9aMM6B/LV2SP+KQKST7DFYaLWTNrN6I3rCMW8bfxSKM7R1FcX411J5b2OwBIWL944z1Zun5Dn/gVdamsW1rAYbWzlbP3ndwu78sn+VYDaXDPfS3k0YaWVtxDEkD0Az6dKI4+jRlzPUcsFVqrlWhnafpUbWcbXADuw3BTztrqdB8RX3hi2NrZRQPalzIY5FPU4zgg8dKp+WFGAoH0qJ68mWLqSm533PUjhacYKFtj0HT/G+m6xC1pdj7HNICu2Q/Ix9m/wAcVDK5ltmtpWxJGcBvQ9jXnjxK3ar2i6xNp14lu6iaGQhAHbGz0wcHA9q7KGKvpJHFXwnLrFkt49xP9ttUidpPLkYKgLfNtPAx6sFNaPhHT7q10sxXltLHuhK/vFI5PXg+9a4163yI5oZoj64DL+hz+lT/AG+3nwsU6MT0XOD+XWuv2qtZHJyO92Tra6le+GngtJ/KvYgoG1h9f1xiuOXQ9WvL6JbqKBp1fLQuWVjzyOMD8eldlZXcVlIXuJliDOoBMojJPPTJAP0PWuheawviqzCJpA2U8wbGDf7J7n3FTruddHEKnFxcE79WtjnpfD9siYtNRubRD/y7Xsbsg/FSB+eaw7vwXqcoLQpaXO3lWs3jxj3yAf516FJatx5V1dRMOpP7zj3JDfzFQi2uif3c9pOR/wA9IgTn8DRKV1YKGKrU+qfyseYRafqmmiRruzvYWJwoVPlH445P41RMV8JDLK6Rx5ztZhux/P8ASvW5bfUSRiJGI/55zNGB9Acj9Kp3B1KK2ZpvOaQdI2BmX/xxBXDPA4ecuZx1PTWa1N2l8meaRwx6mgEsrITwqyyk7j/uqmf5/hW1pmiX1rIY/JeWLH31che5xggHqT271cl8QTWjMsdrZw3EjffWAp7dCFH4k10NnLbPCtxex6hcM4wRI8ax59lVwpznvnpW1GlSpLlpo5cXialS0mrGetveIuTfw2ojGTGrbtoyDz09B19/U1l6hrKWFm32fUpTNLKrTOFVpmAAAVFA46Dk7ce5zWjq1tos+ZZF1S2RRxHAIo1GPpyfzrjYL0JM4tdPdiCf39yCd3odo6/gwrfmXVnLCE5Juz/Qs2t9q8qImmQy227791M++WT8TwvHGOapz32m6ddb5riXVb4Hc6rJuGf9pj/T8RUxgurzi7knnTP+qX91H+KKMt+JPWrVvptzBGPs8aW6r/CiAL+tHP8Ayon2bTvKy/ryuaum6vqWp2Sie5xJj/VpOcAdhhcHj3JqwtoseWedYvXYoTP1Jyf1rDOlieXfNdq7AdCwwPyq3Dp1umC4kkxyMjgfniojGtfVlVJYaysnf+vU1Irazl/eJtlwcbmbfz+NWGVEXhRWVaalYRTvbxzIe7bDuw3uR7DpWqvlzAFWVgavU5CMSjPBFO8/HaopprC1JE9zDGw/hLjd+XWs6XX9N+ZYPPnK/wDPOMgD/vrFJsZxfj9VbXFk28NCh6e5H9BXCXkQDxkcZyK7bxjeG/a2lW3MQ2FOX3EjOfT3rjr/AP1cbDs1NWaG9GVNjqMhjR5kg7mpFJxinhBigCMTuRzTg+7qKeYxjpRt2j3NAhyruxmvY/h14ObTIf7W1CEC7lX9xGw5iT1PoT+g+tct8NPDceraq9/dJutrIgqpHDydh9B1/KvbEGTQ9A3HKoxn0rF1G9lkiufs5ZFgjWXI4LoSQT7Ada1LKVpLc7iWZZXRvoGOP0xWPI622txQSj9ywMJz/HG+SPyORTitRtmNeX8XhfULabbIbO8lj+Vc/dYNngdSrAEexrqtS0i31/TzA0hwU+SQHIOeh688gGuN8TW4n8GLL9650i5BbuSoba3+P4V3untGjmOP/VSDzYvofvD8Dz+NaziuRNb6mcJNTa9DyKTSZbe7khlSNJYiUYDPGO3PakkgMKEYwK7/AMaaIzp/a1qvzoMTqO6jo34d/b6V5/PMxUhv1rxasZQnboe3SmpxuiTTb4ZaF/vLz9RWysoK9q4qeR0lEqHDqfzrYstQFxCCDz0x6H0pSpc2qNI1LaM1LhkZSrYx7iuU1CabTp90IZoD0CHlT7VtyXQGQ3WqU0kMg+4CfpRSi4PVFVLSWjMeTxBcToETfI3+1GMfiadDfS4JeNB6kMf8K2dP0k3jyNhECY4I5NSalpNtDaMVwHrb2kE+VIx9nO3M2c/eXV9JDutYVx3JOW/AVQttUhSyYXieZOjnAI5P49q1d2xVHeoLm1t7xf3ow3Zx1FdFXDKaWp5c5zbumY4nn1O7ji+VUzhUUYCiulOgMRmyuAMDOyX/ABFY+iWhW9DjlBnDdM9h+ldpYYJJ7dBXV7NQgqfb8zkoXleo+p5/4ls9VhCpPbOsAP3xhgW+orP0gEmFSDky/wBK9S8SFI9FA6NJIoH4ZP8AT9a49AHwQcDse9YVKig+U7YUHNc1xxi27jj0/nWr4QnEXiJ4G+7PEy/j1rLeRtu08j3pNOuTaa3a3JyFSQZPtnFdlGrCpS5VuezQjBZdUpN+9uP1aD7Nqd7CoxyT/WqpZQFbG19ud4OCK3/FUHleIPMA4kTOa5tY5DKUbPByPeuylN8qM6dVzpwt2sZ08M7TpIzFWGSGPJJrUnZRY2zfaRkpjBJyp7/nTblNyEGql5KZLSKJEEaRDDHrub1rGp7mwm7OV+pWhO6RpCCzdT/jXQeH5lAu1kx5jBduBXPjcIgPuj9Qav6XP5BkKg4OM1wM5K3wMs6+YkZZAMykc+9YvnKlqsoaMyFypi2HoB1zUmozy3lziNSxJ4AGTTY9G1O6YRx2chb+7twT+BrWMVY8/md9CWz1eexLT2sYik4BKnhh6EVaPi3VPvARH1zmo7bRptOzeX9h51tE372PzAD9DjkVlXD28sztb2/loWJCgk7R6Zql2Qmuo691jVdQkYST+Wn92PgCs3Gy43pJyvO485NWmbYMiIZ+tU5Jyp+5g1LVtQvfQ2tFllv75ftMpkRPmC9ADXTXT4tnPoK5HSL2C0u1ebK71IOO1dRNJHJahlYMjdwcioYLc422tfOnaR/u7iavT4Dxha1L9YC6C3CgY521myJ++Ue1Zp31KasWbd2V0IODW0kErQlFuWCn+Ejj+dY0MeXXJIxzxWxHeqqBSmfem5WBRuVbiCWFcuAw9Quf6VX2xj70MR/3o61hdRsOuDVWS4SRsqS5HXjpVKSYNWO+1G1a71y0VVjRh824p1x71Xv1e01+6Dxf6+3OG+lbe9HxuHToe9c9e2962syXU7FoFjYK5boMU6ajJW2t+JE+ZNdTV8PapeRmeBinl3EGwj2rF2lry5tYmX7SSzIrDgAAkk/QCr+gl08oSBCTxuWs7+y7zVfH4sLTKtKhDOOiIQdzH8zXVgKcKlR8+yTf3GOJlJJKO70K3hnwzqPjPWNrSSfYomHn3DHgD+6vufTtXt2mpFFqQtYVCQ20IjjQfwqMACrej6TZ6LpsNhYxeXBEOPVj3JPcmqFr/oviWRXOFlQhCe5HOP0NVi8W8RKy0itkXQoqlG276m+Bya5J7s3Hisjd8sQ4rpGu0S0nmkdUVM8twBXndpeXC6tPeiIuHOACcAiuFzjDWTOqEJTfuotyagbe/wBXUcMZkYc+nNc78T9MuptWtpbO2ed23ZC9unJPatV7RpbuWdzh5fvAHirWArMJRlj94tyT+NRHNPq0lUpLVGry720eWb0OEsPAN3d25mu7pLdj92NBvP4npWho+jyeGYdXmuZFdntikLKp56kg+nQV0DGWwQvGcqDu2kZ471Ot7BqkHyjDglQy8q5HXB6GubF51i8VTlSqztGVtFZeej36HVRyzD0WpQjqjxB2AlSUqCqsGKjuO4r0GCNo45LC4JEkBwrf3lP3W9wRintZ2OjasZLnS4Z0uWwC6bvLb2HTn6V3WjxLaQ/aNR2G1vF+zm3kGGRVHycenX6DHpXo5hiaWZOMqcXFpb/ocuGoTwMXzyTTex5ZqEstgcYkC/3k5B/M1iXeo3d7IscKt5jfKrE5b8PSvVtb8NQLG0tpJHJA3WFnGR9CetZXhjwpZz6zNdSoRBaws7Kf7x4A/mfwrz6cZxmoTXzOqdZSptxlp2OX07S0giRCN8gHJ6/Wrmp+Fz5CamE2smBJn+6TjP4Z/KvQP7D0/R9NOp3TLGpG87uijt9TXE3t7qPiq7MNqjRaep/3VI9WPT8K9FWSPNb5mQabphkujkcRvg/gar2mkTT6s6AbY4WaNmPsTj9DWlpVtf6fcXKyspRiAig7tuOM9B14rYV/L69TyT3Neficaorlp7nbh8I5PmqbDItFtIlBdc+7UlzYRQ4242mppJ99u5DdBWbZy3ep30enQwtJcMC2F6BR3J7V50Y1Kzve53twprsQzIIzUQkANdDc+BvEZGVWzcf3UnOf1UVmN4O8SqeNMJ+k8f8A8VWyws+qM/rNPuUJJR61WZvmya0j4R8Sg5Okyf8Af6P/AOKpG8J+IcgPaJED3Zix/wDHQR+taRws10JliafczWYbfSqxR5ZkEODIDuUEgdPc8V1MXge6bY1xLcsBywigIz7DP+NdDY6Hp+mrvj07ZL2eSNpH/E4roo0Gpe8jmq4mLVonJafp+tM8cywJIzAb12su0enG4GtmPQH2s1wxBY55j6dfWuujulit1eSLHbG4AD/vrbVpdRgBiG58ydCillH1YZA/Gul0IN3SORVZbHHpo8LKyGYhf7ig7P8AvnOKtGzu1VI1uhJCAFKsCp2+gA+Xp7V1jPZu371I2Pq6g/qaRrGxlXciMv8A1zJ//VTUbKxPNc5Lz9VtD+5iniQHgQOJB9dpIH6GnjxXfx4WZreTH8N3AVb88KorqToylQUmYezqD/KoH0iZwQrQSqDgjdRqFzOt/GG1d02kz7P71pL5g/IcD86vweMNGmba13LC/wDcmhPH1wP61Tl8NIw3PYhG7NCeR9MVSuNAnEe1LmdV7rcx+aD/AN9dKAOst9QsLz/UX1pMT/zzkGR+GTUOt2UUukzGVmAUbgRzz/k1ws+iXOPnsLK4HYQyND+nSsu6sbq3RxHa3kPbKznaP++Qv86TaW5SuaEVnbhifsUgPqUH+NSSzWdopaT7PEo6meUKa4e4t7pzs8yR14H7ydy2fXk4/DFPisIVwG8tHH8a4/8ArUvaUy2pnSy+KdJgXBvowB08iIkn8SMVm3XilZQDDptxNH1DXDhF+vcfrSwWWnxxGQuu/BJKnGT6HoKjl1fRbLKPdW7AjnB3d8Y2qMnj1/8A1Htl0Rm4XepD/autzRYtY7SyjIyNiZyPXPKn9Kgl0q+vAGv764mB/hLbVHf/AGhj8qZceMtNQLFZ207oowiqoUDGMcn/AAqk/inWrhdtpZJED/E+WP58Uueb6DtFG1ZaYNODSxIEDKCZmIYgD/eJHc9h3pbm4RATeX5MZAIEkhVe/bp6dq5aefWLkH7Zqvkr/dRtv8qzHXSoXzNcSTue+aXLJ7sXMjop9f0a2TbEzOcglYhkf4H86rp4ovWG3T9OYAjG5+n1/wAmshb22jA+z28K+5+Y02XUJZODK4HoOKXIg5n0Lt7cahLZO980W2PBjRB935uaw70D7MSOivU8Lb5LhSzHdC33j6c/0qGXL6e3rgf1rSKVrIltt6lePmpaiiPyg+1PZ8Uxi7u1Juy1RFsmtDRtNl1bVrWwi+/PIEB9Aep/Ac0ITZ7x4D00ad4O09NuJJ0+0OfUvyP/AB3aPwrqkFV7eGO1tooU4jiQIufQDAqxC285B4pPV3GjNtJfI1i+tXOFZhKv/AgP6g1ja+SqNKM77aQ4PquA4/UNV3xATZ6zZ3Q6SxmM/UHI/QmqmsSLMHf+GeAHr/dJ/oxrWK6ksx9Q121s7C/tJYHnk1N5YoolwASx7seB96uq0GeSfw/ZTceckatg9jjkf0ri2ncacitZNdW8khWdVg81gDGcEL/vbeR0rqvDrG1EtqV2BJnXZnO0FiQPyIracV7NWMot+0Z1UU0dxAJF5Vh0P9a4PxJ4Va2Etzp0RkgbkwqPmQ/7I7j26j+XSeY1jf4ORFJnGegP/wBerLXKSxIzHYG6ZNck6Maiszpp1pU3eJ4VMu92XBBBwQRgiqkcsunXHmbS8LffQdx6j3r27UdKtLtwbi1glf8AvOgLAfXrWeNF06Al47G2VgOCYwSD7Z6VlHCyT0eh0vGRa1Wp55Pam5hjmR5FR1DIWXBA/GqhhuouS0Ui+uQp/wAK67VrJndniff33Dp+feuXuI822/nzFb5s1vLDpdSVifIa8zCEHzZI36Ao2CPxBrHu7uZbu2R7mSQZLNuYke1WLy4EdsEH325AHXrWRLBez3O9LeXhcAlDUKlGL0FOtKasy/LNlsj8KEWS5BjjVmLcHA7VNpOm3E1zEL+Bkg3fOVYZI/OupvLjTNJXyomjK8BFQZJNTPEeykrK7HTwrrwetkYsGjX1vb+aUUDGSAeQK2rEqiKqkEAce/vWlYb5bYG4QIx/hP8ACP8AGsDxEkdltNlK6IThwDjOfT0rKnjHKT592bVMDGMF7PZGZ4jvn1C/+zRZ8mD5S3Ynv/QfhVSGMgYp0ahlyKsxrisKlRybZrTgoogkjwM1UbhuQCPStKQZGKozLgE0QbT0CZu/2JqWr2tvei9jlDJkCViCO2OmKqT+G9WTn7Nux3R1P9c1v+H5ymjW8Z6gH8sk1qef7168MTNI5Vi5x0SRwD6RqYR3exmVV6llxWRLYM19BHJJFF5jAEyPgAZ6t6CvU3uMDrXnl5eqfFs8kln9sXzzujwWZ1HGMfhROu5KzHLFc0dtS9a6ZY2yF31OyxnCu6B2kPooboPer4tRE6j+1tKMrDOzyYtkS+rkD5jVQXOkyzGafSZDdv8ALFEjYWL6/MOaUvp8dtm30K5uEDfvZH3fv39BjIwK5zBtvcubbNlLNe6TKp4DzRmFXP8AsrHilbTwbUyyQkwjoFjjuIx9NzBx+FEY1CR1hi0O2juHwZHkt8eSp6KM4wfpVW5kW0vHg1LTbKxKjiaJv3p9xgnP04pklSdfNtpiQP3n7tWA6ADoDn/a6EdM+lcgEWUHGFf+ddbeyRxmNY5UmjYbxMqbCwJ/iHqPX6+tc8+i6mjE/Y5mGcgou7j8K0pdiKhnspB2sMEdqbLB5hDJww/Wr0kMigJcwyRt2Z1INVnQo2D+BFb6PRmVrameYlFw2VIPoatQXUtvwjfKeqnoalZFkXDdR0IqoytG+1h9D61m42He+pv2bx3SZRgGHJU9aqzf8fZz+VZsUjROHQkMK0GuFuZQ6xiNsAMB3PrWMoWehSldFhPmuI1DEZ9K2RaIUBDnOO/NZdrB5jNLuAMeOM9a0fOIQdqzdmy1dIr3cYgjOSMn0qO0t9sILA5PNRzu9zcKqgt6gelWgzgY2MPwpWSHqz0ZZDjgUsrqUO8DaBk5qJZ0xx+tMkmRlKkcHg0luBFaXam4Ty1wpP8ADzXN65qP2rV55bRZAIzsaRQRyPf65rqdEsZbB5pImzHL2cVeFnGpy+B7KMCt4Y+GFnzQjf1D6hLEx992RgeG/G/ii0kSKBptQgz80c/zYHs55H8vau/uvEjXlvH5do0dwDvLuw/dn0GOv1/SsRBHEuEQCkeYIOvNceNzT2srwgo+h3YbLVSVpyci1NcT3b77qZpSDkAngfQdBSfakijK96y5b4L/ABVmXWpBhheteYnOpK53S5YKyOtaSJovN344ziqhkF4paNz1xnuCK5yz1gWjot0+YnOM/wB33rbNzFbOWU/Kw+b296dalOD95BSqRmvdZoJcCaHa4AkThh/UVzPie+i0zTtMhsXCzLNJOVU4KHceo98ml1fVBZw/aIZlM38KqfvD0rmpVmvWE7JNKZgSPkOa1wlCnKrCpWjeKexliZtU3GDtLudhq19cRR2V3s2zskVxC3ZsgMCP5EfWu2kjtdY0qGYxARzIJEJ/gPcfzFZNlaW154Y0yO7Dxz29uqqSuGXAxyD9K1LG4ht9NitSVIQYGzn8e1evToOlOSjtfQ82tWVWEW/iRgXHhC4kmD295uhz9xlLFfyrooIV0TRWhnK93kc8cAcD+f51ZtdTitQSCSTVuO/huXDtGjHPUr0rZqVjnTOU1mSLXbVY7lkks9uBEoxj3zn04rOl1OzsIA0NtmRVA3y9u3Hr+ldN4v1W6j0/7PasE3jLkj7w/uj+v5d64gabqkp+13VtsRE3xpICNx9QOvbvivKxCm3a9z2MPy8t1G1xst/FHEZXU5c7n3NgnNR3N5FFapKsfBXcATjj2qtb6TqHiJpJUi2WyHDyscKPYep/QVZvtNv9S1FdMtFSRsZ3KuBGvvjOPaudYaTaVtzV1Uot32GESvpQvoCdsg+YDnFXvBmmXOoaqdYtbzylQ7AuzOQK1Y/BU1npC2kbeYxHWSYrhvX6Vr6D4disNMjt7gicq2+RFAZGPvkdK9DC0XSbuefia8ZxXKzrlYlRuZSe+OKWqMFv5S/u18tWO5vmLE/ic/8A1qnWIJyWPHfPNbtI40ybinAUxGTHB6/nTmZVGWx7UrFDgKcBioVlVjhN59x/9eq11q1lY8XF3Grf3PvN+QoswKviXWjoumedGu6aRtkYxnn6d/p6kV5Nquuaq924ku4pZweYFR5pFPoSpVR9Mkiu88SaraanaxtEZ4pLdjIHZMAD1znrwK8Ws9P1fVozi6n+zk8B5CFx9BxVapaDVup0cHiXXbV8vaPAO+HaIH68tj86vHxtKHy+oyISOUW6U4/Mj+VYlr4EQ4M8pPsi1u2XgzToiD9l8w+rnP6ULmG5Q7f19w+L4hzwvtj1Iyei+Wrn/wAdX+takPjjXrnAgs5pD2ZoSg/8eI/lU1vpNvbACKBV9kUCtGKMRfwr+FVdkXRUW98V3y/vb5bVD/CmCR+KhSPzNXdOt7u2LNcarfXDMMHfMR/Ln9alUjkgEmnNIwOApxU3AsrIAAoGAOAKUlSpql5jYb26ZqRXJWgTQya1trjPn28cnu6gmsy78LabdKfL8+2J53QSEH9c1qDd696fhj0PbFJxT3QKTWxwV/8ADZ52LRatLJ6LcLnH4g/0rIufA19YKWFl9sx/zylH8jg/pXpl5qVjYA/a7yGIjqrP83/fPWsO68W2YU/ZLW4uf9sr5afmef0ovFBaTPLtQv30rZGLaKKc53QspDx/72R3rHn1u+m4MpUei1ueLXvdY1ZJpETd5eAkY4UZPGe9ZUegzsAXO3PbFTe+wNWMpppZP9Y7N9TQAW7ZrpItBtYlDzzKFPdiBUxfSbQYHzMOm0cH8TigZz8NpdykbI2rVtdEvHILELVsaqJMR2Vmzt2wpY/kMf1q3FZa/ejk/ZkP999v6LzSARtHW3gZ5plEgRtqnAJyCK51PntGX/ZxXT3Phn7BYyX816ZZIirbVXAPzAcnv1rm0GxplbgByB+dVETM6N8RilZ8mol4yvoalUZ7UwFRcmvUfhJo/m6hdarIuVgXyoif77dSPoP/AEKvNY09q+i/Bmjf2N4Ws7Vk2zMvmzf77c/oMD8KNkLrY3FTfgnpU29IyFJAqJvNJ2xgD/aao821tIXuLhPM75NCRVyh4wjzof2gfegkWQH26H9Ca5a4vVbSLdyejOufba3+FdJ4j1W0m0G7t1fMkiFVA715je6gToEEKn5iryficqP/AEKtYaLUT1NK7ikuNEt4008XrmRcRkMdpKEA/KQeuPzrpfD12Zdb1C1cFWTyJQuCMB4U4556g1zGpJB/ZEX2i5uoUO0D7ON27jPzL3GAe4qDT7yazvZp7bJWWyigVgShVlQLnHXt6/jXTOUI0bzdv6RhGE51rQVz1rUYo1tXluHWONQCZHOAPxNcvceMdMjg8kxXM2D9+NBj/wAeINc5LPe6j5f2y4Z1QYRcBVX6KMAH3pHsFZcA5NeNPGO9oHsU8CrXmzqLfxNoV75ateS2bDja8ZUH6lTj8zW+dDsr22VjOZ4mUEMpDAj1B5zXkdzZSRP90/Wn2WpalpJJs7qWAMckI3B99pyCfwqoY1/aIngl9lnq3/CNWKoV/eMhHQucfpVNvCejqgT7EuM8ZJYfrXI2/wAQtZt9sUy202ejyRlSf++SBWnB4/uGU/aNOjcekZKkf+hV0xxUH1OZ4Sr0RozeDrJ1Pkr5R/2RgVkz+CCpJV+lbll4s069t98s0dnJuI8uZ8E++a0XuEaBnjkALKSrDkexreMuZXRg4yi7SPPVhtrXTGuXuI84zsY4OMZ4/wA81UstNgs0+2vGPtT/AD7pOSgPYelZ2qzMmrTROA80RUtGgyNvB4+vFGoast+i20LE5/1mOoHpXDicPKKjJvV7+R6uGxMJznCK0i7Lz8/69S9/aTajeeTbN+7Bw8g6D6HvS+KbW1XSo/JkLSKw3ZHWoLC1GwKZfJQdoxz+Z/wp/iKeyawigikAdGBKk9frXHGK5kkdMn7rbOdtkIRiT93rUpmVCVzz6VVubXVX/wCPaBIYzz5s52g/nwPxNQR6TqdufO1DS7i7h67oZsrj1+XIrqWHb1ZxSrqKsi810iDLsB9TUQinvGCwxOVPVyMKPx71e0/V9AgwDataN0zJD/UZrfgurK8wLa5ikz2VwT+XWtI0EjCWIbVhLO2+zW6IDnAAqzk+tTCEBQCaZNAXhdFYqWUgMOo962tYwuZuq3gtLC4cSqsojLIMjPoDj61x2mWd/dX0jwsUTdi4lbpyeh784PX9K6Sfw1E8DL5khYj5SW4HuKg0mw1fRoLy2hEMsdwBlycMBz26Z560ldrULq6saV/LpFvp6xWEKNfKOTIAdpx/F/QDFV9BguryUNrRlEOchfusD6Adl9+v86ybC2uNH1M3k9hcTkEYXCure7fNkmrniPxHLrcXl/Z7myAGNxgfLD0JA6f59qVi7pmn4i1FNFLL4d4CHDSoc7D7Hq31Oafo9hb6lZNca8wVlBkMLnnP94k9Pp19aq+E2j06wOoXUEt5FFkCVISwi9eOp+uOKztdml8Qzh9IytvuysaHOMfxN7e386iFSE7qLvYbM26n+1ahdEDMW9UjbGMjpn8iK34JGYZzisiVhc3dtaxoB9lUhmAxuJ5z/X8a3ILdwowP0rRGcnqTRyOM8n8KcbS3uOZbaGQ/9NIw386lit3HUVZWPHUVZBlPoGlzHL2EQP8AsZT+RFU5/B2lzgjZNGP9iTP8wa6MqKAv1p3YWOOk8A27HMV9Kn++gb+WKrN4FvUYGC7gbH98Mv8AQ13eKWjmYrI4L/hFdZSbcIUYAfwSLg/mQaSTTtWhBEljLjuRGT+or0AE0oJ9ajlRVzytZLm2nZkDKTwQRzVgaxOow8YJ91FekSxGcbJEWRD2dQw/I1RfwtYTtvaDYf8ApnkA/hnFS6aZSlYPJcYznIq7Y2gdt8wIjXqD/EfStL+xNQNvFcC3kdZecIhyv144rPNyAfLXhVH51yV6vJHTc6cNSU5a7IvPdDGBxjoBVczEnrVBrgZyTharnVIpLhLa3DSzucKqAkn8K85qc2erzRijRlu9oABqhPeYBJNSvpmrSjMdhNk/3iF/mRVeXwtrtxxmC3B7sxZh+AGP1ranhZPdGFTEwWzMu61ILKIwd8rdEH8z6CoIkmuJR5jKg69eB+VdHp/gEoxNzeO7HqVXGfzrbt/B9lC4yrN/vNXqUacaS0Wp5tWrKo9WcW+mSX7CKGTe4BIVRkkAZOB9BW1NfW+pQRpLZ3VsWwrSK20MCOM5GMn8PrR4qgtLY21raK6SiTfvibaRgHv/AJ6Vkya7c38X2W/aeSIsSPKlMbKfryG/4ECT603JV07BKFSha+78+hfu9G0q1twrOB842eXcozgehBbOD7Dio4rm2jLwFxKg5WKUbm9gC/8AQVmLp1s6eXb6oWk/hgucR8E88k7f15z27z3ul+W8Yi0yeKJ+oDMUOB1BPXv3PtVU4+zjyy1fdaGdpVZXbUV56r/MdPb2kpdm8y3AOMbMgfQAY/WrmkSWqxy2qXE4387oYELjHu3IqrawS3cYaMRqoG7MuRgdju59/SpY4XWbfLZ+fArY3RcJn2Y8E/SsqiTulK3zO6NJRik9W+yf62f4GrPJd2QiD6mbZDhf3xWRiffCtTLbxRrCXHl2bx3bckBoSu4D05H8qjvtZtrWD7PbaeqTtgiSaFDt+nXI/KqWjXOoTzyLE0IQIWOI1RQfUkAAD61rTg0uZyv/AF6HHXn7/Ilb5f8ABO8svE/iJYA9zosYjK7gWuEBb1wAaZdeOtJkk8jVNMZXTj5sN/6Dk4rmBPZ2O5pdRuJ7h127rUCOP6A43H6imC8022gn82WPL4xG0G9+n975cn61zznUjJ3SaLhDS6udnZeM/De0RWvlxD7oXaFVfzxxW7Z3VjfoRbXMJH3tkI2nHrz1HvXhTILuX/RoJ5YwSN5G0D8ea1PDIv8ATtfsFVyWe4TEW7jng/8AjpNdDnFWu7NkKlKV+XVHtiW8a/w5HbPNTBFGMDp0zziqM18kClrie3tRjgyyD/61Zc/iTT4w2bqa6/2YE2r/AN9HAIqrMyOheWOP77gex60w3BPEUbOeme1cPN4rkDsLW1t0J/56ZkJ98cDNUp9T1nUF2SzSmM8bciNcemF6/jmiwHb3eqW9oD9rvoImH/LNDuf/AL5HNY0viyGP5bWzeTnh7hwv6DrXNpY4AV5VT/ZTAq1HaQRj7ufrzTsFyafW9RvgQbp/LP8ABbjav0yOfzqrHbXDH92kcangk/MT/n6mrij0q3AQpyadxXZSGko8RFy7zKeqscA/gOv40iWcKAKkKADgYGMVqzyBocDFUlJz0FIQghXg4wR71KAV7Um404e9AwJ96VSc80mCc9wKoXOt6ZaZEt5EWH8EZ3t+S5xUtjSNMEelLj0rmpfF8C5W2spXOODKwQfkMn+VZtzr+sXMfEqWyZwfJTr7ZOTn6VlKrBdTaNOTO0kZIkMkrqkY6s5AA/E1k3PinSbXKrcNcOP4YELfr939a5N7Qy/vryWSeUjrMxJAPqTzVVr7T7RWTzYyR3QZJ+tZfWL/AAov2P8AMzpm8WXVydtnZRxA9HmYuceu0Yx+ZrMnvdUvIz9qvZcHGURtgH1CgZH61z0/iEnP2W3A4wDIf6D/ABrNvbvULmJVM7+a56KdoVf/AK9H72W+gfu47anRu1lZktLJDHkZG5gDVefXbK1i4kjLFcrhs59OmcH64rCh8NXEmHnnRMjOQdxP4/8A160IPD1hEwL7pj/tHAP5UKkvtO4nVfRGZLrpdyYrcvI3Vn5/IU5Y9bv2+WIxA9zhP/r10cMMduMQwpH6lVA/WphIf4ck+3Na3tsZ2u7swIfC8rnddXgz3EfP61qW/h/TLYr+481v70jZ/wDrVdQS5JwB9alVBwWZsfpSuwsh6f6OuyKOEJ/dUY/lU4dMDepVj6CkR0VvlAz1zVDWbyaCwLW4bzCQMr1A7mqpQdSagupM5KEXJ9CfxA27w3e7VwNq855+8K8/lAaW4xjJO78xWgL2adGgeaUiThlZs55zVK58yPUPs6pu3gADHPT/APVXViMM8PPkbuY0qyqx5krGSy4uZR/tZqdF6U14JjdH902WUHkfhUpjki++jD3rA1O0+HHh/wDtnxGk0kYa1s8Sy5GQzfwr+fP0Br3pYyOxrwDwpfy3FhJpNpfPaXBcyKiOU888DGR1I9D+HetWx01rd5ZrySUXKMQzeaw24OOoNZ1qipxuzejRdR2TPbTtUZYgD3rE1Gxtbi4yUUluSwGDmvNYNV1fzlezvblYkOVaZzKPwD5FWLq61K/laS4upiT1VW2j8hxWSxcErm31Kbe5qavDHYhv367m/hZhu/AVxsNhNKT5nCbhtB5+UdB+dbcWn98VbSCOIc1jUx0npFWN6eCividyl5Mk6IsjFlXG0HoMe1WoLVQfmIAFMmu1iBx2qLS5bHVZn+23TRIjgKOiORzgn8RxXPFVK0tWdEpQoxvYtXFxa2y8HJ9aXR9Qtb9iBMrEnAwc1vvo1o5DLbW5TrtEY79xW1o0FhaW7QrbxvG5y6sAy5/3egrsjgtNWcUsdfocnqNr+5wBkHoaxNOWG6uHtJ1XeOqt0NenX2iabNbyvAJIWCkhYySM+gXn9K8xk09LPV7aZ2ljjc7ZHB5P/wBfPFZywzjJLudFPEKcW10LEmjpGrC3kU8/cc7h9Kga0uLUYl3W4/hkTlR9Qc4rr7fwto1yfO055BM6/cknkUn35znHoQfrTj4Z1WK1aOeW2ul7IGIbH1IAJ/Km8NNOxEcVTl5HJR2d3KeZoHT1Zev0xUojvdPUtauUI5PkS4B+qHg1P/Z8Oj3Ms13E/kkgGFmZCue4wf0P4VvjRbKZVljhvI1I+95gx+TZrSnh5tXi7FVa1OL5Zo5zRWjnubm8nEUs91IPnZSFyBgKcfd6V1C6TYTxf6ZY2XmY/wCWRL59+VBH60y20OS2uhNZ3jQjPzqIvvj0PP8AjWl9pgiZRIYy691GD+X/ANavRhzONp7nl1uRTvT2Mabw1o0i/wDHoVU5zh2T8sVDD4P0pZhIkDI4PDEhv/QhXTLIsxxEhUd2fj+XWkktEGDLNIx64Xpj8KfLHsZucn1MBtEETYt9ScMADs8lX4/BaqTeG75SZYxZK3/PSJWhYnsThsH8QfxrpoCkpcQyR7VOD5ZDYPufX86eMR4Ji84ZHzFipA+hHH0JqhKclsch/Yd9KXjntbXUOv8Ardqv1A+8Fz6n6e/FYOoeEdLwWmsrmxbBJaFvNjUZx7EknsOa9KeODy1jTATORtfYMjuO2foKeI5HYnbjJHJAzj65paPcOZ7nkn9h3lm+3TfEcbY4EVw5jOR22P8A1qQXniexXddaeLiIdZEjyP8AvpTtFennS4JF2y28DJjadncZzjp0z1FU5vC9gzmS2aS0nOSHhfYxOck5HJ9PYdMVLig5jK0LTRr+kRXxk+ztKWAjHz4wSOenp6Ut1pjWHyswkVvuuBj9Ku/YNb05nltrz7UvLGOVAWY5G0A9enViT9Kz9WlkmQm4tZsI7HNtKUyFGSxLjAXsPWlyMaZAsKs2CKbJbpG3IBpEuLNVG+S8hb5QRNEXClhkAsAOSPQU37dprnjULNx6+cF/RsGk4sC1au0WTCCjY/u5B+vrWRb6RCk0r3McQlY53xLsbpzyoHfNa9leWcpmWCVZ/LXkxnKqxPA3dCep49KbKfm+ZD+RIrBYanCo6qVpPcrmduUoW+mWcMrvFENzHJJJYk++at7FHQY/CnoFbkGnYUcjP4VsQQtGabsPqasZz05+tIfpSGQbKAh7U9owT/qgffPNOWMKMgEfU0AM2N3xSbfpUzYJyQRn3pDjsSR7mkBHt9qNtPGCcYxUf2iJYJZ5G2RREhmPTimA8tHDE0szqkaDLMxwAK5e71+9vbgmxma2t04UDG5vc/4VU1fWZNScgExWcZyqn+L/AGm/w7VzM+oTvJiAlIxwMdTWUp30iaxio6s9xuviTfPkW1lbxD1kYuf6VwbXpiZtx+lQtI2eDjNV54lnTazMD6g81jUpqaNKVV02NutT3IVB5qrpTsus2siOyN5oG9TgjPGf1p8WnwKed7/7xq7Htix5ahcdMDFOFNQWhU63Mz0Oz1qWIKmoR70zgTxjJ/4EB/T8q21CTxrLCyvGwyGU5BrzbTfEM8V0LC4geSKX7sqjOD6H8u1dNYzPDIZbWTYGPzKclSenzD/Jocp02lUW/UnljNXgdF5QBz396qane/ZLcJH/AMfEx2RjuPf8BTH1pIrIy3EQhkX7wLbl+oPU/TGa5Yanqepan9o020aVuVWWQfJGPr0z346YFYVsRzv2NJ6vd9kd+FwfIvrFZaLZPq+nyMfWJEbVJNP1eFLSSJcxXMbEsqnoDwQ3X2781m32lX+nAhVt7pGAZCkgViMcfKT/ACJqDWLi+1O7e5uZPMkiOzBP3QO2PrTI5IlRFmSNWbAIxyw/ziu6EHFJReh58587cpbspvffZ2EcqSxTY4WZcEH2zWlYatc6ZCRZtJFK5zJMr/e9vTH86iguPtTiCJGZGOApO5cnoAh4qvLa2wkbzrSLCuQWiLRk49Nvy/pWjV9DNOSR0C+KY7mRU1KziuArcmJjHk+pAyh/75rZi17SbpCVvTBJg4SQhAvoMKrD+VcXY+H/AO0JDHaPeQso8wiQJIoHuQQe/pVabQ7rLmC/spgOCTuXP4kY/WspRpzlZq7RpGtVpxbV0n1/4J1t0NQ1BwJ9T0p4o1+RfPVQB9cZqvKBZsv2rW9NZBg+VhpAD7LsKmuctdG8QElYooHDcb1nVsD8Call8NeKGdUOm3DJn/WJbyOAPXIWqfLsRFvdGxe+J4ri2WOQvLGB/wAsLSOEfg2GP8q5261J7dBi1LsSTjeOPTPB/TFWBoXiSNstHdqASOYSv/oWO3NVnsNSiaRso0gBLuZhIVHrtTOKhwhbsUqkrl/RvElzaxTHUG/dnmPAJK5/hB9PbNNTXVvb8vBDLtXkNnB9PXr+dYpj+0xsbi4BRSMqG25+mef0qzZ3FukqQRRsiE8MFJDf1Ncf1elGs6sfiPQWJryoKlKyj+LOvsHuBsn/AHKpJ0dWVz7g4PB+tdFaNaSYEjF29zXBwW6QypMiskhJMp83du569BjjjvW9pjLJJnf8/YV3xn3PNnFX0Oxjht0XESKB7Cg4B61Vt96L8xyasnbKhVxwadzKxXkjiaZWZzkdgeD9amUg1KkaqAFAAqO5u7Sy5urmKE9g7gE/Qd6bYrEqipFzWHN4q02IExCac9AVQqCfTnB/SqU3ibUJZFW3tYrdD1eTLkf0qXOKKUWdbgkYxmqV1qFjZAm4uooyOoLc/kOa5uaXUruIb5JpmYkFBkDp/dXjgjvVS/tYICqzQiJ0jHzFgB168ZHqPwrOVVIpU2zbfxXa+cIrW3nuGJ+8RsT8zz+lZ954j1bcEjSG1B/iCbiPxPB/KsX+2tPspGIm8xiTlYV3D6Z6VSu/Er3Eu+KzycAZmbI/75H+NZ89SWyNeSEd2bEpnvFJubqec4BKyMQoJ7ben5VBJ9lsVAknjQds4Bx+XNYc91quouGeQxr/AHYhsFV/sUEIL3E6j15yal0ZSfvMFVilZI2JNesoj+4SWY+gGAPxNVJNb1G5wsKLHg8EDcw/p+lZsmp6db/6tDK1VpdfmeMiJREe2BVxoQWr1E603toackN3cc3dwxHo7cfl0qJhaRHBlDMOwrnpp7q4OXnc+2cVHDLLbvkpuHftWqstjNtvc2b29+zFBHEMsMgnt+FUjqUjnLYJ9abc3UN2kWxWEi5BB9KiaNMcZBHUGoluaw0Wh0Giai8jm1cbwwyg7g10ABVOWGfp0ri9GJXVbf0DCu3Zh2wc0hS3CJNwLSIQPdqsIoHAOaqK55X+H35pyRxl8lDnHUcUhF3dgFWHuOlIXTpjmoQ+BhTn2NDMW67R7UADvg4ApPOJQeg4qLad4xkjrTim8AjnHamhEE0ETgsY18wEYbHPWuc1uPydajdSVIAII7cCuoO/gMOMj+dc/wCKoytxDJjI2AH8yP8ACtE21dkNWdixvi1RnnmkSCaRy3J3Kc+4/nTZLO4hXJiV0P8AGvIrnk1Q28axSJujU4BU8gY/WtK01NCc21zsYjlSdp/LvVpoVhJYI3kUJGUlyNpXg5r0iO3WSBY5mLgcsWOSx759c1xNlcG61W1jnhQnzV+cDB4Oa7YuViI6GvOxstUj0sBHRsldoUACqOOwpBIMngfSqrSADNRGfa2SQAa4j0Ll1rggH5h+FUbi6wpLNVK6v1jH3sCucvNXF1MYY5QnqxP6VrToymzGpWjBak+rawQHjiBdh12jOBVvwxdW82mzQMymVpS2125bgDjHfjpXNyoVR1UkHqCOpqJ0lMMUrEhhcrlcEbcj3r04UI8nKt+55dXENyu9j00JLaMWtpZkGOVRyoJPsP8ACpYNb1GI/wDH2srZ2jfHz9Plx+tcLDqU8MoRr6WDHCsyCVcY6EHkd+n5VvaYNY1GCWW2jsbxEbBeGUwkn0w4Gfp71pPBYujTVXeL6kKtQnLl2Z21v4yu7dR59skyr94xyfMPqCMfhmrkUmh+KLkeajwXLHKxuzKHPsRxn2zniuCurqezULf6dfWuDwXiJU/8CXNRQXtvdMFS6ibnPyN8w9OPxNYe3mvjiaqmvsSPZbRUsFEPlFQn3ec4q210H4AXb3JOSfoBXEaD4yhjtns9ccgRruiuSCxcejYHX37/AF637PxnoN7dyW0F2UaNC++4HlowHXBPU+2K6ozjPVHLKEo9DoTbwjLIBH3yeT+tQt5yMPLSST/a3cD/AD6Vz914/wDDkBCte+e3YW0bsfz4FQR+PoGmKQ6bqBhXgtsjDA/7u7/PpVXS3YuWXY6Z4vM/4+CWB6KOP/11DIsS8JJ5WOSHAIrJTxpocjbZrowOf4biJo/1IwfzrXiuob2DdFJFLCw4KEMD+PSrRLTW5Ve2Lr+5uV3HndGcgfgDThDIkbJNAvlnOWDZ/Qgipm80/JbxxRgD7zj+gp3khgokPmMPwH5dKdxFVgkkTeVHDJnoCgwT78f41IsLGMCaRSc5G1VO39P6VaO3GWJAHrVYylwHWNth6ZUg/jnofagCRHjRSIgGZuN4Gefc0yR5OVXdIW4xyoH40saOD0wnVeORUjAlOZMD15oER7pin7xlUL0EZHH1z/KpFZ2JOSi8YLVXuLr7OjbQBJ23A9fU4yfzxTYba8lxJJcKe4CLtGPbOT+NMZamnaOMssZJ4wCCM/kCf0oik8+MNLblD2DYJp0NuYCSg5Y8nPWpTnuBn60gKj6dZTHcyYkByHAGVOMZGe+KqL4Q01ij+d8iBV8s9MKcqAARxnnA61V1PxbpWnkos4uJhx5cHznP16D8z9K5W98R65qoZIALOFuPk5cj/e7fhihuxSXc0Nc1TTNPu/7MsYg3ksTPKnd+eMkknGT36mqiavCY+Qc/Ss600dgg3DBrSj05UHPJ9aybbY9OhIl3HLyuRU6nIGf1qL7NHjGM+1Qf2Zaq2UWSFvWKRk/QHFAi/t+lM4zgHmmwx+UuPOklHq+Dj8hUxAYYIyPegCIsF7H8Bn+VAYN3x9afsUfw4+hoOO1ADNvvSBSD7U8DJ6YqK9vbbTbY3Fy+B0VR1Y+goGJc3ENlbtcXMgSNO/c+w9TXFanqkmpSmST91ax8pF6e59TSajqL6hKbm8+WNQRHGDwg/qfesC7ujO2BxGOi1hOXNpE2iuXVjby8+0HavyxA8D1qsBjpS7RjGT+VIowME0lZEt3OxIP1pGUggdqdM8MShnbaD1JNCsrorKcrjg+tMBgzyKMe9ObBHHX3qPgcGmBcsLea8kntbdgtxLFmEk8b1Icf+gkfjW7pt3PLGIbiCe2vgNrxSJguR3Q9HHt1HbPWsPR7gW+tWcgP/LQL+fH9a2viBCzafDMvWOVWznHqP61rFqcPZyRlJunJTTItasptXjt4Y52SLd+8O8kP7Y6fhXR2d7d2KpGym5gAxtJ+dPoe/wBD+deeaZ4tkR/K1TLA8C46sR/tj+L69fr0rtLS9WaINCyyxkcBWByP9k9/of8A61ck6E6P8Lbsdf1j2v8AFd/Mfqfh2x8Qs9xbzgn+KOVSSv6gj9R6VzF94Gv48mLLgfdAcNjHuQP611j+VMiSLI8ckZ++nDA+nr+FWbXXIyfKvcEYAEyc5Puo/mPyFXSrqWj0ZlOi46rY85stPudFvI5by2mPlMWjZBxv7EqcEge1QaxPDFqEtvbQyBJPmky3BY8kr3A+teyGGKaPICvGw4I5BFZl3oGnXK7XtkX02jA/Lp+lXyfvPaXD2r9nyWPLbTWJ7bS7+EOxe4EaqwHRQTke3XpVUQx/LK43s/QCXBP5A13V54AtJAfs0nlnsMkfryPyArnbvwXqdtIXX94vTcFJI+gGT/KrSUW2uovac1k+g250O40/T7i7urcRyFMQRCYM2SeSeck+wzWAupXVqCZ5JArLxyCa39VF9c6tcSsZHQsoRBIA20DGMDkVCulX7zBGsyY1JYO2F454yetRRU+XmqPV/h5GtaUOa1PZfic61xqF1KZ45CijlTI4Gfwp7tqNzGftF2VixtKr90/0rfj0TUbmaVIo7cIx+UGVGwf90En9Kst4Jlyn9p36QIB9zIj/ACD4P5KaqUYvVmSm0rJnMWulRzBwlzGqpjcBlmNadtpkNuEZYiC3Ac5Zm9gO5+ldFYaVoViSkDTXDHGWRMjP+8+B+SmtMXgti/2GytoZuAZJi0j4+px+XIrmmuaXvS07HXTrKEFyR97u/wBBdH8OfujNdQhC53Kj4YqOwPvWnNa6TYNvna3hfrlmCk/hWDNc3l9gS6lORjlYyI1P4L1qpFBFDzGkZd+OU49+Tnt3qvbRRh7OTNybxJpkbbLZZ7pumIoyB+bYqnJ4g1CQE21nBEp/vP5r49cDGPxrIe6trTiQ26R88OQfXsetZ0mu2abvLEkrE8FR09sn/Cp9rJ7Ifs4rdm3Pd3t5GjSahctk4ZIiI1GegO3r+NVorOGGRg20Zb5iAR9O+aw5Nfv5kEcaBB6klj/QVA0d/eZ86aRlPUE4H5U+SpLdhz01sdK2qWGm+YnmxFTkBAoLAZHfk9vbrVCTxUgRVtrIOyjAdx/jk/yrIFlbwDMsyKPao31HT7f7imQ1apLqzN1OyNI69rU5/dyiMEYwq5/nmqk1rc3cnm3s7yN/elck1mza/MwxCioKzpr24nz5krH2zWiSRDbZvs2n2g/eSgkdhVaTXoY+La3BPqawCCaULTEXp9YvJz9/aPRapM7yHLsWPuakSFnOApNXIdJnl/hwKQygBT1RmOAM1u22hZI37s/StNdJECFhEMD+JulK4zmobCeUjbGa04NCkYfPx9K1VvbS3TMkilh1VOaqy+Iwr7beEE+r0ATQaHAo5iyfcUXWj20Y/ezwxrjpIRkfQdfyrL1DV794gTcFQxIKp8o/SsuBJry4SIMSzHHNK9ilG+psWVvZQ6tH5Fx5mA3QHGcdia3t+eprnLGJLXxCsQO5F4yf92ukwueR+IpMLhwD94ipogc9c/Soi0fAzlj71KhO3Kge9IYrPyeAAO5PWlU5yR37moy2044JPPWjei8buevBoAlBOOgB7igcDJA/xpu/I4J5HegMFbPXHYHFADs75VA6ZFZfiyP/AEFGA52MPyZD/jWijg3UeGJ+aoPEoB09Sccb15942/qBWkfhM5fEjz69AyvbPNVjGRVi+JKo3bihcMMUCJ9I1KW11O1Z5m8pZBkMcgDpXqBumKjdivIZIsE4rUtvFN/bW6wNiQKMKW6gVzV6LqNNHZhq6pppneXWprECDWDeeIUQH5ufSuRu9XvLxiZJCB6LxWxaJb39hHM8a+YBtZl4ORShhktyqmLb+Eilv7y/ban7tD3J5NXLPQrpxuS1lkB7rzTBZhCPLbI9Gqb98qbQ7L9DXVGKicc5Sk7sJ4fsgxLGYz6N/hUEV4skK2nkooEyyKygA8cYOPrUEsUwcSFSQOfX9KSG9tZh5dwrQSE5Lgbkz/u9V+oP4VpCfK7mco8ysbmq6e+5jGMsD09a0PCmv2mm2s9pcP5TtJvG447Y/pWE2pahp+w3YF1av9yYNnI9m7/Q8/Srwezv0F1AEZ1/ixhlPv6GuxYyTwzw8tt15EuknPnR30GuI43W9yRn+6etFwmmajj7Xp9pPnu0YBz65XB/WvNZzL5xl3t5h6sDgn8qng1TUotoWQyZOArDJP8AWuEvk7Hay+HdNdQLW5vbPHICyCVB/wABb/GqE/hi8ZcR3Fhef9dVaF/zHy1gr41S3cJc9e5Q5x9a1rTxZaXBGydQfQ1LjF9BqdRdSH+zJtNJefSLuP1lhxMn/fS81o2fiC0O6N7iFtw5jf8AdnPvxmtO11eNsMsi59jzVuQ2N/xeQQTKf+ekYY/nWbordM0Vd7SRnRzQsu13MmVP3juXnvjpmoxaWsbiS0drOYtt823kaMnnqccY9ucVO3hrR5CDb/aLNuxtpyB/3yc1A2gajDn7Hq0E69luodjfmvH51Kp1I/Cy/bU5bqxfg1zxFp7bRImoxA4PmoEZf+BLx+ODWvbeObHzRb6jDNYTYGfNw6f99D+oFcqx1224n0mWVQc77WQS498DBFQNq+ntKVui8Mp4YXMZQ/mRj2pqvVh8SuP2VKfws9RDfbIEmtWWaMnKsh3DoRkYqSN3WUF1KZyDu49x/WvONMuZNNPnaFdLEzMWkjDb4pP+A8/nwa62x+IqqFh1mwNsO88X7yI+5HUfrW8MTCWhjLDzjqbxuOdqMHb0Xt9T2pjK7NuZ1B/2ev51btLzSNStxLZTWsijqYtpA+uOn406ZbeJN7qu319fpjmtlIxasUYYxAu1On1qdX5xk59BTGktoYmnuZYrWMDO2SQDA9z/AErmrzxdby5i0+cwxg/69oic/TIwPqfyptrqNRbN7U9VtNIiD3c4DsMpCnLv9B/XpXE6hqmr67IyhpLO0PHkxNgsP9pu/wBOlWYIraeVplmW4mblpDJvY/WrmzHGKXN2HsYtro0MA5UD8KvpBHGPlxVvy/amlAD0pXAjAHahnCYzUgVfQUpQGkBEpVuTjNIUB5p+wUFSAcUARbRj7p/CnZGOf1p2PWmlOeCaQCjGODQTGpAZ1UnsSBTTFIUYRsgfHyll4z71g6lfS2qmLUIrCa5C/IqxlmXPfOeP0pSlZFRjzM1dS1O20uLdKQ8pHyRL95v8B71xGoX8lyz319IMj7q9kHoBTLidEVri42AjA+UAZrnru8a9l+YYjH3U9Kxc3LQ1UVEbPrUN3Lhw8aA/L8vB96kUK6h1+ZT0IpLa0EhyFAA6k1da328Z5pE3bKOCD0pNueStWzFg9eaY0RzxxQB0c8UdwoDoGA6A04YVAo4A7UhyeO9Jk9O1UIMmkYA96cBk9f0qaC2kuJVjjQu7kKqgcknoKBldWMbq46qcj616Hq9nb6vpsSTzPHBJtYlMZPcDJBrlta8N32hNEt6igyJvARtw+n1FdNp7G88KwE8MsYH4rx/SrpvUxrfA7HJap4W0e0JzJcMTyMv/AILVPTYEsZGWzkmBYkBCTtJxx1Hriuvv4kubKKfGTjDe3+f/AK5xXMsfJu0bH3HDY+hrs5U0eeqs09y/pPiO31Jdrs0VwnBI4Zf8RWhseNi0jR+WekirkE+/PH45qK18BT2FrDq6MrSee8s0JOP3PRcfhkkejVbS0kCGWwbzE/jt26r9PUVw1aUZep6cKriSpLdWknnWDjnl7duUb/A+4q7D4nspvluIpraTO0gpuXPsR/hWGlyinanAU8wvwPw9P5fSi3u4TMsZOGB5BABA/wA965nOpS32OlKFRaHSjVtPdcrcZ/7Zt/hTG1vTIwS0545/1T/4VhuUIMYfMbNkqIhjP1quGdWbcYzjgAjPp2pfWvIPq5sXfijTEjGbWe4z0Hlrg/mf6VnS65ll+yaRp8LMM/vAGYfljH61QvZg7b5HVBgDliAP1rMuNa02BWUXAY5x+7BJP4/lR7ecvhQ/YQW5s3F9qNwVSa+mSLHzpCdgHt8uKrwxxRK3yR/dx83JHPPJP9K5y48T5Ty7W1Oz/po2f8/nWdLq+pTk/vzGp7RjH69aOSrLfQOanE7JrmGF/Nu5kH90H5eP6dfas2fxJZQIyxM7+0Yxn6muYS2lmbccsf7zGrS2UMY3TzKoq1h19pkOv0SLEniO6KeXbwKi4/jYn9KqGfUr0/NPIQeyfKP0pJNS0214jTzWFUp/EE7ZEKCMVqqcY7IzdST6l5NJZfmkKr6ljzSO2nWow8u9vQVhzX886bZGyT/Fk1XqyDcfXYoxi3tx9TVGbV7ubrJtHotUcU9Y2bgKTQA13dzlmLH3NNxVyLTriTkIcVfh0RjgyMAPQ0DMTaTUqW7scAV0cWlW6kcE468g1YaOwRT5jJ06DPP5cUgMKHR5XwT8oPrWlBosYA3DcalfUUX5baDKjozfKPyFU59QmJCvPtDcYjGPzNOzHGLk7I0vs1vaLukZEx2OAaU6raRcRo8x9htH50kuk20ESuztK5PORgf4/rUdzEtvDasqAb4yScdfmb+mKkLEU2vT52x+XDjso3H8zWTd6jM8u1mZyO7sTTZv+PqT61XuFBmz7D+VD0HHV6ltXcW8UoOGJZTj8P8AGokH76p8f8SuA/8ATaQfolMgjaSXgU1sKWjC9/1Cf739K1dLsvskBmkX94w6HsPSlt7MNOgkXO35wD6/5NaZjbcQxyO+OcVLWpSehgBj/wAJCCOpbH6YroFPRtwx71g3ICa9Dt7kfzNbZGFx7dQeKARaEgxu25989aZ5gOegqmWbGMYHuaz7zVUtztj5f1HP5UgNpp1jxvfYo7ngVUm1m1UgIzO3cIprJg03V9VYSrGVjPR5Tx/n6VqReDSybp7skjqI0/qT/SnYVyNdbjdyFhl2j+7inrrlpk5WcN6kcVMvhCyYHE82c/3h/hUMvgvGfJu3BBxhk/qKLC5i3aX1nLcI0c+SMHGMZpfEzJPor7GywYEjv0I/rWFPoepWJLGNLhAP4T/k0kGrS2+1GZo2HG1wQKpaaC0buc9cndbgdximI52iutmi03VY8TwrBMRjzozgMfU9v89axb3QbrTvnI82DtInTHv6UAUNu6o5IeOO9SM+OgpvzOOaAKLrg1d0rU306c5XfC/30/qPeoJEApi200mPLjZgTtyBxn0zRsB3KQR3kIuLCRZY2GdmcMPbFQurLwykH0Iway7XSbixH2dnMdzI6glG6Z6fzqvJPqMcrJJdOxRipVuSMfhWyp82xDqJbmwDxg1Vv0R7V2CB3GMEDJ61mNPfbsiUkH1Aoniv7RM+axGdueozij2Ulq0L2sXomamJNMQmM/aLGTHmwP8A56+4qGeI2QXUtMcvbHhgeqH+64/ke/16YrXNyRiSWXB/2sCrdjfy2U25QCGGHjcZV1PYjuKnQo07jXbbyFkSFzIR93sD9axxfXZuBctM0UiHKYHSr13apGo1Cwy1oxxJGTkxE9j7ehqo53Dcg3DtmnGPNoyZTa2KggMj5VhzySxAqV4zExJABA7U1y2wlj+Aq5oMK3d80Uyo0YUsqO20E+gOR+XfFDiloJNvULPU5rcLtfIB4U8iuhg8SFfNdklhG3MSK+4Z9DuycVK+mWlpJsudMa2Y8jAI/HDdfwIqGTQ7OcEwTgH0Y7T+vH5E0mmUi3beNHTAmiP1U1t2ni60mwPOCk9m4rh7jQLyJsKCe4BGDVCW1uYD88TD8KjVDsj2O21mGQfLIp/Gr41COdNsuyVP7sih1/I14VHdTQn93K649DW5pfiPykdbu4uQ/wDAyBSo+oNHMLlPTJtD8PXTb309IX/56WshiP8AUfpVeTw0qgfYNeuol/uXcQlUfiOf0rj9O8WzXN5HaEAF32q/QfjXbpb3yICHifI6A4pNRe6HzyjszEn8Na1G/mwpY3LqcrJaXHlSfkazr258Q2WPtkusWuO8pkK/mDXVtcXELfvIWH0FSxaoV+USso9ASKErbOxXtZdThoLiK/m8y81Izyg/LvkLEfgxzXR2s2IipUkcHcnII9SP/wBVas9rp+oA/aLS1kyOrQrn88Z/Wsa48J2YYvYT3Fm3XEUh2/kaynSlLW5pGuuqNG6jhk2M0kTqACm5c4/nip4CqFVjuZtoOCysxHPfDZAHbGD0rmJtO8RWmTFcRXaDjDLtbH4VUfxBc2rBb7TJIioxvQk4rPlqR2NOanI72Oe5Zd0Ukc6dQzDGR9eAD+FH9pOhIntJFK9fLIYD88fpXKW3iyyliMf2h42fAbfxn6k1o/borpxIkqMo7I5JHuOTVe3lHcXsYvY2o9X06XGLlEPpICn88VaG113IwZfUHIrFjlU7EjCOuMNI0Y4z0HGKgkto/OkBZEmXnemVz+NaLELqQ6D6HRbTn2oIzXLwzX0DZe9l8vHUOX/PIND6vqCS+Wl0ztzwYVPHbsKtV4NXIdGR0+3Io2HPSuUl1rVkZv36Ko7+SP61nXupapdR4a+lVT94JhR+lP2sA9lI39Y8QpZFrWyIkuujN1WP/E1yFzdJbI9zdSb5WOcnksahmu4NNtmLjLn7q55Jrmbi5lvJTLMcDsOwrNyc/Q0soImubyW+m3HIXPyqO1WrOxaX5j90dTRp9k0mGKHbj8//AK1TT6ikEnl28YYrwT0Aq4U5TdooylNLWReCKiBNuAOBimkHHHNUY9aKn99b591NWo9VsnHJKH/aFVKhUjuhKpB7MHVunrUWwfxIatrPby8IyMeo5qRokOMY9+azsWaCnpgg0mcHJ49qjB+ooJy4BOaYE0al2A7Zr1PwN4ftrazXWboqXyREW4CAcFvr1FeUh9jYzU73k8iLEzsUHQFsgfQUgO08f+IrbULyOztmjlit8/vVbIZjjIB9Biqug3XmeHZoU+8JSgHsef8AGuQL54NdH4cCrYTujYdpMYPQYA/xrWjG80YYh8tNs2oYXaxmhZevIOf8+/8AnJGFa2KXus21tJwssgVx3PPI+p6fiPYnZs72UbobgIY24Vxwf5cVc8NaWz+LIrn5CkYZ8c8HBAP5n/PftleN7nm0mpyjY7WTT5p7KUSfIGiIESnpx0Nec6ZJ++xnqua9aYuGBC7geteQ2wMOptERgqzJ+VcV7npyVhuraZFK5nV5I3H9zGCffiuKv9Xa1l+z3tus6fwupwR/n616JeDMbfSvM/FCbLhXx3xSBPUqSaqM5ttQvY1/uSMePoQTUbalcOPm1KYj3kamwaFdTTKssbQqy7gW/i+lF1oVzbk7RuAqeWPY15pdyFmRzuebcfUnNN8yAdXH5VWktbhPvIagKsOCCKZJoG7gXoS30FJ/aip9yHJ/2jWfg0BT6UwLcuq3cucMEH+yMVTd5JDl3ZvqaesTN0BqxHYSv2xSApbaXbWtFpIz+8f8qupYWsX8Bb3oAwEt5JDhUJ/CrcWkzvyylR9K6GJdqjbEij1NI15BE2GcSN/cjGTQBmw6N681qW2lqiljsUDqzcAVVuteZQVRIYF/2vmb8qxrjV/NbLPLMfVzgflTUWwujpJruytvlM+9v7sYzVU6hcTEraWpH+0/JFYMGpNHKr+XGVBzsxwfrXVWOtWVyiqAsMnTyzx+RqnTa1BO5W/s++ujm6uCB12jnH4CrC6Tapp9/IFZpIYBIrE9DvReg9mq8ZByFOD6mnRHzLXUExgtasPqAQ3/ALLWY7HF7bp33xgsgOGOeRWvp9lY3J/0pyJD90svyj6jr+P6VHo43JODjhhU01t1ZTgjnir53awWtqi/cwNbxBP4R0wdwP0NV7tfM0+zfIxl0/LH+NQw3UiL5U4Yp15qzerANLtfIdmHmylt3YkJ/hUPUaejRzlwuLtx9Krzj94P90VauRi5P0FVp/vr/u/1NTLYcNy/FGZNIjx/DcP+qr/hWtpNgGcZGTVPSI/N02VcfdnT9Vb/AArqdJhCuOOcU47E1NyjeRC2uk4GChH8qjMi44wtXNdQ/aocY6H8qzTER0+73xQxx2MW/b/idIQc8r0raJKjA/E1h6ipj1ND7Air+pXDW8W1c+bJwo9vWkMgu72W6lFpaKXdjg471sWGhWmlw/atQdXm65bkD2A7mm6ZZxaNZG4mANw45Hf/AHR/Wm3cN1NMk12QUZBJHggqVPpjj2+oOelINy9c6tdLNJDFCbcoxVvMXL5HB47fjVY7poXleZ5WV8OrtkAHocfUHP1HrSald2f+jz+egMkKiQBs4dcr+oAP41TttTsIZCr3C+XIpWTIOcH/AAOCPcCmM0IPKaC4QRozBN68c8EA4PYYJJ+lNimKj5Ds9duRUemzQTXqpHLE2/dHlXBxuBXP602WWO2gaZxlQOnqewpAPi1m7e/NvZqJwj4d5eAvqMjnr9avX9tYXikX6pEz9JM8A/X/ABrG8PW7xRGRx80ziQn25/8Ar1f1wCTTLlT08o/nkYrWL0MpbmVe6Ddafue1bzo1GSM9vpSWOpFf3YGCeGjfofzrIstfv9JuWXcZrcMcxOenPY9q6t7DT9fh821ZI7gDnbjg+4/GluPYyL/Rbe9XzrACOYfeiPAP09P5VnW3h69uVDSbIIz3JyfyFaEc9xYXP2a7DIyHAY/55FbAcmAtGFWQrkDJ2v70ncrQzrbw9Y25BkQzsO7/AOHT+dSahGou9MgUAIZt20DHA56VSuNW1COdkYRwt/sp2/Gs+4nnndXmnd2X7pzjH0xU2Y9DoHkhOvCSZtqow5LgbcDv+v6VmyLbvNNMVZmkkZgoPTvWZFIbebzQobjDAnrVi1Vltkd3C78kHPJ5r0sE48212cGLUnHeyLDLuHywIF7E9ahuHDJ5Tg5DAg7R1/OpY41YjZudscl2bb+VXHsXt4yszvE5AJGzZ1GRx1PBH516NSmpKy3OCnO0rvoYRssxktE7kHacL3qrPDNnCQYI7k1umBl4WdguODsxgVXltw5HLufXNc08K2trG8cSove5n6fey2E29lDIw2yRNyrKeoIqxqNlHbxrd2m57Cc8HPzRt3U+4/UVE9pGhOF+arNjcfZA1vcxl7OYYkU8ZA7j0Yf54PPBVoyps7adVVEZjQRkAjB7g0iI6yYU8EYxV26sjpt2sTSB7aXDQzAcFT3/AMR2INLNazwtkxsyjoyqcGqU4SWujE4zi9NUM07xBqmm2/kxXJeDvbzASR59drZAPuOa04PEOnXUbNNbvZzAf8syXjb8/mX82/CsS7CvJtiULu6D0qokPzHHTP8An+tZ2aNb9zura7JjDW9xlOuOq5+nSrJuVcYubUP/ALSHH4kf4Yri7BZhcgxOyY5bFb8V66jbIPxFTKUU+VlRjJrmRdl0vTL37rqjHtIAp/Pp+tZd54YaL5kZgD0JGQfpV3zVfn9ack0kWfJlZM9QDwaHBCuY9jpk8GrWm/BUzpyPqK9dII4rhLG4kn1O1jliRsyrhlGCOfbj9K76UgN1wKhqwnuNDsBwePQ8imTCGRCXgXPqvA/KlPtTJOENIRz99qB09yytsQc4c5B+hqC18Y2M+AZgh9G4qPxA2LO4P+wa82II7UN2NLKx7JDrFtKMrOh+hqV5radSHCMD614qJJEb5HZT7HFWI9TvY+FuZR/wKlcXKelXvh7S7vLIojc914rBufDF1atvtZd2OmDg1zaa/qif8vLH61OvibVVA/er+Io0Gro0lvdWsXw8sq4/v81or4qvuFnjSUAY64Nc1L4l1CRcP5bD3Wqx1a4bnZGPotQ4RfQ0VSS6nbp4oiKbWiniYkEsuDn+VTvr9jNHufzTN/z0KHOK88OpXR/jA+iio2nml+9I7fU1Hsole1Z3Fx4h0+OTJmc8dOTWbc+JYOTbxMzHu3ArmCpLdKnjhHVuBTVNJ3B1WySaaS4kM0rZJq/YWBmHmzcL1VD3pNOsBO4mkGIl+6D/ABVtfKTz+FWZ7j1wF4GOOPasmbRpN5MZJBOea2ljLKBgfjxTwNpCkZHQ89KunVlTd4ilBSVmcubC6VioU8VAYpNwVlGT612JRT0A+h71GbaMghgo+g5/Oun67K1mjH6vHuczHp1xIMxpu/3XB/rU6adqoBCLOAK2msUYA4DHtkc1EIZEJVZpFHoHP9ah4m+6Q/Y22Ze5xwRmhjgYzn8adwCPXuKaSA3OAc1zmwuTv5609VJ6kZxSbQ3PT+dOCKT/AIGgY4gKRk5GOK3/AAu4aW4tm74cY59j/SufYK7cetbPhpvK8SaexYhWnWNu2Qx2/wBa0py5ZJmdSn7SLh3OsvYbJbYJBKDKpBzg/jW94TVEu5ASN5TIpur6YbEtcTRJPajkseGX6mp/Dt1pGpxm80y5Um2JEykj5RyOT6YB59q7Ju9O61R5VCLVa1rNdDp5Jo4YmkkdURQWZmOAB6k15JcTwT65Nc2siyQS3DvG69GBY8isHxx4+uPETS2Fsnk2CScEOSZcZ5OOCD1x7VJoEm/RrNu65H5MaKuAnQoqrPdvY7liI1J8seh09wuYzXm/i+M4465r0uXlPwrgfFcWY2bHSuI0W5lrf3gEcVy5lVUU+W54GRnitm3uor4BZPLTPClV25+voawb9s3Mcg/jgjP/AI6KW3dlO5T9R2NO1y7m3Pp0RJDE/gtZdzpsKk4B/GtO2v5mURu++MdVI5X3960f7OkdQwQBGGQ5PFJqwHGvYIDnbTBZL3Wurm02KIbri5ijX3OM/wCNZM1xYRE+Vumx3AwPzNIZRWBE6LzUyxnsAB6mqdxq8SE7WVfZBuP+H61mT6s8hO1M+7nP6dKpRbFc3TJChxuMjDsgqpPqiRcBo09vvN+lYMt1NMMSSHH90cD8hUWfStI0+4nLsaU2qtJ0DP7u3H5Cqct3PICpkIX+6vA/SoOaQ1pypE3YneijikzQAZIp6yEVGTRQBv2HiAxKUugXGOGAyR9fWt7StQt73eYioJhlUoeG+43auCq9pF3HY6lFPKpKLkHHXBBH9aiVNPYpS7m7oxUTXCsM9MfrWriPJbAyTWJp0im5lePkMMg/jWsm95kQDJcgY9Sa5mapCyLG/DfKT+VI9uY7FfeXI/Ef/Wq8LRBN5RBZl6n1pt8B5ZQfwsv8mqebWxpKlaLbOXvk23P/AAGqU/3k+n9a1dQi/wBIXrnbWbdrtdPpVS2M4bm34eG60uVP/PWNvyD/AONdXpo/e49q5jw0AYLgY54b9QP611OnD9+KI7E1Nyrr58ue3b6j9KzWuAGH07ZNafigYW3YdmrA805PBFDHDYy9YOb+Nh3QfzrU0+E32pyXs3+qhHyZ9e36c/iKzNTBkuoSRjCnP09avX16ukaTHag4mkXc4HVc9v6fQUhhquooXJZhhRwOyj/GqUF5qGr+VaW9uZFBITedoyewzx+WKq2lr9qK3F2flJykfOK3o8LhQmBjAweBQBnNY3BjLz3SRjuArN/OkTSDcRnE5Ze5MZUn9a6izijQW968gMLOYboMOU3Ajd/3zkj3U+1UJFkhuJI5BtkjYqw9CDgii47HPPo0+OBHJnncjc8f734d6jJuI2WDfI3fy5cqPTof55rqkjD7eBtHsePelltoCipPGNrAkxnnDbiO/fj9aLisZ9prcTSLHcItu6gA5Py8enp/nmtTzVZtwIYED6GsPUdI27Xt/nQn/Vt1Hfhv8az7O7uLJyseWQH5oX4Pvj0NXGxDTMq9BW8nB/vmtCBpLWyspbaUxzK0jqwOOuB/TpVC/bzLySYKQjtkZrp7Wzt7zTrUTLkiIYbOCOvSpY0aljf2niK2+xahCFuscds+6n19v8jNliuNDuxbXWXtXOY5V/p6EdxUSaQ9rIbi2n3MqnYrcEMRgc9Pf8K3NNvF1q2Ol6vCUuSPlJGPMx/Ep/vD/PtSdxPQpy2kWp2qo6qJgD5cvqO1cxPHJbTNDMNrr2re2XGiXhsLs7oHO6KUDgjsR79iPwpb+x/tSEBVxcoMoccuKHoNHOF1NWbS4GGgeR9uMxL1UOSM9+Mj+QrPaJ0co2Qw4II6UIzRyKzDIBBrSlPkmpIirHmg4m0ku3uVYHrnGKn80SkANuwMfT6Vn21wJh5irtOSCGPQ/wD1x/I1b3DAzx+NfR05qaUkeDOLi+VjmUBC7ZYLSQrJeyRxW8bMWOFCjJNMSCS8v1USlIgu5Qgzk557iu80XTVtrVQsPkFl/eSYw7+w/uj/AD71w4nHQo3udeFwM61rGLa+GFQ7pwJpx1UH5E+pHU+w/OjUNESe2MMmenykD7h9h2rsdiKmxFCqOgAqtcQh16DNfM18fUrSu9EfUUMBTowtuzy+AY8zRNTOxd37qRukT9j/ALp4z+B7Yq5pFw8Fy+j3y7JUO2Mt6/3f8K1vEeim8h8yJcXMYyv+0PT/AA/+vXOZOs6ftGRqVouVPeSNe31Ufp9K2TVaHmcsouhU8jXvdISUljGM+uOa5+40mSA/Jyo7Gus0HU11Sz2y4+0xACQevo1XbixVh0rGGJnSfKzpnhadaPMjk9OgWO2LNw7nn2xU7ovtWhcaSQSY8isyaGeHOVyPaqdTndyFT9mrWE5TlTinrJnjofSqZuCDgjBpRIG71rCpKPoZTpxl6m3op361Zr/00z+QNd+xy5rz7w0d+v2uexJz+BrvskmtuZS1Rxyi4uzFPWo5mwhzTmNQ3DYTmgRzGvuq20hbgcA/nWLDZ2l3joWPStDxI/8Aob89SP51ztuS23k8Cna5fQ0ZPDsLElF/EVTk8OOvQn8a0oL25hx8+9fRuT/9ar8esKD++g/Ec4/D/wCvRyBc5V9EudwVVyT0qs+lzqOVP5V3sdzYXHR1VvQnGPzx+makuLWFvmdlLtyD3P1FLlC550dPcLkgj8KiFnIc8V3r6ehPIBB6HrVSfTlUABevYAUrDOKa1mU52kigRyKeYsV2ItIXXCg+YOoIxR/ZQf73NKwHLRxuTyhA9zVm2gNxKN3+rHb1q1cwQm6EEXI3YZgep9q0JobPSRsLGWU87RzVRhKT5YrUG0ldjo0YoBwFHGAKtRBsdAcetUYtbhU7ZLdlU9weavQanYyn5LgIeuHGDRKlOHxIUZxezLCI5G47jj0qRdrHAA9waEZHG/eCD3BzS+Wisu4DPY4rMsCADtLcY5NGA2Mp26+tSbQWOAM4/Ooyp3kFuOxA6UAJgc7RyPaoWyDk9/Y1Myg9GOfU1XcNG2BtOfU4oAUvjheD1oI3fMRz/KmAnjYCR+Qp4SRjgMPcjmqEOLbCBk8nApQdzE9Tjt2p6wAYyC3uTmrcNvu+UrhT1PtQBXRsELlASeMmrdsXinjkVjuRgy46ZHIrY0bwnPqNzss4VwP9ZI4wqD3Pr9Oa9C0zwJpdkFa6DXco5+fhAfZR/UmmmNHRgW9/axu0aSwyKHUOoIwRkGvJ/EiXXhDWAECSafcyFZkjG1pICCBGxHXAZsZ9BXrQVYIAkMaqqKFRFGAAOgHtWVqvh611i1VbpAZPOjlZiOcKeR/3zkV1YSrCnO81eLOPFQqTcfZbp3fp2PnTWLE6Xq17Yb95t5niDY+9tOM/pXTeG8roMeRjEjj9c/1q2PClxezajrmpjykad2CHqzFiT+pxVbSm2W01vjGyYtt9MgD/ANlr6DMrVMHdO7ja55+FqL23Kutzr926BT7VyHiePdbOcV09s++zTntXP+IVzaSY9K+XPUOQvVdNNsbwjKGIx++VJ/8ArVjpBqF6xaNJSP8AZyAK1IdYkhsRamGKRAxZfMXdj8DVefU7ycYaUhewXgCu6ll9eavayIliIRY+3a8syPtEgIHqeR+NXm8U3FvamCCdwpbPyAcfQnp+BrnZXG7c7Fj9arPJnpVVMNTpL35XfYI1Zz+FaF651eeZyxOWPVnO4n8+KpSSyzYLuzD3PAqE805VbHU1ywV3ojSTstWBFNpSD6mmYNXJNdBJodgUuRTSPakwCe4pXaGO/GkJHrRsBpCtPUQmRRkUbaMU7MYmeaXqaXZThHVqDZLkkMxThxT2XFNPFaOnYz57m1pZCMvoU/rWos4ilDpkMDkVk2KlTED3TNXj8wAJ5HU15s/iZ2Reh1NjcxXSl+PNPaq0is73OR93af5j+tYsEzwypMnG0/nXVRxLOJ5EORJbq4x/10Qf1rCzjI6ZS56bOavoczRnH8H9TWLqabJI/wAa67U7by5YRjqp/nXK6xwyH/aIrWWxzQ+I1fDDApdrnlYgf/H0FdXp3E6/SuM8MNm7uF/vW5/RlP8ASu00/wD1y0R2CpuVvFK/6PEf9sVzQ3HoMY9DXU+KP+POM/7Y/nXL4fnC8e9DFDYrXBQTRu+D9O4yM/pmstXbVdSe4lBaNWyecZ//AF1Z1aYRxbOjSYUc9jnP6fzp1lCILWNcff5Pv/kUimaKNjoCoHGKkkQSxFkdspgPj+dQKSr4PrVqNsfPGeR1XGcj29vakMdprNaTkyFntZFKTRg8lD6e4IBHuBVrXrN4LyOYtv8AOiV968B+MFv+BY3f8CqqFVV3q3yN074rTiL3+lPbFsvZAyxLjkox+cD6HaR9W9adwMZHlEgBydvWtOR0ltIpTyyuVcdc8DB/IH8c1VRmIGBt926GrVvtQSqdp3AEc9CD1/ImkBDId0fACgMAB9eKqzWMV0oYjbIOVcdR9farcg+8x5IBPJ7j/wDVTI2q4ES3MB7VbmSSIKv2oZBi7S/T/a/n9eDo6bcRLaRx+ZtES7W3H61galKbbXJJNxAzzj3H/wBetCaI6lb/AGxI/wB6y/vU/wCeo9frwee/1zkauC0NebVbO2jVZLhRgZUA56/SqE3iW1RR5ccjspBBHygfSo7fTtOvwLgmR5DgFC2AuOAOO2BWlDp9pb5xaxAADkjJ/M1BWpfsLiHxdo7RTxmKVSdrEZ2t/fHqOgOP6CspJptPkayul/fw9DnlTnn6g9R+daMcklrMk0bbWXG3HTHpVvXtPTV9PXULNQLmFc7R1YDkofcdR7ZHoK0T5iLWOe1O1W5j+2wf6xV+dcckf5/nWDHtl5QhvUDr+Vb+nzNJG5QZQDLr6CsjV9MtrUTXKXGwbxtUr94Hpj3qdihkUfluWRtrdCOx9iKZh4mL7PMYHI56fnUENxOsPmEGWEHAfBwD6Z7Vbhngn4WQK3o/FbU604fCzOdKM90aPh3UltdRjeYbfr29f8+1egpqccmCrZBHY15nJAQfmT3zUttPdwsBbzNjrhuRXPi4e3fP1OrCVFQXJ0PTPtYPU09Jgwwa4GDxDPEcTRZA7oc1q2/iG2lIG8KfRuK86VCceh6cMRCXU37uNW+ZcZrhfEWnyabepqtmSh3hn2/wt2P4/wA/rXWx36SAfNnNQ3SxXETxyKGRxhge4qqU3Bk1qcakbHEPdfZLuHWbBAEc/vYh0U/xL9D1H/1q72yuYb62jniOY5FyM1wBgOm6hNYTsTbTD5Wx1HZvw/xq94c1B9O1CTTZ2wjtlOejf/X/AMK6cRTU488TiwtV058kjs5Ylziqstmj8EVbEqsM96aXBNcKuem7MwbzRVkzhaxJ9ImhbMZyPQ13iqrLzVea0Q1rGtJaGM6EXqjnfCaSjX4xIhXarGu+YDgetYWkWgi1cOP7hH8q3pB+8UfWu6k7xueViI8tSwhwKr3R/dn6VM1Vbk4Q5rUwRx3iRv8ARsf7QrDtuorZ8RAtEqg9X/xrBIZV4Y/hS51E2jByWhpiVEX5nCj3NNN9boCWmTA696xWTJ60mwEFT3GKPbD9ia39o2RG7zlx0J5qWDVY4+IL1QD/AA7uD9QeDXHxx+blc4wM1MIFReQSfarU2zGTSO8h1hgMPGjr6ocf/W/LFWhfW8xBVwGA4WT5f/rfrXnqXEsDgM7Mo4HPIFaC30oUOjhkPY807rqaKN1zRZ6BHAkyqw2hj0GRWLr+oi2JtYWy2MO3f6Vz0eq3KgiNtgPUDofwqMl55NznJPtipbXQlFqyUm4hJHVx/OrOp2lwbqaYA4JyMA9KSzQC4h9NwNbZcDhSDnr2NOlWdKV0KVNTVmcn5sgGHUMB6igPA33oyp9Qa6iWC3cfvIkb6f8A1qoTaRby7vJcpz35rtWMg17yMHh5LYykLRtut7hl+hxV2HV72MgP5cuP7w5/OnDRjEv31ft8y/4UGyji/wBbayr7xv8A0NYurRlui1CpHYtw+IIZ2VJopFbttGRWmJ9zYJUjp1wR+FV9NuNNs8L5SlzzumGH/Ctcvp10gBXkf3gGrCcYN+6aKUl8RTbg7dwI61E5zjkce/8A9erbabGebe4YewbI/Wq8llcK2MK314rNwZSkhI4ySoBz7VbjtQ5AB5PFPihCAEnmrMQjEYwQjA9c9PapuUOjsxuRWOAenqa3dF0mXVtRjtolKKcl2P8AAo6n69vqayYSzsC4GOgDDt616V4DtVTSp7rjdLKUXA6Kvb8yaEM3VSy0TTMDbDbQrkk9/c+pNN0zVINVtzLBkYOCp6j0rkfGur+bdiwQkwwYLgHAZz6/QfzripPEV3ZySDTZ2hZhsYofX0p3A9Wk15ZvEkOjWJSSRAZLt+oiQD7v+8SV+lXxcC5v5bYQzL5AB80rhGJHQHuRn9a4n4ZWhVNQu5eZWKJu79yf6flXoIq9hNX0OW12yaeJII/ltrcdB/E//wBb+przaa1+w31whGN5DD9f8a9evgEjkLcKoJrxzUb/AO0eKZUDBgUYZHfBBr2cNKVTC1I9Ernzqp+zxya6/wDDG5YPusx7cVl60m63f6Ve01wYXXurVW1RcwNXjntHmJXBI7AkVFKWPyrx71ZuF2XMq+jmoGPoK+rUnOhG2miPNek2U2j56/nTJFCgAdamkbHTrUG0sfevErqEfdjqzupuTV2LHFu5qx5YA6U6FNqc08kdq9TC4eEaadtWclSo5SZWaP2qMoBVplJpEgeVwkaM7noqjJP4UquG6jjJlQgUwitt9BvY1Vp4WiVhkbhk/kP61LcadY2kEO1zJK4BYseFPpivJqypx2dzqhGcuhgiKQqWCsQOpx0pNhPTr6V2MLSpAqRhERRgj1+orndb0m+0vUZ7a6jUPG2CYzlfbFYRqqTN5U3Hcz9tKFx1pNzEcjPvTQpZhkfLXRHXYyem4/eg9/pUy4IyFI+tNjhGc9hT5Thdo6mu2EGo3ZzSkm7IiPzNx0ppFSEbE96aqlmVFGWJwKiastSo7mxavultjwMoB+mK1NhPTiqeqQCC6iijX7sMajHc7BVNZ54XwJHHbGf8a8aTVz0oRutzYhtnuHKjCKB8ztwqj1rqPDoEkxhRswiBkUt95sOrZ9uh4rh11NzhJJF2D+EjAz68V03gy8SfxXaxeYCrq6kL/uk/0rnlGTfM3ojZQsmaGtxGOa33f7Q/lXF65EERM+pr0/xzZCA6cVHUvn3+7Xm3iRcrGfRq1TvG5zrSQeExnU2X/p3l/RSf6V21jxKnFcb4QUHUGcj/AJZyIPxjb/61dlaHEifWnEVXcj8T/wDHipxkBwT+dc6IywDMfl6/jXReJf8AkHsfQg1zsRBOQ3OO39abCGxzequLjVUiH3UAH51pxY87G3KgY/SslXE+sysezsfyrbhX97uGc7jUlCvEysORgjIPqKrXeo/ZnCIAWxzmr5kUgxsPy7GuZ1OKZLyR3zgnIPqK0pxTepMm0jYstVWV9kxCFj97tn39Pr/+utXTb7yb9AJikhJT0Kk9G/A4P4VwyynOGFbNncpd24hlBMkQJRl+9t/rjrj09MVc6XYlTOmv1RttzGgSOcnKDgRuPvL+HBHsR3zTIT86gc7sqTn7uRj+tRpeA3ghmZWtdRVXWT+FZeRu9hu3A+gb6UEuu5XRo5ASrxv1Ug45rCUWjRNMmlIeHzFHLYDH3z/X/GkQdDTsIZShI+cgrx90nkfzx+NOUdAeoqokSOK14Y1ST3C/yresLf7RYwBW2uiKVb0O0HtWL4gGNUz6oK39O2i2RASCqIGx67F/pikxoqSF7K5N7CmNpxcRenOM/wCe+OxFayOtzDG6ndG/T/69RXUflnz0jDbRiUN/EO4PrwSD/wDWFUrdxp92tuHJs5/ngZu3bB9COh+melJ6q5S0NJ1X7zKfUe1X9LvDaXAdtwgkxn1znhh9DVYEAhVQdOCRwP8APvTGIJJkY8D15pJ2G9Svrtm2ja1Hf2ygWtw3KgfKj9x9D1H1x2NVLm1+22L2xO5WXchHataxvrXxBY3Wlu/3PlDH/wAdcfQ8fQn1rEtJZrd5LOdMTQuVOeoI61o0Qi9DaxwWKRwqghCYwOp+vvXMfZoTqjWU0RQAHbIpJPsT7V0wlCN8hLI3zAHja3cZ/X86yNft5HthcQtymC4XuO35VBT2GNY6jYqDbyCaHsjD+h/pSR6jAz7LqKS1lHVlzj8jz/P6Vf0+/F5ZI5GZV4bPrU7xRzRhJYUkJ5ww6f4U1Ji5Sh9k88GS2lSUdfkOT+I6j8QKrPE6/fQEevr+NSXukR20bXMEskO3kKeaqW2tTZIlC3I7nkNj69fzyKaaYaosRtLHzFK6ewOKtpqt9EMFlkHvxUUNxYXfCyeS5/hk4/UcfoKc9pNEofb8pPBByD9D0P4UnTi90XGrJbMg1S8GoWwEkJWaM5RhyPcVmSTNc26Sg4mgwCR3HY/hWqUVvlIwfyrJuYTbXWR91x+dCioqyFOTk7s7bSdU+2WUcjH94Plcf7QrS8zPzA155pt3NCZER9v8X1rbg12SPiWIsO7IP6Vxzw7TvE7qeJTSUjrVuMYHGacZe+c1i22pQz/6twT3U8EVb87isHBpnUpprQ1dKfdqHToprbKq8qjOOorntEbdeuc9E/rW7EN1wo9Q38jXo4de4jx8W71WMk+XIPUVRuz8pNXpX3zODjBbA+lUrhVIwc4PpW1jnTON1s7mQe9Y0seBxWlrkgWeMZ7mqHmBlwa5qm520vhM98g80LUssfNRBcUkUyjbFY751boSR+tSzJ5cnfnvUFwwiu3JGQw5qdrqGWJV3kOB1I61om07nLUjdNEJzggYJFFsGDsoJ2HnHbNSmNto6EdzT7WP96y44ArV7GMHZ2J40OKtwx/MKI46tRR/MKg1LNsn+kRjOOvP4VfZRzl1I7VURSJhjsCanM7LgNg59KT3LjsWMKoJTJI4PNNJx03AjkEGmE+Ym4jr1FMRBCcjcMHOCetICZVkJOVBGeuetDKAnzqdp4xmmI+9CNwP44zQAxG3qSefagYr28UsIBQYHrzUBs1TJiMiY5yjYH5VOBxtXHHXPPH1puQgBHzAnI56UCIfOvYckSI6j14NSDWp4xteKTPtyKcyZ+ZMehzUJOGO4r9D2qlJi5Ub8LOVZmHA5GD1q3GqSbWKkZ5yTgH3qpCZdpJBJzwFqWJncMGfjONuOv0qCiyjoJCARnoCPWvW/Biqnha0Cju5/Nya8gwNpOCqrxwe1es+BZVk8NQqvRTx9DVR2A8x8YTtF4jvoo2JAmPWsWytDJIGYdTn3Na3igGXxdqCgZJmNOtIVCguQR0O3tReyEj0TwUY7PQLyeT5Y45mLEc8BQf6musjkSWNZI2DIwyCO9cN4dl8zwJrAUEBRIcdwPLGf5UvhTxKUkWxuziNyBExOSCabdirXNvxNLb22nzTXAd1C8IDgE14Nb3Zn8UpKQAGZhge4NexfEV7qXRHW2CKkRzI7tg49AK8Ls3K6pbuWyfNXJ/Gvp8tpXwU+7v+R8/Ut9ccl0sejaceZBTdQXMTVFpitHNJvckv8x9varF6P3bV84z1jzHUl2X03uc1mu56CtfXE23xPqKy1SvXVaUqEYR7HMoJVG2Q+Wzc9BTQMOatkfLzXS6L4csLvTYry4E7u5b5FIC8Ejr/APXrjm4U2nI6IqU1ocsMnCqCSegHetW08P6jchWMPlIe8vH6df0rrLe3gsnP2W1jiwSAT1I+p5P41YMwbCooCnqcnk+1aTzWa0pqxMMGvtMyLLwtZookupXm4ztA2D8e9bGyC0iZbOFItqjcqKBn6+v1ojnAfbsBZc54PAqGacsdwBCHj6159XEVazvOVzqhThD4UOeXemcc4JU8ACsue2iZ3kEKGTuwHWrTTLvdS23ndhelV94eQkZXIzwOtZFkKw7pNvckCq3xAYt4p1Iq3CT4OPQDFatgqS6nbKp4MqDHXOSKw/FLfavEOryDvK7fhvrWgv3sURW+A5gAAUfM3AGB61Oy4ANMYhWxX0Cpcu55fNccMKvA4HQU1Ux879aeDj1H4UkmAmQck1o0t+xFyBzuJNJC22eNs9GB/Wh+ABUYODXJV1N4HTaq5XUbRuCCEBI6VfuLaOdhvjVs9eKzNUZWNnKOcorfStbzRuORsJH3cdfcHvXis9BGbNpNv23D3Bqz4aVNL8WacxkLBmPbpwalYJnOCfb0qEKy6tYTf3ZCpP1BqWkykz0Lxbfx39vZBeWjds/Qj/61edeJFzEnHeulkYuFyT1rD1zavll13AHpQ1yw0JT5plTwruiv4sjG6QD8wR/Wu0g4lX61xGiyt9uhkbqbhf5iu1Q4kX6iiF7aiqbieI+dMk+lcyrEjCq+Ov4V1GvDdpkv+7XLQsGiHXPtRIIbHL2BzfzHudx/Wuh4VDnI5zmuc07m9f6MP1rqJ2ikjUhPKJX5iDuA/Drj86Qyt9pXJ3ZZc8Hoajk2yKQCJE+n3PqPSpPsEhjZ4sTp1zEc4HqV6gfUCqu9g42jGOjA0DKk2lrIcr8pzyBUsOnmALMsmHUgqFOGBrTQb8EqFYD72OtPEQ3/ADAjnP1p88u4uVFy0kibSt6R4WKb54z23D9BleP94ir91FFqNpFcRTETKNsuBzxwrHseOD7jPU1n2lvE9x5LLuWVSgTOPmP3fxzil06eTT70Ycvbuu1x6ofQnuOoB7inzX3JtbYlkhYBCxVioAJxjv8A4YqZfm+b1zn60SSIbp4HPzr327Q44wy5xwRjH1/Cnwpndg8AkU15CbfU5LWIFl1yFXz5ezc5/wBkZJ/QVsaYrM1xKy4LSBgAM4G0f4cf/qpmtW8VvdGYI07SR7I0xjdzk59F6Z9jSaU4W4vUjbzXMwL4GAp9B+X0qZFRNPaN5YcKOgI5rLmtBKj2WB87b7dgfuSdh9Dwp/4D6VpPu+bjJPykelQTxedblSTu9P0xUp2LK2nXzXVsVkLedH8rg9frWVr2rFc2cDlpDw7D+Qov5poZzeRNiSdSkp/2/X6ng/XNM0LSnyt9dD5icxKev+9j+VO1hX6F7QbVtI2XLrm4Yjcvovp9au+K7YRSwapD90gRzY78fKfy4/4D71YEblWCApg4J7/nVlRBd6bNp0rKCVI5PKg9D9AQDTi+hLXUw7V/PhaIYz95c9M+v+fWpc74slFKsMEYx9ax7R5LWYwy5SSFirA9eODWzEU81sjIYZUdQfXH8/xpSQ0YBlfRtSRdo+ysOAO49fqK6JdjwiRTnIz+FQXtlHewNHwp6qw7GubeVrR/JffG6cblPSi1x7HQagD9gncgglO/pXMaLkazFg4PP8q0TqUktlJDlZQVwMferN0x1h1aFpCFXJBJ6DiiwM6S5sLee3SQwkPkZZOCag/s2/sstZXJYH+AnGR/I1pLj7IhBBIKnIPHUU+Nivy846jjtQm0DSMY6r8wj1G0Kt03oNp/Lp+WKg1T7NJaJJBcB9rY2MuHXP8A+r1Na08kcoeIqGKscbhkc88/nWXqVlbx2Rnh3ZJAI7f/AFqrmFymNBKY50YeuK2M7h8qsxxztGcVhA4Y5+taUEkRg2xSSrdbxtYN8qr3P1pAmXUtbhkWVIpPZgOla9jdTECKcASYypyPmH4VzqeIr2GQiQidAercHH1/xq3DqaalqMLxoyMqtvBA9u/es5xUlqa05uL0O78PZNxcE9lH9a3kfZOhz35/I1z/AIabctw3ToP51uLzIv1rWkrRRhXd6jGscn8arTuYyGAzg9KsdWH1qpdnGK0RkcH4hO67iA4+8R+lZ8eehq34hk/4mMJ9BUSpkZArnqbnXSYBc9qa0Q9KsBcYpG6dKxudCRhXkHmXaJu25U849KrvYTL02t9DWjcLm+t/qR+lWDbksADVudrGEo6swlkmt+CCB3BFXLS7+foMnqD3qW9t2QgkZU9/eqYgJTzY+GB+761qtVcxe9mdFAyyrlfxHcVchX5hWBBqAMgkRAhHVMnH09cV0FpIkyLKh4P6VSEy1GB5/IyNuORmlYDAwAfUg4pigmY4GSMAc4pwDBt3Unr6VL3LjsOf5cbUyPTPT8KibP3ckY6npkUjySBstCck9Rz/AEqTazDcJCp9xikMjWUr8obpxVhZG455HSotjMQpAbsRSrCSc8gnjqABQBJv65JPcAetNWP5OSenGecU0lQxwvXrnnNAGCSCfQhu30oAXOSCXYDt7UjKjHlQ2PXg0w/3S+G9W6VInA5Vs556mgRuRKPuuhJ7knFP84Q8dM9Mc4qJWRiQAQV6kD+VRzSFQpAIBz95eaBkk9woVljOQfU4zXqngG5WDS4Y5GwGhB/EV44rq7rnhc8cV6Dpk7QeHrd0bDiIciriiJO2pl66Yz4ku3/ico3PoUU1ReYA/d3gnOd3SpdZBfUZQWJdoYeAP+mS1RgRSPubtp7Csyz0jwCEutG1K2J4YhSPZlI/xrV0LwhZaLJ57O1zc9d7jCqfVR2/WsXwC/kaPqV+PmUzLHtz2UZ/9nrtobhJ4w65APY9RW0otakOpHn5L6nC/FecpodvGqn5nJZu2AOAa8ODGOVWHVSDXt/xYQv4ftmHQSnJ/Af/AF68PlkVTyfoK+tylpYNX7s8TEX+sy+X5Ho8YzcYB4bird5zGao2p/0e1kDBt0UbE/VQf61dueYzXy1WPLNo9RbHn3iFMXAasQHnFdD4kXkH0Nc9juK6aUn7PQlpcxIF3V6HDp72fh7TAmJjLbGZlQElAWJ5A/nXFaXaSahdwWsK5lmcIo9ycV9FeHdFh0LT1hTBmYKJHHfAwAPYDj9a58Q72R0U1ZHj2HUb9gVSOpFRllyDj73AKivV9c8HW2ohp7JI4bg/eQjCP/gf0rz6/wBIltrl4JrZonA+ZdvQZx1rk23NEzPdkywyoVxycdareedoDtuA4HGTSOjRSOEwozjB68VCZuSxyeevQUxjy+AEA4xgH0pi7vLVuCAfWo/MBk6ktjlqXAZMhsgcFQM8GmBcsHb+0rdlUCNZEOT7HNYiqL3Vb5SwHmIwyfUmtSFxE6uD8o/Qj+VZOjvi9upODhe/fmiLcZXQnrozImgkgkMEow6/kR6ioViBY5PNdLqdql9aMy/62Mb1J9O4rmYyd3fNfSYbERrwTa1PKrUnTlZEnBUHv3qvISxz2HSrDFlO3pnmoZBzgc1vVWljKO5A1LBA1xcJEnVjjPpRIMcVd0dAbjzCOAQK83Ey5E2dVJczLusIYYrZFYkRxhd3Y44rVLiWFCQeFBHtWZrIKQx+uT0rRhK/ZUyw+ZB07cV5DO5DC20Zc7k7P/iKfCSbqDONgdSPTrTJG8sFQxPHGe9QRyf6RCyfLhxkevNAHTMckfWsrWgB5ZKBxn7vrWn1qlqnDRE/3u9N7ERdmYFpmC6hyu0+aCADnuK7gffH1rjp3CyIRzhvWux7g1KKmyXWPm06T/drlY32wrtUqOCRjg11OqYbTpBn7yEcfSuWSNvs6FcY2A89+KJCgcrb/utUZc/xuprqRCXjXjhkrlrwGDVpH44kD8e9djbSldOSRQrZGzBGef8A9WKBmKzBVAXIIP4/nUonmlIEqrN7vyfz6/rT5m8uVh5ceQf7vWkinYzYPlYHYRLx+lIosxqjr8qsv1ORVtImCcKX7nHOR702N8ruOFzxgAAn8qXLhsMWDdAQcCkAsSOCkisVYEMoPJBq1NFGLuSN0Aikw6YH3AwBA/LAP/1qi8yR0G45PQg8/wD1xVpIfOtoSEJcbo8DnPcfzx+FAmQzW5u7XbICJYPlIPUoT/Rj+R9BTLdJVXBYyHGQ275vx9RgfhV1F2pG6gboxjLkgyKeNvHtkfT8Kri33EAtx/BHxkk+pqkmS2mjm/FVxMREAxVWZkcL0PTH171a0BFk1HVo2AOJu/1aug1HS4J9OeOGSNp0XKLJGG3EfUdetchZ6sLbUb2RLROXILIxBbnqc5GauMW5WRDlpc6G9mi01N8rDkYC9z9KzH1uE2xeBXNyx2rCFyWPrVSZo7vN3c3Lxqx/5bJgkf7ODz+gqlOtzLuSzh2238ckLCRmH+0R0Htx+NaTpQWi3HGct+g9UnlgKXMiFnLZYHIU9cZ6ZB9PU1ftddSHT44jCXnQbSScA46fWrDxC80ARwoqiNQY9o6Edv5j8axdLnji1SAuF2SDaSwztPY1gaF2WTWdQcNFmGM8nHy/z5NXdO05rC6W5mnBcjDKvQg9cn/PStEmYybldCvQ/J/jTWG1/uKi88jkGlcdr7mJ4ktzbapHdAfJONr/AO8P/rYP40tpPvtwCxzFyB/P9K1dbgN9oBYYMkQ3gjrlev6HNc5YT4OW7jFUyUbckigAkcd8dKxtV2306R26FpAuCw7exq/LJOlmEtgwlJ2Hcp6fX1xj86dY2AtlKgnL8scck/Wo2KMGGC2DtBchkdAN0qnGCe36jmpJtKnh+eJknTqM8GtnUNOS6hJU7HIwDjnj+YrEhurjTp/ImXKk4xnj8DTuKxAt1NbMVzJCT/Cehq6msysV805GeWTg1eiWG6Rs7ZsEghh938Kqy6NC+DCzRNjJxyPyouPUt29xbTFgkgGein5abqqhdOlAXCnBH1yM1jz6feW78IJh6p/hVmBGm0a8le4KrGVXySDySeP0B/KgLmGT82K66T7AYFa8WMZQHf8AxHjoO9cg3MmK17XS3vG3GdFHZQct+VDEipepYkj7IZT67sY/DvV3w9EPMnkwBgBR/n8q0o9FtIuoLsP75x+lWY4goYJGE7bQuMVE3oa01eR03hof6NcMP7/9BWyDhl+tY3htf9BkJz/rT0OOwrZ/iFbQ+FHNV+Nggy4qlf4EY/3TV1QST9DWdeE+WwPZTVohbnGaqglumBAJA4yKrW/TB5xxVbWbyKDWcyRM21Rgq2KdaXUdw5aPOD2Iwa56iOuk7Mv7OKjccVMDxULHPBrnOszZxm+tsf38VriAAnA/h4rKlX/TbX/rsv8AOulMWG9x2/z/AJ4qKrtYxt7zMx7Vbi1lUjopYfhWRFbb4XKgjB6GupIWC3nfHRDj3z0rJ09NyPkdWNb4aTlB3OetZVNDm7lTDMsg4z1+ta+g3OJWgY8P8y/WodVtcI+B93kVn2cxhmjlHVGDfhW5L2O2hjMhkwRxjr3qXaSigAqCeTnrVeA79xU5UnPXr6VOQ6sVAycZzmpe5S2F8tdpAPOex6UihUXHzc+opUVlRmK5HfP+FLgEFlyp7cUDEO9124LZ5HHQU0qCRl2BXpk9Kc3ChgcDNRGVSSeQo5zjPNABh8ksST7d6jYsD8wPUdehqV3JwyA4HfP9KYxbcDwQR1yRSAQ5wCFyWGM+9CSlskM3p0pmMnhck/eB5p2e3Bx6imBtGQqx2HA6kmqc8jSyAjAHcbqbJOrqSucHuetEUeX3DgjoTTQiaONpHUtyT/s5x9K7KCTZoKL/AHUxXMxbdoAO5+gY1stKRpGAQRg96qJE9hNZULrc6EBmwigZ9EWqnlNbv65xx1/MVc1porjWbxui+YQeOuOKrRllZUQKQvJKjHH0qEaM9P8ABNnG/hAq20pcySE46cHZ/wCy1qw20thbHzp1ZFGS+3k+9ZngOXf4aEOzCwTugbswJ35/8ex+FXfE87Q6HdFE3uUwFzjJPA/nXUk5VORbNnJilGMXWa1SPHPiJ4yn1e5FhAvl2MLHYmcl2/vMf6VwSqeWY5Y966nxFo0+nbmuxm5lG9vRfauYLccivsadCFOmuT4en+Z5EKjqavc9A0abzNCsm7hdv5Ej+la83Mf4VznhqXfoKjP3JGX+R/rXRMd0I+lfJ4xWrSXmetB3imcX4lTMTn05rlkPSuy8Qpuhf6VxadqKGqaHLoaNnI0MqujFWUghgcEEdCK+i/C+rHWvD1pevjzWXbLgY+dTgn8cZ/Gvm+A/MK9p+FDSHRr1WP7sTgqPQ7ef5Cs6y0Omk7xaPQ1rA8aQRyaKk7Rq7xSAD1IIIx/I/hXQKK5TxveWrWlvbLMHnEm4xo3IGO+OnauWWwzy+/8AmIcHcw5bHH/66yiwR+7AnAz0zWvclWDNjaVzkgkkD8azHT95vBzuwcnqPxpIYxW2j5sAjAyec0qvlwqKeOMCkmXfwuARyeaYnPIOeegPPX60wH3LCG3kY4T5fWsbR7tI7iYA/McbTWnM8cqsX56/Ke/tVT7FGkhKKFI7Ad6YupZvphFp7FuC/wAuQK51hghx171v6sqLpq72xIWGOOuKwUI5Vhj1r3MuX7o8/FP3xWwVU5OTxSOVXjvSR72baFJPYCrK6XfTt+7tZPrjFds6sUr3OdQd7Ga/zNWppa4TjrmpE8N6mxz9lP51oabot/bjEts3HJIrxsXNNaM7aKtuUNVk81EbcpXn8KtwTJ9hiwQcr2qpc2M/zLLA+0+q0y3jjjARflZegNcMo2OlMtGYBsbQw9TQpYFSBgZHGaiPmE8gHPQ1NHG2RkfSoKOmzxxVPV9qBHYkAMMkdqtI2QPpVTWeLUHrgitHsZLcwLiRfNGCGHYg12qvlEPqBXBOoDmQYBJ6dq7i3O6CFvVAc/hUouRevebBh6rXLRgGzXA529q6e6ObIgf3TXMwA/ZU6Ac7ueTzSkKBzWuRbLpXAH7xP1Fb+gyfadJkj4JUZ+nv+i/nWZryb7eN+T5bdfY1J4TuPI1EQMRhiBz09P0ODQhstXsbYDKTkjacVTjAD+neuj1iAJIWSJPL6hCD6Zz19DWLHJbCQEwMuf7smB+oNJjWxbgBaPcOf7tT2od9ySxnPUEGghPLDIrgdOW3Y/QVPGqhMqW3D+90qSiYoyx5dcj0zyPyp8TO9rLbwqXnmIMWSByO/PsT070xFllJjDuOoZhzj2571UkSZJEuIpzHPC25GDAYx2HoemKaEzp/C2o2iWsj6mTMyj/VM2dynGSM9wOR9G9BnC15H0+/aS2JlgfmNwvUg/MOOhHHHuO2KyPL1A33nOACfm+TAVR07dPvVsRXwEoguH32zABin8JGSHXp8w5+oyM1Sehnyrm0KMF1LI4aQMmBn58YOR1Hv6VUs4LeRrm+Hls5X99swyk54YD1PcHv0HPDvEEhsYGCxpMgYYJLFWB6EHI6/wBKymluGuFlsZ1VmUSiARhS2ecYAw4zwc8+1NMdird2d7qV4f3fkqTwJmwceuOv6Vci0UwEIpnZ0Iz5eEwfXJ5/StdLZYYjcCFS0n3yoAKn+7nHPsTnP4VKEYYEcudw4H/6+DTVSUXdCcE9yS2RhCqyScg9WySx/wB7rmuU1eAWtxJEg24k8xT7Hkf1rrtpX5W3cgE4XFYWv2+4RygfMcxt6+o/rUp6l20NGykFxaxSqBlwD179wB9asYZpNv3SPvbuAfzrD0Fw9o8RIJjfgE9jn/69bse5kwHzxwuOakaJLL5VmidQVIzgHOR0NcWYzZ30sB/5ZOR9ea7JGWOeLIOGbbnORj6/jXNeJYfJ1gOBgSoCR7jj+lWtiXubOkXaLNJBMQ0cigg+hH+II/KrdzbCObdEyMpHABBxXKee32JZozhkXIP04/lUEervuG5m+uaXkM6aZnmcZUxKvXnBNRy2MU8CpIijByMdP/11k2+sSGfy5GGwDgHkE9jWtDeA/wCsj3Dn7h6UuVhcwLrS7m0la4t3OCc4zzU66q0chhmjB4HQ7W5Geh61ri5snk8pZQzn+Fh0/Gln0+C4UrIgwASNw4FHqMqQ3NtKBiTaQOdwwRTL+NXsJwOWKjvknGcfzP51DJYJaQyEXJjiK4wTlc9eh+lZwuFaJQr7yARu27e/pQkJsgsbOVLxJzEJFjYOU9QPWn6hdSTX0tyItis2fl6A1Il69uwaN2QjupwaVbOfU5TLPKUEmX3gZzzj+dU7WJW4yHWLhCMyb9vQPzXQ6c5n09ZXOWck5x71lnRbVV8vc7Efx55BrV0+EW+nLGG3BCeT9axqbHRRvzHUeHxjTWPq5rT71n6FkaWPcn+dX63h8KOSo/fZJGOJD6Lx+YrKv3Gxx324/UVpBtsb++Kx9QPynmr6Erc4XVtMS8upJRNtk6bSMiqWmwSW1zJC+MgZ4rTuRJ9rkZD1bvVAMyasu4YLDFczbuzsilozVB4qNz+NPB4xUT1izoRVmOLiFv7sin9a6i2Vgg8wfMZGJ/M1zMxRWUyKWQEFgDg4z610scm6IMzAsOpHTPc/nmsa/wAKJXxNFXVC/l7Ix8oYZyceuP8APtVbTExb89c1tBY54pDJHu3Dke2Ky7BAkAC/dHArfB1VKHJ2OWvScanP3K+owBuccEYNckF8qd426gkV3N0m+E+1cfqsXlXofHDjP411NEI6PSJjJp6YGWUlT+H/ANbFaucqCOOeeeK5nQ5l3SwvyHXcv1HX/PtW4rscDIHPUnr/AIVBaJ5ZI885/wC+eaRGV/uENxzzRlc537SaANmVBAweq0DAqQec4xz/APXpr/Mn3TnoDnNBI3Aghjnv1prMUyM9ue+aAGBlQMGyMdRSK77TjPHbpin70Klhz7GkKZYkqDn8AKAGCTDHgHHfPNODqvYDPqRTdpYHHzDPHTinNkYIJIPrx/WgRJ5hyFGSM9hWhGsgjAUcnjAU9fSqdnFIw81VwT3NacUZUbsFB6ngZpsCQKI5FMhLAcYUZGe9XXcLphUcDBwKqIGYFVyCMZABOPy/rTriTFiR35pxJmW3YPFJMdrhzubA5z/+ulQo2GMR2dOTjPPb8z1qHY3lQNu+XaCVB5xj2/rUq85jBwQwAHpn/PWpLPVPBzpF4Nt5gpwfMcgHJzvbj+QrXCLcxpM5BA+Zf8aw/AbRt4bWJCvmQySRybWzyWLD9GFaayXVxdmG2i226NmS4lGNx9FXv9en15rqkvedjlqXvaSv5HnPxF09fPeYbSQvPbFeQytgkAV9DeO9NeXRJXikRXH3i65yPT2r5+mtysz7uxr6nL6kq2EUV00PEjTdKtOMu9/vOl8IuW025T+5Ln8x/wDY11aNm3X6Vx3hSUK15CP4gj/lkf1FdZA2YOvSvAzGPLiGvQ9ii7wTMPXFzE1cMRtYjHSu91gZhauGlXEpHvWNB6Mt9Ce2Xcwr6B+H+lHTPCtvvH7y5Jnb6HG39APzrxjwno76zrdrZKDiR/nI/hQcsfyzX0hFGqIqIoVVACgdAPSsq0r6HRBWic/4z1Gax0qOOB9jzsQSOu0DkD8xXmFxdMZCOGOAMMOtdd411yO8vEsYFDQwbleQc7mOAQPYYrhZdqK2X3O3oM54rl3ZQ2VcxsVbLNnuMDPpUDIRk7QwIHAOBj+lKZo2VQc5BBwwprMJDIpibnuufw9qYiGQAD5Qu1jkdf8APeqsiESAHt0yauylVQKNuRnhe1V47ee4kCwIz5Oc4pgQYPPyt1wCec05TgFh8+e2OSa6Cy8H3M7B7l/LX+6PSulsvD9jYooWIMw7kVaiyXLsecxaBqmrmPMZRB3YV0Nj4Ct0Aa7cu3pXa7VRcKoA9qYSa6lXmoqKehh7NN8zM220SwtFAjgXj2q6sca8LGo/CnUorNtvcqyDgfwj8qXCnqo/KilFIZG1tbycNEp/Csy/8L2N8P8AVhD6itfPNSKaQHnmo+FLqx3PDuljHbuKzIkJYbicDg56162AGGGGQawNa8MpdK01sAknUgDrWcodioz7nMRnhe/FR6wM2Ro2SW7iKVSrLxg0ap81i30qugluc0yZYEYGTXZ2Z/0KD/cFcdHlnAHpya62zJFnAPRcVmi5GjJzaE+1c5ACLVTuON7Ajr3PauiLbrU/SuXHyxnadpEjZznnmnIUSteRG4geN8/OuMnjntXPW0xgu45sdByOmexFdMCkpZfusOdpPX6Vg6jB5VzKFXqfNX0I6EUkUzpLQ6tqkMl3cuhhZxtGPmQ5J4xjrz+VUZbeRbhgkbFFOR6Ae57VveCLkXVhPZHBfaSufXjP/sp+gas7V7dv9aS+QTuVmJx+fvQxJ6j4QAgLyFvVVOf16VbXe2CPmLDjP8PucfhWTYPuUjeSwH6VpWwfJYKSrcEr/KoLLYWJFEbfMdxBCHI//XRKqSPv2KQq4OAM9PSo5H2j5SSD6jofT2qTLG2QAFioJGc8igBFYmONBIoEybGaTjaT/F7dDVeeKJbgRtGVdCc4XHPoRRAdwBlBKou0Y49+v5frWY2pNfkXIcqqfu3XPC4+634gY+o96aEy3NJBc2klheMEt5MrDO2MRuex/wBnOD7H2Jzg2EbW91ElwrK9uZIJFxyMHI/m35VanvopNLlBRPNQAMjjh+QDVjS5rPU7QSIzJd26gOJOTIn3V57kbsZPbHoM10Ey7bXCiQiRC8cg+bHXHrz3Hb+vSlYBBzv2Oco6jhu1U33IxGQ4/wBkZq3ayrOPsxbY2cxt/dPoe2D+hwfWkAsUtwpOXU/N69vU1S1QPdaZL0ygDgA5x+n1q2WUM64CSr8pVzgZ6Y9jSyRM9u0buFeQEBTg8H0NAzmdAkePUXiB2mSMkZ9R/wDWzXThskAhlAwTjiuRtZCmsWhOQM7ck5PJP+NdX5yRyMNoeQjgDgj69v60MSJWKCPdtBT7xLcfjmsvxXGHtrW6X+9yf94Z/pV+SPzF3nEjk5UNhQPoOn45qPXYS/h9gylWQBsEY7j+hqoiZzllzHLFnjPQ+9bElpbzJsMICOMrhQCPoaw7CVVnBIzwP6VrTzx/2aoEgjlK7cgc4BwTSY0c/doLa8aOJ/MZT95f4frV6XUIglsLOJkmxtlXJYOex5PXr09qzbhEgl2wSblYfe7/AEotQwuFKuEZTuDHsRT2EXP7QAlxcW4ZgeWGUcf5+laF1qn2IKkExkcDkdVQ+me/4Vl6je3U8ghuAgaM9lGSfrV4512OIz3cMUsSbFBPzEe/t+dO99A6mTdXFxfy7pZC79h2H0FaFrYWkdhLLJMxn2EhSNoBxx9aadLv7ElxAsyf3lG7/wCvTzqcMsEkUtsI3KEBlHfHcUrAYTs7tljXTeH0aYrbDDb0LIPRhxj8cfmBWJbQiacLjJ4wD0P1rq7N10wtC0cbdCJFGcHHIHtRYLj/ALHJJJvH+rHduMVNkCNgMdecDAPviq2pao0SBkjknOM5UfKPrUGlXLXdhJI5+bzGzWdRe6b0X7x2ei8aXGPx/Wr4bGR68VQ0r5dNh/3RVvNbx2Rxy+JivwtY1+3BrXkb5PoKw9QbrTYROcRVmlkEciM245QnkVUuEjivUjZgJcj5frWFdTlb2Y8j94cY+tSWs7T3sIJ3MXXknnrXPyvXU6eY6FxtNRMcirEi8dKr1idKK10MxN9K6S0xIkY4wEDY9a5+4X9030rW0+SD7DFicq+0YAI/rWGIhzRVgUlGWpolxEjszALsb9Ko2f8AqF9xmo9RuontDFGQ6gYZjxk//rqW0GIEHsK3wdCVOPNLqctetGpK0ehOwypHrXM65BmDeBzG2fwP+RXT1l6lCHjdT0dSK7LGUdzmrC48i6hk7Bvm+h6115b5sN06DHSuGQEMVOeODXYWFyJ7CNmYBtu1vqOKzZaLLKDnBAIPXHOKaDPEoCgY7+v4U8HjOzK8YIGM0oKjgcj35xSKBfmx2zk89c0jkBcHdx69qA23GQDx1IoPzjBbBHpQA0BmJAZeRSK/QHHT04pudrAqAVz1FLkEklQrY4HrQA9juTBPU+9M2Fh8p4HvQSzfI2TnnbzS7lUYyBQI0dMlQoI5Cylem0gAfXnrWo5UsSoHQAsef8a5i3vWMxl2gHO4gcCt+ORJrRpGBJOMkjknt0xVSi4vUE7otI7OVGdrZ5foD/8AW9zVO6lItiD15zirsWyRk+QAAHJIySay7x/3LfU9aURTRr27SG0iVWDKwAIPYYz6+vtVh3CxglgHLd6gspS0EajgMFUjHoKdKrIcNhvLwxBYngjI/wD1VLKN/wAH6xHo2viGWUmK7ARtgyN+eDgdM5PNenT6nY2s5gmu4klxnazc4rwVWW8kRW3Luz79P5V6LpVtceI/DtlI10Y5LF3tpWIyZAuCvf0I5Peu+lGFaK53a2j/AE/y+44sXOrRpyqUUm+zF8deJNOOmSWkU3mSuONvT868JuZSZnHPU9a918ReHra60Jp5HLyquQ5UAnjue/SvC79BHduo/WvocBKnHC2pPrqeNTqVKlVusrNmh4Xl26s65+/ER+oP9K7a3b5GHvXnugyldcg99w/Q13tufvCvFzHWrfyPYofAVNUGYmripU/0hh712+oDMTVzFpZi912K2LbVfLMR1AGSce+BXHTlytmyVz1r4XaALLRzqksZE91xGT2jH+J/QCus8S6odI0Ca4TPmMRGh9Ce/wCQNXNMEB0y1NshSDylEaEfdXHArgPiJrDz36aSgKxQEO5/vOVyPwAP6msJO+p0Pc5CScycKgZ2OeW7exrPnl3YTGEI5KnvUo3Fo9uAGx3JPatiz0L7Y4d3Xb2GOlSkJuxgM5dRGgYgdwMk1fttHvrvHlqwX+8Riuxs9Fs7QDbGCfcVoABRhQAB6VoodyHPsc5ZeFY0w1zIXPoOBW3BZ29quIolX6CpyaaatJIhu4FqaTSGkzTADTDS5pDQA3FFLSUwClFFC0AOAp4FNFOFAEimpkNQA1IpoAy9a0KO/jMkY2yjkEVxGpwyQwSRSqQyj869RU1l6xo9vfQMWUBsdaloNjyGzzJcqoBxzXU2pzbpkc81m3GnR6bfkszGMnop5H0rTjwAQOgPesluXJ3Vy4pzbGud8xhDNEO8rYGM+h/xrfQ7rdhWAqnzpiD92Q/jwKcthR3KbRqwAJY9+vSq18sjQJPt3eQec9Sh4I96vTHIQEDB596s28XmoAQpXAyD3zUGhjaFePo+uRjGVJBUHo6nkD6EEj8a73XrGKXE6NvhuF3h/XIB59yCD7Ekdq8/voM2BOcS2Mwg3/3kbLJ+Iw36eld94Wum1nwvPZzDDRLlW9ASePzz+Dt6AVZJyMP+jT+SuTg5Lj17Y9q1rTcHKcjcOvtVDV7ZUK3CYUo2MAdQelT2Ya4RAhwWBGSe3eoaKTNOCNnYuihUPCE85/Tv/KobnzCh3gHONvPf0xmpJFMQ2EkhCACTnt/9eoWQPNlQPkUuSep6/wD1/wA6kZCkf3Mjnn5+3BxVV9MtluZpIgypMhWZR0IPp755/DpV5D5iM0hwgLHAXPv/AFpshzGF527Tjn69f1qkxM5HVoZ7S7mSVflYhhIvQkjP5c0mhMtpfxSsxwWCkKeSp6/j3HuBXU3kQ8oq3zFMA56MCT/L/PSufu9Lj81pLRjEUIBUnIJ/pVXJsdHfLFK5uEIU8CUx8AFhlX2/3GHPscj0zU8oxbXDLtY4DgE59uOv07VRg1BkSdygb7NgMpPEkMhyUP0JyPTJPYVI93Jp960O4ywsquu/qVZQy5HTOCPx6UNAjTcfaLUysga4QfvBjllHRvcjv7c9iaYJFjj3AJGV67gSM9+vSpIpitm15ajZ5RXcp754H1HPft60r2BluY5cjbMMohPCnkEfmDg9aTGcXqH7m9jdRwH4PTo1dbGFVXAU7e4HJz0z61y2tgLcMOcmQn+ddSu42qvn5ZGwOxHFDBEilECoDz3JOfypl9+80m5jLM22NgM+wzQhbn5iXI6noaVvmsrjcB0K4A46U47gzibeYQHzAPnA4BGRWrZW8l8v2q7LSDn5AepHr/hWLCQZ49wyN1dXYIWtpBHgBTk544wKBFS70iCV91uFSUc8fdP1GOPwrPj0e6uLtzKixBeSV6H6V0OQ6LgYwcrTwGAMjNnd0GO9IdjLi0qK3bJVnLjlnGfrimXGj20pYr+6ZR1QEg/h2rXiBeQICAee1MEZC4LAqeSSMmmFjB/su+gYC1uX9RtYrUE1vqLv/pKvJ2Jbk/nXQ/MMCNioB5HvSG4xI5K52nn3oEcjvMbccMBjir8OtXCoomVZ4xxiQH8tw5/Ws254lf2Yj9a3NAVZNOfcqsPM7jPYU7tBYQ3drcKRDO8Eh/gl+Zc+zDp+X40wXl1YkpKgy3zfMvD+4I61lQL9u1TylxGkjE4A+6OvFXZGn039yzJPA3/LNxkfX2PuKHaWjBNxeh6RpjH+z4OMfIP5VczVOxAW0iA6BRVnNaGASn5Dz1rDvz1ral4U1hagcK/0NJlR3PP7m33sxBySxI5q7omnKbhZ5c/I3A/rTLqz2fMr49QK2dOh2W6JnJA61LtI6ZyjukaE0Ax6g1nyQFTnqK0xIVQ7uQBk4pjRh+lcsouL1OiElNXRmyRb4yMc1WjdVhEbuoKAADdgitUoFOBWJq9mpZZF4cnGa1oVOV+phisP7aK1tYfNNG8WPMQhsYU4znNblscRKK46OPyr0RNjO8dOnWutt2+QV0SlzM5IUVSVky3mqmoD9zmrINQX3+oNLoWtzkdTgFrqTqv3XAYfj/8AXrR0OcBZIjxzuH8j/Sma/EPKhmB5B2++DzVLS5GS+iAP3zt/OsjTqdQNytgnPtz+tPMg5IbH0PNQjmc9dw9+D3qXb8obJ+bn60igGM8Zz64604O2CSScnoTULDhiQMd8U7LbAuQQcdaAHljxjI9xzSLgjbuC/Q1EdwD7MfLyc96Qny8ZGfx9aBE/zY4AJA9OKarKODvAHQVCHDYzngg0951UKSCcj8qAP//Z)
UNICEF/BRZ/Raoni Libório
Discorrer sobre o Projeto de Lei 573, de autoria da vereadora da cidade de São Paulo Cris Monteiro, do partido Novo, que prevê gestão compartilhada das escolas públicas de ensino municipal a partir de parceria entre o Estado e organizações da sociedade civil, convida-nos a retomar aspectos da história da escola pública em terras brasileiras. Embora exista oficialmente na forma de aulas régias desde o período pombalino, a escola pública, tal como a conhecemos hoje, se qualifica como instituição a partir da República, quando são construídos grupos escolares, os quais tinham por intuito a perspectiva de formar futuros cidadãos republicanos. Havia sido feita uma república para a nação; entendia-se agora ser necessário fazer uma nação para aquela república. Para tanto, o papel dos grupos escolares era o de se apresentar à sociedade como templos da República.
Entretanto, os grupos escolares atingiam apenas uma pequeníssima parcela da população, com a maior parte das crianças fora da escola ou confinadas a escolas isoladas, com classes multisseriadas. Foi assim que, a partir dos anos de 1910, movimentos de caráter nacionalista propunham-se a incentivar a criação de escolas por iniciativa das câmaras municipais. Destaca-se, nesse sentido, a atuação da Liga Nacionalista de São Paulo. Nos anos de 1920, inúmeras reformas da instrução pública em vários Estados da federação anunciavam o surgimento no Brasil do movimento da Escola Nova. Em 1932, era publicado o Manifesto dos Pioneiros da Educação Nova, dirigido ao povo e ao governo. A proposta daqueles educadores, reunidos em torno do referido manifesto, era a de republicanizar a República, democratizando a escola. Democratizar a escola significava, naquela altura, a um só tempo, expandir as oportunidades escolares para um conjunto mais amplo da população em idade escolar e aprimorar as relações democráticas no âmbito da sala de aula. Esse plano supunha o engendramento de uma escola verdadeiramente nacional, a partir do modelo republicano francês: escola pública, universal, única, gratuita, laica, obrigatória e para ambos os sexos.
O Brasil, então, no mínimo, desde o governo Vargas, tem uma história de escolarização pública com compromisso de universalização, o que significa que o Estado não pode – inclusive constitucionalmente desde 1934 – se furtar de sua missão de criar e manter o ensino público e gratuito. O projeto de lei em tela fere por completo o caráter público da escolarização. Tramitando hoje na Câmara dos Vereadores de São Paulo, sob iniciativa da vereadora Cris Monteiro, constitui uma desresponsabilização do poder público em relação a seu dever legal de gerir a escolarização pública, ferindo, portanto, os artigos 205, 206, 208, 211 e 213 da Constituição, assim como a Lei de Diretrizes e Bases da Educação Nacional, particularmente no que se refere à autonomia das escolas. O PL tem evidente vício de iniciativa, pois o parlamento não tem competência para legislar sobre a matéria. Além disso, instaura uma lógica de gestão privada para administrar a coisa pública. Ou seja: aquilo que é apresentado como modernização do modelo educacional representa, na verdade, a expressão do atraso, como se o Estado renunciasse a seu dever educacional.
Com efeito, o que se mostra evidente é a ausência de explicações que fundamentem a proposta. Não há qualquer referência a estudos sobre os indicadores educacionais na cidade e nas escolas, ainda menos qualquer referência à investigação sobre questões sociais e culturais vividas pelas crianças, jovens e adultos, particularmente depois da pior fase da pandemia, nos territórios onde se situam as unidades educacionais. O PL ignora os desafios de alteração e desenvolvimento dos projetos político-pedagógicos, no contexto da política educacional levada a efeito pelo governo municipal, bem como as definições estabelecidas nos Planos Municipal, Estadual e Nacional de Educação – não se sabe se por desconhecimento das questões públicas afetas à educação ou conveniente descaso.
Pelo menos dois aspectos interdependentes merecem destaque. O primeiro: o programa possibilitaria uma grade “mais aberta ao pluralismo de ideias e concepções pedagógicas”. Estes são princípios constitucionais que devem nortear a educação nacional no que se refere aos diferentes campos do conhecimento e a produção de ideias e da cultura nas escolas. Por que compartilhar a gestão da escola com uma organização social tornaria a instituição escolar “mais aberta ao pluralismo”? Na verdade, a parlamentar pretende identificar e reduzir a liberdade ao léxico do mercado, isto é, à expressão e à prevalência dos interesses da competição. Para favorecer os interesses particulares figura o universal, lançando mão de princípios que devem valer para qualquer instituição educacional no País.
O segundo aspecto decorre do primeiro, pois a liberdade identificada e reduzida à liberdade de concorrência contribuiu para deslocar o que deveria ser tratado na esfera pública para o campo gerencial, de tal sorte que a gestão da escola passa a ser concebida a partir dos padrões de eficiência consagrados pelo mundo empresarial. Tal simplificação, que reduz sobremaneira a complexidade dos desafios da experiência educativa e da instituição escolar, torna possível que os diferentes interesses privados estejam presentes nas escolas para, por meio da comercialização de plataformas, diferentes materiais didáticos e práticas de treinamento de professores, conferir aos processos curriculares dinâmicas prescritivas amparadas na Base Nacional Curricular Comum (BNCC). Está em causa subtrair dos estudantes o direito aos fundamentos do conhecimento em diferentes campos: dos professores, a condição de sujeitos; e da escola, o papel de investigação e elaboração sobre as formas de pensar e se comunicar dos estudantes e sobre as diferentes áreas de conhecimento. A pretensa gestão compartilhada com organizações sociais compromete a condição das unidades educacionais como espaços de produção, ressignificação e difusão da cultura.
Tal proposta, caso implementada, implicará retirar da equipe pedagógica da escola – os professores e o corpo técnico – a atribuição de coordenação da formulação e gestão do projeto político e educacional da instituição, assim como levar a efeito o esvaziamento da capacidade da escola em tratar da política educacional em suas múltiplas dimensões. Os argumentos utilizados no projeto de lei se apresentam como um subproduto da racionalidade neoliberal de gestão do Estado que tem operado, em diferentes países, o reordenamento jurídico e institucional para atender à força do capital concentrado por poderosos oligopólios e instituições financeiras.
A qualidade da escola deixa de ser questão a ser tratada publicamente a partir do debate e decisões democráticas. Tal processo de despolitização pretende afastar professores, gestores, estudantes e familiares da discussão do projeto escolar e das políticas educacionais e seus princípios, para deslocar esse poder para os gestores. A esses caberá administrar os problemas segundo uma suposta competência técnica, alheia às experiências das instituições escolares e à história das pessoas em seus territórios.
À luz do exposto, nota-se que, caso aprovado, o projeto de lei tenderá a alienar os sujeitos e a sociedade, para, compartilhando a gestão das escolas com organizações sociais, permitir uma espécie de “colonização mercadológica”, que torna opacas as fronteiras entre o público e o privado, de tal sorte que, finalmente, os fundos públicos estejam subordinados, de diferentes maneiras, às dinâmicas e aos poderosos interesses que movimentam o mercado educacional.
Carlota Boto, professora e diretora da Faculdade de Educação (FE) da USP, e Selma Rocha, doutora pela Faculdade de Filosofia, Letras e Ciências Humanas (FFLCH) da USP
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