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mf_newspaces • Show schema
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{'AL_dims': [[[[2, -1], [3, -1], [37, -1]], 1, 1], [[[2, -1], [3, 1], [37, 1]], 1, 1], [[[2, 1], [3, 1], [37, -1]], 2, 2], [[[2, 1], [3, -1], [37, 1]], 1, 1]], 'ALdims': [0, 2, 1, 0, 1, 0, 0, 1], 'Nk2': 888, 'analytic_conductor': 1.7726789248724246, 'char_conductor': 1, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [222, 1, [149, 187], [1, 1]], 'conrey_index': 1, 'cusp_dim': 35, 'dim': 5, 'eis_dim': 7, 'eis_new_dim': 0, 'hecke_cutter_primes': [5, 7], 'hecke_orbit_code': 33554654, 'hecke_orbit_dims': [1, 1, 1, 1, 1], 'label': '222.2.a', 'level': 222, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 3, 37], 'level_radical': 222, 'mf_dim': 42, 'mf_new_dim': 5, 'num_forms': 5, 'plus_dim': 0, 'prim_orbit_index': 1, 'relative_dim': 5, 'sturm_bound': 76, 'trace_bound': 5, 'trace_display': [-1, -1, 2, 4], 'traces': [5, -1, 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-6, -8, -32, -16, 20, -52, 106, 4, -24, -48, -60, -16, 0, 20, 44, 80, -8, 46, -20, -40, -24, 50, 32, 16, 32, 12, 36, 0, -1, 58, 56, -46, 42, -82, 8, -116, -18, 0, 38, -48, -12, -24, -48, 14, -15, -20, 20, -44, -34, -8, 40, 16, 4, -36, 18, -44, -44, 90, -28, 24, -31, 6, -66, 48, 20, -128, -56, 78, -14, 46, -2, -124, -16, -40, 0, 40, -6, -48, -2, 16, -60, 22, -46, 52, 12, -80, 0, -116, 16, 38, 64, 10, 6, -42, 36, -64, -80, -4, -12, -40, -8, -77, 66, 10, -36, 46, 0, 24, 6, 32, -30, 8, 24, -138, 32, 24, 4, -106, -16, 72, -16, 24, 12, -112, 1, -12, -50, -19, -16, 48, -28, -96, 42, 2, 64, -96, -26, -130, -12, 6, -32, -102, 7, 32, 36, -56, -52, -80, 5, -20, 20, 4, -32, 64, -50, 136, 0, -44, 42, -40, 11, -12, -88, -48, -6, -20, -16, 24, -20, 14, 24, 40, -16, 68, -34, 36, -10, 32, 6, 12, 16, 44, 46, -48, -20, -1, -52, 12, -2, -6, 56, 8, 2, -24, 28, -120, -6, 66, 0, -74, 64, -18, 14, 16, -20, 8, -48, 20, -4, 124, 160, -38, -12, -54, 10, 16, -56, -24, -68, 16, 6, 5, -14, -12, 42, 20, 32, 52, -21, -12, -4, -44, -1, -24, 44, -50, -2, -58, -28, 72, -46, -10, 12, -16, 10, 52, 36, 40, 52, 32, 32, 28, 4, 48, 24, 8, -16, 86, -16, -1, 12], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 158330
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '222.2.a', 'level': 222, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 2, 'sub_label': '37.2.a', 'sub_level': 37, 'sub_mult': 4, 'weight': 2}
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id: 158331
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '222.2.a', 'level': 222, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 4, 'sub_label': '74.2.a', 'sub_level': 74, 'sub_mult': 2, 'weight': 2}
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id: 158328
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '222.2.a', 'level': 222, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 7, 'sub_label': '111.2.a', 'sub_level': 111, 'sub_mult': 2, 'weight': 2}
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id: 158329
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '222.2.a', 'level': 222, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 5, 'sub_label': '222.2.a', 'sub_level': 222, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 1, 'label': '222.2.a', 'level': 222, 'portrait': 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ClDplopZ9uKwWBEGicIIQlqdXZs8Nm9fkQtBGMEcyuGPZsM9TBlru1zcl4RKPB9GA0k+7cl9EYxgSfxlebkfMC5tk89MOzfMmBhyUMbqIeS7Rtidm3u0KiPEAKiWNLuN7iwHLKuKUmTkJMXfI6fE5w4n3C+HeHXR1y5p8c7XqcZDWc4drbFqQuK8/Mp5xZjTi8YDi8Yrrp4gV976xKbp6c4fm6GC4t15pZ8FlbscVzuRCx3UxY7mvmuMpObt+jvfNn+u//VWy/+haCx7wikJ4SYerah8U1v/+AB/l/f/2l0nGxvzEz/7okT5753e/NjfP/LF+h0NzG/PMHiSp2ldsBi22OpA0vtlKV2zEI75cIKHJsXbFy/zK/+0BLXXVTn1Pl1nDzf5Pyix7kFw4XFhNPzKaeXUzbM9njtDX32bVE0wxBf1lhYCZlfUsyvwGAEcWLwlKFRS5meSEgMnLwAdT+iFnp4MqVVh84gpFkfIYBGqFlqhyx3Jc26YKkjWOymNEKDAZo1xcpQMF0f4UlFvR4ReJIT53wS7bGuJWiGAqUgSQT9oWB+xV5MC50Y3x9SayTs2Tbi266L2TTV5Nz8FKcuBJxbgPOLCXNLCSfn4diS4drLFvgPP7TEpqkpTpybYW6xztyyz8KKYKmtWe7ELHcTlruGxa7gVFvRa6/wL3+ozy/9s5cSs/uvlxd7P+P78tTmvd/3bEPkGW//YF2U+fl5JlqNqeMnzv7z3//zz1971833f++9j15g2yaPA3skN+zrECeKNJVoLdAajPEwWmFzPCBIkcJwbGGa//hhya+8bZ6rd8dMNWeYaEzQrIVMNnymW5JNy5KT81P8zc0NVDDikp1DdmxO6fYG7Fif8LoXpoxiD4HmKw+ELPVCGumIMwuKdrfGxm0hi324MA8X7ZAcOW84sNVnqhFxZlmxaSoh1ZKFbp2FrmbTTMxSWzHRUOzZ0ufY2ZCLdyacmTesdOrs35ayY1PEyYWUidaIdjfmlgdrgCSKNS+4YsB1OwyLPZ99WyIu2iEJRJ3BcJYHngyZW5LML6UsrCScXdQcmxd0kyHPvWSFf/eWHhtaMxw/M8Xcco35ZZ/FtmC5o1npxrR7Ke2eYaUvuNBXLPdiXnT5Cm960SLdC59hoXvx9w71PrNlz+vv6/eH74nj/srU1LpnGzJr3v5BMviXb/4atTAMl1ZW3vvgwwffft/Dx9WhUx0Wo5Dzfc01Oy/wrp+Y4/I9TS4sTLPUbrDUqbHU8Vlqeyx3YLmTstxNWGonLHTg5JKgOTngORet8MYXjti/pU6vP8mZ+YY7wZLljmFhRTO3oukNU7qRZjhK2DA14uKdGmMEgWc4dCYkSevs3ijZvz1lemrI3HLE48eaXLUXpiaWue3haTZMRUw1BYtdn/3bIqIo4d4jk0RxyoHNmuW+YKY1ZHbS47ZHY6YaDa7Ym/L4iZi5JZ91rZD92ww7N0doIg6fUfi+AWO4ZFfM7ISgPwjpDwN6A48LSx4LK8J+907KQjvl1KKgHSfs3dHhe29c5tr9iqn6JGfmWiys1FhY8VjsOHB3Yla6KStdw1IPzvUk59sp1+0/z3/+iQX2b2uxsDLJ4nJAd7QR4+9JN2y+6M8ajcmfiuNodNVzXvhsQ2fV7R8UwJeW5vA9z//MZz7nN1qz7739znt+8OixM94gEnSGsNSzjHK+k/CcvRf4zz++yFV76lxYnGap02DZgXy547HcFbQdyFe6Ccsdw5kVwYWeZnKiz3UXdXjzSxMu2lqjP2wyv1xnqRPQ6Uk6fUFvUEiSKLErhO8Z6jXYvE6zdf0Q1IgnTiU8diSgpuq89JoYP2hz/xMtNq9X3P9Uyrb1iv4oZaKeMr+sufKAYH5Z06z5DIaCbZsS7nuixtb1cN/hEYGo8+KrIKj1efRYypPH60gCtqxTbJmBeg18T5BqQZxAnMBgCL2hptvXdPqapR7MtQ2dOGX/ri5vetkK1x3QTNcbLLUnOLfQYLFdIoNuSruX0O6mrPQsuM/3JBfamusuusBv//gcl+2sM788xXKnyUq35v5bQXNiS3LRJdd+6PipuZ962SteFydJEm/auOHZhlJ++wcD8F53iUZz2jt7+uivffGLX377o48fWb/SHYRRbBgMNd2Bpj2AlYHkQl9yvhtz7a453vVTi1y9N2RuyTL5cqfGSjdgpeux0hWsdI1dcrsJK72U5R5caMPSyCDUkO+6sc2l2xOuO2CYatZo92okiU+SKuJEkmoBGLQxhH7CRKvPg0ckw1HMzfe1EHGNvVsDbryqR6SX+dJdM1y5N2C+2+H0uSbPuTjmyRMesTEcO2v4P18/5OgZTaxbPHlK89wDghNzfRaXp7hyf8yX7xsQj5q84HKfvdsjjOjwxfsFo6Hg4cMhrbpPwxO5DNMaotQQp4aRhnZfMzU55JqLB1y+Y8jrX5CiaNDtNZlbbrDUscdmuSNpdw0rvYROL8llyWJfcqEnme8kXH/RBf7vn5zn4u015penaXfrtHs12r2ATs+jO5QMh5ASjmbW75y/8UUv/7OLDuz71cWl5WR23cyzDSngHwjA//qjf8iTBx+pfefr3/Rvz5w++isPPviwWOpohiPNcJTSH2p6Q01voOkMBCtDwXxfcr6XcN3+Of7Tj89z1Z6AlfYUiyuWYdq9gJWeR7uraPcEnb6m00vo9lN7sfQNS33B8sDQixIu3jNksp6gk4TX3zjgqr0po1jhScMoNnzqGw2eOtNk87TmxNkAjzoHtiqu3G+oNXrc/USfC/MtrtlfZ2ZmhVseCHjO7oCFXpdBv8n0rOGBg5K3vWrIfQcNG2ZCeqMuyytTXL6/z1cfgI0TE1xzcY/zKyvc+cg0Db/JVftg/44hyutx5Lxm40zEibMxn74tZBArpIQoNly9f8S3v3BEHHtM1eHyXYLeoEGnV2elG7LS82n3FJ2epN2DTj+l20vp9FM6fUseSz3BuZ5kuT/iefvn+I0fX+aK3TUWVyZY6Tbo9EM6fQfugaI/tAFvb6DpDlIuu+wqc9GBff/hgx/68G9fddWVw5/5Fz/5bEPr2Qf45z7x36nXwsbicuffdDrtX+t324xi6Q6eYTBKGQwtyPtDTW+k6Q2hPRDMDxTnO5rn7FvkzS9b4A03pkzUmswvT7DcqdPuhbR7Pp2+otOXdPvQGxj6w5T+QNvHkaE/sv9ePzJEqSYIDJ4Lv30FoTQYLQl9j9kJxbYNkl1bDDs3D0hFh8/eqXjyyASvvCbgBdcs877PpEwFM7zm+X1ufThmsjbJls09vnZfne+6MeXmB1N2z4Y0J7rc9mDIa6/3abUu8L5PzfCiy+q84roOD58c8rd3+Jikwc6NAbs3C7Zt1MxORYRBjDYpvpeilC0bCTyoBYI49ugPAzp9j/7QozdU9AaS3gB6Q0NvoOn1U3oDe6F3BrAyEMz3BBfahomJDm988TxvfsmIy3bVWVhp0e7V6fRDun2f7sCjN1D0Bhbc/ZFdYfuDmFGkmZqeYnpq6lcbrYl3xaNR/xd//qefVXw9q4me27/8O8xMytpo2Pn5XmfpV6JhWygl7WVnwD4R2f8Q7lEKgwJ8aQg9yfELDf723gbtUcRkvc/eLUMmmxrfM/ieIfQNtcBQD6FeE9RrikZN0ap7TDQVU03F+inB5mnB1hnFhgnFhqZi05TH5mmfret89m0NuHiXx9X74ZqLB+zdsci9h4d87GafYX+KF14WcvXFXe58asj5C5O84HJFIrrc+3jIdRcrZqfaHD0Vsn2T5L4jKeko4LkXRxy/kLCwVGfPVh8VdHnosMdo0OSi7YrnXd5haRBx+2OGM/OC+UXJ3JLHhcUay506y+2GjT3aTeaWmpw63+TUXJ0z8yEXFn3mliXzS4L5FcPiSspS2wbdS92Upa5hsQtn2pJTy4JOMuTGy+b50W9b5F++MWa6OcHcUom5e4EDt6Q/tAQ0GBmGQ80oSoliQ5wYllf69IfJS6NYpim1O55/46uT275+07OGsWfVJtw0O/CiqP3vOnrl39S8kZStgFGkkUIWgBYCIRRCCKRMbRZSgpIGzzP4SlPzBPP9Bh/84na+eHebb7t2me+6cYUr9/RYN9Vgsd2gOwjpD3z6I4/BSDEcKUaRYBRL4gSSVJGmoI27iCT4HoS+oVnXTE/EbNvQJzE9njoT84k7Ah4/MsFMvc61F3m8+DkdvvFYmy/dPskNF4VsWDfg8/cYdFpnZiJisTMCAxLYNNVjeSFEiRrPv2qJv72txqnzdb7jhj5JushXHpglTms895KNfOfz2uze0ua2RzweOlXHHAvZtk4y0xQ0aoIwEHhKoCTYWMHq8iQ1xIkmig2jWDOKDMMI+hF0hoLlkWC5C9IbcvXFK7zxxW1edU3M7ESdxZVpVrp1+sOAbj+gN/ToDxQ9B+z+SDAYGobOZbL/tmYUG+JYsHS2LdVC+m8vvXx2x3/4pR+9/zf//b94d+A/O1z6vx3gpvdufvQ/znDF/uRn51Ye/rbZ2sKNjYDAtGoMRjFKKpQ0SCkRQiIFSAdyKSzwlBIoleIpJyE8Td0zTAwVC50Z/uyLLb7yUJcbLmvz9tescMn2NrNTNeKkxmAU0h0EDIYeo1iRJJI489KNyFeIMExphglhECPVkLn2iE/fLTlxPuDoqWlMXOPANp9Ldimec3EH4c/xwKEJdqyrcfkew7rpFRbbNbauUyA1n7szJERSDw3f/rwBH/xcyrn5kPUbFAvdEY8eCdm6fppr981z60Ntbn9skuEo4OJd67hmV58rdnU4dHaFExcMtz/a4OjJBqGQhJ6kGULNNw7kYAyk2pCkEKUQJYLeSNAZCtoRxDpBqCFX7u3ww6/ucMOlmu0bfPqDGeaWGg7UAf2BlTiDkSqxNgxHVjqOotQCO9IMI8MogmFsGEaK5eV+eG5w9B1/8JGPrLz9tZEy5j2/+89/Yz3v/eU3/9MF+G+///PQ+DZ+91/9t3d2Fu/+jyI620qTBq1GCykFSmo86aGUh5QOzFLa50rgKYVSAk9pPCXwPU3gaUIfaoGhEaRM1SSdkc/Sygwf//ok33hswFRzwFtf1WbvxhWS2GP/NsPFuxXDkXVLUi0xxoYjSqaEQcLhM3BsTjBINH/xpQYrvSmG/YB1dcWWGY+dmz32bBVcvq9NKhf5g0+36LUnueESj73buzx0LKXTrrF9LzTrCZ2oRhhIMIbA91kZwukLkot2hVy6d8jBpyIeOVznhstn+LHvWOCPP9fl7oMtegOPxXaLPVtrXLZtwAsu6fLtz+vSHizy4S/V6ccBpy74PHwsIPAEUliUayDVkGhNEsHmjRGXXtxHpzF7N4/4gZePmGx4bJoOiOI6py/U6A8C+iOfwdCjP7JNHYORdHcYRobhyDAcpQ7U2gHcrg7D2DCMoT8SdGKPc6eX+fX3fmXq87ds+PXnXHlN+t5f/sq7+wt/RWP2Tf/0AG7S94N8Sr3rTz70Y0vn73vXG194KLxil6TT80n1iExoS2kQ0rKolArp2NwCW+Ipie8JPE/ieymBnxJEhnCkqfmGRqyZqMFMXdCLJJ1Bi5PtFr/5gXWQxkgSLr+oz8U7IkaRwOgUY2ygJqVASkkQBjxyJODwyRr1wKfpSWabgr1bJBtmPLasl+zcrLlo5zIxi/z3T7U4eWKS6w747NuukV6Hm+8LmW74rJuC6YkhzXoNhfWvO4OAxZ5msW1Y6TZ51bVtHnoq4sgZj3WTNZ576RQ/9p1L/PdPwn2Hm/SGhpWex/nFCTavq7N+ZsSWyQG/9AMDGrUOT57SPHxUEYYGqTRSOJ1lDEZDFAku3pFw9YEUYTziOAAzzTAKOTfvW1CPPIYjxTCyjD2MBMORZBAJhiNyps7uw5GVJKPYWIDHMIigH0s6kWApFkSpYdTWnDv9VOtF3zd6108+/ty4MfuSP/zF//LR9Df/9ff/0wH4hz/9Mf7zhw/4L9p/6w/r/t3/7b/82Sn/wYem+M13trloWx8QCGEQQqNEYPW19BxTe/jK4CuJr2ySI/DtfeQLRpEk9DWjIKUeGas5E3vgp2JNlMAoFrbpIQ2JkxqHj7V47JAhNaCdoawEtihKCUIPWiFcsgFadZhqSqZbinVTHuunYefmEVvWrzAyS7z7E5McOTrFNXs8dm+V7N2+zD1HRpw6P80LDkimJzSBN6AmfZTB+uoa0EOWOjXOznvccHmdS/d0ePhgyOykpFFrcdWBlJ96wzLv/qTmsTMt2j1Nu6OYX/aYnWoxM1lnqpUw0UiYbkS87rqY0I/xVYJSGint9zJGoLUkShRLS4ok8YgSRRQrRrF7jKS9x5JhJBnFglEkGEYwiowDdUoUO1BnrB3DyLH2MBL0Y0EnFixHgm6UwrDPlbs7/NY7F3jhxWfDm+5N/tuHPpbot7zxkj/9wVd/ML78qrf+4wf4f/uTmyCe8uKVQz/6Xz40/3vfuPeCPzITfPauAPnfBb/xk20u3tpFScs8SmqUsndPeXjK4Cll777BjySBVwJ4oIjcyYljQ5RoolgTJzbIyrJ9SWrckm3Q2gaTec2KC1w9ae220IcwlDRqkmZNMdmSTE/AhumUnZv7TLSW+fitMbc9NsPKwgSX71Ds2uKxb/sIoVb42Fcn2NBQzExKZqdG3PqI5MwFxUWbIU4FezakvPDKEQcPT7HYFiy1W3zfSzrce3DI0bOSZk0S+JNcthf+/Q8tcOvjAz59yywLXdi5IWW54zHVUky2Qlr1gGa9Ti3U1IIU39P2mEkDwuSGlNZ29Ui1JEkESSqJE0GUCOJYEsWCUWLZPkpgFNkANYo1UaQZZQGrI5FhbBjFMIphEAvL3LFgJYbBKIGoxxU7lvmNn1zktdelpHGd5+5+xNee954LR1tq56Y9f7hw8pPJ7I7v/scN8JqKxdzcmZ+8/8FDv/Xluy/4Izag6po0CfnsXR6D2OO7b+zwg6/uMtVKULLhAsgUX/l4nsb3FYHvEUSSka8Y+RbQUSDsiYkFUayIEohjC+wkMSSpJklNDu40NRjH2sZYYAMoKVBS4HmCwBOEgaQeShp1wUTDMNVKWT8VsWGmC3KZv/ya4oN/u47ZWo0rdgp2bPbZsVmzc9MKn79fs7Rc56rtkqkJyfRExPE5n07fQylIU0mrrtiyMeH2hzUrHc35xZDL9jZ40dVtvnJnyHQTwjBAqUku3ws/+po5fDnHJ26d5okzNTZ1YmYnEyabilZd0qgr6qFHGHiEvvXwPenkXpbpMPai1kaQppBoQZrYCy5JLQlkBBEnmjjWjiwMsVsVLeAdsBMYxoJhLOglgnYs6CaGaBgx6Xd46xsW+J4be7zkauj1WozigKmmzyg65bcX1r2rN6j7QobvdtffP06Af/ivPovW+mfuvvfgrx0/erK5fdqjGxu6saQrQyKp+NJ9Pnc+VmOhu8jPfl+fdVMJvUGd/jDF8+w9iD2rtX2PINaEgSSKFFFimSeKRcFGiSBJlD1pqbHWnzak2hSsXWJuIbA2m8KuDAHUA2jUNK2GHeyzfmrIxnXL3HEw4o8+3+TwyUl2TPrs3STYtjFg20bBvm09hL/Ml++bZjpUrJuUTDUNU60BEy1N4EuEsBbeKPJY6cZ0+intnmJ+xafbb/Gqay5w0519Dp9rUQ9jPBUgxCR7t0p+8OWL3HDJed7/uUnueWyarV3JxomYiYagWbMXZBhKQt/FKEqglECK4kI2xkkW4y54DWmqSV2qP8mJIQO6cYQBUWIsw8eCYWIBPogl3UTQTmA4StGjIRO1Dj/7fQv86zf3qQcBnV6dURQyin1GUcAw8un1TzdlWPv1qQ1Xq8ce+MLvXHbNa/+XYfB/mTn5n971e7z3A0fYMNX75SNHT12JMXknjS8FnhAgFKnnM0x87j0YcP9TAk9F7N06YqKeIKVdbpXSVpcr7fS4cUkcTeAbAs8Q+BAGNqkTBtZVqQXCJndC6xk3a5Jm3d4nGoKJpmCqZe8zEzAzaZidStkwE7FxZsTm9X12bVlGs8TvfRL+9G9nOHN+it0zit2bBFs3hGzfJNi7dcjs9Dwf+orkvsem2b1esWOjz87NKRvXLXHHQTh9tsmWGcWmWcnGmRFnlgY8fCRkqu4x2VA064q9WyKCoMu9h2oILfAlgEeifZQMOLBV87zLumzZ2OX2J3xOLQTETk7YsgaXnc0zvym9obZZ24GhP7BVkr2BzQr3B/b3BoPEPg41/ZGmPzQ2Qzkiz/T2R4J+JOiOBN1IsBIpliJBe6SJhkMmgxXecOMc/+6HlnjTyxJ81aDTazIY1RhGNYZRwHAU0B8G9Ic+y51ROBqR3nDDYx9+ztU/yEc++pl/PAD/3d97L/t2bFKb1g1+/eTpsz80HETWxMYmOqQAz92lEGjp0Y8DDp2s8eW7Ah47agiCETu3RkzUE3ylXcCprXRx4LY2oSHwNUGgCQPtspaaWmioh4ZGqGnUDI2aoVnTtOqaiYbOpcdUSzPdSpiejJmditg4M2Djuj6bZttMNBe59bERv/+5Fp+5fSMtVWP/BsG29ZLN60O2bpBs3xhz8a4lHjrW432fXsdMELBro2LLBp9920ecW+ryob8NETpk26xi/bRi6/qInVvbPHw0oNMOWTchqIceM5OGq/Z1efSk5onjDZq+RgiBMR5p4hHFIdMtxfUXjdi1uU03GvH4CY+5vm+tvMh61MPIMBg5EI8scAfDlL6r6xmMCjDnoB6Zyn0wgn5kkzq9yN7bI8lKJFmKBCsjzWg0YsZv87ob5vnFt87zz793wCXbPbRu0BvUGUY1RlHIMPIZjux9FHkMI4/BULDSjvY8eWRzLZEbvvqmN77afPRjn/57x+Lfq0Rx06Rq5y8s7PzjP/mzt8zNzf/CaDgQvi/RGIwxLkNp8oxkoKAmBR3l008US3HA33yjwc0P9rj+ki4/+8YeV+6NmJ70SNOAwTBgFPtEsU8cK1v1l9qETaoVaSJItHUOtBFoXVTeGexybS3IbEXQBH5Kox5TD0d4asQwGfLoCc17PzPFA4en8dKQA+sMG6cMs1OKDTMBm9ZJtqyP2b2ly4WVDn/+pSYmrrF5g2Cy5THZNEw0IgZpijaKQAqEtDo41QrlKRKt6Q41nX7KStfj3EKdSyZavPVVK/z2XJ2jcw08L7bSxngkusYolnT7AS+8pMvzL2nz8LFTvPfTExw82WJ+qU4oJXVf0AoNNc92H/nK5Emy6vkiD7i1hsS5PFbeQZQKIi0YJoJBCv3YMIoSPBMxO9njqv1d/vX3rXDtRQmthk80atHph4yigCj2iGKfKPHs88i6NqNIMYolSSoZDgd+fzT3CxNTJtm1Y+q3PvOJPxh+5xt+4h8uwB94+CmajcbFB586dOepM3P+YNAT1sM2+E7/gQ18pLSZNy8xeFIQJoKeFPRUyND3WYpqfOFeOwDztc9v84aXDbh8V48dswMmm/bgJalPnHiMIo84USRakqbKAVvaLh9EEcY4cAe+JnD63vdifBVxbjnh0FnNNx7xePDYBHc9NkUS19k8YdjQMsxMCNZNKtZN+WyYkWyeTdi6fsD01BIfuwnueHSKq7YKpicEE01Jq6FpNUZ004jAV3iJ1cPGWAeDkaQ/TOm4Aqh2z7DU8ZhbmuDGS3u89nlL/PFnQpqLEiViC0jtESeBK0bzmZ2qcd2BLu/72R53PdHhwWM+dz7c4tRSjYMLdUIlqSuBJ22jRujbGh7hjoXJQG4gNYJUQ6wh1oIotb52nBpik2CSmFYw5MDmAZfu6vM9L+/zmudFtAKf4bBFpxMQx4EDtE8cey7wV8TucRRLorhUhiwk8agnogG/0llJ0p2bJt516xff03/Rq//5PzyAnzx9ju1bN9U+/8Wvfc8nPnmTPxh0ZCP0QNiI3oohY2tKhEEJV0+iwE8skwfK0EgF/VTQVyGjwKedNPjLr07wxfsHbF834Dte2GXTdMKuTSOuu7iHwGPdjE0ApamH1hJjpGNuV6yVXVRCY4RtChiMNNJLuP0JjyPnJF+4u8Ghsy1WVuoEwrdsPaOZbFgffKrlsW7KY92UYONMwubZAVs2LHPHY0M+desGtk56zLZgoukx0RBMNhOkjHj8hKLdV2xrgsCuJqNYsnGd4OKdI74+b2gPDN2BZfGFlZDzi1O88YVzPHZ8kXseWY+vDIgYYyBJPeLEtwmZoUe7FzDdavKSK3u84po+i6+a5/BZuOmeGkfOhtx7sIHwPeaHHsNFZet8hEC4QjYLcuNAbkiNxqQa5aXMTIyYFDHXXjpg18YhW2ZivvMFEZtmBDMTHoPhJEsrAXHi5fcosWQTO2DHifXg40QSxdK9FiSuiUR5injUod8Vv9q46AZ55fNf+Nvt5e8bTk5v+ocF8EY98A4+eeiXjx058n8lcV82ah5CCDxRuBXk1YCuYCq1DO5Lg5e6upLUUE8FTU8wTAVDz2Pke7SHdR4+kfDQ8XUIHbN9w5Brdg+YbKa8+PohW9bFpHGC0e7EmUKaWOYGqQyRhrservPY0QZBTXL/kQZnF+vUPI+JQLJzxjBV00zUDK26ZKIhmWx5TE14rJuE9dMJG2eGbN/YIWWZD948xeLiBFds10y2bI9lq6GZaMQYE3P3YwGLSz77Zmx20RgYjSQbpiTPu2zA1x9I6Q4kvX5Cp6dY7vpcWGxy2d4Bb3tFm7ufqHNscQIlNBC7GhPfJWgE/ZGkN/BZ6YVMNFpMTwy5bv+AGy8bcm5xyCPHOtTqKY8c9bj74ZDUSIQU5MM2cxvRgNGgNWli2DSb8OLrh0zXNVfu1mxbL0hSq69Hsc/Csl09bWOIIslA7e7WZx+/C2tLOoAnOrvAPOYWevL48WO/0Jjc6k1Orvv3QPIPBuCPPvR1bvnyTcFKu/uWgwcPBhMNy9zGWXNC49Lvtt5EJXZqqq0KtJrPS21xUKKt/gtTy+axdlowEIy0T5T6xNpwpj3Bybs1UqV84YGYhpegjbYnydhudZGdQSHdB5BooWj3fJLII/QkrZph3zpoBoZWkFAPoVkTrpxWMdHw8kTPuqmEDdNDNs12SfQy7/ponQcOrWPHrGGqKRy4Bc16SrMW0WwMqdXr+Eqg3EVusDo3SnwGgyErQ810aGu1uwNNu6tYbgScPD/J1XtG/PybL/CfP+pxaqUOIkWbBK0hTj2iRDIY+fSHit7QozfwaXdD6rUG9VpMsx7x0isj/CDiuv0p3/eiIVKmKKkRQjviKXzTjBxSba3GqZZCyYDh0GNhxYI5SRVpoki0fZ4kMn+MU+ley/x1nAjSdAzczntPtfXljREYbbj3/oeDU2f7bwlrrd/8whe/mrz21S999gF+9Ml7EFKGe3avf+/Xvvr4jsmmspnDxHnPzoNOU0MqDDKVKGFQyjK4cl51ooVLykDgKuGS1NiEhDYW+Npe9YmGKJSkTUmiPeIkZCGyGXBjiryBENa18YQtJ/VdtnJT01CfNoSeppbVi/uCemjvjVDRqHu0GoqJpmDaOS2zUyM2zPTYunGRP/yc5hO3bGDjpMdsSzPZsBdDs44FeD3i3JLm0JmQeiBs0oWs0k8wHHns35Kwad2Ibi+0zRyDlE5fsdLzaLVrTDSmePNL5jh0+jx/+pltKOljjEbrxHnWHqMoqx+R9IeKRs2jHvrUA1s0FgQpgZ8Q+im1IMUTKUqmSGEzx0Lqik+erX5pKllYkqRaonX2KFxZsQWx1tKBVRZ3B+jsfZtIEiQJ7new4E5F4cVrOw5jGKVcWDy848YXvey9jWbzJ752612jl7zof26G+f8UwE2yAGpd4+DDX3r38UP3/ZASI9GsSYYRxMqQJBbgSWpQ0pBK616kyqBSm05OlPuCKQ7ouP8m+/KmciBS7WpINK6WxEoRTZF6z24ykybCuPoW8BQE0uB7rq7Fg9CX1AJBLbQJk3rNo1kXTDRgspky1UqYnohYP91jy/olHjo65ENf3UqzFrJpQjPZEDQbikZd0KxrGrWEZn3EA8cF9x2ssXva/n3hKFwb6I88nnux4cC2IXc9PEk/goHzqDs9yUrDZ365Ti2c4k0vXuSex+d55Ngm7CWrSXVKom2TQVZPMhhJGjVBPVTUQ03o+w7g1lL1VYrnyiCUOxc5k5fPqzMEbFJI5G6Udqn+NJUu7V+A2QK2eJ6kjowcmDPWtj8fO+ep/R6jSNPrR97Xv3HXD73wBc/Tb3zDa9558sxif8fW//GRFP9TAD977gJKLf2r82ef/JHlpXMoGRL4rmnApb/T1B5IrQ2JNChlAa+VZXXlGN7LlixNfgCyuza2fiQt1ZFkWUmdWYBlcJc6f/IacgFK2aylLbW14A58QegrwkBQCxS1mqRZE7QaholGymQzYaoVsW6qz+Z1yzx4tM+/fv9GTp+bYt86zVQDWnVJs65o1qBRS2nUEnx/xCCyRWOhIte8mUSJE0ma+rSChGGq6Y2k9aCHVpO3u4p6GFILWuzcFPN//+QKP/9+wUOHNoKRpDolTTVJEtsiqMhjOJIMR5J6CGEgqQWGIFA2V+DyBp5XJM6UNJbFc6lSAjmAEe44i7xevqhpEe6ciALwOStXgW0zpoUsyckrteUTSWqI05Q4sdLy5Kmz4sFHDv7IFZcfODIaRb/+P4PR/2GA333bZ2gvntv28GOHnttZOkeaWt2tpCHwBEJAKiCVAintl86Arhy4U2XwdPHcHrTyY+HRahcDpcbKEGMypjGMYbsAeK77bSms55olLHtLV5koHRiklShZQqiRMtGImWxGzEwO2LhuhfsP9/mFP1nHkdMz7J42TDdwmlu5DKmhEaa06hHtfsInb6tjUo9AGaS0xyTznuNEooTH62/scutjEZ1hjcHI2ITMQNEdSBo9j3oQEgYT7N2U8Fs/tsgv/bHk/oMbrOevU2vrJakbbyEZxYrhyH6nMBSEviD0jfu+xhWv2XMgpXWzhKtZyXIUOchzJs9S/JTY3FqLOeBTCsA7QFuispKyQlophWxNjQucLTYAajWPpYWz3PzlLz53+4592/7yo586/ebv/67/fQBfXFxkamZm60P33fa77ZX5N3Q6fcJQITAoJTDODkyl/TJK2i+ppXCSwwJaa9AZm2tDaox9baxMyR91xiQmZxTL2KZgG3DWV5bMKQe29jNk9Rm+J+wJ96UFQCCohXbEWj3UtOopTQfu6daA9dNtC+4/muHRY+vZvU4y20yZrNvCqWZd0Sixd6MeYUTE+aUJpLDbnMiSBrBeuEAbn03TBk8n9BLBIM9ApnT7knqoqAU+gV/D8ya5fGfCb/3oBX7hj+C+g+tJjSJONYmrG4liYyv/QkUtkASR/X6BL91FnRViWYBnrX9yFcjLn3UM6LjKxMx0cf55Bm6tC22tx1fiDNi6FJ+VQJ6m9kwGnqTf63D6zPk3XHbZZenrv+OVP/2apcUzMzN/d6nyPwTwhfmz9Hrti5aWFt+4srxILXSZeLfU2f5Jg3TgTjUoDakqH4QSwF3xj3Zf2koSV/mXPZaZm3LRlKmcEZHrbuGME1FUCyqJ52UAF7Z+xcel9TX1MKVRS2nWEyYaIyabFtz3HRryb/9wmkeOr2f7tGJ9UzNZFzQbkkZN0ahLmjX7bzRqCaEXcddTcG4xoBkYpMx6S0Wx3GtJf+ixeUZw+b4edz7Woj/CsrhLs/cGilqgCPzAaegpLtuZ8tv/7AI//z7DfQc3kBjH5KkhTm39exQbokASBNLVzst8xfI8J9MkOcgzgGeFWfnRFCXpl50DrNuSyURtRL6yal29F8A3xYpcIrJV77tzDSCFYm5+noWFxTcePXb83b1e78z/CFb/zgB/8vF7qYXe1jMnnvitY4fupR4aPM8mb7IrXkoHaMfYSleXr+JqB61EiakL1i7KWm1XisYe3ZxRCo5xrFNib+fzKikswBV5OaxtmoDAN7buO9DUAgvuei2lWYtp1Ue0mgPWTXa4/9CQf/3763ji5Aa2THlsaGgm69CsZ8VbGXtrGrWUehgT+CMePeIxP19nz0ar/zMGN2TpesFg5LFvu+DyvX1ueUjTjySDqKgV6Q1sdWDge/hegKcaSKm5bPsy/+X/vMC/fK/hvic3EGuP2VRbgMcQhbYhIQy1BbhbrXxP5jGIp1xvqyyknMjA7sA9fstIRedMXsRB+fNSzJQ9T9OCtArp6Vbr7HfcY3ZijYAk1Xzt1juR0vutiw7se+Ptd9x95gXPv/5/HcCPHbqHn/nx1/Fzv/LeLRfOn7zWJCs0ah4IXckXZF9YGVynugNz/uUs0I0uuSE6Y7cigDTuQBkK5saUrEB3JsrLqhQi7+e07G2dE0+B54GvbPWh74qyQt+CuxYmNJx33Gr0mZnscv+hEf/qD9bxxClrB65v2ARQ01Um1mvKui6hdg0HCbUgRqoRvchHum4kpXAsXgAkzWy0xKcZxEBCNwptq1ikGUYp/aEkDJQLFH18T6NUAykNB7Ya/p+fvMC/fI/m3ic3Eqe+azA2tlXMN9SSkgb3Nb6yF7lt/bP7/khVHKcM5OXjmaf1x4J5UwG5yWOkjJS0NiWwmyqJVS6CqiQtN6EIITh/YYl77n/42oXlzpYf++G3nfnarffwkhdd978G4NFwmd/9g09OrSyf/8jp/smg1RBASnYocmCS6WZjGToLHB2Qiy9Frq/LbFA8ior+yxgwf1KelyJK8kRmoyWKZdhTBt93APc1ga8Jg5R6kFILEuq1mEZtxGRrwGSrwz0HE9757g0cPLWeDS2f9XXNZM3QcszdcLNV6jVj76GmHibUaxHHz2v+/Estwpqd3ZI5FdnHNqaw2Lr9gB98dZsPfbXP3EKNQZw192oGQUo4tDLD9ySe55fsPcNF2+D3/sU8P/PfUm5/fAODpMb6VBClmoZv28lqgSF0HVC+W8E8TzuAC6QqVrqMHKycykAuQBhLqTmJFat1Jht1HvgX0rIM6ux31mL48vnPyKz4W4rHDp4M9u+/+GPnzp/97k0bZx8uw+DvFeBLc48Lo+MbRsOVDY1agjay4pkWV7QFt8lA7oKS4ooVY0tamfld+lYXWjtn7tJnyQ53OTCSroslLwVQpqh38XSphtxWENYcuGthRL0WMdXqM4x73HQP/OZfbOLgqVlmW54Fd70Ad72mqNWUSwzZwLQWJIRBQhhEaBL6ozqTgcCTxjJjHgJn39v6xnHi0WoqPDFimGgGsbAAd43Uw0Az8BWBLwk8hac8lArcRWPYu1nw2z++wn/5SMqtj89ypttimComfUMr0ESpIfQMYWLdLWuRmkKmZDJOkjs92WNZ+o3finMy5miZMquPM/tqUOvKf1PS+SU5mqSGO+55fPell+z/s8XFlev5O6Txv2WA91aeQqfxtz350Cf+cBCdm2rUFTrVpZLUwkbKTmAhTcp+qtWfxe+bnKGzA1OO2Fcxdwng+UlwoLZlsBmDW6fAywYE5fXjFtyhA2QtiGjURsxO9ZhvD/jtDzX4sy9vIDKTbGgp1tc1U3XDRJ7Ct72ajdDOOKmHxq4Cob1QfG/Ezff7pNq3bCmdRSiL71G0jkniVCGFz6ue0+X3PzNLN/aZdCxeizSDUZozuK+ymTFZbY8lkUt2SN7/820+fPOA3/jARs4tTdOb8JhOFROJpu4bwtg1hng2BrF2YbVkQspsBRSlVVE8oyZfE+g6W8XLq7EpAlNdXAzpGMHlFwOULgLJQ0+c5A/+7DObfvIdb3zNA48c/dw1V+z5+wX4oHMIjH5n6J3f0mq4oh8t0KWhOboEbOM+WOaXZpZSGfxlKaJN+aotSZI1FiNRCoSy5V/Kos47O2mesokNT7lMnhszEfoJQQ7uAfVan5vv13zs6xN85OYNaDHBhpZgtuZkSQ0aNeFALamFippj71qg85Ug9GO8YMiX7p1Cpz6hIgdNrmuLmiaX6VMo6fHqa/u87xMR/SSwLO4afEcu6PQ8q5+VUlbTOwa34BJMT0p++NUd6t45/vrrfW5+YJYLSZ1+oJhMNA3fMbmCwDMuLjF5biC7cJQUpeSPix1K4/PWZvFx2UJFtmjyEqFqkk4XIC//rLgQhDtOECWSI6c7Wx4+eOqdUorP/b0yuBk+CtJ7x7nDH7o+kOcRdd/WQqTKGvom22WhlPEyZa0tnFzJQF19LLS2e545Jk/zebLMm601KeaoKGmQyuRZOqs1izR14Ce2tzOICP2IVn1AUBvw4S96/Oafref48gy+X2NjHdaFmomattlJ1/JWr1lw1x1723mHKbXQrgj1MGKpo+knAcpTBFLnLkVFg0N+rJJEMYoDQm/A1GSf9qjJMJZ2alRgCCJbu26tTVUEh8JuppXNcNRaMNWSvPnlXV763AV+609HfOBv17MUtxiEPs1Y0PJtE0SoRA5yX7rET2nlywN1UTrWJRZ/ZqCvlhgV02Ds/SIWoyDJLBB34E5SwSgVzJ3p8Nc3P3L9L/3U97zjlruO/vHLbvjmLP5NAX781Bne8Jat/PA73vv8KzYdXj/R6DMY1YmUQiWeTdMamfvbxhXlWNYuWL2obSgxdl4uWZUklSaFCrBNfoCzpolyh46UVpLIcoubl+Irje8lBEFM4MXUayPCYMATJ1L++tY6f37TLGeWp2nWfWZqhunA0KppGiE0XQFWLZQ2lR9KaoH1zmuhDVRD37J3qznki7cqDh9tUM8SKpk7UUJIdnHbbJ8kij0u3QsvvbrLx7+6jm7do5WIYqiOp/F8Xdh8UpYuHFNJzCSpZPNkj1/9kR57t8R8/NZJHjk+xdCr00s9mp6gqQyhl82BcUVoyh5PTxRxTHZhSlG1YSt1K6UnuWXuJMZaIC+MiHL8VYrRzFh3kasm7aeCpYFmbv74+pX5zzz/n/1fP/nHyegUXrj9fw7gx84s829+6fg/Wzz9R28P1VHqtQkMEil9YmlcHUJRbVZuFSukiD0khXxZC9hlWbJa8OXgLrO3MBVw25kq9tFzhUW+l9jOfD+iHkYEwYhePOK9H63x/s/NcmFxiljVmWwq1oWGicAGZ2VwW8ZWrhhLOPa24K65qr1aGJOmMY8dD+jHITOBW/5lBoqyC1FINTunRDGhPC7bFfExb0Q38hgEgnrstHOs8SPtCqUkSgqEslO4hDuFVrMKV+EnmWj4/Mz393jLay7wR5/r8L5PzLLUbzHwQrq+ouEJ6gpCpS3QpbG5AveZc5DnADdV+/DpfPJxFncfrgC4yOuHKgxuCrs4zdjbCKLUtst1U4jTlGMnT3Lm/NTbT95/8G49mn///xSDP/jwU1x1xf7Gj/7iB6549OCF4Nd+RPDSy0ckqQIMUmhSZeuCs5OVddPkIM8Anr/OZEjxSAnoq6mBih2IMLn+lCX2tgVE2cCgFKVSfJXgewm1WkTojWgPEu5+WPCHn53iy/dPs9ifoFYLWR/AZKBpBYamG7PcKDN3qGy9SigJAytNan4B8sBPaNQiLiwnfPbrM4zwCLwSuLPGokyD5yfSEkOcKozxef2LO7zv833mVxoMEuEG6xiCGPwozZ0PTynrfAhZ/NuVC8d2NzXqik0zA37mjUOu3nuG9312kgcPTbDYazJUIX6gqHmSurTdVIE0eUlxluEcv2fDhJ4u8MylSnZeS0yeVXxWXLOSLElz9raViJGGobYAT9IEkiGX7+hy44GHgsHZmStWGu9sLFw41p/duPt/DODJaJ7HH+m/9lVXD386iM7T63mkaUrg2R5BKQyp1iiZkupyL2S51FK6gnby9wpQF0Cv4NqsZgiBcfUSJWALjXDMLUvgtveEMIwI/IiVXsLN90s+8bUmn797ivl2C1Wv2dngPkwENghrBIZ6QF4XnoHbShNlpUlgbPd+kLq7nUAb+iMeOiJZGISEniSQrua9tNRnkrmcDEtT4bphPGbqgmv39fj0ndP0E59hIqjFhiCy/r3n2WBTjSx72wuo6CTOgaRddZ8RxIlHo+bz3S8a8NLnLPGFu7v8zdea3PbwJHPdBpEX0A8UvpQEUhBKCKTT5qXm8IzFJWWPfA02r0iVgqkLoDtAlxncvZc6aZIYwcgBPDIGo1NII0IVMTEl+PRXh+zeU/vpiy9+5JbRqP83/0MMbnQbxMT6U4e/+F1Xbbuf73ruErUwIk4UkOArEEIjtUJJhdYpqZFOd0snRWQB6py5i3ayHNiZ7h675ZVtwgG8LEmEceBOLbilLeQPfCsXQj9mvp3wxXs9Pndri0/cMclSp4kIaoQtn5YnmPItsOu+oZ6BOxDUQmHrwwNJzbcDdWoBOXuH+YiKhMBLCPyYWjDi83eGnF2us64l7JKfuxBrBGa5RCl0+OyUx7c/r8cnvxFbgMeCkQ9hYqdJ+ZHGkwJVKkOwYCuBnIJcUteEnf37zdqIt7xiwLc9b4lP39Hjs7c2uPXBFnPtBokKGASeHZEnBb6UeMIyui+xTSpC2KC+lFRbi4zK4C5LlZy5XW9qmjG3G0oaG4ixgaVlcw0mBR2DiRhpw6e+McGnbwu47pJD/PRb933XW7//5V8/c6E3v3Vj8+8G8DPnzmHEaLfvLb9958YnUcqWP0qRIhy4hfZQOkVLVWhvo0pBpSxakkpavNDeBZuvAjemJE1M6a4dyB1rS410wA5rMUmccHre8NgJjz+/aYo7Hmtxbq5JGtbwWnYDpwkPml5Kw7dztWuuo8cydAZuW5FnwS1ygNvhQtoyt58S+LZ25dFjhieO1xDSJ1CUMo7CBZkFzFeB0CV8ktTj0l1DLt/T5eCZOn1f0khSC24FkbM886lVUhaMit00oJBA5DGRLQvwSBKfQeRTD0e89VUjXv2cFe54rMsHbmry+Ik6x+fqJL2QpO4x8jyEkCg3o92T0tbUu901pLCrU1l9MbZK5QAvsXieA3DPE2Nz4XkCiMwod+A2CejEPhoNUmCEx90PzzNK+m9PkwvvSaL2/N+Jwf/yr7/EO//Tx2nWZ9W6+mEumtW86KqIK/Yl9vSYFE9LkiRxgM4ALp0kkRWQF8yN02WiotHWumUAl8Lk7C2kdq1WFtiel6JUglAJF5bg5ls9njhe5+Y7Gpzr1Dgx1wAvRLV8Gp6ipQxNz1D3HKg9Q82HMBBuxngB7jCwdSChLwl9CCrsnRL62tmOCfX6iCPn4fjZOkp6Vp7I8tLOmFauBlhp3grmsWeL4aLNPR49OkO/YVk89MBPDH7ssrNKO4C7i0dmLo10gCrkYdGgkLWaKeLEJ4wCZicivudFI264pM35Xpsv3R5y8HjIF+9rcmExxEifWHqgFJGU4HbayFL5ElEUZ1HESeVzOh5wFmA3Lvh07+b9tBmw0wLUrthcuLKQK/b1ef4lI3ZN3cTg/MNKdeY5eehmdux/xbcGcGPgp7/n5Rtve/D4+3/3Q10x7O9gz9Zltm6I+JHv6HPxjoRmXbN9S4RnBEJLtFaYzE1xIC+YW1YkStb3t/bNlLzXgrWVNAjXMGtUijaa+Xl46rTir25pcP+hkBMn63RHIf00BC9ANn1qStDwoKE0NeVAXa4m9IV97cAdujLT0IE8Z+6sfsVPHXNbcIdBjCSm3ZdEJrCpcKnt8EtR9cDLDGucTVpuA4tTD2EUrWYEjBjEPkNPUE+MK4PNMpDaOil57Y0slQK4AfjjfyOVOcD9xI1Rjn0CP2B2MmLzbMzl20d0oz7HT7V58FDAX36lwcFTIYvzAYnxSJRCC5U3cNv0bCHIy6tUcTZLoMpLBcdATVaIklbYW2mNMprtWyOajZRLdsT88Lf32bJBs3uTx8rKWbGw8sL3q/prX2XS5QvfMoO/+XtfKR5/9MG9ddXbp1RMO/F48EiDhw4F3Hp/HSU1u7fFfPeLhlx3Scxzr4hIdUIrMEzVycGNkdYPz4BdenzamwO2zLu+NaPEsNwz4MPJM5Kv3hPQGSpuuqPOoRM1emlAYnxQPngBKlQESlJXhkYGajd3JczA7drVAh9CzzY9hIEtT7XsLQgD7JxDJ2MykGe1LJl7cmYh5W9unmCuXWd6MtOsVfbO61BK51vnjocF+WjkMzuj+N6XD7nlgT6n2w36gaSRCIIYImXwEvBinDQrakkEpVEQyKK0NbfdhFspJIFvnS/fK4Duewm+H9PyYq7Zn3D1vhFvevWAJ09IvnBHSGekuOWeGqdPB+BJFvsew1g5cNur2JTAvhZx5Q5CdpVXQG4QRjNVT2kGmtRonnvFiOsuifjuFw3ZvS1BCcNEzaBTjzhWnOqlrHRG+2Y3B3svvezlc7BaEKytwXW3vnt77QMvu/y+xtxrz/JbH2iBJzDSo5PYcYYPHg546IkmmzckbNsco1PDdZdEfNeLhxhjO+VnWoYDe2JqYf4dWDvkKrG3NEQjwcNPKfojiedJHj3m87Ev1zBCstj1OXkqJDEK7fsY5YHvI6WHlJJQCmrSgVpql9CwNRiBS1P7eS8m+azxAtyZLMkaIqwsseytCT3H3g4QoT/i1ocVtzzaRASKUGWji0vuydh5z1ezUiIs61QfjXxefPmQF17V5S9vmaKfhAwTCD2IkmwSGHm21o6AEAg30KfQ+RmTi2pA61aLxJf5GAg/9UiShCjx8VSSu1BKJVy1O+HqAyNSNKe+rcdSR2CE4KM313jkqI/nCQYjxSNP+UQjK5eKvP7Yec5Z3GC0IQwtPqZbqU3ba8MbXjLiuZdE6BS2bUrZtF4jYpc7MZI4toQZBgP+8usT3PHIk43f+Lcv+cDcYv9qoP8tAfzWBw4RmFPBbPNJmoEGXQcRVIbbGWUwnuHMSsCZRYvee580vO+zqf0CCWydTXjldSOmmhqdmaDPnH9HSljpKT5ze8hSTyGklTukHghlO4drCqR9rYSN+kMFNWkIpSZwvq5fAradSOsA7YHvC0JP2EfX9RK4qj3bxmalSRAYy/iBY23ne/tOnkRJzGMnAjq9GmFLEkpXYJXbmeU6woLFi2KizFqVJFoRxT6z05LLdw0I/YGtTUkEYWIDTS82pW4cbeu384tI5gRiLyJZ1F/npRRpXoueeJLUlyRpSqIUKslyCEmeS/BkilTWodq5MWHPlhQhNc890MMYW9C20hN85raAlYFwEBFPz2EO6FrDVEPzqusitsxq0sSKd6ksFoyR6MQj6RWyFiPcCq8RKiXWEYfOnGHQPxgQL635p7zVf/s0nW7vR/7zf//yzONPKh4+MgF+CNLH2SfV06QMhYYyrujGQGA4s2z4wOdbpeUo++9yVFcBjlvupIBQgC8xmebLH21k77msWyiMlR4uSRG4CkI/S0Mrk3fxZPXQtstFlLZDseDOpEngZxrdzk6xswy1G7+QEnjWPamHI04saL58TwNUQKCcPTgWYK5qdKTQ4doINxfQWnpJ6pGkPq++bsRf3NTn8bkmXd+nnthCKd8VSWV/Q+SWqS4YfKwsIIuB0sy5STWp1rmD4yWKxEvz6b3KU3iZ9apStyVKShRphNQoYQcuWRmpaQSat75G53kKSsOE7LktPS/nPLQgiTyiYSFddSyqsVuOk9yfQQpDFAne/uouz9k3YGXu0zOn1v3Cjzz45NJ7rr5o5pkBftd9tzEcxW/9+n1zE1+/dwNaBXZfD+nGNmYHsdysl2sqXXpf23mEwdiXXU3dJYDL4t/PqAnpin9sUtqTdq5JIOzIN98xppclJzIQlJ77Hnk3S8bivifw/axnURF4stDkbs544Bs7ljnT3J4t1vKd9y1lzOPHJUfO1RHKyxMkeZ1IueyU4rCVwW37Uou6lCS1LL5r04hLdvc5eGHEIPEZeIJaCr4bd5fVu0unxasNw9KdFlFaLWQxfsPL/Hd79zxNkkoHcImXqiIrLFNkliV21qxNsDlHS9qYaTDUhZXrzAF7WsfPf3HhuexGkQcpuW2mbETk5kRhFyepx55NCfu3Rtz95LGJM6dufysieM8zMvjcYgejTfBr7/6IfODJGUwdhCyGNWaWUNnnzKV1eXxDGfzlapw1gU1+4eRFVLhuePfckwbfJR08YQuCskImrwRwpQqQF3eRb17lucesqz7wpQN5Ae7iXnT+BKUmCRuMWYDHJub2B+osLtfxJhRBluYeS2+vmdGu1GaU3BQtGY58ZqYlL7h6wJfuGdFN6gxSRSMpViYvNW5ibTnxpSuBpj3qoqjRzmuEdB54JlrgpzKvvLQAt8/tBgTKMrjQ7rHIQZSNAFnJVVTB/Uz15AXgVz+Wi+4yazmPMISdIiBljQNbFEN1Um676MeCNF6JlD+1NsD7gwgw70pG/nU1V7mmMziKaq6xSL8KB3JBIbNLNQjPwNvZyc8fsYkE6RIKnvPBPZEN7Mym0rqEQ6luwnOpcV+513ndRtamJfDdyAhvFcDFGsB28sTT+L7dF97Kk4TAiwm8iPNLmvsO1TEqcNm/cqZ1rDBpPMjMdXJ5fLFwMkVhUo9rD8SsW9ens9Cgn9RpKIHvtLjKyoOzCQZou3EuuvSnZKXWp0iNu3ohT9sqUGUfU2XviZJWoihDolKXtNL5Y35BieJ5VjYhyKobVz8+PRLGq0hFieF5xnxJVprQnPWvMzp6l4GfLv+8AvAHHjsKsOnxp47JhkqRSpXSq1TrDPKrrDTKgSq7P9PXklSXVQt0k+8AkWXKylVtqlQbkd/dnMMc6K5b3JegMtbOpln5WcuWzO9Wj1PYh74mzCZBOfb2M5D7Kb6f4HkxUkZ89X6f2x5qIWoegQN47n/n91L719iJMSX2Ljxxm5TpDwJecMWQlz2nz4e+FBGlIf1UUnONxZ4ElWQ+uOvySTTjSaVMrmiyc1X0wGoj7egGT1hNrgSpJ+y8SCWtD53KHNwqA3cOapd8k6bK4Bmoy88zNKxZTL42mCvZ7xx/1YvAuL6DdPGYrE8fXjVzOQf40tIK09OTB/6f//7R7cQ9WqH9gOUOjALIxeCdCrjXALbJP/7YdVtO84oM8FkZbHWuYLngJ0ueeA7Y2c/yzpSSNPFkaQ6I6yYv5oMU4M6DSq/ouM/n+ZWY2/cSfGUZfJAm/MFn1hGJEE8qgqwWvZQDKS7esn1X1eHZSUqztHo2+y/1kMbnJ76zyye/MmQ5rdFPa9RT8FOBl4JK7N+MM6ni5IJYddxLTO45FvccMDw7j8T3sqFMtrsnVcZlSw1KycIZGgd5XgBXlSjlZF1hqjyNXBmrRSqK8MbYPPcpRIUgUi0YxAny3Ildey9/06WjYefxsDZRBXgQ+Og0fUev035hNOjQDP18Z7JyLW+583m8amwc4OMFVGLsCxbALgG93C5VuitZgL3SNS+zbQAL9s4kispmgDh54nnFTsm2z7EkSxyw/dIcv8C3LO772W4Qlr39MOLxo5KzizVQPkoKq7/XYO4M2+PjuPNjlM2HcRpcp3YrFjuS2GfzTMxF2/vcfbhB7AX0E0FNCRtsSgty6fo+ZTKWAc4FJmAck+fnsZgYlv99pa08Udgq0VTkva3Z4FS7G7RBuWK3MnvndeM5k1Ni8oLuxnNB4+ZawdoiVw02cVit48nkSaIFURSRiJMb9l3BLiHk46sY/NiJcwSBT38wtLMFZTZxqNxiZlbJlbWAvprHyyAvfcExDV50j1Aqiy36GnMWLzXJ5pp8FbApbf+dAT1jcJ4B3EWD8jh7e8oGl1ES8+efb3Juvo4IM3lSHmhZ+h4lUIvS8aq2bRUN2hmDa62IEo8t6wVv+/YOj/5Bi14SMlQhg9TWpnjZd08oMbhwrKmxrpTOz4S2DnIRO+WTDVx7oZaofDiPdOShUdrkPZu2Dt3ksigHt1wL5JmHYKqP3+RWBJoFSZZbG7MCvnzirXH7CkV9fe7UAzpNRvm/lQP8o5/4EkpKjh0/je9ZxySVq9v8x5eQDOxrA3w1ukXpMV/CS1e7HGPvrPE1Kz21BUZQ9BAWswcziZLNIczuKhvZpqSdjZIB3Mu2Iywxt192TAqQ+24/n3oY8dRp+ModDWIRoKQilAXYKuCWVRY3pcbMPIYZG0+cd/mkkiTx0NrnFc8fseMTfZ44WWfk+TbxI12ckTB2UZnSMXYgdzM4jCnZh/nK7MbouWFMnhur56VufqGSdgSf0vYcqILBx1sGqwBnTI+XVnHB08ZmZRIoGiYK65DcXnXHLXV5hFTjxfH+86ceerkx+m8rAD98+DD79u3jl3/td0NMTOhbWzDNfNOsdy47Pg7wVD7Mt+B2Py3A12LwYoTBOJOPA1uq0m7FuUyx7K0y5nZTZb01wJ2NFw78Mntrl9ApwO17McqLeOiox4V2CMq3Gzy5wUJFYDwWQK8RZFrAGcp2YTGW2CV9tK0V2Tgx4pq9A544MUKnAX0VWk88SyqV7EKbti+xZwbyTK6UypizZl/PPfecPrdj9yzYpZvtrrQbWeHYPBUFg2dAL7R4ibgEFZDnUkU8PU7KYM6wVZRdV49X1tyRJILUJHi1Xvi+X/kpjh49wp49ey3A+/0Bhw4destXvnrbOw8fPkQ9kKQapPvicmx/93JAWX79dMtP5l+WbbNVr8fYOyvJVC7nk4F9TZmSsXdpgqxyzO07TWmDzbXB7fv2bvfgdI3K7rFIXdum5d4w5c9vmmJxFCJChScEntQ26JXj36F6cZePh+M2G89oSkFTqcfVlbZONjze9ro+n75jSC+pESufgbQsXtSllAPNMVBle8igMUhM9lieZqAyZrS73mnlwC5BS7c7snDDVGVhhRYavNoEXp45Pr5KF9bh09/KVmq19S0b3SzzjiitBXHq0enH1Kdn3vnrHzlyTxwNP5wz+PETZ6iFYfP8hQXf6ITA90lSjdR2xrfdrLU8nmtt5n66GSaV8zt24gvGLuy0fLktFSwpNzdPVSRKefxYIU1krrtlJenj+26Emzd+z6zATJJkG86meC6x43sJfhjxwc+F3PNYA2SAUB41ZSrBpZClwFkUJaRiDOHV4/gMOymkiiT1uf7SAW95eZf3f7aO9gIGMqCWJ7oKC1UKQ3X0mpMsRoOx4AaxSiJVZtRI8IxduZXLKyhdBne2YowBXBQjPCyYy1JFFKAuj6EwTx90li3Civ7OJ6W50RupIEkkw1FMr7vod5bPNuM4Ige450mUl82/K0YcZB9Oi7Gxatny+ncEeMHYxbSkMqhXM3lpPkeFvTPmllUGdx3n5UBzfPBmRXOXJYkqed6e87uVtQU9ZRuXF5Y0X76jxUKvBqGPJwSBMMV4iMyPLtVqPxNTlXsUTemEFUuvItWKKPaYbkpe8fw+n7ptyPlOSKQ8+qnIm4QLOWcKQOVrp3FAyTQ5aKNLdfr2c3guzlKOzVUWgykrWYo4qFRroxz5CDeiLh+fXawiZdYuly2IZxS1Y8FmRgS6bKuSlxzk26No6VYp+996h46cZuPGDTs/+/kvvf702TkC3zYPF1eaQAsnUUT1j1XGqj1D1DCuuxFZh/Za2jvT3O4Cq5y80rjffKZeIU/Kj9V0fTb83awCec7gfjZHpTxywjG4Sgi8iGMXBAeP1cAEee2Jl/Vejt1LseWqevA1XZTy4KR84yeRF2BpPC7dHbF705DzS3VMalk8SIvygCyzmafLS4ArTlAmUzJWrzak2JW6ALqSwrkodkMD5WzCNDsvWlg9nk2mXbWSlB5LmMofS8u72zqhdKAERmSxStX7zjZGSB2Dp6nA4NHvXsBj+fVXXveKL/Tbp094vi/Q6egi3zOvX15apF4LSFIrRVTGAtqBrRQYjWc1eQb2hvErtzz7rhyMCYphM+WOFVFh7lyalEEusyRPOdmT3dcGt5fvW1NIEj979LK66BTfj4CEWx9ocvB8HUJbex7IYvbJeHuaKCH7mWKT7EkuUSpSReUyJRr67N8YceNz+tx5sAFpQKI8BloSpqtdnMLNcCcuZ3QL8nyqwThwpJMsyl2AmQZ3K5QukUsuU4Qo6fAym5dlSmZfZjVHosC2yI5G2VAtMJYHnJWSg0KDZwOCQLKwsER/KF4fDePfG8XyhFcLrLswPeExM+kTp3bJlC6hky1xxr2XdUQXAH86+6R6clcvT2PauxRclm02lR+0tYGdBZ6ZD56DW2bAztq81mBtx9iZPPEyeZKNnvBiPBUThhH3H5f8xd+2GEUBNMryZC1gFTJsPMAsy5N8+dVlRi+n7IuAM048Juseb3nVgFvu7HPfkQCjfIYiYCBcsJlSZcyS/mWVXCkTlC68ZSXzVSW7cLUkZ2+dr6ClEW/l4FqXbdIC2JVjIswqbKx9kKryt2JP67KTYuVdnMBKR7LSVUSJYBQLvFEU440iMCm+b6vLsmXGfmJ7YDLmlmMn5xn9ntISXf4iq9lbVCVKicVzhpAghbTgVq7aUGbd5eTVhFlQlA2ez5g7B7jKOtMdo7vZhbkkUSnKS11nS0IQRERJyhdua/DIiTr4PkKoojRWOE84czDW+n5jh6kCblMMxCknL4qGYTf6QStGI5/Ldsa85gV9Hj/ZYJBEaOkx0IogLaoYVVkPV/60O5cU8VNe6ewYWxmNkQ7sUjp3xQaZmbMiXcCZOSfl1bXC3trFV3Jtciuv8t9slasesyLgrJaRCOLEEMcjtO6TpgO8X/ovH8UIhRgtE6Ya3xN5ZJun0mXZbB8PJkuXWckqGf/gVQYXYwAvZEiV0UVJlsjSgRQlF6UU6Y+D2wG7DHKvNCfc81JnBerKY8HgNnN5+Cx89tYGcWzZW0ph5YmolsZmGyqL0vfNvLocaKW4xVROWHU46dMFm62a4jtfNORvvjrg4BnL4iMpGaSOxd2WMTIlBzmpkwZpFtg5JlfVz+EpJ0GV/TxS2c+mpMBIq3S0Y+ucyY07b7rIpBaM7phblwrOZNVRWQvgmb043phereOpeuIG+zc3rZM0xe10zzzAaKTx1vsdhJSM9Ih4vBlYkC9vQqxdc1L+aGWmKj+Xmd4qfal89ICovs6DTClKB6u6A4FShVVYZu2sCcCTuP0gs+6eAuiel02IKtwTP+9mSXJge16Mr2ISk/DJr9W5/dE61D0QHr4U+KLUuTOewVylxZ+OnoqVMZMq1WCzFHCmEq0Uo4HP8y/v8/qX9jn2kToj7aNTxUD4+Kl1NFQGrrQsEUpB3Zhcwfngxthjmfniyugc7NoIpLZAl7Jg8vJM8VymmEKSZASZSROhVztoFhSlNP7TWU9jCaDsuGVQExg0kkPHJWfmbJbTe87FAUop2u2UY6dHrHR1ztQF+4rsfDztTYw9WXs5Gmfu7Mqubp1RZvNi9kc5sbNGwZUqlc1mgC7fPStHvDXuShVJnUyaeCrB92KOnBf82Rda4AUgfISUxWizUu9l7vbwdE0OVaFQnBzLHGUfunAKyoNNlWNyDx17vP01fT51S5Mnz/sgPeJUMZDSVhlmqwqmskqKylktyZUcMKbUUWNfSyMwzo6V0qb0pRF2lZBWwUqnvfNNrHRJruCkSonEMpauAlxUMPQMUCuOoym+RTavZWFFcHpe4AfWHfIu2z9HowYPPqlZeMKQxqICzMLHXH2iKu+uIUnyD145yEV9RtUtEXlQMg7uciCjJC41X2qCyJscMpAblJMlSpbA7emS7k4dk6e59vacLZhlLo2X8Imv1jl0og6eBZInXXApSp9HFKCuyCyK+zgTjZ+kPMgzRc5hdbePHQ4UJz77dwz5rpf0+N2P1IhVjBE+w1TiiyzFXmJNMielAHb23BgBqjTuOL/4rFSRBozRVooY4VjbYKRl9CJP4UAunObWVScsO+fS6bQi4BzDT+lgPR2Rl6lCCECCh+12Wj814uFjI86cGlmn7ONfS5hohuLJoynHTydsnlb4ng3eyk7HOCuX/1o5S7f6A1eXJJm5K88kS8a0XAXgqszgpsrg2TD3sv7Ogkqv5HPn7Vlu73aZUgzttCzuhxFPnBT86U0tYjdzRUgbXOb+d56aLlyfcqa2GmWuxngWYGblq2tp8kyiZPUpdpqvRz1Q/PC39fn8bQ0ePemDjGyjRCqtfBIFs0oBInVSZRzkZi0mzz6DPb5GWdkhtUTJwpOWwiCcBs+1uChYXeckNg7wsZW8XDNeehyn0/HSh+zCldjzHXia7Zsitm6Bpb4njB7g/fN3/Nzer9/+8H/9+u1foO6LvBUtB28JhGtdccVzseoDZpdF1VUQlX9XrgJ59Xm1wKoKbPk04M6ej4PbuiVmDZniRiRk0kTFCJPwN19pcvx0zeb4pYcUFjxe7v+S693xGpSKTbgGBZUJdc2kj6Giw1M3+zF1o5HjyGPPtiHf87Iej3+whk4VCI9YBAy0bYiQAsfk5b1E12Zy+yDILOFyI4s0xgWa2gafxgFeCISxx0CbzA+3z/McRgnoQriSrzLo88/FGvgplrqKC+OOn8yOY3bspSGKA1qh5JLLXv1fZzdf/V3eoScfbnSXTx2YCCKM9CozrbMPPL5BaGXPlspVVXB5+SQXkkesYu7xv5VbhCVvtchejoO7AHQWUFYBnoG72J+9wt5emksU3w26USrGD2JOXBB8/CtNhtq38kQoO5Yib5Urad2STMmPR4m1cmIQVKVAmc0RefJlfNuXcr+mViqXKnVf8f0v7/PBLzQ5dt4DGWOEYqA9m6TLZBOObdNMIlZBXtHgRqBU9oaTL9IyvDSgTEmHSxDGYIQFvRauTsXYv10GdiUAp/gZVLPaVaYWjBOmcBJHZl/MCIQxuSc+GHksLCd00jMHWudoeJ1BTGeYMEoMtbCUTMlYs6SN1woYq1eYKD5gha0L7b0WsMsHoOJIVFwKsybQM/YuAJ7tOWNK4HYM7sYgeG7Whye1m+BUZXCtEn7/MxM8ddJ27Fj2VgSCnMHLo9nGmxuq+nttIZkny0qPhadb1t8Z2MsyRZJqOy32wI4hP/GdXX75/SFpGoGwF0AfgcoDTmsRVv3c1UxuP4opqhxzBrfjb2za3CUB3V3a6xLtGF3rEkmVzrUeA3gOasfqFTIYI85xohC4FH6WihSCNDUkTtaGQUKj1qMWdPBOnDOcX7At+M36eCNBeXPQ8QCxBOb8g5TfGwsuRRXs2dxsWVkxqsDO2VuYkkQxawNcFiytSsmcqltiA0ul0lyWKFcOq2SCkilhI+aBwx5fuavBMHWb2buVrTzzpEhTm8pFW+5OqiB+XKWIgsULkBc71FU0uNGWxfP3LIiTxLL4y5834MovDXjgkA+tGLRHgs9Q2Na2ShltaWUpXW6F55xngAoLU7nPZrv3hZUnGZtnsVLukdt/SwgxxuBibQYXlojLsUvZXalay1QwZZwDlW2aKV1nUi0QbJ5VzMx6eM0QGoFt36p0wmRZwgqDW9GzyqgfY+/y0pKljck80exDlspKy1d8USY71mxcBlc2ly+TJ465C5A/ndbOwF3aDcINzvc8m7WcW9J84LMTPH60YG8hrDvhi1Jyp8JS5fvYyjaOpTKDl+RKdfexYs/Roi5FVmzDNFUk0ra1Xbp7xNu+o8fpDwTM9SQIhRGSkVb4QlTT53mgWWbxoiyjLFdU1gdpjAO5u4vCt5fSSRunx03O1tXqQiMLvBStdfZjaFHlgVVArxBlIWu0wcojilobJQVRJBmMFOHQwxvFhiS14A4CQeDau4qCGmz5J2WQVxm6qp/KTL2WPKkCo/xY6G9TCi5NqWWtKEtVZZCrMsgLcKvyPU/mVBsZVJbYUXag5s33Bvz5ZyboxYGdJSE8pMiaioUdW1bqFy3HJ2X7s+w+rUJ4WZ6UExflAE+PM3kJ6KlCyxTtWLxRT/ih7+xz52Mhf3VzAMpJFSEYaIlKrXtVXf7HC7AKmBfFTUXRXQZ4C2b3GWUhrayT4oDu6lRMVjor7L+VHRONZfosZhs/Xt8Kk2tsgKkFqFJ/KYAMrKsSBhpvsiGZakomm4p6mO3DKHLLrup8jOmjDOhrfKi1giz5TCAvbV2XlVvKEmPnmct8bLApATt7rXOAq3H2zndeS8dswQRPxvhBxIllw0e/2GSxE7ispQ9S2uCyXPctSp+xvPLkGrIAk3AnogzyLH7LGbxyF0UDRLZpl5MpuWVoihS+1B5R5LN+MuX7X93jtgfqnFpWICMQkhhbjKVKtTKUCrDEGJMXn1CgKC48JYRL/LiiqyzotP9cAXZhrUmTS08rYwoJ51YKWQVsOfgtM3WFSMfZ3PnuicOG3e9IEEUey10Pv+7hTbY8epM+05M+YeAVf6z0ASidtPKJqurvtZeWyokv1WkUS7ypBJg5g4simLRa3OQMnoFbCitJCkYvgVtmoB5jcpm650muvz0vQciUr90b8pUH6ravTXq5NRiIateMKl2Ia3236hX/NBqlBKuioEhQ3Sy1YO7MUdG6DG6N0srKlUjxymtGvOjaPn/1ZR+dZlJFMdKqCDYxiLS0rDsmHQd5NiRIZRehNA7wNgBVxoLUCJftNCYHtRFVq7B8bnVJXuSVj2sSZCZzi1x8lc2rbF8mT50KFlcUfk3hBb7dwXeqpfCUfJqCqrHb2Mq7FrjHA4LVdtEawK7Ik6o0kSWAVyVKeX/MDNymAurMElQl1lYqdYGltQZPzMOnvtpguR3kNSdIiSdwhVWmEvCu6aBUWHyMDNZCd8kuXMXi43XapqgyTLW0SRdnHSppWXxqMuUNL+1z54M1ji66lK9QaARDIV2fS1FlaFadVJN/NOXsE4O1A7PVRmXNB9IyuJFWimhjpYIQ1lbMzq9xOrwMeCPWwEyecV1bj4+T6jhNFN69IYpSBiNNlGi8mQlNOtTMTtqBjEnqtkQpmf1P162zWq6sBnaFxUXJdaDqeWcHJM8OZoxZAnQuVUrOiXTgtsMiM4tQ53vZZJZgtjlsxuKezNg7JtKa//YXE/z1LU2ojbG3ZHXVYElCVaP70ipXBvrTgbwE9Oy5KbkXmiJ1n2c3Sxvsplqh3BhkqRXx0OONLxtyaq7Nr/y+Tz+NycZOJ9pniChKad0fLAM+A7kpfSaTR5XkUxVkFnSKjLkLnS2dVBGCCtCzc54BXuSxnamAulj9qx0/YuyQZQxcxC2GNLX3bj9mqRPT7CZ40xMxehQzPZEyiDRRLIjTLItWvjKeGeTlx1XsXerPq4C93OJU3lm33LGdeeAVKZKBXhfaOwd2weBruSVKVjvlvSDhkYMen7m1QSp9y9wiG67PMzY1FK6Q+KYMvha8K36zGWdy4aoLJfkUqkqteOGqSKfF0zRF6YTXv3jAB28a8uCTCiNjewKQxMJjoDN5Yi/IrLUsCzAxGWPbYFIJ8p9JhAV2xujCuHjBOFvXNctkQaYLLLUoA73UFG3WiNnKZLkGuMt8mxOBG1aUpIY4Max0U5Y6Ka2uxhtFkjixI7pC331xaY3zDOS6tJyuhfBxqVJuNh0394VjPipgKZZ/UZYnZYBnDK5MMVm1BG7PjfYt5EnB3Bb4aen9AuDdoeF9n2ly7GzNzUF31qAUpXHIpRUj+8yscXLGZRpPfzPlJ5X65mxApsl93sI6zCSKQeXWoUJrbXdu0Iok9tm9ecSPv77Lz7/Hp5PIHOBGSCIkClGqNsykSVWi5K9l6WO6zE7G8FqCyv4NU5xbY68GJ0WEc0wKaZIlebKAU0ry/76SvcyKqdY6dpmlqo2bqWjdwDi2YA88u6mYl3ec+wYj7Li27OpOsz670gmgdDiqAF8b1MXr1fUauVyRVX1rg0o95qCYklTRqzV4ic3zIqpVCR2nv5329moxf/SRJh/7YovEc9JEWN2at6SVC5fy4NKwlg9uGb0aXI774uWzVD6e40VOeVuWzIBsxgJO56wYYecZCoWUng0845Tvf02fJ0/6/M5feOTTQLVE41s9rgtHpQB3VZlncimPFTI2F/ZnjugR0uTf1Rh3PZXwkAHbOEfEOBlqXNBrsnoSSvKlsvCVK9mro0vsUH/juuodi6cQJ4I4lXh3H2xD3MXTST7AMh8J4f5h7ZgFqsFnJaHxdMFWaWJs1nWdsbks6e1qZrCYhZe7KCpjUG1ZfFyi5Lo7de+nuWNSaO8EKW3NSRDGHDyp+MiXmix2fQiVCyw9hHRlp2LtgfZPx+KrAqRc2a4lTyiOZ2YsrwK6lTDFwEyxdvJHWJmitUanilQq1jdT3vzKHp/7Rp0nTysInVQxtlt/gCiCTlaDPJfhjuEVhQZXonBZjMwCUntujbBSJkvjS+m88dLKbozIiU1QkEBVj4sSxsYcnhzg2RxFx+RpNssl5cCuDldfsYg3HLYY9bowCJiZdNpWZbOa3QEwJZlS1kclBl8dWFYZvRxcljOV5aEx5UEy4/q7GPjoAC1Kz0vg9uRqW1BKjSeL3cM8FaPR3HR7i0PHQntVO2mSae9se5RsHMN4kFlcyNUkVsFEPONtPGhapb8rQ5bWammTdqcGLZGyqDSUQiFTjzhJObAn5nXP73P4r33SVORSBQQJHgNhC5WE68MVeozJM6mRWYPZh81liLsohdXmlp0t+G2iJws4Td44brOdDgtGVLBBBnYg6/Ap++FlCVVob6xESe1rAcxM+Ey3JmiG03ivfMn1/bMnH33qyMFjl3sqQkg3u05TqiITFVurfIKq2czq6OPc/qm8N17DYcaW/upYsFx75zsMjDsoGYunRZCZSZI8qKzagn4t4ZNfD/mdD0+wNPCt9haWwYu0fLY/+3hSZ+z75MdCVC7wQpCvDfBcR5bBvQrwTpJIU2lnM1qgxXi9uGNwabt+klgzU9P87A92OHbO51NflVAvAA6CWCgGZHXioqioSl0yRpSZ0zG7sFsvZZCw23pbuhZQ7EdWliGiyGTaGiThAszsd8hzL8L9ntXkopQkK0mnUpY1u2caPE01tbCGV9vz1NT6q/rqHW+QS6E889T6qcHbfDUkTjzixC5j2Uzm7MrKAF3Rn+UM5HghUrka0GUcyzUl5SykzHYOc1WBUtm9dioJnFJCJ9/SOndOdN68oMp1J6WspVIxvh9zblHwO385ya0PNl2tdwAqAGU7durSELrS2GzXhnJ7XPV1Mba5vDFreRDRWmMuRPn4iOpo6OJ4mjXfE2WCkIU7ke+6kA2ex7B+KiExhjseC+j2x3zNfAKUKP5flM51RfuSXxgVkivV1GQ2Z/YfVIsARHFR5z8QpZ9nWdyqNV38N6XfLYEbJ+HSFIax4fwy9NI6jx+Zf+tHPnn7vd6RhRFKxabb60GUEMhakSLOwW2/wXh2aa1AMr8IMpYrTR7NkzmlYY3FRWKqMsW9p8qPFRZ3u36VnRJZ+NxKZoyeIp329ryESGr+/LMtPv6lppMmKg8sc/aW1YlVxdy/tYqrqrbWuKOS/aAsWao+c5XBi9kf48HUWAGWWYvNFam2cYqWmjT1SOKU73/lgEeO+fzeBxTDVJY+oEALn5EWFS2ea3Jb5O2YupAsuODUYC9M44q57BBbq7mNC7qNky3ClBM/WeBZjCcpkj2ZfSjyCyiL5XJ/vXKFibyUWknDpo0DptZBEGLWrdN4H/rCJEpJllYUG5sDbrjYJ/Al1euvEPurT+iYe4KpsHzeeCqqzJMzfcUaLCVzsoCy4p4UgWUhT7R7XgJ3pQw2kykxiISvPRDwgS+0GCVeJalj998kDy6VKBJNqy7MHOjjRWSiOO7f5Fb5nTyhVtLelHZiMLb2o1xOq4VtBrZOirT1KkK7oFMhtN0FLUk8wobmba/pcd8jITc/YOetZAEnWqClx8gIq8GFsRNXs4BLlgqwRBF8KlF4+Fn5QlaAJYVN2xudJYBKGUxp8WAoqg+rGCoFpA6C0gWmFdOH4mdCCZSUTLYUz7k04uI9IJTNH3jTvt1NuNYKqHvQ7ismGnaEbjnSzRl7DYek4pbIMaBX3jerdHg+X7oCcpCiYGt7heo82SNlmbUdi6ux9xywpevU8byECwPB73xogseOhKXdku0eoMKl5YthPuWLsHzwq0Mk83sWi4ynm59Bg5uxN8rLc3UGpFkVbGadPjLf/1KipbMTpSyALjziYcrle2N+9gfbPHzQ5/ygyuIgSPEYSmzAKS3IjbIMXtKplsmxbG2318YyfRZgarINiW3sIEBKtyYYZzmXVnZT6uWsxmxFTJPtUVGOdcrHWAkrB5t1Rbc3xdxCjVazTqo13jWXbUYqj35niWFvnlqQLYluNTLlSVeZSW+o2GTltHUlY2lWAbuQJtWfjW9sVN5FoLyFndXrDshCF8kbOc7eaR5YeiohSg1/+qkWtzxYt3t7Z1nLEnsHJQYfrxQsB5prSZT8oJeeU4JQRZ6UQZ0DWxRWLFTkSQFsU0nbZzuzaSFIhUBq6QalSrRQaKnRRpFqHxkZXn5VxNu/u8vvflQyyjoOtMg/eKoVw+xTS9fiphyQKVg5Y24lMldNuKxmIUkkZCMQMZTKZp2SMSk5qWVZ0jyzmWOlWpVpP5q9QqqkY380ijUnz4Ffm2RLOEsUJ3g/8KZvJ6y1OPbUbdx31xfpDBokacEmxT9MBaRi7HX1+ZgcKektUQZxfhGU0/VjskRk2ctMiridvkrglhljl5wTaw9a9pZBwoOPhfzuByYYRm6bB7GW9s6ypIX3XY0xypxXnsG9GsxrEvfTaZcS6CvMDavYOwN2BiSjhRu1Vkr8ZN54qizgRUqaeNT8iJ99a4ev3B9yz6MKE7jo1oh8I4hEK0YZT0ogNRhFweT51VtlbStZqAJdFJo5K8LKpIqdn+IAn1UllgGduSySfBJDEd2avNA3+zgGGI40c0sjrrn+El7yyhexvNJBKk/i+R4pMf3RgDhxPYCmOCeVApgSuKuVf2OtZKXXOVgrTkjV8qv42eWfl7zsDNzKOSbSgTtzUmRJmiiZ4AlrDx497fGfPzDBfD/Iu3TG2TtP7AjrLWSMXZYqqwLLjKUzFikf8bH/Hwd02UlYJUuyrHH2HIoBnVq4Iiw5NpGWyogJU9opItWe27nNY33T8HNva7Nn+wh0Cjqp3o0m0TDSMNKCyLjZ2wYSN8U1dffsud1xIXtf5AmX/GfZZmYupV55L8vYOj8787aL+TCljRdKEq5s5QgsHn0lCOuaoCHwA58g9PDmlhUzKO56NOALdwRcfQCadXvCKy5oyUGoZCErzLxaZ1d975KXXPa7hQWukDimLsuVMXkiC0kiy+5JnrksuSZhwkof/v37JvnUVxskfsk1kRl7CwtuVxJbTcm7O8Vj2f/Oi60yRi8RQoXun4a6y6PHCmssC/CqgLcDOktp/LKjoiVGaCtVXFe71hIhnD8ujA1AhcbTKd/90iG9uM3P/CfFSt9ps5JkMdIjNhKTz3iwksK4gT8Yg9GiKMQSJW88Swxpk7O4zOpZdBZsVt2TnNGzakWnt6U7bloDrh+U7O+Ujp2UdjePZl1x7aWK6y8ytGoGH5CBgmYtfHLjlPfpy/dvIEl1hb0L1jZj4K4y7XhiplK3LcbYevx9V+qqyjUmZVaXY25J/jxj93RMotig0kjNJ26t86W76iQyCypV6V6wty9KoyBkweKibB1nsVlZtsAYe5efllv8nvm2qpqQskwZswt1Sark2U3pHJaC2Yvn0hVpWRb3tOQ11w/47hf3kTqBNAGTMXgCOsVoQ2IKJo9LDJ5kg+fde6mhwuzZzgtVZh/7uYHUGLvRmcFtSVK9Z2xvxpm87LGXrGxtNINkK4sr9U97fv3JOJHIXTu3cded3zixYf3kp3fv3OTmZI+xdWlZLlyNanq9yDiaUhJmjYBRlWpJVLE9dCU7Wb6rUlA5ztwiLUmSFCkKv1uj+djNdX7zjyc51/ZLutu1ogmFzAJLWSqqKvnfqyJ7qvYgZXAzBvb8ocwWlXOSP19VdEUhU/LtrPN6lPHU/XhtirA9m1q6jZqyslrlsp0ecazYMmH4pR9t872v7OORSZS4ALlJMNoQGxiuCXInR0qAHwdyUtlqpJAk42BO84rA0vv5KmVlS9bkXMQkpR3qtK0D7w9i/No6jGx9+tZbv3FiZt0Wu0dPo6bxfcN0y9Br2rl+5SRNNU1d7bjJ5UYO/jVkiSzJE1nelavY57zqgxeMnr8ue96ypMtLTJ7f/ZSTC5IPfrbJoaMBNDJgF7Zg1q0TClNl7/GLGqrBZpm9M7DnPxNVoJcl3jiyx4GeR2bj8mS8PqVoa5PGxktSWCdFli1ELRHCkKLcBarQQiOMdCA3XLQr4a3f0eWehwKOzUt7tZvYmfC40lhFgmDo5IotGyjKB0xmHQpb2qG0yWWJsftd2c73zE/PZQqV8llRRJbWhdElsnAJJNvr5l4b9+uuEdQYzWgUs9yO6Q8SRiM7TMID2LFtA55f7wU6iEe9xF9qe7mtUxnjIFcztxTVQLOqy3U1obPqohizBp3mlmVg50BfC9yFLJEysZ63F3OhK/i9D0/wt3fXoe70di5RZGELurR7URJbPMoS4Mv+ftkKLDtMmdSuAPtbkCbVgLMaP43XqWRWYjZZqhjWaZM0WXOvfbSWocxtQ+N8cUNq2xRIB4bXXTfiX7ylw2//iWCuX/rg0ulywMgC5FnCJ7MSDTj97p67+qXMIiTT1pnz4yoOy9o7txWxlqJ0k4CyvuDKVp8ShC4NJxLumACdkWQkJuL16zf1un1reEqAei1k/eYDH37s8NK7F9pNksT+52XGLeolqm5JuV+y7JZIpasavVRHUk6vS1GAt3BFVoNbPQ24ZW4H2qKqWBn++G+avPdjLSLj2NpJEhtceoDAA3zGqgTX0NsVeQKstQd9xWkauz3d++V6i3FGX8XeFC2EhUwh7/rJOvHtBSAZTwgVnfhOpphs/Judm/LO7+/xI2/oUtOpdVZyPe4ki04xZkyTa4gzuWIKOZI5KYkr98g0uNYll6XyuixVSs+NqcqVbMdtXZIupjguUsDeHZNM1gfvvvKKiz4chmHB4FMbLuZjH/0QUsiRH8TEerlaPDXG1mXQVmRH2TLMXZOC7SsFQRXm1qvkiaxcACYHtSy5JlKUGodFgvA1DzwR8De3NIgSZRM6mSQRmQa3xU7WOSnqTFb59eU7VEGdrZzln+VMLiq/8y0QeBXwzkkxLlW+WqqYqmSh1KCsBcbVpQgjELrK4gLQwrorAg8tbIOAF8Z878v73HJ3yN1P1F1LmmPwLDujCybHsbbGIstKlSIRpMael5OEucsCeetclv3MpYuTKHnmp7wauvoYu5CYfExzmhpqQcDmddOjD37wA1x79cUFgwNcedkBrrn6sq9sXOcdqgUlV6TiljDWG7lGd7vUVdckCySFqQaPlVqSNYJLWWb2AtyZWyJVOaGTIoOUBw75/PzvTHHvE6EDd7mYysqTzBZcpbvL7Wjl2SxrsHSR4KkGm7lM+VbkiSmDW1RS9cV8lDUYPWfqsv9dYmnzdCyuKvNUMldFa0U6Ulx3Scxv/+wKV+8fQqRdoJkxeMldcUw+NBBpQeQCzsQUwWdSCjgT57ak34TNy1vGp7r0+8YUr/UYk+e/b4gSwyBSh/YduOwrO3ftzw9zDvAdey5j976rpCaQSWrcfEAnN7LkzVgSppJGL/dN5p02ZXlSYulSR04BbLMGmN3PV7klDtTKdej4KbER/NGnmtzxYB3tKbs4iXJwWQSWme+dzzmRVe1dVExXg6B8djlV5hbjEeU3Q7dZ+62yt5vX35deG/dLtuO+nN0syitM2VEp14vnUkW6en9ZkiwexJIXXj3iHa/vEcjEjlcwJbmyhoU4NFkyCAd0lwgy1eeZZCk7KgXgnbQxBbjt9oBlR8UlgExZ1mQgd5ujSVi/riGvv+4aecP1V+XH1cueaK0RwhwPmrvmtFjcK8WgMqm13MlekSwZ+0m9qvS1SP6U3JKyVClJElHW3JVg06XlHXvnnnf26KWkwO//dYu/ublB5ElXIViWJQpcmjibMajE6nEQ1bEQBZOvqo8YCyYt4AsHpUrl3wTrq6quxu1Cq7tlmdkNRSLF2PESMqtNcZ9RGlFhcemYPdVZvbhzV3QWeGq82PDGVw548pTH73+8RZIKm8GBrOKpoERtR8ON8nKBrI5GgM6IQ7g0finpI2yDu8wdFvc9XRCat71Jl8rPjCXXKWREaWXDpeyFZsPsBNdcuWcOOJ5mjcVlgLdakzz5xH2PX3rx7uNR57HnxYOu3emhorWdL10OPscKpMazlSIDawn0qmQfZj8rLgJdrAoyRYyBu5ytVCoh0vC+Tzb5zT+a4MJKUOnOKdd6I0TB3qJU413Opq6lxSnLkyqqKyn70vPSW9/SreqFl4quTPG6Ui+ea28H/vwiKCV+tHVShDB26qqQedWndiBHK1cc58CeGrbMJPzSOzoYI/jDT7YYpRQgz+3D7JMrUi2IhPucpdJahb0IlbMJlSxKbbMsaNa6Zkp3IUqjkR0B5VWKBrJtLbMVzTYcaxIdsG797uN333P/4zdcf+1qgANs3bYL4Hx3Yas+dfyCNMYdlHEJUrEJdeU9IaoMLVaxdgboMWuwFEwKB/I1wZ25JjJF+oaPf6HBr//RJHMrPvhlvV3W4KJUb1Kwd2WIJlVwr/K8WQ32ynslNv+mt6dB/1qNEJXXJUdFuiVdmCwtLhyo7XjjfFc0IdDIYgXKgO9Aro1yzyUCRRIZNk2l/Lsfa7PQkXzkpkbJixYVuw7XCpFi0/oaOzI5CzizYFk5UGc2bJnNZcbu5YFB2QXj/h2pSxcBpbHN7gBpDRs279Q7d+48P35MKwD3vABj9L9BmOd5nrjB6DSvgV7F2mWwrwJsAei1ZIrIJrRWGF6XGL2qv4WspuSlSFGB5tB5j7++ucHcou/qu8ugzrS3Pbm+KA/xyb7PWK3JOGNX7qsn5I4DtazF8yB0jPUrYK1YKKvZPA88S2C34HbOhRxzVDINbopdD4SR1m1wrooFuR36kLW2CeF2eHWfMR0ZNs2kvPHlfe6+3+fweWGTQCRjnnTxwTWSOAOidHvJCzuR14gsxyDyWvB85mHG2Mb+vpQZy7ufmZJDU6o3l8K4RniDtIN27gkC79+I3Dy3t8qrWn2Ck0fuihqtrTrwPXyv7GWPT5EyFTekGFlcLozKfi+tOCN5QJm3lBWVgGWmViJzS5KS7k5QoebIeY9///uT/PXXGxDKkhTxqLonYnWnDuO6261I5fd5erBXiHhMk48/J7841t7rYbxlrfq+qEqT0tJcyJWnaWXL61GqWtz+rBp05gGnUe49RTqU/NiPugAALwBJREFUvPFFA37l/2yzZ1MEUTnoLD9md1vDlHnlmcMSaYgzl8X9PNWCJC3clXJNS6rd+MDckSnclnLgmQWbUQrKD9i7a7P+8lfvjmamJ5+ewQF27LmWNOl9MGrfc/n83NmJJC1YOXdVVmUey9WCZfbWY6/LTG+ZuvJ6PPFTZuwM3IHm6AWPX3zPJB/9UrOUpVRAtZAqA3e29UjehlbW4A6IkrVYm3xqbFlZrAX2cTZfwyj5lm6VYqsSc1cLscYDTTHG5GuwuLbBp60VN3ZlM8ayOqbQ5njF9xWGt76mj6/gl94zydELIfg5ZZcOjNNMeBgkibOqfemqIJ2MMFnTQ3bsXVCcyRatRU445ZR+3j3kmD5vZMeCf92GzZ3rr7vqg5OtxqrjKcffqDdnGQ4W/2RiwwuWOn2fbOuKfHPVvHu9NLKhXKNd6Y8sW4Qlj7ssQTIgr2LyZDW4QwvuX3rPJB//YgMt3TbHolTfLQuAC8faZc/bzjkpOyTjiZ3xHtM1gsmS8KjYhe7//y4BZuUKqVB4pmfIi61WsXoWVFYYv5T0KfvkWVlt5pOXasezibXFa5ftTBVo+L5XD/iP/7zN7o1jTG7Skn2Y3VNwWcZIw8hkmU+Rs3nsbMMktxZFpYirXLyVrLoX3rkQMFEXfNdrrl+6ML/yJ5s2rlt1VL21DnXY3M8obkVCTgGL+ew/pXQebIrMFsxeC5MzcpnJi04eXXpPFwxfZvMc/Kn7/QLcnq85ckbxc++Z5JO3NEjkmEuyBnt7jr09aSpZy7yhgbFKSfE0LI54Gl2+OtH2d7ZQSky9dg1KeQ/LDNzVjvuydaiFy2K6AFRkrK4lRqRoI93geGMLr4zJdbp97oS+3dcBMCiR8qZXDvAV/Px7pjh2LqgiJ2PzUuDpjjKxtmyeAj52QJAnnN4WNtOZJUzznfYEjtndBlam7Hq5Cx6D0oaN6ye54uLt0c7tW9Y8tnKtN1ut5sDo7tt27dnVD/0hQb4bsC52BV5zBmAxUUqWWH41O2unrYskTjmhkwWVRduZBh8++MUmn/tqg8RkzJ0FlbKQKQ7gmeftCVO1BcvB5SoX5ekbirPfWcW6JSyvhetvhvNxKVNUFRa/UK0VN0X9yViipypVyiwuSlnO6murwasDhIxRrobcPk8ThS8M3/nSAW99dd/SsC4zecbmZU3u7q4MNsq0uYHICKJSPUvG6HHG8CnEqSg9d69T210Ua4hSQWeQsnfvgf7Scv9t9UZzsNbxXZPBzx+/ydSCySMz0/5h3UuvhIRsMGJRd1K1+/KZFqJwRopJV6Z0z7T2GJOLtKTBS9pbabQn+NytNf7ipgaDVNnBJUKO+dxVaZL1WGZbbhcBpFmTrcsjkcvMXkZ6pcm14qaUrooy2L8JuisFV2tVFZYDT8dalV5NMtvQjWADhHb2WmnMm3ANy8JIpNEu2ynzr6az8+SkhdBls9tq3jQ2NIKUH3hdj/uf9Ljp9gapWzhXfwkNJjsflkeNFsSOyRPjAn7H6MUEMZHX+Chh7NQArOuSOnmZGrupVoQBfETQPLzQHh7584/evGbYsybApYT+/FcvSH/qn82s23b7oHtYaONVPPECnCVJ4gBOBnKy55TkSzWwtP+tkyQ50Atwpx7cdEeNX/zdKZ44Ftoa1zKg5bg0Wa27vTywLNuBawCdKqi/Vb979c9WW4NPi/BCaucMvspN+Sb3vEDLUAk69f/b3pdH2VXV6X57n+kOdWtOTUlVkqoQEsjAEEBIlCVDEAFBwW5dLe3Qy2erLfiWtNqtOCtObQuNA9D4BCe0RcXmgTg0oCQyJEDIQGYypyqVqkrdqnvr3nvO2fv9sfc+e59zb1USSAji22vdOmPd4Zxv/873m2XdQWFuo+BMpLUhoi4kUkIZi+rFSi8npG1benkIByocp8z28aXr8+Cc4LePp0ULPwsAAkR2zAjY6pdZ4odyKooUEWE9UffC5sIYoKijAjuFXOeym7KhI5UrHItPmcmHDk289yf//eSB5ctOqXmJawK8redSjB3aDNtpDEcH/4ji2Do4dlb6/OOex5h0lhciLrmZBIoxKQxJXi3Fw0iaBzbBgytT+NSt9Vj3gmuYA5OpZzLOW94iR8Z424j31YnS7lArqaFGXUXUUDATFMaMMISaIMlR0z44OfhNa4k6UfFuQElyxOgJk7xaezd1cXrFyVWcCoFIXFa2cMYJwKghxYXVxUwsYExe4nKARbMr+MJ1eVAK/GZlCgFBzCYe/5HyTUR5K7HNZTUuOW8CdT9AoqetRYStXAgpEkl5mwpz6QSr4NILF+HqS84KDwzlsXDe7CMHOAAEVjdsN4WRSi/2j7ZjRtMYCAVsGoq0sxgN4fImc3mT9bYCP8Dj4I4keWhIdWU1YWCuuHifuLke63Z4sryxKblNkAulkhCZxIBEnAkSfNukKQlwT8a9TQZCJJIFIOJAnxTQNW69WkamwIT0rsrsASIzIHicpsQBzwWAlWIqw1k1XTFpixCNhJLIvQ85WUT8ia5zSGAJD2UpwOl9FXzp+lFwzvHgygyYg4RGJ0FNLTlHGQBLuytlIIrwWBLtZ5LXTklwJcUdQuBSFWIQ4qz5dZjdGd7V1tq8I5e1MNmgkx3gSMG2scnzWr/a0LQExZIF2wrhOAFcpwLXqcCxfdi2H/WZtNSLaueMAG0yWKp63aJBBG44BPevSONfb67H+h1u3JGDBNDVZSAENo27402zYFWGfC3rCQwJLfm2Aqw4ZvBvheUYmLXSORXeJ5N1ye2kozOmVCKpWCasKsrBA+0I0gkTOqxWlZhQicnxyEPlFLIMp5CIPgzLBAtm+fjSh8dw2bIJkEB6YSLl0lwmTIpJJxEznEVMvMKQwWccZcYxEXKMh8B4KJTTtM2wbPF8TG9t+/WKlY8dzGQaJwX4pBK8OUeQP7htbHZP7+esAkkHhcx1aWcEnstARONzRM9Zk29Fj1E5+5VkTyqahEVLJcUp4YAL/HpFCp/4ZgM27HLAXQXgJNc2lzpSUFtNzACqeOHPOLj5pOCu4uYmYA27YC2ODkKmYiHVaFZvyo0mUAkgR9RE7SNmnqaS7vq4oC2Sgxuuby3BEfHxOCcnBm3hYinLwhGZMkYIBS+HWDirgi99eBQAcP9jaXBHXQgpsQFB5qnquqmaaKoab0oJIVKhqBYHnBCEAEqwUKkAHd1NGPdTtyxctOSh1Wu2TXlp7akO1rf2oTS2rtgx84J1+f79lV07tri2HaJvOoPqDwAVmC8dEzp4n8QpC0xOLvk3FA8PRVKqTfHAyhQ+eUs91u904grlpCAXZYvNMFjlsUzmV1ZV5UqAukrhBGL0ZKosn1ri+nDgnkqSa+oieZCxMwK8USMl4tiKM0PtE0nCjBpcXBYPEoqkWpcgZ1RYVSBwyBgHqEhWhlgFoxxgFkABWgmxoMfHF6/LI2Qcv/lzGsziwlIRDRlgYmYMcyAqhBL79cZvNX6wS0LMmu4j4BZOXbCg8rdXvX7diqe3FZedOQdTDYrDDNttxuuv7L1jw96muz7ynXm47GOt+NNzgJcqIeWW4HkleF4ZjlOBZfmCashsG0JZ9DJjuU1FkpAQ1AaYTfF//5zCx78pFcoqawmNS26obUSxJkopqbJ3wzABxqQ0rwa6AqcB2CrpbTy1Dgfiw0pw0zQYQzeJHTa9lyYUlOJZVUMFMCiM0YLQoClmnAo36AmPVc0yKAzTtnHOjYSJMrBwVgVf/vAYLj23BEu5GrmiLMm4lUCAnSf2MV+8gjLgl4CKeNFKCRecPowHb9qL+78Y4pIl9K6/f8/0O9qnNR7u6k4twQHA9rrw6JPb4Tj2412d4Zt37pto3Tc8jNAuolQUlgvOgawLWIwiDIWTIC7KlGXFMBOSECAclgv4lOChlSnc+B+Scx/WFGjFwY249NaZOdWKZVy51ACOA53EJbcxARRoTQleRWMiy4u+BjGg17B3RzRFmfqM/dr8Bym1jehBYjSKkk9T5cYWNnJlXTGcQFA0BZqayDIRWgkVIbCCVEjrh6QnjNBIgkdCWdKVL3woDwB4aEUKAQXgKEsKEEnvaEnMqyDtkgwWC5H1QvHJnKBcoOho4vD9etjOooPXvunCx//u8k2wM62HBfgRUUQAePjhR8A5e2Drll9deuV5a7Fqk4/7/lgnuGbIcNE5RbzpdSVYEAoJVMGahDVFURRCOIgD7B+28fCzLr5yew5rtycUShPcSFhPZIaOJ6W3K5062i0v7d800WeH6uoA8W3djcKStEd3VZBavTpXfrZFiUztU/tUFwe5Lc+jlMKy1Lr8X0s/YXTHC5U1pbaNJG8CWYRUnVOdAG5NtiQqSC5ebyYW1Wmsi3CMUL6vrj+jnXAJn4U0JFASgqaA57a7+PIddXjkGQ/9Qza4o0oU0MicG+d3EtycwSMB3nT+OC46pyQ8QoTgl4/WYcX6Frz/imZcc9mVD1JC37jknPOPCLeHleBqnDKvF2CVW+e1p08bL6Lzaz9pwSNPNgnx6ft4bMMYFs8bxEkdYcTLFfeOFEwYsSousL3fxo3fyeGPT6awZ9g2wG1ckMhKUm0SnNSRg3h+pW73EZfetcyAMQUyIZ1pDWlNYP7DUcqQhE4Vs5pwU4LLfjlqCehMH5hUxJTUSPBxruOrDUeQUjKZLOxDiJLwFISH0kGEKBWOqVZrjGvFExxMxaGUGBbOquArN+TxyBMePvWdHHb0O0IKRb8uFoyMSIIzhpldZXzm3Xmc0gsw3wa1OWZ3FrD28414amvX/nfUTb817Tk40nHEAG/v7EFYWvvbieyVA7+6d6Jz9fYS0q0pMAAVv4ztBwI8tcFBX0cI84kbSW0JbhCAugTb+2189JYc7vufNAJGBS2JfrgJ9OS6oCYUgAvDYwlDKpMEgEmciyeVRNOZU6V0GuA3MUuMpXgZ9VIOD+0pHT0xmmICP6ZkGl5LYtrHjf41yfNkkoSiJzHaQiDBLJMLuAKzcAkJ5VMGO0XvI2gg4yLHUhS8Fx7P7uYAb3sDg+dwfOyWeuwYsCXa5EXjtOqiWgQ469QKelqB0ZEcJkopAAQLusv4yLUtmHPK8oGBvP3bi8+bfewBDgDUWxCODB9452jp/PvaM4/Msm2OgBH0j7voauE4c34g6+IJk5By8ETOIKrB/Ylv53DfwykExAC3AnNVjImKPZHgJrrUsbKWRBQE1U6dGLhxGK+lETmoUUoMMMc7DLyY6MGpQM9Nq0lsv/gME/CmlBdmyXjuprauSLc9knZzWRVKVrAilEegVjlihAsri8opI8o5oyS7ycOlFZDSEKzMYdsMb76ghCAk+MStOezot+W9ZgbI1ZOaICTA6vVp7Ogvo7U+i6HRHMKQwLIY3nbpOTvqpnW9081NCw93GWOYPZqTf/jLZ3l3V/tz5UL5mqWLOyuddT7mtHKcO8fHF95dxIxGD5VKGmFoiwsAQ4JbAPUEuP/11hzueSiNAJbU9GpYSCIfuHFMgkuFwUbgJjwWTKUBzWPSvKbJz1hXkwC1zq0F5hqgFucZyuVhGIpaml5M00SYTH6IOXdAIioS0RIkIwyN/1HWFiMLiLPqGipc7WemI4joGPKYxQUR4M1jHAQ85LA5w9uXF/GlD+Uxq9MXQeLMnJmQwssB7Ay2DrXg43d2YdXGJuzc34Q9AxmU2LyKX+HXfOwf255zCk9xHMWwjubkX/70Njz4h8cxf24Pacw5r/NLQzOacxznLyY4Yy4HJbaY9VIRihQRm8PnBI+td/GNH2Txk4cyWsMitehI0i1fHUgl4rwRdWOwDSleqzWfLvCT2GdsC2FCYucRqWBGDxGi2mcQTX2IUDCJXCeJddEEVTmOqnM7q7yqqHWM1H7iJK0+5ks9eSILkAJU3CqUjLFB4r3UUxOTfIaa/DR6LyPcTD45Tu0L0NzIMTRC0X+QIoxqQ8hYIssFddJIuylUimlMFNIIQwfUbsSsOWc+1d41/87zzn/nWH3bOUcD2aMDOAD86O7/xEdv+OBY36wZ26a3Oe+iwU40N1C4NoFjsyhOPCqpZoeocILv3Z/F9V9rwMp1HiLTQ5XZbxKAJxw6SnrbVLf7iwGY6jzLamDzKqBruzlJgF2DW1e9UhOY6G0KCWQ1QcxJQBPAnhrgSgFOKrga/Pp9atnwo1aPVZMgvi02eLRPg1wHzZkBZoD5fxoP+pjgUNFEMvUWGX6yaE6A5cvKyBcI1m5xEKosY+oAlgfPdtCW4uis47DAcGiMYeHipZjdt/DagyP+2t45px8tXI+OoqgxvasDs2bN2uxkG+91Mg2wSBmEQKQ9GRYU2w0REuD2X2Xxmdty2DfoiCICkdOGGEtJVWBQFKLPI0TMRsW77aqMeB6zoig+XhVUpfYhedNJTVoyJT8377f+ow8c6eA1NnmCiiccOFUpbJOeSxJUglTTFiNOJaIoMQeRkepmlIVT7w3FyaP3ookXEU2nGMeM1gCfe98Y3nvVOGzI7AVZZ9mWT2XOgWLJR/f0LKZ3Ze/t6p61uXVa+4uB6tFLcAC46aavwu46fWzdXrKiPev35ryJeVmvgGy6gpRXQcotw3NL2DME3H5fHf7t7noMjDo6USHmiVRgTlpKVCKxQLLyVkbUxKQkxLRh6/6WkemQGpI7ksxJKU6qJDqJpLSmL5G0lueqOBiTmkRLam5PIsGBKuldFRODSY4jfh6MbSVNY1JbTryaXlsliQ3TkD6PR/9Q+7O5/mwZf2S8WzT5OQd4SJDLMJw+zwchHLsOUOQLwr9BqY2MDaQshq62OixZ1PmrKy62rhvY9fS+ju5zXxTAj8qKYo4b33cVBvZu2EutvtV7tv73VUFhHzzXR8otI5MpYdVmgs9+twl/Wp9BwbcEOqs0LnVlDfMgDPDLK0pguOPNSlTQ0ltLZV4TDLF1YFLJbD6yI6pgHgNiUrymNI+2YjuOwdAt/BDzYlbbxAkMTyd0/fhY7ArRsSxUOuW0LZ1EwVoMFERlAqnwWsuU4hQU8v+IaMCqfrgsxC2/Pxd2+TJHWw648d1jOP/sMj77XY4nN9koUwfjvo00CdHROQPnLr189TObK3vPOG3+i75iLxrgANDS2gbLbfnGxNjcXn90x7sy7maSThewegvHx25txp/W5MBdCe6Y54IZ6CDRDI+LBRqhihLhTzKD4GOOHVoN5Hi1Kl7lck/y06RlxOxaTBLHjpp+HMX5ilYoh05kE495tsVxAk1ZiDIjGmBXqWyTW2LM+BVpLqTKRi4bW3HRwSFGW4iMY7E0vQEx6I+hZIrJpj6XAtK6xgMKx2JYfkaAzD8N46P/wbFmG1BEFm2zu/jihSd/f/683m/sHzj0UiD60uXLwO4VIKDeeGnk4dWrbjt374FD+NHvWrFqcz24KwvPi2cTRHuMAFGhOcW7TUWTGtVgjfzKFI274yMvZsxywmOx31HB/io6Uk1NSC3KQvVkibYlXTIVTUrVuXqbEFGHXFlRIqU05vIX72PVokwxZZhXKc+TLqu6bgCx+uvRfrPejc7O0r1JpTs/KvFh1GxPlvwg1dtEhUFLHwgH0SUpQlGAX9AoBterYM1WhrsfSmG01BQsW/qOH/VN63hfwFj5suWveUn4fEkSHADau5diy66JcmiXHy3Zq0+/b8UzqdUbp8HNuaAyvShgHEEYiEQ8HhqSHAlNiiRe2qmjbN3amZPgy9CRgaZUnzyZoYaFIvGKfaME46hl307qmUczanot1YMvoiJamuullNhqGSmTPHGOoiZGupv8HCa9NRZV58s+PAAYVbHi0ClvJB47rp6PURgvgf4lkbNPDMYs+IELP3AQhqIxuFUKsaBvAlcuC9E/Pms3sOEDByYy5WuvuOilwvOlAxwATupJg/MdNzY3XBau2tz6z+te2OBmXZUZzVEICA5VbPh+RVSC4QxRJqmCBrGMdY3A6jLHRvkH8NrUJAL65InFpgKnAKunVYKeGAqccTjhmlf/o//3KNlJ9A/Rwy3xHpE8IIBuCG/QDkVRYNQshK4nbhmOI+3ZVC12VAKEfG/5WRrISasLMQLqNE2JroaMPaKEwbJlD9QQCEtAJXAwUU6hUnFEzAvhKJZS6Os9s1LnX/HjYthVWX5247GA5rEBOAA8vTETLJo38wunzS0Ez8/acePwcJ46joUgBDIVgtESRdopobttHISHGMxbGB63NVnWkNJgIaqEjJbakYSukWNZJaUNEE4mzZU1Eua2eRyIS/BoIhwZdKf0ZCogTzITot2GNAdJSmfxDTkMCY84F+fS+aZ4NqGIgrDAASsCvZTwjEjPvOLeFFwqmYpq6BBcCXLout3qt4iKaCFGxggGx0TBobaGAJRYGBvPYKLsIGQUnIXw0h2sd+ZZN83pmP9lsL3BscLlMdXxn352I+rqsovXPb/liZ/d+4Azmi9QEAthCORaijj71AFcuCQPaodYt83BZ25vwPb9KcB2BfemDkBkq23ZjSFFZas/qroRC0uKLbmr8GTGeXZN7q0ATuOcuiowy+TlyptJTAeQYRY0j1OTfyf5OdGOGVIrFLfWkkf8XCnK2rsq9A5i8GwVlmBRXdFAXQdCebS/dttGRDzbitY1b49a0Fhx/m1F+bRMN+GVebk2Fbm72/YTfOaOBqzflga1bCxdEmLJnBza6hoRMgI/4LDdHBobmz7d3NTw9eJEqXjW+dcdM0weMwkOAKeLxj+bcnWphRvWr33P9h39Hx8fy6NjWgrnLQpx1ikZTGsOkEkXsLB7Aj/+TRrb97qInrNAJDoJVHEYbTGpsp6YNCXGxye3lkRRLjUkvJDeycTieK3BiGeTxD5j5UVJjZiUNnabdIUbzMRYcq6/l+LuxDgfkn5QGNJZPQE4JI0hMnhKvSmJnE0soiwkCsCKWVXUZ5m/R06sTbs9/PThHAKeBXGz2DdGsXcPxXmnpNDWHCKbSXEfbZ9PZ5u+un+wWLrosmMHbuBFejInG9KhUbJse8v1H3zvhjddfvHEzBnNmD6NwnM8jBVzyI9nUJzwREF01RfDvEOKABDlkeRRPqUZKZh0dWubuJZmsZiS2PmJhGJMMSliwCWawsR+eIKKvITnoqlsRtxbKW/qBOMcHZBlZs2bMd9Jz6VSLM3ybZprJz2ZjOnUNpYsxWwEWonZpbi5IiwiNDegNpDykMm4aElRBGVgV3+IsYmM39DUetOBsZmf271/onTRZe8/lnAEcIwBrkZLcyPy+eEfLL/g3I8vv+D0fGcLQ9rzoZqYcq7jNeKo0EjRbvkaNAIGD6fx/TXzLJOKJo0f02CuIb2rQB7D2ZQc+4gGj69GnDspEWGCn8TiwoHa6zFwM21JSU4CHoFVgR8GoKtbiJt5nHFJrri4FgGqklvkOANQLIUYzjNU0P7biy7PfGLu9D3hm9/6j8cDiseWoqhhyV+ydvVvbmlvSdEsaf1sWN5e7zk+0p6PbLaM4XEgX1RlweJmCUJ0po6ZIW8Z7vZkT52YRzPiy9WmwIgjJ8CdDFACNJirnEEwzzs2akwtPVM99pPfB4n9EbCVORGGI0hKWSY1UKooiTIlMhLFdBOie00RJq6hyOxhkSWFqXriUCXhqouA6u9E0JAJMa2ugsF8BWUrhWJAkJ/g6G1oy3dMn/X7e35OccGllx0PGAI4ThJcjYVnvgH1Wf/m9q6+Tza1dBfqMuPgKOC3qyg+cmsD1mxLqYAO6PgUHXdCSaIqLGooZ5jEDU8SnBzaLGhycAUcs4NxFTdX50X7yKS4fkkSnU99yMyYB7TJjxvSUkvsBC1RFEbRDRjSfBIKEqMpZtCWQWfMQkFKoqse3owRLJ5Twdf+aQiXnD0Em45hcDzASXNmFU6df/In80Xc/LZrjh+4geMkwc1hWZRTu/s72faKv3vvyC3funub8/AzDdi5hwmjqBM97CMECXc8jymVMaDH1uN0pVb8iSm5D2sPj7550hBIorDP4zFM6lMlyaN9UrNE3CFEzG1hD5RFNhHFiEBKbUCYCik4GBXbQtKrvEzArEmoglgIowBhookVhJ2RMApKeHxCyHo5KqK0sZHh2kt9LF1YxANP7MWqnUv9ebNOumH+7I7/3DOYP6rkhRczjqsEB4DuuVeAWluD9l7vzuf2Lf7g3kPn+fmxBlz2OoLb/2UEVy4bh81UtBoVLUcoj/XUqQJyYh8hPGZFidVCqUFL4pOAVEnrKtpSg6LUHscJ/XJEQVaGJlpTiic4OostVdcHmXImU9LMPj/qCcAYYNYS58xURJXk1tKbRRlABKAMv/xTCv9wUxt+8fA0OKQFb73wNP/9V8/44J93n3Tn5sEDwXv+7g3HG37HX4IDwIzea/GpW37vb/Mv/t7yc/6HnnuSc/Op3c97lyy1sXvQx4MrAcACIRQulT11aCIljcCIpTDAmtgmyQlRg3MDU1hTlLKJargS4+/LPgzriRTOUGFMnMdOAYFsDgsum8Qa0hsAVZxcSXIAoCSS9oxRiCxiaYpkSk8UCRyMK0ku+28yICSy3ybjoog+IXh2WwY/e3AGDgy4sJ3Z5TNPm339uec2fu++U7aEVuNbXpbLdtwluBqfu+4ivKX38fCGD/z+touXzbmhd+bMcb/siW661AWxHHgWQZpyDW7DYWMW00xK7ypnjkk9zH3QFpgoLhs16EpyMpjExXiv6vHSn7g13zfhJjA/rTqBAZHLXZdW1qZAU5KbbvdIWsuUSWUeVOZEs0sbM/ar9TCkCEILQWDBD2yw0AYFR13WQ0tLz3iF9t3Qc/K/3/b8c+RlAzfwMklwNa5+8xuw6s+/xtkLx24dK8y1yn7jZzcfeLaBWQ7qHAsZK2E1ITrqjtJJeHdSoZxMcqP6mAJMEtwxa0nSgnGYwY+WpytLCLQZ7XDvH/tXg7wrpw6IihnX7FyEwnJQQ5KbjV0pVXUIhSmFUDlRmPFZ0OYWonr9qIMMkRufcwqLhjjzZK9w1lldK05dsODB9Xtx6w9/cgNOWXzBcULXlJf35R/7hwJU/OD6ex5Y+fnv3fOHXCl/CK5jIZDaPyW6SpUtqz2pBGPLcFHXcscrAFuGjRxQbu4auYxJiR6jMiSW+BApq0g8JaIJVSN0NpGnWdNVb/wO5VKv1hcAswRdXGFO7jf9AUZQWtSY1zSpxhv4WjS+LwqVJcKNL/qkqi57ujkZ5yJtEQhQl3Urra1NX/dc59N259eOWWzJ0Y6XVYKbo7PFBuf81ve99TXDa55ec+pQf/mf9x8s0tHAAcyLT4yYkyiJ+OjAPakHcxJwqzGFNXDKoaR45JGsYRqpkvJHIr3liQTVpJub25KosyjTich6UjKpQVapUrVqakpyQFy8SIrLc0TJWcnHxcTl8kcSQjBecBDwNuakszdN+O6Xh/PhCQP3EV7W4zueWfM8Mpnsgh0vbF/1u4d/7fzu2TG6eyCNpgzgWhyuJTl5lCRQq1tabXDHqUttMyGVGya4Tc9m8hilRpmESSR4tUSvDsYyEx6qYtuTEpya35fHvIKxJ46RVK33xyW7WQ9dSedakjweiBVv/qskuOq659ghsukSdh5geH5XH9qbOz89tzf79aGRcnHZxR86ofh6UUnHx3J89zu3oqW5IZ/LOj/raK8/OFxMnb9x2yBxKYdrETgW4NiAbXEtwScp+ZCU3DqCkNRURJO2ccTAocEdC6wiGuBEokh5NPV+wWn00yGedFxl8UkUGDAtRNWARfRloqeAqQwb+7TENwaf5A2I4NC19QexMyrVLJeCzjAQGsKxGVo6z+SZltd+7vs/2viV0G6YuPpvPnCi4XXiKIoaMvextGVn/4ZzX7P8i6G92XG599HHVm1yJgrjcCwCx+KiLab6HyQ4aC1w06kl96S0BBrck40o8E8GFXF5sxWqlJMDfOr3iV8H49SaE27q76G9PQqMOrudcRKX5pBEh4lMIEqlyZCqvExoE6F8LyYnCgsBAkskTBAO1+GgVqoMb+HBls7L75o+99Qv3P39+QEhM040tAC8AgCuxkkzO/DCzoFg05b9N954/dX2A48+d8E99/5+cX6o3005FixLmLBCI1/ZjCCMV6JSr+oiOyawq6hJIqKKGOtqCOCQmmGtJp5rduOoNUhighExaWrNsSqQGzEppnVF28g10BWoxVJkt1PJ0xF5SPWSRPZxiDBZaSMPmeqxGcL3gYbGzqC958x7xvODHyB2p18qDATpulcGuGvcvlfGuOeXD8PzPG90dPTbmzZtfufePXuskdFxlCoWAqYTGXR973giry6jFufTMQ8lEsCOY7tqIyldzfcTfNZMdIivU0pq1wdXE3OSZIeqPFGz9Fqtm0kmXycmPze5uLEtko1lvRlVP9wy1gngBwTDowReKof2js6wu6fvrkxd7gN+pVLumv3ymgCPZLwiAQ4A/QODyGYzDXv27P/gQw/97ozB4f1Xr1yzH4WCjbo01SZDi8C2TCWUGDdNc+Zqrk1iEjp6wh/JxVKgluhOKps0Bm6AUipALr+fORktE+SGYyuuWErKoz6+1l0zJbjxhFKLmuZE6MkUgZzKjCmLyzbtAty2zeE5ZYwWyhg4NButrd33nrfsgqfrG9u/ValMjObqD99t4USMVyzA1XjkDw+hUiYzOrrZzc9uPPiWe36+BuNjeaRcO5Lejg04lpbkILVs3XHlMM5rI2IRfa5pdksCXyucBg0yHEvacgIJ7NoAtwxgW5NIb6Fo8pqgjn9HEj9A9KRNSu/otyccZUrS2xaHYzM4tgC5sKkHyOXSILnTMFLs/AVK/HpY2HPZZctPNESmHK94gAMA5wMAaM+OXQd6f//o1puefmb9Wbt376PjJUbSHkXGAzyHoMpDiRqc27SSwAC54Q7n3IjY44kljPdC0hqj8zU1mAlUCxMrArygKJH0tqqdV6apMKlkxmOujeCqxPHoJhvSO2ZiNEBtfoZlcaRchkwqhOf4KEw4vGVaJ+vqPuUp3z35XwKrezt4uGthX+5EQ+Ow4y8C4Go8+fQGhCGbvnr1ms5MNvOzBx99fvbQwG5Ma7SQTYn+6iKWgscABySoSQI0SWDoZaIqVCQy45MmHhpAIj3AsiT/li9qqXUJcCXJLS29I0sQ1dLV/P4wvouZqhYrHxGdqO+yGbIAxecTPJ9zIAzFetoLMa2xhK7OulGeOnswCPy3z+5buJ9Qurel7cWXUnu5x18UwAHgqdXPYskZi9F/YGTRxq17/s9/3Xt/e9YpTSdsHBNlhrEiB+c8ApcMeY7udTIWBYiDlyckNuNcpnBpyR5dPJN7J/l3REUERbEUuJXOYMU9tGbzKRPcZpiAGlH4KzPSydR3NtZVWQggrsiq3yyuh+TdsgDZcJ6jVAZ6uurRN9Ptb24I31HX8ebHKxWrCF7kJ88/7URD4KjGXxzAAWC8UEY24xKeX8c37nPfONC/78PFQ+sWPLN+f+ezG0bh2kAqZcNzKSghCAIu3M9EAYtGAFLtPRhTwOAxsDDOETKAhTzqpx5dvIStXXdii0tx25IAlyBXALflS4QjcCnJE3mmctscwlyqTHaompTxCELN5S3jCcEYgR+KieS5HI4VwHMZDo7lkC+37b/4dQvXdfdM/yZ12h44sPUOnP7aG070bX9R4xVjBz+aUZf1AC2UH6iMb3sA6PmHwcITS630+DUvbH8hV5rII5fx0JizMF6s4OAhDtsmcAiFLYFGiABwEGo6YiqoUS9TzhFyEaOhzNuEAISJ5k1UxXZQMVEkuxdlGSE+g6ps88gCo2zTiTh3Y0loooIAtN1bgTdkWhqblCtkgm6oXBKLAsQGXJvDsTkGDwFjBYK6NIdrMzQ016Nres9Yn53+uV1/zgoAd3b39J7oW/2Sx18kwJPDresDgDsPjebvPjh0aOUDDz2ywEJ4XXF0J2lt2Ic12yZwaDyHlnoHlkXg2BS2LUyNQcjBwhA+Y2BcUQYh4TkFeCAoTxBwhFKER21OJLBhmPEsSmR7PojE3aSGCGhlV4GYGoCmuniPMBca5aKlJA9DIl5M2KU5F/9vW1L6M8AHUPaBIBTHHFs/YRpzZQyODmPjzhQWz+3C3HlzeH2dfcuc+a9dl8k23pVK1/kn+p4eq/EXSVGmGs9v3AbHdZsGBvqXZuzC1T4vvuuWHz7Fh/YNkhktBA05DynPgmMTeI4A5uCIj4GhAJZFkHIJPM+Ca1MQQjBRDjEwFKBUDsBhmvhk9ViqbeLa5KcVS8smcCwCW04qx5ZmTWnatG0ZY6NibahpSdHBTpbFZTyOeNIUSzb2H7RQLIkJ5zpA2uNIuRw25egfJjgwzEAI4NgUrkPhOhzZVIA53RX09KR4/8TrCA/rvj+3t+He9o72FZVyZaSlbfaJvoXHdLwqJLg55s/rA4ARzvn9AJ7aumfo23ZqgF5zxfw7XFo+aXBgZ6owPg7P5WjIMkxvm8CWvUWs3pRBeyOB59pwbYpMmiKTIkh7Pog1hpVrM8ilOFIugWsLico4EUH/RFKcyKJhOGWYqNAaS1QgcauJpbozWzxmCzedLzbl8ByGlBegLu1jxTpg694sPJsik7JAQJH2gEwqRHtzCU9sDrFjt43OZor6rA0OG46bxay+OaX2Dm/L7J49713UdRYL0L4LwIDnvOpkHYBXIcDVkHbuAQADj614AiELL5zWUtdXlz33B/v27nO2bXm20SP7Gno6Ctg2NIZdwynUpyma6gHPJajPAC0NAXpnFAA3jx8/msbsZgKbcjiWBkNUlhgS5FSa7qSKQJni7iq2T77kk0B4DBW4dbJB1e+hwvmSTfuY3jaMdXsdbNruYHabhaZ6DstykOOA54RoaxpFMWTYM9yC1kYXXdO7Rl9zzpmHOju7/HJp4loLE9v2j88cbHQ6TvRtOu7jVQtwcyxbeg6KxfwgIeQg51j8/PPbK5e88er3jQyseU+dsyWo7/cXd7SPeNlsBbblI5cB6jIh6jI+sikfoc9QKPmYCFOo56GMJRFKahgKHg9I6wmHSPI1cgYsy+g+LKW3RRS4OWxbx38oDg4AQUgQhILTOxaR0XsBctkCLKcJYxME+UIA0SceqEtbcNw06uobcfkFM8uZXNOapYs67fOXLv7e1q3rb+vo6HA55xMAeGND/Ym+LS/L+KsAOABkMvWAMDAU86MHQKn9LWpZ3yrX/b37mnP8rzc172gbObCrOz+yt3VGa4FRUpkHVgYwChaUwcoVMObCtghchyCTEhz94GiIiRLgOsJCAQgTXECE5CaEwGLahq50TksC23WEVUOF21oWh+eE8ByGwoSF0XE3io7MhBSMMXBeRsUvgwOoz2WRzqbgpLyNbR0NtGvmjIOtM6ftfuvpvQfeepV7w09/sbqSyWQwf/7paKjPndDsmhMx/moAbo76hjZzswLgulK5DGDxQhCrJxxbGa5Zu/XCfL5ktXT2/K/uoV3Z15/XBFIZQVg8CIvaqEu5aG0mCEgZ2zZRNGcstOQ4CChKPkfAAM9GFDOtvJ/KZm1RIOVyZNMCzEFIUSgRUMKQSVXQmBvD9v0Otu5uRGOWIGQMjhWgqWkaiDcN83rTaG/pLTQ4Y7en6hrDWb3z//CWSxZbfsh2AVhLLe9EX+ZXxPirBHitkfI8AFgrXyiPbf4NpY4b+IXVJwU7MlcEab+Olq5ybH5lJiXiX4LxZzB3TgGbDziwkUZrM0Vro4+H1+QxNkZRn+ZoriNwLBu5tIixLkxwhCFBNsXgOT7qM2XUZ8sYGQvw/M5u9M3IoKkegDOOlZvTyDktWH7eGWjMWeJ/PH6fmwt+ddZix8lk+4rZTOa/giCoLFk060Rfwlfk+P8An2R4ubmAkO4/AoDR0TwAPMqBb1NCGA99bF23A42lfrQ0pcDLWTQ12uTt15z275XUpnmDI15Y5wGNGaCt0UJbswPXAQ4eCuE6BO0tBO3NFTTWlZBJVZAeq1h5e8lGq7Tuf3upgJd4BodKDehqacGSJecglXJFbR5gC4AXLj7/lR/o9EoYr07b0Aka3N+Bctnv+/4vVqUPHErBswkaUkBLA0Vrkw3X4ugfCuHYBG3NFK2NFeQyZThOgNGij5Hy+RMczrYzF3Wf6J/yqhn/D12f8R6gBnl3AAAAJXRFWHRkYXRlOmNyZWF0ZQAyMDIwLTExLTExVDIxOjI5OjI3LTA1OjAwaVMiwQAAACV0RVh0ZGF0ZTptb2RpZnkAMjAyMC0xMS0xMVQyMToyOToyNy0wNTowMBgOmn0AAAA5dEVYdFNvZnR3YXJlAE1hdHBsb3RsaWIgdmVyc2lvbjMuMy4xLCBodHRwczovL21hdHBsb3RsaWIub3JnL93d/PMAAAAASUVORK5CYII=', 'weight': 2}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 203000
{'hecke_orbit_code': 33554654, 'n': 1, 'trace_an': 5}
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id: 203001
{'hecke_orbit_code': 33554654, 'n': 2, 'trace_an': -1}
-
id: 203002
{'hecke_orbit_code': 33554654, 'n': 3, 'trace_an': -1}
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id: 203003
{'hecke_orbit_code': 33554654, 'n': 4, 'trace_an': 5}
-
id: 203004
{'hecke_orbit_code': 33554654, 'n': 5, 'trace_an': 2}
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id: 203005
{'hecke_orbit_code': 33554654, 'n': 6, 'trace_an': 1}
-
id: 203006
{'hecke_orbit_code': 33554654, 'n': 7, 'trace_an': 4}
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id: 203007
{'hecke_orbit_code': 33554654, 'n': 8, 'trace_an': -1}
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id: 203008
{'hecke_orbit_code': 33554654, 'n': 9, 'trace_an': 5}
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id: 203009
{'hecke_orbit_code': 33554654, 'n': 10, 'trace_an': -2}
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id: 203010
{'hecke_orbit_code': 33554654, 'n': 11, 'trace_an': 4}
-
id: 203011
{'hecke_orbit_code': 33554654, 'n': 12, 'trace_an': -1}
-
id: 203012
{'hecke_orbit_code': 33554654, 'n': 13, 'trace_an': 6}
-
id: 203013
{'hecke_orbit_code': 33554654, 'n': 14, 'trace_an': 0}
-
id: 203014
{'hecke_orbit_code': 33554654, 'n': 15, 'trace_an': 6}
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id: 203015
{'hecke_orbit_code': 33554654, 'n': 16, 'trace_an': 5}
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id: 203016
{'hecke_orbit_code': 33554654, 'n': 17, 'trace_an': 6}
-
id: 203017
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id: 203912
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id: 203913
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id: 203914
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id: 203915
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id: 203916
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id: 203917
{'hecke_orbit_code': 33554654, 'n': 918, 'trace_an': 6}
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id: 203918
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id: 203919
{'hecke_orbit_code': 33554654, 'n': 920, 'trace_an': 16}
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id: 203920
{'hecke_orbit_code': 33554654, 'n': 921, 'trace_an': 44}
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id: 203921
{'hecke_orbit_code': 33554654, 'n': 922, 'trace_an': 46}
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id: 203922
{'hecke_orbit_code': 33554654, 'n': 923, 'trace_an': -48}
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id: 203923
{'hecke_orbit_code': 33554654, 'n': 924, 'trace_an': -20}
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id: 203924
{'hecke_orbit_code': 33554654, 'n': 925, 'trace_an': -1}
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id: 203925
{'hecke_orbit_code': 33554654, 'n': 926, 'trace_an': -52}
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id: 203926
{'hecke_orbit_code': 33554654, 'n': 927, 'trace_an': 12}
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id: 203927
{'hecke_orbit_code': 33554654, 'n': 928, 'trace_an': -2}
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id: 203928
{'hecke_orbit_code': 33554654, 'n': 929, 'trace_an': -6}
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id: 203929
{'hecke_orbit_code': 33554654, 'n': 930, 'trace_an': 56}
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id: 203930
{'hecke_orbit_code': 33554654, 'n': 931, 'trace_an': 8}
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id: 203931
{'hecke_orbit_code': 33554654, 'n': 932, 'trace_an': 2}
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id: 203932
{'hecke_orbit_code': 33554654, 'n': 933, 'trace_an': -24}
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id: 203933
{'hecke_orbit_code': 33554654, 'n': 934, 'trace_an': 28}
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id: 203934
{'hecke_orbit_code': 33554654, 'n': 935, 'trace_an': -120}
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id: 203935
{'hecke_orbit_code': 33554654, 'n': 936, 'trace_an': -6}
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id: 203936
{'hecke_orbit_code': 33554654, 'n': 937, 'trace_an': 66}
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id: 203937
{'hecke_orbit_code': 33554654, 'n': 938, 'trace_an': 0}
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id: 203938
{'hecke_orbit_code': 33554654, 'n': 939, 'trace_an': -74}
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id: 203939
{'hecke_orbit_code': 33554654, 'n': 940, 'trace_an': 64}
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id: 203940
{'hecke_orbit_code': 33554654, 'n': 941, 'trace_an': -18}
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id: 203941
{'hecke_orbit_code': 33554654, 'n': 942, 'trace_an': 14}
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id: 203942
{'hecke_orbit_code': 33554654, 'n': 943, 'trace_an': 16}
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id: 203943
{'hecke_orbit_code': 33554654, 'n': 944, 'trace_an': -20}
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id: 203944
{'hecke_orbit_code': 33554654, 'n': 945, 'trace_an': 8}
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id: 203945
{'hecke_orbit_code': 33554654, 'n': 946, 'trace_an': -48}
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id: 203946
{'hecke_orbit_code': 33554654, 'n': 947, 'trace_an': 20}
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id: 203947
{'hecke_orbit_code': 33554654, 'n': 948, 'trace_an': -4}
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id: 203948
{'hecke_orbit_code': 33554654, 'n': 949, 'trace_an': 124}
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id: 203949
{'hecke_orbit_code': 33554654, 'n': 950, 'trace_an': 160}
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id: 203950
{'hecke_orbit_code': 33554654, 'n': 951, 'trace_an': -38}
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id: 203951
{'hecke_orbit_code': 33554654, 'n': 952, 'trace_an': -12}
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id: 203952
{'hecke_orbit_code': 33554654, 'n': 953, 'trace_an': -54}
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id: 203953
{'hecke_orbit_code': 33554654, 'n': 954, 'trace_an': 10}
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id: 203954
{'hecke_orbit_code': 33554654, 'n': 955, 'trace_an': 16}
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id: 203955
{'hecke_orbit_code': 33554654, 'n': 956, 'trace_an': -56}
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id: 203956
{'hecke_orbit_code': 33554654, 'n': 957, 'trace_an': -24}
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id: 203957
{'hecke_orbit_code': 33554654, 'n': 958, 'trace_an': -68}
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id: 203958
{'hecke_orbit_code': 33554654, 'n': 959, 'trace_an': 16}
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id: 203959
{'hecke_orbit_code': 33554654, 'n': 960, 'trace_an': 6}
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id: 203960
{'hecke_orbit_code': 33554654, 'n': 961, 'trace_an': 5}
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id: 203961
{'hecke_orbit_code': 33554654, 'n': 962, 'trace_an': -14}
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id: 203962
{'hecke_orbit_code': 33554654, 'n': 963, 'trace_an': -12}
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id: 203963
{'hecke_orbit_code': 33554654, 'n': 964, 'trace_an': 42}
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id: 203964
{'hecke_orbit_code': 33554654, 'n': 965, 'trace_an': 20}
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id: 203965
{'hecke_orbit_code': 33554654, 'n': 966, 'trace_an': 32}
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id: 203966
{'hecke_orbit_code': 33554654, 'n': 967, 'trace_an': 52}
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id: 203967
{'hecke_orbit_code': 33554654, 'n': 968, 'trace_an': -21}
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id: 203968
{'hecke_orbit_code': 33554654, 'n': 969, 'trace_an': -12}
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id: 203969
{'hecke_orbit_code': 33554654, 'n': 970, 'trace_an': -4}
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id: 203970
{'hecke_orbit_code': 33554654, 'n': 971, 'trace_an': -44}
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id: 203971
{'hecke_orbit_code': 33554654, 'n': 972, 'trace_an': -1}
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id: 203972
{'hecke_orbit_code': 33554654, 'n': 973, 'trace_an': -24}
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id: 203973
{'hecke_orbit_code': 33554654, 'n': 974, 'trace_an': 44}
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id: 203974
{'hecke_orbit_code': 33554654, 'n': 975, 'trace_an': -50}
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id: 203975
{'hecke_orbit_code': 33554654, 'n': 976, 'trace_an': -2}
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id: 203976
{'hecke_orbit_code': 33554654, 'n': 977, 'trace_an': -58}
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id: 203977
{'hecke_orbit_code': 33554654, 'n': 978, 'trace_an': -28}
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id: 203978
{'hecke_orbit_code': 33554654, 'n': 979, 'trace_an': 72}
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id: 203979
{'hecke_orbit_code': 33554654, 'n': 980, 'trace_an': -46}
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id: 203980
{'hecke_orbit_code': 33554654, 'n': 981, 'trace_an': -10}
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id: 203981
{'hecke_orbit_code': 33554654, 'n': 982, 'trace_an': 12}
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id: 203982
{'hecke_orbit_code': 33554654, 'n': 983, 'trace_an': -16}
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id: 203983
{'hecke_orbit_code': 33554654, 'n': 984, 'trace_an': 10}
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id: 203984
{'hecke_orbit_code': 33554654, 'n': 985, 'trace_an': 52}
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id: 203985
{'hecke_orbit_code': 33554654, 'n': 986, 'trace_an': 36}
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id: 203986
{'hecke_orbit_code': 33554654, 'n': 987, 'trace_an': 40}
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id: 203987
{'hecke_orbit_code': 33554654, 'n': 988, 'trace_an': 52}
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id: 203988
{'hecke_orbit_code': 33554654, 'n': 989, 'trace_an': 32}
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id: 203989
{'hecke_orbit_code': 33554654, 'n': 990, 'trace_an': 32}
-
id: 203990
{'hecke_orbit_code': 33554654, 'n': 991, 'trace_an': 28}
-
id: 203991
{'hecke_orbit_code': 33554654, 'n': 992, 'trace_an': 4}
-
id: 203992
{'hecke_orbit_code': 33554654, 'n': 993, 'trace_an': 48}
-
id: 203993
{'hecke_orbit_code': 33554654, 'n': 994, 'trace_an': 24}
-
id: 203994
{'hecke_orbit_code': 33554654, 'n': 995, 'trace_an': 8}
-
id: 203995
{'hecke_orbit_code': 33554654, 'n': 996, 'trace_an': -16}
-
id: 203996
{'hecke_orbit_code': 33554654, 'n': 997, 'trace_an': 86}
-
id: 203997
{'hecke_orbit_code': 33554654, 'n': 998, 'trace_an': -16}
-
id: 203998
{'hecke_orbit_code': 33554654, 'n': 999, 'trace_an': -1}
-
id: 203999
{'hecke_orbit_code': 33554654, 'n': 1000, 'trace_an': 12}