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{'Nk2': 5184, 'analytic_conductor': 30.168363361059342, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, -1]], 'atkin_lehner_string': '-', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [9, 1, [2], [1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 1, 'field_disc': 1, 'field_disc_factorization': [], 'field_poly': [0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': -1, 'has_non_self_twist': 0, 'hecke_cutters': [[2, [1128, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 402653193, 'hecke_ring_generator_nbound': 1, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '9.24.a.a', 'level': 9, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [3], 'level_radical': 3, 'minimal_twist': '3.24.a.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q-1128q^{2}-7116224q^{4}+48863730q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '23.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '9.24.a', 'trace_display': [-1128, 0, 48863730, -1723688680], 'trace_hash': 690918642294987040, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.002', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.001', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.954', 'prec': 17}], 'trace_zratio': 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-
mf_hecke_nf • Show schema
Hide schema
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{'AL_dims': [[[[3, -1]], 5, 3], [[[3, 1]], 4, 1]], 'ALdims': [4, 5], 'Nk2': 5184, 'analytic_conductor': 30.168363361059342, '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': [9, 1, [2], [1]], 'conrey_index': 1, 'cusp_dim': 21, 'dim': 9, 'eis_dim': 4, 'eis_new_dim': 1, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 402653193, 'hecke_orbit_dims': [1, 2, 2, 4], 'label': '9.24.a', 'level': 9, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [3], 'level_radical': 3, 'mf_dim': 25, 'mf_new_dim': 10, 'num_forms': 4, 'plus_dim': 4, 'prim_orbit_index': 1, 'relative_dim': 9, 'sturm_bound': 24, 'trace_bound': 2, 'trace_display': [-966, 0, 22603530, 5266601496], 'traces': [9, -966, 0, 30861684, 22603530, 0, 5266601496, -34541441880, 0, 886716676260, -897511154628, 0, -6887770456698, 8701800356352, 0, 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mf_twists_nf • Show schema
Hide schema
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id: 5778
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '9.24.a.a', 'source_level': 9, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '3.24.a.a', 'target_level': 3, 'twist_class_label': '3.24.a.a', 'twist_class_level': 3, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 24}
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id: 5779
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '9.24.a.a', 'source_level': 9, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '9.24.a.a', 'target_level': 9, 'twist_class_label': '3.24.a.a', 'twist_class_level': 3, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 24}
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id: 5780
{'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '9.24.a.a', 'source_level': 9, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '48.24.a.a', 'target_level': 48, 'twist_class_label': '3.24.a.a', 'twist_class_level': 3, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 24}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 38750
{'charpoly_factorization': [[[1128, 1], 1]], 'hecke_orbit_code': 402653193, 'p': 2}
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id: 38751
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 402653193, 'p': 3}
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id: 38752
{'charpoly_factorization': [[[-48863730, 1], 1]], 'hecke_orbit_code': 402653193, 'p': 5}
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id: 38753
{'charpoly_factorization': [[[1723688680, 1], 1]], 'hecke_orbit_code': 402653193, 'p': 7}
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id: 38754
{'charpoly_factorization': [[[-1428263180124, 1], 1]], 'hecke_orbit_code': 402653193, 'p': 11}
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id: 38755
{'charpoly_factorization': [[[8220964044826, 1], 1]], 'hecke_orbit_code': 402653193, 'p': 13}
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id: 38756
{'charpoly_factorization': [[[-5989210330446, 1], 1]], 'hecke_orbit_code': 402653193, 'p': 17}
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id: 38757
{'charpoly_factorization': [[[-680005481275676, 1], 1]], 'hecke_orbit_code': 402653193, 'p': 19}
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id: 38758
{'charpoly_factorization': [[[15440648191080, 1], 1]], 'hecke_orbit_code': 402653193, 'p': 23}
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id: 38759
{'charpoly_factorization': [[[115094192813324022, 1], 1]], 'hecke_orbit_code': 402653193, 'p': 29}
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id: 38760
{'charpoly_factorization': [[[90829724501108800, 1], 1]], 'hecke_orbit_code': 402653193, 'p': 31}
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id: 38761
{'charpoly_factorization': [[[1297873386623227570, 1], 1]], 'hecke_orbit_code': 402653193, 'p': 37}
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id: 38762
{'charpoly_factorization': [[[5214036225478655130, 1], 1]], 'hecke_orbit_code': 402653193, 'p': 41}
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id: 38763
{'charpoly_factorization': [[[2410434516296794108, 1], 1]], 'hecke_orbit_code': 402653193, 'p': 43}
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id: 38764
{'charpoly_factorization': [[[-23132669525900803824, 1], 1]], 'hecke_orbit_code': 402653193, 'p': 47}
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id: 38765
{'charpoly_factorization': [[[-44512631945276522850, 1], 1]], 'hecke_orbit_code': 402653193, 'p': 53}
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id: 38766
{'charpoly_factorization': [[[-323974479000840790476, 1], 1]], 'hecke_orbit_code': 402653193, 'p': 59}
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id: 38767
{'charpoly_factorization': [[[199406203121599312522, 1], 1]], 'hecke_orbit_code': 402653193, 'p': 61}
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id: 38768
{'charpoly_factorization': [[[646392500721161158996, 1], 1]], 'hecke_orbit_code': 402653193, 'p': 67}
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id: 38769
{'charpoly_factorization': [[[3551461551813260928312, 1], 1]], 'hecke_orbit_code': 402653193, 'p': 71}
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id: 38770
{'charpoly_factorization': [[[-3353187900182300778170, 1], 1]], 'hecke_orbit_code': 402653193, 'p': 73}
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id: 38771
{'charpoly_factorization': [[[6872134095241809038320, 1], 1]], 'hecke_orbit_code': 402653193, 'p': 79}
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id: 38772
{'charpoly_factorization': [[[-1169769717495414820644, 1], 1]], 'hecke_orbit_code': 402653193, 'p': 83}
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id: 38773
{'charpoly_factorization': [[[-23457212631337905637974, 1], 1]], 'hecke_orbit_code': 402653193, 'p': 89}
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id: 38774
{'charpoly_factorization': [[[30603881563463466110686, 1], 1]], 'hecke_orbit_code': 402653193, 'p': 97}
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 1, 'label': '9.24.a.a', 'level': 9, 'portrait': 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R/8wFsNif+q6881wBdXmowNCXw/+7mLl67c98Lzn5Od7vp9Kpsz5laHWetI7j6oCXyXZ08kdHSb73xQE/tVZlcUnQ68fC4mVR3+2odbHNnhMb9cZbVhsVJXrNQzFlcTZldTltsJtYGA+2/scPdBsKSLrWyW1h0WVg0W1wXdEJJE41iakpMyUE3QwPRiQqsDO8ZMSm5IlgkQFh1fs308ZK1hQCaJE5NGB8IEMjLWmxFbR03avkKoDKFDKo7J9i0Bja5get4g1QZDFUnZEdgmJImgG0oW1yULaxlL9QTbDsBMuOdwh/tuEIxUXFbXK8wsOSyswko9Zr2ZstrKuLaecXhvg7/+oQCSEV5+s0LbT5hbyejqNh97Z0Ds13j2dYtuEnLnwYjVhsH0is++7UOJocovfuD9H9ITW/e92Girn9k5ESPUwFsNlT/2Um/1L/DHXaeO/za7997JT/zVv/Ozjz/13N8+feKre+eXpndKkUjHNNDEdP0SLb/D225pMVjyuDJjc+xixN1HfLaN2gSxhchgfsXg6EXBjfvWuGFnQNkFyxBYpoFtKUqOxDMk3Y7J+SmHJ49bTC+HtJKY8zMhY0PrvP/+OjfubXP7wSZTqwmrXYFnB1yZz2i2ShzZLWkEKWenFGXP4PQ07JvICKKUILUwjJiBMpybsVFGiikTDBP8UHLnwS5+V3Lj3pSWnzI9X2bXuKLkRTTCjNFal3qnxaeehjeuppy8GrBjYo2bDrQYGIx4zz1tPvJAxp7xMmlc4+pclSuzJteWNPPLEbMrKZeX4epazL4d6/ydj4U4aphTlypML2jOTGlC2eaH39Mh9od5/GWTs3Nt7joSY0qH9W5IEJeIwo40VXPnuXMzu6pueNe+vVtc0x5+6v/7jc/wxT/43bcaMn/k9eeygn/lS5/i5MVD6tvufvkfn77Q/IdH35hTt+2bpxt4nLxmctveFq4TorJxnnjZZOe2JfZsNZhbGOJrryXEqs1PfjikbA3w6pkSZ65EnJ1JCWTEHYfW+djbQnaOlmh1KizXXVbWLVabgvWmZq2pqbc1LV/TCjO6QcJQJWb7mAYEtpkxu2wipM2OUcWuiYyJ0S5L9ZATF8vcti/Dc+ucujRIuRQRRSZDAxo/gEPbA3776RoHtiWEYcZwVRKnPmXH5vRUgGuWuGV/wskrEUtrFluHbHZtge3jEUrFzK6CZWYIkbFjLGGgLGn7Np2uSatrst5SrDdgranzit1MWWrBepCybWuH73xgnTv2WmTpEGeuVjl1GY6dD7HLXf73j7QhGeGpVy0W1tfZsw22D9d4/KhAWcuYVolbdsOZqxbdIOBtRzwyZ3eamiM/+7d+5I5/9oXHL6QfeN93vNXQ+abrzxXAr109jzQ8V8SXt796/M3v7LSv/vPZhQXqbQdDKCrlhE7X49mTGdJq8/2PJIhkkGdfV1xY7HDLPpeoKzl5JaYy2OFH3uvTqI9z4oLBzGLIzFrGTAMS0eE77m/y3js1u7c4RJFHvenQ6Fg024p6R9DuCoIwI0oy0hSUzLBNcO2MWiVjdDDGMAMuL0S8eclGJyUevSvCMBu8drbKzi3wlaMJbztis9z0cQxFksYMDkASmxhmwtqax/23tvjKS2V2bYFjF0NMPN51pyYRPm9eTrk662BIi7EBg4GSwLUFliVQAhINUZwRRNDuZjQ6mnZX0+hq1joZfpqyY7LLe+5p8h33RpBUWFwdYGapxNSCwcnLAet+kx96X8iwV+ONC2XCuMmtB30uTg/zzAmIVYsfeFcXmyrPvWHTiCIqroEhQ1bWI4bHd7Jj667/Y2z84O/dc/PktWY78G+44eBbDaX+9ecG4FevXGFyyxbrtZOnf3h+9vQvzEy9LJbWfHlwZ0C7a7G0VuPZN30+9s6EbqfGV4+laKPN9z4SU7MrnL7qEsYSNCyuJsytJRhGwo4xB9swWGvErLcS1loZS23BfFMzUO3ybbe3uedgwo4xRcU1abUdbFMCiiiRaC3QGXQDQGgGygEX5zJ0FvHVYyXCrsverRb33tgl1g2ePV7jln0mFxc7NOsV7r6xy1Ov2YwNZpydzvjr39Hi7JTN2KDkyeOKew8p1rstrswMcsv+iGff9ElCj3sOW+zZFuAnHZ54TUEquDxrUPEMDAFdX6IzQaoz4gSQGsPSNDsZpXLMti0h9x3q8vCtKUNlm6W1KqsNj7WGxWrDYKUucOyQXVsDlLCYW7GZX8kQRISx5PR0ilfp8r2PhBi6xldfcegk63zXOxOeOT7AUjOk4yfsm1R046q+/85bsiOHDvy1gdHDv9ZpLUYH9u97qyEF/DkBeBKnMoq67z/52uf3Lq1GH3/quedMQxksNGHbiKBkwWrD49x0zPh4g/fdZTEzX+XxV1PMUosfeV+bHUMuy+sVFtcs1pqKeguCMMOyJIYS+IGm7ae0OgltX9PswmobltsQpyE37fcZH0zpdDPefXfIznFNkkoMmRHF8MwJh2vLDlsGEk5ddkB7HJxU3HpAYztdXrvYZWW1xA07S1RqdV46aXLHPoe1boN6vcL4eMbRs4rve2eHV88aTI6arHaa1NcHufVQl5dOpQy6NW7Y22G52eTomRquUeL2Axn7twcgO5y4KhgdjFlaiXn2hEkQK6TMu7k7t0R8290R7Y5iYkBz6z6IIo+1psd606ZZrE7NjqDVzX3nhgLHyr+vtxPqzZTFBiw2EybHO/zwezUlNcATr9hMr7Z49/1tJmtDnLlqsN4Oce2EybGY+WUbIWJ273swbvnW3/3ej733UrnkfdE0Tf1WY+stB3iWdUiS9IdePfr6v/76M08NJvEcZS9BKcGFmRKRTrhtD6w3PC5eSzl+KWD/zhYfuM9jYanME69qrEqTOw+1+fa7NbaqMLNUot6y8ENJnAqSRBBEgm4AnSCj66d0A003SPHDjHYA6x1BJ8iIEs3wQIJtZ4DAUhmGFHR9hcBkuGqwc1ywZyJj+9YuYdrmsVcV5y6VeeQ2m7tvrvMbj2ksMcB3vKPLF15K2FqrMDnR5enXXL793ogn34BdIw5bxtb50vMe3/E2E9Ne5de/VOG+wx4P39XixHTA144aRGGJnWMWuycEO7akjAxESBnTCVKU0hgqAzI8O2OkBlFs0u5a1NsmncCg6ys6gaTjQ8fP6AQaP9CEUUqSQpJmBFHe9Lm2Csr2ed99Le7er/CMIZ54xWGh0eSD71hj/9YKr50Z5sK1jHrH56Z9MWlicmk+BgE1z2TH5AQ33/LA+u59t/8tJY1fnxj33lJ8vaVmq9nlDvMr4kdff+2Vn1u48oXB+YWAmVXB5JhJqlO09vEcRbm0zs7xDEOVSVKXk1MZXzYDHrol4OY9Ns+fKvOJCxYzq+s8cusad+5rEoRl1lsu7a5BGCn8SOEHkm4g6YYGfgBBlBFEmijOiOOMJM1fUWKRaZBKYBoCxxLUyoKBMowPaybHugwPNHn8NXjudROpqzxym8nNB9u8cCYmCirce7Og6fssr5W4Z79muNbFNWyCRLHSilFacPN+A68ccvy8w9tvrXL3TW2On1eQVbntsMWPvG+dp96IePLVEmevOWwfUYwPugyUPaplcG0wjQwlQWdw9qogTQVxIogSCON8FQvClCDU+MUrf98ZQQytQLDaEXSTiNsPNnn4Vp9vv9tkbnmQ599wWWl3ec99LfZPVDhxYYgzVzNOTYUMD7WIYpOSE3Jop0GaCraOdLk8M89nPv/lwR/4WPR/33bXvUaWNT8hRPV/PoCvrK5jmdmPfOax537u/JtPjI5X6kSqzOFdmorXRWQ2T72uWOlEzNY1f+djy9y6X2IqD88pMbtq8vo58EzJni0aU5k8/coIz53wueNAk+96YIUjOw2UdFlvunRDEz8w6YYGQSgJonwyJ4wlcSJIknypzx23+abSMPIl3HM1g+WYraNdEjpcnIv51LMOV2ZK1GyXOw4b3HNji6MXmnz15Qp37XPYvqXLbz8tUMKmUo5pdEJ0BkrASKVLq22hE5f3v22Z3/2Kx54lh/fc1SWK13j2zSHi1OHOw6O8544W+7Y1+drxLidnPE5ctZgclAxWBJ4tsMz8IZQChMjQGWidESfFwxpnhHFGGGmCGPwIuqGgGUnW2iDNkBt2t/iud7S5fa/AMSpcW6wxveChM8kdBwwq9hAvnXQ4P5VxajphLQz4oQ+usn+LzXJ9iKdfcxAypNlxqJUiWosNnn/psdGhge7Pbdnx7qzbafyKV3prJon+TAHeCTJME2Gpvdkv/O5TPzhZCT5++cLZ4ROX6jx4q4klFMuNhKV1k8M7bHaNGjRagmNnhvjdZxr80Lvmsa0RBipl5lcc2r5AIBgZAEGCbcBsvcRjL7scPdPhniNNvu/hdW7ZXSdNHJLUxg9tOn4O9DhWxIkiSQWpFuhMIMiQIsO2NJ6TYFsRlhkytxbypWOSS7MWV2cHUNpmzxaLQ7sUtx1soewV3rxcZmvN44bdMD5SZ71V4chWSaIzHn/VJuxKaqWEd90Z8MVnY64tljmw12ShEXD6ism2sQFu2rXCCyfbvHRaEEYWB3cNcnCbzcHJNpcX1rk0B6+e87h4pYRnCGxDUrIzHBOkzDlnluUPa5JClAiiFDqhoBUKWhEkWUKahdy2t833Ptzm3kMZQ2WP9UaVa4tlFlZtltZlsbKZvLxkMLeScnkxZSXo8kOPNrljX5W1eo2rc2XCWHBkT0SqNb5v49gRQ+VFvvLYy6P7DzY/fnivTrLub/7Gv/tkh5/60Z/4MwX4nykHX6mHmJb19uWFN3/lC1/+5ODUVH3k8PaYU1cdLi4mvOduTRKa1FsmQxWTbghzyynTiwmLzQS71OEH393ibYdt5pZqrDYcGm2D9ZZkpa5ZrcesNBKWm7DYFDSijHIlYLTa4WPvaHFwW0LgK27YlTE2oAhjkzRVpFqS9cAtNaaRMr2UcXVR0PA1n3/BY27VI4tMBhzFxJDBjnGD3Vvhhj1ttFzlE1/2WFuucddBm2+7u8kzp1s8/fIgD97scsP+Jr/2eIKMavzgexJiucZvfrnKTTvKPHhHk8dfb/Pi8WEeuc3irhtCFpqr/NpXbGRS4vAOk10TJrsmUiZGulQrbaLUZ3495vMv2Kx1baYXTOYWLUwlkFIiEOgsI9UQ64w00QwMxdy4q0sQJhzaFvDRB0KGKiY1z6XreyzXPZbXXZbWTJbXBSuNhEY7odnJWG1nXFtPufemBj/0Lh/PHGR5vcrVeZPZJU0QaoZqKeudjDCJeM/dIZdny5y8qrlhV0xlYKTh1Xb81R/9SwufvHp6gl03/NmB/M+sgv+HT/wWw53fED//yYFdV6/N7J+fXuLOg4JmV3PX4QBDlXjqtYA9E00evk3iWRatrstA2aJSsqgtCi4vVPiFP7B4c2qdb79rgf07PDp+mYVVD8cyMZSFlGDIBNfMaPiChu8yPefx8d8ZIksTRJpw25EOu7ZEJAlorcmyvIkjhUAqgWFanL9mcfaSQ8kxKFuSYU8wMiQZHTSYGFHs2JJyYEeDVKzx7z5bYfpajbv2mxzcmeInbV5+06bmmgxVM2rlCM/NqZDWkmagWO9krDVTmh2X+29ocOxsl3PXFLWKw52Ha/zY+9f495+D45dKdPyMRttgab3C+LDH6EDAjqGAn/5Yl4rX5ORVOD8jMc0MpTKE0ECW/y+DJIGd4yn3HklIIos4tdBpCT+0mV+xabRt6i2TlbrB4hosrkYsrCYsNKARaoYGO/zIB9o8dJNBEo9z8VqJqQXB7FLM7EpKO0wwHc0jd7bYOeZyYbrGq5dSto5krDVh1/iV2p4t6S+fOrY7Gdv/489m2Y8vx5BafwZe8z8TgD/2pU+zZWxc/cGLFz+kW+d/qb08w007HWpuTL1tc3La54Fbu3CswtFTBscudHjkznXuPtTglgNlxoYqDFUsym7ClXnBF58e44lXujx8W5P33e2za9Kj7NVQskSSmmQZGEaaN2XcjCAWBLEgTCyi1ObcJY8T5yBlE+cWYEqwVO75KNtwwxaouFAtSQbKiqGaweggbB8P2TLSIM7W+XefrXL5SpVbdyt2T0r2TNb5+umEpbUqt+2SDFQ0juVjS5tMCZJUIrKMJI2odxyW1kxuPehy8/42Lxx3GBsQeE6ZW/drfvJDa/w/n9OcnivT6GgabcVK3WC4VmKg4jJQqVLxYkZKMTtujbDNBNNIUCpFivyNZeQPVRwrllcM4kQRxYogMggiAz9UtLsGzY5itQHzKxGX5mKW2imDQz4//GiDh2/WeGaNK3MDXJpxuDKnuTofMVePsbyQu2/p8ujtGaao8urpMs+dDLjzxpAgqNDqSs5P12i2573qSO0/qdrV1tDwxG1R6M/8WWDvTx3gl0/9EgPVlrpybfWjUbDy60Z6yRkdsHHtFNNIGRsweO6URXSgzr03O1imw6krBp9+0uOrxzo8eneLW3b53LCnhuuUMJSBY2bMrJX5vac8nn69wwfvb3N4hyDDxrZMyp6BFALb1ESOJkryZkiSalJNzrc1FNhGCFASDAmmCbYhcGyBZ0tKnqLqSQaqgtHBhB3jXcqlBp99MeLZNwdprFa4cbtixxaTfdsCUtHg8Vc9SqbByICi7AW8eZl84n5bRjdU3LQv5sY9GYsLKSt1Cz/wePSONs+f9Lk4pyi5EtuqcGS35p/94BrPnPb54jPDrLUydoym1JsGtYqiWjIpeyYlN8OxNbalsY0UQ2VIme8lEJBl+fvVWhCnkiQRxIkkSiRBJAhCSccXBJEGoakNBdx3Z4MP3BcxXnVYWKlxdrbE1XmT81MJV5dCUhVw321d3nNnwki5zLXFGqcuGxw7F4MVsHPU4usnDAyl6UQmDd/l9aNT9vmZz+JUxu7v6tLv/7P/91PpP/7J7/qLDfA3zg9IUwXfXbMv/odOfdqpdyqUSzBcS2m0HZSwGPQyXjuf8pG3rxPHoziWyZZlyeUFg9/+comnxzvceaDJ4W2S8eEySQqOlTBWlSw1K3z+mRJPlzKObIexAXBshVICN9F9NSFNM1KdoXWuNPTQLYRASlBSYBgCyxDYlsSxJSVXUPEyamXN2GDIyECbJGvw6eclv/aVIUYdhxu3C7ZvMdk5odmxpc5nX85YX3c4OK4YqEDZi1makizXbaxdEMaCkaqkVoOLVzPqLc3iqsO+nQ7vvK3Nl55zGCqDbVkoWePIHsFfec8yplzmCy8McGbOYawVM1pLqJYUZVfhuRLXNrAtsE0wjCwHuQApireagUaQpj2g59QlTgRxAlECUghu2qs4vBsGymWSyObNSzl9WW0oFldTmkHIfbfVuW1/wvZhh+W1UY6etplZzLg8G3NlJeajD3VpNAcYdEAZgtWGxjIEIwOKN85dtoeH419++I4dRsUzfwf4U20G/akC/Nc/+Tmagf5BI7z2r+rxtcquyZQUwbELgsGyTzPU7NrS4WM3hvzyVxKU0eXGvZKSO8hAxWRkQLK0pri2avLMsYg4MBiqCIZqJrYlqQUp44MZSaowlKBkS5QUWCZkWqEzRZLmoE51Lp9lPU5CXrmFECglMJTANHKAODZ4jqbsJtTKCSM1n+GBBi+ei/jNr7qcv1pjZ9VkzzhMjltMjsGB7S26SYujZyu4ymRkQFErQ60cMlBNsCwDIXJK5IcW662YRjej2UlYrltsHy9z98Flvvpql/NzFTw7xlQWQlTZs1Xx/Q+vcvuBZX7zq2WOnqqx1jEYrSTUvATPkbiOwjYFtikxTYGhJErlAEeIXF0BsuIBTzWkvc8my8g0KCXo+CaXZ4awzIw4EYSRoBMIOn7+Gd60V3H/jS7trsfRUzYLq7C0lnJ1MeXyUop0Omwfa/GJP2xzYFvEznGItMn4gMEr50xmVlPS+Grl0lXx7z7w8D7rzdc+92s33v6nZ9L6UwP42noTJeWP/uonf//nzPDy0PELLqODde461OLO/TVev1DjzHTEhemYN68oLs3X+PlPhXzbrS1u2hEyMVLl6lyJpXWDXS1FEFooJbCtXBKreDmXjNMcNIbKgW2beeNDiHyDpbNc/st07sHefOWVGwyVN0wsM8OxNK6TUHYSBiohW4ZbLDW7/MLnTR4/Nsh6vcTeEcH2UcHWUYvJUcGuiQDDavC7zxpcmSmxf0wyUJZUSylShsytZNiGzKtpJohigx2jLV4lpdVV1FsZS+su+ycdPvyOJr//NYupJRvTiBHCRGcl4kRy2646O76nxePHu/z244O8NlVi64BguJRSclIcS2CbAsuUmIbAUHlVFjIHeA7y/PPKP5vi++LzUFIQRpJmW6KUIMsgTjVxrIlijRDQ7Zo8fWwQP8xothOW6porSxnCCrjr5iaP3OazfcTiw+/oMjmiGCqbnL7i8epZwVq7w/vu7jLsupy4eHEojoc+fuSW71NR0P6E5ZT/4gB8pd5EGuZffuml539ucfbC6ORwxK37bI6eGeNT8wEP3d7gXXe5bBupcGnW5dLVFCPWnDxT4szlgF0TXd5z1xr3HmyzY6LEat2l4xt93pxlgqTo2KWpQANSZHlzRmVFZc5b7f0buAnboli6pcr/fVNpLFNjWymunVB2Q4ZrHfzY52tvZnzq61WOnqoxYJkc2ZqxZVAyNmQxMSKZHIvYvbXOySmfzz8/QlUZjFQFlZKg4sU0uylfedmhbOW/l87ADw3ef2/Il1/RNLsZzY5muW4wOVrmO+7rcPRcm7MXLUp2gpIiB7n2CKKc63//O5vs37LM7z7T4qUzNa7VXcYrgqqT4Vkax9BYZv7Q96q4LFarfinfBHayYjWTAqOga0KK/sqXpJokzR+KxbWcz7cDWG5BRMTdNzV5911d9oyZOMYgy+sl9m0xmV9RvHYKTl8LGR7q8rGHBGlU5eWzGciE46+fG83U13/ujjvfrgN//Vcd91s/2PwtBXgYNKk3ulRs+QOPP/viv3zx+ceHRst1Ls/U2L6lwXc9lPLM6wP84TOK0aE27783YffWKpdnTZbWNSv1hLk1l8tTNv/qSsQNu9u8/+5V3nmzQAqHbmATxYooUSSJJE4kaSrRBYh7wBVkGwr/5qJdAF8KUFKjVIZpaCwzxbZiXDui7Pqk+Dx1XPLJp2uculpFxDY7BzK21DKGa4qRQYvxYcnESMz28RYzK23+4xdLJKHL5KSgVjaolKDixQgzouWXqJUzhCiqYiIZtBWJTmjHFu1uSr2lmFtxOby7zI9/e4OP/47N9EoJQ8XFg2GQJA5BJBkfsrltb4sbd3c4PT3Hp77u8tXXasw3XUq2omxBycywjAxTgSE3VrUexv+oq/fnOW/fAHicFjw9FQRJRjMEZUQ8cFuT99/d5cgOgziqsbRWYW7ZYWldsryuuTyXksgOH36owXClwqkLFZ55M2T/zoQdQyWOn2kSJo+Pmob+lzv2PJjMzS/8J8vyGBn+1rX2v6UAb7V9ymXvA6+/cezfP/v1pyqmWGf7ODiWyfELA1yaq7NttMNtez0ee1US6wY/9GhErTzA9KLDwqrNYCVhtJ6ysC65eMXi/74a8fmX2/yV96+zdwtsHTQQWISRSRQbJKkiSSWp/obblhWA7t+8rLh5WWFS0hhGgm0lmCqi5cestGL+7Wcdri4PcPxsjUxbDLmC0eGM4apgqKIYqpmMDUnGhxK2jnQZqtV5/HXNa2dq3DgpGChLyp6k4mlKboQwQ2zbwFAbtClNJX5o4AcxiRa0fU27k7HeMllcq3DPgQ53H27wu086uOsKQ8ZAAfLUIoolfmgyXHO4fU+H2/d2ePWBeaZXJL/51RrLDY/ZNRtLSUqmwOrRMLmx8ewVAXH9x1X8nNwiHGtBnAqCBDpxXnVHql0O7/X5sff6HN5uoNMaC8sV5lccFtcMVtY1S2sR08uaQAT80PvWODJZ4SsvVukEDd53X4QlBzl+XrLSzBhaavLSC08Ptbruv7/55jvqQdD9/LcSk98ygH/9pXMMD4+pf/+J39t75eq5ikhWWWzZPHm8y4Ed6zx4m8dLbw7y8rmYm3drbt5p87WTVdJsnZ/60CK3VmtM18osrJgMVhVD1ZTR9YTFus35yw5/49/XEMLnex5eZ6LWZceY5p7DmjQ1sU2JELLfkQT6X0WhB0uhETJDCU0YazISkAmnr0qOnTP40tEyp6+ViRKPsqEYcTMGSxkDXpbr4BWDwarBUE0wPpgwMeKzZaTOs6dCfulLo2ypGYxUoFJSVEqCspfg2iEvXsg1Z7NEX7KLEoljKG7Z7/PKmzU6PrT8lEbLZLVhs7Q6wI+/Z4nZ1TVeeWMEUwIiRgNJYhDFJmEk6fgGA2WHWqXE3fu7PHBjl+95cIVzM5ovH3U4es7lwpUSiTAIQ4UfK5SUOVVBXlfN+3vvLN90CpHiWSlCp9x1pMP20YAtAzHf/c4EshJaD7C0WmZh1S2ADcv1iMW1hOmVjMwM+MmPrnDfQY9nXhskigPuOJSxsDLI107B6EiDdx7MsIXN/PI6A1ceq9hieu/db/9BFXfOpGbp8J8fgH/tpTfAqVjPvvjCD49V2//qbHeJM9MJN+1OsWSVx16OeO/9de6/1WG17jK3alF2U/aMGjz7xhCus8pH3rbC/u0+WwYrzCy71JYNyp6k5MRUnJSVlsGKX+OX/rBKGMYMDfrsm/QZLMd85zs7bBtJiWOKDWW/bheVqqjeUiOU4DNfdzl5uYQwDKbnPeaWPBxXUbUFtVJGxdFUHCi7gqqnqJQVA2WDoRoM1xLGhgK2jrZIswafeb6C3ymxbzKj4inKnqTsaspOgmlGPP6KQ9iVmKMgCyDFiaTkKh690+e51zWdUNLxU1pdg0bbYHHN49CuMh99W4vjpz2m18soqYG4oA0mcaoIY0kQSTqBQbNjUXY9Sm7IocmAuw4EzCw3mVpoYJgpJ64Y/P7XPYRSBReXZPwRCNeaOM7YPhrzsQd9BkuwbxJGawYd36PRdmm0XVbqLotrFgurgqXVlLnVhNlVTSNM2TLe4aMPNHnwiM2Fa8O0ugamYfK11yRrrZDR4ZB332lw6mKJ2Gpw700hZ68KzHLyr4YuPN/dt3/s11prR6PK0F1/PgA+M3ONTKzsN/XVXxDtp+UNOx1Kjkmj2+W+WxPGB2q8/PoohtPmxl1tssQgQzE+INBa8cxrozz1Woe//d117tjXZfuWEltHylyeK+GYFkpGWEZK2UkZ8UTeOAgsXjs3QKJTnng9ISNFpylZlkKmCzkwX3jzG6oQQiKVIokNlDYwDEnZhl0jGSVT49kazwbPFpRcSdlVVDyDalkyUIGhasLIQMjESJuUOv/2DxxeeHOUPUMw4BXV25OU3QTPjSh5Pq7rYSuJkgUHzzFEHJsEvsAPU9qhohPofBCjraiXLGaXqtx/OOQnP7bEv/59g2sNGyE0WRaj04w4MYliSRCadHxF2TcoORae6+DZHo4dU3YjbtsXYZkxd+xL+EsPdTFUgpQ6f9g3dTvztr4g1YokMcgyA1O5JKlF27e4OmvhR7nXvNUxWambXFuCK3MRVxZSIhGTyJD7bu3w0x/zydIal2cHWFpzIMsdj1454a4jCY6q8NQrFtOrLR6+I+XVMwNMLWQ8efwV+ROW/oWaU3++3gpPfSuw+d8N8K89+WlGh233tZOXPnT28imxbURxbckk1qAx+NrJLu+7K2PnRJnXzw9w9nKG5wgqrgBMlExw7ZSFeplf+pzNZwZ8Dm4PePddK+zYErLeHKLRNtAZWKamHGX4kWbYEwQxhImgm1gEiSDWkOiMNGNj40leOVWhEJgSbDfDNTJsI8U2wDbAsTJcW+BaEs+VeI6RA7wkqJU1g5WEoVrI6GCHidE1fulLmt/+6hjbaorhsqZSUpQ9RckDz81zChfWNJcXbBwrt99Cz+knCCKDXeOa8eGAVmDhB1lRxSWNtkHZdSh7Nf7SQ8tcWVjklz+/FUMaZGhSnZLojDjZ5HUPJV1H4gUGrm3i2inNdoJlpVhGgmXmnWNDpSipEVL3O51koLNiPE/ne5o4NghjgzBWhJFBECmCUNENFR0/nwxabyVMrwZUh3wevafDoUnNaMWm0Zxgac1luW6x3pR0w1zWHR90mJkr8foljZ+2eM9962RZGalg+7ggjDNOv3lS+J30Q07lwOXf/4Pf9z/64Y++tQB3HGHNzs/+/Vbj2t8vW4m8cM3FsSVZajG7YDG1bGEYLR68ZZVvf9Bida3C4rpN25e0uzmYyl7KYClltWWxXDf5+mKZy9d8btuTgU4wDJNKKW9k5P5mTRjT9zrnrfiMWAuSXiu+16mk14rXGAIMlY9qmUpgGRmWmXcvHVviWBLXVriOouxKyl5GtZRSKycMVkKGB7psH1vj6IWQ331mggHHZqysqXgiB7crKTmakpNQ9kKOnocT5zz2juTVu6/Na4EfKu44kLFvu8+rp2p0www/SOn4RgFyE89xcZ0a3/X2dU5cWOaVs+OQKbROcztskpHEWeEtyTeuXpDhOgrH0tiWiW2lWIbGNNPivWuU1EiZT+cLegDP+wVpKonT3LsSxrL/d4eRJIxl7qGP8k7oxIhg65aMW/cnbB/x6PgeCysOKw2DRjvX95udlI6f0vUzFhqw0uqyZcznkdsTHrzRY2re41TDIkl8Du2SzC1padgL/3hye9my7fLPAtFbBvDA92UU+f/k60/+6t9aXJ62HNfFsQw0CffelLJj3OXMVY9rMwa/OR9w494O9x5Z4s7DLtOLVdabFo22pFkyaVcMhgZStgUaP8zwQ5OpOcH4oKJSylvnqaNJkowo1puAnn8fxaIYwYI00/1mRk/6UhKUEH1t2DIEZgFu25TYlsKxFa4t8FxB2c2oeCnVUkKtHDJU9ZkYqfPKeZ9/8utjXJutsXtYU/Og4ipKrqLkQMlJcZ0YywxoBhlKKkyVIeWGypPq3HQVJxYVN6abaLphPhvZDVLaXUnTVXhtG8cus3M85p/9cJP/8zckL58dI0OhM02aapI0IUo0Uazyam5L3FDhWBLbyvK0W0NjmtkmgGdIlXtV+h3OLPfEJ0nuV4k2ATqIZFFQRN/6IIBqWbFlqEKrWebYiqAb5J6Wjp/R7qa0uinNTkK9nXFlJWNyS5f3vz3ixl02Ug/wzDGbM1dhZi3mjkOaILQQKmBxacoKk+rf/fEf+Xaz243+D8+z/sTt/D8xwKfm11hY7/zss88+8zdaCwvO/IrNtok2ofa4spBwcGedt93qsm18iIvXbM5PWxx70+HctQb/2wfXOLAjYX65QrNs0ewYtH1FJzAIwrwy6ywHpWnk/E2IrFg+KQCdj5uFvVesi7GznJ7oTfp3rnuLHORK5NqwkXf88pfCsfNIBtfOKDmaspdS8WKq5YjBis/ESINXznX5P39tmPPXBtkxmCssZVdS8mRevd0Mz0nxnJg4jfitJ8tIpTBlhhLXd1eTVJKkJt//SJ0nXotoRzbdAuAdX9HuKJq2gWPZ2GaFA9sS/vmPrPGPfk3w0qkxdCZJtSZJNXGSv/cw0oROTiVsW+CYecSEbUrMniZu5A0x1avgxXO3AXAKE5YkiCAIBUGUF5XeWJ/W+YrU8QUr67I/MhcluTe8N+/a8jOaXZhal0xuafBDjyYMuDWm5hzOXxNcnE24vBJx64E6B3ekXJwtYzmwc0Rw9sqMc/XCY3/zjnseFFm29DNCjP3ZAry1NkWm9d1Tl466a/U2N+7RrDaGuHwt49qS4Ne+OMAthyIeum2RA7s8Du70mFm0mV03OTMdcsf+RTwnZK3h0ew4dIspmyCSRPGGrp03ZrJ+5UuLKZUwEvihQTfIl/YgSomiLOfgxehZj54IsQFuo+87kZimzP0blsCx88wTz04puTm4K6WIWsVnpNbk6Lku/+RXBzk9PczkgGCotImaOAYlJ/evuE6Ca+eRyXNrA5hK5JxX5M3y3iYzTSVJotgykJEkMa3YwQ+zfHYySGkHErercCwTy3QwjSoHJxP++V9e4R/8CrxyZpRUyxzgaUacpEUl14S2xo4kgZXTuny1AtPIKZoqGj+y0MUhN2LpNG/qhLHAD8EPMvwgIQiLApIUprVi/y6L5hFFUyhKMsIooxtCO4R6IFltQyfu8q5daxw9P0KrbjO3kpKpAK0CfvA9EXcckJRtC5HZnJ0yOXklYutQmxdfOe561T13//dklP+JAP7Si09QcvB+7zNftoZLq0wMRHzlFYv9Ozp8+AGPyzNlphczLl6KefFEgu10eeTOdd5zV0DwJjxx3OXklZT7Dre474YW2ysOSeLghxZBaBLGBmnRvNE6b8VnxfdJmi+hQZhPizc7kpZhoHyBofKKpje3nwVIKfIKrmQB7vyVe1fAsTSOneEV/NlzYypeRK3kMzzQ5LWLAf/oEwO8OT3CRE0xUtJUXUHZkXiOwnMFrpM/HHmrP+KVs4JOYOEoCjDlHLw3hJBqQZwYlBzFPTe0OXq6QjemoGcpXV/RthW2pbBMC9PQGKrGoW2an/+xZf7eL8JLZ0eJtSTWOp+/TAuQxVlBUXR/leq955yi5RtuWYC8R1PyzxeCCDq+pt2NaXdTukEO3DgtNvE6r/hZsVImWpDojDAWdON8LC7VCRW3w7fd3eTtN7QZG0x47NUWr11J+bY7Ex69K8JRZdYaI1yasri2mHFxLuXm/es8eLPgiy+7uCshlvG4dfiWd3pf+vIXuu9777f/6QP83JUrDA5P1F5/6Uv/caUdvN2uwoVZi8W6w1I9oFpZ49YbLA7vLTE1a3NxxuTivMnvPxnz/ImQ87MmK02TLIXPPRcxPtLlroMdPvS2OgaK3ROCcTsfJ8syiZSy8DNLdCpJtCRJc/Wg1bVYXrPJtJEPEojcm5L1upgiB7Ys6EnPMWgaYJm5KuNY+fyla6V4bkrJiSm5IdWyz0C5xRuXQv7RJwY4MTXKeM1gxNNUXSg5gpKr8FyF16/eKY6dUPYCnj1h0Wg6DAxstMnZBKQ0FcSpYnRI8dDNHZ49pvGj3JO9AXKJY0oc08A0LAzDRUrNoW0ZP/djy/y9X8x46fwosTaIU93fbEeFOcqOJLYli72GxDQkhpF/JobasAlv/t3SggJ2/ISltZSlRh6rEcT5bGeqJUlG4QvKEDJDkxLEGa4Xs3fSZzsRH35bhzsPaLYMSTzbIUkVh7drLt0dMTFks7I+xIkZh4vXMq4uRoRpxOG9Xe67UZClDkd2Si7Pp8Da21eWpn/lIx/+4E+sLp9vDI8e+NMF+NryIq362t97/dSl7y7LRVpthSk87jsgWFhTfPk5i5dPdXnotjV2b3cYG64yVLW4Oi9YqhtsK2dscXNfgx/b1Ncc/vC5QT7zTIwi5uG72mwbieh2EraPJTx4e0TVzUhile/0dT5DmWiDTNpkYoBUVxBIDAVKqVwalGwCNiiVf7WMDNPIsM0sB7itcQqTlefGlJyQshcwWG1y/ELI3//FYd64MsZozWTUS6l6WQHuono7EtfOcG2NYyd4dkSiQ9qRjVASs1fB+xxcFHZVmftpYpOSFeR2gchhoAfyIKVrqeJIFIlpGJhG7wDajCM7Mz7+E0v8//6D5qVzY8TaIEwFUVpsuhOBY2rCuKcUaUxTYCqJMgSGzB2DG6tLofKQV2WlQKuEyEjQjkZZGqtwu2VZRpZklN2Et93hs3M0ptMVTA5r3nVHCplNnJSJYov1hsVCZBAnkiSVWNLg9GWLq3OCM9MR3dhn60TIQ7dqRsou07Nl5tcUWaYZqKScudSmXL783efPnrmcJPE/+FOt4PPz82zZsmXHL/3yJ26cnp7GkIJMCO463MQ0LLJUsbBiceqyzWMvRDheh/fd22DX1kESbVFyE/wgLW4AebVJ8nyOIDbpxBYvvFaiE2XEsca2E37z6QglU+Ie8Ss6bkoILGWwtQp7xxMqnpnfsAJQva+5JJhHQJgqwzQ1lpFXbdvUOFaSA9OJcZ2QgUqXaqnNK2cTfuaXhnn9yhgjVYMRN6XqZJQLcLtOLif2wO3aKY6VUClFnJ3KeOZ4CUtKTKULrrrBI3t+7DhVJNrgHbfF7N3d4fI1lxGPjdySMKUbyGKTqDAM87oN4g074Of/yir/4Bc1z58eIYhdwlTmNCXJcK0Mx8ywzQ1KZhgZphIYKi084z36Vqx0BYXbPq54550RYyMrmEaIkin9OU/yqSAlFZMj4FgGQWjTDSwWVyyCyCxiORRhrIhiSRznER2dQLLWgMvzEcIO+N6HfEpmiflll+eOKRbWYhJCbCvmnoMpaabodhY4d+aNG9/zgR/ZMT8/Nz0xsfVbD/BWfYlyrbrz9eOv/ptj55c/sLDS5sjOEudnIDwRgOpy+/6YoWGLj+wymF1yeP5kjZdPhhzcLqiW8qGEKDaKXT/51yQrNkeFCjCQc8AgkXQji3bLJkgEyWbfsshwDbCdDJFAFGWkToZt5Text5kyVFZQkqz/svruwcIea8U4ToRrRwxWOzTaXZ47BT//yXFOXhpmuAB3zc0ou4KSI/paea686Lx6WznAXTskSlMC38FR+RicLKrjRldcFDRFkiRGzuWNkDDK8GOxCeA6b9SYBqYpMZRCSbMPcATctEvw8z9R51/+TsJL54aYb1YISpJamlFONJHZW60yrDiv5PnDLvpgV5s23iCxisEJSRkLQdkKsYwUqYoK3pvzTBTzywZ+mM93hpEqgJ1LjFEkiHoTQ3E+NRTF0A1SamXYv8um3XT4ypuK+dWQoYGAcjXh1gMZEouRsuDijGL76DJjtasfOPHG0XRy501/88r04tTuHePfWoC/eXYa23HvOnfu9IfWl88TJYp2FPPI7SYXrg1zaTbhc/MhphVy466AIJZUPIWiRBDmTZOSm28S01QWM5JFFY83aduRJiheYUTOK9PcnJ9vHHMjv22A60DVU7hOflMsM+9IWmaG1Qe2LoYZdGGNzYHtWAm2GePYEZ4TMjjYYaXu83O/5fH5l0dY7QwwUpWMOAW4nZx3e8XG0rUlnp0VFTzn3o4dARFPv2FRjy2G7N4GszdZw6Zhg5yHR7FBxTZ4561dXjkf0Y5tqrEmLFK3rDD/nS0jB3iugpgImXtsyODgNsm//t9bfPkVn5/9tTFm1wbwqwY1S1FJNG6S4SS5fTZ/ieKzEQXQc4CnOh8JMVQ+xbOwatENJSXHw7GKDqjYvCHNFa+g6KTmgUqCICoAHWckm8YGk2JsEKDkSMKuRaJCDu5ssWtbwpGdGstwSGKTy9csnjoXc3BnB8+FN05dYnTy3IdGBr3fCgJ/6ltawVvtLuWSu++5F176qYsXz7Jzi0MQKV46q6lV1vnIgy4XZ6pcmC6zVPe4NKVJMsGWQcnWcclQNa9yUmb96pWk+Y49TgVx3Gsq9JodOQftyVM9bRvyaqgkWKbAsSSea+SbPSfXsB1rg1/nQNc5LTHTvHKbKZaZ4NgxjpX7vw2jy7MnUn71KxW++MIoka4wWhEMOzktySXAnk6uipcoKvfm6h1jGCEvnqnRjQy2eDmd6Ckom31NWgvSogo6puLuQz6JzgHux4JgcyJVqHMFxBBFFe+pHz0FRDBcE3z3gx3K9jy/+hWf584MsRi7+I6kkmSUkoKu9EGer3SmyvpNL52Jvr1BCAWZzLMObYVdNIqkzN+D1vRH2vxQ0gmgG+S0Kuzp5mnemMuBndOynrzY9XMqtXOLZPeYR6oFq2uS5TXB+Rm4OB/xrnuXuPsGg2Nnh2h3U9bbpzmwb99PHbn53tejsHvRsv/LuYf/RYDH3Slef+MpKpXqRHvt/APzy0skmcnkaIJrKb7wssOB7WuUKz6P3uvS6rqsNkzSFGwrpexGlNwE09SoYonrtYTzZocgjvOo4iCUhfSnaLYVbT8ljDRJovvKiCxmKE1TYJsF0ByBV4DbsXNubfdBvQFuy0ywrRjbysFd8nwsq8snv2rwL/7TKJdXBrEchy2OYMBOqdo5uEvFhL1r591Ox954mHrc2y7oyWorpRNZWEph9fTm3rwYvU1csdFMiyqYmLhmwHjNp9Et48e5LyOIipXHTAuZL6d5Sqqi1U7fgqszQcVTfOBtHe44vMLP/2bAbz8+wlpSomObVJIc6J5RgNzMsFQO9NgEK81I0lwL10WlTQrHom0pLCO3OMi+pyanHr1s8lYnpdVN8IOMIC6sE0VnOU6LGdDCwmxIsIwUr6lZXM2VniSF5WZGO4wYHAzYsa3L++6NaLYsVhox28cSWp0FXnj17AMzS8lEp9O8eOL0NW6+Yft/H8CTRHPnPffsnLp0/pemps4yPCCZX3GYX2lTtjO6LZd/9ymTlJA7bgjYO97i4dtSbDMHuSFTDKNn8MmX1DSTGDLnfGmax6flxiGDjm+xtO4wt2whpUFgatI060/sqELTNk2wTYFjbejYvWraA7dtbQK2mWAVwHasENvqMrWU8Mtf9vjc88NcWRqg4pkMORkDTkrJzijZm8EtC3DLflOop8DYVoptxlRKIZ990eDitIujcl2+R082piI3Knjf+5EYHNwB77ujza88NkTHM6jEOVDsqFiFlMYw5MYYWh/k5sbKoHNuvG1Y8jPf1+XGXXP84pdqXFmssZp4dFNF2YCSkScOOEauKtlpRmwUNoc07evaSZIRRnLTjKfoy4o9STGINOvNmIXVlOWmph0K/BiCYlAizSg0/NzhmWVZsQr3/j6NTjM8K+ShOzrsGM+493CKTjyEHqETaCZGQODS6MYsnT/Ljp2HfunW2+59d7vd+i9Slf8swIMgxrYNXjl2fPL06fN7jp7p0g5cbt2V4dhVhsuCzhist0xWGhbHT2pefiPh8y8nJGlKnCRkWqIzI69c5G8wjuDeG0M+9PYOhswrRVq0rsPIpNWukOhBbNPMdXByR2B/SLjg19erIT1u3QN3gmUm/artWBGOHWGbPu004hc+bfOrXx5mbq2GNjyGq5IBK6NiaUp2hmdT0JDciGVvpiZW72EqskisvHsZxhEXZ206kc2AnVcqVejxPZmQTWJQ35MSG1RKBrsmI5Qd0I7K+JbAjfMGi2XkcXJmn6IU+r5QferTf2h03iEdrgb8+Ae6fOgdS/zql1v80meGWeuW6RoOJUtSNhQlI8M1NVEKtrFRdfNNYUpkZlhRbmnI6ZFESrEx30m+hzJUythoG1nRDCQJOk3ROqcohtR86B0B990QEUXFHgQJmSDLJIlWRLFJEpsMVwyi2GNlxWWlbrLWzH0tK408J/KmvTEr9RWi9pt7stCYvPmGO6cynSCk8ScDeNhdxjZKI9WS8elnXjphWoZkYjjglkN1LMMm1Q5d32F5zWJ+xWC5rllrGtRbKc0wK6Sh/Di9OIU4y5epTMNjL2c8/rLON4/FHZciw5CaLTXJ/YcztgxnhdUUlMo2TcDr/hS8VWwcHSvFslJsM+lXVMvM6YjrhNhWQDuIeOmk4JNPVvnM80MESQnLthgyBTVLU7bynG3PysHtFeB2+tVb5DSo4Pl28fMsM+98Xl3IeO41jyg2sUvZN20we5fuc/AckFGsME2Dh+5o87tPdTg/WyJw8pZ5YGZYCZixxow0Ssl+80oK2W+155+i6NOVVOeb4bGaz09/l8/BbfN88skyx87VWO2W6RoWniUpJxtAdwyI0ozQyLBjCE2NbRRqi5GvSDlNEX15UUrFzgnF226JGR/u9l2KZPkOIdMCRAmyMtqU/b1Hz6oQaoXWJn5ocmbZZLUhWV7PmF9NWW4kdKKUKNOUbJ+xIY1tuizNvm7u23/Pp+cW2zdHYXvlT1zBZ9eG5IWr5+46d/pr1SBqs31UECcmj70wxMVFwV1HGtRKHQ5Omuzb7jG14LGwarHe1LQ6ech8EOWbpSTpbTR0cQOKdi89zwmYKgfWUEXhmPlIlWvnQM4lrfyrpTIMU29Ift/AsS0jwbYjPCfCMgNa3ZiXTgt+4/EyX319gHqjjHRtqq6kauZV2zNzcDvm9ZXbtSWOpXCsnA7ZRefTtgtqUvBvZYRcmIW5ppMrOsWwb69yi+uAmKfd9ECeaEkUGYxVBPu2+bx5LaETm5QLWS2MCg1fpYXWL/pNGiHkBr/v7W96exydD2i7tsl3PuTzrjubPP1Gh//0eJlXz9VY65ToqhzopUThGRlerAuPfLFZ76lRhUHNkPRVF8sQuE6e83Lq8gSLqzGukxTa/wZX19mGmSvtqWhprov7hQOx2YH1VsriWsLUUoLtBuzbETJQyrjrgM2VuTIdH+qdgN0TAc8899Xqo488dNfuPQce4z8THvSfBbhnXrYTs/sfTp6/UBodgqtLGduGA/btcJgcMXn94jgnpkLuvqnFB+9f5vBuj+1jVa4tOaw1LFqdjE6QKwFxovsykU6vH0hA5JXOVDmoym4+RVPxcn+IY+lNkl9vuS42j0bapyK5OhJR9kJMFbLeiXnydclXXvT4/PM1lltllOPgVHIuWjHzSR7HpKAd4JiiP/iQ+zkK3m0VmSw9gJu96p3gWDFZFvP0cZvpBZfhQYEpdT7g21vSN3+w2Ya3Jr/pCj802TEmeOjWLp97OaITm/ixyJWPJCsC7fOBaaXSfKPZ09eF7AM8K0b2Nv/dSWoQJyauHfLRd/g8fPs6n3+hw5dfLPHsyQrLrTJtaeE6ipJVVHQjw4lygPen89WG8mIauUlNF9KtzhSNjoVrm1jGhsdlY9USRdjQRppWEEI31LQ7CeutlGsrGc0wZmSkywfvi7nvkMmbF4d4/nVJOwyZHOuwYzRjoW5QK58pBdH9/2Fq+tohwP8TAdxKTmClXSqmz5BnUjIVl2cFy82Q+490eHSowuSwy2uXDH7+ssW3v73JI7d1ucEbYHG9xFrTot3Nn9Iwzrld2jPrFJpr3lbPfRGGEthWfnJByc0PW3XttDANbYDaVGmhLCRFBc/17LIbEsYRlxc0UwuST3+twleOVVmul5CmjVNVlJSgbGR4ZnETi7CgHrhtK5cfbTvf3eet8mIzWzRNrlNprATPibg8r3nzqg2miSk3oho28kg2bnfWr7YUFU0UioXJkV0hhyc7nJvz8G2Bl+SKitnryCp9HT3om7go9Ds2TFCplsUImuoPK/uhheeE/MC7At57d50nX2vzqa+VmF7wOLdQYqXj0nAMXEviGuAaGa7KsIummdX7auSNo751OdQ02xLbEhsxzhuLS+6g7OWsJGmuEoWajp+y3s6Yb2SkKuDb7mrxHfcJ/M4wj73ocfpqCEaLe49oaq7FlTnFUluxVo/4ytMXMczSfw7CfzzA62vzIgiCn3riS789vFwvMTwQs3drwJ4Jm2uLHo+93GXnRJNbDtYQwuT4hRKffMLkpbNNfuTRVW7e5TO7XKXetuj4BmGc692J3lAQelde6YqMkmLj6Fgb7e987CrFNJO8equ8cpbcCMuK0WnEUiPlcy8oLs2ZPHusxFzD4/JcCelYeGWFY0DJyPAMjWNkm5bhPGwzz/UrwF1Ub6cAd/5n2QY92azMGDGuG3J1Bc5OeZjSwJLZhltvUxaJuK7RU1Txgi8nqSJJTA7v8Nk32uXUlYSuZ1KKBbYBVpIRxsVeROkNHl7kgRefZCHDGv1GUpoKksIHEiUKKzaIYgs/cCg5Id/7cMh9N7RZaLR4+jWLK3MuTxwvM1f3aKY2ppE30hwFrspwDLALwNsm+GaGE+YHe/UsAT3H4uacoaw4eSJJC3UmyfDD/GygqTXBDfua/PC7mxyY8FhaHea1sw4nLgXccmiVHWM2Z67UeGU5Q8qQ0cGM0apF1r0y/O4PfP9PXZ2a//iunRPZfxPAX3zxeZI0/e4T51dK9U7MxIjmpXMuUnbZPhoj8Dh+vsPNexvs3zFCJzDgGpw4O8S/7tT5u9/V4Mj2hHKzTNs3CWNFHKs8iaqwwG4GuJL5jcvVkbRoUSd9GmCbcZFjElNyI5IsZmou4/SU5MlXbU5fszl9tUQ7sgkjB2UZVAYErsqrkFPcFKuoQvnSS97eN+jn+uWAlljFy9kMbrMAd6HY9OiJ1hFL65Iws/NBis3VW17PwTeoRL7h1lr2N11xYiIwGBmMkCrIebghcAuKYiZgxL2pnA2jlOwNVhcg12xuJm30HKxEERsGUZwSGnk1b3VdhqsRW0cjbtoZE0R1fmC6wZlrFl991ePNqx5XZj2aqYXpKgxD4qi8untGhmtmOIr+ht8oVuLNDsree85XrKzg39AMBYsdOLRnnb/5kSb7xqtcvDbE2WmH89ditOpy636DlVWbULe4/UiAqU0uzHlsGenQ9bPSyROvfreU6uP/TRX8+Wefot1uqysXz4gbd7VJUsX0osfcikCnktV12DosuXW/ZKC2hsjKVEsldm/ROBYcvzrAZ57xufUvrzM5FtHsuMRJnk2dpkXHrPAT98J4pMxQKsVQOcd27biQ+mKSNMYPU6SKubIIn3rKxk8c3jjrcnnWZcV3CFMLwzCwTUnFZQPQveVV9bhjvpnN29U5yK3CTroZ3LYpsU36eYeWqbGsotVvJsWmNsZ1IpbrKU++VKbZthmsCgypr1NQ/ii/fpZBpjeBUEuC0GB4UPGuewKeOOZzrVnCNyVBIgolJSsAxKYqniKEuo4GZZnc2NRpUUz+5JHJpqGKPYyBYaSYcUoQ2phF8bDMmLsPxtyxP+YD99e5ONvgjXMmQaL47afKTC07pNJipWsiEgNpKCxDUrby6m706Fk/Li4rxISNZk9UaOTrPpStNt/zjjqHtlZ5/fwocysWjRZ0w5hm1OTJVwbZOiy5fa+i5HokiaATGLx82iNJJTfoKbF/30H1taeeSh56+OH/OoALoFwu/cLl2fpNC2tdJsYMbj0Q8ejd4Icmnp0QJAlXFhN+4ytjbCmZDFYlk+M2o0OayfEOESnPnwp5+K6ALZ5BmuQpVLr48LNMQCZAZEihC5CnGGZKM4DjZxSNTkbJSzl23uQLL5YJU4MgtlhcdsikSZwZSKlwHEFVFaCWOahNleVcWFHkD9KvLv3NUm/wwcgPc7KtfHxto5IX1dvc0Nv7G1sjbxwpFfH11xWfe7mMsoz+wyTFxpjaH1fBe1r4hrKgCEOL99/r8/kXW/z201W6iUO54OFWMXJmFJU8Hx7u6ey9xNFicijTaC3Jir8/KfwneaKXKhpHRcKX0hhGihHk+xvDSDGNGMdKuGVXwq27E5SM+I77VwkTTawFX3zB4dg5C9dTrLUt3jzjUG+YyCLCq5+DeH0YYr73yvKID9sIeeCWOhL44gtVVtZMwlgjhOTeIzajwx4vn/F5+oRNN3SwLYMoipkY7HB4b5fxITBk6SbXve0XMvjx/6oKnsZNpFGpnDz2mQNbR32lsDlxwaHZCJgcSWl0JLaVslKXzC4PMFa1qJYMRgc1lZKm6iUc3F3n7Gybj3+yxm8+paiVNDoVm1KnsuJGUITy5L+GKGyuza7BsVMO7ZaJNCRRZuDrPL3KVBLbLgxXKsOWhZ9CFjKi7AE5by2rfoLsJm+4FNcB3DR6s5n5Kx/zKpZds2d2ylvmlpliWvl+wDZisixibtUiCh3sqsSUGYboUZT8WJR+F7M30cNGe72viac5TQljg1pZsW04whIB3cTGTwSOkQ8cmElGrCBSWZFvIhCFCQqxwcf7EzeaDUtEkmEoiWHooq+QbQC8eCnV65rm3ecc7HncxFA5RakEKTQ/+R0p4KPMlPWW4Ogpg6Yv+hF19Oc9vwHgxROuNQyUEkaGYv7lb41y9pLBgW0BVQ/KrkIpg8HKCO+9q8PsWshCPcQ0Yzpd2DGcsW3E4bWLBmESKFFuH/jB7/lgZXmt3RodKv/nAe53VpGy8fE0OPvg4W0LBP4AH3o7yKzCzLIiS6ATwaAr2HNEMDwAIwMJowMBtUqAVF2uLHT4na8N8ObVYeKLNlJtlsn+iL1A8UEIkXf+VKGJl8rFalJUwF5n0JC6vxQaPQDLDUD3/pksQN2jC71slJ6O3HPS9QBumhKrsNzavWZOz2q6SXe3jPyoENuOmVnV/OYTJTAsTJnzb/lH8O/NOjibKni+4ZZ9xSNN887eX3qXzx8+63NmqUwnNfFSgZ305LqseF+iCPDZUGuKLC96akpOUfLNnaHyM3yMWCLVxvBxvv/ZmLjfDPb8lWHINJ/hLCInpOgNLeff338kK6TB3JKRb6o3ThoQ132XPwCmyojTiA+/0+c34nXOL1awMBgsZSzXUxZWDIZqZQarZQYsTaozolRw9FTGKzJirJbw8nmftfDSg3ffOffxJEn+6n+xgj///FMoJa0nX+ySJUPMrkrqnS53HanjlVzGBgyC0EBAMZ4VUy35rHUizs0lPHPS4Csvj7LWLDFSknhGloc+ym/mohvBmPk47nV/nl33pf/vi0IzVyLrg7c/3CCvB3RvokcW0cAb0/UbzZJeBTcNmVOVYpzNNMA0M0xzw2prFtXMKrqXUkZMLwpWmg7CMPLVZNMGc3OTZ3Mzs9/s6VfZTf7wVBElJkOVkB3jPucWQ/zUwE/AUXkDKe6tTknWn6uUQvencnqSYb5CZLl7UxUPdqFYyeKeqP4GP9uo6v3/rzf+rEjCkpur8zdFU+eUc/M97X2/+caK4ndQUmNbMe+9s8s9h+p88ZU2z5wos7DqcGbeoFJPqDgC18obgmGsGR0KCZOYuw8bjJQVhmEwPrzE008/Yf1RxfObAP7149cAwUh5BUFMuaS4Mu3yb37HplbpctuhkE4g0En+JBsWWJbm+DmX01c8pLAoGZIbtmgcI8U06C/X16e9Xle8rwN8b2yqJy31vu9dUmxUZCU3j6aJvl9FFkeT9Kbqe197zZceyPMqvuEnz8G9qWIbeqOpVKRDmUaCbUYkxHz5RZelNRerorB7q4e4Pq74m/KKM1EYj3oNkI2NZpoaBGGeYPue+zq8eDKglbh0DYmXZpgpGMmGdWHzdHyvmvdA3mv8aA0q3bzpFX2Q9R5Eqbiuoven74t/Lr8pZqJ4gNKNTmX/Hm16vxs24Y00242U3wzTSFlZL1Mrh3zonoCP3O9zeqrD0fMWhqlwzAxTaqLEpBUo7jkQUfM8Tl+pcGYmpOMbtKMutx44j/4j+pnXAXxx6suUPPf+Lz353B1ZELCyblJxwJhUuKbD/JrD149qOn5ClKT5walCoVSe8XdwNB+Tss2sD5y+lLXpZotNiN4M+M3Lty4OMu13P4tjNrgOqHnVllJseCR6P6/4mRs/Y5PuLnsPgiwoysYw8obHpffS11dwM8Ew8mDNpabm+CU3pyeqJw9m36Sg9G7qplu9iaJsmKTSVPSHquPY5Na9EUM1n2a9hJ86BGmhpigwkh49K2iDkMXXzT8r/1C17oXaX/+sieLDkXLTqtgHOn1K03sQhMwQmdiwGaQUvv5C+t1ciDbfWzZSfjdTtt7qYKqMhTUXx9Q4dspwKeGj98f9HEWdQRQZtLoOcyvDXLqqmF7OWG2bWEbC1ELGQLV0x95D77z/Vz758As/8r2P/NEA73QhiuP3pqG65eibNotNyb2HA4aGBTfsjbk8W2J5XRXnv+cRAmRZnwPKPkXIz5vsgax/Tsw3VO1+bsl1C1gvNySf14zijTZ/v/spevxzI++kZ0LaDPDez9lQLXrd0+sPntoMbrOnwGy2Bqh0g54YeXNHipgvPW/z4qky0jIwhSg2mGxaOdikUYs/hqLk5rN0swkplfiBxT03+LzvbW1++UtlosSioySOyrAKj7WZZsVsZPFgJWxwYzSicO3pDFK56TPuBSMVFEOK6yldviHP+tZc1ffU5CDVWZ6AFSW5nh3HWdHA6wE823SvxXUP92aAby5UPappSIrUrSKIP8ttvGEELR9W1lMuLwSMDifYTsbbD4dcnXcgs24Rafe9iuSFP7KCr6/O4Xqldx19+Znvm1to4DoOB6ox7a7L9BJsHWpx6wGYX3Fp+4owojjYdHOK1KY3sXmJEht/vgHuYskS1wMeetMiEj+ETqDxgxzkWveyvjc52lTPWyyLm7FxbEfv5/Y8EElaHETFpk3n5uHkAuQ9+az/fZ9/J8UrJiLm975eIc0slFTYBXeVff4trgP6N28yN/ix7s1oFgBP07y9LjH5znd2+a0vhzR03K/idpIRK0GUFsBOBSrZFObTkw+1KIq4QBarX6+b2DuAauNkjI3PUklRTN73NPde46YAuBZESR4M1PU1QZQPhWu9Ub77AO8Xss3TQtfTiI19yqYK2JdR8983jDR+kDGznuGVE/ZPKtZbinPTAokkjZZxjO73PfTIQ89MX5t/Ysf2iesBvrie4Abx3vPXmnsuzdZZ9x1u2tNFYiGlZKgq2DK8zkitQxCbRNHGUSJJEdjY42OpFhvGHzbz595eWvQ3lUJunLywuZ2dpJJ2V7G4JtFaFv8862ed9AZle1FsytiYoO9x016TIU4pMvbyJbXXYOpRifwmZoUS880V3DI2uHfeTY04fklycd4lUxamlFiFstPjxpu5rvjGt8/1dCzNRD/kqK+maIMoMdm9Jebwni4vn/eIDAs/FTipwExynT+WOb9WKsNIIVVZoa3nG08tZL+CZn2wFJNSxQFefVOYEhi9QYTC/93rG/SKR+/+RDE0OynL6zEdXxer+fWA3ni4s/yOb/4ssuupWv450C+Ym6eBogT8BLqJoBUKJrWJFC00HqFOuGmnYH55jaFKc49nB3tlFj3xTRV8ZmEF23YJwzpKxdx3WJDpKkvrBpMjLYaH1njiuOD1iyYfeyikVhKkgYmWioohmRyGOMlvShyrQntVJLpwt2Vs0r43VJOe5CSl7u/WDaXJ0FyedZhZqhIn+U0yDbVpc1gMPpibOpRGb5K+Nz+YoymMJI2OIkoEWdK7qZtkyZ4SozZJaYWK0NOETSPNubcRo7OY33/aZW3NRVpm3jEt+HCvg3ddF/MbGz2baMI3elI2RvkUYWQyMij52DvbHL9YIUpd/J5kqPM0XbN3BmgqSCSoNCOVGakUqGzjkKne3kXrfEVsdVOiJP9DWQxy92LtjGL/ZBi6v5fKrbKiny+ThyclrPsBl+YNtM5zaXoR1WrTBrani28+KKWv0ffOANIip6SpJkwzxkYSbFOT6oRApwxUY374YZ/j5y2eOl5letlgYsBgcd3khTMp20e6BGEHHS+gow1zYR/gx1/7NEmq2D64wu0HFKbls9KKqEcuWTPhn/76IM+/WUUi+PqJfNMXJylRlLJlJOQj7+wSBQnjA23eeWuMpXIJRwpFmmzqYPaWKUAIXQBbI0SKH6YgEk5clrx0xuG1sxIRhezdauI5RnFUoNiUTNWLgtjYGJqbGjNGUX2zDM5Pu8yvmEWzI2/A9JZHuUlH33hANoNbF+DOg33OTMOnnywTShNTqX6zqS8Pym+WCDdfG1VL9FUUrXNFIge5Ks4eMshSk499W8BvPNblxFWPUBkEvSqe5k0fQ+fVLq/iglRlffqT8+Hrq/DSuubKkkZkFLOWmyftew0wXXR5ZfF93ua3zJyulFy49UDEA3es8MrFjBfOOJy95JJkim5oArKvZvUe+t6VFtU61RlSJjjFvuaB27uM11LCMONjD4ZMDCvCwCKMDbJM4tkl3neb5qGbWlyes6lVOiy2JevrZZotm2trp5ibv0QYZdcDfHVlkaHhMe8Tv/Yfdx09FbCwFjNSNfsnZilVomIL7t6xcRRenGSEiUEQQyfw+JU/GKLlpxhWwm885aNEyEceaHNkZ4coUmi90cnsXT09VilNoyv5xS9U8COTxVWXRsNl+5Bk10hOTaQiHzS2wLEoPCG5Ccoy9TcYoRIcM7exljyfufWEYxdHqa+XGKoKHNvIs0X6m82CO6sNPbjHvfOAnARTJRgqwTAjLs0r2qEDKm/u2D160ldQxHVc/I8Kj/zG5VnrDarS83GnqUGSmJTMiH1bA05cCkm0ha+LKl4MCidptkFNdFYoMxuShiw6t64DI7WUwcEWx2Y0C6tlqraiYhUhQUbWz2vsxUvERXBQmmaF9zvvGUiR0fFtdk4M8r+9d53vfHuDhbU1gkTzi1/wqHcMpCGLczplX7HpzWVqrUlizY07Iz7yQIjMTHZtUZiGQ6vj0uxYTM/mAUJRlA9IpFogRcZwSbPzphDDjNk+AjPLGbVShB9ZlLxdu370x/6a98EP/XR3++SWHOAzswvU641HpDX89+L0GG87Austm4PbTFxT5ulEiSSMe97lrJjbyye//SD39Ta7kvWOxfK8zXoo+KeXE2KdEKcpmU7IdLppY5FLjELmMqMpFJk2cU3BsKs5PJEfAlUtFZ5sM3f2eXbWHzC2N81FOmY+WePYSRHi45OkXZ44Bp98epi5eYtdwwmenfswMnNDM+tLVj0NWG60rnvyYI97r7dT/t8/qLEWOEjHyL0vm/zfqj+H+c2KwTdXcK7fYGpdyIWq3/SJE5OyZ/DXP9zm6eMV1iKXoKjidlHFzYKv9jh47+Bb3SMFIqcVrqWpllKO7EnZNbnKb3+9xWNHh1lpuwyXsnxkzyyGOopTn+2keIjMnpiQoZTAjwSNtsHsUplOkDem9k4EOFbIf/ipGGV0MFSCkilS6k1Ohfx3y9+bRZpapOkgra7D/LLLesui2TFpd/N45jxjJSNJKLJVIIwVSWoSJBmOlTBYSTg9bbB/cp1bJwf+3oULl15I4u4f9iv4c6+eQiqboHWJ8UrIUr3EmemEnVsCbtmfsndUEIQmFUdClh9r0Q0Mmp084bXjK+otk7VGQq2ZMFjStHxoBZJObBMUGShpwQk3uG++fFkqrx6OoXEt8KzimBNPUfFUP/fEczI8W+M6WZEnmPYzSXrBO54TUvW6tEKfzz5v8vHfmiAIKuzbovs51r1pIthIWN2gKVlx1nuveqd9emJbEZ9+xuL0FQ+kjSElbo+vb+6g9lSUb2hubfT2vkEH733tDz+IgqLkgwppanJkd8wH3tbi1x/3iE0LP1W4vSpecNle9kiagjZyt2LvyFBZ7DPy41Mc7jnkctu+dUa9gE8/N8Jcs0LFVdSsjHKS22DdYgjZTiFNdWGUyimPlAolFVmWj551uyau4+DYucU5Lwr5ZyiF7ue4ZGzsNaLEKM4Ysmh1TdabJisNyVojo9nOzyzqhhmNLnSCfCgaUrxSih9qdozHHNiesWsEzkyVuLZkc+HKDJWyxPejDYriuQplGCRdxVIzH126az8cv1Dj4kyHWi1C64AHbokoe5J2RzI5rLnrxowksai3XZbXPK7OW0wvSCwjxjFTPLsYV0vziN3eqtnjp6pY1k0lcsOUKYq8boln90J98nD5spcH03tO2s8CdO24qNj5RE/F86l4HV67kPBvfr/Ki2eHaYcVtg9pSlaGIcV1vLin3/d+j367uue0MwqXncofnnor5QvPlFhtugjHxCm8J32nYlG9e40TITY2s98Y/NObVexx5XTTfObmjWZcTPrUyopvf7DD51/yWes6BIYk1OAUkcdpPzmqd4BrwcM3bWZz45XADwwWlstsGdH87e9s8fZbZ/i3vzfE0fNDdG2bmiupFRs+N90Ive83c0iK95GLCWFs0g3y2U/HSjc1xjaOS+nnuGS9AwAEcaIIw/zgg0bbYLkuuLYYM7WYsNDMaHYStI7Zuz1mx86MVgcGSzFvvyUhSSxGKha+X+HoGclILcYaSFFGlk/tF2N8Rmv9POXK4M4LZ1/5ySeeXEGnDmQaz9O8/SaL185WuTiV0PQTLs+kpJmmE2h2jscc2RMTZwLfD7ltd5fxoSEa7VIuUUkwTU0UF3kbekMu7Hka5Ca5z1R59oZt5uNijiWLmDRRjK9pPEfjuQmulR8T4tr56cSOHVIrd+kEPv/id0y+/Oowx86OUCnZTNQ0NVvjWvkG1eg1oPpNqU2tabWhgRuyaPAU3Ns2I85MCy5Mu2hhY/SaLj15sd+sEJs2m+Ib6Mn1KkIP6PkoV89RqItuZjFqZhjEiUGmTQ5uD9gz7rN2vkScWgSpwE0zLJ0XkN5IWFpwcF2MBvbAmaSiOETWoO1bLK2XGa4JvuO+JttGVnjsaIf/7/MjrLQr+K5BLZVUN8Wu5Q+QLv7+JB9eSHKO7PeOTTEVlqX7UmuvcPR9LGykCsRpfvZPN5A02pJGK2W5njAxXueh+2O6vkBkmpv2JGwfE7S6JmiTiuvQaHtcnPE4fi4hkx0EipJlceZ8A+UO/uTdd93xxqtvXJoyri0I7Ho6Pres30V6jTsOlGn5cOZqxu4tsG+HyVBVUm8rmp18zCiyMsIOHH2j6GBlmsZayuEdBpYJJVehsxzksblpBrNfOeWG8akvS224+hxL9NOjXFvjuZqSnRTHgyQFuMP86G0voFLq0PRD/vlvl/mNL48SZBWGagbDjmagCPBxLPrjVH1tt9c926yD99x0Rtp/mUaMoWK+/IrHxVUPTBNbChyli/nLTfr3N1gF5GYOXvgRrm/TbzJbafre8KR4pUk+yhZEFjuHIt59T4dXz5VJUxs/tfG0wE4hTjPMogOc6g0XYe+V9I7jjgVBpOgEVt6GF5Akkpt2tbh5d4exWsQ//fVh1poDhI5NYEuqqaZS8Pwc6Lq/YsTF+UB+VHjoTVkoLwXV27SJ73lZel3cNBXEsaAbCtp+3rnev93k8J4SO8aSfJNdeNoXlyRRkj9IZ9uK9ZZgta5x7Zhd2yLOT1fo+IooWeHhd8bvGqsF445MpoxGN8DNTJabIbMrAs828cOMkiUYqqaUXaiWDDpdVaTB5hxvc0VWKh/9Gq7l3DjL8rw6x86lvI3KvXGz+632frJpb/CAYnpd95NbXSfFs+M+uD0nxLUDSq5PJ/D59ccVn3pmhJfODKFViTFHMOhoKnZGyclwbFEkz244Bw21MQzR0737Hcxiqiiv3jFeKeLlC4I/fKaMH7qoksoHcTd50HsWhQ1rbo+miG+SCr9p6FjxDRRFb2wyU4WZKqLIZKBq8qEHQh5/qcPRCx6RYRIkAkdm2Iq+otKjLGkBxqQIO+1nCRq9pFqrWE1yXlzxTL7v2zrsn1zi959t87mXhljpVOgm+YaummZExcOUpFmRFpuHhNpmMeZn5q5MwyiyyDd58kUP5L39SNZT5KDT1aw1EhxLcPqSx+Xp/L+l/zBQDCxroiSl42tWmyklVzLulxgdEFRdSIgZHuxQ9jqgOxjbhjOUmVHep2ktJHz5lYQw1JTKCuYS9o6ZTI7kaf79YdlM9D0oSubTLiUvplLqMreScerKIFFsYJkbSUibl2spuK6t3mva2OZGWpVj9waPN+V32yFeEVBv210uzCX8X79a4SuvDuGLMp5lMmJnVIsQn1IvxMfKuX3P852vGMV0TA/c/cmWHu/Ovzp2TBzHPP6Sw5lrJTAtHClxle5HKfSGK/JGx8bD25MLN4P8+iZP3q7fsBIIjCKvMEkyUkMVaoOBoQyC0OLAtohH7+1wYrpMGNv4ysTTxRmhvQ1nMfeYe1XIAzCT/CS60BAYUZ6QlQdp5rQpLbrHJc/gnht87r2pzaP3dPnZXx3mzMwAC4lDN1UM9OKuU3BjTRiLPFLDzPKRvmIlNjatltd9Hr2Ur009A8uE8eGQE9cC5lYMBlxF2RY45samPet3PrO+a3B8RLNja8TYYIeBSkQ3UHz66wYvvWlRHcrD941f/E9/SKoNKnYdmXkMepJAStCKyDewVMbIYIuSG2AY6YYrjGJkSqWcuqrotFNevij40nODDDuarSP5EXamkZ9yIDeddJAPI1Bw3xwgm1Oq7E2JrT3Zz3Miyp6PbflcmY/4/IsWv/zYCHPrVaRyGbbzdKqS1QN1hlskVDnWxjiaZcj+gUy9ZfR6k1WvuZNgqhjHCjk3A0+8XKYbuKhyUb1VEaHQB3avG7pxooTcdGO/SSYsQJ3KIoRT9sC98YoTiVIK01DFsS0mtZrJo/cGfP65LiemPAKz1/jZbMLqUQmRV/BEECeCKFb5ESZKbhoKzqer8kaTLAYuDEqOySO3+NzyT5f59cdbfOaFAS7ODuSxdI6immjKJrgxOJEuxIHerKvelGXIRrh+8Tn0AN9r3Nkm7N4q+OlDXb74csjFhfzIkzeumCghrztAQIi8o1pxBAM1ha08Um2w3krohpLJUYO0dYyLJ8/ghxpjZX2FMJYYIwE7xyDONFuH0/xsRxUxWOnwpVdiFhsSy8oHB0TBN6SUGFLyxMsu7a7LsKcYr8JgWVFyFCUnP73MNHrTNlm/sdKLYzM2+T42wunTQtPON5EVz8e1fTphwAtnJP/wPw5x4sog0nYp2YqamVE2dQ5qM886cYrK7diyoCebD2Pqhdlk/ayRjcrdm0vMZy5TYr70ks1zp8vgWthK4iidby6L9Kp+6lPR7t4wLRWux01Oyg0TEYiCcyci15bjVKASQSxl/tkkGanKw0lNlWviftfm/kMR77mvxelrJZLYoqvMQjIkr9gqKwJ28pMtjDT/uwyVV/H8d+t5VIycomQb+SxxqohjE8e2GK76/MMf6PLhBxb4mV/s8sbFGkutMk3TouZIqrGmZBaZMdFGg6gXsn/dxltuuDhVEb7q2BIpFasNG9ce4i891GGg2qYThDz2igFSbEyEFRTXsjLWG4qvvValecbI/TOGZNuIZrUF9eYyzYamGwoM1yphG4o4Faw2Y2bnDZ4/oegWbWNTVlhbhzhWyCIcuuf66qVRbS1nVEah4goqJUWtnCdTldwM10rz3fQmQ73sjUjJrPA7bB4qKBo2Vp5Q5Tk+rSDkydcFn3u+xpdfHWS9VcKrmFRNqJg6B3VxHHc+CS+KQJ/eMYEq3933hhoKerJx8oPm+tSs3HNi2xGnp+HTT5dBOChl5Nkg3zTULP6Ir4XDcdPSvBEen9+otGixCwkyyf+dWEpUWtAKpYlTiZEoYmVgJAlRbKK1xcceDHjy5TbHrrr9Km4XikrcA7fqAV4T91yBsdyYFd2UiLVxMFaeWR7FRvEy8QOHfRM+v/zTHZ441uUPny/x8ukBFpolmpZJ1ZGUTY1nFlkzvZa/ygoamm1avTeGUkxDFMdGapJE0Q1cFtdsqqUqJS/hHTclfamx30Eo8ivDRHP73gRDRoW70WZmwSEKfVzDo911SRKNsW00QCOwZIyODbYMWkwMCfxQ0OrmGwA5nlOSnn2xZ+AR/V80r5KuIykVpwSX3ATX1tiFntxvh4usr4v2KmcvqcoyY1wrploOcKyA9XbEV1+XfPH5Mn/w0iDrrTKebTJaIf9Ai1wO26Q/atafkDd6h6CqTQPFxREnPd/KHwvuPIdF64ivH7N480oZLBtHSTylsRRYaiOzzyyOBt98WkLfiWdcn8iaZUWHMd0sm+buSikFMuntTSRGUlRypTAMhZGYxEmKH9oc3hXxwJ0dTs+U8ZO8ijuqmNuUgljlHc442ZBAlUz7NEHKfBXOMlmkTm3Qot6BBFFUnFNv5ypOxbP5nod83nN3iy+90uELz5d46UyN+XoJ27CouIKSBZ6hcwpnXC+h9pSUHthziqLp+Pmr0VHFKRomtmVhmd9wQl0Pf7rXR8lFj1ZX0A3zvztJMhZWDTpRTgENw8yKZyPPaJ4c9wsN+//P3H+H2XHf593wZ2Z+0+fUPduw6J0gAbAXiaJ6lyzJluzIlptsx4nsPHHyJkocPY5j57XjXuQi27J6sxpFiSIlkmLvnQQIkOgdWGDr6dPn/eM3c85ZSHLc/e517QUIAlEW93znW+6iUXEEzbZJsyvkXzqfwuOYgTOVtDOWILPyrYdTRHoYkoU3pEzKJ1BViv1oKjcVucGP5/hAwMm5hCPnFL50X5mHXqhwbr6EZQmmqwqenuKKIlxpJbD13Bi/2MjoA5V8Xr2LCMEBQeticOcA1yNMI+DkXMpn7ywRxBaaNazew/YmXz0KBm2K3OfLYVYfWA4zUinlUAmQqsqQ7ceQvzLQjKpaDnBZxYUmB04/0KlYBu97fY/bH+5x8LxNXwi5UdEUjCQbVHFNUxDxUG+paulgLpB/qMJ8qFglyl25EWmEeooZCcxI4Os6fqDT7ll4js+PvrrPa3Z3eHR/l6/c53DorMvx82WafQPL0nAEg02T0Aox+dC0X4GcxZhhGymWni8UBvNSPrvlf87CNCiIsjzvJ6PZU1juppS8EC2/cdTsCNeTMedpmiF2XfFjE+dnD33oyWeeoNXxWDse0vMVEi3AcVpsnYm4bmdKz7cIQ5MwMml1DMJY/qupihzUTCOh7ETYlvTiNvWIOE3yZDMIQi3/b4pqJVmETn5ezwh54Tjc8qDJfc9UONdyOT4nNyMTFSgbKY6eYuU99kqBcG4ZpubbkQHIit16UbnJQX1xe5KsqN6GiEiUkK89YPHcEQ8cE0tVcUSaO2MVJpRF4FWxxx/Z5xe/vyYrV1ZwnGOI8rO3qsk2MMsPBIMNU96DF0IOoamISENogihO0IXsxXdvCHnXK9t8+EsOfmLSTQRWIgGux8i2JGEFwDU1JVSQPKDBqq6I8c4IC1ZhpBKIFCMsjjeCwNDxw0ie13sWZcfnnS/3ue6SLvPtNvc+u8RXHiix92iZbmoiTCEjEFUFkR96UiS/O4mkQ7CuyT28LcDRwTWg7CRYepL7y8jnP4yh2YN+khEkMUEQctW2Ppduz/AMlyxz6fkKqxsRvg+7dl//oR2XbP85cfDUycrZ8503PnUkYM1YQqKqqKbK0bMmT75ksHosZMN0QtNXmWn0+cEbl9i2XkdTddIMVCXF0COSNOaFYxA2pa5O0TK+dI/F1FjMTZf5bF2dMl6TFQiQFsd2xPFzKftOwS0POdz9dIkjZ0v0IhvH1Jip5K2IPmxFrBysZp4rs7ItyPu7AhSF3rKo9CNJa7o+7PuHlXtYvY/PZnzpvhJoNkITOLn928BUaGSwvBjYhl7s3eUDKDS5qej6ct/b82OyLA+m1TOyTJMVnOGZX9NUhFoo6PMAqjiVnPtIR2gGcWzynlf2+fqDXV6atfA1l36sYGqKFCfnw2WkKoj8KKOqwxUdaANvljiBUFMQkTIy/KuDN51paPh6imVo+IaOH8T0AgPbsKi4AdN1n0vWBLz5mnnufqbJNx5yOLPgcPysg2LqKCLvNeKYaqnPzvU+L98VMFlP+dI9NpoqL6FBovPSEblF0YWCpuQsQpGwdqrLj76iy6q6Tq+nsWlVxmQ94cn9McfO+KgoOFaP1WMhrjn7xoV5KmKm3EUPemwbT/Fjg6cPZnT6GSSC7ZMqjmHRa8me8Zn9No/vX2Tnhg4lOyDJZH8phEI/0vnO0y6hLzAMud5qdlQ0NePz3w552e55fufn56mWMsJA4cmDGnc/Y/LwPodjJz3m+g5BauIZGjOutDWWwGaQ9WgaDHrr77Vvlb2lMpCLFcnGw8S1HJz6aOVOcwvmwq02RBEhtz9q8dJRD8UwVvTeRc8tVvTe5AekkbbIYGCWX1guL3cyjp1NaHbytZouhQtSCaOtoBAUBkVCSMcrEWfosUo0qOQ6vcBk24aQt97Q5uhXHKLYoKsZ2LGCkXPUo+Jam0vapLRNtokoKaAObCWGHKGhqESKsBVZyY0MP1SxjBTfEFhRUdUNTMPCsQLWTwa8/80B7371MkdOL/P4foM7n3F44oBN0lepVwJ+8/0tbrxMR8FGVRVu2p4iRIhlRnTDlLufMvAjBV1PUTU5jJedkJ3rFeJgkrnFCqqhMrcAnU7CdD1gshbR6Qk6vRLHzsZ00HBbGWLLmjYztTZW2uGFE2XGAwNdUbFMhYqXYZuyAtlmAlqfz9+t8OlvT2O5AkWV1cLWpAOq0BTqpqRaGkJh9YR8vcy1dR54Mubja9qUnYyP3+Yxu2Sz3HaIFBtV6Hi6QsPIcIXciqwAdl4R5bFGyZN/tWEF15TBIamQghVkLpFL2VZsTbSLvMYLcAt5TDp9IeMjt1bxVQtd6DgjvXfhlT04+wsJQl0btkNm7mfoWNLf3LNipsZ8zne6fPVRm9aSyXQ1xbGG8jlJzNKG111VksOiWK70hCrdYYVI5VYllsp7Qzf5+bf3+dqDXY5esPCFTq/YqCQKUV7FY02SsqSGMxtYTBSzQDw69OYc8mLVJwO/soEDr29kWKYqg14NjcAQmKbs0U3DlBQKM+SabQE37Aj4yTctcH454xO325TdlNdcJVhYmGKh6ZCRz0R6QhhIz8e3XBNJ7xkhDVeFllDyYm570ubzt9uIVFKnhQa2KSi7BraRoQufIPZ56qDC1iBhaiJC3PfsOL1OxrnTgpafYBspl24OMMxCfxhh6ilBGHHrYyonF0qsadhU7SKSjuFnvqIr7M9ktVXx3JSNa/qsnor5xT+sc/B0FcWy0E2DslAoiQynWPddDOwRcJsDMk/RVyt5DyyrjxxEZK+bZcMTsaZdpNYpFDsXrQUNM6QfRXzsNpez8w6KbmJpSl69pYGRGAyTRR9+EZdGKBgGWKas4I6VUPYixqo9/KxJy1eZa1t4ZuFIVQRVKaj5WnGwakxAxPLXl9dNueEQmkYYC0SsI0KD6bGQn3lbi9/+nE07NulqhuzFCyesnCsu8tVhkmQkGmhpRppkg3juwqIjyym2mjY6wygDrollSk5LYKQy9NVMMCNN2k1HOkGkY4UGpm5gGiYlO2Cy3ucXfrDHB/6ozvHZGlvGy7iWIR+afL1r5kc+Y8R/Xc/frmU3YHW1z01XnOcbj5TptiyEUPH0DGchxdB1dm9RqJY1rticcu0uhckJFbF2IqRlJvSXdGplDdvq0fE7fPMBm9llByEgTlKyJCPsq5RNlbWrsvxqJQcpY8TjrziqWKbkb1fcjLVTATs3J3ztYYNjcx6q4+EaIwcaXVb9gmhv6UPuyADYeWa7NKNXBoaYcoMiwZKmCp2+jMSIc23FkA47elhKBsFOxohTlWP5fPZOwUdvrhBkDoYQeKN73WLAHN11D/7u2sCCwhDSatkyExwzwcn5M4YISJOETqDQDZShl2JB0Y1TYk1W7Yt36pqm5rOF7MVFJIg0nUgzMHSTf/uuHodPNfnEt6UgoqcVsjbZi+txRpxXaqGNUl8lDSNJZT5pz09JU+mSpecrV1mwCjtpVcaqGJIUFxqSBGVGsqLL9GiN0BCYhsCMdMJYl3LIRpsNq1S+fF+Va9akrB0PKLkajqlhmgqmLnJcFb6Q2cCEyTYTql7ITZf2uXJzQpT0iWMVQ6QsNGNue8LixJxN2TQJgoizCxqhoiFcK8bvJYSRSujrzC8LVMXl2k2yZ5tfVlhsStssPffRLnbKRd85qpO08t7TtmI8O6FWClg13mSp2+Wzd5dJKVO1NGpGhmekwwONYNBjy0qtDL6oA0P6IgTKTPOcSgkiU0+wTLmZOHrGZqEpr3OGPkLPVUc5J9lArylN9WVrstyOuOWBCsuxg2Ia2LljrTEYLkePOaMgVwf9vp7v2fXBcCavsroeo6oJZJLH0Y8VnIHvdw7AOCXSFITQiGIGb4tBFddUIlGsDNORKm7i2iHvfFWHrz/aZbFv0tMMbFVavemq1G7qg5QFZcDnUBVy8lnGUlt6LWapIpVSuX+6TJSTIA4jGZpl5b4oYZxJPoopf14Y5/9//hkWrsKJiq6lvO+1Xe55ps2huRJBnFF3kzweXc3Xgzm+BsWz0ILK9sc0PAwhU7AXmynzTdlObZ5IUdSUMIQkUenHgpYvEM2uznJHkBCxfWMfx5RrPEuP6YUZJx6vMFEv4VgjX/DBP/CIzZk+jPNz7RjPCamV+tTKHR7dH/KNRyyePzFOzdVpWJIMZRvFZiR/cAq6ZV61LV3Lo0QUbFNKrixT9rWSYShJWBXPx7F6fONRjb0HGth6RskRqKr0+Jbkrpz3Pboa1IdrQcfz+dpdOk/uL5GqNpbQ8DSZBjFMBb4Y2Pm3hYFQ4UE+wq3RC9pt7spKJj1EwjhXk+dXyyiWWw4h1PyKmXNSYmRVTxREnB9/1KKSy42KpsUYusm12/u85aoWn73DIdAFvUSVEd5annuZq++lQU+WtyHyXF52Mjau9nGOd7jl4SolQ1C3UxwzxcmjE20zJYxUoijNr50qUaQQGvKtE0XyKhkaqdynxxrWwFpEI0Nhx5oWH/w35/nqgyFP7K1SdQUNN6NsJXhWkrcqww2ZLtQRs9QCfyqOBbXyEg+/mNILdISukQGulbC+oVB3E8pOgohSWXE0NePup6WPd9kBS5evqSgymJiBdVMJJUf+4ySJMmASinzVZhkJ1ZIkRWVZQJL5PP4inFxQ+cqDdV48XGasLKhZCZ4ph0hTZ9hf68MFv9xCFAlnYI1kwjuWzEx0LZn0UC31qHgtvviAyp/eOk5FzdixJs7bJHXE2GZYwQd0WJHkrUnA0TMpn76jwvmejD1xNZnhI6t3sfteWb0Hjlo5/bYgW8lBdqX/thzqUpQsJcqk5UM0EBIMASjprUV4VOENIqu4bF/khiqK08FuXEQ6QWhRdWN+/I1dHtnX5uiiQU+1sDUFa4SjEqfFNXpItzB1qJZSLtuUcf2uNt0o5Iv3NWgFBhNORinKCM2UMJZpE0X2fBTLKMBoYM8sDYGiuAB8Ki+jsQy7jWONkiN476va7Fy3yM0P9jg+b/H4Po9zHQMlFXgG1Dw5k8nFRTK4Zka5/45nwbophYmaxfU75JRu6AqeE5NkCQeOqYTFG/B8W9Bp6nR6FttWaVRLKbYphx5Th8m6T72ywJmFmNNzCrs3xdTLUkcn1BTLjHHtgDQLeOaQzFl86pDOky95HDln0+xYGIrOhvGMkpkPkoYyeFKLPtvQR5IVjEL0wIAT7uS8cNeOca0Q1wkYq3QpOS0+f5/gd748QdL3qE3Kd++ofrCwVB60KCN9t22GJAR89Gabh54vg25jCxVXFHF6+clZjL7BhpVbK+zNBqvDbIWAQjq0SoAXStA0I08TzkUEBbNwBY87GzILR6q4FsvVa6hq+TVYoKl6rh+1uGFXm3/7Q0v86sds/EinJzSp+knAyAURoz6ChV5TAZZaJhtLZT74niXS9BxfvGccP3QY9xSqcUo4eNNkg7dOHGdEiazSkaHkoM8kwHVVUmsjlSBKG54kOQAAebJJREFUCCINPxB0+iYz9T7/6Qd9lvttjs22eeIlwdOHbIJYZ+9BhyjWcS0VW5df126Q0ij32LXJ5+yc4I5nbR47ZDJVVbH0DNQM29SpezZls89ENaReDhGuluJnKe1uhhAJfhTTizKWAqkwMfSEsgHHTuscOauza3OPH3/jEjs3ZPTDjAf3qjy0zyRMLB5+wSWOdKJYJw4EJRvWlpG9tp7lvXoubCgGGKGgG8OqXUzpMgc+V/RY+bBmh7h2RMnxqZU7HDvX41N3m9z6xCRBx2V9LcUxc5fZAUUzG9hBDG3Y8jArEeHYfR7YC994pEQQu+iWoJTH6JnayFqw6L1H/MW1EaAXqp5R6wlNzTk4irQeLlQPaQZxxnfJy0YVOEmam/kURP9E+gFGmgS50OQZX4tStLyKa1pCzTZ5x8sC7nqkxd3P2fR0G0dTsEVexfWMeOT3SPM/R5Qo9ALB3LLLqkbCL//IMlduPs2n7mrw0qkaQaJRT5IVqp44HXkYc4cz+W1ezY0s9y9UMUIVP9DoCoGhmzQ7Fo4pBSy71wVsnwl576t6BEnMY/uWCVN48AWbB/d4dLuCyzf2eP8bfHZvVDhyNuLA6RjT6GDrGUmi0e5b+KGOo4FrJCjkN4OJSkIaplh2ylRDwdYFB07qzJ2DfpiiAIZwMIXK9lUaGyZ0JquLfPKOjM/e3WCh7dALTEqGiqUplHTwylIZX3BFii1AAY5BHzs4aasjq0AGwB6A28o9TmwpUauV2hw51+dX/rrMffsmKLs2q8spZTvDzjct4iLVTpGXXhx1DD3CMQO6fsjtjzkcnCuh2iYlAe5IEttwHbjS+WmFj9/AVGdoZ1w8WKpaGMIXpBP5WQArXQH0kbi9ZKivjHOgF3TaWFVznomWP0R6zs1P6XQt1jUi3nxDhycPurRDna4QOHE+yMcXvylS4kglCBV6vka7azInPMZrGe9/8xKXrD/Lf/vLhP2nxwhTjXqSDsQV8tcoAF9I42RFj3JbiygqDIXUleopzcgHfTm7ObZsOy0z4g1Xhlimz9uu7dLsLfHZuw2+9WiNYycnMDMTITIuWy3nPkXJ6Pkah89oHD4Plhmyppay3NEIEQjPTik5EX4csP+EyepaQtkxuWGHALL80ACOBWOVhG3rI+582uOPbi4TRSXGXVjjMch3t4zhpqWQhg340CMkGzVn3BVbmCJF2DKyEalajJv3244tlTzVUocT53v8z49VuXfvFJWSwZSbUrXTfBpXcmFD4RpbMAdHEhr0CMsMULWAT3/b4KO31slUB1fXKIkUO29NdJHla0FlJbgL1Y42avAzwnPPCWWFI6us3iMAH1FGDZT1A4X9yk+p0cydqwpwqymaquYPUt6qqDqamuGrcq//s2/tcnR2ib++zaYberiaghVLgMtWQ0rPojzSzw8V+r5GRxfowkBoDpDy8h1NfvNnzvPf/jLlxXMNolSQZGkeKJWNCJ3TXJ1UAD/f2+tFQWAFL76Yi0Ytq6UVSD5j2RGeHTBZ7vIf39kmiCK++bjg6OmMeknGlKuqfCtlKFhmykwjYaoR0eunNHsKqaYiFCXCMSPGygqHztpM1yO2ru3TqARkqAjVwBAZthUQJn1ePBty57MlXFFiVT2j4iB7JSvPcx9sQlSEYGCRlmYM4rwLd1eROy4VYU8S3Am2lcoNiZ1Xbiuk7PUoe22Ongv44F+Ocd/zE1RKJpOOBLdnKYN1k2XIKBLpejXifGUk8nBlRLh2wOxixK0P1+j6ZcySQVlkOPne2ywquK6soMRqF1VvVVFGqKBDYW0R7TH6Y6MW/yl5nPfF/iiD7+cAHxEjx6o8YqlxcblVURVtsAZVtRRNNdC0lHo14h0v63LHo22OzJu0dR07zjBjMGJJXoqiTA6CYYofaPR0WRyE0HPnL/kQ3rSzye/9+wv8l4+kvHhmjDgxidKhwr4AulQFDd8O8g0x5MSD9FeJc5cssmJ2ycUPhprPXTqubeLZFosth4maxet2d5lbnOel0x7pKYFjarJ4ioQUhfGyyiVr+tTtiNPnVDJbQTgKYrlvM9+ymV3WSZKUvcf77D8lGC8ZTDQSfuTVsxybVTi+kPHNRx32HJ7ARGf7FFQ9Fc8ujHlU7FzBYw1iPyQHPE3Bz+0B+kGuZlGGr3/J1cjBnT/BjhXJntuSlhCm0eHIbMj/+OgY9z0/RdnTmbBTKjm4nQLcppavGIuEtNyrcJC7KWVoaerznWcM7n2hiuaYlHTyWO88/XhAwx2SqYY6UmVEPc8IoIehtsMgpkJkuzKT5WLrthUe5tlQ/5oWbUoKWgpxLBPVRr1dlJHfVyYnpLQ7Di+/rMWrr2py+m6LXlSlK1ZWcbnDTjGiFD1SMYKc36MJhJrlzr+STv2yS1v81s8t8KG/Sjl0oc751CbJ1BVvnSx3WEgyZfCQJqkki0mBh3S27fkpQShBrg04Q8rg3mFbKo4lcG1B2dVpdnTWjVt86L1tnju6yG2P65xvmhw66/Bjr4xYVRc0Kj1M3SeNBZO1hOnJlFodxMnmquahk9EdpxdKP7BxIqThuVi6wngtxbIjHnwBPnJLhV7foWKqbKorNCoqJVej5Kh4jopny+ht20xw7YSSE2GbklegaSlpCs2OybGzXh60lKuBhEyDKKzYpKmPfD05VohjB9RLXaK0wye+rfK1RyZ54sUGFU9nPAd3yQLXIge4hmVqUodpFkQnqe+UKiGp0nGdPo++AL/92Tqp4lEyVMoixR3lwBSt1uCQNdqijIqohwAb5b0PKjmyPSm48IVmrRDRDmwkvi/gC9criFVl8FbIm70R+7lhKFTRjxt6xH97X5fDZ5d54HmblmbJ49WAYpGhh4UONUXXCvKaNlDBj6ZkvGJXmz/6f5a45VGfz941yflOKfdTTPM3UTYIoc2ydBCfkgop5kiSjFYn4diFjKWefHCFyoB75NkJnsXQE8fW8GyVBddibslgvOqydarPFT/aoxe0+JNvhJye9VhYMJmsmphGmXLJZ+vagBuuy+6YWO80xfyxb1wYU9XfuH578gOkfVBVliMVPfB58aWUY2cnqZsml0wolD11AOqSo+A5KZ4TUbITSk5Io+qjC59eGKNpIY+/pHJ6TiCEIEsVtDgFtAFbbmARkYskisrt2iGu5VOrdIniDn/2NZ0/+WqDTlxlrCwYt1IqVgFuBddUR8Ctyr35CLitEXDbps+FZshf317mxPkqVkVQ1TNcA+wBA5DBbr6YEQa998CZVhmauY+AbJAYOOITsaI7Gf3IhmNngfDBOFpUcrJBr54kEOdG8jIdIoVMHbARiwdLVWS70lZtZhoRP/uWNkdPuZztCtpCYOVOYgPSWTg6ZxSxMyqKKlYkpWUZXLNd4YqtbcbKCR/+yjQX2iVST82bLnn2L/5ehYOwoqgYqpzLJsY0GpMtEjVAiJgz8ypP7bcRseD4ksBUNcbLKRU7wbNiHEvFtTU8R+XcgkHZNah6JSbrAT/92i7HzvfYcyzBtjP8SHB+WcFParx49vRvZNmpC6LZV1FUhSxSOT+ncXZRgKpjKAaOrrFtWmO8pkhA2+DYsoUoOzEVT+omy14PVe3z7BE4dl7jgT0WcWJy6JRBsyVwTY1GSeOytSlT9QzXVnLLtrw1MWTlluAOcG2ferlLkrX5k68Z/NnXxulRZbyi0TBTylYq3xqWgmPKV5ptyUx125RbGMvMz/iFusiU53jL7fFnt5h8/eE6wrOo6FIl5BhSJSRBrg529IXHR6ElHLWBGG05RsGsDL4/UsUv+omj/ogFMIaOId8j1iXfthAzOLWnqToYUAfZCgPNq4GmprRbCT/w8hYvnVzgdz5r09JKUvUjlLyCD+8DmpYMFPCqqo4MySMPZKZSKyv84js7KJzlD780xVynLO3SsnTw92aEAySzMxUsU2PVuMKlGzXGqimuHbHYTjlwnU+Upjy0V+fYrMmeQzYqJhVboWqlVNyUkq3gmAqOKX0qy57JRM1krBrzut2RlONpIefmFVp+ijAisixD9HomcaZSMuDa7TGT9YClVoXltkXZTZkaC6l4EnxW3nbYZkQQRTT7MZES8td3mJyad3jukIPf1wkDgaOrjHkKG9ZIdbttSgrt6JApW5Qkv1DmldsOqJW7RGmbP7nZ4M++Pkk3rdBwNcaslLKZ4lngmkpuyJmD29TkSXnk6mmP+BZKT5UuDz2f8anv1AgpUTVUKrq0mrBHwG3lhC7poyL33MpA4sWgmg3SKwY/pgxbj9Gq/b2q90XPxyAVYfBWUAa5lwNPldwkB2Syg1DlhiVN1fzPMYicHawqhSYH6x97XZfHXljgnv0GTWFiCxWj4OWo5ABXJMjVnJuuqCiqxsA+RT6yZEC9rPDvf6AD2Tn++CsZ850KiqeCkg6CDQpqg5HzcDUNwlDj2JkK5xc8LDOh5MTsWB1gmT6714X0wg7PHe5wakHhaw+6dBWTc3MGcaDhGmCIBEuX81bFUZmuq5Qdk+VuynxPMFGB3Zug4clNkSiZMWmmYoqEDIXD5+STc/3OJrbd5J7nBekFBSESVCVBJcYyE/ad0Hh0T4kUabBiKBqeobDKhdoklBwV19FwLbmXDqPcHVQpBKcFGSnFMiQQXcun4nVJszZ/9jWDP755iiArD8FtpXhmXrktJa/axaeCbWX5BibBthJsKx74F3p2nzj1+c3P1Dl+oYpjC6pG9l3glj4qxSZGboO0HNzFgSPNVwBJopKoxUCVRwMyorPMhlEu3/Ux0tvm/c0IyJURZc9QsJsWl89EIk5T5XUzzhMiMlLZquQAk3GGJpqaMDMW899/fJnHfsWl69dpapqUkmlDfexKd1yRq++1YfLKRX+Nagl+4V1t0myWD39VYb5XRkFFKPLXki2Q7L2z/MkPIjh1QZLJTEPgWiYl16HkJNRLEWUv4KbLfDTN563XdFDUJR7cK9h/wsDUVUAlQ8hhmIQHnzWxdYdd61PWT2d0ewI/UGj35AVYJGodFI1e3ObCYgdFU8myHp+8KyAILU6cM8nQSVLoBxndICPJ/7a6ouAZChuqGSVHkbYRjobnaJRclaoH9UqCLvo8vk+h19exjGwQ+2foeY+cV++S2yOjw5/ebPD7X50kSss0PI0xM6VkXgxuFcfMwW2qOGYmAZ47zzp59ZYHoj6q2uUj3zB57kgNoVtUDfD0whyI3AtRwTYkh8W2tAFlQGjyH7jbhyCUpChNU6WFgTZk543G6I02Jdl3wxsViszU7wriKjY0BXPRyGkCUQw9P6Pbl2VcaPL6m+Qx6VmmDlqKooIXacWGHrNrY5t//wPz/PEtBstBBVPNBSPqiG+NkuaKqCR/WJSBU+vFb54sg3oJ/sO7OmTZLH96s8pivzR4cIpBtlgLKiq4doYa9HjucIqh6tRKKhVPo+TqlFydsmNS9hxKTkTZldymd1wX8Y7rE9JUpesbdPtGbsYfc8XmiCCa58gpF8Ow8IyU9as9GnVH8nV+6F1vxnNdnnthHw8/8E1KdsieIxq2XmO6rrD1cvlFDqKMU+djjs/KXbYhwDHl9sK1NBxbblVKjkrZy6iXEybqPmOVFs8c7XH/njEuXaNRZ1i95WI/wrVCPKcHSoc/v0Xwu1+aItFycOdtiTsC7kFbkvfdUjmT5cy3dFC5HTPEtnyq5S7378n4xDfG6EQeDVehnPfdchhVsHWZqGtZGo6Vrz1NcPKHxjQyDp9KWWgmqIocjhXkiitNC4be0DGWTLmoyf7efYoy0sYUWFLUIjlOcnaKtktRUpY7Cefmk9zFQJVsvWQYEaPmxqbqgKsiAS40i2o55v1v7/DsS4t851mTJc3C0FRETimQFTwdbE+UEXGygvpdc0HhPV4pwX/+4TYp5/jzryks+iUMVbZApsgII7kTB3CtlGsvW+bpEwnPHagx4alMVmKqJZWSIyi5KiXHxHMMXNvCtRNcS/L341Th2Fmdk7MqYSSjaMpeyqpGxLU7+hw+HaEkAVu33cT6TZfT73cQhq5hGTID5XxTY+2Uzg9vjumHPWaXJb9ZVcFVE1QtYbHlYeqy0tn5hCv9uxXKbkbFi2hUAuqVHpre4lPfUXhob42SZQxokFLxIoHo2IUlW4c/+ZrG7355glQrM2av7Lkdc1i5bVPLP9X8IZMUWtmayBWlbUXYVkjJ7nHsbMhffL3KsVaFkqVRNrIBuGVrIh2wrOLXtVRcGzw7xXNSql7EdKPNYwdT9p9yWF1Xqbg5BzxRc4fdleb6wwr+vYA9zAca9MyM+JUrBcBlBXSslFopZtV4i4VeyP7HK6yuQtnNhq9/BIqi5hfOwgA0J2NpKUIzEb2USS/i53+gzYk5i2Nz4yxrAr3g7AyCo1YGyiqDBFl1hYH/YPZQoOoq/KcfapExy+9/WTDv25Lbr2fYUUYYpkSR5I63uyV+/q1zPLTxHJ/5doPFnsF4K6NRTii7sgNwHQ3PFni2kIsNU7azxy/0WexEMh4+gaiVsf+ESTfwWDMRs32mi2EIVM1AaDoiyaMughjCNMK2fRa7GUfPqDx72CRMhLTdDTXqjsZUTaXiani2hudqeA5U3JSyG1Mvh0zUepS8Fo++GPHVh00e31dnwtGZmlIouQLXVnCtGM+K8XLiVL3c5vljEX/8tVUkVGk4w557tHJLQA/7bsdmWLkLjrgV49iSZ1Ip9eiGPX7zMy7feLiB6dhUTSm0kACXw6S9AuAqriXBXXJTql7IWKXPzMQiCJ35rkvFZpAPNLjaFX3woO9msOP+nj3KCPSHu/RCMF1QGXIRiSnpFPVynxif44sehibISAdDrUJhciq3YpJoVpzxs7xKpxjC5W0vW6YbzfPBPzdZ6tYwVDXfeKQj19c03xYleXSgmq//CjcsheF+SL6xqqWMX3xnmzufnOfZQ5MsCAMz97CxzYSun7DcEZxfsNm0us6PvGKetROzfPXBMk+8UKbe1JiqJNS9RN5XHA3PEYPOoFpKeeUulWopxo8giiBJE545onLwjEI3ChEixNCToXtaphognPOOJe66dO3465cXFmkHAsvQeMcNMq57oalxfkFa13qOoFrSqJYUql5K2YuplUIman08p83phYBvPq3ypftrnJ0tsXk8Y2YMGlVBraQNHoaSG1Jy+zSqbQ6cCfitz48RpVXGHI2GlVKyVm5Lil57sDGxRiq3leZrxqELref20Y0utzyqce9zNRTdpWpCSc9wBsojWb2l4b6W9975r2unlOyIkhvSqPaYa/kcm7XyTNAhVVQazEhlejbapuQbhxVQzoYLwBXg/q4WZcS7vLC5yMlim6YDxus9LrQrmFqRcpzmWTigFsG4BWg1eZnUB61KgmG4vHJ3h7des8Dn7jVY8l1ZxRUl59CMgHy0YqPmQ3Qx1BbpxkO1d9mFD723xa9+UmP/6QkMTcs5QFkeDqZi6gJF8ZiJVF6zc5nN002+ONnn4X0eBy64VJqCqWpKzZUahJ4n8MMiTcLjyBmH8wsRC235ezcqCdsmEpY7JlFaI4jNu2zLPh9HPtpHP/Jh/s07r2hO15JmHIfvbbXOY5gpS11pmL7YyTh+IcEPFOoljXpFZ7yqMFmPmR7zWTfdZdX4ErPLTW5/MuUvbi3zrcfH0BOHrZOwqq4wXtNpVHUaVRirxoyVZQuzarzJkXNdPvTXY9z3/CQ1RwzP7zZ4toKbX7RkXyzktzY4doZrpjh5j+bacX4gCii5Po7V5c4nEv73J8c4vlCn5gnqZu4Zbma4xVBpqdiWwLbkxsezM1m9nYSyG1HxAqbHWzxzKOSTd9TJYouaIy9vhj60iRj4HuZawoL7UngtunbAXDPmtkddzi55OLaaO3Tlwg8xdA0wjCEvw8kVTI4dU/VCxmsdnjuosu+Eh2sqK8KvBtVfUXMToREymDr8JINGOeGyzV3OzGccOGUToSPyyL8idbjY4xcPZAHuwcObzxrFj5HJp3P7upita7rsOaJw/IIthctqmrdhGSgaaaoRJYJu32S8rPPKnQFXbWthmD6zrYwjszrdvkqWpaRJmgdgyRasUfGpVdqggGlmlJyQpW5KP4iYmNrAUn/8P+/Zd+yJ6669SWb0RGGQW2v16EcRcepSsTOqXoJlZmhqj/2HK1gTOo0KrGqETDV6jFWaLHZ6fO5+jYf2VThxxsXAYMsYNEppXukF9YqgXobxmuzPx6o9VjWWOXC6y699qs6DL0ww5gkm3ISSlVEaDJPKoN+2LHmCLwa/QgDhWCNxJvl5v+z2WOj4fOL2KgdP1fGqxoqVoLQHK5xnZfW2jeGRaNDqWBFlN6Af+jz+omCpYzDuyEo1vDiu/Px+jUg22ouPVO0VP00pjki5x8ugksqfEkQa1bLGdTu6PLA/YKlvY+tDKzltEJxViJRzmnLub1j045pmIjoum2difvotTZ7ab3OiKRCKQMuPWGqer6ko6chMIU2K0kwjSxWy/M2VZsP2LM3fUtdf0uQ33j/P//wk7D/VQFPUvO0BCEkSKUQOApteXzBWtVjb6PCLb2vz5qsXeGhfi1sfrXJkwaHjK0RxjAK4tkHJzdh3IuPoOQPLkG/Okh2RpBHdIMWOE+I43zQBbN22A8NwMY2AxYVDHDitEgsNQ1NZP+3z7FGBZ2uMVVRmJkI2zjSZaizw9ccyPn17haOzLo7QWV2G8XJG2VEoezoVT7YltXJKvRwxVg0Yr/ZYPbHIobNd/tcnazz4wgSNHNxlOxsQp+QWY+QEbw2POM4oV7xoTWxpAefaffpBjz/5is2D++oYnkXFyHAHrYkylMoZirQ6MBRMU0rjCn9FO79+urZPP444eLJCGBgYpeyisXF42Sl24NnI/zXyzfftwUfw/X3H0iyFMFZxTMH2dX1cw6fZs6lYSm7fkX5P1ZGe5x8JTVth9q9rCUtNlxt2tPgP75nn//s5nWZQQaiaFGhAvsdU8l6/yLdk5Iqq5Dx2bSSKXMkPTwo37Fjm139qgQ99HPafbJBkmqzIaZyLJGQOZi8w6PQ1ljsGjYrD2rEuP/36Dq+5fI6//pbNNx+u0wkMklS+qdtdQdlLOLcIu9bJFA9dZBw977DW3cCO7dvo9n0ANIDf++1fwSlvPnXyyP1iqdm70da7HDitsHEGjswlHDjqcOl6g8s2RayeXOTE/DJ//k2bm+8fo9tyWV1TWddQmK4pNCoajarBWFWnUVUYryU0qiHjNZ/JsTaes8RjBwJ+78sNHtk7znhJMOmlVJ0spwMokqFoCdma2Fo+mMq/iJtn9kjO8Ail1g7wnD6W1eGvviH48Jcm6CsVarYqFfz5wCoFtENiVrESdCyZ4uZZQ9F02fWpeB3ufz7hL75VR1Uc6pZsceyBfYWWS+1yS7l8+BwG0yYDeu5cM+K2R1zOLnuSYyFG8ij1oUWDMeKOVdhjWHnArS5iZsZ67D2usuekiyVUzCInqPAjV4eG86o2bFWUUTGGKtsQy4Ard/To+xFP77XoY6AqKtrgicsGK85htmcO9kwhzdRBBU+Lqp6p0tAz09kyk7B5psNcO+LweYsgFFBQgZOUKC5UP9LJtufrdPoWYWgzXta5ZmvAtnVtZjsZZxZ00kh+zbeugzDxaXdg24Y+e44baJjEqfXb73vPmz/R7mXRR/7092UFV4y1/N4f/K+eLtTjx85YZFHGW67tc3YpZe/BEtds0bn6koCp8QW+9XTIZ+9qoGcmE55KfQzKjpKvC0VOxIKSm1H1JF+lXvZp1NoI0eKjtyn86ddXgVJiuqIw5qSUbXIQq3nlFiNVm4EIQjIEk+EZ3ooH5p2O1cdzurx4MuaL94/RzUp4lkZZz3KeyZBAZeVWFKaRg3MESKZROOPGmGaI0APOLWnMt2wmSkMgjebQ/1N9XFzpB63PIP1YJQgFEzWNmbpPlgZ0I+lHaMUZepQbG4WyQvsDSR0IkVsxCw1dE/I0r0odZ1WPeM9NPe56YpE9xzWWVXuw9VYKEtiAvpvm3O9C3KDlUjVFpsLlOtIkGZoVXbm5zSf+S5M/uzXgr78xyZFFBz+n6vphRj9I6fY12j2ZvbrUVllo6swtWYxVXG7c0eUVO1t89u6Aux6vEb9kkeFw5aY+j74YccdjDrs2pNRrKmG2dPwjf/7rvQ/8wq8OWxSAd7397di2zX0P3s1X73iW6EWbiqPyxisVVk20OHyhx198W+fCXJW1ZY2JiiLXhU4xBCo4VrE7lhyDqieHyYrX5tDZPt98wuIvvjmJrVlMexk1J5Ge0nlL4tjD/bZtKljWCCvQLKpYwTHJCVRWgG35lNweB0+H/MIf1Nl3vIZlm1RHjIXswhTfGNpTmLnNmvRaydOTzYJ9GOLZPofPxXzlvgqaYmAVve4KgcPoZzbcigx6jZw+OwrfURbhCJgZ9LnZRTGDDAATxoI4NXnPq7rc/0yHA+cdPEPBCmWrEuT2dEFOgfWFgiYURJi77mpaLoYuevYUrZNwydqEP/tPC/zb39fYd7LBkmINNaTk3O4sT47Ig66iJMvzf7QR9byWq+qlIVCU+6TUKzr/4e0tbHGWWx6rc/hUhWZfZdzPqPoJpV6Kaye08iOeY6u4lsHsok61ZDNZ93jXDW2u277IPU9bPHXI49yCyapxg3WXBLhWC69xOZde+jrCsA9cBHDXHcMwHSbrJd56TcRkQ5Lsj81GfPkBwUvHy0xVDXavU6mVVMqubB1sq/ArkbZvjh1TckJqJZ+S18UPezx6IOFDH29w7kKVhqcx4aSUnUyC21bzNkEb9t1WNvBAGUZ2F9EmQwBKhqBPyemSiC4fvb3E84drYFlSGzrgmEjVkGFcrOBX8lSIDKvwdSkSJqwQVQl46HmN5456slcfSTVWR4bBQX7M92iuv2+B/x778eGKsZCxKYNvpUG9tGno+waXbuhyw+VtDt5RpROaeLqCH42YjBbWFZqCrmkEo/240NDDVB5CithykbBzc8zPv2WJX/5zg25fBYx8cEwHWtE4yWRUSpLmQM7yNiNPhhiAWhoDRZHMBgoiQbVk8PNvbfHW6y/wKx/vs/dYlcMLDvWewljujeKYkps0ED+YKo6tcvq8y1jFZqIe8BOva7HvVIcn9vd5aL9NkNqULJ13v6nCzGSFbs8YfE0HAM8UHcMwj8x3vKMn5uobm/4yzx4V9NoV6p7OD75MVlnPgbKTUin5uJZcqIPkFZt6jOuEuFaPTuDz0AspX37I4dH9NZLIYV09o2anlB3w8gRjJ++17WLfbRbtSF6x9SGwTV0Khk1dcrstXe670Xp86ps2X3lgjEh3qRoqZaPwOiz63CG4ZaSJvKjKgTPFyB9Sy5R+jLYREiUhzx106XVtGmNIM3dVXhrVFcSkiyo6o0qe4j1flO5sBb4Hm5iiiucBVSsVPUOAR7FGP9CpVnWu3tLn5nu6tEODnqGsEDKEIh0OnGKYOCG3K8VWJQe5kFRZoSa84xUdDpxa4BO3q3T7FVJ0kkwlSjOiNBsogcIoI9QlhSMIZSEKo5QwVAkjgR8qBKGGH8pcTj+UlhE9X2es0uXDv9DmsQNdvvJgiacPVDk0J4XrniUFGbqQNhuKkuCaClVXkVoE28R1JpgZj7jpMp9dm/o8fSBj/ZTL1rXGUV23jlhm/N0An56e4aNf/PZdqlr9fKk2/v8eOBow4Rlcfnmf0wsB02MJW1ZLwGVKxIsnFI5cgO1rA7bNJKBIi4leEPGd51XufNLirqdr9AKH6ZLKeF0Cu2QrObhl1XZtKXWTqz8pWbMMacUmwS0purqeYOQe3oaQycOO5ZNkPT77LZ3f/FSDuW5FXr5EhqMPUyAKn8OVA5ySK3eKyp1g6jGGHucG/gEvnsq4Z28J3dGxc88TbSQxTlOU76HsGeFPj35/RTlf2a5crOpJLwZ3Qp6CrA5iBbsdi5t2Nlk30+HpYx7t2MCJFam5jLLclLRwExj1UYTgu7YqieSPawn1UsyHfqIHzPPJOxU6QYk0MwhSFT/JZMpFLA2RzCKTR5eiZSsHuh+m+KYEdT9U8AMZFOsHMmW5H+jUShavv7zNTTtb3PVMhzufcrl/T4m5pokl5Jpyy5qQbWtj2i2Fl44bpJmOpcO21QFBDPfvdbl8o86WqR7VsRIbZtTPL5z99l0bLnnPdwMcANVENexvBZF4u2Mqu6M4ptWNOXpGZXYx5lyrx7FZHaGo7D1kcG5eY92MxqaZHmmSoAmVuVaJh/aV6XQcGo7KukkpCi7ZSM6KreU0WtniyGtkkl8jk3yIjHNgx4NgKrnfjQfJw4aQQuTPfUfwm5+qc75dxnCNXFspQ6mKA4qxYkOhDTceeXtSDJemkbvpGiGp6vPFu22OnfUolWWy2opM+sGGYmUlX6GVZNiDX9yrZHx3FacQL2S5vjFlRX7OwHckFvQCg/XTgh99TZuDH6vQiQw8kVfxQfJEEW47tHgORvwU9VD6/gVCIMIUoSa0VZtqKeZDP9lmoaPyhTsVQmxizaCfaJiaghlJ/3Er94+x83O8ld8YrCDDN1P8IMUPVAn0QMUPdHqBRj/Q6PV12j2DesXh7de1eeXONo/u7zDflrbNcayxacpg47RgdgGePRyCmnBiFtY1LFxTpdWX/jYpOo4lnncc91sZ/oqv8wqA/9x7Xs3/+2v/+xEU5WnH1HdX3S7nljU0pcTMWMh9e2Df4RIbGoJVVcHO1RnPn475+LeqRFmCglzh1GyFTWMZtXxD4tlS5ialR2K49rMTXDvNDWCSXJwgQSaHPMnlFiJGUxMURWbvxXGKbYccOZ/x2TtLzC6VUT0LVwOv8DQpMnwKS2ehrLg4msXF0RhR3OtS2uZYAc8czvjiAyU0w8TWwFzhWjUS1T0Sbjo4zKhDq4jvp+j5fvrLwb550HszMmQOU9CiSND3TX7opjZff7DFIwdcOkLgFNEuUTYwsB/ayCnDliU3tdTDTIqMB+1KQqdvM1GN+fE3dHh8j87R2ZTUigj6ggA1V/PLq6JhqJQs8Az51nR0OT/ZgfQzdAKFfpDStyTIe75G38+/DQR9X6fdNaiVfN50TQ/LCFCUlCRVeGyvy92PNaiXYde6iLVTTfadaPPgMw02TqtM1AKOzxmsrquQ+E9//bb7H/nJn/2N7w9wAF+tAyq9XhfHCLF1hY2rQ1461ae7bPPay0w2zahsmImYmWzSuUtw6oIj07oyBU/PqNopFScbkGRKjobrCDxboeRIcakEd7HHLqitoczFdPugBBw4CbOLMpEBBUhT6uWYq3eGHDuj8T//qsp9z5XBtjA1FVeQg3tl4pr8Vhu0JsWu2lpRuYsHKyBOfb56r8mFJQ/DETij7rKFi9WKnTMj0SDZSLuS99/fY9Icrd6y2yyGyhHriEGLUti85V6AuQF+LzCZqPb5oVe3ePJohXZcwovyw09hdZFvfqQBqHSuLVqVUCgEIh86hcjdvqQvSrtrcePuLr/+80v8yl/CsdMm1+yMqJclLxtFPiSnFkwOnXBYwsK0NBxTpWKk0rfbzHD9NOcLJfTz6t0PNHqhbFv6eYUPAp2ur2MZUU79hQNnMz5/T8DqMYuN0xYbZyy2rBVcsmGZ/cdq6MLCVGHdKsEN11ZJ0u8+qX0XwH/0B9+IECL89N98jX7YRlED9p/IWGraXL3F4oqtCetWLXFywedrD2vMnnN4+VaV2U7C8XMZFSuj5mVUXblpKblCKvBdOZwWK0Rp7CI9Bkuuj6n79PyAE3MpX/iiRT922XvA4fR5C1XXIEvJ4pBKqcObX97h5DmNrz/gEaomqi6wNQVbJHlIVG6YmUeKXMwXWbH3HlRv2ZpYZsCRswm3PDBGJiwsoWAJ2Z4UDlaqpoxoF4etiTrShw/0jLCC01GU74vP/N9l/DNyNRyAfFDFhwkPQWjxzld0+Ni32uw7adMWOlaU6y1jGUalxykiUvJtiWxVQkEObuk6FeoqeqxhRIJICEKh4+k6P/SqPrpY5uQ5jbfcEFL2NOLIhAyEnnLiPDx/UOAnKp+9u8SJOZeTyzLXaMyGsplRsjI8S9pF9P0EPxD4oSAIVcJQJ47lfKEoILSIY2cF80tV1jZ6vOOVLZ54scv9L7icOG+y3K6xfUMXw+hx7IxKElmsXzvGzMZ3hGmaAP/1bwf4+tWT1MreB3ft2HjJ8UMnX7n/aMpMTec1l2esm16i5Xf53L0GLx2rUHdMrtioc/mWgAu9OT5xWxXP0Kl5CrWyPNVXSioVL6XiSvJS2Q0pu/nV0eyB4vPES3ByTuOvbq+z3LVYXLZRNIGhqlgaqKlCkmUsBSmakXD55iVm6ilfvlcFXUOoau7j/d15mVJcW8QJ5tV7BbiLo47czKi6z4dvdrjQ8hC2jpebcA6DX0cquDYqRi7yP1kh1h16Eq7U92QDau3IzrvYnqSMHFKKITP3JizWcLFGGMl8nPGSxi/94BIf+P0SnUjgaAqWUEbeOuQtiJJ7M6oEUeH8pRIJjTBKMIRGpEsBRZIKmV1vwiMv6MwvafzQK1NMtUqYOFJfnKWsa8RsnooRIuRt1y3R6s/zsdsdjl+weHx/maZvYXQ1apZCzcko+yk9P6LvpwSBRhhK19k0k9ssRYNbHglZWIDdm8psWWNzxdta7D/V5DtP6XzzCYd9x20u22CwbrLPuWUTu7TlfsPe/MEwaP3fK3i9UuJvvn5PWze8g+2ed+MbrmxpTx4OuPUZnboDF+bLpLHDrrWCzWtg85oeZxab/PVtJiIRjJWhVtZzgpVCrSxtlQtetWN38SOfs8sh335C55mjVfa8VKLlmwihYQqV6VKWewPm4BISUGGm8DPv6POeV2fsPxpx/Y6Ax15S0awCgPmnNowWLHpvfXSwNEbP6AmGEWHqIWXH59F9cP8el1jYVISSD5f5VkIo33UO/6514Yg/yUpV/d8yZI5U8aIPH1i35c5WcTFoFgeVSBBFgjAyCCOLV+zqcf2uZe7fY9EWBnZexY04Q8SgR+SxLUkeFagQ5kUgjBWMWMutmzXiVCNJZXT74/t17n2mxP4jJVQl4GfeVCZOTIQqk+qKRUBhRT1Zifi1nwzo+S2eOdTm2aM6tz1eZr7tsbRkUOkqjHsZ/TAmiKRjbZIKMjR0YVD2HN7/tnn+5OZlHthT5tycYPOaMTatDviZN3c5u9SjardYaGV855kqr7lSTyy7cvClF+5oX7LzTf93gBdf/Han84EQ85rnj1qXN5yI+TkTP3XYMqWycSZjw0xAudTm9EKPP/+GRxq6bJiS1FhJj80Yq0SMVaQIolpu0+z1uOf5jK884PD4gXGUzEbNNKo21Gt5VIiWyEqZ95FFZIlraUyPC7ZMTrC0qDFVXeLStSGPvZShwSBWu8jNKQA+DINlWL1HxM6WEWHlXBHo87UHbGYXSghTl3TW3Bu82J4UQ+bAeFMdWrd9z+vm9wR5tmIduKJ6Z9nAiHMwYKZKLjbORcbfVcVNpmoBP/iKJg/sLdMNdDpCxYzIjz0ZQRHEFRUOuwqBUNAj+YaLInl5jGONJFHJcovlvScNzi1UsL0Kh49n3PuUyapxFc9OcilfgqGng4dHaCm6Lo9x12wLuHa7z7976wJPHlzkSw94PPlihYNzNo2ewnSQEkZRLuTWQRFoWpnNq1M+8I4lfvdvUp4+5nBk1mDDKYONq0wm6ikaCReacNWWkEZD3+v77Q/Ydvl7Qfl7A/y973gNTz32mWTn2tXZl745h+ckrJ3W2DilsWo8oBt2me92uWevxvMHq5SFzcwahbGqYLwmGK9lNKoRU2N9ZsZbNPsd7tmT8Df3eew5XCYOLMY9hYqZ4RhpLqothK+yMg59CyWjsFoSTDcUOn2L5bbDZKPLDVdFfO2phCgEMWJTIAbGmwXAv3staBWtiRFjGQG22efR/QrferRCoDhURR4+JYpcn9G8HEbs24bysEGbMhANFL33xXtv6YJSuEANL5YrfQmLVORCSR+PbFLk0UfmyQeBgWVYvOX6Ljffv8z9+0zakY2tKRiaFACvHDjTQVBuFClEev5r5tbHSSKptvOLKg8/bbHoW6ypQMnMODefABqVksCzMixTQxfZCj90yX3JgxHMGNcKuGZLn90bejx3tMsX7vN49lCFA+dsVocQJbFsw1KdONHpB3Vmxm3+7Vs6PH2kw94jGgt9gzN7bFbVBRtmUro9qLkZJ9s7spN7s+SXfuZNf3eAA2y/5CZ83//i5nXHt164cN41jIDVkxmZ1uSLdwnOz9WZKJusrWmMV8E05aWpXk6ZqIWsnujgucucXu7zV7e5fOuxKgKLyRLUG5KRZw7yLodrt0IHWORcGoY85VdKKq6doKnSi1roKqunI0o2LIc5oUjN8tM0uSNVMVyOVO8VJ3+5NamU+5ycC/ndz1Y4vlTGtHVKoohDHFpAFw/gMGo7D54dyWFXlSHQR+3UBg6z+VWzMN4swJ1cdOD5ng6zg2tmRhjlaz4hCIRO37eYqoZ88MeXOf0HFkdmDUxNw1Dl18PQChP/bGBbHIayTQmjHOi5x3eSqpCptPsqZ88JkkjGaqdZRs9PWG7HZMh4dytQcpPVLFfgZwOnXX0QxmVzftGjWgq5YkOXqza3uP1Jn4/fVubEYpmOLwijmChO8UOd5bbGqVmXiZrNZatCXnVZhzPLXT5+W8rZBZtVkxGuqaLa63jHm96Aruv80vfB8fcFuFdZl7245wsfvnr32g/cfudZd9vqiLlWysMv2JiUefu1CutXRVRKAcsdQRSZGHpCoxqwqtGmVFrklkfhS/eNc2bWY01ZZaIk+SeOreU+3tI+WcsPJoD8h07k2kxVJMBdS+7NLSPf54qMbhee3mcw39ZwhQxaKpLQisS3QaxfYRGX004lWzDK+d4BYeTzhXsMHn2xAsKmpCOTjcVo+NRwizJqn6zlq8GhKp0VVVxdAe7v0aIw6jArNydZvkWRQ+awTUkSctZeTmaKVHQhEEJHDxOM0Oa6bW3e99olfu8rDq2ghK0puTXbMIFCFymhSNF1NQ+SQvJG4gLkGkGkUSvB5TsiHj2RDd4ikv2XIIQCmSRWyajyEesMihx60IWGZejYVspC02RuyWas4vKaXW22rGrxNw/4fOPhMZJ5kyhJieKQ5ZZKlMY8/IJKxdXZMF1n16aAd768x6MvRBw6o7NmPKLW2NR0HfdPLcv6fpT77w9wgGr9CnSrydrpZ1hodplbNllTt7js6h5znZiQgDDt8+zhMttXG0zWI9ZPtzg+1+RTX7Z45kAVIott4xljZSg7Ql4xbek9YhnDARLypIEY+oE0CiqS0orUYFNP84CnhE4/4/n9Bt2OYKyRjfwD5sr9kd5bXtjSAVHLNqTq3jICquUu33w04+PfrNHOSpQslVJ+mRuGT3238b06ug/XLmpTclDLXJ5shb9fAfA0gwRFurKOVu5MPuTDPnxk0Cz68AFrLyXMc3p8zUDrx1RLET/11h7PHV7glocNmsLCUPMKrmWDtWAgUvQolaSo/LP4deNYRgJO1FWu3BFQvj+R/38iLZeDUP5bCE3N5WqS+hoEKVGcGyPlNAY9l+JZpopr65QcwVJLZ6xiMTNh84tva3HDJef45B11jp4tI7SM6XrGzq1NHtqvolk6F9rw5fscLl1fYstMxNxySD9x2bltc3Np4dwXtm3ZxD8I4JGyIej29/+7SnXtl0/PHnUnGxnnlzt8+2lYbmnU3ApCdVlu62yYUGhUe5xaaPM7X3bYd7jGxjGVmamMeln2bBVXo+RmeLaMGbQMGQilqhLMcaLQDzTmlwULTTlYqUW2jihcUBN0LSFVE1RNQ1cky0+aSY4Ml0WAqTEqGJDV2859CitejxPnQz51Z5kzi1Usz6CiMwhAMnLykrgo4WHlJZMRUI+AXMtyn8B0WMVHiCfSU1sZAbOyYvd98T58sCosqKqxkoNbXiIl/dWk20+Zqsb8xBtb7Dlmc3ShgaEKDG0kECCv4tI6ecj8G4A8yb1WUkGaJGRJTJQWqXB5ZElhmYz8s7U7CYutCD+Uf76iiuu5M4BkBWqUHI1lT7Dc0Wh2dWbGTV67e5HxygK/9QWFC80S6yYFU2M1Xn+lNCGqlfssdVrMLmrMLlp4JsysWdeteOLfbd28OvjbMPy3ArxszaZTW9c+WfZe03ryhaPu83tMNk3FVC2NdWM6m9d0eXCPwmTdYM1kyFy7w+99xebo6Ro7VynMNFQaFZ2xika1nFErR1Q9uQt37RBdRLmDUoaCSpJqhJHC4/sczi96lBx5gSyAo2ny7KxqMSdmMw7OGjJmUBsmLsu8zsIAv6jeuT3zwKswoOT0ubDs8z//2uVbjzXQHTt3u5IJD9LjfJistsL4XltpxinV7PmfsWhXlCITPk9XKxiFmezAUzLinAabZNnIxqQYMpXBsJkkw7ye0UFTxBlBpKKqIu/7peGmpni87tom/zuZ45f/yuBMs4qpSeGvyFepQmToes4ALKp4nLcskazkPV9n41SfVZM+h0+ViBJlkO2TZZKmYBpQdlNmmyF7zsgE5Cgb2jlrioKlQcmUYvKKG1P1VKolQasr6PQ8On3B9lWL/I/3LfAHXxScnlc5v2CiGT0efF5l26oKJS/F0GJuvCzg2HmNG298davW2PDkidML6T8Y4JX6JGDOn184/u7tm6+/z1Qe17uRQrWssGPDEs8eSun2a1y5K8V1F3nsUMyJM+PsmlGZaWhMjgkmagoTtYjxmk+t3EOIHgvtkGYQccvdJnuO6GgqvOfVLV65y+foBZ0v3D9DRQtZMymwTdm/FL7XRebkiyc0nj3kMlFRZAUv9t55iKgp1KH3uJlXbquwcvOxrQ53PKPwtcfGSIVHzVQoFanLRvHAKINkh6HD7DDVoYgrKT6HKQuychfpagXIhxVcluko1fJAKAny4TVztJpftA8fhFFJ2oD0PmEw1BZvDE0kvO3aNrc8sMhXH9JZCkqYOSfcEBlGlBGEeThAUcUjmXUp8y4FnZ7B5Zszdqz32X8izQE+TGfTVHCtjDUTMds2LnJiOeHgacErL/f54VcFqCrsOSK45UGHGJOjiybGkszFHK+ktDoanZ6g5zsEgcbW9QqXb27x9H6VF46qvHyX4NKNXfYcVLlkrUnJDXnmgMYrX359VHXSd4/Xvfm2ZfMPBriiWMyePcWOrZvPlG3/6Nz5PduiVp+EgM/cYbCqavG6qzIMe5nf+kLG4vI4V2/QWT0hmG4IVo/HTDf6VEodemGXbz6ZcXpBcNcTYyiKiYaKmspK8AdfTNh/4jRnFzT2nXC4ek1KEMokL2lJJlPMdJGgqDGdUAHNkHk6eb9sjNgumCaDyj3qdOXYPq7d4Z5nM37tUxNEVKjamlT/5I5XVpHoPJruoCrfk38yXBMWGT35g5jHB0pL4oIolpfwLIEsIUwFYabkaWWs2H+neTTIxdEmBci1GMIi6UHJRvzBGdADquWUX/2JDq2eyt3P6yxqltyqiKEwwtBTTJEShApBJBPRgkgjjDTCWCbmeUaMQkKY6oPgLJDtmmXKzdSOtQk/9bpFzi4K3nBlDZUSqgprr054+zURmrbAt5/SOLmg8+CzZRZmTerNjOl2Srcv6PkmvWCSH3nFIq+7cp6//HrGPU973HCZx4+9oclTBxW6vsApe5QbW4/W6+vOHD9+kg0b1v3DAQ5Sy/fkUw+fKJfKP7d+/WUPnH3yIZY6NtduF6ydCgjiLl+7V+B3q1xZgHsc1kz2Ga+2We51uPOZlFsfdTlxzqViCzbUFCq2VLjLFSFUSzqv211h0V/i4b3J4HWY5XEnWh7FbeoJF5YSbnnQxdQEtp7mnORC+KsNlDpDlXyCY0qWYMnt8viLMf/1I+Mcma1T8QR1Q2Z4uoV2M1feS3APQ19VbeSCORodohSe3PmnyO0bRCwpvlqMZiZkugIRECRgRcSqQT9RcPMgWFmli967MBLKGM3rSROINRlIVUSZFB8rFP0ASsbaiZTf/0CTD3zY4NF9kyxr+sAz0MgBHuiJBHao5EBXByLgKDL5wVf0uPOpgH5fJ06Ugbuukh+/dJHSD1K+9kiFVquGEpWolTRURf4elpVQdmNevbNP2WvztmvnufVRg2cOehw6b9HsZbS7Ke2uRqs7xvb1Ou95TY9vPxbzwF6b9eNVZqYCmu0e2zZfhaGmP/f0M4+e2LJ11/8Nvv93gDcmZuj1eti2fa4faQ9OHt3/CiVrM9dNeenZgEPHXNY2bN50tcrMBEzWQ1ZNdEhpc9sTKd9+wmZ2rsSYK7hmPQM30Yqn0qhkzDUT/FCwdlJhomqh+wqqkpJmQr4KC78+beh13Y9jzi5bmELD1ZMVivRBiKxRWEvEgziUWqmLn3b5w6/WOHx2jFLJoGEOwW0PEuIY7OeL6JKhTO2i2JLR1eCgeicD3rpjyzS3F4/DwZOCretCOmGXY3MQZAJfswhSsAbgHhKvslF+eL5KTDI5bEaK/OJkqIPEtiRbaR9HJv+866Yy/su7F/nZgyaLvTHJ6RZKvpFKZRhvKKu4VOJIcbMf6ASRyUSli62GtGOI0uG2J8tjHFRVrnUvLFl0mhaHT8KayYwwDplbMhir6FQ8g2rJpl4pMzPe49+/tcWZGxb51lMm3360zJklk5mFlJPnNY6drbJzk8PPvXWZfadaLCwYHD2tMzE2zq7Ltj+447KXnQuCPpbl/OMBDuA4Dk8+/dTharXy4c2bL3vF4QP3cnLW4fT5Mq/aqXHZ5hDdiBgr+3hOjyMXYr79pMmDz1RxhclV61UaVZVaWVArKdTKGTPjAR2/y4P7oe5UMHUNVZGHnAGo87ag2KKYRoKmhuw9ptHpWZRNBpHg0sxHxcrzeQY2ynnfXSv1iJIOf3Szx6MHx3FLJuNWRsVKcxsIctN7ZWQ1qK447oya8MgKKVuBIgBKvmVye7RcddT1Ax49oPG7n6jhWQm/9NNt/p3Z4fc+EfHgiwqtWNDVBI7IY7ZXcFJGqjPDH0tSUBK5npNeJKrUS+a88SKPvrBXU4ArNkn/kz/6qs5it4KlqdJSLZDbIlNPMHUV31RzkYIEebdvULJ0dmzscvqZCkGkDqK8i719Yd+W5OnSUZxSKSWM1ebYe6/HkbMOqxsK1ZLcpp2dqzBZd9m4qsNPvbbJ2vFFvv2Exdk5m3YsWPJVjp4T7Nwwzo2725wSPmcuKGzbegmG6X14757HD+/aff3fBbp/N4ADrJ5ZQ6lUfrLTbt/SbZ99p3rkCC+/RLBxXcj5Zo/9JyyiRHBu2eLCkk6/47B5UmX1uMbUmGCiDtONiHopYrzWZ7Hb4ZPfERw9XWbyEgVDT1GVmP3HVcjy868oZFbyH8AyIzQR8MRLJs2mw+aJPBWtSEg2ZIyhzNgcprVVSn3ipMsf32LykW9Mg+KwqpRRs1JcK8MxlUEuj0wZU1bQBpQRx6mBtCxHXWEdMcjJzDkZhhGi230++hWTz3yrwb7DHldvb1Ev9bl2a0b1A10+/e2EP/uyTk8r4ycKbh7+OvA4HDxHI8kP+QMgE5AVEjVf3xXx2bE8uUvQ556JKIxVUv79O5oo2ix/8FWd+b6LJRRJaNNTzFDBDBOCQME3C5mZoNMz2ThjcPU2n7ueiumGxopI74LdCBo7NgQ89pzUbMaxzqZVJu989QJ/9rWMEy85TFVSap7CVF1jblFjfrnKmkmb1+xc5potLS60WpyZr5NEBgdP+Bw4a6MJncl6j22bN3PpJdtvmZnZ+mS32/y7wvbvDvDpqUme33/6xKat1/zHJ555Xhuvz719ZnKZPYctSrbHqppCmGa8cNqm27a5cn3Gmkmd1ZMqG1aFrJ5sstQL0Y0+pxcDPv2dEk+9WGHnaoOxikbJCVHUkDuetNGyIeDkkUfqNB0z4Nxiwj176pQcBddIB3EjpqnmJvaF22wik5Ftn7FKm3ueT/jS3ZOkmcuqEtQsmYxchMeahtyb6wPLs2GkSJqNbDMUhTTPey+qqqzicoNRkI5MPeCeZxT+/JsTzM7XGZtUqVRUFs/rnHJiVo91+bm3dHjx6BJ37rHpJ4bkgaTDDMkC1OpgNZl7CyIBnmZFsO5wjalHGWHOEIzi0a1HykQt5b2vafHQngXuetrANUQu6SuMilL6ZoYVSCGCFCfoLHdsbtrV5+N3dGm2TPqRQhjKPXoQyZ9HpvPGa3o89FxKu5cxv6xw5nyN67YGRD9wgc9+x6XTNYkCnWMHdNaM6axva7S6Jt1+g91bVPy4xbPzBkmk0yibrJ2KOXwmoV4pcdmW6q07LrvuP2bhmZPOxNp/eoAD7N6xmkcee+zkjTdc9cLc4sLbD53scPnWmMUOtLoaaycSrt0Sc/iIw6YZnU1rYMvaFqmyzB3PZjy8p8xYyWKx3ebJl8psm9KZaWjUy1AtBbhujyirUjKUvGXQZAKDleBYIUL43PKQ4PDpEmuruce3mScy5F4qMq0twc1TI+rlLnuPhfzRl+rMd8tMeTCWK468XABtm1Jpr+srV4FKblQZRil+kpLEGSKTlb1oAwZVdrSC6xFx6vNbn61ybqnKTF1jVSllTc3h9KyLa/qM1wQT9ZT/+mMt7ttfpR/rg/62aE0KS+WBV7gu27U4UQgT8msvK45OWh4wFRgFwGVPXqQ+jFUT/vO7W8w1TV46NY4rlIGe0tRTfD+hbyj0AgXH1+j5glbHYssqnXe+oslHv1mhG6j0w4wgSOkH0As0er6FlrXpBSHLPcFyK+bMnE6tXOfNV3dplJeYW5ykXg54eF+HR/c5LB1x6PRSolgmp+09k3HivM6aBjS7EcdnBdvXRKyZmWDdpmteeGn/4ycvufRlfx/I/v0ADrBuzTSTU6t/e272yMbTJ+Z/5MipNiVHsHUm5cgFOHHGZfcmwaWbUjbMLHPbE10e2u+SBTZbpk2u3hbx/ImQPQc1VtUVxiqCRjVmvNblsRfh6GmHNaUU1xa4toprpzLO2wnQjR53PlvDEgZlM81DpxRsIzfDt4ZOrK4VMlbusdDu8Tuf83jwhQYTFcGYk1B2pH9iKTdadyxpnSy0QiZc5AjJ9V+7p7DYSokimfSgIjcsEjw5GBkOmaYecWYBTi+VcE3BmJXQKIFnqbR7goVmhmk4uHbAVNVnbaPL0QtlopyiOvrQqKps00xDOs1apjzMNDsZrW46Em2Y/0cZaEJ+XcJoGG9SRAwKLeXaHRH/7X0LfPAjNhfa5aG9hpFihilmkEpZma/S8wVd38QPHF5/eZOP3+LTClx6QUbPT+n1Uzo9lfmmfAiu2dFl30Gb6VbC3LLg7LzNhhmHU+dN9rxU4Zrtgrdf0+ENVy/z8Itdvv3gGEEEhjDYtsFgadnn8GmHVQ2NtZMhc/0JYm37Fzdt2f3bZ8+e/vvCFfXv+x/MzKzjwN7vNK/ZvfH9aVZ9KFVMPCdkZnKR/UdUts/Y3LAr5NLNF7jruS5ff6iCEXtcvsHixt2waqLNyQsqq+o641XBeA0m6z6aaHPLIy4i1amXlNz8HClxc0PKTo+H9ymcXixTt8EzyZOVh86zhfbPtWPKXoBudLj3eXjkYJ2yYzDuyMotzUE1yiVBrSwvreNVmKil1EpDS2PPyVg9EXHpxiYxPc7MZ3T7CUEoORcy4Sy3DlYK0lWKY4X8zT02S0sOFQOcvN3StJyOEOaC28BkvGLwY6/tkAUx0WALkuW/Xt525GnQnpOwZsJHGE32n+xxbj6i24+JItkuLLdj5pshi82IxWbMYguWOirLbY1mR6fVMWl2bFrtMtdsznj1FQv0spDFvko3gF6Q0fcTKRL2M3qBStcXdPs6za7DVM3g2p1LLPRTWn2Fbj+l00todxWWWjpZ6vHOG/oEWcjscsb8cszcksqZCxVmJhTOLPk89Bw8d7CMEk/wrhvgNdcusvekz6P7Yg6dcNm1EU4tBnT6MYZQGC97D2n2lvd/5Wv3Ntes3vD3Bvjfu4IDXHr5G9m//7nejTe9LTz1la9y/KxPu1Nh9waLDas79NIOX3kk5Z7Ha2xumFyyXmf7+oztGxZ57GCPU+fH2DmjMVHTmByLGK+1eP54zLMHqqyvZFRcQdnVBpEo9UqPs4t9/vtH6/TaFtP1VKYbm4UrliLV+VaK60iGYLXU4blDEb/3Nw26XY+19cK+QqHsaJRdQdkT1EpQLSVUvYhqKeD0nMZS28ldlVImagHlyjLhkwZnlkw8Oz8exdnw6JEV5vVylZkoMb3IBlXHzjktQsjkhTSTjMDC7SlOdCwRoioRYWKQDt4IRdszBHjJSZhudDmx2OHQbJkxy86ddqVD7tnFhHPzKTU3peIWhDUBmSpT03KethApq8dD/tu/aXHi3DJPHRynZKoDdy/TT+jlttJdU6Nj6jQ7FqsnHP7Pzy3x3v9T4vxyhYqT4vUSmh3BcltwYcnlqs1ddm1q8tKxBuNLCRVP4/hZj+0beqyZ6vD0Po0Mk27f5tKNU7zl6kU0dYmDpxyePmSx1Clx/SUJVafPRH2Sl930llBRlN6ll77hHwLVfxjAAdat20yapk9cd81VN3ztm9+xHTOjUvZ5+lDG/XttFpd0bthqsX2t4NJNMZtWL/D4oT6fv7POuprBmknBqvGMTTMdzix1+M3PNajogkZZoVoSVEsKtZK0gGtUWnzuXpWFVoVpl9xmWc1Ng1QcS4YbubaMRamW+qB0ueMZg9NLFabLCjU7yVPgZAx52ZXgHqskjNcC1k62aPptnjxYIegarJ0y0FSwzQShxvRDlZYP/QCCKCVO5PUxGwUk8jV/7LTC0y9aoCq5YEK2OsUhM0kLVY5Gkgiu3NFj9ZqAuQV3ReSJmq9JdU1ea20rxnN8bMsnSiv0QzlsCqGwekKhVu/zxfsSZs+6bGykJEk0+GdWVRVNk7IwXaTMGx4T9YDXXrXM04c8FroOTu5IMBBiGypWT1pM26bBUtulUe3zjusX+eMve4w5Kl7+xlxs6ZRdk2qpzP/40Qt88KNtDp2r4tkRnm3iuWP82GvnCKIWz+wv0+mDHwq2rx/n/W88x1yzxf3PKZxbSKg5GmsmNKbXX9lfs2bTE4ry9240/vEAd12P0xd6H7p0103ZuXNH/9MTzzxvHTxdZufGlOs2d1lYsnjZTo2NMz4lb5EnjwR86vY6NcNi6xrBmkmVjTNdTGuRW79j0O86bJ+AsYqgXtEYqyTUKwGT9TYvnPS55bFJXGEw5qZyg2KrA2tlz85kr25HeE6AbXZ57KWU2x+vU9INGnmmvZf33SVXUClBrZwwnvPXF7vLfPjrLkeOOuxal5JmxXVSckmyNCVMZJaRXNGl+TFmICNGUeRV7+yCwslTFqYiRRijyvsi9qOwYktSjU2rE1aPhcxeWOmgoihDGoCee4AbeoymJaQw2JCoihzKr9uRMjm2xJ98PePkkgdkqGqUD5+6NN/MbSFM3abklHjrtUs8tmeR+/ebLPsK9gqnARk3YhqS022ZFq5V5u3XLXLX04ucONuQraIZ5zOQwLU8Nq3xefv1Hf7yGxZHZy1sM0IXBpdtGuOn37hAkjY5fMqjf8BmsaWjiyoLnTatlsl121Pmml0CdZd/4403/ZFtK/+vonj/YID/wx8NYPWEk37jOw/9r0489TsbVm8J101lnF0MWFW32bUFFL1NJ1rgL25L+fTtY4zbNpduEKxfpbF5jU+ltMjH71T59qN11lQVJusajZpgvJrSqIasnmhz6GyHX/l4lXPny0yVUioOeRanNOX3bHJwx3h2SNnt0+n3+J2/qXB8tsJEOZMVv/Adz6PqKl5KrRQxXu/juUt85i7B/U9Xqdry5C/TzkaUOcW5fMSzJBvZeKAUih7JWVd1VZKhBnYShcf2MKQqLcziQ5UkHnpujxqpFK3P4GHLDZCKg0+xvvQjlWbX5vVXqPzkGxZYDiNmWwrLnYxWN6bdTWj3oN2Tg267ZzC/7LB23OKX/s0yZbfNQl+h7SuDAbLrJ3T6Ke2eSqsraLZN5pddZuouv/H+RTatbXF8UWWhmbKwHDG3lHFu3uDcfJW3XiP4qTfPsxiEHDmbcOJcxN4jFkvL4/z0G3R+7p2LGKUOqbLE84cyzpyvsGq8y/EzUC5tDa/ZOfY750/e/b8UpZT+/ZH5T1DBi49dq9Nwenz6tx7b0w8Pzy7/up6mqmWlnLoQEqbwzFGNFw6VuHS1xdY1GqvGYc2kz/b1czx5pMcdj0/QsHXWNFQmxnSmxmByLGRmok3FW+Srtxg8d6TO+ppCw8uouOogbFaCNsFzpGF9yQkoOR0+d7fGs4fq1D2NqpngWYV/uczylL29VPtPj7V46kjEfXvr1GyNigOGoeYq+ixnBI5aPWTDS+PI16GIzy5EDgzyKkdO/PnPHYQ4FQBXZc57lg5/7RUAX2FDIX9cCiMKfnhGEEKzo9Nsl3nlzgvctmGZZ14ap2QhK7+I5Ule1zD1vCIbJgtNjys2Bbzl2kU+f5fDsq9j6Yn0VRFJrowqFFI6QlgYRoXd6yPefeMi/+vTJieWTGneKUKEZqDrNo5Z581XX+DR/U2eeWkMVZWGnd2+YNvaMXZvVOn0e5y/4DBWCjl1QSdLDNau0lKrPP7rxy9s+oPkzGL4j8XnPxrgr3n9u7j1W7f1J6c33PL2V2u/9vxzD7L/mMnm1TrnlnqcOOVy06U2l2/JWDPZp1oKaVTbHLvQ5tN31LEVk01TClMNg1UNhelGyNrJNo3qPF94QOGOpxpMl3SmyilVT5FmQnmScsmVYVFekcjg9Ti/HPDpuxsIYdOwUzwry431C4N+KDkJFSdkvNolTDvc+rjNwrLLJRMZjimvooZeWLWlg3DUItP6YpvklTYRGYqagqLKvJsCpCNfs4xRPaZMRRhatskT/ArPwtGPTIEU6faKjBcPo5QghJ6vMd+02Thj87brOuw56nG+5cjh0Rj21ZKvI7AMA9u08VyP9722yXeebjHXbuDoKuYg2S3OmZIip+YaUm+p1Xj9FUu8eHKOrz4wgYohk96UCKHp6MJjy9qYn3z9EnOtJnvPVplvJ5y4kHDqvM58s862DYukQci5uRo71vU5eDpjesP12Y6ta27pdDv962945z8Wnv94gAO84soZKhONQ0cPWh8IQ/UjunhGbfa7HD8nePklFts3dgljn37Sw0hiOoHPn329zEuHy+xeq7J60mD1pMLaqYB10y0m6nN86SGF3//yNGZqs6aeUi8p1EqCaklQKWlUvJSym1ByJbg9u49jdbj5UZ2DJ6qMuVIF7oyY67t5xS87EeVSQLXc4bljKY+8UKFmqVTsFNtS82iSQkEk/5GVIsVspJIWV8TiiFJUcHneL/wKRwKnlJVpyBkyAiRDgTQly1KSVMt7++GOffDzM0gymYcTJRkhECUQxhl+AD1fpdXVafc8rr+kz7a1LZ4/bFGxZG9tDQCeh25ZAqdvsNx22Lamx2uvWObT3ymxFBhYosixL9oiBQUBisgfapiZgP/0g0tk2Rw3398gy0ySNMrbNR1DL7Nzc8gvvmOZX/usjuIoqE5GX1F5aJ/FcrvM5dta9HrLHD3tccM116b1qUs+0FMuORSqZ/8poPlPA/Dq5OW8eOBIuH3ryz72/L5TTq3m/uHxcx1etkPDdHp8/fGUXttBmC62FfCTb2zS7dtMlVXWTOismVTZNNNn48wS850mf/hJm8f21bBSi7W1lEZZoV6R4K4V4PYSSq60f/PyfJ5eFPDxO6ZBNankcYFOnq3pWCquneE5KZ4TUyv1OXkh4Dc+W+bCvMuWRpbHpaiYpoKpSzGALmLiLCFM1Iv8T0Zyb4p8eEXGbfdClQQVrbCN+J6pUjKaRF4Z5UoyQ/b4K0w406KlKYTHai7CkHYZYZxfWsN0YG652LJYP23xKz++zC99xGV+uUTJGhLQ+qZK11SwfQ3H13H6JiXH5Sff0OSrDzdZ8hu4OdtQziDJgNGYopEhBg/5qobCB97W5KotZ/no7WPsP1ciSmQimqHrTNbKuEbIdBV+8nUhXh76tdhb5ukXLR55wWFqrA9WHSHM/8+rX371x06dOpqs3bn1/38ADnDJtk3Mzp5LXvvaNx159tnx9tzSnaV9J+dZ3dDpd21uuDRjrh3h6Q5nLwRoicbGaZ31Myo7NnapV+Z55EDAF+6tsfdQhVXljMZYSq2kUC8Lxio69bJCtZRQdhM8JxqERbm2j+d2+NNbTI6erlCzwDOzQQ6mYw2rt+dElL0Ay+jy0BMZTx+usqaiULLy6m1qWDoY+StdFxHfecrggT02DVvynwdWEUVwag5yoWX4QcbHbrOZbWmsLfE9W5RBhElOmpqswE+9tc+DB1IZCz5CR02zobtskqh0+oJX7Ip51RU97nikhB/Jk30QDQHe6ek02x6Xb+jyip3LfOVel+V+TkLL9am2Kej1VXqWoNeXwU+bV3X5mdcv8eGbSyzqNoYmw2DTFKIkyVejgizVIRO5HlMWn7dc3WGm3uRz9wa8cLhCEMvU5VrZol61WT+WcuZcFcMKWVo2uWaHYLKusLq+TMuf4g2vfE17x44rjywszCZr1276B2Hwe338o7YoF39Ylk253L31la+8+heuuuY1i5dvqTPmRdy0M2Kx2+P8osElG0KePawSBg6XblDYvLqHKi7wxQfhNz41TXO+wuUzsLoGtZKkWNYqMrFtop4w3QiYmehRL/tyJ2wGlNw+5+ZjbnusQoJBycxz6E1lkPnjmhmuJfv1iuuz2PH54r0elmJRt9Nh9c4jBQt7N0uPiJKMfmhgaCOusjn5SdOygZJHVVMgpdnRpAqpqO4XfZ2GRvdyyFQUhYon/9t4RIgsI8JztU/OHoxiaW8n1Jh+lMkI9lx+5ofSkaDnSxJTnLi899UdGpUuSz2Frg89P6EXJPSClJ6vjNgYG6SZzZuuD5kYb9PqZ7RChZavstBROLOgcH5RXicXmhGLTVhqCRZbBmcueOw/NkGjNMmv/pjCu1+1TKh2OXQ2ZP9RsITDri0pe49nTFdVxipNHt5jcH5JY7a5mte9+rWLE6uu/oWXjvRutW377w+8v+Xjn6yCA1SrVQDiYPkzb3v9jWLtePTb997/wPjqxmn8yOGSy0NeOhdx5HSZ67ab7NjU4/jcMp//G5csKnHdRo1GRapU5pZjhAZlVzBWUZgai1k71aXstmn7EbWyQprpGELaPxw5p3LijEdJkIsXlGHGi6XIRGQnoZTvyb/8oMKeYxXWVME1kaFXpib55Hlmj2VGoIR0Q2QkdeGPMjD/GZGq5f2qpiUyKz7fogwH0ZEtivwR+f1MIctUsiSTPXjeigwsI3IKbZwWnoQaUWTgmQmZktAPBUGUEYbScL7vq/T6Gl1fZ2HZZee6Lm++YYlPfsul1VfxrBTbT3B8beDZXaQu+KHJpmmNbdM9zszFdGIdNYOYhFol5uiCxlJXI04iVAUM3cA2JT987oxAVUwaVZfX7mrzysuX+MxdCS+cqFB2bS7bkjK7HHLPcxarxyyOz3a5asckl135mrm1m2/6b2EUfebq3av+ScEN/8QVfPDUmFUuLCmfmF7/ul++/poNc8fPWvT6guVOn0NHHa7caPKyXX1Ozjf5wndMPK3Cay83uOkKlasuUdi9PaSfJkSxNM4frybMTHRo+Yvc+qTPn39d5+hZGQetqhlplnLrIxYLvi4FEKLwNFTzOEJptu/ZEZ7js9Tt8+WHPGzdomqlOGbOSjTUPL9etieOFTO7lHL3Uw66okkb5SJsNafUilymJrRcf5kPZIOBlItEEgXIR62T01yVkyZEI1ZtsnLnpjux9AcPI40k1Xn9VX1WjQV0AkXm5EQZQZTQD3N2X1/Q6Zv0fZd339ihUu6y6Ct0fHKuSUI/yOgHykDcEAQCx9R428v7pGqcH5Fgw3TCL7yzyZtevohZ6XNqERabMe1eKrWdRpdnDvk89WLE/c9k3PNkFb8zyfteFzCzqskj+yJeOGizc42gWu5jGQnrpwzGJrfOvfP1r/jlsh1/YrLxDz/m/IsDHGCy4fDAA7d+7NRc/YOmt3nxyLmU84sO9VLG1vV90Bd45AWVklHmzddpbFzbwU9aREmEZTXpBiFCqFQ8mJno47kL/OHNgk/eNsHSfINDJybp+zqaKgexF0/oBLn5u5mfnK2CQmulueF+SLXU5fYnFA6erFB3lbxXL7Lhcx56ng9kmyFxFnNm0URoKmZ+dhdClUKMHOC6lsqIbFU61qpCRUHJs9n/tq/SMP46iVXCKCVKs9yijcGOO44zKWqIFMJYI050pmvgqCH9EPxYGYRB+UGGHyiSBdjXWW47XLJa4x03LNLqZfKQ48tsyn6Q5iFRai4y1jB0he3rU1AlMcw1MnZMmUy6DX72DRq/9O55FoOA0wvQ7sbEMTiOj5/2MPQI025zZLbFtx616XfGeMVlEaHS5sAZn3YnZLoiWDfls3Xj6sUrLyl/8Iknv/UxzXD/uWD4zwdwgHe/6z2oavDpqVVT/+HNN65tGyIlU+Gl0xHPHBREYYnXX61QrrS49RGfZ14ySbOMl05mNFuCyZrKZD1mZnyZe/bCybMVdkybXL3dYM1Eiq53idOENDV47VURNTdFU6Q3SqHwcaxMZnfaEfVynzMLPp+5u4ypW9TMFMdEtjOmlq/QCj+9GJSI546oLHZkXy9tJHKtpqbkynS5L9a1BNuKeeqAxqlZfSBx+9s+ZC8uV4XrJlOu2+4TBBAmEKeFwU9KlGREMbliR6PbN6h5Gpdt7hErKf2wALh0IugHCr1AlcNjz6Tne7zvNV2mJ9pc6Kp0fHIz+pR+kOEHKkEk04mbHZU7n3JQ0FFFTC9NODUHT+yzOXhigo3jHq+6osmp5ZgLSynnFxUaJY1L1oWgqFy51eAHXrnMUr/JHY9b6GqZK7dmbF7bJyOj3c+40L+sPT09/R8Wl9qfvu6Gd/1zQvCfF+AAL7s0Tt/9WvHFndsnf9YqrQtm5wNcA0xVsGuDxthYh9sfV+j3y2xbbTEz0ePcosp42WRmQmGq0eGWRyP+5s46m8d1tq0VbF8fk2nL/NHNCp+/c4ILS2Ncv0MmSGiqtI8o9JmOleHaMSU3wLE6fPMxlZPnq4w5Cp6V5dmc2qA9MUfCZhUl5IXDBq0lm5KZex/msjZpDydzfnQ9RddjHDPimQMaZ8/rqIXM7P/y9cmQ68K1kynXbu3LKpwohBG59CvPoYwkvzuMVHq+TqOicdkmnwTZlgzalDClHxZUV/kwLLdd1jR03nrDAq0wodlXJcCDBD+QYuMwkhHcrb7Koy+UWFsW/MyrI/6fH14k0XocOBnx4jHB8TNj/PhrVd72iiXOLsecmUuZW/SYGoNTizEHT9iY2hhvvD7kbLvP3sMWaWzQ803qpT5XXDrjK+bqn71739QXH37J+0ed4f8uH/+kQ+b3+pje8n7OzM4nGy+zHnlHbbZtGV+m3Txq+r7Dummfx/dp1Gyb7asEu7f0iLI2J0432L1BY8uagExd5vYnHIzUZMO0zqYZ2LR6mUdf6vLkvglqhs3cokqatlCVnHknZP8tabSSYVgr9Wj7PW5+eBxDGFKPORgucyW+PsyYN/WIjIhOaOXG/IUZ0MV+40XUYYRmhCAyMoZ2Dt/LFfK7tyqShaWmEUkc0YtNgngI8jBMiSKZyhCEhW+JgWv00dSIfqwTRrlvYN6qFEFP3b5Ou2dScj1+6OXLfOGeNue7Vao2eEUVD2UFjyINoatoqsZMOWPcdbhhq8/ewx2e3Kvnke0G9UqVN18zx5P7ehw6LVg1brBrq41u9Hj+iI4pLKYaGjdcGvH0gZhNkwZ+GJIZ2/2pycn3lRvTt1y+6ULyhje9958bfv/8FRxgYnKMWtk9d9klG3ZG+uofN9zNvbFyxN4jKhMVg0wE+EnMcr/HZ+8osaZhsWtLimUv8ak7dfpth22rBRtWaWxe0+HA2S5fvq/K5gmDiZoMNlWUDF1TpWlPftxx7ZSyG9Oo+oRxh1//rMux2SoTDpTsTDISc8mbaSqY5hDghhHx4gm4+aEyZQdMkeaZP0rO6cjy4NgE24gouQG9fsTRMwI/FvKiPpqedhHYi/O+mnsWCqGwfnWI4/Rp9TM6oYofZfhhfoqPsqG9WqTR7Ji888aAS9Z36cYQxIpMTIgS/CDBDzJ6vtybt3smy22XtRM2v/oTcwjL50JbpdPP6PUTej70A2m4GceCLJXeg+eXVI6drvHDr1TYsK7DoXMxx86kvHTcpWJV+PE3degkPfYcTjg9W+LHXqdQKvWxzICMDkuLOrs2JswuJVyxY01v1/apn3jq2Ltu1vmXAfe/GMB1qUhPfvl3vzL7yz/5zJfXrpn42XayvjnT0OjFIe224JI1IQdOJ6SBxw07U2rVJT51V8ITe0usb+ismxZsWh1QrS7y4F6duO+wblJjrJLhOT6LnQxN1XBMKYRwbYWSk1L2QmrlNk8cjHnwuTpVXVB3MkqWItX0o+1Jcb3Uk/yCmdINjVx9PnStHebbp7hWRNnroyhd7n1O4d7HHYI+JGRyI1LI0C4SMqjqUMOpkOLaGa+71uf1Vy6SqX0W+tANFPxQth1hlA18A6VYQsfSNTQ1IYgzwjg/20cM2xRfodMvDj82vX6J1+zOeNn2Jea7sNyDTj+RIO+r9AJBkujUSiFNP2OxmXD8nIGllblpp898z+fouYgT5xROnKvw8kt03veWReZ6PR7ZC6bisnVtxIFTKmXXRIg+s3M6r75mVbM6NvWzL/93S19+703fyF73xn8ZcANo/2K/E/DwXV9h085/y5uun3hh3er62Uq1ftOR433n0jURF1pd9hwp8ardCn7a5tbHEp4/UGLThMHm1QZb12asGl/k5kcSHnl+jMvWCDbMCNatClgztcAf3Wxx7rzD2jGFiZrOxJjKVD1k40yTI7Mtfv3zNRabFdZUM+peRsWTvHDPEXiOilec8fN+vVrqsNAJ+cr9Y4zZqsxSdzXKnqDiKdTKKbVywHith6q1+LOvK3zo45P0Q0GtFNLxdQxN4JkZjgF2buTv2Kocep2EshNS8fqUvQ5LnZCSpfGOl4foesCTh1zSWMc10vyBkhwSx5QibNeKsE2fL96rcWbRo2wq2IVhaB7ZPcjwHAy8ClU3ZfvaNs8c1Th9waFqyyHbtjRcC6YbAbVKl28+7lI2FExdBUwu35xg2R32HjMRmYIudHTNZNeGiMlGj/lmwvGzDtdsh37U5aUjDjs2V5lYc/lCkK7+pTMLtc994AdjrnrZz/5LQu6fvwe/+OMnfvT9ACwutj69drMQi8HDv3X68J3je/eqXLVJpZcGPL3fIIsNdq6Rw9REXWXNZJuHX/T5+n1VLl8rWL9KsH4mZsOqNoudPosd+Y/s2SolV6XqJUyO9RB6k68/bnJmtsJMGcZKUPFUPEeTBCxLxTGlEkcMjDPlK/qFYwYqWh6EpQyS2qSxUELJifCcLt9+OuMvvjmFoZb4oVcsc8OOef76toT9ZyYIYnmwKRiCAIqqSEaenmAaPnuOJ/zVrRNct9XgnTem/Pyblzh8ZoFvPTZFzVcohxl+mOSVO6/isSDLBJdtCNlzPCHJhDwI5ZdNP0hyVy5N5tMrOqqSoWsV1jYS3nF9iz/8isO5ZYOym0jrtJ5Gt2dR99rUK10OX6hh6TGWoePaVX7oxj5LnSZ79o3RqCY4lkU/GMdQe1y3I+SpA32eP2hx6aYuB4XOy254+dzGLa//72kSfdotl/6lofavA/Dio14v0/d7H3/b625Ubif5Pxtm7x1f7C2weN7i2q0ZUZRwfilDqCrjlRRF63Lf8xbrGybb1wuu2O4zVl3Cc5e5/wk4fsZkfUWh5GpUPIWJeoBltvjEnRrffLjBdEljVTWjVpKSNc8WeI6Ga2c4RXqENuySu3344j02aVrYM+e9tyGZeY6ZUHF9grjHbY9XcDWPK9bBtska12/PmByb4wN/UsKPnIHdMAxzNDU1w9Rjmr2QX/3UGCdOT9AwBc+OJ1y2SeNt1yxz/7M9lnseY25CEGb559ABVlM1fvi1Pb7x6PDPnaRyo6IFkgUouegqWaaRpAZpbiHx1usWmO/M8/UHxplb1qmXEmln3NfZNK1yw44Otz1mcmJZpR9JRVDFG+NVu87z9P6IhaZgaizm7HzCuWWDKDLZtiZgbnGJfjjBe3/wVXPrt7zml7Ms+fi/FrjhX6gH/34ftuXQaqcfe9k1N/zXH/qBNyx1gkkaZTg5L1MTXDuk4gXYVsRSJ6Tbcbhsg84V23z6yRJfvDfl8Rccer6JqUpqbNnVGKvErJ5ocWzO5wv31LGx2DAOkzWNsYpOtaRT9qQayHMySm6CayUABJEmk8ZSjTSVJ/nC/N7QZa9um3Kvbpl97n5O47H9VdbWMyZrCigGswseO9ZqeHZAcFEPXoybiip36F0/Yf+xEjNVqfA5N29wdq7MddsEr72iSSdK6QQKfr7jDmOGWTqJmrcgDDJCswx6fkann9LrJ3T7Ma1OylIL5pYEswsmJ2Y94qjOj706Zs1UmxMLGYuthGYXun1BnGjYpsbLLkn4kdd20Owuzx4OeeGwRdkqUS35dMOMpX5MNwjI0oTVjT7NlsJ1uye4ZPebljZf8qr/alvqxxznn++I83f5+Fer4MXHxLhLEASf0bdftXjptrObUP3fOXLwWb0fZUzWU5I0JIgETxyy2ThhcNX2iCBr8qV7bdpNh00TsNRcRFdTPEuhWlKYbvjMt7t89i4PG4ctMzA5plP1BK4tK7F0qgXXSpis98mygIOnSrimTsnRMSSVbuCPouvFfh05XDohptnn+WMWSmJQdyU1VxeSS9LtG8SxTHIY8MEpviP/h6JIv3PXUtGVjDhO6fkaS22DNZMOOze0ufWRiI5vDIbNIJJ5OnEio9NTZHKxY8BYWcO24fC5mFZfRagpmqaQphF+oEi5Wl+l2zeJYpXNqzN+4vXL/OktFrPLDhOthE5fI01lnlLaq3Lp6pCpepcv3dfj6YMq47USN162zPOHM3p+SKen4ZgJQQCvuumyyLW9D16y++ojmqrfpijWvza8/vUBDmCaZvqVO56/dWbrqwwzOdETmvjzF1/ao9S8jhqGKmcXI06csbnxMoV+0ub2ex0qho1ViwkijRQd21QpexqT9QTTbPEHXzU4eKzKZWtU1k3pTNZVqqUMy0hAgU5PI04Uebk0e3zzsZjjJ12u2mYwXtPxXEGWpQNVuyFk/22bmfQ8tAOOnEt5YK9H3QXblFI3kTMIiw/pWSgJWgq54DhRcpN7KROSCp9cehbJGJflts0rLmuyYabL4oJBP5CU2DCUPyfK/QdBGha5FjSqgqt3hEzPdLj9IQ8/1Ch7yI1KPwZki7XkaXR9QZLU2L0x4Zfes8Qf/43O3LLGclvQ83WUNMHUU+aWI4LQ5T2v7HH7412eO+Txst0G88s9VAzavYRNm/R052U7s3WbNv3izOpVn4SXQkW54V8bVvLr/6/9Byg+3v3G3UxXlsK1ayY+Y7hrd1y1a8v/XPTXkqSw2M7Yvkag232+cLfAUW1uutxneizA1FMqHtRLOhN1jVXjPV46E3DoVJlt04Ktaw12bMzYvbXDpZvm2bJ2iY0zTUrOAqfOS6YeSszhWcHskqSUBpFKksoNhK4WsShKTuCSUSiu5bPQSjkza1Muzvh53IkURaQyYlwdxoprmpr3yPJgU7RCWZq7xCbIq2Wo0unrrBnXGSv7LAcZvVDBD6SwIcwvj3GskaWgKZJg5tgak/WM9VMxqZKiaiqrJwTdMOTo+ZT9s/+/9s40trKzPuO/s5+7b7avd894vMxmz0qYJSFuApmIRCUtiJRNFVIpLRVSKxWpBRUQVVtaVWr7pRL0QyugG4pUigJtkkKTISEJk8ySWTzjscexPd7te33Xs7+nH871kCBohdQyk6GP5A/2J/ucx+89533/z+8RXFgIuDjrMjnrcm1OZmo+z2iXydBAg8VSwFopZL2cYKNuYHshy6WQ06+FBE6KD7/TwfKbXJ+Pk0lJeL7PiUNFCh2jnz16oHtvLlP8ar1cv2PMDXeQwQHuPTrOwT0jVjG9OeUld37xwWNDX9CSO4JqPYmqOzx3QeHQTo3BrpCKHVCuGxiGx+WZkHxSZbBbkEpWeOGiTmfSYO8OjfFhj8HeDRZLq/zhP7p8+VsmlgOSXGJuxce2o5cuRWmtpEE0vBVVdMgRuEfbLqQlGtqKu4RY/O1TCVRZxVDDW6Oz2/g2RQlQFTmaSzdlMkmVRAwaVkC5Bg1bwXZVPF8lCAX+dstxqw/T8xW8QOejp2posku1lXaPTM6tHh0RREHR7daJkIibKIUCU1fY0R0glAamEfJrj1p85ldv0tm5xfU1h4szLpdvqGyU8ty7z6PiOMwuCbZqBgeHPBzfI5NQiMd9bizJvDaV4h3jHk2nQTElOScP5zaEOvqFRx/q+eJzP6hNJdJjVip/z+220Zt0Rxl8W+955P2c6LeCiXd+4HMf+pWP/eknPnLS2WomGe9XyGdsTNNn5qagJ69QanjUGyZ7B1R29Vb4yjMhV6YzjO1UOLTbpbN9jX94VvD3T3Wxq2hgNyVWSwZV26RmRQckshSiK+IWeFNRwqiDXVeJt/agY0Yr8hbzaMs0ODPl8+JkCl2VUW4l36VbMPwoZa4S0yJcRW+HRHdHk6VSk8X1gFpTxnaivnkhgluUrO1abyHA9VSO7xEc2VthrdYadW0NSFmOgu3quJ6K54lbbRii1eEThtGnSiruY8RU2rMqSd1kdjHLhx+I8f4HqyxVGpy/7nJx2mR8R5wPPVxhZtXlyg2FhJkgnXZY3tAZ6vOxXI+1ise1+QSH96e5aR157tCucp8bpP7oa98geOjUB2+3bX6s7ohn8B+nsaO/zEapTiG39Zmezgn5N5K7jm/MfV1+/nzsuO1squslg5FxhyvzMkPdBsP9DaZXa5y+mGK0TWPfoKDYtsGTL8HFqxnuHzPYP7LJ6bM6YahG7OwwMncYBqhSdMyva2BqAZLsIcnJNxzSSCTjAe05Czeo8c+nk2xtJcilImj9G8/htwuzFEXGBOJmNNOuxBqsNzUsW6dpa9iugqwpCCFavPFWFOINQP1CRuUD91eZnI4S8m1pQbPFDbRsjcBXQPKwPb0VXVNanz4RHCgqo41C0A075JXJELuR5r7DMs1mg299X+LSbIq+zhT37atw7lqFa0tZcmmT/vYGk7Me9/bKrG806C92+hdf1198fOyXxNsf2PkqPG5//Fjmdlvlv9UduYJvqy2fRJJ6keX236+Vbk6kCxOPnHjb4SdybYNisNvg8qyL65icGGtwec7hmTN5QmL0dkikkhZPn1GZnsuTjoV0FjyePptis2oQNwJiuouuRoc2r92QmV1UW8NEIemky/kZWFnXycQhZkZH/7mUhxfU+Mt/iXHmcpFdAzJGzKbm0MpShm8AAUUdNhF2TSJmCnTVwwsEthPtaUfoNvnWP4fUQjYrSkgi5tFwHS7NpDkylOa33ltCNlxK9Sh2ZllQqev05qOpwkoz+nm1oTDULRjf5WA5rUcZz8d2BfmkxAOHfVbKAfWmYLg7zoNvC6jYFgurKgidU4ckdg+6vHAlwFA0RvvrrFXijO3dKXoHjj7xnnf9wiNTM6sTO7oyn97RdWebG+7gFfxH9fZ7f5HVleu1Ad38ZP/A0PSlS6/sn5krP2bVprm+KChXEzwwLlNphLRnBVcXXCZnM9x7wOfcdYls2mWg3WcdGYHglSmdbALSCY+pWZXNisnu7oh4lc80uPCyjt00SHdwC83cVbB4aSrg6ZcLjHdrPHzCp+qV+fozhWie+lbcLJqtjmBA3Er+CDlKygctruF2W9n2Tss2i9DQBYFw+PKTOo1aO48ckzl1eIXXbtQ5d9Ggv13QdKDSUNnZbTK+s8G5K4JKI2SrJrN3UKMtL1hajfKh9ww7fPeVGBsVg5VKjHI9YKUUcm5K4+S4RCBs1rd0ltZNnj2bZd+gz0CXw6VZOHZoL1aQ/8bI3qOX+vu6/sqy7Nrw4E9Peb1dessYHKDYOQywcX164Q/2HXp8YHT0KucnOx+bv3ERQ22STToMtsfIZQL+87zC/h0y2bRNIRVHUkKadkhHDjTN5tWpNPeOymRTDsWsS3smTS4l093e4PuTLs9fyNCVoVVvIpGMC4LQ4sq8Sj6m0V9UGSgG9HRaPP2yj+9rCBG2YmVyaypPghZaYnt6cDspvw3ZlOUQVVEwWnnP7XbgUi3kO2cMerMKc8s6xUKKvf0Vzk961C29xUFRWC0nmRizuDq3xeJKgXItZG0rzsZWnUrDZaMS454xnW+/LFgvSyTiIYHw2ayYlBsOl2fijA1ZPPdqwPxqjLWqTVdVkE1lOLBvN51d+79x38m9v10t1+Yy+a7bbYGfWnf0I8pP0vBQH/1d3tzIntFP9fYfee97Hn3s9LGjb+PqSgZTE6STDbJxndEdNjeWQkxNRZZd1kox+jsFr04J8qZKX0dI1fY5O6WRMFR62gWpVIUnX4phVeK0pUI0Lao0SZgBpbrgwnWDuC6TTcqoimC5JBP40RaiJMlYjkTd0rAcswXojH7nN9X9tb6kVlhZ1zWSJphGlMa33ejwpqsQ4IuArRrYtsGhYUEqFdCwo/kW15MobZmkzRyPHnMp2y6L6yGWpXFkJCCZcFlYhVojztE9DeZWQ4pZDV8SOI7CYLdgciGgWktQtWzK1ZATYyr79h3n/onHTh87fOC9O3eNfurmkj2Xyf/vB4J/FnpLreBvlGZ0AEyHYTgNXHIs0RXL7/mS5l4ceu3yy0pXQebCrMfl6STvPBzy+mpILqGCbPGDSYPuvMaObhdZbbCwnqYYV8imbL72jER1K81DR6NWB8cJ8bwW4UkRhGjEDZlUAlTV519fjrFVVRnvk2nPeVRqMmsllbacifB8AvmHZ5fb7Njt1VuRonmUhKHQkZPJpmC94pGIyYz0qzx4T4NvnQ6pNkMatooe0xEiSt7rrfLblbLE5FyS/bskPnSqyisXNKp1lZ42GQ+X11c8ltdN3ra7zvyyzVZVZ7BYZbUUY+KoBjRYWInT06HQ2X80ePfEyPT1eenjD95/YhmYkv6n3N0drreswbfVugFTN+bKU3vywam4TM+ukaNP/Nt/nE5fmppL7OuPmNozMwbdbbBcdkloKXb1SCRiDc7MhARCppgPicVsphbiHNipkUg71ByVZNynVFOjKkMlWtFNRSYVD0mnLJxAQVM0ugoSfZ01nn1VRVWT9HfrBL5DqL8Rnhm+KQCBHKKrLjkTugoy+bzL+fkQQ4vhegaK0qTaDGg0BU1bJlSVKIQsS+TTAZs1D1WBcsPjtekEe4ccnj0TsFrSaMtLHB5qcu5qnOmbCdLJDB15i6UNnc52g9c2Ay5O64zsUDDMvsbo/lPVzWrwvq6+nYv9g8rcW93Y23rLG3xbgwM5wjCYg+MLtl3Z946T2rGHH3D/ZmPlqv/KpSt5Vaml2nMWz16IcWg4ABzWKz64KR473qRWM7kwG5AzTXqLPmevO+zpU3F8l7WSgaJ4uF6042FokE74LKy73FiMkYqBoYOiCrYsQbwBtqMQhuGtvk9VCRHSm18yQxGhJ2I6pBMSqaSLGyg4bkitKTPaFdBddKg2DVxPIk6UBxVhgBASG/UA19YZHaxxYVKlrzPOweE6mzWdb7+kkYoZFLIBSC6vTEoM98s8f9Gnp6hxcE+iliocKY3uH1Jz8fBjuY7Blw7m0xXHRUjy3WFuuIsMDiBJCoDYKq2VB3r7nhL+xoiY+zvn2H1f+t2B3jMfOXv1qre739u9tFk3U5rL85dMNEnh3LTG/WM+czcN0gmNZKJOqRYnnfRYWPcp5l1euBRgGEk8J0BLhWi6x1f+3WRvT8j1mw6OG8cTEg0PbDd62ZQlCVOTWgBQHwIXLzDx3Wjiz3GjHktNiXAVMT1AkWUMHZpOk5mlOB99uMk/PZWMGDGGx8ndOjG9yWo5jhnz2SxJFBI6FSegUtNozypcez3kvnGPpQ2TYs6l3pQZ6BFsVjvsB98urmZzB7RTDxz6anLwT/787Pc+Z2SyGdtuOkIq3D3G3tZdZfBtZfMdAAJonr8yjy6rf6aq6p9N3DOu5FLJv359xRoR1sy9k9eXFVVxcIMQXauRM0OSmRhnpzx68zECEXJ1LsEjxx1ursnEdYm2tIWqhqTiNtl4gqSpsNV0QdoOSkTxMiEkVFUjnZApZALiMYd6zUeSBQ1HUKr6VOoKHa6OJEUsRFX1CIUChGSSDrVallIsTsmKOOClusB2NDRVYXEz4N3HQpbXQ5Y2TA6Plrm52oYeV9hqNNmsplivqhRyBYxsdzA40vt8vpmZ8pzKJyRJBLFYDHv+s6GZ2tm83ffr/1J3pcHfqIN7++GH54x+4JV/feywkdtYP/THnnha18JrQX935nDTaz+yVimzY6TJi1MqY30hyXidkZ4c5YZMtamxb4fFcL9CqSSRTth056IJxpipkUn67Oios7OoY9WTBAJ006RYkJBUh+klgQjj5BIGhZhNgM5yyaCrIxb158gh82shNzcEfVlB3dLZashIZWhYDkGgceV1k/l1jWNtEcB/aiFGuWmxuaWwq9fnB+dd3n1fgngyz5ZnvmoFtbMDA8PKiZMPurF4/tO+75Z7itnbfUt+prrrDf6jUrQcQBn4TYDF2e8iy9I71jabD2Wy/vsGitVRJdWkuTXLuRuCrOFRqVpIwuf8dYnZtSwJTeLaTQkvkOjOewy0afj4zK9qxAydSkUQCEiaKl0FnyCos7CqMtKj4tkawz0+VcdnZVOjbhnRSK7m4dYVdnVIyLLDwlqCm+WohW5/fwNZSbOjTcHd6dK0fTQ1oGlLTIzD4lqSTHGM4yfT7BhOXMs4xhMNy3x6WApPf/Cxidt9yW+rfu4M/qPq2fkAwOladev04BDfk2VnV7q9LL7/vQ3RQf/O8eHc712YnCeZ16iUV4ipWxiyynfOGuiSiuvVKaZN6rbCCxeyrFY9bMsnFJDUwfEFZ6cEe/tVljcluts8wlDlnt015hdVbEdFliWSMZde2UXeHWOlHLJWltHVJtm4zNERh62qR1Pz6SwU6O5uIxQ+enyQhLr6xfWqNbt/bEI+fE9eTpjaDPBUIZ+93Zf2jtDPvcG3lUpnAZ7a/j4MVkDWs7PzKy9WmzqSonrHj+z/Hcf13kUoUbV8rl4+z6uz6xTiMoNdNpJIUHdsKmUf25UIg5CGBRdmVaRQsFKSed9EjeVNg6FOm8WlGJ4rCAMPJAdXhLhBilLToasNJg5YBPRy9OBDOF4MWRa4nv5MXK/8hQiFli/uR9L7Tj8+4mwN7eq43ZfwjtT/G/wnSFI6AbaAbwJUy8tIknS1aftFIRC251JanuHifIP2lCCTspEJvY89fvDz56+Gj3a1C+/wAZWBIoiEoJgWZMqCkRGLbEknk/EZHo7T2xVw1NLQM5LmoT/pedOf9wJFM3SZzoLG0laG3oHDKIoOILu+uipJzA70dd7uS/SW0N23L3QbFTa+CTLFp59rZkwtCK8uKHS3wcxySHtKsFkT3H/AoVTVyKUCZhdNutoDJl9XaSto0my5oyJJ4eonP3j/7f5T7hr9F+f5TpmfVZNyAAAAJXRFWHRkYXRlOmNyZWF0ZQAyMDIwLTExLTA3VDE4OjQyOjI0KzAwOjAwhqqXUwAAACV0RVh0ZGF0ZTptb2RpZnkAMjAyMC0xMS0wN1QxODo0MjoyNCswMDowMPf3L+8AAAA5dEVYdFNvZnR3YXJlAG1hdHBsb3RsaWIgdmVyc2lvbiAyLjIuNSwgaHR0cDovL21hdHBsb3RsaWIub3JnL0jPKKMAAAAASUVORK5CYII=', 'weight': 24}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 15556000
{'hecke_orbit_code': 402653193, 'n': 1, 'trace_an': 1}
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id: 15556001
{'hecke_orbit_code': 402653193, 'n': 2, 'trace_an': -1128}
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id: 15556002
{'hecke_orbit_code': 402653193, 'n': 3, 'trace_an': 0}
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