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{'Nk2': 33120, 'analytic_conductor': 122.13395371188307, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [3, -1], [5, -1], [23, -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': [2070, 1, [461, 1657, 1891], [1, 1, 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': [[7, [18, 1]], [11, [-32, 1]], [17, [20, 1]]], 'hecke_orbit': 5, 'hecke_orbit_code': 18014398576592918, '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': '2070.4.a.e', 'level': 2070, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 5, 23], 'level_radical': 690, 'minimal_twist': '230.4.a.e', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q-2q^{2}+4q^{4}+5q^{5}-18q^{7}-8q^{8}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '3.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '2070.4.a', 'trace_display': [-2, 0, 5, -18], 'trace_hash': 2292768513029265015, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.975', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.951', 'prec': 17}, {'__RealLiteral__': 0, 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mf_hecke_nf • Show schema
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mf_newspaces • Show schema
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{'AL_dims': [[[[2, -1], [3, -1], [5, 1], [23, 1]], 10, 5], [[[2, -1], [3, -1], [5, -1], [23, -1]], 10, 3], [[[2, -1], [3, 1], [5, 1], [23, -1]], 6, 1], [[[2, 1], [3, 1], [5, -1], [23, -1]], 5, 1], [[[2, 1], [3, 1], [5, -1], [23, 1]], 6, 1], [[[2, -1], [3, -1], [5, -1], [23, 1]], 7, 5], [[[2, -1], [3, 1], [5, 1], [23, 1]], 5, 1], [[[2, -1], [3, 1], [5, -1], [23, -1]], 5, 2], [[[2, 1], [3, -1], [5, -1], [23, -1]], 7, 3], [[[2, 1], [3, 1], [5, 1], [23, -1]], 6, 2], [[[2, 1], [3, -1], [5, 1], [23, -1]], 9, 3], [[[2, 1], [3, -1], [5, 1], [23, 1]], 7, 3], [[[2, 1], [3, -1], [5, -1], [23, 1]], 9, 4], [[[2, 1], [3, 1], [5, 1], [23, 1]], 5, 2], [[[2, -1], [3, 1], [5, -1], [23, 1]], 6, 2], [[[2, -1], [3, -1], [5, 1], [23, -1]], 7, 4]], 'ALdims': [5, 6, 6, 5, 7, 9, 9, 7, 5, 6, 6, 5, 10, 7, 7, 10], 'Nk2': 33120, 'analytic_conductor': 122.13395371188307, 'char_conductor': 1, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 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-1343160, -95872, 0, 165984, -334784, 0, -622520, 59800, 0, -8064, 665856, 0, 311880, -595536, 0, 765008, 728240, 0], 'weight': 4, 'weight_parity': 1}
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mf_twists_nf • Show schema
Hide schema
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id: 869685
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '2070.4.a.e', 'source_level': 2070, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 5, 'target_is_minimal': True, 'target_label': '230.4.a.e', 'target_level': 230, 'twist_class_label': '230.4.a.e', 'twist_class_level': 230, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 4}
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id: 869686
{'conductor': 15, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '2070.4.a.e', 'source_level': 2070, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '1150.4.a.b', 'target_level': 1150, 'twist_class_label': '230.4.a.e', 'twist_class_level': 230, 'twisting_char_label': '15.d', 'twisting_char_orbit': 4, 'weight': 4}
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id: 869687
{'conductor': 15, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '2070.4.a.e', 'source_level': 2070, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '1150.4.b.f', 'target_level': 1150, 'twist_class_label': '230.4.a.e', 'twist_class_level': 230, 'twisting_char_label': '15.e', 'twisting_char_orbit': 5, 'weight': 4}
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id: 869688
{'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '2070.4.a.e', 'source_level': 2070, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '1840.4.a.d', 'target_level': 1840, 'twist_class_label': '230.4.a.e', 'twist_class_level': 230, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 4}
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id: 869689
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '2070.4.a.e', 'source_level': 2070, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '2070.4.a.e', 'target_level': 2070, 'twist_class_label': '230.4.a.e', 'twist_class_level': 230, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 4}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 2405050
{'charpoly_factorization': [[[2, 1], 1]], 'hecke_orbit_code': 18014398576592918, 'p': 2}
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id: 2405051
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 18014398576592918, 'p': 3}
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id: 2405052
{'charpoly_factorization': [[[-5, 1], 1]], 'hecke_orbit_code': 18014398576592918, 'p': 5}
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id: 2405053
{'charpoly_factorization': [[[18, 1], 1]], 'hecke_orbit_code': 18014398576592918, 'p': 7}
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id: 2405054
{'charpoly_factorization': [[[-32, 1], 1]], 'hecke_orbit_code': 18014398576592918, 'p': 11}
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id: 2405055
{'charpoly_factorization': [[[47, 1], 1]], 'hecke_orbit_code': 18014398576592918, 'p': 13}
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id: 2405056
{'charpoly_factorization': [[[20, 1], 1]], 'hecke_orbit_code': 18014398576592918, 'p': 17}
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id: 2405057
{'charpoly_factorization': [[[-36, 1], 1]], 'hecke_orbit_code': 18014398576592918, 'p': 19}
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id: 2405058
{'charpoly_factorization': [[[-23, 1], 1]], 'hecke_orbit_code': 18014398576592918, 'p': 23}
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id: 2405059
{'charpoly_factorization': [[[-27, 1], 1]], 'hecke_orbit_code': 18014398576592918, 'p': 29}
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id: 2405060
{'charpoly_factorization': [[[33, 1], 1]], 'hecke_orbit_code': 18014398576592918, 'p': 31}
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id: 2405061
{'charpoly_factorization': [[[-56, 1], 1]], 'hecke_orbit_code': 18014398576592918, 'p': 37}
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id: 2405062
{'charpoly_factorization': [[[-157, 1], 1]], 'hecke_orbit_code': 18014398576592918, 'p': 41}
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id: 2405063
{'charpoly_factorization': [[[-18, 1], 1]], 'hecke_orbit_code': 18014398576592918, 'p': 43}
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id: 2405064
{'charpoly_factorization': [[[65, 1], 1]], 'hecke_orbit_code': 18014398576592918, 'p': 47}
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id: 2405065
{'charpoly_factorization': [[[-14, 1], 1]], 'hecke_orbit_code': 18014398576592918, 'p': 53}
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id: 2405066
{'charpoly_factorization': [[[-744, 1], 1]], 'hecke_orbit_code': 18014398576592918, 'p': 59}
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id: 2405067
{'charpoly_factorization': [[[-552, 1], 1]], 'hecke_orbit_code': 18014398576592918, 'p': 61}
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id: 2405068
{'charpoly_factorization': [[[156, 1], 1]], 'hecke_orbit_code': 18014398576592918, 'p': 67}
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id: 2405069
{'charpoly_factorization': [[[699, 1], 1]], 'hecke_orbit_code': 18014398576592918, 'p': 71}
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id: 2405070
{'charpoly_factorization': [[[609, 1], 1]], 'hecke_orbit_code': 18014398576592918, 'p': 73}
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id: 2405071
{'charpoly_factorization': [[[644, 1], 1]], 'hecke_orbit_code': 18014398576592918, 'p': 79}
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id: 2405072
{'charpoly_factorization': [[[512, 1], 1]], 'hecke_orbit_code': 18014398576592918, 'p': 83}
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id: 2405073
{'charpoly_factorization': [[[-102, 1], 1]], 'hecke_orbit_code': 18014398576592918, 'p': 89}
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id: 2405074
{'charpoly_factorization': [[[-578, 1], 1]], 'hecke_orbit_code': 18014398576592918, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 5, 'label': '2070.4.a.e', 'level': 2070, 'portrait': 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yQpQZDRqmd0+j4n5iAyPsZaLtsS0+1nnF3QTDU99mxJ2bGxR6MeIaQljgXtfo35ts9UXeBJj7NzPofPCI6fTzm5mBLU+rz5xh7vvBkCOcnBEy1OzirOFcy9YDk8b7nhynn++fuW2TI5xbGz05ybrzG37LHYFnR6Gf1hxjAyLLUTekmAnNhi9uze/OeTrfBn4iTt/Nb7f/CVhsQ39fgbDfC5hQ7rZ1YwJvi1Bx4/dtvf/1efkt996/Hb/sF3zOoz81tYWG6y1Alo9zTtnqTdhaVOxnInYbGdcX4ZDi8I1q9f4f/+kUVuuqTOqdlpzs41OLugmV20nF9IOT2fMddNmZwe8pqre7z6MvBljUAFzC6FnFvQnF8S9CNIU0PoGxphxtREigFOnE/p9GDnRo9GLcJaAcKnNzDs2BSxuKLBOimy0oMoBYtlqR2zdYNHd6AQyiJMRCv02LF5yEpfcOKsJjOamZakGQoCD9JU0I8k55ck5xYts8spQTAEL+WWK3rcdqVgfavG4nKLU7MBZxdgdiFldinlzBIcWbTccMUCv/wjy2yanODE+WlmF0bgXuoYOt2U7iCj0zcs9+D0CpyeG/Cb/3CQ/tBbg4c6/s+aobjsQeCf7d05+UrD5Os+/sYCfN8Tn+bqG+/g7LnFX33yibv+ySc+/3Rw5+N9Gs0lPvRPznDVjgZn56ZZaNdZ6QQsdzUrXcVyB5a7GUvthKV2xuwKHF0SrFvX5ld/YpbrdgcsrkxzZq7J+cWA84uS+WXD7GLG+eWMXpwSmZRLtve5bA8sLUsu3x7x+lcZklQhsPzVIyFz7ZBt0xHHzyl6vSbXXJwx10k5cRYu3S45dBZu2WswNqKfhAQ6phVqHn6xRr2WEKiUOLNkmebmywccOR1w6c6EY2dhYbnBNRdndIZDjswqtk9HLHViPvdQHSsUWZbxhmv7XLTdcn7F47qLhly0xSNN6vQHNc4thJxfEMwvZ8wtO7fk5JJgthdz7aWL/D8/1mPz1ASnZ6c4vxiysJKDu21od1PavYx237DSs5zvKs4sZ7zqovP8x59fYbo5wwunLmZ+sPOusyeG757aeonBZPH/7++8+5WGzJqPv5EA/6OP/gkf/ZpUv/wj5l8cPLz8f37lgWPq+Nk+cx3F8bbgom1z/NZPz3PN7jrnF6dYatdZ6gSsdDRLXe1ssHbGcidlqZuy0IZTywJdG3LrlUt83+tjdm9osNJrMbdUY37JZyG/wIttw3LX0BkYOpGlP0yZaSXs2GgAQeBZTs95CBmwc4Ni9xbLlg19Zpcjnj3U5PpLLPXaMs8fnqbZiIljj5kpw2AIl+8Y8mdfnWTv9pQosqybkCTZgGYY8MLxITWvwbWXpjx3NGZ20WfrTMDuzbBjU4xSCacXwPcsQlh2bkyZakq6g4Be36PT91jqKJZWYLFtWGpnLLQzzrdhcZixY2uP73vDArdepgm9FucWWiwshyysaBY7gpW2YaWX0O5mrPQsy32Y60rOrhiuv3SWX/upJXZvanFuYYrZxRpn58Novr+1U5/a/Ds/91PeLz/6aJLdcsv7XmnoXPD4GwXw5blnCIKw1ls5s+Ojf/X8e5Po7K9kwxVOnPE5PZcw3zaca0uOtQ3X7JrjN396kav31JlbmmRxpc5KN2C567Hc0Sx3oN01rHRTlrspSx3LbFtwtmdB9LjjtW3ecZNhz+aQOK6z3A5Z6fm0u4rlnqDbFwwjS5xasgyUtAQe1ALLZMuyYTpBe0OOnIvZdzjApA3efnOM9lZ4cv8EuzbDFx5Lee1VAXPtAaFWpFnC9BSkiYf2UhYX67zmug5feLjJ7s3wxKEIjzpvu8mQigH7jmQcOx2ipc/GKc1UQ1ALBL4vUAJSA3FiGcbQ7VtWeoZu37DSNyz2LIMsY+e2Pu94dZs7bovBNFlcmWBuqcZi22Opo1luw0o3o91LWelltHNwz3YVs+2M6y6Z5dd/Zp7Ltjc5tzDF3FKTuaWQE2c1h053ufKKKfbu2fF/LafX/cUVe7eeHAyGg9tuuOyVhlL5+BsD8MXZw0xv2OIfObjvx48dO/A79z24Txw9E8kt6z2GQ8PcUsJiJ2OpKzjXlZxsZ1x/8Rwf+IlFrrs4ZH7FgXy5G9Du+rlkEbS7lnYvY6Wb0u4ZlnuWua7gXNswNdnnLTd0ueWylJ0bFa2aR6cbEngSUMSpxBiBsdAfAsIw1Rxy6IzF2Ji7n2gQ9WtcvNXn1qv7JGaF+56a5NpLPA6d79FebvHqq/t85cmAjdOW/Scsf//dHfYfD9g4LfnyU4pbL1cs9TscPTXNtZfG3LdvQBrVueUKn4u2DxmkPb70pIJMcOS0plXXaAH9gcRYQWYsSQpIg/YN7Z6l0UzYvjnitsv7vOX6lJlGyOzSBIsrNZY77twsdwTtHrS7KZ1eykrP0O4blvuC813JfDfj5r1z/MpPznPVrjqzS1MsrjRYbIcsrPicX5QMhhlb1iXMdxtm0/ZX2b2XXPL3dmy79MNLy3PxDddd8kpDCvgbAvDBMJFLK/13/d5HPnXx666yH3j4oee83lCRGUFmDHFs6PQzB9S+ZaUvON9TnF5JefVlc/zaTy5w/UUeK91J5pcbrPRC2l2flZ6m3VW0+9DtWTr9lE4vozcwtPuW+Z5gvgdJFnHNJQM2TWf0+pZve3XErk2GNJNoaYkTuPfZkJNzIZunUp4/EoKpc9k2xXV7DUHY58lDfeYXGly5q0FrcpmHn/O48ZKQxf4Ky8stNm2yPLZf8UNv6vH4fs22DR4LvTbLS9Ncd3mfh5/PmK5NcuXFPebabR57cZKabnDDXsulO4Ygezx7TLBhOmF2PuG+Zz2GiUJKyIxl1+aYt7w6pttTbJkyXHcJxHHdybd2wErPo9NXtHuSTg86/YxOL6Pbd8HkSt+yNJCc7QhWBjG3XjrPL//kMtdfHHJ+cZKlTp2VTshK12O564L6YQwmE0RJSrefcuWrrknefsvwn+6+/IcOI5ufE0KbVxpbr3gmczjsk6bDH3lh31P/5sUXD0+3z86xa1MLYxVRCiQgpcXXglogyYzBGoslQwrFE4c28osf8nj3rUv8wJsW2b014vxii9CvUQt86oFHo6bp1iTNgcdEQ9MfZvQGGRsjwyCydIcBS/Mhp09Z4tRw5nxKEFhA4CuLloL+QCHwSPuaV+0SXLTFsmNrnyjr8sXHFQcOT/HW6wOuu3yZP/6ixRd1dm3t89zDiq2TinWtPqGqEScec11ohJptGwXPHIi57tIar792gT+6c4DvNXnzzRYv6HPPYzFfeLTBi8dq7NlSZ9fmjPVTMbvXJVy1K0Mpg1YWsNSDgPWTAXHi0e37PH/IozfU9AeK3lDSG0BvaOn13XfvDjJ6A0tnYGkPYL6vOL9sqbfa/Nwd83zXLTHX7K5zdmGCdrdGp+fTHWj6kSJOBJmBLIMktSSpYBgLls4/7J09PfNvlvrPLF182fX/qNvr/1GzUf9fF+DWtEFkP3nspUd/7YVn7pueUG2W23Um6hItwdeAFRgryYzFWIsxAmtBCIsSBk9Knj+8jmdeqvPS2TnuuK3HbVcMmWy2WGrXaXRCWgOfXl/TzS/2YKjpR5phZBnGhjixJIklzdwRpz7WgFQCTwtCXzDZFEw1YdM6w7aNfdZNtbnrSbj/aQ9pJnjr9R6vuqzLgy8mxMMWt75K0B4MmFtscMulhnWTfWo6YJgq5jsJyghedamm3ox46mDI666b4NXXdHnqoAI7wfVX+PzEO5f4yjMxX368wf6TITvWKzZN15hq1ploQi0AT1uUBGNh/zFBlgmSVBCnECW47xhlDCLDMDL0h4Z+ZOgNoBPBfE8y34WhGXL7tUu867Y2P/hmQ5JMcG6hQacX0u37dPoevYFiMJQMY0GcFOC2GGOZnlBMhE0eeiJisXf39I03x//v7W96jV5c6f3BzGTjfz2ALy51WG57P5G27/y12RMPbmiFhiv2hEQJCCGQEowBIQVF+Wahp4RwWUQlLVpm1LRkvl/jz7+6ja8+3eG1V63wvttXuGp3j5nJOosrdbqDgP7Ay4Gt3BELokSSpII0dUu9q93K/20NoQ/1mmG6mbB1Q5+UHofOJPz5fSFHTzWYDGrceIXmlqs7PPZSm7sfaXHzJSE7Nvf5s68KlAhoNRNWehHGghKwvtWn0/UxaY13vXaOj32hzkWzIe+4uU+cLHLfvhmSLOSmKzbwjhs7XLK9zT1P9XnuVJ1nj/lsm5ZMtwT1QOB77iaUwt30xoIxDnhpZokTS5S4G3kYwyCG7lCwHAmWuiD0kFftXeF9b1nhNVdkrGvWWG7XWenW6Q18ugOP3sCBuzcU9IeCQQTD2BLHhjQzGOMC3kMnJXFqmVtaZN/RuzbMd6Jf+zvfe7vttlc+1Jx4Zfzyv1aAL7UtSiMm6pP2337kCz/6mku7H5iWz69LozYzkzW0lgxjSZpZTCZIMlBSoIRACIUU5IfIl2eDpyy+NoRasDRULLWn+Pi9DR59vset16zwvjevcO1FbWayGmka0B+G9AYeg0gTJ4oklaSZJDMCYwUCixSWwDfUw5TAj/G9iDOLEXc+ITl82ufY6SmUCbhos8/luxXXX9ZBBfPsO9Jk62SdK/fApvXLLHVaXLVVkhrLXY8HRH3JZCPlbTcN+dx9CSfPN9l7sce5lSEvHPXYvnGKa3bP8+BzXR5+QRDFPpftnuay7QGXbety5NwSh8/A4wfqHDraoK4FgZY0AkvogZSOBKx1N2uaQZxCnAl6kaAzFHQSiE2KsUNuuKTD+97S4bVXZWyeDhgMJ1hsh3T7Ab2hW/V6Q80gkvSHksFQMIgduKM4I04MaWrJMuvez0AUW7oDwVKnw2f+6oENgZz7wLe/1qQ2/YM//o3fgV/4+Z/8nxfg2Ahs8NrTJx/80N33/O607Z5c19rYxKY1kAlKWYaRIk4kSSrLpdbTAqVAKYVWBbgzPCXwtMH3LKFnqQUZk6GgG3msdKb45P0tvvrskI1Tfd77hjaXbR8yHPS4crdl+yZFlHhkmSIzEluAWxo8nXFi1nLsvGBlYPjsg3XOLExhY4+pULFlRrNzk2bPVrjyog5GLvDBzzVYWprg5ss0V17U5p5nBSL12DAladRT+omPtBKsRGmf9lAwuyS4wtZ5w/VdHnqqxpZ1PjdfOc3feecCH/5Cl8cPNugNPRZXmuzeUmPv5j43Xdrlu1/X5ezSEp99MGCxH3DinMeZMz6eEkgpEQiMtWQGEmPJUsPUTMLVV/SJooTLtke85w0RGyYU082AJAk5Nx/SG/gMIo/+UNMfKgaRkySDWDCIBMMIhrEpwR0n+UqRWpLMEKcO/P0IYqPZd6LLyqe+tu7UufX/Hnllcu2WBz/6T3/to3zgF//60vx/bQC/7ysf5BMfvUfceP2Z3fuPHLpUJM9w8+UuYAHQOsNTPoGniWJJlDige4nAUxKlBFoJouK1FnieA6OvDYFnCRNL3bdMhBlTNUE/lnTjBsdON/iNj06DSRFpyvVX99m9KSZNwViDtS6JI4VAKoH2fA6e9Nl/OKQRapq+ZF1dsH5GsmFas2W9YufmjL07V8jEIv/h0y1OnJzk5ks9LtuVMUi7PLIvYLLmMTNhmWzG1GvuhjVG0h4qlnqWxXZGu1fjNVeu8MT+PgdOKiZbITddMclPvWuR3/4MPHW4QW9gWelqZpdabFpXZ8PUkJ0zQ/737+3Tqrd57hgcPCXxPItSFiEMYN3/LKQp7NqUcetVKVnikaQB1tYZxh7nFxyoB5FmGKtSvg1iwTCSDtixY+ZhnBElztWKEyd/4tTFL3FmneaPBf0YVmLJ/EBw/oBgy9TzkzdfLX7/wNJr0n/xT77/vn/1Cz8wN0zImv7/eBPvrwXg/+kPP8JX921TV2x/8Y7PP3Dsgx/44wPccGmdqy7ucdn2zgjg2uBHHpGniWJDlORAjy1aC3wl8bXTnL6n8D2J70mCJCOKLbXE5BfA0kohSgxRCnEqGCaSKAtIspADhxs8ewAya3HQdtrYk+ArV/PRDODKzdCqwURDMtVUzExqNkzDjk0Rm9evkNgl/sOnJzhydILr9ij2bJNctG2Zr72QMrs4wfW7JVMtQ+gPCGSAVYI0kwhrSbOY5V7I7KLHdZfVeNWlXR58KmTjlKAeNrnuUsPP3bHIv/+M4YUzTVZ6hpWuYn5Zs26ywVSrxlRrglY9YX0jYed1MYGX4ukUpTKkcMGExd1USaKYm9ckqSJJFXGichJROaFIothJxCgWDBNBlAM7ig1xYsrnQtfHaa7xi4A2FQxiwUosWY6g1x9y/e42f/fdXa7Yfn/9nhfkn5w4caSzbfO264fD/qm/Duz9Dwf4c4/8Bds2huqR506+554nFv/o0QNnwl62nq88FfMvP7TIL/9Um0u3tNEqRUvH4p728DwPL1Z4sSHSCi+RxJ7FjyW+52ypwBNEviKOJZFvHJOkWbl0lkcGaWbJMuPsLSMwhhLcQoCSoCV4HgRaEAaCeiBp1BUTdcnUhGDDdMrOTX2ajRU+/VDMffumWVlocfUOxc7NHpdsH5KJFe56vE7D06yfUjTrQ/YdwXXcb7f0I8U1lyRcfZHl/LmM+WWfwbDO22/s8sBzAw6dUTRqksBvcdUewy//6CL3vjDgc/euY7Fj2bkhY7mtmWwpJhoezbpHo2YJA0PgGwKdoZWTWjJvrbQWl7AygtRI0kyQpoIklcSpIEkkUeLkYJwIB9rY5mDOwZ1UWLsAdw7sKBUMEuglkk4iWB4asnjItTsX+Bc/scCbXgXtXoPA7A+O7PsvPPvUlW96xzu/8+gwtQ+GOr8T/7YC/KEDPalean9/Opj9z088fSY8OjtDM4SurPFXj3jEseZ73tDmPW/osG4ypdOv4Uc+UZIx9LSTLCXTqJyxJYGfX5TyUCQpuX53urCw/dLMkGXOXchs7pTkp7VwbJR0ssfXgsCXhIGkURO06pbJpmHjdMT6qS6pXeHjD0g+/IUZNoQhV+8Q7NjssWuLYefmZT79iGVpKeSyTYqpFjTrCbPHJXPLAf5uiBLB+gnJ5CQcOmZZ7hjOL4RcsivkTdd3ufP+kJkmBL6PkpNcdZHgp98xhyfn+KsHp3jxTMjGTsKGyZSJhqJZU9RrklqgCXwIPNDaOpDnQXkJctyN7TxsQZqRAx2SzAE2STJHCqXGNsSpIU4ogR2lEOfAjlJBP4FuKunE0BumNP0O3/ft83zv63u86VrJ4soE/WHItXtqHDh2Kphv1/9k9txLB4LAvwZI/tYC/POfv5M0NT961/1P/9b+o6damdFsamWEQ0GgJMuywZee0DzyQsj55QX+3h0dZiZjhlGNTj/E1x6R5+HHmjjR+J4iyMEeJ5I4lQ7cqQN5krNSmkKSQZY5J8EYF3AZY4sezhzcDuCFvve0A0gYQD00NGspk82U9ZMD1k2t8NCBmD+9u8bBY5PsmvC4aBNs2+SzbSPs3dGhn3Z4bH+LmvJYP6WYbMJkM2JqIsX3NUK4m2sQ+Sx1Elb6lnYvZW7ZZ8emJq++bI67H+9z8EyLepDgKR8hJrhoq+KH37zADXvn+NO7mzz2/CSLPc2GVspkPaUeSmqhIvAEgSfxPIFWEqXI7UOHcovrYTWGEuhpZvLVrQgYnfUXp64EIEkrOjt1rkyUCqJEMEihl0q6KfSGhjQZMlPr8LN3LPBPfmBA6IUstxv0hzX6w4BOP6BWE2w2T3NkX3uDV7/5fV+++wsffstb3/G3D+CLS22klD/5qU//5a+dPnl+JulrlLTUPMcmShiUkKyokM5A81t/4bP/yCLvel2P17+qw8b1Ed1OyCAKiHyPOPFyJs/tvcTViiQ50NNMlM5LmpFbf+TMLTGWEbhdkjJnbtDKJUx8zxL6hlqY0gxTploRm9d1mG33+Z3Petz1xDRLyw0uXi/YsUGwdYPPtg2C3VuGaH+Fj92nOXqqwaUbJVNNyUQjQ8qIM/OWQEukAGsFcaLZuaHD42R0+orljmV2qcal20K++w1tPnGPz/HZAE8nCOFhbIMklVy/e5mdP9Dhrqf6/Nld0zx5vMHWKcG6RkYjzAh9J9t8T+JpgVbOUpVSlDkEi7vJjMU5LZkDfAHyNMslXS7tktQSZ5Akgihz4B7mwO6l0I8NSS9h2/our79ume98bY+3XW+RtsnCUp1hFNKPfAZDj2GsMUYyWZtgYb49s2F77wOvf9N3qOGg+wdhrfm3B+CDfgfteX/nyccf/LUTxw5u2DDpvNre0DKIDAibs6dBC4EWmk40ycfuDbl3X5vr9rb5/tsHfPvNbdZN+fSHAYMoIEg0SeIRp7oMlNJ05GUnmSBNJVkm8jqWXGsbQalKrGNuKUAp5zp4yuB7hsDPqAUpzVrEuskeg2TAPfssf/61CR57fpIp3+OqrZbN05KNMz5b1ku2bYzZs3WZ544P+OwD65lQmvUTglZD0KontPsZX3gkpOm772wsDCLNu26N+Pyjriam3TPMLWu2bWjy7tt6PHagy/5DPo0gRUnhQG7qDGOn9X/4TW0u3TzHx+7t8PCLk5xcrrGpJZgILXXfEGqD7+EsVeluZMfkUKTLTC7VjBmtcGkOdEcQkGSCJBOllz5MBf1M0M0D+CSKqdf6vPety3z/mztcf0nG+imfXr/GSidkGAcMcnD3I50/K7p9RacnOLd8YEMm1/3aa17zGrO03P7D6alv/Vi5bynAZ+dW2LD+BEnW/ZHO7EO/2Z19eGa6kRFPByx3UoRIEUK6TGQOciVcrYcvJR1d43TH5+yjdR7d1+OTV3d5z5v6vO3WITOTPlEUECc+ceqRJCNHIM0UaSpJjSTLRgA3NmduM7KjRPG+0tVxaG3wvYzAT6gFMc3agIwBX3lK8tGvTvL8sQlEErBryrJ50rJuUrF+2mfTOsmW9Qk7NnU4Nd/ldz/XII1qbNsmmGxqWg1o1ROEF9MZNJhsWoRwZQZJKpkOFKlJ6SY+3X7GckdxZr7GFXua/Mx3rPCB/xJwYr6BVkl+Y2jSNGQYSzbNBFx/cYer9/R44cQZ/vxrNe5+cpKz7RqNQNH0oeFZfG3xFGjp0vlCjFfXGcAad9NlRpBZSDNXZ5JkgjhzwB5kgkEGUQZJmpLFMTNhn7ffvsJ7b+/ymqtSJkKPOGmytBIyjH2iyGcYewwij2HkSiN6A013IGl3JUsdy5nZOe575ksbDpyOf/O73n5z+qWHDv3J7TduRPvfOqB/SwHe7w9YXNj1nZ+/99HfPnfqc603XN5h99YtRIWsSE1eLCVyuWBdVlJaPGkIlaCrFN20xVwU8lePNbjv+R43fbnHP/ieLpfv6LBhUtGSugR6mrN5mqkc3JLMSIyVWOskgS0DSpDCoJRFK4PWKYGf4qmYziBhvpPw7z4dcmxuiqf2T2KNz0xNsGGdZd2EYKalmJn02Dgj2TSTsnV9n5nJZe562vDki5NcvU0w1ZQ065JW3dCoxQgvIgg0Wrn3txayTDKININhQmoE3YGh27MsdTzOL7a4ZW+PV1+xwse+HFJbUmjp4jBjNWnmEyeSQeSxbjLkhot63HBxj8dff5YT85I/vXuSuZU6pxcDfCVpeAK/kGHSBZ4lkRdSBcfkqRWkBhLj5MgwgzizkKWQJigVsXlqwNU7+/yD7+lw4+UZrdAjSZu0uwHD2HdSMnZyxD3nCaNIMYwEg6GkOxCsdFPOLFqOL8xx5alPzuih+O03Xv+65SjqffZbiclvGcBPnjjK9h2b1J9+5GMX3/fIgdb9z0kWbvd47WVDAi/E0xJfSxLPlpLBsWkF5ApCZamngp726Kcei3Gdu5+c4KEXBzTCiB97e5vtMyk7twy45couWiiadY0QTq64rKSrlba2wtxYhLQokRElFksKMuWFY5InDmjufKzJCyebxGmdplasr1mmG5apunU+eEszPaGZmRRsmk7Zsn7A5vXL3Pd8xAfv3MDmSc36FrQailZD0Kyn1IKIh15SDGON13CgslYQp5JQK669dMCj+yZd4dMgY6XjsbASMLswxc+8Y5bTC4s8+sx6PAmIBAOkqc5BJOkNNFPNkMlWg1df2uf1V/f5gTfOc+CU4fOPhTx2oMZLRxukQhNFin6iUEIihFgVeOY5AWtIjcUagycyJvyYkIRXX9dj9+Yh29YlvO9tETVf0Qg9orhBu+sRJT5J/rmc2+VMgShWDHP3K4qc1x6ngjR1NmRGxvfcHvHOGw3PPv1Yy3+pc/Gb3/696uCBQ9ney7419eTfEoBbey8w73eXjv/47i3xbz0TtLlkU8gjT3nYgUer7nSelAJPCTLtmghsDjwpbOlD+xJ8BTVtGaSCYaYYZHUGWUi3m/GbH5vCpgkb1w+5YseQmYmU97xpwI4NMUki8ptHQoW5yfWnlAYhBZ+8t8ZzRxoIrTlxts6Z2TphTTERCCYbllZoaIXQrAkm6opWUzHV1MxMwrrJlI0zQ7Zu6JDZFT75QItBr8El2yytuqJZlzRrhmaY4nkxdz0aEvUl3gaQOZiSVNKoKd5+04D7nzb0IklvkNHpa1a6mvOLdS7f3eQ9r+3w1At1Tiw1UdIASa6XPZJMESUuMdMbato9n2atTqMWcfm2ITfvHXJqrs3xcytoL+PZo5pPfK2OUMqBe/X8QWsAA9aSxBk7N6a8900D1rUy9u60bJyBLPWI4hZJqlnueCRpIRN1DvBREsklkiRx4hJHcSryTC5IKWjVFa+7xuPVVzY5PRtw4Hib5obot059+tH+INzx4d//zHPxT737mr8ZAH/p4CmEql2aDo79Ttx+Qm6c2cIg8hlGGZ2ewuSlrkKAyktQC/BJgWNWBVpZEgVeBkEGNe2WyDgTxEYwzDwi3yO1MN9r8bXnDJaMv3wsQYjMXSTrLhLkN5CLZhFCIYREKkWaaKTReFrSDGD3ekvDM9QDQz2AeiBo1CTNmqJV10w0JVMtmJlIWT8VsWV9l4xl/t2nQh7ct4GLZmCqnrN3XdKspdRrMY36gFqtTqDcbEQh3MplDCSJx3AgGEQZ3UjRGxq6A+Na5ho+p2cneM0VET/3vbP8m09oTq4ECGGwNsFkliT1iBPJMHKVfs2BphH61Gsh9aBOGCQ0azHXXxLjewk3XpLyvtv7aJXmSSCDEHZclOeSzhiJEJLAU4BL5S8uKVe3k+UxT34kqSLJZB7su4C/cLZKGzdn7iy/NFrhPPywxrHTIb2h4PxCzKcf/Kr8trcPfueay5cf6ESD578V2PzvBvhHP/Ypjh2brj1/8OAdR44dFLs2KhCWRk0T+NWIvQjunOdsc6uudDSkC4Y85ZIOaVZE9XlkbwRpXrGWGEESSBIjyYwmMQFZbntVH2WWUuDcGomTQTVLqC2hygg8CDSEvqUWCGq+pF6T1EPtAN4QTDYN062UmcmIDdM9tmxY5IN3Gv7s7o1sn1SsaxpaDUWzrmjUoV7LaNYSzi0ajpwLCH1XfgtFpZ9gGGt2bzJsWjekM/QZDG3O4pKVrqZZC2nWJ3nf7XMcPXee3//sVrTUWAyZyUiNJUmdDBjEylX8hZL6UFMLPGpBRrvrYgzfy/B0hudlaOkaJaTM8kDfHa50RQAiB7mgbfIqS6PK2CYrA3nnXBWHA7l0iaNsVCyX5HmKNBWkmVu5RW7RDmNXu5JmgJC8+nLYUXtGzAhxx0U7rzhy31f/cvD6N33XKwvwqy/x/aXl2V+w8fIvDHt1eepcg2ZD4XsCJVVpR1kACVblJ3IM3AKd+6+ZAS8HeGZcw29q8tfWtUhleaWc83JFGShVNTcUpbUusNLSoKVbJTxFXolonW+sBWEgCX1JLVDUQkWzJmnWLRONjMlmynQrYt1Unx0bF3nspYiP3buFqTBgY9PQqgsH7pqkERoaYUqzHvHYQXj2QJ2L19tc947S5oNIceNeyyU7Bjz+/CT9yDIYZvQGOge5Rz2sUQsn+b7XLfHsS3M8un8TWIUxmStPTS1pYst6kkGkqQ8ttVAR+obA9wj8jECbstZHK4NSxm3BIp08RFgEIz03Cs5Ffn4dq2fGNVQY45yq1IgK0B2As9KuFaPnlPzPc1vSuoU2y9zr1OBWysYMUc/IFw8s/Ivm9Anf8+u/CsSvGMCt7co0GfzS0w/+yT/a0Dzl1y4P6A7dspSmTh64pl2LNcIxBcZJBZFrb2VRWd65boSrLc5cM22WZ9tM+eykTmZH9pa1duRxM77ilvXjeUKnWD085UpwXdGWy/4FviIMFLVAUK8JmjVLq54x0UiZbEbMTAzYsn6ZRw8O+KU/2sjJ05PsWWeYrEOrpmjUFI0QGmFGLUzwvSHtoUVJhadc/FE8MuOKrpLUp1VL6KeGfuT25+kPM7p9SbumqHcDwqDJrk0Jv/zjbf7lH0se2b8Ri8JYQ5YZ0izNU+nKORaBpBYpQl8S+JbAVwTa4HnO79fKOoArB3CVyxQh7AUNuiaPY4wV2DKv4ABfzTUUrx3ARQlm97OzHEuiWg1yk9eSZ5ZOz9AfGBbbJ/ytu4J/+vd+5se942ej/2vXluC/ubfzvxngJ853OX7O/Oq9D971D1+17uHwpis9ZpcmODVbZ3ZR08/Z1AjIrMAKEAbngxsHbindl1PSkimLNjZnCJufTJdly/IulaLD3eRloMXBKoDnsrtcClW+SjidT56WF3ja1bT4niIM3EiGWmBphIZmPaNVT5hoxky3BmxZv8KjB/r8yw+v4+DJaXZOO4elWZM06tKxd81SDzPqYUKSxXzky02kUnjSosTIJjRW5Kzn8cNvXeZLT8Z044B+DvDeQNHtKdqBJvQDAq/F3u0pv/ITi/zzDwsefn5j3sbn0upJ6grNotgQha7cNQgEoScIfJfZ9LUtM7ZaGaRygb0UFlE8VxnCFiCnZPTR+c9f54VrRW1L9bVbgR2ws3xlLg5bXM/8Oc0Mg2HG/HLGyQXL6RWYWX4xfN/5T/9vl9/6XcLa5V8UYuqvF+AHDx4iM/bVH/zovlotDNgynfB9b5hFq82kWQvIC30kCAtWUt790lgyYZHWoozFqKIrBIx2oDeZzZmjYOyCTdyJycudsas+VwFwF7y6+SGywt5aF3UnEs+Trn7DF4SBm3lSDzIaNQfuViNmsjVg/WSbxw70+aU/nOaFE+vYNiWYaVSkSahphK5+pRam1IIYz4s4sziFpwRKmtyWGwWZWR6YbZ6ypGlCJwkZRJZh5C52dyip9RWh7+F7IZ6e4LJtKb/yd+b5Zx+CR1/cQGakA3hmSdIsZ3JDFBjCWDL0VSnBPA887SSaq1OxaOkauh0R2LIwaxXGy1yCKYBeZECtqNS1iHyVHTUkV1ff0Qpc+AD5ayxYgZaCyEJ9os0vfFeH9U3DlHiktjR79av579hx4r8J4A8/+GUu2iXr/8+//ozfsD0WZic5f9Zy5rThos0em9ZZPCUQ0r1BocFt3hxrjMgbZUcsbVTRVOyAbosmY1u8zuVIxf5bq85SilERlZTOkirAraSbtT2SJxB6EPiGWmipBU4/12sJrXrMZGPAuqk2Tx4a8s//YIp9J9azZVKxvmGYqAmaoaQeKuo1QS10N4dL9cc8ul/QG/qEijxd7jR40YSQGUGSahqh4pYruzz2Qot+4mTKIMroDxTdQBH4Ct/zc/08yeXbDb/+U3O8//fg4f0bSIwkMSZvlh71YEa+JPBNWTNffGetioNcpoxkXJFdXutRTZqNallG17MA+mjFXS0ti2K3kawsLqCU0Gx4vHU3XLzdZ8PUJHHscfSEz9Ezd/li4u31Oz//xf47v/3b/scD3NoXgY2TTz5yz+/u2mReF/cl6ycgSUErjVaSNHNuxaj+oXKSqNQn58xcdMtXT8QI0KO6CWttydxUHZN8bRU4e1cIURYZqRLghUXpmMz3wPcMoZ8XWAUZtVxeNGsRE80BU80OzxyO+Od/MMWzxzewaVKzvm6YqEEjFDRqinpNUS/ZOyMMUpr1Ifc967PSDpmaGqXJi2tqct2aZIoNM4rbX9XjvieM66KJTQXkktCThJ7G0z5a15DScPl2y6/91Bzv/z3Lwwc3kBidt4zZvOzVMXmQyLK60NcSrfMiLClQujg3lJ+vvAm5MK1fXLfVRyFhCl09es6JK3fQjKnES6suncorH9PU4/zCJIsrliSVrHSgnyavW7/16Idue/Mdf/erjx9bedNNu//HAvzs8TmkWn5/2j/w/Q1/kc0b3J4vSWZQwum9wBMoTb4Eji95q09OsdSNgb4KbjOqgBtj7vyHIiNXXBCnJ0c13kqNKga1wtVnaIvnucbi0DeEfkYtTKmHCY0wolkfMj3R5qmXIn7h99bxzNGNbJj02FDPmKjbHNw5e4eSWuDYPwxS6kFMaiK6cYBQEq9g8FKDi7z2w9lqSeLR8IeuXCAOmSpAPszo+47BA1/iaY2niw1oLVftsnzg787yf/xnw8MHNpIYTZQJ4qzouBGEiWvl8z2Br02+esm8r9WtaO78iFLSyUr8UpzXKp8UzFsF9xgJVVfeKrArf68Kbhd8G5JEstwVDCKNFM4q7g8Mx8/O0liof/9Fl+w7EsXJP/uvxet/FcA7y6dpTm7d+elPfOjqxdkOWruew5qvSDIFFqQit+PI+wPHax8cyMUFDDDGBhXNXf371RNdlAVeEFQWy22eGVV5MKW1xVMO2L62ZfVg6GW5bk6ohRFTrT4TjS6P7k/5xQ+u4+mjG1k/oVlfy5gILc0c3LXQ2YkFuGtBRuintBox+49b7n2qgS8lnnKdNdW9bhzAIckUqdG84fqEi/f0OHKyxvq6a9wdxm6eSX+Ys7BWaO2hpM2TRpYrd8Kv//QC/+z3DA+8sJ5hUiPK3OiGel7HHXg4kOti9TK5RJFIlZUrnJKiAnAxBvLi2omCpCogL1l5bNW1FwK/svLmKRDAOWtKuVU8SQWDPEeSpoZhbFBKIuM5jh546ur3/dCP7zx89PSJi/ds+9YD3GbHQTZ2DZfv+be7Npz/zrTTIzU+Whl8nZv4eQ/YSNPlJ0mMTg5jJ6XoNBkHffWEVJm7ZBAKQbIGuIVFqsIWdGDQKmdt7UZMeJ4h8AyBnxL6KWEQUw8jpif6LHf73P88/PpHN/Hc4XWsy8E9WbM0a4JGKEqv3DkvxrG37wBeCyLiLGM4CAnzm10WgCm+Q+5CuEBTOy2vI6LYMkhEBeAG38/wPY3nSbRSKOmVAEfANbsFv/53l/nN/5Ly8IEZzrZbDBuSyczSTN20gSA/vFKi2dwupALwEYOXnzf/0IILA0/yAHF0jWxZvFU0Voxfz3Hd7a6d+w4yEySV2MnkjRhRHk8stbtEYuE7vZlHs9tfe/X/9uSBs8dvuOyb29Pzmwb4lx88hVRLN3cW9t2x2X+Qvbs3cGa2RW+o8LTLYGXl1KniC3Bh0DLGynb89Spgl3p7dEqq6YjyhLhxD0VvpS2HArmqQcfcWhvX1FyWxzpwB34O7uke88sDfu0jdT77yHoWelOsn5CsD3Nwh0531/PAshZI6oHNGdxp7zCIgZivPuOznPjMBIzVYyOqq5XT4XGiaQWaN13X59GDMd0kYCIxeRe7wY9crbqvHcC1sijpIaTN7Sm4bLvk3/yDDp9/dMCv/uFGTi9MMZjUTPqCZmqopxAkbvSyr9xAI68INKUog+DiuRqol9JvjeBzTK64O3eMqY2t/B1WNZyQE18eeY+V8Zq8hS6x9CI4uSB4cfZZbr+tfkcL7yPW6x//ZnH7TQG81+tTr9cu+eKXH/r5P/74cfbuafKdtyY0667CTUlKgJs1rI2SvYsTk6eFR7KjALcYC0LsBf9WoburN1DhqVN66yqXJlo6YGvlwO3pDN/L8L2U0E8I/IRmbYDWfe57NuNDX2hx54MbiE2LDS3ButDJEmcBFj65yg+RM3eVvRO0jnjoxUn6sWZz3eY33GoGL+w0SZIqQk/x6ssHpMYBfJAIhoUbEruRa54uLE6VA9FlHwt4rJsUfP8bezSDs/zhFwbc/+IM55Ma/VDSSi0NbR3IdR6HKJvHJTYHeU4MefxS1GNJKiz+9UBeAHzV9bOV57JGaDWLV3FhnQuTZa4HtDsQ1OsZd7w6Y5P/Eu2VG35+1yWve3o4HBwKw9p/P8Cz4RGefPJeJiabW7Le0dfv2ZCh7VYWlgdMNSyBzlDCkmo5FiSO2HZ015b36dgXF2M/j1hbjDF4NQkhyo6gQprY0sdV0uQAN3nNdw5u5WoxAi/B9xNCL6ZeH+L7fT56t+Y3/mQDR+an8YKQTU3BdJDRCiyNABp5h30tcNnOME8IufqVLF8JnDxZ6GT0Yh9fKXxpywCz8tXL8gKXEJHEqUfNG7JpcsBKv8kgEfm4NRcreF6W23z54COpSv96FLi6ysfvfG2PG6+Y59f/dMif3bWepbRBP/BoeJKWdjU4gXYVm0UzhC6SPpLyhiyywOW5HgN4IRDtBcRVBfY3+h2r/tuC5YtRcGnm3mNjQ6CyGe5/wnBq+cDrtx+Nt/R6nUNPPX+S66/a8d8HcGMybrrlul3Ls/s/OKuf5rZrXNBU8xWWFN/PUJnBM7JM5NixpWkVgMs7/8LfF7Uka50AUQU3hR1oR7o719tKGmSVuVXmQO6l+NpJksCPCLwBx2dTfv/zDT7zwAxHZ6do1T2mQ5gKMpqBzVPvBbhlDm5ZJoXCXHsHvrtxWo2ITz+kOXSiRqiEyxgWsUhFyY4co7x2I9VcthPeeWOXD31xhl5d00osw8QSxHncoAxau6FHTjsXIPcqJ9WtCjvWSX7xh/pcvfs0v3fnNEfPT7CU1uh7moYS1HOg+9K6G6cwBUoWt+NxFMWMyALedu3B22uC2V4YQ1X/fBXhlc5a7qELBMNY8sxLAmsynjj0Aj/+w5d+8Oabbvu2peXON5QqXxfgnW6Crmn2Pf/QtnNnnrgoi17isl1TDGJ/DJRGC4wx4wAfA+uq5MwqiVIFd+U85SdzBOwC6AWwR/KkqGsxuWtSsHeGp1LXueOlBEGEryO6WczvfNznDz+/iTOLkxhVY3pCMe1bJnxDPWfuepm+l3mdSi5Ncu+8BLfvspdREnPodEAvDpgKchenSDoV8UixStlKTUqiaTU0u7fFqGBIN24y8AW1fD6Jn8srL5counA9hHqZ4FWxfqLPz3xnnzvecJ4//HyH3//kDAuDBgMdEmpFXQtqyhKk1rG5dFJFy5GtWayKq5l8jHDWuGarSWqM3Gx5Csb+XjVTOiqkc78fpoLlPnQTydTkGRbmnriou6S23XDNLcetTRHi5WH8dQEeD+YwXmO9Nc2P/9//8aR30e4a//rvzrLSdZmm1Mg8UZO3iRnhiqDykssxcBegHruDX56xqw/B6AQXlW+l5i7ZO6+SU5kDuM7QKsP3EkI/xvdi2sOYh56TfPTuFp98YIZh1sT3fWZ8waRvaPiWemCp+yNwh4EkCCRBLk1cYih3JnKA+57LfB47Z7n/yTpx4hE07AUBZvEosn+u3kYSJwrP09x+Y5ePfaXHwdMNBqEbzRB5Fj8FLzF4uW2mpMhlhBwN9ykAXnjsRlIPNBsnB/wf39fn8h0Rf3Z3kyf2TzA/aDBUPp6nCbWgJiGQuY1a2KvSdVqNBp4W38OOrNmvf9lWOS4FuYkxcNtVzwWwy7S/da103USwNBjwv/1Aj6s3Pu+Fwe0fPzfXfVUad+e/3mf4ugA/sTwjD5/af3P7zD0TP3B7j9b0gDDok2UeQxWQprqsEXZzu8Xo2YqRDKkyen4hVnuqIyhXlsDcMHUnM69dlhXmFk6OSGlyOzBzAFdZKUe0Tmj3Eh58XvBHX2xx91MTLLWbyFpIs6aY9Cwt31D33FzDmk/O2o65a4Ek9BWhLwh98go9k4PbuJXBT1E64qXTcKYdusRKrm9XJ06K7+z6IPMqPCOJY83GluCS7QP2nUzpJ145Es2PceBTWS5RikQNyFV1GqPUeVG66urD33v7gLfdtMw9T3f547taPLG/xWK3Tlv69HyNrwS+FAR5V5WWFp13WqlK2bGo5h4YDzxXmwmsur5jcrTyulrjkhUAz5k8tq7puZcY0iTia0/6PPGsYtfzX5n44fe+5uaLLrrki/np/K8HeGf5TLC8Yv7zp+7a3/ie153l9dcs4SmB70UIYUm0JksVmZWYCpvbvLyyZJXqnbsq2HzZR5kgcn+7WpwvClkiTa65DUpmKJnhF26GTJjvptz3pOYLDzb57P0TzHUaiDDEa3q0NEx4rpOn5pHLDqj5Ij9kXnKa625fEBTsXQBcp/h+SujHWJvw1acCTpyrsW5a4EmTL/Ni1OhbZbQChLmkGEQeOzcKbr+uz2ceieklHoNEEHoWP3UsHiW2skqp0q9GyDGZ4g6Z13DLPGuqqQUR733jgLfcuMhfPtDl8w/Wue+5JnPtOgPhM/A12lNoIfCkxJM5o+fTD5RwbXeyGuRT8clXIdxW9EtVc4/HaON1/WkO7tRCbASRgcQYbBqBMXzhMcFNly/x9tc91dg4+er/nPXPXw4M/psAfuroiywu97jnUcldj0zw/h/s8nPfM8T3IgeqTJMpXZ5Ia4pmX1nekRZR0ePjuvzlsW1zgNtRrXLO2qJkbpN3yDs54uuEMEwYRhkHz8Dxs4o///IEX3yixdxyA7wQ3fKoK0nTszS1oea5QUSh58Adem4moSszlZVD5H9uc5CbEuS+59rTjpw17DsWgOfly7ytpOjHEwLV5Tgra6jdOOerdkdcsa3HgTN1BqGgngqCxBIpcmvP5OxduCmFBTnSKqXPnluRxqh8+oDHMPao1SJ+9O0R77plhS892eMvvlLn+NmQA2fqxCsBaaAZao1U0qXzAS2lKzsWIMkdK1H01I4ng6okNbreo9WrcM/Kjv6CsfNz4kBu3QQGm4FJIIsgTfjRdyzxT74/od/ZwqFDJxFq+etB+OUBHnXOiGE0/PlPfeov1v3wWw2feyzhwRd8/sEPdKkHhjRKiYceqVIYo9wMkrGOdjnKTiJhlUwZv8VHl97hYPxZCDNibZEDW2YEgZukmmYZ5xfhy1/THDld497HapxZrnHkbAOCAFXXhFrR0JaGNs5F8CyBdoPjA48cxMUh80PlACfX3Dm4vYzAc+ztbqyYY/Ow/3gdT47bg1KML+djZQmFk2JkPtvF44qdAy7Z0Of5oyn91KOZCCINfurGE6sKwKUUCCnHmBxGOtaYigzK5KiPMvOIPJ9WLeaH3xrx2qs7nFnu8NXHfY6eCvjSU3XOLoZkAw8jNYmvEFLmM21GXfmOzUXJ3oVYejmDZRzg1axnntLP705ri/7aDEyu0+IEZMJtVw+YX/b4y69OoL2j6+747h/4+f0vnf/A5ZduWlMPvCzAH33yC0D2/Tdd9lzjHbcs8463LPPZewJ++5NNrtwds3U646KdKaGVpLHEWEWW9+5ZZF5LInIGl2OW4Qjk46eidEooUtFFQFnYf05fe0FGklmOnhLsO6r48mN1nj/m8+KxkE4UEsUBeD6q5REoQV1BXRtqFR840EWdRlE26+rCg1yW+L7C92V+A9iR9vYyl1n0nM4P/QRrYmaXJJEN0FriS4vObTaxSoMXjGZz1jKVPsc49RBo1k/HSDWkl3j0tXBORzIqGNPKjGUgpajwZzHsCFGuqFmltSzLJF6myvET/chn01TMjo0J1++JGMQDfuxYm+eP+3z50ZB9x0KOngxJUoUNVP6lFGPZoDxQEpXrKSp6xVZ+W4B4zFMkbxan6IjI3JFkaJtx0a6YrdMJV+yJOH5W8R8+0uLAGcPW9ccbO/bc/f2+Jz/wX8XgX/vqVzg7v6LuvPcxMdVM0NLSj2vc/UiNhQXFZGjYsS3hqsti3nZDxBuvi7Emw9NQbzpmtlZCXjFX6sKx5E31ZOSnoYzQnY8tpAVpSGNLf+jY/PhpyX+5O6CfKJ55MeTwqYCFnk+U+aB9UB6qpfCloKagriyhwo0zU3nhkXKs7XvCJT2q4PYkfi5LAh8Cn9w1cSlzt6NEmmdEE2phzNxyxpcfdsNvpiYEWhbB7wgHFzCadde0DAiNJIoU62YUb7tlyJeeGHCy3WDgSSdTNHipxUsKzzr32GXm7EKqs05k+R7G6sp7OKD7mSLTitRTJJkbh+es1IS6n/Daq1JefXnEu18/5KVTkmf3ewxixZ99uc6x8x4ISX+gyWKVpzslVruuraL4yH49HrejZ5FahDF5LUtGre4ScoKMN90W8dYbIq7cG7NzW8pkaJhfULR8aA8jhGiwd9M+gf86dd+9X0lf/4Y3f3MAlxK2rJ/4nU0Nfc2Xn5pm/1FFkmVEVgKShb7l2LLl4RcMn/hKyrqpBGss110a8d43D8lSN9l1/aTl2quG1EOLMKNiDPFy+jtPubf7gmef1ix2XNXeY/s9PvdAyDBRDBPNufMeRmgS62GEB1ojAo2WEl8JatISKkugIFCWQFlXA65zz1ePmNsv+jJLcKu8R1OU7O17Bt8vCrSykr19P0GpmK89rfjMI02Ur53dNqa/X57BCy88K5t1FcOhx7tuHfDZhzr82Vcn6KUhjVyHe4UOT4qkjC27hYSQJbjcW8nK8l8BuMmbhLVjck8rUq3RaeaArjL6yg3SnwpTbtmb8uq9CYiI97yxzzBx49z+6oGAx/f71ALBQkfz7AsenZ5EyDXV+AVAt9bSCAzXXh+zbjJzQ0Azw/e+eci1lyRYA+snLTOTrnwAobBGMbXFsvuOAbFJeGrfJC8cbF2z96qp3xGWn/mmGNzaJWCqdej5T+79tlu66tVXzfN/fshy4ETTISO/UsZaIms43zGcXzFAxkunmnzuXqefbGaZmMq4+ZqYZmgw1cqbtdHtdJwUrPQUT+zz6bQVUksiI4msdswkNCgNUiOkQkqJJwWhcl5uII0bHqRHCYxiRp8DuRg1PGjXCFA0HlfB7Rg+L6v1CgbPKkdKoBOsjTmz4BNHIcGExFdVa02MZzFXlQwXSbGCWTOjiBOPqaZi+7oYXwwZpAGDVFDT+X5FeQ1JkdBSslreKsv3cu+RB/vGjLKnxuT9kyNplKZZnjdQLkGmUpI0QyXFmAl3bF3nnCohDJfvGBLbAVJb2m3BE/s0K30nm0YW2Mvh2xViNQLDzdekTE5ZbOrOSS33993OFIosESRWlvMlhbD4Xsrx05Zf/y8ewkTqOxvdvT/7Y9/VOjPf7mxdPz7X8AKAnzi1iJTtD9z/9PNvPH3qOGGYYPUkwm8wGrDHSEuVE5EMqbW0beauojJ0ViznvmYqoC4LVdYAdyWVLSWmKOgmfxZuORRCIqV0zRV5gsLPD7cFic3nn4wYrwC3p11Hvdt6jxLcrq0rH67vC3xNWWLqGDxncW3wdYanUzwvIQgSTi0Y/vRLDdA+nhSjALOUJ+ICBq+mprNKoqwYrBMnHu9724C/vG/Ai7NNeplHPXWb0roqQDvqxMn35Cnfy6GAspbHgjWyUuBVHKashdFa4WVuXoqnM5RSeTY4c26ZcsB2wb0pBwcpYZDGsK5u+PbbDEh3rcsCqgs2b7BgR769NRJrPLLE3YhYSZzlVrMZjd+z+ZzJon48MxlJkrJnWwerjpOkE288P3f9B0ya/uw3ZPDf/9N7UEr6d97X4+DJ9WRWI7Vmoj7ytA0jQ95ZPXn0my89oyJut6PCyIdfC+DVjojRMlsEMDKP2IUQaAGeyFlZ2JFPK3NQy6KpdlRI5On8dVkLLcp9frwxgMtStgS+LVvafN9UBuekeDl7+zpBypgT5wXznRChNYFkTJ7I8ft2LLlVjmOoAi93OuLUY6YVsXPTgAPnIwaZZphBkAm8zOKluQ5PKZ2lUa2OGutUKBZNN2nXVhqDC2lk0JkhUxKli+3LVT47Jctdm3Fgj2za4r1t6XSNRlAUpRXj19uW+ZDCPhZjMZo1Is+EF8nDagw3cuI2Tlp+6Ucy0nRIJzrN3LG73e693wjgS7OnEEKwcyKiuVPTHQr6idsiLik6phGVjFPhYTpzvvA1y/RrviTZC4u7x/FNvpQX6WEcQDwBWoyyalo4MGsx8ppdRVzeSVQBeTEiQiu3uZTWo3koDtzSPfsF0IvgMwd30f2jTSlRPO30qe8npCR8/qEas/M1vAmFX0gTaccdFFat2BUOGI1gGCV9hpGbYPuO23o89NyQThrS15paaojzdLqS4wVRsgRZ8U5FoDnqiHfWYT5TxUKm3HtqI0iVQGcSrWRlOJAqwa3kKGvsyiNMmUmuArwwCQpwr5ndLEo43HI9li8Zc9/MKCNu8q0eC1mVpC451u559Id1dHCetQA2BvDHH/0a9VrtNV/52gM3ajo0QstCO2OlZ+nHEKduhNoYe+ceZlawe8nq+d8r71rxsupbFvxdyZQVSQVFcTELgOftaKLo2Cl2PBblKIQqsMs5KArXj7gWwIuAs9DdupAlNtfb47XkvpfgezHn24anDtdA+/mMc1um50sGZ5zFHb6rzR6jvtQy65gpksTjuosjZiYHtJfr9FNFXYGXuu+iMjcwSSVVgOc5g/KN5Fjtvc3HcJicHY0yZEbgGUGmJJkyZEqQKomWo8I1WYK82NxqVCoh5HgSbjRAaHWHvi1PQtm0toqZR5Jk/BgnAQfu/tBjueMzt+Sx1JE0JoIbr7rmltfcddeXH3z729+yNsBnWn2USr79yt3xtXWRcmbeJzo8ZBAZUuP0nbajptKy7qE06qncjaOOjmoTxJqVglRqu/PXqkzRU5ZwjmacFMN87Kj3shjgKSvAlq752Sv34BEVkBfsnWtuTam3C0vQMfYI3F6uv7VOECTc+UDAQ883kYHGl8LN3y4rCEdtdKPCpNXZzOpotMITd/mEwdDjlisHvPO1XX7/ziZxFtDLJGHmNoEqVqtyxRAmT8aYVTfUyzE5GC3zGTSCTBvH4jmDp0qiM+PiHVkMCqqOfHPgrt5YskzOjcC9VmnteHl0BeRm9NrNxJGVczRqEknzCbbdvualk4Kjp3ps2BxfO7V5+O1Jkjy4JoM/+uxJVsTE244d/PQP1ZPnuHhnRlj3uP+5FknmGMLTAlX4tyU7W8yqJddam//ZWgVV1XuZsW6Rsq6hUtwj81xCmSYWdgTySmmnzuukXaOxyJk8B3veDeOpcXC7cQqrmDvv2fTz9jZPFw0HaeVIiEn4i6+2yGyAKrOX1QBz1NdYOBtjGpxipF0hU6QDWlYEmxqBx3vf1Ocjn49YMQmDLGSQCbyUksWltMhUlLLB2YWrtahkFBqJMXLKtJtFkxqBpwyZsmR5IJtKmUsUiczyZ2lLkBegHi+lWFXavMa6XabzbEWu2PFS67LUo8LsrlrV/expw2Srx0vnM44tCbrqKN+zfuMPveWN77r3x37g0JeEuGQc4EpkNIP44gee46JPfMHQrCmE9LFDQcvPW5tyHW3UeJA03h2/CtzVhNUaAC/iyyrAC/0qxTjYCwaXVWAXGT01eq1UAfhVw25yYGslRk5KaQe6jnvXmGxz5h4FmLrC3oEX89RhyaGzIVZ5KCnxpSmLkkYSZfSlVrsoxTGaDiUqfrUDeZJ6XLQl4Yo9PR55qUaifAapIJRuQKlORb6y5V04aa6FkbhQbbUsEowHtyM217kEUMbtJ5rm+xfpTDhQK1ky9wjgqixXHhXCjfplEWune4rPM8r5FIElFwC9fJ2fn5KZlWHbhgH/xw+uoLwITML2bVdflCXm4izlSxcw+OLSMkk8ZNhLGPYmMIlHoGAytGXQVk5mYgTmEtzkM0wqfZWryyPXepRAF6ukirAVgFeCqXJZHg2tqc5A0eUslNGYNrfsjgBeHf7juu0pgV1mK0vmzvC1S+x42rknloRPfLXO4mINEWh86YJhtVp/rw4wV50/Y8ZZdcybNook0ayblnzv7V2eOtwiykL6yqeWOS2ui1hFkoO7WCtM7olXHaxRuUT5nsauGr8G2kCmFNoYNxQ1B7rMCkmYA11Wit/KrVFGDF7UElVNhCqxXdiuuPoGHA2GWt3DW5BFHAdMNCbxdEqWJaQxdNvLmKx/oUS56wt3opSkN7/MtTvdZqrGFqOHR6xqKx+wnBJasLiE6pCeCxn85WpPxqXKGEDGAC7KWeKyCuxclqhSnoz2vlR6HOC+zgcAecXWgXlSSFs8r5Ak+aGzsUMr17nz4gn4+N1NIumjpMqzl+MzWVZnMC8sK6ucx1WBlMkZPM00Qab53rcO+aMv9nnuaI1EefSlxM9Mbo8KZFZ1VGzeXlap98hBblftW1Rl8gLcBYubYiiQMcgsl17KrRZC2lL7jwF8tURhFYtXLJXSKoQxWTL2uSo2amkv5v9MIt2A/e7Aw1jBIBLEx86hvM9iK3ahBhj2zhDUt9TvvvP3dz+zbwVpNCtdQ5qJ8q6rTjga+bjjg11KwBeAriQvV5fdjEB+IYOPg1tcwOAF2MtxB5XxB9WpTVoXQM+1t1oF7iJ9XwBbmZzRC3CbXJ6k+ZGgvJhDZzTd2Aelc3liV5XHXrgijbkodo2LWk2lm2riR9PwBHu3DnnuUExmAgbGJ8wEnhTOtcmlSsniJagMoxq/4qKvKmc2oIu4KZ8xqAxkygFe5rtTKEkO9HwqcDnLcNRdJVax+Ii9L8x9jOGiGliWgK4wuRmtclWUC6Gw1s0gX1iRnJyzTK2f3v3+f/xT9YO3/Xh/757NOYMnRyA6+9Y9u9T7DxxcxPdCQl/mCZwLge0+hC0/RFZJaq6eZDQO8OpXHAd5AfSifroKFCWrTJ6zuCrYvNDgI+aWFVlS3cXYU+ReuAO3A/BoKFDJ4HoVexd9nX7MUtfwHz/VZHEQIgLPyRNpx+TSaHDON8xYj9yD4iKWDO4clTTVtOqav/fdXe55qsVi5BNLzUBK/LKHsnpzuVqfUS29KctoLSYHt3EVn2POivu3jLUoK5xUkQ7sxVgJJSGTogz0y6bvyoTawgcfm2g2gnRlBavKk/FVpQroUWwyHvNR+e/dOGrD7PIS09uvfP+XHnjhwf5g8Jclgz+97xmadZ97Hj3BZx+ImakH1HxXb1wdVlMAu9r57E5Irifl6IOtNa5rLXCzxvi1r8vicjR3sAB6URut5Kida6S9c8swB/hIc5syqCxlSQFsleWzVEbs7akE34/58696vHCkBtJDSklQLNernJ+y5kiMutHXBHc14VNc0BzkqXEtZ2nqcdVFfb7ztR3+6IshRgcMpE8gxSjpswp4q5lc2AqTV7znaiBnFDm4LUYKF7hbyIQL3N3MlPy9yp5Nm0/EsiUxXdi3meuAqhgvQF4BeHGj2RJbowTYKCAexxc4TKybtLzjli5de4Ajhy2CaCRRHn1hA2EQcPh4F5nNuV0OAolUo0jX5PMqMjMacVxsQWGMG3TvLMNxm3CsDnzVF6yOdRuB210YiaAokCs70yuTl0pQK8bBLeVIfxcp+xLgFXAXswoLgKsLmVsrx96edlOrltuGv/pak4V2AKG3Sp68vEQpbuIKfa1xYYsm20onTi5RklQz1VJ8xxv7fPahIYu9gFhpBpnM7cnCTRGlVJBilTzIWbv4lSnZfNQTqWyuw4vRFPm1Vfls9yx/rxLc+cZaYxJFVILdwiasBm+rWZxxF67Q22Ozxsskjx1to5IrBooVHoWvJ7hy9wwzGybIUrfziT554ghTk1O7nnjqyZ87c3SZK/bU8bRC5VfKabN8q+fU5Pvm5Icc7cSQmSrLjzspxZeopm2ry5dcE+TFxNM1GHxseuyIvZ1MkeVODlWAe7oYWVaVJWZNeaJ1NamTopXLXB47LnjpRIghQEjnnhSlA6rC3LLyHUr5LUZwWx18FxZe6fNWeimNkaSZBqu5bGfMRZuHLB6oYTPfsXgmytIFJW3FvcmlSin/CkelyCpLh5BKMZO1YGVlwL10YDcSTM7cWWVSgMqD2dE8w9FeRCMnZe0VbHV8Ni5JRjPH08ouEa4riXKDMlPU8Qno9CWzS3VOzLe54abGz1119WufeenQ4ePaUylZNtg01UzftmFiicl6rbx7RtOXIEktiRKkqSGVllQaZAYyc0uYFJW7UMIFs6ArYF/tLIhVmlWsAraoBJRCjBi7CuwC7Lr0watHvqW1WqW5q+xdDAlSI/ZW+c9aJyiV8PlHmhxaqIE/kidV90SsYu9vVBo9nj+4MC1ddMZnRhHHmj3rYt5xS5/HX6yD8Ugzp8W9LHe6snGpNGLTYvm0lfc2FyRUrBX5tRNuswKVrywSJ1kkJXurAvT5tSvIaPT9Cydn3EhYjYVx/V3EIcX4Nsfgaeb2fEoyN4c+Sd0GXFlmXB15Lp0zA0sr59l1Sfy2/iDaNBimx7XbMClluhWze8uQ7kATJaOdsuLE7ZI1TARxLIikQCSmEjFbhHENDiL/oNLaMT981co85n0XPxfMPd4kICr1zpUWrUKHixzcZRNuBdz5fMLRth1cCGw9GhBUjnjTJgd56uSJSqjVYx45qPjLrzUYDH2oa7QUeGJcmqwOMKvya02AlyCvyBS7KuFTFhdpJpqad79hyBcf6vPYQR/b8BhkAb5wlZQu2yvWsOwKcI+eq1GRCz5zR0c5Ns+k0+MO3PnPlSGdmXGSSJS2qEUaccFNPkZmF2jwCxl85CjlrG1ycKcQp7gtWuJiXyLjiDdzm1glCZxbTFnquqlg/cii08QghMFk+Zy9MHIbd+Y71UaxZBhJVESl96+obxj5jUIUiQtbBi0vbw+K8r8Zs9JYDfIRmIsdG0onpZQn4xnMEciLslmL1kWyatVRAbVXsrU7lHIBpu/HJHHGFx+u8+LJOngeQqocVHasfOBCFrswkVUyWMFcRd7AXOiFF0dhF8ax5vIdKW+/rcezx2tEqU8mPQZG4WcFwCvzS4pgD8fkZAXIzailrAjWVOFIGKfBC8dCCqwCmcsWmQNeCgd+aR3Bycp1Iz8nIMZWsa+XCyhtwcoWKK5ZmlxBOHAPo4xhZBjGGcO42LLFsXqcur03jcnIkoQsTdHnjn0c0AizwrZNfYyNiSLNIPYYRJr+UNMbaKRUWCvL3bRMJjBq9Mndl3QsJMsLWMylW53gqUiT4r8vwT4CsZMqwjGFqLL3+Mjf6i4OcqxcdgTmYia209i2wt6mAuycvZVL6miVEPgxz58QfOmhOv2BDw0PKYrKwWo9zBpZTFH5jpVL7O79nE1XjY4uGbzakJwXYMWJR7MZ8/ZbIz5735BnjwagfYZG4hda3BRSZfR5yIA1mXwEbItzTKzMV18pMEqWq0pZHlEBujRV2Tg+5EiKcRJbK21/YbJnfNePkfYmZ2hDHBu3E93Q0Bta+pFgEAv6iTuSFD75xSd44ImDxEmK/sz9Jxgmil0be1x/0SJSKNZNacBnGIesdEMWVkKs8fO90SvBXuXiIN1rURrytixOX+tR6LQquMcKlIrApcreFTYvi63UqDZl1MqVgzt3SspZ4WMgr0iU8nDAVsoldTwvIbUZdz5Y4/7naxBqkK6h2a+U9I6VxlaP6g9rSZRVdqrNGaxoRs6sKAPNAujR0OP1V/V5x2v6vHAiJE09rFQMhMbLRp9HGBBZRQePfYxxkJdSUjkPvPhZWoNVTrpIIzAlsTigF+9TuCwjLW7HVuYiyH45Bi/9bDPS49WNrFwZgzM74tTSjwzLXZjvSpb6gk5iMTJl42REzcbs3tLlkp2SwRD0Fx5ajxSSKG1wvh2webrHO27sc9XuLnt39JhqBUw0mlgzw1LXK+snqNypVoLIM2EWp8e+HrgZ+/LjoB5p8dWszcg9yfVuKUlyvT1i8tVSpHg9ArWnRtNnC+fEOSa5e6ISfC/hmeOSj3+1CfggPYRQrgmjsAdX1cxUv0spxcpG4IpXWkmEVRMcjr2lkwpZwaKisk+8xlrNe9804MsPD3niiJskkAhFPxN5wVfucmBzJrUli15YGVI1AxxJqfxnVdx8+YZiKpdVBagLWWYs4+fArGEaXNC+tvpmH91YpeddyCebn9OcRJe7cHgWYplQq0XcenmPa/YMeNsNERuaiiTbjKcaWDL0VKjxtGCx7TPstHhuaYJHX0jYvK7PNXuGXHNJwo2XDllZTOl03QyWLLOjJuIc5MUgfGOLIIYLpXchRwp2YxzUVXDLXJ6MNHel2KpSUTgadl9UFI52dvi64NajZ13ob1Xo7xTPS0mylHsfq7HvcA08D6SuNDaMX9Tq5127k2ecP23lRdkAUc0sVqsLM4lRxR7xmij2uPKiIa+/2bH4IPOwQhEJn6HBVQCK3OHIdbcQFrLiyoyD3Fqbb7E+kglKgi0Y3TqSsdat2lIUryurhRgBfnXSrpCelNd97dWMgsWrq1v+b2glsJ6kWdds3ZwSTnS44fIVrr845uo9hs3Tim6/SW8QMrvcYqVbR8kMvdRzgVGaWLZOGjIrGWYe/XiSx/dN8tzhjC8/Yti9TrFzQ4qni/6boi9DQH4y3bJWtaMuzF+WsqQAe1WOjDkp46Cu1qGM0uK21N1KjrrNdb67g1oD3DqXJ7oygVbpiiWoUrRyVYOHzgn++ItNosSDupfLE8rWNDWWOaw4J+WXu0AbjK3PY6UMVTehUouxthbXNALJj7y9z533Nzh4xt18mVEMMuXcncwlf8pgMxOMppWMg7xq5ZIneKppdFXEUyZfTVUOdFustDa/AVzCz+0MsVqiXGgPr3FKSsauWNylBespyVRTcMsWyY5Nhk0zPvUwpDfwOHTKc7vWpYIwSGk1+i7L/pE/+NcbZ5rq/z158sRlDd/NxW4GhskQ1rcsk6GgrhR1rwji8k9sRxewKOpfnahZfUghc5YrAkWZZ+EqGnuV5SflyPqr6mytx31upRh3Sy4A9/hePV7VGlRFOWxSHpmM+aPP1fnIlyYhDECGKKWpK0tNub1u/Gp9S6U1TinhdjhWF2ZYiwH2YwFq+V1HtmPxs5TkLWNFu5h7Laxl+6aYMwuCJ/f5pEKBUFipcA3aeZaxKgkvSLqsQlzFry5vvtWrDg7sFGW3VF7nEma8xuTrvC5upLF8wHgirFjtlXRFco18j9LA8+kNayys1FnphXR6AZ2+T3/gzJH6zG2bJja97Sv63Nmzk4rBt22ZtlirS0+x2Frb3TkQBDK3Am0Z/K0+V6Kk5lUkUZ7kSmSd39aywuJjpbFFgVU1S1jUXagKg8tix96CuQsWN7kPbkqgq8rrMVlSJnWc9vZ0zEtnJR+7pw5Sg3DsXXbuVxouxg5WMVb1uxY/VNmxwli2DLAqmcRVmU1j8/S9cjMGrVF83+19PnNvnf2nfZAKkykiofFEUUbrPojM8mAzW73CVmOCPHayedeUErlZ4ILKQpNL6SziQqoYkzN4zuYuJrtQh1cXtSpUqnXyF1B68W/I4n2h21dkWYCnLQgX+6V53ibJoD/ISL3Bt3UHJyf1jZef4dRkh7MnFYPYJ00zktS4TFFeMVhoIK3yyUWVpfflp1SN2GD0LFYtWaJcgko9K1cBvXy2Y2ynyu0Cbam7C3lSbB2otcn1+WqnJCun0mqdluCWuYOSqZTPPdhg/6GR9pZCOu8776BZ3dW+OoNZgruUZuPXbfQ698KpMFnVEy/a2Yxw4JZZOTE2jjWXXxzxrtf0OPKxgDiTIDSJUQwKu7WoFc91eFIGv6Oum4KBc3oGBKrymVSFXUugC2cpmlKfgylWjdxGdCQoLpQqFVxcAJs1rBaRP5t8355hLEiN6yYqsu1JKvIsJyy2UxbSFcK6RZ8412JhKaMWSFoNV0QexZYocZmirBpMFnJCFAMfxz+QqJy88tJW7lRRuSmqrkM1zS1XgVuU1XIjv1mtWtJ11QosAF7sBSkL5jZomeWgL352sz9KazDfEeLoOcV/+nSLoXTgXh1cjs89Gd8Qqxzb8PVNpFVLtAv0yi7zl+0oF/ksdkVmNGnmEWQpP3tHj0/dW+fIWQ0qgUwTCw+FQDMac1ywdxH0iUJ/qxGT2wqTq/IzWRQVv96482+tuz4uITS6nrZwVsyIfcv3rAC9fKou/LaClfxhClawQOrcpiihLMpKEojyrRcdORv2TAVMT9fR0xMaXwjSHTFRKhkMJf2hoDdQDGLpQF4sb+JCS68MHqtArwaS+R9Wl+sCyLBG/+Uq1i4DS1EAuipTRsCuPjtwm3wrE5Nr9KpjYipB5Siw9HRMJzb8/mdbnJkL8hFxzhrUsmDvtaXJBQme1Rf05YBeHJWcQuGi2Ausw4onnikyqchSzdb1ET/1nV1+/Y992omrMDNGMkQ52zAbAbqoFR+tK2vIlQqTW3Jw4yoJLZZcZpd+uAN0UWE4DnThPIixa+x8iQpu7Djoqy+L57K9T1AW9mXGbTU4jA39Ycpg4HZHXummTG00oEEfnU3RZsDWjQsoMcHCSshy10MrhegJBkhSOb5T1lpyo3o3liCHMQ221nFB32WlcH/ktVY76YvXpuJ/r5YpZiRT8q1NColSjCRzMiXN5+457a2DhE/eGfDBT7SIjOfkidAucymKeo/x2pMx5q4G3WNr7doQH68oXJX4sRVgGztK4eeWYTFiIjWaUKf8zHt6vHTC5w8/54GMAUUmJAPjvHGZFdWFI2dldMGKhI8ts6wWsMJ54tVVRhXp+8LWLDV3LltyNherb3jh/u5IsriVr8ypICgqa6v3W3HbFRZ+URzipAkMIkO3n9Lupqz0LPNdwSBNePPkgF2b++gzi4LZOYiXu/zEd0RsnGlwdr7J4axJb+B2ECg0WPVajcmOqttb+fNRXcK4VXRBv2URRKxmbjFyEsZ2MC6Ze5zFi8DSgduUTK1y7V1sTlXM2lMlyN2swaVl+NQ9dZajAtweSOlmHuYzv6tp+eqNWervyncfC6KqjG3HwT3uJFSkSa7Hxzp9ijpxmaGMwhhNmmkm/Iw73tznMw/WWewqkAkYRYJX6nFR+dzjH63K5CP2Lm8+OUr+lKUFq9lcjABZSpfqal0Fe5G4GcNFrhLsCERilVypYh+K7Kah2884Nms5uyRJZcIPvn2eGy4f0GxYdCAD4mGDp19q8OThOXZsHNKJUlZ6AYNI5inYUcr3ZQPLNSLkC7NZazD3WJC2NmvLSkApqwAvAL8GuFUpQ0z5cwnuovZEjiSKV0+582shj+2rYSraW1WCy9X1JqM+xPEburq+rl7lxhi8kk+oJnzKsRtGVCoN8+xmPiZPVXzxNPPQJuXVV8a886Y+f/p5H1QMwm1GMBSqDDTdDThi85d9iEJ/F5h3EsV93kqRmBwB3gg3WsQKUTK6FCNGvyD5Y0eBeNkvINyXLwynKqJFhV0FDie1QNFqZvjNAdNE7NrS4eaLU0LVII4b6Mu3J1y5dcB1O7r82d0TnJmbZMOEZlPDMNnMCAOZD3wZ6ejqXTR2Tlax98tJkwvBbSt9lxXdLe2Yg1ICXFXBbSq/G4F7DNiykCc5i8uCwVOUdHNOjpyU/PGdTc53fbfftXSD3pVw7F2OkhPjeluudeHEOM5f9mFfTp5U67TJXRS7yjZUKGPIMoWUbvuTjc2MH31njwf3BRyZlSASEApjBMP8u5SBXy5VWEuP55/fMXcRLFGCW9lxcOcTKfK4atQEUfy+KMQrrq8VYozxxRi4GUmXtSghv3nIq0jDmmDnFslbbo3ZtG6Js4sDPvyXG7j2mjoX7/LQrfqAdrfP44clj724mcD6+JlhUkOz5tqaqkvx2Nut8SGqtqCo3GnV1yUoqnNEVgWVI1uwAHOxo4F9+eCyZO7RMZIpFalSFlVl+H5ClBl+989b3P9UzWVtpHbaW0o3MVZUvO/KyIQLwb0qLlklBcTYpao8j4G8OvauUj5byWhKY3MGl6hcsqRSo1LN66+P+en3dvil3/WJUglCAZJMeAyFQFGc/7wRwq4ddFaV+ZhcsU5zl66KdHpdVmTLCLyjFrqCzZHC1S1doM1fRhnkq0dVIQtBWWGqFdR8yYZmk80Tgq3TbZ7e2wUdsRKBPnFOsv9YyOfu3cCWpmbDRMZkQ9CqSzxP5cNyRp3t5RetsE71Il4gT1Zp7OIuFl8H2KsZXOXzr0tA50yupc1n5o1cEzUWTI5YXOVypGTunL09P+WrT3h85v46UexBrUjsjNhby1FaXlW+08jvHs/iVgF9Yfawwt4VkI+S6LYEuskr+Eq5Yoqg05Qyxc0WV6i8A79WT7nj9QPuvn/Al59QzjYUbt52LLSzeU0uU3LKLJi8uIpFB7yyI5Bb67LLtvIFbPW/ExXZIgRWug5QB+wiqM0rTou4pVgYCkbMdcoYcdrKjVWwOO78SCRxImj3FCdna3T6mg3TPt952woLmSEhQR8767O0HLJt0mOq6TRNPZQ0appa6HYYKwBegLsYFFNaXKsYvAD4hcDOA51vEFCO9PfLBJiqyuJm9LwK3EqOs3cRWDqgu8BypWe588EaB8+FTpoIp79Frr2r49iqY9kukFtQXsRSi39jkTIeuI0Fmi9TI1545JWgUwqZSxVNHGn2bkp452t7PHYgoB3lGRckVggioUZaXFgnD8w4Zxf2YF6a4sA+Vok4Cj4p0vTSNYpXLY8qmwtZyCH33sbkN1belV9dKarBZHle8nLZIv6VWT5eIo8qMqOIYkGnrwk9jy07A+oNgd62QRNKzcoOHyE9PO228wgDSRi4wTjlxg6595im7iMUfmTVLSjBvdrfXrWsj/r7itVhJElKUBfbdK8ZYBbgzgE+BuoRcxdbDuqKayKly2AaMv7k8zU++OkWttgaRWgQEi3yHX8L3V1N7lTrnYuVrVz2c9YeW9bWZu8ygHsZsK9lG1aB7eYIKqQwSKOQecCplOFn3t3n8FmPD35GkaTS1VsYRYZkiJteeEHn/SqQj1GXHP29omezyuS2+lqCNRXAS5DGYoTrxLcVCFtEpd42b3scQ3jRb+lKSEyWV78IXFIncxudxYlkMFT4nmIYWQZKMzWl0GEYUwsTWg2J53mVIfBu+w5PO+AhXJo0TvK2/qqrtOo6ru1xV1Lb1Q4Y+XK6Owf0GJtXGdyMXpdZyRF7y1yOuIpBM7IEZYaSCb6fcPic5DP3Nuj1PKjn4JYaIWW5k0Tp1qxi7bG4QlRBTnmXf6MkT8mEawabYk3mLvV47qbIVa1tUmiSJKPZyHj3G/p88YEah89J56rkO2hkRjMUrolhFBTbys25yhNeZSnYVWyOyJ0V62Ska97P+z4L6ZKDuxi2VTJ5weqrkj1jt5d1JdpxYkiSvEYKdw20NgSeZBC7ee++lmSZoT+M8aMI3Y+bDJMIrSTTLUvg57sbVKasKuW+QJy4DGeS2pxJKrO/V2tvvgG4c10r1rIChR0HeVlYZcvKOlUZ0F4Ma5djrG4qryvet3TdOlFiuPuxBvc8XXPDwYXKrUGnvYMqe1cswgvdIDG6qSuX/esy+NcDe+V5LHVfLaE1+R6YxmKkKXdtMEZhTIYxmmSYcfu1MW9+9YBTX9BEJndVjLMOE6EYkt+4pogVKlVgZvWXGIWcSgJmxMRW4PZ0k8K1x8lcshjHygpXRuu0hfu3q0zuGmScdh87hwVR5Dd9nFj6A0OSjYq+PJ3vXeQZ99qT1EPLVDNkw1Qdfcu121fOno6+WDPquyxJZfrTaMPTAmjWSs4vhix3fKKEclbcWP0vq4BeDSjFKn0tVkmS0qUY2YFOwowAXVQNVsEsyz8fuSZ6TH87YCvpMpbKT7n/CZ/f+PAEmdW5c+KylqLie2sxWkHGPv9aQGecxcdu9LG6hRErXSBDSnCLcpOB8V5FF3Re0JwsjctwChdwSmNIM42vMn7hxzscPK2573GF8WXJ4tYIYvI9kMbW4dwjL9i2/Ljuz4rElLMAc60tKl8qv+Glzf9POi9QFkXeCPf7nMmLPoLxmqZqgZYbG5ekhpUezK44CSfzFdaN4RuN5nOsrphr17+4bsv2FfWjdzR7HmeOTDSTn9Yyph5mNGsJrXpCsx7RakTMTPTZvL5NbPo8f1Rz9HSQz6PIL9/qpVuO2Lq6K8NaYF4riBz3tUcpeJkndORq/V1IFJ1V3JORLVi0ommVoHXC6WXBb/zxBA8+3XB6TPruUBpPug1kg7xm25PFhlbVPYByTzwfZzZqfJa5pVntIR3VuI+1363qTCoG6YwH3rYylqEaB7gJr8UOC0VcUM4ILGZ1W8u6mZRAWx57zmdlUMm4ILFCYnJRkkO/cjOKsdWohP4q63P8b1Z+v7pUQYz/jbGaJio9A5XzpJXbpCD03Wi2xPbYfzbmxJxHL3XbS8Z5FWGcWuJU0B0a2nGN548s/ujXHn7hoD45v0xmoBla1k04dvD9lFqQ0KhF1MMhwyTii096fOHxKU6flmyoRWycVoS+23pPCFkWT5UnpMLWDvSrwL1WUFmw9yo7cOSajMCt5SqgF6n4KmuXdmAuTVRKFmT88Wcn+MuvNbChKnU3UiFErr1z5h5NrBpn8ZFuLTr/GWnuCnNz4WVf45EnS3i5hI+tyJR8CE+1ylC6bUikkRUWl8hMkwmD7BvueOOAF496fOBDmlgUdawSjCBDM8xBPg7JYsPecf2d5oxasLvN6drm/biFBLE4X3xUCihyN2XkFjkpJJxVv+rhAO6aHGqBZcs6w7V7Y66/cpmvPKH4/JMt5rp1Qt+jFcKEb6gpS5IJtu8YMDMzJE0s+uF9k0SxZOfGhNdd3aXVGDA9McDaAe1+zH3PKz5+/ySPPD9NHNXYMQE2MESJu8OUtq6ssvgCrFqixzS4LRmoKJRyvzcXBpffLLir292VHS9F1rJyqBSpMu55IuDDX2gwzPIp+LJI7KhVvvcawJb2gu/29bKWF/rf47+oWqy2rFQa1+FFQ4GV1cHwuQ4XhQ7PnRUp86BTkQmDMBop3O7MP/7tPR5+1ufLT8sceCO5khrNkNyvzkv2RDlc8kKQuwu9VuCZs3kO8lKyCEZOiRk/G25ga6VJPa9TKdw1T7ut1IWEiXrI268PeOOrOrzz1i6feSDk0UMtlrpN2r2A6aZl0jNcs0Owd7ekPwD96ss8UiNp1lIa9SGbZpZ44XjEn3/N54Gn13GmM8Fit8ZMINnaMkw13JR/CvN9VaJnJFfsmGZVq+TKanCXmxtVbED5zTD32DFuBRbgltLNGOxH8Kt/MMHRMwF2FbilEKOsZbVicNWx2iEa190WISSjrvrVmF5dksqF6XrGdXc1dT8GbilznZ4zuchBLnKQC+USQlIhY82eLQn/10+0efifBnSHIt9cV7joT7oGgmEB0IK982ByNchtefeOVh5k4afnwWPxNaXNx9OOQC7K8SI2DyAr40cq56dKIsYIlrseSrVYN6l4x809Xnv1gIV+m689HfAX90zz7NEpTEOz/1jA/LImSS36mitSlPLo9QecPD/Ph+7y+PjXNnF2sUlGQCtQbGtapmqGVmip+U7QV22y1YHVWPq9PAo9accZvfq7VWl4uQrc1f3Zx1wSlTO3yv3usQDT9VommeG3P9ni6QOh87zHjjxrWZEl5a5u1YYGqkCvWmyjYHJ8mb9w6V+ziKeKdzvKalZJZGQVFsm2PMtZMLm0eTGWkyhCSoRRiMwghUYaw3WXJfy97+nwb/98Mu/+GSlvKwWxlSNHhWr6fBzkKge0s0ZGqf1inifln1dAbtwNU4wXKf7NYvSfECBz0JeyjCL3IpzPHWnavcDV1sSaZi3g4o0DLnlHxHfccp6P39vmrx5u0ZG7sdk0mUnRZ5IfYabR5AuPPM0v//ZnyVQTYzUTNUHTtzS8jLoPdd9SC6AWuA2ciuHy1WmvF6TbVzkmZavXGnKkBLR4eXCXEkSZCxk8Dypl0aWTuyZKpuhaylceDfjDTzRpDzzwC+3tlexdlMPqEtjV78NYqenYzQxjteDj9FNd2kavx1wTxlm7KKouGbzIKubz10u2znXvmKuSSYywGOHqU9xrlyQRqaEVxvzke3o8+YLP3Y8oqKejDycE1nrERowcMTMObiHE+J6QFZCXWU8xuovFmCSxo5td5lLE2nKGirRFv28xg97mOzG7xGKUCPRQIoWX92BKhpFH2A8Ig4TpesxPfXvCD795nsbGbyeYuBWTttG+ruGpGg2/zsZ6De0phLD4yhBoCD1L4EHoCwJf5Ntdy3zEsiz3xhmz0tTadqADbkWOqAqgxTcH7iKhI+V4Kn5UIegOmVuD0ks4cFzznz7e4vCi7yzBvIkYoVzWslpQtUpejdWdrNbda+nwlw0yvx5tr8HiFwSb41JlrJ2tAHlZUltUH0qMEGUCKE0Me6ZTfvZ7uxw/rzl0RmA94W4q476BkZqoKJEu2nWsCyqFINfva4O8BG/VXhwzH6orQWUFNJaskCLlpli2nE0Yp6BiN5UB3E2eppIo0YS+xh+meF6IEBANU/zpaZq6QWoMulmX1EPJugnB9hlDlDmLye1fA36+t7vbbs/tChx4xW5lstx4dWzClKRSv12Ae1RAtTrtfuHrgqntheBWI0kiKwwuVZbr7hSZM7cfpJzvCH71Dyb4zFcbTncrnd+BDuRSkvve4+xdsjgj52QtoJcE/TIB53iguQr2lVT9Wqn5qlfudpEW44FmteNHjHT4iLklQjjCyjKFEBotDO9+44D2UPD+f6uYXREQjEQWCDKpGBoxLk+K5I6lUjuyNpOPvqalrLgqkkflqciLvcyoyycrtyI0iEwihSURxUYIbqa5267ESZYgkQw9he95+DpDSphfyvA3eIRTgnio0OsmFRs3hOdrNfml1vTM2/rn20w3JYGf7wysHMA9D+dLaonnjTZSLQbNV+cCliWuZcfNeCdO1R0pmfvrgLvqd8vV7F0Gk9WfXVAZY/jcQ3W+8ngtrzVRFd3t5od4ufauTopdPUzzAnlCtWl65B4V/u5aLC6KC25FFdtrVBQWDQU5Jio6vBp8SuN0sy0lS6UDX7gMpzASI52rYqTrfslSjdKGt94c8a7b+nzki4q4oE8r88k9kBlNRFWPF/LCBYZlZ3Hx3aqaXFZWJlP53kWgWbB3fvNkeVOmQJDlWyCSWUSZ13c3iMmbjN1Ox5ZhLPI9Tg2hr2jVh0xN1YkT86WVXv18HA1Rv/lb/x6mbliZb9uVfj/+wc7yHOsmPRqhpB5IaoEk9BWBr/D9PN/vyXxbbCrDbyqTpWTxnBdKVav/quCu9FF+PXDLor5kLLDM1iiBda89nZCJjL96IOT/+eAEx86FeTrec8ytijkngpp0aXkvP1Q1mSOrK1M1OSMqjtD4liqjUXPVAUfjP48H32skcV7GvRkvGahsvJpLwGIlIS9eKzlZWseYBY6tZaaVcfnFCadmFYdOape0W6WzLDKHWHWv5urqtPpnxv9WpRCv/LPSeRIVF3E0gaGkisprl9kVZcCZ5tuYpJnI59i7sXbYmF27trF9a+0f6+yFR/fsfbPbo2dDIyPwM9oTlsGMYrrl4XuVIFIWO23le7eUW2VXJk0VE6a+Abil+uZlSVWHy9UBZQX8spqOVymen3J6XvKHn25w8EgIjVxvr7IF/VXOycux91hRVXHyV0uVPLhyG7CurUjWelzQeMyoVHWtxE/RwiYrXT8yT9kLkc8pMcIFmliMLOSJzSWAQQhNElku25Pw43d0efx5n+PzVU8u51cpSK1kaFa7KQX7FidjxOR2LSavBJqjFayanx9p81FIUqmLtxaTudHdSoFKKhuR5RI58Czdfo2gVWdISJq47JEGuPHaywlrNRqhJR2cpRYopBqNYyvevppeLlhaFQMvC0lSArR4XciLNZyTVbafzIf0rA14W1qB7s+qdSYj/a1VwlJH8O//rMW9T9cgrMqSAuDOFvREBdir7M0xy5MqmMUY2ItrPKa9xdjTN/HIAXGB9halTJE2H81Qdvw4sMu8h9PkswILl0WIXKpY4zxn4zLOmdBOcgiD6BveeF3EP3hfh1/5kGR5UPnSeeBp0SRSOllixkFegrhiF65lIY6diMIyBKrTbm3RDlc5DybfZiUrNsAyApnmu/9VzlyxAvqex96rdrJ1+1UMh8MRwLdu3czOHVvuPnX4gd+4fE/4/jiOQVBO1y+GQbrlLgdEuYRXspJjWptRv+SqctdSmogqO4+cEymrfZYV12QsW+lALcVIdyuVEknL736myR98skm3yFau9rzLwHJUCrsWe1c7/tfMYAoxBuqxevBKZ883grotyK3K6hW7cNQ5NQJ3UV9tpGNsKxxrlyxeGdwpKNjbMblLAlmy1NLwY376PV1mlyT/4SOTDLISNiXQrYXYyBK44huAvPjKJWBF5XvCaMiRhFFjxXjTRzHJwe3yZt3+nNmoBHnUeJOPGjSGIAh4bv/cb7zpLXvv7qycG91w//bf/Ba33+wlge5f0qoNvqNV71MPLJ5yurHQoYUk8bSlOviyDDAruyqMjXRYFWjqsgvHrgHu8VLYEbgLrb2q/FWlzvNWKcLL2HfE5199eJKTc345ds05Jl5Z6+1LCKV1JbF5al6Xq9L49NqxbcMrKeTqnp0XaO/iZyGQUo609yoNXtXeq4uqxrKlsqrDKbuihLCMJaIKDZ8TUSmnx1YgO/qddHdV6GVsmDI8uM9ndl7lKmLcWSEvzCqCwaomH8n2VZqc0QdYO78lStu8EDnV0oWiVW20R+ao8SFJ3V49nYFhuWtZaGdkBPQG2Uc+c+fXHnrv93zHiMEBXnXz25Gqzsr5u1g6/wBxMsHiSgNrQ7e0mfGTVHa5VCrYRsVTF9aUOGAYLvC5VzH3eENDljN5xSkpwT2qN5H///beO96yqkwTflbY4eRzU93KOVNQVVAUIAUINGBC7Ra0p7tN7dC22j12261tGJXpT21DtzmgY3Z6lBEEBURBVJJFKIlFFRRFJSqHG0/ee631/bHW2nvtc29BoUChM+v3u5zAqXv23ftZ737e5000BvMFNm7z8PaPV7FxawDlZTm3picpNfGI41DSybh31nq7YJtUHiRdkCBkwgWf1Horx4LbwI6pP5Tmjg6VveBuEpY0fbptew9pvlcIao5DS4ZUmYAPYYZmSwjJACiQjsKKBRG+/C8juOzferBxKwH8qIs/EyjK0JFatnPpSkYXsjo5zf7bTO6Km5Dl1HoqVYP9/wAAPbNJREFUpQwVM/3NpbP5M4NmNdjbHYUjYwqHGwpDtQ5eedJ8vP5Pz8F4vYmvf+FDWYDXOn3I5/K4dWMB1/1CYfnsGlbN9SBkCBA9rSyTIWitRWJJbDKVSvsJkkmAngnimOdEJTo3ddJgu8HdnV+ic05icC9GXQJX/LiABx8NIRjrArYGNyVGMUnGj6hMnWWmCWh3opULYvMeHFCnF/JpGckkKHfiPQ7I7XNpon724ttwNyEw/NpcfDPzUn9e91AhhpMLoj0+adQXQQy4ofVnHiusWtrB376yhvd+jqMWE13x4fBxAJCUoS1NyVoiFaYla1AmGIS0KZCOcKYURkHTQs3EDEUxpWraabaFySS506R5TWlnY0oJwpzARScPYVZ/DQsWAgvn9qLdrienNgF4O8qhUMg/8eSBwW33PzZv/uPb6hg+KcT86QyFUIF5aXOdjLrgWHU3VzlprdANbpKCmzoOZYaOJBsga7kp0yC3QKdEKyZNAXzrJ0Vc9csC2tRNovImaN4eUbrWMsk56Y5eTpYWmwW2vfW6d3K3U5OL70xAyHJRJ1TvYDyTSWhv0/aFq6pk6jYNgK0Vl9SAGuZ9k3EIc41kEpU0QDfPBRR8EuGScxt4dBfDt64toR5BOysmj8Smt0rK0EnyTMwxmg2gqDL5KNm0WpeT2/ZuDHDavRnwKsegyOysnyRpjwM+p6jmGVYv4zhrZYBp/Xnk+qvbirncEzkvTs5rkon7hc/9B+YuO2dbuRQOiMbQ2SGpob8aoJinyAcKYSDhe3a+u55Ulpmm0F24YP4ftQULiQaepSndevdRLTdLHUvOdKTS4zHqkcI3byjgY9+o4OCIn1bnON2pQBg8o3enmrfxBxydO9W93TpR+54zaczybpbyb0K6psEZvp2MZKF2GgKZcLewg7ZIFwfP0qPuGaLdMqaacJchzm6zOjnMZ1NurtKNB6BSEjh5eQfjDYpN2zk6kQG3k7MCmAQvh6RkOHlC4dzdnd7lkqddxNx1sm3IXiRDqNIJbICWqnMBRTHnQUqGfGk6evrnfKk5/sTXewbXTrTgAOD7HoIwvHGgyi/uDfMr+6sUpbxCLhTIBTKpz0xafimSOUb3JNu6ygwtcfJOEjAzaaz65JabZhzLOEtPQomf/CyPf/tGGQdGTBJVAupUNaGGc/tEpSOvE/Uktd6TZkROAFR6nV3L7r7/+65sscMkYXypkts5UcbqOaOwCSEgRhcnIKBMW/EU0ApEGroiGYRpFUUIR6etMLUS4wNvGcPQOMX/vrGYnggr7xnLLClFJ3kva8ndpCtddW+K16V+ra230b1JKj7K5A7ppOKmNwFQqsd4K2jh4dAQgc9zGBjMPbgkDG9sNtuZc5mppfjJ1d/FBesWPdlXxqk9pWh1fyVGTylGMS+QD2OEgUDgiQTomT4mExr2pC3WOO1STZjLw135Tzm6tlvIYN5jaWUODwSe2Mvx8W+X8cCjpnDYpSe2xpKSxHL7xFVNnNTYLuvtKifUtdgJ0Enmffteaq2RjGo5Fgs+oYm+Y7nTOZTpJpowNrzLiluDS22fFkz8TLfCkroPelNVKgK5UOGuhzwMjxg+4e5e8+U6oG4st0otuSKOrTZf5tYOpDnl6aa279sJa0JqMOuSNBO1NKPldchemanHDLVW+NO779vzpYte8dcZgGcsOACcfvIAQCii2kFEnXEANJlzw5jUmqqkph8FQywohN2Czom0qa8kcTbdAE523gylWX3btdyWc1MagxGT/uoLbNvH8aGvVPDr+0wwh1rHMuXdIDrimmreTpeqLut91IIGWF17MsUkEcK6KEFaHX4sBr27Q1hSCAFrpeE4mOhyOgEiiTGgtlGnrsiRhjLp1zTdDDI9ZkGQ8GQtgWvrTJsKL17dxr++bRQf/EoV2/dD3waTPBNiZB4OCZo4nrp0TcEDQVrKpu84zDqaJm9cQRsGez1sN1p7DqQCIqHHksSSIDZKHqe6kp5TIJISh9scg7MHIaSccG4nALw663xQyjsbH9yBOeVt8FlBZxd6MXwvBgHQ6vioNX00Wz6EyR9WSC98WtSQ1bapC3YmHeDr2w0lNpkqBXcSxLFheC/GzkMMH/5qGVf9Io8ONdOoLKipE610wM0dUSBDTTKVO12dq+zflLGYZCIlcSyRC+jJtd8ssDOYVhMfM1FN275MpWC2LRWskpIAWykQRUGk1O8bRUWnEqguGmNpCzOJVQoxFEIvwqV/0oRQBB/8UgW7DruIIakUSDkkjOOZySwkSHqmEAtsYlQUO0AYADX9DaGSjrNKAUIRRBKoRwRDLYp6R39t3nTYo1CQtIWXryngstef14njGB9699MAXPF+DEwpvmf/nauW0faBc1bMPoRCvoVau407H+EYGqVYPqeN6f0FtNp+ciG6uXci/yVAzqom1oJrXi7S90jWodTgNgEdHmPXYYb3frGCH91SMOB2QvCJNKjbBQckzTWZ4Ag7Cgohk1vyJHjj8m24FjwFdea1sxGOjm7zD5zwfGLNiQUzSVszWDXFLfWSTrq2se5pEQExlTIG2DDgljpfBrY/IaGA4eSJqEfMzokVPMR43QUNcAa87wsV7Drc9UclIAckGNqmMMNabpC08Y+CTknWNwCtdacyogY6Nb1ZNNXSrUpG28CMaaM4cd4YDo9SPPBIEfvGCwg5w3kr8/izc+fcOjAw+z3A6NNb8AXTS3jwt78cP3VhZUt7OL+u3m6xB3d2cMV1Vdy7uYz6mIczVzbxztcoVHMcnYglACaJU2mBKxNQZ6w1lVpKdBOmJujcMgE3ZTEoF9g/wvCBL5c1uFlXEMd5JMQoJSSb552WoaUaPnVAnrHUmOy50+6MZGkLJgV1105wrfWkVp7Ada66U2RtaZc7MNbSl9T5JElJm7bKxLHgAEFKVYQpUQO0TAjLz6VKshHjWIErhUvObyIWBP/yhSr2j5hD7S5PIzDBIOs4mgkQyaM+bzZ8ryhJpMCErlMk14UzIJLAktkx3vXaMZy3so6hmsK9m8fw5euL2PRkH1qtAbFr/+CWJ3968/grXn7h0wMc0L+40Rx6++MH4lN//Otw1c/unwoii+gvADNnKsh2iLsf4jhhPlDIaceTEAkG0wuwK8fEfdTgt69FJr87+5iCm7EYkit8/boCrrqpiA7rUksy1luP7PBJV4V8RjXJ5pkkrzHRek/g1y6o4fJzh6Z0AfqZ8HC32MHVxbtbK6egToOKCYgJANPWTRGpwQ6qE6xUSk0A3ToN6ObnlqqkW5AjwqUXNrBlB8cnvlVGDGN6HZ07iVBSigi2zYXpCkAIpOHi0gA+EwCiSNQgGxUPPKC3BCydl4Mnp2PTtjaKuTbOWFbH6ctruOXBFjbvrTw8PD769nKhOul5nRTgJ6w6Dz/88RVC+kvVnQ8L9AQcU4sSlRxQLgB9ZQ7OPNQaEj6XuilroqSoJBqZht5TYNMup1K/51AUh5ZQo5jAA25en8OVN+fRppNEKR1JkFPdNNNzaywdx9KdUJwpaOjKIHzK50AW+AmSFdLRq+kGOCqoj/Kon5tbvJmDA5tGaxw8a73tI0k2gc7dIIQkDijsJrRUBdDUBDqKCXN3gGl3r3VyZqyybiAkpIIvBF53QQMbHuW4aX1ebwELclPxoz1fDkVZAnLbkNNLLLtDXdywP0k3LqWAxwjyAUEUMTyxu4Cxuo9KMcRILYeecg7nnVTD1BlzlVRHxEsvvPTYAQ4AZ5/xMozXWleuWXpkcX34QKGSJyjkKIoFjmqJoxBqPmsvcprrnY7oo7a7K0vD8akjKTOgTjIESbbVA/UUrr8zh/d8oYLNO0yL4wk5JizRu32SlqAxE1FNKIqbb9JVYOBq30mYOKOcOJFK19GEA/gkGakb/EeHeeJIGk99YkdZF7w2hbZLH5eYoIun/5aAmJ7iCQ+3Zt86mgmodRMhq6SQlCHrFQMr5kX49DtH8W4K/PTOvN6V3IJcOY96k8SE6mZFxvnVlUV63Ak3aQiK2j6F+joJx6GWCmi0BA4NU8TCQ73JMF73MFb3MG3qnPrypRddSVjuqEaEHe1//PunPoMzz7rwvgUzK28ZPbK7Ui15qBQ5KkWOapGgVFAo5gVygS6W8I0+7nHbXUqlNZSZihy3p2A2aSqVCFNw/+SOHN73pQo27Qi6wO05FMVWxgMB1aF4z20BYUPziaOZ9mlJ26Y5bZJt1DJ5nVbuWI3b1cMJJSYbkDgbo3uMufteNhVgsrtE8ti1odywf8L5J/gCFpzZu43rEmSijejerGSSzau/TylgsC/GysURnjzAsGUHS29r3ctGPUEgjKGWyQdTEuS66+45YaZyKlFVJEEnZmi2KUZrFH3TTt3faY6/fsmyU6Kj4fioFhwAXrT2BIyPj+HJ7ZvQ6TRRCClyoUIhp1DMCRRCgdAXCPzYADw2g1ZFEp10nU4LaEJdi54WLCROJotBuMJP7szh/V+q4JHtFty2Et6lJXY2u6mtNHKgBXeaKTjZTzptwC1qmLSCHtnXk0U10+tKMpft6VZWEiRJHrgtgEnzUKyCYgshVMK9pc0vUVlLnlAYIxHaAggiqTlGLSMK+9p2mJUO9KzvayiL6CismBfjY+8YgwJww535rLl0KQtRAGVQoIgE0dacEAgCeErr8EJ1z6o3EdgkwiyhZIw4Vmi2KUKfoFQsoVBZiGKx9JTn9ikBPm3a1Ha9Xv/buXOm/7A+sqWgu84q5EKJfBijEMYIgxihH8HnwhnRl0qAxABZc3ThqCqGmhDpgFt3pAJX+OldObzvixVs2h6YEHwX5za0BFSD21ruo01kcPNLJkuuSsFNJr6XoSvWamZBPEE67DZORwO2fUK6uLhyUmctNSEpNZFS7/VsSJ8kaou0x2Ckw6QdW1eIysqIQJpem37KpGVIo5VbCREA2sCKuRE+8XdjkBK4cX1ef5kdrCllKvHYgyUMwiSCxRSICMAJAVcKniRJXWxsMiRtRFMqBSH1iPl6Sx/ZGXMX1Amhf9vXN9DGU6ynBPj+g8Oyf3D2vSevVWO/+sVjhYGSBm8+jFHI6QadgR/B92Iz1MkBtg0eGDATkgV8Cva0MocyAXDgZ3eFePfnKti8PdBtXl21hLiWnBpwIxk3wqkjCSYJU5Nr3JlHmoKbHPVn4sTmVBqc4HF24TuL9KRlsLHSGdBby+08JlycuBxcP5euFYduO0hs8AfWYbVGWVtyYToJ2agmjMKCxLKnNKf76JPU7g6wfG6ET71zDAoEN9+V09FQmgm/pl4w0TxfEaoLh0HQITaaCXABeJTAFwotSpATCh2hCxxioRAJfS1nDEqcc/ZpY3PnzL63VhubGL48VoD39vUjF/iHH98WXzJtxspfq7ENXqkoUcx3UMy3Uci1EXgROI/1bcSYnuS2ZiyCLnTVp9l1NIlVUEgMwgQUI/jVhgDv+mwVj+0K0uQp4lIT+2gilQ7fTsDdlUiVjiichJpMAnZX+6aTgrqbx05OY9JzgKddGYmQTHQq4YJcag1ZSmVmxRMnDdbkixu1xeIKyWOqh8ukebJxOOGAmxjPVyHRxZMGLXY/QwFtheWzI3zmH0bxd/8O/HpDaECOtIk+tdvLcBelebsiVB87gFjvF0c1JAgYQZETlAOFipAQEsh5Ai86dXXk0fYlYa5yOAyDpzyvTwnwfBhgdGgHVi+fvWdGtbXtsYc2LSnlD2Ogp45SoY5mu41mFIMIiWpBIh9QRDGDkDTtFpqAXBkr7oCbGMvNJRQj+MU9Af7h01Vs2RmYbuYOsKkTijeW1lbFZ4M5qfV251q6tZfdikkmgeooQO4O+FirnaEiXUDOaCeulVbp6wnhfJVa7oTDEKvA2UGxGsRpBFOljfPtcCdrzZ1DSy24A3ZFNJCl5uP6qGlipknXURJquL909IlOjMWzI3zxn0fxzk8Dt9wd6sCRLUdKKIrUvwACmdIo+3dLCSVilMIYvQXdH6UeB9g5FqC3wzAYCyyYUUTv4Anb8pVFezZv2YnlS+b+7gAHdLOfzRvv2ekHlcsGpi28jbUfx+6hNg7tiPGj2/PYvNMDIxIXrqnj1etqOGFOBEo5pJ1SlITxHUtugE6IAPMkJAVuseDeFUD5TpuHbq0bunurT3Ugx225xkgqDSYVRq6DmZTOOdZ7ElCnln4i905wPBl1AZAx68e43C7FSQRQqSR11NIZ5YDfWmgYp1PLyKaMTVogIvP/4XDxhIMbU2slRG3pdSPylKZQ547UTVssJ4+xeGaEz75rFP/tP4Bf3p3T8rZnP6OM5TZbzgW40Tp9EuGE+XW8el0Df3JKBEIoHtnJcfUdRewfKeLQAR+vOelk+Excdvvt63eetHLl057bpwV4oTIbStYAUth3YHft9h/fWDjriuvyeHx3EQQcRFHEQuHezW1cf9tBfO29B7FmaQfttv3VJKEnSEBu9HFfYdcRivUPhrj8a2Vs2RlAedSA21pv94eCUNuNCqli4gRzEopCU4ueLUVzHhPqMhn3JpnPdFvvyWiJq4EnIHgqJ1N1XePEsiKhKVLBBG3MrBtrsV0H1DqVTt9AbaXNLB9IEGLC93DH71hrrsvcdDWBS1VMNpQ9Lql18S5vIgV6pLBkdoTPv2sUH/6axN0PhDpByzc7jtg/0tw1iHMiOhKrTqjhin8ZwvIZIWr1KqKYY96gwMWnd7Bpx2Fcu34qVpw4//bzzztr3/BoE73V/O8PcAAgtIg77rp9a7XU+/m9Iy8+a+jgBszv4chxXcbWkTrba1qvvWAKjArY6JQ9WRro2nywQGHLHg+f/EYR1/0mh0Mjngb3pFJglxxInQxBB8ipHDix/CzpfTJBMiTZcP2kTuhkOnTaM88iaoJD6RLxo6IcExQUa6mtwVQGH5a2uM3x7dQHaqKY2qgTU/miTHqrTrICTYebZvm4Pc7UomeBnrXkIvkzFYhiyTERBaiOwJJZEb7w7hFcd2cOn/xGCY/v9oBAOTuaOH90en6EpNg75IGJKmq1XsRCp2oHnkBvvo23XbIWvFz+/OOP3bF18dKzjgW6xwZwAJgxdQl6q5V7z1gtrj20//Crtz6xHeUC1/M0fYalC+s4c1UHJ83jiKLY8GuZXCX3WtMQ2LqH41+vKOHqX+TREkyjlrrUxD63gCeJU5lkCLoW20qD1AF3YqEV3FYMtMtyd/c+ccvHsrngk48pSS6Rk2x1tNjHZPh2KQiBQ1OsWkJSORCAmY2kMruCGD6eaoyODi6Vmf9EUgnRpMwmKdREKyiESPNvadY57dbFjcfr/o3CHBCNgcGqwF+9rIHAV/gfXyrjiT0W5K6VsP+hgM/w260VfOCKIs5ZFmLZrDJCH8iFEoWgjYGpS9Dfs/rawekn3ttujx4rbI8d4PPmTsHmx3fvPHPd2nfe/9BDrNM4dHHgCfSUPfRXgRPmh5jVV0C7EyFfiMBDkV5hCUjjIlMPeGIPx+VfMeBWptxmglLiAj0Lbs/q3a6mTdPUATewk+XkE0Ge5dxwopQpoCdacTIR8MhSFndNRlNsLng3RUn8T5UY27RbsUJSGZa2lzB83W28Q23lvQGQSQMgEpDUBnJIgi3YQBCF+T1UB4DSuCZSnRxJOD61/vpIiUtf2kDgSVxyfhNQBJd/pYhtez2NOEW0CG7/MGKmfoUBdu4P8RCXiNsSvRWOapFiSl8OPei7bsa81e9s1fftKlbmPPsAB4Bli2bijjvv3nXeWads9FG/uD72JGZMUeivdlAuRAAEfC/C+o0Mdz0agDHdDXT+dIGXrWshFwA79jJ8+MslXHVzDm0YDzFxOpjzyGFzJylNayptu7WUb6e6NyXZ0PuE3O4MRSETgE6oG+TJ8vI0tO5OCM5yWeeNNC/l6RiKNWoW1MR9L5UIE0ri9EwhVrWTxHAUkgR2pESyG3SVvT0041Sa/JD0sNPEbkJ0ywktqFs6k9XJM9zbJGQpk5QFKBAmIWOCHFd47QVNgCh88Asl7NzLkQskXnpeG/OmxZBCV8n/ZnMB6zcHQBBitEGwc38HtYbAeIlgYOosTJu9ZuNjmx/atXT5mmcC2WcGcACYOWMqevumfWJ8eNf89tiR1xWDg6gW2+irjANkDFfdzvDZH/TgsW0+KJNQQqBUjPDkmxhWL4nw9Wvy+OHNOT3ti9EU0JjEqTRpnB4BApIqJjzTMBNHD8VTJ7Eqk/tNssCnXXTFeXRpyuQRTWRoCZ4iseroKEdKSV2Qd30kaRNBlYmEE13VYsCuy8BIMo4Sloagy2orm3CV3nGkq7AQY7Fpmmqrf7OTKWnSAuxm0r/HHpeuDqIUELFAwCVed0ELShJ8/docVi+O8Z43jaNUkFAxBWUEm7e18ZnvC9x0v8L24RJaEcXh8RhL5laRL02/cv7Ckz5xYP/uZ3pmj55sdbT12c9+Fpf+6VntxfPm/vTa2zacE3oHZ58wbxi3PNDGp64s4ks/mordY1W0aIi2oujEErIj0d8jsGkbx1U3hWiqLnBn+HaqeZMkDG8dy2yxcKKeUDUheYo6iVUWxMwCudvK0y5Hs6vA2AaF0oJhkgU/dT9HEks/OZ2ZpL7T2REZbu84Lln10c1mtP1ZungtST7sOMKZt5PN6W5I93dm3sdkx5lNl9IbXjkb3waItGGaN1cAimDGgMCa5R0UCIGKcxCdAnoLPl52Rgcnzquh3omwcVuAE5e08Yp16o5iz4WXbtp8X+3UNac8Y4A/YwsOACevvRA/vP7OxgkrXvUIG/vP0665s+595D+nolYvoFggqBKCegyM1glCr4k3vryGj719HIebFI/t5Lh1A9dohEtPqH5N0hwTO1Lb5nazSYI5dDKnsjvBahILb6ObbgWJS12OBu5s9NJNoe1SWMhT23In1pN9boytdTphqYp1MM1Zs5ybUpOhl4zpU0kUUX/CWHCaOp0puXc5tC1QhhMRpeaz0tR3mktkYzemAgi2/tM8KkNXpHkPRACewoYHPXzq6wUcaVI02wRveGkbKs5heLSMTsTBqMS65W2sml/H5QzgwUK85IJXdRhtNHqnvvR3gervBnAAYIyjwLa+o1NZc+ZV1wQrSkxiar9CztcWthUTRD0dnLlyHB98Yx2VvERMFJbOiXHbfYbBWYTBteYaebaXiedEKif08aZHk/4mdyq7o5Xd1CRJfz0quLMFx2mwJ7Vjk0N68ndTAE8EfOKEIktVMlVi5sVkICeUGLCmUSTiHAsBnGCQCek7v5zY/ibGuZROTDRxOk0FEKCLXaTUnbSUklCKJrOEKAikUHh0B8dIg2O04eFDXw/QjmtYtyyHqF3VAGcKuSBC6Md480UMw2R1U/IV9yiSLSJ5XgD+Zy89DU/ub6l2u3Hdy84cW/j96x4Np/cEKOT06JMwIDhnTYx1KxlCr4BOq4kAEaYPSDBPZ4xlLHgCcgo3/dVWw6cURHXlmkzUuyc4li5gux1N+hTgJpOD+6mUlMlD9pOhOwW3fW1lYeLw72zcMLXiFnpW757UklsFRRod0pk67B6mzkvRQbg0xG+cZOOkIpOnAm3VpdPgUymTA5Nac1gPQQEiIth7iKItGeAFGG7n8bH/1YfzTlB48UklhAGFzxWK+Rh95REcaSxvveJV5342l8N/J6Tw/AMcAGZNDeWGe394+cL5vdHpq2e+t0BGfM4pYkHQV6Go5HrQaCiEPoHnRRiLI/x2s4e4RYG865k51typzEnD8Gmvw4w0aLl1Atpsy7XUwSQTqQqdaLmtTEgdEE+eXWib4LtFxtkigacEuZuLotIPEAt0x5RbMSQbFFFZS26HORE4NKUb5EjohU3GyiZhGatNkUmvlaBpgMjWcroZh0QlNZ7U1H9S0jUNThJ4OYE1yyKUOUFd+OB+iIpPUR9TeHwX0FtmiKW+S59y4pyOF/Z+8sc3/Pqj/+XS1z5ltuDTrd/d9pu1b6/XgZr/8YvPHvzXtSsjqdBB4FFUS7odRCSIsU4SN/8mxP1bA+0xZuQHJNTEqiaeE8yx1Tjc4d8TaYmahH5kqYZbkZMBP81uBELTPt62Q1X6u7KKit2jaag+cQMnOJAuvidbE1q0Ic39trnR7lhBqUyxgNTVLrZ3n5QkeRRdr/V7JHlufywQbfu37A81v98MuZLpo5A0857Ofsy6pwoUsk2xemEHf3JmHb6JhfpMQkiB0VqsxQjVxKN7YvnEwVn/umjOwo/3FMLO74vP3xvgF7/q1Thx6e7m2lP7r/WrS9XD22P4nkS5IFDIRQiDCGHQxjW3Mvx/X+vFk4cLZupC91fr2yBFarlTxURNtNKTcG8LZEYmA3oK4kxpmsPFLXBTZ9PNR3EoTlfEMqOKT0JRjmmpyd9zQ/cW1CkIkfwo9z37XKWTyZL5k+6/d8YRWgArSSeOKpRmmpsBtDCAT8BtxhnqDFKSvQUpQCmKKPIws5fgw5eN4U/PHQGNItQ6BLUWUGvoZvbL57Zw8UVLVbF/6rUbth5ovuRlr/x94fn7UZTkOnjz0TM1/3ihPPj2S15e/gpv/ZZO7W2jUmijlG/g6tsUPvLtAewYqgAhBUQHNG6BSAHJoUf8GbBwY739BOQpB6duVDID7IkpsBNpSJc17wL3U8qACYtKc8P18aYtlB2/M92v2SdHx7Sa5GNOhmGSaQgknZ+SY1NIKn0odQoi7IFauiIUwEjiSBInEikJMsEgW5GfKDFUt+vTqQNWx0mXzTOSlJo0AqOJUwnKIyhFITohWi0f0yoCH7lsFNzz8OPfTEO5yUCHBQiL8eKz1snly+e/fVT1Ps5F7dmA5u9vwQFg4fzTsX1bvrPqrDO/cfbq0X+q9DAcHo3QW2kgxji+eH0Vu8enoK9cQE8+RBBQvOT0cbzzz0cwq6+tOyyaU+UZzZtTG5J3Wi8fBdxHK1xwrTixhcRHUU6y4/4cC55Ij92RTwf4XThOxuIdw5rwOZtZikkoi9NCOEtdSGqpZWq9hXAtN0mpjP2xg2XN59M7hENbzOvkDqH0yL7UktPEkrt1AJwL7B+W+PwP8/j5PT4abQ8j4xUcHOpDb76It71iFD4fxcGadiz7p+SwYav4p7kLzvxGmeY6K5auPcYz+NTrWbHgADB/wUKMjuwSMxa+9onD9YfHh/f8uPTwjv34wR092HlgAPOqDP0FiXwOOP+0CK9/SRsDvU10YoKv/iSHSBuYJM/b9jZxVRM3ZK4f1QQwW8M1QSGZAGhdtZ2Cl2SoSiL/kdSqAV3BDucJSZD+zFbGeDsRzSSzFMhENa1RV04UkhCbw2R7qEC/Qc0vTbxU/UgInE5X6etMvacpbLClcNZBtc3rlaJQjCSA1udRy4OEAFJK/Pi2EO/9yjRUqx7ecD5wwcl5FHMKPc0QM/tG8ZE3Hsb3b4lRLM/Gay++cPyEFaue2L13n5i/YN6zBctnD+AAQFgRflC/7tS1p7zjgftqn/3E/0TvLQ+20BdQzKxKTKlSzJziYeHUXjQaAqgcRM6TybhRj+qQvE8Bjyl4LBuwcS8oBSbJ1U6lve5m8sngJ/M6bQNBQCgxgZ/JJMEUtZOpI/qtdCNk3j8WwHfRkwy41VM7pPY73A0OYrqZmEkLtipTZxKaaiBL65QD9OR1Nh1XSqOzy/RcK0GSuT96XIm9kzJwkVrxZuQjRgkBD7BtJ8X9BQ+zBiWaHYZp/QrnrhzCnKl5oHTO0NyFa/5h+57x65bMffoc72eynlWAl0u9AIA9+xrfmzbr5fwf38Q+EfzvmwaeeCLGYA/H1D4f0/oZOBOoNwNEkQ8pY+i8B4qQKoRMwecKgZ3eZgCeAshJ6HcusPvTTVdYlyVnLDsVjSWh+u5wexbgybd3o+53cSqPtlzOPQkvl13fnYDOOMOS6BF8ekxfl91nxCRfZf0JqiahQxbkRI8ltBKmG8wi5g5rNxslCjFjkJLpjUUZOOOoBIAUAvsOMxDCoVQOjMaoxSHCnosPXXj++f8C2fne3BnTn004AniWAW7XjGl5bH1y+FsDs8+i82cf+Tcx/tuBKT0e+nsYqiWJXGjaI3MJ7hEQ5sGjFAUOhFwh5Ao+N5OTredmNGE3wpdcZPMfii7r7VjzzMRmF9xdYLf0ppuaJBhTgGkjeVTr6n42iXoebZGneO1acIeXZz5uPm8tvsmTSixwN7lJW7cZx9w2uZLZSH+mbtRq8JbCWKXE+EdS2smZuqlTJCJwwSEiBSUlIsXQbCuMjEfwuB6UFYsC1p254tCik05/HzD8LcKmPhdQfG4ADgALZ/Xgh1f/5BvL5lbElNyc/xgf3d9bLSpUSxEKuQiFsINGO8LhWh6ChihxIM8Vcp5C6Cv4Zg6nuQM6em/2IrsqBiY4oF0cnE7iUNrniXqSteIOvpyuAaahgu3X/TuuYzX82WGwWQtrLbh0NrWCtsqMwoYd9fcRh2ooMgHc9u9zpy1kjyHV0YXUIKdm7ql0XvueD4/76CnGCMMWxts+am1grC7BaAetFkW+NHPoyNjU94ysv+/ba1/0kucKhs8dwAHg0te8Erf98kffHSjP7IwM0ytUe1upUpTIBx30VOp4eCdw76YKOPVRCRQKvkTOVwh9IOB6BrlNOopioKMUYuc2nSQkOVZ9UkczU2TsWO4uoCfBHULSuUtIaYmdMqykSvNIusLqGk4mEmjv64nDN3G5smM34tPvzergSS2m+zsM7aDUTAl2v08R2AoeYc8RMUXNKqUotnLffjvJHJ/m70IStCOKKKZQ0gJcz5FXxoFgVCL0c1iztIaV88bxwNYCanmCsC7R6UQ45aS544XS1L9/dNvYD978xj9/LiH43AIcADiDpKxy5fRpnThuNb4zcmRXWJ7awZ7DbXzpmiq276tgIKdQCSQKgULOB3I+QeARcJN0KBTQbCtEMYz1sI6iyvJUR+nIKCsOsF1QMzaJJXeioS7QrEwGqSDszlKYwMmTwmHi/ONjMNWZtFXzpHvz6Lk1ysiEauK/JzCtJbK8Wv9/fWCEIDl/0hgBmVAaBcdewDZuspVSQkgoULQ7HI2WDvYwqrudxcIEiAwFYkxizpQYb3/VGC7/XgGjzQoGCgpz5s1r9Q9O+699PcWrR2vt3ysMf0z4e66/4EXn/Bkeu/87YuY0/+oHNs0QpR72v4Zr94RXXF/EjXdPQSVk6M1JFAOFvA/kAt0yN/ApAo/C4/rKD48J7B2WaHX0iefGxNJMqzHX2Uwdx1TTNgBmKU1hlIAy+zxr7e2y0pkAAGXST5P/lzWlxGh71oon2YIq3TTdedXpi4kgTzaQSjVwIXRSk1JOPrbZxDb/g2X60qRP7OQ1SdO2aNQWLiPhKUaCNXONTENVLc8q7D0UYGjUzB7lCoGvEMdGS4cT/CLABWtGMdI+gs//H46lS5a2li2c+lctNu3abfuGxT+/43XPNfyeecHD77K++NVrccFL/kKd8+b/8uhH//HxHZv3+n925c0dcBFiSklpcAdAPiDIh7pNcyHHUCxwlEscU3oYZk+PsXOkgS0HPEDRtLiBOt1iGUmzDu1zRsCZsdbmOWcEjFJwTsC4fu0xXTrFue45xIwPwFjWors5IdJpkumCFIlCkfYxnJiFmP5OSrukTupsBqTWWwqFWEjEQkEICSF0iZg0yVPKcLek6ZIiWdqGbgOgMt/pFopwpsC4gscFAi9GLoxQLtSxdX8bt/42j1qdIIoJYhMwcuO4ugERRSfmEDJAwRfIFec2EMx54wffdeHV2x/bLP/2La99PqD3/AAcAL7z3f+D0b3vQ+/gmvJwffpZB57cr3w1nqdEIu/rjqFhQFAIGQo5jmKBo1Jk6C0rTO2LsXLRGM47ZS9uetDHodEcQq6SUH46BpAkzzlzVBNKwagDbkbAGU1ee8wA2/4wPbqcOyC3rYOtBRUipQoW49pKp2Z68rRaMpE+EUwAmn0/UZAkdH++WCGKJaJYg9ulLKqLMtl2zXCBjez3Z/N4bDamGfDL9PDfwI9RLrSwf7iGf/xKCXsOhAiogJ01b1OdCVLnXCqKOKY4PBoiLCwePfXEmW99/Z9vu/K//8cw/vGtf/l8we65pyjuIjQAAe781ZfOXXzJpV99w+M75376oYcf6avXhtGOGAKPIBdq610qUFQLCj1lgf6qHl3R399GNd/ADlFGLImjamSDQWk+txN6p46DSWlqzR0gc6O9c5ZebGtBo1h7bp2O5sGRkJDCcTYtn5WpRU6KiZ/2xHQFpRzA2xwTqQDVAaJYotUSiISmQcnfSfSmloroCKObIwsn7ZfCDI3VG8NSlcwkN8vdiZH+qITvRag1BPbu5aiUCQ6P6YxAZVUtonu0e5zA5wTDQ0BftRczZi86cmi09K4924Lv53yGj/7zG59PyD2/AC/n0nDBwU+c/d1TT+P81JMGPr7h3usGblkfI/A95AKGfI6inFcoF2NUix1Uim0U8y1s2w0MjdDUCXOSrFJ5D5keJ5lQvAGDdS4tDeGO1fa4tV52MhyMg6W/Y7yh0GoLdGKZ9DGx6gWo1ZB1whM5BoR3B6zcmlJrwZXSx91oAc2WRK2hG1GCpElonOnNxRMJMa2QJ6Dpprf5KkQrLUmeiQW8k0mYZAdC/86BqsDsmS3sOljCSIPA4zKVXRkBZwyBT5EP29h2MMCsxWcfWnPG6e+Novi7Qa76fEItWc8rwN01ZaAKpUa+edoZawnj9X/bsffeAcRNhAFFIQRKeYFKMUKl2Ea50ES1Usf3f8Wxa08eXqGrwY/Dx7O1lV2WyziUlKZW22MG3B7gc2WmVGhlgNvnTM8iqrQUHtvp4dCISeO1PN/RFAnTltW2LHady6OtrLSJZEI0Y6ZzF9M/EgL3PS7QaqWBMI9pOdXjuh+m9gsMbYBuYEmIApUkAbdKLDdx+DuBoACTatJ88U7MMG8GcO6qMXzl6h4cCTz4XJrhukJTPU7Q6Qj4QRlnrzvj0LITT3vf7kPqm7OnVY8XzI4fwPWFrWL/oeY3Zsy+IH7lK3o/89Nb7uzhahSFnEisd7nYRH91HPuGWrjtkSoED1BiulE6p44jaDMFnYikzeN2AW+Vk9R6p5bb98xQLU/B9/X0uMAXyPkxesoN3HRfhDse7UORcfQUgMDTF9XjSGiGHRL1TMP3yZ2IInHyPK4QeAqhL1EtdzBv5gge2Udwyz09mFKQyPtAwBV8T0t/0kvL2Sy40zHrGuQscZINHZGpJScSEEKfr5hSCCH16GzJEMccURRg3Qkt/PjWEewb64dPaTKexvNiFAsMi+eXsHj52cOnrl37bs75dwgJjyfEji/AAWDqQA6NdvS9xctXDf3m4X0LTpopPzl+eL3XW+6gt9LEYO8YRurj+NC3irhpQz+476HAFHxLKRgSkHFjUTOZhXBA7rSLSCykAbnvGYfKkwh8idDX0yvyQYRCvoXBviE8sjvElv0Ui3oJAm6aEdvfm/QITGeyZ4I4T7NSh9PIc0zfUUJfIp+LUcy3MXuwjuVzInz35jwkQvQJiYKvHc3E2XWCOnY+KaUKzDijUhII5VCZpChC/5vYsfyMMXCmZ8F3Yo5mK8R5p3Rw+VsO4IPfpNg32mvSZ2NACZxz1qnR6qXiPctXrXyCMX7D8QY38AIAOADkA0/u3rX1urdc+jJ/fPixRmM0/nJt+HZSLByiQ/UWPvjtCq65YwCK5VAy+So+19Yr8HRQyGNp+qsbNHGLFRILbqy+x5Sx4DrBy/dUAu5cECMXdlAI2+jvGceWvR3cv6UXUByxVOjEemyQEAqCacuokjbGaeqAPoY07J8JgzuRWDc70LahY0zTJN8T4Exz6lMXtXDirGFs3jMIYivYzW9UicOdzrexs5CE4clSIs1rsRfAfH8sTCBNUePAKjDG4EcMUcTR7njweAEXv6gBpQ7iw99WGG4WMbW/IM980Wo1b97iv1u0Ysm3t24/2Fm2tO94wwrACwTgADBz9kIcObC509s38L2+UvPXN2w7fKkXqo9cc+t+3HjPVBTCAHqSmua/PtODQkMfCHwCj5kAi+WUyEbyEpBbCkBTkOtZnxpImpbECIMIuaCDYqEJSuq4aYOHh3YUEXICQJq8GJWMvIMT4HA3VHcVkF3JMFekCU6unp44msYKAwpRzLB8DsGFa0bx2N4ihlsl8IyurtK5RDTdKIIRIyeqpJ4z2YgOtbKFEiQiEFyrKYwqBJwhFhRCMjRbIVqdAOetbuHhbaPYeXgQF589/UPEX/DDKYNTntz46N7O2lOWH284JesFA3AA6BtcBgDNL3/ne1sa8syPt3f7/qH62AdWzTjEqGrhYEfiwFCA3hwQeAq5QAeFwoCBUz3doNXRgRArCHObkA+HTlDDvU3OOecKnuXfZmpc6EcIgw5K+SZ2HhL4xT29qDcCVKoGEEf5G7L56MQJ4tggSJoHawsJutNV7crmghC0I4aeioeL1jZww/oxPLo/xBj34dmBu4QY5UeBCRsXUGBCQTKVDHaydw+b7sAYAAW0I6DV0fkmHlOIhb4TBD6DVAQej7B/WGF4pAeF/BT8xUurYqzT+9FzTl/08ccee0gsXXLm8YbQhPW8BXqeybrh2mtwwcvOVu9482W/vvGaK4Nqga6d2TvMX3Labty5CeDKR38JqBYZykUP5QJHIc/g+xSjNYFGU+pqFEKSoA/nFJ5H4XsEAQd8D/B97cQFvkLgC4Td9CTXQhDUcOWvfFzx00HkwxAVXyHvKYQe4Bvu7/E0aMQZBTNBpCT/xbGyE4GswZ60wDCgTOVLCc9T8LkwspzEopkt7DggcM+jAWLig1FdLJIt6ctWLln9Xwe2iFaNzN8e+gq+rx3KA0NArakQRZqqUEoQ+BI9pTZa8Qg+9YMiGJ2HRUvPbi9ecemnliz7kw++5Y3r1IIVbz/esJl0vaAsuLve/dY3oFYbx/Bo9IGLLngxHR+ec0bz0PfogmnNM/btiXgx5KiUOHrKHOU8UMgp5IIONm5v4cioh0oeKEKZ/GNNICix4Xulaz4TDq4H2PqGngR+hMDvoJBv4on9ElfdWgYQIvAAn+n2FalK44ITScSUJRmLaS6KsO1FbF8SaOsNEBCRVs5oqqBStUMiqX3sRBxKBXjN2S384u5xbNoXYpyHCKmuZ+UM4EKBCx35TB9tWF+fXwJN0wJPoZSPUS624Y118KsNRQQeRT6kKHU4oAgCn6HdFmCFnniks2j9i89/tVy5Yt56j8sPjI/XUCoVjzdcjrpesAAH4A75fN/7P/WfYHxt6eQTW18bn3bwtXl6hFaLAgM9CpWC1syn949i+9AIvnn9LHCiEBgn0GrRVkHhhqJoHVkmAPd4DI/H8D3d6qLR6uD7N+fwwBNleD5HztaJMjcgky2YSIIeJt2XmdGSQgEqBuIYiGNNF5AkSJloo/UP3B4myrRqEASxYIhjhmbLx4p5bbzuwlF8+od5jHU81CjTyhLTo/g4U2AxSQBvObjl4cSoK74nUcxHmNI7ihs2tPDAjhxmVSXKBYJmS6DVpvCDPJS/XC5ZXLnqZ1/x/ibu3DPuhauONzyOab2gAe6uj737L7Fx87bxwA///uDB/Vt3bXt4RTl35NUsegT5PEXgAX3VJtYub+GL10o0Y4pYOEUBE7Rv+yMNyAV8LuAbgPu8jV/eT/H5q3rQECFKeYLQAMhOT0661yYWm2oqxAl8Dnie/j6CtAJeCIl2RxhZDmCMmqxACkopONNR0/SHGHDr3I5IcDQ7PnpKPt55SQ13PTqGn2/IoS7yyAmCIDbqUKyPM4qNHGosuTRyoa1F5lTnmuSCFtZv8rBvnCHHJY7UBBjt4LzTF6F3oP/aqXNP2hiUp35urNUar/TOP95wOOb1BwNwAFixbD4AHB45svuDJy5/9Zz2+ENojIWvPrR3EyBHoJREq00gpNStDMy/o9RycTjANmmgCUUR+seLEXgdtEUHP/hlAbVmHrzkIccMPZmQ2JUGj2w0z+da4fF9LT9ybqr/xwkOHhEYHY9BCMC5TjdVKk1UipnO0BNWshP2NUUsGKJYB10aLR89FY6/On8Mdz1YxEjso8E4ckzBF0AkAE9o6S+OFWImEXPojWLUH8De2fT49TDwIKTEWCPC4EAVp65ZjlNPWXztOact/oehkfpOP//s10w+1+sPCuB2VftmQsm9O0vlpe8eCbzv8dyKd6rWb8+ujzyKKKonXDsN42vHyuepY2Wjlh7TkTjOJLilJ2ELN91L8bO7y0CQg08ZckxqgNM0IUvnkpuUXG6tt3Zgg0AhF+hATS4QqBYj5PNt3Powx8gI05FQnyD0iS16B02SwICYIwF3nDxSxDFDFHNEsY9mK8SFa+s4a/UYbrgrjwbnKAiC0AA7ElpBobEO+jBT0B3HtmeKLUPTvU7iWGH+lBzOWnsizn/Ritt4rvi5ExbPe+hwPdq5eP7s433Zf6f1BwlwACB0OgBsVUptrfZjY+3Q8LRiz6qv5ocfWNhf3MFCFmnH0qgogU8QBgq5QAMu9LUqwZkEZRKMSXCuR7DUmhG+/bMyRltF8JyPAlcIWNppy6Un3EnD9RgxAFcIPYVcIFAIBUr5CDMGalB8FPtrPTg8VAKBREla/0Ca1hU6pyPmRHN1bmiKAaClKlHM0Ik4mq0A5WKEN15Uw20PNTAeh2hz3cRSSN1PKYoBK2pSou9UQURNBY7+TKNFUW+W8bqXniIq1VO2jjfrb33lRS/aB2ALOdZQ7At0/cEC3C5zAbao+NAWIeOLps8IZ1zxkXOvuvFnt5Z37tpdiOMWfJ+gkFMohALFnAac74vE+SSmjpAzgcBv49YHKW5/sAL4OeQZktSACfSku5AiyWlRCAKJfCBQyMUoFdooFZvI1RuI4yJGmgSVlv5emxGov19TljjWIBcypSkJD7cAjz2wSKDRymHdSeM4bek4fvFAEW2Zg5DpbJ9OrPXtKNahfMYEKCXI5zwQSORzOeSrC+qDi84cW9fXuiQsLNrDKNv5hw5su/7gAW4X4QNQSu48+aSpT46Nj5/AiTo9FvJ/7tj+RCya23shhkoeVygXWugp11BrUXSiAhgh8D0dbeRMIJIdfPX6CsbaJeRzHBVPpwRwt8tWIgcajT1JF4Xh3wqhJ40F1x0EckELnEUgMsJ4R2GsTQ09Mo4rV/BiXbEjpKYkkQBiA25byW4bYMYxR5v4oFShUozw1ovHcefDVcQy1FX1xBZ9KDSExNAoQb/QVVORkPDDnvGlKxYNLVwwnyvQy3LlhXctHyyMSgXJ6B8HuIFnqTfhC2Xp1FAih4bGh+fOnv7znmp58fe+c82C8y665KON3CmPCD7lgVkz0PJyTVz+HeA3DwdotpmuCAdBzo9xw288rN/UgzAM0R8qlHwJ36TmdkdDNch1YIeZyiCblRj6ArlQB4xyYQtB2ALxtU7Y6cQY6RDU2wTNDtCKgE6kK3VioUxJGiBiYvJDtCVPe24DUUzRbAeoN3Ko1YtYu4zg5S8ag+wY+ZEoBFxhzVLg/W84iFxVoElLreWLBx+47C9WPfKG11/y0Xtu/9mCICwvLlen/1xEY8OEkD8qcAN/RBbcXfPmzgB05mhj286d8Dz+SYB+8vyzBtlA78wv7z1SW7x8UWtdKT/EuDcKEIJOR+LImMDVvy6h1ipiZlmhL69HYDcjktZfInVcuQG2zQu3eeY+VybNNkIhbKNcaKDWamHbfmD+9Ca2HhjHaLOCHGMIuObrkQdHq9bcWysgxIBbfzchdlwIRaPloY4AQlJM7e/gNec28MsHG5BxoB1Wj6NYLGP6tNniTa+eesdo1L+FxI23+15T5MIAf3nZ+1XPwPzG8b5ez+X6owS4u+bPmQMYL+u/AfHeAyN/U+z3e/7pb4Y+tv3RX/k9uUdER/SfTH1xyi/ul9i0TaLox+jLE8wbpKAewb3bJDodCk61gGwrbzxO4Hu63tPmdzCmZcfQFyjkOugp1xGpOj79nwVseNTH+/96FKtOiPHJHwCHaz0IKEXOF8gbS21XLDR35sbRlKaJicclSoUO2h2Bh7b2gRIPc6crUEoxZyDGa84SGBqdg2KI3x4ead43MDiXLVh+fueUs/reL6L2MPd78IHjfVGex/VHD/DuNX2wCgDDAN4GABvuvRNUkbN7e8cubG1Zfsnfv3l0yaHhDh57eBdWLgSKhSGs39bG3tEAHmWo5pmJBOrWFj1lgjgWGK0R5AMKSjUIAz9GPtdAMxrH567N4+s3TMdJsyggQ/z1S0ah5AF89kcKI50qqhFBFCtTz0lQKhCM1WLUW4DHuR7kZPJ+Q7+BfDCMI2MStz1Uwoy+Cgb6AtTJUiDI4Z/fVHjs9o0zrlo0w79JCHXbOeecjbe99Xif9eO3/q8DePdac+qZAHDbk3vHbnvNS3F7f2V8wfbdw/Kr+34iT17ZM29w2oL3Hm7vx5F6iIc2HQCX4+gtRxge8zDQwzF7sIWh8XFs3FbGQI+HajHWiVyexK5DHXz9xj6s3xSgEASYNeBhz+48FkyheOUZhzFQHcEVN3B0xovoxAQjNYW+isLMKR3ceqiN0WGOniLAWRvbDyjMEgIDfSU8OboA++sEq0+Zj8ZY6+OKDG0fmHERBZ9CZ03hT8xbiJ+zoOd4n9oXxPq/HuB2zZpeBoCf29dKbQXgVw8c2L/+3DUFSMqjU09Y/o/lPL1gWn8LW3dR7N6xEX09ByBpBEVC9FcZnjwyjiNDCqcsUbj+boYD+3uxdmENdz1UR56XMDzKUWsI3LmxiP5SGX++bgg/vd3H6sUCzQiI1VRUyxFAW4glQ29vH04+bQW2HWCY1cfQU+nc/MCW1mdiQrzT1ixCoTTtNiE6I3Pmzjzep/AFuf4fwI+yCFkIACMAfgIATz65D4sW4VHG5GBvpS0r/QrDh3aA8cPwfY4g8FDOx9G+2umXe+X2K7xSOworHbxmeQFgDVR7GFbOz6NcoPBLg+jtlxCyBxeddRCCVrFuFfX6+9T1/+NzBy6n1PN8zuB5HIVCETNmnwBS4hgocZrPkQPnDWJ7pWfa8T5FfxDrj0sTOs7r379zOwAyGMYHKyfObalfPSxw0uwAkWxj+z6KJTNCcE6wZO4odu4TaHfKOHHhMH61oYS1J3KybHlhFFIdIOErjvef8kez/n8kATABcxxX1wAAACV0RVh0ZGF0ZTpjcmVhdGUAMjAyMC0xMS0wN1QxOTo1ODo1NyswMDowMLa9ElsAAAAldEVYdGRhdGU6bW9kaWZ5ADIwMjAtMTEtMDdUMTk6NTg6NTcrMDA6MDDH4KrnAAAAOXRFWHRTb2Z0d2FyZQBtYXRwbG90bGliIHZlcnNpb24gMi4yLjUsIGh0dHA6Ly9tYXRwbG90bGliLm9yZy9IzyijAAAAAElFTkSuQmCC', 'weight': 4}
-
mf_hecke_traces • Show schema
Hide schema
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id: 155128000
{'hecke_orbit_code': 18014398576592918, 'n': 1, 'trace_an': 1}
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id: 155128001
{'hecke_orbit_code': 18014398576592918, 'n': 2, 'trace_an': -2}
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id: 155128002
{'hecke_orbit_code': 18014398576592918, 'n': 3, 'trace_an': 0}
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id: 155128003
{'hecke_orbit_code': 18014398576592918, 'n': 4, 'trace_an': 4}
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id: 155128004
{'hecke_orbit_code': 18014398576592918, 'n': 5, 'trace_an': 5}
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id: 155128005
{'hecke_orbit_code': 18014398576592918, 'n': 6, 'trace_an': 0}
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id: 155128006
{'hecke_orbit_code': 18014398576592918, 'n': 7, 'trace_an': -18}
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id: 155128007
{'hecke_orbit_code': 18014398576592918, 'n': 8, 'trace_an': -8}
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id: 155128008
{'hecke_orbit_code': 18014398576592918, 'n': 9, 'trace_an': 0}
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id: 155128009
{'hecke_orbit_code': 18014398576592918, 'n': 10, 'trace_an': -10}
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id: 155128010
{'hecke_orbit_code': 18014398576592918, 'n': 11, 'trace_an': 32}
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id: 155128011
{'hecke_orbit_code': 18014398576592918, 'n': 12, 'trace_an': 0}
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id: 155128012
{'hecke_orbit_code': 18014398576592918, 'n': 13, 'trace_an': -47}
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id: 155128013
{'hecke_orbit_code': 18014398576592918, 'n': 14, 'trace_an': 36}
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id: 155128993
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id: 155128994
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id: 155128995
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id: 155128996
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id: 155128997
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id: 155128998
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id: 155128999
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