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mf_newforms • Show schema
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{'Nk2': 3720, 'analytic_conductor': 7.426087387979075, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 31, 'char_degree': 4, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 14, 'char_orbit_label': 'n', 'char_order': 5, 'char_parity': 1, 'char_values': [930, 5, [311, 187, 871], [5, 5, 1]], 'cm_discs': [], 'conrey_index': 481, 'dim': 8, 'field_disc': 13140625, 'field_disc_factorization': [[5, 6], [29, 2]], 'field_poly': [1, 3, 5, 3, 4, -3, 5, -3, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'has_non_self_twist': 1, 'hecke_cutters': [[7, [1, 6, 125, -141, 94, -51, 35, -9, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 893386752930, 'hecke_ring_generator_nbound': 7, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 31, 4, 1, 5, 0]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '930.2.n.a', 'level': 930, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 3, 5, 31], 'level_radical': 930, 'minimal_twist': '930.2.n.a', 'nf_label': '8.0.13140625.1', 'prim_orbit_index': 4, 'qexp_display': 'q-\\beta _{3}q^{2}-\\beta _{7}q^{3}+\\beta _{4}q^{4}+q^{5}-q^{6}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '1.2.3.c5', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '930.2.n', 'trace_display': [-2, 2, 8, 9], 'trace_hash': 1519930942817648688, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '7.938', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.589', 'prec': 17}, {'__RealLiteral__': 0, 'data': '192.732', 'prec': 24}, 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mf_hecke_cc • Show schema
Hide schema
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'char_orbit_index': 14, 'conrey_index': 481, 'dual_conrey_index': 901, 'dual_embedding_index': 1, 'dual_embedding_m': 7, 'embedding_index': 1, 'embedding_m': 1, 'embedding_root_imag': -1.23158290373174, 'embedding_root_real': 1.6951284422577568, 'hecke_orbit': 1, 'hecke_orbit_code': 893386752930, 'label': '930.2.n.a.481.1', 'level': 930, 'weight': 2}
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mf_newspaces • Show schema
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{'Nk2': 3720, 'analytic_conductor': 7.426087387979075, 'char_conductor': 31, 'char_degree': 4, 'char_is_real': False, 'char_orbit_index': 14, 'char_orbit_label': 'n', 'char_order': 5, 'char_parity': 1, 'char_values': [930, 5, [311, 187, 871], [5, 5, 1]], 'conrey_index': 481, 'cusp_dim': 736, 'dim': 96, 'eis_dim': 64, 'eis_new_dim': 0, 'hecke_cutter_primes': [7], 'hecke_orbit_code': 893386752930, 'hecke_orbit_dims': [8, 8, 12, 12, 12, 12, 16, 16], 'label': '930.2.n', 'level': 930, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 3, 5, 31], 'level_radical': 930, 'mf_dim': 800, 'mf_new_dim': 96, 'num_forms': 8, 'prim_orbit_index': 4, 'relative_dim': 24, 'sturm_bound': 384, 'trace_bound': 3, 'trace_display': [0, -4, 0, -8], 'traces': [96, 0, -4, -24, 0, 0, -8, 0, -24, 0, 24, -4, 8, 24, 0, -24, 8, 0, -8, 0, 12, -24, 8, 0, 96, 64, -4, 12, 8, 16, 40, 0, 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mf_twists_cc • Show schema
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id: 11094165
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 481, 'source_dim': 8, 'source_embedding_index': 1, 'source_hecke_orbit_code': 893386752930, 'source_is_minimal': True, 'source_label': '930.2.n.a.481.1', 'source_level': 930, 'target_conrey_index': 481, 'target_dim': 8, 'target_embedding_index': 1, 'target_hecke_orbit_code': 893386752930, 'target_is_minimal': True, 'target_label': '930.2.n.a.481.1', 'target_level': 930, 'twist_class_label': '930.2.n.a.481.1', 'twist_class_level': 930, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 2}
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id: 11094166
{'conductor': 31, 'degree': 4, 'order': 5, 'parity': 1, 'source_conrey_index': 481, 'source_dim': 8, 'source_embedding_index': 1, 'source_hecke_orbit_code': 893386752930, 'source_is_minimal': True, 'source_label': '930.2.n.a.481.1', 'source_level': 930, 'target_conrey_index': 901, 'target_dim': 8, 'target_embedding_index': 1, 'target_hecke_orbit_code': 893386752930, 'target_is_minimal': True, 'target_label': '930.2.n.a.901.1', 'target_level': 930, 'twist_class_label': '930.2.n.a.481.1', 'twist_class_level': 930, 'twisting_char_label': '31.2', 'twisting_conrey_index': 2, 'weight': 2}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 1503000
{'charpoly_factorization': [[[1, 1, 1, 1, 1], 2]], 'hecke_orbit_code': 893386752930, 'p': 2}
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id: 1503001
{'charpoly_factorization': [[[1, -1, 1, -1, 1], 2]], 'hecke_orbit_code': 893386752930, 'p': 3}
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id: 1503002
{'charpoly_factorization': [[[-1, 1], 8]], 'hecke_orbit_code': 893386752930, 'p': 5}
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id: 1503003
{'charpoly_factorization': [[[1, 6, 125, -141, 94, -51, 35, -9, 1], 1]], 'hecke_orbit_code': 893386752930, 'p': 7}
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id: 1503004
{'charpoly_factorization': [[[410881, -5769, 29090, -2131, 949, 19, 10, 1, 1], 1]], 'hecke_orbit_code': 893386752930, 'p': 11}
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id: 1503005
{'charpoly_factorization': [[[121, -44, 177, -247, 180, 137, 37, -1, 1], 1]], 'hecke_orbit_code': 893386752930, 'p': 13}
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id: 1503006
{'charpoly_factorization': [[[121, -737, 1875, -1417, 894, -313, 85, -13, 1], 1]], 'hecke_orbit_code': 893386752930, 'p': 17}
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id: 1503007
{'charpoly_factorization': [[[7921, 5518, 5705, 1158, 179, -18, 5, 2, 1], 1]], 'hecke_orbit_code': 893386752930, 'p': 19}
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id: 1503008
{'charpoly_factorization': [[[1681, 3034, 2919, 1538, 659, 86, 21, -8, 1], 1]], 'hecke_orbit_code': 893386752930, 'p': 23}
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id: 1503009
{'charpoly_factorization': [[[323761, -41537, 57786, 5229, 1869, -53, -6, 1, 1], 1]], 'hecke_orbit_code': 893386752930, 'p': 29}
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id: 1503010
{'charpoly_factorization': [[[923521, -89373, -1922, -5301, 1275, -171, -2, -3, 1], 1]], 'hecke_orbit_code': 893386752930, 'p': 31}
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id: 1503011
{'charpoly_factorization': [[[-139, 124, -23, -4, 1], 2]], 'hecke_orbit_code': 893386752930, 'p': 37}
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id: 1503012
{'charpoly_factorization': [[[346921, -305102, 172461, -63301, 16754, -3103, 399, -29, 1], 1]], 'hecke_orbit_code': 893386752930, 'p': 41}
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id: 1503013
{'charpoly_factorization': [[[225625, -59375, 157875, 48125, 9350, 1625, 285, 25, 1], 1]], 'hecke_orbit_code': 893386752930, 'p': 43}
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id: 1503014
{'charpoly_factorization': [[[346921, -325717, 228195, -86697, 18894, -2053, 165, -13, 1], 1]], 'hecke_orbit_code': 893386752930, 'p': 47}
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id: 1503015
{'charpoly_factorization': [[[361, 589, 1335, 2841, 4284, 1111, 195, 19, 1], 1]], 'hecke_orbit_code': 893386752930, 'p': 53}
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id: 1503016
{'charpoly_factorization': [[[6974881, 4708903, 1276170, -5107, 21789, -2933, 370, -23, 1], 1]], 'hecke_orbit_code': 893386752930, 'p': 59}
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id: 1503017
{'charpoly_factorization': [[[-9, 3, 1], 4]], 'hecke_orbit_code': 893386752930, 'p': 61}
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id: 1503018
{'charpoly_factorization': [[[-8209, -2613, -172, 12, 1], 2]], 'hecke_orbit_code': 893386752930, 'p': 67}
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id: 1503019
{'charpoly_factorization': [[[244328161, 3173093, 3175935, 249893, 24354, -1303, 125, -3, 1], 1]], 'hecke_orbit_code': 893386752930, 'p': 71}
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id: 1503020
{'charpoly_factorization': [[[144264121, -29715214, 2732397, 37878, 70455, 4262, 297, 14, 1], 1]], 'hecke_orbit_code': 893386752930, 'p': 73}
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id: 1503021
{'charpoly_factorization': [[[17147881, 8000412, 3779911, 713796, 81509, 6768, 589, 34, 1], 1]], 'hecke_orbit_code': 893386752930, 'p': 79}
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id: 1503022
{'charpoly_factorization': [[[1907161, -2411226, 1356334, -380532, 53684, -2964, 361, -8, 1], 1]], 'hecke_orbit_code': 893386752930, 'p': 83}
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id: 1503023
{'charpoly_factorization': [[[25391521, -4006005, 971198, -185855, 27649, -2665, 322, -25, 1], 1]], 'hecke_orbit_code': 893386752930, 'p': 89}
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id: 1503024
{'charpoly_factorization': [[[214300321, -9412877, 192133, 54571, 53580, 6641, 603, 28, 1], 1]], 'hecke_orbit_code': 893386752930, 'p': 97}
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 14, 'hecke_orbit': 1, 'label': '930.2.n.a', 'level': 930, 'portrait': 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sYoCWiEIRs7lu2bEoTIGI41F2xJCJQlMYIkC1lclQzHAaEWCGvYOGPYMJ2xtBqxOhSM0oDlgWDLtGGxazh6RtEIQrbMwY6NMZvnR2yaH7NlfsyOzZZdWxRX7AxoqjaHjk7xtSdCHtqX8tiRhEz1+Paburz1pZammmffkRkOndScOJtxOgf3swuWG686x7975zI7N0xz8uwMZ5cbLHY1y6uSbi9jdWDoj2D/4QUOHFu54pEDCzfvO7Z4wYETC7e85HXviO+65aPfbEj8rR7/oBl8eblLb2QJNe++/9EDL/2l3/m0fMPzD7z0X3/nMb3Y3cjSaoelbpPF1ZClrmaxC0vdjKVuwmI34/QyHFgUbNy4wn981yIvuKTFsTNznDzb5uSC5syi5fRCyvFzGWd7KTNzI152TZ8XXQ6hbBKpiDNLDU4taE4vCQZjSFNDIzS0Gxmz0ykGOHI6ZbUPuzcHtJtjrBUgQvpDw64tYxZXNFgnRVb6ME7BYlnqxmzfFNAbKoSyCDNmqhGwa+uIlYHgyElNZjTzU5JOQxAFkKaCwVhyeklyatFyZjklikYQpLz4yj4vvUqwcarJ4vIUx85EnFyAMwspZ5ZSTizBgUXL869c4JfftcyWmSmOnp7j9GKTc8shCyuSpW7G8mrCci9jpWdZ6MHJnmBhecCv/6s4/a6bZ746tfVdpjl92VeVzH4+TiMazalvNlTO+/gHy+Af+vDHefELr+dnf+bf/MpH/uor/5/3//mXL3766MoFz5zoyZuu6XLRtow001grwUosAqwEJAKBEBYtLJGEk0sN7t2vuGbPEpfvHNFqQKAlYaAIQ027KWkFkkE/4JnDDb74UMiRs2NW04Rnjo3ZPL/Em1+2zDUX93j+5V0OL6QsDAStaMTBk5buapurL5KsjDL2HlZ0Wponj8Al2yyjOGOUhWidMNuBp49FKJ0RyBQdwHAsecHlA4YDyTUXZ6wOM46c7HDhFkW7FbMytmyaGbDcX+WjX4FHDmU8dmjE7m2LXHvZKrNzMW96cY/vfrllz5YOWTLDoRPTHDgecOy04fjZhONnMw6cFRxdSXjepef4j+/qsXlmhmOn5ziz2OTcSshiV7K8mtHtJaz0M1YGluU+nOkrFlZTnn/ZAj/x5nOyoe0FC2cOXzgcpi8MWxc1W53ZL93/1U/x++//s282ZNZ9/INk8I989K+47KJt6v7HDvz7w0dP/+JDjx9WpxZjlkaKEwO4YucZfuMnznLdnhanF2dZWmmxtNpgqRuwtKpZ7sFyN2N5NWWpl7LQhWPLAt0c8ZKrlviel8dcuKnNSn+Ks0tNzi2FLHQFS10nEZZ7htWhYXVsGYxS5qcSdm02gCAKLMfPBggZsXuT4sJtlm2bBpxZHvPo/g43XGJpNZd54tk5Ou2YOA6YnzUMR3DFrhEf/soMl+1MGY8tG6YlSTak04h48vCIZtDmuktTHjsYc2YxZPt8xIVbYdeWGKUSji9AGFiEsOzenDLbkfSGEf1BwOogYGlVsbQCi13DUjdjoZtxuguLo4xd2/t8zysWeMnlmkYwxamFKRaWGyysaBZXBStdw0ovZ+6+ZakPp3uK0yspL7jsDL/244tcvK3D4soUS6sNesMpdHNPFrW2/IpoXvTLdnwyu/mV/+SbDZ01j39QAN/3zD6azUbz+Injux5+5Il3HDl66j/tO3CcUSJYHcLKUHCmrzjRS7nhwjP8+k8scu1FTc4uz7K43GK512BpNWB5VbO8Ct2eYaWXstxLWVq1nOkKTvYtiD5vvanLm15guGhrgzhusdxtsNIP6fYUy31BbyAYjS1xaskyUNISBdCMLDNTlk1zCToYceBUzOPPRpi0zRteGKODFR7cO80FW+Fz96XcdHXE2e6QhlakWcLcLKRJgA5SFhdbvOz6VT53T4cLt8ID+8cEtHj9CwypGPL4gYxDxxtoGbJ5VjPbFjQjQRgKlIDUQJxYRjH0BpaVvqE3MKwMDIt9yzDL2L1jwJte1OWtL43BdFhcmebsUpPFggy6sNLL6PZTVnJwLw/g5Kri3GrG8y89w3t+4hxX7mpybnmG5dUW3X5Etxew0hM02ttpTW3+v7btuPwvtm/ffnQ0Gg0vufSybzaUysc/GIAfPbKfjZs2hPv3Hfihffue/Z37H3hELK305Si2DEaG3tCwOoKVgeDsQHGyl/CCi8/ynh9d5PqLGyyszLCw0mZlNWKlF7Lc06z0BN2epdvPWOmldPuG5b7lbE9wqmuYnRnw2uf3ePHlKbs3K6aaAau9BlEgAUWcSowRGAuDESAMs50R+09YjI259YE240GTi7eHvOSaAYlZ4Y6HZrjukoD9p/t0l6d40TUDvvRgxOY5y94jlv/9LavsPRyxeU7yxYcUL7lCsTRY5eCxOa67NOaOx4ek4xYvvjJkz84Rw7TPFx5UkAkOHNdMtTRawGDogurMWJIUkAYdGrp9S7uTsHPrmJdeMeC1N6TMtxucWZpmcaXJ8qo7Nsurgm4fur2Ubj+l28/oDixLA8npnmChl/LCy87xn370HNde2ODc8gwrvRbdXsTqIGB1oOkPFf0hZLZhLrr4arv7gj0/eeGei/9oceFcfMXl/zBA/g8C4EmSyng8fPN993zu4tE4fe/99z8YDEYwji2DccZwlNEfGvojS28E3aED+YluyouvOMu7f/QcN+wJWVmd5txyh26/wUovZKWv6fYU3QH0+pbVQcpq3/1f3YHlXF9wrg9JNubaS4ZsmcvoDyxvfNGYC7YY0kyipSVO4PZHGxw922DrbMoTBxpgWly+Q3H9ZYaoMeDB/QPOLbS56oI2UzPL3PNYwI2XNFgcrLC8PMWWLZb79ip+4FV97t+r2bEpYKHfZXlpjuuvGHDPExlzzRmuurjP2W6X+56aoanbPP8yy6W7RiD7PHpIsGku4cy5hDseDRglCikhM5YLtsa89kUxvb5i26zh+ksgjlssdVssdSNW+gGrA0W3L1ntw+ogY7Wf0Rs4x2RlYFkaSk6sCrrDMS+59Bz/3x9Z5oZLIs4szbCy2mJ14MDdG2j6I0V/KBmMoDfI6A8Snnf9jYmU+me++61vfrbVbv5NoAPzzcbWNz2TOR4OSOLBu44ceOg3zpzcP7ewsESzIUG4QNECWLAWEAYhLAKLEBlCau7ft5mff7/mLS9Z4ntftcSF22NOL04RhU2aUUgrCmg3Nb2mpDMMmG5rBqOM/jBj89gwHFt6o4ilcw2OH7PEqeHE6ZQosoAgVBYtBYOhQhCQDjTPu0CwZ5tl1/YB46zH5+9XPP3sLK+7IeL6K5b54OctoWhxwfYBj92j2D6j2DA1oKGaxEnA2R60G5odmwWPPB1z/aVNXn7dAn/8mSFh0OE1L7QE0YAv3xfzuXvbPHWoyUXbWlywNWPjbMyFGxKuviBDKYNWFrC0ooiNMxFxEtAbhDyxP3DlCUNFfyTpD6E/svQH7rv3hhn9oWV1aFkZwrmB4syypTXd5afecI5/8pIx11zY4tTCFN1+k9V+RG8Y0B9q+kNJfyQYjGAwdgSQZoK7v3p/MDs7/xubNm9ZuvllL/jpfn/wx+12639egCfjAQh+5OjBr717/5O3zY0Hq0RhgM3NHYHAN3qEAIl1m7RomRFJyeP7N/Lwvjb7T57lLS/t89IrR8x0pljqtmivNpgahvQHml5+socjzWCsGY0to9gQJ5YksaSZ2+I0xBqQShBoQSMUzHQEsx3YssGwY/OADbNdbnkQ7nw4QJppXndDwPMu73H3UwnxaIqXPE/QHQ45u9jmxZcaNswMaOqIUao4t5qgjOB5l2panTEPPdPg5uunedG1PR56RoGd5oYrQ37425f40iMxX7y/zd6jDXZtVGyZazLbaTHdgWYEgbYoCcbC3kOCLBMkqSBOYZzgvuM4Yzg2jMaGwcgwGBv6Q1gdw7m+5GwPxmbEq69b4s0v7fL9rzGk6RSnF9us9hv0BqED90jRHyoGI8FgJBiOLaOxYRRnjBPDKDYcOHySM3/5+bnBKP2/v/2NL9er/cH7p76JIP+mATyJF5Ay+eFzx+5495kjX9mkGNBph4xjixAmt/qkg7lQCCGQEqQ0blOglUUrQyMQLAyafOQrO/jyw6vcdPUK73z1Cldf2Gd+psXiSoveMGIwDHJgK7fFgnEiSVJBmrpbvavdckGl1tAIodU0zHUStm8akNJn/4mEj97R4OCxNjNRkxuv1Lz4mlXu29fl1q9N8cJLGuzaOuDDXxEoETHVSVjpjzEWlICNUwNWeyEmbfLmm87ykc+12HOmwZteOCBOFrnj8XmSrMELrtzEm25c5ZKdXb780IDHjrV49FDIjjnJ3JSgFQnCwF2EUoAQFmPBGEuS5hdrYhkn7kIexTCMoTcSLI8FSz0QesR1l63wzteucNOVGfNTTRdI9pr0BhH9obsTOGBLBmPJMGfu0TgrAT4aW8YJpFZz/HSXP/7IFzetDHj3d337y+yJM8t/uH3z7P8cAO8e/U0OnrqUQ09/5QdDtfTe0cojG7RYpdNqoMZZeaKEkAhB/uzArqRGygwlRX57NgTKEmlLUwuWR4rF7iwfu73NvU/0ecm1K7zzNStct6fLfNYkTSMGowb9YcBwrIkTRZJK0kySGYGxAoFFCksUGlqNlCiMCYMxJxbHfOYBybPHQw4dn0WZiD1bQ664UHHD5auo6ByPH+iwfabFVRfBlo3LLK1OcfV2SWost9wfMR5IZtopr3/BiL+5I+Ho6Q6XXRxwamXEkwcDdm6e5doLz3H3Yz3ueVIwjkMuv3COy3dGXL6jx4FTSzx7Au5/usX+g21aWhBpSTuyNAKQ0gVV1rqLNc0gTiHOBP2xYHUkWE0gNinGjnj+Jau887Wr3HR1xta5iNFomsVug14/oj8KGQyd1h6MFMOxYDCSjMaub9SBOmMcG0ZjyzAxjGMH8nEqOXuyywc+etumw8fOvHf7xlb6kY9+6oO3PLzC+3/1Xf94Af5/vvcPmdr5Oeb69vsZH//NwcrxGSEMzShAigQhHHNKqZDC3XqlBCUESgm0UvmzQauMQAvCwBAGliiwtMKMmYagNw5YXp3l43dO8ZVHR2yeHfCOV3S5fOeI0bDPVRdadm5RjJOALFNkRmILcEtDoDOOnLEcOi1YGRo+fXeLEwuz2DhgtqHYNq/ZvUVz0Xa4as8qRi7wvr9ps7Q0zQsv11y1p8uXHxWINGDTrKTdShkkITJPSikd0h0JziwJrrQtXnFDj68+1GTbhpAXXjXHP//2Bf7ocz3uf6ZNfxSwuNLhwm1NLts64AWX9vium3ucXFri03dHLA4ijpwKOHEiJFACKV2iy1hLZiAxliw1zM4nXHPlgPE44fKdY972ijGbphVznYgkaXDqXIPBMGQwDhiMNMNxAWzJcCwYjgWjMe5OUAA7zhjHllFsGeV25SgRDGOIrebomS4f+tS9Gy69aNtvXnf11uT9v3rJn505+Btsvuin//EB/Ff+y5/zC297vfiRXxRvn208+Qdve+FDrasuiOiNIpRymlpIi5IGIQOUULkksSgpXdmoEujiWQsCnRFqQagNjcDSTCyt2DLdyJhtCgaxpBe3OXS8zXv+bA5MikhTbrhmwIVbYtIUjDVY65I4UgikEugg5JmjIXufbdBuaDqhZENLsHFesmlOs22jYvfWjMt2r5CJRX7rE1McOTrDCy8NuPyCjGHa42uPR8w0A+anLTOdmFbTSSFjJN2RYqlvWexmdPtNXnbVCg/sHfD0UcXMVIMXXDnDj755kd/+JDz0bJv+0LLS05xZmmLLhhabZkfsnh/xb94+YKrV5bFD8MwxSRBYlHISz0Xmjs3TFC7YkvGSq1OyJCBJI6xtMYoDTi+EDMfujjaKVSnfhrFgNBaMYslwTA5kB2wHbsM4sYzHDtzjBIaJYBRDPxH0UkkvgdEoY2bhsZlXX3PyD37p2FJ6//6f/tihJzfZC6/6p/94AP4L//kjqKk59fMf+uu3Lpw6+8EP3LXUeHxvi/f+xAqX7hzTGzTRsoFSBiUNUlm00ihl0Uo5ra0tgZIEWuTMrRgHknFsiOKMcWJpJoZxYohjy1QK48QwTiFOBaNEMs4ikqzB08+2efRpyKzFQdtp40BCqFzNRyeCq7bCVBOm25LZjmJ+RrNpDnZtGbN14wqJXeK3PjHNgYPTXH+R4qIdkj07lrntyZQzi9PccKFkdsrQCIdEMsIqQZpJhLWkWcxyv8GZxYDrL2/yvEt73P1Qg82zglajw/WXGn7qrYv85icNT57osNI3rPQU55Y1G2bazE41mZ2aZqqVsLGdsPv6mChICXSKUhlSuGDC4i6qJFGcPadJUkWSKuJEMU7y51gyTiTjWDKKJeNYuAA1Fk52xO64jmNDnEuRUVK8D6MkZ+5E0E8E3UTQHVvS8Zjn7V7mV370LDddfKZ15vTMBy/Y8Admbm72Eyf2fSDbfuk//9YH+L/81Y+SqIY6cOTM244fOf3HT+491Gi329zywCbC9xt++UdXuHxHhlYZapShpcklSLFpAqXcpi1BLAm1YJwIxoFgHCrixAE9SSxxmjlXJPW2DNLMkmWGzOD0tqEEt5NGoCUEAURa0IgErUjSbimmW5LZacGmuZTdWwZ02it84qsxdzw+x8rCFNfsUuzeGnDJzhGZWOGW+1u0A83GWUWnNeLxA/DUQc3VOy2DseLaSxKu2WM5fSrj3HLIcNTiDTf2uOuxIftPKNpNSRROcfVFhl/+wUVuf3LI39y+gcVVy+5NGctdzcyUYrod0GkFtJuWRmSIQkOkM7SyeTDuzoG1uISVEaRGkmaCNBUkqSROBUkiGSfOeYkTQZxY4hjGSUac5KDOiWOc2lxr53o7EQxz9l5NJN0UBmMDSZ/rdy3xSz+yxOtvECysTNHvPtvozJo/iYdb/9lUZ+ovl47+Xja36ye+tQG+vZ3JwWjlex89dOJ3H3vqSCMKNJGGYaPNX9+zmThWfPcrurz9VT3mplJ6KkWpCK0ytApdIBkogkATxYqRlo65E0kcCuLEgd0FjBAn0jkIaWX7pZkhy5y7kNncKcndksKdUdLJnlALolDSiCTtpmCqZZnpGDbPjdk42yO1K3zsLskffW6eTY0G1+wS7NoacME2w+6ty3zia5alpQaXb1HMTkGnlXDmsOTsckR4oQPExmnJzAzsP2RZXjWcXmhwyQUNXnVDj8/c2WC+A1EYouQMV+8R/NibzhLIs/z13bM8daLB5tWETTMp021Fp6loNSXNSBOFEAWgtXUgFyCFB3LchZ0ZyDJBmpEDHZLMEqeQJJkjhSS3T1NDnBrihBzUtrQgx4lgmDrWXk0kvcQwHiVMRz2+5/ULvP0VPV51naTbbxMnmjCQxL39jb4wf9DtX6It7T/H8cy3JsD/+E8/SZaZH7zz3qd+/dSRY1Mb2pI4s7QNpKGkJ9rccr/ia080OL28wP/+XX1mpxIakcs4ap0R6IAgCQh1xjjQTpokkjhxqXTHOMIxUc5KaQpJBlnmnARjXMBljC16OHNwO4C7wFUQaAeQRgSthqHTTJnppGycGbJhdoWvPh3zJ7c2eebQDBdMB+zZAju2hOzYDJftWmWQrnLf3imaKmDjrGKmAzOdMbPTKWGoXeLKwnAcsrSasDKwdPspZ5dDdm3p8KLLz3Lr/QOeOTFFK0oIVIgQ0+zZrvinr1ng+Zed5U9u7XDfEzMs9jWbplJmWimthqTZUESBIAokQeBiFaXIXSmHcovrYTWGEuhpZvK7W24tpoY0M8SpJU0gTl09TpJaxgWwU8E4dZKklwpWUxgOU0w6Yr65yk9+9yL/5/cNaIYh3dU2w3GDJA1IUkWaBaycPDVF2Pmt9tw14RMP/fUfXX3Dd3zrAXx5pYuS8kf+8EN/9e4Tx4/Pz7QE4xR0avODblBCsjrVpDtS/PpfBOw9sMybb+7ziut6bN4wptdrMhxHjOOAcRAQJZo4dPZeAfAkkcSpu+0mae5pZ+TWHzlzS4ylArdLUubMDVq5hEkYWBqhodlI6TRSZqfGbN2wypnugN/5dMAtD8yxtNzm4o2CXZsE2zeF7NgkuHDbCB2u8JE7NAePtbl0s2S2I5luZ0g55sQ5S6QlUoC1gjjR7N60yv1krA4Uy6uWM0tNLt3R4Lte0eUvvxxy+ExEoBOECDC2TZJKbrhwmd3ft8otDw348C1zPHi4zfZZwYZ2RruR0QgFUSAIAxeraIULnKUoazIs7iIzFue0ZA7wBcjTzEk6B3aIM1frEhfJo1QwzKCfSHopDGNDOojZsWGVl9+wzHfeNOANzzdoWiwtNxknEeM4ZBxrxokmSVwwO1g+Pa8ae9577Y3/RI2Gq+//H1VT/j8E4MvLXUId/PPPf/GOdz/y2FOblIJGQO4x57oXF9gpIeiJiNVY85HbIm5/rMf1l6/yfa92VXDzMxHDUcRgHJIkAXEaECe6DJTSVJFkkjSVJJkgTSVZJsiMqLS2EZSqxOYZUQFKOdchUIYwMERhRjNK6TTHbJjpM0yGfPlxy0dvm+a+J2aYDQOu3m7ZOifZPB+ybaNkx+aYi7Yv89jhIZ++ayPTSrNxWjDVFky1ErqDjM99rUEntAjhgDUca978kjGfvdfVxHT7hrPLmh2bOrzlpX3ue7rH3v0h7ShFSeFAblqMYqf1/+mruly69SwfuX2Ve56a4ehyky1TgumGpRUaGtoQBqCVKK1WRypQlB+ZXKoZU93h0hzojiAgyQRJlgM7E4xSwSAV9DNczBPHtJsDvud1S3zva1a54dKMzbMBg1GblX5EHEeMk4A4B7cjJs04dkR0/MjeTc32lndfeuXLzKC/+oFW+xsP8m8owJeWVhiOBkgp3nXbHXf951u+8OX5leUVokC6wyosMnWJnII9lbREUtBTin7Q5vhqxMl7W9z7eJ+/vKbH21415PUvGTE/ExKPI8ZpQJwEJElQOgJppkizPGGTVQB3bWxgTVVT5pJIoKTJ3RlDGGREYUIziuk0h2QM+dJDkj/7ygxPHJpGJBEXzFq2zlg2zCg2zoVs2SDZtjFh15ZVjp3r8Xt/0yYdN9mxQzDT0Uy1YaqVIIKY1WGbmY5FCIG1kKSSuUiRmpReEtIbZCyvKk6ca3LlRR1+/DtWeO+fRxw510arJL8wNGnaYBRLtsxH3HDxKtdc1OfJIyf46G1Nbn1whpPdJu1I0QmhHVhCbQkUaOlyCkLUq+sMYI276DIjyKyrKcmMA3ecuSTRMHOsPUwtaZpikpj5xoA3vHqFd7y6x01Xp0w3NXHaZqkbESchcRIQxwHjVBHHObhTlQe0LsE2HnR55KHbN40T+Z8vu/L56enTJz80NdWm1frGzU/8hgJ8MBjSarW+86tfu/+3P3fLl6Z6vVUakSJNoaBOVygFSljH4Ll7EUpoKEFfhQxSzdlxg7++t80dTwx4wRf7/Mvv7nHFrlU2zSimWtodxDQgTXUJ8qwAuJEYK7HWSQJbBpQghcntR4PWKVGYEqiY1WHCudWE//qJBofOzvLQ3hmsCZlvCjZtsGyYFsxPKeZnAjbPS7bMp2zfOGB+ZplbHjY8+NQM1+wQzHYknZZkqmVoN2NEMCaKNFq5328tZJlkONYMRwmpEfSGhl7fsrQacHpxihdf1udFV67wkS82aC4ptEwcIK0mzULixPV4bphp8Pw9fZ5/cZ/7X36SI+ckf3LrDGdXWhxfjAiVpB0IwkKGyeoO6lKeuVTBMXlqBamBxAjGGYxSiI2FLIU0Qaox22aHXLPbnY8brzBMNRVp2qbbCxknIUmiHQGlmjjRxKnKA39Vysk4L4/IjKLfXeWRB26b11r+9qWXX788Hg8//Y3E5DcM4M/s28/27VvUH33wzy/eu3ff1PLyCmGoyTJbWnFCWKQQJXMradGZQEtLKC1hJmgqwVALBkHEKA1YjFvc+uA0X31qSDsa88/e2GXnfMrubUNefFUPLVyLmBBOrrispKuVttZjbvJEknCeuSUFmfLkIckDT2s+c1+HJ492iNMWHa3Y2LTMtS2zLet88CnN3LRmfkawZS5l28YhWzcuc8cTY973mU1sndFsnIKptmKqLei0UprRmK/uU4xiTdB2oLJWEKeShlZcd+mQex+fcYVPw4yV1YCFlYgzC7P8+JvOcHxhkXsf2UggAZFggDR1ABrHkv5QM9tpMDPV5kWXDnj5NQO+75XnePqY4bP3Nbjv6Sb7DrZJhWY8VgwShSpLH/zAM88JWENqLNYYApExHcY0SHjR9X0u3Dpix4aEd75+TDNUtBuOZLo9x9ZpqnLCUbmjpUvGdrGRzG1J6Zyb3Kq0VtHrd3n84bunFhfOXPzK175NHT18INt1wZ5/OADf+/RTbN44G97/wAM/JEX2673VJZqNIAeWK3sV0tO+0iKlcCDP3O0zVYIgs0SZpZEJ2plgpGGUaYaZZpA16PUy/vNHZrFpwuaNI67cNWJ+OuVtrxqya1NMkohcb0vwmJtcf0ppEFLw8dubPHagjdCaIydbnDjTotFUTEeCmbZlqmGYakCnKZhuKaY6itmOZn4GNsykbJ4fsX3TKpld4eN3TTHst7lkh2Wqpei0JJ2modNICYKYW+5tMB5Igk0gczAlqaTdVLzhBUPufNjQH0v6w4zVgWalpzm92OKKCzu87aZVHnqyxZGlDkoaIMn1ckCSOTdpFEv6I023H9Jptmg3x1yxY8QLLxtx7GyXw6dW0EHGowc1f3lbC6Fc4RqT8wetAQxYSxJn7N6c8o5XDdkwlXHZbsvmecjSgHHcIU0DlnuaNNEkWZU8cvFQsV8HtouTRF7YJpwpkLn4KMs0p84sMz2f/vrjjz402LJt9x/te+bp+NLLLv+HAfBTJ4+zvLRw6bFjx3/n4YcekGHotK/JXOFSaig9WV97J9KxdyCdDxtkTgMmxpJkllYmiI0lzgSxEYyzgLEJSAyc609x22MGS8an7nMjG7Am34osXm6RiaIiUSKVIk000mgCLelEcOFGSzswtCJDK4JWJGg3JZ2mk0PTHcnsFMxPp2ycHbNtY4+MZf7rXzW4+/FN7JmH2VbO3i1Jp5nSasa0W0OazRaRkiiZa3CcHEiSgNFQMBxn9MaKft611O0pltshx89M87Irx/zU28/wG3+pOboSIYTB2gSTWZI0IE4ko3FAf6joDDXtRkir2aAVtWhECZ1mzA2XxIRBwo2XpLzz1QO0SsuKTCFsXZTnks4YiRCSKFBAyGisWVzWrm4nK2KefEtlGQM5i1ZO7OdsnfkOl8g38njJWbr3P/CAjBP5Oyurg7vi8eiJbwQ2/18D/Etf+BTthm4eOfrsW5/d/6xoNQOn54wlk67GRGbVvpKWVIJSApW5fsc0A525CyHLn9Msj+rL9wSpsSQGUiOIjSS1ksxoEhOR5baX/yizlAK0EC5TqaDRtDS0paEyogAiDY3Q0owEzVDSakpaDe0A3hbMdAxzUynzM2M2zfXZtmmR933G8OFbN7NzRrGhY5hqKzotRbsFrWZGp5lwatFw4FREI3QXNBSVfoJRrLlwi2HLhhGro5DhyOYsLlnpaTrNBp3WDO989VkOnjrNH3x6O1pqLIbMZO5YpJpxrBjGrihq0JC0RppmFNCMMro9F2OEQUagM4IgQ0vXKCGlS+eLfHOlK87fciAXdE1eZWlcXJNlEmNUbsG612kO3jLIT4vXBbBFmTlNjXByPnP7DuCUQB8n8MBDj4iL9vTeunv3BQf+8uN/NXzbd3/XNxfg87Mq7PXO/tzqypmfs2Ysm5EkyUCmljQHdCYtqXEAz6Sz5rLMopT7YjrLbaosTz4YB/wst6/cZqs0e14p57xcUQZKvuaG4q7hAistDVq6GvJAQaAEgbbON9aCRiRphJJmpGg2FJ2mpNOyTLczZjopc1NjNswO2LV5kfv2jfnI7duYbURs7himWsKBuylpNwztRkqnNea+Z+DRp1tcvNHmurdKmw/Hihsvs1yya8j9T8wwGNu8NU/nIA9oNZo0GzN8z81LPLrvLPfu3QJWYUzmymFTS5rYsp5kONa0RpZmQ9EIDVEYEIUZkTZ50syVP7ian5x8hIW8S6qghSo4dyXEpnCkTGG/elZsDma3L3InqwJwmrqfFYydZsKd24LA8v0iKTcYDuWx46f+PbIZNputXwHibxrAh8OBjMfDX7rzy3/+093lU2GogzyYdAkGlQkHbmlRxj2bHNyZsmhj8wSDA642FpPvZ8ZWaWVbZN4sJs/EFckKay1e5r12x10ri/KMpcIr2nLZvyhUNCJFMxK0moJO0zLVyphup8x0xsxPD9m2cZl7nxnyS3+8maPHZ7hog2GmBVNNRbupaDeg3choNhLCYER3ZFFSESgXcxQPd8IlSRoy1UwYpIZBXmc9GGX0BpJuU9HqRTSiDhdsSfjlH+ryHz4o+drezfkkL0OWGdIszVPpilGsGEaS5ljRCCVRaIlCRaQNQeD8fq2sA3hewalymeJaAb1Hntq3OYnYvJYlywGfFa8LiWFkeR4L8NcAXTC2D+qCtMpyCvf68JETodKtn/nJn/jBYDgc/l/NZvPvnc7/ewO8318ly5JfeejBe/7V0aPHG0opihShwIEqk05OKOkAK6V1QVIBcuNqJvwvajxgm9KjBWus6yLPS0D9jQmAFxeZKMAtyJsknF2m81a0QEui0A0AakRuJEMzsrQbhk4rY6qVMN2JmZsasm3jCvc+PeA//NEGnjk6x+4557B0mpJ2Szr2blpajYxWIyHJYv70ix2kUgTSWaIlg9viNh7wT1+3zBcejOnFEYMc4P2hotdXdCNNI4yIgiku25nyn354kX/3R4J7ntiMsZLMuLR6krpCs3FsGDdcuWsUCRqBIApdZjPUtszYauUqNpXM73DSA3iV8gRyEsHlEgp55QDPmmSae13p6rQEfwFoyvNcPdvac5oZpFScOHGscfsdd/7r17z6lWJ1dfXnp6b+fkmgvzfAT588iLX2RYeffbiZpQlKOY8bAUIKVOYArkwO9CwHunVfxuRfqmTmnNVNWStRtV85oAtXR1GAujjwE5+rAHhRg1E2TeTsrXVRdyIJAunqN0JBI3IzT1pRRrvpwD3VjpmZGrJxpst9Tw/4pQ/M8eSRDeyYFcy3PWnS0LQbrn6l2UhpRjFBMObE4iyBEq7GXeT6lvxulEnSVLF11pKmCatJo+xxHI4yeiNJc6BohAFh0CDQ01y+I+U//fNz/MIfwr1PbSIz0gE8syRpljO5YRwZGrFkFKpSggUBBLpo85MuF5DX20sBIn9eB+NOrpAnhRBlcsjkgK7tF8DP8F5XjG1KuWk9QqsD3QKj0Zi773mguXPnrhcJKb8eHL+xAH/i4c8TyLj10H23hjZboRG5GgdjBLJgYwkyEyXAlaqq2IwRGGnJrMfamvLLVjLE5gVSnhwpmPs8n02KqojKNUyIEtxKyrxRopAnroQgCg3NhqUZOf3caiZMtWJm2kM2zHZ5cP+If/f+WR4/spFtM4qNbcN0U9BpSFoNRaspaDbcxeFS/TH37hX0RyENRX6ROQ1eNCFkRpCkmnZD8eKretz35BSDxMmU4ThjMFT0IkUUKsIgzPXzDFfsNPzaj57lZ38f7tm7icRIEmPyZumqB3McSqLQOPYOqjp6rYqNXKZUMk7mWd71QF4khawHcOefk8uX6m5bFnNZcslZgdgvfCuJzXrn3tj8/4RTZ5b58Ef/Ovwn3/HG1kf/8rOD73nbt/2PB/iZ00eZmdsx8/j9n/g9Y0Y3a5WiRG4LSvfFpKmYu7yC84OQKbxbGhgl1mdtD9CmBHbVFEyuvcuTIZw0cn67KIuMVAlw59wE2jFZGEAYGBphXmAVZTRzedFpjpnuDJntrPLIs2P+3ftnefTwJrbMaDa2DNNNaDcE7aai1VS0SvbOaEQpndaIOx4NWek2mJ2t0uQFYArtmmSKTfOKVz+vzx0PGNdFExsP5JJGIGkEmkCHaN1ESsMVOy3v/tGz/OzvW+55ZhOJ0SR5BaAre3VMHiWyrC4MtUTrvAhLCpQujg3l5ysuwkKqiKIqjSohNLkZ79kY77m881bArja89+qxVfFvXAI1ZbU3vPnZA4f+8Ef+2dt/4uDBIysXXbT7fyzAeysnGfbP/ey5s4e/d9BfJNRBCcDi6lXWu4pLcHtlmlZUXyaXH1kpQyjZ+zmZO0d6kZErtbcsKugq3V1UDGqFq8/QliBwjcWN0NAIM5qNlFYjod0Y02mNmJvu8tC+MT/3+xt45OBmNs0EbGplTLdsDu6cvRuSZuTYvxGltKKY1IzpxRFCSYKCwUsNLnKmywvEkoB2OHLlAnGD2QLko4xB6Bg8CiWB1gS6WIDWcvUFlvf+xBn+7e8a7nl6M4nRjDNBnJmcxQWNxBAFljBwbX06jzu0ciXCrhXQHSeZS0vpxS9uokHtcNfm1Jga0G0eJ3kludYDtS83c0BnExdCeYHYorRZcPrsIvufPfy9X/3awwfiOPmF/6EMvrRwnOnZ7bvvu+P918SDkzQjAWTlSVOFpWRsHnFblPe6Arf1rnRRu/qrAyY8pqiykta/Zxas7QeVxe02r3FReTDlWt4csENty+rBRpDlujmh2RgzOzVgut3j3r0pP/++DTx8cDMbpzUbmxnTDUsnB3ez4ezEAtzNKKMRpky1Y/Yettz+UJtQSgJl8iCu8iiKW3mSKVKjecUNCRdf1OfA0SYbW7gm3tiNZRiMchbWCq2DssRBCMtVu+HXfmyBX/h9w11PbmSUNBlnkji1tPI67ijAgVwXdy9T9rZKlZV3OCWFB3DhgZw1eqUCua0D3LvT+qCdfO2zdAXw+vvWFHcNxf6DJ/ny7fdf8wv/9sd2Hzp8/MiFF+z4xgN8deUUYWPmglNH7vkvNln8TiV66FDngZ8oA40KsPX3Mmsr8Fs/UKmu2iJSLyN33yVZ45bkzD0JbmGRinq9i8pZW1tCbQgCQxQYojClEaY0ophWY8zc9IDl3oA7n4Bf+7MtPPbsBjbk4J5pWjpNQbshSq/cOS/GsXfoAN6MxsRZxmjYoKHcRSaFd+unyBbmHnKqnZbXY8axzRt3C4AbwjAjDDRBIN1UARmUAEfAtRcKfu0nlvnPf55yz9PznOxOMWpLZjJLJ7U08okDUWBz779wUmzJ3oVUKQBeft78Q/s4LxViflJsea48sBubVyp6Jbkly68D8AmJY/2/b2GwPOD46aXv/Nyt92Q3v+R5//rwkZOHL9i97RsLcDt+mtQ0X5j0H3lrNnqSdqtBZlIP1HkdSMnSRUbM5tYS5d+z5ZcS5a2orrXXArw4xL4qLE6CG/dQsHdRimvzqkHH3FobAm0Iy/JYB+4ozME91+fc8pB3/2mLT39tIwv9WTZOSzY2cnA3nO5u5YFlM5K0IpszuNPejSgGYr7ySMhyEjIfUavHRtTvUFnmmh+mIs2rrh9w7zMxvSRiumjsjQ3h2NWqh1qWDdhKBgjpEjRYuHyn5Df+5SqfvXfIr3xgM8cXZhnOaGZCQSc1tFKIEjd6OVRuoFFQBJpSlEFw8ewH6v6FKUTZK1KxeEE+nsNV5iasz+LUAF3T7T5zr6PnU6O48/5n6cxufqsMm3/a6w8Pf0MZ3KSrCNW5ZLz82f9Dp3cx1YZxkubVe5XpX4K60Nh5XUPJ2gXbT9p+ppIjRXKhOIDFQfT5O3fcnN+ep5oLF0AVAFcWLR2wtXLgDnRGGGSEQUojTIjChE5ziNYD7ng04w8/N8Vn7t5EbKbYNCXY0HCyxFmAhU+u8k3kzO2zd4LWY7761AyDWLO1ZcvCsjqDF0G2KyNtBIoXXTEkNQ7gw0TkoxhsPljHuOBQ57NhcntP5Ml1i2DDjOB7X9mnE53kA58bcudT85xOmgwakqnU0tbWgVzncYiyeVxic5AXx1BUtePSLSdQHOvJFQV9kOOBujh/hQNWC0Y9KVqxuHcX9wBe+OpJBoM04C++9ASXXXXJ//Ej333zw8vdwf7Z6a8/Eu7rAvzhJ44h+n9Oaue3ZYOnXm7SRcJwDkvmUu/eVCiTibJMtWJ1U4HeVrfntVpb1A6OO2Zi3RRl0bRQSZMiK+cqBpWknHxVMHegXC1GFCSEYUIjiGm1RoThgD+7VfOeD23iwLk5gqjBlo5gLsqYiiztCNp5h30zctnORp4QcvUrWX4ncPJkYTWjH4eEShFKWwaYxee3VOUFRWo7TgOawYgtM0NWBh2GicjHrblYIQiy3OZTud2pHMBrgaurfPzOm/rceOU5fu1PRnz4lo0spW0GUUA7kExpV4MTaQgVZTOEVt6QpfyCLLLARQKopsknRPlkADopMX1mN5OAL00FatI2K9nb1acbJCfP9bnlrr0vHwzjbUdOdfdnw6Oo5q7/dwC31vDQ8e+7QI7ve19r/ASRihC4bJggrzUpGFx6DF6kd0spIjwpsg6oi2SCxZW6rvNZykQShR1oK92d620ljRvMWTJ3loM8JdROkkThmCgYcvhMyh98ts0n75rn4JlZploBcw2YjTI6kc1T7wW4ZQ5uWSaFGrn2jkJ34Uy1x3ziq5r9R5o08glcZbsYFcrLMQ7W6fAk1Vy+G779xh5/+Pl5+i3NVOJmj0RxHjcog9bSuR8KD+SBd7LcXWHXBsnP/8CAay48zu9/Zo6Dp6dZSpsMAk1bCVo50ENp3YWTu0zl3a84roV9iNPnFcDtWp/cY3Nb0+ZrHZeqJ5SK9Pz3Ck89P05p/n+FWvP43qf46e+/8n3/8p2vfGPcX/26UuU5AT4eJ4Sh5rHHHt1x8uTRPXoUsX2zBmvzckt3ASgzCWonTayt2GUS3K5uW9QA7evtWuGUVydRNU4Uz3nRUA5u55oU7J0R6NR17uiUKBoT6jG9LOZ3Phbygc9u4cTiDEY1mZtWzIWW6dDQypm7VabvZV6nkkuT3DsvwR267OU4idl/PKIfR8xGuYtTJJ0KBixkl/VqUhLNVFtz4Y4YFY3oxR2GoaCZuBkkYS6vglyi6ML1EOo8wati4/SAH//OAW99xWk+8NlV/uDj8ywM2wx1g4ZWtLSgqSxRah2bSydVtKzKG4os5ySTwzpyxT93PquvsROFp8/X89FF2WFUdhtZRw+bWtDJBjz68L49U1F7x9XXXn84SxOUDjjf4zkBPuqfwWTtjRtnxccOP/FI0J6KSNIRoU5dAX6R2fIkSVWFltUq0qypA70Cd7Vvvft4qUxExRhOe9vyzlGTJzKvklOZA7h2w4TCIKERxoRBTHcU89XHJH926xQfv2ueUdYhDEPmQ8FMaGiHllZkaYUVuBuRJIokUS5NXGIodyZygIeBy3weOmW588EWcRIQte2aALN4VKltRwRx4ua+vPrGHh/5Up9njrcZNorhRpYwhSAxBLFBKel8aymQQlbDfaiYMDOS1EhakWbzzJB/+z0Drtg15sO3dnhg7zTnhm1GKiQINA0taEqIZG6jFvaqdN1XZcFaMWNlEug+k3tSpfg8BcitLSo+KwljTF2yFT/LPFYv/i+FK2uWKD7zxYeD5133/I8tLnWf113tnft7M3hnekquLj7zwu7pL09vnluiEVrCICVQGVKa6sMj6mAuNrMee+ehkSdLavveoyr+sciCycuUsinLPZ3utm46Vr4VckTrhG4/4e4nBH/8+SlufWiapW4H2WzQaSpmAstUaGgFllZoaYbkrO2YuxlJGqGiEQoaIXmFnsnBbYgCp7+VHrPvOJzoNlxiJde39cRJdcIcS+VVd0YSx5rNU4JLdg55/GjKIAnKOSRhjAOfynKJUiRqQE505tSs2UySZK4+/B2vHvL6Fyzz5Yd7fPCWKR7YO8Vir0VXhvRDTagEoRREeX+slm6VOiWqi1SJvOx3AuBlCUKFcQ8bdSYv5Sk+e3usTS5NPIAD6MLBGUmGpxM+8JHbpt/xFl5443WXfJ7nGB70nAC38dGoEY5/NxJPtTfMDnKNZvLioSrAcICdZHAP6PlrfO0NlTTJ99f5BN4t0dYK9KX3WdxzhpIZYeFmyIRzvZQ7HtR87u4On75zmrOrbUSjQdAJmNIwHbhOnmZALjugGYp8k3nJaa67Q0FUsHcBcJ0ShimNMMbahK88FHHkVJMNc4JAmlzHiqrRt/paVflpLimG44DdmwWvvn7AJ78W008ChomgEVjC1LH4OLHeXUqVfjVC1mSK22TVqGCc396MxrzjlUNee+Min7qrx2fvbnHHYx3OdlsMRcgw1OhAoYUgkIJASgJhc6llUQhPGvop/fXOXB30FahFCW7jgT7LmTsjt5mpmF7g4gCdCVYzi0Rwx6Mn2294g/3dx/advgIY/p0Bvtw1dOPh94+XPjSzZcOhfCqpqlt4+OxN3snudbMjsPlo4uKWVWdwP1yZZO8qoKQAdcHcophCa0o5EuqERiNhNM545gQcPqn46Ben+fwDU5xdbkPQQE8FtJSkE1g62tAMLM0AGoEDdyNwMwldman0NpH/3OYgNyXIw8C1px04aXj8UARBkN/mrZeir1kQNQ2aZUWjgBvnfPWFY67c0efpEy2GDUErFUSJZazIrT2Ts3fhphQWZKVVSp89tyKNUfn0gYBRHNBsjvnBN4x584tX+MKDff7iSy0On2zw9IkW8UpEGmlGWiOVdOl8QOfPBZOXsiUnn4LN1wV4fp5LiYLIWboAtCdbrEvj23Ldmvwf5XcJYS02tfTOnuOhxx9mw4bntgrPC/CFla6I4/FP/e6f7J+5ZJPgxkuGXH9Jhsxn+GWpIo5dpweIHNweoAuA2/xnBWOXukx4F0r90JS6WxQHz2NtYdzoB5kRRW6SapplnF6EL96mOXC8ye33NTmx3OTAyTZEEaqlaWhFW1va2jgXIXCD8xuBG9fmQFxsMt9UDnByzZ2DO8iIAsfe7sKKOXQO9h5uEci6PVhKFKp68FKHFk6Kyfsa04Ardw+5ZNOAJw6mDNKATiIYawhTN+xSeQCXUiCkrDE5TLgRhQzKZNlHmWQB4yBkqhnzT1835qZrVjmxvMpX7g85eCziCw+1OLnYIBsGGKlJQoWQ0t0pRP77yINnqGSLdyptdTpL/eDr8NJtwRunV/TU4vXWWgOJhdQidIbUGS+4dMgL94y46eKvbHjd6/7N//HTP3DwvSK8aD3j7fwA/60Pfo4kzfiTvx5h051cuLnHVRcMeMUNI668IGHrbMyeCzO0laSxLMf0Gn9sA+5WiafDoWLw4g6wlrmLQKaQJEWLldPXQZSRZJaDxwSPH1R88b4WTxwKeepQk9VxxDiOIAhRUwGRErQUtLSh6fnAkS7qNIqyWVcXHuWyJAwVYSjzC8BW2jvI8qH7Tuc3wgRrYs4sScY2QmtJKC3as9kmCLwEeWbr/Y5xGiDQbJyLkWpEPwkYaOGcjqQqGNPK1DKQUpTwgmLYUX73LJncG4wUZKocPzEYh2yZjdm1OeGGi8YM4yH/7FCXJw6HfPHeBo8fanDwaIMkVRAprFQYIb0vJ6vfLda5G1t8m8d7zsE7+WwM2Mz9ndSgrWHPhTHbZxMuvzDmFdePuXK3ZccmiTWL7dVzd34vQr/378Tgf/axz3Nmsaf+5rZnRSQUS9kMjx5u8vjBIbfeP2Jax+zaHnP15WNe//wxr7w+ButqHJrtnKWtBONGqVkjSp1uS1CvTYuVbC1d3YgLKg1JbBmMHKMfPi7581sjBonikacaPHssYqEfMs5C0CGoADWlCKWgqaClLA2FG2em8sIj5Vg7DIRLevjgDiRhLkuiEKKQ3DVxKfNAG8IgzTOiCc1GzNnljC/e06Hbi5idFujci5ceDtac9/J8ijKrOR4rNswrXv/iEV94YMjRbpthIJ1M0RCkliApPOvcY5eZswvxZ53IijGt9n6HA3qYKTKtSAPlxj4kgbNSg4R2mHDT1SkvumLMW14+Yt8xyaN7A4ax4sNfbHHodABCMhhqslgV5ZtYXQB8nXNbA7itPYvUIozFkoGxNNsuIScwvOr6Ma97/pirLo3Zvd3Q0YK5tiZNIvqjBoNhk158UMjGC9WBp76Q7rny9X97Bt883/mdwPSunY8ypFQs6Yhxqjk3DDmXJhxairnnyYy//FLChtkUawzXXxrzjteMXPdGChtnMq67eky7acE4gIvz/UJEOZynOxA8+ljA4qqr2rtvb8Df3NVglChGieLU6RAjNIkNMCIArRGRRktJqAQNaWnkwI6UJVLW1YDr3PPVFXOHRV9mCW6V92iKkr3DwBCGRYFWVrJ3GCYoFXPbw4pPfq2DCrWz22r6+/wMXnjhTodLkkwxGgW8+SVDPv3VVT78lWn6aYN2rsODQocnRVLGlt1Cohg8U5ahSU/rewA3eQe8dkweaEWqNTrNHNBVhlJukP5sI+Ull6W8+LIEK8a87ZUDRokb5/bXd0XcvzekGQkWVhWPPhGyOpC5SloH5D6T5ZWH7YbluufFbJhJXeNLZnnHa0Y875IEawSbZg2zM6CswtiANAno9UPGScRw1GB1EDJK7bWbds78joAf/1sx+MLikPm5xtSHP/KpyyKVqFZoSIwg0RKDJhEStMaYgLFJOd3NOL3iZpLsO2r4m9ucfrLGMj2b8cJrYjpNVxM8UTm1BuDkrsNKX/HA4yGrXYXUkrGRjK12zCS0aw+SGqRGSkkghQOztETSEEoHhFBBqKoZfQ7komp40K4RoGg89sHtGD4vqw0KBs+8LSXSCdbGnFgIiccNomlJmKe9VV6VV8ti+nZa6TRRMmtmFHESMNtR7NwQE4oRwzRimAqa2g3BLGpIioSWkn55qyx/l/sdMs9RmCp7akzeM+mNfkizPG+g8kUHUpI0QyVZPqc9Q8qUHRtMfscwXLFrRGyHSG3odgUPPK5ZGUhUqVjqQfXkO8Y4gL/o2oTpGYvN3LFoSoESRewWkCVumFCaarLMBcrjJGCcaEbjgJUBKlyNL7vhRd8+lY77qzpqPzfARXaG1WX93tXlI68cDgcg3IduKNdKNECSiBArtdNKJisDg9QauibXU9Kyumw4dbt3a6p93fpX9m9vVghMMbSQvOZUqDLIEVLmVlYB6jztLMkXbi18Y+9Z5530inzpPUpwu7YuRZiDO9SUJaaOwXMW14Ywz44GQUIUJRxbMPzJF9qgQwIpqgCzlCdiDYP77kIxJNSBzQ3WiZOAd75+yKfuGPLUmQ79LKCVukVpXRWgrTpxVJETqIK98lgWd4o8q1yxuCDLgZ5mEq0VQebmpQQ50F3iLMuXlHEWrAvu82UcZYYWFmEzNrQM3/ZSCzIrHRWE8c7v5Dm3zha2Ams0Jq3itTSRJIUxkc+YdBdjMXTIDSAqhhMNBgMeffLIK6c2nXyvydJ/8XUZfOnUx9BKhGeWD3F8GZJElJmkhnTcMBaCxCoyK7EycFFwEQErL2gAMmvqX9JncT84ErnbWZYK5mtkSlm2oCkBgXBp5UjYcipWIHNQy6Kp1isk0nhzUBzIQ1111VcAl6VsiUJbtrSFofEG56QEOXuHOkHKmCOnBedWGwitiSQ1eVKm572kiO8L+2ULVSDoZvzNT43ZvWXI06fHDDPNKIMoc+PtgjTX4Smls1TlC1StU6EqgJJeF43wpJFBZ4ZMSZQuli9XebFaMSTI5HeL3JoVxWQsU1q3wstRlMOEik8givO/1lywpbM2mTcp5ktKTOaAnuYEkBmJEJZmlLB1Y8zeJ57idz4kwvLiei6A/+4nD6AVfOwrCWeXI+YazgpSObAkgkBYEuuqvDLcVNLCCqxWUCj6J9cBdu2WIdxtVVAGSq4Mtpgf7rJYgXDOhJa2rPEo9sv3crKvSkEpG2xDJRzYa+CW7jksgF4En5TLE4Z5k0QhUQLt9GkYJqQkfParTc6caxJMK0K/hsN3UJhQpBO1GWYi6TMauwm2b3ppn68+NmI1bTDQmmZqiPN0upJVQVRRcOaAVvymItCsmkicdZjPVLGQKZHPoxGkSqAzma9i58oeCqBXyTRTJtikNF7izdSScNUICm+gkFeoVd5dwCus8xKEBdhNIbGqu5zJ35PCooKUmc6Q73jxIg8cGJQLb50X4O/5/Y8zOxW97Df/7MEbD51aYCbMPcr8QAbWmfzaQmAFmTRuxkeeiTL5lWnsRF036+kwymxY4RH7iQSFA3Yxu6MAu5KVxlUFsKVbT74YheADu5yDonD9iOsBvAg4C92tC1lic71dryUPg4QwiDndNTz0bBN0iM7lifYKlMrvN4FwdwK9poCyL1WWnniSBFx/8Zj5mSHd5RaDVNFSEKTuu6gsH1ya+AAnXyW6+EWyVvdjy2YTN6XKKENmBIERZEqSKUOmBGkO8tQrXivKIWQB8gLUebArhFtiXUhTr/oUHgImauJ9oJcu23lKP0xuedp8MYMiR2KsZNuc4AdeJ28M5l77snd99813i84/Xx/ggxiyXvZtDW2uC2xMQwc5mPLC+vzT1arAsFU3RnHCyiCnDu6StIvzLVysXzB2UZpZnLDJOggpKLVnMaVWiarU0zUXF50qTpaosnulAnbRfOvYO9fcmlJvF5agY+wK3EFZnZggSPjMXRFffaKDjDShFO4OV1YQ+vNZihM7mc2sqjBNOQNQkRnFcBTw4quGfPtNPf7gMx3iLKKfSRqZWytHy6pasZQpUuYs7v+q8zE5GC3z7nZRgjtTEqWMY3Qp89ESxitFrmqAqpKJ6nXB2kVKn5LJz/+o8iMVo5e1TBPSpVa1KC1pqhkMR4RNrtNJ/G3GmLvXZfB9B44zP9t5/e9++Is/0F3qsrElaQbGYyLrVf1VNb/1zJT7oP4QzPWEiQ/w2rImHiCUV/MgBZ6urTSuUnhD9KvJVcWYiJLF826YQNXB7cYpTDB33rMZ5u1tgS4aDlJvS4hJ+IuvTJHZCFVmL/0As+prLJyNmgbPj5P1O59yu9AFmxpBwDteNeBPPztmxSQMswbDTBCklCwupUWmoiw6c3bhZO2RpLImvdprI8h0MW0sB7l2jeI6k2TKojJXwegCTFkBumDzWhmFn5wrSmxzATKp0Tw0+BntAjrGA7qfKPQvFZlfnKnpEJ8bMxTyB2a3vf32weobv9Ca2lkHeJIkDIfji814sCdKe3TaLnic/GC1QvbiSqPSlGBrtSprChQmq9CoLiAf4HJif1JzFkzuz/Yo1qRRObiVmhh2kwNbK1E5KaUd6DruXWOyzZm7CjC1x95REPPQs5L9JxtYFaCkJJTGSSq/TsMT4JMuSrGVLXxeX2vhqCRpwJ5tCVde1Odr+5okKmSYChoSgsyiU5GvlJF34aS5DkfiuM//levV5E+2h7kJvlqZHNx5O5uyHriLWiDrlg0vwF1WeU7q8OrcFmy+lu6sV/9fL6M2lgrg3oVQ4EygsAQkcYptpHumN48vztL0C2sYfHlpmXg8wqZDppsWoSxV50297NEHuN+LV56788WTHuBrJZeeXvWTI0pUoJeeNCnWr5cegxedLgWTF+te1pf/zpnbG/7juu0pgV1mK0vmzgi1S+y4rqAES8JffqXF4mITEWnnu/sX4WQNSv1c1rS3z6o1b9ookkSzYU7y9lf3eOjZKcZZg4EKaWZOixflrEqSg7u4V5jcE7dUlSCyBE35O43XI5vPsNGGXCoVdyQ3OLWaRiur/bzpReVaXJTnq9ova4rKY3B+uWI9Fi/Ze+K5wlm97XE0UkSrKd3uMmkyKv/PEuB/9hefRinJ2XMrtJuqGqu2BuB1xra1D1eBfD1t4gO6urqL1+dn8KIJtkhqlDrcZ3BVPVdyRaJ0HeChzgcABcXSgXmGU1uCMhVv8v2stmnlOneeOgIfu7XDWIYoqfLsZX0my2QGc/Kk+setrsNzLZ57vlGmefvrRvzx5wc8drBJogIGUhJmJnePBDKz5aBRx6aiLHtwj6J2v75ukc/kFbjdoFSdFWMljJNCZd9m1UWlpHQLHAgv0CxlildlKHyQT6qCdQBORQTU8LZWpxdzHpMUThw7wOkzC7lN7QH86LET7NyxrfXL7/7vFx4/sYBWAmndCSvn0JWsXY1P868mvwvnfA//llUH9zpBmQfyYlKVP0evNu7AG3/gT23SuljkNdfeagLcRfo+KBqTjZsZUraIFT2dab4lqCBm/wlNLw5B6Vye2Iny2LXfq+aieHq4BJufSjd+4kfTDgSXbR/x2P6YzEQMTUgjczXbOtfgSrjFWl1iqWBJQxFkVkwuqgxnnrLQ/sQDW43d04a8g8giTTUhoJiulZUXVL2F0NVg+QVzJUrOWz9eXfZigjT9oU++r191ihWrNguVMD09c+FNr/3x1tLCDw3mNmx1AD9+4hTLyyuv275tw88++PDjaO2YRAqLkV55p2WNHCn+sM/1mSfYugB7jcnXMLfXLuWxovLGstWeVTVkU3qyxF/FOFDkXrgDtwNwNRQo8OWJz94q7+sMY5Z6hv/2Vx0Whw1EFDh5Im3trlINznmuk+kdz3yejPXdlDx1n6aaqZbmJ7+rx5cfmmJxHBJLzVBKwryHshr5kAMOb9KvMGUZrcXk4DZYJHVnReQMbssgvQC7kiJncCeJMlnpbiUr/V2xt98QYb07mf26x2Qto9djvaL7q5rQUEg7SOOYqLnxZ08c23d3Eg8/VTL4k0/updEIOXbsKIIMrQIycpDlFqD0JYmty5DzSRKfussQYkKmiBrjiYrFvWyg9KRJ0SFTA7iqxo8pD9RaSnQuSXQJ8EJzmzKoDLQpwR3oov6izt6BSgjDmI9+JeDJA02QAVJKoqI0VlQnuepfdF/wvNWEHpuvmQ6WM3mSadI04Oo9A77zplX++PMNjI4YypBIijLpo6QgEcUI5LVMLnwmn2hAKaWKcuP3tHRsrgzlbEfH6oJqrIS7qDJvvrjMW9r8eeNSVHdrxDosLtYBT6G5J4DuyxU/C1yUBA/HKSdPHidONWnqFobQADoI0TpESifJZf6HzP+jQs5VmcoJnXReM9Dbq4G83ts3CfSSxb1ZeWWQ+XUBLiuAl4meAuDWzcnOpUigKrck8IYDVZrbsXeg3dSq5a7hr2/rsNCNoJG7J8ILxs4jURATVZSexFtj29mqrt5khZuimZ1SfMcrB3z6qyMW+xGx0gwzmduTIndvRCkRpKw0bwFsa6uuH1OyeTW6QRfOisr38+nARrqpwMVx90EupKhmjAu/pU1U57mUpX4/p8OR0+nrcXohTWxlDXo63O/xLe5AQkCgFWEYlFlN/dgT+9i4Ye6CL99x3089/exJyEcRuHXVnatTLH9XROGTtw+/xsBn7FKdTDB4wdTgmNp9aTGhv0XJ5MoDe9lRLqt9v8PFDXenDu5iZYOCuZXH3GsYvBg3UY2c0MplLg8dFuw70sAQIaQum3Or6sG6xKp3ulRwq8k8L3NXpewrR8Ut+qTBai7fHbNn64jFp5vYLHQsnjmZoj0Xp/KgRU0euOBLen2wOZvbyic3shqG6sc2yriLxuQrd5QJrTIuEiVjFzNUCqmCsBMTsqx30a8toS4gX2IL30nxj5kn8YAwkNjkBLNTl/zUjgtvfmThzP7D2piM0Xi0BWtev7S4SLvdcOD2GLqcy23zu4cfUD6HNPGnk9YBDmJCpwqfAeSEDvc6V/yh9uWzIh8FLKqalNqWL2mtfHB7IM/Xqw/y0tCCvVX+WusEpRI++7UO+xeaEFbyJCiziZNya+24iMlHfWaIl572VzcrymhjzUUbYt704gH3P9UCE5BmTosHWT7kM6tLpepO6UMmB7m1nkTx5IrM92V+V5HFJvJlaWw5bjlTbhZ8eeco4g9jvYvcZ3FymSLWxUY9jVN/VccjNblSvC+loruyQpLa18dxvCXLzGFdXNxa4uZQq/oJKLJutR7QSWSvl9Txr80Jx4QJUJeAmAjQfEALUQd2yeZKeE24Hrjz+YTVsh2sBbauBgSVI960yUGeOnmiEpqtmK89o/jUbW2GoxBaGi1d0ZkvTSY//2RgvQbgUNffE5ah74snqWa6o3nLK0Z8/qsD7nsmxLYDhllEKCgvNCUq9qysugLcFcjr4DHVBaYcm2cyH4ftsXaRWDOFXWiEtzKE8AJd/868Ns4632wVPJb3QT0JMz/b6eMyM5Dla3MWlZPa2gxj3OKgzcglR8oJoesEkTVrcD3WntipfZEc3SVrrytPqv1CihSrNdT3HbBlkaaXXkCk/LJZi9bVCGWdL8KkVR3oQcnWblPKBZhhGJPEGZ+/p8VTR1sQBAipclDl9TJecClkncUn71zFAa183Tw77GUyTVEummvxwi6MY80Vu1Le8NI+jx5uMk5DMhkwNIowY+KzFPqWCQZ3z3bis6CKi81glEAVST4psCqPx3I9Xt5RpUuXl7MMTXXXqMa+iTwJtJbcYB2Qn++OVyPXCcPDm7USx5Lh2DCOU0bjDH3rrbegtWZ5uUurGWKtM/r9f+QDu0jXrwts71PWPrh/sj12Lt4vWc9jwJK1RcXYUnrg9kb+qpKxC4BXk1NLiZIzt2NsWzK1Lp+r/SAPLrVKiMKYJ44IvvDVFoNhCO0AKYrKQa/4a70sZnGHmrj8y7tirvnqg+QnEj5eAVacBHQ6MW94yZhP3zHi0YMR6JCRkYS5FlcGVFbpXyFAZOR2nXAzGvwISVW6Visq6SIdmxd3lSLINzaXJV6iTZhiwph3Lo1X4Wh8OVpJlkl8VCS+vu6tN6tTzwpbgckgTgMeefhRntx7EGsy9OkzCwghSJKEQDs/EYEbXk6lcapAVtRenw/ktf0JxwQx8V4J6kmAT7B2np4vRvxOsrabbuXta38++AS48y0optDmBf5apW7TCUGQkNqMz9zd5M4nmtDQIF1Dc+CV8NZKY/3Nf7HeCbPeRs5Eed9I4agUNdAF0MejgJdfPeBNLxvw5JEGaRpghWIoNEFW1dCLrGLx6iOsz+R+AZ1SBXM7NnevBTIfrlq6WTnQjR9kekAvyKkeZ9myXr2W5fVBXdzl18GWn5t1X8dzVAxlwmc47BMnY6y16M1zCqUkvb5hPHLaReQR0qSDY30qr1P2ugA/rzTxAe61dUlRZ+1KpvhA99P03pavWKBLBvc2XS2CWgA68EBdOCfOMXHPSiWEQcIjhyUf+0oHCEEGCKHKLiKVL6Tqlxf4F2xxMER5wmpMsaa7pxw+WWyZa91zU2irli1rNe941ZAv3jPigQNukkBiFINM5AVfOeiyAlDrZRFzu9dax+I+0PNN5aA3Ml/PpwiKC+0tc5dNUGa+pRC5VMkBLSuAS5+5SzYvPpfwsHIe8pwEOBMyBQf0Xs/lbhCgV8YZUlmnWxKzBpyTl5Jd5+qqfzBRO5i1L+C5C8XyGFJMAtwxtfA879IWFP6tsXquluOowF0NwK/AXWNt77lorC2kilIpQZCSZCm339fk8WebEAQgXXAZCutNjl3Pt1+rwSehZb2dsgHCqxGpVRdmEqNyRyXTjOOAq/aMePkLHYsPM8fiYxEyMm7EWRn4ZYVrYd0Yqdrtt6jiq68WXTC4VRZphetCtC4QFVZgBUgrSha3otLmk9loYarjUVumUEzYxWs0+VqZIgTnES/uH0npxnyoYIi1Awfwe57MMBhCkTAbZDQjlScJhGuRXAfkwv9T1D9AeRnkyK6lrM8jTdawtvDkiZ/RVB6wRbFMicfgJdgrkNfA7Q3FL90TlaG0B/BcooQ6Yf8pwQc/32GcBNAKcnlC2Zqm/FWChXcxTwYe6zGCrQPdlynFAgGVozKpxTXtSPKuNwz4zJ1tnjnhLr7MKAaZclWGWZ78KVyLLB/LUV5ixV7liRXBZpm1tk7uWeuCSSvdQlVWCgdw450zS8ncVfbZB7fLp/rHqB542gmA124365oXkxeGkpZWZNi1LWF6ypJmoD7ygf+yeb6j/+/DB49cHmrXHOBGgvmauFiBy9/8rvGCdUVNL6tJ10NIT3LI3NorxgHnz0rWLL/JrRiZ4HvcurACS5cET454w/C9tXqqYqp89QedlM0MgY7JZMwf/02LP/3CDEQRqAZKaVrK0lQ2H0dB2eAceK1xVSbVKx+QkmoyLLUAtfiu0suIFnGEkCCV3y7m9oU17NwSc2JB8uDjIalwkweMUAjhSml9C7ay6Op3lfqNWnh3Fe9CtHVjuHR+mJA2tuJeP76oXcBM+v++o1Qf+VfNsRT1/y//MMYLOIvvqJTFWkl7w8u2zGx57Zf00ePHZ0zaf+NUM0UrXU1DlcXcueoyEc95Ra1zuykOqKB2S6qYe+2ydX5xlb/vN/NW+tt6+juv6PPlSQlubyEqZSckSVEpWLB3QqAT9p2UfOTLLdz8FcfeZee+3zYnvM8KE4CixuzlPXY9cBi/NqRqQtB5822Wj1AwmSJTuRbPNN/z6gGfvL3F3uMByBgrJKMsQJPXixTHNivMYuHd/gsdnr+yedcWrie2+Bsqd3qcBneypdTd1v0Oa3J/PNfixg8w/SB8wh9ncp/6fnVB1i/O4mc21/o2f2MUK/qDFN0ZvHEYH5/Ro+GIJEkItauXrn6hyAt3/A/iXfuTYBd17e3r7npwUZcltQMwkShQNbA7OVKVy3rgLteZ8eSJrMBddonno4e1zoflF363SlEyReXyJFMpf3N3m737K+0thXTed9lBg+f81G+5sgZyX9BVoKn26w3INU/cm0iljXC1KbJK4ceJ5oqLx7z5ZX0OfCQizhQITSY0QyHQmZfVpJIoVfPchFyxBTtXMYFSFiuLgNMFlcqCFbZK8Qsw0gHfmPUkisAU+7YO8DX++BoMVSBbT5aIHFNSOucPAUkCSZKSpjFaa5W3cblbKBQp5vqgcx/ga6+wCYavsXX93xUn3Q9Ias+yfoCKxaXcLZyyJ1PJYj1MD9iyrr8LcBe6WxVBZLHEiTRoWQ3NVyojCBIOnlL8909MMZIBxQStqmueshG7Xtxfv9udN2FRwKp2+87dDOstEuAtIFCk7v36lMxo0iwgylL+xVv7/NXtLQ6c1KASMJpEBAyFQGXFBef0eLG+JhMgL7x53ykr3pM52KW0pT5Xsgo8Tc7mBZsa6f5NZR6sjbnKQ5Xf+arYZe0hPH8gWu1LW+EwSV2NuDECXVThFRV59VvG5NrlYs1Vlf+tWhKnJk0K1s5/PgnsSZCXjFjUGJdywNakids3NYlSMrkPbOWBuWTyrL5Jx+KBjlmNDX/w6SlOnI1A6dwalLk8sTXfu9yfZCT/e4vnxnpNqpSNB36PZpHCl+VWNkNIRZZqtm8c86Pf2ePXPhjSTVxAYK1kbJSzDTNRgrwebFYgr4BdhaEqT0D5EsXKit0LwMsiAVScO+tGURbn1axzrv1kj/Ex5rP6JMDXYffi7xrr7RdLyGegh+OM0diQpa5uw1/ldvKKqQHe+43+1ehfDJNXa1lExTrgXgfYFeCrdqnquWLu0h6UFqWL5UwqQDs5Mgl0ZwcWz1ol6Cjh45+JeN9fTjE2gZMnQpXypGwqluvchvEPeDXp9bnofG1F4WTwVqTsLcaYMrtZpvCNWwq8oVN+/G199h0J+cDfOC0OikxIRiZ3U7Lic+VIKBMrPpPnXO5lsVUeMBQXoLTuIi8zr8JdCEKI8nVxfGwZ6Fbl0UZUOlx6mFkPbz65PiejU8eQVm6B3lbDoke5/22s9UpRq39ZlykTOpv6B/R/qQ/k2pW5nizxgV3T37amueW64C4AbqogswSxx+QyqySK8qsF09z3Tlhahr/6covlcQFuB/BAVpO16vLED4Tz2zF1wE/i29fakyCvVfUZUSZV/E6fsk5cSpRRGKNJM810mPHW1wz45N0tFnsKZAJGkaAZCVHWqRTVhaL20QSVTHGfUvkJKelel/pcOuAXLG5z9rb5tVMAfe2dOrePc5VUMbvfnDGBJV97nwd7ZX4lL/ENlBu/14wsut1QjBuKVkMTBMrLMtrayalfSRNafI3on9BYBei9CLrOgHZCnqwDbLEOe+eAlgV7Sw/c0ubSowowK+YuWLti76CV8pnbGtz3eBPjaW/X1FDIk3q9SVlrQf37+puYOHb1Rw6siYSPX0JbX0syDzqtRNnKF0+zAG1SXnR1zLe/YMCffDYEFYOQWCEYG40Swk0OKwLNnLlF7QNWvpufeCoymqpIABVsLgqJkt99ZAXwAtTWk6S2kEkeq5e4ETw3c4u1uFtvPzUQx9AbCsKGQG+clygUZ6cVeJbRumfkfFfTerrIO8GTehsxWbNQXeG1NeeLZ1kFk+uzuPE0eD6FSWVOrhRDJAvmlqZkbyWdexIFCQeOSj74mQ6ne6Fb71q6Qe9KUK3YMLGt0d2+7/wch7HG5gWgPGb3m5FrSzTWuu7d+jnu2S1/srmd8YPf3ufuxyMOnJEgEkBhkIyELBeRIicVCskyccHVP6F730r3SuZ3+gLQpbTydLgpu4s8Vpfu99Xq1L3PICiki3fh+WwOFDNVxHrH1PPuh6OMc0sZGRl6qmVJx5Z205Lk05ALA32yS6e2+3XAXdsvX9eHUtaAXTD6JHuLCtBSVOMLlMfYVZBZgVvrfIGqvL+yAnaKkhk6twXDMGGcGX7vo1Pc+VDT9bZJ7bS3lK5rR1TzV6rPatcGmBNMPmmlivr5mMhgVq5FOTWsVlnol9G6djNTOCqZIZUalWpefkPMj71jlV/6vZBxKt392kjS3FWRXmVflXGun+i1KxXbsnzWjVdxAFYF0+dNEkLkckUIbOGm5MerlGJebUqhxUvseIHi+axCH381cOef1xjLYJjRG2aEjQw9HAvGY8cOqhD/fsbIOyGTt43nlCi1/bUzTybf95M4NRDlbkkJdFWBXdW8b5NfCLksKaWKJ0tklr9OSwYPwpSvPBDwyTtbjOMAmrrU3iV7FxfU12NuMXF8qILt52KcAtiVNKiKrwrwWLu2jFYaJ1UKoKepptlKeevLh9x655AvPqCcbShc10IiNEMqySjsZLdP/rmk97ps43Q+t7U5PpwvV7WO5TXf1jpwF3LUTV4rpIXNGT1nbbsWM5N48nE1icHJY1lcjFK6BQ0akUT3BpL+yK0eEAa5vzlxAiYf/hUlzwvyuj+8Ntio6+9CXxc/r9VYF0BXRZLF09+lLMk3XYG7dFG8Ye6l9pZuSuxK3/KZu1s8c6rhpIlwJbGi0N4Cb0HUtSAvL9ryuwsP6M+hT4pzYwsUWE+irE1fV1WG0jUleGW0UiqkyZBGk4w1l25J+Pab+ty3N6QbSwdwnB6PUUhcllpSBZ0+yFV5lqvAU+FckfLE52xemBM2//6mIKfccSm0d4EV6wWUrrzDeripfPpSCk/cCdc9huUf7hFoQauhaDc02h/WXl51/sE/H8AnPkRxhU7efsQ6wC4BUjYJVIGk8MAuPTD72ltOyhPpAVlOBJQyqz0X4A50iiHjQ59t8r5PdLBCO9+7xt5U2tuzMf2hoGuYuzhRa9hgfcYpzk3dC/dlytpWNjdKOAd5pjDSkGVuVYYkC5DK8ONvGfDsyYD3fVKTpHmNgZEYBGMhUWaihFdMMHn+4ZXHdMX4wIIlVa65wQXGSlYXt8t05kmgvGzWiqrrX+CYvvi1LvnnfpefS8Gbj3k+nPuE7O4i+cRjLLqYf10UKYmyCN7r6PEu3DqovatvPe0N3oQj3/O2awFf9jZWYJeeFCn3PeauNLcpQV6xdrVmvcpXKlC5JahkQhAmPHta8snb2/T7ATTVWvYua7492SSqBE/5XanvFy++XpKnIJFa00MJ9vqMbGOqeo8S6LLKdBrptLiUmiTJ6LRT3vKKAZ+/q8mzp/IMGY7NMyMY5pehECCKLIldB+SuNtaxuKzesrjqQmWq4NJp8wLIDuQla1t33m0h6fDv4u61sX4WfQLY+R+1G2OJz+pOI4A0tYzGGcNRikZEIAKXqdNFurgovKnSyT59F3GJ75RMBpOToC9AXLMFi33fOSmZmwkGX5+9y+U1VJ3FpS9LpGNtnTO51injxHDrvW2+/HDTDQeXgQP4BHtX0qQKmGrfyU8/T2jwv9PDQ7cf4DkdXqXtXf2HzSWKqenxTEhkJpFCkYw1r7ku5jUvGnLscwFjI0stDoIMzVjggk4csQklKDsFiopB5bx4VTjktpKx1kWUpUwt6lKstJgS5NX5tlaUd26RyxiRR5civ4lYH9yihHT19zzCrSXKcnsVXE1KqxEy1W6i5zfuWDHZ+POz0/qfWJvlYwpcJZuXua0/1tFIBbB9wPu1GjV7sMbi3r4nSwr9PQnuirnrANfKB7qzA4v164tUvJSuU0eGKXc8EPKeP5oms7pyTqRGCOnWAfJXlagxuAfyIihfh8n9Y/WcoGaCvb2UvS9XDP6amq4cuXBUygSQUGTGII0mTd36Qj/3Q6s8c1xzx/0SEwqcmnYLfcVGlYFwRYkVk5eauygWwebsXWhyqvdysBY+uRS5dbgG6KIkR1sSoahjiOo9/G6kdY5l1ctqyTJIM4PWAa321Ocvumj3ivqxd7T7nfDogalW9mOj2JLla6BAPXU62THus241/MV7v5hGWr5fNCf4Ja9Vqr1Iw08mcSb39YT29mtMSmniLaCky6xl1Wt5fEnwng9Oc/fDbbcojwzzkliNVoKmpFxQqljgSp13y+veyyE5fg14scmy1qdsmPaOYfVa1EoVfMu0VsrgrahQzZDJxxl7gzCFtWyYT4m05b7HQlaGcuJWI8sp4hKfLfNnL8/pQa12cU4SH1WKsBbDFYVcdZe9/l5RsuAZOvkfYk2uoA5wt5BAmln6Q8PSIODBp8784C23PfaMXhwuO61kFI2wxWo/qNoua1dNva+v5lcKJjRV3SEpo2bpv1e5JEJMSJM8ayjWZe5JFq9LE6UmbMGiFDbfz8KMD356mk/d1sY2FG55Qqe/hZTlKm6+LTg5c3DSHqxupecR3RNvrz3RHiDsekzup/Kp6W+b7zsbUbnVGoRBGkUmNHKY8dZXDnnqYMB736+Jo9TTlm4tynHeiibyW4nIKLW376aoAhRY54fni+mZvLTCGUJ5XYp0F00+PKvmnFlRVBl67xXxgCdXiuNaKgMPl5MGSGFODBOBjEa0W0OMAf3hW2ZIMtjYsVyyxQUihWTwxxz7wC7B7/180tteawnamub2EzziOaRJpcONJ1UmQC3rS90pT54omSHLmpOML94f8UefazPK8in4sthkvkyhrWnvWsuc9918Lb5ukO0dK4/e1t5iEXmQVAGp0OGUwPanXrmWMSdLLEZ6RVjCVgGnyZf5M5ooMPzQm/rc82jIFx+WuS9d2IcCg3YgLy5TWVxhTpMXTRBQBJiitA2tqBRM0csppc2BXckT62NC2kpvr0uQogR54ZdXYK9iYV8mu7F9gp2bNTdclbFrq2UUg+6otuu1SzMWV1KmO1VwtaY+oAS7XXtiJ95bC2zvvYl50hWQJkHtrwdjPTDXrUGZ13VL3xrMGVvmAabSCYMx/MofTnPwRITV+WrJIqhp73AiqSOpM7dcD9xU25oo8zkE+eRgpUlHxdTqU7wpsMXfKZY+kW5FBiEN0tPjRhgyo5Gx4aLtCf/XD3e552cieqP8C+QBJwgyqRmb4k7kfbAy6eM+uxK2/JESnk4v9He+aoWzBZ3TUlwvxfGr9tfR4AWoi/c9F7MCu1hzeIUArSUzTYlNmywva7LMol983SaUUvR6fZaWFrzTYNeyktcVvabYf+Lv1AbP+OztAbwanr4OwMukjllHoqxlbjnhe0uv3kTrhDSD3/54h4efbjjPW1ZJHYRYw95KWK8Cbx2WnrjAi7PjD91cj6/XMLkvSwqgF9nBwsmoSZXJxE9uGQrX2makcQuninzLcqliDNdfnvCT393lv3x0hjgrw+NCN5Aaxci/EKV105Y9Bi8lSpG2lznLy0qOFOrGBZxFEVYO9Py/FR6rl1WOxfG0FW4qchUekdg8HvbaKnG/azDMWFhtMTIdsixD3/TyN9Bstti/7ynuuvMWpAzKIHLSCSluX2v0Nl9fltQdk/rCRetZg7UFj5RbJq8G7toKvJVbUpMmOYvrRsaX7o34wMc7dIcBhMoDt6qcE5+9vUDQd1GEf8A9cLun+hSran21CUBXT2tiNd+arQG7kCY1D1zmSzjavDbF1qRKJhXSGlevkiqmGoYfeduAB5+MuPVrClppLkMoWSs1krH/XXKQO8YvgCxcCa3JP7/MBxblksXmbC6LIVKeB+7qVMh9cXKp4mPFyx9YH/DeRWAr3Bnc53drZgrSNOGGG67n2muuptfro92JDlybqa261pUfENbYyv6tgD0ZRNT0dgnyCtBCTEgSj739BUiVWAfc3pLTpSSRLqEjdcrThzX//WNTPLsQuC8otLfJddi7kibnTWJ5SqQ+priKWdZ9FHf8iVoUv6nA+lo8Z8+qVnwilW+c5Wekl+WUxi13bSSZUPn50MjEsmcu5V+8vcfh05r9JwRW+wJLgAxIrWRUypUJkBfF3Ijq/YKtC8kyyeaiUjvWa4TGeMf1PEAvnMs10qW8aXqfJ/eEwkDTiELSJEEHuQ0chdCM3Pw+P20ucFdfdatYq7fPJ0dq2UrfvhJVMOmvllsLKIXH4n5wORlQqomgMpcnUqaEUcrpruBX3j/FJ7/SwgaeNBEFe4uSvQMxkbX05g2eT3/jvcZ/zwf5BI3XWHsC7LVkzwToi5R9tSqDLdncz3ga4xaHcmxe6fE0MwTS8JZXDumOJT/7G4ozKwIiUaHRCqzRpFIysiCMKD9YEWDaIojMvXIpcl88L58lH59clNhaKAcEiRLk9SCzJFIKjV5hCnxAO5J0gM+DTsDkC6ZlaUacGrekibFIpRSBbpwOA/GFLZun3XJ5qvKsnTyovOzJLptq8dPKs67tKy/V7oFVeUGjWhM0TpS/lsycUXNOVCVFpMyQeSlsUWsSY/ibrzb50v2tqtZEqnzz2TuvOZEeg8s6i6/Xdyk9YJeJiAnmFmI9VK+VK2vT9a7Qyl9q0B/QWWU2q+SPP5G2Kszy3jOKNFVII3ndC0a8+aUDQpFBmoLxNpthjSUxMLIQG0FiBIkVOXCKIf35+prW7VfLEeYLamV4f6/6edkzaWwuq+o/K+pvqn/n/T1b/Z3MWLLMbWnm6sBb7RmMEV9oNMLTUkrk9p17OPjMlw9rNfxvmzdvzJtvvVXD/EyiKBITk/70WsejfF/4+tlPsTvwywkg+8GjVJPWn6/BfZ2dea9dvUkqDJ++vcl7PzDF8QVPd4uiW0chBYSiaGiwazKWa2KQkq3PM6GpYBpfqtQwL9YAfX0NXoEZxIQmr1uGVfq+3oXvgzqzksxoMqMxRpPEip3zhp/94S7f+co+gUghS8Hmm0nApFhjiWsgpwK5FaQGUluAPH9t3ADbzFY1M5Mgz3wQWwfgzNg1F4G/7HiRrXR3rfw9U10IaWYZjlM2btpCtx//t7/69JcPX37ZJW6NnjhO8y6RrCw5NfkgmoqFJpbHqOlur6BKTurvKutWreM4EVQWWTjhXxyV5pbK5BdJ7qioHNjreN5KpgRBxqEFyQc+0eaZAxG0C8ZWeZScT3+SlItI1ZchWad+Xa4jTfxgTFSZX1+q1Jm8clHOB2ysWb9s1tYdldrCYAWQhEDkgWdm3CrERjjX2giLLLvyNenYcvlFKT/0lh73Px5y+Jzw6imqi9FaTWxErqtzUSyFmz5cXsm5q1G01FNTPC49L2zVFYQDZ3F8Cy+9HN+G8JwUShniyxe/d9rk/59j8wyTJmRpAuSLUG3feTk6aBIFMUl/H6PEkFrpWUPVyZVldWClrcv319PeE5q7BLcXXK7nnFSSJtfcoiigMh64swrswtWaaJWy1BP85p9OcfvD+cjjQnN70qRgby0oB2lKUTkoStQBPSlRSnuqxuCWajWzr/9Yk9ShyBfbWgBa6XBKT1zWqg1BWOlWxMstQyFyN0UYhBClHhfCtQ9nwsDA8Mrrx/zLd67yn/5whuWhd1VKcndFYKUiNqLU4E6Pe0GmzKdhFfuFoyLrkkt6TkuRACqcFM+trPR3WZxVOSdFYZdPEtZCklpGqWbHzl08//qr6fWH5ddgdm4zW3dcduvK6vH3GKHcbSQ/oHisVm9A8NhWrS9XfD1dAFb5YPbKX9fo8bzOpF4dWIFb5uCuWYIyZSQtv/eJNu//eIdeol2bdRlU6oq9RbH8dj0VP6mxy4moJdjXGV5D9fNahu1vC/KJk1Wb51c6KRXQ/Qxn2fljqovAD0SNkWV7WzHA01g3OCjLNB0NP/a2Hj/+1h7NUoOnrnfRVvvWWhILYwPjQq4YQWoh8bR4WsgR60kTX45YUZMp5fMaHQ9ZUddtquSW8bbC0Cn6GKanI84snX3Ptddcfuv27VuAvLzg3b/266zEYfLYvuySpRX5HaF0g8+rRoi6HvWbECptvo4D4RVQVRcE+LZffTOlXPGHTUqxFtxKrfW7RWB4/NmQX/2jaY6ejVwqvkjqyEp7q7yYKpI2Xymt8r+V12BcXzK8voxh5ZGvM6S/fL+Ykiu9n3lTc8sCqvUXvS1XmqtdfPUls6vCrAmrlnXKJ5j8ubttNMKMTbMZdz8RcOaccuxcknldlxmK7p2JVdJ826h8Eue5qP3BFc999VdSTtTIo7xz5gVvrUjwwqtbPP/y7E+ffPS2r77kpu8AvLXqf+yd30kQNtj7+D0cO/wgDavxV6mt6+W1OntSjtRfO33lV8GtkSOlNs/BLCqAOxAb6m5KhhR5UClTdGB47EDAT75nlsf3R9hAebKkYG+JyKVJULTFCZu3b62Tksdjav/EecHmxPEvdflkxv652LvmplBP4dccljLLWZXTFgtYiaKEVhSltG4TeSpfGCefKl/csTnC0fI1Fyf8zs+u8GO/KvJ56N7tu0wEgUWR5MkVm2vxUpPn2t2afDiQxM1TmZAsEsqUuxWUZbOlbFkTvOd+N6KUNUVWtCy9NRlzGy/jyutuYjgcAf+++MjusWXLLNu2zLFhPqIRmpKZJxMya2q2J6RJ1W1z/r9fJWXqSR0/Q+mDW9XAne8LJ0mkSNFBRs8KfveTbR55KiIr7EA/oSNdgFlIEy28hoZ1fO/13BNJMQLNIzfhsZnwthL4zwFxu85uAW4/qcPEuOHaz0VpCJjCKvQLswqb0HrWoTdr3OTDg0Qmuf6KMf/bW/p0ZOrmntkJyVJYiJ5ciW3lrlQuSmUdZutJFlOXGll+kWbWd2DWcVSMrdmE1vt7ozgjsyGN9hxRc6Y8rro6xAHI6FkdtA60Wu09wg5R5e20HhjWU+6+KW+qnkWqgNIvh53cV2UN86QssZ4kMTUG97cgzBhk8IFPtvnYl9qMZZWCL5+FqzeRObgD4Wq8J8tg1+hwfzRbTYfX92vPHouL5wJ3gWdb3/frUGroLwFtq2xnsaaPKCbU5lbhGhaXpZyxxpIJmSdjXHmtEBaRGUJheftrBuw9ovnAJzr0E+GYPHdR3JUmSiZPCyYXVbzm3BYXhKq8X9PiYoQiz+47LGXgKKpyWT8DmhslJRMXg/htvj4QFuIkY6rTYXqqdaDdDJ81uYNSY/CNm7Zx6shdX9i0ofnhbVunCVTq1W+vE0QKP2HjaWpRFUk558ObaeJ73OtUBtY09xpw+8BOy9azXgzv/3SbX/3Dac4uBh6oPf0tZC2wLGYMupR8nb394LKULtSB7fvfa3TI3yXC9IHtRZt+wFlWFJa35IliK6pgs0oCyZy9/Xkqopox7vvkVpYsnmaKLfOGX/zhVf75W/p0Ip/Js4kA1GNyC3EedCZFIigPONMJHzwzdbau7RfVkefxzsuAtWDygr3HGe2peWTQ+fAnP3vXF3bs2L4eg0O7KQhD/VklxXcKFVxnbX1Mg1QVsOsp+fVqvgt/vPC7TY29C9/brWLgaW5RvwgmwV02L8gUGVk+9eUW737/FKeXtRtyI33Pu9jyCVUiHwFR87zrenv9uScuEFzL0BOsPZnh+Ts+KhBPsPmakRL+a0+PG5EXHTmLTebAlraevhc4f9xYCyYfdS8cYpIxbJ1N+cUf6bK4KvnwZzrQyDzbkGpfAjmTl/FCPkvZGrfKRNXu5rN5PtOwYGfrMXp5IxCl512wedlkIQGTN1ZgCaMQIeQjMmh81iT1Y1ozbbfveRO33fbVu08v2AfGSYDNi2Gq+dumGi5fy0DWS1nXSppJx6Ri9hq4z6PB6wVU+X7D8OwJzZ98ps2ps2EF7glL0Jcmhe4upUnJ3k6OVF73eUpk13mvFtavg+1Jpl8TOE4ifALoJcPnrw1+RnMyje9nOussXmdzmbP8JIs7CzGNJVs3ZLzz2/rs2TmG2GlvbOal8wtWd6PQspzJx3nWM53IdrrN2YpZnv10bD3B5DWbsEr7pwbSrM7k1jovptNUtILkga/e/qW7/9n3vr52/PXE+WB2w06EEJw7PcKacQnEanKUV+5aA4P1qgsrVnfMTZWpXOOg1AEu8wBy0jWpyZPQcOCk5t//zgxfebABDTlR361K1NakSdHTKSYZ3JMnTBRUUQe376TgMfmEoVL3yPEuCA+4xX4ZNGLXSJXKF/e8cKg0t62SPwKbt54J55qIgsVlvtqZzd0UlwgSuf62xs0Qce8pwCJGKa9+/ohf/sku/+53pjl4itxZmWDy4ssYRSYFcfnxq7gA40qjqyNWsbcbsD/hpNg6iZjcMi1GNRfHSOWjKjrtJhfv2Y0xhsnHGoBfe/0rkErHD31thd7yYr78dTWx1Q8ci/RzxXBVq5uopeT9i6LS52IS6DLL2b6wCnNQl4B3duDhs5r/8N+n+ditLWKRl0Myob09aVIGlvkBVL475HXG+/2jNcaWrCtFaiWyExfA/5uHPy+8BpbJBNCkTDGiHLhT1qbkwZsfbAqLA3xxnoT7j0RWrcyTYYm05R2vHZIZ+He/PcORc6JCjMWTKQXwFZkQxMV0tLxunNwqLOKeopWtWM/E5g6VwFbgttTunGVJej5wqMipCmDr1i28+dtfFydp9vUB3pmep9ns/MzOnTuvPGUOvlLYVQJNyeA+U/vsVAG9YHEzUYtS/fu14K4CSiFcIZUUWRlsFhJFWDPL3wAAK+dJREFUa8ORc5qf+61pPv7FFrHMl15b45i4rZAmYZFwyg+wEKxpKF5TJbiOPPHT8us7gc5rrkuXvwuy68FmAfYamzMpS2zZiFzMHqlGLxds7i5KWwSgomD6isXBsaww5GzuKvQCUr7v9UO0gp//rRmOnAtdejBPy5cOS/lQZMWSDRKK9U3WK0Mg53KZ2yRlXY9Xb+IfYwH5asrugk0zQ7PZYvcFF962e9eOn+mu9r8+wFutKY7u/+xqpx0+02qKm22aqiAoarRrx77a8U5mxe5+8GlKTS4mwF0kcdwFUTB3UX+SVX63zji5JPnF3y7ArStwTwSURULH97qLgqqaQ1Kw90TAyQSwJ5fjK50UJgFf0fnfBd+TerwmTaikS93/thXT5//OWJuvC19JFQd8OwF4ka9Z6UCeR6UIa91r66SKwJKi0GS8/bVD0kzws781w6klPJCzlslRZDlrFyAvZhCCQHsQL0HvrbHpfnD+Iyhw1YNKCowIsjBqPfOhj35h9Qe/9w1fH+DFI01Xf7Ldil6oTHK9lGnpR5qiNNMLavxf7L5IXadXvrep6W/H1Hn3tzTlawdqp7elcHXfmYY/+HSHj93SIi5Wf60BW3vuSd5jOdnEQFVSsLZRo5JYk2PZ1rBIAWXfNTmPRHkuoJfB5Ho/KMikxuBFt4+nv40tmt/dKsTlwKDq/JiCxckli5WIXNKYwrMQ/qVSDATKiz0y0GS84w0Dnjmkec8HpkjBMcdzgNwgGBcTco0gWAfkMn8tS6j7nks9sVUmhvILIJRwQbP92OJy7yfnZzvrHuN1S992XfJtRLqXzW3abYOwx/x0l3ZrSBQmhLoYgebbeUWq3Qsky5oJsw64c+lRsHbRiSOyKqgs2FtloOELdzf5yBdajEsb0M9S+qWwvmtSn05V65SvuSZ/C8ekBHC9FrzQI55R8vexwmuArzktVCe40L1rHZT6wHzrrZQ8uXKyLWYceotaVdlOt3hV4apktnJWjJGEmeV7Xz/gtS8dIrKs9MMn/fGySCu/y8QGYus88cJFSX3AltnMtRnNzAjSTBBnMEwF3USwMBac6GeMZMYVV+6xi/0kW4+9zwtwgKktr0bP3PyRj92zrX/f/ph2s08UxGidlFOjpKebhZyUJn6qfpK5Pb0tq3rv0hYsxqxpgwwsn7mryb/5rzM88WyEVRN6W05KE1GuiFZJlImCMOlZhJNanAq8a+TJc2w1QP9tkT2RxayhO/+PatWFxY+8wai12hXrGLlI/tQsw/zO66fr16b08+pDzzp06XyX2reZ5Jo9Mf/Pv17h224a5r7d+UBebA7kiQfyzAN55n2P2hTd/HMV1YrjTNDPBKuZYDQecfOVp/mZd9r+u77rxo+8620vO+8hPj/Apy+yv/vnB35zcXjzwoc+P01mqvHDBYP72b8yuFxjFdq1boknS6TK6uCWBXM7cH/qziY/999meOpQ5IaWCHX+DY+9qTzvtYPrbT0N74PVDzQn3vffmMRwocFLsAvB19Un+XN9xJmfrveADl7w6E8ArrKYawNQqgyn3+JWMr3vg1feeAHqoiPIGIXNs50mVlx5Qcp7fqrLd9w8+DogT0uQGwtJseUgrwBdZGzr7lDxfmIFQwNDA0lmUDLhXa8e8f1veP7CjtYjv3npBbvs+Q7zeTU4wD9989UMh8s89ehGsqyHzJcBgeoqW+9RB3kVYJZWYM0tmfC6hWNuoS2fuqPJL/z2DE8cyMHt15ms2VzdTLUa8YQs8bR3rVJwna0IdAqQrsfgVe3E/6+9L4+T46rv/L73qqqP6em5ZySNrtEt+UK+ZGEB6wM7cpzYgOLAkpBPWBy8hsQcgcRLlhiyhGvDFT6GkDUEe/MhLLbxYgw4YMA2xodsx5dsHSPLGuvWaEY9PdPTXcd7+8d7r+q96prRSNZhs/w+n57pel1VXV31rV993+8EMtW5AfssoKeMJcb6xgTMuNiWBk95OKEATIjp6UzZyFOWFc3ZES+rCacQalna+qSDkyVmQSIAHzh9IMDfv28MAsA9vyrKA7YmniLTuuKrMaomv9rBphlY+lRxrcEFQaAirDjy+OWzS7Dm9eeijbVNB+Hp00/mzZ3XAOXXsVzPBBccrhMh7/lwWCgdBOZjULvpdNxukwufG3xcW2WawU0ZBxzgR78u4MavlrHpRU+BOw1oxwI3icENm5oYIbE6hDcdEmsV9wGaOTiSwSxvPEmNZGE8C9yZHxhgTg9DZFOWxLupxo04FR1eq5vLxhqfE2vZzuPULxJrccGp4uSOpC4+xRkDAT77/jGsv7CmPJymJjf+G3QlUlo8VJNFHWsTn+KMcx8BCDiXPbqjECARXnd69wRzg+va2mY3psPwtBp8/6HdvK1zYON55145Fo0+17J3eBT1SGBhn0Ddz8lSy5Hkckncd3xalQlOTT5jJ5HtsWSkGdw/eSSPj3zZoCVWdGCzK56oWt6mQyfW4DASCQzqkZXBo8ctB05yzxr0A4ZyJk2fH6tYFNx025uaPLVOrKlJoqmJUSyIK9ooDKpCIGunEAVsbQPnqmIPEQLQOZ2KHBPCQJWLPD4QH1i1MMDn/2IMQhD89OG8tHCYVhXzTiUEEEwCFrKDMiVJfiliZQjjaUSACCC+j9Nmj2IsYJhodGHdmvVjK5fP3zgyuo9jGpkW4HPn9ANgw361seHZfRf88hP/6xH3xb0FfHjDOC46g6ERuHHwjjQPcllEXd+RJIk1ibW4dsUTw/2uwC0c4BeP5/ChL5axZWdKc1v1TAxwE1kI0qQmduKwQJZLvtn7mqgQooB7pDgUM2y2abZ5FGhPlwQ2gR1XvTHt4XHicVIRNp6kYgpbuVB28lSyhKQhsiWKBjyBAKiORzUBK5+EXAdoAYAvsGpBgC9+sIL3h8AvHzdAHns71QlR/b0FKEIitThDQk20gnGMktAOBSYjgcvfVMFHN4xi0w6CoeoFwdA+vmEN6R728h3TnttpAU6Igyee34GO9lW7tw+zFw+PHlruj09g0/YyFvcIEErhMA5Xte3TKVD6Zk1oSkJHqBUZqGzdSnP/7LEcPvCFdmzdmZNG7CZwm5NMebKSbgwm786IN4FA0wQypcWbqnjBBLJJRJIJZBOuiQJNPDa100dMNy7Smlp/Jnl6UpXWdgBxLk9TfANwyC4NBi9PgJ0sx04hihT/Rhx7QhRwpRve+OF+hGXzAnz1Lyu44QvAfY8qkFs3h9qDCgLngiAE4HICwQT0LazLkrhUxs85TKC9heD0/jIc4eH0ha343RWnvdjePXd3fXwrWluXTwvwI6aAc+Hg2Y2P7Oxtia592yUrsGJ2BBKUMLirjErVQ73BEIRUdYTQrgLDVAg9wcywltAIjhcBLnDfxrwE91AOYkpwG/ZulcfokOaimWmNbVEUQ1NYNRdNrRzf4DCAnEo+bvo8gezUPD0DzBq4BCl+TSw+nmj0DPe9SL49MR8SIG01mYKLxw1mYyceMTh4ws8j9V+aHZks7KmtLD7BsrkBvvShCi46fxI0DIHA4N/csKpwWRojgnyZTy8dK+Q6QN4TaCsKLJlF4fIyNm1vwzg/H7sP5K/duPGZnZ7LcCRxjrTCeafNQ3W8hlJLYW8jZA++sHnrGxwWou5TTDaYamDF4XCeeO5jLmWYCFPZOIwGcHMRhkYoHn66gJu+0YqtO01wm2lnJrhZDG6XpMNgs1qOIA6gmjLWu4mPZ2TOE6OQZlp7N8fOTo/qTKRnr2+GRWQFWcGkIurG4LoYpWI3slimocUNfsvjuyvR6uAUlMpms0IAHEn6DCGINbIAICICbcakQYTl8wN8+YMV3PQNgUefzmPokAd4SOJWQOLky0jQeLKpQU4gndSO0uB5jyDnUUzUBQRtw/yFSx5cuGTtXj+YBPOKRzytMyri0Voq4uFHNg72dJe/sm7tGfBcSUe0cd6MG7CoCeUW12aqfgmjIdx8hG17HHzy5jb8xefbsGUoB+EpjU3T3smpNLekJlkOnemCp+KkDKBJe5vUJfk9GcBOq3tjsZl6TIF0MfVwk11b7cf8b3k8RfIENW3klua2qmIh9nBqZ1CiyYllH0/yOVns8dSaXAiq+jrJqlm8QbFifoh//Mhh/Pf3VbC0vwE0DBu5YVURQijPpmmaSM6CPvecc4xPBGjtWgnKyl/Z8vwTg7kZgBuYgQbXsmzpApRKrRsZadxFo5GrJyo7UonJqZdOWdPl10hSlN7Nhxjc6+ATXy/jjp8VURdOYuc2qk81BVFRamnuOAQWKS8lSUULIsWvqT3ZtLLniemsSZmuYmA3w9fm4TM9qzbOE2qhSLzS6vbnJqDNgCs764drDq21uEgmmjL4yebjejJIVGMrQuUNAEpAOZUNpbgRcELU91Jl/o6kNUsAEEGEvo4If7S+hpwLfOLmMrbvAZBHXExImkkoQsHgc8CjRNVBsQv/RxyoN0IsW7IYs+YsuauzZ9HGarU643M74zJM3d19GBs7vPP0M865obu79e5yaw6eE8FxorgJlJlryQwbN6OqdTaTrbO372W46etl3PHzFtSpA+QYkjZ+WS82JbgdA8xWHW9jgknSy2jWzJYVpUlrm6SaTA94oh7zRymZOZlaozU5fBJiHhf74ba9HIZW5yltLp+8GeNmFpD2MiqXvpnPGRcQ4jYPj7U4dxDUHeQ4sOHiGv72ugoW9evMoBAQQZwZJDi3vJs6YyeM5KvhczAnj0KxfPf55593Q6UyulMX9TmuAAeA3t45ePnFjUMrV5713JzZXfDcBnKKg1ut/KyCmLp9n9TcLw07+NuvteH2n7WgDpWs0GT+M504tIlzN4M7eZKkM3WatbSYGuSETElZrImlAWbjnw1ygplT8Ay3ZhPgRTJuUpFkXRXZaUUSGpNYkaIyGRGHdjFPatEV7doXTUnLCW2JeFIxK+IOAl+C/JpLa7jpugoW9DSAuq5iG8SUJeSyBEUQEYScIIgIgghohATjtQidXX0455yzn/vFA48OzZ3bf1SKY8YURUtnVy9KbXM/O1ndumjM3feHiA7Bc0TSOptFYI7Rtk+17otIhF8/6+Frd5bwvftaVCYOk4dAM+iIii2ZCbjN8mt6Mkl1Zo7W2oajB2nwGoA0wR+DVaPYugGI+pjE+8uS6eiKCdLMz42JZ5zhQyR3idPYhDCcIupFkjqGsRmQGOXOOGSNb6WpwSW1i9tvC6iJpqIlVC6Dcgg1Dth2csEFqE6qoNLNJwiBCAlcJ8Q1l9QALnDzHa34j60FNCLzt1E0CJPXlEsTPAkJOOeY09eJhQMLvnvBmrM+u237rqOF69FpcABo61yIXYP3Vorlxe9uayW/ynsCjiPrcTtxMFaoAB7AdX34JMS3f5TH1R/pwnd/VoLPXMBxAeIhbgRF0pp8as2dBE8l4LYCqgxg22OieQKZArlJqNMUxsJqk4aerjcP0ls3OXZiwMfWkNSYsZ0VSQhDo6c0dxyvr3mtua2R1haPc8ONb0QZmqbD5L+uVMsQRUnEoQ7O0lo8ilz4gQcWOrjm4jp+8LlD+JMrqmghPhAGAPcB7iPiHHVO0IgI/IjAD4FAOOC0+KszVy5897e/c29lxdIFJx7gALBg+e+itUXUehds8J1ce0xJZG3xAA4L4TkBcnkfDYT49g+LuPHrHTg4nkNAPYB5kM1X9ctFXDsw5X73SHNOpS61y0ytawFapCaOKc2csqpojWziOz3ptDS6Ce4MDp4F6Okk7Z63boIMbo5Ye6coiA6UsIAMQ9sTm5KoGKI0V+cp+mLXJE9AbtrJTZBHkX65CCMXUeQiCF2QyEVXSeAz11XwrivH0AIfaPhA1AB4AJ8L1BTIG6FAT1cZH7z2Sj8k+dq733nFsUD16CmKlkLrCkDwx9p7z19bO/SjgsMacBxJSTzXh+c28OIBgR88WMKnv9WOwxOeKobppni2UTkSJAZj3HkBUkPHmhsmLVGmQZgOnHT5NVt7E6CJiiQc3NDkKVBn8mqDg1sOoqPB+BT2b9OCElMVDVqiM3sSa4qmKdAUxbB5cxWfog00XKgiz6pyq7Se6Bsl2S/Xx6HoidaGXC0TQZMMLpVBTyArTxEi65RTIu3plBNwxsAFRVsxwN+9Zwx5h+PuB0sYPIj4CjaICwqgUPSw/uKzJ887a+AxRo9JD78ygOcKrYiC8Y91918iRsJNH4xq/5F3mIDnNZDP1/Ho8wQ33dKO+58pohGpSq+xpcTk2raWZArUVis/JI4cYmryDE+lybkJaaYtWbEksCahJrjNZAdTk2v+nQJ2FsiPQjI5uYpFibUxkWvGjh6SADIJqhIxZzc1eVJ6QsSWFAoNeqHeK2Arlz/RVJvLBV1hQAdjES5UyQcBykV8DNoXwok0M1JKQUUETiW1aSuE+NR1VVx2YQM3/XOERzfJs8YJRT0Alq9eVH/HW974JeZ4f9NenpnNO0uO/dYAwNwSr4/++KZ8se9zXnGe7zkBCvkGHn6e4qNf68C/P1ZGIyoCTh5gBYDlJT1hLghlYIzApTK3Lk+BAgXyRJrEXSKavJS0yUpiUBMgdqenAU1TLvkmG3iKUDe57VP/k303w5hkgPSo7eIpjh2jXwcEGGbItFXF9GimKUm2JcWmHnb4c5rSmHxccfSUK1+bEMNIvxyEkYMgdBCGLoLQQxDkUA9yYMTDZecG+Nz1o1h72hjQmAT8AKsWz/bnz+v73Fe/9/BN7eUiP5pzl5Zj1uBaojD0BVvwmXxx1D+wf+iTX7nTo3c80I6nBluAvASz1NwMhBIwFf0Xx42gmS6Y2jRJTkglLDRREWFp8aZ9ZfLu6d/HYFbfP5VdMA30ZNtslS4yaIlJQ+LPNE0RsWlbURCDWxvUBBZ1Ecl6xJh8kqzP5NdxlfBAwZPillChrFA+Gk5BZQYzAAKu3VPqaZI8AUX8Xyc0RyoHgLNkIuqGDtauCvCPHzqMf/t5HXc/UuAD87s+uXRg9hf2Hjjk4xXKsTxJm2Ro8F/Q25k/7UcP7n76j298nE0EBSCXTBoplWWLddSfY4BPAyJ1TWObtWnDTmqaiBj4lGbzbrOBq17OpjPEHqP6e4htXqTmekQVJiXWZ8QogK+L3RP9OU3WJSQprG8eG4uPQSTL8feL5v/6t6v9sDj5W48b1YCt5ax+SRmtZVT8PlHflxTfN9IRAQPYIvW0SoLPzG2p4SuhVFre8l6Aas3H/YNvi/ZWV5yVcyY2Xfv2a14xNl+xBgeAmliJXEfrNuT7r7/697q+9p17n6RcAIxSuBTwiOqkoC4Cg/HYFlNwT8RKwm7nl648hZT2zaAsmY6djO1Mm7cVOWhpdZJxkPbxImO1aSWlqc2b3dTY0JrY4uRqkmksE0NDS9IubC0OqcVViLdhikwmlrKWimytSrXdXf0wHSmbFKEnyueqr4bB+/VWxLyhOBhloKrpWUhD1P0cWjreyC9ac+b1m/as2DarvOd4QPP4AHzF0jW4/4lB/y2Xrbvlh79+qbi0v/OLO4aG0eKRuDaJ2ejJrPscn1jrRNuAidPNIJpA2ZRAPAMaklhMSPaNkjWJ1LSDJGNZGD6qR+JUFhSDyQsgbtIU+3mAePIJg76Y5kGi7hRNR6BrqsT8PNlnct4TS4uOQLQsOfERyWPk8fGIJIfL4v9yvbgcG0yACzBGJW0BR6GlD4J4H+7ou/SWcwrPR8W2NccDmscH4ADwpnOW4IUX90T/432/t/3//vTJ6ldv/VnryMgYcozCoarwpQFKfefLOhhGF18ktR31pTbpiu16N/rNIB01qD5TF6mJl8MGa9oMaMV6p23hasxyABnrN2F1ChE4wg2RMhWa3Nvk0ImlRVlOSNqCktLiSjtDF+UhifUk1uj6hlLAT5QxUbefQq0xodCTU6H6ZmqnEWL9nuTjMipAIwpKQri5WXA7fr/a0r12e9h4OSq2nXa8YHn8AA4AHa1FjFRqd7/l8nPfR0T0pW/+2887hw9VkGMMLhNxKlJij5XRYkTIgufg6rGpNUyMm5QNG7Y1JLMaLOyJahMV0V7HFLBhgD4NanumaCySNL6PfWpjARhT3ASxvTvR6sJ47FlamWgXvwagST1MrW+4/PU4CDgXoFSCnxnamojkfTLRTWJXpDUlcQjp+4ASGdbhMFldwc11obVv/UhL17oPBI3q3cwrHfkkHYUcV4DP6mkHABw8VLntnVdf6ECIz/7vO37ZM16pIO8SOExOEEEAoar/hxwgkbxa5qPWxEoWz54qiSGOQzFoCzDVPjLGTY+mugOIfTjxRjbwDHhbvHxmYG+yrExhVZHxVBKoRGljPY/RANVKXWt0qZkVuIlhM4/piKzaCpHwankT6PgSxLEsVB9IfG40p0y8opwTRBFFEFKEcWI6LIDnXKClVEZX/5sPtvdd8lc8Cm7Ltcw/nnAE8Art4FNJT1cbJhvht/7gytffePHalQeLOSDvchRzAsUcUPSAfA7IuwIuS1zu+kJnxWlY2hsZANU4IIblRW/TpOWbW3Hr79Bv0mNNobXx+LFr67SIKQbspAc5YLr3rTgVY6KYpLcpbjxV8oN+YqZiVTR/ThxF2cYAeVoSU4GALLkWhBR1n2Gy4aBWd1GbdDFZdzFZdzDZcJEvv+5g5+w33Qj43/LybcftPJpyQgAOAL1dZXzv+/fd0tdV+ujpy+eMFDyBUp6gVFCvPEEhR+A5SvMAxolPKh1ln00xpUbOtHvHFwEWJTFpRTzpTHFyE+zN4G6+zM3q/ggipnivh0Tz+ma+ZgJCkqxvTCSTJrLm52Zwlgn8dCgtEmdPxo+J64un6sZDfV8QSnCP1xxUrRcFzS0YEbTto0Pb7rvF8dqPE+qa5YQBHACue/dV4OHkrSuXzvvzs1YtrJbyQLmFxa+WvKQtXMj8VD8iqg1dc/SbOqMZFo+ZW1Rggjj9GVJjyZB6Y1IQ0gzu9FMAR4dvkjWYGjLNqZbnEiZYDVCrFc0yaCIT3IblJO39NL5Mx5ubP1Cb/3TNSYdFcJ0IlAr4IcV4zcHhcQeHqwyVcYZDFQKvZaCaL83/8+p4eOvAqrecSAgeXw6eJeUS465b+G65hYadZefbQy+/nM/nXRDI7lgHqhH2Tci0PcDIzDFm7ll0oclGbSYypF/xhSAWdYGxvyxQm7HeNi+3xaQvSO1jJmLavy3votpJ/NaYJFrfF1s+jPYgGuiGjdFuk6KATkSi0YmR9qb4v44lj82Nxu+zar5rTQ7AEyE8J8LImIu9ww4mG3ILRiPM6V9QzxV73wPWesd4rfGK3PAzkSPn3b9CuevO2/GOt/+B6O3u2swc+nxbq/v7LhlzOsoM/T0EywcqeOblCewaddAQsnA6URcgcdIQi0ebuZe2dy8rdBaGl3GqBGTTO2muY7TSpkamPUne63EQYowT9SRJjRn/p8vwT39HExVDwv2T79bAI9YNZz6B9PzDVA76Nk6/T77TcJYZmVNmQzGmun84LILnBigWatg9Molb7y3j4DBDrR6hOh5g7rz59d7evj9q7+j7/sjoRHTJ5W890fA7sRRFy4YNGzBZr0aP7njTnact73nX2Wf01WZ11TGr28cVa2p4/5UHUMYYwjBEPQImOUEQB/jY+4qtJ7AnkDQLCGlQ6H2kX1kTzQyxtp9KnR9hH1rEDNbR66UdYNb21mTSpCt26po9gUSKayfvkw7Edj0V5XQ36KJqEakqljlM9i3N5RoQbAL/9KMcfrzRw75DPvYcbCDXOrvGcl3vuuotl9w5PDIaXXHliaUmWk4KwAHgqqveivdc/qD49Dee/V5d9Lyngf4KFxyFXIByMQJVbaM552hw2Y4uMLi4PL1Tg3haW7ipDdPWE5LSevr6wU6AsPjSkRB8DIYVMRPEm3MSgUxeHltLjHVgAtQAPTezedKTTSAj+SH5MulEM9o/UlnymtEIIBzVGkWtLsAY8Ppz51fWrO5/z0Vn7/reV772U3HVVSdec2s54RzclDPPezvuvONb6O3u/05Lsdvt7ej9QjW8r+uBZ+uoiYJCnPRq+lw20nAJEJcUSoPazMUkGfSETq3NLQ7fNMkklhXFpADTyhFdkzOQGW5vAlieNQIdGw4kHByxq97uMqJYoJXYQCGkA4grbzJFUnaZSxqnv8/U3jrRXCY3EHjExboV49i1z8WateceWjFQ/JAfOt957iWBG67/zycKXplyUgEOAG9925+qC3DgVsBxfnhf52eeGnywJyQVGOWSEILAB0WOArkMDd6UNZ/mtTSlvWHsw5qgGpzUOM4mnBkT2yyZhrHMSBQG47iTLInBHMeAyK2SSaixLjG1t+yZCeXGt/7rfSjvpoYwiQt0QjW0MhKd1VcTbTlxZINeQFIbv+Fi/drZWLvuDQc756z/a8GDW5fNK58oSE0rJ42ipIWQXuze3/LN1Wf8zo0fu/7NB09f6IFGHIRHQK0K1OsIOUckEm2qU9Ws0mw0Y+JogLvJMZRFVYTxPoPGEEC3dLR/g/lOc/hXosGF/d/KuVR/Ynu0abqLF5vNg2YhIMu6ojVzrKFT9CWufqW7Q+gKVwnfl9w7RKk4iXJrDSAEvk8wVm9HzX3HwfPPXX/jkjnim6cK3MAp0OCmzJ2VgxDjt3RffF54sBJ88fa7N3YU3YNY1D+KzXsYfvzELHDhgcCuFMt0LDRNTTKzwJ2mJuZYygyoPjX+JkNmGGvWhLV5o2MTk1cTQ7vGCttYTy8K4+aLtTyJiYuyXyfaGsknAGTSAkVS0zA949bfLbsNy1xLocyHDgtwz6MUW3a1YaCrE2cu78acgQtGSXDhR7a+RL69fKBwUrA0lZxSgAMAISVUJ4Lbrrx43YhfqSw+e/nCz80tvez++Ilx/OSJCAyqoRRVIbfGi5qARgrcFg2xqU2m9SQ1DiRQT9OX5h9xcs+ZGaaiF7hITKq68lW8jnqjJ5qxrRwy1tsEOQQBp1x2KSbJNgBHBMn9aCQQMQoBmad514N5/OChWfjEe9cFdTgfbeu9dHun491DSO7knpgMOeUAB4DWFpePHNh29zuvudoLa8/UcuKSm0PyEHEppS2ubCntsqRetMMyIgmVhmm2F6fAHKM10dTJJDPV8BWwtP5JkSNwcAlcxasSdS0nmMZE0tTigOTRItbeyaZc8W1CJKApUc1gNRniOvSWxhSIEoCGHA3fgee4aGtt5ddceaFYtGTl+1edvuhfntm03z/7ddPX7T5Zcso4eFo6e5ciR7f5LeWe20r9C1btn1z38TXL56DEfOQdAY8BjgK6Y7xkWhcBMxw5zSUj0vZwYmnvtNkwFmNZRutNERuY4s6vRKzjmkaaiv8Yx5LEnyAJtELCvfk07npd8CdSEYFhRBCqyMAgpAhDBj+kqDccjI07mOQr8I71Z368f+7Aqv7+2bc9/MLwqwbcwEl/uM5M/uof7sJuDLCV9NmP79lz4GPPbR5ivt9AwaNwHYDRRNPGCi8DzPoHWlqZJEBN1wRPJyxDjQGIczDtm8b2bqbzLqnhyczKyUxbgNI5miRlJbLt/lkVBGyvIzH3gyQW3y78rzS8XqbCfqppoBAhOy84HDk3gOO6yJcGolK551PLziKfHHmZR13z/+RUQ6dJXpUAB4Cbb7kd1/+XDdizb/hT373rgQ8/+Osnc0G9AooIjFE7GEtk0BLjlzXfAAlQacqcaLYQbH4CmGMpOmQAnJAk8XjGAKf2RFmHIAAZVAwKiMT4bfr3GJlMNA34eD1hmTyTeYiZNSViK422tAAcOY+gpyuP/oWrGz1zL/6HQkv3xzY/dSdWvO7kOW+ORl61AAeAkdEx1P0IDiOffmHLi2vv/P49NPDraw8OjzggDFEkS+3qPkfpDmlNP5TY9MSMQ9EFbSwwx9vYY5nxImmAx2CeAcBpsyVIA1z/FhvgwqZVSLSz7RsQRnyNMNZPgl/NaMbkeKQTB0JVeg0BP+AotnSGxaL38LkXXMa7ewcepuA3RnDh5U6dGfBI8qoGuCl3fP9ueK7TWqmOf2NwcOc1u/fsoyOHJ1D3VftupkpFKCoBaLtvkhGuNa8FFto8ZiZEJNsl+82mNTbAE1BPD/AsW34a4NlzCWEfCxIKZvoI7ACpZFvtik8/ARkVoEwmohAIjI0DoSihvbOPd/XM/z+5fOnPoiiorl23/lRDYkbymgE4AAwO7kC+kO/evXvvDVs2P3b6rgMHrr7nvp3Iuzm0tVA4zKAZRF64iAPciNiiMTeGqoFCDKDb4M6yoDRp7dR7+TRIOLhVGyUL4Aa4TdATA+BNcwMk3FkfX/omSNdRSQojJdvpyaQ+PXp9xxEo5X0A46iEywA2+67zz179XHfPrC83Go3h3tkLTjUUZiyvKYBrEeIZAIUF9z829KX77t959ZbnNkMEVTguBSEs1uZhCDQCgTAyuKxRuMcq6EMQAzNrkmWdNIOvJ++N4j/xU8HW5JSmCwjBqltOqbmcarNCEg0tT4J9Bc2qA7p4ENMAp/I/i28auXEYUTR8iiCUx+YwgYhzQISY3VvAoiULUHcW3/Vy5awP5J2xnZdesPRUX/qjltckwAHgmcFROI6zZMeL28/0xMQNO18afOPDjz+PkZExdLV7KOYd1OocB0YDhFFiUtRmRUpNE6MNVBPcQugULHXCjEmoGStuVrvK1t4GwKlNTbIpirBvAtha28rRNC6mqfUpU6ENVMTeX0YFHCZjSKKIYO+wi4k6RUteoLXYgJsrobVjJVYsX/RAR6fz5Y6ehc8A4SAhc071JT8meVU4eo5FzlzSAQCDQohBAM899BCfPWvekn/a8sKWJbt2vsDm9XFUJgM8vZOjwChaC/Kix/ZhwDAV2tzZNEECxAK5dnToDHeix4kuH5yI7sggpoiistZFhknTWI6jG43jN+O/9bqywZQ6cp7OMFMl4RhHazGE59bw6KY8RscKWLYwj9ctOy2av3Dx4K795L2Llq/dC2Dr8UyqPhXymgW4FnUBtu7YdWjrrCi6vK0l3/87l55/+9i+X5S3DG1qqd4fwfVygI6ogxF/Z1ANalCLmAUIxHEX8n+CakpVqpcy28XBT+p7rAg/IpBO2k1s8moZBi0ywZ2yhhBIt3zEkzmGCXB5PASyugABUx/qEtuRABgncCiH641j2C+ivWtg4oorLxorFYINs+fO2t0/n+18rQM7Ps+n+gCOp3AuQAhotVpvy4mnL9h1KPrn23+yM9yyaVvnWGWk1WMCE/UIEEA+R+G5BJ5DwJiiE7AtJBBAGAkEIUcYqWLxRMfBkJjeMIOKmP91yprUmsrbqrdJhxs02cGFQakSqgEiI/yCiMIPgDCSx2k6evQ+XCbgOQKey5HzQkAQTPoOWgpAd1d7tbe/f2QkXOkcGMlfu/7CxY/kiqUKAP6bAm7gNwzgWkS4HWCM7tk/kV99xd80fv6vn//Lh3792B/v3jUUPL750Io8FXmP1iXAXQrPpWA0SXOWEy6p8ho+x8RkhEaDx/Z2hxE4TgJulgls21yo13MYAWN2ddlmu7wJaoAxAddR3JlKDT7ZoBivUdR9eRGZoytPaRol4DkcritBPqePob3s17ftnrN5yaKF7tIV5952/4//9H8uX/v1XD3qqlMS8NUrjq6D2WtBfiMBbsrWwZfgOA75xS8fwvAEZ45buLktj2WH9g+t2/nyPgbho1QgMh/Ul/F1nkdQyDnwXGCyzjG0v4HKOAejgOcCOZfCcxXQGYkdRbFjB82TUcYIHEbhOKrCF0vKQcNYP550KvOe40jrRs7lyHscOU/W9RutOnhpD0OtAXguQTFHkPOAMOKoTkRwXRddbRRtZQ+l1r5o2dLZv1o4b3LryOHG9bv2tkYrT1uLKApFR/fxryb1apLXPAc/kixbshBIjGrh2Fjlz4qFXMeuvcN//907f+pVhndHSxaUzq770Tkbn9mHyYlxdLW76Gpj6O3gaGudRDWsYeP2Ima3EbQXAddR0drWBNAOq02SFQSE0tSCJeEBDk14sZmPaQVBEUBwAMrsmfM42ks+ejoncO/jDE9ua0E5T9HV7sBjAu2lCKVSDl6xF37gPVFqbTy5dOkstmjFpX6u0PPf/Kgx2r/41et1PBHyGw/wtJTLbQAwCuC/AsC25x8EpeSNew/VLyPFgQ3Cn1xe8AKEkzuweM5hDMzZC1/Ucc/GTuyrlFHK04SmMJpyshCVtyjAuVATQCH7PhIKR4WlOlT146ISwBFPOhVr7S9UAkKoQ1k9eWN1lKuY8Idx7xMlPLnFwdmLSujsyGPV6cvR35dDe5lt2TvacntlovjvlIgHzn/DfzrVp/yUym88RZmpHDg4AgCXh2G4eGL8MH964/f5skXOAGftf10dHcKzLxP86w8n4DQqmN/roLXI4LouwkhOQD2XwnEoGJWewSDk8H2BIOKgBMh5DC0FhlKRoVQECh4HITLOoxEQ+IEEOiECngN4jkAYEfihgOAhWoscC2fXsWAe8NiOHjy9tQXLFs/Hiy+NfsaLKjve++4NtK+3gzKHbQdwb6HYeapP6atC/r/T4FNJb08nANyrl5/ePAzH9dqHDxx4ON/yFC67sBbki90fzFG8ua1E4TCBF55/CluGDsMPBTqKDnIegxAhGo0G6vUAdZ9jZCxCFAFdbQwOc1HMc+Qcgc6yj4gDhw57CHyCag1wHA+FggfmAN2dAWr1Biq1HqxevRqFPEVXW4RCPvhpdcvEF887LedetX4V2jpmPQD4hwnpPdWn8FUpvwX4FHLWim4AOAzgBwDw0s69uPj12CwQ9XkO4ZyH2LtnEHzXODgAz3MAhMHqs8+5iYqxKw+N1oK672D7gQj1SYG5XQRdZRelForudo55feMYr4Vw9rSj3OBor7tuX2/bD5979qmbCvm821LgEOCYjFqwZNlK5HIu8q6grkP3X/uHYkdr22vTs3iy5bcU5TjKY489ChD08ca+tuHRCeEHLrbsj1CrCszvJuhodVAsUHS2RZg/q4qx8QDbd3Wi7keo+zmyfGl/RQix/7zzjk/7jt8K8P8AIScRlpdo9bIAAAAldEVYdGRhdGU6Y3JlYXRlADIwMjAtMTEtMDdUMTc6MzM6MjUrMDA6MDDBVDdvAAAAJXRFWHRkYXRlOm1vZGlmeQAyMDIwLTExLTA3VDE3OjMzOjI1KzAwOjAwsAmP0wAAADl0RVh0U29mdHdhcmUAbWF0cGxvdGxpYiB2ZXJzaW9uIDIuMi41LCBodHRwOi8vbWF0cGxvdGxpYi5vcmcvSM8oowAAAABJRU5ErkJggg==', 'weight': 2}
-
mf_hecke_traces • Show schema
Hide schema
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id: 44614000
{'hecke_orbit_code': 893386752930, 'n': 1, 'trace_an': 8}
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id: 44614001
{'hecke_orbit_code': 893386752930, 'n': 2, 'trace_an': -2}
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id: 44614002
{'hecke_orbit_code': 893386752930, 'n': 3, 'trace_an': 2}
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id: 44614003
{'hecke_orbit_code': 893386752930, 'n': 4, 'trace_an': -2}
-
id: 44614004
{'hecke_orbit_code': 893386752930, 'n': 5, 'trace_an': 8}
-
id: 44614005
{'hecke_orbit_code': 893386752930, 'n': 6, 'trace_an': -8}
-
id: 44614006
{'hecke_orbit_code': 893386752930, 'n': 7, 'trace_an': 9}
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id: 44614007
{'hecke_orbit_code': 893386752930, 'n': 8, 'trace_an': -2}
-
id: 44614008
{'hecke_orbit_code': 893386752930, 'n': 9, 'trace_an': -2}
-
id: 44614009
{'hecke_orbit_code': 893386752930, 'n': 10, 'trace_an': -2}
-
id: 44614010
{'hecke_orbit_code': 893386752930, 'n': 11, 'trace_an': -1}
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id: 44614011
{'hecke_orbit_code': 893386752930, 'n': 12, 'trace_an': 2}
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id: 44614012
{'hecke_orbit_code': 893386752930, 'n': 13, 'trace_an': 1}
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id: 44614013
{'hecke_orbit_code': 893386752930, 'n': 14, 'trace_an': 9}
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id: 44614014
{'hecke_orbit_code': 893386752930, 'n': 15, 'trace_an': 2}
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id: 44614015
{'hecke_orbit_code': 893386752930, 'n': 16, 'trace_an': -2}
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id: 44614016
{'hecke_orbit_code': 893386752930, 'n': 17, 'trace_an': 13}
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id: 44614017
{'hecke_orbit_code': 893386752930, 'n': 18, 'trace_an': -2}
-
id: 44614018
{'hecke_orbit_code': 893386752930, 'n': 19, 'trace_an': -2}
-
id: 44614019
{'hecke_orbit_code': 893386752930, 'n': 20, 'trace_an': -2}
-
id: 44614020
{'hecke_orbit_code': 893386752930, 'n': 21, 'trace_an': 1}
-
id: 44614021
{'hecke_orbit_code': 893386752930, 'n': 22, 'trace_an': -1}
-
id: 44614022
{'hecke_orbit_code': 893386752930, 'n': 23, 'trace_an': 8}
-
id: 44614023
{'hecke_orbit_code': 893386752930, 'n': 24, 'trace_an': 2}
-
id: 44614024
{'hecke_orbit_code': 893386752930, 'n': 25, 'trace_an': 8}
-
id: 44614025
{'hecke_orbit_code': 893386752930, 'n': 26, 'trace_an': 16}
-
id: 44614026
{'hecke_orbit_code': 893386752930, 'n': 27, 'trace_an': 2}
-
id: 44614027
{'hecke_orbit_code': 893386752930, 'n': 28, 'trace_an': -1}
-
id: 44614028
{'hecke_orbit_code': 893386752930, 'n': 29, 'trace_an': -1}
-
id: 44614029
{'hecke_orbit_code': 893386752930, 'n': 30, 'trace_an': -8}
-
id: 44614030
{'hecke_orbit_code': 893386752930, 'n': 31, 'trace_an': 3}
-
id: 44614031
{'hecke_orbit_code': 893386752930, 'n': 32, 'trace_an': 8}
-
id: 44614032
{'hecke_orbit_code': 893386752930, 'n': 33, 'trace_an': 1}
-
id: 44614033
{'hecke_orbit_code': 893386752930, 'n': 34, 'trace_an': -12}
-
id: 44614034
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