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{'Nk2': 7452, 'analytic_conductor': 33.19945070128699, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, -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': [207, 1, [47, 28], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 3, 'field_disc': 5333, 'field_disc_factorization': [[5333, 1]], 'field_poly': [8, -11, -1, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': -1, 'has_non_self_twist': 0, 'hecke_cutters': [[2, [46, -27, -8, 1]]], 'hecke_orbit': 3, 'hecke_orbit_code': 9007199355404495, 'hecke_ring_generator_nbound': 5, 'hecke_ring_index': 2, 'hecke_ring_index_factorization': [[2, 1]], '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': '207.6.a.c', 'level': 207, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 23], 'level_radical': 69, 'minimal_twist': '69.6.a.b', 'nf_label': '3.3.5333.1', 'prim_orbit_index': 1, 'qexp_display': 'q+(3-\\beta _{2})q^{2}+(9-4\\beta _{1}-9\\beta _{2})q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 3, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '207.6.a', 'trace_display': [8, 0, 56, -114], 'trace_hash': 1549129779768246444, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.041', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.906', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.740', 'prec': 17}, {'__RealLiteral__': 0, 'data': '22.380', 'prec': 20}, {'__RealLiteral__': 0, 'data': '12.242', 'prec': 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-
mf_hecke_nf • Show schema
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'hecke_ring_inverse_denominators': [1, 2, 2], 'hecke_ring_inverse_numerators': [[1, 0, 0], [1, 1, 0], [15, 1, 2]], 'hecke_ring_numerators': [[1, 0, 0], [-1, 2, 0], [-7, -1, 1]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 3, 'label': '207.6.a.c', 'level': 207, 'maxp': 2999, 'weight': 6}
-
mf_newspaces • Show schema
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{'AL_dims': [[[[3, -1], [23, 1]], 15, 4], [[[3, -1], [23, -1]], 12, 3], [[[3, 1], [23, -1]], 10, 1], [[[3, 1], [23, 1]], 10, 1]], 'ALdims': [10, 10, 15, 12], 'Nk2': 7452, 'analytic_conductor': 33.19945070128699, 'char_conductor': 1, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [207, 1, [47, 28], [1, 1]], 'conrey_index': 1, 'cusp_dim': 116, 'dim': 47, 'eis_dim': 8, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 100663503, 'hecke_orbit_dims': [2, 3, 3, 4, 4, 5, 6, 10, 10], 'label': '207.6.a', 'level': 207, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 23], 'level_radical': 69, 'mf_dim': 124, 'mf_new_dim': 47, 'num_forms': 9, 'plus_dim': 22, 'prim_orbit_index': 1, 'relative_dim': 47, 'sturm_bound': 144, 'trace_bound': 4, 'trace_display': [-8, 0, -16, 98], 'traces': [47, -8, 0, 800, -16, 0, 98, 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mf_twists_nf • Show schema
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id: 170647
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '207.6.a.c', 'source_level': 207, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '69.6.a.b', 'target_level': 69, 'twist_class_label': '69.6.a.b', 'twist_class_level': 69, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 6}
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id: 170648
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '207.6.a.c', 'source_level': 207, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '207.6.a.c', 'target_level': 207, 'twist_class_label': '69.6.a.b', 'twist_class_level': 69, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 6}
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id: 170649
{'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '207.6.a.c', 'source_level': 207, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 9, 'target_is_minimal': False, 'target_label': '1104.6.a.i', 'target_level': 1104, 'twist_class_label': '69.6.a.b', 'twist_class_level': 69, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 6}
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mf_hecke_charpolys • Show schema
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id: 510650
{'charpoly_factorization': [[[46, -27, -8, 1], 1]], 'hecke_orbit_code': 9007199355404495, 'p': 2}
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id: 510651
{'charpoly_factorization': [[[0, 1], 3]], 'hecke_orbit_code': 9007199355404495, 'p': 3}
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id: 510652
{'charpoly_factorization': [[[195576, -3496, -56, 1], 1]], 'hecke_orbit_code': 9007199355404495, 'p': 5}
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id: 510653
{'charpoly_factorization': [[[51736, -20948, 114, 1], 1]], 'hecke_orbit_code': 9007199355404495, 'p': 7}
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id: 510654
{'charpoly_factorization': [[[-21141352, -230672, -376, 1], 1]], 'hecke_orbit_code': 9007199355404495, 'p': 11}
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id: 510655
{'charpoly_factorization': [[[-368282376, -439956, 858, 1], 1]], 'hecke_orbit_code': 9007199355404495, 'p': 13}
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id: 510656
{'charpoly_factorization': [[[129112640, 1504816, -2548, 1], 1]], 'hecke_orbit_code': 9007199355404495, 'p': 17}
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id: 510657
{'charpoly_factorization': [[[-4313168, 1826204, 2846, 1], 1]], 'hecke_orbit_code': 9007199355404495, 'p': 19}
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id: 510658
{'charpoly_factorization': [[[529, 1], 3]], 'hecke_orbit_code': 9007199355404495, 'p': 23}
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id: 510659
{'charpoly_factorization': [[[-117835741080, 82401708, -16370, 1], 1]], 'hecke_orbit_code': 9007199355404495, 'p': 29}
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id: 510660
{'charpoly_factorization': [[[16664141952, 52692624, 14756, 1], 1]], 'hecke_orbit_code': 9007199355404495, 'p': 31}
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id: 510661
{'charpoly_factorization': [[[-103469473312, 75298092, -15874, 1], 1]], 'hecke_orbit_code': 9007199355404495, 'p': 37}
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id: 510662
{'charpoly_factorization': [[[-213582513784, -15571268, 12606, 1], 1]], 'hecke_orbit_code': 9007199355404495, 'p': 41}
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id: 510663
{'charpoly_factorization': [[[409945701888, -102023460, -3154, 1], 1]], 'hecke_orbit_code': 9007199355404495, 'p': 43}
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id: 510664
{'charpoly_factorization': [[[-524672802816, 136428688, 29928, 1], 1]], 'hecke_orbit_code': 9007199355404495, 'p': 47}
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id: 510665
{'charpoly_factorization': [[[30187666172280, -544538824, -44084, 1], 1]], 'hecke_orbit_code': 9007199355404495, 'p': 53}
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id: 510666
{'charpoly_factorization': [[[4070512924224, -399858640, -29300, 1], 1]], 'hecke_orbit_code': 9007199355404495, 'p': 59}
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id: 510667
{'charpoly_factorization': [[[-694379910768, 755208380, -54010, 1], 1]], 'hecke_orbit_code': 9007199355404495, 'p': 61}
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id: 510668
{'charpoly_factorization': [[[128918418373088, -2949665124, -43390, 1], 1]], 'hecke_orbit_code': 9007199355404495, 'p': 67}
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id: 510669
{'charpoly_factorization': [[[-26245560332032, -1173004304, 23424, 1], 1]], 'hecke_orbit_code': 9007199355404495, 'p': 71}
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id: 510670
{'charpoly_factorization': [[[-119459239092680, -733701012, 91402, 1], 1]], 'hecke_orbit_code': 9007199355404495, 'p': 73}
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id: 510671
{'charpoly_factorization': [[[-93978622829240, -3312817172, 49398, 1], 1]], 'hecke_orbit_code': 9007199355404495, 'p': 79}
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id: 510672
{'charpoly_factorization': [[[694250483317800, -6478606576, -103936, 1], 1]], 'hecke_orbit_code': 9007199355404495, 'p': 83}
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id: 510673
{'charpoly_factorization': [[[-102645237296960, -1426041824, 96112, 1], 1]], 'hecke_orbit_code': 9007199355404495, 'p': 89}
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id: 510674
{'charpoly_factorization': [[[-82905816948920, -3897620052, 135318, 1], 1]], 'hecke_orbit_code': 9007199355404495, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 3, 'label': '207.6.a.c', 'level': 207, 'portrait': 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KopzY7HqVkItYc2ht3rI1qdlKl5h5G6yyXrEzavaVOrhghpiCLBSqfC3IrHSFXgSpepWY+j5wQnpxNOLyT4lQ5vuKHN228CXw5z+FSD0zOK8zlzzxmOzBuuv2KOX/zAEhtGhjg1PcrMQoXZJY/ZRcHsYsLMQsz5hZSjcynf9/aI11y1RY+N7/mzanX4x5MkbN5wyztfbUj8Tz3+RgN8dq7JxHgXrZ1fee6FU7fd/8A9stNKbvuPn5513nzzAr/192OOT63h/FyV6UWPuSXB/FLK4krMwkrK9LLg+AJMji/zr39ggRt2VDkzM8rUbI2peYeZBcP0fMLZuZTZVsLwaI/XXNnm5t3gyQq+8plZDDg/7zC9KOiEkCSawNPUgpSRoQQNnJpOaLZhyxqXWiXEGAHCo93VbF4bsrDsgLFSZLkNYQIGw+JKxIZJl1ZXIZRB6JBG4LJ5XY/ljuDUlEOqHcYaknog8F1IEkEnlEwvSs4vGGaWEny/B27CLZe3ue0KwUSjwsJSgzMzPlPzMDOfMLOYcG4Rji0Yrr98nn/9/YusGx7izIwF99ySx9yyPX8LyzGzSylTS4JDcyn/6SdP87o9ks8/tidxPPXYm9/0Lu3Wdz0K/PylmxuvNky+5eNvbJD53FOfYnKiwfT0/C9/9YGv/oxpP+Vfv22GREfcfCDhtXua+L4F1FDNJYwlaeqitQ0rBCBEihRwfGGEX/pDwS//8AzXbouoV0apVeo0qj71qstwQzGzoJhecvjG4wFffjRhx6YOuy9JWFzqctmmkO95syZOFALDF54ImF0JqKQhJ88r2u06V12aMttMOHjYZecmyZEpuGUXrLQg0g6+EzFeg5fPVahWYnyVMFQXLLfgpstaHDvrs3OL5sRUyIFj9r/nbupxbMYwVA9ZbEZ88RtVjFCkacqd13S49VrD9LLLtdt7bF/vksQNOt0KB48HTM8L5pZSZpcSZhY1pxcFM+2Ia3Yu8IsfaLOmMcqp88PMLgbMLXssLEsWV1KWWwkrbU2za1gOJd0Ynj5kWDPc448fmHOUqN5xauaT3P2aifBPPucFv/9Hf65TnUY/+v3vfbUhc9HH30iAP/3YHzEx5quH7//ov3roG3/wz//0sydVO53lH793Ht+N2LVJsmVdhOdr6pUuYc0lTiRaC4xxEEIhBEgpUCrBczRnlob42d/2uPWKRb7rjnm2re8xOtRgfLjC3KLH2jGXTSuKhRWHpZZmZTHgG+cNnV7CS0c8nj6gAYHvGs7OugjpY3pVLl1vWD/ZYWYpZHahzmv2GKqVJVrtUeabKVFUYWxE0+66bJ7osdAOmBiFMFRMDkvitMvMYoVTsz1ml2pcszPh/GKbrzzpsWGswSXrYPNaB7XRY+MkeK5GCNiyxgazra5PuzPCiTMui03F4jIsrGgWV1LmV1KmV2Chl7J5Q5t/eOc8t+52CNwxjp1rML8UML/ssNgUGbhjllspy23NcleyFApMlDA1A8fPxwxV53CU4q6rYpLlNXdduvnS03Hc+tDwlqv+zUf+9M/TH/med7/a0Lng8TdKohw+fJhatVI5cPjM5rnzz7zv7NTZf/fS4VlOzfgcnZUshilxHNMNI669dJn/9JNLXLO9wuziKPNLNZaaAYtNj8UVh8UmLLc0y62E5VbCYtMwsyKYahsQbd51+wpvvVFzybqAKKqytBKw3PZYaSmW2oJWR9ALDVFiSFNQ0uC7UPENww3D5GiM4/Y4dj5i/1EfndR4800RjrvMsweH2LoOvvJUwu17fGZXugSOIkljRkcgiV0cN2Fhocprrm3ylcfrbFsHzxwJcaly942aRHTZfyzlxNkAR3qsGXEYqQkqvsDzBEpAoiGKDb0IWh3DclvT6miWO5qFtqGbpmzZ2OGtN6/wrtsi0HUWloeYXaywsOKy2HRYWsGCupWw3E5ZamkW24KplmJuJeamXdP8h5+c5ertgk7XpxcFNNvDnDhX58jZGFXZRGN48y/ccvWeT1YaG0/Hca976Y6drzaUisffGIB/+bFDtM2Et9E78kNzZ4986Mtff05MzbZlsy3RGDqhYLknWAoly5Gh0+1x0645PvhjS1x3acDc0jALKxbkS02PpZbDckuw3DI02/2ld6ltmG0Jzq9oRoY7vPH6FrfsTtiyRtGouDRbAb4rAUWUrQraQKcHCM1IvceRcwZtIu57pkbYqXDpBo9br+wQ62Ue2jvMNTtcjky3WVlqcPOVHb7xrM+aUcPBU4Z/+B1NDp70WTMq+fpexa2XKRY7TY6fGeWanREP7e+ShFVuudxj+6Ye3aTN155VkAqOnXVoVB0cAZ2uRBtBqg1xAkiN42lW2oZaPWbTupDbLuvwxusSxmoBM4tDLCxXinOz1BSstGG5ldBsJ6y0U5bbhoWOZLolWGgl3Lx7hn//Y/Nce6nDcqtGpxfQ6QU02z7d0EVryVJT0Ayruj52tblqz5afvGLPho8SLUfCv/bVhhTwNwTgxvSk0a137N/76Uv3H698MF140j1wPGBuKaUbpnRDTadnaIeCdgjLoWQxFMw3Y269bJZf/bF5rt3usdwcYn65znIrYLnlsdx2WGkpVjrQahuanYRmO6Xd1ax0DHNtwVwb4jTkqh1d1o6mtDuGt9wcsnWtJkkljjREMTy4L+D0bMC6kYQXjwWgq+zeqLh2l8YPOjx7pMPcfI0rttZoDC/x+AsuN+wIWOgss7TUYO1aw1MHFe9/XZunDzpsnHSZb6+wtDjKtZd1ePzFlNHKMFdc2mZ2ZYWnXhqm4tS4fpdh5+YeyDb7TggmR2Nm5mIe2ufSixVSQqoNW9dFvPHmiFZbsX5Ec+0OiKIqiytVFld8ltsuzY5ipS1ptqHZSWm2U5qdNGN9WOgIppqClV7IrTvn+Lc/usgNOz3ml4ZodQM6PY92z6PdcWj3HDo9RacrmZpLePF4l+97z7XxsRnnZ7/rXe8+OtyofXGk4elXG1uvugafne8wPRt9/8GXnv+N+XOHRoO0R+L5rB1XSClZaQk8J8VxNK5j8ByDpzSBEnjS5akja/m533X5jtsW+Z7XLbJ1fcT0QoPAq1DxPaq+S63i0KpI6l2XoZpDp5fS7qasCTXd0NDq+SzOBZw9Y4gSzbnpBN83gMBTBkcKOl2FwCXpOFy9VbB9vWHzhg5h2uLepxWHjo7wput8rr1siY/fa/BEla0bOrzwuGLDsGK80SFQFaLYZbYFtcBh4xrB84cirt1Z4Y5r5vnYl7p4bp033GRw/Q7ffCriK0/WeOlEhUvWV9m6LmViJGLbeMyerSlKaRxlAEPV95kY9olil1bH48UjrgVhV9HuSdpdaPcM7Y797q1uSrtraHY1y13BXFsxs6ypNlb4qbfO8u23RFy1rcr5+QatTkC769HuuXS6Du2uot1TNDs2SJ5fNmAkv/fJ593tlw7/xvnTzy1uvP6mnzGm9zEhgv9zAa7TJkKkP3Jg3+O/8s1vPjw6XFnmtdcIzsz41AJDWJOAg1ICpVJcqXGyi5qDPXAkLxyd4LkjVY5MzfIdt7W57fIew/UGiytVas2ARteyTiu72N2eQyd06IWGXqSJYkMcG5LUHlHiYTRIJXAdQeAJhuuCkTqsHddsXNNhfGSFrz4LDz/nIvUQb7rO5erdLR59KSbqNbj1asFKt8vsQo1bdmrGhztUHJ9eophrxigtuHqnQ7UesvdwwGuvHeLmq1rsPazADHHd5R4//PZFvvF8xNefrnHwdMDmCcXa0Qoj9SpDdaj44DoGJUEbOHhCkKaCOBFECYQx9jtmq2Av1HR6mk6oaXehGcJ8WzHTglB3ef01C7zjtibf+wZNEjeYWajSLMDtWHD3FO2uNa61uoaVdkI3TNEGzszCuokFHnnw66NTs/o/vP7OW5ylleZHRoZevVTiqwbw2bklmm35w5/84td/pRJ+ZfK6HSmuU6Hd07iuphJo6onAIBFCIKXAUSmOA45jcJXBU5bNq45gvlvlE/dv5JvPtbh9zzIfeP0ye7a1GRuusrBcpdX16XTdDNjKHpEgjCVxIkgSu9Rb75YNKh0HAg+qFc1oPWbDZIeENkfOxfzZQwHHz9QY9ivccLnDLVc2eerlFe57osFNOwI2r+vwx/cLlPBp1GOW2yHagBIw0ejQbHnopMI7bp/lE1+psn0m4K03dYjiBR7aP0acBtx4+SRvvaHJjk0rfHNvhxfOVNl3wmPjqGS0Iaj6As+1N6EUIIRBG9DaECfZzRobwtjeyL0IuhG0eoKlULDYAuH0uGbXMh944zK3X5EyVg9YblZZblXpZKzdlyOKTk/Q7gnaPUOnk9Lp2psnjmGoAmfPu5yaWmTb+c9N3nrVwq+Mrvk202sv/15QG/4/A+D/4F99jA/964DpY1/+gRdO6g9+7WsHxkeG5/n/fVdMrzdMq+MRpJLYl6QpGKMAgZQKJQVKWaC7SuM64LoG3zVUXMFSz2FheYRPPlDjyRfb3HrVMh94wzLXbF9hLK2QJD6dXkC769INHaJYESeSJJWkWqCNQGCQwuB7mmqQ4HsRnhtybiHkS89Ijp71OHF2BKV9tq/zuGyb4rrdTZQ/x/5jdTYMV7niElg7scRis8GeDZJEG776tE/YkQzXEu6+sccXH4o5PV1n16Uu55d7HDjusmnNCFdtm+PRF1o8fkAQRh67t42ye5PP7o0tjp1f5Og5ePpQlSPHa1Qdge9Iar4hcEFKG1QZY2/WJIUogSgVtENBsydoxhDpBG16XL+jyQfe2OT2PSnrRj16YYOFlQqtTkYGvb7W7vZsganbg06o6fYsuDvd1K4SiSFKBHNz0EwS7r59mhf2PjV5bD794GLXTb7v//nyx3/zHx5jYvs//LsL8Ae/8UnufMPTKHH1907UX/qtm7edHN422eCeJ0d4882nufUyEKKBAVItSI29WEJYcDtK4TiWsVxH4zkaz9X4riFwDVUvZTgQtEKXpeYIn3m4wf37eqwZ6fC+O1fYvalHr9vmim2GTWsVYeySpopUS0wObqlxnZRTM4YT04Llrubzj1Y5Nz+CiVxGAsX6MYctax0u2QBXbG+i5Twf/mKNxcUhbtrtcMX2Fb65TyASl8kRSa2a0Ik9pJFgJMrxWOkJZhYFl5sqd17X4rG9FdaPe9x0xSh/7+3zfPQrLZ4+XKPdc1lYrrNtfYVd6zrcuLPFu1/bYmpxkc8/6rPQ8Tl13uXcOQ9XCaSUCATaGFINsTakiWZkLObKyzuEYczuTSHvuTNkckgxWveJ44DzcwGdrkcntDd/p6fohpJuaMHdDQXdELphWkieTi+lHRo6YZbl6krOtAyvvXKJt1wvuOeBLg+88PXxH37X+G/9yD+4JB6/5Bt/8rGPf4If/IHv/rsH8Kee+BDj2w+JvY/veu/eF8797p9/Y7F67LjDsVnDmXmHTphQCzp0Q48kT89pgTB2+VVSWuuokjhKZEFniucKfFcTuIZKbKhGhqEgZaQi6ESSVlTjxNkav/Yno6ATRJJw3ZUdtq2NSBLQRmOMLeJIIZBK4Lgeh097HDwaUAsc6p5kvCqYGJNMjjqsn1BsWZeya8syqVjgv9zT4NTpYW7a6bJ7a0o3afHEfp/hisvYkGG4HlGtWCmktWSlp1hsGxZWUlbaFV5zxTLPHOxw6LRiuBFw4+XD/Og7Fvhvn4W9R2u0u4bllsPMYoO141UmR3psGevxT9/boVFd4YUTcPiMxHUNShmE0ICx/zOQJLB1bcqtexLS2CVOfIyp0otcpuc9uhmoe5Eq5Fs3EvRCQS+SdEMII6vle5HuAzw0dHqGTiToRIKlSBBFMUNBl42Tmhv2zLNmwkFFy8N/8LmV342ddybXf2f4qf/ysd8zP/2DP/x3B+C/9/FP8dLLW1X3wN531dwjH1/TmA5ee+UYj7/ocuqcIU1CpNJ4XkLghcSBQhsJRiCEQUgHqQyONLhK4joCz1WEriSMNH6UEsaGSqwJY00UGRoJhLEmTCBKBL1YEqY+cRpw6GiNfYcgNQYLbauNXQmesp6Pug9XrINGBYZqkpG6YmzYYXIUNq8NWTexTGwW+S/3DHHs+BDXXqK4ZKNk+8YlHjiQMLMwxHXbJCMNTeB18aWPUYIklQhjSNKIpXbAzILLtbsrXL2zxaN7A9aMCKpBnWt3an7qXQv81mc1B87VbXWxpZhbchgfrjHSqDDSGKJRjZmoxWy5NsJ3E1wnQakUKWwwYbA3VRwrZucc4kQRJ4ooVoRx9hxJwlgSRpJeJAkjYQPUSBBGhjDS2ZFaoEeabmTohNAJM/kTWfmjkwhhYjwv5dJ1ik5rjEdfUDx79Ej1zXc1P86BLfrbb7j2nhse+HT6mrve87cf4GFqRJIkr7n/a5+/5KnnWh++74nZ4P1vCbn9miaBF3C+HTIz3waTolSK70XEiYPREgwgrCZW0sFRBsc1eK7EcwWhKwg9RRRboMexIUpSmxVJSkcKSWpIU02qrfzRmgLcQoCS4EhwXfAdQeALqr6kVlUMVSUjQ4LJ0YQtazvUa8vc81jEQ/tHWZ5vcOVmxZZ1Ljs29UjFMl99ukrNdZgYUdSrPfYfg5eOO+zZZOiEiqt2xFy53TB9PmVuyaPbq/LmG1o88kKXI+cUtYrE9xrsuUTzb35ggQcPdPnig+MsNA1bJlOWVhyGG4qhmku96lKrGAJf43sa30lxlJVaUtprYAzFiphoSZIKkkQQJ5IoEcSxJIxt5iWKBVFsiCII45QozsAd22yTBbihFxu6kaATQSsSLMeSbpIgdYQQGqFCzi6kPPAcPHkwZs+ukOs2nQiW54b+8InFQz/oV6qf/sxnPpF+53f+9cqVv3aAnzh50EmT6COdzsu7Lxk/w+uvGWKkGrJ1/Twb1yi27Vjij78KgZeAk+C5IYFvA0uEQUqTZTQMnqsy5jb4riD0JFEs7MWJFXECUSxtBiHpp/2SVJOmNruQmixTkmVLbIYGq/EdgecIfE8S+JJaRdCoGobrmjWjIRMjLRKzzKcekXz0K2NMBgFXbhZsXueydb1my7ol7nnCsLgYsHutYqQB9WrMzEnJ7JKPtw3CWDAxJBkehiMnDEtNzfR8wI6tAa+7rsWXHg4Yq4PveSg5zJ7tgh976yyunOULj47w0rmANc2YyeGEoZqiXlFUK5KK7+B74Ls2y+QogxQgRQnk2Bs71ZCmgiQlAzrEqSFKII5TSwqxJkoMUayzA8LYEGbPvdjKknZspclKrNFJhEwSepHgsw/CH3w5Ye8JTZQaNm4IeGJfhRePnw6uvbr1uzt3jDiuq/4UyzN/OwH+R3/6OZ54/OAHXjz82GSzc4offYvmqp1VJkcjxodbxGnEnZMdnthf5fEXPV57XcR4pYujyLIZGpXlvl0nxXMcPEcRuioDt8oYR1gmylgpSbAXL7WZBK1twKW1yXs4M3BbgNvMjMB1LEACH6qBpl5JGK4nTAx3GR9Z5rFDEX94X4XDJ4bZOuSyfS1sXOuxcQ3s2tykkzR56mCDinKZGFEM12G4HjIylOB5DkLYm6sbeiw2Y5Y7No88u+SxeW2dm3fPct/THQ6fa1D1Y1zlIcQQ2zcovu8N81y/a5Y/vK/OUy8Os9B2mGwkDFcTqoGkEih8V+C7EtcVOEqiFFn60KLcYHtYtaYAepLqbHWzpBAnmiS14I5jiBOTAd0QJvYGDWNBNxG0YsFKLGklmqQbQtJhtNHj1j0hx88pHt1nCJ02UVzhwX0Bh06kCNnhxqvPNpx053+5dMut3r5nvvDRq2/4tr99AD94chEh5Y88cv8XfuXMye7YofOjzDdXeP218+za2OPF0ykPPutw4MQ4jxwIiGI4M+XxbXd0uPOaLmvHElqtFMdJcZ0E1/XwXAffcwr9aLWkJI4lcWrBHSeWmdJUkmgy5pZoQx/ctkiZMTc4yhZMPNcQeJpKkFAPEkYaIevGm8ysdPjQ512++swoi0s1Lp0QbJ4UbJj02Dgp2La+h+Mt84mHHI6fqbFzjWSkLhmqpUgZcm7O4DsSKcAYQRQ7bJls8jQpzY5iqWmYWaywc2PAu+9c4dPf9Dg54+M6MUK4aFMjTiTXbVtiy/c0+ereDn/81VGePVljw4hgvJZSC1ICT+C7As+1cYqjsIGzFIUnw2BvsjxfnmoL+ALkqZV0Vt5ZZo8TCBOry8NE0EkErUTQiiGMY3Snx8aJFndcu8y339nmbTdERIlkz45p9p9Y5sFna3Rjj+0bNa+7OmXX+jpHTrfHZoeWPvimt7xdGTP9ESHW/u0BuDELgPp733jgiV+ZmTo8uX7cY3YJHtk7xmMHqtSciDjVTM8rmh0JLmA0n/hmlQf3dbn2sjbf84YOb7upydhQSKcX0A1jfNclil2iuBQsJU7G2oI4lSSJJE2FTTPmWlsLClViLHNLAUrZrIOrsnSjl1LxE+qVkPHhNt24yzf3G/7sgSGeenGYEc9lzwbDulHJmjGP9ROSjWsiLtmwxAsnu3z+kQmGlMPEkKBREzSqMSudlK88EVD3DEJYYHVDh3fcGvLlJ60nZqWtmV1y2DhZ5ztua/PUoRYHj3jU/AQlhQW5rtKLrNb/vtetsHPdLJ94sMnjLw1zeqnC2oZgKDBUPU3gaDwXHCVQ0t7Ilskhtx/pTKpp3V/hEt1f9ZIU4tSujFFqgd1LBe1E0E6sPk/DkFq1w3fcvcR3v6HFdbsT1o8Jktga1r79NsPrr4l43x0pUaxwlYerhjh8coQz0y7TSy9NupV1v7Jt11366Onm7/91NE/8lQK82Vrh5eNNzky533/48P2//tILXxnbtT7Ep8GRM7B+yDDTrDK1UiXUkDoGdyhjE2PQJuXsSoWpJ6o8+UKXT1/V5j2v73L3LSuMDrmEkU8Ye0SxS5w42aFIEkWSZgWbtA9wbTLm1n1PmRAmCyptyd9xNJ6b4nsxFT+iXumS0uUbeyV/cv8wL54YQsQ+W0cM64YN48OKiVGPteOS9RMxm9c2OTPX4re/WCMJK2zcKBiuOzRq0KjGCDei2a0xXDcIITAG4kQy6isSndCKPVqdlKWm4txchcsvqfPj37bMB//U59RcDUfF2Y3hkCQBvUiydsznukubXHlJmwOnzvFnD1S479lhplYq1HxF3YOaa60MrgJH2nK+EIPuOm15BW36dYckFTZ/nmbATgXdVNBLoZsYkiRGxxFjQZc3v2GJ972+xe1XxgxXFGka0Gy6JKnCGJkVzgTjDUmSKFqdgLnFKt3QdiMdPrfMUviFyXf6ya+/5pY7EpOe/YNmu8bQ0MjfVIB32Lq5/s4jB5/5b/d87rHGU4d6TK4RyCSm2TF4CsarKVVPEKWCKMtoxAYSI4i0IlIuifaZDSt84ckaD73Y5cb7Wvz0d7a5fHOLiWFFo+YQRR5R4pLkIE9VBm5JqiXaSIyxksAUASVW1ytjPS1Ogu8luCqi2Y2Za8b853sCTsyOsPfgMEZ7jFUEk+OG8SHBWEMxNuyyZkyydixhw0SHseElvvqc5tmXhrlyo2CkLqlXJY2qplaJEG6I7zs2rhBZlTGVdEOHbi8m0YJWV9NqGxabLtMLDW7Z1ebmy5f5xNcDKosKR8YWkMYhST2iWNINXcaHA67f3ub6S9s8fccUp+Ykf3jfMLPLVc4u+HhKUnMFXi7DpA08CyLPpQqWyRMjiDUkWhCm0Esg0gbSBJIYqUI2jHTZs7XNT7+7xQ2XpQxVFElao9VxiRNbOEtSZWWhFqTGXpM4UYSRS5xKhmsxd13f5bbrO6wZVhx54aGxNKr+t5tuvHYpiTuf/6vE5F8ZwL/y6BHWr12rfv6Df3Tpxvq+xjXbFzg7XefYqRRHQtUDVwGeZZU4NZYxtMiWR0GiDaEWhFrSdQKi1Gc+rHLfsw0ee6lHzQ/5wbessGksYcv6Lrdc0cIRinrVAWEBrnV2co2wvZHZQ2AQ0qCEzZkbEpAJB05Injnk8KWn6hw4XSdKqtQdxUTFMFozjFSNzYM3HEaHHMaGBWtHE9ZPdFk3scRDL4Z8+EuTrBt2mGhAo6Zo1AT1akLFD3nsZUUvcnBrFlTGCKJEEjiKa3Z2eXL/sDU+dVOWmy7zyz4z8yP8+FtnODu/wJPPT+BKQMRoIEkcotgljCTtrsNIPWC4UePmnR3uuLLD99w1x6Ezmi8/FfDUoQovH6+RCIcwVHRihRLW2zMYeGY1AaNJtMFojStShryIgJibr22zbV2PjeMxH7g7pOJJ6hWHKK7QbFtgJ6ldSVOt7GqQVYjta7u6JokiTiWOY9iyVqFUg2Nnqnzp4WWuW/pSY/u6w5du3PnjyoTPp8K/5m8OwF/Yf5Ard497X/z60z/U7qX/8eOPLjNWU5hQs6Zh6TMfkOQqSDLNl+s+m7YypEYQa0OSsXsvFYSuS5i6dHSFVivh1z8xgkli1kz0uHxzj7GhhPe8rsvmyYg4FpnetkWiImGS6U8pNUIKPvNghReO1RCOw6mpKudmqgQVxZAvGK4ZGoGmEUC9IhiqKhp1xUjdYWwYxocT1oz12DDZJDXLfOaRBt12jR0bDY2qol6V1CuaepDguhFffTIg7EjcSZAZmOJEUqso3nxjl4ef07RDSbub0uw4LLccpheqXLatzntub7L3QJVTi3WU1ECc6WWXOFWEsS3MtHsOK22PeqVKrRJy2cYeN+3qcWZ2hZPnl3HclH3HHT79QBWhlAW3kIMX0WhAY7QmiTVb1iS873VdxodSdm02rBmDNHGJojpx6rDUdEgShyR1LLhTaUGdSktaqSzy7rlsTLQtOgH0IgcM1Ksp3/WmJqNDi6C3/ceZM491lnpXfvTksQPR1u1X/M0AeGvpNPv3z+5sz5/50IkDT8ohPMIm1AKD55WYotB71gyUppY58uJL/rNEGxItqGlj27JSQaQlofaItEesYa5d54EXNAbN556KESK1v8BoKKUCs1xg1qcpkUqRxA5SO7iOpO7DtglDzdVUfU3Vh6ovqFUk9YqiUXUYqktGGjA2lDAxErJ+okXKEv/5zwMe3T/J9jEYqWbsXZXUKwnVSkSt2qVSqeIriZKZBsfKgTh26XUF3TClFSraPU2rq23LXM3j7MwQr7k85KfeO8NvfNrh9LKPEBpjYnRqiBOXKJb0Qpd2V1HvOtQCj2oloOpXCfyYeiXiuh0Rnhtzw46ED7y+g6OSrAikEcIMivJM0mktEULi2yWXXuiwsORkAFaZDJEkWhXsnEtDG/+UAv00Z3ELdq1B5yursT2mQ9VRej148OGXZH1i+EOVevSITnsv/lVg838b4Gdf/n3q9aXK1Llz7/KTM+KmywPmlqDTS0lS08+7ZmkprS2AdSZNcvbWGZgLsJt+ZJ+mpiRlIDaCWCsSozJDkU+aBarli5VhGyXAEcJWKhUEFUPgGAKV4rvgOxB4hoovqHiSakVSDRwL8JpguK4ZbSSMDYdMjrZZP7nAh7+k+eP71rBpWDFe1zRqinpVUatCtZJSr8ScX9AcO+8TeNZ+C7nTT9CLHLat1awd79HseXR7JmNxyXLLoV4JqFeH+cDrZzl+fprf/fwGHOlg0KQ6JdGGOHEII0U3ssaoTiCp9hwqvkvFT1lp2RjDc1NcJ8V1UxxpGyWktOV8kR02dSqymMWuhCuZxNA6i2t0CcgDzCzRFwBZFO9TLbLgVWT1CFEA3WQBbbsL5+djzsw/L9Zt675r6/btx37pv3ym+0s//Z2vLsBHh4wXRVM/V1VHfm7buhXZak/iew7LLUUvtFWwJANwmkuT1PRZXBt02ge7dcH1JUxRedOmH+1nr+0hikDJGEFJlViPSRZYOVLjSGyzhAJXCVzHVkQ9RxD4ksCTVHxFJVDUK5J61TBUSxmuJ4w2QsZHOmxes8BTL4d84sH1jAQ+a+qaRlVYcFcktUBTCxLq1ZCnDsO+Q1UunTCZ7u2Xzbuh4oZdhh2buzz94jCd0NDtpbS7TgZyl2pQoRIM812vXWTfy7M8eXAtGIXWqbXDJoYkNoWfpBs6VHuGSqAIPI3vufheiu/orJ5gi2ZKaXtepLVBIAyCjM0zaVcAPT+yUn9aBq8WfWAXhwW9zogqSXOQZ9cupQB7kkIU221bVloJ0wsJz50I5Whn6l8lKvBGhqq/DESvGsB7va4Me51f+uyX/8fPHD09573+Os2asR69qIIQirbb94jYcnkG3jLA036VUWtIjShVHnPQZ3+epxMzFZIXbwZqvQMZk+zICjrWcisswDPbrZdV/3xPEfiKii+oVgT1iqFRTRmqJQzXQ8aGuqyfWOLJw11+6WNrOH12mEvGNcNVaFQUtYqiFkAtSKkEMZ7bY6VnUFLhKoOUfS1gL64kTjwalZhOoumE9kJ3eimtjmSloqi2fAK/zta1Mf/mh1b4xY9Lnji4BoNCG02aapI0IUo0UazoRYquL6mEisCT+J7B9xS+o3Fdm+93lLEAV5kNIpMpQpgLGnR1BnbLtDnQ7fs07QO/D3abaswBnugSuFNRpCCtRQCixHpbOr2ElZad7TgyHHLTJUe8y9bWfvZ73/tD7i/8WOcXqtXqX7qc/5cGeBKtYEz4y+dOPPiPT59aCl4+uQbfDbltt6EaaOJEIITEVZLQsZ6H3BuS5oc2pWqaZWZTArkFfF5iFwVrm1VHCdeFeYq8mFMAXKCUTZc5KveUS3xP4rmKwLcjGSq+oRZo6tWURjVmqB4x2uiyfmKZJw91+MWPjnP49ChbRm2GpV6R1KrSsnfFUA1SqkFMnEb80dfrSKVwpUGJfppQG5Hl7V2+701LfO3ZiFbkZ/bTlHZX0WorVnyHwPPx3Qa7NiX8ux9e4F9+VPD4i2vQRpJqW1aPE0siYaQJA2t39X1B4Ap8z1Y2PccUFVtHaaSyuXGZ+X1EOX1YOqHa5PFTH+y6ZN4qSCklSwuKrHrcX5WTAuR5ASlbeRJDFKV0eind0JLaa68wXLm1wYlTU8GnP/fgP3n3t71BzC80/8X42F+uCPSXBvjZMwcxRt88M/XVym1X9ti+YRghA3qRbQ6u+AaDKYBlO2cgSbKScBncab9kbBna9NmiBG5jzCDAL/K5coDnHoy8kqeUwMkMVRbgEteV1r/hCQLfzjyp+im1igV3oxYx3OgyMbzCU4c6/NLvj3Lg1DgbRwRjtZI0CRxqgfWvVIKEih/huiHnFkZwlUBJnaXl+kFmmqXN1o3Y4kkzDuiGhl7WLdPqSSodReC5eG6A6wyxe2PCv/t7c/z878GTL02SamkBnhriJM2YXBP6miCS9DxVSDDXBdexEs36VAyOJJMpILLnMsZznBvEAKHkozT616j/uqyxk7QvM/MqaZoYC/BEE8c6s+Na12fgGk6fq3BmSnFqvsP66UcrV1+55WYp5V8Ex79agD//zBcYrifVX/9v3/CeOACvu6nLu1/TYXllhGbbxXU0viuybhyJlJY14wQSlQUiacbQGciNNkUXis6Y3FY3TenkmkFwl2k7e+Ql6dwlKKUopImSstQRJPBcCFzwPU0lMFR8q5+rlZhGNWK41mV8ZIVnj/T4lx8ZYf+pCdYPKyZqmqGKoB5IqoGiWhFUAntz2FJ/xJMHBe2eR6DIbjKrwfMmhFQL4sShFihuuaLFUwcadDI92g1TOl1Fy1f4nsJzvUw/D3PZJs2v/ugs//x34PGDk8RaEmudNUv3ezBDT+J7OrMWy+I7Oyo/yGRKX8bJrMrLqtOan2tDX7b0/Sx55mW1pKRgbds+lyUSUm1NXal1LIbZ540zdj85I5jrRHzba5d56w0hR/d/zWusv7n655+7p/Pub3/XXz/An3ruFNWxzcNfffhPf3vb+vZrZ2c9PvfAKBsnZrhtd4de1MBNNamXBXwi075ZNS1JczNUP/Ao5MgAsPvuvxzQprC65mb+0oUQ1lAkZAbuzGSkCoBbFncdy2Sea1NUgZcZrPyUSiYv6pWQoXqXkXqT54+G/MuPjLDv5CRrhx0mqpqhCtQCQa2iqFYU1YK9UwI/oV7t8dA+j+WVgJGRfpk8/8w606ZxqpgcU7z+6jYPPaNtF02kSyCXBK4kcB1cx8NxKkipuWyT4Vd+dJZ//juGxw9PEmuHOHcApqZgcj+WhbvQcySOk5mwpEA5+bmh+Hz5TZhLFZG70ugXhKAc/9D3sxQ3LsW11PkqXYq9Cgtz/lkzqWLfC2ZbhhuubPGdt3s8f7DBmcWV175t0+nfe/07f+An0t7JZRVs/esFeBqep70w/88fePzUdyedKarBEDsmPcL2CJ2uDVTsWAdtT4gAKaQ9kZmN1d7VgiRf3rLgpFj6dB/M+hWZOy8giQLkef1CljzeSvUdg47C+jMcY5uVPTspNvBSKkFCNYipBSH1ao/RoRX2vhzyc78zzvPH1zA57DJZTRmqmgzcGXsHkopv2T/wE6p+RKJDWpGPUBI3Z/BCg4ssG2SNYXHsUvN61i4QBYzkIO+ldDzL4L4ncR0H18k3oDXs2Wr44E/M8M/+h+bxQ2uItUOYCqI0a0yIBUFs+1U9V+A5Olu9bMufylY0e36yrvz8uWTMKjN6+fwPgFybAQmp89W4yJ71Ad/36VNqSLEpYmOg7hmGnBonztToxjA+PI1vKt998MBzx7SOfv6vlcEf3Xca7W/a0jv/36+8cfs8Lx4Zx3EEV+6QVDyHueXQpqGkxnMs6GygZ+9OJaXVYVqUli9KwUqZEcq6Twyc2IILc9YuXZRiuc06dFQWTOWjJtzMhJS7BwM3zXRzTCUIGWl0GKq1ePJgwr/48DjPHV/DxJDDRCVlKDDUM3BXAptOzMFd8VMCL6FRizh40vDg3hqelLjKdtaU97rJi11xqki0w53XxVx6SZtjpytMVLEdM1kPZKeXsbCjcBwXlTWACGG4Ygv86o/N8/O/o3nkwAS9uEKYSqLEUM183L6LBbmTr146kygSqdJihVNSlAAuikC9+NSiv2T2mdwCmjw2KsvKkge/nBJOSz79fLRFnOFACMNkA7ptj31HBCN1gRTDfOyeFhsvefLKf/X/fGCLMUdOCbHjrx7g3dY0Qa2x9eEnnvrNXnfunbs2zTFUHaYXSRyVUA1SG7BIUzj27LJnkFKiUkGibBleFwWBfrSdM7fWgxoPM7g89h8Zc68GtzBIlacFs26gbFCQHRZk5674rsb3EgIvIfAjqkHI6FCHpVaHh1+EX/2TtbxwdJzxDNzDFUO9IqgFosiV28yLtuztWYBX/JAoTel1AwJlbzIpSks/uWbNPBqJY7W8ExJGhm4sSgDXeF6K5zq4rsRRCiXdAuAIuGqb4Fd/Yolf/9OExw+NMbXSoFeTDKeGeha4+dnhFhLNZOlCSgDvM3jxecUgg/epHEw2n8IYLoiTUt0fXdGXn/36R5Ixdtmam/8bLWCplRJFPc4oSRjD8dmQO4aX3nlg//NpY+zGf3Lk2MzJHdvX/NUC/PDRY3h+5aaF2X3v6i28wK1XpKyfjJhbCogTmQEs8zxrQaoMKjWoRKCkybS3HKhsuUXRRpQicTMQsQ9oPwYj/OIiUA6WTCZPTOYatMxtu/DzURNpAW7fy8A92mZuqcuv/FGVzz8xwXx7hIkhyUSQgTuwuruaBZYVX1L1TcbgVnsHfgRE3P+8x1LsMeYz4MdGlHRrlkuOYoeG7/C6azs8eTiiFfsMZdmFXqTxQutV9xwLcEcZlHQR0hZoMLB7k+Q3frrJl5/s8su/v4az8yN0hx2GPUE90VQT8GPwXDssyXFsocspAJ4H4/a5LFOEEAMsXhB56drkjSSFTCnVLlIDOi2BfADg2ZEVgDQgEjucaEFAmBhmm4LEGPYffomn9o2/66Yb6n/U6XRO/pUyeBy1cNzajm8+9Mg/+qPPvsRyO2D/mTY71y9z19XLOCqg1bGOMp3KrLFVoRJpdV5qUKnESU2WE5U4A2XbzCRVpAHFoOYugbxgFJFLIJ2tFGTNyRnAsy58x8lb3vIxEymemxB4Mb4XU690cZwOD+1L+b2vNPjSo5NEusFkQzAeWFliU4B5nlxlh8iYu8zeMY4T8thLw3Qih3XV/POsZvB85bI20sBV3HxZl0RbgHdjQS/PhkR25Jrr5ClOlQHRVh8t4ATjw4LvvqtN3Z/i97/S5eGXxpiOK3QCSSMx1BxjQe5kcYgyWVySpXKz8yYLFs8CdgY/uxCDGaw8+M+ttzbTktUzVmdUikp2nja0q3icll5rCLVkpQee0+PO65bZtT7iup0QuM+hzGX/6Prrbn+u2eocadSr//sAN/Fhjh7+LCPDjfW6ffoOFXdZWBjmT7/aINIhP/S2Gd79miU2r3FpdyvEsZt12zgkyl5AC25rynHSzFRVlH4pKmIDmnugiDPYsNBn7/6qIbNiipTayhOVzTHMmNtV1ovhuzGeFxO4EdVqD8/r8Cf3OfzaH0xybG4U1w9YWxeM+ikN31DzoZZ12Fd8W+0MsoKQ9a+k2Upg5cl8M6UdeXhK4UlTBJj5V8hTbdrk1T1JlLhU3B5rh7ssd+p0Y5GNW7OxguumWZpPZelO1S/OFIGrdT6+8/Y2N1w+x6/+YY8//uoEi0mNju9ScyUNx3pwfAc8RdEM4eRFH5lbG0SpC8hcAPACGwMgHzz6VopB9k7T3Bqd+YpSQZw3ViSCVgpxmLBl3TLvvX2JH3yLIY6GaLYa7HvZcHL50B1PHorW9zrNI0/sP8UtV2753wS41lx6xV1bz508/OH9B04yOeLbHRPmBCfnq/zXezbyuUfm+M8/Oc/1u2JW2lVU7FmgJQ5KmqKVTElJquQAwMtVMUsEouh6L8eTfYRfHNx52dkCvMzc+WTaBM+xksT3Qny3y8mZhN/9co3PPjLG8ZkRGlWX0QBG/JS6b7LSew5umYFbFkWhINPevmdvnEYt5J7HHI6cqhAoYSuGOVDoo7xfLBFZM4DD7i3w9hta/N69Y7SrDo3YjmbwoyxuUBrHkdkgUkogd0sXy64Km8cl/+L9Ha7cdpbf+dIox6eHWEwqdFyHmhJUM6B70tgbJ8sy5b4dWaq8FmyeRfMD1U4YCPrzmEmXQT7gIO0b5pIUYt3vGmolgnYKcTfk1svn+I2fnGfDSJ1me5yzM0OcmQ5YasHy/DE2bb3sw1dfefVbOu3mXyhVviXAk7iHcHyWZh7duDR7aPtYrQebKiwsGzw3RoqYaNrj0IlxPvNIm2t2r1Cr5OVfTSQNMtXIROFIWXiDy6adQfbOeidLWZPyI2cPIUzBLnmpWUpTmIjyTvy8YdlxEnwnwfdDPCeklUZ86FMev//ltZxbGEarCqNDilHPMORpqhlzV4vyvcx8Kpk0yXLnBbg9W70M44gjZ33akc+In2Vx8qJTDpL85jUlT0rs0Kg5bNsYofwerahO1xNUsjkkXiav3EyiOHnWI9uq5cLgVTEx1OHH39nhXXdO8/tfbvK7nxljvluj6wQEjqLqCCrK4Ce208qVptDjjiwF7KUUZ27IWh13lmVkWVoWWtxkWTMzyOBR1grXTgWdFJIopCaXee9rF7l8s8v5uSFOTTc4djbg3AwsNlOm5peQtYPbPdff+PbX3XAyjiNc1/vLAfzc+XmCYGhierbyqb37HnKv2S1ZXBlidjFgYkSx3E7x5yFWHh//0iibJ3v8o/d07Mi1zIZpWVxbTZ5aBi8DPF9eyw62V2Ru8mXZrGJvjcpa0ZRKLcCdFEeleG5M4EV4bsRKL+KxFyR/cl+DzzwyRi+t43keY55g2NPUPEPVN1S9PrgDX+L7Ej+TJrYwlGUmMoB7rq18njhvePjZKlHs4tfMBQFm/tCFBrdW1ChWuK7D629o8YlvtDl8tkY3sOMZQtfgJeDGGjfSKCVt3loKZFYlzk/VQI5dS6q+w5rhLv/suzpctjnkj++r88zBIea6NXrKw3UdAkdQkeArgyuNZfOyVFnF4oK+TLxgtV9d0i8dqekzeKxtQ0uYCtpa0EsMOg0hbPPj75vn+98WEcbDxIliYUXywhHD+fmYuRXNXFtTGXnE/f53X/epOGxe3Ww15/7SDL55k5BHju+/6b/+0RNDX3nE4efev8RdV7Vx3SoTY5L7Xqgy2w1IBSx0Az77UJ333DXH+rFef5glFuhSalJpeyV1KjPmlqvAnenti5w/UdaDws5MkYXl0xr4rRXUTsjK5YjjxKy0Yx59UfCxexvct3eIxZU6shJQryiGXUPD01RdQ9UzVDwy1rbMXfElgacIPEHgkTn0dAZuje9a/a2ckJfPwrmVwBZWMn07WDgpCDzrg8wySloSRQ5rGoIdm7rsP53Qid1sDgl4ETaHr9JMouSFGltEKz/Kki9NJXFq/eHve32Xu29c4pvPtfj4Vxs8c7DBQqvKivRoew6eEnhS4EtsD6ewQXpuVssZ3QJcXMDiZU4qGLy44XKQ54GkoKehpwVhqjFpDL0emydbfPsdHRq+Q7MtaNS6KDfh+VMNwgQWWyl3XLfEP3vvCuH8F4ceW3zbTYl72b18i+FB3xLgS8tzfpwk/2PvgZdqC0t1fuNTPt94rk0UahCa504ZejpPZzjse7nCn3wz4Gfe18X3VJ95pUZrlelviVayWE77DN4vCZcBXpSNCwYvyxJdHEqmKJni5dkMGTPXSnjoWYevPFrn8w8PMdusIYIAt+7ScGDItZ08FZdMdkDFE9khM8tpprs9gZ+zdw5wJ8nmKUYYE3P/Xp9T5yuMjwpcqTM9K/qNviUUGF2ymqaKbuiyZY3g9dd2+OwTEe3YpRsLAtfgJZbFwzi3uqZWgxcFGTkgU+whi0YFWzV1qPgh77uryxtvWOBzj7T48qNVHnqhzuxKla7w6HoOjqtwhMCVAldKHGFws2Jdn9FNP6JYhfQitVsCeF7ES4xtMA+1IDKQaA1pDEmIQ4/3v7HJNTtTkjRAa4GjEi7f1uMfvq8NQpKEhmu2G9YMV5hu7a9VvDf9D6POXQZ0/1IA/+b9J1he6TAkJDdss82zL7xYoZdoosSmrcZ9w1IkaDsOSx2Ph58J+NG3dxipheisOiWlQ6o1KjvZJhvp0L8YueZe7WOj0Hx9WaKz5mGNkPnkq0yKBDHdMOXwOTg5pfizrw9x7zMNZpdq4AY4DZeqktRdQ93RVFxDxYXAteAOXDuT0NpMZekQ2Z+bDOS6ALnn2va0Y1Oa/Sd8cN1smTelEr0YSD/kLJdnUmw2xY5z3rMt5PKNbQ6dq9INBNVE4MeGUJGl9nTG3nk2JU/j9bVKkWcvpKDKpg+49CKXSiXkB94c8o5blvnas20++Y0qJ6cCDp2rEi37JL5Dz3GQKkvzYn+fBJxcmwvbY1rERdkvLxIFGcDTrBklyau32HSh9dcmYCKIQ4YbIa+9ocdwIFnO+j27kU/Fldy+25Akim7ksdzy2Lco6cUJY+tP4riz3wrCrwzwpHdK9MLeP/rMJ/98/MbdNZodXWyD0Ytsta3V0yx2JKGWdBKBEYKjZ12eP+rwxutjHEdaYGqNKrrdc+0t+wGlyasgZdoupwMzYGdjH+xItxTft5NU0zTh/AJ8/QGXo2crPPRUhXNLFY5NVcH3UVWXwFHUHEPN0TaL4Bp8xw6O910yEOeHzA6VAZxMc2fgdlN817K358QEQcSJOTh4soorB9ODg9p1UJ/mTQRpVjdIEpfLt3TZMdnhxeMJncSlHgtCB7zEzgVUJYBLKRBSDjA5lLSvLsmgNPsdqSJOXULXo1GJ+L439bj9yhXOLTW5/2mP42d8vra3ytRCQNp10dIh9hRIlVU2ZSFRZEmqlIcKFTdwzujGFBO1bM9sCiaxANcRpDHX7Ai5dGOCNg46c1o22xWWWwGtrmtnlWczyzs9aLYN+tCx8Xe++7v/0f5DZz945e6NFw0MXhHgL+2/F2PS796+/mjNFTVmFl2abWh3Dd3Qgn25laK14UwL26IhUo6cUzz5oscbbwrt0BqshLDAVgNLaF9zXyQuL0uSks5WKsX1U+LUcPyMYP9xxdefqvLiCZ+XTlRohj5h5IProRoOvpJUFVQdTaWUB/ad3KeR22atL9zPZInnKTxPZjeA6WtvN7WVRdfq/MCLMTpiZlESGh/HkXjSWKaTff19gWnJ5I0d/f7GKHEROEyMRkjVox27dBxhMx1x3zBm/T7lymM50Z4NO0JgtOwzeak52E1VMX6iE3qsHYnYvCbmuktCulGXHzyxwosnXb7+ZIX9JwKOn/btxF9fYaTKKkCl6Ln8+8umlfzLYvoN4eg+yHVigZ6m3LwnZOf6FLTEdROEhGbb58xMlaWmotOzVuJ2V9PspMwtpZxbnq411j323Y6jPvi/xODnjt5LFM6ruZkHxKY1M3jOOEO1Gkstl1ZH0ek5dEOIY003baLmOwz5IZGO6TYN3VRAANKkiFijtbag1jKLtEUf2EasOicGIcFxtO0VlIY4soPWhYCTZyV/ep9PJ1Y8/1LA0TM+822PMPHs7GPlohoOnhRUFFSlIXDAdzS+yoxHyrK25wpb9CiD25V4mSzxPfA9sqyJLZm7jsZzk6wiGlMJImaXUr7+eJ2Vls/IkMCRurAMSDkI7gGQlyq5qZaEoWJ8THH3LT2+9kyX0ys1uq60MsUBNzG4cZ6zznLsMrXpQsqzTmTxO3JGLLI2GZOnjiJxFXHqEMeuTaW6MTUv5vY9MTdfFvEdd4S8fEay76BLN1L88dernJh2QUg6XYe0q3LDEUbRH2W7+osWZc98ML/Ovzwi0ZhQEyiDUzW0lhPCqINUhtnlGgeO1YniNHNYZpMHOprzy4KzrZin9h0Qt11zvfron3wt+aHvvft/DuBJCtIZ+9DkUHTVcHUZ30sYqg2x3KpmS4ZDFEtcR3Pr1T3+xdA0tUqL548pPvnNAAV86ktVRhsp1+6Jqfqp/W7F+vVKMbhASFjpwL4XHBaakkogeeqgyxcfCejFil6sOD/toYVDbFy0cMFxEL6DIyWeEgTSEChDIDOmVsZ6wJ0s5+v0mdvL+zILcKusR1MU7O25Gs/LDVppwd6eF6NUxAPPKT77RB3lOfjSZDllVnk6LmTwPBdudbgkThW9nss7bu3y+cea/PH9Q7STgFqmw91ch8cUTcN5t5AQsmBS+6tkSeuLgbRkkkoSxzK56ygSx8FJUgt0leIoWzsYrSTcuivhll0xRoS8564OvdhuKPCFR32ePuhR8QXzTcW+Fz2aHVkat3KRVblkKDfGUAtSrr4uZrShSYE//3qVT34jYO+RCq7fYNwLGPZ6OMr2b3Z6sNgRzHUFK52EMAw5dCy56tvuanxIYH78f4rBe90WflBrfOzPPrXr/sdcFSUTCAy3X7HCG69rMTpUY6VVJYwcHEczOhQzPiJpVOGKnR2270z4hV8b4oO/3WB0TcpNVyXUA1uu7SP8lfBtdeVyW/LMfo/mikIqRWgkoVYYoUA42LnADki7l6YrJZ7EFi6kxpNku7Bhd2LLZvRZkPfHJLuObQTIG4/L4LYMb4o9gPxclrh9P4vvxBgTcW7eIwoD/CGJl5W9VebKG6hi5h09MJD/788PUUSxy0hdsWk8whM9uolPNxFUHDugPveQWBuwzpoVcvefLH6X/R15tkqXhuDrzPfRl0ZJkmZ1A5Vt05igkpQotilXR6ZIlbBxIh83kXLZli6R6SIdzUpT8Mx+h+W29f0jxF9wpa1XpVYx3Hx1zNik5rHnPH7h14Z48miA9qpIf5iNDcWaqsZV0EsEcx3QqsfdNy7y2j090kRQr8Xq6kvndl1+3fsb37bcbo4M1741wM9OzeM4yx88/vK5uw4ccGiG62hH8PVnEr705CL/7/sX2TwR0u5WEMIQ+GHmB5aYSPDsXo/HD3p0pKSz6HD+m0EB3gvvbFH6s76eM8KmElECkBTdwkIhpERIiRICV0CgDJ6wZWcvYzhX5nnj0rOTddIrsq33KMBt27oUXgZuz6GwmFoGz1jc0XjFOOcY3485M6/5w6/VwPFwpegHmIU8ERcweNmJlw8JtWCzQ3Wi2OUDd3f53ENdXpqp005dqondlNa6AE2/Eyfbk6f4XeXzWTQkyJLBKz904YVxHIWbptk2jWlm6NJF0UypFCntaxsLpbbuIDUy1kxUNG+7TSNkkl3PTJaIkjwpX/FSoUhqkKnh1t0R114X88ypKloIjLDZOWNsEL0c2g0G/uX3LnH9DhedDtMNPZaaipmpubs2bD73Qa3Tf/AXMviDD96HENLT4SxXbXVp9UyWMXE5dmKC3/m85ufe32aoZk1TnmuLKY6T8PK04s++VqHTcaFiAZkqsug+TwbL/lctckzZn5Mvs3l0lkfuNpBSQuAIW1b2ssMVGatJMk9F1j2ev3YozUHJWbvfVd8HuCxki++ZoqXN83RpcE6Cm7G358RIGXFqWjDXDBCOgy8ZkCdyVfxVqtT3xzGUgZfp4yhxGWuEbFnb5dB0SDd16KXgpwI3NbhJpsMTigC8b2NQA2SS1xXspF1T2JL70kjjpJpUCRxH4qQZuB1dDAlSRa2hD24pdZG2lUIjorxGkX0WYRDkn8uUgJ31C2Q3gBYGmabUKprvflOHbz5e4dCUh3Fi2olDiiRNBMONLv/gHS12rR/jyOkh2l1Ft6dYboGW8/TSr3rGXFjvuQDgI8FhhID1ExESn15kdwFOtWFXYtiwZpheaBiuxXgqwXVDKkFIIhO++lidB/dVoeJYCSFKETf5cw7uHPSDkXgf0PlEKopCgyOsvnWELSfnuWZXmqx7h2K4jyPzLnLre/YUAw3HFtzSPns50PPgMwN33v3j6EKiuI7d6MnzYhJivvxYhZm5Cu6QwsulSRZgFvp71bpFSYMPDtWxRZ9eaCfYvvW2No+90KOZBHQch0qiibIVqm+MKlUZhabfOZQHmoKBsrlWGXtD6tjf6WphAZ4aHCe1ZrVUkyiVFdAMsgT03GvUf9bZ7zYXHmSl/QzUg3+Wrz4pdGLuuiri7ts6nPi0RxgptJB08REoao7DyTNjJJ0hepFHmu0B2umlNHsdDk2duKgoGgD4C3vvp1KpvubhR++7odWeZWLE6jpjbAajUdNsW+dR8Ty0jvC8mGoQEsYJX3sq4COfHQJpMxmIDOSogo1LJcki6rf5VHs5lKAE7D6QVQbw4rnkl8hf5+1peXNzDuxiDorC9iNeDOB5wJnrbieXJSbT24Necs+N8dyI6RXN3qMVcDycTJ7k5fmCwRlk8ZzPbG54sEWvqDqmijh2ufbSkLHhLitLVTqJoqrATex3sR57g4rLAMcCrfhF/VRsYYfQJmNzYYcHZTeW3Z5R46SiGC9t2VtmzSP5NKy0X0kWBpEDPQd4/vMBEJs+yEVu39DZ39VILTFKImTEj357mzNTiq/ttbu3GSFwXZ+k5/LIXsXmNZp6JUIKe8MKYahVYf2a6g3XXXfHa95y112PvvPtb7w4wNeNL6BU821XXhJec9brolSW1hEWTBU/YajexXUiAi+iVu9yajrmg3/U4MFn6xw+W7EUKFwL9ILBRVGMUCUgS3LQ2p9L0X+fXzRVALz0XpZa0kSfuZXsA7t4XXSv9IGdN99a9s40t0Oht/OUoGXsPrjdwp0YI4j50iM+j71YR/o2LenmzRYDlt4+i5dRXg40+ywus/HDim7P5ZYrurz99ha/+6U6UerTTiVBavfKKW5qUZIpUhYFsf6veiUmt1u7pCobuqSsTEmVRGWvbVNyBuwiqJUDDs7cE5SDeOA9XMjssu9PEplJTkqFNgnaCK7cFvMrP73CW/eGfPAPxzh2XpCgaDsOi10QMykVPy12dQZBL9FMdcw19TWtt0Vx8uhFGfzw0XPEXv3uL95/7/sPvHSGN1wzz64NLlK6dEKFMeA6CfVKj+GhDtDh0GnNL35kmC88OESMbzd2lzl7W/2cy4yckRVZGxelkm8OYAbZr+xNznVtPo1pEOhYC6nKwS4GWTzrhnHVILjtOIVVzJ31bHpZe5vr5A0HSemIiYj55P0NUuOjiuplOcAs9TXST98VGjxn8aLhQ9rpAsUYYgeBy/te1+GPvhyyrGO6aUA3FbgJBYtLaZCJKOSCTReu1qKylJoUJZALUiefR5MFntqgsnhAKWuvUFIjU5Oxed/kZntDMy2eMXf5dT6TvQ/+wddSarTI/URZIVArdqyPuHRDj/GhOX7xIymHzxqWohpx4rIUCnxlv0snAqESLl3f5Lodh7hl97b3X3/92x/8ifed/VqlsXEQ4PUgoeqHlwYi2f7MPod7nxjj7pvm2b2pzeuujVk3lqIczdSC4bEnBI8eCPjGE3X2n64Suz44OWtLlJBWAwtwc2BLcDK7aw5osQrkqz3IA7MFs7/X7zwpH9l8D9UHej4aYWDYTQZsR4l+JqVIB9qOe9uYbDLm7geYTom9fTdi71HJkakAo1yUlHhS2+858H36Anx1FoUBDc6ANz7PqMSJy/b1MZdf0uaJlyvEyqObCAIJbmpwEpFJN9sWJ5Ns6UfaAG/gV4oSi4uSNMrMUE4WdDomCzoNKpMruUzJWbzfGlgC9EXZvN+A3ge/HgB4IXOkwpFpFiM4uE7Mt90WsX3TPF9/ssUjL9Z45mCdmQUfRwpGxxPedGuH3RtD3nKD4vTZUaanzfbZhfDSMEy/dgGDt9vnCaMqm9ZMs3FtxP5nhvjwlwJ8EXL5zjZjdbvB5+yy5PBRj5WOR894GMcFZWdvKyHtbsESvFxuyJIMycrvqz3GF4LcKhu1CvBlf3V5aI3KRrMVAM9HtRXglgMALw//sYCmAHZRrSyYO8VzbGHHdgXFGGI+fX+VhYUKwnds3l2UAr/VHpT8JA/kwfP5L4M+7iI3rRVx7DA+Knnv61vsPdogTAM6yqOSWi3uiNLqlpgiprHZC5lbnvpSZZUeHxiRZ0DLDOxKonRml9X5ymSQqcmak0sSJWduaZBCDrg9y3KkD3zVtzqXNbzUaCmtgSzVJImD47js3pCw810x73/LEi8dbTG3JDFIRhqCa3cYjA6I44DH9iV0m8vsuHyWdqd3oUT53T/+DIEnefSFJV446jBe0xij6MY1XjhSo5v0N1LVCHBBSpmxsSjYujDMD+hp02ft4uIP/ky8AouLMmuLcvf3avYW/fdFgJkPuZGZTJF4TjYAKAe32we3W5TidfY6HTgcZTt3XjoFn7qvTig9lFRZ9XJwJsvqCuZF6nqZNobVI4p1xuBJ6uCnDu99U4+P3dvhheMVYuXSkRIv1bafUgpkmjd/ZMGmFFlTgs40uM5+1+C+RavtrKm0eXlHW2CnEhytCznSb0weZPDVQL+gIaVIJ5LJF7nKY2T/TipVKR2piRLXrhZKE0jD9TttujP30TRbHmHkYAy88/ZFplce5unHT+OoeBDgMzPTTE6uqf7b//ihbVJ32TkpqPk2NdiLBd0IOrGwzbCpJDH5lH5TALKc6ZClpVqtAm0BcC4EtBAXSpM+m4sC1LL8fgDYFE67AtxO9toRpYJPH9xl1naVHRzqFC1ieU9nkh0xyo04cs6hFXmgrD3ALevvcnmeEsgvWqovyYbyfG1dLvw41FzBrg09XjgSkWqfrvYIUuvZdjINroSdEmXTrGZVOIsFubG3WlHhHPgcBq36gFfanutUywLchT1ACdIBYFPMapGl5z6zZ1XWkmzp/1tZYnI5cEPkTtI8SLa+dkUUO3RDl27oEEYOaSrwvQCUYP2aiW2vu/ufVKde/zOd9evWW4D3WueZS5ffdOuV6/75yvmjxEmQ1f5T2l1tj9DuTR5m+yamWhSLX34hpTBZ8PgKTDzA1IZylqGsu/sTqsSANBGZNOkD3c7Z6wNd9AGeae2+FqcAuFOSJRbEpvRal3ogsyPzZvhexGJL81//vM5CN0D4bibJTJHFkeVBP+JC5h5g8VyuaJHtvFLW4DajkiQOjarDT767xTf3NlgIPSLp0JUSL5v5WDBrBggb1uaOTF3UHwza9liZ/FkMpCmdfBKVtK+VyoGea/EsS6T74M1/lgqTGQxL4BZ5kMkF7J6/tlYDK6n6AWoObJPdkBTgDmOVbdvi0Ow61vzXFYSRTy9Kufyqzf/82ecPPxqF3c/1GXx6H8rxccwx7rxumVQ3OHneZXpesbiS4DlpkS5yInDSbNuRvAM+Z6p8AA+DTCZXg/oiYO7/PTHA3P0gUxTLfy5T8qlMUvXHj+XtXI4SOFLiZJKkqGg6WXVzNbDd/uwUR13I3q6K8byIP7vf5cCxCkgXKSV+bo29SCyR3/mv6CZkVcGn1G6ms77KOHVIEpc92zu88/YmH7s3QDs+XenhS1EUfZQUxEUjwiomFxpMXmTTg83dJU+MVqCMXRW0EShtz10q+0DvzxW3WjwtdeLn8qhPbIPZlb5E6QM8zdi9z+IMrEBF40Sqsj2JHFpdl5W2w1JLsbBsmF5IOT2TstJus5gcY6Ft6IVRX6I8d9zBdV1OntI48RKb10asnxxGiBoG195Bab6zgj15ieyP7CqzeHmkQ7nQcVGGFoMd54OjfEV2MsQrALw0kWkA4LIP8KLQkwPcZHOydeZR6bN2H+T9rImjLHu7jp1atbSi+cIDdeZXfAiy7IkwpSX84hKlGLewSjVcNG2XpwzzfW9SO2NmpKH4trs6fP6xHgttn0g5dFOZpSdFqaUsK/gUeeKyVbXUoYwuCkH5sCUnZ3OVvc6CTiUt+HOgaymQ0mp0JawDtC9JyiwuiljrQumSA7n/WkpZNJaXg/J8t7YoVnRDh1ZXsdRULKzA+fmE6aUelXqXTRvbvO7GkE2bBVFkv7czO32EifGRrQ89+uxPPfZwmxPnJqhW4dbLBMNVw2jDivpOL0WGef7ZLn8m2yJ7YBhPSaII2W9rGmTqC0Gdj+8t629RjEAuMbvsT46VclCWyEx7qzKwVX8v+oK5lVklT/SqI7WDgnLtrWzl8sRJwcunAjQ+QtrsSW4XUIIB9s4tB4X8LjnscubuM3l/46f+zgiy326WOmAcdm+J2L6ux8KhCib1LIun2WjqUhan6IKibPTqB5391UMPNp8YC958kGaaZaVSVdLkKs+i2JsqLcCdXz/L4qokNaQ0SC0G5Ynsp4lzWTKwKVbx6EuUvOoaxZKVNiw2E8JIs2Wd4pYrXXxnhNZim8VG46e273zd8/sPHDnpdLoxswvdtVIkd69tNBnePoLWGiXszOt6NcV14OSUDWKMKS+/fWDnzxeTHZbEBkE9IF2yokhflogSm+c6XPRvgBKglczfZ8xdMh/22Tvb0noA3CWQZ/vVu8oCO2dvpXKHXYxSMV9+os6R+Qp4fXniFtmdwRUsv9G/lQgfnLNd3uGstLtZbqONHC4Zj3jrLR2efqkK2iVJMy2eZrNM0pIOz3VsMYxFlEAuSnlxgS79fi2z1xJkxuI5a2sF0hi0EEgFqRiMO2Q+pk4b0vx98VySJ7r/GftBZ9luYEo3pShSqxLrEar4CecXBDMLCUoY6rHD8dMeWitmF9u8faO+O3B7axM3PekYYytojhRsmNSMDkU4jqEa2J0KGrUerYMpB86PMeKJLFrOmFmWpMkqgK9m6ouCf2DQY0mC5N3bxYkrs7coacBMf6u+ZBkEtymBfDW4Bxk7H/FmJ2JllUtltXelGvHEYcXnHqjR7XlQdXCkwBWD0mR1gEnpvFyI7ovo71Upw3JePE4chuoO33Fnj3sf6/DUYQ9Tc+mmPq4oe3ZEicHtLyqCzlLrVHn2jMl1uREYZdk8lVaP60ye5Ds4SGV/JrUFsy7NXiyncoUwg6AXq8BeAHlQsgzeoJQki0E5moaXMDna4wtPw/On6owEgtmVhJPnBY6KcVRCkvSZ35lZCnE9n1bYYuO6s2xd55GkAs9NqFV6vHA85TfvmWCpLagI26Sr1Ko0HhcH9UBasMTkSq4CdfnfykHwF6DOWEOIEnsr+/edErgHHIVOGeQmkynZWLcc0Pn8QlXyQzspKsuceF5EHKXc+3iVl05XwXURUuEJis2lysGlkIMsXsjJUkalP1pBFM245f0pLchlocXzdGEUOVy2OeHNt7XZd7JCmHik0qWrFV7Kqs+SyYU0l5CDTJ7baI3KPovKbzaNVgKVz6mRWQAq7Q0otX0tlUDq7EbIiSn7M6FXr875xF8Quh/89iWNZfXiNf2bNP87Fie2sjw6FPKP37vIz/3uMAeONQi6dlPfNIV1Qyt43gojtQ6kbZyvffVeAs/h1PklHn9phMTEpKkG4aFUwHwrYGm5wtqqKUrOeequ2PriW4B6dcqszNKr/7wP6vzE9IFtg87MF65KAWbJJitL4FY5gxeTVPPXfSbPp872ga37gaWy2tv3Il48JfjaY1U6XQ9qLlKIgdSgKuvQfHUrBZhlPTkQZ2bte+XdLC4o+JQMWFHsUm9EvPm2Hp9/qMe+4z44HqGWdDMtrjSotMSC9NkSIWxFpwTyAug52I3JJIpl8/wzSZnJlRLQpQKlcxYvS0vTJy/dv7Zp6RwhSn+WMbsoMbzM046GrEvIIDNi6PZc1o/U+M2/32KpvYJy7HdNEoewF7Ayu597PnseKWIc3zlH1RPoNGFxoYJU9WKOnDG2wWBjIxvWqPoX1JGrADkA7hJoB57FAJALFh8A9SpZUgZ2SaooReEkVMXnytu5ck94BuwSuJ1MnuTM7ajykaUFs2fXjUlMypcerfDwixUIrInMy+WJGAwuS5nBC44LH2X2Lunwoh8325JPywGgh12XO67o8NbXdDhwKiBJXIxQdIWDm2bBpsj1uMhShv3bSpSY3OTiNmdxYzCqzNh2RIXRIpMjomBslWv0YpUt1T3y66tXgb3IpIniBixYXOdM3Wd8aWwga+9CO4M+ThTd0CPVCtepsaZh+qTgSEQQc/TsLMemWlQ8jfPMQQ8pBd2uYOc6TT2wnTpRYgewh7HItpfoA2hwcPpqD4m44HUxy7tg7rI0KTF5WXPny1suTwYyKP1lMbfGyhzcuTxR/QH4q8GtVDatVeki5+04fXArJ0GpGM+Nef6k5FP31wHrlBRC2Za4PDUozKqbuP+d+oZOUUrZiZL2HezuKTYByI9UoJUs8sB5+d4Yh/e9rsvXH+/xzDEPlEuilXUalm46kVpwkZoBuWQy/jZlcFO60ZQFb87mWgqUkUiTgVpnAafOrmnO6NLKFiVZBeD+383L9wO9ALKEF52BW1s2N7Iv6WzAqUhTSbdnHZC28KMIYxuYV/yQTWskm9YKMBLn9j0BUgjCSLHSsndCFBvaXcNKO2FhJaUX2dG4hTQpyuOrgsKy1BjIKvT3fhnMlIhV7F4CshBckBrMAxlFCejmIgxuBkCe7/Cbg9otdHd/SOfgkeC6CbFOePCpCvuPVuxICmmDSy93SJaAnV+g1ZkUUWJsBgDWf3FBA0RZi2fWVa3yveEdwsjliu097rjJsng3tSweCs9KFVFizjRPF+YFC9O/4bIPYbLAIGdvQw5weygJRupMd2dyxWSZLc3ACi6lnWBVxFO6xOw6I7GcrYVdAUT+38hvggzcRfZG9reT1MYgU/v7e6HD3JLLUgvaXYhjQ5z6SBUgpYvB4GzfvEiqBVUvxpMJ88tV2j1Ftyd47ohkbiVFiGxkV8baTgGwPG1X1uH99FBfkqxi6hKoi+VMipJcKYO7D+zifWH4KcmTTJLk4O4zuS4xeB/c/QZb3U8HqqQ4PCfmyHnBx++tE8YuVG0LniusW1JJSuxtLiJJyprlFbIoqzVwKdAcNGH1c+Jp5jKs+pLvf3OHLz1c4/A5e/OlWtEVCldbbSxTG7AhDCLNpEmagdqAUfm6YmwsUNLlKtfiGaiUEUiTXa/stdEZ6+bkp/vVZ1ECrBSipMXzbEkpoSBsatHmy2UhUbQUNi1Z5O3tFuZK9lvhltsxLxyBXqhphzC9nLJ2PGF8RJIk4LS9v7fm6PH9/++JE1/j7pvaXLl9Hp36IDT3H2wws+zTCChceE7BlqXJSnLVhy0+vCgxnLiAzQeZvHyDXMgKagDog6ydAzzfcGo1gw/obKcsT3KJkhV1CoDHRCbhnvtrPH+kYtt9RO77NlnbnBn8nCU2L7Im3yIHvjpVaChvVZ7NbtTagrs8AUtLUu0Q9Vyu3dHl3a9r81t/4tHVDmiHWEg6qRjw24u0LJZKRZS+WrIMnq8kWUZFZZ9Nlp6lsUUbJW0gKkyJ1QX2fUmSSLMqFtODcVc/H56TmimILw9etczNYFbiCQG+qxludDi/1ObBQw00DsJEXL6ty9tv1bzptW/8f7dsuerHnE2jh4dluPyWF57z+Y0/C/CCJjfuanN+yeeJlxT17AwoMdglk7v3VkuNfk60vMVfWWeXAsnSsl6+o9UqcOfSqIiwvxW45SDA+0Duv1elYs7qoo5SMa4T8/KU5BPfrGLnr7ggVeF1z4s7RZCZf15WFbfKQM/fFLKkpHuhMFsZs8o6m00ES7UkNRKdKlKVafHU4bte3+GzD1Y5eNYFGWGEJBSu7a0UtjtH0M8n94PMAtrFyGqryzOQy74Wz4FesLrIWD0PPktJAXEx1harmL0EdoQd6imlLQQp3ZexuRVAq7zzyQabUtpWSs/R3HxFj3/2/hVmluGGHZrAGeXo6ToP7I3eUjtycthBN6l6XW6+TJK87PGZpzyePjKCLxWjvqBa032Ladbj6JQqiYMbF/VZuay/B1h74O8xIGMGAg5R1vj9PGoB9AH93Zcng1JFZ3v19Lc0UaXsiXLSbJ64Ze78OVUJX3y0xsEjfe0thCw87+XAsnzBilz36verVMrq3u/VG6zmF7M8kUrpfJ56nh+3ttHLLg15x2vaHPuET5RmozqEoickbgbyomSf5uarTLaUP0AxYiKXKWJAqshs5ERxTayqKeSJzphdZGX5wXRxH+xi1YonSmCXwmZpytkYLXJ/DDgZKwhhLRnd0GXUr/P2G1s4TojvCr74SMDjL1bYfVmKUSHOSEOhMExOLBOcDRj2G9SVy0jFUPc1NR87G9vN2r8c20iQ36V2A9GLSBCZD4W8MAAr6/AL8+askihmUHcXgWbe/6hL4M4DTd2XJqX9evpBZF93uzJjbmmB7rkxx88r/vs9DXrSghtRCi5LwW3fP1Fm6tXD4S+uU8rSpEjR5e1kMFj0ybd7SfM9jqwWT1IXP034++9q8+cPVjk25YBMQCTEwqUrRJETlxewtyjAXNbhGLsSlXeXLlhcWHbP3+sC4MZqcmkQRqCLtF+fjfta+yLgLuNAlzGUW4HtDZ7qfrBZZIRMlTB2aFQiYrdLK26ysNJlZWULga9xmp2U8/Mpn31I8vCBKmsrMBSkVH2ouHYuth2r0G8ikCp3912Y4hOrgE4J1Bf7YgPFoWzpF6tYO09RyvxZ9eWJzNm6SBXqTHsPgtvKEj0YVMpBFnedmGak+d3PNzg364Oy8kRIWcz8LqdE+9MBvnXu+1tK8bJkyRsPBrrtS/vcmAuLP0nisHEi5Eff2eJXP+6xEttRx0ZLQuHY5ECaj5DL03MlkOcypcioCFTxufrsbUyW2SjdnEJkmlz0symiSDCAEda3IoxdRS4A+yoGvxguUtFPDaf5NvCpLPZaTVJJL7JTCOpVh3fc3KGiYloGqjWBM95wabcCfLfB+iHJSFVT9ey0VdvOJYvGXbVampTALMTqFNlgqnCgXC9XMXZ56cq8LuUBOoNMXpInWSOsU+o4ycFdDi5VxtrOwLPNmihpD0fFOH7MZ77k8+FPNwi1a+WJUEghs9K8nQ7wrcry+Xcvn5NXZPGSDi9XNC/s+ClZaHVfoliQuwROwo+/p83Lpzx+/4tWi4MiFZJu5rVWaZ/BRZZZKfRUMbi+VMlcrbsz5tY6cwrm0iS302YsXpTpZQZu0XcS6ozBV2OlLFUvSoCFXLVxX5zYOY1hLOiFdnBTJ3To9FzCyKPV1cwnAc3Ux0E1aYZtzi4mDNc81gzLvhzJQF127xXyoiw5Ml038OFegdUGzFcD8qQ8qWkVsMvZk0yW9HPgNr3klIbTXBzc/d0gnKzvrx9Y2qrl4hL8+TerLIU5uG3lsq+9+2MrBm7O8gW6GJ7FhcguxmaXGh90rn2NrR72B2aKVXrcsrhKFVragHPIS3nXGzp89tEqCy0FMgYjibVLT9jceJEDH/CmDDI5pixPRObiM31visgcpabvETGGIjee57bz7IkoZFzfcEUh6/JERL+yOQB0VrtM+8kIK0dlZqRTeI7dXsYA6ycX6TW79EwP576nJpiekYz506xd7xZjFQYCwRzM2C+Vr7/ltFjZOSdWvc7/TsF6BYtfCJT+2DMzkBbsyxPrPiuaDAYAng2nKWdL8glNqp8tUTl7F4FljFtJ+NL9AU/tr9iRzNJO5pKiL0/K7K3E4OcXr3QwCHpTgtUFeryYPFV2Fkq00cW2L6uZ3E7CcnB0ws17It5+Y4c//LIHKsLSjCQSDt2Mv/Nun1yO9PVRyTpQfM5MsmTAliYPMEVfmuQavJQDz8Genxs9cE5MEZuJEvBzoFO8tiftwuC9n50blLaWjOeWKgzXNDdf6lJrCJzrdiR01iVsbWiWOw5xbFmivIttfg4uRkei9EKUngcusCylqVazeNHL90osvqqTW5SkiioBvQxsmWdP+s/lHdgsuO1YYCXt4PdjZyQf/3Kd6ZZnk/7CFnYcQbFjgxKrWbv/XfMgTqw+Q99CgOd55+L8XiBNyl0/orRxlWXvVKZ9Fk9c1tRSfuDtbR7d73NsRoIXg7Yz/nrIUhw0sHd00X1hyKi3LKEyNpcyS+cZe+5NHpNmz7rsTdGZDpcmA3eJoYF8XswF4C75ZsrSTpQ+T/mz9T+3/b9U256FmUXBNW2XtWs9nC/uhYqK2D06z+Z1humFClFsBXyaZkPTTX9ITFkjsuoXrwY4ZalS3IGDmQfbw2lKwYd5ZYCXurFz5i53fKtV4O4DPGfu/mtHWvb2vJgw1fz2Jxs8vLdie9sy9hYyTw1SbEky0G94EfZm1fvSAndhqnB1NbME+tXTZ/uBp0RrnUkWRWo0Umc+lcThjusifux9TX7pt13CJEvaa0EqPHrajgSSxWcZlCi53yOvaCqrTwa1eC5J8tU2L+yYTIdLSto7Tzb0r6/AduSLctAriturAEr++QqYlRyXJqtuap1vE27szsmJYXrZINwW1102z56dBifsujS7AWapxhuuT1g71qUXKaJYESeSOMmj1Rzw/Q2UBjwVFwE52ZcoX/S+f7wMEDMQZA48r+rjy4FdyBTVZ/B8t+P+4MgyoHUpHZgi86KOn3D/My6ffahKGLp2Mu4q9l7t+b7QXDW4ag0S98WbjsurooGsgduskis5yPvsnQM91baCqEoBZ5I4VKoJ77qjy30Pd/n6007mNZUgJDEOXWH/3cXpqc/kZaejykFtjJUrWX7aShZTAFyUJIsoSRNZxLRlrV1m6tVZJzPwyYobXtt8u90t2ZCkFthJAmFiCCNBJ4QbL3HYMFqh5lZx3nt7RNiNSNodRoYM9apLu+vTixzCSBHHtlU/SgRxIklSYXeAMxR3VP5hykuJWPXhyxJlQI9Bvyev8CmsYsrSLLy+RNGrZMoqaSL7ILevkwLcKmNv101Ybhm+9EiFw+d9W5KX/bmKdhY5xYaoA2PZVpnJBgKj8s3+Fz36grdfRRxgc7GKwcv7YNpRyFJLpFZI7RCHDrvWxrz99g5PHfRZiaQdJ6At0GOh6Jauz+rceLkBA1nypoh+MGz1d6kZorjxLaMOFvJKMqWMgVVEWH4Un6iormYxSQ7sxBAldlsT+wzdSLAcCmKteewlwehDAZvWV3HOzRkWFg1PPqfYuiniXa9ZZGKkTqdnpwb1IpdOz6EXOoTSkCSSRGVjv7QYyAKsfgwCvA/qwei6D+oiyCwxtygFmKI0E88+6/6zMnbHgTK4VUq+M1t/xwILdNeJ0SblD75c4cP31DH51igZe0sh8ESpJL864zMAkpIUyX4oBq7gRUBdYvEBxswL6yU27/tTciaXdkim1ANpQ61TktRBqZQf/44OR6dcPvxZuxLjWIAbIYiEtOYpnbNlpn9XMTlZTjwv3efNB7p47jcbG9EHuhYGYVan//qtjkXGLT8JFzlNg2M17I1jwW2B3Y0sqDuRoJvCcihRbpd339Fhw7DDxi2akRGNE/gugRdQcUY5fTbh1EzKLZc37Z0Re7Q6VRZWqsUlFMIWDmwgmoH8FQCen64C6LLcZTLYm1cAp2Dt1fKkL0v600118Wyli91Wo78bcFbcyaqUKgsulYpx3YSj05LPPlij3fIyt2B/cH/u+R4ILksV1lfMnvTP1Cviu0zc5TdFurDsJMx2pNOmxOalgflyIKNiWTyKU+q1kO+4q8O9j1Q4ej4z72TRoMahm023sr++D/KBOCD7PCqvYMrMSiv6OtzkQM/sGjnIBblEGUz/yezar05KXHD/m8GYL9XGbiSbGHoxrHQFs23JYk/TSzVxIrjtcsOOiSpLSz69tqLngrPQ8lhqO4zUBa+9RjIxCo8ciO14tlTT8A2jNYeucu2MP2N3EZDZSTYyd6H177wyugelyrcCeB6IDA6SKRpSC4miBxi8APhAkJlm+ttuGCvzIDPLmjgqIYw19z1Z45vPBRCooiSPsPMWPUFpWmxpcM1fcOQIF98C3BdlqjLqyznykj/FrJIpeQrRsrcuWFxLhyRMecPVEW+4ucOZrziEmUTJIIYWgsj09bgopw0zJjNkpisBClGwaXGvFDo8Y1mRB5WvHHPpAtgXl3Jm4LyU5EnW9JxquwtgL4V161rsrLRBJ4Ta4ezMCJ++v8JNu2JumBRMTiqciYmdyxON6N4dE51vT8QKH7lX8olvbsYYD08Z9mxu8ePvdGgEEsilQk4GWcdHZrUcTCeWPvyqL1kMeyn/bKCzujz+K9PoxY5iFuT9UWK6YHIrUTLmLqcFZR/cSiVIL+GhZzx+7aNDpNq1TrKCvWWfvcsW3Yx9LkwTigEdWb6h/5ceA/lngc6dfbrsMMznlgzaaXVJqlgW18SJg+el/NwPtTh81uWhpxXaEzZnm6EzQdErrTk5kxuwxKUzkIs+c0vTZ/NyUad/XkyfxYXo58BZHZCb/D7qI1swQJT9nZL7AabFoGDbuoQfe3eTKzZZC7cRLf7k/pgvPjrMcydqXH/j6L3Xb9yxrO68M2p3eieOvTwV/9gnvq546sAoI17AllHJlnGH0XqNkVqFalDqbs7Sdv2JRgz+WWlJ7w+u7w8NyjtyZPlnpcrkoN8kK8eXrLD9LfT6wWUhTXJwy35Rp+89sZtlnV0U/NrHh3j0uZoNLJUL0rakSSmpSIoNpQqgy/42KbkmV6XWvdwj3x9tkXf9C6SUF85yKduAB86V6EuwfCUrT42S/dVNlGKUPBAvSz6MYXwswXc0T73gstyVpWUGQKKR2YzJ8ph+6O9lWr4B+p4ZSqv26sUHVq0+ualsVeXWUNpxoiRJ8pR0mubMbeVJLot8V7BpQjJeH2alNUSzW8PoKpdvhh0bO7gBHDtz5gcef+6pw86f3TuOkII4Skh6IZetlQxVBdVAUa8qJkcVVV+Tarspk5J9c04R9MiSj/gVGbycRTGlO7p/YS4YmL5qWGM/0Mx3GSgFmQM7gpVkSclvolRC6qV8/PNDfO7+GqYsTexMigFL7Gq/d9mCMOCtyb/jK5TrV8uVcsxSgCTPXOS9kkVGpTygp6TDZSnolPkOERItsuyKSJHSIe1q3nVXj5eOt/ngR1wiP6HQCtnSmmhFr7happRBKXnDTb+xOGsEsj5wkxvkDHr1ubmIRLkgg7JqxRuwLpjyDHX7b5S0dYl2V7HvZZfJUUWj6lOrVBiuNxiv9XjHTQqlHIwxOHs2eVZvaYkSEPjWXBV4gmoAjVrKUC2l6qd4Xmq7nMn3d7S5caFzcA/e1QPauwTowaja9CudOTOVdPnFZ1CXAC5MJkvylGBayBQpU5TI5UmMdFK++bTPR79co5dmW6+VAkspRGm+eRnc5TTmKnlS4KSkUVbf4Bf7g9LP88JK4VGhzHpZIJ+n5HSensvBLW1GSxhSKftBp1SkqR1DHLiaH3pbm8f3+Xz9Obuxk40Q+1FhoiW9jMFzeeJgrEWWrFSPXWGsZDGD/wmTWQFy4xVWDRWgL0hgULJ8S4BnmjufXw7W326MQXZSDIZe6FANsv1NXQfXqTE+ElAJXFKtcW69OgYkghidJsSJgzEC1zEEXkolSKn4dm92R2kEJvM/2ENkAYu+CIMXXyIH8kUAnjP76tG5xdSjIptS3sKuD/TVezj2Ny0tHwmOk9IOBb/8e0McP+dh3DJzW/Ye2EuoWFFK+vKiufyLZFFWXcCLwb3M5uRgpp+5KNKDq6TBQMePXJ0bL/tVFFrYwDOJHC5ZH/MLP7zM4z/r0urJPovn6Q7pkGhJF1t0KubmC/uZtBCoLMBE2kLfQOBNrtFLgaZZPZul/1qWsHGx1U2XAJ5oQZySTXcQODH0YuiEmmY7wnetMdAAvdhQr0El0GitcR48NERqXCpqnhu3n+XybTW6oYOj7BQh34txs/HJAEkiiRI7ZUkIx94cAjuht8jjmtKyXWZwc8H7i8mTgR0CSvu+DAC8BO58r8byjrz9PLgdXB9rw3/7dJ3nDvmYAtT9QxbyZHCQ/7dKBV78EK+EZQbLYasC8pJe1aULbS6QKn15qHUWhIqMZMpyRWdyRSi01Bidcu3umJ98T4vf/IQkSrO7WEvrPNQUIM8/lxY2qHW0ZWUjRRHs5SPaZD6lqsTm+fvBjIoZAHrO7KvlSvkGTzXEqSBM7FbevUQQZVkfRxp8Zag44Gfj+DqRYOvGJu98vWDrep9eaHDe/65vp1Gr8dTeF3np0Ge5YVePidGQXpQAdnyZUikCg6skXs2j1a2wYqqWwbPh6vnkJHvXlsuxqzvPV4O4DP7V215cCOzy+zLAC0lSvE6QufauaL7+pM/vf7rOSrdkpiqlBlez90BFNWedVUCn9GwPc6HgLqXDLor3siwpfi4K70XZZWhzzqIEditPjCwzt5UrFuAW3KlWiNShEcT8yHe2efZFj/uekFAVYJLBnU6kQ5ozeZb/1hKcUi5cC2EHb+aOwuw8qAFD1SAhDDY49G+KXKKUV7xy6jQ1EKaC+Z5kKUypuyEVJyU2kKSCLhISh17Poe4J3rDW5Zor38DGLVcT9to4W9Z6+IHPNTsdJkjppR32H+nxkS9XOTsX4Dj2Fku15upLevzw29psnTR4jk/HeH3NnS1J5U7pC/R2CbQXypQym+vSTaBLQDeofAPRnLULkA+COw8spZty6ITDf/9knaMLrhXYq8AtBUVZvryf0AXszSA7XYzBoZQ65CLgXg3mVWxeLtPb91kumFXsXbC5fS2KMci5EUuipU0b2tSdJk0028cS/sH7WpycdjhyTmCcMrhFAXKtJaGwYPawqT8j7VB8U8w0yXektp9Wy9Iwn1Wj44pgU9qzUthoMwLMWVyWuSH7b/USgZb/X3tvHi/ZVZb7f9fac41n7tN9ep6HJN1JpzOREAIEZDQqIIgD1yuicL3qdULRC+pVkHtFUS8qiCiTQkJCgjGEJJB5Tkgn6STdSU/peTjzOTXsYa3fH2vvql11TncCZEDvb30+1VW9azhVez/73e/wvM/bZMuKMX7xDRNsWq5IEpNntm3NoTGbT19fZc/BEg88Kblkn0ep32dqOsauFGNKxYRDVo27n5rmy3cWefCpQSZmPGyrzVSIFew9pLh3xyy/9Y5Zzltj0whtVFYoyH5QzvpKmYks5kfLMQ/I577O5Mrz72v73fnJXJZMUjcmy57ELb/bcWOOTQv+5LNlrr21iLazcrxp6zL+twmu5xPz6fC/u7ZnlifLnsy11qew3F0b2/515o/PY71pswtlx/NtH1zmNFQMoI0VlyLnqiQJthBccWmdqYbkd/6ih+MTAvz0hyjRYckVkpCUzShNus7sI9HBy1EiZShqnYtXcs0KtGOZ7CLXzkqZoDXDhpY5f94yJ4rnaC7fXOd339FgqKdi5vIo2WqbG+lNWP8LEQ/snGTHXk0sQsZmodbQ2KNTFpbnHdt72Lvp6QOrLj96osaKHrB6jRXV2lSO4sT87lgV2bGrTI8nTVNnq7mADmB3uhR5l6PTPSGz2N1uSt7aZxXMDpely//OgVvKGMtOCNFcf3fAtx8I0MJqg1tIstHiMvW7s8lwMhcQZ/6lyG3r4NfkvJFuf/J0xZ5WN8+prPu8wWXqh9MJaJkVg2S7QUIqZXxyKVHaQiiVZlsskljj2BGvPbfBmy6s86UbDZHOtPzQ5a5YaCQRxvdOOgJx0brKtbImIrPgXXJ25HxxOlmZOiv/m/xNqzsoqzM4UtBfFWxdWmFiqsDYhNkfsRIksZG1I42ZlvTGLBkMGFxs3TTY5xxrBgLrk5/8G6548/mTAz1ycuVw9C4RnsRzHHrLFj1li3LBopAOMS4HgoV9kmrRxbJso3CVK8hYHcWYjADVzd3OZz46/et884LsurW2d6QEVXtblhoUJm6IpeIbdwT88aer7DvqmpRgpnFiZd3yFlZW1EldlFaaME0VtlKGuW2tDhKZHYx2j2q+2NNS6LJyjzOJjXmKYh1FNNHNgcnxc7purStnBi6ZDX/SLfevo3KoNb3lhPWrYg4et3jmWcuwQjtih87LjkaQpLhXZBM4c4NlEbmZTV3sR9rc9vQbtT4jH4PkJURsyxR0Cp5goMem4Pk0QpdmZDNbdxibcjk54TI65TAx7TA57fDdXYLjtVWEqud/7Ny59/7LXnmxmdHz+LMNXEdx8EDIVF0z2OtSKgg81/iAx0clo5MxUgqKgUXgydSyG+qsdmhZvKzKaFvtXHXLgtPpupC30nkLTu4A5YPR1IrLzA8XSc7/TpBZzttRHDhp8blriuza40Exs9x223oLk/2xBa1JzJ1aJ/NwT+i87yhWzGO1n8uS5014PnvQtvDd+uGdWuJ5a57/v0olG7RMJ6ql/rjURjxIKIs4VKxbGfKeH5vhwR0O+09IWhJYLQuuM34sYBnLmQaYscjGtLeLPZYwUnF5pYF8gC5F3kdvJ3GsNBUpUhcmDwhjvQAASFZJREFUO9ekMEAXQK2pmZg2dG1Lak6MC06MxSiM6kO5YFEuxqwYmWLx8DhRmBtCNbJoE77vMz0lKPjHWLJAM9wf0Vdt4DizXPVto89XLQl8z8JzBbbVeRnKW+ism0ZaCqtrvHNn9iRllbWsS87/Fjp3AmSBZ+qDi5yLIlLfW6RZFDthfFryV18uc/t23/iXIueapH43mODSgXRicBZcnp5Ulbc0ecC3IN2VRJlv5Z/vIFp1bM+nB/PVzfZ2lQrs6FT9SgnTIWNIWBqpMtkGiUjThiLNjwtlkdQ0l25p8ivvnuF/fVYyUc/AnfniyiAuu0/dujzQo/SlljCELCnAom3wsuJQi8eTc2EsmfZ7yvQXp/GMlfal5pmEzVBRb5op1b1lje3MctdOhSsdBkow2CNZttBm7crVbNi4kUa90Qb4xhULWLxk0c31Y3f82aJz5O8s6h9DyFmeOhRx5W0B0xOa4YrGsSW+a7RSjIC8uclW3rktKG9chrwLojotdAvYaR9efjuZf57Ll2fZlBTUZltqwVNwSyuhLuDvv17ks1cVmUksQ/bPgsoM6Gnu3vjeaU4X42e3fOgOa92Zw21Z5S5/vLVJdFrufIalo01tXuh3sfrIBZqtx93WPFX/1aJ1EmRdP9mIvqzwI4RGpJkVkWhKTsx7f2KW42OSv/5SmXrLB9dmnwEGsimlUciWgTAybmZeapL+wAzIkI5TSf9v0S6eZSeCrY1xac0ISn+5JUTKP9HEiVE7boaKRqjwPYmQsGVNyLLFJ/nKbQV2PVti7wmHyUZA8f7xP9t64aabY3WiDfAlS0c4suO/1batl/t27B7n2vtm2XEg4IndFTwclvZLSoEk8C18T+C7Gt9V7bnu6fg91zEVQ8dqU1bbVlZ3ADrvH7YOb86SQ9t6C6E6rHpmvYVI2hZcJmBrnnza419vLjAd2cbvJhdUStk6QFKYH98tgdzKfXdb6DyYO+5Fx3Pfy8rRUHIBpZ5LlaUN5PxJQkdOvA1smc+Ta43SyihOaYlQGiEsc48miRRlT/HO19a46T6P7btM0QhEjnCF+SJCZxBO0x2ida9THyMBkvR9cW6/ta23aaKwBTjKjCJ3lCCxNG7qp2V+uJVAmGicSNEMod40CmvTs4JqscDahT185KeneXRfjcf3WTy6Z4iv3nZk39fu+J+1u7/2x22AA4xZP0Ol4HPTjrv4/L8/TG8hYHEZ+svQU7bpLduUC5JSoCn4Ct9X+F6C5yWm4umYgbFm9F7SBnjLX07DCpF1Trfv8wBv+eYta9odLGWuSpJa8hTojuaxPS7v/1iVx5920U4K5gzUZNbbavvesgvQeQvdlSJsdfDkwd1he7vM+veK9FxmRXc91QZ8W/lKakOplaqdiciseCfI0/w4WdpQp9ZfpieAhYg0Z66O+NQHJ3nvn1R5/JnUd1NglHpU68o3B9wtn0zmLIFof/f0rE8QqZVva6HYwuTVPQmeNmMLUyqfybzQpkybeC5JFdUsND61hk1/tcjGkTqbl03xjtevwe25HFSds7oBblnDCBnQF1Q4Y5FFf4+x2oXAouhLSgVBMVApwBOKfkzgxQRujOdGaUk/xk2nJLQJT3nXpG2du7EgdPZPTtKgdSJ0AtzwVlKAo5COZkYJ/u7aAtufdEks2bbaWXAps/+bHWysd7sk30pfkS/mtHO47aplzhfJAz17LaJj2/Mz45lrQmo1dVewmX+56MiDdwgFiXY5Pw9ypQ0hTkhj0YUyo7OFNjelLKwkZsv6Jr/0ozU++JcOM0m6k/JWPDvThDLb0yo2uivinvPDcye/SOMLIQnTiL6pBK4QBEoQK02iNSk3MYcJlV7JYuJE0wwtpmdsTkxYlAsBgRuwftMwq5YsIArrrb/cArjv2viuu3t4sLRny/q+lYEbEXgWjgOuo/Edhe8Zqx14hoAVeBF+Cm7XMdp+jp029KZ+eGZxs0Oo9NyfnjVLtPdBnpLYqul1VDVb7okNs4ngc9cWueqWgKZsZ0kyX7Hzca7PEuN3S9pMwe4KXJ5aMocF12mwOoD/fFdmsdqkq3ksOHNdljze8um3lsVWaaNCGoBqoTotulbGZdEWQpuGCS9RvO01DZ561uZzXy8yG4l2fjxNDHZcy/Spfrzu3JS9XaQfAemxMCkbJS0alkWoLRpKEipBrCDRmkSnnfRKEytFFGkaTcVMLTaygo4JPBcOVlmZlPY4jrs7jqO5AF++bIQdj9xw05YNxS8P+KXfb87ux7J8wsh8aSnNlATXSfDdGM+N8T0Dbs8JcZ0I3w0JghAhYuJYGWuRuRuYUdqWm1pELYgjM4cmi8y7D2rbIOTTiMZqC6GRNkyHks9dX+BP/6HCiQk7rbfPA+5UUssEMfP43pzCDcm5KV22qDMg7fjCXd//+SO9DVzaJ34nV0W3fe3845xuiGxRbee6Ka3/K5nKsGlUqngvlGZBX8yH/us0aPinfysyE6Yi4UKn+zBD6unO5MzSYxzxiNaPkK6ZmdTaQ0KgEou4aaNwqXsOoWvTUIKmEkRpsBnF5tZwNHYjC2QFYSJoRhFnykFWjhe/vOf6e29610+8fi7AAYb7E3rK7g3fvCN6y/hobfMbz5ug5AfUGg5xYvw321Z4jlGD8r0Q32sS+A0KhSaT04rte2GqJrjzQY9DoxZW6ldJrVm9LOaSc5sksfF/Vy6O6e3REIGKzMFUGRG/m2qXWfZWBVSAK7juFp+P/kOJY+OWaaRskbZzbkoOvpbI9VpyagJVnhTUsk35K7HI+93Za7pSJ88T6q1GhzzYu6z1fBY8yzxkwWZmUVtuCu2Kp9D5xxKhlXFP0vuMuCXChOHehA/9wgxj05IvX18Ar8sMd3T7dH3prM8sMuDu7UlYsSLGlpok1lx8bsia5VHmeWDZgoMnLe580GNm1mbX0YCpiYAZ36PpOtQTSSMWlBxFMwYnNMclSiTTTUGh2OAtF84ysrC+/cR0cINWqmPfdgC8f8mbee+v/dHdUloPPb6nsvnc9btZOjxF0CjTbPooTZotiSgFBthx0uDgScU37vHYd9jl3kd9GrHN/iMWs7UMDSbFVK3ErPn3mCTRSEuxbUvI0uGYNSMRr9sa4diKwFcmjglNVqoTQbqFPukKdh+0+eL1BY6esNN8dwbkXN6bDOzmu5gIPgdu8pZbd1jvFrBbgO4Ceff21uvbB/57DTnb8Wb7Ut8NanL58UxTcM5JkKPXtk6GeZiIQqR+ecvCa1SoGB6Iefcba9y73WHPYQcc1QXu3A9UGEBLjR8kOLbm8q0ha0Yilg3HnLclNM0PCaweTuipQKubWcBsXbLv0iaNRHP3oy77D9lce0+JA6MlpqYL1F2Xmi8p2Rrf0igtmYoV9ajOtsVTvH6bz3RdPIT45t1v+ok/PDXAAX72zX1IKXhg+zjHxm1+/VMB739LyJIBG4XGd0MqpRqTMw1ueljwL7eUOTjm88yzRUJltFRaObhKmjvVCaiYyWbCg0+ngyBRPL4vwBKK/p6YFSMxRU/xo5fWOWtNxBmrYsqBQsftS3SGLukI9hyy+J+fKnPrQ56xMB0uSYZC2QY5pthgyXzzcDfrsetG5+PsyjJne3fSuxsAp0Pz3IftbXmLnU8ZZnnw7GRouSztiib50ngO2GSBac5nJ3NhhGoTupqay85p8kcfmOYPPlVm72E754+nP1xriASlgmLThoizVkdc8aoGBVexaiSmr0eZLjEn/VtKEkcutRkrVQAwEyuEEKxYYGocaxYoEtXk7Zc1OToxxpduLnPb9h5OTJdpBA5VRyA0LB6u86s/eowb73O56eEFlPuXz2MR5wH4tgt+BMuyw5OTX+QvvzRAs1Ziz8GInkJEb3WaUjDDyakGH/1ykWtv62G0ViKRLo5t4ToCzzefo4BYQ6RAKYVWMVgxOHHad5XQTFs2aidtDpzQSK2471GPgUrCK85r8J43NrjwjBDLyo6yEd/ff8ziw39b5qqbAkIh2w51KyrMe9Nt650VHPI+97zya/nzifZHdfyJ+da8mcJTI3xeymwO0PknOgPLtg+bPZ6voRctyet9K21yPELPZ9HbfjpaoRQEtubtlzdINPzBX5d59oRNpo4vlOEgXXB2xHveVOfibQ0Gy4qeQJkTTQmSFMSNWjp6RVttXfPENrM/lZUKSJkdb6rgMeuXxJyxMuS8jZN8/bYaf/rlfg5P9uIKn4VFxbrBAsv7h3nnqyd55NAAl192eZgk8XMD3CsuAEq/fbK2fkNfYfLSpUsVjvSQcgzfrXHNXYr//dUF7D7ag8KnXJSmq8LK5IV1i1zTTKCRCGqJRV1JtLJBxSASY9Vlat11YnaqVow1JGO1hH3/ZnPtdwLe85Ya//1nZlnSa9J4zx6z+OAnS1x9i09IitIM0CIPaJl73MlTzvgRnd05es62DOQdmBadkJ2/ZG/cFCFOZ75pAbMT5Glg2QopM3BnFlm3gJ0Rm9ogz6xxZ0m//f55rLnutOYm1ShBJ6jEJAbe+boGthT87idLPHvcFMmW9Gl+5Wdmec+bapSLCicdXB+HFnELzBKtLVoC/ro9zDZObMLYJo5tMwdUpUlWkdE9EhwnpuA3eedlDS7cdJyPf7XB1XcvItEOOpTctb3Klg29/Phlq24bWLzot6Nafc7+tbo3/OEffpTN57wi9F33Il8f2bJhWV2uXTbNQN8YtzwS8+F/WsCzJ/opBy6DgaDX11Q8RdnVFF1NwYXAAdfSZp5keuCVFsTksxtpZTHvVmQVFWkqYvUGbH/a5sHHHQZ7FNqGD3+qxNdu8ghbXcBZfi+f+844J21fPKPFZtRYO9c13xa2n2f2fLZd0GYCZttbzMDcEC7RySQ0bVtdbMIuJqFofd487MLW57b/36EAJmgphuXpyS2ymmyfuN1z4OflB+WKaSINYKUQrF+dsKBfsWOnzXlbYj72qzNccWmDajFBJKBii0TZ6HTqRKJsEmWnFttGaZs4sYhVCu7Iodl0qTddak2PetOhETo0I/NcFDvmNZFLkrgM9QrOW1fjwPGEJw8GRKGk3lA4bjVZv3bdzfXxvV9bvWrdc1vwzCo5Yvr9F2xJtnny6JaGmuXvrre56vZFTM2WWdarKDgKzzKaOa6lW8DIc8jrEchG2lunTDUrVBKdjQXASosGylh2HYNKw2+hwBLUQsmt9/jsO2zxis0R19zkGcvdYWLzaauuW2paWynB7K35TMkprPBp3ZL5ySRzP+N5Lt021XOte+eloYOLYl6YZmG0yPnouVvr8/I+evY32+F163lh8uStC5A2hc0fv7yBVvCKLRErl8VQTw9bKuWsUlAnLf/aaklbZA3R2UjyKLapN11mGy71pk0ctxsYLKmx0nmmjq3wHI+ZWkBvuc6H3lVj/dLD3HBfhX1jPpUjg4+dfWzm/SND5Xn367wA/7G3vo6rr/l8cjJcpXfsPMCtO2we3tHDcMVi3WCCZ5OOxs7mZqbjTjIDjRFtma6ZmfeE+QyGIeYILdBY6SUsLQVnsr4q4z2kiV1HsXZZwlte3aQRCq75tk+iRO76kwe17sz3pauVKBTt++5sbnfwKLrQLuZ7Tce5lkulfD8gT//J+9GdNNmuE0HkNQTbWRU6wE+n25K9tuWY5T63IxvYzuIIaXoj/+07Pt/4jsdQr2LlopiM25qV/ZPUOhvLLVtBZNuVyorw5jtFscPkjMfUjE2sTGxguOCmgcYQ90xq2rEVkzM+lWKBX3nrFNvWjHPfk4Ocv22JbibTyaYtP/r8AQ6wecvrCcPaV57Zt2vtkaMTxTNHLPpLGtfOjTORZm69GRArOwZVIWAgTpjcFzIxKqilVURbpEmP9O8kQKQksRZo4aZHOBWnSQzY33hxk4//92k2rI3Zti7CknD1t30iJedxsuZPY3QUcvIg77q13tWR9psPs+K0f/X7XfNRZ0/1uvn0IFuZEboBnb1AtD4gA96pvr3GXPWiBK76js/v/XWJZ5+12LHP5uO/KnjzK+om25cI41+now3jxDYjD3MCn61eAKGwbIVtJxwdc9h9sGLUbxGtob6OZeXGr+ezXeA6BUYnCyweGOP40qVcfMGbcGz3lPvplABftWKB/vxXrvmrUvXM9y/vuae4fIFNqWBahBrNhChSZo6hJdJJbEYwyIwcBN+BoT7FmpVT/PV1MDFaRdoOrgQ/VW0VwliaWArqStDA+GsgjeWONW9+ZYOPfmCKjcsjdE2wYmHMb/zcDN99ymHXXglBVjXL+C1zMtg5q9um47Z2eteruy36886gvASrbdnbaZWWQmxLeEnPuQK03BctOp7L0p5tYz/3pBUe7Nln84l/LrL/sA0BPLnX5YN/XUZpzVtfUUclGh2Llgh/FDvEidUu2qXAttMpG57T5PB4wlduLTExGjPYI3AdietIHEfg2qJ1b6etkGEsqDfM7ywVbJYMw/mbN05qWfqbRPinNAmnBDjAuZs3U5uZJhx/ip7CDEN9DaZrCQ8/5VETJi3o2tLcuwLPAd/VBL6mUoxZ2N/g1YtnkE6N3/uMRwMHV2oCS7d6IAXm8uclmkkks8pE3SSKN19S46Pvn+KMFRE6TPMKEZyxPOZ//NQsH/l0maMTMh2Be4ol5na/5zMh81nuDr+8C9Pd+fEXBfAtVyHX0dOB9AyonWDu4N9m4M4Ve7L30rLy+c8VOQ6cblEhDp+0+MSXCzyxzzYReiq9u2OPx+/93yoCeNMFTXPBVca3boSpFc/GiEuNbSUmtiMGEfI31wRceVuRdUMRYQSlQOJ7Fr5rgO66Ka5sk0efbSY8/HTITA0GK4ITk31sOnfjZNI4+i+Di1accleeFuADAyPNKHjil97y6sKVM1NPFZ88ALduL6NDm1JgUwgsAte0tvmuJvBMJbIYJFSLIb2VWUqFJsN9huboCAgsjW9rXMuIWwphyDReYibkNiJBohLecOEMH3v/BBuXJcQN2drxWmsCV/Hmy+rc+rDLv37L7jy6GQeiCzBzws/50n3zezedK6NEt14yr8P+A605pKr8z8vijDlJ9FxTBDnLLbK0Yr5Kmv2dLovdugqmVzkLbn3A5fpvB9RDC9xc4cyFHXttPvh/JZJxXrdVobWkGbnUGx5RbLfGClqWQtlmpzl2hFKSY6OCmYbm+KzElgnNUFHwNYFnZNg8V+K5BvACQW9Z8aqt03znkZC7dxegd9XssUnxS2tWL2yebl+eFuDVwkHl9o88cFBcOvW/v/hYcefeCn0Fl5EBh1LRohQIAk8T+IrA1QQpjbZUiKgU6/RVp0l0nb/9Rh+z2qPX1hQcozXvORon1/YWJ+bgjNUTXr1tkj/75WnWLbFoNhzTFphyvyUJKlSM9Cdc8doG33nQ49i4TCcmzUNVzD2cD+T559oHd+7KW//5npvvb0DXySToDOrIg64rMzIv8NMAslXGF60P0inI8/TbVoA5h0Nyih+S+0bSgaNjFtfe7HN4zE7BnadAmPjnif0uv/UpG/3L45y/Dmp1n8kZnzhJaw+WxrGVSQqgsS0X33N431tmufHhGY7N9GELiyhJzJydSKddY4rA02l2xcKxbRYvqPBLb5nkmWOTnHPB+VODg0seeGLfccVp1mkBLp2FQHDyyb1737Zi2atvdaJHnSXDLo5tZtX7rqLgm1vgxRT8mEIQUQoa9FZmCfwp/vGbLo/s7sGzbcqOpuBoCq7GszWunWVhDAgKPqxc2uAjPxexbLDI9Ayt1rRMucqUaSKkUizqjxnsURwbSw+mmB8dnWnBrudECx5z+SV0vUcwx2U53RJdSJ+Taewwp8/5aR3RZKefnX9/rvBD18Xt+XxnUksu4cSExeHRNCaSmRJv1rydPnYEO4+U+d3PlvjwuxuU3RKzDcc0lVgqZaCmANcmF+81fc5cGfGLbzjJ31/vcmi6TKwsokQRxppCRIs9GMWSKFJMzQgOnbAZ7KnwmksviFYMR28bWFg9mcTuaX/PaQHuOAUOHzrAOZvWH1o+qPY8s/iJdRYnmJwpMTFdpBQklAID7MCPKfgRxaBBT3kWx57mM9db/J9/XUA9KjFUhJJrwF3wNL5jfHbXMW1InmtkKrZugJI7yMmJJq4T4dgRthWjrRjLeOwIFCrUvGJDxFteVWfHATdNkelTWthuxaRcinxuTyWc3l2Zz515kVZe/KcjjZcDdLZxrvvR7WeTWnlxSrBnRR8VC6671eeuJz3D0mxZb8dIb0gHKS1cS1C2NY1pm3+5ocrZawJ6KoLAVXiuxnNMD0GiBKTz6C2hqFYSfvtdU9jWEf7vdXBwqkQjlvSkVrwRaQoexElCkmjG6pqT0xGL+sucd8lZe9zC+kP7nz3A8mVLT7v/TgtwAMe2EI2r968a6Xnv3gNLbv/yNeOsX+wwMqjoLUeUik0KXkTghxSDJsWgRqxqfO5Gm098dZjxZpWhkqDqKkpptTNwRXoZEvieIPBsigWL/qpAK4eTkwV6SoJCkCtM5A6nEJokUThOwpsuanL9bRGP7rHASw9nPqfbPrJzyu/dECFnzbMrveh+TQcYeP7m/PtZuutB3o/OuTtz35PRaOlIGebfP/f8bV9KpKPZvs/m3+/y0LE0I14ygKfaMtKyCCxB1VZUXU1f0UhGHB8zg7BKBcsYMj+dtZoNFxaiVWHtrSh+9e0zxPFhPn/TECdmy9Rim6qnKacgjxIzMGH1IptXDc/i9Cxjx4GZ9z6w8+b97/yRi55zFz4nwAcXLGKmNoMMikeC4j13rFo0eslAdZYlC+os6J2hWGjiuSGe28R1mjy0K+Ez1xe46cF+RutVBoqSXk9R9jVFT1PwBIEnCFyJ75lGZiO2LygFCmlBFEvCyMaxkzQH2u6kV1IhlEQIC0gY6E2o+OlIgDlhVCc4u1OE3Ud5Pj+drvuXLkvYLrRkwJ2TKenw4ztThO2X5rMo7W8/n6/fKs9bMNWwODlum/e0KBA2CAchLVwhKKYZMd828ZRSMNuIse00L54Y3XEzNMvQNegwVpreiuA3fnKGs9Yc4h+u7+O+J3uYrnn4jqTgCEqeph5qLBEz1DfM6847545NZ154pBnW8L3ic+7F5wQ4QKlQYsdj9z8z1F/5q1dfvPoSNXMz5UqTxK4R6pAkihmvKb55n8OVt/Zw92P9eKUCQyXRAe6iJwh8QeBJAs+khQLfougLioHG90zFSkAqeyBbcmRGRDKdCSlSgn4sGago1q+JuP9pn1DpnC/SkQBrbe5gC2ryVPFuDLT/fxpkv1iAnydknmvR5/1vPssiWhTSOZzyrqti9kHC0jSb8OTTNienrNb4wbwygRCipQJmpRLKYOgZzVBRa8QpZcPKTWs2j7vjAa0FPWXBz75umtUjx/nqrTPceG+ZWuigpSS2LI7XHCb3w3nnn4u0K391/wMPPnP+edue1358XgAHcItLQFYfGFky/vVdT+264ovX7uH49ABREqOjJvVGwn07C9SiEkHVp8+jBe6Spyn4IrXexmoHnpU+NuAupJkY104lJlok/rS9qiWDIFPOsiSJJP39MVs2hlx9s2asYaie8wWbnSX1zlL7nG3zPJ/H0pxOHvHCAn0uL6XTB2+n93LBZIsCqzuCz3bKUORclrkrr+A72RRsf8JlbNSGUnfbn2ip8Wa/W2P4RmGsaYYmLShFkn5Xq8VX76b05o1KlEi2rpnhrJUzXPGKOrWGTTP0aYQFDp2UjNY2snHD+q9v2LDygebs1PPel88b4GtWLkSHe/bjnPur1930uCWS6C0njjbZeVgwOpugVQiuhVdw6fWgJwO3D0VPUPCFAbUvO8Bd8KHoawqewncTo7GS6hrmW8baBzCjYiqUkJBAb1Hh+wnUndP+hvmLNvqU4NTd7xPzP/9iLz3P4/yIk/m7JdrtbG3y7XOfhgJoNiRjMxl1MZ8eTEWT0tdlPaBxKlQfpjMspVSIDp5LZslzszlz3zkfsBd9i0vOiokjl/GpCk/tK9FsVDj7jKFvLFxx3q9+94lDz56zafHz3nfPG+AAwl3J/j23Pfu2N215/LGRo2+ZmZlk5UKfb+2oc2xcIh2bki2oOgklr+2WFHwz1MqA205dFCj4Or2ZTn0/HZXiOElr3ryQbYusAZ3OlEkF3kiaFm84L+RzqyMOP+DNe8Q6Zdc689LZMT9VinBeBMDpvJYXbXU6XW0+uHkun0LM9Wq2zH7XiaLnntppOMrjzzjccJ+f9mK2hDRaO0SQinBqiDTYyoDbzii8rVe0GWLGkqdXYqyWBc8qxzLlgNvpwN7j44pbH+yhGUfsG+9jzeZzHz+y955nX/uq5w4s8+t7AjjA0hX9wMI/e2D77pUXbo5+sq9yhJ1HaySxZKrhEtiSQpotKfoG3MXA6nBLCj4EXuqWeCoFuEk1Zh37rmP0Vaw0uMwOSjbJQAgLLRJ0IugtxgRetkM7D1l2iPJkK+h0K/J9lqcq5uRB8JIvffqnsiJP1uDQpgbm3DxyFdLc/zuKP6lyWK0pmJxNZXZbvncmxZG6JCm4RZJJH5Om6vPRb/c4ctpWXFutHSrTUr7nRFSKionZiINjNlffrThn9QJeed7Kr1DY8GfUD3/Pu+57BrgQZ3DlNTdMlsubfn462j6y/bvOxa/d3MOKJYf4n58v4QkrzXWLNHg0WZLMghc8MyCoDfDE5NG9VIbCifCcGMeJW7JvmSXND1qSmauiJYkyFVUhdM6SzWNjRWaLdIeVbgNbz3nt86n9vWQrX6U8zffp1C5s++FZ5073R2rdepch04V5mbvOBu4sWDeTsM3MnEhro2OSTkQz1l2nsy9Vet+WqFCpX65TlTFLalzbISnYjE4J/viLg6wY7OdHzovxgpk7z9646edPjt5RO+uiH/med9n3DHCAt//YG7jljodr2857Z2ir69i47AChtKgUJV6kKXpQCgy4zc0m8Iy/nVntwFcUvITANwJCmYiQ70a4bohtJSB0mmKSrUBJKXNJU0KmU8Ykrg0/+8Y6dz5U5PA0qbyp+a5G+bRzTlBrdbkq8yZM5kklvlyrO++dT6rkU4XkgZ0jUeV54VnBpyObIuHopOTz/x5AkrPgMtcVlSq0RTod7ac1tRhmpaCYCEqpQI85btrcWmNVjFKs2Z5mVbDM59qKUtFFhx7Hx20OHLJ480ULeefb3hgKWa+dtfV7Bzd8nwAHuOCc9Wit7l81uPbCf7rmQHD9vYM0ZjwW9iuT0y5YlAppwt8Xxtf2FIGvU2AnBF6UFokifK9JKWhS8BtIGSJkgkAQRh71pk+SWCk/WaR8fIVUpolVIxjqNXIF7SVa/neHdC+0xXxylrDbPZnz+KVc4vT/78j4t+PIjkKOeWHKXcn3aJJdCfOvTS27gDCB42OZ/qBsleUtKfClKWqqFNw6ihBJAyUUdWFTb3rUXIuKbxErRZICOlHaTC1OFEmiW9uUMn65EBLLtvGnPRYPFfjgO+vc8t0mds+mul3YeL+Uku93fd8ALxYLaD36IbnsUt1XPfrrnrXLL3uKagGqRZtqyaZcNAWcPLDz0m8FPyTwQwp+k3KhDqLGjmcVdzzmkiQOw30Jl5yZUPQkYeSgAUsqsuZUKRW2lkYbOyFn3rKoslNwvWOsxnypwFOk++YolOVA1LKqL+BZcKo4oFV4P4VP3iZc6Vag2aE4S44Tnj1uddy0/65sqRSkIxalIJBQTPtsFRA3ob9nlss3n2BhX0KYCO5+tMhjByqcnCnQ9C0ipY3WYOtmSHVxAnGsiWNNktgpyG08W9NXdpmeVaxfubFx8WWv+stapH9/0eBzF3ROtb5vgAMI0a+aR67+yI9cNBA9e2L8g3ffO+EOVGz6qg7VkqRShGKQEHiZrmFM4JpsSeBFBH6Tot+gUpolTup86jqfa2/v4YHdVQQOg5WQj/zcJJed5dEIXSwrwbVNftWSKs2Jd5/dOXAL0ZZpo+2mtNwVcgHmKbIn81bCTwWu7m35SmMOl6ctLLU2dzZjdPy00/z9tluS9WjmQU5bpFNm4E7IdFQ6zH9LHczClYKCpSnYpmppCUMuvPSchD/6OU1fRSBExKN7R7nmzmn+9pp+JmarhMo1PrpSxCm4wxjCOKEZS8LIEKoMd1wicOituEyrwXD/2KKP7/yXh/7kj3/rDadlCz7X+oEADvAPN4ZhoTTwsaHeenjhGdEfOVYiB3slPSXDCw/8hMA1moauE+M5Cb5nZN+KQZ1qaYabHlRceVuV6+4bpNkosrBH0BtoCk7Anv0BwxVJtWTIXMoLEUJhWRZOqwCUg0KuAVlAbmpxu6I5p2WN+Uv3kLPwOsdGfR4rn6/Oo68brO1vq5/z0zqyPrnvR/5v0emrmybifEdP93Rk2U7f6fa3yaqXQgpcaXj8BdsQ5QquZkVBsnaol4NHC5ycaFIuNFi3eJZf//EaG5ce46u31rjh/iES5RMqmTIFwY/NlGK3qai7glpTU2+qtJteEqs+tWHTkj+66ILiJyYnxsI//gHx+QMD/APveScP3vuturdqw9cPH+75w11P3s+yhTGem+qGu0Y33LIUtq1w7RjPDQn8Bj3lGW55SPPhzw7w6LP9FAs+I72avkDRW9AM9FgI7XF0VCIIjWaGZcT2s6bW7KBYFmnTb2Z52vMvO/QIZZcfns+R5xDTYWW7XJC2NkkbvO3cxvdZABJzrx75s6Et0Na58mnCVvVFk+qbQH4MSjZiUIr2PE2dTktW2ujsap2QJNmnSywhcIVxTTzb0J2rBcFQr4VKPJ456DLU5xKGDmFk01N2ePul05y1apwkVtz44CCxLhAmkkqi8WPdGvRlunU0rp1wfEIx3CdZte4cHcuRrz/2ZKP+1jf/6A8Kzx8c4AALFy0hKC14uloJ3l8uTf/tvj23y4E+zcL+BNdupnPHLRAaSyb4XpNyYZabHhL8wWcGefTgAOWyy5Cv6Q0U1YKmpyioFCw8V5Ik0IwEUWQRx9JwVFTbcgsNuw/Z1KJ2akt0TC/OCamLtj5ItyXPMHVad/pU/u/3wLk+5ZonqG353R3b5/6V9snVLomrNAIVinRWTyqQn2amlNDpqMH0pgQFW7NqJOLhp9t/00pTeXYmE+KYXtxGqJmcsUzTb67SnCSSVQun+dNfnEQKxQ0PDjDpl2gkFp6VivArhVYaz5KM9EWsWBRy5tkXqUWLV7//rI3Lnj54+MQLAc0XBuAjSzfQnH4i7F257bN/9dUnCqNHR/7izVv3cO9TMc8cgfe+aYoVQ5IosbEsRcGvc+uj8AefGeCR/f1USi5DvqLX15R9TdkXFANJ4BvtZyFIrUzu0poebiFAJZorb/E5Pp2OLREWUho/0cksuMzGAHbOaWwNKuX0/m2LydfKyZMWPdLiisg/+YPv0261227wz3citvLeIgO4AbUCUBKBIslGrye6RV6zlAnUk8RioCx4+2saXHlH+qtzgXne1dNKE8VQawhmaha25SCl7tgFa0bgj987RZTAzY9AXRdoJBYiiVizcJL/+sY6Tx8usGd/gfddUeLMTbXf+OgD5342KD6dXHzephcCmi8MwAG88kZ27T2W/NJP/8Tuxtj90zfc9LXyV29p4NlFbl8csuz1k7jSx3Vinj6S8H++2Md39/RTrngMepqqrykFmmIgWnwVzzWNzaZk38lAygozUpgAphZmkxxshJA4AjyhcWQ6q1Nm8zw7NcE7wNQNlszvSO91N7i7UnMdUmnfC8i7Mzo536gNaN16rtsHnwv0NJWqDYU1G9Gd1XUFtOfZK02iDFszURZoi8BRODIhUvNnbLLJZ1GkaISSWkNg2xZSOh1qWUJoNixP+M13T3P4mMcTh220Y1GWs1y2ucnW5b2ct7rGbY+5RP4V08Orzt79vxcdTbzC2hcKli8cwAH6qgX6e/d+g8UbP3B0rPaXE5P39m1cehy/aHH/ExXOW6eJUNz5XY/7nq7iBx59nqbiqxZXPOOLZ+MK3VRkKC87JlvT1jS+H/Od71rsetYjmz8vpTQ5W2kAbnw+3Rrqmpdka2dV5nFNctawA9zkLfj8K+uGf6784ZyMSs4X7wgqc8+ZjbrrZGh9ZWhZ7UwfMaURK4kmHV8iNCKx0gl4FolSRhBTWaxdGvHKs+rc8lAJ5WoSLdJqZDsHHicQxcqM9wsldkNiWxaWdMx0vVRj0JuOOGfVJBecXWfniV4saXPOes2BYwX+5qqA12xbxGtedclYz/DmX/v3e8a+8Zotgy8kJF9YgA/0GfmsqcnpL1y47XK7HLh/9sj2awdvuX2YV5xpMzo8Qbk4xoGjgqmZAsODgh4vI2bRptN6xvf2HIFjaxw7HfeXm45sCcNf0DLhoWccToy6IByEZeOl2ituOkXQTmUqMoALmXNNnqMWr+dzS7rB3e1/50lQp0mSz2eJRdshmic20J3W/lRJ+9RdUqnHoJOUxyMUlpZ0XAlz49EtaZSphvpjtq5pcMuDMUolRMppleITZVTL4sSk+JqRotGUOJbAsSSWNCAXwtBmbSth8cIaS4c1nmfT51os6+nlgjOa7B+VrN548Ynztl72O2EYfeGMlStfSDgCna2KL9iqVMscHK19rm/k/N+tqVecOGetjevGHDhaot50SaSN5zn0uppyB7gFfioX4KUCQq5jurId20h4ZTvNsgx35dBRzT2P+ExFHjgutpQULKN260rTaeLIFOjSzD/PRoa3hkFklrGbjJ+772jk1W32Xgf3Wuee6xQjOe3+6hyl2H016ZrRmWW6BW0rTj7NmNNKaQWUgiQRqbKrCdSjWKb32TYjjhlGLoFtccGWBksW1tFhQqg0kRJEylhuY701YayIIkUzUtRDqDUlsw2L2brNbN1mpuYyW/dp1AvoxKLgwPJBqEeKh3cG/Pjl5554/eVbf9dxxz9XKpdeDCi+OAAHWLesj4kD93z24s3V3964rjx23w4YnXQ5Mmpx95Nl+kuSvoKiHJCyDjOeuLHeritwHW1udgZykyK003GFnhNyy0MOdz5aAukjLZuC1ASWwrfM+1zLpKMcy4DdTrMBLRXZLtdkLvstz0XPAVrlwZ1NIm6fId28kVODOwds6ARzdstmjHZXYmnzazK12PzVJhvrHStJnLRvUWyZW2IRJTZRnN2Momscu1x8RsJrt85A3CRMFI1EELVuumXBw1gThopmqKk3od4QzDYks3Wb6ZrL5KzP6GSZ89drRvpD+suCc9Yp7FLf2NOHB377q1976LNCDL9YMJyr7PdCrs989kv8zE9f9GgzqRwouJXXjQzs8771iObbD/SxrFfQX8ZkSzyTMSn4NoFnpY3IhlJrbm06beCFBJ6ZMnFwNOQT/1Lmsb1VCAoEtkXFMQUJzzGyFBm4jX5iZsHnKdMz187OFcYXc/LnUogUXILWiG/ZKZecPSelbMkit2WaT3WfT2vm0puZrLLMxmGnDQZdll+nxLQk7YhKVHuOfX78oPmdonWiZFOK+8oxrhdxz6MeY9M+0rHwLKMkbEtaYquWNKV9IbLJlm1nSylJnKrJLh+Oma5HPPq0xTnr10yvXj30gUTUvvTT73jHi9o38oL64POtojusSl71Kws27493PTvyz9fdNuYv77VYNigoF2ziRGHbgoJvU/TTwNIxo8Idy7SwuU52Mzxx3w2RMuQ7D9vct7MEboBrW5TsFNy2xrMxlj91TezsQGQASPPESZI+pm2RW8DPRjWmas8qS5FBpzXPPJIs6ZB7ziAodwp1Oc752uEcKeeWjjft4JP2BGijA646qAdZ0UelFtyIy2fTHWi9z1Ymw9IWIcoArpDSod7w2La2xmVbp9h/U5F67FCLBUEscGPwYo2buipRZOIjk11JabVSEseCsSmL6Zohyr3p3Ek8f7jREIO/4DL0tenZ2R+oDP981otqwQE+/Y9f5ad+7jy9YEQ/NTFeeWKg7L91emLKPnONx4L+mEMnNK5t01+1qZQErmsslGMbObiCrygECcUgpOCHFPwG5VKN4zMhf/e1Mg/t6kUWfMqOMNY7Ff5sgdxJrbgj0oDTWHGZHm1j5cwt81c7ZCpyuWhzE10lftFB4jIW3dzmCOCnt26L3WHRRfu+ZallW3/dskj/344jZOuxbs9mVaZpO4olUWIRJ6ZAFucA30FzyP+uNCaolhNiHXH/Iw7jsx7YJoB3UzfPtgVOehMI4lgTRuYkLhWgEDTYsTdmbNLBdxQzam2j0jP8025FXqOZTH7hZ3/mxYbfi+eD59elr/wVZk8EyZveNHT1wqHFP3vJeStrZ6ycIZHjTNYTAs9iqE+zfGGTatGIMSptgkEnHVvouymltlBnttHgU18LuPb+XigEBLakbGuClvXWeA5GDNRJ9VccgZdqsQSuERtyUh6/0hAngigx/YUmYyDSIaSd/niHb06b2D/XmmuyqWXzXYNbOW26/e7cZAbZZc1Fznqnj01mSaWzbRSOZdr9pDRc+iiWNENJvWlujVBSDy0aTYtGaNGMbJqhTRha5j6yCSOXZugyOxvwxm2KX/6JMQYLU8w2YiZDQS0UprIc63RSG7iOZKqWcOBYyMnxiHodysWIxJrk4d01GiyvDQws/tmf+7PXXF2bLCf/5V3vfSmg9+Jb8Gx96jPXsnT52/j591z5xPK+TXt3HGy+9l9uDP2q57NphcWG5XV6qie5c7tgpuZSKQrKRUW5EFEqhpQKDXpKs4RJjU9e6fKXVw8SUcFzXaoOlGxN4Gh8B3wXfDunmuVkss5GDddxjFyc1qTRv6AZG2C35FVIfe4O8KWWX3ZvF7n79jiTztEl5Ky46SGwcpbb6v5/vjCVv6Vlc5lqaVu2Nvcp18e2zP9BEEY20zWb2YZFMxTEsSBOTEalTbAipR+L9ErV9scR5up33qYGQoY8utNlIvRwLIlvmSuk7wpKgc3IkMVg/ywP7o6YrUl8V7KwX7B1wzRWcXhy//jK933gvz7xlbu+onnHT7z9pYLdSwdwgOuuvYpf/ulf4Wc+seJxNxg6vHH54lcuG6wX1i6ZoFgc5dM3WOx4pshIn0VfVdJXjqmWQ6qlOv3VGWI9zV9c6fCJKweJZAXH9ak4GM1D14A78FKQe22r7bkS35GpYmmmWmrhudCIYw6Mw0TdNiL8Gbi7wCtzgalMg818VVEIkSNxpUFXHtzCDAbIXJQ2qLOsTgpmKwWuxRz3o+2ymNfYrayQSueXJrhuRDEIsa2Io6MuR0d9ZuqSZmgyIEmSac7QEXDmT9h8YKsxKdaLz6qBCHnkKZepptGn9C1jTEqBRW/FYtvGJstGxrlvl8XUJPT39XPe1q2jl1/Q+2tvfVP0pTExxPve8+6XEnIvfpDZvYbX/DcArpqY/LyUtr1/990f27Hj6sEvXJfw8JN9bF0hKRUtioGiGMSUgyb91RkiNc0nv+bzl9cMEttFHMelaEMx5Sh7KTPNs8FzRKozbay2YwszgSIV6bcts61aElywZZxr7mny7/f34rouFVdQzEaFp/yLjqBS0C6gpC4LmGnX2eSV1jjt06QL50sJSqE72usyglh60cilCjsHS9l2RkWOCfwmBb/ONx+wuO72gB4/plK0cGzZ+t22bUDrOmlbmW5/l9aVw1JY0kk1aiDQgg9c0UDro/zVlXB8ukpgm2aWWiNhetbm2GiBSzZNIeVR7t2xgvVnXHRi2bqLPxhF8eeFqLzUUHt5AJ6tnp4qY5Mz/7h41UXisQP1j+4fu21wYaXGgl6LgR5BfzWkt9JgqH8axRR//rUSf3ftAqTtU7Jli6Ps29oUdWyN69Dys/3UcmeTA+wU2G4q+lkMNEO9ik2rYM3SCeKoybe2L2BSeFhCpJkXPYdXYjwY49+a8rfx4xNl7KCQuiOrktX4OzDe5fK0wNyVAswmqWXT07rTmplQj4lVDEvT92a49dGEj351IbPjPpuXRsSxouBb6QQFmbICBVFMatFl68SR0lQjbctOfXkbrSCMHTzH531vbqDVcT75NTg0WcG1JIFrZLMPn7Doq5TYts7h4osuPbFuw4W/q3X8j0Hh5QE3vIwAB+irltB66rM/8fpLYqmLf3HfXXf1LqhOs2ZJjZUjU1RK0zTiaf7m38p8/lsL6S04FB0T2ERm4nercONY4NrG3/a9VPcwLRqZDIrxu81JoCgXFIEfU2/YnLnc4acun+LhnQWO1lyatiDQnWqt+XReVq1U+bwhZriWVCadqGTaYS51xzSFTsutU7XVnDuSuid25pakwWT2/qynMt9NKaXCshICP2Q2bPKvN/fy1O4e1i2U1EPFbN0QvJPEiFlmQ8MiRxCn+XEwJ5NtWbiOMlmX9Ka1Q9S0mEgkgRfz7tfMACf51DcEu8dKTNahEUZ4rmDp4qWsXbBtvOle/FtP7Xf+ecOK08sbv9jrZQU4gBAV6vXoC5dfvG1MNk+uWjpc//iz+250vvtMg0vOavD1u32+9K0FLPAdRqoK24KDEzA+LSnYBjKWUB0ADzxJIbAp+BLfE3i28VnNtIG0COQY31UDtabDusWaFYtqHH66SqTcDl9c5nzwbCkFCI0SYAmRGmqdBpc6BXdWaO9i5eWrl2mevR1UpuxHyzwW2bS5Frclzewoct9RY0uFbUXsOSJ47NkCvmshUWmbmMCJzBviJL06WGYuThxns3QkdnoljGLZBr3UeE7C9GzAkZNFbEuxoN/jXa8+yaHRSb56m8emNXUaDcnIqsuioFL47UXLLtzteu71QpxeaeylWC87wAGCwFEz4zu/8fa3v9Hd8/QjtUd2X/apBx58UgxWjsmdB6Hfc1g3DAv6XBb0Cy4JJvjyXYr9RyoUHWMFjftBar0tioGkHBjdQ881gp5RYvLerUt/CrR602LtMs0Za5rc90xiwEubA51lOGTKU2p1lSsDOyU1VhaoJSnIWylFozWSd3VaBRfRBnUraLTS0XmtbIhOCyjtHL3U5rSxLd0CopAapRSP77J5ar9PTyX9borUzzZpzyg0oDepPUHkGdUpS5pBYp5jpiooZdytYtBg3/GQK79TpShdhvok03WH1YsVqxfNsHERvP3iHrV41SaNu/q/9VS3/NPDjx8KLzz3haO8/iDrhwLgAKXeddx27+NhubTwC7OJvvUn38Dbj4y6/2vnM8dYOShZNeIyskCyanGTM1ZN4hTq/M5nCzSVSQRZ0viVnispBhaVgqBaSqiUEsqFCIAjJz1mmqYZIp/PThKJZ4HvqFZAlzUrO+k8UNc22RCloBmbzvAkPREsCU6aizDDmMBSKTc8FdzKt67ny/2yI7DTZnxeyruxpPkDWTUyTozWtpQaoSGyNG7aupf5+s1YoGKJ1eHnC2xpUqSzjYRj4+Z3lgKIC9lvMJPNCrFIx42AbSUEXpMv3WJx9W0WZy8JWbnQZrbuYMsKaxbVeeW2Xk421/zPn75wyZX1uP+ASp4OS9UtLzecWuuHBuAAl15wBkD95N5/2dW/fMXHPv3Pjnvh5gUfcpNj1pKhkKXDdQb7xnnw6RrfuM1GRhHNxOiiWJYpNvieRcGHcjGhtxIz2FNneGCKB3dpHnhqkMFKwGCvIPGNRWz3MtJ6bLjMxq93WlkZk95LEmiEMNM0QJbCvE6lHrIUgkTq1OK2+yG7PRQh6AgqrSzdZym8NOVnp0q7SSKJEkmtYREnAtvSaM9YWNdu80xavnmOYitFum9cSX+Pzfq+iFsfr/HwzoDFPWbglxAa2wbPdWgG0szXESZwdd0mb3tVxL4TBfbu76UZKiZnYhIV8Ipt5yevv7jnT175zos+NtZ8Ivnj/7H+5YbQnPVDBfBsDax4F3//T1cm73vPf/nwiZPj9sSRG39j9OjDniOP8ZXbE7544wJGBifZunaCZw4OkGiJJY1PGXiSUgGqpYSBngYjQxM8un+WT31jkEBBsCKhXDRAyUSaBaZqqFM1VaN9rXHSimjgCQpp4GpbgloScXJC0WxalNK5Q6RUo8wiJxKUlUqWZX2SmS/dkTlpuyeOpXGcBNdN8F1DB/bdkFpTcfhkH0dOBliWoODpdIKZheckxLGVaqlbaEP+blHSTepP4DmSUkGydglsWDXNx69q8MQzfaYx21J4rqkoN0ORAhwKfpOHnwbPkvzNL8/w2RvgG3f2UIl76Vt8TnPrRa/582pP34cfe+irnLn1HS83bOZdP5QAB3jfe97O7OwshcLRD/X3vUoOL1p24ddv+Jo8PuZdePGGMfs152oG+yf586tmmZmo4Ngm913woVxQ9JQiFg3MMF6b5pNf7+HQkSJbluq0RavtooAhdh0ZFRw+7oKw8DK3xAIvO2mKFpWizUAPvPbCKXYcOslH/3WAelykX2sEquVTx9JY2SSbbKDafPJ8FkXmgku7pTqg8FzDmiwX60hrmr+6tsTOPYJVQzF9VYe4KBGp+xS6hvYax0Ylangwprc/MiSy9A+a4NpcgWbrDmeO+PzaFWP85qcd9o9V8V0jXR14CY3QJooljq14fJ/mE1cNM1QqcPEmxdY1fXEsrHsuecXb1OaNy+45OFr/0NTUDJXKi8PlfiHWDy3AAYrFlqLR7z5073Vs2XB5eeWSiU8/vmv3O2pT0/KMpTUuO7vJ9beaknHBl5QCTbkQ01+tg5ziunsd9h+uMFwxltiyxJziSuAl3Pm4xUM7AiwtUiZiu9Tve5JiYNNTlgz1xoz0w7YNTe569AQ3ftfFsRxcabgtTqJJrKzNS7cCzfxqE7NyxCmrXZH0nDjVjZnl248mfOFb/SzpselxIywpsKSNbadXrEgSRRZhbAE2F2ya5YK1De74bpt2oKHlw9eaFifGS6xcUOOtF03wxZt8Tky5pmUwSJit2zRC4/bc/JDHo0/5vPvVPYROVc2I9VdtPaPvF6fHTkwvWbj15YbH81o/1ADPr60XvJWJE09Me97qXxkZWfrM/j1PnjGT2FeMju6i7CuqJZdyUVAuJlRLIb2VGR7eE/NP31yAqxz6S4rAywodGaMvJSrZMb6fYDk2rpS4lukgcu2MoGVR8CXFwOTOTeXP5V2XzfCtBxvMxg5FW+Aluk3WSshZ71zhJ1fil10ZlHZTR4zrhDh2g3/9dpmmdpBArampNRKTKXItmr4kjCzDGIzTrpzIImomJKmaVKKM6kCiFGGkqTUkY5MufdUy/+V1x3l83xSP7hygrwZFP2HGj5mYtpmYsigFmtddvJwFi4a/fvY5Wx4fXrjok41GY/qMtS98a9mLtf7DABygZ3AjwMmp8YN/sGzFmcse+O79rFq5+ApX7GewUmegklAuJFRLTRQ1bnrYp14vsHKBolw0nHPPNe5Dlm92nIQ4jnnqgM14w8N3DKnfSat9rm34K37agOG7CY6VICX0lTVah0RK00wEYSJwE2PF45YrJFI/vOWBd3A9jHuiW2xAIwLfFoIfn7EN7VVhxus1TaNvMzL8kjAWafuZRTNyCFyLNUub3PVUTCN2TDOxFsSJ6bqZrUsmZx2OniyyekmZy8+eZfszZcZrHuVAI8dDwiiiWunl8kvPxCmt/fpQ7/m/FkYT+1cvXfRyQ+B7Xv+hAJ6tSu9i7vzukf3SOfO31q2rfuHS87f86uTorlceP/IEUVinWqrzxIGEGx8YYlFFMlDV9JQdykXTUJGRlyxL47sxURLx4I4i4zMeS3rayksZd8N1BL5jRoj7boLjxAaAUqXcE02oDd02o9wmSWrFE92aT5NvJpYiq1q2CVO2rbBTFTCZymQoZaxxI7ZoRIJGpFOA6xTcotWKVm9aLBqwOW9jk89/p0k9clvxRqLMgKipWYEtLVzHo1Ks8PqtNa6/f5pdezwW9yYUCmU2bNrAlq3rb186Yn1ywaKFj8LofiGWv9yH/fta/yEBDnDx2QsBntFaPwM8vnNHc2GxZ9XfJ7UnV9/9xM3W1fcENOsei5dqBqo2C/psquU2/wItsC1F4IU8vh+27y8R2DaelTUTmPSa8XXBc4319lOhfiGbfPsRFyVMBjxSqRh82pQbq05ReJ1qjGTglrLLeqfgNvyPdDIaNq89u8b9TzSZjYo0QmiGmjBSqXClbOXGk0QSxzbN0GPT0ojNK2Z4cm+RSKUajVIQJ5qT4xFRZCGlTeAVOGNVgfdcPs43H3A5Z+OlyWtesf6Zw8fD923bdsERYJd4qSbevkjrPyzAs5UegF07d4/t6g2S17vaHqkOn3nV7rHbKlMTJ4qDPQ0G+2yWL0xYMjzBDXcXKAUB/T1QDGIOjzX5y69U2XOoSk/RSL1p2uk12zbkLM81g64CL6JcqHHgRMzX7hpGWQVA0kygJgSOTHtBE8P9iDPR91y1Xkpa1Urb0tiOGWrr2nE62TlBaUkU+bz1oiZfvGmS/Sd8ZnxBJW3wjSKVytiZq4MZ2yeYnA1YORzzm++Y5kOfLTPTKGBJQU/ZolyK+eZ9TRb3uwjp4tgOCweHWDS8YfYP/vsbpkYnrbdtPGP5oc223P8fHdjZ+g8P8GytW9VHvan2e+7Aganp6U1vfo19wY+8ks8cenZPPDu5t2/Not3lpw5P8eR+izUjrvGFZcidT1g8sr+XkR4LSyhmQlO1VClobCnS9jlF4EVUS3UOnmzwm58Z4ODJfqqBTZhomnHClBJYUuLHitjWLYmFJNFp0aedHjQtXzptUjB+ve9GlAp1LJnQCD0mZ8oM91j8+S+P8+uf9jg50UdvQdDMZIfTAFZKjecaxd5aw6XRHGDT4lHO3zDDfY/4aGzKRVi3rMZjB2bZe3CQtSv7plesXTc2vHqlvQD13mr/8nvXreudBKXMkN3/HOslaVl7qVbgSaQQamZqenzZopEbB/oqa//2H69f9YY3ve1Pztq8acfJ+pJHbK+/4Xo+jhUy3ahz+/YCJelzzjLB5jWaxSMzzMaKKDZBYOai+K6iGER47gx/+uUiDzw5yJKKxeoexbYVTX70/BOsXThGLUpotuQVIIxMn2KcmPY1U1ghbcUzeW/HyuiudfYda/BvD1hs313m8PEejo31s3VNwO//1ChRHDLVyACuiGNz0ji2wndr7D5W4+GdNtt39VKvD3DpGSGe36DWVJSKAYP9PY2Lzh565OxtW3e8650/+Sfb7/23VbZXXdvbv+xGnUTjQoj/VOCG/0QWPL8WLx4B0xNfGz+5H3A+bkXy4wsGzrfe+aM9nyp50doe7+mLn9rfsPYd9NiyzGLFIjj/TMGCoUk+/HlBOFlESolri9R6x/RV6ty/M2H7viEWVRyW9Sn6K5JzNzj82GWSB5+Z4Pf/ySOcNYWPqboBuW1BIc6qj6bbP/ATKsUI34tRymw7NpHwh1/s48Enh3j7RS4XbBAM9DTRSrBp6Um2bpjg8V1DDJW1cVNiU0xybMXTh2P+6At9LAgKnL1GY8lezlgGl2518exVyZmbV9+5aKG7q9g//v5d30oS3/e54mc/oheNLK293MfrxVz/KQGeX70Dy6Dt/sZRc/IXbdfvPXrsrD+9cbvnrlt6NDlrVfWcNUuTrVHzOA4OgR8RTirT2+kb/7tUiNG6znV3FWnMBmwc1qwYdnAcwVTNZu+hfoZ7mwxWE8ZDTX9FMBknTNUEsmZmFCVKIy2N7yX0lEICf5qpWUGtUaXgx5ycsjk+WmD9kKQnEBwfF0xM+ygNa5Y2+LGLZ3hsTw/TDYcwVtQbCTM1izhWHB1XTExabFzoIfxBQuE+VIuKD7/3x6pWz8IrQscd+T2l6uOrN5rmg7/+g5f7yLw06z89wLuX41UBxoFfBnjwgTtRSr5yoDr1uv2H6m9zSlPrLji7zlOP7mfpIkHBC1FJSNGb5t4nm3zn4X6KtmRkwGLjKsHTh0IOnxTM1Gwc7WEjGazAmSsdNq6f5qo7Eh57qpeeohnAZFuaYpCweGiah3ZPc/Wt/Wxe5lL0ExLtmmqskCwaTKiFDR7fG+A6HksXBFx+zhg33D/OYzt6WVjVTNcE4zMes80eNqxfzwfePcTqxcWdtTi4atmQ/61E6dvPOPeVwG+83Lv9ZVv/zwG8e5277WKA248dH799Yx93BF606kcKo2r62NfV+rUDK4rlvg/Wpg5SGZjk8Pb9nL1uguPHbIpeiRWL6uw90WT8uEMz1AhP4NiSkmOzdIHFJRsihgaO8/uftjk2UWLxoOk+WtBb59jkDP/wDZtdz/r0ebBuqYv0HbQ2Lk21lHDyRINdhwSLB2z2Ho04NOqwdU0PpWA1a4YEG9Yt5fiJsY9FemLvhg2Xy/WbBmVP2dkN3BgUe17uXftDsf6fB3i2Fgz1AtyY/f/wkRPYttszNnr0nrHjFsXqVHTO2ef8+usua16+95BFwXVYULiZ/v1NxsYCbDfBcYv4nqQgE/qrTZ450uToaMDPv36Kq74N49NlAkdxfGqaq25z6QksBvtrHDwBJyckfYM+xSCg6HhYNiSqjl/s4fyLXkG1GlEPBBt77Zvc7dN/sbTfdS4470wWjyy8vdlsTpQq/S/3LvyhXP8/wE+xFi0cBJgArgM4cOA4a9bw1EBvY8HCxVrFkaJx4i4Cbwrfc9Ku/SR67UWv/EjJjt68Yf1kNNkY5ui+Pi7dHDKpQDWKrF6jaOjFLFvqc+lmxR07GkxPFhlcFDgrlrr/Vm/e85GhguMYyQlJqVhg1eqN2K5NqdeSiwftY5vPYG+1b+jl3kX/IdZ/jmz+D8n61s13AmJB1DhZXb90XI/O1rjjuwu4+KyQx55NiOoe565TzMYNntrrc8mZitsfn2V0vMC564ti3aoFk0rrY6vWXfhy/5T/NOv/A/my6EVQz1BQAAAAJXRFWHRkYXRlOmNyZWF0ZQAyMDIwLTExLTA3VDE4OjU1OjI4KzAwOjAwYlg5ngAAACV0RVh0ZGF0ZTptb2RpZnkAMjAyMC0xMS0wN1QxODo1NToyOCswMDowMBMFgSIAAAA5dEVYdFNvZnR3YXJlAG1hdHBsb3RsaWIgdmVyc2lvbiAyLjIuNSwgaHR0cDovL21hdHBsb3RsaWIub3JnL0jPKKMAAAAASUVORK5CYII=', 'weight': 6}
-
mf_hecke_traces • Show schema
Hide schema
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id: 111904000
{'hecke_orbit_code': 9007199355404495, 'n': 1, 'trace_an': 3}
-
id: 111904001
{'hecke_orbit_code': 9007199355404495, 'n': 2, 'trace_an': 8}
-
id: 111904002
{'hecke_orbit_code': 9007199355404495, 'n': 3, 'trace_an': 0}
-
id: 111904003
{'hecke_orbit_code': 9007199355404495, 'n': 4, 'trace_an': 22}
-
id: 111904004
{'hecke_orbit_code': 9007199355404495, 'n': 5, 'trace_an': 56}
-
id: 111904005
{'hecke_orbit_code': 9007199355404495, 'n': 6, 'trace_an': 0}
-
id: 111904006
{'hecke_orbit_code': 9007199355404495, 'n': 7, 'trace_an': -114}
-
id: 111904007
{'hecke_orbit_code': 9007199355404495, 'n': 8, 'trace_an': 510}
-
id: 111904008
{'hecke_orbit_code': 9007199355404495, 'n': 9, 'trace_an': 0}
-
id: 111904009
{'hecke_orbit_code': 9007199355404495, 'n': 10, 'trace_an': 282}
-
id: 111904010
{'hecke_orbit_code': 9007199355404495, 'n': 11, 'trace_an': 376}
-
id: 111904011
{'hecke_orbit_code': 9007199355404495, 'n': 12, 'trace_an': 0}
-
id: 111904012
{'hecke_orbit_code': 9007199355404495, 'n': 13, 'trace_an': -858}
-
id: 111904013
{'hecke_orbit_code': 9007199355404495, 'n': 14, 'trace_an': -588}
-
id: 111904014
{'hecke_orbit_code': 9007199355404495, 'n': 15, 'trace_an': 0}
-
id: 111904015
{'hecke_orbit_code': 9007199355404495, 'n': 16, 'trace_an': 2738}
-
id: 111904016
{'hecke_orbit_code': 9007199355404495, 'n': 17, 'trace_an': 2548}
-
id: 111904017
{'hecke_orbit_code': 9007199355404495, 'n': 18, 'trace_an': 0}
-
id: 111904018
{'hecke_orbit_code': 9007199355404495, 'n': 19, 'trace_an': -2846}
-
id: 111904019
{'hecke_orbit_code': 9007199355404495, 'n': 20, 'trace_an': 4618}
-
id: 111904020
{'hecke_orbit_code': 9007199355404495, 'n': 21, 'trace_an': 0}
-
id: 111904021
{'hecke_orbit_code': 9007199355404495, 'n': 22, 'trace_an': -5050}
-
id: 111904022
{'hecke_orbit_code': 9007199355404495, 'n': 23, 'trace_an': -1587}
-
id: 111904023
{'hecke_orbit_code': 9007199355404495, 'n': 24, 'trace_an': 0}
-
id: 111904024
{'hecke_orbit_code': 9007199355404495, 'n': 25, 'trace_an': 753}
-
id: 111904025
{'hecke_orbit_code': 9007199355404495, 'n': 26, 'trace_an': 7788}
-
id: 111904026
{'hecke_orbit_code': 9007199355404495, 'n': 27, 'trace_an': 0}
-
id: 111904027
{'hecke_orbit_code': 9007199355404495, 'n': 28, 'trace_an': 4736}
-
id: 111904028
{'hecke_orbit_code': 9007199355404495, 'n': 29, 'trace_an': 16370}
-
id: 111904029
{'hecke_orbit_code': 9007199355404495, 'n': 30, 'trace_an': 0}
-
id: 111904030
{'hecke_orbit_code': 9007199355404495, 'n': 31, 'trace_an': -14756}
-
id: 111904031
{'hecke_orbit_code': 9007199355404495, 'n': 32, 'trace_an': 3878}
-
id: 111904032
{'hecke_orbit_code': 9007199355404495, 'n': 33, 'trace_an': 0}
-
id: 111904033
{'hecke_orbit_code': 9007199355404495, 'n': 34, 'trace_an': 16520}
-
id: 111904034
{'hecke_orbit_code': 9007199355404495, 'n': 35, 'trace_an': 18520}
-
id: 111904035
{'hecke_orbit_code': 9007199355404495, 'n': 36, 'trace_an': 0}
-
id: 111904036
{'hecke_orbit_code': 9007199355404495, 'n': 37, 'trace_an': 15874}
-
id: 111904037
{'hecke_orbit_code': 9007199355404495, 'n': 38, 'trace_an': -12438}
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id: 111904991
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id: 111904992
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id: 111904993
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id: 111904994
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id: 111904995
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id: 111904996
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id: 111904997
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id: 111904998
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id: 111904999
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