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{'Nk2': 7056, 'analytic_conductor': 41.567001735424576, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, -1]], 'atkin_lehner_string': '-', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [9, 1, [2], [1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 2, 'field_disc': 30001, 'field_disc_factorization': [[19, 1], [1579, 1]], 'field_poly': [-7500, -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, [-2628288, 21582, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503600097132553, 'hecke_ring_generator_nbound': 2, 'hecke_ring_index': 126, 'hecke_ring_index_factorization': [[2, 1], [3, 2], [7, 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': '9.28.a.b', 'level': 9, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [3], 'level_radical': 3, 'minimal_twist': '3.28.a.b', 'nf_label': '2.2.30001.1', 'prim_orbit_index': 1, 'qexp_display': 'q+(-10791-\\beta )q^{2}+(101301922+\\cdots)q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '27.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '9.28.a', 'trace_display': [-21582, 0, 1771946100, 369665199904], 'trace_hash': 440300404783252981, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.967', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.601', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 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-
mf_hecke_nf • Show schema
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'hecke_ring_inverse_numerators': [[1, 0], [63, 1]], 'hecke_ring_numerators': [[1, 0], [-63, 126]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 2, 'label': '9.28.a.b', 'level': 9, 'maxp': 2999, 'weight': 28}
-
mf_newspaces • Show schema
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{'AL_dims': [[[[3, -1]], 6, 3], [[[3, 1]], 5, 2]], 'ALdims': [5, 6], 'Nk2': 7056, 'analytic_conductor': 41.567001735424576, 'char_conductor': 1, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [9, 1, [2], [1]], 'conrey_index': 1, 'cusp_dim': 25, 'dim': 11, 'eis_dim': 4, 'eis_new_dim': 1, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 469762057, 'hecke_orbit_dims': [1, 2, 2, 2, 4], 'label': '9.28.a', 'level': 9, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [3], 'level_radical': 3, 'mf_dim': 29, 'mf_new_dim': 12, 'num_forms': 5, 'plus_dim': 5, 'prim_orbit_index': 1, 'relative_dim': 11, 'sturm_bound': 28, 'trace_bound': 2, 'trace_display': [-16470, 0, 1234423260, 251450690980], 'traces': [11, -16470, 0, 556696244, 1234423260, 0, 251450690980, -1666710502200, 0, -16087382296380, -254784665487240, 0, 705831786552550, 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mf_twists_nf • Show schema
Hide schema
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id: 5830
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '9.28.a.b', 'source_level': 9, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '3.28.a.b', 'target_level': 3, 'twist_class_label': '3.28.a.b', 'twist_class_level': 3, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 28}
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id: 5831
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '9.28.a.b', 'source_level': 9, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '9.28.a.b', 'target_level': 9, 'twist_class_label': '3.28.a.b', 'twist_class_level': 3, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 28}
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id: 5832
{'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '9.28.a.b', 'source_level': 9, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '48.28.a.e', 'target_level': 48, 'twist_class_label': '3.28.a.b', 'twist_class_level': 3, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 28}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 38975
{'charpoly_factorization': [[[-2628288, 21582, 1], 1]], 'hecke_orbit_code': 4503600097132553, 'p': 2}
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id: 38976
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 4503600097132553, 'p': 3}
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id: 38977
{'charpoly_factorization': [[[748063892688862500, -1771946100, 1], 1]], 'hecke_orbit_code': 4503600097132553, 'p': 5}
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id: 38978
{'charpoly_factorization': [[[-4340371263682844122880, -369665199904, 1], 1]], 'hecke_orbit_code': 4503600097132553, 'p': 7}
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id: 38979
{'charpoly_factorization': [[[-6389498603120162943945940848, 75762335668248, 1], 1]], 'hecke_orbit_code': 4503600097132553, 'p': 11}
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id: 38980
{'charpoly_factorization': [[[-1596432101338246535743919270108, 103021079177588, 1], 1]], 'hecke_orbit_code': 4503600097132553, 'p': 13}
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id: 38981
{'charpoly_factorization': [[[-2476347036073106231505021564805884, 34691611579147908, 1], 1]], 'hecke_orbit_code': 4503600097132553, 'p': 17}
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id: 38982
{'charpoly_factorization': [[[2171829758473025469383471345480080, -111620476558642216, 1], 1]], 'hecke_orbit_code': 4503600097132553, 'p': 19}
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id: 38983
{'charpoly_factorization': [[[-1739135432770228324313475355282415040, -2892743075819387952, 1], 1]], 'hecke_orbit_code': 4503600097132553, 'p': 23}
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id: 38984
{'charpoly_factorization': [[[-1579804585965708628403270593827281398140, 29959552473322806972, 1], 1]], 'hecke_orbit_code': 4503600097132553, 'p': 29}
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id: 38985
{'charpoly_factorization': [[[-10578703753934794363831836536379029259200, -10367463257055494032, 1], 1]], 'hecke_orbit_code': 4503600097132553, 'p': 31}
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id: 38986
{'charpoly_factorization': [[[3426884552526412639409080167591265870175620, 3703660908819524869316, 1], 1]], 'hecke_orbit_code': 4503600097132553, 'p': 37}
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id: 38987
{'charpoly_factorization': [[[-34504197823512071400284178603153187632181020, 1481814928479478034772, 1], 1]], 'hecke_orbit_code': 4503600097132553, 'p': 41}
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id: 38988
{'charpoly_factorization': [[[9031669858042942246399897495158794070687376, -9778778623457380249240, 1], 1]], 'hecke_orbit_code': 4503600097132553, 'p': 43}
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id: 38989
{'charpoly_factorization': [[[1619518321800003939544858775653408625353073664, 89494998518809740323520, 1], 1]], 'hecke_orbit_code': 4503600097132553, 'p': 47}
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id: 38990
{'charpoly_factorization': [[[45298237386218569760745654431708458288995197220, 425671275824601813476748, 1], 1]], 'hecke_orbit_code': 4503600097132553, 'p': 53}
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id: 38991
{'charpoly_factorization': [[[-750087467899589171167763578101073947453016230000, 369418769643380130292824, 1], 1]], 'hecke_orbit_code': 4503600097132553, 'p': 59}
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id: 38992
{'charpoly_factorization': [[[88608319181812587337803577750263955030359719716, -925133397428892745249420, 1], 1]], 'hecke_orbit_code': 4503600097132553, 'p': 61}
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id: 38993
{'charpoly_factorization': [[[4157416884573458798065159028399246466084844544656, -4151706674555213948132968, 1], 1]], 'hecke_orbit_code': 4503600097132553, 'p': 67}
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id: 38994
{'charpoly_factorization': [[[-41238793453017535084833156033107645174099804991936, 9760455855870867537668784, 1], 1]], 'hecke_orbit_code': 4503600097132553, 'p': 71}
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id: 38995
{'charpoly_factorization': [[[156647932223951904236724371740911184026414294419620, -28449956347640075157409588, 1], 1]], 'hecke_orbit_code': 4503600097132553, 'p': 73}
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id: 38996
{'charpoly_factorization': [[[4393171542720735106096605425201072908032978971200, 49553221898675501744231120, 1], 1]], 'hecke_orbit_code': 4503600097132553, 'p': 79}
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id: 38997
{'charpoly_factorization': [[[3605386542611967712172595535431345802912227278102928, -120473408203228735926347736, 1], 1]], 'hecke_orbit_code': 4503600097132553, 'p': 83}
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id: 38998
{'charpoly_factorization': [[[-45026813920164268731507781286862742358775990469909020, 205644052209697133056985556, 1], 1]], 'hecke_orbit_code': 4503600097132553, 'p': 89}
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id: 38999
{'charpoly_factorization': [[[442013022000318245941320588664428598066443103499630596, 1478339006400409594836427772, 1], 1]], 'hecke_orbit_code': 4503600097132553, 'p': 97}
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 2, 'label': '9.28.a.b', 'level': 9, 'portrait': 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0/ntVvzBSpFUEXCfE3l8K4Wtl7m1BXJwV1tDKXKM2c0LowHGLbLT7zTZ3NviYs3S9ycFpgGqIrC4krM5GLMYiumUvW550CbY7vBUGxM1WRh1WJuWWN+VeAGEMcSy5AUrIRqOUYCE/MxzTZs6tcp2AFpKkAYtD3JxoGAlboGqUIU69TbEMSQkrLaCNnQp9PyVISaImRAydLZOOhTdwUTsxqJ1OguKRQtgalDHAvcQGF+VWFuJWWhFmOaPugRx/e63LNP0Fu0WaqVmZgzmVsW6FqMZUhGp+HCRMTwhiYfeKeHrZU5f73EM69KNKvNkW0mr1zWcJwmd2w3mF9V0JTs4rw+Jdm52YlNo+/Ft77lHXLD8JYXC476c5OLIZsG//rqXv7aAvy3/vBzfOAHvhvPn/43o1ee/f985FOXzXarRcFyObq7zbmbFdxYsmeDwuyCzsSSyyPHXVqtMq/cjPnBN/tMzPTw6jXB+bEAaXj8w+9eZVufw8JyhYW6ieuprDYFS7WEhZWE+VpCO4wJZMyOEZfdW2G1prBnJOD+OyRRrCJI+coJi8WGxXBXwPicSrtd5OD2hMVmzMQs7BxRuDELx3dJZBrgRhamFlKyNF66bOPYEaYaEyYpSaJx9x6P0WmTnZsibs3Ccq3Awe0JTd9ndEFlpCtgtRny1RcdUqGSJAkPHHLZNpIyX9c5vM1n25BOHDm4ns3cssXcssJyPabWTPD8lMVGynQjZuuGBj/1HolGF+duOLx6LWF02eP9bw549WqRWuDxtqMKk7NFZlZCdo74eKHJ+fGEO7clVIsq5VKVpnpn8NY3P/Afto4M/D9nX/49Dh/74dcbMn/q468lwP/Db3yBxZWt6sYN53/BShf+n6WlUfXWbEoiBftGYGw2ZaRfcnFCp6cacHizwSuXdG7Me5SLLd50zGX3cISl9HHhZpUrY4JL4xHN2Gfn5gbvPB6xqc+m7TqsNGyWahorDYXVhmSlIam1JE1P0gxSXD+muxSxsT/bKpp6yvSijlBMNvWpbBlKGepzWagFnLtR5MiOFMeucfFmF8VCSBjqdFclng97Nvr84VMVdo3EBEFKT1khSjyKlsmlcR9bL3BoZ8z5sZCFFYMN3SZbBmHjQIiqRkwvg6GnCJGyqT+mWlRoeSZtV6fp6qw2VVbrsNKUrDYSVhoJyy1oBAnDQy7vfEOTPcMOrtvFxZsmVydizo9HaHadnSMxb7lLUjLLjE6UeOVqxIGdbXpKBpcnVEb64NaMYPdmDy8QrDY1tm/Znhzc0/1v7nlg978evzSZbNn//tcbOn/i8dcK4AuzNzFNy15dmt74jWfPfI/Xmv7FlaVZbFMhlJJ600bVQ3qKGmNzCiVb4fT1gHvvaLNnuMKpywYXb4VM1iTDA03+8Xc36bIrTM11ceGmyuXxiGuzMfXI5+3HG7z1aMzWQYswdKg1LRptg0ZLpdYWtFyBH6SEcUqSgKqkmDrYZkqllNLXFaHpPqNzIRdumsi4wFvuDtH0OqevlNk8CI+djLlvv8liw8PSVOIkoqsKcaSj6TErKw73Hm7y2EtFtgzCqRsBOg6P3iWJhceF0YRb0xaaYtBf1agWBLYpMAyBKiCWEEYpfggtN6XeljRdScOVrLopXpKwedjlLXc3ecfdMW67h+uTVS6OalwaixhfCahUmvzj73IZ7i4wu1Tm4k2bU1cD9mxf4Z59BqevFCk5MWOzKtVKiKEYLLsxMtLQlJjhDUNs2djzL1Tr7s9s3bJp0vdd7+iR7a83lNYef20A3q5dxqn0GJcujv7oxcujH3ZXXxIyqSmvXC9QNDTOjUXctRtGZwwcx+PwNhPXtTh3UyL0VX7g0ZjV1V7O31SZnIsYX5Q0E5+H72zyzuMqSys9nLlqcH0iZHI5ZXxVUi65PHy4xbE9CZv7BSXboNmyMHUFUAljBSkFMgXXB4SkWvS5MZMi05BvnSoQuDbbNxi84YBLJOs8e6bCoR06N+bbNGoljh1wefK0SX9XypWJlH/w7iZXxk36uxSeOKPyhj0qq26TsakuDu0MefaCRxw4HN9rsG3Ex4vbPH5ahUQwOq1RcjQ0Aa6nIFNBIlOiGFAkmiFptFMKxYiRwYB79rg8fDihajtML1aYnC9wdVzl7I2AhabHd9zX4OFDAt/vYmKuwPis4MJoyJLr8YOPBqiym7M3VPzQ49CuBo5eYGwu5q69Aeeul7DtmBNXdaqOLt/5pjvTwZFd/yf2zo/LYDF8w9E9rzekANBe7xcAkKahEoTuO77ytc9ub7fTDz317Itqf5dGpWiSJDAyFOCYJqdvRmwbUDh9XcU2m7zzDR6bBhw+/5xDEE2xd6tGIrsp2ibVYsytOYWXz2ksrrjcs7dNtWDQ36WjaxFdjsJSq8jXXyjyxWcCDu70GOhKaLs+bz0WsHlAEifZkBXG8Nwli8lFi8Gq5OKoBbKL3cMqhw9JTKvFC5ddlpbL7NvsEIsac4s6R3fA+HxET8GitwvMeQ3XN1lY1dA1nc1DDS7f6uLwHpNbs00mZyu8/VjCYmOFk5crXBovcOcum/c/4IPS5twtSV9Xm4WliGfP6fiRiqaAJlM2D4a8+VhIq60yVJUc3g5hWGCl7nBx1mKlYbBcV6m1JF1dEW9/wGfHYJGFpTJjMzozi5KphZCLUwkbh30szeALT8Niq8273thgz0aLU5d17tju8eKFbubqIYe2KQyUY4qWr1y99m3i1P8vcXrRefDB991stOKvlouafL2x9bpX8HbbJY7jH3nmhZO/cvPqE11zC0v0liXTyzp1T1IwDepezPF9CUQGqw2LW7MpYwseOze3ePBwzEuXJFK0+MDbBSLt5cZkhakFncVVWFyVzNckvZWUgS6DRAo8P6HtJ7heghuktH1YaQvafkoYS3qqMaaZAgJDTdEUgeupCHR6yhqbBwTbhlI2bnAJkhbfeEXl6s0ijxwxOXZHjd/9hsQQVd79gMtXXorZUCkxPOTy1Gmbd74h5IlXYUuvxWD/Kl973uHd9+no5jKf+FqJe/Y6PHx3k3MTPt8+qREGBTb3G2wdEmwaTOithihKRNtPUFWJpqZAimOm9FYgjHRarsFqS6ftabi+SttTaHngepCkKYM9MX2VlPkVjYXVlMXVhNnlhKuzEGkt/sG7Z0ljm5culLj/sGTXsM34VJlbs5KVdkJIwPG9MV5bo2B71F2LW0s6gxVJqdjNO97yptWNW4/9tKJqn7At+3XF1+tawRvNNjLlx559/sQvvfjiY12NVoNNfTDYEzHUK/j2WQs/EES+xWMnXX7gzTX2bnHo7y5TsBwuj+vMLLSp+SlXpkr4cZ1HDq9yaIvHYHeFmSWHxbqG5ynEUqCp2fUcxSp+oOKHKX4oCaOUKEqJk+wZxgapBEUV6JrAMgSVoqBahIEeyXC/S0+1wTdPw3NndRRZ5pEjOnfsbvHC5YjQL/GGOwQNz2NxpcDxnZKeioutmfixylIzQpWCO3ZqOMWAM9cs3ni4zLGDLc5cUyEtc2Svwd97+ypPvhryxCsFrkxabOxVGeiyqRYdykWwTdC1FFUBmcKVW4IkEUSxIIwhiCAIUrxAEoSSKM4KaqstuJIIvCBiqZ4yvZqy7EYc3NngzUfavPdenauTJtsGVSytzKUbJhdHJTfmQrq7Xd7/5pTALYEZIKXFK1c1VDXGEjqmMs3jTz7edf994t8duOMeLQrdj+mG878ewL12E0VR/t70+Ld/6cUTT/V1FxpEEQx0p5wfszCtkLcdd7k1XWKlrnF5wuaTjydsGmzznfeGVItVuisGYzMqSZiwoyfluVMGL1/0ObSjxbvvXWDnJoNtSYHlukUQacSJIE4EUaQQRApBJAgjhSgWxAkkSUqm3cqGSk0DywDHlnQVIzb0ucS0uTET8UfPWoxNFaiYNkf3ahw/0OTk9QbfOlHi7h0WGwdd/vApgSpMSsWIejtApqAK6C25NFsGMrZ5x32LfPoxh20LFm+72yWMVnj2QjdRYnHX3j7edrTJjpEG3z7jcn7K4dwtg+Euha6SwDEFhp5dhIoAIVJkClKmRElKHKeEUTYoh1FKlA/MkQQ/Eiw2IRYR20fa/Ph9LY5sE9h6ifGZIp5rsbKqMTqdcnUiZtHzec/Dq2zqtZFxhbEZndUm3FyIObjdo6AbnB9X6OkyuHizBenX+y7cSn7pXY/ely4tN367t6f8uuDsr7xF+eUP/x5be6t4Ufx3mu3Wf2yvnu0hbhFEKpVizIqn0GPrnL4msJ06d+2G7kKZaxMWr96IuTnnc2R/m7/zaMLqag/XJizmlyXL9ZjFmmSulrLUlhRKPnfubvE997vs3yxIYgspdcJIxw00/EAjjFWiSCFJBEkqkKlAkKKIFNOQOFaMaYQYesDMSsDJawo3pw1uTduo0mTboMGeLSpHdjdRzSV+64tF/FYXjx5TOLhrhl/4nRL7NxS5a7/PV080CNwefvhtMX6ywFef7eHu3UV2bZ/nX/62xeFNJd5yXOJGS/zmlzUMShzZYbB7S7ZVRGkxOudzcwZeueowvVDA0QSmplAwUywdFCX7QNMUEpkSJxAlECbghYJ2IPBiiFKJTH0ObGvz3fd7HN0hqDgOK/USc8s2C6s6SzVYWI65Ph2z6Pr84FtbHNtlMTpZ5dXrgmtTEd1dTe7cE2NrVc5eVXBKLnXXorcALTdm04YCD75h77Jpdv9ThPm7cTjJXff95F8p3tS/yh924dSv8V3v3sc9b559/8LCzV8fvXmla6UmafiCkq1ycVzn4lTM8b11ugoOV8dtXrgcsXdbgwNboWCZWKrOlVs6U6sBx3a3qRQNVFXD0HVsS6FkQ9kUBL7OjUmbJ885fPlllVS0SVKXmSWfod4mmwZbVEsu3RWX7qpLb7XNQFeTwZ4Gw/11vKjB+KLL6ILLh7+k88fPl7h0o4jfchiqWuzdbLBvq+DQrhZoy3z0awVWlysc2Wlw/ECTpy+EjE8W2LfZYHjQ4+R1gUhsDu1ISdWQk1csiqbJ1iFJLNqcvmpRNHV2DOvs3NTi9E3J7KJCHAlcz8ZQbbb06xzdJXnosMvxAzUafoBqR8w1E65OCxaaKfNNWGjCfP7nuWbKQiNB2AH7djTorjS5/+Aq//wHG7zzmGD7YBHP6+LWTJVbsw6T8xozC5LZpZDR2YRaGPADb22xd7jM2StlTl1JeXUspKevyY++LYC4i1cuK9SDOt9xLKBsG9Sago0DMYYImZ4Zd1zfe7hSSsfvuu/mhfLwT/DNL3/hrwxzf2Utyk//29/lwNEfEt/8xq+9b3x88aM3pmqOY6nM1iSpL9i/pcajg2VevGDze48J7tgZcNduiydeKfKxrwn+4XcvcWCnz2BvmWpZ44UrCtdnajxyRGDoVUqOSbWksVIy6ColdJUSlhuw1DBZXjT5tc+UCeIYopjD+9tsGYyI4xQpJWmaLXEUIVBUgaYbXJs0uHLTomBpFA2FHkfQ263Q16Ux1KuyaTBh16Y6iVjhP3+hxMRkhbt36uzenODFLU5cMKnYOt3llEoxxLGzVkhKhYavstpOWWkkNNo29+6rc+qKy9VJlUrJ4q69FX78HSv8+hfhzM0CbS+l3tJYWC0x0OPQV/XZ1O3zf73PpeQ0OH8Lrk0p6HqKqqYIIYE0+0+arfc3DyQc3xcTBiZBaOMHFWpNh+k5i8WaznJDsFpPqDVjVpsJC3W4Oqvw8PE6e0ZSnj9jcvZ6zEIrZKivyY9/R0IU9HLyssnI4DLv2qlw9VYfL12UlCtN9m1WkWnK3JLN3OxMZb6ufPTCxNb4n/7EzGd/7Dt+Na1u/Md/Jbj7K2lRLrzye+w/WlU//gfz77k5MfX7W6uXrabrIDAII41zN3Taocf3v6WOpZe5OlZgejHzEjZakuvTEYtuyL5tLQ5tl9QbCjdmfQpOwA89IhnqsgmCEst1h6W6yVItY1CWa0m2rm4lNFxoBQI/FrTDlCDOGAXZ6bkF6AoYaqb5KJpQtsjuCAWFalGlu6LR1wUbBwIGe+tE6Sr/+QtlRseqHN6qsX+7xvH9NZ6+1ODzT3ZzZIvN/YdTNo/M8FtfNvFbfbz3AUkrXuKjX9HZ0lPm/kM6h3cv8elnPV4408s9uw32bVM5vLPB1ZkVfu2LDmlYZLiiMtKn0lvV6KkIqiVJtZRQciJKToRjh5h6jK7FqGqCIrJfLE0FUqqEkYoXagShjuvr1FsGKw2dpZrCci1hqR6zXJcsN1MWWynNOGGot8WPvm0Rx9AZmyqy2NQ4vD3g4GaDlXo3V8ctGi1JwYmZWVS4OuljOi7f/7CO5zq8ejPNBlsRstBM+YG3DfhOYfiH/uDbd33h6I6x5J/85Pf+zQd43UtFHMf3Xn/1s1uj9vWPnD53yxrqS7gwqhAmKQ8cSVharnLqssFCo83ggMudOwRF0yGKbKYWNKYXE6YXYm4tpszVQtpBRIRGGCtsGnB57/117t4p6a8aOEa+gq9bTMybTMxJlusRbU/ih9mwFUuBlKyBWwhQFdAU0HWBqQksU+CYCgVHpewoVMuCvq6YTQMuxUKdL7wY8uyFIvXlEgc2quzYaHBkt0+1OscvfMIh9Urcu9/i7n0+s7UFPvaVAvtHqtx/WGH/jik+8lWN+bku7tpjc9+hNr5c4F9+vEy/XeTQdp1dm2H/1jqLzRWeuaTy1Wd6qBgam/oEvRWNSkmlXBAUHSjYKZYpMQ2JqSVoaoqipGsgl6lASkGUCMJIxQ8Umq7KUk0wMRczvRix1JI0A4nhRPR1edy9u8X73hiwsU8jihVSBC3XZi5fGE3Mq8wsJkwvJYRJhF3wuXNXyEi3zfxyiVNXYxabLg8dCQkinVOjRQZLEXZhi79v58CP7N9W+NxSLUy+531/uev9v/QWpVW7rAVB9LHTF2Z295o3KRcMbswYBJHB+DzM1xtsHazzxiMFrt4qcOKyxanLLR45XuOhO+p0lStUSwUqBZPeasxKXaHhGrSDFC+EpVaF3/16kY9/3efwTpeDW3wObPHoKTtoRhelgkUiwdQTojijAaXssCUCIbLhTFUEmiYwNIFpKFimQsEWlJyUSlHS3xXQW20Rp3U++7zCxx/rps+yOLBRsHFQZ/OQZNNgjS+cSFldtdg9oFItQdGJWBhXWKyZGFsgiAS9ZYVKBW7cSqk1JfPLFjs2Wzx0pMXXnrPoLoJpGKhKhf3bBD/xtkV0ZZGvvFDl8oxFfzOirxJTLqgUbRXHVrBNDdMAQ8+oQ01Js6EzL2EZu5KxRWEkcANBox0TSxc3jRkZ8di3LeCOLSFHtqekiU0YVbkyZuIFGq6nU29rLNcVFlaypdDkcoKX+Nx/xOVtdwkajSonLlhcnvLZv63GA4MKjlZgcl6wZyhgftVkfnLcOrLT/+i5W11amKifAv5Sl0F/qQA/feIrzI1f/8H68rN9Fy7X6S4VMG1JEChs6JNsHTB56kwPX73ZIrqnxUOHPAZ7KrxwrsRjL2i8erPJ+9+0xN37PLpKVSbmDZZrKfWWpO0luL5kqJrS8hUaXoGbtwq8eiVmZDCgtyIompLtfSmOpWLoClJmHs7cx4kQGcBVNePIdQ1MHSwTHEtStGMqxZjeikdPtc6LV0N+/1s2125V2FzW2TYAwwMGw/2wa2MTN25y8koJW9XprapUilApBlTLMYahIUR2YXmBwWozou6mNNoxizWDjQNFju1e5FuvuFybKeGYEbpqIESZbRtUfujhZe7ctcjvf6vIyYsVVtoafaWYihPjWAq2pWLqAlNX0HWBpiqoagbwNV9lmgE9kRldaJuCB+6MeZvj0V+N2Nyv0nK7mVs0abo6LTdfFPkKLVdQa6Ws1GKmFmOuz0u2b27yYw+3Ge4qcWO8i+fPw+hCg/sOB7zjuMrYVJWnT6sYpkd3JWWwJ2D7Bo3G6q3SjWX5n++787Dxyc98+ePv/553/c0DeJo2AOXHPvnpP/6lk6+0u5eaOpWyYKWu4YcRlbLHgW0e1VKRF86XOHdVZ7nWYMtQi80bSgShzdnrGr8dtHjfQw32j8Q4VpW5osVKQ6PparQ9iedL/DBbZARRShhreIFO6oJlKigCHEugKCLrx0SKgNsqN2hqVvUMPdN625akaEVUSwGDPU0WGi4f/rLON091sVorsL1XsLFPsKHPYLhPsGXIRzPqfPpZjbGpAjv7FapFhXIhQVECZpZSTC17LWkqCCONTX1NXiGh6arUmikLqzY7hy3e+0CDz33bYHzBRNcihNCRaYEoVjiypcam72/yzTMuf/jNLk6PF9hQFfQUEgpWgmUITF1g6Aq6JtBUUIRAKBlPnpXz7PdXFSUbfKMyllKg0YSXFxXCWCEIBV6o4PvgBuB6kqYbU28mzNUki17MHXvrfO8DMTsHy5y51s3YXEC56vJd+xKGuwucOGfz4gXJXMPjyO6AnqqK5xsEQURfNSGWk93dxW0f2n/ku9VbU62PbRkp/s0B+Mpqjbar/t2nnvv2L42OXuizbZ+jO3WuTBnctTNiZtHgpfMKl261uWffCm99Q4lLow6v3jQ4WwvpKgtG+jUEKeNLJf79p3TedKTG33/HMpZRpWhbNFyNtqfgBQp+CEGYLTZiCSJN0TSBbSoUbLBMia5lyxtFAUWkObhTNDVF1ySGLjGNBNuMKdoBPZU2XuTx7Qspf/R0mZMXK1QNnf0bUga7FPq7DYZ6FYb7Q7ZuqHF+3OPLz/dSVjV6y4JSQVByIhpuwmMnLIpGihBZBfUCjXe8IeDrL0sabkqjLVmsaQz3FXn3PW1OXm1x5YZBwYxRFZGBXDr4ocqmQZ0feqjBzsFFPv1Mk5cuV5is2QyUBGUrpWBITE1i6KCpOciVDOjZ1+zvmpotu8JQZWpBQ8+RkCQQxWlWMMKseLh+QtOVLDdgtp3ygfcu8vBBQaPZy5lrRSbmVHorAbuqJmls8NKrCucnIoYGGvzQvSFlq8SVcYuplYS7dqScum5SKoRcuXqub8OG4i/tP/CI9L2V37Hsv/iE3L9QgNdqdQzVQ9XUHz5/7sS/P3v6ye7ZBY+9WyQyDdk2YDI6p7Bnc4RtFHjxos4n5zzefFeNO7a6bBspM7NokkgFUgXHNqiWEy5PqHz7rORd98yyc0hiWyWarkHb0/EClSBUCKNsS5lIAIGqgK5LTF1i6Cm6KtG0FFWRqEqabyplDu4E04iwzZCi7ZHg8eQZhU8+VeHirTIiMtlcTRmspPRUVHq7DAZ6FIZ6IzYONJlaavGbXy0QBzbDw4JKUaNUgJITIfSQplegUkwRQpCmEMUKXaZKLGNakUHLTag1VWaWbPZuLfKBd9b50KdMJpYKaGqUXxgacWzhhwoD3SZHtjc5sLXNpYkZ/uhpm2+drjDXsHFMlaIBBT3F1FJ0FTQ1W+evPwWaJjE0QV1P0LXs/QKRL4iyrWcYpvhRSsuHhi+YbsLOzTXedFCytDzMpTGbhdWUZjsEVG5MqMysgC/b3LG7xZvvVAj9bl46ZzC5GrBnS8r4rI4fudRXCpTMGo8/8e2++eXSv7/r6LH4+s3p3xseLOEU/uK2nn+hAPd9Dyz7XRfOnvr1satfLoV+naEeg7Zb4sVLkj3bPPZvizHMmGP7UyyjxNnrKl/4tsaZkRb/4L3TbNngEEUWTdeg6eo0Wip7tyh88tmYr74Q8wt/d5mCHdBybdq+iR/o+KFGGCnESSZvTdO8/VBlDmyJpmZPVZE5sBN0LcHUI3QtpOlFLDUjfvULFrcWq5y5UiGVBt22oK8npacs6C6pdFd0+rsVBrpjNvS6dFdqfPOs5PTlCgeGBdWiQtFRKDmSgh0i9ADT1NDyfjhNIUkUvEDD8yNiKWh5klY7ZbWpM79S4viuNsf21vn0Exb2qoqmREAO8sQgjBS8QKenYnHntjZ3bm/zyv2zTCwp/P63KizWHaZXTExVwdEFpgq6Si4cSzMFokr23uTgV/I2PZFkg2i+/XQjQTMQNPwUNXF53/0LNNsWf/y0TtsLabYlDT+l4aX4UlIsevzUe9rsGHC4cquLs9cUzo6FlLtCLtxS2TMScNdehefPqyw1dQQtvvT1x7vLBf3XDx06UvM878t/kZj8CwP4wuwN+gYG1M985tPbJyYul2bnG2wd0piY1xkZaPPu+0xevFDkdy9EtCOPH3ykxvGDIZViFwXL5uK4yk//usWbj9bZPdLm6M6EDQMGbc/ANiJWfI/f+EIJx/EZ6vLZ2O9z9x4IIwNN1UmlShyrJFIhTbPhUSgpqpCZ6k5JUNXsGUaSlBihxFwaF5y6qvG1k0UuTRYJY4eiptJrp3QVUqpOmvHgJY2uskZ3RTDQFTPU6zHYW+PZiwEf+VofgxWN3hKUCiqlgqDoxNhmwIvXVfxQQy8AnR48VrA0lUM7PV6+UKHtQdNLqDd1lusmC8tVPvC2BaaXV3j51V50BRAREohjjTDSCUKFtqdRLVpUSgWO7XS5/4DL9z+4xNUpyddPWpy8anN9rECc6ASpih+qaKqCpoiMElVAE2nWtuTtU5Rm4E6R6FpEEifcva/Fxj6XkZ6A9z7g8uufs3jyYhvLUGj7EscOObQrYO9IyJuPKAR+N6cuF3nlSsKVKZdDexv8wJsDfK/C9YkCf/wsOMWILVWd8QWNke5lXnr56dLK8vz2t7/ze9QLF68nB/bv/OsD8NPnrrDkdhnTZ0/9aCuI/8PFsVVUdFbasHlQcGPK4ejeGm89ptJz2ebKhM5XnjW4MdVm/5YGm4aqhJHG9JLgsecsvigjtm0MMPSYKJQIVef8WJmV0OS/fAHSOKGn22P7iE9XIeZ9D7oM9yYEgZpXcEEmds3sXYpIEYpEVRIUFT7/jMO50QKKpjE5azM972A5KmVTUCmklCxJyYKiLSg7KqWiSrWo0V2BnkpMf7fPhr4mSVrn88+X8NoFdgynlByVoqNQtCVFK0bXQ775skXgKuh9oMBai1KwVd5yl8dzZyXtQKHtJTRdjXpLY37FYc+WIt99X5MzlxwmVouoigQipExJpE6UqASRgh8qtH2NRtugaDsU7IA9wz537/KZWmwwPldH0yXnxjQ+97QDqooQCoqSpd8K0VmGiPx7QxBJNvaGvO9Bly4nZecwDHQphLFBIk1+/G0Jb9g7h1AUwlDB0mDnsEYYlZldKjA5b3FrTiK0Fu97s8++TRbzC71cvaVz8mqEVfDZOWhwYzKlp+rT15UgmEAw/B/OnX3ZvePglo9Pj18Ihzcf+OsB8MQbJZEzOxdmJz988fxzShiq9FUlEwspi7UWWwZ1Lk9ZvOnQCm++u8pIv8PNqSKTcxa3pmH3SDa0mXpEX0VSb+usrhosBpnZIJHQo0N/T756lgpuZHDhepUolTx3IUEQEyWSWKbIVOZr6nT9RQoFFAVFKMSRhiJVNE2hZMKW/pSCJnFMiWOCYwoKtkLRVik5GuWiQrUE3eWY3mrAUG+LhBq/+scWL1zoY1s3VJ28ejsKRTvGsUMKjodtO5iqgqrkPTggJUSRju8JvCChFai0fUnLk5llrmAwvVDm3r0BP/W+BX7lcxqTdRMhJGkaIZOUKNYJIwU/0Gl7KkVPo2AZOLaFYzpYZkTBijiyI8TQQ45sT/iBhzxUNUYREiHS7I4C+XulkCQKUmrEsUaKiq4WSaSG6xuMTqvZ/45AVVJ2DUmkhDDWaHsG1yZ06k2Nekuh1hJUi5Lj+zXiuJsL13RuTKdcmwqJVJ837ZZMLkTs3uZh6jotT6OvEnLylReVxYb54dkV//kw8C/+RWDz/zXA/92HP8dXXrTt4fK194yUzor929oE16sMdAs2Co2XLwumFiNaYcLUIjxweIVdWzw2DxWYXzFptJSsN0VQKWZRC64ncQOJH2TUX5ykJEmKlBnYO0q5WIpMLRerRIlKJAWhhEQKklw2KjNJBiJf6qgCTCcbwEw1wdDB1MDSU2xTYBsZfeZYWgbwgqBSlHSVYrorAX1dbYb6VvjI1yR/+K1+RioqPUVJqaBSdFQKDjh2llM4tyIZnTOxjIyxgY7ST+CHGlsGJAM9Pk3fwPPTvIor1FsaRdui6FT4wTctMjY3z0e/vAFN0UiRJDIhlilRrBGEKl6o4gUKrqXg+Bq2qWObCQ09xtCTtXlD1ySKkoE7IwyzLWcqBYnMAJ7IbJaJE4UoUogSNRveEyUf4jPNeSIz3XkQKniBwPWh7UHblXhhpoVZWHaotVPmVyN86TO8weOBwz4bunTanoOMHF6+bKJqEYqAq1Mxp8bOiB99j/ue97510+jYxc94W/d/z+sL8PfcpxrjszM/+/XnFn521kQp20WqBbD0gAePrLBvazcvXnC4Pplyc9zhwqjHwR0eR3cucXSnhqlZtFwDL9BotDVankrb02j74PkpfphRVnGub46TdG3STxKIZQb+JMkXGDJz38dJfjGkab7gybnvfC2vq6BrneVOvr00FGxTxbZUirZC0UkpFxIqxZiuUkBP1WVj/wonrwd8+pkhqpZJfzE72qToqBRshYIlKVgxRSfg5DU4d9Vhe2+6tlRK842iF6gc3ZWyY6PHKxcruEGaOY08LQe5jmPZ2FaF733jKueuL/LylQFIVaRMsvcgTomjNFu/h9ng6vgptqViGRLT0DF0iaFJNC3JaNJcN56mmdc0A7UgTjLZcNwBcK6d7/w909KT6ekzzRpBCH6Y4vkSL0iywuRL6i64oaDuJ5hmwJ17WhzZGXFoq07gdzO9YHFtQuWFywmzDZ+H7oDVlk61pLHRrCnSm/6FP/hSxfCj0r8BwtcV4C9fuGq03OjHa6vTRrFXQyYKXgDXp3Rmazq7Nq1yz6GAI7scLty0uHRL49wVkzPXfJ7Z7PHuNy6zezjFNA22bjBoeTaLqxYtNwe7n31wYQRhRL5uhySRxBJkkq4BWyasgX/9mXG7f0J3oooM5LqSA1zFMlVsU+DYgqKdUnQSKoWYSjGgu+wx1Fvj5WseH/xEP5PTFbb2SCoOlGyVgq1SsKBgJdhWhKH7GfOgqOhqiqKsy346gIpig5Id4cYSN8jO53H9hJar0LBVnJaJZRbZPBDxr3+0wb/8XYUTV/pJUZGpzN6DJCaMJWGkZtXcVLADFctQMI0UU894/owiTfPVfQbwOBHEsSCKFaIcvElOtWYFQ6zdLZOENfowiiRBJPFzt5DrS5o+zNcFzSClVImQSciurT7f+caQvSMqaVLm2niJS2MqF8YS2lGbDQNtHrhLUDILuJ6gIXRUTTA1fcvQS87//Z3v/oC+tBL8i95u88+9zv9zA3x8dgUp5b/9w0996lijdrVnpNfAMlxSNeHoLoNLNwtcHLM5d81joM/n+L5V7jti0FPpomDq3JgRnL9qcnPawbYiNC3k3fe2Gay2uG+fQsststJwqLcN2p6G56u5A6dTSVQSuT4YJQl5C5PbzqLsgwgjmTlZ8l5F3KY70dRs62foKpaZWdMcK6VgSYpOptQrF0O6Sh5DvXVevuryLz/ew7XJLjZ1ZQxL0VYoOEpWve0Ux0pwrIgoCfmDJ4ooqoqupKhinSaUqcjbAJ0feqTG46dDWqGJmwO87am02ioNU8MyTEy9xK6RmF/8eyv8/McFL13sR6YKiZTESWZFW1vOWJkdzzQFli5ybYqSW9uyCp4CSSIIY5G/p1n8RAfEnfdRrt0RM7fTGj8eSbwwxfVTaq5goQXNIOLeO5oMdIV8530+utBwDIOKXWR+pcSNSZtTVxIuT7XYucXlXfsSBrtsfM/m8pjGufGYob4mXmyyUHOw/VvW3MRj/+TosTeJNF34uT9vXvmfG+AXr95EyvT4+PTsw1U9pdrn0nY1Xjyt8+BdDd54NGDzUBeXx0uMz1l86emAM4MRhpLQXTHYpaT0NQTLLZta3aQVpnz482VQIx443OJ996+wb2OdPr/Ecr1A29PxQzW3mCl5L56p5KQkVwd2wJ+tm10/xfXlWouzBnBVoKsKmiby6p2djGabKY6drb1LTkSpEFIpefRWGpy86vLB3+ni0kQPw1VBd+G21sTSKFiZfsW2Ymwzi0yeWamiqwJVkbkeZH3ITBKFOFYZrKbEcUQzsvCCFD+QeH5Cy1ewXRXL0DF0C10rs3s45hf/7hL//Lfh5ct9JFIhSiRRkhLFGf0ZRpLAlJihgm9k+pSsFcuWOR1ZSpxk7YXrJ3h+XgiSFJkDXKYg03WwZ/x4ShSRLX8CwVxT0I5D9m9p8N33e9x/MEUTFqRduL5FrWkyNauzXNdYqilsHoq4Y0/E5gGTtutw+YbGlQnJ+JLH/u0eD95h8MpllboXYuoacxMv2K0dI8eE8ucXvf65AD43+hUGtsbOP/nZxw0rbVKwIsqOoN02ObRN4/Qlg9M3XL7rjcs8OpBdvTNLBs22xDEE5WLWClSKkj5P0vYT2l5Kw1VoehovnbY5cbHC3XtX+ZFHVtnaH9B0bbzAIIzUrF+UmXmgUxFlCqnMAZRkK/zVlsZSTaXtKsRJZmpQFbLqrWXVzdLBMjK5qWNKHDumYEeUnJBKwaOn2uD0DZ+f/1iVCxO9DFVUeguSsi0oWgqOpeLYAttKcczOqj/k5SuCtm9gqVlLpCiiIwVZGzSjWKNgqRzf1+LkpRJulLUpWT+r0jJVTEPF0I2szVAr7BmR/PKPL/IzvwUvXekjkgqxzC7gMFn3X1qGQmDIXHyVa1O0LDAIstCgtitZqUfU2glBmAE5zV9fmgN87YKUZEN8BK1IZcVP2bKhzv/9aI27dpoYaoVm06bVNqjns1TLE7Q9QdtLCaOEckEj8qucuQyzSyk3ZiM0y+f7H40wKXH+qomQMfWWTsVJuTEOPPW4cb32Xuc3P/EN9yd/5K1/+QBP/UkwRyrnTn7mN2MZvLFcCFEUjRcuClKaHN+vMtyv88p1nd/6ms8/fM88xw8UWW04uL5OECkkSUoQZSGSrqfi+jpeIPNhJaPLVpoW33h+gKI1zb/4oRXKRQfXN7PWJFHzQJ7br+yMGUjSrFePE5WZxQK1ZglFEZiqui6s0sHQwNQzYFtGim0mOFaMY0cU7ZBy0aVabPLqzYCf/1iVc+N9DFQ0eh1J2YaCJSjYKo6t4qxV7wTLjCk6Ps+eM6g3LKrV9DWVMwNM7n5PVPq6Vd50R5tnT0m8UOCH8jaQK1i6gqVr6JqBptkoimTPSMov/fgiP/NbKS9d6yOSGlEiCTstRCwJY4kZK4S6kouv1lWGmXcz66+nVmJmViWRFASRAlKQwRoy5j7TsyYyT9JKBK1QUtSbfP8Dy7zj7jIXRntZqRs03ezQWzfICALPT7JnnhAWS0EQgRskLLuSnu42H3h3k+m5Xl6+KgnTFvcebLN52GZ81mK54dPf8N/oKDd/+22PfvdPnjg9Uz9+5//cQVn/0wA/cX4GQ1/8mW88N/V9YVijfyBmoRaxe8RhdNriD74Zs2WghaoqXLhR4r98QbBz2OeuXU22DqoULQ1N0XEDk7abXe2ur+EFAi/QCEIIQkkYQU+3z8UxleeuhuwbjogCHZkqpFLNh8ZsS9FZ5qhqyviCxtdfctANDQuN0LOxDB3TYE0vbeopppFiGbl60EywzSiv3gElx6Or3ODM9YCf/a0eXh3rp6+i0+cklJ00B3devS0F20yxTYllxjhmSCwDWqGJUBX0TgVf68Fz9kIqxLFCFOkUDB9dDWmGFtUOyP0E11DzI1EUdE1D18y8j07ZvznlQz+5wD/7DclLV/uJpEaYiLV+PIrBiiWhnmLqWSU34szWZugKlikY6FEod0WoRh3LDPnaSwbz8wZCBRTBa44vWSvtCUkYsXdjiwNbY548VWZ00sqUnGGSDZ/5ReoGKQ0Xmj54oURoCbYTs33I49HdEbs3SA5u0Zlbjjl+KGJrn8LlsV5uzcZ0VerMrTpMzSywcdO17/Nqr4wWtOif/6VWcL81gVnYsOmf/n8/cmB1YZyNPSqrLYP5Wpu5epNHjpgc2mExPtvD1GLKG3cmLDa6eOKlhOfOhRScgPvvaLNvs8e2oZShfo2NwiCMTVzPoNHWCeOsutmm5D2VFZ671OTffaKb1ZaJooi8tuRfs308ihCoSlalvEBncdGgags29wp2DqfYZgbsDIiZY75TtW0zxjZjHCvCsQIqJZdKscnLV2J+7iM9nB3rp7es0WsnlK2UYg5u28roxA64bTPBMuJMJTee8syZAoaioKsyNx6sgyUDOBnHLDUeOBKxfWub0UmbXoc8ryXFDxJcX8naDE1F0/RcEZmCSNm3CX75J5b5578lef5SL35kEyTKa1oV24DYgDhOiJMUU2ZMiqkLirbgzk0GmwYNKsWIRw56eGELXUtQ1CRbCN3Gm3dqu6pk+Yef+GY3z55R6bUjHFOSyJQwFjRcaAcpYSJBi6mUQvZsCTiwOeC+g1A2DRyjwNxKkZfP6zikTM0pnDgrqXsBb7l7iRgHPxTUXYuhcBThPXFA6/2ZTVeuT07s2flnP2nizwzwExdneXW6vFn3X/5Pm7sa7yqFLrapkkgYqlo8floliT12b/Q5stfk8C6HyXmD5UZKraGyWNOYr1t89okyiQjYudFj9yaP43tbWFobpMrR3QmqUBBKlpD64iXJxx/v4sy1Koaur93qOyvmTPqZ6SpMBUwtpWjAoZGUspPSVcpW4qYhsE1wrIzlWAOkGeOYUQ5un66yS73d5vmX4Zc/OcD5mz305OCu2ClFW1CwxBpXbpki/14Sy8gAbpsBYZLgexaWmtngXrsS7/gk8+VJrGW9vBYQhCleJG4DuMQwEgxdQ9cVNFVFVfQ1O5oQcHCL4Jd/ssa//1TES1d7mG2U8IsKXYnMqb8sIyVKBLGUyDT7d7omaLoqt2Ztmq5GpVCiUgqpFjJfp6YmaGqCqqwvh7KfmWl7tg4G/NAjPm1/kRcvlqnNaplgS0m5c3eAQoKpxdy9L2DfiGTXiI6MSyzVHCZmLRZWNFabKat1ycQiJMJlx8Y2xw7B3pEC3zxVJIgTwkTj/E2QInjX3jueTY7dtfefpOnYuBB/tlMm/swAN+VNTGHffeXWxfdMT95kdlmjt7vOnk0ORrdBX9ng/KjF868GXJ1q870PtXhwuMjEfIHFVY2VhsriqmSpFjO3YjI+bnF5tMzjJyPCOEbXY956zMPQMq322KzFM686BIHNSI+CrYOR022qItcWNuvKODC0FFPv6MA7a3aVogNFW1KwEwp2slaxM8YjoGD79HS1Wap7/NIf2Hz5RC8r7So9FYVeKwe3lfXdTj5Y2qaCk98ROheLZYZAyFOvGtQig26zM2Dmaj1x+wCX3anCSKNkajx02OXlayGtyKQcSYI8dcsIZL6syQCeqf8ykHec87tHFH7lH7Z47GWfX/x4P9PLVfyKRleSUk5SnBzkSUJu1ZMoIsnuKmnGx7dcldWmiWUk+fYzU1125MWZhj5FydWYph6zpc/jgz/s8vS5gLE5LVugaSlvuTvEVBXi2KBkWwSBw+Ssw9yywcKKymItG24XGykTi5Ku7jbf9yaPgbLD/JLDpx83aLRDVFOye1uTwaLN9ZtTaM6V9xSLzh94vjf+F1rB46iFqhV2LM98+x+dr5+ju5LSW405e73M9FLK4V0thNB438OSlYbBHz6t8ytfiPj+h5a4d+8y24KM055dsrk5ZWAZEdVCQsNVqLsmrdQicOGLT1aQuX5EEYKqJigWUiw9QVNBy50pGWhSVGWdFdFVga6DqStYRjb8FSxByYGik1B0MnAXrE7FDrGtkFLBw9BaPHsu4Xe+UeKrL/QRySK9JUGP1WlLMleQY+bVO18IZZV7vXpbRoSmBbx4uYIbagw6Ofes/NcVPB80pUIUq1i6yrE9HrEMaUdmVsWjlCDKuG0/kGssiKaq2QWjpLmYLBOX9VQUvufBFgVzlt95zOO5yz0EkU1gK1QSedvCqxOVkSLTLIA/iDLBlmOkmKaGoWUaek2VqGpmCunMOIqSS241iaEXKFgR9+2NuX9/tovJfJ8VokjDD3QWlnXqLY2VusbkfMroTMTsasxiSxIlPscOtPm+NzXxgwoff7xEs+VzaEed/oLC4e0KaWpz9no2kH/juRvopQP/6Hvf8caz9ZZ7o1L8H0fC/Q8BnsorfPVrz1AslYYaK6P3n7seUHRStg2H9HeVuTZhcn3MZLEZMTYVEqbQbGlMzFf5jS/YPHYyJo4T3nRokY29JUqFHrorBroWUSpIekNJmA9FcZKS5IVJiDQ3JpADWazRbR2TsKJkoM9oPwVDExiGki9ssqVNMa/ahZz+K+TALlg+xaKLZbb55BMaH/r9PkaXujBNi0ELusyEYg7uQu6wt0w1fwpsM13r4y0jxjRibCtguZnQDg0MVc3uOLdVb1jXf2Rr8mzhE8Y6tu4zUPGou0W8SBBEWZti6BI9NyXomoqmZvOGomjk1Hr2vVKFkqPyrntbHN27zC/9fsCnHu9lIS7i2hrdOY0Yyex4xTjp6HjSbAMaqLQMgWUoGPliSNNys0RHM772eeSfjZqiqjJvHbO7SWdLG+axeH6uVWm0BU03oBm77N9V5/5DEVGksWMD9FbKjM/pvOXuBqmEoW6T5VWLmxMq16Zj2mHI1g2CXqdOe/n6/a+eSYfareaN51+d4L5Dm/7fATxJJO94x4HNM5M3PvL4tQt0VRMCv8DnnjLo73d517EmS6tlRqcdphdt2q5kqJTS74AXqqwupHih5EurBUqOypYB6CopGLpx28SfksS5ElDC7SJAReRCwE7fnYNdUcSaWbhjGDb0LNPENNZ77YId41gxBSukYGe9dsH2sc02k0sBH3uswBef72FsoULF0eixUsqmpGCmFHJloW0q2GsAV7DMde7cMhJMIzNOlAsBX3xR48aEjaUKtHzAVERGy3VQvlbB06wPj2KN3Zvg7Udb/PY3umk7GqUoc9OYYYqhdYwbSgbwDtWXr91Jc4mwzDJQhrvb/Nz7XQ5umea3vt7FrfkugtjCjbPePI7Jl0NZ8Gh2l0gwjWyrq+fLoc57q6rrbqDbLX+dOUDk29E0X7jFsqNXEWuMTpykbBpSeeCoQqVQxDYUvMBgcVllYkYlTlIcFequ4KVXYXQ2YbHl8tY3eGzsNjh3Q6PlRbx89iLl/l0f2b7j6Fvbrdb/sFX57wI8STwUxWLs1onhy5evbRubrBPENpenoN5IWanbXJ8IeOuxZQ7uNDm8q8DsskmzpeAG2QkJQQRRnN0iDU1QLauUnGxlnKRK7gFk7Raa3AbyDs4zv6xYezM7lVtVQVVBV9N8JS1zkVGasyM5t22FFOys13YsFz/1+NU/1vn4Y4PMrpRBcxioCCq6pGimFIx0TTabOdaVXKeStyZGVr0tQ2IYEsOIscyIIIq4MW3QDk2qZjYfqPlQ3KEJua0Hl7Kj2tMoFTS2DIeopk87LOIbWRUPohQjkuhhkoNOzS5woeSDnwaItViIRCqEsUpXSecn3uny7vsX+PhjTT76x30st4u4kU6XKajEKYGR4kQSPxB4hswMy0bnbqHkAFdQVNaKSuf3EGsXbfZY33rmOqHkdhVo1qZl1GgRQ8s49ahzpwqyIthsp8ytxgjdZ8sGnx96e4quFDB0H0OLuT5VoNZaYXn21W1D3WL4vmPHx/3QwzLsPx/A5xcWMc1ibxRpn7127bS+2jIwrZSHDoXYmkq9pTMxZ/CVZ2z6+pv85HfOcLjHJggd2p6Z+yXV/EoW+fQeo2sy8xlK8nWzIImzW2Ymx2R9BU/GOnRM4eI2w3Dmq0xzgKc5wJOMBjTjjNu2QkpODuzI4/lLKZ96ssQfv9BDmBRwLI2KkVI2JAU9HxoNsI3suBArVxmaZkevknHopiEx9QRTjzH1mLITcGtO8txphzDSMQuZNWyt0t5OKdPZZma/fxip6JrGm+5s8akn2tyYKeBZgkIOADOCQJPokUQNlNvApqyZKNb7ekGcZO6m0NLpKXn89Ps8do/M8IdPFjlzrYuZZoFGoNFlp5SjFMdIsfQ02xVoCYYuchalU8HFmnFZKOI1aVFpup5o29GsJElm/o7j7L+TaYogayWntezN6NxFgijFi1JafnbkimO7fOCtERuqJa5NFBmfTWm4JpoZM9wbMdSTcuHiKf2eY8c+63v1O5qt1tKfu4IPDXYrV69cv/sLX3u2bBFybJ/CpTGbW7MJmzc02b8zZeNQke6qwUuXKvzcb2ocP9Dgjq3L7NgAPd06rq8RRSplJ8uzJhV5xclSlsJIJYozh3cUq8RxR4gk8nV8rlm+TQ3YuUVqqsx7RZkPRuvtgm1FlJwAy3Rp+wHPX0z5/ccLfOtclWajiOkY9FlQNiSOnmLrmSbcMsAysmQr21AykJsqtqGsLYs6g6W59oxQtZDr0zDTsLJKqHKbPPW1m8wMjJ2LuNOzavSXBTs3elycjmnHOsUYzAj8iOxCDpNsFlHzNk0IhFCy70mu1ZaZxiWKs+8ZhDq2afJd97u8+c46T59v8fuPl3nlWpXphsOqrlGxUko5yC0txdDSrIqrKZqaaXc6bvwOvFPStd9jTXEoszTbKM6OSgyTXMwVZ3OCyMoVliUpOJmZxfOz5c+2LSGHtgXcu1fFbXfz4nmNixM+TS9g50bJ5n4d19N4adSkqxAweePpsoJyt13e9Q3+O+FB/12AS2/arJbi35icmy70FGyabYEbxlQdjZfPdXPhRoswDVhcCZGpjRLZfPlpmy89E7J/u0fRzlbvYRTy0J0++zfLLIs7zr7/zmHJQI9CEOoIoZKmmd/Q9XVcX81FVZlO+fa1vKKkqCIbcLS8PzX0GEPP6L9SIcDUfRpuwJNn4Wsv2XzlxS5WWkUsW6e3IijpEjsHtqmnmB1duE6uDRe55FTDMBQMg9sqt8wvpBhDj7CMiDQNeeqMycScTU+XQF+jMsVtPXin6t3GhUtBIlW8QGfTgOBNR1y+eCKkHen4scCKU8woJdQg1DrMRoKqqOv6FpT8++UsRi6BDaOOf9PAD0wcO+Dd97g8fGiVL7/U4rGXijxzscJEzcFRNYq2QtnMQG6qGdAz9ipda086jeN6DnmmUWkHglaQgTkhRSgJbijprsTs3Bog0ryyxyn7tsQ8eCQgCDW8QKFipxzcopCmRZZWC6hKzLGDi4wMG8jYxDFKXJ2UVIseO4ZMQDA/d6Pg9D3wG7o3uwfw/lwAn568TKvtsq2vRZhIDC1zzxRsuHOnwtxKF1OLCXoaUy0KzC7Y1Adtz2R1wWIqSPEjiRenjE5LND2TsHphQkzCGw+4bBmMCP2E++5w2TwgiSKNvrLCSL/OatPGDzWiWF0TVnXaFDV3yOtakjEYZkTJ8QmjkInFmPEFhc8+VeSbZyqs1As4lsFgF5R0iaNLLD3nzbVMl6LrWWyboWWh8qahrK3JLV1koiw901cbRs5NG0l+UYWMzkou3DJB1zGUDBSdxZQQfwpNuMaFdxw0KkFosH+zz97hNtdmbDxTYMci30reDvDOoK2ubUgzdkbNT3jI+vAgSghCFVPX8A0dLzBpuRYlx+f9b/J4y111njrb5DNPFRhfKHBtrsByw8K2FRwDnBzoupKxKUp+B+1sYoNEoR0JGu2UUimkuysgiRM2DoQ8eMjD9QRbBhPu25+QSh0/MAhCDV3VKVgmQajhhzotz+DyWGa9i6JsDijYOgVVYWrZ4OoKpCJECJ2Wl80IJy5KaulNTPO/TxX+NwGe+DPC9/1/9M1Pf7Kn3kxZaevIJKZcjFj1VbqLPg8fU2m3HeaWTbz86s2m8mxNnOkTMtuZG4DrZ3mCbTWlGQiePV3iG/nRGo+fCagUI9IkYd82j/c90OKunS2SxMb1DZJEJZUiWxuLFE1LKOTGXikjFusxX3tZZXRW45nTFWYbBW7NFSjYGoPVrBXJKnaaCa001mSkupYbIPK/G7rA0NWscusCw8jOpzTWdB1ZO2To2bbOtgNuLaVcGXcwVC2PZ3itBiXrr9YZolTmrMMak6ISxTp7N7ns6HO5OJrgOjqF/DiSMM5u6VrUubjF2rC5JsNNOkeYpIRRNij6mpqHGukYeoxl6HiBQdO1KdoB73vA4/ieNgvNJk+dMbg1a/H42RKzNQeR6BiqimmCoYKWX6QSCBJwQ4lMXe7d3eC7HnTZvzkmSVSqBYXtGyAIdTy/QMszcH0zF9WptD0V189O2AhCkQU3RVl4UxRlpmwvMJlblbQCj71b2lSKGpom2D6SXcTLTQ1v9XrPg+/4wX90/sr8hw7uGUj/pwD+9PNfI47l910bnywEIYz0pXQVNMbnLG5NwY0k4Np0wLvuWeTYYIF6y8QN1HywFPhhfkTIbS9+zbHSTmh5uYslEgSxRsvXmWlkjp0bMwnPXfB4+NAKf/9ddbZvyJYGKZm22rZiIhlzaxoujQuePGVxabLIpfEi7chCxiZFU2FTb0pRy4Cd9dedKr0OblXtMDJijVPPlHdKbobIJABmDnCjA24tQddiTDMkkSELqypBamYLpw7/fduQ+V/rlmTaccx0fI6Z8Eqg0dsVomgB7VinFAuCOMXIz9zR1BQtWq/k2dCXzzW54k+LOhRqipZz2qYu0TUV09CxDAPXiGh7JrWWTbkQMNDts28kJIwb/NBkg8tTGk+84nDhlsPYtE2S6KimglAUUlLiMGb3SIP/412rPHBQpbdkImWZMNbxAo3LY1rOg2u5DU+l0VZwvUwSHIQpQZSsmS2CSOaMSqZGXHGhp9vlnfdH9BQNokhnYk7n1euCrpLHhh6XiKnC5WtPfZ+iqB/6n6rgjz35BdpBQ12ZOyv6KynXJzXG5wK8npStmyR37tFYqlnU3QjdXGKgf5li0SGVBoam4wd6dvWGmb/SDzPQt/2MeVmuaaw2Y9pesn52zJqoHtxAYbpe4ve+orO6HPOLf3+V7mIGhFuzCp/+toUbWZy76jA6bbPk2UTSoGCoVC1ByUxxNJmBWs+O9zDyWGTjNgOApon1HrmzJc2psWzZkae16mQqvDwJS9eSvIJn5oalVckTLxVptC26y5mkQFPW80aUPwXga21KrmtPZObE6e3WePS4z+OnXKaaDp6hUMgZpg6nHGkpWrRexUOhkIoc4IlY0+goIl/UaFk2op6nXWWDsZpvYHVc38Q0bApWhGUEHN0RcOeOkHfdU+fmTI1Xr+oEscofPOEwvmCQJIKNvSEf/HsrvOUuk7nZPm5OOXiBls9N64dhBZFC01VYqaes1GOa7QQ3yEwTfgitgKyCxyntMEU1sswaN/CpdLW5NV3lXNNhoZFQKbYZ7hcMdaeo2IxNQahcFffcuU99+eQfx8fufu+fDeCaCppT+rChxQfdCHZsDClaBrdmdZ4+FeNGPg/fOUd3VfKhTw3R8hSiOGHfZo/vfGMN39fwA4Wqk3J0d4KuankClcFKw+HaeBGEjqkrmUUqTUnzObjDMmyJUxpRhFWQ/Mof2bx00caNNPzIZG7RJlVMEqFjKCoVGxw9zdgQTWZDkt6Rxoq1p9EJptQV9Dx9VblNJJKS9ctavvbPKn26/tTXo950LRswVTXi6VdVvniihGaomLf136oiEEp28aw14Wnnd8zd7GsGX4Uo0fB9nXccd/nyiy3+8KkKXmQS6BDGWVuVLVDy4S9f1qwbmgVKsr5DELC2ENNV8hYrzecKNRuYTQ1Tl1nr4sUYhplRn0aEbYXcsTnk8NYITQ14931urjWHly5ptNoKj71Ypd3sIgx1pBSv+Qw7F1zbS5mcj7g6E7Pcyv2cUWaEPrQnpFxICAJJ4Ce8536PvZsgCjXafsoffdvDNAPe/6jA84vMLBi8ej2l4IToGszOBQdLheKH44QP/JkqeBw1ULVSaeLap3fNXVfUmxMmK+2ITQMxlpVw1y6Dc9crPHmigB9KRCDQ45QkhLOXS5y8lLk3vFBSKcUc3RtiGqx9kAoJvWZM2TYpFbT15c1aKGRWMfsqEccPtdH0Fj/6wSqnrlTBslE0I6PtVCjo+SCkSSwtayWMPAK5A+hOpHDWTyu5trqzqct+biJZO2kN1jd2nUVSJ6BTVzsVPKck9Zg0jZhZVgkDC6eiYt7ef3e4Y/6rkwbS1w6acd6iJIlCEOlUSiojPQGmEuAmJn4ssON0TR0Yx5BogjhJ0ZIUqaYkSfYTYrJFSxRnuSUiZ3I6ibOmkTFFGUMkMUMVU0+wDDVjjPQEM787tT0T08jArmsRfZUIQw9wbB8vjfiRX9iAmnZzbHdKbzlG15R8AO4M1p1wCsGeLTF3H6qTKiGpTEiSbFH2hr0xlaKSJc+GOol0iCKNWOroQuG77gM/VFmta5y5CSMDNfZvV9k8IFle0Tl9Q1VfuSh3/cMf+67S8kqj2dNd/u8DvLa6iqo2PvTMiaUHL49FbB2RHK/AzJKNqcWUHMGDd0LTNVhtQq2Z0nazHJOsr0oJY4UohjA2GbtZJJGdyF4oO4LCoEp3KRMwZaKebFmTiaWyXO7+bo+uQsizF0ymmyVwyhQtjZKWBUtaan67vQ3URm5DM7QOqLMP1tTVnBVZX+WbesbqqCIDd72VHZbaAcW6WjF7fWsptFqCrmYV3DJCppcTfv/xKmgGhkLOoLy2NekU787HnZke0vwo7vWNZpyoRLFGGBr84KMeX3q2zeXFAq6hUkiyYdPQ8iXKa/yTKSnZMiVNsxiHZjsmTjr7gs7FrmDkPs3Mh6rm1KfIK7uKocm1JVanDTP1BF2PMfUIyzRJEp3BgsehXRFPn4GrUwn1SkzByltAdV1Goesd9aXFxm6oFCNUNZsHk0SwsKwyPS+I4sxvG4QKXqjg+oKWm1JrZs+GJ9FUaLYKRAE8Niroq3oMVFpo4cyDY7emP5Qkyd//H1bwbz3xDKqqGC+cnUYhoarC1GLK+KLHQ4faFAoaDU+hrzdl24jB4mqJhRWdtpcNkmF8W37Ja8RT2WDnWArlokq1CAU7yY7eyLM7TCPBtmK6yx5dpQbPnvP5hU90M75cpaegUTXSLDW1w1vn4F4Hds565K3I2odpKhnNtyaQkms6EsdKiBPJ2WsmLVfD0DIxkyBbKKm3ATwb2iS6HqNrEYoaMrEgWGpaqLqeh1x2/r/rMtn1IfO1XHjHLL0erKNmdGFk0FUM2DTgcXUhxIttgkRkZ1/m53lm4UbpuvpSEWj5zNAKJGOLCWmS6Wmyit3JfpGZ5iRUCYy8ohtKftdTMIwUM5QZi6RLTF1bq+imoRPGOlGs0V+FD/7dBj8vTF4420fDU+gpSgpG3h7m1KulC8JIIqVGo+3gWCm6louzEHm2DeTng+V5K1kI0mItZrGZ7zUchWVPQzQC3nQwRKhlEqnh2DFla4KXX3zKSP+Ufc+fAPip85MARJHLwa0ebd8GNDZ2C779isl8A5Zbkh1Dbe4/GLBzWMcxTbwgU5BFiZJvI7Nbv8x/ZgbwbB1csJI8PyTOBh0zpmBFFOyQgu3hhR7fPJ3yoU93cW22i8GSTlcugLI6rMYanbfOXeu6koM8q9aGrmSbSTPNrWl5rIOZULAjysWASqnJ8xfhlWs9WIpFb1VF00RWDwWZDkPNWIvXpNIaMQkRX3/RYmHZwS4rWEq6xqCsi5M6G8fXOnpk2hFb3daHx5kBwgt0BroV3naPy4sXfNzYwk+yM3biPOwoznUf6wfXZofW9ndJRoZcxmseJy4U6LZVuhxJwSR3MMm19iSMFMxIwQg7dzeBEaZrIfpGbnXLjM8aVhQTRCpRlIWcbulv8q/+zhL/wYh54tUuFuYtSqZKyUwpWhJbS7GNFNuTNNsJK43MnaSpYm3o7iyMOkWxE03hB5JWCNs3xzx4R8jmAZXlhsJKzWF8vkCjLUFJmarp9JQ9yuok6+ql/wbAv/K1b1Eu2vf+zueeOjqzGNNdNAhCFc1IuWtHysa+Asu1jqXKZnkV9m322Lmxmd9yspV7y8u2kB1jcHqb/DXL7M7NuVZIuRjgWAFBFBImEU+cU/nGSYsnz1RYbZXY2CXoMhMKRq7gM9YBnX1VcmZEWftzB9hmXrU7Dh47B3bBDqkWParlBt8+F/Mrnx8gaunsHU7y171+UWYGiwzgupqgaZ0BM2SpITk96iB0A1MVmKrM87g7sl7xJ6jC1zAoyW0tymvaFJ0gNDm0zae77NFsFPESnTA/2DVOyNsT8Rr9vK6DaUh2b4rYPFTjQ4nHs2d7aYWZWboY5gsjM8EKJaGZAdzU8/bg9oJhpBm4dZmDXhIYKpahZRvSWCWKNDZ0tfjgjzZ54FWXb550eOZiiVbbRK7oWIZKxUkpWWlO1SboaifU/za6NIUwFrT97AyjLONdob8CA47N1EyJ67cEfgDLNclKO+TQLomu65QLEYPddQYGeo4We9957/kz975w8MhDfzrAV+oRLY/viBJxKAgibCOlaEuGeiNGBiLu2NnMV+0qCCg5IXOrIeduZa6PREJ3GY7syAaOzgZSymwZIUSK1ulfzZBaO+HimCBKJU+etRmdKnJqtMhqzaZiqGzvkhRNiWOk2J3bqS5uA7RYq9h6Du6MPeloSrJWZF1VGFF0QsoFl65ynSfPJnzw94ZYWSmzZ0Dm5oFOIm2uO/+v25P89QsR8rUXdF66WESzNOy8XeroNzSloyYUayzHn2hP1vTTefVOOjoSDdczOL7X5e33Nfno18s5wAXRbbqPRGbsU7rWg2ffs94y2TZs88EfXuVfyZgnTvfjJya9uds+jCE0clNylBLm1TxrS/L3NRQEOnmrB6aWVX3fULDCTESXrdoNuso277nH44H9Ludvtbk+rfLMWQc/0bg0ZjOxaKIZSrYsUkR++lt2VlKSSuI4RdMlB3dGbCrHxEk2GE/P6fz+kyYFOwYBcSJJkpRqScWZTBnqiUFXSGUEaXTIMRrfIWX4wp9awWdmpuiqFB/96Ce/+QM7Bkd5cK/PaqPA+TGF5UbMrflMYCOBSEpkmtFW1ydNLo7ppCLrn7qrkmP7Qyw9IY7yAEyZrH8IItM1GLrBQl3n7FUHL9SotQ3SSKdkwbaelJKZZFe9IdbOnjGN9QqtazlXvdZzky9jsipm6evgtq2YgpmZnouOS7Xc4InTKT/38SFmF6ps704pGNkwtlZ51dsUizm4M3FX1n/HRHzm6SoSC0dVcNQ0479zcKvqujnjT2hRciAmScf00IlyUwljFSNWCSMdMPieB13+4DGfdmLjJdmwGecg70TVrQeTZheKG2gs1oqM9Ef8qx9tAJLHX+knkBZBohImmckkiFPsXOkZrS2yXtvq6ZrACPM9QpgP7UaKHyh4QRb50fYMHNuhaIfcf8DnDXtCvvMelzCOOX1VY7GuohrpulgrPzZ9Tf0YZUPusX0xfdWUOM4EZJfGdK5MGuhaprXJWjIBqJRt6C1ovDpm8qmny+zfMsf73zP/A10b3v3MwuLs4/19Q68FuG2GCOFv3zPibntuIsEPCsyv2AipsFrTmVuEMF4Xy8cS0vyN7jbzN1ekRC147gTrSUhrgpzsmWS1HE2AKhQ0BLoCw4UUx5Bri5kOvWfedrDS7ZU6q+DZMGPk63cj//dGrvazjSwn0LFCHCugXHBxig2+fUbwzz4yzMxylc0VqFgya33y76uq615PLdd/ZHeejE2wjJBztwQ35goIzcRWyTQbuTe0EyykdpR4ilijzW5f8MT5YqsjJ47idSYlS4412TwQsXdrm5M3i7i6elub0qnk6RrIozyKzQs0mm2DhdUSG3ok//bHW6Ryjm+d6mMmLhDEKtVY4uRmkyhOCXWxBvBMmZlnqWhiLTjIWNsnpHh6h4WRWKaO5erUDZMlw1lPKXAi3nwkQShJblzOAHr7QJ09FWSikKYqbjOzpyUJDFYEPYVccZlfvFGcRc6FoSCVkqGqxPMtlpZbPHM23fZQxd/ue/Hjf6KCn7ncRDdixqZ9bEOya1OT4T6fhlvA1HRabr6Gz/UDQb6Cj6IsaCaKcktUvpmM1xzd2dcwZi3gcX0wyunB/CwZI49S0zXxmkFxDdxrm8jOlJ79W1PrrNDTTKNtJLkRODt3p2AHVIptFusuP/8Ji2++2svCaoXhEnTZWSa4ZaxzxboqMnmqtn4Eip6zJ4YWAQGff9piZdVBt1QctUNXptmqXiX/KtZkAFn1Yi0pKk5AzcGqJUoOtEwbbuhZH+6HBn1Vle9+qMWZ0SpBnHHiUZy1KpHktc75mEwm4Su0DR2jbaKpRfoqKf+//6PF0+cm+aVPDzC/UiGQKlUp12xrtpFixmBEeRWP0jyVVqwDvSNhWBOkdfr0nGJc0+msJ9rqWta+IrLksSydVs2pZCVvzTIFZBArRFHmBsqMMqyv8sOsnfKjFC+App9tZGt+SiuAvSM63UWPgcICruL/yRZl9PInUBRBY9UjjCxOnC8yuZwyvtrk6I6E/ZsSjuzVqLcyFZgiVMJQp+FqNNoqbS877SyKOg7uzkRMlpmXn9jVAX+6FoSZnfilqRnNp2m3g1rcBmxyYGc0U7ZwyQBuaHLtwClTTzDNKHf0hDi2T7XYZnbF42c/UuKxEwNgFNhQhG4rc/DYVocq69wlsp+j5U99jT2Jsa2Q69Mpn32yQqhYdGlgr12g+Vpfu13TkvlF1Tx9M81bE8G600dTIFQFeqygR0quk8/48Ng0+Z6HW/zuN1tcmizgGZ2An7yIxOuJr2Gk5BVcwfBVDM1AU7PIh54y/PCjDfqq0/yz34gYX+rCiw26YigZWctiGTn9GqVrIrQsw1GuWdg6W2B9rZW5vbKr+XGMnaKVmZY7A2WcrPs0/RDCUKy5ubK8887vkdL2JE1X0vCy1yYUSTuCuiu5Y2ubA7tjDu/ymJ3tZXrRIU4EZ85d4PKNUVIpXwvwsfE5tmwacB7/6q9t8ds3WQphuaUxUxMsLZb56pzkZDWkXIHlZkrJbPKOe0NG+jR29Op4XpF6y8L11ZwqXF8/x3GmFnP9lEY7C3qMEpkdFNXJNVEzEOiqQMvfNFPvSFg7OpDOm9YBXc5s3LZZzAwPMZYeYZlhZlGz20yvhPz8b1f52sl+dMuhz4YuS1K01kPvM+qsM7ima9oT4zbdiaFlWo2bcyqt0EbXNAprktvswjPU18pudU3N2h7lNlqsE+ecS2lVBVRVyS9YhagD8FgjjAxsVWXnBpfzoyFuouHHAidZ9ztmX7MATT9Us5/rZ7HNqmJkBhGRsS5vOdog/LF5PvixmFtL3SxIi1BmYUFOkm2EgzXTQ24qWbMGKjldmt9ltde2MZluJx8mtRQ9t7sponN0S8aUNNuZ6G796MeOCyjrANwgpeZCK4qpVmO2bPT4zntddN1gpW7SV4GBikEU6yReQpr6LNU0VmoKI8UNW/7ZT/8D56d+/KfdUnUgA3jozjAztfLIQmvoZ75+4ia9XSq7R0Lu2CpIpUa9aTKz7LBclxRSSbtR5He+nGJaAUd31/m+Ny0x3JfJWtfENre5VbxAZaVhMD6nUWvkSa/wGuNwltXdMQ9ngMnAdZsWZO20tPQ2bjrJDA9agp6D2zRDqiWPMHb50nMKH32sl5eu9GIYNn12SjWv3M6aqVhgmcr6wsPIl0gd9aCWmSlsK6TmRvz6F7pZDWwqjsBW5WsWTnpH2LUWy5xdNIqSLTP8MGMNhJK9Pyli7SLPBmeVQJcYOcj90KCrZPL3393mqbNtmqGFqysU4kyf0gF4GGWxxkGo4K/JgFVUNctQEUpnQIPvuLtFX3WJjz7m8/UXe5lvFHEdlVKsUtAzkBv50krvSA9U0BSZzyWdfPXsKEJNW59f1tuZ19rdBFk7VWsmTM6HrLYkXtjx4WZUYSIFYZJlVharAT/46ApHt1mYukMYlvECHU2qXB9TeWYZai1JQoRtJewe8dizyWdwS9/PXLh044U4cr+0VsEXZi5RNw2UcJzesmR8TjAxF/OGfRFFR2P7FsHurQ6Lq3qmDgyyKy2IDGqeimPdQtVamJaGniqkrPfZiRScOWUzv1pGT8tZ4LyRZ3Tnb5beodh0mQG7Uz31Tu+b98I5uBVF5pro3NWjdrjpGMsIKNgedS/g888Y/PLH+5hpVimXDXqslKop10J8MmDfbm7IV9b5z+7cFXQ9wdAjbDPgU9/WuXSriKIaONq6xcvMAW6uzQ8KlqXkF1D2O7pBymojxvWzIJ/EzAarLHouv4tpEj1UCXV13ZETGezdHPCue+t84lsl2qZFKRbYcabCMyIIdUkYCYIo+/e61slFVFEUHUVZp84SqXDfwSZ7tzXoL8R85pkuFpsVfMvATRQKKliaxMhTwzrn3q9LF3J9Tj43ddqZ9T930mw7xuUM6EIIHEuyf0eNxWbEt06bRImyziyRnfKWCIESSgpaiVcuVrOZL8r2L20vZbEeo+g+GwdjygXJ8b0hAoWroyrTjWl65y2SOFxvUc6NW5imwZVRg7obsn9LQhwarNYKTM5JuooNHjm6QNsz1h02KVhGTNNr8+wFjadOW0hFzfnj9YgHBcGZSwampnD3joSBnuxDN410rdftDIjrf07WtBCds2U0LUFTEhQ1C7xRlDRfHuVHBGoxjhXgWB6vXE35j58u8fylbua9MtWKRreZUjElRRMKBnlwj1jLOslW1nlAp7FubMiMxdlyqNYK+cqzJVaaDk5BoaDJdUdQZ/nUEXWZKo7ZOSlC0luNqLs+J68qtJsqPWVJQaoIRHYKhCIINPIqnq75VcNIww9MqhWPd97f5ssn2rR8E1dXcOIEM6/kYZQSrFn4OmfVi/w0NTXnnsn554zFqZZV/tkPeNx/ZI5f+bTPyctVaqaNa2gYkbKuq2FddqCJDNimkmKonTtX56vMQS5fI0s2tEzsZpsqg70qd+8TWFbIHdujNXeWEDL/TCWqGvP4KYdPPV2l1QrRdSXbdibZXaoRKLz1aMqBTTptT+fmpE8gQ7qKIbt2xPQNSuIoU85pzdWrFCvVzefOvvJTt0ZnGexR2DOcYhgRlh0SJyqen/AfP5eAEpOmmUotJQPp+JzJlVsVGg0z69k6QT1q1o9aOmzugf6KoFzITLylwroeJPM3vhbUph5jGFlFLtkhjhWiadFaRl4mJciO0cvAnjEm9XbIf/qcxddOlDh5qRvFdqgWVboMeVvWicC2OgBf770tQ+TO8oxDN4ysnzf0KK/ePjdnU65PFUgUk4LGmuDLuK163R4+ZJspBVtSLcUM97UxWnVmm0UaK4V8+OuoFvNqFwmMSCHUU8Ko46nUCCKdODbZPdxmW3+LV26WaMcGhUisaXLCTksRSoK8YqprIUGsVXBxWxiHTAWVosp3vbHNxt5lvv5ymw9/sYfllkOoG4hck5OGKWkisyQtsruCqmYCtqINtkrmluqAPdcKdTT4piGx4uwFNFoqF270099VZf+mANuI13YMan5nNvSQg5tizo/XGZ3zMI3cByozHkpRYy7dLPP4aZNYBpQsDV2z2LmhwamLM2wJD/7U/gMPvPrK2Rvj2uIK+FE8sLCsPHr+yiqNMNMaeGHCXD1BCAUNh7nFYiZCEpl6LTstQaAKwVBBsKOHtahgVU3RlPyAJyOLOysWFCpFhXJBUnIyLYplZly1mSdDmUZWKS0jQFMDbCvg5SsKF8Y0FBWEpuQJvlnP9abDURYpoSasNOBf/26JT3ytG1eW0YsWVVNQNSRFIwO3YwgsM4uEWAd2fp7NbSpDM+fR14ZWI0TXfR47aXFzpYhjqjidtup2cOfMgpm3YZn2RVK0I8oFn2bo4kUWNU/Q9vPUKk1gaAmhLvI0KLGWCtUBeRRpeL7JcJfPW+5u88o1DzfWcWMFO07wo6wF0qJ8IaVl4UDr3k0lq+BCfe1GlfWDaQ9vb3NwR5v+rogPfqyL5bpNqiiA5KEjbXaPRMgkCxhSVIFQBefGTF66XMTQDVRFx9ZVKmYmiMsc+tk22TYEdrR+gFgQaqw2TZwFE8voJCNkJhFVzdiXgp2wsTtiS28W/rkOcNC1hO19KQIXVY1YWs38BluHYmaXVukp82jRDAbUohzX5msx9SCh6btsHHBZbHTjhwJbNdhSFag5VbQ3zx1PZZoPBNn2jPQ2xVwer6auMSPiNcmuJSfJo9Q64ZchthFlZzraPobuM70cc/4WfOYZh9lakZlFm9klC6FmsWVpmhLHCRW7yduPL/H+N7tcnTL4/cdLvHSxgidKGI5JVScHdx7kk7+ODritHNymuS7I6mSGdxzzph5h6CHFos+pG/DF58p4oUV/CWz1NsPybfRgh97MnDPrwZymEaGpEamU+JHAi8CJyHJPcgYkY08ywK09I5Ug0vADg6Jj8O43ejz+coOTow5tTacQZREVhra+U8iqYZJ/FspahooQnUj7HNx0Bs8MuAVb4Ufe4rF7ZIFPfsvh2rTO9z/s8ta7JY7hEEQGaSpQ1QRdC5ld9plerjFfF3zmmSI3ZxwWFwssqAZFS1DUoahLHANsU+ZHtGRKQafVOSirEzJ0mw5/TbuTtaOdtCyZY04IMPT1mSxNJYYRsLCqMbPscrjQZEOfR7PlovVXUnQjRQwKJjZozNVh64bs4FBVZe3kYEPLdBIdgj6MsjMSgyhbPHSGys7tUFNz9aCe5CtziWPmJyg4IbYZ4Fg+QgQois83T6lcGNf45sluZhaKtBILVWgUdeg206xK5pxqK9SZXYWXz7e5NqHwymWbul9E6kUMswPulGKeUGUbZHFrOVtimQrma1iTPAxfz5Oq9Pj/z9xfx1t2XWe68LOYNx6uc4pZzGBbVmTGgAMOuJ2kQ52m9O3c3OBNJ+kO9Zfc7tykkzgxM0uyxbIsVkmlEpSKmeng5r34+2POtfcuOdCB/r4+v99OKXKVisaaa8wx3vd5RYsiHfNpGvHw8xYHzvgC7CkvlsPFjvzoqmQkgmHmg4VHcZdQFfGaT9Jh31yEZcVJJv9sFWG8jQsjcio04rFOt2+xcSbk7Te32X2qSzsq4esKViLhQFJSoGlFmyhOWzFvFwyVAkKkFNi1fPQ0B8+GN1/b5YbtDV48aFIt5VRLJS7Nj9PpmyiKmG4ZRkLNT5ipR2hqyHtubnBmfoVHdxm8dsLlWzvLXEpsLnYMyiaUrJzAhnY/w+lk8s09oh/XlRE0hQQjpblcKOYD03Us9yumkUlFpoqmZly3KWLL6owjZ1wOnDCZmFJpNDX0v/7sPeLVlbZoNW16kcrTB3ReOKwSZzm9XsRUuc2Pvj2km1j0+wqrJzImqyqdnk2/b9PpGcRSP6BIvHEx1hPbrUToQewQw4jQtT66HnJ6PuXjD9o8s6/OyXmPuOegmRolU2HOFSev0KPkMjFMfEBh7eqIn3l/g3NLKf/2jzxeOemgmxZlHcpmjmfKk0MqEL/j5DY1CfhhhFYlKbFWim3GmJZY8R85l/HI8wHdvku9rGBrmXTlF1OgocfTKOb2RU8st6GaKgqcPCPOc7GsKZZhUiIqljZyFZ0M8Q/FZbPXN/FrJm+/pc83nm2z+7RLyzSw5Smu6zl6XGhosgEcSJzeBfpOvcwEXcjUB9QwJceyUk5egN/5aJlTCx7/8p02GyarkGtSBjFC1LUSuTGOma2H/Pz7+3TDJmc+sMKz+00+9kCFsxc9uonFfFfD0VVx8JiIA0UvMkuHJ3eei5Fipw+dOKMbpUzVIybHc9qhClHCh97Rou6btLo2cSqCBuJIY/tak6S1i32v7CeKMvSSvUCGItw6loJtpdSCDCVXaXREIOn5JZc//EzGciejF0Zct6nHxtUZmtrl/be1mKi5JKkmf4HisqCo6cj4LmahkbHSjbnUyLh/h0k3cdmxJ+DoOQ/TNPBMlYmK0KMULnjHHAr1BY9bw3M1JmsK1252GCuVSPIVfFcB1cTTFYlgE8VtSxWiIyMCbfN1l0qroFQVrckQx1YYilH6PPCCwdMHSliOjquDXSyc5Eq+WFTpmlxWjS6jdAHqUdVMHJd5Psi7SaX0NRkt9DSX4quhPkV8dOLEoN21uGVrj3fc2mTfmYBOpONp4hQ3YjnGk9SvUWe/qmgjbEF14DAqTkxR4OLvLkkN2t2Ui0s2F5fGeHiHxnXrVMZrOoFbBAlIMZtZsNHFoeBIecTq8ZBtcz3uunqB5/Yt001UHnyuxPllm05kcGrRxNYVHE1okVRFGUQtaipEmUKp1OO9b26jKQpXrI65dmNOu2uz0nK5sFhmzxGdRhuanRyUmFqQcWlFZbGzzLlLyyQp6AuLJrqq0uornF2OSLIeV62JKHk6hq3wXVszTl8oc+KcTrubEiYGvdBn7wEF1JAbNp3nqpsXWWkptHo5ppHSCeGVAwaLLQXDFL3Sgy/YvHq8RJoZLC7aaJqJ78DqGtIsnEoNtzitbVmElilaCtfW8F2Vig+TNQGvj2KFPcdMzq7Y6KZGoOc4ej5ITnNMZahGLFoSS5P/XOjLpcvcKDDIAsVmGSLS5MCZjK8+EYDi4BhisWMUfbcmZ/na8M6h6wyww4PJgIwdUWTnm+aipyzEVkkCaZIJwm6iSneLcpkIS5zkOmFkkqYW339Hn2+90OSlUw4tQ5zihjbESmgDCmw2YroQJ7mINlJlm6LJaY74tepaSj+0mCyHbF2XcGYFelHOuYWYOM0peTq+K6LOHTvHMTUcS5cFbg5OdWFcDii7ET/4ZvHGft9NK6R5wu7jBg/udNA0seJfaBm8fNCm3dcwdIV2V6PZNnjbhoSb1jvkmU+3r/HUS8Jv0OooHDufcmapyzXrO+S6QclL2bw2ZHVkEUY1wAYy9DBr0YpUpqsRt26LWWlZ7Dte4rndGroeomYxrqWwZsYgzzWQERiOlTM3Cdduydh5OOThFx32HXewbYVOqPPqQZvFpo6mq+iqiqaKE87SYO2YKESxLSy4I8PMSgGxlx9bEF09B0peTsVPGKv0qQQ9bKvPU3ssjl/0qAWKvNBIF4kxUtyDtqQ4vUXrMkCxFRfLkeJ27JA87/PESwZ7jgcYloGrC9WgOaIcNIqiHhT70MepaQU0PpOo4RwFESMyZKIMo8cHK+tUGRS5UNCN9uIGnZ7NtjUhd1zfYv+ZgHZcwtVUzCQbnOJDnncmoZlFK6KiMHKSD4i9uvj+Wka7m7B6Quf2q3p844WEpY5NYKZALDRFoSYLXBE5RaZES5sZtqnLVk/cPZqdhMUVT74RUxwj4Y3bEu68MkVVxTh4qdll16EO3RBcJ2HPcZXHd/k889oYcdNm9bi4R6lKTp6nZLloA69Yp/CGqzRUxeTQKZtHdmrMNyNu2d5h42ybXgj6VM0jzTQCu4eiRAR+xG1XpXzXDQIL1o9syn5ENeiLm6ucOXf6CZ0k4v5dCn969youLLgoiTbQkYx7OavKckmgiPmrpqSDZIai7xJyV6k/MYsRmyxE63KQfclLKPsR9UqXWqnF7uMJLxyqYpgWZTMfFrf5+uJWB28Ce+Tktkf6yQLaaRmxQCZYfU4vpHzmkSph6hJ4Co6WD3vGETa5WKqoAhxUFHcBiZcZNyhDLkbhYkmzoXEhzUYEalJ1maRFi1KwBoVOpR+auK7Fj72tx/3PtTl00aGlW/IUH0LqB24iNRP4Ckb7cEWe4kXvraMqhb7Hot1zuWlTh+s3LnPg1AS2LkaGSZpKOH+GG2n0QnkQWcUbV8O+TFloiHGohOWrktlY7DNUVdxTts/JcbERcdPGiHfc0OZP7sk5dsZj1zGTbs/ANMSfsalDJVApexb7jgmtjW3GqFofLYdmy+HcRZ0oztHra981EXUO/Zreew7PjUlTaHUVGl1xs+6EOsfmU9I0QtdB0xUcB06eV9hzzGGxUSXqWmysCWuSaeTSVc1lN+IsL/yDymARZBS4tIF2Q/2Oy59np3hOhufGlNyIctBneqzBiQtdfvWvyrx4oEbdUwkGl0plSIiVf/Aih16Vyx3ZlliXF7c9mMUnWGZIrobc/ZTFK8dK6K6Bq4rFjllovgvd94iDvMBMFLuA4uQuTu/CMzia8jBgahfo4dFTPB26fcQprhFJrXinY3H1upDvvaPJn3zZoxvrtDQVI5brdRk3Itz92WBiolAUuiRiFeNDRZ74srVqdlxu2Bzx+z+9wC/8ucnxczVABOpGiQA29aNMLsu0oZbHVATFwFAHuDsxuhQPfCEZTmVwL5IWrKvDoYTvxpT9kH/3/h4LrSavHVM4ftHAtREkYS0nTkxaHYcwHEaTdzoQxQrzrT7f//4rfu26G1f/tL66sljOvOQdUSOj17NYaFhcXLKIYnHCokTc/1LGfMPFM4R1yTQVNBSUTGPChUq94GyIOfBQe4CcWxcQfFHlyojIyizcIwPXDnLLmYvkYVv4KEU4a59K0GKx2eYrT1s8tW+cqmdSc4S1zbMUyfZWhyNBUwRGicLPR5IZRorbSAeLJsuMsK2QUxdTvvREDTQbS9dw9UzSVvORkxu5MVRHilue3DK0SVGL1qQYWeQjpgdGinxY3IPLZyGmStWBpa1gGEaxSRRbfP+be9zzdIuDFyxaiYOlCnScrijy4SpGgtnI2AREGKboT4atSj7AUwsJRMBtW1f44JsX+KsHVc40y0SpSpQIeI8bKTKIK8MKh2/eAbJDmlIMucRR1WJCIkahiVRVCqKYDBIzc2zTxrFcKn5AzY+448qIN18l9wmGyDS9sKzw8PM11FxobqJY4dJKznwLjp6OeO5l5R0LS52yvtJIWFyCgwdcqmWTsq9w5YaIsUqfKA355nMWZculMqYSOGL1WsSF2AOfZKHlUAaLD12XJNI0pxcJxkUvysgz4XcU8lCpIzaLcNYiv1Lczl0nHeRXBl6fatDi+IUev/QXAbuPjVFybcZdsYZ3LcEfLwRUwzydothz+clwzGIOKz9WMmxPjBBN73H/cxYHjgVolomr5kPHjvy9DWbNl32kVU3LUbXhRU8ZeSWPCosKSmua59K+VYDkZV8+ANoLCbIwCIhNc2yI7ebWtSHvvrXNsa96RLFBW9UxVWXYoii5HBGKn3UAIVIARJEXp7mCJjX6xkDro6g5P/XuJrdecYZf+B8JR8/WCBONapKJmJVIFLo9uM+IlqVwX1kjI9SCTNsLczrdlDDKyGRup6YNdSuilgzJUbTFEk4K8SwjJfASUkIqpWXue9akG7tMBQqrxzO2zymYpsJkRbRg+vZ1EeFUl0Br8MirFc4fdvCNHM+0sXSTVtdk6yqdWiBGdbqmyMwc+dTpo+nBMl3BSAebJpSchRWL42ct+QdagGguTx22jGyEVzIMZ/WckMDr4Tptjp0P+YX/UWPngQl812LKzYT0tYj4k5EjRdzIZW1J4a6XRmS7iP4zk0HfbZoRjt3nzHzOn3+jQqg52LqGo2eywPOBmVi/TO8h0960oepOk5F7ihQQMWhRxFssG5CtGMB7Bid5WiAUlIHbJSmKO02Jpa0tTAzM2OJn39fl7qfaHJu36GgapqqiX9br5tITKs2+ZKJZyodFTj4QqzDyLAJQCeDWzS3+7N+c59/9SczxczXasUXNVihbwmVTrOQFBq4ALo3YDKW6EKDTTTh5IWKhmcvVuzLYClvmCENSLoH0AWRURCm6tkmtbDNd6fND35Vh6JGwJ5oJF5Yz7n3eYklRmZ1S0Xfut1lZ8egsO/zonR1WmjnnFxziRMcywbUh8ESYk6GLP7TCUwfile3YqXzdJxiaMBv044RmN0NRE57bUScPK/ieIXvj4XJl9KJXFJ1w44hT23d7xGmXv7zX4EtPT7L/RJ1KYFC3M8ojxS3kr6osbA3HlukMZpFlOTq3LWL/irZErORtS+ArPnafx7kFD0U3cTRB0RpMSIp+uyhkTcgZNK1YM+eDvltVhif466smK4y3+bC4h6e3aFOydKiX/s5+XJdTFZPpWsi/fE+TP/isQzM2aKkWhqKiKtkItF767vNsoAsfvlI0EWQlF/lKPgIzl49HkqlcvbbNX/4fi3z9mQ5/fd84Z5s+TUtEoQRm4alFjntTuVdQB5MxSy7YZsZheqLBl57KSbBoNXSSUMMxFEwtH/DYHVP8mSsIP2+SCheYoSv4lkLgGHiOGGrEKZxeUljo5ly/tsPbroqpVRP0Vhiy0os5P69TPm4yNZbiuE0uzSsoYYbWTTFaYiyTZVALYm7bnlD3dbJMQVUzVtoZihqTKwm7j2kstmDvKYOnXilh6yZlU2fTdEbZB9cCz8mGiwIZp13MTx0rIvCE7DVOeuw8lPPVp3y+8tgYvdRjzFeo2hmBnQvpq63g2Cqupcqi1kWh23KLaY+c3CPFbclcS1v23ZYp7G2ffkjnr75WJsxtLOmWNwpilTp6iSzE/CPtiTp6wcwHm0F1tAeXR2dGPrh4j140s7QgEYyMD9Nhq5IMgPkCEhQnBpZp8jPf1+XImRU+/oBFqGk0FV1uMLNBeYvYEcFSyfNMIieKj0qOKr7Nc3I0yS8vcpPEz7dpVYf/+IMd1kyc4+tPBew6UuFUwyEwNcq2dlmhOybijhOLt6gY74mQ3s1zLm+6toFpNnjyNYX9p0wuNnT2HrPpxxrEGo2LOpqqSBxJxM1XhAS+ipKDpyfYuowwROHkRRNFCbhmtcqaiYiS38L3DPSKq1LSM2asiG7oc34x4/S8wt4TIoY7jHIUVUPXNPGKMENs+wxbZvtcXDZRNYWvPOGy3HJQFI2DpxyWl00qnsaYn1N3YaKmUS0ZeA74bkbgpZJuVaQNC+FVJejjmD06YcgLB3Pu22Hz1WeqzC+XKLsGs74Mi7IZRPwNCtsuUtBU0YvbOa6VS8WibElkv21LOa4o8AjLiHCtPivNmLufqLASOyiWia0xgmMrZtxS3iqFTLqqSDgQg4XOIGZPzUcub5e3KGku+vC0mDBlRaDT5SjpRNKs0tcXd6oNTvIoNvGdiO+5s809z/osdXW6ioqChOMPijiXTMRispXJt0dOhib1KALRkOfaZfStTMJB40TDd0w+9LY2775lhXuebXP/cz4vHi1zatnFM3SqnkIg5RKOKQ61JBE2RV1TWGroHNdKTI9ZVIM+77iuxwff3GOh0eXA6S6KlrHQgnuecEATl8ctq1J+6u02znihjwAAgABJREFUhuqAkg9sgP1YYX5FxTA1Tl9MMdSMVw+bTK1yUQwXvd3PMMkoeSmantKPNK5eD5tXKZy64JPnsp0wcjwHHCciSTR+6a9rHDwpsiV7fQ1TUfBMhQkvZ+N68MwMz1HxPZ2Kr1MpqdSClLKfEnhCcOXaMb4TUvZ6mGaPY+djFlo5X3rc5ZGXypydD3Atg5mKQtmUNjMzH9jMHEuRp7YmC1wWt5Xh2vmgsIWir5izxoOJiWnEWEaEZYY4fo+vPGuwc59HploYmiDYmkWEx+sCaQcnuCYYKsXMefRyV8Rfj44Ii5d+NjI6zeRFs1j8DFuVYnwoYxZHT/FEG6SpxbFBYhrcvK3Lu29s8pkHTVJdpYNFjir/29lAHpCO/PdF/58NHjLx9pAcklyV30emMqfDjWovMqn4PX7qXV3edfMK336lxdce97nY8Nh/NsDWDMqOLt62sTAOC65JAjnEqUanb1PyTALXw7UTAi9m84zAfGhqxJu2JpS8HofOhnzm4YC//kYNz7DxHLEYtE3xAB6fT+klCRU3o9vPWenkGHqC78boupZzfl5n3z6PtdMaFS8jz0QM9nVbIhw7JkMQXw2jz4lLCQ/vKrO4ELDK1yg7OUG96LsY4B4cS8O1VTxXpeRB2U+o+AklLyJwQ3y3T73cxTB6HD4b8/CLOvc/W2Gx43L4nI9rGUxVCuGUgAAVctfCKPz6/ErXFsXt2PkA1VYkEReSVSGBFfoYQ4+kmaHHsbM5n3rA42LHAcvEVBVMNRsSqgbtBwOnzOUFnw+KWyx3ivYkQyEbMRoMlz3ZgDI7ZPRlA1moLPRUGfTgBSioOM3TgiuSiSKvuzr/4p1tnt3jcGxeJTWhg0mca4SZipcJrYszEveXZbmE8BQ/vyaLXh1g5bLs9TN5lTDSCSMd17apuH1+7K4eb7iiRaPb4J5nXR56scSBUwGNjkUt0KhKnEicpoI9GGd0+xqNtqgT1zawTWsE2iRk1f0wZizocNsVMY/uWmbfGRddM6g4QCpCwiolhbov3ujV8Zw3XhEzWRUAIV1TNAxNnHy+XK50EpUwTPFKTQ4fj3h6r4Vl61i6yfyCTbNts7GuUPaQK9oh4qFQ/NnWsN8OXPF0ljzJBAy6+G6bYxdivviEw7d2VXjtlE8a2XimxlwNPD3HkUlotom8vMiRn1zgFJMSV7p0XCvDsYccQtcWF1bbkq2IvEwK3nWCqsaYekSSx3zkKz5Pv+KDbqBqgvM9CJMaAQG9Hqx5We89KO6hDkQZXDIvsxkMtpnDOMF8ZLspT9xUHUEs57IXV2VxF2NEUehxKtb4b7i2y898f4Pf/IhOGOVkWUJfMYk1na6u4uoKfprjF8KuTLras2wQ25hmuQy00gaSgsFmVRoxQqvQqSd0eyaW6TAWhMyNh2yZ7fPdt13ikV3LfPmJMofPlVixbOqhwliU0Y9Suv2MTjfFtTVsW26bDQXT0CWdTOqJ7IyK73LVmi6rJ/qcW+phGG1KTshzewwOnvUJfAVHF1TeXl+hH4kHMU1V9Bu3JrSaEWNGxIUVkzMLGqfmc9p9Fd8KyBJIuipZqJJoKhM+bJwQ4njHVgezcNP4zsRhx0pxnWTgaKkEXXI6XGyEfORhm/ueGePg2YA8M6iYKkEwTGgY2J5kvN93rt01eblETkmG5FjHFvJc14qx7QjHHCYd62ZIq53S7qXUqwlmKeOJ50zuedojjAxwdQGylNBNTUEsbbTLY8QHl0utmKDI/lv23qomZsjFST5oU0a+EUWujExRRk7xdCRcNRteNNN0SCwooPlpppJlol3xXZXveVOPR5/q8OhzoAUh1YpCmBh0WjaxbtKxDXqmQjnNibNs+FClkGWyL8+LE16T/PJiVCmc72GiEsYpfUMfBFy1examkeI5ERunQza+t8/bb1jkG881uee5EhcaJZZ6NhN9AVwKuqkEow6hn7o+BDyJg1LFtSxOuyZlL6PiJJh6iqak3LARrlonDrZuX+HspYRmO+OZPQYXEo+xcRf95HmHsGfR6WccvRTTaHpsmsypl4ewHVURNqokFcP6IbVVzL4FxSiX2exidGiZCY6ZyMLqoahdHtqZ87WnHfafHqfRc9FSgwkHgUXWUyx9uEwxRvLnBzqVkWg/R7rVXUs85UVxu3YicG1WhOsIcq3vdllqhTz+qkI/Ubn7KZfTZzTef1eHbetivvmMxZGLOhgqKFJTouQjl0cZyT3os0fSfwepyyNbzCLHU24QxafYk4uFSzqqRxn8cy4udZe1KKJNyQa9cIF9K+i96qCNyHKVJFTZMBHxo+9uUy4nbF+X8P7vijhxxuDeJ226icGOvWXmGz4d26SaqAPueDKyZEqz0WlO0e+LhZOdKMTSVicMHRq6rg8yjFodG9MQSOzV433+1ft6/Pg7lth3ZpmvPB3w6I4aC12Lsq1SlvohyyiSMVJJGBCbzdHMUtNQUBWdJBM6E0UptExQL+esX9VhuRNysWEwW81ZNZ6j18oRPT0mqaa8aywGpUHgigmDpqcoQC80yTIHUzMHnjjLSDCk41zX0+HEAEWiHIQuuBtGPH8w42MP+ezYWyHOHEqWxqSdE1jilm0ZwrEzWH+ro4lnoyg3bSCYGl4mM1ngiXAM2TGuE+LZIYHbxbY63LcD/vKbAbsPlogzhz4qcZxy+DNtPvjORVZPpJTsjOVQCoAoCnRETz2Ylgw3l/pgmiKLe0RkpRZ9uFzXCxPrsE0pJLOjGe9ZNsQip6+/aA4uoHKqkQ0/he1M2AahGSqcvqTztptCPvj2GB2HDWM6d10bE+dddh9u8pFvlrn3mTHmE5cwVYlTcQktLriZbFnSdGQ+X7QsRRZnXKgp1QGBV1MlbcxIaZopTtvGs118N+T2LV1u3drk+Tc0+eiDAS8cKDPfdrAMFUdT5IEgnfWKXN1LFrxAL4s3n2km9HLox1Jjo+pYhkb1iEOORz9O2NQFrw360fMmS0s2hw6WKLkiFGqhYdPsilW7bYCm57zztiZvvmaJpVaO68ScuJCza49BlounLcsEWvjWK3vUyynP7jRY6ak8ta/EM6+ViWKbuqtQsXKBRLYkEnkEz6apQ0iMMvB2DtmEllwSOcWpLbUqji1W+p4s7pLbJfC6nJ7v8/nHLL74rTrHLpZxPANfh4oGnQiqpZDvuTPkjmtD0kThT75i08nyEQPAMIpksIYfaVEGJ3gBIhoUeTYs8teLrXIxrsjy4rTmOz7JKDU2HZ6oSXGyDpZEQ/56notfRxhn/PlXfX7vY3XeeF3I7Vf1qDhlun0TQ0+xrYjbtneYm2hwxZoeX/hWnUMXK/RTkyjLSbJs8POLgk9HHrZ8AMu0EoFd0zUNXYKFFLnc0rQcU9cFxtpKcS0Lx7bxHBff6XPr1h43be7w7N42z+4zWOqZPP+yS7WUcdOVEboq2jBdV0hzePmQyalzJo6tsdAyuevqiB++UUXXDUxDXORb3Zz5FYUkNdDVmC2zMZVKjD5WMSDVqZUyrlwXE6UhB0/4XF2yKfkpOTljlYhSEPOFJ2Me3uliWy4LDZ0z5000RaDCkgSa/ZSpqTYVL+LgcZdez8XzNGoOlEvS2S7n1yILXpP6FcEkVFRFTBgykXgm/rAK7vfQgVO41V1btCTe6Kntd1GUDo/vzvjo/WXueWYc13WYqCpUrXxgl0JR2LBW58qZCmrS4/vuDPn2iz12HC0NDttifl0wQVSJWRtd7lx28SwmKVIaWqQxi8vmSLyGLPA4U0hyRbYGykhR5YOL5WUnvBwVFv16Lk/vIo1CU1NeOaHxlccr9JQaO0/Ak6+02DpTQlFVHCvGsyO6fYua1+FXfrTNlesu8tEHejy9d4yLHZco00iyTF6AC4ZKNrwUy75cbLML1eiQmktexKkI47VtavLib+A6CZ5t0Wi7eI7P7dt6vPPmLt24yYHjTcqewkzdpdkOSFIFy0jQ9IjjF2IWGh0cJ+aBF212Hyrz1ScdJkuQoxG4GmPVDvvOZMSxyZbpTKLvTPRVU3ONZqv/UKtvvv+5vTGoJtNjsHZVA9Ps8NjLNsYlOHnOZvexMSxVaAUCG25aV6DPhEPmUhue2B9w+LRJ3c+ZKmViMWPJ2fVgnS4+A+CORLapili5hpEw5BY6BdNA4h6yQVsyKG7JTfFdMZ1JszZ/8Q2DP/zCFO24TKVkUncE9Kdk5wSOQuCqTNQMrtxQ5cKCRp6vcM26BW66ss+LJ1Ih6x05vVX56h+0KtroBCUfune0IWpZ0ySQSEtfV+BSapVnhLlGlObC3TOCQxapa0VbkMmLpDI4yYtLZnF6IxM0siznhT0mrxwtU65YrC1n7Hx1jE7TYqqeUfYNAs8gKHgrkcnbb2hx53VL/Ncv9vnzeya52CwReaqcqhTzeTFlGVyCB/ICDU0XfVcUZURxKoKvlCHOzTbldtnOcW0NzzJwbRPXMWl2bNymR+D1uW5Tl2Y35bEXx1lcKWMaCo6d49spZT9h9ViMqSf83Dtidm/uc+RCQmBEPPayyaWOg27AzRtTcrqoqkWlXH9o1cymhr7juc9f0nXlv8xO5u9/9XDOclen2cuZXzKIooCj5yws02Q8UHnblSmdvnBtO5YmFjmuQtmH2fEIP1ikkRns3l9jdSml5AjQjjuySrflfNyxVLGMsYSWRSTxCpjksXOmCDRVxQXCNof9tmuJLajrxCKOxA7x3R6+26YT9fjo/TZ//KUJ+mmZuq9RtzLKdo5v5/iOQtlTqfgGYxURmdftiwz1NDWFXloGdipc3qIUxC7tddOT0ajBAShfF0Uuij5BUxNUNR3IZclSyGOiTKefKThpjjni00xH2pKiNchGLppZ0aaMnuAgTRUmqCYlQ+hDojhnfiVH1bTBqG84Rxcb0XJg8Is/0EbjAh+/P2a+VybJTWqyFy8um3mekecq5Ongz8hEYCmSNOXUpYQ0yeQ0TYx0h6I3Vc67hbfWdTQ8x8B3RHCwrqq8eKTNX96XUzYzZscUSp6G74rNqWuLcW2nD46ZctWqCNuKMHSRylbzRMzhYjvjxLzNw8+8+l9U9aVLuqnF2AbMp+BbBm++qs/FRsZi02PNhMmNm1PGKiGmFfLifofFFYuyr1D2FSp+Rr0SMzPWpV5d4psv5MzPl1hdSZkoQeCoeI6K62iDxY8jHTquneHZCZ6T4jsx1VIf3+3w7VdsDp+qMV4xcB2RNlxIaMV6P5E5OzGe26fsdamVWzy0M+XTD1R4cPcYSSY0KzVLalbsXHA6XJXA0wl8Hc8ROuUc5CxZlXk3+cCMO/iM8F6GI8LXFbYE1ggaq8At67oQn5lGhGol5LoKSS6pmRGZYtBTDdxUwUql9lvLSfThIqZYxoz26JcVea4MxFOKArmqCViTKiY2SZLT7aU02yqaogK60KMMEpbFXL0SqPy7D3S4essFPvVAjwd2TBD7tvizKTadeSG5VVEVMe0o4E6rp1Iudrs8+YpOYOmMeYLe69mZ+DsvFnK2OOjcnoLnaHQcjX6ooygKq2oJm1e3uH+HzukFi1XVhHpJoeTplHyNsq+y3OrwwqEMSzOZKFuMlzOmxzocO5/x3L4y12/soqsZ3Ug8aPrukx6KopLEEbbRo9nJaXdVxis5b7h2hZQ2j72s0e7otFsZ03WFNdM5E5WQ2ck2htHm+KWQv3zI4eUDAUZqMjeWU/ZUAlfHdTRcR8yrXRtcewj/8V0xH5+qtzi33OOP73Y5cMzEUxJKrng4DF0oDosHwneF+cFze5T9Lqra5r7nM373U2O8dKSO61lMeFC2UwIrF7oVW8F3VHxHw3N1PEdAIE0JZx/qo8U0olABFuG0o9HYwwnKaHFnAwe9oaeSRitCUy0rJE4j5s8qrKzoVKoJc7NdFroZvVijr6i0NVWwTTSGRuSRFIeCCDWYfw/ovcPE5Hy00JFZnJmA2/fDlE5PSE1VeYu/3FUkir3k67z/lhYbJpbR1ZTHdo9xseuT5hpZng38SIIfqKIbGTmaTHeDH7mryzUbO3zswQp7zwVMVRSqjhwq2MVAQJNvc41OT6Hj6PRCYSaenVD48Xc0uHL9PPc+63LgfIC9oLO6HjFW1gCDucmccqVHq7vCoy87HDxrcufVGqUShHFGnKjM1FLmJvqQ5+hVR/RVrg/j5Zx6OeFKq8+rx2KeOxCyc79Hr2NQL1lsmNHYsiZm7XSbybFlXjkWc98LNrv2jxP1LCYDhclxhUqgD9zXng2uI905ToZnJXiuWNdXgy6G2eLbr+V85rEqL+2vsrasMDUl46d1CeWR0CDPifHdkMDtUy23WGp1+KPP29z9XJ2lXplyWadu5wTmCB7ZVvCKV6Oty/Yol6ZYceKqWjowBqCoopAvO8GHCkJ1VP+tFk6UkeIehKdGuE6PThLyh5/0uf8Jly1rI37+R1tsWZty3+MOf/jJnIVQoaO62KrkDBYxgcVaflSbkiqvO8WHvXgmRVJKnpHlGUnhnElkKl6YDnjeqqoOCFcUBZ6L0zyONdZPd/izX2hy744e//WzU5xvVEhzdWCYUNViHJiRWOKO0OzqbKj6fOANEWsmFvjC4y0ee7XOfMdmwstlm5hKAJQqJNG2hmdrdHsi6bgfqkzWDd58ZYubNnfYeajDfc+7vHwkYFVTMObz3GT9rCFxySEvHmyTKApPvCKiDheWTTasMqmXNOI0R3/XG4VJ9NSFmF17YlpdleW2wZ7jJoHtM1c1mNqgMDOeMj3WRjeaXGx3+dQTNk+/WiWPLGquwsQqhWqgUQ40Sp5GyQPPEZ5K106lgUFcCktej1q5zfP7I/7iPo8XDtQxsFlbhukqlNxCOCVbEycVJ7cbUvJ6VEstVjodfu+zHp/+1iSK5lFzVapWJqckudClmIUYS6717UKMlUvgp1hM6KrolRXVAEWT28uROO6/ZXtZJDQPor4lZllIb3t045Df+3SFv753jHbbxAtWmK122TqhM/OeFC1d4r98BpYjjZZm4yZgS6h9YgwXL4m0sY1eMEUQ7HCrWaTZ5XLcEmWiwCOZpNaPBENdHxCkFGFbG8kMEjoXsdQp+xofeksHUznPf/lUytlmlRwdheEyz9Rz+mZGN8xptDUuLLiAwnUbGtywuckLh07z0fsrPPtajaqvUXdyAmlFdAZDgxS3q9HsajQ7Oo22xmLDZKLq88btbW7Z0uWpPfM8ssvhbMvl0l6LY+c0ZsZcpuou16xNhCHGVlhqqfhWn0udCqdbFVQSdHfqBwl8j97iXi4u3Ydl6CSpza3bdMZrKdVSh3q5j2V2ePRljYd2WlxcmKLi6Ew7CrUJhUqgUfZ0Sr5K2YeSJ2xFviOWL4U01XNCHKvHQrPHJx7R+NTD4xw5W2EqUJgKcsZKUC1plHx5+juinfEl7q3s96hVmqz0OvzuZ8t88tEpbNthzIGyzNJ0BrAf5A1+xAQx4su0jAKpJiA/SZ4SZjaoGsaI9PVynUkRLSiKWxgdhhk+AtifYNt9wqTP73yqzMfvnyEzXUp1BdtTWFnWOH8hR9UifuI9LTRtid/6lEErMujoGk6qYMs8+kF7kg69mkNloTx55ao+yVTSVMdQU1Q1JiywypIhHsViRq6HGZoq+nEx2dGGBZ4Vvk8hiw08gw/e1STLLvG7n8w4066R54ZAHhcOfCPF7MoIQt2QcX8K4xWDu65usn5ykU880uaxXTVOrgS4ukrJRrDVDXFh9O0M301ouBorLY3FpsGlJZ1qyaFeDrl9a5933tji3PICD75g8fhLDkcXbCYDqPkKExWbIBB3gaoX8wNvvZrpuWsJ+230XLHJFQdVNQGNigdbVq/w4C6D+3aJTZtjG7h6mfklE1s3uHYup+SqBJ4mP1Dxcsp+TLUUUSv1MY2QXEkwtEQmGseg9Hn8FYXf/0KV4xeqOJrF+lpO3cuoeOINUAkMSp5KyROwzsCNZTvTwXOavHgw5AtPVPnUY1MEnsWEnUtPpiRhGQXnewQVYRWgR3FhHSINBDPQd2N2HVB45lWXJNOkuXhY1Pro9lJC4TXJPxkg6vQi7jrGsXv8yVctPnn/JBgus574Pa6vupw+5+HoIdVSh2pJ4UPvXOHc4iJ//BWXjukRxBDpo7HdymWLlsG4sJiIDMwIGoqicds1fW7e1uWlwwF9R2LgRoKcDHmKa5qCIumxWa6RZSKlWiAqtIHmPEk1fuDOFlm2xGefSHn5yBgaJpqSjtw/ErmF1lAUQ+TxJCq9SGe6avKbP9biJ95xht/7QomnXq5wtm3jGAq+BUYIWlPF1qAWJFS8lLKnUnI1Ak8l8BzKvk3JC6iXI773ti63bU0xzAYlJyTP4NBpgwd3Vpipmkx6AoHhWgZKZqBLcgl5LjJfun2FPccCxj2VbqDQ7Gp4uopnK6zbVIisFDxHwbMzfDelXkqoBH1KXg9F67LSjXnlCDy/TyeKMtatCvHshL3HXZ7YW+PSfInxksKEl1J2cyqeKm/JOpVAoxJA2Rfzz7IfUit38d0mX3864Tc+MUGjV6Pq6UzYGYEtY6oHBmgG+ZlDm5QseokxKJLAimAp04xo9nK6HRNDEeD3QY+tFnHeIx5MbUiuKtoTXRa47/Q5eynh/h1V+orHtA01N2eiDCVPY6VtcGlJQVHEKNEyY951W4cvPdXkzJJNx9Dw0nSQaDw8wTN5wkrZbDaM1xP/XiPLdCoeVJ2QKE7pJ4Y8xXPCWMQthnHB4pZtCgIunxZMxFglilPxrURVJKnGD9/V5H1vnOfXPpHwlSemoGNK3YhExCkFRUEjywxplFaJY51KYLFxusV//nCbZ29q8doJC8dWWT+T0wt1nt/rsP+EzbElE31Rp+LmVN1UwJxsVQwpbBXXdvBdh5KX4TspWpLR7OUsreRcszalH6bywR3GNuqGqmAZ5kXP5JFt64K3TVUucXJBp9F1uWqDwnhVGHazXKHkZrh2JNjZ0gLmWiGtXkSUhTy+B05c0nl2T4WFFZtmU6PdgR4hup4RhS6VQGdNPaPqZJTdXJ7WGoGnU/E1ygFUgpRqIBw+9XKHwGvw1acSfutTdVr9GpOBzpgji9uWm1EptyyyYXR5oTIHSWAMMncMQ75adaEVT5KY/ScMlvuWgHxKHfjlrcmw/9YLh48+MhqUBW7oIV9/2uK1o2U8UxOtk53jWAL/nCTQlQGq3b5Ft29zxboeH3hTkz/+WoVe4hANwl7lxbJYABVIieIET4rMSYGV6Mc6nqWxbW3II69FdGODUF40Y1noZpwT6RlarMiJingLxImCESuEei6owZEo8CSRW8tEpV5W+Z0PL6MpOV96fBpVMUbEZMlAa5PnGmlmDH5dcaISxhq1ksmPvKVFFHcxDZU4KtFom9y5PWG+ucLTe1ROXDJ47YjL+Y7J0UuGtL9lg222bykELqS5wPBNVXPGKl1a/ZAT8xaV6hRpaj5iO/bFKOqjX7V9I88+8bmT01X7T9Uttbd9+7lF8tzDs2NSPUM1YmwvZdNMn5cPa5xtqJhGiqqIBYamZTy0y2Kx4bH/uIeumIy5CusrUJ3TMMyUI/M9dh51GavqTDkZNTej5CkErjYo7pKvUfFzKkFCNYipBH3Gqx3KXoMvPZHwO58bp9mrMhWojDkpJTcnsAX5yrGHqAJdKxgfRbCTJL6OxNsV6WmGISLFu2HKc7s9lls2k1Vk5HQ+UA2OTlB07W+Yfw8mKDEZEY+8XKOROMx5w1BbU6oys1yR6GkZhd23KLkmd13X5799vUc/selL8GZR5MNk46G6MJHalFGfZhjqTI/r3HZ1yMceDunHLv1EEfmlST4I8Y2TTEati9l5mkHEMBTMMnL6kUIYyyxL+d/PMoXxqsJv/lgDRYUvfGsaJTdRlFR67hLyrJAWCJ16OrDdiUtwlChUAnh+n8GJ09PomkOtlFArh3zwji6a3mbvqT6XmvDoizaapqIoGuQatpETRzkvH7JYM61StlVyNaYXqtR8F3VVj0Sb4tiZ7E/3HXv65I998AMio6fXT0jSiF4vFa+0NOXV4zGebXHdBp326Rb3PZ9z8KRFGusoqsKlVkYvzfEMlX7fpGSqbBxTGAugEmhUSxoTVYUrN/S42Fli/5/Z1K2MqpdR9sRGMfB0OcRXhNY3SCkHEdUgZKzSoeSt8IXHE37v8+O0ulVmygpj8uT3HTHb9hyxFXOknFKkl4kTixGRVLFSH4RaGWJebZsRT+9ReO2Ui25q2IPV++UezGL2rY2oB4cR3ymGJvDQz76mceqCi21ouIO0MvEWKNDA4sSU9q9EJ4xN1kyG3HlVm2/vLtG39UGLUmwzR5c9WTbq7Ck+wp/Z6xtsnwu5aXOHR14t0U+1QQivyKR83QJJtjtpkpFKRolpis1zP5IPWiJ+jmKcOF5V+fUfbqICn/vWNCiG2HKSDdxJaaaTZpr8KIN0BoHW7vE/7rVZmte5cm3OeMWiVraolTzqlRKbJrtcs7bDG7b2sKyIKLJZaARoak6ShRw43WJhxaXbqXP9pojAa3L4lEc3StHUlCyLRX49MoRq27Zt2LaLrkVkL5wkDDVu2WKzajxi/xnYf9yg0Q6YrZnUSyqTtZh9F0J2HrBwgA1TOfVAoRxoVAOdakllvJqyeqrLhtkFnnpUxzc1am5OxVOo+GJSUvI0Sr5Cxc8pewmVIKYc9BmrdCj7K3z5yZTf++I4K50qs2WFMS+j7ELgqmJL6mr4ro7nqHiOMBmrakaro7LUFBtxdEWGVY2M9fRhLLdpRBw+p3F83hFvgcKDKQt8wD3RhgrC0dNbly2KpqVYdsy+MxqXlm1sTcEsIg/VIfyy8GAOoqljlTgxmKgoXDnb51s7E8LMEEKskdNbLHuGffjAkFykBcsY8DAymR1X2LiqxyO7YvqpfhmLvNCW5/kwyjHPc9rdhHYvlWBVlb6tEUbS2CzdQ0P9i8JEDX7lgy3SHL702BRZbkkwZjZiv8vJMp0s0wb6Hl3PsS2XjatCPr47IstyVo+n1Js61ZLGYsNjfsmiXvGYrvfAaPPqYZMjJ2tMVlVq5ZSrV3dojffYe7zBAzt91tQtpuohjq0zPj3Hug3b6fd7wwKfnpkCbfZR6+ADf7BtXf5/fePZJmeWXdau6HR7KltWGUxUNMYrOWunQ1pRi5dPqcwEBrN1hbGycM3XSir1csZYJWTVRIex6gKfegw+/8gEE65CPcjFrNzXxSdAnNx+QtkXxV0rtyl5Db7yVMpvf3aSTrfCXAXGvZSyq1ByFQJPFHbgaQQulLxMXkrFKPGxXRpnLrnUSxqG4M8N9Nq6lmHKm7/nRJy4IOD2SWrjGFwG+Bk1F2va67eXBT1WXDAtMyGMEhYaDjEmQTFKLAzJkh4loryVkWmIOHkNw6BaSdGskCixiAf/++VAoHQwXWHg7klSVU5AhI2spBq84+Y+D+3scHbZpmwKo0IyOLmRp6nQ+YxVMuKsz/OHFCqOeJsGrpifFxMV4aznsiIfryr8xg+3IMv40uPTZLkllIhZJt8Mifx166S5Sp4bqEqOoQf86F0xSXaJzzw8TqNrMlePqLdUVlqi0Bsdh1bXYG4SHKfBy8fbdF/zWTupMlYuM1H3qQd9rt+UsmaiTZqH7Nk9zULc+IOf/JHNj7524MKwwBV9jifu+z+7pqGcsCyTmZrBVMVgeixjdqLLZH0JXXVIs5jnDkbcv8NhZdlh3YTKzJgQLo2Vhax2stZnerzJ4XNtPvKwyeMv1QhUk+lqTq0kHoTiMln2U3lyR5T9PvVKG99t8PVncn77M1N0umVmy1B3xRix5Iq+XehJNMoelH2RYlYriZX/+ZUGz+wfR0tSQbtyhBSp2L7pgwz1FNOMWO5lnF5w0BUdW8tHEBGjgJ/XyWO1ImgrG8hiXTvmxDl4aqdLP9SpO7K9UYYThoKLIiXhEs8mPI6VksqdN/b54uM9jpwvETtSfFXow4vWolj+DPjiwxYlSYXjPU1N5sYixr0+xy+l9BNNtDxFi5NLObIq9gUTtZiJsRUe26dzcL7M6igXysBEnPpZpstNqS7s0zkCFJQrTNQUfv1HmsTJOb7+5DRp5pDmssiz4a85ywzyTCXHBAVmNfjwW5eYG7/A3c+WeeVkidWVjMlOTKub0u4adPsGaVpi7UzGT76vwf07ery4NyBKTAy9z2TVZHVdZXG5Rq0cQmZwYX75xId/4fe7n/rvvzIscICrbvgApuWg2N9mfnk3s+Nddh022HvC5qp1GpMTXfaeirj7iRo12+DqtTrTdZ3xqsJkLWGy1mes2iKjxZN7Ez72UIXjp8qsrStMVaBe0qmUDHmC51SKEzcQRuRqqY1hNbh3h8qvfHwVcRiwupJTdzNxcnsqgadScg1Z3Lmctgih1vRYk/MrDX75o1WWFly2z2QDPbMy0jMXqciOGRNFMfc/a/HqSZ/AVXFkcprgfUv+ySCtbKS4C1uaJregaoqmJURZTi/WUVQVQx1xBBURIQOq1eWr9iTVyDMNR1ewtJQ0y4iKC9rrDRFpPkRJJAgbWcERj0VP3+yYbFmt8I7b2+w5F9KNPTFNSfPBf69oGTRNuIS2zOn8wU8t8B//Co5fLMsHKR2IrLJcJ89UslwAgXKUQb89VlH5nQ83ydPzPPT8OKebPmGiSi2NkNCmSU6S6vJBNIljhekxjfffssL21St8/KE+uw6VWTxnMdnKmKxktLs67Z5Gs1Nj3bTDh9/WpOytsPeYz0zV4cp1Kd2wzStHTCoLEXPrr+WH3nQX/X6P7yhw1RxHNTxMw6bViXnmfIX1UyljazL6Scqf3+2QRTVuXKczUdWolRXGqynT9ZBauUOSdXjxSMiXnnDZc6xM2TS4aianXlKolnQqgU41UCgHqSzumJInZty1cpPj53v85TddHnxlgiz2WF2W05aiuN3htKXs5ZRlcddKfSZrLcrlJf7obpfDpypsGhPRfupAM5IPQrF0XSQXW1bEqfmUbz5bQsHCNUbg9pf14AXoR7ncczlS5IaekmcZz+w2OHLJwjFAH9WSjxR3PvJtlg+LPIx0Vk/Ardf0eeVMQpRqsk0ZGpIHl82CW5gNJxRF1EkSC3d5nlm897YeX3uqw8HzYpoiHoTRU1UsjqJYpdF22LzK5kN3LvA7nzA5o7hINNEIOEiXclmt8G2Qy1//WEXjN36syRuvOcv/e+8YR89W6ccqUZrJAKlEfpsTJeKuEEYa7a7B1FiH3/rQCq+dOs8Xnwg4cDxg6bzJWDNmuZWy3NA4P+8yWXd46zVt3nxVky8/obJzv8lYxee2KzJOXwzxPYu1q6p0OubAWzIo8OWmg227Ry+ujB/bMFNd75gNljo95ts2p86VuGaNwbY1KRO1PpYhJK+B16Ufd3l6f8LDu0xePjSBpdhsrMF4CSqBLj9ieVPxU0p+TNkXM+7xSpucNgdOR/ynT1R5Zvc45cBkdSmjUhT3YGNaXErF6V8pirvepuQt85lHdb75/DjjnkrJyQfxdMIzmI2M8oSP1NRDjl9Q2H3ax7Z1XK1ITRvC7YdgTYUhe3B4ghcJCrqWkZNy8KTOSsOkWh0yCpXR9qQo7hHgTyGUihLB7Nu2OkRVUuKMEUtbAenJL5uoiGXKaNyJ5IfHOu2ezda5HhumO+w9U6YbW4SpnKbIUaHIuFfohwqtjslio8Tbb4w5fPYSn39sijMrjizwVODccsjRyREneZYXlFyhhamVVX7krgZrJy/wGx+POXa2SnPeYqIEY1FGGCX0ZUJEr6/T7Wu0eg6NjsFYxeGKVS1+98eb7Dra4aEXfV7a73HplEXpUo5nx5gGjFdctq91uOuaHicutcjUkJPzLr3+GFvWVI7NTDhH2+30Owt83doZTh768iPXbTM+d/xk/ddPne9yqWGzYdriPbdF5GqffpiS02GynpHmCc8cUHjoRZsXD5SwVJv1VYWJMqLH9jVZ2Io8sUWvPV7pUQ6ErezwuYh7dxg8/NI0J85UmKhqjLtiuyn6bXFy++7IyS2LuxqE1CsdbLPB576d8/tfnEJNHMbqKb6NdBmpwwWPjCkR5NqIbhTxwAsuWeaK7J2CIDtoUeSpXbQol7UnDGxpqvRealqCahigyTjzAWu7EOFe/lXIW/O8sHvJiUicQ5YMgqqGIKARhuHIPLyYM8cjuZpRrNOPTDzb4p03d3h6T49WbFGOFcI4lzGFIr4wjFS6oUqrq+O2bGYnfX7xh5ZAvcCXnpjhfMtEEWUMJPIXr0sarTaQ62byThHFGjdsbPGn/2aZx15pc8+zVfafCVhomYx5MFHKRDpIT7QgrY5Gs2PQaOssNU0mqh7XrG5z48YWLxzq8NCLDjv2Byy3NDZOxqCrvHJU4eUjNtdv0tk4ByfP5TAdcKbhfe6jX37ikZ/+4fd+Z4GLW7WLYzsPoKrvczz7mltXhRy/GHHkXEKjA/NLAVtmPTxnnnt2ZNzzbA0tt9lUV5goK5R9lbIs7rKvUAlSKn5CvRwyXu1R8lpcaoS8ejzhmd0633i+zv5zJVzNYqoENTclcHJKjjQnFMXtaZReV9y1Upfp+gpffybm978wRRx5rKtmlBykJLbQn4jENkvGGVoSkfzCAbjv2QqmIdwvjlEkFw8DpTR9ZNEzgP0U7O9R93wq1vWGaLoHLJWiNZEO5tE25bJTPFPIM5U004jjjCxJpVVsiJS4rEUZaVPidBhWVaQjh7FOGBqEkc17bmvw5ScbPLXHpxPrlJJ8KL6KMvphTq+v0u5pOB2T+WWPVRMxv/RDyyx3LvHlJ6bRVQ0koQsSxBVVJ0cbXD5TiXorLrtrJgz+1fvavOOmi3xjR4MndvucmffYf96mZGtMlXPqfkSzo9Ls6Ky0NJZbJktNg4tLDhOVgOvXtbhhQ5O7n+/xjScnuXadx8bZhPlGzFJHYEGefM1nrp6gKNqrhlV9IE06lx0klxX47Mb38JlP/PKzFYtdgatfE8YpZVfD1Exmx+CmzQm60efJPTov7i8z69vMjYm8lJKvywIfntj1cp+JWgdda7PjQML+Myq7DnkcO2tzftkhS02mB7TYjEAaEwJXLHBEW6ISeDllTxR3xQ+pBF0m6w0uNLp84YlxVtolNtah7AoeojvgFSLZ4JJga4lg1zjt8fEHPeYbAdWygqdnMgiLQe784ARXh25/9fXcQUUUuWlkHDunsu+YCQNjMiOhqyNg2e8o8lG2icaVG2I2roo5vpCT5MOL3JCC9TqHjzzBo0TBlCtxM9LpGwatrs14rc+Pv6PFSwc7NKMy5VjBiXIcKaHthxndUMHua9hdA8u0MJcD5qYSfuiONjv2LHFmpS5ItcisoZFomjzXQYq18mw4uoxiHd+1mKv3+Nl3h3zP7SscPtfk5UMWe087PL+3xJkVk5lyzlgQUW6rrLQ0Sp5OxTdYXNE5v+SwesLnlo0Nmist9h5TOHzGYrqmYZk5zZZIvetFBo1Ovuv8wgPP/tff+s2/vcABrt46jaYprLSPcuyUxvWbI3pJj288H9Ds9rEUhTwps74ulj6BJ07r0d644vcZr3VQ1TZ7TyV86lGPl49U6HQsdHR0RWXKF3mTliaUgJ6l4DtCzOU7xZxbqApLXkpl0Lv3GK82mW+2+Z3PVNi5v85sWaHmZgTyx7uOjuOouFYuYUCpzG8M8Z0uzx+Eh16qYbkmZUPox21zmDk/OMU1daj/HoX/jMSTqKqYyhw6rbL7iCWlqELCNhq4ymibMqBbKSNFLvrYazakbJ2LOHIhJ8nVEQd9PnDppPnQbZ8UVrdYJdRzdF3DiDIM3cDULVptj7uuW+G6Tcs8u8+haZm4Rk4vFKaPXphi9UR4lKWrWIaBoduYiyVu2pzxW/9ikf/0aY3TjZoIrSralVHUYi5O8izXhyKwREgRWh0bw8hwzZTr1sVcvz6i1W/yytEmn3okYO+JgDMrFtPlnJqbUPJSqU8SbemFhYCxisPNWzrcsLmDrl+i2XR44AWbQ+d9rl8X0godnGCOnOz15fydBb7lyveg61r00sHPc2nlJHuOqZS8gNu39nj8ZZOS6XHFFiHCAmEpqwQx9XJIvdTDsnpoeod9p3O+8pTHjj1jdLs2FUtluiawx4oilghpLtbYtqlIiL3YTgau0IMXxS2WQKK4x6otmt02//nTPvc+M0nN0xn3MgIH8eNtDdfWpD1OgoGsBMcWS6CDpyN++a+qtEKfCVchMDPBER9oRoq8y2F7UkxChsXNZbwTVcnIyUlz9Tv7b2V4kg/m4CMneJYrksMtCkNTQEOE11yWAjHyKSiwo2FVcQpRrF4WYyhkCTa1ss3v/UyDn/l/PI6eHcc3xCluhSISxDQVzJ7MSjJ0GWIrLuXvvS0hVy7ym59QOdeqSKMEstCHvx/QIFcHv7c0E+2ToemkqUKYaKiImMCSG3Lbli5Xr+3x7P4OX33KYf/JgPMtC09XGfNTxgJR6IYuXoXjFZ8r1jv4nsEL+1Umyja+lzNW61Oy1vOmO94RZWnC7/zS31Pghj2BogW/lJtbtm2cW3rzRHmFlU7OgZMeb9qusW1dl24S0u7ojJdsxiox5VKTExf6HLqQcn5F4Z5nqqy0PLRUp2IrrJ+GsqcQSANymuWcvRTT7GaXFbfvjp7cGSU3o+Qngw1lvdyi2W3xmx93+caOKcqeyYSfUnIYnP6eow2kvK6dCRaHE+G7IZbZ4Rs7dA6eqFFyDSojAKLR2EHTGE5RVLlmH203UIZwe5Fjk8nTXJNJN8PCHmQ+jRzel53ixUWzsI2lCnmWMUQsKxJIj/w2HyyKspF5eKSKyG7x4GlDhIVuYeo+2+Zivuf2JX7vCz5LfQfXyGVbJihUpq5i6jqGrsl9gYmmuqhqyvtvX0bXz/NrH1U41y6PtFyjrBfBKClSIqQSAMVKaXRUTl80STOZd+o6lH2PsUrIm6/scscVHZa757j3WZPzyzaXlm32nfUYc2GslFGtZhw+H7HnuM3WNRU2z/U4eDbl5PkYy6zyztvWPrFh4/Qv9Vq9v/8EV/USjz5xf2tmwjm0Z7/yxu55RTM0hyvXZcxNrXD4YsKL+wImSw7vvLWH6y3wl/dpPPNambPzFrap4xoKE05OzVOo+AoVX6cUiFZmqp4Rpn0OnE/ohAYlT0w8XGkIFpfLnOCy4u5TLXXoRS1++xM29z47SeDZTLgZJef1wisVz87Fx0mlAz8kcDucXYz44hMzZIZDzcrxrXzIbJGpbMV4UdfUwQZyAAGS5VkgJUaLvPiXqgx8Gg17Ul43Qhmi8OXqnpGJSiFYybNBUFU+aGkY/J+cok0Rp7cSI03HRXKxhqoaYk6vpdimxw/c0eJz31rh7KLJiqli6ZmYMOm5UFdKibGhaxi6Ibe+Hpqa8b5bl0nzc/zKX2tcbPvDB55s+HZSQFGEsVlVxPRqvNInzru8dswnCi0ma+pgwrbUNKmVbColl4rX52feFeLYEacXQp7a0+ZTD1TwY5er1+iM12NePNTkwDmLfqRTK6lU3JhqKU3DyD6074V7W7e94bv//gIH8Wrt9to/P1sv3XTxYu/a8VqDLzzhMxmUmK1r3LIZVs90OL3Y4svPuryyr8REoLF2Y06nL+z6gatQlXPwakmlVsqYrIdM1lo8ta/LuZWAiiazWGwV39EJXHFyl71sEPpa9nvCNldZ4Y++pPH1pyZwfZcJT8zKA1ncriPSdz1bkYUtqLaeHVItdemEHX7rE2XOLJSpu4rM9ym4LUV41VByKzgoI23F63NtKE7yDNRMpvKNZE4OCuBv+MqHU5Tinwe88EwlSwu8GyOP1EjTO/LgZbnowYt+XGhFhLhJgcGc3jBcpqoxv/XjS/yHP7eZb1VxdUVKh0U8uSYJY5omHPiaZgzDbJWc979hmQMnL/DHn1/FRcUVxZ3DaE8ukBsamiogT1muMFHvYQYZLx+tsNxSmKiqcvGn0Whb1No65cDG0DPaXQ3bTLnzig6+2eH5AxGPv+azdtxj3YzL7dtDxiotvvy4zXRFo59MvdZsdX8+8N2/6U/6by7wu+54N9+895Pp6lWr8qMn54kvBVw5p3HFapV6tc9Su88DL8CBE2Uqjs2btqusnlaYb4S8dEAIqsYqBmNVjXoZxioRs+M9auUGj78W8pffDMgii/qMGOn5jo7vqZTcXLQlXkLJj6TBuEO9vMy3d+d86ekJDNdjws2oOMXURZFticBBeE6G7wiPn3Dv97GtNl9/TueJV+s4uknNzkS+j6Xgyh/v2iIlwtRFZaayB05TSPVipKcM/haLU1pVc/ohnDyv04000bPDyMk/Gtt3eZsi2o7h6Z1mgqS6ZlWKsScbiKKK7y80NcoQYyGzSNMMojhDQSEyxFQlz4uT3JAaHLEDuOPqiO+5ZYnPPOqw2LfF9laXYa16Ii/YmogI0fRhNIvMzvze21u8eOASj706iYIj4P6KKPLh71lBU8UeYmHFYkvZ4efev0ynn/H0yxUWWgqz9Yh2V6PTN+hHOkmmMlHtse9EwsKSzZppiw2rIra/rcW+0y1ePdxnxz6b8ZLD1rUqs/Ucx1VZs3Z93ou09J1v/O6/qZT/5gIHuOPN7yNJItrt05w4cZatq0NQEh5/FVaaHiXH5I4rVKollfWrYpK8yVP7csLEY6yiMzOhMzOWMjPWY3aiSbPX5rHXMv7712rEfZ/Nk1D11YFstljilKRNreT1qZU71MsrfOvVjF/+62lOX6iwqizY0qWR4haUJBXfyfGdbAAT8p2QiXqLFw7F/NndU7Rij7mScHb7DniOgu+IS63nit7dNkWPu9yEXjeV5FRVUFZH+HsFzdXUcxZXFB7bYdFqaFSqSErqSGvyN5zkeT76UaRlUGVqHL7rlpB7d6Qsdy4fLRb/TRGFLhxMug7tbk6zlZDlOZYpVIWZXMQUMExdF0CiiWrEz353i4NnFnlu7zSurkr7XqGSlPhiTUNTtUGBF6zztZMZf/DTLX71Yxd5+KVJwBGRWjmDb0FBUXU0TRiRT5wvs2E24z98YAVFSXj5UMBLJ11W11JmehlRZKAoOrMTKVvXLfG5IyVOXPQ4fcGgVq4xUYt589UhjV6b51/rs/OAyVQNYn2is/2KW79o2/bfVsYyuPJv+PqN3/x9UPQ4iy7deeb0UXulq7DQUMkTj1uvSJkaD3Eci2s29NCtRT79SM7psy5XrLFZN6OzfiZm/UwD11vi0Vf7fPJRm/ueq0LksmkiZ6KqMlYxqZV0qiVhU6sEMSXZc9dKHeqVZR55OePXPjrFyQs1ZkoKdTcVF1a3IFUZ+K5G4Cny9E/F6e+H1EttOlGL//Z1n6d2TzAhJy5CUy6Via5QJlZ8hVopZaIW47g9nt6TEUeZ1H+LV/cg07NIbDMTfDckSvo8uMPk4NkynqsTGAXzWpigCzquaaqD9N/RDaspDdCWkeB7fY6ey3hoR4lOZFOychyJrxMfFdvSRVvnKtRLKZO1FrsOZTQ7Eq9GEdetXn7iS/PHzFiMofbYccCkEdrYGkIcNorJUIQpWZXuKEU+XVmuMl3PuXFLm9MXE147aZMpRpG2efmTiyKT24T2pObr3Lq1x9a1bTQj4sBZnUZbRZHhwCgmW9ckTE60eHafwsUFFduMOb0Yc+ysSdUzRaqyBWGUsW3bTRcWl5Y/9KZbb4z/tjr+W09w11HorBz4/PTMxt+82HqprGY9cjKq5T4vHc6xTZMbt4Rk2jIfu9/g3Hmf6zZYbFunsXVtjy1rFnjuYMgXHrPZfbSCmlmM+wozY0I2WysZ1Csa1VJONUgoezGBJyIEK0GHWqnBoy9n/PrHpzh+vs50CerO6ycmOp6tyf8/w3MlP8WJKfs9Ar/FJx/UufvJcQLHoO4WOLGRiYurUfLE1rVejpgZbxOzzGtnJllf1tE1BdvMSCQbO88VyEVPXFw8xQJIHTBVhhnxykCLoryuRRk9vQtSrBgZquRZQp4P3TFFh6MqEjykCX+i54gTeXpihT++2yaPfebSjDxPZHuii7m8OpyMmLqDoSe8741LvHRsgY/cZ7Ooi1ZloHVX05GIRHWQ2DzM/cxZM5HzOz/RIldyHt41RZbbYvuaZiTpEMGcpgZZphEnFlGsMlW3uGF9m+s3dHjL9Zf4/GMeL+wp0+5DkunkWZ2rNur8+LvafOw+WG47XL9Fw7K7nF/UCWyxnxhbZbF54xZMu8zf9aX/Xf+jW54JO932z11/5fSXv/XMEc+3FC52PWoerJqIsZ0VPvagzcIlj5s2m2xbp7BpdYsoW+YTj+Y8tqvK0rLN6rJKxRGnZsnTqZZ0amVhjqiVYiqBIF15Th/f61Pxmzz2asqvfmyK4+drTAfi5C45iGWOreDZmmxPhOZbtCaCfhV4fQK3zavHYj7z2CRJ4rGqlEuTsoSByh8fuOLkLyQFE9UGH380odlR6Ts5USxESUWLko/e9ZBZ9Go2uFkWC6Fibj7oSxleFfORCJMCoJkOYJoqZDKwdRDeOqzyAh+n64ISYFspJTfjbTcv8YkHPDwDqVMvWg1REGIyomMYFoaREngRP3JXi52Hlth9YhLHUMXsW8uk7iaVW1xdjkp18ftRrcEEac1kzu/+RIs8g0demiTKHLqJSiUW6cdRkhIlOUlqDOIOO32dS8s2Za/E1uku/+Z9Pb41u8COfT67j3v0Q4N+WOaKDQYffmeTe57KOHLWYabuM1nOSLIYy4nJjC2dOFV/bmZsOvxHF3ivvZKNT67f+cbbteahoye8Xi9DSzIMs8uDL6YstTzqrsWt20yu3JCydtUyOw50+fTDHmrmMhVobNms4Vri0qbrCiXfYKwM45WE8WpIvdKj7HewzT6eE2KZfR57BX75I1McO19nsqSKtsTJ8WVb4rsFY1Ad0LN8R4CGAjek7HfoJV3+6t6A3YerTFQVynaKZyniMyhwFd/JCOSltux38f0mLx+tQqaS5dnQIJDnrx9kDGK6c3JyRUIvR1IhRicqymU3TUWYc0fksuKjSXuXQLAJHbYyGCvK7nYEJVdc/jRu2BDzl/0+C10XuyB2aWL0p+uaZLDrkuFisbDsc9X6iJ9//wq//pcui50yti6Shgc4aBknIsZ+CoqiD95ainyDrZnM+IOfbpJ/JOexl8Y4F1k0LBW3pzLWg/EwI45jkbCWiGS2pYZGmlm4tsd0PeJ9t7R4720NPv1IyIt7yjQ6Jq2ey5UbNP7jD66w1O7z8iGXMNLpxxrLmc7773xLc2Zm7c5edyX7u2r47yxwx58EzIUoPvL911x19eO7X91p9JWElZbFeBlMxeCGzRrXbumSKQ3+n68pnL5QpWparJvSmJvUWT2ZkpKw94iBY2mMlWGqnjA91mVmvEGSt/j27ozHXtb5+e/uMt+AX/2rSY5frDEeqIzJ4g4cRdJqNVxHMAY9B8FmcUSorO9G+G4f0+hwz9Mq9788hu8acmqS40mEr2NrcqyYy6lLiu9GjFU6PLcPXj3m42hy1DdoKkaLewjGh4zn9xo8tdfBthUMNb8selCcesKuVpzggwXOZQFTglDV6encdmXKdVf1Oft8LkOq/va/ozRXiBJh3r35ygY7D7iULSRqQWQc6XoRMqDKFLMMw7Bwmj53XbPCu25b5HOPWyz1hJd06DVlxIsqaQXogwQO0YplrJ7I+P/83Aq//tGEiysGP/PdEY/u8nny1TLL8zZhnJFKE7CmGbh2xp7jEaQqsxMmq6dqrF/l8ME7mty2/RKfeqjCM3scOj2TG7ZVWOmEVFyVVghLrYTrrr0lTrPk++emgoVu3+Xv+vo7C1xRLJLwEBs3zp7Nsu6xl149tEVV2pSChByDq9dlbJxrse90jxcOWJw9F7BpSmP1pM6a6ZxVE10q5UUe3mlwcbnGFet1xqsJa6fblPwlnt4f8sXHSxw8WSZKFBodlTWTPY5cLFF2dOpONijuwcntGJJLXhT3sDXxnD6B3+HUYsTvfW6Gft9jriyygDxbwXEUucbXBHXWySXpNqbs9YEO9zxts7giOIn6oMiHeOJhtIkYmylKxvyyytKSSVBV5GUtH1EfyliW0Zn6qDN+EAUoXPJRrDE1njNZjchJSVL18olL8cgNeIIq/Uhnqm7yPW9o8fzBKos9B9dM5Jay0MErssA1GS9i0jAcJusxv/TBFV7ct8KBSxO4hirwz9JzqiipfPvoIKO+FUXwolRFSIZNI2FuPORtN4XMjsVsn6txy4acD7xhni8+YbNzX5V+bKCqMZ6jsWEmYSVs8MgLGhdWXM4vGlxYdFkzZbN+tsOH395m58GQV096dEOTNasMljspagqzkz4zc1uO2cH6s8+9eprbr139jy9w8cSp7N/93MlapfTTN1678cmv3f8iUzWTdTMZJX+Zjz1osLBYZd2ExdtvUKhXVFaNR0yPN3nleI+PPGDSaZW4YrXOeCVjbrJDrbLA15/N+It7J/E0h+tWweopne++08X1m3z2CZG+VbazQSKDkM7K4pYnt+ukMhZDrOMDr0cv7PKnX/WZb5WYcBUB3rGUkdjvIni0AIMOf+xKN2bH3jEsVcMxMnSZpKZJ+P0ge34QGSi2hKYJaDqGKqYRhjbUkxcJyapc/Q3iA9NRrknBNhFS0zTRicOcLM1IcmWoJLzMrV6IrRSiSCfNTN5wRYda0GG57VC1FexiSqOnMgdJkxMdDdMwMA0Lq+VSCUL+9QeW+bVPOCz2ZKuiF20Kg9ykgi2uSM64KvmErhWj6xYf+6aHZVT5wG0eq6dzNs62+M0fXeJ/3LfIPU/WMRcMXDvm4pLBm66wuXbjEt/cEbH7SMBi0+DCosaRMwEbZh2+9/YWF69ocP9zDsfPu8zUVUqlDv74DSyu5D997vzTJ7ddcd3fV75/f4Er+kbSpI2qeefXLj/51KrJg2+KwjaLTY1T5z3U2ObdN6tsWN0jy3O2zkVcWO7x5aczntkdYGQu16zXWb9KZcNsl8n6Al97NueT948z5VpsnFaYmzLYuiZnuqaw67iNrekiR9Fh4OgpeYYEciJZ4QKI71oyNtAJKbkdvvi4yhcencDzTWrOcGpSJAs4sriFTkWc/q4dUfK6PLBL51LHwZWy2cErWhs6edTBCS163DBJObdogqZjaxIaVHx05Bxd6lrkfTFJC/IrmMkwPThONelbNJipJ7hGTJLZl0V8DzN7lBGjg0avb1JyDe68ssnnv12m4eq4RipGm5J8a8hWxdQ0CUAyxXjS9Pmhtyzy7L4FPv8thxXTwpa9uFrcM/LCUVQYkFVURcfQclzbxrYs5mZyXj1g8dKBnFbXpN2tsmnO5KfevoDCIt94uoZx3sQxFXS9xDWbVH7yncs8tW+Rb+0MOLrXYetcl70ndTauKnPzNoer16c0OilpnqBoFbZv3fbUrTe/4fxKq0+15Py9Ba79vd8D+O3f/l0+/GPftVQp2y1NSX/w+MnzWEZGyVXZtg7mplucno/ohjm1cpOPPqjxyAtVZssOV6832DQnRoerJi9x7/M5n31wnJpls2VWY/WkybpVChvn2gT+An9yd4mFBZ9VlYxaIFa65cCg4quUfKFR8YroQCuVUxNxsezHbX7j03UuNqpMejlVN6Mk3wC+q+N7unwb5AReSsmNKfkh49UOzV6HP/xCiUNnq0x4UHFyuRnVpEKxOPVlS2SLef18o8/vfb7MUqtE1VUoWblgJVrF+l+QbU1dlQwS0aLAMNRKl04iwRYX0t7xSo9vveiy0nUILKTicTQvVJWQUZFVahmpEL75Xb79qk2r6+CYwmOqX9YuqQOIqDoI0RLbzMlql/tfMGlFDpauYMo+u5ATiCgVefHNVZH0IIFIgZtR8Ts89LJFlmgYikhLjhITzza4ZWufbtxj1xGTJFZRcuj1bcqOzZuu6lMpt3n5uMHmVTnVcszJCxGXlg3SHHQ1JksyptfeRH1i9S8ePX786W2b1v/PlO7ff4IXX+s2rAEl2Hm7Ft998uzy9+zZf5yxispiO+L0vAWZw9RYlz/6osOJsz43rbfYuEpn9bTCtrVtZiYv8eWnFT7/0Bh122TTKpVVEyazkzkbZztM1Rf4zLc1dh8uMxPkVD2Viq9TCQyqJZWKnxJ4KZaZDeSgliF4JLYZUfK7fOFxk71Hq5QthbIl1/EjY0HXFkKs14dYWUaPrz6l8tLhAN9QcI1M4t7+JuDmSIKalpDkGYttE11TpeUtlyelInNqBCXKNIS/stvPhMw1E696XRNFG8XCFZ8kOkliUPEVTCUmzHLitEg4ZoSNkkstuOjb+5FOL7S4blOb992+zCcf9mmGGq4hzByF/LUQUwlAqWhVLMPCsVyuWNvnnTet8NlHfVqmjW+AGYtLdZLm9EKFniHcQGkqXD2qqmHoJq7tc+36Pj/ylkU+/8ikiFDJc9LUJEl9tqxW+fG3LqIqy3z1iQq92CaMcnqhRbM7yTVrlvjlDy7z5K46UyWXyXJIqx9i6lBxM/zKepzyFXfXJzfvbDWb/7Nl+z9f4Iq6jsWFMydrU2/89+tnX9OUSHvfqQsphmawfkqjWunw5ScyFhYCbtrksG5GZfVUxtY1Kxy+0OCvHrU4cKTEpGuyYZXGqgmDucmMdTMdpsbm+eS3Mj750ARjps5UJada0gVMqKwwXkmplSIqpT5lL6bVMWl1DRTpaveciIvLMR9/aJwss6nKXB7XVnCdYd/tyalJkfUj0tlC0rzPzn0uSx2H1TWwRq1rA+iPzKwvYJtGRpYnPPaiyVLTElJbLcfUivhxFdsUF9rAE3lGvSjl3EJKGOaUPA0FA0NXsKXVLJJc7l6kUwtU7rypy7GHUqLUkA76orgzkjQXLvqkCGXV6PZMZiZMbtne5TPf6tPo+QSmgmnkIolaMmFEwK4scD3HMk1sU+RYfuhtTb71cptG1yayFTkihYW2QrOnUHah5qXEqWiXFMVA03QM3cYyKvzUOxbR1Ut89uEJstwgSSPS1CBNXTbNKfzQm5bZvmaBB1/weelYiW6Y0e4aNNp1tq/XueXKNl94TGfSd5gaC9HVlFOLAZsr9W98/ztv/Pdnzp09tWX76v/Zsv2fL3CA+tgsB/Y9d2rzllv2tFvN951dOIKi6HSinKdfUFEzl/fdrjJZzxkrh2yYW+TIxS5/eneZxSWfjeMqa6Z0Vk3orJlOWT/TYnLsEh9/WOUzj4xTM0W+T22kuCcqKRP1kOl6i1KwzGOv2sRdi2pgYMiMHUOPufcJk/0nSpQsZIrA5QsdzxlJnHBE3+5YEYHTY++pjL2nPWzdwNWHp7ChCc3HoKfWhnQsQ09QSNh/wqDfNSnXEciJIn7clDnrtkLZz1gz1aMZtXlwl0HYtpibEBd4y9AJLWVwgseJRhgZTNQ0tq8NMZWEMDWGOOVsSJpNUohkgRdUqzCy2D4XcsVsi13HXEqRiH00ByFZ6eDBFRGNGpap41gm7a7D1tVd3nt7k489VCHJNXQVSo7Kqmlopy2efNWk0bNI5MZUqC51NNVEVTzmFPjQW5bI83k+8eAYcWKSpBFJZpCmDutWady+dZmNMy1+7/MZO4+XaHRyzi8qHD0TcM1mm3ff2mXvUTEC7fQSJsdnufnGm/fs2PniqTfcdss/pGT/YQUOoJhz1CdW/YHhHF6v6s0f0tR59p80mfRMNm8N2bE/RVEt1s+2+Iv7M3btH0OJLK6eU1k1ZjAzobNmOmbT3Ar7Tjf5z19yOHqyzLRjMF2FWkmnVjaolVXGKhnjtZC5ySaHzzX4i094rCyVuXrO5vqtInVLmH5DHnvFpx/bzPi5vFiq4uPocqwogPp+MVK0Izw3JKPPI7sMXjvjicmDngnzsTZ09ojTPBv5pEKUpCdohoWmGYKKNfJgmLrok11b/Lz1Sh+6DVZ6JToti1og4jv6tkYYC+JslAzTFZJEJ4ljSGJCzZEc8HxAuUqKqJO04HoLN32nZ7Fplcpbbmzy0okyjdDF0RQMbTj5GeTBa9rAxWObBq5lEXg2d17T42MPxiSZQD6XA40bNmls35jzQ3ee5yP31ThxsiTjTGK51NIBiyRVma5r/PCbG1y36QJf+HaZPUdLRGlMmkCUWHT7dWbGHH71g02eP7TI3U/UuGJ9zsY1Xb71UsDmWZ+ta0KOn4ONc2Ns2rz6izfdcO0fNBbP/EPL9R9e4Fs2zvL1e7/ZqI+v+UmUfatOnDfeeM3GlIgeuw7r6IrHRL3HZ7+tsvtAjdmaeN2WPY2pMY21MyGb55Y5fKHJf/t6wOJiiU0TCpMVAcH3XZHzUyuljJUjputtapUFPvFJn9cO1bhqRpzMWS6Gbq6d8MpRhaMXPAJTHcy8C2+m54hLZclLCdxhSptjR5S8PscvpDz0XEAWW3iBBP/IACxdU+VHTESKJDWxIUw4eQGeP+igmbL/VoUFz9AVDEOo/WxT9PqOHWNEMXGW0YmgFwrTrwhQ1eRJrEhcsUa3b3LDlj6T031OzQdD2qxEIRd9uGB/y1Nc9uJ13eA9t3a57+k2e886uLoq4ralva4QX+mDE1zDMXXajkUvdFg7GXLdxjanztqDxOlOT6PTLXPduogff/si/+6/mRi6Ix/4GFUVm9hu36TV1ZisW1y9epmJ713hDz6fs/dUmTSNSTKIEoPFRol6yeGNW5vYRpsX9pRZM13m2q19Dp5MSS+43LA1olTWnt60cd1PvrLrge51N77nf32BA3zv+9/Lcztf7b77nd8XHd/3WY6fXuLEeZuSa3Lr9R2eOwBnz5d4540qqyYSTl/Q8V2NtTMRm1cvcfRSkz/5WpmoXeKGtQqrxnTGazq2BXGiErgZ1SBhvNrD91b4xCM6+09UWFtVmKiIsaFtZlhGiu/0efmozsUllzELfBvZb4uHpeQKR37ZiykHIWU/xLX7OFaIYYSEeUqYWZiaJrXRyOKWJ7cuUtRGMzCF9DTh7LzCviMOTsBw9q0NjcuiXRHLFlNP0RSBg+inClGSCzZJkknA5cg8PNHohTpXbUhZPdHn2IVcEmKVYauSjBa3OP2jVCOOdZLYxFD7WFqfJIlYiiyyXCPJcgHxIUdVE/ngFonEOm7XoN2zmarq3LCxx6FjGf0Y+lFGo5NzcdEkcCtsn4v50Xcs8JUnJrnYNESgl55ADgsrYoK02LBptsfZNGfy7753hT/+as7+M2VyxESnG6rs2A9rxitct6VHe33Iw7ss3rDN4+p1CUfORhw6X+Pfv+f7IlVV/1HFDQzT5P6hX3Nr1jO7et3zlzobvlUP1HCsrLJuts2FxRAihx+4I+aaLUuEyTKtbsJYJWXD7BInFpr8yVcrNJdLXLNWZfNqi6s2qVy3tY2q94hikShR9mNmJxo8uCvlT782gZmZTFaQEYUKviPYhkutiBcPOei5IUZ7tjQfu+L7lfyMSknwCyeqbcbKK5T9Jq7TI8tiXtyrc/iChWUpl82wDeluEacxsv0YTiN0PUHTM9ANLE2u6OVFVBsUujQSyMx6RclkbN8oYUqexCly2SNjSVKNLNHJk4wsTelnRXEX3z8jSbJBkSdyni5Of501k3Dt9j66HtGNEub7KWfaGWcbGsttaHRyWp2Udiel3YVWV6PV1Wm2xUTs+s0RfqnPclel289pdTKWmhoXFx3yrMy/+e6Et9+yyInFnEYHwjjHNCDN+7x0uMdrR2IOnNDYfaRK3a3zC98bMjvd5MjFlKVmSslLsd0Wrx5v8LUnDCzFYdV4yImLHeaXc1p9j+99+429ubXrXphds+4fW6b/+AKfnQhYPVX+1XG/+T2Wt2YxyRN27tdZaXmsno4YqzV45KWE+5+tMDOuc+WGJY5davMnX6nSXgm4dp3Gxjkh0rpy4yIHz6/w0M6UTi/FMTNqpR6nFrp8Y4ePntvMVHOqgSpjCnPp+unx3H549rUA3xCOIN8RK32hXMwEKKjUZ9V4A01f4ktPxXz+25CmCXkuiljXBEuwwLYV/behqYN0iKK4i/47yRKe3G2DIjaYr488eX3coKZlwruZ55fDNAuQT1JElagym15k7txxTR9TS4hSiIsHI5E9eJrJh0QZTFREkoJAHmephoKKpUf8i7ec4we/6wKh0uPUssJiGxqdjFY3odXNaHcVCbo06YUOb7wi45Yr2iz3clq9nFY3YaWVs9jUOb/gkadl3ntzn1VTbRY6Cv0ox3MV3n5LyLq1TfacDtl3PObQKXjlcJmqU+Pff2/I3EyT107GnJ+H996scdfNLebbPU5eSqi4JjdtFWEMV21Z01+76bv+2+Ky+2uKUv3/fYEXX9dcsTVat3b9X89MTUVb5nJOzWecW1A4fs4hCsu84UqDDXNNdh7p8JFvlGkuB1y9Vmf9rMn2dQlb1y3w7IEuX3jEx9MNyr7CWCUi8Bp85lGLVw5UmKvCWEmlEhgyRjyRrUabl44ZLLVcxvycwGHAVCn7SKxyyOx4E9VY4a8esvjdz07zqftXceTMGHHic8v2jE0zCXmqyNgSZHErGMYw28co+IaGOL3jJOUbzzhkaOiD9f1I3PeApSIudtJODCDlsSNr91QSrAYJxkJ4leca77u9h21E9AcTE2WQtxPHOVE8wiaUUSO6BkfOauzc62GoNpsnTf7lW03+7w9G/Oy7LpHS5tSSylIbmp2UVkcUeasrYJhLTYeKZ3P9xi7tKGa5q9DqZDTbCctNhfkVk3MLJW7caPGht63QCGPmm9BoZfRDnw+9NeWmq1bYdzbiwMmYo2dydh8pMebX+Nn3Jly/vcHhCz2eecXDUOqsmdKZGYO5yR57T5qMjc9G5fLEHz72xLP/abzuZP+U+vxH9eCjX8uNOAqCqd/ftn4lem3/0m8Hdqpevb7L8fM6c2Maa2aWeOY1lePn6vSbGtvXqKyfNdi6Jmb97AKPvtLncw9XGXdtNq4Ss/GJWpOn9yU8+Wqd6UBnupLL5AiNapBRCSImqh3OLUfsPTlGzdEoO5mclmiyNREsxOmxFrm6wn+/x+Nr355gY93gyrU6x896jJUWCPshaYbUVTBY8AzDq2TsoJnJkKkUXUvEx1Ck/5ARg8PQEaMq2cD8oKg5KDIM+zKjcT6YNWe5MqI5EYUex5BlMRE5oezdB/17nBHHo5dUcfpnmdTOmCbjnsqWMYWX98+SxB1+8M0LaOoif3avypkVD1s6iUSmqCHvLiaNts8Vc8usHutwqVGh6ogLvW1pWIaGZdj4bpU7r1pg16EGuw/UODuvUD5l4Ts1/sVbF1CVZR5/sSph/QaqGrBhlcrbr485ciHitcMRuuFSCzL2HMu4eq2F47iZZs789uzU1B8vNVaif2p9/pNP8Dve8gGSLOqNTV1x983X35Tfsq3FUjOj5Jk044hvPGui5gFTtYSyl7Nu2uDKDX02rL7AI690+dSDZQLdYtOswdpphTVTbV461uGPvlIhi1zWTeTUyzq1sk4lECFV9VIfy2rz8Esm+44FjPu5tKDpssAzKn7MRLWHqjX5s29YfP7hCeqWztoJmKiK5LAo1klzbZDlU0xBzGIKYgrZqS3BnZYMjtW1FFXNpIteuYxipcgsHlHUQ7zEEBKRv87RM4T5jILlBUJCJc8UyARju58qhAmEseh5wzgjigVEKYqHU5g0UwWfRFHFkkfNubikcuK8R7Nd44fv0vi5754nJORCQ6PZyWl1U3GKd1SabYPlpssVawzeckOLdhoz31ZodjIarZjFZs78ssGJcz6GUuE/fH+HK7Y0OTmfcep8zMFTDr1ejR9/R8KdNy1y6FLI3pMxx89Co6NyaTlFTTzee3uG43RotnRqQc6O/Slr116XX719891REvd+4APf908tz396gQNs2rCGG2+6/vD07MafN8pvzrqhRZR0CLsGV64JeMety+hayNppk1uu7KDoF/mtTyv8xT11PM1m85zO2hmVTauFvPbJPQa9VsDmKYWpMYPxmkG9IjyTFT+iWupwfiXk0ZdLGLlB3c8HctqSB2U/oRqEjFebHLkQ89CLNTzNYFUVqoEACzlW4XrJpJ5iZEljCD6KbYooccdKcKwYy4wx9QRNSwencfGlDE03l8lqlRED8oBrkg/dQUVhZ6Ny2MvoQOLbNE/pJNCNFboR9CLoRQKgGUYiBzOKizm6Tpqo5DJkqh/lNDspiw2N8wuidXzn9RmbVzU438pY6kBLtirNLjQ7OktNiyz1+a5rY8brHeY7sNKBlXbKciPm4mLO2XmTI2cqlKwKb76qy3yvz5HzCSfOpRw84RH26/z8+xJ+4ycukmoNXjgQcvysQZzlPLyrz57DJRzTwTA7uFbOh77vtuyKbRt/3ilddbhcnfvnKM1/ngKvT25jx66z0eatt3705LL9H083plhcMRgr61yxvsXOA2DpFW7a3uf5Q03uecrnxNkqeq4xNyb04xtnI8aqC3zucY2X9la5ZrXCmimDuQmDmXGol1NKXkzZ7+M6HZ4/qPPSgRLT5cIMoQn0hJdR9hMmal3OLHb5r1+ssLToMVfNJUNRw3dyHDvB1GOSLEdBx9FF1J8oblXm3AvNimCshPhOH8uMUJUMcoUsy8jzjJTXWyKGbp6hZW2kB+f1vszX/WhliIbT9BxFUUVQVKyw1Fdphiqdfk6vn9MPM/pRRhgp9CMB34xiod021YQozemF0O2lNDqw3DI4t+AzUfH5xR9sMDXR5nxDpdmVQVSdjGZXodnRmV9xuWGTyW1bW7SihJWuQquXsdRMOL8YcfpiyvGzJnuO1Lllk88Pv6XBhXbEsXMxpy5knL7oouQ268ddvud2hZuuWuL5Awlhr8QN2zL2nIpYbigEtsobrw9YPxv/x9tuueWjV6ybj26/Zfv/PgUOcNuNWzl66lL6fe95/9Gf+P43t6YnSoRJxEO7TBqtKpPjEbuOdXng2RJr6iXedFVEzc+YrhtsmEuZqC/xiUcV7nuyzqYJg01zJptWq2xf32P1VIfATXCslJLX52Ij4tOPVghMg5qX43sSAupBxU+olXpYVoun96nsOVZm0oeqn1MaqAkzSm5MTsSDO20OnnSoehmWMYwAd+xc2tliKkGPStDCNJughiSpBrnJtet6kKYigewyr+br/nnktB8gfPKi2L/TrqPKi6mux7x6zCLKHVRVw1b7ZHmPS92cha5Kuy9AS/0wpR/JbMtIZaVtsHVO5a03d0iVlGYvp93LaHdSVloqS02ThZWAK9eYvOnKBu00ZqElWpBWN6HVQSKNTbp9nx+7K2K21mWlD/0QOr2MswsxB06GHD4dceiUwbGzNb77Fpsfe8cy55oRR88lnLskcuefek3j1Pka77rJ5OptLc4t9SnbDm+7IQElAaNGafpdrRtu/cDRfuds6pa3/HOV5T9fgQP4rkuv3fjG5OxN//rmW96x1E1LWFrO1FjInmNw6pzHLZst6rUeF1cyZsccNs3BeHWFLz4R88izVTZPGWyeM9i6Fm7YtoLrX+LJ10JOX1TlBi7i0Zd0jp/1mfILQ4TINRdZm6KF2bE/5o+/WMfVTcZLQtwkMBH5wKKW5CFnF3UMRcOzctmWyKhyO8N3Eip+n1qpwcvHevyff+Xy6YcD5pdLZGnAT747YqzUI0oKCelIYSvy1P4bwD+isEe+/4hTR7AOcwwjZamV8Ff3V0hzj9mSwoff2uQPf+YMN25eYKGTs9wVJ3m3n9ELM/qhMkhPSFOb2XqKoic0+wqdfka7m9LqQqOjs7hi0w9L/OL397jligbzXdGCiFYlpdlRaHYMFhsu66dM7ri+SZRnpLnC7KTGbdeGNOMOu47EHDgZc/CEzpHTdd5zk8n3v3WJi62II2dSTl8oMV6FhWabF/eV2TShcdWGhLNLOa2uyvpZm7e9+S1Ld91x478O+/1vGIb/z1mS/7wFPjUesG3zLLVS9ukbbnzDL37fu+6cv2Gbzfyywm3b+1S8lFol5OEXQ1pNl1u36Vy1aYV7d/R4eEeZ7atMtq4xuHJDzuY1S7TjBb7wuMHugx7dvoampSw0Y+5+OsDEpObn8kTWKXlQ8sXMW9db3P+CRa8bsKqcUfaQjiBxegdeTMnrc+JSygMvBNQ8BccQjEQhkEKe3hETtTaHz/f57c+O8dgLq9h/eBUHT46zsFJm86zG225p0el/p+O+KPIhXoKBtb4wMI867Ed/jKrkeHbCgy8YHDpVZlWgcM00XD1b5y3XVPm1H2mybnaZMyvQ6gkJbq+f0gtzuqFKL9RZadu886aEtVMdVvrQ7kO7l9LqpjTaCittk0vLHr7t8b5bGoR5xGJbodnNaHVTmu2cRkdnuWmRZR7f94aQaiUkycTW89r1Dj/wXSGm1+TAuYi9x2P2Hdc5cGKc99yo8947Fth9IuSFPQY11+WdtzZYanVZbsML+zTGShkXumNs2P6e+ZtvfsMvNlt82nZWoVuV/30LvPjy/Qqm2f34HW+66VfKY9fOG3oMJIxXVHYd6mNrQnV405UNGv0Guw97bJ1xuHK9yY3bE9bNLvDt1zr81icrnDxZYfOMwXg1o1bucb6RsOdYiZly4dUUG0txsYyol1vsPpnw4Is1pisKFRdKribMDh74bkrgRphml4NnNKLIpmTnOBby9C5ktQmVoE+Udfj6sy6nzla4ZrVCxRN/6Y2OTZpaWGpGnuaXtyjK5R/x7+QURZJis5HizkceDsE/ydG1hDhVUDCoOjllT2Wp4bDnWJ11kwHfd3sLzeqz2FVkP57S62dCsx3qtLsWpmazbbZLL0lp9hQZG5LS6kCjrdFoWVxYLPG26+Da9ctcaotTvNkRE5VmW/TiF5c8rl6nMV3rMN+GhZWUw6dtNk2V+U8f7vHGG5Y4cilk18GY3Yc1Dp6Y4Lr1JkHQ4vlDEfc+7dLvl7lxe4v5FU3Swfq86fpt89Prbv+Vk/Ppx8ul8j+kxP7/W+DiL3ScV1985qOrJoNfStS5pcNnAw6cTllVt7nj2owoDVls97jnKZ+5WsDN2w2u3RqiG/M8/HKfzz5cpt/0WTeps3pGYe10jyhtcs9zHmO+Sc3LBSjdL4KpYurlLqre4nOPB+i5zWSQjUSGK5RcIbgqeX3OL0Z8/jEfQzEoWbnAJ1sargWek1HyIzyny/3PwT2PV5mtKFQ8MWXJcmRkn0GSIEmvCqOd9sCcLF0xijLsRy7HthUneoHZFC2KpqZohXFCF0ukMIZGy+DCQokfuCPjvbcv0whzml0GbUovhG5fpd0zSFObD35Xj6mxHstdaPdz2aakrLQVVloGCysueVbih+5sEyldLrZV0Yt3ElqdnJW2zkrLZnGlwnff2kWzepy8lHHqfMrxcx4ls86H35ry1puXiZQWrxyJeGGPxplzY7z/DQrVSohmRHzrFYvTF8tsXd1l7UTO9VeuWspz55deeu6Rj25fE/yvKsP/dQUOcO1N7+fifPip67Zv+LeV+lxrwzS84douZxdSVto6O/c7KGnALdtTbtzWJkwW+X+/rvLkizU21C22zqqsGtfZOBuj6yv816+YPPxcnSk/p+wqg8Kt+CmVUki11OQj9xk891qNmRJUfOQDIFqYwEspeRG+22PP8ZwDRwPqLjgWIvJEtieenRB4EarW5bWTJq2OQ83LcCyx/FEVMRPJMlWmj2WDi6NApikDCpRQ78k2RckGBV6kphVZnqOu+QLXXICEVETCQ5RAp6+y0rLwHZer1/SI8ohGX6Eb5vTClF4feoM2xeHq9QpXbWixHEKzp9DuieJttnOW2xrLTZP55YDbt5v87HvnWegIJmKjndKUvfhK22BhxeddN5n8Hz84T4+QI+dSzlzKOXDS5+TZKe68yuff/kADw+3w4uGYF/bnKFnATVtyqr7C7ETM06/l7DvusGH96pZibP+3tql86kd+6Hv+V5bg/9oCBzh5Kc+OXQy+ODc99VO3XLeqv/eoQpaYXFxJuLBgM1ZJeOFgj3MLKc/ug363yq1bTTbMhlimyuqpHMNY4c/uzXl+d43VFY2qj+QRalSCnGpJbDZPLXT54pNVjMxkPMip+JqMMRTTlZIf47t9cnq8cMggyaxheyLNCa70XAZOj7MLMY/tLjNZVfAskURhGGJmPsoLh9H594gxeSTuW6zrQclz4uz1Aa8i7aLggwtUsxwuyg1nmolktH6o0unrXFj0ePNVOXMTHZZlj92Tp3i3r9Dta3R6Jgo2t2zukqsxjb5Cqytm4o12wkoTlpoGCw2bPCvxg2+KmZta4WxTpdHJabTFg9DqaCw3Lc7P13njNpd/9X0LhPQ5c0mMKI+di9i518NRa9xyRY9V4wm3XLnMUiNkuqozVWtjoLNxVUZqb+hX6mt+6rar7C+umY7+SWv4/y0K/F//1A9zx3VL6Q+82/mqak7/2Oyqzf1K0Kffz7l5m0hdmKxY2FaXo6d87rpWZ8Ncj3NLYvKxaa7FofM9Dp8sceN6m2s3CPKTbamUPYVaKWas0qVeWeEbz9s0mz4zpYyKL7Qr1UCwyaulmLIX4rkhzW7EN5/38V0Vx8gl0FLFscGzRY+u610+/22b+SWPmpNjW8ogllCXKWuiyIf8wUJnPRRaCZltsd5X1BTyjDjLZfLwMDmtWNHnmTLsySWfMM2FgjCKM/oRdPsazbbFRNnmR+5qEGUJrT6DU7wfQj9U6UcazY7Ne27pU/Z7LPcVGj2FlXbOSithuZWw3FLkKe5Rdj3+v+2daZBl513ef2c/5+63+96+vW/T3bPv0iyakTySZcm2bMsKItgEY0IcEgI4oQoqmARCkUA5fMCVL66iKDvBDgFiAbZs45KNbDySRrtmpJFm6elZeqb35fZdz37Omw/n9oxDSAKxrZFEnqruqv7SXX3v02//z/99locPN6i3PJabErVWTKMdYXtJ7cyZaZPTFyps708zOdzk0kKyUuwpeVxc8PjOS1m29Vs4gc/SWgY/Dnj5AhiGxmItYHBg0t0+0fsTz94o/emXTrnRgSMf+WHT74dPcIDDd/00X/92FF1ePvJnE+OVn9QzW+yRCsh46EqKu/fWOXtZZ7I/w+5Jl/mqjR+kObg1YGbZ5uunskz2pXj3QbhrfxUnSszEXfmIvpJNX6nKYycj/vDJEl2mTDGTyGq7cgrlQkxvV1IYW8jaWLqHrER4kY6p0enmkTH1pLQqbYVk0y6XFnz+8nSOLksmYwgsXcbQ5I5e/FZHPZ3Uqs2r+cQpnwi3dFWg6xGW4SNrHi4RpuQTRz6tgITk4S2v5U0dSqd5TcQQiMTFE3ZUhJ6fjCBtR6PRTnP//pDxoRYbTvKw6Xoxji9w/SQQyPM1NFkFEdAMJFbbMos1iZVazHo9oFpPZLDVhkGzneHH7o155MQKc7WIhQ2oNSNsB3Q94KlzNk++JDNzvcT7DikMDzZ5+SIYcoqhisPZqx6XZvPsHld56o0I18vgI7g0p3Jwx7BtZco/+dFH3/Vnd482ok/+1EffDOq9OQQH+NFH/xH7J86IPaXLX7r7QOUTgwP99SuLGUZ6bc5f0/HDDGkrotpyuHwjzbGdMuPDG7w2E6PGFvsnFcqlBk+ekShYSatuX8nFMDb4ynMhv/vHJZpNi2Iq2TgUsgrdBUF/2WWot4of12h7PmEsI4SErkiYchJjbOgSppHcXGasgFza5vnzCisrGUppQaozwui6dPMEV+UIRY46s7V0K31VBrnjANK1JBTHMtt883n4z4/n+MkPtXj/kVXafkjbk27qwW+Vvd5qXBM36wKljsFB4AUiIbirstG0GOjWObajwYYjaLt09uEC15Pw/cT+FoQKIKPJYFghseFydV2wWI2p1gM2GlBvqdTbJvm0wS99pMkHj6/Qij0WNyKq9ZhGy+DeA22WGjZnLspIUY4Dkx4zy21OnTXZ0muQz7u0XR9NUtg2LHNlMWS8otFbGaw3gpFP/N5jzpf++L8/Ld77vh/+yf2mExzggQc+xlIwxnMXB/7IzO7/5D13HVpfrvfQcmWuriQPit89rdBbsNg6VudbZyIuXCuwa9Rgz2SbU+dcXp/OMFLR2DIQoKgbfPqPNT73+DBbhg1y6RBTh2xaoSsn09sdMNS7wdXVJr/2+Tz/7Zu9LK3l8QIDmcSnuBnvYBmd8STt40c2L11JJ4W2liBtJSe8rkkd21rHxKBEST7hZsXgzREl+SNI8sNdzlwJ+bef62f6yghTAxV+6x877JuoUXMFji/dihr+njElqeWTIE5m9iCGIIzxAoHtSbQdlWZbp1rPcmA8QNUdaq6EvXl9H4AXJAYIgYShqIzmBR8/EfNbP9VkoL/O1XXBSi1ioxFSaym4nkqjLfP6lRL/9MEU//rHq3i4XF0MubagsW/c5MieOmeuBrx+2WLrQJYTd9hcmGuzsm5x74GQalsw0tfGkH32bSsyse3w+r2Hd3/yR+8r/tEj787y0R/72JtJue9fLvt3xb6jnwDg0rX6FyRZVbtLvZ9+7tnHy64bsVqH0R6LcpfHX7wIc0tZKlmT/VMhV1davDaTZveIwY5xGBus8+wFn7nFEvfvMZkcs7m+KLD0FPmMQqkQMVRpcmW5zWce6yJ2sliKQb0VkcloyHQMDp0wHasznnTl2jxzAU69VmA0x83m5EQmyi2HzuZsrWmdGXzzJE8IrqkCU48IIo8vP23RaOY4NKpw5Xov9x6Ef3C8xWcey+OGSjKi3Oytv3WCBwGIMO4YjjtREUGM68k0bZlUS6NaT3FsZ4ujOxo891qK/rzA9SM8XyEIZMJQJhYymiJTNMF101iqwi89usxn/lRidjVPPhXSnVdwXAXbEzz+VJadA3mO7VtjarjNC2d1cmmZYjbP3rGQmfkmp6eL9BTTHN8RMVy2OX9VxovylAoO1xY0NCvFnQdPrD74nqO/AuEXJKnrzaYa8Caf4N+LydE8lS7x+Z27j39q34EPr8ZqmvkVCSsVc30ZcobCRK/EvikJ02rz9WdlLNni8E7BQKVKtV3nmbMm5YzFtpGYYt4nY6oU0grdeZnhikvKqvHnpwxuzGcY7VEoZKUkPliLk6CeTquxqUukTEEu7dP2bD7/RJ6MptGdFRSySeOyZchJEND3RLc1bMFiVUX9azWDm9HGuhax0Yp44qUMfQUJS5doewqL1QwP3pFcTHkBnflb3CylQkAUyfR1xWTS4c1tSxxDGMbYrqDelthoJuYE283y0w/YpFMONVvC8WI8D9xAwt906HfcP7UmXFtMMd6T4eFjNs3A58aaoFqP2GiqNNsW1WbM+WuCai3P8V2CXLHNXM3m+XMQuDk+dJeNE9mcmZa5Mm/QbpsMVWJatk85E9Hfa/Ceez+wet+J458KAvnzt4vct5XgANlMhnRK+tyRo4d/+cQ9793Yv6OHK0sS/d2C7qzAMGQs02N6PkJEKe7eK9PdVee5cxEnXzW5fMNkrFdmqDep/cgZCr3dKkOVgFy2xp+chBffyDPeI9OdV8hnBGkrwA1CZEVNHjB1GdOQSJkR5YLD2VnBlfkMvRnozimUihrlooJlbG48ktNaVSMuXpc5dSaFod+6fgc6+nKBpoZoWoCmJO3CsgxxJOH5KoGvE0XJbeX/egsqcAOJe/b7bBlx8aJkq5LozWVcL2ZtI2S5Cqs1nfVahvFejR3jLZab0k3HvucnPyuKVEw9oOlBox2yVpO4tpjj6FaVR++tUnUD5lZDFtckWnaaiUGX62shV+Y1tg5InNjtcWinz1LT4btnNOQ4y+SQhxMEeH7MelNhflVjvD/Eo8Lx4x/YGJ849MurVelzuv6D1Zb8XXFbCZ68oSl0LfXFB+47/PGhkYlfPHbnncH8uug0miWrrJYtsXXAIJu1+YvnVeIgjypbSBiM9Qts3+bUaxbFtM74AAxWGjz2dMDvf7WIFOj0FCSKOTlZFWZsvnLKwHMVTD1pNzYNQcYKUTWH01cMdHTKeSgXVUZ6JaaG24RRYoYNQjrlUyGxiGi0DSSpE4PcSXtCbJ7kopMkJXdO+YTMYdTJPokigvjWNb1y07ic/P45S0aVfZwoGV9UNang04yQmQWPG0shK1WFlQ2LOM6wb9zDjUJaDrcktF4SCfGhYy2qtmCjFbPRiFiu6ihSln/+kM/DJ9aZrYZcWYipNVPcvUvCstpcXYQwsggCC1Vked8Rn7pjc2k2TcZSKOYCkEJELCjnHcYnDgcTE+O/WOg5/vF0OvfFgd7U98WNHwRuO8EBJEmNmxurX/3RRz782W1bd/784TuPR90FI86nYLURMrdkcdceh2qjhRSm2DbqMTMXMlzSGKy4nL0W4zoGW/pV+nvafONFlydfKNCXMxOZbEqhVBAM9rRJW3XO3TBQ6YwoevKAWcj6zK/7nDyTpWjKlHIK5aLCaJ/LeqvOybMu9VZMGEmJSULx+LNTGSTdpO1DzZFww2SVFyUXljcvfeROz82mLiXezASPb2lY5M1aEj0im/JImSGum+aRow4InzCWUGWZQhbedaBOsavJ7HLASjVirabSaKd51x4Y6LGp2QnBXR9cX0YInR1DIe3A4fq6RLUe0WhJbLQ0VqpF3ntA44GjNRaqHpdvKFhail3jLnNrAXPLaaaGXaav+2giRbnocOpczHBZo1x02GiqhCId7997PBob2/Hzg1t+/LOLS0tfLeSkH/olzt8GbwmCA5R7t3D67LJvpfu/uGvr2I6h4Z2/vmOqC0MOOTAVM1f1uHitwP13eKhalYUVky39EiEeZ6Y1SlmLXVsiGm6dbzyb5sQuk594wCOdStw+QxWXaysN/sMfmZw5l8LS6TSnSVhGTD7j8udPaywsG3RnoZhTKRcFfeUm7dBjuaZ3DMSbYUMxz7/Rxf5BiRP7PNI5l2oruW2MO72oktTp2LlZ3tQpnepUdysdNfjm3G5oMV05l5rd5junNc5dKXNkm87eyRZtLxmD4liipyBhmAELtYi1Wki1LlGtGwyWdD58d4t1W8L1kpDMIJTxApnDOwI+9eMrDAw0ub4maNmCpi34L99McfKVHj50BNLZNq9fjVjfSLF/SkZWPa7Mawx0mUS0efJlmBrMUC4nVX6Ntkqo9jE5ufPXs8XxHWODvV/sz13z9++ZuN10uom3DMEBDuyZ4MCufqdVX5p+6OG9n/blHb+5d9euyDRDnnzeZLhHwxMur14qcGh7RE8x4OwVgeuY7J+SGBuo8sSLKqOlFHsmYvKZFmkDhnoFdafBZ79ssrbWx69+rEU6lTSJmbpEyohJWw5+rJI3ZQppmUJWpq/bo+m6fPe0TlpTkuwUVZCxXJ69YEJgsn9M4efeH/FPHqohlIi2m8zqdHLA/+sTFtW6gqLcEoRHEXTn4aPvdZEVgCTgM20JIuHy+W8ofO7xIq9eKqBIeQ5t82l5MX7Ysaq5Bvfu8zDTAUsbMRvNmI2GRtu2UCVoewGOl9jZohga7Zh//wdd9GXLfPKRFrlcmxsrAttVaNkur83EzM5388CdHpdXXE5Py6RUi11bHJZrEc9f0Nk9ngIt4Pqixv37wBeel85OrL376NRvrrp3fHpuqT5tFsad3qEfjBPnB4W3FME3ceTuR/nDP1mKPvpjH/t3d9/38f84PvWgt3Wsh8Fen2fOGuiazuKGTkjA4prMzlGD/VtrXF6usbRisX1YxrI8vn3awNQMBnsczl6L0OUMd2012D8hkmB4TcI0Eg/n7HLItUWVjJF0qRdzglLRIRAuqzWTjClh6pBOxaw3A16b0ShlkvxwRdbIpWVCkj11FHHTXjy7pCDCJDdF4tYMrikSI5XwppUtOcEjJDlio6UTRQpNW2K9bnFgS0Ax73duKgUt26CcVVEVj7VGTK0ZU2sqtG2D8b6YoV6XWhtcTyRzeCDz8nSK588W8N0udow73FgL8VyVE/si2r7H+Ws6g90GE8NVXroc8PoVi75uFUnx6S+G+L7M0e0Rc9WISFQ4dmDfd20nHuovZ3/rfQeuRR//yAdvN23+Rrzpe/C/LX7iI4+wvNqgp+T9m96ee+Wx0dGjX3nicXmgHBxdXltUiykT2xPIGAxWHF68oHLqQglZ0hisCK4ue9xYTPHQYQk/djh3xaC/aLBlyOf6qsCQJfJpJclPyQS8MacyO2/Qm5HJZ2RKhQhds/n2CxrVmsHwUCK2SpsRaw3B61csdvQmI46Ipc7OOZm//6eHRlXGVBNtiiTTIbhEEKqEgXyzj15i0/gcoWrJ2+L70HY0do8LsvmIti3wfEG1obKnx+DeAzZf/m6a9XpIraXSdjTG+2SG+2KuzCS67lpLoz/UGOmxmVmI2btqsWvU4cy0zdnLeR66W2F0wObGisWhWOfR422efiNidjWmXNCxzIhqQ6OQqSMrQ+GeKfnZqT0/EvcPjr0MuAOVwu2myv8Rb8kTfBOVcg5JKqMoXZ+aX5g/cc+hux46uH/vY/39E3Ffj8HiumCoJ+bVK4KNhk5aVxmpqBTzDi9dlKjkLQZ6PJ47H+O5FvsmJTLpOl/8VgZT1RisgGEENB2QlaTJIZdKxpNSwaXuOPzV6Qw5XcYyEiWhoYVkMxFpS8PSkhwVWeaWbHbzoVFKuiZVVSGlSVhG0lcZhhKOp+B4WkLwON4sBe7oxzuzOsk1vuspNFsmLVvgdQJ/Er13mnfvFWQzDqsNQb0Z0WhrtGyDKEwCR70w4MZKjOebfPQ9AXXf4cy0gqmlOLLLYX49YGUtx8FtEdWWz7UFE8ez6MnAgUmH2WWJ7mxIzTbZMr41npjc89j4lrsfWliYPTFQKfzqW53c8BYn+Pfinnd9CEcab3b1H/uF++59z28Pj27/8sHdW5DlNmldppjzcB2J3eOCxZrLejXN7jEZJwi5uqAx0a8xPtjmay9EzC2oDJZl+sou11dbXLyuIVBJGTK5tEJ3PqZUaHDyrEq7maGvkFy0SCRrv7YTonfahlUl0aF0etiSzx2iqmqEqsmkTYnufCLtrbdCVjdkWk7S/BtFUcfudmsZLki04mEEni/jhxoFyyPs2PdVRbBc1clbOe7Z47LaCqk2YuotmbarI4TC5JBEf6/H0rrH3LLGeC+892idS0sBl6+bjPbK6IbL2csGlZxFueTw2mUF09BZbUXUmgYN28XKTLJtavLL++64/7ff//4jv/Dh9400H/7gh283Hf7WeMuOKH8T7r5zEmDt2uzSrw307R2xpGd46dXCh0+/Os2luQ12jqQpFx2+8QLs36JS7vLQlJDegkqpEPLUawGKnGbvuKBUACH5vDqj8OABQUoL6U4LunMyPV0ec1WPp07nuXNCRVJDbixHbI01ZCnmq8/oyFEi0FIU6ZYtjVslsLIsUOUQU1VJGxL9JZlSt8NTr0IUp2jbGkEgE8VxR2SVfAgh3fQnR1EirFIkjYePtfjC15JZvaerzdxKxOpGnhN7fF666LBS11ivK6QzBlHoEkUKeycE15YC1mo6Z2ZyiFDinv0t1hsWQs3gx4Llesjpi1kObVvjiWcdXr1oMdDdJIryHL7jIMXy1i9/8L59/2ptvTErSQO3mwJ/Z7ytCL6J0ZFehLg6CxO/fKec/mKua/u/HLo8c09r/RwXbjhsNFOM94acux4l6j9ZoivvcvF1gw8cC7igxpRyMS3HIQy60LSIly9qqLLO+ICgr9vmyddVXNdi5xgstXxev6YiBGh6yI31FFlTJmMl+SNBmOy1ZXmz+uRWiawmJ3rzQkaQSntsuElMs+vLxHHyDzSZy0Xn+yT6clVJ7BQNW6ZtG/R0qdhhMr7k0h5rjZDVapap4RTbRh2eeyXm6kLMQI/KoamIC1cjdEUnm3FZrllEssqFaxIfOibx7HJEMQ/7xj10NaTWUCikVEZ6bCL6mJrcy+TE2MmVRvE/DY0OvjY935zdOvr2Ize8TQkOIEljADNuIGYOV3i9khN9TWfr752fvjBRb72uZNMNGraJJEuomsZaM2CsT6Fmu6zV0xzY2uJPn5HIGDKZlEOzpTFUUSnkWtRbMZosUUipVLojAsVH1wx0TWDqLuWcQaSqbB31iYVDtaESRgqqnOhNMpZACAnXNwhitUP8JOskimWCMNmVS7KMkbQ10XZibFfufB8oZmWcIGD6RkSlaOIIkyD0CUIdL1BZasDKeky9pRNFAfmMYM0Oub6skE6bNN0Y21E5stPmK39lsHVYJZsJuDxvUMw5BIFOFOsEQmatFXNjOctdR/ZEQ8M7ZxZXo3+2Y/exxR0wLUnS9/lO3V68bQm+CVOTAKbX1mrTxTh6UDeMge07Dj72jb/8Vm7H2Hx6tdagOxsxPadQKQpOnVXZNigxvx7RX7DwXHhlRmK9prBrv8+3X5W4c1KnWnXpyUsYho/vexSsPF05wV++LDO3oHDHpEyIw5OvwCN36URoaGqiU+8tOVSbMsvraWwv7pQ1JbP6potekmN0XaZcSLqIlmsh1YbGYKCgyUlS1/131vjOKwpzK3nu3A0P3tlkfT1Lo22QsRzmQo/VDZ3eYkTUH7N3KuDMtMF9+2MOTLZZrWXxwgLlsmBhTeHYrjZnZzQqXSrTcxL5dIysZHj4/lJ72/YHGy2bR4cGR+anJpXZtzuxN/G2J/gmSqUCQojZcrnrxvWlxs5/+MH7jnghv3/uwkxoN850GXorO9rXYH7FIpd2eflimmPbfeZWA0JJoVTQubHSIg4skH2+cybLiV2Cug2nzqWpZBRMXbC6rCOESjkPihaxXE8nZgVJQlMVeooxobA5dTZD2jTxfRs6BJekW+ZiGUFGj+gvyBzZHfPN04Llqobvq0gkMc6lvIwTSqzVBZLQ6MpGLCwKNuoah7fC/GLI4nqK+w4KvjAfo8sKw30tVjdSBFHERltwfdXkyA6XM5c8qjWD66sB5YLG1JYeDu3bVuupjLaEkH5mdHzkOUFXXUQiVtS3ze7h/4p3DMEhETMBceDMbai9/U9cutqeevLJx7yf/bnf+aX+vhc+dvrC+WCgz9927kbTLKcDvNhLBFBhxGiPxMySxlBZQldtDk3myaUjDDVgW79K3gppOTExGilTI58VdOcd8kYGWZZASChq0sScsTyiyML1FeI4CcHXFJClGLFZJBWDKidxFaoCLS+k7SZX64ikS7PlGCw2IuRI0LB1YhGTScXMLkmstTM4kaBux7x4rgs/ajG3kqLcLXN1XiGb8fE8CU32WN/QuWdfyPxqxX3gKBdy+V3igw/dp8dS5nfPvvCFP+ga+hFxccaNt02+M07t78U7iuCb0KxBSLJ17FfPzyHL6u+oivI7xw7sUfKZzGcvzztTdv3a8VfOLyq67LC4HuL5HoEvUyoGvHg+y47RgPV6wCuXJCQE2YyNH8nkzIiujIxpxDTaLn1FgWUIVmoKsgSmHiPL/k13jqSoZCyZfCYiUgSRkJL6EFshFAqSlBBdFj5+YIGIyZmw0EhO9J5sE881qDV0mk6EqofU3ZBsNuLQlEe9LXNpXnBwq8b52Zi+MmRTDYZLKmsNhanhIm48Eo1P9j+d7ytOe27jX0RBEOm6RoQpDhz7BGlLu91v2Q8N70iCfy/2bh+EW0rtMPBqP7PngFFcXlr77SD6lh77V6PJ0dQBx48OqvMb3FhZJwwMZlckGi0FVU0yty/ORfQWBX4YMlKBpg1fez7DtoGYy0s+6y0VRYKMFXBpHqI4QsQKlqaSNWNk1WGtrtGTValuuCxvKJimnmxM1JCtgw4razkQEX1dCobepNbU+ciJNl89WWB2WSVnCSzFp9IdIgkVP1DpyUeYqk8YKHRnbRyvm3JPF7VAf7kduq/sGRhR9h2839fM0q/GkbfR2/PDSZB6q+IdT/C/Di3JvtsAfhbg6vR3kCX5no1G+wHXcR9ttupbm62AtdVXqdYMdKVGtZGcBUl+AAAChUlEQVTYylKGzEbTYt9Ek+VqCie0kBR4blphqCSTsSQWa1FiBi77eEGSmmUo8OxFBVVobKnIbOl1cD0LIWnommBuDbpyJgiPlpNENx/a5nBtUUFVNDIpmFkM2LdF41oN/CiRBbQ8nXI+hR2kGR7bTs+oiaZkL2ayqcf8wPgmkjj50Afedbtf8tuKv3cE/+sYm7oX4KTvVk8CT3metyX0V+LnnnojLpfGxrK54q+8MX0dSVJIadfxfZunX/cZ7FIxTZ1cCrKmiqEmLqTpeY2hkoIqRXiBhKEkzv1aQ6crlbSw5TMqjZaMFMqYuoTjqniBxkSfw2pNwfZkak2dWlOh1tSII49943VmF7KoZpa9u3rx/Qgru4W1teqnz88uXt2555jc31eSJUm9DDwxUPl/L256J+HvPcE3oZtdAE9sfn11dg1VMwrN2sKzsysKSHJQLG7/xbFJ+T0DKxLD3RFL9hlKhRotT6aUAy8NjVaAiCJsNyJjBog4QJMkLCVMduOehBAxbSckQ0QYBkj4+J5GEJkEkUkowI9N/EjFSud48MEjjPYFzK+aFHP+txTJ/kwQxlq5so/B4YGTgevV9FT37X4J35L4/wT/32BspARQAx4HeOb0CrHgwlA5qIxNECvCo/DUDKbRImXImCbg+sHk1OHfqOSbH2i0nSCf1ii3A0xdw/VjVCWJiFDVGNdTMc2QUq9GNh0QhJa2d6v5ta9/8/RvKKquISkgq6RSOaa27yZlquQrktxTFsvAVUkavt0v0dsC77y90G3El75yCoFU6U4t5Fu2LTKWRssJ0TUVL4hRZJkoSjyXrq9gGBHNtkraDBFY0olD5XoUi+XSwN23+1d5x+B/AEoAq/VPXKSyAAAAJXRFWHRkYXRlOmNyZWF0ZQAyMDIwLTExLTA3VDE4OjQwOjUzKzAwOjAwTT1w+QAAACV0RVh0ZGF0ZTptb2RpZnkAMjAyMC0xMS0wN1QxODo0MDo1MyswMDowMDxgyEUAAAA5dEVYdFNvZnR3YXJlAG1hdHBsb3RsaWIgdmVyc2lvbiAyLjIuNSwgaHR0cDovL21hdHBsb3RsaWIub3JnL0jPKKMAAAAASUVORK5CYII=', 'weight': 28}
-
mf_hecke_traces • Show schema
Hide schema
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id: 77737000
{'hecke_orbit_code': 4503600097132553, 'n': 1, 'trace_an': 2}
-
id: 77737001
{'hecke_orbit_code': 4503600097132553, 'n': 2, 'trace_an': -21582}
-
id: 77737002
{'hecke_orbit_code': 4503600097132553, 'n': 3, 'trace_an': 0}
-
id: 77737003
{'hecke_orbit_code': 4503600097132553, 'n': 4, 'trace_an': 202603844}
-
id: 77737004
{'hecke_orbit_code': 4503600097132553, 'n': 5, 'trace_an': 1771946100}
-
id: 77737005
{'hecke_orbit_code': 4503600097132553, 'n': 6, 'trace_an': 0}
-
id: 77737006
{'hecke_orbit_code': 4503600097132553, 'n': 7, 'trace_an': 369665199904}
-
id: 77737007
{'hecke_orbit_code': 4503600097132553, 'n': 8, 'trace_an': -4429319872824}
-
id: 77737008
{'hecke_orbit_code': 4503600097132553, 'n': 9, 'trace_an': 0}
-
id: 77737009
{'hecke_orbit_code': 4503600097132553, 'n': 10, 'trace_an': -14929666656300}
-
id: 77737010
{'hecke_orbit_code': 4503600097132553, 'n': 11, 'trace_an': -75762335668248}
-
id: 77737011
{'hecke_orbit_code': 4503600097132553, 'n': 12, 'trace_an': 0}
-
id: 77737012
{'hecke_orbit_code': 4503600097132553, 'n': 13, 'trace_an': -103021079177588}
-
id: 77737013
{'hecke_orbit_code': 4503600097132553, 'n': 14, 'trace_an': -8271467686583136}
-
id: 77737014
{'hecke_orbit_code': 4503600097132553, 'n': 15, 'trace_an': 0}
-
id: 77737015
{'hecke_orbit_code': 4503600097132553, 'n': 16, 'trace_an': 68227529433700880}
-
id: 77737016
{'hecke_orbit_code': 4503600097132553, 'n': 17, 'trace_an': -34691611579147908}
-
id: 77737017
{'hecke_orbit_code': 4503600097132553, 'n': 18, 'trace_an': 0}
-
id: 77737018
{'hecke_orbit_code': 4503600097132553, 'n': 19, 'trace_an': 111620476558642216}
-
id: 77737019
{'hecke_orbit_code': 4503600097132553, 'n': 20, 'trace_an': 89042670767082600}
-
id: 77737020
{'hecke_orbit_code': 4503600097132553, 'n': 21, 'trace_an': 0}
-
id: 77737021
{'hecke_orbit_code': 4503600097132553, 'n': 22, 'trace_an': 2748035308851015336}
-
id: 77737022
{'hecke_orbit_code': 4503600097132553, 'n': 23, 'trace_an': 2892743075819387952}
-
id: 77737023
{'hecke_orbit_code': 4503600097132553, 'n': 24, 'trace_an': 0}
-
id: 77737024
{'hecke_orbit_code': 4503600097132553, 'n': 25, 'trace_an': -13257495997920171250}
-
id: 77737025
{'hecke_orbit_code': 4503600097132553, 'n': 26, 'trace_an': 28709486590882989996}
-
id: 77737026
{'hecke_orbit_code': 4503600097132553, 'n': 27, 'trace_an': 0}
-
id: 77737027
{'hecke_orbit_code': 4503600097132553, 'n': 28, 'trace_an': 129870778968981827392}
-
id: 77737028
{'hecke_orbit_code': 4503600097132553, 'n': 29, 'trace_an': -29959552473322806972}
-
id: 77737029
{'hecke_orbit_code': 4503600097132553, 'n': 30, 'trace_an': 0}
-
id: 77737030
{'hecke_orbit_code': 4503600097132553, 'n': 31, 'trace_an': 10367463257055494032}
-
id: 77737031
{'hecke_orbit_code': 4503600097132553, 'n': 32, 'trace_an': -493234742263884106464}
-
id: 77737032
{'hecke_orbit_code': 4503600097132553, 'n': 33, 'trace_an': 0}
-
id: 77737033
{'hecke_orbit_code': 4503600097132553, 'n': 34, 'trace_an': -775764702062031404772}
-
id: 77737034
{'hecke_orbit_code': 4503600097132553, 'n': 35, 'trace_an': 252142979584030920000}
-
id: 77737035
{'hecke_orbit_code': 4503600097132553, 'n': 36, 'trace_an': 0}
-
id: 77737036
{'hecke_orbit_code': 4503600097132553, 'n': 37, 'trace_an': -3703660908819524869316}
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