Newform data - 304.9.e.a

Formats: - HTML - YAML - JSON - 2025-09-25T20:59:29.124877

• mf_newforms •

  Column	Type
  Nk2	integer
  analytic_conductor	double precision
  analytic_rank	smallint
  analytic_rank_proved	boolean
  artin_degree	integer
  artin_field	numeric[]
  artin_field_label	text
  artin_image	text
  atkin_lehner_eigenvals	integer[]
  atkin_lehner_string	text
  char_conductor	integer
  char_degree	integer
  char_is_minimal	boolean
  char_is_real	boolean
  char_orbit_index	smallint
  char_orbit_label	text
  char_order	integer
  char_parity	smallint
  char_values	jsonb
  cm_discs	integer[]
  conrey_index	integer
  dim	integer
  embedded_related_objects	text[]
  field_disc	numeric
  field_disc_factorization	numeric[]
  field_poly	numeric[]
  field_poly_is_cyclotomic	boolean
  field_poly_is_real_cyclotomic	boolean
  field_poly_root_of_unity	integer
  fricke_eigenval	smallint
  has_non_self_twist	smallint
  hecke_cutters	jsonb
  hecke_orbit	integer
  hecke_orbit_code	bigint
  hecke_ring_generator_nbound	integer
  hecke_ring_index	numeric
  hecke_ring_index_factorization	numeric[]
  hecke_ring_index_proved	boolean
  inner_twist_count	integer
  inner_twists	integer[]
  is_cm	boolean
  is_largest	boolean
  is_maximal	boolean
  is_polredabs	boolean
  is_rm	boolean
  is_self_dual	boolean
  is_self_twist	boolean
  is_twist_minimal	boolean
  label	text
  level	integer
  level_is_powerful	boolean
  level_is_prime	boolean
  level_is_prime_power	boolean
  level_is_prime_square	boolean
  level_is_square	boolean
  level_is_squarefree	boolean
  level_primes	integer[]
  level_radical	integer
  minimal_twist	text
  nf_label	text
  prim_orbit_index	smallint
  projective_field	numeric[]
  projective_field_label	text
  projective_image	text
  projective_image_type	text
  qexp_display	text
  related_objects	text[]
  relative_dim	integer
  rm_discs	integer[]
  sato_tate_group	text
  self_twist_discs	integer[]
  self_twist_type	smallint
  space_label	text
  trace_display	numeric[]
  trace_hash	bigint
  trace_moments	numeric[]
  trace_zratio	numeric
  traces	numeric[]
  weight	smallint
  weight_parity	smallint

  
  {'Nk2': 24624, 'analytic_conductor': 123.84309745858268, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 19, 'char_degree': 1, 'char_is_minimal': False, 'char_is_real': True, 'char_orbit_index': 5, 'char_orbit_label': 'e', 'char_order': 2, 'char_parity': -1, 'char_values': [304, 2, [191, 229, 97], [2, 2, 1]], 'cm_discs': [-19], 'conrey_index': 113, 'dim': 1, 'field_disc': 1, 'field_disc_factorization': [], 'field_poly': [0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'has_non_self_twist': 0, 'hecke_cutters': [[3, [0, 1]], [5, [289, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 275028902192, 'hecke_ring_generator_nbound': 1, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 19, 2, -1, 2, -19]], 'is_cm': True, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': True, 'is_twist_minimal': False, 'label': '304.9.e.a', 'level': 304, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 19], 'level_radical': 38, 'minimal_twist': '19.9.b.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 2, 'qexp_display': 'q-17^{2}q^{5}-527q^{7}+3^{8}q^{9}-25007q^{11}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '8.2.1.d2', 'self_twist_discs': [-19], 'self_twist_type': 1, 'space_label': '304.9.e', 'trace_display': [0, 0, -289, -527], 'trace_hash': 905807450704365335, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.030', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.942', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.057', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.771', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.136', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.141', 'prec': 17}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.514', 'prec': 17}, 'traces': [1, 0, 0, 0, -289, 0, -527, 0, 6561, 0, -25007, 0, 0, 0, 0, 0, -42433, 0, -130321, 0, 0, 0, 534718, 0, -307104, 0, 0, 0, 0, 0, 0, 0, 0, 0, 152303, 0, 0, 0, 0, 0, 0, 0, -5602127, 0, -1896129, 0, 8302513, 0, -5487072, 0, 0, 0, 0, 0, 7227023, 0, 0, 0, 0, 0, -17661793, 0, -3457647, 0, 0, 0, 0, 0, 0, 0, 0, 0, 43864607, 0, 0, 0, 13178689, 0, 0, 0, 43046721, 0, 62676958, 0, 12263137, 0, 0, 0, 0, 0, 0, 0, 0, 0, 37662769, 0, 0, 0, -164070927, 0, -108160798, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -154533502, 0, 0, 0, 22362191, 0, 410991168, 0, 0, 0, 201643681, 0, 0, 0, 0, 0, 466963633, 0, 68679167, 0, 0, 0, 50984447, 0, 746574193, 0, 0, 0, 0, 0, 0, 0, 0, 0, -814865473, 0, 0, 0, -278402913, 0, 0, 0, 1205296802, 0, 0, 0, -281796386, 0, 1324176478, 0, 0, 0, 0, 0, 815730721, 0, -855036081, 0, 0, 0, 161843808, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1061122031, 0, 0, 0, -1474435247, 0, 0, 0, 0, 0, 1820475362, 0, 2370683473, 0, 0, 0, 0, 0, 0, 0, 3508284798, 0, 3258937247, 0, 0, 0, 0, 0, 1619014703, 0, 0, 0, 0, 0, 0, 0, 0, 0, -2014909344, 0, 0, 0, 5439578687, 0, 0, 0, 5693285567, 0, -2399426257, 0, 0, 0, -1749377807, 0, 0, 0, 0, 0, 1585763808, 0, 0, 0, 0, 0, -7755072527, 0, -13371693026, 0, 0, 0, 0, 0, 0, 0, 0, 0, 8908879153, 0, 0, 0, 0, 0, 0, 0, -5270290562, 0, 0, 0, 7679749728, 0, 5852397407, 0, 0, 0, 0, 0, 12811248433, 0, 0, 0, 0, 0, -5175197952, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 2952320929, 0, 0, 0, 5104258177, 0, 0, 0, 0, 0, -10246904207, 0, 3957424322, 0, 999259983, 0, 0, 0, 0, 0, 0, 0, 5529910993, 0, 0, 0, 0, 0, -4375424351, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 5929737071, 0, 0, 0, -17145392687, 0, -28506315073, 0, 0, 0, -30936387838, 0, 0, 0, 0, 0, -6266232047, 0, 16983563041, 0, 0, 0, -12676871423, 0, -34941613442, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -3808641121, 0, -36755555247, 0, 32174978207, 0, -22689688894, 0, 0, 0, 0, 0, 7826203487, 0, 0, 0, 0, 0, 0, 0, -12440502369, 0, 0, 0, 0, 0, 0, 0, 0, 0, -18113640862, 0, 0, 0, 8962980958, 0, 0, 0, 54472787793, 0, 13031344032, 0, 9307764911, 0, 0, 0, 0, 0, 0, 0, 0, 0, -69684984478, 0, 0, 0, -36000679392, 0, -75441823727, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -86502862273, 0, 0, 0, -39600446593, 0, 71946119953, 0, 0, 0, -65713072367, 0, 0, 0, 0, 0, 140092389889, 0, 40022100384, 0, 0, 0, -78310479362, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -13764858722, 0, 0, 0, 47416497903, 0, 0, 0, 73614868273, 0, 0, 0, -769181762, 0, 31258470622, 0, 0, 0, 0, 0, -23116647889, 0, 0, 0, 0, 0, -207620942591, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 207612354243, 0, 0, 0, 0, 0, 0, 0, 0, 0, 137215209504, 0, -29562296353, 0, 0, 0, 0, 0, 0, 0, -115879023873, 0, 0, 0, 0, 0, 0, 0, 142184605727, 0, 0, 0, 0, 0, 0, 0, 0, 0, -22685621967, 0, 0, 0, 16960254238, 0, 0, 0, -164214036672, 0, 194557019807, 0, 0, 0, -33030756866, 0, 0, 0, 0, 0, -94881669647, 0, 0, 0, 0, 0, 246048912002, 0, -6462673199, 0, 0, 0, 0, 0, 0, 0, 0, 0, -118776447552, 0, 0, 0, 0, 0, 0, 0, 159172844447, 0, 0, 0, -150833344033, 0, 185989529758, 0, 0, 0, 0, 0, 61687476191, 0, 0, 0, 0, 0, 239197135633, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 168551980273, 0, 0, 0, 320604730513, 0, 0, 0, 0, 0, 143569598687, 0, -134952489937, 0, 287795686527, 0, 0, 0, 0, 0, 0, 0, -19848279263, 0, 0, 0, 0, 0, 441668457551, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -14734505183, 0, 0, 0, 0, 0, -409506067247, 0, 86465378529, 0, -215759941777, 0, 0, 0, 0, 0, -433309154398, 0, 0, 0, 0, 0, 57000740546, 0, 30099249122, 0, 0, 0, 0, 0, 0, 0, 0, 0, 523143809233, 0, 0, 0, 0, 0, 0, 0, -543463520207, 0, 282429536481, 0, 237715054991, 0, -287568363358, 0, 0, 0, 0, 0, -32405045807, 0, 0, 0, 0, 0, 235496121697, 0, 411223521438, 0, 0, 0, 0, 0, 0, 0, 0, 0, -376004916673, 0, 0, 0, 540925723007, 0, 0, 0, 80458441857, 0, 0, 0, -696632785633, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -348330775778, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -352300534129, 0, 0, 0, -1096922227249, 0, 81439155554, 0, 0, 0, 652980985247, 0, 0, 0, 0, 0, -382687002142, 0, 730074792767, 0, 0, 0, -908471906113, 0, -280527769007, 0, 0, 0, 0, 0, 0, 0, 0, 0, 232832926176, 0, 0, 0, 0, 0, 0, 0, 500246412961, 0, 0, 0, -235746178369, 0, -216592345536, 0, 0, 0, 0, 0, -903343028638, 0, 247105427409, 0, 0, 0, 521495435953, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -106266219887, 0, 0, 0, 0, 0, 392725390367, 0, 472522078033, 0, 0, 0, 0, 0, 0, 0, -1076469352047, 0, -1081991796673, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -709642995678, 0, 0, 0, -1567362688706, 0, 0, 0, -246089834591, 0, -577135967042, 0, 0, 0, 0, 0, 0, 0, 0, 0, 236700975362, 0, 715080710112, 0, 0, 0, -306664266959, 0, 1160133296447, 0, 0, 0, 0, 0, 0, 0, 0, 0, -810369334562, 0, 0, 0, 0, 0, 0, 0, 426111786383, 0, 0, 0, -26868803569, 0, 852891037441, 0, 0, 0, 0, 0, -30565026242, 0, 0, 0, 0, 0, -393444599711, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -526117379618, 0, 0, 0, -2995558145186, 0, 0, 0, 0, 0, -685127523697, 0, 1681957752287, 0, 0, 0], 'weight': 9, 'weight_parity': -1}
• mf_hecke_nf •

  Column	Type
  an	jsonb
  ap	jsonb
  char_orbit_index	smallint
  field_poly	numeric[]
  hecke_orbit_code	bigint
  hecke_ring_character_values	jsonb
  hecke_ring_cyclotomic_generator	integer
  hecke_ring_denominators	numeric[]
  hecke_ring_inverse_denominators	numeric[]
  hecke_ring_inverse_numerators	numeric[]
  hecke_ring_numerators	numeric[]
  hecke_ring_power_basis	boolean
  hecke_ring_rank	integer
  label	text
  level	integer
  maxp	integer
  weight	smallint

  
  {'an': [[1], [0], [0], [0], [-289], [0], [-527], [0], [6561], [0], [-25007], [0], [0], [0], [0], [0], [-42433], [0], [-130321], [0], [0], [0], [534718], [0], [-307104], [0], [0], [0], [0], [0], [0], [0], [0], [0], [152303], [0], [0], [0], [0], [0], [0], [0], [-5602127], [0], [-1896129], [0], [8302513], [0], [-5487072], [0], [0], [0], [0], [0], [7227023], [0], [0], [0], [0], [0], [-17661793], [0], [-3457647], [0], [0], [0], [0], [0], [0], [0], [0], [0], [43864607], [0], [0], [0], [13178689], [0], [0], [0], [43046721], [0], [62676958], [0], [12263137], [0], [0], [0], [0], [0], [0], [0], [0], [0], [37662769], [0], [0], [0], [-164070927], [0]], 'ap': [[0], [0], [-289], [-527], [-25007], [0], [-42433], [-130321], [534718], [0], [0], [0], [0], [-5602127], [8302513], [0], [0], [-17661793], [0], [0], [43864607], [0], [62676958], [0], [0], [-108160798], [0], [0], [0], [0], [0], [466963633], [50984447], [746574193], [-814865473], [0], [1205296802], [1324176478], [0], [0], [0], [0], [-1474435247], [0], [1820475362], [2370683473], [0], [0], [0], [5439578687], [5693285567], [-1749377807], [0], [-7755072527], [0], [8908879153], [0], [-5270290562], [5852397407], [0], [12811248433], [0], [0], [-10246904207], [3957424322], [0], [0], [0], [-17145392687], [-28506315073], [-30936387838], [-6266232047], [-34941613442], [0], [0], [0], [32174978207], [7826203487], [0], [0], [8962980958], [0], [0], [0], [0], [-75441823727], [0], [-86502862273], [-39600446593], [71946119953], [-65713072367], [-78310479362], [0], [-13764858722], [73614868273], [-769181762], [0], [0], [0], [-29562296353], [0], [142184605727], [0], [0], [16960254238], [194557019807], [-94881669647], [246048912002], [0], [0], [0], [159172844447], [-150833344033], [185989529758], [239197135633], [0], [168551980273], [320604730513], [143569598687], [0], [0], [0], [0], [0], [-409506067247], [-433309154398], [30099249122], [523143809233], [-543463520207], [-287568363358], [-32405045807], [0], [0], [-376004916673], [540925723007], [-696632785633], [0], [0], [0], [652980985247], [0], [-908471906113], [-280527769007], [0], [0], [0], [-903343028638], [0], [521495435953], [0], [0], [392725390367], [472522078033], [0], [0], [0], [-577135967042], [236700975362], [1160133296447], [0], [-810369334562], [0], [-30565026242], [0], [0], [0], [0], [1681957752287]], 'char_orbit_index': 5, 'field_poly': [0, 1], 'hecke_orbit_code': 275028902192, 'hecke_ring_character_values': [[191, [1]], [229, [1]], [97, [-1]]], 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '304.9.e.a', 'level': 304, 'maxp': 997, 'weight': 9}
• mf_newspaces •

  Column	Type
  ALdims	integer[]
  ALdims_eis_new	integer[]
  ALdims_eis_old	integer[]
  ALdims_old	integer[]
  Nk2	integer
  a4_dim	integer
  a5_dim	integer
  analytic_conductor	double precision
  char_conductor	integer
  char_degree	integer
  char_is_real	boolean
  char_orbit_index	smallint
  char_orbit_label	text
  char_order	integer
  char_parity	smallint
  char_values	jsonb
  conrey_index	integer
  cusp_dim	integer
  dihedral_dim	integer
  dim	integer
  eis_dim	integer
  eis_new_dim	integer
  hecke_cutter_primes	integer[]
  hecke_orbit_code	bigint
  hecke_orbit_dims	integer[]
  label	text
  level	integer
  level_is_powerful	boolean
  level_is_prime	boolean
  level_is_prime_power	boolean
  level_is_prime_square	boolean
  level_is_square	boolean
  level_is_squarefree	boolean
  level_primes	integer[]
  level_radical	integer
  mf_dim	integer
  mf_new_dim	integer
  num_forms	smallint
  plus_dim	integer
  prim_orbit_index	smallint
  relative_dim	integer
  s4_dim	integer
  sturm_bound	integer
  trace_bound	integer
  trace_display	numeric[]
  traces	numeric[]
  weight	smallint
  weight_parity	smallint

  
  {'Nk2': 24624, 'analytic_conductor': 123.84309745858268, 'char_conductor': 19, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 5, 'char_orbit_label': 'e', 'char_order': 2, 'char_parity': -1, 'char_values': [304, 2, [191, 229, 97], [2, 2, 1]], 'conrey_index': 113, 'cusp_dim': 314, 'dim': 79, 'eis_dim': 12, 'eis_new_dim': 2, 'hecke_cutter_primes': [3, 5], 'hecke_orbit_code': 275028902192, 'hecke_orbit_dims': [1, 2, 12, 12, 12, 40], 'label': '304.9.e', 'level': 304, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 19], 'level_radical': 38, 'mf_dim': 326, 'mf_new_dim': 81, 'num_forms': 6, 'prim_orbit_index': 2, 'relative_dim': 79, 'sturm_bound': 360, 'trace_bound': 5, 'trace_display': [0, 0, -2, 3010], 'traces': [79, 0, 0, 0, -2, 0, 3010, 0, -164593, 0, 2, 0, 0, 0, 0, 0, 27550, 0, 64641, 0, 0, 0, 113762, 0, 5859373, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1293892, 0, 0, 0, 4149632, 0, 0, 0, -9050622, 0, -768130, 0, -10131838, 0, 69036781, 0, 0, 0, 0, 0, 37902628, 0, 10336736, 0, 0, 0, 24286142, 0, -80723582, 0, 0, 0, 0, 0, 0, 0, 0, 0, 63831006, 0, 0, 0, -50159044, 0, 0, 0, 383874127, 0, -186760126, 0, -38122180, 0, -197885760, 0, 0, 0, 0, 0, 74921920, 0, 152143298, 0, 0, 0, 243584578, 0, 13685950, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1020734528, 0, 0, 0, -716460924, 0, 0, 0, -83266076, 0, 1820918509, 0, -323947456, 0, -103457860, 0, 0, 0, 0, 0, 413149058, 0, 318593534, 0, 0, 0, -621429986, 0, -35199934, 0, 0, 0, 0, 0, 0, 0, 0, 0, 444736894, 0, 0, 0, -170961346, 0, 0, 0, -253536706, 0, 2276403840, 0, -284453668, 0, 301227394, 0, 0, 0, 0, 0, -5503511473, 0, -5057534751, 0, 0, 0, -1021158938, 0, 1743563488, 0, 0, 0, 0, 0, 0, 0, 0, 0, 6360015428, 0, 0, 0, -692297854, 0, 0, 0, 7783326912, 0, -1347123458, 0, 1491431874, 0, 2236450592, 0, 0, 0, 0, 0, 11401298658, 0, -295619138, 0, 0, 0, -8027986560, 0, 11268501604, 0, 0, 0, 0, 0, 0, 0, 0, 0, -5786951315, 0, 0, 0, 6143642622, 0, 0, 0, 292830526, 0, 5453051204, 0, -1392880256, 0, 8721227138, 0, 0, 0, 0, 0, 9211799802, 0, 12061906624, 0, 0, 0, 16879513730, 0, -9621814660, 0, 0, 0, 0, 0, 0, 0, 0, 0, -6945638398, 0, 0, 0, -14311175104, 0, 0, 0, -33859341790, 0, 9466265888, 0, 1514619078, 0, -7034025858, 0, 0, 0, 0, 0, -60847785982, 0, -9791026496, 0, 0, 0, 42046667309, 0, 17388861632, 0, 0, 0, 0, 0, 0, 0, 0, 0, 16771652860, 0, 0, 0, 2648641244, 0, 0, 0, 39515979328, 0, -38195228926, 0, -18693786562, 0, -83238499836, 0, 0, 0, 0, 0, -21241235360, 0, -26736761278, 0, 0, 0, -52085340224, 0, 17437677788, 0, 0, 0, 0, 0, 0, 0, 0, 0, 44017943232, 0, 0, 0, 46540959908, 0, 0, 0, -30429454462, 0, -30475581314, 0, -47846787072, 0, -6911401730, 0, 0, 0, 0, 0, 69694255490, 0, 9578821359, 0, 0, 0, 79000358972, 0, -81474575966, 0, 0, 0, 0, 0, 0, 0, 0, 0, 12403202400, 0, 0, 0, 117669889664, 0, 0, 0, -97809674984, 0, 192343517570, 0, -61680099458, 0, 145410724932, 0, 0, 0, 0, 0, -68260393730, 0, 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0, 0, 0, 745387608160, 0, 2725253690496, 0, 0, 0, 0, 0, 0, 0, 0, 0, 3569919628222, 0, 0, 0, 1321222422140, 0, 0, 0, -231778820548, 0, 3248163083810, 0, 3424627120704, 0, -6784640001600, 0, 0, 0, 0, 0, 2451226431166, 0, 2338518729923, 0, 0, 0, 4933376214056, 0, 646039747934, 0, 0, 0, 0, 0, 0, 0, 0, 0, -95268586174, 0, 0, 0, -4113598074304, 0, 0, 0, 9259086370116, 0, 6599159321280, 0, -6323132091932, 0, -1891270037681, 0, 0, 0, 0, 0, 3147544002914, 0, 3212162684384, 0, 0, 0, -2949531000324, 0, -1008504188032, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1279243867332, 0, 0, 0, 3203138725628, 0, 0, 0, -3261880394144, 0, -3639418065020, 0, 714729381246, 0, 11222275764288, 0], 'weight': 9, 'weight_parity': -1}
• mf_twists_nf •

  Column	Type
  conductor	integer
  degree	integer
  multiplicity	smallint
  order	integer
  parity	smallint
  self_twist_disc	integer
  source_char_orbit	smallint
  source_dim	integer
  source_hecke_orbit	integer
  source_is_minimal	boolean
  source_label	text
  source_level	integer
  target_char_orbit	smallint
  target_dim	integer
  target_hecke_orbit	integer
  target_is_minimal	boolean
  target_label	text
  target_level	integer
  twist_class_label	text
  twist_class_level	integer
  twisting_char_label	text
  twisting_char_orbit	smallint
  weight	smallint

  
  
  • id: 235230
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '304.9.e.a', 'source_level': 304, 'target_char_orbit': 2, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '19.9.b.a', 'target_level': 19, 'twist_class_label': '19.9.b.a', 'twist_class_level': 19, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 9}
  • id: 235231
    {'conductor': 76, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '304.9.e.a', 'source_level': 304, 'target_char_orbit': 2, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '19.9.b.a', 'target_level': 19, 'twist_class_label': '19.9.b.a', 'twist_class_level': 19, 'twisting_char_label': '76.d', 'twisting_char_orbit': 4, 'weight': 9}
  • id: 235232
    {'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '304.9.e.a', 'source_level': 304, 'target_char_orbit': 3, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '171.9.c.a', 'target_level': 171, 'twist_class_label': '19.9.b.a', 'twist_class_level': 19, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 9}
  • id: 235233
    {'conductor': 228, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '304.9.e.a', 'source_level': 304, 'target_char_orbit': 3, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '171.9.c.a', 'target_level': 171, 'twist_class_label': '19.9.b.a', 'twist_class_level': 19, 'twisting_char_label': '228.b', 'twisting_char_orbit': 2, 'weight': 9}
  • id: 235234
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 5, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '304.9.e.a', 'source_level': 304, 'target_char_orbit': 5, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '304.9.e.a', 'target_level': 304, 'twist_class_label': '19.9.b.a', 'twist_class_level': 19, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 9}
  • id: 235235
    {'conductor': 19, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': -19, 'source_char_orbit': 5, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '304.9.e.a', 'source_level': 304, 'target_char_orbit': 5, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '304.9.e.a', 'target_level': 304, 'twist_class_label': '19.9.b.a', 'twist_class_level': 19, 'twisting_char_label': '19.b', 'twisting_char_orbit': 2, 'weight': 9}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 678175
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 275028902192, 'p': 2}
  • id: 678176
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 275028902192, 'p': 3}
  • id: 678177
    {'charpoly_factorization': [[[289, 1], 1]], 'hecke_orbit_code': 275028902192, 'p': 5}
  • id: 678178
    {'charpoly_factorization': [[[527, 1], 1]], 'hecke_orbit_code': 275028902192, 'p': 7}
  • id: 678179
    {'charpoly_factorization': [[[25007, 1], 1]], 'hecke_orbit_code': 275028902192, 'p': 11}
  • id: 678180
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 275028902192, 'p': 13}
  • id: 678181
    {'charpoly_factorization': [[[42433, 1], 1]], 'hecke_orbit_code': 275028902192, 'p': 17}
  • id: 678182
    {'charpoly_factorization': [[[130321, 1], 1]], 'hecke_orbit_code': 275028902192, 'p': 19}
  • id: 678183
    {'charpoly_factorization': [[[-534718, 1], 1]], 'hecke_orbit_code': 275028902192, 'p': 23}
  • id: 678184
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 275028902192, 'p': 29}
  • id: 678185
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 275028902192, 'p': 31}
  • id: 678186
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 275028902192, 'p': 37}
  • id: 678187
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 275028902192, 'p': 41}
  • id: 678188
    {'charpoly_factorization': [[[5602127, 1], 1]], 'hecke_orbit_code': 275028902192, 'p': 43}
  • id: 678189
    {'charpoly_factorization': [[[-8302513, 1], 1]], 'hecke_orbit_code': 275028902192, 'p': 47}
  • id: 678190
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 275028902192, 'p': 53}
  • id: 678191
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 275028902192, 'p': 59}
  • id: 678192
    {'charpoly_factorization': [[[17661793, 1], 1]], 'hecke_orbit_code': 275028902192, 'p': 61}
  • id: 678193
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 275028902192, 'p': 67}
  • id: 678194
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 275028902192, 'p': 71}
  • id: 678195
    {'charpoly_factorization': [[[-43864607, 1], 1]], 'hecke_orbit_code': 275028902192, 'p': 73}
  • id: 678196
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 275028902192, 'p': 79}
  • id: 678197
    {'charpoly_factorization': [[[-62676958, 1], 1]], 'hecke_orbit_code': 275028902192, 'p': 83}
  • id: 678198
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 275028902192, 'p': 89}
  • id: 678199
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 275028902192, 'p': 97}
• mf_newform_portraits •

  Column	Type
  char_orbit_index	smallint
  hecke_orbit	integer
  label	text
  level	integer
  portrait	text
  weight	smallint

  
  {'char_orbit_index': 5, 'hecke_orbit': 1, 'label': '304.9.e.a', 'level': 304, 'portrait': 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NVh27qYTWtaVMoBQlrCUFBvl5ivu4yUBY50mJ5zOXVZcG4m5sJijFdq88AtLX7oNvDkMMfP17gwq7iSR+55y6kFy83XzvPrP7XMupFhzk+PcmWxxPySw/yKpN6MmVuKOb+QsGnKMlpzuGHfmLll3zWfHa6N/lIQBo3d17/vzYbEn+vxAw3wM5cW2brWp96Mf/P4qdN3dWa+IJ94ibuePXJZ/9IHupSdIeJEsdx0mV92WKzDUj1hqR6xuJIwswKnFwUT4yv8459Z5NZdZS7OjjI9V2F6QTO7aJlZiLk0nzDXjBke7fKW/S1u3wOuLOEpj9klnysLmpklQTuAODb4rqHiJ4wMxRjg/ExMowWb1zhUSgHWChAurY5h01TA4ooGm1KRlRYEMVgsS/WQ9ZMOzY5CKIswATXfYdPaLittwflpTWI0YzVJ1Rd4DsSxoB1IZpYkVxYts8sxntcFJ+aOvS3uulYwUSuxuFzj4qzH9ALMLsTMLsVcXoLTi5ab9y7wT35mmanhGhdmRplZLDG/7LJQlyytJCw3IhZWYuptS2Qkyu/wc+8OmVveEh88W37mH/7td5uptbufabVK/2BqagEhfnCNXj+wHPz1w59i1847+egv/K3feOSx7/2PD37neztGK2e2bJxoyaW24Z4bZ9gwIQljB2tFCiorSaV9gRAWLSyuhOnFEi+ckuzfvsSejV3KPjha4joK19VUSpKyI2m3HI6f83n4oMv5uYBGHHH8YsCasSXe95Zl9u9ocvOeOucWYhbagrLX5cy0pd6osG+bZKWbcPScolrWvHYedq6zdMOEbuKidcRIFY5d9FA6wZEx2oFOILl1T5tOW7J/R0Kjk3B+usrWKUWlHLISWCaH2yy3Gnz2UXjlbMLhs102r1vkut0NRkZD3nNHk79yr2X7VJUkGubs5SFOX3K4OGO4NBdxaS7h9JzgwkrE9bvm+cc/02TN8DAXZ0aZXSwzv+KyWJcs1xPqzYiVZkK9A/WO4OScxMo6O9cJvvVsJIVc3jKizmxN4uXbNm+dKLnOukf++Se+wHe+8tk3GzJv+PiBjOAXXv8TNl6zRT315Gv/64ULS//za8fPqLAreO18jFuqMzHS4L13tLj/+hLT82Ms1sss1X2W6g5LDc1yE5brCcuNmKVmzEIdLi4LdKnLndcu8eF7Q7ZOVlhp1ZhbKjG/5LJQFyzVDYt1w3LT0OgYGoGl3Y0Zq0VsWmMAgedYLs05COmxeVKxdZ1l3WSb2eWAQyer3LTTUi4t8+qpUaqVkDB0GBsxdLpwzaYun350mN0bY4LAMj4kiZIOVd/jtXNdSk6FG3bFHD4TMrvosn7MY+ta2DQVolTEpQVwHYsQls1rYkaqkmbHo9V2aLQdlhqKpRVYrBuW6gkL9YSZOix2Ezatb/Hhty5w5x6N79S4slBjYdlnYUWz1BAs1w0rzYjlZsJKy7LYgpmmYmYp4p23XuJdt3UZr3m4cpJDJ0poL6E0vCtxa1O/ceLc3f9k/eSrya/9zR882vIDBfDF2cM4rl9aWbq46eK5Ix965Pmlf3rk5CV2b46or1Q4chJeuwKzzZD9Wxf4l7+8yHXbyswtj7C4Uma54bPUcFhuaJYbUG8aVpoxy82YpYZlti6YblkQLT5wd5333GrYttYnDMss131WWi71pmK5JWi2Bd3AEsaWJAElLZ4DJc8yXLNMjkZop8vpKyFHTnmYuMK7bgvRzgovHR1iy1r41gsxd+/zmKt38LUiTiJGRyCOHLQTs7hY5i03NvjWs1W2roUDJwMcyrzzVkMsOhw5nXD2ko+WLmtGNCMVQckTuK5ACYgNhJGlG0KzbVlpGZptw0rbsNiydJKEzRvavOf2Oh+4KwRTZXFliLmlEot5MKiTRuxWzEoG7qU2XGko5hsxN++a5WO/PMc1mzwWlsc4cWGCl09aFtsttk2C8rdypbXuf7lu777P7dq+8UKr3e3cdfOeNxtKvccPDMCfOHAc40y5TvfoX2stvf47rx99QTTqyGPnHK6shJBIosiy3BZcaSmuNCNu3THHb//CIjfu8FlYGWZxpcJyw2Ol6bLc1Kw0BfWmpd5KWGnG1FuG5ZZlrim4UjeMDLd5+81N7tgTs3mNolZyaDR9PEcCijCWGCMwFtpdQBhGql1OXrYYG/LQgQpBu8SO9S537m8TmRWeODjMDTsdTs60qC/XuH1/m0de8lgzajl63vLfv7/B0XMea0YlDx9U3HmNYqnd4MzFUW7YFfLEkQ5xUOaOvS7bN3bpxC2++5KCRHD6kqZW1mgB7Y7EWEFiLFEMSIN2DfWWpVKN2Lg24K5r2rz9ppixis/s0hCLKyWWG+l3s9wQ1FtQb8bUWzH1VkK9bVlqS2aagoVmzG275/iNX1jgum0e88vDLNUrrDRKBHFCbGNm58scPdfBamX2X/sWe8fNO/7mtddu/MN2fTmsDF//ZkMK+AEBuDGBTKL2+5595hs7nn/NfuylA085wyMB9+4vceJsmddORzQ7CVFiaQew0pHMdSRX6jF3XDPHb/7CPDdtd1lpDDG/XKXe8llpuqy0NPWmot6GZsvSaMc0WgmtjqHetsy3BPMtiJKA63Z2mBpNaLUt7749YMuUIU4kWlrCCB4/5HNhzmftSMyrp30wZfZsUNy42+D5bV462WZ+ocK1WyrUhpd59rDDLTt9FtsrLC/XmJqyvHBU8Vff1uLFo5oNkw4LrTrLS6PceE2bZ19NGC0Nc+2OFnP1Oi+8PkxJV7h5t2XXpi7IFofOCiZHI2bnI5445NCNFFJCYixb1oa8/faQZkuxbsRw404IwzJL9TJLdY+VlkOjrai3JI0WNNoJjVZCs53QaBtW2paljuRyQ1DvBNy5a55/8teXuXlnujjqzRKNtke74xDGkkZLc+S04MSlFndc32DE97n++ruiI2f9/98HfuS9p4ZqpW94rm/ebGy96ZVMawPCKP6ZR5448K9U6+XRlSsxGI+jpwWuhDVDgskxhduwtLsGJS1CpM9Kal48sYZ/8Pua99+5xE+8bYmt60NmFmt4bomS51L2HColTbMkqXYchiqadjeh1UlYExg6gaXZ9Via97l00RLGhsszMZ5nAYGrLFoK2h2FwCFua67fIti+zrJpfZsgafLtFxXHTo3wjps8brxmmU992+KKMlvWtzn8rGL9sGK81sZXJcLIYa4JFV+zYY3glWMhN+4qce8NC3zywQ6uU+WB2yyO1+Z7L4R86/kKr58tsW1dmS1rEyZGQraOR+zbkqCUQSsLWMqex8SwRxg5NNsur550aHU17Y6i1ZW0OtDqWlrt9LM3OwmtjqXRsax0YL6tmF22lIfq/Mq75vnROwOu21bhykKNesun2fZoth1aHUWzo1huKKI44c59CddvK3F5rsw3vnvIudys/KvbbxhfStbf83dnZsNPTq1x/9sF+PkrTS7ORH/91Vcf/80Xn3t8tN2Z4ba9PuPVYU5f1kRdQVNLfBeSskVKkFknTQrwBFdKDp+c4OUTFU5Oz/H+u1rctbfLcLXGUr1MpeFT67i02ppmdrM7XU070HQDSzc0hJEliixxkl5h7GINSCVwtMB3BcNVwUgVpsYNG9a0GR+p852X4MmXHaQZ4h03OVy/p8nTr0eE3Rp3Xi+odzrMLVa4Y5dhfLhNSXt0Y8V8I0IZwfW7NOVqwMHjPvfcOMTt1zU5eFyBHeKmvS4//0NLPPJKyMMvVjh6wWfThGJqtMRItcxQFUoeONqiJBgLR88KkkQQxYIwhiAi/YxBQicwdANDu2toB4ZWBxoBzLckc00ITJf7b1jifXfV+ckHDHFcY2ahQqPl0+y4tDp9cLc7gk4I1bJEqyEOn4Azlw0n5zrctGuZ73znodG33d/5Z7fedr+2duX3hRj+bw/g1i4C5ueffPL53/zEnzw0uX68iU0qlEuz7N/poJ0qjbYgigRSSozVCEEGblDKopXFUYaSI1hol/jMoxv43ssN7t63wk/dv8K+rS3GhsssrpRpdtLtNQW2Sq9QEESSKBbEcbrV28wtqqRFa/BdKJcMo9WI9ZNtYlqcvBzx2Sd8zlysMOyVuGWv5o79DV44Ueeh52rcttNn09o2n35UoIRHrRqx0gowFpSAiVqbRtPFxCXed/ccn/lWme2zPu+5rU0YLfLEkTGixOfWvZO855YGOzfW+d7BNocvljl01mXDqGS0Jih7AtdJF6EUIITF2NSAFsXZYo0sQZQu5G4InRCaXcFyIFhqgtBdbti9wk+9fYW79yaM1UosN8rUmyWabY9W16HV6e8E7UDS6UI3tIShod5Md4XjlyKk32a4UqYTzLFw8buTjzRrv7lt1532xLmVP9i15c0B+f/rAP+Tz32Cj/xQh+WLn/vo9w6Yj106f2Z802jE+TmPrZMBEoeSnzA2lKCkohMIdCCQQqKkRsoEpUS2PRscZfG0paQFy13FYn2Ezz9e4flXW9x53Qo/9cAKN2yvM5aUiGOPdten1XHoBJowUkSxJE4kiREYKxBYpLB4rqHsx3huiOsEXF4MePCA5NQll7OXRlDGY/tal2u2Km7a00B58xw5XWX9cJlrt8HUxDJLjRr71ktiY/nOix5BWzJciXnnrV2+8UTEhZkqu3c4XFnp8toZh41rRrhu6zxPH27y7GuCIHTZs3WUPRs99mxocvrKEqcuw4vHypw8U6GsBZ6WVDyL74CUaVJlbbpY4wTCGMJE0AoEja6gEUFoYoztcvPOBj/19gZ370tYO+rR7Q6xWPdptjxaXZd2R9PqKtrd9D50upJOkPaNdoMkXTRByuHboaXspp6fLVMlnn1ZYNU3J1dWTn/s0Pnh+O/85hc/df/eBd7/gV/8rxfgzz/5GX7yn75AnFz3kyI8/28ee/7KsOc1ePtNPltmagShS6fjorCUvITEkEVrgVQCpRRKCbQyaJXgaIGrDa5j8RxL2U0Y9gXNwGG5McIXn6zx6KEua0bafOitdfZs7NLttLh2q2XjlCKIHJJEkRiJzcEtDY5OOD9rOTsjWOkYvvZ0mcsLI9jQYcRXrBvTbJ7SbFsP125vYOQCv/eNCktLQ9y2R3Pt9jrfOyQQscPkiKRSjmlHLtJKsBKlXepdweySYK8t89abmjxzsMS6cZfbrh3l535ogT/8VpMXj1dodR0WV6psXVdi99o2t+5q8mP3NJleWuJrT3sstj3OX3G4fNnFUeluJxAYa0kMRMaSxIaRsYj9e9sEQcSejQEffGvA5JBitOoRRT5X5n3aHZd2kO5ynR6wZQruQNAN6IG6GxqCMKETWDqhoeJCWXkszCumLyvOLwTcd+sMl8+2x3Ww4d+867qp6P4bn/uTf//xz/Df/cJP/NcF8MhYtEBdWUom/+Dvte49fnr64997brrcbElOL/i84/YF7rouZqFeRgoLAjw3wViQAqSSKCnRSqBV9qwFjk5wtcB1DL5jKUWWcmgZ8hNGSoJ2KGmGFc5eqvDbfzIKJkbEMTftb7N1KiSOwViDtWkRR4p0IWnH5fgFl6OnfCq+pupKxsuCiTHJ5Khm3YRi89qE3ZtXSMQi//bLNc5fGOa2XQ57tiR04ibPHfEYLjmMDVmGqyHlUkqFjJHUu4qllmWxnlBvlXjLtSscONrm2AXFcM3n1r3D/ML7Fvk/vwIHT1VodSwrTc3sUo2p8TKTI102j3X5ez/eplauc/gsHL8ocRyLUmkSDjb9j4U4hi1TCXfui0kihyj2sLZMN3SYWXDpBOmO1g1Vj751QkE3EHTDNGoHYVqVDQJDEBq6kcl+Zwmi9D53u4ZXz0TMNWHtVJMHbgw4d7mKWz8/fPyU/PjF2XviX/7rE59/512fsjv2ffS/HoAvLsxTKZfWLcxMH3z+0IXa9omT3s27JnjpqMUTgn//VZ//5afn2bquRrPjEUUaR6kskbQopTK+LXF0yjldRxE4kiA0eGFCEFlKkSGIDGFoqcUQRIYghjAWdCNJkHhEic+xUxUOHYPEWlJop9zYkeCq1PNR9eDatVArwVBFMlJVjA1rJkdh01TA2okVIrvEv/3yEKfPDHHjNsW2DZLtG5Z57LWY2cUhbtoqGakZfLeDJz2sEsSJRFhLnIQst3xmFx1u3FPi+l1Nnj7os2ZEUPar3LjL8CsfWOTffMXw2uUqKy3DSlMxv6wZH64wUisxUhuiVo6YqERsvjHEc2IcHaNUkgYKwJIuqihSzM1rolgRxYowUgRR9hxKgkgShJJuKAlCkSaooSAILUGYfq9BmBCGGaeP0t93Q+jGEEaCIE65/dhYg7/xo3XiaA2tTolDp+DEpdPln/rh6FOPPRSal05NfflPP/vJ5CMf/tm//AD/F//Hn/LJP31auXrpLSK5VIs7lz0pKuzfEWGSEloJvvNyleOX5rlmk0GpKt3ApRs6KKVR0uIoi6MVjrY4ocR1RHoTHEHgKsIoBXoUWcI4SVWRuHAlECeWJDEkhpRvG3rgFiKlQlqC44CnBb4nKHuSSlkxVJaMDAkmR2M2T7WpVlb48jMhTxwZZWWhxv5Nis1rHXZu7JKIFb7zYpmKo5kYUVTLXY6chtfPaPZttLQDxXU7I/Zvt8xcSZhfdul0y7zrliZPHe5w8rKiUpJ4bo192wz/5KOLPP5ah288Ps5iw7J5MmG5rhmuKYYqDtWyQ6Vk8T2D5xo8naBVSrVk1nFrLWnByghiI4kTQRwLolgSxiLtC41S5SWMBGFkCUMIooQwMoSFwBFExQu6kaAbQTsS1CPJUjvh7huXuXWX4DvPVDl8SvDamQi/VOa5gxf8bpj80d37nJ/dtn7NF469/Nlkz40f/ssN8AduSWS9tfIT335y7t8fPX3Wu+makEotZP2YZLQasne7QddWGKl2qVQCEivQKkHrBEc7ODrB0Ron0nha0XXSSBM4ktAVaeSIRJYwQhjJVEGI+7JfnBiSJFUXEpspJZlaIoRASlAypT2uFniuxPcklZKgVrYMVw1rRgMmRprEdoXPPyX5w2+NMen77N8k2LTWYcs6w+a1y3z5OcvSks+eKcVIDarliNlzkrllD3crBJFgYkgyPAwnz1qWG4aZBZ+dW3zedlOTB5/0GauC57ooOcy+7YJffM8cjpzj60+P8PplnzWNiMnhmKGKolpSlEuSkqfxXPAc0DpVmKRIKV4P5KQLOzGQJII4IQM6RIkljCGKkjQoRIYwf45MJjvmqkwmQcaCTiRoRYJ6LGiEBjptWq2Qrz2j+fKjhtllSzOIWD8RUConaHPOvzJd+fihk44OY+dPSePMX06Af+LTX+Pg6eSjK0uH/sX6odnafLXGt57ucOiMZd/2DrvXt7lrX4vnjhueeVVz9w1tRmoW341ptHwc5WYgd3DDhNDRuGFKTcIoLaWnEUekkSiLSnEMUQJJkioJxqQJlzEWa/td40KkAE8TV4GjU4D4HpR9Q7UUM1yNmRjuMD6ywjPHQv7ooRLHzw6zZchh+xRsmHLZsAZ2b2rQjhu8cLRGSTlMjCiGqzBcDRgZinFdjRDp4uoELkuNiJW2pd6KmVt22TRV5fY9czz0Ypvjl2uUvQhHuQgxxPb1ip9+YIGbd8/xRw9VeeHVYRZbmslazHA5puxLSr7CcwSeI3GcNFdRikw+TFFuSScPGEMP6HFist0tkxZjQ5yk4I4jCGPbv6JUlenGaVBpR4JGLGjG0O3GmKjNZKXBW/a3matrjlxc4NZrDbvWh1y3TbF5vMJrp4Z4/MD52h03Nf/tvbfd4r568Ot/uO+mH/7LB/Cw20ZJ+dc//qkv/ebXH708dt9NAW+/TVD2yrx00uHF16sov8uujR4HXk8pxsXpBj98T4t7b2iyZjyk2SjRCTxcJ8ZzHYJQ47mpvJcDPIokYZxuu1GcadoJmfRHFrklxtIHd1qkzCI3aJUWTFzH4ruGkh9T9WNGagFrxxvM1tv8ztccvnNglKXlCjsmBJsmBesnXTZMCrau66LdFT7zhObMxQq71khGqpKhSoKUAZfnLZ6WSAHWCsJIs3mywYskNNqK5YZldqnErg0+P/bWOl/4nsu5WQ9HRwjhYGyFKJbctHWZzR9p8J2DbT79nVFeOldh/YhgvJJQ8RN8V+A5AtdJcxWtSBNnKXqeDEu6yIwlVVqSFPA5yOMkpXQp2CFMUq9LmBePYkEnhmYsacbQCQ1JO2DDeIN7b1zhR+5t8e6bY9pdw76tc+xYr/FUjcuzY7z4Woknj8Ts2tJg81hzrF7f+7F9N79fLSw2f3987L/MxK3/IgA/fWmR6eXk546+/shv6uTVya3jPk++InCcLvt3auothU0s55eqPH6wRtcakiTmM4+Vefxwixv3NPjIA23ec1udsWGPTtejE7h4jkMYO4SR7iVKcayIEkkcS6JEEMeSJBEkRvS5thH0WIklKxilxSKVFYtcx+C5CSUvploKGB9u0Yk6fO+I5bOPDfHCq8OMuA771lvWjkrWjLmsm5BsWBOybf0yh891+NpTEwwpzcSQoFYR1MoR9XbCt57zqboWIVJgdQLN++4M+ObzqSem3jLMLWs2TFZ5/10tXjjW5OhJl4oXo6RIQW7KdMOU6//02+rsWjvHZx5v8Ozrw1xYLjFVEwz5lrJr8LXBdUArgZLpQk4jOeT2I5NRNWP6O1ycAT0NEBAlgijJgJ0IurGgHQtaCWnOE4ZUSm3e/44lPvJAgxt3JawZ1QRBlbLrcO8+l5VmmUtzQ5y8WObwqYStGxq89XrN2UtVzr58ZFKWvd+86477jLVXPiHE2h9sgJ+9XGddtQPa+5nPfuPxf/760S+P3bGrwfvvG+eVEyU8GTBaTfBdTdW3TFUtvpMmJ63Io+06XGp4TD9f5vkjLb6wv8kH39bhnXd2GR12CQOPIHYII4co1kQZ0ONEESdZwSbpA9zYLHKbvqdMCJsllamPQ2uD6yR4bkTJC6mWOiR0eOSg5E8eHebVs0OIyGPLiGXtsGV8WDEx6jI1Llk3EbFpqsHF+Sb/4RsV4qDEhg2C4aqmVoFaOUI4IY1OheGqRQiBtRDFklFPEZuYZuTSbCcsNxSX50vs3Vbll354hY/9qcf5+QpaRdnC0MSxTzeUTI153LSjwf5tLV47f5nPPlbioZeGma6XqHiKqgsVx+Jqi6NAy7ScL8Sgu84A1qSLLjGCxEKciFQ/TwRhkhaJOomgk0AntsRxjIkCxvwO77p/hQ/d3+TufRFDJU0YV1iue4Rheo86gUuznRbWuoFgpWUYrvk8/bLDK6csHXuJjS9emdwwrv95dfyd8YlTC/9x53aBEGM/mAA3cZvFoPwjLz777P95+uhjtdOnPA4ehb1blrn/hrTUvtJKmFkaIUoErrZULChh8KWglAjayqMdO8wFPl9/vsITr7a59eEWf+uvNLlmU4PJYUWtrAkjlzB2iOM+yJMc4EZirMRasm6fHNxZqV/ZtFikYzw3xlEhjU7EfCPiX3/Z5+zcCAePDmONy1hJMDluGR8SjNUUY8MOa8YkU2Mx6yfajA0v852XDS+9Psz+DYKRqqRaltTKhkopRDgBnqfRKv371kKSSDqBptONiI2g2TE0W5alhsPMYo07dre4fe8Kn3nYp7Sk0DIVmo3VxIlLGEk6gcP4sM/N21vcvKPFi/dOc35e8kcPDTO3UubSooerJBUnNa1pBY5ME89eIM+pCmkkj60gNhAZQZBk8p+xkMQQR0gVsG6kw/7N6f245ZqEWkkTxxXqTY8gcoliTRilu2wQpvdGa8u6yQ7K7/DaJYUQMW+/bYk9Gz2Wl8t87stPjv3Qe5z/c9eeO5dbzfbX/iIx+RcG8JcPnWbTpin13KOf3BEvHqnduH2eIXeMJw85PPKiy9efjYiThJJTYdiBkmPRCkoWpLA40uIlgrISdJSgrT06icNiWOKhl4Z45vUOFS/gZ99dZ8NYzJZ1He64tokWaYuYECldSauSqVfa2kLkxiKkRYlUM7fEIGNeOys5cEzz4AtVXrtQJYzLVLViomQZrVhGyjbVwWua0SHN2LBgajRm3USHtRPLPPFqwO89OMnaYc1EDWoVRa0iqJZjSl7AMycU3VDjVFJQWSsIY4mvFTfs6vD8keHU+NRJWGk4LKx4zC6M8EvvmeXSwiLPvzKBIwERYYA4A1AQSlodzUjVZ7hW4fZdbe7d3+Yj981z7KLhmy/4vHCsxIkzFWKhCQJFO1IoIRFCrEo8s5qANcTGYo3BEQlDbohPxO03tti6tsuG8YifemdAyZVUSg5hWKbedLOdVGcBR2WKliKMUyuElIZ1EzG/9tMtyn6LKHbodmucvTzCgWOK1843ODv/VO2Ga+d3/MJHf1otzp5JxtZs+8EB+PGTr1AactxTrz/31+YW7b947vAid+yL2Lw2Zs+yh+dY5lZkOghegKdTcKvMHahiiJRAJxYvtvhKUE4EgYFu4tBJHNqJT7OZ8M8/M4KNI9ZMdNm7qcvYUMwH39Zh02RIFImMb0soRG4y/imlQUjBFx8vcfh0BaE156fLXJ4t45cUQ55guGKp+YaaD9WSYKisqFUVI1XN2DCMD8esGeuyfrJBYlf44lM1Oq0KOzdYamVFtSyplgxVP8ZxQr7zvE/QljiTabdoTlEqJcW7bu3w5MuGViBpdRIabc1KUzOzWOaarVU+eHeDg6+VOb9URUkDRBlfdogSRRClhZlWV1NvuVRLZSqlgGs2dLltd5eLc3XOXVlBOwmHzmi+8FgZoVQKbrFqLKU1gAFricKEzWtiPvS2DuO1hN2bLWvGIIkdgrBKHDssNxziSBElOsuDFFGU7qRR3Pf4xEkaaLpWY8wI7fYw7a5mZtHnzCXBpdmAsh8yWZml6u/5F888/0L7hv3jf3js+MFwz+6bfjAA/vwrF0iY31WWZ36nFD0hJ6ojXJ4ps3ZcsH5SYKxLxY9otpO0BcyIXoKjjSVWoBOLk0CsBF5i8Y0lTgShsYSJIDCSIJGExiEyMN+q8dhhgyXhqy9ECJGkN8mmNwkysSTVAhFCIYREKkUcaaTROFpS9WDrhKXiGMqeoexB2RNUSpJqKaVDQ1XJSA3GhmImRgLWTTRJWOZff8nn6SOTbB+DkXIWvcuSaimmXAqplDuUSmU8JTMfe5rsGgNR5NDtCDpBQjNQtLqGZsekLXMVl0uzQ7xlb8Cv/Pgs/+oLmgsrHkIYrI0wiSWKHcJI0g1SG2u1o6n4LuWST9kr43sR1VLITTtDXCfilp0xP3V/G63irAhkEJktog/ydIcxRiKExHMU4NINNIvLOvXtJHnOk12x7OdAcXYlkijLheKswGSNIrEuQShptBRzy3B5LgRr2DRRZn5R8fAfPyn/9s93f2fn+o1PEXZf/YvA5v9jgF85+adMbZOlB79+8gOf+/ZRsWNDxDVbFlk/6hDHHsZI4thFChfHiel0k56VM5fxkkL2nuQZfZJl9fn/ZkT/ZyMIjSS2ksRoIuORZLJX8dGrUgrQQqSVSgV+yeJri68SPAc8Db5rKXmCkisplyRlX6cArwiGq4bRWszYcMDkaIt1k4v83oOGTz+0ho3DivGqoVZRVMuKShnKpYRqKeLKouH0FQ/fTe23kDv9BN1Qs3XKMDXepdF16XRtFsUlK01NteRTLQ/zU/fPcebKDB//2nq01FgMiUmIjSWKNUGo6ISpKartS8pdTclzKHkJ9WaaY7hOkhbMnAQt00YJKdNyvsiu1LoiAJGBXFA3mcvSpHlNksj0fpp+vhMnopDgC5IkU7N6P6cgj+O0VtHqCJabML8UMb8SM9cQXFxOWDfZ4tZrQzqLh8XnHuQD55Z2nv7f/tWXOr/+d3/szQX4mcsV9+iZhb/fqJ/9+3s3JPK51yd46GCLO/Y1+MjblhkdGiYxowSRS5xopEg9InFse4WYItBTucpmP9ve7/qv+065VMsVvUSpyLkhM2qJNLHS0qAlmacFHCVwtE11Yy3wPYnvSkqeouQrqiVJtWwZqiQMV2NGawHjI202rVnkhRMBn3l8HSO+x5qqoVYWKbhLkopvqPgx1XLAC8fh0LEyOyZsxnv7ZfNOoLhlt2Xnpg4vvjpMO7B0ugmtjs5A7lD2S5T8YT58zxKHTszx/NEpsApjktQOG1viyPb8JJ1AU+5aSr7Cdw2e6+C5CZ42WWU4tRgrlTaMpM0jFoRF0Odz/eQ8tRCbXJEyufxakGILkTpOij/n1VKR1SgEQQitrmClGTGzGPP6JQtuhw/dX+euazT1lTGeOYwsDZ//X/fuHHJr1ZHfAMI3DeALSy0ZhZ1/9L2HPvl3P/fQjLtpjeXaLRUefK7C5x5xOD/X4L23NqnqElq5uI4gMQohIJb9wkIK3rSB1iT0Xid5xc3mlTeLySpxebHCWkuh8j6w4+al6rygo2RWsVQUTFtp9c9zFb6nKHmCcklQLVlq5YShSsxwNWBsqMO6iWWeP97hH31yDRcuDbNt3DBchlpJUSkpKj5U/ISSH+E6Xepdi5IKR1mk7L+zxKQRLopdaqWIdmxoZz7rdjeh2ZbUS4py08P3qmyZivgnf63OP/yU5Lmja7AojDUkiSFOYsLYEEaKbqjoeJJSoPBdiedaPFfhaYPjpHq/VjYFuEoBrjKaIoQdbNDNSvs2CyI2oxpJBvjE9J/TYCSzZzEA8Px1WnFOpwCYBCKTsH9PnXfd2uGeaxWN5jBPveKzft0MU8Mz7vR06RfOJ6V/9qYB3MZ1jIl+49tPP/W3v/K9y/65mQpzCxHrRi0bxwzDXYejx0dZmQ/Zt0VT8dPyoVYCgUJJQ5JYtEmBnoPcGNsrI5ueRgvW2LSLPLOAFi9WATyj3VlimVIUJQVKpXKZzlrRHC3x3HQAkO+lIxlKnqXiG6rlhFo5YqgaMlrrsG5iheePtfmHfzjO8QujbB5NFZZqSVIpyzR6lyxlP6HsR0RJyB8/XEUqhSMtSvRlQmPzbd3hp9+xzHdfCmmGHu0M4K2OotlS1D2N73p4To3dG2P+6c8v8ut/KHj21TUYK0lMWlaP4tRoFoSGwE/trp4n8B2B56aVTTdL7B2dSqRSpdq4FGkrYA/g/ZInkAUR0lpCqrbknJp+Mc2C6RXXMmCv9rwkqX3CAtWy5s59Hvt2uqwb9bg049PsOFy7JWLthIsrXbQ8P45/05dn5pafF0L+2pqJ/7zptv/ZAD9/4STW2ttN55nSjdsS1g17dLouSWIYrcFEbNkQWSwl2h2No/OyuMySHEmiMjAnNlMH+hHamH77VQp0kfooclDnX/yq95UDPPdg5JW8PHprnftOJI4jU/+GK/C9dOZJ2UuolFJw1yohw7UOE8N1XjjW5h99YpTXzo+zYUQwVilQE19T8VP/SsmPKXkhjhNweXEERwmUNJks108yk0QSx4q1I5Y4jmhEftYpY+h0E5pdSamt8F0H1/Fx9BB7NsT805+b59f+AJ5/fZLEyBTgiSWKkyySGwLP4IeSrqt6FMxxwNEpRUt9Khbd63EFkT2/AcZTukJWFEL0ikMmKw7l1eIk6ReNzCramVNOLLiOwPdcFpfHWFxKDWhRDFJoFpZc2l3L5fnIa5rpt++45qwo7n7/rwD8k3/yLZ57xZbPnvqKa+1Z7r9Ns7A4ysySy0rTod1Nuz/CODU3qczHnb9PYyRGWhKbgVsVwVykIbYHdJvTkfz193lvUvRNVGmTsuiBW0mZNUrk9AR8BzzXUPItJS/lz+VSRK0cMlzpMD5S56WTXX7990c4cn6CdcOKiYphqCSo+pKyryiXBCU/XRxpqT/k+aOCVtfF78mhKQfPmxASI4hiTcVX3HFtkxdeq9GOUprSCRLaHUXTU3iuwnXcjD8Pc81Gw2/9why/+rvw7NFJIiOJjMmapfs9mIEr8VyTRm+n76PXKr/IaEqfxsmsyvtGIM+LQjYHeAb4pKe8MLjzZv9b7uLs3cdsgS/XodFSWJuavLqBoRMk1FuW2WXDpUbEO28/wUsvfMH9xb/6/vKZow+2t13zQ//lAR63T6FK64Y/9/lv/IcjJ8N7jpyv8MqpDh+8d4bdW0q0O1Vml3wabUWnmxqgjO0VzvrcOdvOjBJvHLULgDY9YPebgsm4d+9miNRQJGQG7sxkpHoAT1vfHJ1GMtch7QRyM4OVl1DK6EW1FDBU7TBSbfDKqYBf//0RDp2bZGpYM1E2DJWg4gsqJUW5pCj3oneC78VUy12eOOSyUvcZGemXyXPAmIynRolickxx//Utnjhg0i6a0BRALvEdie9oHO2idQkpDddstPzmL8zxq79refb4JJHRRJkDMLW9ppHci2TPXehqidaZCUsKlM6/G3rvL1+EOVURuSutcO9WX6bwbEzhubfzpjuzLdxTgE4gCuBOaHYMsyvQjGImJzr8nfc22LVO0gza9zx14MwfTGz7wC8fOHx25Zbrtv6XBfjMzBxaL//qsHvuJ9YPdeiODXHiTJm//3qHv/beJT58X5OhyhhXFio0WppOkMpDJgO0zVWPwkpPJzTlNIRe9B5IJFdH7uyLyityPe4tcwddn3fnjkGtSP0Z2uI4aWOx7xp8N6Hkx5T9iIofUC13GR2qc/BEwN//3XFeObOGyWGHyXLCUNlm4M6ity8peWn0972YshcSm4Bm6CGUxMkjeI+Di2wbzwxikUPF7aZ2gdBnJAd5N6HtphHcc2Xqidf5AbSWfVssH/vlWf6nf2949tgaIqMJEkGYmCyKC/zI4DkW10l7V3WWd2iVWoSVlNn3k3Xl588FY1ZvYRZznVXg7gWhAohzcA9E7/x3llTLTwzdwNLsWC4tC2ZbER96YImff1dCvTHO2ekqr52KSNwLP/Eu59XTURT92n/RCP7i4UusiPWbj7/wu/u95Dx332BZO+6y/rLkxCXJFx9VKDXLj96xiLECKUporemGqQ6aJ5G9xCTjbqa3bRe/MFGIFP2qpC3umXnULiaV+XabdeioLJnSOusMykxIuXvQd5KMN0eU/ICRWpuhSpPnj8b8g98b5+Uza5gY0kyUEoZ8SzUDd8lP5cQc3CUvwXdjapWQo+csjx+s4EqJo0yWxPV5ZJ44R4kiNpq33hSxY1uL0xdKTJTTkQzdMI1s7W4WhbVCa6fXxieE5drN8Fu/uMCv/a7hqdcm6EaltBgWW8qZh9tzSEGu893L9HpbpUp6O5ySogBwUQA5V/GVPsjtIMB7DsX+ztunmpkdIIvucZLKxe2uZbYuWQojfuy+RT50t8Op82s5ccHl7LThxEVBqXSZHVue2/+LP/9zm21y9rxQf/4o/ucGuI2nQQ1tef6F5/73QyfmfmTYm2HtuOamvT5b1lXYsEbz2Csl/uDrY1T9Rd51U4dO18mALgmV6Lv8zNVbWq4P256mvUoluUotySL3anALi1S5LJiCQassamuLqw2OY/Acg+fG+G6M74WU/YDRoTbLzTZPvgq/9SdTHD41zngG7uGSpVoSVHzR08pT5cWk0dtNAV7yAsIkodvx8VW6yKQobP3knFVkiaZOubwOCEJLJxIFgBtcN8F1NI4j0UqhpNMDOAKu2yr4rV9e5p//acyzx8aYrtfoViTDiaUaW/xs4oDn2Ez7z5UU24veOVXJAd57v9mbLuK8xxCzm5Lvqn1wD1LK3j0eaLRINfxulI7im20KHrhzhV96b8LJc2t57CWHk5ciFloBayY6jA9FjFdrP3L4lQOJrFz/dw69Pn3u+r1/vjM9/9wAf/3oeXzfv2364vEPHD92kUtLoxgZsH9nwHtuabBhXQWO1BDG4/xMGUtqSXW1wdqU38VJXzu1Ji/S2MHXBSpSBHj+FRdZYX4T0nEPefS2GT2xheFAqS3W0SYbM5H0wO25GbhHW8wvd/jNPy7ztecmWGiNMDEkmfAzcPsp7y5niWXJk5Q9m0XwlHv7XgiEPPqKy3LkMuYx4MdGDO5QSZI2P9Q8zdtubPP88ZBm5DHU61g3uEHqVXd1CnCtLEo6CJkWaLCwZ6PkX/2tBt98vsNvfGINlxZG6Axrhl1BNTaUY/CidPSyq9KBRk6eaErRS4Lz52KiXlyYQvR6RXr3B1ZRyBzYA5GdXm6VJ6FRnF6JSe/qxgkFtkpsQ84sBUSqwwfuj7hppyFJqpw6N02QHP/AvuvKfxx0O+f+wiP417/5CFJKWs0WU6MVXA2XFzyefyVmZqaDkoqga7h+i2bt0AjzSwlJIpHS4miDlGlyk+uopgfqnILYvgy1OmoXaUn2ReeRJS835yqAygGuLFqmwNYqBbejE1wnwXVifDfCcyOqpQ5at3niUMIffKvGg09PEpoakzXBuJ/SklQCzHVylV0ii9zF6B2hdcAzrw/TDjVry/n7WR3Bs0TTSKJY4TuK26/pEJsU4J1IpF3reed6YNLkUIssiqcLWWTFdYtgfFjwE/e1qHrTfOJbHZ58fYyZqETbl9RiS0XbFOQ6y0OUzfISm4E8/w5F3zsuQdKP4qtPFOxRlXxEBau5ebF7qJh39SvRSsLaIcvi3AhHTmqGqhF/5d4QVyk2T3os1stcnnNZqhuC5Ci7du76H2677a6Xl1c6J0eGS//PAd5tXORLD36RsdE1+xfmTv7DsHEZvb7GwrJmwxqXlYZmqelhDezeIJgcUYyUDUvNCM9JUoALizICo0TBaCUGuTZZMWEA2AXpoShfCbuKmuRVudQxmA4LMpnnOwO3Sr0YnhPhuhG+E1Iud3HdNn/ykOa3/+Mkp+dHcTyfqapg1EuoeZaKB5Wsw77kpdVOPysIpf6VJNsJUnqy0EhohS6uUrjS9hJMCh8lX9hJ5tkIY4eS02VquMNKu0onEtm4tTRXcJwkk/lUJneqFOADiWvqfPyRu1vcsnee3/qjLp/+zgRLcYW251BxJDWdenA8Da6i1wyh86JPtvPJHlXpF4CKQWWQrBSBzsAObOwg1eypZIVFoCSMViyNuubwSYc1oy7D1RJtK3huRrBUtyysJCw0DJGZZ2ji0L3dsLOu3lg5+erRi+y7ZuP/M4AnJuEjH/7pLUcOHf/8H33pwJ6p8RY/cX+DbnuEy/MVFuvpMMbEpFtetWSplLLokltU8w9rMn9DpqVa208wLaJAScQqapKD2/ajSVZ9k0WAS4uSBjkQuZMM5DGuTimJ5wZ4TodzszEf/2aFrzw1xpnZEWplh1EfRryEqmez0nsObpmBW/aKQn7GvT03XTi1SsCXn9GcPF/CzyZw9drF6KO8N8bBZuakWLNnM/zQLU3+4NtjtMqaWjZ7xAuzvEEZtJbZ2DoKIHcKITXdFTaNS/7BX22zf+slfvfBUc7MDLEUl2g7mooSlDOgu9KmCydTmXq7X/695vIhKT/vVzrt1Tp5Hphy60RPN//+sqKA3miLdtdwZSGk0VIolVZpO92Epabh4qKlFXf54FubTHivotV1v7dz983vDoP6f5Kq/JkAn15IKA9JDhw6sGH24pHt16xr88SRcQ6eqPPRd81zy84Wiys1lptplwmkW57nGjwnyW5wfypAvyImeg0Jfb4telGgHxXysG0HeGAO7PQ5Mw1l4E5Vkzx6Jzg6Tjt3dIznBbg6oJmE/M7nXT7xzSkuLw5jVInRIcWoaxlyDeUscpd75XuZ+VQyapJp5z1wu2n1MohCTl7yaIUeI16m4uRFp1yVyKuwtuBJiTS1imbrhhDldWmGVTquoBRZghzgOskKNSrVsWVuAX6j5FUxMdTml36kzQfeOsMnvtng418cY6FToaN9fK0oa0FJpf57N+v2UVJk1U2y3dC+cSTnDejKaoUFrsqlenQ0/z8KkLniYlJ5c0klQDqbZbktmGkabt67zEff2cWEa3joecv+4LXtd1X1huv2337O2hAhvv+I5j8T4I69RBhUJnxHfv4bDx90qq5louJw+Pww//Lzkl//6Dx37G7RaldpdjyCSGUfvg88UVjqOZBzWkIWwfsRW2Df8J3Yghxoe//+AXoiM5ecSlKA6wStElwnwndDXCek3g155rDkTx6q8cWnxugmVVzXZcwVDLuGimspe5ay2we370k8T+Jl1CQtDGXKRAZw10krn2evWJ58qUwYOXgVe1WCmT96Ze7MihpGCsfR3H9Lk8880uL4pQodPx3NEDgWNwYnMjihQSmZ6tYyVad6w33o74iJkcRGUvY0a4Y7/E8fbnPNpoBPP1TlwNEh5jsVusrFcTS+FpQkePmApVxelTatJwgKIB/0rKw2ZxUjeh6gVitiReCnWBEEMaiwn8R2I1jpSlbCmNuvXeJ//GAbzSRHTlWYHA/orrzsaH3r5+cWVq7vdpvz/9kRvNmZlMuLR27rzn9n6MZtgukFny3r0rf/7Mkh/skfC372HXO87fo5Jsc8sB6d0CFJZIFq9CNzn4Zk0TsHdkZRihF8wPiT9uikkbxXUjY9u2fKuy1aJSnAVdKjI1pH1FsRT78q+OS3azx0cIilehVZ8qmWFMOOpeYayo6l7FpKLlnUTiN3yZP4rsJ3Bb5L5tAzGbgNnpPyb6UDTlyCy3U/Laxk/HawcNL3z6R9kCnIYyMJQ82ammDnxg5HLsS0I4cgm/HthqTgU/lk3bxQA3JVZ06+eHIZMkpSf/iH7u/wzluX+d7LTT71nRoHjtZYbJapS5eWq3GVwJUCT5L2cMr0lDol+otUicz2+wYR/Cr/yupInpf0GYz2JnuRIIiSFNwxMZOjbX7yxiV++gFDzR/nhdeGODMtCSOXY2cjTi8+PPSzP/722266fu+383/N/22At5uXvKVl9e8//dXZyk07V9i5ReMqxfSix3hZcnGhxv/ycY/brlnkA/fU+Zl3NqlVfDqBR5T3R+YzSRA9Dg4MArzwhQzEhQFqYika9FNaYjLObVAySQfi52qGjJhvxjzxkuZbT1f52pNDzDUqCN/HqTrUNAw5aSdPySGjHVByRXbJzHKa8W5X4OXROwe4jnHdGN8NsTbi0YMe56+UGB8VONJkPFb0G30L0c4O2E0VncBh8xrB/Te2+cpzIa3IoRMJfMfixmkUDyJb2KVUT69GyAGakl6y36hgUr295AV86L4Ob79lka8+1eSbT5d54nCVuXqZjnDpuBrtKLQQOFLgSIkjbEa1LApRoIaD8uEbBPMBFawXyRG9JDOxaaNzZAVhYumGMWXV5qfftchfuafNrTsd5ldGmV30CeMOL59K6aB2DTduOl2ZGHr7v5+buXIN0PnPAvipU8dYqbc4cTriwOtl1o632TwVcOyCRAmXTUOWquNy8PhaXrtY5dyVWd5/d4s7r+3S6vjEsSYxqu8nRmS9kqLAxQT2KmIiBhPKArCFMJkcaBAZwLVOcHWE70d0g4Tjl+HctOKzDw/x7QM15pYr4PjomkNZSaqOpaoNJcdScsB3UnD7TjqTMLWZysIlsv/dZiA3PZC7TtqednracOSsB46TbfO2UKIXAygoJmE9z3SSjnPetzVg74YWxy6X6fiCcizwIkugyKQ9k0XvXE3JJcg+V+np7JkUaYzKpg84dEOHUingo+8KeN8dK3z3pRafe6TMuWmfY5fLhCsesafpat2b6qsAnT3nkbxHXegn/1c9emqK6KkqhtRyG/cAbomTBBsEvGX/Ih+8u86P3wslt8aF2RrNlo8xgmu2tmgEEVumLJMjHssrcPrUaZQu/1kQ/v4AP39xWnS7wf/w6c98ZvzGHWXmVwwL9RKvn7SMlA2OtMQGyp6h4gou1mv82y9pXnx9ht/85SXu2JvQ7nokicq6QWQWsQfBXVzpPXjnmXqP86VFjfz4kvSUhwTPSyepxknCzCI8/Jjm9KUSj79Q4vJyidPTFfA8VFnja0VFWyrapCqCkw7O9510XFsK4vyS2aUygJNx7gzcToLnpNE7XVghZ+fh6LkyjhyUB3sUhb4fvGg4M5nykfY3Ouzd3GHnZJtXz8S0Y4dqJAg0uHE6E1AVAC6lQEg5EMlhte4sesls3kcZJQ6B41Irhfz0OwLu3t/g8nKDR190OXPR47sHy0wv+iQdByM1kasQUqY7RdaVL8kqntCjLazagIuW5gHpEJsVgAyYBIKAu/Yt8du/uMgtO11mFsY5c7nGSsuj09FEicDRLtduMrQ6iqOnNXNLsKl9ZPzd7/vp/2Fh7vLHxifXv2H69n0B/uQzjwLxT1y76WylulNzec5jflmx0oROkBt60iJExTNIkRDEHs8eHeaJVxvce3MrHXqpdApuKwu0JC/r9b8Vm30jPZ17IHIXqIhKcLz0xLUzFwVHzigefqHMq2ddXj9bohF4BKEHjouqOXhKUFZQ1oZSQQf2dO7TyG2zqS/cy2iJ6ypcV2YLwPa5t5OklUUn5fm+G2FNyOySJLAeWktcadEFmW1VAO+BPLGD/Y5h7CDQTIyGSNWlFTm0tUiVjqhvGNPKDFQgZS5SA9giJZT9SF4YjOQkqjd+oh24TI2EbFoTcdO2gE7Y4WfP1nn1nMvDz/scOetz5oJPFCvwFFYqEJJEFqpBxWL+KoAPVLeAXmM4FmwCJoIg5L79DW7bbVhcrnFlfoiZxTLLTU2nm06+DSLodi0rzYSFlYSLC4bhM7OV9Zu+9xOOoz72fyuCf+ObD7GwVFdPvvCa8JwOtXLIe25VbGgNM73gs9zQtLv0ZkeP1AxSR0w3Y1bmLc8fcjk732Lrmg5huwhwWUgmV48tSAFNNr/E0RaEQUhLFFra3TSin7sk+dOHPNqR4pXXfU5d9FhouQSJC9oF5aBqClcKSgrKyuIr0nFmKjMeqTRqu45Iix5FcDsSN6MlngueS6aapCVzRxtcJ84qohElP2RuOeHhZ6vUmx4jQwKdafG56Uu8wfZtc3ddj4tLgkAxPqZ45x1dvnugw4V6hY4jU5qiwYktTpRr1pnGLpNULqQ460T2/oaxuvA3UqC7iSLRithJxz5EkZNKqU5ExY24e1/M7dcEvP/eLicuSg4ddeiEik8/XObsjANC0u5oklDl9k2szrfeVZJREeA9RaEA8I5hy5oud1wf4JUT2jOWS3M+F2Y8mp3UeBaECZ2uYaWZcGXZUA9D3nXHCpWSi7YnxVD1VvXyi9+Nb7z1nX8+gCsJa8Zrv+MLe92ps1Vm6jHPvt7hw29d5NpNw0zPl2h3FWGcbn0guPfmLj8aXeCLj8WsdOCTXy3zwM0he3dHVLw4/UwIhBUDC7v4TeTDeeptwaHDmsWGpORLXjjq8I2nfLqRohsprsy4GKGJrIMRDmiN8DRaSlwl8KXFz4DtKYunbOoB15nmq/uR2837MnvgVlmPpuhFb9cxuG5u0Ep60dt1I5QKeexlxVeeq6JcncptA/z7+0fwXAvvd6Mrul2H993Z4WvPNPj0o0O0Yp9KxsOdnIdHeVHG9rqFhJA9gKV/Sha4fgHgJptXotNI7mhFrDU6TlKgqwSl0kH6I37Mnbtj7tgdYUXAB+9r043ScW5ff8rjxaMuJU+w0FAcetWl0ZYZSxJ8f1KegtzatH917y0RD9zcpVa2fPVJh8887BDUDWPVEEhdh1GceuSnl2DnjgZ/+74WY5UK03MVLk871w2ND/9OYvilP1cEb9TrVGu12gvPfHH3Tdd01OY1ipMXXC7OuZw43+WG7THjwyG1siTJzrXx3ITJ0TYb1sZ8+F1L/PYnK/xv/26Y35sy3HZ9RLVkMUnOxr7fQ2QTXwUrLcWBIy6NukJqmc5EsTqNTEKTzgXWIDVSShwpUjBLiycNrkyB4CpwVX9GXwpy0W940GkjQN54XAR3GuEzW62TR/CkcMV4OsLakMsLLmHg4w1J3KzsrTJX3kAVM+/oYbAe0OtON4owchipKjaOh7iiSyf26MSCkk6HYOYekrygpWTR3ip7fyv9GzIr/pjCEHyTuTr71CiOk6xuoLLzj2KiOEFFaS1BqwQpYzaMm2zHMFyzqUtoO0htqNcFB45oVtoS1WMsg0n14J1OPeIVH267PmT9WsNvfLzGxz4xTuyNsW1Msn4owtPpv8aYdHZ5GAv2rneJujUOnPM4ei7Gyo5yRtu7P/xjP1rrtBuNUrn2ZwN8ZWWJVqvxse8+eem+p1+u88N3aq7dNsTuzZo1o4okaTMy1Mksm+lW6bsR1XKbaing/LzkyBmPRDlcWpFceazM9wnZg3tYYXuzQmDyIxfIPKdC9ZMcKTMpKwd1VnaWZAe35rpx4VlnnfSK7Og9euBO27oUbgZuV9OzmKYRPIvi2uBm1VHHifC8iIsLhj/6bgW0iyNFP8Hs0RNxVQQv6sP5kNAUbOlgnTBy+Kl3dvjqEx1en63SShzKcXoobeoCtP1OHJXXBArJnujnOCkVkgWDV36ZnhdGa4WTpPNSnAzoSvaLZqlvPHstTNZTm6CFRdiE8bLhvW8xIJKMZgIiPz/jzwpqIA2oGK7bErJuIuLkbMTFFZdWIClr21vAWqZS7itHS1y6ooiThI5J+KE7lqiIM/dNX57+mDHx3/hPRvDXjzyMFMLdMDLDA9eV0UKydVOHajlmqNJluNrBcwPC2KT9ltLguiFChDx9xPDxB0f48lPDKcmVimTVah4AdfFm9AA+mLwIKXstaEqAI9KysidSt6Aj05+1JPNUZN3juZFIU5iDQnYyW7+rvg9w2aMtnmt7LW2uawqDc2KcLHq7OkLKkPMzgvmGj9AaTzJAT2TxYxVud5E6DAAvUzrC2GGsFrB5qsOxmYBOoukm4CUCJ7E4ccbD4/7BuP0SuhroVMjrC+mk3dyuKgrUyKATQ6IkSufHl6vMrJYglcl2CtOXZjOQi/xvk07JEplPPfUh5c7P/s59dYxL/38qNvzoW2Ka3SU+8XXLwdMRi4HPcqzT2GYEJpaUtaDeMQzNGqq+YMOk5rED42hvkbNzD7vmDQxMVwH86KmjWCuYGplly6a0QBSLkG4SYYOAkJB2aHnqoMPMokDrtKm41S3zhSdrXFny03Apde6IemNgFwAuCpZMhEDSLxGnU6nAERZHZKDNKED+uve7LNj3raD0GmxdJVKwD4Bbps9uDvQ8+czAnXf/aNOjKI5O+anrRsREfPOZErPzJZwhhVv0cBQVlNWffMB8JFYlgYpukE6wfc9dLZ453KUR+7S1phQbwqycrmTfEJUbzoQw9DuH8kRT9GTJVDrMZqpYSDJ3pzaCWAl0IrNT7FIvT5wBvV9MM70Cm5SmUHjLXssiuDOZt6eRr5q7UlgAQqRV6A/fF3HfDYt85ckWzUAhlERpyfSC5umDJTpdjeMppCNJHMlMW5A0YLTSZFMrzmwffwbAH33kEYZq5bd84rOP3vLEgSUaYUKrmxAbB4SDoIxU0IkUp85pVpoCK0n1bJHWeKWf3lmRA3cQy1dBvVcsEKDyZ2HR0JPaVFYyTueb9DmuyoEt0/Pk81EIRWD35qAo0n7ENwJ4nnDmvFvntMRmfHvQS+46Ea4TMlM3HDxVAu2iM3qiCwalvNonViE8lUoLrrteX6rsaeJR5HDjjoCx4Q715TLtWFFW4MTpZ1GJTa+oCHBSkPf+kFzl1BRZ32Q6pcooQ2IEjhEkSpIoQ6IEcQbyonktt0PIHOQFUOeWCYHJQE5mabYUC3a91b0aC8ISZmeUDpcMv/TDSTaH0YAQLDcTjt+enugmsxVtSSldveURBz7rp2q3lMff8ZZnn3r303fefd8bA3y51aLRDd67Z3NyQ9L2aLcUSSehG1qiJD+lK40Ek0MwXoPQCKJsZmDuFusD2Pb+u3ejbT+q5QBPTxcmKx4MjlxTBZDnEUvn3ojMA55bPdPm4rxTJaUlqte90gd23nybRu+Mc2t6fDuXBNOI3Qe303MnRggiHnzK45lXq0hP40qRzt/uOQj7bXT9z7u6mpmNRutF8TTRTIyi03W449oOP3R3k48/WCVMPFqJxE8sQUy2cxVdfyajc2bVgvp+kRyMluksGiN64E6URCmTRnQps9ESpmBFLnqAbB/kA9Xmvl06B3DvUwu+fzqWF4Pqmc0g0+6tlUzUJMWJWnEs6FhN13icuWxYasc3vG3jlfeGUfz0G0bwKzNXGB6qvvOzX/rOX33t1CwTYw5DVUWjJelGpnc0XxilzaxBSGoGivvHRcf5tKOCcwz6Gv/qCJ5vYTkAZAEUkr7noTjaII/c6REk+c9kEZxeG9ZAFM+6YRw1CO50nMKqyJ31bLpZe5uj84aDuHBFhER87tEaifVQveplMcHs9zXmysYAB2dVu56R6XSoJE82NQKHD72tzR9/M2DFRHQSn04icGJ6UVxKi4xFz3SWyoWrvUeSAcOTLTgadTZ0SWUg12lzik7SwUwqSR2MafVY9qzJfYmy6O7s25h7TSk9oPf5w9Wd+qKXJ6R5QTqOOeyd46myczxVduBYWvzpBoJ6U9AOAsbGZgmDzl/dvPO9j1+5cvm7a9euHwR4oxWS2O6OMAy3J6Gh5HmMDQnGR2QK5sjSDWzvKOdOYGh3DZ0wE+Mjm550ls8ZtIUPYAeBXRRO5Gqgr7Jn9rj4Ks6Zg74420Mp0efimeNuYNhNBmytRF9J6cmBacd92phss8jdTzB1IXp7TsjBU5KT0z5WOSgpcaVBr/ZpFAj4ahUlv0xvaI4o6NUpyKPYYfu6iL3bWjx3okSkXDqxwJfgJBYdi4y+ZV04ccbDkWTOn1W0SKxKbvvRvK+upH6XFNxZO5uyBXDnXiCb2QTySE5v9xCiyL9tYQezA99D0XGaN3+kHU4pqDvZkeKtrqLdFXS6gk5oCQLSoBumQbfkSxYWDPV6uN3V7R02Cb97VQRvNhbodttsXrPCmre0Kfkm6xmUdAJFpytpdyXNjqbRVjRaCY12gtNO+v5haVGJSGcNFro3Vj9WN7IOAL0AbtXzfPdltz5lEWn3vOiDO00yRa9bXPfALQcAXhz+k3bb0wN2r1rZi9wJrk4LO2lXUIQl4guPlllcLCE8neruxUW42oNSXN0FidCYwag6oE0bRRRpxkclP35/k4OnagSJT1u5lJKUi+d2ViXJwJ3vFSbTxHuG1JSqrOLjJpv3WJxKlV4SZfIdyfZepwCX2ec0Pb9/3uUvhOw3R4jBJDO3XlzFSnpzcmTW3STTIaKBptFOJ+3WW4JGy9LsxLQ6aVWzE1q6IdkhvwJjY2prWuy6ZpFWq28u7AH805/7OlIoVlqzlLwW+7cuc/NusMZBCYcwdmm0PJYaHvPLDgsrDlqJ7NSCpDfwRWBJRK7vFm2w/ZucF7v6NIWBlb8aJIPjxfoRWxYjuBKFKJ7TFYnSgwB3dTYAyMmPDswqnNri9ErxJnudDFxapZ07r5+Hzz9UJZAuSqqsejm4EFdXMFfzziJ9G+ThGRdPFHGi8RLNj7+jyye/3ebwmRKRcmhLiZuYTD0SyMQWviebtpcV5Lkc5HbVuUXFSJ4Y0D0J0aKTfKyESalQr28zn8siegs6XsXH+z6i1Q0SqyI4/feSj2ROKYmm1VXUW5KlhmBpJWGxHrFYNyy2LI0OdBILyiCIuXlPm10bE4b0IZ5/cgZjk0GAv/jqNDddu7b8h5/4d1tfOTzPI8+N89VnItZPdpA25MMPrLBhXOFpzdYNPtXSEFqVs8qbpRMYupmiYWQemS2r53UXKUpvZa+K3m9MUUQPOKvHIctCxM6TzHxqk9b5Ia8Z91arwJ2X7528MdmkM0N6LWJ5T2ecXRHKCTl5WdMMXVA6oyd2lT129cIdRPjgQKNVWnjWjdMv/GgqjmD3+i6HT4YkxqNjXPwk9WzrjIMrkW7XaWEpl+QM9Dw/pncHehXOzBaie4NN098pA4lMAa+y0ymk6U8IyKdrJXl3f08A6CeXQlpkDuhVkXwADLafbPeH6QvCSNLuSFYaCXNLERcXEmYahrHxgPGhiE0THT78QAdhJBsnNO3WMAdPlNClia0f+cm/UbYf+bm2EFtTgC8uzPDUC813JHrkV5VeYvcGnwuzHivzHq0IPvYnljiK2DDZ4QP3drl5R5OpMU0Q+dSbsj/PJLuhSubn0dgBUBcjWQ8AchAIfWD3+xhVISqqgaGaOcjpe6RVAdRq8BRjR5Fp4Sm4UwD3hwI5RXpSjN4q6+t0Q5aahv/jS1UWOz7Cc1J6Iu3ArtIfnPNnKAb0E3FrCk3YvQieKipxrKmVNX/zx5p872CNxcAllJqOlLhZD2V/5EMWwYt+emF6NlqLycBtsMhVyorIIrjtJek52JUUWQRPKVHSU1Ho0ZQ+D++3E4oC/84HFYk+rnuUpbjYRWE36EaWpXrE7HKCUTFvv6PJB+9psWFcEYQu2DLd0GGl7nJ+RrDYmOXmW/f+amv5yNPdbvurvQh+5tQxSr7HiROXOX5WMFTW7FiXfinpcSOCKPFohSUeetbgiYQbdyTs2dxgqQGvnJS9cV1FCjIQtYvce1V060dx0Qe5XE1RBgfT9IAtBVL1x4+pAqi1lOiMkugewHPObXpJpaNND9yOzv0Xg9HbURGuG/LZRx1eO10C6SClxMutsQVps3dGfPYhv6+bsBDNeydVFGhKbGR2yJPDvu1tfuTuBp/8to/RHh3p4knRK/ooKYhEPgL56kguipE8b/4unOJgLRgFyqa7grEiBXc+JcxA0pufIvoALzyn4BZZRbNAOVcBvG+HzuWUPuqVtJT81K35yhnB8UvpTnDdLnjPTRU6rVEOLaZnA6WnWqefQamYrWs19cUZjhx+ncQEfYqybX3qw5ChS8nUkMoD6J3zbkz6HrSEckmwZjimXGoyObrA559zObc4wViJntEoB+VVYM7V4N6HF28YvfuJpehH816E/E8BXPYBrgoeap35Uhx6VMRRfbXEKQwH6nPuNHo7Op1atVw3fP2xKgt1D/xMPRGFZOz7UBTEqpJXQV26SrbLJUMjMUmupmhGaoofvq/N157pstjyCJWmk8hMnhSZeiP6zdj591/g4db2u35ML5r36xc6V1ZU9lpmP0tIFL3vvQhyIUWh+z4f4pkBOHuW2b1enWz2v6d+g7qWaQ5Uq3SYmuxwcmGM9VWH+QXFI887lEsKpbLP0Js9bhFC0w2qbO9W2b7NJwizKQ+vHzvFxNjYlkeefPZXzl05zT0310niKstNlyjOh5qnH8ZxLLVyzMRIh63rFjl2uckjL62nHQqG3MzlVuDIRQAXDyDNwV6M4APRe+DLygonA8AenP1d7HBJh7szCO78ZIM8cqtC5L4qgufjJvojJ7RKK5dnzwlOnPcxeAipe825ffdgMX8Q/c+f300KCmER5LlU1ivZ9xUVY9JkE6vZszlk+9oui8dK2MRNo3iS0hRdUHH6yV3R6JX7sGX/4ACbRXPb18mN7A9GLeY2yqT31Ugy7p3fl34w6oHbiF7UzgNZvqOJ3u7ST0ClzAKoys5TUumc9XfdUucLT0hOnpvMbNQh1VIq/ebdUemcQ1huQTMOmVh7nK0btvzKxq0PvHLl8olzOkoSgqgz1ezyzk9/p46lw4/f28ImJTqBzipJ6ap1dELZDxgbbnB5qc2//MI4VxaqTFUKerXIKo2rRvH2Tg8oADr/nVz1uz49EQVlQtBPNvuATiM42Sjgog5evLIjrVUR3AWQZ+fVO5k1NI/eKvtZ6wilIr75XJWTCyVw+/TEKUiXAwuWq8dFvBFNMVclnHlFc5CLh6Fm23jIe+5o8+LrZTAOcZJycSfJvvNkkCr1d8kCB8gSz3Ssmugnm/lrmb2W2a4i8yv97pNsx5Aii+om32FtLzD1Cj4yDWQDi04I6L0/gaQ/1zDPt4xN1ZQ1Iz7/4weX+YefgNcuj3Kp4jDsgafShm5LWkFvhoKIiA/d1+At13TwHPPObtCesjY6p12druepEcHd15TYt6mFkHPMLvsEodMbpyYEaJ3QSkK+8KzHZx5fz9lLQ4z6gqpr0jNgCj4QKVdTDjGwbffVBdFTUVYnaDmgxRsAuxfNlSg04RbAnc0n7B/bwdXA1v0BQb0Rb9pkII9TeqIiSuWQ544rvvpYhU7XhbJGS5GOpCu6B1e9/yI9e0OAs4p/r5IMi7p4FGuGqpr3v7XLt59p88JxF1tx6CQerqC30FQxOoqcDvTSuh7Ii9anNPnMFphKo3kiUz5uClE7T+pNllxKIwr8WxQS3SxImQKYezmWLezW2T9nLcrmBi2LihTtroujK7zlWvi9v7fM5x9v89iRCiVXo7LDbC3pqcxenDC9aHntbIU1pRrOqEd1zNINJbreiuhEMa7b5t1vmaYeCH7l/1jH62e83mznfD8VQiK0IoxdhNFM+lDzDGU37W9MNeb+uTgDUZzi89X0RL7B6x4VEX1QS1U4vSFbSLoA7j7Ic9usRev+CGWdHcKk1SDQnV60Ti+l0gTTdUOiMOHbz5Z5/UIZHAchVQaqbG5IIbkUcjCKX5Vg52whj5p5BCtUMlOQyx4Xz+XCMNRcsynmXXe1OHSuRBC7JNKhYxRuwqr3kmvhrIrg6bNd9V5Q+WIzGCVQ+dQxKbAKpO3z8d69lelkqt69Mf0ovTrAFXfxfGfrRXspMDI9StxaVShIpdN3N016/J0PBvzKj9VxVJRN1s3Vp7Tv9NAZyZ8+bHj4oOXWO5tUSwFJ1EE/88SX8VzNxSt1Dh8fYbHpsNRwmSxlbf1JevBqbkXU0uK6Fk8bvJ6WTFYS76/ywaTx6kH1g79bBfCCl6MIbjFATQpSYS9i5wDvT07tUZQscqcR2/Yite499187WXKpVYTnhrx6XvDdZ8q0Oy5UHKTInYMU5ME3qGIWPmcG8wIPz0VgweAg+VUFn4IBK4wcqtWQd90Z8LUnuhw644F26RqJm3FxZUAluVyXvYckUy6ESG9qsRFB9ZUcrehTF5lG83xXyfMqY1OwS9MvtAlTVFOy4GX6EboP8MLPRXFBQiIEMoFE5aqdyarommbHTS0TyhBmowDz0n5K4QRbJwz/3fsS5pYFF88f4T+evYQkRst4BiHAQTDkDTFeFSSThihOCwdRAnFsiLPJoBS40gAtyLhwP8EaLOKwGuRvkGT26EgvqVwdwfO/UfSfZA7DzFGYtnNlr3VxPvgqcGeXk0+hzQz+WsXppSMcJyK2CQ8+XeLJV0vga5BpQ7NTsPAOWGOLV/GH78PBB0eaiV7Tea6oJEYOAD3oOty7r8173tLmtfM+cexghaIjNE5C7z2JpB8hxcDSujqSF4fYK5VJhjKN5unPAmlEj4f3dug8oue7bRbBe0M7V+/Uq4Pcqp+lVERxNtc9UnSVQSuNkm7mfbE9/06SpKarKJIEcXrQrElAyYTplS7Lndk0wAlVIUwEU+MR29cHdAOPxbpDq5N2sqcjIlLA5x6TfPH3EiuyD7NKGhzkoKtX7uChUYNfyCpgD1CVYpm+cGUnFvSBXrh0/xDUHNBOAdS5cpIqJumzUhGuE/HKOcnnH60CLkgHIVSvi0hlB6kWq65FRSiHVd8ZX+jdy0FV5OGmwMGtwCRp6156Q1WvfG+t5kNv6/Dws10OnE4nCURG0U5EZvjKQJdkUbvAuIvMm8yXjhqcXZIxlmwRWozMzvPJk+Kce8ssmov0ubfjmkJSKVnFwYvYsFcHvsL/R0rZi/z5IzH9k5O7IXSDdDJtq2NZahhaQcz6NZqhqiJOLHpmJUIgCZOAWmWZ23dJttsql2ZLLDcVzY6i002nnIZxenhrf+RxwRNb+NqKd7D/YfohLi/qIFZH/CxKZ4ulx+3yyNFTVAogz1rT+odN2Qzs+QD8PrgHonbhOW+szamKUjGOExMlMY+/UOLIqRI4Dsg0uXRFv6towFqwSjkaDN6D0LKFF70GiIJHZMBdmEiMyrbjRBOEDtdu73LvbWkU7yRpFA+ES9eATkQ/gUtyuTC7GUlhkdE/te4q6VKCVRZpBcqSVj9tNhVBgLSiT1UG5MLiYk/pS1Hv7lWu88Tkqm1twFibXgUfe5xAlI2W7nYNrY6h3oq5uGBBBdy4p8nmNUO4uoSxBn34tI+jJEsNmF0qMbfQ4MfumWP7hlHmVkqsNDTNtqIVpH7cuBDJ8zNY+sdWpP5mS3p0RXGSZo+Jro7iRZUlB3SmIQ/4TwS9s3d6pxfnzbcDDQ/9o0uUWgXuwlD8nnqiEpQuADyjKK6OOHlF8KlvVwkiB8pORk/otaap4inBReVkYPv6PhTFDgK9SFOKhwMY+0ZcXFPxJD/zrjYPPlnh+OV08SVG0U5U6jJMsuIPqZIhkmwsx6qdJG9JKQJc2j4XlxlHl8ZiZXqPrBQpwI3o50p5JDd9Xn11gpkBfnC9FywLq44lzKR7m/WSJknek5CeqZmC2zDfAOt0+cA9be67ThDHkjBOMaSOPP7P1mxdq//Zyvz0nqkhD3DYtr7NNZs7VEqp7bJnZOqNXEjbvBwnPS3YUaIw1lcOUoseWLPksPc6//f2/7lU9pMD3H71lY9MKGrcvWfd592pgjII7uJZPX0zVXb6g456zQyODklkyCe/UeaPvzsMngfKRylNWVlKymbjKOg1ODuF1rh+JbVYiJL0J8MykKD2c4m+7JgvWiHJGn/7vZBKWoQ1bJwKubwgeemISywkCIURqYSm3yihyxbdwK5ie6/6P9sCqbF9T1G/L8cO0Jmi7cDQP6VjYNaPzQPfIIhzi26cQJyd2xNmc9GD0NANDUF+AnRgsqPOE5YbhrkVy6k5wfllyYY1Mfs3+FyeGeHUJYe2vn0qKj3wiP7Sw5eGw87Su2++5gp7t0hWWgkLrYiXz4e4KmTDVBchxgEP17FpdTPryI57b0xkhwqJ1LuSHReYn7tT3KEHE8zBY+t6W10xag/4wO0A95Y9MPQpiSpwb9U76aFwEJWyqyhJ7hTMo3eEoyNOTEs+870y6fyVNHr3Ovfzvy8YGC/cb94YTDRF8YcegFaBwxS9If25gmnimVU1rcQkikRlXDzRfPj+Nl95vMzRSw7IECsk3cRBk/lFcpAnGTyTvPCTQ7VAnWz6s81mY+XvTWaAlBakTWlLzrulTf+GNZk+blJ6Y1YlmEXHaBEP/WPBcywZotgQJSkdjpPsiPfsKPAoTo8fXGrCuaWYNWvarNMxjtb86aM+jUaXbWvb/OS2K+/eOGKH9ekLLRaXOsxciTk9CxdmJS8cG6PddRirxvzcu0M2Tghc16C0TROf7MuPs964MBJ0w/QSQiAiS0JWIStsRf25HVdn2av524AHPCsmFM+R6XPw/lGB+clqahW404msJntO5UClDCrXu1WMkjEqoyeJivnG0xWOnuxzbylkqn33OmgGt9/VFcyiWrRqRx5IW1Y3IA9o4oWJVNqI1Jsi+yX8MNJcsyPgfW9pcfozHmGiQGgSoekIgU4y+Y480c0VlYJMiO2nwDbn5SItvNhMaZHpe1RF1UfYfolfgJEp8E1OUwZ08PT3A8pS4cvIPSVRbAijhCAwBFF6cnOc2F7eV2zMEALu3pfw0ffEjNYMnaDNC8e6XJzTbFsTsXtDh+GRNvq6HQ6zcx4Xzw7zzccdHC0YdwTry1Ap+Zy5qCm7llo5ouSmlaa8SJGet552YKiOxCKJs+husfQ+VQ/gfT4uClF6wIMiVwO8H7Xzn/OonYM9j9w9oKtiJO/zbpUnkfkRJ9KgZX9ovlIJjhNx5ori3325Rlc65BO0+l3z2Q5S9ECLYqTu5xp/1mNw+87UDJs3IRS8KYXSfdGfkhhNnDh4Sczf+ECLLz1e5vS0BhWB0UTCoSMEKsm/25SP95LNVSDPtXkL6HzBZb+TNi3PW2wWtXNN3AxEc5v9HSPTf8aIN6iHFFSU/HvonZ2ZpMBudRPaXUMQQZgU8zwyQxaM1SRbJ2tcnhlipZ4eJ7NvU8KN2+DE+Yhj5ytUl3x0swvtQDJUdrlpl4sUKXf0XKiWBOPDFt+LKPvpSQZamV6FzJh8rrVGr7h0A3eA7/WnHK0yXRUzbd44cotVUTsvpAyC2/QpihyM4HpA387APKB3Fy6ZRnFHhzRCw8e/VuPynAdKZ9KgzOiJHdC9e68L2++gxjt4fOAbAr1IVXqNB8UezZy3yt7Va4aQiiTWrJ8I+IUfafJbn3KpR2lCYK0kMCqVDZP8fVjSSUy2sK8U+XU/+VQZ+qylF7lVXtnME1Bp+xHcFu5dD+zpZXoigh34bvp/3vbeTRJbVlqWpSYEmR02Z1eSNLfynTTXunAlodXWVEoOrutk+Q+YpMPIlMT3BfqGnS3qk23GnZAwdgmj9I072lL2EoarEUOVkHIpxHOirAiSAgVS3/DFWY/l5jCdwKEbZtyRN0hyrvKnfH9g96N2f0prL3pnhvg+oAuRXJssopseNUnpiClQlTxix71nrSK0F/HFBz1+7ws1AuOk9ESoHj3pNRWvksQGeHdvcRdh/cYQt/0AWpAKi6DPS/YWY0yvutkr4Zv0KHBfx/zSB1ucOO/yiW+kXBwUiZB0TZpwyoReBO8bsPIdp1+6L8qVKaj7lMXaLJqLfpKYBh2byoeFwo/tqUtpLmBFKjH2CnpYcpuMEGkVXIq0JzMWIQuh4fK8Is4mEiuZDm9yFZQ01LvQ6BgW6yElL3UYSpFOeKi3I+YTw8SkRT9yYIw4iJhwu9x+bUAnVEiRqw4xsY3xnBDPDXF0hNYJZ6Yl52YkUlmsUHz+UYdu07KmFlH2VHrcnRQDkfqNOOtV5pxV4CmCW+VHdBePDFRF1cEUqEoO5kIkl313YI93957TWYNLy/Cl75VZDnJwpwB3ZMq9tRikJwOLM5fLCngWb4DvItfuUZWcixZdfXlPqylaaQs+cSlRRmGMJk40Q27CBx5o85Wnyyw2FcgIjCIi5eOr3YWDS+77R/K0DtQvCuX+lDzZtFkUlzLl5blOnoNf9MDeL9Wn0T/9vor2aq0kU2OKO25sUw+X+erjTqq5K8HZKw6nLrtIrVGxohwLlgKJWRDZAVrpv68bCvZuMdx1rWHLeosuV0JCFdEOQi6vdBHZAEWtDM2u4NvPpIchKamRUiG14IVjHgdPltBa4zsOxJpNQ+CsS5DDAl+kqzGvXq7m1b3f9X7uJ20Dx9cVPR69xLLYYDCYVObDafrgTgYSzDzJzM+50YXo7ZRjHnzM54UjJUyBe6dNDTk9GfSb9FqzCtG753fv5RtX676rgdUv1/cpyupmCFtMOq1E2b4uHicO2sTcvi/kh25t80ffdLNjyyRWCAKjUUKkR5Dkiabog3o1XcmlwdQm3Y/sSvZplJUFo5hMZ7zk98yuoinWpgHMFoICpEHBZimBVlDyYWzYsn2tx9oxj3dc38H3Alwn5NApxYvHNCprn5JS0o0033i6TLubtidKIagKhXAtK13DcidBbxrvcuFKxBef8ZhbKZGOA0i3kW6oOHrGoRula95kowccJz3HpiShpixjNcNYlayPr9C6JgdX6BsljwPyYGF6VbHnT4k+sPsqSvazsuhsxJiUmWIibcarC5QkV0xkgaLIVD3xnIjTFySferDKTNNN3WMyHfSuBP0TG94gKb7KQFYE9fdnJwP8uzhKYnUzcjHZtANd9+n5OelzevzJmkrCR3+oxdNHPE7PShARoDBIukIWDpGCoo1WDKzCPk3q/Xevmpndh2I0F+nrPFLbTFuQchXAs+po6iS0ZHsdMqNyeYSPE8HMYokoFozUymBDrIm4YXvEbXuS3rdmEYSR4a5dXYJI9DCFkJy57BHGmosLHrrsaEpaEbZdrlzxGSnRm/EsgL3rUsNVEKeuQmz6RlyVHgfiO5ayL6j46TCdvl+736ygZT9iq1XAzrtAemXvQsTuyYMqB/wqkPdmZK9+nfS4dx7FdT4OWMUomaAzWdB1I4LE8B8+W+PJg6W0t03qlHtLmXbtiP78lV4zQf4+4Q15eL+i2cf5VVLhQAWzr1r0z3gv2meLNtq03czkikpiiKVGxZp7bwr5xQ81+Ef/wSWIZVqBMpI4U1Vkpmyl781mu2xBuMyaWyi8v/RnUcgNsu56m8uD/WhssvzI5pJhIaIbm36PVoLNGi+MLMxlSQRBKGi1FQKPMFL4noun07xPitTHniSSMNJEsaSkBSWd7f7SUKuELCwYliOHKHDQw0MNnLkODnDrdkG1lFbiIC3WBFFqZGl20tc5t9IqHSDv5cfueekJCenkqMKR06rvGRns/u6DOQd2Tl3y2eN9FcX0o/mqS/bkwf4E1F5ymY/9zXl3NuO6l1zKGMeNefSAw1eeLBOETprBZNy7F717iS0D11WRu4DiHth546bjouciB3afGvTNV1blLsNBr3hiJNKkVCUHehxrSuWYD9zb4aEnOzx8QKWyIRKEJBKaDn31ilwbL9CVFHyDnDyPmT1fiszeZ9YUUfxZZhzcZvcwxUvW8ZPRFtX77AaRgBAyHX2hQIUCKVPWHyepPcR1nOz+pnMUg1DRaDs0O5IgTOVqsmS3VjIgmoQmpNnuohdXqkgibtvr4Ther8XIkgrqQWiYX0q4PB+igvTT5qPR8uM/fLdw7J4je6coOLrfWVMcCi/FGwN7oENbFhSLnP/2Fkn6c4979yah9oGt1Sqgqz64dQZu14lYaVkefLrM8St+Sk1EaokVOfcWFCZI2avA3fsceSTPAf39ifcgzm0aNXNJbvASfXBfNRyo71GRUiFNgjSaKNDsmor4obtbvHDUpR5m5VeT8vEQRX4ORFq5WN3S1t9zLGlxp7cgZaq29EBNmljKHg/vBy1j+7TB5jRF9D5q+s8o6Je6ZbbQ8kFAaed8GMlsjEd6nwFaXc3FGc3cUlrOTzL/U14VTxKPHbtcJkY0+vlTLo2GRnoRd+w1BFFW5+r16lkOnbKcvJwmHE4+pdXpAzw/uMnNRxI7GbgLTr9BAA8mlnJV0aQvE9qMvqRgFoKB5FL2BrPnILerwJ2dTFB4zsHt6BhDwn/8Zonf+3IVK3Sqew9Eb/rce0AavBroRStCv375fTBeoCUDUXKAf+eR/OpWNpOX7Y3BJBIjU11cSUOUOEhl+KX3tzk17fB7X0m38hzkBkEgJMrkgyRyra4A8h6oRYrEFH+FX+c8PAOszCK8yN5/RuGsSCVj0dupU/qTN03YfNHY/kK39KfIxnE679JzZDbtV+BoQ9mPuLzQ5ZUTqvd2TZashrHguu0NrtnSZHLSR2+bNLR8Q7ceUa0us8bvYKwgihRKWo5dtHzmqRGcuMLUcHaepCPSk8gys1XPfFWM3JnhSRa39wI4VgO8COx8BFhfB8/HhV2tmMgc3GoVPVl1Zr3Kzp5JOXiE40acmpF85fEKrZYDJXV19O55vguLUPQLPH3d++rXuYL0n4rhts8BCnQg5+JiQD2xWdNBD+gyB7rEyJSLS6mJooRqJeb9b23z7adKnLqSZfnpgGoSIehkxXshQJgM3LYPdtsDdaaW0PeIp4wmU1JE/z2b7HtKObfo/Sxs7k2xPYqbNktYEpmdG5QPbTWWWMue5zuMBZFr8ZKs019aJke6fOCBWV67UuPkhVLaEZQkYMF3NdNLDmemS7QTHx1Zj8vLmgcfh9EXK5Qcn2YAy+00ws0t+7QbFbaPg+ekR1qXPNWjJH1w92eP9A9JWkVJcoFfrAJ2b+svnkXflwXzSUe9yC2Kg9kL/LvAu2WBlkiZKSZZJNc6JogMDz1f4Xsvl9Lh4NJJAb4qevcUHCEGqJUobIlidSRflWD+J2nKaqAXLmOy6mGupGRHkaS82/RpipEkQqISiRGKKNA8cEPIA7d3uPgth8DITKuTYAQxmq4AaQrHVvVJMzbrUVS9bShXVPoihCWjH1k0zymIKdxzK/pVVCHSz5MXf3JqmmRDW9PRbVknWTbYJx/uk053SANnq+uycarCP/7ZZeZWFjBWU29U6HQdHDfC1yEjExGuD/qGPVtXgnb07TX+8I/KxOIIhW9ijp4zNDqC9TXLtlHDSCUt3VdLGt9X2Tnu+VF82dyRQlUxB2e/JG/7GnEe7QqRuwhsWYjccgDofdtoUTmR8mq+ncqESeF1jJRpp450Y5444PLbfzhEYnVfOZEKIWR6DpDol+UHI3gB5PKNo/efo4jZR3ZOTa6iKXaArhjyqVeZGUv0FZUeJ5epNi6MJo4Nrpvw9/9ag+OXNE+8KDGuyCCbfoDIKDoDhCrnHJncMXAmiCho4dnOnLGYHOhCiAEN3BTucbEHF4r+HdtLQpUEFafnjDo6499O2poWxyk1E4BSHlKOMDXmcMvOJs225OlDE5jIxVqDsRYh1nzbLe1Y0Y89+tlZEL/xjjvlj3oyYO1YSDdpcHqpRGPZZcOIZaQCQxVFtaIo+5qyL/Hd/okIjpNTkv6saCn71bLV0aznRyoCvPdh+4nloDSYgb3njbYFlWSVYpL9Ll0IKcj7UTzm4oLkd79a5dxlD8q6F7l70Vvk3HuwJe2N/SZXF3iKv8+VlKuAvpqH55o3fSUlL9dfpYsX9PFEZtHbKKQx2c9ZAShy2Lou5Jd+tMWZsy7nl0WqjYs0zFoEITJzG+ZAz6qNScYl6BuvVF7WF4M0Pc+TeyV5UfCiFIJZccH3vw4xgIP++L20WcXVAjeSRJEiyo4/TI978YmTlK8vNFr8x4ciwq7D5LBlalxTOXXoN5LklVl94JQhiCQbxmPefcsCiA4PPVfCRJJ1w5aJYcFwRVEtayolRbkkKPnZWe9OPpk1T/r6Ubi3qdn+FpYHrWIClh9f0h8W8/1B3uPceRRXbwDwgiyYgjuzwmavEzfhU18b4quPVbB+Cmpkyr+FlAP9lv3+xj+jY753I3OUv0GkXvXr/6u99w6X7KrOvH97n1zx5ts5q1stqSUUkYQCIGEBskHYOIAxxgweM9j+ZjzBYbAHf57Bxp4ZbI9tbDwkgwPJIggQoIAklHNohZY6qHO8seJJe39/7HNOnbrdIngAYc93+qnn1r23um7VqXevs/Za73rfosEzHMgHaQoMbTSH9QuzTWamH6izyK21GnBURAZyYSN7Kddd2ePpPQ5/9GGbyEuGVqRWDmHGnREqyzPSbHqHAT8cMDm5yrqbWXTPA74uGjtLU5NTnxaVrfBCoLVYDKbGXngr2QI3VniRIoot4tgMGkexQ5yYjXLgp1yybY4b7g2ZP+5x7hkWp60S9EKwt6w0nct+mPCZ2zXPHWhyYqbCVNVisilp1mxqVYtaIKkEmoqvCFyV+bbnQjkmspY3VUsFJYejUDmSD0fxQc49uG+VXAWkNZhqGQK1TEtAL4M7RZa4J7c86PGxr1bpp9luWOSlwaxrKfRQ7n3K1nwZ6LxAVD/pynXqXEVnm7s8JJzU0cwIbWWOipalzqYsVVaEZYhZMiNnSUWqbDxH8bZXd7j3cZdbHjXlwrw2jhQobRMqM45GDvKcf5KHpOyFDcqDAiuP5kNRfAD0peeh/N5yfreZAhos7jzaG1sanVXswHMUfqQII0PPNjebMJJMjUpedV6bszd2eWZ/j3Zvkkd3VYEU++k9lrEB7LgcOT6KLW1OXyEZqVnUqpJaIKkGUA1SKp4i8BS+l+I5qXFAsPJ0QBcrPs8Jk1x6rHDWzWQRykMAhT7dkvw7z8FPFbllqUS4NIqXo7cspSZ2TDeE936kwZ5DHtoeuCUP5d55l3QI2EsAzSnAXEB4yTX4WyTk5avaEAAYlL5OzsdP5qYomTEOZTmKW4hUIYSNjBTrV8T89tsXuffXPdp9UaQp+etKsenr7DXm5O68uoIBNkpkxKviw0MLnUV2CrDnm0ehh09BDu5U56KZpjueqIGdSj5+IWVu6Ju5VTsaz9UEriLoK3q9lHbPeEjNtQLGGh7jzRrb1oS0+5JYpQg09rWXjeDYFnPzXXbvBaUtHFvgexB4UPFSAk8ReCm+lxB4KZ4b4zkJrmNGvazMmyVvoyaFoamx4YgTizgxl3GzORp8yMP5d36J0gUlVpbAbVmq+NkA1OmSqknJnTeredt2TJLCX1xf49Edvql5yzxyDyonjhhOS/Kv5Qg9pIFyUvUkpwiLF4zXJ0XyJZWTwQAEAzKTNmSmk9iGwkTwYtOppAF5KlEiu6VZqqIUL9kS864fX+RPPt0kSrMoDuRMqBSLUFFM/yCHQZ6nKBpzbiCv8JimXF4rlxjA55WmoZnNDNxxasYcw9TwvqNUEGbCozo7t7Yw6WJgawLH8MB9RxG42uCxk+K7Et+THD4ucWyXOJbYlTEcv4ZWKfbpZ/8olWqN7U9uZ8/+GzlrrYfjZGU4YaRsPTel4sf4rlF68r0IpRLCJEGKFJmpDQkEFd/Ckg690KXb9+iXRc6R5nqkBit7UDZ8gdTkFNWTYvOYP6bc1Bm6ZSI+fsqt93t89Poaiz3H1ACzmjfZkK6pnAy6lmUabzkPH0iznUKDsNzgyevMSyF9iqh9Et6HgD4A+XDUzlRh85Sk3AQSpoyYSgupleGrJBZ1X/GvfqLLw0953HyfBZVkUO4w0YZESfoMNpw5yItcvEiqS5+rNEC3VKZPXlr45SVdnr2MEujFgnYsWIgEnUjhWhENL0YUAJFESOa6Niq1qTqSqgMVR1P1TNri2sowJaWhjqye7nDtK65g42nn0Ou2saXlIaWLYzs0qgkrpjtU/T62Db6Ta0EnJCpByJC9R2Cxq3h0l82X7q3Qi4xec5pqqm7C61/W5UcvbbNizMayamhMDTNO5ElX7Vwno2xBN4jSw4Ae3mimw/VuaUqBsvBVNxtLKROknbBjr81ffrbOrlnXtFeLqolxYy6id4nCOwTyU6UnQ6nJsB+9AF4ghA9Kyku4KIMoPmisFBt0TtXGXyISlBOxtCpMZUWeqgiNkDYy1mwYTfg3b2yz96jNzkMCbZcTLAHSIc1AzhKQ5+mLSUeySC4HActc4nTxP2X5PTN4z0qbtKSbCGZ6kCRdNk4scu1lLV5/aQ/fMcQry4J+LLjhnoBHdvnMdzz2Ha7QSm3StoWDxJYaz01wbUXVE9RrAoSH5/okcYI9NRJTraUca/bYe7zFrtuMiMzy8S6XntkhcDRH5wRfucennwbc+1SV5w5WcBwLKUzumn9maZLy4M6YT9/R4udfNcvrX9amFth0el4RfYZ8e4oIPhhBW5qWnCrnNp6NpbTEGga6KQsmuF7C0UXBez9c5wu3VdCONWjHZ6nJqaK3taTmfcoyIQNMDLEGy8UUwZxlxgAAVFNJREFUUfqAS48ZitpLwF4A4SROSjkPzwFd3oDmkz8mgkuR3882n6kiQeFIU1VZDCW/8ccWxxYEePlOUWTtcttEckEW3c3uT+d1cmnSkeJ3WQ5e/ExmU/lLFrvIpu5lxitf6Akq3iJvvPoYP3dVnzPWWSRpjTgxqsaGcq3Y+pMxgbfIzkOae5+2CFPBDXfXmJtzCRzFeWfGLB9x0TgstiJm2ilHFyS9LtgLXQs3cI8eOu7ctNhd96q5uRDLhl0HjvF3N1r0tUeUehw75uM4DrUANkyAZxlnMkvkYojQTyTt2GfXPp/3fKzOkfmj/PTlmjixjWiQkkM75eHcdknOnaVIg1SlXNsu1biXVE2kNOB27IQIxZfvqXLrg5WMa5KXBGUWwfPoPXANLusNnpJMVcq/B6y8Jbl4OWCLU6H65HTlJJ3CnJ6qssrFED/F0F7NfGRWDxcCIbLGT1ZZkVKitJX9TCK0YRx6tubqC/pce0mXv/uaEcmhHMklA5BnoNUiq/RIbb7PNp66BHKRgVzorMRYuqINV580kQ2TIz1+8pWz/OrrUmCEQ8cDeqFDHNuo7D8bdQSj2V73I37ishDfDbnm3EUSHZMSsXPvON32MlDgTldZM+3cND7iHu27FtYf//Gf8+Y3vmRh2YReGKt33zRVO8RPvSKiVpvny3eOMtsexRUeK0clK0YU0zXNeE0xVoWRCoxUoVmFegBVDyqWyY+EcHluf4BrB1TdgDCxUKpUa5AlZuAQgaqcipSidwncVhnceRPHytMUo3OSSsUNdwb8179u8PxRLxtiMPqCZBM7Qgo8CX4mZJ+Tw8oMyHwGtFCuFTCQlBvYqpifSwpbFTEs0m9mEeWwFEZeqVt6K29ol7Avh8hpIm+oiaKxdvLcqx7eJwgTjUbrKadvTDhw3GLnftvYxharMb8vs0EX8x+HqkT5fkMU94b+xlJQW9lcgGOD5whqPlxxTsxPvRziuMHxuRrzrYDZhQqzCx7zbY9Wx6XTc+j0XLp9l3bPY6ET0OoEVDyPiaaN5yn+4vM1PvONUeZbXdzaShZ7zX//9NM77n/1VVcaj57jcyG+pzk6EzPe6FCtd7nnmSpeELAiUDQDReAKowHuiow1mFliZ2pNGuj1FcfnEiypGAkUvudw7JjHvkDSrCn8rHZuiwENc1D7HtS685LfUPReErnlEnCbnDtjCjopz89IPvr5Ks/u9qBmFSmJaeyY3DtPTYo5S0qgyQFUjtxl4MgcD/kHPbyhPHX3drDlOlWzx0RttaThM6iiyKHu5qB9L4UxUpVCF7VxUUR2meFVGdUrrUmVTRxqtmyIedt1bR7c7rL3ROlSVWw6QSubJKuU6OIrpeoKIAZ1/DySCykys5TB+codpj0H6hWLqUaT/YerVPwEgPlFj6OzNp2+eV5jWpD7mWpTC3dN0WOu5VNfDGjWXC7eGnHrowucaMNYPabqh6R2ZJ4DYHL6fGynyumx4LHt2/nC3zV44tkGa0cFo1VNxTO8kwG5Kud+56CHwDXahHc/CccWYLQGYw3jBd/pGQPWfALbkgKsgaxvDvLhxo3OJMsyMOflQSstfiZluqR6EmPbCXNtwf/6uzp3POoPWIJ5xzIDtyXJHIrLMsiD5oQlllxWlwB96aV36bDDd3OUp+uHWIW6nL7kKYtJF4o0RZTAX+p0SqFRQiOU2eMoYZnvhURgoYQi7SquPCfkV3+2xX/7SJP57gDYZjdYAnn2pgtylczSJwzwUXkFWxdBQZdWsJEjMYANPEk1sIlimxPzkokmjDYiWr0+jz3norXIeE4Z1hyB64qM7KfxXIfATVnwXTo9lws2tfntNy9y33aHSmMjl154Pp1OdwDw1auWUW9O33zDTV/6w9vum/iNhXk4bcqmHgh8z0TrnDXoOQLPA9+FwFVUfEU1SBhvhvSSFjc85NMOK0w1s0lnmZeGROZ+PBAOG9S8T6a9mp+nQxF8KHrnTRyRYomcSJXSF5oPfr7Gh6+v0U4d0ynII3dWNTHafYPKyRCpqnSJXdq9HIrU5c1kKQ4LIQfffgdIXzpdX66i6CUb0KV88bxTLEuSb6JURhRKmnOstdmACokQFkIoUmVBoqk5Mb/4E22OzVr82d/V6SkxePHFphHA7KEG9Nj8zedt/EGlpaDIZleePIobPr+54gtpHm4Yg5KKn1BvLvL0kSZxz2OybkYh8zr3YKAmvwrYeK7N8XmHRsVn03SHdVMa7R3+w/XrN938/L6jA4A3Rpbx9n//+12t5fNrp0YYXd3FcexBTpmJS7oOeK7G9xSBm1INEuqVmNFGjzht8ZefljzybINNE5kgpp3nn8OrWeTgPkW3Ug6lKMPVEjMQrbKN5KBTmd/XtuLpnS6fvLlCK7ZNiCYHdl73NlUfR5Q3lXpo6MIqAfpbdi/LNV8YTmGH8P2tkV6063MwF5vNgZClAbIuLYJBZSWnQwgpDZgzkJvypUQJZSZdVFYyzEqHUmuSRFHzEn7m6g433efy2HOGx11OU8qGySmSvsraGUKUUi1TThTauKzl7faBQsDJC9vItQniVNLpWVy4OeKtP3qE//4Py5k94jJR09T9lIqXDqbGMtHXgaO1wJIWlqyycY3L2tWt52/64v/b/ZHX/+4A4AD/6R2vwXUDntx+BzOHHma07pMoQT+SWU3SVE0Cz1i8VYOYRq1PNejSCTv8j0/6fOXecVY0beq+wnMsXFvi2KLYYJRb8JaVz1OWeCRlUZ6h3DtPSUyJUFpJVmHJc+8Ey0l5Yo/Lu/5whO07PbSTN3NKuXcWvXM6bC7ks9Sp4VSlwVOlKUONnfJmqxTav6N0RQ/fHa6LLy0XGuUCmdeiS9FcZh1NmVFphQahNUrnwDcKWSayZykLGhFptm2K+cBvLPCLvy/YvivbnORNoDw6S41RSZFEyiwEhciUFEqkLExKkirDozfDDLm2oC6+GilkQRhJ2j2XuYUmr7voBELv5/f/dhk7Zyo0XMlooKj5poPpuaahY0nzvP3YfPWdkHWnXciaLVfQ6/WAJQB3gzEqQcBcu0a7nzA+voCtBZPVgCSxsC2j/1YNYhrVPr7XY6Hb58v3a754b537npxgqmExVdfUAkHgm6mffMpnIGuc3aQ6SbPEsZMhymve0BFF5B6kJiaaG3DbTkpbS/7q8xUee8ojtUtRW5QYg5TKgkOgLnVQywBeojt4kizE0rp4aQF8J8FbLwF2GeFanxzVhyP7KTjj2uh2K5VVbURm0pTn42RpCiZ1SUXmqCoUdqJ4ydaQd76+w2/+iUM7EeBkr0mRdS61+SostJDEQqIw/joKbaSTi+KBLmwNrVx7MGvFJ4nOhDY1/UjQ7QvaXZuZxQqWNca1F84xXjvEF+6tcudjI+yaC6g5FqOBpu5pfFdhS0GcauwgRaMYDRTrVgRMT43S73nFeS0APjVqEwTerq0b3N13HZMb/uz6FM+r8PNXSSZHEurVkNF6j8DrcmQu5Jvb4WM3VXl0zwhSVVg9ohmvakZqUA8sKr5F4El8T+C5etg2O7ftyz0p7WFvynLuXYC5BHLzs7QAd1cJPvqFKp+9tUpoDVrwpt49SE1kBu6B5d4pfHbKUXtpxBYDYA83c0QB7pOR/e3Sk6XRWxSX/KV5uKI0y1jihstSymLAPUhVhDa5uJIKoaVJIbSVpRLZplNZpELjJglvfGWXZ/bZfPTzVToxBuQ6+8MqB7gqAkeKpC+Mn1BSNJ5MLj5IRU0Z006N/HFka5xYE0UpvTCrxtkWUnoIIE4tXrqlxUu3tnni+RZ/c3Od+55p8PyJClXHZryqGAk0E0346R8Jcb0+dz85xtGFyu5+5O9q95PinOZjdvzB+97PujNevnu2XZncsat/RcPqc9Zan8kRzZplbSZH52j1WnzpvpS//HKVj35lkgMnRpmoeqxpKiZqmpGa4Y7XKxbVip0xEQ3FtuIpAj8tyjyek+K6Ka6d4NpJyVk4HRbmsdJBLm4Ncm4pzcJoJ4KPfKnK73+owbG5rBWfK1PlKYo0dFhbgCeNFIRb0jm0h3QPS3OkS9v2ctgLcqnFSm6/MvAVGkTSgZHtyc4VQ0SuvI49YLMiclm44rFLB0UGm2IhB7/PfzbYJwy4+sXz5I/JjkY95bwzIlpdyVO7bdMEEpy0DDOSa7E7ThEkWpAymNHP9RlFlrIMyGqD8yayBhVIci3GVFn0IweBy8blcM35bbaublNx++ydERxecBBaMlETRFGVsO/z0rNXcNFL1v5Fv/38h9ZvOv/kCA6wetLFdoIbrdOTH9OROmesHrJqusVCd55bHkv4yn1N7tnRQCc+4xXBaEXT8BJqPlSDjFpbsagGGbj9DNy+odj6bornJoaJ6Bo2omsbXcDcPmRpGiKEyj4wNfg+A7zw4Iu3BvzBh+ocnXdMaC4id36/zDfJyoJLOCeFlDPfInKX6tynqqCIPGZ9tzXCpdApb8hKqQoszcVLIplZt1NpYWy0xXBLXxRpi8yiNgilkEKihSZVBmACSRJJljUV7/5XLWZbkr//Sg38MrCzXaeWGH/C7GRqGyUs+soisQzYFbqUhuVMS519jhIh0tK7t1DaKiS5w8ii13dotX0atSqXbOly0eYe17z0MDfcV+WhHSM8c7hCN4wYHbGJHeex9ZvHbmxn5cGTIjjAJz7xN5x++qr98211oedE525YOcfhhXn+699VuOGecfYeajJRcVnV1EzWFKNVTSOL2o2qRb3qUKta1CuSWkVTCxS1QFHxEyq+2ZwGbpKxEpOMdmvczFw7NtZ9dqZgK+NSupJkPJUUkacvLuw6ZPO+j9Z5dIcPXonfLUpDxFnH0pGGcuHkRPqsuZN3Jy2r1KY/hUyyWBp5h74vRyQG0Vq8cAQv66MPdTeHIvWwgKkoRfayKsHgNhzR88VKEcn10ONg+LHlyl+jmRL4cO/jDnPzIhvALEduBaQUvoc6zW6G7JVkN6DghRfpXLapyOvmOfc9d3dOMsp1nFrEiYnmnb6HVj4bV0heuiXk7I1tntgLR+ccTlvhsnG1/ZU9z+/8i+ve8PNDAB+K4ADbtq5DCMn8zBwf+VrK43smOXzMZzKQNEY1vp3iOabdmtcoA9/k3BVfZLc8cpsST+An+G5C4JVA7RpgO3auWmvkHCwnzZxsTbgS2fksQpow2N192Oa/fKDBbQ/7Ju+QS+vd+X0xiN6yVPdmmHdSjtonCftkw8WnlGkjF/oZXI6HyopLAHeqKkn+6Ze9cAb6gOX6eP5/dCn/1tkeUGT18JNJWUKbHFkoE7GVksYjXpjmnNAalGUWQJ6b9zWvOC/k9961yO98oMGeww7YWfKRi/UoECqrtiDAksUgibJc+tolURahLWlolXHBs26r1plchCRVaWFXEicWYWymdnqhoOtbBJ6N77rMtXyOzlapVWI2TfX5z2+KeHTnLM8fXY0brEEptRTOJwP83AteiW3Z0Uc+McfO3RENy2H52iy1zfIo26JQsfI9s5kMfEHg5fl2SuCroqSYA9v3DKg9JyokmV0vJE0T2j1FmAg+davPcwdslIYtqxOuuzxk5WSK6xtvdGHB3mM27/mrOp+9uUJEVoMUS29GlEVmFRNbaKOuKvI698nyFUu7kkPdyVKEG6qUlMqB3zI7Kf9yaU14sHaH2vT5IkCXKLPAYBAyT2Ey0OedTZWlA3k1JR9vE4PmjykXZjl5BmytjNaVzkhbvq34yat7pErwO39RY98x0462NNi+ZtVkynWX99m8OkUp2HnQ5h9uqdCPLdpdlyT0iV2PVLnEypQWa0pnFRWy8qEBdpIbD8dm9tKMpkl6oTY0EVdjW05Bo7CtOhU/YcuKiNM3ruTci66KlEpPOu0nAdwLJhgfrfz61i0bt+rw6JVJHBElkjQ17ldRYmY4TdtUEnhmCDnIxtkCPzVjRV6C75nI7XkxvjsAte+GWG7I0dmU7Y9Z3PVkleu/WSGKLWbmbKK++QAdP+V/fDLm0jND3nxNj5dfErF4XPDuP6tz/S0BkWmNGUBTzruL6/jQlHx5FG1pe14uAbsUSyJx6X65alKuqgx3e767YwmuhzuapUUxxDgs+NVZB7PU1SxHcpXRYMv5ebnCku9xTJWlVCdPNY7Q/Mw1PWwbfufPayzMS6682Hwel5wRUa9qXNc8fxgK/s3rO0QJfP6bHnc9GfDEc1UOzVbo2QGR49BLJbVUUEsVUTb4EMaaKIYwTgtntSCU9EOLni8JXInrmo86ijVhrFGppB9Bo17nyitOu33VylW/nsbtbxlXiuPQ7i+B1n/90MM3vv2W+6W1bV2A4yTsOmDR6ZluUp6KBL7OZjXTbKwtzSJ2FrWzKaDAi/C8EEuELPZSbn7Q5mNfrfLwk1XakUdi2WiRaXagQSegElARVppQCxJe/4oeUsOnbvTpkevBWRT87iLvNq5oUgh8CZ7UeHKQothi4LVjyzJrsKTpIpbY/ElRqrKIUrVFZNJ0+e+N8GjBKpRlK0ExeJy15PkLG0Ey+Q0GxloFuzFnNZakM7KewrApwGBOdlh1QGdD2LkKWEnaruD4JAxEkmKkVAhL0BOST97oI4HrruxTC1JEYrTJ09RGKVlc4iyRIuyEdqx49EmLj3y1xs0P1pnvVoi1j+W4ZjjBhqqtqDga34HA0fiewHfA9wRBlgJXfBvfM6JTnX7EnkMpjiXYur7FE4dG0iuveO1HgH/9zjdd9e0jOJgP+eiJzrue2LXswlXjMy+ZHJtj/0zE9j1N1k751CqSRlVTq6RU/ZSKn2SR22weAz8m8GI8J8T3IlwnYrEXc2A+5aEnbf7+5lFueqhOonyE4yICG0sYf00wkgJpmqJVBCmkWtFpCZaPKV7/yj5P7LJ56OlsV0hpp4Ucit62ZMAYfIGO5XBOPVxeG9rslVKSU9XG887mt4wc3ypyl5s+JzV1lk70DDuzKT3wTcutAE2EZkkuThahyXLxXC5iOIprw6QaDIfb8OTTNh/8TIU3XNWnWleISBAnDlHsEycG5KnKrbdNr8KxEy4/O+Jl2xa55eEuf39LwCPbqxzvVphtBbQsh8CxqGSjaDVXUYnM/GUQagI3peJnNvLKpuLbnLUp5Eirx6GjDqOzNV513tgTYdJ6l5L1U57fUwJ8et2P8ei9f5u+5sq1evfu3XzytoRjM1XGKzaNqmCkphhtJDSqMVU/phLEVPyIZi0i8EJSFaOJ6PQTHnhWEKaabzwc8OizAU/uqzLfChC+g2PbuFIY7xWhsbPtdqIFndShGwtUEiMUXP2yPm95bZeN6xPedm2P7c+5hIqsDlQGt9lY5k0d+yRg65M7mEX9+OQsY6gUKIZzbTGUoHNSIv7t8vKTmjxLN5alB5UdIHSmXjDoBC1p/qjcKkQXpcNcQ9awD/P8vJSHa4FUEp1pcOtiRB76ieBjXw54/CmXTk9yzqaEay7qg7aIIo9e5BMneRQnk9YzV4h+ZMx1r74w5MKtXZ7d3+WRZx2+8XBAJ3V5ck+Vha5PK3aQLTN32axqaq7pWtZiTZSkKA2+K1CJx49f1uPIwjxfvGuETekGbYdx+svvuOqU5/iUAAfYcs41RFHEp259jsNHFtm4zGXNcsn0GEyORIw3Q0YbfZq1HvVqF0TEs/sVsUp5fKfFk7tdTrQCbnmkQit0iWMXrRykZ+M3JJ4UBJbGlxrPUkXKIIThWnRjwRFl0VGa11zS5r//yiJb1xqwv+ZlfT5za8AdD9tZFC+H0yx6ixJbUJ48SDxk/4eh9p+sO1hqzxebzqESytJvv7s0/AWmfAZFo8EUj3nSHMxlwypRNBhznoooOCsmaueSZ0IoU/WgDG7T9dRKG3BrWZC5wGR+9z7q8NU7ffrS4qnnHf7Dn1qkvzzPj5wPceLR6lSIYju7IlBI6dlW3qVO6IcevhtzwZaY809L+PlrWvQixW2PLnCiZfH4Lo/tOyt0U5dn9wUo7dDwLcYqMFlTxEmSmeXarF02xvqVLm99bdDZtO3cT9l25QVP8QsCPFRjOkrDPz9/6/nvX1+7tTnSiJBCUqukrJjoUKu0QXZ47HnF43sserHDLQ9Uafdsjs27HJtxEbbEdiRSSvyK4QObCRrwLWX0LiydWWHnarQmLhrHZMUrz+7we2/rs2mFTdizsK2EVRMJ117a544HKyVEDVKTQfR+Ac5JaSN50rwlS+6zNGqfOjKf9H2ZoPJC4M63Gycx7UpgZsmmsuCGLxUJGiZk5VUVBQhZatvnjZ+8ba/0EEFLapWlKNmLseDLd/scOOGC7aAth6cPVPnNvw7ova3FOWs9TszXiqFyKVWmU5lmolApTiYvEsYunV7eqda4VsqPXWz0dY7M9jmx0KPVg1se9OnEFo/uDti+p87irMeJtmR1mDDXVjyzX9B40ufnf+qimbS143+de/Hr9Qud5hcE+EjV4uC+3f9wzhnr3vPNGdkMvHkmmh7LxlvMtNt8/FbJwztq7DoSsO+Ejy0kOrGwhdEHXz1lSnGFTkxWprOlsdV25UC007Vz3fHM99023u4v2Qyvu9Jl5XiTxZa51GmnT+ArztkUs2w65ci8OwjLWMPRu5x7L5FBXjp3uZQtWEbzSZ3LJQugfGcY02Loy1J8D33VJ38/eEwp5y7/vlQ2LOuoKG3q00KyJJLnUhZm7EaQDUZonQ1NqAzkJoJLCw4ftXjsOZcoscHzwAoQnsOeo3X+/LMjvOESl/GGZ+zSM66RayscR+E6BuRuYg8oGFIZEhu6GEAXAlwnZfloyooxxcblZoN7cGaR54+2uG+Hx1fubfLk4RorR6DRiFkx4tOcOINmo8m3Ouxv9cvGyPJw/9HWO2e6Gz+T9J6urppu89yxNn/5xTr3P9nAUjaBK1jfMCR3x8KQoLIPNBd5SdVAoFxmakWOZYDtZjN6ji0KMnvgSeoVm3UrwJEjHJu1qVV6VPweQqS4KmHzhoSLz4j4/O2BqQOWonfuzJD76gxAnlU+yk0clnQAhzaNw+l1GdiDovgSPC8N3N8C3Cf/QgyF87KkcvEfczKTzp5ckw0EZ9FblMGvh0qIQkszk6AVZGAvhpWFYRpKqYqNqWXDPU85PLs7r055CNuj6QgmfI0OXZ7c6bBmuUWjChVf47kK38n0dByJ66QkubWNbZmqTPZakzRTOyuAngusmq8VN+XcDRHnbuhx7oZZ/vyLEfOzI2xpWrzq4rWdyVHeOb1sWfhPBvhie1ZtWL/ugalRvfjkg49XP/mNhK/cP42jfTaNC+qBkdXSaNJ0oLZbAFxBP9b0Y6NkJDCR1LHBtTCTQhnAvXwkyZNUAptmTeK5Kd2+TbfvZoQsY/mnlPld4GXX+VL0dgR4QmeT8gNg52L6S8Xr5QuAOs+/8whj4DRA+wDbOUflhdSsvrOEvIzlcodzOKIPONdDxrFLUxSRRXJlypUq77AXr0eW9gsaJSDNxtlkIeZpTkIvFERRzi2wcaWk4SiarqLqaqI4YW7ReATFiemLxK7A8zI9HCVIlMJNBU6qMhsSQZIMNAZTNWAeGtxkvjuAYyvqlYSNU33+9J0LfPn+EzywfTlrN71ycfnyNQ/ML8yqb3VevyXAVyyfANwTe/f137j96Hm33Xzfg87GiRrjdbJoa2q+caLpdBOiJLcZyU6sgoW2Imnn5lUmyhegLmbtRKY3btr+tUBSC0w0yPU9kkxzT2fOt2bDkUfujA4rBV6ee5fMowpwL43epZSlzM04FTyHOpmlX4jy7/JFcVL58dQwHwLzKbqbS9OXYl5zqIyY/y7jYudt/OzxIqONqEKgZ7AshRCgrOy1qkJfXCqF0sYOvDg3QiJErr5LsXDCWNPtJ0gpCrJUrkOp0sw/J3On0DrFwZz7JJUstF3mWjZKUdT9hYAwFrQ7ECdGxsazPTy3wkSzxiu3HeXaK9fFVb/zRsdrnKjUq98ycHxLgAvh8diTexgd23jwvLPS3eHc/i0Vt4vGxRJGbbZZTWh1FY/skFiWxnNlwVHxXdh7tM/+WXMpDZyszZ9FbH8I3Ba+bxF4gooPgWcmqY03j4nU+QcqNOzZZ/PEnhKDMLMdcaUebujkebg8Vd49rIB6KluScspRBnYZ9MOwPFUk//ZRfGjDWEK4LhTlSz8XS0qM5agNpen7wVVV5LOVBdLNzLuNIsV0LqUyw8lap0b6LZJsW5+ydk3CoafM8+Ra4hqTekaJph8qbJlkcuLWQDsxS42Ksc1sHNH1TDPp2Jzk+UOWwYInCDyB75oW/lPPR7S7mkYllwNUbE8Va1du4I0/fuHudRs3HOy391Crb/iW51XybQ7LsrB79+49e2P6i1ddvpbdR+Y5OpeybkXMeVvmqNeP0QqPc3w+wbEFjarNxKjNqik4c0PEm19zHFGJ6EbmQ84nq/0sgvue4bMYTosg8MD3jDyz6+RKVrpowsisIfHcAZsnd3nFULGdRW9HZDn+kghednkrHCNKgD8lFsUpQF1aAMX3DOLid3UsSUPKPx8MPpQGIfQSYHNyBabI0xFF5FRLbmmm+psbyubfJ6mV3TfU1TCyOWtDymmrY9P4yaUqyHwtlal2hbGmHyl6YUovTOmGmm4Ivb6gH1r0I+PWECdmeQRuQjdZ4G9v7fHM3pDDx0NOzCUstCCKYXosot6cZSFq88juhL1HEpZN9Fi5fBZR28D92/UvfvDjD+wVwuLbHfa3e8BZp6+h2+0QBJXDz+y1v1mr7Lv8jDUtJkbbHFxY5EM3BBw60mDrSkGtYjPaEEyMJEyORKxbvoiy5olVFaVL3pp5BPesLNpb2QrG8Flck564ttmF56ZSeQOhH2sOz2ZKVcK05R0BvqXxrEzEp2h1D0/NC6mHI/ZQjfuFz8NJte3y/ymnJdkvyxWXk1dOFqmXPKfOHqdLyNenWAS5BslgUQ3cpcmfV5uhYBQFG1Kn5mdSa5ClMmP+FlITQBKhsFKL1LJQiWTFqOEU9ZUi0cYYOFGCOB0A3IwWlt53Vk/P90hSmrHFNDXTPY4Vcbzd58RChSRNGY/NrKZj20SxxVuuluyfneODN8QcXajy6HMOl5+3ile+fOs3t5xx6eEw7OH7L1z/zo9vvwSA977393nNta+brVTqrWY1/ilLPcFdTyd84msNuq0am6YdVkw6TI1aTI2mTI+FrJ5u43gzvP8zPo88N8KYL2gEUPUFFV8S+BkT0R9E7sDT2U0Vk/u+m2Z8lozT4vc51Er4759osP94HbwAx7Kp2ppKVld3MzOsHOgDLgcDHna5w88pSoZZPl3+XkqR/f+l0ym5RXZpkqc85VNMrpzcOBre1C65lV5jzo0ZTP7kuupLN8pLriU5RxeRRXaKr7kyzcCdYmBCkLfcPSclCBJuvddnruuB5eBZAk9mZmOl81Eur5ZUbwpKsWXlIj4pUyMRk2NtvvFEQLfr4khFbkqrsUlSn1XjNpec2UVYIbv2J1xywfmsX7f+Px4+tPfO5SvWfyfQ/fYRPD82rl1Fs9F8IE4WPn/nPVuve/DxfdRlwLq1kolRm8kRyeRoytRYyKrJNmuXH+ezd2u+cv84VWlRDxQVj4x9KAkycPuu0SL3XZ2Ns5VG2hxVzGyam+GMP7vX4tlDAdguUlr4EgKZVWbsLD2xOMmheOlA8Atu/Jb8rhw9h1OT8k5zeINJ/tGKk/9YHm3LUby8cTzlH6aUqizxu8lxXH5vA+fk7HWVhgyM/bbJuXVRFgSwBhtvqbCkTZS4bFzRY/PakD0zEany6SubKBVEica1ILJ0JldXCL1lRQCN1pZ5LVJgWxLXsmi5LvVqlVdf0Oebj8/w2Tum0ThordDEKIVxM+6MsHZ5wPkb2mxavZYzztj8+fHJzQ8E3fnvFLbfOcAnp6e54+GDe/2Ri//tuhX3Wts2BD+mU5tV0za1iqJZjRkfCVk20aYazPLF+xV/ccM0tvCZrisTvQNJJciMrAJZbCp8TxnFImeQe7tOahoFTj6QbBo9nb7iS9+sMTMfQODiSEnF0vhFV9Q0kWx7WA65XNM+KW/9Lo+lnHFBFsXKC2BpuWXJUWQUugR4WLLZLNFey6IMeukzneL70hedRfCi3qwG+xnju6kG50SYJElKG0uavHqsEXHt5R3ueabKfFyhn9r0U/BSQZiClRizLnN+8xJl1kBSmM4o0vyTFrbtcsKuMDWW8EuvbRHGx7jrqXHUjE+sFFEc0epazMxZzC061OtjeCOjN5x99vn/Fg7uq9c3fsef1XeUouTHRz/4fv7ju161sGrlum1puHj5mslDnH3aPJ4rGaknrFu+QJjO8j/+weYvb5im16myoqYZr0OjKqlXMjOrikUtENnMZpaSuBrPSQv9Qs9NcV2T+/luhJ+lJ9t3a97z4Qk6uoZle9RsqNmawNF4tsazwLVNOdLOBIus0uayfOl/IYgMUmuxZLSsNGRcSk9EKRUZ3PJLdzaitjRFKS+W0qI5ZXpSSquKLmzJXLfsa1RefEXzJ9cpLFmBpyU56/xWflEm/dHFvue01SE3P+Rw8LiHslxsKXBzTUdRDh45ySsT/VG6NLRhNpmG+CUAi+kxuObCNquXtbj3GY+jcx620HT6KU8fjpiZj1m1Yg0XXXj59c/vPXT92jVnf1fB6DuO4Pnh+BsR7rI/fNlFz274yPUHfvrxXYqLtgpWT8+z68g8n7jF54t3TTHqO6xoKkZrMFKT1KsWjYpNrWJRq2DMrLJqiWMbyzg7l5VwhqUk7GwwuZ/G/Pnn6sy0KoiKS2ALarbCtzNwZ61/xyrl3rLkHa9zW2wTWdISU29pDNRZNDppJ1gC5imps6VceADmk59jKE2BIcKUzmrXQ+lLeSUuLWcWf3swc5mXVYFMED8zsCpdMUzPwhjpDsCeX5FMiiKlix2mjNYifuXHWzz9RzUWUp9e6tFPNW5mRZJHcKV1NjisiZPUGLqmmjTVpMrKeC6F0w+pEkyPSX78kgUsfYS/uWmMI8cabFlmce3ZmvEJj45c+6mXXnDeHx4/cui7het3D/AN65ezeORTC/XTx9/uiImVk+Nc1qif4NbHu7zvU9OkUYXVTcF4TdGsmMjdqNo0avZgGLmiqPpmQMK1VdGaFRJjAmqlOJmvvLlvovjtj1t847EayvFxLZuaZfxb/Azcnq1LVuKiGFwopyaGOjCYf8wjTYabQRDLfi4Z5MdlcBWPF4NITRGxT3Y/Hsrpc4Dl4C79vQGHu+SVOfznB6+j2BAOFMNElmKYLo8kyTqaaaYNmRuB5YtUSk0iBbatULYo0pm8QSylJrJSwsjnyrM7XHhWi1sfC4gthzA14juJlXWqhQkccZLxfSJwbUXo5eQ5A/JUWZlueebplEi6fYerz+1w5Tmz/NGnIp7ZOcrcfIWNqybunBGr3v7e/31j97f/9Wu//wAHaCz7aQ7ue7T79rcsix5/6BP89Zclzx+eZsJxaDZMJaTqCepVSaNiUa/ZNCqSRlVRr5rWazVIqPgxrmPm6JLsjQoB0ippFNoJjpMQRjGfvqXKzGwVGThULagU0duA27guD0hbeUe1HL3TVBMlBugmV8zdvcwhBUYRodQFLBufFuSx8gaSPOqVqx6llIRBVcZs+hg0ZbL/PxTBKefjgqVJVH6BHzZQHZjl5s8PCqnNX0jTzDE4NW7JBcCFsY1xlPGML8qGZLwQobAsh37oMjba56evanPP0w26qU9fuVkrXmNrMuUqbXzmU8OL8W1NJdRE2eBCkihUqlHKzjqeNnEq6IU2862AeqXBW18ZsWNzi9u2j7Fp22uizUJ2L7/kuwf3PxngACtWr0Ypdf/DT1x8yfrJu4OqTNBKEsaKOIFaYFGvWtSrNo0qNGqKkaoZkqhXI5q1PrVKH9uOSFPJYqfGYjsYlv4SRiPFcyJ2HYIb76kTOz6BbVOzVea8ZRyX80l/1wbHEdiWyDaZWXTFRJco1WgUcWIGA4x77uADt6SJnIUEcDZcUOY3lasmeX5diPwsKQnmvBxRWg1La9uSzMM9XwiKTHYtd3cop1GlQWHyigeZeYAZSxPCbEylkpluoBG57EfG/z3NlAry0p1lGY/4nPhU1MUFhfmAY5sh4tde0uWPP93jqYM1Ytch0cNXF6UFiyGc6ClSrfEsi4YnGYsUUaJJktTItykzpZOmFkliuCnH5myiOEDphPmuxVuvO7+3au2G+4cUe39QABdinE6n9+6XXXK1Xpzd82s8vdefHg/ZfUAzMx8wUrep1ywaVUGzmtKsJ4zUIkZqfZZNtFG0ufkhwcFZG9u22DDp0PQdbDsT9SGfUUxx3Jh7nnbpJAGW7VKzNZUiNTHzfH4u0J8L89uDWUgpzelXSuMkJkrlU/z92OTieQQ2C2OwcVIy05wsVwSHct9BrVwObTYpauNlYJelIYqOZbYJRhtwm1x2WKbN/P9BNM/Ti7Iar9F61AVjT2mBEDZhZBPGkk5PEi15v1bmKJxkTZgiTwcQGks6ZnjBdnBiD09GXHpGl6f2RKS+n2mfGLMyz9FYlmByIuUVKxfw3T4HZx1ufaDJbNtnxagZWk/SlCTVmay2ieSeC3PtHjsPKEaqgslV6/oXX/jKP6kE/m97vsc/9fgnAxygWg3Un3/oi7/rWmvidWv7v/nQk/tdqTzGmw5jTYt6VdOopIzUYkYaIVOjHcZHFtl3osc/3u3z918bo9WqsHzU4upzHc7fLBhrxLh2ajSUhMZzU/Yc1vzvLzdYjCpGQcvWmWeiNmVG15QbPUcWDhSGnmkieS66Y1iPGilTDpyIOLQoUYhsCNlsTrXWYIsiMubyv+UsYWnVI6+clIeKc5CXwZ1/VSXQCgaTOQBp9txKZPLEJcnkQa8zV4gapCdGvNRszHPAC6mpVyRhJJhveyy0jfmqObeD4ed835I6Rn02fz2FYYHlYFspke3SrLm8/doetz7S4/m5KolrIGRLTeDCaF1yzmabqy7yWTEZsdBdZOuyLv94V5O9R5t0Q4skVaRaoXWcSUZY2JZp/J2+tkM7WRddfObUH7WO3P7e0a3XfUu24PcV4ADLJ7pRrT7yvkMHpqLJkdbv9bpabl6tGW1GhJGgGqSMNkOmRtv43hzffCrmz74wxvZdo4z7NhtWa1aOgW9L2j1JLUiL2T4hFEEQ8/CDNvsPVZCWS93GbCyz9MR3slq6OxBJz50BHFsYkJem4W1Ls35FyrlnzvHZu+DWR5oEgUPVEVS1Rlt5emR8H7UCLF3ojxQgFwP1qkHnUmRT72JQkizl/0lqgKOUQpXccIUUpl5bGgCQ2dWjMH8dJP9Zx1EjpEZahpJgZ9Un105wM3GlerXPbY9Krr/dw1axsYW0BAOVABMEjF12vhEdyK1JYZUWkINjp0Sxy9rlIRds6bD7tjFU1bw/KcygSsWXhJHH9l1jzC0GTI+1eftrF7nwjBn+6ot97n12nHTBQ2nTuUyShKNzitmWzYYVFo4/rjZtmPw9p9p8/7OHWtH/KT6/qzr4qY5Pf/KzvPs//mSyZePEbCWovPPQ4QPSdjscmdU0A4fxkZjlEy1cb5b/+Rmbv/7iFAePjbCiJlk1qplsCMaajklpqplwUJAQ+Am1Skiqunzsax73PjOG63qM+Zqap6l6JmIEniFsBV7WHfVyVqLMmInaODYHmlqgGamnrJyKeOkZLc7eOMuze2N2HXRIpEPu/DA0HDEkGyEGwuvFTWJnXTrbynJ/C2zb1OGtTN0CMgZeJnKT5jrZRWcnB7co6uDl6f9CasIyVxs7K60atV5ldB4dU22q+CFjzRYPPhfzex8f46EddRyMxFqa5ps9neXduXZ37r5hWvr54izOg6WLFKjix8y3U+54sobGo+5qKq6mkjECHcdCSolWxtUNHNZMCV5+bptlYy2+sb1CGDlUXU29YrF+VYgQXQSaNaddpGR10787Pq8OveHaN/yfwvP/PIID1EZWUWuMPrdVNN7V6qd/+ckvPihXj3tsWqEZb/aw7Dne9ymXz942RdPx2DiuGK9BsyZpVC0aVZuKLwYlw0zPw3cTFnspT+yo0Fc+yxwyW+dB3h24RhgmKBiJMuuOGm9zL5NtNlFO4zuG39Lp+2xb5/K+X5rhtz6kuPOpKVrCxxYmZXEssnxUl9KJwa1o9EiQ1gD8BbgzyRaZTdsk2ebOCL8rksRsX2V2ZVFFmmJE+kWurV0ePC6lSkWJUmqsTIbadRJ8L6Je6XDPkwm//aFJHt49zsqmRRSnLHaN4Hz+Os3iMIMmiWeYhErLDOACKa3BorJsHNvBDV2qgcs5W7o0Kz1m2zViJQYW3Ymm109ZaNkILOLUJ4wtun2H5RMOb375HJY8yB9+egXHWj5jdc1YzeGcTRF24zw1Or3lXVvOWvPcsUMnvhfQ/N4AfPWaC9DxU9FI89IP3/Xg/spVF079sUwOUvFdXG+B//mPAZ/75gTTVZtlTcV4XWTgtqkGNtVA4HvZTF8WoSwrxXUibr/PYeexKoFrUXVK4HZElnvn8nGW4bj4UPEGSlu+ay7dltRFlUQIiGOLVjfg/M19fuaVizzybEAnsulZNoFlSl9qqHpBqXpi0gpRFvexTHpiZ2N4ZkEN/l6SGgAstBWdvtHiy4dDbEujLDJwK0RqNGJUpmt5kg1IKU0pnOmy/kHghcQq5DPfaHD30+OMNW0C22yso5js7xruiGNrPEcQu1mNOpVobRvtFCELMSFbWti2jROleK5NP/JYO9Hn5S/p8MnbxoiVTZIKkhTiVNOPUlpdMwBhZNgEYSyJEsn0qM0bLpknVcf5wOem6EQ+j++OSK3VnLes/h9WXXbBh3fctTP9kSvO/OEBOIBwzmDfocPpj1zzml233TXeevKRm+rLpo7yl1/yueOhBuuakpGKYrwhGW/YjDRs6lVJ4Gb2KI6JsLnxp+ck2FbEIzs9jrYqTFYFFSfFd4yNhedlgxKeNCmJL6kGUPU11WAgSFQJEgIvxrZ0Nv7mEKeSMLbp9T26vQqvvWiRm+5e4AsPVOi5NpEia2Xrk5osxaay1Kq3s9x7qe1d/tW2FJ6rcR3FM3s1cwsK1xEFfTi1Ba5W2fNn7guZBmCqjeZlbuhUvpoUSgGFWWqM7/e58SGLL943iut5NFxTbbKzZHSxB91IYksTCExqoU23sWirG8lp8/7MIIttW7i2TT906fU9RhsO52/s8/e3RPQSm1gJUqVIUkEUayChF6a0uxadvqQfOaYcmEqaPZerzu6SJC2+drfkvK11rvuxl7aWr75kV7x4KD3jitO+V7D83gEcwPcDVD+54cqLL/vlS7Z2/+TDn/762I7nNC8/0+bEfEKaWow3babGHKZGYXo8wpIpR2a8Qp1JZnYm1SDmyb3wwLNVLMul5hjFI9810TvIJoGCLC2p+FANNLUgpVYx5lj1SsRIrYfvdzk0C7PtUcJ+xUwKSY3rJHR6HpNNh6te2ufOp3vMxQGxI0+ad8xRVW7mFNWSDNx2RtM1no7ZAK6rCPyE6dE+XtBh7+1VZk/4LGsa71Hlgpc1eYqOpNCkUpNaIvOzWaIHvqQmnrP/PDdhsZNy0701Ds5VGKsKao7h11d9cB2J9BStdsiBEzZ1x2aiogy4NWitivq4IVtJLEtmV1YDcNdJ6YUO9cTjJZu7bFvfYc/hgKhiavn5hjNO4OhcgiVTpkYt4thGaxvH1swsCk7M1diyrAWXOkysump29Zor/t3MbO+G8Qn/ewnJ7y3Ap8ZGAAh7xz/hjl5hn3WG/4cj3p2TQh7h9kcEVddlcsxh9bRm7bIutdo8z+yT7D82wWjdpVk1l3TPTYGQWx60eWp3naYrqXkqS09KkduzMu26AbjrlYRGNaJZ7zM52mGh0+LGuyVfuHOcUa/KS093WD6hcCyF5zr0IweEy9kbOywfCZk5ooiVNB94jusSxwRK0VtKk2JkVRNHlkxLXWPYVfFTapWIsWaHdjzPYmhzvF2h4uqiBJgfQhphU6nyzZ/J29Os41rmcGfrLUuXjLWLbSfsPw5P7AqQyqWa6f1VPGhWLabHHS48s89I8wSfu0fz9YfHeH6uyspUF4xCQTa4INNsc2lAblsax7FwQ5u+69INA85a1+OqC1v81ZdG6MW2qa8LqPgWo03oqjbP7JcsdD2iSCFwaVYtbL/Nw7thtr2Sn7ruZcdXbHjpb7TD8BMrVk18T8EN38HI2j/l8IJJOl3no9dcfcVvbT5j4/GbHtK02x7rlzusmtRsXt0hYYYPfiXhI18OOHjUrHghwLYUFT+i3Y948JkK7V6FkcBcSgMvr5qUc29TKan6qQF4NaZRCxlvtOn0F/izL9j8l4+s4MiRBpaGhTa0e2aiO4ot4sSm03U4Y73mrK0hUqZZesIwMbxg7lHk3EVZsIjgupSipLiuynTRYwI/xLEiRJrSjaATCfqxIIwz2eBUk6TGoCnNyEkqa4aoLH9Xp8rHoahXa6147Bmbx/cE+L40E062CQoV3xDe0D6rxkd479tCfu3HD+HXOhzuCOa7knZP0+lrun1Fr5/SCxW9UNMPBf1Q0utb9ELbOC90PALP4+LT+zSDHp0oa89rcGzJ6inJv7o24hdeN4P2+jx3WHHoRMzuQ4KGZ/Pqi3qsP23d8XWbLvstC/nR8dGx7wcUvz8AB6jVanzg77/64cf21n99w8rTZi85U1Kvx2xY2aOXzPIXXxJ85e4xpPKpVTL+iG1oslW/z67D8NiBBiNVi0YmURC4+cbSwvfsAtzGjNY4wNUrIaONDp6/yN9+XfJ3X59mNDBdtMAVhflolJr2cJJKothirAnLxow94UmNnRKhquzGkJcOC4BnDnJGAEfj2caHyHOMc4WUKUIn9FNNNxH0EyMfHCeYhkdq1LySVBWC8GkO7hLVNa+46GL1mTQFNMdnJYsLLo4jBoMfGflMCkE3lBw+UWFucYy3Xp3yr159lDgJOd6RLPalAXioMnAren1NL4RuKOmFkm5oKiLdvstCq8rpK+H0lW3aYUo/NuSrONEsdi1QDV53kcUvvf44VtBn9xFFu7vAnY85NBtnzL7iQvvX545c/+FGo/b9guH3D+AA//Edb2DzhP74Jeeu+VWnuax1fL7LYq/DB26QPPbMCKcvs1k9YXzLDVBTGtU+/bjPZ79Z5fkjdSaqpu4duCIrAcqSswQEWfSuBim1imlu1IIODz2X8MlvjuHZFabqmqpn2vgy53bkU995/TcR6IJYoQsW4GAaKOdfi0F6kldOZA7u3C5RZfTfwUSSZaWGxqoVsdJEaQ5siuidFoDO6+TlOjWDqkrGCBxE84Ezm7QBSxS18wEv3SyUMBZ0+jazCxV6/SY/eVmfi7bMMBemzPUErb6g29cmcvdT+mEeyaGXRfFO36bTc5lrBayZ8nnD5S0qXp/5nsgel9LqwP6jAbv3T3LBRp9/c90JavU+zXqfbVtHWqFe/6uPPVX9+KpNP/v9hOD3Ngc/1fHowb7qpe6nJirLkxWr+PjHvvqUt+9wk3PXuozXwfck1YqkUUloVkNG620e26u45bFRxgOL0SDN5jgzWYGikWNmOCuesUqp+jG1IKRZ69KOOvz+349yaGaEtSO5t6LIKheDFnpBDV3C1x7QYAfRu9z4yeveucHtUBMmu1llP9DMwDb3mlRaE6tcFGcA7CQFOwe5lYE7zSbY0wHVt9h4qtKwwil46+V3prRJe6JY0AstOj2XE/NVlk+E/Pqb53jq9wNO9EbxbWH49NlCNaOCWe3cFthSGqUF28WxFfOtOldum+Nzaxd4dKfPeA1GuintbspC22bngSpzLYfTli3w5qtn6aVn908/beIdZ5y2+I8nZtP/ozb8DwXAf/dX38KREzNpJfDv3nfgSGtu8dNsnNrr1auCvcdTerFFvaIZacRMjLbZcaDP7358jIX5GmuaKY1AUwukGVQuzXEGrql1V/JyoB9Rq/SRssMnb3V4aNcYo75Fw0uNFIVrSFiDQdmcP51LUuhiN3mSjrjMQS5Km0pTPcmBbdrZunQ/M7S1jP2hkKVOjc4tPAxwk4JdNwCxAbc2QM8YjzkdNS1N5AxP5ciMzDXQKCwPeCSpJool/TzV6Lm0OlXOWd/nTVed4C9vDJjtB3hWimubeUsn47iY5pCFLWXmUG1jSRfbqrJsPOY9b13g1z/sceTYKKMVzVhP4XsRSvd4eIfP08/X2bplQ3+8tuwt33hsw+d37DuWvvVn3/T9ht/3N0XJj5GxMeqVyuFNG9dvqzdX/dyatRu6Y6Md+lFExZNMjSasnGyx52iL//TXdZ7eM87KOqbbWZXUK5JqkIHbk6UJfJVVKhKqQUij2uHhZxP+5B8mcayAMV9RcTH2z2V+ijXQvzOMPEUCJNooZJ3S4WFJiz6n45bz78IhokRdlVIVi6g8spPmwxc5CEuAzzeZaVrysEnzxTAYXEhKKlLmq8w+0DQT1Cw/r2nPG6sQo1fS7Tu0uh5hVOXX3tTjoi2zzPcUC6GkGwp6kaYfGWGffqToh5puH9pdi4W2xXzLYW7R5/h8g61rqrz/ncdYvXKR/bOCEwsp/T44XszBuS7Ty5Z3165a8Vbbf831l2w9/gMB9w8M4L7hSKfv/8Bnjlxy3t2fqY1PvOOZo2sWUD5nrEtZt2KB44vzvPujNZ47MM6aEcFkXTNWE4zUraLj6btWxvs2ZTjfNXYpFc9Eb2F1+PDXKiwmdUY9stxdFzJzTn75LaUQUpqrwGM7JPdu90m1hZd3U6Uujb4NuNOmPpy35POonYsM5YsmH0jIrw6lXas2rEFVAncBxDyS5+BOVJGq5DfTNczIUakobPeksLjorJhzt/SJQojLV4lUE6eKODZpijF4suj1XTq9AF8EvOOaeRzRZi6EdiToRYJ+rAljRRSnhHFKL9S0e7DQlswu2swsuMzMBxw+McKmZRXe+/ajjI4vsutYwvbdCpuAn7t2fGHtmuY73vuRez+zdvJmfeVVP/MDATf8AFKU8vGf/5+f5i8+9iFW1lf+w2UvGXdGq733y+T+8Tu2L/Ll+xscn2mwdhTGKprxumBixKFRtwm8nF1oOoVu1kQx0TumGvQJvA63PCy4ffs4nufSdBUVVxeinq4jzSCEPaAEWFaKnTVITizC3KyLjSwGlu0M0AMSlTQ3WxS/L+QpyleFAtjD1NoywvMJ94Elt6mLp1oUIE9Ss2CSVBGnAjsVOEk2nJAMqkBpKokTMwY2NQbLGhGPRaaenyjTQi87mYWRzFzMLLqhjd/36PQqXHLGPFefP8PXHvKZ67sETjoYJskIWpE0wyLtLnR6EMY2ZOVdrSXL6iHvfnOLz90Vsthei9M4d6Y2Uv33Sjf+4d++OWXzOW/7QULuBwtwgF9+2zvMB5vMfhzLsW+7o/a+2x69Y7Iz3+M15wp2HFJ4wFjTZtmEw7JxhedFHDhmE8dGIcmxsy6hlxB4Ec1aj12HQ97zkXEW2jVWNEzdPJ/yyWWZXVuYiXtbZ9xpw8JL0oTdh20WYxfPFrhSldSxKAFcYNuy4E/n5UDjZqALDnk+Fym+zbkYHk0bjuZJWkqhkgzoliC2DXErzqJ4kkXwNJVEsU1gW6xdHmE5Cb3UM+pTqSZOBHGiiBJFGBuOeD+ShKFNL3To9HwmRwN+7xcW2XW0ys4Dk9RdSeCkBK6pzyulkVIQJymHTiR4jmQ6tLGkxUjN5sR8zD37Jti2scVbr3bRzSuOb9h45W8qFX989YrRHzTUgB9QinKqQ9hj9HrORy6+8OrfetdbfuT4NRc3uPCsNtJNCHyLyVGbjSsTzj5thvn+PDsPhHR6pkZtW0ZiIvBiapU+jVqLL9zjse/ECM3AouGa1CQX93ScnCMOrquNQHtWwvPdhG6YcPtDPifmfQLXCAg5ti6qB46dTwlJs0gcsvnP/HFZ9Lb08FTwkDhJ+c1TqEiVj3yaPs+541SRJIokVsY/MtHEMUSJMIBNje11nJiGVT90GG9KXnFBj8AL6UcQJoIkIZty11mKYiStw0jSiyz6oU2379HqBqwYc/iJS+bo9XrMhSZNibI6vRBQDQSnrYmpNRZ5/PmQ5w9FHJvVdPsWvbjPzY92eWz3FI3p1x+/6PxX/tZ40/rIiwVueBEiePmoVHyOnWh/+MLzL0xWT8k//txXvz4adVosW2uxfqXi9A0neOz5Htff3qAiFCNVhcCw4Hw3pRpEjDba3LdDcf2d4yQiYCQjEPkOJhrn4LYFrpOB29E4mWqW48R0o5Re4oBl4w3ZqpCBe8kiccjEiQYksWLMLZOBNVoksuBYLx0bzmc+c1PafGGYwWjIJStENscmJMg4S5NiQWQLI2iZiVoa22ubOHbwrZSKE7LQ04SpaWrlOoJxokwkj60skkv6kYni7a5P4FV53cta3PjADA/vcmm4FrVIZcMaZt+xYgLWrYpY7Mc8tbOB40imRiXbTvN59WWjrN/4qrnTt13wnxxH/40Q314/8Pt5vKgAB5iaqJEm0Sc897xZ7Rza+PpXqT+yeg86Z2yY4/G9Pf7mxhF0GDAxlQ0U2OC5ikoQM9bo8PBzEb/7N5PsOzbCVAB1V+E72sxmFqmJLCKuAWWaCXuaDeptj1k8tKtKxbPw7QG4jQOFid4G3MIwGR1F4BmpuQGH3YAy1yDJZRqUkqjc7roQoxQD/6DSJlZmQ0NJ0ZrXGaNRZo2mtEiVIgfi2EzKx0kG9Nii2/c4e0OPS8/ocP09I/RSmzDJTHxjQRSr7L6pqEQZyMPIphe6LLQrrBxP+YN3LPCfP+by5J4pRnxBM9ZFvf7EvMe65aO87Zo5PqoXeGxXnYrvcukll8av2cyvT647d5fG+7IQ//RZyu/V8aIDHMCyXfXAI8/ecNUrXu9OV57o9lrdD9x0993i6/dWZc2qceF5MNdSaExKUPESJke67D/R5Q/+tsmDOyaYqEvGgkyZ1i5HX5kBnSWycAm+a+wOnz1oc3TRZyyg4G84ma2K64hhcLu5QGhqhIsyrnmqTERNUolWJio7qUWSyRSrTL4h33HapRw/X0iWHGhuK21A76YCjSoNCSsD8FgQOuDFgii2iBKLKLEJI4fRusWmVX2QEb3Y6JdEiS5ucayIE8sAPjGLJIwlTt8pVADO3ah4z1tm+I2/9jg212Ssav4vaGYWNTsPeFx4xhhvufoo96zqqbGJi3Rsn/4ra7Zu+dj8zNFodOL0FxtWwA8JwAEuPHczOrk3wqp94uDBlbedtn7zT0b9/n+zkkXWrW1x830uY7ZHxVOMNfoE/gLfuNfmkb0TLGvYTNWNa9uguiFwsu6bAamhsPpOLuyZUK1E7D6iuPn+ClK5VDL5N7dkseI4EteVmWC/ye0rvhEuyrnmnpMSRjaHZwK6PQvHNuUTx1b4rnFN0GoQwYUQmY65Ng0Vx6jrOpagG8KJRZM7e7b5eyrTOBFSmMpPsdkVRE4G0lgSJRb9yGZEOFxzUY8v3dVh17EKPV8QJiKzzNZZFDcgNxxtU5EJY5tUC8LYQimLravmueLsef7uZp8THZfJ0Gi1V6sd7noyod2tcO62rWxcX/0vtdGVn5kNJ/d/4db90XVXnfNiw6k4fmgADiDsiwF6Ox//4LPXXZe+b7xxhjta2f3ur90zay22K2xaLhhtRNSqLf7xLslffX6acc9hZVPRrJr6cKefGS8JU+JzsvTEczWel+J5A71Dxwo5NgeH5wIcy8K3jOdQOXJ7jsw6p1lzyc8bSzH1akij2idKu+w4WGHvwSqOtGjWzbSP6xgQmUmZXIHI7OydbIrftSBwjY5Mo2pj2QqCNo/ttVBtl/HACM8bIR6V0QNSHFsQOtmkTKzNRjNjR8aJy/RIn6nxHk8dSejEDrUY/BjCSBO6OcAlSWYFk3d151seSSro9hymxy3eee08nXCOOx4aZ75jM7OgWDkl2LQ2Zr63JtXWivceUd77msdm0ze97poXG0InHT9UAM+PTWf/Ek889Ln0iqve8J6DR4/Yzvbb/8P5Zzzljdda2FbI7U8oPvj5acYcn5FAMTUqWDnlMj3e5XP3CNJQ0qgaYpSZOdQErqKSNYZ8L6LiRyRpxC33u+zYV2F0VOBZqnB+cx1TP/fcXJw/owYUnVMjXtSsz/OxmyR/+uk6L9uUsnGlhZCGEhC4KbFv/IVSJTOtEWHmPqUBuZvx22sVi/ERm02rY35l2zzv/1zMR766DK3dzBpbl0bIzFCI4whCFzMSFpkIHicW7a7DaavhVRd1eGBHyGLoULMlnq3MVSwy+iRxYsbUhNAEfoISPW5+tMmKpsOaaeOF1Ki6/PKPLqBVi/17m8y1FbOdSd71s5vDidVX/s9mfdV7/vdHP8cvvuMH05n8bo8fSoADbDv/Dew7MseKMfvdv/DTr5Y792y+5PobviQnxrnkm4+27dOX+ayYgN0HoVlz2LRa8NKzWnzuQZ8wNFMhVpbf+nnkDQwhqxb08b0+UsYo4QGWGVYoxs6yvNuV+DktIKPkVjLJuWoQUa92ODQb8tlvLsOzXJJE0e6l1PqS0De5bZpKVCoHXJFsYMLOqKyunQ1Pexa1wHRpwzDgjS9rc/uDC+yZmSCwJZZU2fylyrqqKY4j8BzDzYkTmTV+LNLUAm1haYVI+3RSn5nQxrYknp3iu5pKmHvAAxo8J6UVtfn6wwGXnyaoBTa1Kjy+K2DZqMuFp80gdS258tzgnpde8qNqcuXp97Tawbu1PoYQUy82XF7w+KEFOMCaZUX99LcefODTvO2NZ9Wf3t396/Hxwz/1ktVH5PHFE+w9WmW8abN+eYde2kElQSH9YFtGManqK+qVmGatz8RIm2rQwvf6hCrJnj5nBubpieGu+K4ZqMiHKapBTC2IqfoRlSDEtvvc/LDNc3trrGqa1noca8IYotjUqpNCLWowOVGWgcjzaTfbCFtS048cTl8tecUFC+y+scl85GEXc6DGo8iyzGv0XNO0yTeMSZJdLbQEUlARJG3mtU+SelhS4tqKiqcII0WSyEIE07UEVa/D80dtVk9ZLJtM2X2kzXP7p3nztSvVmg1rPjvbbvzrR57a2zp96wUvNjy+o+OHGuDl44ILf4qnd+xpbd7s/+q6VUd2Hjpw31m7Hmpe1wwOc/raCNtp88EvVpGxR8U3eaVjGce2eiVhtNFj+cQ8T+3rcdd2lwu2pFx9QcrW9QmTkzEq9Qo9cccWxi3Oy4eYlZkUqkbUggjfi/CcGIh5ek+FqG9jj+XGt7nmSMYXyWvheZlwqdaJLHdK8wl8M4Fz1ro+nohoxz6eFEW3EwyPxnVSPFfS90xNO04M8cq24NBxeHJPQD/2uOr8FudtmeX2J+rs2D2GIyWBp6mHiigBhKbTt6j6dX7pdYv87dcCntojGGsqXnP5WnYdmv78yIpLt1982vI/bXf6rbGJtS82HL7j458NwAG2blkPcOLOh/f/zui6n1p7ufsc/a3PXecmjzLbWmT33gku2OxwaC6h0wffg3o1ZXK0z8qpOXYc7PC7H5/g6V1NfuYVIeesX+CMtR3WToXsPVDLwAaubTaXgWeUuRrVmJFan4nRDoHXQ2tRCFwW2oM6l2fOxd+Hnc10ia8tllBxrVxDRVLwWCCXazPuxHMRLISaWmQENc3QdIrvymyjOeCmOJZmzzHBE3uaNGojvPoClze/cp5XvWSW3/6YZse+MTxb0qikhJGm4ifMLfZ5ek+dMzfGeG4by20yveoCtp2z8fPXXrf236F7e4WcfrEh8F0f/6wAnh+Xnbeabmdur73xzP+0d4/3iThe+2/vfOTRK87bfJCLt85x65OKY0dqjNQFy8f7IBb48y9obrhvOYePNdi6XBBYATv2+qQcIU0M76Ocf/ueoFKkNiGrphY4NNfm49d7vOIcj7PWWlSrCeNNhXRSUmUXk/gD645TjZcNC3eK0ihcrmhlScPgO7rggO0w5Wq2bOhz9fnH+MTXmuw73sCSFIPNYWhnKYoBuNJmKKMSuJy+3KbfGWPHPp/T1xzjf/3KHDfcF3Hj3ZMcmXMYb6YopTm8EHPrQxGN+nL+3c+toDl6/h31Wv1P/cbGxw8fTfauWLbyxf7Y/0nHP0uAA1SqowA7e7HeaUm23/p4vPxtP3vhB5v2fZt2HXnIcuIaa5b1WD09z9cfTfjH2yfZsFyjEkWjYqojUWSjLWMBbuXt+awt77smeterMdNjbY4ttnj/PzZ4+MkxapZH1U04bU3Cay6Z5R/viogiJ6Oc6EJBduhY8qOlRKyBapYhcB2eEXz9nhq+ZXPapOayTQGvPbfKZG2e930KDi02qLiaqm+EdsLYyQhVuc+lkZRzHE0YwmLb4fCMy4Hj4/zEpTGHTrS4/YFRqkHE+iOSmb7L1rPOSbedt23nWRtnf6ky8bLDwLNCfDvK2A/38c8W4PkROALg2W5n4VlBck3cC1e+6acv++zdd9/TeHzvzuquwxb3PlPltMmA617W54NfCbFkxUgtuwnaTgk8m5pjmIa2ZVr8vmtkKCZH+gjZ4q++VOGOhybYtsoC5TC3KOmHLg1f4liKZEhWbaC1PMS9yo4Bi3DpdLO5L6UmTDTzXYeqA6M1ENpl75EJXnF2zGJvhj/8pMexlk+zYjaLhmdiAN7te/T6LmGkUIkijLMOaRzx+duW8YbLNK86Z4aa7LF+RUCtsbHzyosvX9x/LHzjilUbDraUtbf6zxzY+fHPHuD5Uak20Vrt9StX7K+NdM6cmbcu3rL10v+998COZOfRZ8fGpjv1yZEelmXq4hUfbDvi0b2SVstjWXOg/mRLIyXXqMQ0qi3u35lyxxMTjAQWozVwnNz3RhaiPMCwvYlYOhY3fOTSD7m7RK4XTvZVkKnOZhyVKIb5RZuFdp3Lzuxy85Z5Hnp6ksWeYCxSGUEL4kRybK7CaLXL6esinnlO0Q2h2zOzmMfn4bn9Fc7dNta69lVbZjefttW2LfGLfn3zvedsqyygtRLyRSOZfs+PfznvhFz2TKgdu1tzzZEVX2s0mpuv//JnNv6Hd77lvVdeftGTI2MTj25dNdZfs7yB56R0wpA7H/epSI8Lt2iatZR+ZFAWeIrRRpcHngv5nY+Oc+RYjZGKMuQrS2T+m0YVCixsOQzufLrHkgNJh1zdG0TBGlSpIVXpUq6eKgla4lmq2LgazT/JQsdh5bjPf/uFBc47fYGZDvQiAJOPz3dS7n/ap98b4bIzU1wnpNtLafXrtMM1/cnlyx5df9qFT55z4S+896tf/cTGanVk8+o1K782VluYE0L8iwI3/AuK4OVj6+blYCxwus8/vw/Lsv/Itqw/aiXnWa9/dfMDnh1v7i7uvGzPsdA6clSydZXDJWfP8fDOlGd2NVAaKn6Klj1ufKBCvzfC+Iix5LAsgeMYRiEk3Pqox1zLZUUlc0jQZLbVFKa2rqMyGxRjtSwweihhLAgznrZSAzF7o9Ni87Jze3z5jmZGizWELikVx+dtAmeU117Y5wMHYrqhGQTxHMXTBzvc90TKZKPO5nWKi8/xmBrbmG46fcOdy6bcZ39uvPWuxQWV2k7Ab/7mh/T08tXdF/vz+n4e/yIBXj7WrVsDg4t/0m0v/Osg8Ef3Hz7r9z/6ma+42zYcTU9bUz/PbdTP1/IYgRfT6UosK2b7nphde6f4+VcoDsy3eGpXgMDDd6EapNh2zK5DPoFwWDGWAmZqXQqTBtUrMSP1LotdQS3wSVUPpKTqaeoVxUzXiPePxgqlzZRSqhIOnXBoVOtsXNYiUSmdUBLGxitIyJh7n045dGQZl57d5vR1PTpzNpYIOTEXM1r1Oe/MaVKr/tBcu/bwm65tWKs2/Fjkeiv/c5r25s4+t/5ifyQ/0ONfPMCXHpVaE2AO+DcAzzxxB5YUVzx/vP8jF5zffeP557S3tFoRQfA4X7inwmhguqRzvYgkCRASmrWUwI9wLMVEQ7J2wuIV58fsOBxz8LCN62gmmgmNWsgTz/d5Yuc4r780pZ+08GxYOSr5sUtCHtsbsnd/leqiZvmEWRB7joXs3Fej4tWZXYhQStOLNYsdhdYKoTXHZuHxXTFb1wa84fJ5Pv+NgDO3nYnluDRqlR2u5312drH5dSnVHeddfDnway/2aX/Rjv/rAL70OH3bFQB3hL25O4Bv9vrRxvn5ebV/x3OqMbZt/Wtfvu43J6rPQMVi+9554rSFFhE3PWRx2Vkuc3OKyYZg3XLB7jlNN4JmVWG7bY7OSr50j0fcc5k5MyTUMF5PiSzN5lUWa1d2+NRNNUIds9hx8NyYVi/muQNwdMZmvKFZN5lw7saUvUclYajx/YCp6S2s6wnGVmxkxcTT7/v6g2rPGdsulSOjo1JpbxfwtUunmi/2qf2hOP6vB3h+eMEowNfy72dnTnDOJd7I4sKhe1qzXSan7bjvnPNra8bFq9YuCxk/aHN45g7ue67HRRs8atWUWqCQ0qIa9HhoRwJpwOwiTAYh+09E7DpY57z1sHNfm/mWzcRoyBmrU1LZ5/BRG9uycFwP23FRQvCKcx0OzU7wo698GXtPWGxaplixvH/To4f54w3rEmd61TmsXvPaO/7H74TzU1PfH/HKf+7H/w/wFzjGxicA5oEvAjy98yCvuIRn6oGeHqnGampa8bVbH2WmI3FcG8+zsK04ft2rrvzdDesWflQe6caWCKDeZ6LqMDGpOB5aXHZmxOQywfSEzURzFWczjpYRK1fVnMmV1S+FO7/+u5ZlO5YlWDZuMzleZ/mqc5hYZTFW1XK0oY/+3E+wxw3WvNin6J/F8S+jmv9Dctx0612AmG64h5pHZzpaELBvNmS8ajPS0OzYb3PFWRE7DgjGG5KxeosDx5skOqEbVsSlL1m+oJQ+etrWS17st/Iv5vj/AJIu4zOHKlWPAAAAJXRFWHRkYXRlOmNyZWF0ZQAyMDIwLTExLTA3VDE4OjA3OjU0KzAwOjAw2p8mjAAAACV0RVh0ZGF0ZTptb2RpZnkAMjAyMC0xMS0wN1QxODowNzo1NCswMDowMKvCnjAAAAA5dEVYdFNvZnR3YXJlAG1hdHBsb3RsaWIgdmVyc2lvbiAyLjIuNSwgaHR0cDovL21hdHBsb3RsaWIub3JnL0jPKKMAAAAASUVORK5CYII=', 'weight': 9}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 7934340
    {'hecke_orbit_code': 275028902192, 'n': 1, 'trace_an': 1}
  • id: 7934341
    {'hecke_orbit_code': 275028902192, 'n': 2, 'trace_an': 0}
  • id: 7934342
    {'hecke_orbit_code': 275028902192, 'n': 3, 'trace_an': 0}
  • id: 7934343
    {'hecke_orbit_code': 275028902192, 'n': 4, 'trace_an': 0}
  • id: 7934344
    {'hecke_orbit_code': 275028902192, 'n': 5, 'trace_an': -289}
  • id: 7934345
    {'hecke_orbit_code': 275028902192, 'n': 6, 'trace_an': 0}
  • id: 7934346
    {'hecke_orbit_code': 275028902192, 'n': 7, 'trace_an': -527}
  • id: 7934347
    {'hecke_orbit_code': 275028902192, 'n': 8, 'trace_an': 0}
  • id: 7934348
    {'hecke_orbit_code': 275028902192, 'n': 9, 'trace_an': 6561}
  • id: 7934349
    {'hecke_orbit_code': 275028902192, 'n': 10, 'trace_an': 0}
  • id: 7934350
    {'hecke_orbit_code': 275028902192, 'n': 11, 'trace_an': -25007}
  • id: 7934351
    {'hecke_orbit_code': 275028902192, 'n': 12, 'trace_an': 0}
  • id: 7934352
    {'hecke_orbit_code': 275028902192, 'n': 13, 'trace_an': 0}
  • id: 7934353
    {'hecke_orbit_code': 275028902192, 'n': 14, 'trace_an': 0}
  • id: 7934354
    {'hecke_orbit_code': 275028902192, 'n': 15, 'trace_an': 0}
  • id: 7934355
    {'hecke_orbit_code': 275028902192, 'n': 16, 'trace_an': 0}
  • id: 7934356
    {'hecke_orbit_code': 275028902192, 'n': 17, 'trace_an': -42433}
  • id: 7934357
    {'hecke_orbit_code': 275028902192, 'n': 18, 'trace_an': 0}
  • id: 7934358
    {'hecke_orbit_code': 275028902192, 'n': 19, 'trace_an': -130321}
  • id: 7934359
    {'hecke_orbit_code': 275028902192, 'n': 20, 'trace_an': 0}
  • id: 7934360
    {'hecke_orbit_code': 275028902192, 'n': 21, 'trace_an': 0}
  • id: 7934361
    {'hecke_orbit_code': 275028902192, 'n': 22, 'trace_an': 0}
  • id: 7934362
    {'hecke_orbit_code': 275028902192, 'n': 23, 'trace_an': 534718}
  • id: 7934363
    {'hecke_orbit_code': 275028902192, 'n': 24, 'trace_an': 0}
  • id: 7934364
    {'hecke_orbit_code': 275028902192, 'n': 25, 'trace_an': -307104}
  • id: 7934365
    {'hecke_orbit_code': 275028902192, 'n': 26, 'trace_an': 0}
  • id: 7934366
    {'hecke_orbit_code': 275028902192, 'n': 27, 'trace_an': 0}
  • id: 7934367
    {'hecke_orbit_code': 275028902192, 'n': 28, 'trace_an': 0}
  • id: 7934368
    {'hecke_orbit_code': 275028902192, 'n': 29, 'trace_an': 0}
  • id: 7934369
    {'hecke_orbit_code': 275028902192, 'n': 30, 'trace_an': 0}
  • id: 7934370
    {'hecke_orbit_code': 275028902192, 'n': 31, 'trace_an': 0}
  • id: 7934371
    {'hecke_orbit_code': 275028902192, 'n': 32, 'trace_an': 0}
  • id: 7934372
    {'hecke_orbit_code': 275028902192, 'n': 33, 'trace_an': 0}
  • id: 7934373
    {'hecke_orbit_code': 275028902192, 'n': 34, 'trace_an': 0}
  • id: 7934374
    {'hecke_orbit_code': 275028902192, 'n': 35, 'trace_an': 152303}
  • id: 7934375
    {'hecke_orbit_code': 275028902192, 'n': 36, 'trace_an': 0}
  • id: 7934376
    {'hecke_orbit_code': 275028902192, 'n': 37, 'trace_an': 0}
  • id: 7934377
    {'hecke_orbit_code': 275028902192, 'n': 38, 'trace_an': 0}
  • id: 7934378
    {'hecke_orbit_code': 275028902192, 'n': 39, 'trace_an': 0}
  • id: 7934379
    {'hecke_orbit_code': 275028902192, 'n': 40, 'trace_an': 0}
  • id: 7934380
    {'hecke_orbit_code': 275028902192, 'n': 41, 'trace_an': 0}
  • id: 7934381
    {'hecke_orbit_code': 275028902192, 'n': 42, 'trace_an': 0}
  • id: 7934382
    {'hecke_orbit_code': 275028902192, 'n': 43, 'trace_an': -5602127}
  • id: 7934383
    {'hecke_orbit_code': 275028902192, 'n': 44, 'trace_an': 0}
  • id: 7934384
    {'hecke_orbit_code': 275028902192, 'n': 45, 'trace_an': -1896129}
  • id: 7934385
    {'hecke_orbit_code': 275028902192, 'n': 46, 'trace_an': 0}
  • id: 7934386
    {'hecke_orbit_code': 275028902192, 'n': 47, 'trace_an': 8302513}
  • id: 7934387
    {'hecke_orbit_code': 275028902192, 'n': 48, 'trace_an': 0}
  • id: 7934388
    {'hecke_orbit_code': 275028902192, 'n': 49, 'trace_an': -5487072}
  • id: 7934389
    {'hecke_orbit_code': 275028902192, 'n': 50, 'trace_an': 0}
  • id: 7934390
    {'hecke_orbit_code': 275028902192, 'n': 51, 'trace_an': 0}
  • id: 7934391
    {'hecke_orbit_code': 275028902192, 'n': 52, 'trace_an': 0}
  • id: 7934392
    {'hecke_orbit_code': 275028902192, 'n': 53, 'trace_an': 0}
  • id: 7934393
    {'hecke_orbit_code': 275028902192, 'n': 54, 'trace_an': 0}
  • id: 7934394
    {'hecke_orbit_code': 275028902192, 'n': 55, 'trace_an': 7227023}
  • id: 7934395
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  • id: 7934400
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  • id: 7934402
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  • id: 7934403
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  • id: 7934412
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  • id: 7934416
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  • id: 7934420
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  • id: 7934421
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  • id: 7934422
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  • id: 7934423
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