Embedded newform data - 1104.6.a.r.1.3

Formats: - HTML - YAML - JSON - 2024-05-07T04:43:05.392824

• 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
  conrey_indexes	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_polredabs	boolean
  is_rm	boolean
  is_self_dual	boolean
  is_self_twist	boolean
  is_twist_minimal	boolean
  label	text
  level	integer
  level_is_prime	boolean
  level_is_prime_power	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': 39744, 'analytic_conductor': 177.06373707353063, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [3, 1], [23, -1]], 'atkin_lehner_string': '-+-', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': False, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [1104, 1, [415, 277, 737, 97], [1, 1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 5, 'field_disc': 108417997225, 'field_disc_factorization': [[5, 2], [109, 1], [941, 1], [42281, 1]], 'field_poly': [2197, 1404, -257, -113, 0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': 1, 'has_non_self_twist': 0, 'hecke_cutters': [[5, [-1296820224, 7019776, 941728, -9412, -94, 1]]], 'hecke_orbit': 18, 'hecke_orbit_code': 76561193765962832, 'hecke_ring_generator_nbound': 11, 'hecke_ring_index': 512, 'hecke_ring_index_factorization': [[2, 9]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '1104.6.a.r', 'level': 1104, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 23], 'level_radical': 138, 'minimal_twist': '69.6.a.e', 'prim_orbit_index': 1, 'qexp_display': 'q-9q^{3}+(19-\\beta _{1}-\\beta _{2}-\\beta _{3}-\\beta _{4})q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 5, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '1104.6.a', 'trace_display': [0, -45, 94, -272], 'trace_hash': 905772210187712850, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.670', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '60.781', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1227.688', 'prec': 27}], 'trace_zratio': 0, 'traces': [5, 0, -45, 0, 94, 0, -272, 0, 405, 0, -1100, 0, -978, 0, -846, 0, 2522, 0, -2060, 0, 2448, 0, 2645, 0, 12035, 0, -3645, 0, 1526, 0, 7392, 0, 9900, 0, -6056, 0, -8210, 0, 8802, 0, 21250, 0, 4548, 0, 7614, 0, -536, 0, -27979, 0, -22698, 0, -11482, 0, 77064, 0, 18540, 0, -74676, 0, -44618, 0, -22032, 0, -24388, 0, 1412, 0, -23805, 0, -37912, 0, 46546, 0, -108315, 0, 157008, 0, -50544, 0, 32805, 0, -89588, 0, 147892, 0, -13734, 0, 280410, 0, 27416, 0, -66528, 0, -203120, 0, 90074, 0, -89100, 0, -72674, 0, 84088, 0, 54504, 0, -212012, 0, 481622, 0, 73890, 0, 289442, 0, 49726, 0, -79218, 0, -75464, 0, 114921, 0, -191250, 0, 72084, 0, 45808, 0, -40932, 0, 73772, 0, -392520, 0, -68526, 0, -355102, 0, 162820, 0, 4824, 0, 206280, 0, -976684, 0, 251811, 0, 667318, 0, 344264, 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• mf_hecke_cc •

  Column	Type
  an_normalized	double precision[]
  angles	double precision[]
  char_orbit_index	smallint
  conrey_index	integer
  dual_conrey_index	integer
  dual_embedding_index	integer
  dual_embedding_m	integer
  embedding_index	integer
  embedding_m	integer
  embedding_root_imag	double precision
  embedding_root_real	double precision
  hecke_orbit	integer
  hecke_orbit_code	bigint
  label	text
  level	integer
  weight	smallint

  
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• mf_newspaces •

  Column	Type
  AL_dims	jsonb
  ALdims	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_prime	boolean
  level_is_prime_power	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

  
  {'AL_dims': [[[[2, -1], [3, -1], [23, 1]], 13, 6], [[[2, -1], [3, -1], [23, -1]], 15, 4], [[[2, 1], [3, -1], [23, 1]], 14, 3], [[[2, 1], [3, 1], [23, 1]], 13, 2], [[[2, 1], [3, -1], [23, -1]], 12, 2], [[[2, -1], [3, 1], [23, -1]], 13, 4], [[[2, -1], [3, 1], [23, 1]], 15, 4], [[[2, 1], [3, 1], [23, -1]], 15, 2]], 'ALdims': [13, 15, 14, 12, 15, 13, 13, 15], 'Nk2': 39744, 'analytic_conductor': 177.06373707353063, 'char_conductor': 1, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [1104, 1, [415, 277, 737, 97], [1, 1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 948, 'dim': 110, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 100664400, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 2, 2, 2, 3, 3, 3, 4, 4, 4, 4, 4, 5, 5, 6, 6, 6, 6, 6, 7, 7, 8, 8], 'label': '1104.6.a', 'level': 1104, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 23], 'level_radical': 138, 'mf_dim': 972, 'mf_new_dim': 110, 'num_forms': 27, 'plus_dim': 51, 'prim_orbit_index': 1, 'relative_dim': 110, 'sturm_bound': 1152, 'trace_bound': 7, 'trace_display': [0, -18, -76, 124], 'traces': [110, 0, -18, 0, -76, 0, 124, 0, 8910, 0, 0, 0, 244, 0, 0, 0, -404, 0, -3236, 0, 0, 0, 0, 0, 74594, 0, -1458, 0, 8564, 0, 12616, 0, -9432, 0, -4776, 0, 3764, 0, -9468, 0, 2476, 0, 9900, 0, -6156, 0, -65256, 0, 231086, 0, 0, 0, 75268, 0, -6624, 0, 12888, 0, 28960, 0, -43452, 0, 10044, 0, -86904, 0, -163532, 0, 0, 0, -143840, 0, 84316, 0, -175374, 0, -114736, 0, -75740, 0, 721710, 0, 0, 0, 100968, 0, 90828, 0, 175580, 0, -102440, 0, 0, 0, 38424, 0, -72804, 0, 0, 0, 7764, 0, -357084, 0, 103680, 0, 0, 0, 28100, 0, 417060, 0, 305180, 0, -158700, 0, 19764, 0, -583160, 0, 1703782, 0, -596052, 0, -642744, 0, -19272, 0, 30168, 0, 1017704, 0, -327584, 0, 0, 0, -216404, 0, 196344, 0, 0, 0, -1112992, 0, 786056, 0, -700002, 0, 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0, -273662712, 0, 237542160, 0, 1011657384, 0, -1617580368, 0, -1766879568, 0, -325071716, 0, -314722728, 0, 1572198756, 0, -1482523932, 0, -285395400, 0, -725552416, 0, 58870180, 0, -169816536, 0, 577827564, 0, 736818368, 0, -419047344, 0, -94699064, 0, 482569006, 0, 22692312, 0, 930295984, 0, -650652240, 0, -550680192, 0, -2903948920, 0, -249344688, 0, 233289000, 0, -2195613412, 0, -1009443552, 0, 219459780, 0, -889343400, 0, -860107932, 0, -1144281852, 0, -2053777920, 0, 283995264, 0, -594606744, 0, 547142416, 0, 367228260, 0, 41558184, 0, -526906644, 0, -1896093768, 0, -352328688, 0, 2084230672, 0, 285022704, 0, 292811760, 0, -250674960, 0, -1272114736, 0, 71360352, 0, 180120152, 0, 0, 0, -1241482428, 0, -1064208848, 0, -234047656, 0, -99768816, 0, 122141720, 0, -798306676, 0, 645919920, 0, -810145228, 0, 632101896, 0, 64864152, 0, -2769295312, 0, 615973600, 0, -1400822316, 0, 1175817488, 0, -3497898784, 0, 256251924, 0, 1300469360, 0, -381298944, 0, -1041801552, 0, 2434414200, 0, 1856468388, 0, -1154569248, 0, 798929656, 0, -326608840, 0, 82773576, 0, 788917664, 0, -1170764288, 0, 315080784, 0, -1377189808, 0, -1156219476, 0, -1472726142, 0, -352907860, 0, -730327428, 0, 114321132, 0, -137600912, 0, -1917316104, 0, 968328432, 0, 417032160, 0, -1804880736, 0, 424808352, 0, -270733184, 0, -663722392, 0, 831235284, 0, 655329828, 0, 527179924, 0, 0, 0, 2565112016, 0, 918954900, 0, 1962393588, 0, 1563829816, 0, -111790656, 0, 67056336, 0, -1925525488, 0, 144825536, 0, -1001050452, 0, 1162715632, 0, 1126099324, 0, -524206584, 0, 1369708760, 0, 2947617896, 0, 775930104, 0, 2083975520, 0, -975702488, 0, 433454688, 0, -1293182960, 0, 12684540, 0, 1296788544, 0, 1873386756, 0, 107681124, 0, 819462906, 0, -698261256, 0, 618871512, 0, 301989168, 0, 1025167420, 0, -2470388168, 0, -316101600, 0, -3853184472, 0, 684811388, 0, 117027828, 0, -1200835612, 0, -1661222120, 0, 1531278288, 0, 2631845648, 0, -93792480, 0, 158495076, 0, -14557556, 0, -970692736, 0, 544773924, 0, 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882258444, 0, 2508212604, 0, -4878546936, 0, 0, 0, -418485552, 0, -1634114712, 0, -405731268, 0, 1812832740, 0, 1493384768, 0, -2080003896, 0, 2104334736, 0, -1285081516, 0, 732094200, 0, -16032260, 0, 1450523556, 0, 1926869760, 0, 1411109512, 0, -771177694, 0, -1482047748, 0, -2555469432, 0, -197514768, 0, 480400956, 0, 608544256, 0, -1603604704, 0, -280108224, 0, 4558670900, 0, 3596587184, 0, 0, 0, -1002185000, 0, 1876101548, 0, -31335336, 0, -5197835228, 0, -66863312, 0, -336042936, 0, 811805232, 0, 1434830936, 0, 1252272744, 0, 2242794752, 0, -2875888988, 0, -326183436, 0, 1484848360, 0, -228417380, 0, -2202070320, 0, -955483948, 0, 852286312, 0, 401957856, 0, -290615616, 0, 2746363552, 0, 378899856, 0, 2693509156, 0, -263784792, 0, 662126112, 0, 330071768, 0, 751333632, 0, -1767039570, 0, 2275729448, 0, 2853670232, 0, 60262056, 0, 5390304000, 0, 377392032, 0, 261207648, 0, -2679614340, 0, -141735744, 0, -558369360, 0, -5482499336, 0, 2526244768, 0, -353642760, 0, 1480884948, 0, 2222455168, 0, 1776020184, 0, -757599184, 0, 78418436, 0, -264105936, 0, -177049952, 0, 677586696, 0, 385878492, 0, 665215584, 0, 1761262264, 0, 883904328, 0, -1301455600, 0, -3107180496, 0, 333440496, 0, 2532730896, 0, 756742856, 0, -166914756, 0, 1520145728, 0, 6815090328, 0, -1328778864, 0, 1557192432, 0, 650181036, 0, -83120832, 0, 1458128324, 0, 2433087856, 0, 324309744, 0, -7471118984, 0, -1082157800, 0, 387335916, 0, 1432218732, 0, -1841347712, 0, -468621792, 0, 2316682072, 0, 1925409400, 0, -628326720, 0, 4796628416, 0, -1848765800, 0, -502163712, 0, 2526491288, 0, 320573764, 0, -893899404, 0, 1484961720, 0, 1191349648, 0, 24695604, 0, 1173784120, 0], 'weight': 6, 'weight_parity': 1}
• mf_twists_cc •

  Column	Type
  conductor	integer
  degree	integer
  order	integer
  parity	smallint
  source_conrey_index	integer
  source_dim	integer
  source_embedding_index	integer
  source_hecke_orbit_code	bigint
  source_is_minimal	boolean
  source_label	text
  source_level	integer
  target_conrey_index	integer
  target_dim	integer
  target_embedding_index	integer
  target_hecke_orbit_code	bigint
  target_is_minimal	boolean
  target_label	text
  target_level	integer
  twist_class_label	text
  twist_class_level	integer
  twisting_char_label	text
  twisting_conrey_index	integer
  weight	smallint

  
  
  • id: 48142270
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 5, 'source_embedding_index': 3, 'source_hecke_orbit_code': 76561193765962832, 'source_is_minimal': False, 'source_label': '1104.6.a.r.1.3', 'source_level': 1104, 'target_conrey_index': 1, 'target_dim': 5, 'target_embedding_index': 3, 'target_hecke_orbit_code': 76561193765962832, 'target_is_minimal': False, 'target_label': '1104.6.a.r.1.3', 'target_level': 1104, 'twist_class_label': '69.6.a.e.1.3', 'twist_class_level': 69, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 6}
  • id: 48142271
    {'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 5, 'source_embedding_index': 3, 'source_hecke_orbit_code': 76561193765962832, 'source_is_minimal': False, 'source_label': '1104.6.a.r.1.3', 'source_level': 1104, 'target_conrey_index': 1, 'target_dim': 5, 'target_embedding_index': 3, 'target_hecke_orbit_code': 18014398610145349, 'target_is_minimal': True, 'target_label': '69.6.a.e.1.3', 'target_level': 69, 'twist_class_label': '69.6.a.e.1.3', 'twist_class_level': 69, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 6}
  • id: 48142272
    {'conductor': 12, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 5, 'source_embedding_index': 3, 'source_hecke_orbit_code': 76561193765962832, 'source_is_minimal': False, 'source_label': '1104.6.a.r.1.3', 'source_level': 1104, 'target_conrey_index': 1, 'target_dim': 5, 'target_embedding_index': 3, 'target_hecke_orbit_code': 22517998237515983, 'target_is_minimal': False, 'target_label': '207.6.a.f.1.3', 'target_level': 207, 'twist_class_label': '69.6.a.e.1.3', 'twist_class_level': 69, 'twisting_char_label': '12.11', 'twisting_conrey_index': 11, 'weight': 6}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 1689775
    {'charpoly_factorization': [[[0, 1], 5]], 'hecke_orbit_code': 76561193765962832, 'p': 2}
  • id: 1689776
    {'charpoly_factorization': [[[9, 1], 5]], 'hecke_orbit_code': 76561193765962832, 'p': 3}
  • id: 1689777
    {'charpoly_factorization': [[[-1296820224, 7019776, 941728, -9412, -94, 1], 1]], 'hecke_orbit_code': 76561193765962832, 'p': 5}
  • id: 1689778
    {'charpoly_factorization': [[[1413831904, -136960224, -2364440, 8964, 272, 1], 1]], 'hecke_orbit_code': 76561193765962832, 'p': 7}
  • id: 1689779
    {'charpoly_factorization': [[[-5578745996288, -63217955584, -182462016, 144912, 1100, 1], 1]], 'hecke_orbit_code': 76561193765962832, 'p': 11}
  • id: 1689780
    {'charpoly_factorization': [[[-2474410088160, -99589342320, -490490640, -365096, 978, 1], 1]], 'hecke_orbit_code': 76561193765962832, 'p': 13}
  • id: 1689781
    {'charpoly_factorization': [[[13327498013440, -314262009600, 337647680, 1404748, -2522, 1], 1]], 'hecke_orbit_code': 76561193765962832, 'p': 17}
  • id: 1689782
    {'charpoly_factorization': [[[-3010484594372960, -12155163321120, -14349684600, -4228108, 2060, 1], 1]], 'hecke_orbit_code': 76561193765962832, 'p': 19}
  • id: 1689783
    {'charpoly_factorization': [[[-529, 1], 5]], 'hecke_orbit_code': 76561193765962832, 'p': 23}
  • id: 1689784
    {'charpoly_factorization': [[[321077683424449440, 278387272580880, -35016763280, -49105544, -1526, 1], 1]], 'hecke_orbit_code': 76561193765962832, 'p': 29}
  • id: 1689785
    {'charpoly_factorization': [[[-16557143540917248, -11345767296000, 31920628544, 437104, -7392, 1], 1]], 'hecke_orbit_code': 76561193765962832, 'p': 31}
  • id: 1689786
    {'charpoly_factorization': [[[84165275968030880, 14275410551760, -118822183280, -13572728, 8210, 1], 1]], 'hecke_orbit_code': 76561193765962832, 'p': 37}
  • id: 1689787
    {'charpoly_factorization': [[[-225943602625608439712, -15270087820165296, 7880216624752, -293297688, -21250, 1], 1]], 'hecke_orbit_code': 76561193765962832, 'p': 41}
  • id: 1689788
    {'charpoly_factorization': [[[239100903419662675872, 49174513307987040, -533272451576, -447278508, -4548, 1], 1]], 'hecke_orbit_code': 76561193765962832, 'p': 43}
  • id: 1689789
    {'charpoly_factorization': [[[-945972181885566910464, 193920884674686976, 2009810793728, -882704752, 536, 1], 1]], 'hecke_orbit_code': 76561193765962832, 'p': 47}
  • id: 1689790
    {'charpoly_factorization': [[[774921456044861703936, -43031658091872448, -20148540401360, -974674548, 11482, 1], 1]], 'hecke_orbit_code': 76561193765962832, 'p': 53}
  • id: 1689791
    {'charpoly_factorization': [[[10470095217655513202688, -402125524395219968, -49842241849920, 514568688, 74676, 1], 1]], 'hecke_orbit_code': 76561193765962832, 'p': 59}
  • id: 1689792
    {'charpoly_factorization': [[[1194743717850416160, -125247918659625520, -11771098826800, 214301064, 44618, 1], 1]], 'hecke_orbit_code': 76561193765962832, 'p': 61}
  • id: 1689793
    {'charpoly_factorization': [[[1144044359384208339424, 650574262058706912, 27683158835768, -2709666380, -1412, 1], 1]], 'hecke_orbit_code': 76561193765962832, 'p': 67}
  • id: 1689794
    {'charpoly_factorization': [[[424567206634946329673728, 11320178672395489280, -281487303913984, -7554678976, 37912, 1], 1]], 'hecke_orbit_code': 76561193765962832, 'p': 71}
  • id: 1689795
    {'charpoly_factorization': [[[2792963077516550435168, 977910679949935696, 66492374421360, -2018921304, -46546, 1], 1]], 'hecke_orbit_code': 76561193765962832, 'p': 73}
  • id: 1689796
    {'charpoly_factorization': [[[395506076189500660853664, 2361477741365623584, -568163217678280, -8823710876, 50544, 1], 1]], 'hecke_orbit_code': 76561193765962832, 'p': 79}
  • id: 1689797
    {'charpoly_factorization': [[[294063739541977138842624, 15328688118239528192, -636243818529216, -9243278864, 89588, 1], 1]], 'hecke_orbit_code': 76561193765962832, 'p': 83}
  • id: 1689798
    {'charpoly_factorization': [[[2800309266664783257522176, -107084925144961105856, 610285590892496, 19791083228, -280410, 1], 1]], 'hecke_orbit_code': 76561193765962832, 'p': 89}
  • id: 1689799
    {'charpoly_factorization': [[[558965178927512973359456, -41635589139920255984, 1021916488616848, -6254051272, -90074, 1], 1]], 'hecke_orbit_code': 76561193765962832, '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': 1, 'hecke_orbit': 18, 'label': '1104.6.a.r', 'level': 1104, 'portrait': 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RdIEoIgpVlLafd8TixAaHyMtVy2OaLTS5lb0kw0PHZtTti+sUu9FiKkJYoErV6VxZbPRE3gSY+5BZ/DZwTHzyWcXE4Iqj3ecmOXd98MgRznwIkmJ+cVZxdT5pcduA8vWV5z5SL/5sOrbJ4Y58TcJGeXayysaJbWJK1OSrefstpO2Hc64Z//8BI3X3mp6SSv+TRy/CewUfv6m9/1akPiv+jx1xrgR053kFLLowc+Lfbs2Pkb+1988OpvP9W/9Y/uPal//scWuO3SSY6cnmJhxWelrVntwErLgXx5LeXcGhxZFsxMr/HzH1nmpj01Ts1PMrdQZ25JM79sObeUcHoxZaGTMD454HVXd7nlMvBllUAFzK9UOLukObci6IWQJIaKb6hXUibGEgxw4lxCuws7NnrUqyHWChA+3b5h+2zI8poG66TIWhfCBCyWlVbElg0enb5CKIswIc2Kx/ZNA9Z6ghNzmtRoppqSRkUQeJAkgl4oObciObtsmV9NCIIBeAm3XtHltVcKZppVllebnJoPmFuC+aWE+ZWEMytwZNnymiuW+HcfWWV2vMnJc5OcW66yuOqztCZZaaW0OjFrnZSllmXvOclNV83xb39wwKMvXZM8d6T+nQ998LvNtZfv+s7KqvzZPRcnCDHxakPlFR9/bTX4dx78MtdefQ0/9dP/7Bfm5p7/jQk+96ZmcGZ3szYnt84uc+frQ7QKiBOdfQ0BVgISgUAIixYWX8LccpUnDkuu3r3CZdsG1CrgaYnvKXxfU69Kap6k1/U4cLzCvc/4nFgIaScxB06FbJxa4T2vW+Xqizu85rIWx5cSlnqCWjDg6Jyl1a5z1S7J2iBl33FFo6bZewIu2WwZRCmD1EfrmIkG7D8VoHSKJxO0B/1QctNlPfo9ydUXp7T7KSfmGuycVdRrEWuhZcN4j9Vum0/fD88dS3nh2IAdm5e55tI2E5MR77q1w/e90bJ7tkEaj3PszBhHTnucOmc4vRBzeiHlyILg5FrMtXsW+fmPdNg4Ps6pc5PML9dYXPNZbklW20Nwr3Qsix041xWcnI/wdIuvP5nKZw+HFz3z3N6dW2ZaN99y40VVrae/9clPf4HPfuZTrzZkLvj4a8ngzz3xx1x7RaoefMz/ty8eWPxf73/8oFrsr9EZRCRJxOxEn5/5wQ43XFLj7OIkS2sNVloVVlpeweSrLbfErnQSllpwalWgqwNuu3KF739jxM4Ndda6TRZWqiyu+Cy1BCstw3LLsNoxtPuGdmjpDRKmmjHbNxpAEHiW0wseQgbs2KDYudmyeUOP+dWQ5w81uOESS626ykuHJ2nUI6LIY2rC0B/A5dsHfOL+cS7dlhCGlukxSZz2aVQC9h4fUPXqXLcn4YWjEfPLPlumAnZugu2zEUrFnF4C37MIYdmxMWGiIen0A7o9j3bPY6WtWFmD5ZZhpZWy1Eo514LlQcr2LV2+/01L3HaZpuI1ObvUZGm1wtKaZrktWGsZ1joxq52Uta5luQNzHcX8asStl8/xL/7OElNjml5YodupESezdOIrUqNmfmE52PXvmvFc+pMfed+rDZ3zHn+tAN5eeQalq9W4d2L78aP7PrjvUOvfP/fSEkfOpByaM5xuSVYGhjAMueGSJX71H6xy7c4a86vjLK/VWW1XWGl7rLY1q21odQxrnYTVTsJK2zLfEsx1LYgud76+xbtuMuzaVCGKaqy2Kqx1fVodxWpX0OkJBqElSixpCkpaAg+qgWW8adkwGaO9AUfORrx4OMAkdd5xc4T21nh63xgXbYK7n0h4/VUBC60+Fa1I0pjJCUhiD+0lLC/XeN31be5+tMHOTfDUoRCPGm+/yZCIPi8eSTl2uoKWPhsnNBN1QTUQ+L5ACUgMRLFlEEGnZ1nrGjo9w1rPsNy19NOUHVt7vOuWFne+NgLTYHltjIWVKss5GbRgrZPS6iasZeBe6cLZjmKhnXDjnnk++g8WuG63ptOr0e7WmV8Z4+CJBnuPGPBnsJXZf33ZFZd/5rortp1sdwb9N99y+asNpeLx1wbg33x0PyLY5Jv23h+O2i/9Jr1nRaftyQPHfU6eizi3HLPUhqWeZKEnWO5F3HTJAr/84ytcf3GFpbUc5AFrHZ/VjmatI2h1LK1uylonodU1rHYtCx3B2ZZhYrzHW1/T4dbLEnZsVDSrHu1OhcCTgCJKJMYIjIXeABCGicaAQ2csxkbc81SdsFfl4i0+t13dIzZrPPjMONdd4nHoXJfWapNbru7xracDNk5a9p2w/KP3ttl3PGDjpOTeZxS3Xa5Y6bU5emqS6/ZEPPhinySscesVPru3DegnXb75tIJUcOS0plnTaAG9vsRYQWoscQJIg/YNra6l3ojZtinktZf3eOsNCVP1CvMrYyyvVVltu3Oz2ha0utDqJLS6Ca1uSqtnWelJznUES52Emy9d5Bd+fJFrd/mstMdY61RZ61RZWq1wesHn5FnLgRMDjK/M+959g73jlov/4UW7tvyBGaxFqnrDqw0p4K9JosfanrRp5z1PPPaJi+96vP7Rbz/0hLruUss1OwJSC4EnaFQlaWoQGDwp8JTPkwdn+Ve/L/nFH1/kht0pvk7QqoHvGXzPJ/A1FV9RqWhqFUWjltCspUw1DJvHBIvdBnc93OBLD4Rcc0mf2cmUbm/AO28JuWjWkKQSLS1RAg/trXByocKmCcNLRypgJrlsq+L66wxBpcMjL/dYXBrjyotqJGKVswseN14Cx8/FTNcrzExCcE7TGwTMr2g87XHR5hYvH5vk+ssDjs21OTk3zrtvSVloLfPEy+PsPV7nNZdW+cE3DUB2ef6YYcNkl/nFmAef9xjECi1BG8tFmyLeektEp6vYPGG4/hKIojorrRovnQ1Y63q0e4pWV9LuQruX0u6mdHop7Z5hrWdZ6UvOtAWtfshtexb5+R9Z5brd7uZodWu0O4Fb5bqaKJZIaWjWFZfuasmJ9CE6S9H//Zv3H6h93/fcebg3GHy1VqmYVxtbrzrAe72QTif5yPPPvfBrzz5zYvLQ3j4bGj5rq5oTgSZNQWtBtSJIjQDh/GclDVponjy4kZ/9mOa9t63woTtW2Lkl4txyk8CvUg18aoFHvarpVCWNvsdYXdMbOBtsY2joh5bOIGBlscLpU5YoMZw5lxAEFhD4yqKloNd3FX5JT3PtRYLdmy3bt/QI0w5ff1Kx//AEb7sh4PrLV/n41y2+qHHRlh4vPKrYMq6YbvaoqCpR7LHQgXpFs3Wj4Ln9EdfvqfLG65b4w7v6+F6Dt9xs8YIe9z0RcffjdV4+VmXX5hoXbUqZmYjYOR1z1UUpShm0soClFgTMjAdEsUen5/PSIY/uQNPrK7oDSbcP3YGl23PfvdNP6fYt7b5lrQ+LPcX8qqU21uKn37HI994Wcs2uOmeXGrS6VdrdgHbPo93V9AaSOHHXZdusz8bxCbo9ePyJfV6rM/ZrRw8+v3LtNTf+036v94fVWu2/X4DbdBUY/NjZE/f/4t7nnpg8dnzAthmNxUMKgTHODfG0pOIrTMYHAoOSFi0tvpK8cGiGZw/WOTS3wHtf2+W1VwwYbzRZadWotys0+z7dnqaTXez+QNMLNYPQMogMUWyJY0uSuiNKfKwBqQSeFlR8wXhDMNGA2WnD1o09pidafONpeOhZD2nGeNsNHtde1uGRl2OiQZPbrhW0+n0WluvcuscwPd6jqgMGiWKxHaOM4No9mloj5JkDFd5w/Ri3XNPhmQMK7Bg3XOHzo+9e4VvPRdz7ZJ19Jytsn1HMTlaZaNQYa0A1AE9blARjYd8xQZoK4kQQJRDGuO8YpvRDwyA09AaGXmjo9qEdwmJXstCB0Ax483UrvOe1LX7wLYYkaXJuqU67V6HT8+n0Pbp9Raev6IcO4NYKpIAzCz5KWdLUkqYrfO6L35zcd6L///++97xRr7TaH5sca/73B3CbtkDqH/3kFx74xaOHvrLhlkssNX+ClbZkELkLlRpIjAAk1iEbmR1KWbSyeMpQ9QRLvSqfun8r9z3b5vVXrfHhN69x1c4uU+M1ltdqdPoBvb6XAVu5IxKEsSROBEkCqbFY6z6fkhatoeJDrWqYbLi6loQuh87EfPrBCkdP1RkPqtx4hebWq9s8cbDFPY81ufmSCts39fjE/QIlApqNmLVuiLGgBMw0e7Q7Piap8p7XL/Cpu2vsnq/wrpt7RPEyD744RZxWuOmKDbzrxjaXbGtx3zM9XjhV4/ljPlsnJZNNQS0Q+J67CaUAISzGgjGWOMlu1tgSxu5GHkTQj6AzEKyGgpUOCD3gukvX+PBb13j9FSlTzSqr7RqtTpVOL6A78Oj2Nd2+ojeQGUHAILKEsSFNLcY4cIeRZbVjObW8xMzGz29YOpX+ojf+Vnv8dOv3Ltr66nQS/X8O8Pu++VssrO3krq9964eOnet+9ONf3Tu9dWqN975W4Gufil+h3VeEkSSKBVEs0FIgpXLAFiClyJZng6csgbZUtWB1oFhuTfDZB+o8/lKX265Z48NvWeO63S2m0ipJEtAbVOj2PfqhJooVcSJJUklqBMYKBBYpLIFvqFUSAj/C90LOLIfc9ZTk8GmfY6cnUCZg9yafy3cqbrisjQoWefFIgy3jNa7cBbMzq6y0m1y1RZIYyzeeDAh7kvF6wttvGvDVB2NOnmtw6cUeZ9cG7D3qsW3jBNfsXOSRFzo8ulcQRj6X7Zzksm0Bl23tcOTsCofPwJP7axw6WqemBYGW1ANLxQMpnWtgrbtZkxSiBKJU0A0F7YGgHUNkEowd8JpL2nz4rW1ef1XKpsmAwWCM5VaFTjegO/Dp9TXdgaI/UPRCQW8g6YfZqhClRLEhTtwKGEaW7sCw2IK5jmDjxFnC5a9sOHdu6aOdaEPy1Hfu+fjj+8/wUz/8Q397Af7I/Z/n4Wf/iBuvfPcP7jt85te/8dD8+P6jgh0bYazexpoKxoLn+fQGikGkCCOBjgRKCZRU7lkZtErxtMDXBt+zBJ6l5qeMVwSd0GO1PcHnH2py//MDNk70+OCbWly2bcCg3+XKnZZts4ow9khTRWokNge3NHg65cS85dg5wVrf8JVHapxZmsBGHhMVxeYpzY5Zza4tcOXuNkYu8TtfrbOyMsbNl2mu3N3ivucFIvHYMCGp1xJ6sY+0EqxEaZ/WQDC/IrjC1njTDR2+80yVzdM+N185yY+8e4k/uLvDkwfqdAcey2sNdm6ucummHjft6fC+N3SYW1nhK48ELPcCTpz1OHPGx1MCKV2iy1hLaiA2ljQxTEzFXH1FjzCMuWxbyPvfFLJhTDHZCIjjCmcXK/T6Pr3QrXL9gaI3cHKkHwr6oWAQ4laCMCWMDFFsstXB0o8s7R7MdwSdQYIWKY1ghRcPPjJ9pr3916tjO+OOefFPfvf3P8uP/8gH/vYB/H//tU/xuu/dIb76R9/3gcNHz/7u3Q/M1+ZXnIaWCvwgpJH2iWL3kbTSeMqilSwdYvisBZ5O8bXA9wwVz1KNLbXIMlZJmagKepGkE9U5drrOL//JJJgEkSTccHWPnbMRSQLGGqx1SRwpBFIJtOdz4KTPvsMV6hVNw5dM1wQzU5INk5rNM4odm1Iu3bFGKpb5v77Y5MTJcW7e43HZRSn9pMNjLwaMVz2mxizjjYha1UkhYyStgWKla1lupbS6VV535RpP7eux/6RivFnhpivG+fH3LPMbX4JnDtfp9i1rHc38SpPZ6RobJgbsmBrwv3ygR7PW4oVjcOCUxPMsSlmEMIB1/7OQJHDRbMptVyWksUecBFhbYxB5nFvy6YduRRtEqpBv/UgwCAWDyLF2GDnWDiMzPDJwDyJLL4S1vmR5ICGOsNaSGo9NU5Y0OT1+dqXyu5s3Xp18+Afrn33brf/Z7rzyI397AL58/LeZ3NFS1+9+7s5nXp7/eEMdqbzp2nEe2xtz8JzFGBA6oVoZUI88rHUaWCmL1gpPq0xvSzztNKfvKUJPEkaGIEoJY0s1NoSxIYoszQTC2BAmECWCQSwJ04A4rbD/cJ3n90NqLQ7aTvp4Enzlaj4aAVy5CZpVGKtLJhqKqXHNhknYPhuyaWaN2K7wf31xjCNHx7h+l2LXVsnurat8e2/C/PIYN+yUTDQNFb9PIAOsEiSpRFhLkkasdivML3tcf1mVa/d0eOSZChsnBLVKg+v3GH76zmV+/UuGvWcarHUNax3F4qpmerzORLPKRHOMZi1mph6z4/qIwEvwdIJSKVK4YMLibqo4ViwsauJEESeKKFaEcfYcScJYEkaSQSQJI+EC1EgQRjYDsxmydlTS9TH0Q0E3gpVQ0I4NDRMhpUHrhFPzVR59waMX7629fUP/43/0SWN+9aubv/jPfvGT6a/+7A/8zQf4pz/9Bb7y0Jiabp5+f10f/sPZ2lzF8xXbNwwYG+tx9GyEZ3sIleDpiFpl4OSCsChp8ZTF0xZPKTzP4kUS3xPuIniC0FdEsQN6HFuiJHWuSFI6UkhSS5oaUoPT24YC3EKAkqAleB4EWlAJBLVAUq8pxmqSiTHBhsmEHbM9GvU1vvidiAdfnGRtqcnV2xU7Nnlcsm1AKtb4xpM16p5mZkLRqA148Qiu436bpRcqrrkk5urdlnNnUxZXffqDGu+4scPDL/Q5dEZRr0oCv8lVuwz/7oeWeWBvn68+MM1y27JjQ8pqSzPeVIzVPRo1j3rVUgkMgW8IdIpWTmrJrKXcWlzCyggSI0lSQZII4kQSJYI4loSxc15c3GOJIghjp7OjEnGEic0A7lyafiTox4JWJFiJBFESI2yKlCGn11rc/dQkx0/CjlnJl+45VZnc7P/RP3u39/eu2z31uXd97XPp27/r/X+zAf7Bt83Lbvfsh779+Np/Ord4tPKu14UMQh+tYl57/SqpDHngWUUYGpr1AalRWASyYPAUT2s8rQkixcBzTBN6ksh3QWgYiyxghCiWzkFIhrZfkhrS1LkLqc2ckswtEUJkvrqTPb4WBL6kEkjqVUGzZhlvGDZOhsxMdEjsGp99WPIHd0+xoVLh6u2C7Zs8Ltps2LFplS8+ZllZqXDZrGKiCY1azPxxycJqgL8TwlgwMyYZH4dDxyyrbcO5pQqXXFThjhs63PVQhakGBL6PkuNctVvw99+1gCcX+NNHJnj5TIWN7ZgN4wljdUWjqqhVJdVAE/gQeKC1c5hyx6kAOe7GTg2kqSBJyYAOceoSWnGcOlKIDVH+HJvMdsxdGRjEECaCXiToxJLVBHpRCuGAYCxBSMPHviT443ssM5OWI4t12jHcFp6o1JX63W+9oHSUep/E8czfTID/wm9+mf/jT9IfqpjHfvXimcPNGy5P0LrDmG8x1vDtFyyP7/N49PmAj33R8I/e32esbgm0oSVTlErxtJcdKZGn8SMnTaLYpdJzpyVKnP8bJ5IkgTiFNHVOgjEu4DLGYnMfEMfcQrgAViuBpx1AKgHUKoZGNWG8kTAz3md6Yo3v7I/4o3uqHDg2zkVjHrtnYeusz9aNcOn2Nr2kzRP7mlSVx8yEYrwB442QibEE39cI4W6ufuiz0o5Z61la3YSFVZ/tsw1uuWyBe57sceBMk1oQ4ykfIcbYvUXxd9+yxGsuXeCP7mnwxEvjLHc1G5oJ47WEWkVSrSgCTxB4Es9zsYpSZPahQ7kFrHWSMAd6kppsdcusxcSQpA7cSQxRYodH7FyZQSIYxIJeLGgngnYCYT/Gxj2mam1+9M5Vbrsmot/vc+TMAk8cbtJJFAjJS8cFSfxc8/veufB/vf+t1/q//tN/8gfTO37wbx7Au50OUskf+60/+MIvfvxLy1PT01U2TMXEqYckJU0tzx7yOHzax6aWX/10lX1HO3z3G7q86bouG6ci2p0q/TDI0u4eYaQJfGfv5QCPY0mUuGU3TjJPOyWz/siYW2IsQ3C7JGXG3KCVS5j4nqXiG6qVhEYlYaIZsmm6zXyrx29+xeMbT02yslrn4hnB9g2CLRt8tm4Q7Nw8QPtrfOpBzdFTdfZslEw0JGN1t1SfWbQEWiKFS45EsWbHhjZPktLuKVbblvmVKnu2Vnjfm1p87j6f4/MBno4RwsPYOnEiuWHnKjt+oM03nunxiW9M8vTxOlsmBNP1lHolpeILAk/gey5W0QoXOEtRFB1Z3E1mLM5pSR3gc5AnqZN0DuwQpa7WJcqTR4mgn0AnkXRi6MeGtBeydbrFG69f43ve2OO7bopo1BQ/9M6Y112zxLMHO8SpxFpFlHhsHFdsHD89deL01R+9/Po7Vavd/thY868mGfRXAnBrlwHzI3uff/QXw7VDG3bNVDi2ELDvKLRDQZg4+8oKEFXHqq045lP313nghQ7XX9blB97S47tubjM9FtIbVOhHPoHnESUeUayLQClJFHEqSRJJnAqSRGZJIjHU2kZQqBLrmDtPFqksWeR7hsBPqQYJjWrI9HiXftznvhctn/72GE+8NM6E73HVFsumScnGKZ/NM5KtGyN2bVnlheN9vvLwDGNKMzMmaNYFzVpMq5dy92MVGr5FCAesfqh5z20hX3vc0OpZWl3Dwqpm64YG731tlyf2d9h3yKceJCgpHMhNjUHktP7fvaPFnk0LfOqBNo++PM7J1SqzTcFYxVLzDRVt8D3QSqCku5Edk0NeX2cyqWbMcIVLMqA7goA4FcRpBuxUMEgEvUTQSSGMDEkUUa92ee/bVvmBt7S5/tKU2UlJFNZptzXWKjZNCL7rFkGaOFu2FwYsrtY5cqrGyYUjG44vPfKLt732jebYmfbv79zylw/yv1SAW7vE08+lnJ33PnL40AO/0pq7Z6ruw9YNHkpGTNYsrb6lG7slLkoFoYHICAZaE/kVTrcD5h6v8/iLPT53VYf3v7nH229bY3LMJ4oCwtgjij3iRBNnQE9SRZJmCZt0CHBjM+Y2w6JJIWwWVLo6Dq0NvpcS+DHVIKJR7ZPS51vPSP7k/nFeOjaGiAMumrBsGrdMjytmJn1mpyWbZ2K2z7Y5tdjht75aJwmrbN0qGG9omnVo1mKEF9Hu1xlvWIQQWAtxIpkMFIlJ6MQ+nV7KaltxZrHKFbsa/MR3r/HRTwacWKyjVZzdGJokqTCIJLNTATdc3ObqXV32njjDp79d5Z6nx5lrVakHioYPdc/ia4unQEuXzhditHzUANa4my41gtRCkmWQ41QQpS5J1E8F/RT6iSVJEkwcMlXp8443r/HBN7d5/VUJ41VNnNRYa/nEiSZJNUmqSFNJnGii2KM/0LR7PktrAWcWNfuOLPH0kXs2TE7aX3nL616bWHv2Px85VeHi7RN/PQEexx1ec131e44e/M5vPPjAQ01NQq1SoV4TjA8U1roIvxIaBrFj8ihjiUEK/VQwUAGD1GMhrPKnT9R5cG+Pm+7t8j99X4fLt7fZMK5o1jRR7BMlHkkyBHmaA9xIjJVY6ySBLQJKkMJkaX5nYwV+gqci2v2YxXbMf/xihWMLEzyzbxxrfKaqgg3TlukxwVRTMTXusXFKMjuVsGWmx9T4Kt941vD0y+NcvVUw0ZA0apJmzVCvRggvJAg0Wrnfby2kqaQfavqDmMQIOn1Dp2tZaXucW25y66VdbrlijU/dW6G6otAydoC0miT1iWJJP/SYHq/wmt1dXnNxlyffOMeJRckf3TPOwlqN08sBvpLUPYGfyzDpAs+CyHOpgmPyxAoSA7ERhCkMEoiMhTSBJEaqkM0Tfa7e4a7HjZenNKuaJKnT6vqEsZ9dDwduFw85STmINN2Bpt3VrLQ1nR5orZjyujz28P1TSyv6N17zmhtWB/3eV/4yMfmXBvADB47jeTvU3Xf/1sUL83ub22a6xPEUax2Fry3VqiJOLWBQ0mneIAta4tRSTQW11LqlMJX0tAP6clTlnqfH+M7LfepByN97Z4utUwkXbe5z65UdtHAtYkI4ueKykq5W2toSc2MR0qKE88wtCciEvcckT+3X3PVEg70nG0RJjYZWzFQtk3XLRM06H7ypmRzTTI0LZicTNs/02TSzyoMvhfzOXRvYNK6ZaUKzrmjWBY1aQjUI+c5Bd3G9ugOVtYIokVS04ro9fR5/cdwVPvVT1toeS2sB80sT/MS75jm9tMzjz83gSUDEGMgA4xFGkm5fM9GoMN6sc8ueHm+8uscP3L7I/lOGrz1R4Yn9VQ4erZMITRgqerFCCYkQYl3gmeUErCExFmsMnkgZ8yMqxNxyfZedmwZsnY758NtDqr6kXvWIohqtjkecEU2UaCcZk1w65hauSyL1Bop2T9HtC6LE4GtodRSPvbBAK7qrmcRHL/7B9/+oOnH8aLrjol1/fQBu0ydBxn576eEf7vdqv/rAYwlvvQnGajG9gRtcE3jOejPGusSKxCVvEpvZVOCnUMnAXs9YfeB5DFKPXlqh00n5lU9NYJOYjTMDrtg+YGos4f139Nm+ISKORaa3JZSYm0x/SmkQUvD5B6q8cKSO0JoTczXOzNeoVBVjgWC8bmlWDM0KNKqCsZqi2VBMNDRT4zA9nrBxasCWDW1Su8bnH27S79a5ZKulWVM0apJG1dCoJHhexDcerxD2JN4GN+k0lyj1quIdN/V56FlDN5R0+yntnmatozm3XOPynQ3e//o2z+ytcWKlgZIGiDO97BGnijB2iZnuQNPq+jSqNerVkMu3Drj50gGnFlocP7uG9lKeP6r53LdrCKUcuMW6uavWAAasJY5SdmxM+OAdfaabKZfusGycgjTxCKMGSeK6ppJYE6c5WztQ5zGRC/gzgMeKMJR0Q0l/4JJIuZW73DYEVcWOiQ4i8X/1k3/6ZK82tv0PPnP3S9EH33XVXw+AP/fsaZAre2x86Dc31++T73vTBqxtEMbCJWe0QGuJ70nS1GKtKZIrsbLEyrG4C26Ei+SNpZYKYmMzrS4JU0lkPGIDi90m337BYEn58hMxQqTuIll3kSAzS5wXiBAKISRSKZJYI43G05JGADtnLHXPUAsMtQBqgaBelTSqTg6NNSQTTZgaS5iZCNk80yFllf/4hQqPvLiB3VMwUcvYuyZpVBNq1Yh6rU+1WiNQEiUzDY6TA3HsMegL+mFKJ1R0B4ZO37iWubrP6fkxXndFyE9/YJ5f+5zm5FqAEAZrY0xqiROPKJYMQlfG2uhr6hWfWrVCLahRCWIa1YgbLonwvZgbL0n48Jt7aJVkSSCDEHZUlGeSzhiJEJLAU4DPINQsr2pXt5PmMU8mCxPpgvxUkWSFa3EqSTJ3K86s3DCSDEKXUMorHePEJfL6XY/P3yc5vXa//OEPhL9501WrD68l/Zf+MrD53wzwb9/7ZZqVieq3Hz9854NP7RPbNsGtl82zaaLK4so4yy33Kxxju/JOl6nMbLo0yyCmtoji09SVySZm+DP3Pov0jSAyksRKUqOJjev8MSWPG0pZSgFaCPd7FFSqloq2VFRK4EGgoeJbqoGg6ktqVUmtoh3A64LxhmGymTA1HrJhssvmDcv8zl2GT9yzkW3jiumG62xp1BT1GtSqKY1qzNllw5GzARXflR5AXuknGESanbOG2ekB7YFPf2AzFpesdTSNaoVGbZwPv3mBo2fP8btf2YKWGoshNSmJscSJJowU/cgVRfUqktpAUw08qkFKq+NiDN9L8XSK56Vo6RolpHTpfJEdrnRFACIDuaBlsipL4+KaNJUYI0nMMN5JUpE9ZxnSHOCJc7ScvSiIsurQOHU3ONaV9nZDONtO2DjT53te32NL5WmxMi/uTPVlRz71mS/3P/TB7311AT7f7vr96Ny/vGzL0X/57HNC3v3gRu55osMd10Vcvs0QxZI0dXBTyjG5tRSpeJVYEmlJjWNuZ1dlxfN51s248s8izZ5VyjkvVxSBUllzQ1477gIrLY1r71LOWfCUcHGA57KXlUBS8SXVQFGtKBpVSaNmGaunjDcSJpsh0xM9tm9c5omDIZ96YDMTlYCNDUOzJhy4q5J6xVCvJDRqIU8cgOf317h4xma6d5g274eKGy+1XLK9z5MvjdMLLf1BSrevM5B71CpVqpVxvv8NKzx/cIHH982CVRiTunLYxJLEtqgn6Yea2sBSrSgqviHwPQI/JdAmywi7EmOlXMOIlK40GGERDPXcMDh3JcQmd6RMbr+WrNjMtUqMKIFdDMsB8gaMOE++uXOglFvRpycTbrtpjTdfF1KRkzz0bCCff/LMv/2et0p/947qLwDRqwbw1dZAdru9n/u13/qdf9pvH/XnV5psaAScWWnwrccN7TWPDRMOiABKuAwbGcClcCdZlwGdZpZVkX3EsXMGcpNl4vJkhbWWUuZ9ZMXNU9V5QkfJLGOpKBVtufgg8BWVQFENBLWqoFG1NGspY/WE8UbI1FifzTOrPH6gz8/94UZOnh5n17RhvAbNqqJeVdQrUK+kVCsxvjegNbAoqfCURZamtLqbWRInPs1qTC8x9EK3P09vkNLpSVpVRa0TUAkaXDQb8+9+uMX/9nHJY/s2YlEYa0hTQ5ImRInJnApFP5BUQ0XFlwS+JfAVgTZOKmYtbko5J0lKi8pkihB2tAM9S+3bjERsVsuSZoBPzfDZXTNZXLsC4LnkTBxzu+pNJxs9LZka97h8Cm65ukrVqzO3WGfH5hWMPOVvGZf/4rprfsoz8eBfS+8v3tv5Fwa4tUtY2/6FY/vu/5+7y4uVvccmSRPDZN2yaxY8pYkiQbdv8LTMaj4EGhBId3KlQaVkQBYZyG2RRjaFRwvWWNdFnpWAlg/WATyT3UMZJBy4lXJ2mc5a0TwtCXw3AKgSuJEM1cBSrxgatZRmLWasETHZ7LN5Zo3H9/f43/5gmgMnJ9kx6RyWRlVSr0nH3lVLrZJSq8TEacQf39tAKoUnLUoMbUJjRbake/zdt63yzacjOlFALwN4t6/odBWtQFPxAwKvyaXbEv79jy7zb/5A8OhLGzFWkhqXVo8TV2gWRoaw4spdg0BQ8QSB7zKbvrZFxlYrg1TOG3ckUwL4MOUJZCSCyyU4tyUL5A3DZJoFkzF6YtzrpFzvklLKKmfAUzm5+Jycm8TTBk8btsx4TI9Nsffl5cqB+Yf+yVvefLs4drb9szs3/cWSQH9hgN/78FGstbc8/eQj1V1bQmwS0OqmCOHYMfAFFX9oSQkBSgmEdIVU0tgMdDmoLSZ1xVB5di1vv3JAF66OIgd1fuLXfa4c4HkNRp7Jy9lb67zuROJ50tVv+IJK4Gae1IKUetWBu1mPGG/2mRlv8cT+Hj/3+5PsPTHN1gnBVL0kTSqaesXVr1QrCdUgwvNCzixP4CmBkiaz5YZBZppKkkSxacKSJDHtuEI/tAxCQ3+Q0hlIqj1FxffwvQqeHuOyrQn//kcW+Ve/B4+/vIHUSAfw1BInacbkhjAwVCLJwFeFBPM88LSTaK5OxaIlmUwBkT1fAONOrpAlhRBFcshkyaE8W1yu1EzTkrwsSMwWpJSXLXQHAmMVFU/ie5ZWd4LVtuDlk222xt+qNsTGW+R/w44TfyGA3333N9kxpWv/+3/8sr/vZIzvweWzlrGGaysrAKQlWssiyZGnqo0RKANWlVjbOpYelSG2ALrN5Uj++hU+mxTDIiops/a2DNxKyqxRIpcnUPEg8A3ViqUaOP1cq8Y0axHj9T7TEy2ePjTg33xsghdPzLB5XDFTN4xVBY2KpFZR1KqCasXdHC7VH/H4PkF34FNRZDeZu8nzJoTUCOJEU68obr2ywxN7m/RiJ1P6YUqvr+gEisBX+J6f6edxLt9m+KUfX+Bnfhse3beB2EhiY7Jm6WEPZuhLAt849vaGdfRa5QeZTBnKOJlleS8E8jwpZHOAZ4BPs0xxebUtF3O5WGlIWvmKKwVY4f69NBWEee2MtPie4ftuH1ANIg69cLdvxt5fe/ihe3uvf8Nb/+oBvv/gKWY3bR2/5+tf/K1Nk8kbbCTRSlMNJJVAoZVAKtAybzMb9grmJ8wUdhQYJVwJ63rWLgHaFMAeniAy7V1cDOEKioTMwJ1JIlUA3K0gnnZM5nu4TiA/K7AKUqqZvGhUQ8YafSYabZ47HPJvPjbB88c3MDuumakZxqpQrwjqVUWtqqgV7J1SCRIatQEPPu+z1qowMTFMkxff32Td76liw5Tizdd2efAp47poIlMCuaTiSSqextM+WleR0nD5Nssv/vgCP/PblkcPbCA2mjirAHRlr47Jg1gW1YV+Rjaedj2uSufnhuLz5TdhLlVEXpXGMCG0/jClZ2NKz8XKa0vMbUfqgRKT6XPlPkuOm1pFcuz0DAKD8NQbduw+/Htve/v3/OTK4sm1yZntf7UAJz7J8tmzP7O2cuxDVdVmz3bXRymlyI4hIwiy53Vea7kGIl/eckckLwAagvsVmDtDep6RK7S3zCvohro7rxjUClefoS2e5xqLK76h4qdUKwm1Sky9EtKoDZgca/HMwZB/+dvTPHd0IxvGPTbUUsZqNgN3xt4VSTVw7F8JEmpBRGJCOlGAUBIvZ/BCg4uM6bICsdij7g9cuUBUYSIH+SCl5zsGD3yZ1cTnG9BarrrI8tGfnOef/yfDo/s3EhtNmAqiNGsCjgWV2BB4Ft9zvas6izu0yslHZucn68rPn0uFWcWNWY511oG7IKESMQ3l5ShJlZfePEbKZWx+3do9weKqc26SeIludPRDjcnnjyRJ/K/+a+H6XwXwQ4dPMz6xZcejD//a1dumDzFd1ax1XEYtSbNaa1tKsAwJYPQk2aFUsXkQed4JEyWmECN/tzjVOWuXg8p8uc06dFQWTGmddQdlRUh59WDFSzPdHFOthEw0e4zVOzy+L+Fnf2eaZ49uZGZMM1NNGatYGhm4qxVnJ+bgrgYpFT+hWY/Yd9zywDN1fCnxlCkuYv7Il/I4VSRG86YbYi7e1eXIySozNYo+x0GY0htkLKwVWnvOWpXOu75yB/zS31/iX/224eG9MwziqkuGJZZaVsMdeDiQ63z1MkVvq1RpscIpKUoAFyWQc55eGYLcjgK8tNLmkrMsL4v46QKRkyj/uzirOI4ty23Ly3PH0PUHrv6pH/3HO9qrcyeaE5v/8gH+4sGzNCbGLvrGw4//h8/e3fmed1x9mtuvbrKwMkar6xHGijjJ5pmUQFkGZhGs5GAuvOzsz40Y/hmc9/fLpyavcD4P3MIiVW4LOjDovO1NW3xt8DxD4BkCP6HiJ1SCiFolZHKsx2qnx0MvwS/9ySwvHJ5mOgP3eNXSqArqFVF45c55MY69fQfwahASpSmDfoWKcjeZFKWln1yeZZ5xop2W1yFhZOnHogRwg++n+J7G8yRaKZT0CoAj4Jqdgl/6yVV+5ZMJj+6fYq7VZFCXjKeWRmKpZBMHAs9m3n/upNiCvXOpkgO8+LzZhy7jvFCI2UWxxbVaD/Yysw+veS4t8+vrAG2Kldvd+C6OaPcFZ1pwy9VzvOU69T2dhQfSxobr/kkanjiugh1/uQA/fuw4K4vVm59/4eU7v/XIKU6eqnPVRSts35SyuFqn1/cZRK4JoShXXSc9bFmCUHJFsv9uvRQpAzw/xWVVmF8EN+4hZ2+byRNbGg7kymI9bbIxE2kB7sDPwD3ZZXG1zy/+cY2vPDbDUneCmTHJTCUDd8Xp7loWWFYDSS2wGYM77V0JIiDi/ud8VmOfqYCRemzE6AqVpq75oRlo7ri+x+MHIjpxwFjW2DuIDH7oatV97QCulUVJDyFdggYLl22T/Nr/1OZrj/f5hd/fyOmlCfrjmnFf0EgMtQSC2I1e9pUbaOTlgaYURRCcP5cD9fKNWV6UC4AyZOjhtSsDfD34S+8Z1e1J1lwRxq5vYK4j2bppjX/wvW1UeIT5s/vvDNOJP07T3vG/VAZvtfs0G5VLvnX/o//43PF9XLXZ44UTE3z58Q7/5H0rzEwYWl6N/iBnclVktXIrydrcXhLDIHMdc+d9g+exdlmWZCc6Z5Y83Zy7ACoHuHKj3XSWvXM+a4rvpfheQsWPCfyYRrWP1j0efD7l9+5uctcjG4hMkw1NwXTFyRJnAeY+ucoOkTF3mb1jtA75zsvj9CLNplr+edYzeG6ruYKkiqe45fI+iXEA78eCQe6GRG7kmqvnERmLuxtZZMl1i2B6XPCh27s0gjl+/+4+D708xbm4Sq8iaSaWela96essDlE2i0syu1bm51AMa8el204gP9fr3bqypCiYuURQZVtwVH4O2b1onTMQZ+1wvUiw0JeEaY/33rbE5VurvHR4AytHTnDtTdf94z2X3/ZsHPUPeX71vx3ghw6fZG3ua/QrY5ub6ugbr97ZxZMei33DH981xaWbzvCB21sgwFMBgygHeak2u8zm2QSp4Rc9X2uX/dfiTJbtK2HXSZM8K+cqBpWkmHyVM7enXC1G4MX4fkzFi6jVBvh+jz+5R/PL/3kDRxYn8YIKsw3BZJDSDCz1AOpZh301cNnOSpYQcvUrabYSOHmy1E7pRj6+UvjSFgEmpa+S3+RpVrsRJR5Vb8DseJ+1XoN+LIqZI75n8Lw0s/lUZncqB/CRwNVVPn7P67vceMUiv/RHAz7xjRlWkjq9wKPuSZra1eAEGnxF0Qyh86RPtvLJQqoME0BlUhkVK6NAv9AKXGZuU5KleZY6zRorwgT6sWAllHQHMR96yzx/710hZ5dmOHCiwdP7WhxYfOmNO/f1Ny+vtg6tLZ9mfGrrfxvAjTHIxpsv2n/kxd954OGnuWz7Ckv9KsvPNFnpVPnjeyu89cYW43WFEAapDFpl8zdS5eRKms+yzlK+JclS3NmUNLsV54Uh7rTaIZvIPN1fAniWHZUjzJ1mIE/wtZMkgR8SeH2Ozyf87tfqfOnhKY7OT9CseUxWYCJIaQQ2S73n4JYZuGWRFKpk2jvw3Y3TrId88TuaQyeqVJRwGcPcQWGIclu60fOOl8t2wLtv7PB7X5+iW9M0Y8sgtgRRFjcog9Yym+xFCeReiVLdqrB9WvKzf6fH1TtP89t3TXL03BgrSZWep6krQS0Dui9dpaeXuUzF6pef19w+xOnzYabTnu+T5yvtOiY3XIC5C488K6BLXUtcPxG0YsHawDA7tsZH3rbGVKNCEvaZW1vidCtlV/Qk1++57Hf2XHz7Ozvd1p8rVf5MgHe6CfWa4umnn9u6d+/h3fc/aviGHONcRzFIBASaJ18e58EXOrz/9g7G5DLBRycanZiijay4oCMgF6W7XQyXu/xkFbRtR3RgDuxyPUuR+lc2a0fLC4wS17mjE4IgxNchnTTiNz/r8/tfm+XM8jhGVZkcU0z6ljHfUMuYu1ak72VWp5JJk8w7L8Dtu+xlGEccOh3QjQImgszFyZNOuSuRB1a2VJMSa5p1zc6tESoY0Ika9H1BNZv552fyysskis5dD6FeIXhVzIz1+Inv6XHnm87x+19r87ufn2KpX6evK1S0oqYFVWUJEuvYXDqpouWwvCHPcp7H5FxArqx3WBhl8jzWSkvs7cAtiAz0E0k7gXZk0HGHt1y7zGsuNfQGGt+P+e7XGV5/TUCvm3Dq+NHdQja3Xn7FNcetTRDilWH8ZwI8CeeJVW1malx9dvHsPu+KixqcnI/pdw1x1TI/UHTjGv/6Y5PMTi5wx3W90tAeg5JZzbCRmFQWdQzOHhSjrJ2/vuCmE7ZkB9oC2CPyRGZVcip1ANcpWqX4XkzFj/C9iNYg4jsvSP7kniaff3iKQdrA932mfMG4b6j7llpgqflDcFcCSRBIgkyauMRQ5kxkAPc9l/k8dtby0NM1otgjqNvzAsxiVSw0uCtFjWKF52nefGOHT32ry4HTdfoVN+8l9Cx+Al5s8CKDUtL51lIghRwO92G4IqZGkhhJLdBsHO/zz7+/x+XbQz5xT4On9o2x2K8zUD6ep6loQVVCkA9Zyu1VaZ0vXZroK0pAPw/k61yu8rXNk3v5kdcexVl73CARdFJBLzGYQZ83vWaJf/djLYStEUUBnV6VNK7RatU4Nuex/PKL3ge2XP/ZhcXWtb1ed/EvzOBzK+MyOr3/5rWz3xq7ZPsql2zTPL1f0eoJwtjQTwQDz2d+qcFn7+vwhms6VCsKhHW9jzJvPFWkSmba011Uu85ZcXd+uWizDAqLzJm8SCmbotzT6W6LVm6WilJpIUe0jml1Yx55SfCHX29yzzNjrLQayGqFRlUx7lmavqHmWWq+peqTsbZj7mrgZpNXfEHFJ6vQMxm4DYHn9LfSIQdPw5lWxSVWMn07mjgZ1s+4Psi8QEkSRZqNTcEl2/q8eDKhF3uEmaPgRzjwqTSTKKUs8brOnCLOyWzIOHX14R98c5+337TKfc92+Pg3mjy1r8lyp0ZL+nR9ja8EvhQEEtfDKd0udUoMb1IlsrLfCwF8PSWtY3FjS+l867KYsYGBEfRSQZgaTDQg0B2+/y1tNk4pOu0Kg8ijH/q0ez77jgueOTAgSSPsn35z7Ec+ePvNl1625+v8GcOD/kyAD7rnglab//SHXzlZj+M2r7s6Ybk/TnsQ4Guoa0NbSzo64GuPNPnAm3u8/ca+mzVIxqypq3gb1hSX+iXL2rt8+1/gBA5ZO3dNcmCb7DlFyRQ/dzNkzGIn4cGnNXc/0uArD42x0K4jKhW8hkdTw5jnOnmqHpnsgKovskNmJaeZ7vYFQc7eOcB1gu8nVPwIa2PufybgxNkq05MCT5pMx4pho2+J7exIuamiH3rs2Ch48/U9vvRYRDf26MeCimfxE8fiYWxLq5Qq/GqEHJEp7pDDRgXj/PZqEPLB2/u89cZlvvxwh689UuPBFxostGr0hU/f12hPoYVw28RIiSdsJrUsClGShqXvtO77XSjoNDh5kh+xEQyMm6oQpwZMCFGfO25p812vDUnjOlE2QSFK3PYzE+M9JqcG3HplTK1+pN6s3f6fWkvzlwP9/2qAr7YtcTz4we888tR42E44enaCk2dS0lRS8w3GuIbhagxd5bHQDfj8wxXe9bo1vMhtvymlJZUKJVVRMO+63cXwoOSWZHZJweOFPWVLh8l0vkFkANc6xdcxlUrMIEw5cAaOzyk+fe8YX3+qycJqHbwKuulRU5KGZ2loQ9WzVD2oeA7cFc/NJHRlprJ0iOzPbQZyU4Dc91x72pE5w4vHAvC8bJm3pRS9GLlby7rUBeGCJHVzQ67aGXLF1i77z9ToVwS1RBDEllCRWXsmY+/cTcktyKFWKXz2zIo0RmXd7h6DyKNaDfmhd4S859Y1vvl0l898q8bxuQr7z9SI1gKSQDPQGqmkS+cDOnvOmbyQLWQN3evZPAc4omDt1AoSy/AwFmtSMDGYAUQh3/eGLjN1QbfvPm8YeQxCjTGSq3ZqLt9RxddNDp6wPPPCPvzgz7YKXxHg/V5bJEn002dOHxi/bo9msunR7qbEiSu07wwsUQrewH3JOBXsPeJz6JRk58YIG+ZaXGGUdDMHbR5cypLuLq3dJUbIEzkI6/Z3yFlbmEz+pASBm6SapCnnluHeb2uOnK7ywBNVzqxWOTJXhyBA1TQVrahrS10b5yJ4bnB+xXPj2hyI80Nmh8oATqa5M3B7KYHn2NvdWBHHFmHf8RqeHLUHC4nCsB68HHSZzPlwPY0eV+zoc8mGHi8dTeglHo1YEGrwEzcTUJUALqVASDnC5DBqwxUyKO+bTBVx6hF6Ps1qxN99W8jrr25zZrXN/U/6HD0V8M1naswtV0j7HkZqYl8hpHQrRdaVL8kynozWA42wOKXiuuJz5SUdBmwGbhtDFHPxjpArd0UoKV1AaiSDUNPq+LR7miStEceCta7k+NmItWjf9Ic/9Pf+8erSmY9OTG+5kPH2ygCPlj+LSVOmK+cIJjWBL2l3Jd2BZRBa1joJC23DWt9ikgjShGPHFE8f9LhkxwCTgjQp1qpiqbQ5eyMLeXJhP9CuY+6SFFEpXpASp5ajpwQvHlXc+0SNl475vHysSjsMCKMAPB/V9AiUoKagpg3Vkg8c6LxOIy+bdXXhQSZLfF/h+zK7AexQe3tptoub0/kVP8aaiPkVSWgD11wtLbpks60j8ALkqR3td4wSD4FmZjJCqgHd2KOnhXM64mHBmFZmJAMpRSmKzYcdIbBmaM+mpcFIXqqK8RO90Gd2ImL7xpgbdoX0oz5/71iLl4773Pt4hRePVTh6skKcKAgUVroZg6ksZYNGkvnrryUliyVvCM/AnR8mhjDlxstCdu1KUdoQ+CGNasg5O8aZxYDVjqA/sPT6hk4/Ya2bcnqpU2/bxz+klProfxWD33PvvTx9cE3tPfiEGPMWuXGPotcb4+xyhVbX9f+lqeDay5a5f+8a9z1tSWSK8AyJAKoGlcYok5ImCpsKtJVYZKa9RbF8lTMgQmQ/la5uBGEQ0hJHlt7AMfrx05JP3hPQixXPvVzh8KmApa5PmPqgfVAeqqnwpaCqoKYsFYUbZ6aywiPlWNv3hEt6lMHtSfxMlgQ+BD6Za+JS5p42+F6SZURjqpWIhdWUex9t0OoETIwJdObF50VfFwrGchIrAkIjCUPF9JTi7bcO+OZTfU626vQ96WSKBi+xeHHuWWceu0ydXUh51oksfoexuvQ7HND9VJFqReIp4lQTx56zUr2Yuh/z+qsSbrk85L1vHHDwlOT5fR79SPGJe2scO+eBkPT6mjRSRUmg1QyzQVxAr+TaieyL44rGRWIQxmAGBmUtaSzoDAxh0ue+5ys88LTEt64HNYwM7Z7h3KplLYq56fIOm8efFRfvvE098vD9yetef8d/OYM36uO/uf+AuGb/qQb3PN3nJ797hR2z4yyuVTAGqkHKzi0h3/2GFt2wC9Ly7Wd9Hn02oOFDvwcz44brroqpB67ghoKxxQXudVEM52n1BM+/4LHcllQr8MQ+j68+XGEQKwax4uw5HyM0sfUwwgOtEYFGS4mvBBVpqWTADpQlUNbVgOvM89VD5vbzvswC3Crr0RQFe/uewffzAq20YG/fj1Eq4tvPKr70WAPla2e3jejvV2bw3AvPk2FxqhgMPN5zW5+vfKfNJ+4fo5tUqGc63Mt1eJwnZWzRLSSELADmfpUsaf0SwE3WAa8dk3takWiNTlIHdJWilBukP1FJuO3ShFsvjbEi5P239xjELuv4pw8HPLnPpxoIltqK51/yafdkppLWg7y0TDsgYK2lHhiuuy5iZiKl14dbr4/46H9u8O1nAlJ8VvqT1IVmz4aQii8wxrLYBr8R8i8+uMrseIXOQF9Tq078JvAT/0UMfuhkh4mpevPhb33t0u0zStm4ymov4KUjA+64LmWiESKlpVaJ8b2UyaZmx6xAVSJeOuLxv3yyzse/UMekMDZhufnamEbVYNILSqTRtSxzHda6iqde9Gm3FFJLNxPFasdMQuPmAmuQGiklnhQOzNISSIMvHRB8Bb4azuhzIBfDhgftGgHyxuMyuB3DZ2W1Xs7gaelICHSMtRFnlnyisEIwJvGztLfKqvJGsph5Rw+U4hEKZk2NIoo9JhqKbdMRvhjQTwL6iaCq3RDMvIYkT2ipop4ap4+LsI9CEhqTV+u5164YbiiNkiTN8gbKJchUQpykqNjlErRKkTJh67TJVgzD5dsHRLaP1IZWS/DUi5q1nkQVimXYKLGezQUOrPWK5ZZrI8YmDNY4e/Yj/3aClw4EWL+GqlSRDcF8y1L3nSs1iAQ37VB4zHLouE97oFRzQ+fSO9783U1r19pCjP85DJ4s0V5a/eipM0dv3zLTY9OUT5rCphlNPxpQr8Z42mXuAj9CYDDWsrAseOh5nwhFZNzS1V6Ds/f/OQUxRZHDcHmzQmDyLRfIak6FGgY5UmZWVg7qLO0syTZuzX3j0rPOOukV2dZ7FOB2bV0KPwO3rylKTB2DZyyuDX6WHfW8mCCIObVk+KNv1kH7eFIMA0xZLuY/PymSs2s+JNSBzeUMotjjw2/v8+UH+7w836CbetQStymtqwK0w04clecEGHrU+bksitlkqcArP0xRC6O1wkvdvBQvA7qSw6SZqxvPXguTDQ5K0cIibMp0zfBdrzNu+JLIHbCiKPbPojSEsdhsP1RlDW+8JuTBx2vM9cBgaceCoO82NQi0pepbzpz1+FbouRqWZIUNGw/cvrx08qNJmv7Un8vgLz1/FyD9SzYewJdtBB6p0ShpqPgxlSAm8GIqQUTFD6lWQoyf8Eefq/NbX2w4JCkNuKg7HdFmI1/tFQFOsdw6MOfdHkqAJ1xaORBOCmhJ6Tlvqi0VEmlKc1DIdmYbdtUPAS4L2RL4tmhp831TGpyT4GXs7esYKSNOnBMstisIrQkkI/JEitGvXsrUjzR1lPVxkroZ2lPNkB2zffafC+mnmkEKQSrwUouXZDo8oXCWhil0NdKpkHvSbtKuLbKIQ2lk0KkhVRKl8+3LVbGTnVQmWynM0JoVw8lY7tkgo2zzq7JBkLlfo3I0rwjNu/jdGZHSBZw/+d4ex856/MYnfAYM6CqFFJLUQj2rbTm3Yplfi0mtJTYJvQfPoPyv+El6fr7nPIB/8Z4jGCvYNr1CmMRsnmrzjpskSvpIYfC8hMCLqAQR9VqPdj/kqZd8Pn1vE2MrDuBCF4zrgI57LgA9XMJcV86weQEhkAxTxG4qFXjC4okMtJkEyF8XP8vIflgKStFg6yvhwD4CbtcY7fs50PPgMwN33v2jTSFRPO30qe/HJMR87TtV5hereGMKv1zDUXZQ1t3elDS4KZUv5EmfQegm2L7rtV2+88KAdlKhpzXVxBBl6XQlhwVRecGZEIZh51AeaA4rN511mM1UsZAq9zu1ESRKoNN8NztXy5NkQB8m00yRYJPSDBNv0iCz+Ml54sPnYW8nWRWoHd56wk37dbGXwZgE7cf8wFt7vLjf46lDsNgVtCtVYqMIU0EtcVuP4yW885Y1pscFFRWxbfIQxpy/WowA/NDee2k2Kq/73FcevfHbj6ccPRuTilWuvXiNKy9KMMbi6YRKEOJ7A86uxvzap2p87eEmh+dq2MB32rgAeBb0iCGAcziXL3xR75C9VjibLU8T5yljN99kqHFVDmxpsybnDPAlYBdzUBRZl/8FAJ4HnLnu1rkssZneHq0l970Y34s41zI8c7gK2kdn8kSXCpSKRMg6hOfNHgWTGwo/PPfE49jj+otDpsb7tFZr9BJFTYGXuO+iUuuOuAxwHMiLXyTXVWqKrI0sS7opQ2oEnhGkSpIqQ6oESQbycvFaXg4hc5BnpRKilJ/ITYIhwBkyel4JWkzRKmWls5vESIUxiusujvn1f77KVx8J+Q+fTDm5mtIzVWLj0Ukl1sBVm0P+7lt7JOFGjp+t88KhbTdu2X3T6z7zxfc88sE7335hgBsT0+3a79o+a667+TLLNbsCrByjHsRI2acShNRrA5SK+NS9mj/5+gT3PdukF1XcntfSA5kNuRSjLOy4PPtCDC++e21HAF4euZaDvFzCqfPaiKwGPC/1zOcf6qxlzVMCVXSvDIGdN9869s40t6bQ27kl6Bh7CG6vqE6MEcTc9XDAd15qIAONL4Wbv11UEA7b6IYVf+uzmaJUn5N74orUKPoDj1uv7PPu13f43bsaRGlAN5VUUkuYkK1c5ao/k8k5s+6GeiUmB6NlNpNGFOBOlUQp4xhdymy0hCmVIpdrgOwQ5NnvLZdUFFKkJEfW/1zmN0Mhg9z3370p4ie+t88lF8V84ut9Pn3PBHFYI64GaOURdX2+ct9GUtNktRUxNhlet2Hr4LuSJHnkggy+uHAGP6i//ci++/6OTOfZsyNByJSZ8YSNk1ANQoKgw3OHLJ/5do3P3j/GsdP1bDN3P3M0BF4W/CmRJTsYgrPM2MPqwIx9GIJhCPR8N4bhaIOcud0WJPn7fEwFRRvWCItn3TCeGgW3G6ewjrmznk0/a2/zdN5wkJSOmIiYz9zfJLUBqshelgPMYV9j7myMaPBsN+Kiy8lINx0qzYNNjcDjg3f0+OOvhayZmH5aoZ8KvISCxaW0yEQURWfOLlyvRWXJmhQlkAtSne01rzKQa4syTq6kytUSKSWz7LEsQD20KO0IqPMhQqMMbgvw50Av1xXlh7uBFMpo0tTD9yLefXPMVVvXuGH3gM98u8kzh8Yxqsm5ZZ9vPW2Ybg4wxlBtL3L1Vf2/833f+9YHTp0++81tWzeNArw3iAhT7+IwWtg9M36URq2GEJZGdUC91mbfyQGf/XaVLzzQ5PRynUFagYaHlMr5z1nwl48pU5msGALXjkqTkT/L2X0IelViQCnO15w56MuzPZQSQy2eVdyNDLvJhxFlY8O8Mrg9m416zmzFvIczY25dYu/Ai3jmsOTQXAWrPJSU+NJksqosUYZ39XmlpdlRVNkZUfKrHcjjxGP35pgrdnV57GCVWPn0E0Elm8arE5Gd56wLJ8l0ONLNFBn5laLE4qIkjfIGhNxdcfUuDtzD6WNDcOe1QDYrE8glCsXqMQRt+bqX34/KlfzfSITJ6msMiTRZLUrC7GTMT90Z877bl/jCA10+cf8Uh09OcTD1OdcTaCERrPGWwepuQe9iKQbfPI/Bl5bbKJXSasdsbfTZsanDqQUXrX78MwHffGoDx8806OEcA9+X+FLgF25GxtiFLLHrWLrc1+dkSjkIKydFZAFyOwT5SCG+G+QpSwyed7rkTJ7vezm6/XfG3KXhP67bngLYRbayYO4UX7vEjusKirHEfO7+GsvLVUSgne9evgnX16DkJ3nEB8/nv4zWcRfetFHEsWZ6UvKBN3d45nCTMK3QUz7V1GnxIjaRZODO1wqTeeJ5YW4mVdbpcZPNe1w/iSo1EmXyFckWrx2Q5YgWF9n3duwtLwhwKUadk4LZ11eIilHJkwe4UZzg6ZRNEzE/eWfIO287xz1Ptvm9r4/T7lU4u1BloiFJkpju2grd7uB8ibJy8jMYNE1/jhePC/70ScUXH65z4HiNbhiQ4OFVFBPK2XGeGGXr8oU9j7HF8CKPOAtivVyxI6xdAL2YvDRsii3PHCwAXrB4LlckSo8C3NfZACAv3zowy3Bqi1ek4k32Oh05tHL+/8sn4LP3NAilj5Iqy16O3ojrM5gXSl5DyUkpuSkmY/Ak1QSp5gNvG/CHX+/xwtEqsfLoSYmfmsw9EsjUls6Pde1louxB59nD0X2LykyeGtCFhWjRaT5WwjgpVPRtuhVD5I3KApJ1evw8xhZ5xWFplR5h8ZJ2l6Ngd89p0dCidZVtUwk//I6YH7hjgX0nBV96uMrBM3W+dO9+9h88R5SkowA/cWqO7Vs31X72l35954sH59h/fBPzKwG+UnhKMFUfFsBrOWTfETBn2nk9gPOLe97Pii9+fkq7DO58qc+Bs34csiwxdh5k5lObtM43ec20t1oH7jx97+WNycbNDClaxPKeziQ7YpQXceiMphP5oHQmT+y68th1Umy9izLSZL3OC8+6cYaJH03dE1y6ZcALhyJSE9A3PpXU1WzrTIMr4XZMcIml3Hs2RZA5ZHIxzHBmZSG6GGzqfqYMpNIBXmW7U0gznBCQT9dK8+7+Um9scV1lHkAOyWvkumcr+RD8JZIra/YS8N21H1qUUhou2Wz42R9IOLU44PTKPJtmN+y87U3/qvZ//txP9iYmZx3AlxfniQbtt122dcvPPPnYQTZXNJs2u73dh03B65ioDN4yO2c/LDcIl/+s3NMnyHI6XAjcYoTBZRFklodq5iBnWCOtSqAuXmdJHkXmhTtwOwAPhwJ5ZXlSZm+V9XX6ESsdw//9hQbL/Qoi8Jw8kXZkVRkOzrlgfd0o0MnGZphhT6UxskjdJ4mmWdP8w/d1uO+ZJsuhTyQ1fekkYtFeVvbD85r6TBfnZbRuwI7EWlMUvg2dFZExuC2C9Bzsbm6gLVyrtGDWDOD5GOYRF2WUxES2w0XRmZUDPMdL6X0Z/NktWUr/l7r5s/OVpO5ZJwLE7p85fOjQI0nc/3LB4FH7JbqRx0RwihsvlSytSTp9txtZnAx3VyimiuZFYa9w4YrPQhnwo2yOyL9sWaaIoWwpsWFZmuQdMgWwpUCq4fgxVQK1lhKdSRJdADzX3KYIKj1tCnB7Oq+/GGVvT8X4fsSn7/fYe6QK0kNKSTASe4xKtfzLvmI1IesSPqV2M5MxeZxqksTjqt09vuf1bf7w6xWMDuhLn0CKIumjpCAW+Qjk85lclJm81GhSrokxCpR1q4KxbgJwPtvRsbpgOFZiOIsmny/uvr/IZMZQfsjCTRldwSm9LwN69ESJkfOUT7fNa9yjRBJGkk5PcvxMRPXYKTZtkSRxNJQoyksRSlKvpWyalijlU+0lDELDIDJuq4xsD53y7O7hYJ5hSrh4WgfqUTbPWKYE9LJEGQaWOeBFIUv+fIDLIcBVqYZaZ3UpHoUU8dTQLfFKw4GGmtuxt0tuRay2DH/67QZLrQAqmXsiSsHYK0gUxLrqyeK8XcC2yy3DvFE7VcSJZqKp+O7be3zlOwOWuwGR0vRTmdmTIouDxLAZu5joO9Th1g67fkzB5sP5NDp3VlT2WmbvJaSK4ryXQV7MexfDles8Bl+/oosyK58fhK/H1PqShiTbFiVOBINI0g+h1YWzywlbxy1+TWJD91316ZOHmJiYuOiJp5786Wf3voiymommRGuP/iBlEBrC2O0gEKf5ViND/VbMoSsxe/m0rpcp7kdiVKqskyQFqDMmV4Jibl7RUV6a/V3ucHHD3RkFd76zQc7cqsTc5zF4Pm5iOHJCK5e5PHZccPBEBUOAkLpozh1WD45KrKGrMfzy5VqUIZOLkjwRhZNRtJulGqzmsh0RuzcNWN5fxaa+Y/HUyRRdcnGG7Fku9MrrsOWwBMpmbG6HPrmRorAOy7GNMu6mMZJMe+fXZUhGw3hMFKxdPGdAGK7u9jzVUW48H/HtjWsOSdMhuKNEEEaCfgj9gaHbT10PrVli54arf/qKK9/03FsPHTmuW72UyA5mjTVv9+UKU2M1wsjge4Kup+l5blZ1FBmixJCmjs2LbUYKoOcfcDi3+0LbL5SZe73LIkqgLutwWTD3KLCLZ0U2Crjsg5ePbEtrVQZ3CeTZfvVeVhqas7fK3msdo1TM1x5rcGipCv5Qnngl63JkFaIkU17hMTrSbNinasq7m+VltJFm13TEu27t8eTLNTAeSeq0uJftVCfTUamUg2040TG3DWU2H1AMg838tcxey2xVkfnhzn2arRhSZKxuGK4cRfxhS6RlR0o1hvJk3YkplRHnw/ZzCzOfc5mklMANg9DSHRh6/cRhNIb+0Xne8Lrw7YHXnY298LiuVw2+DxsmUi7f0cf3odPXtLoeWuWd28rdyYkgSUy21d9wk6g8YfBnTYPNb9ZRcA+/eNkxGWHxUlawDOyCzZUoNeGWwJ3NJxxu28H5wNbDAUHFiDdtMpAnTp6omGot4rEDii9/u05/4ENNo6XAE6PSZH2AWb6JLwjwAuQlmWLXJXwykMeJZqyhee+bBnz9Oz2eOOBj6x79NMiSbFlOoPj9Q5kwBPcQ5OUaPxd8ZjeYcmyeSqfHTYm186DeZMGlNGJoTebXSqyTaUJcQH+PnpDRIZ4l2ZavZql7TlKIYlcXP4jcrnTtbkKrm9LuWbohxLFlftXSH1jaPYtuViKUFzHdjEinOyivx7QJmF9pYEyVJFUY60AupSCWApUYUmmz4FNQ3pHB7TQ8vCPXDzwvy5Yilb3u/TC4FAVozn/tgC3zNL0sBUSqXDZr0Xo4QllnmzBpNQp0r2BrdyjlAkzfj4ijlK8/WuPlkzXwPIRUReZWrQsuhVy3KpW+eymeGrJ2Pom1lMl0IJeFFs/twijSXL494R2v7fL88Sph4pNKj75R+CnrPkvuhbOOwd2zXfdZUPnNZjBKoPJ5NVJgFUg71OPFiipBmtIsQ5PdWNmYt1fqaLpQbXyumIZNIHkBmptdmKRup7Y4hii2DKLU7WXUdy1sZ9sQYkkGgrPLlqW1lJXVFH3u+B/iac1qe43PPhhz4KTkfbcPuGTWsOz5aKXwvWz7N2QBsCQxqGxPnTQtDbSXdkSPl05lUXB0nkQpacUyWw9ZXAx1XiFNSlZhwdg5wIeTUwuJkjG3Y2xbMLUunoevvSy41Com8CNeOiH45ndq9Po+1D2kyCsHKdmDF8hi5jfwujMw7Ee1mQa2o25KOeFTKsCKYo9GI+Idt4V85cEBzx8NQPsMjMTPtLgybnPd4Xg7ECmZNSfc/Iay8FVD5tSKoXSRjs3zVSUP8o3NZEkp0SZMSRZJkQH9lWKB4ZkoJ7vWb3yQj3Yr2Dvb7j2ObbarnJPLYWxpRTFXXNzhA3e0eOFIwFcfeZRvPrMPaxL0H35lQMWHo3OKJ17eSkVLfvsLCe++JWGqqRA4gPjecERAXi2YphZpXMrWpDbTb5Qcluxk5kuQGAX5ehYvgrNiqV/H2ll6vpzNVCqrMMwqCl07V/Zal+eDrwN3dnj5FNqswF+rxB06xvNiEpty1yNVHnqpChUN0jU0e6US3tEZIaWj/OZCEqV0YQvbLrdjM0clNXIE6OHA441X9XjX63rsPVEhSTysUPSFxkspPpNIS3p45NY6n8nLQ+yVygAmHZu79wJpRKHDlXSMLnNGz1dembG4LCf+Rg2F9eDOP9bIXj8235Ywm1+YkG1HaIgTSxw7mWyBsZrijq2Kd91ao1mrsWdDwpXbVzi72nPbtjSCGaQQ7NwQMxUMSFKQ0qPT1VSyGmmtS/xTfBlBIq0LbFJLKmypOm40ObQ+SyReAeBDoA9ZW8j18qScpi8d2Y4FQ6CXDj3cBDUHtFcCde6cOMfEPSsV43sxzx2XfPb+BuDKgYVQrlQhtwZLTCnF6Pcp3c7rADZcmkd0uClpcCswqWvdc1NoVZG+t1bzwTv63PvogKeOuEkCsVH0UjGsoxdkKXxRrBelS1B8FmutY/Ey0B2xZzehxchsP58ciLn2zoGeGwP5a1NOdNmRZF75M6xn8JHxbqW9NZPU7eocp86yjrM40Fo3Q7Lu13nmgCO9KEoR0kcpj3Bg0O+6bQmloNuDU2c1ra5PYrIqNeU+QmpGp/6PXsisBjkPNoVAFtZhdgJLj5Hlar08yVk7Z/ERaTJ0K0ZAnrWmDTebshnY8wH4Q3CPsHbpOW+szaWKUgmelxCnCQ88UeXFw1XwPJAuuPSFLU2OLTG4HLU6R8l7FFq29KJogCjViIxUF6bSDU9KJWmqCSOPK3cPeOPNjsX7qWPxUPgMDOh06F7INJcIme+c2hGIucFLJVmZA06CVRZpBcrisp9WIKzACpBWFCxeAFyuv9Gz62uG56PwwEu3XXkY0kjhVw7udAjqJMlYPHHyOIqhHxqkdIy/2klpRQYjEgQWvdSKSFLBRCPk2j0xS2tjDCJFGCmi2GWJokRmlWJly6kMWUleHSZEfqHyLf9G1+ec2cpfOAd0YQuOyJNSDYoqAVvk25QMJUkZ4PnzCLhLQ/EL90SlKF0CeCZRfB1z6Kzg419vEMYe1LxMnlC0pqnyLsHlm3Z4JV9ZothRoJdlSr45V3lY6agW19QDyUfe0eOuh+ocOONuvtQoeqlyVYZplvwhczHSbCzHupXEFmAbAlzaoRZXmUaXxmKl26jKSpEBXBQySNqh9r5gsD0C8NGbnXUAz6sac3AniSkB2xAnECeWKDZECUTxcGeIc62U3dsE2zZIwtiin1r7qY2T6rn/dbz+VaYn2jTqLcLYJwzrLK3VWW0HiDCHspsJYNeDPBu/lub6auSCjcobB/KyRFm3s1fO2mVgy/XMbUvyxA4BngNb5sHlKLjz2X5DvZ29lmaovbPgMrIJX7y/znOHqq7dR2iUcJlLndVgl5uLyzKFEoP9mY8RDT60Cm3molhjHLBHQC4xRhMNPK6/pM/77ujy63/i0zcajCYWkr5xMYLMutVFmscIDuwwdFZsoUdcwIt138uqIUnJzPu2dgh+menyPOg3thRkAnkJzHo3ZUhyo/IEhjs+uJ2SnRW9HtxR4nZfixJLP7Ss9gTnOtCLY8IkZRAbNoch/+D7b/5fX3/7JX9fXzZ5bLzd7r7zT76l2H92I76Cimf40Xe22DYl6A080tQFinnaGStHZj6vn+tdvLevsFmrKL1f733LC4O73Mwry+Au9HdW0VfS3qrY6aG0EZWy6yRJXimYFuD2dMzBOcmn7qvh5q849i469/MbTZRkUxFUnR9oivKbUh3PiO415dqQ4VxBF3hmwLYSkypSlWnxVPP9b+7xpQdq7DvtgYywQjJIPTRiWBsiQORzadLScFPsuuvm3lvsUINDZhnaTIMP2dpp8MwPF5k/nt0nQghEhhlzQRZfx+CUJYotAJ6aTKJk+39GmTxxLA4rPcuOrW1+5J2dolHlxSMBx8+Yd8bfao3rOO6z0kp46UidU/N1xiruTrz74TpvuVHja9fR4ZOPJhiOH0ilIC0B02Z2UiFPSrdqIU1KF708M6ScwSyn6Idlso6ph+WyJXDLIaBzsJfB7SaymuzZ2YFKGVTJ71bKHVolpCrhq4/U2XdoqL2lyLqWig6a0QTV+gxmWYOuF2p25PVoA/KIJ16aSKWNcLUpcpjCj2LN5ReHvOd1XY58KiBKFQhNKjR9IdBpZt+RB7q5ozJi0g1D4AxtQ4nprr2VjuStdQuAsmR2cJbiF2CkA74xwxv+Qtd5/WpePiHlLU7yQZ0m1+DxcKvyOHX6XCnYvUnw5hvrXDJbQQpLoxZj0hjpD4iiLrrV1nTaPhNehe17FH42YXWiVmNlzTAzGeNrg82mKQnhfnmSSOJEnKezZH7R1nmeBchLgeX6E1GuHizqHPKmClUCuhzus67kkLkLoKsykw91t8qDSFmSJjIfauPA7nkxR88q/p8vNhlIj3yC1rBrPls9iibo0Va786yCV1In+dJcpMltqbCoVJtSSt2X61NSo0lSjyBN+Kk7u3zhgRpH5jSoOJMqHn0hULk8yfR4EWyuA3nuzVtA29JeluSmQVZUlX1uZcEag5Xrmdv9t6Z8XQsXRVxQppTPSXk/++GIacfaYeR87yR1n81XMF1XrK5UePQFmc1ut2gVsm26Rr1RQW+Z0dS0R9oNCHwPpdzAyWbVMNFMqFUSfJ0iBMSJK35PU49Qli5UdjJE6cSNfH6xnrk5z1obYfASaxe6u/R6uFWgGWHxMoPrEX8719ll/V06pJMnno5oR4bf/UqTMwuBG2AkPYSQxYChsu9dvF733crxxUgG80JAL0uVovGg3KOZs5ksjqIZQirSRLNlJuTHv6fDL33cpxW7qUfWSkKjnG2Y5p/DQlq+PkOQD//f/YnKLq4D81CiWJlnXx3glQVhrZtGlhGTtcOMpizel2pUsnPzisvayE3gmqKj2NKPLP3QeeJCQKJBdVLMHCysusFNWmXbwijJ9JREX7xtwGCqx+ZGi9RUCCOFkhbfT6kGiRvVplKEsCSpotf3SY1kratIUop6lHKwUI6UR6Lokh9aZuvCait37Qg7Kk9KweVwRzVb+N8Fk2uTMfoQ0E6OmJJUybc6SYpnrWJ0EPP5uwJ+53NNQuM5eSJUIU+KpuLSjbjeEhxmZsX5V+wCjJVf3KFVWAZ9nrK3GGOK7GaRwjduK/CKTviJ93c5eMLn97/qtDgoUiEZGNe7KVMKBh+6YTmKhrGStXl2NWdqO2Rs69hcmcxGzOzEgr3z5/z8jLzPPflh1eFo+eyonHVBrasOFcLQC2GhLWkPBLFxgayvLZ3QstZLCbQbXzeIodsPUc0BW6IQnZgWUbLK/NoCY40K11ySW3Ru2Y6TtBi4CIJGzWN+bQMrLZ9+6JohijnfRYQuzmOzC7WllTX3sJfRnidPZIm1zwN39nPH0vnPSsAuGHzI2CqzA4fPbtbgyip84b4aq2EObgfwvAfVlaRyXnJnpCCszEAXwHdZa5dXwGE2ryxPyDbJFaPgzrS4MgpjNEmqGfNT7nxLjy89UmO5o0DGYBQxTo8PQVW2C8sfcJTJVUmXq9xxyfW5dD8rdqvOGyDKQJe5ZMmAnpMBju2FdD76UL/aghikACssUmZdWRLOrMScbiV0U/fphRDoWGDXXGeTEgIrDJfu6jPV6ONXIjw/Rj9/cIJzCynfemSWPbuWmBhbRUkFEtp9wdcf8RlEAiE1KEngaXotQzyIqVfdxqTu4oqS1nplKTLilIzIkuEMlDJ7F4x5IfZeF1Tmw2kcuO0Igw8BnxbPusTeXi3hrm9XeOLFKqakvVVpJMb5zdX2PPYesQhLf3ZhEs/Ys+REFdubF3Zh2TrMgk4rUXboiyephzYJt1wV8e6bevzR13xQEQiJFYLQaNfql8E0T6HncF4vVyj74O4vlSTK8LPJzBrMgV2AOv/8ufmQ/azAQJbSN6LIogxX/gIfWSGdEjRrsH1LzGtvWCIIIpRKkRL6seJrD9fo9jVCCJSOeectMTsmxhifrtFoVtGbphVNXzL7tpBjy/A//8ZGLD5KuW6JfUc94lQihcLTkomKYOe05aKNCUJYKr7Kmnslwo4WUsl1gD5figy7T4bF8yVAl6zBHMDl10q6bm+djRiTMnNMpM0YuyRJcsdEliSKTFDSDX4/clLy8bsanOv4br9r6Qa9K8Fwx4ZXuGHPcwtegb1fSX+XR0msb0YuB5t2pOve7Z/jnt32JxvrKT/07i6PvBhwZF6CiAGFQTIQsthEqmDzPF4auQuHMqkcfCrpfiZt7onbotoQLFkZd8Ha+WtrhySWj6nMxAAy/7sZYHLMSJE3qbgNd8cbhp2bPbbPVmnW3NQDqQxJGvOWq7oMIoHWBiEiPvfgGA896fOO11s2bTToF472OLvQ5dm9CYNkirmzVXSWWbQWtk+5iyEFVJSlERjGa+7EJ4klUcPePJt9whEGv4CvLUpaVmQsXWZyVboBRsG9DuTFjOycyfMRY24bDFVO6OTjgFWCkilaOmni+zFhavitTzd56JmqK7yRbrailNJ17Yjh/JVh1Zw9P8C8AJOXcX5eTLUuIVY4GRl4Rstny2W0rt3M5I5KakikRiWaN94Q8fc/2ObnfssnTKRrRDWSJHNVpClbdg7keVmt+2CuJS3/kKr4cKLQ3NZm3fUMLWEpss+dXUdbkim5bHNJI/fnRgLGgdwKi7DDEyhFXnbhPr4QsNbRQJNaNchMD3eXTDUF5AGvinnba1JuufQcl+xepN5Q6HDg0e8GzJ9tMFYPuH4HSOG66aNsn8Y4cV9Yl7b+kPldmtdQrF98y0t5KTEynN0xKkdy9lbrWVxm23UIhp3d6xhcFcydbSWez7kbkSVpZgmaYXApEzw/4f6nPL70UI0w8qCqC+1dsHceA4zIk1fwecUooMvteevpuxRjFnHMKLjBqozRzWiteGok0jipkgM9STTVWsKdb+xzz0N97n1KOdswG2UdC00/X1mzTymwI3LFytxjKaXwM54t6lJkxu2Fq+I0c7HqZA4Kmd52wHc63eJKqmU+0cJS1LeUsZOTI8KZGFGs6PY9N5RIGbDO1RtkJSUmKwCrVRK2TPao+ON4uoneuSmg6QXErSq+58oGHbgt3X5Kq5tmwaQDpJ/NF1Eq67srXbDzl+z14LYXfL/eMSmCypJ7InM7MBsIM2oNrgN0yecuZlurIbh1Bm7fi1nrWu56pMaBsxUnTYQriRW59hal6bYjW1uvizHyC1Oqd/9zzXByL1wUltzoIYbgPm840DB9L6VCmhRpNHGo2TMb8+7Xd3lin08rytKvxunxCEW+D4TbNalUXzRSApplNEfI3WaVhhm7ZUDPA8/8z60QrvMzkydWZAGqFEiT/a6sjNeKrNcguznKTJkvHmkqiGL3PU22wqRG0BsoVtuaTl8SxXnPgk+a+lyyp8H4RA09Ow11XzhnSeQJBdc5sdKSHDzpilvyegRPu2GWKg8ERrJULl+2vn5kvfTIQStEyR0ps7fK34/KkvUOiiwAbM8Hd7Fhaom988BSuk55Q8p//lqV3/liAytyaVJmb4bae0RinQ/0Ue9W/NkafF2dzvleeFmmnN/KZvK0vTGYVGKk88WVNMSph1SGn3hvj8NzHr/zJU2cDEFuEIRCokwe3A0B57RDudsniyDzz5xHgxkj59nNoslFiOK9yQJUtwVkdsNYSxFRyhzZ2ToiShWo+b9bVBYK4lQgY/eXlXI3VT+UHJuDlVZCnBiX4jfQD2P8ZsysidEHTnWpeytcd+lpPD1Bb6BdlkinnFxIeGJ/jTR2sqSY2FrujcyrAF+hSEqVwD2ajSzXlYyCXWWTjMraOx/jpVUJ+Go4t1pnr0fAXUrmyJIlqGSM58ccPif50gN1ul0PqsqVK5bZu6j5HmrvcoKncIw4/zX8+UmeIYOXQF+SLOW5JcZkTC5LQJc50CVGKtI0RUo307BRT3jvm3p8/eEqh89mrJINsU6FoF/+pKLE4MrNEC/LFUvO3EPc58ydB58F0IUDaD6P0LG7LfT3SJmAzEtpbdYVJApQG1muKnTJKoc354sHvmFibMDzxwyn53085b5LN4Ik7fPW29e49CKF7kcNBr0qDTHgpivOEMWao2cVp1YMX3+2xpmVGjO1LLLNhH8+TmDYm1d6PVIvcj64C3Cuc0hkBnCRa+4SY+dz6obMbUvSo/x6qLllSZ5ImQ7ZXLrakzA23PN4nfuezaoFpXdB9i5uUCGGAeaISzQaVOe4+XMrCUcJfRTopcOYTOfmTkq2FYnT3WYoU4wkFQqVGoxQxKHmLddFvOWWPqfu9ghNFuhYCUaQoAmFy1JKU2JyMiY/L7U4rJcpQJ2xrkQUGcwRNi9kjWPo4b8zalHm584Y56kXjezF1NusAUIKEplPMTPMTPR5261tvvZklfm1CsfmPJLUcP3OlK2zNWYmxtAfePuetUefib7+pftmv/ee59dQKuXxfRVePtagpgO2jGUzRUojiXU2ydXp8IzNRamN7LxqvxI7y1FdPQQx57F1+e8M96bPfz4cyn4hcA+zlVkqXqZI5Tp1pJ/w4FM+v/wHY6RGu6IGmWlvId0+QGKYlh9l8BLI5YXZ+78giTlEds5+58kUOyJXDPnUK5f8MeICmlw6b1wYTZIYfD/lX/5wmwOnNQ8+KTF+5tVld2BsFP2SoCo3J9syqLMVRWUSI5PfDtQZmyNEySPPgS6Gf17In3K5dSZRsjryFIswxrVDGpcIcsCGRAyTQEoJ4kQSRQHvvjnifW9Y4+WTKzyxz8VQU40acTLx9SPnLl9TtfFqd2157shaT//9LzxU5aHnJknCOpuams1jMFZz27sFWmQD40UxUN4NtZSoYg5geWTDcITDSDNCCdTF9iOqbPuViqfUhYunCktQlbS3Mpnezi3Bsk2YdelkvZanVwS//PExHnm2DhXPsXd2aCWoSoqZg54cbS4+/8i0ZjEkZ3QYkcravfLpW0XDdEnKDd+LUi5gtCRgZExaacBPeWyaKIZUZq8tTE8lBNryxAs+a305vDOzMNMUsBYj8iq/O0tuYlGLWL4x192rw79bClbLLmTpX3WvStVXQzYXrO/THUmgZSSQpIp+GBDFVTZPerzpWsPuWcvZpWlOnl39oZXFZw/oq/eE1CqCoJ7wwlFD1FBsHHN7uHtaZCWqw8mtumDwdReykC7DsQ1qBLjlIim7LkM5ZGxRljFlRs/3iBEl10SWA810uGHSSDo+yRI6DuSpn/Lxr4zx5W/XsRUFImNvoYfsLYfzztfr71eyB0f2wlz/WPfjdWbBSG/iEDyj3fbrO3yMtBfW4plUkcaQCo3sp9x5e5+Xj3p89GOaKEiGABcCazSR6/tZV0o7ZPKchYfSRLhUfYb13DrEurJZlf+d3PaUznlxK5UtADr85s7JSQGRljR56iSJTPObWWTVrJIkdUFmq+vhrwXMBzU2TAxo9Vs8f9xyaslxl/743RWEFMRRzJiOmd4qaVTdBqkIsklWJgsSRMFUbv8Wl03L98QpmK4E6OJ1YeuVAXy+zj5fogwlSXnrjLJ7IkvgVmqot/N6GpkxuFQp9z0Z8Ad31xmkurQjnHZZy3LNyQWAPZy5x4gWP7+K8AJS5ZUKrrLgzq7TueW5KetLaK0Uxc9GnBXpAG6l88WNMKRGE3iGH35Xl0ef97n32QZWJE5kZF/EWEGY9Vu+kowof778vRKl93nhFXkiKCPGQnpl5IZzZtZ3heWuqmvOcAP8XeO0IBEgjEssghvhFtq80979/cCzLK15TDQ177nVonUfay16ohJgrcALFJMNN+Qx8J1jkqSw1jG0OglxkuvhbOBOzuK5FNGjA3eGHTYXYvHyfjbmPEDLkWXaMKrBTenfWB9QZkFkucZbOltQ65heCL/we2McPRNgdYm9M+fEy3xvVdLf5zE354O4FFsOL1qxCr+yIF8//Ws0o1kuvirr8VJtSuGq5BWHEiMUqcn7Yw3CaGSUsmtLwr/+0RaP/ouAziCP6oaf3KAIbXZnm3UMLodbsauCkXMmzwqjslyAzIPQkg4v17CQ17hk39iWTwDl82tZ3xCTj6VAQJQI1jqWtU5KmrpxFxVfMlavsXOLotmQpKlFf+DtUwihMUkLEy2glCoKlZQ07DsuObekMsAN5wG6GdKlCa4ynyJVavwtmoLLlt9o6v18cI+6JvkNULwWpQBzPbiLbaeHTC4zcCcp/MbnGzy7vzL0vPMjqznxhC21ow3twfXFYyMW4Yh7Yof68RX4+jwmX+ecDBsgcisuL7Sy51cbCueuuFpssU7C5JWHykkVY7n+sph/+H0t/sOnx4lSCSRD2jSCVCrClAuDPGNrk8uTzPazkFXyZZ83dxtlWaKIIfApVyK6ctzz0+BAmu/3k83gkc4qtFn2ulYxHDgZsu+EHbYRKnee5lob2TDVII5T9MXXvB3tjbE0/wTdc0+yeSogTiSBH/PQS/Dc8SYLq02mmm5/Gzd8Jw8yh/UC+fTW8jySnLW1yrXzel09zEwWk6GUKf3MFH8vB3ZZg+fT/lVhA+bvk+LQKkFXUr71eMDvf65Bq++5CFIMa06Gzskwa1kkdYpCsbwG5cLp+Vy/lhfd0cBtVHDb0bejeB8B+nC0WyFNste2rMezljYjrDtSx+bGGlevkhiaFcOPvb/L03sD7nlMQS1fKrIvbFgHcvfHXp6mLidtBAXQ8/oTld8IYlh3oko63GapflcabIdZ3PPOQn4G3UqUCKcc0mx+i6ctMxMx1166TNcmPPTCGL6vSBPLeLXNj9/xRt54yw2sttro+bWAiTGfx/bV+N1PjtOspURxivYqnF1qMK4Dds3YYrV1+jvftSzfAz7fMjsDean5V5b1t8o2F8qkicrrv2W2jdw6IJ8nUUT2OmfpfP+WPA1faj2TmTSROmH/cc3/89kmh5e9bN/7fKNa9QrszYUlCqPMPVxS/5yew/XsVErsFCBfp7uHVYaZDod1wWbO7IwUYllrhiyeSxZhnLsSG3ZPJvzUBzocP6c5dEZgdUlguUJsUiShKX2RC9h+stDhmewoQC2KeEVl946yZEOBhnU2qriJM/mlhpZk0YvBkMWVcgP5bakk5LVXerz5xjbnVtfwfEMYKUQKV11tmB7XjFUVekNDMN6AbeOScVHnxLmAfmypKMHGhmFDw1LxGQ6V1zLbrWwduPVwRNorNQH/WQFlAeaS1ZXr7HwfmGHipry19DpwF+wd4wUJ51qCX/hYky/dX8N6pXR84ZyIkvYuzTtZ73mvPyixd8klKTN6yQ0bAfwIX60DOyNgd+lqm5XnjabxHaiFzUchyyxV/f+2995xllzlmf/3nFPpxs4905M0UdJIM8oBBSQRhGQQwSAWvF4vXu+Cvdher7ENtrHX4WcweNc2sLs29hoTjI3BYIRElhAgBEgIZSGNRtKMZjSpJ3a8qarO2T/OqXBvt4SIAvZXn8+dG/p2z71VT731nPd93ueVCBfF7WNpKWhqSPDwpeZll7eZ60re9JeKw7MCwoyPu01aUVNXunK5EPYEcxREZwvMXDFoFYk5kKWjLcYmEbKKv3S0RebfpRThy1crVdoXwuRBUElB6ok8g3L4RI0xI1g72sb3E3qxzyN7AqaPN/AbAb1uhNeoegw1oumRYe/GU7eMXtl5cIagLgl9QzWEWiSoRpIokPi+xPfc2GsPQi+bmFA2tiwvMM3AonApNREuMvcBPfuZMPRN15W6iOIO1GWKIl3GxPLulB6aT329xs3frFrerVSeMckzJxk1kcXiMi/FlyM4S8EtS8DOq5cDkTtfYy53FS5rUcqgpqTJKPHwJTJaZ8CjtSAV1mXMNkxop66TaKNsxVNKpJGkiYfyDM8/r8OLLm7xj5+V9BJhy7amBHRnJNQVDsTONVgL25SsZRHNLcOxjcYya4zIKJ4RRdXakDco22ps4TtulOmzISlOel3sbynpxgKvJ/E7CiV9Ul1joRUSBQmGhMV4hNkFeeMqoulOr41657vexXkXnTfr+3r22Gz3Z3bvmWasoWhUBbWKpBZJqpGkEnlUQkUUCqIAwsAQBOXZ7m7mTdmWODPeGSzYZHRFldN9/QrBXBpbElEVaUFdpAfzTEoRvT0vIZUpN9xa4f/72yaPT4dFE4Ms7oUUhBIiaZzfoJsm15fqLJsLZaV7dxnOnbaygyjz53mF1y3IrV5HLhGiCbnM8yX0qP9KkqcvM+kxxRgRsWRRXEw+yxbBRhtGGgmnbkrYd1jx6F4PXdJjF5kg2/+TZlS5T1FWmvPTt6awJ0o2EKHcrdSnf3c/0/ljMUDbiu76wYghKFKkqZbEie1sMqZLUFtPzwy94cCBnd8459zL7IyetNcjUaBMwkhdMj6k8tJ8GEiiUBXgDiHyDUGQATtzcNUor+iu6dNsl/PYgj6OndORbGTcQEQXpcxJ/noevdMSTSly316Qsu+o4r3X1di5K4RaxrezCK6Wjd6D2ZHlsiX5LS/Tu4Wl6Nd9D0bzcoPBcgG9OMh6WdmsNdwp3pdHc511rhd8XJp+QZYwCm0MQnukwiBQxF3NKRtjfv6nF/jmtwL2HHGXKZ3dF1cmIxU912KWOrqihdXnKMexlcgWm6WIbopslDD2d5UgNw1KnYLUmuxbd2JlRK4KLAYrFNP+3OUF6wQmSRJB25PMtxT1MKQyZJAqAZ0AbgjVupNOgqNW7gAARfZJREFUJ4wqnNGRqO4heolgfkGDgChQRA7cldBG7si3ETtwntvKRevCm0QvpSTS5mUzgA9Ots0jkwNyueRcTg9KB2hLVQpwS5k4apJwYl7yrn9scMs9EVRcHV0M5L3dVbmsOekbhUc/RRkEuiyBuODghlKH4bfdyotLStSkXwNSXnw6qiCKKmbWSaOdjZpNHxY8XGuNEHbhaLMSyoJcG9KW4fIzu/zqz87zJ3/fZKYl8uxJllXJwG6EJHHpOq0tWAMH5lRYV9vUmGLMo3B6c2HNoSyojX2cLTyFHTrbJ33Qxs3otD/zc6Brd1JnWSWZp0uFgJkFTbdb5fnP3cSZZ2yn1W4XAN+8fiWjkytvqiefeftUtfWmm74B3RMVGjVFJVJUQkE1Mo6aaEJHRwLnt130PvYLofoXkQWoRQ7s7BKqHcfSpUtqEclFXwTP7tOBSG6rlR1p+Jvr6rznY3UWytVKWVQscZEkyKM3fdz7yaqXeaSGPi6ec/Dy/VI6/uQgL9+XAE/58t7HxfsHt+ZRO1tgZmB3r0np+K7rVM+zK4mm7se89hULHD4h+Z8fbNIugdqSZfcchUFitKQrrL1KIgUBBs/Y51lEz5uRhegLHFKXJdWZwM6qGcuyak9Cog1eaucAZZNE0lTkdm5aKwx2xE6zpunGi9z+iMecOPb2573glJump48UAJ9cMcW7//a3WoEnH//Wbsm9D6asGjaEvqQaCWoVYwHua4Igm+Peb2aZp/hUphnpXzjmM8vLwqCBaC76wF2APF+ICu0oSxG983SgSsAzPPRowD/fVGU+UVYlKMrR25JcCQOKQVMcBCflXbZS+SSgLoO/D+wFQfk2IM+yJKXXTImXOjDL3OJNULZczoyChOynJ1LIPIqTVzwlQii0q3YmiaEeJrz6eS1uvC3k3kdEkVDJI7lLj7jCu0ESG0GCVfn5AjxTqgC7ppdi3wrXh2uZewZ2NQh2p3mKJajUOHm2dbKKU9w4SzuMKuP4nucx7sPF2zusWeNxorPv8bf+5e+23vyGPy0ADrB6089Sq1a4d/dXUPpOxoc8mnXBUN1Qr2iiMCXyi3F71ji+lCVxC8GCR/ePYbZfrARiuXRkczHGueDfeSTP+XhBUbKijpQJytfcvyvg9W8f5oFHQ4yfFXOUi9oZ/xaOmhSLxqUjAAdFVU/Cx/tIdrlkXyD8qaBtljwoFXoGKIpTObksiu1pNE4yK7MTwFU17evS8e6MhztTSyHdYlMitESgED3N9s0xf/WmWV77VsEDj0Xgp/2fTRusrtWzhFpIjBbEWNpi5bOWoOUGSbgoDqWqsMizUsodeyX6I7sShUpTZRXyxNCVECQQJmlurQxw1Fc0ayEvfPZprN54GUncYQnAt20aoVqtsO+UGmI+YOW4YqSpaVRTqlFK5KcO3KnLiKR9KcCcJ2fgHYjIfWCmf2WftTX1/6zQU2Q0ZpCeSJEiRIryNQta8u7rqtz7YEjqlReT5cciX1j2R++lgBZuZ/e/1j+ZgvLrGZoHU4VP1fmwnNx0OTUh/VPs3F7q06hkFCajK6YcxTNtihFIIzHaOJ6uEMZqsFVqOGtrl1966SK//Q6PhcShI6cosnTKKXtzbj5aCzROFEXGvwsg2yonfc/7flYKIuXGEiWyrJbI5zD5sR0JGfqaTs8Z4aeGTsdnZGqcsXVTdLrtfL/mAB8fUUSR/9j2kyu7vG51Y6BaDDVSosAaVvqZK2tfscXk4BMyW5iZPDkvsucZuHE/K78vf08Ryek7GRw1KUdwoREiRcgUz09pacF7r6vx0ZurdFU5YkvKFUvhonfhUEVhhlO6VD6pUrD0sxzPfRG99HpZ6/xUUXyZdFouKx2I3jovkpQWnhlN0S4Vmb+PPJUmtERKnXcDCWMQRiK0zagIDCI1hCLh2ue22LHX473X1ViMsdFAJ/ZKaHDRW2N1rYrcmw17b4AUu7DM9kbeAUXh/lV0RQm3GC2DX/SBXznpsicNvrQSEV/aBEe4oDk+22V0uML6Y9GuXhI8ttiJlwK8MbSGW7/y6RsR9X9auyb4vZrcTaViqASaKLRHIU4z2aMuReYCoGQgzo4yxTTb7PUMwPlbRGnqQA4qXQCeIlVoF6NZ5Lbcf6Enee+nqrz17xocmQmszkSWojcZ0G1E8bF6k/wyWqYo5P0uNhGVH5hluHcJ6OWt/J6nvZn+x30LTopyfTlFmHPyLIVIAWipLfeWosi0aJ1lUZxGRsjiamkkwvmrrBjVvPk/zoOB932yxkLsUh629d3tDWVLnMKF9/xylmWQ+ndOVrTSy1bCSrQua6noCyAipzBKWNGWSezxsf6ZGqETnrtmJRvXVv7p7ru/cuMLrrxmKcAB9h7xMaL2mUqy+OJPP6DPPHjcsH1Th4tOaxMoOHldSqViXIdGAUjt2vqzVJbWgsLoogz4/iOaX9YHssIF8LNInp1QBS2R0iBCuP6LVf707xpMz3i2UpNH7v7HWfTuM/Ch7DM4oPWWsISeZDudLEIPLkJLVKX0XcqgH9Rb9O0VU/ysL5ovaylRUh3mVU1TWoC66E0WxbOUYlbaz24abaQDuUfaS1g5nPLm/zjP8XnJP31aQujALSD3Txauji8Eebv9kjN+uecix072Wlaxzas+aOiRd92Xd55XMZxyUkykEs4/rcu2DZpDxyskonfvWacEnzk+m/T9j30A/7cvv5Lf/+Pf/ZqSwZ1fu3fyzJ1PJNx4t2ZFfZ5a0OaSczuMDqfotAg1WmvWjqe85BKXd1RQq9ru6gzkRgviWOTiofLXXV5HNgB0oR3YXQSXBhkaHtvv88FPVTh01IeoVAos0RK7yBQ5D8zVgpQWlZIBHm4GwLyUqhSUZDC10v875eJf/o4ltKQEbvp/Vq7+ZRiQg3JaRN6nKV1OXAiJMKZYePbRE0tbbOeMjeQ64+NGQs+wcjzhZ1/Y4rb7Anbt9yFwny5bbGZumplX25OctPZLDAQ7DMTCzrzJTnlhCCvWBViS8rIrOqwZS0h18SupFowMGS49t0vN8xmuVAm8CnsP13l02tz5sU994Wv/4Rf+5MkBDvD8i1ZYX8LFlMlah28dFNyzJ8SYmG/uSfGkPfMdujE6oVnt8nef6aLTlI0rY156eYd6RecDYleOpGw7JUGVT2gNIu334Bv0PLUqzYyTl3oOfdh1wOe//VWTL90ZOflriXMj+x6LfHHpmizo13ovpxbsy6YMRPM8WA1GcL6XrVgolnFQZFFE34lQpimWc5dtJorn2nXqiPLi00gb7bXAiAL42mVVEAbZNTznnC5//Po5fv+vmuw+6IOXug8lKLySKV2tsw+dr5TtsUsoKqPYGUfbTo1ZMZJijF0k1qual17eYcPKlCQWbF2vqVes34vWKmcHSgrCwEenATv3jPHQ7mEWkiYL8qSCHj8VwLeddQ1Keb0Dhz7JltU7Gdo5x6NHI4QXWRMc9yG1gRjoGc3iQszBe3uQ9vjGAwmf+3qCJzTGDc0cnUi5+KyeU6AZkgQu2Brzoou7eNJYYVc9td0aWiwTCQqDSOkJ9hxW/MG7m3z0pio9lF015rREDgDdgtCjWFQuGf9HafUvB8A7uHh0dCV/XsZnOaPy3Wx96UHRH6GN6Y/oJZpSyE5xgC5pyMtNEdqNfHRpRJtBMa44ZBAyA7tEp4bI07zy+W1SLfj9/91g72HPJrzL116TfXl3nFKD0oaoYQuCnjJcc3GHC06NiRP7fiUMF53dY2xc2yqpAQ/BaFXgKUWSKHpxhTj2SVKPNHVaGfd/dLspUdjhtodivnY3nH/2BC9/6ZW9JEn5zW8HcBWsIqpFb9x++uqtrWN3Xf6VnS0ir8poRRMpG/kQNjJ3U8FiLJlPQtqJj0kDujrh0GJi+Zn79PsXNQ/vKY6KMZp/uUnzln9ISRLN2Vt6/PTlHbZuiNl2ckxdFZyzCHC2H3TvEY/ffledf72pQi+vHjhQU6Im+Wuij5qoZdKC/WIm0w98sXz0HlQW9oP9SfwInwzXpai9rKowj9JlsBc0JbM+kwPtbVn0lhTRveDgYsn7MtBrY2kLqcYXhle/oI2n4Hfe1WDvEY/c7ap8YhpDXWpOPy3m1PUxL7+8w5mbY9IEhoc09aq9YuB8J2zuxit1KCniWNHuWL/zbi+w0/56PnFs34ersVhXMkEqFtk7M8ZzR9Z8eeNJa94YdxaX7NslAB8eqvDxz9wwj1E7b76leul9D/tq0yj4UuO7oasiA3gsqHQFqittT5+QGO2BSh3ADdls6l4eeuzzma5mZtoKDQ4eCbjp1ipTq2JeelmH//SSFutWJtQik5/hQgkOHpe8+X81+NcbK/RUiXPnlKS8mreok1laUCzDs5e81i+BzR+713Nw52AWRcJgGZ7ydGhLH+8uPzf9Lw6KrDK6Uq5w5jlwTA7a8rSG4m+UbmSg18W9lhipMUZhUktLr31+m0TDm97Z4NBxZVvdHR2vRYY1Uwn/6SUtXvrsLqtWxQQaZNbpbzx0T/X9v7GR9C+InSNA6hEnHu1uyGI7otUO6cbKVWpNPqV6frHCuRt7jDTi9Owz0p0P3Pvx+e1nvfzbAxxss3Gvs/j6TSsnz19cf/is/dMa4WwjfNdsDNDpGcSsoZUYohRSI0iEB8bD8snSNTVDajaM3aT2plJSndKWKbsOSN7xTz4f/3LEzzy/zauu6nDGlhgJxAj+7hNVPvq5iJ4soarcN8YA4F2xYRDg/VVLs2xE7iv8sHTGUH+ZXiyhMd8+bPdfocpXrPJ9kXUpUZYyaE0GZkdT8mpmmbK4W5Yr18KZXhaLTeN8H/IiEjL/ewKDL+CVV7XZudvj7e+p2Tk5wPaTE151VZtXP6/N+lUJpKBjO8sz0coBV7luI5lfMeg7wYpbbuqfeCy2I47MRLQ7tgPCU1bg53lWI77vcJWumLx/YaH9+uGhyrK7eVmAv/KaF7Pz/r9L440rzI5dR2nU7CUtCgRRKAld4wPGkIqYXbPQc9qCbCEpsNWtvAscdwAy4GttE5omBZGAjsETGJPy+H740/d4fOMhj1+8ts0F22Lu3+Hx4c9HdPvSE6VbH/JkThOUcDKhEhUpFxb6syRmKfXIovcg2MtAzgFfGOUI+XRQXgK0KD/ORgsujdhLHg8CPwNpufsnz6QM0JS+3Hp20sicRtoWNXskjYHQCF51VZu7d3o8sMPjgjNiXveKNlde1IGeQfeySXAeqfbQ2nMT4ZSb+SnzaF0snLNKbLEpqQn8Lkdnajy610cb20EWBYZKZIgCu75LTExLrTG33GfSN73+FU8f4ACjU1fS63Y+fOYph07+4u2Haxho1hSNukejKqlXYGwo4Zztczz0IcnRo02qviDKhPelCJQaqyFOjLBR3tjmVq2VBbguQU0DvgGV8oWvh9z1kM+vvKrFJ28N+dZjnq2sDebhsqg9QFUEAyXiMphZCug+wJeai/sWnE+SLsyoTF+NYwk57wvg/eAWFKKrgSjfB/RyBTPbxzoz2sk0KaakUxmkIyKnM2KQruQLVge+wQS+NmzbnPBHr1vgU18N+dVXtRgd0piOO4xuvGGaWh5tH6s8gmcg132fCbLG46yhPAx6HJtf5INfaOKlMaMNSa2iqNckQ3WBP2TQxMx3Vy6+/JpLPxxFEW96/fI4flLx8vj4SeaLX7//Xbqy/tj+ozHVUDLU8JgcUaye0GxY1WXrhlmuPO8wY/VFpDFE0lBVhppnqHmamq+peYa6p6l7mqanaXqGpmeoKUOoJEJ5IAPbZZMtELMdKuCSM2KedU7M1Zd0qQVZQnggcmdbX2R/8ubh5UVV5kmBu3waMGPhBQhE/4+ePGIv91of1+6nJ8stOgcv7f3URZROjEEa0D+LM/855VRt6d5F3Wz3LnYFn/1qyO13+nz1Xj8/Thb//TM84yQgTgJ6cUA39u19z6cXZzePXvl54pOkVqs/20q48V741j7N3ukeB4/1OHIi4cQcLHYkU2NtXnDF5LHWzO3vWrt6zZOWU540ggOsXrONofk5ztzyAJFKmBiRTI3FTI50mJpYoFE7zrs/Kdl1sEE9EDR9Q+jcX6GINDorUpnC7zrR0NPQ0oIWCo2Xd2HgEjDXXN7lT39lnm2nxmxfl3Dz10K+8VCAGVzFl4GeRW8xWII3ue5kENDLiq2AQefYJZOZl2NHSxajT542HFxQLllwZpE0B3SWDhyI6JSpikDjijmmzNkHQO94cI5OBk6E7IOUjAWNFNz/sMe7P15h/xMeTxy3+pRrLmkXtR5jF4pJ4hMnPkmiLBfXA5E7q8C6k8peNbWd4CA1G1Z0+aWXTvO3n1zNYjdkbUfT7cUYY/A9jyga58LLt1GvN58ymKin+uH/ePvbdKc1u6Pdmn2Z0DPB5jUJW9bOsWbFcZR/gr/7rOLdN6wAXWOyamiE1tMwcFXzXI4qcWKZzCCoeKyEW5waASaGNEakKS+8uM3b/8sc2zbEmK6gXjGcvD7l5jsDZufLlZdy5TLTfdso4ItSU0NuK1eY2udS2dzckpLtcyHYz5+XbKKL6mdmEpkNA8hG9ll9thh8LX9/iRotc6KVBwv0zeNcZo1A30lX6IOKBbMZuEKZklKyX4Mv+yTPJXGbJ9g77fHLf9bkocd9TCA5fExx706f9atTTl6buDEqPr08agf0Ep848UgSjySVJKnKB9kmWpGkijjx6CXW1zxJ7c9CX3Lelg6IFrfvVByeC+h2BZ7QVELDxo3rF8fGN7+mObLp4T/647d+dxG805nVGzduuGN0SM49fNfO2qqJI+w53OJTdwm+eM8YD+xuUpUeI3VD3dcEvuvNwwnUU0GiC6mncMTc0TmS1KYdUyPpaUFsBMqkXHnRIv/9v8yw9aQE3bWhRErD+dt7vPSyLn/zUZ/ech84P+KuEbe8sMwel97WV6VkGRCVmRClm8g4t8gjO6Wff/vkYClUi37KsiRdyGBuvNxtX0TavuhejujLURmnT5HQT1EGF3zCRXABPQOf+HLInfeFpJnAyhc8uFvxW++UiF87wQvOixHScvFe7NPpBrYhOC2id/49HVVKtbRj4VO78FTS0PZ9urFPsxbw2qtbXLL1KF+4Z5YH99bYsb9BguI1r3n23Iqpk+44dmxG8xTbUwJ81dQkQnhHD+xbvHbv4pYvveMTR/3DM5OcmPGpBoo1dagHmkpgiAJrBCQduDs9Q6dnj2CW9irrPAw2keInVsA/Gwu0jrni7AX+4ldnOXmNIen4drcLjTCGqqf5zdcssG9a8fEv1iAyOUgGkG4pSg460w/OLIMiip+Xubn7C0X0ZICulEFe+rtPtjR4OkAvUw1K9IO+RWWZmghXdSS/Zf2JImtQXiZvXph496cbi3J7ebVhD5wM4ZNfjPjz9zdoaXcZzAppCh7a6/GGd0re9evHefb2FG0k3V5AqxPQiy09MdlxcBjAfdc4lXS6Hu2OcuMqrSPDYuiz0AqoRlVOGo/55Ws6HJ3v8Pj0AuMrLo89b/FaPxw6Wm/WnnLXPiXApfS554HdDI9t2T81le6qiCdOGfMXWbNa5oo8T0HkW8POwLe9gJ2u4ehsSrtniz3ZKJNihIm9GQyV1Oqwp9spl549yzt+eZ5NUz6dtnS/q4vmhjRhtJly+oaET9xsnH1eFu/6l4GDkVqWgU3/grI/5730eT8VKKqUSxek5fhd5M4pvZpj2kk5ytG6HNGLaF3OlpDnr5fqwrOonoHfSUsHUoRFd37BvZe74uRBQVhb42/t9jkxl3VIee7Md5RQwc79Eb/6zoC/+JUTnLUe5hYj5lvWBhD3d3JHM2efnQW7bk9ydNan3bVdPEHgZNqBj++FNlhJg69ipoZrbD3tvF0TKzft7y7uIqpv+u4BbkGu+MzNt+9pNhuvvej8rbc89tCdTIz4zC6ktLqGQEmi0FlLRNI2JvtddjzR4+CjHsIIIj+zdqMw7My4rIDhumD1qh5v/BnN1GiT2Xn6ey5VipIChKHmpVx9SYcPfaHKY/uUU7n1UzBBkRZcmut+kk75ASDL5U6AEmDFAD3J3tCnGiyve59sy0DtFuLClMBfoibZe4yzVMuLO5piuplZfiGai6/6siplulMA3gx8OOUbHtnr8bmvRSxk0VuWmrizmaK+ZM+RBr//9zV++5U9SOskOvOBcX7rnsFXAt/XCC+1WhUv5uAew47dksDLrEkE1VBRCSW+D602zCxAsyI5c9vYA+353T9z395v7tl61k9/O/h+e4Cfcdo65uZaNBqVg7fdFnxldW3Hs405zu0PRAS+x1BNUa0o6hVBo6YZqmm2bZqhOrzAV3ZMEGiPSpC1GdkJEdbyTRD4kjCQNOuKbRslFW+Cw8c7REGPwHfGmSrBEOdRQGvN6Zt6vPjSNu/4UDAQAiETWFkAl6lJP/8ugG0G8t79C7xycWdwVHke/wYiOWKZmFh6Ic99lws87p8M2IOiKm2sPZrlz6Y4EUx/dB/s9Ck4uOmjQTnfLpfzBxYEGZW4/taIBx+1k58LV16b2hXSI5SCqmdo+oZkscHHbpJsXe8zVBdEYeGfE/iG1NUxPKWJAg1ygdt3Cu54QLBtnUezKqlVFfWKR7UiGa4bjOxx3+NtpkbHCWr+H93z8KEHfv0NbwR+/XsHOECzWeWOu257tNqovWtkasOzv/Cl/bTaVSZHPJp1SaMKQ/WUkUbM1HiLWnWWh5+QzLUUk9ViLHPoC8JAuHtJGCiqkWKkCcZ4HJuNGNHZAZIYP0NR0WGvU8VwJeGszTGkGQFd+pmXA14foJejJwO3shbFGv0MTHEuRfEichfI/3Zta+V0oBAFyMs0pU8duOQmShG6uM/4uqUj9htrbNEnA3Muvx2MD4PnpAf3PuIz03aX4KzH1YE7UoKmMtQDQzPQjNTseub4bILWPtWKpBIaQmf3YAxOMGWHS43WU04+KebGuxIeO6RYPZIw1NPEsSFObN/n5Bhs39Bi45bVPOu8Z9Fqt54ObJ8+wAFEdQ1Ro3FH4s9dd9LahZedtu5xuokd8zbSSBkbipkYabF+6gR3Ptbms99cAVpS9TWBEjm4o8D6HGaUphoJqqHNkqSppBt7eF5aMgSyPFynGi00WirQKZMjKatWJhw47tnK51PQlMHCTSGRzawryo2wg74nYhlloejLg5f/00HV4VOB2yWV8mhe0BQXccUgyLPoXVISuvfb+5KyUJemDBtRqnYOFoTEsggXWEOn/YcU0ycG+lulD8LDl4KaMlQ9Q0UZQt8ymDSFdjfF8wTaeNbPRIvcMlkKg68Una5C4HP1eQvceNccd++YQCDcRJHEFnwWNTv2pFx5yRlcdflp102smroDFp42wJ+2DdN5p65hVC3ueelzL/61c7f5NzxxIuGJ6ZgoMIw0YyZHW6yePMHDB+b57/8ywtETDSbrhmpoDYOiQFAJpb1F1lCoGgmqkTUT8jztMiuCNLWppTSVTtugnImksko3BKdtiblwa2xF6cIs+VJlUBYgN3mhdFlb5Oz9kr7ctJDL0JbB6C1EHuFB9IF7WaAPCq1Kr+llo3XxelY40zpbUBaPB6uV+Ujw0uLTDKTs7CVDlJ7ZK6Pw4faHfHY8Gti9KkUOcul8HUNp/Siz8Y4Ca9TTiw3trqbdSWl1DK02tNvWFdbePNodn+NzVSaaNX7rlTNsPuk4u47D9JzgxIKm09OsnYw5/ZQu+xeqN0ysuuzX9u2Te4TY/P0HOMDEylV84+6v7m2MPesBoTYSeDA+lLByrMXaFcfZe3SON79vlLseHmOyKhmuaudOm4FbWRPPSFGNoBJCFGjCwC5CpMhKvk60k0soZV4J06507HtWdJPnIPvI4wAlKVuxMSCe6ns8mAoUy1AX0U9dYIACifz+26ULl2tZK5SEou81PViG18VjSuAtT4EoFIplUPfnvMuVy3xXZp9ZGto9QRxnC5SMohT2G7k7gdsHeZU6NnR7mnY3pd1NaXU1rS60OoLFjmKxLVloe8wuRJyYa3LOpgpv+fljrJ06xqPHDAdnBCfmNAuLhtM3beKnrzr/gQcf/PretWsnvxPIPn2Kkm3V+nrC6uq3v+DZ+zYm88dfNVQ5RL06xx2Ptvjzf53ggcdGOWkYxmqaZlVQqwiqFcu1K25lXAkhCqESaMJQE/jWAi6bjltIx0Uh0MnVaLbobsdYs5RELhOR88jclwo0SyqIhWNr//ulWD5qL+HgpZNl2YXmkyJ9KciXaFBK0VuUaIudMWm5R24GpI0zpMpsJExJdDWQ/85333If2riW1tIeFdZzXAnXRFLa12QyjNTQS0D0dF6U0kZZr3EjXRlOFQtsUyXVgm3rFG95zQzvuC5hx54xOgcVXjTE9t6mD59y8nlvjxf3fadw/c4Bfta2Nex66DOzq1Zt+QW//ZXVOjl66Ts/pvjnm9bg+xW2jBpGatZXvFYRVENJpaJs2iey4K6ENvqGviHMrOC8wn02Q2ohxi/fWz7pCZsrzbu8S+LqZdN/lPj3wEJSDoC0HL2LUeXfblHaP1Kwb8G5DNQHF5QZH88jNiUunr2mBZn3oMj4tyhy4lnqULhILrSxjcgya4IY4N+UOPgADxcY0IJOT5JmjcWlVFMmc8j8bSDzLbctib0M8Ua7QIU1HDIKY6yfijYKnQqSVNJLJN2ex5ZVAe/9jRN84Ast/vpfV3NwIbp1w5p1v/CBD3229Zp/+1M/eIADbNz6U+j2rS2tX9776w+8n3+6STJajVjZMAzXoRZJosCmAaMwi96Wb1ciW/nMTTw9y78z/3AhSoWNgcVQLopPJCuHDVdf3uXT39QcnhF9qpolEVwUDcY5qFkK8sHo3Q/8rPQv+l4vnhevlelP+bPk4C5VdvPoXQK+NvbzaQO4ThadWZAYB+5Sk4N2UTyL3DaKQ+E8az1Jcp+UjAtmpf48t1R8COUZDh2VfOaWkOkZCWFRWRC4Ntj8O5v8s6eOohDbEzHVJrdZK4wzcSPILbg7sWCxrVhseyx2fCZHfF592TG6iWHrGS/q7Z2X3xW4v2uAA4jodITW3xidvPqiS079UmVxXrNiRNGsewS+siIlBUEgqTp32lqkqUaaiqMlvpfmw1/LHuF2hwl38EXfwc+jjhI0mprIy1ZoBTfIAN2nA++LzmZAgzKQ/stFVf2CKvGU91kjxED0LqOckiaHfpVBOQ/OkkiO043YxaRwLmrWZMp9BndWFFHcLFXvle6zZpScxwPljIoQ0I1hYVZCIiAi37/ZtysX0Sh9vgR7Hzuq0lPWUzBONUnqAO6SBnEiUB1r1xbOBcwtKrqxJNZVXnDpc9trNm3+hhDf0VLx+wRwMcL8XOvNL7jsCrNwbMevf/W2Q9FJq0ImhgWBrzk6I+n0JNUQ6lVr4FmvpNSihChMCQPrLwi4BWR514nioAMMHqjsZW35XXkv51SEIg24JFIvdyuBuS8iy/73LI364imAvzR651sf/yX/8Hn0xv4jHWgz1Gf8G1NIYoUuFrfWhzCL3llbmnCTkZfRgmdBxBQfIl9rOlbSJ7TJT2SWXWcYY9OEsQM5CJS0xZ5KbEiSIqtj/w9FZ9FwbDYl9A3jQ4pORxKNru8878znvqNSCX7P86MfPsABGs2qfvtfX/+HPpvjyy/0fnu0ejBYNbnAnmnNzieGiYKQKBTUK5qhekKjGlOv9KhVejRqPXxP0+15nJiP6HS9JWkxu8NKETzPAgj6VmMDW9m8/unQkmWLPLkkVjhdkcgBbV8TOT9/sgVnnjZcDghL0F1sZYvu3E9ECsupi3PBuRsLR1EK4VW2sLQzcPo9UwaBPXilXFpNEGWkZx/FzVhYSgXtelfQ6cHRlqQVCwIFwxVDM9TUE2fnjB1sVq8oRoZSHj60wBO7FFPDHmFtqvfirVN/1j5281saG175lGrBHyjAAa4+N+klrH1bTR7tzZ44/sfXf60jH9rdpCIMW9ZaX/GhWsJwvcdQo83YUItqtMC+ownzHUkvrhCICmmSkWhr7lnO1ZZNgQqh/uBWIKncb2lzLiY/RkuzJ6WJBM6yN5vBU9j6uqgus3u+DbgHXGgHwV2qXJqMfuSf96lBnp3U2djt1P2SbSqmFMWtz7cdUAXS2btlefMlhktPtl/7Evr2n0KJaXL8Z7p5X7kQpAyrhxbp6ZjFtuLA4Son/IAVDU1qFxf4XkpcU2wYg595Xod7di1wy/0r9fHe6B9Pn1j9F994aGZZVfQPFeBnXvByHn/0A+2JkcnrHth//h+97zP3cfJkjbUbPYbqguF6zEizy9hQi6nxWY4tLPJ/PhHwlftGWWxFrBySXH1eldXjkkqYWmuAUtTOL+UDhZG+mJiHHlHQk+UiuDBLKMeTLjBLETyfu56DXAyAvgxoUQS9EjAG+3rK3ycfSWkTF30pRykdvt13FNrSFeEAbx1i7UIvpynu+2thcs/CovBTypnrohhUCK6eIng8SeJT2I/iTJxsUW9qQnDlRQkrxxZZ6HS59X7F+28aZeexJielNqvjKU0lTDh6wmf7WJ1///wZzj37ZHOktfa6PTMn2q/7+Wu/V3h+7wAHaJtTqI7WH/Grq1//2pcP//WxfffJk1YqVo4lTIx0mBxdYKgxwx2PdHj/TUPcePs49cBjsg4RkuMzIbXQ5BoFY8qd627RmZG+DML5gsgs2fcZyAdpyFIwi2LKmcgmpYllgO/oSAZuWYB+Wd69DKCLc3Ep+Ta4CLxM1sXoQqOefzkERf5DgLBG93bN4VrWJHkVUwvhJj24kd96ecuGJZQpvwSVOXhJQ5MrxuxPlYLAEzRrktFGQNL18aiyccU829fPs2nqMO/7Qpt7Hh0nNXZahBC2TVHKCms3vEQ/78INr999fNUjw+GJ7wc0vz8A37rlQu65b2fvJc+/5D1eZ391bsXwX/ocZMWoYWJknuHmcT50M/z5R1bTTWqsrEsmm5qJIcHkiEIp4aZqFVmQfAqEzDPiJUmo4+IuTdaXAy9lULLIUr6Vx3Qr2R/FM14t++4LMBfgLlKFmeR3qegq46MlIJdI7uAVCqflXrZolHMVHB3BzbN0lnZakDpwC2NIHV3RbkhUNsc+1ZaqZGPAs8JRhthyxqrs8d535rpvpzOeX5IOWKBa/8A4ERw4GmAQLLQVE8MBl5+xwLPPnOG/f6TLh29aQZxExIlhvtWm2pjigd313zjtvOe8R3iPpmOTF/3oABzgrDNOZu/Bg+mFl1712O13Tc4f2/PZRrP+OIdm5/mnr/j87Q0rCEzESUOakZpmqCYYbigaVdss4bnZPkpqPJkW8+htisBhoIg8OpGsGdOctCpl3/Eit5XrUIQZAHeZhxe8Ol84OiDnU8LK4M5Bnc2+zPLi5b7Jwjo5v9iUtiUmPwOgz3/XGEdNhBMm5V+976TIHIvL2aM0vwJY3p3l7rMobkRZuzIQyRF9EVwCew4o9h1zw0CRfV9KG0gMxNpORAvc6L9UQ5raMv18SxLM2s77OFYMdwJGhwJ+8xVzDFcPcuM9Ixw4VuOcrVV+7t9cML/llAsfmz2xPx2b3PL9guX3D+AAvl9hNOzdcNWlF/zyl2XrHR/68sHR67+uOXBkglVNxWRdU69APRLUa4pmzaNWlVRDQ+hrAj+1tyAl8BN8L3FDXrUDQzE5LI4lZ23ucfGZPb76QHFkyo0ORW59gHNLWK7RePlm48yAvYjeea48TxOWOHcpgpeEgkvAbRy96iuX50C3BRophJsyXKIppoQ1XaYIjqpkfFxYUKfS5silcKlCnc2xN/ls+0HflGxdeeu9Ifc+5tvObacmzH6WGOhqG/WFAC+BIDH03K3T0yy0NJ5SCDxX0FEsdnxGmyG/+rIZXnLxPu7aPcV5Z119fMWay/7ro3tbN2zdsLxD1Y8EwKfGhwE4PnPkHy44/xKvpztv//xdd0ysG1pg/QQ0qorAx05vqygaNUW9AtVIU41SKmFKJYqphF1q1S6+SjAGEi3RRtqqnmt6sNoGO2+mX6S/PC0pD5xSsijkKFVEZTv4SOSvZ1OKpRBIVQJ5fpKIJYvZDOR54aasBCyDPNd4l6arlTIvwq33pAGkKNrbRPHe4lJh3MEsqEq+0E3tCZtlUrKbyhadulAYljdBprx0MllpRzBmI2ASoJtYWW5bSTsjU4KvNO2uIfBSfM/uP5AkqWCxIzkx5zMzHxAnkomRUc4fvfrIuWdf8aY4bv3DiomJ7yu4v+8Az7bR4QkOHVl473ln/5R83oWdP935wO0T2zd4hAFMH4MoUtapqAK1iqYW2QJQvdKjWeswNjSPNm0XXQLQFWsI4/6+lNo5JmUHt+Dhfcb2JXrSF7kzwOdpwQz0y4C7dC/L9CULaqL//ytXKbOPlbr0XRnhNoJma4g+ZPWdNDgeb4t5oo+P5zQlj9727MgjODZVmKbSNovoAtB9FMWUQS7y9J/9u7bBQQiPQEFNWvrXSgXadAlEh26qmJ6vYLS0vZNulLvV9YPBQ2tJJRVM70sJPIXWVVav335k86YX/g6k7/Uq339w/8AADrByos5f/O3171k1UUu3XL76z0W6c/TojKEbD7NiTFKv2qnJldBG71o1pllvU4nm+OqDXb50T4Xp4z7XXt7mrI2KdidCCns5lUKTeh7GKOKYPC+WcU47r9He+mhIKXpnMxmVoyCqlAsfnDM/yNHFwOI0B7fsp94G8h5KIK/gZfptC3Ln1ZhTGzt33mA1KCbLtTukGyNyYPedF8JG7ywlKbJ3pO6EKUfvtMimpANAzxfxLqOVRW8lBQ1lqPvOhrqbcubWE7z68hkOnRB8+Z4Gt+8cR7Z8fJUSeBD4GiUtJ09Tj5GGIBWz7JrWNEc3Hb/ADL/xwOOfed/qzd97OvCHDnCAN7zuJey4+58/MLuwsvfxL82/+/4HDjXO3izYuqFLuwvzrQBfGSpRQqPWoVGb55+/kPI3109yaH6IwEhWNBapeb5VJUZdy/dUSpJag/vzt8asWpFwYFaCX57PWKIlbp0kVUFFpCqitu32t665BWURRSQvpwZlYRYk3P/RT1NMXsTB2AyGSEvFHePmVWpNmppcLVgANXuv69xxEdMg+xqRi9az8h4vXyYKmiJTd0Km9nukDtipKWyLi3y43Tf7phXffCgALMAjJah5mkagqYewdszw3NNrXH0uSNniJZce568/GfPPn51ixvOo+Jq6q7Afn0/Yd0RTCX0u2JpQHV3LxNqXH5nuhv94wanrf5AQ/MECHOCvPxXrhPDDEZuTi84aef+qoZ3RgeML7J9uMlwLmRg2VKOY0eYCh+davP+LKzh4YowNE4bVIxB3Rnh0n2LtZA+cZ0bgW3ckIwTnbE1YP6k5cNxG8CVuVaUFZO6mpbCzF2UG/gLcnpT295TsX2RmJ8kA1Snui8VsGWraZI0cdkKvMYYk1cSJHfGSATxnBAP0qjgxtE3viSL/3CdEyxevJZCnpWprCkJIZGpIHch1KkhVf9HHGLtf9hyW3LPDB2O7dyJlqHiGWgDDVcOqcR9fVLlzR4Op8QXWrZzhZy+f5wu3n+DQzDhDkTV2Gqor1q9J2H98lh17q5x2ymmds7eOvXblpvW7EUHyHYHpRxHg7/y9n+NfP/bRdHxoy8f2HdXp/Y+s/OCttz8Rnbo2YuWoIQpTmrUOR2Zb/M77Rtl/ZITNk4aVQ4bJIUU18khSQbcniRNFnEiStIg6nueyWBQTdS2gTT5jscy3lbOtUMo9XgJu0bfwzMr3Si7l8Pa5yfm4KkXwnIsbO29dCIgTKx/tJZpeT1vKQnFCZL+XXRWMdCeILP0xKd3VIasMWLdetUwkL1c4E/fZEpFRL0mq3IJdZ5G8lIZNBUlqObkUdly3r2x7WugLPCVYbEumjwUIamgtmBqBP/mFE/zO+0KOtRuMx4Z2DzbUIs47dY5EDXUS0fx3j+w5+7r7H/5k+lPXvOLbA+h73NT3/ie+/fbhj3yE0y+92OyvpzsmzNjDW1Y3XjRWX/THRzSTw11WrzjK2z4ScOMdK1g3JFk5ZBhrSoYbPkMNRaNqqEaaKLAqxCBICP2YKOhx27cE//KlJic6VXzfo+ZBxTNEynokBp7t6A88e1A8zxn5u+cW8AJPSfvYK1EVJdyJAFIVVwN7gpic+ngKp2cHzzO5i0Dg2QVX4NmfxYlgZj5lbjGhm03p1XbBWc60ZADOwLpEU1aO0tl7luz14vf7pcLCTaa2gLcnvas/eNrx5wQhYu7YGfDIgQYqCKj7gppvqARQCW0Due9JlFI2a4NECsVp6xOGa/N8/vYGzYoikJqFFgyNntJat3bNa5531e0fa8+39cWX/YcfBvR+OAAH+PwN1/NfXvlz/IeX7H/QiDW7G7Xk+WlvLpoan+e2nW3+5cvjjPgBq4YNow3JcMNjqO7RrAkaFZOnEcMwIQoSwiAm9Dv8/acDPn1bA8IKoe9RV4bIy8BtCHwLbl9ZLxbfs1MqfK8f3F4Z3C5qe6pk2pkDOQNEQXeUMn0A9z17H3i2saMSakYa1t/l/t0pR04Y0pS8MGItHvr3V5Erd8+XF072d+WXizWGklCqNG04L0yRa/aV0taYR9nMh1IJU+Nd9h9X3HRXE+UF1HzrfRL61v7DBgjbvgYyt04GxdRYj/0zMU9MVxhrwIoVU7O1xtQv/te33vHhk1ddxSWX//wPC3Y/eIpS3l7xyn/D7bf8I199sPqhkfoWf8PqNX+xkH5l7H9+vInoRayfNIw2bAGoXvVo1GyjRBi4jp9sdDjlWfaQ+Yp7wrraZlw7c9Cyjy2APenuPXuZ9tyByhabWSWzj5Lkz03O77PIZxedVkdjI7oFu6fsqI3A14RByuRwGxks8vhMk6NHqqwcSgmdAZJ9P2hly9/K2Px31pEjjdVUZzlDC347dsRIi2UlymY/GeALTp43ZEgQUqJSg5KSJNGkXuZe4Jq7nXtB1t2cdRmlLuWZpK5rvpOilIWRdYmV9GLJSavgF194hHd9YhXXPO/cY+edHr5hxbj3oTi5gBe9+Kd/mJD74QIc4MLLfhYAo49+AOF7N9zUfNvqkVsnKsMtVo0HhIGkVpFUIkElMlRD7aqc9hKqXElf5q6T9qhJIQmEswjLQZZZxYk8+npeOWrbyK28crFn6QIyB/cg2DOu74Duuceesq14QaCJgoRqFDPcWOREe45OHHK0VaMSSuqBJjSGMFfzGbIOeekKJw6rFsSuRG8AIwWQDY6y6USpBVLZaqVRmXIQypw8kxPHLgVqLY3tzWZXHNBdPygmRRtDooW9pdBLDN3Y4HVt13eaGLo9RbsrOTEXMLfY4KS1Tf7bL196ZMXqq3/b6PgD46uHfthQe2YAnm1CjrPvUOfvzznjSvGLr6786ROPfWFi+miHkYaiVtH4HiCKy3zgpfgqxVMpUqVIkTqQ20qblCKP3rn/uMJybhcpfSUdTZH4XkZLZM6ly+AuX8YzzpoBuvzYPs+ADZ7jsoGvCf2UKEiohD2isIuvesg0phUbFnoCLyvKZBpDI0CBcs5UOJPCPDJL48bvFTMzhasNZLPppQEpZclHpdAdul9w30k62mVIEkniWV/uVMs8dWj/gEZrQ88I4lQUbWixPaG11iy2Nb6fEgWSapQwPT/MWRc858hZ5z7rd8D8vRDPDLifUYADrFkZ0et23vO851yY7Fuf/OUnP3fHyFjjGCtHuyx2FHOLYd6U7Pt2cRmU9Cl576ZQ+ELgS+MMPi0P9lXBt4ubBbfvSzsxziu4dKEqJG93K6cFVYmGFEA3eRTP7u1C00Zx30vxvQTPSxDCTpfrpoZOIul5Ai+xFEeUTiyDHZyFYwnSuMVSqa0M992FsMUieyFzUVykpEqgtMwNgYq+1czNK8v12yuZn1qf7jTPUMk8HYnRdDS0U0GYCMIU10hsr4yzbcNiJ2XliGbLxnFO2nrZiXUbz/uthQXe32jUvgtkfP+2ZxTgAEEYkSbtf1i59sLja9bObKpGq//skce/7D+2r8LpJ0VUmhopwfdSalGPerWLEMmAFFXgCTvR23Mgt8C2C8wgA7ZfgDvw7cIzSzMqVXT65H+1lI9WAxy7DPKCrmSPTZGZUPZmVZGOiGhDT1sf9VRZbqs0pMLpSCDnJboUtftsmqTA6P6UJLpk/K+FjbBG5mZJ2b4qUpISTxpiZVOwSaryCQz5+90f76VwzA1yrfop2kC7Z6hVPC7Y1mbnvh5XXX5pPNqsvfGyy859LKpEn4p8/5mG1zMPcADlVfSt39h5w4atPxXMzzzY0tPqr4R4QBydn5e7DgecsUGxZrKHkHOcWOyyckTZMc++l0v2fGnztIFn8vRg4Al834I7cOAOHLgDH+dya6lFVqghb8y1n02Ifr6dLSCVNEiXTZFOmCRlNhqkGAcineTXKiIL9VXiFm1F+1iWKrTNC1nVMjPTVGW9rLBXmCw/rl3KJRNv2cKOIFECXxuMZyWIuSwWUTpxpbvqSHq+HTGSGdbbLxUglIdIYsZHF+kmISc6IavHDadv6jG72GW4PqT/87893axec8qvbNxy+vu68wd6kX/qMw0r4EcE4ACXXnAyX/r6Q71KbeofmkPmS2efsfDKr91z8E9mj8/yrFNjkHO85Z8rHDk2zBtfGTM1rlAqIU0tKj0JgYLQAdu62NqZnoG7+b60Fs4+hD55jtrzbAQXGOfVge3+LoFciIEMScnHpQj6mfZVlLFIbo6Tm/X3D5AazP9lTQgpILW9Mhhl8syfyBqJIfdGSVKr+dAub2g/q0A7F1d7Ikn3mYTT7mRc3OB5iiC2mZA0Vfa90kP6ERMVwYZxzW++eoEDMzP8+UfGWezWWD0muOTcUWbaa//b9lM2/0tzZPKJ9uwTverw9mcaTvn2IwNwgCsu2grQ/uh1H9y5/ZzG22Zbo8FQcOTNzeZd6n9eV+X2e4bZNOlx1w6P809fpBK10ToGIQiVIfSynkAswEPrPx74/ZE79K3QK/QNgW+dtTzPAjVOJK2uJHYAlwCmXOQxjlvbmY4CctGSyVrEpBu+WrIoXm7LFK+ipHbMZFKpUxsK3P/rKIMURdUyL+BoQZpq2j1DktgTyZMC37cnbJCfRZbd22ciLyZJbBQPPM8NgrJzLYX0aPiSdU3NuRsiRLqaS049QfuaOa7/akisTktHRife0gyPvu3+nbvSy55z2TMNoSXbjxTAs+3al/07Pvav16e/9B9f8gdx76D32ZvHf2Nu7sFw3dgcayYUnvJZaNnpXQiNkpKKBxXfUMlcbAPrgxj4yoGb/Bb61jouCjRRaPPUoW9noGsj2HsoouXGR1sKYxWMGbjDwDZneMpG4l6iSHo25SYdL/a9sjNABqaCB/fp1fMikn091bYQ1HMiLU9BYExehTQahMvp+579m4sdw+FZjdG4cjqEKejA6ViM1dkaF8nLpXmBdKPaDVHo0e35pKnl4aGCRgRxDI8f9InCUc49pcK2M8/sbtzy/D/funH8D26+6ZM89/nXPNOwWXb7kQQ4wCte/hKMOcpjj1XffNH5L5L1xtaL/uaDn5Kb1ycXhcFxr92R9GJBrBWRp6gGhmoI1UhQq0iqFY8osFE7SxcGHi7KW3BbqW5CNUqoVXqMNBfZe8TwyP5Jel07XbdWEQSeayNzAI+ClCiMCX0rHVhsBTzRqtHuKHwXXj0lSVORa2byKqMrKeaaGZefDzxBFFh9TLsL0y2Y6woqHkS+cR0+BqVE/md8z1pRN6qC5lDKI0e77DsaMlGXNEJDVeMoCyC0qzpaywZtIHV6k9QZmyqpiEKPTten2wvwBIS+JvQFMwsdWvGKZGgk/frGrS/ToxNbvh5GvPmxfXNsWtP8Lo/yD377kQU4gBDj2cPfufeb1/N7rzuv0e3M/u2+fbv/Ta91VD56IOHuXVVqgWdNZSqSRlXRqPvUK4owcMIlLG/1PIPvG8LAOIAn1KKYerXL5Og807PzvOv6MQ7sM5y2JkYICAJFZtruKWOLN2FMo9qlVmlxZDbm8SMNpg83SLWiXrXZEs/LZkIWSr3SN8szM760OfrQF+7ktP8fwQKtI5qDJ6qMhhbU1nUgUxjaglU1kkyMaE5d32bL+iO89UNN9h0bZlUTsqbkQuno5mAiSXVKD5su7MU2cyKkIvA9alFAp1vljA3zrJ1YYGRoJRs3rdATq9d/dN9C43W7vnZg/t+/+txnGh5Pa/uRBnh5O/O8l3Do4I75KAx/tTq04dHpfXdte2x/9WWT9UdRUx2qXkSjJmjWfUabkqGaJgrsgmuxI0lS11LlGVc+10SuRa5R6xBF87z/YxG33D3CqROCXqxJEmd6iXFTCWzxphrFDNVbzCzO8QfvH2Jmvs62VSlTYx4g3Twi7aqDgzMiSxFc2MWtr+yiuFZRjAz5rJ7QvHJDl5nuUd7wN5NMzw6hpCZQhsTxarDgtFobA8bjiu2Kg0eP8kcfjDjWqeCptKSqFG4QlD2xkhjabRvNoyAljj1A4SuPRjVgx16fPdMhr7xyI0m66rorLjv/gcmVU+/sdDrzp2zY8EzD4WlvPzYAB1g5dSrA0a/d88TvR6teddLJtYf5tVV3v+wTn9/JwnyPKPAYaUrWTKYMN2JqUZdH9ksOHa8xXFdEgXapRMuhQz8lDGOGmy0e2Z9w631NKlIReLYNJ9MxSZnNGbK/Vwl7BP4in/ia5JZ7Rtm8wmd+IaVRTalEHtVI2GzEkuidtYS57n8nsc3mF0Whol6RDNU1zWrIOSfDKy89yv++vspCz6fqG2JnXpkzD/dPN5bEScil2xc4dc0sDz8R0QgkoWe/s5/Y+oAxEs+TjNcT9hzpsmu/Rz3UDLVtlI8CwSN7U+pDK9DV07jq/FOv23rahv+Kbu0RauqZhsB3vH33tp3P4HbxWWu58BT2XHrxtt86acMFr/iZa6+95eeuPZUV41XWr5xnZHiGNZNzGHWMG25v8+g+K0+Vkjx6B36K79vKqKd6PPSE4uCJyAqgVL/YyqoENb6vCf2EMOgivQ6fvKNOEAXUA8tp40TTiw1x4rhtOjgXHvIu+GyBWdLIBL4k9C2VaHck860qLzyvTahbLMSGbgJxYl1bE2dFbBekzmM79lkxrDh1XYeOTmgnwpbVE+jGtsSutSH0JZvXCl506SyJ1+KJ43B8sc3OJxbRBMihMzn/wlfccu6Z576iOrT9t3bvjfYItem7P2DP4PZjFcHLm/BHAB41xjy6aQsPHNp7eGp8xXl/M3v8ns03fuUuFW3v8bWHNbv2R5yxRmOM1ZQ36wmhnxB41ncl8DUzC/DF2yrMzXmMjRsniRVON57ly60eJvBjKmGPO3bA7kNVQs/ZpRmcBzalvHN/cWbZ7wF5D6iXV1St9qQXe6xbITjv9Dm++q0G7UTSSzRxUnhuJynuJmh3PcbHJM99VpdP353STQI7TiSxJf1U21F+VoWp2Dzlcf5pC3zjPo9nnQFD42enF5617dHdhxd+cev2Zx1MNTurgXh6B+RHdPuxBXi2udL2zl5nZufoRHLV43vl6ldde9FH77nn081b7jpUa4Yaje3enxxdZKETE/o+gZ8ghSFOPJsrr9qmhqyH01eSwJNFSjFMiYKY0E+Iwh63fctnYSZgbNjkvoJGQ2qcmi8z9s4XeTqrymCMIS0ZcmWuWIVjlj0vklSyckRw0WktvnJvSivx6cTQ6UG3Z+jFml7irhiJc69KBO2WpUGBsidKN7Gp0Wqtx6FZn7EhDUYzMx/x6isCTl2/fvGKS184t9iJr52cOGn/hg3entD78QZ2tv3YAzzbgmgYo82ek08Ze4J07vR29wXP+qNN6v/cce8jyeOPPTa6euJw41t7Fvn6/RHXXiZp1OZZ7NToxhU2r53nmks63PJAQpp6+AoCN/awSCXGRGGC72fDaSUI2dd7qU1RoQRX/VTaLva8BCM1wmhIE3paLQPyAX8Vx9klGp0mtFKfViwIexB1DdVuSrfr2XRpantJDx2TfPbWKmnLY3KFwfcSWmnKSNPn5Vd0+fqOLkePVagPjc6PrT73+PD4ad7KjeK19eENt20da85i0EL+ZIAbfoIADlZNB+h9+w6eWLVy3edarYWTf/cvPtK971P/4zeD7s0/9+HP74zXrfRP7Zn56A//PuLZ25qce2pCtxcQqA5SJpBaoVYUSmoVQ6OWMNzoMT68SCXqImXq0oAWiRpyfz6Tt+FYawk7Xz2lEnU5cDjmvh2KbVtbTLfmObbg000E6YDxj3TNE1LaiqQxVjqAMfRSwZGWjchK2itLrZLSdpVXDKQmpZNWCJSgEWrO2uJx8bkz3HTHFIke6Ww/Od4xvXCGf8GlF/3DA7e89n+Mrvw/4cjQcCdNuvqphtb+uG4/UQDPtjVrpsC6pbQO7H8ChP9nJpF/dtqW89VF5wz9le/PnHzGgf2XTk1Oq068wO6DVUZr85y+vstju2r4vqJWkTRrmpFGj5HmAvOdWU4s+IzUQ5TyOXBMkaSCViyIUwamFjg7YWVz5tMnevzx+4fZfSDk3W86xpXnHeb33xvQajdI0qIXM1P5WW2IJvITPGWYGjM06xBGMNLsoXXM4cUKoQe1KGWx7RHHtqH53l0ee474rJ+C4aaHUXUmxjakz718w60rRpo7e93Z1x95qJf6fsRpz36vWbt23dMfG/xjuP1EAry8rVq9FoqlXjJ9ZPZ1QkYjv7Zh+q2PPvjpYOej+9M9MyvOOWnF+nNHGtPotIsnQ0YamlXjbSZH2sx3Fvnf19VQ6QQ/d1VCNNvixjubNJuGJG0z1wmZ1KZPdyJduT4Ku3zhfsWnvrGSK073OXiwwdXnHOYz35jj01+vEqdWv5LPxnGRv17porxFjs76XH52yrrPJQxJ+HdXCYw/y/+6TnBwpgIkhIFgxQi0OzGpGeKai09m40p957HjyV1DYyepk898Qe85q8Z/N+l2T/iRbT74wzc800fmh7P9xAN8cFsxMQRwAvjPANfdcAtNLS6bWtl9wbZts9duWNs+Zc1IQtN/iOMdwWgv5fhcm4OHQ1Y0Anqx5sH9ASNRgxefJ+lxjM/f4TkjInITeiGtGKvVTbn3sYg1IwGrhxQHjwxz4EjK2RuPcfPdKUnq5z2WABhbcTX0+MiXIuLuOJee0eb8LW0e3zuEMAEjVUPgL5J4FVatlLTTkLUbTmPFOli1iYc3HFzz0W0bvM/HKbesP+VyfuOXn+m9/sxt/88BfHB72YsvA7jl8QMzt7xsLV9RprdJ92b0rod26cNHVm8YWzPy2/X2Azz34iFmjvSI/Gm+dLfPeKTZvs5n3RrDXTsTrLmasXY8ri3MGMn0CcUX76wyUbcL114sOT4X8dxzUj54s0Z0DMUU40z2Kjh4XPHRL9fYMFplwwrBOZsXuO2+FomZQFbPYd1aybmnbGLd6L633XTbwu7TznyWXLdqRFYi8djmU/ic8H8wXn8/btv/8wDPtvWrhgE+lz3vdQ5xqYyGdXfv148fSdi8qRZPnj366yevO+PKfx9Kuh0Ps3g3UTDDKasiIlmhXrFd8Uncoxqd4NDRAC+Q9LpQqcWAHWU9MyeoVSWBSKhXJUfmYsabVYIgQirFiXmF1xshCjSrVo6y+bRzSOjySw2fU9YEN2o1+5enbJL+heduY/uWF9xy8bN7Mxu+wxHX/69s/z/An2QLopUAM8D1AMeOTYNhRyVsr7ioil7swP13PoqSitG6j69CTNqNTz717D8cbyxcc6w3HysZsm6yxdVXBKxpekwMe9YyejQhqK/ligtrbJpUaFpgRvzTNzc/+c077/nDjhf4gawQBh0ajQZTa09HCElzDNmo+tPGsPs5l03xlmd6J/0YbD95eaFncLvhs18Fw4qGPz2042DHNAOPk0/q8Lk7fabqkqG6Igokww3D2MgcN94RsnWtJAxbHDkxKi46e3JWG6ZXb7j4mf4qPzHb/wUPqfgauNRndQAAACV0RVh0ZGF0ZTpjcmVhdGUAMjAyMC0xMS0wN1QxOTozMDozNSswMDowMBwvgEIAAAAldEVYdGRhdGU6bW9kaWZ5ADIwMjAtMTEtMDdUMTk6MzA6MzUrMDA6MDBtcjj+AAAAOXRFWHRTb2Z0d2FyZQBtYXRwbG90bGliIHZlcnNpb24gMi4yLjUsIGh0dHA6Ly9tYXRwbG90bGliLm9yZy9IzyijAAAAAElFTkSuQmCC', 'weight': 6}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 243343000
    {'hecke_orbit_code': 76561193765962832, 'n': 1, 'trace_an': 5}
  • id: 243343001
    {'hecke_orbit_code': 76561193765962832, 'n': 2, 'trace_an': 0}
  • id: 243343002
    {'hecke_orbit_code': 76561193765962832, 'n': 3, 'trace_an': -45}
  • id: 243343003
    {'hecke_orbit_code': 76561193765962832, 'n': 4, 'trace_an': 0}
  • id: 243343004
    {'hecke_orbit_code': 76561193765962832, 'n': 5, 'trace_an': 94}
  • id: 243343005
    {'hecke_orbit_code': 76561193765962832, 'n': 6, 'trace_an': 0}
  • id: 243343006
    {'hecke_orbit_code': 76561193765962832, 'n': 7, 'trace_an': -272}
  • id: 243343007
    {'hecke_orbit_code': 76561193765962832, 'n': 8, 'trace_an': 0}
  • id: 243343008
    {'hecke_orbit_code': 76561193765962832, 'n': 9, 'trace_an': 405}
  • id: 243343009
    {'hecke_orbit_code': 76561193765962832, 'n': 10, 'trace_an': 0}
  • id: 243343010
    {'hecke_orbit_code': 76561193765962832, 'n': 11, 'trace_an': -1100}
  • id: 243343011
    {'hecke_orbit_code': 76561193765962832, 'n': 12, 'trace_an': 0}
  • id: 243343012
    {'hecke_orbit_code': 76561193765962832, 'n': 13, 'trace_an': -978}
  • id: 243343013
    {'hecke_orbit_code': 76561193765962832, 'n': 14, 'trace_an': 0}
  • id: 243343014
    {'hecke_orbit_code': 76561193765962832, 'n': 15, 'trace_an': -846}
  • id: 243343015
    {'hecke_orbit_code': 76561193765962832, 'n': 16, 'trace_an': 0}
  • id: 243343016
    {'hecke_orbit_code': 76561193765962832, 'n': 17, 'trace_an': 2522}
  • id: 243343017
    {'hecke_orbit_code': 76561193765962832, 'n': 18, 'trace_an': 0}
  • id: 243343018
    {'hecke_orbit_code': 76561193765962832, 'n': 19, 'trace_an': -2060}
  • id: 243343019
    {'hecke_orbit_code': 76561193765962832, 'n': 20, 'trace_an': 0}
  • id: 243343020
    {'hecke_orbit_code': 76561193765962832, 'n': 21, 'trace_an': 2448}
  • id: 243343021
    {'hecke_orbit_code': 76561193765962832, 'n': 22, 'trace_an': 0}
  • id: 243343022
    {'hecke_orbit_code': 76561193765962832, 'n': 23, 'trace_an': 2645}
  • id: 243343023
    {'hecke_orbit_code': 76561193765962832, 'n': 24, 'trace_an': 0}
  • id: 243343024
    {'hecke_orbit_code': 76561193765962832, 'n': 25, 'trace_an': 12035}
  • id: 243343025
    {'hecke_orbit_code': 76561193765962832, 'n': 26, 'trace_an': 0}
  • id: 243343026
    {'hecke_orbit_code': 76561193765962832, 'n': 27, 'trace_an': -3645}
  • id: 243343027
    {'hecke_orbit_code': 76561193765962832, 'n': 28, 'trace_an': 0}
  • id: 243343028
    {'hecke_orbit_code': 76561193765962832, 'n': 29, 'trace_an': 1526}
  • id: 243343029
    {'hecke_orbit_code': 76561193765962832, 'n': 30, 'trace_an': 0}
  • id: 243343030
    {'hecke_orbit_code': 76561193765962832, 'n': 31, 'trace_an': 7392}
  • id: 243343031
    {'hecke_orbit_code': 76561193765962832, 'n': 32, 'trace_an': 0}
  • id: 243343032
    {'hecke_orbit_code': 76561193765962832, 'n': 33, 'trace_an': 9900}
  • id: 243343033
    {'hecke_orbit_code': 76561193765962832, 'n': 34, 'trace_an': 0}
  • id: 243343034
    {'hecke_orbit_code': 76561193765962832, 'n': 35, 'trace_an': -6056}
  • id: 243343035
    {'hecke_orbit_code': 76561193765962832, 'n': 36, 'trace_an': 0}
  • id: 243343036
    {'hecke_orbit_code': 76561193765962832, 'n': 37, 'trace_an': -8210}
  • id: 243343037
    {'hecke_orbit_code': 76561193765962832, 'n': 38, 'trace_an': 0}
  • id: 243343038
    {'hecke_orbit_code': 76561193765962832, 'n': 39, 'trace_an': 8802}
  • id: 243343039
    {'hecke_orbit_code': 76561193765962832, 'n': 40, 'trace_an': 0}
  • id: 243343040
    {'hecke_orbit_code': 76561193765962832, 'n': 41, 'trace_an': 21250}
  • id: 243343041
    {'hecke_orbit_code': 76561193765962832, 'n': 42, 'trace_an': 0}
  • id: 243343042
    {'hecke_orbit_code': 76561193765962832, 'n': 43, 'trace_an': 4548}
  • id: 243343043
    {'hecke_orbit_code': 76561193765962832, 'n': 44, 'trace_an': 0}
  • id: 243343044
    {'hecke_orbit_code': 76561193765962832, 'n': 45, 'trace_an': 7614}
  • id: 243343045
    {'hecke_orbit_code': 76561193765962832, 'n': 46, 'trace_an': 0}
  • id: 243343046
    {'hecke_orbit_code': 76561193765962832, 'n': 47, 'trace_an': -536}
  • id: 243343047
    {'hecke_orbit_code': 76561193765962832, 'n': 48, 'trace_an': 0}
  • id: 243343048
    {'hecke_orbit_code': 76561193765962832, 'n': 49, 'trace_an': -27979}
  • id: 243343049
    {'hecke_orbit_code': 76561193765962832, 'n': 50, 'trace_an': 0}
  • id: 243343050
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