Embedded newform data - 2205.4.a.p.1.1

Formats: - HTML - YAML - JSON - 2026-03-09T02:51:32.460659

• 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': 35280, 'analytic_conductor': 130.09921156265804, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, 1], [5, 1], [7, -1]], 'atkin_lehner_string': '++-', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [2205, 1, [1226, 442, 1081], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, '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, 'fricke_eigenval': -1, 'has_non_self_twist': 0, 'hecke_cutters': [[2, [-3, 1]], [11, [-60, 1]], [13, [38, 1]], [17, [-84, 1]]], 'hecke_orbit': 16, 'hecke_orbit_code': 67553994477668509, 'hecke_ring_generator_nbound': 1, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '2205.4.a.p', 'level': 2205, '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': [3, 5, 7], 'level_radical': 105, 'minimal_twist': '315.4.a.b', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+3q^{2}+q^{4}-5q^{5}-21q^{8}-15q^{10}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '3.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '2205.4.a', 'trace_display': [3, 0, -5, 0], 'trace_hash': 542087821582917363, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.976', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.854', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.424', 'prec': 17}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.002', 'prec': 17}, 'traces': [1, 3, 0, 1, -5, 0, 0, -21, 0, -15, 60, 0, -38, 0, 0, -71, 84, 0, -110, -5, 0, 180, 120, 0, 25, -114, 0, 0, 162, 0, -236, -45, 0, 252, 0, 0, -376, -330, 0, 105, 126, 0, -34, 60, 0, 360, 6, 0, 0, 75, 0, -38, 582, 0, -300, 0, 0, 486, -492, 0, 880, -708, 0, 433, 190, 0, -826, 84, 0, 0, -666, 0, 826, -1128, 0, -110, 0, 0, -592, 355, 0, 378, -792, 0, -420, -102, 0, -1260, -1002, 0, 0, 120, 0, 18, 550, 0, -1442, 0, 0, 25, 1182, 0, -56, 798, 0, 1746, -1572, 0, -1402, -900, 0, 0, -846, 0, -600, 162, 0, -1476, 0, 0, 2269, 2640, 0, -236, -125, 0, -1096, 1659, 0, 570, 492, 0, 0, -2478, 0, -1764, -282, 0, -2, 0, 0, -1998, -2280, 0, -810, 2478, 0, -376, 606, 0, -2176, 2310, 0, 0, 1180, 0, -146, -1776, 0, 225, 0, 0, -826, 126, 0, -2376, -1206, 0, -753, -1260, 0, 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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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[1.602214202763092, 0.0], [0.0, 0.0], [0.046650094216160225, 0.0], [1.5578618074915884, 0.0], [0.0, 0.0], [0.03687805535310551, 0.0], [0.09922551650155317, 0.0]], 'angles': [-0.16103399968384724, None, None, None, -0.09634425279684294, -0.316426535856786, -0.14774158743176838, -0.3655921587109923, -0.15846393460547922, -0.16321435756389446, -0.3698061878787061, -0.407360142368801, -0.21143048739006742, -0.25960129522668574, -0.24851816149966804, -0.11401554492189213, -0.3413220057846909, -0.06263910418286467, -0.38571497999207854, -0.34395051022487105, -0.13481904410978376, -0.319257237965231, -0.337723338738385, -0.3517599735523667, -0.38611018382228823, -0.15108731512579537, -0.25426357858207727, -0.37568526012740305, -0.3556232394960953, -0.3072739653009291, -0.31253573142330876, -0.22376891420089287, -0.26401262913786033, -0.2500971176037496, -0.22336130010618005, -0.34971956582001057, -0.2559073572668681, -0.2817966735185608, -0.295069500478261, -0.2996944680855204, 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-0.21717601706376705, -0.23475203916909732, -0.29222074294826017, -0.36141405837540674, -0.06168119110432282, -0.3263120873388557, -0.32070370159696826, -0.17679792090995577, -0.32665430026818587, -0.09988694302649966, -0.34237113095465505, -0.12553055002138744, -0.3739437259211564, -0.3337660272638097, -0.4145793945198267, -0.23696477017437456, -0.41722981412159876, -0.15652258708758035, -0.25959224942996423, -0.29787742899865965, -0.3460727889404565, -0.25570025895035037, -0.35110008606526, -0.4590578290483873, -0.05596362384279493, -0.35208585860341757, -0.21781939405775805, -0.3398331661614371, -0.34160897271006047, -0.4189680530428697, -0.3229106882430184, -0.10788112801535288, -0.24706517127758856], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 1, 'dual_embedding_m': 1, 'embedding_index': 1, 'embedding_m': 1, 'embedding_root_imag': 0.0, 'embedding_root_real': 0.0, 'hecke_orbit': 16, 'hecke_orbit_code': 67553994477668509, 'label': '2205.4.a.p.1.1', 'level': 2205, 'weight': 4}
• 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

  
  {'ALdims': [20, 21, 20, 21, 29, 33, 31, 30], 'ALdims_eis_new': [0, 0, 0, 0, 0, 0, 0, 0], 'ALdims_eis_old': [8, 8, 8, 8, 8, 8, 8, 8], 'ALdims_old': [108, 97, 100, 101, 91, 91, 89, 94], 'Nk2': 35280, 'analytic_conductor': 130.09921156265804, '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': [2205, 1, [1226, 442, 1081], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 976, 'dim': 205, 'eis_dim': 64, 'eis_new_dim': 0, 'hecke_cutter_primes': [2, 11, 13, 17], 'hecke_orbit_code': 67111069, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 3, 4, 4, 4, 4, 5, 5, 5, 5, 5, 5, 6, 6, 6, 6, 8, 8, 8, 8, 8, 8, 12, 12], 'label': '2205.4.a', 'level': 2205, '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': [3, 5, 7], 'level_radical': 105, 'mf_dim': 1040, 'mf_new_dim': 205, 'num_forms': 61, 'plus_dim': 105, 'prim_orbit_index': 1, 'relative_dim': 205, 'sturm_bound': 1344, 'trace_bound': 13, 'trace_display': [4, 0, -5, 0], 'traces': [205, 4, 0, 816, -5, 0, 0, 0, 0, -20, -80, 0, -34, 0, 0, 3240, -194, 0, -64, -80, 0, -512, -130, 0, 5125, -72, 0, 0, 422, 0, 412, 104, 0, -552, 0, 0, 1050, -1540, 0, -180, 830, 0, -246, -2464, 0, -236, -554, 0, 0, 100, 0, 416, 1286, 0, -80, 0, 0, 724, -1652, 0, 2158, -936, 0, 12568, 290, 0, 926, -244, 0, 0, 28, 0, 618, -648, 0, -1548, 0, 0, -1192, -2320, 0, 1492, 1166, 0, -210, -7800, 0, -11072, -3030, 0, 0, -2324, 0, 2916, 500, 0, 2170, 0, 0, 20400, 1958, 0, 198, 3604, 0, 2148, 9946, 0, -6082, -520, 0, 0, 1550, 0, -70, -4160, 0, -484, 0, 0, 25909, 3840, 0, 6744, -125, 0, -7866, -3336, 0, -400, -16, 0, 0, -1856, 0, -4988, 2654, 0, -1160, 0, 0, 16760, -1744, 0, -250, -2548, 0, 12432, -1838, 0, 9004, 164, 0, 0, 140, 0, -4578, 4904, 0, -4260, 0, 0, 5282, 12784, 0, -16748, -8538, 0, 35023, -1800, 0, 11572, -10030, 0, 0, -12520, 0, -1460, -11036, 0, 7770, 0, 0, 24452, -1190, 0, 19032, 7840, 0, 12060, 11804, 0, -10606, 24400, 0, 0, -18746, 0, -3000, 0, 0, 13384, 0, 0, 4950, 17736, 0, 1152, -7888, 0, -10860, 13000, 0, 12880, -5170, 0, 0, 50052, 0, -2080, 1404, 0, -17434, 0, 0, -16312, 22922, 0, -1262, 5240, 0, 11300, 430, 0, -6090, 16864, 0, 0, -4520, 0, -19490, 9932, 0, 32824, 0, 0, -40144, -38856, 0, -500, -18152, 0, -14320, 32392, 0, 55432, -23178, 0, 0, 11360, 0, 2404, 4166, 0, -2390, 0, 0, 65092, -1918, 0, -22284, 11724, 0, -17832, -2000, 0, -46078, 19516, 0, 0, -13958, 0, 17258, 28784, 0, -35324, 0, 0, 36103, -13460, 0, 12316, 17698, 0, -7860, 49104, 0, -5636, 5996, 0, 0, 37128, 0, -11068, 15590, 0, 25534, 0, 0, -1960, 14044, 0, -3726, 15308, 0, -84736, -14554, 0, -9456, -25800, 0, 0, -360, 0, -850, 26800, 0, 16460, 0, 0, 1404, 9428, 0, -40980, 1730, 0, 538, -8404, 0, -27880, -3960, 0, 0, -27288, 0, -30956, -19526, 0, -61342, 0, 0, -100800, -56322, 0, 7620, -22112, 0, 42752, -42256, 0, 97061, -28808, 0, 0, 13850, 0, -3462, -29396, 0, 5360, 0, 0, -8838, -42428, 0, 32680, 5596, 0, -89568, -7840, 0, -25040, 5522, 0, 0, -1632, 0, 78356, -40514, 0, 20324, 0, 0, 32500, -12440, 0, 2174, 36384, 0, 81000, 81122, 0, -50640, 75544, 0, 0, -36144, 0, 17214, 31380, 0, -74504, 0, 0, -11410, 45820, 0, 6296, -18108, 0, 22518, -53448, 0, 26604, -4850, 0, 0, 257108, 0, 14120, 22316, 0, 60882, 0, 0, -128392, 41528, 0, -11136, 2020, 0, -37328, -3218, 0, -23110, -976, 0, 0, 40022, 0, 8128, 86632, 0, 9760, 0, 0, 24386, -107680, 0, 41000, 31038, 0, -15070, -103184, 0, 55656, -53798, 0, 0, -19440, 0, -12292, 13992, 0, -1600, 0, 0, -84808, -28080, 0, 12796, -57348, 0, 122284, 24770, 0, 42262, 37608, 0, 0, -74140, 0, 30676, -95172, 0, 103512, 0, 0, -83316, -2000, 0, 58892, -5318, 0, 12190, 103292, 0, -138224, 64694, 0, 0, -106280, 0, 42932, -12490, 0, 42552, 0, 0, 26440, 66050, 0, 2258, 65272, 0, -63352, 46248, 0, 76561, -54840, 0, 0, -19212, 0, 14870, -2856, 0, -174960, 0, 0, -24310, 98872, 0, -32180, -11250, 0, -76602, 60760, 0, -12800, 49920, 0, 0, -183844, 0, -67532, 19750, 0, 93292, 0, 0, -119880, -25562, 0, -630, -47168, 0, 30872, -183326, 0, 67208, -170296, 0, 0, -3250, 0, -34262, 222004, 0, 32560, 0, 0, 87256, 18892, 0, -84124, -85662, 0, 97992, 8700, 0, 110768, 42006, 0, 0, 114080, 0, -118200, -75328, 0, -60826, 0, 0, -81960, 8815, 0, 59722, 18116, 0, -1300, 18912, 0, 186338, 123384, 0, 0, -173234, 0, -11448, 79040, 0, 60008, 0, 0, 128125, 80464, 0, -94928, 68028, 0, -147740, 379824, 0, 58600, -35770, 0, 0, 9656, 0, -23180, -163802, 0, 34130, 0, 0, -89992, 49966, 0, -144160, -1800, 0, 178056, -150178, 0, 920, 83520, 0, 0, 17768, 0, 65062, -80928, 0, -202372, 0, 0, 21140, -16120, 0, 47480, -12312, 0, -109918, -309288, 0, 15628, -158134, 0, 0, -151200, 0, -224320, -141586, 0, 10810, 0, 0, 109276, -71580, 0, 109452, -206760, 0, -187248, 39620, 0, -45484, 5680, 0, 0, -150454, 0, 3648, -257240, 0, 42064, 0, 0, 186882, 38920, 0, 139012, 60312, 0, 2820, -195496, 0, 17368, 190648, 0, 0, -121204, 0, 20544, 10550, 0, -42766, 0, 0, -83040, -5532, 0, -52482, 12448, 0, 372924, -75824, 0, 164704, -123260, 0, 0, 233342, 0, 6610, 1756, 0, 153360, 0, 0, 255476, 119184, 0, -1404, -39740, 0, 98162, -111336, 0, 81820, 25610, 0, 0, 97312, 0, 245656, 169344, 0, -107886, 0, 0, -256768, -4590, 0, 10300, 87988, 0, 13664, -9228, 0, -115304, -444344, 0, 0, -42310, 0, 23190, -289360, 0, -17420, 0, 0, -48988, -54856, 0, -56184, 77090, 0, 24020, 2600, 0, -272460, 162744, 0, 0, 24552, 0, 81800, -219950, 0, 114628, 0, 0, 143956, 24910, 0, 220680, 81836, 0, 81280, -325802, 0, -216422, 252260, 0, 0, -75310, 0, -53354, 113760, 0, 127664, 0, 0, 60990, -164672, 0, 3252, -38544, 0, 30447, 478372, 0, -76492, -94235, 0, 0, -37496, 0, -13800, -57072, 0, -208842, 0, 0, 3936, 50862, 0, -219120, -15600, 0, 56616, 55622, 0, -73150, -36316, 0, 0, 384248, 0, -42404, 761436, 0, 141440, 0, 0, -174078, -53808, 0, 43600, 179854, 0, -52486, -65064, 0, -326272, -217474, 0, 0, -49560, 0, -49728, -170640, 0, 60820, 0, 0, 30700, -164160, 0, -110564, -48184, 0, -67168, 30290, 0, -475194, 203324, 0, 0, 166660, 0, 109296, -114552, 0, -60736, 0, 0, 56680, 130840, 0, 102632, -121976, 0, 26250, 84344, 0, -152404, 257238, 0, 0, -486976, 0, 110712, 7440, 0, -143462, 0, 0, -268820, -175530, 0, -150028, 83664, 0, -399840, 162514, 0, -4796, -38500, 0, 0, 1414, 0, -87260, -84808, 0, -95616, 0, 0, 399757, 82968, 0, -279772, -45690, 0, -348810, -84288, 0, -42800, 79944, 0, 0, 239844, 0, 6408, 461326, 0, -52344, 0, 0, 31968, -62542, 0, 71530, 14796, 0, -633672, 189576, 0, 112924, -742872, 0, 0, -73600, 0, -27362, -274224, 0, -4500], 'weight': 4, '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: 47949555
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 67553994477668509, 'source_is_minimal': False, 'source_label': '2205.4.a.p.1.1', 'source_level': 2205, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 67553994477668509, 'target_is_minimal': False, 'target_label': '2205.4.a.p.1.1', 'target_level': 2205, 'twist_class_label': '315.4.a.b.1.1', 'twist_class_level': 315, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 4}
  • id: 47949556
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 67553994477668509, 'source_is_minimal': False, 'source_label': '2205.4.a.p.1.1', 'source_level': 2205, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 22517998203963549, 'target_is_minimal': False, 'target_label': '2205.4.a.f.1.1', 'target_level': 2205, 'twist_class_label': '315.4.a.b.1.1', 'twist_class_level': 315, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 4}
  • id: 47949557
    {'conductor': 7, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 67553994477668509, 'source_is_minimal': False, 'source_label': '2205.4.a.p.1.1', 'source_level': 2205, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 18014398576591163, 'target_is_minimal': True, 'target_label': '315.4.a.e.1.1', 'target_level': 315, 'twist_class_label': '315.4.a.b.1.1', 'twist_class_level': 315, 'twisting_char_label': '7.6', 'twisting_conrey_index': 6, 'weight': 4}
  • id: 47949558
    {'conductor': 21, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 67553994477668509, 'source_is_minimal': False, 'source_label': '2205.4.a.p.1.1', 'source_level': 2205, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503599694479675, 'target_is_minimal': True, 'target_label': '315.4.a.b.1.1', 'target_level': 315, 'twist_class_label': '315.4.a.b.1.1', 'twist_class_level': 315, 'twisting_char_label': '21.20', 'twisting_conrey_index': 20, 'weight': 4}
  • id: 47949559
    {'conductor': 35, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 67553994477668509, 'source_is_minimal': False, 'source_label': '2205.4.a.p.1.1', 'source_level': 2205, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9007199321851431, 'target_is_minimal': False, 'target_label': '1575.4.a.c.1.1', 'target_level': 1575, 'twist_class_label': '315.4.a.b.1.1', 'twist_class_level': 315, 'twisting_char_label': '35.34', 'twisting_conrey_index': 34, 'weight': 4}
  • id: 47949560
    {'conductor': 105, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 67553994477668509, 'source_is_minimal': False, 'source_label': '2205.4.a.p.1.1', 'source_level': 2205, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 36028797086074407, 'target_is_minimal': False, 'target_label': '1575.4.a.i.1.1', 'target_level': 1575, 'twist_class_label': '315.4.a.b.1.1', 'twist_class_level': 315, 'twisting_char_label': '105.104', 'twisting_conrey_index': 104, 'weight': 4}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 2496675
    {'charpoly_factorization': [[[-3, 1], 1]], 'hecke_orbit_code': 67553994477668509, 'p': 2}
  • id: 2496676
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 67553994477668509, 'p': 3}
  • id: 2496677
    {'charpoly_factorization': [[[5, 1], 1]], 'hecke_orbit_code': 67553994477668509, 'p': 5}
  • id: 2496678
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 67553994477668509, 'p': 7}
  • id: 2496679
    {'charpoly_factorization': [[[-60, 1], 1]], 'hecke_orbit_code': 67553994477668509, 'p': 11}
  • id: 2496680
    {'charpoly_factorization': [[[38, 1], 1]], 'hecke_orbit_code': 67553994477668509, 'p': 13}
  • id: 2496681
    {'charpoly_factorization': [[[-84, 1], 1]], 'hecke_orbit_code': 67553994477668509, 'p': 17}
  • id: 2496682
    {'charpoly_factorization': [[[110, 1], 1]], 'hecke_orbit_code': 67553994477668509, 'p': 19}
  • id: 2496683
    {'charpoly_factorization': [[[-120, 1], 1]], 'hecke_orbit_code': 67553994477668509, 'p': 23}
  • id: 2496684
    {'charpoly_factorization': [[[-162, 1], 1]], 'hecke_orbit_code': 67553994477668509, 'p': 29}
  • id: 2496685
    {'charpoly_factorization': [[[236, 1], 1]], 'hecke_orbit_code': 67553994477668509, 'p': 31}
  • id: 2496686
    {'charpoly_factorization': [[[376, 1], 1]], 'hecke_orbit_code': 67553994477668509, 'p': 37}
  • id: 2496687
    {'charpoly_factorization': [[[-126, 1], 1]], 'hecke_orbit_code': 67553994477668509, 'p': 41}
  • id: 2496688
    {'charpoly_factorization': [[[34, 1], 1]], 'hecke_orbit_code': 67553994477668509, 'p': 43}
  • id: 2496689
    {'charpoly_factorization': [[[-6, 1], 1]], 'hecke_orbit_code': 67553994477668509, 'p': 47}
  • id: 2496690
    {'charpoly_factorization': [[[-582, 1], 1]], 'hecke_orbit_code': 67553994477668509, 'p': 53}
  • id: 2496691
    {'charpoly_factorization': [[[492, 1], 1]], 'hecke_orbit_code': 67553994477668509, 'p': 59}
  • id: 2496692
    {'charpoly_factorization': [[[-880, 1], 1]], 'hecke_orbit_code': 67553994477668509, 'p': 61}
  • id: 2496693
    {'charpoly_factorization': [[[826, 1], 1]], 'hecke_orbit_code': 67553994477668509, 'p': 67}
  • id: 2496694
    {'charpoly_factorization': [[[666, 1], 1]], 'hecke_orbit_code': 67553994477668509, 'p': 71}
  • id: 2496695
    {'charpoly_factorization': [[[-826, 1], 1]], 'hecke_orbit_code': 67553994477668509, 'p': 73}
  • id: 2496696
    {'charpoly_factorization': [[[592, 1], 1]], 'hecke_orbit_code': 67553994477668509, 'p': 79}
  • id: 2496697
    {'charpoly_factorization': [[[792, 1], 1]], 'hecke_orbit_code': 67553994477668509, 'p': 83}
  • id: 2496698
    {'charpoly_factorization': [[[1002, 1], 1]], 'hecke_orbit_code': 67553994477668509, 'p': 89}
  • id: 2496699
    {'charpoly_factorization': [[[1442, 1], 1]], 'hecke_orbit_code': 67553994477668509, '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': 16, 'label': '2205.4.a.p', 'level': 2205, 'portrait': 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mBuTLPc1Bw/qyi5HnOTsGkmZN1Un9mpgLmpgE3rDFvmFBdsdimrKkeO13ngGY/Hno956lhEotq88SVN3nqDoaymeP7YOEdOO5xaSJhfiji+aDiwZLj64kV+7QcabJke49TCBGeXyyyueiysWn2+0kpY7kju37vEK1906IIL5lZeeuiw2fb80eTmH/uR7ws/9OGPfash8Xd6/JPW4MY0SJIIKeVvPv3s8zecPnCzPHZY33DPw6ekMIaSr6mVQ8aqLr1AEiUKre3/K0SCEILDixP8x48J/uN7lrlql0apSXy3iu85VEoe9XLMycUKN93jcf8zfV58SZtr97S5eFeZK/f4nF0pcWapyvyKoF6CONaUPE21lDAxFqMJOTYfs++EYOs6lw1TAZ2+AOHR6Wku3t5hueGAsVKk0VE0eor5VcNKM2TjrEu7pxHKcGY5oV5yue7iPo1uyL7jDs8erTFVH6NWEvguxLGgG0ieWZGcWTacXY3w/T64MW94cYcbLhLM1Cssr9Y5cdbn9BKcXYo4uxJzagUOLRuuvHCJX3v3KuvHxzg2P5mDe6khWGkmNNoxza6mHQhCI9ky0ybpHpD3Pazese+Eu+lnfuJ1+uiZ1n2J0b/iCoct66vfaqi84OOfLIP/0Qc/y7VXXsG//cV/+9777v/qv37qyU/uvHjzmW2e25anGj1efVWDq3YZekGJOHHQWmKMwiABYVlcanwJp5bLPHhAcsmOFfZs7lMpgetIPFfheQ7VsqTiSrodl/1HS9z2mMexhYBWHLH/RMC6qRXe9OJVLtnZ5so9TY4uxSx1BRW/z+HThmarysXnSRr9hL1HFbWKw7PHYNcGQz9M6CcejhMxUYN9J3yUk+DKGMeFXiC5ek+XXldyyc6EVi/h2Oka2+cU1UpIIzDMjndZ7bT4mzvgiSMJTx3ps3XDMpfubjExGfKG69q87WWGHXM1kmicI6fGOHTS5cS85uRCxMmFhEMLguONiMvOX+Q33tNmbmyC4xm4Gx7LDclyU7Paillta1Y7hsWuZLmjWTfWpF5L+PjNUj52qLNNhw9s10l0zXmbdpY3rx//xr7HP8sf/PEnv9WQOefjn6QG//OPfJbLLlyv7nrg8H945vDZ/9+dj+9XG6YX+cV3NZHG8PUH4cZrA268yuHs4jSLq2MsrZZZbnosNx1WWlgmasWstGOWmnBiVeCU+1x/0Qrf87KQ7bNVGp06CytlFlc8lpqClaaVCKttTaunaQWGbj9mqh6xZZ0GBL5rOLngIqTP1lnF9g2GDbNdzq4GPHmgxhW7DJXyKs8cnKRWDQlDl6kJTa8PF2zp84k7xtm9OSYIDNNjkijpUSv5PHu0T9mt8qLzY546HHJ22WPjlM/29bBlLkSpiJNL4LkGIQxb18VM1CTtnk+n69Lquqy0FCsNWG5qVpoJS82E+SYs9xO2bOzwPS9f4vo9DiW3zpmlOkurJZYaDist+7c32hGrrYSVlmahLTnREiyv9njzdad49bV9vnL/JEZr/vU7Vtm5aYKQqxPU9vcGzo7fcJNTyWVXv+1bDZ01j39SAD90aD8lv1ReXDi15e77nnnnE8+d+s+PPXuS1cBluS+IdUgSR/SCkMt3Nfndn27woh1lFlYmWGrUWG2WWGl5rKQgb7Q1jXZMox2z0jKcbQpOdwyIDm99SZM3XK05b32JMKyw2izR6Hg024rVjqDdFfQDQxgbkgSUNPgulH3DeN0wOxnhuH0OnQl5+qCPjqu87poQx23w6N4xtq2Hrz8U85KLfRaaPUqOIk4iJicgjlwcN2Z5ucKLL2/x9ftrbF8PjxwIcKlw49WaWPR4+lDCkZMlHOmxbsJhoioo+wLPEygBsYYwMvRDaHcNjY6m3dU0uprljqGXJGzd1OUN1zZ56w0h6BrLjTEWVsosN11WWg6rTWi0rSxpdBJW25qVjuBUS7HUirhm9zzv/+kFXrTT0Ol7hGGJMKrQ6pRZbnjEcjuB2fTvyuN7PnXetk3H+/1+74IL/ukEof9kAH7o0CGmpme8I4ee/+EjRw780SOPPimOnWrJ1bam2TU0e4JGIGmGglZk6PX6XHP+Iu/78VWu2OWz1JhgqVFltVViteWx2nZotAWNtqHVSXVlxy69C23BmaZmYrzLa65sc92emK3rFPWyS6tdwncloAhjidYCbaDbB4RmotbnwCmDNiG3PlIl6JbZudHj+ku6RLrB3Y+N86JdLgfmOzRX61x7SZdvPOqzbtKw95jh/3lLi71HfdZNSm57THH9BYqVbovDJyZ50fkhdz/dIw4qXHehx47NfXpxh1seVZAIDp10qFccHAHdnkQbQaINUQxIjeNpmh1DtRaxeX3ADRd0ec0VMVPVEmdXxlhulPNzs9oSNDvQaMe0OjHNTkKjY1juSuZbgqV2zHUXnOW//Pgil+90aXYq9Pol+oFPu+fR6vg02h6Lqw7L7bLesesis2vXzp/edf7ODy8uLIY7d+7+VkMK+CcC8NV2LDvd7pu+fsvnd26bdt53z72PukEk6PQ0zXZMq6tp9zSdQNAJoBlIVgLBcivihgsX+M0fX+LyHR6N1hhLjRqNdolG26PRcWi2Fc0utDuGVjem1Unsv9s1LHYEix2IkoBLd/WYm0zodA2vvzZg25wmTiSONIQR3PVkieMLJdZPxDxzqAS6wp5Nist3a/xSl0cPdFlcqnLRtir18VXuf8rlql0llrsNVlfrzM0ZHtqr+P5Xdnh4r8OmWZelTpPVlUkuv6DL/c8kTJbHuWhnh4Vmk4eeG6fsVLlyt+H8LX2QHZ48IpidjDi7GHH3ky79SCElJNqwbX3Ia64NaXcUGyY0l++CMKyw0qyw0vRpdFxaXUWzI2l1oNVNaHUSWt0kZX1Y7gpOtQTNXsANuxf5Tz+2wtW7PRZX63R6JXp9j07fSyWRQ7PjsNqSrLQSekHMhRddGe05r/OLL3n5Ow8qp/YVIXz9rcbWtzyLcvBEg6WVxg82zj7yATfaP9lcaDM35dHoSKQQYEDJGEeB5xg8x+A7mrIj8JXLg8/P8ct/7vKWG1b43leusG1DyPxynZJXpux7VHyXatmhXZbUei5jVYduP6HTS1gXaHqBod33WVkscfKEIYw1p+ZjfN8AAk8ZHCno9hQCl7jrcNk2wY4Nhi0buwRJm5seVuw7OMFrr/C5/IJVPnqTwRMVtm3s8tT9io3jiul6l5IqE0YuC22olhw2rRM8sS/k8vPLvOxFS3zkqz08t8arrzG4fpfbHwr5+oNVnjtS5rwNFbatT5iZCNk+HXHxtgSlNI4ygKHi+8yM+4SRS7vr8cwBl07fodtTdPqSTg86fUOna//2di+h0zO0eppGT7DYUZxtaCr1Jj/7hgXecn3IZedVOLNYp9Ut0e17dHv23+z0FK2uotWRNLuGbt/Q7Gi+fPOD7tELKx8IxUMrr3jp5b9gzMJHhJj9PxfgvW4XIcSPfuSz3/zNWvL5yQvWB6y06ozXFAYBJs2ISJAywVEJjjMAuucYfKV46uAMjx+ocOD0Am+5ocMNF/YZr9VZaVaotkrUex6drkM7vdi9vkM3cOgHhn6oCSNDFBnixB5h7GE0SCVwHUHJE4zXBBM1mJvWbFrXZXqiyc2Pwj2Pu0g9xmuvcLlsT5t7n4sI+3Wuv0zQ7PVYWK5y3fma6fEuZcenHysWWxFKCy4736FSC3hsf4mXXj7GtZe2eWy/AjPGFRd6/MgbV/jGEyG3PVxl7/ESW2YUc5NlJmoVxmpQ9sF1DEqCNrD3iCBJBFEsCGMIIuzfGCT0Ak0/0HT7mm6g6fSgFcBSR3G2DYHu8aoXLfOmG1p836s1SVxnfrlCq1Oi0/Po9h26Kbg7fUG7K2l3De1uQrsb0+5q2n3N577RZL715cmLd/T+6+S6Nzm9bvDBcsX/Pw/gxjQB8SN//YWv/+aM88nZPduW8OQsURwRRopEC4xRIARCOEghUErgqARXmfzwVELVFSx1K3zyjk3c/nibl1zc4N2vanDx9g5T4xWWGxXaPZ9uz02BrewRCoJIEsWCOLZLvfVu2aDScaDkQaWsmaxFbJztEtPhwKmIv7m7xOETVcb9Mldd6HDdJS0eer7JrQ/UuWZXiS3ru3ziDoESPvVaRKMToA0oATP1Lq22h47LvOklC3zy6xV2nC3xhmu6hNEydz89RZSUuPrCWd5wVYtdm5vc/liXp05UePKIx6ZJyWRdUPEFnmtvQilACIM2oLUhitObNTIEkb2R+yH0Qmj3BauBYKUNwunzot0N3v2aBi+5KGGqVqLRqtBoV+j2PDr9dCXoK7o9Rbcv6PYF7b6h201o92LavYR2z9ANBO3E5asPrqJ/7yuzv/pT4W+q6lvN4WOtvzhva/3/DIDf+rWP8eVHx3j///jGe5r9xvu+dsc90z/02hO8/iqH5dWQSjkkiBRxIkg0FuQIpFQpwAWuk+A6Gjdlc981lF3Bat9huTHBp+6s8uAzHa6/tMG7X93gRTuaTCVl4tin2y/R6bn0AocwUkSxJE4kiRZoIxAYpDD4nqZSivG9EM8NOLUc8NVHJAdPehw5OYHSPjvWe1ywXXHFnhbKX+TpQzU2jle46DyYm1llpVXn4o2SWBtuftgn6ErGqzE3Xt3nK3dHHJ+vsXuny5lGn2cPu2xeN8Gl2xe596k29z8rCEKPPdsn2bPZZ8+mNofOrHDwFDy8r8KBw1UqjsB3JFXfUHJBShtUGWNv1jiBMIYwEXQCQasvaEUQ6hht+ly5q8W7X9PiJRcnrJ/06Ad1lptl2t2UDFLW7vYV3UDQ7Ut6fegFOpd5nV5Ct2/oBNAJBa1Q0OtKHHkE1f/kbBIuvq9cmo1N+68++heflvzoD7/rny/A3/cHH+M1b2igDd/38JMnf/+mO46PP3dS8ql71vO66xaYqgaU+z5BySGKLegEIIRCSYEjFY5jGct1NJ6j8VyNHxpKrqHiJYyXBO3AZbU1wWfvqXPHk33WTXR558ub7Nncp9/rcNF2w+Y5RRC5JIki0RKTgVtqXCfh2FnDkXlBo6f50r0VTi1NYEKXiZJiw5TD1jmH8zbCRTtaaLnEn32lysrKGNfscbhoR5PbnxSI2GV2QlKtxHQjD2kkGIlyPJp9wdkVwYWmwsuvaHPfY2U2THtcc9Ek/+KNS3z4620e3l+l03dZbtTYvqHM7vVdrj6/zXe/tM3plRW+dK/Pctfn2BmXU6c8XCWQUiIQaGNINETakMSaiamISy7sEgQRezYHvP3lAbNjismaTxSVOLNYotvz6Ab25u/2Fb1A0gsUvUDQ6wt6AfSCxEqevgV5t2/oBpa9m6GgHSVsmunyzpdrqipi39HHpo8sXPD7idoU/ei/4q/2Pv4RLrj8h/75Afyu2z7Ly179GvFHf/6Fd5yZP/HnreXTle3Tkk7g8/jeaW5/tMn3viqg5IeUQ5c4saADEAKUlDhS4jgSRwkcxwLRcwW+qym5hnJkqISGsVLCRFnQDSXtsMqRk1V++68mQceIOOaKS7psnwuJY9BGY4wt4kghkErguB77j3vsPViiWnKoeZLpimBmSjI76bBhRrF1fcLurQ0Sscx//3ydY8fHueZ8lz3bEnpxmwee9hkvu0yNGcZrIZWylUJaS5p9xUrHsNxMaHbKvPiiBo/s7bLvuGK8XuLqC8f5sTct84dfgMcOVun0DI22w9mVOnPTFWYn+myd6vNv3tGlXmny1BHYf0LiugalDEJowNj/DMQxbJtLuP7imCRyiWIfYyr0Q5f5JY9eCup+qHL51gsF/UDQDyX90Gr5XpBYqRMkqZ43NnANRM7eMgl57RVtrjzf5+jpGY6eGuPo6SPjF+7p/fk3P7clftsvvunTH/vY35gf+IHv+ecD8I9+6oPceaij+vGn3rppbPWjxw/Olyoln8mxiNpSQiQcfv+zVd543Sq+F1LyXZJEYrQAYZdeJQ2OMjiuxHUEnqsIXEkQavwwIYgM5UgTRJowNNRjCCJNEEMYC/qRJEh8oqTEvoNVntwHiTFYaFtt7ErwlPV81Hy4aD3UyzBWlUzUFFPjDrOTsGUuYP1Mg8is8N8/P8ahw2Ncfp7ivE2SHZtWufPZmLPLY1yxXTJR15S8Hr70MUoQJxJhDHESstopcXbZ5fI9ZS47v829j5VYNyGolGpcfr7mZ966zO9/QfPsqRqNjqbRViyuOkyPV5mol5moj1GvRMxUI7ZeHuK7Ma4To1SCFDaYMNibKooUC4sOUayIYkUYKYIofQ4lQSQJQkk/lAShsAFqKAhCQxBqglDTDxOC0Or5XmjoBRbc3UDQDiXt2FCr9fmZt3dI9Didns9qyyGMJI8+sVCRpfJHf+Hdn9dv/S7z+dvu+JPkNa/8yW9/gN9316eYm6qq8r6Ftz9z4OhHXrrrcOm6i2dotA3L43BgIcIkIdP1GM+NcGRIyXOtt4QU4MKghINSBscxeI7EcwWBKwg8RRhZoEeRIYwTmxWJC0cCcWJIEk2isXpbk4PbrhDgSHBd8B1ByRdUfEm1ohirSCbGBLOTMVvnutSqDT5/X8jdT0/SWKpzyRbF1vUuuzb3SUSDmx+uUHUdZiYUtUqfpw/Bc4cdLt5s6AaKS3dFXLLDMH8mYXHVo9ev8Lqr2nzzqR4HTimqZYnv1bn4PM1vvGeZu57t8ZW7plluGbbOJqw2HcbrirGqS63iUi1b45nvaXwnwVFWaklpr4Ex2IKVFsRaEieCOBZEsSSMBVEkCSKbeQkjQRgZwhCCKCFMSSMILXHYgNXQiwy9QNANBe1Q0IgFcRKjI1s13r6uy2q3z3PHKqw2Epodw/7550v/+odmPnbbHZf++Gte947DofmJez2R3onfrgA/crojj5xuvKvROPHHx04+V6pe3uWCimSlVaJWCdi+c4nZbyR814u7TE7GBN2QxHcsuLGZAaU0ShlcV6XMbfBdQeBJwkjYixMpohjCSNoMQjxI+8WJJklsdiExaaYkPa1CiHSFEDiOwHMEvicp+ZJqWVCvGMZrmnWTATMTbWLT4NPflHz461PMlkpcskWwZb3Ltg2aretX+fwDhpWVEnvmFBN1qFUizh6VLKz6eNshiAQzY5LxcThwxLDa0swvldi1rcQrr2jz1XtKTNXA9zyUHOfiHYIff8MCrlzgy/dO8NypEutaEbPjMWNVRa2sqJQlZd/B98B3wXHsaicFSFEAOfbGTjQkiSBOSIEOUWIIY4iixJJCpAljQxjp9IAgMpbZI0M/FPQiC+7VSNKONDoO6LQ1f/z5Et95Q8jHb47YfyphsqRZ6kiME3Dm1LMlk9T/8sTxA/s8z7sUiL5tAd4/+yniWL/ns1/f/ztfvmtvfcNcl6Vml8t3zrNxnYcQEVu2tnj4WY8nnle89lrDdLmHkhZ/WdDnKA9HaTzHwXMUgatScKuUcYRlopSV4hh78RKbSdDaBlxam6yHMwW3BfggO2MBUvKhUtLUyjHjtZiZ8R7TEw3u2xfysVvL7D8yzrYxlx1zsGnOY9M62L2lRTdu8dDeOmXlMjOhGK/BeC1gYizG8xyEsDdXL/BYaUU0uoZmJ2Zh1WPLXI1r9yxw68Nd9p+qU/EjXOUhxBg7Nip+4NVLXLl7gY/dWuOhZ8ZZ7jjM1mPGKzGVkqRcUviuwHclritwlEQp0vShRbnB9rBqTQ70ONHp6mZJIYo1cWLBHUUQxdaPE0Qmza0L+pGgHwvakaARSdqxJun3IeoxUevzovMjjpxR3P2EoS8CThmHkICrL2gxM9Vg0r+PT31Gz4bOJe/+9+//8of/07/5zm8/gB8+1WZeqx997umP/ubZpb1TR+cTHnimzNHjktdd3+f6i5scOS259YE6X7qvTKwFx076fOfLurz88j5zUwntVozjWF3puh6e6+B7Tq4fo8j6RaJY5uCOYstMSSKJNSlzS7RhAG5796TMDY6yBRPPNZQ8TbkUUyvFTNQD1k+3ONvs8kdfcrn5kUlWVqvsnBFsmRVsnPXYNCvYvqGP4zX45N0Oh09UOX+dZKImGasmSBlwatHgOxIpwBhBGDlsnW3xMAmtrmK1ZTi7Uub8TSW+++VNPnO7x9GzPq4TIYSLNlWiWHLF9lW2fm+Lmx/r8ombJ3n0aJWNE4LpakK1lFDyBL4r8NI4xVHYwFmK3JNhsDdZli9PtAV8DvLESjor7yyzRzEEsSBIAd6NBe1Y0I4giCJ0t8+m6RYvu6LJd728w3dcHRJrwYYNp7n1/hbHTrlce0mPN9zQ4cpdIUfOONz51L6pa66ced8Pf9/3qN/4f5c/KMTUPwoO/1G8KEY3QLj/4nNf/uZv/+HHb5k9Nn+WhZak0XExiWaiFrJxIqLRhfllhxgJwiDjmA3TfS6/oMP3vrrHd1yrqfoe3X6JXuARRm56FIKl2ElZWxAlkjiWJIkg0WKgtbUgVyXGMrcUoJTNOrgqTTd6CWU/plYOmB7v0It63L/P8Dd3jvHQM+NMeC7bZg3rJxXrpjw2zkq2rg+5eMcSTx1t8O8/NMOYqvCi8xS7tnhcsrNHpXKWf/VHLmWmuGKn4oLzXK7c08Qrn+Bnfn8jk8rnou0e529VXH5+k1Jlnn/34Qp7D0xx2RbYPOuyYdZl/Yxmw3TA1vVNapUmD+yN+ORdJe5/bpx+r8xcXTBWMlQ8Q8kBzwVHCZS0N7Jl8sEl16lU03qwwsV6sOrFCURJqssTG6j3EkEnFnRiq8+TIKBa7vKW61d516vbXLEnZOO0II4sbxphOLssaXUls+MwVhXEiaLRMSyuukRmO+XJty1MbXzFL+kk+tDmDf/wjRP/oAzeaDTYe7zL0TPyB598+u73f+2W26dWF9r0u3VcIZisCyINvbjCvrMGI0CUQWLQxqC9hJPNCqfvr/LgUz0+c2mHt7+qy43XNZkcdwkCnyCyQI9iJz0UcayIk7RgkwwArk3K3HpwHwth0qDS+jgcR+O5Cb4XUfZDauUeCT2+8Zjkr+4Y55kjY4jIZ9uEYf24YXpcMTPpMTct2TATsWWuxYnFNn/ylSpxUGbTJsF4zaFehXolQrghrV6V8ZpBCIExEMWSSV8R65h25NHuJqy2FKcWy1x4Xo2f+M4G7/trn2OLVRwVIQRo4xDHJfqhZG7K54qdLS45r8Ozx07xN3eWufXRcU43y1R9Rc2DqmutDK4CR9pyvhDDjKYBoy2bJ1qQGPICW5QIwgSCxAK7n0AvNsRxhI5Cpko9XvfqVd75qjYvuSRioqKIkzKtVpbitTaLWgnqJUEYSRZXFIlWYAT1ksvphZDDx2+a3WN677/s8pfGxhz6y25nhmrtH25+4j8owPv9HpedV33z177x8B/+94/cVl9ZaVHzJRuUsem6xBBrC/JYQ2LSk2oEsRFE2iFyPJLEZ6Ff5ssPVrn7mS5X39rhZ9/W5sItbWbGFfWqQxh6hLFLnIE8USm4JYmWaCMxxkoCkweUIIUNWB2lcZwY34txVUirF7HYivhvny9xZGGCx/aOY7THVFkwO22YHhNM1RVT4y7rpiRzUzEbZ7pMja9y8+OaR58b55JNgomapFaR1CuaajlEuAG+7+BY14GtMiaSXuDQ60fEWtDuadodw0rLZX65znW7O1x7YYNP3laivKJwpI3DtHGIE48wsj2e0+MlrtzR4cqdHR5+2WmOLUo+dus4C40KJ5d9PCWpugIvk2HSBp45kWdSBcvk9hpArAVBAv0YQm0giSGOkCpg40SXi7d2+dm3tbnqgpixikMSV2l3HMI4K5yptMPKVodtBkfZwFZbQrJ2DMXmmUXilVumDu+r/eHk3DWrSdz90j8kJv/BAH7w0CHWrZtTX/vyZ3c++8Te+oRqUZ5QJNrgO4ZSYmx6SptcGyfGskVi7EmNNQRaEGiHwFVEic9SUOHWR8e477k+Vb/PD72+xeapmK0belx3URtH2BYxhAW4Tk+uNiIvFNnraRDSoITNmRtikDHPHpE8ss/hqw/VePZ4jTCuUHMUM2XDZNUwUTE2D153mBxzmBoXzE3GbJjpsX5mlbufCfizr86yftxhpg71qqJeFdQqMWU/4L7nFf3Qwa1aUBkjCGNJyVG86PweDz49bo1PvYRGy2Wp4XN2aYKfeMNZTi4t8+ATM7gSEBEaiGOHMHIJQkmn5zBRKzFer3Lt+V1edkmX733FIvtOaL72UImH9pV5/nCVWDgEgaIbKZSQCCFGAs+0JmA0sTYYrXFFwpgXUiLi2ss7bF/fZ9N0xLtvDCh7klrZIYzKtDp2NY1jlYM7J5l0FU20yMkn1lZG5haJjsdqCzrPPlCfmF3a+a7veYc6dOhgsmPHzn86ADfmHmDJWzhz8oeV6v9Ot9Ng3ZRPp6fT6Htg/rE6L01VZdG8gVgbEm1vANuNnoLddQkSl64u027HvP+Tk5g4Yt1Mnwu39Jkai3n7K3tsmQ2JIpHqbQkF5ibVn1JqhBR89q4yTx2qIhyHY6crnDpboVRWjPmC8aqhXtLUS1ArC8YqinpNMVFzmBqH6fGYdVN9Ns62SEyDz36zTq9TZdcmQ72iqFUktbKmVopx3ZCbHywRdCXuLMgUTFEsqZYVr7u6xz2PazqBpNNLaHUdGm2H+eUKF2yv8faXtHjs2QrHVmooqYEo1csuUaIIIluY6fQdmh2PWrlCtRxwwaY+1+zuc2KhydEzDRw34cnDDp+5s4JQyoJbyJGLqAGN0Zo40mxdF/POV/aYHkvYvcWwbgqS2CUMa0SJw2rLIY4dy8iJIomt5SEDsU5EupJauZjJxzjJkgEyrV9IGh3BUmMFVQl+53Nfv7/bYO7Dn/jKY+H3v+mKfxoAP37oKJ7vn790dv6Pjh96TkpZo1xygBjHMbiRIUoj9CTOwGwNQQOgi6H3rZSxN0SUCEItCbRHqD0iDYudGnc+pTFovviQHdmA0elRqB3YXCBCKISQSKWIIwepHVxHUvNh+4yh6moqvqbiQ8UXVMuSWllRrziM1SQTdZgai5mZCNgw0yZhlf/2uRL3Pj3LjimYqKTsXZHUyjGVcki10qNcruAriZKpBsfe1FHk0u8JekFCO1B0+rapo9lWrFY9Tp4d48UXBvzMO87ygc84HG/4CKExJkInhih2CSNJP3Dp9BS1nkO15FEpl6j4FUp+RK0ccsWuEM+NuGpXzLtf1cVRcVoE0ghhhkV5Kum0lggh8V0FePQDh+VVxzJ0eliDmkpBaw+dMbWWeZCfpEa2WFsrbxxLomRQXApCQS8QxLHmljsekJddGf7Rtm2Nb3Z6/Wf+IbD5vw3wv/6bz/HE3qny6dPPvfXk8f0iiT0APFeAUWkeOwV4bEicgkQpgFwXwG5PThrZG2z6KpUwiYbICCKtiI1KDUU+ibGZgeLFSrGNEuAIYSuVCkplQ8kxlFSC74LvQMkzlH1B2ZNUypJKybEArwrGa5rJeszUeMDsZIcNs8v82Vc1n7h1HZvHFdM1Tb2qqFUU1QpUygm1csSZZc2hMz4lz1oNIHP6Cfqhw/Y5zdx0n1bfo9c3KYtLGm2HWrlErTLOu1+1wOEz8/z5lzbiSAeDJtGJXelihyBU9EJrjOqWJJW+Q9l3KfsJzbaNMTw3sQ5MN8GRtlFCSlvOF+lhU6cijVnsSthMgap1JjlkAcASncgUuDIHsj0s2O1KPQj68wpq5lmPBGEEYQRCSnZu8nF6e0XdmLdedsGuQ3ff8YXey175lm8twF235K2snP3lU6cav9xoebLsS2tjda2rTSqBE2ncxBA7Js+3JtoUQF6QK9pmVKxGHxQkEm3Sr0X6M2mAZEQeKBkjKKgS6zFJAytHahwJjrKZBVcJXMdWRD1HUPIlJU9S9hXlkqJWltQqhrFqwngtZrIeMD3RZcu6ZR56PuCTd21gouSzrqapV4QFd1lSLWmqpZhaJeCh/fDkvgo7Z0yqewdl816guGq3YdeWHg8/M043MPT6CZ2ek4LcpVIqUy6N8z0vXeHJ5xd4cO8cGIXWiV3lYkMcmdxP0gscKn1DuaQoeRrfc/G9BN/ROKnF2FHaVoalQUprDUYYBCmbp9IuB/pQoDgA7yANO5qWlel1FQUWFyRp2jGvnia2gmqrpwajwXUUSYRcWVr6D/XqmFeu1N4LhN8ygCdRRwZB79e/8qW//gWl572NM15aQLB/oJQCFQuUFIVCgk4BnoI2GWbwIQBnwE+LEjplaZ2qkKx4M9T4N5QxSY+0oKNkWrFUpJZbkboRJb6nKPmKsi+olAW1sqFeSRirxozXAqbGemyYWeXB/T1+/SPrOH5ynPOmNeMVqJcV1bKiWoJqKaFcivDcPs2+QUmFqwxSDrRApkmj2KNejujGmm5g9+fp9hPaXUmzrKi0fUp+jW1zEb/xw01+7aOSB/auw6DQRpMkmjiJCWNNGCn6oaLnS8qBouRJfM/gewrf0biuzfc7amB9kNKgUpkihFlTFNEp2LURGJ0BnVxXD0A/+DrRpPqbHNxxbg0Qgxx7WkSKYztMKdEGE8CqNpxdPuEttUq/+AM/8G630er+u/F65e/d2/n3BriOGhgTvre79PWfX1fbW4q3eLR7SeoFsflUR0GsBI5SBV+IsKBOsipa9izyqlpihC2r64zFTcomGaiHjwKuc/MUWTEnB7hAKZsuc1TmKZf4nh0AVPLtSIayb6iWNLVKQr0SMVYLmaz32DDT4MF9XX7tw9PsPz7J1kmbYamVJdWKtOxdNlRKCZVSRJSEfPy2GlIpXGlQYpAm1EakutXlB167yi2PhrRD3/qq+wmdnqLdUTR9h5Ln47t1dm+O+c8/ssy//7Dg/mfWpdkJW1aPYms0C0JNULJ2V98XlFyB79nKpueYvGLrKI1UNjcuhQW6KKYPCydUZ+dXi+EVMwd4BnhysOsU0NnKnOXWk6RgoYghSjRxrId8Q2GkafcMTxw+XOqqu//VT37/q8TCUutXZqf/fh1Bf2+A3/PoUTD62gN77y1fvnmF6YlplPLoBYYwlISxBVPsCJx4sCwlKcDjAriTxL62Jyt7LXLmzsBtjBkG+Dk+VwbwzIORVfKUEjipocoCXOK60vo3PEHJtzNPKn5CtWzBXa+GjNd7zIw3eWhfl1//0CTPHptm04RgqlqQJiWHasn6V8qlmLIf4roBp5YncJVASZ2m5QZBZpJI4lixfsIWT1pRiV5g6AeaXj+h3ZeUu4qS5+K5JVxnjD2bYv7zv1jkV/8CHnxulkRLC/DEEMVJyuSawNeUQknfU7kEc11wHSvRrE/F4EhSmQIifS5iPMO5QQwRSnZtTA5scnbPgK4L2TKd1T3SOCzWhiQ2KcAH8VmYttY1OjDf6NJcvKMcdrZcK6X82+D4Dwvw+SOfZd3mhcof//FD3qHjPusrtTQDkaR6F5xIECqrs4aAnoI8TkyuuRNtMJn2TuWK1plnwhROrhkGd5G200dWks5cglKKXJooKQsdQQLPhZILvqcplwxl3+rnSjmiXgkZr/aYnmjy6IE+//6DEzx9bIYN44qZqmasLKiVJJWSolIWlEv25rCl/pAH9wo6fY+SIr3JrAbPmhASLYhih2pJcd1FbR56tk43sjKlFyR0e4q2r/A9hed6qX4e54LNmt/6sQV+6U/h/r2zRFoSaZ02Sw96MANP4nvasnfqTXHTm9sepDJlIONkWuVl5LRm59owkC0DP0uWeUkroglD8tLqcZNeb2tZjtIVPHN9Rolt+g5iQxAawliweVoxU4r5q7+52atte23lv3/4pu7P/vDr//EB/vV79nPn4e3jFy5/5E+uuXD+pefNhZQ8BykMJT9GCJP3T6pY4kQizX1a4Nuou7BsaZGzd5LKkpzFi6Bm8DrTJUP4Fml7m0zBnZqMVA5wy+KuQxoEg+dqSl5qsPITyqm8qJUDxmo9JmotnjgY8O8/OMGTR2eZG3eYqWjGylAtCaplRaWsqOTsnVDyY2qVPnc/6dFolpiYGJTJs8+sU20aJYrZKcWrLutw9yPadtGEugByScmVlFwH1/FwnDJSai7YbPjNH1vgl/7UcP/+WVsBzhyAicmZ3I9k7i70HNsN5Tp2JVNOdm7IP192E2ZSRWSuNAYFISjGPwz8LPmNW0gWZKt0YgrxVipHUlmSmbrC3LVor3+/L/n6/eBXWi/9jpm9f/Hz/+I1P/kzP/R4Q4jL/3EBfuT4PFKu/tJnH9n7rpftfpbzt0zS7pUII4WKnFzTKanSJgKb2FcKEoc8yChqNJ2IPEMyYAUzFEiuZW57trOKXCZNhMwcdAPdnTkGs9kqrmNwXdtYXPI0JS+hXIqplCKqpYBapc/kWJPHng/45T+d5onD65gdd5mtJIxVTArulL1LkrJv2b/kx1T8kFgHtEMfoSRuxuC5Bhep9yOt6EUuVa9v7QJhiYkM5P2ErmcZ3PckruPgOtkGtIaLtxne95Nn+bd/rLl/3zoi7RAkgjDRKYsLSpHGdw2eK/Acna5etuVPpSuaPT9pV372XDBmFRm9eP6LIM9W20xC6jwTZhikf00eew0MXSMAj6Cfuhb7saDZh7npI6wf67wLvfFQFIa/+o/K4KdOzbNhw7qtv/SfPnjJbfdH3P1Inf/6Ew2m6zHtbjktZqTLnjRIKVOgG5wkC6xMgb0zO6vIK5qmsOwNTqIYnOBceJsBaxcuSr7cph06Kg2mHCcdNZGakDL3YMlNUt0cUS4FTNS7jFXbPLg35lf+bJrHD69jZsxhppwwVjLUUnCXSzadmIG77CeUvJh6NWTvUcNdj1XxpMRVtrOmuNeNTpkuShSxdnj5FRE7z+tw6HiZmQr0Q9s10w8Suv2UhR2F47goafLzfNFW+K0fX+JX/1TzzWdn6EdlgkQSxoZKyoi+iwW5k61eOpUoEqmSfIVTUhQALvJAPf/UYrBkDpi8sMrqQlbLWMk5XN/IwD3o+I8yeRLbXHgQC3oRdCPJUl8wN9nkP/zwKttnXJ55ZN8lm/b8y61nTp86tn7Dxn94gJvoODj+tsWT9/3e1Tuab372acFTJ8c5urDKlnVdtLaW10GAp5DCWCebUsSxSEv1Ik8ZZenEQSpwEK0PZUoY0dz5GT8HuIVBqiwtaPJeTjdlbs/RuK7GdzW+F1PyYkp+SKUUMDnWZbXd5Z5n4Lf+ao6nDk4znYJ7vGyolQXVkshz5Tbzoi17exbgZT8gTBL6vRIlZW8yKcSQky8rpNhA07Fa3gkIQkMvEgWAazwvwXMdXFfiKIWSbg5wBFy6XfBbP7nK+/865v59U5xu1ulXJeOJoRbbaQN+eri5RDNpupACwAcMnn9eMczgAzCASedTaDN4zgGuB8w+KOSlnvOCJdfaN2wuPIgF/Ri6kWA1FLTChGvWr7Jno+LJfVUOLIRvvnjp/uSqKy/5V0/vP3X0kt1/N5D/nQF+671HcZzKNfOnHn9r2HuYf/Fmh9VgmRft7OM6At8L0rki9gwIYZBCEUuDVIZYZSVdMVIYMAPfthFpsJkxuMkxnQG9eL7zi0AxWDJ5k7J1DVrmtl342aiJJAe376XgnuywuNrjNz9e4UsPzLDUmWBmTDJTSsFdsrq7kgaWZV9S8U3K4FZ7l/wQCLnjCY/VyGPKZ8iPjSjoVmPPQxg51H2HV17e5cH9Ie3IZyzSeXOvF1ivuudYgDvKoKSLkLZAg4E9myUf+NkWX3uwx3s/tI6TSxP0xh3GPUEt1lRi8CM7etlTdqCRmwWaUuRBcPZclClCiCEWz4ncDHT5ueTkoKFitEptgW2fbfEnSAHeiwWtSNCKIUkinjso+U8f91htGKR5jAv2OG8dU+rj0u8e/Qdl8E6nR6VS2nXzbff93Ce/dIj5psOPv3mB73/TIiUEnbaD64aWxdOH1eKaSDnI2BDLQR7csnexOCDS6Dy9+ynYXIsMDmtOthQ6DZDS5uQM4MquHk5avXPzMRMJnhtT8iJ8L6JW7uE4Xe5+MuEvvl7nq/fOEuo6s3XBdMnKEpsCzPLkKj1EytxF9o5wnID7nhunGzqsr2SfZ5TBs5yxJIoVJVdx7QU9Ym0B3osE/SwbEtqRa66TpThVCkRbfbSAE0yPC971ig41/zQf+nqPe56bYj4q0y1J6rGh6hgL8nRYkqtMGpeYFOQmzzplBTIhQTD82dNxkUNyJesSGiq+FYJPneXAM/tFmmSIEttMYdnbNlM0Y0GUxBgTcvykw6dPad7+xjO857UCYQ6wsnLlz23b9YrHw6B3wPPL//sAv//Jk6ycvIW2P7ZhTB1+2dU7I+7ZV+LY2Zi9BxVz44aZepj6rweJJZEGmzbPqqwWTzRO0bOQFMrAmebO9HfGEnm+O2USkQWXmSxJZVFaTJFSW3midOr5TsGtrBfDdyM8L6LkhlQqfTyvy1/d6vDbfznLocVJXL/EXE0w6SfUfUPVh2raYV/2bbWzlBaErH8lSVcCK0+WWgmd0MNTCk+aPMDMEJKl2mxKzcYlYexSdvvMjfdodGv0IpF3r3uuxnWTNM2n0nSnGhRn8sDVOh/f/JIOV124yG99rM8nbp5hJa7S9V2qrqTuWA+O74CnyJshnKzoIzNrgyh0AZkhgJ+LxXOgF9OHBbmSjBxxYn3n2dStILEtcK1YEMQJJu4h44DZdSFzExHb50L6/Rluuy/hyWP7X7ZlW7Jhabl1wESHEO6O/z2AG52wLF6xbf+zT/7Z0b338robWnznq7qcXI74f39nilLF8IGfa7B1XX/QEpUFKCKTKgaVGJw0yMzB7QzKvcWy8DCwh+k7/xUj4M7KzhbgReZOUpDHeI6VJL4X4Ls9jp6N+fOvVfnCN6c4fHaCesVlsgQTfkLNN2npPQO3TMEt86JQKdXevmdvnHo14PP3ORw4VqakhK0YZkBhgPJBscTq8Ch22LMV3nhVm7+4aYpOxaEeGfqRwQ/TuEFpHEfa7IeiAHK3cLHsqrBlWvIr39/lku0n+dOvTnJ4foyVuEzXdagqQSUFuieNvXHSLFPm25GFymvO5mk0P1TtZDjgHEiWAnsXrBt5W9xIx1AnFrQSQRgnmKiHq7ts39DhAz+/jF/WvP/DU3zu9gqJiHjXunt51TWb/2xu0zWvT4LG3ypV/qcA10mAkB6PPf7Ipn179+34k0/FfPRWByEqLHfGODXvYOKI7/xlnx96XYOffUdAyRuwuGTA4k6SzttO7NxBrdKWsoLHIauYWWYo+LkzfKe52YE+NHlaUkqTm4hsO1pmMLKNy74T4/sBnhPQTkL+6NMeH/raHKeWx9GqzOSYYtIzjHmaSsrclbx8L1OfSipN0tx5Dm7PVi+DKOTASZ9O6DPhp1mcrOiUgST7+0zBkxI51KsO2zeFKL9PO6zR8wTlyBY+vFReualEcbKsh1AvELwqZsa6/MSbu7z15fN86Gst/vyzUyz1qvScEiVHUXEEZWXwY2PZXJpcjzuyELBnKxDnYPMC/xRz5EUWz1erEfaOtAV4NxG0C+CuyjY//64lfvB1HXZsEISxywd+rstK+ygIh5rncfLogR2rzclNey688mg/CCj5Lzy99n8K8NPzi4zVqjNCOJ9+7LEn3clSldVVO6IrTATSN0ROzPOnPD7wCYdKeYl/9c4e+UwlASK2LJ5IhZSSRGmc1Hapjc57JrNltugIHH0MwG1G2Fuj0lY0pRILcMeOW/bciJIX4rkhzX7IfU9J/urWOp/95hT9pIbneUx5gnFPU/UMFd9Q8QbgLvkS35f4qTSxhaE0M5EC3HNt5fPIGcM9j1YIIxe/atYEmDlx5Brcuu/CSOG6Dq+6qs0nv9Fh/8kqvZKd9xK4Bi8GN9K4oUYpafPWUiCFHAz3yQCe5di1pOI7rBvv8W+/p8sFWwI+cWuNR/aOsdir0lcerutQcgRlCb4yuNJYNi9KlREWFynQ16z0BULSa0Ce3syp/TlOwd1J+z3DJIG4B70uP/G9y/zC97WpOT7tbpkw8hirKCqeoh94tLpljh1/yr3ihhs+3Wy2Lgv67cW/N4PPTE3K5w8cvOaOO+8dIzFsnxW0e4Z2OrKrFQkaoUtTSJb68Ok7Q77juoCdG/qDuYJkANcoWfAVK5lOryoCnHQu+Bpk5yd2AHBd0Pg69Z1rC3CV5HLEcSKanYh7nxF85KY6tz42xkqzhiyXqJUV466h7mkqru1IL3ukrG2Zu+xLSp6i5AlKHqlDT6fg1viu1d/KCXj+JJxqlmxhJdW3w4WTQcBs+yBTn7SWhKHDurpg1+YeTx+P6UZuOqYBvJB0XHSSSpSsUANypDOnaIRKEkmUWH/4O1/V48arV7n98TYfvbnOI3vrLLcrNKVHx3PwlMCTAl9iezizFK8Y3KQydRwOZVZGHnoouyLQpOyd+lZCDaEW9DX0EkGiE4j7EPXZs73N217epe74tLpVur0yvcCnF3h0+y7tnke769LtwaMP3zd20WXims1bdtyUns7/dYC3Gmf8ejn544qcr164vcRSI2G1FVPuaso9jd8XeFKiUbR0mQeeGeM3Pxryez+/SrUU2omtAoTUJNIhKQA8kyf2zh94kGFtQ8652Dtj7uxQMkHJBC/LZsiIxXbM3Y86fP3eGl+6Z4yFVhVRKuHWXOoOjLm2k6fsksoOKHsiPWRqOU11tyfwM/bOAO7EeF5MyQsxJuKOx3yOnSkzPSlwpU71rBg0+g7ozub782Bb0Qtctq4TvOryLl94IKQTufQiQck1eLFl8SDKrK6J1eB5QUYOyRR7yLxRwVZNHcp+wDtf0eM1Vy3zxW+2+dq9Fe5+qsZCs0JPePQ8B8dVOELgSoErJY4wuAIb3xSklsxmj412BOU3sMgzYknmvTEQpH23kTYYk0ASQhQyUe7xK+9Z5ZoLodst0+2XaXfLtHsl2l2PVtel0XZYbioWVhL60fHqhu36j5PjZy8Aev/LAF9uapKk/33d9jfHr9x9lPHqFM8fc60FVcY40jKoQRMkin7iEAYedz5a4fYnOrztpSFxLFLWdVKNnEkTWZAkMh/rsLaYQx5QCnR6cnXaPKwRUqd6O5UipYhekLD/FBw9rfib28a46ZE6C6tVcEs4dZeKktRcQ83RlF1D2YWSa8Fdcu1MQmszlYVDpN83Kch1DnLPte1ph05rnj7ig+umy7wplOgLFM6A4bJMis2m2HHOF28PuHBTh32nKvRKgkos8CNDoEhTezpl7yybkqXxBlolz7PnDQoqnT7g0g9dyuWA97wu4E3XNbjl0Q6f+kaFo6dL7DtVIWz4xL5D33GQStpyPvb3ScDJtLmwXw8IKAs0BzNodDo1ITtiA7ExaK3BJKAjSAKIAl714g6vvDLCmBJB5NIPPTp9n0bbp9nxaHYUKy3J/JLm4ImYfSc7bDn/CaYmKv8zjn5hgLdaDRGG4c987CvPjc/U+oyXGkyNT9DsOCQmtVYK62LrhAZHCEJHcnTJ4alDLm97dQ8nTLO0wqC0towi7cyMAdNkuruwhosB0jPWFlm+W2g7+kEm+L6dpJokMWeW4bY7XQ6eLHP3Q2VOrZY5dLoCvo+quJQcRdUxVB1tswhu2u3v2nFtFsTZIdNDpQAn1dwpuN0E37Xs7TkRpVLIkUXYe7SCK4fTg8PadTgIy5oIrO1VEccuF27tsWu2yzOHY7qxSy0SBA54qRFJFQAupUBIOcTkmUzI89CZDErS35EoosQlcD3q5ZAfeG2fl1zS5NRqizse9jh8wueWxyqcXi6R9Fy0dIg8BVKllU3blW/BPVoEEkMBp2aQEwdjx1Rn4M4ArkOIYy49L2TLlKHbtzdkGDl0eh7Ntstq23Y59fqw1NS4lQ7XXd5l8/jD09/x+p/5ue/tHH+fX91yztDtBQF+y803EccxjzzWohdOsnOjYdusbUWrCxfPkSgnJowSTjYgjBPQMWA4u6JotyUVJwbsHa+l3UveSeUJRqARtkVqje42uZstz6enOlupBNdPiBLD4ROCpw8rbnuowjNHfJ47UqYV+AShD66Hqjv4SlJRUHE05UIe2Hcyn0Zmm7W+cD+VJZ6n8DyZ3gBmoL3dxFYWXavzS16E0SFnVySB8XEciSeNZTpJIeNT+OuyLIoZ9DsmaT5c4DAzGSJVn07k0nWEzXREA8OYo/RQBVJmxhGAbNgRAlPoak8Kg5HcROXjJ7qBx9xEyJZ1EVecF9ALe/zQkSbPHHW57cEyTx8pcfi4TxQ7GF9hpAIhSUQxeh75A7NMeT7l1BQawjWQgE7A2CGSlXrE7FSCQONISxoSaHU9FhsuzY6kH9jK58yEw1WbPHZsMGhtqk8+8cS7hHTe97/E4Aefu5mllY6685vHxe6NPkHo4XnW3lkpAVj9PFlXNHptAtOh6toulm5D88AjHk+ddLjh4gDVjpE6wRiVS5IM1FZzrwW3kOA42npbpCEK7U5eQsDRk5K/vtWnGymeeK7EwRM+Sx2PIPbs7GPlouoOnhSUFVSkHWXmOxpfpcYjZVnbc4UtehTB7Uq8VJb4HvgeadbElsxdR+O5cVoRjSiXQhZWE267v0az7TMxJnL5lpm+zuXnMOk1L/Y6BoFiekpx43V9bnmkx/FmlZ4rrUxxwI0NbpTlrHW+OZcQKq04ZlJP5r9DG2eotUynTJ44ithVRIlDFLk2lepGVL2Il1wcce0FIW95WcDzJyRP7nXphYpP3FbhyLwLQtLtOSQ9lflsMYpBPrHAU0N50SLQSdm8q7lsR8x1V0eIWkK0GBBr8Hy78ezR01MkaQ8qBsolRbdT4/kjVfqRoLZwTNSnd6m/+swt8fe9/ca/G8ClNMxOlf9o58bWpWUFQTprLmt5siVx2yhwyfman5teYry+ytOHBX99c4l2T/D1O0tEHcFFuyOqvsHoePBHm+wuLz7SrIuEZheefMphuSUplyQP7XX5yjdL9CNFP1KcmffQwiEyLlq44DgI38GREk8JStJQUoaStEztKZOXqD1FOkXWMreX9WXm4FZpj6bI2dtzNZ6XGbSSnL09L0KpkDsfV3zhgRrKc/ClSXPKjHg61jJ4lgu3OlwSJYp+3+VN1/f40n0tPnHHGJ24RDXV4W6mwyPypuGsW0iI7E7KZIMsaH0xlJaME0nsWCZ3HUXsODhxYoGuEhxlaweT5Zjrd8dctzvCiIC3v6JLP7JzCr98r8/Dez3KvmCppXjyGY9WVxbGrZwjW24GYDcGqiXNhZeEvPbqgNaq5EvfqPCJmys8fqhGpTzGlppL1e3jOSIni04/ZrVlxw/3ggThrlz6qldW/kgb8xN/JwZfaQQI16vHi3+5e/uGBeUKh17gkqSBoBQmH0RfKcVMj0esn1ZM1hUXbu/yXa/u8r6/qPPeP67xwbkK11wWUytZX/Df+kibFBodySNPe7SaCqkUgZEEWmGEAuFg5wI7kObWXSnxJLZwITWeJN2BjRTcKTgcctuo79rG42yY/ii4LcOntlo3Y/CkcMT4ToQxIaeWPMKghD8m8dKyt0pdeUNVzGzlhkKQDYP5IYowcpmoKTZPh3iiTy/26cWCsmMHYWYeEmsD1mmzQub+k/nvsr8jDea1LgzB1+mEsYE0iuMkrRsoWyBTMSpOCCObcnVkglQxm2aycRMJF2ztEZoe0tE0W4JHnnZodCRKZth+oXpGWiXRUC0brrksYuOc5r1/XuO/frBO33jE7hjVcpV43DBTT6h4AsfJfPUCREKSQLuX0EvaatfZld2/9NPfU39nr9vyysNB5xqAe+I4InHed+zEmVcI02HznEOv7xKkW/tlDO86mrIfUS33EWiiROIrwfyK4LkjDomQnFxxOHN7aZil12g1Bl3C6feNEOis1QRJ3i0sFEJKhJQoIXAFlJTBE7bs7KUM58osb1x4dtJOekW69R45uG1bl8JLwe055BZTy+ApizsaL62Oum6E70ecWNJ87JYqOB6uFIMAM5cnYg2DF5142ZBQCzY7VCeMXN59Y48v3t3jubM1OolLJbab0loXoBl04qR78uS/q3g+s5VCy4LBKzt07oVxHIWbZPuQJqmhS+dFM6USpLSvbSyU2LqD1MhIM1PRfMcNGiHi9DKmTC3y5XpwtbMikTAIA5kp8sJtMRPjhhPLCqQkARqBjS96niUqW9Syhq1+JOmEiiQJOXrk5Cv2Hjj+vjhK/uXfyuBPPfUphJDe2TN7MXGTi7ZpJsdKdLo+YeygjbA+b6XxvIiyF+C6EY5KiBPDzQ+VuPWhMvaWUyQqs6WNBiPCgjeP/rOvC88ii9ztH6qEwBG2rOylhytSVpOknoq0ezx77VCYg5Kx9qCrfgBwmcsW3zN5S5vn6cLgnBg3ZW/PiZAy5Ni8YLFVQjgOvmRIngw8HIO/OA+7TGEsgy4GgoowdpmqB2yd67FvPqCXOPQT8BOBmxjctM9VxeQBeJ6uE2roHGcy2E7aNRTHPlhppHESTaKE3eArScHt6HxIkMprDQNwS6nTarIFvUjdjdkwITtrRedVTyEKCcQs3Ss0GoOD5sZr+rzumoCP3lYi1jFBolkOHTRQjS1JCWEJIUgEjT4IN+SCzV1W2gf44k2f8c6lEtYA/Pf+sosQgv3HarR78B3XrvCm65tcdp5HL/RJUkuskpmBKaTkB1SqAQ8/o/jAR8dodD1LmUKlhxyAeOiZYUCngVLm3bATqcgLDY6w+tYRaWNzCiZXmrR7h3y4jyOzLnLre/YUQw3HFtzSPnsZ0LPgMwV31v3j6FyiuOlAfs+LiIn42n1lzi6WcccUXiZN0gAz198DjA8Y3Azr42LRpx/YCbZvuKHDfU/1acUluo5DOdaE6Qo1MEYVqoxCM+gcygJNMVw21yplb0gc+ztdLSzAE4PjJGkHliZWKi2gGWQB6JkVevBsaxIyBXEG8OJQocx4N/Q6vTmMiZkox/zCe5o8fszl0acdjFC0KREbRSeyU8mAdPx2whW7Vnnr9Q1ee0VKCslZ4G8B+MMP3km1Un7xV2+65yo/avP8qXH+5AsVDpw+zid+tYHrlokTB2NSx5mKqJRChBNwyyOSj36lxjMHy1BxQbpWLwtpQY5cw+TWzz2o9KmU9RyRlorFwLCkhBk8F/wS2eusPc3J+y9FIa2WDfspdtUXAJ4FnJnudjJZYlK9Pewl99wIzw2Zb2oeO1gGx8NJ5UlWns8ZnGEWt/geNHMMnHdiUHVMFFHkcvnOgKnxHs3VCt1YUVHgxvZvUYl1aKqoCPCUGfNflI6QpjCtSpuUzYUdHpTeWI6SVn8nIh8vbdlbps0j2TSsZFBJTu0SogB4e5MVPotYC26Zvm//jQRpJCYUXHJexM+/o8lfluHOx+x2Kj3foy+dNBUKOolxTId/847T3PiiKg8/t4lDJytIb/aq7Xuue/HNt9x47+tufM25AT5V66Kc8Dsu3x2+aNyLuWiHJFB9Ti1L/EqPsonRid0gSgqN8mKOnzHc9qjH73x8jL0ny1DxLLgzgEuZM7SVGZZbZA7aFLhk5eAB0PPv5UHbQHvmLWliwNy2uTjrVElf590rA2BnzbeWvVPN7ZDr7SwlaBl7AG43dydGCCK++k2f+56pIX2blnSzZotC5qRY6CmivBhoDlg8HWipFb2+y3UX9XjjS9r8+VdrhIlPJ5GUEjtrPb+pRUGmSJkXxAa/6oWYnNQTlA5dUlamJEqi0te2KTkFdh7UyhGrxECWZAM9izMPB4CmwNpZ3GD7dqVWtrrdkXz/qwOuumCJ3/lYxG2P1jh2uoTxbExn/4AYRI/N0yGPHZzgS/f4nJoPmZmLXuRP9b8jiqJ7z8ngDzx1ilU5duOxg5///pp4ij07E4w2zK5b4X98weHzd/m86oqQMErsaZPwhXtLfO7OMk/trXCm4WNcFxwXhGuzHELmoLZSowBmOQBxBngphtlvFNRSZM+jQLfd+0plYBfDLJ52w7hqGNx2nMIIc6c9m17a3uY6WcNBXDgiQiI+dUedxPiovHpZDDALfY0M0neD0ocoNOtacOskG2SpSBIHgcs7X9nl418LaOiIXlKilwjcmJzFpTTIWORywaYLR71HspCaFAWQCxInm0eTBp7aoNJ4QCmN0tJKk8TkbJ4BW8kiExeBPgpuk7P6gPUzH5FECW1XFWlX+z2bQ/7zTzd4574uX7izzOfvreSj76LI8Kore2g0f/yVhL3Hu8ShYUNygLdMzn3/ja/+zrt+6HsP3yLEecMAL6mQerm386v79I4v3eZipEc/6GOSModPC37hA5Osm0zSMqwVfycWPJbbHka4UHJS5nbShmNrpPcKUiP3MRTkSG57FQPmy7tzimAvaE615kjne6gB0LPRCEPDblJgO0oMMil5OtB23NvGZJMy9yDAdArs7bshjx2UHDhdwigXJSWe1DhisAplzbvnLPQVah/5vD8tCvlqC/IodtmxIeLC8zo88HyZSHn0YkFJgpsYnFjkq6CUAhmnEgFJWicekUViJLgtNCQ4adDpmDToNKhUrlgmNwNwixT0UhW0eArwTLKIkefC+wOmtyDXUlsWVwqtFSpWTFdjXnd1zDUXtPipt7fT0M0GyXOTmnrJ8Evft0QQ9eh0a3Q7kq3T8Y4o1DujkFvWMHgcNAhkQEVFTLplepHL4aUqK8sOiejT7hlOrWRyI9XVStkmP+kMgC0FnrDAdmUaIGZSogBoxXCAJAtL+mjwlFs2h5hcDIM87XRxcrAPxrRZfTkAeHH4jwU0ObDzamXO3AmeYws7NqiOMER85o4Ky8tlhO/YvHvxJhz1oGQneSgPnrXnDfu4B0PkFVHkMD0pecer2jx2sE6QlOgqj3JitbhTkHAW3NlaodOceGbMTaXKiB6380sGU6m0TMGuJEqndlmdrkw6K/CJwkgQM+jhlOcC8kCS2B5S0hFxKbiVRunMSj1g8UQ7JEmCUjFVP+HirQlSxrmmBw1GcNE2w6n5MQ6sztLpCM6cdShPNIijgbkwB/iBp29CKUFVtHjZ5VW0hqujJpFZ5vN3uRyfL2FUytJCpvo6zU0La8L3BHmqzC2cfGdEehRn4Y22RhU7SXJmL4wXsyf4XOwtBl/nAWY25EamMkXiOekAoAzc7gDcbl6K1+nrZOhwlO3cee4YfPrWGoH0UFKl1cvhmSyjFcxz1PVSbQyjI4p1yuBx4uAnDu94bZ+P3NTlqcNlIuXSlRIv0bafUgpkkjV/pAQixQAIyBzkZmTfosEgzdTxJ20aztEmBR44OtXgGdCLbW0p0IdkSoHJLZBl/rr4c0LIHNxSagtyLW3/bmYHThyi1AZtVwqbj/fciONnDZ+5o0q3N0anVSGMNfK5A/j3zA/theoAPPD0SfTExop39He2b5xcpDVn09jnb1nFm2rw+POTHJ93QXkgvbzgIoW06TiBzUsLcpN8JkcGAeJg0OMasBdAnX2dsfZgmE9hkGZa0VoLbHKnXQ5uJ33tiELBZwDuImu7StuZIXmLWNbTGadHhHJDDpxyaIceKGsPcIv6W4ykB8U5sigFPWxGc+EFD3emxauuYPfGPk8dCEm0T097lBLr2XZSDa6EnRJl06xmJJwlZT17q+UVzqHPYdI2Qgt4pe0CnWiZM/jAHmClWJw1nBQavgfXsgjyQvdVISDV+QogkdJYqSI1iVaFvLtOAZ4VneyuIYdPwW9/cApRqXDBhsDe0Mpw7ZUz29/373++8l9+4x1dIXZZgJ8+PY+z2HntmVOTv7S9dphrLnaIE8FKu88dd/kcPl3FuGVQHkKqnK29nK0toFXa+FsEtXoBUBe1dw5sOfIz+fI3+JnRGR5OxuiZRzoDeKq1B1qcHOBOQZZYEJvCa13ogUyP1JvheyErbc0ffK7Gcq+E8K3328vy8PnnFEMgf6FHPtRIi3TnlaIGtxmVOHaoVxx++rvb3P5YneXAI5QOPSnxpBi0lxW74DPjqrByJas5GLTtlDXZsxhKUzrZDBNpXytdWCULDJ7kk8sy/Q9JDtZzADrHwDCzJyOZGFVoYMmCWDvIKUnz8ZblBYJt6wNe8/IGDzzr89DxCnEMV+ya57tfs+eXCJ+8t9PpfDFn8ObiE5S8MidPHmZvK2T/SY1BcMtDZe55eoyldhXpeThSpi1NGVunBRg5AHMxeFTyBUAti8w9AvLCyILisxIDw00G8Gwqk1SD8WNZO5ejBI6UOKkkySuaTlrdHAW2O5id4qi17O2qCM8L+Zs7XJ49VAbpIqXEz6yx58gCZRT+gm5CRgo+hXYznfZVRolDHLtcvKPLm1/S4iM3ldCOT096+FLkRR8lBVH2+xlhcqHByJzJs77X4i4OxoBWoIxdFbQRKG3PXSIzsIvC4HyrxZM8NVoA8hq5AqNZFilBaBvAZoFqIgRSZWnIjL0NUsu0uUOjUjvDugnB+3+qyzefPcHXHqoiMGwYbzF/+gh33jtFHHcHEqWfSIQRdAOXv75tjpOrYyhpq15KKkrlrF8vLY1nS3IxnTdSolaFC14E9RCwC2yXfS1GgJ1JEbkG4IWJTEMAlwOA54WeDOAmnZOtU4/KgLUHIB9kTRxl2dt17NSq1abmy3fWWGr6UEqzJ2LAbC8kUfJxCyOq4ZxpuyxlmO6BY7MpDhN1xXe+osuX7uuz3PEJlUMvkWl6UhRaytIii8yHVKS/LNPj2Vs6LwRlk8ScjM1V+joNOpW04C8CvcjYltXFYNZ4Du4B078QsyeZ/BSpntemAPC1zK6kIla2O6nkx7zh6pgbrwhwlJUtK5Fhcjwgie3eos5dD+9l49zEtk9/9eGf+eLtHZxkil3TdiesOGUXSSY9BtmQfHeAc2U9zsHQwyAXa5hciGyMrxhhbzEMdDmYHCvlsCyRqfZWRWCrgc03Z25lRuSJHjkSOygo097KVi6PHBU8f6yExkdImz1x5EicIQYr0SCrQR5tFr0oAyYfbPyUbQOSb/SkbbCJcdizNWTH+j7L+8qYxLMsnog8BaukKZzPtDUqD3QHQedg9dB5/2a+kshUm2tI0qxUogqaPJ+CJQryJAO3SIlOILQZ0uMy1ejDGZdB+1uyhvVlYSXQQ6+z1aLbty1yOt31zVUJ508uMrnR+Zny1BueSLpPHHVKCpIwnputiRtn/VUmpn16YUKnD73I7spg0nMlMUOZjUH++m9h6lxfi2Gmzn9GDIF9AOoic4v8dRHQSpJKlJS5C+bDAXunW1oPgbsA8nS/eldZYGfsrVTmsItQKuJrD9Q4sFQGbyBPXDkcEBfZe3RcxLlkil4TcGYVzSybktpoQ4fzpkPecF2Xh5+rgHaJk1SLJ+ksk6Sgw/PnrJFMFEBebPYe7NZgjEDL9LW0Tj+dsrYFvgWlFjag1/m1KurvYXYXQhQALkaAXcyqDNhejHzPZmIYFJZEPpiEKM62UnTpBQopulzmV2+cK5u5MHCPOtNjdo+ZnRsdXnpZmVi7nF2OOLMcQ9fq68ykVQStKLD3mmCxUOjIGUWOMtwwW49q79xwJbMZICByts4YPdXfaiBZhsFtCiAfBfcwY2cj3uxErLRyqaz2LldCHtiv+OKdVXp9DyoOjhSDVOg5JFdx/PALTmgd1d8jKcNiXjyKHcZqDm95eZ+b7uvy0H4PU3XpJb4N8nPPjhiAO4fBKMiHp4aZTJcbgVGWzRNp9bhO5UlWjJLKgj7RxZy4yFdgWQR9JpkyYA+BvQjkLD4rgF+aIakjMqBnu1AIg9GCKFY0Oh6nFnzmlwWNpqYy5+GPKzodB6dW6uI4ki1zLV577SrdcIx7HofjC/ZDuWpwYnJ/BcOAFWItsIU4F1MPgJt/PcLW+SqQZ1DEmtc5eyv7/zoFcA85Cp0iyIfBnQM6m1+oCn5oJ0nTUTGeFxKFCTfdX+G54xVwXYRUeIVYpJj+FHKYxTNsjw7fzMv1+eDKgkwx2dQvmefEk8QhDB0u2BLzuhs6PHm0TBB7JNKlpxVeMhz35OBKCnKlAPLMRmtU+llUdrNptBKobJSHTAPQlOgyVpfSSqk8bZvqdZk6BYq1C6GLrwvMXpglPyDMQbAqRsFfWJkGq6Ad7j+/HHL3E7DQ6LPjRSGbtoesNgOcf/ObXyfRHpXSWS7e3uS8uQanOxMstGpUvWyMlxkC6uhrC3oxtEyPMvUQ0IvBpRRDPzfs5UjBnN8IqWFLFQLMgk1WFsCtMgbPJ6na1066lV6225ibMraTsngeWCqrvX0v5Jljglvuq9DteVB1kUIMpQazaa/5CgVDAebgMZKdNtj+1OLI4dGCT8GAFUYutXrI627o86W7+zx52AfHI9CSXqrFlQaVFGRKdnMJkxqqh0GeAz0DuzGpRLFsnn0mKVO5kj5LYc+30iLNZxelZpoRkcNSVq55LdKgUhSkiiAbLFoEdFF6FW8CR2mmxztMTffQJYfLN4dsq92JXHmaUhDhHDp2GkfBasfwqTs2kBjNmO+wrmI/nKvWBoND0uOFQM8oUxeW79HsiRAjMkUMBZciA7Yc6HGlyJ2E2TYlSg4Y2w7gTIGdA13b5xzUKYPnR5oWTJ9dNyI2CV+9t8w9z5RTv42yzsFReVJgbHGOc7P2UWTvgg7Xg2bkxGRzTQZAD3ouL7uoyxte3OXZYyXi2MUIRU84uEkabIpMj4s8bspuK1FgcpP5BtRgxINRRca2IypMuueplsJKl+ymNkUdXijWZSuutv9OTmq6GHMN10GEFucG8gjABySZmrawq93rrza8/WWrRLFDs7tI0G1Yy/XWjTGeazi9KFhpOtRKUHY0Fc+OVXCKxYsU6Jkez6e8cm6mzv6Y/HUxS1Jg8PzniuDOvidFIQc+XKaXMuswH2xVooojgV8A3Eql01qVznPejjMAt3JilIrw3Ignjko+fUcNsDZgIZT12OSp0mEfTfE8DEyyopCyEwXtO9zdk2/Hlx2Jbd2zU2hVXr43xuGdr+xx2/19HjnkgXKJtbJOw8JNJxLLiCRmSC6ZlL9NCm6T5YsLTC4zJjcW2MpIZCZRtEArC1iZAl2m6cPsvQykGSllMiUPJnXhuueAFqlZK8NIcRUqSORCxkYbgcFD6zHa3QolL+RsA1a7dqV2smDIVTBT1YxXUs2aaVo5wtYUn8U52Gotuxe3xBjo1IKuzkExkjEZBXZ6kyhFAeimIFHMoPFBDUA+zNzZKGI9yJikWZPBEeO6MZGOueuhMk8fLNuRFNIGl5lDcs2IYTlyPoZEybA8GZqoMNoAUdTiqXVVp1PBksQhCF0u2tHnZddYFu8llsUD4VmpkoEDkT/nujVrIcvHdYzocWPZXBVWFiXBSI1UAqlTuWKGAS1Fps0zMIv0PTNEbEJi/40iYF9I9maAT4MYu0qa/DxLYVCxJIok/dDBVZpqybGTatNz5/Q7E/QR+IRsX9exyfZsORPZiSluLzey8dMIe4v8/xvOoAzYfVhzF2XIYPkqgpshN+EQsFPdnTG4U9i2ZCBX9IDBC+B2Cs9KDoCdHZ4TceCM4KM31QgiFyq2Bc/6brImjOEldViSFDXLC2RRRjVwIdAcNmENcuJJ6jKs+JIffF2Xr95TZf8pe/MlWtETCldbbSyFQSYChEEkqTRJBpGuUdmVNkOfR63J8hiUEUiTXpv0tdFpbGTSdLEeJB/yJIQRBWkyYPehlT1jcTksbbOfy4P0NI4oxhX2tRpwiHGZGHOZrDhobVB3f/V31+3a4v/XfvP0nmzv9sF2GYVNVLMS+GhxpeD3kHL49WAKqhz8f/kh81HAKp2B58hBPnuQDRnNjqRgdkZTgYX9eAoZk4E8KWxlUtz5odCK5jpR2tAQksiQj3ylwsdvGQffB1VCKYeKsjNX/GwUReHIWuOyc+YM+WPk4HwUOpAGdt+sGjyQWrnHJG8XG/g0hNFsngs5tSR59GmPOLUwa6GA4c6pPJNDoaK6JgBO3xxpayz2xQ9JmxGJla8+uR23+N5wzl8XLALF97Quvi+Ggu5kaLaL3Ws1SgRRLAgjSS+QtLqKxVXFweMSUX7RXHXmxd9wot7+8fUTS6+/dGeL50/UWVjR9MOEJE73kM//mIJ+LMiUQa5XDMmU4t2Z/fwapi4s64NAczjFNGyySi22hYs/0N8Zc5shiZIHkHKQRVGFYs5oUUepCNeJeP605JO3V7BedxekSo1V5MWdPMjMPi8DphoNOAfDCV8AHLrA4MVMirEj2BItSYxEJ4pEpVo8cfieV3X5wl0V9p50QYYYIQmEa3srhe3OEWlImc0PHIYs+eg8C95ULslMi9vDGKvLlREYkUoUbXPgupAUELlkGWbuUWYfFMOKuBkEnmQ4GsHa4M4btODZXaOhH8DiasLTh3s0ROv1p9unxp3J+hlOn13ltqe6jPt1yr6l+1jqfAu4LHVUDJOKN/8QuIe+FumHHd5/sRiw5u+NGKxyoBei8yxzkvtepMnBnsmTYami07160i1NZPp1Jk2cJJ0nbmVJ9pyomK/cW2XvgYH2FkJaH44YDiyHLljxpi9+PXptRtWKGZEqejhlmGhh03H52OnBgMoLdga86cUdDn3SJ0ysPz8Rir6QuCnI842kEkOcfZqipdZkWRUGsUDKxFKZXI/L1LNlA0uDEQN5ok0WOJoB2MXgGmdgH62fFAEtR+WvyKTyWpVnoGBrsHMLeyGM1RJeftUyS3qVYws+zmdvn+X4KcWJE0uUtxiqZTvGTEpBnNiOC7t0mKELcy49nmv1HNwD7V4MwM7lRVlT6s+fB0w98B0PgG3f1wPpIvVAh+fMXUgDqmTA4irBTfW3khbonhtx+Izif3y+Tl9mvaWDyqVTiAGGIv2cqUeHw59LgBdSg0VgZcs3A+ts3q+ZzhVM1CAvHicufhLzU2/t8Lm7Khw67YCMQcREwqUnRJ4Tl6PsnQirw3PAZOzN4PNIuyoZI1DGpEUfk2dNsgyKEJbZdQpubUxa0BmQWX7dNecIJkcSFefC1Ag5ZDbfDNxxYkgSKPsuW9dNcN3mEl7JxZkZL+GaEuYiD9e1d0SQg1Ha7ZiFKWwtkgadBRYf2hlXpJOqc/Z+4dz5mtL+0DJWAHaeXy2CuuDiU8Ovc3AXJIoaynunQJfDLO46Ea1Q8+dfqnNqwYe0g0lImacGi3aDPAc+wjqjue9zQ3xI2Bbsq2Y4VVhg86FptBnIY4dNMwE/9uY2v/VRj2ZkRx0bLQmEYzMqSTrumKI3JftkJs+gDPLj2Q2YShKT2WfNIC0oMvliA0GjbXZD6kHp3gibJ7fGq2IGbVSavHD9IF8BR5bAfGuUJNsGXBNFmm7PcOqsy6XGY2bawVnt9fBLba67ZJXl5iQLDZdWR+aRvMAabQZtQEUdXoxwxfDyjDj3Ms7w18NmrJGKYMHIX5QlA6CPgFsOwK1GwV0A9sBEZWWJSquWjh/x2a/6/Nln6gTatfJEKKSQaWl+uP3uXGX57G/P3YRrxOMabKdB26Ciuab4U7TQ6oFEsSB3KTkxP/H2Ds8f8/jQV6wWB0UiJD0hcxNUtuQzpMMFxapmBupBFiUFuU4ZPWfzAYvmxJQBX1PIZ2e/26BTBj9XvWSQhStgqAD8c62A+RaFiSEMNe1uzHJTc2w5YM9FHSbGPZy7nnAZL2tesmuRHZslUTJJpysHv1SmOdE14B48D+nuc9yJA401or3yu3nUjWjWSJTBHo6mMKeDIXBnMzycAsAH4M52g8hm7tnDkQmOtFXLlVX43O0VVoMM3LZyOdDegxVFrPl7hi/Q/1SlGAaZiNFsQ+by02uDzYEetyyuEoWWNuAc8xLe+uouX7i3wnJbWZBrOZAqWUot1d/kz6SsbQqfzd5ouR/FpPbYgpSy+XB7bbLKpzRF1iZ1Hmbna2C4yrYhH0hYm+/O5Eg2jUCM4Kx4Kgc1A5N/xmbH8Py8oTbW4coLQ666QOPs3FBmaaXG7Y95vOqKVRqdOp2+Sxzbf8Buv2HIsuNDTD2klc69vKzxrwz5VYaBMmiaPTfIlTC5NJEFBpdDQWYGZjME7iH2Trc9ydhbqQi3HPPVO0o89HTZjmROJwVIIfMtSYrsrUY+v3ihg2HQF9NuRTbKWVwX931PTVdGp4CXa5jcTsJycHTMtReHvPHqLh/7mpcOLrVj8yLh0E+loxx1F6YrszGpJi9meDA5yGW6U4MSaW5bplo8nVU5ZKjKrm8WgA6dk8FqklAAvB50IAkpctJkCGNiDaML7NybSklRq2nm1q1yw4U9iEscPF7HefXlAauNPjffa/jdT9fZWDNM12N8z+ZtRWp6GtKZ2S95IQ11Tj11rpJ2EdAFwBQ1ePr93LVXDDSHAK5tJTNl6hzoQ0cmT+J8LLCSdvD7oROSj36txnzbs6MwhC3sOIJ8x4Yh30lRI57jPVG8AiNkPmChVPoVWHy0GXnQ9SMKG1dZ9k5kMmDx2GVdNeE9b+xw79M+h85K8CLQCi0kfSTZcGVE0Z+yVq4UVxkjjWXuLL8tsRLFWF+4NIOb3qQVzgzExpgU3AOfCWLgjxHCBqaIrOKaglqbIVWQpTeHCmoZ26e+pFJVsXt7xNxshzseh1se9Zme9HDWz/Q5vRTx9UcqdFtj1DcYan6M47gIKQYXdsQpuNaHMqqfzNrv50AwIzp82FwzbNxJc98FgGczyoeZfLAJbBHco9kTZwjkdohmkGj+5FN17nksnYqbzXmRWWqQfEuSYf/yCODzVa5wHl5Id2cgWvO66C4cdNwPAk+J1jqVLIrE2KE5SbotycuuCPnxd7b49T9xCeI0aa8FifDoaZHHRjLX42tBblLBogo3nTS2DzMDuWXnAtDT1GEmMbQwaWpw0OSg0/MxxOhYPGg5kE+iCOgM9DlBFjJwDHzoJc8wVpFsmR7jtVcv8OCRgJMrCc79z8KzB13CTpVdc4Lxmq0sCgpFFjVsexTn+ICDNNm5sgrZ0rMW1Gukiiw2qcKgVWkQXOagFsWZeTpl87XgzjV34VnKtKjjx9zxiMsX7q4QBC6U17L3sM/6BbwTo3KtwNlrWL0A6AxmmpEgk+IUqgF7Z0BPtPWFqELAGccO5UrMW1/W49Z7etz2sFOQKooERSBEXvwZZMUGIB+9yZRMy/cpm+eyJC/F23Njg83UfzICaCEYAvswLtLzowvEkGNKDL3WBYmTGcV0WiBLEsFKy+HQyXFmJxOu3q3p6z5Os1WhpPpcv7uE7ztIaWf3KUcWZvwV8tKjDF24yNmHswxfAPXITTDE5GLA0sMsPtztIeWI/s7BnTWlZiyeglum862zcQNOEeSWvV03ptE2fPWbZfaf8e0EznTnCCGyWeSDWS9DY9mKGZTRpfTc6uTcjwKlmzWZlNHSdWE3aJMBWyO1HWAptUMUOOyei3jjS7o8tNenGUpwI9ACg08oVOFmK7ocC+xt0kYHyPPeOWsXJIqRIg0iC8We9HxIncVb2Uo+ADcUinzZxKtRBVAEuRi8zjS9yrxjwm4P3g9tH2u763P4xDS7dteYnvBwLt6hac8mjEnD2VWXRtv+EdnA+GzrCDUUAI6yuBlmMrmW2Ue/HphuijdLsVG1APLRr/P04GB+xpBESb+WOeCTwnOMkgmuE6FNwl9+rcyffb6GySd1WfaWws5+KZbjizdmsakhA0yWZ6aYHhQvAOpRWZIBK/uXCkDXa3S4JNF2p7Vi2lDrhDhxUCrhJ97S5eBplz/7giKKpTW/IDFCEGKHokpj0jmdIxLFFByGUqCyXLlkWKKkeXEtB7Iny5poyFOCmauwmHHTGW6yCueIxqZ4bjMMFbCXN2Zkk7uMJIqh2dEcOxOxajTrZsFZajZZWG7y7KkmMnFwhDs0v89NK4TyBeTFIMgy57gLzTkZezjoHJYquUwpdmMXGHzA4roAdp3vbJaDXQ2YOwsmVRpcKhXhujEH5yVfuKtKp237LDPtTcHz7RRBLhg6D2uPjBcH4H4hFj9XNiX7xlBv5tDskpFuH2PZe5BRsSweRgm1asBbXtHlpm+WOXgm9TgYAVqicegj7df5pymIFpG+lpkOt107dsR12rpWkChCD2YUrpWxKRnotZ6TIfCuYe+U4YvkqQfpxkRYdaHTyQBgR5tMjUX45VXm1rcZG6vi3PJYleOn+jz4cIlrdhvOW5/tQpaOWlCDMnn+4TGDWfZDd9o5GPucjG7WgD5bHQQjjaZDGtzkufB8KMwaBk9y5nZSkMuiDpfWbxJEmlsfrHL74yUoqbwkb0c+Ywcb5bJk0DNYvCjFrzMkj16ov1WhFIs6RdAX8+RmrRkrK/4YqdewuJYOcT/h1ZeFvPraLie+7hAkgnTkKWANUoERCD0McputtK91qsmlAJVnUex5yJjcFBk1i8GEGDpHOVsPrfqjlUwzjKf0Jlsb7w3IUGceHWOFoe8qtswpLt1p2LGrT6naxbni4l2NiRI3OZ3Kd82OK6plSdUHzxu489ZsxzHK1iPviaIGFwWgvyB7D3R3sfk0+zqfmlTMohTGfhVlSTao0SmmBWUR3BHKj7n7YZ/f/vAYiXbT7VYy9paFjp1iarDQJLuGZc7BRv+rjxEw25YxMazD8/ENw3JFy1EW10SJg6c0v/zDLfafdLn7IYX2I8s2aTUmQREMRQ0DBjcYVOoylDIt7kh7k9l6hjVhDdUx0r9fZynBQqZjtDYCa1VA0T1YNFkNA38ggyXG2rUTa58VAk6eVcBGarNbb9o+tbXhnHzua2c9xHsvO7/2XUr0KZc0XtrLWEyHFVbdIdYuApninToCbs4BaPvHFvX3IIMyPFidtMlUD6cLpS4EmdluYKlrsADqPC0oY6SKOb4o+NMvVjl6yoeyIpuSW9Te2b5AsnDD5UwzdLOeA9jnYPYXYu+cxYuMXsyPj5Tth7Iq0vpTZLpFuiwGnkIRR4rtGyJ+4rs6HD7icmw1FbKFqCFG0R+sPRhjb+5MshgBDgIjCsGmsJkUk5JSVr0sShQtQBjQQ0BeC/Ys61bEDoXvZf/P4BMWN9wSiNikkxU0QZjQ7gq6YZUTXz78Xq0PnXWuv7SFFIIgjGm1EhKtrKYRhWVrVDAOLcdmhMnThS6/08zQXSjPAfKh8br594rALgA6Z/MU7EKn2ZRkwORZtkQNsiYydQsmnuajXxrji3dUMSWZAjtjb5HvD5TPJc909zlsnqIAlZyBChcnexIvlBAvgDzLotj3svM+6Itco8NlgcVlwa8iUpALhZQOSS/hra/o8dxhl/d90CX044xm84sWawtyg8BIO2/E5sJt4wRkM07S6qZgAGpTaEVLsfBC6dO82MPw95LsHI28T6YMzr3gFfxRA3kVxYaDC6HdFsponJe84f3rn9v/1HufffR3uWRryGJjjCiWg84JXey0KFy5/J8c/jCj7C5HPuigNWmY0eXo68LoAFl4T0m7o5cqgr4walfKJNfcMpstrRKUjJBOwu0P+3z4a1X6yfDw/oy9s8LOmuzJCGsXiw6j6cFzPYrfG+aLQWHlXKy+ZvqVTlN4OeilHWSvJVqYFOASLRVJohHCpeSG/PB3dLj/SZ/bHrf7kFq0Zii1IM/8RqnXatD4YLIZhPYm0GKQMs2Z24xq75GV7hyvgTX4GGbvwc1A4fyM7jWUaJuijBLB6Ybm6ks77N7Wo9u3zdTL86ePfMoV6rWVcsBY0rN2zFgSxYowVsQFwJvB6jXyYQqsnWmo7PWoHl8TdJgXBLksMPxgRt3gWaniyN2BNJFFiSIjHDehEwje+xdjHD7lYYZ0t8rZO9+SML+5zrHqvMCBOPdFXAvxESIvyJKiJLHe8CwdNszoWTbFFNk72yUhCziFtjsbhw7nbYj4dz/S4P5fdGn3c7E8+CDSWgD6kAJ8AHQt7BQrozPjVTq+bUhqjkqUovnOvCDA18ZyhbM1shpmaVXbxQNxYrcVDxObC4+0oB0mmMhBRg4yMjjP3Pfr4azvPD6zeYJ2t0O90k83dVV0ej7dvkdfOIjEWmjPyUwjAC+yebHos1ajm4KEWStR8oBzaLOjwf6MShq7P2NBmuSD0uVAmjgqJkoMf/iZGo/v8zEFzZ3t45mxtzMEbFKDUpG1114IsfaMFND7wiA3I+8UF9yBfbUIbIaMWGvkymhRSEu0UGiZYLTg8j0RP/32Nr/3yTHCRAxShxbF2MZlSX+QWsZocNKgU6fAVVn1MksNMmI8W3O+xMh5M+dg8HMAew1J2IfWEGtBP4JmIGgGFuSeElQ8RTuc5uhSnTBOcMY2vAvXq7I0/xTN+U8wMb7Cowc06yZhplYliseJYmXvXFG8JGb4Q2WgzrVpAfDnAniRFc/xXnHruTV7MuZsnm0tnWZQRDLE4nlhp6y57UGfD32mRrPn2uS+KAaXMt8FbmCqKloFXkB/F0T44G8ZQb4oSpcRSBfYejgtKHKNUtyBYajYIzOnodXMWlhAW9+1svvTi6zFLbXUliJ+9G0dHn3G49YHJJQLf4CM0uGzDlpL+gLbYCFNOkbZ6nEt7MhjlQJ9kPUSBSk3kmgoAN7iRJwTyBnRrSXP4YdJGTyIBc1Qs26ywbqpiEf2j1P3JT/wnVfxkusvpdFo45TLAuU6TIxFnDne4tf/ss6tj44zPZbw/7wpYs9mlyTJvCmmIDeKetsMLSUZuAd34ECW5NkUBs+cg7kHbJ7tq2iGpUoB5IM9XNLXKkbK9HBj9h1x+B+fqnFw2U19B25Bmlj2Hmw6awbd6KMHg+V4CMNFJheFC3guXW6GnobeHj5SOZj+ZK7DKXSup3pcp2MctLbD5HP2lhKhJYlwEMIQx4YdUzH/8p1tjs47HDgpMG6mxSHfzkcqNIqQzOhlK5GOGEgTLciBnjG4zGMrMcTkYoQMzyVTBoAWg9cjPysKxKqEoeTCy3ZF/PSbe0yPx3zjiZAPfaVMKwQhHbRQOGcbmlpV8+wRzR9/tsqh4zNsqUgmSoKTpx0mKwnVcoTn6KE8dBHgDAE8ZbER1h4G+zkmFqXvc06ZMnidBZn5Tl2F4HJUe3tezJmW5L0frPOFO6oYx7HOMbG2sDPM3gxJlLXB5SDAFCNXagDoFwg6R94suglHNcpogKmxQCZtIctnqMiCPNESKTQmzY0L1IDVkwRHCN76ih7NvuSXPjDB2VUBfhHc6d0kwEhJZGxQGZGlT62rMDtPSU4IIu/PzM9Z/nwOiTIK8EJMN0yWwwSTDfv3HJisw46pCkurNUwS8rKLOtS9Brt39qnX0oaWRtvDK5Xmj56q3uKLHTdeub3NWM1hvK4Yqwqi2C6NUg681oONPtcydvahssTNIIc+GB+WS5lUnqyVLiZndxts6iGwF6XJAOQDgEsZo5yEAMNX7i3zjYfKmGzbw5S1s2chRF6CzgCcm6qKVoPi3zJy0ocYZjQwOsejOFdkDYOb0azKIPgcgD4dvJP2yWaaWxR3T9MCnY0bzotBiiQ2uE7Ea6/u86Ybenz8JkWYFNBW2AgCnbkQ0yKTgFjY7QsdsuFHaSNFXukdBnMuWYaYeiS3XZQqQ2QwbMTKKqhZud5RsNoSPLHfYbLuUCl57Ngyx/kb/VumJ5z5midwXnzV+dxz++eOXrnT+4MZd9ONBw4eoOS7lH3DWDWmUorTwThZR4wm202ruGSsoaUCkPObIP+w5wJ4AdyF7w/2P4fBHucaMQLwIXCrmFhovnRXmff9xRgnl1w70EQU2Vta9uZck6qGMwIZI63JkjB4b5Slh0AueGHAm3O/V9TmAzOWlRO5XxxSaVJkcZl239hDmkJmRSiEMcShZvNUzC/9SItmT/LFeypEWdA5BPLstlMYBJERJCnIlcBuVEVWLxBDg4YyJkeIIUYfwkD2+hw1luxGyFOwaV1Cp0YwJQS9AJabMVGsWV5VaB3R0TtpCucPwgcfPPru731rNnOxSZh4TI41uWRHB42VAL6XUPZjSl6M59mSt1R6SKIMsdIg/sw/PEPALt4Qw88DyTOcVRkEoSmwyTInBimSIQaXIl2WXM2JRcWHPldl/yEfqhlzOwOQY/tOs81qh+RJweZ5Lg1eDDCLF+1cAdHf6VHU5efwpgw1JTPIoAzvCmHHdGiZyRRj04RSIozJNTlGIrQiDjV7doT88He3efgZl6MLEkScUmUK8lQy2sMSgsZKpdhAVAg2MyJQBbbNYxYKci4/hwOtfa5MySjms9XAkQI3ndeTGLt1YrtnHaLNbkhttsmmZIV+FALpUNHI34OmQmX8/2vvvMMlucoz/zunYsfbfePM3BlNntFII42kUUYRIYIlgTDYYPCu14FgjO21vbaxMRjb2ASvsc3u4vUCBpNlhC0QAoxQFqCAwkgzCqMJGk1ON3esqnP2j1NVXd333glCIPDueZ56uru6urrq1FtfffH9ZhjKP0YYheYxKHRMZRaTwsvIGJq9B5NG4GYfae+NkAWyOfgkPKu7boAssLv18UQHT9pZdJqEJqmw49OSj36hxN2bfOMpyLgDjedEZnTvxLDUnUctGa9J5gJ0wC7ISunex2uX4E70tfkkdReIs2q4yIC9k0qrTfgwY2R2546nHhUt4tC9igsEYp1cWCitEMoiqmsuP6vFb755hvd/UjJRt+N0QXokuDYrdDJ3JlgUxRI9q0ZYCRgT41N3nobQreoJ3S3Zs8BOVK/O1Jn9WUKbhmiWphGCGydKRgqmQ4c3n7qI175qFUcnmx2AO/4iDssl31kcfuNDxbz8QymOEkQOQKxzR2l/lATIneCDSCefOQCeff4IskDOgJke0As9G+gyAXysngjVUVWEivNMIhoS/vGmIp+8scBMZM3hEuxIb5teo7Jb5+sORM0juTPbQSaymZ2KExbrnRA5WT08VVGyenpm/rPXoUeqC2EinIkubnK1jeEpIkXRiXjL62ocGpP8j8+XaHR5U+I7L5XgCdBFCnTSYzETEdG58bOnLtM567gT5xuJ+qUSIdAVkjcF8JYEJ06MA027HdFf8nl48/SH3vYL531nUWFrB+CXnnMKf/G3f1R/UlrPjo/nuWDNYa7eOIVrSzSKmYZxMXkuFHxSnuookihtQrxayS7JkwV417XOAn7W+9meGRHr4GaSVPrZqCyJihIipULb8OQzHl+6Ncd0YBnlOq4sN6ltMpXegk46bMqn3aueZMHe+z4FdgftYh4gdz2Gj+Mm7PZ/Z9WWbMAn2/Ykk6CVgj42e6UtJgAAPypJREFURLM3QaZCX2iJ6axmjM6Sp3jj1Q1uvd9j01YPJcLOIyVhbo1JLVJwJ6/p3dwRcFrQeZ/8WmRFQuaen8N+S+eBpBtACCpCRiH5XITjaMJI0qjZNLBwnIDLN0zxqgv68Dzn2Y/9nz+o/8bb/roDcIBzz3kDxbzPDV/7Hv925xiLBg4yNS2Zatl86hsFtu52OGdNi3e+dprTVrQp+RZR6MSE7DJN+JlvJNLbvJ/DMO2V7BnvSsfLojMAVx1wC4VwBJu3O7zjg31s3uainazHpOM1AeOsTThOjDzXXQbSXAwCJ+Ml6T7p+UdX/klGRdE9G83ytmQAn/rAtcmPTlJaO3p5LMG1TnXxRJoLYpWlrTljVZuPvWuSt/xlH5u3eQYZOvuvsS4k4vBmLL3T194TFr0yunvi9DEnR8UnaYBthW0q+SbrVjZ452vrnL0mZOtzFp/+Ro7plmRy2uL6CzSvuuIcBhZfSRQ2mAXwdcuqeF6el5/rsjjf5un9Dr/3kREON0sI20IhePaegO89Vufl54/x9uunOWtVCykVUWTFftnZD56Ooakz/k49GyS6cwNkp8HsI2OApuDWiMTIdGBawf/+ap5NT7pElsyAOQtuk3MiiA1L5olSZg2lrGGUWvSzjaMk2aoT5GG2mD7O0Ok/6Q6YE5BnpXiiwvSoJEZay47HhY77UGakuEyjnBZCGfBaUcRZp7Z4+2vqvOvvHGZSXSN7JIneknmOzamWzrM++U0aEZ9rG92R3ipCRgEbV8/wttdOcfW5EQMllyAoMLJec+VZbcbaLX73b/v56y+OMLiwyitOGaIZNtK9pQAfr1tYgbu9UJI72iq/4r6nJS2nStV1yTlmwmqhy+GGy6f/zcKTive/c4KKrwEbqWU6qZ3zSbWzLiPSnGq37zyV/l0v3Tl3Hd3cGJdCaKQDtUjwqZsK3HhbjpbMAFr0vjcXp7e3ThpYojunonNTdRua6XWCLsmePsLhxKW8Ts6uW3fRc6opdLkJU908/V50qS6pbzx2I3Z85SbEL7SOVRWJVhpfKF5/VZOnnrP51E0FakGMEKGNtZi5+ei91nOainN8lU6eSM+9e6PkUWayqar5Fr98/RS/8pqA8cN9HDpapB04aA2eE2I7Nc5eEXHwiI2dY0epzPZSPkr/LQX42esW84OHbr51ZKj/C1+8eeWffPm2gwzkHPpzkeHBETDdhJ2Rxbht0QoFkdaxAdoxMrPewgSQlqWxHE23w7N7ElQgiSJ6TrZHce3xqkgLptuST309z199oszhCdv4/VIKrR5JHkvflNu7B9BZ19bxXINirsPMXL+TwncG3KlHpQcdCZA7YfykKCIrvXV3ECjzXWJwaq1RqAzQjXdExETwI/0h7/7VadDw6a8XmGmTcRtmAN57fbKrlYb2XADPTJgbXwCdmdjsrGgNOsIiwrMUOrCoNwocGuuj1nDMLuyIvqLPa14yxsplRZQe/sK/fv3BW1933bWzAQ7w6C6PUjH3zSd2lq5bVp3e0JeLKOYkrmO6FbRDKBRbLLt4nDdfXaPkmJORMoqFV9L4E4SlEY4GCfVpwRNbbWMVp+cp0onRwGmLQ0oVZdSvtkhrEHtHaphKwBV87TafD3yiyMFxy0xal2rSu8TNZUXHXdXzwJ0TxNn5z96jomd5fk7w+Ic99NSzCTlF54s0sjkfYWfmJmAuv3lHghuDU8WSXKECzYJKxLt/bYaxackXbsmDpxIkdqseWReo0hAY90exT3HaqrArlyYLcIXgiV02jWmLVF800iazU0BqpgOLz32rRBSGLB30OHC4RDu0sC2N5yjGpjyqpRwbVvibCiP6myoMu2a2C+C/9rMv51fe8b7vVR3xUH6BvSHvaQo5C9+V+J6gXFBcP1LjvNNbLFugUt5wKZQBgmU4pFUoePRpm7sec2krycFDFt/7gUeUMMF0zY6ZnAvPabF4UcToQMT1lzTxPY3ranRonlbp5jEKpQvb99h87pY8Bw7b4GUefal1n301xmWsiactPrrzS2Zrhl3uwATwyY3QHXZD9Hye58Osoed5sOne1wxws25E0nUifZ+oKd0SvgN2ekBv1JdYwoeaBUMhb/6ZOvc95rBjr21A2Pt4ioAAHFfh5xXXX9Jk0UDE4kUhF53d7jYiMr+LNHz3QY+Dhy2CSHDXYx6PbnPQbeOsME2CzEQ3IovbH6rw5G6P81f5nFKFYh5818L3LPK+Ra3pEwjvIX3oge9ddd175gc4wEUblyGE5MiBHahoBt+zyLmaQk4xWGmzdGFAX86mFdg4dpiG46WEo1MWX7nb55Z7fbbvdtl90OQXh1rSaklmw8fcz2jN5t0+rqUo5iM+flPIhtVt/ss1DU5fHZBzNTpKoqUCacOOvRbv/ViJOx/yDLhlBsipL0RmQN4xHK1U3+6VwroH8HqWJJ8lqXtuCvNeZL8+oZGCWHSA3Cnv6fG40B2+z3Zom1OKZ41RxCyJnsyXeRrEhORNuHJjmz9/xzTv+ViJnftssDN3XyDwbcVpp4X88jV1zlwVsHppQCmvcSR4Lh09PSvJ40fghiV1Aq2JlGDPQYtndtvc8t0c/3qXz9hUrGbqOD3RsTlcy7N5p0Vzpk1/2ZBt+q7EtjQzrTKVoWUopWfN6yyA/+yrr0BKu/3ko2PsfW4MpEXOjSgVAqqlBv3lKTyvwUwjQEoolwz54d4jFn/yDyW+dkeO8ZaNJqbDSvzPudQBlxHeHYOirRTtUDEzqTjwiMMPHne56wGPKy9s8dZX1zl1WWja2EnNrkMWf/oPJW681aedKNXzldjQ4bcQIi5oIGNYdr3OLbE7gZ3OjdLtOuyR3PPZXr2gPpaXJaOPZ6cqAXfqL0+BnfGDJ6qETkNo3UYovcEimXpntI5zypUmZ2t+7uoWkRa8538Uee6QBdLM4dpVAW99dYMrL2yxejTAtzQq6jBuNeuy86RIQJ5Jw5CWxovTnE87JeS0pQGXnt/iwrNyvOdjJfYftbCkplRUIDS1hs2RWh7bEsw0NeVciO9CGCmcYj9rz7iyHYbRrGmcBfD+wSpQ/oOh4aXrWjO7L3etKcrFNsV8Hcuu8dSegMd2Wnz59gFqDcXf/+4UZ5/Z5uM3FfjSNwo0pRUTWPZUzaTStPcqaiDCNICJjO/TimgqwZZdgmf22Nz4HZ/f/oUab//5BhPjknd9tMi/3ubRJuPumKURZ4hbMnJ1bsk9t849K3o5lwRPzgPRhfMTQvgcezmxkH43h2Cqw/d4XjrAZzbwkyhkdhGZbYRGRaZr3Rtf3sS24I8+WmRyXPK2N9T57TfWGOiLcC2NDgVhy/AjKm0WHfcTmuVZA+PqjTJpFqFJs+h3It78qjrP7bf4m4+XOOv0Fn//u1PU6hY33DbDwzuK7Njdx0TDp88X9LmKkYE8q1ctvWv50tE/OHhk+vgAF6KPrZtvnUYUtlbK6pK+/Lh1dLrBN+4R3PlYkZ17iuw56NEMAkb6x4jUJFrD+Iw0TZDcOFtPJgTyNlmjb7YzScUMipGJWCFNdQkRGk1Lw/4j8P5PFCjnNfsPW3ztOz5tmRG3cygJ3XpFx3uSKjCzBL5Of9Z1SebwiMx2mswNbiGOD+5eKZ7WXs57ByRBko7e0qGdEKlakI1qdvTuHuMzC/yMAZmGJOIHhQNc/7ImW5+zOHhE8p5fq1H0FTo0NpLhY7GJlJO+Txtm6W7DtCunSFhxJmhojiEA14moFhVSGE7I4bJiaInPGUsFuw/NsG3/NLc/luM7D1fZOZajXHGjajm/9cabbp3+ude+/PgAT+dSjb/Dz7fPe/y5xlnv/XQfzx4o40mXwYJmzULB0brkupcoTl+hkJGZUuNrs0G6YLkgHBASKWXqvUgkYpJvEGmJkhqt4kw/JeKEe21UG2UM2NaM5PCY5DUvbfKN77k8tMWFRM+bpY5kRG6PPpzVq+fSJjqf9ax1s97PtZOTAHcPbnuOJKNXk1Et4h8keeMdb9RsXTz1sWf19lS/TxZ6nhDGJ5hlDhGuZssWh5tv97jmihZeUaPbHe+O4WKxTQqHckzgL2lem9BfdQE8W5EVoazEvawRSpmSNGnz+DaXL99pcc15RSamy/huyMaVDS48tcabrtjHe/65iuUNPn5ofPodI/2lOed2ToCvWX81H//c/46C8HT96ZsCxsY8VvVDNa8o5wXFnGThCPzcVR6eLqGCmTiMaxlwx4uUlukrKZKU1A6NBBiAhxraStASgkDE8WGtQETprAsNV13a4rUva7JqecSvXtdg+w6biZYFTmK8dK51yiRD9rW7gLgD9O5ATkboz5nnPafve96b5MQRPot75kRuiKw6kgF/+h2kKkLH5Zq9hTN3aMbRkY1lSFsz3pB84uYcTz7j0A4FF50e8MqLWqCSOtG47lPZhKFNENmmn2fMtqXjG03EFzNL9yGlFd9UMTWFDsy2tsuEKvPJWwZpTNksGvQpFiL6CgX6iiWGyjX+7BdDrOqAFuJgdNGFrztxgAOcdea11BvNG5bceWRNWR8s9BUE5bxFuWgzULFYtThC6CK1Zoui28C2RaySuGB5OJYkJ8GXOk5p1F3BFOhUiAcKGgpmQklbO0YPT+oEI83PXNLkw781xbrlESKCN76iyd4jFv/rhjwTjdi6z16VLrjFkzuP+jFnVU72l/OBfT4wPi+EZ3apewDc8323fk0qzVMpTo+3pBN9yKQ1zx1j6D0FacF4XfI/byjw5W/7NIRgy3aH3/vbMpGa4tqLGyZeERqQR6FNEDoEoQF6FLc/zKYgpPw2cbKcban0CSNROKpNGAnQNr7rYivBY88IpmswUHGolGzKBZeJaY/h4YHaGedcfYPt+POey7xZi+eduVjv2/XER191xZqjo4OSRUMuC4c8RodtFg9rKqV22orvyBg8uDWHdl2E5eFZkpKtKTuKgqPJ24q8nbwqco5Z8vFScBQlW1OyTUI7QsbiXXHtJQ0++M4p1i0N0C2FChXVvohffV2NS89pm0dAtp5rLqnbA+D5NItUbc+Av/NdLwehmLWvk1FLjgvy1HsielQOOsEmIbrD+PPANfWJQ5fR15UKkD2CpBLLhrsfdvmnG/OMjxsebe1InnzW5V3/o4+vfTeHZeuYu1AQxs1pW22XZtuh2XLMa/y51Xa6XwOztNsu7cChHbqELY9zVwdU+9sopQkizWQtYt/hNnsPhew5JNh90OHZ/R6Btf7olsd2fFTI5fOe/bwSHODi809nenqag3ueQEdN+oqCaimkv6/NYKVBqdAgn6vxlXtc7n+iDF4Oz7YoW5q8rXEt3SGQT6jPZDewDImLxgkBFK1IMKMERCHXXlrjA78+yfqlIVFLkjyIdUuxdFBz3Uub3POox8SMBDeTyzEHcrPgzAJ6Tg/fMbx+Pwmjy6OSiYB1clRI9e8OejsG5LFGYn5KG8anLG6+Lceuw04cJY6Fjwtbdlr88f+SCD3ONReEtNoQhjbtwKXRcggCm1DJ1Lgldcd2GIHtSBLZKjVIQSCbivPXzfCqCyf552+WOdLMk59WQEQQKpotRS0vaVWK5PtWUyyWjnk+xwT44sULW9u21d++ePHolxuTzxSGqhGVUotKsclgdYb+8gRfvVfzkS8NEsgyvuNQtjUFW+PHALctQ8eQUH+lGXox6LQ2kS031AghqQWCWhTyygun+eDbpzj1FGg1PSNYhDLt5iLDg/KqC5p84xyfm+6wSBPz57mEXeqzmPvzMa76XDbrj330qihd352ANybbjn2udNWuJ5cFdzzk8a37PbSIi1azKRBSs+VZh3d9TCIZ48qzDK9lvelSb7oEgTEys/Im5bhJe5oq7ChC2VlVBixL8XtvqDNdO8hX7l2IUj6BUrQCRaMdUGkJ1q5ZWFPaentfZaR1rDk7JsDHx8bVggWnPHjVFWrqmU2PF0q5BqVig2pphn1H63zpDsk/fnWYnWNVcjmXPgeKjgkQOJY2LLVJd4i0S0Q3r18H5OY3062AjedO8KG31Fi9yKNeN01ikjI1qSOQEQSaxQMR113W5LuPeRyesuKMt/llVMYh1q260H3T9frFMy9dQZ4fmXjPGAlJJU83ejvw7IBVp2fXFcqfSw3pmqbs48o4DS1Lc3jM4uv3+Ow9Giewid66VgG24Ik9eX7/Hz0+8JZxTltsMzGdo960iVTHsO3u3NHpjGc43CVhpFKPS6JOLawK/uLXJlk0FPKNBwZ49lCZsYbFQF0x0JRs2Hjx1IoVSx+cmJpSHGMcE+ADQ4OAe0QEtdefftrKO1tTtzozrZBPfMvm87f389y+Ek2do5y36HNjye0YzgrHio1LK0MvkGVplXEltuwAvlqSrF+p+PmrJSPVCmOTHVdSSmDfYYbEEiEXbmizdlHI4TEnTu1kHoOz51oye5v51s2H4S4feIawZl5bdy589XzRG6jJYLprhynw9ezfd//J8e7C2AQUmc82PLXf4vubXEMdkbR2SbhkpAvSMv2cPHj2cJ4PfL7Mmy7zqBZ9Ei5xITrNe3ubiJlOeRLbUgbgkSCMDNlrFBmvTKXg8MdvbvILL93LF26f4MZ7+9lxxOPCCy8MDowHrz+/WDoiLJ9jjWMCXAiP1vQOSgOn7h2fauz44p0Prf23eyM276wipY3vCSo2+JZRSXxb49mmM4RjmT4/Vlzna8luUFvSfGdZJlPRdSTFvMUpC1yEhgNH6+S8Nq4T4NgBtorQdpA5No0OIhZVI9adGnD/Mx6B0pli2bnRNRf4em3D3kLpExkdGGWAnvXSxO+7MhS6wJzJCe89ha51HY9JdkM9z6a9XpjOPpJzTc7fbCmlpt2GLU+57B+zjX4pMsE76SKkjWMJClJTtDVFD5zA5/GtNotHLEp5geuaJ7LpENLdmToBvGm7LglDTWhLnMgiiiRhXBLZbDs4Vp5F1ZB3vSHgVecd5LtPDnPBBat2rF6+au+mLc9x1vqlzx/gZgYs3v2Ru3ctHC6/Zfvhy+8eP/wQa4csJMbCVdowsno2uE4C8E53tgTIRmonUtyssy2BbUtcW+J5knJB4tqK6ZqDY3mZgIa5KNlccKUVYWBRqYZsWNum9C3FWJOMJ6X7ks9tQOqMftgL8h4DVMwt4WfjUcOPRG/J6tXJYyobvu+s605DzDi39bGleUKPN90WPPaUw+SYBaXYsBQWCAekhS0FJQsDbsfUdJZzgiCMmJyJUMoi5wtcR8RtcETcqIBMa/ZYD5eawNKmL1SkDMBVSBhKbMtCaUkYmiLxit/gHa8/i/6hibcI9dVdT7Veetw5Oy7AveJSWs0Grufv//73/XuiiWcuPTJWx7ElByYUrbbpvue5Gs8Bz066swlsKZAWKXm6EAnYzfoE3K4jyfmCvAe2ZTLMWoGFE9hIS3dTtQmV8n1oJEQw3BdRKCrGmkne8rGHmEdSzmVspnIyDiAd1yB9gUc2Cpl86JLdPacyp9sv+f0cc5OV/wITq5iZkRyatNLObB3CJAspJHlLk4+f2p5jrrslIYqg2YqwLIFCEkYC1xbYdkwJmaimXU9yI8kdW+OEsZoSCZQn8BxBs21z4EgOUEh7gNyCC+8ZXnXR/nqtxfpTj62ewLGr99Ph+Tm+f98D23L54kcvOm89Z64UXHluCz8fEmnwHE3eFRQ8Sd4X5H1J3pfkfEnes8h5Et+T+K7EjRfPtfAcCzfONfcdcB3TrUFjSB+jSBp9LH50RUoSpSVWcQStJbl6Y5s1y7OJ7rO13K6QfEY6H9d1naoZ3W7IOYM/P6KR6tpZYdzBZfdpZ36TFgn23gTH+b+nd9rc+rBnUiFEFuQSV4InY8IkmXjIzLFFShOEppVIq6VotTWtNvEiaLUFzbag0RLUW5J6U1BrSmoNyUxDUmtY1Bo29ZZNq20jhWa62eDWh0Me3KKoDJ5OqVz86NYnH9hWKB4f3HAiKko8RkdPwfFKD164sXHT+qXPXv/tBx7n4FSVvAU5T5D3RQxUaVQUWyJl4inJSA8BUkhkrKO7tjBGqdNpepXoqgnHXpSAOQZ3UuCs48ZMlaKmkJvlJ5s1jmUspu/nk9Bibj9yF8feCzoE80Vv5lrdLduT9yduS2TtjlpTMDVtvCQdQ8LwONoi29a8wyWTUBqHoSYIYpJUARoZd2ZOboQOGhID3bJE7HWDIFREygiUQk4yVKmRL8wwE22kNLD2pqXLVz84PTl1wud1wgBfespCdOu5XQuHz//tT3zmu9Y37h++TrVgYBDKeSO1UwntWNiWSIM6SasJlTxihTEsbQtsJzFKMy0LU4KhRAfvrlJJ1iWatYp0nOzelZUxH2zSVzHH+kRtnaWTz/GbDjhOeL5PaMwZYUxsyx41O9m+2+3XC+4TubUTkJuel4anMA3ak6Q7pNzpPedtipw1oRKEkSIIRYfiT8c8LfH2huICkvqExB5zHfBCo9qouK/m6FCbX7w6YM+0c/PgovN+e9OTe54767QlJzyXJwxwAOGdwo233PfcyKLLN5++NLruoL2DwYpDLq6u8F0Lz02MCzoh3AjaAQSh8RQkzER2TDyV6Ghp28IM8U76oO2lh+tyg/Ve9bmg2wNijg1MwUkC94f0ix/3p3ru21bPOqte92KPd+aYIzHQs4+ljhSf7xjN09ZI8CjS6WsoO72WEAmvuSaIFEGgiSJDEGrJxNkg8FxJOxC0AkGrLak3iqxePcrVl16yOYrufW7VaZee1LyeFMAB1q1cyMiC0Q/NjD274qknam+o16ZxHAvXMUaB72F84Y7pQKy1oNmSTNYM0LWCpNgncRvZSWvuTF/OtH1hKnJnKQcne+hz/qr3VpgNl7m2P9Z/P39xrvV8Wkkivuf4lzmMTOb47ljndPKjczw6JR0yFT2RZYzNUCpsS6CUcRokKUZaQztQzNQiWm2TaGVZAscReI7EC6QBdlMwOQ3Vyggjwak3FAfO/dDM5L6TPtKTBvjppy7l9ttvnVy9ctmvzIztGJ2Zbl4SBBrLEuQ8Td5X5LwI34twbYXrKCZnLI5O+bQDOvRoxFZ0HAxK+3JK3eVKkqKjdnT5mjPUzLPCjXMlXfVcnnlR0rvtPJ6VuXev06Sskx36ON/1ekbmVGP0XL8T834/58zMdZfMKo9LVJKM+qmS95owMipHFBmhZa6HKW10bCPoDk2ETNVMozvXAd8R+J4i50ransSSoLTE9t17BwaX/codt99Zf+lVLzvpeT0hL0rveOlLr6ZStupXvPRl7Xwhh5SKYk7RV4zoLwcMVlos6K+zYnSC5aMH2HlojEe2NpmaCQgC4zsnvqM70S1iX6km2+w1Jb3vYZnN6tsdQzaTNHKcqGV6wWfp23NkaWQQ/cJJwdmHMqcKkv1i9p2ZHvvcQcuMv7wnwNO7S51W3gjmu3u0NoX0SsfkmBmQRxrCtKWf8ahEMUc5GN3dc6BS0pyzrs3okhm2HgnZdkhwYAKOTismphVT9YhG0yRWVSs5XvHKq9uhFs8L3PA8JHgyCpUVKKUeKA2eddHM9P25gt+ivxxQLrboKzTpK9aYqNX5+kMWn/jmAAvyipIvcB3DwSFIErDiTrWximInPedT7kGdtvHu5Qs3erKe58LOH8E8EUNxTiP0RHXsk3SWn0yxQ7J9F31beoRZPXwuQ3O24Zl1N86OiSY6kyHB1FoTasMNHimIZCK9jaEfxTGMKILIMtJcq1SAY1uQ9zWDZcVbr6khxSTfeajCjokigzlJf14RRBqBotqX45qXb2ycvWHZA0I8LzkMPE8JDrBouMxgxX33ta+89O/WrF7UHKrOsHBgmoUDkywaOsq2/VP8zv/O81efH8WKPPJuZ/IEWR3cgNuW2rTgtnSm73xPk9eYGzzlJpQKy9Y8us1mzwGr5wg73oTjpKUcZ+XsPZ7I+GEdK3NhvhvMPRvP8+9iru91t9rSO0OLF0RsWBmYXPuE4TWm9wg16RJpQahIlyhKpLjuGJtKp10ZkuNptG1QRf7wjRF/8xt7WbXkCLvGI56bkOyekOw5GlIdGG2uWHvZ3zUauXcLUXne8/j8bw3A9/Nq25P3vW/ZksqH163x2gtH9jE8cIgtu+v8yWcq3Pv4CBXHZaCg8F2Rug5lqnfH4E6kt63M5/jVsjMA7+muJoTpNYCruXezy7O740yreZB1vASoWV+f4H5+SOfJnEPPepP53MssNev74zwMdK+ulVFbYqNx+ZKIS9YHhqkqZdo3AI+0KTEMlQF3oAVBZPpWmuasRgfveFRisMeADyJBs2UxPp2j1qhw8TqPv/qlw2xYfoCDU9PsHJtBFofafmnww7fdfu/7CoXcMbMFjzeet4qSjDNWbms7g6UPPvbAUPv+TWN/PtC3X37ilioPPTXMaEWyoKgo5QQ511jJjm3hWMK4B5MQra1xbGXyFmxTxmRezXsrbc0d98IUJsNQCAUSXM/kvBhUZugiMm6YEwFh1zY6kyjVgzUx7yPh5GE+X1bhLIOxN8UljQfo2T87RuSy23/eSVrocKoYSdxuxco1CZ2HofTQStISAkeBHZks0VBAEHXy/UOpCUIjwAzgzRKEJqpZb0rcmoNt5dEKzlkNf/ymCf7xa02WLxpWpYH+P985OfCR3ZNjWYbD5zV+aIC7Q7/FV7767Uao19y0dMmiP3v2uZt4fGeZobzFglJEXw6KOUHOl3ie8ZN7Dri2yRdPwe0oHDuKgR6ZtimWwrZD0/wqbk8i4x70QmgsWzMxLnn0KYep9vzSe16X33HweCxhOad35YcQ4/PfgPP7sU9Wdz/mfMRGqFaSsqc4a11A350hk00JjupQeghDC9HARDVl1Km1tWRcOBwaFdQOSQsb2rFfu2kLao7EshysOBDouoq1p4RUCi4Xnn2FfukFy24am2w0ztz4puc/ofH4oQEO8JJzFjOycMUz27YF73hk5yv/wWGLXFCN6C9CwRcUctJQbXkWvivwXMM76Loa1zGuRNc2ndzMaxj3BgqxLdM1zXR4i0EuTE8e6UQcOujw5JMu7WZP597nizaRSWs97rbHyM7i5OX5fHp37w6TdWK+7Z7H/5p9mAiil1Ocdmqb4UrE5G5l2qkRkzIpI+nbwmImmh0JNe5fjQx1p9AlUCar1IqwLBvLknFU04kLI2CgGvI7v3yuaouV75gMX/JMW25//ieUGS8IwBcsOY2v3vF4+9VXXP7Jma/uzr/ktKG/rU0cppi3cV1hEq58i7wvyPmQ8zQ5T+E7EZ4b4TlmcZ0I1w1xnRDXDk0eeBfIg7gAwvSgB8H3H/N4cq9tEiSeh4owbxC7F7uJB+0FmfbZ4xh24pzbza12dP/oeNXzs04u/g2hYN1oyEUbWjyzxzHSW0LKdKBB49DSdqrWQMKYoOOC7E4v1bRjdZxFaEkrpnIWtAPBVE2j7bUsXV79vaWnvuST8EAkxAUvyLy+IAAHeM2VZ7Bn74Hod95y3fZNmzZN33XnbaUjY5MIEhZQScGHgq9MMMiN8D2F7yo8N8RzQ3w3wHVCPNcUOTh2gG0F2FaYNnoVSbtAV7N/zOaWe30OjcXUyScruY+RKDWfYD6e90UcZz/ZcTxuwhNYFe/n5BKr5v87M4dRJBjpV/zMJU2+/X2fA+MC3CjmCFdmIUJrh5Z2DGVEStVs9pY0a00bl6HiuQjjugCTvDVV0zheP+uGrpxesGzD9smJQ1Gl+sKAG35IL0rvKBVzhGHz5o0bz/mN11x7xVhfuUgQRniuJJ+DYk5RykcUchE5P8L3QjzHgNvzAjw3wPda+G6TvN+gWKhTKDTI5Zr4uRaO28aSIbarULbgWz/wuPMH3nH9zvN+lRhuJ+i2nt+O7I5evhAelbnVlTmc9fPFVJ8n3lN6ZmXYZV9xXgsZKmjH1HpBAK0WNJvQqEOjTtAOmA41E6FgJhA0Q0EzgFYgaLah2dLUm5qZhqLeiKg3Q1ptjdYhxWKeU9dfMrb21LN/4+hY/Wbbyb0As9cZL5gEB+jr6wNgZnris2dsuMDetT/80IMPfG/Is+uU85pKOaSYC/HdKG0N7jod6Z3zWhTyTUr5OjPNkOeOaLQ07KJaa4b7NJU+zcSMxR3fd/mfXyiYYmN7PundnUh9zPwSMff6xAeT9eOeSA75cccchT9zZQr2fte7bo7dHPfQ0qdRht2rawstUKEpJHnnm2pM1CR3PuIyPW3R1xcw3KdTKmuExYEJj6npPDN+jsiz47whFZvHJmTfaEOzbbwpQkR4jiA/UuHyyy88vHTVBX+oovCzo6MLT+JMTmy8oABPRrFUYWZm6lOveNnFslUf+8DeZx8eqpYDRocaVIoNmoEgikyfFdeJUsldKtSYrDX5zsOCJ57NcdfDuXjKDeHPhtNanL0+4KFNDt+8x+eZvY5hhpyr+iBz9WNn1/EvfI8kz6bOzuVHP64X5gTna1Z241wJVLFem/2i14titj1e9mCS3tBtqYrMd2nOSQjnntbmw/9tklvu8Xlkk8NZ6wPOWtdGhSDi0P5dj3g88azHvU9WODTZhxQOFiJNfW4jaCtNc0pQzYHSEXlfsnjp2sNLV178R0qpT5XLlRPG18mMFzI+MWv8201fRxD9l5zY8jcDuSf7pd3kqd0h0zMF1i8rYFmKYq5FKV+nUp5hql7n/Z/J84Xb+mmpHO1mzHeiWhA2EVabvBfRaAtUJDN6d7bhVKYCXDrxq4UnIG9pPAmujIuipclBd2SH3iKpHbRjD0C2rtRK18UXT3a/WlKY95aIXWZJHWpmXc++rLiUy7aSOsX4GKzM8cQFu2k6cRLtjcu9TKAsTnGII8AmfmCWNJ4gjdvVskxb9sQ7Ja0IW4ap8S6FQhAZDhohEJ5AR4J6W1DwIoSQRIFLFLqgBc2WRumAL97u8uf/PMShmX7KeYdhX1H2NVJKTltdY6Le4sldBaxQcvWFS8Ze+4ozf8+2rU9fctmrfmQYtH74Xcw/bvjSF/jQe69+bHjQ210stF9+z2OHvE98bQgdlBjqcynmIvK5FtVyjVqrxns/XeKzty0koEzO8ykUHCzfIbQlmjblfEAUaYIgAXcS1JEdKZ6pQElBj8AWwpRYiUyPzDizsavjWgZ8SeZjUlPa2aZTY2rWxd17hekXL2TyarZJPpvtkt8y+1V2PncqZjrvRdcxxQ1sreSUuzMwpZxjSRlddZz+EN8oIiLpO5q2aiQj/ZRAOMb4bDQEjrKYnC4zMVVicqZAGPk4ls2GFW2GKnXu32wz3cyRdwUlT7GwanHx6TbXXtRk9+EaXnH19JLRhb+x72jr8//5ja//UTmmgB+RipIdpYJS1dHcDQ88sCLcvKfvn4fyR/xTRjwUAUJq8l7A2HST93++yA13LsJ3cvTnoegoPFvTCCXPHoGXnFfjv/7CGGPjkvd9vMy2vU6m6oROUlDqz4tAd/qrn1g5cmf06todD/vcynonXjrnF13jeMcxH0f4nCH8NId8Lk/K3A9omaopKl1k3Ko9AXnyN6afvOaZXTbv+3iZ8XHJb72xwQVrHQ6PVwhCC8eO8L02fUWXn79iCmkd4r2fcZlq9TGkBZaIeG6fT7XQz1te3dfcvHfk1x7fNfSVITHzQ4XhT2T8yAHev/Qt/Pr7vhI9uGvxV9547oHonGW5z0XNZ/1SHnwvoK9U49/uFdzy3WFyTp4FJUU1pyn6mrwn8D3J1efCG66O2LhOU9dN7nvc53/e4MdV32TyJeJrmvhstdWVy5ydTdGzHBsSJzB+iABP9y9nw392pXy8nvnWd9oK9m6QEv3HUj8Bt5ShkeRSxf+Z1L2CbSu+dZ/LN+4oMBUV2Fuz+MVLbUb7y6YGIBdSzBlW2YE+yXUXjXPHI+PcdHeBWkEy3dDsPTTNgoWrmqvLQ7/4u9dZN9X2HomKi3/5ec/UiY4fqYqSjB/c+S986SOv1m/8+Tc89e3vbnl6YkZe05+fdpaPTvDwtjp/9rkhJmoVFpU1gwVFf1HQX7YYqtosW+hy/mmaZQsUnh0xMRnymX/Ps21f3tS6CSOt8zIibyl8GROoZ3VzaSGEwBGmfb0lzL2RqCppa8HkMZ9RGxKai44qYXRokVFVkuJqKY1akqgiKT2d6FZRuvpyZl5nqSepyhK3P8wU+nYzhCXbdlOkpVTFGdXFsgygrTjHx44DaFpG1LWmjXnaOQKiyCbSDkLA+JTgW48UmYkq2CpPUHcwkUhDk6y1BXFheM7TrF8+w5N74NkDOUarkjdeN1Q//+zyL533prd+ZcXQVnX+pW/+cUDvxwNwgE/9878wYy/mz/7bwBOtmeLOZQtrL3ty1z7/3Z8q8czeARaVJMNFTbVoKNyqZZvBqsuCARjsCygV2pSLdbbsjPirzwwSugWwPIgEA8Umf/zLE/zG62d47UsbSEuz+RkHnfJ52EghcaQBuAF3hvE2s1g9AM/q4FlQp8CTzAZvbEx2gD0b9F3gphvQ2SXRt+V84JdGFxfp+k5xiMyU/3V4AeMMzRjcjh0g7ZAv3OrzF//Ux798p8BTOxzOXhviOS6ttk8Y2iwbbfPN+332HiozULTo81ScS2KArZHp+UkhWDwYsmHVJE/usSn1rZxctWTp2155zWk3jG35Khdd+is/Ltj9+AAO8P07buZnrrqOczcc2NzX17fvjifWXnb7Q1beVS1G+2CgBJWipFKyqZYdBisw2BfSX2nRX64T6Wk+d3ue7z09hOvl8WwXEcGvvHKM33pjnTOWw5pTQs5c2eLf7/c4Mu4Y94Sw024TCcA7Elx3eTV6e9cnTFy9hDVSEhuPGUBL4ghdsp3IXHTmBHgK7ixIZxmXIj0WkbkJOpK589uEnarzHzq+cTuEl8bLYgDu+W227hb8+l8P8sCWPrbvKfLUzhx91ZAzV7jM1EoEoYMjYXwqZNO2PKHyKMTUbIYKIumdkXRqAEuGLF1Y5czTzzt6tD3yXyfC6PM/e80UV77srT9OyP3odfDeccFl/wmAg4cmP/NLP2vbbX33B2/++p1DeTFNpeRQLliUiw6VElRLEZVSm1K+SbVc4wu3W3zsphFyXo7hvMaXiupiwSVn5FBNi7EgIue2WFCp84tXz/DeT/oo7QLdvuZOG5OTKNKZ9V6kRmdvGF/M+cN5rE3Rneba25IkTX/VmfdJNU9mN1154F3sshm6jeQ4BBAblArFZ79TYv94HnIFbMejJTV3/MBhwxLNYNnBcdooZfP2V4+z4+AYX/h2nomcJO+aJDnLEsj4Kam1i9AR5dIIbv+lhzcu+5l3nbMx+IyXq/64oQa8CABPxshwHxOTM//0lp+7TJxSsT7w0IN3DYXtGWzbion2IyqlgL5ii8FKjcd3NPnibVUsWWRhQTNcjKgUBCsWeVhqIfsP1ygX6+iCpFwMefnFbb58V4tN2/Ng64yk1F3Sbna3tZ4DPYbLI1v1L+IVXa/Mf/PEbea7/qfLSxJ3hD1WyF30HFzasIpMgyiS3vVJy+7OSTmuYvN2i29/r0A9zGHnfAZ8yVBOIdsVHn3aYdXikGq5iVISxw75xatmeHzHONt2D5FzwLVVnOUpcGybqVpIoKqcce6lh/MDF/0R6H+S1osDbniBc1FOdlT6ijiST77qZRf8/quvffm4Uxom7xvJXY3B3d9Xo5Cf5B9uyfGDZwboLwgG8opqUTBctamUXabqPuPTPo2mR7vtEIYOC4c0a0ZDCAFE2vzVEj39gjJ68FxjlnSMR5bRKsst3nnttBbsJc7vpUWeu69lR+LO4VeZTcafiYKaineT+qpjnu70PSJu+gSWrXlmr83BQ6ZpWM6WVF3FYEFRzmnGpyQHjrqMTflMzOQYmypx1kqXt113lJl2nQMzkok6TM4oJqYDmi3FiqUlzjzn8vEFp1z4+6229UlpHbsDw496vGgSPBmFYoF6K/jsylPPGqs+vm/lhauCD7cmvuvYlmCgr0GlOMFnbpXcvmmQSt5hMKfoy2vKeYtSwSLnCaQwrKRBaGh3lZaoQBKEOkWiJYxnwBId3TvRw7O5KJm+qt3FuHPkZXfei06ov0uqz9ccNgPo7P/qznvdo5bMVS6c1lvPUrVESusQKdEJNum465nq9Mq0LRCWUe5daYiYDGWDptFSTM3Y+K5jKEBsH98pc/kZE/zSKw7w2e+MkrNcLALGahHnX3BucNYZ0R+cfvaG7ZZt3yLkC5s49XzGiw5wgLznqCMHt978W//5Gnf8yOb6oX36YzNjD4lyYb/83O3w3/9lAUGryOKyppzT3UUULth2p9o+UWyTKGIS1bRlEpKPw9s9HSeSNtPQAV5XPCUrsekBVmII0iGvSCvo5gN55kZS8X2o6bQITXNQelUXQGfySBJ/NvGSfRKYD0ZaJ+7DyEq4HUXmJGerOmGI6YfT1Mw0JDnPxnM9HFsxVI34w5+fQIgDfOm2EZYNl9TLrzxLr1i95p2LVq789GNPHWmfc+bgiw0r4CcE4ACDI2vYveuJtuMu/KyVE3eOjB79ua8+IN7/kS9PUG+UGO3T9PmKnCvIeYa1Nu9JUzjhqlgXVDHpY4RCozBuQksKXKFTRtRkSSgrUlIbMtUyuluSziISER0J3U1y3/GckAF578j+V5ZIR3RJ795ODsZ4FJqMzaBT20KmTwMR3ywCqXWaZiuExI5My+1ImWathujYUI6FGkOzFwlaoabZjqg3LWoNi4JvkWvaOLaHFCWG+jXvvG6KZYt89o2veu/5Z6748uJTFuzef/Bo+5wz177YcErHTwzAAZYsPQ2g8cTjn9y6er37wX+991z33DOPvnv3zl1WyWqZlhk2eK7E9yX5nCbnK3w3wnNDXDfEcUIsEfLQFos7N/ngWVhC4FlxkpXdabGSBGxSXj1lJLBCg2mwjJKJP6IbpN2AzgJOZFyACbB6shQzqo9IpLjqvE/ALru8Kpmel3FmYVfOicC4B2O1xPSoTNyJCo25CQJLYUcWSlm0mjaXnVnn7PVN9tzXphl61ENBMdA025pmS9FoRjRakkZbEISSdiA5NOYTaYeBofXRNZcs/csz33bKB1ct3xldcfnFLzaEZo2fKIAn47QzfpX//g83Re965/V/+tzeI/Zdd937e5s3P+Tdt+UQYWTju5KCLynmNMVcSDEfkPfbJp/cbyLtNrsO+ExOelCy4gCP6frm2aR9hKzYxA4SmoOYpEZKgS0NA9dcJE9ZUPcGcTp+604CVtYQTUhw0vQBZfzbiUQ3wBZopVEi1jCybbtT4qNEepsEKtsy701DL4sgMoBECyxLoXSEwHQwi2zDt94ObSplWLaghRM1abV8JmyHXMsUhvuOxnMj8k2LVlsiRYRt19l1aDEDS85tLVpz0d8syw3/6Y4tN7Li9B9PZPJkx08kwAH+269fz9GxKfK+9e7XXHuVvPIlCy8q3fBF+cz2wkW+U7P7y4pqKaKUDykXTFvDUmGaIGrwzF7NZ76dB8d0JHCliKU3eLbpSJBzzdMABFN1Ta1l+D2SdodYpuTKUgnIzHFlJXW31BZpwCebXSiSvqAZiZ7o+EIbN1ZCIyxiAR0l38WSXUlShqiUziITwDH0G2HMzGsMx5m6y1TNNlXrtkrpiG3bIoxkrKJYqMDmP19d5+77Z9h5RDI1XYLQVLx7KS9NQM6VOMv6wu1H5PdPPeM6tfq0dd+fqMl3B60pHK/8YsNl3vETC3CAgf504v7oCzd8lVXLry4tW9z4P6q55+dtsUc2gzbFXJvB6iT7x2bYsjfglnty7Ngn2LzDpUPartOubwm4CzlJzpN4rmSgGhDabZ7c62BpSdExUlJKgYoleTKyRqSJXopO1FGKTCi9A24hsh2JO/qJRqDjwFNXspaASBj92RiEPUGd5P/jfG8nZiLIeSGINs/s9ti+N2+edo4m75v/t6TGdSyiyOjfSgmUFqxfEfKnbx9j+94aX7+nxuFagX1Hy+Rdi2qpRVvlKfefoirDS29csbbw1mbryHS5/OK6/050/EQDPDve9IbXsHfPc9PSyv9mu/Hstk2b719fn2lc3w5+wM33RXzxzmF2HvA4clBx0ZlHeN1ldb56X55QmxxwWya9O42RWsxZlIs21bLF2qVtXlc5yAe+XOC+LQNx5bcpMFAZA7RX3zZ+dYG0BNkGWx1J3uWensXOasRxbBRmIhLJ/iNheEaU6ujpnW2yEjzCd0NK+ToPPNXib27wqXia1aMR1bLpWSklOLbCD624TZ+5+ZuB5pb7cwxV4ddfrbj2gjo7D4R85jttNj9d4pwzV9HXX7rpzNMv3rxu1eK/n641pk9bvvTFhsMJj58agAOMLj4F4Miu5/a954yzf2lpTj/Gvn3u9Xd+fRuebrGgpOn3C7z11Q02rDjE7iMN7n+6D5lPOBANXa/vCQp5i0pJMtIfMdCn2HhqyBlLprhnU5la4JGzo1QnTyvF6eSEJNU5Mq7UsaSIe4EmlTsdHT8BdhR19G7D12f2qUXi6TB3RBQDWQJKipSeWGcjm4maEte2em6A6zTYukfwwJNFzlmhqOTbRn2Slmn05VmEURi3hBH4bsTD2yz+7J8WsG6pS98vKOrtBlOTPr9wRZHN687m9DVn3XTdVWv/6+EjM7sGhodfbAic9PipAngylp6yCK3374I1v1+P+Ow7f2njb09NPH7Zl7+1maKE4WIF25phQVUj4tYZicfCtg2FXN6XlAtQKYbkvMAwooYKVESgOzTASWeUxFDM6tpWz5KsS1uxyI5nJEpBCqFShnlVJ5JYmKy3HpeiECCi2BOi6PivSdSkpEInISgNkZaNtiSNNkzVFDk/xPckxZwwHTZUxw4QQnBgzKEZFBk7muOOHyhWLisyLTawft2Gu4dXyr/vHzr1sa27g11rly9+sS/78xo/lQAHEGIhwDat9bbly9j86Kb6wje/bv0/uuFTq0ZLd1tTNYu2dvEcSRRpWoHRZS1JLM0ExZyiWAgo5pu4Xst08BXGpaHizgXZIt5EettSpD0+bSsDeEukhP6OldRbGjkdhgbgLaUJQ0UYGaaA5KbQaaUGnahPeq6xyqQ6EjyrJnUaSEmE1gRBm8lmjpmmotiIKOYjWoFlmjsJjetE2Jam0cwRKYHnhuyZFOQGNkbnnLdm2859029beeqF+5Via847kVS0n9zxUwvwZAgTSdk6dnRi65LF0St02xrN5dffuOk7t5XbjcOFs5ZEkAs4OiFpBkbvdGxB3odiPqRSbNFfnubr34dbf1BBCRc3aWWYgDz+Lynizsy2wHEkjiN7ios7qpBjaxzH6PECTRiKuF218S0bHuykGa4Bt4yluQKQne4JRlqb41Yx1ZnIFjWA8YxEHldtrHHtS45y56aF9PmSUk7RbCqC0EJrgetEtMI6e/dIbKosHRa84/XLaqvW/cyULaLXVwZX7j1vxNrlOT/dwE7GTz3Ak9E/UEHrcBdcuFtF46evXOVc+Ke/LT5+cP/2sOI/2P93N06UntvlgjIV6zlP01cMGKhMc8/mNn/+6SGePVilL2dcipq4LV7UMe6kNK0PHdt4X1xHpupPIlkTN53rELN2GTde4gd/dn/E0cnQqCUWpreRlsYlaSX70oShCTBJYdQSIcENRdodw7gzFdIy7fqiyGKm4bN4UPPn/2WKP/mUyyNPDVLNC6qtiFbbQilNzgvZcdDilgdWT7/x5WeOrV27yh5Zqd6S61t+3+hwebLZRv20S+3seFGzCV/oIYSNEEIdPNgaH12w5N+HBvrWPHTHN1aeevav/eW6dZdtWbls5NFqtdwsl/KU8gGDlWkeeqbOX3ymn4MTAyytCqqOyVMJFdQDSTM0vNcmEmikaEJFV8xBIWeKJxIObDBS23M1hZyiXAgZ7GuxevEUS0cPsfNonW0HBEenFdN1TaOpaQdGJxcYkEvLSPp6I6TWCKk3I5otaIciTp4yARvPNd4TKRWREjSbPnsPD9Jf6Oe9/2mCDWvH2D8ZMVmLsB2fXK7cdPMLH734vMu2vOs3/9Nf3vDZ21babmXN0OCyf89Z7XEhxH8ocMN/IAmeHYsMQ5IC6rv27MSy7A9LaX/4VZedbg0NFD9W9II1RfuZSyx70rr9kTLTU/2cNhIwXJWMNTXb99sEEUyEIYEW+I6grA34HMdkMJbymnLB5MHsP6rYf8QYrq5jISV4jqKYC01Ll2KT0aEpWnqGsfog24/4tJXFQD4yRb0W+J5Rc4yPXrN9X8ShsRDfgWLeQkrTYi+MTJjei92COb9Bs+0RhA7bDziMjxeplnxOXe5y3UVtPjvjc8qypdE5G1feu3hBbqvQU++wrMNRKe/z/o/8vl40uqz+Yl+vH+X4Dwnw7Fi6eDl0TLawPjP1VmSuaqnT/+qRTW33wPSR6FUXD5wzUBIblwweZOv+few7VGL1IocloxNs2WVx8ECFkT6FbZngUKkA1bJisK/FwsEpGmGLZ+4fYtUii0JOYktNzovoK7YYGagxVJ3kyeea3PYwXH3eGJEQPL2zQqNkMaoVnqMpKo1tCUoFzeoldR7a0eCpvR6jlbhLsBT4rkMYe1X6y012Hq6xZYfNssE8w/0Bd2xqUJ8Z4qXnL2fvRPuhc9bsevhouNx6zdXXt9cuG/zjmVprvL+/8mJfkh/r+A8P8N6RL5YBxoFfB7jzrrsRcFm7Hb18oHz09fLpybXFUoTVepZrLgm5/bED/O0NNvWmi2Nb5HOCvqJmoK/NyECdRcMTPLJLc2ASFvUrIqWxbSjmIqrlGogxbrw34oY7B5icyPH3vzXOS04b51/vbvDtRwc4XPcp+JpK3CGh4GuGqw0UU+wcH0RiIYSpocx7Fo0maNWmFUzxL3d5bHpqKT93WY5lK0/huqs0z+4ffHrJ8oEbbdv5tuaSu//knS/hT/jNF3vaX7Tx/xzAe8cVl18GcPfE5JG7gXsKQ9HK2tS4uuXrY8ovLVj+0ks2vmvrgYOUnRJFexzPnmKg3GC4MkO5UOfIhKTWhJlWRDuQaG0yFvvLDQ5NTfPJb+Z5cKvDxGSVq9a7bN9V5opz9rFswTgv2aD4xC39HJ0pMFwxDnfbUvheC8cRVEqag7U2jZai2QJbRowMDzM4spimqLBh/VpyfvODQwMTOxctu1yePliUG2reduDfK5WfjHzsF3v8Pw/wZFT6BgH+PfmsowMgvcruvbu/f9a6x3BEIVh1yvrfKebU1UPVJq5d51+//V18oB00KeYdfN8xOdeygWVN8S/fFuzdV+VNl02x6ekpqvl+9h8W3PWow6Pbqly+wefVF47x8Zttag0by8rheR627TJc9blmY44lo5p83+WUfJvhqk2p4Nxa6Zv+W0TZufT8c7nqshV3a9WYGF448GJP4U/k+P8An2cIawHABPA1gIMHDwI8ZYloJO8Hqh00eXLPVk4pNZC+IOfbBKEKzj///Pf1FyeuLVWHA7/P52evznPphinWrRY0WmUsCfVwGSIHyvV45aWH2XqkzJrhvLNmeeXr4dSj70O6TsGXVD2XK86G0uh6bMuj4AvpufZBYOfIyIIXe4p+Ksb/B/gJjpGREYCd8TLn+D+P3A+It4rI6vNyka5WCowMuRRKPgtHYLqRJwgENCOGBxXFkke1KhldkGd4sCBGRxdN6kVLDp560UU9e/7gi336P7Xj/wLABZKvYYchRQAAACV0RVh0ZGF0ZTpjcmVhdGUAMjAyMC0xMS0wN1QyMDoxMDowMyswMDowMFLoJGkAAAAldEVYdGRhdGU6bW9kaWZ5ADIwMjAtMTEtMDdUMjA6MTA6MDMrMDA6MDAjtZzVAAAAOXRFWHRTb2Z0d2FyZQBtYXRwbG90bGliIHZlcnNpb24gMi4yLjUsIGh0dHA6Ly9tYXRwbG90bGliLm9yZy9IzyijAAAAAElFTkSuQmCC', 'weight': 4}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 61098505
    {'hecke_orbit_code': 67553994477668509, 'n': 1, 'trace_an': 1}
  • id: 61098506
    {'hecke_orbit_code': 67553994477668509, 'n': 2, 'trace_an': 3}
  • id: 61098507
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  • id: 61098508
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  • id: 61098509
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  • id: 61098510
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  • id: 61098511
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  • id: 61098512
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  • id: 61098513
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  • id: 61098514
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  • id: 61098515
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  • id: 61098516
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  • id: 61098517
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  • id: 61098518
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  • id: 61098519
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  • id: 61098520
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  • id: 61098521
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  • id: 61098522
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  • id: 61098523
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  • id: 61098524
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  • id: 61098525
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  • id: 61098526
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  • id: 61098527
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  • id: 61098528
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  • id: 61098529
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  • id: 61098532
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  • id: 61098533
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  • id: 61098538
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  • id: 61098548
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  • id: 61098550
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  • id: 61098551
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  • id: 61098578
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  • id: 61098581
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  • id: 61098584
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  • id: 61098587
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  • id: 61098588
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  • id: 61098589
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  • id: 61098590
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  • id: 61098593
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  • id: 61098594
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  • id: 61098596
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  • id: 61098602
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  • id: 61098605
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  • id: 61098606
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  • id: 61098607
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  • id: 61098608
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  • id: 61098609
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  • id: 61098610
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  • id: 61098611
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  • id: 61098612
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  • id: 61098613
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  • id: 61098614
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  • id: 61098615
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  • id: 61098616
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  • id: 61098617
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  • id: 61098618
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  • id: 61098619
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  • id: 61098620
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  • id: 61098621
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  • id: 61098622
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  • id: 61098623
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  • id: 61098624
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  • id: 61098625
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  • id: 61098626
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  • id: 61098627
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  • id: 61098628
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  • id: 61098629
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  • id: 61098630
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  • id: 61098631
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  • id: 61098632
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  • id: 61098633
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  • id: 61098634
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  • id: 61098635
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  • id: 61098636
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  • id: 61098637
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  • id: 61098638
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  • id: 61098639
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  • id: 61098640
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  • id: 61098641
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  • id: 61098642
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  • id: 61098643
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  • id: 61098644
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  • id: 61098645
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  • id: 61098646
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  • id: 61098647
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  • id: 61098648
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  • id: 61098649
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  • id: 61098650
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  • id: 61098651
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  • id: 61098653
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  • id: 61098654
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  • id: 61098659
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  • id: 61098660
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  • id: 61098661
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  • id: 61098666
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  • id: 61098686
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  • id: 61098688
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  • id: 61098698
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  • id: 61098699
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  • id: 61098702
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  • id: 61098703
    {'hecke_orbit_code': 67553994477668509, 'n': 617, 'trace_an': 8874}
  • id: 61098704
    {'hecke_orbit_code': 67553994477668509, 'n': 619, 'trace_an': 17170}
  • id: 61098705
    {'hecke_orbit_code': 67553994477668509, 'n': 625, 'trace_an': 625}
  • id: 61098706
    {'hecke_orbit_code': 67553994477668509, 'n': 631, 'trace_an': -26728}
  • id: 61098707
    {'hecke_orbit_code': 67553994477668509, 'n': 641, 'trace_an': -24492}
  • id: 61098708
    {'hecke_orbit_code': 67553994477668509, 'n': 643, 'trace_an': 1888}
  • id: 61098709
    {'hecke_orbit_code': 67553994477668509, 'n': 647, 'trace_an': 13134}
  • id: 61098710
    {'hecke_orbit_code': 67553994477668509, 'n': 653, 'trace_an': 12882}
  • id: 61098711
    {'hecke_orbit_code': 67553994477668509, 'n': 659, 'trace_an': 7380}
  • id: 61098712
    {'hecke_orbit_code': 67553994477668509, 'n': 661, 'trace_an': -560}
  • id: 61098713
    {'hecke_orbit_code': 67553994477668509, 'n': 673, 'trace_an': -5722}
  • id: 61098714
    {'hecke_orbit_code': 67553994477668509, 'n': 677, 'trace_an': 13650}
  • id: 61098715
    {'hecke_orbit_code': 67553994477668509, 'n': 683, 'trace_an': 1140}
  • id: 61098716
    {'hecke_orbit_code': 67553994477668509, 'n': 691, 'trace_an': -32510}
  • id: 61098717
    {'hecke_orbit_code': 67553994477668509, 'n': 701, 'trace_an': 21402}
  • id: 61098718
    {'hecke_orbit_code': 67553994477668509, 'n': 709, 'trace_an': 12170}
  • id: 61098719
    {'hecke_orbit_code': 67553994477668509, 'n': 719, 'trace_an': 12012}
  • id: 61098720
    {'hecke_orbit_code': 67553994477668509, 'n': 727, 'trace_an': -8480}
  • id: 61098721
    {'hecke_orbit_code': 67553994477668509, 'n': 729, 'trace_an': 0}
  • id: 61098722
    {'hecke_orbit_code': 67553994477668509, 'n': 733, 'trace_an': 10906}
  • id: 61098723
    {'hecke_orbit_code': 67553994477668509, 'n': 739, 'trace_an': -11104}
  • id: 61098724
    {'hecke_orbit_code': 67553994477668509, 'n': 743, 'trace_an': 25416}
  • id: 61098725
    {'hecke_orbit_code': 67553994477668509, 'n': 751, 'trace_an': -30904}
  • id: 61098726
    {'hecke_orbit_code': 67553994477668509, 'n': 757, 'trace_an': -16216}
  • id: 61098727
    {'hecke_orbit_code': 67553994477668509, 'n': 761, 'trace_an': -7230}
  • id: 61098728
    {'hecke_orbit_code': 67553994477668509, 'n': 769, 'trace_an': -4790}
  • id: 61098729
    {'hecke_orbit_code': 67553994477668509, 'n': 773, 'trace_an': -36114}
  • id: 61098730
    {'hecke_orbit_code': 67553994477668509, 'n': 787, 'trace_an': -13556}
  • id: 61098731
    {'hecke_orbit_code': 67553994477668509, 'n': 797, 'trace_an': -39006}
  • id: 61098732
    {'hecke_orbit_code': 67553994477668509, 'n': 809, 'trace_an': 21480}
  • id: 61098733
    {'hecke_orbit_code': 67553994477668509, 'n': 811, 'trace_an': -146}
  • id: 61098734
    {'hecke_orbit_code': 67553994477668509, 'n': 821, 'trace_an': 35562}
  • id: 61098735
    {'hecke_orbit_code': 67553994477668509, 'n': 823, 'trace_an': -33964}
  • id: 61098736
    {'hecke_orbit_code': 67553994477668509, 'n': 827, 'trace_an': -23292}
  • id: 61098737
    {'hecke_orbit_code': 67553994477668509, 'n': 829, 'trace_an': -33716}
  • id: 61098738
    {'hecke_orbit_code': 67553994477668509, 'n': 839, 'trace_an': 35280}
  • id: 61098739
    {'hecke_orbit_code': 67553994477668509, 'n': 841, 'trace_an': 1855}
  • id: 61098740
    {'hecke_orbit_code': 67553994477668509, 'n': 853, 'trace_an': -36902}
  • id: 61098741
    {'hecke_orbit_code': 67553994477668509, 'n': 857, 'trace_an': 30648}
  • id: 61098742
    {'hecke_orbit_code': 67553994477668509, 'n': 859, 'trace_an': -20918}
  • id: 61098743
    {'hecke_orbit_code': 67553994477668509, 'n': 863, 'trace_an': 19812}
  • id: 61098744
    {'hecke_orbit_code': 67553994477668509, 'n': 877, 'trace_an': 38900}
  • id: 61098745
    {'hecke_orbit_code': 67553994477668509, 'n': 881, 'trace_an': -16398}
  • id: 61098746
    {'hecke_orbit_code': 67553994477668509, 'n': 883, 'trace_an': 30422}
  • id: 61098747
    {'hecke_orbit_code': 67553994477668509, 'n': 887, 'trace_an': -6222}
  • id: 61098748
    {'hecke_orbit_code': 67553994477668509, 'n': 907, 'trace_an': 21926}
  • id: 61098749
    {'hecke_orbit_code': 67553994477668509, 'n': 911, 'trace_an': 40662}
  • id: 61098750
    {'hecke_orbit_code': 67553994477668509, 'n': 919, 'trace_an': 25688}
  • id: 61098751
    {'hecke_orbit_code': 67553994477668509, 'n': 929, 'trace_an': 16026}
  • id: 61098752
    {'hecke_orbit_code': 67553994477668509, 'n': 937, 'trace_an': -18362}
  • id: 61098753
    {'hecke_orbit_code': 67553994477668509, 'n': 941, 'trace_an': -8034}
  • id: 61098754
    {'hecke_orbit_code': 67553994477668509, 'n': 947, 'trace_an': -30732}
  • id: 61098755
    {'hecke_orbit_code': 67553994477668509, 'n': 953, 'trace_an': 28242}
  • id: 61098756
    {'hecke_orbit_code': 67553994477668509, 'n': 961, 'trace_an': 25905}
  • id: 61098757
    {'hecke_orbit_code': 67553994477668509, 'n': 967, 'trace_an': 37496}
  • id: 61098758
    {'hecke_orbit_code': 67553994477668509, 'n': 971, 'trace_an': 27204}
  • id: 61098759
    {'hecke_orbit_code': 67553994477668509, 'n': 977, 'trace_an': 42954}
  • id: 61098760
    {'hecke_orbit_code': 67553994477668509, 'n': 983, 'trace_an': 10182}
  • id: 61098761
    {'hecke_orbit_code': 67553994477668509, 'n': 991, 'trace_an': 30008}
  • id: 61098762
    {'hecke_orbit_code': 67553994477668509, 'n': 997, 'trace_an': 47554}