Newform data - 7.8.a.b

Formats: - HTML - YAML - JSON - 2026-06-01T09:47:48.494057

• 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': 448, 'analytic_conductor': 2.1866951783888524, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[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': [7, 1, [3], [1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 2, 'field_disc': 865, 'field_disc_factorization': [[5, 1], [173, 1]], 'field_poly': [-216, -1, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': 1, 'has_non_self_twist': 0, 'hecke_cutters': [[2, [-214, 3, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503599761588231, 'hecke_ring_generator_nbound': 2, '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': True, 'is_maximal': True, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '7.8.a.b', 'level': 7, 'level_is_powerful': False, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [7], 'level_radical': 7, 'minimal_twist': '7.8.a.b', 'nf_label': '2.2.865.1', 'prim_orbit_index': 1, 'qexp_display': 'q+(-1-\\beta )q^{2}+(46+2\\beta )q^{3}+(89+3\\beta )q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '7.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '7.8.a', 'trace_display': [-3, 94, 330, -686], 'trace_hash': 345033393894123236, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.019', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.990', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.059', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.721', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.806', 'prec': 17}, {'__RealLiteral__': 0, 'data': '65.343', 'prec': 20}], 'trace_zratio': 0, 'traces': [2, -3, 94, 181, 330, -1006, -686, -1185, 1774, -4820, 2844, 11102, 2534, 1029, 24160, -35663, -1488, -83971, 32810, 42840, -32242, 45904, -6576, -27150, -58550, 377664, 40420, -62083, 20640, -382240, -391836, 136407, 33328, -137898, -113190, 404477, 367392, 321870, -643832, -52800, 734664, 345058, -480476, 106872, 1105810, -10896, -1089108, -1538626, 235298, -1339425, 210324, -915068, 2858844, -2757700, -32440, 406455, 799900, 4025890, 160170, 3224480, -864646, -496956, -608482, -1421839, -3396540, 1077968, -328648, 285726, -267552, 1653260, -7500216, 1632135, 4301244, -12306438, 102650, 1856050, -975492, 17798648, -6408440, -5196720, 3414142, 9155174, 11659074, -3807986, 1155780, 3154824, -7143620, -3340680, 9772260, -18911140, -869162, -532848, -16246872, -14325588, 1702800, 17975314, 10762752, -352947, -6909332, -1017025, 12778314, -6258036, 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• mf_hecke_nf •

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

  
  {'an': [[1, 0], [-1, -1], [46, 2], [89, 3], [160, 10], [-478, -50], [-343, 0], [-609, 33], [793, 188], [-2320, -180], [1480, -116], [5390, 322], [1708, -882], [343, 343], [11680, 800], [-17911, 159], [-906, 324], [-41401, -1169], [16834, -858], [20720, 1400], [-15778, -686], [23576, -1248], [-3312, 48], [-13758, 366], [-30925, 3300], [188804, 56], [17092, 6236], [-30527, -1029], [15010, -9380], [-184480, -13280], [-197172, 2508], [61519, 13369], [17968, -2608], [-69078, 258], [-54880, -3430], [192401, 19675], [170106, 27180], [168494, -15118], [-302456, -38920], [-26160, -480], [379190, -23716], [163954, 17150], [-237424, -5628], [56552, -6232], [532960, 39890], [-7056, 3216], [-563004, 36900], [-755218, -28190], [117649, 0], [-681875, 24325], [98292, 13740], [-419524, -76020], [1432014, -5184], [-1364068, -29564], [-13760, -4920], [208887, -11319], [403708, -7516], [2011070, 3750], [53274, 53622], [1557920, 108640], [-403544, -57558], [-344556, 192156], [-271999, -64484], [-656615, -108609], [-1631840, -132860], [545360, -12752], [-189788, 50928], [129318, 27090], [-131616, -4320], [795760, 61740], [-3684672, -130872], [857127, -82119], [2054658, 191928], [-6040986, -224466], [3050, 96550], [942242, -28434], [-507640, 39788], [8709176, 380296], [-3342760, 277080], [-2522320, -152080], [1745893, -77644], [4743466, -331758], [5895834, -132594], [-1848770, -110446], [554880, 46020], [1453072, 248680], [-3361700, -420220], [-1728168, 115656], [4704538, 363184], [-9149200, -612740], [-585844, 302526], [-263664, -5520], [-7986456, -273960], [-7407396, 489204], [840160, 22480], [8605282, 764750], [5428710, -94668], [-117649, -117649], [-3536888, 164444], [-613925, 210825]], 'ap': [[-1, -1], [46, 2], [160, 10], [-343, 0], [1480, -116], [1708, -882], [-906, 324], [16834, -858], [-3312, 48], [15010, -9380], [-197172, 2508], [170106, 27180], [379190, -23716], [-237424, -5628], [-563004, 36900], [1432014, -5184], [53274, 53622], [-403544, -57558], [-189788, 50928], [-3684672, -130872], [2054658, 191928], [-3342760, 277080], [5895834, -132594], [4704538, 363184], [5428710, -94668], [6608480, -438646], [-1313236, -1137084], [11725636, -329960], [794538, 831204], [7527046, 1214332], [-21196656, -752136], [10555474, 2200726], [15611970, -553368], [7644126, -2150022], [-7653738, 500856], [219320, 529224], [-9256628, 3241758], [-41093816, -2187564], [9073540, 3447052], [25643204, -2843194], [-79478788, -1861864], [-61925948, -574770], [-30085784, -2797208], [23967758, -1348092], [11628598, 3328696], [-18684732, 5224284], [22747972, 8164800], [-61008248, 13318200], [153680370, -7867578], [-36754516, 12689862], [244611786, -3469488], [-117684264, -12499872], [-81355354, -8756508], [-210596834, 3295642], [139931378, -8320624], [-357544352, 13679368], [-302521404, 6602598], [9567088, 417168], [-131634626, -9998496], [-121291798, 17316320], [412883818, -13962282], [-223314952, -19215742], [323060962, 29110998], [411124872, -16524240], [-16023610, 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89332560], [-905351930, -386060318], [4134563418, 194842728], [-2098097880, 496394160], [3015054714, -146922384], [-4789732480, 71598432], [4474267066, -300935268], [-2167479690, -20832588], [-363315494, -429338922], [4042719536, -136110408], [3081857166, 46961652], [-9530497186, -79056894], [587802884, 308731964], [2693644218, -114913212], [-9100768416, 322902972], [5897339032, 229930290], [4582365370, 339152184], [4865012676, 201836190], [-2911675764, -543879648], [-4666100398, -188917530], [-8480952870, -244275276], [704873994, 759352572], [3479947260, 298921500], [8305747772, -346737132], [-9092238408, -696923910], [6471846216, -51074412], [16395146280, 337499064], [-5004188456, 1082184816], [-13525838758, -197846292], [13013987454, -243855084], [1438982174, 224433132], [2444967032, 1185178850], [-17362277558, 29911758], [-14999961788, 296306038], [-7381722954, -814610892], [14600101922, -199283490], [-415722994, -516401488], [9334434840, -99463536], [9621184596, -1048727400], [3935875640, -272986950], [17678749564, 681475732], [-18829294372, -895072122], [20069197726, -181345820], [-5313444130, 841851930], [282150840, 1453112184], [-15183814094, -941545620], [-9258664758, -988245720], [-12355919812, -597743832], [24630547724, 706440164], [12133118084, -118579416], [3351016272, -691021800], [11340389528, 429873744], [15634665206, -1574472652], [-17774256990, -77548968], [15303859400, -884153926], [-6025167856, -1035719476], [22775571674, 114649136], [6329363728, 2054799936], [-928219398, -2318384730], [2288835258, 2683933416], [-6852022068, -1340424300], [-28282310368, -846873360], [47829969352, -10659822]], 'char_orbit_index': 1, 'field_poly': [-216, -1, 1], 'hecke_orbit_code': 4503599761588231, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 2, 'label': '7.8.a.b', 'level': 7, 'maxp': 997, 'weight': 8}
• 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': [2, 1], 'ALdims_eis_new': [0, 0], 'ALdims_eis_old': [1, 1], 'ALdims_old': [0, 0], 'Nk2': 448, 'analytic_conductor': 2.1866951783888524, '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': [7, 1, [3], [1]], 'conrey_index': 1, 'cusp_dim': 3, 'dim': 3, 'eis_dim': 2, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 134217735, 'hecke_orbit_dims': [1, 2], 'label': '7.8.a', 'level': 7, 'level_is_powerful': False, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [7], 'level_radical': 7, 'mf_dim': 5, 'mf_new_dim': 3, 'num_forms': 2, 'plus_dim': 2, 'prim_orbit_index': 1, 'relative_dim': 3, 'sturm_bound': 5, 'trace_bound': 1, 'trace_display': [-9, 52, 246, -343], 'traces': [3, -9, 52, 89, 246, -754, -343, 135, 1351, -4316, -2724, 14966, -2618, -1029, 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• mf_twists_nf •

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

  
  
  • id: 3503
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '7.8.a.b', 'source_level': 7, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '7.8.a.b', 'target_level': 7, 'twist_class_label': '7.8.a.b', 'twist_class_level': 7, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 8}
  • id: 3504
    {'conductor': 7, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '7.8.a.b', 'source_level': 7, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '49.8.a.c', 'target_level': 49, 'twist_class_label': '7.8.a.b', 'twist_class_level': 7, 'twisting_char_label': '7.b', 'twisting_char_orbit': 2, 'weight': 8}
  • id: 3505
    {'conductor': 7, 'degree': 2, 'multiplicity': 2, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '7.8.a.b', 'source_level': 7, 'target_char_orbit': 3, 'target_dim': 4, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '49.8.c.e', 'target_level': 49, 'twist_class_label': '7.8.a.b', 'twist_class_level': 7, 'twisting_char_label': '7.c', 'twisting_char_orbit': 3, 'weight': 8}
  • id: 3506
    {'conductor': 7, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '7.8.a.b', 'source_level': 7, 'target_char_orbit': 3, 'target_dim': 4, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '49.8.c.f', 'target_level': 49, 'twist_class_label': '7.8.a.b', 'twist_class_level': 7, 'twisting_char_label': '7.d', 'twisting_char_orbit': 4, 'weight': 8}
  • id: 3507
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '7.8.a.b', 'source_level': 7, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '63.8.a.e', 'target_level': 63, 'twist_class_label': '7.8.a.b', 'twist_class_level': 7, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 8}
  • id: 3508
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '7.8.a.b', 'source_level': 7, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '112.8.a.f', 'target_level': 112, 'twist_class_label': '7.8.a.b', 'twist_class_level': 7, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 8}
  • id: 3509
    {'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '7.8.a.b', 'source_level': 7, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '175.8.a.c', 'target_level': 175, 'twist_class_label': '7.8.a.b', 'twist_class_level': 7, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 8}
  • id: 3510
    {'conductor': 5, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '7.8.a.b', 'source_level': 7, 'target_char_orbit': 2, 'target_dim': 4, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '175.8.b.b', 'target_level': 175, 'twist_class_label': '7.8.a.b', 'twist_class_level': 7, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 8}
  • id: 3511
    {'conductor': 21, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '7.8.a.b', 'source_level': 7, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 12, 'target_is_minimal': False, 'target_label': '441.8.a.l', 'target_level': 441, 'twist_class_label': '7.8.a.b', 'twist_class_level': 7, 'twisting_char_label': '21.c', 'twisting_char_orbit': 3, 'weight': 8}
  • id: 3512
    {'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '7.8.a.b', 'source_level': 7, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 11, 'target_is_minimal': False, 'target_label': '448.8.a.k', 'target_level': 448, 'twist_class_label': '7.8.a.b', 'twist_class_level': 7, 'twisting_char_label': '8.b', 'twisting_char_orbit': 2, 'weight': 8}
  • id: 3513
    {'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '7.8.a.b', 'source_level': 7, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 20, 'target_is_minimal': False, 'target_label': '448.8.a.t', 'target_level': 448, 'twist_class_label': '7.8.a.b', 'twist_class_level': 7, 'twisting_char_label': '8.d', 'twisting_char_orbit': 4, 'weight': 8}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 28425
    {'charpoly_factorization': [[[-214, 3, 1], 1]], 'hecke_orbit_code': 4503599761588231, 'p': 2}
  • id: 28426
    {'charpoly_factorization': [[[1344, -94, 1], 1]], 'hecke_orbit_code': 4503599761588231, 'p': 3}
  • id: 28427
    {'charpoly_factorization': [[[5600, -330, 1], 1]], 'hecke_orbit_code': 4503599761588231, 'p': 5}
  • id: 28428
    {'charpoly_factorization': [[[343, 1], 2]], 'hecke_orbit_code': 4503599761588231, 'p': 7}
  • id: 28429
    {'charpoly_factorization': [[[-887776, -2844, 1], 1]], 'hecke_orbit_code': 4503599761588231, 'p': 11}
  • id: 28430
    {'charpoly_factorization': [[[-166620776, -2534, 1], 1]], 'hecke_orbit_code': 4503599761588231, 'p': 13}
  • id: 28431
    {'charpoly_factorization': [[[-22147524, 1488, 1], 1]], 'hecke_orbit_code': 4503599761588231, 'p': 17}
  • id: 28432
    {'charpoly_factorization': [[[109928560, -32810, 1], 1]], 'hecke_orbit_code': 4503599761588231, 'p': 19}
  • id: 28433
    {'charpoly_factorization': [[[10312704, 6576, 1], 1]], 'hecke_orbit_code': 4503599761588231, 'p': 23}
  • id: 28434
    {'charpoly_factorization': [[[-18920124100, -20640, 1], 1]], 'hecke_orbit_code': 4503599761588231, 'p': 29}
  • id: 28435
    {'charpoly_factorization': [[[37023636384, 391836, 1], 1]], 'hecke_orbit_code': 4503599761588231, 'p': 31}
  • id: 28436
    {'charpoly_factorization': [[[-126010986084, -367392, 1], 1]], 'hecke_orbit_code': 4503599761588231, 'p': 37}
  • id: 28437
    {'charpoly_factorization': [[[13303276364, -734664, 1], 1]], 'hecke_orbit_code': 4503599761588231, 'p': 41}
  • id: 28438
    {'charpoly_factorization': [[[50864711104, 480476, 1], 1]], 'hecke_orbit_code': 4503599761588231, 'p': 43}
  • id: 28439
    {'charpoly_factorization': [[[2090896416, 1089108, 1], 1]], 'hecke_orbit_code': 4503599761588231, 'p': 47}
  • id: 28440
    {'charpoly_factorization': [[[2037435782724, -2858844, 1], 1]], 'hecke_orbit_code': 4503599761588231, 'p': 53}
  • id: 28441
    {'charpoly_factorization': [[[-615374101440, -160170, 1], 1]], 'hecke_orbit_code': 4503599761588231, 'p': 59}
  • id: 28442
    {'charpoly_factorization': [[[-529516501136, 864646, 1], 1]], 'hecke_orbit_code': 4503599761588231, 'p': 61}
  • id: 28443
    {'charpoly_factorization': [[[-533876854064, 328648, 1], 1]], 'hecke_orbit_code': 4503599761588231, 'p': 67}
  • id: 28444
    {'charpoly_factorization': [[[10359492378624, 7500216, 1], 1]], 'hecke_orbit_code': 4503599761588231, 'p': 71}
  • id: 28445
    {'charpoly_factorization': [[[-3340687254156, -4301244, 1], 1]], 'hecke_orbit_code': 4503599761588231, 'p': 73}
  • id: 28446
    {'charpoly_factorization': [[[-6335206025600, 6408440, 1], 1]], 'hecke_orbit_code': 4503599761588231, 'p': 79}
  • id: 28447
    {'charpoly_factorization': [[[30181573873584, -11659074, 1], 1]], 'hecke_orbit_code': 4503599761588231, 'p': 83}
  • id: 28448
    {'charpoly_factorization': [[[-4649674734460, -9772260, 1], 1]], 'hecke_orbit_code': 4503599761588231, 'p': 89}
  • id: 28449
    {'charpoly_factorization': [[[27021168617436, -10762752, 1], 1]], 'hecke_orbit_code': 4503599761588231, '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': 2, 'label': '7.8.a.b', 'level': 7, 'portrait': 'data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAALgAAAC4CAYAAABQMybHAAAABGdBTUEAALGPC/xhBQAAACBjSFJNAAB6JgAAgIQAAPoAAACA6AAAdTAAAOpgAAA6mAAAF3CculE8AAAABmJLR0QA/wD/AP+gvaeTAAAACXBIWXMAAA9hAAAPYQGoP6dpAAAAB3RJTUUH5AsHECsg+j6ETQAAABBjYU52AAAA1wAAANcAAAAQAAAADnCbpecAAIAASURBVHja7P13uCTXdd4L/3aoqo4nz5zJMxhgBhgEAiAyCIIAkygGERRJURaVLFnBtixbz3ct2/L1lazPsmR+1vW1bMuWKFkURSWSYhTBnJCBQY6Tczq5c3elvb8/dlV39RmQ8pVpQ/S9/TyF7nNmMN1d9dba73rXu9YW/L+P79jj45+9HynF/HOHTk3a1Notsx6+J3nieIc7XzUjbr2ytnLfkylbZldnb9h31j5zaCslXzI/26NWTYWRe5pgF2a3vBZgM9AA+kKIV/qrfdc+9Cv9Ab5bHkdOXAC4xJh03iJMrx/xF5/4JHu2nGPX5lVKyufYmU/Ea/bVv9Lvrr1dCxufveAzPyOIewM6zcQ/e3b590+fFYh08JOnJ7rR+YVlNs/CqUHERC31BsmJv/ytPzzwKy+e+ZT4v/7l3/k3C2ePf6yUPPNEt3lQWQIQQirpLQDHy7Utr/Qp+a54/L+h4Vs8DhxdAlGa0ubEnd21Z1BCxmfXJn+hM5BvksISxQlPPvk0tXKDy7a0aHQUpxfLYEKSOGG6bjl42ueqS1LOL0mmJxLq1YCj5zWpiZmrCc6txFy923D4tGRmwuD7PqWS5viSpNGFvRsT9uyY5vJ9r8LioRX0Iv3lAycG/y5JrXf3a65iz+6t95GGDaE3vNKn7G/k4/8FePbodZYBvscvRZcePdY2v/ZbHzU/9JaJS9rhxn/abR+jWvI4cfoC7fYKUaxZ60lS61PyLPXAsthOOHx+wJaZEpNlhRIxcxM+e7YregMQMuTskmYQwbkVgcKnH8Zcut0yP91FIqlWIjZt6HDw5AyrjTLVUkqgY3oDQ6uriJKEqek5qvUtSBVx1WWX8Oyh5d+4de/C8e17f0SGdkrOTnlHgS/OzU6/0qf0b8Tj//EA/+in7sNacWe1FL+52Vp9z64tK5f3O5oPffIQN1/dZHlJc2q5x9ZZRSWAuUnD2bUAJS1SGDZPpZxaLFGtWJ44GtILBSUfVppwyZymUg6Yn0u48+o2Lx6f4IkDgpdOJdx2VcqWWUO1Ktg+32C5oSgF0A8tTx2cpVaWHFv02TQ9QArwVcqFVcVENUGSsmVDzPJqjb413HVtjTONfXgVuPGKqYOeP/Hx+Vn5JWO4b8slr3+lT/Er+vh/HMC7nSaeF0x3O0v/+stf/bL/0DPH0luvCl4d9Us3fPGhBWamT3P3tVW+9vgEfdPkTa/WPPBMid3b+nT7HufXFGEsCHTCvm0pG6dDVjuSZ45NECeCPVsGLHYU1+zuc/iER3ugiUK4aV+XQ2cq1MsRB85qbtkrieKQ9kDzzEnJdTtTWh2PS7dGRLHkueOClU6JTVNw+fYOvpZEMVxY8+iECZdt1nzzGXj9DV3C/iRfeKzHa1/d4qod2zm2sJHIDJ7Yu73/pPT2qJtvfXM0v3HulwaDcG16evKVvgT/Ux//ywP85KlTKKXFC88+xOwUan6u/tunzkV7V5eP3fG5by6qMytrvOOOFvP1Kt94ospTJ/r83LvXaLfm+eJ+w/atPeZrZRbXEjZvgGePKmILAsXW6ZRX7+2w1hF0ByVeOq65ancbz/fp9CRSCC7fZnj2iGG5XaYXd7h2d0S3P8FaW/DMYcneHQlGCJo9QzmwvGqn5IXjmn4U02grXr3HMj8To0RCkno8dcxn2wbL0opidrrNzo1VvvyYRytq8PfvkTz54hRf2j9gx/Ye77nTpzfYwPGlTeney3Y90A6DQ9J2/l7FN+nrXnsrSZLYTZt3vdKX6H/o439JFeXMmQv4npbnlpulf/BLvxj+5r/81/9bmqQ/8rF7D8ZvufX0FWG/XlpeNHgI1tYEzx8zXPvGLldfWuP8aomvPBHw/Xc0uXb3DF972ufSbT3mJ2ucPJ9w0+URB8/4TFZjQPLCyQqbpw2rDc1DL6Y8dASu2WHZt02y1hE88JLk7qtiJquKRqfGmQuaZtuivIgffUuDUwt1mh3B9XsHXHPpMh5TLKzMcWYZ9u009CPJiYWAqYrmwFnJ3m3Q6Uj27lhh1+YSX3vc5+Rqn3ffaVhcmeLASVgbpLzlkpCKX+LFIwOePnhIPfbM6dcJL7rl/W+euSk1l3tRNPijf//vfuHfri4dDoSaHVgbm5nZ+Vf60n3HH/9LRfA0NUgpZLfbnTx98sStq93kg2fOHEoOHTg0s7KyWD921tCjxS98/wDJPM8fKfPM4ZjDC33efFuL11xR5dlDk9z3XMTkTJd33S55/mCNB17oc8XuhK3TZbB9hBZ4UnP0gmZDPaUVWmqlkFNLKS+eSampKd50Y5dGs8ZjL1mu2iW4bHtKmghOL3ukqeGyrYIrL4l57EXBWrfHG2+QlKvnOXSyxskLU1QCQafnMTuRcOyCj69DlFRYo9k2v8aVOxT3Pz3FE8dj3nlni43VSe5/qsTTJ3rccm2Dt97oc/TUHE8fsrxwPCbWXf7Re5rYeJ7TSz4T9dn2lm2XrF5x+RW63Qt+ateunY/UarUmWCOEfKUv5Xfs8b9MBD96coWjJ5d3njh5auvkhP748ukHJp47cL5q0lVmKj4HVyVRZDh0ocr+I13eeWuDRlvT6mra/YCPf63KTK3NNXs0g6jKgy9YPvVQj3ff0aJUqvHUEY/NM11m6j5nFjXtfkqv16e60SM2mumqYvOU5LVX9Xn6SIKWgsBPCCoJTxxXVGseW2cjwgS2zMB1e5dp9TRhMkVsNM+flDx7eAeBKhH4KXoypB/CRL3PLqDd9TmzlDIz2WNuosaXHvN5/nTEPa/rsnWyzkPPlnjuxIB9uxv8rbtSDp+c4thZwbmliHPNhLff2eKqnZpDJxUTJcmDT67UawfO1h97/Dm8yvaPvf89t7UGbfOemfmdZ61dPSnEzCt9Sb8jj+/6CB6mFiXZ++nPf37zxonJ37n/0UOX3f/4fvV33t4kkFN0+h79UHPolODMhYijF1Iu9EN+8QdXuXXPBE8cmOXgSXj6SMzsXIPrLovYu2WKQycr7D+YUq62uGqnoepXOXJGI70BZV9Q8g3TFcGFVY/VlkLrlFo5JvAVgR9xekmhZci+nZonD5W57eomk5NtfvdzFeYqAbfvg6cO++y7pI8UHieXNIHyKJUMU6UUT8NKy+PcqmKi2qPsg+8rfKk5es5SqXS4YifUvAkef8nn4Nk+ey9Z47rdMFef46mDAYdOxTxxLOXVV6/wT36gz2pjnqNn6pw8LzhyOiSMLc0eKL/Nz71bsmnLHWll6vIj1fKFn9mx+13ngUPf7VXU79oIbu1ZQF125tTTrzp+OvyHR48eu7NbPszxwymNJnz6EcPPvWOZ2WSa0wsVNkx5hKFHP7J0zpe497EKt125ynV7FTCFtR7PHJ3iQ4e6vPvuNrdeETM7WeWJA1N8+bEBm2YHXL5DsGFCc+y8R28Q0+1BqyvQ2rJlNgUlkTKi35NcaJTAlNkwEXHplh4PPRcQkvCu18SkUYWjZyVzU5otMwJjEpYbmvYgpB/7dLo+22ZDZuoDlJJoLYhjzbGzMDfV45ZrEjZPaQ6fmuDBg3B+rcMN13T4wdelnDk/z9OHAg6dSnj6eEosOrztpgHhYIZzSxUWViXLjZh+aDi9DAMZ8Xff3KZWmua+B55Shxeeu/zHvn/7NzrdR+87u1b99w+/0H3WmPjIa66ZeqUv+V/roV7pD/DXeTz30mkazYmdh44/838uX3jxl594dP/Oh584xvREE2urnFmUPHlcsX2+we1XhcSpT5IqjNVYK9AYTi/4nFwx7NzUZn4KKkGJkqdRaJ45plhoDqjXI67cZdi7NaDTLXF2WeDrmNgqzjc8zi8b2pFAa83GyYTFhuHkBZ+pmkSg2TAds9axXL1zgJQVLqxW2LMl4PCpgDMrln07QxbXJHHi0Y8Ue7fFCGHp9CQbJxPmpkM2TEd4Elo9RRDAnq2CRqPG154sc+T8gOnpFne9us8tewOOnd7AM4d8XjyecHw5ojbZ4ie+p8uVOyY4dWGS0wse55dTllZjzqzAwWXL99y6zI++IaXdnuTIWY9u2EAna9z/6Lmdg6T3vt1bwh03XbP5kV/6xb/f/Ff/+v98pS/9/+3Hd9X6s//Z45RLlbmTZ4//w0MH9l+9tNS9RyVPc9XOGR59ocr5lR5pCo2O4MSKoD7d4hffu8LNe2ucPD/D6YUyZ5cU55dSTi/EHF826EqXd9/R5W03+ZxemOHAiYCjZw0HTsekcsC2DRG3XW3YsUFyesHdPGttwyAxSAlTNZibSFhra9pdxVQ9QgvNVD2lFMQ8diDgknnD3FTChZUynjKcWzVsmLJcsini0QMBvq+YqYFSMbNVaHQFq13Bhrphuh4jJYSRYq2tObWoOb2csGN+wK1XJ2yd05BWOHiiwrGzlpdOpZxaDfme2xt8/x0hZTXFyQtTnDyvOb+Ucn4l5syy5dCy5cYrl/nF93SYrc1wZnGStZYiSS1nF30eer7LpTsavOHWq/HLwadufPXNz09PXfbvo7i7HNQue6Wh8N/8+K6J4GcP/wVbphbrK4tH/vP+J5/7Wd8c33fhXJcTS4JdWwUT5YBBqEkSwFqwcGKxxBNHBZdtbbFvRwp4gEJKjVaSQFmWVjwOnlUMTJ/Ld7TZvcUwN6WZn/LxRcBqK+DMguDEBcFzJ+HkhYjlRkirkzKIPUq+z1zNsmVDjBAp/VCzcz7GU5bYCOLUZ7Ut6YcevhYIa5ibNMxOpKy1A9p9wSDxaPQE8xOG1Zbh9KKi5PnMT8PWuYiNMwM2zITMz4Rs3WjZPq+4YptHWVU5cbrOoy/4PHU44blTManq8NbXtLjnNktZzXD41CQnzmvOLaUsrMScXrEcXbbccOUy/+L9DbbPTnBheYLVlk+n77G45nH4VIrSfe64TnLoSMSTB1avaDdX7njsuf7OB57pfelt73xf9IXP/MkrDYn/psff6Ai+vNpGay3/7BOfElftueQ/fekrX786sedvuevqhg7DSc4uBSy1DLu3pMSxx9klxWojZa0ds9ZKWWjC0RXB3FyTf/kjq9x4WYUzi9OcX6pyfkWzuGpZWEk4u5yy1EmYnB5w+9Vdbr4cfFkmUAGLayUurGgW1gS9EJLEUPIN1VLK1ESCAU4tJLS7sGOjR7UcYq0A4dPtG7bPh6w2NVhHRZpdCBOwWNZaEVs2eHT6CqEswoTUSx7bNw1o9gSnzmtSo5mpS2olQeBBkgh6oWRhTXJh1bLYSAiCAXgJt+zrctuVgrl6mdVGnTOLAedXYHElYXEt4dwaHFu1vHrfCr/6Iw3mJyc4tTDN4kqJ5abPSkuy2ki4sByTmJhdmyXLDcXppYRmP+Jvv9NP6qUtD99wy9vMxMzuh4Bf2jw/8UrD5Ns+/sYC/PyRj/IvLvsBfmN55V//0cc+/e72ynPbLyxQPnShxT9+/zK75uqcXZqgN/AwRtDpK1ZamrUWNFojkC824fiaYHa2xa/9xCLX7QpYbU5zbqnGwmqQJV2GxdWUhUZKN0oITcJl23pcfgmsNSRXbAt57asMcaIQWP7y0RJLrRJbp0NOXlB0uzWuuTRlqZ1w6jzs2SY5ch5u2WswNqQXlwh0RL2keeSlMpVyTKASotSSppqbruhz7GzAnh0xJ87DSqPKNZemtAcDji0qtk2HrLUjPvdwBSsUaZpy57U9dm+zLDQ9rts9YPdmjySu0OuXubBSYmFFsNxIWWokLK4ZTq8JFrsR1+5Z5f/7Y102TU1wdnGKhdUSK02P1ZZgrWVotGMa7ZTuwJIa6EWCE6uWnZsb/OP3Wk6em8fogBuumv7Sr/x26Z1vuvsSY0wa/bOfv+eVhszLPv5GAvzPPv4x/uWH96h7f/2J/+Pc+eY//4svnlNLqx36A82RBShPtPnlH13mqu0VltbqtHsBra5Ps61Za2sabWi0UxrthLVOwkoLzjQEujzg1ivX+IHXRuzaUKXZrbO0VmZ5zWclu8CrLUOjY2j3De3Q0hskzNRjtm80gCDwLGeXPIQM2LFBsWuzZfOGHouNkGeP1Lj+Mkul3OCFo9PUqhFR5DEzZegP4IrtA/7kG5Ps3ZYQhpbZCUmc9qmVAl48OaDsVbl2T8JzxyMWV322zATs2gTb5yOUijm7Ar5nEcKyY2PCVE3S6Qd0ex7tnsdaW7HWhNWWYa2VstJKWWjB6iBl+5YuP3DnCrderil5dS6s1FlplFhpalbbgmbL0OzENDoprZ6l3YdmX3CuBft2r/LLP9xhItjA0TN1OoOEdofw8MK29qat2377l/8/l/zqg/edT+943btfaehc9PgbBfATJ15Ce6Vy1D27/Sv3HXivFof+1d5Nx1he28Szh0scPxdzYiHlhQuwffMq/+YnV7h6Z5mVxgRr7TLNTkCj49HIQN7qGJqdhEYnYa1tWWwJznctiC73vKbFW240XLKpRBRVaLRKNLs+rY6i0RV0eoJBaIkSS5qCkpbAg3JgmaxbNkzHaG/AsQsRzx8NMEmVN98Uob0mTx6YYOcm+ML+hNdcFbDU6lPSiiSNmZ6CJPbQXsLqaoXbr2vzhUdq7NoETxwJ8ajwphsNiejz/LGUE2dLaOmzcUozVRWUA4HvC5SAxEAUWwYRdHqWZtfQ6RmaPcNq19JPU3Zs7fGWm1vcc1sEpsZqc4KltTKrLc8FgxY0OymtbkKzm9LqWhpdWO5JltqGqy9d4V//5Co75qY4fHoDx8+WOXYWnj0Wcq7R5vvfsI3r9uz63736pR+75sptp7vdQf+Ky69+paE0fPyNAfixo8fZumnef+K5F3/83NlDv33kwPPivmda8rLdq9y4F5JolmcP+hw5E3JyWXB0zXLVriV+4ydWuO7SEivNSVabFRqdgFbHp9HRNDuCVsfS6qY0OwmtrqHRtSx1BBdahqnJHm94dYdbLk/YsVFRL3u0OyUCTwKKKJEYIzAWegNAGKZqA46csxgb8ZUnqoS9Mpdu8bn16h6xaXL/U5Nce5nHkYUurUadm6/u8bUnAzZOWw6csvz9d7Y5cDJg47Tkq08pbr1CsdZrc/zMNNfuibj/+T5JWOGWfT67tw3oJ12+/KSCVHDsrKZe0WgBvb7EWEFqLHECSIP2Da2upVqL2bYp5LYrerzh+oSZaonFtQlWm2UabXduGm1BqwutTkK7m9DsGlo9Q6MnWOhIVjopN+xd4l/95CpXbKtxZmGG0wsTHDzp8cyxHrHocNPeiMs2TfHMkWlz7bX77JVX7Pl7s3NXf6jduRDtvvRvhtLyNwLg1iay0+2/7SMf/8yl8xPpB+5/8Gmv7EsuLKc8fSLGqgG7NgkCW6bTNax24UJbcrJhuGnvEr/+k8tct9uj1ZlkuVGl1S3R7Pg0u5pWR9HqQadrafcS2t2Ubt/Q6lmWu4LlLsRpyDWX9ZmfTun2LN9zc8jOeUOSSrS0RDHc92yJ00slNk0lvHCsBKbC5VsV1+01BKUeTx7psbxS5cqdVeqTDR55zuOGy0qs9po0GnXm5y37Dyh+6K4ujx/QbN3gsdJt0Vib5rorejzyQsp0eZIrL+2y1Gqx/6VJyrrKq/da9mwfgOzy7AnBhumYxeWY+5/1GMQKKSE1lp2bIt5wc0Snq9g8ZbjuMoiiCmutCmutgGbXo91TtLqSdhfavZR2N6XTS2n3DM2eZa0vOd8WNPsRt+5Z5ld/ssF1l5Y4tzTNarPKarNEqwsqWGLHpgRtJ3nm0CQnL0DgDbj8yuvjHZvNL159/Q8cVbr6uWpFmVcaW684wBdXeqRp8mOP7n/i3/3+J78+fdeVJ7l6e53DpyucW7KcW4o5u5zSHhhmqiCloBda2n3BUk9ytm24Yc8a99y6xvvuipmoVFlYrdNol2l3fVpdj3ZP0+lJ2n3o9iy9QUq3n9IPDf3Q0hnAWlfQHViixDA7lRAEFhD4yqKloNdXCDxmJzQ75wW7N1u2b+kRph2++Lji4NEab7w+4OZXNfjwFw2+mOKdd/b4y0cStkzW2bq5xzeeLPP2WyO++gzsmiuxaeMa9z5Y4Z2v8fCCFf7w3jq37avw+pvaPHtqwNf3a6Kwys6NPpdsFuzYlDI3FSFlTHeQopRBKwtYKoFlbhKi2KPT82l0PLoDTa+v6A4k3T50B5Zuz9Dtp3T6Kd2+pd23tPqOkiw0LJV6mx9+wzLfd0vENZeUWGpM0GyXafcCun2NUpapWkin53F6scTZRcH55ZhDZyz79qzx42+bZHrTu9Z2X37jLyil/1CI8iuKr1e0VJ8mHQT2J5975pFf/+pXvjF99Mgqcd9w2ZYVrtgJ1lYAj3Ig6A0MUWKIE4tAABYhDFpKXjg6yzOHKxw6v8Q9t3W5bd+AyVqdtVaFartEve/T7Wk62cXuDzS9UDMILYPIEMWWOLYkqTuixMcakErgaUHJF0zWBFM1mJ81bN3YY3aqxZeehAee9pBmgjde7/Gqyzs89FJMNKhz66sErX6fpdUqt+wxzE72KOuAQaJYbscoI3jVHk2lFvLUoRJ3XDfBzdd0eOqQAjvB9ft8fuKta3ztmYivPl7lwOkS2+cU89NlpmoVJmpQDsDTFiXBWDhwQpCmgjgRRAmEMe47hu5mHoSG3sDQCw3dPrRDWO5KlrswMAPuvnaNt93W4m+93hDHE1xYqdLuluj0fbp9TT9UxIlgYSWg2xesNC0LKzEHTyf49R5vuKlNMjA89ODXpg+dSv9/r73jdt1sdX9/cqL6/zyAD3pthFU/8Zdfvu/Xu8uf23DJJrh+V5lnTgnue2GVH339Gq2uR2p8pPIJuimDMCWMDZ5yVUQlLFqllLVkuVfmo9/YyjeebvOaq5q8/+4mV+3qMjNZYbVZodMP6PW9DNjKHZEgjCVxIkgSt9Rb6z6fkhatoeRDpWyYrsVs2dAjocuRczEfvb/E8TNVJoMyN+zT3HJ1m/2HW3zl0To3XVZi+6Yef/INgRIB9VpMsxtiLCgBc/Ue7Y6PScq87TVL/PkXKuxeLPGWm3pE8Sr3Pz9DnJa4cd8G3nJDm8u2tfj6Uz2eO1Ph2RM+W6cl03VBJRD4nrsJpQAhLMaCMZY4yW7W2BLG7kYeRNCPoDMQNELBWgeEHvCqPU3e/4Ymt+9Lma2VabQqNDsVun1X/On1Nd2BYhBJ+qGgHwo6XctqM+HCasKFdsIP3t5m14YaLxzZwMPPtrAvfm7D9vnk17fteq1dWmr+1w0bXplOov/pAP/oRz9MxCb+4rPf/NFasPKBw0demF1q9Lj+0iorDU2z53P4ZIVGr8XcVEijo4kThRQaTwu8MEUrkS3PBk9bfGUoacHaQLHWmuLj91V57IUut17T5P2vb3Lt7hYzaZkkCegNSnQzh2EUK+JEkqSS1AiMFQgsUlgC31ApJQR+hO+FnFsNufcJydGzPifOTqFMwO5NPlfsUlx/eRsVLPP8sRpbJitceQnMzzVYa9e5aoskMZYvPR4Q9iST1YQ33Tjgc/fHnF6osfdSjwvNAS8e99i2cYprdi3z0HMdHnlREEY+l++a5vJtAZdv7XDswhpHz8HjByscOV6logWBllQDS8kDKR3ntNbdrEkKUQJRKuiGgvZA0I4hMgnGDnj1ZW3e/4Y2r7kqZdN0QH8wwWqrRKcX0B34Q2D3B4peKOiHkn4IvYGh20vp9BOWWpapiQFXbg84fX6Go2cUS82IK3c3+ewXv75h796lD+yan0p+7e9t/fA//g9nRBhi65X/ecz4fyrAf+O3Psx771jgz+43f6vbXPitF46fm1xYM1xzWRUlJLPTgsu2+lgq9PsJnhIEnqFWFoBESYXWAq0NWqV4WuBrQ+BZSp6lHKRMlgSd0KPZnuITD9T5xrMDNk71eO+dLS7fNmDQ73LlLsu2eUUYe6SpIjUSm4NbGjydcmrRcmJB0OwbPvtQhXMrU9jIY6qk2Dyj2TGvuWQLXLm7jZErfPBzVdbWJrjpcs2Vu1t8/VmBSDw2TEmqlYRe7COtBCtR2qc1ECyuCfbZCnde3+Hhp8psnvW56cpp/vZbV/jQFzo8fqhKd+Cx2qyxa3OZvZt63Linw7vu6HB+bY3PPhSw2gs4dcHj3DkfTwmklAgExrpCTWwsaWKYmom5el+PMIy5fFvIu+8M2TChmK4FxHGJC8slun2ffujRG+gM1CoDtYvagxAGkaE/SOj2UwaRxVOWkudz6twEJvFZaSZYY1ltVLhqtsOLzz4xe7K+4Tff84+++r9bw08YEz7wPxNz/9MAvv/BP+LG2/eJ//A76XsWl0/83vbpU5Xr9tZZagRMVl2iNDNh8ZTE2CorjYBa2UXocskVWZQUaCXRGTf2PIOvUwIvA3lsqfiWiVLKVFnQiySdqMqJs1X+zZ9Og0kQScL1V/fYNR+RJGCswVr370shkEqgPZ9Dp30OHC1RLWlqvmS2IpibkWyY1myeU+zYlLJ3R5NUrPIfPlXn1OlJbtrjcfnOlH7S4dHnAybLHjMTlslaRKXsqJAxktZAsda1rLZSWt0yt1/Z5IkDPQ6eVkzWS9y4b5K/87ZV/tOn4amjVbp9S7OjWVyrMz9bYcPUgB0zA/639/SoV1o8dwIOnZF4nkUpl5uA8+NYC0kCO+dTbr0qIY094iTA2gqDyGNhxYG6H2oGkRrSt34kGGTgHkQQRo7Lh5HJ6I5bIeplQSUIOHpKYU1Mp5+AhdWG5ukDioWGoV47OnfFpR+fay1fsuum2+958Hc+9DH7Mz/+3v91AP5//s7v8wffEOr4uafuqevVD3/68fOlZ+sxf/eeBS7f6TL0MFJUyoqJqsQa57GW0uJ7TmmSApR03mhfCwaewvckoScJ45QgspRjQxgboshSTyCMDWECUSIYxJIwDYjTEgePVnn2IKTW4qDtuLEnwVfO81EL4MpNUC/DRFUyVVPMTGo2TMP2+ZBNc01iu8Z/+NQEx45PcN0liku2SnZvbfDNFxMWVye4fpdkqm4o+X0CGWCVIEklwlqSNKLRLbG46nHd5WVetafDQ0+V2DglqJRqXLfH8HP3rPJbnza8eK5Gs2todhTLDc3sZJWpepmp+gT1SsxcNWbHdRGBl+DpBKVSpHDJhMXdVHGsWFp2dC9OFFGsCOPsOZKEsSSMJINIEkaCQSwIM2CHkTuvYZg9R47XR4nFGOiFhnA5wlqX2IaxZZAYmqcsGzf0eP9dbUzvOPc/VvngJz75x/133dP51Ouu/4/pFdf+3Hc/wD/4oU9SKU0okZ5998Fjp/9wSi+Vdmyo8MghzX/53Cq/+L5Fdm4O6PSqdPo+UaxJElfEMFaQpAKtFFpZtLJ4scTXAj8WhJ4g9BVRJAl9QxxboiR1qkhSOFJIUkuaGlKD49uGIbiFACVBS/A8CLSgFAgqgaRaUUxUJFMTgg3TCTvme9SqTT71cMT9z0/TXKlz9XbFjk0el20bkIomX3q8QtXTzE0papUBzx/Dddxvs/RCxTWXxVy927JwIWW54dMfVHjzDR0efK7PkXOKalkS+HWuusTwqz+6yn0v9vncfbOsti07NqQ0WprJumKi6lGreFTLllJgCHxDoFO0clRLZq2V1uIKVkaQGEmSCpJEECeSKBHEsSSMnfISxcIlppElis3wyANHmLjENYrz85pxfute9xNJayBphobt8y1++vuaXLFlkkefn+a5F4+Vtm2a+Mj+By77MSl3/MWj938iveW13//dDfCl9qIM+hfeN+01/8tq50xp8x7Ytlpm+5Likedn+dUQ3n5Lg3te02OyXqXTCxhEHkmiSFJJkqrsJEs8rQjiPGpLQl9kF0RkCSNEsXQKQjKS/ZLUkKZOXUhtppRkaokQwikyUgxXh8CXlAJJtSyoVyyTNcPG6ZC5qQ6JbfLxByUf+sIMG0olrt4u2L7JY+dmw45NDT71qGVtrcTl84qpOtQqMYsnJUuNAH8XhLFgbkIyOQlHTlgabcPCSonLdpa46/oO9z5QYqYGge+j5CRX7Rb81FuW8OQSf/nQFC+dK7GxHbNhMmGiqqiVFZWypBxoAh8CD7R2wUAKt/INQY67sVMDaSpIUjKgQ5xaogTiOHVBIc7k08TJs1HsbAFRYt2qGLvkNUndc5RCN5a0Bxbh9Xn3XSu846YB115S56Xjk5xehOVuylPPLJbOnJ/6vbtvb+vpmv0zXJz57gT41776BZIk/dFPfuWx35wMTtYv3az50uMaEznL6ZYJwSPPz/HIiwHL7QV+9vtWmZ8NGIRlOj2fONHEiSaKNWGs8D23pAaxIoolUSIduBMH8jiLSkkCcQpp6niiMS7hMsZicx0QF7mFECglMl7vAFIKoFIy1MoJk7WEuck+s1NNHj4Y8ZGvlDl0YpKdEx6752HrvM/WjbB3e5te0mb/gTpl5TE3pZiswWQtZGoiwfc1Qribqx/6rLVjmj1Lq5uw1PDZPl/j5suX+MrjPQ6dq1MJYjzlI8QEu7cofvj1K7x67xIf+UqN/S9MstrVbKgnTFYSKiVJuaQIPEHgSTzP5SpKkcmHDuUWsNbRihzoSWqy1S2TFhNDkhqixFkA8lXQgdupMmHizvkggX4q6KWC3gD6UcRkucPPvm2FX3h3iDVTnDxfZxAqNs+lzMymPH7AQ/vP1pur2/7Dwupt/ufv/csPfe9b3/7dB3BrVwH5kw99895fT7qNmf1HfRZWU05dkJRVipIwERi2zUjONif5vz6pOXhimbfe3ubOV4Vs3ujR7pTphx5R7FNKNGGkiRJFnHHHKJHEGdCT1IE7TrLIlMosUoExEmMZgdsVKbPIDVq5gonvWUq+oVxKqJUSpuohm2bbLLZ6/PZnPb70xDRrjSqXzgm2bxBs2eCzdYNg1+YB2m/y5/drjp+psmejZKommaimSBlybtkSaIkUYK0gijU7NrR5nJR2T9FoWxbXyuzZWuJdd7b4i6/7nFwM8HSMEB7GVokTyfW7Guz4wTZfeqrHn3xpmidPVtkyJZitplRLKSVfEHgC35N4WqAVLnGWYliytribzFic0pI6wOcgT1JHPZyO7p6jFOJYuMidOmD3EkknEfRjQ9SL2Tzb4e23Nvi+23vcdY0gjqZYXJug0/MB2DILXsni+yG7Nng8/1JvRtY7H3jXu96lzi62f3/rxvp3D8BXVps0Wt7fXjl736+3V17YcMV2Dy01S2spsxWDVo6vVUuW2LiTutCt8rEHfO5/vsl1exq87+4eb7kpYm7Kpz8I6Ec+gee5iJ7oYaKUJE7LjtOcW0rSVJAaMeLaRjBkJdZFbilAKac6eMrge4bATykHCbVyyOxkl37c5+vPWz76zQn2vzDJlO9x1RbLpmnJxhmfzXOSrRsjLtnS4LmTfT774BwTSjM3IahXBfVKTKuX8oVHS9R8ixAOWP1Q87ZbQz7/mPPEtLqGpYZm64Ya77yty/6DHQ4c8akGCUoKB3JTYRA5rv/Dd7XYs2mJP7+vzSMvTXK6UWa+LpgoWSq+oaQNvoerF0h3I7tIDrk7w2RUzZjRCpdkQE8ybh2ngjgVQy19kAp6iaCbJfBRFFMt93j3Gxr8wN1trrvUMlsv0WjXWGs5utntewwix/W9QZ3pwHL4hObw6YTG4IUNs7Nzv/4D97zWRIPmH/il73wx6DsK8LOLDbZsaGExP7L/sfv+rWh/bGa6mrBzyzTlks9qS9HtW1co6KeAJTGOI1sr0MpjoTPD5/eXeez5Dp+4usW77+rzplsHzEz6hKFPGPvEiUccjxSBJFUkiSQxkjQdAdzYLHKbUWFBCJsllc7HobXB91ICP6YcRNTKfVL6fO0pyZ9+Y5IXTkwg4oCdU5ZNk5bZScXctM/8rGTzXMz2+TZnljv8zueqJGGZrVsFkzVNvQr1SozwItr9KpM1ixACayFOJNOBIjEJndin00tptBXnlsvsu6TGT7+9yQf+LODUchWt4uzG0CRJiUEkmZ8JuP7SNldf0uXFU+f46DfLfOXJSc63ylQDRc2HqmfxtcVToKUr5wsxbj4ygDXupkuNyBJF4fTzjFdHqaCfCvophCnESUIaRcyUerz5ribvvbvD7Vem1Es+g7DMcqNCp1ei0w/o9HzaPU2jo2n3BL2Bpdt3Pv2ltYSjC6sstL+wYWZS/tvL992S3Ld/4Y9ee72H0N+5mSzfUYBHYZ/VxtQ7Pvmlh//TwRc+W3/LDctsnZMEvmCiWmO16dPouObZlaazekZxShy7ZRKct6QZVVmOAv5yf4X7X+xx49e6/IN3tblie8iGSYWSmij2iRKPJIvmSaoycEtSIzFWutZMK4bldxe5DUpZtDJonRD4CZ6KaPdjltsx//5TJU4sTfHUgUms8ZkpCzbMWmYnBDN1xcykx8YZyfxMwpa5HjOTDb70tOHJlya5eqtgqiapVST1iqFajhBeSBBotHLvby2kqaQfavqDmMQIOn1Dp2tZa3ssrNa5ZW+Xm/c1+fOvliivKbSMHSCtJkl9otj1eM5Olnj17i6vvrTL4689z6llyUe+MslSs8LZ1QBfSaqewM9pmHSJ5zCQ51QFF8kTK0gMxEYQpjBIIUotpAkkMUqFbJrqc/WOHv/gXW1uuMJQL2uiuEazE9AflOiHPr1BQG/g0QsVnZ5itQkrzcRZljspqx0434JWKhCdFgcPfmzmhiu6/+nmq+5u9Hqdz34nMfkdA/iTTx9h17ZN6utf+rNLF44eqj/yVMrHvr6RW65q8M9+aJFLt3fYOFNnrVVmaS1ASY9OT6JViu9ByThNWkmDLwVdrekmddaiCl95os7DL05SLYX82JtbbJtJ2LG5zy1XdtBCUatohHB0xVUlncxobSFyYxHSokRKGFssCciEF09InjiouXd/jRdP14iSCjWtmCtbpquWqYp1OnhdMz2hmZkUzE8nbJ7rs2muwf0vhHzw3g1smtTM1aFeVdSrgloloRyEPHxYMYg0XtWBylpBlEhKWnHtnj6PPT/pjE/9lGbbY6UZsLgyxU+/ZZGzK6s89swcngREjAGSRBPFHmEk6fY1U7USk/UqN+/p8dqre/zg65Y5eMbw+f0l9h8sc/h4lURowlDRixVKSIQQ6xLPrCZgDYmxWGPwRMqEH1Ei5ubruuzaNGDrbMz73xRS9hXVkkcY+TQ7PmHsEUUeYeQxiDz60cgG0Y8ES2sppxYilluWlS6s9VOmal1+9YdXufUKn+OnJ/nzTz1bL09Gl/7Y+9+r1paOpdMbdv/NAXhz+TkmZuv+i88/8uNatX9z9/wC111SRh5PeOT5ef7Bf2xzzx1rXLNjmY2THtVKmWPnp+j2PYx1HNHX7kRLYdHSUlKCihb0E0Xfq9BPS3Q6Kf/2z6ewSczGuQH7tg+YmUh49119tm+IiGOR8W0JhchNxj+lNAgp+MR9ZZ47VkVozanzFc4tViiVFROBYLJqqZcM9RLUyoKJiqJeU0zVNDOTMDuZsHFmwJYNbVLb5BMP1ul3q1y21VKvKGoVSa1sqJUSPC/iS4+VCHsSbwPIDExxIqmWFW++sc8DTxu6oaTbT2n3NM2OZmG1whW7arz7NW2eerHCqbUaShogzviyR5wqwtgVZroDTavrUytXqJZDrtg64Ka9A84stTh5oYn2Up49rvmLb1YQSjlwr58/aA1gwFriKGXHxoT33tVntp6yd4dl4wykiUcY1UkSTaPtZbmQJo5dXhTFiihSxLHz9khhqZdTlO5xfDmhaywbZge8dleXd90es3O+ztnFaQ6cLHH/C2u8/s7Bbz72xOO9WO760H2PvhjdecuVfzMAfuz4Ofyza3uWl0789vEjj0hBjcm6ZttMihaWU+cn+MAf1xBqwBtv7DBTS3j8uQElBLWyy/R9ZRE4rugpQaAspdRS1cLprEYwSD1C3yOxsNyt883nDJaUz+x3IxuwJjvyKl4mkQmBEAohJFIpklgjjcbTkloAu+YsVc9QCQyVACqBoFqW1MqKekUzUZNM1WFmImFuKmTzXIeUBv/+kyUeen4Du2dgqpJF74qkVk6olCOqlT7lcoVASZTMODiODsSxx6Av6IcpnVDRHRg6feNa5qo+ZxcnuH1fyM+9Z5F/9xea080AIQzWxpjUEiceUSwZhB7dvqLW11RLPpVyiUpQoRTE1MoR118W4XsxN1yW8P67e2iVZEUggxB2nJRnlM4YiRCSwFOAK+WvNpTz7eQ5T6qI0zzJzxL9QsJvDHjasH1TxCXb19iwMWS6nvDGGxKkrdAbzHL6Qo3zyyWaHUlJJtx3/8OypPVv79w2eLA/GLzwncDmfzfA//MffoLHj6ryoHnonoWzh0S3U2fTbAljLPWqIjGu3N7qS5qDKvftryGADTVDvWbAZnKWFEhpUQp06pIjPxVZEmpJjHsdG0iMIA4ksZGkRhObgDSTvYqPYZVSgBbCVSoVlMqWkraUVErgQaCh5FvKgaDsSyplSaWkHcCrgsmaYbqeMDMZsmG6y+YNq3zwXsOffGUj2yYVszVDvaqoVRTVClTKbk7hhVXDsQsBJd/ZbyF3+gkGkWbXvGF+dkB74NPPErB2T9LsaGrlErXKJO+/e4njFxb4vc9uQUuNxZCa1J2LRBNGin7kTFG9kqQy0JQDj3KQ0uq4HMP3Ujyd4nkpWrpGCSldOV9kh7OuCEBkIBe0TOayNI76ueR9lOvE2XOSvV6vYEnhVqtauc67X+MDlmbTo9P3aXc9Gh2fZkchBWyZ8dk4Y2guPCHM7Oo9t16z7diz+z/Sf9VNP/zKAvyyzRX/3NLaP/3mc+f+aWetI6t+QDlwgK1WNEJA4KVUS5aZyBUVrBVOntMik8EyyUoKPAOpymUr1/CbGGf/TC2YVJDkxQpLVtLPFAE7bsN0lTyXWGlp0BJX7ldulfC0dbqxFpQCScmXlANFuaSolSW1imWimjJZS5iuh8xO9di+cZX9h0P+/L7NTJUCNtYM9Ypw4C5LqiVDtZRQq4TsPwTPHqxw6ZzNeO+obN4PFTfstVy2vc/jL0zSCy39QUq3rzOQe1RKZcqlSX7gjjWePbzEYwfmwSqMSZ0dNrEksR36SfqhpjKwlEuKkm8IfI/ATwm0QesUTzuLsVLGbcEinTUY4VbPPCyMknMxtEyYDOxpmr1OBYkRGcAdoJM062E1rmoqyIpJSZnVVglwgB+Eku5A0elLOj0nNtRrivnZgHKpKavemf/jpcPTfmymfg2IXjGAW9uSSdz/lUe/+Ue/8JS/5E/MlpmtS8oldzE9rZyl1ZeUw5QwctHYGFdpySuJudKRV9mcZGWH1bbRs82SoZG8Za2lUHkfW3HzUnVe0HFuROEArp0j0c+qf4GvKAWKciColAW1sqVeSZmoJkzWQmYm+myea/DYoT6/8ocbOX12kktmDZMVqJcV1bKiWoJqKaVcivG9Aa2BRUmFpyxSjj5ZDoY48amXY3qJoRe6/Xl6g5ROT9IqKyqdgFJQY+d8zK/+eItf/rDk0QMbsSiMNaSpIUmTrJSuGESKfiAph4qSLwl866bdaoPnOb1fK+sArhzAVUZThLAX9S+a7LoY465RmvlZjM2BnkdrMvXKfbfhDeKusqOHQGpdtXkQOfttb2AZhIYoThFCcOysYHayxpFTDX8tXf7Fn/3Jt3hnF3v/+9aNlb92Of+vDfBGo02jYX7twYfv+4erCy+U3vdGxZlFTW8gMCZ1XyQWlEJJOXQRK4oMcWKGIM9Lx3nBwUWMcWCbQjFiGK0zG2h+sA7gGe3OEktHUZQUjv4oRnZbLQl8ie8pSoEbyVAOLNWSoVZJqVdiJmoR0/U+m+eaPHawxy9/aJZDp6fZMe0UllpZUq1IF73LlkoppVKKidOIP/5qDakUnrQoMZIJnYlMkqQeP/zGBl9+MqITBfTCvF9U0ekqWoGm5AcEXp292xL+1U+s8i8+JHjkhY0YK0mNK6vHiTOahZEhLDm7axAISp4g8F1l09d2WLHVyiCVy3eksIj8uRghbA5yhoDNJwyY/HXBuDYCf37dxNg1ctVSVzQaRA7YgzB1AE/SrKMKnj8qOLXiccVlL5VOHP7mP7rzNW8SYb/7z4LyX6/t7a8N8GOnjmKtufnAC8+Wv/iY4h13Nnjz9T1Wm/XhTO7eQNEbyOExiITLshMnRxmTUw2bReTsd5bxZzPSs00WwTO7M3bd58oBLgUI6eaHyEL01jr3nUg8Tzr/hi8oBW7mSSVIqZYduOvViMl6n7nJFvsP9viVP5jmxVOzbJ0SzFQL1KSkqZacf6VcSigHEZ4Xcm51Ck8JlDSZLDdKMtNUkiSKTVOWJIlpxyX6obvw/UFKZyAp9xQl38P3Snh6gsu3Jvyrv73ML/1XeOylDaRGOoCnljhJs0huCANDKZIMfDWkYJ4HniZzZUpXC5Agpc0CgR0as9ZhfBiNR0Fo9HoUiEav3c0wCk7O88LQ0zKI0uH37IeWfmTph9AKBUudlDfcvMrbb9I8/dQz5Z3bd9z837PjxF8L4L/zJx/j2Lmlyhe/+pDvmSWOL5f4zT+r4akl3nVHh2a7TrNTpt0N6PQ0bd9tae3M87nzz/HrNM0cfsYOo3f+bDPAW1ugI3lk+BafTYqRiUpKlwvk4M795CN6AiUPAt9QLlnKgePPlXJMvRIxWe0zO9XiySMD/sXvT/H8qTk2TyrmqoaJsqBWklRKikpZUC65m8OV+iMeOyDoDnxKiqxc7ihZ3oSQGkGcaKolxS1Xdtj/Yp1e7GhKP0zp9RWdQBH4Ct/zM/48yRXbDL/xd5b4J78LjxzYQGwksTFZs/SoBzP0JYFvXPTOvClednO7g4ymjGiczKq8L/cYRmNEgR46m+wQ0PnKm1HIdOhctEOH4iBKGUSu+bk7sHSyCVorPUGjH/P9dy3yT/9Wh057iuMXTnP4pU/4b7z7hsq543/Q23LJ3/4fD/Dm6lEmpndO/t4f//HvlMzgjidfkthY0A3r/ObHJaFZ5E3XL7NlQ4VmuUajXXH8T2s8rdBKEmrn/nOeBzGM0qkpRHJboC/Zs7V2GLkpKibZ2ipw8q4QYmgyUkOAg8ocg54G3wPfM5T8zGAVpJQzelErh0zU+kzV2jxzNORf/P4Uz57cwPykZq5imChDtSSoll2TRmUYvVNKQUKtMuD+Z32arRJTU6MyOQ7fjrumgjhVbJhR3P2qLvc/YVwXTWQKIJeUPEnJ03jaR+syUhqu2Gb59b+zxD/5XcsjhzYQG02cOwBTO4zkQSyH7kJfS7TOTFhSoHR+bhh+vuFNyMVl/bwgtP4whecRncz9LQUDV2KIIkM/NHQzcDd6gqWupDFImah1+MHb1vj5e2ICOUHk+Vy7S7HQSO548eDSf53c+jM/89Lh1zf37dn5PxbgLx1exPPW/kl7+cL7lpcbbJrS1ANDsy9Y7NT45Q+V+fOvr/Ejb2jwPTeEbA5ilKwjRanQXOBOcpz5iU3qfBBFDjcC9+j1GN/OfsgrcvkFcXxy5PFWauQY1Arnz9AWz3ONxSXfUPJTyqWESimmWgqpVQZMT7R46nDIP/3dWZ45vpENkx4bKikTFZuBO4veJUk5cNG/FCRUgojEhHSiAKEkXh7BhxxcZN4PJ6vFsUfVHzi7QFRiKgf5IKXnq2xLFJkFiHwDWstVOy0f+JlF/vF/MTxycCOx0YSpIEpNFsUFpdi18vme613VWd7hmrbdiubOjxhSOlnIX/LzWownuWGtCO5hEBqjlw7cOcCj2LW59UNDu29Z60rOtARG9fm+O5b5kdf3uXxbiWZnA6cuuDF8nZ5Hp9Pj+Zea77t16sljNo5/6X9oBLf2RWB+x0f++ONXnz6zxmSthETQq6RUe4ZakDLZExw/Ocev/GGVQ2eWeN/rWsxOiowvuhI6SAfAxNlZ80x8BO71ScqoKjkK3M4WeFFSmS+3WYeOypIprV2DrJeZkHL3YMlLM94cUy6FTNV7TFQ7PHYg4Z99cJanj29kbkIzV06ZKFlqGbjLJScn5uAuByklP6FejThw0nLfU1V8KYcjLop73TiA4wolRnPn9TGXXtLl2Okyc5UsCct6IHuDLAprhdYeStqsaGS5cgf8xk+t8Eu/a3jwxTkGcZkwlUSJpZI4yhJ4OJDrfPUyGUWRSJUOVzglRQHgYgzk60n5COR2HOAFapnmq3JqsxzBJcH9CNp9wUIHNsw1+aG7Vvihuw3YKc4s1mm2Axptn2ZX0RsIrA2I0hX2P/H41Zfe8OM7vv74iVN337jrOw/w5aUFep2ZnWfOPPh/VUvn3nH7Nav0B3UWVtxE12Y7oewnlAND3TcsdMp88DNbafYW+Oc/1KFSck0MvjYYAwJX3XNa6njmbczFS2IB1tk5L0TuIriFRapcFnRg0CqL2tria4PnGdeo7CeU/IRSEFEphUxP9Gh0ejzwAvzGn87z3NFZZjNwT5YttbKgWhJDrdwpL8ZFb98BvByERGnKoF+ipNxNJnPADANFJrGlkiTRjsvrkDCy9GNRALjB91N8T+N5Eq0USnpDgCPgml2C3/iZBv/2zxIeOTjD+VadQVUymVpqiZs2EGSHN6RoNpMLKQB8FMGHnzf70EWc2+J1yAFOBvZhbSLLp9J8fEXePOESzW4oiETIz751lR+8y+PMwhQrzTLNbKbkWtt55BvtlMVVQ6Pf5eZXL71j284n01uvv+kfnT+/fHLz5rnvLMAPHTtJpbx40+NPnbzno587xQ37It5xa8j0xBSnLwQEvuc0ZT+l5KfUyobpiuTA0VlOLyxS8Zy7T2aAA+M4sgGjbEZPbCGZuRjcjJcjhhfBjXvI6Y/N6InNXIMucmtt8LTBH9pjHbgDPwP3dJflRp9f/+MKn310jpXuFHMTkrlSBu6S492VLLEsB5JKYLMI7rh3KYiAiG8849OIfWYCxvzYiOKS7nh4FGvqgeau63o8diiiEwdMZI29g8jgh86r7ms57E1V0kNIV6DBwuXbJP/uH7T5/GN9fu0PNnJ2ZYr+pGbSF9QSQyWBIHajl33lBhp5eaIpxTAJzp+LifqQ+q1LPodRPF9Vh3lTFsELClia+cxN5sX3teXSyYgrt03ywtE6jbaz1ba6imbXjbFeacScyTYmeMsdTfbNr9FvbL7nwrnKH4dR/+R3NIJ3u30qldJlX/3mIz//+W8e4MJqhU/f7+F7Td5+8yrGzAABUnpoz/Uz1sOUmQkwpsRLR7exbeNI6nGjDdyFdydBFDi3GJ001gM8590UorfjpLkKIDPvs5PBbDZDxYHb0ym+l+J7CSU/JvBjauU+Wve4/9mU//qFOvc+tIHI1NlQF8yWHC1xEmCuk6vsEFnkLkbvGK1DHn5pkl6k2VSx2Q23PoJniaZx/o2Sp7j5ij6JcQDvx4JBroZEbuSap3OJU2VAdNXHbIgds5OC972uSy04zx98oc8DL82wEJfplST1xFLV1oFcZ3mIslleYjOQZ4Ehy19yP5ZkFMW/HcjBXpR8DuVf49QWAF8LNk3Blg11Tp73SVPXdtgP3fzEVjdlrRVzfiXlXDPhLa9Z4z13QK9bYa3zHEl8xc9fvu/2pweD/pFS6a+ee/hXAvzBp04g2p8hCic2z1dOvvb6nW0210ucWfT41DctlaDJ7VcM6PY1qREo6apoceLsgb4nCCNJu5tQCtIhbVDSorJmBMs45x4BWwxPYLEIkTctjKiJHeq4SpoM4CbzfGfgVs6LEXgxvh9T8iIqlQG+3+NPv6L5N3+0gWPL03hBifmaYDpIqQeWagDVrMO+HLhqZykrCDn/SpqtBI6erLRTupGPrxS+tMMEM//s+Xc1Nm/8lUSJR9kbMD/Zp9mr0Y9FNm7N5Qqel2Yyn8rkTjXUr0eJq3M+vuM1XW7Yt8xvfGTAn3xpjrWkSi/wqHqSunYenECDrxg2Q+i86CMZ3pB5FXh4rl8G4C8Ldpt/xzyyu9dDwEkoBQJPeRw6qfD9vAnE5RzdXkKrm7LStbzuxjbvuUNy5OQGTl1QnDg34NHjB1+75cl48/Jy54i1BxHi8v8+gBtjeGn1jTuPn3z6g0snH+Att8ecX55lYcXnC/tLXFgLQbgLUSkb50LzR2YbT1uqpRSZmY2kyIsLuaY9cv4Vk8kc5OtPal5SdnKgHfHu4Y1jHA3KI7dKHci9BF87ShL4IYHX5+Riwu99vsqnH5zh+OIU9YrHdAmmgpRaYLPSew5umYFbDotCpYx7B767cerVkE89rDlyqkxJCVcxzBUURigfjnGwjofHiebyHfDWGzr81y/O0K1o6rFlEFuCKMsblEFr6dQPRQHkXuGEuVVh+6zkn/1Qj6t3neV3753m+MIEa0mZnqepKkElA7ovnR/Iy1SmURS3BW08V6cKEuLYBeHi5JNxSTcPUM5Q5yJ6t59ijHt/IbI557EZDkPFwvwkHD45wRcfUVxoJJxaTnjrxDd5512bPrh5y6u/x5jmX0lVvi3ArY0Bzf4nnt565ODJ3Z/9comPVQJuvHyVm6+At90ekCSTrDYlFih5BiksJd95F4Sw6KyZ1/FIk83syJKki97vW4eI/O+PaEmRnrjn3GPh2tEyg5FKXOeOlxAEIb4O6aQRv/1xnz/4/DznVicxqsz0hGLat0z4hkoWuSvD8r3MfCoZNcm08yG4fVe9DOOII2cDulHAVJCpOHnRKVcl8iqsLXhSYk29qtm1NUIFAzpRjb4vKGfzSfyMXnkZRdG56iHUt0heFXMTPX76HT3uuXOBP/h8m9/7xAwr/Sp9XaKkFRUtKCtLkFgXzaXN5NuRrJmviusjeX4dvjVuXu76gTQ2u8YWBilJ6hSd/LSkqWtwRsBcHQ4fm+CZY4J22OG1r27y6j0SaTWnj57Z3W5v2rr38utPNtsJk/VvDeNvC/Cz5xfx/Orc1IT4+NbqM97rXlXn6FnDky9UePx5y9ZZzdW7fUraDZ1xBR07LO1KkakY2uJp52LT0haWV8t/y2OUUDJ0vo1Ofh69M5ecSh3AdZp1C8WU/Ajfi2gNIh5+TvKnX6nziQdnGKQ1fN9nxhdM+oaq7+ZsV/wRuEuBJAgkQUZNXGEoUyYygPueq3yeuGB54MkKUewRVO1FCWb+MEMO7px5UazwPM3dN3T48691OXS2Sr8kCGNB6Fn8BLzY4EUGpaTTraVACjka7pMDPNfYjaQSaDZO9vnHP9Djiu0hf/KVGk8cmGC5X2WgfDxPU9KCsoRAZjJqLq9K6+oJgrGDfAUt6uT2W1644VOucg0bnFNBnGZYYPzcSOGaTaZrZe68zLBto8HYOVYaPodPSY5+6SXvH//Dmz4eR2uvigfd5W+HnW8L8LmpOfn4c4du+tp9X5vYMbXAtZdPUq9MstJ0s++cRXSkjGhtxk5CHgUc+PKEy2YGn8yiWfh2IznKjpa+gtNNFI1BwgxvICFNJgemDuAqHdIRrWNa3ZiHXhD84RfrfOWpCdZaNWS5RK2smPQsdd9Q8dxcw7JPFrVd5C4HkpKvKPmCkk/m0DMZuI1bGfwEpUMOn4VzrZIrrGT8dn3hJF+yXR9kZjM1kijSbKwLLtvW5/nTCb3YI8xmfPsRDnwqzShKXqgBuc6nkd88uQwZp84f/t67+7zpxgZff7rDh79U54kDdVY7FVrSp+trfCXwpSCQuB5OadHCZka1kQQrCrUHGA0WKl6/4i/y3Cn//2MBKtvzSMV5FXVc8tXSVZt7/ZQjpz0WViawwGoz5dhCD8/vcf7klyfmJt5808T0lV/k2wwP+rYAbzRPB5umk/8iByvVB56c55pLY+amYKLmttMLfEulZKiUXCTTmc+4GHFdhHW8OAd3fteKzIs8PDnCQSB/Pfw75Cd3dLh/z2Sc26BkipIpfq5myJjlTsL9T2q+8FCNzz4wwVK7iiiV8GoedQ0TnuvkKXtktAPKvsgOmVlOM97tC4I8eucA1wm+n1DyI6yN+cZTAaculJmdFnjSZDe4GDX65o8suR7aTVNFP/TYsVFw93U9Pv1oRDf26MeCkmfxExfFw9gWVik11KsRcoymuENmHm6ZVU015SDkva/r84YbVvnMgx0+/1CF+5+rsdSq0Bc+fV+jPYUWAk8KPCnxhM2olnUKCyPPyrDINnb9CmLuur+TrwhqqHgV6A/jI/SccSthEDuJVAg3WWvTtOCqS2o89Wy7OrtJ/JfW4MwVQP+vBfCZ0v3UZY93vvY4p87P0h0ElIJwGKWVtENtWet0WIAYqRwWmTX75icl59/5TUAWrcXwuQjy0b+T82337EDtOuTde/s6plSKGYQph87ByfOKj351gi8+UWepUQWvhK57VJSk5llq2lD2LGUPSp4Dd8lzMwmdzVQWDpH9uc1AboYg9z3XnnbsvOH5EwF4XrbMjxQUUQzheRTP1IU0FZma4sY5X7UrZN/WLgfPVeiXBJVEEMSWUJFJeyaL3rmakkuQI64y1NkzKdIYlU0fcE3B5XLIj7455G23NPnyk10+9rUKJ8+XOHiuQtQMSALNQGukkmgpkYCW0jkzGSWh7ueLwT5MqQtBKl/RhwU5RvPMh6scDG8AHVl6IXhdF8TIzmPQ8zh8VnDywiLn42ep1yrfDsLfGuCHj50Uhxd7P/+N+39rNg4HXLrxPNfvA2E1SmoGsSKK3ddxYBuBuAhaUQRv9ndY/3sK/48ogHu4EphR1BYZsGVKELhJqkmasrAKX/2m5tjZMvftL3OuUebY+SoEAaqiKWlFVVuq2jgVwbME2g2ODzwyEOeHzA6VAZyMc2fg9lICz0Vvd2NFnFiGAycreHJcHixevNwPPvRx5EqKkdlsF499O/pctqHHC8cTeolHLRaEGvzEEsZkEVwMebiQciySw3rj06jbZtRL6RF6PvVyxA+/MeQ1V7c512jzjcd9jp8J+PJTFc6vlkj7HpF0mqKQ0q0UIn+/PJqLsSguC69FHu0ZrWLDc1K8MShw+sLfyW+AMIZ+DFIbJD0u3zHgdTf12Vx/aPanfuTnf/6XfvrkB6r1nS+bCXxLgD/1xKPESfq+v/yyqi4056nVBmzeMOD2q7rs3ZIwW7fs2Q4YRZi4UQ2Q9fwiRtp1zqPXRerh31pHRcTwBhhFejmU/xy/9oKUOLUcPyN4/rjiq/srvHDC56UTJdphiTAKwPNRdY9ACSoKKtpQLujAgc59Grlt1vnCg4yW+L7C92V2A9gR9/ZSpwh5jueX/BhrIhbXJKEN0FriS4vOL9A6Dg4jkKfDVjDX2xglHgLN3HSEVAO6sUdPC6d0xCPDmKOCxcpjUWjPhh0hsEaOInnWO5mmEi9Vw/ETvdBnfipi+8aY6y8J6Ud9fuxEixdO+nz1sRLPnyhx/HSJOFEQKKyUGKEYqwYhs+uYS4liFMmH31uMghp5Bfpix6Jj0+4E2diiSdm1o8f2iYg9WyJu3ZeybdanXqrQ7Jjq008+/T6E/sD/rQj+gQ9+noV2V22rHBGvvzbg0CnDgdOax5+r8OiLEwgbs31Dh6su7fGG6/vccXUEOEtmrUKBA7oWpeIXyL+UHd61dh34XZTX2rhytDQkkaU3cHf8ybOSP/tKQC9WPPNSiaNnAla6PmHqg/ZBeai6wpeCsoKKspQUbpyZyoxHykVt3xOu6FEEtyfxM1oS+BD4ZKqJK5l72uB7SVYRjSmXIpYaKV99pEarEzA1IdDDnGOEg/UPm7fdDbm4JAwVszOKN90y4MtP9DndqtL3pKMpGrzE4sW5Zp1p7DLNWsKKs07k8D2M1YX3cED3U0WqFYmniFNNHHuZlBpT8WNec1XCzVeEvPO1Aw6fkTx7wKMfKf7kqxVOLHggJL2+Jo1UVu6UWC2wMq+tCkZL8/ovP/6zSHKx3E1EKFUSPC9F2JS7ru9z93UhV+02bJuTpHEZidul+ZmDZQ6fBq9yTPzU+3aowfLHk9Lce/7bAC4FhKb628+fvHCNlH2q1Sq7Nrq9YBZbPqvdgGdPVNl/JOETDw6YrfewacR1l4a89+4eaWJIEsPcpOXaq2KqQTZ24+Uew++bgVtCqyd49mnNatu59vYf8PjcgyUGsWIQay4seBihia2HER5ojQg0Wkp8JShLS0lZAgWBsgTKOg+4zjRfPYrcft6XOQS3yno0xTB6+57B93ODVjqM3r4fo1TEN59WfPrRGsrXTm4b49/fOoLnWrjj4ZI4VQwGHm+7tc9nH27zJ9+YoJuUqGY83Mt5eMxQkcq7hYTI76Q8esoC1y/2T7pInmgXyT2tSLRGJ6kDukrpKTdIf6qUcMvehJv3xiBC3v26HoNsbPJfPhjw+Es+5ZJgpa149kWfdk+N5h+K9fF5/Q1uqQaGV10bsWEyzTBjec/rB7xqd0ISa6bqiomKTxhV6Q3KtHoVlhslt8vboIdVPeZmk2u2brrit43hp/+bIri1TWCi/unPfmbvxx4tqxMXEuZqKfNTijkkvjbUA8tEX9AYeDRDn0OdGkmacORczOcejMAk2CRlYirhpqtDaiVXtRobzP1yd3SmOjS7iiee92m3FFJLQisJjXaRSWhQGqRGSIWUEk8KSsppuYE0+LIAZjma0edALkYND9qtOnnjcRHcLsJntlovj+Bp4UgIdIy1EedWfKKwRDAh8bOytxIj1UAUI5otataiAHJJahRR7DFVU2ybjfDFgH4S0E8EZe36GXMPSV7QymU2dxPJ4Xu595BZ8ccUhuCbbLTDiBolSZrVDZQrkKmEOElRcT5mwh1bZp1SJYThiu0DIttHakurJXjieU2z52jTmAVxPcizKpAxlkoAN12TMjlhsYnEGoVCY02FKPEJo4DVZkCnV6LZDWi23f6fvVByyVbJtXsknYGvnnzR33v5q99eP3G20961tfbtAb6ytIyUjQ9srB5+3Ruu67PcqNCP3Mztbt9dWJ2Vv0taUA0F3VjSSXz6qU8vrZKKFCsS2u2U8w8YhDVgU4Yp/lgBdx3YhcAKgckN3RRmHOdJjpQo4WbuBdKVnH1psy1IbDb/ZBTxcnB72nXUu633GILbtXW5LVECX+BrhhZTF8FHlVhfp3g6wfNigiDmzIrhI1+ugvbxpBglmEN6Ii6K4EUXXj4k1IHNDdeJYo/3v6nPZ+7v89JijW7qUUnccCTnArSjTpxsT57he8EoeuYrhZEFg1d+mKEXRmuFl7p5KZ5OUUpl1eDUSbDKAdsl92Y4OEgJgzSG2Yrhe28zIEwm+17c+ubK+MId2eQxY9xkgXSgsnkrin7q5sHHsVN8uoOAdten0fFZbWrW2oJu33JmocQgCriwGrJ955HX/f3dZz+QJMnf/Ssj+Ic/9nWEkP6pM0d543UNdm+vMRgErDQDzi1rlMp78lKsdXKRrwzlGAbZiN3QKCKjiYdNxCbznNgR+Rx9bSimG/nFyRKYPGMXQqAFeCKLysJRgVyS05LMU5F1j2eFFk9nr4de6KwJN+tuGQFcDmlL4NthS5vvm8LgHMcPfc+pJ1JGnFoQLLdLCK0JJGP0RK5bqQuV+rGmjiI/TlJFlHjM1EN2zPc5uBDSTzWDFIJU4KUWL8l4eMJQWRpVFlXhbhJDf4ibtJtvBCAK1MigU0OqJErn25erbHZKmqk2BWCLEcCHkm0+PEisy6fGzc0FjT4fQ6EwRmVzViRJLmfGijDRDEKPXt+j1fVotDTLDcHiasKFlZTVTko3NgSlLm/a8QJnDld9+zI8+CKAP33wHFIKHnpGcHYZtm/ocOPeFts2lahXJknSMr2BoR8Z4sRdKSkcuIIUKqklMoLYWGIjiI0gspokN8OTSWQwttvCKMsu6KU4QGsxqqrlYNZipDUPf5c1GOihFZRhg62vhPNBj4Fbumc/B3qefGbgzrt/tBlSFE87fur7MQkxn3+4zOJyGW9C4efURNpxBWX9WjVmKxXrkkDFIHQTbN9yW5eHnxvQTkr0tKacGKKsnK7kuCEqr+6OOofyRFMwsq/iAGUNqYVUuffURpAogU5ltotdDmo1BPcocttR8U6YUV1jCG77ssx7ZKbLBqMWilAjqqSyeTGKKNYMIrcjdT9UdAaC1VbK4bMRq/2IzRv73Lk3ZttcxGuu1JxcPIrbXe7bAPyFp7/JZL10++/86QM3XL21xPnzG3nxcMLTBwfcenWPN9/QYKISuNMnBJ6ypJ7Iij6gsylUQeqmUrlxa9n4NeNksRSyMWt5xj1GUIYXS2WvFfnFdJU0nYFHi7xjJ9uVWIrhKIQisIdzUBSuH/HlAJ4nnDnvHhrEbMa3x73kvhfjexELLcNTR8ugfXRGT3TBoDTUhNch3EUzO4rkw7ELcqiJx7HHdZeGzEz2aTUq9BJFRYGXuO+iUuuOuAjwrGYwfCM56oTPW/+MddHcCIwypEbgGUGqJKkypEqQKInO7RUqrxTbi0EunNI1ZqXIo/kYHRuP3GadPJonvmk2/i2fcxjF+daL7t9pdy3NQcSbbuly6z7B5qkSK81pnj7gI0uzNwTTd93+6c+9/aF3vu11Lw/wc6stLjT633v9nva1uyYHnF+tsNL0WG6WOHO2yjdln+XVAc2OJE2zyK1cEqWkRad22L2RGDFsV0qGXNOOwG3tmOsslw2LRQDJSPB3peK8W2cUKfPSrsrnGuYd9NkQTzXsXhkBO2++ddE749yaId/OJUEXsUfg9jL+rXWMIObeBwMefqGGDDS+FG7+9tBBWPg+hQrf+og2Go2WX3THR/sDj1uu7PPW13T4vXtrRGlAN5WUUrcJlJYjt+KQpkiZRfHiW32rSA5Gy6x3UpAq46J4FsETJdGpQSo5tCCroT1iBG5ZrDbz8i5RyN87T3rdd81Hvzl64sCdZBsYJKkkSUS2MYJlqm644pKQuVnDrplJFhcDnj+kWW0aTpwP2X3p4Nrvf8vC9w6i+KGXjeAXLpxnol5708c+85Uf2r9/kW1zPa7crekPNEnqdht77mTCV54esHO2RMlzX8zLNH9tBKkabSHtQA6JykZ7ZR3XaaGx+OX0lGJ5dxgF8+lUQ28LwyQr57s680m7RmORRfIsimfdMJ4aB7cbp7Aucmc9m35mQfB03nCQFI6YiJiPfaNOagPUsHpZTDBHfY25sjHGwRGFgUfugps0v+CKNNUIPN57V48//nxI08T00xL9VOAlDKO4lBaZiCFtcHLh+qVaFqRJUQC5INUuT0qUwFPGzYXMEtlEyoyiyBGwpRxKlM7wVrRSZOvTywgnbr/OUfQ2WXV1COZ0BO60kAxj3bWZqMbcsG+ZP/1qwKfurzFZNiRpyCBK2L2jxa6NCZqrfujqa773vgsXFr68adP8OMA9HWFN/9JL5nu7lzdadm7x2btjLWsvSzh+PubEik8/niGKXTVQq6ypgbxT3LoPrAp7vWQDNMc656UdFawKwWYI8HXRTxa9D8POkwzYmYk+j94qf5057saG3WTA1kqMlJShHGiHdl8/s/d6epRg6kL0DryIp45KjpwvYZWHkhJfGkebRJGijAj4ehUlP8xwaI4o6NUO5HHisXtzzL5Lujx6uEysfPqJoCTBSy06EYWVTSCTjIcjERjG31IUorgoUCP3rLM8QBnrFBbjQKzTfOqvHK4UI1eoGlooRn7xdfYLiu85rsfn4I6THOBitP2MceHAzY432ZRcydb5No8cgucOV7EoPCURukarZZHlaPf8zt6l3V745Ysi+P4XVtC6wqmzi+zecZpdWwQf+ZriuWMeSmtOLk2wslpha124Du2Mu+Z+gVwNyAGdbxIaJ5ZEZuAvjPn6VjMFYQTqIU2RxWQqpyxi1D0vGHa66OEslNGYtnz77xzgxeE/rtueIbCH1cph5E7xtSvseNqpJ5aYv/hGhdXVMiLQ+NIlw2o9/16fYI7p4IWVrODjTguKQhxrZqcl77m7w1NH64RpiZ7yKaeOi4/ZWZOClRWTaeK5MTejKuv4+HDeY2EqlTZk45IdkNOseVuZPKmVI2eoLBrgRtH7WzWzWCNcHpbp8Em2K16cZrvjJY62mGzMu8iuMUAUK9aaNb7nhpRrL2twZmUNrVOeO+bz8a/W2TQ14B3TZ5mfOEtXj8yFQ4B/4tNfQEnJyuoaS6vb6MaClbYkjp23ueIJdk1ZJitQLUnKgYuO+RZ1Fifeu7vQohKI48w0n1hSgTvkxYN8clDnz2IdSEZqQcFuOYzkedQePTuQZ+Pa9DjAfZ0NAPLyrQOzopC2eMNSvMlep2OHVq5z56VT8PGv1Ailj5Iqq16Oz2RZX8FcrywMxy/kUbygppgsgiepJkg173njgD/8Yo/njpeJlUdPSvzUZOqRQKajJm7ntRdDT497mOy9xvctKkbyEbhd7qSNzCigQab5iIlCB1Wh4WScixf9RgWKMixqjcYwu52W860gRQZyMeznzO2zaQrWaowtEyWKeiXiuh0RWqfs2yR44zXQ6dUhPs83vvopinKhdvx7mfn52conP/67u44caXDyXJmVZsrmmksSwYHCbTQqsomsLkJKIYcuOWNduTWOMz6YXUqLcORbgMyddIXzvx7cF1OUdcAW42MORvM9RtQkn0Oo8gieFXnGwJ2X7728Mdm4mSHDFjGT0ZMkO2KUF3HknKYT+aB0Rk/sOnvsuIPwIhXFFi/6Oi0868YZFX40VU+wd8uA545EpCagb3xKqfNs64yDK+GG67iaQa5PGfIkcxTJxajCmZUkdJb05xNjVba/qKuYOs6dGig2rEhJIYIznmwW2gvzu9nlHM5BmRgXraNEEkVuG5YwFkSx23k5LQJcgNbuzweRpNPTBH6Ap5wKlaSC3kBxYUWw1lZs3zG/62d/5mcqCwt/tzc/vymL4MkxWqvn37hhrv5PTp3os2dHwHTDo91NCeNsUI9Yx2u1zKaTjq6cG4NgiSKDCB3gR9Ng3fwSa0eGsZeN3jDsYcwTzDG9V+ZgH41nk+sityzQkuIuxp4i08IduB2AR0OB8gju6XXRO+/r9CPWOob/+Mkaq/0SIvAcPZGjymK+0hRB/q0ew/kvRmQ7rxQjuFNUkkRTr2j+3rs6fP2pOquhTyQ1fSnxhz2UxZvL2VNHFmUztNFaTAZug0WuU1bcv2WsRRmXnBvndcvyHDsMKCOQi7Hxy8XeTXc9L5YL3WqR8e9EEGbzwnuhYBBCkribKQe4kHmHT04tJVppBC5mhhG0upblRoKxA664ZvKfPPLkiw+Fg/5nhhH89MmnCHyf5eVTSLXG1g11qqUKy03NIHLNoFjh1IwcTGp0QXMO7iamQk85hSCOLVEeUbIZG9aOq98j5US8fPSWo4QtVyfGAK7Gh2yqAqi1lOiMkughwHPOPeoh9bQpgDt1nfhqPHp7Ksb3Iz76DY8Xj5VBekgpCbLZ38XdJEb9i+7LfUs3YSGaD2efm6KM5lrOksTjqt093vGaNn/4xRJGB/SlTyDFqOgjxTCyCnFxJBfFSD6cPTPSpa0Fo0BZtyoY64YyKQUmu+6pEMhsmH+eTIvcNTmcdmDHbrSiLWV4M5mRXJkmbhh+p2fpDwxx7BJcWwh0xeuqsgCSNymHkWGllbDWianXepw4dYIwtsRxNKIoSVpHmYBBVCKMI3wvZLJWwm15J4ZT+xFF/fniliNj3QaiQd9Fn043HY5hGy3XBUV43TI+TksKkTyf03ERwB09kUVwSzkC+LDQkwPcujnZGRXxVAHg6uLIrZWL3p52U6saLcNffrPGSiuAkreOnnxrikLuEVlHwF9Wtit24mQUJU6cs+7tr+vx2YcHrHYDIqXppzKTJ8WopWxIGYpKhgN27tnHghlG85wyCpTNeLgSaOuA7ahJfr5ddJfSkuY3lMgjeh7I8s8gRquJWLdkZ79T0mGgN4C1VkKvnwwnYEExyIlhQJPZuXQ9rS6ItruGQWqZDgTVaolKpU6chA7gz71wlImJmZ3PPffIz504dQFPVFlYrlGvwlQ9cRlvdocP9Wm5no/ZYcQSAvohLDeg0XWcPP9668E8/rMYSyyHoxaGkmC+ggiK02PlENgZNckmpup1h+PWWeQuAvtl6InWxaJOglaucnnipODwqRKGACGdeqKHPYvj3ee5f2ZIv8UIbnnkHkXykYRmTaHKZ1xfZZJqsJrLd0Ts3jRg9WAZm/ouiqdiaF1Qw+iZuz+KRq/cAyQL25pn0dwWdHI5mvCb5zZGOmlXZq/luoRamhGoR2Af1TLyFWXYsSVyK4ULIgurhjNLhkE4jokx1SyrK4yNwMvqK0IINk16BFrT6y6wd8cVP/fqa2995h2Lh0/q6XpKudybn5viTSQhpeokE1VLvRqhsqWqOJAnl4VGfmQ73NRIKcNkLWap2eMjX61w4kKdDXUHrvwOLKoieQJZBL3Kfs7dceORe3yo/fBZjSK4HurgxSPb0loVwT0CuVaFIUFqFL1V9rPWMUrFfP7RGkdWyuCP6ElRPVl/864fF/FyNKW4RYi9SE0p2GgjzSWzEW+5pcfjL1XAeCSp4+Jemg35TMep0pCqDMNLLhvKwmYCYhjBrXUAtlZgZV6zyA8n2aVmdC2zfpQxIEp7MUBHeVTWmyktUjnlam6yB7rNJx+bYGWtwkzZDEdODweoFmXjsTEZozET1lrKgeLsySYLS/ZN55ai+U7HnNSeH6K0T73eY8f2NSBgy8aQ6ZoijHySVA7nnIwqjOOzSBwI3M4GiB4f+brPQ4emmPEFUWKGWnW+7Ky/I+XY62I0HwF6fKl6+QiuiuDO5hOOtu3gImB7w7mFaSG5NBnIE0dPVEy5EvHoIcVnvlmlP/ChotFS4IlxarI+wSxSsJcFOOv49zrJsKiLx4lmoqZ5550Dvvhwj/2HfGzVo58G+MKZ3VQWIMYG9YgiuEcgL2ZCLvnMAply0TyVjo/nAE+lU1fUMIrb0fXJE05TmIYlx0Hv/iMQCvKGdd9L8P2Um6/o8uabB/zup+dZ7ZepBhAo1iXwo23IhRiduzgV9BPLVH1AGkCjG3NrLyFMDN0oRR8/B1MThgee1fynP6lhrOa2qyL+4btbzE0FDCK9jkqYYVnY+YcdCFIbc/B0ygfvrfLZx+ZIkzJBZTRxlHXLTXGS6RDUhS70ou4tC6DOd27Ige1s4yNwj0Ce22bd4CGtLj6KQPeG0dodKrtpfT8ijlK++EiFl05XwPMQUmWgsmP2gfzCvpyLcExRKUbtfGiluVgLz49cLowizRXbE958W5dnT5YJE59UevSNwk8LVoYhRcrkOjKKkI5Abtd9FtRI6jXZuc0pi1WZvGsYUZQ8yFj3byuTRWiTXacM7MpCTv3BiQ3YUUCLE4GSZX72bU0umT/J7947xcGTdVbSAKFcpdIbukfH3aYAvRjqtT4/9pYWt+5zY5e374mYrIRUdYReO/kler6iGnZ586vqJKmgVi0RhpbKTIdaxWAxRHHmVMs9wMptIPT0YUmUWj73WIXPPjjBYmOCoFxiY9m1iul1nG20bcYoCg/v9gKwxRgtGe1AMKImIy185EHJAT6anFoEs3s2w0lbeePGCNhZ9M6SS61iAj/ihVOCLz9codf3oeohRe4cLPphXqaKmQOtkFyNeHgWTQvGs7GiT9FxlxmwotijVot4860hn71/wLPHA9A+AyPxcy5uXBV5xH9BpGSNCOsj+QjY1rqVz1qLVaNonq8quT3C2BE1URJMxrtNzsVz6iIsMqO2sljUSyEV1u13atz46Ga3zETV8IOv7/CmGxb57MOr3PtolX7q8eLREsnAI1WKdNiWJ2nFkhTX6T+nSywtVfhmR9MLDV978iVScRKBQS+vXiA1glop5C239zPdNWbDVMhKq88giVlck/zF10oYK4cdKkrDUsvjy49UaUcBQgVI5TFRk0xmM/5cSX9kelJq3DMyHpWLET0bSzDk7Rmos9KtFKO9ZVRu9soqbTr7uRi5VXboMZCb4YDO0eGqlVq5oo7nxSQ25d6HyjzwQhlKGqRraPbzMnkR1Kw7ij98Cw4+Pg9dDHcjHykqcgzo4cDjtVf1eMvtPV48VSJJPKxQ9IXGS0efRxiQ6UgqHP8Y45G8OMReKVGgTiaL5AJphOPhBb3fDKO0QGSAF8aO6KN1Ske+GuSPRLhAFceKUBqU8hEWtxlAecCPvjnkJ9/aohunfPlRj7WWc4XmJzW1ko99rczqqk8rLrPcrPH5xyz1iiGKEnZuWmRuym10ph99qUeUKOZnemzb0GSpIVEyoXI85vP7J3npVJkw0Swu6Czq5CAXSKXQgaRczTrYtXXjGTw3d6TkkRVUMiUj16jXFWmGFCSL0nKMomR/pkY3wmjUb+FQthDJ19GRIUUp8O5CYpkrJ04xcc9KxfhezDMnJR//Rg3wQXoIoVwTRi4PFiJlUQEaNt+SafxjwGLkSSny8NxZaKWjCqnAqGz0Q9bOlqQaazXvvavPVx8Z8MQxN0kgNopeKjLDV+6lt9lIidGsmYIqPRbJi0Afp1HWURYpUQU5c1jUsiOgu4RvBOz8GuerwqhyLQsrnEOuMW5TrjDy8L3y0LX5fbe5ayKyDiKEwZLyva9OiWLDgTOKzz02QaXsIYRkeUVy7W6f3VsUg9Cib7m8TKUkOHRG8Zsf8zl2IcVTBiE0WmncgEfB7Eyx9Jjv/w6esHjSjWTwtetk94ceD1EAuCiU0Qs0Ra2P2uM8e8TBX8ZNKPN2TTuiJ3IUtV8W3LowN1yZEUUpcHClEjwvIU4T7ttf5vmjZfA8kLrQ2LDOKzO8OV+eg1/kBS+8GDZAFCuLRXdhKjEqq26mmjDyuHL3gNfe5KJ4P3VRPBQ+A4NzAGYatch4txQWUooTa4YgdwBc54/JAoXM9HFrXSIqrNt71FoxUlGKikrm1lVZ0mlVYetHlW+5zmiOTnZzJ0YQJ4pQ62EdQilDs1PoGipsgOArN+PmtssNr70qRqoBWsHhUzU+/dA89z5SIfBS9NHlFN8TLLQS5muWiW2BmxCb71Np08LeK+P3fs6tVa5rSoYlcS/rXs/L5Lk+PQJ4kZbkU5qKhR0xBLN8OWCLUZPDMIIXo7e0qJeJ3Dm4dWECrdIFSTCjKL6OOXJB8OEv1ghjDypeRk8YtqapscphQTkZq2J9C4pix4FepCnGiHE+fhEX11QDyY+8uce9D1Q5dM7dfKlR9FPl1J3UFX/yZFOmhUi+DuRjmw6oEWe21lFAa3Gjj7NrZKVAZrRFSoHIOXmunsiRfGescAqMtJklN0+obWG8nMh2nFOZROvypPGJaSPrrTP2ZYm4ZfjsaUurH7NhJqRUdrKw/oW//bc23r//2D//008/zs45hZd5uaPYJZZxZnlN07zVjMJSc3HyuL4Xshi5tRoliMNdvdYnkgU1ZQjwsSQ1r6QWN5rK+b1z2I1UFDOcejvcqyenJ/mJVA7sXpF/q4TIJnzqG1WeOVJ27T5Co4TEH/aHFsZDrIvmFKL4t32McfDiNuUZTTHGAduuL/5oooHHdZf1edddXX7rT336xgOjiaWkb5yVVhoXwUdS5UhZKYI8JykqoyxquLJk4M6qpS5htENOLjOgC+uunRG4CF+QC3PVxWTyosrVmOEIC0maCGJthztQjyYRjxoq3EcbbRvufE+SKM6NWpI4BS1TJj3Lls03/POgtuen9KGjpyerXvN73nLjgEEc0OxKWl1Bu2vo9VMGYUoYuy3pRls1j7eYXaSQFLzZWuW+bVkoyozTkKFjUI4skkUfythA9jH+bQv8u1AyH+PfZgh2lVUuxyiJKhZ1nHLi6YjD5yV//vUKSA3SRe9h574sfKbiwboKLYxF9pGAO86/neGqWOwZgaBY2TQ2K9+rjIunmh+4u8en76tw4KwPUmFSRSg0nnA22lyXl5krVKQFBSWnKMMVZbTrhrWgEFiZqyF2yMFlFp1lFtmLeZPIpURTKNKJTEdXoIyL6ElqsyZnS6wsOnFNFUNRYNhIMU6o3JxFQZwBuzeQdHrQ7hk6vZRWz+3Odtst/e/Zsun8pH7uVI8LSz3OnGrylhstl2ytc3axysKqYq0t6fQkgzAlii1JaoZOr9HMQSgqIUONWxX9IYWqY0EZyYfWFCN0MVkbA3quOQ8BXgD3OmDnPHwIbjmiJyozUillUDpPKB24pUpQKiFVCZ97qMqBIyPuLYV02vcweq/b5mNdBXME8jzRHAvchdfrGpDXa+KFFi+TSlKZR3FHVa64NORtt3c59ucBUSpBaGKj6Oc1hKx3VmbROx4mv5nrL0888wTT2myYnh1RlLx6aN1fVxZstgWNyZPKfMUYcxlmxZ/sGqdZZM9dqInBUak8OBW2UcntH0WAu2m8rrgTxpL+QNDuWZrthKW1hDOrKZVqj9de3eLq3Vuo1gR6qqTo+R7nL1T53c9EvPf1K1yxK8HaSSwuw1VS4OmUOBHD7bbzqyZgtLtwXm1UIEUescd59hDURUCvA8kYcIabS42i+JCmqNFemBcBPOffspBYyhG4c2qipAO3UslwR4jjFxT/+VN1BtLLIvh4cjk+92R8Q6xv2eGwnp3YUaAY7lVUKJm/XOne0RWZddxoktQjSBP+7j1dPnlfhWPnNagYUk0oPCTCTSUQWbFnjIeLEf9W4+qOyvV56cA+pCXSDvn5MIJndg4xNHoJJxWKAtizyJ4DPcmv51AYyLFRsAGMNVCMVrs0FUSpIIygN7A0OwnLjZiXzhj2XtrkB15nabem6A9qoCroesltErVp1tIf1HnqaMzurX1mJqq0e4owcmYcIRzHzfc+zDn4CJQj7Tov3qiClj1etbwY0GOvi4WT4U0wAvpoL0wzRlHG6Uk2zyOL4mpMMTGFpHLEvT0d0Y4Mv/fZOueWgmxEnJOftCxWLr8FNVmvoORl+29Pw8esq9baoYpiL5IOC5p4qkilIk00W+ZC/s47OvzGh31asZt6ZI0kJJM007zgNPKKDz9fga7kOsVQE2f8BlR5ZdPaLHJbpMmvm5MTRabemALYx/GRr95i5J0ZrsqisGpnys9YBHebBiep84EPQksYpqy1Qfox1+wWrK5OsNLssKWaYpRET9YVF5YUCyuu+bbZDej2ndEqpwlaSYx2H8KaQh9lQfcdzuEbSnriZSP08Hf5CjAGcDv2czGCDx2MwyieA3q06etIInTg1kNwjxLKfCSZ491JNnfPcW8dxHzi3oAP/kWd0HiOngg1pCd5U7FaR6kuNo2NJr1+u3A+7ihcV/ixBWAb+/IlfOO2Ai/phJ9+d5fDp3z+4HMeyAhwlT+XcDqqIjKaMizjF+hKDnH3QUbJp823e7S5NDi6HtZmlUxhXYJpitdRFFY3MRqUX8i5xmXhQh5WqGwXk/X8vCQpxKktTGqwlEtQK3uUg4hNc5CkHo22RDfaEVKG7JqP8HzBVZf20aLKQtMnjFwnvIveAplbuQpTqC4yTK1TPdZH6NH/V9iqZF1Cli/9o//fFv7dEbgdn3POtKGrsUhRpB3SEl3YnCqftaeGIHezBtca8MmvV2iEObgdwD1Jpp6Ml+XXOyMFWTQvJJnr8V0E8hDktsC/i9Qk4+NjnT5GDrm4MgpjNEmqmfBT7nl9j08/VGG1o0DGYBQx3pCPF8v3449i4jmK5kM1RTqFZeibEXkUXxfACteQdV7w8WssxgLjkOIWMZT/nnUgL5w/KcH3JLMTlv6K5KFn4VW7JLHx2L4jZWoiRm+cSZgoJdBLWGlrbFLjpWN1mh1JnNqhJjs+xVRcdIG/FafOW5pe7qLnr0e0dZzPFkGeb48yoijj3Hs8imf8WhVm66kCuHPviRxRFK+ScO83S+x/vowpcG8lZcFYZdfRk5fZpSA/ijnKtwziIo+bYwWfYTHEiILTMKtuGleqVgVdPEk9tEm4+cqIt97Y4yOf90FFICQWyUCoYaIp8/M8Jhle/FBFGTGraEqbVSazBDOnjnkkH25LU0xD1lG0YYRfB/ZxmVhQbHYZRnzJ8KaRwg1P1RW3E169ougMFGeXDacWIVSWbalB3/9cwIWlKocOTXDNLjhw2rK8mjJTSykFEs+TeKq4Ael4wWVIGTLTTQ7Ki6O2vfgiF5SYkR13dCKK3SnFTu4imPMd3nLADxWSglqSqyhuoyqXbLoInqCkm3Ny7LTkw/fWWOj4zl8g3aB3JXBdMyIvar2coWp9ZHr56M3LfP2xo+gyLOz87CiJLfByF8lVxsWldNufbKyl/Ohbuzz0fMCxRQkiBqEwRjDIvotcRyPyyC3WRfFhAT/zho9F94xjOx+2W7YuCmCMIrd1AX2M2rrnEY0ZgjsHdVFKFkVzXd5zm82c9ASVQDAzkbLQtCyuKt5524Ar94XUJiL07IQgkBbbS5moCIQ34KmjKZ2uz5Y5Sa2inYoixGhqaz6fWhWW7AxgI23c5r2uY8JC0e/w8vvRF6lKztvIqnKjbqKx6D2UCk0hYtuhWlKclFrUvJVK8f2YMDX8zkfrPPBU2fW2SVfYcU0N+cyTQpGpkPSOJZiMR+wiFSgG9iGA7DhFyV2GuQ5tKNhnbYF/WzOaXZK1tiVSoxLNa6+P+Kn3tvmV3/EJE4kzYEtS4TEQYjjzsdgIIcj3hBitKCr/nCIvABVyg0wdsSIv7oxW3/U3MIx/v7HrfNGKPW7NGAN2BmqrJJ4QiGyuzUTVsG1jSL3W4MnjikG/xpGzktqMZt5q9OkVD5lqJkspvUGJy7ZZLtve48RJj0FkqZTcG2uVGae8glMv9yuM9WiOd1cXv/SYa25YsSvo6hfd4aNEU2XzN0YgK3DvwnBIVUgmVSGa56rJMHJn0dvzE77xhMenH6gQRh6UtePechS9h9voydHcwfEoXtg7MvvwI7C/fNMxxRs9AzbrbbOZg29IVzKpUKbZKLWs+JMahco68MuVhHte2+crD/T56hPKyYZCYo0kEtqttGacpkiKasp4JHdByoFeFm4QF8nz1xerRbkSU3RL5lXwoQ9nXf416toZt0PLrGBodFZNlW4lU9JtqV6vhBw91+PUuQku2SRp9QJqFcnmWYMul6DXNhw7L9g1rxjElpMXlBPlsyVCK4E33IwJ142eRUmdRdGiPj1MZgq0ZAzUJp/kNJoJYi++vYftTTnXU2JUBBjRlBzMoy28h1t553+Wz7mWRaC7xLLZtdz7UJlDF0ruDhaOf4v1yokYH8u2XuIcJXHjGy/9VQ+bqxaZN8PY8WriRR7xnL4UbLRS5FRFE4WavfMxb31Nl/0HA1phJksgsUIQCjXi4oURD3lx5+VAroZfZ0RZ8kq2zb73+vBcbMcbddEXAF94qxHARYGO5it1NidRjZrfhXAzedJ8jouEnZstXuBo3O6tMVrF9MMUXfUNRgt2zXvs3dXl848bller7N4w2sq6HLiNUsuB223Mz5oGnGmpSBGKc+rsuug90nSHo7vSLCqJEfcsRvHiUMci/5YvB+4ioAuJ5ZCaFFQTKV0F05DyR58v88FP1bH51ihCg5Boke34m/PuYnFHFpKk3INfjOTFqP1tondxfN3IXTgO7vWy4ah0b0YcXBikUcgs4VTK8NPv7HH0vMcHP62IE+m4pVGkSAYIFKOt/UZbR4lCUFqvrOQVTeuUnSySj6L4+ujN0NqRj+0bje4rfF8KUXys1pHr4qPmlTQVQ5nazSxU9AaS1VaJXVsDbrumw5ceDghDzWWXBvTCAF0LuoRel7Nhi3v3Sx57vsK2aY/5acVk3aNekVTLlmrJUA5MBvA083Q4rXl8vO74MEYo2EDz/sJUkiQWKdzQRSHyaF5YGguyVrFz/2XBve698wplcc/6oSQoU5SM8f2Yoxckn76vSrfrQSUDt9QIKYc7SQwtAeuidlEavEhByX7xVxV58kj38od42cg95OPWNUTIda1tUmjiOKVWTXnnnT2++GCZoxekU1VwHzo1msGQqhSSvawUP9oY+2KQk10DR76LUfzi6J1mw1fjJNOujRgBfb3doyA5Dp2isuhSFfipJU0NacZ5nHyt8LSP781wx75VBE3OLRjitEMvLKNb3Rrnlvp87dEqE9WAa7bB9IRyO1zVJBMVQ6VsqQRuu+4gn9s3bPcqRM3cASbX7WScXxDjBpurWBEJXTAbjQa1jwA+GglWHBeWg7u4PbgqfAatxrn3cJvvnH9LNwoijA1f2V/l60/nbkGVSYOOewfF6C3yAfzjqskwWVufYPJXA/tlwV6Ifi7CFcr2RQutySmKxUgz3LXBbQeSYowmHqTcfW3E62/uc+YLmtBkqopx0mGUUxXhDFNyXTvbWA5RBLnMboCsiVgWPnv+nXOzWD5KO0oEYQJhgtv9Ix9FwmgFyRWq4a4dIp/xnjlDE5v1F7h/M01T0tSSppY4VgzCMiuNTezZNODqbV0mNpQJymX0O+6+tPniS3xR9ye+z1iLn21nXQkslXJKJTCUgtTt7uunw227h77dXGvON2rNwOd7DvB50SCPML2BR2/gZ1HbDdLPK2B5MlNMOkaTTBk6zF6eg4+itixw76EkKBMHbpWg/IQHnvD5Nx+aILU6U048ECPu7RVsset1/bFiTpGTZ8heLx9+u+hdjOI5UvLZ4WaMnjBMOi9qTpYGk0qMcAmnNIYk1fgq5Z/+eJtDZzX3P64xfpxFcYk1ghC3B1KujcNIWbko6zeF8LMO5BcpRJlubrKqY5hAJxI0Q0knEtlwHzt8RyFdS5qWOLVOuvPvS9fY4Enhxu1lzTRhbBnEgn5o6IXORbjWVpxbFugTFZSaYM8VW764eeslTf31r3900Vr5a1ftTb6vrPukxnfbWqhs+w7fZKODR1Ofxrpf8mKJTqiWEpSXkhpDq20ZDBwYh8qJ0UzVPcqBcysKYUcVu5yPrYvgRclwOKpCFNUTM/q9KkbzdExBGaknMWdWBL/7mRonzwWOmsicnhS497CZ4+WG+lwsC46pKeuAvF5JGePfYyAXWZGnmGiOG6/yaD4OdFfZlEMjlkGmjqrs2hzx09/X5fgJn1MNkZuzAYERHqFxfNzdnK4rHmERViCsHVEW173gbmA7knzdlMPx7+e4uSvhWwuDRLDYFrTTiOnKAEkylM6EkPRjRbOtIXUo1yXprLNSEEhBIJ2aFSiLr9xuc8PBqdk0YC0TUisIk5RNGyqs9J75tXT/U4v6z+6LiBLFXL3HO29Z4tpLAwZRMLbsW2sQwgyTNd9LCbw447cxnk7ox4YHnlN0Y2j2FA/sL3FhWSO9bBGykkBb7rgh5PXXdahVfFabFeJYkQyz49FyJcg5eOHIOzyUGY/khag92vZuRE1yG6xSCWmQ8uHPTvCZb1axJZUllXqonHhiZIkdTayyY0nmRb2XIotjBcSLcYR/G9Iyyj2KmvhYZbOoSBRVFeO2W0yNdVw8i+LGKFJhkMYj7RnueV2fl457fOC/aiIph1EcI0lQDMi8RCaT6kxuOSgYs8D5SDLQ5+xTrvtquZsjDwI6EbQGlrnpFj/w6jXufnWXsrbuOwuL8uDssuKBx33aXU031jz0bJleFBAqTU9ppFRu9LUnR3584XxRWo4CUj8xvOrSHm+7o8vWjZowsuhBr0RqBK10gpVGgu+t0Y9bhEnGcxPYutFQLmUjI2TKWsuy0jYsNgUf+3qJbujTjxWPPFsmHPhEaFZaHlHsDbMxJcBX8NChhOePtHnvnYJu12MQqZF+nlVH8zM4ltSNzaUu7l9fpCTFI9vbsUhRVMpXnwj40BeqDFLP9dfJceUkkN8a2ELai2lJTkO+FQ+/GOnjkXz4OiuyrKMtQ84tC6Pd8tci4+FiFMWFcYcUWSQXmsBP+fHv7fLIsz5ffdpx8NEe84LYKgYZqOVwFbLjq1OWgObgN5KilXwM1EOjVFawuWzLgHff3eN7boKZyTJetv2JkgahUuLE8NYbBhib0ovg4Wc1gxi6oeKjX6+x2PBpdX0aa77bh8hKZNmwbWOMxF2vJPXohwGz1SpTZUFJKZRn0T9/zwBjJSV/QD/q8lufUTz8/CTtngZh8WzI997RYsdGt1uxVIoHngt48sXS/7+99w6X7KqufX9rrZ0q14l9OueWupVzlsjYgAADNg4X2w8bY/DlOrxrjMEB+zmA7WcbjA2GCwiwsQHBBYGIkiwklHOWultSR3U6ffKpsMNa74+1U51uycIGBL5vf199VadOqto11txjzTnmmISxw+7JgNhY/qpxUEKhpMCrQKNuO2BcSXp5AUdIdu0Z4trbFCvHPKoBqT+31T8IUWZ/pZTjEvP1cuamvMHNKIlMbzn3dmM6ffjTjzZ58ikf42abSidtaBB53tspKwaPyXU/w420bk0Z6UvLH+IYhJermsdTFS7ViBstMFLmfY1Ze5vWWQSXJEIitSSRChG6rF8e8ntvnOPWt/ss9LIXLEFbKIfIdNNpC0BW751SlRL/FqRS2HI+O73ls5TyMrpktKVYucxl4zKX+YWQxU6cOhqkvbDS0t7As1R3qJ7wuufZYGRMyOUXHiVKDHc+4nLz/R5K2YzbynHNyy+OIPYQKOZ6cNMDATfc0+J9Xxim3fCJE43z4L5hHOUwvzDLPY8ssuOpACUcJIKFEA4vwvYrWziEeXa/mzj0tfUIcVxJIO3UYVeRThwuhrS66VxHzzH4LlR9Qaum6PU95jqyJK1MU07SfsIFry3TlHIk18dSkzxaD95cJyJKNH//hTr3PhbYnLdIizrCBZEOmS1F76y4s9StdUAey2DULovRRA6HJXH7ePomw0AGRWe67BT5g1MZjqUp1jAzLeGnPFxLO2tHJNaoSScOp58Q8dbXzPO3n22l3T8qj+LaWD7upNLWwUieVjxNkSHJdCj528nSfWn10XXsoIR6VeG7isNTkjByqVVifC/zXS+rO0tFuqwJXMYsa1vgrxlNeNVFfYTI9iUOYdRkZq5Bp+fT9jWvPK/P5uUhC5FHtdpE6xjnBc/7CRr1Gnfc/SB33Xs1Z6wNCHz7IqcXNLc/adi/UCExlTwf7DhQVaQ6DZMCIzW4lKVUTwrurMzve4KqL6lX7YSIrBiQ6GyjWZyxwSlr5WxKOe+tizmOpWxOkT2xm0qnEnPd7T4f/3yDua47ULG0giq7QL0sepdy3WWL6HIEL1+SRWnHWUp0Pr2AcICalEBu0h9YUsWUGcgpyvdaW9FTRl0ymqKFsTctSYQtAiXaQSSGRqD5pdcucvfDHtfcpqAapRkSAUgS6ViqIoTttSzRE2nSIR05bTLHB3npvGUK1H4E8x2FEBDFMk83Z9YdeYdVlo3L1aCDGiJHaYTUSAyJlszMV7l3+zBTcx5KQjXQKBFy/tkXsWLNSYS9RRzPc3Bcl1rVYcNKlzXLPaqBplXXSLXIk1+KOLA4RNO1nidLx2c75aiXGe/kAC8PYQXfkwSeJPAUriPzCtiAFmUAQOVcOAPRupj2VYBaZpw7oycqRrkxj+12+OCVDR6f9greLYu8d5aWckpeg0uj94A8eElEH5DFHpd7Hxuxj9WiDHLvQbpSpA1lTlFKG01hQZ9oWVC6RCKEBblILOeNQ4f1QxFved0Cuw857HzK8viUfR/Dx0Vp45n3W2ZRnCJTaNJaR3kVi3T1a2MLPd2+HXeTaNsBH7o6t9Fzch1/2qCypEKtUk2/LDWseG7E4ZlZrvx2C2UkrTpUfMVIU7DtDInnOsSRwmnVBZ4vWTuR8IJz5lg+tohSEZNzCTGLDLea1B3DkG/TNG42TViWTHdEsWLLA6HyWZXpdGEvne/jexLXsfLbY3PFRZGoKNdDNhO9MP4sgbs0btoWd9JqpR9xeN7y7i9dX8O4pXJ8Kod1BPjCRu8sJTjAvzmWnuSglhxDtcuAH0D8Eup9PLCbJd88hofrQotdVDhTLq5l2lkjLA8XVmWYRfQksefVlQmvuqzLXE/wO3+rODwn7QlIpYFGCEItUYiCpumMtthgXzRmDFq/LemZwOisEGPoKYEQMgW8HaxgTu6/1AAATvhJREFU55aSRu5iL+Wowb2VUhnwk3R+UgzA5FzMVH8OnUQ8+pSDIyWNIOK0cwyr1knmFiVOp68QTu3Q9EL0rV1T8sU7J2fRWvDN2wP2T40xM1dhoqYJHEtBLA0pInShD7eZEpkPhCrGnORDoFyB5yoLcLf0+xkNGbjEFdxbDVAUnRZfyjPUs4plVoq31coIzdW3VLnuzgpGOoUUVtpOHZFuLHMbZDHoR11uLC4Xc0SZW5ezJ8epzeeL92m4d35XBnqJcw/qUkReBJJpFDdpBE+ESDMMNgVnsyrGZlWEQgiNTnXjvmN40dl9Xn5Bh3/+hiKMhc0EaJtd0VIQGoFj0giecvI8mouiQ17rdG1Ik+uN7P+39m1JooligQzT3LsWdn5qbMFtBXuSpe4ImXWEUoXG31FOauLkEEYOp21w+Mtf6XJgusM3bvfphoYVow3GhqNvDTWrh9AdnG0nbuK33/Pp3ZXA/8B9D2178QMP7WSk6aOApjCMjNiVn0XnbBZ84VCVjtBQRVNx/nX6OJ9VmU0XTicMu6rUrCCKpoayB3kG6gEOror0oBwo4hTgTkTMV24I+IuPN9l/1EvL8emm0rb644psU1zY8w7w7yVU5LiNDinCy5r38uNBtiKOAbo5DubLyr7Mmz1T4+mUI+cgEsKmzUzatykkSUZTtEELG8UT4aQmQIaor1k1HPE7b5xjrie56jtWH4QSaRHI5sf7grQrXxRzMo3l51KklVVhluTo09Hgxs7QiRODjNPx4sh8mlwUi7yvYFB2Td6KWAZ74TWZXbE9pucruBKGAsPPXGYI3AWWr15Je3j2A93Jz+0eX/UmO6NnrC5xPcGW5Q7LlM9I26Mfwex8zMxCTN+aaaQAF3blpfTDGvqQWhtnYvUU7Mpu4LIBQpmdW3azK7hooBiUxDIQvW31cjBzMnAr9Vd6bsSuo5KPf6nO9icCqGXmPVneW+V6E1eU576XMjXHi96lKD7ofZLxziWRe+nX5TawY6/oVk2ZyuWW8vCcvOWd99ZVKovmWljem1GUDOT2XqWPVUr5XMK+4YR1Ib/4qgXufMhj95GUq6Vc3JiUqhwH3Epkk63TKG4Gb4mx1nGxJJ++nFEuq4SkuMKrsvZ7sME8ayh30ukcjmNwlUQqe2J6oWRmXjEzB1EMgedzer/BmrUeYWjPswPw0ku2opwqM0f6LBy5H98TzMwH3Le9Qn+P3U5IUbJiK43Hzo19RNY/t6R5VBZmm+VpZ9mEs6wLfqBpIt88lqN3FrFLAFdLU4JWazK9AO//lwY33FeBisp1JoXW21ITTxjbrXNMGnJwM1luqs2jdQnAxT7ClORHT0NLjsdUlvDwcspwAOwllWGWzRCp3HgwitvPIREi3WiWQJ7XFhyijubS0/q87Wfn+ZOPKWa6YiCronHpC1FE8bQsn0iOieKJtucxSexnnQiDSG0h7HnSaZQ3xIkstT8eO2As7+bJ6HDudVlgRgjo9iW7DwrufrzPkUWDpwyj69aybehU5ha6BcDXrJ6gPTR+zdVf/t/vvfZe73cOHNIsb8PeQ10WO5Kqb9uDfE/iOdY/zklnvssyPSn3JJb4dL4JLU1eKN8raY7RlQ8Kq44TtcvgVnGaEowJZcI/fqnORz/fYCGzfigVdEhTgsGSbNDx/E6OH72XqAfLUbrEyZdwk2dA9+BaKJsAFVG7EDCZ0s9kUTzv+MmiuBEp98463zNgWz6ebTjBUPMMb3rNAoenFX/3zy26SamUbwSxdugLgZOa+WReKFkqsewsm6TnKEkN+EVC6qSVvTdtxxNKawZathopn988wOSzT1O5rGP7EXzXUPETRts9qkGfVstlqN1lvusxNXPgvStWv+4ave+QZR0A733vX7Fm5WIU9jqb5madV/jS44zNhjuf6DA169CqCmqBolK62UYISeALAs/efM8uBC+tgnspDXHd0pSz0qxKpzTxLHeicmxEd0s9lYWRZlnBWIi8MuMe5UU8+ITLn13RYu9kkILbBemR+Qu6EgKZ0pPsqpI7VpVNPYvM0KCzrRh4bqmnR+7gteSKNmAyWvp9Ub5CiCXPlwJGscktL7qlM+KX5OgBSp3/xSIsmn0xhoqbMNZOuPlBl8NHpU0dllJFJqUtWbta7nd4nNcn0ybVQfpWLGBd3oBqk+rFNXGsiWL7OMoeJzrXktsmmaxlDQJfs3x0kUgf5Zrb2zRcH9+r0enH//ydm6+/5RUvu7yI4ACXXvazKKfCCRuvZ/v2m7jnScGByQqjFQvkaqCoVhQVX+J5Ip35XkxUyN5MXnYu3WcnIeNYA9ZqJbu1TDjlpFQkax7OCjmyrBRcssF0/YgHn3R463vbPPh4YFOC5cgtFSoFdraxzDMnA7nvJdFbFh8gLG1iGMyaiPLHKZ5N+C6idgaBQX0KA8+VXWilMWnUtuV0bUDobHRhSk9Im0lK6M4WRiJUmo51ITScvCHiH35nhjf9ueDBx2XpciTRSBvFhTXPzPYqicgUlyKlQeSZlmRgT1KkE7OmlXJHf07TKEloBxIWEteR+K6wm2HAdyULHZ+JEZetmye5+X6P88++mNf/xCUsLPZ419v/aBDg0m8SVKo8dkBwxdc0c51hVrUFw3VBq+bQqDvUKpKqb/A9jecW9CIriGSXz6zn0mhbds72VtnPlU3qj3s7plpZqlJmSsEsaqemPYvG8KGratz3aIVEZanA7Ga1Jr4AP+Xd5ag9YNe8lKowSEeK9rRS2lCIJXheCu5nD/YM0Sbt0xzk4eXUod1gipSPi3RepNQCTbHhzPi0SClKxsdzcCXZFcBw+gkhv/rKBd7xPpeFJanDRDv0EDhkA2dLKcMyJdVFC5vQmT4nzZnL8nkzxcIt9Wxm7zWrEEsFjtR4jqDv2YYZnWSpzwrd/jJeeOoiW1fP0BiPmVjWoNcv9kE5wKMowPcrj/f7y564cNuKDYHT59CUlZA26w6tuqBeMVSChMDTeE6RiM8+3EyEH6cWt+XLShbfy21nTimp75QLNlkFSw0WcrKueCc1ylTSTkHrac3Hv1znyuvq9KUDKqMm6aYy1cr4Jd5d1pss9fo+npCKMqCfAZtLC1fPCG1znIdLnhvg5uklcSBXrimKPxqS9IXazWdhBpHk78FYTKevNU8pJgZPGF73vC6P7nb4+FVNFiNhtaja/nIkFF0tShvyAujWSdYgk9JVIr90mFz6W77SG9LOn8QQa8vds55NMjomi/E3vqfphwlh5JAkDnHsMDkruP4eybKRES4/aeSJesN/3E8LQQMAP3HzKm74zte/tW1L89NV1fy97TufIEzajLcdRoegVUuoV2MqftHZkwEv+wBiLYljSRhLwtA2u8Y5yE1+UvOGhaXJ/QF1YBnUZeuHLN9th0QtRporvlrlzz7a4shsAH6Zc7sIKfNNZTZ3MQe5LNGmgcg92D0vy5vLpRG8zG+Ph+bvIninZyilIoOOVxmysy58netCKKJ4nlmRKcOwQ1/zhZcF7PylZVn3YjmND4W8641zgOCKrzZZiNMiQdqVH6JwUroyAPTE5BtPkVB0CYnMUshGcJmepIyLWztkCGNDGEOcWFvltLeCzG7Zcwy+Y6j40O0bwlhjcFk2kmDELB29jkOzzU/vveaWb730xa84FuAA2w85VCr+1256wL18/mjrtBUjDivGDGPtiHYjol4LCbzYDvB0bNXQczVSQq+vCGOHbs+l03fpSBcZKkQkEbHMx5+IUgRfWrlyBqJ10Q7nDHiaJFZApSJcP+Kz36zw5x9rcWi25EiVR24L7oo0+aZyANxZBB/Y2JljongW+cpe3wORXPAMlPvpEW6exXMDFhJZ1EvBnGdXMi6u7ULUpFVVLbGERRY8vHxdEKq0Oi3Q+33DRCvkXW+cZWpe8umvZ3oKS1cSIejp1CUr1fnnQE/SQCBNyUErvQCkjcwmtYvLmpLD2NALoRsKFkLBfCjpJxbEtnOeVI0qCBxD1TU0A027Z4hig+dKTlnfZN0acd9JG/XX+v144Pyp8hdXffaTXHrOhr0jDXPOmrHojM2rItav7LJ++RzDrVkq/hy1yjzVYJ5KMEe1usA9OyPu2hGzbcM8rtOn4mvL9RJFnKh0MoH9oIvNZpY2XGJ3nFlROAXAHScpjdi2VUrXiQiCkMcPKN7ziRb3bq9CkEXudBqasuP+KqWMSSaoGhCJZa1pJYoi5aAeJcuIDGY/Sv6MspwmFQNfD45oWZJFEUvuy3uAciW1tNktJLmFzHhpR1FeYS0vsPI6K1Is6Zdl4yJLNdvNhEqQcOv9LtOzksLCK82qIJZsype66xa/Qul7xcLNAA6dUHC0IznUgU7SJdILXH7xFEGwyBMHIiJiejqmlyT0EsPkouDovKDXg7mFhG7foR9Vv3rvA0/9/Y9f/uYBgA9EcIApsxyDZMw5xJlbn2Kxn/DgfsNtj0hufsBHuV5K/m0+fN9hl9kFyae/HeKKkNdd0uFl5xp6fY/F7qCWeSA/PlCKL/VbDlQmCz+TbLyIoyICL+SJg5I/+FCL6+9eAm7l2UnEaeTOhkY50jYRL00HZuAuG84ct7FhSTwWx8HN9/QwS6J5Sk2yEr4u9Uxm5kmk3cAF8827g5/2fywN6hktCrvwvDNC/vgtM/z+B+HJQ8JGCiHSrnyHTjamJI/ilp8rnYqyRDHyxAxsHu0VSNh9NJ1IcKSb8LILjvBTl86jkJy4RjO7CPsOL+C4afePNLiu5Mb7K9z2UJWdT1XY84TLydsSXnhRlSTRx7zFYwD+2pe+CCGc8Kmd+/jKbbu5/oEWO3ZXCSPFzIKkn2ZIXGkvGYGCqoTdu2AxMuw7soDrznHmhoR+pAgjK5EkzV/aFFph6FPujF9qnJnPrcwmMKSjtXcfhT/8cIsrr20QKg+cQXC7JVqS8e4y53bE04N7QHNCEQ0HcsxLztn3A+THalRKm8wSOLLNJdKCXae0pDiWgNwUXH/gTgClq7uIwfM0r3tBj0TP8vsflOw5mr1ThRaCPgolRKqhLzafKiEHuxTpSML0f5WveEIY/ETQiwUvPGuO33x1j/Fmi27fI+pDwzecut5SYkfFGANR7DJ2vsPl5yQ8uneaa+9VyOACtp36mjCKE+B/PjPAN60epVqvvp3Omq2f/caBy6YPSbaMKQJXcHQ+Yf+UvWQHrqbiYos76bjAREvmenX2HYS1wx5HZ7zCX1zago6Q9p9mUTyrWGZalAGQlzr2HSfCc0L2H4V3/H2LL1x3fHBnkTvIObcZSAk6S4Bd1j+IJZvNpcWT/xiYzX/ot57pr+VZlFRvLbJUrLbvJ9ESgy4tEkl5RIpCkM+hMdg3TaF5yY/Qzjt9/Yu6OAp+9+9JQW7z5Ak+vcSaYWb7mUQK4tRqWZqMA9tzIClpUNIiWNWH0b5h7UjA7GyNfQcCjAaVdswHXkLgxwRejJSG/YdrHJ31CDzDWK3Li8+EMFj9baey9u1Rp3fM+ToG4LVGja9+7Zp5w8rtzer4xeecsKCWDQtWjvd4dH+Xz/1bwGgNGhWoBYJKXtFUVANBqx4z16ty1Xd8RpvW9s33rKehHftcZFOENAipByO4LHt7JzhOZDMmTsjhWc27Pti04HZcUB5IH+Rg5A7ksY0ZGbhz2UC22S1XETOgl8BcVguWaOsxgHtGRD7d8Qy4f9pNa0ZVRFa6t1XJrPsHsjy0HBBu2QAuMcd5QcWI1cFInjUeOwZe+4IesZ7hdz4gOTibrXpJLDx62RQJQSHG0uTjTnJLkPT8OirrDVBUfMVJm0M6fZerbwpoVhXVQFIJsN48QUKtktCsRQy3FvnOgyE7drusHJGMtGqsXlFJTtvW3n7PndfMn3nOi/99gIM15JldWHir36icc/Ky6dM3rFwgFvPcvduh4lYYaUCrLmlUHWpVSaMqadUN40MRK8en+cJNhjsfczljQ8Rwy6WRzlF0VFa1yyqFpYllUg+U392UkjgqwnND8CL+19UNrrymSeh4oPycd9sNZQFuL2uVE4UU8xhakubChTweJVkSwSnA/Ux4fbpc9neD77KL1PG+ny2ozO8yyyVLmf6mxg6PSrvuTaoPtzN2DHZisUwjt71zlkp4SxedLGftCsNPvqjD9l0O771CEWcbTiHpJ7aHV4lsAC0onXJxTQng2UAzQeAr6lWH0bbk9C0RNz2ywI23GlYPu4y1JY2aQ6Nqf6ZZsynnahBSqcyxZzpi9+EKGyYcNm+oPxD2599aqTSPe46PC/DLX/4C7rrlX5MTVq4yDz+2g3t3zfLVW+tMT9dYOyIYG1K0Gw6tuqRZg3YjZrQVsnx0lnt3LXDzgy1co+n0BNWKIfCsRNLoInrnvLesOZGD4HZViOuGOF7E128L+Mw1DfoqA7f/jOB2s6aMkrdgebbmUn33MYAuZQPKaMs+8KWoK3eXU+6uz2H5zDRladpxKcIHfjv9cwUvtz2SQtgtptDp94WlMQadpxstbchkAQJlLC/L++aNRYVIijea1ek8Aa9/YYc7H3X55m3p7whBgqArHDv3UmgcDU7JaDM3dsqyaGmCIvAFtUAjEFxySocHd8c88NgwC13DSDOhVVM0ag6dnqIfOUCDS042nLh2nqtv7RNGLabCrWZuu07e/MYXPXuAA6xcfzELnd5nrv6nJ7Y8utOvDVcUG8clo20L7nYd2o2Edj1muNVj7fJZ5vqzfPq6NrufqnPqGmvPlSQmN1vMT2tKT7LMSTklWETwENezt6/e6vP2DwzzyJ6aJf0lcPsSqtJudgdpSZEGHJiKfJwU3NJm4qcTC2VRM9/giWO1IwVHfvbcOxslUvxPM3DVKAoxpdeTFkK0KeljTPE3dPo+jbDjT7IRgApJXjQql8vLiycrNqljX+vWdX3++m2z/LaEr96SviJXkiSCrlC4WqCStF9AG1w92NqWnt70SmrpVafncMomn595wRx3POZy374WG8cMo72YVk/T6Tl0e4pO12VucYg1ExXeevk8iWwtrtl61meUU+HNHP9QT/M8f/VXf81Z573k7pWjrV/qzz7VOn2zy7IRh/FhxfiQZnzIzgSfGFlk+dgUtz26yCevq3P3o8NM1CUjDahXFdVUeeh7mb+4sT6Hrk5ttxLctHDkudYly3VCfL+P74d85Raf3/2HIR7eUwfPt9FbeUilqKTgrigbuT2V2lQok0+iKOe8nUyyK8lnNEqRyX1ToVKmZReD8MzBJsofUrYQROmqVKgKxUDu+/hqwvLEtnI+vMjDG9uAVMqHy9JryHFpw3XRFEGRns2eX7J00udL79OI0jIq30r1Ti1YNpxwxpY+ew8Jtu928pKjTueqDthvlFoarZI068+V+K4k8OweDQQrRyOWj8zT0TEP7g6IY4lODFGU0A8N3b5hblGw/7BHGLqsWX/OwaQ/+4YNm8+Jng7HTxvBAS44Zxv93iwNdQtTMzGrRyWuk1ANIpq1kOHWIsPtWb50C/zZp0aZmmuysikYaRiqvrXacpQsUYPBcnwRsVOfjLSI43t9PK/PV27xeOcHh3loVw18HxwbuZWSBCm4fZl5r5QKOOpYSqKOAZPIN5RPt6HL2UbpiUIbklYU09BZACcN7c/iWLqABnPuprS5LdwFcriJ4nVkv6EHXm823i8180kzKFJrjAJjJNnsS1S6KJTOAZ4vjPKt4D1sXdvjz94yiwGuvsVuOA2KrvBwE2nnIklwc29wY+1BElNIZWNDPxQsdhXTcz6+2+JVFxguO32KP/lUyNU3jXC0E7CsbmhXEqp+gqMkEyMhRxaqnHvZFtrt1jOe42cE+OqVq/r7983+alCf+JzffbK2YqxLu5EZcXbYc6TH33ypyjfuHKGzUGVt2zDa0DSrkmpg7SFs/2XR3OCqcqXSgtxTMa4b4joRntfD8/p87TaXd/zDEA/vroEfWHArDyetTlZSM8YiFVh0fzhLKIlS5Q2mGCjmZNGwzEUGumlKQDdpgSL3A8lVfUtK5wMrpHg+4xsDfLsM7BTMRdoynVBXflwCd/5vcp47+I1EpN3wMptWbD3ZrbLPYFQmAShJAbL3oIrsyuD2IgV6F7au6fPet86ijeBrt9o3oIVgUbjWETYzf0qHt8YJxNrOqY9jQxgbuqFgsSvxHBcpKyRaMD7k8I6fXuCcLfv59Lfb7DrU4uCCQ+BoRup9mg3D2SetWowS8auN9or+fxjgR6eO6NbwhjtOOeUlc1/58t/V/vfNXX7mxfMsH+7z11dW+PQ1E0zP1xkOJOtHNe0qNKrWzahWKaiJ69khs55r7OJQqVOta5P4rhvhZZHb7fONO1x++wPDPLKnbsGtfIRycZWwfDvTdKulee4lviwpJSkDe2A6XIo0KUQB4rLZJaUPPf2+TFNgSKtlynBbAEUMAH2QiqfS0VLYzomAIC2AlSaPyaxCWLTTDajxSnxZ5x3tYoDr5hJWmZ2DLKuiUyfbNGduZBrFSzTnOK629ueLiH7C6j5/+WuzGAPfugMSIYmFYEE4uCLddKbBJ3KsR0oUQxhZZWDW/iiEg9bWGKjXdxhp+/zU8+Z56XmT/NO1s7z/c2OsXaa5/JIeC4ttXvT8F85t3rDujvmFo/qZMPyMAB8dncD35eRjO3lde/zi67W+xZ2dN/zDHZK/v2o5rqmytmUYrhuaVahX0hymn3b++IIgbTHyMvtlV+O6CZ6T4DsxnmPTgJ7Xx/O6XH+v4rf+boTH9tYhCEAFSKXwpaCiDJUsx62O3Uw6x4naxSz0wU6dvF2qxKszD260bfUqe3Pn5UOLbathliCMsW1jGbgZjPrlSJ49FuUQXnpc0JSSs0A54yRNccWBvHvdZI81uRY/+3vZSGyZZlqUJKcodia9NUDGmLQ4VEohlmQWNqofB/xasGVVj79+2yxv+1vB9ffYZou+qDIvrAWym4CbpOBWFuBRpAmVsIZNQlk1auzQjyS9vqLbdxhqeowN+bzl5TP0+ke5+YExDhxs8cqXnBU1Kv3XeUFzctirPhOEnxngQaC4+f7d1EbX7h9d2X0iXHjohId2LfDJb0xQocr6Uc1wHZo1Ra0qqfrW88RzJZ4LgW8IPEPgaXxP242lm5np2zEivhcS+D2CoMu1dzv8xvtG2L6vmYLbx1XK8m1lrPNrCuwBXbeyik5ZzpyoTGpZtJg5stgEZu1nZQ5uO8UNcWwNJ036tdZF7NWiaFsjl6gWXTWyFPYzMepAZrsMZpZw7xzcHAPsrNKb8XAbvCUGiBObho1jq8PPrh7lNrJsceusn1OlJvQqu/Jom2ExRdFIqdLCNQKjdWmceDb1zEb1jSt6fOA3Zvgf7zNcdxckRtARFZxIpJ+VyJtcnCg9/0rnjTJRLOn2BYs9yUJXstBVLPQcOj2XVeOKN7xwgenpPvX6BKeesvmJVetW7Nf9x1DBif9xgANIKZmQ39q9/pTWm25LNtzw6aumWNPy6DiaiSHBcNOhWXeoVyS+V7hVKWkpic2a6HxCRJCC2/dCfK9PrdrF97pcd4/Db7xvlO37G5igglAevpJ5CtCXhauWKoNbHruZlKXInXXzF+1P5C4AWWQvb9jixJax41R8HyfWHqGIiGkK0BSLQxtLA8wSbp7/0cFkYwF3UWD+6YRoWfdT2VE3e70yAaMtyJPEWqLFCXkEL2dldHpTaWRW+ZWloCgYg1EaJ92A2mit7e8ZcGQ6SlwnJVctiTY2Aq+f6PG+t83yP96PBbmWLFQCG2SEJBv3mLcLytQYFOiHFuyOsu5ncxXJYs8jDG09YbHnc8bGEKe9ha/dod40c+19u3/75zf/e/D99wF+/smr6XYXCILagdGxW25cN/HkJXNzMzQ8lxVjLiMth3YDmrWEZi0higUzCw5RbDeXnmujd+BpAi8m8CMCPyTwQlq1Lofne9z6sMu7PzbK9v0tTBDgKJeKEtRU6uq/pOSeg1oULWflzn0pisidAVqpLEWYPS9yS4usedYCxUawbj8hig29KOXclGS1KTqy9GCmnJPlrneWbDiXgju/N6XNZdkTJluUS7XyFuwAWmkMDr1Q0Y8knb51jSp6H9PXnKZMtUz3Fqq0cSZVHaZl/SyKS2MjvE4DgzX9NChVDKVNVAZ4mY4dl2xY0eNv3zbPH33McNtDhj2zgjnh44jCPqQ8HtCeSxtQZhft/J1GBTuau+PQ7TlIEZDQIzYjXHzqyTeec+4FB7q9LuLfoSfPCuAAlUqd79x22856rf7++shJl6DvYMtan/FhO0J52XCfsaEOnX6PuY7LoakRjHFQQWabnOD7Bbgrfp92Y5G9R/q891M1vnJHiyPzTahUCJSi6hhqSudmn3l2pHS5zfnpcXTcmY2cSo1lHFnyS1TF1NzMdUtKmV55LMo9N2FyTnNoXuQgVKnUwDGlpGA68Vdn5fGshUyWMyeFZmQA3KVc9qAkYHAuaG5Kmenk08fSdjdQq0T0+jAz79Lt28UlynsQBW62l0jpSJ4GLFdBjEwLP7bqKY1BpWV9e4Wys4ASLVCJJJEapexMIJ0Uk960Vqyf6PK3vzHP1+4Iee8nDTsODTMrPNsJlKdyDW5sR3EH6Zj4+eku013oHfaZaMWMtxLmOw6dnmTdhMNl529leCh4/2OP3LTzxG0XPxvoPjuAA4wMr8YPGndceEb3iyetOPzqcHEXjnIZH+6i1Bw3Phxz00MBNeUwVjdMjNjLv43gCRUvouKHVIIe7eYi+yZ7/PHHa3z++mF6ooGq+FQdSd0xVBxT+IyXNotlUA/YLIhSdB3YUBbgzhRs1rhI5sZF9rHM3bY8F2qBpjXU5Z5vCjrdCs3AbnB9x86GgVKmIzW3KQ+MWjpUauC+dJSBnXXwD+jSs37VNKXqpfUCz41xnZh6NWSxH3L7DWMcPuJQDaw1nvWtEbjKupCZTOJc3gGrp6kBmIKHGy3zdKUUhkTaYJBr97Uh1gmxksRa2SYXrdBa0q5JfuZFXXz3MO/+CDx+eBjZ8NLPReIoje9Y+whHSZaPKk7fqvEqM9z0sMut9zc5uuCxfCFk5z5NT23hvKHTv7hx8+Y7kv7Cs4Xtswf41s0r6C3s271+1bm/ftN1d6i5yL18xcgsleo0f/m5gGvuHKIqfTaMOYxUrZliJnes+BGVIKRa6TLUWGD/ZJc/+nidz98wSs+t4/sedQfqjjX5zMVSkpR/lkw6BflcmHIWpHDXGuTfRTalALbriBTUqVeiYxUAgWeoVzTjwyEXnbFAtb7AX352nCPdOi1f0jCarKZX3gSqdOKuHojcJR5+nEMs/SJfsFmPaGnQljL5EDC7f4moVXpE8QLv/1Kdr9/isXEoYqwtqVUkvqvwPIl2ZLqpzPL6In9t5SZNs+SVGaOt3FVYXUs+91SXRHJSpT7eklhp4liROGkXV6JItLUZefXFXUgO84cfMzwxOYzET8cFCnzHOs0m2nb8T7QbrF8Zc96Js3xrXZ+/+uww3cmAbWsCWq3Wl9dsPPvXH93x1J6tW1Z/7wEOENRXcfMtt+1R9Yse7E92Lg/1bj5xdY0b7x5iPFCsHoXlI4pWQ1ENNFU/oRJE1Coh9WqXkdYCB2e7/NHHW1x5/SiRW6fmK5oO1FxNkE7PctOSe7nUm4F5MPKJ/Oucb5ajuCJ33sqoSmYEmoPbtX3KFd9QDTTNekytEtGswBte2GP77sN87GsuyABJsVFS2nr2WWAX0+I0RRfT04K8/D5YUqnM7ktV30yr4zq2bhB4fdrNBT75TfjMNUMo4dGpxix00gZwXS7eWEFK1kEjhEg738tTNESpGdlYFSLWdllA6rcCiBI1EzYBUdgba+JE4iYyzerYob/ViuLVly5iOMLvf8SwZ2oEhZ8CHPzQ0O1pZuY1Tz7lEUbDrFoW8IJT5llYnOOTXw85fdtp/PQrznlw75N379l60jnfDWS/O4ADtIdW0DOr3nvB2bdt+Kcvrnr99u2wbUJRDWCo6TA25DLSMrTrMY1aSKPWo1FbpFaZ564dIR/+yhCfu2Ec41cZ8gV1x1Bz7eXfzx1niyKNEoPd7Bk+cv1yel/emBWAF9ZTL/NHzIDuZJ7l1nTW9wyBbyc5B56dIhclkqHA4adfuMC198yx+6iHLxV+UvDIRNvsQkFPCkAXAqZB/n0M1svleMoZlJLaMuXdrqPxnIhGtc/+IxH/cm2byU6FVU1DmAh6oY30Kq9+ZoFBpjqbkkoytXeQCQWQMyGATHXmx1uVFKlMkcmdlcRxNFGscJ2EOJHEsSL2bESvJQ6vvmgRnRzlQ19JuP/JMSa7QVrON2nhL0IpF4NLN6xTCypsW9nj/3qZS+iOfWb9ptPeOz+z77uF63cP8G0nriaZ/eisbDbf6DsrVr743MMX379DE3gu48Mu40OGkVbEcCtkqNFluLlIrTLLv/6b4Y+umGCu38IJAto+NFxLSfxs5mE6CcJJo23e4Fv6/wPl5OyJEl3JNCbljafMsyaZNqbkcutm8xZNmqe3TRf2fyiWDWvGm112Hwrp64BQC3xtfTwcXUxeyCWhS6Szg9mKQbzkmRRx7K3wRi+mH9i2vQTPCzk6pzl61IPUvSpOIEybeJ2oMGSSQuc67DhJz0eSNSdYWpWkETrr8dRGFOYkLCn22HCSvoVi+rQTWYs917XWIZGriRJFlDjEiUMUO7zywgVecu4k7/5ExL9cM8FBqgihUzVlnBbaXKRQ9MKYB54I2LBm9Dsdf/yNf/yBKzt/+Laf/P4DHEC1fomn9t7R+YlXbwo/8Il/4fBMzNknKNZMJIy1Qpr1kHajy0h7gcCf5Z+ukfzBJyfohE2aFYe2p6m6hiAHV0pLnFRxlu6qs6icxWzbXJvNOjcDm7nyhim/FJe72UuRPPv79n+awrU0H01uI1QUSzZMwKsu63DH4xFR4tNPBBVVzFs3S6L3QIk/W4DHOezbMiWaQjqmsMiiHNOMrTSOioGYL3zb59GDPspN8+A603uY/F5lN6mJU7PLJFvwGaUyaXozlxbYZH7mSJZVSa3Ngyg0L9l5z4chSHv1TTSRkrixJoqtE1UUKcLIoR85NKqLvPvn55Fo/vlby9kbVwkTQT/WdMOYfmhQ0uWME/ucslWx9bSXhALZufT8H/uPQPU/BnCA2NuC1vr28WUXX3B2cmvllI1dVi1bpFXvU/UjAr/HkfkOX/u2y59/ejn9uM7yhqDlJVTKwHbId/tuvgFM03rpZRWyMrrVl8exVabFVkyR60FyTsmSaJhzcmsFlguyUssKNxOBZVZ0KdCMEQQejDZjMDGJ1kTaIc7BkVY59WDOe7D5IXvymc9n+XXLzG2qPAigNJhJkHB03icKFY5Hzv8TbcdkRwk4icFJZ7knKr2XtpyfddpktyytaVvh0unG2VvQ1qEsLlVKE10Iu7KinpOZqsaSyNG4sSaMJK6j6LsOXujQD13C0KXVcHnnzy7gqaf46m0j7JltMtWRNHxNaz5ipqsJggY///qzumtPWHu7yEDwgwT4mmUtet3Ou970088zN9+44zdvvPOhYMehhHazw0vPnuXRvYb/5xNtbnpsjMCtsK5pDVsqnqUkmde4khnAM4P8lCOn0VakYTnRhjixrqOg0ZEZ4OKDRRXysFhkOzLqUmxAnTxXXBgR5eXwzKAmlXhiEozRxCaN3qVuFc0gPTlWgfc0oObYxVhQFIrCTzqfSAiNFEnqlZ7+YvYaUq1J9tqy6QpOKk3V+U3kr/2Yc7bktWTf18aCux8JwkgQJSIvfgmyNKyxAco1RGmq0s2dgQ2O4+C5Cb3QRvJ23eX33jDLj13wFH/8iQ67DwVceHpCq1bBlwmhu7ZXG3vJ3/Z61d+rVv0fPMABgkpV73j4Y++WXis6Mr/pHTfef9TbfmiRo3PzPLTT41t3jzPaqrCykTBUNdQCCDybn80GOElBno/2shOT5nGtysz+rySxCrReP7FppRgMemDOPTL14EhBZcFTml0pRN7okFdEjzH9tP4b5cVDKkqyl+5iwlghRjp2GFNWULFfDqhRBkA9qDQkz1IslccWXuU2w5L9cvZ/k/SWgTszXEp0FsVTHckxfLoM7OKKIQRpWtFeyeJE0AsF3b4gjAxJUuhdsrmYngtuandsr8wqr7pKAY6rqXYden2HKHIYGxK88PQppmYnue9xh195eYUduypIf3X4VDj6F5/++nV/+hv/7bXPqBb8vgIc4PChoXDDitZ7nnemGxJ3/viUdX15xoaA2QXF2JDLsppmvGlo1ST1ih0jKKUgSTRxYt+87bJORVqetcn13GJUCkAcW3s4MPQijTaFdzRY0xnrymTLwAOHEAMFokKjYQqgl6dJlCiCyLCXhujyhvK40frZHOL4X4olzw2APZ2jnV1ZyotCUxofolOgG1OoC7XJHVzNkr1DzqVFkbVx0iyOMZoYSSzt3+n1BfOLmn4/IU7ssrVXQonnWFtt37VelL5rSBz7GqM42+Aqqr6i01eEkR3hbojYdaDPXdtbfL5aYVm7qd36hj+uVzf9dYWp8D+Lz/80wC96/k/wta9/vTs6sfmLL77E/6ODe29iot1i06oeK9qaYV8y1lK06rY7ulqReA7MLSYcnYltx7YrUwsB24ha8a0C0fMsPxbC8suFrq2YzczHeQtT5rviZKktYVN3ZY+PgU2nKIpGRZaltLEbAHf5j9gPq5DFmjLul6DbirFKGPz3AV9C+YDBUP640KyU/3BGIYwpNr56Kcc2dm6OTm9lzXgOblEIu9xUEiAEJI7t8pnrSDo9w8xcxGIvIUky51dhPz9XEsSSJFBpijHTngsmZ2B+UeO6UKtIFnuSfiRxFERJn8d2uxw6PMQjTxq2/NhZZuP6NV/sdBa6F1z0yv8sPP/zAAc497TVDE+M77jnHu+tQugPPvD4jfKGexR1R7FqVDLSdmg3HIabMNqOqVW73PVowvSCR7OqrILMl9Qqtgu/FmiqQULFT9K8tI2sYaQQeDyyy3BwBjueLm1Z8xwLPylEPtIuIwnHcN1ct7J0RKFJxxmWo2ZJJPUMYB1IXz7rUF7GuLApszykMpBKLP7LYNLUGEOSNyWY4j6P1KZES8wxr6/YiFu65iqr/LSyAHve61VFGAnufQx2PpUQRvZc+Y7BdwUVz1DxbaHHusLaz7QqoN0MOTjT45G9koavGGoqOk0rEEuSgI1OjUtOi4iihB9/wUV6/YYT3zqXnLjD8Q58L6D5vQH4yPKTuPWu7eHR5vkfPWnjw9XrJof/5uDhGbas9Fg5pqhXJUNNa827fsU8Rzsz3P54g96cR7tmI3jFF9QqhkY1oVFLqFciGrWQZq2H4/Qw9Lj1EZ/HD4xx7smLfOYmwe7pOnUlaQWaauo97agsahmKJlpKpfDBkng22aHIG1szohzgeYfCD+YYoOVLv5EdpZVksJ7gicmqqSanKCZtiNC68EYp06rsyN63I636M/BiKkFMLejjeT32Tcbc/tgom9bAQtLhpkeqJCagIhRDVU0j0NRjkcqKYztJw3UwBsbaMWdWpvnWfQG7DzfYuCy2e6nQYbGriOMGw+2QEzYNseOQ83+//vVnf3Rh+vGkMbzle3I+vycABzj/rC0cndyX1Fe/+vG1h+6dv+iUf2usG58B4RLFDuNDEetXzGLkUT59XYXd+2tsWQauK6h4klpgwd2qx7TqIUONHu3mAo47z0e+6vLF7wxTUwEnr/Y4/byEy85+io9fM8envrmcxNiZ7I60OhbtFPloi43S4Ki8iFKIm4rumSKCl6O4ZRtpefAZgPndfeP4x9NmF7M03sASsDlKbVSR0ckzPCIFOXnmpCjhl6uSRarPal4SfC+mUe1Rr87x6es0V3xjjNEgYMvzFL/yioj//trDfOkWyUeuHmW2X2G8Johjuy8CrK22J+lHgtkFh42rPX72hXO8/4uKHYeqtovIxByejnlsj+b8U1fyky97/vz46rMeP3DoYLJiYtP3Cpb8xxOMxzmUU6WzoL988Xnn/dqb3nDR1Nh4yI59XZTUrJmYR8sp/u4qn6/fMspEwyrOaoFDrQKNqqFZT2g3QkbbHZaNTvPI3nn+54er/K+vrSDpNVne8Bhru8wuVFnWrPNTlyyyftks011BNxJEaVNr7qZUqueXDTTLjqhCmqfh4DaKZzneLIqLrEv9OAA+npfhswJ1qVA0YMBTQnq5ARiwqct015g9HNgAH1OIOp7asWTFnFEUR+O7Mc1al72TPb54Y4PpqQbtquTglMfhoyMEapQ3vgT+6s37OWnDUfbPwKF5xeyiYb6jWewmdLoJi13B9ILD5HSDl5/j8rZXTxI7XZ6ctJ/R2uUhqioZWn3Z1IaN5/xaf6Hz5Waj8r2E5PcuggO028MAdLpTn1qx/mLn2/eJ91YqN49NjB5gPpzmiqt9rr5plE0jgvE2tBoOzYa1fWvVY9r1PiOtDstGZrhrZ5ffv2KYh3eNsHlMsHbEMDbk0KhKjIHp+YCT1wguO32Oh/e26CaKeql0XtaqLM0v5ymx3HjTZlCWdtNIoQljw8yiIovgkmLzt7SoVIL6kieKxwPpxOMceXd+BuZS5bDc+NusaaST2ChNxsNNkRM3Rc47oyc6oynHieJ5RkmlbYVej+vvd7j7ySbr27Y7f6FjOHjUxXObrFomeeX5R9my6gh/cEXCnY+OAQohihlKdnCUpOIFuO4Qrz5/EimPcMXXh9k7XeW0bWO88Q3nHhldeeHvdOPoU6vXrPiegvt7DvDsqFaGmZ1Z+PjlL7pM3uAd+PP7Hnhy7IaHmjy6q8b6YcGKIcFIy2Go5TDUgKFmzFDDgntsaJa7d3Z59yeGeXT3KJvHBCvamqGGoll3qAZWQqu1RAgHT2q0jom0k9rDMcC7y8q9wRRhSXtd0n6I0r3raPYcEVxzm5d2GIvCB37wzx/jhHWMHHbpccxmVKTtBpQae4uKYWbso401FHrpeSFX3Riz84ghccmjuFkSyQeoi8kaqNOXsETqkGVSrEdkRJS4xNpBSptb7/YTZhcUk7MurlMFDFtWwB/+/BTv/oTgnu1jCKHyYpQjIxzl4TgOSlVRcoQXnz7PRLvDzQ8aVq4+88jqdS/6Xa31x6vN9vcDit8fgAO02nXe84///FFjnKQTb/p/VXhgeMiTjDcNo0MO48MeY0OGkVbMSLPPSLvDspFZ7tnZ4V0fH+LRvSNsGBGMNxLadUmrrmhUJdVA51mVrBE2u0wfLztQ9hgsMgaDoB6M2hnI7SjD2Q7sPeiAkWRTHeSSK0G5t3IgspcXwdPQluNShxyAJcuG/LGdsLB6WUyrahtHEwNxGrmTkvgrlxNkfDyP5EWGJSvRl5dZIQ+w70VrK+Lq9jTzHU1lXuK7Ho7SSDHEttWaP/2lSd71Mbj70TGkkGRG/IYQg4uUDr4b4LsgEs1Fp62cuvTc8O0LR664YnTNr36/YPj9AzjAO978c9x50yc/GUWrwi2rzIeuufWJRtQbZsWYy4pRw3AzpN0IGW52WTYyx107Ovz+FU0e3j3CumHBWD2hXRc0UxPGegUqKcAdlaBEcmzOWFCM/svUhaVS/SAt4ZjnRDpV2XLwBOUbfL/Qnyph8r9/XMNOShXKJSmRpRjPJo8tTaUbczz+bPm5VfpJwhCSvgYTpxICNQDmwSheTGFbmh8f+F8soU7p34m0naXT7Vt+Pb9omyoc5acRf4gTVmr+9JeO8Hsfl9z9yCgGmRbjDGEERrsMNRR3PNZjPto8X62ve9uV17r/+mu//PrvJwS/vwC3n6rSq5fXPnNk3sTLVzmfMPOTwZkndBgf7mC0olHrMTY0x52PdfndD7d49MAYq9uK8XrCUF2kBSI3NRTSVH2dD8Jy3BgpHRAyN2DP8ty5d6DMmotL/ZyZDHfJGJVyNsVR9sqw7ynF0QUXlLKyUwpvcYFdTBltOSZ6Px1lYZCLFzn0QaMdnYM67czRAqNtQ8FQDVaujLjvgNXIJEYVm82UqmXaE5Nap1lent6MrTgWiyD7+7bBOEmsL2CcxPRih15k9eadbsK8Z0VUjlIo5afN0Bbkf/nmQ/zPDxnufGiEbqxY7Gv2TIUcmNH4ruTM0zf0FuOJXz48W/98VXb+U2X4HwqAn33hz/Hbf/G55Kadaz//xouDZHlD/dPO3Q8FTx6scN62EMeb4tbH+rzzfzV5ZP8IE02H8ZqmVbORu1lzaNYljZqhVkmo+DGBH+N7EYmO6UQ+Ujq4slyZLLWwlYVWpQJPxjfzy7EoA91OUe6GmpvuCth/wIVaCu68R3FwMYkyPy8BHSGOzaqU6VRZpFWiKPnXWuQaEp26SoWRZPlyzUVn9rnxvpi5RBPlNGWQdydlcVhqYa11UQiy8mNRureNxIl2qLoJroroRBW6kaDb13RcjevGqeRYoZTCVb5txnBbbJpI+MtfOcDvfqTPg7uHiKhy3lZDJ16gq07oBZXx//aqlwdfPLhzJlm++Re/3/D7AURw4C/f/pM8eNe/JiedecEX3v/R+Of3TKsr1rd2Va+9t8+Xbx1j1yGYnJVUKx4jFUOrAq2apFV3aDcU7UY6p7MSU61YcDeqIXdtl1x7ew1PKtssscRFtuieL1ORbDYQA+pBWZo0IaVV7yVAGEtMOu23mEdzHEfYkhxAlG/A0xHwQq0ncjlwNkw3v+VZkcKuQWvbtOE7GpHmwu3cd0GsLa0oR/OcspSUhVaEJfI58HHaahYnVsMdJy4vOafLVTd3uO2RBp2qoNO3+nkpk/x9KilxHdcWiPyIil9jy4qQD/36Ak8cFHzxpoTF2Savf8nKTmu4/YuXPv9nvvC3H/yi+Y23fP/B/QMDOMDJZ/00v/mnnzF//c7bPnf/7ec4tz/U/eCNN4vWaCBZfdI0Tx7R7DlYoxEY6lVBs2bL+0NNGG7EtNJeyYoX4bvWrLObaBYjH18JfKXzZonMGsJaRcjCMkIuAfbSUr1IwZ1WMu3wUmG9lnMaVIw9yWa2lzMzx5O+ZhE+BzZL+LUuKEpeiUyjdjYpOneUSjeaJLL0y7YDKUqt1HLJbA7sLFIbEmNyhaGdRp01SljFYJQCPIpdfEdRdUJ6SUInduhGAtXLyv12KJSSrjWz91zqFZ+w4XDXDpc9hxpU5BBnbRAc6ozOPrBv/Vve+Vr/c4ef+CfGN/zyDwp2PziAA/zNu17PW17+Ef712hX/snJsxP3l103/9Y133Deyetjj6/dEzE5p6gE0q9Zkf6QFy4Yixof71KshQlgRkO/G9PoxD+70mO0G1D3wHWNtH5ysMyhtT0sbKDLtd2YflgP1ODoUKTRKJuw7DHc86oMjEUJa85p89Eo53SiOm4LMMzj5GRgEeeaFqKXJO5WSgeidAdZeRTKQJ0YSR4pzTogZG4+YPaDRxhAbkUfusi5cKwv6JEmltKlW3DZH2AJZFFnqE0aKKFZ0ey61imLrxh7XPRrRixz6LiRdwWxXsNAzREmMEOA6HhVf0ai6dHoB+w/X+PrNw1x0mk9t6Nyjr72w8VsbVqh/6fRnf6Dg/oEDHGDL6W+yH7DZ+0lwnFZ7/D2T+64ea3mGtaMOjkpo1ByGW4JlwxFrJhZo1GfZfUgz2qwicFAKOn3DfY9V6C96LB/PPEuKpgl7k6U2uJLmWxV2aLklmrA3kUtmNXsOSm56MABfIoUYGEeYc31R3ryKvNG5oClFmtJWccQAzy74shjgxImxnTRaSbTWtktdFwY7Yai48OQ+a5dF7DwQA5rESPt72gxw71jbDp9EZZHaoBJNFAui2DYxhI4gjK3Krx8qOj2X8RGXM7f0GbomIo4qVrosYWiow76DLt3IAWI8V1KvOsSJYO+hGtOzgkS22HDCS45sOemMd+gk/qQzOvGDhtpzA/DsEGI1xsx/7JzzLhU3J/rPT1x749hYe5L7t9cYairGhxLWr1hgvj/Fld8S7NhV5eXn1Nmy2jDcWmSmA0c6HhVfWsuJ1P7Basklnpt5k9vG4syf3FHkjQ0F5y7RlaxzRmqkEkhXoYVTmAiJwjJOCZAZx1eZLVkK/qynVIqBVGZGTzI/Q53mmRNhm4GTtAk4SQSJEsVjnbm5ptHcKKJIoFP+YYy2bWXGGl/mmZKMkqTUxXZGGVRsiKUhjDIbNRsU+q5Mu25cOl2fdrVPuxExPatpVWD9asXLL+rxyL5ZvnFbkycP1fDdiHpFwmrNTQ90CYLlvOnnnn/kpJMv/V2M+diKseC5gtlzB3AL8gYHD/c+umHT8+KRlv83V33jm0NbVms2rEjYvHqRhGk+/DWHm+8b5vQ1PpMzLmsmugiheXiXw53b67RqUPUMgScIfEHg2aYK63KbdpnkjcVFH+ZgJ0+R+5alm+dl+W+ZRubBaRFlXp/bw5U8D1Vm17Akk1IGudB2kyeEQWrLiROZ9k8mMgWnzKlKbnqZPg7DTHhSFHyypockgURl1IecbytpkLEuOREUTl+uo/BcTbfnMjNf4czN85ywrs/N9xp8F8brDsqM87OXHWTl6BR/93nFjqcqaBMx1HRZNj7Ouk0vnL70wvN/23PNJ4R47sD9nAMcYGI8IIr7n/K9s6ea7UMbLzoz/IvDB653Y2O4a7vm3u1DbB532LBc0m5AxY8J44g7t7tEYcBQW1PzDbVAUvUllUAR+CptnCD1JrcAL9rSMnDrYyJ51tnejw337nAxiQ3ZStixhLkZjyx6SrP+0YzrO+nmNjf3lEs2mSkVGRBsJSKtIqYLRIFKN3620VemkTwDt110Z2yJuXO7pp+2YMTGDmKNtb3PwZ1tMhOI81x90VgppEKkHo2OcvBdzfyiz2g74OwtPW57KKEbOcwsaJ7Y51GvjHLWpkOcs22Bux5UTM73cduXReecpN5+xjlnPi6Fc/VzDW74IQA4gOv4Opx75MtvfuPl3p4n7u3M95J/2D95l3h0t5HDgc/GCcVIWzHSjGnXe+ybjPjG3W2Gqop2oGlUhAV4xQ69qlYk1cBasblO1qVijktJisnKaRRPO2fme/CFf/MxiUSkZp7lwUqZLZyTDlbKekgdJXEcmQI7s60otFdZ/juzOC6LqkCkC0zkufw4FiSOdYnKfbnTooxyBK99Xo/PXqM53Leta5GGKHUciBNDokSRFkz5eZwUryHR5b5WiRQy7bF08D2fmfk6Lzlzii/dvMjUdIvp+YTJGc3OfVUCb5gtK+dZXPT1j196rlm5etN/94dPvuKOBw6Gl5x34rMHwPfx+KEAOIDX3Mpd994fet7yTzm+vH7lyqmf3HB47k/ceBbfFbTrhhVjXdrNGf75esX+A002jRvaNWu1W6851CvWiL9eMVR9g+dZcGe9lVJm3TwlSzQnwVVJvtG0hyBwBGecEPPtB63U1hGmGCxboiWZzYWrMtNLWURwlRV8BvPg2ra9oBNhx4uoIiee/XQGcEfJtIm4FL21lc7qBO7e7tKNUtVzSlEibU2AHCGIEmtgWk5HxuloRxEbwjj9OjHYuYEO1kzIxVGGil9jw6pFXnHeDH//v2s8NeUw1k6YnoOb7/dojWzk1G3Df3DOqZs/t2r18r2dzv5w2cknPddwyo8fGoADnHX6qQDdu2/78PZ1a8x7lNrmfUfufdfu3YfV8tFFvGCSa+/r87nvLGOk4TBW1ww3FUNNl2rFjkxpVAyNmqZejQk8C9gwsm5L5QqiktbM0nNiPC/GUTblpY3lvrWK5OUX9nn/l+ziKDaXmXdi5uFSNEy7rnUEUCrzHafodsuyJmkhxqQj0QSWh6vMhjlvAi5MiqJYEMeyALmxapg4ga/cFDAfOuDb1aQNLCbCDoRF4yoLZkPpKgJEkSFM7Mvz3YQ4KFQoSaKIYwHGxXMrNOtNXnPhJI/sPsLDTwyxb9KwbYPpjy1rzs+FJ/7DCVui99z+4JPJ1lMuea4hdMzxQwXw7DjzvF/h/ju/kFx42Wv+cN+BSWfPjhv/7wcevt6/7msVPnNDm27ic9K4ZrgpWTbssWwk7ag3UKsahpsRo+0e1SCkFzpMzlTp9i3apASwEdt3Y2qVHtWgBxj6kUccu/ZD90JMEmO0FVcV6cCMf2d2y8J2lKcgdxxp3QBEbltitSDpps9ArgfJonamm0lSc3lI5+rkAJdESUZTMk24beq16RofpVwCBVFi6MQJvQgiV+EqScWz1EtJ8BybpuzGhiPz0Iug6sFYU9umB2lL8tNzgjBW+J7HcCtgwyqXv/jlRb70nYCj8w0i94Rvr1t+96vu31vTU/vj5Jd/4bXPNWyOe/xQAhzg1LNfw+TUPCND3XctH7tM9tXqC2bnviEvPX3ugtsfPuAoWWe07bN+pWHj6lnu3+HTD6tU/YSxdodKdYZdRxJm5muoJGBmXlkdSQNqRqCUoRKE9KIOd2xP8D2HdeMeUvj4Xh/fCxFoKm5CZKygKhuHolSRa8+tLnyF74rUW7GY4GZSYJOORCGN4hkt0MbkAI9VVtQpFqPl9AY/LadbemKzLmEsiHERjsewZ+2nE6VZt2KaqtfnrseHmAsrNH27iDxX0KgqlJQIFVIb7nF0MWHfIR/mHCq+YWxIEMYRDzwR0e1XqPgOa5fD5EyPwzObYsdZcctbfvFFOnFPvAte3zv/he3nGirPePzQAhxgdLiRPfzda795FReee2Zj29a5D5+8cedPPbZ9Sq4aN6ye6PDE4Tnu3dlk4/KAoWZItTbDh66Gex4bZdMKh1PX9XjqkGK46RF4tjroOQm+1+UL3xH8wcdWcdJqj194iWLzKsNQS1L1Q9ZM9Ln09JBr7irMgizvzqK3zbcHXjZRjnQmqG0Bw9jccxSLdDxKurFLDGGkiWOrIYGUkig79kWn2pcsm+I5NorHeRbF5ve/fa/HngMBgXIYDTSjddiwUvKGlylO2TDPO6+I+ey3V9CPFVJA4FmHg+EW7JvWnLROsHllyJ1PzvORq0ZpLLhsdmHrxojZcIE9BxSBZ9i0us5cdK6W/mlXbtoy+iv3Pjg9/9Ifaz/X8HhWxw81wMvHC1/ySnbvfXx+SzV42/iKjTvvGXvg5FXDM68Ou7fzlZs8HF1jrA316gL/dn/M9Xcu49RVVV51XpenZvo8cdBFCuumBAbfi3lqKubzN7Woe3VGa4J9h3xatRjfjwkjl/EhOHV9xDV3pOlAUWROXEdYLxBfUgkEtcBQDezgLSf1cjHGgrsXpjnryDYZRLGmHyWEoY3k2cRkRwkiR5NolVKX1FLDlUSxTvPimdgKHnjCYXrKpRJAwzeMNQWrRjymZ0aZ72hec9FRbnqoQ3exAcIuyKGmZP2qDo8djrj65iavf16dF516mO17Z7nv4SEmZwynbfZ46Tkx//ilBdojpyIqQ1/cctLJDzbby94Xhf35NWv+/eFPPyzHjwzAAdau3ggwuWvX/t9/6Y9tWSv6D3HooPfqlcM7qEjDxlULHF2c56NfGWLDqMe29ZLVEyGHF0O6oaEfmbTlC3wv4okjhod3NVjXNrSqlhKEkSSKZJ53jrQt1mTzcrKKn5eaFVV9m7WpVw21ICHwrI+3NSuCfmipkdZ2TJ7W6YTfnm0g6EdWh5IBPPBsscdOJbaaGt8VRH7GwwvprKNAZNmcdE+QGMHsouLgZI2tq+dY1u6xY6aO1pY2eY6g6kfopM/+w30eerxCvTLCm1+2n3ceWOSxvZIVo5L1a5dz+Yu3ctrWU7744ku2/sbk9MLusfGVzzUEvuvjRwrg2bFu3UpMfHg36sTfFpJP/dzrTvv1/sITl4roZj58lUunU2HdFsmJ6xJi3eWORwVRJFObZkPFS+jHEV+7I0Aaj3bF4Hsy9ULMOLFmx37F1++o4Pjl8eA2g5JF72oFGlVNq57QqEZUgwjfSxDCEMeSbt/FUR5R4qI6ttjS69vWr7kudPrWzFIJWyms+oYoTjDYErrnugSRvRJkhZ5ES7p9xYvPjvj09RF7DxdZmjg2dPuK+Y4HOuDHz+2w+0BCL1LEiU0L+o7g/G0dHnzc59E9HstGPDatrvK6S+a46qYhxlaeztnnbrlhMXLeN7F8y/27D4a7163+0QM3/IgCHEA44wA7jTE7V6/nwV3bk+W7J9f940VnPbCp6d6rVo07NOpz3Ptkwp6DdmRGvSKoBJpqECFlyM79NXxpPVkCT5bK+gmuG3FkxvDIvgrNikCiU6NQ8ghe8QX1iqFVTxhq9hludmk3OkjZT6eVKaKoiqMa9CPJ9JxDkhg6Pc3UAuyZEXS1RpiIxCgcHMZrhpHE2ns6KsH3FGGgUn8/kWdR+qFi00oYbfd4/IAmTMvwYWTo92Gx6xAlAVtWdtAmZrHvpC1nhjhRrB4XnLSpx669DrsOBNz2SMCJJ56TnHfpKTuffFK8edspFxwwsF3+AE2Pvh/HjyzAsyMtgW+/6b6F7U4tfumLLlIrf+LF5135wH03N+/d/mRtckbiuoZ2VTE6BO16TLXSZ2YxZqHr0apgN4i+JPCwE+GCiMT0+adrGziiildyj8nccC3ADY1qTLsRsnx0nmplhl2HQz58dY0d+wJOWd/nZ180w6qRiF6oOHRUEcWGqQXYN6dZMTHHG140wynrY7bvV/zjV1rsOtCkG7tIYSdOBH5CP5JEcTpmHNtRlGhFklT4hRct8OD2HothxYI71HT60Okp5js+dV/SqIcsdAJmFzVHpmOOTDs06h4bRhw2LKvgV9Yvnnb+xXNK9V930glr95+6Te0WP+LAzo4feYBnx0Wn1TEm2Q0X7kXPnTQz75y/ct3FH95/4Mm6cR5vt9URVi3rEngxUvT51h2KR7ZXOGWtNYSsVWQ+o6dW6XHHDrjt0RGGqw6JMSxGguEUYEpZ99tqYAE+NrTIcHuKz90o+cAXVtHrBdRcwc33Ge54pM9bXj3FhSfOsuspn15oODAX87wzZnjr5TG+M4wxkotPjDh74yJ/96Uen/32CJ4MqHiGWkUTRlZbAtjxe16EFIbpuSZnbVzg9BPmeGBnhV4EvVDT6WoWOpKZeY/Tt2h+/NxZPn9NjcU+7D8asn1fwAVnbJw/88wTprZs3uZIyZtUdfOta1fUZrt9dNX5rwFu+C8EcLBZB0A/tuPAdK2x4hv33vHNdS992Wt/4ZyzFn5rZv9Xw2/evl08NWVOrDX6wbfvhWqtT+A6jLZd2nU7I9NzNVESctUtTSpUOWNTQl92ePygYr7vs4wM4FDxNa1GSCWY48obFR+5aoIh12fNBDTrNjV3dN7hc9c69PsLLG/2me06XHrGIq+8wOeJfeNMzbpICa26ZtV4lze/7CiJmeaaO8eYWVS06jr147agqwYxi/0uD+5SmHiYjauqvOK8ozy4K6IfO4SxZnYh4dCUw6plgqlZuHhrwp2PODzvpHqv0TaPxvI09/TzzvnUn/zJ2/7qjHf+nb98otGLw3ktRP25/gi/58d/KYBnxwmblwPoxU6MEPJjcdT/uOtKTtxwlmo1Gv8wPnRwy2tfePjir960R40EirERgXK6tkSdCI7Ow033tjlpQnDZaT6nbFng77/S496HPYSwQirPSQFe73LnjoT3f26U8arPyWsVm1ZLxoYSAj9mviO4Z7vPnY9oXnBaSKUK52yRbN/V5K4dirlOTNWF8bbD5tV1Tt4o+K3XPMXU/Dw7H2+zrG/TinFiHb0a1T637jT84xdGOGNtDfC45OR5Pvr1EEe5GAML3Q5qNmB6weXI7Cjz/VOSn/rxNd/ZvHpoe78/99aHn4wT163wznd9yKxYuabzXH9e38/jvyTAs6NWzd9eJrSIu4uzvxJU/aGX1o782SMHv+6tCA4kxg/OrDXCs/rzRzk6HRHEISNVwcSwYGJUM9aO2bo2YufuBHBS3YlIDYhCHj+g0HGVE1cptm5QrJmY5fB8yNyswHMiJkaHmNofsOtgxPpltlP+wNEQ6XcZrnjosMeTBxVR1MB1qlwy1GTzii6PPp7QjxyrG4lsdXO2Y3h0j8vknOKpyYh9hxRDzSpNb55A+oyONli5fJzRprhrvpfcvWbtanXSua8NtVz5Tkx3enTEFs/e/t+f60/nB3P8lwb48Y5KrQUwDbwF4MtfvYE4EZduWjX7kgOHuq9r1XonPLrvKMuHnmLNCkG7eYR+v8OJq+DmZozvVWnWZSp3NUzOGr5zX8CKIcnqZYoT1s1yw30dnjraYLETcNlph5ieT0C6hLGkUbHalKGmYLYfc8lJLgs9xaGZRb59l8NQs8aByTqXnjrHdx5IQLhIaZhfTOiFggNHFXc97BLHMUcXEqYWhkCM8T9+bjmHppezflX1sYjgytM31r4ZxfqGtdsuA37ruT7tz9nxfxzAlx6Xv+xSgBuOHJm5YWIVN1b8cGPXndLD7Sv1mnWj65P6ye94cmoPI6OGVWPTVOgT+D3u3aFYOQJJrc/uAxXWjwjWr+hzeK7H3sNN1i8TTM0lHJwNEEJScW27XFb8wQiWtSKOzARMzSvWLKsz1O6zc7/Pudska1bFCBHiqIDNqxd44HHBocmAVnuM804f5bKzJFs3TzB1dPE9jjf15Mue/xI5vTghh5ru48A3qvX2c31qfyiO/+MBnh1jY22Ab2Rf3/LgJJ7vtffvO3iLU62wankveu3LzvzNWqBe3GqGTGyAEf9W+uEk2zY0cEwF4fS49SGPFW3BwZkevnR5aJfPmhFNRfYxiaGvYb6jiZOEdeMxB44m1CsL7No/xKWnhTz4uEALj31HRljW9hmqDfH8Fzyf9dschho+zTrfOqqn/2bNqHAvvuBEgvrEDRDOCLHquT6FP5TH/w/wpzkuOHkUYAa4CuDggQMsW8Wjxuhlrpfo4fGEqT33M3vAZ3yowmLHodOLo5O2Pu/d68YXX7H/SDeq+h4zHUM9EISxrVRqbfXXYeRQr4Zo38fz+wTzdfeCU/2vbN9927uFrLrzizXadYdKpcayFafRGncJPCWVcg6tXGOeHBtb9lyfoh+J479OwvOH4PjWdbdiDMvalX2tyemOcZTPXCch8CRhbCmKTgSuo+lHioofM7vggYro9yvikrNWzmptDm3aet5z/Vb+yxz/H7Gp1EPsqXafAAAAJXRFWHRkYXRlOmNyZWF0ZQAyMDIwLTExLTA3VDE2OjQzOjMyKzAwOjAwPPTFeQAAACV0RVh0ZGF0ZTptb2RpZnkAMjAyMC0xMS0wN1QxNjo0MzozMiswMDowME2pfcUAAAA5dEVYdFNvZnR3YXJlAG1hdHBsb3RsaWIgdmVyc2lvbiAyLjIuNSwgaHR0cDovL21hdHBsb3RsaWIub3JnL0jPKKMAAAAASUVORK5CYII=', 'weight': 8}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 19523442
    {'hecke_orbit_code': 4503599761588231, 'n': 1, 'trace_an': 2}
  • id: 19523443
    {'hecke_orbit_code': 4503599761588231, 'n': 2, 'trace_an': -3}
  • id: 19523444
    {'hecke_orbit_code': 4503599761588231, 'n': 3, 'trace_an': 94}
  • id: 19523445
    {'hecke_orbit_code': 4503599761588231, 'n': 4, 'trace_an': 181}
  • id: 19523446
    {'hecke_orbit_code': 4503599761588231, 'n': 5, 'trace_an': 330}
  • id: 19523447
    {'hecke_orbit_code': 4503599761588231, 'n': 6, 'trace_an': -1006}
  • id: 19523448
    {'hecke_orbit_code': 4503599761588231, 'n': 7, 'trace_an': -686}
  • id: 19523449
    {'hecke_orbit_code': 4503599761588231, 'n': 8, 'trace_an': -1185}
  • id: 19523450
    {'hecke_orbit_code': 4503599761588231, 'n': 9, 'trace_an': 1774}
  • id: 19523451
    {'hecke_orbit_code': 4503599761588231, 'n': 10, 'trace_an': -4820}
  • id: 19523452
    {'hecke_orbit_code': 4503599761588231, 'n': 11, 'trace_an': 2844}
  • id: 19523453
    {'hecke_orbit_code': 4503599761588231, 'n': 12, 'trace_an': 11102}
  • id: 19523454
    {'hecke_orbit_code': 4503599761588231, 'n': 13, 'trace_an': 2534}
  • id: 19523455
    {'hecke_orbit_code': 4503599761588231, 'n': 14, 'trace_an': 1029}
  • id: 19523456
    {'hecke_orbit_code': 4503599761588231, 'n': 15, 'trace_an': 24160}
  • id: 19523457
    {'hecke_orbit_code': 4503599761588231, 'n': 16, 'trace_an': -35663}
  • id: 19523458
    {'hecke_orbit_code': 4503599761588231, 'n': 17, 'trace_an': -1488}
  • id: 19523459
    {'hecke_orbit_code': 4503599761588231, 'n': 18, 'trace_an': -83971}
  • id: 19523460
    {'hecke_orbit_code': 4503599761588231, 'n': 19, 'trace_an': 32810}
  • id: 19523461
    {'hecke_orbit_code': 4503599761588231, 'n': 20, 'trace_an': 42840}
  • id: 19523462
    {'hecke_orbit_code': 4503599761588231, 'n': 21, 'trace_an': -32242}
  • id: 19523463
    {'hecke_orbit_code': 4503599761588231, 'n': 22, 'trace_an': 45904}
  • id: 19523464
    {'hecke_orbit_code': 4503599761588231, 'n': 23, 'trace_an': -6576}
  • id: 19523465
    {'hecke_orbit_code': 4503599761588231, 'n': 24, 'trace_an': -27150}
  • id: 19523466
    {'hecke_orbit_code': 4503599761588231, 'n': 25, 'trace_an': -58550}
  • id: 19523467
    {'hecke_orbit_code': 4503599761588231, 'n': 26, 'trace_an': 377664}
  • id: 19523468
    {'hecke_orbit_code': 4503599761588231, 'n': 27, 'trace_an': 40420}
  • id: 19523469
    {'hecke_orbit_code': 4503599761588231, 'n': 28, 'trace_an': -62083}
  • id: 19523470
    {'hecke_orbit_code': 4503599761588231, 'n': 29, 'trace_an': 20640}
  • id: 19523471
    {'hecke_orbit_code': 4503599761588231, 'n': 30, 'trace_an': -382240}
  • id: 19523472
    {'hecke_orbit_code': 4503599761588231, 'n': 31, 'trace_an': -391836}
  • id: 19523473
    {'hecke_orbit_code': 4503599761588231, 'n': 32, 'trace_an': 136407}
  • id: 19523474
    {'hecke_orbit_code': 4503599761588231, 'n': 33, 'trace_an': 33328}
  • id: 19523475
    {'hecke_orbit_code': 4503599761588231, 'n': 34, 'trace_an': -137898}
  • id: 19523476
    {'hecke_orbit_code': 4503599761588231, 'n': 35, 'trace_an': -113190}
  • id: 19523477
    {'hecke_orbit_code': 4503599761588231, 'n': 36, 'trace_an': 404477}
  • id: 19523478
    {'hecke_orbit_code': 4503599761588231, 'n': 37, 'trace_an': 367392}
  • id: 19523479
    {'hecke_orbit_code': 4503599761588231, 'n': 38, 'trace_an': 321870}
  • id: 19523480
    {'hecke_orbit_code': 4503599761588231, 'n': 39, 'trace_an': -643832}
  • id: 19523481
    {'hecke_orbit_code': 4503599761588231, 'n': 40, 'trace_an': -52800}
  • id: 19523482
    {'hecke_orbit_code': 4503599761588231, 'n': 41, 'trace_an': 734664}
  • id: 19523483
    {'hecke_orbit_code': 4503599761588231, 'n': 42, 'trace_an': 345058}
  • id: 19523484
    {'hecke_orbit_code': 4503599761588231, 'n': 43, 'trace_an': -480476}
  • id: 19523485
    {'hecke_orbit_code': 4503599761588231, 'n': 44, 'trace_an': 106872}
  • id: 19523486
    {'hecke_orbit_code': 4503599761588231, 'n': 45, 'trace_an': 1105810}
  • id: 19523487
    {'hecke_orbit_code': 4503599761588231, 'n': 46, 'trace_an': -10896}
  • id: 19523488
    {'hecke_orbit_code': 4503599761588231, 'n': 47, 'trace_an': -1089108}
  • id: 19523489
    {'hecke_orbit_code': 4503599761588231, 'n': 48, 'trace_an': -1538626}
  • id: 19523490
    {'hecke_orbit_code': 4503599761588231, 'n': 49, 'trace_an': 235298}
  • id: 19523491
    {'hecke_orbit_code': 4503599761588231, 'n': 50, 'trace_an': -1339425}
  • id: 19523492
    {'hecke_orbit_code': 4503599761588231, 'n': 51, 'trace_an': 210324}
  • id: 19523493
    {'hecke_orbit_code': 4503599761588231, 'n': 52, 'trace_an': -915068}
  • id: 19523494
    {'hecke_orbit_code': 4503599761588231, 'n': 53, 'trace_an': 2858844}
  • id: 19523495
    {'hecke_orbit_code': 4503599761588231, 'n': 54, 'trace_an': -2757700}
  • id: 19523496
    {'hecke_orbit_code': 4503599761588231, 'n': 55, 'trace_an': -32440}
  • id: 19523497
    {'hecke_orbit_code': 4503599761588231, 'n': 56, 'trace_an': 406455}
  • id: 19523498
    {'hecke_orbit_code': 4503599761588231, 'n': 57, 'trace_an': 799900}
  • id: 19523499
    {'hecke_orbit_code': 4503599761588231, 'n': 58, 'trace_an': 4025890}
  • id: 19523500
    {'hecke_orbit_code': 4503599761588231, 'n': 59, 'trace_an': 160170}
  • id: 19523501
    {'hecke_orbit_code': 4503599761588231, 'n': 60, 'trace_an': 3224480}
  • id: 19523502
    {'hecke_orbit_code': 4503599761588231, 'n': 61, 'trace_an': -864646}
  • id: 19523503
    {'hecke_orbit_code': 4503599761588231, 'n': 62, 'trace_an': -496956}
  • id: 19523504
    {'hecke_orbit_code': 4503599761588231, 'n': 63, 'trace_an': -608482}
  • id: 19523505
    {'hecke_orbit_code': 4503599761588231, 'n': 64, 'trace_an': -1421839}
  • id: 19523506
    {'hecke_orbit_code': 4503599761588231, 'n': 65, 'trace_an': -3396540}
  • id: 19523507
    {'hecke_orbit_code': 4503599761588231, 'n': 66, 'trace_an': 1077968}
  • id: 19523508
    {'hecke_orbit_code': 4503599761588231, 'n': 67, 'trace_an': -328648}
  • id: 19523509
    {'hecke_orbit_code': 4503599761588231, 'n': 68, 'trace_an': 285726}
  • id: 19523510
    {'hecke_orbit_code': 4503599761588231, 'n': 69, 'trace_an': -267552}
  • id: 19523511
    {'hecke_orbit_code': 4503599761588231, 'n': 70, 'trace_an': 1653260}
  • id: 19523512
    {'hecke_orbit_code': 4503599761588231, 'n': 71, 'trace_an': -7500216}
  • id: 19523513
    {'hecke_orbit_code': 4503599761588231, 'n': 72, 'trace_an': 1632135}
  • id: 19523514
    {'hecke_orbit_code': 4503599761588231, 'n': 73, 'trace_an': 4301244}
  • id: 19523515
    {'hecke_orbit_code': 4503599761588231, 'n': 74, 'trace_an': -12306438}
  • id: 19523516
    {'hecke_orbit_code': 4503599761588231, 'n': 75, 'trace_an': 102650}
  • id: 19523517
    {'hecke_orbit_code': 4503599761588231, 'n': 76, 'trace_an': 1856050}
  • id: 19523518
    {'hecke_orbit_code': 4503599761588231, 'n': 77, 'trace_an': -975492}
  • id: 19523519
    {'hecke_orbit_code': 4503599761588231, 'n': 78, 'trace_an': 17798648}
  • id: 19523520
    {'hecke_orbit_code': 4503599761588231, 'n': 79, 'trace_an': -6408440}
  • id: 19523521
    {'hecke_orbit_code': 4503599761588231, 'n': 80, 'trace_an': -5196720}
  • id: 19523522
    {'hecke_orbit_code': 4503599761588231, 'n': 81, 'trace_an': 3414142}
  • id: 19523523
    {'hecke_orbit_code': 4503599761588231, 'n': 82, 'trace_an': 9155174}
  • id: 19523524
    {'hecke_orbit_code': 4503599761588231, 'n': 83, 'trace_an': 11659074}
  • id: 19523525
    {'hecke_orbit_code': 4503599761588231, 'n': 84, 'trace_an': -3807986}
  • id: 19523526
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