Embedded newform data - 315.4.a.k.1.2

Formats: - HTML - YAML - JSON - 2026-03-10T23:07:46.467191

• 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': 5040, 'analytic_conductor': 18.585601651808293, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, -1], [5, 1], [7, 1]], 'atkin_lehner_string': '-++', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [315, 1, [281, 127, 136], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 2, 'field_disc': 8, 'field_disc_factorization': [[2, 3]], 'field_poly': [-2, 0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': True, 'field_poly_root_of_unity': 8, 'fricke_eigenval': -1, 'has_non_self_twist': 0, 'hecke_cutters': [[2, [-7, -2, 1]]], 'hecke_orbit': 11, 'hecke_orbit_code': 45035996340814139, 'hecke_ring_generator_nbound': 2, 'hecke_ring_index': 2, 'hecke_ring_index_factorization': [[2, 1]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '315.4.a.k', 'level': 315, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 5, 7], 'level_radical': 105, 'minimal_twist': '105.4.a.e', 'nf_label': '2.2.8.1', 'prim_orbit_index': 1, 'qexp_display': 'q+(1+\\beta )q^{2}+(1+2\\beta )q^{4}-5q^{5}-7q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '3.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '315.4.a', 'trace_display': [2, 0, -10, -14], 'trace_hash': 1174041046909414366, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.895', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.306', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.636', 'prec': 17}, {'__RealLiteral__': 0, 'data': '64.902', 'prec': 20}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 'traces': [2, 2, 0, 2, -10, 0, -14, 18, 0, -10, 16, 0, -76, -14, 0, -78, 124, 0, -96, -10, 0, -304, 16, 0, 50, -108, 0, -14, -188, 0, -120, -414, 0, 156, 70, 0, -132, -352, 0, -90, -100, 0, -536, -624, 0, 560, 928, 0, 98, 50, 0, -140, -884, 0, -80, -126, 0, 676, -104, 0, -468, 168, 0, 34, 380, 0, -1688, 188, 0, 70, 136, 0, 508, -1188, 0, -608, -112, 0, -432, 390, 0, -1380, 584, 0, -620, 456, 0, 1744, 1404, 0, 532, 1104, 0, 1600, 480, 0, -1188, 98, 0, 50, 164, 0, -1328, -524, 0, -1908, -1720, 0, 140, 1520, 0, 546, 260, 0, -80, 1540, 0, 3160, -868, 0, 3866, -1140, 0, 456, -250, 0, -368, 1394, 0, 540, 632, 0, 672, -1080, 0, 956, -3164, 0, 1808, 70, 0, 2536, 32, 0, 940, 5660, 0, -2244, -3580, 0, 912, 416, 0, 2128, 600, 0, -1020, -4144, 0, 2070, -112, 0, 600, -2660, 0, 1928, -96, 0, 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• mf_hecke_cc •

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

  
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[0.6562882848171446, 0.0], [0.0, 0.0], [0.6262330429592673, 0.0], [0.0592510335080711, 0.0], [0.0, 0.0], [-0.29189401703901807, 0.0], [1.8402643268876506, 0.0], [0.0, 0.0], [0.2613026449750959, 0.0], [-1.0602252543420287, 0.0], [0.0, 0.0], [0.9714453461011989, 0.0], [0.3788373013082015, 0.0], [0.0, 0.0], [0.4030624438730141, 0.0], [-0.8385070120692243, 0.0], [0.0, 0.0], [-0.24543809912963374, 0.0], [0.12225828170304609, 0.0], [0.0, 0.0], [1.3778506462347861, 0.0], [-1.9823201368382146, 0.0], [0.0, 0.0], [0.134678060230975, 0.0], [-2.530854503498163, 0.0], [0.0, 0.0], [0.01656039596287923, 0.0], [1.6536326748072232, 0.0], [0.0, 0.0], [1.2508626207080513, 0.0], [-0.10886927600634724, 0.0], [0.0, 0.0], [-1.4393047338469809, 0.0], [0.033806170189140665, 0.0], [0.0, 0.0], [-0.35330649748510284, 0.0], [1.2411357793953066, 0.0], [0.0, 0.0], [-0.6785369889002453, 0.0], [1.000887179690872, 0.0], [0.0, 0.0], [0.7094710582834651, 0.0], [-0.7480917936935771, 0.0], [0.0, 0.0], [0.6240012552745738, 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[-0.16085809156508096, 0.0], [1.3449401996955566, 0.0], [0.0, 0.0], [2.2639105620767963, 0.0], [0.5746712360102518, 0.0], [0.0, 0.0], [-1.171756443565654, 0.0], [0.6870661863454501, 0.0], [0.0, 0.0], [-0.6730732006821136, 0.0], [0.6642315935127641, 0.0], [0.0, 0.0], [-0.9938043846871754, 0.0], [-1.3203013137053885, 0.0], [0.0, 0.0], [0.5920053925483951, 0.0], [0.03360450495997406, 0.0], [0.0, 0.0], [-1.7393507031694595, 0.0], [-0.30482202133919006, 0.0], [0.0, 0.0], [0.08290828764946354, 0.0], [-0.1036244222253034, 0.0], [0.0, 0.0], [0.18198853424479242, 0.0], [0.6031274784402187, 0.0], [0.0, 0.0], [-0.946289768123879, 0.0], [0.6555572757331183, 0.0], [0.0, 0.0], [-0.9972274374627159, 0.0], [1.4153848265874476, 0.0], [0.0, 0.0], [-0.48978107852504515, 0.0], [-0.14994718168288382, 0.0], [0.0, 0.0], [-0.48113321630390443, 0.0], [-0.17550227876173105, 0.0], [0.0, 0.0], [0.2939341187954023, 0.0], [-0.42808956490096256, 0.0], [0.0, 0.0], [0.287282378757318, 0.0], [-2.16745935697956, 0.0], [0.0, 0.0], [0.8439541428732569, 0.0], [-1.5470589322601467, 0.0], [0.0, 0.0], [-0.6107810202660846, 0.0], [-0.05316135220776181, 0.0], [0.0, 0.0], [-1.4173324240148744, 0.0], [0.04986514684219952, 0.0], [0.0, 0.0], [0.4955092074713376, 0.0], [0.4913763670110882, 0.0], [0.0, 0.0], [0.8726848238473436, 0.0], [-0.31025632169968875, 0.0], [0.0, 0.0], [0.12133359395959355, 0.0], [0.06926251616579651, 0.0], [0.0, 0.0], [-0.42095627230849814, 0.0], [0.15126574252108646, 0.0], [0.0, 0.0], [-0.8225662450477309, 0.0], [2.316800414502671, 0.0], [0.0, 0.0], [0.020326075760600474, 0.0]], 'angles': [-0.1316881299083784, None, None, None, -0.36591957578718975, -0.3270989332194048, -0.16984198731753045, -0.3451770913621246, -0.17173384589710913, -0.2198918512763203, -0.2541906461877622, -0.344858424406044, -0.3381881327710151, -0.27626317084883145, -0.07017678790633877, -0.3995474361218551, -0.15167678127284717, -0.3103641795162224, -0.3671735723633684, -0.1825172680828399, -0.0582683626274473, -0.3566515842565259, -0.1930602678217627, -0.21316214455261637, -0.2890311894017718, -0.21581268488496883, -0.21057373524012704, -0.423544174430731, -0.21150270520221456, -0.23461824113311766, -0.0944611212386459, -0.31552656629548337, -0.4170479520728915, -0.3120446946476057, -0.25084902002477216, -0.35912782820074834, -0.47846750273054994, -0.19019037101377292, -0.2128444692998988, -0.27405619377844653, -0.28434455222091065, -0.14851007786139384, -0.282610866380564, -0.2231917131024591, -0.3434488858478185, -0.2770463110743456, -0.18859918709395213, -0.33051941540508806, -0.23513787917982285, -0.2374772045053256, -0.1002335430769903, -0.19097702645438705, -0.29754354475179995, -0.1223412741592611, -0.3471748168074328, -0.37351693365959626, -0.3348828049455817, -0.17943401441863377, -0.310488246953813, -0.3437902540711741, -0.38110133998782303, -0.38204518095494516, -0.21010385990235092, -0.3454162257458876, -0.2924877594217242, -0.4180826079377883, -0.38954632160591296, 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-0.13905399486004555, -0.32453180657379493, -0.30783832459079163, -0.1473568405086621, -0.3642490763529495, -0.23602184610088797, -0.22744554778336804, -0.43884734420255184, -0.2914526750584119, -0.3424928199974747, -0.2309845457766604, -0.3300205019807111, -0.23608719751831606, -0.161404029668882, -0.202838717402556, -0.300486037705728, -0.36708289549299117, -0.2741527642176581, -0.23419084389930797, -0.3486617955519274, -0.11615921201743945, -0.30415250293454105, -0.2375142125132896, -0.16844410918477995, -0.16949642617689972, -0.32585550835665084, -0.19371150345568894, -0.16772507465526112, -0.230669850804599, -0.37052498566392644, -0.20676596277123313, -0.36146603450321296, -0.2177560671172847, -0.1692782476829037, -0.3188540754886811, -0.26958070214903196, -0.4788222396794069, -0.278263559285783, -0.1665851333056918, -0.19228545431235264, -0.21093720099522253, -0.331491083764357, -0.2645563485516241, -0.22260997544687075, -0.17572569204541172, -0.3496251572501075, -0.19611876068196124, -0.24732571262045153, -0.2582498634560782, -0.28866662343473615, -0.2843319245382317, -0.39075527355904643, -0.24603144645947148, -0.24033864681632372, -0.317459622420769], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 2, 'dual_embedding_m': 2, 'embedding_index': 2, 'embedding_m': 2, 'embedding_root_imag': 0.0, 'embedding_root_real': 1.4142135623730951, 'hecke_orbit': 11, 'hecke_orbit_code': 45035996340814139, 'label': '315.4.a.k.1.2', 'level': 315, 'weight': 4}
• mf_newspaces •

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

  
  {'ALdims': [2, 4, 2, 4, 4, 5, 6, 3], 'ALdims_eis_new': [0, 0, 0, 0, 0, 0, 0, 0], 'ALdims_eis_old': [2, 2, 2, 2, 2, 2, 2, 2], 'ALdims_old': [18, 12, 12, 14, 13, 12, 11, 14], 'Nk2': 5040, 'analytic_conductor': 18.585601651808293, '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': [315, 1, [281, 127, 136], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 136, 'dim': 30, 'eis_dim': 16, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 67109179, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3], 'label': '315.4.a', 'level': 315, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 5, 7], 'level_radical': 105, 'mf_dim': 152, 'mf_new_dim': 30, 'num_forms': 16, 'plus_dim': 17, 'prim_orbit_index': 1, 'relative_dim': 30, 'sturm_bound': 192, 'trace_bound': 4, 'trace_display': [-2, 0, 0, 14], 'traces': [30, -2, 0, 98, 0, 0, 14, -54, 0, 60, 116, 0, 16, -70, 0, 466, 260, 0, 196, 0, 0, 36, -400, 0, 750, 468, 0, 70, -16, 0, -432, -54, 0, 608, -140, 0, -116, 748, 0, 600, -356, 0, -872, 1944, 0, -1064, 272, 0, 1470, -50, 0, 648, -1900, 0, 360, -546, 0, -928, 2276, 0, -1024, 1680, 0, 3178, -40, 0, -1456, 604, 0, 140, -40, 0, 1548, -2772, 0, 2228, -1568, 0, 564, 3200, 0, -6516, 484, 0, 940, -1728, 0, -1024, 4236, 0, 1092, -4896, 0, -2356, -500, 0, 124, -98, 0, 2450, -4208, 0, -1504, -5488, 0, 620, -6632, 0, -1608, 1780, 0, -98, 4732, 0, 1120, 3260, 0, 1812, 616, 0, 138, -1992, 0, -11768, 0, 0, -2720, 7042, 0, 920, 868, 0, -140, -1872, 0, 6812, -3460, 0, -3836, -1400, 0, -7536, -104, 0, -2040, 4732, 0, 5260, -932, 0, 2492, 2740, 0, 2492, -1520, 0, 8408, -2732, 0, 5360, 2128, 0, 10384, -13132, 0, 9596, 7920, 0, -5626, 1620, 0, -24528, 9760, 0, 350, 21360, 0, 12452, 1616, 0, 2480, 4956, 0, -29840, 40, 0, -16840, 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• mf_twists_cc •

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

  
  
  • id: 47131482
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 45035996340814139, 'source_is_minimal': False, 'source_label': '315.4.a.k.1.2', 'source_level': 315, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 45035996340814139, 'target_is_minimal': False, 'target_label': '315.4.a.k.1.2', 'target_level': 315, 'twist_class_label': '105.4.a.e.1.1', 'twist_class_level': 105, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 4}
  • id: 47131483
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 45035996340814139, 'source_is_minimal': False, 'source_label': '315.4.a.k.1.2', 'source_level': 315, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 18014398576590953, 'target_is_minimal': True, 'target_label': '105.4.a.e.1.1', 'target_level': 105, 'twist_class_label': '105.4.a.e.1.1', 'twist_class_level': 105, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 4}
  • id: 47131484
    {'conductor': 5, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 45035996340814139, 'source_is_minimal': False, 'source_label': '315.4.a.k.1.2', 'source_level': 315, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 72057594105038375, 'target_is_minimal': False, 'target_label': '1575.4.a.q.1.1', 'target_level': 1575, 'twist_class_label': '105.4.a.e.1.1', 'twist_class_level': 105, 'twisting_char_label': '5.4', 'twisting_conrey_index': 4, 'weight': 4}
  • id: 47131485
    {'conductor': 7, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 45035996340814139, 'source_is_minimal': False, 'source_label': '315.4.a.k.1.2', 'source_level': 315, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 121597190006114461, 'target_is_minimal': False, 'target_label': '2205.4.a.bb.1.2', 'target_level': 2205, 'twist_class_label': '105.4.a.e.1.1', 'twist_class_level': 105, 'twisting_char_label': '7.6', 'twisting_conrey_index': 6, 'weight': 4}
  • id: 47131486
    {'conductor': 12, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 45035996340814139, 'source_is_minimal': False, 'source_label': '315.4.a.k.1.2', 'source_level': 315, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 180143985161930384, 'target_is_minimal': False, 'target_label': '1680.4.a.bo.1.1', 'target_level': 1680, 'twist_class_label': '105.4.a.e.1.1', 'twist_class_level': 105, 'twisting_char_label': '12.11', 'twisting_conrey_index': 11, 'weight': 4}
  • id: 47131487
    {'conductor': 15, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 45035996340814139, 'source_is_minimal': False, 'source_label': '315.4.a.k.1.2', 'source_level': 315, 'target_conrey_index': 274, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 49539802126615053, 'target_is_minimal': False, 'target_label': '525.4.d.l.274.1', 'target_level': 525, 'twist_class_label': '105.4.a.e.1.1', 'twist_class_level': 105, 'twisting_char_label': '15.2', 'twisting_conrey_index': 2, 'weight': 4}
  • id: 47131488
    {'conductor': 15, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 45035996340814139, 'source_is_minimal': False, 'source_label': '315.4.a.k.1.2', 'source_level': 315, 'target_conrey_index': 274, 'target_dim': 4, 'target_embedding_index': 4, 'target_hecke_orbit_code': 49539802126615053, 'target_is_minimal': False, 'target_label': '525.4.d.l.274.4', 'target_level': 525, 'twist_class_label': '105.4.a.e.1.1', 'twist_class_level': 105, 'twisting_char_label': '15.8', 'twisting_conrey_index': 8, 'weight': 4}
  • id: 47131489
    {'conductor': 15, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 45035996340814139, 'source_is_minimal': False, 'source_label': '315.4.a.k.1.2', 'source_level': 315, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 49539595968184845, 'target_is_minimal': False, 'target_label': '525.4.a.l.1.2', 'target_level': 525, 'twist_class_label': '105.4.a.e.1.1', 'twist_class_level': 105, 'twisting_char_label': '15.14', 'twisting_conrey_index': 14, 'weight': 4}
  • id: 47131490
    {'conductor': 21, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 45035996340814139, 'source_is_minimal': False, 'source_label': '315.4.a.k.1.2', 'source_level': 315, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 63050394850296543, 'target_is_minimal': False, 'target_label': '735.4.a.o.1.1', 'target_level': 735, 'twist_class_label': '105.4.a.e.1.1', 'twist_class_level': 105, 'twisting_char_label': '21.20', 'twisting_conrey_index': 20, 'weight': 4}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 694175
    {'charpoly_factorization': [[[-7, -2, 1], 1]], 'hecke_orbit_code': 45035996340814139, 'p': 2}
  • id: 694176
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 45035996340814139, 'p': 3}
  • id: 694177
    {'charpoly_factorization': [[[5, 1], 2]], 'hecke_orbit_code': 45035996340814139, 'p': 5}
  • id: 694178
    {'charpoly_factorization': [[[7, 1], 2]], 'hecke_orbit_code': 45035996340814139, 'p': 7}
  • id: 694179
    {'charpoly_factorization': [[[-3136, -16, 1], 1]], 'hecke_orbit_code': 45035996340814139, 'p': 11}
  • id: 694180
    {'charpoly_factorization': [[[1412, 76, 1], 1]], 'hecke_orbit_code': 45035996340814139, 'p': 13}
  • id: 694181
    {'charpoly_factorization': [[[3812, -124, 1], 1]], 'hecke_orbit_code': 45035996340814139, 'p': 17}
  • id: 694182
    {'charpoly_factorization': [[[256, 96, 1], 1]], 'hecke_orbit_code': 45035996340814139, 'p': 19}
  • id: 694183
    {'charpoly_factorization': [[[-9184, -16, 1], 1]], 'hecke_orbit_code': 45035996340814139, 'p': 23}
  • id: 694184
    {'charpoly_factorization': [[[-14492, 188, 1], 1]], 'hecke_orbit_code': 45035996340814139, 'p': 29}
  • id: 694185
    {'charpoly_factorization': [[[1008, 120, 1], 1]], 'hecke_orbit_code': 45035996340814139, 'p': 31}
  • id: 694186
    {'charpoly_factorization': [[[-30492, 132, 1], 1]], 'hecke_orbit_code': 45035996340814139, 'p': 37}
  • id: 694187
    {'charpoly_factorization': [[[-48700, 100, 1], 1]], 'hecke_orbit_code': 45035996340814139, 'p': 41}
  • id: 694188
    {'charpoly_factorization': [[[41072, 536, 1], 1]], 'hecke_orbit_code': 45035996340814139, 'p': 43}
  • id: 694189
    {'charpoly_factorization': [[[201184, -928, 1], 1]], 'hecke_orbit_code': 45035996340814139, 'p': 47}
  • id: 694190
    {'charpoly_factorization': [[[162596, 884, 1], 1]], 'hecke_orbit_code': 45035996340814139, 'p': 53}
  • id: 694191
    {'charpoly_factorization': [[[-330224, 104, 1], 1]], 'hecke_orbit_code': 45035996340814139, 'p': 59}
  • id: 694192
    {'charpoly_factorization': [[[40644, 468, 1], 1]], 'hecke_orbit_code': 45035996340814139, 'p': 61}
  • id: 694193
    {'charpoly_factorization': [[[700784, 1688, 1], 1]], 'hecke_orbit_code': 45035996340814139, 'p': 67}
  • id: 694194
    {'charpoly_factorization': [[[-175376, -136, 1], 1]], 'hecke_orbit_code': 45035996340814139, 'p': 71}
  • id: 694195
    {'charpoly_factorization': [[[-764956, -508, 1], 1]], 'hecke_orbit_code': 45035996340814139, 'p': 73}
  • id: 694196
    {'charpoly_factorization': [[[-383936, 432, 1], 1]], 'hecke_orbit_code': 45035996340814139, 'p': 79}
  • id: 694197
    {'charpoly_factorization': [[[28816, -584, 1], 1]], 'hecke_orbit_code': 45035996340814139, 'p': 83}
  • id: 694198
    {'charpoly_factorization': [[[392452, -1404, 1], 1]], 'hecke_orbit_code': 45035996340814139, 'p': 89}
  • id: 694199
    {'charpoly_factorization': [[[335908, 1188, 1], 1]], 'hecke_orbit_code': 45035996340814139, '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': 11, 'label': '315.4.a.k', 'level': 315, 'portrait': 'data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAALgAAAC4CAYAAABQMybHAAAABGdBTUEAALGPC/xhBQAAACBjSFJNAAB6JgAAgIQAAPoAAACA6AAAdTAAAOpgAAA6mAAAF3CculE8AAAABmJLR0QA/wD/AP+gvaeTAAAACXBIWXMAAA9hAAAPYQGoP6dpAAAAB3RJTUUH5AsHEwQ7YAHLlQAAABBjYU52AAAA1wAAANcAAAAQAAAADnCbpecAAIAASURBVHja7P13oG3XWd4L/8YYs6y6+z696UhHvVrdtuResA2WsQ04BgIEE0JIcsklAcKFkFwI4C+EhAQSMOACxtgY44K7bMuSrN6lI53e2+57rz7bGPePMdtae8skuc5nTO6C5bXWPjpnzzXnM5/xvM9bhuD/e3zLHh//zH1IKTY/e+jUuEmM2Tbt4rmSx493uPPaKXHblY2le59I2Da9PH3jFWfN04e2U/Ekm6d7NOqJ0HLfGpi56W13AGwFVoG+EOLb/dW+Yx/Ot/sAvlMeR05cALhI62SzQeheP+QvP/FX7Nt2jj1bl6koj2NnPhGtmJf8Sr+78hZHmOjsBY/NU4KoN6CzFntnzy7+0emzApEM/sHpsW54fm6RrdNwahAy1kjcQXzir3/ngwd+5fkznxT/8d/8+G/OnT3+F5X46ce7aweVwQchpJLuHHC82tj27T4l3xGP/48aXuTx/OEFjKhMuPr4nf3Vp1FSRmdXJn6mM5Cvk8IQRjFPPPEUjeoql2xrsdpRnJ6vgg6Io5jJpuHgaY+rLko4vyCZHItp1n2OnndIdMRMQ3BuKeLqvZrDpyVTYxrP86hUHI4vSFa7cOmmmH27JrnsimsxuDgKeqHz5QPHB7+d6MR91R1Xc8me7fdCsCrEpm/3Kftb+fj/AJ4+VlYWAd5QbwQXnzjR0f/mP31Mv/uNzYs6g00/3+sco1HxOH76Au32EmHksNKTJMaj4hqavmG+HXP4/IBtUxXGqwolImbGPPbtVPQGIGTA2QWHQQjnlgQKj34QcfFOw+bJLhJJvRayZbbDwZNTLK9WqVcSfCeiN9C0uoowjpmYnKHe2IZyAq6+9CKeOrD4G7dfduH4tkv+vozEuNw2q44awxfHxma+3af0b8Xjf3uAH9x/H1KIO5dXo9c/dXjpHVftXbgs7Lr84ScOc9vVqywuuJxa6LF9RlHzYWZcc3bFR0mDFJqtEwmn5ivUa4bHjwb0AkHFg6U1uGjGoVb12TwTc+fVbZ4/PsbjBwQvnIq5/aqEbdOael2wc/Mqi6uKig/9wPDkwWkaVcmxeY8tkwOkAE8lXFhWjNVjJAnbNkUsLjXoG82rrqtzYuVKqo2EO68fO3h2cdPHg0h+SQjufdMbXvHtPsXf1sf/dgDvdlpUq/7k+QuL/+6/vP9L3tGzzyc//b3+S5aXx2/808/Ns3X2JK++vsZXHp2gn6zxuhsd7n+6wt4dfbp9l/MriiAS+E7MFTsSNk0GLHckTx8bI4oF+7YNmO8ortnb5/AJl/bAIQzg5iu6HDpTo1kNOXDW4dZLJWEU0B44PH1Scv3uhFbH5eLtIWEkefa4YKlTYcsEXLazg+dIwggurLh0gphLtrp8/SnDq2/qEvTH+dxDPV550yrXX7yThw9uY7HXe/yH3jD/xLbZ61Rzy5vDam36XyVJsDI5OfbtvgT/f338nQ8yjx47iec54sOf+AZvvrOlvPjTv3fyYPXSh56Yf/m502fV3GKbQ8dPs6Uxzo6pOk8enebO61d4yWWGLz7a4LGjPXZvMZxfcNg6a+idM0TGEEQuZxYlm6YChDDs2x7wwnEH3+uzd4vH3KLLRFNw6xURzxzRPHusSS/qsGtzyLXuGOeW4OnDVS7dFbNzGo7NC6p+BEJx+KyDIUKakB0zhkYVlAhxlUurDztmFSfPC268vMNErc6XnxOMjUfcflWTJ/bD/U8cY+fOzo06EDc+9/xJTt33V4ms7biiE8tDf/DhP/mp112vkvEtr8Lo2EzP7vx2X6L/pY+/kwDvts8hpZLhoF35/Md/ObjxNb/8s0mS/NDP/vbp6Fd/7MDlNTlR6a7WmKhA0FM8eVjyQ6/tcvXFDc4vV7j7cZ/vffka1+2d4qtPeVy8o8fm8QYnz8fcfFnIwTMe4/UIkOw/WWPrpGZ51eGB5xMeOALX7DJcsUOy0hHc/4LkVVdFjNcVq50GZy44rLUNyg354TeucmquyVpHcMOlA665eBGXCeaWZjizCFfs1vRDyYk5n4maw4Gzkkt3QKcjuXTXEnu2VvjqYx4nl/u8/U7N/NIEB05CO0y4/pIQE4/xwtEBzx49qA7MnXjFxFTr1v/2f/g3J/pmNxgEf3LHW37+3z/17BF/anJsEMex3rvn754z83dKohgTA0rCwnh/9ehtvYH3vkOHjsf3Pnhk6vHnLjSfPRMzO7vEv353gI638fThGk8fijg81+f1t7d42eV1njk0zr3PhoxPdXnbSyXPHWxw//4+l++N2T5ZBdNHOAJXOhy94DDbTGgFhkYl4NRCwvNnEhpqgtfd1GV1rcEjLxiu2iO4ZGdCEgtOL7okieaS7YIrL4p45HnBSrfHa2+UVOvnOXSywckLE9R8QafnMj0Wc+yCh+cEKKkw2mHH5hWu3KW476kJHj8e8dY7W2yqj3PfkxWeOtHj1utWefNNHkdOzfD0Ic3TxyJ6ssMv/eA8u6ZmOHxmlsX25rbX2LO8a8/FThCb9+zcffFD+3aPr7W76E0Tf3dg8XeGwU+dXeH46dXdyyuHtl+2O/q46n167OzhoH76mCIJfSYagp0T8OzJSe57/gJvu22NHZtcWh2Hdt/n41+tM9Voc80+h0FY5xv7DZ98oMfbX96iUmnw5BGXrVNdppoeZ+Yd2v2EXq9PfZNLpB0m64qtE5I7rurz1JEYRwp8L8avxTx+XFFvuGyfDgli2DYF11+6SKvnEMQTRNrhuZOSZw7vwlcVfC/BGQ/oBzDW7LMHaHc9ziwkTI33mBlr8KVHPJ47HXLXK7psH2/ywDMVnj0x4Iq9q7zrlQmHT05w7Kzg7ELMXEvz5le0uWpXjYPHx7iwKDh+9kLzyJkTzYX+Y9QnJ/7ip3/41S0RJO+44pKLz+po6aR0p7/dl/Rb8viOB7gxBuDST3/u61tj4/3+c4eeueSL8efV2+9YoVHZynhzlulx6PYdBoGmPYAPfWmKrVPL3LbPoTeYJohc+mGNR14ICaNVrtkHvlfj0YOKT9zX4qrda7z8mjpHzjRZXBtQ9WJmJjT7tikuLCtWWpJ2J6FRDfA9l+0zISfmXBzZ566XOjxxyOXyXWuMj7f53JM12n2f6bE6Tx72uOKiDlNjLicXBNtmXCqViIlKgutIpBQ8fmCSsXqPqhdw8Q6FJ6t841lDrbbG218BDXecrz3mcfBsn2suW+H6vXDm/GYOHHc5eT7i+bOGG69e4UdeG3N2bgvnlyosrAhWWgndgeDw+R6VpWP1h+9/qL7zDa+6d2UxPtLpmH9ojDkPHPpOz6J+xwK8tbaM4ziXHDqw/9q1dvefHT9+/M6773+eZ451WOtv5fBJwc+9q8vmqQadnktv4DEIXPqhoXu+yuceqXP7Vctcv0+BmcAYl6ePTvCBQ13e/qo2t10eMT1e5/EDE3z5kQFbpgdctkswO+Zw7LxLbxDR7UGrK3Acw7bpBJREypB+T3JhtQK6yuxYyMXbejzwrE9AzNteFpGENY6elcxMOGybEmgds7jq0B4E9COPTtdjx3TAVHOAUhLHEUSRw7GzMDPR49ZrYrZOOBw+NcY3DsL5lQ43XtPhB16RcOb8Zp465HPoVMxTxxMi0eHNNw8Y9Kc5M19jblmyuBqx0k44tyqp1nr80g+2+d6XSi4sPKyef/LMZaJy7T1L7Ufvdd3Kf1pdXXsmjuMjMzPfmYyuvt0H8D/z6LVOUqu6u+fPH/gPJ04c/Nf33ffQ7gOHjhIGIRVXEWqH50+7bN/c4vYrYsLIJ04ctFEYI3DRnJrzOLmk2b21zeYJqPkVKq6DwuHpY4q5tQHNZsiVezSXbvfpdCucXRR4TkRkFOdXXc4vatqhwHEcNo3HzK9qTl7wmGhIBA6zkxErHcPVuwdIWePCco1923wOn/I5s2S4YnfA/Iokil36oeLSHRFCGDo9yabxmJnJgNnJEFdCq6fwfdi3XbC62uCrT1Q5cn7A5GSLV76kz62X+hw7PcvThzyePx5zfDGkMd7ix97Q5cpdY5y6MM7pOZfziwnzyxGnl+DIouaul8/zY2/UrLWmubA0zoVFwcHDc+w/cGL3Siv6/k4/2TU5PfvQT/zkT6/97n/+7W/3pf8ffnxHrT+Hjh7AUJ1x9Ol/VokevXpuYXDX8wfPcmGpyuKaYGk1ZHEtZn4NTq4KZmbW+IXvW+KWfQ1OnJ/i9FyNswuK8wsJp+ciji9qnFqXt7+8y5tv9jg9N8WBEz5Hz2oOnI5I5IAdsyG3X63ZNSs5PVfnzLxkpa0ZxBopYaIBM2MxK22Hdlcx0QxxhMNEM6HiRzxywOeizZqZiZgLS1VcpTm3rJmdMFy0JeThAz6ep5hqgFIR03VY7QqWu4LZpmayGSElBKFipe1wat7h9GLMrs0Dbrs6ZvuMA0mNgydqHDtreOFUwqnlgDe8dJXvfXlAVU1w8sIEJ887nF9IOL8UcXrBcGjRcPNVi/z897XYPD7O+YUJ5lcqzK+4LKwI5pYCzsz12bTtYlRt6pM/+s6rn7vpmk3/abUVLM7OXPHthsJ/9+M7hsF//b98hgNHes39hw791+Wlr//kxdOHrlheXkHrCto4JFqhtcAYg8CgDJyYr/D4UcG+7S2u2KUBF1BI6eAoia8MC0suB88qBrrPZbva7N2mmZlw2Dzh4Qmf5ZbPmTnBiQuCZ0/CyQshi6sBrU7CIHKpeB4zDcO22QghEvqBw+7NEa4yRFoQJR7LbUk/cPEcgTCamXHN9FjCStun3RcMYpfVnmDzmGa5pTk9r6i4HpsnYftMyKapAbNTAZunArZvMuzcrLh8h0tV1TlxusnD+z2ePBzz7KmIRHV408ta3HW7oaqmOHxqnBPnHc4tJMwtRZxeNBxZMtx41SL/+t2r7Jge49zCBAurVZbWXJZaVp+vdWM6A8nBE8s8d7x1+dbJIy/fNdnbPeEFX/qZn35H+N7/+NFvNyT+ux5/qxl8canN9FQfrZ1fP3T40O2DhQ/KUxf6ty+3Tjt33e5zen6WpdU6i6sVFlYdltYEK2sJK62I5VbChTU4viyYnV7jV35omZv21TgzP8n5hTrnlxzmlw1zSzFnFxMWOjHjkwNeenWXWy4DT1bxlc/8SoULSw5zK4JeAHGsqXiaeiVhYixGA6fmYtpd2LXJpV4NMEaA8Oj2NTs3ByyvOWCsFFnrQhCDwbDSCtk269LpK4QyCB3QrLjs3DJgrSc4dd4h0Q5TTUmjIvBdiGNBL5DMrUguLBvmV2N8fwBuzK1XdLn9SsFMs8ryapMz8z7nl2B+KWZ+JebcChxbNrzkiiX+zQ+tsmW8yem5SeaXqyyueSytSZZWE1baEcutmKUWXGhLTi7GvOnW0zTHdsetfv3BX/7pt+upmcsfPL/ML9x8qcDxmt9uqLzo429tkPnL//GvmJlucvL00q898uhXf+b9n3rCl6rFzfsWeOnVMZ4vaFT7hKFDGEnCWJBoB2MUBjAAIkFKw/GlCf7NhwW/9mPzXL8npFGdpF5t0Kz5NGou403F/LJibtXhqw9V+PwDMZfs6HHZRTErq30u3xHwA6/XRLFCYPjrhysstCpUk4CTFxTdboNrLk5YaMccOOSyb4fkyHm49VJodSDUDr4TMl2Hw+eq1KoRvooZawjWOnDz5R2OnfXZt0tz4nzA88fsv+fuGHBs3jDWCFhph3z2qzWMUCRJwp3X9bjtesPcmsv1ewfs3eoSR016/SoHjleYWxIsriYsrMbMr2hOrwjmuyHX7Vvml/9el9nmBKcujDO/kjL3mmSlldDqRrS7Ce2eoTWQLAeCREesdQz7dh5yvvsW/45wvsPptVfddvstr9SON/OLCyc+xOyeH/52Q2bDx99KBv+zP/8E7/qereqXfvf4Lx85Mf+LR4+eUAutmMW+QEcDLr9omd/+ySWuv7jK3PIky2t1llsVVloeyy2H1Q6sthJW2zErHctEZ1YFTnXAbVeu8H13hOyZrbPWbbKwUmVxxUuXZisRVjuadl/TDgy9QcxUM2LnJg0IfNdwdsFFSJ9ds4o9Ww1bZ3vMrwY8c6TBDZcYatVV9h+dpFEPCUOXqQlNfwCX7xzwZ/eMc+mOmCAwTI9JoqRPo+Lz/MkBVbfOdftinj0eMr/ssW3KZ88W2Lk5RKmIs0vguQYhDLs2xUw0JJ2+T7fn0u65rLQVK2uw3NKstBKWWglzLVgeJOzc1uX77lzitsscKm6TC0tNllYrLK05rLQFqy3NWidipZOw2jEsd+BCR7HQirjlsgu89ycXuXK3R6fXYLVVYxA1mZjemSh/66997J43/duXX/1I8tI73/rths66x98qgM+dfQG/UqkuLZ7bee8DB9/55P5zv/rU82eItWIQC9YGksWBYK0XcuPF8/zWT65w7UVVFlYmWF6rs9rxWWl5rLQdVtuw1tGsdWLWOjErbcN8S3C+a0B0uetlLd54k+aiLRXCsMZqq8Ja16PVUax2BZ2eYBAYwtiQJKCkwXeh6hvGm4bZyQjHHXDsQshzR310XOf1N4c47hpPHBhj9xb4wqMxL7vKZ6HVp+Io4iRicgLiyMVxY5aXa7z0+jZfeKjBni3w+JEAlxqvu0kTiz7PHUs4cbaCIz02TThM1AVVX+B5AiUg1hBGhkEInZ5hravp9DRrPc1y19BPEnZt7/HGW1rcdXsIusHy2hgLK1WWW649Ty1Y6yS0ujFrnYTVrma1KzjfUSy2Y27cN897f3KBq3f7rHaadLpVOn2ffuDQH0AkdhPorf9XbeKSv7jooh2nB/1+/4br/vYEoX9rAH70yFHGJjZ5588e/JGzp4/83uNPPitOne3KtW5Cd2DsMxC0BoLFgWSpG3LTJQv85o+vcMPFPktr4yytNVht+6x1PFY7DmsdwVrH0O4mrHViWl3Natew0BFcaGkmxnu85iUdbr0sZtcmRbPq0u5U8F0JKMJYorVAG+gNAKGZaAw4cs6gTcjdj9cJelUu3uZx29U9Ir3GfU+Oc90lLkfmurRWm9xydY+vPuGzadJw4JThH7+1zYGTPpsmJV95UnHb5YqVXpvjZya5bl/Ifc/1iYMat17hsXfHgH7c5ctPKEgEx846NGsOjoBeX6KNINGGKAakxvE0ra6h3ojYsSXg9st7vOaGmKl6hfmVMZbXqqy27blZbQtaXWh1YlrdmFY3odUzrHQlFzqCpU7MLZct8Gs/vsi1F/kst8Zod6t0+z7dvkd3YF2j5ZZiuePriy+5ylx+2SU/ddWVl37gwtxCuHfvxd9uSAF/SwBuTCB10nvzoWc+c/HR0+57H370cTdJBP3A0OnFdPoJvRGQLw0kc62YWy9b4Dd+fInrL3ZZa4+xuNag1amw1vFY6zq0OopWDzpdQ7sX0+4mdPuaVs+w2BUsdiFKAq65pM/myYRuz/CGWwJ2b9bEicSRhjCCe5+pcHqhwpaJmP3HKqBrXLZdcf2lGr/S44kjPRaX6ly5u05zfJWHnnW58ZIKy701VlebbN5sePSA4u+9sstjBxy2z7osdVusrkxy/eU9HtqfMFkd58qLuyy0Wjz6wjhVp85LLjXs2zkA2eWZE4LZyYj5xYj7nnEZRAopIdGG3VtCXnNLSKer2Dqhuf4SCMMaK60aKy2fta5Lu6dodSXtLrR7Ce1uQqeX0O5p1nqw0hecawlag4Db9i3yf//4Ki/Z57GwPE4rBXen59LtO3QHinZPpv9eQhglXHPtS6LzK+pf/tAPvOnoWKP22Wbd1d9ubH3bg8yT53qcPj/4oUp8/2/3Wy9MLl2ImB5X9AYCIYy1/QQoqe1TGZQER2qUcHjsyCZ+/o9c3nr7Cj/wyhX2bA2ZW27ie1WqvkfNd6lXHTpVSaPvMlZ36A0Suv2ETYG2N9HAZ2WxwtkzhjDWnJuL8X0DCDxlcKSg11cIXOKew7W7BXu3GnZu6xEkHb74mOLg0Qlee4PP9Zev8qEvGjxRY/e2Hs8+pNg2rphu9qioKmHkstCBesVh+ybB0wdDrt9X5Y7rlvjg5/p4boNX32xw/R5fezTkC4/UeeFElYu21ti9JWFmImTPdMRVuxOU0jjKhtQ132dm3CeMXDo9j/1HXLoDh15f0R1Iun0sQfTsd+/0E7p9Q7tvWOvDYk8xt6qpN1v89BsW+Z7bAq7ZU+PCYtOCu+fRGbh0exbc3b6k0xf0+oYgNHT7mi9+5RG3Y6Z+e3LrlpW//9Ybf8aY3geFqP3vC/DVVg8Q/+Dg/kd+Xa99ftIkfcbrY+hEIITELjAOQgiESJAZ0IVBSYMrDb6SPHt0mqeO1DhyfoG33t7l9isGjDearLRq1NsVmn2Pbs+hk17s/sChFzgMAsMg1ISRIYoMcWKfYexhNEglcB1BxROMNwQTDdg8rdm+qcf0RIsvPQH3P+Ui9RivvcHl2ss6PPBCRDhoctu1gla/z8JynVv3aabHe1Qdn0GsWGxHKC24dp9DrRHw5KEKL79+jFuu6fDkIQVmjBuu8PixN63w1adDvvJYnQOnK+ycUWyerDLRqDHWgKoPrmNveG3gwAlBkgiiWBDGEETY7xgk9APNIND0BppeoOn2oR3AYley0IFA93nVdSu8+fYW73q1Jo6bzC3VafcqdPsenb6TMrekN5B0U3B3Bwm9fkKnr1nrJpxevMBHP/GlyYuno//fa175UkfH7T+SzrfPRvy2AbzdbuM68se+9o0v/bpq3z075vcxeFQ8Ta2aoA2ABbkQKgU3KCVy5nKVwVWaqiNY6lX56D3b+dpTbV521RrvftUaV+3pMjVeY3mtRqfv0+u7KbCVfYaCIJJEsSCO7VJva7dsUOk4UPGgVtVMNiK2zfaI6XLkXMTH7qtw/Eydcb/KjVc43Hp1m0cPt7j74SY3X1Jh55Yef3aPQAmfZiNirRugDSgBM80e7Y6Hjqu8+WULfPQLNfbOV3jjzT3CaJn7npsiSircdMUsb7yxzSU7WnztyR7PnqnxzAmP7ZOSyaag5gs8196EUoAQBm1Aa0MUpzdrZAgieyMPQuiH0BkIVgPBSgeEM+C6S9d492vWeNkVCVPNCmvtOmudqtXa/WwlyMAt6AWC3sDQ7yf0BtnTEMZQ8xyW59f4/Q9/aXZirPPrl172RrOysvbHk5Pj/3sA/Fd/60/4xX9+jqUzf/zD7QHv3ewcmPanl9G6Qi/QeF5CNZYkWmAMCCRCCKRUSCVQMsGRAkdqXEfjOQbPNVRdwepAsbw2wV98vc4j+7vcds0a7371GtftbTGVVIljn96gQrfv0g8cwkgRxZI4sb9PG4HAIIXB9zS1SozvhXhuwLnlgM89Ljl61uPE2QmU9tm7xePyPYobLmuj/EWeO9Zg23iNKy+CzTOrrLSbXLVNEmvDlx7zCXqS8XrM624a8Nn7Ik7PNbj0YpcLawOeP+6yY9ME1+xZ5IFnOzz0vCAIPS7bM8llO3wu297h2IUVjp6Dxw7WOHK8Ts0R+I6k7hsqLkhp1zxj7M0aJxDGECaCbiBoDwTtCEIdo82Al1zS5t2vafOyqxK2THoMgibLrSqdnk8vDSR7A0VvoOgPBL2BpB/YvtF+kNAfJPY1XwmtszOIFQ893+Nn//2jszdet/re8TEZ/8DPf+BDv/QOw1U3/ejfXYD/9af/ire85z5q/k3vevSFY7/Taj87/n++o82Vu33avdSxSOzTgttBCBBSoqRASYWjBI6T4DgC1xV4jsZzDRXXUPMSxiuCTuCy2p7gE/c3ueeZAZsmerzzzhaX7Rgw6He5co9hx2ZFELkkiSLREpOBW2pcJ+HUvOHEnGCtr/nMAzXOLU1gQpeJimLrlMOuzQ4XbYMr97bRcon3fbbOysoYN1/mcOXeFl97RiBil9kJSb0W04s8pJFgJMrxaA0E8yuCK0yNO2/o8OCTVbZOe9x85SQ/+qYlPvCFDo8dqtMduCyvNdiztcqlW3rctK/D217e4fzKCp95wGe553Pqgsu5cx6uEkgpEQi0MSQaIm1IYs3EVMTVV/QIgojLdgS8/c6A2THFZMMniipcWKzQ63v0ArvK9QfKPkPL2v1AMAiwK0FggT1IY5heoOmH0I8EvVjQjgRLA5fZ4Cy37tk/ffH2q37nTTdcFV1546Mf+cuPf5y3v+Mdf/cAfviZ3+eSa54Q93/khnc8f3DuD7tL87UH9k9wx1Utrr+kQ60i0NpaX9oIUqWAEA5SgpISRwlcJ3u1QPQcgedqKq6hGhlqoWGskjBRFfRCSSesc+Jsnd/8yCToGBHH3HB1jz2bQ+IYtNEYY5M4UgikEjiux6HTHgeOVqhXHBqeZLommJmSzE46bJ1R7NqScOmuNRKxzH/+ZJNTp8e5eZ/LZbsT+nGHh5/zGa+6TI0ZxhshtaqVQlpLWgPFStew3Epodau89Mo1Hj/Q4+BpxXizwk1XjPPjb17mdz8FTx6t0+0b1joO8ytNNk/XmJ0YsGtqwM++o0ez1uLZE3DojMR1DUoZhNCAsf9vII5h9+aE266KSSKXKPYxpsYgdJlb8ugHdkUbhCqXb/1QMAgEg9CydhBaLR+EOpU7mkFg6Ifasnoo6EWCbmjlD7rPq65d5pXXOHzl4c74fGfhDx/af3P8hXbz4//u9z5s/tVPvfvvDsC/9198hH0/dpH6nX8c3XXz7uc+dMnm1crrb5WcWwmQUuN5ARqXOJapBhYISHW3QSkHRxrctDbaUQLPVXiuJAg1fpgQRIZqpAkiTRgamjEEkSaIIYwFg0gSJD5RUuHg0TrPHITEGCy0rTZ2JXjK1nw0fLhyCzSrMFaXTDQUU+MOs5Owc3PAlpk1IrPCf/7kGMeOj3H9RYqLtkv2bl/l68/HzC+PccMeyURTU/H6+NLHKEGcSIQxxEnIarfC/LLL9ZdVuXZfhweerLBpQlCrNLh+n+an71rmdz6lef5cg7WuZq2jWFx1mB6vM9GsMtEco1mLmKlH7Lo+xHdjXCdGqQQpLEUY7E0VRYqFRYcoVkSxIowUQZS+hpIgkgShZBBKglDYADUUBKEhCO15DQJ7ni3IbYKpH6XgDgWdQLAaSbpxjB/1ETrk6AXF3U8Knj18rHb1ta0P/bM3z+vXvlJ+8hd+5LcSUfs/v/MB/vg3PsYVuyrqz6898vZP3LfywaXz+ytvu13xrssiEhXiOjFaRFT9AUksc2deCIOQBiktKzlS4TgK15F4rrAXwRUEniKMLNCjyBDGiXVF4tIzgTgxJIkm0Vi9rcnBLdIA1pHguuA7goovqPmSek0xVpNMjAlmJ2N2be7RqK/xyQdD7ntukrWlJlfvVOza4nLJjgGJWONLj9Wouw4zE4pGbcBzx+CF4w5X7TD0AsU1l0RcvdcwdyFhcdWjP6jx+hs7fOPZPkfOKepVie81ueoizb/94WXufb7PZ++dZrlt2DWbsNpyGG8qxuoujZpLvWqo+Brf0/hOgqOs1JLSnktjsPJPC2ItiRNBHAui2NbwRJEkiKzzEkaCMDKEIQRRQpiThrbgjqwtaG8AwyCyzN0JBSuRpB0lEA5wZUCnr/ngl0L+9N4+uzYZxr3HKrual/7p3Xff+p7bXv69x0P9zx/wsjvxOxXgx+f68viF9vf32uf/28mj5ysPPr2Nh/Yv8IqrYw6ccWh3XdCGd712QLMOUtpaC6Ws7+3IBNdxbUDpagauwoskoSsJPEEYCXtxIkUUQxhJ6yDEhe0XJ5okse5CYlKnxGQ3kkglkMBxBJ4j8D1JxZfUq4JmzTDe0GyaDJiZ6BCbNT7+DckHvjDFbKXC1TsFO7e47N6q2bVllU8+bFhZqXDZZsVEExq1iPmTkoVVH28PBJFgZkwyPg5HThhW25q5pQqX7K7wyhs6fO7+ClMN8D0PJce5aq/gPW9cwJUL/PUDE7xwrsKmdsTseMxYXdGoKmpVSdV38D3wXXAcY0Eu7CqYgxx7YycakkQQJ6RAhyixLkgUJZYUIk2YvgaRJoqw4I5TcEeCQSToR1ZztyJBN4rRgwFNv83fe/0qr79lQKsTMVY/zcuvjrl2j8+Z8/OVY3On/mTbrqMHPc+7Boi+YwH+5x/7PGGof/jZ55/6rW88e6LZDmoEkceXntjKFx8MQESgE776WI2F1ir/+Ht7jDdiKm5Cq5dYgCsXN9K4joPnKDzXIYgkYcrclnGEZaKUleIYogSSxDoJWtuAS2uT9XCm4LYAV0qkut4CpOJDraJpVGPGGzEz432mJ9Z48GDIn95d5dCJcXaPuezdDNs3e2zfBJfubNOL2zx6oElVucxMKMYbMN4ImBiL8TwnTVxBP/BYaUes9QytbszCqsfOzQ1uuWyBux/rcehck5of4SoPIcbYu03xg69e4iWXLvCndzd4dP84y12H2WbMeC2mVpFUKwrfFfiuxHUFjpIoRWofWpQbbA+r1uRAjxOdrm6WFKJYEycW3HEEYWyKZ2RLfYPYArsXCTqxpB0bgn6EiXpM1Tv81Peu8rPv6jBWF5gEoM9g4LPaqTA1EbOj/ygHngxm9+y64d1PPPiFD7zk9jd+5wHc9qzKf/DEg5/+9c98/tzU/KIPGsZ9g1Ie/apLlCQYHbMW+vzWR10OHGvxlpf3uPO6LpumQtqdKv3AxwtdPNfDd5102VREkSKIJVEkCWO77EZx6mknpNYfKXNLtKEAt01SpswNjrIJE881VDxNtRLTqMRMNAO2TLeZb/X4vc+4fOnxSVZW61w8I9g5K9g267F9VrBn6wDHW+Oj9zkcP1Nn3ybJREMyVk+QMuDcosF3JFKAMYIwctg12+YxEto9xWrbML9SZd/2Cm+7s8Vffs3j5LyP60QI4aJNnSiW3LBnlV0/0OZLT/b4sy9N8sTJOtsmBNP1hHoloeIJfFfguRLXETgKGzhLkddkGOxNpg3WaUks4HOQJ1bS2VUQwozZY1GAO4ZOLOlG0A8Tkl7A9pkWd1y/xnff0eONN8Z4qsLamkecuMSxQxi7RJGLlJKdsxWeOjQ39dWnVt77PW9+i3rh+MofXXHR5HcOwE9fWGVh2f3RT3/1nl9/6pnnZk+vaOqewtOaIBa4QlCVgr5SBIkilC6tyOOjX69y77Ndrr+sww+8usd33dxmeiygN6jQDyMi1yWMHYLIIYodosgGTFEiiWNJlAjiWJIkgkSLQmtrUdSIG8vcUmDT/mmyyHM1vpdQ9WMa1YDp8S79qM/XnjN87OtjPLp/nAnP5apthi2Tkk1THltnJNs3hVy0bZVnT/b5zDdmGFMOM2OCZl3QrEW0eglfeLhCw7MlB9pAP3B4820Bn3/E1sS0upqFVYftsw3eenuXRw92OHDEo+7HKCksyHWNQWi1/g++ssW+LQt89N42D70wzunVKpubgrGKoeZpKo7Gc8FRAiXtjWyZHLIgR6dSTetihYtToFuCgCgRREmaFU0E/djagN0EglAThyH1Spe3vm6VH3h1m+svTdg8qRgM6nS6HlHsECcOcewQJ+m1im2gu2WmTbBy32wl8n9918Wv18Ysvl+Ib/3A0G8pwLudFmfOtxmrqB/68Kfv/ffv+8g9U6utiKav8BV40roiXgIVbagmgkDDIJb0lU/geZxt+5x/pMYjz/X4y6s6vP1VPV532xqTYx5h6BFELmHkpSfKnqw4VsRJmrBJCoBrkzK3LmrKhChqWxxlcByN5yb4XkTVD2lU+yT0+eqTko/cM87+E2OIyGf3hGHLuGF6XDEz6bF5WrJ1JmLn5jZnFjv8/mfrxEGV7dsF4w2HZh2atQjhhrT7dcYbBiGsvx/FkklfEeuYTuTR6SWsthXnFqtccVGDn3jLGu/9c59Ti3UcFaU3hkMcVxiEks1TPjdc3Obqi7o8f+ocH/t6lbufGOd8q0rdVzQ8qLsGzzG4Chxp0/lCDFfXacBoe9MlWpAYiBNh/fNEECYpsBPBIIF+bIjjCB2FTFX6vP5Va7zzVW1edlXMeNUhSmqstTzCyCVOnBTgyj5jSZwoksQewfQYbJ5aI175wuzaefXv/YnXxWHv7J/0oiYT49+6+YnfUoD3+312bG1+9xNPPPG7jz94b7NOh/qYspZVyl5aQ6IsW3gJVBKoSqhp6CWCgfIJYpeFQYW/frTOfc/3uOkrHf7J93a5fGeH2XFFs+4Qhh5hbJe/KFbpyUsBriXaWMvRGJGn3y1z24ItR2kcJ8b3YlwV0u5HLLYj/tMnK5xYmODJA+MY7TFVFcxOG6bHBFNNxdS4y6YpyeapmG0zPabGV/nSU5onXhjn6u2CiYakUZM0a5p6NUS4Ab7v4Cj7+42BJJFpPXVErAWdvqbTNay0XeaWm9x6aZdbrljjo1+pUF1RONLGYdo4xIlHGNkez+nxCi/Z2+UlF3d57I7znFqU/Ond4yys1Ti77OMpSd0VeJkMkzbwzIk8kyrY6xIbQaQh1oIggUEMoTaQxBBHSBWwdaLP1bu7/JO3dbjx8oRm1SGO67S6HmHkEacsHSeKKFlPPplc7AcOUlRYWNY8eeDRqR2XTP/uZVdcvxoE/c98KzH5LQP48y8cY3pmk/rox/7i4pPHjzZd0WXnrEM/MCkrpIGeSZdBDW5ige4nhkoiqCaGQAv6jqTvVggSj+Wwyt1PNHnwhQF1P+Dvv6HFjqmYXVv73HplB0coGjUHRApwrTBpwsiYEnNjbUclrJdriEHGPH9C8vhBh8892uD50w3CuEbDUcxUDZN1w0TNWB+86TA55jA1Ltg8GbN1ps+WmVXu2x/wvs/NsmXcYaYJzbqiWRc0ajFVP+DBw4pB6ODWLaiMEYSxpOIortvX55Hnxm3hUz9hre2ytOYzvzTBT7xxnrNLyzzy9AyuBESEBqtnI5cglHT7DhONCuPNOrfs63HH1T1+4BWLHDyj+fyjFR49WOXw8TqxcAgCRS9SKCHT4rVy4JnmBIwm1gajNa5IGPNCKkTccn2XPVsGbJ+OePfrAqqepFF1CMMq7a5HFLm5/MikSEY4UWyBHSeSWEt0Jh8TiBJJP1CcXwg4u/Rgc2lx/uI3veXt6sKZY8mWHXv/9gD8qf3PkVSq3rPPPvojFTf6rZWVFXzPpV6NUSor/LEBX5JArCzAs3qJOBHE2koXP4GqNoSJYJAIBo7LIHHp6SqdTsK//+gEJo7YNDPgip0DpsZi3v7KPjtnQ6JIpHpbQom5SfWnlBohBZ+4t8qzx+oIx+HU+Rrn5mtUqooxXzBeNzQrmmYFGlXBWE3RbCgmGg5T4zA9HrNpasC22TaJWeMT32jS79a5ZLuhWVM0apJGVdOoxLhuyJceqRD0JO6sLR3LJEq9qnj9TX3uf0rTDSTdfkK757DWcZhbrnH5ngZvf1mbJ5+vcWqlgZIaiFK97BIliiCyiZnuwKHV9WhUa9SrAZdvH3DzpQPOLLQ4eWENx0145rjDX369hlDKglvI4YtoNKAxxhCHCbs2xbzzlX2mmwmX7jJsmoIkdgnCBnHistouSZC4ALUFeAnUiRh5L4i19eHDWNIfSDSwsrLCajv8rcefeLh340tmP3Dy5JPh7t03/O0A+POHTiHk/D49OP17a+cfk55XI9aSilZIoQmVGYrSE22djiSL3jOga0qvhpoWRAmEWhAmkkBLQu0SaVjsNvn6sxpDwqcftSMbMDp9Zlm81CITtiJRCIlUijhykNrBdSQNH/bMGOqupuZraj7UfEG9KmlUFc2aw1hDMtGEqbGYmYmArTMdElb5T39V4YHnZtk7BRO1lL1rkkY1plYNqdf6VKs1fCVRMtXgWDkQRS6DvqAfJHQCRXeg6fS1bZmre5ydH+OlVwT89Dvm+e2/dDi95iOExpgInRii2CWMJIPApdtXNPoO9YpHrVqh5teo+BGNasgNl4R4bsSNl8S8+1U9HBWnSSCNSKVjAXK7wmgtEULiuwrwGAQOy6uOrdtJmTnX1smwBInjjK2LgD9/r0WRZEqEtR1Di4UgSPjcVx6UY83g985OrX2j2x7s/1Zg8/81wL/y5c+wZVOz+tATR+567KnnxWStnE6XljmVIYkNUWJwtMn9aStbBEli+x5zVs8SEen7WJv0M8QGO29ES2IjSbRDpH2S1PYqP/IspQBHCJupVFCpGiqOoaISfBd8ByqeoeoLqp6kVpXUKo4FeF0w3tBMNmOmxgNmJ7tsnV3mfZ/T/Nndm9gxrphuaJp1RaOmqNegVk1oVCMuLGuOXfCpeDa4hqzSTzAIHfZs1myeHtAeePQHJmVxyVrHoVGt0KiN8+5XLXD8whx/+JltONLBoEl0QqwNUewQhIp+qOgHkl5FUhs4VH2Xqp/Q6tgYw3MTXCfBdRMcaRslpLTpfJE+bemKAEQKckFLp1WWOo1r0vgm0QVDJ7oE7pytRQ5mm1AqPsdpgimKCpDHMSAku7e4XDh9QDzU03ep6t5jf/mJT/bf/r13fXsBfumevre4vPrzQXfp58d8ZJRUkMqglMQzaQGT1CTSoHK2Nrg5aE3qVacZNp2B3Wr2xJAnabI0e6LTumdDWpyVOgJmuAPPZvJsYOVIjSNJ68jBVQLXMdY3dgQVX1LxJFVfUa0oGlVJo2YYqyeMN2ImmwHTEz12blrm0cMBH713KxMVn00NTbMmLLirknpFU6/ENGoBjx6CZw7WuHjGpLq3SJv3A8WNlxou2dnnsf3j9AJDf5DQ7TspyF1qlSrVyjjf9/IVnjm8wCMHNoNRaJ3Y8xgb4sjk9ST9wKE2MFQrioqn8T0X30vwHY3jJLiOxlE6zRLbMghrANhhSRktFMG5yIvfdA701KFKsvcyB3GcVoMm2r5PEqu1hwGeStI4tSLTVykEFdfjzHkjl9tLv+yPNzzh1H4NCL9tAO/2AhkMer9y30Mf/JkLFy54zbqTe83aQCIFMpGoWBArg5PokkyxT7cUgCbaoHUpINXkr1pngZBNTGTJCpMWTGWPMsSzVHWW0FEyzVgqcB3bKOCl2T/fU1R8RdUX1KqCRtXQrCWM1WPGGwFTY322zqzyyKE+v/LBTZw+O85F05rxGjSrinpVUa9AvZJQrUR47oDWwKCkwlUGKYsjsxdbEsUezWpEL9b00jrr3iCh05O0qopax6fiN9i9OeLf/kiLf/0hycMHNmFQaKNJEk2cxISxJowUg1DR9yXVQFHxJL5n8D2F72hc1/r9jkrLIFRa55PKFCHMugZdncYx2ghMWstiG51FXttir5u08VVe70KRi0hIwZ4CPfXY46Tw3JPEZpiDyGKn07vg7azV/+Xf//53uf/oB3v/l1ep/U/3dv5PA9yYJYxp/dq5o/f8s9byhcrkmLIdJemX1mniQMWCRApUythJYnC0BboFNKX3GTuL/M90KRlRnHBSlsnldol/shR8IU+yWhOlrF3mpK1oriPxPYnnKiq+HclQ9Q31iqZRS2jWIsYaIZPNPltn1njkYI9//YFpDp2eZNekdVgaVUm9Ji17Vw21SkKtEhElIR/+SgOpFK40KFHYhNqIVLe6/OBrV/nyEyGd0KeXArzbV3S6ipbvUPF8fLfJpTtifvXHlvmlDwge2r8JbSSJtmn1KLaFZkGoCSq23NX3BRVX4HtWKnqOyTO2jtJ2lZXpCidLAC9SninIU6dFF2C310WUrrVl69xPT7KVtvQ5j7lSoyEx9vjj7NpnLps9jkOHjlf+5BNf/z/uesurxdmF9i9sn/2fa3v7nwZ4Z+UAGHOLn3yxetE2l6W1GkGYVqdld2osiKX9UioRaCXyINOmiAsmz0GsjdXTOmNqk59QY8wwuDc4rgzgWQ1GlslTSthOIEfkdeWuK239hieo+HbmSc1PqFctuJv1kPFmn5nxFo8e7PEr75/k+VPTbJ8QTNVL0qTiUK/Y+pVqJabqh7huwLnlCVwlUFKntlwRZNqATLFlwiZP2lHFdsYEmv4goTOQVHuKiufiuRVcZ4zLtsf86o8u8q/+GB55YTbVv5ooMURxkjK5JvA1lVAy8FQuwVwXXMdKNFunYnAkqUzBVm6K4hzmRIbV5mVCyUZpFK9FhWYO+FxyZt83i6XS1TrWxeekMCHC2FYszq8GPHz8gepFF22/RUn5N8HxWwvwE4f/krVOUmud/bRXUS0mmmMkOqLbd9LaYgtypUDFFtxO+iWdPI2eftEU6FoX/YTaFIAfBrX5puCGIiWdVQlKKXJpoqQNgAt5AhUXfE9TrRiqvtXPtWpEsxYyXu8zPdHiiSMDfumPJnju1AxbxxUzdc1YVdCoSGoVRa0qqFbszWFT/SGPHBB0Bx4VRXqTWQ2eNSEkWhDFDvWK4tYrOzz6fJNeVLSD9fqKjq/wPYXneql+HufyHZrf+PEFfu4P4KEDs0RaEmmdNksXPZiBJ/E9bdk7rU1x05vbPkllSiHjZJrl3Qjkaf9EKlfIb9T1QC9+nmjQuZlg8pW6/Fp218I47dAfGFp9wVyvz+984Ivez77nNbX3feSve+9511v+1wP88WdOELq7x5997sO/v3dy8eVK2Ci96ke2zUw4FlSxtYYiKXAyraVEvlRlS5d2RM7WiTZp6tjk+tqYgsmzpETerULpYghbUCRkCu60yEjlALcs7jqWyTwX2wnkpQVWfkI1lReNasBYo89Eo83TRwN+6Y8meObkLJvHHWZqmrEq1CuCelVRqypqOXsnVPyYRm3Afc94rLUqTEwUafIMLNmSHiWK2SnFq67tct/j2nbRhLoEcknFlVRcB9fxcJwqUmou32H49R9f4Of+wPDQoVki7RClFYC27NUyuR/JvLrQcySOkxZhSYFysnNDfnzZTZhJFZFVpVEkhAqgF2n+oniriJcK0jIbytGkbA/HOi/XzRopokTSCw1r3dbLB+1jf/zjP/Cuf/j333p8zatd9L8W4L32PDpc+bm/+tKF76/7Pf7JXVbT2QZgjdaJ9ZulIJKWveNE4GTAHtJn2cko6br0JGVsrTdi7uJ/8oxcrr1lVkFX6O6sYtBR2PoMx+C6trG44mkqXkK1ElOrRNQrAY3agMmxFk8eDvj5P5jm6eObmB13ma0ljNVMCu6UvSuSqm/Zv+LH1PyQWAd0Qh+hJG7G4LkGz7RqWiAWudS9gS0XCCtMZCAfJPQ8y+C+J3EdB9fJNqA1XLXb8N5/OM+/+G+ahw5uItIOQSIIE52yuKASaXzX4KW9q45TtPypdEWz5yftys9eS4VZ5R1Myud/OBYqycn8c1GiXJaewwAnr9vPKhizJulIQ7WS8MbrT7CtNv79Rw49fczo6F/9L2XwU6fnmJzetOvrX/rQ1RdPr7DS3sTyWgvflUiZFi4ZkWpgaes+UnlgrSRjWXzIIRHFUpeDu4jgR+tJCqvbFKxduij5cpt26OSDgpx0zERahJRVD1bcJNXNEdVKwESzx1i9wyMHYn7hfdM8dXwTM2MOM9WEsYqhkYK7WrF2Ygbuqp9Q8WKa9ZADJw33PlnHkxJX6TSIK5CSLd9Rooi1w503RFx8UZdjp6vM1DIWsz2QvUHKwo7CcVzbwpc2hVy5C37jPUv8qz/QfOP5GQZRlSCRhLGhltZw+y4W5E62eulUokikSvIVTklRArgogby0TJYD+iHiKcnIlLWzzn6dmwVlp4xS7sOk9ftZ55U9P66ELRWFa2b5zFe7bNn+1NU/+RM/umtx/vypmU1bv/UAT8IzSLey+9zJB/9j1Vn67r1bu4zvk2hdJYrtUB5H6TR7aC+AlBKVmf0Z0NPkThGBmxJzF6DOTli2JI7kcMiWznXgFgapMlvQgsFRKWs7Bs/RuK7GdzW+F1PxYip+SK0SMDnWY7XT4/798Bsf2cyzR6eZTsE9XjU0qoJ6ReReuXVetGVvzwK86geEScKgX6Gi7E0mhRiq5MsSKTbQdKyWdwKC0NCPRAngdoyG5zq4rsRRCiXdHOAIuGaP4Df+4Sr//s9jHjo4xflWk0FdMp4YGrGdNuCnTzeXaCa1CykBvGDw/HjTg95ovp9J2Sa/VmmdudFlFqeIq0pWbyFTC5swKtmHxoCnDC5w35OSirvGJdHyd3/+7oeTa6+98v94/vDZk1fu2/6tBfjXHzmNcmo3z5975q5k7SH2bK+jpEovnLHDHx2TQy9vGJaSRAmczPjPo+xClph0+TJmGOAvDm5K4M7GPWTsbVJ5kvZypgOCHKeQUbY81oLb91JwT3ZZXO3z6x+u8ZmHZ1jqTjAzJpmppOCuWN1dSwPLqi+p+SZlcKu9K34IhNzztMdq5DHlM1SPjSg5EcaejzByaPoOr7y+xyOHQjqRz1ikbRd7qPECW6vuORbgjjIo6SKkTdBg4LIdkt/+J20+/0ifX3v/Js4uTdAfdxj3BI1YU4vBj+zoZU/ZgUZuFmhKkQfB2Ws5UC/fmENyJWfx4SaKUWk5CvLEFIFnrAvZasszrDTJivLCBBbaYKSgf/Rpbr2xflfVeB9OZO/kt5TBe70+1Wrlkq99/eF/+lefP0ZiXP7RXWvsmqrQ6bs5I8kkTc1LQyJtckOp1P/WkkSldlIihvzUwnrKAskiUmcU4ENBkC1/FSUXQKa1z9YGs8DOYgTXSfDcBM+NqXgRvhfRqPZxnB73PZPwx19o8rkHZgl1k9mmYLpiZYm1ADOfXKVPkTJ3mb0jHCfgwRfG6YUOW2omzRiOMnh2k0uiWFFxFbdc3ifWFuD9SDDIG3ztyDXXySxOlQLRZh+tchBMjwu+/xVdGv553v+FPve/MMVcVKVXkTRjQ90xFuROGocok8YlJgV5SgxCpHFMNkioYPGNAG5fSjFSGehl6WkKBtcZg6c/i9NkUFaLlNWmawOtgWTb1h7f99oILzrK0vIN/3TfFS97Khj0j/iV6v97gD/7wlkWT38RrzK2tcaJO67YFiKcaer+AlLG+G6RwpXSIBNDnM4OVDJNxSuBTgyJKTps7OQqkWpuUQpYChaHrD5iCN82tZzLEpPfVMWqYdLxbjpnblfZWgzfjfC8iIobUqsN8LweH7nb4Tf/ZJZji5O4foXNDcGkn9D0DXUf6mmHfdW32c5KmhCy9StJuhJYebLUTuiGHp5SeNLkAWb2NTKrTZus8VcSxi5Vd8Dm8T5rvQb9SKTj1mys4LpJavOp1O5UaXN2OXC1lY/f/bIuN16xyG/86YA/+9IMK3Gdnu9SdyVNx9bg+A54irwZwsmSPunKJ3OpUiSAUht/nVwpJ9oySZklhwqnxRQOiyn549k5SMFeBnpi7GofG+j3XA4dm+bZ/oADcwfu2H0o3Lq00j4Sds/g1Xf8v2Rwk7DGa3az+tj7auLrvPZWu29Mo6LQJsF1IrSRNiWvJbFUSKnRiSSW0mYwtSCR2nbY5Cnf4kKbrKUsezXYcteRQxFkaeWUvWUJ3Gna2TK4LjF3koI8xnOsJPG9AN/tc3I+5g8/X+dT35ji+PwEzZrLZAUm/ISGb9LUewZumYJb5kmhSqq9fc/eOM16wCcfdDhyqkpFCZsxzBwUCpQXK5ZIa6YdLtsFb7qxwx9/cYpuzaEZGQaRwQ/TuEFpHEemsxkpgdwtXSu7KuyclvzC3+tx9Z6z/MHnJjk+N8ZKXKXnOtSVoJYC3ZPG3jipy6RKJCGH4hqGNPmGMMlNALMujtKjz3IiyFAU15kSk2v7GQG9vsPXn4JBmFA58TT/4V9d8r4feOtL39Bvtf5GqfJNAX5hOWLzpMMDjz6yXXef2Ltv6iRicoww8hBC513i2ki0siWUMtFoKYmVBX3G7lpJtNE5wPNCHm2hW2hu8aKaG7ITbXJ2yWRJBmzrmmTsneA6se3ccWJ8P8BzAjpJyO993OP9n9/MueVxtKoyOaaY9AxjnqaWMnctT9/LtE4llSapd56D27PZyyAKOXLWpxv6TPipi5MlnTJXIvueplSTEjk06w57tocof0AnbND3BNV0BomXyis3lShO5noI9SLBq2JmrMdPfHePu+6c4/2fb/OHn5hiqV+n71SoOIqaI6gqgx8by+bpiutkTC6KNH4OcMywszIK8iGgZ6MqGJGi5PIjy4dkwM67ibQtkY7Sc9VLYGVgSGIQc4s89uSTezdNye2XXHL7SWP6CPHiUuWbAjwanKXba84kmI//y//0kHvzpVVecUOXGy5pM14T+K5K++9sXbCtGrT1wlIry9o6Y21ZVKWVKtUyWVIG93pZknnepgRwk0uUAtwapdJxE06CoxI8N6LihXhuSGsQ8uCzko/c3eQT35hikDTwPI8pTzDuaeqeoeYbal4B7oov8X2Jn0oTmxhKnYkU4J5rM58nLhjuf6JGGLn4dbMuwMweBYvZ8xJGCtd1eNWNHT761S6HztbpV+y8l8A1eDF2dEaoUcrOabQyQhbDfSikXqJt90zNd9g03udffF+Py3cG/NndDR4/MMZiv85AebiuQ8URVCX4MrVRM3tVGptPGGXx9DrkcqVERqZ0HEMgX/cUaYtcWp9ibPVhqGGQAjzWBq0TiGPqXsRYLeCGq7vceX2XWy7+pNuo3/DxxbWVa3W8tvg/zeC1ymZ58sRzNz/+2JfHnjtS5+nDU3zwawG7pzu87fY1vu/VA/ZsDVGxh4pto2kstXVOdILWdrDlOlDnLWVlzZ1lzNZTRMYctu0sA7rOyz2l1KkdmFiAqySXI44T0epGPLBf8MEvNrn7yTFWWg1ktUKjqhh3DU1PU3MNNc9Q9UhZ2zJ31ZdUPEXFE1Q80go9nYJb47tWfysn4PBZONeq2MRKqm+HEycFCCyzZaWlkjB02NQUXLKjz3OnY3qRa8c0ROCFpKOik1SiZIkam28oP/LUeWpDRomtD3/nq/q87qZVvvZUhw99qcnjB5osd2q0pEfXc/CUwJMCX9rmcEcaHGHyYrXMgrWB/d9kHxZsXr7xcg1uUo2dvoYpYwfG9oAarSGJUHrAvm0dvu/VLb7ntpCtkw6NqksYG772wNfGrrqqfvOV+678Yno6/8cB3lo95/cHzn+798Fu/fKtDXqxZKlX4eDZOv/2/Q2eOz7H7/7sKpN1TSAMQuqUuRVKK7TWJCVA63SKawb0rINk6K7PQV0CeB7omJLHngFbp68JSiZ4mZshIxY7Mfc94fCFBxp85v4xFtp1RKWC23BpOjDm2k6eqksqO6DqifQp05LTVHd7Aj9j7wzgToznxVS8EGMi7nnS59SFKtOTAlfq1IkQRaNvCQUmzwVYSdEPXHZtErzq+h6fejikG7n0I0HFNXixZfEgMqVVSuV+NUIOyRT7zORh2pQQO1T9gHe+os9rblzm09/o8PkHatz3bIOFVo2+8Oh7Do6rcITAlQJXSlxhUqllkIhUchWB54uCnEKi5FWI6efE2KaVxEBkrBSJNGitwSSQhBAHzDS6/Op7FnnbyzWrq+OsdhrML1fp9R0mZKvuSfnfTp05dznQ/x8GeLufEAbBu5569rnx3dMDqlKy1tWM+3DOUZwTdb765AQPPtflLS8P8LSwrKodlLApezu2QebAzpkckfZMihzg686OKDkmJXBLodPmYY1IAe44CZ4TUalE9IOEQ+fg5HnFx74yxhcfb7KwWge3gtN0qSlJwzU0HE3VNVRdqLgW3BXXziS0Zaay9BTpn5sU5DoHuefa9rRj5zXPnfDBddNl3pRS9MNpwYzdMhfBuil2nPNVewKu2N7l4Lka/YqgFgv8yBAoUmtPp+yduSmZBVloldxnT61IrVU6fcBlELpUqwE//PqAN9+6xpef6PIXX61x8nyFg+dqhGs+se8wcBykkjadT/r7sNpcZfKQLIBeHzTldm+2qpAxdhpYkjkp6bQxo8HEoCNIQlQccPs1HV5xbczq6gTzy+MsrjVYaVVYabmcnTfoykFq1W9uFb4owLvttoii6Kef2X90vFH3kEpTr9qlf7UPIFntuPz+p+vcdNWAbWMhYAGopUo1dwbuYea2bJ0Fk8Pd7zlrY1I7sCxP7L9vSwASfN9OUo2ThLll+MrXHY6erXLfo1XOrVY5dr4Ovo+qOVQcRd0x1B1tXQTX4Dt2cLzvkoI4e8r0qVKAk2ruFNxugu9a9rY3VsiJRThwsoYrh+3BYe064hXnDQRpj2PscsWuPpfM9th/PKYXuzQiQeCAl84EVCWASykQUg4xOQz7zrkMKvVRRolL4Ho0qyE/+NqAl13d5txqm3se8zh+xufLT9Y4v1wh6bto6RB5CqRKg2VbmSXJkmzF64YgL93MFuxZoVxak2GyXtokBXgMScTWqYB/+D1dxuuCVsshCCtcWKwzv+Kw1pF0BpqlucPTL/muH/inq8tn3zsxtX1Da+JFAX74uS+TJAk1OYccg4mmYjCumJmQjE12MMd6HDkU8uDjHvOLDjtmIlxhkImyM0kygJthgBfgzkPHdbokm0NVsHY2LdUuz66fECWG42cEzx1XfOXRGvtPeLxwoko78AlCH1wP1XTxlaCmoOZoqiUf2HeyOo2sbNbWhfupLPE8hefJ9AYwhfZ2E5tZdO3NXvEijA6ZX5EExsdxJJ40OFmiZESDZ0u3SfWnLvU4hrGLwGFmMkSqAd3IpecI63RERcGYo/RQBlKKUhSbDTuikIZJVhaQ9k66icrHT/QCj80TITs3RdxwUUA/7PP3T7TYf9LjK49UeO5EheOnfaLYwfhWfiIkSfnLZatHcQHz8XiFJVbKBGXgRpfAnb7qBBElbJqNeelNIcYRnJwf8NgLMLegaPc0gzBBa80T+5froXrk+5VU7/0fYvDf/sOvcPj8mnrJrifEDZe2afdcokiRaPC9hD3bV1nrz7P/GHz5EY/VrmKtY3v+qrXETpIyErQgiSzISaXJOvYutZBkkM8Kt0hrLqLQ0BtYJj95VvLnd/v0IsXTL1Q4esZnqesRJB44HigX1VR4UlBVUFOGisKOM1Np4ZGyrO25wiY9yuB2JV4qS3wPfI/UNbEpczvlNk4zohHVSsjCasJXHmrQ6vhMjNntVbKSgQwH69gtS4LkWlwSBIrpKcXrbh3w5cf7nG7V6bvSyhQH3NjgRplnnXrsMrF2IeVZJzL/Hdo4pd9hge4lisRRxK4iShyiyLVWqhtR9yJedlXMLZcHvPWOAYfPSJ454NIPFX/2lRon5lwQkl7fIQllWr4pMU7pLhZiBODlSrlhkIvYIBKdMrrFj1PRTDQSvvpIhS894vHskQZrqy4XzQb4jk35B7GhPRAcWzkqfvkf7lOdub+OG5vX14tvCHDXMfSi5u+1e6euuWTHgNX2GIPQ9ltW/YhNkxFX7Em49eY+K4MGP/UbYygPrr804p2vHqQtSoaZcc11V0bUK7YIp2DrjZe0zCVp9QTPPOuw3JZUK5JHD7h89hsVBpFiECkuzHlo4RAZFy1ccByE7+BIiacEFWmopMD2lcFXxtaAO6nn6xTM7WV9mTm4VdqjKXL29lyN52UFWknO3p4XoVTI159SfOrhBspzrN02pL9fnMEzLzxJMsdDMRi4vPm2Pp95sM2f3TNGN65QT3W4m+nwKMs4mrxbSIjsTsrOrSzJgxLA0y742LFM7jqK2HFw4sQCXSUoZQfpT1Zjbrs05tZLI4wIePsregwiW87619/weeyAR9UXLLUVz+z3aPdkqpJGfNEhL9GC3Bjbv3rddRHT44ltfEkM73xNwHX7IhzP8MFP1fjAn48xqI1Rr3nEiaHh2X+rGwrmugkvnblwze5t1/9eFPMT/10MPjffYXKy3rz33o9cWpFranK8Q7USEUYeIHCdmEqlh/ISDhxx+NKDFY6c9dBCcPhUhc/eU7ffI4GxiYSbr4loVO3Bv3gfTnpSUtdhrat4/DmPdksiHUWgFYFRlpmEg50L7IBUSClxpbRglgZfajxpgeApW5WWzeizIC/GJLuObQTIGo/L4LYMn5bVuhmDJ6VnjO9EGBNybskjDCr4YxIvTXurtCpvKIuZdfQA5TxAxqyJtnmFiYZix3SIJwb0Y59+LKg6dghmVkOSJbSULJe3yvx32d+RBfe6NARfF7VB2fiHOEnzBsomyFRsW+Aia7k6MkGqmO3TOl0xNJfvHBCaPtLRtFqCx59zWOtJVLb7Y6lRYmTtQmCLr+oVuOXakLFxnY5ZhlqadNIS3nB7wKfvj9h/MqIbRhxf86gqW68UJBoTdlnroB7a37v0u17/zqbR3baQ9b+BwZNFuqur7/3c/XOv+Pw3Gvzwa0N2zPS487o2IAkTTRKHHDwC//I/T/CNp2poR4GUxAhaJT3dXjVc+Hr5W24A8Fw/ivy9ETbziSMBaQEtpA10pB1K4wiBK1KGlmnaOQV2/qpKr07aSa9It94jB7dt67JboviewHPIS0wtg6cs7mi8NDvquhG+H3FmSfOnX66D4+FKUQSYuTzZoLa65BNnQ0It2OxgnTByeffr+nz6vj4vzDfoJi612G5Ka6sATdGJo7KcQCnYy85pXqMtSwVe2VPntTCOo3ATC2Y3BbqSRdJMqQQp7XspdBoPJThCI4xmpqb5rpdqO3xJpESWZYGyDRw2Knc2ILRAJyUYJna2u5AJL79uwO/8n8v83H+Gs3Mx0vPSmzjhDbe02T3b4x13xgTm8CtOnjr/XmPif/Q3MvhDj3wBRwmv2znO2bk6v/i+JtV6j5de3kGYGIzBcaqcnHc5dNpHOymjsrHYTL4ZY1PSbKTtOCOvIt01zNZIWFC7wuRSwJH2sx0umTXVlgqJHEpzUDLWLrrqC4DLXLb4nslb2jxPlwbnxLgpe3tOhJQhp+YEi+0KwnHwJUPyRIrS/UsRe5WlwxDwUqcjjF2mmgG7Nvc5OBfQTxwGCfiJwE0Mbpzq8DgrMtMl+atK10GUxnjIotc1DzwFSaLtOA8lcBz7+500K2zlSjnXkA4Myn+nLt6HeihPkf/2oXEU32wFz44/y1prVJLw0qti/vgXlzi1sIZyZHpTwE2XGRpVh9WO5O4njnP4/Kc9sQHa1gH8D/7yBALByQsJk80K9ZpidVDly0+OQRxYK8cACosomYE7A2V2KV8E1EN/XgA8L8tM32cAcQS4qfdqkw7WoXCybFvpVY2APBsR4ShbPVduOLbglvbVy4CeBZ8puLPuH0fnEsV1rD71vIiYiM8/WGV+sYo7pux46FJNeq6/R8/IUGmpGAkCFYPATrB94+1dHnx2QDuu0HMcqrEdg+fKoiBqKMsoNEXnUBZoFqM2rHWoLHvrtEdW21r9WNneWSerwlSaWKphgKuUvTNXKwV4nlnOwV2UVOS56TLQN9iWJ89ji+zVEKerxeW7Eq7ca3fDM1qRRD6r7RqnVquEseTqXQHKfWHD22cI4A98417q9epLP/uF+26ccgNW2xFLbc3ZlmRe+fRjF6NTSycH7AZWkSgfdOl9uX+y+GhBQXqhoEgRi6JgSaU/c9IZI0XHTgZ28lEIZWDnc1AUth9xI4BnAWemu51MlphUbw/XkntuhOeGzLU0Tx6tguPhpPIkS8/nDM4wi6eXb6iJumBVmXviUeRy/cUBU+N9Wqs1erGy+jS230UldlKYisoAt8yX/6pshHR5WpU2KZsLtNIkWuBqQaIkibJMHiuZWpG6pPV1HtRKWWJuaXJg5wDPmHwIsKWE0AbJoaEbo8T8QhjC0OQ3a6IVQeTT7VWZX2mysFxhrevg1bbfuOeS2176ta/d9cCrXvWqjQHerAU4Mvmuq/bq68Zdzdyqx9eejvCkoS4NKEko7DRQk/pAZbCOvs8DamxMn5mC2YUvvyqGgSFTUBfvM+eA3GNWKdidvEWtAHb+Pu9eKYCdNd9a9k41t0OutzNL0DJ2AW43r06MEER87hs+D+5vIH0HTwo7fzuvICzKTYuU9mg2c6PRaIpEK/oDl1uv7POml3X4w881CBOfbiKpJIYgLt3UoiRTpExZvPyrXozJQTuyGLiUgjtREqW0ZXQp09ESOiUTXSqRyEomdFE3LnW+U3TG4MNyhSGGLsivVLxVujFEruVJZZZAa0UU2UGgYQhPHlScuhCxdWt0XX2q/11RHD2wIYM/8sxJEr/5uoMH/vrvuWY/l+2Nqc5LTt7jE4RVHAF1ZfCkTbUWlyndUV5kO8uXAF5iLZkf9HBmL/+7wpTek9c8ZMtwBupyvbJS5GzuZB30GXuXwO6k3TDZPpsZuO04hRHmTns2vbS9zXWyhoO49IwIifiLe5okxkfl2ctygFn0NWY0MKTBMxbPp0Sls7OTLNh0ELi885U9Pvz5gDUd0U8q9BOBG5OzuJQGGYtcNli7cLT2SJasScFQXbaTdryrFOSOQWmBk1hGV4ltO5RpEZ3MRr7JQpZkMmWYycsAL81bKTHzEJuXWL2YsjXM8tnkW4OgWgnYtnmNwwuznJhXrHGc75rc9Pde8fI33mvMkS8LcckwwKuuplGNLj54wuz9qy8kxELQDQyLXUXdsW6EMuBuUK+dp9JzKbIeyJl5tSHI8+U8a2BgHZtLMVx+mjF2NnNQ5dOrCpArNTLsJgW2nXwrSvNRLHO7btaYbFLmLgJMp8Tevhvy5FHJkfMVjHJRUuJJjTOy6sjSsjbqojCkwYsGiCzpkySKKHbZuzXiiou6PHy4SqQ8+rGgIsFNDE4sUumWduHEqQ5HIihJlfyGEiPBbamVLHdXrA5PlAW6EiaVKTLt2CoP7pQFuEtSpQxuUdLjGbDLsmX964sAPCujTjPgjkqYbMb8wg+dpjfwWGt7bKone4OBvDgK1ZfXMXjNaVGRIdvGNVN+nbOriv5AMO2n/Xr57zEbpNZHgF1acjKW3hj0ZmgpLzN4NldQiCIjWMwZtL2DsgzytNMlZ/LSmDZHySGAl4f/2G57cmDn2cqcuRM8xyZ2bFdQhCHiL++psbxcRfiO9d1LK8u6GhRK56tkEWYjMsp13Lk3nS7F05OSd7yqw5NHmwRJhZ7yqCZWi2exipKk4M7WCp3aaVlhbrrOjujxfKJBaYxHNkxTaYOTrhBKZ6tT2mcriyaTctNJ0UI4+r6Ye5iBnmyFFxsAfITRh1g8PZu2E2qcumNAVTjX9jl4zCH21ojDwXqJ8scf+7hNsqx02Typ8BxY6Ri6oSFKRF72uFG3zfA0pEKajHaBlBk7B7koboLhHssRBs8bYYtpTHKEvcsTZC2LS5QzDHDPSQcAudnWgWmG0zG4eSpep++ToaejbOfOC6fg43c3CKSHkiq1LIdnsoxmMMW6C5Utu4zo8FSLJ4o4cfATh3e8dsAHv9jj2eNVIuXSkxIv0al7JJBJ+ZwZhBS5NLAPnf6u4X2LhrpsNDh5cVY6x13akgCVmHxYZ3nsssydHP1NAF5i81LhXI4PMfx+vR4fOW950R7EsaI38Fhp+ay0DWrwCM8/+QxaFyB1AE6eusCunZtrv/Cr/3XPubkj1B3BeF0QJQkagYjs0JbR0tbc7BPrWTs3q7Ilugzo0hcaZe0MHMM9gWKIwYdYXI0AXA3PIVQZg6dJniFwZ+l7N2tM1nZmSN4ilvV0xukzQrkhR845dEIPlC0PcMv6W2z0PYcRPjzQaMQL1+Uh81aL113BpdsGPHskJNE+fe1RSWzNtpNqcCXsVjE2sZQBQ1O4W4XzlWc403oYJx9san+mUka359PuTiF10UguSwxe1LxnbJ6tusOAHwLx0OpdshFHgF3W6WVmMKnjFIQO7Z7LasdBG81MU7B95549N9/x07U3f8/P9cYnN1uA9ztznDy+9tpXvmTLz9WT42jtML8Ss9q1UbEq7wc9Ik3K1nYG1lEdngF9tFB+yGUYArQNzoYHQ2YypTxUMx07lgO86HbJWLu8i7GrsK5KCm4L4GIokFuWJ2X2Vmlfpxey0tH8l79qsNyvIHxb++1lPnweI4ghkL/YI+940emYjCENbh2VOHZo1hx+6m0dvvZkk+XAI5QOfSnx0h7KzF0qum5EybXQZGW0Bp2CW2OQI86KSBncXm+t0yBep+dYmdy1Wg9wU6weJZCPMnqZpcufLXbKBFkEm0MEWpIp2ZCoWAuWW4ILi5KDJyUvq+z4ubFDhx8YDAafzhm8tfokHenR9I9zx3WL+F6FB1/QPHbEIQhFseRSsNGGQWR5Sd4AzOveZzfFEGuXRhaUZYos5g0OS5WMxUcBbm0uJ5UkTg7wTHPrPKh0HZ2D2017OYuOfAtuV0V4XsjH7nF5/lgVpN21189KYzMnqHSTZl/2RasJS2xenu6VyZRY25azOHa5am+P735Zmw9+sYJ2fPrSw5ciT/ooKYhENgJ5PZOLMpOXuqjKNTFagTJ2VdBGWHBnFqy2Gxrk81Nk5txQ0uIpk8theVIG/BBzD4G+zNwj+Ml3oShsRikM1UrMpIg4dNbnkec9knjAwDnMyiCi1w8LifL0CQeED2GMEy7QqCpOr3mcbm2iISU1Tw/15g3pq3XA3iCoXAdukX/ZMtuV5UmZxZXAjhXLmPubAlwWAM8TPRnAjZ2TnUoRVxVuiVsaDlRobsvermOnVq22NH/99QZLLR8qqXsiigDsxSQKow0BperRdbZdZhlme+Ikdnu+iabiLa/o8ZkHByx3fULl0E9kak+K1L0RQzGMKP+ylL2zH+mczbPxDgInc1ZU+l6mn6Xd21RJ+14KUQx2SjV/zuYia0zJpv2+GMDLIC+CzjJ7F/9N6Xvl30+nsyA7bN2i2bpWQ+iQay7dym3XaDo9m7Z35s4dZWpqcvfDjzz20+/7iy73PDUDOqGnK6AVwit+eR5kvIjO3JDNBXnqff1/X1odhBjS4UNsXhoplo1ELs/+Lne42OHuDIM729kgY25VYu51DJ6NmyhGTjjKZi5PnLQVkxofIZ28ObeoHhy+OQtXo9Bq5VqUgsmLjZ+GtgXJ2s0SB4zDZbtC9m4ZsHywikk8y+JJ6vmL0WuTShVRsJ7NQMv8GKwuEqXgE7QsGoSL2YWpLpfptjQlNyURGbiLV1EaSiR1we4bMfN6C1GM3AjF7BuRZbiVrRTBGDxH8u7XdHnXa9oMBg4HTi1zfn76py+97Kannz9w7KTT6sUkor851OHrFpaXuNAaJ0mg5gkmK+meLoINtF4pgNyIoTeSJ9lnWbgtQ8DO/u6Q9rafrfZOQV4CtGVw0lHAZR+8/Ey3tFZlcJdAnu5X76qUtVP2Vulnx4lQKuLzDzc4slQFr5Anbin4Hf2eo+MiNpIpel3AWUwK0yUtHoYOF02HvPHWHo+9UANtpxj0pcRN0iGfybBUygFTdB+QBZ52QE/hSOTvZfpepquKzJ7Csrg2+eqpR50jnTFtRkbD7Ls+yCxALzPNLTM9LnIbUaY3ipQGIw0KjRRpYVrk0ag1qHghuip5/IU5JsXgdRWvuzmJgpNOHNvhh92uoiYle2djFloOY66m6moq6Ziv8nivss8rSzpTrmPuYVDnfXwjIBBS5P9WucQ0c0/yV1kA22YyU5DnEmUE3Gk1YV5hOApspxgQlI94c3QK8tjKExVRrYU8fEjx6a/X6Q88qDk4UuCKYWkyGmCOBtrD6N5Af49YhmVfPIodxhoOb71zwBcf7PHoIQ9Td+knvq2wzGt2xDp2LMBdgDw34Aw26MxuMGXZPJFWj2cAT3IWt9ciyRyVUWmZrb4SpC43XZsSoZVihHQlz481yeRVOiIkTesrKZDGINMbE1IrNPDQWhBVJItrijCo0KjIdNqxwJls9HE8h8t3dfmJty3wh3dP8LVHJqi5iQV32iyQBRuFjNhAdowAfCNAD7GcEKWTI4ZYfMhJyYCd3gw5eyuRzgEvwJ29uo7Jtw10nGKEsuNkFXPDQHdztrZPlTonnhcShQlffKjGC6dr4LoIqfAE+eZS5eBSlJm8ROBlRyUPMBGlscMlL9yIvGFbl+zCMHS4fGfM62/v8szJKkHskUiXvlZ4CSPHknnhjDC4fc3KaI0a9eQ1WglUNq9GCowCmd2Musg/6DTAlFoULooW6/IYQyu2zABtSkSWOT52tRE6fZ8UkkebgsW1zMbDOfnQqFpV89TRkN/9nMM/mtRMbIpYbcU47//zT1DzXQ6eWuaep6skSY3ZekI97STPqvPKiZYhe29Dh0S8yJ+lP38RUA8BvNRQm//e9HM+9KbM2kMALyan5sBOgW5n/JmcqZ38tXjvpsGloyJ8L2T/KcGXH6zR63tQd5FCDFmD2bTXdVnMdfQtygSeolyMzPMbSfiUCrDCyKXRCHn9bQGfuW/AM8d9cDwCLRkkqaOiQSUl9yIPdC2gbCFRBvbh1cRRFNJFWjbPVhWZMrmSFuwZ0DMPvCwnpQChy2RYkqC6kG6Z+yzLbF5yf/L3OnPWbACrZLrHqio2oxVtuHFfzH/953NcaH+ZBx7ajyNDnEOnVvF9OHVe02lNsXlMUqvqfOuN0ZnR63xrRL7t+fpgU4ww9nog51KlxNCFPCltrSHFBh44eYFVFgA7WcGVtIDOZoSvA3f6dEv1z9YejO0z7dqJTcLnHqhy//4qVGybnJfJEzEcXGaMnT/LQF/3KLF3qY0t2408c1QSLYeAHgxc7riqxxtf2uP5UxXi2MUIRV84uAnFMSUl4CRlR2U9kxe/36BUahlKy+b2s0BqYXV42e83VoYoKXLgFru2leSaHsaNLAeTG67sw2QpS+CXwmZYi5F9Mt3SXFH1XabGXFY7XUx0GuFonLDXJOpLxtyAm/b0MILcJ91Yfqw/MEb//MWYe+TvDzN3trSJgsFFsZmUVKWMZjmbmTN3Ae5sVwdnFNzK5IB2S6DOnBPrmNhXpSI8N+Lpk5KP39MAPJAuQijbEpdZg8JscPNn3rdIoSxGAEZRk0KZuUsa3KRz1FU6+iFtZ4sTB2Mc3vnKPl95aMDjx+wkgUgreolIC77SY0lS1i7NLiivIVlFI4oRoIMypDegBbaSElWyM5VKNbYs2FwIq9stU5fsyiHZOezulIPhoWThEL4KkCNE6b8ZrVmpcPJ8Hd/32Vx30Nrg3H6Vg1KCTs/jwkJCd6AJArvrVbZ0llfYMjsxZEONsDT/PQAXw18+lSDDEqWU5Mm0XVmOiLQBdwjklrldOay5h1g7f80SO4UGVyrGdWOiJObeR6s8d7QKrgvSBpdePs6sFFzlx7+xBh+VJ6b0Ji+dLdWIDFUXJnZ6ry2ldQhClyv3DrjjZsvi/cSyeCA8Btpu1Zi7GYnJNa89jOImKxfOjQLcWEPDgl2DkVabS2PzECaVLRnIRRns5XOhSzkTma74ogDohqSYafHSeaT0s+J0FjPm40TQDwStjqYfOhgcwOBctKOFlIIo0jSqkhPnXLoqJozsbsT5XjnrFthhYPPNmJtycLExyDONncuTHOSlNL0sAbzU0ZODW2aTnygxeAncqgB3rrvTWX9D8kTZqsEjFwQf+mKDIHKh5qbyhLw1TZV3CS4F1zl7l/XK6MMMA31oUGV5V2GzkRZ3qPuSH3p9j8/dX+fQOXvzJVrRS5StMkxEPk8QYRBJyuTJyEqSQb0UcGYbSyljA0wjDNJYcEtp9blMZYuUAmHSa5SDO5UvZTMhBfuQ27ZBhrwo90iPO1cIBnt7jATFad4gCAXtnuH4uZBurHF9F6MNztU3/vCmY8f3/+KJ/feDqeStXGCtIF0KgDZUkkN3WOlARzQ4iDy4WM/Yoz8b9lfLNeCyDOw0uFOq2LIkf80Cy6FtTIr3Q7rbGQa3oyJCE/PJe+o8faRq232EgxI2c+mkNdjl5uJh2/Sbae8RkOfgLqxCk7ooRmsL7CGQS7R2CAcu11/S522v7PI7H/Hoawe0QyQkPW2litTkGlxmK24+T8ykDEgqUQrJYiQYZd9LY2c4yUy2pCtNBm5phA0CZYm5TdkipAg8h2I3cselzObJ6MpfYuuhU2eyqQSWvcMIotj+/slmxMtufckvXrT70vc4yeDJ8bo3/4Z2p8vcUhPPs56j60ikMPluwy+6dXbO4sMAHw4wSzPshhyUYXDnd/9QDUq5iMkMyROZsnZWCJRvx6HKrxlzmw1Avf5VqQjXiTh8XvLRr9Ww81cse1vtTVFYJRgqYcgrI0vEXWZ2hCjJkhFZkFVrjpTOmnQ6b5KNwksUiUq1eOLwfa/q8al7axw464IMMUISJC49UncjO8eJya9TiQOH4G7M+uBTZXKl9Jqxs8ytu3SPplSyZOn8UeckZ23Wk0FZupQL+MTGqMuVhR0ylZb7KsGlOyucXljmxNnFN6z1xbhz9oLL0lKV1VYz3w1LSoGDPYBie7/COy3rlDJ7Dyd3soGQ6/deHA0sy76pGAG2EAVr52DP2LMUUJa3DFQleZKDPWVulUmUbO5HGlQ6MrbaW8UkKuazD9Q5cKTQ3kLIfGRFIU02YCeKi5YvtesEQfn98LnNR7qVtHjW+V4eaKpTqXL5xQFvfmmXYx/1CRMFQpEIxUBI3FSmCLJAt/Q+1eTZ/9pumUyuCFQeExgUhZWZM7lIA1CRMnb+udDjUmA/j4B9OMBkA+YeJs51C1/Jk8/2+ikCXUGzUmGi7jBWETiT4z1M3GOsHjGIsq0x0pqEdI9xKYsvO1Qxmy97ZXDbA8o80Zzdy8tTekPIEoDLXziTI6LkLxf62xSBZVaQn096KsmUHNxFQJlpbZXP/UgTPDKxm6KqBNeNOH5B8V8/2WQgXcvewil1zWfBbam4qCxJhpbVb6JOSrKvfG51qdKvCDRlMTdFSZRWJNohTlz8JOYn7+ryV/fWOHbeARmDSIiEoC8EqpS+FyWJkjH10AGVmLxg71SqyILNTQZgY6+HNmnMZLLUvMXOkC8uQI/goMzkG5kVoyqhfN7yMt8U5MakC6QxrA4EXteQeBrn/ifHWFiMOHjUY8cWO0ZYkG0MZA+iXC9R3O8iP08FwMUQcxV6fBTgG78vM3buqeb6u8Tgpeo9JQsHJQd5GljmO62lbF3o70xzFztCOCrGdULaoeYPP9Pk3IJv5YlwEFIW1mBJc+fvSxdl2EEpbz31TYBOcX6LxoPyVovZ4B65LuCMY4ftMwE//t0dfuNDHq3Ijjo2RhJoZW3DJLMtMzsucyMKOZKvLVkGM/0Tld4GMmNzIzAZqI3JXRQjUpBJy+5CCHQanOoNr3eBCV1e9VgP9qHbsXS+tM5wavIuHikF110kuPIKh+a4hxPFAikVs5Me0+O2XzFOt84IskuTSpR8TUt/a/mXj7oo5c/rAowNPg/VMJS66YcZ3IwA3IwweSFR8p3WZCmgHJ3YpGKUtE9HRTh+xCc+5/O+v2wSaDeVJyoNLlnfVLxBWr64uUs/fBGIm9Ibw3BGsyilHa40HCqllYpEOlScmJ94e5fDpzze/1mrxUGRIBgIiSOMTfykuvzFmLwAtSgOMJMqmQQxtvlcyvQYRXpTppq8SPhkrG0DyCzptI7FywHlBgxeVgfl85ZLlMQQRZogtAM8B4G0U40T8ByNc83Fkn4XWlMhE2MxUSKZW/ZYWFFFACjT4GND/T0sTTZagv4m9i5OSHlakyk5KObFAV5ibpmxtkw1d7YxlVNsUFWuEixebdZyZRX+6ms1VoMU3MICPB8PJ9aXDK9jpI3wLNZfnPIk4YyZ7LyZLLDMWspkukuwHgG3TLeJcYgThzEv4a5X9/jUAzWWOwpkBEYSaZeeKCVZ0iBzONgUBY+XnJLcDzfWeCgyr1aja1GWKiWZkMZuIpdwKZuLogaFoXT8erCP4qt8Gss2oXVSNKsdzfxqQpwIPEdTmxJsaymcWmMAokunu0SkJNo4hPEkg6iC1pmeLv2GcuBUAjEbAXqDz2XWy076cEWa2VCilEG9DujKpGAu6e+SznZkUspeFuztqDh9jXBrMZ/7eoVHn6uipUs+vTYLLktZy+JpihtUrL+Z/2YSTyVCuWQ23eu9KGEtW4dp0GkkKpcr1lFxdMwtV4W86aYef/p5D1QISAySUDj0hc0AyvJ4jyFWFClbDweehRa3zG1kKeAUha2oTUFUOZunDF5o8Mw5MQzXK2WfM2AXEwJGJfAQuWIJx/cUnh+jnYBEJXR1wmrQpzoIcB5+QXJ+3uGBx6u4jkPdE8zWNGO1BM+VaRZxZPkogVryIgBn4ws+GpQV9uDo0m8o6s9NyUkZBnm2q7GSG4NblaxBmW0xmOpvRyYoaQe/Hzst+dDnGsx1PLvftXRAWA2b79iQHSslQA99z9Kkrw3YeyOJkjM5w9JkKKuZ705XkikZiycSLW1b26Z6wg+/qcsDz/kcm5fgRaAVWkgCYffaKWpmRll8WK5gsE6KtOAvtHjK5ga0NKmrYpm5DHRTArHOun6EZf3hasKRZuP8vRhieMo3QioohLCjQequYOcWyWsmEip+SBQnzG5NqNc1zoTv0/eqNKgTBYooNgRKEPu2lnrIyiu9/o2AHvpsimzmi7J3adkvN7OK4cBSlkA+KlHUhuAuJqQqmaS62wJbKjtEM0g0v/+xJvc/WbW9beXgUmTDPwuLcujYX+Q7FxnNocVvCNwb+uEMOyo5sE25jFaXAk67+W4sHVTscMcNIe95Z5tf+X2PIJa2EVVLYuHSxxasFQS1QWVheVUh7ZwpB58yZfM0M22DS3sujMl09jBWRFrLbUrnagiwZdbO/7xo1tgopitXtSoFvuNQc8Zw0AwGCUG3jsLHecnlEfPTCUHLYbnlEEUamSd61mcVh3TnBkw+fIAj8kRkIB9urXpRDS5sEkeW2FyNAFzKQnfLDcCdpeJVXmeiC/dExrhezD2Pu3zq/hpB4ELVsdo7ZW8/twaHV5hhDT4SYJcAnbtJG9B3kW7JJALD4NZFIVbO3qbYuEpqhTI6HdRjHZVqLeauO/rcfX+frzyuQEXp3SaJcegNXbcM3MMgN9ihQuVVxpTY2rK6ZXO7O41IZUnR1GDS62mEQKR6PY/psjp1yTqSzLLgQzdA6edCANJalULYiVxRDCttRaurCCM4Nz9gZpuhOW5wgsjukrB5SiCkQ7en7TIjh7tkRi9smYmzgGEoTT3K4CM3RjY3oyxbynJE5KlwnbspQwwuNmDu7H0pFW+BnBSvaUJHSTsldq1r+NwDNQ5dqNiUfKq9M/bO94gUpZsuv1HXPxkC9DfRJxmYDLnHNuSg5Gw+wuC5k6Jzy1AKRZIkSOkQBQ77Nke86WVdHj3g0QrT9KsOMQgioRhkZRMblM+C1dykQaXCAorsMDGlZggrSbJtBY1MgS7SBgUh0LJ07SkY3t5bmaszrAj0CNizc5utAOnhEafnMEQQJ/a8dXsJ8ysh01s0vmNwPLdDvbJKs7bG4tpmfE+SZEUxQwX9JZ+6BNp1y3N+Z77In5e7vkeSJcMsXkxQyhsKZMHmo1NP8zG/OdiLoe2Ok+rt1O9W0rakaRL+5PNV3vfJOkak26Kk7K2gZA0WqfkXlSelGGUI5C/C3uXXIZmS6W9tShnNkTLaPKuZOitSkhiF0poocZFK8xNv7XH0vMv7PuUQxWl9gbC7Tg+EtHUgZEHnaN/msFzJD1sUbK7SY5IirVVJwW8BKtIspkmDTZGCs1whKCDX5JnWNkNMLoSwzXX5ObeJo+zmAgvyzLHRGow2rAUJq7GhqgXO4y9UWFurc/ZkjbGGBROUCpxUOYtY1qCj4B0tb8zerw8qhSyaTDcCu/1degTojOjvbAikLgWZuhRklphb6ALcWb2JF3F0TvKpe+t0u56VJjLbD7JI7BSzyjeY+11mnvINTgHyF+NwU4bOaH1Kmb1NweLZ03a+lzzxvLVNIqWdadiox7z1zh5f/EaVoxdSdtICUGghCLAjOkV+AAWTm6wWJT+ONLOZJXRSsEtMCnqRW4PZNTSp9jYpBnS66hU1J6bE2mWtPQL4khLQwta6GDlis+YAt29uuNjnJZdLpqcNzvRMDaW6rCwKXMcwCEW+NGQNvGUP+psx+IuBevQGGO2yLgM7G/ulSgNk5Dr3pGBvKTNQF1t7Z+C2Py+ylZlEcVRMEGnufqTO156qFtIkZW8pUvaW5cCyGHoz7OUXGVuRI304wPybJEq5bHaowjBNixs1zOJmKPmTyhQt0UKhE40WijhwePV1Ia++pceZLzgE2pqEiAg0xDhWqgy5y2W5kumnbFlKrUFpA88y0LUwNnjNZEuGkaHA0v65HgLt8IgISj8fiuEotHuWHc2Kv1R69EpZmzHRMf3BgH5gkz7Ouf6OtfnlwRfn1tzvqTsRAoeKLxDp4Bw3rfMYSr6s09qlqUMb/EyM3hAM11Hny36mvUugFqI08DHdPiMfxq7MsPYe2jgpCy51HlBm+lt6Mfc97vGbHxgj0enYAJEyuNg4LT88SHIk0KYAdPn9i0qUF6HzQqpkBViFJLH+83DHvZR6qGZcyxTsxg4L8jzNz/9Ih0NnXe57TKG9lEazoNMoBilKhWGoX9OkaDOkgaSx8Vjugae1KdnoCCPKTkqql8tgH03slEhvmMlheIrV+phPlLx5sLsvSymp+YBIaDYUN17lfPGKyyfW1DVX1LsmOHssiJP3nLoQ4whBo6rwfbuth+uaYq6IU3TLqHX63DDaSlbMsCsVScn0hhFFHYksOST5v61KFuBQtaAu/Wxkm43SrmCWwQtZktV5O07M2RXBb35ojAeeqqd9lh4o25KmlJ2/XZGkO7el310OP9fPJs/mJA4PI1Jpu9fwLJeSBBQl+ZeWmRY3eJHkGi5hSMlAlsghfQ7FP8YwPRXjO5pHn3VZ65dKINNbU6eDgHK3p1SKMXSH5jFFIcI2KmQt7tkiEzq6UhW2aFH2mqffs0Kq9EYvphqbPAlmV7aihkYIOwd+ZkKwZaaHkZojpxZ/+NGnDhxyHnveejUmgTEfGlW725jv2e2ubT3HsOuxbsxtfk5Glpr87tPrdboo5EcWmJZ3CBi6OURZkoxuqZEBPFmvvbPt79KMpVIxiZfwoc+M8el76phKxtzW9ybNWma7NQxnLcn3EdrY98/+b4PHiBbPEzwlkGRuSrF3T+l9roPLXrjJ9bgps7eWJEIhtSaRCtlX3PWKAS8c7/LeP3IJ/XhISxkEYS5U0i+ZMbkofj950oe8Zc1k4xvSQNOIYcbOzpUxhewdzp8Mz68cupfSlX4olsn+3cTeyCq1TsHWgrf7iqlxnyt2R1SroBOBc+tlTRCCJI7ABIw3FPWqoeLZDhhrEQ7Li9ELVgb4aNDFELBHBzIOL/1yVHeLYc0thUl98ZJ7UnJLhuSJzMBdyBOpEr72mM8HPl9nkDg2YylsxhJhNzH1spqTUmCZH7csfbc00VFeQhkC/Og5ejGtUsiRrKBtqMvemFyi5IVXWeo+G/UmhNXgGcilrRfX2iERdoe4H/muLg894/OVp+w+pGRtGcIGrmERGucgN7JUoyIEKgs+sxgtS/SIAuhCFnZeBvZMd79YuWyZENcTginhaySgT1f9KDEkiS3t7g9cLiw38VwXYwzOlhn7ZQUST0HFi3NgD9k2GyxIGzUkl+/CoRuiDGZGBqTn00nJgS3KwaUYZu5il6+kpMMzNs+CySKolDJGOTG9QPBrfzzG8XM+xrXNAaPs7cpil7f18wZLgXIZ2EMQXveDbwpyM/K+XHw1xOQbVBluFHBqkToqQiITG3gmoeKirTH/14+t8dC/9OgMJIjYCuj0y2jjEGoxzOTZ9uukIEakHrnJg0wlSome1BbMgF4G+dAKnp+7kXoThs/n3/wweU6lKzWtnsZdhVZPUa1YV8W58Wpb0E8yQIfLxImX1hsXmbPyrgB5Tbj55r86SwUPZaXyLzbC2uuATUlTlravEy8iUaQZcUoyiVJ43nECv/uJBk8d9DFSpgmdTJ5Y9h6qGByVJ+XAcvRJ+QKKYToSwxdkiJtKweVQoDnqpJSBPArsTLIYgzFFCl9Km8a34xs0Smuuvyzip763zX/82Bhhkt7BupArWioCXTrwFOSGtMhKZ8C2jkbmpmTnZhTomQVsyqAeIoYyPr4ZEZgNbvxCs9vtXyDWml6ouUT4bHGahHGMM7nzTShnjN7ag6jOo0yNNVlt2ylOYeQQJdZfLe/Km4OdAvDrDm9dhmqEveUoyId3B8j1udRDDJ7rcbWRPLGyRJYZXMWoasJXHqnw/r9s0Op7dosHkTI3qtDeojQ4RxTBcS6neDFgryfuYsF/kdHJIz8bsgopddaMMLstoU1nBmYOi7CtY4mWCGEse2u75blO7cM4dmhWIv7B27s88bzH3Q8rqIlUQKd0rDOQlzxwCW4GcpHqbp1VEhbmQabPRYqJckZzo/KO7L0ugbsAeSm5tAGgs9c4bTgOYlgLJIs9TdVt8c+/65W8/o4bWF7t4IRRHV81WFipcfKoYXK8y9aJmJlmjd6gQhAp4kRZkOctVJRYJE0OlK5YMROPPDDIAMIImNdvezG8Y9eQ/s7lSfEcBndRUCVT7S3dmIMnHP7rXzQ4uuymGT2VRrW2BsHJtPdQWn6YtcvgzjvU1+nJEpjFiweco3gfkikjzJ1d3WHWtgGmBZy9JiJLBknL6IUWT/1xqUkizd7JmH/0jg4n5xyOnBMYp3R3SgEatFSEuiS5hDUOM/Y2qYSzNSEiHStROEMZY2eWoRAlP3wE4Gksu47Fc7YeYeosHxAnFuCDSLAaCiamerx07yp1NWDHjEu90iBpaBzPC5kcG/DosuHXPrCF5W6Dn/n+RX70DQOMkQjhEiU6nawk8+3mcibfiMVNKehKL18xYNHk9Stli2sI4EPgzt7bvdGVKrH4CHMP1ZyICNePmWsJfu2PmnzqnhrGLcpgba9lmrUUpYpBYTN0GYsLyjXMFB3zQ0pkNNIfwfEIww9Jk1FgUwR2OWOXWtlkyrjD/nfaGmbsxq623kORJPZ9og0isdvROFJz1yv6tALJz/22Yn5NgF+SKpIc5DmTC2vXuamssMFnut2JSK1NWVh3ugz00VQ9I+Auv448Ru3DJJ+dDpGGKBF0Q0k3Tvj+G3v83NsNZ+YFjZmQVi8kTkKcpTUHI/25IKx++fU37X6dQ4/Lt40Rx22USvA8kLEiloZYSmQskUKmTcmZHhzWluXIt2wfDgeXJYkiTYnNy9vSbSBNMvYWJbdEpD/PwR7jOAkhms8+WOerj9UweSLHKT0lKgX3KHsPJRZGfjbklmwYaG7M1hs+Rim8xFyU2Etm9Smy9Lmcxk+ZPJshqLVAp26KwE5k1caQxArlaF5704A3v7THh78gCWNhi26MSMeH25VDY5ncpEyNTFeO1DJUImXztLpPCmFbLNJAU8ti5TOloFKsk68vcmqG6nCyGSgQaUGYvkYGfCU5enyKP/2sZPvWOi/bU/3ytq3OXNiVqD/6g//CP/0HL1nbs5W1a/Z23nX59mPs3prguumSL4ot4oqCnOGot8hKZgDdqKY7qw4slb2q0fruVNOpYtvoopiq5KCUwZ3KEpnVmaSp+EQmfOb+Kv/3H4xxYs4vNTG4oNJREFLiS6ikg+yz/W5sMqeUmBLlxE6azEpZy3638v5BpRnmcvi9zbgNV2aWEzblrGlWqpxlctfNixEFKWRO1IbNz6X/JgOU0TDZjLn84pgz84ojpxx0HgmWrq4QGGTeFFz+eTmKNlnMQOZrZAMqhv3+coKHrNamlBDKburhAUgFuCMNYSwIYkEvlvS0JEzVw2obnjveh8pFtIKZf37fwyceueOlr7R79LxwYoDrGc6eCTh0NOGOGzQ3XR7iSI0xECcOSmoC3PygsodOj3pIpeTnqnRyszt3RJas0+PSRv3DXrgeYvEc1LLkd0uNEil7ewlnFhXv/6s6h475UE8twVI6/sXYOx9cWWLudfsRjervnMXXdz4NK5SU2tatdaMEXhQ8WZCstwozuVK2CRNhtbgsVx1KiTAKbTTC2KpDYTRxqLlsb8SPvK3DY/tdTi6UDjiVKdl7gyTUNnDUIpUnwu7RqTGojL2FPY8mP3e2Tc6M1i0ZSlWEDIXhYuS85C6JSQPKRNCJBe1YEKWSyJFw7cUDbtvXY8eOPjs3dQnDAEg3oZradD2VSpWFJY8kXsERa/jOHJ7btUdjPNq9up3LkWTWUzq8vtTHJ0pHmQG8HGQO77syDGz7OV0tykGm0PZzBmxRDjIL7S0zaaISVtqS3/mzJvc+XYGqSkFdArmQiHRVdoQZmkQ1tPoMXYSNbC677I5enP8eabKBKknBqtcXXJWznKXgvuyJy7TELge/lmhhm5Vt069KpYFCC00iDKJneMV1Af/k3R1+9Y8lq1k3RJ6hyb6PwkiHODtOXbYNRWoVmtwqzEgh+2ekKQbdixc5p/nCsO6cDAeYAy1oxRAMekgRYJAYVYPQo6lcrrt0H1dccQ2DwaAA+N7dW9i2devdZ45/5Tdfd1v8c1ftWeOT3zB85J4pEiT/5K4Wr7m+zyCo5JG9gLz+d/TARjOeQpp14C7vyyKkHpI3ImVrIcw65pbCsrXIHJMc5DYVP5CG3/9kgz/6eINO4ljdIUogT1+VKGxBWSqJ3TAN/yIOgBj6viL9vuK/G+jDafph9h69yMMpezYAeonVtcgLpKwnbueGCJGN47NgT2JNw4t5z9s7zK9I/vOfjtHPNHi2h2xOpWCEIhYi333NE7Zb3skCzZS9pSgYXWeS1ZQymZTOdclBEeW7PpNTpVMphCA2YII+b7lxjn/01g4a+LOvTfH5B2dp+BXGN134zZe/4h13Ly0uAGm14X/4rd9ierOJFlfCS3ZsWnjL/lNr/OZHNvHCqRnml8d45liV3ZtjNo37dPueHQxpyr94pGlhpH57yFPO2dEgcy97uGNnY/092sgwzNxKxuAanjvq8e8+MMbpRc9uSJ9Np8o75R2EEPiSfBOpTHPnRVSqrLmL8RX5rhKZhs51d+nnojT6WZbmmw+9L/6+KP1b5c23CnnE0HSoDbOqOWiGfz68OmZ1HeWb2N4ZFU8zO655YL/L/KLC5NmXEdZKf2gQJGQEL1Ibsfiz4TobUbw3DMuuVIeX7/bsXh9SA6I4L/1IcPMVbX7pB0Mu3VFnx6zHtRcNOHEhwog6+3ZGH/76/Xc/+LrXvLVgcIBbbvkemrUqH/nsV/jYZ5+k7jS4bqtJt7qu8/yhGjM1+7XK9l1euJ5bQMNyhKGfl12UjLXXXwiRBpKFk5Kk7J7JEj0EbikTlKt59rjHT/3mBM8d8TGuLCxBkXnfChC59laCDVLyxViFMluvS1SsY/AhqtmgFuWbPYatweHArFSVlyZ+ChelvEOEGNLlmaNihM1y6nQZ0GkySAiJSB0WERquuSTi935ujff8O8FzRwW4lOY8pGiWGTztOIoo/XGiBa7I6sJtAG6bHwobMQepKTUlm4y5U2Y3xc2XJYCESf+esoS02024YecYy6vjdLvguZqaH/Lz379MdWoHs9u/iyTu8S9+5teHAT45MUujVmPz2AxXbalQq9g9yj1XMtZwqFckc8sR4/UI34txhM0wMhTRl8C6DuzpUxrbJiVG9XghSTI9blcCnb7XhR2YWoNSJEhhm4k7RvLfPlnj6ed9EifT2pkkKYBe1t7D8oSRHZc3liQbJityoJdCpCHd9s2hXrYEh39Wri4sVxhmQ3jEiFTJ9ry0BVpayHxXMq2ltQuFTGMoiRDKgkprVGK4/oqAn3xrl5//jw6dGMsCZWBrk2br8iESdrSzgESAK0Q+/UsJW4yV/fVcflLabyeVLiIHe9ZGZzGTu0LpKuu7hrGaoNPxePaIx0TD4HsGR9Uw2ufK5nYmJjYTBr38POYAH294VGv+0Sv3No51Fif3rrZCpJA4jqBWEVQ8nc6CE3jGqqOh0lZhIF8KGWHrDZ4UdSgiZ+0i2BQpyw9pcFEEljJzTNyEnha8/1N1Pv7VGoEqM3aJuVP0bqy9y/bc/9Pee4dLctV33p9zKna+ce7kkSZoNEEaSaOAIkaAQDbZAr9mYdcBg5fgxEsyaxu8XptgY4MNBi8GA15MlIWEiEI5ThMxMgAAO/hJREFUIaGAsoZJmpEmz833dneFc94/TlV1VXfPaEYIJNj3PE8/XV3VXd1d9a1ffc/3l/Ig7/bIdhfW7LQqKUa75SaeR8O27l3sWPBOJan01p5abnTaSq8TQiuSpAWzLE0me7otsdqpM0gmMStCmUmnQCNijSciLrt4nkd22Xz2igpzoQBHd7Tx1JILnRxTQJiszhBTIdYGbF0EejrRTI95mpCcOs7yc58sWIsUYx17YSdUrh0oDk7EzDYlrp0kYFNnaGl1+zrtb2uHcXZc04wf/vZv/47nnHfh9hh3dHxi+qKyPcOiEYnnCUqepuwpSp4JvUw7BNtWqmYUExuK8dyd7fms+CwUtrCP4nKWd2nlVROV0RLbjpmNBJ/5ZoW//nSdAxNuchScjuadSoPSlMFwe7h3p1txKhOmJ6Woe5O0MMxdEDn+nU2sMr6dvpad9V0cPOPfOR7ew7ll7s6SLafWsP/dU3ale6XvST3LBSkzRy9BU68qzlgfMjMveGi7bZxAHfqdW+gXXWosdvowr0XvRJkiJ0/7XhbjcTpfKJJzYTrnmeOnNTTbikOTinY7YsPaETZuWPrxgwe2f3rN2s29FhygGbjosPTtNcvaL5Xx9Kb94y62LOM4As9VuI55OE6cFdSRXY4gIdKsElW00N08O7PS3et1l/VOv8MAXIiO7i08uPLaEn/z6Rr7J3OKSR8LLpLbZ4d7676ad7ZcSPAgJ33mXufX96hJ4knMd46K5K13MmPLOHlCVTrSoSYtwpO34DIvISIK9EUpkVASjU6SJQxdSdWtlKpooiBi4UDMe393hvEZyRe/VQU/+XXmFpL8UovOlFAad2dizWMtiAVEwqSW2cmxlzr1N4icZdedZBKSvE4BKi0mlFxMUkAQgRNq2nbStdoRIJvsnpAM7ZM/vmxh/dsTU83C8bXyL77+lc/zyksHd0dx66wfPTp7+p0PSaq+z0BVUyvHVEshJT/EcyJcx/STtKx0YpiL2y5Y8C7LbXW8o/0feaUkN7HM0RNLKKSn2bbH5gOfrXHvoz54Cd9O47uzZwN0KQ01SWt82zmVpPjc7THMp5UVFZB8D8+ONFZUTUR+XbeK0ucC6/VwiqIFz57zCSIpVy3KnKkMixAFS5+PlylSq0T/VZp6I6bkw+33OUxMJgehaFhzV2gfrpVMjlNrHqc0C2FiabIopdQTKnIWvTNpjtMipLpjzW0p8D3BwmGH805tMjgYMRf537r5ri0ff82vv6EA8IIFB5hsbcCyJDufeBhbN3Fsge8acNfKAeVSG9eOkDK1MPlCvMVJpyxY485yOgGVQkFfC56baKYPGSNScLua7Xtt/vwTda6/2wcvvefnnDkkr0kmltC3t2V3Slq39t2ZcBbrDva+7mjhT3V0R9AVlik+p2CRR9PF6agteS5OxtklQitEws1N+n4CuRY874w2f/nmaf7sE3V27MUoK5DTyLW5CrE6yyLJ3teKNL1HJcFacc5g2Jll79xJtTDZ8qmmpJNJqo5MRYNSJFDKMIOSpwljQRDWOW2Vi1VZBVrxoa5j2gPwF73g+di2FUxPzTI7uYOFwzHDjYChRpPB+hy1chPbiohii1bgEEZJHEM28SSnhKSqiOLIk02VcwQVqUse4NnE0oHHDtr8xSfrfO2aMoFIaltkMmA3RTHWtSgL6mxyk5yOJJS3ow9nMl8OwYUQjH6jh6s+RZB3LReqXeWe0R0DY5Jyk5jtXBCWStz3+QQJUVBbEtlQg1YmKU0JCTH4TsyrX9AkVvBnH6+z62AOMelkszA9VhlVMQcsueUkKT55+hJjKIwthKk/k9uLSGTGSEMzFgShQsYxwpLUfUmgdKLwBTiWzeDICVx05guDOI57jmcPwEdGBmk0au+88OwT1u157InnDlUnGBueo1Gb4tBMi+vvN+0pThgLWbdcYVuCILIzvbvb85hyaVMqIg/kHJjRXZbcVMpOaUkWm2LDrkM27/5Ynct/kIDbSut9dGJMMoAn6oYFBUvRa7HTO89R5MF8AmyBm+dmbH2w3m9l3ip3gzp9ncmEOS6eB3OnE0POgpOTEfMSIjmlRUm00DnlRZpsdTQkcSsoQ33iyJSc/n8uaWJb8J6P1dl1iA6x1Qknzyx5GsSSC37IEjVzs2UtiVOrTidSEYyEm3o0QyWICdl80mFWjzWJlOSeLRWemKrSDG2aQYy0fGJr6Q2Dw4vfGbRnnxzggwN1tj78vZkFI+4WP25doNVB66Hdbb5yg8eeiQYPbK0QtwSvfeEB3vW6Fra0cs6DnHs9ccak9CQv/eWlQkQH9OSseGciapw8woK9kzbv/ac6l19TJrDytKQb2FaGQCkodP/Nx3gXPYN9Hnmg59zMeUPey2M7ImG//RUsdIF+FHsgZcDPOXKyxq26WIy+mInfHbNytIdxAokkjkXktHQTnGViym00lz2/SaTgXR9tsG+CpIAhHZ1c6w6408qYWTHBToJzh8aYNiuxELQloJJGCxmN0UQxlNyQ1108z2ufrwhaivu2T7BncpwvXz/Atl0V/Kl6HGpvy1cu//7Mb/z6JU8O8PRETc1OvPmOrfqs6+5yTrv+3iFU7DPkw7ox46lqlIbZd7BNrSJMgXk7RtpRBvAsESHhzwbgZEDPBKMsNrgfTUkoiiWIbMmnryzxte/6BJYoArrw6FgKkfK9PPemW/PuSmSgQ0/6RwRSRHkO3B1Y/hQcpcukZ0p8wk0KVpsc+BOFpQP0jiU3KkqOoiQGKdXMDcg7gEcZZcV0LrPQKsYR8OoXtdiyw+GDn6mawpdW8gNUanZFAvI8uDGgz1EVc2A7lFIpi1Aa/dzBiBWeBRVHUS3bTI4v5v5HLKSMWDTYZu3SJheun+a6++bYN9e4v9mefHPJG+h7KPsCfNW6S/jjv/piHMWb9f1b7uKERkytpKm4UPYljapFrTTAnoMhi5mnVm6bGiQizXDPVXKVeYDnKAkdYKf6bCcxIp18Gu0ZS/D9Wz2+/L0y7Vy4a3bgRI5Ji6Nb7x6LnQfzUR55Hp5vDZiXDY/TP39EYBdBSuFB58h1URRy1CTX1DWz1hzVkmtlXOjoJCNIGWXM7EOjVIwXa37jkiY/esTme7f5ZtoldWKhk+ds4kInNFiIBPeyc7AyD7MCCbGyCAV4iWvesTQNX7No0GJmpsyPt1oMVGOqpRKVUpVKaYCz10SsWLVSSzER15a+5tgBDvAHr38uzWbry15z50kHDhysWJbEdyWVskWjajEyYPrAq0TGSa1zJxDKJB6kIayWbQBOBnCS2Ai6jF5OyrJAWIJv3lzinR+t8fBO1/TRzlMSrATYOY6XeBztRD3J9O4MyDnP2ZGoSe5Y9MNuN45FBj15LPL3EfHdU62gax6Xd+EX6EoK+C6a0rHORcCrvBXP4saT7UomndSyMMWkCq1i46qAj/zRNO+wNN+6qdS5LfZz/qQZQooO8IUw58uOwYoNyJNrIxAWgRSUtM7utFGkOTgRoZRgumZRLVmUPRcpNUPDI3MLT770y67rA2/qe0wtjjA++g8f4cwLXnR3rd743QP7n2gsGHAZrNsM1yVDDc1QLaJeCamUQnw3wnNDHCfEsaPkEeK5AV45RMqIiVnNfGCiweYDwVzbHHCvopBOels0ceaIpG+9I7nyphLv+acaD+1wjCNHdrvgc490m5RJ6xEjDToJpytk5Yg0gjGvSafhusWKuiLVrpPzY0mRZdikcfGdgKKk5Uu2rqiDZ12du7T2vFdT5G5MPU2apChq3oULVXdtS51uBnhZ+EHB+9kxsukciNxy8aI3F9WCYcWmtTG791ls2WEnG7t0zTaISFGtRDQqIWUvouzFlL2YkhfRampoaUy/cWPhdCIMZJV9E/8E2hT2CcKk+19o6MrGjev3Ba3Dr1++8qzwSDg+ogUH2LDuJGZnZ9j72P00/Ba1inH4VEpR8gjwvQDPMe2vbTtp6GS38UttpucVdz7g8OB2hx/cWsoVlgEVa5aOxVxwVpvTVodsPCnETSy6SKSPK2/0+NN/rPHgdsfofFlNvZSSdE8wZWa9rfQhuoFUTHw9EkXpttz593QsdleycT4G5Xisdvf7+/GS7k056RByHk+KHNxkW5l/kCon6UwjteJapAqMzCiJRmYRiEJrNMrsR2l0CBtXhvz1W2fQwNU3eea7pYbYhK9sPDlk06qQC88KWLYwQkWd/xBowTW3+jy03eWOh32m5xT4hgYEwmU2ljihxE7mbbHWtMOI+ZaiUpKUfYtKpcSSZWuo1WpHPb5HBfiqZWPtPU/M//6p65Z8tTn1SGWkEVOtBHhuhOeYgjqeG+I5Aa4b4DltXK9FyQ+45kc2//uqBnffX2J81mZi1s7dfk1ld8eJ+dZNPosWRVx4Zpv3vG6ehSMxaPjWLT7v+ccqD223jYMh3zs7T0fIrUumiunksqN3U9C7j0RP8uAsvM5PNvsht/uKOE6QdwO4ezkvEXaQLbI3Zc4d+tGUrnV5oIskaCvdJnKgR+cAL1AYJ5CUoJWCQHPKypAPvm0GpeDbt3oQwcJRxbtfN8eFm9ssWRgxVFI4DiYDOfnNCjh/XcThWbjrfpdPf7PKD+6sgafRjqaJh0CiEAQK5kPBdFPjO5qaH9Mox5y0ZvXc1Kz/+4uWLG8/ZYALPatWrDjxzpEBpnc+cE9loDZJyWtjW6nWSdJBwYDc91vsn474z6vLfO6qOvdsLaOSovKUZOe0qRiICWPB/jnB/i2SR7fZHDwo+fAfzPLAdpt3/EOVh7c7xr+eq4baeaSTyiL3JuHdha5oXYqJAbAuApcuK05xOaOPWnR/XQHM/bn58QO7YJl7tuVkwux1TkVJH7qTUJCG13YcPSLj3wXnEF3Pyfss0fmHGmFutaFgw6qID//RDLGCB7fbfPgPZnn5xU3K0lSDjUOLdmiUEuNIMly9bGtqwzErLw5YvWKSf/tmyH/eUGPPpEJpxZz2aCsLNzSZ+hYxrqUpOZJFDZs/OueC6cVLlt25a8+E4ijjqAAfHBoG3EOenrpsz8Cq6z/4xdudXYcqvOy8CV73/DlcyyVW4DohUrZ5YIfgE1c0+PfvNAi0j/Jckx6TuMwzjiYjUGlzJMNLmrHg6ut9Yi3Yd0Dy8DYbXLrQJrueu8Gfix3JS4I5sOYteIF25BMdUkBDZp2PZMH7FPY6dlB3B1r1yiUkIRo923s9mimg0/f0UVPSSKa8RRddiopIZEWrS2XRGi3Ms7lLJvsNBOtXRfzp786x74DFpc9tUZIaFWnT6jC2iWKHWNnEsdG+zUEyvhHbitm4IuDDb5nh1FUBH/9GxCM7YwIVEdoeoYKKPc9rXzDNrz1HsWW3pCVfEO4db112br1+yPVKRz3GR7fgwuO+h7fTqK97Yu+M3D4zfWDtvieafPU6n7PW7eSsNS3iGJQI+NK1Lu/51BCHpipE0gfHQ1p2Ul4hie5N3K+xsk04u1YgYtAxFnDe5oA/+505Hthms3O/xe59dm6GnodPjprkKYrocG9JlyRIf3pS2GM3x85dW0eiHvlNousNvQGleXT37rOHh6fKRA70HYE1b8GLF01vDmfXMx0VpmPV6bXiwqQdFOTGNCY++QPS1uzaY/PJr5a4f5tNvaq45JyWkb21JFY2YewShg5xbBOrpCtQ6i+RMU7k4DoB//XFbV5y/gHe86kGX7lmgFYQg5KsX9HisgtcBis1XNlgw+mnbF+8dPkT89NbqTTWHBXgFk8y3vSWt6Nn7phaPmb9eKgmf3vi4D4uOtXjtFUBA9UWSrT5yg883vXJYfZPVVFuBemUcG2Hqi2o2VC1NBUbypbGtUAjiRCgYwhCpIq5+KwmH337NOtXhZx8gokpuPYuF636eSytRHIoJjMImZSBEEmcd049yZpZ5dSTTLmQvWpGJ9Cq2EoxVVRSxcS8P1VQZPY6jTBMO/j2qCj570ovrq799mQYpfvO0a7sd5H+lnxpjnS/aZHLI8SCp8pLl3JSCHemEwyXKixSQqwkf/WZKp+9ssz+QzY/etjh5BUxK5dGCCRB4BOEHu3Aox16BKGJX4piY9FVYtVNnq+kUVFccGqTvePw6HaHSPhYTg1HNWi3XGLvNA7MDL3qznsfu+/09Qv4n//ro0fF71EtOMBp65fTas7h+eW9BybLN11wxq4LVy06zEDVVPP80rUef/qpIQ5MV8GvYFkeFUdQtTS+pXEt40VMs2MipXGl5DCSZkuyfDjknFNmef/vTXPy8hDdFjie4nlnBZy5OuKHD1q5yzB31gueF1Gw3unksjeepA89yS3ngwG7X3db2gKNoff5pxm9ll+QN+F565vRFNHlxcw7ipL6gSmtSPeps4c2GT4ZhcnTE7NPUqWFRC3SAuFqfvSgw/V3eESRiUfe8pjHH35kgPe9UXDuhpAFNc3MvEOz7dEOXKLYUJQ0pNq2Y5wowo0tYleitWC4Ps+H3jyFtARfvMZlaq7E3Y9obKvGq89be9NZZz9n7/x8E6dcftJj+aQAB/BLFbZtuWvr8ODAxy54zqoLD+x5lCtujXj08Tpf+o7DgekS+D627VJzoG4ryrbGs8G2dJYxAyalygsUs23JkiUt3v1fxnnJOS2GG5q4bdKniDSrl4RsOinkhw+6ndt5ngPkVJNUoLPoDqbqAD1PSfolEGfgLVwQope2ZD+hK32tr7pyDGAuUJUckDMwd8WsFHase/h4uj2jMpqkQH0C7sxlrwtRhqm3LuPkFCek2fuSCljpMbn3Jw5b9zhJj0mJ9iSP7nb4g79zeelzZvmT3wwZqNjMzJVptg1FEXSql5nsMItYySRkVyCEYrg2x9+8aYJ1yzUPPhZw/6M+A6Nn4LiVj9108x1bL7rwnGOB7rEBHGBoeBlYQ3eO1PdecfuDa17xqf/cx0AjZqg+xaF5C2151BzJoKOoOEbScW2NkyTamFQjc6tsBTA60uL1vzrJKy9UuNKn3dJZER/CkKqvOPv0gG/cVGL/JDkuLnLmtTi5TIN0euK66VVPEowmC7oLvEVwdmTDDtK7eTjFzUdakcfu0YHf5z0Z985t0/kPpJQ9i9LKB3MlwO8qHpRZbJEDtEgmqyJXgq3wG0Damr2HJHfc4zLbtJJuwSbRRNs2B2Yk/+faGtNBk9e/oIwrKrQCmTjKlOn7ZBuAu04CcGVaqVhWRBS1OTgFG1dWOe9kwd3rVrBgyZorNm1Yfee+Q1PHCttjB/jg8AKi1kOPWY1T/7DV3mq9aLN+6YWb9lKuzPH7Hyuz67DFgKOoe4qSYzKgPQdc2zQIMk2sJK4jcB2LtSfA6SsaTE+5WFaIa4fYdoi2QgQapxSwdCyiUVLsH6cX1NkE06BN0hVMRZd7Pgf6POa6ZcB+EYN5vObpSX5PWRRhlxE+HnAXsuv7hdPq4nuKkYjpRZELr00VGC2yNDAh8iG4eTd/kZaQWexkkokiK+cMIGG6KXl8n40KpelUJx2QHlgujmfhSbjvJxW+U7ZZt9zDTXCR5vSmKZBeJInijgbvOiFbdru89WMj2GKUl51dYd26ZVetPPOMP7x/x75dm9aufPoBDmD769m17dZdr3rx6Q/sfezQS+v2PPtnBDEuDQfqrqLiaUou+I7AtTH5nI5Ini1KvkWjKhmsSg5NNgCbanke7aW3PoWUFo6SqCiJVcnA0gfciAzMhZiTXFRgR4jpjRTMg7vwNVC8nnqAncNvP6J+nOPJFJeC17L7gynuMmDmnzvOHnJWO5UNdb/lbg4OWXRgvrBP2igjW5COAbftMGBrRnzFaEUwPQ2792saVYuyD74r8BxTksR1FWEkCJP686BxnQitW7Qiwc7HFSuXjnLGBWc9sPPRB3dd8itnHddxPS6AAyxbNgrOsg866uGVav7h3/j4t3zGJyssqSrqZU3FS/+AMNbbEXiOxHUkvmdRLknqFUNdwkjSDmxc10la/sVYVqqVpqYwT0X60JNkMZMG6VUeuvl2j5KQw+URqXQftnHEoKqfYqbZ4/BJPI7F7QlV0R3akr0//1k6lCL//kLQlU52n/dsFiagOSuuVba94wDInxsLIS18CVVHU0poahQpZuYiEBDFFmEkCVyNF2ncSBA4gjDURJHh4ZbUDA+0ecW50/z7tUtZvHTFlzdu3PDBLdufOO7jedwAF+4aJh6/fGrBypN+513/89Yll9/oX7CgJBitmqIsJS+x2LbAtgSOLfFcietalDxBxYeKb25PMolmSycYSkkTyVY4eHk0JfY4HypLsdRD3pmTJt0eCdwZFHI0hTz4jwDc7m19rfhxjMz69lsnOqDWOeE75cgZJ89r5V2xLJkTSCTeTpG7KDL9u+MM6p5cZq/Te2M/71bmVRamDWNyPpSGINI02zGWZf6MUhZRLIgiQRBp3FDSthXtUBLGgjgWSBnzG88bZ/WJ4zdvOXzK7/zbl38w//bfe/FxH9vjBjjA4NJX8eXv3DV/+plvCG758RWUogkGqzIpEGRh2yJrkmp4t8RzBSUfSr7KSlBYVqKr5vhk4ZBZRnfua71TeiKK0mCaa5mX8Y5qwXMALV5WInsP+fVHoyPiKJ/rM3omiH039r6l27GT36iziyJVUrrdpUULbhwyosey98SwFFLgZBJWq9Fpunzy30XXb44VhBG0A41txdl2pS1iBU4kaFtgSYt5WzPflrQDSbMNK1cM8KqXXBYIDs7bleMHNzxFgANcfNZJKKXuaE+cee4NN9xUcqyYWtnGcyVCiIw7Wxa4jqDkQck12dC+ZwBup8U3cw4FkphyreHwlMV8kMWs0pvoQJ9MnfxEM6+Y6AJAj0RNjiT99XTc6YNao9aIrnVPkZCLzmJ+dfHbdGF9Nz0xy7mgK9H1nhTsqTQo8okRSVJyrmKWTJwxJkFCUnYUw40ILGUmS1Kh6ZQ6jpTppRNEmnZIYtBUoseD0pIomTSZWi2G3rbaNq3AYYl9bhPn1DvMOX9q4ykDfHS4Rrs9/96XXXqh3rZt5x+3ph/zF41aVMuaKNIcmpK0Q1Pg1XfBdzUlT+G7Ct+JcW2T5mZac+dqoQiFbcfsPSS46roSTxx2kiSHNNfSyiaZmfVGFyeXgr4WPMVlAdD9Jpfd7+0h572g/SkYSjYydU/039jh1Kq/0pIr4ZFOLs3+RGEnmVKScvtCbErvZFNpmYQMpUU7JVFosXQ45iXPa3L9fWX2TjomgUEpQm0RKU0YQxibgj12SGLM8oGhAmFDEGrGpyKiWFEtSQbbsPakFa0T1lz0D+3A+x/V6tHjTY42nvqlAXheWV35rZvft+bEsQ+duWksOHX1DGecfJBadYLx6cgkrFqma5/nanxX47sxXvJwnRjHNgWE7KSnpWXF2G7MXY84XHd3KSnmkyY0dKx4OrEspqQdeWJJ17pudHbLhj3v0cWLo0eJKe6u8AxPfgH0815mgE82ij6gLqgnXe/v3n+nho35NcVsfHIezLQvTmqxO1w8davHsUk2v/iMgM0ntw2SVYRWMe0YWrHpoxNEJkmhFWpaAbRDRTtQBJEijhWWJRiuK2aCee7aEfDj7QGhGA5sf+xDT+y89X3Vaumo0YJPNp6yBU/H6WvjwPWWfGB2ejx4Ys/cX15364x8aNsgJRmybExiW0YS8l1FyYspeTG+Fycx5RGOE2Hbpni9SZYIeHi75F++UWX/YQfSfvK57gwkYHZEx3ob4lK05B0dvFjnpAPm3Ol+EgT29Wb2AWWGpmPYZwqy7MflrHd+kpnfpfmMKFrf3KQxe0+6LX3OHEF5ypJPVhadsswFqlLMvo+VBiyU0ISBzcKhkN97+Sxb97g88rgNMiBSNnNK4kYiaQ+TxAIJncTSmJqUriORAhaOaF65dJ4VO2b5yeOjyq0O/eX03OhHtj4+Efy0+PypAb7prFfx2a9f3mxUV15x1+Py/f969e2sGimzfrlx6ngulDxF2Y8p+RElP8L3IpPm5oS4TojjBDh2iOsGtGXM5ddX+PbNFfC6itcnVryT0JA8yAUG0d9h021VC/TjCDjN5ra59brfe58GHbzvRLPPW/ot93udrku5t8gtFyINkx9s3puvb1iMH1eqE88vgBgNwkG0NZde0OL2R2b42Ocd5iLT7qQVe8wKgRUaY2SOU4dkSalxbUU7VMw1LZaPVfjdSw6h6mt07Cy+QqgDzVes/82ncCCL46cGOEAoTmJajP1kxdKBN7/x171/3vWT++Rww6ZegWopplqOqJYjyn5IyYvwvRDPSXI2nQDXDnCdNtoK+O5tHp+8qk6ceMQ64LYzcKddifsW80knl8lvK4TEdvHtDBRHsM59dfHCymNF8vEhvi+Qde+2o3+2owX1fCaVG/PKC10aOR0rrpSpkqvyzWEhqdoDnqX5/ZfM88hWh2/eIgkjSYxgFpe0/FqcTDyVSoLFUKZ9ui3Yb9s4dpVFK16lVp2w4s1OdeFPYOq4jtmRxpOGyx7LuOrLn+D973xD/KvP23TvxL6fTA7Vghc7cs54LOsRjWpAvRxQKQWUSwG+G+K7AZ6bpLq5LaTb5ru3u7z9n4bZtb8MnmvcvtIlbfknc+DO+sqLTrJwd4/5bDmfH5F7XYgVF511+RZ+nSRgkfuMyNZ1vy6syz2K63qLbhb2nd590iRkOr+j0Bwr/xvI/Td4UkdXz50ud7fqznbKkj4yT2Z6ZZjJvlaSoZrinA1ttu6R7HzMIhagkETaIkKaMnJJBQaVRkQm/2V2PsLyR7H9RX+y/pSXfvLQgZmoUj3taQH402LBATadspb5mSfil7/shdt27RiYufXmG2uWnmVsqE292qLiB0nmT1pGIsK1Azy3DXbAt2/zeOvfD/HEoTK4PlgeSAchZVK8p5NEbB3BcmcqCp04Q3I8u4eSHI9hFb2LPc8ZKI5xxwVHztG/O+/BLHz+WL6j6/uyl4WqWMk6kZtoApJ02dROMfMZA2olY+OgSyaiyxe0+PifTPDWv4fv3KoJlCJ2Yua0Syu28CKB0xZUbE3d07RCjSBiwdgAa089b+ac55y2bfuuffGqFauP48QcfTxtAAcolXy27IyvGh497y2bzrD/IZj4xlCjdJByKeDAZIwVRqxYaJKK7SRhec+k5sZ7ff7HvwzxxKEKuB5YPkLa2FIkVKRDPaCYRJxOJnsSiAsWiUxFOcK5zoB0tJET23rkpzxreUoUPBfy2uPV0aKj45ObMB7Lfvt9T+KyF6kkKMw6ITrbOrRFZi76TtGmpFKsSrorKGOhNbBoqM1H3jpJ2Yu56d4qT4zHaCcgsmxi4ISFEQjJ7nGPw3Mav9rgty953viLLj7zj1Q4f1Wsnrok2G88rQAX9jAAUTDxhcFTnmPHM/s/eN3NV43e+2ibq++o4Voh//THB1i7NGSmDQ/vsPjg5+pcdXuVZlgCrwTSw7YsfEtkHYhTu5UPOMrHnHSKSRTzKvty6Kfyv6BTmexp2ucxjS5VJQ9+fZTPHOcNpLh/OgA3ootOSr/l9HNE9lkpFbaKTSpaIisuX9Di0++e4qrbW3zoc3V+srvE7JzFyuUtPvaWOSwhufp2lz3TCzlt00UHf+Wi8941ORd+YWxkwdN+CJ9WgGc7dQfRev9n5cAL5Q1b5v/mn79w96jvWSwb1ezY12bR6EE+/80yn7mqzkOP+bSVm9ASH9eyqNmakqVwE86ZunxjDbHuHPxCMnE35xR9uGRupBdNYdvRwCGOcV2yPi9LHmkUJpCSJwVnlwxOD2Xp833iKPsSibVWKjnOaQlB0pgV88YswTihJnEy8TQVBnRSm1LSSYbQ+J7m5ee3OWnpYT5zVZXPf7PB8lGfultl8Yjmva+dZ06uP6gbF7znwETrs6uXDx0Xxo51PC2TzH7j/e//W8pjz73HlqWDqNmLxkpzpRec4XLu+oAb74p476fG2LqnRmxZYDtgediWTcOBhqNN0oSt8WyTESRInQ+i02W6wMFzrbg7nvxiNs+RJl65SWd+otdDfWR3DqbI8jSLk8z8JDS3rnsSKej/PdlDdE1+yb43y8mUXRNW2TWplv33m1182bFJ13WC0/Ld8NLLJVaSMLIIA4cwsogSh49OStal7R41YAvJklHJ5vUBW/f7PLRzIbYewLEchkYXjtcaJ7/DZ+dnl63YfOzAerYAHOCaq7/IGee/8L5Fo9Xdp64sXbJp5V5PiRk+ekWDh58YxvIdpAhNdVLbo+pYDDiamqsoe1B2TdKEJZOotFjQVoJYF096sTFULoowrzbQe6IR/e8CMgFzEXgiA3lHmREFIMpE6aEH0H0A3kfB6fc7ehSSbJsu/t9c2be+LRHz/zsBtzkERRvf+U2680iahYEpktkOXJoth2bgEkQJwHXHgePYMa4TEsbQbFZxZYVaOeZHjzjsPyhZu+rEmbWrBt9S8mb/z/CK3z6WqfJTHj8TipIfzz9jUDXb9S+PDTwRqejw5//58hlv954hNq+wsZyQ558zyZ2PWlz74xK+1JQdE1Ne9jS+azxhYayZGxeMtyWBNifNl0nwDl0TzW5wd9+jOxGnndtxuj7Hd/vRhR5OX+Dkonv1cXHhPF3pCX19sv10gZbkmOTLVHdqDua/V/R8gU6aNKRu/Xw5bJOFo5lv+oxP+wSRxLE0vhcRK4GUCteJiLXme3dK7nikygtOG8C2ypw4Osdvv3iG+3evbM3rhW/Yvmfw6wcmmj+VG/5Yxs8c4Jf+6quYnDwQVyrn3Lrjsb0z9fLlnDC4y1ux0OKUNZJfPd/lhIUz3PFQjG85lD1N1ddUS4KKLyn5Es+xeNEFh7n7sXm+dG2DlighHYnXbcmTUgbySIDIe/XIubz7BDj18t3OKCqNontFb7x415XRF7Td6knufTr3+ljMXbdDq9vZJQoJFMmcJjmW6VxAJNGDxiGj8JwAy2rxpet87vnJMOsXeXgulH1NtSRN9StLUfYDghC+fEOdG+5exOGDHqesclg84rDppHWt0UULXvcv19SvmGiNx3/+h69/mtHWO37mAAdwSqPYNnsXLVl1yuJFSy4cHbD+bcDdUx4bgijycax5LIvEehtw1yuSWsVmoGazcBg2n2zxa+dN8tDWkB9tHyOy/cxRkGnjKbhzAOuJ0NOdJhupAcsst+613t2A6ljIDo89kmpzLKGy3TJ1Hsz9th9hoUfn74Qfp21h6OLTxaAsY83TpIqkzaBMDoVU+F7AAzsiPvwfIwyVHWQ7ZMGQw2BNEsfGZDiWS8UPcV2LduRgC4d9h2LQmkWLls0PjYz91tKVl15+8vIb9aln/+zBTXqef9aj4gmEEPEn//Ur+/7H26/96mtePPCGJUsGpw5MKMIo5sCUjWdb1D1F1RdUyym4HUYGBKODEZYU1Eouv/Wrc6Y/JwbUttAmQ9vKtQbM0xVyEqMuLquc5pud7CNZSdF/uUBH8rLJsdCTHA3pTmIoyILQxZ+OsLNCaWTdxcF113P6XUYRiZXMHlEsiVWHW6NNd7PPfKfMgVkfpeDwVMT4VMTEjGZqTjAzbzPbtJlrubTbPqN1Exm6YAhGlyyaun/fkjes3zz31ebM9/SpZ1/284Ad8HOy4Ol4x1t/k1dc+Em+f+fy/xgdGHVO3TTzkanohuH/+IFN2bJMP86SoFqyqFVsGlXBQM24+ktegGVF7J+0EEg8mXQsTqplpeBOh9JGWtSqaA2F7kw6U5Cny10hGj0x13l3doH3iqIFLVKEIyM9C8lOrsIeJ0/ud+jclaQLljt1AIlsOU9FUueMSHqZ5kqgZoFVphelSCRBM6k0creFFSli2+jbYwMxQmvmApia1/huhGUJLGljSYljO7i2ouJX+PULDrPzgMPmM885fMa6yp+sGHX+oxlo1p3xup8n5H6+AAdYs+n3k5N24PPg2Fdd2/hAzb9ltFqbYbBqUatYVMs21ZKkXlHUKxG1ckCj2mTH3pAvfHcEKR0qtsZ3TMChZ5kCQ1k7dQ1RDEqILMMki6kWpuZ6KqSLNGw0l9uYJeLmOEeG524wp1u7Zp/ddKF7ZJ5D+tCUxLWYTyrOO7p6JrF92nl3Srt1mvGm66EYB66UIIoNjzaqkyZWifcSsKyYKPZ4/SUzXHn7DPsOjjBU0pRdZZoC2wLbtrEtCylchCgzPFzl/W+76ODo0he/W6vw82NLGz9vqAHPAMCzcyMWsHtf6zOnb7xEvPE1/t/ceMN1o+3WLLWyQ7VsMoOq5Zh6OaRRbeH7s3z++x57Dw/QqEjqrjIyop3QE6szuYxV5znWJnVKJShKT7otszt69pDHQk9Sp0wi+RWdOqLHwh/FgGcgT+cIGVXKAV/rbqrSl4Ind5e0g1wvuE3nOyP7gQG11gIdQxRLgtAiViI5RprYlqg4CZcVGmsuZuFgm/96yTjv/1yNw/MeZTfGdxWeaxw9AkEUAXIBa045/+DKk89/D6jPCPHMgBueQYADLFvo02zO/+tLXvScaMGg+/c//OEtg741TjsQ+C5UfFNwf8HgDF+/UXPFraOUfI+Rkikw5DuY2iuWMIWVkvuvAbimFSbaeSSS3uci4+j58KVUi9ad1X1HrkFgzoJ39EiZA3da9o3sW4ojs8R5cOdAXniQu8OQxm33+315nTzfLj2fFqizGBQRaoLQIggl8y1TXQpMapkVaRwrsezKHBzHUrz83CkefOwgl1+3mIYvqfiKaqAIwpi9hzXrVi9g7SnnTYwuOf0d8/Pyc5XK0xtbcrzjGQU4QKlUJgjCL2zefMZ42Hp81UBt6EPf/t6jjmNZVEoRCwbnmJib5d9+MMzUTINlA5rBsqLsgucYYNuShAuaTP5Uv31iCvbOmtBNR2pcCZ7WOAkShdZJ6+heUCWElBx+exwn0KEpKbcteAlzCnkB4rk5gcK0nMyD3DCoHE1RXRY+rxF1TSLzPekzcEuFnWjZpvZM0py3bCIB9x4uMzXjoDE9cezEYNiWoh1q2qFFFJtIn4XDitdfPMt1d0+zZ2qARknQChRDMmbl2lPCweHyO09ef/o2z/evdmyHZ3ocoyviZz90eAvYvrtj28xvPfLwvk80J+8VK8YOSC0O8eGvu1x7zwIWli0WVBW1ssB3k7rjCcAsG1xb4jkSx5UM1mKa6jBfvy1ix/4qSvh4jqQqNSXbTEydZJJqS3As07rOTuiObYEtBbbdWc5fROlyWhZZpsuy46pP3fTF0IBOGAC5CyYr4Zy42q2kAZMUpjKBJXVyMZvudraVPOykzp+lsG1t8lttU7HAzpYNsB3bpAh6boAt2+w8CFfcsIj2/CgDVRvXMcnhrq2xbbIIRssyCeP1SsBwo8lgY5zr7gv48FcWYbVLbDrRV5e+4HS9ePmJb468xf9GMBVccsGmZxpSwLPAgqdDOOfz2I4tgV9a8IUlS0rX65GpVy+ozf3VP3zlAN+7c5hFVYtFDc1QTVIrW/iehdaadqBQSuPYAs8zbebqVcHyhYr1Jype9dyD/O1XZ/jqTWM0qWA5AivOxa4ogRI6F4hPRoC7te0MoJnLXCQRdR2XfCfW5AjWOxmdYCdyYao5CVOl+9edXMlc7Haem2e0KO2qJnRGTyypkzYzpoqB5wb4TpMrbtF86CsLUe0aG5ZELBmFRtVGlSXK07haEytJKzB3EN/TNNuSODaVp154+iG27j7A9fdtZvmqJX++Yvnyry5dtnj3/Hwr2LD+2QFueBYBHGDFiScBNB/f8sUtS05/7gf+85uBO95e9N5VIweshhsw2rAZHnAYrNkM1GC+FbHtcU2sMOG1rqRSkgxUFVU/BmzWn2hx3sZ5vnXrPDORR8tycCXYynRsjoVGZu7p/t5CgShkAeUzfnpiS0TeSouuTJmcSzwnD6q0uRN99HphAJa2c1daoJQm7QSis9+Y3iVyvDtpoZ7yb8uK8ZyIWAf88ME6D21vsHaxxXwzZnoWLEtiWRa2ZWrYCBT7Dirm24JG1aLZsoligdYxSi/kNZeMxGecPvy/3vGp3/xAdeB78XsvvPCZhlDPeFYBPB1LT3ot//i5z8Zv+29v+4s9+w/a37j6prffddc9Xt1rMjYsWDCoWDY2z7Z989x0f4mGb9OoCFxHUvKg7JuZvRAaHVtIHSF0BCom1jahEkTC3O4jZYAYK234e34C1wVcWQBzvgtDbweHzNLTq4V39+aRJEVGUzd5csGZHEiDbKFASYFMw1ZJxcPkp6bSoMwHSSmkpcyEU5iaM5aM0VqhhI2QFkpr2qGm2daU2jElTxIrQcnX1Ksz3PJwzGOP+ywdsZies1DaZWRojPLoKe1lqy76u9MqI3/x0H0260/97880bPqOZyXAAd72336byalp5prxe3/9ZRfLzaeeeO7dP7xGLhqePtdlv20789z+qObgVJnRaloHEVzXlKjwPWOtEBFBZDoYpPJb2nw3D+5YGPUldU/nZfAM3Bnn7qyTXRZcdll12WW1O5nsafyHyEIHMnoCHZqUPFLaokT+biOS4BrViTCUaTt1lUiDKuei10ksvcCzIxQxzcihFQnaoSYIFVGkiWJBEAhGGxFnbpjhkV2CXfssXH840lb9tvWnv1gtW778NltG7202ZymVqs80XI44nrUABxho1NPF92x94Kv82gvX1MYn5/5l397Sa7bu2yZ/vCVmYcNmoGbhOBIpBa5t6q6UvJBGrcXh6YC7HikxF/qmhjUd50+sBaEyOYZSgKV1wSmUat1pJ+NO92Mzwe3098knF/deCJDzphaUmpQvpx6q5HsTjb6Yxa47v8dUScPK3QrSHjpWIgmmE02ZBzeCMLLwfYszTp5nrDHL5NwgwyUD8CjSxEoThjAxY7HvcI2NK6Y5dY1gqLFKnbhixddst/rGa27bOfPGNc8enn208awGeH6s3vhqHnjosRm7Xn7bssrOrXtmqxvP2tB6xYizm/lYc2hGU/Iljq0p+xGDtSaeN8PlN7j84N4FaKsKlpWVe4MkQyhO2nkgsKVGWZ0+NukEMlVJrATYVqqWpJPLTEnpgLs78UJpiOPUEuvkOxP6kvKURIwXOV7eqY9uQJ5q9pYAbZE5sFJZMI3HduwIS6YfTjurScLIxgpLXHRKwMvOnuDfr/M5PFeiUdKESSWy4YEWh6da3HKvxytffDoXn1e5Yu1JFzxw+rolH52Zbc7Uh098puFwzOMXBuAAG9evADi0c+fuP7v0+f9lxcaTtuNED77iihvu4v7t8yyoS0quZnSgSa06yZW3Cf7uK4uZD2oMVAQzbQMT1zb962cCQSs2erp2FbYlcJXu5BsmQLIskWjDImnF0uHbHTmwQ0lScBt5z+wrVkldkEgTxSqzzkJqbCvpTaO7aErCXdJ4Gp3kkInkbhKrTt8cIUh63phkg5IX4DsxQeTQbJvT7NohlhRMTtfwHMVbLptjpn2Qq+8c48C0y2jdVIAdacww3rIZrJ9JaWjtFa84/+Q/mp2ZfUx4C59pCBz3eNbo4Mc75mcnAXe1q+8/9cdb5/7w+pt3XkRzBxtO2I+wJvjCdYrbHhlgeqrCCQOwYVWbWTXN9+9tMGC7DJQ0wg+Zbc+x+5CPI8uMljQDvqLma6o+lD1ByTOln13HwnES693lAAJRoC6p88lJNHRLmiqt8y2YnI1ptmK0NtTEtgS2JY2ubqV3iC5VJjlTqSbu2jqr9Vj2YyqlmGoppFpuUy23aVTmcJw5Hj8Ms3OD+HaFWqVN2Z/kuh9btOcXsXGlYPHoJBOzM/xwi+Tfv7cAPe9y8ZlDvOh5q7GqJ9y45/DAR19w7sr7Wu1o69jY8DN9yp/S+IWy4PlRrg4AbNVabz3jNB44dOjGRcsXrf9UiTtW//PXbrOuvbNOrAWjFcXKhRab15TYsHqCR3e3EW2HdUsELzxXs2rpFB+/aoav3rKQku1RdQ1FMdKgAaBptSFxbAPALKKvoCd2bIXEWG7bMkVHPUfjuTHTc5pd+yNmZpP+Ra4pfiGTti3pyMeaqGSymd1VYtAqtdipFTdc3pYazwmplOe54lbBP31jISeN1rj0LJuTT5xhYs7mn78xwmlLK1Q8QdlrUq8EPG+jxYGJOSZa58TPv3jj1sGB+E3rT7lgL7DlaNGQvwjjFxbg6UhOwJb52cktguhFUTtY8ppXnv+1xSO31KdntlSuuT1iqO7RqGoaVUnJk1RsWDziUPMtVi8u8YrzJ7n5gTlmmh5REnAkks5wjiPwXEnJMxZcCsOLozgJx80HkudCD4UE2zbgrpZjFo+0ODQ3x5V3esxPuSwaBBI5z7ZE8fO5JZ1w91hplEqar8bmIrMkRFHSehuQVkzJDzg8HXDlrUPs2FVnadni8QMOY8M+wnGYmLGZnFEcnHDYc9jmrjuXsPaEtXOvu+yc6ft2RJetXr36CdexHvtFB3Y6fuEBno5ydQCt1WNULty9TDc3vP7V0XOm5s783wsXPxbNjT8+VC3vqwVRgCur1DwYqFl4bgRozt3Y5owT5/jO3Q2CqkxiMsC2O+CulEwAGAKCAObbRl7M4lZIOh6ITr94KUgmvTGD9RaBmGa61WBq1mWgbMCvHZ3p6t1Z8iS7VkrTDmKCwBB3z5VoLGwbwsjEcyNM7EjZD7jzJ5ofPugghfH0Ts5oJqZtqlWHkhvQjitgD88MLDxj/FdOWG3Pt7zfO2H5qttPXFWeUgplWb8c4IZfIoADCNMJQGm1fQKx8LvBgZmTPvbJ/2hf/aWP/b/N8Vtef/VNhCXbOnnxqPSHGwFD9RkeerzFt35YRjoBK5fP0JyuA8LUNbdNS5ZKSTJY0zQqEa6r2HvIYbYpiCJl6ExSxsHElSuEkNi2sb5SmPgQzwlxrIBIxbQiQRgnSkoyMbWzCWw+boWkXTbMNRX7xyM8B2plE6/r2BZlTxDFRn1x7YhtT0TEkeAtr5zkG7c6HJiusn9c0gqrrBpWrd97uXxkOjjLeflLz/7Cdd96199ufv5fe151oHXX1il11vrKM30Kn/bxSwXwdAi5EowGMb9v726EtD/UltaH6gNnW6971cAnBkrBSXV3+wW7Ds5bn/zGGLb2eN/v7OHmhyf4lyvLCCwT2+KYBlrVsmbBUMDo4CyTcy1mmgM02x7Nlmms5LmWUUpiRRilEp8kdI3Wnkp4JkxVZ9KfAXanh5GTXBRRUojHc00AmCUFzapmx3iTA+MuC0JDa3xX0goFQWgi/UIV8vnv+Nx8z0L++k2ac9eHfPFam9HGifEJa1bdPLrU3nJhY+LN37nNij3P5+KX/J0+4YQV88/0+fpZjl9KgOfHwkXLoDNvi+Jg6o3S8Qf3H9j/19/8V8f1nf3xy89rnOF6SzY/d9N9fO2GJlL7lD0P2zJKSLWkWDLaZDaY5LPfKdNwLTavnePOhwWu5VGvGlpyYCJCaEXJsxDYeI4kjHIx1YnvXyQJ0im/931J2TcZ6uiY/eMQaYvhusbx2jywy+Lsk+DMjXP84xURj49XaVQUYaRoB5LpOcHMnGKurbhz60JOPXkV2/Zbd/3K6QfufsdvjViloVcEjrv4T5VqTpy6xjjP3vnWZ/rM/HzGLz3Au4flNgAmgP8O8MCPbwItLvLs1iWWveSy3/g11rpRhBVuZd/BiCiKsWVA2T/MD+7TTE5V2bDe4dxTD3LLQ2VE7DE2qJlstfjJQxHDJYuBmpkUWpZDxRe0Q0mkTEqYxITmujYmOKxsUS+b+JmhesRAbZJd+y2mZhqsWAiWM8dtj7gsGShx7qIqZ66Z5IrrJUsHXBaN2Fi2y+OHLTZsWEdjQPHySwcePXG48bWBuvu9XXP6xhed9yvAO57pw/6Mjf/rAN49Nm66EODG+blDN8JpN732FfGqYG5KbXtgt6rUl5w4tmDRu0tiF7N6iPu2HaJkKRYOtdg/PsfMvEdjULBgKERNzzDTshn0HabmNIemIpSCSsmlHVhEkY1SEksIXMs4lyoli5EBzbIFAUFkQmPLpSbj8w4HxiPmmhaLGgEDpTm27pasWWZx6TkD2N4KLFXi3DNXMD9/+APbf3Rox7KV58uxsQG5cKW7DfjuopHBZ/rQPivG//UAT0e5MgLw3fT14cOHONdxBw4f2nfb9CE4NDMavvC5Z/3xSN164YmL4dDUBEP1B1k6phgZCJlTPotHy5y6QjE502TrgYjHD7oM1mCuaSaJYRgTRyGSKOHfMSONeVrBNDv31gnjMtX6ELGEWDtMz9tsGl7Cn//BKUxODbJqqWRsuPX9wJv++337K87adRtYvGjRjS+4JJgcHRl5pg/hs3L8/wA/whgeHgGYBK4E2LV7L2tO4hEp1Fi1pJXa06JWfYJqeRrX1Vi2SxjJ8DdftfZ9W3aEL3lJaTq899EKCwdLDDUk5YF5XCa58CwfHVZYNiIYatgMj7b40aMthhcOOBPtyjfRt73PdhxH2jaRsimVapy9+XT2HK5TKwvpuXL/c89jx8DgL57b/JkYvzyC57NgBJNXIiVjt9893zhh0bi+8Z4qtVKFakWwYLANcppv/9BFqhKjDUmtLKnX2lx3T8iGlXUxqYanBOx/06uf+0z/lV+a8f8BlXEV7G5tw4YAAAAldEVYdGRhdGU6Y3JlYXRlADIwMjAtMTEtMDdUMTk6MDQ6NTkrMDA6MDCN6SXKAAAAJXRFWHRkYXRlOm1vZGlmeQAyMDIwLTExLTA3VDE5OjA0OjU5KzAwOjAw/LSddgAAADl0RVh0U29mdHdhcmUAbWF0cGxvdGxpYiB2ZXJzaW9uIDIuMi41LCBodHRwOi8vbWF0cGxvdGxpYi5vcmcvSM8oowAAAABJRU5ErkJggg==', 'weight': 4}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 55142833
    {'hecke_orbit_code': 45035996340814139, 'n': 1, 'trace_an': 2}
  • id: 55142834
    {'hecke_orbit_code': 45035996340814139, 'n': 2, 'trace_an': 2}
  • id: 55142835
    {'hecke_orbit_code': 45035996340814139, 'n': 3, 'trace_an': 0}
  • id: 55142836
    {'hecke_orbit_code': 45035996340814139, 'n': 4, 'trace_an': 2}
  • id: 55142837
    {'hecke_orbit_code': 45035996340814139, 'n': 5, 'trace_an': -10}
  • id: 55142838
    {'hecke_orbit_code': 45035996340814139, 'n': 6, 'trace_an': 0}
  • id: 55142839
    {'hecke_orbit_code': 45035996340814139, 'n': 7, 'trace_an': -14}
  • id: 55142840
    {'hecke_orbit_code': 45035996340814139, 'n': 8, 'trace_an': 18}
  • id: 55142841
    {'hecke_orbit_code': 45035996340814139, 'n': 9, 'trace_an': 0}
  • id: 55142842
    {'hecke_orbit_code': 45035996340814139, 'n': 10, 'trace_an': -10}
  • id: 55142843
    {'hecke_orbit_code': 45035996340814139, 'n': 11, 'trace_an': 16}
  • id: 55142844
    {'hecke_orbit_code': 45035996340814139, 'n': 12, 'trace_an': 0}
  • id: 55142845
    {'hecke_orbit_code': 45035996340814139, 'n': 13, 'trace_an': -76}
  • id: 55142846
    {'hecke_orbit_code': 45035996340814139, 'n': 14, 'trace_an': -14}
  • id: 55142847
    {'hecke_orbit_code': 45035996340814139, 'n': 15, 'trace_an': 0}
  • id: 55142848
    {'hecke_orbit_code': 45035996340814139, 'n': 16, 'trace_an': -78}
  • id: 55142849
    {'hecke_orbit_code': 45035996340814139, 'n': 17, 'trace_an': 124}
  • id: 55142850
    {'hecke_orbit_code': 45035996340814139, 'n': 18, 'trace_an': 0}
  • id: 55142851
    {'hecke_orbit_code': 45035996340814139, 'n': 19, 'trace_an': -96}
  • id: 55142852
    {'hecke_orbit_code': 45035996340814139, 'n': 20, 'trace_an': -10}
  • id: 55142853
    {'hecke_orbit_code': 45035996340814139, 'n': 21, 'trace_an': 0}
  • id: 55142854
    {'hecke_orbit_code': 45035996340814139, 'n': 22, 'trace_an': -304}
  • id: 55142855
    {'hecke_orbit_code': 45035996340814139, 'n': 23, 'trace_an': 16}
  • id: 55142856
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  • id: 55143051
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  • id: 55143052
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  • id: 55143053
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  • id: 55143054
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  • id: 55143055
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  • id: 55143056
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  • id: 55143057
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  • id: 55143058
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  • id: 55143059
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  • id: 55143060
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  • id: 55143061
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  • id: 55143062
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  • id: 55143063
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  • id: 55143064
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  • id: 55143065
    {'hecke_orbit_code': 45035996340814139, 'n': 829, 'trace_an': -64260}
  • id: 55143066
    {'hecke_orbit_code': 45035996340814139, 'n': 839, 'trace_an': -5376}
  • id: 55143067
    {'hecke_orbit_code': 45035996340814139, 'n': 841, 'trace_an': 15550}
  • id: 55143068
    {'hecke_orbit_code': 45035996340814139, 'n': 853, 'trace_an': 21284}
  • id: 55143069
    {'hecke_orbit_code': 45035996340814139, 'n': 857, 'trace_an': 10524}
  • id: 55143070
    {'hecke_orbit_code': 45035996340814139, 'n': 859, 'trace_an': -7584}
  • id: 55143071
    {'hecke_orbit_code': 45035996340814139, 'n': 863, 'trace_an': -40448}
  • id: 55143072
    {'hecke_orbit_code': 45035996340814139, 'n': 877, 'trace_an': -16372}
  • id: 55143073
    {'hecke_orbit_code': 45035996340814139, 'n': 881, 'trace_an': 29356}
  • id: 55143074
    {'hecke_orbit_code': 45035996340814139, 'n': 883, 'trace_an': 44008}
  • id: 55143075
    {'hecke_orbit_code': 45035996340814139, 'n': 887, 'trace_an': 43472}
  • id: 55143076
    {'hecke_orbit_code': 45035996340814139, 'n': 907, 'trace_an': -54856}
  • id: 55143077
    {'hecke_orbit_code': 45035996340814139, 'n': 911, 'trace_an': 31080}
  • id: 55143078
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  • id: 55143079
    {'hecke_orbit_code': 45035996340814139, 'n': 929, 'trace_an': 8940}
  • id: 55143080
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  • id: 55143081
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  • id: 55143082
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  • id: 55143083
    {'hecke_orbit_code': 45035996340814139, 'n': 953, 'trace_an': -5260}
  • id: 55143084
    {'hecke_orbit_code': 45035996340814139, 'n': 961, 'trace_an': -47198}
  • id: 55143085
    {'hecke_orbit_code': 45035996340814139, 'n': 967, 'trace_an': -6512}
  • id: 55143086
    {'hecke_orbit_code': 45035996340814139, 'n': 971, 'trace_an': -66024}
  • id: 55143087
    {'hecke_orbit_code': 45035996340814139, 'n': 977, 'trace_an': -24796}
  • id: 55143088
    {'hecke_orbit_code': 45035996340814139, 'n': 983, 'trace_an': -20176}
  • id: 55143089
    {'hecke_orbit_code': 45035996340814139, 'n': 991, 'trace_an': -34064}
  • id: 55143090
    {'hecke_orbit_code': 45035996340814139, 'n': 997, 'trace_an': -65468}