Embedded newform data - 14.13.d.a.5.2

Formats: - HTML - YAML - JSON - 2024-05-15T04:20:26.474636

• mf_newforms •

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

  
  {'Nk2': 2366, 'analytic_conductor': 12.795913441867997, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 7, 'char_degree': 2, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 6, 'char_parity': -1, 'char_values': [14, 6, [3], [1]], 'cm_discs': [], 'conrey_index': 3, 'conrey_indexes': [3, 5], 'dim': 16, 'field_disc': 56038672292118500489883500447914064441358459151988468562548573058160183334557188096, 'field_disc_factorization': [[2, 28], [3, 8], [17, 2], [10492767238803068539929291420737177, 2]], 'field_poly': [735121207672317095821497912841120438336, 6015487435743293961505549572273215360, 159607415711477686151635843287775328, -685746033739471361446313307383040, 15169931128056380497155715556632, -20799163177686535050419379920, 328571000441888143595366884, -329042050982173184619740, 5051027688394458110177, -2684653740993140180, 36740634631350658, -12267558721140, 193554267483, -31307480, 527434, 0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'has_non_self_twist': 1, 'hecke_cutters': [], 'hecke_orbit': 1, 'hecke_orbit_code': 206376534030, 'hecke_ring_generator_nbound': 7, 'hecke_ring_index': 1520884065395413182578688, 'hecke_ring_index_factorization': [[2, 48], [3, 8], [7, 7]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 7, 4, -1, 6, 0]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '14.13.d.a', 'level': 14, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 7], 'level_radical': 14, 'minimal_twist': '14.13.d.a', 'prim_orbit_index': 4, 'qexp_display': 'q+(-\\beta _{2}-\\beta _{4})q^{2}+(5\\beta _{2}+2\\beta _{4}+\\beta _{5}+\\cdots)q^{3}+\\cdots', 'related_objects': [], 'relative_dim': 8, 'rm_discs': [], 'sato_tate_group': '12.2.3.c6', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '14.13.d', 'trace_display': [0, 0, 18144, -469720], 'trace_hash': 1542045788153613639, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.066', 'prec': 17}, {'__RealLiteral__': 0, 'data': '15.178', 'prec': 20}, {'__RealLiteral__': 0, 'data': '3.295', 'prec': 17}, {'__RealLiteral__': 0, 'data': '866.073', 'prec': 24}, {'__RealLiteral__': 0, 'data': '559.128', 'prec': 24}, {'__RealLiteral__': 0, 'data': '73622.267', 'prec': 30}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.168', 'prec': 17}, 'traces': [16, 0, 0, -16384, 18144, 0, -469720, 0, 2362248, -2290176, 2072088, 0, 0, -11501568, -27163728, -33554432, -101561040, -4592640, 174931848, 0, -323731368, 62776320, 25630560, 242221056, 521205808, -1434682368, 0, 350863360, 532360944, -2151917568, 4583818344, 0, 6054957720, 0, -1612540440, -9675767808, 5764524040, -149506560, 10526083272, 4690280448, 0, -12685086720, 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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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-0.09218400666436269, -0.42341450128533803, -0.1635218039889084, -0.48974995446847425, -0.1365109318732105, -0.21730831712139637, -0.2798888378291592, -0.006230560009175132, -0.39756011630513194, -0.48065521438512604, -0.3595706998207227], 'char_orbit_index': 4, 'conrey_index': 5, 'dual_conrey_index': 3, 'dual_embedding_index': 2, 'dual_embedding_m': 2, 'embedding_index': 2, 'embedding_m': 10, 'embedding_root_imag': 233.31859524141817, 'embedding_root_real': -134.7065537695781, 'hecke_orbit': 1, 'hecke_orbit_code': 206376534030, 'label': '14.13.d.a.5.2', 'level': 14, 'weight': 13}
• mf_newspaces •

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

  
  {'Nk2': 2366, 'analytic_conductor': 12.795913441867997, 'char_conductor': 7, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 6, 'char_parity': -1, 'char_values': [14, 6, [3], [1]], 'conrey_index': 3, 'cusp_dim': 44, 'dim': 16, 'eis_dim': 8, 'eis_new_dim': 0, 'hecke_cutter_primes': [], 'hecke_orbit_code': 206376534030, 'hecke_orbit_dims': [16], 'label': '14.13.d', 'level': 14, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 7], 'level_radical': 14, 'mf_dim': 52, 'mf_new_dim': 16, 'num_forms': 1, 'prim_orbit_index': 4, 'relative_dim': 8, 'sturm_bound': 26, 'trace_bound': 0, 'trace_display': [0, 0, 18144, -469720], 'traces': [16, 0, 0, -16384, 18144, 0, -469720, 0, 2362248, -2290176, 2072088, 0, 0, -11501568, -27163728, -33554432, -101561040, -4592640, 174931848, 0, -323731368, 62776320, 25630560, 242221056, 521205808, -1434682368, 0, 350863360, 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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: 2325039
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 5, 'source_dim': 16, 'source_embedding_index': 2, 'source_hecke_orbit_code': 206376534030, 'source_is_minimal': True, 'source_label': '14.13.d.a.5.2', 'source_level': 14, 'target_conrey_index': 5, 'target_dim': 16, 'target_embedding_index': 2, 'target_hecke_orbit_code': 206376534030, 'target_is_minimal': True, 'target_label': '14.13.d.a.5.2', 'target_level': 14, 'twist_class_label': '14.13.d.a.3.2', 'twist_class_level': 14, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 13}
  • id: 2325040
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 5, 'source_dim': 16, 'source_embedding_index': 2, 'source_hecke_orbit_code': 206376534030, 'source_is_minimal': True, 'source_label': '14.13.d.a.5.2', 'source_level': 14, 'target_conrey_index': 19, 'target_dim': 16, 'target_embedding_index': 6, 'target_hecke_orbit_code': 893571301502, 'target_is_minimal': False, 'target_label': '126.13.n.a.19.6', 'target_level': 126, 'twist_class_label': '14.13.d.a.3.2', 'twist_class_level': 14, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 13}
  • id: 2325041
    {'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 5, 'source_dim': 16, 'source_embedding_index': 2, 'source_hecke_orbit_code': 206376534030, 'source_is_minimal': True, 'source_label': '14.13.d.a.5.2', 'source_level': 14, 'target_conrey_index': 33, 'target_dim': 16, 'target_embedding_index': 5, 'target_hecke_orbit_code': 9008436423426160, 'target_is_minimal': False, 'target_label': '112.13.s.c.33.5', 'target_level': 112, 'twist_class_label': '14.13.d.a.3.2', 'twist_class_level': 14, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 13}
  • id: 2325042
    {'conductor': 7, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 5, 'source_dim': 16, 'source_embedding_index': 2, 'source_hecke_orbit_code': 206376534030, 'source_is_minimal': True, 'source_label': '14.13.d.a.5.2', 'source_level': 14, 'target_conrey_index': 97, 'target_dim': 16, 'target_embedding_index': 12, 'target_hecke_orbit_code': 9007268192321634, 'target_is_minimal': False, 'target_label': '98.13.b.c.97.12', 'target_level': 98, 'twist_class_label': '14.13.d.a.3.2', 'twist_class_level': 14, 'twisting_char_label': '7.2', 'twisting_conrey_index': 2, 'weight': 13}
  • id: 2325043
    {'conductor': 7, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 5, 'source_dim': 16, 'source_embedding_index': 2, 'source_hecke_orbit_code': 206376534030, 'source_is_minimal': True, 'source_label': '14.13.d.a.5.2', 'source_level': 14, 'target_conrey_index': 3, 'target_dim': 16, 'target_embedding_index': 2, 'target_hecke_orbit_code': 206376534030, 'target_is_minimal': True, 'target_label': '14.13.d.a.3.2', 'target_level': 14, 'twist_class_label': '14.13.d.a.3.2', 'twist_class_level': 14, 'twisting_char_label': '7.3', 'twisting_conrey_index': 3, 'weight': 13}
  • id: 2325044
    {'conductor': 7, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 5, 'source_dim': 16, 'source_embedding_index': 2, 'source_hecke_orbit_code': 206376534030, 'source_is_minimal': True, 'source_label': '14.13.d.a.5.2', 'source_level': 14, 'target_conrey_index': 31, 'target_dim': 16, 'target_embedding_index': 3, 'target_hecke_orbit_code': 206376534114, 'target_is_minimal': False, 'target_label': '98.13.d.a.31.3', 'target_level': 98, 'twist_class_label': '14.13.d.a.3.2', 'twist_class_level': 14, 'twisting_char_label': '7.4', 'twisting_conrey_index': 4, 'weight': 13}
  • id: 2325045
    {'conductor': 7, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 5, 'source_dim': 16, 'source_embedding_index': 2, 'source_hecke_orbit_code': 206376534030, 'source_is_minimal': True, 'source_label': '14.13.d.a.5.2', 'source_level': 14, 'target_conrey_index': 97, 'target_dim': 16, 'target_embedding_index': 13, 'target_hecke_orbit_code': 9007268192321634, 'target_is_minimal': False, 'target_label': '98.13.b.c.97.13', 'target_level': 98, 'twist_class_label': '14.13.d.a.3.2', 'twist_class_level': 14, 'twisting_char_label': '7.5', 'twisting_conrey_index': 5, 'weight': 13}
  • id: 2325046
    {'conductor': 7, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 5, 'source_dim': 16, 'source_embedding_index': 2, 'source_hecke_orbit_code': 206376534030, 'source_is_minimal': True, 'source_label': '14.13.d.a.5.2', 'source_level': 14, 'target_conrey_index': 19, 'target_dim': 16, 'target_embedding_index': 3, 'target_hecke_orbit_code': 206376534114, 'target_is_minimal': False, 'target_label': '98.13.d.a.19.3', 'target_level': 98, 'twist_class_label': '14.13.d.a.3.2', 'twist_class_level': 14, 'twisting_char_label': '7.6', 'twisting_conrey_index': 6, 'weight': 13}
  • id: 2325047
    {'conductor': 21, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 5, 'source_dim': 16, 'source_embedding_index': 2, 'source_hecke_orbit_code': 206376534030, 'source_is_minimal': True, 'source_label': '14.13.d.a.5.2', 'source_level': 14, 'target_conrey_index': 73, 'target_dim': 16, 'target_embedding_index': 6, 'target_hecke_orbit_code': 893571301502, 'target_is_minimal': False, 'target_label': '126.13.n.a.73.6', 'target_level': 126, 'twist_class_label': '14.13.d.a.3.2', 'twist_class_level': 14, 'twisting_char_label': '21.17', 'twisting_conrey_index': 17, 'weight': 13}
  • id: 2325048
    {'conductor': 28, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 5, 'source_dim': 16, 'source_embedding_index': 2, 'source_hecke_orbit_code': 206376534030, 'source_is_minimal': True, 'source_label': '14.13.d.a.5.2', 'source_level': 14, 'target_conrey_index': 17, 'target_dim': 16, 'target_embedding_index': 5, 'target_hecke_orbit_code': 9008436423426160, 'target_is_minimal': False, 'target_label': '112.13.s.c.17.5', 'target_level': 112, 'twist_class_label': '14.13.d.a.3.2', 'twist_class_level': 14, 'twisting_char_label': '28.3', 'twisting_conrey_index': 3, 'weight': 13}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 57800
    {'charpoly_factorization': [[[4194304, 0, 2048, 0, 1], 4]], 'hecke_orbit_code': 206376534030, 'p': 2}
  • id: 57801
    {'charpoly_factorization': [[[166146008225686888975158615912586831592255841, 8264019023819058419738676102680014250570760, 149823627576396793616186325032111404921656, 637042366436291655887416069836428852160, 761142288571647090674660373659952258, -1255097676601300968346874222702520, -2935022114686640355468335059488, 2026508025440921736443950080, 7412814269483363426106387, -888539452854504547320, -8848813170319704864, 276426941444640, 7637014892322, 0, -3306888, 0, 1], 1]], 'hecke_orbit_code': 206376534030, 'p': 3}
  • id: 57802
    {'charpoly_factorization': [[[1145499279517718068606721170246664792244938309863298457183837890625, -377673342719399330796906521354856215617603268201962500000000000, -26032730956449795837067280963936104369189354676053710937500, 22267830936024195868342604737078265549971286640000000000, 3484374437888089763739340794452941822163884216406250, -11015745069747733892265063464424574169175000000, -25607888549105128278587370796735381767750000, -394188609449587121053941802452493500000, 135598856134098102252261211804021875, 3774178230928416857221956000000, -390367567195299227756876400, -11636797221585895111200, 874098909300438954, 21451613968512, -1072563036, -18144, 1], 1]], 'hecke_orbit_code': 206376534030, 'p': 5}
  • id: 57803
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  • id: 57804
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  • id: 57805
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  • id: 57806
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  • id: 57807
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  • id: 57808
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  • id: 57809
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  • id: 57810
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  • id: 57811
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  • id: 57812
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  • id: 57813
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  • id: 57814
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  • id: 57815
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  • id: 57816
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  • id: 57817
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  • id: 57818
    {'charpoly_factorization': [[[97287620767306974461084943319158535184454497592309891255473550280366640853189774089580708925271849476606108583409348354997721853226543465928378347768994033219996531851384801, -7556539497696667003542769156121969858913843028770567590524061200283772467157845160940125713408432557688121194726046792010884541654549107249906760376927087485726760, 571441721402389985229103718754312308071835553686822346223677731852951215603305959621694596309177599685382277849901011195498442431013259159122775654323880, -9442143139868835857794749837214335549812726895722484013695127462827111345272989125857418787747353380611292286725504288824289681780550750815200, 351448914323767859752027410745630106068558051498623353403413649644992762794188507237648789450178361936351067311587412377945634276994, -4544792888881264923386265670816080276388500667661493371742770047748391209744108876327494241122032697349630307855721726200, 137232456863090743357252397761226133744915475522854953677363746634070666272337942348459098582444703173021728352, -1441822139716628179955030581681541726329881969686303171032376638921357609777604175346353110106826640, 32147217633646573862809793659922964015096703269007983550224328237358876961645726762390867, -273533672198824370864942284113755006529831586896923640955987314406594204720760, 5215812084510741247438394633372740982215027120252421607696130939744, -36075913965918658229601358805061869942890812636582520560, 519236675285458296557611597619742301530583202, -2366009599600701657212882354925520, 30918439239122680812936, -107767119920, 1], 1]], 'hecke_orbit_code': 206376534030, 'p': 67}
  • id: 57819
    {'charpoly_factorization': [[[2577332737991702256733609643799798147457707878883255893815703618507927696562166906573056, 61345555263929288724056116131979089873382788290203461076534416971798892705792, -1730395822350188841515108807508726348226523512267403360982119729664, -64776418973785561976254624096540104423991192446906440448, -397263530034403987702198147728105878863227936, 6799965851236333000245035582858112, 111320119706304385603296, 575129514672, 1], 2]], 'hecke_orbit_code': 206376534030, 'p': 71}
  • id: 57820
    {'charpoly_factorization': [[[801709874618432990292431733946835471023220751403687080062451665017072050277149868549480290163729363835643000899267340478349616453119957054131141249347566420869043874182399331201, -65026392508601864061405708159664003672454915644705289881791367929843296629846310395686866467037875243271865533480666197859346680397645676142290700173903241925527565240, 1699506107619000608093496013780344859397708345745897145659803812352789607770057474081080369516998008833603561386731625249069829835628785005256621539666404612, 4751629644493008115920760916553021222815920452746705307666980053474667993615444408426312386734211023570776379668015851738970246022223064929977120, -459591749396839532677889747463205205213659399437431829496747943656337378014625327960812066097757114924873376913877093393364955845412982, -150546435506171009305920306903417608316370617360013545960753779296856125777445098110092573101777071906235500387670501129560, 98261770649425146283780117481925693593886694541948469081325430394906153960482383892510180778578024789878820241552, -253504271082882565313941675340541472239242388164045755871290397536665848449875512973386657522779116840, -7031222186743244112532345688191270015991935711849324886213946635160802735269479549909873133, 15686146470163949375956736708554388842514491038107072451648778428586206025788840, 385736026255823968016092709291582965189479793947779910666076112847504, 223943035729900888113904606971802996839857136417977082840, -9042889559710143338750697331764440706731651574, -15614554689877634619345550025229600, 160605821962955875558020, 738414283320, 1], 1]], 'hecke_orbit_code': 206376534030, 'p': 73}
  • id: 57821
    {'charpoly_factorization': [[[6806589416445273214354475648694907451315970188699969360209504122957073421105463496509757388541338167949959168162357194540730664924616544375320726173992277638031719638329062890625, 880598194282512932707993720335460691733155784086910824398818616877059189157498748482665991436388587016459419699116578283492937449972245476410551011829414319907353125000, 145569740033769470407541240939717855023892348143358277969482225085126518936116940218379342605872214897005536260812205587547402907780012272327766729430340875000, -3846697133871714169031336941136608534826363099007621455096329059581627546453682671089922622806468077370794993383618053194991303855535872906326000000, 161849783544221777672420306575027530935031716896917126843344991573673986438099404793156128721055401015708717089427284194647823419028651250, 257160711766354509497559417642003165654715211910488876126987827195424577193862429414760824995681546644955169169673752194895000, 7585202924827303155268880789106122347145870379526244436210585342431323239329155865580260156408256086770889860165600, 2160603553715188697956157382982998381524204772172292834140290256375981529612267713981373876458928819200, 193026034414724033788153362792058458491106816879659556633477200446206891511044460149124949571, 4035928752644460731034791454854624112152438779154073025488766054906506933544216, 3211711530259366902429806907831311383025660707672256739885536024721376, -1895365031447218649830792327248578093622834293886605360736, 35609840658418124044327507548958810568530744178, -22959830113026967493940078829985008, 258309779359161237641784, -227632064768, 1], 1]], 'hecke_orbit_code': 206376534030, 'p': 79}
  • id: 57822
    {'charpoly_factorization': [[[52511827886847493383805643519828835074538405424297766330249593761444042343193010314034936909952041636845245352483550865465359478993828579684797586253699121261329087329321296592896, 0, 12118192257879933158827822886743926224635529508702094877017408784872389585405911921036449021245765927806007762692431318587517915232333494918799779552222720819200, 0, 2605400841236930138369094049218311544686812014211671582261390282991593270941546875828871688094318592780478509192523108324409886769244274688, 0, 139133338306586545894017605623631544408474739896918152830647759224679234866257240895230379365531499715714389926477824, 0, 3258711731696078195688220684084774743457446628556862710754849157585160798810902143916423839744, 0, 39009946953127839200389810879679728097790716683194153073054381667598336, 0, 248100747162328720455429901398611890806326969856, 0, 794128125872810467799616, 0, 1], 1]], 'hecke_orbit_code': 206376534030, 'p': 83}
  • id: 57823
    {'charpoly_factorization': [[[78167192462845146045679096601046927021816888125439084196202162510227238332024068897036708233921901186260568526053496255801723581771444270992048085011706524780402323237080633439172001, -4299175694341994944535678001014405711539759355443260759741767089973926384541207656271305255900870874924478073594707873535401631757121910208308832224025795482875212258544264, 9491337304561366694617485915335353809875394826010763003988868825963671886527939006649457560185319187592081393618157385436110652993344069299163975472872846846708, 3812940908491033804545093255530146803268454765284401333502562320663674949171508570787748540343281390455691733415193722614019169339976302284049231626336, 50314124942339850266610735445780827808119189383300803752916895826702926036399534552169375926194610604643849341018830103945936279249979947258, -374441398645841528059546009103142158283791946085358481809858045654260081690327100154414518515758811815308185872606417410899652904, -2344201963136605090507875056576858777019857296965439625079986669062563541187337127584671610541387944876326276982988080, 19466196458852105661209157052668745057635226320599069181302220231433207797484682296361145344256717966358728, 204398752525956442260414157353569817228051051667764370329092659207921122444319526549749828366275, 687760549582719552406369060296218409719200264230400509771156735924217792467642280344, 1005159025397779208102553242501493362846537710344294732861695903841218640, 238084549568490746277570032730415173573277754035095902139912, -950889263247768124232744181361153037315404543782, -285310769883435175898420034681035232, 1943607820375873971215892, 2485007442792, 1], 1]], 'hecke_orbit_code': 206376534030, 'p': 89}
  • id: 57824
    {'charpoly_factorization': [[[162622757223448550626001411254335591460641358982904259698720323215444755665996976236257379776736330506930747341237816461887810437898146556166257865518605615740697048335429254887313753767936, 0, 5173461267257715754732148190587141598183828561060867151337908303116733405683482868286453320007719825077141093887093299631756103362403359804790828825380364564148781056, 0, 67386021574212032798305851469999473312111591375936673960931256483547957890106962178365294452041703634486336231366294760525286773582663070515200, 0, 465048057227609096770338520979289271595711267782947910710308951856292200327103510785995615165744549324257739865784418304, 0, 1840036902001987682960617321626694798501186796807953534026327567562712614920303649601362806407424, 0, 4230050920531114588980911974426500260208827172024976665106788620273497344, 0, 5486755587178809754564399599797033722544625237600, 0, 3694001683117588822109136, 0, 1], 1]], 'hecke_orbit_code': 206376534030, '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': 4, 'hecke_orbit': 1, 'label': '14.13.d.a', 'level': 14, 'portrait': 'data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAALgAAAC4CAYAAABQMybHAAAABGdBTUEAALGPC/xhBQAAACBjSFJNAAB6JgAAgIQAAPoAAACA6AAAdTAAAOpgAAA6mAAAF3CculE8AAAABmJLR0QA/wD/AP+gvaeTAAAACXBIWXMAAA9hAAAPYQGoP6dpAAAAB3RJTUUH5AsHECs6B1x9NwAAABBjYU52AAAA1wAAANcAAAAQAAAADnCbpecAAIAASURBVHja7P13uGTXdd4J//beJ1W6+XbOCd1AI2eQAAmSYBRFiEmBFG1Jtpxk2f7GM3IYjxzGI1nj7LHGyiIlkSJFUQxiBggSGWgADTQa6Bxud9/um0Olk/f+/tjnVNVtgHIYeSjKUw/OU3VvN7qqznnP2u9617vWFvx/jz+1x2e/9BhSivUvn7wwbHJjNo27eK7k+XNt7rthTNx1bX3x0RdyNo0vjd96YNq8dHIzgSdZP96lXsuFlntXwcyOb7oXYCOwAoRCiO/1V/u+fTjf6w/w/fI4fX4GYKfW+XqD0N0w4Q8/90fs3XSZHRuXCJTH2UufS5fNLf847Cz/gCNMOj3jsX5MkHYj2quZNz298BsXpwUij37q4lAnuTK7wMZxuBAlDNVzN8rO//G///jxf/zqpc+Lf/tP/tK/mJ0+9wdB9tLzndUTyuCDEFJJdxY4V6lv+l6fku+Lx/8XGr7L45VT8xgRjLj63H3h8hEcR6bTS8N/px3JB6QwJGnGCy+8SL2ywp5NTVbaiotzFdAxWZox2jCcuOhx3c6cK/OS0aGMRs3nzBWHXKdM1AWXF1MO7tKcuigZG9J4nkcQOJybl6x0YN+6jL3bRrnmwA0YXBwF3cT55vFz0b/RRrtvvvc69mzf/CjEK0Ks+16fsj+Tj/8P4MXDmCWAdxgT7T59uqX/+X/4jP7RdwztXI3W/b2wdYZ6xePcxRlarUWS1GG5K8mNR+AaGr5hrpVx6krEprGA4YpCiZSJIY+9WxXdCISMmZ53iBK4vChQeIRxyu6thvWjHSSSWjVhw2SbE1NjLK1UqAU5vpPSjTTNjiLJMkZGJ6jVN+E4Mdft28nh44u/eNe+uXNb931UtrNRWQvcM8DXd20b+V6f0j8Tj//hAX70pW8jpbhvZj59eydsfXDjxNw1q8uK3/rcKe48uML8vMuF+S6bJxRVHyaGNdPLPkoapNBsHMm5MBdQqxqePxPTjQWBB4ursHPCoVrxWT+Rcd/BFq+eG+L544JjFzLuvi5n07imVhNsXb/Cwooi8CGMDYdPjFOvSM7OeWwYjZACPJUzs6QYqmVIcjZNpiws1ekazf031rmwcgDtCG7YOXSiVhv7bDOU35CCR9/2ljd9r0/x9/TxPxzAO+1lPM8fXV5e+D8e+tbD3rkL5/M7rnVuWVrxbv3jRxcZH5viTQerPPzcMGG+ygO3Ojz+UsCuLSGd0OXKsiJOBb6TcWBLzrrRmKW25KWzQ6SZYO+miLm24vpdIafOu7QihySG2w90OHmpSqOScHza4c59kiSNaUUOL01Jbtqe02y77N6ckKSSl88JFtsBG0bgmq1tPEeSpDCz7NKOM/ZsdPnOi4a33NYhDof56jMh99zU5OD2LZyY3kAzjJ/ft6X9wsS6/erOu96WjI2N/YMkSZZHR4a/15fg/9XHn3uAT01NoZQjjh55lOGGq+r1+i+nSXvfqTOX3vjCK3PqyLkWH3zTMuvqNb75bI2XpkJ+5oPLtJrr+fohzdbNXdbXK8wtZ2ychCNnFKkBgWLzaM4t+9ostwWdKODYOYfrdrVwPY92VyKF4JotmiOnNQutCt20zY27EjrhEMstwUunJPu2ZWghWO1qKr7hhu2SV845hEnKSktxy17D+rEUJTKy3OXwWY8tk4b5RcX4aIvt62p881mXZrLCzzwoOXxshK88E7FtS8iPvkVwfnYTkdmUT2zY9vhwJTgZhu2/7sg4f8tb3olyG8YYzUjjz6/W8Ofym60szRF4jjw93Qze8LG/HX/nN//l383z/MePHT+Wbhhf2D9Wy4Pmok/UUSwvaw6f1nz0bR1u2FtndiXgoed93v/GVW7cNca3XvTYvaXL+uE6U1cybr8m4cQlj+FaCkhemaqycVSztOLw5Ks5T56G67cZDmyRLLcFjx+T3H9dynBNsdKuc2nGYbVlUG7Cx965woXZBqttwc37Iq7fvYDLCLOLE1xagAPbNWEiOT/rM1J1OD4t2bcF2m3Jvm2L7NgY8K3nPKaWQj5wn2Z2cYRXz8FqnHP97oiq12B1OeLls8fVVPP8m7ZPmjsP7hy5fc+unSZNUw8R/euls5/8+NSFBSNEprdt3fC9vnR/6o8/VxHcGAMgL8y0h1cXztyVG37t2SPHs3Dp5NjK4kxjZjnnwlLKzz7YQrKeF09WOXIq5dRsyNvvbvKG/TWOnBzm0ZcThsc6/NA9kqMn6jz+Ssj+XRmbRytgQoQjcKXDmRmHyUZOMzbUg5gL8zmvXsqpqxEeuK3DymqdZ48Zrtsh2LM1J88EFxdc8lyzZ7Pg2p0pz74qWO50edutkkrtCien6kzNjFD1Be2uy/hQxtkZD8+JUVJhtMOW9ctcu03x2IsjPH8u5X33NVlXG+axwwEvnu9y540rvOc2j9MXJnjppObI2ZTICfmbD7aYXxhlsRmwbt0Gbrtx+8rQyJ62lPKnr9m/4+mcsVW01o5S3+tL+af2+HMTwV86s8yRM0vbRXhhcyuWn/3O4w8N7Rg5V7syZYhinyzxOD2Vc2xG8fTJVR68a5Wt611aHYdW6PPZb9UYq7e4fq9DlNR44hXD55/s8oE3NgmCOodPu2wc6zDW8Lg059AKc7rdkNo6l1Q7jNYUG0ck914X8uLpDEcKfC/Dr2Y8f05Rq7tsHk+IM9g0BjftW6DZdYizEVLtcHRKcuTUNnwV4Hs5znBMGMNQI2QH0Op4XJrPGRvuMjFU5xvPehy9mPDgmzpsHm7w5JGAl89HHNi1wo++OefU1AhnpwXT8xkzTc173rTCnfsUJwPFC8clCzPT/MH5cyPN6NmRB98y+QdDtbc1F1bOfvDAgQ3TxkxPCbH5e31J/1Qe3/cRPM0NSrLv97/82MbAc36F9ok9X/rWYXXznjY1V7J9o+bE+QkuzRkuzSWcupIzG0b83I8scdfeYZ4/Ps6JKXjxdMr4xAo37UnYt2mEk1NVDp3IqdSaXLddU/NqnL7kIN2IiicIPM1oVTCz5LLUVDhOTr2S4nsK30u4OK9wZMyB7Q4vnKxw98FVhodb/OqXq0xUfe45AIdPeRzYGSKFy9S8g69cgkAzEuS4Diw2XS4vKYZqXSoeeJ7Ckw5nLhuq1Tb7t0PdHeK5Yx4npkP27Vzmpl0w0Zjg8AmfkxdSnj+bc8vBRf7eD3dZXtnAyQsNLsxILs+nHL+SsHUdeE7MGw4KguE787e8ccfpPI//ytZd77oCnPx+r6J+30bwqLuM63h7Tp967obh6srfai5cvO8rTx9nor5AnlR5/rThL769y2jdZ2U8IUp94sQljA3dKxW+8myNu69d4qZ9ChjBGJeXzozw2yc7fOD+FnftTxkfrvH88RG++WzEhvGIa7YJJocczl5x6UYpnS40OwLHMWwaz0FJpEwIu5KZlQB0hcmhhN2bujz5sk9Mxg+9ISVPqpyZlkyMOGwaE2idsbDi0IpiwtSj3fHYMh4z1ohQSuI4gjR1ODsNEyNd7rw+Y+OIw6kLQzxxAq4st7n1+jY/8qacS1fW8+JJn5MXMl48l5OKNu+5PSIKx7k0V2VuWbK4mjK/krK4CqnJ+PF3RECD82e/o54WR64Jhg58+9DJxx/ds7X67+bn20eyPD29ccPo9/qS/zc9vi/J1tFjl1hYrWzvrh7+1ydOHv357zz5yPZodYr5BcFLZzPaoeDolGTbpiXu2p+TZh5Z7qCNwhiBg+birMfUomb7hhbrR6DqBwSug8LhpbOK2dWIRiPh2h2afZt92p2A6QWB56SkRnFlxeXKgqaVCBzHYd1wxtyKZmrGY6QuEThMjqYstw0Ht0dIWWVmqcreTT6nLvhcWjQc2B4ztyxJM5cwUezbkiKEod2VrBvOmBiNmRxNcCU0uwrfh72bBSsrdb71QoXTVyJGR5u8+ZaQO/f5nL04yUsnPV49l3FuIaE+3OQn39Hh2m1DXJgZ5uKsy5WFnNmllEuLcHYJ7r99nh99U46rDHu2Zpy/VOFbT11kdeXEdp3JH44yve3ggXVP/8P/5W+u/rP/419/ry/9f/Xj+yqCv3pqimqlMnH+wvTfOv7qlw+O1+YfPHniAs+ddnjgjoyDuxTLzQqXFnLy3OMTD42yaWyRO/Yuk2YCratoo3q87IWXRzlyxuMDb2zxnttjRofGGGn4TEwrjl90OXc5YstkzN0HQ952l+TibI1LcxVabY2vUiojMFLPmRiKmW86dEOXTeMJee6we2NI4Kc8e9zn1HSFiZGIXesrXLwiaYYpezYZ6oHmlfM+nqcYq8P0kmK8Bnoo5fSsYrUbMNpIkRJGaimm5fDUUZeLCzHb1ke845aMzRMO5CMcOVHl7LTh2IWUC0sx77hnhfe/MaaiRpiaGWHqisOVeQvu6SU4v2K496YFPvaWLkqMMFRzuTAzwrHzDkJFXLc55qmnn2XDxbkH2wtHuPXmm452mhf/XZJEC6MTe7/XUPgvfnzfEKxDT30e33cbSyvtXz12curDJ8/NSESTW3ZVODnlkesY36tweT5jdiljZtlwZlGwfnKFf/SRZW7bU+fCzBiX5ipcWXC4spBzeSHlxLTGCULecVeLt92kqThDTM/XmbricnYappdyXCdkqJ4z31J0uxl5liEQ+EGFLZMuezYkDA+lzCwJmh2H3RtTMJBouDAX0A4NjYqg6gkkGb6f06jmtLoeF+Yh1h7aGK7ZmNDu5lxZdBipu+zcmLF1XYdaNUZIQ5IImt0KC02PkarAlS5X5j3OXBZMzWZcXMrwK13ecmuHd98Ovhzm5IUGF+cUMws5c0spFxcMZxYNt1y7wD/6yAobR4a5ODPKzGKVy/Mulxc0lSAlSyUnLqYc2NVidGgEv7ZJj45t/4zrNX5a52nrQ+9/3/caEv9Fjz/TAL8y16Li5mRa/MKl6TN3P/HEl+Tl+ebd9+xdcA6fGuHbRyIeuD1hz4YhTl2sECXQ6mQsN1MWV3NmV+HskmBifJV/8uNL3La3yqW5Ua7M17iy6DC3ZJhdzJheyJlvZwyPRtxzsMMd14AnK/jKZ245YGbRYXZZ0I0hyzSBp6kFOSNDGRq4MJvR6sC2dS61SowxAoRHJ9RsXR+ztOqAsVRktQNxBgbDcjNh06RLO1QIZRA6phG4bN0QsdoVXLjikGuHsYakHgh8F7JM0I0ls8uSmSXD3EqG70fgZtx5oMPd1womGhWWVhpcmvO5sghzixlzyxmXl+HskuGWA4v80x9fYf1wg4uzo8wuVVhY8VhckTS7OUmiOT2dsWv7Cg/cKvjWoWGePRHxo+/ws248/sxb73/b0aNHn/vrnU5b/9W/9g+/1zD5Ex9/Zjl4vvTvaIzfx9LK3/3nTz31yP/v8ccf3f3iieXtswstecP+NtsmffI8YOemhM3rDMY4gAQhAYEQBkcYPAlXliocOiM5uGuZa7ZEVANwHYnnKjzPoVaRVF1Jt+Nycirg4cMeF+ZjWlnKyUsx68aWec89Kxzc3eaWa5pMLWYsdgVVP+LcFUOzVeO6nZLVKOf4lKJedXj1AuzZaIiSnCj3cJyUkTqcuOSjnBxXZjguhLHktmu6hF3Jwd05rTDnwpU6O9YratWE1dgwOdxlpdPiM9+Gl87nvHw+YtvGJa7f12JkNOGdd7Z5/72GXevr5Okw5y8PcXba5dKsZno+ZXo+5+y84OJqyg17F/gnP95m3fAwl2ZHmVuqsrDqsdSUrLZyVlupvRmWNFIpkjjgmWMSt9Lmjn2xDFS87cSpSzcKkW05dnnom3e/68flPW/7ofyph//oew2Z1338mYzgLz77KY5NPaDuu/G3/rcXX0n+4W9//oq687qQsDvEM8c0qWrz0z/QYu/GKgaIE4eFlQpLqx7LLYeVNqw0c1ZaGcvtjMUmXFoROJWIu65d5sP3JuyYrLHaaTC/XGFh2WOxKVhuapaampW2phVqWrGhG2WMNVK2rtOAwHcN0/MuQvpsm1Ts2GjYONllbiXmyOk6N+8xVCsrvHJmlHotIUlcxkY0YQT7t0Z88tvD7NuSEceG8SFJmofUA59XpyIqbo0b92a8fC5hbslj05jPjg2wdX2CUinTi+C5BiEM29ZljNQl7dCn03VpdV2WW4rlVVhqapabOYvNnNkmLEU5Wzd1+PB9i9x1jUPgNphZbLC4ErC46rDUEqw2NavtlJV2znLbsNCCMJVoY9i1rcVffk8C6ThPH3XoJKu8+WYRP39+d0tVJ3/55z507z/97ONH85/86Ae/19B5zePPFMAXZl7F9aqVxfmprctzRz702ItX/veFhVmWlmsIr8X9NzgcP9fgy8+kiGCVn//YAjft9Fhq1VluVllpBSy3XFZaDistaLY1q+2MlXbGcssw1xRc6RgQHR58Q5N33qbZuSEgSaqsNANWOx7NtmKlI2h3BVFsSDJDnoOSBt+Fim8YbhgmR1McN+LsTMLRMz46q/H22xMcd5UXjg+xfQN87VDGG67zmW+GBI4iy1NGRyBLXRw3Y2mpyj03tfja03V2bIDnT8e4VHngNk0mQo6ezTk/HeBIj3UjDiM1QcUXeJ5ACcg0JKkhSqDdNax2NO2uZrWrWeoYwjxn2+Yu77yjyYN3J6DrLK0OMb9cYanp2mDQhNV2TrOTsdrOWe0Yljsw15YsdjU37l3m5z/axmUDX36izrFLXe69JcTTQ0wvdtm8aSPL0fb/9c5brv2Dnds3Xex2o/C2m/Z/r6HUe/yZAfhLLx8HZ73nZMf+4sLc8V9enHlOzCwY+cTRgIpjOHIuZe+OJvcedPnkNxocuZSzZ9sC/+InF7h5j8/i6jBLqzVWWj6rbY+VtsNqW9BsG5qdnNV2RrOjWekY5tuCmaZmZLjLW29pc+c1GdvWKRoVl1Y7wHcloEgyidYCbaAbAUIzUo84fdmgTcJDz9eIuxV2b/K462CXVK/y2OFhbtzjcnq2Q3OlwR0Hu3zrBZ91o4bjFwx/430tjk/5rBuVPHxYcdd+xXK3xblLo9y4N+GxoyFZXOXOAx67tkSEWYdvvqAgF5yddmhUHRwB3VCijSDXhjQDpMbxNM2OoVZP2bIh5u79Xd56c8ZYLWBueYil1QorLXtuVlqCZgea7YxmJ6PZyWl2DctdyWxbsNjOuH3fAv/0p5bYu2GYV89O8MmHc954c5P9mxu8eHIY34t59GVJmAX6gTdeb2667pq/fvtt+397YWY2mdy473sNKeDPCMBbnUymSfc9R5//7O5mR//SI0886SbG8K47JFPTI5ycElyYTTg1k7J5Q8T56TqdVHJpNeeOa+b4hb+0wM27PFZbQyys1Gl2AlbbHqsdh2Zb0exCu2NodTNanZxOqGl2DQsdwUIH0jzm+j0h60dzOl3DO+6I2b5ek+USRxqSFB49EnBxPmDDSMYrZwPQVa7ZrLhpn8YPurxwusvCYo1rt9doDK/w9Msut+4JWOqusrLSYP16w6Hjih97c4fnjjtsnnRZ7DRZWR7lpv1dnn4lZ7QyzLW7O8w3mxw6NkzFqXHLPsPerRHIDkfOCyZHU+YWUh474hKlCikh14btGxLeekdCu6PYOKK5aQ8kSZXlZpXlps9qx6XVVTQ7klYHWt2cVien3c1pdTWrXcNyKLncEjTDmLv2LvDPfmqFm3ZXmFkcJk4V52ZStk54nL44zvkrDicu5JydD3ng9jZZ4rJjz31pYoL/5SMfeNeZSlD5shCu/l5j63uug5+82OHifOfHX3rxhX9z8cyZ0WFvnm63xjMnUzLd5j13rKLUCNq4gGF2pc5IYPCUxqB47tQ6/v5vOLzvrmV++M3L7NiUMLvUwPcqVHyPqu9Sqzi0K5J66DJUc+hGOZ0wZ12sCWNDO/JZXgiYvmRIMs3l2QzfN4DAUwZHCrqhQuCSdR1u2C7YtdGwdVOXOG/z9ecUJ86M8LabfW7av8Invm7wRJXtm7q8/LRi07BivNElUBWS1GW+DbXAYfM6wUsnEm7aW+HeGxf5+FdCPLfOW243uH6XRw4lfO3ZGsfOV9i5scr2DTkTIwk7xlOu256jlMZRBjBUfZ+JYZ8kdWl3PV457dKJHLqhohNJOiF0IkOna797O8zphIZWaFgNYaGrmFsxVIea/MzbF/jBu2IO7qgxu9SgHQZEsctIVXH6os+FGYdXz2VMr3T5gXuXuedAwKGjNR5+/JB7y4GRfzN3cWR56+6b/44xix8XYvx/XIAb3QbMTz3+9FO/8NwzT4yeOL/MTdcYrt+jWFhxePJFDcTcdU3M2HCFMFY4KqcdGvzI4CqDKyVHT0/w4qkap6/M8767O9x9IGK43mC5WaXWCmiEHp2uQ7u42GHk0I0dotgQJZokNaSpIcvtkWQeRoNUAtcRBJ5guC4YqcP6cc3mdV3GR5p84wV4/EUXqYd4280uN1zT5sljKUnU4K4bBM0wZH6pxp17NePDXSqOT5QpFlopSgtu2OtQrcccPhnwxpuGuOP6NodPKjBD3HzA4yffvcy3Xkp4+Lkaxy8GbJ1QrB+tMFKvMlSHig+uY1AStIHj5wV5LkgzQZJBnGK/Y5wTxpoo1nQjTTfWdEJoxbDQkcy3IdYR99+4zHvubvKjb9FkWYPZpRrtbkC769EJHVpdh+WWw8KqIc5i3v2GJvce9Dh5foyXTws2TTaZrFzma9/45ujeg9n/eestb3GWm93fGB2q/o8H8Jm5Josr8iefefapX3jkqYcmb9u3wmS9wWrHw1EO12wTCFFl6pLLqK9wlaASKLQ2SAGOKgCuNBVXsNit8Olvb+aRF1u84bpVPnL/Ktft6DA2XGVptUo79OmGbgFsZY9EEKeSNBNkmV3qrePWJpWOA4EH1YpmtJ6yabJLRofTl1M+81jAuUs1hv0Ktx5wuPNgi0Onmjz0TIPb9wRs3dDlk98WKOHTqKesdmK0ASVgotGl1fbQWYX3vGGeT3+tyq65gHfe3iVJl3js6BhpHnDbgUneeWuLPVuaPHK4y8uXqhw577F5VDLaEFR9gefam1AKEMKgDWhtSLPiZk0NcWpv5CiBMIF2JFiJBcttEE7EjftW+chbV3nDgZyxRoWVVpVmu0K769OJXLqhDQ7tUNKJ7Hvt3+aya90wJ89XOX5ekuUpFVnhueOKk5dbvNM8NDlaC37hppvvMUnU+k0vaPyPAfBvfe132LXTY2n6qx/L8+Vfunjq0vjJUzE6zfjgvTOsNEdpdyX5OgfX8Wh2XJvoSUHgKYw2CCGK5VnjOgbfMVQcwUqkWGqO8NlHazz7Soe7rl/lI29Z5cZdTcbyClnm040COqFLGDskqSLNJFkuybVAG4HAIIXB9zTVIMP3Ejw35vJSzFeel5yZ9jg/PYLSPrs2eOzfobj5mhbKX+Do2TqbhqtcuxPWT6yw3Gpw3SZJpg3feM4n7kqGaxkP3Bbx5cdSLs7W2bfbZWY14tVzLlvWjXD9jgWefLnN068K4sTjmh2jXLPF55rNbc7OLHPmMjx3osrpczWqjsB3JDXfELggpU2qjLE3a5ZDkkGSCzqxoBUJWikkOkObiFv2tPjIW1u84bqcDaM+UTTEUjOg3fHpRB7d0KETKcJI0Y0F3UgSxfZ9wOfVMz7NjmZ+JaXZ1jx2RLASdvjB+xJGfMVnv/idyYeenvql0aFG9iu//elPGC34qz/54T+/AP+d3/8D7tv5DI9P3fijLx279O+Pnjs7fNs+wR3X1Hn2WIN/eg7e+8YF3nzQ48LMKIHv227yVJDmoJRESqcAd47rCDxH47kG3zVUvZzhQNCOXVZaI3zu8QbfPhKxbqTLh+5rcs2WiCjscO0Ow5b1ijh1yXNFriWmBLfUuE7OhTnD+VnBaqj50pNVLi+OYBKXkUCxccxh23qHnZvg2l0ttFzk175cY3l5iNuvcbh2V5NHjghE5jI5IqlVM7qphzQSjEQ5Hs1IMLcsOGCq3Hdzm6cOV9g47nH7taP8xLsX+e2vtXnuZI1O5LK0WmfHxgr7NnS5bW+bH3pjmyvLy3zpSZ+lrs+FGZfLlz1cJZBSIhBoY8g1pNqQZ5qRsZSDB7rEcco1W2I+cF/M5JBitO6TpgEzCwHd0KMb21UujBTdSBHGkjAWhLEgiiFKNGmmaXUstWt3c2ZXDOcXNW+4eZWfuSclSyZ55qjP9PIst41Oj2fda/698Lelv/Ap86mHv/YJ3vrOj/35A/jXvvw53vHum8Vv/U7+wbmFs79e4Wy17tRIsyb7tqc02z6HTwt+9+sulWCRO/aAEKP4rkcnkkSJJE4ErpI4SuA4AtfJ8RyB52oC11BJDdXEMBTkjFQE3UTSTmqcn67xLz41CjpDZBk3H+yyY31CloE2GmNsEUcKgVQCx/U4edHj+JmAWuBQ9yTjVcHEmGRy1GHjhGLbhpx921bJxRL/4fMNLlwc5va9LtdszwmzNs8c9RmuuIwNGYbrCdWKLAxfkmakWO4Ylpo5zU6Fe65d5fnjXU5cVAw3Am47MMxfes8S//ELcPhMjU5oWG07zC03WD9eZXIkYttYxN/9YJdGtcnL5+HkJYnrGpQyCKEBY/8zkGWwfX3OXddl5KlLmvkYUyVKXGYXPcLYrmhRonr0LUwEUSyIEkkYQ5zYqmycaJJUEyeGMNYstQxTy4abr13hY28zRN1Jjp6rcOpSxPgYRJ0qL58+Pfym28Nf//W/vT07cvZdn/2jz37G/NAH/9+J5P+vAPz//s2P862jRiXZQw8GLH7i8WcvBW6g+cF7OuzbrIhiza4tAoPHq1OCzzycs22iw7rRCK0FruMQRobIkUQF5/RcRexK4kTjJzlxaqikmjjVJImhkUGcauIMkkwQpZI490nzgBNnahw5AbkxWGhbbuxK8JT1fNR9uHYDNCowVJOM1BVjww6To7B1fcyGiVVSs8x/+PwQZ88NcdNOxc7Nkl2bV/jOqxlzS0PcvEMy0tAEXogvfYwSZLlEGEOWJ6x0AuaWXG66psINe9s8eThg3YigGtS5aa/mZx5c4t9/QfPq5TqrHc1q2ybf48M1RhoVRhpDNKopE7WUbTcl+G6G62QolSOFTSYM9qZKU8X8gkOaKdJMkaSKOC2eE0mcSuKkH0jiFJujJIY4Kc+rfbZgN3QjzVxTMjae8MNvMjRXJzh61ufsdMpy03Bp0aMdJbzvjR1kPlV97pXgE9u3fVk/+P7G51949uP5LXf8he9/gD/x7d9nbLiiNp5f/sDp89MfX984Ebz3DeN88YkaXz20yo5NbTZNVjCA51YYH/aoVCsMVVOkzKlVU4Q0KOXguAY3kXiusBfBFcSeIkkt0NPUkGS5VUWygSOHLDfkuSbXWL6t6YFbCFASHAmuC74jCHxB1ZfUqoqhqmRkSDA5mrFtfZd6bZXPP5Xw2NFRVhcbHNyq2LbBZc+WiFys8o3nqtRch4kRRb0acfQstuN+i6EbK67fk3Jwl2F2JmdhxSOMqrz91jZPvBxy+rKiVpH4XoPrdmr+6ceWePTVkC8/Os5Sy7BtMmel6TDcUAzVXOpVl1rFEPga39P4To6jLNWyXNlGca0FWgsyLclyQZYJ0kySZII0lcSpVV6SVJCkhiSBOM1J0iJiF4EjzkwBcOgmVr0JWy7ffGqUmucwt5RwcUFzcRnGJtq84+6QQA3zhScD5jqngg9OZr/72T9Uf6EZjvzhJ37v0/nHPvLD398Ab1SFbHdaP9xtzv6n6UvzwbPLw6wf6yJEheePDfF/xjlvvbnDO26NGR0aptn2qfg5VVeRG001SJHS4CiD7ygit4g2riTxBEkq7MVJFWkGSSqtgpD1Zb8s1+S5VRdyUyglhVoihEBKUNLSHs8R+J4k8CW1iqBRNQzXNetGYyZG2mRmlc8+Ifntr40xGQQc3CrYusFl+0bNtg0rfP4Zw/JywDXrFSMNqFdT5qYk8ys+3g6IU8HEkGR4GE6fN6y0NLOLAXu2B7z55jZfeTxgrA6+56HkMNftEvzld87jynn++MkRjl0OWNdKmRzOGKop6hVFtSKp+A6+B74LjmPPlxQgxQDIsTd2riHPBVlOAXTb+pdkkKa5DQqpJimfU02SQpyVqgxEKYSprfJmseS541DxUpa7glAnPHDPCm+7Oea6LQ2OT6Uc2B1x30jApfNXArfm/npQ8x2k+/vYOPP9CfDW5U+RZvnHPv75qX8Vd843Du6qk55QvHo6IU4ytowIXj09xqETFZa7i/zkO66wcTwgy12SVKAROCovEsqcxHXwUkWcShLXltJtxBE2EhVRKcsgzSHPrZKgtU24tDZl530BbgpFRuAogetYgAQ+VANNvZIxXM+YGA4ZH1nlqRMJv/tQhZPnh9k+5LJrPWxe77F5Hezb2qKbtTh0vEFFuUyMKIbrMFyPGRnK8DwHIezNFcYey62U1a6h2cmYX/HYur7OHdfM89BzXU5eblD1U1zlIcQQuzYpPvqWRW7ZN8/vPlTn0CvDLHUcJhsZw9WMaiCpBArfFfiuxHUFjpIoRSEfWpQb7OQBrekBPct1sboV0mKmyXIL7iyFJDP9I7WqTJQJe6QQ5ZLUwHwIWZ7h+yE/8c4V/uoPJMTRGNNzdYbrOQe3Bxw/V+HkBc3oyKnGdfvS/zCbXu/9/L/749/+J3/rB77/AN5ptxBC/dTzT/7BL0xPnx87PZPx4Tcv88AdDbauD5hb8lhczRip5Zydr/CJr63n1IVF3nVHk3uvz9m4TtHp+kSJS5y4eJlL4jr4qZX3Es8CPE0lSWaX3TQrNO2cQvqjiNwSbeiD2xYpi8gNjrIFE881BJ6mEmTUg4yRRsyG8RZzzS6//CWXbzw/yvJKjd0Tgq2Tgk2THpsnBTs2RjjeKp9+zOHcpRp710lG6pKhWo6UMZcXDL4jkQKMESSpw7bJFs+R0+oqVlqGueUKezcH/NB9Tf7wEY+pOR/XSRHCRZsaaSa5eccK236kxTcOd/nkN0Z5YarGphHBeC2nFuQEnsB3BZ4rcR2Bo7CJsxQ9T4bB3mTaYJWW3AK+BHmWW0pnwQ5Jbr0uSVk8ygRhBp1M0skgSg1pmLFxsstbb2jyntsj7tgXsLi0nqmZBvPLLgsrgvllzfGLGZVGh/fc0OHM9MWxLVu3/9KPfvCD6n/6ie5vDP13Kgb9dwH41OUmzcj5iYcfe/QXzr56arIRKJYWXT71SIeffu8Cd18/zKkLda4setQrGUqmnJ71+MrT63niaIUbdi/xI/d3edftEePDHmHkEyYeieuSZC5J6vQSpSxTpLkkyyRpLsgySZ4Lci36XFsLeqzE2MgtBShlVQdXaTxX43s5FT+jXokZH+4QpiGPHDV85jtDHHplmBHP5bpNhg2jknVjHhsnJJvXJezctMLLUyFfemKCIeUwMSRo1ASNakqzm/O1ZwLqnkGIgrPGDu+5K+arz1pPjNWSHTZP1nnf3R0OnWhz/LRHzc9QUliQ6ypRYrn+R9/cZO+GeT79aIunjw1zcaXC+oZgKDBUPU3gaDwXHCVQ0t7INpJDaT/SBVXTur/CZQXQbYCANBekeQHs3Ebtbibo5NicJ0moVkM++NYVPvzmNtfvEjT8Bhdmxjg7PcSFGafoAc05dVlTG+7wk29rM1Ed4fAJn/rC0cnLU0O/sOfAW7UxK78lxMifbYC3Wk0uXWkSuObHX335sX/5yMPfGts6OcuWySGu3+nw3CnBf/pim7/zoVluuzbk7PQIQzUPbWC1k9BOJNOtEb52yOfQ0RafO9jkA28OeeCuiNEhjyTxiVOXJHVJM4e0AHqWK7K8KNjkfYBrU0Ru3feUCWGKpNL6OBxH47k5vpdS8RPqlZCckG8dlnzq28O8cn4IkfpsHzFsGDaMDysmRj3Wj0s2TqRsXd/i0kKbX/lyjSyusHmzYLju0KhBo5oi3IRWWGO4bgtUxkCaSUZ9RaYz2qlHu5uz0lJcXqhwYGedn/6BVX7p930uLNRwVFrcGA5ZFhAlkvVjPjfvbnFwZ4dXL1zmM9+p8NALw1xpVqj5iroHNdfgOQZXgSNtOV+Ite46DRhtb7pcC3IDWS6sfp4LktwWicJcEOYQZoYsy9BpwljQ5e33r/Kh+9vcc11G3fPpRg0WVhosNQMuzilOXsi4tJByasYwMd7ir72vy4ahEQ69OsTsQoIxM7z4/HcmF1Zq//LO22/Pku7078RZg8bQ0J9NgCdxyNZNw+899srT//Gxp/64sW19hxt2d9k0rsn1BJ3I4/DZBv/h85q/8eASB3Z22bq+xnIn4LmTDp4wjFUky6rKfOLxx4eqPPZKh9se7vA3399m/9YWk8OKRtUhST2SzCXL+iDPS4BriTYSYywlML2EEqTQKGVwlMZxMnwvw1UJrTBloZXy7z4fcH5+hMPHhzHaY6wimBw3jA8JxhqKsWGXdWOS9WMZmya6jA2v8I0XNS8cG+bgZsFIXVKvShpVTa2SINwY33dwlH1/YyDPJWHsEEYpmRa0Q027Y1huucwuNbhzX4c7Dqzy6YcDKssKR6YWkMYhyz2SVBLGLuPDAbfs6nDL7g7P3XuFCwuS331omPnVKtNLPp6S1FyBV9IwaRPPXiAvqQo2kmdGkGlItSDOIcog0QbyDLIUqWI2joQc3Gavx637cxqBS5pZB2cYBeS5pBLEzK3kPHlcshrnbNnQ5G++L2LH5AiHjw9x5HTGkamEDV1JblZZP/PlsThT//GWG29ZCcPwS3+amPxTA/gjT55mbHyd+v3PfnJ3c+Fko7WccfRCjS8+LXnnHS32bFhl4/gwC8uC0+dG+Ov/tsK77lpm67pVPv2EotN0CRyoOgYBdJRDmNVZSio89MIQTx0Lqfkxf+EdTTaPZWzfGHLntW0cYVvEhLB0xVYlrVfamIHIjbFyo7CauSEDmfHqecnzJxy+cqjOqxfrJFmVuqOYqBhGa4aRqrE6eMNhdMhhbFiwfjRj40TIhokVHnsl5te+MsmGYYeJBjRqikZNUK9mVPyYp04posTBrVlQGSNIMkngKG7cG/Ls0WFrfApzVlsui6s+c4sj/PQ755heXOLZlyZwJSBSNJBlDknqEieSTugwUg8YbtS4Y2+Xew92+ZE3LXDikuarhwIOnahw6lyNTDjEsaKbKpSQCCGuSjyLmoDRZNpgtMYVOUNeQkDKHTd12LEhYvN4ykceiKl4ilrgkKRVmh2PZGBVNcDkSMgP3d+klblsW5fx7tsFeT7KhZkhphcVoWnz3jeu8o7bYH55hBeOxzz2+LcaUXtq9zve9TGlw+O5rPzpNE38qQDcmKeA2Ju++NhfvDSf/KsvPnSZd98Gbx4JePVcnUcP+ZyeSBmp5DSqgi25ZqHt86VvbyTMIHCh7hkcaXAMeBIqGiIHotwhzB26eUC7nfMvPz2CyVLWTUQc2BoxNpTxgTeHbJ1MSFNR8G0JA5Gbgn9KqRFS8LlHK7x8toZwHC5cqXJ5rkpQUQz5guGaoRFoGgHUK4KhqqJRV4zUHcaGYXw4Y91YxKbJFrlZ5XNPNAg7NfZsNjSqinpVUq9o6kGG6yZ849mAuCtxJ0EWYEozSa2iePttIY+/qOnEkk6Y0+o6rLYdZpeq7N9R5wNvaHH41SoXlusoqYG04MsuaW7VpCiRdCKHZsejXqlSq8Ts3xxx+76IS/NNpmZWcdycI+cc/vA7VYRSFtxCXnURNaDBGNIkZ9u6jA+9OWS8kbNvm2HdGOSZS5zUyTKXlbZDljqkebGCZopMK4y2haWR6hD/84cy4qTCSqvCUrPCatthYhjevVWydXyE4+dqvHIWpLPMvbecolHf8q++9K1D3Vfm9/z2b3/pWPIX33vgzwbATx2/hFKVvWH7/C/vbjwtr900SjfqcPv+kGpQZ8O4ot31AcNQzSAlBJ5mrGqIUsgHdOnSQ5FpQyUXpNqQ5IJYS+JckmiXVMNCp8F3XtYYcr54KEWI3F4kYy8SxT9pL6ZACIUQEqkUWeogtYPrSOo+7Jgw1FxN1ddUfaj6glpFUq9YOjRUl4w0YGwoY2IkZuNEm5wV/t0fBTx5dJJdYzBSLaJ3VVKvZFQrCbVqSKVSxVcSJQsOjqUDaeoShYIwzmnHik6kaYfatszVPKbnhrjnQMzPfHCOf/OHDhdXfYTQGJOic0OauSSpJIpdOqGiHjrUAo9qJaDqVwn8lHol4eY9CZ6bcuuejI/c38VRWVEE0ghh1pLygtJpLRFC4rsK8Ihih6UVx/p28jLnKY7CrJblqldMAmh1fHItiRNFO3RodhxaHUmWw9LSEFMXDZfnM87Px9x+neDEuRH+6Peek/fd5/3ytXs7T7S74St/Gtj8fwzwV178DONDQ5VnD59/8OnnTwrfE9x6Xcju9ZqRRoSSLrWKNU2VpvvAkwRuTsfLrcxU9D3mZkCf1bYdq5fZa8sPs+LPEi3JjCTXDqn27f87oHHDQJVSgCOErVQqCCqGwDEEKsd3wXcg8AwVX1DxJNWKpBo4FuA1wXBdM9rIGBuOmRztsHFyiV/7iuaTD61jy7BivK5p1BT1qqJWhWrFzimcWdKcnfEJPGu/hdLpJ4gShx3rNevHI1qRRxiZIopLVtsO9UpAvTrMR+6f59zMLL/+pU040sGgyXVOpg1p5hAnijCxpqhuIKlGDhXfpeLnNNs2x/BcW0dw3RxH2kYJKW05XxSHta4IQBQgFzR14bLUNq/Jc4nWkkz3850sF/ZZ2+Re676ClaSKKBa0Q0WzK2l1bHm/G9pOorkVzeVVSftwhZ0bEm7YFeN1D4vZC8mDbm3X2f/4G38Y/o2f+sD3FuCHjla91c7S37s8e/nv7RwL5akLYzx9LGL/jjYffWvIwV0Ro0O20XW17bDSVqy4Do4rcVyBH+fEiekVZkpQl9JV/zD9MnsR5a2WK3qJ0iDnBopKXuEflxpHlj5ycJWwVlvXVi8DXxJ4koqvqASKekVSrxqGajnD9YzRRsz4SJet65Y4dCrm049uZCTwWVfXNKrCgrsiqQWaWpBRr8YcOglHTlTZPWEK3tsvm4ex4tZ9hj1bQ557ZZhubAijvGgskKy2XapBhUowzIffuMyRU/M8e3w9GIXWuT1PmSFLTc9PEsYO1chQCRSBp/E9F9/L8R2N4+S4jrUYK6XtFizSWoMRBkGfz/WTc2sh1qUi1QPvgBRbWI0Hf850UWFOrMW21RW2obltWwZXO4bZpuDCMjTqHd5/R4v9m6ucvzTC8fORfOeWk//b/j0Vz/PG/jmQfM8AvrDclVEU/uPPfOZ3/s6zh6945tqEoZGM2VcrHDo5wrk5wYP3tLhpV5cNYzUuzQ8xt1TBkW7BAZ2ieUEXBn0rU+k1gC6AXPxOF5W4slhhjGGA4axZcctSdVnQUbKoWCpwndK0Zat/vqcIfEXFF1QrgnrF0KjmDNUyhusxY0MhGydWePZkyD/++DouTg+zc1wzXIVGRVGrKGoB1IKcSpDiuRHNyKCkwlUGKfufLNfWdJVmHo1KSjfTdGO7P083yml3Jc2Kotr2Cfw629en/NO/2OTnPyF55vg6DAptNHmuyfKMJNM2WiaK0JdUYkXgSXzP2Gm3jsZ1rd7vKGMBrizAVUFThDBrG3SL0r4pgogp6Edu+lFa6/JalZHcfrc0F6SpIEoEndCCe2k1ZWHFjrGYWgSv0uXuG1q87+6QN13vMT2reenkCnu2QkV0veNnF/+X9/3Qu1xjOv+rELX/5nL+fzPAz19p0uwm//yR73znb20ePh38wF1Vjp6tcC6KaXiwdcjluZfHOXKqzrW7WvzgXS3edH2bRnUMY0bpxh5xItHaNs4qZSPSYOTWuk9bjDa2i7ywgA4eXAXwgnYXiaWlKEoKlLJymVO0ormOxPfsAKDAtyMZKr6hFmjq1ZxGNWWonjDaCNk4scqzJ7r8/G+Pc/LiKNtGrcJSr0hqVWmjd8VQDXKqQUqaJ/zew3WkUrjSoERfJtRGFLzV5aNvW+GbLyS0E59uAfBOqGh3FE3fIfB8fLfBvi0Z//tPLvGPflvw9Cvr0EaSa1tWTzNrNIsTTRxYu6vvCwJX4Hu2suk5plexdZRGKquNS2Fzoh7A+yVPoAgi2FqCVVuKRL5nWrPXpB/BKarKouggsivTwmrOyVnDYhRz382rvPeukOu3O1TcIWYX6nQjuH4XtLoeDx2SzLWmggPXfP1v33DL24Uxi3//v7W3878Z4KsL59Ha3HHy2EuVdhjykbeGrB9dx/GpBkurdjkab8F8M+ClYz6vnBnmD7d32DIS84YDEcb4SAmuKwCFlBpHldTEAr1sv9K6iCLGFFGb0u6MuepzlQAvPRhlJa+M3o5T+k4kriutf8MTBL6deVL1c2oVC+5GLWG4ETIx3OTQiS7/+LdGefXCOJtHBGO1AWoSONQC61+pBBkVP8F1Yy4vjeAqgZK6kOX6SWaeS7JMsWHEkGUprTQgjA1RrAmjnHYkqXQVgefiuQGuM8Q1mzP+959Y4B/8Jjx7bLKInJo0N6RZXkRyTexrgkQSeapHwVwXXMdSNOtTMTiSgqaAKJ5fB+OWrlAUhRC94lAJ7rJaXEbwPLdeoCS1fyaExKvAT79/jvUjCQe2Slw1TKtT5dJMhcWmy0pLsriiOXkx48xclw++KeKF51+u+NUDd4irFZ//3gB/4dlHcHGrl8590rt55zLPHa/yteci3nn7LGPDE5yZrnBlXlGrpAxVcyY6gmboMX3BZXFGk4UuG8atIUQpicCgpEA7hTeiR0P6QDclHSlff5fPJkXfRCUlSCl64FZSFo0SJT2xEqXvaSqBoeJb/lytpDSqCcO1kPGRJi+cjvhHvzHC0QsTbBxWTNQ0QxVBPZBUA0W1IqgE9uawpf6EZ48LOpFHoChuMsvByyaEXAvSzKEWKO68ts2hVxt0U0tTwjinGyravsL3FJ7rFfx5mP1bNL/4l+b5uV+Fp49PkmpJqnXRLN3vwYw9ie9pG70Lb4pb3Nz2oKApfRoniyrv64G8LAqZEuAF4POiUtxbbfOBvCkHgWCorti/0+XgzmECz9BsuTQ7Littl5WWYn4ZZhZSzl7JWYhC3nl7TJYO89UnIp488TXvr/7IO6uf/+I3uw/+4AP//QE+PzPFyNjm4ZcOfeFXnnklf6OQq9xywPA733I5fqnLj791nh2bxlCyjpQevpdRr2gmEk2mBa5SeI4izYxtmBUCI0Er0QN2H9SlMcisAXgRVtbybmENRUIW4C5MRqoHcFCFY9B1wHOxnUBeYbDycyoFvahXYobqISP1Fi+diflHvzHCkalJ1g87TFQ1QxWoBYJaRVGtKKq96J0T+Bn1asRjRzxWmwEjI/0yeQkYXSRlaa6YHFPcf0OHx57Xtosm0QMglwSuJHBtf6rjVJBSs3+L4Rf+0jw/96uGp09OkmqHtHAAWturjeR+KnvuQs+ROE5hwpIC5ZTnht7nK2/CkqqI0pVGvyB09aEHnkuXYvm6vEKuI4gTl9MXR3Adm2tFsaQdSlbbmisLKZcWU7Qf8rd+cI7Ar/K730zZu6HJlvXVN7547Oxv/tTHPvBXzp27uLpz59b/vgB/9fRlpJr/ucvnX/3hqjPPxdlxnjxsW5dOt2ucuRjxkbelbBrJ6UYuruMSVqyvWGubbLmuLE543wBUctMygeyD+7tE7gLpZUWux71l6aDr8+7SMegorD/DMbiubSwOPE3g5VSCjGqQUgti6tWI0aEmh0/F/L1fHeelc+uYHHaZrOYMVU0B7iJ6B5KKb6N/4GdU/YRMx7QTH6EkbhnBexxcFN6PwiCWutS8yNoFkoCREuRRTtdTxZYoEtdxcJ1yA1rDddsNv/RX5vif/5Pm6RPrSLVDnAuSXBdRXBCkGt+1gcRzdLF62ZY/Vaxo9vwUXfnl84Axq3djDuY6V4G7F4SuWm1718fAqrHKkZQW/Elqx1l0wpyVlmbn1oQfe3uH0cooyy2fn3qb4vSFUY6dXmC3OfnD01PPnNVJ+g/+u0bwV09eYfuWDdt+8f/61YOt+WXSzOHANslow2VxpZi5kXhMzyjqrvVjeK6gmgqyzCHPbUSQVzncro4OesBDcrWfxAyumWXUHkwqy+W26NBRRTLlOMWYicKEVLoHAzcveHNKJYgZaXQZqrV59njG3/+1cV48t46JIYeJSs5QYKgX4K4EVk4swV3xcwIvo1FLOD5lePRwDU9KXKWLJK6vUViAQ5orMu1w380pu3d2OHuxwkQVoqIlLIpzulERhR2F47goaYqikeHabfCLf3mRf/CrmidenSBKK7YYlhmqhYfbd7Egd8rVSxcURSJV3lvhlBQDABcDIOc1fKUP8oHA8zqrbQnwRNr2t1JJ0tr6zstuoUZVsHW0ytnzdcJY0gkFCyuGpWbM/h2ainOFuUuPH7z5Df/Ttrh9+YJf3/SnD/CXj8/geMPbXzj85L/dNr743spYE0/5VIOcdSOw2lFEkUJDMaRS46qiszuz/ou84Gf9hY81wC2jWxmp16gkr1FLish9NbiFQapSFrRgcFQRtR2D52hcV+O7Gt/LCLyMwE+oBjGjQ11W2l0efwV+8VPrefnMOOMFuIcrhnpFUAtETyu3you20duzAK/4MUmeE4UBgbI3mRRijZOvLKTYRNOxXN6JbSNvKgYArvG8HM91cF2JoxRKuj2AI+D6HYJf/Csr/Mvfz3j6xBhXmg2immQ4N9QzQ1BMHPBdU2j/pZJietG7pColwHuft/jQgzjvMcTiovSv1VVgXxOM+tewZ80tGiy0NiglOHNJcWkWjMmJYkOzq+nGgvlmndyEZG7yXn/s2fzaA9f9bZNemRLuxj9dgIvkElIt3j53+fSDR185hfQ1d13XoloX7N4qMLlPsxvQDlUPeL1kKpW2SSEThV4q+nSEwWi9looMArw8xYOssLwIdtxDGb1NQU9M4Rq0kdtxNK6jizETeQ/cvleAe7TDwkrIL/xelS89M8FiZ4SJIclEUIA7sLy7WiSWFV9S9U0RwS33DvwESPj2Sx4rqceYzxo/NmJwlbLnIUkdGr7Dm2/q8uzJhHbqM9Rr7NV4sfWqe44FuKMMSroIaQs0GLhmi+Tf/M0WX3025J//1jqmF0cIhx2GPUE901Qz8FM7etlTdqCRWyaaUvSS4PJ5MFEfvDHL1bYE+trgZAaumVm7KusBC0ZezmsxpJlVXDQGITIMglYkaXY1WmSsG0vwVcIdBwQLc+c48vKpB3VW+70ojqb+VCP4arPDUKO657kXvv2zzZVDbBqv8tgRxbFzHplIue/mDnUvZuvEMm88aEhSF1Dk2qEbuXRC62eIEkWSFcN2MtGT/3QJcN0vLlwd3Qfjd6G4IaBXbi5VAFUCXBXmLaccEGTnnXhujudmBF6K76XUKyGO0+WxIzm/+bUGX3lykkQ3mGwIxgNLS6wEWOrkqjhEEbkHo3eK48Q8dWyYbuKwoVp+nqsjeJFoakmaKQJXccf+kExbgIepICrVkMSOXHOdUuJUBRBt9dGCTTA+LPjhN3Wo+1f4ra+FPH5sjNm0QjeQNDJDzTEW5E6RhyhT5CWmAHl5DkXfOy5B0o/iV+8o2KMqZTQvv9tAJO8V6fJ+32eUCqJU0IwkzViQGoMSGWmWcvcNIbeNp9R9zX03gtAV8qzOI88rHn/2Wfbu2fCzt9321hfztHVauf/5aVn/WYBfuXyZl174Fo3G8MZzp0/fe/jVLjs2CW7bV+HwyRrLyzmfe6hKK86p1BJ2bohoVFLee3eLTaOG8YbDhvGAdlil3fUIE5ckKSdKlWVg0WtMWBsZBqSHQflKmKuoSVmVs45BJelNviojt6usF8N3UzwvJXATqtUIz+vyqYcc/sXvTHJ2YRTXD1hfF4z6OQ3fUPOhVnTYV3xb7QyKgpD1r+TFSmDpyWIrp5N4eErhSdNLMBn4KuX3tY2/kiRzqbgR64dDVrt1wlQU49ZsruC6eSHzqULuVBbgaxJX63x87xs63HpggV/83YhPfmOC5axG13epuZKGYz04vgOeotcM4ZRFn2Llkz2q0i8ADQaVtWRlLdBfo64Uxrm0bHdLYDWWLEWGei1ky8YuG8di3ntPRMOXbF8vaFQ8ut0KWVbl8kKVw6cERnbYMBxz+uS5e8POoxvbnebp6UuX2Lxly/8zgGudc8ON924/c+b4r7WWTnLLPp+LcwEIxd6tgskRWFgVLHcUq12XV07U6OaGJ45miCzh5mua/LOfWmGskaBUA9UxRNI64Xoj07RYk1gyEMUHHwLTjyZF9U0OAlwalNS2C78XufMC5BmeYymJ78X4bsjUXMavf7XGF54Y49zcCI2qy2gAI35O3TdF6b0EtyzALXtFoaDg3r5nb5xGLebzTzmcvlAhUMJWDMtkmj7Ke2McjOXhaeZwzTZ4961tfvPrY3SqDo3UEKUGPynyBqVxHGnVD8UAyN2BkGpXha3jkr//Y10O7pjmV78yyrnZIZazCl3XoaYE1QLonjT2xilUpt7qV57XUj7E8vN+pXNtWX9Aue31fPY7hWz7W5ILwkSwHAsWopx1Q8v8Hz+1xK37II19ArdCkga0uj6zCz4rTZ+5Zbv7hM5zam7A0dMOC6un+Oju637tuuve+I52p/mfpSp/IsCNiQCf82cObX715NFdR87P8dEHOuzcPMbsUo2lVYfFVZ/hes5KO6PVtSN525GgHXm0tMdTr9b48D+r8Q9+ZI633dwlyxQGa191ctMD+CAX70eFMmybNTywBLZ9LkxDBbitalJG7xzXyWznjpPh+zGeE9POE375sx6/9dX1XF4aRqsKo0OKUc8w5GmqReSu9sr3svCpFNSk0M574PZs9TJOE05P+3QSnxG/UHHKolOpSpRVWDPgSUkdGjWHHZsTlB/RTuqEnqCS2hkkXkGv3IKiOKXqIdR3SV4VE0Ndfvq9XR68b5bf+mqLX//cGIthjdAJCBxF1RFUlMHPjI3m0lIVR/btDWWV8zWRnNehKwPXbTCK69L9mUE3hcUuvP32Of7Bh9uM1RuExco+E7p0IpdW1850X24Klpo5S82MpZZmZkXTzUL271pm6uKru0JT2XzvHTdNLbcyRhvfHcZ/IsCvXFmgUqlPxKn72cUrz7nauPyj36nx4F2L3LizzYaxBpcXatQqLrWmpNnWdMOMMNaEhRLQjuDy6hCPHO5w1/7MAk/lAORS9zpveonm687kNwNyoOkBew09kYVLTuUW4I4dN+G5KYGX4LkJzSjhqZcln3qoweeeGCPK63iex5gnGPY0Nc9Q9Q1Vrw/uwJf4vsQvqIktDBXKRAFwz7WVz/MzhsdfqJKkLn7NvCbB7K2KPQ5urahJqnBdh/tvbfPpb3U4OV0jDOy8l9g1eBm4qcZNNEpJq1tLgRSyP9ynBHipsWtJ1XdYNxzyP3+4y/6tMZ98qM7zx4dYCGtEysN1HQJHUJHgy3IcdXFjSmPrCYIBkK81Zb1ml++efaIv8ea9KG4Fhmol5603ZfhqHeem67RDlzCWRLGkE0naod2VY7mZMLecMb1siEzK9XtX+cG7Yk5fHOORp464f/Un7vhsp9O6Ie52Fv6bI3i1NirPnDl9++NPPjp05nKXhdWAqakR/tX5CtftbvE33jfPNdtjPGcU33WpBopuqAhjq2+mmXUJ7tgguG33EFGSgJFIaXBFjlKi6E8ol+5B0+YgKAyyjOS9krLu2T0t7zY4KrcAV3mPjjhOSrOT8uQrgo9/vcFDh4dYbtaRlYB6RTHsGhqepuoaqp6h4lFEbRu5K74k8BSBJwg8CoeeLsCt8V3Lv5UTc2oaLjcDW1gp+O3awknfP2P7IC3IMy1JEod1DcGeLSFHL2Z0U5e4mPHtJRSjovOCopSFGpBX+TTKm6eUIdPc+sM/dH/IA7et8MiLbT7xjQbPH2+w1K7SlB4dz8FTAk8KfGk7qhxpd6lTon+TKlHYfr8bwK+K6IZ+TUMbS4MaCJ5/dT1eXiXJHDuaIhW9WeadKKPVzplfyTgzZxge7fB3H2xxww6XPBuj1ZZIVjh25DtDVU/evn377q/zJwwP+hMBPj096+tc/6e4c7G2YbTB+iGP8apgfjng/GWf3/3mEj/+QIeJ0QBtIPAcuhXbRpVmdi6JEFANDOtHR2h1OlT8FKXy1+VwPUrSGzs1KFGZNQZ9S0t0wbk1SuYomeOVaoZMWWhnPPaCw9eerPOlx4eYb9UQQYBbd2k4MOTaTp6KS0E7oOKJ4pCF5bTg3Z7AL6N3CXAnw/MyAi/BmJRvH/a5MFNhfFTgSl3wWNFv9B2MdHqgOSBXhLHLtnWC+2/q8oVnEjqpS5gKAtfgZTaKx6kZWKVUT69GyDU0xR6y36igrd5e8WM+9KaQt966xBefaPPVJ6s89nKd+WaVUHiEnoPjKhwhcKXAlRJXmIJqGRRigBryXYG+Vivv/x1XGUY8WJxzOQxUfQsQrTVpMR4uijWtrmahBaOjIR99W8q2sUmOnKwyt6S4sqRJ84hucql26236P60sz+4Hwv9qgC+1NGka/egzTx0aXm03qVUkt10TMbNYY2bRYfcWzXxzktOX2ty4UzPSSPBdXUiBdvadwcpPFd92uNgTY/mxFLo3wmFN5acXwQcSygFgC6ELOVAjCoA7To7npARBShTnnLwMU1cUn3l4iK8/32B+pQZugNNwqSpJ3TXUHU3FNVRcCFwL7sC1MwmtzVQOHKL4c1OAXPdA7rm2Pe3sFc3R8z64brHMm4ESvViDgkE5LS/qAlluxzlftyPmwOYOJy5XCQNBNRP4qSFWFNKeLqJ3qaaUEmSfq/R09kKK1FoV0wdcosSlUon52Ntj3nPnKt98ocMffKvK1JWAE5erJKs+me8QOQ5SSVvOB5ziuYzkPepy1bW6+iF6/49debWBTqyZWUgIPEuxjOkXfuLUDunPcji4QZLFY3zrUMBqSzO7nHJlRXPTNZo0WeHkqRepVv/kgUHfFeBx2BRZlvzM1NSJ4VpgqAQJm9a12TjRpd2tstzySDPB6JDCdROGnZyq7xTTpaw6YhBIafCcnIqXEfgpnpvhOpZG9NqlrsK3/Z0Z4Hy2qGEpib05lMzxfTtJNctzZpfg4e84nJ2u8OihCpdXKpy9UgPfR1UdAkdRcww1R1sVwbWD8wPXVl4tiMtDFocqAE7BuQtwuzm+a6O3vbESzi/A8akqrlwrD/YoCv3iV09GK5UULYv+RpcD20L2THZ55VxGN3Opp4LYAa+4+GoA4FIKhJRrIjmUnU4DNlYten2TWa5Ic5fY9WhUEj76tpg3HGxxeaXFt5/zOHfJ55uHq1xZCshDFy0dUk8hpN1kVxRd+ZKi4gk92jIYycu0QwpQ2A15B+NYklrbgBIGgxhQW+x4OG0EJ85XmF2QpFnKclvTjG0B6ECcIozDqTPHxz/4/p/62cWFy780PrHpdQ2m3xXgv/OZr2BMjoymqVc0r1zQPHPS485rW2xf12I4kNyw1X7JLLdLY5or0tQh03Z5NKYYTaz6PYGuKsb7So0oozhmrQRVONkGo3aPiqgc189Jc8O5S4Kj5xQPH6ryynmPY+crtGKfOPHB9VANF18JqgqqjqYyoAP7TunTKG2z1hfuF7TE8xSeJ4sbwPS5t5vbyqJreX7gpRidMLcsiY2P40g8aXAGZLarAvhAAra23zHJXAQOE6MJUkV0UpeuI6zSkfYNY47SayqQshSpAcphRwiMlv1IPjAYyc1Vb/xEN/ZYP5KwdV3KzTtjwiTkL5xv8sqUx8PPBhw9H3DuYkCaKfAVRioQklwOVINKOJcGrQLipWFLCoEjIMwFQW7oZga/8KOXw5Bsn60gKuZKagxmxeDOp+zeGjO6LuXm9RF3HshptWu8ctbn/MWl2uLlJ37Yc51f+q+K4GeOfYmZha76wjenRNSFyUbO0pLHK1N1jp+vE2cZk2MR127vcv9NXe69PkLnCt93qAVlh7UqKnWi4Mx5jyvLgmYIqW1k7i/cFtDS4Djla02aGLqRBf7UtOT3H/LppoqXjgWcueSz2PGIcw8cD5SLaig8KagoqCpDoLDjzFRhPFI2anuusEWPQXC7Eq+gJb4HvkehmtiSuetoPDcrKqIplSBhfiXn4afrNNs+I0MCp9DiS9PX6yVjPa24x8UlcawYH1M8cGfEN58PudisEbrS0hQH3MzgpqVmXWjsMrdyIYOzTmTvPbRxBt7DAt3LFbmjyFxlxz6krpVS3ZSal/KG6zLu2B/zvnsjTl2SHDnuEiaKTz5c5fysbTfshg55okr7JsYp72KB6TV32N9pBJmQJELSziSuKGROBHlmP6jRGq01XiXFUQnonPtu6vKmGzL2b4MNIy5JElD1arx83mNkCCYbhuMnp0Ts36A+/rlvZX/h/W/5LwO4ADZMVH759r3z16+uCk5fGmOsbrh9r6HVVSy2PBbnA/7w/DBffCZhpB6is4Sbdkd86E0dstTO/hgbMtx8bUo9KNbMsv+PYgcCgf1d740tDWl2BUdedllqWdfeoeMuX34iIEoVUaqYmfXQwiE1Llq44DgI38GREk8JAmkICmD7ykYLtyhRe4piiqyN3F7Zl9kDtyp6NEUvenuuxvNKg1bei96el6JUwndeVHzhmTrKc6zctoZ/f/cIXmrheV4qHooocnnPXSFfeqrFJ789RCcLqBU83C15eFoWZUyvW0gI2QOYfSs5wPUHu92LMQ+OjeSuo8gcByfLLdBVjlJ2kP5IkHHXvow796UYEfOBN3WJUlu0+eMnfJ477lHxBYstxZFXPFpdiZBro3k/upfPNuLnxlALDNdflzDZSMkyTZ5pPvDmkOt35qSZy1DVoeJWWVptsLRcZbHp02wrwsTQcDUvnko4ORNd/8Z7678s4Kf/iyL4xdkOXqXaWDjzqX1Gd9QNe5dYP+5weT6g3ZW0Q1hp5VyaS/FnNXPtCtOzVeJcc34u5+tP5xidobOM+lDCHQdD6n6OyTWQ92eWlPxlTQ3eLrmrHcXzRz1aTYV0pJ2JYhwbmYSDnQvsgHSQUuJKYcEsDb7UeNICwVPgqf6MPgty0W94cGwjQNl4PAhuG+ELW61bRvB84MjwnRRjEi4veiRxgD8k8YqytypceWuqmGVHD/3yeh/kklwrktRlpK7YMp7giYgw8wkzQcWxxZLSQ1IWtJQctLfK3nvZ95BF8UcPDMHXRf9knxplWV7UDVRRp8hIsxyV5r3x1VJmbB7XxYqh2b81IjEh0tE0m4LnjzqsdiVKMgDwgQvbX6SL7yyp+ILbr8sZHYI8UeS5gxA+WtuEOIw9ZhZqnJtuMDXjsNI2dLqadphzeUlzcTXltn2RyqLmvp/6sQcbHzMrrasHeL4G4DqeI82cX3r8uStvWpjROMrj1v2zbF1fo9P17DZ8ieCplw1XliTjFc2wL8i0sJ0l2iHRAXEOy7Hhq08bdJ5htMaYDEwOOuO7N53ZJU6XWy5QeE6F6ic5UhZSVgnqouwsKTZuLXXjgWen6KRXFFvv0QO3betSeAW4PYeexdRG8CKKOxqvqI66borvp1xa1PzuN2vgeLhS9BPMHj0Rr4ngg76NckioBZsdrJOkLh95IOSLj4Ucm6vTyV2qmd2U1roATb8TR5U1gX6y14uWPTefHDB4lYfueWEcR+Hmdl6KWwBdyX7RzPrGi9dCF4ODchxhECZnvKp51z0GhO4JAmv5WDFGz0iMVuTagjnLHaLEYXWlvxlYWozfK2/4KJEcn055+khGlBjCxNCKDDMdwe3XSCaqHdz01JvmZi/8Up5nf+0/G8HPHP8GjpLeyXNzbB7rEAQhJ2cSkjQmjl2MkXRiwfGZOp24St23S2W/imaH86R5Ya7JBd3MI8whziHXOdoUvU2v0edfu5QJKXstaEqAK2xZ2RfWLehK+7MjKTwVRfd4aSRyGJiDQrEzW7+rvg9w2aMtvmd6LW2epwcG52S4RfT2nBQpEy7MChZaAcJx8CVr6Ikc+DplLCsLPb1xDIPAK5SOJHMZa8RsWx9yYjYmzB2iHPxc4OYGNyt4eEZPWeqX0NWaToVSi7aTdsuNAMQANdI4uSZXEuWU25er3k52UulipdB9abYAuSjfG82glLsG4IYi8bWAzXLHKjmpHYOdZA5pqkjL4anazl8xxn63WiVh77YmL19wMJHCR1NNMoYzQ5o6RJkhjab51B897InXqfe8BuCPPLOElHD+Mjx7ZAwjNFEGnRTSTGO0QUpFRUrGa9Zpp1TxXYqOjnK+dJyawhppB6Z3U0E3d4g1ZL2uj8G7XfSiUAmQHqiFVSYcaXoej/J173dFsO9bQek12HpKWLCvAbe0z14J9DL5LMBddv84ukdRXMfyU89LyUj56lMV5hYquEMKb9DDMaigrF2o+5F1gB8PFn2i2E6wfefdHZ56OaKVBXQdh0qmSYpyupJ9Q1RpOLOqVPlOZaIp+r4QA1oXM1UM5Mq+p6MFmRI4ucRRsqApmqwAer+YpnsFNin1QOFNrynCXfVVi6KT/W5p5hKnDnFiNfkocXru0vKmM4We6Cg71Gj/ZsPPfzREqqi3gUAUecSp3UN1uWUQ8YXXrhxXA/yzX3gI5dTumbn4jVsdWnh7HZZWXa4sGFY7mjizTcGOtDsA+y64TsG7RBkpTDE83ZAkhm5i6EQCFVuAepkhLiSh3Ig13pPSuWarZuCIsp/RloztfJM+x1UlsKXdT74chTAI7N4cFGU/q/N6AC8TzpJ3OyUtMQXfXusl99wUz02YbWoOn6mA4+EU9MQZMCiV1T5xFcKtV2PAP63p6eGlJp6mLjftjhkbDmmuVOlmiqoCN7PfReXGHukgwLEg772R7Pl7eq1/2vSmVGmlybXA1YJcSXKlyZUgK0A+aF4r7RCyBHlPCTOFq9H0NtFdG8HL5hab3CapBXY3dGmHHmGkepXvrNg7qAdOZXAdh+WWR8VroJRBa0GcSFbaisvzsNDM8P2IrVvErR/8gXfcc+rV+57ce+1bXx/gaZYD0bvOz4gb82iV63Y6+N4ovufR6lpvidaFgF842mSxTUa5xa6tztmqVJTk+KHlZTZq2DtB5pYz6wE+KgYAPjhyrfRCDFo4ndIbUXjAS6unbS4uO1UsLVG97pU+sMvmWxu9C87t0OPbpSRoI3Yf3G7PnZgiSPnKEz5PvVJH+g6eFHb+ds9B2G+j6zv+rq5mil7Dh+7NALQcNYxc7rw25N1vaPPrX6mT5D6dXBLkhjijWLkGXX+6oHP6qhvqu0Vy0I4sZtCIHrhzJVFK24guZTFaQg9YkQc9QKYP8gF6IuiPnygHeuam1Podotil1fVYabm0uoowtoOCsmLAUxnBpSg9N0UXE9a8labQ7BhWOhFLYcy+oTZbJjfc2Gp33pVl6ZOvG8FfOXOZWq32wLe+/e0fa6+GxOEYz7ysaVQl60YlQzVBrpWlzgMhVw5Gpt7JK0YDJIrVVk6SpbQj04vErgS1hpgMdMUPgLz0PAyONigjt92CpPyZIoLTa8NaE8WLbhhXrQW3HadwVeQueja9or3NdcqGg2zgSElI+YNvN8iNj+pVLwcTzH5fY6lsrOHgxW7Epuxq0hJdyIU22XQQuHzozV1+76sxqzolzAPCXOBm9KK4lAaZiZ7pzMqFV3NROSBNigGQC3KnmCamCpA7BqUtXcmVQeXWwWirx7JnTe5LlIPuzr7Dsyza9bFhV6jSg9ONHOZXHFZadvdkuylvf1xI3+ci1iTodlSc3QBy84TimrqPNB6zM122bV/6sVtuv//RqHP+m0Ftx1qAV52Uikx2y7yzC+Z50y0uWgfkuaBaSZDSrJlJt7adrLS6XsUtc+iMSk7N2l67vDjvTklp1kTutV06aiACSvFazlmCfnC2h1Kiz8ULx92aYTcFsB0l+kpKTw60Hfe2MdkUkbufYDoD0dt3Ew6fkZy+EmCUi5IST2pLqQZ9GgME/GoVpTzK3tReZ1NvuKXlq7s2phzY2eGZUxVS5RFmgkCCmxucTFg6J4ounKzg4Uib+K15SzEQxcUANSpBU6or1u9iwV20sykzAO7SC2TstuEluGUxf31NFZpeNC+TXUfl1Ksxza7m9MUq3dBOMuv14w5gqHeLXN3+Zuz1Xm0XU23JuGHHNMsr1+5abZrdccQ3XxPBFxZW8P2ILI1YbhleutjkbTcvsX3S9lammVP0UkrSgWy3BHtvvFdZv5HgOTme2+U3HzFcaQ8z6pc2zIHGBcmapLK3rLPWcF/Kbn3KYulRGcHLTpcykpf7XpYjEgYBPjj8x3bb0wN2r1rZi9y5/R5lcumkGFL+8NtVlpYqCN+xuvvgTXi1B2VwqRq4iP0ZMH0fd0+b1tb2MD4q+eD9bQ6faRDnAV3lUcktFy/trEpSgLtcK3ShiZfG3IKqXMXHdTHvcXBbwbwYpql0uSKZ3mtZgFqVHHyAqtjrJtdE8UHqUjpAbQEpJjERz5zaRkUJPKc/Nu7q1rfc9Pf2tJtiWTUu04Zcp2xaH/HWW0OGKg6dbkzUWSKK+ubCHsB/5RNfwBiF5yywc2PG1w9X+crTKR+4v4UrQm7anXDDLju43XMVRjt2rkcxM9po2fdyC+vNrlViMr0KYoxOCnXX0pN+719ZEKF3tw9G6TVzTnrP/YgtByO4EgNRvKQrEuWsBbjnFAOA3HLrwKLC6RjcXileF6/zNYejbOfOsQvw2YfqxNJDSVVUL9feiFdXMK+u1g+2ea3l4QUXz62k5ucOH3xbxMe/3uXlcxVS5dKVEi/XhXpkcxrROz/GtpeJQYVKF++1dt+iwUiea3B6EqLBycuxEtpSoV7fZjmXRfRu6FKH73HyHr1cS2ekzFHS4HsJQoacX+mSJQ1GfEu55EAA0MYU/hSIc4PG4HspIss4sCeys8SF5offnNIMa3z5mSqNxklOH5knzfO1AG+uzNIYXlf94z/6v3YcP7nIqakxdowYltqa3/9qg8VuzvhYxLrhkC3rEt7/xg5DFYMSkv3bNI60mb8xhcQnNUqlTC/mfOY7AZcWG/iO6FlIe8+qn0z2AC1fj6KsHRY0OA5ZDkTsMskspzY5TrnJa8G91VXgLsv3btmYrO3MkF6LWNnTmRVHinITTl92aCceKKegJ+Yqe+xaB+FrVJQBPmyu1sKLbpx+4ceh5gr2bYp4+XRCrn1C7RHk1rPtFBxcCZvYW85aclhNmWT2I7noVzgLP4zTG2xqf6c05NICXhW7U0jdnxBQTtfKy+7+okYhCg+8GAC21PYmMcr+PleCNHPZNKr42fdd4VOPRFyer4FyKHfAKCeUuipj7/YIJTOGKxnvv7fL1gmYGFJMDnssNxtMz9dZXvXYNgSnzkuaycSOv/nX/kr1/NRf6+7Yvs4C/PjZGXy/+bZMrv+5OH6VG/e5eK7k4ozk6JmchaZkuVvjwqU6x6fgG4cyoiRjpB7x3rtb1LysZ5oBU9RofL76Qp3T08PUAp8xv2h0LfwgaxIy8VqKMjifQ8lB4A8O1SxBTt8jrQZA3XtdFHkUhRZuwW0B3B8K5A7Sk8HorYq+Ti9hua35v/6ozlIYIHzX0hNp1qwq/cE5r++RXgN0imkCut9TqQcqeVnm0Kg6/PUfavPI4QZLsUciHUIp8Yoeyv7IhyKCI/oebaF7NlqDLsCtMcirlBVRRHDTS9JLsFu1zPRUq7xHTegBORcUg4PWNoJLadCyvyGYFNCNNLVKjZ99sMMP3DXLwy+4RW2vMIsVcmHFg/fclTJUdYjiAK0bJKlHq+tzaspnfsXnpdOKi3M2Zxquh+zePvpzVy4dfzKPwy/2IvgjTx4DGaDDs7hei9WkQh4JMuNRq9glf7Ru53SECXRiRTt1aMcBn/rmCGlqbIVSa7QxxWRXBy9QjNeh4RiqrgW4BdqAX6OMerIfrcXVNGWAmpTA7wFbCqTqjx9TA6B2pJ1/6JTAVsUItxLcbglu3QO365T+i7XR21UpnpfwmW+7vHq2AtJFSolfWmPF2tWo14d5lQrwGnAPJuUD7Wa6iORp7pBlLtft6vLeN7T4+NcDtOMTSg9fil7RR0lBKkou+9pILgYjuRls8u57YrQCZeyqoI2w4C6nhGnIe/NTRB/gPbmQPhfv/dxPSMskuszVcm018Y2jMX/1vQlKZj39XOfW5RgnHqttn+k5jyh2CWPXbr8Y2x0tokTgOiET4zG5lqyEOc3VMyTtjKib9ClKre7iug6z7SrHTgyz2HXJchirwsSQZLhmOy6SVBdjxbQd1h5Dtw5hKolzh6QY/yCwJ8UrPCLW8FSU0XsjCgaGPg5wbbGGrhRg7w3T/C8BuOwDvFfoKQFu7Jzsgoq4qq+WuAPDgfqc20Zv17FTq1aamj/+Tp3Fpg9BoZ6IgWTsu1CUcobi1QT8dWW7UjLUEp2XaorDSEPxA2/q8qWnIpY6PolyCHNZyJOiUG9EvxlblqtHn4cb0+/60b1o3u+bdEplRRWvi0GZWkKu6J33QZALKfrJZnGd+vxb9Ti73bFD9GfBpIokcelEPsst63GBcuKXIs0UceIQxi7dyKEbOYSRJCyAnWU2WO3d6jJct76ay3OCRmD9LVkh2TlnzpxlYmxk+8NPPPczC5eu8EP3QasraHYUubFhyG4ohB0n1tuFoDgiCJOcJKcYyWYvXHlHl56p3pTXAphry8zFaIWB5KznxCsLJ2uAvXb292CHix3uzlpwlzsblJFbDUTu10TwctxEf+SEo2zl8vyU4NSFAI2PkE6vObfvHlz7ffqqBr1sc9CL0o/kYoCeiJ6S0Ws3yx0wDtdsS9i1IWLpRAWTezaK55amOAMqTr8TatDoVRDu0kZbcgEjBpJP0FL05LjB3EZpe720pODe5XW5mlKWk7z6Ud1GcUjL4lFmt3Ypt1Mp/46l3uUoDUUYO7RDRauraHcl3cjOT4+TnCS1+v2ZiwptqjS7gsVmwhujy2zZtv9ntux64KULU6emHG1y4jReb/LsgZNnL6NzyXW7lrn9IHTCCu1uQLPj0QmLnbwiO9e52VastlLbDxnbNiM7vL4fqNYkiAMKw1oQ9KONGAB1D/S9/0/0/y3ZB3RZTbWjgAd18MGj2NJaDYJ7AOTFfvVuYQ0to7cqfnacFKVSvvpMndOLFfD69MQdoFriquh99biI16Mp+jUJZ1nRXMvFk8Rh53jCO+/s8tyxKmiXLLdc3M2L6m6+liqJXhd8WSsuZUNZ6M6in2yWr2XxWhariiwPe+7zYsWQEvIB+tjTwkUJ7n6E74Nd9ILeIEe356mwUWtBmkuSRNKNFattxUoLVtuaTpgTxrYxuRsbVruwGkEnSdmzKWT/HgffCTFGPxDH4fo8z6ccV+Vg7ITYTaMBLx5zOPSqpFLVICJ++j2r7N1WZbVVKTiQotV1mF+2USXLDQKN6/QLB4OyWGnj7PkyJAPqgnjNcj6YoPVGiJVUZQDYvWiuxEAT7gC4i/mE/W07eC2wnf6AoN6IN0cXIM8sPVEplWrCMycVX/xOjTDyoOrgSIEr1lKTqxPM7zbTb5CprOHfV0mGg7p4mjkM1R3ed1/E15/qcuikh6m5hLmPV1aHiyS8Pz+m7G8twd0H+aAHyCafxQ2mbDTPpeXjeiBql7RS9yRB0ePhg8Gox/97wzvXjs/odeXLwZyBHkXRuSDJ7A5tKy24spCysJrR6WrCBLoJLHYFY2NdfvZHVtA6YLjikKY+h48FzC35rNtkpxo7K92MhIylbkaiNVvGJQurQ0RdzeyK5uljV/gb75ulPVQjLrZrjmOH09N1ZhZ9BLYq6DgDswQHHuJ1LnK5ZIvih7WSmhjg4WLgzhdrAC8LaiLLMv0ADVJq0DZr29/KEcpOsQmTo9YC3e1Fa3soZRNMz0tIk5yvP13l2MUquC5CqgJUptct3luVvouLcI2iMhi1e6POBrfsK7ftkz1NPM8dksRh/9aMt9/d4chUhTjzyKVLqBVezlWfpdTCuSqC22dz1WdBlTebRiuBKgcxSYFRIEu9/KpcaBDovQD2Gno0OPatvNZXbZdylYxabiirjebCfMLpGUM3EUS5IMwgj2Lee2+X7WPjzC5VabUclpoG31uh4ndRIsRVIc7JI1/EdRRLK21G6h4TQ5JqYMhza7S5drfh5XMJSy0rNzlKstxx+OJ3FN2mZKxe+DwGI/JVX6aX6pjXb3PoAX0NTRED3Py1QB8c+avUWp6vBian9ihKEbltxDa9SO30nvuv3SK5dFSK7yW8ckHwzaeqdEMPai5SlM5BBuTB16liludk7TfteVHsCRFrxka/puAzYMBKUpd6PeHtd8V86bGII+d8cDwiLfEKLq40qHwgSgoQuaUAQohiW+kS7H1gG2NXvh51kTaal6tKL8kvgN6jm7qI4rpYMXT/O7/eeDczeC7MVYFvkN4VXv7r98Ts3LLI559MWepYTAqpWW3DNw+NcPlyFSUEuc6oVQy1WpWvPXqUh5+ewpgcxzVTqFxQdXKkgMUwZNPGbtG6lXFkKuOffGIbK6sVHNcalqquZLJq2DRqPQpesffLoMGItadxrddAGxtDBvwGJbjXRnExsCVJwcHV2mqmUoXDsNDWbTtX8doZnA9+FbiLwy2n0BYGf0dl9nBSXDclMzlfebLC469UIHBA2oZmd8DCu8YaO3gM/vB6FGXAF96T7XS/GTk35VyTPtDjyOXe67q8854ur14IyDIXIxShcHBzep9J5P0o3v8Irx/JB4fYK1VIhtJGT/uzQGrR4+El0GUJdM1auikGV40BOVQPTrt6bZDrUdOiYUVKQ54rdm1s8M/+YofAj3t25cVWxj/5hOT0ZduwUnNTNm+A3FQ5f6VNToxA4yyuVhFCovMUqVKOX/D446clncjOpA7jcQJc9q6zc0Q8ZbvMawHUK4pKYMcsuI7lw6X6Mei7KHfo0uX2gMVeLqW9trx74Spwr4naV8uFg4arokdRDQJ94HD6m6CWgHYHQF0qJ1Yxsc9KpXhuyktTks9+uw54IF2EUL0uIlVspLrGQzNwg/ZNsuIqgPXPzdrG4AEOXnBRrWRPOivL98Y4fOjNIQ8/HfH8WTtJINWKbi4Kw1dx0+VF1B5g3IPMm8KXjmIt0Om7PY2xhRolpQV1QR96RS1z9Xe/SjUqV6arNvS9ep/TQfVMFRv1Gg1COOS6zkorIPDs6BHPyalWUv7uByO6ySqem9MNXU5dGOLYOcNYxeD7lvY5x6bssHopcqI0oxV6OFmFocLAv37IDpwsjUylr7o/9UnhecJ6r1Xf1ipKgA84wOzuDsW+9GscZKYPhAHuLdZQk76L8GqQ97fjKF+bgQH4fXCvidoDz2VjbUlVlMpw3Yw0z3j0UIWjZyrguiBtcumJflfRoOPx6k2c1gbvtdAyAy96DRADHpE17sJcolWhqOS2G+baXRH33m6jeJjbKB4Lj0iDk4t+4peXfLgoUOQDNxn9XeteI11KMMogjUAZMEYXvFxghF1tyijeFwXW5hprGjqKOeH2+q91EJb3fUlHbYOKKLa+serdiutYx6dj7LbsyuD7msDVGDdHktOoajZMJlR8l3rFbpTrhEmAUpJuKGk2FVXXcHCH7Ti/ulm2BF5ZSLGW0/6+L32A9yOGjT7l7reQZPZZFpuGlhd2kLvLQkN+jV4+sGNZbw+eAd49CPDyeQ24B4bi99QTlaOcAYAXFMVzUk7PCD7x9Tpx6kLVLegJvdY0NbhL8KBysiap+C4UxawF+iBNKR2afUXlai7uUPMlP/72Ll95vMbJy/bmy7WimyvrMsyL4g/C8u9c9AcsXUUfBqkK2KhcRldVcHRpDEYPJPumOEpZUPaLfGv828bunWmH4NummSyz+3rqgUjeC2zSSr6uI3ASSbfoobW+IlkMAFUDmLTXwHMMtUrOxpEMpQRC2sZ25yd+9N3rzp8/8w/Pnj7ElptyBA7dSNndF4pl046+7ds7LdhEn98WNKDniZCDALcFoDiVxIlAxIOLZT9q9fBQRu2BiCDXJHP9AtJakA8AW5bJ5Vpwl7P9+ny7eC11n3sXyWViMj7/7Rovna7Ydh/hoIStXDqFB3uwuXiQpjAQxf/ExxoO3pcKTaGiGK0tsNeAXKK1QxK53LQn5Ife3OHff8oj1A5oh1RIQm1zBKkLDp6XOYLo6c2iR1FKPmITXoz9XmYg+ZSF9m1K7m0Mysgi2SzBbXqiQK/Bq7hp8t6uajlxbPcfSjNDpvsRXAzUP+x89wFHqCrnoReYKvb6KXfENgU76BTY2rlZ8+Z77/qHu3dd85cdmR8bXj8y+w5nyxR+IMlzj2t3KRzpECYu7a7TK5XGiSLTgLEnrs99i6GQsj9xqZSo7JtL4sRWpKym259pR88c9Dol+6s84L3WtTW7qLGGkqgB7q16Oz0MbESlzFWUpHQK5j1wu07KqSuSTz9Sxc5fsdG717kvB1aSwRWGtdRkMHHq/dCjJVfxXj3oDenPFbSJZwFsI9G5IlcFF88dPnx/ly88WuX4tAsywQhJlLs4lManAnB5EZ7zsvBTRu4B6mTszwbT5+BQUBP7uz6V0kjRd0MKAaZMamVPGOz9G9oYsszQjTSdSBMn9AF+1bUv9zd1enjqgzvPrSeqGwvaCTRDQZiC62RsXh+Dznn+jMPopqV3LHRODTszcx7LK1XOnlnHckfy8qUOW9ZHNCoJdV/zI2+NGc1rhGGDZtcnTa0LjUJzVdKgCl40uIVI2d1BsexGiYNSAe2uZ0cXmPL0DhR2Xidq97+0uYp7D4Bb9gFdgn0Q3HYiqy6erRyolEaVerfKUDJDFRE8VxlffrLG8dN97i2FtNp3r4OGNZ/76gpm/+e+ojR4wfuv1zYgr9HEByZSOVpYb4rsl/CT1GH/7pj33NPh7Kd9klyBcMiFQygETl7o4pSJbqmorNG3+ilwcU2M6VNHpQymaDG00ZyCk4OWBmkkytgobsrrV64cop9XSSnROmelY1hq2RmERhcJ8IDVobf144D8qkoLjYE0g9VIsJJlSLp8+K1tAl8wXE3ZOu5w7Ow6rszBupqm4eY4K12HpbZkNU7YvCnjlcse33p2iKprAfHEKzlbJ7v8/R/pICVkWfFug/viFMv8GhApO0hGCo02mk4EL52eYH55lDSXA0WBteD+rwF2+bMzAOxBoDuDlMQpwV3sAFFSE9kfmq9UjuumnJtR/N+fbxBJl3KCVr9rvlg9xFoHXT9SX1UA+G7spFQQemVy02th65fsBzm4WONPybVDlrv4ecZfe7DDHz1a5ewVB1RaUBWXUAhUSU8KPt5LNq8CeU+mLD5cb4VBWP5tijK7sXREGQt0pCmivL0+UD73E263ECYCVyHcFi9fETQjl1xLpLAroyeLAU0Ds24GaWl5OrMcFhLB3//IEtvHFetGKzhKEHg+r5zXTC2EjDcyJkcyhocMTuDZHbemLisOHasxVlXcsxcc5fSu1eaRKp2wReClyKC/u0IZsct5IXYkso2EnVCz3NZk2vA736xzcaHKmXOS/RtiJkYcfE/hONIOrGItuL8b15ZXvy5pUQlqOQhuvfaQV+vdA4e0Udx1ElqJ5te/1ODyvA/KKaRBWdATs0b37r0eoCJrrQdrtw/8LjR8IHqXjQeDPZplCV/2jl4zhFTkmcOmiZi/9N42v/gJj2ZqRWRjJLFWVjbM+yVz8kHZsA9yA33Nr0fLLYXoUZRCXZG9GxOU0UhjT4Lp/Zt9sCtZzIL0YN0o/MCOkLtubPYmgiW5x3LLY75jg4lA4QpRTAAuzGyinKRgX4/6MHNlA06mmJ61vaKOgsDLeP89XS7NGtLM5nzOzIpt17/7OomrPJLUugiVsBbTWkWzbjTFUYJGLcL30qKz3MppUmgWm4Ywy0gSw8snFXPLisNnA776XJ1EV4i6FequYveEzZ7jRPd8270lTPTBbbvlTa+I0wf32rapPiUpToTSA1y8D2hLR/RrqIoqRjmrgns7fsrnvuLza3/YINaupSdC9ehJr6lYrqVTa3h3b1kehPXrQ9z0A+iAVDgI+rJkb6zXXg9YaQtVJdMOgZPx0x/ocOqCx2992XJxUORCEmnbuylzehG8b8AqV5zBiN1P/C2AS5CX0mCRcGKjecnX7RAn2fu60tgXQlCAz0p8UTTEvdcZKkGbH7lvhZyEh553eemsy+Ulj2MnA1LtEmuXKyseRtpxfb6yBcWqA5NS88xRODtsqFY0rrLKjtYuSdYg0SHveUvGxEiEU/E0803N2ekOb7+zy96NdrdiUeyikJucWhDTqHWpVrr4Xsq5K4ILsyCVIUfwh49UWViukxiHl88Wk54CB99X1FzBliHNSEXTqBgctTakiauoSQnWwURyDTUpe/xeL2r3fj8A7F4Ezweo0+BzVujeKcsr8EePVFmJS3BbgLuyP1lrkJ6spVbFjTqAZ/E6+B7k2n3eS68YtpaeFN0+A50+PZ+4lCit0NrO+Bvych58S5cvPFllqa1ApqAVKZaP97p9xKBcOPgB12YGpc5iRZZ+UcgUSkuJ5/L7WJ5s/w0pQIv+pIXykWaCZtfj8twQjbpHoxpR9xJ+7P6Yn3xPzMxixLFzLXKjmVtRfO6RCjkSoRTnZ3zOXPbJjEveVcRGcqUlIBe9nexaoWDvtjb33hBRDSBMHJyN4x3iMGWhKZleXmDDhCTGQwnLm7/2lEeSF3KNrOA4Ac8e9zl8ykdIBcqh03ER2sFREj8QbJiEQBmqjqHqaaqeoepD1bfTpBw1oKcORu1eJF4r/62J3j215qoo3ktyy6TSrIngzprIXUbtfvR2qxlf+U7AoaMV9AD3tk0NJT1Z6zfpNdgORO81EuFgsed1g3gplQ76ws0aC+1a6bBIOo1Emb4unuUujs6447qEd9/W5Xe/6oFKQEiMEMTaQQmBKmDbU7DWkIoBkJuibG/EgJRZXIcS0D3aUuYPAmvFFbZ7SBT9mIW/PcsgTgWd0EEKQ6oFUezie2kx69HurXT3tSmOk2FMzjtvC4sBoDkvnnZ47oSLUAohHKSyu2Z//SmfbiSRUlBxNRs2dBgf9ljtQjMzOK3YZXxE8N57Yh4/HvB7DzWoBQ6uMuhccPy8S5RK4sweaWGEdxzrOHMMrBuyU119CZ7SxS66preLQuDarUEqvsB3+7NKVDmFarAKOfDcj9L0onZPuVGDINf9v6uKHddkPgDuvK+YSN3fjU1a9cR3U85elHziK3Vm257d71raQe9K0N+x4Sq9+zW8e4Bzv170/m78++pRCWu2VRxINs2arnu7f459ttufrKvlfOzdHZ486nN2ToJIAYVGEgk5sIlUKeMWfHzgLuy5G3t0hZ6zUJXAlxbUskdjBm7QcrpsrpFCkklTFPnsyDUb6R3b1ZMofM8p5q3ntLua5Va/ouy71sqN0tyyN+eO/YY8t7MJ00wRp4KDmzVpbkfs1SshR8/nfPHJIR54g2H3tgRnfUPRagnOLjnMzDaImnWqGnAEvoK79tihm0ttmG9DmNqLY5Mu3dtwqfRfly1prhqcxW2BXZb3XUfZ+SSq/3etGWqg1P4axaSU5/pRW75OYtnf6qTYoKos6PSAnaFkjlPIgp6XEueaX/lMg8cPV2ziIR3LvaW0XTuiP39FXuVlXpNgvk4kH8T5a6TCNRXMvmpRcvG19tlBG61tN9OlopJrMumgMod7b074yx9q8Y9/xSPOpD25WpIVqoot/pSfzRQ8uV+zMKZHoO0fS/p825RVzmKy2ICcKE3fgiuKHtByt440K+y0iYBiylaWSZJU4iWFSFEY4dbkScUIZ0dqpLJnJ05cFleqLDV90kxS8Q2+0rhCU/diNo6GbBzNCWOf2ZVhHFdlNDvwyukGW0br7N9oS/DlWAfHsR/4yNmUhaZmyBP96a2le6/0hFzVdOAqW2K1uyjI/jEwzdV1ikZgZe2RfR5d0BPVHzqjBP2fxVU8vHdCBp4HTlK51Nmfs14Ed72Mbz/v8oXHq8SJCxWnx7170bv8LGvoyetE7gEU94s9r990PGgdLoFdUoNB85WtKA5Eb9OfJy61LCqK/Z3UKtWMB+8NeejxkIefV1Y2FLZrIRUOYcGRAYQRxUSxqzn42kiuAFPo6T2gywLorI3mPX+50VflIrInidpBnBb4dlak6jWflLmUlH3fft9WYeXeywuGIyftHHnbe6tQEnzPp16pcXB7C6dmRzI75+cqtCOPOw8mHNi+SrtbsRsOYUcIV4OMWqXL5XbK8tERto/bPSXd3lDLvgFe9fwiZevY4EzAAtyOsDMBi4E7pY/FKaJ4WbSRAzy7Pzxm4LW4OoqvBfUaBWVgmHuPe0tru1ztGL7yZJWTM4GlJsJaYkXJvQUDE6TMa8DdoyxlJC8B/d2J91qcG3ol8jX22UGqclXh52q/uJQKqXOkdkhjh73rU979hg6Hjns0E2kBjuXjCQpZ9NivBbdYe9cVZf3BJNKasExPUdGyUFkkyIForntqkC6SadMHd7EpVprbiVb9lVsOXO++I1QVDeKem1PxM7YMrzKz2uWhI5M0PEXNt8ObQJDkgmaUs3t9xrvvj5ic7OJEqcNqR/Lc0ZynT6d8+E0t7tyvCWPFYjMnzP7/7b13vGZnWe/9ve/V13ra7ntP7y29kgRIAgECSGgiKioHUY6Ieux69JxjPajwqnBULAeRDpYQEkKAkN57G9JmMr2X3Z+66v3+ca/1lD0Tig30fdfn82T27Mzs2eW3rnXd1/UrMZ+5w+TBZ2uMlCQlN8N3BU7efhRr1Z58qe/waPRbp2mzS52sQG7ZkCcymMUX01/BlwBbQE/DV/TjWa+6nxbcedXu+7UAt2UmZKR8+qseH72+hBKmnnsPVG96vffAaPBUoHerVQ7sb9qD97Ul/b34YP9dVPJTpWxZsbbPMrJUkkk9FzdkRpxaSCPjv76pxe6jFh+9QVvuYekqniEIhcTIllB4hRoANQqUFBh9RKyCHpuJnI+S9bSbMlNkBn2H4oIGnNFjSRZ8Gk24i7tnMdXnd9NnuJrjwDYVjq1pHrOLPi/ZtoAyjnDtXTXmWhbz8xadSHHOhg4/+voGMkkpB5lWmqVpQpyASCssL8FY5QjPHGyyfY/HTQ/67DlSw8Bm1JOsHFGUPR1vXTAJtVcdAyqOfh63IQvjy9xVKvcFtKyeTrKfu33ail1s4mSvPem3BOv3sO5V7bTbgw+2JgmGjLHsmN3HJTfcHdBsWuAZp1bvLud7UJbWtZuD08zAe1OJb7Xk6VXwPtDT34v3fEuyLK/ksg/osgC6JJO6F5fSJI5TSkHCmy5vcfN9HruP5T0kupqnmaCju+RchVOQSRQY2kMcCk54frNJcu92/cDJFGRC5ZRZfXjVkjY9Cs6UypdUuSdKzgO3Mn1QNE3NSSp0nr2tdi8AoWhTLYs8ZFgSJYKxmsk1Fzd44yVz7DmWcNODDs/sNVhYKDF9coKxSkfrdUWCOTbkEVgWbhpTLic8scvm87dV2XWwxGhZsKamKDtQ8sB3DXxX4lgGltVv1zBYmfq3eEUvb/S5SvUr2/uZiAVhq79Sd8dxsi/CW/QdOrsjwmwgbkP2tyUDrYkmWIVxxq0PB9zxZM4WlJYG+JLqXfhvG6Ln2jTIORlUshQI/5ZMwsGCPgj0/gqY6UpatCkqjyLRfXfWa1MySSokMtXr7zg0eeU5Ea+8uM2hr1mEmQShD5wgSIRJJwenyLtuYeTIXbL8MYqZtlKoJe2ZzAqFvDbKNAp3rIxeRc/Q4VeZIEsViSm192FeAIUsxpZ93xB6+xFttydxWlLbSDQtSr5HyYsYL0X8yvd32HUk5DO3xTx7KMI3JN6Qh+kEmItiauHQTOPmB59033hkLsUzfXxT8NJNOrfdzuP13G52pK7eZt+MWkDferlPWV9MHwp9ZNeXhD5mnyZFdScj+RiwmFIU9rsFuPUX3m/he2r/rduRrNeedMNntVJH2gn3PGbzgU9USJXZm5xIEyFkNzLFGKjYfZZkxQ9Znr56fxtLzIEf5OD2EvrJTt31PXQrocoEmehNVLo9udSzcZmZJInOF/rv76qz87DJPY9KMrtXxVWm+/GBw3BBmZV9PXl+RJBC99mif/4/cKP3G6pqoCdpLy8pMRRmKkhMnTOU5GNirQDrHWo1f1xLGouKXjgF22aBQRPXNnFtB9dWuE5GOYj50VdGWEbEfMNk81br5nXrRhbMFx79wgkh5PvPWme/cXMnRCk7bx3yOXUR4tQnbLDMrPvFFFnjuq8SxDFdLnnxRfeLgPu9SAqQFyv2ni0vOY22N87Sby+x5pVqsGL3jwiNdMkBs8cYPDQj+b9fKrH/iAO+2a3cCN1uFWt5WTAHTzvzPpUOe7r3F+A5BehL+/DiEEZvktIlQC2di/fNx1OZV+/MQGaZbluKBVBssmYq4r++scnefTYH5ou7sluzicijwJWia0ib9yBd6mzRlojelrI4Qxcfib6ziiEURpoXtkyruAwTrLxNyUyhBRlGIZjQX3OSKpJEx98UsrZC0VVww4vJnNUNNdBnPMt0MA2XNIsJfMnh6Z3vv/WuHSfMelu7wlrSYGJYsmI8w7Uzolj3akKcSmZaOtHQwUCSVsek2TYII3KPwrxF6RP/dh2klqhsevkvxRLi9CWvIA3JpQA3eiDXPbd+yb63DSMhtVM+dWOFL90VoNyi79YgF1J2U9yMfLmztP9+sfHgQBbm0mvJu7sLnsFC3mtTYOCgOehfmB8yc/9AlVdupTIdMJUpUpEhU4NUmMh2ypuvaPPcXosPfswkcpK+O1LrPcNMdCcrvf4gb1fyT17lxSV7kY1s/03dTd3In9CJkVszG5CauVWzAWZu9Fl0AFGscktARZT0iWtE0boWv/Yct4TQm9IwAceSLB/NqFWg5An9BHnl+XOAIMtiwrDNozsVq8YTLjvTBmXiOmnXjLET6apR8L0tM8N3UwyREsYGR6cr7D9aIpJ6Lay/yD57tHzco3+vxb5GLgDuJXf1vm1Zf+XK58T9hjZSDPbjS3txKYvFTtJtU2571OETXwvopPlpVxYvI090UwO992lX8/1A50Wq+tJW5cUIV+QjwqUq96JVQZ1CoVWyb7Mp+yYrQumpijBIRYbIMmRm4lgZ73ptkwe329z2pB4X6tm4jhxMM5MQTcYqPlOR87SLWlOwxkU/d6b/c6V3X0jRyxAqvGksA1JTYWV6j5Ka+usyc7CCVvgcmVMcnoNOoqu77+jBRPEkTRWEkcjPBuA6IEh56dkLrJxIuf+ZCocaAY5joDKFmWQK31HsPCS4/TEXFVuU7AzXniMIprnpQYtmR1L2El51fsxIRZKkAtNIWGimfO1Rm3ZsYBo2RpKQxFpiZOdVeyBEdUlimWnmGywjpQg3EqKoWj27hGLB0YNKYTDZq9xy4GC59KVtIFohvP/vKuw94qCsXuVGGAihvV3sYv6+ZKkzAGhOA+YuhMUgnr9JQz4Q00FfD06hgjldP34qN0W3JYpMZgNTFX2wM5FRxtplMf/z3Ys8+GsOjU7Rqshu35FkRhfkUihEzkMh04sulYNb9H1uqYIk02zUTPWMIgxRhPHq76edt7l2lsvMTP3nUQosXZEtU1KzBZvLIZuNeWwropPA1x8uc3zWRkkDUhiuhbzywgZlT6f33fRgiYrjMxzU2LQsYfV4m4d22hyYtnGtDPP4/HJMU9KJ2py/bpZV4xl+0ObeZxNufmyY7Ts9ranMUq69b4F3vXqWE3MGX3skoJ047NpfQgiL8ZJk85TB5lUwXBPYVi76tTIcK8WxU51eZic5uaYX7FRsqqRM88eVjpyLE5Mk0cGhpH0JEsBA2pdQAz24FHk6r1GAOyFONZ9vqQAAXl5JREFUFR+5rsyTO1w98xaGfkmjyzkZqN6FEkYMChoGPFBOmZ4UdmXiRev1KZV8yeSkJ4DocUGK5ckpbEOhK3j30JlJMql1nCKTSJFL3ISJzDLO3RzzvrfW+fA/VonS3gKoIGVFqmcNITM9FsykzpU3Bj9dkgyiTDtNNRNB1JWf6bbDlQLHULiGwkv1Uq/IANLaXv1MkLn+0zIFw1WLrWsVG1fajNQ6GEabH72yTpym3Pyozck5wTtelbBlpUuaOqRpxlVnL3DL42227y+x75jN5FCZtSvG2Ly2TJalmC99+Zvw/RLP7djO4498gd1HM+562iUKJwkswbZJTZSqh4rHdmW8d7sFhkeSuZQdgxEXan7GaFlQ9mRXEaIH9FrW7zoprp3i2DGuXeRMJjhWhG3H2GYMIqHe0t8k15b4jkmr49HKzW+K727PP6UAnxqo4LKYectiapJgegm3P+zw8S+UWGxbWuEhrO5osL96m33Vu9+gv9uW9M9r+w+YFJOI/r60z112ScOtBn87iPcBoPdAPgBu2dNrFv14QaeVQmkdp9C0Z5EpRJJRcSN+4vubPP6sza0PGeAn9GaaAiUlkdIHQ9PQG8us4J/0PZhU3j6GqWAhgjCKCKwOJTtBIZhtmiyiEzBcU+KbgiCFOM3w0p5cka4ivvcMXGzYHJ2uEScO1aDD5hVtAq/FJVs7WGaHuXqZJ59fRrPj4doZE5WYn7w6pBO3uPvplPkFxQXnnsmWzefQbDUwTdPEtrWZzOHjAaM1m8u3QCvUbDXfldTKilWTDc56oc4Hr6tQc0sscxU1N6PiKSq+oFaSVMsmri27qWWOleHYKa6tqZCuE+PaMY4d4nsdbCukHSY89gIcnDb5m+vLhLHgFeeHvOOqDivHwEwswrD3eNZ9XpHF2As50sGkfdU7J1RJK2bHfpO/urbM7llbN4X5Qke3J4PV+xS1Tn//zWDl7vWr4pT3veh4sEDIEi5Kr4rnI7Piff28kH7ADdBpl2w5hSITUusgc1qtFCZJnLF2KOGn39Zg/3GTXUcEyhL5bNzID50GsQJL6XGf7PNOKdoxAy0MilJQacgZy2d4x6sWuOr8kDAR/NX1PodP2jy9O2Ch7dExXNqOQTmVJFlGlosqBJpzZCfaUqITZczXDQzDJoolzbZFue1Q8l0qfouh6hx/9/UST3zDYtWooFay8F0Lw/BphRmWSFk51MGxHAzTwTJjzMDV8+6RcsroUJ31KxXjZY/jszUsUzFa6zBaa9GMFnnhqEnF8VhZyhjyM8oelDxJ2ZeUA4tyYBB4Ct/J8OwU10nwnATfjfGcCN8NKfkdArfFYhTywNMGX7u/xGdvrzLb8DCEhZQGj+/JuOXxRX7rR+c5Z60kSizStPDf6MVFC8hzYXpC52L+LWWC5SScqAve/7EKN9wZ6L7bKLjemg4r88ptF+Mt0ae3/CYjwm573debD7xvoA8/tUqf0qIseV9PgJwvegb68N6GU6jCCrnIohfaslhJRJpXcBQpmkdtiow3XdFmsSP49Q8bnFiU4CTonbtACUmiBEluPdHd5DM4URJCEJgpl2yd57d+bJ4z10gy5WHIjL/71TaLrTp/f3udr93v8fCOCrONEpHtErkGqcq6UzaZk9n0ECLBMgRCStLUIooF7cigE5rEsYlppGxYFnLLQ00OPeczVhaMVvT4+vhizPhwk4lawnxDEUaSdigwfvmXfgHLrplRe98Zh48cXv/k8xKJx9qphI2r5zGteR7f3ebzd1rc89QQa2qS8bKiFgiqJYNKyaQcmFQCg0oAlUBR9lNKfkLgJwRemL/alIMWnbjJwzsyPvLFMh/6p3Fuf2KMhDK+51DzLYZ8g9GSSbvt0mi4LBtxkcImyTRyZP+I0Mj6pGqFeKGn0Ellyhfu8vn4DWUWO3aukLdA2nqpkxv5eFLhFDn3fbYQAy8x+LbMCWX9zls9a+d+k9D+38sBcXWX27LEX6XwGunnZnRvuH7CV7d9Ut0brd+6gnzkOvC20uO7seGUw0clz+62SOn7gEhUfuMXCiZT9KYhdk63cEzFitGMH3plyvplJeYWyjQ7Hu3QIYwdbNPikm0Jl5/bYfVUk04nYq4OCx2TRBi6/1ZLC4iuBANmR91gXEmS2Zy5JmJiuEkjSdhzXHB4WmAIweaVJmesUyizRnVkwy1b1q/5fLsTLhgf+tCf8f3XnLlgGSzM18UPR50GF25NKJdn2L6/zWdus7nhngrHT5ZZNyKZrCpqZanBHfSBuwSVIKMSpJT9mJIfU/JDSl6HaqnNULXOoZMd/uAzHn953Si3PD5OKy1TDiyGPcGIoxh2M0a8jPGSYvWoYMVoCc/x+rSPPfpsF9ymFg0bXdN6nUScyYQv3+vy+x+tsu+YA04B7qKCGxhS4EhwckGxuYTbPgDsQh8qciAXS41+JmXOyylAPmDSv8SGTuR/V8g+wBfvX3KgHZjDF0AtbhRRHNZOPRT3ixu6CzMBZDBcTtmyIebQSYNdBywyZB/I9fjQEj2bOlPqo4tlKlwbKp5gvGbi21Xi2CNKrDxLVQ8G9Ns2lcDg0m0JLzunxdplTXbshWPTJlGxWOuTzxXNWdfur0h7SGUv0qTjsXGZ4JKtbVZNtWnGMYdmFfN1C9/KWL5yA5k5+kvPvLD74Vdd8VKd0XNyXjP/XCtmqDLD3U9bHJl22HmwQrPpsLomGArAcwSuI3BtA9fRpCvfFdq21sso+wklP9YA90ICv0MlaGEaDZ7ak/KBz1W54b5RpBFQqRpULChZWtLmmgrf1v9G4AlqJZOSZxDG0A6NfCmkR4Y9vkvfIVP0ljq2HbN/RvDxG0rs3ONC0D8SzAlV+cHS6nOo6pKo5NLKok6ZmhT/v1hyIAZ53/0Mwxe7li57tN4xW7Lw6TtsFr9fIooobNUyoVsTqVS3Jxei77CJQSYUqVBEoWLzmoh3vanBo8/Y7J8u7jADlEGmTOJ8FNhtB/NKbhvg2fpwuNgSHJuxCGNJyTfwnRTfNXFtiyiO6UQmzY7NeK3Fj1/dZqR0gj/+XMSTh4aYaQekyiAjyym2SvuTpwlJkivjY+1N2GybLDQNZhYtjs141EpVzlzRZvVoyM7DIYdPphw+ntFqR6xe0aTTCYE8hKoyega241Fvpcwu7OfgCYv5RcmKimBohQaxY0udr5NzwG1T4DrgOxm+l1HyEgIvpuTlldtvUy01MM0mf/FFm3+8ZZRvHKvheC4VR1CxFIGd4VmaX+5aAs8Bz5EEnqTkmzi2QJB1Y6YLhl33wNM/IixGgkbMfAP+7PNl7n7K06v4gkhVVG8hsSQ4Ik8o7hsNLp1r948E+x//p1vy6AopvxWuB0HePx6k71DZBfMSvWa+aNNWbyLnYS95OxN6RCiUXsFnkrQY9HVvPIVoKS4/J+Ln3lHnf3/cYL4tu+PTTBkkSmtzckZK93vQpWigc5sWWxIhDB0wFUviRBI5WjPpxnk1j00C3+Y1F7RYv2qWv7+1zYe/MM5MVibOTJJMgzvNFEmqZWhxKgmjjI5j0DR75D7TNHAsn8DzGK6kjJdSjCxGxSnnbl3BRedvptVq9wBeqk4wsnrq1vbJGz8wMRL9+t4jGWunKkyNSMolReAoTDMlSSWdSGfOW4bCtTN8txBFxJS8iMAPKXkthip17vlGykduKHPv08MstsuUfZOqrSjbmY4VtBWuBa6dazZtgedKfNfUtsxWERZb1EnF6caDxVjQNBIiI+Vvrg/42BcqNLJcMtTXdyMkpijAXbjEqi6QJUuXO2oJqPsEDadMU3rl+9so4H2XKOYmp4geBvWa/fF/g260Mp+oyK4aSFfvHu2hiNQ2SPPPLUkgsDPe85YGJ+YM/vxzBu0s3w/kDllxpufgSzeWSmkbtShOaXVkvo3Mud5Z4QyrwR4XO43UJHYt1o+3+OUfaHPptoP85fXD3PbUKFHmEKaSqAB3oohihefoVD9NwdU3VJJqXHiOpBwYLBu1GBlq0lQW9z0z/4FXvebMW6vZQSCn/P7NR/6EYd+IDx7NNiw2jDeMVQXb1gi2rG2xcqLOyNAiY8MNfCcjTWxMQ+C7GaUgpRLElIOQShBSLbWplesE/iIP7Uj5rY+NcOf2cTBKDAcGI05G1VWUHAgcReAIfEeLkX1H4rsGnmvmtFyB5+ovsJijdzehVi8FzbJys3ojxrQjntlj8gefrHJw2tWRxtIG6XR1lmbec9tCDepJ8/l3Ty7X67n7D4UFB6LXExe/X3LA7PbbupoOHj57nir9h8x+C40ep76/H++jD3eJZ303vBADPXgx/ihGmX33U/c9Sgk8O2OsmnD/0xYnpk2U0avkRp+jVzexziAXshRfu8wPiIUz1tIoluJXQ+djJia2ZbBtdcLWNU32HEjYf8ygntikmX7S6PGn0q1LvgFtdxQH5jL2L6TMtDKm51NOzqc025DEJivGSiwfEp994vF7Hjjvgjf0KjjAu3/sakzT49iBOzl+6GEOzRmcbLR4+qmMrz5SxnN9No7bXLhRMlrr9duBF1IOQqpBC8No8uz+mM/f4XPtfSPU22VqJZOaoygtqdpOV4icvyyJ5xi4jqF7fRscSy+LLGNQ2NATo+ZtidRZOs/ulbzvg0M8vcdHvQi43RzcA2Li05Gp+tsPGOjJey3S0lSDvgmGGEDTN+/Dl1RGPXfu9dn9PXoRuS37l0AUrYkGeSakXqsrzRcXhXqYJePI/Io6cOa6iL/8tTne80cGT+81wDHJhEmY6fxTJ1N5vKHQVsgpxLEiMlRORQaQfY7Ehl7jpxlJIomTRLcuiUEUG8SxDnrdONXik7+5yJceaPGp22ts3zNMM3IZ9hVDSUacaHAHrmCkanHVJR1WL1+g7De59VGDx3eXySyDO59SvObKM7jy4itoNtvAbw4CvFwew/N8nnq6zJcfFDz+gkcc1yjZijFXn5qHXL3185yUchBRCTrUyi0Cr0Gj0+HOxyS/9/FxDk1XcXyHMV9QsTMCS5+8XUvbSBTgti3ZBbdjSxzHyO0lwHMyXFsvjCyr5+ndM/LJMMzcy9uOaImUv/5ylad2BKSmA4adA9xCSN2WFOA2ixFYP7D7wNlX/E5Lnlqqlu/+t2/ufaq71YsjfIBNWAjJTqfRpO+A2QW8yPWcotuXi+LQ2f0KDCAFCrpDkajWM/cRseKczRHvfeMi//3PLBqxruJJJumkEkcK7NzEPkkgNhSRAUaSYUQ9IbPO3OxlfWrrba3BjBNJHOevxCRKTO117tm887VNXnPxCX7nE23uenKYo40y7dhkLM1QSk/MlFIs1gPm51yyOObSLSmvPCcmTkPuekqxdlVApTKOZbe6394uwNuRjTDd3UIEe0Yr4+vecFFC4GUcPmmRZRLfk4xWYWI4oVYOGa01GRuqk2RNbrhfcf19Fe58epgs9RmpSapWRmBn+EuAbXfB3a+0N3DyPtx1wLU1uB07xbZ78X7dBOJuvHaC44RExHzi+oBr76gQGjYYThfc+hGre25T9nItDYoxYD/XRC2pxqoH9L7+e+nhcin4T1HXL7kx+p2tuiDvm5pkim7wNn29+FKbCfpAPmC5lomuGj9TUm+LMoOBuMBuhLfI9/ACR8D3X9Fhx/4F/u5GSTMyyIRJJw+ctVOFleRJH0levSPdMmluYfG1yW6qcZySV3BBZGladRQbhIlBGGuH3DCyaHVsakGbP31viweePcx195W58YER9s/6dKoGCL0IEgLmFk0C3yLLMo5MJ7h2maEhm5Gh8p6xIXN3s9kzyO++9cd//Kf85Dtfsmdy1BmbmZu9vNU+wehQm4WGz9SoxfLRlImRiGWjLZaN1amV59hxpM2nb3f4vU9PsvPQCL7jMh7AiJtR9RRlF0ou+K7usT1X4joS1zFw7fxXpxg5anB7dpb33VlexdP8leDYCa4dY9sxjhXhOR2iLOKTX3X5g08Mc2LeB9sFw0EYFrYh8AzwclMiy+hxTQqPk37eycB6Xvbe31vKiG5PXix7Bt+fL3JEEci1tC/P3yd6fbbo78WL5U1fTy5kXy9+SpKb6nu/Gvi49G17i2dRAWbVB+zCXFnTXwXVkuKCbR0WW4rn9lpEqUGWE9JMkS+3ZP/n0Au6ypv6rui4oPQWU7Bu9meqY1mS1CDJFzlJYhLFNoa02Lpa8aoLmhi0WWwm7Dpp0wpNVAZpmtLpZEQRuE7K0fkWhtFmZHQUw9/0kad37P/byy8599QKDmBbDpWS99X5ZnbNvuPuOXMLJhtWZGxZM4fnxPrlNthzrMMdT5pc/+AEe46V8SyLyTKUrQzfzvL+WTta2VbhiyKwrDyRzdIRFYWFhGORc1cUjq3wnAzHzrBt7W7kWEl+wNQbStuMcawQ3+/w2a9b/MHHhzi+EICjwW0YBo4UeFLlByTRNylRp/bMfa0FSyvxadqUbgsz8HHEaT/Gt9OidCtx116hvx2BnqVEdxXSazXotSe50Kv359EKIZGJXAKmdDqxkMh8JGeotEe9VXr2N1ZW/M931ZltGHz+ZgMlJW3pYaUSKxH5gVx0aRNCCITKum1Tlusy01T1qnesK7htKUJL4EQS284IbUknMnHtJA8atmi0HEp+h5+6ps3rXjLHjQ+1uOWJKnsPV5hpm/iWwrcTtkYGW5Z71KoRfkU9ZRreV9WSU4bR/5sP/dlnWb9+1UHb4KKVo8l5W9Z0wFrk8V0Zw0N1Nq6e4bp74f2fH+bWR0dpNkuMBwaTgaLmaeJVyRUEriBwNVHLd428ehv6EOkWlbtYGoHr5NMSW09MHFvlVVszER0nyUlaunI7dodS0GLvCcUffarGky9UwPfBdLFMk8AUlAylK3cRBtu3lRxY1lC83ZtK9E9JjCUTlJ7ae2lAVvGrzKtqT28ovlkFFy9SyQc2l31Plf6YmGKy0l3p90d4070Tl6rzdTyKJmJpDosWMxd3aJZJRqopvhvzwDdM5hYMlGGSCgOJ7B7M+1u2gkXWI4WpPA5Ry9R0y5Lzx1Nd0ZNEkCS6iuuNpUGcGDpsOLZJEoexqsUlW2Mu2dqg3u7wyDMWK5elXHp2yMn5DrsOmbQ7JRwr+Mrc9J6P/Lf3/pcBgA9UcICxibUgJLMzT3H79pC5+QDfcWBrh2vvsfmTa6doN3xW1aDsZnm0oNbI2d0+W3Z77G7V7uroelZtVhGvbSlsQ2HbmWYgWimOneHkbYljaXDbdoRthwReh30nFL/1f2vc+VQNfB9hutiGpGQofCM3Uc9HfhL9g+9WtT5VSq+QCk4/YxiccfcTq1jyFOh5E/ZsoV9sIN7fVw9W8uL/nc5OeXAGTq6F7P/7XQlO/7+D6PbGxccRhQ2dzDBzmq12stWHxHoTXnZ2m9/9r/P81kcle09IYgR17NzIszDTL4CtupOcQkGfpAoryTDNwhtH20VYpqDTdTyjN2iwMmy78CvMsM2UmQWPwCsxWWnzS2+tk0az7Doywqohj23LEo7ONZlrOqxcMUmWZad8n08B+JazX4lpmtGnPr+AClMu2QKTY0227xV84ivLKAuXjSsyfEfPQotQVjMXg2qAG1iW7Bpt2rnhT6Gs78+ytAyFaSlsI8vFEZpia1u673YLcFsRjhXhux0OzyX8zkcrXHvHEJEZICwXz5CUTA1uJ5dImUW16zvcacadHndlS/A1sGBZik1xmvZkKchP+bOn54QP/JtL/t0C0Bn02aGJJfPEHFT9uD5lIUX3ltWicNml06qCIZiTt1IjIzUkmVlUdf3Zeq7i+69sk6lZ/tffCA7MSSIhqAszn31ndMVsSnXldZnS7YmZCq2eT0Q+2u0ZQVlF0bMEdtQbGduh7MYFFk8ry8g4OeszNuzzc29d4GNfa3HbYyaTNZcNK2xe/7LlXHzZq6IsS741wL1gmNHR8q+dtWXF1p1i7xWWfZzP3Gqz/9gQE77B5JCk7OuphwLiOENb6+YV25Rda4mit+73QJH9RKbc8lj7pGiA21amxRB2mlfuCNeKcOwQz2lzfC7mN/66zHV35eC2HXxTUsntmp3cd8U2ii2oKooMmdKneqU0n7k4DIl8TFxsMvunFD2gL1WS96/v+3OGlvgUdscoS8r4EiXPAK+kULWL04wF6VX17udXHCgHfGOy7mdftCdFG5BloqtvLTwALbMIuiqmMvrvugre9so2pjnDb/yV5MCcoC18QIM8V2b29KP5vDwxRO590rOTKJZiWsFVRFD2YcbOC6Sp/16mINJpgDi2xfFZh6lRl3dc2eTAiTlufDAgFh7V4eV31YZX/hrUvzXAV09V+NvPfrmucHY+vdd92S5GDV8anLEMqmWD4bKkWhKU/IzFluDoSUmSZJhmEQwr9CLH1gfGLsBza4j+HlF2v8H5Nzl/LNl2gmMleVuiWxPX6TDXiPiffxNw3Z1DRHaAMF1806BiKgIzwzXR1dukaxBa9NNK6RkuuQpbLyN6YloDhZA9X73+Stt/FQfK06nqRV46l9ooDy5+ckCLb1LBu8KG0wRULWmv+lsnuYTCUNzYMaASI7ccNklS0VWsG7nBZZqmWFmvX+8S2lC4KN5yRZskm+HX/1JwbFHSET4LcS55I6NIaCtSrNMst44onqB95xztdlZYkWQ4liSMJU4kiQpjVlPbRxydTqi3MkqeoBZITsz51MoeUqZceUbE6uV2umaFs/P4gRvqk6vf/K0BDlrWH8et9525sXKRETXPDUMTyzQZraVMjYQMVdogW9z7VIlmOyDwDALPwHPBc5QmT+WTECcXHBtmhlHY9ObVqKg6RSKaZaT55CSXtNm9ym15bT5+rc+1txfg9vBNg2oBbkvh5r6HtqHtviyjt1oHDWg6ikZb0owFcY4yUyqsvKc0Ms3972f0FQA6xf+k73Ao+g+DSwF/mu/xAGDzp4nIR3XydKDum6wsvfUG+Dli0LpOoaceSWISxgaNlvbmVhSJGBLLUCRmb5SX9amnio7IRVfynfvm+MCnTBIhaOHlANez9oEWJctpv3JwMgQ9W+yiB7etLDeWkriJ3mgLT1LyMly3zsO7FFLZDAe6gxipmpim1FZwbukb6xea7xseCk4H5dMD/Kd+7A38n499IfUrG9SendOsH09ZNRWzfKyBkg12Hkq4Z7vD/kOCFcOK4aok8KDsZwSutpJwHa3ocayegl771+WPykSzzxC5/5yR55Bb+lBpF9I2p43ntrn5EYu/v71GaAUIy8MzDc1INDM8K1//m0oDPPckLwyLdKKEvqkMI+NEK2M+hk5sYJgCT+p5edfTI9NefP0AKqpld+M5MAcuJiZ6ejII+NN4FKollbu4qTJ6BjuF0Lir6NHbzUEFUDG/6ImvC8N/K9/yWlZKHAsW25L5epmFhq2rt9SWebap6RBp1pO+FRYdvaeW/kd9qfjBV7R59Pl5vv6Ibk4KkOsDbNZ32NQ/V4Q+70QpRKkkzZ8cllR4lm4pNeEuxXMy4kQHzJqGYKwGr7wQ1qysc9d2k10HPU4s2CwfzlgxbrJ5jeC8szaodpt07Ow3nw7Kpwc4wDWvvox2u/MPHzv4wibXOxisXV7n+cMhX37AYdf+GqZyWDthMDZkUi3BUDmjHCSaNusmuE6M70WUvZDAD3GsCCEyktRkvl5iru4TxUZ+RxdWEknvQGlH+G4b323xlYctfu0vx3juYBVcH9cwKZuKUgFuU/NWHJPexrQ7Y9eWX3ZeITZ4CS+/eIYdRxb5zM0VWu0SqWshhMDM9PQlW1Jx+n7SS1qSfqD3Fj89wPcMLguEFwc8cmBn0G38RfHKCjeHgi3Yp6gvNJL5FKVnodEzQrLMBNuKCLwOipDP3xHw/D6DoSJlwxa6fTR1G5lYRfVO8yerWPJl9xRDm1Yq/uRnFvm1v1Z85YEC5C564tzXkxtg5h8nTOBkUzDbSkjSDCF0CELZkVRdKDuazuHH2vAnTRMEcNw0cKwqZ682OWdtnZ1HFrjhAZfn9lUZGY5YNllrrlx36T9YlvdiMH5xgK9bNaX+/rov/9m5Z2x438Hd+4NbH5d85cEK7UaZ9ZOSsZpkqGJQKwuGyinVUkLZjwn8iMANqZU1OOvtkH+822KhZSJNE6EkmydT1k6SG7/kMds5wG0rxrFiPKeD77b58oMWv/nXIzx3oAyeh2OZVE1FKa/aBbjdAty2tnYuPBUdW29PfVdSKcGqCTh3c4ZpNinZbf7mJkUzrtIWpmYZDgC71w6IfO7bpcL2A1ku2Vz2bS+Xru67IM+hILLev9Q7xIpcKT9oRdxrVZa2KT2fmKKCu3ZEmrX56FdcPvhP43iqxAVrElaMC8qBie/q7XFaeJX0feylB9geZUG/vXGF4gPvrSOE4Kb7NeelhYtE5tOVngWfKfXs++yNTTYsryNJMEzFQkvypQfK7JvzKdsWwwFU44xOpCm4cSFEDk1OLpQYH/LYsqzFsjcscOODDRwcxqe2zhzY9/SfXXjJW04/3/1mAAd4xaWbaTUXuO7wfXz1QZMVVYctZ0tqJV0dXTsj8DSwy7lErRy0Ga42mF7s8IX7bb5y/zD3PlsBZVG2JVVPcdV5AvdCA9dOMJzc09tMsc0Y24zwnHYObpPf/JsRnjlQBTfAMa38QKnwTK0CcnKei+7lZB9LUeI4up/zXEnZg1opxXNSFuo2q6Z8fvEH5jg2O8fnbvOILYO4MLcs2oHuD7l3cBygtfb/vruI6ekwRT/A6WGyODgW0xn6x7d5i5LlVTyTeaS3hIGUs/57UOgPLgt3LyMl8EP+8Q7Jh/9xhEa7xLJRCGPFYkOP0jJl5FZvei+AkoPAziv34Oa35yywaWWLP/ypRQBuelCPXJu4GEJiCqXFw+inxJQnuGKrzSsv9Cn7EYHbQYk2r72gxY0P2Nz+eJW9JzXzdNiDapTRCnXk93wj5ei05AVL8szugK1rbF5/fp0HXwhwK1spVSrfDMLfHODjk5PhwX2N93r+pn+6dMsLweqpkInhtp6MGHau6omplbRa3rXb1DshX7jX5FO3jfHcgSpR02HIEwz5ipoPo1WJa9qcmFNMDme4jjZA14/VGNfp4LktvvaIyW/89QjP5uC2LCtvS/rAbRYCWPJFQd6e5O2I5xhaIeTqvE/f1XxyISCKTcqeweqxCOKINHOIlaGnKH31cem0r9dX9yfFFdpL2dNfdtuV/jqrV9j9kxCB7ve7ysS+pZGUubd2t5qfOlUpdj09hZM+YFpWwv6TNgtNF8fWDX6UKNqhyk2W8ptLq5Hzp0dPjVSII3qijh7YC5fOzSvafOC9i2SZ4KsPQyolDelgS02vBf3zGa8KOu0yO/eXGBsKqZZCqqUOL93W4tx1LX7wiuN87vYFvvp4jQMzJSzLpOoIhgOFbyksKwZbYU5Ljs0rlo+UOPPMdU0w3mvYk+E/G+CzswtZbXTdI2++Ri3eevNjwXV3WrhWiZFawpte1mbjZAPDanLbo4KFVkasFLc+NsSDzw4TpQ4jrmDFiKLqZ1Q8qJYMhqsW1ZJEijQ/YGaa8mrGuI6emHz9MYNf/chI3nP3wF1U7t5hUuVpEXqs1GUr2gLXKdoTHUKqGYq6FTLyGbE+7Cog7QFnoIqpLroHqvgSwlHhc11Ub8MQA4QpVM/qTEH38Fhc3ZQy1Zu6SKGnWYWxfO/JsoRWy8AnnH+eGYgMwxRIU5+W00znvHdihR3lY1uR5n9eCxb0wThvMaTsI3AVE5peJS+ujSva/D/vW0ApuOUxSSwkDWnhpVoJpJ8WMN/IOHjcpBN6NMomi02bxcClVvY4b2OTcza0eNvzR7n1CZsws5hruNz1SBmkw5krM954Wcxw2cJ1mtz0gMs1G1+6uHXjmkcWFhdOXV9+uwAfHh4B3OmZE523DY+95M7z1j9lNcIY35FYRsaHvqh4/vAwj+10aS2i/eNMh6otWF7W/JSSB2VPUPYNqiWToYpBJVB4TppPWIrKHeI5Le7cLvmlPx9lx+EqeD6WaVI2epXbNnrgLhLcigOl1Ue/tS2Zn8574LZzZ1vDyHKKZ7cYnQruAtgMjv8GXa60RrVbwY3ipXtP0TeDT7NeP53m9sDkm+5MCZ39Dog0r6sZyFT0XGQV+YxZ9Cp5sYbvf0T0PXHIpyHaQxDiVBAlijDOME0tNC8+/669hejxaXq2FkZ3StPfk4O+KTcsa/OnP7vAz31YcOdTgo6o0JQGgSkIY+hEGY1Wim3pkWKc2DqaMjJohybNtkWl5HLptiZXnNNGGh1mFyMef3mb54+Y3HTPOLPzgnY7YXq+xCsuPS/OsvBtlWplOlbON4PwNwe4EB6Ls/tYtWLLYZWme554+vnNcydjtp6Z8NnbFfdtH2PYc1hRVjzbAVsKxl3FkK/psiVf27mVfIOSb1IpGdRKikqQUvJ6hkAlr03Jb3D7U4Jf/PMxdh6pITwPxzQoGbpyu3nldsz+8Kri1WMsFhxz3YfTZSg6dh5Xl9tLdJchsndwLEaAksGWpH/mPeh50qveXa5FnmRhFlYT+Yw7SXUVDjN9eEryci7yj6FyTWOxSJJ59ZapnmNnxRgvy8UMXV5Kv+tXMdArFjUZqIxUoXWSqSJOIIrz6BiZdT//UBrdM4QUso8xKPPtqNEDd3E/9ZG41k52+POfX+Dn/xxuf1KyKCu4psSNUty2yp+coJRFkkrCxCSMpH7FegEVxQZl38IwE45PDzNWstlw4SJVd46HvjHCRZsTMtNlxaoz9qxdufHwczsOsG3L6n8+wAEMw+Artzy4PyhV37Nt49l3j1fu4ok9Ji/sr/DyLTZnrFNIc5EP3yToNMsM+ylDJUHF145XJc8k8A3KgaQSZFRLKdVSTDmICLyQWqVFOWhw13bBL/7FOC8crWH6Lp4hNLANTXm1c7uCfl2glRugd1e+Rk7uKlLccgpuUbntXDTRU+CnmIYJuQm8Vvb0PY4pqnbfAXOJHrOo3IXbgJUHRljdzE8NuyTVS5QkyWh3UpJU5X12T9+ooSO7fb4U5JEgugob3Vl1Ucn725ZB0KMESaLI0oSIjDAVRImu4FGisONclZNkGHHfGcIobk7Z9YPRIVEKQxq6XZEKEZt9obRaULxqvMWHfrbOL/yF4PYnJdOqhC1lvsXOujd7mukg1zg28s9Jc8RR6EDYRotP3SwQaYkz1/lsWb1Iu9PivqcN3vSqM5kaSt+zf88D+0cmz/lW8P3WAA+qK1GqDpSOPv9c556/e7L68iNH4DXnmWxc00HINrGap1aqUY/0QXKopI2BtJWbQdmHkq9NgSqlOD9ktBmrNai3G9y+XfK7n5hg19EhfN+kZGmRQr8Zj9UFdyGAFQNu/5q4U/DM6fojdu2bLb1IMvtUQc1OxtE5Cwztk3JqVPfS9mRwLNhv7tO98fIUjF6SXNbl4limYtehjLnFIr5FYpmQmQVdNestjqRuU9K8vTG62fWF8T19ycc9dU4PdAZTQyklL6LVzuhkJmGmiBKhFesJmInCjIvw1VxEHBfnCP09NhL9dEqkwkgVMjEook60JE3TW61cNb9yrM2f/HST3//kcR7akXG4XkEICUJLzwr6bJxkWrYWC+LYzK35oBxELNQlJxZbxJHBkUcd9h+rcdb6kMvPN5lateGeM8592dHZuTZjw/63BLjxLf8E8Lu/+4dcc83rZg2jWjcUb6+5ByhVIvYca/PIcy7P7nN5+FmTNSOSyZpktGYxVLWoVQxqZaiWepW7VgqplTqMD9c5vlDnA5+x+T/XT3JifohaYDDiKKq2ws9zNLtG6nligG30VrxWf8CsbeRUS60Mcmztt+LlPomeW3gl6n6/5LXZcSjj/Z+t0UhK2JZFySTv8wfbINMQfb+K/NciGrFgxmlnOMtUujWyM1xH4bspZT9h+WgbYS1w8+Pa2ck01OCkppic9L8tepzzLi9d9lbdsqiuBrrdKNKe81n4spGQWx5xODztgWXhyh5Hp5dv2sdpL+zlBv6t4s/1iFyFYl/bXBskOYc7TbUHylhV8IoLWqycarJ9l8mhOVd76ii6hKws9z9JUn3YV0qbhdpWxta1ixjCYd2Ug+u2ODGfsO+IwUXnX8yGdWt/5eiRA/euW7Pm24Hut67gxVUbXYXtVB7ZurV1PerIm2+4Yw+kNS49AxyvyaPPe4xXJGPDJuNDFrUylPwU39HgCtyEkh9RDtpMDNU5vtDgDz/tcd094wirxHhJUHP0ZtIy9dBM9665JlwssXCQ5Dxj0f21P0fI7m9NChKXmeSvmIyYx3aaHJ13wTKxpMDKIzIGbCFEAS7R928PHsyMIkUu9+2z8/m8Z6f4bkopiBgdatDOFpjvCI7XXVxLtxr9Yz6Zj/mEzEeEhuhOULoU30z1qnZG9+20kIPlryg2GR+C8za1eWJ3SJi6tFOBnwiiRMeFFEA34yxvk7R7WJxXc8uAxOwJFPpjxdP8CZKkmoYrAMtMcSOLKDYYrhm8/YpFHPMov/NxxcGZIVKl3WXjRBHGKe1Q0WpntNoZYWSSKQPX9hgb9rn7SQtXBrzkTIsVYw1mOutZsWrD9Rs3rn6k06p/u7D99gG+Yc0yss7+/SsnL/z5+x/+hrFp2cI1U6N1puttXtgtWTfusHLCZOWEyeRIylAlxrX1SM62Ujw3pux3GK7WObHQ5P2fDvji/ZPYns9ESVFzUgJX4Vl6IoKCdqRotCFOde9bLEf6D3dGP794oEVQOdBzsbJVvPSm9OhsxhfvqkDmYpgGtsxbIjHoizJoiqnbhy7gc6clo/uEocfvsLK8iif4ubOuZYSQpjRCQSPKPbiF6rtpCjqxTk5LU0Uq+4HcR2ZS9AG7ALfIjSp1RRVYvPWKNl97pMW+WZ+WaROk2kw2MsBKFHEB8iQHuZlhprkaPkPrJ/Obq2tfnVf0JJW0OhatjqH7ZyvDc1JtC5HoidkbXrKISo/y25/MODQ7TJRK4jQjTKAZ6qeCaylqzZQwshBYuM4Yl505z/MHp7n98RKbVk5wzlkjNw5NXvzz2587fOCcbSv/9QEOIN3VHNp7z4G3vv6cp7c/eeSaT9xwjGMzAYFtsW2VxdrlknXLOywbXaRWWSTLDBqtACmh5HUYrS1yst7if3+qwnX3TuG5LhNBxpCnrZgDV+DlnoemKTg+l3F0MSNJwLcVtupbtuQgNGVfFR+YjWfd3tu2e+NI24wxrZB7njR5YHsZbBtbStxcBWQYvRZg8InRJzUr3hYijy7vi0os0uPyyBatTtKGoFKmoFLCVNGOhb6ZTYWZ5BzpVJIaWtqVGapL602z3pgx61bywZcGtyTp64vbocMlZ9e5/LwGh28p0U4sWobENTPsNPflLs4OiSIxtIdJYkBikldu/cQodJ9CKEwjxXNiokRw6ITL8RkH01RdG78wd7MqDPmvuXQBOM7/+ljGoblhUmUynOlD52IYk6qMqm+zshkTxhlp5rNhhcFV5zXYd2yO3dMrCUbOf3r3Cw8fuPoVl3wnkP3OAA6wfM0IMPWBzpO71p2zMfrB4aBJxbdZv0KxZqpOKub5wgOK5/ZUOGeNxRXnwsqJJiV/kSf3dPjoTTWuu2+SwHOYDDJqfkbFE5R8ob3GPZNyYDBUEbz2shn+8f4ONz9cY0IIPCufMxTLFUN0D0dWN0U5r9z51ES/0m5r4lgRMwsJH7l+iJZyMUwTV4IjVZ/LVXED9VyrxGkPmkttlk8Tl5gfbE0j1e2HSokzRZRJHWed6AzJJNUVO8u5IWmmMIqKnS95NJAZaFMKewZtMyz71OraWKdi2/zMm+rc8nCZow2XpuHgJUJTivvyS+Mkfzvn9lspXU+TtLvO198Dx0oplxp8/VG4/g6fdRPFfsOgHGmRcZLkAM9bmjdcskiWnuSvvhLz9L4xDCzWjSquebngzA1Nnt63wD1PlXn2gEurrWh2HJ2UJie54qL1/2BWtn0gax35TuHas9/4di8htnH9lx5ccIOt73Ycca/jCM5Y3+aM9SeZbk7zmx+zufGuUYykhiWrCGFg2y3+4c6Mt/32JNfdu4yy5zCZm+hXfUElEFQDg6GyxXDNYnxEsGoyZtuaDkNBi0aUEKaiG8Lbvz00DYFhFlHh/W1JltNv+6q3FeE4Hb78gMUz+0tgu9iGgW/oBZJl5rYS8tR+3ygqd18P3l/VtaUz+UFPdQ2KCt9EIbPuVilViiiDOBddpBm5IFeHp6ZZ7yBWCAiKXrzXruhk4TSlC/KChlwc+uLEpBM6bFuV8cbLFjHjNu00pZkIwkSPDeOU3o2WKtI0I030U1MfAHWbUrj6SqFn2r7bZq6d8vQBg8MnIk7MxkzPK2YXJXOLJgsNi4W6w2LDZW4xYL5e5fWX2Hzhd6b54auO0kkTrdvseMhknLde5vH+98xQGV7k6UMhz+5tkyiwPPfeC87Y8O6gc/fCqy5Z/x0D/Duu4ABvedPreOjRx1uXXPbWKLv/H5htHGNmZ5ubHqqgwioXrTfZsNLknI0dJkfnuPYexR98fopWUmLIFwy7GVU3o+wLyr7Qd35g6k1nWTFaSxitdgi8ECmS7tauexgrqqchMEyZz8Lz0WBevZ2iPemCO8ZzQg6dTPn8bVWiJMD0LQJD6Ud23qJ0Jwy5754x4G3SL0nrgXtwupEH3/bRV3upFL21adcrRBWq8/5NZcFZ6TEKB19Cgzuv5Emaz7BThZGD3DAMDMPCjB1cO+KHr2py66MN9sw4NA29Z7ANhZ0UhaEAul7jJ6kkSfKnQzc4Kl8g5aQuRUojVMzUBaapSVxKmXrkqQo3295iKM0kJc/mf/5QG8kJbn5gjKd2CTJlstAY5ZyNNu9+7Qw3P9wmjlwwJnjbG14XJdC64OKr/zlQ/ecBHGDlqtVkWfZw86ELL20cjTwpp+k0yly0yWbLGsnm1W1cb5qbHkn46I0TDDsuE67+QZccRckT3RV+JTCpBCbVkqJWTqiVI6rlDoHXwrAkomssn8dE9/feObitQqqWW70V6W62lWDbejSYqQ6/9bGAB56pohz9Qy6ZCre/vTF6B8ZTQ6jEkvFdb7rTG7n1h9QWo7Us54fQ3cwk+UGx11+rvk1l7zCpgS4GqLPdXjwVJFIiU0UiBTLROfX64GpiSEVkpDQ7LhdvbfC7PzHNT/yxSxhbNA0D1xDYif7exQnEhgZ4bGZYadZtUYo2JS2eHio/zMYZ9TBltmXiWgpDJnkRMgGju+IvAgsAmm0XwRDvfX0TqWZ5fGeZJ3f5tDsmUVxhy9qMqeEOnjnMu37wrPb4qlUPa1P+f971zwb4svER2s3O//jFd16lnn7suV/8zA0L7qVbHM7ckLFu+SJH5+r82ZcsjhwfZuOIxYoxWIhiHtth4loQuHm+T5ESUVLUSppXXimFjNSaTC+G7D06hCVM7EJjWTibFnPpYgpgMdB7F4ZBjqX77lKpze2PCe54vEJi+nimQbmPAtDrSekqgHqtyKD5Zv+rMMwfCKYVagDogxUcQK/PB6pyfwuSL3QGOOB9fXhhy2DkN0eSSWTaN2qURjfqXEpbhwKYCa88v8WVZy5w8yMuDdPXAI/zrXBSVHG9CEqKVypIUv3+wr8kig3S1GbdVIvxWpOT9SF8O8U0M6RIukxFKfQNZ5rahq9S6vDo8w6NZokV4xV+/DVzXHXBHB+7KeXhnQHTCzaLzTKunXKkuawjgzd+OAr9/+l4zj8Xpt95D95/eYGbzZ+89ne80vAHz966OhoZ7bBmxXEayUn+9qs2R49V2bbM4YItNq+9NOP8bQ1asU4HCFxJKdAHykqgqAYZ1SChGkTUSh3KfoObHzO49xsVSqbEs1QeoSF6Phtdv5XeaM7ur9x59Q7cDnONmI9+pczJZgXTcihb5KKJ3DfRLKq46IK8V8EHud0DWZgDK/1inNgDdTcRrv8bd9q2Y4nomOJ9qst07EndCvJV3runIgdmz701ig2iSPv+hZFDO/SoejY/+fo6Y+U6YRjTiCXtRBDm/JQozit4LjbQKQsF6AVxrD9+GJmEkcNLz1C8/qJ55sOY6aZksSWotxX1ZspiM2GxmbHYkjRamlTl2gkP7gj56oMZjz5r8fzeMVaPDPGe72tglxbYM13n8EyDVK6LVq8c++Bnb/zq7ziek33HwPzXqODF5ZpWdPZZtT/qdNLoK/fM/d5nbs3kriMlmvNVLtpgsWGlwbZ1IdKc4Y4nTIZ98r7bzF9601kpJVRKEZVSh9Fag9lGm5sfGabZ8VlV0+odzT0h77lld7FjW+RJyvnLTnPToAjf6eA6bT70OY9bHxtCWR4VS1C2tCbQM3NzUJPuxzOMPGLa6Od0nyrlQpyekFWIBXRr0qdFK9BNYUC0xNyn+2shbMj/Rr8AuO/PFgsXkZALFk4V+BZytkIIceX5Dd771ll+/9MuTVPnWDqx0MUj0eaaVt6Lx6nWSBYAjxJtnhnGJvWWw9SYy2suanPzI4ucrA/jWdr/RAr9Sel/28Q0JK5tMl93ueqCef7qkMVjOwPaoUmjXePM9Qa/8UPH2XGgQauzPOuIsd9rtlf+qWjMR/9SfH5bq/pvdn3wwzfw1re+K6nUls2WvdJ773rkpDx8wuWCdS5nbzI4Z2MLjBn+7HrJrv0VNkxIJoZMRmoWwxVBrZxRLSVUS7rvHq22UGKRv7rB5rp7JijbNqN+RtnVHtG+q008PdfEcySuC76j8NwMz03xXc1S9F2tHKmUmjy2K+OPPzfCwekhSr7NUJEyYaOFrzbYtuhVcFPo1bLsGw12lzoCw5D5U4S+dX7u0GVmS/gv2gLDc0NOzKfcdJ/PkbkAyzbwDXL6r+gzle9taA2pD9Fds/m+mXs/17zwBy969W5q61LdKFAJUiaGQ554AQ6ecFGGhS17aRemMTiC1V93H1OymBLlE6cNy0MMo82jO1xakYMtC7dZusojpXTEicBg66qYdSvnue9ZiyMnDNJEIITDhmUx7bZFZewV2do1G35hohIf+bkff+O/FJ7/8goOMDa+kqkVIy+crPvvu+iC7K8mKk/JV13Q4oz180w3OvzxZwL2HKiwZdJgxZjFxIjJSBWqpTwhwtcpEdVSm2ppkcd2J1x73wRx4rGskodU2aLPFk7mZp502YJdy7ccUI4VUyp1ODIX8eHPVXn60BBuYFO1FCVb4eXgdm0doWJbPRDJov3ov5bwr5eKAHsmQD3fl5444NQWpW+mssQW4lTLiu6/UXz83qfUM5wXIBMwDdmnsez9q8VBd6Hhs355yi+/Y5Ff+3OPfbM2dcPENYSu3nFhxFQQxQSRKYliQRgJQkubZbY7GYtNl5If8MbLFvjKQ7M8sNPBMiyEULm7VUacxjk92CJTNkKMsHkl/PzbZnj/ZxJue8rh6KxNnA7x8svOyPza6ved7Jz9gm8c/NeA5r+8ggP8yYf+mkuv/sn0wOR5T55jPz2/amL2tQePHueFwzEf/7rDwcM1Nk+ZrFtus3LSZMV4xvhQzHA5olKKKAcRZT+kWm6w+0ib3/joMC8cGmG8LBjKbZgLM0/P0dXbdSSeC76r7ZZ9N8H3iuodUvbbWGaTL9xj8fGvj9PJSgx5mu9SshV+DnJtAJprOG2pq6kpuor2rrSsj/RU8L+NIs6jyxzsXzL16AGOmeC5UV8FL2E6Jr4JjlHE8+WvgiHZ/TV/WhRVPncIK0xEC76OPgTqhU+XMttTfQ6okSxTsXw45PB0wlN7HCKcnIuTL6q6G119wxRV3OieS1TXnUwBE0Mp29bWeXSnwcFZH0MYkOV59rEijLRUTrc5Fmnmsm4q45wNsxiGgWkmzHfGkNayX7r61W/469WjTyfLl5/7rwLwf5UKDvDay7axMHc49S/7vt33PzhZT/fdWo6SY9QXXLYut1i/Qm87V4w3Kfltyr4WAEupxQeeGxKlTf7wswEPPzvKSM1kyE0puQq/60QrcGyjawvn5HxvtzDrzG0nXCeiFLS47znFH39uhNlmWVN4rYzAzo2J8shCzxY4jlbgW3k7ABDGmrOdpEXPrB+9qVG4X2nKaD8jEAYt207xQ1l6qSVvL6na3UOs6F8o9RiBCogyQRhr5QxocGqwF5nwReXXB15TKuoiY7gW86s/3GLX/jlufdph0XRxTYET50zK/Nco1lU8NCVWVBzwjR4twciwzBIXbYn4nR87yc/+qcfJdoUwlZgdhSW053vFT5heTFloWHQiizgZZmI0g1SyanyKN7z+FfXV6y/YfejIsXTl8gv/tWD5rwdwAMP0aDbTG88/77Kf2ba2+eEv3Hjz8LlrBIFvsW65Yvn4PIdn6+zYLviBK5sYKkFmkppr4dkhd21X3Pecjj8ZdvO+2xE6kMqROLaRi4sLJ9ucNZg70bq5QX7gdZiej/j8LSX2z1fxPYuKrXSUitUDt75ptDjZcSSubWBZmhdeb8N8I6XV1iQkZWmAm6nqjuxObVP0YfKU4+gp7+jdNKd7Df7VXuU1jB6RzLY1wBptyYk5QaOlueS2pQtBkskefwS6c3nDyJBGSqPlM1ZJePur6zx7xOd4w6JuGLhG1mVEauVP1rVYC00DM9TVXBpGvrW1sS0Xt17m4s2znLtlnlufCFgQBiPlNkImGLbk9S9v88IBk0PHA3TLZnDoRJVSxWTFxpfPbt160S/MzjZurH0bHO/vGsBL5WEAWs3pT9cmrzS3nul9YKFz19jhwy2mRlt88d4W218Y4oqzDXYfyvj0bRbnrrN4xyv1Gv2JXQ6NRpllw4qql1H2BCVPdFsTxzZyY0+6BzlNZsoTIJwYz+3g2C0+fYvFx78yhuO7VG301MQmf+WRhY7Ez1MmfM/AdyFwFSUvxTDbPH1AMT8vqQX6sCSlwsz0qj1bMunox3Lh4lP4iBS/0rfN7FfFv9g14BMucq6LqXAcReAmVMsRLCQ89aCPK3KymmsQuzrNTLcpMrePzpcueZCXmcefv+u18zy1Z46/vdFjMSrjm2LAIcxKFHasiMws3w/kAmWM3o1juFhmyrLxNudv6HDv9pTxkuBHXhFz7qZFPnNLGTMZ4ae+b5Ht+2a58a5htq2TJKLE66569cnzL7zk15Mk+fTqNcv+VcEN/8I5+ItdfjCKaamPX375Jb8xOrHt5La1IfX2AnsOVrjyrICXn5vwyE6fxbkhRDTG7EKJuTrc9HAFz7eoOVqFX/EF5UDrOXV6rugqZXqTiqzL2HPtEN9t8/BzGZ++eQhplyg7BlU7y3tulecA5ZXbNvDcXHXkQTXIGKkmrJxoc/bGk9TTBkcWJc1QV7OCJ6K6q+sXweeL9SUv9v4lY8BB05Mee7LIi3eslMCLmRhu4PkneepAyOHplNl6Qr2Z0GwntDoZrQ60QkErlLRDI3+ZtDs2nY5Nq+3S7gS88zVtLj1jljgKWYwFrbhoexRxDFGSEScZUZwRhopmB+otwWLTYLFhUW/a1Fsui/WAqy9OqJZDxgOBmQ4z5I9x/saMO5+Cux4bZf1EQKnU4tn9cOG5Z5xcuf6S3zg5m318qFr7t4Div24FH/hZiiHuvuOrH9u4vJZmo+U/+dyN8fBLz/C56Mw6j+6JeHqXz7nrXLatS1k5ucju4xl7jlUZ9RRVX1HxJdWSSaVkdumzUvT0joWooajenqOtyqK0zV/eUOGJncP4NXMA3EUFd3O3K9fV7Ung9SR1tXLEcLWF77ZIUslCJOhEIh8nFoKDF8dvv6vsN2/AT52kcLobpu9wWFRwbVaZ4LshrtWmHaVMKwvLzPJpCV1nck0r0AdiKY0ufcA0LQwzY7GZcM6GiJ960wJP7Qqohxa+IbQ9hwVRonBypmOSKkScEScQhnomnmUGUlrYVkrgeawea7J6vMHegwHP7FOUSyXOWqOYa9a56xslwmiIl51ZZ8ex4dlmOPxrzzxxzyeuueZ1/1Yw/Lep4MV1+StehzT3fioUq37urM1b6hefOcsLR1o88GTAmlGfl56TsmrZDF+4L+KP/nEMTzrUXEXZFVRLBkNVk7EhyeSoYqSadeOjNSe5byXv9GwnPvJFh9ufGMYqOQzZ2uKtOFR2pyWWyIOwjHwSowi8jJKfUPYjSl6IY4co8jzInOk36E8yCMV+e7ZCfd5rTU793hTm+11wLwH5KcZDotdHF5xzQ2YIlZEmKQuhoNEWNNuKViejHab5S9EJoR0KOpGkHRl0QkPn4XQsWqHLwmKJK89R/Mz3T0PcZqFbxfXCp3hygSaBzS4knJiNODkXM7MA83WDxaZFo+kSRWV+9QfavOXK4+yZbnP/NxSHjpZ4+RkuG1Y3uefpOq63qX7JuSt+bq5x5FP/luCGf8MK3v1Bxssz26z+w8Xn7U9mZyY/+dyueffijR6rJzOEMcN196Xc8egoc3VbB0fZipIvqZU1uJeNxqyerPP0XoOZhRLVkonw9bTAsrJcZxlRCZrsOhLzyVunWAgrjAaSipXP0AeCZ3VGkGMbecJyTtTPZXW+G+M4IYYTY5hF9iR9DL8l3n0FuOl5nvdvNvWfOU2zvWR7WUw8si7ge1FTp/izyNzgXuhVvYoi6gY0InBClXuepH0LGyPfzsr8BjFyKq+lab0yZbia8KNXNbjh3lmeP2SxaNo67KkAt9DWeLUyzDRDnt0rWD2mg6ws0yJwTdplkzRz2LbKZmo4ZdnIIk88F/LI8zWOz5XYNAml8lSnxfhPLgvGvzDfaP6L1vDfEwC//JVv5ZH7/zytDskvpMmK9IqLK5/Zf/Cou2y8wc2PZOw7MsLW5SYrxiM62QJPPVel5BkMVwymRhLWr5hn1/FFrr9viCE3wXcNhADT1GNB146plNqcXOjw6/93iEMzQ1R9g5pTLIgUbl82Z9eQMw+cdfMtqO8kuE6C60R4TsgdTxnsOOhgGuqbf4GFZVq+wesfmPR8RE7/MdRpVvX9qQ+9d/Y/Aor/oWffG1dmXHJuna8/XqMZSXw7wwm1N6C2xejFhnTfNiWmYfZEyrlp53gt4Q/fM8d7P+wxWx+hbEuCOCVJ9KdhmYKp0Ywt6xrMhYoXDlYRJLi2pFqSKARfeTAh7AyxbNRm81QHz6zztQfa1EoGfm1dZ9nU6I+OTRnXH54/mv70O3/83xp+/7YtSnFddNnP4eKnl145cV1taPk716yZbN3/LISdIa55aQfLCTl3Y8oZa9rYpqBWNhgbyli3rIFhzfK3X/U4esLBNnpzYMfO8JyEwOvgOQ1uedzmsZ2jBJbDiKMo2wrfKap3UcELx1mja+nmO1pH6DpahuXaMa4dsuewpD5rY5tL8NWdcYuBCUcv17LP/enbvLrhrapHsOo+NWCQi9L9S1qNPlYTbFgeouKYeiJoR4J2LOhEGZ1Q0YkywjAljBSdCMJYm+10IkknNGmFFq2OQ6Pl0uqUuWCjyesvmCOJ28yF0Io0GStJCrsHyYpRm594fZ02LXafgOn5hLk6RLHkG/sMntgpCOMmX74PTGqcsyVm2aoNbFy7/j2/+FPLr9v5gvXvAm74dwI4wKqtP86Xv5So//bxJ/9pLpr6ScPavHD+5pSFZodlNYnnRdzyaMDkkMH4sGTVZJtqZYYbHzI5cbLERFUQeBqYnpPhuwklP6TkN/ni3YL/53MTdNKAsUBRdTMtYLa1nbKdC5m1vYTEsTW4PSfLgV3YSehMoCRLODFvgTQx+5yu+pmDPY/CU/nfPZB/83Pm0kNm0Qb1ZGlqgDZbxC103axykfF4NcU0OjQTaMaCdgTtSPsQhlFGJ04Jo4wohjDOMytjDfJ2x6TZsWi2XRYaHlDiV3445PuvPEGjk7DQkbRDRTvM6EQZ9Zbg+GzAVC3gDZcuMtMOOXgy4+RsyrEZm1dfkNGKEo7PuvilhMdekFywec3029/82heufv1b980tXKl+75ff/u8Fu38/gANc86Yf5n1Xn81PXTP++Xe+cfN/W73hopkjs6tYvyJm97GITqus2Ydr24wNT/PJ2xSf+MoIZdNkfEhSLRtUA0UlSKj4IRNDdfafaPORLw5zeK7GZADDXm4b5+aHSrO3+rbMXjhWAXDfTbvgdu0I1wk5dCLlU7cEpJbU2T0FoPvJS11VUZ8KqFimSNXty7/VVYC7X/yQZkoLj7uytZ5UbTDHRxIlJj/ymjZTE23CKKUeC1pRXslD6ER6VR7FGVHco79GiSCMJa2OQaNpsdhwWGx4zC6UGKkE/Oxb6myYmufoAsy1JY22ot5MmG8ojs/adDoVfuJqxY+8ZpqjjYjnDiS8cEDgWTVWLe/wzL6Ui7eMcdUVF8xMh2f/8tq1r9pkWdxn2fa/J+T+7Xvwpdev/PSP8ys/DYePzH/qnHHTHBt54I9uvvsrY7c/JLhgnc15W1qE2TwfvVnxpftGGHFsVozAcMVkuCIYrsSMDrVZPr7IfKvB333NZ8fxISYrglE/oxYoAlcvgwYOZjm3wzZFF9yafRh3PRIdO8I2I4TUSRQIOSh0kIOGPIVAuVhZm6ZeoBQGOTBopUY/P6TvEFq0I4UGUus0FUnXnL7PgFP1FO5FFbckCBWTpRGLiYcTS/35yCz/3LQlmmPn0TFFCFeinwCdSL/iREcMmoZizWjCj79uhj/8J4t9s1UsqWNGfDeh5FkcOuHjOUO881UnqQYnuePRKk/s8vEcl6vODXn6oMXEqlecfN3Vl/134uRTP/eew7jmd9C3/UcFeHEtX1Zjvt78uw3bXiq27xd/eNHc3WMXbDqGNBb4wt0uj+wOqFoO68ZgpGoxXDEYraUsH2syOTLDjsMNPn+bw2dvmyBwHMaDlKGSYqikVUKOJVlsprQ6CYbUM2HD6K34PUcvS0qe5qBXS20ss4NlRnlwUteftStY6CUf91xkBwhWhXut1DzwwpgyVbIbk637HIkhBKbIdHqJ0qGpUgiMRAMyLvretBjTidwLZSl3PLc9zhJIQzqhxfHYJM20DbKRMwMdW1fxNDVQSn8dtqVotCQLTYljGYQlqVMnpMKxy/yXV89imsf49K0xew/XkFKHFniuxLNNbKvMOiPlyrPmqboR192luHd7Sq26jHe97ZKTy9e+5DeSJP07y65+t2D23QM4QK0ckITtj/3w970keX6t+aFD+788dO9jijXjFoaMWJwTjNX0sqdWhsmRDtKc4y9uhDseH+WZ3Q6W4zFa0p6ItZJkuGoxUrVYNhYz12hxx+MmCkE5UBhSq39cJ8P3tG/fUKWF69RZbLUZq8Xa4kEqSl5Cs6G6RNd+8/teDF6Rc5N1D6mOpcljAkhzAbBlmmRZt5MHIXEkOLlhkEIR5X7aCpFHK2oAxmmW2y33tShZwRLU48J6O+eeZCmeWKBWkTQ6JWhYmDLFNhWerR2l0kx/Rb6bUQ7aPLxDMj9vMTViEqcGQtpYZoZr+/huh3e/dpHzN8zy9ccjvnjXCMfmbMp+ypxroLCJkiqzDTh0zOVlZ2Ycnh9i05lXzZVHL/zVZsv8ZK36z5eb/YcHOIDpeCgVfnrb2efMHpveu37TFvnBux+4y1LKZ+Uyi1oASazHfRPDi9zxTMaX75lgxajBuVtaHJlOKFkmZR8qgcFQxWRyRHHWhgYzrRmuf2AMW2hWsGno/E7PSSl5McPVFp47z6dvFdx47yivvnCRn3xDxMRQwjWXNfm7m1JSZeTbRNWjzBp9ALey/NEdU/ZDSn6IygQLTY9OZJIqiWmmZJmpnwpCi6h9U1N2HTMjTATTLUGiJMOuQqDNOZ1cPqbtHAq9Zm+qLgTYdsKXb3c4MVNluCZ57zUnePUFMdfdG/CZr09wouHgWim+U1RwfRO5dobvNfnGAcXiXDm3ybCwTQPbsij7NrOLJt/YF9BpjfGWlyQcOr7IfU8MsWpcEicZR6YzWp2Maslh+dgiGza9Il7XtH7trLPP3W2Yzk21yncdXt99gAMI4WTHj7xw49VXv92+5/7trTjhL59//ikxvdCRG1ZEHDjiUPINHt0V8YXbh7l4vcurLw452W7zqa9pN1pt12xSLQkmhiNMs80dTwpmFiWTAXn11ofLwEuoldoYRp2P32LyF9ePo0KficowLxxocca6Oc5c3UGYIbHShyLdovR8wa2ccefaKb4TUwk6VMt15pot7niszPJhl8A1KfkRlpmSJIaO2hMGthQElqLi6IBT31O8dGqam58wOVGvABLbSHEtReLk4t+s53RVCBkMmZGkCU/uK5HICtsmFGetnGT9eJuff/MChjzG525fxkzTJHAUpVjHmBQK+bFqwhXndbj2toCT8ym+K/FdC8c2qZVskA7/eLvDwnyFV19g8IOXn6DVbtBoDmM7EUdPhGxY3iFRpezsM1+plq/Y9LOj0fmfmD55ODr7zE3fbVgB/85TlG92TSzbyMOPHYy8YOrT55+5YdvKlVt/66qXjLDveEy9Y+I6be56yqZs+Fy4WTA51ubpPRKRWCwbkVQCC9eRBK6iVo4wzQ57j1moxMCxyOOiwXcySl5CrdLkhaMRH7lhFJeAC9bC+smA2YUa0/MVXnl+xrZ1bTqx6BM85HpNU+i4cEu3J74XM1Rpctf2Du/+41H+/pYxHn3W49i0Q71l0wlNksREZTr2wTHAtxRlTzAxZHD+Jpd3XOnwyV+Z5vLzTnK8qaiHkjDWXJAkzUhzYBahUQLtBfjMHoO7H6sxUZZMBAa7DwzzxM5xkniUn7kmZNPyeaZb0OhAO1REUc4liSSGtFgzmRJlKfNNRauT0goVCw2DwyddDDzOWpdwdLbDY89L2u0hrjg3pp1ElNyMyeEOR+qr2bzpjN+y/c3bVq1Y/un14/u/Z8AN30MAB3jJhVu46Nw17d37pnduXv6aP7LKa3+vXDkrPXOdwWyzwaEjAedsMFi3ssXju0Oe2V1iy3KTLWtNXEeP2GxL4bsxYRrRjiwqnuim6HqOwvcSqqUOihZ/f2dA2CmxakgxVtWG/UkiCSMT3zFwTB1sOkhZ7aU4FKSnsh/SiZt89RGXvQerlGyDZhsWmoJWu4jPNvRBE21U5JoKz0F7qLsmrXaJDVM+11xUx3HaLHQEnRjimNy+QenpSl+igxRKm1h2TDxLixkWm3Bi1ubwyRKOWeGHrlxEyg5zLUErVHTCYgEkqbccAktgWjHNSI8QTanohAnP7oUd+6uctdblzM1tXjgW8uROm9WjPkGpxe4jDpeed0Z68fkrf2/r2jf+URrO7LSDde3hiW3fbRgNXN9TAC+uH3r7mzjafiB9xw/8+G+/993v/sAbX3de+MzBSdZPeWxeHfLEnibX3h4wVXbYtsbknM115tsNFpvam8N1Qh7fJXni+YDxqtK8b08QeJmOOwyaPLQj475nhpgswVBJUfKNbuKbvsRgFv2AH6E+rDp5/10rddi+V3HnN6rUAgPf1jySYqGSxAZpZmhg5sZFlpGnMZt6G9QKDRYaAZefmXHB+gbzLejkFTxOe+3JqWFU+nMFfYN3QsViUzK36DCzUOayrZILt80z09EijlaY0uoomm3JyTmHCzYZnLexTTvWN1G1lDE0tMhTe5o8u8fg5MwwP3xlxjmb53l2X8i+I1W+76VVVm++JLzile/+wOtf95O/fbxxW/qyK9/03YbNaa/viR78dNdP/sgP0Ww08YMT/0ONvFq+8we2XPrEw7dKyzpy6ZfuFubZq21qZVg9FbPzcIdDJzw2LxeU3ATH7rD/hMmQb1L1BYFv5EZDKdVSh+mFFv/r40MsLnpsnVC53tPAczRoLTMlSVPSTOpNplAD4C542ZaZ4boJiYrYd8wgS2xKnp6AFP7mXYu2LB825h+va8Es9KGxsCIeqtqsnOxw/3MJrcjoO2RmpJnR8ybMx49SCCwjybN39Oay1YFGy2BmwWH98oDff9ccP/ZHZeZaASNt3YrUW5L5hsV8vcza8QXuSVKaHYM4hnUrMzasbrD/uEO1YnJyfpjXX3yU6+Kx5ER97IG3v+bqLKitfmDfTPw/6ot1ypXydxsuL3p9T1bw4gpKAUKsRcqJ33DlM1e+9tUrvm9q5bnXvu5lZ2Vb1hskWYjvNXnhkIFjOoxUJUOVkF3HIr58b40VNaiVDcq+QdlXlP2YarnBzY8Ljs9VWFaGsou2n7BlvgBK8d2IR56XHDzq4llLzPD7RMa2lRG4MQvNhNsf9Wg3LAJbdefu0GMJDjAQu5tRfenkNV3FK77B1Re2qZYi6qHO1OmBvM+7UAmi2GDtJJyztcFisZ6PMtqhotkxaLRsTs6XmCg7XH3RHNNtRb2jaLZT6q2MuUWTY9MlrrnUYO3yFrNNxcwChJ2ATSsEzSgEVefASUEjvjC79JILr62s2vZ9dz6x98pVUyO/cfb6ye9pcMP3cAVfem0567+w44V99ZVr/Z/7kan9u7Y//fCZXtB4844D21FJiWpgUillhEmDv7whIDAclo8ajA9bVEoC104ZKodML7S57t4hRj2L4UDp7HZLH0A9J6PkR2SqxSe+XmKu7rO81qOsFnZuPRfb3EFLxthugDSMPMFN3xD5X2PpW8XVNXIrrJFTSZxYtDuCJEwhhSgld3pVS1oUQRSbTFUtfvw1izz03DCLHYdOmOVreYNWx2C+7lLyarz1shm+/nCTuWaJ8VpGvZFyTAo8x6EcVPnZt8zykWtdFlsWCw2BSlxWTdQZm9jKpDt0/bJ1L3n6rE3L/89is10fm1jz3YbDt339hwE4wOaNawCmF2aO/q/Nm89Yfd/Dj/D49tE3T6ln2bmvQckzeHin4OixMqtGJKsmDdYui5hZkMSpwPfafPYum7m5EpvGFEMl3W6AnpG7TsZQpcU9zygeeH4Y35W5Or2YpPQveYpYwoi9J2D/SRvH6jPkkUsh/SKU2VyfWYC8E5msHFMsH2+z61CJTqzj/4pszUwVLEZNC6g3Ay7epHj5mfM89I1xVsai6wQQJ5KT8w5pVmXt8og3vXSRv/96gGUYGFbG3mMRQlgMV0qsnEg5f3OHQ4dtkrRFkpX5gWvOpza26fpK+SW/kCTz+53SxHcbAt/x9R8K4MVVHZnivieP7Bf+1l+98NzSp+Nkw8+v27P78udfeJLn97pcdV7GiRnF1GjGgek6O/f7vO4lJscXIu55qsqaYYN1UyYbV8fMLLbYf6TKaqEIvJhEtbjpoRrrh12qQcremYR6aDOeT1OKJIdiguLYITsPCJ7e7bGsVrAIc8FYbrm8VFTfOyQuMdhUgnYoOXtdxqZVbbbvy2jHsmuGmaZ6/S8EBF5MnLbYu2+IWqnEGy6e59HnOtQ7PkrBcDlhz8mQmVmLLStdLHOYl58xze2PtojSGudtbrPjUJtj00MsNBXPP+qxdXmLFSMpUytfxqbNq+8WRuX/bNkyuR2O7xdi7Xf7x/7Puv5DAhzgpecuA9jVjtQuIXi64sqp6timvzl72/MbHnzsYcNzYfl4h30zGZ3IYnK4yd3bLYzEY824wfIJky1r2zy+M2auqQ9+Q6UOD+8Q7DtY4pzVJheeEXP3s03uf8oAjG4glW1qL5bAC1lshdz5lEOcWkBffnzX4apnxClyGY8+IPYMNwvzkoJDbhoGV53b5LYn2tTDEp14cJICUC21uedpuO8Jn4u22GxdG3Pxlha793oooFaJqR/p8NwBRWCbuHbAqqmUK85p8OBTCa4psR3J/pMxZzfBcUOCkcvT171kza5ndjs/tfWMy44CO4UQ3+mP5nvq+g8L8OLybAGw84W9Czu3DadXG6mz/MwzL7h27477K2OlZ4NhP2bdpOLYQsw3dgZcvNkiSbQ9WclLiJXWXbpORiNM+Kc7Aiq2xZopgzWTHbYfSBEozG52pJbK+V6M67T42Fdsrr9zFEMq2rHmlOTyxQGmoWFo6zSB7qV1ckIug0O3NpaZ4ToRaap4y+UpO49M83+/5NAM9TQlLUhXqQbdXNNg3zHFaFmyaqLM2688xp8eSwhDWzMJZUKrY5OkipnFjONzPmevjdh1oMPeIz4zixEJLh2xpnnN61+6OLOo3jaybOXhq1YZ+/+jA7u4/sMDvLg2rq2ilNoPFx4MO80zSp55iWtf+NGLxI7k0IH9w0/uqpernsNQtc3jOzLWLy9jGhlhqk+EvpORqJB2WGKqZjI1CtVKCyUEZc/Ec7SNWVHBAy/kyFzE158YZ+2ygCsvnGHXUZv9+yvdqBUzz9u0rQTLTLSOMtMhVGGie+sk1QA3JJT9iMd2Ruw6WuWV57i8+uxFbry/Sb1VJe4qaqDZNlhs+CRZg7lWwrGZhGMzDiMjPoYV0Yr8nPYqiVNotFPOG1/gsecNRmsBLzmjSaszWr/s4pfMvuVNG82ya71nfHL9g5s3BwtpRvafBdzwPT4m/E6v3Lc7a9Sbc6XK8pstp7pp+0OfXX/Fq3/4/ZXxVzxz9papJyfG7M5orcZwbZEXDkkWWy6WCUPlhJseMInbJisnDNYsa7H/RIs7H/fYOCUZqhhdKzfLzDCNmNufsKnPl7n6HIsfernLlhUd2lFKkuqJi96qJlRLIaVSC2nHiDim3kqZbQtaoV7kZJnO9nGdDs8fNvmn28a54+ExqsEwrz6vQah0YGpxuJ1dhF2HSrzmvJgVUy32nUg4cEziWw5vurTOXEMRxhkVG9ZOZhyb75BmNaRT7sRMPfn9r3vZM//lnW9//1994sb1o8OVTevWTN3caS/OCSGywrruP8v1n6aC91+j4xOg5YytPfv3YdvmB4U0P/iyi1cY1crGv1y3wdw0P7PjZQf3LhrD/jytimS4UkdIwUjFZt2KFN+f4d4HDbLMYcNyiRtkPL8/ZWxIYpqKMFF88e4yk1Wolg0MaXLRlg73bo9oRwGWAYGXMlpr0UkWeWhHzOE5gw0rmjjeCU40a5xYdBitKNJEh8aemE945HkTUsHcouDknMebXzbLTQ/pNb1lwcRIk+f3KaLEZ/Mal8vPqvP3t1jsPWqyZY1HK+pwaLrDfN0kSj3O2VTG8CfS2rL19140KXfGneb7TKOduq7DtR/7fTUxub713f55/Vte/ykB3n+tW70G8hndb0MSdU7+141b7aH5+fP/YOzJW+ztz+1Ml4+Nn796jbhg5BsztMoJw9UmNz3g4EqHs1a3GBuyKVXa7D7kMDnS4dhsiufaWKak7AqGKoqy32bdZMx4LSKs+1imYHyoQztZ5K+ud7nlsWHOXr/AL711gTPXNrj5sYS/uX6EE4s+6xIdvX18QbHvqEWnkzHXyGi0TEzbYrQEE6MJx+ckm1LF4fmUoRCe2wdhs8SrL0x58BsN9h+1ECJgctkUIc5jym4+7vprjTd936uikdGR3wzDcG5qpPbd/pH8u17/6QG+9LLdMYA54KcBju2/lUzJy4fLM6/Zckb6tm1b2Tw1coKFJ45y9oYGB44rfKdN2Z1lqjZGQsLzuw1GqjaGgfZN9GLufQZMRtmw3GTHHm3p3Azb/OO9Drv3D3H+asn6ZTE79rskYZVNkzHven2Tm++XOmYkUew86HH2GhdTtmiFBq22SRBY1HzJmetjntvX5shJi+n5FknbJIotDs9UuGibRzCyns2rK4yMGDu88fK1wyPB16tK3f0jb72CX/mZ7/Z3/bt3/X8O4EuvydWvArj78NH5u196Kfe4dry+1TiWrV/2pWxkfNnaV10x9d+H3X3MN5ezbKLBniPT1JsGs4stRnyPoVJKo53xwPMBW5dZlEsRhikp+RnH5lNe2F/lNecppIio1nx2HjSYWbBB2Vx5XsZjwxmNtj48zi7YLKs5bFrV4eGnE2YWTITp4pgNRGYxUg3JGOYHXj3GkRMBW89YRV2d+KNW1Nz7pqsvlxOjo7JaNndffDE3W87Qd/tb+z1x/X8e4MW1fKoGcHPx+/mZaSzbrk2fPPbAszsERxpxfMXl1V9shcmr2x0DJTq8ZPEJZNYgVTajVZvRIWiEHYwsRoqUIb/B2vEAJUKOzcNILaPdlpTHm0zPZzy3x+HobIdxN6ITZlq7mbkkmWCoZjPXEtjBKn72XduwzBLtOCOKzFvOWXv0Q0++EFjB8AW84wen7o7CcH58/P8H9Omu/x/gL3LVRkYB5oEvATQWjwDi+U4nnkgykR2bSTh6cA+teotEWZS9FM/uxMMTL/sdZYRvWLEqjidGJrhcjVItx8w3JGsmYhbwWDaRURlJqfgW553RZrzksmqNY42vcr78T19+/HcyHMt1TeIkI6PGxeefy2IrIFVKJqlxPOGcvW9849R3+1v0H+L6zzUT+i5fX735PoRg4uix49VVkx01PrzInsM1hsoxjZbB+FDMAzt8xmuKdiejFkj2HW8zWnI4Y50vRkYnFhTq+OoNl3y3v5T/NNf/CwJ6uwYwIvqQAAAAJXRFWHRkYXRlOmNyZWF0ZQAyMDIwLTExLTA3VDE2OjQzOjU4KzAwOjAwXuuTsAAAACV0RVh0ZGF0ZTptb2RpZnkAMjAyMC0xMS0wN1QxNjo0Mzo1OCswMDowMC+2KwwAAAA5dEVYdFNvZnR3YXJlAG1hdHBsb3RsaWIgdmVyc2lvbiAyLjIuNSwgaHR0cDovL21hdHBsb3RsaWIub3JnL0jPKKMAAAAASUVORK5CYII=', 'weight': 13}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 27895000
    {'hecke_orbit_code': 206376534030, 'n': 1, 'trace_an': 16}
  • id: 27895001
    {'hecke_orbit_code': 206376534030, 'n': 2, 'trace_an': 0}
  • id: 27895002
    {'hecke_orbit_code': 206376534030, 'n': 3, 'trace_an': 0}
  • id: 27895003
    {'hecke_orbit_code': 206376534030, 'n': 4, 'trace_an': -16384}
  • id: 27895004
    {'hecke_orbit_code': 206376534030, 'n': 5, 'trace_an': 18144}
  • id: 27895005
    {'hecke_orbit_code': 206376534030, 'n': 6, 'trace_an': 0}
  • id: 27895006
    {'hecke_orbit_code': 206376534030, 'n': 7, 'trace_an': -469720}
  • id: 27895007
    {'hecke_orbit_code': 206376534030, 'n': 8, 'trace_an': 0}
  • id: 27895008
    {'hecke_orbit_code': 206376534030, 'n': 9, 'trace_an': 2362248}
  • id: 27895009
    {'hecke_orbit_code': 206376534030, 'n': 10, 'trace_an': -2290176}
  • id: 27895010
    {'hecke_orbit_code': 206376534030, 'n': 11, 'trace_an': 2072088}
  • id: 27895011
    {'hecke_orbit_code': 206376534030, 'n': 12, 'trace_an': 0}
  • id: 27895012
    {'hecke_orbit_code': 206376534030, 'n': 13, 'trace_an': 0}
  • id: 27895013
    {'hecke_orbit_code': 206376534030, 'n': 14, 'trace_an': -11501568}
  • id: 27895014
    {'hecke_orbit_code': 206376534030, 'n': 15, 'trace_an': -27163728}
  • id: 27895015
    {'hecke_orbit_code': 206376534030, 'n': 16, 'trace_an': -33554432}
  • id: 27895016
    {'hecke_orbit_code': 206376534030, 'n': 17, 'trace_an': -101561040}
  • id: 27895017
    {'hecke_orbit_code': 206376534030, 'n': 18, 'trace_an': -4592640}
  • id: 27895018
    {'hecke_orbit_code': 206376534030, 'n': 19, 'trace_an': 174931848}
  • id: 27895019
    {'hecke_orbit_code': 206376534030, 'n': 20, 'trace_an': 0}
  • id: 27895020
    {'hecke_orbit_code': 206376534030, 'n': 21, 'trace_an': -323731368}
  • id: 27895021
    {'hecke_orbit_code': 206376534030, 'n': 22, 'trace_an': 62776320}
  • id: 27895022
    {'hecke_orbit_code': 206376534030, 'n': 23, 'trace_an': 25630560}
  • id: 27895023
    {'hecke_orbit_code': 206376534030, 'n': 24, 'trace_an': 242221056}
  • id: 27895024
    {'hecke_orbit_code': 206376534030, 'n': 25, 'trace_an': 521205808}
  • id: 27895025
    {'hecke_orbit_code': 206376534030, 'n': 26, 'trace_an': -1434682368}
  • id: 27895026
    {'hecke_orbit_code': 206376534030, 'n': 27, 'trace_an': 0}
  • id: 27895027
    {'hecke_orbit_code': 206376534030, 'n': 28, 'trace_an': 350863360}
  • id: 27895028
    {'hecke_orbit_code': 206376534030, 'n': 29, 'trace_an': 532360944}
  • id: 27895029
    {'hecke_orbit_code': 206376534030, 'n': 30, 'trace_an': -2151917568}
  • id: 27895030
    {'hecke_orbit_code': 206376534030, 'n': 31, 'trace_an': 4583818344}
  • id: 27895031
    {'hecke_orbit_code': 206376534030, 'n': 32, 'trace_an': 0}
  • id: 27895032
    {'hecke_orbit_code': 206376534030, 'n': 33, 'trace_an': 6054957720}
  • id: 27895033
    {'hecke_orbit_code': 206376534030, 'n': 34, 'trace_an': 0}
  • id: 27895034
    {'hecke_orbit_code': 206376534030, 'n': 35, 'trace_an': -1612540440}
  • id: 27895035
    {'hecke_orbit_code': 206376534030, 'n': 36, 'trace_an': -9675767808}
  • id: 27895036
    {'hecke_orbit_code': 206376534030, 'n': 37, 'trace_an': 5764524040}
  • id: 27895037
    {'hecke_orbit_code': 206376534030, 'n': 38, 'trace_an': -149506560}
  • id: 27895038
    {'hecke_orbit_code': 206376534030, 'n': 39, 'trace_an': 10526083272}
  • id: 27895039
    {'hecke_orbit_code': 206376534030, 'n': 40, 'trace_an': 4690280448}
  • id: 27895040
    {'hecke_orbit_code': 206376534030, 'n': 41, 'trace_an': 0}
  • id: 27895041
    {'hecke_orbit_code': 206376534030, 'n': 42, 'trace_an': -12685086720}
  • id: 27895042
    {'hecke_orbit_code': 206376534030, 'n': 43, 'trace_an': -66929432000}
  • id: 27895043
    {'hecke_orbit_code': 206376534030, 'n': 44, 'trace_an': 4243636224}
  • id: 27895044
    {'hecke_orbit_code': 206376534030, 'n': 45, 'trace_an': 57253352184}
  • id: 27895045
    {'hecke_orbit_code': 206376534030, 'n': 46, 'trace_an': 7203213312}
  • id: 27895046
    {'hecke_orbit_code': 206376534030, 'n': 47, 'trace_an': 18116171640}
  • id: 27895047
    {'hecke_orbit_code': 206376534030, 'n': 48, 'trace_an': 0}
  • id: 27895048
    {'hecke_orbit_code': 206376534030, 'n': 49, 'trace_an': -9977452064}
  • id: 27895049
    {'hecke_orbit_code': 206376534030, 'n': 50, 'trace_an': -99248080896}
  • id: 27895050
    {'hecke_orbit_code': 206376534030, 'n': 51, 'trace_an': -23299256376}
  • id: 27895051
    {'hecke_orbit_code': 206376534030, 'n': 52, 'trace_an': 8269578240}
  • id: 27895052
    {'hecke_orbit_code': 206376534030, 'n': 53, 'trace_an': 39134161800}
  • id: 27895053
    {'hecke_orbit_code': 206376534030, 'n': 54, 'trace_an': 105152205312}
  • id: 27895054
    {'hecke_orbit_code': 206376534030, 'n': 55, 'trace_an': 0}
  • id: 27895055
    {'hecke_orbit_code': 206376534030, 'n': 56, 'trace_an': 3623878656}
  • id: 27895056
    {'hecke_orbit_code': 206376534030, 'n': 57, 'trace_an': -328243960080}
  • id: 27895057
    {'hecke_orbit_code': 206376534030, 'n': 58, 'trace_an': 29637396480}
  • id: 27895058
    {'hecke_orbit_code': 206376534030, 'n': 59, 'trace_an': 201845459088}
  • id: 27895059
    {'hecke_orbit_code': 206376534030, 'n': 60, 'trace_an': 27815657472}
  • id: 27895060
    {'hecke_orbit_code': 206376534030, 'n': 61, 'trace_an': 336780254328}
  • id: 27895061
    {'hecke_orbit_code': 206376534030, 'n': 62, 'trace_an': 0}
  • id: 27895062
    {'hecke_orbit_code': 206376534030, 'n': 63, 'trace_an': -389095094520}
  • id: 27895063
    {'hecke_orbit_code': 206376534030, 'n': 64, 'trace_an': 137438953472}
  • id: 27895064
    {'hecke_orbit_code': 206376534030, 'n': 65, 'trace_an': 158322703896}
  • id: 27895065
    {'hecke_orbit_code': 206376534030, 'n': 66, 'trace_an': 268884080640}
  • id: 27895066
    {'hecke_orbit_code': 206376534030, 'n': 67, 'trace_an': 107767119920}
  • id: 27895067
    {'hecke_orbit_code': 206376534030, 'n': 68, 'trace_an': 207997009920}
  • id: 27895068
    {'hecke_orbit_code': 206376534030, 'n': 69, 'trace_an': 0}
  • id: 27895069
    {'hecke_orbit_code': 206376534030, 'n': 70, 'trace_an': -6077815296}
  • id: 27895070
    {'hecke_orbit_code': 206376534030, 'n': 71, 'trace_an': -1150259029344}
  • id: 27895071
    {'hecke_orbit_code': 206376534030, 'n': 72, 'trace_an': -9405726720}
  • id: 27895072
    {'hecke_orbit_code': 206376534030, 'n': 73, 'trace_an': -738414283320}
  • id: 27895073
    {'hecke_orbit_code': 206376534030, 'n': 74, 'trace_an': 4902778368}
  • id: 27895074
    {'hecke_orbit_code': 206376534030, 'n': 75, 'trace_an': 1537028640000}
  • id: 27895075
    {'hecke_orbit_code': 206376534030, 'n': 76, 'trace_an': 0}
  • id: 27895076
    {'hecke_orbit_code': 206376534030, 'n': 77, 'trace_an': -321203352960}
  • id: 27895077
    {'hecke_orbit_code': 206376534030, 'n': 78, 'trace_an': -786088888320}
  • id: 27895078
    {'hecke_orbit_code': 206376534030, 'n': 79, 'trace_an': 227632064768}
  • id: 27895079
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