Embedded newform data - 25.20.a.f.1.8

Formats: - HTML - YAML - JSON - 2024-05-11T16:14:36.893950

• 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': 10000, 'analytic_conductor': 57.204174139095194, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[5, -1]], 'atkin_lehner_string': '-', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [25, 1, [2], [1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 8, 'field_disc': 3429327610114193281009129765516902553524235962250648144, 'field_disc_factorization': [[2, 4], [9349, 1], [4788085719292554808696529, 2]], 'field_poly': [32429098232548950016, 0, -10607307647230976, 0, 160513523376, 0, -726881, 0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': -1, 'has_non_self_twist': 1, 'hecke_cutters': [[2, [8301849147532531204096, 0, -678867689422782464, 0, 2568216374016, 0, -2907524, 0, 1]]], 'hecke_orbit': 6, 'hecke_orbit_code': 22517998472396825, 'hecke_ring_generator_nbound': 7, 'hecke_ring_index': 83980800000000000000, 'hecke_ring_index_factorization': [[2, 21], [3, 8], [5, 14]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 5, 2, 1, 2, 0]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '25.20.a.f', 'level': 25, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [5], 'level_radical': 5, 'minimal_twist': '5.20.b.a', 'prim_orbit_index': 1, 'qexp_display': 'q+\\beta _{1}q^{2}+(\\beta _{1}-\\beta _{2})q^{3}+(202593+\\beta _{5}+\\cdots)q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 8, 'rm_discs': [], 'sato_tate_group': '19.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '25.20.a', 'trace_display': [0, 0, 0, 0], 'trace_hash': 242128641360275474, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '7.293', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '276.832', 'prec': 24}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '15266.622', 'prec': 30}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.508', 'prec': 17}, 'traces': [8, 0, 0, 1620744, 0, 3365736, 0, 0, -345358584, 0, -3379575264, 0, 0, -177250591032, 0, -312730276832, 0, 0, -4547188380640, 0, -2983154334624, 0, 0, 6176642779680, 0, 15909228128496, 0, 0, 188222300345040, 0, 72115006686976, 0, 0, -378440221985792, 0, -964020253238712, 0, 0, -3011653788049728, 0, -3314269428857904, 0, 0, -489119304867552, 0, -13716870314831944, 0, 0, 11129258011816744, 0, -46867071411404544, 0, 0, -86068650834185040, 0, -303831778832907360, 0, 0, -259648032778012320, 0, -582893562753226064, 0, 0, -525415747276109696, 0, -1871067587999976288, 0, 0, -302144302523815008, 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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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-0.20040251441272386, -0.08230348307712079, -0.2563648241467387, -0.2318933169771573, -0.34257132148649744, -0.23963154282311236, -0.3279661728054105, -0.3901843691022403, -0.2261885303497816, -0.38166841172550997, -0.23060122092401822, -0.18200542700360514, -0.4327188842392948, -0.2923626824796596, -0.373734698276219, -0.1707154115312461, -0.1307494175767214], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 8, 'dual_embedding_m': 8, 'embedding_index': 8, 'embedding_m': 8, 'embedding_root_imag': 0.0, 'embedding_root_real': 607.9433320006791, 'hecke_orbit': 6, 'hecke_orbit_code': 22517998472396825, 'label': '25.20.a.f.1.8', 'level': 25, 'weight': 20}
• mf_newspaces •

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

  
  {'AL_dims': [[[[5, -1]], 14, 2], [[[5, 1]], 14, 4]], 'ALdims': [14, 14], 'Nk2': 10000, 'analytic_conductor': 57.204174139095194, 'char_conductor': 1, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [25, 1, [2], [1]], 'conrey_index': 1, 'cusp_dim': 45, 'dim': 28, 'eis_dim': 6, 'eis_new_dim': 3, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 335544345, 'hecke_orbit_dims': [1, 3, 4, 6, 6, 8], 'label': '25.20.a', 'level': 25, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [5], 'level_radical': 5, 'mf_dim': 51, 'mf_new_dim': 31, 'num_forms': 6, 'plus_dim': 14, 'prim_orbit_index': 1, 'relative_dim': 28, 'sturm_bound': 50, 'trace_bound': 2, 'trace_display': [970, 19720, 0, -142193400], 'traces': [28, 970, 19720, 6141494, 0, -40954614, -142193400, 816090840, 9935728536, 0, -2805942024, -18245073760, 20396561440, 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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: 45090046
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 8, 'source_embedding_index': 8, 'source_hecke_orbit_code': 22517998472396825, 'source_is_minimal': False, 'source_label': '25.20.a.f.1.8', 'source_level': 25, 'target_conrey_index': 1, 'target_dim': 8, 'target_embedding_index': 8, 'target_hecke_orbit_code': 22517998472396825, 'target_is_minimal': False, 'target_label': '25.20.a.f.1.8', 'target_level': 25, 'twist_class_label': '5.20.b.a.4.1', 'twist_class_level': 5, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 20}
  • id: 45090047
    {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 8, 'source_embedding_index': 8, 'source_hecke_orbit_code': 22517998472396825, 'source_is_minimal': False, 'source_label': '25.20.a.f.1.8', 'source_level': 25, 'target_conrey_index': 4, 'target_dim': 8, 'target_embedding_index': 8, 'target_hecke_orbit_code': 69055021061, 'target_is_minimal': True, 'target_label': '5.20.b.a.4.8', 'target_level': 5, 'twist_class_label': '5.20.b.a.4.1', 'twist_class_level': 5, 'twisting_char_label': '5.2', 'twisting_conrey_index': 2, 'weight': 20}
  • id: 45090048
    {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 8, 'source_embedding_index': 8, 'source_hecke_orbit_code': 22517998472396825, 'source_is_minimal': False, 'source_label': '25.20.a.f.1.8', 'source_level': 25, 'target_conrey_index': 4, 'target_dim': 8, 'target_embedding_index': 1, 'target_hecke_orbit_code': 69055021061, 'target_is_minimal': True, 'target_label': '5.20.b.a.4.1', 'target_level': 5, 'twist_class_label': '5.20.b.a.4.1', 'twist_class_level': 5, 'twisting_char_label': '5.3', 'twisting_conrey_index': 3, 'weight': 20}
  • id: 45090049
    {'conductor': 5, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 8, 'source_embedding_index': 8, 'source_hecke_orbit_code': 22517998472396825, 'source_is_minimal': False, 'source_label': '25.20.a.f.1.8', 'source_level': 25, 'target_conrey_index': 1, 'target_dim': 8, 'target_embedding_index': 1, 'target_hecke_orbit_code': 22517998472396825, 'target_is_minimal': False, 'target_label': '25.20.a.f.1.1', 'target_level': 25, 'twist_class_label': '5.20.b.a.4.1', 'twist_class_level': 5, 'twisting_char_label': '5.4', 'twisting_conrey_index': 4, 'weight': 20}
  • id: 45090050
    {'conductor': 15, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 8, 'source_embedding_index': 8, 'source_hecke_orbit_code': 22517998472396825, 'source_is_minimal': False, 'source_label': '25.20.a.f.1.8', 'source_level': 25, 'target_conrey_index': 19, 'target_dim': 8, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503668682391597, 'target_is_minimal': False, 'target_label': '45.20.b.b.19.1', 'target_level': 45, 'twist_class_label': '5.20.b.a.4.1', 'twist_class_level': 5, 'twisting_char_label': '15.2', 'twisting_conrey_index': 2, 'weight': 20}
  • id: 45090051
    {'conductor': 15, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 8, 'source_embedding_index': 8, 'source_hecke_orbit_code': 22517998472396825, 'source_is_minimal': False, 'source_label': '25.20.a.f.1.8', 'source_level': 25, 'target_conrey_index': 19, 'target_dim': 8, 'target_embedding_index': 8, 'target_hecke_orbit_code': 4503668682391597, 'target_is_minimal': False, 'target_label': '45.20.b.b.19.8', 'target_level': 45, 'twist_class_label': '5.20.b.a.4.1', 'twist_class_level': 5, 'twisting_char_label': '15.8', 'twisting_conrey_index': 8, 'weight': 20}
  • id: 45090052
    {'conductor': 20, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 8, 'source_embedding_index': 8, 'source_hecke_orbit_code': 22517998472396825, 'source_is_minimal': False, 'source_label': '25.20.a.f.1.8', 'source_level': 25, 'target_conrey_index': 49, 'target_dim': 8, 'target_embedding_index': 4, 'target_hecke_orbit_code': 137774497872, 'target_is_minimal': False, 'target_label': '80.20.c.a.49.4', 'target_level': 80, 'twist_class_label': '5.20.b.a.4.1', 'twist_class_level': 5, 'twisting_char_label': '20.3', 'twisting_conrey_index': 3, 'weight': 20}
  • id: 45090053
    {'conductor': 20, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 8, 'source_embedding_index': 8, 'source_hecke_orbit_code': 22517998472396825, 'source_is_minimal': False, 'source_label': '25.20.a.f.1.8', 'source_level': 25, 'target_conrey_index': 49, 'target_dim': 8, 'target_embedding_index': 5, 'target_hecke_orbit_code': 137774497872, 'target_is_minimal': False, 'target_label': '80.20.c.a.49.5', 'target_level': 80, 'twist_class_label': '5.20.b.a.4.1', 'twist_class_level': 5, 'twisting_char_label': '20.7', 'twisting_conrey_index': 7, 'weight': 20}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 96475
    {'charpoly_factorization': [[[8301849147532531204096, 0, -678867689422782464, 0, 2568216374016, 0, -2907524, 0, 1], 1]], 'hecke_orbit_code': 22517998472396825, 'p': 2}
  • id: 96476
    {'charpoly_factorization': [[[859178610673769519506507390330864896, 0, -4394102925151257527276257536, 0, 6998614044948851616, 0, -4476366576, 0, 1], 1]], 'hecke_orbit_code': 22517998472396825, 'p': 3}
  • id: 96477
    {'charpoly_factorization': [[[0, 1], 8]], 'hecke_orbit_code': 22517998472396825, 'p': 5}
  • id: 96478
    {'charpoly_factorization': [[[669240116784884405332807029722912360484202369263457687836124416, 0, -1364277688497122259242343356898905016125205537024, 0, 649955449858844816462059274614176, 0, -51160209747400944, 0, 1], 1]], 'hecke_orbit_code': 22517998472396825, 'p': 7}
  • id: 96479
    {'charpoly_factorization': [[[3472045467863572633098092339504841175296, 261898241386772055594839701248, -199640378386438317216, 1689787632, 1], 2]], 'hecke_orbit_code': 22517998472396825, 'p': 11}
  • id: 96480
    {'charpoly_factorization': [[[139215689824822330263007963292020973627232935251378278476026309349683532158687051776, 0, -2818757514767250500856469680495941342508758950401183478091268096, 0, 6162799484605893770665203332828997894713856, 0, -4377208890385445656896, 0, 1], 1]], 'hecke_orbit_code': 22517998472396825, 'p': 13}
  • id: 96481
    {'charpoly_factorization': [[[779666890257137536236962092576823165682094927397992819286764925154835366771139496902656, 0, -15217781441019864074317636428059626363490222840993120111618366111744, 0, 19414380962399132609907269557365314970075856896, 0, -408830304074305634077184, 0, 1], 1]], 'hecke_orbit_code': 22517998472396825, 'p': 17}
  • id: 96482
    {'charpoly_factorization': [[[3552257537400747799634081104144472031097036960000, -5730460875365262213319883983788448000, -3167496109792668865648800, 2273594190320, 1], 2]], 'hecke_orbit_code': 22517998472396825, 'p': 19}
  • id: 96483
    {'charpoly_factorization': [[[38396948578947286817926172424592433522475114364852160630641776078426456939754599389810482638072092697856, 0, -2070923506256821596325013328285781999903868710184850857382087658362395551744256, 0, 39873328330882726300432320505435690774644397645435296, 0, -330039681237999620461823216, 0, 1], 1]], 'hecke_orbit_code': 22517998472396825, 'p': 23}
  • id: 96484
    {'charpoly_factorization': [[[-22943495167493401502312300582319910542871691754443190000, 872508339443956436860646559731597486748000, -6103473247402458928759477800, -94111150172520, 1], 2]], 'hecke_orbit_code': 22517998472396825, 'p': 29}
  • id: 96485
    {'charpoly_factorization': [[[1658947035956476575224332893561862361718752104683667456, 79011271610718830917543418007756611780608, -54549593924880668938482717696, -36057503343488, 1], 2]], 'hecke_orbit_code': 22517998472396825, 'p': 31}
  • id: 96486
    {'charpoly_factorization': [[[6344871524623267586572536830702556751018184214504310734848403760844789141688004333333156881165406804212029846316711936, 0, -220473993279496797688594532358796862002369243471491692792579229159814390970413761410678784, 0, 1668881389093828070220212854973370331217135221451557461275136, 0, -2784997875419164522347911417664, 0, 1], 1]], 'hecke_orbit_code': 22517998472396825, 'p': 37}
  • id: 96487
    {'charpoly_factorization': [[[1282969288363512012683630202071377407953562994532046179678736, -1535719196713588907245974399635788441640298912, -2442827123667676999098684188136, 1657134714428952, 1], 2]], 'hecke_orbit_code': 22517998472396825, 'p': 41}
  • id: 96488
    {'charpoly_factorization': [[[88674799934421848593416003566336226805065940500822424153601922386277898522931631841934012265449832898649078447708841216, 0, -191595699366935540950932493530120096749861417383515651856587333343929309953585871376447416576, 0, 114966706007903284404349017985843289419684165644015420901596576, 0, -20676885629813724164295854246256, 0, 1], 1]], 'hecke_orbit_code': 22517998472396825, 'p': 43}
  • id: 96489
    {'charpoly_factorization': [[[65332061010635566698790217591775770713931896701488395741848559579705280925248365895651128275287886127256487361811587229598976, 0, -232340452912307078744290588602431483499190375382767759100628708814097249597353023833314523343104, 0, 15114270690441202948227710345764291770216344574998680528585546656, 0, -229708023670517982647891333761904, 0, 1], 1]], 'hecke_orbit_code': 22517998472396825, 'p': 47}
  • id: 96490
    {'charpoly_factorization': [[[67110772329420465095976670928219110714807201582984284567751749492044508383633095088502014220806869142610939078891953798622141546496, 0, -689726148445762215753427386099072336931169564525080194237444281126507059327501163157460676397940736, 0, 2273421445777077823076138681291926880959878086665119611294941180416, 0, -2651668802273779256344490506822976, 0, 1], 1]], 'hecke_orbit_code': 22517998472396825, 'p': 53}
  • id: 96491
    {'charpoly_factorization': [[[417725876963027854118560647368697408950532343270492527907212960000, -262521641619891871493875627163166940558363305696000, -179988897680742278868682966711200, 129824016389006160, 1], 2]], 'hecke_orbit_code': 22517998472396825, 'p': 59}
  • id: 96492
    {'charpoly_factorization': [[[-6210260419442438695436672846945642504211772732544891120963799889904, 462801923310139528510457032965875881313289364198048, 24738313399169568226421228085087384, 291446781376613032, 1], 2]], 'hecke_orbit_code': 22517998472396825, 'p': 61}
  • id: 96493
    {'charpoly_factorization': [[[21662859853996942917540207186109786784282276586178113470326502362701073627064700125041247827888234581796983132627147259189121865315353856, 0, -23503472505879608889313098392978494789932381806872124778334399057683825194456572047395333384176994521344, 0, 6102896239017062244817685974546444412646942054494828090833748207342496, 0, -153527506463871372944643200914854384, 0, 1], 1]], 'hecke_orbit_code': 22517998472396825, 'p': 67}
  • id: 96494
    {'charpoly_factorization': [[[-26782702222884659087985311307506114009423620450408264666211911084929024, -96170075052568748508388103680192133267824155206940672, 340562177196005698650459869149378944, 1308503800301463072, 1], 2]], 'hecke_orbit_code': 22517998472396825, 'p': 71}
  • id: 96495
    {'charpoly_factorization': [[[1421846748851089790157629684410446496342776724520384351714863511902408477402548382655221998546973014920212089557949725591378354513064184774656, 0, -50401933923678298075403295104949846683511128460646181412143819067614479599108397546507050601629567188729856, 0, 430399142048556221032824957895265138586422741389588447775608758530973696, 0, -1246603765253995806772735030470172416, 0, 1], 1]], 'hecke_orbit_code': 22517998472396825, 'p': 73}
  • id: 96496
    {'charpoly_factorization': [[[-16436262367015855857748496139136446422208446121079700499832113520640000, 226436028953412425278453702149830640253018011650048000, 1244169529195600034315523900176755200, 1967546045554930880, 1], 2]], 'hecke_orbit_code': 22517998472396825, 'p': 79}
  • id: 96497
    {'charpoly_factorization': [[[1838150251232173350790144480035879450910764329555521900942136060297255222887903944058992358802126410140062353053584564406433146918437333059323136, 0, -13612978579682692508081662064993477421471849915359243100433603817014328429635777801464835919653484396870902016, 0, 28007678124912681542223368009865014671629419782420793249311979686470315936, 0, -10852817740106930733547060816132599536, 0, 1], 1]], 'hecke_orbit_code': 22517998472396825, 'p': 83}
  • id: 96498
    {'charpoly_factorization': [[[12664784680539202157557709623817188724709211720870772956219944567056010000, -22419674240175247569369400899446144142448576421451324000, -14838462334842311916664313067523564200, 1060070550818460840, 1], 2]], 'hecke_orbit_code': 22517998472396825, 'p': 89}
  • id: 96499
    {'charpoly_factorization': [[[139796209585438795834223991780330770674420063713083331939552584944911935866980045487134373185085022831090294359680306540404256067412791990608803659776, 0, -52649949068243571411878037562441836770175287998028364658357615188659149127728288513849558623225136695546168213504, 0, 4352904111246091626657750407021646625961852309757140930149544332577559085056, 0, -121688758867555875095566087824040840704, 0, 1], 1]], 'hecke_orbit_code': 22517998472396825, 'p': 97}
• mf_newform_portraits •

  Column	Type
  char_orbit_index	smallint
  hecke_orbit	integer
  label	text
  level	integer
  portrait	text
  weight	smallint

  
  {'char_orbit_index': 1, 'hecke_orbit': 6, 'label': '25.20.a.f', 'level': 25, 'portrait': 'data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAALgAAAC4CAYAAABQMybHAAAABGdBTUEAALGPC/xhBQAAACBjSFJNAAB6JgAAgIQAAPoAAACA6AAAdTAAAOpgAAA6mAAAF3CculE8AAAABmJLR0QA/wD/AP+gvaeTAAAACXBIWXMAAA9hAAAPYQGoP6dpAAAAB3RJTUUH5AsHEi0kqI0zvAAAABBjYU52AAAA1wAAANcAAAAQAAAADnCbpecAAIAASURBVHja7P13mGXXed0J/3Y44eaKXZ1zRCM0ciTAABIQKIqUSUmUJdGSrGDLHvvz93jGsj0eyx57ZHPsz+OksZWTKVIiKVIkQSKQyKkbDXSjc67Ylatu3Xzi/v4459x7q0k5yNJAkuc8vM8toImuG9Z599rrXe/agv/3+mO7Pv+Vl5BSjJ26OFkxkTGbhy1sS3L8WoOHbx0S991UXH7xrYjNwyvDdx6aMScvbsG1JWPDLYqFSMRy3xqY+eHN7wHYBFSBthDi3X5rf2Yv/W6/gD8r18VrswC7jInHQMStts8Xvvj77Nt8nZ2bVnCVzdXpLwar5o6fazdXv1sLE8zM2YwNCYJWh8ZaaM/MLP3K1IxARJ2/PFVu+rPzS2wahsmOT7kYWZ1w/Kv/5jfO/9zZ6S+J/+sf/cQ/n5+59ntuePJ4c+2CMjgIIaTW1jxwzclvfrc/kj8T1/9bGv6Qa25+GcexB65fn334/PkzHNrVCiYWK3+r5akPSmHwg5C33jpBMVdl7+Ya1YZiaiEHsUcYhAyWDBembA7viphdlAyWQ0oFhyuzmigOGCkKri8H3Lw75tKUZKgcY9s2rqu5tiipNmH/hpB92wc5cOhWDBZaGbzQeub05fa/2rNJW3v3H2Z4ZNOLge9VKwPD7/ZH9qfy+n8Bnl7Ts6sAjwlj9mgxH5968z/FB3cVd712YdfPXrk2xb5tEVcn56nXlvFDzWpLEhkb1zKUHMNCPeTSbIfNQy6VnEKJgJGyzb5tilYHhPSYWdR0fLi+LFDYtL2APdsMY4NNJJJC3mfjaIMLE0OsVHMU3AhHB7Q6MbWmJIhCBgdHcQub2T4aMTiyk998auWfFcTctb/6o5+U+3aMSDfHFeApZY282x/pn4rrf3iAv/D8C0ghHl5tBx+anmt84tCW+oGiW+cPvnmZW/ascv5qjovTHXaMSfIujJRjZlYdlDRIEbNpIGJywaWQNxy/4tHyBK4Ny2uwa0STzzmMjYQ8fHOds9fKHD8vODcZcv/hiM3DMYWCYNtYlaWqwnWg7RnevjBMMSe5umCzcbCDFGCriLkVRTkfIkXE9o0B03NFpmpw7wGHRnwT28byPHCruuCFpc9HDDwtiF88cudD7/ZH/K5e/8MB3IQroJxBv7n0f7z+2jP2C0enooFy7o5Czrvz6KkG2zdc57Y9ki+9MESs6nzoTsXL77js3tKm2baYXVV4gcDRIYe2RmwY9FhpSE5eLROEgn2bOyw0FLfsbnNp3KLe0fge3H2oycXpPKWcz/kZzb37JX7gUe9oTk5IjuyIqDUs9mzx8QPJqWuC5YbLxgE4sK2BrSV+AHOrFg0vZM8mzYsn4dG7GhCW+exzbW7Z63Pn/mGq3hDlgjou6LzVMbvVB97/IX/j2Mjf63S81S1jpXf7K/h/9PpzD/DxyWsopcWJ469j2ZFy3dIvWKqz//zlqw+16/Oq0eiwZbSFMHDyUoV3Jtr8xPdUadTG+MYxw7YtTcaKORZWQzaNwjtXFIEBgWLLYMQd+xusNgTNjsu5a5rDu+tYtk2jJZFCcGBrzDuXY5bqOVpBg9t2+zTbZVbrgpOXJPu3h8RCsNaKyTmGW3dIzlzTtP2Aal1xxz7D2FCAEiFhZPH2VZuto4bFZcXwYJ0dGwo8/YZNPVjlJ56QvH1ugDcvtskVFLs2WaBy7Nk+FA2N7H95bMS+WG80fsb4YXT//fcShqHZsHHfu/0V/Ylefy5VlMmpOZTUstmsuue++be8vY98+m/HcfQjM1Nng3MT/sFyPnBn55vEcczFaXj03g6P3iFodSST8zmePd7mLzy0xm27h/jWCZs9W1uMVYpMzIbcfcDnwrRNpRAAkjMTeTYNxqxUNa+ejXj1Mtyy3XBoq2S1IXj5nOR9hwMqBUW1UWR6TrNWNyjL51OPV5mcL7HWENy+v8Mte5awGGB+eYTpJTi0I6btS8bnHQbymvMzkv1bodGQ7N++zM5NLt9602Zytc3HH46p1QcYn4Wp5ZD37mjyyK1wYdKhtrSg5udmHlkZ1vcu18t3H9632/K89m/tf+yX/sX1mWtOuVTuRGEUV4Y2vNtf3R/79eeqgq81I5SW0m/XKsvzE/c1WtEvNVbPhi+9eW5IhKulq9djNo9AO4zJW5pmy2JmHq4udvjQfTUeOFjgnYsVXjzlUxlq8r0PSE5fKPLymTYHd4dsGcyBaSO0wJKaK3Oa0VJEzTMUXY/JxYiz0xFFNcAH72pSXSty9Jzh8E7B3m0RUSiYWrKIopi9WwQ37Qo4elaw2mzx6J2SXGGWixNFJuYGyDuCRstiuBxydc7G1h5KKkys2Tq2yk3bFS+dGOD4tYCPPlxjQ6HCS2+7nBhvce+tqzxxl8P4zBDTC20anQihBVEg2ToWMrVgs3dnua6Ld648cPs+3fHET27bse31oYGBNYhiIf781L0/N+/EmBnC6PqO145e36K0/fnr114qT0zOFC5PrVApaJQFm0cEc2swU435Gx9psrI6hKsVzY7h975VYLBY55Z9mo5f4JUzhi+92uLjD9Vw3SJvX7bYNNRkqGQzvaCptyNarTaFDRZBrBksKDYNSN5zuM2JyyFaChw7xMmHHL+mKBQttgz7eCFsHoIj+5eotTReOEAQa05PSN65tB1HuTh2hK54tD0ol9rsBOpNm+nFiKFKi5FykaeP2pye8vnYI022VEq8+o7LqfEOh3ZX+cH3xVyeGODSlOL8uM1C0+OvfmyF60sVZhYstIq4PrtaKuafKv3OxaOMjGz6ve8dfk9tohp8YsnfN/PmxdWJu/YPvttf6R/L9Wce4MYYgP2f/4MXNt1+iP946szFvW++fUqtNSIO7YwYKDrYTkglZ1irw8VrNpeXfa7O17hvv6TZGcILLNp+nqPnfPygyi37wLHzHLug+OJLNQ7vWOOhWwpcni6xtNYhZ4eMDMTs26yYW1Gs1iT1RkQx5+HYFltGfMbnLbRs87EHNG9dtDi4fY1Kpc6Tb+eptx2GywXevmRzaFeDobLFxKJg84iF6wYMuBGWlkgpOH5+kHKhRc722LNVYcscr5wy5PNrfPwRKFoVnnvT5sJMm1sOrHJkN0zPjnHumsXEbMDZmZg7blnjyL4Og4UhXl2TrDQEhUKMabj48QoDznLhma+dLmzZec+LgSMu37bD+2ljzCxw8c96F/XPLMAX5leQyt578fybt9Zbjb+5unTl4W89c4Fj7zS57UAHwjzXFmP2bwvwPUHOdrg2ZTGUDxis53jyWIH7Dy9zZL8EBjDG4uSVAX79YpOPv6/OfQcDhisFjp8f4JmjHTYOdziwXTBa1lydtWh1ApotqDUFWhs2D0egJFL6tFuSuaoLcY7Rss+ezS1ePeXgEfK9DwZEfp4rM5KRAc3mIUEchyxVNfWORzuwaTRttg57DJU6KCXRWhAEmqszMDLQ4t5bQjYNaC5NlnnlAsyuNrjzlgaffCRienaMExcdLk6GnLgWEYgGH77Lo9EcpVrPM1BUzCz5xCZiOQjZu03y2ukciAZr9ZNqfHH8gH5kz/PXV8SLjlv+16HXfscPgsv5Yvnd/sr/SJd6t1/AH+Uy/gSFsrXj5Jlz/79jb5/9h2ffeWXH5OQVDu5cQ8siUws+WzfGyFizY2OdbaMOHS+HZSliI9AmZmreZmI5ZsfGOmMDkHdcXEuj0Jy8qphf61Aq+dy0M2b/FodG02VmSWDrgMAoZqsWs0sxdV+gtWZDJWShGjMxZzNQlAg0o4MBqw3DzTs6SJlnbiXPvs0OlyYdppcNh3Z4LKxKgtCi7Sv2bw0QwtBoSTZUQkYGPUYHfSwJtZbCcWDfFkG1WuRbb+W4PNthcLDGe+9oc+9+h6tTo5y8aHP2Wsi1JZ9ipcaPP9bkpu1lJucqTM1ZTMzG1BsxV2cFIQE57bDYCDiwHabmXC5MVjHeNJevTu8YKYc/0O4E22fXRl7/6b/619Z+8f/+V+/2V//ffP2ZWn+mpq8iVW4k7Ez+zeXrr9/83Judjz31yjUevkWyVrNoRA3uOag5eSHPXL3DXQda3LZ7iX1bHa7ObGR6PsfMomJ2MWJqPuDaUozON/n4Q00+fLfN1PwQ58cdrszEnJ8KiGSHraM+998cs31UMjVfYHpBslqP6YQxUsJAEUbKIat1Tb2pGCj5aKEZKEW4TsDR8w67xmJGBkLmlnNYKub6SszogGHXRp83zjvYtmKoCEoFDBeg2hSsNAWjpZjBUoCU4PmK1bpmckEztRSyfazDfTeHbBnREOW5MJ7n6ozh3GTE5IrHYw9U+QsPeeTUABNzA0zMamYXI2aXA6aXDBcXffZvb3PzDs2d+yRLyyXevtrh7pt8/FaJxWqHuw628fUhLs4Pf+mJ995++pb9m/51vdlZ2rZtz7sNhf/q688MwBcn/yOlgiiNT0e/+OQLte9fWZmVQTvi+GW4/cAat+4s8fU3bAIa3HfQ4o3Tmum1NoPlNX7kg03u3ldicm6I6YUcs0ua2aWI60sBF2ZitNvmsfvqPHokJqfLzCwWmZi1uDoDMysRlm5TLkYs1hWtVkgUhggEjptj66jF3o0+lXLA3Iqg1tTs2RSAAT+GyQWXRttQygnytkAS4jgRpXxEvWUzuQhebBMbw4FNPo1WxOyyZqBosWtTyLYNTQp5DyENvi+otXIs1WwG8gJLWswu2ly5LpiYD5laCXFyLd5/Z5Mn7gZHVrg4WWJqQTG3FLGwEjC1ZLi8bLjr8CI/+miNSn6AuYURjp4Luftwk9Af4KmjhlsOVLltZ4GjZzS5fMTWzVvjarj1d5th7qe0iOr/80//4LsNif+q6089wON4BWP4P559bfyBb37rK9IStftfPV7TQ4MxP/Bem6OncpyfbfHhBz2suMzTxwxKBcjY4uKM4eqyYWxDjX/0IyvctS/P9MIgs4sFZpc1CyuG+eWQmaWIxUZIZbDDAzc3uecA2DKHoxwWVl3mljXzq4KWB2EY49oxBTdioBwSA5PzIfUmbN9gUch5GCNA2DTbMdvGPFbWNJiEiqw1wQvBYFit+WwetWi0FUIZROxRci22beyw1hJMzmqiWDNUkhRdgWNBGApanmR+VTK3YliohjhOB6yQew81uf8mwUgpx0q1xPSCw+wyLCyHLKyGXF+FqyuGOw4t849+ZJWtQ8lNf3GyiJBNpNA8ddQi1nU+9gBcHi/z6rmA7/vAAhVXMbk8Gg4PFF579AMfidvi8Gttn787VBRsGPnT2x39UwvwL37hiyC03am+JXODw19+6fjch/aPzaGV5ujpPO+Mt3jwtjZ37Svx8gmXSwsNnrg3JvbLXJgwtL2QWjNmfg2uLUtGRtb4pz++wJGdDitrg1xfLDK/4jC/IlmqxiysRMxXI5p+iBeH7N3a4sAuWK1KDm71eM+tMUGoEBi++obLYs1ly6DHxJyi2Sxyy56IxXrI5Czs2yq5PAv37o+JjUcrcHG0T8nVvH4uRz4X4KgQPzJEkebug22uzjjs2x4wPgvL1QK37ImodzpcXVBsHfRYrft87bU8RiiiKOLh21rs3mqYX7M4srvD7k0WYZCn1c4xt+wyvyxYqkYsVkMWVmOmVgULTZ/b9q3wv/+lJhsHyswsVJhfybHW0DQ7cGEiIhJrPHZvzLWpQV45FXDnzYs8dLPDOxcHefV0QC4neO9dLu7Avd79977/X27dPPz3X/jWV3jk/R95tyHzHa8/lQD/7Oe+SLG4SVWr1/43v3X1ZzqtS6WpeceJiPneh9tcHB/lqTckkVzlx55o0W6N8PQbDjs2t9k6kmNizmJ5LWKtHrLaCFmuwXRVoHMd7rtple9/j8/O0QJrzRKLqzmWVm2Wa4LVWsxKLabaiKm3Y+qeodUJGSoFbNsQAwLHMswsWgjpsH1UsXOTYdNoi4WqxzuXi9y+15DPVTlzZZBiwcf3LYYGYtodOLitw2eer7B/a4jnGYbLkiBqU3Qdzk50yFkFbtsXcuqaz8KKzeYhh50bYduYj1IBM8tgWwYhDNs3hAwUJY22Q7NlUW9ZrNYVq2uwUotZrUUs1yLma7DSidi2ucn3P7zMfQc0rlVibrnEctVleU1TrQuW16J0cx6yY9TiqWPQiav86HcZIn+Yp96Ac7MeH3soIgoEizWLw/v3Rod2j/3TW/bu/cdXZ2ai+x/56LsNnW+7/lQBfH76Eq6by12/Pr3tndMnvm9yduGfjE/PUcxZNOqSs9Mh9xxZ5SN3S85cGuGFE4ahoWW+9xEPrz3Cas0FoNZUrNYF1XrMWiNkrRGyWjcs1ASzTQOiyccerPH4XTG7Nrr4fp5qzWWtaVNrKKpNQaMl6HgGPzREEShpcCzIOYZKyTA6GKCtDlfnfE5fcYjDAh+620dba7x1vsyOjfCNYyEPHnZYrLVxtSKMAgYHIAwstBWyspLngSN1vvF6kZ0b4fhlD4s8H7wrJhRtTl+NGJ9x0dJmw4BmoCDIOQLbFigBYQx+YOj40GgZ1poxjVbMWitmpWloRxHbt7R4/J4aH7vfh7jIylqZxdUcKzWL1bqmWoNqI2KtHtBoxSAEKw1oxw3+wsMRQ4VBXnhLcnqyxWP313nwUJkLEy5rjQ625VEe2E6psuN/3br14O9t3rxlqtPptI/ctv/dhlL3+lMD8JnpK2zeNGqfeOfSj164ePEX5qffENVWU24cDtg8ZDO7WOLEBcM7kz73H1njibsU49MDfP0NiXCW+KkPexSdMis1l3rTotrQrDUEaw1DvRmx1kgoS7VpWGwI5moxA5UWH7ijwb0HQrZvUJRyFvWGi2NJQOGHkjgWxAZaHUDEDBQ7XL5uiI3Ps8cLeK0cezbb3HdziyBe46W3K9y21+LyfJNatcQ9N7f41lsOGwYN5ycNf+2jdc5POGwYlHzzbcV9BxWrrTrXpge5bZ/PS6fbhF6eew/Z7N7aoR02eeYtBZHg6oymlNdoAa22JDaCKDYEISBjtB1TaxoKxYCtGz3uP9jiA7eHDBVcFlbLrKzlqNZtqo2kateaUGuE1JohtWZEow1LDYFT7PCT313Hikf5xusWVxdafOi+Ou+5qcDpK2VOXIyYXe2wYSRiZECiRCl+5N5bzNbt+39meMPBX2/U5/2bDh14tyEF/Clp9BjTkWv11od/4Tc+v+em7eGnn/zWCVXIabzAZaXhs23jMjfvCREMEsUOr58oE8VrPHx4mcfvz/H1Yx5+WGXLtgityzi2i23ZOLbGtRU5V5N3FcV8SCkfMVSM2VQWLDWLPPlKkS+/6HHL3jZjgxHNVofH7vHYMRYTRhItDX4IL591mVp02TgQc+aqC/EgB7YojtwW47gNXj3XYmm5zE078oSiytyixZ17YWI+YLjgMjIIzrym1XFYWNVY2mLHphrnxgc5ctBhfLbO1GyFJ+6JWKytcOxchbMTBe7Yn+MHH+6AbPLOeMzoYJOFpYCX3rHoBAotQceGHRt9PnCPT6Op2DQQc2Qv+H6B1VqeM3MOa02LektRa0rqTai3IurNiEYrot6KWWsZVluSqTXBrSMNHKvN116KWGk1+a4HPO4/WOD8tTInLsScnvIolZsc3Ckpuzm8dk1OXH2O6aXOv7vj4In84Tu+/0qz432t4Drxu42tdx3gSyttFpf8H7l85fV/1Vk7N3jl8hzFfI6ca+Eoh0vXNFMLkpt2trjvANwrB1DK5ehJwcmLTfbvaFAZ9HjzkuHg9io7N4XMr5Rw7Rw5xybvWBRymkZOUmxblAuaViei2Y7Y4MW0PUOj47C65DIzbfDDmOvzIY5jAIGtDFoKWm2FwCJsaW7dIdi9ybBtcwsvavDUm4oLVwZ49HaHIwer/OZTBlvk2bG5xanXFZsriuFSC1fl8AOLxQYUXM2WDYKTF3yO7MvxntuW+Y0n29hWkfffbbCcFs8d8/nG0QLnxnPs2pRnx8aIkQGfncMBh3dEKBWjlQEMecdhpOLgBxaNls2ZyxbNjqbVVjQ7kmYbmh1Ds5W890Y7otk21NuGtTYstRTzVUOxtMZ9B6osrRmO3LTIoW2SvKpw6nKZN89HzNVbPPZglUNbbQq6woVJSWSaSA0njr1mtRuj/6oljq4+ePeDf8vE7d8QMvc/LsB9rw2Iv3zmndd//qvfeHow8OpcbBdZrnd4/EBAwRoiZ2lOXa3we8/azCw1+KEPLJN3B7GUzbELgi+9mGelPYAUHuMLS3z0/ib3H+pQKZZYreUp1F1KbZtmS9NIv+x2R9PyNB3P0PFj/MAQBIYwSh5+aGNikEpgaYFrCypFwUARxoZjtmxoMTxQ4+m34OUTFjIu8+jtFrceaPDquQC/U+K+WwW1dpvFlQL37osZrrTIaYdOqFiqB6hYcOs+Tb7o8fZFl4eOlLnnlgZvX1Rgytx+yObHn1jlWyd9vvlmgfNTLttGFGODOQaKecpFyDlgaYOSEBs4Py6IIkEQCvwQvIDkPXoRbS+m48W0OjEtL6bZhroHS03JYgO8uMP7blvhw/fX+eT7I0yco9ZUTM0NcuxMkdfOhMzVW/zFx1d45LDFpYlh3rls8c6VmHwx5LF7W9whiiwtLXDi2FODrYbzf773oft1o9H+lWLx3QP5uwZwY1aA4MdPn3z953/vq8+NKtPk6mIeJWBy1ubtKzV+4OFlhBjE0hYFF965IHHsJo/cukouP8TWYYGSguWmZKVV4HPPOzx3osGDh9f4ofetcXhnk6FKnpW1PI22Q6ttpcBWycMXeIEkCAVhCFFsSLxbyaZSa3BtyOdiBosBm0dbhDS5fD3gd19yuTZdoOLkuPOQ5t6b6xy7VOPZN0rcvddl28YWn3leoIRDqRiw1vSIDSgBI6UW9YZNHOb48IOLfO4beXYvuDx+dws/WOGl00MEkctdh0Z5/M46e7fWeO7tFqem87wzbrNlUDJYEuQdgW0lN6EUIIQhNhDHhiBMb9bA4AXJjdzxoe1DoyOoeoLVBgjd4bb9a/zQB9Z48FDEUMmlVi+w1shRree4vpSj6fkYVefj7+1wx64iJy8Mcn5ccnY8YLrq8Yk7G+wcswk6moGi4OxEE83XRgM//Pk77rrfXJuq/uqubQP/YwD8q3/wK5yeGuH//vVvfUqa1qc7a2eHp+ebbB6SHNkluTghKFo2zx4r49hrfOKhJWxrGMe2yDuCq+OSy5MRtgwp2VDJG7Q05C1BtaNZqQ3w+RcLHD3T5L5b1vih969x2+4aQ1GOMHRodVyabYu2p/EDRRBKwkgSxYLYCAQGKQyOHZN3Qxzbx7Y8rq94PHlccmXGZnxmABU77N5oc3Cn4vYDdZSzxOmrRTZX8ty0C8ZGqqzWSxzeLAljw9NvOngtSaUQ8sG7OnztpYCp+SL791jMrXU4e81i64YBbtm5xKunGrx+VuD5Ngd2DnJgq8OBLQ2uzq1y5Tq8eSHP5WsF8lrgaEnBMbgWSJmoBsYkN2sYgR+CHwmanqDeEdQD8OOQ2HS4Y2+dH/pAnQcPR2wcdOh0kk16o+nQaNs0WhbGCG7bF3LXTYAZ4NSlPJcmDRcmA2ZqHh977wqP3SGYXxrAD23OT4ZUKiFEa7xz8lujo6Xrnx4dcsPq1Gd/8w9ehk/94Cf//AL8p//hf+LDHzlB/XM3/SDhlX9zdWKhcn3B5j23tHAtB2M0YSixtURLwZOvDODYq3z/e2bJOyMUc3kG5xQLqyEmjlESpJBYyuBoQ96OqLiChmdRrQ/wxZdLPP9Ohw0DLb7v4RoHtnbotJvctNOwdUzhBRZRpIhiicnALWMsHTG5YBifF6y1Y77yap7rywMY32LAVWwa0mwf0+zaDDftrhPLZX7pawVWV8vcfUBz0+4az70jEKHF6ICkkA9pBTbSSDASpW1qHcHCquCQyfPw7Q1eezvHpmGbu28a5MeeWObXv9HgzYsFmh2LlbUiOzfl2L+xxV37GnzvQw1mV1f5yqsOKy2HyTmL69dtLCWQUiIQxMYQxRDEhiiMGRgKuPlQC88LOLDV4+MPe4yWFYNFhyBwmVtyabVtWp5Fq6NpdxRtT+GHgiDMYeI886uCybmQi9MB12sen3jfGt9zr2ZmfpjLUzmm5mPmFwWzyxLl2Ny+a40vfP3V4eLAzn9zx+Edwad+cM/vtOb+PfmNf+3PH8CfefZ3efQD94m/+39Gn1ian/zlzfm5/PWqRivD5WmL+25ZYstQiZxTxrFtHDtpTT93dIgrMzU++sAyN+2Osa0SpbxDoxXhBTF+EGNbMY5lcAND3jeU3YiBnKDlSxp+gfGZAv/8dwYhDhFhyO03t9g55hOGEJsYY5ImjhQCqQTasrk4ZXP+ikvB1RRtyXBeMDIkGR3UbBpRbN8YsX/7GpFY4d9+qcTkVIW791kc2BHRDhu8cdqhkrMYKhsqRZ98LqFCcSypdRSrTcNKLaLWzPHATWscP9/iwpSiUnK561CFn/jwCv/+y/D2lQLNtmGtoVlYLTE2nGd0oMP2oQ5/+xMtSvkap8bh4rTEsgxKGYSIAZP8z0AYwo6xiPsOh0SBRRA6GJOn41vML9u0vWRF6/iqS9/avqDjCbxA4PmCRitmYcXnylxIZaTJ//LdNXaPlbk2XeHSlM30QsTkXMDEUsTmsSb37XawVMDOMZhemq6MFlq/fPXUSpjf+1Of/+znKuaTP/DDf34Afvy132f/thH19Dde+timwuxvBmrCLRYVW6Ti1NWIRS14+p0yf+eTK9yy26OYH6KQc8m7DtMLkgsTQ/z7+SY/87Emm0ZswsjFtjRtz+D5MZ4f4QWGXBAnoPcNpRC8IMYLwQ8FnUDiRQ5B5HLhSoF3LkBkDAm0E25sSbBVcmMVHbhpI5RyUC5IBoqKoYpmdBC2jXlsHFkjMKv82y+VuXqtzJFdil1bJLu3VHnhbMjCSpnbd0oGSjGu3caRDkYJwkgijCGMfKpNl4UViyMHcty6r8Grb7tsGBDk3SJH9sX89Y+t8G++HHP2epG1ZsxaQ7FU1QxXCgyUcgyUypTyASOFgO1HfBwrxNIhSkVIkWwmDMlNFQSKxSVNECqCUOEHCi9In32JF0g8X9LxJZ4vkg2qL/D8xPbQaEbMr0YMDXf4mY+1ceUIFyeLTM5JpucDxucjri2FHN67xv/yAy3GZwewhODE5TwtL+bpl+byWzbZv/mr/+4z8Vx1z5f+wy9/PvorP/GJP/sAbwZGBH7wwKsvfX6X15z6paX5K+6mkZjxuRxFV7J50OHCVIjXtPiXv2v4mb+wwv6NIbfvr1AplCgXbYYrEdNLmlOXIu4+ICnkYkBiaYFnK/xA4vkxQWDwwyhRRcK+RwRhZIiimCgm4dsxXXALAUqClmBZ4GiB6wjyjqSQV5TzkoGyYHQwZPtYi2JhjS+95vPS6UHWlkvcvE2xfaPF3q0dIrHG02/mKViakQFFMd/h9FWSifuthpanuGVvwM27DfNzEUtVm3Ynz4fubPDKqTaXrysKOYljlzi8K+Yff2qFF8+2+dqLw6zUDdtHI6o1TaWkKBcsinmLQs7gOjGOHePoCK0SqiVl8h0YQ9KwigVhLAkjQRgKglAmFCSQeEGivPiBwA8Mvg9eEOEHMR0votVJKOGRnTYLCxuZXrCYW46ZXvC5OhcTWR1uP1Tnf/pYQN4eZLBQ4MK4i6t9RjZETC5Apz3uyrzz24f36790677yF5595veiRz/4fX+2Ab6ycFn7vv8r16YmD6wtXyKI80wuRAyWffZv0Syt5rAtwehSyPhigZ//TYe7DlX50ceW2L+zzehQhZkFl91bLGzLwgsiXCdGSoNtSfwgWUaTDSP4gUwUhLAn+4VRTBQl6kJkUqUkVUuEEEgJSgq0Ftha4NgS15EUcoJS3lApxmwY9BgZaBCaNT7/iuTXvzHEqOty8zbBto0WOzbFbN9Y5UtvGFZXXQ6MKQZKUMwHLExIFqsO9k7wAsFIWVKpwOVxQ7UeM7/ssneHy3tvb/Dkyy5DRXBsGyUrHN4t+MnHF7HkIl99dYBz11021ANGKyHlgqKYU+RzkpyjcWxwLNDaJCAXIEUfyElu7CiGKBKEESnQIYiShlYQRElRCGL80OCnK6IfJVaFiRmb6/OSRjtgejlmuRVSKjX5se+qc/c+m2ptA6cuFbi+pJiaC1msG/Zuj9k6qmi1JdeXr7i1mvfLL5/arGOjP0tSZ/5sAvzCyT+gsXD6h06eOTk6OTFFzrG4Ng8Ht8FQKWLLWIcNAwJL58i7kkIuZHpRcPbiEP/7QpOPPtTg8btajA5UWKrm8QIJBmIjCCyJa5u04oh0M5RUpTCEIIIoSpSEOE42XHFsshnOFNwJwJUSaCWwdAIQ14G8G1PMhVSKISOVNsMDa7x2wee3n81xcbzCjrLF7jHYMmazZQPs31anFdY5dr5ETlmMDCgqRagUPQbKIbatESK5udqezWo9YK1lqDVDFqs228aK3HNgkWffbHHxeom8E2ApGyHK7N6s+OH3L3PH/kV++9kix85UWGlqRkshlXxI3pXkXIVjCRxLYlkCrSRKkcqHCcoNyQxrHNMFehjF6eqWSothTBgl4A5CCLLVMEpee60V4wWC+Tq0I48P3VvjYw/EDBcqTM6WmZp3mFuC+RWfK9dDmlHMQEVBHLF/a0jdc5icmippV/3bndsO27/yW1/59b/8I39yTsQ/MYBfmKwihPzLZ4595edfPbk8NJBXPH7fKrXmZs5PBTx0W4MobrNlg4/WgxTzOYo5i3JBMrQsuTJX5nPPOrx1qc6nHl1m/5Ym1UYez7fwQ5lySUkQSPwwWXaDMNW0I1Lpj7RyS2JDD9xJkzKt3KBV0jCxLYNrx+TckKIbMlDy2DhcZ6HW4he+YvH08UFWqwX2jAi2jQo2j9psGRXs3NRB22t87iXNtekC+zZIBoqSciFCSo/rSwZHS6QAYwR+oNk+WudNIuotRbVuWFjNsW+Ly/c+XOMLz9lMLDhYOkAIi9gUCELJ7TurbP9knaffbvGZpwd5a6LA5gHBcCGi4Ea4tsCxBLaV0DetSDbOUnRNR4YEqLEhUVqiBPAZyMMooXSJjk6X4vmhIIig5QuW2rB3e5W/9GiTA1tyiLjC2at5ri9JFlcjFlZCppZiZmoxG0ZaRATs324xPVfiG8c9PnIvFMX00GBhy6f/wsc/rH78hxd+RYg/mUyWPxGAt5oNLG392EuvvfDzcefl0c1DEddmLb553Gb72BqTszl+/WslpKP5mY+scf9Bn2JugHKhyEDJolJUDJUjJhcEb5y0GZ8T/POfWGHXWECzncPzNX6oCYJkwxREkjCUBJEgDCVRJIhi0ePasaDLSkxSuaUApRLVwVKpEmNH5JyQYs5juNKkHbR57rThd18oc+xMhQHb4vBmw8ZByYYhm00jki0bfHZtrnJqos1XXhmhrDQjZUGpICjlA2qtiG+84VK0DUIkwGp7mg/f5/H1ozG1lqHWjFmsaraMFvno/U2OXWhw/rJNwQlRUiQgj/N0/ITr//B7a+zbuMjnXqzz+rkKU9UcYyVB2TXk7RhXx9gWaCUSKVVmlRwyf12cUrU47q1wYQr0pEBAEAmCKO2KRoJmIFj1YM+WKv/bD6+yeWCY8+NDTMxaLKzELFV9FqsRUyuw3Am49/Aqf+UjbRxZ4tpMkakln0fvCNk4aHHtesCVV94aHR7b9PN33/FwvLZW/7VK5Y9/cOKPFeCzi6tsHPAwxD/y+tGX/8WZE98cmp4LuLYI9x82VFeHmF+IyFuSAVsyvWLzz3/H5ZY9NX72k3Pcuq/I7GKF0YEci1WLjcM2A+WIp465zK90uGOfj6UDvMDGDyyCIFEFwkgRRmnDJuoBPDZp5Y57pkkhTLqpTHwcWsfYVoRjB+Qcn2KuTUSbb70t+Z3nK5wZLyMChx0Dho0Vw3BFMTJoMzYs2TQSsG2szvRSg//4tQKhl2PLFkGlqCkVoJQPEJZPvV2gUjQIITAGglAy6CjCOKQR2DRaEdW64vpSjkO7ivzUd6/x6c86TC4V0CpIbwxNGLp0fMnYkMPte+rcvKvJ2cnr/O4LOZ59q8JsLUfBURRtKFgGWxssBVom7Xwh1ttHY8DEyU0XxYLIQBiJRD+PBH6UNInakaAVQSuIibw220dXObQr5OsvVLg0qVle81lei5hbg6nVmFK5wT/+8VVu3WmhxRCzS2XaHYc9mzW1hsvZCZ/33Frn4qTimWdfHCUS/+LQ4XvDt08v/NZtBwVSj/7pBLjvtVmoFj5y+uzL//6d48+U4qDGrXuh7Re5MOnx6B0tpmYHsbRB64BKPmK26nL8jM3P/mqOx+9e4723zLLdKbJjU561hs39t3V43z1zbBgOmFs1jFZCinkLz7fxQ4sw7IE8ygAeS2IjMSahBKa7oQQpYpQyaBWjdYhjh1jKp94OWKoH/OsvuYwvDvD2+QomthnKCUaHDcNlwVBJMVSx2DAkGRsK2TzSYqhS5ekTMW+dq3DzFsFAUVLMS0r5mELOR1gejqPRKvn9xkAUSdqept0JCGNBox3TaBpW6xbzKyXu3d/knkNrfO6bLrlVhZZBAkijCSMbP5C0PYvhissdu5vcsafJm++ZZXJJ8tvPVlhcyzOz4mArScES2BkNk8nGs1vIM6pCUslDIwhjCGKBF0EnBD82EIUQBijVYfNwg+WVgJ/9Dy7jUzHS+NRaMaGKCE2b736oxuN3Gg5uK7JULTO3lBSr5TWYXxaMLwe8/66Y2cVBzk4YRgZWeO6lrw+Vy51/f9stD1RbrdZX/jgx+ccG8PMXrrB9yyb17NOf3XPu/NnSxEydnFOg49d59O41Lk9WmFkwbBkL0TqJFc7nQkr5kOEazM+X+A9fLPALX+pw+94677l5mTv2BXhByCtnJH//V8eIIvjR72qwdShg+6Y2997UQAtFMa8RQhGGWVcy8Uob01e5MQhpUCLRzA0hyJCz45LjFzRPHitydqqIH+YpasVIzjBYMAzkTaKDlzSDZc1QRTA2GLJppM3GkSovnfH4pSdH2VjRjJSgVFCUCoJiPiTneLx2SdHxNVYhAZUxAj+UuFpx2742R09XEuNTO2KtbrG85rCwPMBPPb7AzPIKR0+OYElABMRAGGr8wMLzJc22ZqDoUikVuGdfi/fc3OKTjyxxYTrm68dcjl3IcelagVBoPE/RChRKSIQQN2w8056AiQljg4ljLBFRtn1cAu450mTnxg5bhgM+9VibKIavvREzMb9Cx7e444jHI7e0uH23gLhAs13k4kSeparFck2wsmao1kIWqyE7R+HahMvl2Q637IWCbaPiOt/81vHSmXPNPT/8F39ATU9ei7Zu3/WnB+BLMycZ3mDbVy4c/VEtG/9SxDMU8y4DRcHCSpnLM0t84J55PK9E07PQyibvWhRzilJeUSqEDBQjVuuG5UaeY6dzfOutgN3bOqzVYXzWIZaS2Bj+xecGIQwZHelwaFuHoXLIx9/bZtuoTxCIlG9L6KvcpPxTyhghBV98McepqwWE1kzO5rm+kMfNKcqOoFIwlNyYkgvFnKCcV5SKioGiZqgCw5WQDUMdNo/WicwaX3ylRLtZYO8WQymvKOYlxVxM0Q2xLJ+nj7p4LYk1CjIFUxBKCjnFh+5q8/KJmKYnabYj6i3NWkMzv5Ln4M4iH3+wzttn80yuFlEyBoKUL1sEkcILksZMs6OpNW2KuTyFnMfBLR3u3t9herHGxNwa2op455rmCy/kEUol4BZy/ZdoYiAGYwj8iO0bQr7vvW2GyxH7txk2DEEcWgRhEWMEP/Ko4cGbVlitW+zdrGi2yyyuFlipuSyv2azWJdWaoVpPJqqqjZjVJlxbFLTCNo/eFVJxS8yvGMolxczkHMWBXf/y5dfebo1t3PXrR49f8O+5879/aOKPBeCvnJxByJV9xpv4hbXZN+RaPVEA2mGHIwdCJhcCvvBSh/fe3mLziM3YYIHFaoGlqsNqTVMtWqyVNIONkOF6xIZyzGrTYnHZwQ9hQ1ngxxDEEJpE3lpqFnnhVIwh5g+OBQgRJV+SSb4kSMWSRAtECIUQEqkUYaCRscbSkqIDO0cMBSsm78TkHcg7gkJOpjegplyUDJRgqBwyMuCxaaRBRJV//fsur54eZfcQDOTT6p2XFHMh+ZxPId8ml8vjKImSKQcnoQNBYNFpC9peRMNTNDsxjXacjMwVbGYWyjxwyOOvf2KBf/UFzdSagxAxxgTEkSEILfxA0vEsmm1Fsa0puDb5nEveyeM6AcWcz+17fWwr4M69IT/0vhZahWkTKEYIs56Up5QujiVCSBxLATYdT7NS1cSpbyeOk/1OzlLIos3lKZfVus1KzaJal1TrhrV6MilUbcQs1mC+JghEwKbRDk/csUq7VeTtq5K9myOi2KGUkzz7/BtyuCJ+YWyg+ooMO2f+OLD53w3wL3/ly2wayudeeevax06cPiN2j0UMDwqq1RxXpwzTcx2mlmyOXxjiG281efSOBu8/ssLujXU2DRdYXC2ysOpQbegE7A3NylpIsRZScmPqncTi6YcpP4wgMIIgVoRGpYYihyiVvfqvbpdSgBYi6VQqcHMGVxtcFeFY4GhwbUPOEeRsST4nybs6AXhBUCnGDJZChioeo4NNNo2u8EtPxnzm2Q1srSiGizGlgqKYVxTykM9FFHMBcysxV+ccXDux30Lm9BN0fM3OsZix4Q71jk27Y9IqLllraIo5l2K+wg+9b5Frc/P88lc2o6XGEBPFEWFsCEKN5yvavqLtSVquJN/R5ByLnBNRayR7DNuKsHSEZUVomQxKSJm080X6SKwrAhApyAW1OHVZxrIL7CiShJHCDxUdT1NvWays2SxVFStrMdVGwFojYq0Zs7AmmKtBxwTs2tLk/UcafPD2gP1bLI6eV+wcU9jC4sp1zUrTY8+2iKB2XFy92v6YcvdffeobX2w/9vhfeHcBPjqg7enZxZ+duj7/s5sqLdlsFzk/FbJ1Q4NH71FMzBSpVuHw1oipJZtf/VqJp441eeL+OjfvWGP3WJ1b9uap1pPlbXHVYW7ZwrElAh8pYmyVDP+GaZs9yho3adMn2yj1c24g7eQlGyst42S8SyXKgqUEljaJbqwFriNxbUnOUeRcRTEnKeYN5UJEpRgyWPIYHmixbcMKxy55fO7FTQy4DhuKMaW8SMCdkxTcmIIbUsx7HLsI71zIs2fEpLy31zZve4o79xv2bmvz5pkKLc/Q7kQ02zoFuUXezZFzK3z/Q6u8c2mRo+fHwCjiOErssKEhDEzXT9L2NPmOIecqXDvGsS0cO8LRMVpHWDpGqxil4uQIFplYgxEGQY/P9TbnIv18M5CLtAMq8QNFu5MUpCQtLGR+NWSxalhuwnLLMFBpcXh/i5t3enz3vQFbhx1a7QqnLxdp1h0mZgwT821uO1Djpt0Wk/M5Lk4G8hb3+v+mg4IdU/yngP+uAdyYmmy12z93/Nd/9291GpN2uQJ7tzUZGyhw9LwFcYNSLmb7RouCG1PJx6w2FHNrFT7zjQLK9tizpc1jd7d4z811SiWXzaM222t5nn+ryMKywLEBkXQZo8h0baBZs8IYQ1/nfd2Km7Wqs4aOkmnHUoGlk0EBO+3+ObbCdRQ5R5DPCYo5QykfUS6EVIoeQ+U2m0aqHL3Y5ud+YwNTMxV2DcdU8lDKKQo5RcGFghuRcwNsq0OtY1BSYSmDlL1XFsUJSILQppQLaIUxLS85n6fViWi0JLWcIt9wcJ0iO8YC/vGP1viHvyl54/wGDIrYxERRTBiF+GGMHyg6vqLtSHKewrUljm1wbIWjYywr0fu1MgnAVQJwldIUIcz6CfS0tZ/dkMZkfQVBFCcNNc9PJNlqw+fNix5LLUMuH+FJj8fvb/HY3R77NglslSOKBrg6k2O1llCZhVWBVi3uOBiydSTPm+c0M9WI/Vskl8an7c1byv/LA+//LmtivvW/7hjL/5Hb+X9kgC+t1Flaif/pO2899zdPnr7sjm2IqBQFx85rHj5SZfPoAG9dGKTRkhRyEiUFOSeiXIgYLsdUG4qlRoHzl3NcnS7xe88HSOPz+H1tBnIBZyc0XsfC0knli2PTnXCPUxto9uAGgKe0O91YJhRFSYFSiVym01E0S0scW2JbCtdJIhlyjqHgxhTzEaV8QLnoM1hqs2lkjaMXWvzDXx/m4tQg2wcThaWYkxTyyXss5Ax5NyLvBgSRz3/6ZhGpFJY0KNGTCWMjUt3e4ocfrfLMWz4N36GVArzZVjSaipqjcW0Hxyqxf2vIP/nxFf7BrwteP7OB2EiiOGmrB2FiNPP8GM9N7K6OI3AtgWMnnU1bm27HVqsYqUzqpzfJoEQG8F7LE+j/rEXv8+8CHQr5mJv3NFlp1ykWfL7rPh9ii9GyImdXaLRcFmou1YZFvZkOPbeSm7ng2phA8+UXDR3T5JFbJZdnHYwQbOhMuq+8+vRHcq77D8YvH2Pn3rv/nwX4pSvXMLG5541jJ3IDRY/Ac2hKaLUsvvJqzHfdV+X9d5VZWMnR8WPanqRUkMlcZCtmsBSxoRPTbAtqbZta1cYL8nzh2TJ5y5DXkkrBdCuuQSTVOgV4anfG3PC6MoBnHoysk5dVb60z34nEsmTi37AFrpNknuSdiEIuAXep4FMptRmp1Dh2ocXP/dogZyeH2TIgGCr0URNXU3AT/0rODck5PpblcX1lAEsJlIxTWa63yYwiSRgqNg4YwjCgHri0PUPHi2l3IhodSa6lcG0L23KxdJkDW0L+yY8t8fd+FY6eGyWKZQLwyBCEUVrJYzwnxvUlHVt1KZhlgaUTipb4VAxaktIUEOnzd8B4QlfImkIphUn/f1LGjA7Y/NAH8ri2Tc5OJpFWqha1lkWjpZLvvC1otJJ9RrMT0fFiPB8WajG5UpsP32MwfomSAzmd4/p8m3zz5IHveeJ7/n0URX/lj4rTPxLA33j1WTaPRPlf+8xT9sx1n7lqzN5tLfZtN+zekuPaLHhBlR27OoxUBliuJelLjbai0ZY0W5pmRyUDsJ1kGNYLYjw/aQ0LAa4luu3mBBzJR9qt3H/Ia5OiZ6KSEqQUXXArmWRt9+gJuBY4dkzONeSchD/ncwGlvE+l0GZ4oMZblzv8g18Z4PTkCJsqipFCTDknKLqSvKvI5wQ5N7k5kla/z9HzgmbHxlWkN1nyvrIhhCgWBKGm4CruvanBsbMlWkFS2dpeRKutaDgKx1bYlp3y5woHt8b8s59Y5O/8Irx+fpQglgRxnA5L92YwPVvi2HFSvVNvipXe3MmDlKb0aJxMu7zfCeT073OyxplMNv1h6OLYNlLSdXd2fEm7I2h1kmn+Vjuk1Ulst412TLOTZLCs+gH3jDYYnylxZToixOO+Q232bYWFlZb18isvHt6x9wP5J598qvXEE4/9yQP85bfGKY5srjz36lf+Y6NVe+jgzjbb2gVOXQ2YmAsoFhsUc02+fNThRx9v8cTdHoPlAmuNPLWmQyMFerOtaHkqHY0imW73Y4LQdCt0P9VIKknmJ+nJgN0vQySGIiFTcKcmI9UFOKjUMWhpsC2wrRjXTg1WTkQupRfFnEe52GagWOfkFY9/8CsDvDMxylhFM5KPKeeg4AoKOUU+p8h3q3eE64QU8x1eesdmreYyMNBrk2evOU43a0GkGB1SvO/WJi8dj5MpGj/uA7nEtSSupbG0jdY5pIw5uNXw8z+xyN/5RcPrF0cJYk2QOQAj063kTiC77kJbS7ROTVhSoHT22dB9fdlNmFEV0a3TvYZQ38efGNaEoi4MoBL5MwTPpzso0T/J3+oYGh2otgXLLfCMzxP3L/OTj1d581yb3VvyFHMFiAu8ccah3vK4+/DKQw6XfvV93/WRnzbhhTWh/9u08f9mgC8vzdKoLf+db71x8QeWF5a46hieuLfKltEC1xdzXJ52OTFe4toc/PPfbXHi6iqffO8qO8fqjA66NNo5Wm2Xesum3tQ0uyCXtD2J5yeDspl/u0tHTP+S2YN31pHrcm+ZOeh6vDtzDGpF4s/QBstKBotdO8a1I3JuSN4NKLgexXyHwXKNty95/OwvDnPy2gZGKxaj+Yhy3qTgTqu3K8k5SfV3nZC84xPGHg3fQSiJlVXwLgcXqfcjNYgFFgW7k9gFfJeBDOSdiJadVHDHllhaY+nsAFrD4R2GT//0Av/zf4h5/cIGgljjRQI/itMqLnCDZJTPtgS2jtPVSyarWbqiJZ9POpWfPfcZs/pPMOkVmN7Pmf02ylYQP6bjR303qqHWEtQ60PAEVc+gdIddm5p88n1rfOh2KLojBDsrXJ7KcfKC5PpyQKwafPheD6I6OWX/wMrcnqtR7P+9P9EK/vrpSYZGtmz/5ld+5eYDG66z6kqm5m1+/wWPXVvq3LxLsXXMxVIWwkTM1Qv87jfzfOtEgyfuW+PIrjYHtrYZKGhyrsO2MZta02Gt4dBsaxpti2Zb0urILl1JgP6dKojpVe3+TWW23KYTOirdTGltsFQCbFubrnvQtaKUNwfkXI+BUotyocHR8yF/95eGOXFtAyNlzUguouwaiim4c24iJ2bgzjkRrh1SKvicnzC8+HYBW0osFaebuB5S4rRZFUSKMNY8fHvAnl1Nrk7lGMlDxzfJw4toddIqrBVaWyhp0qaR4abt8M9+cpm/94sxr5wdoRPk8CKJHxryYQI4xyIBuc5WrzilKBKpou4Kp6ToA7hYt3LeeGU0MbPbhpHB9yNaXky7E9PIwNyCtZZAOyEREQMDHe7c1uTIbo8n7okZG3BZqpa4OlPg3LjDS++E2G6d2w4F7BqzaDYLjM/FXLhe496Vt27+8Pf80HYTXZwU6r8++/C/GuDvnLtOsVDZceb0q/+XYvUjkR+w1gi4/xZBs5Hn6Pkc49eb7NroU29LyjmDrWKGcoKlRpnPfKPEbxqf2/Y1GC357N7oc+eBFns3C/Zu07Q7OeqtfBoMadNoKzxfJO62aD3A6dbs7wBuYZAqkwUTMGiVVm1tsHWMZcU4Voxjh7h2iOv45F2PwXKLaqPFy2fgn/3OGKeuDDOcgruSMxRzgoIrulp5orzESfW2E4DnHA8/iui0XVyV3GRS9C399BSJZKOpEy6vvWRZD0QfwGNsO8K2NJYl0UqhpNUFOAJu2Sn4Zz9d5V98NuT1C0PM1kp0CpJKZCiGBtcyOOnD6lI0k8qF9AG8V8G7rzd90Tfi3KTybGQMUZhw/lYnZrVumKsJ1jxD0w8YGfS49aYOdx3osHejz3ARbtsjCaMCzVaOqzNON8KjXIi485DPzk0QBRXeOGlT81rcsqfDlWnN+PTKR2anjkebtt37/zHR9QmhNv/xAnx56RqNRu7u+ZlzH5u/fonNwyVmV2yOXujw2N019mwt8Oa5CpPzMVJEDJWTSZCSbxgsREngjGcxMTnM6VbMq07A514IuHVfm32bfWzV4bG72owMlojNALFJeHQYZf4ScwPAe5vJJO4hq94mpScmdQ0mlVvrGEvH2F17bAJux07BPdhkqdrm5/9Tnq+8McJyc4CRsmTETcHtJrw7n24sc44k75i0gifc23V8wOf5kzbVwGbIYZ0fG9Ff/RIe7geakqN575EWRy/6NAKHchDj+UlYj+0lXnVbJwDXyqCkhZBJgwYDB7ZK/tX/VOfrR9v801/bwMzyAO2KpmILimFMPgQnSKKXbZUEGlnZRlOK7iY4e+7fqPffmEL0KEriQEwqeMc3VBuG2YYhX27yPffUcVTEns0RR3Yb8rbGsQrUmjmm5pwklsLTtL00miIQKGUYq1icvyJ480KMdus8do9Hq1FitWpx8dJVTp8Z/JjW+f/Ubrcn/lgreLPVIp/L7T325it/Y+raReZWbJbaPh1jODfhsFxv8PCta9y8p8zoYJ6VmsZPI9H8IMLz0519ELOxEtEJoOVZ1Ds25y7mOXEmJhYhx851+NAdcPOOBKC2BUr1JnFMuufpbYLotpszFUBlAFdJIJBOu3eWTvJObCvCtkJcO8CxA4q5Nlq3eOmdiF/9RoknXx3Fj0uMlgTDbkJLEgkw08lV+hBp5e6v3gFae7x2rkLL12zMZ6/nxgpOX8NE4VqKew62CeME4O1A0MnUED9RmSydSZwqBWLSfUyEGcFwRfADjzQpOrP82jfavHxuiPkgR8uVlEJDQZsE5DrdhyiT7ktMCvLsMxQ977gESa+KdwGefReZCzE2CAnvu7PDB+9ucGgbCOPi+TZex2JlVdPqaLwg0eg9X9IJZDq1L/CDZFO6WotYqrXZtb3Ge474jJVsTlyqcWh3stk+feYyIxtu/Ru33/HICa/Tvuy4/+VIuP8iwNv1CZ574TmGB8ub3jp14T0zC1WGB4pMzCexxBvLkqBT4pUTAQ/cJNg4nGxqOp7CC8APdDK4mj1C05vz6068S8LYJvQcrk5KhouanJ1ptubblslsaKFHTbKuXKLLKkkaTBl3K7elEi+GYwXYdoBr+eTzHWy7xe88q/nnvzXK1aVBLMdlrCgYdCJKjqHgQCGdsM85SbfTTRtCiX8lSleChJ4s1yOavo2tFLY03Q1m9gYMPXtBt+0dWuSsDmOVNmutIu1ApHFryV7BsqJU5lOp3KkSgK/buCbOx4882OTOQ0v8s9/u8JmnR1gNC7Qci4IlKenEg+NosBXdYQidNX3SlU92qUqvAfSHcvJUrRobFOwbK2DFeS5c7U3vZ3OyyeysTDGRvD/fTxSfRCKOabZitoxK7rslh02ZhVXYPOKz1tBMzSuK+UWW5s+85/XXxCbfW7t89sIUNx3Y9t8H8CiK+a5H79kxMX7pl9aWr7LStLj1QJX7DmtW1/Jpi1ji+Q4DJUMxF5JzRJqtkbZ0gyTawQ/SGb8wHXYNTTcPUAhwbUm5qAgjAyLC0j2/RFefzT7wtPsm+wEuDUomE/e9yh2lIA+xdUJJHNvDsdpMLIT88tcLfPmVIa4tDFDKWwy6MOBEFB2Ttt4zcMsU3LLbFHJT7u3YyY1TKnh86TXN5ckcrhJJxzBTUOihvBvjYBIeHoSaA9vhiTsb/OpTQzTzmlJg6AQGx0/3DSpGa5moH4o+kFu9L8skq8K2Ycnf/Ystbt45wy8+Oci1+TKrYY6WpSkoQT4Fui1NcuOkKlN39cs+10w+JOHn/StnBnglDSLV1qfnk26l6/Qi5JIxuCR8KEiLm983td+b3k+wsLyqeOWtIp1A0PZjgkiz0gjZuqHNQ5ssXn/zKvc8cOsvHTp472P1euO/SFX+swAPgwClNRfPn9xy6tTF3Zcnl3C1wxunCvx+1ePROxfZNKxx84JD2yUYTRRJ/FDh+UmojB8mgTJBmEy/B+ldnUzg9BQSKZPlM+8YCrkI10o2gzo1BQnRX7lNt7pk4JYpuBPVJKveEZYOk8kdHeI4Hrb2aEQ+v/B5m1/7+hjXVyrEKsdgWTFoG8p2nLyG1DabUBGZ+lRSapJq511w20n30gt8Ls84NH2HASdVcbKmU1YB+2TPricl0JQKmp1bfJTToeEXaduCXGDwMoDrKG3UqETHlpkF+DttXhUj5RY/9ZEWH3t4nl/7ep1f/uIQy+0Cbe3iakVeC3LK4IQmqeYyoSpa9uwNWZdT9n/2rN/UK5n0FWQ7Zskkp0TYVm+goqu09MV4+EGc5CYGSVSFHxo6aS7L+GJMJEIO72wTCMnWDR3+4mMRs4tDxHFIyV1kZeH87qUhd8sdtx+Z8IMQ29J/NIBPzS6QyxVH2oH4/OT4ceuRIwmQxmddSo7NaycKzKyGSNXi4TvafPSBBluHLZSw6QQ2rY5Nx1cEQWKvDIMkaCbxYfTMO5ikVawk6SYwAXcisaUVvB/kZFJZf/VOXXIqSgCuI7SKsK0A1/axLZ9ax+e1U5LfebbEF18ZohMVsW2bIVtQsWMKtiHvGPJ2D9yuI3EciZNSk6QxlCoTKcBtK+l8js8ZXn4rjx9YOAXzbRvM7Iq7HDxx6fmBwrI077uzwee+1eTiTIG2m8amWQY7BCuIsfwYpRJfT0IjZC/chxs09liSdzQbKm3+5+9vcXCbx2eeLXL8fJmldoGOsrEsjasFOQmOTGXUTF6VJuknCNY9+ulh9u90uip3/MSxqFJZ1GDWDTUHaZxHMrWfDDK3fWh5kmYIRgVs39DkY/f7PHp7jIgLzC4OcHnCZnJOcG0+RumIbUsnrbvvuv3zYbB6a7PRXPojV/BtG4flyXMX737ptefKg6UWizVJsVjn1v1N9m/PUa3ZzCy6TMw5fOuNEk8edXnsjmW+96Em2zYoNhY1Wmp838IPEzkoCBVhmHiKwziZgjepFzmryFkVlqJHTzLfsui2lHvgT3i3QasoAbiKunRE64BaM+DVM4LfeKrEs2+XWa0VkTmXYk5RsQwlO078L7YhZ5NW7aRy5xyJaytcW+DapA69OAV3jGMl/Ftpj0szcL3mJo2VlN+ub5z0/DOJCpGAPIwlvq/ZUBLs3drm9FRIK7Dw0oxv2ycBn4pSipI1apLw0f5rnRkqkgRR4g//vve1+eBdVZ470eA3ny5x/HyJlUaemrRp2hpbCWwpcCTJDKc0aJHta9JqLVLbL/1+n8zM1jNvZVwmNr3p/GzW0w+h5ZNG6sVInXSPd21t8b3vqfLoEUHobeDE+UHG5xQzSxGrDZ926LNpOKKYc5leNLx1/OmyEB+8e2TD4af4z4QH/WcBPn19zrEE/2Fpdq7QsTVTCy6LNZtCvsXoYJ2bdwnee5dmtWbTiiRfOlbh3/6ByzeO1zi8w+PRu9rs2dzB9xRaSm7dY9BSEkaaMFIYI9EqnaFMLZh+KNf7utOWcfKh9gz6CS2JU84do2SEkhF2pmbIgKVGyEtvab7xapGvvFxmsV5AuC5W0aKkoWwlkzw5i5R2QM4W6UOmltOUd9sCJ6veGcB1iG2HuLaPMQHPv+0wOZdjeFBgyTjlsaI36Jtd6aR/BvAoUrQ9i+0bBO870uLLb/g0A4t2IHAtgx0mVdwLTN8qpbp6NUKuoynJQ3YHFZKuqSbneHzfI20+cOcKf/BKg6+/muelU0UWa3nawqZta7Sl0EJgSYElJZYwKdUySETXFZnthfpNtjFJclfWhTYYhE6mrrzIEMYGSwbctreDLSOiIGL3Zo8P3NXhpu0xezZL2p08X31N8IVXQurNFlvHPO68OWS0oinZNktrYCvD9euLhcMd+R9Wlq8fBNp/JIBfvHiCZrPF6mqdlhMzMtTg8K4CZ64OceJcwDuXWhw50MKPI6aqNhVXYxcdlldHeXre8MoZH2WFBGFE3g75ngeb5KwoUQ+CmE3DAQ/e6lN0Y/xAMlwW7Ngg6HRsWp4ijiWZwUpkQBfZ8HCMSAGudYStA1w3oONFXLwOE7OK3/1mmaeOl1isFsBy0SWLvJIULUNRx+QsQ84C10rA7VpJJmFiM5V9D5H+uUlBHndBblvJeNrV2ZjT4w5YVrrMm74W/XoJImtaZUpKoqYkcc6Hd3oc2tLkwvU8bVeQDwVOYPAUqbQXp9U7U1MyCbLHVbo6eypFxrFK0wcsOr5FLufxqQ95fPjeNZ55q8nvfSvPxKzLhet5/DWH0NF0tEYqmbTzSX6fJOXmInsXyQ0VGoPvGUI/ZHTUY8NQQBgaik7I/be12Twc4geCKBTk7YiPPODhWsnm2lKacr5Aq2Mxs6CxrYhNo3XuuS1AxHDnXoGixKVJh+NnYjaO1tg47BAFDSYnzmO7+f8chP9wgK+tTAjfb/+NF5/7peHhgYiLkyVWxjvce2ub734o5NJEnrcvWbx6osBKI0YJw+6hGJEuk2EsaPs2ndBBA0HH8JlvDBBEhtAY4jCmWIj44ms+tgqJgpjd29o8cLjJ7bvq3Llf0Gzb3exuUgojRJzq3RGOkySphlHE/Ap88wXN1ZkcLx7Lcb2a4+psARwHlde4WlHQhoKOExXBSjLFXSuJa0tAnD1k+lApwEk5dwpuK8Kxkuqd3Fg+40twfiKPJdfLg12KQs8P3h3WyJSUOKVsocWh7W32jrY4cy2kFVoUA4GnwQ4NXkBawUWXhwsp11XyLk3phvqI7mY2yY9RBJGFZ9mUcj4//KjHgzfXuV6t8/ybNtemHZ55O8/sikvUtoilJrAVSJXSk/6bNfklccfn7oN17tjd4u7DPvu3GjqewlKSvVsM5QIEgSKKFGHk4AVlfF8TRpJWS7GwkuTaJN+zYTgf8bF7DCs1l6vTLm9flJy/7nPP4Tr3HVJUa5qL0yHfeuPU8I9/6sf+xvjU9U/v3LbZ/DcB/Fc//yqY8AfKUaOwdVSyc2NI25fMNztMra6ycUORh/IDDJU0i6shHT8mivtz7+K0gqSnDaQ/hzFE6fLphxYrCy5eKAhCw7mpiK++2uGuXcv8o59c5r5DHh3fAiN6G0oVYTkRQWS4Ni04fU3xzWN5zozbnBvPUfccPN8By0aVLBwlyCvI65hcnw7s6MynkdlmE1+4k9IS21bYtkxvANPj3laUdBathOe7doCJfRZWJZ5x0FpiS4Puk9lu1JAzkEemN+8YpXq4QDMy6CNVh2Zg0dIiUTqCnmFMq3hdB1KKfqE9DTtCYGLZq+R9wUhWpLrxEy3PZmzAZ9uGgNt3ebT9Nn9pvMaZCZtvHnU5Pe5ybcohCDXGkRgpgfQoCQwEAQ8crvGPf2KNw9tt4qhAHDl4gYUfJuCdmZfdGzmO+l5P6qqMUs08jrNhkMRuu7AsOTPuUfPX2LypiUHx+y8O4/mJ9VeotYK3+vwPYKlP/zdV8C986WnW6nV14ux5MWgJ/DAmNB5CJpM4T79WYuOg4bZdAfmczaiQBEHclYGiOMu8S51m/TOUcepAM2BiQ5Qaj/wQ1tqSqbUC3zol2PtkhztuWiFf9vFbklYbkIKJGclnn3VoBYqT51yuTDssN228yAZtg7JQJYUtBTkFeWVwFUmcmUqNRyqp2rYlkqZHP7gtiZ3SEscGxyZVTVJ1R8fYVph2RANybhJX9s3Xi9QaDgNlgU61+Mz09Z0aJMakAwR9Y2CepxgeUnzw3g7PHG8zVSvQtmRCUzRYocEKMs061dhllMiF9GedyO7viI3u+x0JsOxIEWlFaCmCSBMEViKlWgEFO+DBwyH3HPT46Hs6XJqWvHPeou0rPvPNPOPzGoSi1RKEbUHODfjUE2s8cFgyvzjE/HKJWtPBTyP0Mr0/+d57k0Dd15Ml3abP3VQtH1odw45NMbce9Ng4EHPyikXRbSKFJAo1YaiYnhoX27bfoc6f+lZ48Jb3/9dX8Eqp+AuHt63eslqHQuQwvahodZKmzMFNEikNzbZiqCwouEl1CFJBPwN4r6Ins5QZuPuHFrpTOnGyidIqIgx8VlqCzz2TY3Qg5o0zNl97JTmhrBNo5uZtYqEJjEUsLNAa4Wi0lNhK4EqDmwLbUQZHmcQDrlPNV/cqt53NZXbBrdIZTdGt3rYVY9uZQSvqVm/bDlDK54UTii+/UUTZOpHb1vHvP7yCZ1p4wsMlQaTodCw+fF+br7xW5zPPl2mGLoWUh1sZDw+ypozpTgsJkd1JWdCm7OP6fQBPIx9CnVRySytCrdFhlABdRSiVBOkP5kLu2x9y7/4AIzw+/kgrSbsKBV99xeHoWYvRgZjBQkyjJZhZKHJlukLbk+tGC7txFH30rEefsjjnNB8xNN3EWylgqGyzujxKbRUsYxgtxDQ7gukaRHGbl096t/zY/vIvAD/1X1XBJ2YbjG4olL78xd/ff/qyrVYbHh99aIGdW4poYRPFmiDMJthjDCY1DaVh6uENya5Z1U693TcapjKVRKVe7bsPN9m8aZnb9q/x6V8t8plvFDGOxosVRmoQGpQGqUEqpJRYUiZglgZHxtgyAYKtkh13ltGXgFz0Bh50MgiQDR73gzup8KZ7PIqT0RKr52dxdIAxPteXbXzPxSlL7LTtrVJX3rouZjbRQ6+93gO5JIoVfmAxUFRsHfaxRYd26NAOBTmdSGyZhySTUjPNObmJZPd3Jb9DplUz7gvBj7u0IKNGYRilfQOVNMhUIgz4QSK5ahUhVciWkUSpkjLk4I4muBGfeSrP3/vFQW7anWNb2cFNLcmZRbh/a91f2DKvf6KRG+IswjmNcc6OUJ+aTz632Aj8yGBMiNQRSJ8n7pEoaVS9Wd9/170fLRmzWhdi8D8P8NBbZmFm7dNB5/Ijdx1Y4vTlPP/uC4P4psPj96ziuBoRx9x1MGCwoIhjl3ozR7OdnPHih5IwzJbDvs1UX+WC9d0wrZLo4nIhZMsGjwM7DTVfsOZp2sYFZYO2QFoIqRBSooTAFmmFlmnbWZIe3Jrpxn3POp2kV6RH79EFdzLWpbBTcNuarsU0qeBpFdcxdtodtawAx0lC4H/7mQJoG0uK3gazS0++g7fa9JSULCQ0AVuyEfMDix/6YJs/eKnNuYUizcgiHyaH0iYuQNObxFFZT6APUBknzwAVyz6DV/aIu14YrRVWlOSlWCnQk8ZZ1PccIVMpVqkILUPyjkfFjmnVbb726jCHtyh2DHsUcxJbizSfvPf+1w1LpDQ17huYyOKavZB08scQEjJS7nDngRAvtinmQp642yMMSrx5tsDxyy08dfGR3XsmPx1G0V/9L1bw8ye/iZTSPnWuStG2cR2bW3cqltdcXnwLlusRAo9j53yGhwJ+5IPLbBktUq0XaPs6DaDPKkRqde3euaI7iobIviSDpRNvdqmQ5HEHQYcvPefwytkS5PKgHaRUKCmxRdJWzkCtZfLPyXNm0OozEmn6clASkNu6N1XfA7js0hbHNt2RNtuO+4JzQqy0ets6QEqfyXnBUt1FaI0jWUdPuu35vjnHrNGTUYd1wOuG6lgMlTy2j7W5MO/RjjSdCJxIYEUGK0x5eJi10+M+r47qu5tEz95qZDdyo/f7BFEUo6OYSEmUzo4vV6lZLUozVLJ+Q/rPKkSrCNGS3H/Q56Pvq/Mbz5SZrhbBCCq5ONHvtbghurmPotELIcv2YVFk8CNo+4KFlmBosMlPPOqxaUCyd3Midy6v5ZmYtllek7Q7ETs2CuxwgS999fnk9N7/EsC//HzqXwlX2LErZmSgQzFnsVrXrNYkaw3Fas1muQbXZ2LOXDHsvK8FAvJhGoAZpU0G0wuRyZKTBL0cDksZ7LRh4jo+xXyL+dU2n31O8S9+Z5jZWgWZc7ClxJFJtbbTxoPOum19zyodMOhZQekO2NpKJGBfB26ZPNsZ0LPNZwrubPpHx12KYumEn9p2QEjA11/LsbCUwyor7H4PR7+Cwndo9Jj1/Li/6dPxkgTbx+9v8tqpDvXQpaU1uTDGT9vpSvYMUZnhTIiY3uRQttEUfYH3EMdppoqBSCW/U8eCUAl0lDTesnCgDOjdZloGdqXRKiKKFENlyf/6qSaWNctX3xjlylKRgqOSjrBOegeWyra9N8zXZr0Ak0Y3xwI/ErRCQT0wvHenZtdQgZWaw7eOSap1qDYMK/WYlUZIuRAzWDHEosGWyuV1p3d8R4D/3hefxXFyDxw98fydgzrA0gHLdZ/xZcnOjQF3bFXUGi5KaDxfE8ewY5NFKR8xWK52E5C6D5Msv8k7yiZw4rR6x0RxMmGtZIAfhfzO85qvvlbgzfMVltslckVNToHbV62zBkrWHs58E1qKbhRCP7C7OSiKZB7xOwE823BmvFtntMSkfHu9l9y2AmzLZ74W8/aVHGgbndIT3WdQyjqY4gaEdyMwskoe05XRMk08CCyO7PEYqrSpVfO0QkVegRUm70VFJnkE/QBPPt/urzI9G0Q3rSo2STWPBbFKpFwrFkRKEqmYSAnCFORhn3kts0N0PT8yItBJ86iU1/zdT7Z59M4ZnnytwFeOlmkENm2j8NY0JlKpG7E349md0DLJTi47PymKY0KSJtaxs0WWF5IksyD0QEWstQK2bfDYtycpBF6oOXnVYXjIuvOB+z74wNXz73t198EPfGeAVxsBoiW+q+T4t/m+YblW4cqMYmIpYqjUJJ+PcKwmdx+KsLQkCiPaMx6Tyx0sK+y+cFJe2a3e3bs3XaSFwbYNU4ual950qXccOrHmpTMFWh2XnGUxWgRXGZwugE3Xvab6KmV2OlrmhehGIsiElqju9EoP2NnwbVK9U86t6fLtTBJMKnYP3FbXnRggCHjyFYfXzhSRjsaWIsnf7joI1/s1eqPR/V9wfzRapokroljR7ljce1ObJx5s8MtPFvEjh2YkcaOEo2arWM/1FyOkTKt4/6/6wyo5xFqmSpfogjtSEqXipKJLmQYExV3FJrMlSxmjgoTGdDybQs7nkVs63HOgyeP3dAhiQ82TvPCmw/UFG231lrJvW80wPb6SFmGpNZZtJR3PSOKqiHtv8rG1Tdm1KOdtpudtrlwXtLwmtebQbZZsfJfRwavfsYKfvTyL65Y++M7bX/2LpjbJsSnNPQdr7N3qMjNf4OLUEONzIbW2z5mrIU0vou7FRHEewWBfdklya5r+o8x6CCfLMpZK0PIV1arGGIVWkoIrGBlIZb2uv/vb3WzrgJ7+ue5LrspiIrpVPJ2GsdR6cCdxCjdU7nRm007H2yydDRyEfY8An4Dfe75EZBxUt3vZv8HszTVmysY6Dp6eRpyF6cRZEyTKNpsagcX3vbfFf/q6x1oc0I5c2pHACulWcSkNMhRd01kiF97IRWWfNCn6QC6IdFo9VQpybVBxQldC2Wd86xt2ltmz6IG92XGxdAHHCrn/UICtk0Hj9xwI8AI/yWARcS/ssw8bSVMq9dCsKwKSMLZotl3abRctKqw1coxft3jtJMwse5SKHY7sM7xxdpHduxf/4iPvfeJFvzX1jJ3fth7gJcfDddQeomD3uQnJ5iGLl04IpN3hRx9vsHvrIBcnc0wvaOaWQxbXIkxgaPgJbwr7NpOZYtL/JpLxsswxmMhnjjLsGDZd74bOlsG+zZno++/7K2I3b7AbEdE7k0al4FbqhrCbFNhaiZ6S0pUDE3krGUw2aeXubTB1X/V2LJ+3r0guz7oYZSWbXxmjRd+wQCoT0run11Wt7JE1QXoNEdFVVILQYvemgEO7mrxxKUegbNqhwJVgRQYdCpRI8gWlFMgw5eFIBDHrf6Xoq+KijxplnefM2Zj4XaIsuzAyqS3A9Nll+wdQUijK5PQMKU3K35Nn147I2wnF6U+z7YE8GwIR9Ad+JsFIiqBt00hDWa8vKWYWIi7OhCw3m/ylJ1rYosCFmRzDbp2V1XB3dTXY027Hz3xbBa/kZnAcl42Dy8SxYG5Z4LUdlhZtfvupFncebHPXQcOGwRyLqxYzC4qZRZ9qI6YTJGe7rBP3b7i64MxmJzPDvKLPkinoj1fIogn6/77+WDbZR1eySZeskmfnXmYRCf0A7w//Sabt6QK7263sVu4IWyeNnWQqKMAQ8IXn86ys5BCOTnR30bfxu9GD0n+X90mEcby+qq7TpmNFEGiGByWfeF+Dt6+U8CKXlrLJRQkXz+ysSpKCO1sr4lQTz4y5KVW5gY8nWrSg/1hBHZNSpWxFSit3ZlPuY1r9k0ndmtvNO+z9t7L/kQEckqHp7pctuvuFTFHq+JrVmsXUfALspTWPqQXDrh1tnngoYufIAKt1m63DIatrcH6yzeClJTqdnrmwC/AL73wZ1xGcOuMxPpennFMc3CnJOSCEZttwjaGBZbRtMzbiYlkutaYkjg35iG4rPqvcmQOQdHHuhfL0GiBS9mSkDODZBxeZROgPI7pfgOHb80+66UxZ9ZbZuZckGXx6PcBtnQYAWdnRgWmHU5tkyKJ/4EJH6x5aJZM75ybh888W8aSNkirtXq7PZLmxg3ljt75/eHc9D0+5eKQII40TaT7xaIffeKrFqWs5AmXRkhI7itNVTyAj013VkuEQcQMNiNPftf7cov5K3gN3AnwVZzJun+0g83r3SZthJLrDK9lQeLbpzYajsxTbbshnum/ofi7rlJXk7wlTjb7WlIzPBZyf9ljzDLWWxFnMcSWnuDIhyTuwa3PMyFaXN69c5V//0iKW6lE0DdCszZMvbcj/+m/98s7T45fYNtpguOJTyCUTK4VczHy9xa89BbOriWZdVCFFS5N3ZW/VjZMNg+njnNkb6Hb1ukAQfQDv5XEkQ7nJiJOfxicEYXIE93qAi/UAzyq3yqLaEr6tVO9nS90A7qx9b2WDyXF6QFYG7mymM0wfAcryuXxd0/BtUDqlJ+YGe+x6B+G3qSim/8u8QQtPp3F6jR9NwRLs39zh1GWfKHZoxzZulHi2dcrBlUg6gCKlgaILbLkO5In9WPZa5zFoI9LGi+hSFhWnq2N6OkUW0Nk7SCsZJs4m44Mwkfqgt1daN8jcvfn7h0C+PdE223xn+828G/OBu5t8+OFVbCdgfhW+/EqF+YZFxY0QMmZiXlIpCPZubHDnTVt3/vCn/np+/O/+ZGvXzk0JwMcn5ygW1h5FD/6dK7N12u2QlbUk9iFCIKWLpUtYIpn2IAJdTDJCHFuu0zb7EwOzf98Nk0k3XpnVs+uG6+bjJTdFFCeziM12CCZKlsA+ztedIlH9EW1i3bPuiyjLTjG2FKkWnoA7AXAvFMjqpyf91Vulc522z2oj5t/9fpGVtotwrISeyF5nsUe1+tWT73z1Gh4iFRH6K3iiqIShppTX/Mz3Nnju7RIrno0vNW0psdMZyl7kQ0Yj+vsNcddGa4hTcMcY5A3KikgruCFWAmVSgMdZ0TDIuLciJadUCGpNSaOVRILEUfY7e99L7/nG1dqsX+H66Fv2LAW4jsCxitjCxiVkz0jE//d7IxyrjaVDjInxA8HCqqLaCNixfejvXLhw6dUwaP1Bt4I/++opbNvh6vhVDmzyuGVXjrWGzdyyotVJfCQI1ikEWiVKiOhuElJq0ndD9reps4or+4CQTXJ3FRGVbEQM0PEEUwuSaj1K6E7Gv/uqtvw2YKcVJ9tUSolOKYnuAjzj3HF3U2npuAtuK53l7E3kJ+C2VIBt+/zu8xZnr+ZAWkgpcTJrbGbn7ePg2Yv+Q92EfdW8Vz17IA/jZOQsDC0O727xkQfr/MZTLrF2aEsbR4pu00dJQSCyCORvr+Siv5Jncch9mzpjIFagUm6uY0GsIJYp9ez77rK/V6kkXm5+ObFLZ0DtB3a/dz3795nC1F8IskLeD/Ds71tYSUYfszTcbEWIYmh1YG4F1toROzbVGN1whaABQeD1KEoxr3EcTd7VTM0pqk2PbZtaHDmgaXs2vq9SjpU8wkjQ7Cg6aWhLlG4ws9Zwt7kB6zYd3cQpabpdR62yA1nTEwh0TN6NCOOQ09OaqSXFYMEkoBWsA3MvRLL/uQ/g3UZPBnCT5GSnVMRSPbXE6gsH6nHupHpbaae1Wov56gtFlmsOuKl6Ivo3Y9+ZomQZijcS8O8o2/U3y6JMTdEMlBTf/UiLr7zWYaXp4CtNO5KpPClS9UZ0K6PMLNt9PNx0m24Qd6t5tncS6OxnKbob/Dj92agELCLtJFs6ZnTQp97pcOa4g4kleTtVxHT23a6njf0Az2jqd1rpMrqbNHiSfJiWlxzRnql0mfu04ceMDPrsGNOMlcOkMBhNZKIE4F7jNHZhYMfkpWN/3VRniOo2ZyYFX327yabBJnfsrfLAzQF+oAnSD1sYyRbbolorslq38YN0J901UvVNXsvehiPRVFMZKQ310arXUHGskELOZ7Dc5Jm3Y167MIryFQUb3OyDScHbLwUmKak97q36ga16Z9HrrHKrvsr9bRU8i5voRU5olXQuxycElyZdYhyE1N3h3J57sF9BEX2qRu+O7/ei9Cq56KMnmYU0O/gp2WxiNAe2++ze2GHlQg4T2UkVjxKaovtUnB6/7a+QKeHObLRkmybRt/lMN55p1VYmKRLZvqp74wiDbccMln3uvXmFF885PPfmMIMFSdlNM1dSd6hWmY2ib6/UZ0b7NjoneqtaEBpWG4aVVoSVizAYwjAijpLjWx64ucMt+0LGBgzTs0MsLOX5yostbr+r8tfvv/eOky8fvzihr123cBw5dn1BfrDemMePh7kyC1OLOaanXMYnQ145EdEOJV6cGNFzls8Pvq/Fro1WolXaoitpSoBucMx6uWh9ZkmvWtpWEl2cdzusNTv86lOa33t5iPkllz3DpsvHkoZO2rhJM651X9VWSvQ8Kese6ZHWqh/cfSBPz6u3UmtoVr0zq6jWAUoFfP2NIpeXc2D36IklezKnuKF63xgX8Z1oSv8RIV3K0H+6WWaj9TW7hn0ev7fFm+fyEFuEUcLFrSgN+YzWUyXRnYLP1tVMNpSpDz+jKKbPWgtG9TabvddmUm6dKGQS8ALJtjGLv/XxKjvHWnz2hWHmlvLkbUXZMeR00onOlCvdxUCvQZftvW5MH4AkWqLWhr07PL7//U200ulsZzKgvnHQZaSS3H6WiajWBSuzC2weCj+4ZcAfK6p4Qg8WI/L5iOqC4fKMZrXV5s49ioNjuVQGSgLNpTDYGCJtwOQ5ewVsmZxE5thRX4RDn+C/LpAnBXbqUsu6gq7rk3M7zCxGfOk1zWefK3NxagAlXTYVk2l3S/e32kW39a60TAHez8HXA7v/+duArXsBQd2IN933+lTCvXN5nzcuKv7ghQLtjg15jZYCS9zQbb2hIvWnQH1HgHMD/75BMuzXxYNQUy5qPvpwh6dea3Hsoo0pWLQjJ3VYphvv7u/vxW30wN0Debdj2N0LxAmQVTKsoA3EUqy7AQUJDQqkwA+TeL7lapFtwzF/+xMNvueBKT77fI5vHC0zt5BH2Da2Lckp0R08yeI0dN9e7MaQof6Dw7aMKG7aUibqlAhJDw4Ik99/YU1wJp0GWut0GBtqsTeIaHYMi2uCRgO0iQMkPo1WTLOj2TSQY8eYoJBPPqAgFPh+Fr8mCNIqUXBBq4Cck533HqfnL673Lmjdq4w6BbWUAUEYom2fl09pTl6x+fqxQS6Ol/Fih+GcZDhnGMjHFByR2lgFltVrs2cxZt2EVNVzE2Z54NmxgVr3IpR1egiTVuuB3nuNyUOlr9e2fQI/4qnX85ybyoOVeNIz2666YXMp5A0cvG+zJPqQ3a2M2SBAXyczM6llXDyTC31fc3BbyIfub/LORA4vtImkRTtW2BE3vJZMC+eGCi66YgAptzakzwbiOBlqjuPks437lJbsjhVCopWh2bHSil6mUrI4tLXFz/1Im08+Msszb9qcuOLw6jsl2tpmpWWD0FhK4CiJnbpDu7bmdHXIvj9LmmRcMDRMzgoWVzRS0s209IJE5QsSqp0c5x7lybk1LCui3oro+BH6Nz/3NVxHc3W6Tiwibj+whCGhIx0fNgxGbBtNJtzD0AKS4B4ESYC8HeCkPmndt8RbOjHIxyYCIpQKWFyFq9cFS3XB554vMLE4zFI9R6OWQ+nkKO1NtqHkxBQck8YVJwE8yZSNTHOyk6M41lXtrCJ0l0L6eH6vcicV23Qrte4+93620s2lVgGO7XNmUvDMa3labRsKFlKIrruxJw9+hy5m14uSXf08PNPFeodr3Wif7eWaqO60T7Ho86H7PL7yUod3rjmgbTqxxE65uIpBRT3PjhAgooQ2CiES83VPr1g/hKBMdwVRcv3RgXGflJkokCqlWTZxLPECTattk3Pz7N/c4dbv81httFht1Jhegt99Ps9CzebyjMvaiktHaapGE8TJ/KydOT6lwUlHDd0A2r5hpR6ACAkjQywMXmToeCFbNwRUBiRNX1Nva+avxHzo9hC/+jon5i+jZIDeObqCkjDoxszMl3n+uGR6ERYbhpVGyO5NDQ7tCVit++zZVON9R0KGcpqSK5FCpqNOIVKGKBmiVchK3bCwbNBOxGunLN4+b4O0uDDj8sqJIlLbGGmhlSZvw8aySZKlrJhcmi7l2ml0Wl8+iWWpZHDBWg/snvyYUBGZeVt0wvmsviquU+VE62x1WU+dtEreg9YBlhUQmognX83x8pkcuMmYnJ3RE7F+c9lVBvuVpP8MD++fzezKdnFvGDnKJtH7gO51LN5zuMXjD7Q4O+kShhZGKNpCY0V0X5OIelX821/Gd6jkaZVWMpEEY2mI4gToUSRS73g6ihhn1oIk7iEMJZ6v8HyN23ZoOE73YIGtwz67Nvq871YPZdd55aTi8nUFEo6fdzn6Tg7lKBZqNgs1O5nYEhpLJGOIthLEIqaU96jkPd57pM22MUG9ITmyK2bbBofVNcVKDaYXbcanR3j7UkTECgKD/sJLST5FJe9x+5423/MeQ6PlMj7rsLCiub7k8OaJiJVGxPEzIX/wSsT+rXV+8P0r3LQzSuLFooiz44rx6xJhSV4+lePlkzm0I1lcc2jXHaRSaEtRKENOCXLakFNxEuNg9cU42Aklce2+8B1L9Q5SSiW/9Y2V5FQHKXog7w/Az44vyXLCk81m/34g4+Fhl0opFWBbAScnJJ9/vggkN6kQCqvb3DFdc9U6a2xX+xZp3RZ9tfsG7tvPw+M+Dm4EcSSIVRq5EKlu+94Yzfe9t803X+9w/GqSJBDEilaUSqnZTReZrsuz5/0Q60BujMGoTDVJwB2pxFEopSEUPZAnqQm99nyYxn0kCcKSji9xbY1r62SQxXKT2VUrdWFaIXfu83nw5gCpQj7+YIuVegPXiXj5HYuXT9lIS3L5usvlq24yWB4Lbt7d5AffG7B3Y46S66CEzfJajql5h3cuSBZXDVfnI+pexJ7NIY/emYRKeYFBO47BFUmy1DuXHVyrxtBgm7tvUUShxfj1AmevWqzVk9yOti9ZXtI8e7zGk68ZZhZdjLQ4cS3P+IwLWqGUxpIKpRI7anGYJMlUgS1NakXNpKS+yXbrhgl3SyV+bSvbYNJVSaQ0aaxvBq5+nb0nSWaVW6XKTRfcuvecUauMqiiVfBlBFPLisRynr+TAskAmm8tsqkj1Afs7HeK0vmqur5+m74feGaBiPU3pO+okVqmiEmk83+Km3R3ec3dSxdtRUsU9YdOJQUeZHp76VNLQJKJ+Pk5awbN9gOlq8tJA3Cc3ds8cVQIdCAItCQKBbwmcNDW446errRWnB2cl86t29pwa12qNqCvD2lbEcClZMT/6YMgnHg7RVoer19ucHRegYmaWks3sWHkj1+dGaHkaP0ime05P+EzMd4iNz8AgbN+kuX1PhKMj6m2FMQa9bVCjlKDeNGlnKMezLxsKuTbbKj7S2BRyOYYqST7IQDHi8N4az50yfPo3N7LcKGLZGteVDA8nrfzkkUpv2cxkV6qj2zbPZiOTg0rFugHgBOB0p22s9OiNrC2dFCbTUypSsGd/noC6p7X3FJMe0PWNcmBGT1TiGrw8J/jNp4p4gQV5K6UndEfTbjQQ9dndWf/CvrOE0g/0fpqSzbGuPye+n4trCo7kRz7U4smXC1y8ntx8UaxoRSpxGUaimyeIMIhI0HNb95xwpts2TG4ylcqDos/pl72fzP2ZmdcsSyah9pbA8QWddQUqxrZUz1tv9RUW3Vs9VTYel3aPlYwYyId88M4Ax/GotTv8k98q8FtPVrhtm6BciNIQJsH2TRE7t7XZNNTAtW3eulCh5QWs1gtEJocgRv/c335iw6mzV/7+5598i2ozJow7hJ7L6fFBlgcUOzcq9m2L2b4xYMNAm8FKjdMTLT7/0jCBqrBlgyJvGWwZd9vGWfMjm6zRmXVVZu3yXkW2dHZIaTob2Y1xANvujY9ZKVgzF1pm+4y7KMkaS71h5uT0gvTDlD2aovs+0O4Gsw/cWgX4JuRLzxc4eTmXjPsIjRJJ51KnHuxvH8boad9/6IkIN4K8C+5+u3E6ERXHCbDXgVwSxxq/Y3Fkb5vvfW+Tf/M7Nu1YQ6wJhKQVJ1RFpkAVUS+EPzu8SqSVvX/ra2RSzWWfL6Sn1Zvu+0uKhkibY8non5dOR1k6oZcJpTTYOgN5b5OfADwxtSVjhnEX6NlYnFZJ7nox3+JjD3pcnFrhxQuDjBYUY2XYukGxb5vFzs0lNgxZjC8EKJ3cMEurPuWxe//+yMYDP6mfeXmhMj3beez4BY96W1BdLbG5rLltm2bDkGHLqM/m0QYtv8HVpZCjryqeOTZCrZZj14CgYEfrjsCQfV6Ersqg+idssuka0QN3ehJvN4znhsiG5INMPogsfiBKo5czq2Ymh/U2mzc8dIxKO5c3UpL+Z6WSWdRLs5LPPZdP81eS6m1lk/v9jQrRe9+S9dTk29yE2Yu/gX93nZjdxksvGCfZeKbANpI4UkQq5eKR5vvf1+LLL+Y5P2OB9DFC4kUWLdIpn0wXT61+Iurj5Cld6c1Jmq6oaEheQ5jGOURx2nBD9PoK6fmbyanREttPCpRnp557S6amNpECnHV7ItUNE73BOy56f1Zr5Ngy2OLnPtXimeMd3riQZ3bRZfJ8jskFxZYJyYbBAsMDhnv3hWwb67C40sIuNx7LOVMVrXWNQq7FLbsMQ0XNQAkqRZ/hgQbDAy0uzXj8yjM2V2cdrk4PYEtNXko2jyUT01qls5bdpoZYN1ImVdJt7E3Y9I+NZRQlobi9mUiTHkMdp8E7UXdZEyKRsjxf0+7odW3mdV4XafqWP9NtNKlUGlQqTu/4Hj1RaQWPVMjXXi1w/nKPewshsQSperJ+av5G3r3+n/urZI+D935eP4C8ThPvS6TSqWzY08cTqnJwj8eHH2hy9XMOfqRAKCKh6AiJ1aUpyeuQGIK+St5rCPWkzOz1J0UkCfxs+wY/FCl16XWGe1560ZcdI7B9mRat3nfcW7Gz/96gtEHJ7OS4dBQuY3fpZ6lVTK6ap1L0ePzODt99X5tL11tcmVUcPW3x6pUyoyXFxjJU8oKBUhHX7rBtZ5uiaaKDwMXRFrfvaVEuN/nSyxbHLjg4roXtlDBekVZbU3IVe4cFpZwg7yRcS6rEOJBFtWVfXNZo6DdCZQMHveqdcvH+cB2dpLdmh7Q6Vnb+TdpMsiIsGREDjZbLwkqBlmcTxX1NjawLllWIlKb06EnUXQK1Sv4+rRKJU6lkYv7anOL//lKJjkzAjdB9U/PZFFHPjrBuuOEPm3C4kZ30TT5lrfBshK3Xsu/n4GluipKolIuHkYUThfyVjzX5/RfzXJ3VoIKUqli0hUBl9KSfj0Oy4exbbbIVKHvtMi1WfhizUBdUO5IIcCS4OmnDd4NJtbkhCi++YXWW67rR2SreO+Wt10fIPpssOMqQFC3HcsnnSpTzIcN5///P3VuHSZae592/9z18iquae5hpd5ZZWmlFluS11wKDbEtOYoqdOHG+mGLHlPiT7cQQQ2xFpghWvNJqhcsMA0szu8OMzd3Fh78/3nOqqmd3JRllf+e66uqeae6+6znP+zw3sHpHl+s2hnT8Bjnbp+D47D2k89lHK5jCYGyFgaPr6HnHI/I9Dl20WDpeJacLrlilGFwCMAsiTRXLgpjUD6LrambrB9DuqpSsSK27emIGbaByZ5zsHqtPv8SioWdLrAQVKkEhwLECcraPZXRpdAIW2qrNCGKXVtel2daVx4qegS1ZzoHR+qbxr+y7o7SKKxtmQw9o+DF/cU+B8zNWahFnIKTsjwYHeu7e6wOtyPIJinjNM+YyoPcAnwkPBjWa2Qq/X71VL64TxRFhqDM55PGjtzf57Y+Y1AN1ik9iiSd09T1GmYd4etjMmIep/58cEDtkLZehKfPRbqwhui0czUNokqWWxVTdIqcrvknOzMCe9DxlrOzcpIt0U5xRLGQqAB9kfPZJWFkcSxSrtOdORyXzJZDqaCWOZamHncex1F1jgQTPh3oDXr81ZGohwAuh3gV9tm6zsGBz5IKB7cbcsDUhCnVaHYMwEsqcx8iiO1Q4lG0pr5AkSZhesDhx3kIIqYZOYrnCJptb67KvfdQH9I+qJYnSqq1mpralpGF5x8OyOrS6Pg/vE9z1mMvD+0oUHIuVJZ0dK01WjAryjkAK1YoIeA3+S//R53xnh8oIXQvQrYC7vmLx4c8W8KL0ryU0pFCOWj1R8QD35NKRoOi1AINzwleHeDLwSn9UONifZyv7hDiOe9vN3go/1ohiA9uI+PH3tDhy2uSvv6x6cZBEQtIRUn3P0UBrEoleayLj1KUgFf8I1FDANCQ5R+eyTQnb1ydM1JoU8i0ee0ly16MuT+8vcaaew9V1Sjbk0xgY5bs+2L4Mmi3FfZ2szOSEyznjUqgndKsTc+qix8ySesJbusAxlWmqZYh0IKE+bxhBu6so1tdsbbPO0RgpJ5QLCbofqNHMhrEO03WDF47pXL8l4LL1MTEJHS+ltKatgm35nJmG07MapiFodAp0ugaaliloLmHy6f0JiGFkefHpHNxI2xBDRY+o9OGAgtvFdTosNHyeehE+/2ieL+2u0O3mqeQ08sQ4Qt09Ol2wDYjN9O6a0XMHWpLlh8lwoJpn1Vu1JguL8PmHXBZ9Q/XeQm0us95bF8vbk0FtaI/E/2p4FstB3WtPBsaDDExQ+u0JPTuFZeCOpPIviTRiqdzEimbIHbe1ufsJl/lmylmIJaEw1YGz1/H3D5mS/t0oSgXIWZtn6ALHViAK/SJ+IIkjh9uva/KmnXXu3dvg84/l2X24xLmlHDnLoGRDzohxe4s7BfbM2dfI2hJdWUz3ReGX8vglri3IFwI8o4tpJFycERw7a2CbmWGT8qHxPCWmXjcZc83WkAjJmSmNobEYx4zQHTPBb0MYSoaLEsuMkXqLbtKk5SV85UmTINTQDYFhJNimZN9RgwMnbQquwaqyxuqRiGpJCZTVramfh55V7J7IQO+b6qhFQFq1zYCc65F3Oiw0Pb66S3DXYzke2ldmYbFAKaezuppQdSIqOagU1DKoXwlFb5OZjZ6W0XJThqDe45lkh8oAXfrobshXHrHZvd9RlsxSOdhKMdieXMJ4G4zWy9rvV21VXquIp+vygVFhzzv9EjFEkgySsQaruFr+6HHI9ds93nFtm499xQDdT78ZSYBOS/QnTb3WaUAkocnMRiJZxgzr+oK5JR1EDs/XaHdMygWb97yuxW1X1Hlsf5O7H8vx8P4y5xfzuLZO3oK8kaYr9/xmUmNUXaQFT7WsmpaxQ+Nez+7YKrl55yad8eGIUr7FgVMJLxwzME2BboBhxERhzNeeUtHgHjbn5mxyJpgyIE4kHV9DV1xdQRAb6EJD10Iefc7i5KyBHwiOntEhkWn/JDE0Qc6EjUNQcASVokYhp+E6kLOTnp92BmY9NdPRB7SOfQu01HTd8ci7XRptjy88IfnarhwPP1fi/GKRvGMwWU2oWDEFO6bgCIquIO+omBFDFwO9tgL24EKhp9AxQrVBG5h195Y6ZsjxM5KPfCXHVNNUMcBCGb3rgl5iwytFDZc+xHJQvwqwB9/WEz5cIl8bFCMnA6BO0jYlilX1jmSUvlTazZFcxAfe0eTJfRbHZ9KZZipw8NB7UrVs0SNSUpaQAi1KCLWk7wqcZlt2fWi0NTRNfViY5qC2uhalfIfvubnF6y6r8/ALTb6+K89X95SZWsxRt3XytiQfpLxwPfNpz9x++065Rs83UmKlwwpD17g46xIEBnm3wlA+4Pbro16gr6FHICK2TSZ4QcipqYTj5xJIVDGLo5ggTNCz0dv0gsS0Y67e1MQ/5dJcyJNzJDdsVGO83uIm8/rT1YHTtSU5R6mfHTNzY40xs4F+usEyjSgNi1LANs0Ax/Qp5FUr8tVdgo/cm2fP4SIXlwrYusl4RVC2YvJmQs5KyNuCnCPIOxquo2HbEtMkbX0yF6pkmdWaaQw4Umkhmr58oWMYAV4U8aHPFHn8OUf9gGlr0h8N9g9fg9OTVxwwX62Sv0rfvWyDOdi2sLwXj5e1JskAjTZO36YRJREyVnTaMAy55UqfH/veBr/+IQMvFMvM+Tx0YlIr65TJmNEcNKHcag0NQr1PSe12BS1NokktPQCq/YMfKH/KZtukXOjwrpvb3Hr5Eu99Q4OP3Vvgkf0lZhby1F0d15Dk9ARXT+kaWRCBNnCn11SP7gdpQKwf0+5oTM/r2JaBaVi9tjejYph6QikfU3EDpsyAhbbP+vEQESfEKMs3vd6GjpewdsIjjAUP7SmQs0yu3WpSdIW6JWh9qVLPriEd8Zh6lK5ls/YjUj12L2k4q6CpeU4azOpaXYLY4wuP63zmkTzPvlzk7FIBw7QYLqhg1rwZkzPBSVOHXVuQszVyjoZj6SnbcHDMOHiHUFMY0wjSZ3yQ9t5h2ncHiv1ohTy0x+Tux1w8zwBHS0eDGlL0hQQ9syL5alVcLKviywv3q1T1AXD3QS/SnvwScGf6yBiiSKJJBe4oEWgDcYFxrOIZHSfkjtd1uP/xDg/sSb9ZQImNTYJEp5lIlZOUJGSGBdkWWA9VgoSuJeh+lFZXdQAETWklI0EQSaXmChWN13Us8k6Ht1zd5cpNS+w+0OCzj+S55+kSi12XpmliGTLNS0pSpmDSo20YWVCBDmY3oWnELDXTdGc9PYQO8H0UbUDRAoquTbGg86YrAg6e1Wk3Q26eTMg7MfrpmYip2Zjjx3Q2T1hctk5jrJZQyndxrGzBkjHP+u5DpKd8sl5ucC2uZx8X9h2hjBDT8DBMn4YfcN9zOn/1lTJP7C9R93IIaVItCApmooBtJCl1VvSDWW2Ja2u4tkbOEThWgmPFOFaEbUVYVoTdO6z6mGaAZajNpKEHA7TeCCEidCNkqSX4yuMOhy8OtiYSIWSPU9NXoPTHhJcueSR99czg0uSbXgMlPXmNR69yJwlRItGyg6ZUYggpYuJEI441Al9n01jAO25ps/uASd1DyXOSGOIQpEEkDVqJQZhIooF5fBb22luSSVLjexS4E0GcaGmYWBpDnlZzP9DpeiaOZZN3u7z16i6vu6zO97+xwV99Nccz+wostVzauoWm6ziawNYEbka6y3hLWYVOR76DU6WsxYrTjaumJRhS7WVKrmCsZlAsxGzesMSGlYsUChr6RNUi6JicIGDTmgV2bvD46i6DTz5iqF5Ii/jAOzqsGY/x/Mz7W92mxqrg2hp+qBNHmWI6TpOGIwwjUG2A5jPfiDg9E/OFJ2yefLnIoVNFphsu0jApOpKiGaehrAmOkSg+eBbrZwkcU8OxJY6tkbMlrg2uneCaMbapTsyKgxzgWD625WOZPrbpYRo+QgZKtCgikGqK40fwkS/n+PAXckpxLmVKT1Qm8npvNHhJ5R4U98p+S9Jbe19Cl/1m+IYBZU+v/04u6cFTe4eBaUqSvUz6W84oVrmWP35Hm+PnDT78+Ty+H2NqUlXh2CdCJxAWXcMi0nWibNs6cHgeTJHuL7C0lDOj9V2tQoWFLK7dDzQ838CxLGzL401XeVy1qcXhM02eftnkrsfznF90aSw5tKXJvNSwdYGtaz2PSilS1XwYY9kRI7WQOIrVGSSKCYKI9RMBH3h7B1Oq+eZjL1h85ekcl6+PWTmiCFdNv4w+UgnQkpC5KYtd+12efD7hwrzSs/kBeGHC7340oRsndAIIgpAwivCCiO+4ocm7bq5zy44YIdQhRsnUQvwgohWG7HpZcuikzhefLrL3aA4/cEmw0E2dsivUaduIFKjTzZhtoIJXTZkCXGJbGo6l4doiBbeyl3DsCNcOcewA1/ZxbR/b8nDtLq7doRv6zDYjnnxB5/SUpeR2bsw7b/VYbEq+8JBNq6GBOwhuiSb6i52sRVlmG3cJwepbMfr5xiBf3p/3rZX7/oGXgr3/kKldtWpZolCQz4fc8cYOj+4xWGxovONWj7wbI4Xg1JTOU887LHVs6t0cS7FNlFIeeo1VzyQzS48I1YQn1noU3ijjhEcSP0wfpq4egUHHM7AsC9v0uX6Lx/VbfX7qjhmePyb50jMOQxtvKQAAcB9JREFUB07Y7DuUYymwmGmboKXpzSRY0ueWy5b4nps7vP36AN83CAJFFe54JlHsYOk5glDDCyTXb9FYNaQRRnDinEdX6JTLoL98LsfF6Q7HZiQ71ghW1TRIBPNLGgsNQasT0+okNDvKrL7t6QQR+LHg0b0ldh9a5IP/5jSvv6LFzLzGodMajh2z97DJg3vz7D/pMDXjkJgW0jAxbUlOJz10xANhrAm2/krBg20qcNuWxLEErpWoym1H5OyInJ0p8n2cVMBczrdBdHj+WMznH3V4Yr/L4dMWcwsaArXU+fLTbe54fYfZhgQjq7b9h8bAYmdQvXMJB0UO9NyvoMtm//cqiB60jsjak1e0KplUTCZ9cEvRW+erKj5gPZy+BEgCQa0Yc81lAd/z+jpvu8FDahKRaMwuSo6ebvLEfpPPPVpg37EyS0GO2NV7UxaRrvWz/n35xlXrexOmjyCr5GG/bbFMHS8I8AyTTtdKgwMCrtvscdPlHaZnWxw4tcD9ey32HrawbI0jp0zm5yU3X97kN38kwjWGOXPOIYiUVLLjadRbOo2WoNWFVhvmGzDfiBEiYnK4y9rxDju3hRRLMfqbrlu9dOZ09+u5UHzXfNujG8eMV0KqZQPHMGl3ddpdyYVZg7NTMR0/6Vmn6YagUoVjZyWPP5vjpbMOX9+bQ9MNolgnCU00U8Msqng/V0MpebKx0UAgq6mnuZS9rByZZsSnWfEWuGnPnVXvnKPAnXN8co6q2sV8k/lGlwef1fmtjw1x7HwBIS2koSGLCXHkEbZbLDY7vOkGj3w+4T/+rsHUYrqnFhIhRN9cXgw6ei23RxZyOblq8PpGxpvLsJ68SgVP1KQjZvmBM4oFMhZokSCSEi2Jl1fvdCSomTC1pPHbf1Xgmf0G//odbXSh0Wq4BIGJKQVXbQq5bqvPHbfM8cGPdbl/b4ULS2XixCRONEjitO9NIZ+ozXUSZ/mnWr+KRzJV9wjsUCXuWaaGFWhYgY5nhJiGmR74I9pdG0MPKToBt+4MuHlHSBx7mEbEg89qvHxOcHba4rOPjDLkDqFrmuI9Ieh04ex0xMX5iLYX0/ESDDskEQkTlQDLSjh+oUxhePjrG9z1S5pTGG4dOj53XCT82LqRNtMLkucOu9RKPlvXzlPMN9h/OmJ6wcQxTCpFnZGqxuSo4PINIe+9bZZnDwd88G8mODxdxbRyaJqDZVgUHI2CJSmZUDaT9ACp+AuuCW46IekfJCWO3W9HHFtXB0sLck6SAjsm5yhw55yAvOuTc9Tms1xscuyCx698uMBff32Uc/NVnJxDMadTtCSOrhEmOhPVNv/lh+d53VUBQ8WI6VnJvuMWkTBAMxCapqJTtDS9LRtpDY5K5aA3YkafHVg5y+WvD/57UG6nacvt7LLFy2B4kxi4cyw7B/QeWXZOhKkHhER8/H6bj95T5NxFm3YsuGpzjEiKNNp52l1lKO/5JkMlwU07PLatbXHwGJyfMwg0DYFMWYgZgXYA7Fldv8TmIrvjqCfdoPWF1jcTjbU0UlzHCwzaXZMwtIhimzC02LQSbrjc58G9Nn/xhVHiUNLtJjRayqYtjgUFt43QFnjuRMB0W7BhUnLbTvW1zk2brJu0cLSZ9184+/Jh7Ttvv4pK0ZtcbEc/tveoQaNrsmmFh9Q9vrpb8MiLFs++bBEEFiuGNcaHEiZHAjatbDJam2PXkQ6/d9cQ7bhMJa9TsiQlC4omFMyEghGngE5Ue2GiAop6h0epHpbEsbS0HdFwbE2NBq30MOnE/bYkBXdWuXNOh0qpwYmLHr/4oSpffmqEblykUtCo2VCzE6pOTM1R1M4ffnudH36zT+iZlHMxa1YGPHfY5PQFW0WAywzgpPPaTI3UD8AaBLfsgTvzYMx4FaLHqnw1gGfgXvZ5snGsXM4nVxybAWZgxsAbEAvoMsR1Ap5+WfDrH65wcqYAeZej5/JYwmDtaJH5pTwdzyKIdGVFEeoUXMll63zWTLR44VDChTmDQFMOZrJ3B0p6txl1l+lPOOJXbFmXJzhniXtZlLgyFdUIQ4MgNPACA8836Xom7a5N7Busnwg4OZ1w6JzB3JIgCiOiMMYyBRtXwxWbfLas9tmxoUWjkRB4MRsmIjau8PDjhJkl/qLjB+f09RMdLENV0mbHQJOCUzMBB/cYNJpFhvMmG8ckq8clK0cjVo21Ga0tEdHgYw+afOaREbyOy+oyOFrUY4Rlt+ksKErvDfZF76VpDMjVdBXEmkme7DRC2zbTUaAd45oRjq3+iK7tk7O75N02pUqTg6dD/suHhrj/2WGsvE3FSmfpVkLOQt0FbMG2nM4Vq6vMLxk4dhspJStqLSYqYSoPEmhiubn8sscgKAcXPK+20XmtS7z2P3vtymAKg4BYKOGvRCClTOPR+2t71XsrofCFBY2zMzboORzLomLA/sMOT9dMCjmZFogQ19ZxAwU2z9d4w84mH/yJBX7lQwkvnhpirugQI0mIey2TWjjF6SQnUqPLKElF0aLn6x2ECYEpMMMEMxSYgaLR+rqGEfSJb9m0JrukSGiYDq7d4dd/pMWnH/H5+ANlZs46TJbAC33ixGD12DBrxn12rGlyxZomB04aLLZy0Ibz8xpLLV19jaKjWOxrRwMsrcvZWYOjp3XymsP2TQYrRiSjtZjJkQ4rhpcIkzpffVbw5WcqHD+Tw0JnoqI2jVIo4/ogVH8YegARA3rMLDpkQPCQhbAaajNpGSm4LcUPd6x0WmKqaUnO8XFtj1K+RRC1uOfxmD++e5inXhrCtm1qTkLJihQnIvVXybuSUl5nYlgnCPLMLCbUSuBYIX7oEWbm1gPjQX1gBq731PppioSk53X+6tK0/h8tSfoqmUtR3SP4X/KRmVRMpNxotVpXVtUySoikIJIaURQT65mOU30WTZdopolMTMqWYCIfYQnJ4dMaE8MalaLSUgZhVlH7Y8fX72zyez+zwJ/dHfLgviFm2wVipAJ1ouyVFV8m7k15oijN+UkPgmEkCAwF9kx1r4TK2aY508WqmTuoih+kAcJSoHTARZcffEOLazfN85VdBo+8UGD6uMv0UsD0nOT0BZ3J0QprxnPknQ7n5xLOTOs0uzq2lZoX3fnEKoSQBH6HpflF9ESyelTjqvUakyMhY7Umrttksd3lySMRd95f5uKMi4XG2rKgUoCcrUTCCQntbkyjFeNH/QNa5idopIlnhtHXYWZaTCvVYVqmouba2Xw7XeI4ljpQOrZPzvYo5togmvz5FzX+/PPDzHoVXNtiyE4oWTF5OyFnQ95WvJVCTqdUMMg5CkxBoCJCwkgnjrU+2oRQB2jRT3AbNPjpR6QMTlTEMmAOKuSTV+J94EtlZK0B0cSAnUMcZws1UKskVYykkGkWTjIQ2Sh7AFfPGA1DCpx0Q5gArW7EQkMihNbvn+P+VCZrN67Z2uRPNi7yv+8K+YPPwly7kPbVce/ni9KEYpUOEad+KUm/BRmwlwgiCHQIdE0F2WZ/+9SrUjmoSZZaGs2OYgdapknBtakUcqysdvi372zx3TctcOcDTU5O5XjhjEVuymDsguT4WZ01EwWu2+xx9YY2w8MmtYokDEH/mfd/D46T49iR/Tz1+FeolnVWj3dZM77E0wci9p7SaHVivvZMBduwKOiSdRUo5wWlvE7eleQcRW+UMubE+YDFZpzG+Clgm8uExv2Es0ywmgWwKqlaCm5LBRj1wG0pcLu2RzHfIkla/O+7df7gs8PUgwol16CWglvxVlRLknckOUcj5+jkHYFjqcqxTGSAQOV4SqQQy5OTZV+gYWj9O5GQ/RHh4EQkFiBi5as9CPjlwL5kC9qjQfRBnnFVokiQiOzzyP7HpwFRWV+b5ZIOppT17JQTFQXT9WJaHUVTFUJ75Q0nobctLBfgZ9/TJIrP8yefH2OuXeyBvG/MmVbuWBJFKnMzNJIe0DNTIDMUhIZ6mxGpCPVQhzCVuGWtykI95vg59XtwbEne0SnkDEp5i2oxR7XY5T+9u41jLfKVXTqNrs7sAjy6r8ipOYN10zqOaXH7+ttYs3U7rVYLveAaOK5J3tWoFjucnvN5aL9JLZfn9AVYaBm4psamoYSCKyi4koKrUcxpFHOCQi6mlA8ZqXggW+w5Jrmw4DJZoSckNoxMeynTnByl2euHr2YLHiWqsCxF3LLNENsOcawA1/JxbI9irkVCi//zJZ3/8alhmmGZomtQsxK1DU3B7aZEMMfWVK9pSxwrwU5tkrNVsBAxUsQp2nQ0ITBFlnnft7oYTInIDpgwMLNOARKjEs/UKE0ZWF7anlwK8p6VsBxwDcgiRtIP1GQqZ7v0fKPJZYe3OEpdfNKxXpYkHEbgBzFdL8I0FHdfStmnqlzaXCVQzAt+7ntbhNFFPnR3wmKnSJzoRMTEcZw6byVEScxgWnMcQRgnmFFCZCSEsUxX+6lAwUjfFktIYjQpmBhqMd9q8tzjRWRsMlKCUk6SdyX5nEYxZ1PMmZRyOYr5CjduVsVuqRVz9caIcq7DiYuSQycN/FAnimzCKEQPI3V7anUEUws6Bctm67iJY8JoQdD21GHLslSOZc4RFFwo5CKGSgHVYpdCvk03aLP3WMKR80MpgT1JD4x9T0EjA7a+PFk4q9xKrpZV7hAnVfY4A+COkzZ//kWT375zlFZYpujq1MyEkp36GVoD4E4nM46tuOqOlYmZldhBagrciRYjNQlSx5BCkYC0AYGs3jcoyjjMPWFulBCGaW+KMs1RAE63j3GS+vmlaF2WejFgUCTjlNSm3j+K6Ln7xomqxrqW9EzshQRdSkJNI9TV6C2KFB8liUKSOCJMkhRY4IdKQOz5MR0vSqViqt3JxA/ikidhVsl/6QdaCC7yZ3fHLHZKhImeRrWn8rpeJU8z540YMxZEhurPwyhtXfR+bx4Z6RkDiaGrJ8GGFSGrVizw3OE855ZsynZCLR9RK4YUHEnO1RST1DawLRtNKrlk14+ZMWP8KGC83CHnpGJ3XaCr4FB7yrGS+zaudd4yu9RmqBzT6CRYpsvEsIllxliGmkPn3ZBayWOo1KYTeCSyy+MHBPc/6/DCkRIOBmPVBNeWvQwf1Yak/XaqoDd1BWpVveMU3FHanigBRCZdc+0OhVybmDZ/drfNb39ihFakwF01E4ppW+JaqHl6b66eztMtRcyyzb5av59gHPDiCcnxizboOlZq9WukPiqvcN5KVShZle4mMX6S4IcKv5rWt1/Q5EBPfmkVH2hPBoUhmqYA7iWS0Bd0POUHqKWtUharqM43mpoUhIoPHkaK9LRmNGDzii7PHI3oRgZeJPDDRFEvghjDUyxBTdPS0aVMqQjaAK+mT3Aq5QW/8P0tSKb4s7tjmp0ScWISJiKdqKT99yDIl7Uu6aTFkOgp0KM0WzWO1fljZsFicqTIz793ieeOz3HfsxZ7Drp06ibHpg2GCjBUiCg4al+SmUTl3RCptZib09E0D9Op4kf6fYWcNRX4HfTtWzfwwq7/e2rduPknZ89OvqV17iBO2ePstMWWlQE71rfTA19C3vFwnTanpgN2H4cnXzI5P1fk5WMuhCajRRguokZRtgKX2aveLAP3pfYQlpEC24iwrSB9ZKv3FmHc4Y/vcvkfnxylFRYpOq8Et5sZdtrZBlTDtoSaxqTV2zL7ggtDV6zD547ovHjKRTc1bJlgZsDOxpn6AH1gwOEWEpJmxPRiiB9kjlpKNyiIlYyvp5Rf3p5kKcGZIZESXisWphQJpq4zv2Sx2FQfldk0KKMj2Vv26JqGHsZqeRJqdD2Trau7XLWpwzMHggGAC7xACRiMlPGpEtSyeb2msqqEgvay6Y6AUh5+4ftb6HKaP/pcTKtVJk4sokQSxjFRMgjsTDgRExlZ7qX6fyOKe/15EAnCIN2ExiZBKBmumFy/scU1G9rsO7nIuQV4cr/N+VmLZ0875CydohWlxUpw+VrYvFrS7Cov+VWrJnj+WPwnzx99/NRP/8i7FB1+ak6y2JCEofrGuoHJZM1n/+mIc0vwvtvmqBU7PLZf44mXHU5eKHJ22iL0TAypsbKYUMlD3pFp5dZSN9hMjtQPf1J5lP1MeDtT05tRSnNVuk8nBXfRbfPgcyGffqTIF54coh0WKTkaVTOmMDDj7i2OrAFwL5unq9ZHcdcVuF3b5+JixK6XXcLYJq8rU1BTS/rKfz07I6j5vGPpKXVAkHcSxoZ8Dk15nF+0qDqK4kvah+txog6J/ejnXvXumbynRjimGeNaEY4VUMx3OTsTceh0lSAwyDl9Lk6mKJNpsoWuKbVVYCiTfC8wcB2D67Z6fP6xNrMdm44plElqCFYAnp6g+2rzqaZBMtWUykssMAaOrAkUcoL/+N4W61dM8elHPL6+Z5gotgliSZSoScqyah6lqW1x6lCbcsnDSAkqtEDgaYKOL2h3NZptyVJLZ3replQosm1lh8vXdLnt8i5nZrocv7jEky+ZPL4/T0XovO/miOFiwKkZC1PP/BcjhvMBYegDqd5jw4btmLaLlCEXzx/h7IzEkDZFSzJWVESrP73H4en9FbyOSdmVjNhQrgkKrsDN+ty077WMvgNsNgLTtD7ATSNObSIy0EU9wbGq3B6O1aVcaHH/3phf/XCZ509Uwc5TciSVFNyqaid9Wu0AQcsyFX/FHmhNLHNAA2oF6JrPI7s1vr63gJAmjp6u5y8xBc1uh7ap4VhSnUNyCcPlgBWjTea8Or//2WHAoErcO5xGGsR6kvbhl7QnGb88tXM2dXXnKuQ6jNXm+fgjDk8eiFhVhVopJop0kkSjH9En09ZGScj8UMMIFYsvCE3efE2Dr+2q89knCzR9i7wheuDOzhaaFvUSMqTsHzp7yRBikN2uWpZCTvBDb2mxc/MscZRw354hFnGI0FQl77UofSFzlCQp+CN10AxFev5Rtwh1vsgKiMC1DVzb4Ny0TTEXUi4ETJQ9tq5o88bLOzx5YJq/+foIc3M2jmZSzYFeiDg361Aor2H7li20O50+wCcnxzCd8fu/ev9Dv+Mn5V9YM9JiuBxSzAWYdoe//GqOZ/YVGSlIRkcExVw2GswOcgLHVmByzAhTV7+cLGoiiZVu0kj1mlYqOrbSSYnyQQlwzAzcHXJumweehV/5PxWeO1VDui4lKwV3j8uyHNyqYmtYWWsyME+3zUg9DKXBdCwfhMeB4yZTszmcspaS7weUJSnILUNiWerzOrYg5yQUc+r3Uyv5fPdNTR550eTlYyM9IpmpZ3/UTCJGzz05I2j1fMy11GHADKmVOjx/LOCeJ2s06hplR70te1JIqaXVW0Um6nqCrkv8QMPUldtVq2MyUtPYvr7DPU91aQUmrUCdLcwsTjGzTZNRWr21fnhW+u9+Oz7w7ExtnbetbPHBn5gDIu57tkY9zhEYOkEiCOOYMAV5HKfWb4b6txFDpIMWqSlTEKq3I/q/a3WHzLCl7kh5x6GULzBa7fKGHXVMrcFnHo45OF2g6gpGCgljNQ0jOf8727a99/4jxy70AW65E/zo//NbbSHkyaBrYRKyULfwwpjdh/IQSy5fqTFSkensW6Q6zOUza9dWM2vbDEiA2UWH2UWbKErlbVnFtlTVttNqalkqScExfRy7g2G0efgFyS//nxrPnqiiuS4lU1AxlT5T8VmUUb41AG5l2yuxDYHdWxj1q3fmkGUZAbbZ5cxsxMP782BaqcKkD4BMqmUYIp38yLQP75O+HDvE0GNqhZiRgsdeP6IbqsVGGPdV6kn2uPSAmVk+p2tr0whxbI/5RsJiQyOJhDLA8bInXdx3dk3N4VVrksrHIo0gUlXc9yxet73LnUNNDk67tEIDNxRYIZhB0iONydQUqVfBX1HJM6WSAnomr4sRbF3V4oM/vgh/HvPIvohOkidMzHQsmFxSyZP0LJI6eGlqxDhXT5htqIO1baDoGFak4kt6baEqqHlX5+JcntGqzcbxFr/0Ax67Xo7wfUnJjRkdsagV5k7e+8X/2n7bd//3PsABfvNn3objODzwyAN87t697NwsicKIw6eLrBo2mRjWqJagXIgp5QJcJ+xXX13Jv6QIaHZ9DpxR/VzQ1eh0XCxD9ZmDixsrVd9YqUbTtj1cp8PMksfvftzhM4+Ume+WMVybkikovwq4M7WP1TPL19KXfR6LlVVwI8I01dTEtjwQHo++aPL0oaLKCNXS+Ls0v97IxoJaOv0xFJ03O6zaplItaTIiDBM1lotj/FgjjEX6R11u0cbAGmYws12Tyz1cpKa2e34s8EOVB+kFMZYvMPUI30gPjSEYgVqY+brE9zV8XSMwDFodi6s3dbnliibH7s3TCIq4usAOUhV7mKD7GR0h7knTFLgH+nGWUxGypVi2JNs02eajv7LI5x7r8rsfHeLUYon5yMY3BUECwQDIkzTMXgplH5GzNYTu41QaJAIOnbY4O2eioWFqYOuxMpoylB636AhKeY3zRcnkSJFVYy2OTfmEYcJVG+t09SsprHgLgd8GLgE4+hCRdBmuFJmswBMv2ohY54btOitHEoarbWqlDlJ6LDQjIiJCEUAcEYYhzWbCXY/ZHDlv8/zhAlXb4up1OtvXCcZqqvrYZpyqb3zVb5tp5ba6OHaHqYbP73wsz4e/NERs5jEtm5IB5Z5GU4HbTsFtGTKt4Fq/eptgWfQOsLYRL6vcyg6uy7nFiP/7tQpR5KhzRAbu3lKnX8HVmDOzA1aH42zMqGmxcm5N19fhoDvsJdpKXgHu/jQlIx0pBY36gCAGP1Jxen6Y4IcxfigwgpS0pINvCMxMZBCqg2amjyy4Fh94a4dH9zQ5PO/S1A1cXWAEWfiTOhtJLU7blJTt2Mv4lD1KQQYVMThCTBdSri340Xe2kUzz2/834vRSkaXYxY81irFQ1TxJSNJmzdDULqBc0LllveSqLS0K+QWePx5x+LzGlx7LsdjR0aQglpLQ0GglkotTEm1Kp1oQnJ3ROTdjc9NmgZBtDp1xWVsus2lVkVbb6MM6eyWMDQysY50gf3y0VlpXyEWsGI4YH6qz/2TE8TmoFAOm52Pu223T7OaxTBU554Ux3RDmFi1Klsb6asJkFYbLWs8EyDYjJStzfFzLw7E9XMvDdTskeHx1l+Tzj5b4xEM1EjuPbZiUTCgaCtzupeDO5GyGhjlQuS0DBerB1sSKencM2/TQtC5ffdJi15ESpmPgpsILc9lSJ1vsyAGCGMviv1UPGyOy7U6ScaQvcbB6lSsDTp/+mgE8hU8SE8QQRIIgXSZlCWP9hyAIwNcFvq6CA/wgwg81gtCg0bK5coPHd9xU59Q9eVphkWYglZd76jamBRnPJh6g+UqyIFuZVnL1TWvLO/KesgjiWPIjb2vj2jN87rEuX3+mQruZw7cNuoYkiJW/oiDG0FV6WhAmzCwaHDhZY2LYYeeaBjdtbfFd1zXwAp2ubxLHAtuKaHsB9+0xOTtvUy0IQi9iz7E8Z+dNJqo2uuGyctQ5XsiZxwTBKwG+auUkh/d//r5Na607u43Kr9z/zFmmF3Xsk5JnXjaYa1romoalCXKmYuJZhjqGnJmP6XqCjbWYWi6iVpQMVQwqRZ1iLiHvhOSdgILrUcx3qBTbaFoXTXY5fD7m/j0mv/eJKhfnCgjXxTYNSkZCqed3txzcmVbTNFOilpn1x/3WJDtcZuBWFhI+OafDYivkzgdrgIOjS3J63MtwzBiOg064vTV970kQpxbMKklOiniAJMUlxvbLVTsZuHsvB7WcYtAFKO7d4sMIgkhF5oVhQhjGBAMqmuylH0h8Q+up3L3AxE1svv+2Dp9+uMlU3aahW9iawAhEGlTQdwyQqf5SiSq09PW0mot0rZ85KVzycyWpsuh9b27z5qsX+J+f9Hhgd5H95/IsBQ6tjkU3L4gS9WQydGi0Q+aWJIZuEMc5up5OtWhTLHjUmybnpwogBFYqKn/bVWEvgXqxBcMVsHQfr9OhHk6y2M3f+Yl7nrrv/e/9jlcCHKBaDikX5Vfvvte43TXcncUcnJ4q8PrL1Jq42VYnXikV0Ao5wWjV59njizy0t0gtnzBclNTKBkNlnaFyQrUYUi74VEptRipNNK3FiYs++0/CngMOew/ZPHssRyfKIfI2rq5RMhIKKbgdQ/mQ2z3jxX6kYL8tEf2+24qXHSptI8ROWxPX9mh7Pv/nHpcXjhbRLIO8nqSHy2x8lnHXM5DLHrj7OZuZcXtawUXcQ2m24l42Wxt4td+DX1rTs7eK3rNCTSAyVl6/iofpIwhR+thIYKYgDzKFe6AOm+2OxeXrPH7i9kX+1+cdWr5BQ0pMmWaMBpl9cdxvm2Qf1D22pOjb5GUTFnV3yhiPUh0+Y0k51+E3fqTDu17fZffhRfYccNl3Is+JqSItzyKKNYSI0aXSx0ppkqArijVgGAFPvezx3IESI2VJwTWxlSaZMExodlR7VS15nJqCatFk/YrohQXP+KqIg2W/1WUAH1rxXn7+137rySSRezeuDHcmiU8iNdaMtpivx2xdU2SxaRAnStU+XuuwYmyGLz9vYBtQyQmqJQXu4QqMVEKGyl3Gag2K+SWOnu/w6UdMntpf5fycxbkZU5nsGAaapePqgqKuwO28CrjVpESkvPGscssef7zPZ4mWzb3V7NvHtbs88Cx86K4KoXQo6AJ3ANy96q0Nepr3fawzYA8+pBajGSo89RXE7kvB/ppXXy1DovjUcRgRxwlBrJJ8w3QyE8YJYRQThnFPCxmGKCOeKOlPVAaquBVZ/MT3NNl1aJGv7XZo6A6OJtQ0pRcakHkUxsvShkWvXaFn4dn7EQe2QMszhiS2aXDdFp/rt4Wcu6XBhbkmT+5f5M6HKxw5V8aLdNWTizD9VCYCHUNPKBcMhit1njzUZnXVYrwS4ljq8y62YkaG68wsmazxYKYuaHka61Z5e+P21578wX/1/742wAF0d4QEyVxjnolKh5mFJkdPS3as1cnn27R8m1pBMlxpMzo0w6ceFRw+UWNVWVAt6QxVdEaqMFoNGK12GBuqI7UFPvhJnYefH+XYVA7iNOu9AAFqVZzTEgp6og6Tl4A767nNXuVOq7eRHirTkWBG1rKMeGB5pNbxjuURRh5/9sUCs508umNQ0OjNrM1ljrhZ5e7HFhoDIM8qtwJDxPS85Py8gdTEK0hL39ol0rQztTsYqyZUqz5n2xF+bPRArpQzqmqraJE4dZdSIA/TBDRfV62KGegEgUHXsynlPf7td9d56LkCXmBQ1wzFmNT6hK8ex73XrqQ2naIfhCiQr3L3GXiqptOVKJZ0PIskETiGZNNEzPqxgDdcMcv9LzT4/U+PcmLOUUKTJEw/2sTQdVwnz9aVXb7zlnk+/VCVRsdkrASVokfDE6zQbN56rU+9GXJm2mLHuhxXbB/p+dN/Q4B/73e/BV3T/c/f3eTC7Bx502ZyNTQ6bT75gGSyJnnrtQGTIzN88lHBp+8fYiyvMVHTGKkajFZhrOYzPtRmuLKI0Jf4H5/J8YkHh3GkyZqSwDYS/ChhriNpBEoeltOUd509aCPRm5akXBAjI29pKdBTcA8eKnsVPJ2xG77qvXNt7npMsvtAkdiwKegSZyDOsFfBtSyBIqviWcLb8gqeWTBDxLMHdHYdsNAdBg6Kf4ur17cLur7k6q0hV23z2X9OHTQVuNMqnublhFFawaMkXaiBmVmq9XxKdLxAxwgMfN/mus1NvuuGJT79iENL17GlVBZ76cJJk4O+i/HAHFzreZ6rs8IAL70n2BjwjUkpv1LEeIFJo+UQBBqWGTKU7/JDb2igc4H/+ZkaJ5eKinSVglxKE01amHqF971hjjCe5zMPVnFMm+u2a7z+2ibHzwsOHHco5W3GaiHbNg2zZvN3+VEUAT/7jQG+amKYSsH9+b2r1mzds/vkrZPVOvtOClotl9GyydZVCdXyAnc+LPn0/UMMOQZrxzTGh00mhmBiyGNypMnE8Dxf2R3wJ/eMcHG2xMqCYDifUHAUnbXlJTTOhwSepjZYGlia8vrOvFJM45LczJSZaJmiNzExM5HEMkZiZuGmxpA5p8NCI+Rzj5ZY7OQxs947NYM09Cwgi55ntSZVtlBvrZ1uHDV9MDUiRsoIP0yIQqWg6SvRX0OrOQjqQXynlnhRLLF1sLVIjWBjeo8obVVUJU+IwjjlgWfysFQLGUgCXSPQYwJd9eJd36Lg+rzr1hYPPN9grmPSkCZWetiUsq/mFzJOpycJQsY9kEvRb8P67UqCQBuY6ceKAKap3UizY3LyfIFWx8C1I4q5gGrJ5Y4b69ywdZo//WKHrz09gh9JojhMR6smCS7rgR9+4zyaXOD+p6scPOVQzJW5fE2XerfNC0dNrlgvmJxc84idX/vzXrfxzSt4tZjj6WfubmxanRx+5HFuOXrG0cbLgtpqnTVjMWsmF/jKnojPPlhjNGeydlxjYthgfChhxUiXyeEGprXAV/ZG/MFdIywt5llXSajloZxXm9ByQWfFqMeO+Vn+5j6HVreALtMZc+aTYvQrtzXAK7eWyduSlKyluC0Zr6VnzWwGOJaHlF1+906HrzxRJtIs8rrA1frRdtnm0hjou1VYVl9ofGlroqWKdl3G6IYynF8WnT1AO30NXPdv6VmLEqfTiEgShTFJHBEkygewz+dI0mS5rB9Xh80wPXCGA4dNP5QYoYYR6Pi+gW/YvPPGOqdn5/nFDzt0Ap2mJtUTUwxm5YjeTH65wWh/fKgqefp/A4INTcaYuoapx7T9Lnc+6HLunMbkkEalqFMuGDQ6BrWSycSQyc++qwHJRZ54qYo3beOFEVHkEUUmYeSyYYXkB26dQyRLPLxH0PFMVo8Z1MqSTZMJlYoWTTWcw19/6EuN77jt9m8OcHWbSPC95k991835a0+cnr5i79GQpU6BKzY2ePAFny88XGKyaLNxhRLxTgyHrBzpUCsvMrXU4E8/4fDI81XG8gabR2OGioJyQadS0KmUJCOViCs2dli50OKuR3Q6HRWuaumZdC1rSbLeWw7MukW/50556hkjMeNzZGNBy/Ap5Lo8dyzhob15OlEO29bJZ3yRrHrryp+6nzYwmFTRjyIczN7U0u1flMTUO8qNdllO5qvgO/t338Sqr7lMUslcFltScGMMLSSIk16bEmZLk4xf3RMTJAPR2iKdnQv8UGIGmqriukHXN7Etizdf5XH1mjq7j9g0NBtTSPVElX0nr741XXyJO26W2dYfHYqe1YWGrukEZghCuRY/8bLB9IWYK9Z2qbcNGm3FlWl3NDpdneGKxe/86AIP7bvA/767xom5PO0udDyPrqfOD5tWDfHuW+aJ4jovHSlx63iEk+vw7KECJ+dG911zVfunyqXcq94oXxXg1117B48++NdRsbo6aR2e4+YtOiM1j2cOR3z96RJrhxw2r9SYHBGsGu8wOdRA6nW+vDvizgfLzC0WWVuWjFcSqoXsmatRKwlqpZDJkTbV0iJPHopoBpaySDb6kRdZxe61JL3k437ltsyMTx4N9N1ZKlu6IbW7ND2PTzzk8tLZAsK0yOn0hLim3jf16U9O5ECcBimpiV5qstT6RjuGHnFhLuGexx1IV9y9HjxTzYtvcOjM5siDLrKxyqW//WafLzzuc3w+US6w6fp/GSU1ShTnOpLpKFEthsK0VQlDmbIMFdNQ9w06XZtNkwHff1udg2ddGoFOQ+pqbCgTNKGsJzQxmB4Xpz9L2p4MVvJ0fCjJPORjTN+g0zWxdJ3VY232HytxfErghT7dbkzH02l7Oh1P0vEUxffGTUts+Lez3Plgh689XWbhjMlCM1SWgW2TzauHuOPGRXS9w9f25JmoOIwNBWzcujaJQqJ3vPn2V/0V66/1u9955Rvpet1PvXTo+Ka5hblcI/B48sU8V6212LEeVo93WTnSoBu1eelcyL17DB55vooIHDYOxQyXoFJUy55qUVItxtRKPqO1DuO1BR55scUffqFCq+uwshgrW7YBw00rGwNm1NferJtUuxkPtCdR2nuHPXDbpqLcfupBnU98vUSAi2sqI/Ze9c7m3YOJX73Xsz9YxtVYHlwq0wjwtpdw4oIJUkMjeUXiWla6Xw3kg5bAWXKz8vvWWDvWJW+HkET4sez14FFWzaN+P64OnOISkIueT2AwUMU7nolhWPzA29rsPbHAnfdbtGUeU8q0gsd9g6HBmHIShIgG7kTpaSNd6UuRTV90NJmw1HQYqfr8uzsaLHV0Hn9+GD8UdL2Arh/T6ep0PJ2OZyoueMtk1ZjNT7+zzrZV09y7J8fR0w4nZy1W1BLOzWjsWFfhddta+F6XnK5RqVZb119z/acsy3ktGL82wEuVNcmnPv+lPyrWdv7UgaMP5RabeW7ZprNxdYtqscHzxyJ2H4cz0wZ7DpaYmbOZrAhGSzGVvEa5oFMtaVSLUCuFVIsek8MthqsL3Pecz3/7RIULs2VWlQRlJyZnK59nx0rX8EY249bSVK2Byp313maMZfWXOqYZYJo+lhHgOl3OzId88v4y0/MF9KKhvBG1Pp3VyBLgsgXPQCiS/oq8+2Sg/05HhDJCWgmmpazO9IwhONCOvJZlyvJNZ5ZwLFL+tKTrSWIvhjgiiI3U6DJl6EXJQEXvtyx9O+Okf+BMq7ge6uhBhK+pKj5c8Xnfm5s883yDY3OGalV67lvZNCjpJbMpywplXdFX+wwcqYVMf7CsyidIWWRyKOFX3rfAb8bwyO4aTU9npR/R8ZSWsttVgb7trqTR1hmpOnzHlQ2uXOex65DPqWmdMIAXj7jMtWw2zztcvd5jfsnn6p3b5+pzL/3RdTfe8ZrrhtcEOMA73rSGpaUGJ44U0bUmC60mdz8pyJkO+49D2zdxDY2cFEyuiim6UMobqt8uSmqlmGopYLjcYWKoQSdY4hOPSv7iKyPMLRTYUIOKG5G3U6mZ2Z+YWGbKwTYEljW4gk96ypzeODB7pJk/ttVF07o89JzOoy8XwXGwdVW9TS3piYpV2tfgQmegemc9uOy3KNoAyHUZQxJx/KzGUkeZQ/b71qTvMvvNRobLVvtZiyLJu7Bmpc+BGTVJCdJRoVLGJMQ9kPfn42HvIXrjw14lDySBllbywKTdcrhpS5M3XFnn1H02fqBTlyrwVhv4OUSa55OatF3yzac2FSnik1hTHimJ3jPlDELJ+JDGL763yVjB52t7K+y/mGNVFzpeQCdtWVqeRrNr0ezozC5alPIhV68LuWmLhxcGbF4hcK0W0/OCmUUdoZWJrK2ETvEb/nq/IcDzhRGPePEnb766/JnPfnUph2myumZScD1aTYFrOawYCTk3HZMkGqWCQbmgUS0m1EpKnDw+1KSYX+TTj0R87dkiB0+VsDDYPAxlV7lOZSLSzBCo13ebr84vsS11qLSNMI0hTFuTrD2xujy5T/DbH6vQCnIYtk4uNdO0ekubgUc6EsxSmbVLqvcgsLWsB9cjgjjmoWdM5ucM9LxYbpbZr22vMirsG97HiaqJg0lrQSipVeCN13V59MWQTnrQ7Nk0xKQayCRd+CRKTTNgthOGglBXc3EjSlTUSKhjBBG+FtP2TIo5i5//oSZHL1o8st+gI3M0RP9OlEUOItLK/KogT1U/6ZMzjCVBKPB8SdeXdD2NrqdTK9n8p/c0+I4bp/j6XpfPPDjEQttghaeqeSet5J2ORqsgOT9rcG4mYcVwAcf1OXYeynZCzgkwtID5eKK12BY/OTIx7v2dAe63W3G+tHn3jsvt+r4Df5kLw5CcnXBmJmJiyGXzao+l7iLWUgHXyjNSVb32UDlgpNJmbGiJ4xfbfOQhjY/fN4qMbUZyguFCQjEnVNaOqcCtaTKVtqkRnZqi9C3cnAFljrksDTkjUqXtienR8AI++3CB42eLiLyFo4ueF7mhD5r49Cu39mqHSzm45Ut6o0EtJVglIqLjWySJrpLKesC4pAe/BOQ9dU8G9sFkhzTBQZMS14yQSUgUJwRJKiJI+n14NjYcnKpEA324EfZn47qWUWp1tDBCD0w6Xsj6SZ/3vqHBS0cdZgODlmZjhAJNyHSCInr03aT3xIz7378AkSY/RLHaxHaEmkI12pKGrdHsqLCqWtlmx4omO1Y1GC2e52t7Srx0tsSqbqKquR/T9ZQ7QD4X0vZneeZAmc2rDPJul1NTGnlHkgiX733vm+srVqze3W4vxt8Iw98Q4KYzAZizbe/4e9ZvuPLh557fZSw0BEHgcNPOJg++kHD0ZJEr1jusGoNqMaBa8hmvNTGtJV446fHBT9Y4ea7ISE4ykk8o5aGQ+lsoMa0CmPKmU781PfVNyQhUjpVFlPQz7LNgWlW5s7Ggh9S7/NUXLD7y1TI4Nqamk9eSntayV717xKpsLLi8PclyYvqpyRlvOnsZgUyQujIplIP992sA+9WuQXAPpjYksSQJVQ+eyJgwlsv0jnHU78XjmN7IMOwRtAZBroqGWuvH6IFOoEV4mkmrbfP+d7Q4PbPAH3/apBNqNIWBns24ielZyZFZ0mU9+eCMHBIkfkDPKkLXVDpH3ZE0WjqNtsFiw6JWcvnAm+u8bsccH/yUx8FTZepdkxVBRNeL6Xgxq8Z0brvK5eWzTR55Ns/rtmlMjiQ0mgGXXXZNIIjfs2a8NNv2Ct/w9/sNAS6kRdg+xrr16851Ot3j9z1+YPN4ySM/1GLXwZDYK/L2GwTDlS7VQqxU5rUGiVzg9++yufuxlRQNky3DCdU8lPIaeVfZ9eZd1We6thIldHw4O62yX/R0Pm2ZsTK8t5SMye6JhuOBYCuV3GYayhzo9HTEXY9WaEcumpWOBfVLx4IZkC+doPSB3WtR5GCLkk5UhFLfnJkSPHvYAl32EiAujTRJi1zvVr7M7H7gaDSYcpwkgjCQXLHZZ2TMZ+liRJDohIlYZs0QX3rQjAd78VeCXNfU8kfTdPQwRg8jup5FyQx41+tbfPbhJscvmnhCoyE0tatM7dqigRl8z3ErXQQNnl2iOOHCbEDXj7CMLGZSp+5KlloGi02NpabJYsNmuNLkz//9Ip9/6gJ/8Llhjky7THoJC22fxRacn8uxZbXNjdtbnJzWcAyTyzfZbNyw4Xi+sPbcnhdPc+3O1d8Q4JJvcmmaxqOP7DnlefqP3X7bdkr5JY6f0xFxiRWjAbncAg8853HotEa11CXRFvmzL+f46pNjrCiYbB6HNaMaK0ZNJkcsJkd0JoYlK0YiVo16bFndZOemaRxnnvklnyBQiwVTV1ZujhWlvuCB8gS305ApM0gBHmDqAYbu0418vvC4w4tHCmBbWJrE1Qa43gMV3JBiWfXuV/Hl7YnUkmWVXMqo14+fOC947oCFMFJb40FQD4L7Nau4GBBFiIFZuMTzNa7cErFuwkfEA5yUVCkUZ9U8reRxPLj4YRnQg2j5yDAcYBwGoUG7Y7NjPbzrlgYFvU0c+XSihGYk6ISCTiBp+4KWJ2l1VXRIx0voegleoIQLSaIEIUPlmHbc4blTAYfOxZybCbgw43Fhxuf8dMTZKcGpCwYnzrscPVNhen6M2691+LfvnCeQLWaags2rEt54XZNm0ODsrEcc5lg/IZmrN/HkFRBpP3b+xJOnpNT4Zpf+zd5BWGuoN9sUcs6FBx7lsZPTh19XyS/RDTrsPZxg6WUmqjqjlZC23+bOe12+/NgI6yqSyZqgUjQoFzVKeUHBVeKHghtSyAUMV9p4QYMXzoR8/IFh8jJi1ZiGFBLTUK1JzgkpuAE521caTkuFIUmh2gVdD9H1ANvx+NITGr/3iQqe7qBrBrmBuJRMrZPRX7VXy0nP1vKZX0m6uewlKQ8kKkgZYZqkTpyait9j0EAzA/crB4ZJBu4sESdZ3qpk20xCQeDHJGkfHvYsGAYOmwNELD2tsGGULJuLh6Ek0BP0SKKnY0MtiNE1HS0wVOxjYPGffqDN0fN17n7MIpI6HWEgUdpKEamDpGsk5MOYKFbyMy0Vk8eJYiZODke8b1UTX4QcOl1k7oLNeDGm6Ki/Zc5WFmwLDZ3FpkW9pTM5YvDdNyyQiDqfekBjai7HiiGTN1/pYVkdDp2JmVmQ3HDZELfdvPmxTVtvuhD4bUwr983g+80BDlDMu+zf9/TR9Svyf7Tzss2ve+Lpx3Fthxu2CtZNNinlDHSjzf+9T+Oh3WU2DGusGtGolXVqJUGlGFPOh1SLPsVcgJQBlWKHqcU2f/Q5g6cOjlA2bGoTykvcNMDugdunlO8yXG7hOh3q7RjH1Oh4ZmpAqeK5E0IeeTHPUsNB2BZOr3qTutsO0mEHlznZ3DtrUfqtidpaLo/UU1VcBR4ttSQJioOivRqwe1VcvKIXH9xgXnrQ7OfuSMq5CJkmnAXZWDCdomQGn73DZrbZ7EX8QahBoAn0UBJqCaEmCUONQIsJAmUS7wcRhm5Rzge8YWebLz3uEcYWYaLjxQI/FnhBhGsHzM9ruKbOaFEAEZpUG+UgUF+/62msHnP5zffP8MyR8/z+Z0Y4MJWnllftQtlJqBUCSrmIpYbGUlOn3nZpdzVuv3YeU69z9yOSmV0mhaLO+rEiY1WPaqHLytXX0goqf7Rrz+6j11973bcC3W8N4ACauwrhFnavXNn5wk3e1B1zc0eZW7I5flbn5p0eTxzweGhXjU1jFusmdMaGJGPVmPGhLrVSm2K+ycV5j8Pn4S3Xtjk3E/P7n8rz5WeGGCvajNbiNMFY+Qjm7IhCzqdc6DBaW+TF4x5nFiQvHDX54Td1mawaeL6mDqRmxJkLgr0v5fB1G13TyWVswXRy0hMTLztMLueeZMSqjHSkCQYmKHFaudUUpevHfPKBHHGi7jiXBsR+QzbhoDINMdB/9+MDk0Qg0fj+N3e5d09IM4nVJGVZH77cZOfSPlyxD7MqLhTQNZnO9DV8LUYLNDTNwNBMTMPi6u1dVk10OX4xjzDU3cwPEtaP1Xn/m+d56ajOyTmXF46UiRMNTaptsmtFdD3l7z294LAhV+KOG6ax9PP8xkeHOD5t85ZrPS5M6zx72qFsC0YKIWOViHpTp9m28Pxh3nrlLGenGzz9YpkrJjSKTsCJ8xFbNm5j6+ZtX9iweWJ37De+Vdh+6wDfun6CTuP8qdW3XP8fPnl2n6brZ28PAggMm+MXG+x5qcjlqx22rNZYMZKwZrxFpdig5bc5dCHg3mcdLswVuDAj2Hs04OxMzD17hqjkbCarMaWcIO/q5FxBwVW0ynKhy1htkcdf9vjgx2pMLeWxpGRVucvbrkvQtRDDUNXtr7/q8vwxF3QLN2ULWnq/7zaWzb+Xr+b7jMF+BR8cDypgD76ubtEHThnEaGhCvBLgKbpfqwfvmXFmntyXgDuJVQXfsspH1yKSMCJMDMJB8/lkcFSYVXGWV/GItJL3o0V0TRJoMqW1qgOnHxr4gcnla7v8yNub/OrfVDEElI0Y00p4y2U6t1+X4103dZhtzvJbH/N59MURDE2mvpIRbiei3tJZbBicn81hGmW+4+pZ4vgcp6dzvPkqnbPTOhcW6ty/1+TcjMv0WZvaQsKaugJ6xxvihs2LzMy1sWUeXUpy+RwjQ+V7SiM3/oeDR86f3rpp1T88wAGcwgQPPbb79Iq11+6/OLN0+2jtIM8dD9l3osREJcf2tQmrxltMjiwxU2/zyccNHnkuR9e3CLo6FVdjVVljw1hAPt/g3mcNqm5CyYViTqeQ0yi6CcV82AP3Ey/7/MZHRrkwVWK8JFg9LKjX85w87zM50iDndoCYF0+YtGMHS9fI63HK9R5YyWuXbCplf/at9/rvpN+mZIfMS4CtmHYRkZZgmhKRmuTIXkpDsrxV+UZXwjJmYTy40Uzz5D1PqHKc9A0u44GlT79FSQ+cl6zuo8FKHgpCTeKHyvpNk1ovtlvXVBCUY5nsWBsAEbqAvJGwqpZQMkscPlVk9ViL1UOL/NoP1/n1jwqe3j+CpUtliGRFuLbGkquRc0wWGzl0o82BYyGzC1XOjxcYLsVsHG9z7cYu3WCOh14wuHdXjiePOKyci7k4r7NtbYXvvKFJN6jzxD6XW69dzetuumZ/feaZ01s33/C3gezfDuAAtaER1q9e9Tu7Xjyw7uz5me9bUW2wdVXMUKWBF7U5M9/lw193uDhXo9EwsTWNMRcqw5Lhis76FZJbdmg8cVinZAtKNspUP6dTykG5EFEtdBmuNHjipS7//eNDXJgqsbaWMFlNGB82yTsafqAixXUZM1uHhmeBbpFPQ2YV3yR1tO3pKlk+NelZoNEDdk/ZIgfBPQhyZcwzPStpeRpJKszVxCU8lEt78qySX8IgXPZALDtoJrHEtROGhwIWpiK18ImFAnfmzZ35/0UQaYMLnxTksZqiaFGCFgm0UP3cvtTSCZGGJvVUqBDiBxZ5q8twyVPe8KlPY70tOHVRcWK8ULBqFH79/Uv82sc0Xjg0hGOgdhVWiOsY5GydRsfEblucmTPZvb+Apdmsm9QYrbpUCwGlvMft13a5ZVuHiwtNvr7H5uKizZk9NkMlg40rdN5wtc1NV1c+tWrtVb/Tbpz628KVbz5nueT6sz/9Q0Y3Xel1xPhXrlxx/NY4aK26fNMc52bb/MFnihw4XiFs2xgYrB022DhpMFrRqZZ0Jkc0Nq/q4riLfHmXyelzOVZUBMMVg1pZZ6QcM1zxWDnaIBEL/PHncuw9MMTaYcF4GYYrOkMVg+EKVEs+5UKXoWqdTz0s+MxDwwjhUrOTngOWbSQD/iYiNdNM6QCmlhLzReogqxyteq/rcc8k1BwQUZhGgO10+Ysv6nzl0SKh6WLqOnkj6VEBzGxTOiBiNlKdZ2ZBoadKfV3v+6wYPUsKZY2gayHVmsdCXePJ5/MkhomlCWzZN+7J7ka9vM7UW7BvqCl6aXEyfT/Ry9wUqVWF6LEHDS1huOIzuxCz92CevKuRt1QKta5rSKkyfkg01k+G5JwmDzxv0epY5MzsZ9EwdGV+WskFtAKPF46bRIFEFwI/1JmrG5yftWh1HBzTIWc5XLFO4w1Xttl3OuDIeRgqG8y2So+/7wfWvXf2zO5meeTWvzXA/9YVHOA/fOAOzp7e3U7i7/ZP3vVFnj/c4sjpPNvGbbavj5maC5hesLl6i2Sk2uWl4xaGZjBWC5kcaXBsOuCZ/UXKlqRSUFk/lUJCpRQwXG4jZZ2PP2zw2MEhJmuSkUJMpahRLhqUC4JiTs3EK8UuZ6dDPv94kQUvx3ge5TqbbkCtrHrrlwoZ+tV7cO49GCOi9Yx4+iNJmcadCKH8uGM0hJBKJMDy2Xe/D3/tbWZP6DAQArVsZZ9IJCrDRkWSxISJRtTLsKfftmSvJ1kvrii0epSk/bdIM31UFZeZz4nQyDxkhVCLrFrZ57tu7vC1Z5vM16sM56DRiVlqhNimgWnoGLqDZVa4fmPED7xxjjsfNJiqm9hGjGMFOLbF3JLOSMXlxq1N7n+2w9lzFpVcgGNLdCPi5ZMBoyWTq7cYzNRjLs7m2LE2z7XrPXJ6l5UjBW5+wx3+47tk+3XX7/y7QPWbL3pe65pcuZGJlRt2rd90ZafRKVMuSDauihipNYiSmK1rBZNjC0zX5zkz5WMZCaOVLlJvcN9ei4UFl8laQqmoUykKqsWI4XKX4eoSX9sT8b8+O4KDyUQpolqQSjRRlFQKMaW8AndCi7ufMHjpRIWarVOxM8/w1Jizl8gwuH6/dLmTgXxg5j0QtKql4Fb6RKVRVDklMlXxqFz7Xljrq0xSeqhfBuz0P5Plc/D4ktU9iUgTn6I03UyZ56j2RAxEiKTr+/TAGS5rVRh4iF5ejh8qMlSnq9HqGjQ7Jo2ORaOVZ/tqjXffsgCax1xTUm8nLDVDFhoR80uSuSWT6XmXMCzxs+/yefv1s1xsxMzUYaERsVgPmV+SnJ12GC7meOvVbXx8ppcS/CBi9VjEyHCT8wt1DpyMETLmQr3D4XMRs3XBSCXPNddc1Vmzev2uNavX/11h+ner4ABClOm227/8pltuTXTvpZ/d9/Jpu1pOeHq/zYohk1Kpwcfui+m2q2xdZTM2FFErN7j32YRHni2zbhhqJZ1aSWeoFDNc6TI+tMT5+Raff6qKLVxWVWKqBUm5qKeSt4RKQeUCjVbrPHXQ50P3jNLpqvct2wl5J8E21TgwI+5nfnv9pGHZFxn3ZGl9WqwcmJz0Sf8DDy1GN+nZKWhC9XqXrugzf+3XGhUuc74amKRk1TuJBUkiCQNVphMU2SqmbxHXj/KjPyKUqnfOqriW9uJGZgoaCSKhvm4YaQSBxA8TwtTqWiQwPhzwY99ZZ9+JBZ7cN0LeEgPhAVnWkomu53GdgO+5sc7eg3VOz5VVFpIRYFtqTX/qQonbdnY5cmGJx/cMMTUfMVI1eMe1Np1gia88LRALLtdv9XnxREDZihmdXN298so3/WHOtX7Fcay/M8D/1j344PXff+u3ko3bb30MXG18qHHj/iNdbeWIzoqxOg8+a2CKAldvNFk9Jlg70aYVLPCndxdIujk2TUomhkzGh2Bi2GP1eIOZxgL//RMF9h4YYv0QjJagVlIC1VoZRsohI5UOo7U6U4sN/vALBQ6crTFRkAznY0quOrDmbeUvrWupl0cK8kxMnGUGWQaYZhof0uuF+32xrg9m+ag+3DZ9ml2fj93nsv9kAYx0LKmrPrVnnD/Qh6sUBtHrwfsCi/6TS32dtBc3op5FmWkEzCzGPPxCjk5oo+k6TupAYPR68LQPT3/Ofjxh1ptf0pKl7VicKLu3bqCCYbPk5IRsyRRTKTZ57oTOTN3BloP+KRIpNDSpFEibV4asnVhiz3GD6XkbV1caTyk1hNQZrQjWT9Z56qBOs2GQRDC7ZFJyLVaMhew5HJIEBhO1hECO+K+/et3v6PH0f5tYuTX8+2D071zBs2vV6IzvuoXfnp2Z8MdHvN88O7MkT09ZbF1hsWK0zdS8wNAdHLvJ737GolXPs3USxmoGY0MwPuSxerzOzNIiv/HxHHsP1Vhfg5FikrYlOpUi1Ioh1ZLHSLUJWp3/+RmX+3cPM1nSGC3ElHPKmD/vqmwgTRO0OxFLzYAotZuD/h88A5iZHfYGhMU9Ncuy2bb6P12POXtK8sQei1BIpWFkIPNSvEYP/oqw2EsfYllr0uvHY8Et13hMjgfMnUz65p6DI8Y06EpNUxLCAX8STSaEWtLr00H9LlSymaDeFDQ7arrk2qptidIAWikT3npVSDeY4Vf/wuTckps+EcP0Dmig6zq6bmMYZW7ZFvJbPzLFb3xUcmwmjy5DNA0M3cQxC2xe4/Fv71ji9z5uE8YJQRJw716NlUM5btrWodVdot4ZijdvHP9Nt1D4/cNn6v7fF59/5x48u9781h+hVpGd667e9IW1Gy9LLsw4TAwZoLV56mU4fdGimAvZe9TnxSNFVlc1Vo6YTI5KVoz6rF9RZ66xwK9/zGTXgRqryhpjpUQdKgsG1aKkVoqolX1GKi2Gyos8/nLCAy8OMZozGC/GVPJQKUgqBZ1ayWC0qrFxJUyOhcw2Epod1YuSxvFpWuYW2w/DMo1UVCxf27hHpIrzKALPV6OIjCY7uOCR6YRCSvGq3PAM1L204UFX2kGwp4oZy1DBUWkCVT8xgv4rWa59GCu75SBM8IOYIFSPKE1UAJWXlHdDhsotzs52OHbWZ3ouYG4R5pY05pd0FuoWMwsus4sVbt0huXnHLHMtn4t1mRr0hyzUQ+brgrlFg+l5l4uzFa7fZPJrH7hAqdrk0JTk/GzEuemAUxc1zkxVuGKtwVVb6tTbkpVDFtdvD0lkkzMXdYaLNldcuTMxy1u+cGxK69zxXT/w94Xn37+CA5juKnLV4pE1qyo/9W++N/mzJ595Wp6ZtjENg42TkqHaNJ950mJVxWLjSoN1KwRrJzpsXDXP9NISv/aRHHuPVFld0RkvJVSL6lBZLSnZ21BJgXukOsfXnwv5bx+bJK/ZrCzG1ApQzms9v5VyAWqliHUTTU7NNfjkowUqhorwTkhblXS2a5tKSGGZEbrWB2l/mjFgiSlSNIm0L0/9IQRiAODLgd5rE9JeXWSHSvrJa9kcO8uaX9aLZ1OWOEtLTnrutf1nXf9OkagMplTORho3qBY5QdSPBjc0dVB3c4scmXG4eMFl/ajAC2KCyCCKtfRr2wgBo9WEX/yBBfxomgefHcXQ9JQjH6QkNQ1NmuhaHiESrl0/z2984AK//JcjvHimiBeExDFIaeBaQ9y8fZY/P+pz+LTFhpUGK4djzs1FiPxN8Zb1W3+qsnLlkcbc3D8ENP9hAL527dV4jcP+ZZdd/5d37j/hVssTf2AbZzk5naOY9/nIvXDmbIGrN+hsXwcbVtbJufN8eXfApx6pcPRMkVUlyUQpoVaUVAqpGr+UUCsFDFc6jFQXefDFgF/5m3GCdo41lZhaESqFPrgrBaiWIkYqHqNDdc43mnSCAnmpACIEA1zzPlvRthRpKAhV1k2SQCQFg/F/MKAuH0DWoDQta1Wy5OIs317IfguTOiMPbB5FbxrSGxXSb1HIYsYT5RkOfdGYgN6MW097oyBQNsuaVNUcEacBT8peIktpM/QY2/Dxo4TzSzZ5S/TzPBMDEkmSGL0n+MRwwq+9f4EomeGxF0bRpVRxhDJIR7AammYiRB4hYPuKOr/7Y/N85tEOT+4r0zoNfgi6dLhqa4Ef+o5FnnyuihAx+08krFkxyYYV1v+z8+pr/3LPrmPRzdfv+OcDcACrsIlW42z0ve9527HTx/ONu+5pFop2nUPnIp4/XOCqtSZXb4kYri3y1MEO9z7ncP7iMFqisaKQUMvH1Eoa1aJOpahTK9ID93B1gQee7/JfPzJO4hVYW40ZKgiqRY1SQadU0CjnoVKIqBZ9RmotwrjFFx43WagbTI4lapwnVSSJbSqhRd4JKeV9SnkPKSPOz+Zodc005lsdFjMtosiSaVJBcVY2xSU9dy/BeHAkmWbfQFplB23Y0qCqpDfyy54F6vMnfcIKkGbdZE+x9MlkaEq7KqVgIYCLdfW1y47qeZRXSYxv9Su7HwhqBcH33FJn/4kCF5csJaQmVA5bsU4Ua0SJ0WuXJobh//3X8/zqR6d55LnRlMAWoemByvuRGkJYCKE0oCPFkH/3nQG33zjDA89a7DtcwjtkY1tFrt7sMTPfZLFpsHqiytbLb2xcfs11x86dvhjdfP2GfyhY/sMBHMDN25w6ldwzseqNP71xh/WHd3/53urWyTmu3yjZuSnkYqPJ55+G/cer5E2DW7fqtMMGJ8/rlHKGAnfJoFKESjGkVvRYObrEvlNtfvPjQ4TdPOuqMcNFQa2kevRyQaOUTygXIkp5n3LBo5xvs9jpcn4hj6WJ9BCZpjWkOk/XinqcdMNcYs9Ryb5DOSqOxlA5RtfUuFFVPDHQgsSvsA3OLtHrvbMcy3SCosveZjFJVGUVoQJhGA5Kz7K2KBP4Jn1Be5Kks/CYONFSn+40AdkA19GoFXW2rW/z3KkGe4/k8EL1ZDV15Zuu+nEtFUBo+KHJRKVJ3uowV7fIW8r0J87453FCFGvEsU6S2EDCytGYX/3BeX5mSeflI0PYRoKhq2hwKQwEGpZhYlttXjoJ7dYY12xb4kff3mT/ljpP7PPZdbBEEJWZXfR5y7UGm7a/fn5y9c3/UUta93iG87fC3D8pwIUYAuDMxaWPXnvNLfpoKfmd+x96cHjrmiU6QcATL+ZZWdUobY9YWNS5dlvMUtCh2cozUjGYHDHIO1DMKbCO1Zr48RKffyqP1ymyppIwWhYMlXWqaY9eLsQUc6mIwvUp5bq4dpuH9wmeebnA+mqfj2KkjrSOpSLJy4UuI9UFPv5wwp98boiNQxqXr49VfJ0dE/U8PrLQ1AihRRhGivEkIUoPfctALjPZneiZhRq6orn6fkIUJMS6cobSNUWEirJ2KMlMdjIBs2obgiBR+swkJoj1dNKhBBaGJnAtSaWks3Ojwbtva/PHd7e584ExLF3DMhIcL8bzY/xA8Xj8ULLYsLh+q+CyDQ2++HSRYltDE1Hqf9iPSglDnTg2ehHiY0Mx77qhydHTDmcX8tiphDCJoevpaFJD6gZ7DjVpNmNGqg6zdZ1u1+SmbV3ue8Fn3wmd7RsqFMbeOLNj542/QNL5qJDD/6Dghn+AKcqrXSvHSnjd8K/HVt/ySzdes3VGSJ+L0wZvuzrk6i0BxVyX7WvBtBs8sNshZ7vs3ATb1i9RyHuYRkKt5CFknT/5gsNXnxhiIi8YrwiGKzojFYPRmmSsGjEx3GXNeJuRaodCzsN1ugSxx/PHLXQMXDNO+SVZHDc4dkTeCagU2jx7zOezj5YwEpu8paYtQaSqqUiUBbBKPwtxXB+ph+w9pNNpAnFEHMeE8fKo7qw9MXTlp5h3BNViQsGNaHYCFhsBrU6E5yf4oaK0ZofMzDRHk3HPPcspxly9xYcoIOn6+HGMn/bxkOXdq1jujqeTREXe/TqPyzYuMdOCZhclL/NjvCDBDwS+L+l6OnFkc9U6D1v3WfIF9a7k4pLkxJTkwlzEzLzP9ELA1HzC1LzB+VmH2YUy77je5KfumCOQHrMNQRBCoxNw4HST549ENJsOb75G4kVNXjquU++E7D6U8NAei1UViGVEaXj7zFtuu/6XIPxrIWv/GFD8xwE4wLqVRYb1z/7lNduTn7fc1fM7N9SxTY/ziyELdZuVYz57j0LRcnnjlQn54hJPvNRlaj5JXf7bPH0o5p4nq1QsnRU1GKnqjFYNxoYEk8M+aydbrBqdZ7E9h2HMY5shmkxYqCd88am8ivXugVvZvzlWomx88x7doM2d9zvsO1RkKK+8yFV8R5JOH9IUYiOgmOsws+TzV1+y+Z8fz7F+dQdDdojDEC8dz2VtQybENQxlaFTIxawa9ZgYWeLcQoezMyHNdkjHiwgCem6x2YFOza+Vx2JMwLHTkp/7oRb/6vYFVlbqeB2fdijws49LVIJlHCd0Pcl83eGqDSYfeMsShu2z2BZ0/ISur6q454MXSLxAo901+c4bfWpFnzCGTgDtxMOptDg+n3B8GqbmAqbmfC7OJVycMzg7naPZrvDdNyZct22JubYyGRqtatx4RYd5r8XDz0mazRI7NwWcngmo5gyGaiHdIOKFIx7bN0zOn5jP/fx/+aOH/1KI6j8WDP/xAA6QH/0AJ85oH7l86+S/N/MbGsfOS144pnHDtpiIOmfOu9xyuaBQXuKLTwkOHC0ThSbVokcQt3l0vwOhzdphGKkocI8PwWS6+ZwYnmLXkQYf/ITF155yuTjn4AUqYiWMNGXkmQLcNPvtiWuHFHNdLi76PLQvT7WgUbASZT6ki1QgoRiFlhlQLrQ5Oe3zqx+q8ot/Os6tV4X8r19a5MffOY+IWkp4m4hsyKEOtOkW07ag4MaMVjtUyovMtDymFlEV3IvVijxOByRJ34LYNgMMo8tffNnhP/zWKA8/a/O7P9XiN398js1jCyy1QlqhSGMG+zbKXV/S6hjMLua59bKA8VqLhY6g7fUB3g3U+/mBMgOSUkMKpV8dLyd853UR/+UHF7hq2zynFkJOzMCFuZCLcz5TczEX5wxOXsgjkxKv3+GhmR6zTdCkzraVBb7zZp+ZTovHXzBYM2yh6012vWxw1QaflcNdLtu6tqFbK//9mOt/5IP/4Y5/TAj+w/bgr3admnLjIBr7VKEgw8u3xf/X9+ftWrnFrv02t14mmBxZ5ItPmphRnpuukawaDRirNXjxdMyu/SVWVpT11/iQwcRwotb6Y3UW24v82kc09h4exk5sTp4zmByCWskjERJTk8hYUWCtXmIuOFZE3vHR9Q4vnZY0WjnWVRIci549s5nGodhWQCnX4cRFn9/6eJV7d41i6BpvujJgy7jJf/6+LlKb5cNfs2kHjurZyQ5/ig9j9ZwBApqhhx85tDylSveDOCVFKdvkbPtoGSFCdvmzL1r8/qcnmF9yGHo6x3ff2OWd13u45jy/+lGD6bkqFVvgB+D7MZ6f0PUFbU+j3rKZHDHZvqrJ0TNFGl1JKaviXoIXCLxAIwh1InQSwDUSJquSNUMlhhzJz79njjdeeY4PfXGYQxddgigkjhMSTKQ0KTglbtzicd/qFgePmRw6Be2OwVVbi7zzhhZffrLF4y84rJ+Ep172OX7GxC2PdCcnVv7oxpVjn1uoN+K/H7q++fWPWsEB7rjjPVy28WC0bWv3c5dvGfmhN9ww3H38eZ3RisOqiSUefs6g4uS57WofYSwy3wppegFf3+1iJCZrRiTjQwYrRhNWj3fYtGqOgBl+7y6TLz81gpU4bByX1Io6AjXnzTjJdppanAHXttT0JO/4NDoeX3wyhyEMinaSeiNqyk3LiLHtkJzjY1ltHtpn8rU9I0yUDa5dKzl3YQUHj05gamV+5G0+a0abtPw+bTUbF2bG+WbKL1F+4omqupEysI8jBhZKqno7dsDp6ZCPfXWIjlfg8pUGK0pDPHdgkouzQ7zhCpPbdi7RCX3qnqQb9NOQu56g3dVotA3C0OW7buxSyHnUu4KOR9qiJHi+wPNVGlsQ6Iion8I8t6Rx5EyRKKzxXddJ/tN7p8Bq8vIFwenpiPPTPudn4MR5hyQq8tZrAywnpFz08eUSDz8f0Vgq8IYr4MRMh6lZm2u3xDS11V1Prvoh3Uo+9/SBU9Htt7/rHxt+//gAB9hy+c+QF1q05crgrmaw9v3XXr6hvXZigcdfMKjlc9x4eYN7n23z0G6bwJPsOyE4dCLH2hGdlWMGa8ZjNqxssGp8iqcPN/hvd5Z4/IUR1lR1VlUTakWNYl7gWBGaFvLCcY22Z5DLogdNTR0uzYicE+DaXR59QfDMvhLDechZyrbZsQSOrWbkrhVQync4PRfwyYcr5AyTyXLMREXQ6VpMz7vMLuRZOWTwgbfW6QbK5jhJe2KRjgsHTTulUHPsMFXH97Ps01l6rz3x+ej9DoenC4wVBGOlBMfUuTBrMzWXo90p8b2vD9g00mCxndDyUW6tXkSnm9DpStpdnYWGwy2Xwa1XLlH3Se8cqaurp9qUTlfHsTS2rPcIEuV1Um/FzC7qnJ3Kc+biMK/b5vBf3zfHNdtnODIXcfRizOmLPqcvwsnzRbatNLliXQfDMHnzVSZvvn6BJ1/usrhgc8sOwaHzbQxrQ/uWnSve/9/+8/a79h6xov/8kz/6TwG9fxqAA1TX/AQfu3NVMjr2xc+Uh6o/evDipqVyzuW6y2Y5eCrG0fKsGTEZqvrsPqijRQ6bV+psXBWzZc0SujnDF3dF/OpfjfHSwRobh2C0lCiCVU4nZ4Nrq4PZfXsdmk2dnJX0nGpdCxw7xrV9NL3LmTmJkCZFK05bF02NB60Yx44ouD5S63DvHotjZ4tMFFS+kGMrDrgXSNqeSRBa5M0YEYVpmi+9VbogY/glqQVx3wclTheTvTl6tpHUYnTNp+nr6JpO3lR3oTiBdldQb5nMLrqsG7d449V1OklAvZMeIr2Yjh/T9gTtrlKqh4HDqloXLwlpetBN36/rp/16V6fk6rzlqi5+GNP2oN2JabRgsaEzveBy+mKNK9ZW+e8f8PnOm2Zp0eHguZCjZwMOntYRcZGrt0bMLEWcPu/idQpsWxPzzMEm9brJ+96+cmnFyvKPfuLRz33moXvPJn/4X/7+HJN/dgAH+OEffC9TM29lqLDxEzdcedXPvPW2K+aOnB1htCzQjRarx328sMGhE3mu22Kyc1PE2sk5Ltbn+IUP5/iLuyfYULW5YrVguEgKWoltCRw7wbVDEB5+pFO0pPIbtzVcS+DaqfGM61Fve3z0gQrlnEbeQk1bLIljQ86OVSpzrstcw+Oep0uYiU45F+NY6uAohFqx+76GH5isnYhZs7JD21OKmqQnvEyx2+OLJH2hcfp+iRp8p74rCY4dcfQ8HD+nvF0sQ9FTkwS8QLUf9aZFFOd45w0BI+Um811Bqytop75+bQ/aXY1212Cx6fKDb/Io5dsseZK2Bx0/Th1d0ydCx8aUEIuQtp+ot3kJbU/S7mrMzNvsO1rl1PlJfvLtNr/7YzNUh+scnfZ48YjPrpfybFvhYNstTk35hEmbc9OS119dY8X6q+eK5at+Jmet/8T33/o23vjW9/xTQu4f/5B56fV97/lJAI6eWvqIlLp+nf7kb7+07+7hDeM+K0ZbPH/E4poNNpdvDKhVF/jiMyEPP1cl6DrsGBdsWmVQKYU8sDfCjLXUKEhgmxE5x+fYxZgn9+eo5hIcW4HXTat7zvYp5jrsPgpe4DDmJOpJkgE8HSHmHB/HbnP3LoPnD5fZOKRkcJahdJVCqNV6EEriWGfb6pjtq7s8uqfcs3NIa/XAT54Minr64E8dC0VqLORYIc8clBw+5WAKgaGpZY4SJ/Sr7tyiwxXrTd5yZZ1PPlik0dUoeQldL6LrKUP5dlen1bYoF202T7TYc6BAswvtbkynG9PqSlpdjcWmzc075lk90aU+Z+GFiZruRErkYBgNHn8xR7Vg0+wMsWbM4pd/oMWDLyzx0O4cLxx1iZMi21Y3ee6oD7JAbcjmxhveOvOWN934ixB+RIjyPzXUgG8DwLNrw+oSjVbzr0aqN4n5Bh8U4ivDzx32Kbo2V2zwCJM6H/06XJipsmMCgiBkuOJy9baQkHkaT9lUTPXta4LUUtnnpZcEzabNuvGEnK2RcyQ5R9FDi3kPL+jw5/cUiEMrbU8EtqXh2oJcai9WynWZWuzykftGKDs6ZTvEtVVukKFlFRzCSOIHOkmo43dTf8Ae9TW5lPTXuy6NI5Ci38oYWohjx+imhhaQUnjV4TkIE3WI7Og02hb1Vp4ffvMcjz7fYL5dppqCt92NaHsa7a5Gq2MyXLH5ye+s8++Ol1nouJS7Ma1ORKuj0WyrO8L4kM1la9o8OFUkCCCOY0DlDrlOl5MzMcfPSQzDoN3NEwQu123wWFlr8vWnQ3YfKLBmwmLzSo92mOf973rTzI6dN/1S4Cd/ZVrlbxfM/mlblEuvQi5PzpV/+ebbbvi5NZvfsbBp7QomhrosNAOOnNWIgwLXbdS5apuH7SRMjkBIg6/vMRgvuZiWoNlR1c/UY8Dji0+5lByNgisouDqFnKCYjyjmfEr5Nk++FPPCkSJVW7U4til67YlrR+RdH8dp8bW9BqenCozmYwqOIGdL7FRIEWfgDhXA41hXbD3i1MKk32urV5bX78HXstZFpmGsiIhOoCTuPdH0wJOq6wuaHY1Gy2B+yWXlkM2brlmiEcQ0utlhUx0iO56k3TWotxyu2CC4bscSsx1odKDRjtSjJai3DOrNHLff1CUSMX4IJIJCLsQPAy7OlLntmhjMFudnItqez65DPntezmNQZP2koJAPOb8Qo5sTvP89b16YWHXDzy0uib80rfy3E2LfXoADCOFQb+U+etmOGz9w3ZXrf1Yv3RQ8/EJCGNq8fqfPxKjPiakEgcXm1U2+9kxEfbHI669IMF2PhZa6hVtmRM7t0PYcak5CKScp5jXK+YRyXuk4Db3JR+53aXsOhSz0ypI4psC1EnLpAqjZafPJB8vkdZ1aTn2uQk7HtRXAw0j1w56v2oBSXuO2a7sU8wHdQPR0koO6S3hl5V4ukFDBWovNmIf2OLQbBnk76S2qdF0lqTU7sNiULDYMFuo2Ha/A+27zybst5juSdjftobuJArin0epYOIbNB96yhBd3mW4oEXG9GbHYTFhs6Cw1HVzdUPF9oWI2VvIBDa/BI89rDOUKvP2GNofO+SSxzuoJn3OzHo+8IIlji5t2NPi+77wyyFc3/OzWbdd9YHTE+ejIsPvthte3H+AAQ2UZz89N3bNx+/f/76GxHf/uza+7JbJtNz49beDaXZbqOhtXwL4zHvOLeW7cKmh6Tc5NxxQdiWEklPI+9z9v4HUshosilboJqkXFGKwUF/nUwzF7DhVxTYlrJmkmkDLhd60Y1wkpF9rc+ZDF6akiY4WEck59rpGKMhLt+BFLzZhmBzqeRtvT0YTOZDVC1yOCKCNNJQwMVL7hlS14dC0miNSmMIn736Nra5TyEscKWVjymZ6PmFvSWGioicqKms0PvmmehXZMyxPplCSm40HXVxEirY7N9ZtjfvDN00y1I6aWxIAqRzK7aJO3bN54VZv5FgRhTL1lsGo0opBf5JmXDIbyebasbXL0rKCSM2n5IRNDCbblxBs2vyG6dueWf/eBd7/7f8/PTN8jhPGPvsT5Vq5/FgAH2LxpPc8fOOVXK2MfvWL72m1rVm391cnJMXYf0hivWIyPNLj3KZ3L15qsX7XA7pcjSqZNtajEw8Vcm5NTBiY6I2WN4bLGcDlitNZhtLrApx8L+YNP1qh7Lq5BKlPLOCpg2zHlvMfJqS5f3l2kYmtUcgmlgka1pLN6LGF0pM6+M21OT/k0WgntriIsdX2TrqfhRwlhyunuGdx/A4QrHrnoiSQ0TQmcZZpZZBtqLFnMaawZD9i+fo4Li23OTgXMLSXM13UWGzaNdoG3XxuycqLFfFv2OSeBktZ5gYbnG9iGwS983xLf98aLnKlHXFwSzNcDZhYipuZNojDHmtGIRifADxLmljSazSo3bA85dqHBviMub78h4sxClwszJtvXBuSLI2zeuO1XncKmbSOjEx+1tBP+6rUbv91w6l3/bAAOcO2VW7hm55rO4tzs4R/4vit+W9jrf3P9mh3Rzk0Bj7zYZbTosnVNl6NnY9aNFdm5KcYPVfrDyZmYXftdxsuSiWGDVWMRkyMdKoUGX3gy4W++MoabK7B2vIsQSap4T8NlTbXCLxe67DspOD+Vo+am1TuvKvfEcJcVI4t0Ao/ZpZhGK6LdFXTTbWAUSpVXGZNGfXzj2i1e8e80RUKP0TSBpatMUMeSFHKC4XKA43Q4PR9yYT5iYSlgsSFYaBgsNhxWDulcvrbFfAu6vnKE9QMlbAhCSZzAiQuSpYUq/+atku9+3TyzrZjzcwlnpwPOTsHFuRw3bhVMjAZ0fIFlhjx/JObY6RrrVsLLpwOmZ4vcdNk8B89J1q/eEd1yzfrfPDl/82/PzMwftnLrOkNj277dMFp2fdumKN/ouu2t7+JP/+pz0U//6x/6tRNnZvUDLz32/3SjPdb2dU2eOeTRblVYPRnxxEsxOQ0cK6TVDQn9EisnDTavCdmwcgHHjDk1nfC5R/NUzBz/6o4QT2/xB59we2nKhqEEEa4V0vU9nj5oYRs61ZwyBFWpcRHVUptG0CKIcsTZssRTFbLdMVg3kbBzg8+RY+kCZ0B1k13Zq8nAI3sfJXGLef6ozrFzJjlLiY2z8aVtxgRERMJjpuEy1ozIN2JKOY3FhkW1mOP6LS0efi6k7WmEYUwQDqzkQ8HvfqaC5g/xr97p8a7XzXL0rM/MtEUr8IkTQa1ksHltnrwT0PFUUt6K0QZP7bPZMmExUa1z8FSFW6+ZYOvWm7033Xbr75nmyK8deO6zbL3yn3a+/a1e/ywBDvDT//rdnJuqMzES/PKqsTfI8fG1N547cpd85Fnzxonyon74HIwUHUVqMjy+8oxDydLZugYmRxd4bL9P5FVYt7pDOadRrupUiwG7jknKthIqW4a6gWkywbZCwtjnxSMV8rqklINiXqOUh0oxoFps89mvaxy7oLOxCn4Qp/wPdZDbuDrhsnUBh49m+Q3LZWxqk5leA0r4JElS7aV6n/3HdY6fN9k+lmDqIn0iAiJh3VjEW69t8Vf3lFlsQjEXstQyWWyYdDyHK9Y3MXSPtp8jSnukri+Zr+vUyhbrxho891LMyfMWdjGPY2i8/ToNP2ny7MGYAydzTI44vOP6eb72ZHrWaNusGe+y/7jFldvGwuPzpadWb3l7XKqte+rAUfHLSbLIt2vG/a1c/2wBDjA52gv5/KWvf+0ejMLNhbfeuvh/FheOfG+YzMjFZhtLd3j+hMeBEyZXrzNYNdHkgRdivvREjXddr+HoDYYLkuGCJJdr8chzLquHNDavUYT+RkvNmC0jYqaeoGmmqt55jVJeo1KMGC53iJImR89bdDydKEYtQ4KEIEh9twNJFPZVD3KZ4PiVS56MhxIPhDoJVPqEratUCqUIUssWTVMz+w0THYTeZbpuU8pFLDZiFgsaiw0bodkMl7q06jkEgmJeIKXPwZMCx8rxhp11HnrW58KsSzkxicIYS9N59+sh53R49oDB6SmDK7dKzs8ucGGuBCICrcrY5EhcHd702Q9sLf/42bNTjS1br/p2w+Nbuv5ZA3zwett33M7R48cbhmn9+8X5DUcta9eOmbn5O5596QQLcwlDeY3VYzGP7Q84P1PgivUdTDPH8YuCTldn0zafc/MB1ZzLltU6G1Y1eOk02LJAkkgKrs/nnnZoNXUmR1TvXSkmDFc8SoU6dz0ueej5Em0P6p2+QsYPNYJQEsV9ymvf/1C5tWqZt2FPOJyaZUZJP3M+7us/dZly0lO5m2tHFHMerh3wxp0R7751ni89NkplSaOYC1mom8zXLdatMLntKp+Pf1VJ3kr5GMte4tF9JqbpcrlRZnKow+GzLm+agI0TXbzQZf+xhI3jJo7Z5PRUmbWTNqtH6kzNNinUtmFZlS+8/oYr969eNfa/2u1uY3T8H04U/I99/YsBOMCGdesAZk+ePPNfd17zvtWJ9wKF0ugdx0/s48KFDqsnFnn+CZOrN8CBs5BzIk5OG4SRQ6nY4kvPWFRciys3d5nvLHFmqsJlq1Vc4cxSwKHTJjlDo1qUVEsaQ6WA0WqLM7MdvvRUiWEnx42b6pyZsah3DLq+kn+FkQI4gCb6AmfLAFNXHoeZHUQmw49iJVDwgzhNPlO6TBLVMhmaUvU7FhTcgLbf5r69JhvHS3zX9U2ePdzmwlyBSj6k4GrMLupMDLlsXdllrNqhGxTwfMGm1YJ8vsELRw3WjDncdlWbrz7ho6EzNqRz9oKyczh01ObKLR127e9QLerE2jg7dlxOvrrjC99xy/b/OLvQOFUojX+7IfC3vv5ZTVG+1WvNmpWsmmyeWr1+88+97oYr333z69776C033ciZ+QLDBY18vkun7VAu+BTsgI2TcHomYHHJZucGgTQbPPF8nuGCha5Bzo44fE5y6rxFNS8YqehMDEWsm2gxXGlw+LzGzEKe23YY/PTtMFLtUm+jxnGBSjFT1Vup501dyeNyTkwxF+BYkeJdRwa6kNgadHxBvQ3tbkTHBy+UhJEkSc08dU0Jlm0roZjzuLAQ8Kd3jfDos8MMFfJsXOFzoQHHpgQX5wKm5gXzdZs1YxprJgNanlpIzc7ned0OA48OLxyVVPMOK8Y6HD1r0O5KlloBjuWy2PE5c8Hkis0W6zdez7u/63seHRq/9t3rN239uYPnvVPDI//ywA3/wir44CXkJMDRtpccvWaU/cdz8XixtulDWzYe2PDoM7u0kVJCJ4g5ctbl1st8njooqeUt8rk2H73XZDSX57Irurx0TGDoAWYSUXI0RkpK8zk+3GD3kSaLbZOOB6amUSkI8q4BSYdumOD7aR8eKdNKIQWmJtRyxpFUiz75fJMnDjhcuTZHN+7iGJKVNcH2dSG7j2i4zZjhbkTXS9f+kfLt1nta0hjLCtFkpNbzdYHnm1h6wLY1MZtXtDh+MkepoDE1byF0N7Vqi3GdmIf2JWwaL/FDb5nnoT2S+UWLnRsWeWZfzOt2Ss5OhVycMdm4OmJ07ProLbdsOHrwRPITl11+ywXgsPhmUc3/zK9/sQDPLtcSAIePn1o4vLEUvc2I9cmVa6757OGXHy3OzLyUqzgS1+3gmhobJ2KmljyMuMg1W3weerFFHFj4UcST+0wMDFaPaawcDQjjRe7d5dLelqOddLCNBNsC2/QwTWVtrLLVE4JAQgKmjJUdnC3JOwmlvMfFhSUefdalapsUyg6WoTNS1HnjVR3OLbZZXCzSasdqaeRrRJFAoub0asMaIRB0fINuENL1dPxAULIl16zRufnKkA9d6HJ+RuNkyWK44nLz9iUe2h3jmHDVllke2V3lrdcWqFU7vHTcYv0qm2a3y/ySzsiQwClvar3jra+vX5iP3rNi9epza9fLU//SgZ1d/+IBnl3rVldIkvgU1M5MBO3ti63oBqt244fXrz8cvnz05aoUncLY8BL3PGmzbU3E88canJ+FTRMC1/HQhcaaMZtVYwmTw03mWl10kUdKjdBXftjD5YhDZ2NizyGfT5htwmQnxgtUorutQ96SaeaQUuQ32jHdbkKjJTBzOrouyeeUur+U95mfTVLSk067axCEUpHHDEHeTaiW29RbAkvm2LKqxcySgx8IDCnwYo040kH6nJ23qUwFDJVtotij7fvUWybr18RcsXWBF49V2LJG8tWnAzatdrn5umFWTGxb/Fc3jzYbHe3HXWfz05s3W0tRTCy0/3+AG/5/BHAAISRA/OizZxekPfF1I2huOrjnY9473/3H//nCqT0//MS+g8HmVcGWcrlhn7zocM3mDjnD47mjGp2uzeRwAMD5eY+cXWKorCGFqso5W2O44nFiBiquw3tu9fjYg5LFZkwYSU5PGZydgqIjmBxOaAcB52ZM1k9YRBLaHpQjkZr0KDufg6cLrB0SOI7HuRmdRlNj9WjC6pHo/2vvXGLjuso4/rvvO++Hx54Ze+zJxKljO0mxkyYkhaZFStoueC3KEokFQmp3iE3FqqsKdUGlLtizgQ1ICCFQicrCQSXQJoskdULSxHb8iD2Z9+PO3Me5h8U0oqqE1BVO3f52Z3m+81t93znnj6GpZOIhjj/kt3+O89IpKIz12NwO6Dk6jjtqM+41LTxPZzI3QFFV9hoehXGLE7MeWzWdes9kPGUSaAaOmxpePCdvm5ET8nvfvWCqevyX2cg7v87mfiBhK1SUL0535PNyoAR/zPmTJRj9UelsbGygqvpbuq69dW7paS0RS/xq9UF/7tnYg29++NG2ZuoDdrYFlQmPnZYkk9D529Uki2UF15eYusDQfAopGPiCu1sGMxMamaRH37PoDUbJCPe3dO5tSqbHNCpTA9677nLPSxEqSdp9getBGI5CmGxTko47lHNJTs1pePRYuWrR6ascKUlmpwShp5KIBURMn0Y3YHPX5uiUpPrIo9bS6bgSXUgiBswVDBYqIXc3IZ0ccGfDZv6wpNaCI6UsfVERPzxX+Ptec+zOYNh9rd3xha4bGJYle+JnJMwDqQFwQAX/NOVyGf47FQ98t/2T5WeszO5u7c1QXjJ7vXUhjejJ6ZJ7aiBqxO0GMUMjE7dIRRX6rsZOI2Q8KYlHPZy+zVxR8MFtiaVoNPs+nm9w5oTkYV1Qq0v80KXdDXGdEHdosDzbpjeIfBJ7CPFIyPV1haihks9IHBGgGx7tnsV712Jcu6Nz5ilIJ3ooocLXF4dUmybFfISOK6l3NBamO2w/VKl3VaodwUQ7YLfpUS4myRfHyOeUqwPXvTaWP6K9sHTBM6zxn5eE2yx+Mjz78Y/2+2T+Pxx4wT+LYaUAmsCrALeuX0ZTOb/+aPiilXBeiZiNozLq4rg3sUxJSMjNNZ1vnfDYrQ+ImjZ+GHJ3y+R4GW6s+XRdycc7UQIhiMcEQ2+IqSW51xAEQuXMvMK1W6M7KpqqEIsI3l9NYmkGk+Ndbj+wsG1BdyBQFItyAeIRH00bcPNji7kpydWOx9BVKaTbbO+lOX/KY2vHxjRtylOSs8+cZHnJpJjL/ls3zd/Vu9m/HsuFKy+/+I39Lvm+8qUT/LMsPP0cwMqg31xR4HK1Fcz2us3w939YD6dnJipnl8Ze1yO7HK9YXLm5StfxURUPxzFJT0mScZNmz2P3IxMpBYYWcmVVJZ9SqKY6NNopdMvGDUCGo8/wTSMkGwNbVWj0HWrNNM8udvGGGgldcvqoxPddai2LalMlmxR0+gFIwfKCTceZw1VdFr42TSG5+4tsenNtefl5NZfLqN1+9B7w7tmJ1H6X9ongSy/4YyKxDMC7j9dSrgNmulp9+I9jTZtSwfC/X5r8aa0ZvZhJhjy1oFCv/pNa2yWTCKl31NHTMwL+dcfihWMBrzxX49ZaDF2GeL5PIHw8Pxy1AmWAIlV+c0llfjLg9ILHjfsqMdtAotDoQG9oo9lxDi+eITapMZaEhuNfqlV5O5URxuHJeWKpl1ZE4LWmy4X9LuETyVeC/w8U5RBAC/gjgJRrALdrNT2vIsOJYsCHV24QtwURO8RyNXrO0P/OxdNvWNnutxeKnr9YKRKaeXTDI5GxKB9yWQo0ZsoKWkJgagYi2ufwpEluUhglOf6ndvWDNxQ1YowiSSSWnaRUPk7pkIFEVSNtba80w9rpY18J/Xk4OA3PJ4D7dy+jqkr+L+/vpcpZV5aLbda3s2i6T61lUpnyWN1QmS2qPGoLDFVnY89hasxkvoKy3ZppK8i9ly+c3++tHBj+A9l/G2bltW6pAAAAJXRFWHRkYXRlOmNyZWF0ZQAyMDIwLTExLTA3VDE4OjQ1OjM2KzAwOjAwP0OdnQAAACV0RVh0ZGF0ZTptb2RpZnkAMjAyMC0xMS0wN1QxODo0NTozNiswMDowME4eJSEAAAA5dEVYdFNvZnR3YXJlAG1hdHBsb3RsaWIgdmVyc2lvbiAyLjIuNSwgaHR0cDovL21hdHBsb3RsaWIub3JnL0jPKKMAAAAASUVORK5CYII=', 'weight': 20}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 170445000
    {'hecke_orbit_code': 22517998472396825, 'n': 1, 'trace_an': 8}
  • id: 170445001
    {'hecke_orbit_code': 22517998472396825, 'n': 2, 'trace_an': 0}
  • id: 170445002
    {'hecke_orbit_code': 22517998472396825, 'n': 3, 'trace_an': 0}
  • id: 170445003
    {'hecke_orbit_code': 22517998472396825, 'n': 4, 'trace_an': 1620744}
  • id: 170445004
    {'hecke_orbit_code': 22517998472396825, 'n': 5, 'trace_an': 0}
  • id: 170445005
    {'hecke_orbit_code': 22517998472396825, 'n': 6, 'trace_an': 3365736}
  • id: 170445006
    {'hecke_orbit_code': 22517998472396825, 'n': 7, 'trace_an': 0}
  • id: 170445007
    {'hecke_orbit_code': 22517998472396825, 'n': 8, 'trace_an': 0}
  • id: 170445008
    {'hecke_orbit_code': 22517998472396825, 'n': 9, 'trace_an': -345358584}
  • id: 170445009
    {'hecke_orbit_code': 22517998472396825, 'n': 10, 'trace_an': 0}
  • id: 170445010
    {'hecke_orbit_code': 22517998472396825, 'n': 11, 'trace_an': -3379575264}
  • id: 170445011
    {'hecke_orbit_code': 22517998472396825, 'n': 12, 'trace_an': 0}
  • id: 170445012
    {'hecke_orbit_code': 22517998472396825, 'n': 13, 'trace_an': 0}
  • id: 170445013
    {'hecke_orbit_code': 22517998472396825, 'n': 14, 'trace_an': -177250591032}
  • id: 170445014
    {'hecke_orbit_code': 22517998472396825, 'n': 15, 'trace_an': 0}
  • id: 170445015
    {'hecke_orbit_code': 22517998472396825, 'n': 16, 'trace_an': -312730276832}
  • id: 170445016
    {'hecke_orbit_code': 22517998472396825, 'n': 17, 'trace_an': 0}
  • id: 170445017
    {'hecke_orbit_code': 22517998472396825, 'n': 18, 'trace_an': 0}
  • id: 170445018
    {'hecke_orbit_code': 22517998472396825, 'n': 19, 'trace_an': -4547188380640}
  • id: 170445019
    {'hecke_orbit_code': 22517998472396825, 'n': 20, 'trace_an': 0}
  • id: 170445020
    {'hecke_orbit_code': 22517998472396825, 'n': 21, 'trace_an': -2983154334624}
  • id: 170445021
    {'hecke_orbit_code': 22517998472396825, 'n': 22, 'trace_an': 0}
  • id: 170445022
    {'hecke_orbit_code': 22517998472396825, 'n': 23, 'trace_an': 0}
  • id: 170445023
    {'hecke_orbit_code': 22517998472396825, 'n': 24, 'trace_an': 6176642779680}
  • id: 170445024
    {'hecke_orbit_code': 22517998472396825, 'n': 25, 'trace_an': 0}
  • id: 170445025
    {'hecke_orbit_code': 22517998472396825, 'n': 26, 'trace_an': 15909228128496}
  • id: 170445026
    {'hecke_orbit_code': 22517998472396825, 'n': 27, 'trace_an': 0}
  • id: 170445027
    {'hecke_orbit_code': 22517998472396825, 'n': 28, 'trace_an': 0}
  • id: 170445028
    {'hecke_orbit_code': 22517998472396825, 'n': 29, 'trace_an': 188222300345040}
  • id: 170445029
    {'hecke_orbit_code': 22517998472396825, 'n': 30, 'trace_an': 0}
  • id: 170445030
    {'hecke_orbit_code': 22517998472396825, 'n': 31, 'trace_an': 72115006686976}
  • id: 170445031
    {'hecke_orbit_code': 22517998472396825, 'n': 32, 'trace_an': 0}
  • id: 170445032
    {'hecke_orbit_code': 22517998472396825, 'n': 33, 'trace_an': 0}
  • id: 170445033
    {'hecke_orbit_code': 22517998472396825, 'n': 34, 'trace_an': -378440221985792}
  • id: 170445034
    {'hecke_orbit_code': 22517998472396825, 'n': 35, 'trace_an': 0}
  • id: 170445035
    {'hecke_orbit_code': 22517998472396825, 'n': 36, 'trace_an': -964020253238712}
  • id: 170445036
    {'hecke_orbit_code': 22517998472396825, 'n': 37, 'trace_an': 0}
  • id: 170445037
    {'hecke_orbit_code': 22517998472396825, 'n': 38, 'trace_an': 0}
  • id: 170445038
    {'hecke_orbit_code': 22517998472396825, 'n': 39, 'trace_an': -3011653788049728}
  • id: 170445039
    {'hecke_orbit_code': 22517998472396825, 'n': 40, 'trace_an': 0}
  • id: 170445040
    {'hecke_orbit_code': 22517998472396825, 'n': 41, 'trace_an': -3314269428857904}
  • id: 170445041
    {'hecke_orbit_code': 22517998472396825, 'n': 42, 'trace_an': 0}
  • id: 170445042
    {'hecke_orbit_code': 22517998472396825, 'n': 43, 'trace_an': 0}
  • id: 170445043
    {'hecke_orbit_code': 22517998472396825, 'n': 44, 'trace_an': -489119304867552}
  • id: 170445044
    {'hecke_orbit_code': 22517998472396825, 'n': 45, 'trace_an': 0}
  • id: 170445045
    {'hecke_orbit_code': 22517998472396825, 'n': 46, 'trace_an': -13716870314831944}
  • id: 170445046
    {'hecke_orbit_code': 22517998472396825, 'n': 47, 'trace_an': 0}
  • id: 170445047
    {'hecke_orbit_code': 22517998472396825, 'n': 48, 'trace_an': 0}
  • id: 170445048
    {'hecke_orbit_code': 22517998472396825, 'n': 49, 'trace_an': 11129258011816744}
  • id: 170445049
    {'hecke_orbit_code': 22517998472396825, 'n': 50, 'trace_an': 0}
  • id: 170445050
    {'hecke_orbit_code': 22517998472396825, 'n': 51, 'trace_an': -46867071411404544}
  • id: 170445051
    {'hecke_orbit_code': 22517998472396825, 'n': 52, 'trace_an': 0}
  • id: 170445052
    {'hecke_orbit_code': 22517998472396825, 'n': 53, 'trace_an': 0}
  • id: 170445053
    {'hecke_orbit_code': 22517998472396825, 'n': 54, 'trace_an': -86068650834185040}
  • id: 170445054
    {'hecke_orbit_code': 22517998472396825, 'n': 55, 'trace_an': 0}
  • id: 170445055
    {'hecke_orbit_code': 22517998472396825, 'n': 56, 'trace_an': -303831778832907360}
  • id: 170445056
    {'hecke_orbit_code': 22517998472396825, 'n': 57, 'trace_an': 0}
  • id: 170445057
    {'hecke_orbit_code': 22517998472396825, 'n': 58, 'trace_an': 0}
  • id: 170445058
    {'hecke_orbit_code': 22517998472396825, 'n': 59, 'trace_an': -259648032778012320}
  • id: 170445059
    {'hecke_orbit_code': 22517998472396825, 'n': 60, 'trace_an': 0}
  • id: 170445060
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    {'hecke_orbit_code': 22517998472396825, 'n': 954, 'trace_an': -12109024998231424958384594928}
  • id: 170445954
    {'hecke_orbit_code': 22517998472396825, 'n': 955, 'trace_an': 0}
  • id: 170445955
    {'hecke_orbit_code': 22517998472396825, 'n': 956, 'trace_an': -61734027888132848116664365440}
  • id: 170445956
    {'hecke_orbit_code': 22517998472396825, 'n': 957, 'trace_an': 0}
  • id: 170445957
    {'hecke_orbit_code': 22517998472396825, 'n': 958, 'trace_an': 0}
  • id: 170445958
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  • id: 170445959
    {'hecke_orbit_code': 22517998472396825, 'n': 960, 'trace_an': 0}
  • id: 170445960
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  • id: 170445961
    {'hecke_orbit_code': 22517998472396825, 'n': 962, 'trace_an': 0}
  • id: 170445962
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  • id: 170445963
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  • id: 170445964
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  • id: 170445965
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  • id: 170445966
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  • id: 170445967
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  • id: 170445968
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  • id: 170445969
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  • id: 170445970
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  • id: 170445971
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  • id: 170445972
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  • id: 170445973
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  • id: 170445974
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  • id: 170445975
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  • id: 170445976
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  • id: 170445977
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  • id: 170445978
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  • id: 170445979
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  • id: 170445980
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  • id: 170445981
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  • id: 170445982
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  • id: 170445983
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  • id: 170445984
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  • id: 170445985
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  • id: 170445986
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  • id: 170445987
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  • id: 170445988
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  • id: 170445989
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  • id: 170445990
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  • id: 170445991
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  • id: 170445992
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  • id: 170445993
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  • id: 170445994
    {'hecke_orbit_code': 22517998472396825, 'n': 995, 'trace_an': 0}
  • id: 170445995
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  • id: 170445996
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  • id: 170445997
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  • id: 170445998
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  • id: 170445999
    {'hecke_orbit_code': 22517998472396825, 'n': 1000, 'trace_an': 0}