Embedded newform data - 26.8.e.a.17.5

Formats: - HTML - YAML - JSON - 2024-12-22T11:36:42.836463

• mf_newforms •

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

  
  {'Nk2': 1664, 'analytic_conductor': 8.122010662587165, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 13, 'char_degree': 2, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 5, 'char_orbit_label': 'e', 'char_order': 6, 'char_parity': 1, 'char_values': [26, 6, [15], [1]], 'cm_discs': [], 'conrey_index': 17, 'dim': 16, 'field_disc': 11591511268341116607058844434770261718872224538547482483818496, 'field_disc_factorization': [[2, 16], [3, 8], [37, 2], [3108109, 2], [1119098269, 2], [1275789013, 2]], 'field_poly': [18970385728293762437376, 0, 5907885179463590558976, 0, 142296444753813668448, 0, 834592841081820432, 0, 1235305573179121, 0, 707524481236, 0, 184473654, 0, 22180, 0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'has_non_self_twist': 1, 'hecke_cutters': [], 'hecke_orbit': 1, 'hecke_orbit_code': 275012124698, 'hecke_ring_generator_nbound': 9, 'hecke_ring_index': 2903397892096, 'hecke_ring_index_factorization': [[2, 34], [13, 2]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 13, 5, 1, 6, 0]], 'is_cm': False, 'is_largest': True, 'is_maximal': True, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '26.8.e.a', 'level': 26, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 13], 'level_radical': 26, 'minimal_twist': '26.8.e.a', 'prim_orbit_index': 5, 'qexp_display': 'q+(-\\beta _{7}-\\beta _{9})q^{2}+\\beta _{3}q^{3}+2^{6}\\beta _{1}q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 8, 'rm_discs': [], 'sato_tate_group': '7.2.3.c6', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '26.8.e', 'trace_display': [0, 0, 0, 2520], 'trace_hash': 894814867803569988, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.024', 'prec': 17}, {'__RealLiteral__': 0, 'data': '14.025', 'prec': 20}, {'__RealLiteral__': 0, 'data': '7.297', 'prec': 17}, {'__RealLiteral__': 0, 'data': '858.705', 'prec': 24}, {'__RealLiteral__': 0, 'data': '491.665', 'prec': 24}, {'__RealLiteral__': 0, 'data': '94293.125', 'prec': 30}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.167', 'prec': 17}, 'traces': [16, 0, 0, 512, 0, 0, 2520, 0, -4684, 2432, -8496, 0, -3620, 34560, 51648, -32768, 41520, 0, -54432, -16128, 0, -17280, -7560, 0, -273960, 51072, 133920, 161280, -346056, 170368, 0, 0, 486300, 0, -283248, 299776, -68280, -1059840, -1122680, 311296, -1288008, 408320, 285360, 0, 5743980, -188928, 0, 0, -2131660, 85248, 957280, 354560, 3666600, -4074624, -1091472, 1105920, 0, 3504000, 1799280, 0, -4626000, -2770560, -8609760, -4194304, -11518020, 7941120, -7094400, -2657280, 18027316, 0, 25958520, 4423680, 0, -1142400, -10898032, -3483648, -20577480, -22023040, 34143488, -1032192, 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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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'conrey_index': 17, 'dual_conrey_index': 23, 'dual_embedding_index': 5, 'dual_embedding_m': 13, 'embedding_index': 5, 'embedding_m': 5, 'embedding_root_imag': -79.37384259164888, 'embedding_root_real': 0.0, 'hecke_orbit': 1, 'hecke_orbit_code': 275012124698, 'label': '26.8.e.a.17.5', 'level': 26, 'weight': 8}
• mf_newspaces •

  Column	Type
  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_powerful	boolean
  level_is_prime	boolean
  level_is_prime_power	boolean
  level_is_prime_square	boolean
  level_is_square	boolean
  level_is_squarefree	boolean
  level_primes	integer[]
  level_radical	integer
  mf_dim	integer
  mf_new_dim	integer
  num_forms	smallint
  plus_dim	integer
  prim_orbit_index	smallint
  relative_dim	integer
  s4_dim	integer
  sturm_bound	integer
  trace_bound	integer
  trace_display	numeric[]
  traces	numeric[]
  weight	smallint
  weight_parity	smallint

  
  {'Nk2': 1664, 'analytic_conductor': 8.122010662587165, 'char_conductor': 13, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 5, 'char_orbit_label': 'e', 'char_order': 6, 'char_parity': 1, 'char_values': [26, 6, [15], [1]], 'conrey_index': 17, 'cusp_dim': 44, 'dim': 16, 'eis_dim': 8, 'eis_new_dim': 0, 'hecke_cutter_primes': [], 'hecke_orbit_code': 275012124698, 'hecke_orbit_dims': [16], 'label': '26.8.e', 'level': 26, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 13], 'level_radical': 26, 'mf_dim': 52, 'mf_new_dim': 16, 'num_forms': 1, 'prim_orbit_index': 5, 'relative_dim': 8, 'sturm_bound': 28, 'trace_bound': 0, 'trace_display': [0, 0, 0, 2520], 'traces': [16, 0, 0, 512, 0, 0, 2520, 0, -4684, 2432, -8496, 0, -3620, 34560, 51648, -32768, 41520, 0, -54432, -16128, 0, -17280, -7560, 0, -273960, 51072, 133920, 161280, -346056, 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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: 3046289
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 17, 'source_dim': 16, 'source_embedding_index': 5, 'source_hecke_orbit_code': 275012124698, 'source_is_minimal': True, 'source_label': '26.8.e.a.17.5', 'source_level': 26, 'target_conrey_index': 17, 'target_dim': 16, 'target_embedding_index': 5, 'target_hecke_orbit_code': 275012124698, 'target_is_minimal': True, 'target_label': '26.8.e.a.17.5', 'target_level': 26, 'twist_class_label': '26.8.e.a.17.5', 'twist_class_level': 26, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 8}
  • id: 3046290
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 17, 'source_dim': 16, 'source_embedding_index': 5, 'source_hecke_orbit_code': 275012124698, 'source_is_minimal': True, 'source_label': '26.8.e.a.17.5', 'source_level': 26, 'target_conrey_index': 199, 'target_dim': 16, 'target_embedding_index': 3, 'target_hecke_orbit_code': 9007955303203050, 'target_is_minimal': False, 'target_label': '234.8.l.c.199.3', 'target_level': 234, 'twist_class_label': '26.8.e.a.17.5', 'twist_class_level': 26, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 8}
  • id: 3046291
    {'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 17, 'source_dim': 16, 'source_embedding_index': 5, 'source_hecke_orbit_code': 275012124698, 'source_is_minimal': True, 'source_label': '26.8.e.a.17.5', 'source_level': 26, 'target_conrey_index': 17, 'target_dim': 16, 'target_embedding_index': 8, 'target_hecke_orbit_code': 4505111590076624, 'target_is_minimal': False, 'target_label': '208.8.w.b.17.8', 'target_level': 208, 'twist_class_label': '26.8.e.a.17.5', 'twist_class_level': 26, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 8}
  • id: 3046292
    {'conductor': 13, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 17, 'source_dim': 16, 'source_embedding_index': 5, 'source_hecke_orbit_code': 275012124698, 'source_is_minimal': True, 'source_label': '26.8.e.a.17.5', 'source_level': 26, 'target_conrey_index': 337, 'target_dim': 16, 'target_embedding_index': 16, 'target_hecke_orbit_code': 36028865872658770, 'target_is_minimal': False, 'target_label': '338.8.b.i.337.16', 'target_level': 338, 'twist_class_label': '26.8.e.a.17.5', 'twist_class_level': 26, 'twisting_char_label': '13.4', 'twisting_conrey_index': 4, 'weight': 8}
  • id: 3046293
    {'conductor': 13, 'degree': 4, 'order': 12, 'parity': -1, 'source_conrey_index': 17, 'source_dim': 16, 'source_embedding_index': 5, 'source_hecke_orbit_code': 275012124698, 'source_is_minimal': True, 'source_label': '26.8.e.a.17.5', 'source_level': 26, 'target_conrey_index': 1, 'target_dim': 8, 'target_embedding_index': 8, 'target_hecke_orbit_code': 54043195662664018, 'target_is_minimal': False, 'target_label': '338.8.a.m.1.8', 'target_level': 338, 'twist_class_label': '26.8.e.a.17.5', 'twist_class_level': 26, 'twisting_char_label': '13.6', 'twisting_conrey_index': 6, 'weight': 8}
  • id: 3046294
    {'conductor': 13, 'degree': 4, 'order': 12, 'parity': -1, 'source_conrey_index': 17, 'source_dim': 16, 'source_embedding_index': 5, 'source_hecke_orbit_code': 275012124698, 'source_is_minimal': True, 'source_label': '26.8.e.a.17.5', 'source_level': 26, 'target_conrey_index': 1, 'target_dim': 8, 'target_embedding_index': 8, 'target_hecke_orbit_code': 58546795290034514, 'target_is_minimal': False, 'target_label': '338.8.a.n.1.8', 'target_level': 338, 'twist_class_label': '26.8.e.a.17.5', 'twist_class_level': 26, 'twisting_char_label': '13.7', 'twisting_conrey_index': 7, 'weight': 8}
  • id: 3046295
    {'conductor': 13, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 17, 'source_dim': 16, 'source_embedding_index': 5, 'source_hecke_orbit_code': 275012124698, 'source_is_minimal': True, 'source_label': '26.8.e.a.17.5', 'source_level': 26, 'target_conrey_index': 337, 'target_dim': 16, 'target_embedding_index': 8, 'target_hecke_orbit_code': 36028865872658770, 'target_is_minimal': False, 'target_label': '338.8.b.i.337.8', 'target_level': 338, 'twist_class_label': '26.8.e.a.17.5', 'twist_class_level': 26, 'twisting_char_label': '13.9', 'twisting_conrey_index': 9, 'weight': 8}
  • id: 3046296
    {'conductor': 13, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 17, 'source_dim': 16, 'source_embedding_index': 5, 'source_hecke_orbit_code': 275012124698, 'source_is_minimal': True, 'source_label': '26.8.e.a.17.5', 'source_level': 26, 'target_conrey_index': 23, 'target_dim': 16, 'target_embedding_index': 5, 'target_hecke_orbit_code': 275012124698, 'target_is_minimal': True, 'target_label': '26.8.e.a.23.5', 'target_level': 26, 'twist_class_label': '26.8.e.a.17.5', 'twist_class_level': 26, 'twisting_char_label': '13.10', 'twisting_conrey_index': 10, 'weight': 8}
  • id: 3046297
    {'conductor': 39, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 17, 'source_dim': 16, 'source_embedding_index': 5, 'source_hecke_orbit_code': 275012124698, 'source_is_minimal': True, 'source_label': '26.8.e.a.17.5', 'source_level': 26, 'target_conrey_index': 127, 'target_dim': 16, 'target_embedding_index': 2, 'target_hecke_orbit_code': 9007955303203050, 'target_is_minimal': False, 'target_label': '234.8.l.c.127.2', 'target_level': 234, 'twist_class_label': '26.8.e.a.17.5', 'twist_class_level': 26, 'twisting_char_label': '39.23', 'twisting_conrey_index': 23, 'weight': 8}
  • id: 3046298
    {'conductor': 52, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 17, 'source_dim': 16, 'source_embedding_index': 5, 'source_hecke_orbit_code': 275012124698, 'source_is_minimal': True, 'source_label': '26.8.e.a.17.5', 'source_level': 26, 'target_conrey_index': 49, 'target_dim': 16, 'target_embedding_index': 8, 'target_hecke_orbit_code': 4505111590076624, 'target_is_minimal': False, 'target_label': '208.8.w.b.49.8', 'target_level': 208, 'twist_class_label': '26.8.e.a.17.5', 'twist_class_level': 26, 'twisting_char_label': '52.23', 'twisting_conrey_index': 23, 'weight': 8}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 100425
    {'charpoly_factorization': [[[4096, 0, -64, 0, 1], 4]], 'hecke_orbit_code': 275012124698, 'p': 2}
  • id: 100426
    {'charpoly_factorization': [[[18970385728293762437376, -6808655271576963916800, 4175788768063096399488, 689431693993745264640, 141754406450257618992, 6136208013204622080, 445179531496009896, -6453217549087920, 811006299194833, -4819604135760, 316284074354, -493531920, 92245323, -44640, 11090, 0, 1], 1]], 'hecke_orbit_code': 275012124698, 'p': 3}
  • id: 100427
    {'charpoly_factorization': [[[3990074400900767867627448345600000000, 0, 25690048255402275205271335680000000, 0, 2632358950609196011144512960000, 0, 111831021493437631763294400, 0, 2514789474264518593441, 0, 31809621715490044, 0, 221298911526, 0, 761980, 0, 1], 1]], 'hecke_orbit_code': 275012124698, 'p': 5}
  • id: 100428
    {'charpoly_factorization': [[[345080403089021089895092829049620074070016, 1027430809190102567054741794006467870720, -51587548541412934967452754660040376320, -156630994464822679572062948116070400, 7397141342855355616828270975119360, 66452309241386965415298316293120, 166598588958276454812513270336, -227471526168152267935394160, -836242236297202347393839, 754294439925163840920, 2691748419254240890, -3031994735820960, -1658833443621, 2948253840, 946858, -2520, 1], 1]], 'hecke_orbit_code': 275012124698, 'p': 7}
  • id: 100429
    {'charpoly_factorization': [[[43745152668147580783513447116738408568169191508935704576, 52365409474951163615122908923479545376400624326803456, -18210739822989658510375530264557109401470876778496, -46811508653825505270110730115210726760886632448, 17468979835086308954549571549525511633170432, 15599844345643743939620957371341429230592, -6577985654885366581341230059812811200, -3528688418719917479510564090966544, 2578695267138181197578090819073, -345345694208119067681629152, -84257856320591105219646, 18640386042259838544, 2703132743501763, -603454142880, -46967358, 8496, 1], 1]], 'hecke_orbit_code': 275012124698, 'p': 11}
  • id: 100430
    {'charpoly_factorization': [[[240340925483865739231684226863347488692170121179138216604681441, 13865413747572615557092718242971669100413255004392858306260, -1122886692249019640971206579780313319574126456985224850, 270293454987468582185732639395619025188369347095880, 40720146978696570122727679294544794945037913641, -5676660347304999747200811899572329865565480, 564954575467571364393903472488216560334, -17474073525946606552913087504413860, -22721909507973374476893472813820, -278477872647517813893722580, 143485031687473246241406, -22976427934004933960, 2626609267873721, 277854988840, -18395650, 3620, 1], 1]], 'hecke_orbit_code': 275012124698, 'p': 13}
  • id: 100431
    {'charpoly_factorization': [[[599850721018718541706237315491183685561653224863309142330362401, 1814309653659302279736026871948546720293328395714867614529520, 4621733491611811294425423497212895124374072424864131788980, 2458429761918523363459531471694076502254869576992191840, 1012071430903155183717066333552593108450183320813050, 144424883202335085895407583383760023891489587280, 19527237651553400421673152828754891263784272, 1107095044403169214781834831968353653040, 106322807656601257701859719794465731, 2794475259436835892471809448720, 483985496526747188333642960, 571805701009573705200, 1077833525606105946, -26991147997920, 2242084436, -41520, 1], 1]], 'hecke_orbit_code': 275012124698, 'p': 17}
  • id: 100432
    {'charpoly_factorization': [[[4212954692254988736627505272043133523968951876050773967357562286336, 1456309661867036519695289263504037085590077457577001151624064000, -645209547401219409783735106591148658822177450309163875491712, -281037405871025793364684082034965982591255805307585088000, 165361494269269993145961771614747004584241823235244720, -18888789191376816141999416321550937213619053577088, 251011168482627716025982361429332138267201032, 72394842282023802929123976993743891217840, -1349563489321054684921489146531049695, -190302535420988774444511622546608, 2875037100835088232895368186, 354586045119375087304560, 3637689806958480675, -151286206583232, -1791747318, 54432, 1], 1]], 'hecke_orbit_code': 275012124698, 'p': 19}
  • id: 100433
    {'charpoly_factorization': [[[1677641376545128965066008473492477215097489709753678120499981716576565002496, -34518317459809401946411982260828744429850008621483322836931051931479040, 5540692497420853556268486503105151420341984820816990339902438989440, 29182131650699979472452581217981256200764373269863009408281600, 11117106509909183666038234495881543009072602972421383283504, 38621856436900660954647576828048760440732505918765440, 9325809757395021581536666725611829379385856209448, 60316781921351725928288767344877809318762000, 5356174487699252389857092348622504068545, 17833300754080757622514670159761320, 1263940778908650243112344733466, 1637293034533141553278320, 217635555896218670835, 107374824964320, 17450133386, 7560, 1], 1]], 'hecke_orbit_code': 275012124698, 'p': 23}
  • id: 100434
    {'charpoly_factorization': [[[21318116163711426271575883457708519188836989426258134289276426912250760404315681, 2270001791926307405990086014432344249757704231760525602276515295335305851880, 174462326837898926666183500315124132490849703885077483453376779371836116, 6291583296561959556514677000143782049791246825776672743348756646768, 171477730338191942302078248148559701804651962239244830048810490, 2499062630466115280632186059468480077798734053972057435096, 33773302264226214990182632592526293951901393760480848, 313753068925656089957080298669471284193149444536, 3357959882918415655248785947934101149703171, 25465692342692892589425166789742799000, 203760409593375860428514491352528, 1086386386292072308477225080, 6447166622353335641946, 26120088792669744, 129914817908, 346056, 1], 1]], 'hecke_orbit_code': 275012124698, 'p': 29}
  • id: 100435
    {'charpoly_factorization': [[[11414729354427597931028100105701167232538649889851318604554320659334415334758219776, 0, 138544028372002862215957006075050844366590689895705481579241032536638226432, 0, 29747627597796345942911279090781984188006527539561201479531347968, 0, 2502364156730858123605800049254441314490415950581932032, 0, 109783907887777978552483047305772540959139328, 0, 2754068577800336814674375837327872, 0, 39852796740062375474112, 0, 309660943840, 0, 1], 1]], 'hecke_orbit_code': 275012124698, 'p': 31}
  • id: 100436
    {'charpoly_factorization': [[[9655737673716701535374888889218304603798353087254104611147064179665722554922771914241, 513286295044645532549936876506397130074523038010454054756599189922673456827815240, 11186865707573217915546575084777631066990955155588886196593754815157041021764, 111189781065390576138963628624592874500409588286302232910299851950364960, 270529428626591741434501907656868306913660061432469289205138687818, -3630646700850597296891939686757684630488486400401250205293400, -17961942661721142261162534555093365545206696525904311408, 117286172627586434777205770902692463668894309500760, 875021455101243762561621610900138232641612243, -853201021099530059573461471168554989400, -11506086164795624120105008346377328, 6573728475523451554133695320, 110036321147718726562122, -26002253546637600, -379263954620, 68280, 1], 1]], 'hecke_orbit_code': 275012124698, 'p': 37}
  • id: 100437
    {'charpoly_factorization': [[[1622077981310147665598798479365998732213465637890615079274133476555876809517724217051681, 15650514418052390495319920344388721353535648060648423411980318039508163937206644888, -245475162155139288772967894345122636548508425667398496049308513095363021308172, -2854098692713603457530544541718651063706751795851200288028048883218967840, 42856326463166939737484254539090711680543835131124100173584531812410, 658798405706202998978608724436955150696901139367976189708958840, 2983780967831433189134665844426590316399584638749748158160, 2300784799058617336765271045924029616775996342153000, -18162593586080924061020479387810308746295055229, -28142511524394536175846506083027454509512, 110695466352075921099327698929226320, 269633414173806239155134018408, -93825280056362711699046, -639426159962259552, 56542404244, 1288008, 1], 1]], 'hecke_orbit_code': 275012124698, 'p': 41}
  • id: 100438
    {'charpoly_factorization': [[[68720122410644119456434512801343325731738201480004523443584955364666595053870042492642000896, 50136284725339487058755278900522214847321663177719992228086541419736854717163194286080, 1444097274479483757812386589092339249932459812530765379093257730059949491664453632, 1296344100996291337077618987148780300849775051086128928458343746785268203520, 22430621196380806124791375674393462117967395946196919127190931293777920, 16743460967652167381443515205040147562755152925646090205706649600, 137759769200575114103675870340646560848687430262760709962368, 9393759909643580689973542116270941177603718928139520, 528007578307859720094821652068835974332519081105, -42337421243369855227877399094574779138960, 1261782962938417607534788959560299306, -351651449960750101030102229760, 2040115755327144286519291, -373231891018321920, 1752614207770, -285360, 1], 1]], 'hecke_orbit_code': 275012124698, 'p': 43}
  • id: 100439
    {'charpoly_factorization': [[[1029027166209652909495244876062319926103775564527412723729742140734987593295365165946044416, 0, 282818652308254687129089208546875981274775290866745202648317666269999376503275520, 0, 9779346752231788260584360309510840197116066775710553707184067607379968, 0, 130503430719197700936978733017074572552488742090303171436544, 0, 810059677226831387870339193463781307666395432448, 0, 2561242184876907436597957741479123456, 0, 4181443813706904045185472, 0, 3317580549984, 0, 1], 1]], 'hecke_orbit_code': 275012124698, 'p': 47}
  • id: 100440
    {'charpoly_factorization': [[[-864616087438967855143490156636275774548616176, -1623135195700434176740631178347290451040, 90644663762842058723836373911485336, -247896372879920764213443118440, -617607825814503807221511, 2284187899004644500, -746129241114, -1833300, 1], 2]], 'hecke_orbit_code': 275012124698, 'p': 53}
  • id: 100441
    {'charpoly_factorization': [[[60824824849633657813502588000241472776147238577040754625211905813278621710267293430333004080807936, -120038023549101644350364440128626225127318621070471485665462860277255840247719451492564271104, -371717433403170847339029518696664015594612631941642949822253664697182945642189807476736, 889423825947879958707191022010335208040365858569908594120046690020122710144786432, 3086137587587244593008679097836348705581513915921289844112770420686482975488, 987511263846029901846958445763008937808218552156343072718123393435136, -2225215356183559573620660751499308952376968640357514931362471392, -1011900040236237167884005769304492684041882928221785183312, 1230833852931153541875047465049962172228061878246049, 501030121371310530545125489008398434502807616, -361565755900169703302252509985562958478, -134383486598679836354891693121072, 83274790180205334654115539, 20985292086830537760, -10584024695342, -1799280, 1], 1]], 'hecke_orbit_code': 275012124698, 'p': 59}
  • id: 100442
    {'charpoly_factorization': [[[46440931829420013162881039640395448170792525990129908845312410150637642185842284799134212267348161, -207394726467206718705875359382326766051583333169208091737076607560871031593730171714611166544, 881828202544388926324624193902671699672118696650687176868196378828842522593620330954468, -1015014939104740026728374926078856867920701576180637806760672964860684664531452576, 1890309024787124627021114644391568090791386095401785133374570006163469191722, -30120307039053538562351028052380936406452932120537093048761307656176, 2646461288039981380032743818876365582038246513299771045007128720, 310923880441937289278793946504474798265585807702709330864, 1571262974009908301090040809128317585711868999410739, 467085238487365643708968468427902488210808656, 655157900025556200422275759185506239888, 184055340583750582777596284250864, 153626700492310237769123434, 47059198761873345696, 24411214005412, 4626000, 1], 1]], 'hecke_orbit_code': 275012124698, 'p': 61}
  • id: 100443
    {'charpoly_factorization': [[[3664880723039479244840331040636854964957065919506143339147305929239170364998305672457922846976, 1775000433748376251216346751316655108191055489698376577408397690719660899308342690538956800, 284716802368253088269080238279217552622862899411249247737995151245624887190060538917504, -892793061026664107655323444556297494544903771804711716681922960864339047394892800, -226297058760092102603535897126885286064738557837597871711538637872427269840, 3581171991277521599444353012184756331050109271564988789275083810374400, 2599205865227136962972380239032863997611135519590559127577363816, -4341677302919785934667434033276633823888061328166751077600, -2316754496313739940697325657956764177809803694441631, 3257898826844615421212993467632377030131735200, 3380649242597075030359914393791074312666, 921985512528786304896405860762400, -96245196503124436220167965, -73415062333257542400, 6428525446954, 7094400, 1], 1]], 'hecke_orbit_code': 275012124698, 'p': 67}
  • id: 100444
    {'charpoly_factorization': [[[272643232870605207304044370669431679747422480568486425799016332531245076584859895048949973740073718016, -1778657902828289758674636741798603397554257275560919177678201823114137132384804733970288211826688, 5306975510691184443258035399748599343188439183892055897810007239005638179660627343562035840, -9388547025964043764311393731443705604919005771217835651542131275872412999865889340416, 10795724533278338267745414819634496577257080161120092236949677758465684366933552, -8319054131013212105118484206627059130261838611208025688078043235570719872, 4241838929686461824756459401907383714971608197338285703754958587496, -1322058364624879241806062293167884827213096391041738987747520, 188733412293657208277222412278473058194316395829406993, -1377954550781844304656743142023155146567625368, 18652233537320483450487670676220563300034, -19441378713136836135276255584617200, 8296101097528629190824139563, -2031796515756250479600, 302885812210530, -25958520, 1], 1]], 'hecke_orbit_code': 275012124698, 'p': 71}
  • id: 100445
    {'charpoly_factorization': [[[7570197520643620530977887575950230947446654383901024543584176155890080231400728187301876272230769360896, 0, 10572938183551923084328292814800544346443544500841312384318625154179201349342886773737914368, 0, 5964312009614008193860265360062275997736242928887422847867498941392995626332160, 0, 1787258860618637756794505272024744227004695151496902291839645355392, 0, 313723047899525314386164052131082335425994548221772945, 0, 33232132513429087705616575954342117917100, 0, 2082506389091166153770215158, 0, 70752978101836, 0, 1], 1]], 'hecke_orbit_code': 275012124698, 'p': 73}
  • id: 100446
    {'charpoly_factorization': [[[-1338610732392553684776894890402631225559418026328064, -2995122357028705554372724988682430044274950144, 419030693970810511689032015384138366976, 2193372366428416748424541354905600, -909400531511335004875775744, -61884409415573070592, 91925960462112, -17071744, 1], 2]], 'hecke_orbit_code': 275012124698, 'p': 79}
  • id: 100447
    {'charpoly_factorization': [[[71572236090871452820981096207167714675345486279948539930881593560723102091156417639820359226599572804468736, 0, 125514517648746371802717901728889101037280249765994205557936261733806988126370847448323550347264, 0, 31295854262002404049981609803470014333238971111059468347192155913846868349254893568, 0, 2866978498802460337031377014992410820648570250232106443712512642449408, 0, 130542327829461022572612560710697004449036503291013345536, 0, 3275990335649879088630605328812819936537344, 0, 45953224863116649487899380064, 0, 336581766276400, 0, 1], 1]], 'hecke_orbit_code': 275012124698, 'p': 83}
  • id: 100448
    {'charpoly_factorization': [[[318427235915557927597693276350851855641776120443397196270343618130627476101260412565249627553727408992485376, 332409065311341879354488890025103185745907429141288874436998405322419376161872237549107112630978019328, 63280427856038791340027652318975761889211921556615841497973589162012329063569380671283465396224, -54688145796817693691678095270921082761005330801943578529076641583418358275564564263411712, -7859253108841847239176545893448038760971424835055503201788892042564936107041406208, 5096698641134586351463526770964550839947631634273514686086872232791058394624, 608496490789431471386746206449909790663867377164538323218640151339424, -344989375911091314957149719433763964308311166496655759800783728, 3556496873042728953800848706065910316359764548031056369, 8951071814253535309142848345017921422103332063724, -287040204560136021037538778699178347909342, -167714139468315507246337562019490680, 10486399902157927400428575099, 1600924467363034566312, -113375899153038, -10609452, 1], 1]], 'hecke_orbit_code': 275012124698, 'p': 89}
  • id: 100449
    {'charpoly_factorization': [[[387191660276886968565851478653194277030290281274182606874747885349695913842192934986304333279998340397858816, -2061794449416812009652344632771825490137997561660351527456969947615259285839095745798280707678992793600, 4355407359922413817872457367108669226383038879078950468153531491646084095792365965832035964329984, -3704729518654633637530862835945176633457544691447999546052696710058933344892671018115686400, 1660849314206206488290284820629329179850126485629219330041653917409210827070904472320, -420690952108134314275142884956568606028475379630234154907973857526998281141760, 55443276509834615334134427881334632672697714556319531771550508450228896, -1796140092884764976917713253404142451431070105527936510537746000, -187772612509767151439268083918561801164177656092533826799, -129849977188565014410460155636236745057383390659140, 54932329329810449341549541872127467852059282, -9799726972689640924994571972278360760, 1047114671932577656010758942827, -72268445955046879423800, 3198938862716226, -83706300, 1], 1]], 'hecke_orbit_code': 275012124698, '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': 5, 'hecke_orbit': 1, 'label': '26.8.e.a', 'level': 26, 'portrait': 'data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAALgAAAC4CAYAAABQMybHAAAABGdBTUEAALGPC/xhBQAAACBjSFJNAAB6JgAAgIQAAPoAAACA6AAAdTAAAOpgAAA6mAAAF3CculE8AAAABmJLR0QA/wD/AP+gvaeTAAAACXBIWXMAAA9hAAAPYQGoP6dpAAAAB3RJTUUH5AsHECwyRsZjwgAAABBjYU52AAAA1wAAANcAAAAQAAAADnCbpecAAIAASURBVHja7P13vGTZWd6Lf9daO1U6+XRO0zPdPVGTgzRBOYAkJCEJBEKAiR8bfH3taxuMjY2x+YF14WLwNT+ThQwiCWmkUdYETc6xu6dzzidX3LXTWvePtXfVrtMtYfviO4h768NWVZ0zzana+9nPet73fd53Cf6/x9/Y49P3PYqUYu3ugyfHTWbMhmkXz5U8f6zDPa+bEndcXV985IWMDdNL0zdfdca8fHAjgSdZO92jXsuEljuaYC5Mb7gbYD2wAoRCiNf6q33bPpzX+gN8uzwOHz8PcJnW2VqD0L0w5q8+81l2bDjLtvVLBMrj6OnPJMvmpl8Iu8vvcYRJzpz3WDslSHp9Os3UO3Nm4fdPnRGIrP+jp8a68bkLC6yfhpP9mLF65vbT41/4zT/a/wuvnr5X/Md/+2P/4cKZY38ZpC8/320eUAYfhJBKuheAY5X6htf6lHxbPP4/avgmj32H5zEimHDNsXt6y6+ghEzOLI//405fvl0KQ5ykvPDCS9QrK1yxocVKR3FqrgI6Ik1SJhuGA6c8rrks49y8ZHIspVHzOXLOIdMJM3XB2cWEa7drDp2STI1pPM8jCByOzUtWurBzTcqOLZPsuup1GFwcBb3Y+fr+Y/1fz0zmvvmua7li28ZHMNGKkGte61P2t/Lx/wE8f6ysLGDgnfVadPnx4x39b3/zL/T3v3Pssm605me77SPUAo/jp87Tbi8SJw7LPUlmPALX0PANc+2UQ+f6bJgKGK8olEiYGfPYsVnR64OQEWfmHfoxnF0UKDzCKOHyzYa1k10kklo1Zt1shwMnplhaqVALMnwnodfXtLqKOE2ZmJyhVt+AciKu2XEZLx9Y/JXbd54/tmnHD8pYjMsNs+oI8NWxxsxrfUr/Vjz+Xw/wva88hhTinpVW/I49Rxc/dNW2+V1R1+P3P3OQO65dYWHe5eRCj43TiqoPM+OaM8s+Shqk0KyfyDg5F1CrGp4/EtGLBIEHi024bMahWvFZO5Nyz7VtXj02xvP7BftOprz+mowN05paTbB57QoLK4rAhzAyvHhgmnpFcnTOY91kHynAUxnnlxRjtRRJxoY1CQuLdUKjedP1NU4uX01Qz7jrdWMHLiyv+XSaya8JwSNvf9sbX+tT/Jo+/l8H8F63SRB4k/Pzi/+/P/jUA97eo3uyH31PcNPy8vjNf/bVC6ydOcFbrq/xwHPjhLrJ229yeOzlgO2bQrqhy7llRZQIfCflqk0ZayYjljqSl4+OkaSCHRv6zHUU120POXTcpd13iCO49aouB09XaVRi9p9xuH2nJE4i2n2Hl09Ibtia0eq4XL4xJk4ku48JFjsB6yZg1+YOniOJEzi/7NKJUq5Y7/Lwy4a33NwlCsf58tM93nhLk+sv28xzh9az1O8+/6E3Lb4w0bhJrbvsHXFjfPLn0iRenpocf60vwf+jj7/zAD9+4iSu44gHHn6SntZqw2zjt3au6+98Ze/Zu77++Fl1dG6R73v7CmvrYzzwbI2Xjof81AeXabfW8tVnNZs39lhbrzC3nLJ+Fl45okgMCBQbJzNu2tlhuSPo9gP2HXO4Znsb1/Po9CRSCHZt0rxyWLPQrtBLOly/PaYbjrHcFrx8SLJzS4oWgmZPU/ENr9sq2XvMIYwTVtqKm3YY1k4lKJGSZi4vHvXYNGuYX1RMT7bZuqbG159xacUr/NT7FS+8Os6Xn+mzeVOHv/cuxXJzM6eX12aNyY2P3XS1OujKlX+w0qxmV137BrIsNWvXbX6tL9H/1MffySzK4WPncRwll5ebwc/93D+NfvEXf+WfZmn2sS89vDv53recurLn1oLmok/VNYRdyYuHBB97W5drL69zbing/ud9vvuuJtdvn+LBlzwu39Rj7XidE+dSbt0Vc+C0x3gtASR7T1RZP6lZWnF44tWMJw7DdVsMV22SLHcEj+2TvPmahPGaYqVT5/R5h2bboNyYH3zXCicvNGh2BDfu7HPd5Qu4THBhcYbTC3DVVk0YS45f8JmoOuw/I9m5CTodyc4ti2xbH/Dgcx4nlkI+eI9mbnGC/SegFWVcf3mM1OMcPtFj79H96sji8Tc+d+XK7f/wA9Vbjb7TjaL+f/2NX/unv9pcOuL7/kRf61RXG2tf60v3N/74O8XgndBQCZAX5jvj588euSNJ9O+eOXUk3b//0NSeg/ONvadjxiaX+PnvizHZBl45VOHlQwmHLoS84/Ut7ryyxisHx3lkd8z4VJcPvEGy50Cdx/aGXLk9ZeNkBUyIcASudDhy3mG2kdGKDPUg4uR8xqunM+pqgrff0mWlWeeZfYZrtgmu2JyRpYJTCy5Zprlio+DqyxKeeVWw3O3xtpslldo5Dp6oc+L8BFVf0Om5TI+lHD3v4TkRSiqMdti0dpmrtygefWmC548lvO+eFmtq4zz6YsBLx3vcfv0K33mLx5GTM7x8UPPK0YSe7PLzP3CBtY21HD49Qyeeam/cctnSlbt2OtqoH9+8edtTnt9oAvrvUt797wyDn7uwQnNlaev5zpGN2niffu75+8fW1c7Wzp4FaRS1CqxrCF45Ncnj+y/wgTtW2NRyaHUd2qHPpx+sMVVvc90Oh35c4/G9hnuf6PHBu1oEQZ0XD7usn+oy1fA4PefQDjN6vZDaGpdEO0zWFOsnJHdfE/LS4RRHCnwvxa+mPH9MUau7bJyOiVLYMAU37Fyg1XOI0gkS7bDnhOSVQ1vwVYDvZTjjEWEEY42QbUC763F6PmNqvMfMWJ2vPeOx51TM+9/YZeN4gydeCdh9vM9V21f4vjdlHDoxwdEzgjPzKedbGe9+Y5urNtXYf6zGwgocPj3fePqlU42ufoF33rP2L2/qv6XVj+IPXbPr8jP9XvNEUP27odW/7QFujAHYefroI+vPLvq/fejIS1dE7SfUvmM93vJdDsKs5fQFh9kJh36k2daHT35tkvVTS9yxw6HXnyZKXMK4yjP7YuJkhet2gO9VefaA4jOPtrhma5O7rqtx+HSDhWafipcyM6HZsUFxfkmx3JK0Oxn1SoTvuWyciTl+wcWRIe9/g8MLB12u3NJkfLzNl16s0g59psdqvHjI46rLOkyNuZyYF2yYcQmChIkgw3UkUgqe3z/JWK1HxYu4fJPCkxUe322oVpt88I1Qd8d56DmPA2dCrtu1zA3b4fS5tew/5nLiXMKrZww3X7vCD78t4cz8Oi4sByysQKebcXZB8NLpDju3H6k9/PTu2nvfcvsjjjCHj53p/aQx5hxw8Nudzb9tAX5+bgGl3CsOHXzldfMLvX90/MSRe1599RBP712kmQnWTWREacyGmS79SBJGHv3IJYwM3XMVvvRMjddfvcQNOxUwgTEuLx+Z4BMHu3zwzW3uuDJherzG8/sn+PozfdZN99m1RTA75nD0nEuvn9DtQasrcBzDhukMlETKmLAnOb8SgK4wOxZz+YYeT+z2iUj5wJ0JWVzlyBnJzITDhimB1ikLKw7tfkSYeHS6HpumI6YafZSSOI4gSRyOnoGZiR63X5eyfsLh0MkxHj8A55Y73Hxdh4+8MeP0ubW8dNDn4MmUl45lJKLDu2/t0w+nOTNX5cKSZGElYamVcnpZ4ldDrruszVtel7C09Kx65KFTuzZvvewbe16uPJKJ4DeyeOWVOEkPV2rfnnl19Vp/gP+Rx9OvnCIj2PrU86/+H0tze/7Nnpef3PqVbxxlcSUiTV1OXqhwctFhw2ybN1ydkCQeSeagjcIYgYPm1AWPE4uarevarJ2Aqh8QuA4Kh5ePKi40+zQaMVdv0+zc6NPpBpxZEHhOQmIU51Zczi1o2rHAcRzWjKfMrWhOnPeYqEsEDrOTCcsdw7Vb+0hZ5fxSlR0bfA6d9Dm9aLhqa8TcsiRJXcJYsXNTghCGTk+yZjxlZjJidjLGldDqKXwfdmwUrKzUefCFCofP9ZmcbPGmm0Ju3+lz9NQsLx/0ePVYyrGFmPp4ix95Z5ert4xx8vw4py64nFvImFtKOLUkOLRgeN+d83zkjZqqO0mrM4YUKWHnDI88c2qro6Lv3bo+3lIbn37qF37+7zf/7S/+5mt96f+7H99WDP7qoRMoJ5jpd8/8o8OvfPXafXvb7/f1AdZOVdi1tcbCSoIQGVunM44tV/jE/dOsn1rkth3LJJlA6yraqEFk/cLuSV454vHBu9q8+9aIybEpJho+M2cU+0+5HDvbZ9NsxOuvDXnbHZJTF2qcnqvQ7mh8lVCZgIl6xsxYxHzLoRe6bJiOyTKHy9eHBH7CM/t9Dp2pMDPRZ/vaCqfOSVphwhUbDPVAs/e4j+cppupwZkkxXQM9lnD4gqLZC5hsJEgJE7UE03Z4co/LqYWILWv7vPOmlI0zDmQTvHKgytEzhn0nE04uRbzzDSt8910RFTXBifMTnDjncG4+48JSwpklOL5suOfGBT721j79aIKzc3VaPYdmx2V+xefIiRbLK0/isfD++eYBXn/HjXvi8OxvdLr9hamZ7a81FP6bH982AusvPv15qoHbOD3X/Z3Dp45+zx07jstu0wHhkmnJhSXFYjNjuRmz1Mo4vwKHFwRrZ1f4+Y8uc8sVdU6en+L0XIVzCw7nFjLOLiQcOKNxgpB33tHmbTdoKs4YZ+brnDjncvQMnFnKcJ2QsXrGfFvR66VkaYpA4AcVNs26XLEuZnws4fySoNV1uHx9AgZiDSfnAjqhoVERVD2BJMX3MxrVjHbP4+Q8RNpDG8Ou9TGdXsa5RYeJustl61M2r+lSq0YIaYhjQatXYaHlMVEVuNLl3LzHkbOCExdSTi2l+JUeb7m5y3feCr4c5+DJBqfmFOcL5l4wHFk03HT1Aj//0RXWT4xz8twk55cqLK64LKxIFpspCysJWWaIU4PwJT/yvhm9fv3Vf5HoqZ8QRO1b7njXaw2J/6bH32qAR/0OLx9PWDMuf1lEr75+73NflU/uyV7/hadPO//HT68w4U9zdqFKq+Oy1FYstwRLrYzlVsJSM+NCE44uCWamm/zbjy1xy44qp+cmOTdf49yiw9yS4cJiypmFjPlOyvhknzdc2+W2XeDJCr7ymVsOOL/ocGFZ0IsgTTWBp6kFGRNjKRo4eSGl3YUta1xqlQhjBAiPbqjZvDZiqemAsVKk2YUoBYNhuRWzYdalEyqEMggd0QhcNq/r0+wJTp5zyLTDVENSDwS+C2kq6EWSC8uS80uGuZUU3++Dm3L7VV1ef7VgplFhaaXB6Tmfc4swt5gyt5xydhmOLhluumqRX/zYCmvHG5y6MMmFpQoLKx6LLclyM2OllbDSyWj3DKeXBX69za/8aIeDJ3emB043nvzIh9+q77hl+5NCxP9ipTnG5ET9tYbKN338rdXge1/4FOs338z/+b//81+67yuP/pMvP3Df5b46tXXXlgtydnqZu68LCTyHLFMYJMYIjJGABARCGBxh8CScW6rw7BHJtduX2bWpTzUA15F4rsLzHGoVSdWV9LouB08EPPCix8n5iHaacPB0xJqpZd79hhWuvbzDTbtanFhMWewJqn6fY+cMrXaNay6TNPsZ+08o6lWHV0/CFesN/Tijn3k4TsJEHQ6c9lFOhitTHBfCSHLLrh5hT3Lt5RntMOPkuTrb1ipq1ZhmZJgd77HSbfMX34CXj2fsPt5ny/olrtvZZmIy5l23d/juuw3b19bJknGOnx3j6BmX0xc0Z+YTzsxnHJ0XnGomvG7HAv/2Yx3WjI9z+sIkc0tVFpoeSy3JSiuj1UlodjNaXcNSF063Fc0wpOq3eODFTAb+wtaG2rfNJOJWrXZU1s6OP/hfPnkvX/jsn73WkLnk428lg3/2vr/kof2Xqx94/Uv/2jVz//KRpxfUvY+EzIURQaXHzFibn/lIh5sur3B+aZKlZo3lVsByy2W57bDSgZVWxko7ZbmTstiC0ysCp9LnjquX+Z67Y7bN1mh2G8wvV1hY9lhsCZZbmqWWZqWjaYeadmTo9VOmGgmb12hA4LuGM/MuQvpsmVVsW29YP9tjbiXilcN1brzCUK2ssPfIJPVaTBy7TE1owj5cubnPp74xzs5NKVFkmB6TJFlIPfB59USfilvj+h0pu4/FzC15bJjy2bYONq+NUSrhzCJ4rkEIw5Y1KRN1SSf06fZc2j2X5bZiuQlLLc1yK2OxlXGhBUv9jM0bunzPPYvcscshcBucX2ywuBKw2HRYbgtWWppmxzJ3s2tY7sK5jmJuJeG2K8/zzz6yyFgtoOLWWVic4evPjRPKjdk1u9b80k//SPCLX78/yt7x9o+81tC56PG3CuBHj7xKrRpUDh8+s/mJF1/9sDJn/n1NnmNhuc7LBzMOndOcaEqavZgbLp/n135ymesuqzK/MsFSs8pKO2C57bLSdlhpQ6ujaXZSVjopy23DXEtwrmtAdHn/nS3edYvmsnUBcVxlpRXQ7Hq0OoqVrqDTE/Qjq0GzDJQ0+C5UfMN4wzA7meC4fY6ej9lzxEenNd5xa4zjNnlh/xhb18FXnk258xqf+VZI4CjSLGFyAtLExXFTlpaqvOGGNl95qs62dfD84QiXKm+/RZOKkD1HM46fCXCkx5oJh4maoOILPE+gBKQa4sTQj6HTMzS7mk5P0+xplrqGMMvYsrHHu25r8f7Xx6DrLDXHmF+usFSQQQuanYxWN6VZgLsH59uKhXbKTTvm+PhPznPtNp+V9hgXFsc5dGqMF/Ybzix1uf3Gdbxu5/p/NTF701+OTW44lSb98MqdO15rKA0ef2sAbsxeYNZbmj/0w889e+S3/uzze8SR802ZItg84aFTw2Jbs9CRzHUlF7oxt1y+wH/4sSVuuDxgsTnOUrPGStun2fFY6Tg0O4JWx9DqZjQ7Ka2uZqVrmO8Izrc0E+M93npTh9t3pWxZo2hUXNqdAN+VgCJOJVoLtIFeHxCaiXqfw2cN2sTc/3yNqFfh8g0ed1zbI9FNHn1xnOuvcDl8oUtrpcFt1/Z48AWfNZOG/ScNP/W+NvtP+KyZlDzwouKOKxXLvTbHTk9y/Y6YR/eEpFGV26/y2L6pT5h2+foLCjLB0TMOjaqDI6AXSrQRZNqQpIDUOJ6m1TXU6gmb1kW8/soeb70xZaoWMLc8xlKzwkrbnpuVtqDVhVYnpdVNaXUzWj3Dck9yoSNY7KTcunOeX/qxRa67zGexOcZKq8ZSq8rCsk+qUzbMLpBkDovN9TrxbzDViSv+weT0zk+Evfn4u956+WsNKeBvCcDTNJVxFL776cc/f7kRnY8vnnnRfWF/jVMXMjq9DM+1QVmvb2iH0Awl8z3JuVbK7VfO88s/tsCN2z2a7TEWVuq0ugHNjkez69DqKFo96HQN7V5Ku5vRDTWtnmGhK1joQpJFXHdFyNrJjG7P8M7bIrau1aSZxJGGOIFHXgk4NR+wbiJl79EAdJVdGxU37NT4QY8XDvdYWKxx9dYajfEVntrtcvMVAUu9JisrDdauNTy7X/H9b+ry3H6HjbMui90WK8uT3HBlj6f2ZkxWxrn68i7zrRbP7hun4tS4aadhx+Y+yC6vHBfMTibMLSQ8+opLP1FICZk2bF0X89bbYjpdxfoJzQ1XQBxXWW5VWW75NLsu7Z6i1ZW0u9DuZbS79vy2e5pmz7AcSs62Ba0w4o4dC/zij65w0xX25mh1KrS6Ae2uSzd0MFi51O5JjpwyPHOgz/u/84ak5tf/+Xe9591HatXgi57n6dcaW695HtyYRZJk6WNPPvvSrz+/+8DknsPn+OF3arauVwihaHZSolgTJxqMzkvzGikMUjo8d2gN/+L3Hd53xzLf+6Zltm2IubDUwPcqVHyPqu9Sqzh0KpJ66DJWc+j1M7phxppIE0aGTt9neSHgzGlDnGrOXkjxfQMIPGVwpKAXKgQuac/hdVsF29cbNm/oEWUdvvqc4sCRCd52o88NV67wya8aPFFl64Yeu59SbBhXTDd6BKpCnLjMd6AWOGxcI3j5QMwNOyrcff0if/SlEM+t85ZbDa7f46FnY77yTI19xytctr7K1nUZMxMx26YTrtmaoZTGUQYwVH2fmXGfOHHp9Dz2Hnbp9h16oaLbl3RD6PYN3Z797p0woxsa2qGhGcJCTzG3YqiOtfjpdyzwXXdEXHdZjfOLDVrdCp2eR6fn0u0repEkSgRhJGm2DecWItp9g4oed5fbW3790KGZ5fG1t/7jA6c7f7Rr02ubYXlNAd7thfRC8aMvv/TgL//lvfdPHjndZf2kpOKn1CuaiYaDEA69MCOMQEoQwnbSKGlQMsOTkt2HZ3jpUI3D5+Z53+u7vP6qPuP1BsutKrV2QCP06PYcOvnFDvsOvcihHxn6sSZODEliSDN7xKmH0SCVwHUEgScYrwsm6rB2WrNxTY/piRZfewEee8lF6jHedqPL63Z1eGJfQtxvcMfrBK0wZH6pxu07NNPjPSqOTz9VLLQTlBa8bodDtR7x4sGAu24Y47brOrx4UIEZ48arPH7kO5d58OWYB56rsf9UwOYZxdrJChP1KmN1qPjgOgYlQRvYf1yQZYIkFcQpRAn2O0YZYaTpR5peX9OLNN0Q2hEsdCXzHYh0nzdfv8y7X9/i+96iSdMGFxZrtLsBndCjG7p0Q0U3VPQiQdgXdPuGVielG2b0UwEEbJw8w4E9X59c05L/+5vuutPp98PfD4LK//sAbswCEP3I8tmHf/nQ3qdnPZOxYbLGpjVwdj7AANXAkGmJEAIpBUplObhBKYOjDK7SVFzBYq/Cn39jIw+91ObOa5p89M1NrtnWZWq8ylKzSif06YVuDmxlj1gQJZIkFaSpXeqtd8sGlY4DgQfVimaynrBhtkdKl8NnE/7i0YBjp2uM+xVuvsrh9mvbPHuoxf1PN7j1ioDN63p86hsCJXwa9YRmN0IbUAJmGj3aHQ+dVnj3nfP8+VeqbJ8LeNetPeJkiUf3TJFkAbdcNcu7bm5zxaYWD73YY/fpKq8c99g4KZlsCKq+wHPtTSiFvfm1Aa0NSZrfrIkhSuyN3I8hjKHTF6xEguUOCKfP9TubfPStTe68KmOqUWGlXaXVqdDp+XT7VpIUK0EvkoR96EWGMMwIowwEbJ4QnDlXQcxWWWzFPL3nodl9p8wvv/+drzeHTjb/YMeW18ad+P84wH/6F/6If/KBDTz4tad/8NjcysfXVB+Z3rY2QjFFq6twlc0NC8B3DZkPIJBCoZRAygylRL48a1xl8B1DxRGs9BVLrQk+/UiNZ/Z2ueO6Jh99S5Prt7eYyiqkqU+vH9ANXcLIIU4USSpJM0mmBdoIBAYpDL6nqQYpvhfjuRFnlyK+9LzkyBmP42cmUNpn+zqPK7cpbtzVRvkL7DlaZ8N4lasvg7UzKyy3G1yzQZJqw9ee84l6kvFayttv6fPFRxNOXaiz83KX880+rx5z2bRmguu2LfDE7g5PvSqIYo9d2ybZtcln18YOR88vc+QsPHegyuFjNaqOwHckNd8QuPkKBxhjb9Y0gziFOBN0I0G7L2gnEOsUbfrcdEWbj761zZ3XZKyb9On3x1hqBXS6Pt2+Ry90rCTpK8JIEPYlYWT7RsPIgjuOLSNUPMHJs5qzc4J2qDl8boGl/pdmr91w7uNhNJn+3h899Mn33LmPdVf8g7+7AD+653fZfq2g4p39vrh35jebCxfGzzZTfv4Hm1x9mWRuqUaUKDItSDOBARACKSVKCpSyIHeUxlEZriPwHI3nGnzXUPUyxgNBJ3JZaU/wmccafOOVPmsmenz4nha7NvXph12u3mbYtFYRJS5Zpsi0LRQJDFJqXCfj5Jzh+AVBM9Tc90SVs4sTmNhlIlCsn3LYstbhsg1w9fY2Wi7yu1+ssbw8xq27HK7e3uKhVwQidZmdkNSqKb3EQxoJRqIcj1ZfMLcsuMpUuefGDk++WGH9tMetV0/y975zkU98pcNzB2t0+y5LzTrb1lfYua7HLTs6fOCuDueWl7nvCZ+lns/J8y5nz3q4yp4rgUAbQ6Yh0YYs1UxMJVx7VY8oSti1KeKD90TMjikm6z5JEnB+IaAXevQiu8qFA2BLC+5I0I+wK0GU2SPWRLEhylOpnTAjTuFsE7xqzAff0OTI/v705s1Tv/nWW7ckay//yp/+y1//S37pH3/47x7AX33ht5DVSXF097kPPfXiyu996gvnq/1EcHK5woMvGX7wbctIaWh3faJYESUKRymUlCiJBbkSOEriKIHjCFwnw3MEnqsJXEMlMVRjw1iQMVER9GJJJ65x/EyN//Cnk6BTRJpy47U9tq2NSVPQRmOMLeJIIZBK4LgeB0957D8SUAsc6p5kuiqYmZLMTjqsn1FsWZexc0uTTCzxn+5tcPLUOLfucNm1NSNMOzy9x2e84jI1Zhivx1QrVgppLWn1Fctdw1Iro9Wt8Iarmzy/v8eBU4rxRsAtV43zY+9e4j9/Dl48UqMbGpodh7nlBmunq8xO9Nky1eeffqhHo9pi93E4eFriugalDEJowNj/M5CmsHVtxh3XpGSJS5L6GFOlH7tcWPQII7ui9WM1kG9hLOhHgn5sWTuKbVU2ijRRrOknObhjK4HiFPqJoNkXzIUZP3T3Mlesr1JRmu7Kwvgn7xv/vfZ9H0r//kfWf3q89ifmn//ER//uAPz0/j9h4/ZZ9cKzx95/5MTcJ5eXzgX33DDBSwdS9p8x7D7mEPgrSByk1IR9Dzd2cCKNkipnboOrJK5jNafnKiJXEsUaP86IEkMl0USJJo4NjRSiRBOlEKeCfiKJMp8kCzhwpMYrByAzBgttq41dCZ6yno+6D1evg0YFxmqSibpiatxhdhI2r41YN9MkMcv8p3vHOHpsjBsuU1y2UbJ94woPv5oytzTGjdskEw1N4IX40scoQZpJhDGkWcxKN2BuyeWGXRVet6PDEy8GrJkQVIM6N+zQ/PT7l/jNz2lePVun2dU0O4qFFYfp8RoTjQoTjTEa1YSZWsKWG2J8N8V10jxWsdLBYG+qJFHMLzgkqSJJFXFiSSROFFEsiRJJFEv6sSSKhQ1QY5GD2J7XKLaSJEoM/aT4OfTz/7YTC+ZDidBdbtjep16ts9Cs8sJ+yXJ3f/Wyy6NPfvo+qRebW+79hV/9q+wX/ukHv/0B/tnPfopn9gXKOXDqg1E490f7DiwGjbrLdZcnKMew70Ifz4lw/AhHhmRGoKTGUR6OcvJA0uA6CtcxuLHEc4W9CK4g8hRxYoGeJIY4zWxWJC0dGaSZIcs0mcbqbc0A3EKAkuBIcF3wHUHgC6q+pFZVjFUlE2OC2cmULWt71GtN7n0y5tE9kzQXG1y7WbFlncsVm/pkosnXnqtScx1mJhT1ap89R7Ed95sMvUhx3RUJ1243XDifsbDiEfarvOPmDo/vDjl8VlGrSHyvwTWXaX7xB5d45NWQLz4yzVLbsGU2Y6XlMN5QjNVc6lWXWsUQ+Brf0/hOhqOs1JLSXgNjsAUrLUi1JM0EaSpIUkmcCpLEpv3iFOJEECeGOIYoyYgTm6ItiCNKyodl7TCBbiJYiSQrccaE7qOzmLlmyNP7Ug4eF1x1mUNr/mxAJv/4tqvVj7/nvR869q/+N/OEI/I78dsV4LUglUmy/L37j575L68cORT82HekrBmT+J7h1mtDvEqXJ/ZqojRlutbFGIEUNoB0HDeXIQ5u4uA7ir5rmSZyJbEniBNhL06iSFKIE2kzCOkw7Zdmmiyz2YXM5JmS/LTaDA0oaWWP5wh8TxL4klpF0KgaxuuaNZMRMxMdUtPk049LPvGVKWaDgGs3Czavc9m6XrNl3Qr3Pm1YXg7YtVYx0YB6NWHuhGR+xcfbBlEimBmTjI/D4eOGlbbmwmLAFVsD3nRjhy89FjBVB9/zUHKca7YLfvxd87hyni88McG+swFr2gmz4yljNUW9oqhWJBXfwffAd8FxbIZJCpCiBHLsjZ1pyDJBmpEDHZLMyowkySwpJJq4eE50nnYssjJ5CjIVhImgkwhaiaCdaLJ+H78eId2UT3wt5o+/ntKoSg7PuUxPRPzg218Iem3nvx48dOyA63jXAcm3LcCXTv0laap/8MsPnvm1PfvONvafrfOfPt/izmu7OCLF8xJePip58uWA37/X8FPf3WO8rvG9Ku1uhqM8XMe1R5wRuw5ebKVJnNhSumUcYZkoZ6U0hSSDLLOZBK1twKW1KXo4c3BbgFttL3AdC5DAh2qgqVdSxuspM+Mh0xNNnjwQ88f3Vzh4fJytYy7b18LGtR4b18DOzW16aZtn9zeoKJeZCcV4HcbrERNjKZ7nIIS9ucLIY7md0OwZWt2U+RWPzWvr3LZrnvuf63HwbIOqn+AqDyHG2L5B8QNvWeSmnfP88f11nt07zlLXYbaRMl5NqQaSSqDwXYHvSlzXxipKkacPLcoNtodVawZATzOdr255ajHVpJkFd5pAnJrhkdisTD+1pNJLBO1U0EmhH6boNGSq2uJH3r/CG65L6HR6RG86C661F7zhasP2tVX2HDnG5+79q1m3sfOjv/J/fvYTP/vTH/j2A3ir1UMK9aNHXvnELyt9eqpRqTLppbyyb4rHd4/RjlKyLCOKIE00v/YXNfYfa/Luu3rcc32HNdMxnXaFMPLx3BTfc4liB9+z6b0C4EkiiVO77CZpntPOyFN/5Mwt0YYhuG2RMmducJQtmHiuIfA0lSClHqRMNCLWTbeZa/X4rftcvvb8JMsrNS6fEWyeFWyY9dg4K9i2vo/jNfnzRx2Ona6xY41koi4Zq2VIGXF2weA7EinAGEGcOGyZbfMcGe2eYqVtmFuusGNjwAfuafFXD3mcmPNxnQQhXLSpkaSSG7etsOUjbb72Yo9PfW2SF07U2DAhmK5l1IKMwBP4rsBzbaziKGzgLMXAk2GwN5k22ExLZgFfgDzNrKSzYIc4s16XuCgepYIwhU4q6SQQJpqsF7Fxus3dNzR5791d3nVzRq3i8tG3Z3zg7jZJ6tILa/SjMU6cG6MXOuzef2bqrrvWffwnfuD71D/84d7v1+rVbx+AX1hoEWXi7505+vAvnzh+eHZmPGX7xipRbFAi5eyygzIu7VhgAjCeoZUk/PnDFR7Z3eGGXR0+8pYe77q1xdS4T9j3CSMP33WJU5c4cQaBUpoqkkySppIkE6SpJMsEmRZDra1tytHk4Bb50q2UyYNXjedqfC/Lq6gR0+NdwiTkoT2Gv3h4jGf3jjPhuVyzwbBuUrJmymP9jGTjmpjLNqyw+0TIfY/PMKYcZsYEjZqgUU1o9TK+8nRA3TMIYYEVRg7vviPiy89YT0yrq5lfcdg4W+d9r+/y7IEO+w971PwUJYUFua7Sj63W/4E3tdixbp4/f6TNU/vGObVSYW1DMBYYqp4mcDSeC44SeQaqYHIo7Ec6l2paD1e4NAe6JQhIMkGS5cDOBP1U0EsFnQyiWJPGMbVKj/e9bZmPvKXNDTsz1kw4RP0azZZHph3SzCHs+7Q6Fc4uVDlx3ufYmZT5pmHP3v2z9z/80C+/+1136yxe/kPlTf7tBvhya5nApPhV+bF7v/Lkr37lwS9N7dx4nusua1ANoF5RjFVTklTjOYJGZJe5XiroOT6h53Km7XPumRrP7OnyV9d2+OCbQt5+R5/JcY848olSlzhxSVKHJAd6minSLC/YZEOAa5Mztx56yoQweVBpfRyOo/HcDN9LqPgx9UpIRsiDL0r+9Bvj7D0+hkh8tk4Y1o0bpscVM5Mea6cl62cSNq9tc3qhw29/sUYaVdi4UTBed2jUoFFNEG5MO6wxXjcIITAGklQy6StSndJJPDq9jJW24uxChasuq/MT72ny8T/zOblQw1FJfmM4pGlAP5asnfK58fI2117W5dWTZ/mLhyvc/8I451oVar6i7kHNNXiOwVXgSFvOF2LUXacBo+1Nl2lBZiDNhM2fZ4I4s0WiMBOEGYSpIU1TdBIxFYS8481NPvzmDndekzBWcYjTGistf3B94tglSlx6oWfNbx2XdlfQi/I0pjhDZ/4Ls/t3q1+dWvf69NDhC/91w3qXWm3qbyfAm+2Qtqq+t3v68f8sO/c31tc1J86u4Yr1KY4yKClwXevtSLVBgK1EJoJqJuhlgp7y6aUu81HAF56p8ejeHrc80OUffneHKze3mR1XNKoOceIRpy5pOgR5VgBcS7SRGEPe6VOAG1vqVyYPYlN8L8VVMe0wYaGd8Bv3Bhyfn+DF/eMY7TFVEcxOG6bHBFMNxdS4y5opydqplA0zPabGV/jaS5oX9o1z7UbBRF1Sr0oaVU2tEiPcCN93cJT9+8ZAlknCyCHsJ6Ra0Ak1na5hue1yYanB7Tu73HZVkz9/IKCyrHCkjcO0cUgzjziRhJHL9HjATdu73HR5l+fuPsfJBckf3z/OfLPKmSUfT0lqrsArZJi0geeAyAupgmXy1AhSDYkWRBn0U4i1gSyFNEGqiPUTIddusdfj5iszGhWHNK3R6vhEiUeaOsSJS5wq4tghShx6fTs1wNYBrGysBYId68Z5cY/ki48/OPXhD4j//N533LTS6fTu+5vE5N8YwI1+DsR69au/+6nL9+zb35j0TnPXdS7jVZd6JebsHDQ7PlrbpdN3rSZWQuBIg58a/ExQVYJQ5YyeuSzFFe5/YYwn94XU/IgfemeLjVMpW9eH3H51B0fYFjEhrFyxVUnrlTamxNwYhDQoYXPmhhRkyqvHJc8fcPjSs3VePVUnTqvUHcVMxTBZM0xUjc2DNxwmxxymxgVrJ1PWz4Ssm1nh0b0Rv/ulWdaNO8w0oFFTNGqCejWl4kc8eUjRjx3cmgWVMYI4lQSO4vodIc/sGbfGpzCj2XZZbPrMLU7wE++a48ziEs+8PIMrAZGgYQCgKJZ0Q4eJesB4o8ZtO3rcfW2Pj7xxgQOnNV9+NuDZAxUOHauRCocoUvQShRLW2zMaeOY1AaNJtcFojSsyxryYgITbbuiybV2fjdMJH317RMWT1CoucWz7YZOCsVOXNFXEqSJJVA5yRRTbFVZKmKgbgorm9FnNvU8qJhoht+yawwm/2njhmVOXfyr8e+oLj+7L3nP3VX97AP7y7v28sn+b55rHfvh1mzu/dmT3Cg++PMmT+/uM1WI8V+EkGZ5IrSYU4DqAEdYVmEIiBY62QA+UZfRIQz9zCTOXXhbQ6WT86p9PYNKENTN9rtrcZ2os5YNvCtk8G5MkItfbEkrMTa4/pdQIKfjMIxV2H60hHIeT56qcnasSVBRjvmC8ZmgEmkYA9YpgrKpo1BUTdYepcZgeT1kz1WfDbJvMNPnM4w3Cbo0rNhoaVUW9KqlXNPUgxXVjvvZMQNSTuLO2W7SQKLWK4h23hDz2kqYbSbphRrvn0Ow4XFiqcuW2Oh+8s82Lr1Y5uVxHSQ0kuV52STJFlNjCTLfv0Op61CtVapWIKzf2uXVnn9PzLU6cb+K4Ga8cc/irh6sIpSy4hVzNUIAGY0jijC1rUj78ppDpRsbOLYY1U5ClLlFcJ01dVtouaaJIMiePgyyo00zlxSQ5TAIklrldZZiZ1Lzzjoi3vmGFwIsZqyjG/AZPvBJxusWvffDqZ3uvv+WaT5w4djDeetnOvx0Aby6dolpd2LH/6Onf+rP7XpFRItm+RnFuucbZFbs8TtcNEzWDlDbv7GIveJHJcJXBzSBVAj8zBNqQZoJYG+JMEGlJlEli7ZJoWOg2eHi3xpDx+WftPBSMzo+iipenyIRACIUQEqkUaeIgtYPrSOo+bJsx1FxN1ddUfaj6glpFUq9YOTRWl0w0YGosZWYiYv1Mh4wVfuOzAU/smWX7FExUc/auSuqVlGolplYNqVSq+EqiZK7BsXIgSVz6oSCMMjqRotvXdEJtW+ZqHmfmxnjDVRE//aE5fv2vHE41fYTQGJOgM0OSusSJpB9ZG2s9dKgFHtVKQNWvEvgJ9UrMjVfEeG7CzVekfPTNPRyV5kUgjRBmVJTnkk5riRAS31WARz9yWFqxDd5ZVsQ8+ZHKYQyU5kcmSbLCpWmD/0wLEAYpDeNVj6mxMRwno9PzOHGuyqY1Ee3es3L+dPW3Hu7Gjydpf+/fBDb/bwP8Zz/+Kf7ysbiyrnbg/bPuMXHrzoALS9ANM6q+tnLAgFICV1lAYyAzAq1A5RF7muUALyL6LI/qi8hei+F7LYi1JDWSTDsk2ifL017lx6BKKcARwlYqFQQVQ+AYApXhu+A7EHiGii+oeJJqRVINHAvwmmC8rplspEyNR8xOdlk/u8TvfknzqfvXsGlcMV3XNGqKelVRq0K1klGvJJxf0hw97xN41n4LhdNP0I8dtq3VrJ3u0+57hH2Ts7ik2XGoVwLq1XE++uZ5jp2/wO/dtwFHOhg0mc5ItSFJHaJYEcbWFNULJNW+Q8V3qfgZrY6NMTw3w3UyXDfDkbZRQkpbzhf5Ya0rAhA5yAUtnbsstY1rskyitSTVw3gnzUQpwC9el5/FIOgHm7FZWPFYabtoA1Ei6fYkndDl3HxCdOA58X3vOf/+N751/dHm6T8Ixzf9yGsL8PfcNuEtLrd/9oU9yz+7rEK5cW0NpRTNjqLbz2w6KTWY/PSZ3ACk84KDIyFVDHLWNl1l8tcmL62XXw+dcjaXKwaBUllzA3klzwZWjtQ4krz0D64SuI6xeWNHEPiSwJNUfEUlUNQrknrVMFbLGK+nTDYipid6bF6zxLOHIv78kfVMBD5r6ppGVVhwVyS1QFMLUurViGcPwisHqlw+Y3LdOyybh5Hi5p2GKzaHPLd33Pqr+xnd0MlB7lINKlSCcb7nrmVeOTTPM/vXglFonVk7bGpIEzPwk4SRQ7VvqASKwNP4novvZfiOxnEyXMdWiJWyDSNSWmswwiAY6rlhcG4txLrISOki/VpKxRbA1gWYi/dFtdT++2wkm2VJL8kE/VjQzQteF5ZSZqdjefT48r9e+OxGTzibfgmIXzOALyx1ZZr0fqH/3G/94xsvO+5pXQdS9CR4rsTvOYR9Q5zovKAwNOQXr7PM4GiTnziDzhi8zoqKmykqb2ZwYxTFCmMMpcr7yIpblKoLGaRkXrFUlExbtvrne4rAV1R8QbUiqFcMjWrGWC1lvB4xNRayfmaFZw6G/MIfreHUmXEum9aMV6FRUdQqiloAtSCjEiR4bp9W36CkwlVWmhUPaweWJKlHo5LQSzW93Gfd62d0epJWRVHt+AR+na1rE37xh1v8m09Knt6/BoNCG02WadIsJU41caLox4rQl1QiReBZO4TvKXxH47o23+8oYwGuLMBVLlOEMKMNunlp3+QkYnQBVDEA+gDwGTno82tXADx/XVRNiwbu4t9EsfWVd3q2q78Xao6d8dh7bM677pp9P1apeP/7awbwIwef4MEHvyranf57H3riQjA7E3Pn1XNsX1fj3EIdpTyUUniOpB9JknRYEi5X0DJl8sDJ5CfNlE5IkaMFo43tIjfDVaA4WAXwXHbngaWVKNZPbuMBJ29Fcx2J79kBQIFvRzJUfEMt0NSrGY1qwlg9ZrIRsn6myTMHevybT0xz8NQkWyZthqVekdSq0rJ3xVANMqpBQpLF/MkDdaRSuNKgxDBNqE2xhLv8wNtW+PoLMZ3Yp5cDvBsqOl1Fy3cIPB/fbbBzU8q//5Elfv4Tgqf2rkEbSaZtWT1JrdEsijVRYO2uvi8IXIHv2cqm55hBxdZRGqlMHvCbQStgqQ40OKHa5JkWLfJsSx7IFwDOQasHxTVydmfE2FaszlkuOZO8y6gXZrS6GcsdzellwZZNLd58Q8TWNfH0+OTt9y4sNp8RQv7c9FTj/1mAJ2nK666a/s8vPfulXQ3P45lXJnh2f5uf+b4Vtq2DNGugtd3LRkrrWIszyNICzAadmUEVLRuwuhlU14Zsn7OIMTlrU9idMas+VwHwwoNRVPIK9nacwncicV1p/RueIPDtzJOqn1GrWHA3ajHjjZCZ8RbPHujxC384yasnp9k4IZiqlaRJ4FALrH+lEqRU/BjXjTi7NIGrrDvSpuWGQWaWSdJUsW7CkKYJ7SQgjAz9SBP2Mzp9SaWnCDwXzw1wnTF2bUz5939vgZ/7A3hm3yyZlhbgmSFJs5zJNZGvCWJJ31MDCea6NnPlKJP7VAyOJJcpIPLnS2DcyhXyohBiUBwqpEdRLc6y0s/1ENDWLsFAViWZNXH148wG1j3NsXnJxo1N/tcPtXDMLC8dqPrP7jvz1nVbjwj5f2NG+f8QwH/j9+/n4VcmqqcOfOaaq7ecdd926xhKBjy+3/CN3T1+7B0dxmoVwsghyfIgUwpkApkUIxJkKF3KwC5kyFDKmEKOFK+/yWeTYmiikhLby5mDW0mZN0oU8gQCF3xPUwkMFd/q52oloVGNGa+FTE+0eOFwn5///Qn2nJxh/bhipqYZqwjqgaQaKKoVQSWwN4ct9cc8s1/Q7XsEivwmsxq8aELItCBJHWqB4varOzz7aoNeMmwH64WKjq/wPYXnerl+HufKTZpf+bF5fuZ34Kn9syRakmidN0sPezAjT+J72rK3O/TRO6o4yGXKUMbJvMp7KZAXRSFTADwHfDbIvHDJlXfg4iyOHNxJqgdN362eICLlnus7NLwxnny5wYMvJgT1Mxze+3nv+773bdXFk5/rTW953/98gBtzEFg7/qm//PpvHz6l73rohQofeGOLalXg4LD3SJ1mN8w9ydbLrb2CVa0RqryMaWcoS0ZYuwRoPQD2sCmYXHsPLoawhiIhc3AXjcoDgOeZHMcymediO4G83GDlZ1RyeVGvRIzVQybqbV4+EvHzvz/BKydmWTvuMFPVjFVsJa5WUVQriuqAvTMCP6Ve7fPoKx7NVsDExLBMXgBG59o0yRSzU4o3v67Lo89r20UT6xLIJYErCVwH1/FwnApSaq7cZPjlH5vnZ37H8NTBWRLtkOQOQGt7tUzuJ3LgLvQciePkJiwpUE5xbhh8vuImLKSKKFxpDAtCqw9deta69JyvyFlOVlk2BHiW2UkGaWH00jBWS3ndNgejA3pxj42benz3nSmC7l2PPn7qD8zU9/zkw88cb77xtm3/cwF+YN95lLP4M3W173t3rD9PsxXwnz6tqHopM1WH2WqV8wsBrnLt6AVpcJQVn0VjQaYFmWJw19sJTYUMYcDeI4HkaubOkV5U5AbaWxYOuqHuLhyDjsL6MxyD69rG4sDTBF5GJUipBgm1IKJe7TM51uLFQxE/+zvTvHxsDbPjLrPVjLGqycGds3cgqfiW/QM/perHpDqiE/sIJXELBh9o8CLQyg1iiUvN61u7QBwwUYC8n9HzLIP7nsR1HFyn2IDWcM1Ww8d/co5/9l80Tx1YQ6IdokwQ5+CJEkGQaHzX4Lm2d9XJ4w5HWYuwkjI/P3lXfvFcMmYNbsxyrLMK3AMSKhGTBXceOxWSdJVrUWu7goxXDBOey9LyFFNVyXfd3STwE/YdG+PRl5apThz93vd+x3NHY5383P9UBj989CyXbV2/5d/96u9c+/zuC5xfSsC4XDGjqFcEjapgthFw6rxksqGtvstTcwW7alVaxvRQx5kimDTDQGzIFMOqpCmvmQVrl4PKYrnNO3RUHkw5Tt4ZlJuQCvdg4Ga5bk6oBBETjR5jtQ7P7E/5F787zUvH1jAz5jBTyRgLDPUc3JXAphMLcFf8jMBLadRi9p8wPPJiDU9KXKXzIG6oI4vlO8kUqXa458aEyy/rcvRUhZkq9GNjjyij189Z2FE4jpvPg7G566u3wK/8+CI/9zuax1+doZ9UbDEsNVRzD7fv2ukEnlOsXjqXKBKpssEKp6QoAVyUQM5FemUIcjMK8IFDcbjyltl8IFvyNLDOpet4HSYbDgtLHkoYlpoe9WrC9HiH73pjm05fYjovXvuGu39yS2v5/MmxyXV/8wDvtM5RazS2Hnj1mf84W+u9d8pXeJNjOBJqFUHg2fLzWM3OLkgzgSss24i8wKP0cPnKCt02YOwSg18qS3JRtiRn7tXgFgapirSgBYOjctZ2DJ6jcV2N72p8LyXwUgI/phpETI71WOn0eGwv/MqfrmX3kWmmc3CPVwz1iqAWiEGu3GZetGVvzwK84kfEWUY/DAiUvcmkECNOvqKQYgNNx2p5J7Jps0SUAK7xvAzPdXBdmTdhuwOAI+C6bYJf+ckVfvXPUp46MMW5VoN+TTKeGeqpIcgnDviuyXP/RSbFDNi7kCoFwAefN//QZZwPFGJ+UYpVdQjuUUk5IllModuHN4bArqzGwFLTkGSKlbzQVqv4KDnJchNOL/TfG6mns6uuuup/PX7yzIltWzb+zQL86ZdO4HnVW48e2f1+0r3cc9MY88sO/dh+daWsrq36UPH04ATa5tdi6RLDjEie9rNLG8PXJSlSBnhxisuqsLgIdtxDwd4mlyemNBzI2mJdR+djJrIBuH0vB/dkl4WVkF/+kyr3PT3DYneCmTHJTJCDO7C6u5oHlhVfUvVNzuBWewd+DMR842WPlcRjymfEj40YXaGyzDY/NHyHN93Q45mDMZ3EZyzvWO/HGi+yXnXPsQC3rkwXIW2BBgO7Nkl+/R+2+fIzIb/0h2s4szhBOO4w7gnqqaaagp/YWYKesgON3CLQlGIQBBfP5UC9fGMKMegVGVwfWCUhS8Aux09DEitlwsilW2ZlGd2EKNG0OlZGgW2AnlvJyMxuNmz030/k/IlMeif+xhn8wO778RzFgVNNtq1JuHp7hzNzNbqhQ5LaL1xmS1sxs/lVexaGaT4L8GEV0uS/G6ShVrN2WZbkJ7pglqLcXGQBVAFwZXCkBbajLLhdJ8NzMzw3JfASfC+hXglxnB6PvpLxB19p8KUnZol1g9mGYDqwssSmAIs8ucoPkTN3mb0THCfiyX3j9GKHddXi86xm8CKVJklSReAqbrsyJNUW4GEibNd6ntvuR9oGh47IWdzeyKKoDiOYHhd87xu71P1z/OFXQh7bN8WFpEIvkDRSQ80xFuROHocok8clJgd5cQ7F0DsuQTJk8dXZuoFUKUZUFN9tVdZrVKvndqHSTVNk1OI0oxfqQVEsyQy9UHNqWbBru8PJY4cYn7z+f7nzzrtfWlwOD09P/vUj4f5agO8/dIrjhz6D46+51kkO/Zst0+eZGNNM1jsoqen0PPqxQ5oOi70Fk64+IQMwlwPKQmuTFxNGgF1KPZTTV8KskiZFVc46Bu1ot6JxOQe3sl4M303wvITAjalW+3hejz+93+E//NdZji5M4voBa+uCST+j4RtqPtTyDvuKb6udQV4Qsv6VLF8JrDxZbGd0Yw9PKTxpBgEmpa9S3NiFdyNOXSpun7XjIc1enTAR+bg1Gyu4bpan+VSe7lSD8zsMXK3z8b13drn5qgV+5Y/7fOprMyynNXq+S82VNBzrwfEd8BSDZginKPrkK58cSJVhAahMKqNipQx0LrkCXxLwDK9ncQ2L71OkG/sJdkBSVxIeqXDkeI/vSvfenWb99XOLrcPd5klq41v+7wFca831N31s6zMv7f/0Z77wzK41kxH1SsK7b++weW2PZqdGN/SJEoc0Hfqwy9LCMPQ2lIPGkUCS4WuMuGSeW2CGbDIYxFkCuDQoaYPbIXNnOchTPMdKEt+L8N2QE3Mpv/flGp97fIpjcxM0qi6TAUz4GXXf5KX3AtwyB7ccFIWCXHv7nr1xGrWIe590OHyyQpBP4Bq0izFE+WCMg7E6PEkddm2B77y5wx98dYpu1aGRzx7x4zxuUBrHkfnYOkogd0sn2q4Km6cl/+L7e1y77Qy/86VJjl0YYzmt0HMdakpQzYHuSWNvnDzLNFj9ivNapA+x+nxY6TQX58kLYiqsEwN/0CUOhs9lzVOs7kmWDxGKBUu9jC1rl3nHbRGBEuxa+wJXX7brd19/6z3vTKLWXytVviXAjYkBl5defmnj3JnD2zvLCfsPTzPfy/jUQzV+6n3zfO8bezSqdTphkLcqWaeZzlllNajNiCwpsbcRAxYYnKwBbZsRHVgAW+RBrJQFwHWeNSnYO8N1Utu546T4foTnRHSymN/6tMcffnktZ5fG0arC5Jhi0jOMeZpqztzVQfle5j6VXJrkufMBuD1bvYySmMNnfLqxz4SfZ3GKolORlSiqsKbkSUkcGjWHbRtjlN+nE9cJPUElsZOjvFxeublEcYqsh1DfJHhVzIz1+In39nj/PRf4wy+3+b3PTLEY1gidgMBRVB1BRVn/vZd3+ygp8uom+WpoLs3kXEKurM6wMArmIYuLi9mdvKNI2za5Xipp9jWYHh958wJ//z0xnttguTnG4ZOK5186vn3b5WMbr7r6+hO9MKVa+eYw/pYAP3pyDj+ozUglPp12XnRff23AsbOGo+cS9p8b59/9iQfyFD/41mU8r0YvDPK2JdtZUwy0NFqW2FqMvC6APHi+9K1WSgeaAbBH5InMXXIqswB3MhyV4bkJgRfjuTGtfsyTuyV/en+Dzzw+RT+r43keU55g3NPUPEPVN1S9IbgDX+L7Ej+XJrYwlGcmcoB7rq18Hj9veOyFKnHi4tfMRQFm8RiWs60VNU4Uruvw5ps7/PmDXQ6eqREGdjRD5Bq8FNxE48YapeycRisj5HC4D0PyyLQk1ZKq77BmPOSffU+PKzdHfOr+Os/vH2MhrNFXHq7rEDiCigQ/L8q5RXpVGltPEJRAPupZWW3OKjP6gLRYpcHLgNfW25IZC+4og04q6EQaX7f4/rcv8LMfMUTRDIdOTXD0tM+RM4Zk30vuP7ny2k+TLb0ujboL/8MMvn3LGvnkcwdu/cyXHxxbV5nj8q0VLtsY4L4oafc0hxYq/PwnNoE5xQ+9o4XjpPTCgCTvlUy19Q9rLS7B3GIVc48y+Ijxx/boWCYflJT1wO5pdbfBUZkFuMoGcsRxElrdhCf2Cv7oqw3uf3GM5VYdWQmoVxTjrqHhaaquoeoZKh45a1vmrviSwFMEniDwyB16Oge3xnet/lZOxKEzcLYV2MJKrm9HCydD/4ztg7QgT7Ukjh3WNARXbArZcyqll7hE+YxvL84bQlQxWbco1IBc1ZlT3DxFGjLJrD/8w28OefstKzz0UodPfq3B8/sbLHWqtKRH13PwlMCTAl9iezil3aVOieFNqkRu+70Eg1/kX1nN5IUkLT6jsWX+TAsSbZuaexlEcULNtPjYOxf4uR/QJMkUc0s19h93eOTlGC36bF7fY+70V8Yq7rtudWvXfDU/nf/9AG8tHfM3zfT/iwwv1P70sTpvuLHDO25u4rhjGFNhsmI41arxrz+xHq1P80Pv6FKraKLYJ1EuaaYGAB/KFblqqRIjJ2SEF0akiaFs0LeyROeaW6NkZgfiF9kMmbDQSXn0BYevPFHnvsfGmG/XEEGAW3dpODDm2k6eiksuO+wYYHvI3HKa625P4BfsXQDcSfG8lMCLMSbhGy/6nDxfYXpS4Eqd61gxbPQtsZ0ZsZsqwshlyxrBm2/o8bmnY7qJS5gIAtfgpZbFo8SUVik1yFcj5IhMKc7zoFFB23x7xY/48BtD3nrzEp9/vMOXn6jy6O46860qofAIPQfHVThC4EqBKyWuMLnUMihESRqOpg8vQeYXB5sUjkQGrJ0Y6Gtbgc3ShIZo8UPvWuBf/ECCYIKlXoAQkNIlJuSttyTceZXLy7tbNVMV/6VaO30lEP4PAfzVfXvpdnvotMWOdQG79zm8eigFLXGVoeHBTBVOt+r8u0/MEjjn+NF39wDy8WuKTCvb4a7JO92H8qToHjEXCRMxGlCWgC2EztOBGpED3HEyPCchCBL6UcbBs3DinOIvHhjjq883mF+pgRvgNFyqSlJ3DXVHU3ENFRcC14I7cO1MQmszlaVD5L83Ocj1AOSea9vTjp7T7Dnug+vmy7wplejFCArKujTLO17SzI5zvmZbxFUbuxw4WyUMBNVU4CeGSJGn9nTO3kU2pUhBDrXKIM+epyK1Vvn0AZd+7FKpRPzgOyLefXuTr7/Q5S8frHLiXMCBs1Xipk/qO/QdB6mkLecDTv5cMPlAujAM/lc/yvGVZhhEpgZSrAfFsngGWQz9Hh957yI//0M9XDXG3FKFsO+SZpKbd2pu3OHiyirHz9RYXOlw6tRB/KD2rSD8zQE+N3dKxHH/f3ngK382nWYVZidtFa8TOnmp1cqCfqqpeJKldoX7X6jwE9+1iOdKhNBkmUKbnMUH7F0ElgIK9l6Fb1FE6gPNZwb9fFLofJeHDN+3k1TTLOPCEjzwsMPRMxUeebbC2ZUKR8/VwPdRVYfAUdQcQ83RNovg2sH5gWvHtVkQF4fMD5UDnFxz5+B2M3zXsre9sWKOL8D+E1VcOZoeHEgUhn7woQbNMyk672tMXa7aEnLFbI+9x1J6qUs9EUQOeKmdCahKAJdSIKQcYXIYSoCBFUIX/vO8KThziVyPRiXmB94Wcee1bc6utPnGcx7HTvt8/cUq55YCstBFS4fEUwgp7UqRd+VL8oonDGQLqxbgsqV5VH/bDi+jix7aBLI+6JC33dRjoq6YX/bp9X1aXZ9mxyXNAjItaHcl3VDgOxkHDxye/thHv+9/OXvu7Mc3rN9wyfDtmwL8kUefIMuy733l4FJt4xoHR0o6oUPYL9xuGs9NWQkL74Hm4GGXx/Y43HVdhAg1mXRygJfAjRiw95C4i+DSDPPcI8xdkiIqw/Uzksxw7LRgzzHFA89W2XvcY9/xCu3IJ4p9cD1Uw8VXgqqCqqOplPLAvlP4NArbrPWF+7ks8TyF58n8BjBD7e1mtrLoWp0feAlGx8wtSyLj4zgSTxqcUpptFYEPQJ6Z0X7HOHUROMxMxkjVp5u49BxhMx3J0DDmKD1SgZRFkhqgGHbEMLgvWsuKwUhupgbjJ3qRx9qJmM1rEm68LCKMQ37oeIu9JzweeCZgz/GAY6cCklSBrzBSgZBkslQNKhfzVwF8pLplwHbuF/PLNZgUdAr9hLtuCLnyigSEi5SaOHGYWw5YXFH0IrvfUJg3ZzsqY8uG87VD+575XinVx/+7GPxX/+DrzPdaasfEPnHzrpjxWoIxiuW2S7sn6fUlUaLYuEaS0OLYShcRRCx24eSSQtQjXDSuTskSWZImshRMrh5bUFQ97fwS1zEgNEIakthuISgEnDgj+bP7fXqJ4uV9AUdO+yx2PaLMA8cD5aIaCk8KKgqqyhAo7DgzlRuPlGVtzxW26FEGtyvxclnie+B75FkTWzJ3HXtj24poQiWImV/JeOCpOq2Oz8SYwJFDo1mBg0su37oUEGpJFCmmpxRvv73P158POdWqEbrSyhQH3NTgJkXOOs+xy8ymCynPOpGDv6GNU/obFuhepsgcRerasQ9J4tpUqptQ8xLuvCbltisj3nd3n0OnJa/st4N7PvVAleMXXBCSXuiQxaqwb2KcYuldlTIaAXiRIx0CXCQGoVN0T7NlOmWyrgmjGCOanLjQ4JVDY3aGZWItxN1Qs9yxPQPnluDIhYPip37gCtW5cG9aX/v+/zaAKwn9bOy39p06d91EZYnTTZetM5pdW2ucm2/QixTGQL2S8qabu/xc5TyuF/LwSx5Pv+zT8CAMYWZcc/3VCbXA2iZBIIwYubHLZ6IYztPqCV7Z7bDUllQCybP7Xb74eEA/UfQTxfkLHlo4JMZFCxccB+HbVcZTgkAaghzYvjL4ylgPuJPnfJ0hc3tFX+YA3Crv0RQD9vZcjecVBq1swN6el6BUzMMvKT73dB3lOTbdNqK/vzmDF7nwLCsyHop+3+Xdd4Tc92SbT31jjG4aUMt1uFvo8KQoyphBt5AQcgAw+6dkSeuXAK4tk6eOZXLXUaSOg5NmFugqQyk7SH8iSLljZ8rtOxOMiPjgG3v0EzvO7QuP+zy336PiCxbbilf2erR7MldJ4pJXeBAg5E3HtSDj+usTZsYzeqHhtusj/sN/bfCNFytoVaei6qyrRNQD+8/C2HBmyTA20WfdWk0/zJidzK7btO51v5Vp8RP/TQzeanZojNUan/7sF3Z+5ekJdfiMw0pouPGKLj/+3j6T4z7VWKKkplGNmZlMmJkUVGspe486/NP/o8YnP1tDZ4KxCc2tr0uoV2x7Gt8ky11e3qQUNLuK5/d4tFsK6Ug7E8U4lpmEg3VxOSAdpJS4UlgwS4MvNV4+Z8VT4KnhjD4LcjFseHBsI0DReFwGt2X43FbrFgyelY4U30kwJubsokccBfhjEi8ve6vclTdSxSw6ehitBwy607UiTlwm6opN0zGe6BOmPmEqqDh2CGbhISkKWkqW7a1y8Lfs35B58UcPq6da580mQ2mUplleN1D5/kcpSZqhEltLcFSGlCkbp3W+Ymiu3NwnNiHS0bRaguf3ODR7druZVTneS6QQrH22FsBtr0sYm9AYDRUPPvZvJnn1cAUqdSbrHjQyGoHN5PQTgfQ03/+2mBu2S5aaAcudMbX/qNx5+53vbfTDTjuojO7LeRHA5xYWWFxe+fi5M8ffONtImd5VIYwNnlvh2OmUretjxut9fDelWomoBn0cJ+H8iuSx3T6xcYi19ce2m3D+YfgmlD26hpWWNyMEuthygdxzKtQwyJEyT2UVoM7LzpJ849Yib1x6dvJOekW+9R4DcNu2LmUnAXgCz2FgMbUMnrO4o/Hy6qjrJvh+wulFzR9/vQaOhyvFMMAcyBNxEYOX88PFkFALNjtYJ05cPvr2kM8/GrJvrk43c6mmdlNa6wI0w04cVdQESsGeGMY4VgrJksGrOPTAC+M4Cjez81LcHOhKDotm1jeevxY6HxyU4QiDMBnTVc13vEGDyIbmOlHsn/EtSM2qUEwmEcLgGM1d1/V55Jka57sp7VhzvqdsIiNPClyxxmFxYZbHmoowgjhJEP6JN+686vTHsyz7+38tgz/06NfRSO/y9Ue5cl2fZrdCry9xXc30WEbFj6lV+1T8mEY9JHC7zLUTfv3PGvz2feNWtEoHsL7wrAzi1aAuX4wBwEeDFyHloAVNCXCFLSv7wroFXWnfO5LcU5F3jxdGIofSHBTyndmGXfVDgMuBbPE9M2hp8zxdGpyT4ubs7TkJUsacvCBYaAcIx8GXjMgTWf5apctdlg4jwMszHXHqMtWI2LI25MCFiDBz6GfgZwI3M7hprsNTBpmlYQldjXQqFPUFO2m3GMUhStJI42SaTEmUU2xfrnKzWoZUOl8p9DA1m4NcFH8bOyVL5D51gRnGU2LI4RdzXOEOtf9GZyk/+Z4+cbzCf/yU5ExXciGtElYlY6lhwjcsrhhePJDiKjtqY6mdcnDuNJOTX/TS7OKb6SKAHzx6BoOgPbHCNdtabFzjMdlwSbW0QUilT73SJ/D7nFlK+MoeyVefGudPHxonEz4od8C2Q+BeAtglgIuSJRMhkAxLxHYqFbjC4IoctLkEKF4PfpaT/dAKyqDB1lPCgn0E3NI+ewXQi+AzB3fR/ePogURxHatPPS8hJeHLT1aYW6jgjim8soejnEFZ/c1H7KNiVRCo6Ed2gu27Xt/lyd192mlAz3GopJo4L6crOTREFYYzITTDzqEi0Bw2kdjUYT5TxUCm7N90tCBVAieT+S521suT5kAfFtP0oMAmpS4V3vLXcgjuIrVbZMVGrr4YOqzEIB2s83F6KT/9gZCZyXm+/GTIU7vHOLHQoOV6rASSpVAQLEGaZUxOxNSDkE3TXZqLkkz/NQD/tU98lVq18oYvfu3Jm596OeALTxjWzfR45y0d3nxDhO9p5lcMX35GEqaCR18c4xsv15lfqmACB2SxG6nVgkWOtAzv1V3bg2KBAFU8C4MDg1SbykvGdr7JUOOqAtjS7idfjEIoA3swB0Vh+xEvBfAi4Cx0t1PIEpPr7VEvuecmeG7MhZbmxSMVcDycXJ44JYNSUe0TqxBuU6Ul192gL1UOcuJJ4nLD5RFT4yGtlSq9VFFV4Kb2u6jM2CMpA9wCZehwkKucmkWjSV5dVppMC1wtyJQkU5pMCdIc5GXzWmGHkAXIS6AuLBMCnYOc3NI8nJg1qG0MLr4pYaLwF2mSNMNVHt//tpi339TikZdDHn6pSS/xeHJfjQvLHn0Db74x5B03h6yfCKg4NTZscG6+fOcdb3j//K1PVGeHu7eNAPzyNQbXib/jliu4fq7i8sIRn/ueqvHQ7h6vv6qLqwzzK4oXD3l0YxedOWjpIBsSJQRKyMGyLDFIxNCFdgmACwoQmAHQh+AwAwZfbeF0Cm9E7gEvrJ62ubjoVLGyRA26V4bALppvLXvnmtthoLeLlKBl7CG43YE7MUGQ8KXHfZ7cW0f6Dp4Udv72wEE4bKMbOv5WVzPFwHWpBzMAbfU37LvcfnXId97Z4fe+VCfOfLqZJMgMUUq+cpVdfzqXc3rVDfXNmBy0I/NmYDEAd6YkSmnL6FLmoyV0yYpc9gCZIchHqs1DZi4kCOX3pcrn6ptBCkMsNf3YpxFkvPf1Gd9xW59+HPLykS5zK3Yz4Ft3aRpBhQPHx3ji5YDNy/71fSW/I029Jy7J4FHvCI439vYLJ+79/rF0L70dKWc6DSaXAuJ4jIeea5DmcYNS1m1XjIIYADL/EpJhoaZ8WUcsr4NnM3gvS6CQDD0P5dEGBXPL/HMoUWwBOJxcVYyJGLB43g3jqlFw23EKq5g779n08vY21ykaDtLSkRCT8JffaJAZHzWoXpYDzGFfY5HZGNHgrGrX09JOh8qKYNNB4PLhN/X4ky9HNHVCmAWEmcBNGbC4lAaZioHpzKYLV3uPZCk1KUogF2RO3vWucpA7BqWtXMmUQWXWwWirx3JgTR6mKMvuzqGNedCUUtLhZfYuJ1rKxb0C7BJb+yiITAi48XKLp0zbMXXtnuT0Usjnn5d4r5znPdHy93/sg+96ZP+Rk1+/8vItowBfWJJUq/ryR59ztn/2y4JOWmduSbF+LEOK3LtcTCoyeRMpq8rsq0vuo6Q1CvQB068C+ip75kCLr9KcBejLsz2UEkMtnjvuRobd5MB2lBhmUgbpQNtxbxuTTc7cwwDTKbG378a8eERy+FyAUS5KSjypcVb7NEoCfHUWpTj0YGiOKOWrLciT1GX7+oSrLuvy9KEKifIIU0Egwc0MTipy+ZZ34aS5DkdauTDyJwWrG03KTd/D7Ir1u1hw5+1sypTAXXiBTG4TKJicweohSuBGFBOzLu7w+tZbZIpBtmlAAKU8vtZ2u8nNswn/5MMxC0sxWzaa7Qp9ed3n6xcx+NLyCp1eH4lhqjZG1lJsmrDbXBfz5NLBpqrWCVaM5hr4fUuAv3RHzioWL2UIJRcv62rg+R6m3YaSRdjueTEEtw0yxaBb3BmAW44AvDz8x3bbMwD2oFo5YO4Mz7GFHdsVlGBI+KtvVFlaqiB8x+bdyzfhag9K+QSUmwD0KKuO5Ka1IkkcpiclH3pzhxePNIiygJ7yqGRWixd2ViXJwV2sFTrPiRfGXMvirNLjumj8Lk2lsodE6WJFMoPXFshyRIuLAcMaO399APBVDL5quGe5gZlVuDHFsM/SDZ/mhrThVpH5YE/sjnrLKyn1lZhuZ55+vz/4OwOA3/elz6ONZLrW5OrtLvMrLr1+RpjvTT7Y6TY1JIndZi7JR3OlpZ3MymC/FMpHJyetkitlQJeBPpi8NGyKLc8cHAB8wOKFXJEoZxTgnpMPAHKLrQPzCqdjcAeleJ2/zkYOR9nOnX0n4dP314mkh5Iqr16O3oirK5ir80dlS+moDs+1eKZIMwc/c/jQ2/r80Vd77D5WIVEuPSnxMp1njwQyM6XzY2x7mSgX1nT+t0b3LSozeabBGaQQDU5WjJXQVgoN+jbtiiGKRmUB6So9PgwcVzdIXMzig3Nx0WeSlkQzmW8PKfMdrYXdbjyR9CMII+j1DecWMxbDfWTpaeJkKNEcgKhzHq+2tvrw1/7TtvbyApKMyTHBclvR6iraPTv1tN/P6Md2pEGcQJxhZ1SX5nePNJWai7/NUJ4Mv3iZvS8tUcQAOKvHIcsSYxdBZjG1yXGKTV5z7a1Wgbso37tFY7K2EwEGLWJFT2eaHwnKjTl81qETe6CcXJ6YVfbY1TfuKMJHBxqtyoXn3TjDwo9DzRXs3NBn9+GYTPuE2iPIrGfbyTW4EnYjV1tYKthSw8DzowdXYFDhzG0hzmDigf2Z0pBJC3iV704h9XBCQDFdKyu6+wcJgFLaTw5jsgLcF3UBlYeAFODORzQXRagBsBOZz0AX9PqCbt/Q6WW0exnNjmaxpWmGmqnp2W0/97/9ZPUtb/vJ3hXb11mAv3r0Ar7ffttSNPszK+2n2Lo2Y8dUwEqrztmFCsstRbPr0nUkbj8b5ElVokmkbRItz/Mezr0YdXqvDjJZBQIxAmwxwuByEGSWh2oWIGfokVYlUKvRXYxdRZ4Lt+C2AB4OBXLL8qTM3irv6/Riljua//OzdZbCAOG7Vp5IM7KqDAfnfIsCLiVZl48jNuVsSl66T1OHRtXhH3ygw0MvNliKPGLpEEqJl/dQDkc+5Axe9tMLPbDRGnQObo1BrsqsiJzBzSBIL8CupMgZ3EqibJBFGU5PGOrwYTvhRR35paRDOeCmJNNG7L2psNu0JJJ+JOhFkl5Ivitdykon5eySZinM8CsJE26XG66q/8zJ468+kUbh5wcM/uizB/B9j4NHzvHS3ipKab77nia37UrQRiKEjxAKJXKDvUxLmssGFmlmI3ktSwBf3YJWAnjB3KPBphiCvMSGZWlSdMgMgC0FUg3Hj6kSqB0pcXJJ4gwAXmhuPQgqXUcPwO06hf9ilL1dleB5MX/xDZdXj1ZAukgp8QtrbCm1OdgjPr+639RNWGJzXbrABchTLfNNnlyu2d7jvXe2+aOvBmjHJ5QevhSDoo+SgmQkoBtlclFm8lI3VdkToxUoY1cFbYQFdzElTNvJwMOxEsNZNMPJtLaPU8hRgMsyi5eIbShPRgGearu3T5xvYBXG0rJ2CJ1eRqeX0uxkzK1oLnRSbrm6wwfuMnS7ApWeYOG8Ik3ioUS5fZfB9w2znkC2K5ya93no+YBNM22mahFRrNCZyL3GEmPUwANuLbB5Wigfdj6YgbGKvwYFLMzQpM/F7D0MLEupyAFD/nUAl0OAq5KH2sl9KS4DKeKqYbbELQ0HGmpuy96uY6dWrbQ0X3i4zmLLhyDPnohSMPZNJArlhoDBVf0mabtBxkCisyKb4jDRULznjT3ue7LPUtcnVg5hJvP0pMizN2LYjC0Hi/8A2MYMu370gM2H82qcIrOi8tcyfy8hUwzOexnkQopS930xxPMSOlwwWrEucuGlyQrFzW0BLohTQT8Rlr37dt+nTpjS7qW0eoZmCOumDG+5zqfTHGP/8YT6coONUYMkzgF+4vhRxicmt7744jM/vefgSXZtb3PbtZKFZkDgWN9zoxrbqFU7pFrl2khZ/a0MKl9eBWbQmoQRmFV36lCiXDw0c4S9R05WXjgZAfbo7O9yh4sd7s4ouIudDQrmViXmvojBi3ETw5ETjrKVy+MnBIdOBmh8hHQGzblD92A5fhClrEaB9FEvypDJRUmeiEEmY9BuljlgHHZtidm+rs/SgQom8yyLZ1amOKUszpA9y0avwoctS9IgZ3MzzJNrKQapw3Jso7S9abQk197FdRmS0QDcWgzqGKJoVB6RpWZw05enKZQ7kAZboaSCOLEDSe1IaU2nZ2j3IEkhjVwee8FnoWWoVnvcOH2czWuu+unrrrnr5TcfPXbCafcyUOHaxRXefvBon2u3wbXbl0gzQ8WPcg1czycwyXzrOkFfiTxaH8oIY+zyJEvSZHUefBhkDptxyyAflSeilJkQpWBzCGjL4OSjgMt58PKRb2mtyuAugTzfr97NraEFe6v8veMkKJXw5afrHF6sgDeUJ24pdTlyw5aW5m+lwUfmhRSSoby7WWGjjR0um4551+09nttXBe3afeClxM3y6m42KpUG4BqZKJiD3JiSRCnJlfw6mlxqalkc9txn+YohRc7qulhhzYCYhgWf8mtKxR8xgonyTT+80YdV1zSDONaEfU2vr2mHhvmuZK4LsqM5sWQgS7l+u4tPl4la9nYpumsDNz7hjNVSPFezfWPMB+7pUa1k7Dvd4d7HHU7NudxzXZ+PvKlJr+/Rz7dj7vZtw4POzMgYrgLk5dH05RzwxWnBUTZfHaAVgBaXAPaAzZUoNeGWwJ3PJxxu28HFwHaGA4IGI94cnYM8tfJEJVSqMU8fVHz+4Rph34OqgyPt9NyyNFn9+cvf+ZIAZ5X+XpUyLOfFk9RhrO7wvnv6fPXJHs8e9DA1lzDz8QSDG00N/v5QHgxhNAR5WT7a4DO/wZRl80xaPa5LrF0E9ToPLqUWJf0tSoHuaAw1ZO8c8CXiE5c4H4YiuWBvJgREiabbz+hGmk4kaCYpP/wd89x9XcSpecm9jzZo9yt87jHDhh0pazZqWl2NI0wfJVyyrMehs20e2Vvj0Nl1OCh8Cd94Fi6bjdi6TlKvJPiuptX16Ia2LzPNhrsuDHO+q5ek1QAXF8kTeYnXAykihqCWqrR7gxK5N2UI7iHIC9uswXFKQ0HzwaCOGgW6O2BreyhlA0zPi0nijK8+VWXfqSq4LkKqHFT53JBScCnk6EW9KHNUqAUzJANTakAeVDSNHGjxIl0Yxw5Xbk55x+u7vHKiQpR6ZNIl1AovY9VnKXLhrGJw+2xWfRZUcbNptBKoQhtLgVEgzVCPD1ZUCVKXZhnqIosiLgb46tTpKkwUjsNCmkthCUkIW2g8cU4zt2JI89XqDbsEb33dJDNjmi1TCXdfHXH0XMRXnnbRpHR6KWGU4jz00NcIfMWps12e2bMJlcLr1kPg2UHv43VFr1clSXvMTPTIdMjnnq6y+3iN6ZoFkSxLldKXYRWgKf83IyAf/fey6BgXo+AWI9KklCocMHYB8OHk1IFEcYZTb50c2BbQugTsnL3z4NJRCb4Xs/ek4OtPVumFHtRcpCicg5TSg5eoYpZWqDJfFV4Uiy7B6CD5VQWfkgErTlzq9Zh33BFx36N9Xjnmg+PR1xIv1+JK2811y9JAZIU8ENZnUW5EUMNMjp3TnUsXadm8WFWKIF8bC3aph4U2ocvZlHzV1UOJNPgccjQuKAeiMJy5grCroisNdWXYtr5Pn5DHDlYQqcOahmHMcXl+b42JhqBW0VT9DNfV3H2N4dzRlzlx+DBCZDinzy6AEOhUc91213oAhe16qfiCiUbGmsnIbqU3vcIDL/f58nMVPC2oOJrAsxuqFrpsdRfLqJFKDEAuEBcBYSBHBkHlaga3ertczVT5cP3CUWjbufLXTnk++Cpw54dbTKHNDf6OSu3hJLhuQmoyvvREhcf2ViBwQNqGZrdk4R2xxpaP8ptvosFHB1KKwW7kRUYl03IE6FHf5e5rerzrDT1ePRmQpi5GKELh4GYMPpPIhiwuRm6ti5m8PMReqYK5LZvb9wKpxUCHD/L9BaMXpFQweFF5HiEuG3yO4mIobQRAPi5O5dLPde3OGbOTfb7z9gWefrXGA8/NoqSkspgRpxFjNYdKIPEcByHssNig0sHzemgDzo7NfYSwJXe03cvd3s2GwLMZlKnxkLXTK7x6vMdvf3GK5XaNLWMmL9EPNZMo62Vx8Ze8SHPnS9kwgyJGwD4A9ohUKZfpS4daBW5VOpzhJqgFoN0SqIvMic2Y2GelEjw34eUTkk9/ow54IF2EUIMuIpWXrctV1/KKVMCq8BOO5JLMaHA18ISULbSZbd2zU2jVoHxvjMOH3xTywFN9nj9qJwkkWtHLRG74ykGX5axdUtxl5U3uS0eN6t/ityoHvZb5fj5FUFxob5mzubDPgxVXDzM5w+C7TGhm5HobY0fyofPPKoqskE0MxIlkbcPjR9+9zNklwZ4j04SJYqVnaAQJvmtlqn1oauMBXiDR2uD0Y5vUD7yETWt7jNdtg6qUBtexM69T0+fLzxn+8KuTPLZ7ho0TksDVJe/38MutruaNMrq90HIE1KO/l/khSjnvAuCDOXllkOetacPNpuzODsMB+ENwj7B26blorC2kilIprpuSZCmPPFthz5EKuC5IG1x6wpQmx5YDq1Wr0gigRqFlSi8GDRAlP8aIuzCTaJVnVDKHKHa5enufu2+1LB5mlsUj4dHX4GRFPjz3qeS+fAQliWI/wKjJabiyKAlGGaQRKENe88inIgiQRgylyki6kNHrWvx+FdiH581ghLASPL9LZGkbFK0FcarohFXuuibmX/3AIn/8lZgH90ywNO9T92zFWkp799UrhusmEsYDa11wlrpW75xbNjy2TxMnCdpk9q4SBscRrPTq3P/8GN2oyvpxyWSg8Z0hYw7L5gwCv2GpfZj6uxjU5QzKcBMkmf9uxH8iGOy9M9i9uGi+HWl4GG5dotQqcJeG4g+yJypDOSWA5xLFcxIOnxd88qt1osSFqpvLEwataaq8S3A5czISQX0TiWJGgT4y5kyXgG4upcUdar7kY+/o8aXHahw8a2++TCt6mbIuwywv/iCs/s7ysRyrVhJTAL0EcGmGWlzmGl1qg8mvkZHCAlyXYqWCyTUlYhsF+5DZGVS9BzLUmNy7ZG9MpUXuIJREsaId+ojFcW6+osvVP9nhgRdDVroKVTSkG9tc3Q0D4ng8XzM1zk/9vY+ueebFQ//yN/7oKR7bXccIST/V9PN9LA22T6/uSjbWDGO+Hgyq9F1hu2WcsslpGACOyBDEEMgj8kWMLmEDkA/ZerXJSpa8H2rA3iVgyyK4HAV3MdtvqLfz11IPtXceXMYm5d5v1Hj5cMW2+wgHJWzl0sk92OXm4rJMocTi3/IxosGHqUKTZ1GM1hbYIyCXaO0Q911uuCLkA2/q8pt/6hFqB7RDIiShzjcA07kGz4aBPasyK0UGpQh4MSZnb7uqKAMmT9cZMwR/AW5pcjIyo6tYIVnEqnNTZJkklrWlMPm/FSMSyeJFjrTjGS1IUkW9GvBdt0c4TgrYLEuSOMSJgzYZT++L6Yg7/2V94qofd554/uz4mXPddyqdcf1WH1cJupGh07dbSKTaLneeyvCUHXfmDQbnFCYmMQJwWZIXhexYHUhenD0pFXnKwBnxgZsR7T0AekmSqJL2VoOdHkobUSmzSpIUTsFsAG7XSTh0TvLnD1Wx81csew8694u/LxgZLzxs3hgNNEX5TcmjMxLg6bI3ZFjVM/l89Uxbm4TOFJnKtXjm8D1v7vG5R6rsP+OCjC1BZS4OuV+kOMdFx3lWFH4K5i5Jp9xeYfLZWMVnk/lNKI1lWmmGIJbG/g2j8/y4zgNUIS4NcDP6utDsUppSwclgz2ZhJ3DynaElUezQ7fkop2YdjZmkHzt0ei7dyMF1MjqdPpWJzjt9c2LckaQ0KnDjroA48emGsNRMWVhJaYeaJLNXoshUDMYvqKINzPY9OgW4S5mOgSSRZZBfKqhkVWA6ytrDDaYKFi+9HjC2GbC4WgVuO5E1d0DmqUGlNKrId6sUJVNUzuCZSvniEzX2Hx5qbymkzX0POmguZqjRjNEwWzSqwEdt8qsbkEdy4qWJVI4W1psihyX8OHG48vKId7+hy9E/94kzBcIhEw6hEDhZzpCDQLfIqJTShJhhCFw4QI1AlSSDkSU2Lw5hhiV+AVpa4OtCppS0uBYlaapH2XxAZLqQQ3aLSSvR5GAX7LQAuKPyXbStzSBJJa2ew9ySw2LT0OsrVjqGnTs1UzrGcZ2QRq3NDTsvUKvUmFuqceCESxjJwUaeYD+MU7KlDs1MRcElry6qIkgcZe5yJqWYSroaJOUA5eJtAYfvC9YuwF4w9wDoqszkQ92tiiBSlqSJHA7NVyrDdROOnVf8/+9t0JcuxQStYdd8voKUPdBlSTKsdn1rdVJ2XBasNTD8l7wppdJ92Z+SaYc0c/GzlL///i6ffaTK0XMOqCSXKi6hEKhCnohhE/iwl7DM5PnNBjjFDZf/TBayhYK1i5y4HmFzPdDWApEzuy4RgF6NA73q2uth44rWxpqulNXiSaqJlUDlWykWRSytBZ2e4ti5jAMnY+ZaGlTMmssMVSFxDpwaox926SynnFtZYP+JCKEbONrFdYZbypW3x5aq2MtlaHYaJPilLEmToR6Vl1iyLrWEDZh8FWsXhZRRcOuhRJGjDO6M5LcLnV3W36VDWhZ3nZh2rPm9+xqcnfdBOXlqUObyxIzkvQevGf0+wyLG6PaB30SGj/gwhpunilLqsBjcI0enYElFljpsmIn4sfd2+JVPerQSO/XIGEmklU23ZcXnMJCV04ZDkA//1/5G5XehMeTMbVm9YHNjrAQaMHi+ypuB9MhfCwv8i6+9GP15DvYsK1Zme3Om0pDIHNhy2FlUNCJLafe5v/OGZe66ZYVXT8GJUx7XbkjYsC7DaUYZZ+YkX39khm6oyFJY0xCsm7TVzEJ6iFIuemBbLRVjhChXH/Mw4RJgvhTIh6X50ZSSKvuNS5q7aJsaArrE5I7OGV0PpImVI7okVQrGTgfPjkpw/ITPfMnnd/+qQaRdK0+EGsiTQVPxqpTYiO4WRYBUhvWlIW6GBFpKFZZBL0rLtB5UNwclfG23Ag+clJ/4YJdDJz3+8ItWi4MiE5K+tr2bMmM4xkOUdHieJx98lFK60oJ7KFmMydlcFM7Dgs0NIu/xtBgoW3dLf1MYdFHsy1dwBpJuVS9AYRwrFZdU2Zqbg9zangVrxgOmJ8a4Yp3hwvaUynhKUElwNk8Y6kbQ2+Gz1BakmcZVdtqq54o8x1iAd5iXvmRGZFVQVX5/qddFBWsgTQaOtKHuHgaZ+Rbd5S0DB8yd74s5+FkB5hKTy6E7cKC7B8921uDyCnz2oSorUQFuC3BXWu1dFB9WF3fKYyIuaSQq4bustQdSJf/FiKtPi0FRpdzpM/CJS4nSCq0d0sxhzMt4/1t6fO6JKksdBTIBrUiweny1u3D0lvvmTG7rQMOiUOFPKYJNI01eN8lZOw8ibaBZur55+q/sKBzI37KMzX9Qth0P8TFaX7FS2RAngm6/wYnzddJMcOZCzNbLqkxOuTjzrZgoSpkclwSBR5qV9paRo6m7wcmR4pKApfzMEOSXak0bBbpZxeKlERHSjGjv4X6YFweVxXCaIbizkQCzCDKLfW6cEnu71ZQvPRzw7J4KuqS9bVNDIU9G/SaD1qwSe4+kCEu/uzSJ5+xZShWWt8EuN0OYctBpJMoM8+Jp5uLolNuuifnOW3r88Zc9UDEIiRGCSDt2MBOUZtYMQb1arlDKg6uiR6LQ4YV3RpaMYtLOeClbNYr3Avv5V19/LsJMeT8mcUngr8ZdwfZlh2maCZZbcFU1YWYqxrl+R8apMxmHD2hmJu101SI/WviVB38sfyFKHyoXIxe1ppnSFxj+ezMEAKxi62HBZHUrVBnYwyxK/l4ZnHzEmJR5xkSaXFeXJEmRMZEliSJt9sR3E46eknzyS3UudDybB5V20LsSDHdsWBUvXCy9xAjgv4U6GbL5QKKUvSmj+4sONvEa6bq3++fYZ7v9yZpaxg9+Z5cn9vgcnZMgEkChkfSFLG0iBWUbrRi5C4cyafC/g2pmfh3KbC5EXhRk4CEvpIkprqkRpb85iqOCBMqZJZGfi2H3zyrQl35R3j1ZCPBdyXhdcnZBMd9VOOfnA9odj6kxwea1KdVAow2EfUWU2I6Ki0AOIMywc96MmnaKpW01V60Gd1HRGgHMwF99MXNfBPLBjOzVr7OB9h4UdIpxwCpFyQwnTwt6XkKUaX77Lxo89mLF9rZJx2pvKW3XjhjOXxk0ExQry+qVbBWTl79/GesXVzCHWYvhRSvbZ8s2Wpsf1kVGJdOk0kGlDnffGPPjH27zC7/tEaXSNqJqSZpnVWSuG4YENbTVkl9PJctMTv5elGKDvLs+LwLZAFMMboAiuCyGKpSv7xCbZuSMmBJoBlVVMwr8Mo6K/zzLzGDbc62h6ktmJw2XXS6ZnHRwpsczam7EbGWRjWshiiFOXNrdOkstnyQVua4qL2e2jdXqRhtG6xLjD3ZRW/UBh+AeTa1ZnTZk72GEPNx/3pbqV8mTQVRt8m2zdUmilI+CvbN8oGQ6YHDXS/nG8y6fe6xKFLtQcQbae8De8uKhPhdZYksXsAzogVX4EvRdNjYNtnYZATcYVbgMR73imZZIbaVKAfQ0dahUU95/d8j9j4U88LyyaUMkCEkiHEIYSIdi7S3LFSNLVt7SKmMo+VKkfW8EKIaGKZNLmOLaGYpzY0bALkrr/MAqUMqx69J5sDe+GSHMMsiTFJY7hmaU0k8hiiXjS5qpTcb2ll5Yclhadjl+UrNmqcujLwasG9PcdW0VKSDwhsMWxeDOKQG61EdYHkNWFC8u9VgN9HJacDi8ppSxGMwiNMMgcyQ1WExC1YPXA9YuDjUEt5OD23MTml3Dl56ocvB8YKWJsJZYUWhvQWmClLkI3KsNZ2Xv+7dOEJZWumIVLBdSylJlVeFntV9cSoXUGVI7JJHDjrUJ33lnl2f3e7TivPyqrR6PURT7QAwGpI7YaIcwMtjizpDch5KlsNRaNrdSRZvhtTIlWVKWFUP2XrWSYUqj5EZfj8zaYRi42htVUq8Z3nV3k7WTHR582WMsqHD5es3UhMG5adcKew83+bOvCZrPb8Q3CieRHD3js3mNplaxc0JkKbm+emh7pu1+j2neKFqMAit2tr14icmra4Mcezl7Mjpzo0gJlt8X2RI5AHAB8tI+9YMNU7OR5wLcrpOiyfivX67wu/fWMcKxee8R9maovUdSgxcDnRJDlTnqWxqthkpgVS5cjGjL1a1suijba43OJFravLiSmiRzkUrzE+/rceScy+9+ziFJhyDXCCIhUboYJFGI3RLIB0uLADks+jgFwYm8pD9gc/szmTOgEfb94IYfZFEueSryAaQm3zd0OGMnyyenFQVHU0K4knYLmqoPl63xmKmtY+NkyMfeGnJhuc2p5ZCjiwnOwZMBZ+aqjMkxtmwImGgIJscU0+OGWiWlXk0IvAyVA3wIbkmW2VJpks+Mk6kkFVYXFd3ZRv/1MqU86mB0NO9ws6Xi56szJrIAt1otT0b3rFf53jNWgye4XsKRC5LPPVKj23Whoi5m74HnuxQTiGGBR5S/z6rX8NcXeYYMXgL94ChVNAuHYd50MAC6LIAu0dJqcSkdkiSjXkt53z09vvp4hSPn80SyHVBNJgRh8UkFiHyDsGFkl6++uVxxiisoc4/4QJKIwY2p82tVyBIzuPmt2Wt1Z335Ji9YOtO2JS3NIMlM/lyMBxyNBR1ptzQBzVIzY89hlzPzY0w16gRejQ2TFYSrcKqVKutnetx9g2Csbj9IxU8Zr6eM1WKqQYzn2mUdkYM7UySZzB1cijgxSKFK6Sc5WFMK5V7ww0DLX4q5C3Zczdqrct+j86pL+ru03YYsyRIp84xJzuSOkxIlmvufqfHQS7lbULoW4KvYuzB5KSGGAWYRN6zS3wMmXxVg/nWPclA14jA0eUOJHMoUYwoLRc7geqjHMyFRmUQLRRI5vOX6mLfcFnL6Ky6Rtjq8SFCnOESCAZMXoxzyNEi+K15e0UTkufAi6MyZW+fsXlSt89+LPNAc8R+Z8nzw0WSEzsGd5YCO03w0YApxKogyQZRBkuUgF3YWe+AYeokhSjI6oebcogIBnqO4+aaAmekKzrVXbmrufrX/VenwXds2tJioSxyVUss3mPK9CNdJB+YWu4eMRxh59EL7rKQ7+LDGSLS0S5jQlsmNMaMMN5I5GZ2QdEmAD7IneuS5vPuAU2JxNSi/Z6XXKVLaTh3ppTz6vMd/+MQYmXGGmROpEELafYDEsCw/yuAlkMtLs/d/QxFziOzivF0kU8yIXNEU8U5uxhLDjMpAk0ubGxfaIU01npfxsz/c5uAZh0efk2hP5JC1XyDRipDRoK+IB1BimCMuwTLPHZSY3GZSEEPJUqgdMzJKYvjzwV/Lv3d5um2agzuMBb1E0IkFrUjQiw1RlqG1df9JYYc8VV1JwxPUfYEnMxp1w007BUGl8tWgsanp3PfFe+eMUb80M+F/V5q18PweRkR87UXFStcOqpTKlgiSxLBuMuW2K/tM1xWeW8XpVREid3tlMl+ObPCSCRvImGIpLM2qKxh8ZOxXqQwvBqAuA3yYChy+Hg0uh8FkkVWxIB+yeMrpRcnvfL7OibM+VJ0Bcw/YWxTae7Ql7ZsVqlYXeMo/LzIpFwF9tQ4vct6UMgiUNXkpL17Kj2cyZ2+tkFqPvE8Tl23rY37iu7ocO+5xckXY3LgQNuhEECNzBi+AnjN5lhtKKBmv8hTiIIWXM7mdBmfTuehSg3m+yhUNz6L0/15QuqFHmNxmRnqJYKkvWeprDCHrJ7vcdlWP2YmUNBlkJXAdwUrH47HdVWLjMqYE3f4YL+/e/0vZy6/OOX51Ed8VnF9I+PL9Gcu9CsgqLxzyafVcPGW/dmoEYWKYrMdcu6nD9dvb/NR3t1g7laKNpB8rBC4Dd1z53pcXA7vQZ0P2HgaXSppRLb5acxcsvmoHsJGMySCwzK2w+evMy/jkfWN8/uEaJrCgRlr9LYQc6bcc9jeavzY9OLIX5urHqh8PCjyjRD6UKTASaI7OL8yDzHx+oMmZ2xg99KiIHOzCQYYZ739jyL5jLh//fYfYT0fuSKNdotw7I/QouA1Df3jxPQx5dVOXah+SoUTJg02Te8MReaw6uOZi5LwUT2XQJ1qwEknONTM2TC3xDz+4yPWXZezcIBmrukSJ3R5eCHCchFYv5sXDfYSQrLQVLx3VzHcDm2x4ZncdJQX9fsbCQsLhc3Zb6FlfsL6WD2kxkGiIUkE7cnlqX40n94+z79wyH7qzzTtv7tCUldzWWExlIncaj4J7WK00yNUAl8PgcpS17R40Nu+tRzT4gMFlVgJ8GdwZsuQ9eeA5n098pUY/y6fgiyI1aDcx9YQZ0d6XLM2Xgc43YfXVUuWbGa7y4K7IPV9U0cRcZKE1slTZlKXMirAzI7XMzVlSk2kH39X88Lu6PPWKxwMv2XRhkRtHCrRxiLQ11BUanCLwLKInw0hGxQirywcTsovAUVppYsGdAz3/T0azNqPnSEmByRvHUw2dOOH73nKeD93V5u7rJMY0WGlXODPnE6eKNJWDarnraK7dkiIwHDrlct2WCkI6gMHpZw5ogRGG6XH7Ibx8ClTh9tL5Dg9hbOj2YaUqWO5VeOwVnz1Hx1jp9rhus0+r65JkeWGouKRyWMgXJR07mKOXF3FGsiVFxuRb6G85Au5VEmWwcWlxpCgnoRfBL/3BGMfO+hhnuFvyiPYuqqQjwF4FaC4B5gGES7TEapSPgrycJhwwe0mPlztcRmaJD6RKKZuiDVqOsrjINEI4yFhz2YaEf/UjLZ765z6dfv5l9BCdGQ59U0LqKpCbXH6ogs/zdMggNy6KwJPB700+/YpcUehCspSaLGRxr1HsqSSIU8NHrm/yjz4YMV6ts9yq0OoEtHs+ndClH9msnc4/v22QB8/NWGx2ESbEVQ5GG5xTy7MIqcj6bdxkgU2zLkHeqSwkg2plkhrCvmalk+G0Db7KmKwItKny4FNVorZPo6bwnCL4y0Fb3LClALPsHizrbrlac4vhVhlFnltKnf+3Jb09Uswp7c6bb0HtOAlpBv/5M3VeOhDYnLcsmHuYOXHFqCwpnssMPQD7KuZmRGuKb8rXFzH5qszJsAFiWMGzYC63dOXAFpbBB0GnlhbkmUSL/MiUlSpac8OuhH/w3S3+41+ME2cSSBmgzwgyFP0sz11fAuQDiZK/hiLDk1toC6DnALfOyvz/jynGUAxThYKhQ7DwgLuOYOt6xV03jNEPPcJQECWKdtdnqemx1Hbo9QVJavV6cZM4Ciq+YrKR8LorAyYnK6RJhvNr/+w78YM6p0/s5pknv0aSeYPudCFK4j8T9GPDuYWEMEpIM0PVM1Q8GPMVC8v25FcrAj+fuz2SFmRVrntV8FhOBcoRph7dvm7I3tlQl6vydtOjzO2oFCfIePAZnz/8TJ1W6Noc4P/V3puHy3VVZ96/vfeZarzzvZpHW5JneZ5tjM1s5ikQ0glJk4EkD+l8XxLS6aS784UE0p0OEBJIAjhp4gCBEIONY4MN2GA8T9iSLcuSrFm6utIdazzn7N1/7DNV3WubMSb0t5+nVHVLpauqU+9Z591rvetdSc4boRBCJJmTvGqZW0H08vDcmm0JD8JigSf5SfRDeomovQjvPUA3hcxKMWonrrApJSkWgYRNI8ZSIY22epVIUQs0v/DGJg9t97ntXgXlhCCnkVwKYiRtvTiSG6w0loR6ps3Ltn3SotloQ9JKmbEaEr5OWvAxvRoVIXJge66gHDiMDErmmxUOTbmU/AgpDO2O4sCk4tCUHakTxSa7Wti8uG15m10QlMevYvyk02jPN3A6kYtjXI7PK2YXIrZualMtRUhliCI7/CeVO1ZKEU8d7LJtn0cYKWolQ8kX+K6N8p3Q2kykHtJapXnU5IwWBSAvEbF7B40WN5W6D/RxD/+WSSpQJnw7VQlKGSGdiB17HT76+Rq7TrjJ3Ps0a+KQKgbdxOskm+K21KaSvshNAdgp2POr99IrSx/0gbyPd+cl7IIstT9H3iPCStKGRmdDZUVKVYRBSAcZajYMxfzKmxbYe9Th6UMC4xQJlgBpp1q3i29WpBtNC2yVoNOQSGh10vWTbEyVIAd6AnJhctmsNHmUT/XedgqHxHUlUtg5PM2WgxSGWiXC8xo8urvNzn0e1SBP2aeFISkN1UBy0sqIZaNQrThIFE69AqUSjA0axkbaxE6TruigI83qMU29ZLeJsdYcmIp4/IDH/ukxhj07f9JLJplBYcCoTj3C8zO1R28i+kFdBHHyWORFnV5akouqirQkE1rJnJp4fsTROcH7PlHji98oY9xCOT6hJktFb9WX814yTUiOiX5ZMKIP5H1hvCdq94E9fW6xJqXIw1NAFzegaeePjeBSpI+TzWesiXBwpeZ1V7aY60h+588Vk7MC/GIkFyCdDOQm4dmmD+yWb9vdlRImi9gGYRGs8xSiECB0IqFNBGSFxEyhF0BkVCeKbZEnSlrslo822LyxzfYjAzx2pJyU96FaiVk9FqFj6DqKgzOayRmHVW2H+aaDE8eCwHOPHpsRX/32U+Mv2ffNWaLYZ3Yh5MpzFti4ogsG5prwpbsr7D48yKjv4FdiHJlMFU66fpbMkGWXo8XA7i/aSNFLQ4q57uKM9KXBbbMmUlpwu05EF82X767wtQfKidYk2ViKxCwmi9751OCi3+CSYqoC/85VeX1cfInPv6TyrKhFKQI6BRZJtVD20hWdmO7Y/sgkHy6sj4jNntjnpJRoo5LnJMJYxaHvGK45r82rLm5y/a2SbiRy0U1Goi3IU+qS0oxeHUpeyTTSDkKwHygBOfZQE2Mv5QnILZPJuUp/ylSn2qbE+KcbSpT0+A8vaXDZWUe46e6AuYa1GNy4IuJFZwmm5yo02g7aDLN8lK96XuloKWjhrFu/mY9+8jN7leN/ZOtJoy8ZkLMcna4TNUM+/7Ua3UijMcRaIIViqASDJZ34budd9mlL21LFjrwzvqDtLpbcVRHMphfMxcgtcj6+GNzpz7aYEwnNjXeW+NNP1jh43LWpIeH2bCxFAu6satmnQy82B2QWB/TmcnsievpnfyKlyE/6gL4U7nscZ+nThyd9kanK0Eg7ck9Kk2VUjDYJD7dBQwtFrJMJaBjCjmbVcMTv/Pw8c23Jl75VIUw7gAu0oh/kJnG3MjqtaIpMNpuDn6zgYz+fpX6pXYTWti9TCxKz/fwKlmaO0qpmmGqdIsl8w8NRdTYta/H/viFOqJikG5Y4cLTOieNVdh9qs3nzMoYqcx85+sxNys3/0QAAS6FJREFUe888/2fsjJ75Vtu+AxNy8mrF5Wd3ePCpJuahEkpIhDC0uoJubKwGwDV4Tj5FuNfRKm9SSM0p7b1OtNsF1V+S185Avoh3F7l38rPI894puGVCSdJqpevGPHNcct0NFZ7a7UNVZRHbFnacJaK3zfkXrSCetWO+sNlMSzxph8qS2cHs5zyLslSxxwJG9xV88ixKyl37y/dSJCAXJsuNiyyyyyS7Y6mKMBqtHcKOYfOGkJ973QIPPO6xd6pwqVoC5FmkppgSNBmFgSSXrVMhVlrSL/Z75ZREi5TOmkRIZk9IHZtsdEkUCcLIZlE6ocN806fVcel2HVpdJ6GxEd/4jubB7ZpaYNhwUhfPadBVIfbdA6dsPhXllJiZlAya3cx2WzxxoMJQRTA+KPFdyYGpmP1T2s6ZdNJcObiJ+Y+TTRrOrR16LB0S5ympCh3vfXqSIrBVIYrn6cI0e5K+Pu7LnoQ4TsT0guDD19e485GgoBJ0ClVLW9Txk2biot4kjcaqAOal0oJLAb8/Bf7drmJ3fY+q0BTpS0pZLKAymiIK4C9UOqWwUdxyX2N5uDAIoYhJjOWbmivP6vDrPz3PH31ygJlmmk1JUJwnrom1pJNcgHTKw4v3hqxvM9+Upieq5dFC2Mhsv0+RyGKT+1gQxyZTFIYxhJGgG4pk2prE9ySO0hyd9th/tEzgwcRwm02rZ7jviS4HpspMTKxlzYZTmF9o5wCfmJhgxcY1tz16200fuOc74nfuf7yKJ0qcvMph+ahizUQXxz/Oh79YpjkTJHNuSKK4xHGUBbqTjOnLrIwLfoFODuy0KdjKW3u5dQpyIQogF7rvNWkET4AtUiFVTFsY/vqGKp/4QpWF2LUtWyItybvZxtIR9LjEZiAnpxz91cueSL0kmG2k7AlX3yW4e7QnhYpmT7alkC7MB7daf8BUoyIKaUSh7ThvS18MWkiEUBbcWkFkqLoh73rjApMnFH9xfY1WofiTvX9pAIcYSUen09esEZLNwRt0Qll0Er1lgb6Y7GDkSlKRWDtH2nL3SBtUpAmTGacZuF1JNzSEkcRTcGyuyXW3CHxcVo45TM+VWL1M8rMvneOJAzEP7zj6gRdf/TO31YaeslcVgL/96AfZMC7DhQVz0tRx91pfSrasddmwUnDy6g4nrZ5m59EGX3u4SlkqBiqGcklS8hUlXxH4ksAX1pDTA8+104M91yQz34vzcIp+gb0abkcVRFSFBgZV6IbPQZ5HbplwcFzN47s8/vjv6uw/5uel+LRiqVKfE0EgSYa4kozENtlcnzRdmPdhkpkOZb4wWU5fZM/3FC1EwWpDSnIPmYJrbmZyVBzb0ptV6HX/MoV/U9i4p1cYWTwhi/fF2fG9VyaMIfA0Y4Mx397mMjklMbJw9vblPg1WEKaTkzE5rQvUKxFnmPz1hdO/N7GUymyFlewWPeGFkMgCG3BdQ8mPqVcWeHhPxEM7AzptQ6ttmF1w0HGJankAE6nr773nm3dffPHrc4AD/PkHP8SWU846zxGta2vePk7b2OXk1XNMjJzgzm0t/uj6EVwdMFE31MqSSklSDhxKgSLwJIEPgWfwXYOf3HuF2e+OKoBc5t7cqhjR+1vPMmVgXtRJObcFe5zlux0vZtsej19+/yCPPhWg3bQUn/ibJAaaIjHxCaRJxgDmt9TUMzPX7L8XBUCnX0YR6CIFdNFCumDi/ywAz38HPeajPZqXnry8ob/C2iM/LpwQFMGMyMFeuFIJY5gYizh7S8Q9j7tMTqlCl7DpvRIJS190CvRUWCd6wZ3f9y/R9+vEohMvrQZns5gK381Q1fCis2fYNRnz4NMeU3MwtxAyM99hy+YzefGLX/7l1as3PvCxj300pygA0qvjlSocmhV8+Z5ZztkScvGZTW64JeCrD47iU2Z5XVMrQyUQSeReCty2xc1zNa4bJ2Ox0wnCSZ+kk2Y+CiKqAt8WKe8uUJP8cVLQETrZWEY4bsyCkXzshjKPbveJnQItyeiJFYVmG0tRrFAulTnJN5uL1IN5QOvLohT4+HdBU4qNtKb4IKEiWZ9mz/M5kPLceCF9mOTDrTWaREBCIZItrJCIJHEQa5U0OmicSLP1lA6//NoG7/2gy0IkwE3eU+bgk6Q4hANIYiQaLI82ebEsFgLHJJMhMu0MvXKDLBFushPJHkeDIC5UvSVSShyl8ByXSafC8lHNb715lq0ntfjit0pceoZmy4oO6zd2WLG8TreTxe0c4I7j4fversAd2F12l2249b45Pn3nCPNzDuNVGBvWDFagXpFUyw6VkkM5kJQDKPmGwLeXusDVFuSuHQrkOToZhb24naw/v51fctOf06pm+jiJ4CLO8t2OG9PUguu+WOHzX6vQUWkJ3imAWwGWmmSCKpHrTZasWi6xsVxU4ClculNwL17PTcSXzqTYn/p5uE4w1lsASgGT8HKdXN4Tji5NrlERRiabTplF8thI0IpYGLwo4k0vbvLkPofrbqjSCMlBTlqKTG7JMTVGEgpBJCAUAtfYgpkr7LRkR5jE39ymlXVmMSKyVrX0RE0/ZY/vVlLvFwnZ0CYgiiUjAz6vv2iBq84ImZl3mV3YQKU0sdt1gl06jrN/nkH9Q3/+v3j7m67avWq8MnbK6kNXzM1NMnWszKpBGK/DYFUwUFXUK04CcEm5BOXAUPY1gW85UuBZgPtejO/FeE5swZ6M53OdOAF7MtlM5XnsrAtepQAuUBKZpwYzcDsxC6HgkzdV+OOP15mc9uxRTJ2phFN4bA00fWmtINyCHYTTk9pMKUnOd7MTIKMehZ97ni/QkCIHF89CUdKTSuY0oodjFzh6Pw3p1dUXKoIy59vphjkXuxW5eGoZkWu5Aeq1mHNO7TLfFGzf7dgi0KLzVSSnW2GHnDwTIYhMcqMgJ0hBbfKTON0wF69ovRvq3ulzqbtuFCnaXYdGK8BRHt/8juGRZ9YxNr75L5/Yuf/jZ2/dujiCAywbNZTL6l937tSvjuP6WZtXKpS05oalwHJuu7kUlHxDybMz7gM3TkCt8Zw0cse4bpzMn9TZmBBV2CSmqUFBSk1s+kokl9M0qguhC1HdRnClYoQPX/paiT/5eI2jM64NzVm+u/exFHk5vt/Avj/nvXTuO89z95TjC997T+fO95IrLGbUFlES0aOrNUtF8KTaqY2wY7RFXs4XJs+J2+dlkr82GGEnHsdaJlFSEnUlywY0v/cL85yYl/zjzVUIet4QmfBbaGwLV9Lak1jFxUljc9cIOslx95KsiysFnrYDzGJpezFTuxGbNjRJJdMkM4liotgQRopuKOmEknZX0GgpTjgeUnpUSx4jOnp0puX+a7cb9hxaVfzhf37oHzj37BX7Beb88UF99orRkEbLoRS4DNRcBqqSegVqZWNnEwZ2zFvJ1wR+TODFBH6M70UEXoTnRvieHejkOZGN4q6dIJx1uxf9uVMRldC9ue4eapL8nQ+7Djm8/7oaj+wIwC/ou0WhiVgqhLTUxE8yJ07arSNNz+Yymznf1+igkijdM32iJxIvNiXNhml9FxG8Z5PZE9VFT3QvFph69ghpb2hfRF/qZKX/5F3ipDUa6gMxpQDu+Y7L9ExyEPrIVF6RSj0dkhmI6b2xhZwYCA10ksiuNZa2mKIlRn7Cps+n1hFRbIgiTRglOfJIEhtJJxTc/2TEwSkP7VRuPnhoz1/+3m/8XA/AeyI4wKpVa5FS8vV7t/H4jpB6EDA8oBisQbVkwey5hQnByeQyS0W0HYHtxNm9UlFum5ZuEGUelVMuCLnvSvYzIIQGUeDhQiM92H3Y4Q/+qs43HgoscmWhUlnk30IU+iwTGkIv517KzKcni9EPsiIwSHsQRSGS9/L3YpjvKeIYChvNdHRHb5En/1n0PG8yjk22qZTPIspKo7jQlntbni6SuZUSYQxoZSuexljlX9tw1Tkd/vDdc/z+X9XZc5iEj5ssWqc68owDpR8yO1uSfv2k4z8Wikhan0Q3FnhKUIoNgTL4CvyswANhOuM0NFZpqLBzM9sxrZId4TI+LLj4jAUm58pQWkVegn0OgI+seimO43TDuxvUgj2MDTmMDxtGBiLq5Qjfi3uFU4mLq5vwaxupo2zmpMpsivPNoRB56xnCYOLecm7PdZtiHtcgHdh7zOG/fqzO528r0yUZTi/66YkNiSIBeK7zXqwU7LGv6Eu/LRJP9QO3mDJ+FgbSn2lZSo9ieuls/ndJbTyTzNJPU+jbYIpMuSeSn/OKZ7LpzDab5BOJjcZoiSbZgMaSwI158zUtYg2//5d19h0j4XRpBNc5Jze9n14YbDcPiXZdphRGEUuHWCg6WtEUEl9JytJQcgxBbC/Gbpx2VyVXNuwVK3AN1cAQhgaBSxxX2LplHRdffnVXxxH/5TeeB+Dl6gi1gepvX3nBylMe9Y5c6Ttd1kx0GB1s4HsdHEdjjCIM3cTRMx2LbSmJ50a4TpgMc7LCJ4jpaE0sNLE0SMew94DksSddpIJLzu0yUNMYbdN35cQvzKQnZIIeqQT7phTv/XCdL9xWppvOFSyCuqg5QRS4d4GC9N0WRefnyqKIPJPbA9qea/0PtnpEVtAXufv4N2ZxRqUvkqdRHJ2kDrP5OsVob/1WhLF9nULZSqerND/10haOgt/9cJ19x5xE/J2op9L0DlBJrPWMgYG65uJzuigJjz3psvegg1QCUKAVDa2IQ4dIukTSpaUUXiQpO4KyMgSRwFU2CMUaWrHNr7gKKo5hvBnT6WpCU+EkZ+MdwyMrfxsWFh3LRQBfOVHj5ltun4ehpyolLtuw/IQSqsnkQpPPfd2j5Bve+fIuYwNlWm0XpSwt8dyQkt9FyS7K6TLX1ByYspmIHfsVn7mtQqwt2VQKdh1UbNvhIqTh0rO7DFZjdGxYMxHxrtc1Wb0sohokumJjuejhacXvfaTGF75aoptpWovAtvYWKTURCbCLOm9LT4o6714zn/6sRG6p0Jf/7ovQaSzu7er5XpHdp0tJ74s58EIOOc0uiL6MQwpqaUyiXUmVh/2URSDIU4bCGLSx6USjtX29tsfvTde0iLTgdz5U58gJmSmmhIZKoFm1POJdr22ydllEHMNQVXPp1hAkbNvhsOugwlH2YEVG8umvltix3xbfpqZ9Fho+kfKY7no0PYeyA2Vlv7/5rmBkeIH/+IrjlHzD575eY7pZYv6wYmyiFq+ZKD318P23z59zwTXPD3BIFGrmxLtXLm+ff9eO2a03313l+OwwMpYoR7BuosFrL+lYSuJ2qZbb+F6bg8cj7tsmOXLC5ZHdAbfeX6IdKiKtaDckxqQ6DQHKYJQ9/W+/vwQ6TqJCzA3fKvP2a5q84so2Z58UUQkMIYKPf7HM528t0c1MAmUC6MJ9enuW6C2eJYILyCyRF0fugqHmUn+fAj/jK+J7CuSLNCf00Y9Ch0/xRDBJILWJllyLIpJ7k3T4ZIAmAb6WiWArzZenlCUBt0kjvLKmTVrjCnjzy1o8tcfhA5+oEGlDxYezTgp5xZVt3n5Ni3UrouTKIy3d6bqYWHLWSbB1U34WGxHysvMi4ljTjQRfud/l0T0eB4+7PPh4jX1TFaadEt3AoaYMZVdzzemKF506hOsYLtnU4fjCMb58r0NDjz927MT8u5eN1pc8tksC/NpXvphbbvmHuBlvNZ+7PWYoEJy1SlAtCQYqkqHAZWZuntHhOWqVFnPNJjffK7n+tgHu2VblxHRg7dCcHGyUCwDIviW72zZKg4lAh6AjnjkoeP/fK/7ptoD/+Jomb3llm207HT77lYBOlrjt3cjkIO+P3iQy2FQ1uDh694B9Ebh7MwxFri0KgO7v7PkegvbST4oc/P1cuzhDJ7/lBZT0NZZyFFKEOtGSiEL6MInkJk0hGpP8O2l5efIc2uALeOvLWjy0w+GJnQ5veVWbX3h1k40rQ5SGsKOItUucjFbRWmb0x56giWch9ri7yvoL/tSLI97htzkx2+Texxt8+vYKX390kGPzgwRVh+UVQ3OuxO33DTBQhVolZnSwwzuuWmB/82Sz0OrEW8+7ZsnjuyTAAS44/0parc5n3/GSQ5vC1lRleMDmIl0HJoZthqReaTHbbPKHn6pw/W0jdMIKjudSHklSZIWto14iQmljiJMDio4SitEB12YGnt7t8ifXVWh0BDfe5bNtp2vbq3p6xcTiCF6I3orCRGLo2Vj2R++lwJ3COE+liZ7/Ol0Z6L9PfvJszCT/+94hVUlfb4Gfi0X8XBeieZGapMNls1mXFKqehddoIxPFSfolwuknR/x/v7TATXf5vOenmwzWInQDwlgRxR5R7BLHLlGs0Fol9nLJwSoUeUjeoz1mtubhexFXn9PhyrMW+MfbO/zR3xuOt4ZplwWT0zHQxXEUYQTD9RIb1q5uvPzaSz7r+8GzHtdnBfjwyGrzyP03ffjKi9e/e8cTOyrb9pZYN1Zi2bBmYqTBqmUzzLUb/NH1A1x/2wRKlRgtCwJlK4V2xJzJc5qm98vQBiIDkbESzI6W6FgkL4jtddc1XH5uyEXndpEO7Dvk2AFLGdpkAeR5NBcpNSGfjNbvUNVDVeTilrQlozm9EfzZAF1MsDwX3s3zPV/Qo/S2t/VGcktNTMLF04JP0gOZRvM0w2Ly7EoPFxf5ayzPTzofErALY7uaTpyQfOkOn/u/4/HNLRGvviwxZTXJ7M7Ioxt5RJFjCzUJXclrVfmQ19RQND1VldR4bkil1OGnrmqizRTv/wfJ/qkh67AmYsaHDGtXNnhsN2w+/fzj9z/0xIff/uZrn+1QPjvAAYKBTcwvzPLwzgEOH4O1o4LVEwsM1Y/znWca/O2tw9x41xj1ksdQYCi7MV4y0s/a4QoibZ2KsqlhkOV7tRHExtCJBQsxzBsHLR2IJGjDtVe0+ZNfneP0zRGXnBlyaFLxd/9SJpTFd1nYaCYOMlKweOQfRWAvvbEsAt+Ct7cFr+eiIXqBXLzP6AXPs8yzPNfX+ACFNKERGJMCr+ATqEU2r1L0gL/IyftuWRTP6YkxmqJ1c6YLERAp+PztPh/6VJXZhmT/cQXGcO0lbUQk0LFDGLl0Oh7dKI3i6e8hi9om0cdEcV5+N8amAT0nptEqUSsHvOGyBQJnik/eGrLj4AhR5DAxLFgzFrB83OPqyzZQrdaf8xA/J8DxVnQWmu1fOnn9ls+euf6J+slrj7N3ao6PfBnuemw5kzM1JsqS4ZKm7Gl81474ThtLw8jQCW13tC3J5t+pPWftc0EscCNb5WpEEqFjXnFJk/e/e5bT1tlLYN2N+cXXNvnK3T57JxWZH1gxriZoVBSjdx/fLlYQSaP34grgUpW+3iaHXoQvitTfDx9PuHePH2D6fFq2x2R0JT0fNCmAc+GSNvREcd0fuQuPZQH0ZI97T0Ih4cARxV9/sWKHzZYEj+/xee9HBpFihlecbzeY3dCl1fHpdF2iWNoIbUTGp9IrUBwLupFDpyvphspSpCTl7HsxjZZHverx0vMWOHvzLN/c1uTGu4Z56Jkq802Ha6/e1KhX1C+PLx/rfN8AP/jkLXp0+cu+smLkprfOzs7eeMO3Os7ND46xb8qlJCSr64bBsqbiQ8kTeJ5tX5PSth81O4b5lhXlxJlXIT3ie4PVIHihoB0pOibmmgvn+dNfneOUNRC23WR3H7NlQ5dXX9Hmo59ziTOdci+4Jf3R26YG8/x3/yzOxdG7v6ydbzD7Ijr0UZQe8vLcGF9iI1nAU8/zeVdM33PF/LewGo40uIgM1Pn77qcqMoniWpiskdlmVizDL6r6tIAb7wx4apeHSTU/SrJ9r8dvf0Qhfm2ay0/TdEOPhWZAu+sS6/xEKYrE0qt7s+0w33BotFU24dh1rOS6HLg0Oy6ttsfwQIPXX9TmvI1tbnsgZMfeCiefeumc8Dbcv/uZef1ch/k5AX71y9/EP37uc7pcOn3PsckxM3XsQV50usM3HhUEaMZqUA4EZV/Yrh5P4bm2CdkYODEb0mjb8FMcCZip9pIUHEA1hlDHnLFxgQ/8YpONy3yaDZHIZK15ZtkN+emXNfnc18ocnXEKSeqEj9Or/suksJkP4lI+J8+WB19MTxZDuHDfh+bvc6/Zg//+J0zxcUY/+uds5lE8dX7Sogj0RGwligKsvCDUG80TcErD5HHF9beWaUYKnHyOKI7iiYMVfvOjJT7wrnnWDAccmynbsSmkgUQXxnDb/RlYafmJOcXUjEQbW5D2XEHJM5QCRTlwaLRcuqGDVIq7Hqkw6At++afODkcGWm8aG61M+YH/nMfxuSkKcOG5F+H79fa6ldt2153HNj/y1CxrBisEjstAFXwvbV2TlAJpteGeoV6JOToTsu2goNu1b9pRtlnZcayfijVbtLTGcQQbVwlefYXHaG2EE7NJyV9Zb0F7oDVbNoa8+ao2H/ms3/vuU3oi8rx3tqnsA/6zpQWz9jBYTE/oi9ZLIVj8oMBOr2l9CE8iNj0RPd+AFquaPVEcslRhvvkk062kUlaR6MUlfbw7fVce/NPXA3Y87WFU2v7ng/SRysGXgoPHK3zwc4O84SKPwPVtb26qJ3G07dNN+gM8J6bkR2g6PP6M4fgJRa1sZ1wGvrLK1eR+dkHRaDkEvkSzwI4jY5xXOXv3+rVbDk4ePcjEslU/GMAdpXjk0a/sHRoYeFeb0+48dOQ7bFoZUK9aUxaBoBQIqmVDtRRTLcXUKhHrls/x9OQ8M7eNIroeFd+WWT3XumG5rm1a9pIPVSkpVo4JhB7gyHFFtdyh5HfwvG4SCTSxjhHYxomcJKbR21ICS0eKtKS3W6e3wGN6FXwZ2EWWSVlqJ9l7EizaYv7Ay/TTl+QSkfp1p+motMCTbUAzGpKAW6YpwjTLIrIcd2+OHEtVMpBnUjf7yYQh0klmJW3elj7ScakqGPIMg4HGjxTbnlYsGxPUSjbYeZ7GdwWea/CT3+gqTcmPEM4c2w9HHDg4yPoxTa0kqARxoR3Saon2HVEM1qqMDRjO2boFx2m96+4HvrH3lE0XPO+xfF6Ar127gtm5JvVa6XBs7vlmZ3b/5ctHpjkxr5g6UaLsCwZq2s70KYcM1josG13AMM3XHy0x13QY9WzNx3XAdwW+J5J7ie8pyoGkVpEEfkwnkjTbHo6T6L9TL5TEuQoiTFzMEhf4t+jdWCZ5lUXAXiy2Wrqjp6dqWbh/trWIqnw3mC+AOU2bLOb1hUpmP/9OB4NBspmzXCbVQ4kktZIZgQpLXbTopycs3mymb0tgvcNFEeAOgRTUHU3VNVQ865XTDmNm5+3czjAWlCJJ5Fmdd/rZPNea+QxU4OqzZ/jLfS7fOVBh5ZBhpBxTK8fUypqByCEIBMfnWjy+R3DWyYNcfPmp3zzljEsPm7iJdCrPe3jl874CGKiXeWzb3U8Pj5Q/fOVlK5hvT3LPdsuvB+sxE8MdVow12bBqhnUrJnnsmRl+/1MlPn3bOJ5WVHyD5wp8144KD1JaEziUSyo5Yw1e4kibdm1EkSKO7Tz22NiJYr4SnL0lZGhQW0uwAndQ9KkGewyIFmuv+4FNkXsXdNcWuM+C3B9e4F6M/X6a0ve4t7CTNj/kWpTesYP9czZtei593iR56TxlaEEuFZyYVjz8pEs7TqV9DkrKTObqJB44BghDQ6sT0WzFNFqGRlvQ7EhaHUmrI+h0JO2upNF2MbrM268y/NefO8wpm6Z4Zipi56Tk4AnBsZmYmUZEtWQ4/7QIJ5ghGD0Z49Y/fM8D9z393YAbvosInq4zTlsODN6/a/fkDSda068bLk1y0sqYdcs7rBhdYGhglrlWk3+4w+O6W0bYub/OqgHFeFVT9a0LbSkDt8RPeHvgCUpJ07Lrmp4cuh1VqJIcujV2D5Tg/LO7LB/XTD+TxWhSr5NMVJU+zpoY8r/L/cn7deCiJ4XYz1AW8fB+QC71xPOdAP3nzfO8PqUiIsuNFyzV0kieSGC1zi2LtU6rkskJnGjBtUjtl03mTlvMlUsFhyclDzzsWU9xx0ohHGk19mnwEMJuGsNI0+kKlLQFIGNUwSDUFumkdFDScEKWGKob3nL5HFs3nOAfvtLkS/fUeWKyytiCQ7OrkSJCSY83XbOGodUn39BUW+7X/vR3HSS+a4ALsZ6v33N0rypd854zTtqtzlh1+NXjg7N4fpPtB9rc9M8uUwtjPLKjCrHH5jEYCGwKsRJIyj6UApl04VsvlZIvCHwo+RrftVYSqm/gbJq6MjrN0cLcrKTV7eUTNj1YmIxWnG+ZdeEU+ix7/EdycPdE7kIGsh+MzwZ0Y/gBVpp0XuJ3ppvMnILnpXpEInew3UIaY1vXEr/CfNkLthY6SRVC0VPcSJ1Ff9tIaPUrJQ9qAxom089uj7dK9yCiOOdS0A21VTGn3yEqeeN2lyQK0Iu0pN3xGKm2+PXXt7j8zBmmFqa56Z46T++rcWze5XgroDI+cePbrrj4PXB4nxBrfvgAB7jqogm2P373volN5z7+1LbpV7eje/n4Vz2+9vAYs/MBA75kogRVX1tfFCeJ2r6wWZbUasKXlHwoeeB72lpOeHbXXUwjZV+5sd+6ENDsCm75ps+BQ46txyfl+jR74shCp3xP9M4LPYvoSgHcvXRliaIO3x0reV6cf4/Uxiz6x71zfciitwV5Ov3Atvzk/5kQdkI1QiKEJibv40znbRppr5YYQRRKVq3s8rLLO2x7BhpJab0nCJi8xSyMSIKUzt63DVSq4Juispx8GEqaLZeZhYByUOO0NR2q5SaXnjLP7Y+2+MSNA5y5eQ2XXXj24/fc9+C+iy+86Hs6bt8TwAGEu4o1q1d94Bv3bdvwqdvXvvXAgS51oVg+ZhisQjkRQ2lteZnnioJ/SpJO9LGRO+vAN/iJh4pSZonNXKHggGFmXhKG0gqvhM3kWHDnIE875lOK0p9/zzl4bt7To0VJ/ttF3Tj9wMtoSDH1kfzF8ymv0tz6UtRE9P7znr/uqwhrbMswmCVBXmy2yQb1kkRxrI9KLCQy9RcviK20EZRcGKrZZoalLjLpx41jCKVBhmkKUydaJKtLMqn4KvndsYFuJFHSehSCoRyUGapVKAchZ62O+LNfc1i+ov7Zs7ae84H56X3fK1y/d4Cfsnk1H/rkZ2fL9bGfXzc8uvKCdUcvu+NhTdVzWDHmUq8IZhdipmYilLSZksz9Kkgjt7GNyp6x1hKuyZ2uUvOf/iieHlVhm3qLjQ5KJB3bCUXpEVgVLCBUHz1JB5T2c/FegBWiX98XKorAXgLU/YrAZ8F38aMtmXTsp0g9cgeTsnFLVWzAtj+ns+OLthAREsdoC+zYBvdYp4b5yQY0lmgle+ihjvvOqiLATa4rimL7DnVqqpkNqk2cZI3CaJUIrezJJaXh2LQdP1KvKFaNK8olzZ2PVrninJFvnXVu/edPHLquObLy53/0AAd4z8+/lX17Hmi+5OyXda//53+iWmpz+jqXk9dEGNHiaw8KGi2X0UFJOVAJwAWlAMqBppx4qFiDINu4XJzTk4O7v1MzKbOrQspKFNyqilE7u6Uut/20RfRQkkWpwEJG5dlWiueCPup5Qd2/eoJ3Ro1M/qNY4rel51TGzZNR6cYkJlS2oJOlE2V+dbGPChE8tlE8FgapDVJLVLKh11olVEWiY4PRmnz+SO93kqoawzj19ja4yXgR6xpLweiHTCsuBYwPRbS7C9z7pMTEAdNzDlvWOaxa7bN887Xdux+RzUvOPfP7ger3B3AAr7oJY/R9J2249OK1w18vLR+ZYabV4qsPwj3bq2xZIWwasKxsKd9LwB1oykFMOYgo+dY7JfW1jlMfalKnJvuNpF+NFIa5FhyZTqY1iGT8X2rkUwC5IwtUJbF1ttE79xbMsif0aU8Szp0FzkWR02S6mkxHku/4vmeQF+mIKP7c91zPWVEAef7fJ2Unk3TZi2LOPGmlzN6cLKRZQWgLcJWkD+NkHKHRCh0rlg1pyuU40xbZ76WvQRsL7q62clgpbEND4EGkdQLq2PYBJHRFSqsqvOj0Fh063HZ/hW8/UeLQTJlf+w8Xti48e+19PY69/1YAXzZWJ45av/faV15u7rvr0f908zcPBt96rEarWWb9mGJi2GWorqiWBZ5jc9yBr6kEMdVKRLXUpVruUC93cZ2Y2YUSU7Mloth+GCV1MiDJQstSCc2efYov313KJqU5UuBLk7nE5uaZeSTPvU9yZ9hsYkMG7GyQdQ+O+slmqt6TKcZS8GcZjhThvaG/aAOxNKHPa4dLamOK7rCF35n+vl71n8iuLEKQ9GLa6ClNytrT19kSkBQWkJGQSKnQKrZAN4qwrXjlJR3+8oshR5/MlWGWzSe0MAkmUQwnGoITTXAdyWAJ6oEmjpMkPXYqcxQZul1JFCuUdPDcUS7aPMsZ6xb46sMNQnlOe/VJV3xwbsH/L4MD5X97gAMop6RvuvmL/+3AkZPCJ/aZ9w44097JayTDdcXEiGJi2BoBNVoOApsOrJQi6uUOwwNNhutzPHkgYtdhH0+UKDseSkHgWzesdLNjI5r1RWmHkkYznVIsM0MfV1orcLdASZz0loJb9Rd48kjdE6XN0hHY0oD0ca/xe6bfKETwRd4npjef/mwS3fw95aMY07x8vqEtnjxiyfSkNdwUSG0/tzECZUwCsnS3mPudS2mQWiWG9AqtLEWJtKJagpIXI0zc8/+nexrPgcADpSTj4xHCn2P3YcUT+2qMVxyMia3YTWqUlISRodmJ8ediOl2HbuRxYm6E0YEq77im3G0x9qe7nrj9fVe++C3PqRb8kQIcYHYm7g7Xl73/DVc2u5NHm3947EQsJ4YVG1Z2WL1smq8+JOm2hlk5KvFcTaUUMjLQoBvP8bEva7507xCNhSpbV3ucv9lnfNg6i/punGygki9YGDqR5gt3VIixk9KUVIkNcuo1aBLxVhLRE3A7KrfglUr0leWzRGDejCF6wflsdKNYYDFJoUMkE8RS4D9fPnApkPd0F/U43JqePUGv0CrVpeQnWe6Ga1BG2CyJSv6dwgI9vR4Jg0wsJaSQKKlQsb052kEYyRuuaHHf9pim0aSjNEUSvX0XamXJ6KDL+acJTtsYMd+Z5sb75/nnO8c5Mu/jSNszUBWCFeOatpnj9vvLrG0a4hg6XcPeyYqO/c1/eM4ZG/7X5PHZ7g+Kz++f3CTrp9/+Bk47eaH1ostX33DaGaeaKNasmuiyed0k9z7d4usPeUzP2W8l8GJq5TYTI3M8tDvkg18Y45l9Iwy5Ho5QzLdsWdd2euS+01ZmG9MNDXdvDzC4oBw8mZjESKtac7LH4CRDsjLlomMfu4mKURXHriiyLIuS+TAt6I/EeQtebjGWWgKbHuuGgoL7+Q9if9QW6UldzNcv5rsU/gebtbCpukiLnjk3USzsQKdYEkV2ekJ6i5Lnokjlj7V9HMeKOHaIYwdhHC4+tYvvhqB1RnnSE9NRgsATVEqKKPJpNEc4aVmd33htk4tOPsah2YiZtqAT2tcP1TxedJbinFPmePJwl/3HIqQI2XLqaYbK2hvuf6rRuuSKV/+g8PzBIzjA4PAqVqyq7pyaG3r3K65xPlrldnn7oyGf//owE+UyowOSchBTq3QZGVzgsb0d/vaWMYSps3FMs3xQUCtbg8w0+qWX59RO2fEivnC7x54DAcZ1UUISSCz/Vgk9UQbHSR+LjKIoZYHrZL6AixsXUiBrbSsm6QTrorlOylHstN5k+kIG/MKmMy2hUwT74kiev4feKcrFEefF6qvI+RHZpIWs2mvlDVr3XnUsAHNXXFttl3luOovg+VVCxgZHSqJYomJrk9YJXdavCrn2sib/+JUasRdYn8G+D6QNzDUkR44HOGqA1ROGd75slp2Hp9l7aJSaLxjsaI7PCBoLg7ztRccRco7Hdgzyqmsu1meeuvndsr56Z3fh+A8Dmj8cgK9cfS4H9u/unnP2BZ/49Be2l299fOjP73rAsKxW4tT1DivGDMMDHUYGGjxztMkf/P0Q258eZu2QYaQK1bLVkttmifyLTb3EHScCGfH04YBm2wffw5WSkjJ4ys4EchMw99w7dsSzSsCeT2foBXgepQ1xWjDJhEvkoDG9oOypEAJG9eqzexqF01cVNorFLM3ivtBi7j4fgw6Fq4S24/hMUnKP4wTkhWxJ8XfbeoDNdTsq7b9MUoZJqUhKhQwhTKfixZo4VoSRS7ms2LisgyQk1prQqOT/M8m4d0MYapptxVzD4cRcgOvUOXN9yPveeYLfvc7jyPE6tcAQeCHK8djqDvHWKw9xzfmG4dHm/3PWWed94skdu+IzzzztxwfgAKtWb+Dgkf3xy65+za4V48vmdePrtZFqh1M3tKj4homRFsqZ5SM3BDy4fZS1Y4LRqraG+iVFOVD4XjLbx7G6FFdZJ9qS32XXPsP1t9XoOD5KOZQcg6+MnfaWUJMskjsiieSFMYeqmCIUmbgqXTr19kuKJiIZh6d1msPNP2uaYrQ7zkIbXqqtLgL7WZLjxZx7tslLx5tn4M4H52be36SUJPk9SVuYdWEVRHE6aTr/bCnFiUU6Nttk1USTjiROMhwytauOFEoZIqkIlYOjXLzQ4+3XtPjs15s8cahMyy3RSelPlPTgdjXNtmGhKZjxXFwV4KhBLtgc85/ecIz//HGfQzM+hpgTCx1abTht8wbOOPeq+TNOP3fXiZn98SlbTvphwfIH5+DFVS2XOT4Z3rh50yW/+o43veTEmtWCh3e26YSGSmmerz1quG/nCMuHFBM1zWBVUC9LKmVlW98CnRjoWwtmz4vwvC6u2+YzXytxZKoMyseTkrIEP4vedupbCm43BXcy5tBLbm7SYGFvCteV2c1zFZ4rcRzRIxSKk2JFpA1hbCt1UUQSLdPqXD6+POWmOQUoYrtQ5y7k3fsFXv3gdlQ+uCudYmddfe1rDLkOpBsKOqGgG5LdOiF0uvb59DXdUBCGVgvSjSRhnHDzWBJGijBW9j5yEumyQzd0WT4iedvVcxC26YQxjUjQjqATGdpdQ7ujabZj5psw21BMz3tMzZQ5NDnEORscrjr7BDPdGM+VnLKhQ1t6rF7/khMXnn3xrzqRvtF1qz9MSP7wIjjAQH0EgGZj5lPjZ1/i7J3UHxiZuXNssL6PG+/T/M/PL6MsSqwd0QxVbVm2WnaplhTVksmKQCU/IvC7lIIOtXKTB3YIbvhWnZYuozyXimMtd11l8pmdKh1rmIO6OKjWUQKZDqwVMvffLuSxtdZJOg06YUwcGzqJJ7VOsJk5ZBWGL6UjqmUaDJOeyDyEFyozhVWkJdmsoDSHr3Jw28lvybCAVP5q7IkYx/Z3hpGg3bUAjgsNT5m2JqE7cZxsrHUyAtD0Rvv0I+WTqTWOcixdjHx8L+S1l7W56e5Z7nvKZ06VKTuSwNH4DviuxmtHeK7AdRRSKIzxibVg9Tj8/tunqHjHeWj7ELXyKD/7msuOrdl40e/MLISfGhoc/6GC+4cO8HSVK4M0Go3rXvbiK+WRdXv/5OY7nh7725uH8U2JTROGsUGHaskO9qyUZdLupqmWIqrlLpVSh0qpzWB1gQd2xPzOXw/yxL46wvcpKSz3dlJ6UpzZ2Qtu15VJ32cKdJmMHU9EVgXfIBLFmy00xczMGxodQ6trAW61HbkEICEyWTBOZ0WmZu7SFApCxTw5ffSkYNecqR7TApUy+ejFbLZoaqqEbRkU0Ooomm1Bo2WIYntFyfg32DGFhUKXo/MNaZylQgUYmYFbSoNK0oUZwEOXVidg86qYP/u1E/zWRx3ueVJxQvl4Slpa6VhvE0fZYw+STlfSaNtje9KqmHe+rEHYXSAMLjq2YeOVvxvF8XVDg4M/Cij2Tnj4Ya4//uM/5h1vOfvhdhgcu+sR54q6P1NyjWLzao/1KxWxsYL7elUyWLUtb0O1LgPVNsP1BiMDczz4VJff/Zs6d28fwfgVfM9lwIGKawgcQ+BC4IDnJq1wrrA9nykNcdJ7ldCQlKYkJ4ObTG12ko4jjyTVBVK2+M5+w/EF147biOk1sUnBmgq2BMksHVGokorkhBI9j7M5QCq/ObJQmEqituukt3RynZ135HshpSCiXuniOG2+s0tx5Jik1Ynphpoo0kSxziYH2xHZFKhUIXeenqImzZn3djRZj9N8b5BKGdaviDh1XZMn9sKuQz4GB1flDSY2/SrxPEE3jDlwVBOGDo5reHSX5LxT1p0oV9f81uM7dl138QVbf1Qw/NEBHOAvP/ZPvOIVb/7O+HB1vza81NEN/6LT4fjCAo/thqGay9ggDNcjhuohg7UWQ/UmA9VZHtgZ8l8+McS3nxgDv4zvulQdQ8UxlBzwXQhcW2DIwO3Ztjgv6fd0Hdvz6XkS10lek5wQdkht/jhIFI61kmH5aMh5px0ndma5Y3tAI3RyypF8wdnMHlFQJYo8DVl8nAM7uU+BkKUwDcohmwqdDsl1CkN0LbDtSJiS36VaalEK5vn0HRFfvKuE7kKsLbhtJdLuG9IxIDrZMKd7hlQBmKZli4KYHuqU7APSPYFNnUp0rFi3THPqmiY7D8TsmvSJjWv9IBNNvusKhmqSLetnmZxbYPseD1cJVq/ZyBnnvHXf+rVrfuWaF138A1Uqn2/9SChKcT2yR+vpRu2zJy9bE114Cn+/fddjwb/eW2GsIqmXYagWMzLQYajeZnSwQWxmed+nJF+8ewV7jw9Qqbo25UfOux1VzH2n0TgBtyfxHZmBOhsxrsiKQVIVtSomyyy4jt3kDtY6rBqN+aVXzbL7gObz35igU/cZcAQ1ozGuydJ9NrdsUFIkAEr8SBKxSuZRQl8iZakMSlbUykeguyoZD+OF+G5E4IX4foehwQX+5ZuGv/vyEN3IJSAm1hC4MqE06QknsgJWugdxlCF2RCKoEgWDHkspihtdJ5K4jiKKY6LYQUaWu4eRS7sbcNq6Nh/7zVm+eE+Hj/zzCg7PV5J6hsFxYuabDlL4vOLiOf7uliMcWTirc/mKVf9x40nr9iDc6EeNvx9pBAf4+q2f5wt/80pz1TXjTz65u739wZ2l13TmQ2fzap91y+GU9bNMjMxTKXXQZp4PfUHx8ZuXMd8ZZKIqGQkMJZULkTxpnZnT6B14IrnJrEvf96VtcPYt7fDTiO0ZG7Edk4wbtzc/a7zQlH2rdPTcmOFayGC5wQNPwOSMR+w4lmpk0a3QwykXR+xsU1uI4BkPlmnELuhmnLRQZbIJ0a4T47sRvhsT+CGB32GwtsDB4x3+x2cHeXTvCEMlRclJhWMm0V4Xsjzp5DKdV1t1Qb4KuReKFV4V2v4kdkq1soBV0vZutjo+jWZAN/QZqiku2tKkFDS5a0eZZtuj0da0O4aKLzDGx5GSC89e1rniqrfND05c/LvTMwvbxoa+u8bhH2uAA/zZX/wL7epLzK/+xdCTv/Sq+o6xIfmqbmfaHRtqM9s6gZKasXrMzfdFfPCzyymXKqweMIzXbCHIVYLprqAVCXxlwR242OaJpHE58NJ2uML0ZRfbLZTeXPJR457Bd3V2szzXZBOa7QAtwynr2qxZ3uT+7Q5T8z4oJ5fliiQyiuIce5FFS5lRkoSDp4BX6SaSnmprmvJ0Et7tJpzbc2MCLyTwOgxUWhydafPev67x5fvGKfsBdd/gO/Z3QgpukdGTnKYkltUF0Bdn/5AJ28jet5OmYV2d0aNIw7ETNY7PlWl3PTpdF3C54JQm+45GbHumxobxNmtXNtFGUi3F1IdWN6u1NT970UWXv3ewHhwdHCybP/zv//0nA+AAd331Bm697o2850/3br/ywrV7Vo13r7n7saPBnQ8OMjE4QKPb5KNfrhGFNVYNWGCP1ATLR1wuOt1w2dYjfGu7i8Ch5hnbxOwllnFZv6eTzPAka2YOPJOPGU/A7LnaRsSk4cKOG08qp2mKTlnOGXia1RMddh/UPPxUQOR4uFJY1WIhq5JmKaQQpKOD8ugNSkoLGCl6lI450Av0Kz3RHPs+fS/E92zatFJu8KW7HD5+0xgdXWMwkFRda98gE+uGOHH0tTw8qXKaYlQn82U3JmlzK/DwfP+Q+tkYfC+iWu6AnOfP/ilg9/4hILCWHlrSDT2EcVk93mLXIY+NY3XeelVMvdbAOOtnzzl95S+96LSnP/uZfz2xcObpZ/6bgBv+DTh4cb3s5W/lL/7mH/m1t09++vDREdcvL/9fU0eeGVm7Yg9/e4vL8akBTlsp8B17cIfrDisnXM7YqCmXIzzTIjYBSuZ576KBUMkXlH3sWPGs8TnPJSulC6m3tItfZ14sceKGGkWKTtdW7+YbAaNDXd54VZM7H5nj6WM+TeVTigWeIhtcajINSGECA73pwaVWj2xW5Ck6KdOx5zqZYhdRKXXYOxnz+W8McrxRo15TVF1NkFCbdGBTHFtAC0gG+ZpcNqxEwq0tRYocgRsb27GT5folMkmt+o6wcym1tHNLVZcHd1cYEjZHrrUDBuYWXKZmfNavcvi5l07zsS8I7n9qGeeft/H4Y/vd3/zc/eLTcXwyb3vr2/8tIfdvC3CAX//Ft/Prvwitxvz/fv1rXOfowVve/z8+MT125GjIuRscNq2WHJ0N2X9EUC0rRgagXukiVAxC4Aqb//bSrIlnTT9LvrWmKJdsS1zg62SUeB6Z04yAq9LLv51U4XsxOlZMTldoNl2UtFtCR2k816PRDLhgU5dLtzZ4+rYandijowWlBNzaiIKqMBc75am45wB22r+UKQj7Cj5SJ+8jQogudz7ictcTddzAo+ZC2bUdM2XPXlHm23B0XhAaQeCQFWBSvY6KTZ7PV4JQGbzIZl10clIK4SClzWP7rp0uHEa2OUE4gjAyzEea6dmIwapi1XjM3qMRkycCZhdGWDYKv/A6B1m/5NgVl7/ovReF0f8eG63zwX9rsL0QAE9XqVKj1Zr/5Piqq8U5Z5b/pDnzjbG1Y01OPbnJ/gdDulGVWlkwVIsZrjd58lCEkZ69HHvG8uwCuEuBBXe1pKmUrPdd4OUtcWnFUkm7WfJdWy0drDaZaXbZdajKzEydKPIo+bYbXEqD68Q0XZ9lwy5vvLzNHQ+2eGa2Qsd1rCy1T0Kbe3knQM7NBXNwFx8XpLK9kydMYllnBWe+F3J4RvPFb9aZb5QZGBBUXU3Jg4pvqAbWmqNWM3jVJjsOw765MiNlRc3VlBxrYC9lfk1R0gYL34Mw1lZJmTS+SZHksZXdsLc6Dq22h5I+y4Ya7NxTZdWCZr5pr4bSm+M7ezStts+l1VW8/KrLjw2uuPx3MeaTAwPPbVL/o1wvGMABSqUaM7ONT7z6pRdGG1cGf35k7x1DoX6CZ/ZXWTemGKrDxHCbenWWL9xVRmqfwZL9Mst+0q0fSEqBoBIk1dByTK0cUimFlHx7UxJaXautEIDnRpT8DkP1BnPtBh/+4gAPPzHEGSsd1i5TjA4WzNhdh27Xpd31OHNDh9XjbZ6Zjgi1Y3ltOmmBxU3HPc9lclt6ey3p6+TJGhsKw3aTcef7JgUP7SqjXJeKAyXHUHINZd/KHoYHXNatiDl1Y4uHds3xoX8eZHJhCFOxrlYGA7GgGwsaXWvXUPUMldBQiVJ9t0EQZ5tMpQSuq/Bch7kgoFqq8LpLm/zeEx2OzvqMDEYcmPTZuNzB95sIbxmrNl45Pbpy6285jvl79V1arP2o1gsKcIDBgQpRHH/q/PPOOXFPd//GA5Pjf7pu7HF3zTLJ6omQseFprv8G3P34EOMVwXDVUCtLqmWrQCwH1tewkoC7XukyUOkwUGsxOrjAQrvD8VlJxa+idRWtbb9nOehyYr7Nn32uzOfumGBZxWO6phmoasvp3SQjEzqEkUOr4zI0KLni/DYP74kI48VRe6llFv2UdxA96xLFEr7dP3Q6mjvu95maDvACKxUOkjRpybeNBgNVxXAdRutl3nH1HOXgGO/7jMd8s0bZEfiJnUMj0vi1BeZmJYfnyoxVJWMV28QA2lZiVZxskBVKSKR0cByfklfnklNCfuqa43zl7gnqxwSVkqbbrfDON54WTs1Uf3vzKefsQpS+rJwXHF4vPMABHKX0l27fdaPwXusNjT3ZvOzS+l/NHHtUDA1MylY4w833jOAZn9XDhqG6YqDqUC2lPtJQ9g2VwEbugWqH0cEFutEcH/oXxQNPDxFIl9de5LN2wiXwbFR3nYjdzxj+8etD+NJjuKIRCDpdQ7sr6IR2tEaUKO26ocOQL1k9FuHLmI5Oy9xLIztvdniO1dd00fOPSZmNjeKx0Rw85tLpuNSrAi/JTacW1Hajbf/dzLzLyECZN185yT/ducC9T1YAuyn2A8Ppy2OuvbyB7zR5YLfi+q+OcWiuDOik0KSTDE86GSLtsHfBVNiwMuJVF5zgG4/Mc2S+yhbH16eefoE57YyNv7Zi1Ul/h9nfFfLUFxpWFlsv9BtI12uu3sh9jzzZDYLRT4Vh+I3B2ok3P7TH+6OyajJW8RhdqVg2ZF2yhuqKUmB5YlpiryRCraFaA8Qcf3GDyz/eNs5gOWDDmGDHHg9PGVaMJaY4UqMxRHgMuDazYLCjV8LIJC1eIm/d0hJiSRxlY1mz8shzul896y6z//X2RcX+yh51rbDlfKRKHARy/UqmgVf2PWktaXdcfM9Fish6FQqB7xqWDSk2r6wwUnZYu3yGy848zvjAIf7HZ1ZxrBHgSJ0UmixFA2h3NO2OJNKSRtunGw4SYjhzTcwFp4/jl5f9wambV39uoDa2//jRI93RZd+fh8mPYv3YABzggq1bAFq33Hb9U/uj5e+/9Jy6d++28u8NlI+qU0+JmGsYhHHZuKqLNjH7j5YoBbYLv1IKqZU7VMsLfPRGuP4r44zWS6wf0awet3QjimPiOBmLJ4zNVyvZYx9hmxwScVUsiIsz4AsRe6lxhD39kn3dPMlpBRRoeH9vZWaKI8gdWUXW+5guichMjLJCksytIoyB2EjCWCXpP9uxo4Q9GVptyTOHy3YYlJb8zNWTTM0e5i9vWE3ZcfBdTRDa4+B7cOBYiNaCTcpjrhXy1D7D1s2VzovPH5oP2fRXr3/T6Pvv/tZk/IZrX/RCQ2jR+qE2PPyw1suv+Wmu3hjHF17+M//1ja991wfe9bYrO218ntinWD3RZnTkOA/vmWf/kQglNdVyRK3cpVZpcfB4h5vuGyQISqwe1IwPSkYGHGoV8FxdcM5K5a4iG5ZMMc3X01yc2FeQdgPJxAskL2f3jwWHIjdfIoSL3s1lOrov9euOY3uzXoGJy1Q6R5TFLW7FW3oFSJ1l07ehDXQjw3wzZmpGcHTa58jxGnONIV55fodl43McawvmWrDQsjn1NcsEp21uc3Shyb6jHc7YEHLKJslcfNYdK8cWVrej2vs++5mF+A3XvuWFhs2S68cqghfXhtPezNTxBUaGW7+3fOxK2ZYrLvb4qtyw9ujFn78jdh7YNsDlpwpGB0JGhxYoB20Cr8v+Y/DMgTrrxwzDNcHwgMNwXTFY1VQSjYkQRf6c6lz6CEOfl4kUtvLXjhQalRkNuYrMrkIqC7jUfiI7SXSaaUlOqr6u+fR/Th1ao0gQqd7udiEknmulq4tPl8J7N+nJkm9n7Yx66MaCZlsztxAlFWBFyfOplKqctHKetWNt9h4xzHQEGk3JN7TagivOMAjT4NHdQ9Fce/Dut7z+xTp2tzwItF85MfhCQ+U5148twAFGR7L2pd/d8+R1nPH2VbU9B5b9TaU0/ZZVY0fl2GAXz5/j/p0tlg0EbD0pxvPblEqKkYphuO4wMuAwNqRZNtxhbKiF48S2dB0lQ0oLcOmxSxO9z7mu5tgJuOcRn0bkMlyylhWesrpyN7GkkCLvrk9FT1kTMHm+O/Uuz2SoSYYjjKxtsZLQdTShq+iEDqVAceFZXT59V0gU9s4czZbJLxi20UEjpMSVltI0OtAJBZHWKBXaiWaBQ70SMFsv02lDzYMtq2PGRxscPepxaKrMfKvCxWdu0BPr1n5+Pqz84mduPzD/np/93myMX6j1Yw3w4lq/5Z1MHXlm/qwzg1/HPfT017/18OlnbTj8utu+fZhHdg7xoq01Vo6cYHq+xUAgGKpKhusO48OweqLNivETxKZFs1lHEFAtB0RhN+ve7bnMy97LvxJWr3JkxvD0Xp9YJ03PjtW4BK5VNDqJqU6kQceWd0tRUO0lWUIhChqUREpgjG07M0YSKQ3CoJRK8vAOQjhsWddmuBpy6FjeiZN5smgyzm4/UFIoUg5VTzBYMghpmO92eOaEhzYC1wkpBx6DFY/xZpnR2gIr64az1nhcurXNfU/OEnISAyP1G5avOf/xdc7aDxndnN+0ae0LDYfvev27ATjA6LJ1AFPdxr7fP+/cN67dvu0RNkwuf91o/SmEaTI5rfiXO+qMVQQjAw6jg4qVYx02rDrGXU92uPOhKhvHamxZp6hX2nTDNhiTRdVMPy2E1V0kpXKpDFIlVVHfxVdJD2KShy77gnLJdhAttDSNdozWNoUnhcBNGg7SLLhMpLLp0FPftRbD0/MOC03bsGF7Lo0FeOQQhg5RW6HDCK01UdGSODaJSjCd2JB06EhwHYehAFYMweZ1LutWz/K1R5vc+9gAgSuslV7FYWK+zBsvn+ETX4yYmYeHn17ONVesx62efMPY6Nbf6HTn9p5x0tgLDYHvef27Ani6vMoa7ntsdq+Q5//WKVtGP7X2ik3vue+hp6/w/AeYOhGzcYVi/UrFcF2zcnyWu54I+cRNw5hOhZryWDYCrY5HFFuftczVSoEjZab2S3sgldQoGfGV+312HStR9myrXJBUEatlRb1quf6R2SY7jmikFgxV7PBTLzYYnecLpTAoZadbVIKIwVoHTZudB8scO15jqG4juaMcAi+mGzq0Oh6rRgUvuaDJ3/6rJtIqk8FG2mQWxVFM5gymESilqHgwUJGMDXicsnKAk1YeB+Z4avcgIwMSc9DgewHLx0qU6xWuuuIMBsY23bl+Q+lDa9ev+Q509wqx+oX+2r+v9e8S4AAXnDEA8LQx5mng8T0H9fIzNy//65+ZOXDS7LHt6shMh4khwwM7u/zDVwZQUZkNK+xcIGuhYEdquEpY+wnHpgxV5oiV82OlNK4KeeqAy0zDY1WdhJ7YRotKSTFYU6wc05x/+gKPHYjZvb+O51j9eVxoE0tpkKMMnqMpByFjQ/PsONzgi/dU2DDURQgXR1mfmHbXodtVdLouEyMOJ68MieNEKpBovi2oDVFkZ+SEkaIbOsRJU7JtzRM02oKd+ytsWAm/9KrjXP/VeVrzQwxW53hqf4XVG66O3/GWk5/eslz80pnnXHQYeEoI8YN9US/w+ncL8HQlX8BTxux7Koril118/uhKIc///A3/eme9VN1VufdhxaBfZdmEZNmoYnImZrCpkpK9oOI5DAQWrKlhkOdabu06VoXoOTEnFjTH5j1c5RA41lHLd60evVxSDFRhqB6ycWWHd75qnv9+XYVmx6Fe0tZTxxTfM4mYSVMOIjphh+tucdl1RDHsRlTKVjhVKQk6Xetb0g2tL8lwrctQvUs38jNwh5GhG2rC2Fj7iI6k0fKotkvo2F4xahXJcL3L/qOSMC6xYmSYLWvn2b7H44Jz1zfWb3rRXDfUbyoPLj8ohNz77x3Y6fp3D/B0CbEGY/TeU09bt//gkYXTfvoN0UXN7gV/eyzcE1102o7hR56cro0Nd3l4j2HFiIfrWGvnwbLDiiHBcN3mx5UUlANDrRzhOlZVGHiae3c43LetSimZD6kSE0/flZamlKxzbuCGDNci7HTg5y7XC2FpEGhm5xXdEBba0GjFtDqaTjcxIk3MeKLI5+JTW1y0qcV9j9cR0oJ7oWWbO2xDsWBqTiJlgB9UCDuaMLZ+JRMj8zyxr8xAXfHQMyvnX3P1mhMveelmJ4z8d516yrp7jKjPxrHRrvNjWR75vtZPzicBhJAIIfSK0RPTa9ZN3OoHA5ve875bN77kFT/1vnPOvnDb2lVDj6yZqLVXTngEXgOHmImaZOtmOPfUeaCLFDA22GX52DSzC5q5hmdHcxiJcHwGAoB0aJJ1rA18bFtWOcTQ5e9uDjg+p3BSR1iZZ2YyH8EkfRjHMFLXvPOVCxgZMduyuep2RxNGNvDbk0Cw0CwTdkt4UuNKTb0sqFfh4HTM1KztzkF1uW9nk/uflEweLxNFhoVOl2YYoOVYO6hNPLL1rAu3/fTbfup9zQPXbxwerG0KqitufXxnY1oK8RMFbvgJiuDFJd21YH13mkeP7MJ1nT9VUv0p/lb18qtrf7ViZGHTzGzlMuXsUSev9Fi7oss9T7Y5OFXipFWGem2eb29vsGN3jSvOcpmaFdz1eBkR+mxeBm1hmJuDcSMswD1DtRwxWG9SLi0wvVCnG9p2NTfhv64jkYn7ajeCbtJEEGuJ68BQtUuj2+F402W8DZ2ujbxKGCqlFpMzhiNTddat6HLB6R127A+plQIu3wpjh2bYvqvOQstl62CbLauneGznMg5OVRgfLnHp2aviM7ec/K1T11eemli18G50FJdKAWsu+muzfu3a5gv9ff0o108kwItrYtlGyBlw9Mz+hV/UlIdWrj3nj4/t/6x38tpmrMrynPl4/NwgaDAxNMPd26a5/rYKp69yCLyQpw5qbrmvSklJztygmFje4hNfBm1KeI6V6w7X20zNNzk8I7ns9C77Jzso6SdSVody4KCkIIoNzZYt9FRKVsR1+ITg248HnL1+gXZXMrVQYnxQE4Y2d+37C9x0S52VwwHLRyu88oIF7tvWoNUIGKkLfvncOT7x5S579o9y1XllrrpwA7GqPNiKeOiMU4bVO9/2mu6qZcv/M6Y1LeQL13zwQqyfeID3r3WrqwDTwK8A/MX/vpPjsbji3DPbL11Wa73p9PVTm82OWS48fT+OcZDqOI8/pRFGUa/EBL5H1TdIE1MpSYYHoBJoyqUmN97jsOfgRt79+uPMNxZ45HGfgYrDilFFrWyYbcDUTMx8QzNfVviepNOR3LzN40t3jPArrzE8PdniX+9yaHY8TsxpGk2BJKLdsTLeqVmrqFw/0eGxnV0iU2LXwRVcdckp7D40wsSa+o4zNsnPn3+O+xVjzJ3e8Cv4g9/8tRf6sL9g6/86gPevX/8PVwDcOTszcyfwTd9rbly1blofnfoXXSkPrl+zadN7j7eP8OtvLXHjNw5zbLrFyHAMwrBixDBYn6fVdXlsN9z1qM+yeo3Z+TaKDrWSzdyMjXQp+SGeJ3lyv0uz3aETQskvsWrCwRjJUMVBUeLy0w6z72ALB5/jC032HfXYtFYShRElb4Gg7LPzyKVsWKPZcPIqKrWZ9x+dPLrnvFNfKc+/sC7rlWBXBLe6Q4Mv9KH9sVj/1wM8XQPW/PHW9GebXvcGjx49cvfGuQrC9UL8k//TqmH3JROjEeVlmlr0MHuPTFH1fVwC5loeZ641bN8L9zzus35EMzrQptWd58hxycZlXSZnB9iwvMt0Q7PvqGTVuODM9Zrtu9pML1Q554wSE2MOgSzhBYaFcJjxtZfyhtf5rBhRrFne/OrBpvzzSt246zacTKm2/M6T4+7M2ZtXvdCH8Mdy/f8Af5YlxEkAM8CXALbt3M+LlvFk1RMT5ZLRQ6MR+558im3PzFH2PSplRTuMw5e9+Lz/1o0mr726JcKTl7uMDkb4/jzHZgJWjHQ5f2uZ5SMwOacpSZegrigPbmDr2Z47Vh++Sckv/7eIslspOQwMehyZrjI0dg5nD3lUSkYO1cKjb7mWPdLf+EIfon8X6ycjm/9jsvbu/DYIMTE19czAtl2YVeMKz4molRc4MV9ioBpy97aAgYrg+EJM3XfwHMmyUc0zU45YPrpy1hhz9FUvveSF/ig/Mev/AJmey/6fHz45AAAAJXRFWHRkYXRlOmNyZWF0ZQAyMDIwLTExLTA3VDE2OjQ0OjUwKzAwOjAwj9jGrgAAACV0RVh0ZGF0ZTptb2RpZnkAMjAyMC0xMS0wN1QxNjo0NDo1MCswMDowMP6FfhIAAAA5dEVYdFNvZnR3YXJlAG1hdHBsb3RsaWIgdmVyc2lvbiAyLjIuNSwgaHR0cDovL21hdHBsb3RsaWIub3JnL0jPKKMAAAAASUVORK5CYII=', 'weight': 8}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 7902090
    {'hecke_orbit_code': 275012124698, 'n': 1, 'trace_an': 16}
  • id: 7902091
    {'hecke_orbit_code': 275012124698, 'n': 2, 'trace_an': 0}
  • id: 7902092
    {'hecke_orbit_code': 275012124698, 'n': 3, 'trace_an': 0}
  • id: 7902093
    {'hecke_orbit_code': 275012124698, 'n': 4, 'trace_an': 512}
  • id: 7902094
    {'hecke_orbit_code': 275012124698, 'n': 5, 'trace_an': 0}
  • id: 7902095
    {'hecke_orbit_code': 275012124698, 'n': 6, 'trace_an': 0}
  • id: 7902096
    {'hecke_orbit_code': 275012124698, 'n': 7, 'trace_an': 2520}
  • id: 7902097
    {'hecke_orbit_code': 275012124698, 'n': 8, 'trace_an': 0}
  • id: 7902098
    {'hecke_orbit_code': 275012124698, 'n': 9, 'trace_an': -4684}
  • id: 7902099
    {'hecke_orbit_code': 275012124698, 'n': 10, 'trace_an': 2432}
  • id: 7902100
    {'hecke_orbit_code': 275012124698, 'n': 11, 'trace_an': -8496}
  • id: 7902101
    {'hecke_orbit_code': 275012124698, 'n': 12, 'trace_an': 0}
  • id: 7902102
    {'hecke_orbit_code': 275012124698, 'n': 13, 'trace_an': -3620}
  • id: 7902103
    {'hecke_orbit_code': 275012124698, 'n': 14, 'trace_an': 34560}
  • id: 7902104
    {'hecke_orbit_code': 275012124698, 'n': 15, 'trace_an': 51648}
  • id: 7902105
    {'hecke_orbit_code': 275012124698, 'n': 16, 'trace_an': -32768}
  • id: 7902106
    {'hecke_orbit_code': 275012124698, 'n': 17, 'trace_an': 41520}
  • id: 7902107
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  • id: 7902108
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  • id: 7902109
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  • id: 7902110
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  • id: 7902111
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  • id: 7902112
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  • id: 7902113
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  • id: 7902114
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  • id: 7902115
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  • id: 7902116
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  • id: 7902117
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  • id: 7902118
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  • id: 7902119
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  • id: 7902120
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  • id: 7902121
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  • id: 7902122
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  • id: 7902123
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  • id: 7902124
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  • id: 7902125
    {'hecke_orbit_code': 275012124698, 'n': 36, 'trace_an': 299776}
  • id: 7902126
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  • id: 7902127
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  • id: 7902128
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  • id: 7902129
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  • id: 7902130
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  • id: 7902131
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  • id: 7902132
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  • id: 7902133
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  • id: 7902134
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  • id: 7902135
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  • id: 7902136
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  • id: 7902137
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  • id: 7902138
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  • id: 7902139
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  • id: 7902140
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  • id: 7902141
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  • id: 7902142
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  • id: 7902143
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  • id: 7902144
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  • id: 7902145
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  • id: 7902146
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  • id: 7902147
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  • id: 7902148
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  • id: 7902149
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  • id: 7902150
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  • id: 7902151
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  • id: 7902152
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  • id: 7902153
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  • id: 7902154
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  • id: 7902155
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  • id: 7902156
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  • id: 7902157
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  • id: 7902158
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  • id: 7902159
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  • id: 7902160
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  • id: 7902161
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  • id: 7902162
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  • id: 7902163
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  • id: 7902164
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  • id: 7902165
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  • id: 7902166
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  • id: 7902167
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  • id: 7902168
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  • id: 7902169
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  • id: 7902170
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  • id: 7902171
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  • id: 7902172
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  • id: 7902173
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  • id: 7902174
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  • id: 7902175
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  • id: 7902176
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  • id: 7902177
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  • id: 7902178
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  • id: 7902179
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  • id: 7902180
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  • id: 7902181
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  • id: 7902182
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  • id: 7902183
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  • id: 7902184
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  • id: 7902185
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  • id: 7902186
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  • id: 7902187
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  • id: 7902188
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  • id: 7902189
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  • id: 7902190
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  • id: 7902191
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  • id: 7902192
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  • id: 7902193
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  • id: 7902194
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  • id: 7902195
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  • id: 7902196
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  • id: 7902197
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  • id: 7902198
    {'hecke_orbit_code': 275012124698, 'n': 128, 'trace_an': 0}
  • id: 7902199
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  • id: 7902200
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  • id: 7902201
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  • id: 7902202
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  • id: 7902203
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  • id: 7902204
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  • id: 7902205
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  • id: 7902206
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  • id: 7902207
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  • id: 7902208
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  • id: 7902209
    {'hecke_orbit_code': 275012124698, 'n': 179, 'trace_an': 4852464}
  • id: 7902210
    {'hecke_orbit_code': 275012124698, 'n': 181, 'trace_an': 323256216}
  • id: 7902211
    {'hecke_orbit_code': 275012124698, 'n': 191, 'trace_an': -49980936}
  • id: 7902212
    {'hecke_orbit_code': 275012124698, 'n': 193, 'trace_an': -223984920}
  • id: 7902213
    {'hecke_orbit_code': 275012124698, 'n': 197, 'trace_an': -231584940}
  • id: 7902214
    {'hecke_orbit_code': 275012124698, 'n': 199, 'trace_an': -510102280}
  • id: 7902215
    {'hecke_orbit_code': 275012124698, 'n': 211, 'trace_an': 438207248}
  • id: 7902216
    {'hecke_orbit_code': 275012124698, 'n': 223, 'trace_an': 723862680}
  • id: 7902217
    {'hecke_orbit_code': 275012124698, 'n': 227, 'trace_an': 236214720}
  • id: 7902218
    {'hecke_orbit_code': 275012124698, 'n': 229, 'trace_an': 0}
  • id: 7902219
    {'hecke_orbit_code': 275012124698, 'n': 233, 'trace_an': -189485280}
  • id: 7902220
    {'hecke_orbit_code': 275012124698, 'n': 239, 'trace_an': 0}
  • id: 7902221
    {'hecke_orbit_code': 275012124698, 'n': 241, 'trace_an': -479306880}
  • id: 7902222
    {'hecke_orbit_code': 275012124698, 'n': 243, 'trace_an': 578137680}
  • id: 7902223
    {'hecke_orbit_code': 275012124698, 'n': 251, 'trace_an': 337824336}
  • id: 7902224
    {'hecke_orbit_code': 275012124698, 'n': 256, 'trace_an': -134217728}
  • id: 7902225
    {'hecke_orbit_code': 275012124698, 'n': 257, 'trace_an': -333689400}
  • id: 7902226
    {'hecke_orbit_code': 275012124698, 'n': 263, 'trace_an': 242887080}
  • id: 7902227
    {'hecke_orbit_code': 275012124698, 'n': 269, 'trace_an': -168757116}
  • id: 7902228
    {'hecke_orbit_code': 275012124698, 'n': 271, 'trace_an': -2431366728}
  • id: 7902229
    {'hecke_orbit_code': 275012124698, 'n': 277, 'trace_an': 185820000}
  • id: 7902230
    {'hecke_orbit_code': 275012124698, 'n': 281, 'trace_an': 0}
  • id: 7902231
    {'hecke_orbit_code': 275012124698, 'n': 283, 'trace_an': -911423600}
  • id: 7902232
    {'hecke_orbit_code': 275012124698, 'n': 289, 'trace_an': 522450912}
  • id: 7902233
    {'hecke_orbit_code': 275012124698, 'n': 293, 'trace_an': -38391120}
  • id: 7902234
    {'hecke_orbit_code': 275012124698, 'n': 307, 'trace_an': 0}
  • id: 7902235
    {'hecke_orbit_code': 275012124698, 'n': 311, 'trace_an': 2830342848}
  • id: 7902236
    {'hecke_orbit_code': 275012124698, 'n': 313, 'trace_an': 2903607040}
  • id: 7902237
    {'hecke_orbit_code': 275012124698, 'n': 317, 'trace_an': 0}
  • id: 7902238
    {'hecke_orbit_code': 275012124698, 'n': 331, 'trace_an': 4638921552}
  • id: 7902239
    {'hecke_orbit_code': 275012124698, 'n': 337, 'trace_an': 2109163000}
  • id: 7902240
    {'hecke_orbit_code': 275012124698, 'n': 343, 'trace_an': 0}
  • id: 7902241
    {'hecke_orbit_code': 275012124698, 'n': 347, 'trace_an': 985506000}
  • id: 7902242
    {'hecke_orbit_code': 275012124698, 'n': 349, 'trace_an': -6601244844}
  • id: 7902243
    {'hecke_orbit_code': 275012124698, 'n': 353, 'trace_an': -1184223600}
  • id: 7902244
    {'hecke_orbit_code': 275012124698, 'n': 359, 'trace_an': 0}
  • id: 7902245
    {'hecke_orbit_code': 275012124698, 'n': 361, 'trace_an': -604636652}
  • id: 7902246
    {'hecke_orbit_code': 275012124698, 'n': 367, 'trace_an': 4083192200}
  • id: 7902247
    {'hecke_orbit_code': 275012124698, 'n': 373, 'trace_an': 1325760920}
  • id: 7902248
    {'hecke_orbit_code': 275012124698, 'n': 379, 'trace_an': 1623133776}
  • id: 7902249
    {'hecke_orbit_code': 275012124698, 'n': 383, 'trace_an': 424406520}
  • id: 7902250
    {'hecke_orbit_code': 275012124698, 'n': 389, 'trace_an': 5046688056}
  • id: 7902251
    {'hecke_orbit_code': 275012124698, 'n': 397, 'trace_an': -4063659660}
  • id: 7902252
    {'hecke_orbit_code': 275012124698, 'n': 401, 'trace_an': -7809204960}
  • id: 7902253
    {'hecke_orbit_code': 275012124698, 'n': 409, 'trace_an': -2928365784}
  • id: 7902254
    {'hecke_orbit_code': 275012124698, 'n': 419, 'trace_an': -58771488}
  • id: 7902255
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  • id: 7902256
    {'hecke_orbit_code': 275012124698, 'n': 431, 'trace_an': -9065049480}
  • id: 7902257
    {'hecke_orbit_code': 275012124698, 'n': 433, 'trace_an': -7230084440}
  • id: 7902258
    {'hecke_orbit_code': 275012124698, 'n': 439, 'trace_an': -2535914024}
  • id: 7902259
    {'hecke_orbit_code': 275012124698, 'n': 443, 'trace_an': 1082470560}
  • id: 7902260
    {'hecke_orbit_code': 275012124698, 'n': 449, 'trace_an': 2251788588}
  • id: 7902261
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  • id: 7902262
    {'hecke_orbit_code': 275012124698, 'n': 461, 'trace_an': -12694997160}
  • id: 7902263
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  • id: 7902264
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  • id: 7902265
    {'hecke_orbit_code': 275012124698, 'n': 479, 'trace_an': -5724540360}
  • id: 7902266
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  • id: 7902267
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  • id: 7902268
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  • id: 7902269
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  • id: 7902270
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  • id: 7902271
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  • id: 7902272
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  • id: 7902273
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  • id: 7902274
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  • id: 7902275
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  • id: 7902276
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  • id: 7902277
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  • id: 7902278
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  • id: 7902280
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  • id: 7902281
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  • id: 7902284
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  • id: 7902290
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  • id: 7902291
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  • id: 7902294
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  • id: 7902295
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  • id: 7902296
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  • id: 7902298
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  • id: 7902300
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  • id: 7902302
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  • id: 7902306
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  • id: 7902307
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  • id: 7902308
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  • id: 7902309
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  • id: 7902310
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  • id: 7902311
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  • id: 7902312
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  • id: 7902313
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  • id: 7902314
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  • id: 7902315
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  • id: 7902316
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  • id: 7902317
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  • id: 7902318
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  • id: 7902319
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  • id: 7902320
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  • id: 7902321
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  • id: 7902322
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  • id: 7902323
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  • id: 7902324
    {'hecke_orbit_code': 275012124698, 'n': 841, 'trace_an': -2075870208}
  • id: 7902325
    {'hecke_orbit_code': 275012124698, 'n': 853, 'trace_an': 0}
  • id: 7902326
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  • id: 7902327
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  • id: 7902328
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  • id: 7902329
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  • id: 7902330
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  • id: 7902331
    {'hecke_orbit_code': 275012124698, 'n': 883, 'trace_an': 32136216320}
  • id: 7902332
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  • id: 7902333
    {'hecke_orbit_code': 275012124698, 'n': 907, 'trace_an': -84433816160}
  • id: 7902334
    {'hecke_orbit_code': 275012124698, 'n': 911, 'trace_an': -24244173216}
  • id: 7902335
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  • id: 7902336
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  • id: 7902337
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  • id: 7902338
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  • id: 7902339
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  • id: 7902340
    {'hecke_orbit_code': 275012124698, 'n': 953, 'trace_an': 52759461900}
  • id: 7902341
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  • id: 7902342
    {'hecke_orbit_code': 275012124698, 'n': 967, 'trace_an': 0}
  • id: 7902343
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  • id: 7902344
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  • id: 7902345
    {'hecke_orbit_code': 275012124698, 'n': 983, 'trace_an': 0}
  • id: 7902346
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  • id: 7902347
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