Newform data - 75.18.b.f

Formats: - HTML - YAML - JSON - 2026-06-08T15:46:02.531141

• 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': 24300, 'analytic_conductor': 137.41656550841975, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 5, 'char_degree': 1, 'char_is_minimal': False, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': 1, 'char_values': [75, 2, [26, 52], [2, 1]], 'cm_discs': [], 'conrey_index': 49, 'dim': 8, 'field_disc': 17293646714457213467885421750205888286976, 'field_disc_factorization': [[2, 8], [3, 2], [241, 2], [11368024774734157, 2]], 'field_poly': [1297706673500416000000, 0, 35407691713753600, 0, 304121840676, 0, 963373, 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': [[2, [1280257661232912531456, 0, 35612456938055680, 0, 305448923268, 0, 963645, 0, 1]]], 'hecke_orbit': 6, 'hecke_orbit_code': 22518067158319179, 'hecke_ring_generator_nbound': 7, 'hecke_ring_index': 67184640000, 'hecke_ring_index_factorization': [[2, 14], [3, 8], [5, 4]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 5, 2, 1, 2, 0]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '75.18.b.f', 'level': 75, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 5], 'level_radical': 15, 'minimal_twist': '15.18.a.d', 'prim_orbit_index': 2, 'qexp_display': 'q+(\\beta _{1}-8\\beta _{5})q^{2}+3^{8}\\beta _{5}q^{3}+(-109856+\\cdots)q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 8, 'rm_discs': [], 'sato_tate_group': '17.2.3.c2', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '75.18.b', 'trace_display': [0, 0, 0, 0], 'trace_hash': 1188163904536582315, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '7.824', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '368.263', 'prec': 24}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '27981.350', 'prec': 30}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.508', 'prec': 17}, 'traces': [8, 0, 0, -878714, 0, 433026, 0, 0, -344373768, 0, -1150990368, 0, 0, 13398632064, 0, 15025367810, 0, 0, -397827528736, 0, -230725490688, 0, 0, 835236570762, 0, -1055057698044, 0, 0, -8074961325552, 0, 29368208739328, 0, 0, -132329569647228, 0, 37825756396794, 0, 0, -66261452607504, 0, 2331958094928, 0, 0, -1093242271314072, 0, 132735119645568, 0, 0, -571210398903240, 0, -600431277693456, 0, 0, -18640349407746, 0, -4878632828680320, 0, 0, 1922257523574816, 0, 2532538282666480, 0, 0, -1528050285189266, 0, -5577156137782152, 0, 0, 1261090366792704, 0, 26298189691586496, 0, 0, -3722565824774676, 0, 64684265861242984, 0, 0, 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• mf_hecke_nf •

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

  
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-2227801313852242652344636, -28982993151767039734, 594523858417661238], [-423696591770708900875632, 0, 802562154718998557350, -32922574380743610910, 11701668679062716706, 0, 0, 0], [-18006160158572653906802432, 0, -5240472981254411713215, -12712877329227093205, -11510189146322424757, 0, 0, 0], [5488121450939382716409246, 0, 10718640573842339877560, -3456377449688135448, 2879030057319146984, 0, 0, 0], [0, 28843177454754179495888, 0, 0, 0, 6162448144428111564826570, 49132474146144720144, 9014703031170761712], [1698662949607354654681710, 0, 22675166977345512584268, 18934269821379885764, 5225228632570350404, 0, 0, 0], [0, -6677772346441998778374, 0, 0, 0, -21099607556106985252510228, 12062948578015140610, 3485349993592405950], [0, 10968363903160925224659, 0, 0, 0, 6961802159539944164128398, 79987151262524361295, 26118953186919096209], [0, 25508456409829355643141, 0, 0, 0, 10413835690529580647796776, 36795675693508841769, 29234349736853781303], [14561639572690019428263164, 0, 8053874432823218174592, 55533990576958038848, 17946310972123378944, 0, 0, 0], [0, 14605126442868264561951, 0, 0, 0, 29592050156581074675304922, -52052472456705936501, 6881278634700829909], [0, -1964114365941034212509, 0, 0, 0, 2241610651017307005991224, 135877271784870805727, 6650077825174159937], [-13524751287828047764012952, 0, -22740232572954577081291, 101383933248674748199, 31232734587579407047, 0, 0, 0], [0, 40922904928023809500379, 0, 0, 0, 7211508566642075283449646, -20331538283357302793, -36118806610087376919]], 'char_orbit_index': 2, 'field_poly': [1297706673500416000000, 0, 35407691713753600, 0, 304121840676, 0, 963373, 0, 1], 'hecke_orbit_code': 22518067158319179, 'hecke_ring_character_values': [[26, [1, 0, 0, 0, 0, 0, 0, 0]], [52, [-1, 0, 0, 0, 0, 0, 0, 0]]], 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1, 690731897492160, 25582662870080, 25557080207209920, 12441357946380367111680000, 388792435824386472240000, 28770640251004598945760000], 'hecke_ring_inverse_denominators': [1, 1, 1, 1, 1, 1, 1, 1], 'hecke_ring_inverse_numerators': [[1, 0, 0, 0, 0, 0, 0, 0], [0, 1, 0, 0, 0, 0, 0, 0], [-240864, 0, -81, 1, 0, 0, 0, 0], [0, -331955, 0, 0, 0, -19614080, -189, -74], [79977506624, 0, 65207651, -481497, -74, 0, 0, 0], [0, 125957538719, 0, 0, 0, 15756295738816, 117080197, 35644838], [-30351702475008448, 0, -37170191408067, 200802442305, -1891415358, 0, 0, 0], [0, -50406071934091207, 0, 0, 0, -8973910318821252288, -62157374976717, -14500011812550]], 'hecke_ring_numerators': [[1, 0, 0, 0, 0, 0, 0, 0], [0, 1, 0, 0, 0, 0, 0, 0], [938105819924384000, 0, 12507705423804, 0, 25559667, 0, -1, 0], [8976259969312101120, 0, 63105779141492, 0, 76679001, 0, -3, 0], [-140224420099531340158720, 0, -2401740037318980372, 0, -10452596790681, 0, -13103197, 0], [0, 235745228198028853395200, 0, 3499495419153041652, 0, 12561780511521, 0, 13020677], [0, -1277914662561045480581110400, 0, -19300486741142031083604, 0, -80165745756011817, 0, -98569506029], [0, -32033401981746420962653222400, 0, 1114018836035792052384276, 0, 7451708201154551673, 0, 10648742879101]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 8, 'label': '75.18.b.f', 'level': 75, 'maxp': 997, 'weight': 18}
• mf_newspaces •

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

  
  {'Nk2': 24300, 'analytic_conductor': 137.41656550841975, 'char_conductor': 5, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': 1, 'char_values': [75, 2, [26, 52], [2, 1]], 'conrey_index': 49, 'cusp_dim': 164, 'dim': 52, 'eis_dim': 12, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 69021466699, 'hecke_orbit_dims': [2, 4, 4, 6, 6, 8, 10, 12], 'label': '75.18.b', 'level': 75, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 5], 'level_radical': 15, 'mf_dim': 176, 'mf_new_dim': 52, 'num_forms': 8, 'prim_orbit_index': 2, 'relative_dim': 52, 'sturm_bound': 180, 'trace_bound': 4, 'trace_display': [0, 0, 0, 0], 'traces': [52, 0, 0, -3648556, 0, 1600884, 0, 0, -2238429492, 0, -1334042212, 0, 0, -52886269524, 0, 185795789620, 0, 0, 63473515666, 0, 216718608618, 0, 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-40585729947079436532188136, 0, -57198382996431650192944416, 0, 0, 63288278130521516841428202, 0, -182232103637817891162972488, 0, 0, -145476166325676638291426584, 0, 183147447511610468960609880, 0, 0, 230108700165391996262935004, 0, -56427785363191271084557020, 0, 0, -30721635188616974354044272, 0, 80990985576416666110898896, 0, 0, -265693613267438033700950364, 0, -150776957484801789538290678, 0, 0, 337965440892280281755921992, 0, -156091670783182019427678504, 0, 0, 100250361368681598307659348, 0, 185773259070328979794092492, 0, 0, 31677635278678744137592148, 0, -224909885152675126807989256, 0, 0, -135508311353818040674335984, 0, -11765804050684273665286566, 0, 0, 86511642842537933694165720, 0, -185553896268424196400787616, 0, 0, 204031700657106478231179084, 0, -32801037757960351902669286, 0, 0, -206259958991374888998338208, 0, -20011764795416005374404640, 0, 0, -20782248610885410919581648, 0], 'weight': 18, 'weight_parity': 1}
• mf_twists_nf •

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

  
  
  • id: 66196
    {'conductor': 5, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 8, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '75.18.b.f', 'source_level': 75, 'target_char_orbit': 1, 'target_dim': 4, 'target_hecke_orbit': 4, 'target_is_minimal': True, 'target_label': '15.18.a.d', 'target_level': 15, 'twist_class_label': '15.18.a.d', 'twist_class_level': 15, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 18}
  • id: 66197
    {'conductor': 15, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 8, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '75.18.b.f', 'source_level': 75, 'target_char_orbit': 1, 'target_dim': 4, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '45.18.a.f', 'target_level': 45, 'twist_class_label': '15.18.a.d', 'twist_class_level': 15, 'twisting_char_label': '15.e', 'twisting_char_orbit': 5, 'weight': 18}
  • id: 66198
    {'conductor': 5, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 8, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '75.18.b.f', 'source_level': 75, 'target_char_orbit': 1, 'target_dim': 4, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '75.18.a.f', 'target_level': 75, 'twist_class_label': '15.18.a.d', 'twist_class_level': 15, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 18}
  • id: 66199
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 2, 'source_dim': 8, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '75.18.b.f', 'source_level': 75, 'target_char_orbit': 2, 'target_dim': 8, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '75.18.b.f', 'target_level': 75, 'twist_class_label': '15.18.a.d', 'twist_class_level': 15, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 18}
  • id: 66200
    {'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 8, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '75.18.b.f', 'source_level': 75, 'target_char_orbit': 2, 'target_dim': 8, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '75.18.b.f', 'target_level': 75, 'twist_class_label': '15.18.a.d', 'twist_class_level': 15, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 18}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 238100
    {'charpoly_factorization': [[[1280257661232912531456, 0, 35612456938055680, 0, 305448923268, 0, 963645, 0, 1], 1]], 'hecke_orbit_code': 22518067158319179, 'p': 2}
  • id: 238101
    {'charpoly_factorization': [[[43046721, 0, 1], 4]], 'hecke_orbit_code': 22518067158319179, 'p': 3}
  • id: 238102
    {'charpoly_factorization': [[[0, 1], 8]], 'hecke_orbit_code': 22518067158319179, 'p': 5}
  • id: 238103
    {'charpoly_factorization': [[[2623839492444102329115584864253646690131241693347840000, 0, 20328997697746453737560023086721425997824000, 0, 366590825149931858982680395776, 0, 1216127255400448, 0, 1], 1]], 'hecke_orbit_code': 22518067158319179, 'p': 7}
  • id: 238104
    {'charpoly_factorization': [[[1022940209313293320233202344356937984, -717038899940484592628317952, -2084013756855103392, 575495184, 1], 2]], 'hecke_orbit_code': 22518067158319179, 'p': 11}
  • id: 238105
    {'charpoly_factorization': [[[179951108121748129249435723022202074296679700236140326321521449287667876096, 0, 1057436963154594046390121588154021392160243839311135064320, 0, 355557526212146487535738623352150904928, 0, 34220916867360881680, 0, 1], 1]], 'hecke_orbit_code': 22518067158319179, 'p': 13}
  • id: 238106
    {'charpoly_factorization': [[[6653510859376694198147410709850871141380931923202721757522140308947693595114864896, 0, 6242911068783272390738953865547899241728091495691549670372475136, 0, 10325629207678482025911364452407693747896416, 0, 5615112977237487964176, 0, 1], 1]], 'hecke_orbit_code': 22518067158319179, 'p': 17}
  • id: 238107
    {'charpoly_factorization': [[[-60153022330288972878882371613998250110713600, -1381552987901896244354724756258560, 2194336002046402898016, 198913764368, 1], 2]], 'hecke_orbit_code': 22518067158319179, 'p': 19}
  • id: 238108
    {'charpoly_factorization': [[[129923292268151567822779755173503532901951242624011854877880992728419453866956236563415040000, 0, 7363524212800722899172087519270110156643544843909645537506716811264000, 0, 121182466084991461304171101356297840272716333056, 0, 625101519929282807058432, 0, 1], 1]], 'hecke_orbit_code': 22518067158319179, 'p': 23}
  • id: 238109
    {'charpoly_factorization': [[[16690416856463153377616901440624414441771962026000, -17819837504263995593896158565849771040, -5069186004291797104642536, 4037480662776, 1], 2]], 'hecke_orbit_code': 22518067158319179, 'p': 29}
  • id: 238110
    {'charpoly_factorization': [[[41334441186319644372162845269853081991905280000, 6647174772921907393630499625045196800, 52370241687568420652980224, -14684104369664, 1], 2]], 'hecke_orbit_code': 22518067158319179, 'p': 31}
  • id: 238111
    {'charpoly_factorization': [[[99289099768370440569309467698737410940182806374358727227560524307149267676687669240915485119417494873760000, 0, 1008755697684013654139543408402955790614345003263337698603417040389142774610643200, 0, 2779088395173901848015877121905511325787643455145679456, 0, 2898714422497146366245741968, 0, 1], 1]], 'hecke_orbit_code': 22518067158319179, 'p': 37}
  • id: 238112
    {'charpoly_factorization': [[[-79524993537000494457429523519089191786908514456463600, 50663329833443701119359164140177919944800, -4371095635283644364977867176, -1165979047464, 1], 2]], 'hecke_orbit_code': 22518067158319179, 'p': 41}
  • id: 238113
    {'charpoly_factorization': [[[183207662260506009134147683211981734222514234538153676143611944295308660626555419095481572039978905250103296, 0, 10735473525467735907719702535274823739439620679972012828891091812936357244939812864, 0, 21963958798768863304474627370157994848754134576431433216, 0, 12399239608158928289864233024, 0, 1], 1]], 'hecke_orbit_code': 22518067158319179, 'p': 43}
  • id: 238114
    {'charpoly_factorization': [[[19592194893469207920046384302453956847247585962540295747966504333212476321441683452889814874523034429822091657216, 0, 62337966342344478195271783611148983657115324950353033016072622989869028181091235659776, 0, 5005125862138949696372897476492759722407710596031650226176, 0, 125515769587336526932859187456, 0, 1], 1]], 'hecke_orbit_code': 22518067158319179, 'p': 47}
  • id: 238115
    {'charpoly_factorization': [[[2109310599240631272437216630772209382856447010816274555204916151215701032412266367541176892927614670813362560100000000, 0, 129054478348666350020189807092697037256296695265388909712298000145426671357873789255174400, 0, 789498799578198580471401504581314895482063591756202935564896, 0, 1569270009931307649148528336272, 0, 1], 1]], 'hecke_orbit_code': 22518067158319179, 'p': 53}
  • id: 238116
    {'charpoly_factorization': [[[-163913308410836059904664254371219118066579457498339978182400, 1127839608409772598111288285942852966772064000, -1170837262978290671069721415584, -961128761787408, 1], 2]], 'hecke_orbit_code': 22518067158319179, 'p': 59}
  • id: 238117
    {'charpoly_factorization': [[[-433981156324992711594508949315086669532675046644321867048944, 2595403572989190731134070129117471936803734560, -3442714964202053115478908206568, -1266269141333240, 1], 2]], 'hecke_orbit_code': 22518067158319179, 'p': 61}
  • id: 238118
    {'charpoly_factorization': [[[1019830935740747034465790548875412984250897580632471112344939309799469844671815076978272124291575000257967452428708151296, 0, 22370352963644520693266625777836408477416605222542557597591526155603816897726491758554970996736, 0, 2462847786500098719572160716489249659186147963657937540397590016, 0, 87637853363797060380659348992576, 0, 1], 1]], 'hecke_orbit_code': 22518067158319179, 'p': 67}
  • id: 238119
    {'charpoly_factorization': [[[-72114316054974360303406993768782848401480202553925597997297664, 786989119131258278685497422058007277756505458688, -46446505532202577904584284855936, -13149094845793248, 1], 2]], 'hecke_orbit_code': 22518067158319179, 'p': 71}
  • id: 238120
    {'charpoly_factorization': [[[617191422204242217856408673068890228757272253289294656314528195214107712148776984492755708133187757292000630412396644000000, 0, 4961426838461030128209034084397359850264652792667193618105651652844671494165110595444545849600, 0, 5834913502510950850256979968344042199153475472897547815006456416, 0, 175646481744884971863191306914192, 0, 1], 1]], 'hecke_orbit_code': 22518067158319179, 'p': 73}
  • id: 238121
    {'charpoly_factorization': [[[-5468562525013880265043945567916598769718641637670243753000960000, -2171142568240214002467695663997638158239449088000, -219003826963022744316056304691200, 3966417576450560, 1], 2]], 'hecke_orbit_code': 22518067158319179, 'p': 79}
  • id: 238122
    {'charpoly_factorization': [[[2235282759319132709997403444117078207373433157896174415807295392798758844774834395693285963059983668867479585318941939246104576, 0, 258499267495770869722916899598157996292144409542277286451089351638097183928428211443164984524800, 0, 10171654053328088282248927621869151322519888773221474992176424448, 0, 167922345976443630537337851163200, 0, 1], 1]], 'hecke_orbit_code': 22518067158319179, 'p': 83}
  • id: 238123
    {'charpoly_factorization': [[[26897654341081831920827583981002851698065272708490353087070614800, 3381232748646597374647341068929163683837820871840, -342848888781384005912821783771944, -29070369191797272, 1], 2]], 'hecke_orbit_code': 22518067158319179, 'p': 89}
  • id: 238124
    {'charpoly_factorization': [[[63509595177821406352495216297866714129979425283080268167397749113913233205229248104790914729859663527664208868002396737344750223616, 0, 2794226496838982610807069630098903054568230636739988562243257806881733057462940498466105959954514176, 0, 8569484529440322673193846252098200393378454070646254366037297070176, 0, 6945669107883062739054389566832656, 0, 1], 1]], 'hecke_orbit_code': 22518067158319179, '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': 2, 'hecke_orbit': 6, 'label': '75.18.b.f', 'level': 75, 'portrait': 'data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAALgAAAC4CAYAAABQMybHAAAABGdBTUEAALGPC/xhBQAAACBjSFJNAAB6JgAAgIQAAPoAAACA6AAAdTAAAOpgAAA6mAAAF3CculE8AAAABmJLR0QA/wD/AP+gvaeTAAAACXBIWXMAAA9hAAAPYQGoP6dpAAAAB3RJTUUH5AsHEgEfILexNgAAABBjYU52AAAA1wAAANcAAAAQAAAADnCbpecAAIAASURBVHja7P13vF3ndd8Jf5+y2yn33I5eCIAACYC9kyJVqEKr2LItS5YlO27jTBynzDvJpGdSJq8dTzIpTvwmbrEVybaKJVmyCilR7J0gCIDo9QIXt7fTz27P8/6x9ykXkpzE44SWZ/ZHW+cC4Oeec/b+7fX81lq/9XsE/+/xp3Z87svPIKXYcOzM5YpNrd085uA6kkMXGzx086i4d39p+enXUjaPrYzdceNVe+TMFnxXsmGsRamYCiOvr4KdH9v8IMAmYA1oCyHe7K/2PXvoN/sDfK8cFy7PA1yXpOkGazGtdsQffP4LXL95hp2bVvCVy4Xpz8er9vZ/1G6uvl8LG1+dc9kwKohbHRrVxL16dek3r1wViLTzM1eGmtHs/BKbxuByJ2KolDqd5NIf/dvfOfWPTkx/Ufzrf/yz/3z+6sXP+smRQ83qaWXxACERzjxwsTS0+c2+JN8Tx/8bGr7LYe15wBsmnX5o6sx5VmoyXmlV/pdaS75LYInimNdee51SsMaezTXWGoorCwGYkCROGClbTl9xOXBdyuyiZGQooVz0OD+rSU3MeEkwsxxzcJfh7BXJ6JDBdV18X3NxUbLWhL2TCddvH2HfjTdjcVASmqH+xqWZ8F8trBhn9769HNi76elWK1y7Ze/WN/uS/Zk8/l+A50e7uQbwntR0dp88t2Z+5z//gXn7PUPXbdxY/ttXZ69ijMvV2Tlq1SXCWLPakqTWxXcsZc+yUE84O9th86hPJVAoETM+5HL9NkWrA0KGXF3UdCKYWRYoXNphzO5tlg0jTSSSYiFi40SD01OjrKwFFP0UT8e0OoZaUxEmCcPD41SGt9AOQzZv3k6r0fqlXROLF+95yw/LlhmRnnLOA4+Oj4+82Zf0z8Tx/3iAXzzzDbQSD52/Yt89Vlr90OJqY9/lGcGzL5/hui01wrbgynKbTaOSogfjFcPVVQ8lLVIYNg2nXF7wKRYsh86HtEKB78JyFa4b1xQCjw3jCQ8drHPi4hCHTglOXk6470DK5jFDsSjYtmGNpTWF70E7tBw+PUYpkFxYcNk40kEKcFXK3IqiUkwQpGwcj1lZLaMDyYEdBfzSXtYih8SUTx+4rvi5uTX3MSV4+gfe+9Y3+xK/qcf/4wAetldxfW9kfm7p//voNx5z2/XL6XI7uL3oiTtMe4bZlWUO7Ag4dKpE21R55+2aZ4747N7aptl2mF1VhLHA0wk3bk2ZHAlZaUiOXBgiTgTXb+6w0FDctKvN2UsO9Y4mCuGuG5ucmS5QDiJOXdXcs1cSxSH1jubIlOTWHSm1hsPuLRFRLDl2UbDc8Nk4DPu2NXC1JIphbtWhESbs2aR5+gi87Y4GYWuYF4+32berTWo3sGvrCOVCemhqNnnt5v071e13PhIViuN/N0nC1Ymx8pt9C/6HHn/uAX7h0gW0dsRTzz3K/h2BKpdLvxqFtb0vHl58y8ryrIIWzdAwWbJMz3m8fC7i539ojeraJI++ati2pcWGUsDCasKmCTh6XhFbECi2jKTcvrfBakPQ7PicvKg5sKuO47o0WhIpBPu2Go6eMyzVA1pxg1t2RTTbQ6zWBUfOSvZuTzBCUG0ZAs9y8w7J8YuadhSzVlfcfr1lw2iMEglJ6nD4gsvWCcvismJspM6OySLfeNlhLVzj539A8eLRChdn2mzeCIlxGB4K2Di5KdXFbc9qf/hM1Kn//PWbZ9NbbvkI2h2x1hpKBfVm36b/bsefyyqKja6CVrJVa/qf/b3/PXzwkX/4N0ya/vjRN47Hm0ZXbzh+XvtJEhFGktfPKXZsbfLuOyyuLnBhzuexV11+6C1Vbtk1yrded9m9tcWGSomp2YS79kWcnnapFGNAcnyqwKYRw8qa5vkTKc+fg5u2W27cKlltCJ49KXn7gZhKUbHWKDE9p6nWLcqJ+IlH1rg8X6baENy2t8NNu5dwGGZ+eZzpJbhxh6EdSS7NewwXNKeuSvZuhUZDsnf7Mjs3+XzrVZeplTY//JBhZXWYqVk4ddVww+4WOyeLHD5rmZ8/pUaGp956eta95+Y9xbt2bRi1URy5qQ3/r1/5D5/9nZPnFmyapubgvk1v9q37Uz/+XEVway2ArNdblaWFs/d6jvn1cxfOJpevnBw9cXahHHgwMx+zc6PhvptSXjw2wbHzCWfn27z7vhoP7Cty9GyFp49GVEab/OD9kjdOl3j2eJsbdiVsGQnAthFa4EjN+TnNRDmlFlpKfsjlxZQT0yklNcy77myyVi3x8knLgZ2CPdtS0kRwZckhTQ17tgj2Xxfz8gnBarPFO++QBMVZzkyVmJobpuAJGi2HsaGEC3Murg5RUmGNZuuGVfZvVzzz+jCHLsb8wEM1JosVnjns8/qlFvfcvMZ773I5f3mcY+fgudMd7r8xZOemlOnFgOGyBbWZPbv2rW3ZurtRCMTP7b5uz4uVSqkaRRjP+/MDiz83EdzEVdJoZcelqTNbjC1+7rkXnh66ODVVnBxqMLcmwCpc1WGt5dExVSolyY6NCY2Wpt7y+NzjRUaLdW7ao+mERZ47bvni8y1++C01fL/E4XMOm0abjJZdphc09XZKq9WmOOkQG81IUbFpWPLggTavn0vQUuC5CV4h4dBFRbHksGUsIkxg8yjcuneJWksTJsPERvPGlOTo2e14ysdzU3QlpB3CULnNTqDedJleTBmttBgfKvHYyy5vXIn44FubbKmUef6oz7FLHW7ctcZH355ydmqYC1cFl+cjqk2LW2gzXPa4NJfQiTSJuco3nrg6fHDPC8Ol4e2fdbWsnT4Xf2jj5I6r01dXprZuGX2zb+mfyvHn4lH9td/6LFqLm99+/4bPzl89uvtTf3RW3bF3ldMXAjaOh1ycLdFop5hEceQSVKMOf+PDK9y7d4hDp8Y4PQWvn4sZG1/j1j0RezcPc2aqwCunU4JijQM7DEW3yLlpjXQ6BK7Adw0jBcHcisNKTaF1SimI8VyF50ZcWVRoGXLjDs1rZwLuO1ilUqnza18pMF7wuP9GOHzW5cbr2kjhMLWo8ZSD7xuG/RRHw3LNYWZFMVRsEbjgugpXas7PWAqFBjfsgJIzxKsnXU5fbbP3ulVu3QXj5XEOn/Y4cznm0IWU229a5m9+KKTZHOHouYDUtqk3HaYWUjZUNIcvpTx00CHxbktvObjv3Pbx9C/eeNNDs8CZ7/Uu6vfsp794ZQWEs4fw7B0rlz8bnb5S/MczC0s37d2yzDdfHaUetdgz6XBlSbBvm2FlzafelFxdjDk1Y7lu5xr/9CdrJOEEr58Z5tQlOHI+5spKkx9+e4d7b/CZWyxy6JTizEyHjWMh+7YLJoY0F2Yd4jTG01BrOmgl2DwWgwIpY9otydHLARjBbbsiHCfk3FVJSJMHDiakUYXzVyWudrhldwNj4MSUT71jQLg4UrJ1LEQrQ7Ul0RriWHNxDsaHO9ywM2HTsObs5SFePQ2zq23uuKnBj741Znp2A6+f8Tg9lfD6xYQODf7JT1a5fvMIZ6aGuTIvabQjlusR+7Ybri5Kdm5uUauX+aOXI95+Z4ntWw4wtvHGp7dvLv6bO27ZfZQ0OSf08Jt9y/9Ex/dk+mzDSwyPqB3Tl07/X8+/cvzvHz83/ZEhd2bD4dMO5+dh3xaYmtEMD7d46CbYMm4ZKnrEiYO1Ao3hyrzL1LJhx8Y6G4ah4Pn4jkahOXJBMV/tUC5H7N9p2LvFo9H0ubokcHVMbBWzaw6zS4Z6JNBaM1lJWFgzTM25DJckAs3ESMxqw3JwRwcpC8ytFLh+s8fZyx7Ty5Ybd4QsrErixKEdKfZujRHC0mhJJisJ4yMhEyMRjoRaS+F5cP0WwdpaiW+9FnButsPISI233d7mnr0eF65McOSMy4mLCReXIkqVGj/9nib7tw9xebbC9LxmdslyespweUlwYU6zabLFppGANy7AfbdEFKTka89cQqend4yUzEdWVsX2lc7oiz/3P/9C9T/+6r96s2/9f/PxPRXB52ZP4fv++PTM3F97/dhrB4tq5YPPvXyZw+c1H3m4hSPK/MEz8JZbVmm2Kxw6H/Oj71jlgf2aK/PDXJ4rcHVRMbuYcmU+5uKSQRea/PBbmrzvLpcr86OcuuRx/qrh1JWYVHbYOhFx30HD9gnJlfki0wuS1bqhkxikhOESjA8lrNY19aZiuByhhWa4nOJ7MS+f8rhug2F8OGFuOcBRhpkVw8Sw5bqNES+d8nBdxWgJlIoZK8JaU7DSFEyUDSPlGCkhjBSrdc3lBc2VpYTtGzrcezBhy7iGtMDpSwUuXLWcvJxyeSXkPfev8UNvCQnUMFNzw0zNamYXU2aXY64sWi6uWO49WOUjb5UcOV0kTBrctz/gC08FOG6dH3wQXnoDnNJu9l5X+uL+g/ee3L3ntthx9C+blGbheyQR/d74lMCnP/95DG7ZV7Vfq61d/PBnv7Eq921b5C0HNc8drrDSrvH2Owxz80Mcu9Dm8rLg/KzLyOgaf++jK9y5p8TluVGmFwJmlzSzSykzSzGnrxq03+Y999Z5562GQA9xdbHE1KzDhatwdSXF0W2GSimLdUWrlZAmCQKB5wdsnXDYszGiMhQztyKoNTW7N8VgITJwecGn0baUA0HBFUgSPC+lXEipt1wuL0JoXIy17NsU0WilzC5rhksO121K2DbZpFgIEdISRYJaK2Cp5jJcEDjSYXbR5fyMYGo+4cpKghe0eMcdTd57F3iywpnLZa4sKOaWUhZWYq4sWc4vW+7Yv8Tf/Wid8eIwF2cl0wtFjpwtcGW1ybvuSFlbG+LZN9rctb/J3TcWOTW3nbc+8MDaxonK3nYYL15//Z1vNiT+q44/0wC3do21FRc/SH/x8uXT9/3R174g12r2vqJe0nPLBc7ORLzj7gY7x0o8+pLPQqvFQwc156c8Tl8JqbZgalUwPl7lH//4CnfuKTC9MMLsYpHZZc3CimV+OeHqUspiI6Ey0uH+g03u3geuDPCUx8Kqz9yyZn5V0AohSQy+ayj6KcNDCQa4PJ9Qb8L2SYdiEGKtAOHSbBu2bQhZqWqwGRWpNiFMwGJZrUVsnnBotBVCWYQJKfsO2zZ2qLYEl2c1qdGMliUlX+A5kCSCViiZX5XMrVgW1hI8rwNOwj03Nrlvv2C8HLCyVmZ6wWN2GRaWExZWE2ZW4cKK5fYbl/knP77GZGWI2cUK1YbLyUs+5662ufeWDmurZb7+imHb5jrvvs3l9JTP5YU2N+4aShKn+MLb3vJBs3PbrhcKrvk7Sw2HrRtLbzZUvuvxZ5aDv/L859my/Tb+yT/9a//s1Vee+P88/9y3ds/ONXfMrVTlzq0t7rlRMbdU4IWTMDTU5sB2h1rdY3lNMVTUONKihMGXMLvq8/I5xcFdq+zb2qHgg6MlrqNwXU0xkBQcSavpcGbK5/HDLpcXQ+pJzJnpkMnRVd53/xoHdze4fV+NqeWE5Zag4HW4OGup1YscuE5S7aScmlKUCpoTl2HPJksnSumkLlrHDJfg9LSH0imOTNAOtEPJnftatFuSg7tT6u2Uy7Mldm5QFAsR1dAyUWmx1qzzmSfhyKWUY5c6bN+0wk176wyPRDxyT4MfetCya0OJNK5waWaIC1cdpucNVxdjri6mXFgUXKnG3Hz9Ev/4xxtMVipMzw8zt1Lg6qLPclWyddLSbPi8dMKwfWuNR+6SXJoe4ssvWoaG22wejWSjanecPXd+Z60R3jU0uj3YsWX4W7/z+1/ki5/7/TcbMt/x+DMZwT/7uc/w/PFJ9eG3XfmHZy4t/L3Db0yp8XLEhhGPr78ELVPnJx6JUOko33jZ4fiVKj/13pSSN8z0gkurI6g1UtbqMauNhOUaTK8JdNDh3v2rfPjBiJ0TRarNMourAUurLss1wWrNsFIzrDUM9bahHlpanYTRcsy2SQMIPMdyddFBSI/tE4qdmyybJlosrIUcPVfitj2WQrDG8fMjlIoRUeQwOmxod+CGbR1+98kKe7cmhKFlbEgSp21KvseJqQ6BU+SW6xOOXYxYWHHZPOqxcyNs2xChVMzVZXAdixCW7ZMJwyVJo+3RbDnUWw6rdcVqFVZqhtVaynItZb4GK52UbZubfPihZe7dp/GdMnPLZZbXfJarmpWaoNo0dDopM0sphaEGP/2+DsfPTPLYK2DcGj/1njZhe4yvvyiZGOmwfSOoYE8qvO3/7C/91I5/8tzTc+lb3vrBNxs633b8mQL46tJpCkEQTE9f2fb408d/xBNX/o8Xjsxy9JLhY+8y7Nsa8PLxIs8di0l0gx9/V4zHMM8cVbzz7hUqxYCrC0VW65q1OtQahmojYa2RsFq3LNQEs00LoskHH6jxyJ2G6zb6RFGBtZpPtelSayjWmoJGS9AJLVFiSVNQ0uI5EHiWStkyMRKjnQ4X5iLeOO9hkiLvvitCO1VeOzXEjo3w9VcSHjjgsVhr42tFksaMDEMSO2gnYWWlwP231vn6iyV2boRD50IcCrzrTkMi2rxxIeXSVR8tXSaHNcNFQeAJXFegBCQGotjSiaDRslSbhkbLUG0ZVpqWdpqyfUuLR+6u8cH7IjAlVqpDLK4GrNSc7DrVoNpIqTUT1uopV1cshYrgkVslzxyRCL/Oj7+7g0xGeO6Iy8unI/Ze1+Dj72zw0okRWuY67to/8fdVcd9nJzdsuxJH7fa9d974ZkOpd/yZAXhr9TzB8KR74czpnzxy/NSvnjzxumh2Qmmt5tRFw2pY52ff32G8OMzLxws8dzxCuA1+6vs67Jp0cR2IEsVqLWCt7rLW0FQbglrDUmumVBsJtaZhrWlZbAjmaobhSouHb29wz76E7ZOKcuBQb/h4jgQUUSIxRmAstDqAMAyXOpybsRgb8c1DRcJWwO7NLvcebBGbKs8crnDLHodz801qa2XuPtjiW695TI5YTl22/OUfqHNqymNyRPL4YcW9NyhWW3UuTo9wy/URz7zRJgkL3HOjy66tHdpJk2+8piAVXLiqKRc0WkCrLTFWkBpLnADSoF1DrWkplmK2bgy574YWD9+WMFr0WVgdYqXavzZrdUGtCbVGQq2ZZNeoaVlpStqpwFOG7Vua/OT3RTh2mOePBLx8JqQy0uDn3h9Sr45w/KLC2BjXKZgDB26145P7fr48esNvd5oL0X1373mzIQX8GQG4tbFsNNvv+9Rnvry75Ee//OQzrzhBMeW6TQpMwFpV8NKJiI5o8LPv77CpMsShk0UeezVBB6v8rz+6zG27BM1WkeVakVrDp9pwqTY1tYai1oJG01JvJdSbKc22odayLDUFS02I05Cb9rTZMJLSbFnec3fIjg2GJJVoaYliePqoz5VFn43DCccv+GAK7NuiuHWvwfNbvHauxdJykf07ipQra7x4zOGOPT4rrSpra2U2bLC8ckrxY29r8uopzZYJh+VmjbXVEW69ocWLx1NGggr7dzdZrNV45WSFQBe5fa/l+m0dkE2OXhJMjMQsLMU8c9ShEyukhNRYdmyMePjuiEZTsWnYcOseiKICq7UCqzWPatOh3lLUmpJ6E+qtlHozpdFKqbcM1ZZltSWZa0rqnYg7rq/yN34kxhcTPPZSkUNnO0xM1vnZ94Wk4TgvHvNYqXdAJmzfEBNoh117b4/HRv3/7eBtHzzvOIWvBL42bza23nQtyvnpNc5drv74lYtH/pWXHh957fACWyYtL5zwSWyTD9wbslatEMUuh8+W+cSjko+/Z41Nkylbxgs88cYw//gT8L57lvjRt62wc1PI/EoZzw0IPJeC51AMNI1AUmo7DBU1rU5Ks50yGRraoaXR8Vhd8rk6bYkSw8x8gudZQOAqi5aCVlshcEhampt3CHZtsmzb3CJMGzz6quL0+WHeeZvHrTes8YlHLa4osGNzi2MvKjZXFGPlFr4KiGKHxQYUfc2WScGR0xG3Xh/w4C3L/M5X27hOiXfcZXG8Fk+8EvH1l4ucvBRw3aYCOzamjA9H7ByLObAjRSmDVhawFDyP8YpHFDs0Wi7Hzzk0O5pWW9HsSJptaHYszVb23RvtlGbbUm9bqm1YaikW1iyFoSr/8/cv8747U3ZMjPLM64KZ1RqTk20+/i5DGo7z2imfU5cTltspH3igzvWbAl58IyE8+aJTTbb9Kyd4cfW22w7+L9bO/44QG/6fC/DFlSZC8DPfeur5X3z90BMjB3YssXerz5HzKUVH8sIRDyHqfPihBClHkdLhjYtFPvU1CTJhaTWm4GjeOD/CobMe52cX+YH7mtx3Y4dKqcxqrUCx7lNuuzRbmkZ+s9sdTSvUdEJLJzJEsSWOLUmanVHiYg1IJXC0wHcFlZJguAQbxgxbJluMDdd47DV49nUHaYZ4520ON+9r8PzJmKhT5t6bBbV2m8WVIvdcbxirtAi0RydRLNVjlBHcfL2mUAo5fMbnLbcOcfdNDQ6fUWCHuO1Gl59+7yrfOhLx+KtFTl3x2Tau2DASMFwqMFSCwANHW5QEY+HUJUGaCuJEECUQxmTfMUxph4ZOaGh1DK3Q0GxDPYSlpmSxAaHp8PZbVnnffTU++nZDGFVYqmr2715jcjwBGxCGI7x+3uXouZirtQ4feniFtxzwuHQ1YMNoyOtnCyxUZ9k09JWRctD5P/cdeFhb2/hNId68MuKbBvCl5Squ5qf/8NFv/eLUmScnJofnaCcJG8YcNq0OoUVGEZ4+DFLV+bG3LeCocVzH5cQlwfRigjKWim9wpGC5HfDpJ7fwxOt1HjhQ5WNvr3JgZ5PRSoGVaoFG26PVdnJgq+yMBGEsiRNBkmRLfaa4zZJKrcF3oRAYRkoxmydaJDQ5NxPzmWd8Lk4XqXgBd9youedgnVfO1vjmS2Xu2uOzbWOL331SoIRHuRRTbYYYC0rAeLlFveFikoD3PbDIp79eYNeCzyN3tYjiFZ55Y5Q49bnzxgkeuaPOnq01njjc4th0gaOXXLaMSEbKgoIncJ3sIZQChLAYC8ZY4iR/WGNLGGcPcieCdgSNjmAtFKw2QOgOt+yt8rGHqzxwY8poKWCtXqDaDAhDB4vLUKC4Mhdw4oLk2MWImWqbH3lnjXfc5DI1O8bleYflNc3cWsTwSMjRcxHt6KmJwDe/uGHLI7bdrP9WUHxzJon+hwP8S1/8LU7Nb+RzX3nyJ+q1tV8+f+6NsW3jq5i0zBefjviJ967w8J2SI2fLBJ5EK3jusMT3qnzkoTlSu5EkcSm6lmozpRVagsjiO4K1jmKlNsznni7y8vEm995U5WPvqHLLrhqjaUCSeLQ6Ps22QzvURLEiTiRJKkmNwFiBwCKFxXMNBT/BcyNcJ2RmJeSrhyTnr7pcujqMMh67NrrcsFNx2746ylvijQslNlcK7L8ONoyvsVovc2CzJDGWx171CFuSSjHhXXd2+MozMVfmS+zd7TBX7XDiosPWyWFu2rnE88cavHhCEEYu+3aOsG+rx74tDS7MrXJ+Bl49XeDcxSIFLfC0pOhZfAekzJIqa7OHNUkhSiBKBc1QUO8I6jFEJsHYDrfvqfOxh+s8cCBl44hHpzPESs2n0fJodRxaHU2ro1mta64uWE5MhUwtN/mht7V420Gf81dGOD2lmZpNOHopZcOGGj/0FsuTrw5zZb7KSy8+ObH3+uVfdtxysnjp05947CXDxz7y0T+/AH/6W7/P5776Iu+4X3y01Zj+t2F4pSISl6eOFLh5T4dqPeBTjyf8zQ/Pc/sNCQV/mMBzKQWSI8clpy+0edstHQqBz1BJIyV4jsGPLL5jKbgpFV/QCB3W6sN8/tkyTx7tMDnc4kceqrFva4dOu8n+nZatGxRh7JCmitRIbBfc0uDolMsLlkvzgmrb8OXnC8wsD2Mjh2FfsWlUs32D5rrNsH9XHSOX+fWvFFldHeKufZr9u2o8cVQgEoeJYUmxkNCKXaSVYCVKu9Q6goVVwY22wEO3NXjhcMCmMZe79o/wU+9d5re/3uDVM0WaHYeVaomdmwL2bmxx5/UNfvAtDWZXV/ny8x4rLY/Lcw4zMy6OEkgpEQiMtaQGYmNJE8PwaMzBG1uEYcy+rSE//FDIxJBipOQRxz5zSz6ttksrzFa5dkfR6ihaHUmtKWm2U7Zuivn4+zr4epjj54ucnxZMzUacnE4RXoMfe7jDSHGEifGE23dJzk0nfPPl18e2bN72b/ft3h7jzf/eJ/7zZ/iJH//wnz+AH3ru97n9/htEHMUfOnfx6m80a2cLmydhuOhTKTlMzyuGPMOly2X+zRcsf+n7l7jhuoRSMEwxcBldkCxXHc5eEowPC3xfgQCtU9zQ4DuWILYUIsuQnzIcCFqRpBEVuXS1yD//vREwCSJJuO1gi50bIpIEjDVYmzVxpBBIJdCOy5krLqfO+xR9TcmVjBUE46OSiRHNpnHF9o0pe7dXScUKv/LFMpevVLjreod9O1LaSYOX3vCoBA6jQ5ZKKaIQZFTIGEmto1htWlZqKbVmwP37qxw61eL0FUWl7HPnjRV+9n0r/Ps/hMPnizTblmpDs7BaZsNYgYnhDttHO/yND7UoF2ocuwRnpiWOY1HKIoQBbPY/C0kCOzak3HsgIY0d4sTD2gKdyGF+2aUdZitaJ1I9+taOBO1Q0g4F7Q74nmT7aJF6rcDFNcn0gmFqLubSSoJbrPOXv7/Fnk1DzCwGbBtRvHZKcGoqppOGCC5VRovyN0rlDclycvBz//E3P2P/4s/8jwH5/xCA/+vf/ASfe81RJy6/9sHG2uInrly55A+VSrx6KuH+m5d48NZhTl4qMj1vKAUxFy9X+Ku/4vFDD1b54H0RldIII+UCKzVNkma/0zUSRwlcLfGclDC2BLEhjA1RZCknEMaGMIEoEXRiSZh6xKnP6fNFjp6G1FoyaGfc2JHgqkzzUfJg/0YoBzBUlAyXFKMVzcQIbNsQsnG8SmxX+ZUvDnHh4hC3Xqe4botk15Y1njqRsLAyxG07JcNlg++28aSHVYIklQhrSdKItabPworDrfsCbr6+wfOHfSaHBQW/xK3XG37hgyv82z80nJgpUW0aqg3F0ppmrFJkuBwwXB6iXIgZL8ZsvzXCcxIcnaBUihRZMmHJHqo4ViwuaeJEESeKKFaEcf4aScJYEkaSTiQJI5ElqJEgjDIenxrDlTlBnFqq9ZhLCykLjZgPPLTCDz2QEnfGOH2pzNVFxfRCyqkrIW7Q5v79muVVydzcmcIWGX9i37a2ef875RfvveU/prfc+Re/9wFurRVpmtz/pa/8wXWvn5j59cX5ab/oWTaM1akUSnzlJc3HHl7h5j2SwCtkuhA/5sJswBeeVBQLy7z/7nlcd5zZpQKNtiKKJFEsMvsGN/tzGBvi2BIlaVYVSQbOFJLUkqaG1JDxbUMP3EKAkqAlOA54WuB7goInKRYUQwXJ8JBgYiRh+4YWpWKVL74Q8cwbI1SXyxzcpti+0WHP1g6pqPLYqwWKjmZ8WFEqdHjjAtnE/VZLK1TctCfm4C7L/FzK0ppLu1Pg3Xc0eO5Ym3MzimIg8dwyB64z/JOfWOHpE22+8vQYK3XL9omUtZqmUlYMFR1KBYdiYPE9g+caPJ2iVUa1pOzeA7KGlREkRpKkgiQRxIkkSgRxLAnjrPISxSJLTCOI4pQoNsSJIUqyalOzbZldtVxtRLz/viofekBTq09wfrrA9ALMLsWcm0loi5CP39Ph9VMjhEmL/Tsc1tYu+uNj0Se/9I2tfyFJN/zB57/we+kP/eB/X07+3x3grx69oNM0/M1O49I+J7zCgR2aExccnj8aMzLS4tA5y/hIhx97+yK+O0q5UKAYuAwVUy7NKr7wxCQj5VneemAFrGC17tHqZFEnigVhIvKboogTiGKZVRCSftkvSQ1pmlUXUptXSvJqiRACKUFJgdYCVws8V+J7kmIgKBcslZJhciRkfLhBYqt87jnJb399lAnf5+A2wbaNDjs2GbZvXOOLL1lWV332bVAMl6FUiFmYkiyuebg7IYwF40OSSgXOXbKs1Q3zyz57dvi87bYGX33WZ7QEnuuiZIUDuwT/0yOLOHKRP3p+mJMzPpP1mIlKwlBRUQoUhUASeBrPBc8BrW0GcgFSDICc7MFODaSpIEnJgQ5xaokSiOM0CwqxIeq9GsI4MyVaa8B0NeWBWxp86IECUzPDXJxxmFtKmVlKuLhgWWlH/Oh7lrhjX8hqTTA2FBCHBY5NGeZXF/1tW+xvvPv+WFdKzu+TxZnvTYA//o0vszZ37GNnzr020ahNYZXHri0RRc/j6ddHeOLlkJVayicec3GdNT769jmGihVGhypcLruMViQXZhyWFkdITZNSIcJYgas1nVgSxSoDdw7yOI9KSQJxCmmaVRKMyRIuY2x38j4HdwZwpQRaCRydAcT3oOAbSkFCpZQwXmkzNlzlhdMRn/xmwJlLFXYMOezaAFs2uGyZhL3b6rSSOq+cKhMoh/FhRaUElVLI8FCC62qEyB6uduiyWo+ptiy1ZsLimsu2DSXu3rfIN19tcWamTMGLcZSLEEPs2qz4+DuWuX3vIp/8ZolXjldYaWomygmVQkLBlwS+wnMEniNxHIFWEqXIy4cZyi2Z84Ax9ICepCZf3fLSYmJI0gzcSQxRkulxwtjSjqAeChxl2TxU5OzUEBeuCpbWIq4sGq6sGBpph48+vMZPPJxg0yHecVvAG+eGeO6kZa6acPvehEuXL5e/pfSv7N1zq/v1r3/1tx955L3fewBPojpSyp959Otf/MVOfWF0qOBzfErzxJE2B3Y0uX3fEEXfY2455vKS5nPfcjg7U+NtN9e4ZWebzRNDTM8X2LVZMVwuEIY2H+yNcHSKl/PHOJZESbbsxkle007JS3/kkVtiLH1wZ03KPHKDVlnDxHUsvmsI/ISSnzBcDtk4Vmeh1uJXv+zw2KERVteK7B4XbJsQbJ5w2TIh2Lmpg3arfPoZzcXpItdPSoZLkqFiipQhM0sWT0ukAGsFUazZPlHnVVLqLcVa3bKwGnD9Fp8ffKjGHzzhMrXg4egYIRyMLRInktt2rrH9R+s8drjF7z42wmtTRTYPC8aKKUU/xXcFniNwHYmjBVqRJc5S9DQZluwhM5as0pJmgO+CPEkzSpeBHaI8skdJxsvjVBBohxPnXWZmE6oty9QSaL/D7QfrvPXmDnfs9plfHOPyfImZBc2ZqYRUNHjwtpSi43LsYpEzF5dGJydqv/ye93y/Wlyq/ebE+ND3DsBtUgfl/NTzzz73i+fPH5uIE8WpqwkHdwpOXxkijEO2TCSEkYvvCop+zNyqw5Hjoxw7G7Jzc4P33r3MgweqeNojMRKlEqQwuDrBSzRRnigliSJOJUkiiVNBkkjSVJAa0efaRtBjJTaL3FKAUlnVwVEG1zF4bkrgJZSCkLFKk3bc5ok3LJ95aohXjlcYdh0ObLZsHJFMjrpsGpdsmYy4bvMax6bafPm5cYaUZnxIUC4KyoWYWivl6y/5lFyLEBmw2qHmffeGfO3lTBNTaxoW1zRbJkr8wH1NXjnd4NQ5l6KXoKTIQG4KdKKM63/8bTWu37jIp5+u8+LJClfWAjaUBUO+peAafG1wHdBKoGT2IGeRHLryI5NTNWP6K1ySAz0LEBmY4zTviqY5HTTZ7zwzZ0mMwXFjHrilxvfd3WT3RgdXVJheGGJm0WNhVTC/nDC7HDE+agiEy4mLmv07W8wtFjh95o2JzRvHfvHAzW81s/P1/7Rpw59+M+hPFeCz81UwLVbr9seff/mZf3Hi6DdGHbuG0AkvX1DcuneBn3ikQCfUREl2EX3PoRh4DJVSRksJMys+Zy66HD0f8bVdNT74wArvuTumFCjiWJOkiihxSOJ+RSBJFUmaN2zSPsCNzSO36WvKhLB5UpnpOLQ2uE6K58YEXkQpaJPS5luHJb/3ZIXjl4YQsceOYcvGimWsohgfcdkwJtk0HrNtQ53ppQb/8StFkjBgyxZBpaQpF6FciBFORL1dpFKyCCGwFuJEMuIpEpPQiF0arZS1umJmKeDG60r83Pur/PLve1xeKqJVnD8YmiTx6USSDaMet+2uc/C6Jicuz/CZpwK++VqF2VpA0VOUXCg6FldbHAVaZu18Idar6wxgTfbQpUaQWkhSkdXPU0GUZk2idipopxCmGaUhTRkNQh6+p84HH2hx8w5NHA+xsDzE1cWAxVXF0pphaS1iuZqw0oCZtYDnT8PN169y+94mX1kWzC0mPPf8oxPDQ+m/uGH/Q8ni/Nx/HhsrIPWfXjT/UwV4ErfxvOIHjh976d+/fujR8vJKg5W6y4UZh7lVw7/+fJF33t7gR9/WZmI0oFwoUy4UKRc8hkqackFSKSWMriRMr/i8etrjxTMFPvvMKr/wgzVu3NpkfFhRloo4djOgJ7oH8rQLcCMxVmJtRglsL6EEKQxKWbQyaJ3guQmOiqi3Y5bqMf/miz6XFoc5fKqCNS6jgWBizDI2JBgtK0YrDpOjkg2jCZvHW4xW1njsdcNrJysc3CIYLklKBUm5YCgGEcIJ8TyNVtn7WwtpKmmHmnYnJjGCRtvQaFpW6w7zK2Xu2dvk7hurfPpxn2BVoWWcAdJqktQliiXt0GGs4nP7ria3727y6oOzXF6SfPKbFRarBa6ueLhKUnQEbpeGySzx7AXyLlUhi+SJFSQGYiMIU+gkEBkLaQJJjFIRG0baHNze5uc/2OSm6xxsOsTc8jBXF4rMLjksV2G5GrNSTVisWmbXBMthyshQi4++p8a7bjOMFH1+4AHLuWnDwkqTRx9/cjRMCv/+9lvvWGs0Wl/+08TknxrAX3zlDFu3bFBf+8qndl+6eKo8v7TGzs0um0YVQ75i80rK9LLm808WePz1Fu+9e43337PA7m0FxoaHWForsLjqsrjmMlRSFIMYVxnOr5R58kiBF04NU3Sb/IV319k6GrN9U5t79jfQIhsREyKjK1lXMtNKWzsQubEIaVEiq5lbEpAJJy5JDp3WfPWVEieulIiSAiWtGA8sI0XLcMFmdfCyZmRIM1oRbBhJ2DTeZuP4Gs8cD/n1r06wsaIZL0O5qCgXBaVCQuCFvHBW0Yk0TjEDlbWCKJH4WnHL9W1efqOSCZ/aKdW6w3LVY2F5mJ97ZIGryyu8fGQcRwIixgBJoolihzCSNNua4ZJPpVzk7utbPHiwxY++dYnT04avveLzyumAsxeLJEIThopWrFBCIoS4JvHMewLWkBiLNQZHpAy5ET4xd9/aZOfGDlvGEj72rg6edvGcgNXaENMLFS5cLTE9L1lYTVheS1mqGhYblqWWYXS4yU8/XOO9dxlGi0XmV4Y4dLnA/LLgykJKZCK2jK3w+JPPlKcuz+3+kQ99RLWqZ9NC5fo/OwB//Nk3iOSw+8QzL/3khZnOvzx2dpEkKXBxts3te+ts2TDE1ExAeTplZCVhdq3EJ75W4CsvNfjhh6q87aYFdmwKGBsqsW3SZ6nq8oYrmVlOGfbAoKnGFZqNIv/y0yOYJGJyvMON2zqMDiX88NvabJuIiGOR820JA5GbnH9KaRBS8PmnA45dKCK05vJsgZmFAn6gGPIElaKl7BvKPpQCwVBBUS4phkua0QqMVRImRztsnqiT2iqff65Mu1lkzxZLuaAoFSSlwFDyExwn4rGXfcKWxJkAmYMpTiTFQPHuO9s8+7qhGWat8HpLU21o5lcK3LCzxA8/UOfwiQKXV0soaYA458sOcaoI46wx0+xoak2XUlCgGITcsKXDXXs7TC/WmJqrop2Uoxc1f/BUAaFUBm4h199EawAD1hJHKdsnE37kbW3Gyil7t1smRyGNXcKoTBi7rNV9mm2PMFKcv2p443zKSj2hHlqqYcpIpc2P3FvjQ2+JmagUWV4b4vRUwMySy/lpy6X5Dn7Q4rbrFb5ysVxk49iGf3n5wsut7bu2/Ha7ejQKKjf/2QB4beUyUi9e32lM/Wpz6QVZKQiu2xRxaabEJ76meevtEXs2eoSRg+sISkHCWF0wuzbEr36+xFdeqHPf/ia7Nq1yyy5JpeKQKJ8rq0W0gCHH4knoOJrQ1cQmYKlZ5qljBkvKl16JESLNbpLNbhLkxZKsFogQCiEkUimSWCONxtGSkgc7xy1Fx1DwDAUPCp6gGEhKgaJc0AyVJMNlGB1KGB8O2TTeIGWNf/MFn+ffmGDXKAwX8uhdkJSChEIQUSy0CYICnpIomXNwMjoQxw6dtqAdpjRCRbNjaLRNNjJXdLm6MMT9N4b8wocW+Fd/oLlS9RDCYG2MSS1x4hDFkk7o0GwrSm1N0XcpBD4Fr4DvxZSCiNv2RLhOzB17Ej729hZaJXkTyCCEXU/Kc0pnjEQIiecowKUTalbWNGmqSBKdJ/bZvPrmiSrCkSyFLh1hufVgi92bQh64MWHHZMBafYSzlwssVz2WqoqFZcP0QsSeHSHvuFXw8htlTi202LlJ8ukvvSYfeYf3q0nceK7R7Bz/08Dm/22Anzn2CUZHwuDU6XMfPHXxnPB9wfaSYM+WmNGyh+8WaTUtUZxpSJRyCPwMBMPFlE1NyXxtmN97bIigELJlIiJNDbWWIjYi8+TTliBXyMUGEiOIjSS2ktRoYuOR5mWvwaPXpRSghcg6lQr8wOJri69SPAc8Db5rCTxB4EoKgaTg6wzgRUGlZBgpJ4xWQiZGmmyaWOHXv2r43W9OsrWiGCsZykVFqaAoFqAQZD6FcyuGC3MevpvJb6Gr9BN0Is3ODYYNYx3qHZd2x+ZRXFJtaEqBT6lQ4WNvX+Ti3Dy/8eXNaKmxGFKTkhhLnGjCSNGOFO1Q0vIlhY4m8BwCL6XWyHIM10lxdIrjpGiZDUpImbXzRX5m0hUBiBzkgprJVZYmy2vSVGJMRgONEQhhKTiG9z/Q5K13GNJUsHVMUPJ8FlbGOHXJZ63uslpXrNUFaw1DtZ7gOVB2Ap4+5HByKmWpKbFCIa3l0SeOiRMXmh8cn9x24Vd+43fbf+Vnf+zNBXizM+Iunqv+7YtXZv/2aqMll+sO564mXJwL+cEHm+zaWmJptUA7yhKvgq8oF7Kz3kwZbqWMlVO2jwpWmz5rywFRYnE0TBYtWtpectbN9rtKuayWK3qJ0iDnBvJOXpZYaWnQErTKKguOEjjaZnVjLfA9ie9KAk8R+IpSICkVLEPFlEopYaQcMjbcYtvkCq+cDfn005sY9j0mS4ZyQWTgDiRF31D0E0qFkFfOwNHTBXaP25z39tvm7VBxx17Lnm1tXj1eoRVa2p2UZlvnIHco+AGBX+HDb1nl6NlFXj61AazCmDSTwyaWJLY9PUk71BQ6lsBX+K7Bcx08N8XTBq1THG3QyqCUybZgkZk0GGER9PlcPznPJMSmW5HqlV6zfxPC0ok0Bc+nVDZEiWZx2eVs3aXW1NSaklpDUGsaas2Eeiul1U6JU8FThyXztRjXb/HBh5psHw84P+2yWq3JVmPuH9rhEXdsqPLPgOhNA/jyalOGUfsfffOx3/5fTpxdcZPEp91J6DQ9vvWKYqHW4F13rHDzdauUfY/FtSK1hku96VIrKWotRb2pqDcNjXbKWDufPIm6Hcgsqti8SdNtThjTB7y1loHO+7oVt9uq7jZ0lMw7lgocnQ0KuHn3z3MVvqcIPEEhEJQCS7mQMlRMqJRCRofabBpf4+Uzbf7R70xy5WqF68YMlQKUA0UxUBR9KPopgR/jOh1qHYuSCkdZpOx/stRkoqs4cSkHMa3E0AqzVnirk9JoSWqBotDw8L0SOzbE/JOfrPG/f0Ly0qlJLApjDWlqSNIk14koOpGi7UmCUOG7Es+1mdutNjhOVu/XymYAVxnAVU5ThLDrB3Tz1r7Ng4g1ojeA3f2zzYPKkoU4zwdaoaLeFDRaUG8Z6q2ERiuh0TLU2rDWEszVoFRqcfOuJu+8I+W2XT4zCyWGigZPGxqtGbfdGv7fPvoj73Ssbf59IYp/4nb+nxjg84s1oij+Z48/8cxfm5895ytHcOcNHRaWioyWNKNzLmfPOxw9X2DPtjofuLfGw7dW2ThWZK1eZK0eUG1kT3q9Kam1HOpNTaOV0uykhJEhTrot9vy0g8Dun1wD8Jx254llRlGUFCiVlct0PormaInnZgZAvpdZMgSepegbSoWUciFmqBQxUm6zabzKy6db/O+/PcaZKyNsH8kqLKVAUizILHoHloKfUvBj4jTiU4+XkErlJkQMrEQir9s7fPyda3zjtYhG5NHKAd5sKxpNRc3T+K6H55TZuzXh//jpFf7BbwtePD6JsZLUZG31OMmEZmFkCP1M7up5At8ReG7W2XS17XVstTJIldXGpbDZoEQX4P2WJ5Bfa7JeQvezZ/ciF2+lgjgWdCJJoy2otwyNZkq9nYG63rJUW7DclCy3DDEd3nl7lfffE7J3s08UDXPsbJmpWZhdSZmvdrh5t2Fqeso//PIffUDr4B987Zuv8n3v/JNZxf2JAW7aFzDW3P3G8ZeDJBLUWw6PVyP271rl/ltdrlss4buaE1Pw+gmHQ2fK/P5TNXZOdPjxh5vs2OQRJwWWqwHVuke16bJa06zUNNVGVlUIo75Oon9h+2KpwcjdPboA72owup28bvTWuqs7kTiOzPQbrsD3Ms+TgpdSDDJwl4sRlXKb8UqNV063+Ef/aYQTl8fYMiwYLQ5QE19T9DP9SuAnBF5mmTyzMoyjBEqavCzXTzLTVJIkio3DliSJqcc+7dDSCQ3tTkqjIwlaCt91cB0fRw+xb0vC//FTS/zd34KXT06QGpkBPLXESZpHckPoGfxI0nFVj4I5Djg6o2iZTsWiJTlNAZG/fgeMZ3SFflOoC+4073ZmvixQrSes1ROquQXFWkuw0IC2Sdky0eRv/fAq28cNN2zVKMosrFR440LAi8cNMyttdm1t8447JcoGVBtNTp18dd/G3R/790Ik//OfFKd/IoD/0m8+xm9+i8JQ44/cJGkgtOVdd7b51ivDfPGJNts2tdgx2UKIAptGwHMEKw2PE2cneOmNlGePNXnLLXXu3LPGPTesMVYp0OoUWForMj0fYK0GBEqmxInJZiW74EZkhZLv8tmk6IuopAQpRQ/cSkq0FgP0BHwHPNcQ+JbAy/hzIYgpFyIqxTZjwzVeO9fhH/zmMG9cHmdTRTFeNAwFgpIvKfiKQiAI/OzhyFr9ES+fEjQ7Lr4if8gyDt4dQkiNIE40RV9xz/4Gr5wo08oVe+0wpdVWNDyF5ypcx835c4Ubthp+6WcX+Vu/Bi+emsiSbWPyYen+DGboSjzXZNE716Y4+cOdneQ0pU/jZN7l/c4gz09EbzVNU4gTQTuEWjNhfjXi6pJhvgb12OJ7be6/rc6d17d5680pm0Y8mu0ytUaBlZrPSs0FLNs3N3jg9hY7JwPOXCrxrddDbtsnWFy1Tv3ENw/89b9+T2F1+jOtka3/7UMS/80AX12aYnhsS+VX//MX/+Nyvf2WkULESlXRjiPuv9ngOwWuLLocXraMlCxDRYXjGMqBYawN9Y6kFg7xhSfL/OFzMZtG29xxfYv33bdC2Anx/VEcXUarTOutlMhVgDnftl1NiV3Pu0UmKBIyB3cuMlI9gIPKFYOOBtcB1zH4bi6w8lKCnF6UgpChUpvhUp0j50P+wW8Oc3Rqgg0VzXjBMBRA0RcUA0UhUBR60TvF9xJKhQ7PHHWp1nyGh/tt8i5gsugniFPFxKji7Tc3eeaQoR0JOpEZALnEdyS+o3G0i9YBUhpu2Gr5xZ9d5G/9muXFMxPERhPnCsBM9ppFci+WPXWhqyVa5yIsKVC6e23ofb7uQ9ilKqKrSqPfELIDNDETaUGcZFNDnTihONJhS6nDB+5vcPsew4ZhhaMKVBsBl2Y8Gm2XRu5w0A4lvmu54/qAMCpy9Izi0OkE1zP4jsf8imGLX3/LoZcWfmti+8f/4plzl6t792z/7wvw85dm0VeW/taoOPeR2cYCjifZtzNhw6gl0B2iuMTkqEezY3PBkyWKTHbjOoZ2ZGh3MullI3Rp1F0ef6XCoy8bCjrm3benDBcMQkgcDUqpPrAH+Xb+h25Hrse9ZVdB1+fdXcWgVlnJ0dEWx8kGi33X4LspgZ9Q8GOKfkip0GFkqMbhsyF/+9fGOHJxkomKw0QhZahgc3Dn0duXBF4W/X0voeBFJCakEXkIJXG6EbzHwUVeDcoFYrFD0e1kcoHIZ7gL8k5Ky1X5ligSR2sc3d2A1nJgh+WX/+ICf/M/GF48PUlsNGEqiFKTR3GBHxs8x+I6AlebfPWS2WqWr2jZ9cmn8ruvA8Ks3oM5cO2vBTpAqaC572bBu+5q4mqBMUNEicv8kpsPMGcznu1Q0uxIOmE2LZQawaVZj1bHsLQac2XR4PiaE5cTNo0a5hbXeOzZpY/84HtfvxBF8d/97xrBw+YV3MLW7f/nv/7Vg1cuX0VKzbAKuDATsnXzPPt2CqSC4VJAraVohyJvRkg6kaUdZolQJzTZMhrluuPEYqzE1R6Nus5q1C4o3V0oxUDk7n4a24/ag0lld7nNJ3RUnkxpbXFUBmxX25560HfSnDfHBH7IcLnFULHBy6cS/s6vj/H6xUnGhzTjQcqQbynl4A78rJzYBXfgpfhuQrkYcWrK8vThIq6UOMrkSVy/RpEBHOJUkRjNQ7fF7L6uyYUrAeMF6EQ2O8OUViePwlqhtYOSNm8aWfZvh1/6n5b5u79meO7EOJ04IEwlUWIp5DpuzyEDue6uXianKBKp0t4Kp6QYALgYADnfxlfW34cs8geeoOQVOXnRw3VMr2MbxpIwlHQiQTsU+fcymV9LnBJFljCyNNqGmTXB2VnDrfva7NoUEHUchit1hoNLLM0+f3DLDT+//cSZK5f37932pw/wi1OzrLWGdlw6/sK/9pzqB6rNDjs2CirDHeIqXJ63WFpsHbFM7ikxv1Kk1nRodT1IwmyItRNJOhHZrF+e/adpdrVUTkt8N+PHSq1XwK0vBeb/fy24hUWqblkwA4NWedTWFlcbHMfgOQbPTfDdBN+LKPghI0Mt1hotnj0Ov/R7Gzh2foyxHNyVwFIKBEVf9GrlWeXFZNHbzQAeeCFRmtJp+/gqe8ikEOu/Ry9JkySJzri8DgkjSzsWAwA3uG6K62gcR6KVQkmnB3AE3LRT8Et/cY1/8fsJL54eZbZWplOUVFJLKcncBrz8dHoUzeblQgYA3o/gvc+bf+jvgvPevyklAMn8iqDacNAq+2+69CWKbDYfG2Vnp/eareTVlmC2KnALHe68sca2CUgTwXJTYx2P4cIqZy+tfaAy/kJ60823//VmbX6qOPRf55j1Xw1wlV5Ap8FdczMnPri8cIH9O3xmlgRHL1pW6hGtl8doxikP31njZ96zyHVbGjTbRdbqHq2OS7tntqOywdZYEEWKKOkOJWRoVaobebMMX3QvrLDYddC2vZuQ2T10o7fN6YnNVYNZ5Nba4GiD25PHZuD23BzcI02W1tr84qcKfPmlcZabw4wPScb9HNx+xrsLeWIZeJKCZ/MInnFv34uAiCePuKzFLqMe6/TYiMGlPePhUawpe5q33dri5TMRjdhjKDaEUWbW44aZVt3VGcC1sijpIGTWoMHCvq2Sf/VX6nzt5Tb/7D9NcnV5mHZFU3EFpcRQSMCLM+tlV2WGRk430ZSilwR3XwcT9cEH8zttuNb978LI0O70hyuMzXXl+SxnRpsyUHdi6OTTQStNQSNKmBht8DPfV+Udt1k6nYB2J2JpTXFlweP0FQfLBZzClg+utIY/FUWtqT/VCL681qI8FOx548gzf3Xq4gmm5iV37a/xnj0+py6WOH/VY3bJMLWY8qVnfd64lE3mfOjBeXZudgmjAp3Qo9r0aIdZezmMFVGkes5SaZrpkTOuN3hhB+slXd7djx7ddnO3CqC6AFdZF1Tn3TtHZ34nrpPiOgm+G+O5MaWgjdYtnjma8ltfL/PV5yeITJmJsmDMz2hJVgLs1slVfoo8cg9G7xitQ144WaEVaTYWup/n2gieJ5pGEicK31HcfUObxGQAb8eCTrcaklM6R3dLnCoHYtZ9zAozgrGK4CNvbVLyZvlPX2/z7MlR5uOAli8pJ5aithnIdZ6HKJvnJTYHefcair52XIKkH8W/646C1343m40LdieDoji3kUugFQmWW5JmbAnTmA3DTX723Ws8dHPCno1FVmsjXJ0rMrMoOH/Vcmo6YufWNrfthuMnjrNn9+6/+taH3vK6NY1zQv6XLeH+iwA/fnqaJ555nGJxaNPV6XMPLq/W2D7pc/y84thUh++/f5Hb9pU4d8Xn+aOCIxc1J86PcfR8icdeqzNZ6fDxh6tsHpHs3SaxxqUV+jRaDp3QIYwzP46ey1Qiei5T3W7ZNdcyay2voybdrlymGFSS3JjS9CK3ozIthufEuG6M70QUCh1ct8XvfVPzz//zBBeWRnA8nw0lwYiXUvYsRQ+K+YR94GXdTj9vCGX6lTRfCTJ6slxPaUYurlK40vYSzC4CLH15QTb4K4kSh8DpsKHSptoq0Y5FbreW5QqOk+ZlPpWXO1UG8HWJa6Z8/MADTe64cYlf+mSH331snNWkSMtzKDqSss40OJ4GV9EbhtDdpk++8skeVek3gAaDSk9MTreln9lvpGl2RrmjVhhDOxE0IkG9A53IYIi4fnuLm8c6/NjDdSaHYN9WhTVlFlaGeON8mWePCM7OxLhBi+9/SwdpykwvOoSdKkuzxx88dbyzqV6vnWvXpwjKO/7vAdwYw523PrjjjVNv/PrlqdfYtz0lSWB0yONbr2l+69EG2yerrK61mV4pUXRhe8VS63hcuOxxPEk5dDpiyA/5vgfqaFIqhTqP3B2zYVyTJB7GejRbHs22SyfKLNWSfCpncAJ+MFqIvPsmBwEuLUoa5LrIneYgT7JxNzfCc0M8p83UQsJvfK3IHz43ysWFYcoFhxEfhr2Ukmfz1nsX3DIHt+w1hfyce3tu9uCUiyFffEFz7nKAr0TWMexWUPpkq2/jYDMeHieafdvhvXc0+K1HR2kWNOXY0oktXpTnDcqgtcyqH4oBkDsDC1y2Kmwbk/ydH2txcOdVfu2rI1ycH2I1CWg5mqISFHKgu9JmD05eZeqtft3r2i0f0qcr2VfoZ5vG2h4diRLoxIJa7n2YkGJMxORIh4++tc5IIUELy/vviyh4DqXAJww96g2fRtsljBw2T9S5/9ZVdu8WbJ9QFHWFJw5pVhuWZuyx5dwRbrt576/v2/v297Tba/9FqvLHAjwKYxxX8/xLr2+5euXMrjQMOXI24NAFy67Ni4yVfU5eLnLybADWMFywlH0o+lAppIRxZrjTjAKarYBPfb1COzEomfDJJ9oIYh65q8l9N7S5fqtmw1iRtUZAu+MSJQqT5pF8YCIne7W96NIFt8zBnVVNutE7xdFJNrmjEzwvxNUhjTTiVz/n8p++toGZlQpGBYwMKUZcy5BrKOSRu9Br38tcp5JTk7x23gO3m3Uvwzji3FWPZuQx7OW5RLfp1K1KdLuwdkCTEmvKRc3OLRHK69CISrRdQRBnFQY3p1dOTlF0t+oh1HdJXhXjQy1+7gMtPvjQPP/pa3V+4/OjLLeLtLWPrxUFLQiUxUtsFs1lRlW07Msbul3OwUi+jo6wvuHTiARLbYFX7HDbrhr33djkkTtDhFVsHJVI4RBGLnFSodNxWK06hFFGWeM006eXCin37PcwVtJsBZy6krJ/zxw7J30OnxtibjHl2PFzu1JT3rJ9151TSZKg9XeH8R8P8M4sjiyNb5mwn/vG1VcdoTXDJcm7bpWcn54gTSzXb8rKQcbSuzhd88eu8U6UZrsQhHE+nZ26tJsurUTwnx8b5be/HPHQHav845+oUS4IsBknTHPV2mC7QQwAex09kblKTqUZwHWKVimuE+O7Ea4TUetEvHBM8nvfLPP550bppCVc12XUFVRcQ9G1FDxLwe2D2/cknifxcmqSNYbyykQOcNfJOp+X5izPvlYgih28ov22BLO3KvY4eCZFjWKF42jefkeDT3+ryZmrRdp+ZmwUOhY3ASc2OJFBKZnVraVACtk39+GaGruRFDzNZKXN3/xwixu2hfzuN0scOjXEUrtIR7k4jsbXgkCCJ/Myare8Km3WTxAMgLzLxft6+2yXiey+rnQEhVKDf/qTc7zzVmi1C8RJmSjWLCxroiRbnaNI5kPjmSNCZoCa/cLlNQepSnmZUSCthbTEN18FSwfXlzz78jFncus9n3MW6je3242lP3EEf/HCRlkWx+4S1a8OFVWbqdUixy4JPnBPhy3jJWaWHDqRJY5z2wFjc7+N3HAnN9+JE5OXjLL9bmKTWRIkqcmGWmOf105N8snHl/n592fRF5IeuLuT8ELYgVfTk3tmvNuiVZoBXKU9OqJ1TK0Z8/xxwe88Wuabh4dYrZWQgU8pUFQcS9k1FBxLwbUELnnUziJ34En8vHTpu+QKPZOD2+A5Gf9WOuTsVZip+VljJee36xsnff1MNgeZgTwxkijSTJYFe7a2eeNKQit2CPOg4EZk4FNpTlG6jRqQ10zmdB+ebhkyTjN9+I+8vc277lzjidcbfOKxModOlVlpFKhJl6arcZXAlQJPks1wSosW3bymX4IVXbpyzXsm+aDyzzzc4I7rKpydGqIT6szKI81yqyTNnA8yu+rMz6ZrXZ1RUrvOryWOs3LyzApIL+R994bMLTpcmjd86gvfGvqZj91/1/7rdz/KH2Me9McCfDy46HXayX84fHKmiHRRUrF9BGzisGNHh8nRhLWGptXJ6tzZE5m3blNIurZpSd9hyqSQGIvJv0w2pCDYLzVbRiaoNho9U81exCAriQ0K9DNaYnLObVAyRckUt1vNkDFLjYRnXtN8/fkSX352iMV6EeH7OCWHss4mhYqOIXDIaQcErshPmUtOc97tCrxu9O4CXCe4boLvRlgb8+Rhj8tzAWMjAkeanMeK/qBv98gn/bsAT1NFO3TYPil4+60t/vCliGbs0I4FvmNxkyyKh7EdWKVUr16NkOtoSnbK/qCCyertgRfyI29t8/AdK3zpuQZfe77AM8dKLNYKtIVL29VoR6GFwJECR0ocYXOqZVGIPtAHKivd1/GCYX5mlKcOBQihB3QrmTArzVv7vTN31OrhI+n3RsI4kxCvNTJP8707HOYXJcZYhLWY8FxRiXv/w/zSwg1A+78Z4M2WIUnaHz1x7OXK0lKI51rGhxMOXpeQIFkLY4pewm1bBK12gYXVgEY7M5cP48xWLUlE7gsoc1Wg6stf89akEJk2e6hk2TEJzY5LMYh6wnwpTHZBpemXBEUGbJEDXOsUV8f4fkwnTDkzA1Ozis88PsSjh8osrhXB8dFlh4KSlBxLSRsCxxI44DsZuH0n8yTMZKZy4BT5v9sc5KYHctfJxtMuzBreuOSB4+TLvB1o0Yt1NbZuu7tbScmqKZmd84GdITduaXJ6pkDbFxQSgRdbQkVe2jN59O5WU7olyD5X6dXZ81KkMSp3H3DoRA5BEPIT7w553z1VvvFak89+q8DUrM/pmQJR1SPxNB2tkUpm7XxAS5nJjgVILFpkoNeya1pqGfIsM3MOwgiGilkCm1V5+sb8qbGY1JKY9fZ6cS4U60SWRhvmapJmFLNxMqEwBHN1xfzrlluuixFKQ2p5/pXzeF7xj4vR3x3gcVQXaRL9wszlqYrC5dCJAonpcP6qYLUtaIbZ7rv339RmvLzKvTc0abZKNNpOrxKSLT/ZspQ9wd1pkH5hJPP4ziSqXdeqrF4d9yhHRkPSnJKYHOApnpc5qSZpyvwKPP6U5sLVgKdfCZhZC7gwWwTPQxU0vlYUtaWoTVZFcCyezozjPYccxN1T5qfKAU7OuXNwOymek0Xv7MGKuLQEp6YKOHJ9eXA9d12v4bDdSoqRmbdL4nDj9jZ7Jlocv5jQShxKsSDU4CaWMCaP4KLHw4WU6yJ5j6b0TH1EL5nN/GMUceoQOi7lIOLj7wx54GCdmbU6T77qcnHa4xuHC8yu+KRtByM1sasQMpvTFPlUvhQCLQSetPh559JLLY3QMLccUWtK3FzQlflp0VOEZtYqtmc0lOVqgk5MVoGJDHcfXGGyHHPfAUPguTTaHo2mphJ4mETz+jk4d/r82E9+/ON/9cr01V/etnWL/W8C+KsvPkZqUk6eX2JyJOVddydU6wUuzhaJOtk0SXU54bOPlanFbf7pTy/w9ls6LK6WCCOHKO76lYjcq0RcA/Bs5EnJrErguZnYqeCHeF6Eq2O0Snrzg45KkTIDvOOlxKnl4rTgjYuKx18pcPySy8lLAfXQI4w8cFxU2cFTgoKCgjYEA3VgT3d1Gl3ZbKYL93Ja4roK15X5A2D73NtJs86ik/F8342xJmJhVRJaD60lrswiXLfMdk0A74E8tevnHaPEQaAZH4mQqkMzdmhpkVU64r5gTCuzrgMpxUAW2zU7QmCN7EfyAWMkJx8ejmKHVuiyYThi22TMbdeFtKM2f+FSjeNTLo+/7PPGJZ+LV3ziRGE9lX8pDUoRSUUosm0Hw1SS2Ix+hrHFaxncvL7eKx7ZfNywazSU5nt9JoJOImjEktW64aHbl/jbH+nQao7SbgfUWw5pW9KuC06eEay1UoRqs9VdKL766isfkUr/8n9TBP/Mlx7n8kpDnTx5SiwuZcOi2mlw34GYA7tLzC0FLK3pzK+6CocuwGeelNx9wyrbN7UJQ484yZo4YaiIjcr8AbtlP4B8pk/myWE3artOhOdEBF6M0glCpsSxpdXJksqpq5Lff9yjFSmOnPQ5P+2x3HQJUxe0C8pBlRWuFAQKCiqLML42uCoXHqksaruOyJoeg+B2JG5OSzwXPJe8apK1zB1tcJ0k74jGBH7E4lrK4y+WqDU8hocEOq/Fd0Vf36kDaG0e0XpcXBKGirFRxbvu6fCNQ22u1Iq0HZnRFA1OYnHibs06r7HLNCsXMuh1InvvYaweeI8M6G6qSLUicRRxqoljJyulOjFFN+aBAwl33xDyAw92ODstOXrKoR0pfvfxApfmHZCKVtshjTRGKkKliRxNM9XUYkmxY/E1Pe4+qEg0dBPrzCC1GQvCJKctUcjkWJ2PvmOFem0zh0+NsVSFat2wVLXMrSV4fot7D8Ro5TJesnj2rNi5/QZ14ujXkv03f99/fQQvlYq/Or24dtO+jQ2KXoFXTwuOnG3x9rtWef89K9QbZaoNF2Phxx5Z4te+GvFX/m2Jn3pvhzhKiGLFSFlw+40pRRfSJAN59hTnfDFPHJXMorNUCdJJqbctrxyVrDUg8AWvnPb4o+c8wljRiTVzCy4GRWwdjHBAa4Sn0VLiKoEvLX4ObE9ZPJUNMbs6r/nqfuR2u3OZPXCrfEZT9KK36xhctyvQSnvR23Uzt6enXlf84UsllKuzcts6/v3dI7jtRbJuxUPR6Ti87942X36hzu8+OUQz8SnmPNzp8vC425SxvWkhIWSv3Zi9lRzg+gMAN1kkT3QWyR2tSLRGJ2kGdJWiVGakP+wn3LM34e69MYiQH35ri04MUSr5o+c8Dp108H3JcsPh6EmfetMlVJpY6h6l6dbNewpEazMD0DQlcBNu3d9mtByTxoY0Tvmp99VZriv+1//oM+TEWGNYbUO1HfG++2s8fJumXh/i1VMO9WaNbVsWbvKDO34V+Ln/qgjebLQoFIPyb3/6y3sd2VHzqwkTEwnvucfhqddKfOkZzXMnGtyxZ4WHb0twXcOnvql56ew4F6+WePZoFppMklIeirnzpg5FN8Wkuc5kvag7H3h1yGrcWdSrtiSHjrnUaxKpBKGVhEZiUSAUSA1SIaRGSokjRQZmafGkwZUZEFyVJT9dj74M5KI/8KCzQYDu4PEguLMIn8tqnW4ETwfOBE/HWBsxs+wShT7ekOwtyypX5a3rYnYnenrLtRgAuSQ1iih2GC4pto5FuKJDO/FoJ4JAZyaYXQ1Jt6Gl5KC8VfbeK3uPPKAYM2CCb3Lvxj41SpI07xuorEGmEuIkRcVdm4ns3DyWVaqEMNywtUNk2whtqdYkh95wqDYkQor1SbXIVuvuqj3Y5Cp4cPeBmNEhSxorjJUErsu5GcsPvX2WTz06jOfAO+9tcevulA2VMhenR3jqMGzZ2GRiVNBoxiqJ6ntvvvPD5UajUy+V/D8e4ItLC+g1/ctXps6+dftYjdQWWa5bfKdFueDjGc258yMcPVvhk99MMVhWahotFRsr5EqyrDAZp/DEqxnP6oK678/dzzS7vtX96XlLKiy224XuRiYhQchM+SYyzz1PZi1nV9peNq9lt2488KrzSXpFvvUePXBnY10KNwe3q+lJTLMInkdxbXDz7qjjxHhezPSy4ZPfKIJ2caToJ5g9eiK+LYL3Qd61weiCTZGmGcg/9q42X3qmzcmFEs3UoZBkm9JmKkDbn8RR3Z7AQH26y8m7K4WRAwKv7ml6WhitFU6a+aU4OdCzxlmalWBVihJmwDCoX9GyCVRceOed3dKkyH0hRf/+WpG7I4h1P2cyBcnysuz9/RowXEz42Ntivu+OBtZIXMchiYdYWCnS7KSMjkeMDiU06h6HVy1Dw1feumlx9pdNmvyl/2IEP/r6FxFCultGLjIXO8wsKxZrgguXXIqOZdOYZbRsaHYkrTArA24YBzAD2UTeyOhVCwYmQQZfEb3/JjGCKBWEqaCTQmQEiQXTVRAicgOfrK3siowKZGWqfrlK5xGuJyTSDPigZCB3dX+qvg9w2aMtnmt7I22uawaMcxKcPHq7OkbKiMvzgqW6j9AaT7KOnvTa84PBrL9S9yL4ID/uuueOlkO2b2hzej6knWo6KXipwEktTpLz8IReZakvY1DrJhW6C2XmtNt1KRAD1MigU0OqJEp3ty9XuVgtRSqTrxR5yVZmD5TINSm2lyh3nX51ZmGdmwN1gdulZt1o3vWONAPT+l0labdjTe7j2O5kI26dMDM93bHBUm1qloVgbdHwjRdnWGh82TXm2/s93wbwtHMFJeHQaUHgGHZubnHfAYGnXWaWfFaqkkbL0OqkvV2Csy7mNV4l11g7DLKT3pfF9KZbkjRLNtpRpkDr5F7UaY4IkXfVVK/xkANY9l+VWg/yrkWEVtnmUlr3/VAycMvs1e0CvZt85uDuTv9o06Mojs74qevGJMR87YWAhaUAZ0jhDmo4BisofYwPrGTr+fFg06cTZg62j9zX5IVjHeqJT0trgsQQ5e10JfuCqH7zxdCfHOommqJ3X7LSYe6pYiFV2XtqI0iUQKcSrWROUwxJDvR+Q832LN+679ITjMWaTpTV2cNoYO9RkwP8mnvf97vpg7srNeiWN+Mk26i3HYpsK/K2YaWmmF0B1wvZOBYzNiwZK7d45eiV3sZb3xXgn/nC4+AG958+/dQd4+Wr2NTjtZMp2m1zz4EO2zYZRocKrFQVjbaiFVrCcBDk/Q5lz5Dn20bNBu+zzZfprI3fCbO902Unuz06r5sOtod1LovtT+yQg5yeFcIgsHs+KIpsHvE7AbybcHZ5t+7SEpvz7fVa8m61Z75mOHw+AO2ic3qiBwRK3Q6muAbh2c3tX59et6/bdUwVcexw6+6Q0Uqb2lqBVqIoKHCS7Luo1GZnzPruojD9t+paSA+6VRnbc6kyypAagWMEqZKkypAqQZKDfFC8di3ApejevwzMnTAzdKq3svnLOJHZIMt3uPfdNbmXjpkBCXG+K0eSZpLhMPeKaXUMq/WUepiwabLNPQcMjgg4d0WxEMXcua94x3ve8db7/+pPvOP5Pfsf/s4A1ypGCb6v1RG3LK2muNplOPCotX2OnU3YeFfClokOpYKm0cosxlptRTuip0fpdikzVyrbp9q5YqqrJx7kpMZmxf5GKyU1Ka0oq48PUnDZrbj0wJ0DXHTLZt3hYtH7s6MEqje90gd2d/g2i94559b0+Ha3JJhF7D64nZ46MUYQ89XnPF44XkJ6GleKzH+7pyAc9GdZP2bXvRw9a7ReFM+W+tQo2h2He/a3ee8DDX7jqyWi1KOZSvzUEiYDD7UYoClS9ulD762+WyQHo2UelEQP3KmSKGWyiC5lHsEzH5U+D++rOQFMXmNvdhzmV1xqTZHvQboe2OKaemkXF1neJXq4SRKIk7Q3fN1oG5odS71lGSrDTTt8tHGpNjVDxRBrU1wd37K8Vv++JImf/44R/OT5K1TKxXf93pee+jFjLnNgV4SrYbQU5+3rhI3jLcrFkChyWa4WmF8JqDYcmp1sBC3b6LTPq7/TtML6IeG+GAkgjgWNMOHiEmCzCkTXfakr+lFdXYRk3am7E/Qq+3ldFM+nYRy1HtyZncI1kTuf2XTz8TZHdwcOkoEzJiLms0+WSa2H6nUvBxPM/lxjt7KxjoPnuxH3olfeJ8hM/BVpqhE4/MjbWnzqayFVE9NOfdqpwEnoRXEpLTIRPdFZlohfy0XlAF0UAyAXpDpbdTNwG1JtUSajK6kyqDQHeWqztr0c8DXsgl0ZikHIpVnBmSlJGPdud8+fpp8A9wuZg6t4T1ueC/XCOHNhqLUyE/2lBoSJpVKFtYbO5RURIxWLFQ6xvcwDd23/se0H3/d02LzwDa+4az3AfWUQJt29a7yx62qtxYXZgJHhOspJWG5LpEiZrkagMr+5DeWQrWMJrlPCa+ps+760L66x9tuwvU4RODha5uQcd7zSZPu2ZZ76D5spSUng2J6mQw9Qkm8/c38PJXpcvGuNsM7sJge2VqJfSemVA7OJ+2ww2eaRu59g6oHo7TkRh89Lzs36WOWgpMSVpqfP6FOUPgG/torSS8a7jl1GDNSrM5DHicOuTTE3XtfkpbMBsXJpJwJfgpNadCKyh13kUzhJzsORCAzr31IMRHExQI26O651qyuZ3iVVGdCl6DthZeCWSGUyM1OdUaKMtrX47LMx0zOaiVLWZ9CqO1s7OCEk1lUQ+6tZFslTC2nuCFBvwXLHMrmlyU2VNq2WQQqJUg5CKoyxTI4aKoUSx88rXjmhdo1ttrtbbfmNb4vgl6+u4fshF6c7HDvt0oldLlwZ4aV8SYyTTDATG1ipw7vuXOXj74ooBjEW26utmq7rlB34+N35yV5ilE+75yDK7BY6lItVPvmUoN4SFEoDYp5u7fc7gbp7KtGL3t1pcd0Dt1wH8EHzn2zanh6we93KXuROcXXW2MmmgmIsMX/wZIGVlQDh6azuLgYSv2s1KINP+UDC3TURHdRx92rTJtuTaGxE8qG3Nzh8vkyY+rSUS5BmXFwPULYM3N21wuQ18a4wN6cq1/BxYwYs8br7Z5rscyhj0fkKkRqLNv3ZTWUEVmXv1JXQlgsxb7kl5F+8UWK54TFSsAROf/Yzo26in3zzHZpf9IV4aQqNUGBtwsM3R7zrNo/VmtNLXuNUEkbZtjVhlFL0I8aG2qTxCqR9cWEP4EtXfgchBJvLbfwbFUlqcbSm05HUW4J6K9Pmxkk2njTkbmRmIWZsOKEUxL0PuS6byktJMk9+uvptrbo0IGt3F/wO9XaHT35T8OjrG3C0wlNZa723kZLqA7v7s7wmevejeNdoU6L0eoC7OjcAcrpbB+YdTm1xeq14k/+crju1yiZ3Tl6Gz32zRJhLiL28Bj/oyXJtB/Pabr0duLHreXjOxdOs5Oalmg+9s8PvPNri2MWAWDm0pMRNTV49EsjU9oxGM+WlyPlx911M/l7r9y0ajOSpyZP6bhQ3ljSfbVUms/bI6u8ZwE2+sZcQMt8a3OMdt9SZXp7h956YZH4poORKivn8p6vtOoXluimhgYd/8NpIYdk67NBYm+S5Izo3+swVhy2oty3t0OA5glZc4Njl0zz2wmXStE/RNMDx03Ns37uh8NxXfmXnwsIZXjltqFTq3HNDB3/CZajg0m5nXnKtTubsXwwyPz/XSfCcpJdl962/utWPTMPsOgYlsqYBIlMAah1zdclwbs7wqW+V+INvTiD8gA0FQ7HbZMmjbZdXy2uiuOwCOwf6oGuT1t1NXnPura4Bd7d973QHk03mGdIbEevOdCb5GaOciHMzmkbkgtI5PbHXyGPXR6lvq6IM8GF7bS08n8bpN340RUewd3OHY+ciUuPRNi5+mmm2dc7BlciCT0YBusAxdJPMfiQX/Q5n3qPQ3cHhfNtF1QW8JOfgGbDTNLPiUKY7bZWhUUqoNgImKoa///E6N2yZ5pOPl1iqFZhZDLBSYxOJFjK/RiL3ZllfaepepqxwkAnjOqHlzFTK9EIW4lshLNcNzSihUo5xPMMD10UU/YCTl13GKht3/q9/9S8X/vnf/Sst4W3KAG6jaRbOL7+z3pn8WzMLZ7htj2JprcTvPlZEqAb3HKzz4E2rbN3gE8UB7VCjVUqlGFEshHhOlDUF8i7XYKdLKkOjBVPzAikN2jGsNAXPv+6yWnd47nSBIxfKCHwqJcWIZyi5lqDbbMm9vLug7vl3dIEt+n/OIncG+m7UHtzF2FHktfDug2N6hkDOYATX10Rvlc91uhGrDcO/+0KJlbaP8JyMngzkBl3rhUGQf7ej1x8wuaHoYDUlb90niaZc0Pz8DzZ44nCZldAlkpq2lLj5DGXf8qE7dSPyIZFs5ezKaC0mB7fBIq+prGS/y1iLsgJtyCK4BGVEz2dGGfLGUF59yTf86n7uMHL5wftb/PCDVd64WOXlM5rluuKF1zO7bOlkkotz8w6NqswrP6InMxC5DNeVgkBLah1LtZNx/lYk6aQJQ6U2994U8+B+C2aI18+WOTdtGSuH3HTDhr919vzZ58Ow/aVeBJ++cgzPc6mtTWFMCyElo8OaPRt9Ls2O8LVnEl58o8H737LCe+5YJXAdHMdQaxjiNEaamHpoeeaoQ6MlkMrS1f4oLbgw6/L153xSFFIr2rFmdt4nCR38gmQsEJQcS9FJCZxMo+0OtNZVbpzZq6rIrh568Od8CGAA1FpKdE5JdA/gXc5tekmlo00P3E4+y9mfyM/A7agY1434zJMOJy4EIB2klHhdaWyvlNlfgruh6buqCQeieW+nigGakphs5CxJHA7savGBB+r8zqM+Rnu0pYsnRa/po6QgFl0L5G+P5GIwknftkAd2cbAWjCIHt8VI0XcIM/nKmWZAzxpAmdGn0xs/k7kJv0Or4+F7RfZujbhzX4d2lDD9UJ04zQKGFfDl53wuzmYrK93kU0nqbcWLr3u0YwehHVZixcy0Rmlw/ZD33Fnn+++VjJdKLK2VuDgrWW6EGGWJTcjpC5dYaUmSOOxTlKVmgA5dIuPiaIeFFY/UCDaOwe6tgk7ocOJygX/3uQ5HTlZ54M4WlRI8+pLH9GwRpQWtWPPUUZ9mWyFU/jR2RfJItM3NHmUG2okyBCPZ0IGnDF6PMmRakW6Zr0dF8lJTj8N1B297/z5oKCmuafR0AW4zn+ycijiqXy1xBsyB+pw7i96Ozlyr1mqGP3qqxHLNAz+vnohuefC7U5Suh+K1BPw7lu26JUMjMWm3mqIZLive/9YWX36hw0rTI1Kadirz8qTIqzeiP4wtrzVOyqJ3969ML5p3u88CZXMe3r3uBozMInmXGmbGpra3kkZKEsUGRyvCyNAKNZ7j4Doe1XrKos5cB0ZLCa6T5ON2KX/5BwyCbNWXeX1dqWya57ljmk5s0Q5cnHV4/EWfobLlgTsbvOVGwStHdvPsoSKd0FIspGysZA9pta4o+5Y9mxI6nTQD+KGjZxkZHtnx0quv/MKZ8wuEsaLWMbTbHR65q8nOTZIo0YxNhDx1XPPrX9vKF14z+A4srWriTqbok1LgeVCs0B9tyisLOudUWlocaXrt9C5lcAcbMWqgzJfXkrvOpz3f7+7rILhzPq5zx1R9zZlx6zxyq4HI/W0RvGs30bec0CrrXF6aEpy97GPwEFL3hnP76kGuKYcNuKEM7kvZS8gH29aDLft+RcWYLNnEavZtj9i1scPK6QCbulkUTzNqoQeqOL1yLINCr5xwd2W0kIuExEDyCVbmD5zMInpqRK8CkvR+f/++ZGCXff9HpQaubX5dc12L1t3uaL5XULeWLmxuwJ/9+wMH00xTr1La+y3vuT3Cc1O2bDBcWRB86402s6tAknD95g53H0ioNX2KvsaE85QL+3/h9tvffqS6fHpKZyNfnQ2lIH2XL6uUSz7CQtwKeOGo5MnDMFszrLU0zcRjbFijIoGNLVvKoCu212UU9LNjOQDwdU2avFbdj7CZRkR3Teq7xjZCIuT6EltPQtQDeDbNolQ/gvfr4INntxIzCO4BkOf71Tsq7Q1fdMflshsTo1TM114qcW45ALdPT5xeN3F95aR7Lf44Er5+O5a+2s4M7m7WldFGmuvGIh65p8WrJwtgHJI04+JOmlt2pOupUtZzEAM+392yocz1QqKfbHZ/lvRejelXhdJe02r9d+qCvZsYZgl93/BU51umOKpr+Jm3/4VFqj7A+wPl621BtDL4jkFiWFxKcAj5hR+sstaIWVopkiRF0sTSbCnqTc3yWpUDNyXvardbGzphNKV9DQXXooTk3KxkuNLkwQNtXKdItRGwsCK59GrC2jJsDKDg9keRup4cg99ZXPuE9yLtoF/3AAVR/UZMvyoyMJ3SA4D99o1du79byYF6eA7qXhNpQGF4LbB13yCoZ/GmTQ7yJKMnKiYoRLx0RvGlp4q0Oy4UNFoKHLGemlybYP6XPP3WDSQMJHvrGj45yONEM1TS/MBDHR59ocUrZ1xs0aGderiC3oOmeu/fB0sf3H2QD245lSWf+QOmspE3JcHk90uagUrQYB3f9leiLJgNBpmBa6+7GiGT3//cs1HlexfJPqCz3zXQJcwfViWzexP4CRuGIpLQ5bmLRRbXLCstg+N1eOvBOo6QGJt5kXcijdYywlMucRxR8lI2lAu8erLIrq0d3nb7PMenoP3SKJsqkpFeh0r0o9N3UAoO7pHT2+WsNwlOPxFcV8ob9PrIfne2r3uuNkxsf38e+hSlaxbZa9P3DO+7sln7HSOKVuuB7vSidXYqlSWYrhsRRymPvljg5JUCOFkXzc1lu+qa5FLIazj44IM/gOxe1M5b1Xagk2lsd9s+2auJp6kmijQ3bEt4931Njk4FhIlLKh3aRuGmXPNZurVwrong2au95rOgup8pG2pmoFY+2JzpAjtJssl4k9pM4y/EOpCrXOCmBsqzfcN923vt0pxrq05dqUevJp57KAaeYbgc4rk1zi7EvHGpwMO3CPZs9Fla9hgpr4KNqDZS4jBBtxd/F1OVlEWHt90RY2zM9JKHH0T8uz90OH0xoKIlG0ck5UI21pX5QXdljTb3pwPbVdesA/f6ikc3Uvc3hOpTia4asBstUpPpUzoxRCLTng/WXrst4EFgKzUol+2/diN3FrFtL1Lr3mv/ZydPLrWK8dyI45cF33ihQKvtQtFBiq5ysF+Tl9+pizm4rA+sc10tSnYHxTp58bc1fAYEWFHsUCpFvPvekC8/0+HoRQ+0S8dI3JyLKwMqXa/zEWkWCYUQZPrjga6K6ucFejAvUKAGHsTBucoksURxShinWYfb9KN4jyoOBK2sZJvTU9UvGijV3+VtYJfFdXuipqaPK6Wy+dhqQ7NpXPDz31/n+OUqr50qsrjWYWYJwss+hy6/RswZhE3RT76UZM+4MSQJHDoLx6YkRb/MiC/YOSYYKSvKRUngCRwn+7Im13DHcd7dzCWymXZ7MAlhoITX305k3fLV8/DuFv+zGm6SCtodhWjJvu1Ed4VY16b/9sjd/d1q3e8eAHd+Ol0X2m4ipJLs1DGOE5PYlK8+H/Ds8QD8bFTO7dITsT657FUGGaAmfwwP/3a9vOjtRt6tqKRGrgN62HF48ECLR+5vceKyT5I4WKFoC42T9hN8kfajeP8jfOdI3luBVVf81J26yTxRLN2qTHcTXkMnSmm0Utph1sqHPnD1uipW1kHur9ADK7UU307r8uuR7eScmQAlqckMf2Q2rBL4kvmVEmOVgJ1jETe/u02pEHNiSvLKCY/A6+C5CcZa9PU7WjgKVmpw5nKJAzslD+wXRLHCkPuEeJkfiOtkmS9AlMhsP8e2pN3JvOUGAjiiV1bqgrA/S5hRhy7Yutl3lnF36UNmoGlpdRQnLxWyz2P6q8O3ce6B351N8tgc7DbfviSnJTmYnQFQdysnWcUke1UqxnVijkxJPvdkCXBBOgihcHrNHdsTV62TxvZq33k7u6efs320W9aBa93+k90zFRiVWz/k42xJqrFW8yNva/P4ix0OXcicBGKjaKUiF3zlD12aR+0Bxj3IvHs8MI/Y3b/tH13yLfvJZLZtNEkKlxYMrUj0/Ay1MlluovsVMp277PZ3dhsAuuwXCgYLCpkvoSGMUpq5VDZO6T1Eju561whc1wPrE6aG4WKEpxNmVlM6icxkIY8fGkFJSSvsMLNSZ7QQc/vehLv3p3g663b1yzoGIS3WCNqhy2qtyOxSAS0VcZpxtsGlsbs/TrcL5qjBiDooaspnHZ3+PjeeE7JcSzk/H3DhqiROPHw32ylM6X4UH6yUqJxzd3d2uBbc66L2wKvu8m/V5d8JjpMQpwlPvxLwxvkAHAdklly6A1NFYjCCX7OJ0/rgvR5aduCH3gDEAO9dpy5MJUblFZVUE0YO+3d1ePCuLIq30yyKh8KlY0Cn3Xp4rlOhz8cRAw8Z/V3r+pw8B70ayHXyv5L5yusXYahsWAobHDqvWav6eFoxFNhMYqH7g969DWi7Yrh1NGUwkq/P6+LE0GgbZlcNi43Ma8VY23vIunojTObye9OehJ1bE0oe7ImcvLFl0GGUZbatNowGlkpB8vlnXF4532aolNEWay0in7kUIktA0jTlrj0dNH4+RLBeKdjlpXqgPKQHgO30Bnj7Oy6UCiFCdJheSrgwL/mDZyucnyoz6sLW8QQlNUrJXJnY1X4P0JLBqN07B8CtBkHdd6BVegDgOUVxdcy5OcEnHi0Rxg4UnJye0BtNU4O7BA9WTrrR+4+jKHY90AdpyuCcorHfiYtrip7kx9/d4qvPFjkzkz18qVG0UpWpDNO8+ZODW6R5JE/XryT2mri9DuwCRNq19hC5zR6UC5ZtGwz33dLhzNUmX3zO4/xcwPR8EazLUJBJnQs6s+wY3FHCybdQGdwbqEtdu1WxLt83CCY3pDzy1hrGpNnfDIzkdTejHSkadm5wOHouII1jxiqGlBSBQX/4g98/efb8ub/3rWdfYaQUMVxKMckQR44HILJ27ODMpSB7cnzHQijZu1VTKmQzjP2SUJdm2HxS+5rdFnTSA3bRjygGHYQIOT5l+eKzHk+9PsJis8zqWsC2CrhBn6sO0h+tQHUbOD0Qd6W414K8L6Tq8+38Z3kN/1YxkU344pNFjpwLsnEfoVEi61zqXIM9qIwbpCkMRPE/9ljHwfulwq53jDUmA/Y6kEuM0UQdh1v3tPnBtzX5t7/n0jYajCYRko7JcgRpuuDuP3TdPTNEl39bkUfrvqsBSvZgnu1/ZFG5SWr3e8aJouSWeOSOlHv2Nam2qzx5xOUPnilx7GIZZX08X1HyuuZLWWR31OCqa3qJelZ8sL0o72rBaFmzZ4fkgf0Jnpc1f7o7WiSpIE6y0TghJGsNS7WZEriW1KTsvP6Ov7d9x97/SY8Vz1bUtsX3mFtqNFplVhuK23ZnTklpSm83rCgn+0JkCUTBl1QKDiL3Fiz4XUuzAfAM7rKg+t1Bx8m2+ygWQqbmUs7MWr74fJHHDw1xcbaENR5jBcGuUcNoKdsfZ7AJ1J+7HDDD0YPNhEGKYnoP3PpksktJkh4t6YLb0TFnZyWffqKQe7Bk0bs3uT+YX/Tq392dEL490RSDfxgofw3OrHbFVtcO3maJZw5sKzGpIlU5F081H357iz98usCpqw7ICCMkoXHQOT3pJXD5TnZdTt5fPWxPI25UvtHX4Ca7eZdRqUxNmOb2x822YmElIE4EY8MeG0eb7NvS5j13LPPE4TX+8Pkis8sFrswWUYGD50oCLXuGTG733g3eS9n1rgF8CKylXnd56fgYpSC7h0J05zUFnTCTcKcpIFIcYbgwbXj2uOGmeu09G65crOhTFyVX51yeeMXj1r017jmoEDhgNa2OZq3hsFqT1FuZLTJkHyjwBOWipVI0lIsxBT/BdzMe7aiBKRiV2y3oTEstRExiIl4/K/jWEZfnTwxx8UqJpU6AsC7DvmDYNwz5hnJgKQeZV3d3O+qeMlB3BVn9lvsgsLsDFVmU6P+s8gdPKTNATRK6jk5aJaQq4SvPFzl1rs+9pZBZ7bs3QfMd5i4HOpj9P3cTzXWBe+Dn9QPI62riA45U2ohMmyL7Lfwo1tywO+R99ze58GmPKFUgdNbhFJnNRgbybqI7uE/d+k/R5f9Yi1WDNCWbElISYpl5eoexoNlRKJVNzcappNFyKBd9to13+Avv6fCht1U5N73GSycdvnG4xCtnS4Shj8XBcRSezqz1PGUzb5tcDOeqzBg1NYBNMcZSa2p8Lxs5tGTDN812wmrNsNa0tCMDWFJpuPPGJu/dZ6iMh/iFGH3T7gRPpxw+Cedn4UvPpzx4sMHtN1hqTZdKoLlhtMziakAYixzgmRFlwU8p+jGFIOPQ2WZMcd9aoTugKyLCNOX545LT04pPfGOEhbUC1XqBVHr4WjHmWcqupegZCm6+hYgv8637FL6f7/rrXDNmloO7x7XzCJ4Z4psc9F1w55xb9qlJ11dcqUwI5DgxF+cU/78vlulIJ4/gemBqvj8X+m1NisG25X+BnvR2bu61yW1vhK3fsh/k4GKdPiU1miR18NKEv/TBJl94usCFWQ0qxhpNbBzaCFT3gSPn4/3Y3KclClSe5BoLenBn6Z6rgUFKQRjl3FlkW6hYS28blk6kaXoegR9Q8CNuv77D3TeE/Pi7l1moLvOpbwacuuzz2skS7bbHKi5aKXwl8JXE1xlvD5x8q8HY0AoN9WaK62RNInKAL1Qt5UqbkckE3bLcd0OT+w4ajl7wWa3BagypUuiLswWmFzosrDhUgoBbtlrOXBjiqcOWdpyyb3PER99pmBiJcm1CBiLXSfG9DNSlIML3YhwdoVSEo2OaYcpizRAbyycfDbgwV+Qbh4aIY59EujhaZxur5ib0Bcf2fLoDN4vaBU8S+JLA1/lOC+SGmBbfMfmuxabHt1UerbsA7wt7bA7uvtBnndakV/uOqEeG3/hymZlFD5TOS4OyZzA0WPfu/TxARdYrCddvH/hdaPhA9BYDXtpioHTYNe6R612wpCJNNJvHQ372Aw1+6RMutThzPTJGEqJwBOhuTbxryH4tyMkpkbIDcoFMG57tn5ZxrJ54TCiEED1NebYdYr6rceTQDnPJrOvjuRG+G7FnU8Q//amQKP7/t/ffcZbdd30//vycz+m3T+/b+0oradUtyZblgrvBYEooCaEklCSELzUN+AUCSaghGJwY44axLRvZsiVZsnrXqq20Ktv7zuz02+/p3z8+59x7ZyRMx4bv7zwel9ldi5k7M6/zPu/P+/0qLe5/tsqJOcnH7s7jRyYrNZtqy2JVGhhC5Qe5BhTSOBnHSDD1qCuQiBNwnYQPvjlk20REu2MxvzLGS0d0HDMkX25hFDSkCfrhs9Cox1yzzWew4nH8go1j6WwYUfk0lWIOqQUMljpYRpBG8SlvbMtQYF5tRvhRQDOMePGoZH5F8NwJl7sO5GiHJvW6Q5Lo6JaOk1N2xjk9wdGjbtS03WdhnPl0Z7F9KvxJJZtZlroRlBmmquD91brLUNPWg7yvaveBW+trTQwr4E/vsPg/ny/gxYZqT4TstiddUXEf92T9SDBrS9ZaJLw+xF/LKFw7tku6K/uEOI67283uCj9WUeC2HvIjH2hy9IzJR79igBYAkig9cOpZq9IdF/b14YlAxomixca9nUUcK3P+XhIHJEnUt3WV3RYqDAVBkLYvvlS+6n6EZRjYppmKknt+Mt9ytQ8EfM8tqwRhxN1Pmzx/wuDCsskrR12CyMTH5PiSgSk1TF3DNdSezZAK8JOG4NkXBzlxSi0gozii49c5MaeRsyze+eaQkeE2+sxwTNWIOd+ImF0U1JsJ2yYTZkZj8q6PofuUi21K+RaO6WGaIafmBGdOgm5ECJFw6wMui6suQaLz4nGb+UUTaRnohkTTNPI5sCU4MsHW45QDTleSpswv01dqY2ybaWyf2Yvtc8wEy4pT/5JItShpVe7PcO9PXtO0Xu/de0Xd1kR5kCuvwZVV+PP7XVa9DNwK4IZGOj1Z256s39aK1zlorsd3f6+9HuRrWH1xJinrp9KmLUrai8tYEseq5y6aEe9/c4svPuay3JBqaB1LfGHQjkWXp9LroHotSqypsCdNKB9JGUOY7i96QuRE3VhJ1K3ucSLVoTMSBKGmAG7GeKaG5auWsmMYfYZJIYZh02iF3b87bsj3viXgBy2f2SWPl040iZOE+arkC/fniISOpktOXzQ5OWdh6pK8IegkgpV2B1NqFBzJ9Ihg67TO+FDMSjVhbkknxETXZYJpRmhGwmjBYMdMh7zrk3c7dMKILz2hE8QJUhdoUgkinj5i8/wxG02TaknU1CHSFRPQhKFhMAXKFFP2u732NJam3rMuNnWR+gL2DOitdFNlW6SBq3EvH8eIMM1UnCB7Yub+eXSXcqnFvUqu9VLYZFq5pRahayGGG3DHgzYHDrnEfb23EjVk7clavokmknUtSf/4hDWj8Ncv4j2Q9S981lJo+0eHoisTk31z8TAy0OOQq3f7vPOqFp+8wwQZgNBJhIYnJHpCOjZU/bgQQCyQ6dfPnjjZjiEjbRlSWVSYEcqwM1Y7EDVRSQhDqXrwsHcA9QINy49TS+oY01ApcmbXQKmP/yNjdE0JH0wz4pqdyt02imPefKmPlG10PeL545JnDhvoulC40yVxCPc8abPU0mnNmZxZtRjMS6BDJ0gIQ4Hu+bDSEJyc0yjaGod9Q63eY52mBy8cN2h0NDqhRhAr7ZylQ9kU3WXHyGA2PYh7wtG0Auhab/bZdXmVIjXdEV2QG4aWWhfLrvl8FtlnWzGOGWNbGbgjrMyvJAV4trzIHvck9FXyjFyfgrvPEliX6mB84qzGx+/IcbGR6uU0A4TKpTHX9d7rHat640Dxdav3X9R/9zMyXyNG7jts9qq5llo7qF5c05SHykg+4vvf0eSxF21OLEgQPgiNSGh4IuXPxGk/HitZYRKnm8r+95FWeAXwBCNUqRgqMIpurk4UZRk7WjqTTpPTAoFnCKxAS115M3deuVZYInsCiOzp2/2xCTXMyEQQu6YiLtukrJtVGoZGs60zWTZoeMr4s9kBz1Nb3HJOJXjoQgNTalhSpxNrbJ7wCUObE+dtdGLedElCtREztxzghQrE/Sw6oPfISnu1rKr1bNVESrDKPAJF95U5uxqpu6vqwZMU4HGaJpzmwWex2WnCguKOKLlT9otXvhkaSayQ1nNg6ilI+lsUwwjwopg/+myeR55zQTdScOupqCHlWndn3/0htLzuan7tRrOH89eMCtdsMHssw6zPjbtbTbFmqxkncTpJiZFxOhvXdMLA4MbLfH74gzV+6Q8NvFCCFkIsCYSOJ1KuSpwghUgT7lJacsre82MIsmmK6AUIWHqCFUJgpBn0kYr66w+RCkJNJe2Z6onsBeqjsufQ+qw5ku5Gub+1FGJtDGKciK6fjtRipK6eyr4vubBos1pXEx0/TDgxGxLHLTaORXQ6GlGW3TpcjtDCGIHk9Bw4MmDLhMlVuxJyTkTO8Tgx63P7QxZ5W6SWCz1OeEIWBxcThKTzyxTgfSKHnjdg38vQ+jy6RRoGlWBbyh/QNmOVBd+XB2+bAbaliFCWGeCYAZoWE0Y6zbZJ2zNJQoO4z3io622o9ayAFcBDTCvknmd0vvhIDs83wckWOxp6Wr1f61j1+pTY9VbJ6ezh9TeafVznLn22T9iRTVASSbd6d+O/Y019L2kl12KJFikQu27I+2/o8LWH29z7TKq4FpI4kfiJwErAyGzjEjJPeuIY2pGgFkCnE5NEir0nTYFtaOT1hJye4IZgZ/F/URoiFSVYYZyOC9V20Tc0TAO8bhuapFMvTZHqNEXvyHhKGd8likQaDqu2lUmScY7Uk8BK7awfOORz9rxGzhIUbBBGwtYZmB4VHDktWaxrBJqG/swxjciDjWM+ezY5hHGRwVLIxol5XjnrcWIx5v5DBYTQqBQ0co6K1jN0rZtq7PnKTrndiQki9YPTRGbl0EefzHwBjdTdVdcwspSzzHC+PybbinCsEDvNvrQtH9vycawOttNhbiXk/ud1Gm3BcDng2l0eZlTG802irN9M0rFY9/AZr6ne1WbCHY85HLloqZV8lh7RNznpmX6+VtiwPqakC+i/uPF+7SQlJTitaVHINoziNYsfZTPRo9FqsUxfOr5nsG3U451vaHLgsEXN10GEagEkdAJNYCXZVlM9ZQESDXw/QUs63HLFImPlgFpH8sxLOc4u52iYJjlTUgwT8lGCG6V5qKZKsQ4MRZCyDFXJA0O9fEPDDLKndc+jvV+IIlNLc8UihGZbo9kReD5dgBu6GhMX3JixwZg3XbbKfSKm1pA8czLPllHJqbMOx04LhAh5/6UBG6c66JsnQ+YXIp4/nnDlrlWu3Fbn9scM/vQRi1Pnc4S+xXhJMjUkGSjpFHJqZGcaqkcSQNvTubAoiKKgK2Prype6wobM9DKr3GpQYelJajjfq9q2pSKyHStMZ+0qfS3ntLHMNrWWz1cfNfiDLw1y+GSeyDdx8hE/991LvOUynbZnkCQCXUbp4SnlZIgYTUQILcYwQhJCPn6Hzf+5rUCCAdIAYYKQ3UOy0b+Op0/zyOtn8HRB/np9ybrq3Z/msn4W3uWFr5eydXvwGC0FdxwnRJGOpsUEkY4mI37kfS1OzJp8+EsGQaRiX5JEEqbtR7fPTYlxZgIRMW++eoWf/84m5UJMJ4g4fKrKH97ucO/BItVGkaa0KdsaRTONaI8SnCgN/I1UHKAVplzuUMMIUpDrqj/vPr2l6ArBs/GuQMV3VxuC2YWQjh+p81waNeNYGo2chh/aTA6X+NfvrOPHLY7Otnj5lOT2R10u32ywZzqg2ow4cT5BPzOns7Ji0vEtDp+L+dITJU6czVG0NaaLGgMFjXJBMlCUlPIJhZzineQdBUDLDHn1TMKBVy0MkSnate43kv1Z74I7s4ZI0keOAnc3f9KMsK0Qx1TgdixFxrLMFqvtDrc9pvPZB4d55FAFhEPe0hhwVQz3Vx7Kkdc1pobjtPKrqpu1TFkvp2tqLHhyXvClh1yaLUuxBYWankgh+nrvpNt7d+0Y1k1OXo930q+o/7qLnmTdq69l6VZwsqqdVnNtveWyIhxpkY4mYvwgJpeLeO9NLe56zOX4RR1kSKIZhLEkzoqQUAMA20hwTMG+YcF7r6qwtFqk1fZxbY89mzr8wb9r8fjL89z6UI17n6pwoVWgGViUQ0HBBD9UI9wgRPXpYYIZCswgdQ0LNXxdYAbqrGWkbr9mdiYzUovr1EpvZqzKy2ciDp+xsA2BY0DeVpykvCNZrUtWag7nF2wGiiHTZY9d13fYt6nN8bMRjiEZKydUKqAbho1jGXhBxJOHHCYqBu+8UiClxNA1co56LJTzPgOlgFLew7E8ED5e5HP0fMJnH3a5MKezY1xQMNbm3vQ/mlTVTtaYzFtdYMdpnx1hmwrYCtxtdKPFwy8k/N7nyzz8SoUkypNzlQtWyYoo2gmVvGBiyKTW0Kk6UfcUHidROq7LsmxidF2FLH3tKYf7X8ipHklLBQ2allJi+6p3v+cIr1O1eS3o15wu/5JFz/rDZpeQ9Rrw90x6IBfeIwAAbERJREFUFNC1tHpLNKGUNSLSESLBb0fcfKnPm69ucu4uHS/WITaJpezZcaYV3Dag6ELOMTlyOker7TNQ9Cm4Hq2OhWtbXLe7xbW7Wzx1c5vfvbXEQwcHmI9cOpHEi1Tb4odpNQ/BDFXbGUQCI0wwdUGgJxhh3LWvDo20dYkFsaEKkO1EbN/QIV9c4cN3FDl+ziGs6mioZU/JjRgsRJRWNPKuhmtLTD2HrueYHg24emeNE+ciNE3HtnT0ocHpahJ4X902Zb539wafMBGUCjA5GJAzBY4dUMx5GHqH80shK+2Q+VbIky8ZHL1g8PDBAkZis2konZQYvYRgFQ1CmkWZHTKSXjRfGstnp5XbSg+QtuWTsztUii1OzPrcer/FR782wKkLZZycxUAOSmZMwY7J21B0BJWCTj6nWJDZAaXrdEtf751uLB96zuA3PlYiSlRorAK4ak3sNW6xa4XF3b4b1o4G11f0/inKuolKf3vSnaj0VfPMDH6NlQSpnE1LK7fQSOKESAiEphQ/Sp6WTSRMbBnz899f58g5g4efNYm1QC2GEq0rO84E4YaubpxaCxar6pDuh8oTxw9UaGzeNbnpkiYzI6t88r42n7u3zLHzFZp5k5KpUUyz5m0zSdsUBXRTTwh0oX7/oUj9UjTCUFX0KFKuxFJTv7vFlQLbJyJ+60erPHyoxuHzOk+8bBNHBpGQvHjexNAkJUeQMwW2HTM+GNL0Eg6dtMg5BlcUBr66adPmqty2Y6i5vLp4IueEP9xsN3jiVY1qS+eGS+pMjqxwaqHBY6+GvHA65uN3m9zxpMMDBws8/FyZ0+eLjOZ1piswkBcUcpKcreM4UnFILHDtBNdWkxHXSnDtGMdWbY7rpOnGToBr++Qcj5zTYbDUJNEa3Pdswv/8XJGP3THGcqtMqWgw4iQM2DHFlGlYdAVFV6OQ08m7kryrvqZjRdhppqWiFqg1sW16zFYj/vsnizx6sAiODdJCaAampmgEdup30j8O7W4x13uUZ/rCVDXeFUP3GxK95tXzG+lOZfocvHrze7ob2X4Fes/BNlnT+/fuppT5ncDQgPo5HDhkUu2oCZGUEicd/alQ3GzRpjJ6tNQvMEFLZ++K4BWnwuehMty0r8Pm0SYtz+fCrMZqW8fXJFGi9c4O/bbMfWPkKBWrR0mf9UTSqwJRIun4FhoOezdqXLUt4qrtAW+/qsXVe5o4dsDGqTZNP+DIBR2ExruuCdi9qc1CNUFKm2Zt4fuffv7lI/ozx5XcbCBnsHcix3uu0igWPE5d9Ln1EcnTh3Ocm7OwDYlACW5tA7aPJLhmrIhRtnpUuI6Oa2u4tkiJUXG3Wq+p2t1ljerhLSPANlWv7dgtziwE/NmDNh/58gDnF8s4rsmILVTVtlS/rViGgpytkXclOUemtNq4t93Uku56XteUUl5YPh//jMNtDxZJXAs0C6GZWFLgaEk3Ka1ruP96s+71m8q+6clrnWX7CbPrWpX0UNkTG/SV83V8kSTzE6SPM54IRCwQaIT9T4Eu0BO0VsL7bujwyskq//1PLHwZEkQ6fpRGq3dTFSAIYjpeRLOtzk5AN4Eiinr5QWEkyTsG77y2yf4dq3z0yx3+9IEKJy+W8Aybtq1RiNRY0Q7TyPQwSScsCYYuCAyBGSaEYZymsqmbQ+0yBJ6nUW/oXFxycOyIvBtiy5BiKeT7bg6xLY/T820OHPZ47rDD/c8XKLk5yoWAa7Z3mBgSeAHo2ycEfqAzMdiiaK/w5HETU5ecm3NZrVm4ps4VG1Wb0fXlFii7rvQgqdbqEtsSOFZvA2mZGaB7mTeq3w67tssZ26yYbxPGbZ46IvjVj1V4+nCFRpSnXJCUrYSCGZE3E1xLcdFzlsB11I3l2OqJoebnWVLDOqW8HmIYPg8+p/OxrxbxEgekg6ab2JrAlUl35q33LXSydoR1lXLNUqf7MUGITKDbR7haj+v1C571ZKu+F9mYcw29Vv17ttzKPn2IQEuEmvn1pWw4Mub739bmiRfr3PuiRSgN2rFOPhKEsSBI+2Y/iPF8FR2ia6rdI5Fr7Z27MSvKjKjktvjJD7Z5w2UX+bWPt3n8SJnVeo62a5DXNQqG6sttHfww4x8poPu6wEynLmoCI1P/b41WJ4t21LsU6EzAnjkBF3MBN+zqsGfa4/R8DcvwePaIycunKni+QceP0fdM19ClRr3p8eQhh/MLDqMVncmyZO+0IOeox2z2i8keMZl8Scose1ItaTIqq2nGPd5I1+xe9dmmodbjluHj2B623eKRgwl//rDL1w6UOb5UwjAshnKCkpmQM2NyZqJanpRK231q2FI9NawEx0pUW6KvN9JUd7wXBvzan1Q4OVcgsRykbpLTBa6mtnXZzLsrZOj2z8kajK4fc68Bef8k5XVugF7yRRe369b0vHYe3rcU6r9fskWNUvuo9bsm0rS0dE5Oug2cGW3xH35glSd+0aERmLSlpB0JnFBtAoNQcbANP6MSZ+apkCDXeSeqKhtGakWezxlct7vFH/3cKvccaHDbwyUefL7MiunSNHUKunIPtvUEO0zPZFmiRpgoJmKQ4PsxnqHR9jSaes8Uqt9OouempaFLm7xtUS7EDOQjxgbbGDLmlTOSA0cMtXV37CE0TZIkda7ZtUhhf0LeTRcrZpRKlSSer9PxJR1fo+NrqRg5XRbIGF2igpvMBEtPQd3tgRXIrJQyaZkBlulhOx1qTY+vPGTwXz86yOmFEoHmUnAlJTOhYKTANhOcPp64Y2mqalsyBbpQbMN0ra8OrBljzce2PJLE40O3OTx/tEiiu+i6pX7wqTA2i/8TvYK5po1I+k+F69uTbhujtNyC11f1vKaCdxU8quj2z7yTrEHJ3kt/h9N/j2Qx2WkepdJgJoQy7nFYAE2LuWxrix97/wq/8wWLIDBo6ipB2QpVZJ+hQ8dT1g+aFnWfQuoG1LrvL4pTS4s+MbTv64wU2vzzt7d565WL/MpHO3zt2RLL9TyLlk0zlOR0odoWXXFbLB2sIMHrS9pQCq2oaxYkhPrZh1FCx1cStU4IrUAxH3VN0TscU1BwHWwrZGK8wnixRBiG6Dff8h5Mq8DsuWc4+PRnWWg4vHpRJxEJjq4CQ0uuz9v3e7Q9hzB0aHccmm2dKI2x0ETSVc5kESCmkWbbZDRJPUinJB6G7tNo+9zziMaHv1zh2SNl6mEe0zIZNKFoKPsB1eMrYNsmKUdc63LEVeVeD+447evTp4Tpk893eOB5wUe/WKHmF9Adm6IhKOgxbiaETZU5/byMKAWX6Ksc/VTXDLrrR4e96Yp4TW++dj3fm5okfdrINa1KfzvU/ToZLVh9JiWCUIDL3pvUYiJdI0pUNo8A8rmYH3xfm2dfqfK1Z22ausSRAisQa4yXVJhBRgGW6iunVbNf7Z8ZE4WRRhiqau7YBuOVNv/r3zV57miTD385z33PlVlt5WhqNo6hkTNUS+j0Ad30U4sJPcHQBFJG3adfFEOrA40goZPEdHyfW670cB2DOBaKDZsIlmoW5+Zibnzj5Vy7/1Jq9QZ6Ma9RKAhOndZ4+EWX1UaRswsCTdMYLGhYZsJL5z1ufbiDo/u859oGb74swrVtwlB0H79aygozUpGxirxO2xHDx7Z9NBGw3Ah4+EmNP723wKMHS9TCHNKyyTsaZYOuuscxlbrHNgSOiRKtWiLt9dMpTV/ldqwofYXYViahU+PGE+dCPnRbiRPVItK2KRlQylREqS+5lm7SoljgRb1Apu55TYhU1tU7CIrXVHIF6szjQ2QrfW1tG56JjOP0v+mfOCTa+puo/z2gBMCpwEMTqRongjCU+IEkipUiXmqKM6/U+YIkncBMFGL+1ftrnF6wOLagU5cWthTooUD31eG6R1CL0htLgTyr5L12Je3N0748zEJsQx3bNLl2d5vLd9R49IUmn7y3wKPPFZmru7Q6FqYhcQ0NR0cBXSqNQFZsZPYoRImMGz688aoa776+gSkTSrbJq6eK2IbGQClAkzHnFnTODdUo5mKaHZMg0tFbHZ0Ig5ylsWdTxLmFmM2jOmODGsMDAautgDOrEq9WIJcXnJ6NqO9oMzHYSgNcM5Bn3icRTjrPllLJ2FpeyOHzCSfOafzpPQXueqaIH+bQLBvblRR1yBuJAnZX3aMqtmUKbEOpi7oiCEtLW5UEx04BbqvtpWOG6uubPoVcm3qnw69+PMcXHxlE2DnKpqBsJN3WJwO4nvIhgighaAoansBPszrNlI6rC2UO39/DKHArYHdX+mvMbESqpBE9cCfKxFgkIFKgR6noIO5riZK+fl2QzeTVPF/XI3QtQmhq5NbxDZptgyBUd5Mh1ao8jNLM+Kx10mLe84Y6dX+Jn/sDi4WmgSU1lfeTzf410c2k792Usk/1n8nq9LV60SibsugEoZqdO7bH2/Z3ePPlq9z9TJ1P3ZPj1FmXo/Muqw2bqq5karah4Zrpgi31nUkAP1R/mBwI2TzoIIMCRSdkpdngvucj6g2dkVKesaEEpMerp3SmtxsMFKEmBHoUSxD2xSCU9wh9+K2GEbJ10mN2JWDlQsjTrxqMuhYzMwYbxjQu2eoxMdjGj5oIETFU7lUN21Jz7UY7ZKUZcuBVydyK4PS8w12P5Vhq2CysuGiuiW0p7V1eV+2IrWfATrrSNcsQKcjTKY2pKaCn4HatBDcDd7rit21FyHLdDtJoceejkvufL5PoOQqWRslI0mlMCvDuDFiRwpIE0GJWY4/ZZR1D6ORMBXQ9STDWVdesSneXQK+TPNFv3p/dGzF081qFUBbFvbzMJO2d+0GemsSnVhimrhZiUgbMLposV3MsrFgkiTJAsowE29S6YVFJ9nWEike8+bIm77pqmU/dZ1Ht5DE1DV2LehVcZPz+pDcWTWRvepNofRHkpDGSQgVopS1LaEqCSKfjm1iGzzuu6XDNziarjTpfecLi9EWD2RWLZ19xWWrYzC1b6JaOaaStXRxRKflI4OyyxZ2P5zg3J9kwDpOjBu9+Q42nDnuEfsKrZ3NsGI7YNDGIY2n3FHLWRd9roU9O7+DQMx89XXLN3x8eGXnrky+f4OKKxuk5E0svsXlUY/s0zIwHVIotlhoNvvq8z1MvmdTbET/17VX270jQtYhzi/C15yQvHjd59tUCzx53mFu2FUNP6EhDxylp2FKQkwmuHmPrinBlG2peaqe0WbNbvZUIwjYllqUOE7aVpMucuNuWOHaAY6mXa3ewjBZ3Pg7//RMDnF8tk8sblLvgjpWYNf18jqWeEI4tKTga1w+3qAxe5HMPSb74+DCxsDCEwJSpRnHdNCU7ZPayOwVSal033SwQtt8DJTtsyr5DqSYEkZb0evI+bXBG8spkdpbpU3AbfPlJuPWBIkOuZLQsyLsaORscKyaMVJ+c3SQiPS+JesJwKeJnv69BrbPI7U/prHoOutDQ07jHriwPECJaU8njLmVA6+kAumNEjSgShOnTIwh1AsMg0A0838KxAsojPj/5/hBdbzG33OTgiSoHDhscOmrx1JEcZxdcNE3jqp0N/s2312g0dR49lGNh2ebxIy6HzxlsGHXYPm1zzdYOptnh1HxI5LeIrU3MLbZ//zO3ffX0j//gd6uMnlojxvMTTC1k0JUISnzbGwKmRnwS4ePHIdJqctuTOgdecajViwS+SSHvEUY1gqjNx++2uO2REgePFal7Ns22iWULcgW13dPT9belga1HSpOZHjLU+r63UbMMoQBuaN3qbaWqeicdB6q2JEpfKTHLDnCsDoVcm8W6x0fvKHPkTAWrZFI2ULYU2cHVEuqAmtpS5GydYl5juAw7N8LeLYLdG5aptwT3PT9GW+q4sSDub0/6qnf/5jLL6tR1rbs3yDjXYawWK0nanihnKdElcmW9f7z+QNsFeIIhI4quxyMvRvz6x4c5OT/AZdOCaDJgsGwQ5JWMrJs43SdCyXLtq42ILVMh/+LdVZ5+xeZ0VWdVMzA0rRcrkrr8pke99KZM1Gw81rpuuEoEncUgxl2gh7EaJYahJDAkRhjh+SaaZndjJ2094uZ9IVfvCOn4DQ4er/OlR20+fW8JXYvZUClSmLC4fFPASqvJU6+2eOBZm7OrJqcXdOJnHKaHHHZMx9Q7Ej1vMFmJCdI4cR0gV74MXXcZGRa849oTFAvnePhlkxfPwcJSwKFTDjmrxHLVQBc6W4c1hsuSXZskm0aLvHQi4L9+dIy5RgXXNMibMJTrcTiyU3y/hM1IAW7qCthqjp7qM00t1Wdm2sxUeJyKIRwrViv/tHq7VoBrBziWh+u0aXkt/tfnHB5+sYIsOBRNQaFrTZFOY7rWFArc+ZxGMQeFnLLdXW04TA/V2behwb1PBviurqYqfYDrr7w9cGtpjIeWtj29g2QQQBwmBEFMnHLms8lH5pgbaYI4StKpiHjNoTbTk9qOx6EzktPzBUquilpvtJWAW8scYQGB1hN8iD7XARlTrUZcv7vOT35wmf/6SZOaX8bQJFJoqj3JdK7d6h316UezqYqaNmUi6ezwmbUsURQrUlUkMWSkcu9FvObUrVUTLCPEtX3eeGmLS7e1ePZEjqPnR/n0XQY7N5oMVyIGix5v2OmxYyIm57R5+VTMueU2Igz5zEMq2e2Hv2sjb77+EurNdg/gljvBjq1jX/uDh+7/jYtzxZ+rN2scOWcjNZOiDTMDOq6lsWVE/cIKrsbIQMLWaWV79nu3DbDYqTBeNihbsYpwTm2Wo0RZwGVSNpkGN/Unqlm6SM18NAXydfpMO9Nn2gmOGaetSZi+glQM4eHabQyrxYdvNfi/XxqipeUpWlq6LMrm6WoqY/e1JdksPWfHuJYSxQL4gUEUJJAERIm9BuD9k5PMJbWXbKC+HysNnNXT9IQGgnpTiUOSJElJTgkgu/27TIOfkr6Y736IkU6shBah6RJhSMWjjgQdP6HtRRi6CilQ0dkZP0ammThrlU2lfMQPvrfO/OoC/+uzBlWtoP7/RE+gvGbNlETrRpzpkyImHVemlhP9FT0ShEZEKDWkzFKXs/W/qhS6FmOZATnHZqCs8xPva/IzH4o5dCqh4wUMVQwKbg5dd7F0ZTo1mEvYMBJi6h5jA4IYnYI+/xuT09u+FrQv9gC+c9s4n/7Uf2qND2qnzl+0WK2XuW6XxlA5oVyIcO0OfgSNpkmzbVHOh0yOtNk4Mc9TR32eOjLJRFFnNBeRtxMsUz2i4wT8IKHtq1EPaRU30rThTHBs6UqEbKVtiWnIVF3fB26rJz7OZGyOnQHcx7U65J0mL5+J+MyDgzSSIq5tUNKVsZCdVm/LpO/wKtP+Xh1abSvucVlEv39f3O27u0uevgVP1+Q/Bbee3rAZdcBOVUpmI+bE+ZhqPe7qT+PuQVMiNUEo+9sU0UdGyr541jpkAa9qARNG6mfd8ZNUuS7QpVRnAE1LSWIy/aj3LDTaDmU95IM3tbjnqRVeOKVT1Vzlbdj9Pnup1VklX0vn1bqclTjJlkKi+793fc/1CBlp6ehPo93R8QL13+pSbaHbnkkcS/ZvrXLlriWePTxCFCU02jHFnEazk9DwIoIAXFtSypkMlWw2jIW0E8H9BxdPPfzir7R+65f/Sw/gAFdd/X4sy0Y3H+EF/WnKRYHtdkikx7mVmNseHmTfjGD/zpAtkzWCeIU7nvb50JcmMEOH8UpM2RXkHDXpMKT6ZldqEUEYEae+G2rjSc8mQlf9dla1zbTvXgPuVFmfaTT7ge3YHrbVIZ9rcfhcwI//1gCHTlUwHat7qHT6WpNsKmMZsmuiblukh9yeeahMe9V+XK+t3L2RYC+1QH00MzMjU7En807I2GAHp97g5GMutWWLibLqVXv6VUEoFTdEPd6TlHUn1ix91r4TtQZVfBLF9fADJT3z9FidAaQKdNW7QV09HWRmp1HXInZuiPjfP7XEj/ym5KUzGqvC7vqf9wac/RvdqG91nnmm9IXKxhCn5kBJIroUhSQtHmGkUW0YLNUkcayeZI4VU3B12p7OSEXyX753lQ99ZZ4Xj5U5csFi8yhcsVOwd1udLz0WcLFusxKZiBY0TwVcetl1/Mi7bqTTafMagBvmEIaVQ5MW5+dDjp7Lc2HBotaCkaLG9lHJtmnYPLlKyAq/+QWDh56fYKJgsHk4oZzXKLqSnKs2jGopkzC/6jN7SOn0bFMtEjK7iJ7ZjwK2acq+6pr0AVxtKB07UnNuqw/glkc+1yLSW/yfO/McPFpB2A5FA0X06VbudR4sZnYzpXrQlBhmGErtrXWjydWmpn+bqORqvfiNbILSE1arJ5QCeEQhFzBYatGJq9Q7Got1m4IVpwfUFGzpJjEKBZGe9rJRr69N+shT2TxaJDEkEV5Mar6TkpjCRIWz+rF6ovSlK+hSrrW208zUqzHikq11fvSdK/zCH5g0Oxorwlxng9FrVdRNF6V0gnR+340HF303pNat/upJosaUCSHHLwjmFs20yChuUcGVNNqSjicZHZT8/75/hQdevMhvfXaIYxddCjkD1xriXVf7DJU8aq2Ec4sai6sR5YLJhvEKrZbVfZ89gBsmrmMebwZDJ8aHhzYP5pc4qNmY0mbrtGDzpIc06hw62+QrT7ocPFxi14jGaBnKBRVxV3AlBRfybkIxFzI+1MbNXeChI8O0mzaOmcX59blZZUY/aeU2+6t295UJkKPXgLuQayNkkz/5ss2tDw8RmDmKppp3O+sWR92vZ8j0hhJdobOZ0Xn1tTmZmlSq9P48nv51/JoEOZnZY2RyPPWeXVtpSk3dJ45imr6g6acOBTJJbyqhVt5xklZxugfNXmXM/q5BopFEMUkcEQJ+BH4kUnAn+EaCHkSKsKTLFOTKY1GTMvVw1NObq9eTv+/GJofPLvHROyTNdgkh9K5NRvep0Z/tQ9zXqiTpdEXrcWQg9VhRYbEmAtuKaPp1PveIR04vM1lJ1HjTUZz+WlPSaNvUWzr1psX+zVV++juq3P6Ez9lll7kDDpvHLLZN2xi2zzOHIzaPVZgayZ1As49rMnwtwCcmxnnokS/ds2FS/9PTp0r/8dVTq0wMmuzaHFAuNnjlrM/jL8NLJwfQIos944KhkkapoFPKaxRzgoIbU8hFFHMBowNtCrkV/uRrcGZBZ9DIqI591dvMZtxZW5LaRpjJmsqdeaL0wO3hpCLkKGnxqTsNfu3jwyw0i+RdnbKR4BrqsKvcaEXfS6lIMpsKdbjt8WeMPktlTUQkaCnARTra6mtNRJ9IoSuwTk2OjExInZLNjBBNiyCJ8SPohAIvjLFCsEKROkXF6Ry5NyqMspX4uvS1JJIIYkQS4McJXiTwo0S1KSnIDV1NbAJdw0/fmzoIa+hp3rxM85Cyg2ulEPGL39ciYZGP3a3R6BSRSLJIkC5PfQ21N04reL+uNN21Jyi9qJYuoFIriKmRgHfd6PGxO3PUWgYT5YiCEymAu5JaS1JtGFQbOss1i91TDXZ9sM6Lp1Z44qU2L590uLDssGeTzpYJn7HRQdqx86ePPXn/PW9/y/teC3CA6/a00PPWnadP+O+pVa19GyYarHba3HdQ5+DRPBKTrUOSkbKgmJOU8hrlAhRzMQU3pJgLKOZ9hitNdFnnvhdCPnH3GLGn47pJF9zmOnDbltZ1srL6wG2bPa2m3Z2aeOmhsk2p0OTT9wp+7eNDXKyXsF2TkpEdKlkzW+/pRLOX6OpCFXVzLcVWlyGnL8L9L7gIS1W8rgiiL90468GzzBg94yv3mdtkuZtCKKl8EKcq9FAdDsMwUa/ULaq3NOlNJOJs7JaKAjqezk2XNJka7/DShYhOpCtXqa4JTwbyGBnEKTuvL/ksHWeqg6fenazUmjHlQsx/+P4Gyw3Jp+/RqWu5rDHrq94JcZ9QI4njtFXpE2+kIFctnIahJ/iBRsfXGSjZ/MBbVjh8dp4HnxtiuWkzUkyouBFFJybnhqy6kpWaZKlqMLdUYXQgz8ahNptvbnNwQ4dnj3gcm3PZPglnF7WDVd26M47WknjWANyofBef+tjPPiY18Uy9re17+HmDMLLwPJurtmgUcqQur6n5fT6klA8YLnsUc21Mo0NCh1fPBnzmIYvHD4/gBXlG8ypNucstMbW++bbWFUlYa6p2qtc0oxTgPV8U2+pQzLc4NR/yqa8NMrdSwixYFA3I9638rRTkamKjrAuMrig6+/es9+6Z9itxRMBSPeHgcQfDUR4pa8x/ssOllo7iZDYqTLrz/jWmn9lcmZgwgSDOVtsqgjGMk/RgmUXGiO4rixSMMxP8WMPzdfZujhko+CRRiBfrqk0Js0quLNeCMEEPI/xQoAc9Cw8F8LVVXE8reb0ZM1wO+d63NnjiRZOT84K6cNGEtqYTV1U8s1xOelOUNFJSTaC07nlFOSxIWh2D5apLpRDy899Z55bL23z2wTIvn85zvm7iSMGAA8OlkJIbUXSVwPjsnMSxChRzOYYrITfsDvCiBD+AC9XkmdbJhx77H7/yy38xwAF2b59Eahr1+lFm53WmhiWjgy3KhTZeYLBSy2MbEZWix0CpSd5t8uLJmLMrMYfPC778uMv8qsWZ+Rw5w2A8n1BxYnJ2j8vdtUS2e+DOogq7wDZS2muXGRh0TX+K+SZnFwP+80fKPHBwEC3nUDAERUPJ2Xrgzg6WWtf/0ExHeFZavTP1j5lWb9WDByRJwLELyitFapryJ+yLJO9pK/uiymX/Kz04alk6neJ1kCRESUKYCMJMrxgpRmAcqeTgTMe4dgWeGeCLHqkpNNg26fPEKx7tyMKLeuqcrIoHgTLX8dMoPxn0wp90TVs7OsxkfiJhtR5z/d4Gv/LDy/zn/ys4uSCo4fakc30TFDVFyYxD47Sl6mdeKq8NLf16KoHDQtMKjJY0vuPGBtfuXGa+tsztjzkcPW/T8Q2eO+6SswyG8xGD+RDbECw3QzohlHIWY2WLicGQWHfID8y8DgXz9QC+911IKf0Xj32W+WOnmJpY4fkzgA9bJgSbxluUi1WeP9Hhkw/ohMLiyUM2zZZJFEtqbYkhNCbzULQTpXx3lH7StbQU2FKJFiwUWcpStsj94DbNcI1dm2Wqyp13W8yt+PzSRwrcev8QgZGjYMp0UxkrfnEG7sx7o89JK6veysYi7r66rUmaIdQMQz5/fxFiI83F7E81Zh24+wlW/X1t0l2Nr1HV9/XWUZTxz5M+cW7apmQCiL5qnqU8hJFE03S+440tbn/QYzGMaUdStSmptVo2UdHDBD2I8aXWM2MKsuAnLY3YVgfOHlXWJi9jvvWmBnGyzH/6sMaZFUENJx0X9ubg2ZOnJyiOe3Pw7KApskquoWl6VzAdRho5x6TsBgzlI6bfBVHi0eg0eeylBrGAhw7meOFIgWFXsmkSNk76BFGDxRWdoYqGWZrh5pu/xY+ikF/6mb8E4IY9gtALP7t5w5ZdLx+Ze+PTr/hcXHTZMW2Q0OHUwjJ33AmPHRom8k1lLWEIynn1yw+LakQlUJU5ZwkFcEfDdRS4lTAZXDvGtZLUezB1tEq9pBXQA0xLSdtsUx0q51c9fuGP8nzhoUF8I0fOkpT0OGUk9lqTbEtqpBXcMDLLuHTKYfSF0K6JNUwjBM9qnLhoI6WBpWUc5aSvPcn68HSTKXp9uRT9Sviku/ImW5RkypikxwVX624F7p4nd3r4zFiGUZaVKQljxbueGfWYnmqzeDKkHUm8SE1UghACPavksRL6hjF6KPCDDOTqwCkDmYJb7wN4kj51Ir79TU10fZFf+JDgzCrUcNSGOlGbyu6TKM6CquhuNLMYFEUrU4dV0YWeumk9X21yPV9xaKSWYJsBN18SKLrt5U0efanJnU8WieMied1hx5YO55Y9wGVsfMeDl+4c/9n5lfZfXsE1o8iBJ75cl9I+EkT6DRUnJ6++PmF0aJXjc20+eleByLPZUhG4lqqWmdLGMgS1VsiJC2oJkLNEqn7XyNkS19bJOYrt5joxuS6fJDtQhn1Ss1SYbPqYho9jt1lpePynD+f4woMD+GYO2zQoGnTptl1D/a7ZUOaFqHV78IwiYKQHyyyAthuapYfohs+DzxqcPeeg5ZURkC77WpR+/olYawWxJnVtjWd5tjRSroPZhrL7mI/XP/KT7sGyW8HXiH8lHU9nwyTcfHmLF495eJFFJ9JwI+URGaSWakGowC0zYYOUBAH4qeuvr2nI7nxcoomsXemdHd5/U4MwXuTn/kAwV4cGNhGpyCE9N4Rxaq3cXVLFaauSdJdUglQBQk/Kl/kHHDtrU2tITFN0SXW2qSxGrtzS5JJNLf7krioPHXI4cs5iy4TO1KQdlQq5I3fde1/9HW+55S8HeFZhfK/xY9fvda/SxfxlF5ZDvviYyYmzw1wyIRkbUBU4k0pZpqCcS5ga7XBuucXL50xsTbUgOUcj50hcV4E770DOjpVzrR11N5NZgJVpZFVUydwMQ7UmptPmo7e63HpfBd/KoxsWeQPyeraG7+u7U4PHbLHTNfw0+iYcacaPYfSpkNLq3WyFHDicI9JNrPXhU30Bpv1tSs/DpOdlIrotSm9qnDGVYlgD8jit4N3HfZ+3SK+a90QF3VjvwOCqHT6226ER5lSb0gV1QqjT7ct1GRMEauLjy/RgHKQ0g7Q/1vqfPpoiRqmFV8wHbm5y5NQyv/FxSUhMK3YIdIkXazipR6GjJ9hpe9TNV43jPnakTEeIKQlMk+TsCN1ocOBowNxFl6khjUJOuTREkU6c6OQci7GBEu+/ts3x2TbPHPV56rCkw9iL5bHGj5WK+deD8usD/Orr3s1X7/xUZOS3JHfed4E4yjFaNLjipgTHCSnkQmrNiIXlPJZhMFAMmRpp0fBXuf8FjVrLYmBQ0VFdW5Jz+sDtxOSdiJwTkkuNf5zUYFNJ3ILU9ztNHDZ9LMvjqwcMPnNfGc/IoRk2OV1QSBO57G5iRGqw3wV2v5ttzxMxC68yUg2pkd5Uuq5EyscuwL1P54l1ZQZkpoGl+uv04Fl8d8/IJ+lW71441VpVPim4Fa86bU362pUkpdPGfQfNbFwYdg+ZSuzrBQa37O8wM9zmpbM+7cjpzsTN9LBpSAik6Euc1pCBInv5WR8uQQtSvkqWdSR7GUeaiHG1mA/e3OHpV1e5+6mEJInxE4sg0mloGlYocKXADRLyRhoinFXzJO4ug0CZ9Qih6AOuLZkuxdy4f5k/+UrCCycdpociynkN2w6Yr/msNCzKjsCxbCaHba7Y4mHuajM+NZ0IWtG33PK+vzrAAS7ffxMdr/OZo8dOb8/rZ3MjQ3XiJOTgcY3zSzpeB0q2y/4dEdumazT8Ff737QYHXi6yZ0yjnBcUcnrqOKWRcxLyrgJ33gnJuwE5OyDnqG1k3u1gmx66HiC1mCRJiJIYqQfc8YTFz/7vQV45W0Q4Do6uUUwFw5beo932IlG0rv9dZvaY9d7qY9yr4l1rCTU90Y2Auw5YdGILTUrsNIJ6ff/dlaN1/5zZKqdtiab+rGW99xqEr8vF7I7W+q05ku54UFX1rF3pScRUfIiBbeq886omr5z0CWKLdqThRCI1qs+qdyYoTgikalfURCV9MgVZFU8U8zBb5Quje1DWZMzOmYjf/IkaP/sHCXc8HkHokyQ6QaIRCElD05GGQdHWqDgJpdQkPztf9ObkOkmsIdDQdZ2cnedNe9uYxgK/+7lBjszm2D0Vs22jYPcOj5bXZmk54vljJudWLYbLNtfu3tS8/IrrPmNZ9l8E478Y4CMj08mdX/3y723avO3HXj10KvfKOZ1q3WGlrnHkrM72SZM9U5LNkzXa0TK/d5vFC0fK7B2XTAwKKkWDYk72wG3H5F3lUJR3lbFjKd+mUmzQCdrc+ZTGiTkNKS3iKGLPRp+3Xxtw5+MWv/gHA7xyJg+OjaFLCmmeopW+euQt+ip3n12z3m9J0Fe5s1eaeGzqAUEUcN9zBfzQUguhNe1Jr4L3eu0euNeYBXV772Qt5TTrUl5HqR+ni5JM8xglrzMqTF9hd1Qo0R2dmy/3+F9f6NCJ3G6b4kdgpiA3IrVUCqIEmfbj3YmK7FMirWMe9tzBDGQQ0WrbbJ9u8hs/VkUTCfcccPmWaz12bQgIQ4kmNY5ftLn7mRJnV3I0cpKROO4Dd9w9b0SxTOm2kiRxiJMRrty8yE982wq/+zk4cTHH6KDJ1cODXLW1yrFzCZNDOsvNhLnFgM1bti2dPvnS79385vclf22AA1yyexft1ioXzz7KwgpMDicsVCP2zEiu3Cm5cnedRC7xu19wOXysyKVTkokBjUrJoJRXzrR2yt927Zi8G1BwfQo5j8FSkyipc//zIZ+9v8DDLxdZrNsIIfDbPpfOrHD0QpWvPODw0nEbchaaNMhJlX3eVQNlq/huakT/1ETrmhIZaw6XSa/vzuK8ZYjj+DzyguT4aZdEpu1JurTJ+N4ZqMXX9RrMPFZi6AM6fb14GoTR54XSB/Q4Icn68Lgf6PBaga/EDw22zPhcv7fBvc8V8HSDTqRhp6kbgZYQ6KhxoUwINeWbEkiRAnk9uNOP6cFTD7IoxjTbqGOxZ3ODn/q+OttmAr7vHR47Jg2aTYkmIlaaNd5/fZ1P31/kyVcHOF91CQsJMXF3Vh7FyjDf8zXaHUmro9HuuLQ6Y1wyvcK/+bY6/+vzMU+9WiSKTcKwiG1XOXvRIGdJTMNibGIH5VLp60H46wN8cmrUmztX/1eVwS2fi04dyp2Z1xkqWOzZqLN7c52ABT5ye55z5wtcukEyMWwwVJZUCgl5J8IwYkWR1ZUZZsH1KeY6DJUbaLLK73/B4FP3jLNcL5CzdKaLqmddkZKNkytcvdPniYOWIndoOoYUuH3GMaaerO299QzcveptGnRdbbMAJF2Pe+1JOkGxzYB6K+TDX85xZslBs3RsqYQbvfjAPu5J1qL0bTYzWwfRZ4ypmHivLTCv8QNPlyVx1/g+BXki/oIqno0MdYJAZ3JQ8EPvaXDgSJtGYNHWddwQfB1VvcOEQMv68AQZqsqs/k3rPZkyWq1E9emahp7yx3VpoMuISA+IQ8nSss6Trzhcu1cylCtSrRXQRELO7fAtV7a4fvcqn/ham9+5dYy5eh7QUkFqQhTHdPxUBK1HrNY1qnWdatOk1hxi00SdH31PjT+5K+HQ6SJJorNrU46ZsQ4r1ZCN01ubHV/+Kzs36v2NAT47W4/zxc0Htu2StceeOZUbLnroeszuLTXuP9jg0RfKuLrL/i0G06OSkYGEoXKHSsHDtX28QFJtOCQJOFZA3vUYLDXQ9FV+/4sWv3/7BHrsMlNJGHBjii7YpsbokMYH32Jywx6DEzd4PPJywsWWxNEEdhqK1FUErQm0Wnuw7OWfr820N/uArqfTGsvwWWrEHDllE2JgS4G1rj3pBcCutYjIAJ2p0TNwd1l44rU/2/4ePE6nKt3xYMI6h1bR68n7lj1ZFQ9CA2KDHRs65J0OtWo6E48FdhoY5UcJMgI9UoufIAV5b2LSUyZpmkDLenIp0YNYjRZ19cQAjbklnS8/kuexF0aJE52LN5qMDZi4TkjBdSjlXYYrdX7knTXCYJbf/+IYc/UCmhBpelpCJxAstxK8EPJmRCUXMbQiWVzRWamV2DJl8Mv/YpkHDy3w4NODDFU8NCnJWQ7vetubaiOjGw+0O9X462H46wK8WB4k5xiLqy3/22c2X/LAM888YWybTvjq0wGPHiwwVXEVm2syZmK0wWCpSb3lkUiPJ45qPHtkmKs2G8yMhFhGRDHXAa3Oh263+L3bJnGlw2QlYSAXU8oJynmdwZLO1mlwrRLVRps3Xl5l41jMxePaOnAn6dhPdDkm/QdLs8vL7gE7A7ky5QxVe5K2KJbl8+d3GpxesEE3VbZnNv+W6/rv/vYk80NZR6XtjQYz8/215bvbmSev9+rrw/vHhN1xYW91n/XifmAwM+Tx7Tc1+L3PF/EtU3kPphmXYV/EiC5VHx6m30vQN/rMvjdd0/C7UZBSPfVC5Xci0Dg9p3P/czlsx8Frajz/qmTTlM5wWWegqHLr/UAyXNb51+9dJUwu8uEvS5ZbOfJmQs6CmRHBu3fVeO5EhxdPOSz5BmdP6QwuRswtSxZXHfZuGeWtly1hy1UajRzTFY/de/YFht7+9nyhuJgv2F8Pwl8f4HnX5PDRU2ya3nTeke0TcfPFHQeP1ZhbdNm3weay7YKJkRZBXOfBQzGOGfLVAzovnSkyXjTYMW5QHdaIhsCxA2yrycfu1vmfn5ugYLpMFyMG8yhWYl6nUtQZHtCoFAJE6gly4BWTCysmlq71PK3XTE16Y0HTWHuw7E5OjHRyIpO1h0s9xJDp4TIJefF0nrpno5m6MsFPe++sB+/6fYu/uEXJxL3Q33tnNbv3ca1K57WHzu74sOsg1bfeT/1HwjVVXCfnSPbMeOiaRxg5dGIDLxKYUYIRCVW9IzU6zNQ9amuZtV1a7wnVleFp6IFMvVgkgaHjBQajlTb7dwbcdUDduauNkItLGlFsEIQGftjTXI4MCH7qA0u0g3n++M5Jmp7OcDGhmDMZLVb4ifcuMTq4wKtnNO54qohlwkvHLJ495jK3bHH59mEu3Vjn7EKTc8vjXD1wxYnJie3nVxbPMjA88zcHOICUkldeuv90uVj8Ybe06yG/8zw37nXYOh0yOrTKnQdCnnzFptN02TiiM1TwmChpTJUE08OSQg5sKyTvtDk57/H5R0dwNJfpUsRQHsoFVblLBZ3BksZgSfHJHStAagEPHjQ5u2QzkEO5UMm+lOTuK83a7FbvXlyK3j1QKsMcXcYpYzDuMgddN+D5YxpPv+wSJcrKzOzaiGVTk7XLnTW2bBm4WZ/0kPzFPThqDg7rLJNJuv13L1LwtZyUeE0frgAOBvt3e1yxrclTR3J4uo4XCezUItnoTlEEa+RrXZ67WNOq9FwCEvRA4usSM9Dp+AajFY037evwlaciGp5BvZ2wUgvRhCBJdKJY796cJGAaER+4vsrjz1c5vzRI24d6K+bMRZOcUyFONC4u6Vyx0WXjeJub9rZ46rDH3Y8XWK5bbJ3Ms3lSY++2oUOnLpz77hdeefb0+7/lfX8ZfP9ygG/dPM1qrU2+YM+6zhMPe/WTN7r2KsvtFo88FPHyyQobKhaXXAH7tjeYrdb45J1lhks2IwM6g6WQ4XIb3ajx639W4ti5ClsGEoYKUCloVAqScsGgXFDgHigGlAoeA6U2py4GvHqmhNQsckZq1mgka/1T1mQCaV16rNHlefcYg72xYJwuktSCR5M+r5yTXFxUJkWmBFMmXf6JniY49JY76+bg2Vpe6/FOeib5rzfBStZU7v5q3puqJH2LHsU27LUqPe1mGMteFY90xgY9dkx3eOpVHz+yaMcSJ63iQSTQw3SKkvbmWhh3b1AhlPKm56+o9Xg3WoKh6xhBTMczCUKLnTMdNo3XWVgaoGSDqUfZFp44VqluSWIB6me2eTzip75rhZ/8fZeLNYeBfMjFJclA0UJIky8+5rOwCJdtqnDJ1iJXb22QtxscOtnh7IKBNAdhWf9lOH7o137p5/gX/NjfHuAA5aLDwYNPHXOc/O9NTO268b7HHuTknE3RzPHea2DbTBtNb/P4YY/DZ2zypsnUiM7YYMz4UIuhyjJ3Pqvx5MtDzJRguJCk4FZtSaUgqBQVuMsFj4FiC9epc899kgOHy122oBIOs0alY6VaTrOf550JGYw+4YHsr9491Y5tBiwuJ9z9mMNc3Ubaspvy8JrDZeZg1WersGaC0m+42ecp0m1VstKdNt9rU9W+Xi+e8sGTPuLVmnGhmqZ4vsFgXuNt17W565k2C02Hjq4IWFZKpTVk1o+rEOSspdK6MYs95p8QIuW5p+NEPbONM2h1HPZv83jXVat86PY8Cw0TU6qVviBQKcqJnsrXTCDBkGWu2R7x9v3L3PnUKMUVHdcOyLsmBdflW67qcPj8Ik8dKvLSGYdtk0Wuv8Riy3VVXjreZvvOHezavR+v0+bXfumvgty/IsABRkY2UiqWDiystG4bOXbx/aPFU+ze1OTUUsxcvc1Lp+CrjxeYGbDZs9FgZgw2jrfZML7Ilw9E/M7nxxi2dcZLCYNFjUrRYKCoUylApRhRKYZUih0Gik1GB1c5vdDhi0+M4oUuU+U+s8zMXiJVx5tm6qHSlaD1VDo9nnevgndTH1KQ21bAV5+RPPicC8JUiRX9o8G+8aBcN/fO+nEhkjUHzF5r0md8n139tFnW2SevB3a8voqLtePC/qlKJAlDnTgxuPnyFjfuafKFRwoElkEnEjhxlkos0DXFFendrD2jTZG+adG9gfsquVQjQ0Ma1Bo2Y0Mu776uxd1PLXNkdgRDprK2JCaOw/R7UyAHq+tC/O8/sIzQFrjryRHVChoBpmGxd8sAl9+8RDFX46UTHsKAzz2YY9tEgeuvHGf7zm23bdqw/UCrtfpXhe1fHeDj4yM8+tz503r56n970/7H5KNPy/fc+6zH7LKJbVhUawm7Jww2TxhsmhTs2tRk0+Q8dz4d8LufHwXPYXooYaikMVA0GCjpVIowUIyoFHzKRY/BYpPxoSqzK03+259WOHh8gOG8RsmKyVlJ6iEoUruHniGnAnuaMGFkKW5J6jedjQOTtGqrlyHVaj6MQl4+bTJbs8HUsQRd9mCXeyJFSqDqG6OJXh/eGw1mlbD3dzIeyrpOpVe51/fhWbpavyWDWEe6Sg+aWQ8ey651secbDBcEOzd6iMc9wtDGk7ripmgCI0oI0jm3FiliWE82H3ffm7oPtVQwTApytRTKOC3L1Tx7ZiJ+7rtX+E8fl5xeHExt3GKiWIFcye4MZeOMCRSYGUv4qW9dBRa564lBwlioqh9bNNsjXL6xzcwg2KbP+cU21abFsfni7e//jqv+LZw/4+Y3/90DHOANl0/y1DMPnRmevObQ4gPee6LgLN96g8eDzwsS22XrlMGWKcHuTTVa4TIfvgu+8ugIRmQzPZyCu2QwWNIZKCYMlCIGih7lQoehcpOcU+XLTwR87uEBvvbMCHnLYNCNyVux8hFMLdcymwErtVS2MsmbkWX0xN0KnrUoMrUN68nIIiw75PhcwoMHHJLIQkqJmfpT6/0U2f4KnrUnWq//7o886a/cPU+R115J+n/W5vX0wJ3JvvpJWEq2lqw5aIap0WUWEhUEOrg6b7qyw58/0OaV2RyeIfEzeVwEoVRMQ5Hmf66Z7PQsjnq2D92oRNmX9GalVnAx77y2hm0v8NmHfO49MEwrNPGjmDDloSgujaFW87FFFJeYHJH8+LtrTA7N88jBEi+czKWcFZPtMw6et8TdT7rs35bwpqtGGJi64tALLzx6Zt++N/91IPvXAzhALDeiF6Z+483Xntu8Oj//nYtLHgPlGC0RbJ1OuHzHMlVvld+7LcerJ4qMFTSGR6FckFQKBgMlyVA5YbAUMFjyGCy2GCjXWKw1+exDgt/53Ch1v0TJkQw5MUVLyd1UkkNqt2alJvj9es7U2yRjCurpSLA7OZFpLnqal6nLEF2EzC4Kzi5aIA1luZbNv7XMMbaPXLVOorbG5H5N7/3X/amu3Wpmh8yk77DZz0uJ+1qUuE/GFqWr+zgymBlqMzrs8coFnzAy8WNBkPoIhpG6gcMIVGKm6B1qsw1qnKRLx4RMckbanyugJwhhdX0X33Rpg+v3LPPbwx1ue3KY48t5WoGGF8aEUZgKNwziWBKEFm1PMlK2+N6bq1y+pcpvfy7mmRN54kQwNgTLDY1yHk6tVNiV7PjM3j2X/Qbe+b/2z/WvDfBrL5vh2QN3Vq/at/EH//yLhyeXWuENZxbglktjpsZXefTVBnc/XWT+YoHLpjUqRdVCuLakUtAYLMeMVHxGBtqMVOo4do1XL/j8zB9WOHK6DNJmOAflTO5mi25koEp16IHbtUmVQIoPbprphETvgVlVbGUcr6WiWpnyUPww5MEDJkfO2FDQMVKz+zXihn5A982LRf8EhaSbW5n1I2tIVn8B4PttFl4v2bg3C1/fpvR7//X7ckuiWNJqG2yZaXPzVW2eeiWgFcX4sd4VOOsJhLFAixMCSA+v/W5aSqyQZG8MyJ5Pyj5iXWJFolxkC67Bz39Xi/ffcJ6f/cMyR85WqHkWLT/BD6N0G2sShJJG22B+WWdo2WZ6tMFPf0eVu57xOHG6yIGXbW64TKfjQbGUf0S3N/7gF29/oPX+97777x/gAFdc9Q6eP3iw9YY3vsf/k09/nmu2LWA7bf7oqybPvzrKpork6u06W6fAcWIuzOuYpmSoHDE+6DE+3MB1Vjm92OYzD7rc8+w4q1WHgZxIs3kSXBPcVBGkBMsK3G5WuVPJm9O1dYtS27UYmfFBUALa3ho9nfkKFc8RJzGtQM2PZRrh3Zue9K3pZb/IoWd13E+w6h4sBWsqeNfAcj1dtmutQH9gxGvYhWvn4OtGhVFfH75OzqbFGjkjQhcBxBFBIvtyMXufC9RHEanvO0inLJHRC2rtTzbreXv1wB3HgiDSaHsGtumyYcjjQ/+2zX0H23z6gRKzi0U6oU4Ux5D4aJqJ52tcWApwLY2tUyX2bDb4qW9d4unDde49EPHEyxY3Xl5g/7Xv8IUQre07/vrg/hsDHGDL5i3EcfzUtfsvue6FF+53Fms5CrrGYF6yf7vOJVtjioVVTs/GNNoDzJQ0Rgd8Nk5UWWhU+b93C+5+epxqLcdIHkYGk5SjoHpf21AtSSZ5c2xducD2gVtpOlMzTjPENFR1FqLnJdLfBwuRqWzUJOXIecEDL9hg9gCui6znfi1Fdk16cb8xpXgtsNdfa11a1544+/91PUc8Thc+Sr629pDZn1vZSzxTIPc9gzfu85mZ8Dh0OiROzLX2z2SC4V5/n1lcm7qSukVRj+bajTzsZnD2LCQSlHi44xkqykaLyTkBH3hDk7dcXuXOZxt89v4Bjs3n0USC60QMlSHXqXFyVrBcL9D2XG6wAjwvYduUgbRg07ZL2xOT258SQuNvev2NAV4o5Dkzu/ofrr7mpiRon/2pxflDtheYXL7B5MrdAV5S40/uivHaOfZtloxUAjZOrFLtrPA7X3B54NkBpss6m6cT8g4YUkuj4tSj0TYzRZACt8rDFArcltJzuk6Ea4e4dp+NshmiaRpLVZtWZBDHILSeBbGALpl/YUXw4ikbdKkSHLQ4tXroTU961XttNHc3EHcNuJO/cGvZGxzS/Zi83n9IptoU3XFhJmOL+tuUiHTRs76aS+JI4gc6uzd0GC4HcCpSVTv9Er1ECgXyTiCYb0iEBo6RkDdjgjAhspL0poh7LVSMso1DpKoc9blIoO3ptDqSIATLiMm7OUYH2nzfm1aYHFjiN/4s4dhCnpwTMT4keftVBq1ohc/dn/DUqwXKhTwNr83ZeZ99e3Z19l3+xt9xHP8/CjHwNwb43/zWAGbGy3HceOCXJiYG/vv56ow/kI+5Zk8HzVjmi49I6rUyO6dz7NqUsHvTCo1gmd/5Qp7nXxni8mnJnmnYNK6zZdJi1yaLgYpG01OV0jJIWxHFsci7grwLeScm7yhNZ94JKbgBpZSCOz60hB8v8+hLLfwgpNVR2Z5hqBIIIBMgKJ8STQp0QyKE7FpDZAQrvX9N33Wt6mfcsWaKAr3UtfU5lr0YvuzqLYleeyOQgqlPmJxZMnRJU6L76okfekufMFbZ8r6v/AtJ4vSm6YFbT1M1XEugmQlX71tGmDVOrUacr2ustDXqHUGzk9DqJLQ6yte81QlptiOa7YRmW9DqaHi+Oui6ts/iqs/LJzSOnjE4ds7h5ZNlXjoxzpVbCvzUB2qYbp0Xzya8ejrklZN5itYQ731DSKTVOPBKyFJV4x03DPuF8vB//8jnnv4lIQa+LlvwL7v+xhU8u+56PPCRA7++ebruN6urv/LKuYbWOe5QNgtcdrnG1smIqdFVzqys8qmvlXnlaIlLpzXGBySDZZ1yQVApxkwOd3j8cJ37nnfYNS4xDIFjS/IpuHNOLwtTtScBeScgn/MoF5oUclU++5DGl5+oMDfn8m3X24wNWpRyIVJLq19q4StlQr0Vc+fjDp5nIm1trbChH9RdZ1at6z/YWwAlr52crBHviN6/vc61vmfvvze6C5/MSiJKiKRQ/XHUq+D9y56wL5g1iFRqxTuv83juaEAtTojJ2hDF1clZgoIr2TMC3/Ymj3OLK3zlKZ0/fWCYIHa7OsqMWqCECpkHitJWSk3tJYoCJodXue95jacPDzAxoKkY9oLGat2l1jTYt2GVf/etDT5xb8yR+SJ+CMtVm40TBrdc1qLerOJF5dgtDP3Kt1yt/db5uTn/b4vPvzXA/80PfR+Hnr+9nc/tvO2lw4VfvuPeJyi5JrtmYvZurjNUbvHxr4Xc93wFPcyxZ0pjasRgdFBjbDCiUggp5jxKhSqv3JuAlkOXAseU5BxJISco5mJyThYNrsyBHDvEdXxK+RaVwiofv1fjNz4zTtDKs20ETs8aqTZTYluRquDpL0tqMXU/4eBRkzgwMNy0/84s17ouVaL7MbM76/5bVsH7DpBd6+Dun/umJP03AGubldc7nGYg7yrtI6VS1yPRV8WT11TzONKI00quS8ll2wIKZkS1HZMkvZbCkCrlolzU2TgiCTpDXLt9hcs2r2DIOf74nnEEThpbqFqvOOk5ZoWROgBrmo5tCcJQud5u31jn1oeLNDsaRTeinNNYrenUmwatzgDbxw1++ftXuO8Fj0/dNcLZ5Zh9DRgbMnHMhE3b9yf1ZMNttz/abn/Xt37v3xaef3uAA5QHJpHW5NHLL9V/rOi2PvTkgUPa0YsxnUhj31afZw8XccmxfUYyMaIzPQJbp+tYdh0hQkZKCS+cavLkK2NM5jXyjqCQU3f/QCminFd9dvcQqiun2bzrYZsN/uRuwf/8zDieV2DLYMxYWS2DMhviXntC19AGPUE3JWhSGWauEzfo3VfPqNKQQjEMdVKjnF7Ia29Z08vWyeJHVD+9tkyr5UmPmKWtO6j2xMegRQmhiNEiCEKpniwRGJECVv+iJ+w7aMaxJPAjkki52maHzOzrZGeLjq8xt+ygGxEzozE//13LaHKOT94/xYqnY0q1zg9j9fNvdhJcD8IwBAGWoVNzdZarOa7ZUWNmssqLxwaZSDosNOHsksXWpqTZMWi0SmyfMbh66wr3Dra5dKPD5IDHxRWToR3XxoOjW3/smit2Hj15ZvbvApp/ux48u6ZmrmBs5Lg/Pn3zRyol56eFNUS1phYEn7hnkOFcget2m2zbYLBtKubSbSustJf46F1w79M5/EDw+YcdiCyG8lAq6FSKksFSxFjFZ2qkyYaxqnKt1SM0Ta3dC67H2UWfz9xTZrlaYKyQUHITXFsxC7N47t4rVYeLiBcP67x40kaYElPQp7vMxoJ9lVtPX5kzllTqfCmTtYDMVDhdkK9NN+hdYk2efU+sLNb09FkFV5U6Tl1oY+VKG/ZV7teTsqUOtLs3JuzZ0UEmUW8b2kcLiOIEz09otjVqDYvF1TyVfI7ve2uLLaM16m2BF2ULIpivw8klwdllWKhGLFcDVmpKcrZcs9FEng/c2MCSCbdcnvD972iQLzd48VTI8XM+h0/HPPaCy+LSMP/sFgHE5CzYMFWh6dk//Y6br/vIAwfO+1deuufvBOB/JxUcQIjrWVq8EG3a8a3Hr/efrZecLxeefbXFkGtz7VVtbFOj3nSZGatzcr7G//1KHj0qsntCcm6xzeyyzURBKE54WWe4EjMx1GFmrMZyo84zJ2IcLY8URUr5MBXF+nzpMZOnT5UYLwrKTkTeUQshy9K6Rj/6OpKVlAGnzmvMXrTQClrvcNlnoql383ZUYpryNlRkLstUB1GtSw0VRIL0kJeN9LSen3dfVmVWwlVqcdIdSWr9M/dU3EyiVuu9ObTKb89uvCBUrUoQ9vNSRPeQ6fk646OwedLjged8/Ngm6JvChBEEQYznQbOjUW8ZuLbF0mqevdNt3nN9ld/8XIkwURSGYk5jcMhDs5qcmnU4etEhimOkFmCaGnnHZLBUYLzcYcNIm06zyMYhmx9/7xL/946YUxfzJHHCq2djjKOC63e5bBjpcGJpkG9/9y31fZdecXzu4sXoA2+95O8Kln93AAfQDQc3t3D7tdde8uNB6P1OEt03cGGpRr3tc3ZBJ2/HLNTb/NHtDvgFrturc8mWJo+9knDugs3uCY2RisHYAEyPeGydXmGltcr/+Hyeg4cHuHqzyQ2XGtiW4mm3vYCzyw5SWJTthLxNz+DTFCr4qS+1wdBDDD0kJmJu1SKRBrqmpcaaPe53fw9uSNEVL1tdF1w1s08SgZ+CLErbIKlphEbc44usAXcP45mXYcZ10ftuKkNXU5YodYiChFBLY0uESONSJEEkCMMMrD1ToDjuGQMloc5YOUYXAZ0ophVKvD6LZS+I6fgRrY5Os63RaBvUmzYDRZupAZ+87RFFLpYhmBrWecM+yZW76jxz4iK/8qlBXpktkCQxhu7jWialvMuOTTZX72ly4AWXSsHixssq/Oh75/n9W3VcN8/waMBSXePiaog0hnj/O9+8PDy9/989ebhx+xt25/4uIfl306JkV6lUQYjtJKHxiRvfcNP/c9NNNyxESYVmS2N2wcQyAg6dimk1C1y2xWD/Th/LXeahgxaTZYPpUYOpEY1NEx0mRpY5u7zKb3y2wMFXh9gxKhmtKE5EkiTknIBDpwQPHcxTNDWKdqLm5o5MZ+a9JGTbCrEt5XFoGR5Hz8BH7iySGDq6SLeXom96omXTE1XBTV1Lx5aQsxMKbkQpH1IuBGlPqtH2BJ4nUnfXXpuQdLMuRd9pU6Q5P+ueGGnCs22pjW2SaNSaUGsmNNsxrU5Mx4vxghg/TG2So+wGo/s11dMjGxXq/PN3dNi6oUUS+TQiaAWCji/oeAkdLxv/JTTaGs22TqNt0uzkuOmSmMs2tWmluvUkgbllk2Pnhtm/pcAvfOcKo2OrnF2NOTUXcX4h5PScwdxChTddGtEImzx7NOS5wy55o8SezR5eGDM+YJK3YrbMVLj62psWLtt3w/9TcfnE26+eIJ8v/Y3x9/cO8O4nNSpUa9pHJza84xfGJ3ctXFiUTA3pFIsNnn7ZYeeExZW7QoaHlrnjgCQJcmydMNg4Ltk202F0aJEvP9nmZ/5wgBcPD7BpUDBW0Sjm9G7cXxQHHD6v0WjblF1SQ09l8plzRJ9FXEDOVnk+pXwH3e7wZ/fZzC/bCE2qQ+S61Xsvb0f13kZavR1TJaaV8z6jg010o8bhcyHzyzG1JrQ8gednLUMvTydOU4G76bF91VsZw6fqf11REgquZHjAYNtMRDsJmK3CakvNozt+jO/HBEHai/cte7pxJ1muT5o0PDoA33NLDdNr0WlFrPiCuidoetDy1IxbzbYFjZZGo6X43jnbYMdUByEjOgG0/ZhaA+aWLM5eHOCKzQV++0erfMsNC1yohxw7H3J6NuToWReZVHjH1S3mai2eORxx9HSRq3dKVtsdzs9pTA4Lrrh068J73/rmX7ANPjo+Uvz7gCLy7+WzAr/+67/KzPb9zyHMhYmB4KacueycW/RYWKrwrusiZiaX+cLjgkefKbN1xGLXJsm+bW2mxi7y549F/MkdFaJOno1DMFISDJR0hkqS4XLE+FALw6jxp/eZHD5ZZsNgwkBBhWGVC4bimRdCysWASr5DudhkZKDOcr3F3U9p/O/Pl1huugjDwtUFOT3BySJPTJEmvakUCsV/UXP4gqMqd6XUYaSyzIfvjHj8RYe8GXcnLXpX8NxLjrDMkJzrsVgN+cpjOS6sFig6GnlT5Qhlqcs5W5JzdUo5ndHBhGv21smXlrjzqRxSyO6kR5cCqYs0MaHfuSsTePR5LsoI04iYGu0wuwIrVVhYMYh1PT13JL1pUXbWSP0bxwd9Gn6Hh17MIROdkpN0c0yTRBKGJqMVyf7tLZqBx2MvG3TaGromsA2bK3fGOE6Tp16FpRWTTWMmraDD/BJMTG5cvvqSyZ9p1Y59dHTy0r8vGP79ARzgK1/8DP/xp7/lBdt1z750Rn/bqdNt68odEGpVvvSE4KWjBbaM2uzbJtm3rclCfYlbH4WvPVVhyLXYOaUxUFBJEAVXZ7AsGK4EjA83OLfc5JP3lZCxw2Q5YaCY0XE1JX8r+QwWO0wM18g5Vb74eMT//KzLJ+4scHbRJjFMNM1UAO9zp7XT/CA7bRUcS7U7eSeh6IaUCh7D5QbPn2jyu7dVcDWTYhp+25PN9VLbVAhVCvBawFcey3OhWqDoCPIpqcxJ7acdRyPv6BTzgqFSyMiAx6VbVnj2FJy4kMM1Mo+XtdZ02eG3mxSXBmqZhjLzl1rAYCnkuks99m1ugwg4dNqk45vq82kZnTg7UKv0OceKKbpNHnvVYGXVpuyoCZVlSTSh0WjpzK84SGFzyaaAkcEGC004dd6ASGAaNns3JcyMNZirhswtWmwdj9m/b6JuFDb8+LFZ7VNvf+t3JH9roH2d6+/0kPl61z0v2rGXGJ8p561w0ybj40+8+rIVRy7nFnQ2DhtcvUvjyl0rnFqs8dufd+i0cmweNtg4rrNhAs5cDFlcgSEp1A8855PQ5qtPG5yezbFrJCHvCPKupJDTKOZiyoWAgWKHoUqN+Wqdzz5i8cm7Bzm7YJEEPiLuQBSR6D16fza26/FLUn8QiWpRjDiNMgwo5Zs8fxwaLYdJV5nNh2GcLkBEL5Kkf1TYvZK1X2vN7F1LU5JVNQ4jQcHWuXJrnceeG6CZE+Sy/rsbWNU3mkzWsWFSKZouIzSZMFY2eet+k90bWmybvMCfPTTE+VpJHbT1BNMIsU1FaKu7BourDlumTN5+ZZ2P3Vmg1tboeDFRpNrEhZWAs8d05pdybJq0uPmSFa7eVeU3PxPz+OECQWQitQI7JiFnJnT8Bdz8ns72zcM/tHWj//nl1fbfag3/TQHw//zj38PFxeXIdezHzpybrXt+wtETx6yiq3PFDsHGqRU++6jHUy8X0AKHfRt0No4bTI8l7Ny4wtnlhGorzyapUoPLeY9O0OHeZ0sUTYOyG6fglpTyUCkEDBQ9RgbqnJir86sfL/DiySHytsGOEcHEZMBbLl3m979YYLbuECX6627Su/4gMpt7qyRk2woQmk/TN1XGTSomjvq1k3Ff4m+WNd93yHw99U/XUF8TanMoSKchBnmzTSx8moGNn1oiR2EP4GtuoO5BVkHd0EMuVhN+/4sD3LjbYsNwCcsI+dF3V3nDvln+08dizpwrpwamKtHOsU3yTUmtadJs53nL5ct87v4OK80cLU/N5Ut5n7lqjWeOOTTbNrWWTr05xLYZk598f40nXvG5/9kKxmGHgaKk02kxMLSrky+Ofe9jL8/cduzcYvTPvvt7/r7h9/dzyFx/lQcq5F1nduf2TZdouYnvqwxtbe3bpDM+0uCupwXnLhQZsCwu3WSwf5fOni0B+7bWmas1OHhMYEqNnCMo5QPyuSZHZhNqrRwj+YSiq2yaizmNckG1JqMDdc7M1/mPf1zg2WMjjBcNdo7FvGGnxg+8yeV73+rwr9/dAD8gE630q9v78+izSYee9rQ5O+DY+ZgvPlTE0pWPXxdbfdzpON1k0r+uX6d8WEOzXcdKTJI03iPQef+NHpumWlQ72QE2TWXri+3rvu01qRIJlhXwoduLfOyODXz6rkmeeGGQY+cGuLg0wuWbXH7jhy4yNVHjXFVjuZ5QbUTUGhG1pqDaNFiqupRsiy2TDVa9mFozodWOCQLJvm0hA0MtXjwV8urJDk+/EvHC0SL1+iAbhoq85UqP04sdnn7FZvOmLa3tW4a+/6nD//IL+zau/oOA+x8M4JYmEEJEP/c//mzuP/xg7XNX7t7wQ3t3j1Tvez7Ga9ns2xpSyMElW0HTVzl9sY4mPR47pNFoqIPMQDFmfLDF2aUW//mjgyS+xVAhIe+oCPFyIWGgEDBSaVLIr/LgIZ2Xjg8xMyCZGoiZGNSZGTMoOjqe55CzNUSSIMlW7T3jyy5gui2EmnurA1tAFEe0PNW/SqkqfReg67737tMhWQ/u3nPjtSSrPgerUMcxJYaWRual4I5TzWY/t6Xrz0KyhrNda5tYUtJsCk7NCs7N21xYyHN2bpBLZxxuuXSZaqfNbFWw2oipNUJqzYRaU7JUs9Flnl/5gTrjo3UurCas1CMuLumUHZMbLukQErNxukGk1XjheES1GfPCsYS8YfGWK5sYufFqJHb80GXvu/JzP/q+P0ze/PYP/oOAG/6BAJ5d//Nnv4fP31HhXW+qf/qa/eP/5q033rD0hstcgqDDtkmDTtLkzqcM2u08i7WE+RWTom0xPqQxM9bBdZe56xmLWq3AaD6m4EDeVYeySiFkdLBJubjMnz8m+OO7xpga1BkvxQwW1XZ0sAQ5O1SWEQbouklOVyv6OF1Fh2mb0V8VNU3FAep6jNRCHnrBoB3qWLKPgdgV5v7l4of1V0/okOXz9CJLglCiS5037msRxRF+l1/T9x67Pt4JUld/jhJBEOiEgUkUJvixGjMu10IWVwQLqybzKy7nLg7yA2+VfOsNiyy0A2ZXBatpFa83BfWmwdJqjrJb4u37G6wGHmcWYmYXE2qNHCNlncFiiKUXedvVMbrZ4OgZk0TEHJ8vMb35liV7dOu/eeyc+elbf/8E49v+9T8k5P7+e/D117d/h3o0Rf7qxzftMvQ77nno1189/fCw1Ba4/1mdvdMWV+/pcHoh4Mxsjl0Tkk0TEcXCKp+8z+Crjw6xY0Q5T1mmikYp5ROGyh6FXJUvPAa/c+s4LhaT5ZhyXlDM6yqZORdRyHlIvc3hOYe8azJoxwQRrLaVp4dtkqq7FfIyMbGUKthV0wK++rRLJzCwCqRUWtYwDDMC1l/1WiMujpVeUq3gNfxAYuo6b7uyxYduj/Ej2bWTyN6fJkjPCBGuFVBwA4JQo95ysOtFtoy1CZKAWsei3oypNmNyDQ3LMNEEjA3B//Pty0h9kXueGqFUlxRzEY2WpOMJWh2dkxcqvPvqJmFY487HNU7NSTZcsNixWTI11uGJV2xcu8gtV9R46uUqmyfGuPq6GxZmNr7x56+Lw49PjJX/oaEGfAMAnl3SLLO00vnj6656s7AN8d8+8md3D1+xqc3kaJuLqxFxBKbmsGVSUCpU+cwDMQ8/N8Q1Wwy2TLd59EWB0EzyrqBSDNkwVuXxIz6/9blRyrrNhqGEnKWlKiBJ3oVCLqRSbPHy2YjbHxlkYyVhsgLCjDlfC6lWdayOIG/3ch8h6QtmijBNH9tx1XYzJV0ZWXKwnjq3ZiFUWWzg+t6779UTFyuJmCJUpb12qBGEOn5g0G5JkjAkjI2UAtBT52Tx4a4TkHOazFd95pcqGFqOIJS851qf25+oc27WYrSd0GyHtNomdUtZq7U9yfSoxr//tgVWa8s8fWiYSj5msB2TJIK6F/HwAYMd40O86+oVXLfKA09pnDjvsnEyB5rP8EDA4QuCatPhhsuhMnnDwlVX3vwLJMkfC/mNATf8A7co66/Bis1Cvf2RiY1X/cyP/rN3rVy1L8/hMxrLVYMzcyabRnUu3drhxHyLh5/Ps3vS5Nq9cNnOOroRYegaxRyMVtosNRp87qEiJd1m16Rg54zJpklVSjWh1PcF18cwmnz+4TwWFlMDsGXK5DvfDP/yncsYjsdqW/FLoihJA5N6jD9Dj/CCmDBW/uGmDqZMQ2b7soAyVb5qU3rU2eyTiZQ1mAl94tR1yk8zLf0A/EDgBRpBoKyRpdCwTB9/fXsi1NPFNCKKOZ9m0OIjd+l85l6HI2dMzs/niMIS33ZDi07kU2+D52eChYTj5+HlkyaHTxdpt4b4jps8yuUGF6tQb0Up18bnueMtHn8p4fCpCm++VGfTVJ0XTkScmbXYPJIwmI/ZOQPVaIihmQ+sXHvNFT+DqH9EyL9bbslf9/qGAhxgx0yZnRvzn7j+ust/oDS47aduufHawHaanLpgc9WuiOVWjbsP2MwMOlyxQ7J7S40XToUsV00Gi4LBUsjE8Aof/5rF8VMFto8JNk9a7Nka4bhVlmohoLxTBkodXjkX8fDzZcaLMFrRGR+SjJQ13nmVx/6dDToReIEKgUrSKa2apCTknJD7njM5dsYhp5M6aImu+adtqq+jxM9JL9E46q3rExQ1QE9JVgJ1M/mhCtD1/BgvSPACgR9oeIHED3W2zyTcfHmTZlu1MUnSO1jqUnnCmIbPs4cT7jmQZ2FFMLsYMbdkMr9c4E2XSnbMNFhsKIBrwFClQzta5qWTHY6d1Tl2rsj2yTzf89YaZ1cClmsxS1UYKkj2bm7x0hmfZ18VnL0wyFv3J+TLdQ68qjEzJFlp+kxOXx3s37flp0amrvqBxdroJ4QY/UbD6xsPcAAhrLhVXb79jW/+vj/YuXP7TziVm6NdG3JxIV/nrqclzbrLZVt0tkzXOTJb5cuP5Sm7BiMVwehgi4dfCnnq5QLjBZ2pEYPNUzAxUuPIbMBqU9FcXScC0eHjd7skgclYWaiDZ1lxy4suDBZ8vChWFTzujQw1LUHqMbYZMLusUWsZ2DppbLhQFnKWUDlETkTOiTBkrOwUQokfKkOeJFENuqGpM4SRCjiCCNqeEhK0vIiOFysylJ8C3NfJO5KJgVAtk7IxJJlwQdkTm7rPagNqTYMojlmuhcyvwNyyhS4K/PO31wlERMtTN1Q5H7JxqsW5FZ8TF0LOzBnML5W5dqfO9ZfWmKvGLCzHrNZc3nNtzOaZVY7NtTl4VKfk5Hnb1R5LzRazK6X4Bz5wY7Rx0/afuO6K7/iD5fn528cH5d/7Euevcn3DevD1V2loKw89+bJvO6Of0O3kgSsvq3/HmfO5/5ozTrNnY8KGyQ53PetzfinP4mqOS3ZpTI1GBHGDT9/ngm+zaZNkYlgyMdSm1m5xZt6h5EgcG4pugG40OXVxkLGCYKiszPZHKx0qxTYkgsCPaAUxQaR3D5lZ9c5SIXRTAbpr42xq2JZGzk4oujHlok8536HR1lmt2YSxhmmEynEqUQGohhQ4hjI1skxYbcJyE8qhmtbYZkTO0/pArtPxTKIgJokjgkh27SSyG9CQEaYZIK2EEJ3lJhRXIwq5kHJBZ2Elx4bhBmHcodbO0/YSag2LjSMxhXyH2WWDSkGQdx0u217iu29Z4nc+0+bsgs65BZ03TNh84IYGZxcaPPuKZPC4QYTGtfsmcYtj//nafZs/55aGz3reCT9f2fuNhlP3+qao4Nl10zW7ufrSze2ZgeNHZjtbf/2mqzf8ysbpLYvTo8J75KUOoZdn/xad6QGN0UHJ6GCLA0diVlZctk8YTI0ajA/FDJVbnF+OODfnMFJWavzhSpuvPGngNS2GS4Lhis70iM/o0AqNTou5JZf3XhczMejhhenyRPS1J3bIhaWY2x/PEwWSnNkPcEXGKhV8JofrHJ1d4RN3hxw+o7NSM2h1DPxQVwaUmsCSCTkTynmNbdMm/+xbWmzYUOXsiqDaSmh1ItpeTMcTaQqZcnR9x3Uew8MdGp7WHWdmN6FlxMyuxHzp0SKjFQ3djThfizm/ELKwkrCwYpOzHN5xbYO5akKjFTG/ojMzbDAyFLBYi7m4FHJ2LuHI6QLDhTz7d7aYWw2YW4QLizmeOVLB0vJcu3eFC8sGU1N7I+ytv/Ld37n917/y5OIRw93a/mYCN3wTVfD+601v/j7OH/lE5FjOr1ar/LfL923/4nJ7/m1bR5e491nB7mlFqKq2Oxw5bTEzaLNns87mSZ+CG2OZHhBRTjeclUJMId9kdsUkb0qGSjrjQwljQ3Ueftnj/qcHed81Bnu3xRgyJEi13FpqIWGk7UkzCFlZMTE1saaCu7ag4IYMFj00ucon73NZXjAp2zHFvKRcUElocSxBqIOoa0EhLxkZ0NmzSTI4uMS/P+qwVLcoODHtTqyqt6/R8XWiyGCkJJAyoNlBUWXThQ+ALiPaUUS17nLLLsE73uDztYMeL7xaoLIoGR3QGRtymaj41Ns+qw1JtSFYrefRWaUTxqw0IvxzHkFkYlsVdk4t88pxj5WGyeFTBrtmGjx00OGN+2e4dstl3huve8tvjowM/JdE/Dm/+OMf+EbD5nWvb0qAA0xu/z4A/8jZGsAzu3ces5544s+17TPRdXMLF/WlmkE7EgRejuv2aOza1MayVjgzN4Cm69z2UJ6RgqCU1xgbaHPodMTzh3MM5DRGKpLxIY8zCy0+dkeOLcMWQmg0WiZRFKneNiVAGUaCZUa4tserFwQ1z8Q1SDM6Fa3WsRJyTsToYIt7D8Ycv5Bj3NEIwoSOpw6LYaQRJ8pY3kiDtOx08tLxDTaPSd5wSZWHnhplpJQKG3zw0oOmskWTbBjp8OzhmE6gOClhNs4UiqJbsJWqPony/Mt3VPkfVcncss78is5yzeGKbTV2bu4wt2pTbcBS1eLbbgw4fjZmuGJwasmjfhyCUOfynTm2TPnkzDZSa9DypsItG+Tj+6/+tnjvnpnHNa39H5aXGwwM5P82v+q/1+ubqkV5vWv7dJHt08VfrK6ce9OVl93wrquu3Hfr9MyWOJezeemkZNcGQaXUxAtbPPCcxpk5AyEimh2bwaLGQAmK+TYPvSCpVS2Gyzqjg1DKN3n8lZg4dBivqF5Y+ReKVEImUgAnFHMBftDhk/fmOL/gkLPSYCtDwzLBsVTIrRAtjszqhL6BpavlTRBBkAYyJYkaD+oaXSGzEAm+L7F0g23jPpEIqLUFnSCm48d4gVr4tDoGU4M63/OWJoblsdrW8PwEP1Cm9hlzMU4SvCBhdtFAJ8/Ve1qstgPmlyPml00qOZs37WtRbUUsV2OWVg1MwyUCZkYlb7o8xLJ9VloBr57W2ToRkwiLmY3b442bL711z843vOvEyTNvknLoF4SY/KYGN3wTV/D11w03vpeHDpyol8fsn7x5cPOxMyef3ms4tffPz77Cs4ctdm/ROH4+xy2Xh5xdCKlYBmMDkpGBiIgWR85a5E3JSEVjZDBA0xscO28xUtCpFDXyTohlhujSQupg6Wrsl3cihstNnj4e89ThAq6uYcq4K2szDIFlKhP/xVrAU68UELHEMoBE0WaDsK+CI3qihXTj6QUaApMrdzb57EMeKw2D8UpKv001l0Gk0fFtrtzmccX2Gi+8oub4np/g+2rjGWk6nQCanZiVOiyu5tk23iQgYH7FZH5F0mo7bJ1qgvRYWNWZXTQYKOeZGWlzbsHmlis1Ls7HbJ/2mF/xyBV3sXe0cNv+q644tGnz+O8SdOrC3PmNhsNf+fpHA3CAm67aDLB44uTsf5oc37NBRs9w/+OD71+8cJggOM9wcZBSqc0XH3WZGbbYOi0YLvscPAHLqyZTFclgWTBSbnNiLmS1OsCucY1KQaOQC7BtD8NwMQHLErgODJY6nF7o8ImvFem08ti6GuuBEiWbuvJKtM0OTx9PmFu0yFtqs5h0jXKU6j2JsxZFiRZ0XW2DglDS6lhMDmjsmGlz8OUcHQ/8MCGKgAQMGeOHBjmzyPe/pcXvrDZZrOeY6ES0fY1OoBNrBp4fpolnMWfmbHZsdNgw0eHCeZul1Zi5ZYfxEZNLtrU5cdLl2LmQYt7hpkvbfPkRn7kFiyBqUG0Nc8MN25HOJbe986bd/25lpX5aiMlvNAT+2tc3fYvyetfmTeNsnFk5Pb1p+89cc+X+D7z/Pe99yCnfzP7dFiuNGlqcY+fGkLOLHn4Y4AUaptAZLkkGSzGxaPO5B3LkDZOpUcnoYEwp52MZQdp2KIVNMRdjWy0efEHj4OEKb9opedtVLYQREqRRfJYBrh1iGB5PHzGp1myGCmo+HkYxLS+m7QlVYROVQ2nqpMICBfaOr7FUtajkTfZv7+DHES1fWTpEsfIRDOM29xwQPHZwlCs25bhpX5NWEFFvJbQ70PEkgS/xg5BqK2FhJeDMRWi2inzwjR6JDFmuRSys6ISBq+IXzZiZsRaHTwcQFXDsOicX83zXe27gxjd+60OT09d8YMvO3T/zymx4emDkHx+44R9ZBe+/0mpyLI6TY0JwaPSoGL/20q1/dPfDR7deufMVGcQLHD5dZs9mwdyiZGbYYHRQknd9NNliaXWIy2ckOzaEbJxoYhhq42loSrbm2oLBkk+t4/HgQYepksHujTpvvbbJb3/epr5ioEuhxMh2iG11iIVDzpQMFQXjQzpHZgPiJGSoZOH5KcA1pfnMuxojAxFD5RbHzzpowmJq2EUmDVpBSMOT+IGKANG0hCPnYz5yh81bL7OYGa3wpksv8tgLPst1nVYnwfMl0pQIAV4kODGfEBEwXLbYu80hwqfRNpldhLzrMjXgsbIUsXU64WK1zovHB/ngu2+KYmfvse2box/duO26WeCI+JvEVXwTXf9oAZ5dmrJoPZIkF44EQfz2bdvKk4NXXXPrp77wteJl2xZzxHNUazZbpxN02SRJBLc+ZFM0DbbNQDtq8vmHNa7ZlmfzxgYIlftTzAkKrsfFekCznWdmQDJUFnhBRBCoFkNZPEcMFDscPCF47EWHiisYLEou2x4xM73MXY8MMDGsRn6xlCpQ1hAUchqTw21uP9CivmJg2ybVhs0b9q7y1WdazM5atLyEjq9aHCWIjlhcjZldtBkbNRkseSwv2tSbMa2ORk6X2IbBrjHBvl0eL59KOHI2z+apHN9x0xKPHyzgJR5HzsaMDbl4ccTZhWG+7e2l5sjUW2uunXy7b06fbwl5+h87sLPrHz3As0uICZIkOX3d1ZNn55dqe9725rdeO16JPry08HK+GZ0pr1TP8upJyfbpNis1g7GKzlDZ54VTASurJaQmWK27aGgUXI2RSoRjt3n4UcnSssnlU4KRSsh9z5scP2ewd1qjmBeUCyEFt8VSPWRpRWeyAI4lKOZUWsJ8A5rtGM/XEJZUFdwU5B0YKrdYbEr8FrQ74AU6o0OCsZLH0ZMJ1SbUmjGNlmTPVnjT5R0OHU5Yqkou2yG5/tIOf3ZXgYXViFpT4uR0ijmDKILRgk6yscWhIwFzixY5x8KPfLZPwPFZjYip+vvevmn5kp179MkR8cNj49NPCKNSjcMkNox/lJ3r617/dL4TMkNLERN1VrZtmvqqVzu4ccclH/jp7/6uH3zplht2Pnf13uHnlzu5TrNZZqQUc7Ea8NJJk32bA07N+czOm5Rs5dmxZXoVx27hR4IEiWVCMeeTy0HR1Rkq6UyOhEyN1Hn1nM/tj5uUCjGajImTlM8dCILQo+2pUV4UKyahIQWOlWCZbfJ6iC7V+DCKY1abCe+6vsamDU3OLMHsYsjCqmC14bLc1Km1FRkrSXRMGdPyQ45f9LmwGNNqG0wPSjZMhDx/XLJnJmSo1GJ2UbB5vMzurU6nGU0/P7P1qpfe8vbv/NWv3f2ZLfl8Ybubn/rq4nKwIoX4JwVu+CdUwfuv0dFRgLjZigHxx1pifFSXkssv2yxdd+8fOAW5vVE9fYOtn5bjg7DcbLCwHLN5qsNExWDbTJv5apOXTuU4fl4wPhiiaQaG6RFHEYN5jYnhhKmRZcK4zcHjDqZw+bff1uD2B3VaHYtmW2fHVMRlW9s0OwWiCLREdL0F807CwRNw8pzGzIDAtWGxFvCluwrccnmRPZsEj66GnFtOmFqQbBi3cfQ2QRiQJBrnlwTbJxKu3xWzUPU4dl5SKpmsNkP2b/VpeJLlWglp59i0eSoa37Dhkatd80ir2fyxWq0VmZbNL/7i7yZ7dm1qfaN/X3+f1z9JgGdXzu1Wo0wAGV64WP2Rt07aFZnM/drRl243F1cWo2owfMXUlNh/Zvk4pgxpdVo8+VKFvZtD9kzq7JjucH7e4sJywr1PO+Q0yXAl5P7nY8pOmbFSi5VKnslKh4FChBfAhSWNnZsshioJsxd6vPLMM9w0Ik4tWzQ7DuNDGpaZsFzXOLeQ49xFl8Vlnxt3CwqFJhdmLQSCt1wRc3o2oNkx+NR9eXZOmgghefO+mKePNKhWdS7ZJJgc34xjR8+cW+DZyY0b5BtvucWfmhj4xUsCf0UzK9/oX8s/6PVPGuCvd02MlgBWgH8N8NnbHiSOxU1Tw97bnju649uvuaa9o9FeZGL4HLG2TNmNODfvU3SaHD8vGCuDpQVYJjx7pMANe+DMgmCgGBETomk2Uo956VTA1imXpVYImtp2mmYHL5S0I5XaUHRgethgz+YmXiCIAKn5LNdctoy08To5rtgqOXE2YbEWI9s2M6MRs8seQ4Umq/UchXxCmJT44HsmMeUg2zdqh2dXhm/dvkHeHUY8NL3lZn7uH1YG+U11/X8O4OuvD77/jQAPzc6tPLRlGw9bZrDl1ZPLcbt+a4w5tumy/aM//8izZ7h0b8Kxk/Ps3TDHxaUQ1wrZNJxDCIOXT+XYPh7x2CGDKBFcsqXBwqrPcr1EGEExBxE+p2YTtoz7LCwE1FoS04TBApxZDFhYEezemHDtrg5J1GHzpOC5IwnHz1vMVT0uLITMroSMDY0zODTKG/bW8MU2Ws0Lv37qjH/yLTe9WfPiUa2cl8c3wldN528e3PRP6fr/PMCza3ysAvDV7O9JeBGkWT5+cu7xC6sOU1PNYGj00p9abYZvbXcEO2c6HJ19gcnhFVabNvmcIIglu2daTAz4SHw8z8VIQiqFhGa7xstHi2wbgeXlBnOLDkMDMUkccmJWML8k0A2LUt4l8E0WGzlWOrC9UOSff3Afl25WI8pGK3fP3GL1t0dGfcMq7iPR3/fQ3is6q8XB4W/0j/Cb8vr/A/wvuIQ+CrAKfAlgYX4OIXj14mo4KgXxcLGF654in1ulUlDOt5beCdzKG39pqFh9t1FoBbrMYZVidClpax57dptUCrBxcwsSF8MIiU0Loft0PNvYu7X45VvvfOqXBouOYYYxQRJRzBe47qq9TI0Y6DLWVuq5iwhOjo+NfKN/RP8orn8a0/xvkuvLdz0OiNHR4plStd5IdOmwVI8JI53lZsxIQXmMD5ZarNZdoiRmcdVASJ8kccVbrp6sxnFycWrrtd/ob+WfzPX/AurBTr76j4DxAAAAJXRFWHRkYXRlOmNyZWF0ZQAyMDIwLTExLTA3VDE4OjAxOjMxKzAwOjAwQ9Zw6wAAACV0RVh0ZGF0ZTptb2RpZnkAMjAyMC0xMS0wN1QxODowMTozMSswMDowMDKLyFcAAAA5dEVYdFNvZnR3YXJlAG1hdHBsb3RsaWIgdmVyc2lvbiAyLjIuNSwgaHR0cDovL21hdHBsb3RsaWIub3JnL0jPKKMAAAAASUVORK5CYII=', 'weight': 18}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 44102239
    {'hecke_orbit_code': 22518067158319179, 'n': 1, 'trace_an': 8}
  • id: 44102240
    {'hecke_orbit_code': 22518067158319179, 'n': 2, 'trace_an': 0}
  • id: 44102241
    {'hecke_orbit_code': 22518067158319179, 'n': 3, 'trace_an': 0}
  • id: 44102242
    {'hecke_orbit_code': 22518067158319179, 'n': 4, 'trace_an': -878714}
  • id: 44102243
    {'hecke_orbit_code': 22518067158319179, 'n': 5, 'trace_an': 0}
  • id: 44102244
    {'hecke_orbit_code': 22518067158319179, 'n': 6, 'trace_an': 433026}
  • id: 44102245
    {'hecke_orbit_code': 22518067158319179, 'n': 7, 'trace_an': 0}
  • id: 44102246
    {'hecke_orbit_code': 22518067158319179, 'n': 8, 'trace_an': 0}
  • id: 44102247
    {'hecke_orbit_code': 22518067158319179, 'n': 9, 'trace_an': -344373768}
  • id: 44102248
    {'hecke_orbit_code': 22518067158319179, 'n': 10, 'trace_an': 0}
  • id: 44102249
    {'hecke_orbit_code': 22518067158319179, 'n': 11, 'trace_an': -1150990368}
  • id: 44102250
    {'hecke_orbit_code': 22518067158319179, 'n': 12, 'trace_an': 0}
  • id: 44102251
    {'hecke_orbit_code': 22518067158319179, 'n': 13, 'trace_an': 0}
  • id: 44102252
    {'hecke_orbit_code': 22518067158319179, 'n': 14, 'trace_an': 13398632064}
  • id: 44102253
    {'hecke_orbit_code': 22518067158319179, 'n': 15, 'trace_an': 0}
  • id: 44102254
    {'hecke_orbit_code': 22518067158319179, 'n': 16, 'trace_an': 15025367810}
  • id: 44102255
    {'hecke_orbit_code': 22518067158319179, 'n': 17, 'trace_an': 0}
  • id: 44102256
    {'hecke_orbit_code': 22518067158319179, 'n': 18, 'trace_an': 0}
  • id: 44102257
    {'hecke_orbit_code': 22518067158319179, 'n': 19, 'trace_an': -397827528736}
  • id: 44102258
    {'hecke_orbit_code': 22518067158319179, 'n': 20, 'trace_an': 0}
  • id: 44102259
    {'hecke_orbit_code': 22518067158319179, 'n': 21, 'trace_an': -230725490688}
  • id: 44102260
    {'hecke_orbit_code': 22518067158319179, 'n': 22, 'trace_an': 0}
  • id: 44102261
    {'hecke_orbit_code': 22518067158319179, 'n': 23, 'trace_an': 0}
  • id: 44102262
    {'hecke_orbit_code': 22518067158319179, 'n': 24, 'trace_an': 835236570762}
  • id: 44102263
    {'hecke_orbit_code': 22518067158319179, 'n': 25, 'trace_an': 0}
  • id: 44102264
    {'hecke_orbit_code': 22518067158319179, 'n': 26, 'trace_an': -1055057698044}
  • id: 44102265
    {'hecke_orbit_code': 22518067158319179, 'n': 27, 'trace_an': 0}
  • id: 44102266
    {'hecke_orbit_code': 22518067158319179, 'n': 28, 'trace_an': 0}
  • id: 44102267
    {'hecke_orbit_code': 22518067158319179, 'n': 29, 'trace_an': -8074961325552}
  • id: 44102268
    {'hecke_orbit_code': 22518067158319179, 'n': 30, 'trace_an': 0}
  • id: 44102269
    {'hecke_orbit_code': 22518067158319179, 'n': 31, 'trace_an': 29368208739328}
  • id: 44102270
    {'hecke_orbit_code': 22518067158319179, 'n': 32, 'trace_an': 0}
  • id: 44102271
    {'hecke_orbit_code': 22518067158319179, 'n': 33, 'trace_an': 0}
  • id: 44102272
    {'hecke_orbit_code': 22518067158319179, 'n': 34, 'trace_an': -132329569647228}
  • id: 44102273
    {'hecke_orbit_code': 22518067158319179, 'n': 35, 'trace_an': 0}
  • id: 44102274
    {'hecke_orbit_code': 22518067158319179, 'n': 36, 'trace_an': 37825756396794}
  • id: 44102275
    {'hecke_orbit_code': 22518067158319179, 'n': 37, 'trace_an': 0}
  • id: 44102276
    {'hecke_orbit_code': 22518067158319179, 'n': 38, 'trace_an': 0}
  • id: 44102277
    {'hecke_orbit_code': 22518067158319179, 'n': 39, 'trace_an': -66261452607504}
  • id: 44102278
    {'hecke_orbit_code': 22518067158319179, 'n': 40, 'trace_an': 0}
  • id: 44102279
    {'hecke_orbit_code': 22518067158319179, 'n': 41, 'trace_an': 2331958094928}
  • id: 44102280
    {'hecke_orbit_code': 22518067158319179, 'n': 42, 'trace_an': 0}
  • id: 44102281
    {'hecke_orbit_code': 22518067158319179, 'n': 43, 'trace_an': 0}
  • id: 44102282
    {'hecke_orbit_code': 22518067158319179, 'n': 44, 'trace_an': -1093242271314072}
  • id: 44102283
    {'hecke_orbit_code': 22518067158319179, 'n': 45, 'trace_an': 0}
  • id: 44102284
    {'hecke_orbit_code': 22518067158319179, 'n': 46, 'trace_an': 132735119645568}
  • id: 44102285
    {'hecke_orbit_code': 22518067158319179, 'n': 47, 'trace_an': 0}
  • id: 44102286
    {'hecke_orbit_code': 22518067158319179, 'n': 48, 'trace_an': 0}
  • id: 44102287
    {'hecke_orbit_code': 22518067158319179, 'n': 49, 'trace_an': -571210398903240}
  • id: 44102288
    {'hecke_orbit_code': 22518067158319179, 'n': 50, 'trace_an': 0}
  • id: 44102289
    {'hecke_orbit_code': 22518067158319179, 'n': 51, 'trace_an': -600431277693456}
  • id: 44102290
    {'hecke_orbit_code': 22518067158319179, 'n': 52, 'trace_an': 0}
  • id: 44102291
    {'hecke_orbit_code': 22518067158319179, 'n': 53, 'trace_an': 0}
  • id: 44102292
    {'hecke_orbit_code': 22518067158319179, 'n': 54, 'trace_an': -18640349407746}
  • id: 44102293
    {'hecke_orbit_code': 22518067158319179, 'n': 55, 'trace_an': 0}
  • id: 44102294
    {'hecke_orbit_code': 22518067158319179, 'n': 56, 'trace_an': -4878632828680320}
  • id: 44102295
    {'hecke_orbit_code': 22518067158319179, 'n': 57, 'trace_an': 0}
  • id: 44102296
    {'hecke_orbit_code': 22518067158319179, 'n': 58, 'trace_an': 0}
  • id: 44102297
    {'hecke_orbit_code': 22518067158319179, 'n': 59, 'trace_an': 1922257523574816}
  • id: 44102298
    {'hecke_orbit_code': 22518067158319179, 'n': 60, 'trace_an': 0}
  • id: 44102299
    {'hecke_orbit_code': 22518067158319179, 'n': 61, 'trace_an': 2532538282666480}
  • id: 44102300
    {'hecke_orbit_code': 22518067158319179, 'n': 62, 'trace_an': 0}
  • id: 44102301
    {'hecke_orbit_code': 22518067158319179, 'n': 63, 'trace_an': 0}
  • id: 44102302
    {'hecke_orbit_code': 22518067158319179, 'n': 64, 'trace_an': -1528050285189266}
  • id: 44102303
    {'hecke_orbit_code': 22518067158319179, 'n': 65, 'trace_an': 0}
  • id: 44102304
    {'hecke_orbit_code': 22518067158319179, 'n': 66, 'trace_an': -5577156137782152}
  • id: 44102305
    {'hecke_orbit_code': 22518067158319179, 'n': 67, 'trace_an': 0}
  • id: 44102306
    {'hecke_orbit_code': 22518067158319179, 'n': 68, 'trace_an': 0}
  • id: 44102307
    {'hecke_orbit_code': 22518067158319179, 'n': 69, 'trace_an': 1261090366792704}
  • id: 44102308
    {'hecke_orbit_code': 22518067158319179, 'n': 70, 'trace_an': 0}
  • id: 44102309
    {'hecke_orbit_code': 22518067158319179, 'n': 71, 'trace_an': 26298189691586496}
  • id: 44102310
    {'hecke_orbit_code': 22518067158319179, 'n': 72, 'trace_an': 0}
  • id: 44102311
    {'hecke_orbit_code': 22518067158319179, 'n': 73, 'trace_an': 0}
  • id: 44102312
    {'hecke_orbit_code': 22518067158319179, 'n': 74, 'trace_an': -3722565824774676}
  • id: 44102313
    {'hecke_orbit_code': 22518067158319179, 'n': 75, 'trace_an': 0}
  • id: 44102314
    {'hecke_orbit_code': 22518067158319179, 'n': 76, 'trace_an': 64684265861242984}
  • id: 44102315
    {'hecke_orbit_code': 22518067158319179, 'n': 77, 'trace_an': 0}
  • id: 44102316
    {'hecke_orbit_code': 22518067158319179, 'n': 78, 'trace_an': 0}
  • id: 44102317
    {'hecke_orbit_code': 22518067158319179, 'n': 79, 'trace_an': -7932835152901120}
  • id: 44102318
    {'hecke_orbit_code': 22518067158319179, 'n': 80, 'trace_an': 0}
  • id: 44102319
    {'hecke_orbit_code': 22518067158319179, 'n': 81, 'trace_an': 14824161510814728}
  • id: 44102320
    {'hecke_orbit_code': 22518067158319179, 'n': 82, 'trace_an': 0}
  • id: 44102321
    {'hecke_orbit_code': 22518067158319179, 'n': 83, 'trace_an': 0}
  • id: 44102322
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