Embedded newform data - 1856.4.a.bg.1.4

Formats: - HTML - YAML - JSON - 2024-04-19T06:22:33.355553

• mf_newforms •

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

  
  {'Nk2': 29696, 'analytic_conductor': 109.50754497065458, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [29, -1]], 'atkin_lehner_string': '+-', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': False, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [1856, 1, [639, 581, 321], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 9, 'field_disc': 891300542051560727056, 'field_disc_factorization': [[2, 4], [67, 1], [831437072809291723, 1]], 'field_poly': [396802, 439999, 30654, -85158, -10822, 5872, 394, -138, -4, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': -1, 'has_non_self_twist': 0, 'hecke_cutters': [[3, [396802, 439999, 30654, -85158, -10822, 5872, 394, -138, -4, 1]], [5, [-37835002, 21340421, 7153684, -4664192, 256400, 85426, -4532, -568, 10, 1]], [7, [-1638662144, -1487601664, -333385728, 2377728, 6862272, 407984, -17936, -1296, 12, 1]]], 'hecke_orbit': 33, 'hecke_orbit_code': 144115188142966592, 'hecke_ring_generator_nbound': 7, 'hecke_ring_index': 4096, 'hecke_ring_index_factorization': [[2, 12]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '1856.4.a.bg', 'level': 1856, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 29], 'level_radical': 58, 'minimal_twist': '928.4.a.d', 'prim_orbit_index': 1, 'qexp_display': 'q+\\beta _{1}q^{3}+(-1-\\beta _{1}+\\beta _{4})q^{5}+(-1+\\cdots)q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 9, 'rm_discs': [], 'sato_tate_group': '3.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '1856.4.a', 'trace_display': [0, 4, -10, -12], 'trace_hash': 168560778748468254, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '7.985', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '188.634', 'prec': 24}, {'__RealLiteral__': 0, 'data': '29.398', 'prec': 20}, {'__RealLiteral__': 0, 'data': '7040.929', 'prec': 27}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 'traces': [9, 0, 4, 0, -10, 0, -12, 0, 49, 0, 64, 0, -70, 0, -170, 0, -66, 0, 42, 0, -76, 0, -40, 0, 111, 0, 322, 0, 261, 0, 64, 0, -52, 0, 496, 0, 54, 0, -590, 0, -378, 0, -32, 0, -1046, 0, -1164, 0, -351, 0, 376, 0, -278, 0, -614, 0, 28, 0, 640, 0, -1054, 0, -1660, 0, -708, 0, 1184, 0, -188, 0, -1988, 0, -750, 0, 3126, 0, -1260, 0, -2916, 0, 293, 0, 2832, 0, -56, 0, 116, 0, -370, 0, 3016, 0, 1696, 0, -4412, 0, -2234, 0, 4118, 0, -1146, 0, -3016, 0, 148, 0, 2604, 0, -1810, 0, -2044, 0, -2806, 0, 2100, 0, -4146, 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• mf_hecke_cc •

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

  
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-0.10913544620374861, -0.10460033555292132, -0.24312484971143494, -0.2950992991948878, -0.2587394876029873, -0.3770022818957662, -0.2729436013656488, -0.45116550367158065, -0.3322463795384997, -0.2616749503258508, -0.25770127747330845, -0.1910267097280231, -0.14299947317587663, -0.36727716363075597, -0.2783752408457681, -0.3815086197566455, -0.2434761205546741, -0.31585260983666236, -0.31749264252020926, -0.21012693402267515, -0.2736274105537397, -0.22031087664340512, -0.31018609318795615, -0.2415414128508729, -0.28695719710441364, -0.20139466673889134, -0.22897363847617033, -0.32210980308248405], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 4, 'dual_embedding_m': 4, 'embedding_index': 4, 'embedding_m': 4, 'embedding_root_imag': 0.0, 'embedding_root_real': -1.9510774111829956, 'hecke_orbit': 33, 'hecke_orbit_code': 144115188142966592, 'label': '1856.4.a.bg.1.4', 'level': 1856, 'weight': 4}
• mf_newspaces •

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

  
  {'AL_dims': [[[[2, -1], [29, -1]], 45, 11], [[[2, 1], [29, -1]], 39, 9], [[[2, -1], [29, 1]], 39, 9], [[[2, 1], [29, 1]], 45, 9]], 'ALdims': [45, 39, 39, 45], 'Nk2': 29696, 'analytic_conductor': 109.50754497065458, 'char_conductor': 1, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [1856, 1, [639, 581, 321], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 708, 'dim': 168, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_cutter_primes': [3, 5, 7], 'hecke_orbit_code': 67110720, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 3, 3, 3, 3, 4, 4, 5, 5, 5, 5, 6, 6, 8, 9, 9, 10, 10, 12, 12, 12], 'label': '1856.4.a', 'level': 1856, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 29], 'level_radical': 58, 'mf_dim': 732, 'mf_new_dim': 168, 'num_forms': 38, 'plus_dim': 90, 'prim_orbit_index': 1, 'relative_dim': 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• mf_twists_cc •

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

  
  
  • id: 48798124
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 9, 'source_embedding_index': 4, 'source_hecke_orbit_code': 144115188142966592, 'source_is_minimal': False, 'source_label': '1856.4.a.bg.1.4', 'source_level': 1856, 'target_conrey_index': 1, 'target_dim': 9, 'target_embedding_index': 4, 'target_hecke_orbit_code': 144115188142966592, 'target_is_minimal': False, 'target_label': '1856.4.a.bg.1.4', 'target_level': 1856, 'twist_class_label': '928.4.a.d.1.6', 'twist_class_level': 928, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 4}
  • id: 48798125
    {'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 9, 'source_embedding_index': 4, 'source_hecke_orbit_code': 144115188142966592, 'source_is_minimal': False, 'source_label': '1856.4.a.bg.1.4', 'source_level': 1856, 'target_conrey_index': 1, 'target_dim': 9, 'target_embedding_index': 6, 'target_hecke_orbit_code': 139611588515596096, 'target_is_minimal': False, 'target_label': '1856.4.a.bf.1.6', 'target_level': 1856, 'twist_class_label': '928.4.a.d.1.6', 'twist_class_level': 928, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 4}
  • id: 48798126
    {'conductor': 8, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 9, 'source_embedding_index': 4, 'source_hecke_orbit_code': 144115188142966592, 'source_is_minimal': False, 'source_label': '1856.4.a.bg.1.4', 'source_level': 1856, 'target_conrey_index': 1, 'target_dim': 9, 'target_embedding_index': 4, 'target_hecke_orbit_code': 18014398576591776, 'target_is_minimal': True, 'target_label': '928.4.a.e.1.4', 'target_level': 928, 'twist_class_label': '928.4.a.d.1.6', 'twist_class_level': 928, 'twisting_char_label': '8.3', 'twisting_conrey_index': 3, 'weight': 4}
  • id: 48798127
    {'conductor': 8, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 9, 'source_embedding_index': 4, 'source_hecke_orbit_code': 144115188142966592, 'source_is_minimal': False, 'source_label': '1856.4.a.bg.1.4', 'source_level': 1856, 'target_conrey_index': 1, 'target_dim': 9, 'target_embedding_index': 6, 'target_hecke_orbit_code': 13510798949221280, 'target_is_minimal': True, 'target_label': '928.4.a.d.1.6', 'target_level': 928, 'twist_class_label': '928.4.a.d.1.6', 'twist_class_level': 928, 'twisting_char_label': '8.5', 'twisting_conrey_index': 5, 'weight': 4}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 2258675
    {'charpoly_factorization': [[[0, 1], 9]], 'hecke_orbit_code': 144115188142966592, 'p': 2}
  • id: 2258676
    {'charpoly_factorization': [[[396802, 439999, 30654, -85158, -10822, 5872, 394, -138, -4, 1], 1]], 'hecke_orbit_code': 144115188142966592, 'p': 3}
  • id: 2258677
    {'charpoly_factorization': [[[-37835002, 21340421, 7153684, -4664192, 256400, 85426, -4532, -568, 10, 1], 1]], 'hecke_orbit_code': 144115188142966592, 'p': 5}
  • id: 2258678
    {'charpoly_factorization': [[[-1638662144, -1487601664, -333385728, 2377728, 6862272, 407984, -17936, -1296, 12, 1], 1]], 'hecke_orbit_code': 144115188142966592, 'p': 7}
  • id: 2258679
    {'charpoly_factorization': [[[-86950571182, -7611950305, 4744765818, 194135674, -57032042, -353264, 166366, -2346, -64, 1], 1]], 'hecke_orbit_code': 144115188142966592, 'p': 11}
  • id: 2258680
    {'charpoly_factorization': [[[119297288098, -226795092763, 3164810548, 4260812080, 163319480, -8030670, -464084, -4424, 70, 1], 1]], 'hecke_orbit_code': 144115188142966592, 'p': 13}
  • id: 2258681
    {'charpoly_factorization': [[[239296714517504, -51317500090368, -5087419003392, -5818930176, 6228527456, 60278224, -1664624, -20248, 66, 1], 1]], 'hecke_orbit_code': 144115188142966592, 'p': 17}
  • id: 2258682
    {'charpoly_factorization': [[[-7185256532770816, 291320927862784, 9106050934784, -375232573440, -3943967360, 150418304, 683296, -21968, -42, 1], 1]], 'hecke_orbit_code': 144115188142966592, 'p': 19}
  • id: 2258683
    {'charpoly_factorization': [[[6098656614344704, 5864262198060544, -194297165183232, -4997296434304, 49549841280, 976003056, -2920464, -57936, 40, 1], 1]], 'hecke_orbit_code': 144115188142966592, 'p': 23}
  • id: 2258684
    {'charpoly_factorization': [[[-29, 1], 9]], 'hecke_orbit_code': 144115188142966592, 'p': 29}
  • id: 2258685
    {'charpoly_factorization': [[[-12758051507405198134, 296389651358752019, 3978999936378202, -68414581089482, -373556406450, 4818076956, 11174478, -130150, -64, 1], 1]], 'hecke_orbit_code': 144115188142966592, 'p': 31}
  • id: 2258686
    {'charpoly_factorization': [[[-25254224946266112, 18996778594467840, 643023040675840, -14946135703552, -140139343872, 2152877056, 5416832, -84912, -54, 1], 1]], 'hecke_orbit_code': 144115188142966592, 'p': 37}
  • id: 2258687
    {'charpoly_factorization': [[[7195943999639650304, 470480190202445824, -7910794886578176, -209843777882624, 1650630884576, 8891846864, -50242704, -156896, 378, 1], 1]], 'hecke_orbit_code': 144115188142966592, 'p': 41}
  • id: 2258688
    {'charpoly_factorization': [[[-301147619879488942, 135612509813604831, 7183359855544538, -214191868216102, -884960515338, 19040723664, -1687618, -286474, 32, 1], 1]], 'hecke_orbit_code': 144115188142966592, 'p': 43}
  • id: 2258689
    {'charpoly_factorization': [[[-208745598867672714322, -19797456013250996893, -526026885030837310, -6508445889899146, -42822974136098, -147460747156, -191239514, 287418, 1164, 1], 1]], 'hecke_orbit_code': 144115188142966592, 'p': 47}
  • id: 2258690
    {'charpoly_factorization': [[[2510272083173948742186, 70618695749096928165, -339270618728759508, -4784243344582512, 13083097172096, 87469601842, -113093612, -526184, 278, 1], 1]], 'hecke_orbit_code': 144115188142966592, 'p': 53}
  • id: 2258691
    {'charpoly_factorization': [[[70188320648168093579264, -2049848734402528454144, 9388931627936776960, 19926810207922304, -169050168240640, 111210062128, 645566448, -810688, -640, 1], 1]], 'hecke_orbit_code': 144115188142966592, 'p': 59}
  • id: 2258692
    {'charpoly_factorization': [[[-19677805022242614272, 1753888944260889600, -21738616774602752, -1477704057509632, 36729597829024, -116990060144, -751633968, -474792, 1054, 1], 1]], 'hecke_orbit_code': 144115188142966592, 'p': 61}
  • id: 2258693
    {'charpoly_factorization': [[[-3318918703225044830519296, 6670376223686957858816, 125956844215952703488, -132156925990256640, -804213518086144, 693866615552, 1715286912, -1418080, -1184, 1], 1]], 'hecke_orbit_code': 144115188142966592, 'p': 67}
  • id: 2258694
    {'charpoly_factorization': [[[-558346181578618660990976, -3818234659227132120320, 24165839263433233152, 180773731697343360, 61975210970048, -1195053889856, -1989966448, 101832, 1988, 1], 1]], 'hecke_orbit_code': 144115188142966592, 'p': 71}
  • id: 2258695
    {'charpoly_factorization': [[[-6132204084312825981566976, -81369897411913881944064, -307559954031428943872, -67682859783397376, 1385987060290048, 1311626488320, -1878708736, -2222496, 750, 1], 1]], 'hecke_orbit_code': 144115188142966592, 'p': 73}
  • id: 2258696
    {'charpoly_factorization': [[[1682835027068467790671786, 21882940203164115255219, 91816991968152759414, 54607180844381654, -591576151806630, -1425470582404, -282009950, 2484218, 2916, 1], 1]], 'hecke_orbit_code': 144115188142966592, 'p': 79}
  • id: 2258697
    {'charpoly_factorization': [[[7745508659088889051136, 717814499416582862336, 10483375340186959104, 20955029717489280, -265599544047616, -763628379152, 1193069584, 1632448, -2832, 1], 1]], 'hecke_orbit_code': 144115188142966592, 'p': 83}
  • id: 2258698
    {'charpoly_factorization': [[[-376399987815296686489600, 3130801063679909396480, 33495561857322903552, -193837785498127360, -527920974525472, 1947502642320, 32738192, -2644400, 370, 1], 1]], 'hecke_orbit_code': 144115188142966592, 'p': 89}
  • id: 2258699
    {'charpoly_factorization': [[[21882034497621489573888, 380259585189132423168, -15636631825925518336, -90322325413091840, 770744614850016, -20812204912, -2654309136, -466192, 2234, 1], 1]], 'hecke_orbit_code': 144115188142966592, 'p': 97}
• mf_newform_portraits •

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

  
  {'char_orbit_index': 1, 'hecke_orbit': 33, 'label': '1856.4.a.bg', 'level': 1856, 'portrait': 'data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAALgAAAC4CAYAAABQMybHAAAABGdBTUEAALGPC/xhBQAAACBjSFJNAAB6JgAAgIQAAPoAAACA6AAAdTAAAOpgAAA6mAAAF3CculE8AAAABmJLR0QA/wD/AP+gvaeTAAAACXBIWXMAAA9hAAAPYQGoP6dpAAAAB3RJTUUH5AsHEzAutvbciQAAABBjYU52AAAA1wAAANcAAAAQAAAADnCbpecAAIAASURBVHja7L13vK1ZXd//Xms9ZdfTz+1t7sydO733AQaQpgQBaRqiMfYYU39J1FRj4g/1F2M0kagIiA1BQBAY2gwwhem93t7buafvvp+y1u+P9dR9zoA/fyQjJvvFZpdz55y9n+fzfNbn+/mWJfg/t2/b7ROfvQ8pxcZnD5wYN7ExW6ZdPFfy+NEOr7pqStxyWWPx3iditkwvTV9/6Wnz9IGtVDzJxukejXostNyzCmZuessrATYDK0BfCPFyf7Xv2Jvzcn+A75TboWPnAC7QOt5oELrXD/jkp/6cPVvOsGvzEhXlceTUp8Jlc90v9LvLf8sRJjx9zmPjlCDsDeisRt7p0wsfPHlaIOLBj54c6wZn5xbYPA0nBgFjjdgdRMc+95sf2fcLL5z6tPiv/+HHfmXu9NE/q0RPP95d3a8MPgghlXTngKPVxpaX+5B8R9z+DzW8xO3FQ/MYUZlwzdFX9ZafQQkZnl4e/6edgXy9FIYgjHjiiadoVFe4aEuLlY7i5Pkq6CFRGDHZNOw/6XH5BTFn5yWTYxHNus/hsw6xDplpCM4shlyxW3PwpGRqTON5HpWKw9F5yUoXLt4QsWfHJHsvvQqDi6OgFzhf2Xd08Ouxid3XvOIKLtq19V7McEXIDS/3Iftrefs/AE9uKysLGHhjoz688Oixjv4Pv/lx/d43jl3QHW74uW77MPWKx7GT52i3FwlCh+WeJDYeFdfQ9A3n2xEHzw7YMlVhvKpQImRmzGPPdkVvAEIOOT3vMAjgzKJA4dEfhly43bBxsotEUq8FbJrtsP/4FEsrVeqVGN8J6Q00ra4iiCImJmeoN7agnCGX77mAp/cv/vLNF587um3PD8lAjMsts85h4EtjzemX+5D+tbj9bw/wF5+9HynEq5ZWgzc8d3jxnZdeML932PX44KcOcMsVKyzMu5xY6LF1WlHzYWZcc3rZR0mDFJrNEzEnzleo1wyPHx7SGwoqHiyuwgUzDrWqz8aZiFdd0eaFo2M8vk/w4omIWy+P2TKtqdcF2zeusLCiqPjQHxqe3D9Noyo5ct5j0+QAKcBTMeeWFGP1CEnMlg0hC4sN+kbz6qvrnFi+jEoj5hVXje+fW579RBDJLwvBvW98/R0v9yF+WW//2wG802lRrfiT5+YW/u/f/cMvewdPvhj/xFsq1y2vjF3/0S/MsXH2OK+9us7dj43T16u8/jqH+5+usHtbn27f5eyyYhgKfCfi0m0xGyaHLHUkTx8ZI4wEe7YMON9RXLm7z8FjLu2BQzCEGy/tcuBUjWY1YN9ph5svlgThkPbA4enjkmt2xrQ6LhduDQhCybNHBYudCpsmYO/2Dp4jCUI4t+zSGUZctNnlnqcNr72+y7A/zhce7nHH9atcvXsbjx7cwmK/9/h7Xrv4xKaZq9XUtjcFtcbUv4qjYHlyYuzlPgX/S29/44PMI0eP47mO+MRn7+fVNw6V6H3p/YePuhc/9tTZV5w6cVqdO9/m0IlTbGw02TJV56nD07zqmmWu2zvGlx5t8NjhHjs3Gc7OO2yeNfTOGEJjGIYupxYkG6aGCGHYs3XIi0cdfK/P7k0ecwsuE03BzZeGPHNI8+yRJr2ww46NAVe5Y5xZhKcPVrl4R8T2aThyXlD1QxCKg6cdDCHSBGybMTSqoESAq1xafdg2qzh+VnD93g4TtTpfeU7QHAu59fImT7wA9z9xhG3bOteboXP9i/uOceahP4+9xrZLW7F/4AN/8rGffuWlIp7Z9kqMjszsxu0v9yn6n3r7Gwnw1spZpFRyMGhXPvXHvzh87Vv+1T+P4/gH/93vHAv/1Q8cuKQixiudFZ+GB4Oe5MmD8IOv63LFhQ3OLlW463Gf73vFKlfvnuKrT3lcuK3HxvEGx89G3Lg3YP8pj/F6CEieP15j86RmacXhgRdiHjgEV+4wXLpNstwR3P+i5DWXh4zXFSudBqfOOay2DcoN+KE3rXBirslqR3DtxQOuvHABlwnmFmc4tQCX7tT0A8mxOZ+JmsO+05KLt0GnI7l4xyK7Nlf46mMex5f6vONVmvOLE+w7Dq1hzDUXBghdZf/RHi8c2a8OzR+9oznRu/k//1T9xji+zh0Oh3/4lvf83H9+7oVD/uTk2CCKIr1z+988Z+ZvlESJYo2QQppwZby1fPiWwVB94NChI9GDjx6aevrFc83nTkRMzCzyb75/iIm38MzBKk8fDDk41+cNt7a4/ZI6zxwY595nA8anurz9Nslz+xvc/3yfS3ZHbJ2sgukjHIErHQ6fc5htxrSGhkZlyIn5mBdOxTTUBK+/ocvKaoNHXjRcvktw0faYOBKcXHCJY81FWwWXXRDyyAuC5W6P110vqdbPcuB4g+PnJqj5gk7PZXos4sg5D88ZoqTCaIdtG5e5bIfivqcmePxoyFtf1WJDfZz7nqzw1LEeN1+9wvfc4HH4xAxPH9A8cySkJ7v86/fOs2V8loMnZ1juz7YbE7uWdl5woRNo9eNXXrb7oY1TjVUwWgj5cp/Kb9vtbwyDz51fYu780s77nji+9YLN8Se2+neOnTjRrh87oQmHLo0qbB43PHN8ggf2zfG2W1bY1nJodR3afZ9PfLXOVKPNlXscBkGdbzxv+PQDPd7xihaVSoMnD7lsnuoy1fQ4dd6h3Y/p9frUN7iE2mGyrtg8IXnl5X2eOhThSIHvRfi1iMePKuoNl63TAcMItkzBNRcv0Oo5DKMJQu3w3HHJMwd34KsKvhfjjA/pD2Gs2WcX0O56nJqPmRrvMTPW4MuPeDx3MuBtd3TZOt7kgWcqPHtswKW7V/iBV8ccPD7BkdOC0/MR51oxb76jzeXbq+w7VmdhBY6fnWseP3u82QoepbFp65/9l3/Ra4Vu9M5YXnJ60Fs6XqlNvdyn9Nty+44HuDEG4OI7v3TPZqT7O/c9uP+iX3j4fvXB/+s0081Zpsam6PZden2H/lCzawAf+fIkm6aWuGWPQ28wzTB06Qc1HnkxIAhXuHIP+F6NR/crPnVfi8t3rvKKK+scOtVkYXVA1YuYmdDs2aI4t6RYbknanZhGdYjvuWydCTg25+LIPm+7zeGJAy6X7FhlfLzNnU/WaPd9psfqPHnQ49ILOkyNuRyfF2yZcalUQiYqMa4jkVLw+L5Jxuo9qt6QC7cpPFnlG88aarVV3nEHNNxxvvaYx/7Tfa7cu8w1u+HU2Y3sO+py/GzIC6cN11+xwg+/LuT0/CbmliosrMByK6LdhxfO9BnvPFJvnfhy3em96V7jyUO9vv5JY8xZ4MB3ehb1Oxbg7dYSjuNcdHD/c1etrPb+8dGjR19130Mv8OKxNkuDCr/7uTr/4t0tNs9U6A8V/aHHYOjSHxq6Z6vc+UidWy9b4pqLFTCBMS5PH57g9w90ecdr2txyScj0eJ3H903wlUcGbJoesHeHYHbM4chZl94gpNuDVlfgOIYt0zEoiZQB/Z7k3EoFdJXZsYALt/R44FmfIRFvvz0kDmocPi2ZmXDYMiXQOmJhxaE9GNIPPTpdj23TQ6aaA5SSOI4gDB2OnIaZiR43XxmxecLh4IkxvrEfzi53uP7KDt9/R8ypsxt56oDPgRMRTx2NCUWHN984YNCf5vT5GnNLkoWVkKVWxOlliaoM+IdvX6Hu+hw//IRa6Z3ZW2le9vVW37/XcSq/sbyy+kwURYdmZ74zfXX1cn+Av8ptZfEknu/tPHtq/385dmT/v7//Gw/t3H/gCINhgFKK4VDy/AmPrRva3HZZSBh6hLGDNgpjBA6ak3Mexxc1Oze12TgBNb9CxXVQODx9RDG3OqDZDLhsl+birT6dboXTCwLPCQmN4uyKy9kFTTsQOI7DhvGI8yua4+c8JhoSgcPsZMhyx3DFzgFS1ji3VGPPFp+DJ3xOLRou3Tnk/LIkjFz6geLibSFCGDo9yYbxiJnJIbOTAa6EVk/h+7Bnq2BlpcFXn6hy6OyAyckWr76uz80X+xw5OcvTBzxeOBpxdCGgMd7iR97Y5bIdY5w4N87JOZezCzHnl0JOLgkOLhjeevt5fvRNEd3eJPPLTc4vGQ4ePscL+4/vbHfD9wyCeMeG2ZmHfurv/4PV3/yNX3+5T/3/59t31Poz7O7DcaszndUz//jk0aeuWFrqvu3AwZMstX2WW7DUCllcjTi/Yji2IpiabvHz717kpj11jp2d4uRcjdPzirPzMSfnQo4uaJxal3e8osubb/Q4OTfFvmM+h09r9p0MieWAbbMBt16h2TErOTlX59R5yXJbM4g0UsJEA2bGIpbbDu2uYqIZ4AiHiWZMxQ95ZJ/PBRs1MxMR5xaruEpzZkkzO2G4YFPAw/t8PE8x1QClQqbrsNIVLHUFs03NZDNEShgGiuW2w4nzDicXInZsHHDLFRFbZxyIa+w/VuPIacOLJ2JOLA15420rfN8rhlTVBMfPTXD8rMPZ+ZiziyEnFwwHFww3XLbAz76rzYaxCc4sjHN+scL8isviKswvDZlbGrB12wXUGhOfvu32G567YNfW3+j1+gs3XXnByw2Fv/TtO4bBzer7UfJkU/ee+R+t+Ud/amXh1KXt1iJCeGijiLXEGIHRGoFBGjg+V+Hxw4KLtra4dIcGXEAhpYOjJL4yzC+67D+tGOg+e3e02b1FMzPhsHHCwxM+Sy2fU3OCY+cEzx6H4+cCFlaGtDoxg9Cl4nnMNAxbZkOEiOkPHXZuDHGVIdSCMPZYakv6QxfPEQijmRnXTI/FLLd92n3BIHJZ6Qk2jmmWWpqT5xUV12PjJGydCdgwNWB2asjGqSFbNxi2b1Rcss2lquocO9nk4ec9njwY8eyJkFh1+J7bW7ztVkNVTXHwxDjHzjqcmY+ZS8B9eNFw/WUL/Nv3rrBteoyz8+PMr1RYarkstyQrnZh2L6Y3FBw+scSR0+1Lnj54/hWHT5/feezM/Jdveu33BQ9+5RMvNyT+Ure/1gy+tNJCaoMRvO+BJw/f+i//6yflO249eus/fetZZ2FlA8vtJsutKkstl6WWw1JLsNyKWW6FLK3GzK3CkSXBzPQq/+EHl7hhT41T5yc5O1/n7KLD+SXD3GLE6YWY+U7E+OSA267octNe8GQVX/mcX65wbtFhblnQG0IUaSqepl6JmRiL0MCJuYh2F3ZscKlXhxgjQHh0+5rtG4csrTpgrBRZ7cIwAoNhuRWwZdal01cIZRB6SLPisn3TgNWe4MRZh1g7TDUljYrAdyGKBL2hZG5Zcm7JcH4lwvcH4EbcfGmXWy8TzDSrLK00OXXe5+winF+MOL8ccWYZjiwZrrt0kV/8wRU2jjc5OTfJ3FKVhRWPxZZkeTVmpR2y0o5Z7miWuoIzbcHycpv/8k+H0XtfX3lQTvyUdmuXPqiN+HlXGbzKX9/s6F9bBv+dD32SV956Lf/on/3zX/rEZ77+zz7y8a9e+OKJ9s6DZ7rytss77N6iiWIHbSTGWPbGSEACAiEMjjB4Es4uVXn0sOSK3cvs3TagVgHXkXiuwvMc6lVJzZX0ui4Hjle4+0mPE/ND2lHIgVNDNkwt8+bbVrjiwg7X7W1xfDFisSeo+QOOnjW02nUuv0CyOojZd1zRqDm8cAIu2mwYBDGD2MNxQiYasP+Uj3JiXBnhuNAfSm7Y26Pfk1xxYUy7H3PibINdGxX1WsDq0DA73mOl2+bjX4enj8U8e2zAjs1LXHlxm4nJgDfd3OH7XmnYvbFBHI5z7MwYR067nJrTnJ4POT0fc2RecHI15Ko9C/yHH+ywYXycU3OTnF+qsbDqsdSSrLRiWp2Q1W7Matew0hWc7ymW2hHXX7LIT79lQXpS7jxz6syuQT+4cXxiW7VSm/zqi0/+Ob/1Ox97uSGz7u2vJYN/9GN/zm03bFOf+dKBf3f81Ny/fm7fcbWwGrLYV5zuGS7ffp5f/8kFrt5d4/zSBEutGsutCsstl+W2w0oHVloxK+2I5U7EYgtOrQic6oBbLlvm3a8M2DVbZ7XbZH65ysKyx2JLsNyyEmGlo2n3Ne2hoTeImGqGbN+gAYHvGk7Puwjps2NWsWuzYfNsj/MrQ5451ODaiwy16grPH56kUQ8IApepCU1/AJdsH/AnXx/n4m0Rw6FhekwSxn0aFZ8Xjg+ounWu3hPx7NGA80seW6Z8dm2C7RsDlAo5vQieaxDCsGNDxERD0un7dHsu7Z7LcluxvApLLc1yK2axFTPXgqVBzPYtXd79qkVu2etQcZucW2yyuFJhcdVhuS1YaWlWOyErHQvupS7MdRTnVyNuuHiOX/3JJS7cUmdxZYzlVoV+2KTa2BVX6xt/6fjy3l+crZ+Mb7/jrS83dNbc/loB/NChg1QrleqZM6e3P/n0C+86cPjMf9p36BSxVvQCWO0J5nuKs52Qay84z6/95DJXXlBlfmWCpdUaK+0Ky22XlbbDShtaHc1qJ2KlE7HcNpxvCc52DYgub7u9xZtu0FywqUIQ1FhpVVjterQ6ipWuoNMTDIaGIDLEMShp8F2o+obxpmF2MsRxBxw5F/DcYR8d1XnDjQGOu8oT+8bYuQm++GjE7Zf7zLf6VBxFFIdMTkAUujhuxNJSjduuafPFhxrs2gSPHxriUuP1N2gi0ee5IzHHTldwpMeGCYeJuqDqCzxPoAREGoLQMAig0zOsdjWdnma1p1nqGvpxzI6tPd50U4u33RqAbrC0Osb8spV1y22HlRasdmJa3YjVBNzLPTjXViy0Y67bc55f/cl5Lt1RZWFlnNV2jVbXp9t36A/AqW5Bepv/zaate/9sy9YtJ4eDQX/Pnotfbihlt782AD98+DCTkzPeyROHf/jw4UPvf/yJp8Xiclf2BpreQNMdGjp9wWpfMN+XnOuE3HDhPL/yY0tcc2GFxdVxllbrrLR9VjseKx2H1Y6g1TG0ujGrnYhWV7PSNcx3BOdamonxHt91XYeb90bs2KBoVl3anQq+KwFFEEm0FmgDvQEgNBONAYfOGLQJuOvxOsNelQu3eNxyRY9Qr3Lfk+NcfZHLobkurZUmN13R46tP+GyYNOw7YfgHb22z77jPhknJ3U8qbrlEsdxrc/TUJFfvCbjvuT7RsMbNl3rs3jagH3X5yhMKYsGR0w7NmoMjoNeXaCOItSGMAKlxPE2ra6g3QrZtGnLrJT2+69qIqXqF88tjLK1WWWnbY7PSFrS60OpEtLoRrW5Mq2dY7knmOoLFTsSNFy/wSz+2wJW7KiysjLHardHu+rR7Lt2+Q7evaHUFYVzRF1x0udm9+8KfvnjPnt+fn18Idl944csNKeCvCcCNDmQc9d784tOfu/DEWfWrjz/+hDsIYBAYev2IUZC3EpCfbUXcfMk87/uxBa7d7bHaHmNhpUGrW2G147HadWh1FK0edLqGdi+i3Y3p9jWtnmGhK1joQhgPufKiPhsnY7o9wxtvGrJzoyaKJY40BCHc+0yFk/MVNk1EPH+kArrG3q2Kay7W+JUeTxzqsbBY57KddZrjKzz0rMv1F1VY6q2ystJk40bDo/sUf/vVXR7b57B11mWx22JleZJrLunx0PMxk9VxLruwy3yrxaMvjlN16lx3sWHP9gHILs8cE8xOhpxfCLnvGZdBqJASYm3YuSngu24K6HQVmyc011wEQVBjuVVjueWz2nVp9xStrqTdhXYvpt2N6fRi2j3Nas+w3JecaQta/SG37FngF390hesushdHq1Ol3fPp9Fw6Cbg7fUm3L+j0Yrr9iGuvvT5caMt/+Xe//28dbjaqn69UXP1yY+tlz2QOhz0Gw8EPnjvxxK8vzB2aPHuiS6MmUY4NFG0mPkIIQFgLUAiDlAYpHR47uIGf/6DDW29Z5j2vXmbXloC5pSa+V6Xqe9R8l3rVoVOVNPouY3WH3iCm24/ZMNT0h4bOwGd5ocLpU4Yg0pyZi/B9Awg8ZXCkoNdXCFyinsNVOwW7Nxu2b+kxjDt86THF/sMTvO5an2suWeEPvmTwRI2dW3o8+5Biy7hiutmjoqoEoct8B+oVh60bBE/vD7hmT5VXXr3IR+7s47kNXnujwfV7fO3RgC8+UufFY1Uu2Fxj56aYmYmAXdMhl++MUUrjKAMYar7PzLhPELp0eh7PH3LpDhx6fUV3IOn2oTswdHv2u3f6Md2+od03rPZhoac4v2KojbX4mTcs8L23DLnygjrnFpu0uhU6GbgVvYGi25f0BoL+0DAMIQzha/c+4hp36tfv+cajy6+948Z/2u70PtJs1P73BXgYdBHwo2dPPPS+wy9+dbLd7lD1PWIjEEJYZwSFECBEjBAghe2kUdKgZIwnJc8emuGpg3UOnZ3nrbd2ufXSAeONJsutGvV2hWbfo9tz6CQnuz9w6A0dBkPDINAEoSEMDVFs70HkYTRIJXAdQcUTjDcEEw3YOK3ZuqHH9ESLLz8B9z/lIvUYr7vW5aq9HR54MSQYNLnlKkGr32d+qc7NezTT4z2qjs8gUiy0Q5QWXLXHodYY8uSBCq+4Zoybruzw5AEFZoxrL/X4ke9Z5qtPB9z9WJ19Jytsn1FsnKwy0agx1oCqD65jUBK0gX3HBHEsCCNBEMEwxH7HYUx/qBkM7UrYG2q6fWgPYaErme/AUA94zdXLvPnWFj/wWk0UNZlbrNPuVuj0Pbp9l25f0e0regNBdyjo9w39oaY/iOgnv3t14Rx/+skvTQZh/P9875te6bTbvQ82my8fyF82gHe7q0QxPzJ34r73nT5y16yJOniui9aGWGswABKBQAiFEAIpScANShkcZXCVpuoKFntVPvb1rXztqTa3X77Ke1+zyuW7ukyN11hardHp+/T6bgJsZe+BYBhKwkgQRXaptyuGDSodByoe1KqayUbIltkeEV0OnQn5+H0Vjp6qM+5Xuf5Sh5uvaPPowRZ3PdzkxosqbN/U40++LlDCp9kIWe0O0QaUgJlmj3bHQ0dV3nz7PB/7Yo3d5yu86cYeQbjEfc9NEcYVbrh0ljdd3+aibS2+9mSPZ0/VeOaYx9ZJyWRTUPMFnmsvQilACIM2oLUhjJKLNTQMQ3shDwLoB9AZCFaGguUOCGfA1Rev8t7vWuX2S2OmmlVW2jVanSqdnk93YPV2uhL0hpL+AHrphTOIGQw1g8DGAlIpzi+0+ZNP3j1rDO9765tuM0tLKx+ampr4mw/w5bbB9RANX5j3/+mdP3Tbxe1fbeh90+hVKr6LkDEGy0bpTQiBFAIpJEo6SBmjlEiWZ42rDL5jqDqClYFiqTXBJ+6t88jzXW65cpX3vnaVq3e3mIqrRJFPb1Ch23fpDx2CUBFGkiiWxFqgjbBZUGHwPU2tEuF7AZ475MzSkDsflxw+7XHs9ARK++ze5HHJLsW1e9sof4HnjjTYMl7jsgtg48wKy+0ml2+RRNrw5cd8hj3JeD3i9TcM+Px9ISfnGlx8ocu51QEvHHXZtmGCK3ct8MCzHR56QTAMPPbummTvNp+9WzscObfM4TPw2P4ah47WqTkC35HUfUPFBSltUGWMvVijGIIIgtgybnsgaIcQ6AhtBlx3UZv3fleb2y+P2TTpMxiMsdSq0On6dAcevb5Dd2AlSX8o6A8k/aHtGx0MYwZBsjIEFuDD0MqVSCvOzLX40Me+PrvUPvWr33ObjlbnPvQHH/18wE/9yE/9zQV4HA+QUeX2/Qef+9DyqfdPbq4dn47COtJUGYZYXS3sSZIiuUuJlCSgViglcJTGUTGuI/AcjecafNdQ82LGK4LO0GWlPcGn7m/y9WcGbJjo8a5Xtdi7bcCg3+WyXYZtGxXD0CWO8zS/wCClxnViTpw3HJsTrPY1n32gxpnFCUzgMlFRbJ5y2LHR4YItcNnuNlou8oHP11leHuPGvQ6X7W7xtWcEInKZnZDUaxG90EMaCUaiHI/WQHB+WXCpqfGqazs8+GSVzdMeN142yd/7nkV+/4sdHjtQpztwWVptsGtzlYs39bhhT4e3v6LD2eVlPvuAz1LP58Q5lzNnPFwlkNKuetoYYg2hNsSRZmIq5IpLewyHIXu3DXnHq4bMjikmGz5hWOHcQoVe36M3tKtcPwO2tOAeCgZDLJiHKWvHFtiBYRAY+gEMIsEwhH7kcPJ4myd++8HpR5+Z+s3vunFHeOKo+OiHP/rr/L0f+Kd/8wD+5AO/y/T4vPjyXZ/dte/w4T3bJ5/lmt2K1VUrPxzloqRGijyIFNIgpUJKiZIyAbfEUQLHEbhOjOcIPFdTcQ3V0FALDGOVmImqoBdIOkGdY6fr/MpHJ0FHiCji2it67NoYEEWgjcYYm8SRQiCVwHE9Dpz02He4Qr3i0PAk0zXBzJRkdtJh84xix6aYi3esEosl/tunm5w4Oc6Ne1z27ozpRx0efs5nvOoyNWYYbwTUqlYKaS1pDRTLXcNSK6bVrXLbZas8vq/H/pOK8WaFGy4d58fevMRvfQaePFyn2zesdhzOLzfZOF1jdmLAjqkB//ydPZq1Fs8egwOnJK5rUMoghAaM/Z+BKIKdG2NuuTwiDl3CyMeYGoPAZW7Roz+0K9ogUJl86weCwVAwCCxrWxDHDIeaYaAZhDoD9iAwDEIYhIJ+IOiGgnYoWAk1YUuzOPfiOGb19y6/8pLojW/6J/dp80/m+yFx3fufb+L9LwH4f//QH/HRB7aq4/OffdvB4yc/8B8/fIpbLmmwe0ubi7e2kVLjqApKJcGj0ijpJoGkQSmV6G2J61jN6bmKoSsZBho/iBmGhmqoGYaaIDA0IxiGmmEEQSQYhJJh7BPGFfYfrvPMfoiNwULbamNXgqdszUfDh8s2QbMKY3XJREMxNe4wOwnbNw7ZNLNKaJb5b58e48jRMa65QHHBVsnurSvc80LE+aUxrt0lmWhqKl4fX/oYJYhiiTCGKA5Y6VY4v+Ryzd4qV+3p8MCTFTZMCGqVBtfs0fzM25b4zc9oXjjTYLWrWe0oFlYcpsfrTDSrTDTHaNZCZuohO64J8N0I14lQKkYKq/MM9qIKQ8X8gkMYKcJIEYSKYZg8BpJhKBkGkkEgGQaWhQeBYBgYhoE9rsMgJkikyCC07w8CC+xBCL3QgrsVCtpDTTzoc9XuZX7m3StcsWupdtczk394/tzhtq+2XNvv9079r8De/3SA/+Eff5zxRlWZ4NQ77npo6SNPHzlZ6cVjfPlRH+8Dkl/88VUu2drGkTFSaqTUKOklwHZQ0uAqg+soXMfgBhLPFfYkuIKhpwhCC/QwNARRbF2RqHCPIYoNcayJNVZvazJwCwFKgiPBdcF3BBVfUPMl9ZpirCaZGBPMTkbs2NijUV/l0w8G3PfcJKuLTa7YrtixyeWibQNiscqXH6tRdx1mJhSN2oDnjsCLRx0u32boDRVXXhRyxW7D3LmYhRWP/qDGG67v8I1n+xw6o6hXJb7X5PILNL/4Q0vc+0Kfz987zVLbsGM2ZqXlMN5UjNVdGjWXetVQ8TW+p/GdGEeZ5Fjac2AMNmGlBZGWRLEgigRhJAkiQRhKhqF1XoJQEISGIIBhGBOEmqBAHMOweE9YOwF3J5SshtAfRoioxzU7V/iFH1/iDTdoVjsVxtyn/bOH/4CVs3tvC+PZT973tT+PX/mat39nA/zo2VhqvfKexfOnf/u+x89UTrVmcByIqx6fe0gRDBXvuKPNO1/dYaIZ0elVUTJGOTGO4+I6Ma7j4IYOvqMYuAnbuJLAEwShsCcnVIQRBKG0DkKU235RrIlj6y7EJnFKkkA2dWeUtLLHcwS+J6n4knpV0KwZxhuaDZNDZiY6RGaVT3xD8vtfnGK2UuGK7YLtm1x2btbs2LTCpx82LC9X2LtRMdGERi3k/HHJ/IqPtwuGoWBmTDI+DoeOGVbamrnFChftrPDqazvceX+FqQb4noeS41y+W/Djb5rHlfN87oEJXjxTYUM7ZHY8YqyuaFQVtaqk6jv4HvguOI51mNI4JgM59sKONcSxIIpJgA5hbAgiCMPYkkKoCdLHUBOEMIxSVyaxICNBP2HtdiTphJpgEDDmt3n3G5Z456u6vPYaWG036AcVbtpb4eS5U37Qbfze1q2B43nqT7E8850J8A/94WeIYv1D9zz44q8dPnqyWfUUGxua1UCyIj36UvLlxx0efqHCuZUl/sHbekw0Iyp+RKcX4ToeruPiOi5eEBO4Dl6oGIaSwLWpdMs4wjJRwkpRBGEMcWydBGs92kdjcovG+usi0fYC17EAqfhQq2ga1YjxRsTMeJ/piVUe3B/wR3dVOXBsnJ1jLrs3wtaNHls3wMXb2/SiNo/ua1JVLjMTivEGjDeGTIxFeJ6TJa76Q4/ldshqz9DqRsyveGzf2OCmvfPc9ViPA2ea1PwQV3kIMcbuLYq/89pFrrt4nj+6q8Gjz4+z1HWYbUaM1yJqFUm1ovBdge9KXNfGKkqR2IcW5Qbbw6o1GdCjWCerW2ItRpootuCOQggik99D68rYQFLQCwXtSNCJYdCP0FGfqWqHn/6+Rf6v7+9T8z1a7Sr9YYVB4NMd+BhcCA43O6uD/1Ydv8rb98xf/P4lV33vdx7AV1ZbKKV+9Hc+9Kn3nTp1espRgliD7xiaRiMQKKHoyRqrA8Wv/ZnLviMrvPkVPV51dYcNU0M6nSp9x8NzPXzPZRg4+KG19wLPAjwMJUFkl90wSjztmMT6I2FuiTbk4LZJyoS5wVE2YeK5hoqnqVYiGpWIieaQTdNtzrd6vP+zLl9+fJLllToXzgi2zwq2zHpsnRXs2jzA8Vb52H0OR0/V2bNBMtGQjNVjpBxyZsHgOxIpwBhBEDrsmG3zGDHtnmKlbTi/XGXP1gpvf1WLT37N4/h5H9cJEcJFmzphJLl21wo7vr/Nl5/s8SdfnuSJ43W2TAim6zH1SkzFE/iuwHNtrOIobOAsRVaTYbAXmTZYpyW2gE9BHsVW0lmwQxBbfztIk0eRoB9BJ5J0IugHmrg3ZOt0h1des8JbXtHjjddpHFFjeaVCEPoMA5dB4BGGyi6cQrC0cG5qprL7V/de9XbV77c/WK02v3MAfm5hFS2cv/fFL9/3vieeemHWUQYlBWFs8DJpAI4AVwi6okI7cPjYPRXufbbDNXvbfP9re7zpxhZT4z79gU9/6OG7LkHkEoROFihFkSKMJVEkCWNBFEniWBBrkWttLchUiSHJiNpkkUqSRZ6r8b2Yqh/RqA6ZHu/SD/t87TnDx+8Z49Hnx5nwXC7fYtg0Kdkw5bF5RrJ1Q8AFW1Z49nifz35jhjHlMDMmaNYFzVpIqxfzxYcrNDyDEBZY/aHDm28Z8oVHbE1Mq6uZX3HYOtvgrbd2eXR/h32HPOp+hJLCglzXGARW6/+dV7fYs2mej93b5qEXxzm5UmVjUzBWMdQ8TcXReC44SqAkSYLMfu+0/EgnUk3rfIWLEqBbgoAwFoRxAuxYMIgEvUjQjbExTxBQr/Z46+uWec9r21y7J2bDhEt/UKfd8RmGHkHoMgwdgsAhDB17nhJCOn9632y98Y33XXjprToOlz6s3G//qIpvK8Db7RYnTrdxhfjBj37mvv/8F5+7e0oP2niuROscWDbdnoBMGnwp6CqXrqs43fY5+0iNR57r8skrOrzj1X1ef8uAyXGPYOgzjFyC0CWM7AELI0UUK6I4SdjEOcC1SZhb53aUECYJKm0dh+NoPDfG90KqfkCj2iemz1eflHz06+M8f2wMEfrsnDBsGjdMjytmJj02Tks2z4Rs39jm1EKH3/l8nWhYZetWwXjDoVmHZi1EuAHtfp3xhknKDyCMJJO+ItIRndCj04tZaSvOLFS59IIGP/G3VvnVP/U5sVDHUWFyYThEUYVBINk45XPthW2uuKDLCyfO8PF7qtz1xDhnW1XqvqLhQd01eI7BVeBIm84XolxdpwGj7UUXa0FsIIrtShvGgiC2SaJ+LOjH0I8MURShwyFTlT5veM0q73pNh9svDxmrugRhnZWWBXYYugSRQ5CuuKFKHJz0PAmicJmFU1+cnZ7o/ef69GuieHjiD7vDCcbGvn0dQt9WgEdhnz0XNN9y3zee+K0H7/l6Uw/aVH2FAGKZA1uIlFWMdS4k+LGmogQ95dGLHOaHFT73SJ37nu9xw91d/uH3dbhke5vZcUWz5hCEHkHkEkU5yOMU4FomnT5WEpjCqiGFTtL8GseJ8L0IVwW0+yEL7ZDf+HSFY/MTPLlvHKM9pqqC2WnD9JhgqqmYGnfZMCXZOBWxZabH1PgKX35K88SL41yxVTDRkDRqkmZNU68GCHeI7zs4yv59YyCOJf2hQ38QEmlBp6/pdA3LbZe5pSY3X9zlpktX+djdFarLCkeGFpDGIYo9gtD2eE6PV7hud5frLuzy2CvPcmJB8kd3jTO/WuP0ko+nJHVX4KUyrJBIsynPRKpgmTwygkhDqAXDGAYRBNpAHEEUItWQzRN9rthhz8f1l8Q0qw5RVKeVMHYUOQkBKQvuSBGGsgTuKLaODsJlfmHI/H0PT23ZPflbOy64diUM+p/9dmLy2wbwp57Zz9jkBvXwPX964dEDR5p1t8vGKTfRdjZ1rKVdMjN/W4ITC1xl8CKDHwtqStBXgp7j049dloIqdz0xxoMv9qn7Q/7uG1tsnYrYubnPzZd1cIRtERPCyhWblbS10rZYKwE3NnGkhPXMDRHIiBeOSR7f73Dnow1eONkgiGo0HMVM1TBZN0zUjPXBmw6TYw5T44KNkxGbZ/psmlnhvueHfODOWTaNO8w0oVlXNOuCRi2i6g958KBiEDi4dQsqYwRBJKk4iqv39HnkuXFb+NSPWW27LK76nF+c4CfedJ7Ti0s88vQMrgREiIYMQMNA0u07TDQqjDfr3LSnxyuv6PH9dyyw/5TmC49WeHR/lYNH60TCYThU9EKFEhIhxEjgmeQEjCbSBqM1rogZ8wIqhNx0TZddmwZsnQ557+uHVD1JveoSBDVaHS9ZSZ2EcFTmtaegDjNZIokiQaRFtspGkcvCSsDj++5vbtl2+sIf/5EfUIvnD8XTGy766wPwffteYPOmKe/RRx774UMnw187cGSBiu9g0JlllwZ81t8WqAgrEWKDE4ErBa42+JGhogS1WDDUMIhd+rFLL67Q6cT8549NYKKQDTMDLt0+YGos4h2v7rN9NiAMRaK3JRSYm2zV0Agp+NS9VZ49Ukc4DifO1jhzvkalqhjzBeN1Q7OiaVagURWM1RTNhmKi4TA1DtPjERumBmyZbRObVT71jSb9bp2LthqaNUWjJmlUNY1KhOsGfPmRCsOexJ213aKpRKlXFW+4oc/9T2m6Q0m3H9PuOax2HOaWalyyq8E7bm/z5As1Tiw3UFIDYaKXXcLYukmDQNIdOLS6Ho1qjXp1yCVbB9x48YBT8y2On1vFcWOeOerwyXtqCGUzx4zOHzQa0GAMYRCzY0PEu17dZ7oZc/EOw4YpiCOXYdAgilxW2i5RqAhjJ4mDFGFoV9IwUklMlAA7EjZOikXmwVtwWzcmNhLFKptnzK+9+PzjvanZXb9/8OCLwZ49l/71APjxE6c4d25hz/m5M+9/7pmnZRDZQnzftfUlSiYRujKoGHuXBkcLnMjqxDA2uDFESuDHhoo2RLEg0IYgFgy1ZBhLAu0SaljoNrnnWY0h5i8etSMbMDq5p1m8xCITaUWiRCpFFDpI7eA6koYPu2YMdVdT8zU1H2q+oF6VNKpWDo01JBNNmBqLmJkYsnmmQ8wKv/HnFR54bpbdUzBRS9i7JmlUI2rVgHqtT7Vaw1cSJRMNjpUDYegy6Av6w5jOUNEdaDp9bVvm6h6nz49x26VDfuad5/n1TzqcXPURQmNMiI4NYeQShJLB0JaxNvoO9YpHrVqh5teo+CGNasC1FwV4bsj1F0W89zU9HBVlCTUhTFmUJ5JOa4kQEt9VgMdg6LC04ti6nTiNeZJ7JPMYKEruscwAnQaUJWDHIrFyrbVrjE2yPfzwEzLWzvu39wffGAwGz387sPn/G+D33PNJxieoHjl08G2HDh4VrqtQjiCOtQWUNChhiJRGxRBLYcGtbKSePSZSJkoj+jiJ6tPIXov8tRYEWhIZSawdQu0TJ7ZX8ZZlKQU4Qli9r6BSNVQcQ0XF+C74DlQ8Q9UXVD1JrSqpVRwL8LpgvKGZbEZMjQ+ZneyyeXaJD9yp+ZO7NrBtXDHd0DTrikZNUa9BrRrTqIacW9IcOedT8ewFDWmln2AQOOzaqNk4PaA98OgPTMLiktWOQ6NaoVEb572vmefouTl+77NbcKRdFWMdE2lDGDkMA0U/sEVRvYqkNnCo+i5VP6bVsTGG58Y2YebGONI2SkgZZ3U/QiR1K/aIJSAXtHRSZaltXBPHEq0lkc7jHQveQuBYei8HdpRKkpjC+2SOjf255MknnxULSytv27xl85GPf+Kj/Xe/8wdeXoA/d9jx4mjh54LuuZ+reEMZRcoCVcikWMreLbhTFre9hE5siDQ4MYlOT5IPOtft6Xv587xSznq5IguUipobyo6NIzWOJKlpAVcJXMdY39gRVHxJxZNUfUW1omhUJY2aYaweM96ImGwOmZ7osX3DEo8eHPKxezczUfHZ0NA0a8KCuyqpVzT1SkSjNuTRA/DM/hoXzphE9+Zp8/5Qcf3Fhou293ns+XF6Q0N/ENPtOwnIXWqVKtXKOO9+xTLPHJznkX0bwSi0jm05bGSIQpPVk/SHDrWBoVpRVDyN77n4XozvaBwnxnVsiXFa82OrNw0IgyDXc3lwbkuIdepI6dR+LVixKbATZs5fp9nSAmunQE7Od5g8RkkphdYwt9iTszPn/t2m8TFvcmfzl4DgZQP4oD+Q/X7/Fz7yx3/8T8+cWvA2Tnl4TuKYSIGKBZE0xNIQS0GsDCo2xFLbg6MMjrbyxR44g47Jnsdpxs2kmTeDTjJxabLCGEMh815acfOSW5LgNslYKgpFWzb753uKiq+o+oJaVdCoGpq1mLF6xHhjyNRYn80zKzxyoM8vfGQDJ0+Pc8G0ZrwGzaqiXlXUK1CvxFQrIZ47oDUwKKlwlUHK/JPZEy4JI49mNaQXaXpJnXVvENPpSVpVRa3jU/Eb7NwY8os/3OLf/4Hk4X0bMCi00cSxJoojgkgThIpBoOj7kupQUfEkvmfwPYXvaFzX+v2OSorZlMlWV5JmiRI9JKl9k5CISWpZ4gTwsc4fLRnJ5FHkAE+DyZiMveNkZY6z+qAU3JpYGyqeZGF+ydt3aPFfvvlvvdHt9/r/plqr/pXT+X9lgBuzgDGtX5o/edc/nqmcqLDRs0UFxjKuSqSHjAVaCiKVAFkZdJwCOMmkqeS5FmhtsjSyzjxaMNrYLvKkBLR4ZwTgiezO7EglLLiVspLISVrRXEfie3YAUMW3IxmqvqFe0TRqMc1ayFgjYLLZZ/PMKo/s7/Hvf3+aAycn2TFpHZZGVVKvScveVUOtElOrhIRxwB/f3UAqhSsNSuQ2oTbpEu7yd163wleeCOgEPr0E4N2+otNVtHyHiufju00u3hbxn35kiX/7+4KHnt+ANpJY27R6GNlCs2GgGVZsuavvCyquwPdsZtNzTJaxdZRGKutiSWFso0QK8DzlCSQkgs0lWLclCeRTACdTB3SWXCNhd7IVN12dbdkEuRSN07vOCA005xYlR88erZztfe2fvOftrxWn51d/fuvs+P9agD/5zBGM0Tcdev6B6tSYBlOjN5SEia6K49QStIyutLAsnqWHU3CTgV0XGNo+JwO8tf1Mwtqk5c6Ykc+VAjytwUgzeSl7O05adyJxXWnrNzxBxbczT2p+TL1qwd2sB4w3+8yMt3h0f49f+PAkL5yYZuuEYKpekCYVh3rF1q9UKxFVP8B1h5xZmsBVAiV1YsvlQWYcS6JIsWnCEEUh7bCSdMpo+oOYzkBS7SkqnovnVnCdMfZujfhPf2+Bf/UheOTFWWItLcBjQxjFCZNrhr6mEkgGnsokmOuC6yTOlZI2FyALTSbJ4zoYt3KFJCmEyJJDOkkOpdniOC68r3PJmcnP2GQr8SiwU7CHsT0G51cixo7eU+2vbr5Jyr/6jhN/JYA//fhXqFfc2r5nPu9N+DFGK3wvRpNIk0gQyYTJpSBWhS8aW6BrbYgdMrCXgZ3KEJMB3aRyJH3+Ep9NiryISqZSKQG3kjJplEjlCVRc8D1NtWKo+lY/16ohzVrAeL3P9ESLJw4N+LcfnOC5EzNsHlfM1DVjVUGjIqlVFLWqoFqxF4dN9Qc8sk/QHXhUFMlFZjV42oQQa0EYOdQripsv6/DoC016oZUp/WFMr6/o+ArfU3iul+jncS7ZpvnlH5vnZ38XHto3S6glodZJs3Tegzn0JL6nLXu7eR29o9I7iUzJZZxMsrzrgTxNCpkU4Ang48x5Yd2VV6c5kHTF1gWCK4I9iSnCyDCMDFJK9h+M+a0P3OW9+/u+u/apz3yh931v/e7/+QBfXTrO2OTm8Sce+tzvCBO8IggdhJAoCa7SCCMTSWDdjliafNmSWMbOljTQSqzP2gVA6wzYeVMwifbOToawBUVCFvo4E3BbgNu2N9exTOa52E4gLymw8mOqibxoVIeMNfpMNNo8fXjIv/3gBM8cn2XjuMNMTTNWhXpFUK8qalVFLWPvmIof0agNuO8Zj9VWhYmJPE2eAkYn2jSMFbNTitdc1eW+x7Xtogl0AeSSiiupuA6u4+E4VaTUXLLN8L4fm+dnf9fw0IFZQu0QJhWAtuzVMrkfyqy60HMkjpMUYUmBctJjQ/b50oswlSoirUojTwiN3nXhUevCY7byFlZrYwpgpwD0XIuHySQxV9nfsbo6eMWL+49+6L0/8I6f3Hfw+Oole3b+Twb48jnarcWf7bWOvCcKFlDKxWCXOtcBITRS2tYvlbB1rMlYXKdOiCK76u2EplSGkLF3KZAcZe4E6WlGLtPeMq2gy3V3WjHoKGx9hmNwXdtYXPE0FS+mWomoVULqlSGN2oDJsRZPHhzyc787zdNHNzA77jJbixmrmQTcCXtXJFXfsn/Fj6j5AZEe0gl8hJK4KYNnGlwk7JYUiIUudW9gywWCChMpyAcxPc8yuO9JWxPvpBvQGi7fafjVnzzPv/htzUP7NxBqh2EsCGKdsLigEmp81+C5tnfVSeIOR9kSYdsGaI+TlSmisALao5pdmMVYZwTcGQkViKkI7jyuSlbnOMmclhi8UN6cVXtKTp5d5JkXjr1n7+NPHRkG4b/6n8rg/fYJKo0tO564/0NXBL0zVH1BbHTSsJuwaepcaKu9Y2kyTZY6Itkylmg3nS3bxQMmCkyRZyVNcc1MWbsYVKbLbdKho5JgynGSzqCkCCmtHqy4caKbQ6qVIRPNHmP1Do/si/j5D0zz1NENzIw5zFRjxiqGRgLuasXaiSm4q35MxYto1gP2HTfc+2QdT0pcpZMgLvco0uU7jBWRdnjVtSEXXtDlyMkqMzXyPsdhTG+QsLCjcJy8jU8Iw2U74Jd/fJF/9buab7wwwyCs2mRYZKglNdy+iwW5k65eOpEoEqnibIVTUhQALgogZ41eyUFuygDPKhTzlXe9lblYn5+Tninp9kyiojh89Cx33/P4FT//z398x/5Dp0/svWjrtx/gxhwDGjs7i/f+14oz9xZJB6EcpNGWgZP6BqntwUotIi0T+88Uy1fXLmmpP2wyT3vEJVnjlojsgiqBWxikolTz4qiEtR2D52hcV+O7Gt+LqHgRFT+gVhkyOdZjpdPj/ufhlz+6kWcPTzOdgHu8amhUBfWKyLxy67xoy96eBXjVHxLEMYN+hYqyF5kUolTJlyZSbKDpWC3vDBkGhn4oCgDXeF6M5zq4rsRRKutVTbOQV+4S/PJPrvCf/zTiof1TnG01GdQl47GhERkqycQB3zWJ9586KSZj71SqpADPPm/yoYs4zxRiclLSVTUHd1lS2mpOstxFegFYsssds1y7F1y0hOgWV/scPLHylo/f+XB8y01X/ZNHXjx3/KZLN317AX78yEmEqt04XNn/ts7KAZSqo41BGJDGAktLgTIit4xkmiRIQJ5aSgnQ7XJtkgMgCgemrPnyW1kVpifBjntI2dsk8sQUhgPZsljX0cmYiTgDt+8l4J7ssrDS531/XOOzD8+w2J1gZkwyU0nAXbG6u5YEllVfUvNNwuBWe1f8AAj4+tMeK6HHlE+pHhtRXqHi2DY/NH2HV1/T45EDAZ3QZyzrWNd4Q1ur7jkW4La23kVIm6DBwN5tkl//h22+8EifX/rwBk4vTtAfdxj3BI1IU4vAD+3oZU/ZgUZuGmhKkQXB6WMxUC9emEJkvSLZ+YERCVkEdiF+0kXwF4PQAtD1iJZPf5+UiseeOcSOnbNv27ur8setdv/4t5XBl1f6TIxXLrr3/gf/0cHnj7B7Y93qN2nHExgj0DIFrGVtlVpHSTeNZeeC1s5AnUoQU5ImJdYuypLkQKfMko+ZsM9VCnBlcKQFtqMsuF0nxnNjPDei4oX4Xkij2sdxetz3TMyHvtjkzgdmCXST2aZgumJlibUAU59cJXeRMHeRvUMcZ8iDL47TCxw21dLPM8rg+bEJI0XFVdx0SZ9IW4D3Q2G71tPO9aG2waEjEha3F7JIkusGwfS44D13dGn4Z/nwF/vc/+IUc2GVXkXSjAx1x1iQO0kcokwSl5gE5OkxFHntuLSzxdJjPbqjYCZV0hEVlIFZjKNyJk/dF1MGdAHgGQ6Sg6UkTDcc+kv7eOHx0/SHf/m8z7cEuAkOcO/999Ica2xuLRx5ZRwMCCKXeiW0NpMwmU7WpgBynbJ37mOnbF6SI6nWJtfaObAL1kPRvhJmRJqkWTmSrnyyyVcpc7vK1mL4bojnhVTcgFptgOf1+OhdDr/yh7McWZjE9StsbAgm/Zimb6j7UE867Ku+zXZWkoSQrV+Jk5XAypPFdkw38PCUwpMmCzApfJX0wk5rN4LIpeoO2DjeZ7XXoB+KZNyajRVcN05sPpXYncoCvBS42srHt9ze5fpLF/jlPxrwJ1+eYTmq0/Nd6q6k6dgaHN8BT5E1Qzhp0idZ+WQmVfIEUJFUymKlCHRKK3AZ7EVtzrrgTvGQSVQSKSoM9apkbq7NuenZf79r1+59/+N//O5z173yu7n5iu3//wA+DDWvfNUVO5fPv/iBYPFR6tsDPA88J8580xycRemRAzoLJHVe31C+KBJ/NQO3GJEmKbhNziZJ9k0WAS6NHR5UYu44AXmE51hJ4ntDfLfP8fMRv/eFOp/5xhRHz0/QrLlMVmDCj2n4Jkm9p+CWCbhllhSqJNrb9+yF06wP+fSDDodOVKkkE7iydjFylGdjHIzV4WHksHcHfM/1HT70pSm6NYdmMnvED5K4QWkcRyYTviiA3C2wkV0Vtk9Lfv5v97hi12l+985Jjs6NsRxV6bkOdSWoJUD3pLEXTuIyZatfelxT+xCrz/NMp1nrk6crbVo6kfnmay1FU5QjaS2RKTN4sdQ5jd16A1joLVzxo1fc9onXv+JVb1xeaX9LqfJNAd7uDvFrHn/2hUe3vnjghd27Gkd4zTV1On0XrWXGskWA5ydPZsFUCu6stkGL0r9P//uUBXJWSGnblHSgyDqDTAZumYDbuiYpe8e4TmQ7d5wI3x/iOUM6ccD7P+Hx4S9s5MzSOFpVmRxTTHqGMU9TS5i7lqXvZVKnkkiTxDvPwO3Z7OUwDDh02qcb+Ez4iYuTJp1SVyLNwppCTUro0Kw77NoaoPwBnaBB3xNUQzsWzUvklZtIFCd1PYR6ieBVMTPW4yfe0uNtr5rjw19o83ufmmKxX6fvVKg4ipojqCpbf+8l3T5KiiS7SbIamvWZnHXkyqjDUmDhMsBFga1H2VyUDYbC74iNYHUguWXTUfZMf2P3tka89cItrzhuTIAQ3l8N4KvLi0hdn9k+U/3Ef/i1Q+41l/i89RVLSNkkCF1iLbINoHSJnQXG6JJkMTr/mU7BnHzZnLEFZt1PYgp2oMmAXZInMqmSU7EFuBPjqBjPDal4AZ4b0BoEPPis5KN3NfnUN6YYxA08z2PKE4x7mrpnqPmGmpeDu+JLfF/iJ9LEJoYSZyIBuOfazOexc4b7n6gRhC5+3awJMNNbns62pahBqHBdh9dc3+FjX+1y4HSdfsU2AwxdgxeBG2rcQKOUtL61tANJs+E+5Mcz1pJIS2q+w4bxPv/i3T0u2T7kT+5q8Pi+MRb6dQbKw3UdKo6gKsFPByyl9qo0ydBTCiAv16yMFmcVGT0lqBSw2fceSQyZ5N+UwZ6zemwgNIJuBL1hj++9tYs7eMFdXH3jJ+qmc1UUthf+ygx+tlOVx88cvnH++INjb7slYOeOEMcJqHhDpNQ2gIxlztYpuDMwyzLITZHpRSZLslrkAoOXCn9sj45l8iylrLNyT6u7DY6KLcBVnMkRxwlpdUMeeF7wkS81uevJMZZbDWS1QqOqGHcNTU9Tcw01z1D1SFjbMnfVl1Q8RcUTVDySCj2dgFvju1Z/K2fIwdNwplWxiZVE35YTJ3n9jO2DTEpJtSQIHDY0BRdt6/PcyYhe6DJMZnx7ARZ8Kp2smyZqQI505uQuVSJ/Ylsf/q7X9Hn9DSt87akOf/DlJo/va7LUqdGSHl3PwVMCTwp8ie3hlHaXOiXyi1SJpOx3HQZfU78yyuRmLZizYUQFcMfGsnVsIErAPdQQRTHokPuerXPiZJXx6fvH3vH2/o0X7Nz+Jb7J8KBvCvClhXl/OIh+++zCs/Ufe+sCsxN9jJE4ToAQmlgrYpX0QOoU0GJEgqTSJAc/UAY4I5IkO2pFaWJKBfpWluhEc2s7DUvGeKmbIUMWOhH3PeHwxQcafPb+MebbdUSlgttwaTow5tpOnqpLIjug6onkLpOS00R3ewI/Ze8U4E6E50VUvABjQr7+pM+Jc1WmJwWu1ImOFXmjb4HtTKncVNEfuuzYIHjNNT0+83BAN3Tph4KKa/tVvQiGoSmsUirzqxGyJFNMSi5po4K2fnvVH/KuO/p81/VL/MU3OnzhgRr3PdtgvlWjLzz6noPjKhwhbAuhlLhJY7gSBoUoSMOyfbgOmZeYO7v4shLcnK1jAzEW0BbYFvSRscNRbRQaAoI/vHuMmYbhva9/rj7VvOq30YuXAP2/EsBfeGEfS6sd7n1kgb/7pjlkYuelY4aVVslQHbvUmlEmL7wmfZ9UbxeBXrBJkkNUXAZFAdhC6MQO1IgE4I4T4zkhlUrIYBhz4AwcP6v4+N1jfOnxJvMrdXArOE2XmpI0XEPD0VRdQ9WFimvBXXHtTEJbZioLd5H83CQg1xnIPde2px05q3numA+umyzzppCiFyUUFIMwWy8tiGI7zvnyXUMu3dpl/5ka/YqgFgn80DBUJNaeTtg7dVNSCzLXKpnPntq0WiXTB1wGgUu1OuSH3jDkzTev8pUnuvzZV2scP1th/5kawapP5DsMHAepkqm+gJM8pkyeSRfy4H8NkxfdlJSpKbhI5KydM7vBZP2hSbWWiexd2/dWWj3eeP08g5XD407l3T/Q65sP1arrT6p9SYCb8KQYDvv/6NOf+e3p1Qs7PH045oY9EcKBigIdOgSBItYq24xVG4lJAE8R6MhCul2Un2dHIz80QuSPIu02SVlb6GSXhxjft5NUozhmbgnuvsfhyOkq9z5a5cxKlSNn6+D7qJpDxVHUHUPd0dZFcO3g/Ipre0ctiNO7TO4qATiJ5k7A7cb4rmVve2EFHFuAfcdruLJsD2YShbwePAu4siRY0tcYuVy6o89Fsz2ePxrRi1waoWDogBfZmYCqAHApBULKEpNnTJlZcCILZtM+yjB2GboezWrA33ndkNuvaHNmpc3XH/M4esrnK0/WOLtUIe67aOkQegohpV0pkq58SZLxhEy2pIQ06qyksqycpU7dlkLUnYFaAzGY5B7EEGqEq5Eq5oaL+7xwQvPwwUPj731P92c8N/jwyJ/91gB/4KGvYkz0HsHJ+pkFyd//5WkuvSDgldcNuGRXyJZJzYU7Q3wjiQOJxjJF7qDIst42eb9fqrfTa37EUS1E7DlrZ1JExbh+TBgbjp4SPHdUcfejNZ4/5vHisSrtoc8w8MH1UE0XXwlqCmqOplrwgX0nrdNIy2ZtXbifyBLPU3ieTC4Ak2tvN7aZRdfq/IoXYnTA+WXJ0Pg4jsSTBqdgs40QeAby2JT7HYPIReAwMxkg1YBu6NJzhHU6wrxgzFG6lIGUqUkNkMY9iIxs0taydDCSG6ts/ERv6LFxImD7hpBrLxjSD/r83WMtnj/ucfcjFZ47VuHoyQphpMBXGKlASGJZyAZl9P0SWqX4xhpApxGJKTB28jyIcYjZvStky2TE3l0hr7puwGUXhLxwtMK9XzvOxns+h+O89Ibd6wL80Ye/xvmFlvrcV58RD+2bZt/pMfrtAc8cCfnKo3XG3IjtWyMu3xvwuuuHvPrqAIz1mqt1g9HJl9aCKLRgTwNJC+40B1f+7kLYLy+krRtBaIQ0hIGhN7CMfvy05E/v8umFiqdfrHD4lM9i12MYe+B4oFxUU+FJQVVBTRkqCjvOTCWFR8qytucKm/QogtuVeIks8T3wPRLXxKbMXUfjuVGSEQ2pVgLmV2LufqhBq+MzMSZwEi8+LfoS66yemR+caXHJcKiYnlK8/uYBX3m8z8lWnb4rrUxxwI0Mbph61onHLmNrF1KcdSKzv6GNU/gbFuherIgdReTasQ9h6For1Q2peyG3Xx5x0yVD3vrKAQdPSZ7Z59IPFH9yd41jcy4ISa/vEAcqLd/EOCnARyyjEtqLAAeMRsQGoQ0Ga45X6xGuqxFoXn3rkNddP+Cyi0N2bI0Yc2G6aTDaYduEYvt0SD86JvCuVl/68t3RG9/wXX85gEsJm2ab79+zKb7y0HFJFDvge2gtWei6LGjDsWXNQ8/HfOLuiJnJCKMN1+wJeNdrB0ljg2FmTHP15QH1ij2ZJFWHZt1DILLhPK2e4JlnHZbakmpF8ug+l89/o8IgVAxCxbk5Dy0cQuOihQuOg/AdHCnxlKAiDZUE2L4y+MqW8npO4vk6OXN7aV9mBm6V9GiKjL09V+N5aYFWnLG354UoFXDPU4rPPNxAeY6120r6+6UZPPXC4zh1PBSDgcubb+nz2Qfb/MnXx+hGFeqJDndTHR6mSRmTdQsJITOA2T8lC1q/AHCdDOBxLJO7jiJyHJwotkBXMUrZQfoTlYhbLo64+eIQI4a8444eg9COc/vcN3we2+dR9QWLbcUzz3u0ezJRSd8K5Faa1Cuaq68OmB6PbW14bHjXawdcfVGI0TAzoZkcNyisNNKxZDiU6FjhKMXKisfTh82V19849n6h+Ym/FIMbswhMNU8d/LOLX339vNqx+QyHPuBxbK6BUR4o+wG10QyN5nxbc37VBgUHT2o+f4+lJhNrxiY0N14Z0KjamuB105MFgJO4DqtdxePPebRbCulIOxPFOJaZhGMbPqUD0kFKiSuFBbM0+FLjSQsET4Gn8hl9FuQib3hwbCNA2nhcBLdl+KSs1k0ZPC7cI3wnxJiAM4sewbCCPybxkrS3SqrySllMQU5eBes0607XiiB0mWgotk0HeGJAP/LpR4KqY4dgpjUkaUJLyWJ5q8z+lv0baY5C5wk4rZOeyVwaRVGc5A1Usv9RRBjFqNDmEhwVI2XE1mmdrBiaS7YPCEwf6WhaLcHjzzms9mzjy4jHW1IqIrnCtTHUK4abrgwZm9CYyK7sVQXK2hho7aIjQZBI32Q+GY4ynFse8NufD1lp91VjU+fif/Jj39s8Nd9ub5stT6ldA/Ajx5ZQqv2rX33wmTsW5k/wzFHJ6eUqxvULeitZX9N7EhxExtAyiZ5Shvaq5tw99fLVux6wKS9vRgh0uuUCSc2pUHmQI2ViZaWgTtLOkmTj1tQ3Ljw6SSe9Itl6jwzctq1L4SXg9hyyElPL4AmLOxovyY66bojvh5xa1PzRV+rgeLhS5AFmJk/EGgYv+sPpkFALNjtYJwhd3vv6Pn9xX58Xzzfoxi61yG5Ka6sATd6Jo9KcQDHYS0sXUykkCwVe6V1ntTCOo3BjOy/FTYCuZJ40s3XjyXOhk8FBMY4wCBMzXdN8920aRJzITEBo1oacZJ/LHgcB2iEO8/gsCiWhyTPhRTcurU3SsWbTlOHtr7YjPDy3fsfi0tW/6pjo739LBv+ND9+DUtL7yn0DjpzdjJYuOApX5L51Gv2WI+AU9FnMDMYQl3ZzNut835TdBKnpVAxehJRZC5oS4AqbVvaFrRZ0pX2dDvF0EobLCokcCnNQSHZmy7vqc4DLTLb4nsla2jxPFwbnRLgJe3tOiJQBJ+YEC+0KwnHwJSV5kqXnCxZayVEolDbkgaAiiFymmkN2bOyzf25IP3YYxODHAjc2uFGiwyMyZylPoatSp0LqUtlJu2mDgShII40Ta2IlUU66fblKitVipNLJSqFzazYBuUj/NnrEyjUZ0FMHLIdAVuycKIaCXZzlRkRmJeskWM5/bm9S+HzfbZrvu7VHPz5G59znvfXyPWsALgdnEUJw0QaNLzxaQ8kggjAdyJNlmQQxhTEOFMom88bJ5OGbSBMhkoqxtHIstaBSzzWdI25wRQLaRAKkz7P3ErLPS0HJGmw9JSzYS+CW9tFLgZ4Gnwm40+4fR2cSxXWsPvW8kIiQLzxY5fxCFXdM4RVrOIoOCiOKtKDBi5WXadJnMLQTbN90a5cHnx3Qjir0HIdqpAmSdLqSeUFUWnAmhCbvHCrUCpXqPZKZKgZiZf+mowWREjixTHaxs7U8UQL0PJmmswSbLOyIl+YmyuBObN5sr5j1T39eMSqySsvMcdPlnIpVucl0rVgShC7trsfC6hgBrXULPUoAP3Hgbuq1ym1f+MrD1/c7iwwGBkfG9IaSYWzsgPksnWoPWJQY+HHKSOlB5aVFSfp9U29YJo8qfRQGBzKrTSUpY9vMnGtclQJb2v3k01EIRWBnc1AUth9xPYCnAWequ51UlphEb5dryT03xHMD5lqaJw9XwfFwEnniFAqU0myfGEG4ZalC1V3WlyozTzwMXa65cMjUeJ/WSo1epKgpcCP7XVRshyipsAhw2xObVzjIkUpNkfRN2syzVnYAk6sFsZLEShMrQZSAvFi8lpZDyBTkKagLE7IEltXzkuaMp9fWrhQv9mItUla2UQR3Ws8kE0/fDvjsDz2WVn2On3XoRNXrL7r0xtv+5BN3P/C335m7KSWAn10e4Hai714eBFf3gwBXCXzHdj2DsDMGk766OBuZZjIDPwd4zt8vpbqLALe7C1Ni7nTkmiqAPGUsJ62NSGrA01JP21ycdqpYWaKy7pUc2GnzrWXvRHM7ZHo7tQQtY+fgdrPqxBBByJ3f8Hnw+QbSd/CksPO3swrCvI0ur/gbzWYm5cQZi9tAM9aK/sDl5sv6fM/tHX7vzgZB7NONJZXYMIxIVq5i1Z9O5JweuaBeislBOzLrtErBHSuJUtoyupTJaAldKEUu1gCZHOSjEiVL2JHr8gT4pYNQPCaZXKEkVYrFenFsC8nC0M5ljLTCmB616urVdb/93ZETPrAug5+fO8P4WOP1H//sXX/7L75+nrBnl0JDsodksmuXkumwF5PV++YVgYUxaqWqqZcAeQLuFACyAApJXvNQHG2QMrfdgoRsRIVTmFyVjonIWDzphnFVGdx2nMIIcyc9m17S3uY6acNBVLiHBIT82debxMZHZdnLYoCZ9zWmzkZJgzPSrqelbfWL02DTQeDyrlf3+OMvDFnVIf24Qj8WuBEZi0tpkJHIis6sXTiqRSW5NVkobtKC2ElGN6gE5I5BaStX7Kg9W8Fos8cyK03OLcpidWdexpw1pRQy09/6tpbJs8+s8zqnKNnkQGCoeBF7d4Q4/hnGxlp/e/fFb7z37NnTX9m8eWsZ4GcXB3QDceEzh1q7Dx9vs3Hct2PWTMKgJgGkNigDWo5245jcHVgPzUVgJ0Z4UZ5kQB8pzyxudVLUnCnoi7M9lBK5Fk8q7krDbhJgO0rkTkpmB9qOe9uYbBLmzgNMp8Devhvw5GHJobMVjHJRUuJJjTNap1EQ4KMuSnrX2dAcUfCrLcjDyGX35pBLL+jy8MEqofLoR4KKBDc2OJFI5FvShRMlOhxp5ULpTxbq9QvjOVI2z90VW++SzpFUifTLwZ3WApmkTCBlcrLVQxTAjUgnZn0TmVIk9FKNEgUWL5c2aG1Hg1T8CNeBemWVjbPzu5v19oXa735lDYMfO7tKozVkpRUhhSwws/2gSgrScdJ5CWTO2KNd72u/isneLZZbilGgF8Ctsprv3HbLJYuw3fMiB7cNMkXWLe5k4JYlgBeH/9huezJgZ9nKjLljPMcmdmxXUIgh5JNfr7G0VEX4jvXdixfhaA1K8ZAULMJ0mkCxjjvzprUiDB2mJyXvfE2HJw83GcYVesqjGlstnpazKkkC7nSt0IknnqbBLYuzhhVN4QIrjFrTEqXTFclkzy3AZfI9ddY2l3b5CyHz5ohRBh9pWsnTfWWXvNiumBdsjTTS5CPgkzjHoLVC6CFE8xDlxYUZwP/bBz+DlJL2apuJukqCBkoVfdIIkl4FinmbteBe+6p4knN5MvJYBHSRxUvjxXLGlkUGV6LA4qlckSinDHDPSQYAuenWgUmG0zG4WSpeJ8/j0t1RtnPnxRPwibsaDKWHkirJXpYvxNEM5vqXe8FJKfaxJgwexQ5+7PDO1w34yJd6PHu0SqhcelLixTpxjwQyNoXjZGx7mSiupTr5W+V9i4pMHmtwMgvRjrZWSUmAik0+rDObyyKyCzoa0eN5HdFoXVEBD2J9yVIcgV2UK3lzuiiBP21pGwRVzp87RK9zxiYViwB/5uBZrrxoU+19/+V3dj359Cpz8cgZEckfE/kcDLnmg6x/S6/T8pfLSyyL2vulJYrIgDM6DlkWGDsNMtOpTY6TbvKaaG81Au40fe+mjcnazgzJWsTSns4ouYcoN+DQGYdO4IFyEnliRspjRy/c8vEsDzQa8cKTbpw88eNQdwUXbxnw7KGAWPv0tUcltjXbTqLBlbBjz2xiKWVLTRpk5kxeLGO2qQsnG2xq31PJ0CZHk3QQGaTOJwSk07XitLs/MwDy4DILPDNSKwK8DPY1DFCMQ9cEnjno03+rEQShy/xqjcbkhbte+6afqsXDf9hT/i4L8OMnzzG/uPo6pz79s0vt53BUAdTFv2mKzGMy9K6LbzMC6uyLFkFu8zlFIOTAzvsYVYEVVWmoZgpy8hppVQB19jxJ8igSL9yC2wI4HwrkFuVJkb1V0tfpBSx3NP/9zxss9SsI37XyRJrSqpIPzvkWmjOrORLJsltkcOuoRJFDs+bw02/v8LUnmywNPQLp0JcSL+mhzEc+JAye1PWQ6OK0jNagE3DrUglz2njgJNOm0iA9BbuSImFwK4nizEUhkym5Ds/bCXOZkgae6fEw5WOz3kEaUQW5ShA5DgvvGQOSVbZsqv3ssP3sA8Gw9xeQMPiBfS9SrfgcOXScbndIs+YljF0GdwnMf7mgOAd08fUIu+UaXOQgl6MSpTyYJgN2OgdRjgLc2lxOIkmcDOCp5tZZUOk6OgO366T1F2X2dlWI5wV8/OsuLxypgnSRUuKnpbEFazPbIz75ki9ZTUjO5lkfYkGmRFommzy5XL67x1tub/ORL1XQjk9fevhSZEkfJQVhIaAbZXJRZPI1AVwCdAXK2FVBGzvbJp3taFldkI+VyGfR5JNpbR+nkGV5kjkrBWKjBPi//K1Eutlz+308F1aX5zh44AA6HpIBfPOkR6XisTTlcKpp4+9Ym9LVU5xq9Je5ZR3kmQ4tDE5IDsQo0IvLe9rulbF5xpDfCuAyB7gq1FA7SV2KSyZFXJW7JW5hOFCuuS17u46dWrXS0nzungaLLR8qiXsiCsHYS0gUhCgft0Lsssa2Sy2xpN/VuikOE03F37qjx2cfHLDU9QmUQz+WiT0pEvdG5M3YMmfLFNjG5F0/OmPzXN86qbOikucyeS3t8NT0uBdBLqQodN+nQzwT3Z3p8TKbk6wyZQIcQdc3sZdzkjUZo8dG0On6RE4D4zWIIztOwzlz8ghTUxM7H3z48Z9ZWDyP4zhEOmeY4h8To395nacZrov/zRrmXjs0s8TepYOVJE5KwC7P/i52uNjh7pTBne5skDK3KjD3GgZPx03kIyccZTOXx44LDp6ooPER0smac/PqwWL8IAquRn5A1rhOhaRGnrLPHRWtbbCJcdi7I2D3pgFL+6uY2LMsHluZ4hRcnJw9i4VeieBOy2ghqR0SheATtBSZdViMbZS2F42W6RY16XnJySgDtxbJLJVigJm21pmsnCCXKWYNCYiXAHiZ9XO5orVACIe5ufPUJ/b+zJ69Nz194MCR485SLyJWg40Lnej1h08uooSbHfw8OBRrNNMa/WRGQD3y74rBVgryYio7BXlZnoiCMyEKwWYOaMvgJKOAiz548Z5saa2K4C6APNmv3k1KQ1P2VslrxwlRKuQLDzc4tFgFL5cnbsG6LF2wrB0XMXorjyAuZO6Ku5ulZbSBwwXTAW+6ucdjL9ZAu0Sx1eJunGR347JUyoBVsuQSkBtT9pjT58kIPiOTVUWmd3vs42TFkCJhdZ2usCYjpjzhI3LZIhLmLnXlm9LqXgbvyJYqRbIU+c+Lv8dzFUFwlrF69/We095oKv3jThQagsBm1JSUDEMII1MI7MSaZXctq49cdYJCMifn/fXcheIXHg3QUkCLdYCdsbkShSbcAriT+YT5th2sBbaTDwjKRrw5OgF5ZOWJCqnWAh4+oPiLe+r0Bx7UHBwpcEVZmox+/qIEWxfgjOjvEcuw6IuHkcNYw+GtrxrwpQd7PHrAw9Rd+rGPJ8guNJX9/VwHF9bVDOSmBCWdX2DKsnksrR7XBdZOg3qdBJcySbbIBLh5oJuTFOnrBCBCpCNASFYYU8KOKPxf/tysIcr0rpIYIJ1ioI1ECIXrJDU1r7liLy/OnZm8fNeQK/b0+fT9FcYqDnU/HxOQDa8pMnHxiipAfc3P1gssC0tniblHnmdSROSglqqwe4MSSW1KDu4c5GnZrMFx8hHKTrIJk6PKQHcztrZ3pWyA6XkBYRDzpYdqvHiyBq6LkCoBVTI3pBBcCjlyIRdPTAHZGWsntTymkMnUJt22T2aeeBw7BIHDJdsj3nBrl2eOVxlGHrF06WuFFzPyWQrgYS3IzchnQaUXm0YrOyXYGDBSYJSdIJzq8WxFlSB1YZahzlcNORqPjJJbho+C4zNKlKyPH8g9/3SlqvoRG6fbfP1JAROayQ0Rq6sRzpIx2x5/4civfO4rXyZULTphnYZXToeXP+w6QF7nA2RX7Ci4xXogLwC8AOicxfMdCHJpUrAKM8ZOAZ5PTs0kSsLclrFNxtRO9pg/d5Pg0lEhvhfw/AnBVx6s0et7UHeRIq0cLB6jdbKYhRWqeLTSWhSLrnyy7mj5bD7XRGXdPo1GwBtuGfLZ+wY8c9QHx2OgJV6ixZW2O0nnMgFEnMsD4pEMosqdHEeRSxdp2TxdVdIgX5tkXLbOE21CF92U5Lym7xUt04IWL4JXJI5E8f01BFrCkMlklBC2jERKW5dSqfcZdP6C1bNfpdWNcfa++rZTb7jjlf/g+UPm/ucPbGL7hKTua1uJlw5wTwC2BsTrgXnk5/nz0cBy7euSJCpq7gzkVm8Xs5lKJRWGSUWhbedKnjvF+eAj4E7ubjqFNinwd1Rk706I64ZEJubOB6rc/3wVKg5I29DsFkp4S6WxxXvxxXoSxRTupOWsZM3IcVZ3kQN9OHB55eU93nRbjxdOVIgiFyMUfeHgxmSfScQ5i+cfYX0mL9YTKZUyt2Vz+9pubJDq8Iz0UkZPV9uEwbOhnUKsz96l1yl7ixKecrlbdlxKLptOsaXoDQyrnQY//j0hB+c6PHkw2QD3+otfwcp5wqaosnfDkGbVbnfhKCsHiqWfo9FvMQhYD+yjQC/99yKNtCF3UEQJ7BmwS1KlmKYv3NUIuFXh7uSboKaAdgugTp0T65jYR6VCPDfk6eOST3y9AXggXavvsuSOyYqryjZnerJS8SZGAEapMC1n7oIGTzYS0CoZ/ZDtE+9gjMO7Xt3n7ocGPH7EThIItaIXi6TgKwFAbHJ2LK0h+WcxxlgWLwA9/alKQK9lsp9PGhSn2lsmbC7sY3YOdWFgZ3H1Z4TNU/YelS4p8F8KS+R/K9Ym2bzKZRgqOj2X0LhM+i5CGJxNYz5SSsa9gAk/WlPqWvqjhffKQcD6Oqk0ECb5gtlKMKK7c6kikmRBvnKkAM/m5BVBnrSm5ZtN2Z0d8gH4ObhLrF14TBtrU6miVITrRoRxxL2PVnnucBVcF6QNLj1hCpNji4HV2oB8VJ7kEiV/kjVAFGpEStWFsUSrxFGJHYaBy2W7B7zyRsvi/diy+FB4DDQ4ceqHJ3UqaTAnKEgU+wFKtfsF61JJMMrWHymDzX4agUjqkaQRuVTJpCUF9k7O6wjYcxYWZVALKNeQ58ASI/gqv1deHmPtImUVKV0MBmfnFg8pBYOBYXHZYxAawlBne4eP4D0/XcL+pOiSrJUpqeYShStPFLRY/r6d0lTcI2ak/kSQ7b2T7V6cNt+WGh7yrUuUGgF3YSh+5p6oGOUUAJ5IFM8JOXRO8AdfajAMXai5iTwha01T2XKcl/oWCaCkV0Zvpgz0okwpbg6gzXpa3KHuS37wDT3uvL/OgTP24ou1ohcrW2UYJ8mfxNIScTKWY2QlMSnQCwCXJtfiMtHoUhtMco6MFBbguhArGQqB5lrbNGX2DAdFsLOOTPlmerwYyyTBbxRDEAp6g9hurSOtW6T++2/+lw3Nhvp/uq1Te10nma+R/IL0KsyTKwXvWeSP2b0gK0YzjGW5UdzDUiZuSDIWOBkPnAF35J6OTCh63Nmjk+tu66CUwV3cqycvpkp2f3DCrJnBdQJiGfCRz9f446+Mg++DqqCUQ00Zqsok4yjIGpzdQmtcnkktJqIk+WRYSgFqHkvktmN60QpJ0vib90IqaRBGs21jwJlFyRPPeUTCTh7QQiGELaUtEwtrsockiZIcMqK0qmQXojGFi4Hc+YERDZ8M10zfSx0aw9p4QxffGxm9TXmG+PqzxNPtwQVBJOgPBa2uZrkVsdwKuPKqqzbeduutX3VEdGh8vDr/xp0bl2g165yc8whCSRzbHjstWCNbSovumsBgZDNRUXw9uk1d+XW21BVZu1QHbkraW2ZgyCWJKmhvle30UNiISpkRSZJWCqbsHeI6IQfPSj72tRp2/opl76xzP/37gtJ44bx5oxxoiuKLDEAj4NDl4v60CcJkvYh29qOOFbFKtHjs8O7X9PjMvTX2nXZBBhghGcQuDqLsYsTJCYzTxE8K1YJ0SlLfButV55WjCYsbkMbKllR3S2P/htGJP66TALWUzygHh+u7aiPvj9jOo8+zbVJS9o4Mq52YM/Mx51dCprd23tgOTo07X3mixXhlkau2HKV1Yoqjc1uoSDfzoYVIly5T+kujciX/gAWWWCNNio+jSZ2yfivVgCeeZ3EfmVyD51sFpjurqRFw24msOnm0dqBSGpX63SpCyQiVyJNYRXz+gTr7DuXaWwppve+sg4Z1T6Bg9HVxUS1LvkTElRqQS554YSKVo4WtTZF5Cj8IHS65cMibb+ty5GM+QaxAOMTCoS8ETpxYdaSBbuqoiBIfZyFwcp6NEShjLUyw0sQYk2jx5C5MnuIXoKUFvk5lSiG4LIK9HCQWZB1rgV5abcTaY1hcFZSUXLClz+nlFidXInZtPc+1l8Q4zxyCpRWf/3Z8C9M1n2YlZnZcJuAuVsKlB6WouUf1UTEiLtZBjH7BtYmAUqBSAnjO2unrlLVTsKfMnQFdFZk8190qDSLTLU6kxpH50HylYlw35Og5xf/4dJOBdEknaOVd88kKUqyBLnyPtQmC9W/l5Vtk5celTnJd1OCiVJ8Sa4codvHjiL//ti5/fm+NI2cdUCFoh1C49IVAxXmQJ4vB5gjIU2/eAE6xUwuBTHY6S9lcmtQT1yU218JeUFoKhMlXj7VmQgL8b8LiL8XexU9d/FnVN2yYrPDD3x3wE+4K118zYHpqgHPNrgZz54f05+o0fJd6JV8ayiAeiZbWfJDyBKeyz114Xoqyy8+LwBYjrJ0mUsrg1rlEkWUGd0r+dgLmkt9duEvL4q4T0A40v/fZJmfmfVBOYg3KRJ6Yku+dPR89UaMX+TcDeomN0saDYo9mqjtlds+aIaQijhy2zAz5sbd0+OU/8GiFNiAwRjLUytqGcV7oRCzIFXYOl/z/7U9UchUak0zrS1g9ZXNjbP1JxuDGnidjY1q78mcMvt5qNyplRyTdKImOHMRRBQHQ6bkgJlCiyotHttKYn8LZtQWm6gI59Gj3PMLIsLYoJod4Cdwif390qSn6l1maPwUv64BbFiVKkbXzKa1SFtqmRBHQBSZ3dMLoOpMmVo7oNVJFqSh7dFSI44d86k6fD3yyyVC7Vp4IlcmTrKl4xBIr6W6RugHiJU5HmcVTXOVWYRH0acreoLXOsptZCl/brcArTsRPvKPLwRMeH/681eKgiIVkoG3AKWMyBs8LsNKTVSyNzu1KC+5cshiTsLnIAz9LOsbah6XEj5Ux6d9KAa1TkmO0/EOU8bMuya7P6EJAaKAVCxZbivllyaVaMzsT4xydG6D0kE0zMXJJ0enrZA7K6JUzUtO8JjAoM3/pxCdlyC/ZmlaQH2UmN4UgM9miu7hloCq6DrogVVIQF5hc5tWB5cco8b1Dllfgz79WY2WYgtsC3JVWezuiLE9KnzW1y9Y7IcXgiII8IQ+WKNRlj+5OV+z0yerEpUx22HCIYocxL+Ztr+3xmQdqLHUUyBC0IsTq8azbRxTtwuIHXJ/JbR4oTwql9SlpsGkSFs8Anepww5qVOru4jF1Ncm1erkcplYMUlcIo9kaYPdbQ7WvmlgJubfa4YKuHM910GHQV51oQxmkzaeErrrdcUAbzaFQMIwBfd4kqAmQdYIuyNCmxt1wrSfL3iuCOS6ydM3fK2jl7u7WIO++p8OhzVTuPMdHetqkhlSflepOsNavAJBS+22iSYu0tYc/MPsslymgzRHHv0dhIlMl98Sh2cXTETZcHfM8NPf7oCx6oAITECMFQOygh7OQwChnEwqSDkrot+OAq7ZFIdXhaOyMLhWLSzngpnj9jEoNCjmJgvWYXM2JIlDGXPxaAPwLw1IlylGCyKRmGVRZX6zjNqqCzCgdPapr1GN+TGRuN9lWuF9WuB/JRwK/tckn8XQqyROaAKbO3ySzCbKPSAsClMjjJiDEpE8dEmkRXp+COc8dE6nw3NmndE98NOXJS8gd3NpjreHa/a2kHvStBvmPDSLywRncXT9I67D16KyV6Csxe2kO0EGyaUte93T/HPtrtTzbUY37oe7o88JzPkfMSRAgoNJKBkIVNpBJQJaDObMziBVfk8yybmZyHIpuLZN8mQVZDXlyZ7c/S2e+pTMmzq7mkKyZ7itWFRa1eLq0tki3CunLjDcnshMRR0O4JnIlml/PzA+ZXNLVKUkCk1karo4K/BOr0eYHBZQnQxSWqvLRnmjvT4mt7/ZRKX4+APJuRPfo8zoZGpizuyILuljFOYgt6Xsgw1vzOx5vc/2TV9rZJx2pvKW3Xjsjnr2SfNV1ZRlerESYvHr8i1tdmMHPXIt/jvVg+Wyyjte1mOnVUYk0kHVTk8MprA378XW1+4Xc8hpG0GSgtiRJXRWpR+GwmAVDhTBvbkkbh89nXhXmTJumuN2BkOhxKZBeASbS2dVYKDRBmHbmyZuXPO5EsvkwWz61nbKQXpBBA0oE0O2kITUy/G+EcPlVjaXXIhgmX8abCd4XVgxSCoBFGWi8QWM/PLAJ6fXlSlCY5e6tMsqSyRBeCTLOGwVXC3OkE1FJwKXNZ4iQzrrPgUka4XsTXH3f5zP01hoELVSfT3hl7y7VDfdaUxBZkSRHQxfTzKH0XC5uybvESuMGotMqwXCsea4nUVqqkQI8ih2ot4m2v7HPX/X3uflxZ2xAJQhIKh35KPoAwAklekAWWhU2B3nK7sFCXkjCzkXZYvc2VmOR9kRGVKZx3I/LKRpn8X3Ga2RpMFZ6XSDXDYOEzGmOHYoSgtUTgsHeDR3PMw9mx0WWq5tAQoFTMIJD0BpIg2bVt9I9kJ2+EsYsgl4WlJK8YTANOk79fZMLRDm1ZcCxS/Zvtp564KFlyJwWyLjB3AeiFYe6Z9pZ2Suxq13DnAzUOnKtYaSJsSaxItbegMEHKrAF3tvJkJ2E0d/DNb9YLF5klV76XN9Yt14rnNSpSKqSOkdohHDrs2RjyPbd3eXSfRytI0q/a6vHAbghigVYC99o122CTO9kFKa3bopJa7JzNU6mSJHxEUkOeAb0MZi2sT75enJauKEWmTuVU2YI22eHV2s6E6Q9ihiEcDiOowsYNAmdmepHpsXm2jp2hPxzjxFyTk+eqGe2vCZ7SK7B01ZWL1dfT3KwLDLNOkFmeuVEEsxCUgkuZDWZPQW5GwJ3sTFB4TMHtOhGamD/8QpUPfLqBEY71vUvsTa69S9bgWqCX/doCyL8Je49O4S3r75TJ17ay6TRtr7XdaVpaX1xJTRi7SKX5ibf2OHzW5QOfcQijHOQawVBIlE4HSSTgLra2ZaBOdAZ2EcjfTnU4OdCFBbJM/zORSJXELxcJMNPzToEMstLZAqtnhy5l69KMlSKj5yvIYktzYjFmoR0wtbMH1QrOk4c0nW7EuTN9qp5D0PUZDivJXL9iAFjW0aVlY43WZt3lJ5MlBe1desykgMmYPd9syc7dGHVMZApuNSpPynvWq2TvGavBQ1wv5PCc5DP31ul2Xaiqteyd1XwXnB2RJ3hKcmzkeSk4+pYMXgA9FLS4KLknJmk6yIAuU6BLtLRaXEqHMIxp1CPe+qoeX/pGlcPnkqSCDeuJhaBv4WU/YzIeOxuGIxJfXKbZTZPVh2cXceakpKl7y94qAbIpnG9Llha8JlvNRYn4oKDRS5gSIwQqCsSY9OYqRbUpqdRCNm9vg1nllsu2sHHWxxnzxzl5MuLDn9lGo+px0UbBrs0xYw3HNj0UCpteKvOULyVkS0fqB8vCRSFGXmcsXrIGTTYOTBVYPJ1oqpQd/JgPZi/o78J2G7IgS6RMHJOEyR0nYhhq7nqkzteeqtrh4NK1AB9h78zBEaIUDKcr2Wj6OUW4+FbILhN6GeiFu9bWhst3O7BbkVjdrXOZoiWxkKhYooUiHDq89uqA197U59QXXYZaJraGtNs74jAQIHVh2yohMhvEJLkQlXFpqneTa0WQAR8hcrI39pyaBIAmOzY2eMyUQQETJgsic6bPQW7W4C39b8AgkpmUjZri6q0eu7dVcVXMcjxNwCyOqlyy6joHvnTdrsr3uo5mvKlwHVlIi5fnbZTlSa6DyjoqYWXW6m9JvsSLgu7Ol/18/nQO7BToedlo0TmRcq3etjZhXHgeIaXt1JFexH2Pe/zK748RGyd3TqRCCGn3ARJ5Wr7M4AWQS9Zl71Fr9ZsiO2XANTLFlOSKJp16lRRjidxRyTS5tN640A5RpPG8mJ/74TYHTjvc95hEeyKBrP0CoVb0SQO25AMl8QBK5OOFky+Se+EJ8aWfN8FHqsNFkrLX5KMkZAJWUySFFB8UybMsU3Jwi4Q4C7X3xrJ5rA1hBOeWXIZhk1pljIsv2fSlTVsvWlUTUzPdlaX5I7WK/PGabxhruNSqkqqXD6l0ikAvdNZkskIUMnyl0laR235FJyL9XSrX1HllYNECLCRyCgFlVlBVdE0yqRKXpIqTZS3zXsvTy4Jf+YMxHniqbjflkV5SEuviSEFVgi9JNrkya2u3S/ekATobklMeRpTWvEs10jBdkH75a1G46MslAcUgXGSEY7J/n8u/ws8MTE9F+I7h0Wc9VvuF2oIkzEyniOcVh4ksMEXg/2Wu1sKFMCK/RkciF39e2u6mZJkWRymn7tJIIF50epL6nTASSFVhcWn5hw4dOnDAGW849kNpe0LrVYnv5U0EsnCFlbNK5a9cDDZLXmfpvbKHXPLAS9tilKWJHNXcKYsX3ZPCTmBZtlKmvneUPY+9mD/47Bh/cU8dU1EglEWncBBSlvot8/7Gb9IxX2SYUiasjIvi28WTXCDyXKZAKdAszy9MgsxkfqBJmNsYndeoCInUilg4yH7M2+7o8+JRl1/9oEPgRyXXwGiXIUnlqE70Q5xka8jrw9PvYUiymwm7p4RvEtY2ycptEtZOJYpldpOl8EuypHhMsxIZk68tpeNXnjsexQIVGaJIE4SS/sBeMJWKlXfOhkknqQg2uCrA9+Js8Hy6XHyz8cgpuMvavBhgFp6PADsD+MgI3tIeMCmgRQLwkT1j8ntcAHoR3DEyqzmJufsxn9//Yp1BnEzBF6k1mGQthSlp73VT80WgQ/kEUX78VuxnkuAu9Z7XZDQxa0pojSxkNmXBWRHKFmbJpDhLamLt4LuaH35Tl4ee8bj7KZnoV5lqRLRxGGrbjkYK8hK4RVYrm7GtEKhEcpRAnjY9pK5KppkteEuaXIAwo1WoRRI1RfmfPzXlI5gmgqSMcRTExqVatUVqzoXbu2AEUgQoMUjqjJM9FJO9FLOtSszI7x4FeOnk5jqqaAOKErBTVjcFBi/rcCt7Rpg7e1yHxYvsLeM8wHRCekP4pQ+NcfSMj3Hy3ZJL2juVSCVgjwCadcCcQbgQlORL27ogH904oJzRLBZfFfX42toULZOKQ1lkcYWINUI4yEBzwZaQf/MjLR76lz6dQfJltMw+V4zDwCSfURZqYNMLTwI6AbUhc1hUElAaSd6GJlIdbpIa8RGgF+M5ivbfSCP7SyiiVLLYXTGsDx7Fdg/QIILlXkAt2V3b2b9QZRC67Jw5z827z9AfTNDu+fSHdherMJJEKch1oTzHZMemAPS1A8/Xuij5SLGiHEmBXpYoupDkKfQlJmxuQZ06JQXfO92dN/G8HSckiuG3PtXgqf0V63nLlLlz58QVZVmiRJm1RRHsI8ydpAYpDt1cj6/XMPmIc5I3QJAXMxlbzLSm2lBYBs+CTi0tyGOJFsk9TqSK1lyzN+Snv6/Ff/34OEGcsDhkUWGMYqhTLZ7IlALIM4kiCpUqIkn66AKbSxA69cMT5k+twgJZmJHjSJr8WQdbJXAnNfKRhigyDEPoh4LlvmRl2OcHr/W46VKHVk/jvO6OtyOdcborD7DSfobtsxG+N85yu4bAS4Ar7ZUi7AFmVLaUGHx9eVIC9jqauwTwkkQp78+Ys3dc0OUFWVK6J4FlJearj/h8+FMNWn3XeoCJ503SpGudkzxrWSwYKurwfDTbOjMIS2GZyIO2UUCPsPYavJeAnoO8zNrpVFiTgL8oVayNGEuFNNrWq0SKZkXzo+/o8cQLPnc9rKAWkRWOAEhBpCUDUvWbg9xgS2PJbEvreadcZ4TIMp1G5wBO5YstrjOJTClvELC+Bi8fnGLtTsrcUWzB3RkKzncE7UHAZLPNjTe8ntfffh1LK22cHRsF42PwwGMOv/LHY7zqOs3bb21THboMhw6OkllXtSgsoaNnpuyHmzUAHwV2OerPs5RFYEuR+95lsMdr/G5Hxfa/KVQJShkhnYj9xx3+xyeaHF7ybBu8KGjvpGLQTWadZM7GekElIyeEArCLOvIl2Cc/iKypRclZPE+sZI0QrJfGpwT2rBDL6GwnMpFKFWGsVAkNuycj/v47Oxyfczh0RmCcosASIF3iBOSMgJwkCaSKCMwAnnzWbCVLwD+qvwtAz0jCjBBF/qvXXPjpBaS1SUAO3UDQj4e8+7XzXH9xj4qvODxXIxhGOIfPVJjouuw71uTA0a0stw2TtRZX7pR5Y1MCTpJ2JbtUpGdzdPesIsALmrtoXwmzJsgc3VRUFlyTLMBMZInds3E0maOTKkErTaSM8PyIuZbglz7Y5DNfr2Fclafjvwl753Xfa1PypTRxelJKMq2womUHpgz40RipCPb0vbU1KUUdngLaZBlOk+rwhMGlSJ8nwafQRLHGldZVaQ0lP/vrivOrAvwi3QoMTsbkoyBP2dvKEpEElUmXTwp0kbSzYUVQEp/m0oVcumbGRDHYLIJblA9asXwhPd6uNLzmypC339qk4oyzfbvL7OaYINA4M01Fs16Z27tVfeVHv2f69QvLXaKBz9JqmGi9AjNnfktq44xEvEUGT58XKgOLAWYuSUaclIS582SPTtrTNDLNWKYAL2QqpYyRKkqe21qTAM3nH6zz1cdqSa2JyoBdZu981+DivMGiXlxTFlvQ4hR+NsrcYuQElW7FWpSSv5syNzmYSvUptuzVpsrTvSPtTBvrnohkH8lCzYqUiKTi0HcMr7thwJtv7fHHX1IEkbBp24zF7e+NjGCgCyAXAidrEjD2oOgkq5ik93NZkuzIlyWByIYCpTv1rSmfTVj9mx63JMBM+BbPgZmmoSbr3P+EwvEmeUWj9pWpTfW5di9E/dff+E3e+PrrV2NjVjdMtn9g88RZfLdCrGXGFpk/UJQhaV9dlngQeeAo020uitnJYrlr8lwVC6dGunRk2rhgEziyUA5bZO5iR3ymu52IWGo+e3+V//iBMY6d85MmhjyhY2tOBL6EirSD7J1kDFw6WzxP5uSj4ax9mI+VzqbcCpBSkm2rIspD+u2kLllO3KRO3ei9GNAWa9AL8Uw+fcCSTlbQJNdfcSgCRxsmmzGXXBhyal5x6KSDNoWrubAUGSFs93sWX5SXr5xpC9GHKOIy+T3rXNvFBE/2vhl9FOssefnxURJ8RzAMBPtP9tmxazNbNzX+2f6DBx65/bZX2j16njsSIYQi6mkaUjA5lg5Dz2uzoWz9Zd9V2D+aMro9RrokT3JZUnBPChZhtte6IJclKZMrgxTxyGSnMnOnwE4fXTfm2KLkw39e58BhHxoqc0uyxI6UmTTJsrCM1KaPMncRZDL97qm1VQ4oRy2u9Dil/2K9ZI9lbT2S8MldFJll+srpeylsHbQUJvPGRaLPhch1uBRpV75DODTsvSDih9/a4bHnPI4vyELVU/J/iQyJpMgsRJMGnCKvQ5Ey3UAhX3VS1k7vUojMR5dm7fEsMXqaDDLkaaaCs5If43Q+vP3om6cFF+/QXLA5oNcPgWQTqtuuvwLfr3DwgOTI/kV8H6qe/Y/TFETRAkxPSUYMowElRWAXgZw/z7S2AFGSJflzJXQpwBwFdx5oxihhpYnjxCx3BL/5x03ufbqaVwlmwM6liScZGYOcxw7Fqbrr2oKs814RH/8fbsXu+lJVYTF1naa0tQVXJlNEAfyFTKcUxraGaWtdprahEMpeRkIT9zR3XDPkH763zX/6kGQl3SBYJojTJIVXigjBQOQOShZ4SlA6jSKtzkYkF4AsfMfks1uJkg4jInVXSy5K5qaI8rHMnJURmaikLSuZGq8yO30Rzakrcfr2y0iAC3dt5MorLr7LFYu/MjHuZVs8pyDOfvkIWEvNCNlSWq7lLkqP3AVJG3jXyUqK/HlRlqg14LYZyuJzpSIGwvA7n67zwU816IRJIVUK8ER329l9uXNSKqpKQZuyecn2LDC1WHsCyBoIcrb5y4K7NCO8APCS21KwC/PUfdFCHJ1Maxk7bW9LB3hqkw4Ocmg48OPv6PATb+tQ1RHoGNJHE4EOwUQYbYgMDDUEWhBoq9EjnfjRRhCl9p3OO5JiY+/pLEH7KJI9iCjMfSk8H3lc09Y3ImNSUtXGY/+RxV/Zsm3PXX5tUw7wqZlNfOwPf6k36J0/JqQkjgsaulC+WtwyIg8MKWch19SPFPY5Hw0eZVFX5yydM/lLlb7qJPET53agjMDRvHjE5U/vqtEOk8mYFIJKqSzASaRJds+/W9rkvG6mUqx9ZOTfFpfRgir95iBPvLaiBZsVHFHeyzK/CApNyRmoZfl1NmoifU9hCnNVjFZEoaLhGL7/dV0uuWiIjCMLbBNZoJsU7DFGG0IDAwNBAvRQW2BH2m7lFxlBnL7WaUY8AXnhboH/EkA3ObBHn5vS+ybZkc6Sre97zC8uH/vXv/DLve3bNuYAB7j59rdw+x3vYPuOPfjOkFolwnMLwCxq6SzZUQaGKLByEchCrgW2rSYsg3xNfYnKwW2lSiFLmTonaWDpxrxw1OWnf3mC5w75GFfmsiTV3gl7Z3NOZNEafInU/DeRKaXEjiiGXDm1/6XkykhCo+yLj9qF+Rbco2ye9m1mA4OMzPxxU5iMpTMWV8TGQQeKKy8Mef/PrnLZ7iGEcQ7u7B4mYE+YPGHzMAF5nLB5nDE0hXv5tc52sSh2K416/COA1mt/Fmu7YVp/CO1exEUXXcR73vl23va9b86Op5M+GR+fwHVrbJ5V+GEb13MZDl2iWOYnSqxvDxb19np2YO6Dp9pbU7YGy8mc/CJJLoCXALcSUQJuTcdIfvvTdZ7e5xOrkWROUm8CEkeQT6kqyJC8Xa4AYGnKgBaixOiUwF5YLkcC8W8lT0oYL2Qxsz7N0vtFZh+pGTd2brcNLq2TYxJfPE7OmxYyOWeJHteGGI0jDNdcMuSn3trl5/6rSycS4JIOHMz0uP0lDpHMv5jRNhR0C9lMVSweS4cQFou1kkOTVcMk2aBijX3xkGRBZ55vAuxKMQgNQRgziFxmZyZpd3prAe46LtWKf7gX+UeePenurjoR22c80h1z8y0l0pNrCkv3iFuSdf+sUyko9EiavsD2QiMSHZ7LlTiXKioJJoUFt1QxjhvT0/Dhz9T5xFfrDFMwyyJ7Wz9OJq6JKwzFCVXrZi1fykFJQVt8PmKjlpH9reTJKHunlppZo8M1ZKOMi4OBpMkBnzonMgG8MAKhpXW2hGVzYQzCSBuAYh2WODZ4wvDO1/bYd8Lhw59u0A2xB0yTed75juAOUVqHkoAcabIgOCvGSr6JwQajQuZj4tJfWTiCSVBcWC1N5sKvfRTgOoLNGwOmZzy2bvKPKOkfdlSYHdO0zY73/fKvcdFVdxxp9RuzT74wfNXiYsjmaYXv5YHh6IkuFVGVunDI0+xFDV4sfy0xdQ70XI/HGXuXtHchyHSciG4IH/pcnf/7g2OcX/YK3TluuaBKWvauyIJ7ItOZhqlHX9z/J284yC4AWd4LcnSLlXwjgPwuiu9lP6P0e0qFXKmPnVezZgNzRvtiRwPgvFbGrH+BJnZuWWql64Fl4fFmzHWXBrR7gheOODYJVAw2SleyzXbr7BouXfX2Mh15vd4FX/bIxdp/JYoEkF/wEmhUBVfu0rz+pi1cddmu3+q1j/zeRRffsJbBAS7dUcFxq19oROot0UBcXauEuEon20EUPrHIX4tRfT4iSUqyRK59LYS1A8U6gaUclSdJljLtr5QVw198ocb7PthkbsW1Q27kqO5WlDKWRQdIjOyzwzdh7oLPvZ6DYt8SfAvC/pZsXpxbWJQqwIgWLwzJTLKd2gi7jbbIA1ORsbhl9owhdQr2RKoYg9CKcGjYNBHzr3+0zVJb8Sd3SqgkS4cuPuYQ0loQCLKSWitFRMLatspQCZE8mqQwK12jyocsFcR2mJDJjkv674qeuBHQ6RuePFBhSPXpxsbJL3S7g9IxLQH8xltezVP3/pMHdmwSjweDlasxEGsnD1z0SEYqY4NiImcdcKdsncmXHOw5iM0IqFN/uyBVsmROjPI1h087/NGddc7Ne9bvXgNsm9ARiebOnZNyKWwpuEy/TwbasizJgseENov6+y+pSkon7SV/nnnfJtubck3vJgVNnkiDDNipDtcCjUiSPAVpIsoSxbpN9hdGgWHTdMx7v7vLQ8+4HDnjgZ98sRTcpS9gWO3bFgAAM6tJREFUx8MFOi+6chJtYaRIhncWD5IpaHqDHPnuacO6yaq0CgRAuvOFdWKGfcNyZIhOrj7+9G9//oE7P/If1/6u4u3xoxfw2JHdHDonqFW61PwQ19HZ2IbimK9RmZIHjOuAO3FNivbguvdvCe4I5WmOnHX4d+8f5+tPVKzuSMEt8+E9FuQiCyyz/soEyGv2uSyyedE9ScsSRiUaZJWEWSq8eF8j6dZ3SdKjWZqTUvS/KVqDZXswdxXKPxvd9ybWNuDMRzLLwnwVldwlWjto7RAPJK+5bsAv/nSLC7YE1lkxBdtQpzZinNxtBjY0MEi9ciMINURaJPfESUmsxHzbxLINOOqoFElBJ/9tkFQRrgRw1WXw99+1mZ94x8Y1ROGMvnH7bW9BCCc4sW8VIZ7Fc6PEq7SmWDbSrbQap72XZXBnQC61pZXZO89iWhkiRPEisAFlfgFEKFdzfN7h3/+PMT5xV41ApH63s5a9RwPLNDYQ5QtztKmh5G8XwJlf1GXPuwjsl7yN2gIjL0eTF0UmJy2hzRyVcp14WoBkCplNUWTxQpOEdU/SAFTmUsUYtFbJeVSgDRXH8K7v6hFr+Le/NcaJeR/cuMDkYkSuWD6O0heFn5WCaW0lSz5/JWdyIQqBYfHQCUg3jDLGXjSDyF60W2d2c8cr3hKEUQT8zDcH+M6tM1SqzX95+sTuS7vBi3eMV4cI4WZLYSpXRJLELwctycF6KXAXA0uxjiRJXZQSuOME8CGOozmx4PBz/22MT91dI5DJ1muiWCFY9LzJ29CK0oSXqBr8f9v78ji7yvr8533PdvfZJzOTzJLJvgEGCAlLBAuoQClVXFCr3bRq1Vqr/ly6WFsXbEVtq6itdW0VBEQ2ZbMI0QCCECBkIQlkkpBtMsvd71net3+873vOe869kwUCQft7P5+Ze+85595z73ue93ue767dkcJIQY1vt7KaxOiJvhKex9BLKce8mohLNQV4xoWZrVVlWp2L61YV8ZUVBw9jF6XpUEDS8zksI8AbL6jBNICP/msbxsbtCIExTh5BmIPA4wQBlXRCuu3VWczQTkRgqLhXGuX/yjUdzbH841RYiSB/c9VnmDuHYs3JfT/PFeZ8uFiuNc1lE0VJZwp4+OFrSvk82XrtfZngR/c5aHhmqLj4AQ3zNcV3Uxc77syJh71GFCQEvhHEtpOW4FZOHx/UZNg7SfHxLxdww106uJVDh0bPZdpNqFgi6czR7d08BLMeyacDWJfauis/xHb4gicWwtEiulnBTManRNvUXTQCb5jpgngR/WRdQ86psIuH+2lLl74q5smZAT8wYAbA5b9Twz+8u4i+Dg8IFF0JNJe+7hySNncmnEF15dpngMcAT7n1w9AC6QCSz5XpUEbuhtYtM1QTCFIm8LpzpvBHF7nIt3fW7r3/zlJbPtM0tWar+SaEY/94/d3l4sjpPfb4KZQUwbiHci2PIDBBiGiwSi0mV72eINAicIrEQU9iklxtD6DbvcMYb2kx8U2C/7g5h+vuyMA1qExc0KV2lKGjU5PmJIbDeCw1gLYqDxGT5i0pTLQyjhHf0IP89Xoi8YyeqFmVrmQyTpR+qHk2RQCWktoqIlFJcK7RFMYjq4r+wYSLHt8k4DAR4HUXVrH1GRNXfjMvaEhMkssfIQOwhNIqFpAnj+GUwJIKpooh1zRKMNWdTVvohETgppTAMhkaFY4gMGAFHVg2vKy+YsUrniAz3Dlpq42nnnoFGtV8cMHZ8/ni0Rq27yvhJw96eHSrhWLFQt014EtJAOXJ1NzzoYs9TA4OYoqlXtpBD3mNwK0CrwJQgwEmwZ2/TOOaOzNohBGBxgx/cauJ3rvdaCG9lVROduaNgTwSKPGQWA3Q6qEpTPZowK2ucav9usKFCPQMRHLxuPRXSSq6ghn22+SRNNdjVJKKJw87uRmhW58xCjvgeMMFVfzOmhpIoEnvUJLLP6WAskAAlwOudO03OIHLAZ9LSc4gY1mUVI+6WkBeA9MAUjZBPk1x0nzglWuKmDOnhK37CCYqnZt+ee9NHy5kjZbz21KCA8B5565BvVG95hv/9dDCH/2skW2zsli5wERbzkBngcGxlONAT2SIyjfEaUr0GCmaGucmgZTqCtw+KBEKJTGBW9al8eF/bcOmpx2ZMDwzuAEi65vEpXdo70bCPa9J76ZaJwqgMeUzMg/GfB8tQH1EcCfcmDEzIBI2cJ2T6xJeVTsgSCQo85jUZjIwm2gWGMKpkJrq+4bKJoR0ZXIbE+AxiI/lox6uen8RH6LAbb9ICyluyB+QUDh1OcpB4UHG0MhwWovI54DwfkofvLDlR4ntlACWQZDPUHTms1i5hOPVZxzEE3u6K4uWrrzGcTKYaRgz7bjyyqvQPe/CX9fcnj85sHtf27x+Cx0FE9k0QdrhSNkMjh3ANgNYZhD2fm8OmtJzK1uZBrnmsVSS3IdhMhALuOm+ND765QKefCYlwE1VZKBGTTSXPKUC3KrtSJiKJkuxhZ2JYx7JxLZYtk3Ce0n0NiAk3EbCx6h/u/Jiqm3hc125TXg0Y9+phekyKvgZVeRtdkrxJhoF6It0hkcVHh2jXVxQLpUPwIDezgAnL/Kxa7+BrU8bzSak2G0sbgNnXOoQJNkKS5lZo7lT180yAMcmyKQNWJaBIHCQsU2ct2blvkJq/A/6h1Z7mGHMKMEB4HUXLkW5XELW24h6vY6UTWGp1tiqz7sVwLIYLMMP65TE+TeTQUuaQ4dEimXEv2WMCVW0BLhpXRof+3IBG3fo4G7h0JF8j0hwx6mJVv4YzUpmy4I+rahJC0DEJHxy8o6BhzeZBjVpHb4OY1O052HIrPrjYXqZ4uFEk+KCrnBp7iUgEIFYYFTaN2hMmosPE1aVgGuy0AOWj3j49J8XwTlw6zopQQ15a2EyKooweY24vG4AZD1ElwE+AXxCQjMukx5Mdc8SaX+iOZofcHg+Q63OsHMfwaFSD0ZWvAz5dP6wc0sPt7Ore7Axq8t/59mnpyrFkiu5EEPaCZCyAzi2D8cSTZxsS7Tis0xZi8RQ2e2qrFoguXkQgtqQEYFU4+KECs592y/T+Oi/FrBxhxMHt5a4kOTdhgS2HgKbrHESSkagiZLEFMgE2CMZE8maBCGHxsrlyyNDvCkHsRXwdWeQ3KH3sow4uuLlJFoMurmQRZYTnaOLxUDDfbplJbKwGJpDyEDgUqwY8XDle4t49VlVaUVhmuNHdwJp3Jz7wikkyz40GFBlQIURVALxV/UJah5BPfwTEYMNl8EPOAo5F1XaVjlUYu/s6x1oHG5+DyvBfW8P6+oZ/NWByQuLU9XvZ0dthkLWRz7jIpdpIJ1yYVteKL0pZeISKHs4lBlOmgFDHi6tKZKDq5QzYjBwg+Cn96fwoS8VsOkZB7Bbx5ZE1hOBWJ13q1DYluUfwJukdLKXUGQQScafkPgCiAE+WiRNI7FNs/wldpCQiMeATxJA5nEbuTou4uIt4lVizxUHF6UlCI2y9cGpoN+qmoLIEgUoQLgoVRx+dxdYNuLhn95XBOcEd65PIQBmEJsyHED9OEIhuLlULCHiWSiAGiGwqcwe4gCTtnqTcuQyDP3dJtae/4pioXPoVwcOHWA4zDgswIk5B5Zjjrvunssvv2jFPX7pAau3M0AuW0cu3UDKacAyhQsd4KFNVr+wYQQb0RXMQAN8ECqZ3CD42UMOPnBVAVvG7BaSO+nQEQRUWUhU6TWqmwXRwiyIZn7bJLW152gCvg5aqXRqKI7h+Sh5Ck/8JffFQK+DWoGW6NYUveSbACaTCmaMrsg3EVlYkEjJTQCo+oRExcNKhZMiAj/AgQbH0mEPX/jLabzHB+55qAXIORe3zhDkTDyqElhhiDAQgCPgHA1OUKYGnAZBxSZCgvsc1UYdZ6w6w/M8XN7T2TkOFA47r4cFeHeHher0DqxYMrynMTi5o7T37kUmpkGNAJW6h2rDB/V9gHC0Z4BMisDzTHBmhF6rCOAaD9dATgkLJfedDzp4/+fbsHWnLdyPrawksee6K15r96eBWVUFiMJFk8CO4o/jQNekt8JqgmsnufpMoD5aLt4E+NAVz0PPXui6l6hOVr1iXCw2RYO5rFyrS/EI5BScMcHHiUxWpiy0sKjPU9YRIh8jkAuJTNwAC4c8/NsHp/EXVwF3P6CBXElrbkY/gITlgLTVzAWN8X3kHR+dWV9QT8NEI3AwVrKAaYI5XSlkOufvaOsc3vPYpjGcvHT4uQMcAAyDYnr8pzvT6Y63T7Pl9z65+Q6UGyZuvDeNsf2m9C4FuOTMMt75mgoKlmiExNXKD4GleSwJAyHSNm5zBCC4W4F7lw2uTIH0MLRERkAZRIs1QXM3higUNqFYKvAm6YqGyKbtct+MoCbyosU2zwzvGMXmOOxxkXIpSAOU4ilbDSrshGDWnUNMurljZkJI51LEzwUNUa8FCAlERr6Yj8iRo0AezmGDYeGghy9+YBrv+zzwswdSgtpYSvGEzKpi4cKQWqwENwMCD12pGt71mmlcvMYF5wSmCezcb+G6n2ewb4rizJXno1Z33/79m+7ZeeHa048oKI4IcCc3gompKnJt6b3r7yvc9zdf3X/O/skyDG6F7eg8n2HzzhJSzrP44OsrCOqGLCTDYxKcSioSSnKHY+yQgfWPOvjE1/LYutMGt5OSuhW4SQhupVTq1CQ0BZI4FdGpRyi9ZwK6plyqDRHQFS1JSHT5PighdbRD8Wz1MgzGSBQ5De3fUbCVCisNaQqPQK/AHklsKZFDoAvLhZLWXNY1BBNFvkM7OY3oi57Zo+rgE1kHhXgMi4c9/MsHpvF3X2d44BEHY4dMyBquEs9U+zGqeITc6fv4o4un8YE3uLCNLFzPBCHAggGGly93AdqGfP+C+1Kd5+3lrApqZI84tcYRjwBw5Wc/hUWrLpnoas+XTPDXP7N9D7pyJrpzBN05IJs2MNkw0dtWwe+d6cLzRdeIyFsYTz+jhMNwOLbusfDprxfwpR9kMbbfErUDk+CmCc5NRQisUioVNYmVXtNqfEdNpOJxDcnsGf2RSvt3aKfWM2uUbZyotRa3hatiNLoNXLeRJ0sIh9SIagkXyUWZ+IubOOOVWpvMn7EFq/W30WzlCYdsYnHrfT954kAp1cM3ASQAujsDvPxUF319ATZvMzExKS9E09CUHBmh+EcXV7Bodg57DnZhYjqHUiWFat1BtWbAbluLVG7BBxvlbetSuQVHJTuOKMHVWLFoEB0dhV81quUbJ/bvu2zzlqfRmTOQdsQFXzrXxGvPsVGpZUUcBInoiAC1NAOCg6aAbc+a+ORX87j+zjTqjAprCWnFu+PJCyCiF6NeMDPi3lp9lpkutm45UYCKrk+T9SS8FIQ0UZWYGI9poPoxRzl4dHyTkpnQQPXyyjGriybNhdRGKNnjEYcQobUGQiVURIoKRxlT5hhQSbbFJCqJDjCACvs4gybV5W+mPsOsjgBvuagKx+b4+y8XsP1ZAI764ogmHUpSWICTwg/uochbJhyzAMPgyDg+cuka2roWws6ddGO6ff6vgkbxqKf1qCQ4AFz9L/+M9737XdNrTlu8/oGHNs53q9OLOnIBejosDM6ysGYJxYpR1XJbrzwlga2CqWyC7c9a+MRXC7j+rgzqkK6qw4E7TEMjYZyJyqsMs3SUxNa7M+iJxQmpHXseeyRRYKIu5QmJJLwmtWNSlEaeShKT2Mltra04sW3QpXp0d2gp1YEmSd7qGCVxk95N3TIUHR8doPrKh8eHi54nJUN4AA9EgsnCUR+9XQwbtliYnKaJRa9OZgKGg4xjgdQduHUHru/A9Sy4HoXtpNHWOefm3pHXvq8yPTmWKQwef4ADwBe/eBXOO/+i6aWLBlcQf/Ic7pfQ3eGgv5tiTo+PbNqP28a1aEBqcFCH4Jn9Jv72KyJZoQEVA3kkyR0PolLUxKARB6cJiqKDOAZ4rZilAn6cipBm9znVwEw1INGIfkSAJwlAHgbgaAVyktATZga8HjLQDGrZjo9q5wFpsTDi8fwh8LTzxA398fPEXbnRShG6CIdNORaPBujpZvj1RgvT0wRh5fzwvRSgJrIWRVdK3JEJgCCgKFU5UrkhjC46+4apyV03DAwuPhbIHj1FUWPBaD+yhcEr88aW0XXrp95Qr1Uxq9NHZ1sN+WwNKacB23Jhmh4M6knvJIfLKX79mIWrr8vih3dl4BJDywc7SnBToa9YKs6ESLBqCQ26nVtRlRiI0KxEJnmozk3jimbsOrceSW5zlCPp2GnaL/9xktimnhD1Wj7hLOxbGUUhapYUPVGZaCbE8IM1i0uoXMoSUtImHtrM1XcKS0rIlxQIfAbb4HjD+TWAAV+5LotHNttoxOtFAL6BCqGYqBNkSgyO5YMSjo6uTkx6g9cMzT3lyl279xzzvB6Lrg8AmD17CI1DP54+aWXvHxtGdl1fJ8fgrDL6uidB6RTqbgnFag01zwU1fRgWRxUE37o1g8s+2Ilr7srAJVKUtgQ3bQK3pIBhdo4Cd1xa82YK0lJJS9TdSNDo2N02vAYJFzyaF0IM44cx+c04SITYiG7L231LB4/m6IH2PAR0xLfD9yCylUdJEPGahs1F9rWeQJzKxPNmV34sx5MbYdIEYxTMJ7ACAfKb/nkSb7u4giwNAD8ADTy02zUM5KbQnZ6Eb9SwswiMjXNMVYBC1llHM3P++N++dfv00OCcY57WY5bgADBr5DKMPbOhetFFF7p7t30PhBzA3Y9xfPv2LA5NZxB4HlYtruGK82tYvtzDzfek8LdfzWOqZEpeIKpMJTNw5H0fYdBIAtwmEkplos1f3JLAm3mujsWWXJXE9UbSAvBxLTPxTPvsY1UwZ9jGJc2NwK2VLtalM0n01UwsBBWApd8JYgonTWyDan4gTIYUohcnJ8pmLiQ5per8HKpnkIhXF8kSQv8k4AGDSRm6Cz4+8+4STArcek8ay5d7uOL8Gk5b6MP1TOyfcvDNn7bjoU1ZlIMBrD33lS6lpLr69Fc9F6g+N4ADwODQCDhnD+7Yfcqab157KP0/D6fhcwtTNYZqtYJtO0rYvsvAyYs9XPezNKZKlia15R9oHNSxuO4I3JE5MHLmKHAns3XChGIkgK04ps5pdSmsAzq5ABAHbIy2aNvU9hiTPQLQY448om0k2iMQoS9GUaRHUzs2lN4kLrFVBwVhUSGy1jjXFoc0mIR2bgoKFgM5pI2cUIAxJiZXZQwxKjtRqLrhTARvyfsflQuGeByduQCf/LMSVizwccpiF6uXeXArWUwV25AycvibKxjWb3KR6VleGxkZfZAek1PhOAGc0DZsf7b28a6+i3g+c+gvz1+2LdUIOO7aSFBrmDhjZQOffEcRzx4wcNPPMwlpnQA3tL8Q7HFzoKU5cOJ9LJNSnKNVLLWSyvp2HaR6ylPSZKgfk6TkyS1JxjKTnFfmuyT+dQ4exqXo4IUmZSWw41KdIKwlkgjUYpDAJjyU0jqwlWddWQKbQA6AyF6cRC4EQrSFoeJegLBYPyCAzkMFPABlDG4ArH/cxnV3p/APby/jpLkWKvU0fvlYO4olE2ecNlxfedZ5XzQt/teE5F58gAPAvIE0u+aHN33iFat6PLhTH7lt/R67YKdw2mke3v+6Cl6xMoDnefjStQz7prVUs5i2pkvw6I9IaWyTeP/KWG4leEuerfxjcYVSa0ybtCTEjtO+mravScFsIcVnwPJRjWT9j6RkTyqUrfZxPTaFRNGEgJDiBuExCiKOlTxfuvNDzk60RQHplicyQAsQmflhfAqPufgplZGLQqSEdxkGCoNScOZhzz4D378rC8914JEc3nOpiSWDDqaqZTw9sdAdnh763KMPPfKp08989WGjBY80nhfAAeD80yfdzuH8Z+/6aZtbb0x98pJVnF56DsGyuVmUixQcFXBCAcMWf0SRNpa4WjG7k0ZN4pw7TGQAjwFUBV+2VCwRB7GOw5g0V9sTSmb4XIIpLCmROD48kAPHQsLDWZjBgqIO0qMGoxJ6Aok6VxdSXpZIU6qqlPQEmkVFmE+gok4YF44dShXgxalD5qI6I1MmX8teoGHVLBLWIgwLFQEAp7ICLUHAmJwaDitlIbAK+NVWG1dda+DS0znmDhPmpjo/+dMnO68qbJ90ny8+nzfAu0behtt+cnuN0JU3vvGinr/fu/t/sGEHB9CNhUNTsJwGOLEBMwOYMiiBqc4BAeLySt7miajca2nudjN05AhJpMAZoyqtkhl0y0kivavJwYH4gtC+UvJptKH5aSs9dOahQE2at+ux4HqsCnRKomaQ63w82h9Ka6JiTyCr0SL0YIpFw2VMlPReSpAbIchl65Lwt3Hp9UTYJoXLvE9AzXmUeeQzE0FgyKQMAyxwYRgUWdPB8tkUK0ar2LCDYO7C8/jvvmzOjcVyvXbGma99vvB8/gAHgGWLhjA00P/Uo1ucd2/dV7/64Uc20J48x5K507ju3iz2HGxH3kkhZYkaGWWXgwcNAfSkCCWyvYhmDkyCO2kxifr/xClKSFUImimHtj1JQ9SBTfvVduUIScwDmeH58xlR3VeZUCZBrJsM9elTfJyEKwMRDwckEHnY6g9ENa5SLFu57aWhRFITpdsEmhQPlU7CZcCVWnQq/iiAKM0swF2rZ+AHBlzLQ19nBa9fW8MN9zDMaadYvcjGgiXLWbow9G47s/KpDHYel/k7LgAfHl2CW9Ztdc89a9U3Hn18Z+blK/u/0N+1HU/v83D9LzpAkcZQgcExgZJLcJC4MFNleI0A5bqFgBFZ50RKb52atAB3PHEhArdejSomvdHKJKgDl7Q2DybMJK2kN5npdYtjjzQSISdNO6N9UZxJCF6SeK2OJ5FkV1YXQVNkHe/wUbO7y1MKvs2ieZKgD0EOiKhDmdPJKIchJbioK+mhUueoNjhYkEaxnEGtYcM2A7TnTfzumioe2lrBM/sy2H1oAENu+1+dvfLMb8B7JCD2yuMBzeMDcAC45OyFmDi0P3jN7756e2n8wdLmjTvyf/ftDDbt6MBoB9CR5Ug7BIZFsGZlGa85Zz927GP42H+04/6NJlQBmLD7mcyCt6heDVYDsgqoos3SutkmjhiAk5jTzYNH8lI2vb+V2CZNb4uPI3DtVopk/H1Ee6F7gSLOHVM0CQQ/VsnKkntzrdSx+Ahl95DWINmZIbwDUsEqhe2bihzjcN45OBOJK4RwmGaABzZRfOw/OrH12RwuW21i7dICbMtGOuWjUrOxfJjgY28+hO/d3Y55S88qrT7z1O179+4PBgaOD7iB4whwAEil0khn9t1cKJz85+uerH6xWruvc0FXGbM6gFzaQCFnYaiP4PR5edi0E2tPGcc5J9XwyOYcGlzEaSjpbUlwW7RZasdKNZMW0lmb9Ni+xPcV+yLRm1QWZ/RWzqCU6hgVh7Um6bzFsa1c9DrWeXKH3KicOEg4fwiJ6Ez8LVo7diLd8RGxaDoBg2x5AkizIJF9MONxA4RwMEplgU/AZxy/eCyF+x7uRr4zhw2bCUzfxGCfhY68iWLZQrFCsWiwC5/9q5dPeM6q9/9ic/nmVfPTxxOSxxfgmazIj9t3sPTdC865wLRZ6spfP3RfT6Vchm0b6CwY6G73wRhFpZ4Cc20gkOihFAYhSFHAoUKKq67Duo07CdhWyiEhUTZPTHInKMpMymMrKU40sRpJ+0hka5f6uPHvVpI+ln+pHRb3DUVLQimgerFUFbMSlZkQ/J4nQKvOp7y8XHWDoAQMooqZHlJACINBRU1D0f3VACwLWYfCJAEmij4sk6Dhmjg0bWCq2o/hxWcdXLJ0zf9jvvfdUxY0lz9+vuO4AlyNvp48yuXSN191wZm0Vj/wmYd+9eueQpaiqy1AW86DY/tiwsMoWJHU4FAgbQiuHtXyjjcmioV+6ttikjzyWCaPReIxCfQm0GtcpEkRTbwkvMVJjmLoiuJM/FspliS5Tb034f0MlUpFTeQcqAKeYQdhtRxk8XzIR9XWhEhbeTSXRPbN4WBhpj6R30NUOAuYAYMTMB+iDiEHGh5QrDDYpgdKga52YHju0MGh0TM/WioH3ywU2l4IKL4wAAeAXC6Pf7z6um8Qbgez+2d9viO1t7O3gyGfdZF2PKQcD6UKw8GijYDYsAyKnMmRMTlsQ5oINY8kkMBMC8tIUzAVEiDX+bj+fhJ9iC6JW4EstKC0JPPHOEkJCR2j3powlaw6ojGHiThUpkEBWg33EujqN0bglhycRQ3V9JUqwK3Yu8izFfPJRcID4QgogamZBy3fgmla6GoLkMm6qHlpVFyCYpWDcQbXc7Fk4ZyJ05b5H25M/ve3uob+5IUBIV5AgAPAX7/rctx9xw+/Q8kc1yH+Vxvlrfm2HIVje8hlG9gyxrFhUw4+0ui0gZzFkLYEwFXcdgikUImKD11CIxEpqB9DWjzXkZE8vum9LWkLjrzxMKBvwmmTEqkFW3EJvgTfjqwoJD47MywAJdHjUjw6JVcrA8JuLs5NtG1xni466VEEjIkgLE5AKUPKdnDK4iqWDFax4ek8yikKo8bQCFwMDo6UuDXnvXfeb//gLW963bFA6pjHCwpwABgeaLCe9vQ1j2+f5e8ue99uy21PWVYAg3h4/BkLuydzyNoG2m2OnM2RMgHLFFaTUEEKo+J4GK/ME1y3yRwIxLk2aSVsj17kxhbN4WjKMX3qsY8wOpC0oDKxAxGBVqmXpJkOxZCtSiprH6AvMEBv2EqjlDkizLm+SUMTYsoK0NfuYvncCh5+2kPDd+CSAG++pK+eL/T86b6p/PWOWXlebvijGS84wOcvfws+c/X3gh//avT6f7iiEXR01b5H/a2piWKAux7MYbKSQX+Boy3FkLE5bNmRRFXOUD3LAxaVvIuKJiC8REmpneTSOk1B82HPbcxAT3gsKOsoz5AwDcbe1oqDtzo0DBEIeUTkqodGN1SUFrSFrrv9pRRXGT6qq4KqfsXCXvPiEYAsc2zA9QMwJqR4b2cDF57u4paH6qjVKVYtnV3v6up4y5++jdz41GN7goUnv+v5zP5RjWNKWXuu4+5bb8CGG0/ny16W2Vyeym1J2eTim9ZNWF//SRfSZhoDeYb2NEcuTZCxCRyLwDYJDENFoMWDkaIL0wzulskMWsa6vj2qCtsqL5JErn2ZJa+2xyvKAkTrlxll06v3JPMpm3My1V0m6ajS83JnzrQnsc+IzUeL46HPU5ObVp/IaHYVHdLB7fkUrmfA9aJHz6fwfSXFKRyLYaS/ht37CLLZpdWTlsx+W/ucWddf++MGu+Lyt78Y0HvhJbgaXcPvwa5N3+SDr7/7hz/9p3PMJ/daV3e1HWqzggAdWYL2LIVjEdGVRM6xHwB1V8ZIUB4VLUXi9pwAd8z83GJbq3EE/S12jtbjaEn6DCdOvtS8k+ECP5yU11+Sw5xGs5Tolm+dDpIWE6F7WAMmWtnUXSqaIfhREJphcKQaBoKAwjLr4DSPN71qaHpfKfuut17xtR/+3effi3/66B8excQcn/FC0sWW49s/+BecMroQ5Vr1rfsnJq666Y5tXdytorNgwg/kRFFxY2+4DMVKgFKNod7g8ALR1yUsm4CjkN6a9KLacVRaRMJ9mrtfJQjH64VrXY21RxI+l3XBtQRlJdFJ4n2ERMnO6nkswZkiFjymXhuxfbz5WNVolwCqM3XYQU5GWkLflnxUEZpyhak5DB1IPJLe1YaJYsVEsUxRdyVNkY2o/ABoy3iYM9tGw1p4yA+6PuD6+e90FR7FxRd94EXF24smwdV42xvfBwAY2zP1nRHTNLPZBz47tu2enqmpEsanLQAEaYfAtkTWyDN7GSaKHL4EN2Px2EP9efwJolu0tvmYVjQ/8htI7JZ+eCk642lm4NwzSdHmL5n4TkAT89A5PE8cG01iqJVqdz7ZqDWMaRG6j8MCVOsGdh3gYEEAy6JIO0JzOjBRxXimDStXn3dw1epVH0Hgf4eYHccy88dtvOgAV2Nodjt4UP3PgfPPJI91eZ/50rfv6PErNYwMZNDTAfR1ebCtErbvA8bLDizVJkOFeobSmIfXpsmKok42w61ct8pxrj1HC3xqG4+YFHEUv39GTIeeSgG2KHtHU6t1ChY+8iOcQCmSQJgKpFR1koR9sxQnRDR6pSAwjQC5tIex8TIe3ZFG2jAxq4Ogu93C7N4Gls5vIN199sEFi9d8dHIK/9nZcfgi9S/kOGEABwBiZLB7X/Ub+d4z/ZNPNb6w4/FfdnQVylg8VENP5xQe31XBk892oFQnKKTiV0xRCd1xkYi6bbKgAGhCn7r9hskCmiNDP/iwd4IZgK6/t2kkpbOy1Gn7kyltRDtWN3vGFMyEMokZTh37DjxxnhjlU9Gaqgub+Ca5jIfFw0WkC3Vs2d6BqbIB02A47aRevOqCFZOZrtUfAuHfJuTI9QNfyPGic/BWw/V8Wq5UL77t1lvndbY1Prdr7DaLGHV8+45OlKdzsCFMhD5X1o+oiI+hc9WElaQVJ0fsMXJBkwQH14sAiXqGJMajRf50Kx6uW0oI4rUKIw6uztFkxYnx/qg6riFfR4+yHozBo2JGGu8WUZbxeBzEYnl06Rzn4hHHV+fRWrmDh93XDKOOiWoR3/iJCcoMvOrs872B3vyHz1r76u22nb7VsswX3M59pHFCJbgatmWy/c9uufnNb7rIvucXT1a7/epXntr2IGH1LF0+x4JhuNi4G6hUKCxDhtJqShPQzDsPC25ASkhNTGpSTEnyloYREpeYYtvM3ORw4bdJp0uMonA0udzVceoLR79Xr3HO4xQq9puj2O/Yjw4tNZIWAeGXUPElpqFa0QjFf9PTBVCSxVCfifkDjK08aSU/ddm890x5p35rx9O73RXLl5xISIXjJQFwAJg1sAj33r/FpdbQd+cOVe6ZnsLrrrhg8h8zxn4sHJ7Cp683sWNjG9ptgJsCDpTyJhsxEOfeMStL8qRhqKjYo8QN1QCmj+Ti0Z9rZEa+Jjia+2OUaRNXAlUUICdRcoPuoAm/EElI5NBixGegRnGQE4lu5ZZXOg6TuZoEogueaQSwTFGa74kxH1+/xcHcbmDVy0axcmnn3/b3jfxwZHRgV6243c10nnJiQNRivGQADgBrVy8CgNoN1/9o6+KRNZ/dvmej7dDMx+/fUjIe39aAG3B4nID74sJY0uOpzGz6IIjXPomJZ8RVKs5UxGKUlBuZF+IfHNUBVPSGRAvpOMxBKzu4VkQ2Kt6j/U61iBWtUADXPzOMJdGei3hvEiZwQ3qJFcgVnTKNALblg0qgrxgtYu1pHejtXBysWNL9qa7OMz47Nb05IObCFwMmxzReEhy81fjO96/DW6+4HDt2H/z0dT/+6WuvvW39IAIjPTbFUXYpulNAb5Yhn+JwTHHhfRbd9vVqsvrPVMm1OmDUTIgMIQLT0PujC+eTaRAYVHhXDQrNa6mkps67gagabcIDSps9mTr/btqmgCt/k2FwmAZEX1KDwzRltQGDSz4eNQAD9N8ZeST1q6/4tmr1wjngB6IgvmMHyGdctOcryGdqKNdMTBRz6OziqJELGwuXnff5dLr/4w+t/wFOW/PGEw2ZluMlC3AAeGbvNEzToNf9+Cdk3pzeL2/ccN/ynz1RPONQcZ+5fyKDPsdEXzuQTRO4HnCoxMG5kOyWGXfGAAiBzWR76ShwKJKCAkQC5CYFTJPAMkQrF9OABDgJldBWbvhQwh8jwENnVOK1ArlYaALclsFhmhyWyWXfUtV8N4qf5wA4Q9iym0maE+Yiq8+lDJbJYZkijuTQtI2GZyKf8dHXVUUmM46xA3V0Fgb8J3YMr7/ooguZmVq8/uAh86PLFtdBSNeJhsqM4yUNcH18579vQd2z833tU1+36abXf/JbB2lQZJg3YGC4zwajDdzyIEOKUBTSHClLgFRXRFUVJ8ZFj0blPOJaNVTVWdc0RH8YWwLcNAlMg0pJLoAegjqcyQTAFbDpzAAPpTaaFWIgArlhCEktvguHbcpmvJZqysthGQEMQ9IUCGAHAYHPaBgcpfrYK0GupH/K9pHPujDNKm5d1wbwPEYGAgzNKoKmGvjR/YvYhavmX3vKguw7Jopeadmpl51oSBzVeElx8MONt77pErjlbSUrm3rvE0+ObDtr5SPLbW/qst1jOzEywNDWMY0frk/BpCkp0RACXN2aA1nBhgdCvjEOeL7cDgE2y4hMkaGiSSKTIaUANUjMDQ9EVCfJ3w8nQWKOIu1OoyRveIx2HCNiX9THnUsqFUlh5TIPAgIOI8yqEYFSkFVkZVyJVDDF4mWw7RIe3mGjzXTQlg3Q3bMAs9utG//g99c84WLul8Yq1dIZp46caDgc9fiNATgA2Ln5ADDu18b+5nMfe93w+vs346mnZl823P4gNjxdgUXSyNpAxiFI2QKEquoTE9H+QABwKp76AUGlQeCJOjewTFUhisPgXMtSieJJDEpgSi5O5OpRceoqZl2MSLIna5fI3eGDbv3Q2wGqmBtKRa0/cTcQpRnC7BwCQTEMBtsK4Fg+TDMAAASBCVY10JCSPGCQjyQGctcT58vWbTCkkU1XMF7swYIlp2J4ZN6NDbro/YSXd65e3nuiIXDM4zcK4OGXTg9hx9j4zoHBpR/K53Lf7e/s/4tNB59aO7dnB4JGCd1tDmyLouEFYaQbZ4DrAwHjodJomgGmGgGembCRS1O02QC4kIiBgRDsRAZSmZTANCksUwCdUAGSIOBgAQOTvfk4F9JeVYw6nByPBXtBvCcIZPx7IM11REZZQtxJAsrEgoUK3BJlGhzbR9pxkXYaKGQb2HXAxlSlB76v2vYBPiNwPRouJM8naLgEVlU4qnq6BvDW31uMIlt679zRwpcWLxl+DIG/k5hDJ/qyPzesnOgv8FzH6FA3AGzzGd9mEDzRP8vqf+cfrvja7rGn5rvFjQZnVWx62gLAYUv+zOs+yjXAtoC2nIHRORwX9xzEdesI1m3ugs8cUMJgGoBtqkKURAKMwDAJLJPAsigsg4SVn1woqiOUXCrvENBA2MoGrzZGnkqpFAZi0bgeB2MC4KYpreuS/3N5y1COGNtkcCwPuUwd6VQR67dw3HhvCr1ZE/MGTHQUPNgWQ6lGUa5SmAaHbXH4PseTYx7SloVFi88I5i8d3Vatkj+bu+isvQC2EkKO4mq8dMdvLMDDHyAM4Fuf2X1oaxAErxweyMx27JXX3XHP/xRGh3dnH99aQ3vaQXvewDkjE/jPn9hgroNs2kB3m43Vi/M4bdE+fORrHPc8OQtp00DKEkqocsBQKs5jGRS2ReHYBI4FmLLyTbECTJcZ6m4ASoRSSi1lHydhYoGeuKGbKEU2jKBIwkFDMV1hKFVE7UbToLBlEoEwYxL4TMbHAzAMBssMkLI9tOcrWL/Fx0f+fTbQyOOsxRS97cBAjw9qTuG2+9NY0N+OjjxBV3sV0/UcXnFWf2X5ilcUwfjl3bP69xgG3fmbDuwQHyf6CxyvMTKnC5zznRjq2bVrX2XZZa9urPY9/u8nb9niTxzY2lkuV/O9HTZWLi7h4cdtKYEJKjUH8wZNrF1ZxgNPtWG6nkfO4sg5An2UaNTEorBtgrQDpB2OTIoh7QSYqPrYtJuhK0OQcghgUxgmBwGN9dgElIIoKr+GkYtULJa0w5B2GEYGipgocuw7ZCPtEKQdUaIBACgVd48gIGEqmUE5bMtHLtuA59dxzyM2dh9IY0kvBWMcng8Y1MMDW1yMT+bRlfORae9Hz/DpU8vOmFtmnLxj6dLh+4H2aRZwRsznXnD+pTZ+e34JlDJI2GDP+OTwSN/t2Vxh4S03/9e8iy99y6cWLnnZxonq4KOnLe6o93ZlkXKAIGAwDR/VBsPmnSbg1wBSR9kT4FGS1ZTUxLYIUpYAdy7D0FnwMNRXgmmP44kxF4dKQK3BETAVSiCkrWUSmKFtWuz3fQbfl/HtXJj+Mk6ArvYGVsw/AJcWMTbOMVliqNQC1BsBGh6D63G4XmT94VzYstOOC0KqsJ0GlgyLshyuL3hSucrQCHLYOTlYP2tl36NnrjnlkT9481s3nnX2q/5q85bNI052zu2Pbq5NEkKY8VsEbuC3SILrg5gjgPA6V6cndsA0zc9RanxudHS+4aRO+oqVIwtrxV1nl4oHDcuawF2POHjoyQxef66L3t59uP7eWQi4BcOABDaFY1OkbCBlc6RshowTIJ/x0FGoIu3UUHRzKNaBfIpDdfewLWHNMU3J1T3A8zlcl4Fz4XkkRFAeSgDbZsinXWRSdZQ8E+MVIG0JfcA0uAh2kovG9ghcj8APhGWlXHfx3bstzOrsxOrFDVx4ahWbtmfQ211A/+xZQc+coXUXt9tby6Xyu03WCCzLgm07/Pd/73IUss6JvmQv2PitBLg+2jpHgchB7VfKk+9YdpLdMT4++eknN9xlV4Lp4JEdgyvPOSV76lmL9+OMpduwYUcFk/vakLYFsB3bQMohSNkcjs3hWByOzZB2fKRtF7bpI2AEDZ/AD4TL27IoMimCXIbDMjj8gKBUBUoVhmrdh+cDpsnAuYmUYwgpTjksK4BJGQLfR8kDap5YGK7HpRMngGEQ2KaBWoOgXDXgesCm3QH+/eYuXHpGD162oIA/ubT88NU/4r+eM7zAuOyS89xCe+fHlrjuZEdHx4m+JC/q+K0HeHJkcx0AMAngXQBw06334NVrsTZjBxf6Xu1ykj9p0blnVLHp0THM7g4wOe3CNnxJTQRobakMWmaAdMoFmAe/zlD3hT2ZUiG52/MMPe0uGANqrgXT9LB9D0O9DtRdBsYJAsaRTsl63AaHY/lw0i4M00SlweEFFBwiHxUNgAUeXNdD4JtIp0wcmLaRz3diZO4yvO8t3Vi5IL/FyGevG+ky7/jM+3HvvMVr8ecnetJP4Pg/B/DkuPTicwHg3v0HJu4FcF/a8ee90jnE6uM3siXzO+cadtdH3Ope5DIGysV9OHDoIBgzMLubI2ABHt3O8OBmE/PmlFGuW2j4FCYlyKQIetpdtBWmccO9Nk4epsi3VzBeM9CTyWDViinccJ8NDqAtx0QWuhEg5VSxaRdw2sI6NjxVQnkiB84CFDIMAfORyvRjaM4sWAbH8qWD2LVn/LMVd/Lps5ZdQJed3E3b89Z2ALenM+0nempfEuP/PMDVmNXbCQC3q9eHDo3DtJz2qYm963fvtODYxDOGFvxl13T9giCgGOgEpsd/iZ88SGCZKfzj20u49ucB9j9rgTMfjknQnisjm96PzU8PYG6Xh0xbA9WGCSvvYKTPw3jJhVvLoTsPNLosZFLAk2MOrvn5KC5eDbzxXBf3P96Ni19xGgb7AcDHxHT+zlK59AVKuDUyugJnnzNwb6PRmOrueekGPJ3I8f8BPsPo6uoGgCkANwHA+IF9AMHmbKkxC5yw9hzD5KGNOFQqoq8ji9VLXazfVPXWnLT2EwWnfsnsHt/rH6ghnZqFc9f0Yv6IjfbOCla9zEBfPoO2nirOPLWBtJHFYA/B6FDG6uh3bnn4Fzd9YsP2TmvtcoqBrnH09eRw+qkr0NdDQSmjpUp2Pwie7u/7zXObn4jx22HNf4mM2+9eBwIyq1wcb+tpb/CBHhe2NYlbf9GFBQMmcm11PLiJoiuTwoKhOm57wIVN0uhtJxiZkyFzh3qnOef75y1ac6J/ym/N+F/XOLHT1ti5qgAAACV0RVh0ZGF0ZTpjcmVhdGUAMjAyMC0xMS0wN1QxOTo0ODo0NiswMDowMB3uxrEAAAAldEVYdGRhdGU6bW9kaWZ5ADIwMjAtMTEtMDdUMTk6NDg6NDYrMDA6MDBss34NAAAAOXRFWHRTb2Z0d2FyZQBtYXRwbG90bGliIHZlcnNpb24gMi4yLjUsIGh0dHA6Ly9tYXRwbG90bGliLm9yZy9IzyijAAAAAElFTkSuQmCC', 'weight': 4}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 268337000
    {'hecke_orbit_code': 144115188142966592, 'n': 1, 'trace_an': 9}
  • id: 268337001
    {'hecke_orbit_code': 144115188142966592, 'n': 2, 'trace_an': 0}
  • id: 268337002
    {'hecke_orbit_code': 144115188142966592, 'n': 3, 'trace_an': 4}
  • id: 268337003
    {'hecke_orbit_code': 144115188142966592, 'n': 4, 'trace_an': 0}
  • id: 268337004
    {'hecke_orbit_code': 144115188142966592, 'n': 5, 'trace_an': -10}
  • id: 268337005
    {'hecke_orbit_code': 144115188142966592, 'n': 6, 'trace_an': 0}
  • id: 268337006
    {'hecke_orbit_code': 144115188142966592, 'n': 7, 'trace_an': -12}
  • id: 268337007
    {'hecke_orbit_code': 144115188142966592, 'n': 8, 'trace_an': 0}
  • id: 268337008
    {'hecke_orbit_code': 144115188142966592, 'n': 9, 'trace_an': 49}
  • id: 268337009
    {'hecke_orbit_code': 144115188142966592, 'n': 10, 'trace_an': 0}
  • id: 268337010
    {'hecke_orbit_code': 144115188142966592, 'n': 11, 'trace_an': 64}
  • id: 268337011
    {'hecke_orbit_code': 144115188142966592, 'n': 12, 'trace_an': 0}
  • id: 268337012
    {'hecke_orbit_code': 144115188142966592, 'n': 13, 'trace_an': -70}
  • id: 268337013
    {'hecke_orbit_code': 144115188142966592, 'n': 14, 'trace_an': 0}
  • id: 268337014
    {'hecke_orbit_code': 144115188142966592, 'n': 15, 'trace_an': -170}
  • id: 268337015
    {'hecke_orbit_code': 144115188142966592, 'n': 16, 'trace_an': 0}
  • id: 268337016
    {'hecke_orbit_code': 144115188142966592, 'n': 17, 'trace_an': -66}
  • id: 268337017
    {'hecke_orbit_code': 144115188142966592, 'n': 18, 'trace_an': 0}
  • id: 268337018
    {'hecke_orbit_code': 144115188142966592, 'n': 19, 'trace_an': 42}
  • id: 268337019
    {'hecke_orbit_code': 144115188142966592, 'n': 20, 'trace_an': 0}
  • id: 268337020
    {'hecke_orbit_code': 144115188142966592, 'n': 21, 'trace_an': -76}
  • id: 268337021
    {'hecke_orbit_code': 144115188142966592, 'n': 22, 'trace_an': 0}
  • id: 268337022
    {'hecke_orbit_code': 144115188142966592, 'n': 23, 'trace_an': -40}
  • id: 268337023
    {'hecke_orbit_code': 144115188142966592, 'n': 24, 'trace_an': 0}
  • id: 268337024
    {'hecke_orbit_code': 144115188142966592, 'n': 25, 'trace_an': 111}
  • id: 268337025
    {'hecke_orbit_code': 144115188142966592, 'n': 26, 'trace_an': 0}
  • id: 268337026
    {'hecke_orbit_code': 144115188142966592, 'n': 27, 'trace_an': 322}
  • id: 268337027
    {'hecke_orbit_code': 144115188142966592, 'n': 28, 'trace_an': 0}
  • id: 268337028
    {'hecke_orbit_code': 144115188142966592, 'n': 29, 'trace_an': 261}
  • id: 268337029
    {'hecke_orbit_code': 144115188142966592, 'n': 30, 'trace_an': 0}
  • id: 268337030
    {'hecke_orbit_code': 144115188142966592, 'n': 31, 'trace_an': 64}
  • id: 268337031
    {'hecke_orbit_code': 144115188142966592, 'n': 32, 'trace_an': 0}
  • id: 268337032
    {'hecke_orbit_code': 144115188142966592, 'n': 33, 'trace_an': -52}
  • id: 268337033
    {'hecke_orbit_code': 144115188142966592, 'n': 34, 'trace_an': 0}
  • id: 268337034
    {'hecke_orbit_code': 144115188142966592, 'n': 35, 'trace_an': 496}
  • id: 268337035
    {'hecke_orbit_code': 144115188142966592, 'n': 36, 'trace_an': 0}
  • id: 268337036
    {'hecke_orbit_code': 144115188142966592, 'n': 37, 'trace_an': 54}
  • id: 268337037
    {'hecke_orbit_code': 144115188142966592, 'n': 38, 'trace_an': 0}
  • id: 268337038
    {'hecke_orbit_code': 144115188142966592, 'n': 39, 'trace_an': -590}
  • id: 268337039
    {'hecke_orbit_code': 144115188142966592, 'n': 40, 'trace_an': 0}
  • id: 268337040
    {'hecke_orbit_code': 144115188142966592, 'n': 41, 'trace_an': -378}
  • id: 268337041
    {'hecke_orbit_code': 144115188142966592, 'n': 42, 'trace_an': 0}
  • id: 268337042
    {'hecke_orbit_code': 144115188142966592, 'n': 43, 'trace_an': -32}
  • id: 268337043
    {'hecke_orbit_code': 144115188142966592, 'n': 44, 'trace_an': 0}
  • id: 268337044
    {'hecke_orbit_code': 144115188142966592, 'n': 45, 'trace_an': -1046}
  • id: 268337045
    {'hecke_orbit_code': 144115188142966592, 'n': 46, 'trace_an': 0}
  • id: 268337046
    {'hecke_orbit_code': 144115188142966592, 'n': 47, 'trace_an': -1164}
  • id: 268337047
    {'hecke_orbit_code': 144115188142966592, 'n': 48, 'trace_an': 0}
  • id: 268337048
    {'hecke_orbit_code': 144115188142966592, 'n': 49, 'trace_an': -351}
  • id: 268337049
    {'hecke_orbit_code': 144115188142966592, 'n': 50, 'trace_an': 0}
  • id: 268337050
    {'hecke_orbit_code': 144115188142966592, 'n': 51, 'trace_an': 376}
  • id: 268337051
    {'hecke_orbit_code': 144115188142966592, 'n': 52, 'trace_an': 0}
  • id: 268337052
    {'hecke_orbit_code': 144115188142966592, 'n': 53, 'trace_an': -278}
  • id: 268337053
    {'hecke_orbit_code': 144115188142966592, 'n': 54, 'trace_an': 0}
  • id: 268337054
    {'hecke_orbit_code': 144115188142966592, 'n': 55, 'trace_an': -614}
  • id: 268337055
    {'hecke_orbit_code': 144115188142966592, 'n': 56, 'trace_an': 0}
  • id: 268337056
    {'hecke_orbit_code': 144115188142966592, 'n': 57, 'trace_an': 28}
  • id: 268337057
    {'hecke_orbit_code': 144115188142966592, 'n': 58, 'trace_an': 0}
  • id: 268337058
    {'hecke_orbit_code': 144115188142966592, 'n': 59, 'trace_an': 640}
  • id: 268337059
    {'hecke_orbit_code': 144115188142966592, 'n': 60, 'trace_an': 0}
  • id: 268337060
    {'hecke_orbit_code': 144115188142966592, 'n': 61, 'trace_an': -1054}
  • id: 268337061
    {'hecke_orbit_code': 144115188142966592, 'n': 62, 'trace_an': 0}
  • id: 268337062
    {'hecke_orbit_code': 144115188142966592, 'n': 63, 'trace_an': -1660}
  • id: 268337063
    {'hecke_orbit_code': 144115188142966592, 'n': 64, 'trace_an': 0}
  • id: 268337064
    {'hecke_orbit_code': 144115188142966592, 'n': 65, 'trace_an': -708}
  • id: 268337065
    {'hecke_orbit_code': 144115188142966592, 'n': 66, 'trace_an': 0}
  • id: 268337066
    {'hecke_orbit_code': 144115188142966592, 'n': 67, 'trace_an': 1184}
  • id: 268337067
    {'hecke_orbit_code': 144115188142966592, 'n': 68, 'trace_an': 0}
  • id: 268337068
    {'hecke_orbit_code': 144115188142966592, 'n': 69, 'trace_an': -188}
  • id: 268337069
    {'hecke_orbit_code': 144115188142966592, 'n': 70, 'trace_an': 0}
  • id: 268337070
    {'hecke_orbit_code': 144115188142966592, 'n': 71, 'trace_an': -1988}
  • id: 268337071
    {'hecke_orbit_code': 144115188142966592, 'n': 72, 'trace_an': 0}
  • id: 268337072
    {'hecke_orbit_code': 144115188142966592, 'n': 73, 'trace_an': -750}
  • id: 268337073
    {'hecke_orbit_code': 144115188142966592, 'n': 74, 'trace_an': 0}
  • id: 268337074
    {'hecke_orbit_code': 144115188142966592, 'n': 75, 'trace_an': 3126}
  • id: 268337075
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  • id: 268337076
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  • id: 268337077
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  • id: 268337078
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  • id: 268337079
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  • id: 268337080
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  • id: 268337081
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  • id: 268337082
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  • id: 268337083
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  • id: 268337084
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  • id: 268337085
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  • id: 268337086
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  • id: 268337087
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  • id: 268337088
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  • id: 268337089
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  • id: 268337090
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  • id: 268337091
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  • id: 268337092
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  • id: 268337093
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  • id: 268337094
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  • id: 268337095
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  • id: 268337096
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  • id: 268337097
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  • id: 268337098
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  • id: 268337099
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  • id: 268337100
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  • id: 268337101
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  • id: 268337102
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  • id: 268337103
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  • id: 268337104
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  • id: 268337105
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  • id: 268337106
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  • id: 268337107
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  • id: 268337108
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  • id: 268337109
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  • id: 268337110
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  • id: 268337111
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  • id: 268337112
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  • id: 268337113
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  • id: 268337114
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  • id: 268337115
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  • id: 268337116
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  • id: 268337117
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  • id: 268337118
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  • id: 268337119
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  • id: 268337120
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  • id: 268337121
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  • id: 268337122
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  • id: 268337123
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  • id: 268337124
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  • id: 268337125
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  • id: 268337126
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  • id: 268337127
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  • id: 268337128
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  • id: 268337129
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  • id: 268337130
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  • id: 268337131
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  • id: 268337132
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  • id: 268337133
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  • id: 268337134
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  • id: 268337135
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  • id: 268337136
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  • id: 268337137
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  • id: 268337138
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  • id: 268337139
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  • id: 268337140
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  • id: 268337141
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  • id: 268337142
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  • id: 268337143
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  • id: 268337144
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  • id: 268337145
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  • id: 268337146
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  • id: 268337147
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  • id: 268337148
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  • id: 268337149
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  • id: 268337150
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  • id: 268337151
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  • id: 268337152
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  • id: 268337153
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  • id: 268337154
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  • id: 268337155
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  • id: 268337156
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  • id: 268337157
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  • id: 268337158
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  • id: 268337159
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  • id: 268337160
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  • id: 268337161
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  • id: 268337162
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  • id: 268337163
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  • id: 268337164
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  • id: 268337165
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  • id: 268337166
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  • id: 268337167
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  • id: 268337168
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  • id: 268337169
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  • id: 268337170
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  • id: 268337171
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  • id: 268337172
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  • id: 268337173
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  • id: 268337174
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  • id: 268337175
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  • id: 268337176
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  • id: 268337177
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  • id: 268337178
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  • id: 268337179
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  • id: 268337180
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  • id: 268337181
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  • id: 268337182
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  • id: 268337183
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  • id: 268337184
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  • id: 268337185
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  • id: 268337186
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  • id: 268337187
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  • id: 268337188
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  • id: 268337189
    {'hecke_orbit_code': 144115188142966592, 'n': 190, 'trace_an': 0}
  • id: 268337190
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  • id: 268337191
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  • id: 268337192
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  • id: 268337193
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  • id: 268337194
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  • id: 268337195
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  • id: 268337196
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  • id: 268337197
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  • id: 268337198
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  • id: 268337199
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  • id: 268337200
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  • id: 268337201
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  • id: 268337202
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  • id: 268337203
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  • id: 268337204
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  • id: 268337205
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  • id: 268337206
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  • id: 268337207
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  • id: 268337208
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  • id: 268337209
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  • id: 268337210
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  • id: 268337211
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  • id: 268337212
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  • id: 268337213
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  • id: 268337214
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  • id: 268337215
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  • id: 268337216
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  • id: 268337217
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  • id: 268337218
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  • id: 268337219
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  • id: 268337220
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  • id: 268337221
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  • id: 268337222
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  • id: 268337223
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  • id: 268337224
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  • id: 268337225
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  • id: 268337226
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  • id: 268337227
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  • id: 268337228
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  • id: 268337229
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  • id: 268337230
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  • id: 268337231
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  • id: 268337232
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  • id: 268337233
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  • id: 268337234
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  • id: 268337235
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  • id: 268337236
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  • id: 268337237
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  • id: 268337238
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  • id: 268337239
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  • id: 268337240
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  • id: 268337241
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  • id: 268337242
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  • id: 268337243
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  • id: 268337244
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  • id: 268337245
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  • id: 268337246
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  • id: 268337247
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  • id: 268337248
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  • id: 268337249
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  • id: 268337250
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  • id: 268337251
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  • id: 268337252
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  • id: 268337253
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  • id: 268337254
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  • id: 268337255
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  • id: 268337256
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  • id: 268337257
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  • id: 268337258
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  • id: 268337259
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  • id: 268337260
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  • id: 268337261
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  • id: 268337262
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  • id: 268337263
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  • id: 268337264
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  • id: 268337265
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  • id: 268337266
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  • id: 268337267
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  • id: 268337268
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  • id: 268337269
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  • id: 268337270
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  • id: 268337271
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  • id: 268337272
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  • id: 268337273
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