Embedded newform data - 8.10.b.a.5.2

Formats: - HTML - YAML - JSON - 2024-05-19T23:25:33.160396

• mf_newforms •

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

  
  {'Nk2': 800, 'analytic_conductor': 4.120286689310985, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 8, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': 1, 'char_values': [8, 2, [7, 5], [2, 1]], 'cm_discs': [], 'conrey_index': 5, 'dim': 8, 'field_disc': 5152599004607860104797471617, 'field_disc_factorization': [[7, 1], [199, 1], [1923258295913, 2]], 'field_poly': [251007534, -16074123, 1261649, -92091, -315, -313, 59, -1, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'has_non_self_twist': 1, 'hecke_cutters': [], 'hecke_orbit': 1, 'hecke_orbit_code': 68887248904, 'hecke_ring_generator_nbound': 5, 'hecke_ring_index': 2415919104, 'hecke_ring_index_factorization': [[2, 28], [3, 2]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 8, 2, 1, 2, 0]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '8.10.b.a', 'level': 8, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2], 'level_radical': 2, 'minimal_twist': '8.10.b.a', 'prim_orbit_index': 2, 'qexp_display': 'q+(-2-\\beta _{1})q^{2}+(\\beta _{1}+\\beta _{3})q^{3}+(-54+\\cdots)q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 8, 'rm_discs': [], 'sato_tate_group': '9.2.3.c2', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '8.10.b', 'trace_display': [-18, 0, 0, 4800], 'trace_hash': 637759987484929601, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.044', 'prec': 17}, {'__RealLiteral__': 0, 'data': '6.914', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.503', 'prec': 17}, {'__RealLiteral__': 0, 'data': '235.047', 'prec': 24}, {'__RealLiteral__': 0, 'data': '78.847', 'prec': 20}, {'__RealLiteral__': 0, 'data': '11192.579', 'prec': 30}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.506', 'prec': 17}, 'traces': [8, -18, 0, -428, 0, 4684, 4800, -3384, -39368, 26392, 0, 54760, 0, -72336, -163136, 185616, -102000, -23614, 0, 1245264, 0, -2373124, 3412032, -3961456, -2423384, 4551240, 0, 7509920, 0, -15284368, 803584, -14113248, 58272, 27757244, 0, 57226188, 0, -63661140, -17590208, -93063648, -2180784, 127541344, 0, 114013320, 0, -131840944, 7432320, -217917408, 24436680, 231784902, 0, 219270896, 0, -362934280, 7056832, -358503360, 134003744, 375425192, 0, 516952992, 0, -344291904, -223198400, -316815296, -146501760, 239713176, 0, 79875048, 0, -56202048, 560234688, 112273016, -523987120, -65773608, 0, -87532760, 0, 318117968, -248943744, 890441280, 231960296, -1051981172, 0, -1275608768, 0, 1492810428, 540527424, 1544767952, 744827856, -3218579800, 0, -2959012128, 0, 3068552352, -1465245504, 4296343616, -9932784, -3062604162, 0, 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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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[-1.7906644306829222, 0.0], [-0.955830515842454, -0.6688442605599417], [0.7902848812868147, 0.0], [-0.46240830032121305, -1.394993483418342], [0.0, 0.37030851213409616], [0.3250708172322492, -0.24210926504612842], [0.0, -0.11346023563966284], [1.0079048955089214, -0.3340973238639447], [0.2703997964630416, 0.0], [0.2982457407994945, -0.008830188918605745], [0.34175601319938337, 0.0], [-1.0648402251576015, 0.35297007798359875], [0.0, 0.17500957013067997], [-0.8200441231475997, 0.6107600849903843], [0.0, 0.5417199260481594], [0.035404466086112495, 0.10680820270683818], [0.38362615073650375, 0.0], [-0.11509532800280349, -0.0805381793906102], [-0.6785728685762199, 0.0], [0.12127410366662762, 0.36585974820267514], [0.0, 0.12454347593592204], [-1.4817888454974297, -1.9895410069486854], [0.0, 0.6461146492010387], [0.6781568293198915, -0.22479341339187708], [0.5086587791085492, 0.0], [-0.043201942249023656, -0.01291462274092235], [2.1591544815510613, 0.0], [-0.8660652582598243, 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0.1876147661577932, -0.15761437438575904, 0.04152860844522509, 0.023032403363058875, -0.282231331457071, 0.07090474013987083, -0.19889936869441127, -0.4761669850571255, -0.1803623916690792, 0.0037370728145040976, -0.18399292467657716, -0.32735925850206987, -0.36708416201194805, -0.43053537091421934, -0.4964114708144047, 0.04770879379712014, -0.4718902117054304, -0.13906272928538232, -0.2802559452852729, -0.20278742320570448, -0.37510522332055213, -0.36298846310479543, -0.14336314838173728, 0.04807610807883016, -0.2052316891166943, -0.4037764485217021, 0.13393655039292868, -0.2750560579558829, -0.31750562555382855, 0.037589937006676274, -0.3911153042090633, -0.4549396934369396, -0.44822992125034006, -0.1983208489894001, -0.4168932244418678, -0.4296278520246092, -0.16606594825682258, 0.14896124883302592, -0.39181861145828567, -0.4417438466874748, -0.2899765034547281, -0.2465091455318697, 0.007999151763749603, -0.26054282325030387, 0.09263981634983079, -0.36615745455147625, 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0.022090593250810996, 0.008862115750763512, -0.19119488974750062, 0.08202090334196092, -0.39747981225946977, -0.23762303324481432, -0.31577857342039833, -0.2843678958629885, -0.48847087771649794, -0.30236563171201725, 0.06431364441907399, -0.30122852323127536, 0.01728376361265429, -0.25702557723526037, 0.030351549808376687, -0.3075340499770251, -0.4265309270561749, -0.2226697996446216, -0.3050927937868306, 0.052355333487544994, -0.454936369961207, -0.2550773863428298, -0.15707383871136782, 0.11330317484136515, -0.1839389357755397, -0.3062096543909864, -0.254285410622539, 0.02540251585245626], 'char_orbit_index': 2, 'conrey_index': 5, 'dual_conrey_index': 5, 'dual_embedding_index': 1, 'dual_embedding_m': 1, 'embedding_index': 2, 'embedding_m': 2, 'embedding_root_imag': -3.5597622795224755, 'embedding_root_real': 9.739091791827136, 'hecke_orbit': 1, 'hecke_orbit_code': 68887248904, 'label': '8.10.b.a.5.2', 'level': 8, 'weight': 10}
• mf_newspaces •

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

  
  {'Nk2': 800, 'analytic_conductor': 4.120286689310985, 'char_conductor': 8, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': 1, 'char_values': [8, 2, [7, 5], [2, 1]], 'conrey_index': 5, 'cusp_dim': 8, 'dim': 8, 'eis_dim': 2, 'eis_new_dim': 2, 'hecke_cutter_primes': [], 'hecke_orbit_code': 68887248904, 'hecke_orbit_dims': [8], 'label': '8.10.b', 'level': 8, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2], 'level_radical': 2, 'mf_dim': 10, 'mf_new_dim': 10, 'num_forms': 1, 'prim_orbit_index': 2, 'relative_dim': 8, 'sturm_bound': 10, 'trace_bound': 0, 'trace_display': [-18, 0, 0, 4800], 'traces': [8, -18, 0, -428, 0, 4684, 4800, -3384, -39368, 26392, 0, 54760, 0, -72336, -163136, 185616, -102000, -23614, 0, 1245264, 0, -2373124, 3412032, -3961456, -2423384, 4551240, 0, 7509920, 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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: 710681
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 5, 'source_dim': 8, 'source_embedding_index': 2, 'source_hecke_orbit_code': 68887248904, 'source_is_minimal': True, 'source_label': '8.10.b.a.5.2', 'source_level': 8, 'target_conrey_index': 5, 'target_dim': 8, 'target_embedding_index': 2, 'target_hecke_orbit_code': 68887248904, 'target_is_minimal': True, 'target_label': '8.10.b.a.5.2', 'target_level': 8, 'twist_class_label': '8.10.b.a.5.1', 'twist_class_level': 8, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 10}
  • id: 710682
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 5, 'source_dim': 8, 'source_embedding_index': 2, 'source_hecke_orbit_code': 68887248904, 'source_is_minimal': True, 'source_label': '8.10.b.a.5.2', 'source_level': 8, 'target_conrey_index': 37, 'target_dim': 8, 'target_embedding_index': 7, 'target_hecke_orbit_code': 4503805953572936, 'target_is_minimal': False, 'target_label': '72.10.d.b.37.7', 'target_level': 72, 'twist_class_label': '8.10.b.a.5.1', 'twist_class_level': 8, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 10}
  • id: 710683
    {'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 5, 'source_dim': 8, 'source_embedding_index': 2, 'source_hecke_orbit_code': 68887248904, 'source_is_minimal': True, 'source_label': '8.10.b.a.5.2', 'source_level': 8, 'target_conrey_index': 17, 'target_dim': 8, 'target_embedding_index': 6, 'target_hecke_orbit_code': 68887248928, 'target_is_minimal': False, 'target_label': '32.10.b.a.17.6', 'target_level': 32, 'twist_class_label': '8.10.b.a.5.1', 'twist_class_level': 8, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 10}
  • id: 710684
    {'conductor': 8, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 5, 'source_dim': 8, 'source_embedding_index': 2, 'source_hecke_orbit_code': 68887248904, 'source_is_minimal': True, 'source_label': '8.10.b.a.5.2', 'source_level': 8, 'target_conrey_index': 17, 'target_dim': 8, 'target_embedding_index': 3, 'target_hecke_orbit_code': 68887248928, 'target_is_minimal': False, 'target_label': '32.10.b.a.17.3', 'target_level': 32, 'twist_class_label': '8.10.b.a.5.1', 'twist_class_level': 8, 'twisting_char_label': '8.3', 'twisting_conrey_index': 3, 'weight': 10}
  • id: 710685
    {'conductor': 8, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 5, 'source_dim': 8, 'source_embedding_index': 2, 'source_hecke_orbit_code': 68887248904, 'source_is_minimal': True, 'source_label': '8.10.b.a.5.2', 'source_level': 8, 'target_conrey_index': 5, 'target_dim': 8, 'target_embedding_index': 1, 'target_hecke_orbit_code': 68887248904, 'target_is_minimal': True, 'target_label': '8.10.b.a.5.1', 'target_level': 8, 'twist_class_label': '8.10.b.a.5.1', 'twist_class_level': 8, 'twisting_char_label': '8.5', 'twisting_conrey_index': 5, 'weight': 10}
  • id: 710686
    {'conductor': 12, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 5, 'source_dim': 8, 'source_embedding_index': 2, 'source_hecke_orbit_code': 68887248904, 'source_is_minimal': True, 'source_label': '8.10.b.a.5.2', 'source_level': 8, 'target_conrey_index': 145, 'target_dim': 8, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503805953573152, 'target_is_minimal': False, 'target_label': '288.10.d.b.145.1', 'target_level': 288, 'twist_class_label': '8.10.b.a.5.1', 'twist_class_level': 8, 'twisting_char_label': '12.11', 'twisting_conrey_index': 11, 'weight': 10}
  • id: 710687
    {'conductor': 16, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 5, 'source_dim': 8, 'source_embedding_index': 2, 'source_hecke_orbit_code': 68887248904, 'source_is_minimal': True, 'source_label': '8.10.b.a.5.2', 'source_level': 8, 'target_conrey_index': 1, 'target_dim': 8, 'target_embedding_index': 3, 'target_hecke_orbit_code': 81064793460441344, 'target_is_minimal': False, 'target_label': '256.10.a.s.1.3', 'target_level': 256, 'twist_class_label': '8.10.b.a.5.1', 'twist_class_level': 8, 'twisting_char_label': '16.3', 'twisting_conrey_index': 3, 'weight': 10}
  • id: 710688
    {'conductor': 16, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 5, 'source_dim': 8, 'source_embedding_index': 2, 'source_hecke_orbit_code': 68887248904, 'source_is_minimal': True, 'source_label': '8.10.b.a.5.2', 'source_level': 8, 'target_conrey_index': 1, 'target_dim': 8, 'target_embedding_index': 3, 'target_hecke_orbit_code': 67553994578329856, 'target_is_minimal': False, 'target_label': '256.10.a.p.1.3', 'target_level': 256, 'twist_class_label': '8.10.b.a.5.1', 'twist_class_level': 8, 'twisting_char_label': '16.5', 'twisting_conrey_index': 5, 'weight': 10}
  • id: 710689
    {'conductor': 16, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 5, 'source_dim': 8, 'source_embedding_index': 2, 'source_hecke_orbit_code': 68887248904, 'source_is_minimal': True, 'source_label': '8.10.b.a.5.2', 'source_level': 8, 'target_conrey_index': 1, 'target_dim': 8, 'target_embedding_index': 6, 'target_hecke_orbit_code': 81064793460441344, 'target_is_minimal': False, 'target_label': '256.10.a.s.1.6', 'target_level': 256, 'twist_class_label': '8.10.b.a.5.1', 'twist_class_level': 8, 'twisting_char_label': '16.11', 'twisting_conrey_index': 11, 'weight': 10}
  • id: 710690
    {'conductor': 16, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 5, 'source_dim': 8, 'source_embedding_index': 2, 'source_hecke_orbit_code': 68887248904, 'source_is_minimal': True, 'source_label': '8.10.b.a.5.2', 'source_level': 8, 'target_conrey_index': 1, 'target_dim': 8, 'target_embedding_index': 6, 'target_hecke_orbit_code': 67553994578329856, 'target_is_minimal': False, 'target_label': '256.10.a.p.1.6', 'target_level': 256, 'twist_class_label': '8.10.b.a.5.1', 'twist_class_level': 8, 'twisting_char_label': '16.13', 'twisting_conrey_index': 13, 'weight': 10}
  • id: 710691
    {'conductor': 24, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 5, 'source_dim': 8, 'source_embedding_index': 2, 'source_hecke_orbit_code': 68887248904, 'source_is_minimal': True, 'source_label': '8.10.b.a.5.2', 'source_level': 8, 'target_conrey_index': 37, 'target_dim': 8, 'target_embedding_index': 8, 'target_hecke_orbit_code': 4503805953572936, 'target_is_minimal': False, 'target_label': '72.10.d.b.37.8', 'target_level': 72, 'twist_class_label': '8.10.b.a.5.1', 'twist_class_level': 8, 'twisting_char_label': '24.5', 'twisting_conrey_index': 5, 'weight': 10}
  • id: 710692
    {'conductor': 24, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 5, 'source_dim': 8, 'source_embedding_index': 2, 'source_hecke_orbit_code': 68887248904, 'source_is_minimal': True, 'source_label': '8.10.b.a.5.2', 'source_level': 8, 'target_conrey_index': 145, 'target_dim': 8, 'target_embedding_index': 8, 'target_hecke_orbit_code': 4503805953573152, 'target_is_minimal': False, 'target_label': '288.10.d.b.145.8', 'target_level': 288, 'twist_class_label': '8.10.b.a.5.1', 'twist_class_level': 8, 'twisting_char_label': '24.11', 'twisting_conrey_index': 11, 'weight': 10}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 33175
    {'charpoly_factorization': [[[68719476736, 2415919104, 98566144, 3047424, 35840, 5952, 376, 18, 1], 1]], 'hecke_orbit_code': 68887248904, 'p': 2}
  • id: 33176
    {'charpoly_factorization': [[[63696237642309888, 0, 24101856384768, 0, 2654022240, 0, 98416, 0, 1], 1]], 'hecke_orbit_code': 68887248904, 'p': 3}
  • id: 33177
    {'charpoly_factorization': [[[294381261264939950080000, 0, 4781063725538918400, 0, 16402176226816, 0, 9024192, 0, 1], 1]], 'hecke_orbit_code': 68887248904, 'p': 5}
  • id: 33178
    {'charpoly_factorization': [[[-105959154151424, 378295830528, -83936384, -2400, 1], 2]], 'hecke_orbit_code': 68887248904, 'p': 7}
  • id: 33179
    {'charpoly_factorization': [[[1822653548643032143600766965882732800, 0, 12229723836293443697242328832, 0, 19633369896801227872, 0, 8236679920, 0, 1], 1]], 'hecke_orbit_code': 68887248904, 'p': 11}
  • id: 33180
    {'charpoly_factorization': [[[188093608715196815558048144170721280000, 0, 359267640070790417097498476544, 0, 193591126198119044608, 0, 32658557120, 0, 1], 1]], 'hecke_orbit_code': 68887248904, 'p': 13}
  • id: 33181
    {'charpoly_factorization': [[[4986170362589796204048, 10452261590949600, -196506213736, 51000, 1], 2]], 'hecke_orbit_code': 68887248904, 'p': 17}
  • id: 33182
    {'charpoly_factorization': [[[4858002186526984935547677646744371190855049472, 0, 76140103795800681262651364534019840, 0, 438393384432022167139936, 0, 1096176385904, 0, 1], 1]], 'hecke_orbit_code': 68887248904, 'p': 19}
  • id: 33183
    {'charpoly_factorization': [[[-4283106901018228089778176, 9083149213504542720, -4026188269696, -1706016, 1], 2]], 'hecke_orbit_code': 68887248904, 'p': 23}
  • id: 33184
    {'charpoly_factorization': [[[464113573998737613434267452946224716058500833280000, 0, 649956479828247690085011949867075682304, 0, 271986834626061815637767680, 0, 37664861079232, 0, 1], 1]], 'hecke_orbit_code': 68887248904, 'p': 29}
  • id: 33185
    {'charpoly_factorization': [[[67887732933401694312595456, -5377915809433518080, -19577950685184, -401792, 1], 2]], 'hecke_orbit_code': 68887248904, 'p': 31}
  • id: 33186
    {'charpoly_factorization': [[[171818854459325679815480003158746448057179091015630848, 0, 607297390573893383892592046063038899732480, 0, 26999598860959471227896591872, 0, 326100596383424, 0, 1], 1]], 'hecke_orbit_code': 68887248904, 'p': 37}
  • id: 33187
    {'charpoly_factorization': [[[7413413199485738318065720080, -188584447211076441504, -250456338738856, 1090392, 1], 2]], 'hecke_orbit_code': 68887248904, 'p': 41}
  • id: 33188
    {'charpoly_factorization': [[[948846466066191607207117794688171131766762978350743808, 0, 40401279391879472283567972603090481160630016, 0, 1282460979000311988014404148320, 0, 2371291867102448, 0, 1], 1]], 'hecke_orbit_code': 68887248904, 'p': 43}
  • id: 33189
    {'charpoly_factorization': [[[545935085165046451315396902912, -5694280015838644224000, -2580461032038912, -3716160, 1], 2]], 'hecke_orbit_code': 68887248904, 'p': 47}
  • id: 33190
    {'charpoly_factorization': [[[115517060506762809864040073604820469671422441715855249560895488, 0, 170218479322367545212219208958351082683167850496, 0, 87426962220979809851427602601472, 0, 17631623142658240, 0, 1], 1]], 'hecke_orbit_code': 68887248904, 'p': 53}
  • id: 33191
    {'charpoly_factorization': [[[7738578471661477056785811152079986706721548344261901975808, 0, 506307608340866485386276984166654146358509312, 0, 3868950307371211423765402519648, 0, 3859145470422000, 0, 1], 1]], 'hecke_orbit_code': 68887248904, 'p': 59}
  • id: 33192
    {'charpoly_factorization': [[[10421523911835880574314959234515522043648460590493085912781619200, 0, 5587785900868028540820879199415246647283991232512, 0, 971925346310568921107557830342144, 0, 60072486957464256, 0, 1], 1]], 'hecke_orbit_code': 68887248904, 'p': 61}
  • id: 33193
    {'charpoly_factorization': [[[134623758326828984105913600386862934175835576523457161002446938368, 0, 52591654000398674939924185065653630990656231413504, 0, 4095899932873731625261960666507872, 0, 113247685818871920, 0, 1], 1]], 'hecke_orbit_code': 68887248904, 'p': 67}
  • id: 33194
    {'charpoly_factorization': [[[603390899848197768091064472932352, 8525018437600688266807296, -37562835689442432, -280117344, 1], 2]], 'hecke_orbit_code': 68887248904, 'p': 71}
  • id: 33195
    {'charpoly_factorization': [[[-275361398731728069835581821955312, -12693916291759594455452064, -90069115519431848, 261993560, 1], 2]], 'hecke_orbit_code': 68887248904, 'p': 73}
  • id: 33196
    {'charpoly_factorization': [[[142082734578697106935992304599040, -4567394412481700669865984, -47058372456432128, 124471872, 1], 2]], 'hecke_orbit_code': 68887248904, 'p': 79}
  • id: 33197
    {'charpoly_factorization': [[[374092345230133815272772235423174578273086049683815957790020465139968, 0, 25865370971294063835853601588217167345910134891210496, 0, 253775701735546462765238129431565920, 0, 874707678934689648, 0, 1], 1]], 'hecke_orbit_code': 68887248904, 'p': 83}
  • id: 33198
    {'charpoly_factorization': [[[176378801228933631653725387464168720, 214708251133945494331841376, -900691174247854888, -372413928, 1], 2]], 'hecke_orbit_code': 68887248904, 'p': 89}
  • id: 33199
    {'charpoly_factorization': [[[41578589047839325643240425457197072, -237196703396968255274942496, -994507009237391336, 4966392, 1], 2]], 'hecke_orbit_code': 68887248904, 'p': 97}
• mf_newform_portraits •

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

  
  {'char_orbit_index': 2, 'hecke_orbit': 1, 'label': '8.10.b.a', 'level': 8, 'portrait': 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yw1XcbLAkc6zC26nLwoODsfc34lxit1eeNtHd5xB3iyzrFzNc4vKC5lkfv8suXkkuXWa5f41Q822Fwf58zcBJeWSiw2HFbW0vMYx4bFtT6TE11qpQk6ZpO59/Zdn9y+qfZLnV7Uev3r3/X9hsR/1eMvPcBPz60B/O+rCyfufejbn5Za9u6xZl5fs3WMbqiQQrHc8Gi0Jc0ONFoJjVbESjNhvgEnlwXT02v8s59c4fa9ZS4sTDC3WGFuWbOwYplfjpldSlhsx9Qn+tx7fYc7D4ArS3jKY2HV59KyZn5V0A0gjg2+a6j4CeNjMQY4Nx/T6sCODQ6VUoC1AoRLp2fYvjFgZU2DTanIWgeCGCyW1WbIlhmHdk8hlEWYgJrvsH1Tn7Wu4NycJjGayZqk6gs8B+JY0A0k86uSSyuWhUaM5/XBibnrmg73XCuYrpVYadS4sOAxtwwLyzELqzEXV+HUiuXWa5b55z/ZYMPYGOfnJ1hYycDdFDRahnYnZq2TsNJKkNLS6km2b11j59ZN8eRE9Yl3veWdZu++nU9IGf7juYUxtmysfb9h8qqPv7QA/6OP/xmu1u4nv/mcfP2tmz63eOnCW1861iDWq9xzTYOffZvHxYU6zY7HattjraVptBWNFqy1E1abEavNhIU1OL0qmJpq8i9/boGbd3msrE1wcbHK/IrH/IpkqWFYWEmYbyR0wpjAxOzd1uXAblhtSK7eFvDaGw1RrBBYvvgdn8Wmz9aJgLOXFJ1OlRuuSlhsxZybg33bJCfm4K79BmMDupGPp0NqvubJwyXKpQhPxYSJJUk0d1zd49Ssx74dEWfmYLlR4YarElr9PqcWFNsmAlZbIV96oowViiRJuP+mLnu2WebXHG7e02fPZoc4KtPtlbi07DO/LFhqJCw2YhZWDedXBQudkJv2rfD/+ekOm8bHmF0YZ37FZ3ktBfdqy9BsxTS7Cc2OodGBRk8wu2L56R+8yM1XSTyxiUZ3nL37bwquvf4N/+fWzdP/63ce/Tx33ffu7zdkrvj4S6mifPqLf0B124pqn/T/100Tzt/urT1bK0sPaQQvHB3n/DLcfmCBG3Yl6JU6QoIUFilACIWUCgFIIZAqxtGWC40x/uFvu9x97So/8tpldm3uMzFWY6peYmnVZeOkw7amYqWpabQNzVWfb16ydPsxh0+4PPOKAQSeY5lddBDSw/bLXLXZsnmmy0IjYHGlyr3XWcqlBu3OBMuthDAsMTlu6PQctk/3Wen4TE9AEChm6pIo6bGwWuLcYp/FRoWb9sVcWu3wladctkzW2L0Jtm/UqK0uW2fAdQxCwI4NaTLb7nl0uuOcueCw2lKsrsFK07DaTFhuJsw3YaWfsH1Lh79z/zJ3H9D4ziSnL9ZYbvgsr2lWWoK1pmGtE9FsJ6x1LY0OLHUkl5qGG/ct8UOv6bGhNslzRx0OHWtx6PS3PcKTv/L5z30i1puO/vOvffMjyVvf+HPfb+hc9vhLFcFPHD+OXyqVZs/PbX/ypcffv6U29y+eP9jk0AVLtWxpNxzOL8HxFcuB7Yv8H7+4zA27yiyu1llplllrezTaDo2WptGCZtuw1o5ptGNWW5aFpmCuY0F0eO9rmrz9dsPuTT5hWKbR9FnruDTbikZH0O4K+oEljC1JAkpaPAdKnqVes8xMRGinz6lLIYdOepi4wlvvCNHOGs8dGWPnJvjK0zGvuc5jsdnD14o4iZgYhzhy0E7MykqZe29u8ZUnq+zaBM+eCHAo85bbDbHocehUwplZHy1dNoxrxiuCkidwXYESEBsII0s/hHbXstYxtLuGta5hpWPpJQk7tnZ5+51N3ntPCKbKytoYi6slVpoOqy1No5mueM2MljQ7lkYXFtqSxZbhxr2L/MYvLrN3U43z89NcWPBZbjcp+w4vHfMJ9QRvvmfif5uZvO9PN2zeeD4M+r19+//ylPz/0gDc2u8AZXf2QuNnnnv24m898M2nxZYNc3LXzDjfetbj+GyAI6EfCebbknNrCTdftchv/twKN1/ls7RWZ2WtTKPt0Wy7NNqatbag2bY0Owlr7Thbdi2LbcGlpmG83uVNt7a560DMjg2KWsmh1fbxHAkowlhijMBY6PYBYRiv9jlx0WJsyIPPVgi6Ja7a4nL39V0is8Yjz9e5aa/DifkOzUaNO6/v8s3nPDZMWI6cs/yd97Q4ctZjw4TkG88r7r5asdptcfrCBDftC3nkUI84KHPXNS57tvXpxR2+/pyCRHBqVlMra7SAbk9irCAxligGpEG7hmbHUqlGbNsUcM/VXd50S8xkxWdhdYyVtRKNVnpuGi1BswPNdkyrE7PWMTS7hkY3Pb9L7YQ79i/yL35hiWt3lFlYnmClWaEfKpQ0HDtb4lvPR2zb0uDaHRtMefwO69d3/e01s+P3PVbDH33ndd9vSAF/SQBurZGddu+dH/vsn121a+Piby6fPey8eLzMSifi1v2a+UWHMxcjGp2Edt+y1hUsdCQX1hLuPLDIr//8MrfscVhr11lqVFjr+DTbLmsdTbOtaHah3bG0ujGtTkKnZ2h2LUsdwVIHoiTghr09Nk4kdLqWt90ZsHOjIU4kWlrCCB4+6HN+0WfTeMzLp3wwZQ5sVdy83+D5XZ470WVpucK1OyvU6g2efMnhtr0+K901Go0aGzdanj6i+PHXd3jmiGbrjMNyp0ljdYKbr+7y5MsJE6U6117VYbHZ5OnDdUq6wq37Lfu290F2OHhGMDMRsbAU8chBh36kkBISY9m5KeRNd4a0O4rN44ab90IYllltlllteqx1HFpdRbMjaXWg1U1odRLa3YRW17DWtaz2JHMtwVov5O59S/zzn29wy1U+l5brNFoVmh2XZseh0XI4NStYaHS49eqIhWWP547HvOvt+6MD22v/8ObbPnDScctfKpWk+X5j6/vOwS8t9Zhf6vxke/Hpf3vh9NmJL37lBHdeE7N9s6C2VmWtpUgslEuS2FjAZOV5gxCKZ09s4B9/xOE9d6/yo69fYdeWgPmVGr5bouS5lD2HSknTLkmqPYexiqbbT+j0EjYEhl5gafc9Vpd8Zi9YwthwcT7G8ywgcJVFS0G3pxA4xF3NjTsFezZbtm/pEiRtvvqM4ujJcd58i8fNVzf46Fctriizc0uXl55UbKkrpmpdfFUijBwW21DxNVs3CF48GnLzvhKvvWmZP3igh+tUeeMdFsfr8q2nQ77yVIXDZ0rs3lxm56aE6fGQXVMR1+1MUMqglQUsZc9juu4RRg7trsvLJxw6fU23p+j0JZ0edPqWTjf97u1eQqdnafUMzZ5gqauYb1jKtSa//N4l3n1XyA27yswtjbHWLtHqurS6Du2upt2TSGmplXzOXPRpdDvs39NhUj/lHD++798udp9e/cG33PL3rW3/gRDV/34BPr/cRgjz85/4/KO/vnThyxNXTYcszk/wnYMh2zYkTFQESkmMsbiOpOSbVIKzIEg7ahwpefnkFC8eL3N8bpH33tPhnmv61Ks1VptlKi2fWs+l09W0s4vd62u6gaYfWPqhIYwsUWSJk/QIYxdrQCqBowW+K6hXBeNV2Dhl2Lqhy9R4k689B4++4CDNGG++xeHGA20ePxwR9mvcfaOg2euxuFLhrn2GqXqXkvbox4qlVoQyghv3acrVgOeP+dx38xh33tDm+WMK7Bi3XOPyc+9Y5ZsvhnzjmQpHzvtsn1ZsnCgxXi0zVoWSB462KAnGwpEzgiQRRLEgjCGISL9jkNALDP3A0O0buoGh04NWAEsdxVIH+qbPG25a5Z33NPmxNxqiaIxLyxVaHZ9W16Xddehk5y+MQClBpaRxtGXbJs32mSrnLno8/OISd93y6Ynebav/h7vpzdratd8Vov7fH8DjcBWl+LkLpx769VOvfHvm5dMdbn9/jzfd7nH4dJm1DggBSoEQAs+VGKsQFoSwCGlQ0uLIBF9LlrslPvntrXz7hRavuW6ND75hjet2dZisl1lZK9PueXR7TgZslR6hIIgkUSyI43SpT71baVKpNfgulEuGiWrElpkuMR1OXIz45CM+py9UqHslbrtGc9f1LZ4+3uTB79S4Y6/P9k1d/vjbAiU8atWItU6AsaAETNe6tNouJi7xztcs8omvlNmz4PP2O7qE0QqPHJokSnxuv2aGt9/WYu+2Jt96vstLF8ocPOOydUIyUROUPYHrpDdhqiBZjAVjLFGc3ayRJYjSG7kfQi+Edl/QCASrbRC6z4371vjgm9a495qEqWqJRrPMWrtMp+fS7jl0eqlW3+kJen1BEEISWxILykKnXeapS4bD5yM6cY+9myI+/fknZtR45dd/8M2vsRcvrX5ky6aJ/z4A/qUvfoQHj23jNz7y6E9trXV+c3nhualtU13mFmocOtPlHXesEkQbWG0pglCQGIjjVP4TgASETMvkWhkcZXG0oaQFq33FanOcTz1c4amXO9x9wxoffOMaN+1pMpmUiGOPbt+n03PoBZowUkSxJE4kiREYK7KVweK5hrIf47khrhNwcSXggWclJ2ddzsyOo4zHnk0uV+9S3HKghfKWOHSqypZ6mWt3w8bpBqutGtdtSanV157xCLqSeiXmLbf3+dIjEefnq+y/yuHSWp9XTjts2zDODbuWePylNk++IghClwO7JjiwzePA1janLq1y8iI8c7TMidMVylrgaUnFs/gOSJkmVdamN2ucQBhDmAg6gaDVF7QiCE2MsX1u3dvig29q8ZrrEjZNePT6Y6w0fdpdj07PpdPTdPqKbqDo9SXdvqAfQD+0hJEhTgydLgSRYa1tODob8LZ7YlqtSb7zUpdtWx+ceWHs0m8euErE4dJHP/rJrxt+4sd+5q8vwB/+xmf47MNf5nW33Pdj3fbZf590L9V7LZeJms/VOwRTZR9ETL0ag4B+XxLEgjASaAVaKpQSKfeUCY4SONrgOhbfsZS8hLovaAcOa61xPvNojW8f7LNhvMv7729yYFuffq/Dtbss2zYqgsghSRSJkdgc3NLg6IRzC5Yz84K1nuELj5e5uDyODR3GfcXmSc2OjZrdW+DaPS2MXOZDX6qwujrGHQc01+5p8q2DAhE7zIxLKuWYbuQirQQrUdql2RcsrAqusWXuv6XNE8+X2Dzlcse1E/zsO5b5/a+0eeZYhU7fYWWtyq7NJfZv6nL7vjY/dF+budVVvvC4x0rX49wlh4sXXRwlkFIiEBhrSQxExpLEhvHJiOuv6RIEEQe2Bbzv/oCZMcVE1SOKfC4t+XR6Lr3AodvXdPuaXiBTYIeCfpCD2xCGCWGcUbvY0g/SpF1iaK6VOHpGY42ludLnQ594auraA5v+/TV7d0W+/8Kf/MEffoqf/skf/usH8D/++B/x4a/Xxc+88f4fPnFq4cNPvjhbnplsc9c1Pr5TZnrMwdF1llYiPCehVgJHKZxQEGpJoARaCbSWKCXQWuA4KRhdbfAcix9Zyq5lzE8YLwm6oaQdVjgzW+Ff/ckEmBgRx9xyfZddG0PiGIw1WJsWcdLCkEA7LsfOuxw56VPxNVVXMlUWTE9KZiY0m6cVOzYl7N+xRiJW+A+frXHufJ079jkc2JnQi9t855BHveQwOWapV0PKpZQKGSNp9hWrHctKM6HZKXHvtWs8e6TL0fOKes3n9mvq/MI7V/hPn4PnT1bo9Cxrbc3Cao2NU2VmxvvsmOzzP/9wl1q5yUtn4NgFieNYlLIIYQCb/s+mK+DOjQl3XxeTRA5R7GFtmX7oML+cgroXaPqhGtC3XijoB5JeIOiHEISWfpgQRoYwNARRSn9yChTGlg01h5VVQbMZstYFxw+56/o2k35Uv3ix/OHS2B3xL/3Mjk9t3fwJ++Y3f+CvD8CffuQT3Lh/WpX0+fcePHLho8qe9m/YVeVTj8BkfYl339uj1akQRgqwaJNm6UoZHK0IQoujBa6WOFHKOV1H4ToS15F4UUIQWkqRIYgMYWipxenSGcQQxoJ+JAkSjyjxOXqywsGjkFhLCu2UGzsSXJV6PqoeXLsJaiUYq0jGq4rJumZmArZvDNg0vUZkV/kPnx3j1Okxbt6t2L1Vsmdrg4deiVlYGeOWXZLxmsF3e3jSwypBnEiEtcRJSKPjs7DicPOBEjfua/P48z4bxgVlv8rN+wy//N4V/v3nDK9crLLWMay1FUsNzVS9wnitxHhtjFo5YroSsePmEM+JcXSMUglSpMmEJb2pokixuKSJYkUUK8JIEUTZcygJIkkQSvqhJAgF/Sjl2kFoCUJDGJnBcxhZgrgA8DilQokR9BvQj2C1b/nB+1vcf4PmU9+osto7Wr7/juijn/hTay4sbvns7/zep5Jf+tm/+Ej+Fw7w0FiRxPG9Tz72qd3N9tyHnn9p1r/YVPzMD6zw7vtjatU2E2MdqqWIdtcbXgCtB+B2tcSNJIG2OJHEcwT9UOA5gsBVhKEkcA1RZAnjZLB0Do4E4sSSJIbEpBfCGAbgFgKUBC3BccDTAt8TlD1JpawYK0vGxwQzEzE7NnapVtb47BMhjxyaYG25xvXbFTs2Oezd1icRa3ztmTIVRzM9rqiW+xw6Rdpxv83SDRQ37I24fo9l/lLCUsOl1y/z1tvaPPZSjxMXFZWSxHNrXLfb8M9/aoWHX+nxpYenWGlZdswkNJqaek0xVnGolh0qJYvvGTzX4OkErVKqJWV6DawlLVgZQWwkcSKIY0EUS8JYEEWSIEqVlzASKWgznp0fQZSe3yC2hGEasXOlJogFQZw9G0GjJ4htl26/w589VmN2bY2ffXvAuYvn/LNNPjY5Ff10pTL+6d//oz9JfuaDP/ZXG+CXLpzWURT+7vkLZw+cPH+Y/dvHOfeM5o+/GVIf69Pr+CRxl/e/foWNkyVaPZ8gdAkjjRtqXCfJXis8J400YSTx3OyiDA5FFEMYyVRBiIeyX5wYkiRVFxKbKSWZWiKEQEpQMqU9rk4VG9+TVEqCWtlSrxo2TARMj7eJ7Rqfekzy+1+ZZMb3uX67YPsmh52bDTs2Nfjsdyyrqz4HNirGa1AtRyyclSw2PNxdEESC6TFJvQ4nzlgaLcP8ss/enT6vv6XNA4/6TFbBc12UrHPdHsEvvn0RRy7yxcfHOXzRZ0MrYqYeM1ZRVEuKcklS8jSeC54DWtsU5AKkKICc9MZODCSJIE7IgA5RkgI2ipI0KEQ5xzYZ305tAZcDW9CLoBtL2hF0A4PntvnxNy3w5pu7NNoxr72hQklPcX7eIeKQL1T8YSkcrZXzcdI481cT4J/9/Jd55rnDHzx79vmZ1aXzLLY8qn7E9hmHg2dqPPFynbVOxDefW2O5vcjffk+T6Xqfflii1fVwHRc30oShg+uky6mXLathJAljmYI7S0SjLCrFMUQJJEmqJBiTJlzG2LyHMwN3CnCV8XtHpwDxPSj7hmopTXin6z2mxtd44mjIxx4scexMnZ1jDns2wtaNLls3wP7tLbpxi6eP1Cgph+lxRb0K9WrA+FiM62qESG+uXuCy2opY61qanZjFhsv2jVXuPLDIg890OXaxRtmLcJSLEGPs2aL4iTcuc+v+RT72YJWnX66z0tHM1GLq5ZiyLyn5Cs8ReI7EcQRaSZQikw9TlFvSHlZjGAA9Tky2umXSYpyqI2GcWgCiOAV1ujpmqkws6MeCfgydSNKOodM3xFHIRLnF33r3Mv/gR/q4qkKjVWVusc5LJyuMVfuUy2Xm5+dqVZf/sO+am91HH/ry79/3uh/4qwfwE+dbCKF+/vzRP/n1Ne/i5MSWMt1Tmm43wdGGbZMxSiTMuQ5LnUn+zaddjpxe4p33trn/piYbp11a7RK9wCVwXPxYE4SaMOOPUZR6RaIM6HGSgjuKs8iUyCxSgTESYxmCOy1SZpEbtEoLJq5j8V1DyY+p+jHjtYBNUy0Wml1+6wsOX3t2gtVGhaumBdtnBFtmXLbOCHZt7qPdNT7xiOb0hQr7NkjGq5KxSoKUAReXLJ6WSAHWCsJIs2OmxTMktLqKRsuysFpi31afH7q/yae/5XJ2wcPREUI4GFshiiW37Gqw40dbfO35Ln/8tQmeO1thy7hgqpJQ8RN8N6VtriNxdKo8SSGQUgw8GZb0JjOWVGlJUsDnII+TjNJl1C6KLWECUUZDwljQi7OIHUMvtITdiK1TLV57c4N3vabDm24S2GSMudUqq80qc8tlwlhSdj36HYfzFw3n5y9O6vLW3/zFn/4hZe3K7wrxFzNL8S8E4CZaQWj7s5/5/KO//s1HD81smmjw+pslu7ZUmVssc+SsotlOKLuGidhgrGSlN8afPuzy6Etr3LS/xQfe0OUH7lhjetyl2/PphS6e4xDFmjDWg0QpjodadpQI4liSJILEiCHXNoIBK7Fp5JYClEpVB0cZXMfguQklL6ZaCpiqd+hFPb51yPLJh8Z4+uU6467DdVssmyYkGyZdNk9Ltm4I2b2lwUtne3zhsWnGlGZ6TFCrCGrliGY34Svf8am6FiFSYPUCzTvvDvjyU6m81uwYFhuarTNV3nNPh6ePtjlywqXixSgpUpCbMv0w5fo/8fom+zYt8omHWzx5uM75RomNNcGYbym7Bl8bXAe0EiiZ3shpJIfcfmQyqmbMcIWLM6CnAQKiRBAlYqCl9xNBNxZ0YuhHhiiIKJc6/PCbGnzgjS1u2WuYrru0OhUa7RLdvk8vSO0C5+fh6FnL3GpCaANed3OTqnhu5uWD2359Ztt9Zm6x+XubZ773Y+W+pwA30RphuAaon1w899C/Xjr3+OSlixHPHR7joZd6vOPuVeKww3yzRqevkQJKjmXcGCSCNe1zoe1w8akKTx1q85nrW7zv9T3ecvcak3WXIHAJIpcoSoGeJ6RxoohjSWwkSTIEuLFZ5DZDT5kQNksqUx+H1gbXSfDciJIXUi31SOjxzeclf/LtOi+fGUNEHjvHLZvqlqm6YnrCZeOUZPN0xPaNLS4stfntL1WIgxJbtwrqVU2tArVyhHBCWr0K9apFCIG1EMWSCU8Rm5h25NLuJjRaiotLJa7ZXeWXfnCN3/y4x7mlClpF2Y2hiWOffijZOOlxy1Utrt/d4ZVzF/nkQyUefK7OXLNExVNUXag4FldbHAVapuV8IUbddQawJr3pEiNILMRJWlyLEkGYpMDuJYJeAkECURyThCGTfpe3vmGN97+hzb3XxoyVHMKwysqaTy/w6Acu/VBjjKRajtk01aIZdZnYkPCDd0fU/Srn5yy//4mHZ/Zfb//1e95yd3z0xMU/rI9V2LThe1fa/54CvNfr4Zfq73rx4LP/6aUXvlGrlfrcdnWN0umYswuaD3+uTC9IKLuWqbLJpqamF0NmMp2vFO2oymLo8cWnKzzycpfbv9Hmf/wbba7eHjBTV6iKJoxcwtghzoAeJyoDtyQxEmMl1qaUwA4SSpDCoJRFK4PWMZ4b46iQVi9iqRXx7z7rc2ZxnOeP1LHGZbIkmJmyTI0JJmuKybrDhknJxsmYLdNdJusNvvaC4bnDda7fKhivSqplSa1sqJRChBPgeRqt0t9vLSSJpBdoev2I2AjaPUO7Y1ltOcyv1Lhrf4c7r1njE9/wKa0qtIxSQFpNnLiEkaQXOEzVfW7d0+HWqzo889o5zi1JPvZgncW1MrMrHq6SVByBm9MwmTWFQFbyzKgKaSSPrSA2EBlBkEA/gTCxkMQQRygVsGm8x/U7uvyPf6PFbQcMtZImiqustT36gUcYaYIwBXcUKSzpjX7/LT3e6vfo9HzWmjOcnq3w8ik4fnGFbviNyas26f903fW3Nfr97he+l5j8ngE86ryELm9UD371Y1e9+PLLtS8+vsgH3ii5aa8DlKj6cGlF0O4pEmMzF1zaiZMqGRYtLZ4SlJSgox26icNqVObB52o8cbhHxQ/46bc22TYZs2Nzj7uubaOFolrWCJHSlbQqmXqlrS1EbixCWpRICCKLJQYZ88oZybNHNQ88XeWV81XCuExVK6ZLlomKZbxsUx28ppkY00zWBRsnYjZP99g03eCRlwM+9MAMm+qa6RrUKopaRVAtx5S8gCeOK/qhxqmkoLJWEMYSXytu2tfjqUP11PjUS1hrOSyveSwsj/NLb19gdnmFp16cxpGAiDBAHGvCyCEIJZ2eZrzqU69VuHNfl9de3+VHX7fE0QuGLz/t8/TREsdPV4iFJggU3UihhEQIsS7xzGoC1hAbizUGRySMuSE+EXfe3GHXpj5bpyI++JaAkquo+A5B6LLWTlfUIEo/VxjpTATQWW4kwcLi6hjG1Gl2HOaWHM5eMrx0KmTz5i5vu+08Lx+iNr9w8aof+8AH1UNPHU9ed+e+vzwAf+75Yzz60k5359STP+M5wf957sIKF1dcVjpN7tgPuzoOxjhoLVhrx/QDk6kcEEubgTuV6hxpcRWUlKWfCHpa0XPK9BKfdjvhX39iHBtHbJjuc832PpNjMe97fY/tMyFRJDK+LaEQucn4p5QGIQWfebjES6cqCK05N1fm4kIZv6QY8wT1iqXmG2o+VEuCsbKiVlWMVzWTdZiqx2yY7LNlpkVi1/jMYzV6nQp7t1pqZUW1LKmWDFU/xnFCvvaUT9CVODOpjyanKJWS4q2393j0BUMnkHR6Ca2uZq2tmV8pc/WuKu97TYvnXylzbrWKkgaIMr7sECWKIEoLM52+ptlxqZbKVEoBV2/tc8f+PhcWm5y9tIZ2Eg6e1nz6oTJCqRTcQo5eRGsAA9YShQk7NsS8//U9pmoJ+3dYNkxCEjsEYY041jRaOU3MjkgRxmrwnPt8oiR3OKbzahotydxywrm5kLm1mGuu7rBrs+LE+SbLTft/PvT4093X3XvV78+dOxxu3nHNXw6AB91TjLlz+44fO/dbR155XvpOlY3lhD/+umTLZIO9m9p0+3XC2EEI6OqEfpgXYkAlKUdUyhIrcBLwNJQSSyURhIkgNIJ+4hC4DrGFpU6Nh14yWBI+/3SEEEl6kWx6kSATS1ItMDVrCYlUijjSSKNxtKTqwa5pS8UxlD1D2YOyJ6iUJNWSolbWjFUl4zWYHIuZHg/YPN0mocG/+zOfxw/NsGcSxstZ9C5LqqWYcimkUu5RKpXxlETJjIOT0oEocuj3BL0goR0oOn1Du2fSlrmKy+zCGPdeE/DLP7zAv/205vyahxAGayNMYolihzCS9IPUxlrtaSq+S7nkU/bK+F5EtRRyy94Q14m4bW/MB9/QRas4KwIZhLCjpDyjdMZIhJB4jgY8eoFmZVWlvp0ky3kSRZTkSb4iTiRhnOZCubKVq1phJOmFgnZXstI0LK5EnFs2XH1Vk594Y8Ly6lY63RIvn3pajlfkbz2c9B7r9fovfy+w+d8M8H/zkc/x1JlSKVw7/t724hER9EoIIdmzKaF5psyDz/W5+t0dapUqZT9drq0FIZIU1BJULFJ7apIDPJOqjBgWa4wgNnbAESNPEhlJYjSR8Ugy2av4GFQpBWgh0kqlAr9k8bXFVwmek95MvmspeYKSKymXJGVfpwCvCOpVw0QtZrIeMDPRYfPMCh96wPDHD25gW10xVTXUKopqWVEpQ7mUzim8tGI4dcnDd1P7LeROP0E/1OzaaNg41afVd+n1bRbFJWttTbXkUy3X+eAbFjl9aZ4Pf2ELWmoshsQkxMYSxZogVPRCRS+QdH1Jua8peQ4lL6HZTnMM10lwdILjJGiZNkpImWT0MD1S64oARAZyQdNk+YwZ5jZJ4XUUp6/jWBIlmZIVi8H7vDYRRKmnpduHXj/tIOrbiDffGkIyyanZEtYqtk65nD/7gtg0sfLe26/bduqV5/6wd+2tP/n9BfimmuP2+/P/aLY9/4+6vUROVh2kFCjpImTMxYVxzsy1CYNUi00dgBJr0xMrc4piIIrz4oPFTSA2acNvKmGlXuckESSZUy7VcsUgUSpybiCr5KWJlZYGLUGrVFlIP4dNdWMt8D2J70pKnqLkK6olSbVsGask1KsxE7WAqfEu2zes8PTxgE88vJlx32ND1VArixTcJUnFN1T8mGo54OljcPBomaumbcZ7h2XzXqC4bb9l7/Yez7xcpxtYev2ETk9nIHco+yVKfp0fuW+Vg8cXeerIRrAKY5LUDhtb4sgO/CS9QFPuW0q+wncNnuvguQmeNmid1h+0MiiVeumlTK3BCItgyOeGybnIzm8a1ROT0g1jJHH2Okmy0n/xORbESVqAi+K80pxq61jwXMGuTZIt9UmeO1rj4qJgrR2lNQkdyjPnFv/fjjvlVqsT/xIIv28At7Yjw7D7a9/62m///blzR9x33OOSJGWabU2zqxmvOUzXFSfOeriuJozTiKqVwBoJNlVSlEz5uFYiKzakzbRJoeKWVyKNTY32uYZrraVQeR9ZcfNSdV7QUTKrWCpwdG7aSqt/nqvwPUXJE5RLgmrJUisnjFVi6tWAybEem6cbPHWsx6/9wQbOz9bZPWWol6FWUlRKiooPFT+h5Ee4Tp9m36KkwlEWKYefLDEii3YutVJENzZ0g3R/nm4/od2VNEuKctvD96rs3Bjxz3+myT/9qOQ7RzZgURhrSBJDnMRZKV3RDxU9T1IKFL4r8VybTrvVBsdJ9X6tUhObUinAVUZThLCXNeiaLI8xJgV7kvlZjBUjtYbECJJYZCtuflAAeqqrW8BxJBsmHTzX5aXjkoWVdHZLq2dpdAQRCbcfOOWeX639w1/4qbc5y6vd/21qovznLuf/uQHe67bpdZN/+fgTj/69pHfKv/VAi3OLMVfv1Fy7R9Js+6w0y7xwtM65eZcgSiOpJa2saS2zaqJFKotJLMpYzADcYlhiz7pU8g73vBJnyXKjdQDPaHeWWKYURUmBUqlcprNWNEennhbXUfheOpKh5FkqvqFaTqiVI8aqIRO1Hpun13jqaJd/+vtTHDs/wY6JVGGpliSVskyjd8lS9hPKfkSUhPzRN6pIpXCkRYmhTGhsHvEcfuLNDb7+XEg79OhmAO/0FO2OoulpfNfDc2rs3xbzL35uhV/9fcGTL2/AWEli0rJ6FGdGqNAQ+Knd1fMEviPw3LSy6Wo7qNhqZZAqzXuksIO5MoU60OCE5ufbGjFcLTMKYzLjWhrZGUT4JMmLRmJQNEoMCARO5gDVSnDiYsTzpwNW22nz85aNIQd2d3nxXIXqpfP+nc8/9D+95r43i7W19j+u1/98vZ1/boB31g5jrb3z5LHvlF46JlnqTvPSacumDYYNE4YgUlSUpCojfFeCm3ojBCKrzoEQafKljCXJaIrRlsTYIaBNFrFNFk2yClwub9l1nysHuBQgZDo/RBait9a570TiOKkz0XMFvpfOPCl7CZVSCu5aJaRe6zFdb/L00S6/9nsTvHJuiq3jgslKgZr4moqf+ldKfkzJC3GcgIsr4zhKoKTJZLlhkplyV8WmcUscR7Qin16QNg/0+gntvqTUVfiug+v4OHqMA1tj/sXPLvFPPgJPHZ4hMTIFeGKJ4rwJwRB4Bj+U9F01oGCOA45OKVrqU0mVKyltFgjswJi1DuODWoLJk9C8AmpFtrIWTFz56wzk+evEgMEiRWoh8D24aV/CHTe2cN0ecWTZOGHYOmM4eDJhaTXksWcPlvzx3Xf+t8wo/3MB/GOf+RpffkaW5fJX3HOzEUFQo99M2FyBfsNyajk9NVUfNo4LnHGbnbgU2FqnEUDJFMzKgFEp/UiBPaQjaSXSDrwkFnFZ1F4P7txEJSVZPiCysnU6a3tIT8B3wHMNJd9S8lL+XC5F1Moh9UqPqfEmz53o86u/O86hc9NsriumK4axkqDqS8q+olwSlPz05khL/SFPHRF0+i6+IiuXp989b0JIjCCKNRVfcde1bZ5+pUY3SmlKL0jo9hRtT+G5CtdxM/5c5+ptht/4hUV+5XfgySMzREYSGZM1Sw8bEAJX4rlm4JnPv7POG0cUGU0Z0jiZVXmv9CgWzYZelnx1FSMGLjNYdbP31g6uGTI1AkkB9bJm03SNSslHkMqny8uKMVfT1Zqe6fDtBx9wf/Xv31c+fPBz3WtufM9fPMAvXjzF5s1b6h/+oy/89pS3et8t+0Jml0osrzm0OoZuP/VjG5M2KaTJmxqc1IFHWaZ0RRuRAVtkoM5df4VobYcAJ4/aRcUkW1tHwJ2ZjNQA4GknuKPTSOY66Rg0380MVl5CKaMX1VLAWLXHeLXFiycDfvV3xzl4doaNdc102TBWgoovqJQU5ZKiPIjeCb4XUy33eeSgy1rTZ3x8WCbPb0qTLeVRopiZVLzhxg6PPGvSLprQFEAu8R2J72gc7aJ1CSkNV2+z/PovLPIrv2N58tgMkdFEuQMwsYNI7kVy4C50tUTrzIQlBUrn54bB5xvchFxe1h+smOuOHOTWFAHPMFBZO3qpbHqt+iEsNzXdoIKjDdakVuJOH1pty8pawvmlmJlNrfsOvnz2I/tu+Im/ef786bXt23f/xQJ8fn6B1ZXGr1w4f/IDzvQJbtjjsXmmzsXFCksNh2ZX0eunLjRrU1DpjP/KzPiTh97hCRomMwPOVzAD5Q64ohkwf5MvX/kFSfnk0OOt1NAxqBWpP0NbHCdtLPZdg+8mlPyYsh9R8QOq5T4TY02ePx7wj35nihdPb2Cm7jBTThgr2wzcWfT2JSUvjf6+F1P2QmIT0A49hJI4eQQfcHCReT8yeS1yqLj91C4Q+oznIO8ndF2VbYkicbTG0fkGtJbrdlp+828u8L/8Z8OTRzcQGU2QCMIk67iJBH6UtvK5jsDVJlu9Uv6rshUtPT9iQOlkIX/Jz2sxnrw60AvByIy+z/9Ofn2SxJDEkiBM8WGtII7tYF7N0pphdsXQMRGitMjsbOkDbuXgqSQJ/8n/Xbz+3wL4Iy+chfEtO557/Peu767N88kXZ3jiSJufedsC+3ZUmR4fY7Hh0epouoEkilLwDgCYRwULVoxGAZtFAQsDg9SQaw+rksNokNoCL0sqxfBG0lnxKJWfbNqBn5mQcveg7yQZb44o+QHjtS5jlTZPHYn5xx+a4oXTG5ge00yXEsZ8SzUDd8lP5cQc3CUvwXdjapWQI2ctDz9fwZUSR6WdNUUemQKctFBiNPffEnHV7g6nzpeYLqdd6/0wnWfS7WdRWCu0dtKcRaYS67U74Dd+cZl/8juGx16Zph+VCBJJGFvKmY/bc0hBrvPVy2SrqUSqZLDCKSkKABcjIM99KyIHeH4NB7QxpZHrV9vh9bODay7IF1yDyM5F2ric0OpaFpuw3Etw/C6/+I4OO6fLnDnXoBU+ef1P/PgHdlh75JwQV3/vAd5qLFCtj+388jef+79ePrn4rumxBlPlCt962uP80hpvuqXNe+/pUquMs7haodlx6PWzYoAZatSDk5OfLJMni+LyyFCIFgVYZ+d83Y0jCrq3ymXBFAxaZVFbW1xtcByD5xg8N8Z3Y3wvpOwHTIx1abS7PPoy/MafbOSlk1NMZeCulyzVkqDii4FWniovJo3ebgrwkhcQJgn9no+v0ptM5oDJv0OmQqSJpk65vA4IQksvEgWAG1w3wXU0jiPRSqGkMwA4Am7YJfiNv9ngX3885smjk8w1a/QrknpiqcbptAEvO5wBRbOZXEgB4MMIPvi82YcegLJw/tNraAvXaEgfiwBn3TW0WTkppzKDrvye5VJTstiNeO9rV3jTTRFXbxvjmcPjHLvQ4Qf2zL3r/OlXEuPe/T+dObt0dtfO6e8twI+fOoXnl+7or7383v7qec5ENaSA/RstJ05PcPy8z4WlFd5z9yo7NyfMLtRoaYcgtFk3uRgFbeo8GiYvBRqS/50B3x48RsoRg4uQjnvIeyttRk9s5hpMI7fWJh0xMbDHpuD23AzcEx2WGj1+/Y/KfOE70yx3xpkek0z7Gbj9lHeXs8Sy5EnKns0ieMq9fS8EQr79oksjcpn0GPFjM7JqpTw8jDQ1T/P6m7s8dSykHXmMRSbrYje4QepVd3UKcK0sSjoImRZosHBgm+Tf/o8tvvxUj3/5exuYXR6nV9fUXUE1NpRj8CJwHZuOotNpoUsPAJ4n4+mzLOQyA+p3heSzGMlNhuThz66gdhUiet5kEUTQ7sO5ZcXEdJu/87YG774LhJng5IUxjFHs3+rzzHNztIOj773tlsof9Xq9s9/TCN7vdfH80t4vfPWxv/uJL7/Ea2+ImCz7nLjgMraSUPEjziz4/Nm3N1ApLfLzb20zVvZIEoEUCq3kOn6dgzoHsh1SEbgCHRmN3yOJkEg5aa4CSDn0tWiZAlurFNyOTnCdBNeJ8d0Iz42olnpo3eWRgwkf+UqNBx6fITQ1ZmqCKT+lJakEmOvkKjtEFrmL0TtC64AnDtfphppNZZvdcOsjeJZoGkkUK3xHcefVPWKTArwXCfq5GhKmI9ccnUucKgNiWn1MaYNgqi74wOs6VL05fu8rPR49PMl8VKLrS2qxpaJtCnKd5SHKZnmJzUCeBYYsf8n9WJJCFP9uIM/jsx0F/ujrQjeRSdsKg8jS7ApaUcT7bmny/tc4LDUmOTtXZm5ZsbhiOHFRUa5abhNPU/X2/d2r9t/3QrfbP1Eu+//tAA865/jyN79NfWxsc7tx7LXbJ9o8dzzh9Tcvcvs1Exw7W8ZzBSUvZmxZMDdXZ3mtk5bfVcp1UzlQDHTU0TtaFO7sws9GTlwetRlW3UaoiR3ouEqaDOAm83xn4FapF8NzIlw3wndCyuU+rtvlTx7U/Ks/nOHU0gSO57OxKpjwEmqepeJBJeuwL3lptdPPCkKpfyXJVoKUniy3Ejqhi6sUrrSDBLPwlQYFkyQrbYexQ8nps7HeY61bpReJbNxaev4cJ8lkPpXJnWqgXw8T19T5+K7XdLjtmiV+42N9/vhr06zGFbqeQ8WR1HTqwfF06sPPmyF0XvSRDG7IvAo8ONfFwDLSAPcqYL9S9C5QGGOGnUPGwoa6YcdknZMXKswueiyuCmYXYo7NxtSnWtx5XcyTL5XoceS1+5eizZ1u88ShI+e4/uod/20AD6OE97zjzp0HDx770Le+/TL1aszTJxyOXDD8g/c12L5REyUeniuZGDOMVx0uzpepVRIQaXlYSTEoDNhMJhrhZ1z+s/WPYdS2g2xcCDvk3RnfVtKkN1ceuVWSgtyJcXVKSTw3wHN6nF2I+fCXK3zusUlOL4xTKztM+DDuJVQ9m5Xec3DLDNxyUBTyM+7tuemNU6sEfPYJzYlzJXwl0ophrqAUmOxQMUp5eBRrDuyAd9zW5iNfnaRT1tQiSz+yeGGWNygzGHqUcucc5E4BYemqsH1K8o9/vMv1u2b5nQcmOD0/xmpcoutoKkpQzoDuylTKdTKVaRjFbUEbz9WPgoSYZ5xXDOejBThrhzfCFeVFoOpZahWH2bkKzaZDt29ZayVcWIxwyj3+5rvXsLHPqQuKM2ePsH3n1R/avPO+t/V7rf8iVfmuAF9txlRrij/76rNbT558aU/VWWWtOc7GqmW1XeLB7yTcdkAxVrF4rsBaRdk3xIkmitOSsNB2BNTDu1msOwnDM2bXhe1BMl+IJjJLtIbRe+ixSNvRMoORitPOHSfG8wJcHdBOQn7rUy6/9+WNXFypY1SJiTHFhGsZcw3lLHKXB+V7mflUMmqSaecDcLtp9TKIQk7MenRCj3EvU3EGujyDQk+x2BMnkijS1CqaXVtDlNenHVbpuYJSNp/EzeiVk1EUnaseQr1K8qqYHuvyS+/q8t775/m9L7f48GcmWe5V6GkfXyvKWlBSFi9O/feOTKmKlkNZM18V8yByJapSfL0+MI3Kulfm40JkFVYJswsJJT/9gyAyTNYEt17rE3U3s9J0qHuS0+dXuK///J6NVb21suPus9YmCPHq271+V4A79gJQnr52p/jUn37yZeeu6wz33dxnZqJGqwNap5+0UjJUS+nd7zoG30sGDb1qned4APbClxw9Kbk6MvyTlJrYAefOk0pZALiSmUtOJSnAdYJWCa4T4bshrhPS7Ic88ZLkTx6s8ZnHJuknVVzXZdIV1F1DxbWUPUvZHYLb9ySeJ/EyapIWhjJlIgO466SVzzOXLI8+VyaMHLyKvSzBzB959S8ta0vCSOE4mjfc1uYT3+xwbLZCzxcEkSBwLG4MTmRwQoNSMtWtpUAKOSyc5QDPNXYjKXuaDfUe/8uPdLl6e8AfP1jl2SNjLPUq9JWL42h8LShJ8GQmo+byqkzL6kOAj1KW4XUpvKZwPe3o+9HrLQb/n3tg+qGl0U7o9k26OgO+Kzgz6zF7SdDqGo5eCNm3W3Pu1AlnfMPrPlUN1m6MwvbSd8PwdwX4fGOTtPMH7+gsfWXsvhtixioVJsdCbj3QotlxiY1AiWwIu8idghnvzWyZ+QixPHjlz8UvfaX1rrgMCgrRuxi5hcnstiaTA5MU4CoZ0BGtI5qdiMdfFvzBV2s8+PwYq80qsuRTLSnqjqXmGspOOtew5JJF7TRyl7JKrO8KfJfMoWcycJt0ZXBjlA44PgsXm35aWMn47frCSS6Ppn2QKchjIwlDzYaaYO+2HofOx3QjJ50WFYEbkoJPJRlFyQs1INd15gxL5xn9SVJ/+Pvf0OMttzf41gttPvq1Gs8eqbHSLtOULh1X4yqBKwVeahtKubnIEvaC7ThfjSDtUBpco/WNE6NvLwN8fs8LKdAmnYYbxnZAk0CgpWW5GRIlgmbP0o8EKysVvvadiO+c/urYT7//LXfcfMN1X+W7DA/6rgB3xQWvEej//LEvrlXGqk0mpy1HZhN2b4rYv1ORGJd+4BAnajCaIU/6ci6cynnrONvICRjtmxwBeVYVyv9NUTiGwDbZc4KSCW6uZsiIpXbMI89pvvJ4lS88OsZiq4LwfZyqQ03DmJN28pQcMtoBJVdkh8wspxnvdgVeHr1zgOsY143x3RBrI779vMe5SyWmJgSONNkyL4aNvsXvn4MwoxS9wGHHBsEbbu7yue+EdCKHXiTwHYsbp1E8iGxhlVIDvRohR2hKemSNCtkRx5qSF/D+1/V4020rfP6xNl9+vMwjL1VZbJbpCZeeq9GOQguBIyWOzCK6SHm5Eimoc89K8XuJYuQSI1913YvR65vfOKogT0JK3wIj6IbpfkgzkxE7txo6oWT3TJ+9m52KK/nPp09fuBro/bkAvrJwmFa7RxzEPHpsjAeeNDQ6Edfs7nHV1oA33bzKXVcLOv0SYeCkDb9ZjJYDcL66gWf9HV38aR61h6qJHYA8jdwm65BP6YirI3w/oh8kHLsIZ+cUn/zGGF99tsZiowKOj645lJWk6liq2lByLCUHfCcFt++kMwlTm6ksHCL7c5uB3AxA7jppe9qpOcOhMx44TrbM20KJXoyEuJyLDho4EkGcpOOcr9sVcM3WDkcvlun5gnIs8CJLoMikPZNF71xNySXIIVcZ6OyZFGmMyqYPOPRDh1Ip4KfeGvDOu9b4+nMd/vSbZc7O+Ry9WCZc84g9TV9rpJJpOR/QUqa2YwEyu77564HKUohZI5TFXvnaCzE04OWrgrEQWehFEAYRt123xptu6rF3C1y3S7KyVqHbq/HSccszL5zAcUvfDcKvDvDDx+dEv9//u19/4ONTE1WPq7dplhoJDc/jwoUK33kp4bGXm/yzn7nEPQf6BG6JKNbZuIYhx/puj8vBPUxk8i6TFBtmGLVFBmyZ4HnpJNU4SZhfgW88pDk1W+Lhp0tcbJQ4NVcBz0OVNb5WVLSlok2qIjgWT6eD4z2HDMT5IbNDZQAn49wZuJ0Ez0mjd3pjhZxZgiNnyzhyVB4cUBSGfvCBPSFXUozMZrs4XLOjx96ZLi+fjunGDtVIEGhw47QoogoAl1IgpByJ5DlIhqYnMUhmh72UDoHjUiuF/MSbA15zfYuLjRbffsbl9AWPrz9fZm7FJ+k5GKmJXIWQaZ+mKHTlp9G8YJdYd83X+1guA3h+Thj+vcRaosRA3ON1167wv/54yJ5NVS4u1jk369FoOSysKhpt2BycmPrBH/jA3w06F3/Tq2y54m95VYA3579JnJgPjJeWKqVxwYZJRaujaHYMzY5hYVXy8LEJ/vF/DPiTX7vI7s0xQZTSFWvkUPrLv8qrfMmcl+fv0hNls6QyTyhzypPya8dLiBLL6QuCQ6cV33i6zMtnXA6f8WkFPkHogeOiag6eEpQVlLWhVNCBPZ37NHLbbOoL9zJa4roK15XZDWCH3NtJ0sqik/J8342wJmRhVRJYD60lrrToTGYr6vWDb5mrKINWsLS3MYwdBJrpiRCp+nQih64WqdIRDQ1jOpNeh5XHotCeDTsi7ZoaRPKsZzJJJE6iBuMnuoHLxvGQ7Rsibtkd0At7/PSZJi+fdfnGUz6HzvicPu8TxQrrZY45oUCqQvacj6EYmleKCai164LYSCY2VNOtNWASiCL2b23wG39nhUlvC4+9uIn5Fc1a29LqGFrdiCiGXrhc6aqnPyCl+s1Xw/EVAf7Iw19ludlUrxx9QbjeArddG2OTCourZVZbDp1eOkP63ltXefKVLpfWYON0HyVCamMCTD62IR3NW+yVtK8S1wf8O6Mijjapd1ga4tDS7afgPzsr+fiDHt1I8eJhn5MXPJY7LkHignZBOaiawpWCkoKysviKdJyZyoxHKo3ariPSokcR3I7EzWiJ54Lnkqkmack83VEiziqiESU/ZLGR8I0nqzTbHuNjAi3z5HcI8stu7MxcNkgIjSQIFFOTirfc1efrz/Y436zQc2RKUzQ4scWJcs0609hlkm3vUpx1Ige/w1hd+B0p0N1EkWhF7CiiRBNFTialRpTdiNdcF3Pn1QHveW2f4xckB4849ELFH3+jzJl5B4Sk29ckPQWkX9Lqgp3zCtfZXvYqTcREnC03WIRNKJViHD9i02SPI+c0Dz9XRoUQhCGdfrrP6XwTIhty3/V94t4RsXfPjerhhx+M77//zf91AJcS6rWx35qf54Zj5yo8/krAD712ieu2S/aIMt2+g1KGjRsXuXF/m1/93TpLq5Jb9oe8/w19ksSSxJbpuuGm6wLKpfRi5nMBWdccjBh+aSmh2RUcfEGz0kpde08fcfjSYz79SNGPNJfmHYzQRNbBCAe0RngaLSWuEpSkxVcWT4GnLJ6yqQdcZ5qvHkZuN+/LHIBbZT2aYhC9XcfgurlBKxlEb9eNUCrkoRcUn/tOFeXqVG4b4d+vHsFzLTxv3o0SRb/v8M67e3zhiRZ//O0xOrFPJePhTs7Do7woYwfdQkLkd1JeZ5QFrl8AuEkjeazTSO5oRaw1Ok5SoKuErkoH6Y/7MXftj7lzfwQi4H2v69KP0nFuX3zM45nDLiVfsNzSHHzFodWRiKImuv7OtsPrbC1UfMONt4TM1JN0U6vE8MNv6HPL/ojFhuCf/u4kh44rpiZjHGnpBBapA67d1ea99woqTpVuGN/gebXfMoZf+q+K4JcWmnjlWu3C0c/uf82Nodo47vD1Zxx+9cMeV+1occOuNu++p89MLeYjX9R8+pEpDh6vEFvJiYuGLz0SgzXY2DI2HnPHDSFVP8GY/At+l4yDdMld6yiePeTSaiqklgRWEhidRiahQWmQGiEVUkocKfBVquV60uDKApjlcEZfCnIxbHjIdo3IG4+L4E4jfGardfIInhSOGE9HWBtycdklDHy8MYmritKaGK1iikHgGpTXhyCXJEYRRg7jVcW2qRBX9OnFHr1YUNJp827uIckLWkoW7a1y8LvS3yGz4o8pDME3WcPwkBrFcZLVDVQq86qYKE5QUT5mIj22TKVKlRCGq7f3CW0PqS3NpuDZQ5q1bkqbRrLMKz0ys1XFt9xxQ8RYHWwswAo8KVFCc9Umw7/6H9b41COWT3yrTrVmed9betywI2H/Vo9zc1N86QmfRidUbx/r7P/pH3t3zdpGS4jx7w7w1dVlVHPtN7/48PHXiWCeqm8ZK5WZcFyOn5zk+aPjfPzbEcYmrDYVQaQxXnohE2Np2gQwoA2tZsKlh7NhPINl6QogF0MuB2ClxOSGbgozjvMkR0q0SGfueTItObuZpOVmvYaOGka8HNyOTjvq0633GIA7betKt0TxXIGrGVhM0wieRXFtcHWCo2McJ8LzIi4sGz729QpoF0eKYYI5oCfisgherOrlQ0JTsKWDdcLI4YNv6fH5R3ocXqjSSRzKcbopbeoCtMNOnGxPnsHvKp7PfKUwsmDwyg8z8MJorXCSJNsyJkEplVWDk1SCVSmw0+TeDAYHKWGQxjBVNvzAPQZkukyLwoqcrs45Gc+tCtnnM4Ik8UhCleULkr4ZSs5Xb7P8yvtjfv5tq1ir8bRHPxij0S7R6gm6BNTGO9T9I6/rNG/5zSRJ/tZ/MYK//OLXkUq485cWWVyuk0Qaz7FctcWyKdvLvNH1aIWS8RLEHsRkPYYmlXiSrLfSWkNSGAlWcIEXJJRicjJcZnM7m8wzdpE2EDsileA8YYc6bTb6zZF5U+3QSOTo7PXAC5014WbdLUOAywFt8Vw7aGlzXVMYnBPjZNHb1RFShpybFyy1fITWeJIRejLQdQsFq8EZsKOdTMNEUBHGDpO1gB0bexydD+glmn4CXiJwEosTZzw8ZqAsDb06aqRTIZfp0km7dtAkPKRGBp0YEiVROt++XGWzU5JMtRkFdi7TDiRbYQdKVy7rDlh4Vqkc9gOIwWa++QxJY1Q6w30waEgNEnCTSGyi6AYuc22PRsul1U13cXvrdTG90LK6OM9nv/Qt90r1nssAvrh0HoCdG9rcsjekpMtcWvFZWROsrCVUGhFlz9Dux/TD4ezoKAN4mAhCm45ai6wczjApRO6iNjqMbMMkaVAaJgO0GFbVtEjBrMVQa04dcWnA1wWQ5yMitEo3l9J6OA8lBbdMn90c6HnymYE77/7RZkBRHJ3yU9eNiIn48hMlFpZKOGMKN6cm0o4qKKxbsUdMR2JdEqjoB+kE27ff0+GJl/q0Yp+u1pRiQ5iV05UcNUQNQVYIFgzdm0PpMJupYiFR6e/URhArgU4kWsnCcCA1ALeSw6pxao8wg0qyKAC8CGoKGvnQBp17kvJilBgBdj4lODaKKErtxP1A0+q6rDQdFlcly2uG1ablUgMc17JtJmR6+tzI7h1XBPgffepbKO3fu3D+8dsuLjQ5Pmt452uWecMuj0vLFU7Oehw6qUlMOoXI06k2m4LcDmZK5yPWwmysQMJwQlIxjheJycBElVXMVAZ0Rda8UCwb59W13Pstbdb3mYG/AOzBHBRF2o94JYDnCWfOu3VOS2zGt0e95K4T4Toh803D8ydLoF10Rk/0iEGpYE4aqe6JYatXrlfbIS+OE0UUOdx8VcBkvUezUaYbK8oKnDj9Liqx6REVAZ7VDAa/SK7rlhLZhIIMWMqQGIFjBImSJMqQKEGsJFoOjWsyB3kObDmsSeTWiXwDXSFzz37RdWIZtUCLQcW1WG3NR2lEicw2OMhG0wWKdk+x1FAcOh1zZi5mrmHYuLHPu24WRKFguu7c9v733HvvT73va4/v2PfWKwP8ut1NEL0fODC5eFN39xKnLrkcPtejF3bp9EOa/RpBWMLVArxhE28/SjP7KE6jaZSkc6Zda9Ol5r8wy6Q4s3qkFJxHc1koFedTqkYAnnfwgJYFYEuBGnSvDIGdN9+m0Tvj3JoB384lwTRiD8HtZPxb6whBxAOPeTzxchXpadxsMm4+aKjYRjd0/K2vZhZHo+UXW5EYRa/vcNe1Pd7xmjYffqBKmHh0EomfpNv25avVYMUQJivGmHU31KtFcjBapjNoEkGiTRrFswgeK4lKTFrJlPmgoDx6Z+qNtIUbawj00er1qDV0aInOR8PlGxaobNpXOqE2CFWqmgXppmNhJPE9Q6XWpx538cdDdmyKeerwBEfOBFx/df+mbXu6P9ALosevGMFPnblIuVx9y+OPf/XHj7yyRBRbmr2Exw+NExqNoyRjrmSqHFPyMpDElkAN7aojs74TBuAedPKsoyejZqpsm+7sZ6rQ1JBH7KH3mwKwh2PZlMobjUUWyTOwZ90wjhoFdzpOYV3kzno23ay9zdF5w0FcOCJCIv702zUS66EG1ctigjnsa8yVjREOnu1GbE1OU2QKtCRPNjUCh/e/vssffTlgzUT0Ep9eInBiBlFcSouMxYA2pHLhei4qC9KkoDjPJNFpvhQbgaMMibIkSmTRW2YURSIzsEs59N7n3H9opRi6PYsV6VcDeD7D3ST59oYym7Oo6QXpFuL9IB3oaS2MVQxvuyOhUk69/bExPH6ow84tkoq/QNXr/PjbX/+Wh1uNi1+vjW8ZBXjJjfGd4CpHJHsuzfusdqq0e4Z65qfXKjX/j1XSLfYAotjQ0wYhzGBTo3SopiAWoIrgHrEQjnznEYpCIeoNn7PoLYbqRJ7IFUdS6HzOR0ZLlFo37CYDtlZiqKQM5MC04z5tTLZZ5B4mmLoQvT0n5PmTkhNzPlY5KClxpRmYkoYUZUjA16so+ZGCe9gAkRd9kkQRxQ57Nkdcs7vDd46XiJRLLxb4Mp3Aq2ORrWxZF06ccWEkAsPorxSFKC4K1Ch91lkeoEyqR+d2Z52IbFNeOVgphoM71dAjJItRnCEPF+sueEFJsYwWuvIIHkSSbj+lJZ2+IIpEhjeBoIKJfLROpc+9GwWtmuTiQsCl+WDPUiO4qtePv35ZBL+0vITjlIjsCvfe1CWJ65xf8Gi2IYzTD6kz3VhliXoQge7ExHFEP8y4s0xPpxRikGByBWoyknQVovcA7MKOAL04gUmJYZPssNVKDChK3i2uB+CWIwAvDv9Ju+0ZAHtQrRxE7gRXp4UdR6fqiSXi098us7JSQngaV6bJsFrPv69gQipKhMaMRtURLmoUUaSZmpD88BvaPH+yRpD4dJVLKUm5uBbDc56CO18rTKaJ58bcjKqs4+PpoKXRqVTaQKIU2hhUYkkyoMuELHLLAgcvmuCKrYS2QMuuXPfIPwdWZIoJ2eTadGBnP5Q02oJmO92QVpAGreU1jZM2IhDGllYn4cKiYa0bsW3PMmFwiaA3NBcOAP7wN7+AEIpub5FOGLChvsy1e6osNSp0+6m/QYnhzmRCpNNDG23JajNt/zdZpVJJENYi1/uCC97v9Q0NxUbiEYCMKAWiAPACsDNaogb0ZLj3pdKjAHd1ljs4+daBWVFIWxwnpyTZoZORQ6u0c+fwOfjUg1UC6aKkyqqXoyvM+gqmuOwCD8/JKA/PuHiiiBONl2h++M19/uCrXV46XSJSDl0pcROTyaMCmRQVFZu1lxXrDSb7XaP7FhUjeQ7uPIqbfCiQMcgkp152EL3zCQbrI/jQRTpKUcQVvju56FDo1xUivRbWGi4uQrMdkSTpntQDD7xMk/Ru37LUjtmyucfW7TGzF07y+c81SMyQommAU2cW2L1zpvyff+cju84cb3Py4jTVUsy77oGZiYg4yWLAYBRD2uRQLcVcWu3x0MEyzZ5GKzsAq3rVStblnu8iwNeXtwddJesAJMUQ0EWgF6c2aZ0DPePeah248/J9Dmxlsoieg9tk9CTOjgjlhJy4qGmHLiid0RO7zh67fjUavcIjkwXWa+FZN86w8KOpOIL9W/q8dCIkMR494+InAkemTQEyoyqDKD6Q6Qx5kjmM5GJY4cz8MNqKbJRDGkmVgUSlgJdSDoYnFXtfpYS4MNEg/52D1rbMNHflZPOK63gKSGXx3ZDYdnjlomZ12aXsmcG1KzZxJzFsmIK33uLga4+lpsPE9MZdf+NHfrH8cz/9t7qV+oYU4CY8y9kzC2++/Qb/V2b8JvcFLonx2TARMjXew9VxBu4kHSSvU6ms1evzsYddnj9TZUtVUPFstvnoKKfmu3y19bPwhrMFh+AYzs4bAn7Y0ZI9FyK3LNCS4i7GjiLTwlNwpwAeDgUaRHC9LnrnfZ1uyGrb8B//rMpKz0d4TkpPCmpO/hlHJnm92q2e0xUjsgFIxQieKipxrKmVNX/7h9p86/kaK4FLKDU9KXEHPZTFm8umxqs80ROmYIAyGbgNFrlOWUn/LWMtymZdNnkCn4gCyAXJIIrnwafYlDIENwUMiFehKhRuhFydKfkxN25q8MbbQz78hRlOrpQoaZGqYXlhW6TBKbKSzz/kESbQ7vd57zvHf+XIsWOPtzu9zw8i+MULL6C1x+LCSc7Mr7Btk2b3tEFLg+OEaJ16EaRMcBzD4bOS4xcl33i+zHMnJ/C1HmTU+UB7KYtf7lXuWyFG/s76KVUjUXwQwYcRewj0wqDNAqhTkGeSYQbwIec2g6RyQEtyYKskm6UyjN6OinDdkE9+2+GVUyWQDlJKPFlIgMUoB8+/1Ku6CQvRfDB7u0BTYpO2nMWxw3V7urzrNS3+4Ks+Rnv0pIsnxbDoI8VoNF0XyYUtRPLB/BlB0RNjFBm4LUYKZHbukiyqp+c5+12DfMNmE7EKOYC0g0aGbM0ArnAeBtc9pzYGm01gCEOPd98dsGvTRR58vsSJWZeXz5ZQSBxAC0ksBPM9wUrQZ/tMzIYNhtlLZ3nmRUUQBAwAHsZ1kB6t7jhPH67x+adi6pV+NlhGI6UeVNGVErx8zuP4hRKechn3BROVtIHAKejPeTPsyHw7hkn1oCJfiOTDaUp2aKTPdeV8VkcO7BzUilFwSznk33nJfgDwArjzWYU5wNXlkVurNHo7Op1a1WgavvhQleWmB76zjp68OkUZ3MjrVusrynbFTpyMokSxZrym+MHXdfnCE31WOh6h0vQSmcmTuZoiuLydLP9lZmCjxYIZRPPh3G9lMx6ej6bI+LmSYGQaudXgRspBnq9W2c3FcLuWQcthQQ8efqa8SSP9cyktNrsJ+6FCdn3Ga4LX39DlLbf2ODnb5fC5FlrnfD9fmBQCGC9pTp2rE2uf8bJP6KT/lp69cIR6fWLn888//cvHzlykE2vOzfl0uhUQtjDeQQzuUM+F3RPpLsUlnU0wLYwDW3+RR2WE70JNKIJ8SFPyqD0EeHF67DB6pzRFDnZyKALc0fnIsiItMVekJ1oXizoxWqWVyzNnBcfP+Rg8hEzVk9w6oAqRWxa+w4B+i+GlHZat80g+3PjJmtHqnjGSONFgNQd2hOzZ1GflaAmbuGkUT8TAupCrOAP+yyjQUh6e/km61WIWzW1BJ5eFAfcyBbuRYLLInRTVLCkYzqYRhZVjqKQMRYVCNBdFHIgBd09kuvFYblkII81ay8N1x5ioxrzx5iRjCkOdNTdutbqK5RXDpbXzlMoHfvn26+958djJk2d12Y9xVG/jRC15S9hdQ8QVDmyKwQjigZSUX5Fhn05KD4Y7Jww4aA7M0WbvIbzF6Pv8JIj1kU8WE8zhcw74Ii2RahjB9UAHHx4qn8enTSFqr4ve+ZAgNYzeKnuvdYRSEV/+TpUTyyVwh/SkqJ6s/w7rx0VciaaYdQnnqJpSsNGGmt1TIW+/q8szh8tgHOIk5eJOkg35TEap0gBwV+iiGYK7OHEsBbO1AitTymJsBvQ8yOTjJCQpFy+MlqA4KEjkSs7lQW49VSlGfSXTPTWD0OIECiXdwX5CuYFrUAUueHistXhaMHepyabV6C1b1rob253orF5Y0dRCxdk5h17f5bZ9DmstSadniBKTNi9kbf35eOPh7JJ1nHmw7Lz6Rc0/4WXcmxQRcuTfFSN+58E8kJyHiwzcgybcAriz+YSDbTsGFKUYvYcDggYj3rTJQB6n9ERFlMoh3zmm+PxDFXp9F8oaLQWOGKUm6xPM4ve7IsBZx7/XSYZFXTyKNWNVzXvu7/PVJ7o8fczFVhx6iYcrUidl2hQsCuDO5dgcFsPnwWRY8uQzU3RUGs0TmfLxFNzDhDOvPwgzBPqA95uCODCIzvYyPBQBn0vHAzyIQrKc36jZn40a1BhseBXF0OkJ1tqGqh+we6NhsmYpaYuu+hGujtgyHXHfTW20Npy8UKXZ0alpKk6PdGOo4f45xUmw+Xo7MubYDi/iyBVdH8XXU5N1AB/SEzESyeWAnoxWMIcgz22zFp2NC77sKIDaGUTrZJBUax3juiFRmPDVJ8scPl8Gx0FIlYHKDmeG5NHrVVyEI4pKMWrnAyvN5Vr4wEKacfEw1Fy9Peat93Q4eLZEELsk0qFnFG6SA9wWKNJg58vUZZjkIDej5icLqIzEWJNy8HyGpBRYlXYPGpOC2chC4m8twqxTjgrKiBihI6wbGXIFrBQch/nbwcZjWTEo31YyidP6S5xAq5NwYj4ijGDfDYbJjRGtdoR+5LGPU/Ylx872ee6Qz/4tmplxS62SDkYMI0kYC+LCPzYAe0LmTivsrVOY6F90zKVfrLhkidELnwOaIe8WWXKpxJCaDMBdiCbFXRzkiF12COZ8JnbKsW0hepsCsLPordKijlYRnhvy8jnB158o0+25UHGQIncOUqBmV6hiFm7a4p09sthmGvSomlLcm3JowAojh2o15K13B3zhkT4HT3ugXfpG4uZc3ORUZfh5SIArRvIhsC2gLViZ5V1SYJQcrCoDe0QB6NIUaaNdl3uNbodSjNzr54aPziscVlZzK0FiyLaXJN1ZLrbpznKxJYrS/Ym0lty8V7J7c8Ls7BO8fPIVtIzRzx+KU+9IbLh+l+DaXSFjlRBIG0u7QersCsJ0S+YoJrMzpuNv4xz0ic3ojB1uIGVGv8wVFqp1S1PBoFTk3GKUmgyKPBm485M/bOXKaUmqlAxmhY+AfFjc0YMjBbZSaVHHcSJim/DA4yUefbkEvgaZNjS7eZm8CGrWHcU3V6IoxQtMbmcdNiMnVgwSzRzoQd/htdd1efu9XV455xPHDlYqekLjJIXPY0Akozx4+DFGQT4IQirVwPPPJq3BZluMSCMwg8CS9YML0ugtGaEnMlNHZBHYV1jIB8A2w8Q2zndoy3e4ToYsYrCjXDTcbKsXWtp9gRUJ9VVLGGh2bO6ytRRhrUWfWwGlJGtNw0y1yaaZkAsNye37Y7Zu8Fleq9DtO/T6miCSBJHMdq6VBNFwF9soFlmELwA9SYGeLz3rapjrePjlm0iNRu3LS/UDSiJzCwFDcI9Qkfx1HrGLwE4GvDuN2pl6oiJcJ+LFs5JPfbsKuCAdhFCDriKd+dTXm8Py7zK8iUUhdheoQQFcg8iVWUiNNZgkj6KisE+8xlrN+1/f4xtP9nn2VDpJIBKKbpLp4nmymXmCit01Q7gNQT7ajJC+lzaVCa0lpSgify8QplDrEEOw2+z7m+zufrX2zCIeihv95sCOsggdRiZ7zkCdbcsSROksw3YgWWgLxsbSRuUkhH27euzcVKEflpEiQd+2J+2j08ISBHW+/YzHwbMxL1w3z//0viX2buuxtFah0/Xoh5peoAlCST9Md9btB+k+5EEoCGS6fXMsLCKxGJHxdQqD0dcBfLiMiRFwy/Xa94g8VfCFy3zYfTqqQxd2dlgPbqcIbj18LnLvlH/HOE5MlMQ8/HSJQydL4DggdaGxYdT1WPy8V+7kGY2ftvBi0ABRrCwW3YWJxKisuplogtDh2j19XntHGsV7iYMVikC49JJUGZZ5LSHJNWeLSIZFlyLIrbVYNYyqxqbn1WYR3VqR+T8E0qbXJ32dfX9zZSXJFFexdcyoOAh/FNyGIErSTW1DQz9MJ+ymGwJAPxR0Y0GzL1luwsTUGr/wjhZ37atz6GSNl07VOD3nMFbRJMaiT89ZrBFobdm7tcuPvjngNQua/+uzNVqdHn/vfWvs29pl06TPaqtEp+/S67t0+w7dvqbT0yiVdrcPC7LpCUwywNrMRmsL3zTn4XmgkyMAzxPMy52ERWBLaQtRfNhtrrPdHdRl4B7SE12YQKt0QRJUMVqlrsETlwQf/WqVIHKg7GT0hEFrmhqpHBaUk5Gl6VUoyjp/fJGm5Nu9vDoX11Q8yU++tcsDj1Y4djG9+RKj6CUqVXcSkXnqc3ALhuXyUZAXrcw2K/BQjN42tT4PAC4l0lqkSYFv8sKPHVXVXk1FKlZx801ikySP2km2Ga6h2zd0AugG0AkF7UCyFghaHYtRfa7f2eTvvW+JG3aV+DcfH+PiomHn5h7X7lWMVwVRYlEPfOrfbtg46f4fF2cvHtDKctO+Jr2kyZef9nj0cI0Xj2rmGjHzKyE7N7WZGQ+olhN8N/cb50uozHTz9a7B4fPAESiykyTyhHH4WhYkPzmiiqxTSPSwmDNIKgdbc9jC6yG49TozVXH3BzdrZMiPRIb8wZfK/NHX6+m2vNJHKU1ZWUoq3evGLfpbCq1xSqW+CaUur7DmA+xHEtRBLjGUHfP3UpK1jOXtYulrYS3bNoZcXBY8d8glFgqEwkqFEKmVNk/as1gykviNrCqCKz8XV5t1AB38mc1XgaEyNACxTaP4elvCkHvnEdwOFLswSqN2p2dY61pWOoILa4oLTcFKP6RcbvPue5Z4973L/PLfaPL6Gy3tvuWzT8DZBZertyhsoqlM3rZxZutrv6mffuFi/dT5zttOzDW578Y2f/Sg4MvPTdDtl5iuKo7Mljh8aYKKG7Brc5cbdvV4620t9m7usmWmjNZ1wji11KoivcgkM2nSpXvENGmHkW49/y5GbJFf/JEoPozaMqcKWSKpR6K4GUiB6/n3MKEcHqqgnDg65Pic5BPfKoPUINLoPejcLzRcjBwMv9N6f83gzYCWFJK7zNVnC4WXvAmiWNk0NivfK5WNyFP8yBu6fO7hMkdmXZAKkygCoXFEbqNNP4hMsiuQFAs+63OCVNUhoyxp+d6OgFJasrJ6mnim3pE0gttstUgxP7qBlRCjd8rIjEZLtg1h1l0UW7ohLLQksy3L5EST11/T4m23t7l+Z8LujQLXcVCiztKqxteGX/3JDt94NubcnMvGyTVmao23iWi2ro9cjGh3DFW3wncOlphfhSqS2oQlMYYgFnQCl27scvhsjcNnIx54LGTX5g5vur3L+1/bwHf9YSbMMNlIp6raEe6VFnSGUqFkqB0PS/NXoiZ2xAeuZb5doB3wbiXTyJ2rJoOfycuBnU+lVToegFtmCkqiYr70eIUjJ4bcWwqZat8ib4Bet81HQR4rNhsPtjscZSeF14WiS37Bi5p43s5mRApumQw60MNQc/VVAe+8t8OpT3iEiQShiYyiJ9IxGwOveMbDo0HyawdekKLuTEYlVeEuHBqz7DD5FKmkaGw6hN/arJwvxKAvYKjHF679SIEnWwEG2BADatoLoW/7/NK7l3jrbd0U1NIBKvRCh9WuSz/QhJEmNulZvnmXYNOYw0ojRss+M+OraEdbNk5E7LutR6M1xrlLkuW1hGYnnbbfjwxhBEGcdswHsaYfaS4slPnIAwn9sMn1WwXNTqqumITB3peDSF2I2MMvcjmoXxXkhWph7kUeidxFKXDkdQpqlUdumQxGIqTv859l0mC2I8TpS4r/72dr9GUK7vXJ5Wj0Ht0Qa2BReBVpcH0Eww7Bk8qEhV7FdaX7xAgSm80NMZo4cfCSmL/13g5/9nCZU3MaVASJJhQOXdIAovLCSzJUVIYl/NFIPtwNbfiZJOn5L0by/L2UZlDal7YY3MCuL3plK5goaOH5uRLZVATPSafXbpkOedPdHX7sTRprJ+l0HFZCTZg1JYexTBuTQ0W3p2i0FUsNy/n5hLmVgC07EqanLVqYkE4vpNVps39nyIbJcQ6fLjG/EtPuxPSCdA/0OMtyEzPss0RITp2YIGm71GtieCcX9G+RrdXFZOPypoaMjowoEpdH7ZE9MHNpsBC9VRHwA4pSeK+H4FYjFCVNLB0d0goNH/5CjYuLXjYiLpUGtcyj93pT1RVa1NZTr+8GdIYRkpFRErkBqygdFjTxRJFIRRJrtkwH/MK72vzGR12aUeowM0YSkEmaSbGyKci3H7xM1hgh38OSvsqUFiXFgMZYm9ISZVN3ny2s3AMvkimcC7n+9xbwLTLPP2k7nO8Jdm522L3F4cS5OKM9WTtbNrAoilPJuhdI1jqCheWEI+dCIvps3xxRrag0ML3xlpilJcnnvz5JN+jy5tubLDV8+qFGCnCdhCjOCziFO440qfI9iVKSKM542Aify//uKB8rykmX9V0WuXbh9VAeHM5CuZyK5MpJvqVJFqUzf/d67q1UnM3dS7m39iI+84DHhz5dIzBOSk+ETiuXIvd7jHpP1oM5r8gWS9SvBvH1/aqjnT65lVZmVeIskmeSYT5iIjYaX8f80vs6HD/n8ntfckCGgCIRkp4R6USCpADu3AhVoCvD3dCGir0VFpVfz/wGtEOKmZbys8htLTajF8i0AGQH9l2BMHZAP8jmKeeUZKikZbxfCaIELi66rDad1CIrhrdjkpXso1jQCwTNjmG5EXNxLeJNdwh8Sjx9tMyR+RL64pKk00rw3RZaQT90gXQClO8plBJpwSa7KDlnlnLYVJDvqTJ0Hg5vgiLvWk9FBrsTFxLKIg15dXCbgkxoC9q3KUTxYaRWGbDzeXv5rD01AHk6a3C1AX/2rTKNIAe3A1KmMw+zmd/Fsvz67yHy81OI4uvxXQTyAOQjCVfWPjZoKRsOyBmN3gZlFMZo4kQz5ia8941dPvd4mZW2AhmBUUQ49AoGrOLqeeUVJb3bVDH5lKNAt2QVT2kHIM8jeH5j5jNTrBitcFrSbDynrXLwWdLflyfY3b4lCBlgbFhYGlq4kySdxRPG6e/3HcBEBCZkSy1k41SEnhmPqHsh1+7uc25hgkMnarS6giRhMGKhGG1TyctmHevpxY4TQbcPvSiN9DBaZheMAuHyaJ2/tiPtaSP7Nqr8z/OIzTpaYta9zmmIGfJuPZyUqnWS8e+UojjlmAce8nn6UBlT4N6qkFyu95sM+HcB1KMOq1FV5XIwiRxSIwWfgbSWJ5nrPSp2VBePEwdtYu68NuQdt3f52JfdlIsLiUXSF2o47TYjHqJAT4qvR27FwTzB9ANZmSafFoEVWcIpxeDvWmnJxg6mu4xnzRFIskEW6c0jbQFTcjRAxCbdi6jfj4mTlP6kw5yyJmhVdCymQNdSMDnmcIMrMFHEsQshlAzSteiHX/SZX6zy7EuTSOFSkgmbJy3lkh4MpBzovLowN8RJ8JyU3/YCwfHzgk7PDJah9AOlS62Qw4s9AuiiBFhUJQa7FhcH6dgBLcnBn2+0eiVwF4E9ssVglmymETxGyXTOyanzko8+UGG+7aT7Xct00LsSafTOxzOsH6y5Pp8Y4eD8lx9X1ojXtZKZIU2xRmKMGXEaSpluf7KhmvBT7+jw+CGPUwsyk6cUxgr6Rg42kcpttKJYxr8CyG0GZpXRElusfMrhfzMAfPYjmwW0wZKf9T7Lgl5O4ZxJObQ4A0RRzPlGRD+wWZN4PpUsHwUiB7NunGwi8GRdsWU6wHMNt+6P2bEroDYWoGtlSTQm2LMZEtvl9HmLatTY7kp0SVLy0w2a8m08XCct8vheTNmPGK8FnF8O+YOvT7KpIin56S9ML7TMvBBcdseqK1GSAbCL1GQ4suCyCH5ZcpkDeXgMuLccpSg649+uGxEkht/+ZI1Hny+nVRupU+4tZToxVgzHpA1HyBWWezmMKCMRu4Dw9YAf8eeMgLxAUSj0aA5mFxqkkaiMrqistS2WGhVpXntLyC++v8Wv/bZLEKcABzmkKhTku0FV+dVBvl5hAZsF9pyTDwG/Hujpf5RSmRzsYkDPspVd5iMA0500KiXD1bsbPHbUcnGxwnTFUnYNJVcMNy1w5GDTAiEEFV+wcTKmPrbGyQsRrbZDbdIBpdGvvbnJkVM9FmYVm2dCzsymJ9nRkrIH1ZKl7BtKXrrBa8lLt+krl0Km612Us8aHvl5ndhEqwmTLSNrsW7yyRbVhRBVZR0dGfq7yyGlGo7iyo0lmDm5ZUElkEejDUvwgcmfR23Fjvv2sw+ceLROEDpSy6C1l2rmdS4ODsvw65YRR2bPYplb8syvwk3WuunwwaaGwkjn4hoMz86TTkFgxAHkK+HQ7krIX897X9njw0R7feFYNqApGEgqdFuNMgaYIm2rkI2b9K9OVvG/ZZtFcigJlyRNNmRHxTHGxEsh0aiuy2Tl5Ep39NilSduB7hnolYvuGmLfeuca/+oRlqVNlU00w5llKbnp4jqXkCpIkvTHLvoMUYGzM0XMeY77HkfOC+ALoJw559LqSyfEmx2c1mAobJhT1qqBeNYyVY8qlhLKfAduPqJb7jFU6vHSqz8cfq/LFx6bZWk7ngsdJJhPmp2udrDb0khR3ArbD0nQB8CkdMFkpu0hRhnq3LEZuOQR3rqAoWZhzLYtATxPLtY7lgcdLHLvkp2FEpMqJyLh3cRybKsiEl6lAkCkTV8iu/wsUJZfjWJdoXjZiWQ418mKFUxlFkhik1ISBZv/GiHe8psPTRz2aQUZVkFghCIRCIgafd6hOiIFfvwjyQaleZEAmnfhL9rPBZxfD72Ez4EsK/1wGhlQDz3opCzf5cCW39EOH998vKPuX+NNH67x4fIoxXzPhG6oelF1LGEGYJGnHv5JcWpFUK3Wu2t7myJk2188EbN0Uoo+dd+h3JWdPafrBGNfscNm2QTI9njBWiamUYkp+RMWPKPsBtUqParnN154x/NrvznB6ZYotNUnZTbKWskJkK5TuB8BVo+AucuoReXDd83BPmmHUlspkHe2j4FYj/LvAuzPVRMq0W8eQ8IdfLvGhz9aw+dYoQoNIo/dwE9RCQizIRgYP6Ym8LHqLK9KU9dF7fddTPsqsCO7RhoD1wLZZ0ccgjUJmCadShl96T5eTcw4f+pwiimWaRBlFgqSPyByHA/IBg889CvLB6DNJWt0sIDbFaCYtZq/loLJXuFHWKaZCMFDcit4VY9MdJ3qBQxhV+bE3xrzhtkV+7XcDHnhqhnboM1mSjHmGfmQpx5YwSogim+4DGlXYu11R85vs327YsilB79visNYoITt1tm/SbJoKqVdjSl6qQLhOgueGVEt96tUuF5b6/P7XPT761U2cW66zqSqYKhtKXpYMjPRIDjtBlLoyuFWmjlwG9hzQwg7+u1GAm+x1YQeCrDlVS4Nct2f9QBKUCUpGuG7EyUuSzz1codNxoJyBW2qElDgiH+gznEu+np4US/JFKTT/4X9Nonl508OQsph1R7HRNm+IkOta26TQRFFCtZLwnvu7fPWxEicvSVBpEwtCkhhNX4A0Q8tyvqFratIurkB2GLEH9+coZRlSkuzPck6WO0iLAziT/L5P3Yi5FzxO0p6CdPCmw1q7hBSweVzyz3+2xVXb+nz20UlOL9QZK2nGfUElSDcaU8riL0ecno85MeuyoT7GxHSVdr+CHh/zUFbSrHUwErpxQNgOuXoiZKKa6o/VckBiejx5xPKhL9f5s0c2UPV9to5ZJn1DzbeU3XSH4HRUsUTp0fENuugIzIG9Xgos8Gy5TjGR+XD5rIij5HACak5dtBwqJWqwt8yQmqTgTrt1gsjw4NMVvvVCKR0OLlQmDaZqg1eM3gWJUFx2jCbR65XC/yoppQj2Ai0YjnYTmR5OAeyZsiLNYNeGdCuQBGM0UT/hDTeFvPHOHhe+ogmMBBFBtht1KNQw4TQM+DikGvZwN5BRTm7JhunI1GYNGSc3Qy6OzCqyIufhYhD9BVkHnbDIxBLLFNhapY0zQZhOllXKTf+ugckxzT/9yRY37Znn977c5cljE5xvlKn66aD+iVrIvs0xUjigezT7hm7oM2ZqqD/+0N/TJCvXPvLc7IFvPu9z7pLPV5+THDoVcGB7i51belxcDvjThx3+X/95M8+fmmGq6rKpYpgoWcZKlqovKPsC35f4nsJz0t3KiiOKi15tNXg93IYk78jRRdCqYQTVebQeAXfxfUEalEMz1eXl+LRi+egLLv/wP0yw2vWy/TVdkC5CKnwJpeLmVuu3Ryk2W8jhOLF8RkveEJ2vYkrKgQ140E9apD0F2XRQLyhQtnybkKKFYTjZNXtPPnh+eGhtuOFAyLNHNefP6zQBHFR5ZDpgeaCNZyRFFChW4efFO3X0nhXrWIhYl6Pm74e0ZuTmt8Oqb1rOz6N/OrvF2nSkcpJobtxjeefdLfpBj5UVw8KqYt/uFr/yowu8/TbLtskSt++LidB02f+Adfb+qdqze1Pn0nzj1JZJ5xfv2Bdw1bYuqw2Hk+fq3HldwIbpNv/kQzV+/6tb6EdjbKoJNpQN9ZKlVoJKSVDxJWVfUvIUfr5TcGFbkHzru/w53yVMyyHY1QA4V/KV2MFsjMsjdwZuWaxaFos82fg1laTleB0x2xD8q4+O8fgLlXRTngzcKI0j0w1kvQzUTkGjHYI8n7RbmG4rxcjrYoN0EdyD7qSiF3wgl4oCqLNCUgH4Q79OulVIXi3M8wI5yA2G3fRTkzGetjz9kstaT44A3IoU5PnmgynQh+124jJAZz+zoz8XV1ymikAvWDjsOvzn/57IFHkrBsmsLfpvEkUUa6olyWuu77NtY4eHnnXZu1Xzvns9jl+o8bWnJM8cLtHr1+l1Vn/q4rnDx3R9rIcUkiDscWK2zYnzHmXt89Nv09yw2+Pxgx4PPjODSapsrVvGPUPVs5Q9KHmSkpf6UYb7ug+34svnbuuce6sh7Vh/IZW0BYOVvQJVKfDuQmI5kAEHUTynIsViTkZNVEziJXz0C2N8/qEK1ldZUplxb5Fx78wSO5xYZUeTzJySUJxcdYWCz/oLfsWHIN886TIenhdVclqST5savBcYmW5DIrMdyYzI3IbCII1Gdg3vfV2P/197bx5n2VnX+b+f5+x3r72qu6v37nQ66aSzQBKyIsSArANBHIdBR0QdxhnHURGdGXX8jaOo48C4REcWgRGFBATCTiD7Tva9k+70kt67tlt3Pcvz/P54zjn33OpODAoE/f0Or0vdrrqpusvnfM/nu30+Tzzr8PsfsQlF1gCSxsYPm176SvLXoQqoOwmOIqUnA2yaCktWBy8knyLLJbSRgROFPU9NrsZg6v4GzAPxI8vMm6SDVVFsjHLD2GK8bvPqcxZ5+Vld7n9inI9db3H2FsXFOzo8/dwix5YEragMJNj3PmbmTZbbLnMLdVaPe+zcErF2ep7n5lv8+ZcmEFRY01DUfUXFh5InCDxB4Mnc2z0Hd9oIzEQuB5RjcLkdXJ4HK1+ZNO+goqLzWROTaKpCN1OtuGmKVnc50IfAHiOthBvv8/irr5bpJY45A+WgcpJ1LZ8X2IXqyUnyEKfG7gt+Iy/BkVUT9IqmTwoQZerJQ2O0SqRg1iiRVlakRChzk2kyKYVxZ/7J17a562GXbz4o0VKmm8EmosfKpkc6VqEGWoLFlv5wk8rINg9p66tBHTxr16vsPczmUwSplaHGUgJLmfFqpdRAjSFJDQByYJuhqjAWhLFFGFnEscV4A979mi7/z9widz9T4+iiyzmbq2yfddg6K4mVkXizd25OyKj/aGUZJeZ47IDkppsU9zw+ztximdkGNAJFOeXagWtsTAbgNl7vmZj8IHIXorYoXHKzy+jQ94rgT6N4gYYMKiiDta2TgV4wLZUKS8bp/Rjbien04Xc+XOPZQx7ayZJKO11oSCcGBbll4UkbO6dMMldGbzE05J/vnWaQLtqYFwatclAzPIA1rCM+ALeWMvU/GjR/lMoiuCQRFlIpEmkhQocNMyH/5aea3PVej1YvLfCnUVxLQaQtempQKiwqAegU+MUjxux85i9DZEDXaXJJvmmvBOk04fA8kpXo1L7Q3IzeibmFsUjNp1LlhlDQDzNVB8PLt61x+cB7mtz5RJenD/h862GbflRi3bRNyTOdX/uuZ6sIKYm6HXSvRS/0eGK/S6tnYyPYMAIlT1PyZEpJDLBzgBfMUzM/+OIme84P80u7zj73nC8WeeWgFj6gJc8L7hUmpUa/3Mg856Ow0iSWUaL4089WefAp39S8RdbUcUCIFV3LYlOnKGhZBLr5RrFqspKWiFOxUzHA9qmo6FBXM+sO5tWTdLpQFho/2b8zqYl0IUJJs5ElEuNnqRKLnadFvOcty3zg0/V0+yebbZVoJeibKvag9FkoGQrTKlzxWsyDCjlkCuq0jl9YRczeK5IVn3uqWGvHIhVJVXnkDm2LMBKpXIlFL5Tm1rfo9GyWOx5lv8Ll22PO26h46oCk2QnZtM5ltG5GuO1/c/XV+EGZvXse5e7bv4ImYLQMc0vKDE+hcRyZJo8Sz7PwHIHvFlyBM19Ju7gDOUh6Tnm1TrlbXoctAPyU4JbD4JaZzXRWBpSFyJ1H8XRTJ4j51j0eH/1MhWbXAdfKebehJiL32bEL3cqhysapyoQU5jpOiuYF3rIC+QOlr2JJsAjuDNSFrqYiBXI6Gy5XgD2lKUqkch2JRAkLJQwlEImi6ke8661t7n/c5Ya7LSjFgycsQWuHvhL5eptAGLqeAvskkKdteDMiSD5UlZ8bumhlsuKszgOeyD9jMzWYqf0KHFsZ/Z1UpsR3hHFf60kC18JxHAQBra5gblHR6mra3R7nnXsFO3acQavdwW72HELhsdjVKHuRkWpIIl1qSYDrSKTATGylU1ueK1I3YDN85aVC8m4qRWzZpruYOeJmDC5LmjJJhGKvKz+jhyK4KkTyFfy70LGUmVGplaTNnSSfFrRljHQintpnc811VXbPu2aYKl0iRlgIIfNtnaLvZBa9T0VJVi7TFmdNnpd261P+dJiIF5nM0EkwrABbTDxzcMsM4MpoeRe5eNoAiiPFhpGYf3t1i31HbZ45JNCOyJR6AIGSNj2VLSLooRcg8hA9zL+LINdqBZUrdGuH1XSzNLY4nkFebcumB3t26lvqKnqOxO3LNLjKdL0N+mGfbrTEfEdg2T3GRkImRyWBq7EbZUm9LngmdvnqHTXasQUqZst0zOykS9nPOLaJ1l5qcT0wSzXgzrX95MBmTqRt3KRgFZck8mSQiwEHNzxNvUAEX0lTsuidgT5dHpYxrhdzdFnwOx+u8fmbymgnbcdLKx2oshBp5D4pemc88e/h4cMn6TCm88CtC8gdCuWniuAZkAf0JHuvhjqahdnwnIsrkSaaJkk3XFwiUpALYWMLxZsu79LsCX71AxbHlgT4BZCLtLKiSGdWBnx8qI0v9YDCSBDaRPesiiJXnPhap5s42dfUDygfuEqbfVlDtd/h6QAAUz9JREFUMAd5Oi5rXO+M/aMJtqbXUgoE62Y0W2ZDEiU5Pu/gSJ/jiw5h38VGSKTlHXVs8Y1Ldo5eqcI27a6H51o0qhbVEul4bBHUqVFqwYksV4iyVE43gNQWzsj/RpFFJAZ2cVqLnKYUwV1s1ef+6EPgVkPfM5E8rZQUupUhii/dWeJb3w7QIm2p5tzb6Ic4AlyRybClJcsVlEQWqFS+xCGyASuRX+WzRgkrPtyhKL9i/mQ4kAu0WQtYEbmHZ1OUBpHSE72Cnoj0ayI0QkiUTMuGUiOUQsQ2lq149fk9XndRm7/+mkUYp0mnllnpg0Rb9NLJP7SRRs6STvMS02Q0285JubqURburwYvLgB0lIrV+F/TTcYO0048tjJaNK1OAp/LXmQaNa4sU5ArPSfA9UzaUwuP4wmqarR4T4x7rkN8ol72jWnWwt5+2mQ/930/t8zz3T7zaxJXPPrPE6lGP8RGLeiWh7Cs81/zCzN7atZPUESHOTZp8P8F345wLZ6tFxpbao9n26ODmMgjDABjY0a28DVGSU1RLBvXu4dp3LBK+eKvP73+0xsE517Tj800dKy8L+mn0LgppDg1XZVeYlRviUJgDLzZIXvwxNGRVoCsnD1qJkxJOmYqbKiEQelAulCIFvEgrKollwK4sEkzwiULFmtGIX/2pZZo9iy/cViFKhlNljSAqJp1plBZD5Z4CJ5dpw0eZ0qpe8TpNBDfgXg4lc11JL1QkKknDuFERtqTEcQUl1wgseZaZN3EtjZcv3JBGckWrk9Dt2YyPWDQqHdbNTqJV608ef/ir+172ineasYJVIx3KpYj9+yK0tjltnWL9qk4q8KLzoStzi3NgV4IQ34sQVsSxecW+YxrbSgx+UqoWxxLf7lMrV+hH9nDZixWjp9n60kkRvHArNnbySD5c73bdhL0nJB/9XJldezwoFxo6wsqjd65zUqh7r5RCFit5eBaR5YronHIRY8C6MoS9AMj14GsexbPtegYRO6slq1QTcFA21Lnyq8p/ntIWJU3kTkyyKYRlZqiFTRRqTtsQ8ZNvavHtR132nZCDF5bWyA3IRT4vPsiVC/9OI/hgh1kgtM6rodlmz2AlTTDXhUptmTVuGxXHhQdIpG1xZNHjyAkPKc1WWRAIfAs8S+Pb5uamHXGtFYiYDVOa87dZNDs2SwdsUMb70gZYt24Hrhdwft/mjJmnWOqFfO0BwavO6bNuysISmpIfYUnj8uvYEY4T8/V7bfYclmDBvY+X2LXHR9gWIo2QCNCxZny0x6//eMhISRDFFnFiXASMTEZR368QyXPwaizxPPRkRTNHpnZ/C8vwvz9Z5ZYHAwiK4B5UThxZjNzFXcvh5k6xezlUMaHAuVf8O7szwPffh/S03KZXAD6bmS50/oyalM7BLJQwGpBKomTaLJEipypS6bSSIg3A0WlNWiE6ist39vn3/2qZ//4RyWI3u1yJrB2J0jb9VMUqV6vVGpFeRRI1ALu00ucq8gHDQWk13VpWfcHG2Ra/+Y5DrBpRxHG2u2sqY8JRPL7H5r7HXYQlefqwz5furmDbRgNTaBtL2JRcM+25brrLq89p8eRely/eW+JnNm/kvLN30O50BwCX3ho2b5664W+/cMv7jxws/+qJeclS2+OCrYuM1ZdIVI8n9mse2m1z3c0BQgZI22LPAY/FZRchbTqJjU4sXMuU3Gwpcl672Ix5aNcCp8/69EJ3KHkU1iDRMG9GgaIUEk3jkZ6WAfP7JmJbaVJpWRF9qfiLz1f48GcrtBJ70K2UhbKgBC+tew+k2E5u7ohTlQaLpUCGwV5s3YuTQP78HCUXSWIA5nwunBVUhfRrgZLoVKJB593NtHWXBgzS6K1SXp4kFgIHAZTdkHe/pcWxBckf/3Wdbl5RIf9UFDZ9mS4LK/NpybyqYq4uIssN0ud70oqiEAaUtmbLJs22mdHUsEDnq4S2lSDtmNmRhFfvTLDtPgvLHX7udYtGOsKC624q8+Bun6f2lVmKK5wRuJy/ucLGKU0vtpioHH7/xo1X3xB3jw4AfvqWaT70F7/TWVMTe8uqykzdYXpcs2GV4I7HE667rc4N9zToRjbLfVN6MuU1gWsLPAvqfsqRZJocWKbc7DlQ9i327J/G0g4jVUXgGT4vRWb6o9LApwflQlkEeloKzCJ4MWrn0TtC2AlP7Hb52xvKLEfpzIAoRnCZJ5aO0LkzmSUKmzvyZEAPQH+y3l52WS7gYYiuvBAxX7n0oFd+/xRz4pmsghAFqpI2W1Ra3ktIy3xZFJfKVFiElUdbJZT5d2RT8SJ+7FUdvnGXz0NPC5STRXCZtyJjYdEvVFakMHxcak2iDS1RKovUWXHYvHxbmjgTeILVFZtN42M8tjumUo7xnHgghpoOyjl2jOsobCum7CW8bIsJbEIoTl+dEMVLfOPby3zq1jr7Do1z3bfKTNShUimx2GrvveuB3+382vt+fQBwgFe9+vU4js+zu26lNXcT8x3FnU/1ueYLqzgxX6LqQs0RTJZMsiPIRODVoLQjdT5559giXSQVVMsWvmunnSiNZaX20Hqw7pS37vMa+snVkiLflivmTGw34dE9Du/5vQaP7vbQbtaKTxNLYQbQnTR6ZxonJ1OUwhqaKCSSBToy2MU8RW18RQR/MUcewXU2UWeom6LIvRkI7OTTdjr9vsjBLdKvSqUJZ7qsnD3XRFgIpc1XoUmEglBz5qaYP/vVBd79u6M8ujvNvLNBWmlAHkmZR2upCsl1usmjsg5mgXllU5KObZaGvbRZc3jOot6z8b0Ez01S31JTUMi+ZmVnA+5Bsi2E5tXnhpy1sceff/EE7Y7PM09Y/IvXnMXrrryEdqfLSQC33AauX+LEssPt98Xc/GiZZnuUiYpgzRoD2ihRdPuaKNWazjZ1nGxsNPXJtGU6B24LPE9SDmwCT5KpkmY6H8Wxy4GUwYooftK8ycolBjNn0tbw558v89CTPolV4Nw59zZVk2xTJ1OpGiSUBSMpsTLRfJ4a+KlAXbzCfwfHqerhGeCHy4RZYplVUMwwlonopi4u826nieJCmOKjyR9MdUVoy3Q408Bix4qd20J+7o0t3vdBm1acvll5tUSgsQmRSMwCgxBGui1ziBtq5BRe22B31dS+u33NUsvougShxHOsfHYpUwW2hu6bwakwsuj2baLI6NnXSiG//NYOy70eX77LYeOszarpBt2um//tHOCu41IKvN3IsT1zS+s2rql1KE9JqiWLki9xbFhqxew/GhPH2XJCqlUhyf+dDfo7qX7FYG5F4FjpHDNp02CoSpENZZ0a3DKjJpYyLXgZI2WM40Z0leajX6hw3bfK9GXWzClOCg6qJl6BmtinAPBKfcST6ErGSMRgvLSYYa7E98roTxHEp0J5kaqctHycRnGVTuyl3FuldEWlCZ8Sgyhu8gRJInSuFZgIK/0rFpmpqsDBFZqrX9nhyf02H/18lXaURfJB4qm0IMyE8FXqrpxSFZk+v2K3sngoZXx2+qFCplWffmRorlMwDctNDAqWj5bUxLFg72GHhWWDr7LvUStX8L2Y7bMOY/XKHqS/W8g4/5v5ut0f/uH/5OwLrtgjHW/i2Im5y2TSYuMan7XTko2rFWdt6RLpHg8+Y1PxB0sOZV9SDiQl3zILD9lX1zJz4tnMeN4JxfArZyCvljkvDLRMitJrw+Ovdjrfbadya51I85EvlfkfH65zbNEF2wErk11zhnYsfWncGbLEMkuCsxN05a7ogMIY/j08m2K83HNrwzThGxjYilTda3BfioGD85DsskyrM4VK3dDVIvt5fuKdYoSA4vdEoTklBj9jELHzE04M6JTWUK8mnLs9ZLkjeXyPTZgUztA86ZRpiVdg5RFarAgUA8OqvL+QvV8ZDdOZ/JoZh+1ng1WhTN39zBy4Uua9r1f73PpIn7seg1Zb0WprOj2J1orVq0dZs2b1ny7O7f7Qpi0vOzmCAyz1HWz8r5RLzhu2nG6dvW19k/FGH9fpsOtIwuMHy0SxT+BBtWQ2eFxH4qT7l9Iq6tCZF2jbJtfzXDOzYtspeHIT1UJLXhTmTVYMUQ03ctJpQS/hCzcG/O6HzTywUaSyh8Cdbch7cjAtWDSPGogKmeedy0IMUadTR/OVjzFd2eEm1ndEU4rUpOihuXLTPovg2c/TbqZIO48ioy9IUw4U0uxdCmPqmyXBShgl8CQXg9CEfc10PeI//1ST+WXJJ78iwU9fpErfBC2ItUk6rfQkkulMSZKeXIkwnUsrVcfNfXhiTSgUGvNcbGuw5TSEG8t0LT0HAt+82eMNOG19kycOWXx7TxnXchmtxpy5zmbtrHxo1aT8Sqc7fNkYAvjP/OgP8flr33fH+Dbue2hX7+wbH+nhuF1afbjjoTpR12dmBOoVi2rZpuRbeA44TtGjPtPaMxTEksMOw8PROZN/yCYEhxPLvKljFaslphzo+DG7D9n8369UOHLCNfVuubJbaaVLDGk7Xph28PCMyfD8yWBO/YUTyFMOWmUP1OKUVuanBDUnX86HKycFcJNRFVO1kBnQs8dls9jphozQKgX8gKqItJ0vMCAsBOb0e4oo1EyPxfyr17a462GHPYcFeHGebGZNoIyPy1SFVqbgllKQaD3YmE8XHOJEI2MQQqWDdxDlGm9pAT2P9kZ8ynMlpdCUPl0rYOfGmNPWNrn10R6tno2Fj2t5fOOB6n03PHDXHdf8wW8/P8AB5rvrkELQ6uyl1YXP3RNQtSXjgWT9uGCiYVOv2lRLgsDPxmVVvtSgId3GEGk5K7XUzmcLBjuV9so2/JCWSTKcUKYteFvGuG7MnsM2v3FNnZvuL6X+ldls94B3yzRye0IP1boHm/zDA/inrKKIUwNaFuve4tQuBn9fvrmSoxY5+NCGfZ5sprXmrGVPoYuYVVEKUTyvqqRXlSyKD87I9K+JlI8XtodFT3PFzpDf/rdL/NdrBM8eAVwx9N+qbLxWZJJwqb23MkEjzu4nEBfe68zmJFEKgUmaMzdtUyURafHCyLO1PUm3b9EPXXphgzVTLm+5eBnPbfF3t9QYqzV4+ewsWmuu+YPht/QkgL/uta/Csuww8P4vf/fNY0wEZqNnZsxipOYwUpVUy5pykBB4Cs8ZmDxJYWqinZ5Nu2PRjyRgKEnuEW/pgX1fwZB1WJxHpTw7GTRx5EDmeN8JyW/+RY3rvlkmFHY6Alts6KRJZcq5s8id1bqL0Xu4OnIyt11ZPaEI5kIlpYDr/HF/b+guBq8CmAdra4XorQYdwsHPilWXog2h6TIOUZdCFDfPVRciuk53ugpHbPQor35Vj0Qv8V//tMH+OWEQk9EVBIm06avULkWZOXKZkM+Uy9TtTUpzP/tadJcII027p+n2NUk2eJUC3HUUvitodRLaHYtWx2axVWH1hMv0mMNYvU07meX0M64K4yQ+6W0+CeAT4yPA+HuD8vbTA6t1+dlr+0yNOow1LEarikY1ohJEBH6M5xgTVceJce0EIRLCWDC3WKHTrZh2bSFpK5pBZUasTm7GGg+5DdsrhqdsK8K1Iw6ckLzvT+t89lsVQpkmlLLAuaU9qJik1MSRw1IPp27Jn8KKm5Oj96nKhJwK/DnSTw7jQ02d9MqczYvnSlGZ2PxKPs7JoFdDUdtcWRSDs9BEb0MtSOXlhE55+corTU7HNFEEDiFvf3UHW8Kv/cmIAfnQfyGIsOjkzZ3C1GGa4A7v4KaALyTtSgvm2pojLbOeZgtzUXbttFloawI3oRIk1JsJ802LhWWXY/Mj1KoWp63ffrNVWfPeqL389wNciAmOH7h2+YId7Nr7tL6k17Gs1ZOK0VqfarlPye9T8nu4TpzTijCOObqgeHSf4HO311lVF2wYl1TLZo5ciqzso3DSUdvBmG2c6narXN6hKEyf+edYdsyRRcF/vqbGZ79ZJrSK5cAsoRwGt5OOwZ68hrZiznuFqObzATo3mCrQkxxA+Qe7As+CF6QpRcCvnCI8eV78ZMPYjKIMElDDwzMObhpAGM0RbaSYX4g6CaFJyMqIQKyxNbz1VR1iJfjVPx7hyCKDMzv9TRHG+EoUlK2yraCVuY0lwU4f5jqSsbrFRec0mZw6wedut3l8b8Dh+YBey8ZOg1TJhrInqLiaWpDQqFhMj0pGRp1k2XV37Tr0peWffcfr/36Ag4m0zeXOezbMBi+z1P6dnhtRKfc5uhBzw0M2vm/aplHfcOIDJ2z+5uZxLFEikC7JKkHN0TipLkomkOlmvpQrJhNtO4vgSV4CzKJ25huvXcWHvlTlum9UCK1C5BYFcKflQE+CJ9PInYJ5MO+9wkHilFTF1LszEf+TKiqFqC2H/p2154uJ6fPDWxfuDA1asZKKnGIePAP2UBRnaKTV3E9zofyZGE7+oo68MmSSyLdd2WbXXov3f7RBXEw20iPEyhtRyhKDYgNZ8pjKcSQCZZmro+dYjNZtNk4HbF1b4cItS1j2Ap+51WH/CYmFRa9n5vddT/Dg0y5H5jyWleRE1+LM0vgj9VbnPUFQOuVLOCXAR1b9KLd862NJubZO33r3bu54XCCsMnNNi32HfOqBjedIHHeeJ57VxKLKaM1mpqyZqWumGkb8HjKhesO7HVvhOmb+wHXj1Hw1HkRuWaAmBZBLJ+GrdwV86htl+lahzi2y+wbcOS0pglsO5k3yy2QhcucJZfE+w0A/eVz2VDuYgw+8eLnP7pwS5nrw+effyiK3WDlslXYw80EsnveWdTbNYoRZlswS0FRnLV1ueIGTrojz9JuO1Lz9yg7fftLh63eV08dm/4UCHCJtk2hJjFlyUOnYAQxEjawEHKVR6YuNEzgy5yPFKFNjHqP1ZX76tU0se4nHdtdBTeA5ika1zZ4jLU40uwgJ9+2qs3XrJm1JK3nn29/w4gEOsOOsy+l2e5/6+h3Pbu13lsvtLsSx4hWbBdOjNltnNevWdfilv6gR9hxm6wljFRipSWplm5JnNFLMAqnZqfOcGN+N8dwIz43SufIopyX5dGD21Y6xnIQv3Rnw3j9u8MTeoOC+sALcMm3kpJzbOQW4hwykcvDqYV+dPDKLFd8TpwZ6AcAnDV+dGu0nAUlnYC+CPgdrYQyVQYlQFKN5yr0H0X1wAih0GsWzrWAgNRQBedKJ9zyFHZMnRJoz1kf80S8s8StS8OXbS+YBtgad+kfKBKVtutoikpJQmZKhSsvGIg16jmVkIsJY0+lpFpcljuWiNIRR6gOawG/81ThbxkfYMiuYGW+wbrqDV09odiRnbJhsX3jBeZ9y3OD5YHyScGh+vP/3P8DpL/+R+0fqo+/aPPl0fbwe0Ww5nL7O4YxNknNPb3Lf7pBvP1VhuiSYqhtwj1Rt6lWHWgWqJUWlpCj5sdEXDyICLyLwQjwvxHdDXCfCcUJsOzLJZbYJb8fYruL62wN+7U8aPL7XT/mOg5FZG3QpvRTcntBDI7B2MYqvcEcb0BWGSoYDS5VC5zKXY8sivRj+KgsdTFmUjC52L8XwiVI4IYZ5/7CYviwkrycnvGJ4GGwo+TXQXHmVGVwwChlD4SqS/0zA8OmbWp4omByL2XlayIGjkl177UG5Uav0loBKUFoTIYj0QEJoQP8GtjDm9Rs/IbNjaiGFwHNj9hxV3PGIj45BY1Mrwy2PCe54xOLVl5x7xBUL/3rz1pdHz4fj543gADtOP40oXOLJ7h30Di+xZtJhxxbNtvXz3PJYh098vcaoZ7NqFEZrFvWKQ7VsUSsLamVFJRXOL/vGEaLs9wm8kMDvEXg9PDfEsmOETABtEqS0Visc+MLtAb/+p3Uee9ZPV87S6J2BWxTALXVhM17nFZPhTR1O4t6npCGnjNaF5HLoMYMkcxDCGbq/smJ4Ei3h1NH7+W8i3fddEcmHeLrIZ7SzGRSUREpluplpJEcrtJSFvy+Mg1oatm00SWH8FYAQzlgf8T/+3RIa+NJtJdOylHGqLZf+bmGhLIeu7RG5DpGS+cy4yAKPpZEyQQiB1jZxYhHHZlFdSMVPXjlPkpzgzgdG6IVGaVZaPUrlKmtmNzM2WnshCL8wwEdHp/p79i7/3L6FDdc2l58pX3FOzJZ1c9y5K+JT36xRtTzWTUjG6za1sk2lJCgHUAkU1VJCpRRTCSLKgdEXLwc9Sn4XpTscmku4/k6PR/b4WJamUUn42Te12bgqQXjw5Vt9fu1P6jz+rG9qRXnkdskcGDwJJZlNB+ohH8tskCqXojjpduqOJcXvZcFMFuoFKx6bRb1TJ6NiKFCuPIrbL1kjz9CQFZWRFHgUkk1VoCXFmnjxv1VpoqkxjzcSDwOQGzovGTguCDLDyCzBNUds+gzZC0w0oq85c33E+3++iVbw1VsDhAsb1yT8zBvbjFTM5/Dwsy6fv73MkWaFZq9CrJ30b6m0ypKeqtq4qhkdFItu36Uf1lk7bfEvr2gSRYvc90QF/WCZV+xweMUrJ9vlCj9Xqs/0XwjDL1jB2nfgILZTHW839zz8xLf/ZObpQz3u22Xz3JESoyWHmTFDSWoVSTkwJkK+a/x8Sn5MpRRSLYVUSl0qpS7V8jKHliJ+/2Nlbvh2lcWeR6trYYQK+myc7PKWKzvUKoqPX1/i0d2eidyWA9IzAJduTktKljaz3Rm4V+oKFsuAFKP3cMmqGNlz0X4xTE+sAm0ZOFkMKIp5vMgrL7mSrCj8WwwqM7ldYuHvDO4XrcuzGflUhTevAg3bKRbNAYoTmdmEZq4alstznHq5ZEgpLFMLs4btzg2dDI1ar5/w8B6Xj19folZRvPXVHTZOgNQOSlu0e5pmT3HDfQ6//1dj7F0YwQ18xjwY9TU1X1P2oeSZ3QHPNSJTpcCiVpaM1mFmLGS0vsy+Ez3ue1Kw72iD//6rP334rG3rzlpotk+Mja35h0XwtWsmAfvEs+3u1SfinTdd980HndVjFc7dZDHRkNQrUC1rqqUQz0k1DoWR3yp5JnJXS13qlRbSbXHtzZI/u36Kh/fWSZSHa1t4Jegnil6/za6DCbc9FLF1NuaZ/Xaqn2eZpylSW+0U3IEsDlANV0yeT1PwlLMmnIqGvEBdnBd+DAzzbDiZomTRO+PEeYmwEJEzVajh+rhxMRvUxk9ld3IK2TfScVoGJqpZIq21IpNZ05lwvTKTfyeNEmSvOVFIYaFEgo4UW2cjNq+N2Tobs3VVQtQvs9wtE0YOQkA9iHnrxT3OnD3BNdd3uf7WCY4lZTQWGoXCtOm7IQgSNKbaVgkk1UDy3BGbiZER1kxFvPkVc3Tc06PlbnS1sBsnvOAfQVGEcLjzwX2UyqcdHJ/Se15/8YHTNk4vM1o3nSXfS/C9iFbXzKN5jkuv5yOFIvBDapUeI9Vldj3X5e9u8/nQ1yZpd6tUA4u6ayQBpIBmKDme2Fy6s8cf/6dFKnVNrAQfub4ODIaohLAGkbtYDkyTyoxr5xOBkhXJnB5QEArcm+ehGKfg41KeorqSgvrF1r9fEOQMUxPDWQvybWLAr4e27wtbPloMTgClzWiU2fBJqyHpnIpOpwmVNnISUhtPTC1MJzTn4jkgNCLRZmBW2lhWjBDwiS+W+H+uqVGpwwd/cYkLtnnMLzXo9lyE0DhOTOCFbFvX4Xd/usPp6w/yqVvGeGLfONrYsKWKWJpWBMJNoKvpH7EIHAhcc6uWBOefuZp3/viZe9asW30wDp+mUtr6Dwe4AbnFGu/r+9acOfruM6anbtnzzCOEicvhZUm8BLYV86lvlkhih39zVcRoNcBzE8pBSKPS4umDXX7lz6vc/dg4XqXEdA0aXkI5fdKuDQmCczdH/NefjFg/4eL5fS49O+SvvgIKSbZyZucJpQG3a+mT5rqLw1MGeHrAnVcAeiU/HhbxOXVJcGWFY2gxgoKybLGqcSpwpw9Jq2d5s8ZaGcX18AmQlQkHnctCzbw4lZj/AfNzMJv4hmWbMyB/PdoyFn/KNGgsoczoVSZThSkCiGynUygslYA289q3PeRxaClAdD1+6c+r/Ld3RJSdEZSWuI4iSD1V+6FDtezwH65u8oozj/ALfwZP7h/HlhLHSig5gtWTEe983QKJCvnUN32kleqE9wVHliJOJGfx9fusdx/5ygP7fv3d2/7eIPL3AvzCs9egk2WQlcOHTri33vTAc5fuPdLj3r2ChSVN1ZfUXMHqEclDT9qcvz1OaUmHx/Z1+S8fqnH3k5NU6h6TATR8RcXXlNOliUrJYrxhc+GZZUZLYzRbTUYtRT43IyWZKasvwZcaLwW3U7BAsYe49GDhNcNv9rmL/P8KEZvhCA7DJ4LIOfzzVFCEYGV5rxjFT1KZLXQsswie1cFNxGUIwEqaM0BojSgOXelB1M5+X05dCqL0IuU/Wui8SZT/8TQImFxBm3U3YRJUS4K2BmNRWbfWUopEWWY9DhC2BNvDCmrMLVh89Atwweke4yOYYkPgUCnZ9COLMDaVkvO3NPnAvz3KL/+l5Mm9Y9RcwVRNc86GMiXhMTPV5nff1aUS9DnetLnviRrdaBXnXnjmrZdeeNHhhWYPYT9//ftFAxxAWFUO7bv9mdlV1f992cVnXNq78U52xgELFaMZN16TzIw7TI8LXCemXulj2S3+4osl7nxykpGqz2RJ0QgU1QAqvqBSsqiULBpVm6lRAcJhqe3jun2SxE5Dm0y5t6EmgaXxLQNu12IwZ2INat2nEqUvDjblr6kYvQv3T6InpzgBhtv6A3DLQvQu/o6TOpXF56aHT0KlzMvOFxkkQxE7WzIucuyi1ET+inMQD04gtBh6L/KTPr866TyJHrTbh9udGdWTqflVXmmRDr5tMV5SCK05dDwiThy6VZt+qPPtnDgeuMK9bOsiP//G4/y7D/osdMtMxpojJxQPPu1zfNFjYiTEdWKOLyr2HonYsGkb/aT2v7/8rW8/87pXvYwXc7wogAPMzM6CqN47Nt393M4zDr15auRZ7n/Sx3dc1kw6zIwLpsf6TI+1KZcW+ZubLG5+dIJGxWemYsBdCwSVYADuatlmpAqNSoLvGrm3DHzSloh0StCRkpJlpLxcaxC9M3OoU813F8E96OqdOnEaGl3l5Eg+WD8rrmYNe4AO9MJXdDez3yVO/pPFtqEu/L2sdp0N/6lMo7sgz5DV77MJw5N+4fNRo5z+DJLR/DULU7FRUuRSE5m722BB3GjUSJl6ckrLiEhpRWYl2480zXaMbQuUtkkSSZRAHBudSiPCat6/i09f4h0/dJxP32RxaNGn5MVYFsSxi9IugRdz12MR69dvYueO0z7n1jbfm0RLLxa2Lx7gQq7lyKGD+7ZsvPgXgvBe65vz1htsW7J22mXNpGZ6rM/6VctMjp7gb28W/MGnVxP2yqypKUZKimogqASSSklSKdlUSxa1MtQrimrZcDTXMW38I0uKG++rkCQu0rUJ0ujtFaJ3vqRaHIOVg3JcDu7UcDRRDPhs+sFmSsCDcdXC613JxfOt9KxzWehiFr+fgrw4qPV8NfAid1KCdHGYgYBl3llfwbspRHMGMyvF00UUnrd5P7IKSiYlkUov60Gymy0sJJYRpVdS5f8NOhkINEmNjBVR5BB4Dj90bo8b7ulzol+hGws6fcFyV2PbMQKjjpUomSoMD9RltRaMN+CX3tYEeYxrvzWNFC6amCgGrW3WrQK35HN0efz6l5130S8cOXx0/8yq6e8+wAGmV63m7nvu2u+4lz2qZPyGy856inWrIlTiMTOxTLM7z0c+bXP9XeOofol1DUWjpHNwlwOLSsmmUrKolTW1iqJejqmWTEmx5PdxnT43PSz5+rerYPn4tqRiawI7Bbg9DO5MkyWvRRc4s9agpFmVKkbwYh6WR/gC2LLBqWLEFlkbXg5H7SzZFFIMfW+oUXQKcGdNmvx7qvDYAshzxahMIk2kywx5g2dA6It5Rk6RsgVlQAkNSQrwRBAnIgeaEBlF0Vgqc7grlBGzKwXmSQkMTQkjjyvP6/CFM5e5/p4qzdCnGgrcnpn3FyJOX7ON0kYqIlGCJPfikUyOWvz8G5bZMH2Iz9wyzt7jJeI4Zv+JkGcOaX740k1ceNF5jz7yyD37zzrrgu8Est8ZwAHsYA09tfr9b/rh+zd+8RuVtz++J+Rl23vMtxf5b58o88TeBhNli1XjGd9Ot+4Di0p6q5Y1tbKiVo6pVSKqpZBy0KdS6rIc9vnq3RWOLtTwqi5VG0q2MoKL6QB8bkcoM3NZMWjNp3MhGcCztnRSiORKm4Qq85UpirRnx0m18SLvloNF2UHzJlucFcPAfgGqkKFRp91HlV010oE/KUkdzwrPRWWPKwK9+Nx1ngwWrWBEerJklCNKjP9NkupE5uOsWfPIUqmAJ2mkz8T3C7RGalodzVgj4rUXtrjz4WXmug5l26ieWcKUFNFxqmFup2a1FnF6gkWxpBfaNCoe73hlk3M2H+O3Pz7OUrfKuVslk5Mex7sTn9q27Zz3x50D3ylcn3/Y6vmO/3PNH/GXf7C+P7Kq9uXDe1uXz4y214bM84efrnDwcIMNY4KpGjTKgmpJpnzbNrSkbMBdTyN3vRJRK/epVbo0ai0ULf7kMy5/8eVphFem7grqjqLkaHzHbHYM7AkLuiwWuSOA46Q6G7axFZeWSZjCGPoRhLFIxzjNrHQxISxajxszV3Kdl2z728q1XwrDVcXOZnoFyYasVv5PZ3XBwak0fHKtzBGGGkYFD8viTE2Bpg28RTOHO4WTmeamsmphbNHt2XR7Zq3QRHIGBldZQjrkWTm4z8BRMz1ZBTs39VGiz0NPuiyGPnb2XmRxPxtHIHVpThW3okTQD23aPZd2N2B6xGb7+jb37hI0lwNqtfHbgrGNb/vW7fe3XnXpxd8xwL/jCA4gq/+G+aP3dS67YkP47bs/zjWfq6B7VS7aaoCVLa/alsBzLUq+RTkQVEqaaimN3GUD7mq5y0ithdbLfPBahw/83RSJrNBwJSOOouQacLtWZkuYJZYidU8WaSRP/20LEz2sTLoMpEw4tpQw3zEfULYAoVNRDymMTV/xGn/KCL5CF8XKuXiRnjz/+1asUQ/uDhAtsqpHYgCcJ4Hpgk2SaRIKPeSZSZGD51cbo1SQrQbadmKem2fAfOi4x3JHDtYKLSOWatsit/Sz0zFXpUTq4iYGEb3g0iGEUQD+D29pIa0jfPBTkqPtqjnTTf8UpVW67W9+d5JG8X5osWwZ9wmEh3+wxMx4hX/zmiW+8XCJq676kVAK0fnhy3f+Q6D6DwM4wMjkepRS9yypiy+aqd4bbNseUqtAq+NwYknQ7Zu33HWkWTUqa2ollQI7olbpU690GG20CONl/vg6lw98ZpLErjMSWIy4ioqr8R2Nl0fsYToii+C2s2hu5AYcRxp9REcwYwn6ssO+pyXttk/ZhpJj3vhs3uMkuTFSMDHsWmwVbtIqzJtkY5+sCML65N9drHuvbMyYpo8ezHSvqO4k+cmWRdpsUCpbKxhIUFupioHrxLhuhO9ELPdC9h2rsmt/gJQitQcROKltqKtA2YXKU3oiJUoSK42tBHGiiBOVJqqSTKu8Wob/8JYW6EN88NPTHFysESUWiUpSw1dQOin8buOiBtALNXNLCcs9Tb3ksWPjaP8tr1p125Ytm+4RL1aD47sJcCHGWFzs/udXXvJq7annfvHxXU/46+sJ5VKZOKnkL8J3oRyYyF2vRNQrIfVKj5Fam7K/zFyry19+weea66dInCojvmQ0dVMOUmriOGbDOp8dllkETSNPSlUcW+I65ua7kpIP1ZJmZjzhTVcs8pFvhPzlF6foJQE63TBxUq1tTabRWphbLkbtfMhqIE+XW3QXEttifXII2IVZk3yZIWvQ5LxW56VGmZ10coDw7PdLafQIVR7FswSwYFSbym3YdoLnRpSDHq7T4hM3unz0SyVOn4qYHlFUSkaJzFOZd5LOk0mtzS6DMbUy2/KRMOKpjq3Skt9AeF8jqCF5zxuXccRh/vwLMUdadaLEIVaG02utESLJ6R2YEdql5ZhjiyGtRFCv9Ti4vGHu8KPhm6/+F7XWPxjd/xiAAzQagXr4wU/+VrVRj4Q98747HzvmjjdiArtNpxfgOQZ8JV9RLcU0qn3G6l0mR5sEfpMv3wOf+GqDmx8ZIxElJgJBw02twl1N4ILnDHi2HDqRM4APuLjxbzFycSUfqoGmUTWJbL1k8/ZLF/j8LQvsXXDwbBs/0SQWw4lTBqKh5FIMxEXl4L614qQrspOsjJdFwWKZ2mA8SxBN8lukGSKbHZFpU2fFDmXGva1CmU8XziZT4cg0/hJcJyLwuhxf7vOpWyZotgNanYSmmwxGbrPea9bRLLwarQE16Maa3y1xI0Ucm2pIktbMlZLUypJ3va7N6RsO89GvtvnCneMs90vMJqZxZHZ0EzxPIqUkcAUnljRrphJGazA9vSp0a2s+hCyH/xh8/qMBDjBT64U7NtV+bzQYDb98c+u3nz3UlatGeiy3IXI9GlWLkq+oV/qMNzrUq4s8tKfL1+8P+Ozto+w9VKFWshnzNTVXUXYVZc9oSQepbaFjp3xXmGpIokx9O6tg2FkUt2Tq4QmBqwl8ReAbT6FeKNi+XvIvX93kf11bp5fYRCpLOFUK8MxcqsCtMzpSiN62JVKuP0jwhmZb8tJexpsHVZ3s5zm41UDwJiv55SDL7UpU+kfSE04ZcBtL7JMVXUWBhxspjhghQ/72Bo+n9pSZaEAYa7p9oxNp5Vcny/jkCEEsM2uUdN5FG+k1lVoGWpahn1GsiJXIAZ5oA/hy4PDKszusn2xz7pY+X7mvwRPPjqC0jSUVnqOpKaiWIPBjGvWYiVqfVlhT+xfW/LabrPkjFS6+9ACf2PhTPPLg9d36+JmfO+fs0f+2+/o7eOZwzNGFiKmag2tLquWIyZEOjeoc196sueb6SQ4vVbFxWTNqpgN92ySUJQ/KvjAA9wzVcB2JbZlo1Q8VvTAhzi3osiaLxLYNFzdaiMYVznOMDotJhATnbe7jENFVEKUDTSujdzY8NTQfLmWunmunV5TsqpKN6GYANyL1gpjnbyRly8GJ0iRJmnyl9CUb6c1OLG2l+5Sp/4+URd2/9AqhxSlAbmrVtpWgibn/6QCtTWIZJ4Iw1vSjgoFvLIgti1iBrQo1djRJIuj0Jf3Q/C3bMsJAoWfKfSoxPDzR5n4U27S7HiOViJ+6qsubLjajsp/+1jSWdAlcxVisqZVjpsaXcdwu/Z7F1NrzdLm+9nNJ1O2+/V+85R8Lz388wAFGx2dZtXr06f1z5feccVZyzeOP3S3jxAjjj1QTZsbaTIye4K9vFPzRdTOo0Gd9DUpukkcz2xqAu+wLSoGVKtZmLssmqi00Bc22kXC2bYGtdd6EMSAcqGi5TiqqnprSgolCZkFWn0RNipWT7OpgonYGbomdCmkN5H5Td8Lc9DazTkxTvkItvgBvIJMv08SJAXmSOQqnFRmzwDAo25nnKfOE1pKp32TK54vmXqTJpjlpNaRGBZk1YawgTsUwo8Q8hzjRxErnFRKRTmo6tiISkuMLivllIynkOoZalCKZ2kIOXp0AothCa4+5RYHvVRmrd/hPb1lG6iN8+puTeJZHo5KQKIEleySJxcvOv0BNTK9/z4HWWU/XnOe+G9D87gB89ZqdfO2OJ8LDExd9+OKznyqJaOx/zS8usGVWsHntMoeXFrjmqwE3PTBG3XaYHtPUSyZ7X2jBctfMlniOidzlwMq7nuVAUAk0lSChVok4vtTjjscdGoHZBHFs88HngjJpZLXtgYqWbam8o3eqURSxImpn4C42j7KKjWOR1uIz01Kde82kU6nECmQ0/KEPzcCkD9QYihIlmigy97MhP1PmE9gKlFIFjqyQUpJk4E40ymKo7Z4B/ZSHNnIOsRLm76Ygj2MDcKVM0m3eU43rKLN6WOpz08M2iwuCaslMgvYD21RJ0jzBcGsLx0mQUtNsuyw0HVxHM9/0mRzx+dnXNzlt7RE+d/soTx+uMj1mU/J9luNx7n268kv/4fJLPrw5vC8R3vk/OAAHuOoVp7Mw/1xSXvvG3c3eQ8u2+mZ1ZvQwjx5Y5mNfq3HgSIWZqmCyrhmrWYzUbKZGJK1oiRvuM6OXngMlz7T0a2WbahlqZdMUalQjVk82kUeX2LewBhtwbZ2CSOR1atOcSbd8rGFxTyGTNFEVA2CvqHcPSoFpk8cyGi+OJfIG08CrUacnUiYBbd6LJBF0hUUUG+AlCQX6YaSGdVpeVArCUNELDcAMBRkk0InSOGnLVaCQQhJnEmjpCZ0oTq5PF8ZpTfkmVZ/VKgU4A0ljlXZ6E53SHdJqjXmtlSBm9cQiB5s2+w43WDeqaZQVYWyuPFrbCMzV03c1NQGJ6nHHY4p2y2dyVDBas2l1HCZHXa46d5lts8t8/OsRTzxXoVSa4K1vvnJ59YZzdh88fDRZs+q7A+7vKsABLLtEr5Ncf+H5F/y7805b/sCffuLro5/8ms2GCZ/R2QRbCiZHHMYbNpOjkq1rOwTlo9z8+AS67eM6gsC30lkVM4hVryQ0qiHjjQ7V8gKfv9OiG0niROUR0oxwipwPF50CzGV+sGeo0nAthTilN8+gMzicVNorwe1qvFyKTudXCilM88V3Fe2uSxhrolgXTsLB7xVAu6tYbEM/NNEzE57M/l4OOFRhvkQgE3NFiROBnRRBTu4irbPOpBKgjVa41gmRSilKCuwkwdAklUXwwSKGJXVaalS8+eJ5fvPjVfwlG60UKpWG0GiEcHAcQck3eUIn7PGN+xMqVsCWnkWn69APPaJEcmzBRYqEn3/jIjc9KmlMXjy/Zet5/3Fufvn60bHydxOS312A12qjACTR3Cdk9Qp7+/bS+187f8vE6rFj3PukpBF4rJmyGa3D9GjI1rUL/OXXHA4dc9gwAqV0AaJeETSqipFqTL0a0qia0uIT+7vccO8M7oq6fzF623mLeqBFntnU9fqK2x/26Ws7H6+1pB6qq2euDQbYZqbCJK8puJ1UMjpNYD3XmOT6ToLrGr3FchBxYgnuebxBu2OngJXYduoTlDWuygI/UNy/L2ahaVHxhHH2zf5O1nQhG7vVKUURWLEglgNwD/zfizeZjsZKLCG5eEfI9ffGREqbClIiiJUu/PdpwqsGu5tZ5p0kFledH/HJmxZ5cs8ERjlLkyizES+EwLGN4FO3bzE7LXjVy7t87IuashcTxZpO30Frm5F6h7sfg/O3b+YNV158fGLNxb/a7kefWL9+1XcV3MCLFan7zg7LGeP4HB+97OILf+2db1l3XMg2Zd/mnG2adTMRkyMRqybaaNHk4JxLYBstlWrJplGVjNYU442IsUaPsXqHsXob12nysa97zC2VqbqFCUJZiIoys8nIpg0zoX2jnNXpKb5yt09f2blPTybEmXFt4+9ZALltLr2uZRpOrq1TSV+zkxp4RvelUgqpV7qsnljCdY/xd3f1uOPxiBOLIZ1+QhSrfETXsaHsa6ZGEy7e0eV1l56gozvsmxfMdSTLPTNy2u1r+pGZrw5jTZQoolgTxYooUWliSD64ZGZKTE166GtibKNec0GfkhehEp1H8YymqEKiq9TgipAo83u7fZexqsO7rpojSrocblkcb0nml2GhqVhoRiy1EpptwVLboR8GrBlVaNnluXnB3FLMc8d6PLArZLktQfaZizYd377jkl8br6mPTk+MfC+g+L0BOMDkeJ2a+uSHN6+L3zsysmn+ojO7NHuLPLEvouQljDda3P6Y5oGnSjR8wUjVYqRmMd7QTI2FrJlssWHVItPjS4zUmtz7VMw37qvh+DZ+7hQx6GRmyeVg2EituMX4foLrmSXmXDd8xTx5sTtqy2yQK6Mmw5E78FJhoyCiUuoxWm/RjRb5wGdsPvb1EZpti05f0w9VOrKbOpqlXLXsJ9QrCT91ZZdfftshgqDF4ZZgoSdp9aETCrqh0c/uR5owgijWxLEyt0QbkCbZTaSgFflNqWxE1aLbk4RhTKIVoRLESpgTROlCJNfDJ04siGNJGFm0uz5Xnhfysu3zzLcj9iwKnjom2T8nOL6omF+KmG8q5pdsmq2A87ZKLtjR4siyptOXnL4+pFprcuvDmtnVm+cXQvu9/+WDX/iwdGr/eMB9vwEO4E38LE89W/746VvX/fvayOrlg0cTmm2bcmkZpbt88z6f1rLDRF0yWrOZHIFV4z02rJqnXD7Gl+5d5qHdLUrBMp+5xWWxVaZsixVThWmUtUXOvYc5uGlZe07MrQ87zC+5uZZhDm6r8DVPLOWAmhSit+eY+rrvJvhuTOBFlII+lVKHiZElvvWQ5lM3TmBrD9/WgwipBgDP9UssY42ndYm3XxFx1bnHaC13OdEXNPuSTgi9UNCLyMGd3eLEVD6iOK2EJCIHeX5TklhlGzQ2Y3XBFTs7JFGSArxAb1IenldU4tQcKjLg7kc2vdClXrL5scuXSMJlzj3tOK+55DALUZenj8PhOcWJhYi5JTi24FMvu7z6vD7KSmiGMbWSy/iI5LQtq5f98tp/P12xPv47v/gvv5cQ/O5y8FMdh+ddVSlXPxVLO96y0ftY0nvK/9ytFhfvGGFxOaLqCiYaFlOjkrXTPU5bd4Jnjy/zZ1+o8cjuMj/3+kUuPSvm6IJLIm1KDviONkNCqQFWZjrr5OU7VaAn5qvrxtz2iMNi08NxRa6nYhX2Ou1iUpneXBscx9i0uE56cxM8JwN4SMnvUa+0ue2RhA99cYLlqMSaqvm9eY9nxT5oVlJMEkGr4zIxGvCu17V46tAJbn9iGlu4Qz6eRRfmbF47GxmILUFsk0ZksxYWpwsFg8UCi9Gq4LIzu3z59ohIe4Uobk7EOElLlrEyClNR0fnMJgwdksRhohHiWBZnzyp+5nVw5c45/vQLZR491ECIhJKfUK/adLoe4+Ue566TXH52m8f2Cs47e2tv1czMTyMqn9Gqr/5hqHrxx/c0ggO8/vVv59FnkuTR/ds/Mz4x+Q6/sqHnSB/LtiiXHMbqFtNjFutmIkbqC3zoqyH/468n2Lt3hLNWlam605xYGEUIC8cSZnXNAT91zfVc0553bZ3qj2dObln1xKgyJSqm1bdRuLhS5PucWRQ37feB16cZ3srq3oPGkeuahNL3YnwvwveMLJ0WXT5zc4l7djUouxZB+hyeb20tm1WJE0k/sml3fXZutnjbZU0CuUyzn9CMJN1I0IsF/SyCJ5ooJq9b518T8kgeq8LGTgruOLFQ2qbkKbAjokQTFnh4nEdwZQAeK/oh9ENBr2/k1MxGvE2kHUaqZbrNcZ7YvYbTZsb4Lz/W5yffcJRj3YQDR2OOntAcXyix2C4TxYpOy2XnmRt7U5Pj73jjK2c+s26ym7z5zT/2vYbf9x7gAD//7rdyzqaHksmZic+OjM2+c3rVms7cUoeZumLthMuG1YrJsQU+8rWQT3x9jLhd5qx1NmdvshmrGsVRpI1ry3Q+XKQenJkXp8bz0s6lnXlvDoytykHMfU9Kbrm3RB8br2A7nhvYSlLOnVZP0tKgXQR3yr9dN8FLZaBLfh8pO3z8qw5/c+MojuNTSZczijotKw+dtfMTSRRZ9EOHbj/gR6+I+MnXnsCmw1IfWpGgFwn6saAfQxTpAlVR6ehqypljQRxj6MVQJLeIYhuweeXLIi7c1iHuKaIs4ivyEyeMTc7Q75uqU7dvrLfNzaEfOajETFDOL2keetrm4adHKDkT/MQPad75uqMcXI7Yezhi32GPo3MBo7U269ZNd1bNzLzzqtec+9mv33kk2Xnhj38/oPf9ATjA2976LpoLS/rqi5+99vLzp3/a8jYtdbsldm5RrJ5c4pPf6nPz/SOcucrj9Fmb9atcVk/B5FifMO7Ri2xqjqDsQck39daSb6etfXJDLDtt8hT5t23H9CLohi5SWinACytvVhHYMo/eWTMnA7ebOlN4bozrxPhuSDnocnAu5rqbKswtVSj7ksBSqVbiYCpxpXSEadObRNCsj5nZjUbN4eor2mwcX6bfj1iOJN1Y0IshjARhbCJ5WAC5+WoieJQMaEoSG4BHOdBt0153I1SiClWUgY9lGGl6oaLTM7d2V9PuCdo9i27Podvz8WyJ7fY5sgSHjofsOQiPP1vhqb0zXHmWw7+86hj750MeeAoqrss5p29cmutv+el3v19ee8PXH9JXXfXO7xfsvvccvHi86Y3v5KG7PsT1d838zVRj1Hntq1p/NFu7b+ymBxa48+Fxzt/gs3mNxfiIRaOqmBrtMzPW5PN3w6N7qkz6UAmgEliUSzbVTKa5pPBdlUfvTFxSStOAieOEe55wmeu4uLY0Ust5MppVYLJ69wDgRrxfD7i3o/CcJBXyD/G9PogeX7nH5eZHGzhlh5KdRm9rIOE8RFNSapKth2UUIoptwshheTngkjNCrrpgid2fD2hFNl5a0cmuOsWVNMfKaIXEiY19YxSn+46JqYAksSSObcLIpuZbnHd6j289FhImDnFmOZL6WYoo9dlUxnNNCLBtC8+xKAcOy22fszYs8/qLl/jSLQE1TxEnIQvLNsfmfRaXZ7h0+zEe2T3PE4c2ccmlL58757TSf5qdtP8mihd505v/1fcTct9fgAOcfeFPA6D10Y+DY+97pvp7j33+xokLtiacvRXq1ZBqKaHkCiZGesR6mW8+ECCVy2gFaiVJtWxRL0saFcVoLaZaiin5in5kPthseUAIUwsPo4TbHw5Y6ng0agzpqjipXZ2dLkwMwJ0ll4bbZ8D23AjXiXAdE70PzCVce9MoyADflpRsZUSJ0u2jogh+lnBm/DvJkrxYEsUWYWTTD13i2ONtl3f50u0tnj7m07J9fEsMfm8B4FE6BWjHiii2hst7aSSPEkmszO+frEouPbvPH38+Tvcwycdw0dANNYttScnThHGM1uZveY5FybdZKAWM1Eq8+pwWX76zz8FFn0RHLHZC5pqSw/Muc0tjXHV+TNe/5PiFl172vjiOPl5Z1fh+Q+2lAXh2CDHF0bnuR0pjPyxe+0OV392366sTrf4xHtzvUXIiXrnDYctsn70nYg6fKDMaCEYqUCtb1Ks2IzXNeCNmYqTL1Ogyzx6RLDXrOLaFlDqXQpDSdBgt3wLLNu5rmfuDNWiLFysnTkpNPNuUBDN6klETz40IvD7tbp+PfSXgoT01HM+hbIOXScpZWdmxyMMHS7rZRk6Sg9AyII8d2j2fMzeEvPO1S/zPa32aocOytApW5IMhLztKI3msiGOzpR7FpDeZRnOLOJbEsUUcOfS6mjiOsR0z3CUxJ7rvCRxHs9Dt8/Rhh5m6RCmzfeNYMt2vdWnWy6wa6TI10ubAoYDNM4pLzulgScFT+2GxM8ZVZ7/++LYdr/g1UB8R4qUBN3wfOfipjqmxgIkR8eHXv+blv7Jlx6sWOtFant7nsntvlYVmQJzEfPXegOayx2RN06hIGjWbsRqMN2KmRjtsWH2CAwtNPvY1wV2P2cw3jQaeSk1JPTfhwWcs9h7ysSwrl34zCWQaudM9TtuWZj1uRVnQc5P0ZsDtu308t8ddj0v+7DMjhLqE7xj1LXeFIFFRVyU/UvmGpFDtMOC0iCKbXt8FPN7z1g4XndlEJF1aMbQimSecYV4bJ+XhBS6eA93w+yi9QkSxTRjbbJjRnLe5SxQps5ghTNm1UbF5+XaHf/2aNlNTTXYdUxxdEsw3ExaaEQtNzXzT4dhCiXoQcNXLujh2RKPssmm6xPa1kpeduYYffesVC6MzF/3K8Xn7w0JUX0qIvbQABxDCZ2HZ+8TOsy76ifN2nPmLP3P12dElO7pUSyHPHu1ww/0BnrRNM6juMN6QjDdiJkd6zE4tsutQhz/8dIPd+6t0u4J214AFQAqF50U8tMdm7+GAwJImwcyVsTLuLXPu7dppO97VeK7Cd5KUnkR4ToTvhnhen1j0+NCXyzT7FSzXoWSBb+uh3zvw9RkIAWkyDk7KezOAmwgbpiDv9jxKjsu7f6RJiQ5RFNKMBe1Y0A2hF0E/zjqcxYRTDRLOFOhxpguYmCvEuik4d2OPJIyJtZF/sKWZBQo8ly2rSrz3bW02rV1i9xwcb2rmmzHzSzFzS4Jj8x5RXObV54asXdXk+LLg5gckfffiaGT0zF/csOnSn5gcdz4xOea/1PB66QEOMD3mKt07fP1FF73mzy449/Sfv+KyC5OlnqceezZg/ZhgdgwmRhwmRiymRmOmxrrMTi1xZGmZ3/vbOrv21Fk9YnQPc4cES1EOIo7MJdz2sM9y5OO7mfyEcfka8G/TMMqbOs5gG8jz4rTmHeN7Ib7bR8oen/yGx40P1sA1/LhkZ5qJBuRZdzSXlIAc4WYpgkEEjwcUJYptc0scej2Py89O+PGr5rFp04tjmpGgE6eRPIQwLe1FkQF3PBTFRQHk5vf3+w6e4/CKs3rMjPfo9CFKR2yV0rQ6gsMnKpw+W+J9P7bI9HiTvXOSY4ua4wsxx+djjs7bHDxW5tCxEmfMwtoZR23edmEyMnHmz//Ia9/4Z/sPzF0vhP89b+K8mOMHAuAAazdsIwqfC6uNVZ+YWbVx+6rVp/9GpDeT9B22rLFZNWEzNZIwO9Vi9eQ8pWCJmx6xeGJvjZmaoFGRBL5F4ILvKAIvwnd73PUY3PZIBUs4BFl0tgZt/kwgyEm5eLEd77lGFDTwQgKvj+/2qZQ77D6U8IFPNFgOy1iOTdkCP0tccz5PvpScu6zlIjrkKlsZB4+Hoq1NFDn0IxfPcfmP/3qZ01c3Ud0urUixFAnaWX081KYhs6JsGGYgjyRhLM2VITYt9yRxuWRHzAVnLtGKEtoR9NJ5l3ZXM9+0ObZQ5YxZh8vOXmI+inhmQbB/TnF8MeLg8YSn9tro2Oec02Y5c9v231i7dv321TOTn9i1Z1942tbNLzWc8uMHBuAAq2fPYGp6Y/fY0bldr33DWb83Nn7ab7/qFWclyoo5stBjtN7jyYPL/MG1Hk8e8Hjw6RJWYjPV0EY1qyQoBwnlUshItUs36nLDt0s8d6JG4Et8OaAQpkM50E9x8m5o2tBxjXC7acX3KQddauU288t9/uenKuydL4Ht4VmCID1pXPv5QC4GHFyviN4FCbMoBaK52USxQxi5rGtIfvntC0zUmsS9Lkt9zWJf0g4F3ZSqZA2gOGsApSpeYVY2zE6gxKLddZkec3jN+cvU/WXm29DqCTrdhFZX0WxJjs37CMqcvQm2rYn5pR+dZ8P6FnPLmomRFuVyE+2cl2zfeuZv3//sK36vubC0a9PGjd2zd2x/qWE0dLxkVZQXOl5+ydX89d9+JnnXT7zzN/cePGLzlVt/KV56wnOdfXz2JpfNUw2W20YYcqomGa1K6lXbCHqWI0ZqXRRN/vz6gL++bQa8AFsIbKlwpMZNBYEcZ5Bc2oXSoBmmMuCulHo0qi2k3WL/XMzvfKzGZ25sEMoAaTmpV5AegLug05JVZTIfzUzlOJOSyNrrVmweF8WmqxnZFrFjEaeR3LE93vrKDkof57//Vcyh+Yj5pIoUVjrKqwgdDE1xRHqiaJx0liRMo3icWCSJMVntdAPe8oo+B4+d4Jov2Rxvl6iXNMvtmMWWpLLkcHyhgiBm1JeIcJy3XnyUaz4XIKwpfuiVW/trNl/xPwN/9W/eddvnufCSN73UsDnl8R1rE36/js9e92kOHJ1n7UT1W2ectrG8ef1kctsDzxxotWurz93UlkeafW69P2DztMuqCYexumS0rpga6zJaX+Aj37D4yJdXU/c8fNfIhpUcUlcvs/dZ8q1Bu98FzzUd0UqQUC2bRYuRepMjix0+8Q2P3/74GDfeX6UvPLA9bNumbkM51XAxNyN14bkS18nmyc10YlYXJ5eZEPmWfO7yZmks24wcGNm1xCxsSM0Z62MuPatHpdTj8AnNiaaPLSVeRr2cbONfIKUc6CtKc3XyXEXZj/DcLu2eoNUZ4bwtGuhyz64AX5r6tyUlWlsobLau6XLweMTuAx5nbR2Lx8es2y98xY/t3bDpFdcuLoz8+h/90c8zu+68lxouz3v8QEbw7JidGs3u/tp1n/kiE1Ovrl69dvn/OGLXj372xgNyzYjDzq0WjbQSFXgJ9XKPZ45E/M0N02xouJy1AdbMNvnCPRYLJyo4tgGg75pZlsCTuE62/GC6j5lLXLXcYvfhHv/5r8a54dtj2NIiVqHZyrdT3ZF0/txJpZ1d2wyBmSuElUZymeu6aA0qgRjMjmZWrxfSbLA7Ei9tsScqk67U2FKgVMC2tS6/9RMJl+6Y4zc/Cs8cGafiCqrZJk7afo8iRTeT07Ag8CzCSGJJxe7Dii/fWWXDxDg7Nof8+CsPc9ujLeaOjzAVQqcbs7erWViWSBqctSXm6cOzyipvve61l1V+ptk+tNxo7Hyp4fGijh/YCL7y+PSnP8nffPS3wm1nrr+5H09E+w7J+ct2lrb59gEWWkZg37GhVlnmb26yOHKkzhlrJedtc3jdRUs8uEdz7ITPdF1Qr0iqZaN2WykZoaCsMRT4Rj9xfKRNu7/Mez88yr2PT7JhzGasJqkFfXyrRbcjEbZLzYWKq82MjCcIfJlKXVh4juH4JqKaZDMrExYtSTJRQpnOijt5HhAT+H3KpQ5zy4oj82WOnphgoVljy2rYPLvMTY+a+ZBGoCkH5spkSUkUa5LEiI5nIPcczWi9z6P7E/7i8yNUHI+S7zLZ0Hh+m0f3+IyVbSxbUCn32X+8Q2NkKxedM/u5nTsv/oxfP+M3Q1FbfPnLXv5Sw+FFHz/QEXzl4VY2A5xoLj73X9/3709b15x7nJvvrrz5mcO76EYLjIcltAW3P1xjpi6ZHLGZGY/ZfyJmfqlEIxD5apxZbBZMjUScaCqeO24xUbeoVzDz406Pz93tcfej42ybEKwZg9WTFmdtUwR+kw9eF/Pg/gCtbRP1LfBcI1YUeIb6GMGiVHyeNHKrbBM9ne22TLteaWGiuC0JIhPBAVwn5ME98IfXTlMSdc7dUGHNpKDTc7lwm+J1L1/i2hsrZvlYmp3WiYZi39GQo/MWEyMgpY1tSTzXYanlM1Frs3aqy+F5n6PzDkfmaly2vc3N90fUAodKucWmNSO88rKteOUdn1t32un/canZ2rd1y4t3VvhBOf5JATw7ao01tFvH941Nn/4rY1PeJ/7FG8/4hZvufvKywHmS44shs/UG29aElAKXarnLrY9ZzM37rB8VTIw4jNZsPFdS8hJmp9ocbPZ5ZF+Vc9Z7TI0KbEtxbCHiC3c0mK1brJuEtdMu29bD+Vtt1k07zEws8a4/qhN2atgSXEekgp9WKmgpcV1DY7QWRDH0Nei08xjnO5qC0M32JgWObaTuEiWwLM2hE4r3XjPGPU9NsmXMwo6g27eJkwolL+aNFx7j5oe6hEkZ2xaM1iy2b+qyb7HPgbmASpBgW4I41iglKfsBs9M+F53Z464HI9pdm0eftdgaj1IvNamUx/mx15+JXz3jlg1rnA8mztaH0dG+rVtmX+qP/R90/JMEOEC5MgHwjNL6GQGPPrVPzVy6c/NffPPOpzZffs5j1uGFJmXPp9mLeOBpj7GSx/pph9kpyaqJNg8+5VEOJNVSH9vpstQp0e5pEiVw7IRvPejw9L4SO1drZsYc1s8INq5uEfjLNNs+29ZEjFR6HGzX0h1LkYPbWJuberpAp0u72VKwkZ7r9Y1VohDm5Igi4+js2EZUJ44lUmgW2orH9zWoliTNOGHPUYXnCTzHplYuc8Yml8vP6XDHvWUsaUaHa+WIKAlZ7vlYlmSsoXjwmYhVPRshXCqlOjs3z/PwrpBW18MPFrnzkRpvf+3OxK7seGbrpvBnJ9ZefBjYJU41zP5P6PgnC/DskOYD2KXV0V1hpK7aeqK2+oLzLrjubz93S23tzHPlTq9L2apw/llQr0SM1iTCPs5zJyaYHgtyZ7dso0UI8NyISEtqrsNkQzI9brNltsNCZ4m//XTAy7aUuewci59+XYvf+dg4ng2BJ6mWLBpVwWg9oV6O8d0EjaDXs1hoWXT7kjjRdLoJSy1FLwSEUfSqlUxEd2ybSmDRjyySBD70pQolN+DVOxQ7t7f42r2Spw9WqJYkIzWPdTMVHNGjHym0tnJFLzByxY4tmJ2KeGDPMnPNOonWLC5bnLahRMnr0YnGeMV5O9oz61/ZDNz4au2tPdjC2jf5TxzY2fFPHuDZIeQUWqt9F18wfeDQseUz3vYGceFEI/rLG+98LN60dt/optnnqk/t1ayaEHzl3oAksamUNEKYoaSMF9uWZqGluOcxh6mGZLxhs3oiYWZyno98VfP03ipbJj3aHZ/RSgvXSjXQfRO5xxuKVeNdxupdSn4fDTRbAZZVptl2iSLFXFNzeBGWuuZvlj0Yr4DSEY4jqJYsen2LKJEstWwaPoyUHLav9un2F/mrL7lMn5CMN1yOzZe5ZPsS9zwSEysHKcB1EhzHCP+0exopJFecF/ONOxM2rwvZc1iyY9va5X/3jrXzMthhT49Z7z7ttA13KVFbUkorx/qB6v/9o45/NgAHSJ0AVGf58ML4ppmv9bqLW9/xS5/vzz3wO7+8e9c3//WhhYUoqBzbVvFsf1VVM9ZoMrck0QmpUZKRE+7HCU/sq3L2GsHkqGTzbJNdh0IeeabBRM2mFEA3hP/z+QplG8q+pFaxGKtr1kx0mJqY59B8jyMHzRWhEfQZbSgOz40YJ4N2TH2sz9pyH4HmyKLL/uMBStu4Tky1JGl1zWz4z75pid/4P5pOH44vlDhrQ4tNa9s8fchhelRxbMFj+yYHHEUYpxqJMkYIM315bLHLrv0e69fVGRnxemtmRp+cXj/jnPGySz8RPfuzf2hN/7kXlBu9PfvaatOG+kv9EX7Xj39WAM+OUnUGTOGi011+Gstyfl9K+ftn7thsBaWz/+zMHcnWyWDfJbsP7LXqXsy6yTYTI106/TKVIGapE1EvOYxVLVZPxvSSZb75gEfY8xibSvm126fTDxgtQbVsUStLZsb7OO4S//ebMXc+OsrichkpYGp0mR2bFNOVmHJJ8SOvWGLHJsVkrYyUmqVOm9ue6PC1u0Y4Ou8xUk1YalkstQJc26UTxbS7DnNLDjMTJV51zhKfuanLwRM2G5csmq0y49Uu7W4Zx47YfzTk8PEKZ27wWDtj4wUbkssunLlt6+nOrla7+54Dx8LEdgLY+GF99vYNnZf68/peHv8sAV48guoWGIg2xHF/8WeuuMQdOXRo7n/s/uy3XOHsSZQcP3fLBnWeFXbRLPBXX3WI+4LxhqZWafPZWyzueKDGqroRCK0ECU8eUKAcZkYtRqoO1TKM1Tvc8FDMl24bY/vqgIs2C56b61H2Kzx3XOKJmEYVVo96HDwcsLgU89yRGhtW13jjBcfp9pvccs8YrY5mfklw6HjAqqkSZ6xvs9wO6IeaTrfE5TsiFF1uuNPh6FwJW1q87bJ5Pvz5EomuMDa2npedXr6v3xf3v+ri1dbGbT8canvi12sz/YWZyX9+UfqFjn/2AD/pBXsNgAXg3wLcdvuN2Ja4TPntH56ux1fbzsJpF5zX5bnRJxmpuzxzeJ5nD9icOat4bl6x3HUJvJA7HnGxlcv2DYLxRojWNvOtkPue8tgy7fPai3qcWLTZdRzGfXC8wTz4/LKDUjBSa3KiGfD4AbDtEc7fepyHngoR0mX/8ZhuKFk1UebszS1u+bamWo6xZJt7H3OZqUWsX9Uh0jX2HC2zdesO3vm2BjNj9ac2bdbXBfXy16XUt7z8wte81G/5S3r8fw7gK49LLn4lwC39zvwtwK3Hm8mm2bWH1N23PaUivWFDbJ/9vovOPUS1LFh3fC9L8y2ePRzx2DOazTM2a6dDmp1F+r0xmr0YsNgwI9hzPCbsSRzXwbJ0armSShunchHd0GOsHhOU2uw91GB2tYXnhvieopc02Xck4Mm9AZum53my3uToYkBblFk1Po3rwE++bYZn9rR/78kDzz174eWvljt2jstWz9sNfO3CLd8brb9/asf/5wGeHV5pFOBr2b8feOI4juM15k4cubPsPUKYqOjKS9f/4okF/0ohFfZ4gtd9mPnmAvc9XeeKHQLX9pgds6iWQp44YLGqrnFFiNQCEkVsjCXohzH9SNDuKJIkYXY8YvdzEUGpRLXskwiHH3654t7HLA4vTXDlla9gZMZDWh7H2vobp02d+F/tnuNsO/0sLrx48hYIF4X47iuz/nM4/n+AP89xzukTAIvAFwCaS/sBnhyblFPS0mpmTcKeR55m/7E2x5o2pSDGs5Jo45Yf+q3pWvv1ozP9aKRssdRRVANJGCt8x8ye+K4ijCyq5T7Vlk+t3KM6VnHOPs3+4o0P3v9bqmw5s5M2zx60meuUKY+cz/aag20L2Y3lUQHPnjv7/wP6xRz/PKr5PyDHR6+9E42YmggO1Vvtrq6WbFo9ReAZNzLXNkNdrq0IY4tSENLquJT9PpqKuPzljSWlOFoa/6GX+qX8szn+XxfK2SNBnwPyAAAAJXRFWHRkYXRlOmNyZWF0ZQAyMDIwLTExLTA3VDE2OjQzOjQyKzAwOjAwNjHMYAAAACV0RVh0ZGF0ZTptb2RpZnkAMjAyMC0xMS0wN1QxNjo0Mzo0MiswMDowMEdsdNwAAAA5dEVYdFNvZnR3YXJlAG1hdHBsb3RsaWIgdmVyc2lvbiAyLjIuNSwgaHR0cDovL21hdHBsb3RsaWIub3JnL0jPKKMAAAAASUVORK5CYII=', 'weight': 10}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 19700000
    {'hecke_orbit_code': 68887248904, 'n': 1, 'trace_an': 8}
  • id: 19700001
    {'hecke_orbit_code': 68887248904, 'n': 2, 'trace_an': -18}
  • id: 19700002
    {'hecke_orbit_code': 68887248904, 'n': 3, 'trace_an': 0}
  • id: 19700003
    {'hecke_orbit_code': 68887248904, 'n': 4, 'trace_an': -428}
  • id: 19700004
    {'hecke_orbit_code': 68887248904, 'n': 5, 'trace_an': 0}
  • id: 19700005
    {'hecke_orbit_code': 68887248904, 'n': 6, 'trace_an': 4684}
  • id: 19700006
    {'hecke_orbit_code': 68887248904, 'n': 7, 'trace_an': 4800}
  • id: 19700007
    {'hecke_orbit_code': 68887248904, 'n': 8, 'trace_an': -3384}
  • id: 19700008
    {'hecke_orbit_code': 68887248904, 'n': 9, 'trace_an': -39368}
  • id: 19700009
    {'hecke_orbit_code': 68887248904, 'n': 10, 'trace_an': 26392}
  • id: 19700010
    {'hecke_orbit_code': 68887248904, 'n': 11, 'trace_an': 0}
  • id: 19700011
    {'hecke_orbit_code': 68887248904, 'n': 12, 'trace_an': 54760}
  • id: 19700012
    {'hecke_orbit_code': 68887248904, 'n': 13, 'trace_an': 0}
  • id: 19700013
    {'hecke_orbit_code': 68887248904, 'n': 14, 'trace_an': -72336}
  • id: 19700014
    {'hecke_orbit_code': 68887248904, 'n': 15, 'trace_an': -163136}
  • id: 19700015
    {'hecke_orbit_code': 68887248904, 'n': 16, 'trace_an': 185616}
  • id: 19700016
    {'hecke_orbit_code': 68887248904, 'n': 17, 'trace_an': -102000}
  • id: 19700017
    {'hecke_orbit_code': 68887248904, 'n': 18, 'trace_an': -23614}
  • id: 19700018
    {'hecke_orbit_code': 68887248904, 'n': 19, 'trace_an': 0}
  • id: 19700019
    {'hecke_orbit_code': 68887248904, 'n': 20, 'trace_an': 1245264}
  • id: 19700020
    {'hecke_orbit_code': 68887248904, 'n': 21, 'trace_an': 0}
  • id: 19700021
    {'hecke_orbit_code': 68887248904, 'n': 22, 'trace_an': -2373124}
  • id: 19700022
    {'hecke_orbit_code': 68887248904, 'n': 23, 'trace_an': 3412032}
  • id: 19700023
    {'hecke_orbit_code': 68887248904, 'n': 24, 'trace_an': -3961456}
  • id: 19700024
    {'hecke_orbit_code': 68887248904, 'n': 25, 'trace_an': -2423384}
  • id: 19700025
    {'hecke_orbit_code': 68887248904, 'n': 26, 'trace_an': 4551240}
  • id: 19700026
    {'hecke_orbit_code': 68887248904, 'n': 27, 'trace_an': 0}
  • id: 19700027
    {'hecke_orbit_code': 68887248904, 'n': 28, 'trace_an': 7509920}
  • id: 19700028
    {'hecke_orbit_code': 68887248904, 'n': 29, 'trace_an': 0}
  • id: 19700029
    {'hecke_orbit_code': 68887248904, 'n': 30, 'trace_an': -15284368}
  • id: 19700030
    {'hecke_orbit_code': 68887248904, 'n': 31, 'trace_an': 803584}
  • id: 19700031
    {'hecke_orbit_code': 68887248904, 'n': 32, 'trace_an': -14113248}
  • id: 19700032
    {'hecke_orbit_code': 68887248904, 'n': 33, 'trace_an': 58272}
  • id: 19700033
    {'hecke_orbit_code': 68887248904, 'n': 34, 'trace_an': 27757244}
  • id: 19700034
    {'hecke_orbit_code': 68887248904, 'n': 35, 'trace_an': 0}
  • id: 19700035
    {'hecke_orbit_code': 68887248904, 'n': 36, 'trace_an': 57226188}
  • id: 19700036
    {'hecke_orbit_code': 68887248904, 'n': 37, 'trace_an': 0}
  • id: 19700037
    {'hecke_orbit_code': 68887248904, 'n': 38, 'trace_an': -63661140}
  • id: 19700038
    {'hecke_orbit_code': 68887248904, 'n': 39, 'trace_an': -17590208}
  • id: 19700039
    {'hecke_orbit_code': 68887248904, 'n': 40, 'trace_an': -93063648}
  • id: 19700040
    {'hecke_orbit_code': 68887248904, 'n': 41, 'trace_an': -2180784}
  • id: 19700041
    {'hecke_orbit_code': 68887248904, 'n': 42, 'trace_an': 127541344}
  • id: 19700042
    {'hecke_orbit_code': 68887248904, 'n': 43, 'trace_an': 0}
  • id: 19700043
    {'hecke_orbit_code': 68887248904, 'n': 44, 'trace_an': 114013320}
  • id: 19700044
    {'hecke_orbit_code': 68887248904, 'n': 45, 'trace_an': 0}
  • id: 19700045
    {'hecke_orbit_code': 68887248904, 'n': 46, 'trace_an': -131840944}
  • id: 19700046
    {'hecke_orbit_code': 68887248904, 'n': 47, 'trace_an': 7432320}
  • id: 19700047
    {'hecke_orbit_code': 68887248904, 'n': 48, 'trace_an': -217917408}
  • id: 19700048
    {'hecke_orbit_code': 68887248904, 'n': 49, 'trace_an': 24436680}
  • id: 19700049
    {'hecke_orbit_code': 68887248904, 'n': 50, 'trace_an': 231784902}
  • id: 19700050
    {'hecke_orbit_code': 68887248904, 'n': 51, 'trace_an': 0}
  • id: 19700051
    {'hecke_orbit_code': 68887248904, 'n': 52, 'trace_an': 219270896}
  • id: 19700052
    {'hecke_orbit_code': 68887248904, 'n': 53, 'trace_an': 0}
  • id: 19700053
    {'hecke_orbit_code': 68887248904, 'n': 54, 'trace_an': -362934280}
  • id: 19700054
    {'hecke_orbit_code': 68887248904, 'n': 55, 'trace_an': 7056832}
  • id: 19700055
    {'hecke_orbit_code': 68887248904, 'n': 56, 'trace_an': -358503360}
  • id: 19700056
    {'hecke_orbit_code': 68887248904, 'n': 57, 'trace_an': 134003744}
  • id: 19700057
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