Embedded newform data - 1110.4.a.d.1.2

Formats: - HTML - YAML - JSON - 2026-01-22T18:16:52.536017

• mf_newforms •

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

  
  {'Nk2': 17760, 'analytic_conductor': 65.49212010637208, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [3, -1], [5, -1], [37, 1]], 'atkin_lehner_string': '---+', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [1110, 1, [371, 667, 631], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 2, 'field_disc': 61, 'field_disc_factorization': [[61, 1]], 'field_poly': [-15, -1, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': -1, 'has_non_self_twist': 0, 'hecke_cutters': [[7, [15, 1]]], 'hecke_orbit': 4, 'hecke_orbit_code': 13510798949221462, 'hecke_ring_generator_nbound': 13, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': True, 'is_maximal': True, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '1110.4.a.d', 'level': 1110, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 3, 5, 37], 'level_radical': 1110, 'minimal_twist': '1110.4.a.d', 'nf_label': '2.2.61.1', 'prim_orbit_index': 1, 'qexp_display': 'q+2q^{2}+3q^{3}+4q^{4}+5q^{5}+6q^{6}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '3.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '1110.4.a', 'trace_display': [4, 6, 10, -30], 'trace_hash': 913945258102054595, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.944', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.793', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '69.462', 'prec': 20}], 'trace_zratio': 0, 'traces': [2, 4, 6, 8, 10, 12, -30, 16, 18, 20, -77, 24, -36, -60, 30, 32, -65, 36, -55, 40, -90, -154, -128, 48, 50, -72, 54, -120, -53, 60, -388, 64, -231, -130, -150, 72, -74, -110, -108, 80, 118, -180, -353, -308, 90, -256, -146, 96, -236, 100, -195, -144, -448, 108, -385, -240, -165, -106, -17, 120, -18, -776, -270, 128, -180, -462, 147, -260, -384, -300, -45, 144, 163, -148, 150, -220, 1155, -216, -53, 160, 162, 236, -1389, -360, -325, -706, -159, -616, -1018, 180, 540, -512, -1164, -292, -275, 192, 2318, -472, -693, 200, 519, -390, 718, -288, -450, -896, -766, 216, 953, -770, -222, -480, -223, -330, -640, -212, -324, -34, 975, 240, 577, -36, 354, -1552, 250, -540, 583, 256, -1059, -360, -538, -924, 825, 294, 270, -520, -1973, -768, -1601, -600, -438, -90, 471, 288, -265, 326, -708, -296, 1718, 300, -950, -440, -585, 2310, 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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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'embedding_m': 2, 'embedding_root_imag': 0.0, 'embedding_root_real': 4.405124837953327, 'hecke_orbit': 4, 'hecke_orbit_code': 13510798949221462, 'label': '1110.4.a.d.1.2', 'level': 1110, 'weight': 4}
• mf_newspaces •

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

  
  {'ALdims': [3, 6, 4, 5, 4, 5, 6, 3, 5, 4, 5, 4, 5, 4, 2, 7], 'ALdims_eis_new': [0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0], 'ALdims_eis_old': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1], 'ALdims_old': [45, 31, 39, 36, 37, 38, 36, 40, 39, 36, 37, 39, 35, 41, 36, 39], 'Nk2': 17760, 'analytic_conductor': 65.49212010637208, 'char_conductor': 1, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [1110, 1, [371, 667, 631], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 676, 'dim': 72, 'eis_dim': 16, 'eis_new_dim': 0, 'hecke_cutter_primes': [7], 'hecke_orbit_code': 67109974, 'hecke_orbit_dims': [1, 1, 2, 2, 3, 3, 3, 3, 4, 4, 4, 4, 5, 5, 5, 5, 5, 6, 7], 'label': '1110.4.a', 'level': 1110, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 3, 5, 37], 'level_radical': 1110, 'mf_dim': 692, 'mf_new_dim': 72, 'num_forms': 19, 'plus_dim': 40, 'prim_orbit_index': 1, 'relative_dim': 72, 'sturm_bound': 912, 'trace_bound': 5, 'trace_display': [0, 0, 0, 0], 'traces': [72, 0, 0, 288, 0, 0, 0, 0, 648, 0, 160, 0, 168, 160, 0, 1152, -112, 0, 0, 0, 0, -48, -112, 0, 1800, 160, 0, 0, -560, 0, -880, 0, 0, 0, 0, 2592, 148, -1136, 0, 0, -440, 336, 1512, 640, 0, 560, 1472, 0, 3288, 0, 240, 672, -200, 0, 0, 640, 456, -608, 1168, 0, 1632, -2448, 0, 4608, 640, 480, -2448, -448, 960, 0, 912, 0, 3416, 0, 0, 0, -2144, -1056, -592, 0, 5832, 1024, -512, 0, 0, -1360, 96, -192, 1104, 0, 3184, -448, -72, -2240, 2240, 0, 2928, 4096, 1440, 7200, -4584, 1056, -6192, 640, 840, 32, 1232, 0, 6304, 0, 0, 0, -5504, 1248, -1760, -2240, 1512, -368, -3264, 0, 7864, -3744, -1200, -3520, 0, 1440, 128, 0, -240, 1520, 2928, 0, 12432, 448, 0, 0, 9656, -2976, 6112, 0, 2928, 1344, -5120, 10368, -1600, 352, 0, 592, 4648, 0, 6416, -4544, -1008, -672, 880, 0, -14920, 2256, 5424, 0, 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45000, -77072, 22512, -59680, -35520, 0, -27904, 9024, 8256, -52320, -18080, 21696, 24328, 12224, 8208, 0, -22056, -8736, -139992, -23424, 5040, 66624, -153920, 0, 35808, 4000, 73056, 2592, -53120, 23616, 20520, -7040, 30744, -62112, 26552, 5280, 12720, 69040, -11928, -16384, 14880, 0, -112832, 25024, -25488, 8640, -72016, 5376, -39896, -13696, 0, 48544, -21608, -960, 204640, 0, -49104, -106656, -116432, 0, 21960, -736, -60576, 24192, -136256, 11040, 153648, -4448, -19296, 12928, 42880, -768, -29440, -19072, 21240, 0, 54784, -9504, -21312, 10240, 18840, 13360, 40736, 3936, -37328, 15680, -5328, -22784, -29920, -15264, 71040, -73984, -85536, -101088, 166336, 0, -210208, 38848, -2256, 2592, -14000, 26304, 22160, -61312, 52488, -3520, -219864, 22272, -1576, 41920, 11040, 8960, 114640, 9216, 39424, 0, 28992, 61888, 31136, -24192, 94960, -2976, -4608, -7040, 162192, 0, -13952, 23552, 86712, 81440, -38320, 0, -33048, 40320, -36528, 11840, 16792, 29424, -41792, 43136, 0, -46352, 45424, 0, -30176, 22960, 9120, 26112, -211512, -12240, -22000, 31744, 12432, 67008, 114944, -960, -143536, 6976, 864, 52608, 3360, 9216, -21072, -8480, 84960, -15520, -39568, -1728, 78128, -20128, -9000, -9152, 108768, -11856, 111664, 0, 9936, -103168, 19152, 7296, 90160, 28544, -93312, 59072, -1264, 0, -44304, -78144, -70368, 0, -11440, 3840, 150768, -92736, 28656, 12160, 91176, -19536, -73120, 49984, 0, 48480, -91200, -4032, 88256, -90400, 54912, 10752, -125760, -60000, -33840, -13376, -648, 179056, 159264, 0, -100584, -135456, -44472, 70400, -3360, -20160, 116632, -3200, 47952, 0, -16576, 42048, -88280, 110576, 20160, 2176, 145968, 27936, 46112, -18880, -25920, -125072, 1280, 0, 27040, -54912, 44832, 35648, 257552, 13920, -105664, 29184, 26352, 71136, 0, 8832, 73832, -65680, 75912, 0, -129064, 36864, -35800, -11008, -33840, -40608, 132256, 10656, 153320, 30400, 12960, 49376, -265984, -112896, 13440, 10240, 26952, -207440, 124648, 64800, 204272, 52128, 198288, -14144, 52000, 8064, 172808, 2560, -41256, 7520, 19440, 7296, 11400, -32896, 44640, -25440, 142064, 9504, 200784, 5760, 108192, -142144, -59376, 20640, 3700, -78576, -55728, -9728, 33432, 23760, 18032, 93664, -27888, 56656, 105280, 5760, 13056, -192832, -42432, 7520, -106728, 40752, 52528, 18688, 7560, -55888, -142832, 15456, 126480, -28400, -38712, -13376, 127976, 288, -21400, -18496, 55728, 44784, 302416, 0, -10064, 0, 11088, -25088, 115280, -27360, 270144, 22016, 65256, 39760, 124064, 0, 284144, -116208, 0, 26112, 23664, -78816, 17328, -48640, 56736, -81264, 91472, 35328, 137600, 19808, 96192, -38752, -46272, 0, 138576, -39168, -74184, -27744, -7880, -62592, 58360, 73136, 0, 0], 'weight': 4, 'weight_parity': 1}
• 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

  
  {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 13510798949221462, 'source_is_minimal': True, 'source_label': '1110.4.a.d.1.2', 'source_level': 1110, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 13510798949221462, 'target_is_minimal': True, 'target_label': '1110.4.a.d.1.2', 'target_level': 1110, 'twist_class_label': '1110.4.a.d.1.2', 'twist_class_level': 1110, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 4}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 1690975
    {'charpoly_factorization': [[[-2, 1], 2]], 'hecke_orbit_code': 13510798949221462, 'p': 2}
  • id: 1690976
    {'charpoly_factorization': [[[-3, 1], 2]], 'hecke_orbit_code': 13510798949221462, 'p': 3}
  • id: 1690977
    {'charpoly_factorization': [[[-5, 1], 2]], 'hecke_orbit_code': 13510798949221462, 'p': 5}
  • id: 1690978
    {'charpoly_factorization': [[[15, 1], 2]], 'hecke_orbit_code': 13510798949221462, 'p': 7}
  • id: 1690979
    {'charpoly_factorization': [[[1345, 77, 1], 1]], 'hecke_orbit_code': 13510798949221462, 'p': 11}
  • id: 1690980
    {'charpoly_factorization': [[[-1201, 36, 1], 1]], 'hecke_orbit_code': 13510798949221462, 'p': 13}
  • id: 1690981
    {'charpoly_factorization': [[[675, 65, 1], 1]], 'hecke_orbit_code': 13510798949221462, 'p': 17}
  • id: 1690982
    {'charpoly_factorization': [[[-4749, 55, 1], 1]], 'hecke_orbit_code': 13510798949221462, 'p': 19}
  • id: 1690983
    {'charpoly_factorization': [[[-6213, 128, 1], 1]], 'hecke_orbit_code': 13510798949221462, 'p': 23}
  • id: 1690984
    {'charpoly_factorization': [[[-35913, 53, 1], 1]], 'hecke_orbit_code': 13510798949221462, 'p': 29}
  • id: 1690985
    {'charpoly_factorization': [[[27327, 388, 1], 1]], 'hecke_orbit_code': 13510798949221462, 'p': 31}
  • id: 1690986
    {'charpoly_factorization': [[[37, 1], 2]], 'hecke_orbit_code': 13510798949221462, 'p': 37}
  • id: 1690987
    {'charpoly_factorization': [[[-125595, -118, 1], 1]], 'hecke_orbit_code': 13510798949221462, 'p': 41}
  • id: 1690988
    {'charpoly_factorization': [[[-11685, 353, 1], 1]], 'hecke_orbit_code': 13510798949221462, 'p': 43}
  • id: 1690989
    {'charpoly_factorization': [[[1425, 146, 1], 1]], 'hecke_orbit_code': 13510798949221462, 'p': 47}
  • id: 1690990
    {'charpoly_factorization': [[[-169424, 448, 1], 1]], 'hecke_orbit_code': 13510798949221462, 'p': 53}
  • id: 1690991
    {'charpoly_factorization': [[[-375825, 17, 1], 1]], 'hecke_orbit_code': 13510798949221462, 'p': 59}
  • id: 1690992
    {'charpoly_factorization': [[[-70435, 18, 1], 1]], 'hecke_orbit_code': 13510798949221462, 'p': 61}
  • id: 1690993
    {'charpoly_factorization': [[[-75865, -147, 1], 1]], 'hecke_orbit_code': 13510798949221462, 'p': 67}
  • id: 1690994
    {'charpoly_factorization': [[[-131391, 45, 1], 1]], 'hecke_orbit_code': 13510798949221462, 'p': 71}
  • id: 1690995
    {'charpoly_factorization': [[[-27045, -163, 1], 1]], 'hecke_orbit_code': 13510798949221462, 'p': 73}
  • id: 1690996
    {'charpoly_factorization': [[[-10415, 53, 1], 1]], 'hecke_orbit_code': 13510798949221462, 'p': 79}
  • id: 1690997
    {'charpoly_factorization': [[[228555, 1389, 1], 1]], 'hecke_orbit_code': 13510798949221462, 'p': 83}
  • id: 1690998
    {'charpoly_factorization': [[[-74955, 1018, 1], 1]], 'hecke_orbit_code': 13510798949221462, 'p': 89}
  • id: 1690999
    {'charpoly_factorization': [[[1255197, -2318, 1], 1]], 'hecke_orbit_code': 13510798949221462, 'p': 97}
• mf_newform_portraits •

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

  
  {'char_orbit_index': 1, 'hecke_orbit': 4, 'label': '1110.4.a.d', 'level': 1110, 'portrait': 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NoeJ2Yh0B7aGHatDWm2E87MO4zUXC5YG7NxdYtqJUBIQxgKVtpl5lY8RioCV7qcmfU4PCU4Ph1zciHGL7e5/ZoWb74OfDnMgRN1Ts4ozubMbTg0b7j64jne/+4l1o4Mc3J6hOn5MnNLHrNLgtnFmJmFiKn5hIOzhrFRlzfcOKq/5/U7PrV5zfCPN9th48LLv+eVhsTf6PEPGuBHpxpI6cjnn/1rEZoLfv/hJ7946QVjJ28Yr51y7nx1idOzY8wu1plZqDC96DK/JJhbSlhciVhIQX50QbBqfJn/+N4Frtle4dTMKGdmq5yZd5hZMEzPx5yeS5htxgyPdrn50hbX7wJPlvGVz8xiibPzDtOLgnYAcawpeZpqKWFkKEYDJ6ZjGi3YtNqlWg4wRoDwaHU0GycDFpYdMFaKLLcgiMFgWFwJWbfKpdlRCGUQOqBectm4pstyW3DijEOiHcbqklpJ4LsQx4J2IJlelJxdMMwsxfh+F9yYGy5qcdPFgol6mYWlOqdmfM7Mw8x8zMxizNQiHFkwXH3RPP/xPYusGR7i1PQo04sW3PPLgvmlhIXliLnlhJllOLGimJ6P+M6bTnLlxavii7YMPXr7q9+jVWnno4uL7i9s29ZGiLFXGiov+/gHq8EffODTXHHpVfzET/3rX5ma2v37n/ryN279ykMrWw+cnJffdWuHzWsMYegRJQ5JojBaoI0CJCCQGJQ0+AqmFso8cUhy6dZFdm3oUimB60g8V+F5DtWypOJK2i2XA8dL3Pesx4nZgEYcceBUwOqxRd5y8xKXbmty9a4Vjs/HzLcFFb/L0TOGlUaVSy6QLHcT9h1X1CoOe0/A9rWGbpjQTTwcJ2KkBvtP+SgnwZUxjgudQHLtrjadtuTSbQmNTsKJMzW2TCqqlZDlwLBquM1Sq8Gn7ofnjyW8eKzLprULXLazwchoyBtvaPI9txi2TtZIomGOTQ1x5LTLqWnN6dmI07MJR2YFJ5cjLt8xx396T5PJ4RFOpuCeX/aYX5YsrmiWGjHLLc1Sy7DUkcx3IAy6bFzd4J+/dUpesr65+bm9x7ecmO5ed+3Va8tKrfrGpz/3l3z6k599pSFz3sc/SAb/4B98lode3Ki+73X7/sPeA3O/dN+TJ9RLZwKW2w4m6nLV9nl+6yfmuWpbmZmFEeaXayyslFlc8VhYcVhswNJKwlIjZrEZM78Cp5YETrnLjRcv8s5bQrasqrLcqjO7WGZu0WN+RbC4ollY0Sw1NY2OphEY2t2YsXrExtUaEPiu4fSsi5A+m1Yptqw1rF3VZmYp4IVDNa7abqiUl9hzeJRaNSQMXcZGNJ0uXLixyyfuH2bnhpggMIwPSaKkQ63ks/d4l7Jb5YodMS8eDZlZ8Fg35rNlDWycDFEq4vQ8eK5BCMOm1TEjNUmz49NquzTaLosNxeIyLKxoFlcSK9VWYKGbsHFdi3feOs+NuxxKbp2z83Xml0rMLzssNux3X25GLDUSFpuG+SacaSrmV0Ju2HWW//YT81x6gUsnKLHYEEwvTtBOLkyMmviV73jT5f/p1IEjycZd3/tKQ+ecxz8ogB88cJByuVQ+e+b0xrvuf/EdT+yZ+i97D57Bd1yCRNBKBI0I2u0u12yf5Tf/xSKXby0zuzTC/FKVpUaJxRWPxYbDUgOWm5rlZsxyM2axYZhZEZxpGRAt7nzVCm+8VnPBmhJhWGFppcRyy2OlqVhqCZptQTcwhLEhSbCrgQtl3zBcN6wajXDcLkfOhuw+7KPjKm+4LsRxl3lm3xCb18DXnox51SU+sysdSo4iTiJGRyCOXBw3ZmGhws1XNvjaYzW2rIGnDwW4VLjjWk0sOuw+knDsdAlHeqwecRipCsq+wPMESkCsIYwM3RCabcNyS9Nsa5bbmoWWoZMkbFrf5o3Xr3DnTSHoGgvLQ8wulllYce15WoHlZsJKK2a5mbDU0iw2BWeairlGzLU7pvlvPzHLZRd4LDdrdAKfKHYJIwUmwCltphlt+3eJe/mnN2xYdzIMO53t23e+0lDKH/9gAD539gDjq8e9QweO/tCelw7/wTceeFacmGrKdmA1axBBO4JmKFnoCpbaAdftmOWD71vkyu0l5peGmV+2IF9ueiw1HZabguWmodFKWG7GrKRL72xTcHZFMzLc5nVXN7lhV8ym1Yp62aXRLOG7ElCEsURrgTbQ7gJCM1LrcmjKoE3IvU9XCdpltq3zuPHSNpFe5sFnh7liu8uh6RYrS3Wuv7TNN57xWT1q2HfC8P/7rgb7jvusHpXc96zixgsVi+0GR0+NcsWOkAd3d4iDCjdc5LF1Q5dO3OKeZxQkgiOnHeoVB0dAuyPRRpBoQxQDUuN4mpWWoVqL2LAm4KYL27zuqpixaomZxSEWlsssNey5WWoIVlqw0oxptGKWWwkrLcNCWzLdFMw3Y67fNcuv/NgcV2z1WFqp0+yU6HQ9uqFLECm6oaLZUiw0anp08lKzbsPWn9y0edufLS3MhVdcvuuVhhTwDwTgYdSROmm+Ze7EX22bW6h/8MGHX3TPzAkWVxIa7YR2V9MJDO0Q2oGgEQjmu5K5RsQNF87xq++b58ptLsuNIeaXayw3LciXWw4rTcVKG5otQ6Md02gltDqalbZhriWYa0GUBFy2vcPkaEKrbfiO6wM2T2riROJIQxjBAy+UODlbYs1IzJ4jJdAVdq1XXLlT45faPHOozdx8lYs3V6kPL/HYiy7XbC+x0F5maanO5KThyX2K77+txVP7HNavcplvrbC0OMqVF7Z5bE/CaHmYi7e1mF1Z4cmXhik7Va7eadixsQuyxQvHBKtGI2bmIh58waUbKaSERBs2rwl53fUhzZZi7Yjmyu0QhhUWVyosrvgst1wabcVKS9JoQaOd0GjZ82tZHxbagjMNwUo34MYdc/zn9y1xzQ6P2aUhmu0S7Y5Pu+ukh6LVdVhuSmYXE05Pd9l1ybXRSmx+9t/++J2HR+qVryjl61caW694JrPTDgk68XueePq534qbL40OqZjxoTph7CCEzeJ5ToLnatzA4CmDq8BVGk+5PHVoNT//YZc7b17gXa9ZZPPakOmFOiWvTNn3qPgu1bJDsyypdVyGqg7tbkKrk7A6sDdOs+uzOFfi9ClDGGumpmN83wACTxkcKWh3FAKXuO1w+WbB1rWGjevaBEmTu59S7D88wuuv8rnywiU+drfBExU2r2vz4mOKdcOK8XqbkioTRi6zTaiWHNavFjy/P+TKHWVuuWKej97VwXNr3H6dwfXbfPPJkK89UeWlY2UuWFth85qEiZGQLeMRl2xOUErjKAMYKr7PxLBPGLk02x57Drm0ug7tjqLVlbQ60OoaWm373ZudhFbH0OholjuCuZZiZllTqa/wU98xyz+7MeSyLRXOztdotMq0Ol7633NodR1aHUmzI1huWinY6sJnv/a0e8nF/m8dO7hxcdeFN/yrTqvz0XK1/H8uwHW8DKLzo8sz3/rA9LEHRseHZpHVYcqlhKGKIk4k4KCkwFEJjtK46UV1lMFVBl9JXjw8znOHyhycmuW7bmpx00Vdhmt1FlcqVBsl6h2PVtuhmV7sTtehHTh0A0M31ISRIYoMcWKPMPYwGqQSuI6g5AmGa4KRGkyOa9avbjM+ssLXn4GHnnOReojXX+Vy+a4mj7wUEXbr3Hi5YKXTYXahyg07NOPDbcqOTzdWzDUilBZcvsOhUgt49kCJV185xPWXNXn2gAIzxFUXefzImxf5xvMh9z1VZd/JEhsnFJOjZUZqFYZqUPbBdQxKgjaw75ggSQRRLAhTWdcNDN0goRNouoGm3dW0A02rA40A5luKmSYEusNrr1jgLTc1+L7bNXFcZ3q+aoPYjkezkzJ3R9HqihTghkYrptlOCCJIEsP+Q/N86OP3jF57Y/zf3vHWW5ylRvPDI/Xa/3kA77aXwbg/8pkvP/yBo0e/uurNV8/jqgqLDYnvaiqlhDAWGCMRQiClQKkER2HB7ViAe46m7Ajm2xU+ef96vvlck1ddssy7X7vMJVtajA1XWFiu0Oz4tDtuCmxlj1AQRJIoFsSxXept7ZYNKh0HSh5UyprRWsS6VW1iWhyaivjUgyWOnqoy7Je55iKHGy5t8OTBFe59vM5120tsXNPmE/cLlPCp1yKWWwHagBIwUW/TaHrouMxbXjXLJ79WYetMiTde1yaMFnhw9xhRUuLai1bxxmsabN+wwjefbfPiqQovHPNYPyoZrQsqvsBz7U0oBQhh0Aa0NkRxerNGhiCyN3I3hE4Iza5gKRAsNkE4Xa7Yucy7X7fMqy5OGKuVWG5UWW5mrO3a89aVqSwRtLuCVtfQTleDTlcTRAZXCWYX6nx1YZnJyS+uOntUfGB8/avN7NzyR1ZNDP+fAfCf/Pcf4fffP8qR/Xe/t9OOPtic3jO+efwUY8OGRtNDSY3nJpR9RZxojEl9balQUqBUkc2tbeY7hrIrWOo6LCyP8OlvVXliT4sbL1vm3bcvc8XWFcaSMnHs0+6WaHVcOoFDGCmiWBInkkQLtBEIDFIYfE9TKcX4XojnBkwtBNz1tOTwaY9jp0dQ2mfrGo8Ltyiu2tVA+XPsPlJj3XCFiy+AyYklFht1LlknibXh60/5BG3JcDXmjmu7fOXBiJPTNXZuczm73GXvUZcNq0e4bMscj7zY5LG9giD02LVllF0bfHatb3Lk7CKHp+Cp/RUOHa1ScQS+I6n6hpILUtqgyhh7s8YJhDGEiaAVCBpd60KFOkabLldvb/Du1zV41SUJa0Y9ukGdhZUyzXZKBl2XVlfR7io6gaDdlXS6tm+03Y1pdxLanYROaAhj6+okAua6gif2LNBeuX/VxNrZD1aq5fjHf/FrH/vAjx1g/IKf+acL8Pvv/Sy3vf5ulHj1941U9v/O6y87OHzbFYZqJcEYB0fFeE6M7zmUk5hEC4wxCGHB7UiF41jGch2N52g8V+O7hpJrqHgJwyVBM3BZaozwuYfq3P9Cl9Ujbd5x6wq7NnTpdlpcvMWwYVIRRC5Joki0xGTglhrXSTgxYzg2LVjuaL70SIWp+RFM6DJSUqwdc9g06XDBOrh4awMt5/nQV6osLg5x3S6Hi7eu8M0XBCJ2WTUiqVZi2pGHNBKMRDkeK13BzKLgIlPh1quaPPpsmbXjHtddPMoPv3meP/tak6cOVGl1XRaWa2xZW2bnmjbX7mjy3a9ucmZxkS894rPQ9jlx1mVqysNVAiklAoE2hkRDpA1JrBkZi7j0ojZBELFrQ8Dbbg1YNaQYrflEUYmzcyXaHY92YFe5TlfZI5R0uoJOIOgE0AmSXPJ0ugntwNANDUEkCGNBmAgC7XL/nnGePrDC5slvjv/r75/4nf/6o1uisS1f+ss///ineM8PvPOfHsBffO6/c+kV94nnHr/h7c++MPMnH/niSmVpKeFnv3eRcsml3VE4ToLnJZRiC26tBeAgBEghUVKiHImjLMBdJ8FzBZ6rKbmGcmSohIahUsJIWdAOJc2wyrHTVX7tL0dBx4g45qpL22yZDIlj0EZjjE3iSCGQSuC4HgdOeuw7XKJacqh5kvGKYGJMsmrUYe2EYtOahJ2blknEAr/7+TonTg5z3Q6XXZsTOnGTx3f7DJddxoYMw7WQStlKIa0lK13FYsuwsJKw0ipz88XLPL2vzf6TiuF6iWsvGuZ9b1ng978Azx6u0uoYlpsOM4t1JscrrBrpsmmsy799e5t6ZYUXj8GBUxLXNShlEEIDxv7PQBzD5smEGy+JSSKXKPYxpkI3dJme9+gEdkXrhiqXb51Q0A0E3VDSCSAIrZbvhlbLdwOdulqGTijoRNCNBV0NCYI4NNTdJm97TYMRJYY/+oXVfxI7747XXnf2M7/1J39s/tX7fvyfDsDvvutTxO0L1Cc/U7pT6AMf2zZ5uvS220ocmUto6YBJPyaKBYl28NyIxJfo9OIIAUIqq4mVsSl2R9B1FZ4rCUKNHyYEkaEcaYJIE4aGegxBpAliCGNBN5IEiU+UlNh/uMoL+yExBgttq41dCZ6yNR81Hy5eA/UyDFUlIzXF2LDDqlHYOBmwZmKZyCzyu58f4sjRIa68QHHBesnW9Ut8a2/MzMIQV22RjNQ1Ja+DL32MEsSJRBhDnIQstUrMLLhcuavM5TuaPPJsidUjgkqpxpU7ND915wK/8wXN3qkayy3NclMxt+QwPlxlpF5mpD5EvRIxUY3YdGWI78a4ToxSCVLYYMJgb6ooUszOOUSxIooVYaQIovQ5lASRJAgl3VAShMIGqKEgCA1BqNMjoRsZgkDTjYxl9BAL9EjQjAStWGCSEMI2I8MrOCLmi48oHtt7oHLnHas+Vju7UY+vvvzzn/nMp5K3v/3vn8n/3gH+hx/+NMemfXX8zP63nTi18tEvPDhf+u7XdnjNpWcZHY3odA2IiLIXoHUGbGvPC2F1pZQmlScG1zV4rsRzBYErCDxFGFmgR5EhjBPrisSFI4E4MSSJJtGkqwM5uIUAJcGR4LrgO4KSL6j4kmpFMVSRjAwJVo3GbJpsU6su8/lHQx7cPcryfJ1LNyo2rXHZvqFLIpb5+lMVqq7DxIiiVumy+wi8dNThkg2GdqC4bHvEpVsN02cT5pY8Ot0Kb7imycMvdjg0paiWJb5X55ILNP/pvQs8sLfDVx4YZ6Fh2LQqYWnFYbiuGKq61Cou1bKh5Gt8T+M7CY6yUktKew2MwSastCDWkjgRxLEgiiVhLIgimUoMCCNBGBnCEIIoIYxScEfWbQpCY0EeGavLI0E7FDRCwUoMYZJA1EWJLuVyxHNHIo7PzPOGmw23X7xcWmjXP16tHf7B7Vvqn33m0U8nV9/0jn/cAP/h75yXy03zri/e2/zDg4eOl5rdMr/6acHvfU6ik4SbL+7yXa9u8a7XBdQq1gkQgBQGKe2hpMZVDp6j8BxF4Bp8VxB4kjAS9uJEiiiGMJLWQYh7tl+caJLEuguJSZ2S1C2xDg1W4zsCzxH4nqTkS6plQb1iGK5pVo8GTIw0ic0yn3lY8mdfG2NVqcSlGwUb17hsXqvZtGaJzz9uWFwssWtSMVKHWiVi5rhkdsnH2wJBJJgYkgwPw6FjhqWGZnq+xPbNJW67qsldD5UYq4HveSg5zCVbBT/2xllcOcuXHxnhpakSqxsRq4ZjhqqKWllRKUvKvoPvge+C49jVTgqQogBy7I2daEgSQZyQAh2ixAaKUZRYUog0YWwII50epI4MdCNDNxJ0I2hFgpVIshJBN4wxQYehUpN3vmmZO29pcdNFMXHcRlBldmE1h06cKB2dUn/yuYeNEyTOX2F55h8nwH/7j7/IH34xee+aocd/Y9uak/XmVYpnzniEixUWAgE64K5Hyjz8QonppWV+8nvaDFdjfDeh0dZIqVEywVGuDSpdhefapdWCW6WMYwOcKGWlOIYosb5snAFb22eT+YCk8kdkzozAdSxASj5USppaOWa4FjMx3GF8ZJlH94d8/N4yB44Ns3nIZeskrJ/0WL8adm5s0I4bPLmvTlm5TIwohmswXAsYGYrxPAch7M3VCTwWGxHLbcNKK2Z2yWPjZI3rd81y71NtDkzVqfgRrvIQYoit6xQ/cPs8V++c5eP31nhyzzALLYdV9ZjhSkylJCmXFL4r8F2J6wocJVGK1D60KDfYHlatyYEeJzpd3SwpRLEmTiy4owii2KRAN1buZVo7lSONSNCIDWEngrjNWKXFT75tkX/7/S2GKpIo8Igdlyh2CONlHj3g8vS+A/U33rL0u//6e6/03v9Dn/uzddv+/mrL/94AvrTcRCn1ox/52F9/4EOfXRgbHoFWN2I58FI9UALjgBuzHLr8+iddXjrS4DtvaXHrFW1Wj0Y0m2U6TgnXifHdmCBy8b1+/RhFkiiWRIkFdxSnzJTIlKkoSJ8U3DZJmTI3OMomTDzXUPI05VJMrRQzUg9YM95gZqXNH3zJ5etPj7K4VGXbhGDjKsG6VR7rVwm2rO3ieMt88kGHo6eq7FgtGalJhqoJUgZMzRl8RyKFlV9h5LBpVYOnSGi0FUsNw8ximR3rS3z3rSt89psex2d8XCdCCBdtqkSx5KotS2z63gZff7bNJ74+yjPHq6wbEYxXE6qlhJIn8F2B50pcR+AobOAsRV6TYbA3mTZYpyWxgM9BnlhJZ1dBCFNmD2Nha4JiQSeGZiRpxdAJE3S7y/rxJrdctcxbb2nzpmtjfOmzsuKSJA6JVkgpqJYD3nDDWW64tMRENRibm7v4g5dec6fqtJsfLlf+fpJBfy8AN2YWiH741OGHPlBK9q0ygc+3nvFphAahFFXPYIwdXhlrl0R6rEQ+n7y/xIMvVLniwhbfe3ubN13XYGw4pN316QQefuQRRo490mApihyiRNqlNpHEsSRJBIkWPa2tBbkqSQNXKUAp6zq4KrUbvYSyH1MrB4wPt+hEHb652/Cpbw3x5J5hRjyXS9YZ1oxKVo95rJ2QrF8dcsG6JV483uFLD08wpBwmhgT1qqBeiVhpJ3zt8RI1zyCEBVYncHjLjQFffcLWxKy0NLNLDutX1fium1o8ub/JvkMeVT9GSWFBrit0Q6v1f+C2FXasmeWTDzR47KVhTi6VmawLhkqGiqcpORrPBUcJlEzjGGG/d1Z+pFOppnVvhYtToFuCgCixtl+YArubCNqxoJVAN0xIgpBqpcV33bHM997e4MqdMWvGFEFQptX2iBNFohXaSDBQKzvcdpmm3XXZfbjKZ792aNXzJx75wOtvv0kfPLH0pzs2jfzDBni7vcyLB9qcmCq/5/CRe3993+4vjc0udYkZZlVFUfclScqi2hhiI4g0BIlDqBSR63KqUWLq8QpPvNjhs5c1edttbe64MWB0yCUMfYLII4zskmcPRRzbtH6cSJKkB3BtUubWvZoyIUwaVKYpf8cmlnwvouyH1ModEjp841nJX94/zJ5jQ4jIZ/OIYc2wYXxYMTHqMTkuWTsRsXGywam5Jn/0lSpxUGb9esFwzaFehXolQrghjU6V4ZpBCIExEMWSUV8R65hm5NFsJyw1FFNzZS66oMaPf+cyH/wrnxNzVRwVpTeGQxyX6IaSyTGfq7Y1uPSCFntPTPGpb5W595lhzqyUqfqKmgdV1+A5tm7HkTadL0R/dZ0GjLY3XaIFiYE4EdY/TwRhAkEi6CSCbgKd2BDHEToKGSt1eMPty7zjtQ1edUnMcEURxxWWVzyi2CFJHOJEorVCG4ExIl05JFHk4LpduvEB9u4/tWrXluavv+qm22NjTv358nKNkZG/O6D/nQJ8pdHhom2Vtz7x1JO//xsffqz+5H6BVDWGXEUlTa3bL2m/bGIMsRZEyhBqQVcrOkoRxh6zQZkvP1HhwT0drr2vyU9/T4uLNjaZGFbUqw5h6BHGLnEG8kSl4JYkWqKNxKSOjMkDSpBCo5TBURrHifG9GFeFNDoRc42I//75EsdmR3h23zBGe4yVBavGDeNDgrG6YmzYZfWYZHIsZt1Em7HhJb7+nOaZl4a5dL1gpCapVST1iqZaDhFugO87OMr+fmMgSSSdwKHTjYi1oNnRNFuGxYbL9EKdG3a2uP6iZT55X4nyosKRUUoKDnHiEUaSTuAyPlzi6q0trt7W4qlbznBiTvLxe4eZXa5wesHHU5KqK/AyGSZt4JkTeSZVsEyeEU6sBUEC3RhCbSCJIY6QKmDtSIdLN7f46e9ucs2FCUNlRZxUaLY8gsglThzi2DJ3fi3SLLFJD4B1EyE//bYGRi8zNX/P2PPP1H5/+85rl5K4/aW/S0z+nQF8z979TK6eVB/47U9se/L5g/Wp00usr5cwRuA5Bkfm59QGOunJjbUh0YIoMVS0INDQdSRdXSKIPeaDCvc+U+fRl7pU/YAf/I4VNozFbFrb4YaLmzjCtoghshOqMFrmJzR7CAxCGpSwnrkhBhmz95jk6f0Odz1ZY+/JGmFcoeYoJsqG0aphpGKsD153GB1yGBsWTI7GrJ3osGZiiQf3BHzorlWsGXaYqEO9qqhXBbVKTNkPePSgohs6uFULKmMEYSwpOYordnR4YvewLXzqJCw3XOaXfWbmR/jxN85wen6BJ56fwJWAiNBAHDuEkUsQSlodh5FaieF6let3tLnl0jbf+5o59p/SfPXJEk/uL3PwaJVYOASBoh0plLC1Pf2BZ5oTMJpYG4zWuCJhyAspEXH9lS22rOmyfjzi3XcElD1JrewShmUaLTclGmXBnah0Jc2uh0hjIJESjr3Ro1jRDTxAIHWLePm++tThqW07rniPOjt1OFmzbts/HIA/9ewe/MqI99jjT/3QWC35DRHMs25UoY2xzoW9tnZJNOTaL0n92TjXgIZyCvYwEXQdQTdxCRKXti7TbMb8+idHMHHE6okuF23sMjYU87bbOmxcFRJFItXbEgrMjcg8dY2Qgs89UObFI1WE43DiTIWpmQqlsmLIFwxXDfWSpl6CWlkwVFHUa4qRmsPYMIwPx6we67JuVYPELPO5h+t0WlW2rzfUK4paRVIra2qlGNcN+foTJYK2xF1lu0UziVItK95wbYeHntO0Akmrk9BoOyw3HaYXKly4pcbbXtXg2b0VTizWUFIDUaqXXaJEEUQ2MdPqOqy0PGrlCtVywIXru1y3s8up2RWOn13GcRNeOOrw2W9VEEpZcAvZfxGNBjTGGOIwYdPqmHfc1mF8KGHnRsPqMUhilzCsESUOSw0L6igDdWwBHWtlZU66muosFjIi7Zu1yaeM7GyAKwjmuoxFzm8ke59uX7hz/Z+dPbUnXLPhkn8YAD958jTTM3M75mam/mD/3mflxLCt1MvavbIqPV0Iaqzuy7zp1LLSwkbyKdiriV0yw0QQakmgPULtEWmYa9X41osag+aLT0YIkdiLZDQUrMDUC0QIhRASqRRx5CC1g+tIaj5smTBUXU3F11R8qPiCallSKyvqFYehmmSkDmNDMRMjAWsnmiQs8d//usQju1exdQxGKil7VyS1ckylHFKtdCiXK/hKomSqwdOLGkUu3Y6gEyQ0A0Wrq2l2tG2Zq3qcnhni5osCfurtM/zWZx1OLvsIoTEmQicmbRuTdAOXVkdR6zhUSx6VcomKX6HkR9TKIVdtD/HciGu2x7z7tW0cFadJII0Qpl+Up5JOa4kQEt9VgEc3cFhYclJWtkfG0jb2UcQ6jX2SQvGaFsSJyJNM2tjnxPSC/zixNm+7K9h75Bl5043yD4RpPdztBHv+LrD5vw3wpx75PONjqrz7pSN3njx2WNQqDq4LnUAThpoo0SRJz4dOCh5snnTQqVWV/nmWbcwq4mJj8uAn1hAZQaQVsVFpQZFvV4MisE2ObZQARwibqVRQKhtKjqGkEnwXfAdKnqHsC8qepFKWVEqOBXhVMFzTjNZjxoYDVo22WLtqgQ/dpfnEvavZMKwYr2nqVUWtoqhWoFJOqJUjzi5ojpz1KXm2/BaySj9BN3TYMqmZHO/S6Hp0uiZlccly06FWLlGrDPPu185y9Ow0f/KldTjSwaBJdEKsDVHsEISKTqjoBJJ2SVLpOpR9l7KfsNK0MYbnJrhOgusmONI2Skhp0/kiPUiZFUQKcsGK7kkMq6V7MU7G0DmwC88ZqO3PKDhaIk8yJSlzR7GgGwq6AbQDzaNPvCCOnGreOTK+6chHP/6Zzg/+wNtfWYDvvKDpNRrzP19WZ39+crQrGy2HdteOZQhcTRRrotiQ6BToKaOfD/BFsCd9YE9/bnrA17mXK/JAqai5Ia0xSQMrR2ocmdaSK3CVwHVsRtRzBCVfUvIkZV9RLilqZUmtYhiqJgzXYkbrAeMjbTauXuDJgwGffGAtIyWf1TVNvSIsuMuSaklTLcXUKgFPHoAX9lfYNmFS3dtLm3cCxTU7Dds3dnhqz7AtWuomtDpOCnKXSqlMuTTMO1+9yAsHZ3li3yQYhdaJvfljQxyZvJ6kEzhUuoZySVHyNL7n4nsJvqNxnATX0ThKo5S250Xa0mCEQdDTc73gPGVd02PhLGjM9HWiRc+10kWA0/fnccrYSWKBbcFty3mD0KTViZqpmaacWpj6DyPrq55brv0KEL5iAG80AtkNWr/88LO//68mvOPeaL2OFAKlpM0OOoooEmnSQNhkgjYpo5v0pBSf05OQg7wna+xrk+p6cslj0oKpIqizR5aqzhI6tjNIWICnZbdemv3zPUXJV5R9QaUsqJUN9UrCUDVmuBYwNtRh7cQSTxzo8MsfXc3J08NcMK4ZrkC9rKiWFdUSVEsJ5VKE53ZZ6RqUVLjKIGXvkyXaFl1FsUe9HNGONe0gq7NOaLYlK2VFpelT8mtsnoz4Tz+0wvs/Jnl832oMCm00SaKJk5gw1oRpE3DHl5QDRcmT+J7B9xS+o3Fdk3dDKWWdJCkNKpUpWYlE8aFzay/Tz6m0MCLV1xSAnR2WoXO27mNt0fPY4zRLGtlirk5ga8sbbc3B06e9t+8QP/vj7/0J9/3/ov3vXK/yt07n/60Bbsw8xqz8ytKZe/9lTZ4qVUoQpmWuFly2rDVI95bJAZ5myzKQZ4BNtEEnPZbWhZRy1qWSsbUZOIAC/6QJjSyZkwNcoBRpR1BWUy7xPTsAqOTbkQxl31AtaWqVhHolYqgWMlrvsHZimSf2t3n/n41z4OQom0atw1IrS6oVadm7bKiUEiqliCgJ+Yv7akilcKVBiZ5NqI1ItavLD7x+iXueCWmGPu0U4K2O7VZf8R1Kno/v1tm5Iea//MgC//7PBI/tWY02kkTbtHoU20KzINQEJVvu6vuCkivwPZvZ9ByTZ2wdpZHKeuNZzY8o2oeFE2qDQptLMMUVsyA5iq+z5FqS/1nPW0/yBJJdeSzAbQluJ9C0O4Zm1xBph289eraknQf/n3feebs4Md34hU2T9f9vAb7/0H7AXL986qvlHeubdMM6UewQxxKjRepapEyuSDtnII5TkGuTsnYKbN1rt0oyMGswuRwRub2Yg/s8nysDeFaDkWXylBI4aUGVBbjEdaWt3/AEJd/OPKn4CdWyBXe9GjJc7zAxvMKT+9v88p+OsvfEOOtHBGPVgjQpOVRLtn6lXIop+yGuGzC1MIKrBErq1JbrBZlJIoljxZoRmzxpRCU6gaGbNhI0u5JyW1HyXDy3hOsMsWt9zH/54Tl+8SPwxEurUjmgiRJDFCcpk2sCX1MKJV1P5RLMdcF1SPtZpc0FpJWaUoBIn4sYz3BuEH2Eko3SMKYHYsvq5ODPAJ2DXNOrd0kMcWxvzDBtp+t0De1A0w4FzVDw+KGYyP9m+XU3r75eSsnf9vG3Avh9993DmFup/MB/+KJ3/KTHu++I+YHXt+mGDkFkbaIMfLZRwbJmFEOsMk2WMncG7gzwJgV1QZL0Tq75tuC2v69XRGVLbUUuTZSUhY4ggedCyQXf05RLhrJv9XOlHFGvhAxXO4yPrPDMoS7//sMj7D4xwdphxURVM1QW1EqSSklRKQvKJXtz2FR/yBP7BK2uR0mR3mT2ps+aEBItiGKHaklxw8VNntxbpx1ZmWKXa0XTV/iewnO9VD8Pc+EGza++b5af+2N4bN8qIi2JtE6bpXs9mIEn8T2dlhbL/Ds7KjtIZUpPxsk0y3s+kKf9E31+du6K5a5I0f5NwZ3HXNnqrXOQR1EGcHt0IuiEgsUA3v2mWd73hhDR/mvvRPt9lfvvv699222v+/sH+NTpU6xZs2747ru/+EcXr45fvThd4lsv1HjPHZ28jcz3EtuNY6z3a9nTyoM4LdNM0oAj09+ZTDE5sDP2LoI6K3XNivkLF0NYb1XIFNxZo3IOcPs5XMcymediO4G8tMDKTyin8qJWDhiqdRipNXj+cMC///AILxxfxeSww0RFM1SGaklQLSsqZUUlZ++Ekh9Tq3R58AWP5ZUSIyO9NHn2mXUaeEWJYtWY4rWXt3jwaW27aEJdALmk5EpKroPreDhOGSk1F24wfOB9s/zcHxseO7CKSDtEWQVgYnIm9yOZVxd6jsRx0iIsKVBOdm7IP192E2ZSReQZjF5CCIrxD33xUM8GLqzEBXAnSaGEOf2sQWgI0orFKLblARrNay+LmJuf5NhM/dXDE/s+csdb3vLPT544sbxx0//arnD/ywBvN85yojP3c63lE+9aPdTkjqt9JiZ8wsguZkpZkGsvsQAUIGPLniomDzKKGk0nIk/66Pykmb5Aso+5e/+XZ+QyaSJkVkHX091ZxaCjsPUZaeOE79lJsSUvoVyKqZQiqqWAWqXL6NAKzx4M+Pk/Huf5o6tZNeyyqpIwVDEpuFP2LknKvmX/kh9T8UNiHdAMfYSSuBmD5xpcpHGGLQyLIpeq17XlAmGJkQzk3YS2Zxnc9ySu4+A62Qa0hks2Gz74z2f4f/9Q89j+1UTaIUgEYZI2JkSCUmT7VT1X4Dk6Xb1sbKTSFc2en7QrP3suFGYVdzApnv8iyDMZmWeos9gqsfX3RRYv1ulbF8WuOmFiZQxAWUm+9sg4k7UaMwvzrF13+F2Ta188EoXRL/69MvgLB4/Rcjdscud+/9K1w4fwtlsJMjnuEoQGjLDd7o4mSW0mKdITKA1KytRJEWmdNoUgxS5tprDs9aSJ6DuxORdmrF24KPlym3boqDSYctJaGDctQsqqB0tukurmiHIpYKTeZqja5Il9Mb/woXGeO7qaiSGHiXLCUMlQS8FdLlk7MQN32U8oeTH1asi+44YHnq3iSYmrbGdNca+bLMkVJYpYO9x6VcS2C1ocOVlmokK+ZHeDhHY3ZWFH4TguSpo0aWS4eBP86o/N84t/rHl47wTdqEyQSMLYUElZ0XexIHey1UunEkUiVZKvcEqKAsBFHqjnnzpLPfYxuQU0+YqbVSmanis2CPC0uyrOmyzSRovYWokCqLnw6HNV1ozGaGPYc2qK5fjxSz/4779/U9jZf8Ir/83Hwv2NAX7oyBSrx4c2f/EbT/z23PT0Wy9bd4xLtlbohj5a2450I6WdtuQkeNZeTRMJEiEFjjKFNK7pRdym55bk6dyUITLtV8zh9M74ecAtDFJltqAp9HLaw3M0rqvxXY3vxZS8mJIfUikFjA61WWq2eWgP/OpfTvLi4XHGU3APlw21sqBaErlXbp0XbdnbswAv+wFhktDtlCgpe5NJIfoq+bJEig00HavlncD6wZEoAFzjeQme6+C6EkcplHRzgCPgsi2CX/3nS/z6X8U8tn+MMyt1ulXJcGKoxXbagJ8ebi7RTGoXUgB4j8Hzzyv6GbxH5WDS+RTGcE6c1NPmBaBnNefaGg2xJm8njPIGlZ7UacdwYFrQjTWT49Ps3OC9tbv4dOLUbv5/uq0zx0vVtX+3AJ+aOkVjpXLdyWMH7/z4F6ZZs2aEf/OueW66sMFKq0IQesSxytO9GQSttjOotGbbUZldKNLhkQKT3+2iX468LLgpgDsb95Cxt0nliUmrBi1zO44ujJpIcnD7Xgru0RZzSx0+8BcVvvT4BPOtESaGJBOlFNwlq7sraWBZ9iUV36QMbrV3yQ+BkPuf91iKPMZ8+uqxEQUnwlgdHkYOdd/htivbPHEgpBn5DEXa9j6GGi+wteqeYwHuKIOSLkKmDGJg1wbJb/10g68+0eFX/nQ1p+dH6Aw7DHuCWqypxOBHdoaMp+xAIzcLNKXIg+DsuRioiwEWz4m8cG2yRhI9AHBj+hN6+ZHWnEfZEYv0da9EtxkLOp2Qmy5e5F+9PWC0fIx9+07cObpmzV8kcfv43ymDB0ELz6ts37v78Z+hfZAL11bZc7rKf/xzeP8PnOH6nRng3F5jAU4B4LYWw5GSWAucgYaEjNHy4DIrlCq4JcWS1+LJlkL3mpOFSTN0pDaYBXYmm+yYiQTPjSl5Eb4XUSt3cJw2D76Q8JGv1bnrkVWEus6qumC8ZGWJtQAzn1ylh0iZu8jeEY4T8OhLw7RDhzWV7PMMMnhmpUmiWFFyFddf2CHWFuCdSOSNvUE6psF1MotTpUC02UcLOMH4sOBdr2lR88/wp1/r8NBLY0xHZdolST02VB1jQe6kcYgy+ZQwC3KTu05ZgkxIEPR/diH6QqD0tcnBnjFw3hpXCDwTbVK7MGuuEDnQbb2RBXcjkrSjmFsvneUXv7/DRH2SFw4OcfTZw7zm9l0/c8urbnyu1WofqlYr//sAP3TkJL/xp3dRqQyvFd2Dt4zWZrnqwiEiE/HA/jJ7j0luuijGVTGJlrjF5gIUQpgU4JJYGVQi0KqX2i1mx7ILn4GgZwcOlL1m+lD0rC2ZJlNsHyfpYEqdM7erbC2G70Z4XkTJDalUunhem7+81+HX/nwVR+ZGcf0SkzXBqJ9Q9w1VH6pph33Zt9nOUpoQsvUrSboSWHky30hohR6eUnjS5AFm9hUyq02brPFXEsYuZbfL5HCH5XaNTiTScWs2VnDdJLX5VGp3ql5yJg9cbeXjW1/V4pqL5vjVj3f5xNcnWIyrtH2XqiupO7YGx3fAU+TNEE6W9JFZaYModAGZcwCePfqSbAVG74F8sLAuK6ojj8Ny5k7B3U0E7QSEjrnogg4Xb5Y89FydFw65nJw5y6tvevQWWmfXRsvLh5YWTjMytv5/D+DGaH787a/b/MSzL33oz//qMFduE2zfaCj5cOu1S9z5qgSDi5AaRyVpQFgc+2AzZRbcmkQVSigLFWZ9AWUfc/fkjg0si5rb9P0OJUwK8CJzJynIs6lZIb4X4Lsdjs/E/MlXq3zh4TGOzoxQr7iMlmDET6j5Jk29Z+CWKbhlnhQqpdrb9+yNU68GfP5Rh0MnypSUDbhzoNBDeS9ZYnV4FDvs2gRvvqbJR+4eo1VxqEd2PIMfpnGD0jiOTZxZ7ZyB3C1cLLsqbByX/ML3t7l0y2n++K5Rjk4PsRiXabsOVSWopED3pLE3TuoyZXU7spB5zdk8XY7Pp8mLQWefRz5YGm167lmcsbi28iTUtj2uqwUxYJB84aFxdJLgRIZT0xEbJw2N+eOcnL7xQyOrXvsdUbDyP5Uq3xbgxnSAEiePPrXejQ5uvXa7Zt3qEuPDXbasC1gzrqlXSiRJJg80RiWpNFFIYUiEvRBKa7SSJIlOQS37MmK6T5aI8+ruPAkhTM4uvfESOnVMTNqOlhUYxbZzx4nx/QDPCWgmIX/wGY8//eokUwvDaFVmdEgx6hmGPE0lZe5Knr6XaZ1KKk1S7zwHt2ezl0EUcui0Tyv0GfFTFydLOmUgyb6jKdSkRA71qsOW9SHK79IMa3Q8QTmdQ+Kl8spNJYqTuR5CvUzwqpgYavPjb21z563T/OlXG/zJ58aY71TpOCVKjqLiCMrK4MfGsrk06Xi8nq1pz20heZYRzHmx0i8n+7zxfJUu6PCseyiBSIu0o8s2vGgDSIeTyyN84n7YNqwZKidIWeYr9yecXjm49eJLyutvvfnK4wsrMWNDLw/jbwvwbnsa6QxNjI7oz2weudsdubpsAxQnwfdCawdqgRC2tljJJGdbu7RZcMus3DLRqTyRGKNT5hapW5IxtygEliKvcrPgzpZl08/eQqdBpUapxALcSXBUgudGlLwQzw1Z6YY8+qLkL++t87mHx+gmNTzPY8wTDHuaqmeo+IaK1wN3yZf4vsRPpYlNDKXORApwz7WZz2NnDQ89UyGMXPyqOSfAzB69dLa90cNI4boOr72mySe/0eLA6Sqdkp33ErgGLwY30rihtoVsUqRaWfaG+2QAzzx2Lan4DquHO/y/72xz4caAT9xb4+l9Q8x1qnSVh+s6lBxBWYKvDK40ls2LUmWAxbNrm5MOhd9Pv6Xbx+KGtO5f5PX/kbbWYKQFgRF0EogKAt9I2w861RQsdw3TK/bmu2/vE+7v/efLPzM7v3z5wnJz7m/N4Eut1fLY8X3XvfDCPUPd1iKTYy2u2hZTL0OtbM160io0bTRCKPteGISWlsG1RGlpi9xTeZIV1ZtitVpWjzygu4sAz/WgsPP3snJPJe1rRyUW4CrJ5YjjRKy0Ih7ZI/jo3XXufXaIxZUaslyiVlYMu4a6p6m4hopnKHukrG2Zu+xLSp6i5AlKHmmFnk7BrfFdq7+VE3DwNEytlGxiJdW3/YmTHhBsH2RaYaclYeiwui7YvqHD7pMx7cjNt27xQqyHr5JUomSJGpuHKD76CqESSZTY+vB3vLbDHdcu8c3nmnzs63We3ldnoVlhRXq0PAdPCTwp8CW2h1PYID0rVssY3QJcnKvJiwxOIRGE6MtyJiZtbk6BHRkItCBIQW8bVtLmFQHdRDDVgXo5YbgSc8UFXSaHG8yf+vxQuPk7r9u19dK7+TbDg74twM+cmfKXG+YPf/cv56rHpzczMRFy+QUtrt3Z5K03t9ixQSOM7fDQRqKFRgpFkgaWidSotFBep/owK7s0haZgnQE7S30WHjahZvIlMmfvTJbI3oAgJRO8zM2QEXPNmAefcfjaIzW+9NAQs40qolTCrbnUHRhybSdP2SWVHVD2RHrItOQ01d2ewM/YOwO4E+N5MSUvxJiI+5/1OXG2zPiowJU61bOi1+ibPTK/P6+XVnQCl02rBa+9ss0XHg9pRS6dSFByDV5sWTyIiquUyv1qhOyTKSY9v1mjgs2aOpT9gHe8psPrrlngiw83+eojFR58scbsSoWO8Oh4Do6rcITAlQJXSlxhi7IURUY3uUM2yOLQb+9qsgbz7BDEpgfuOD2MSaNQE9sCFpOATvBJ2LGxzZtv6nL1DsOlWySTI4pWcLxaLfOHjcVTFwKdvxXADx7cR6PZZstowpq6z1zD5+Hn6tzzdMCXHpnlP/zQLK+7OsAVdriLFgotNVJrtLbOiU473LUROIVm4N6RMbc4/4fIT2YGbp02D2tECvBcipQiOkHCgSk4fkbxqfuGuPvpOrNLVXBLOHWXipLUXEPN0ZRdQ9mFkmvBXXLtTEJbZioLh0j/3KQg1znIPde2px05o9l9zAfXTZd5U0jRiz77ochwts1LECd2nPMlWwIuWt9i/1SFTklQiQV+ZAgUqbWnU/bO3JTMxutpldxnzxsUVDp9wKUbupTLAe99Q8BbbljmnmdafPobFY6fKbF/qkK47BP7Dl3HQap0oi/p78PGFCqTh/RGwxXL3zKi0qT6m16QmQE678AypsDaCeg4f3aJef01DX7xB5tcuKFCpzvC6bk6T50p0WxLNnaO4fnf3ip8WYAvzU+JIOj+zFe+/Onxy7b5NFqG5WbMcNnwwokSTzw9wu+Uuly5a461QyEiVmjhWDDLJJUgKpUkssDaBXBnTm4hOWRPjUlpoSBJ0q54KXSquRN8305STZKYswtw37dcDp8u8+CTZaaWyhw5UwHfR1VcSo6i6hiqjrYuQjo4v+TacW0WxNkh00OlACfV3Cm43QTfteztORGlUsixOdh3vIIr++3Bfu3aH4Blq5kte1XEsctFmzpsX9Vmz9GYduxSiwSBA15s5wKqAsClFAgp+5gcBgufRB7M2o53RZS4BK5HvRzyA6/v8qpLV5haanD/Ux5HT/nc82yFMwslko6Llg6Rp0CqNFiWeYmELJRKDK68eRIof91L65vcTUiAtOSwCHJj05qrhgN++vtWuPkqwcyZOvuOj3PibJmlhmS5aXjp5KHx733XO3/mxInTH9y0af1504EvC/Du4r1onbxr3dhU1TUOS01Fu6NYNREyMr7E84daHJuRdJBIN8bBYIwmSaQFtJQpoPvBTQZs0wN3//2fgjwDde6UpFJEJbh+QpQYjp4S7D6quO/JCnuO+bx0rEwj8AlCH1wPVXfwlaSioOJoygUf2HeyOo2sbNbWhfupLPE8hefJ9AYwPe3t2g2xPNfq/JIXYXTIzKIkMD6OI/GkwUm1qxjQ4PkSni7XuYxI/XCBw8RoiFRdWpFL2xHW6Yh6BWOO0n0ZSJklBgCyYUeIfHxGkpUFpH2UbqLy8RPtwGNyJGTj6oirLgjohB1+8NgKe4673PdEmd3HShw96RPFDsZXJFKlGaBC9NwXBwyuxJn2TJk6f6/zTv5es3gK9tQwr8iELZMJh44rnn5JcPSkw8w8tDuR3dOzPV3tuk++Syr1wf8lBr/nG3fxxP4lNXXqKXHLRdOMDdVZbvhEkeTGSofVk9OcXWzwxB6X5/d6jF9pP7TnasoV64Wj7ZGkDRD5KAd680qKAC+eFiE1jpMGsNIQhYZ217L58dOSv7rXpx0pnn+pxOFTPvMtjyD27Oxj5aLqDp4UlBVUpKHkgO9ofJUWHinL2p4rbNKjCG5X4qWyxPfA90hdE5syt0NA4zQjGlEuhcwuJdz3WI2Vps/IkMBJg96s6OvlvGPT1w0jCQLF+Jjijhu63PN0h5MrVTqutDLFATc2uFHmWaceu0ysXUhx1onMf4c2TuF3CHTK5ImjiF079iGKXGuluhFVL+JVl0Rcf2HId90ScPCU5IV9Lp1Q8Yn7KhybdkFI2h2HpKPyGdd2F/WXkZl9aelCmK0NIjYIrTHpDVCu2t5RgeHyi0P+5IsVnthd5vhMjdUjhjE/IEwMCy1BI4q4vfqEuPriK9U/e+zz8fU33vk3A3iiwfWG/+CvHwouS+Ilbr+yyZqxMlGsKJdCRoe6bL8gYGpe8h9+t86/U0MIabhyR8Q7bu/aOu/EMDGsueKSiKpv67ztly1KkXNPiJCw0oYXXnRYaEjKJcmT+1y+8nCJbqToRoqz0x5aOETGRQsXHAfhOzhS4ilBSRpKylCSKVMrY2vAndTzdXrM7WV9mTm4VdqjKXL29lyN52UFWknO3p4XoVTIt55TfOHxGspz8KVJPWX6HJTzMXjmhWfjFqJE0e26vOXGDl96tMEn7h+iFZeopjrczXR4RN40nHULCZHdSdlZlQWtL/psyTiRxI5lctdRxI6DEycW6CrBUTZ3MFqOuXFnzA07I4wIeNtr2nQjO4jzy4/4PLXPo+wL5huKF/Z4NNqyQOZFVi+WIaYWoDFUfc0VV0aMDye28SUxvON1AVdsj+wkXgX/5Y/rPPx0iaQimOsa6q4gTAzlSofXXTnHrRd7l7n1W/4AOO+WEecAfGauzarxcv03/+izO49PldX7P7yRL1y8wjtvXeHWywOWmoYwiXjmyTIf+PAQe096ucg8eLzEV+6vpquRYWhEc91lEbWSRuuXqZgqwJ3UdVhuKZ7e7dFYsXNMAqMItMQIBcLBzgV2QCqklLhS4kls4kJqPGmB4CnwVG9GnwV5b0yy69hGgKzxuAhuy/Am3wPIz2SJ26tn8Z0IY0Km5j3CoIQ/JPHStLdKq/L6sphZRw/9ya1MQiRaEUYuIzXFhvEQT3TpxD6dWFB27BDMrIbEJrV02qyQVf/J/HfZ3yFTS1YXhuBrWwNSkEZxnKR5A2UTZCpGxQlhZC1XRyZIFbN+3I6bEDLhwk1dQtNBOpqVFcHTux2W27Z7K+uYOPeKZwawbXKplgzXXx4yNKIxsf0blTTplN0jv/QjDTqR5MmDBq/UJo4kr7uixdtv6XLtDkGs68of7excu/X76iZuNYRT/fYA19E083POB1Vw9jU7xmPKosxT+8o8sm+YstPExAFSGNpdSaurwM3zuMTAiu5pjsYSnL3f9H25/A8HaTt/FhhhPXMcab+lTOtOhUJIiZASJQSesAkKT9i0s5cynCsz37jw7KSd9Ip06z1ycNu2Lrsliu8JPIe8xNQyeMrijsZLs6OuG+H7EafmNR+/pwqOhytFL8DM5Yk4h8GLdRvZkFALNmu5hpHLu+/o8MUHO7w0U6OVuFRikW6CK/LaESVBqCwnUPCnM02emxSyUOCVHTqvhXEchZvYxFgGdCV7STP7nNg4SKQzVaTGERphNBMVzZtu1nb4kkhZWmTXvPh64LIbCYnAxKr3w7Si0H4DzUUbEj72S4u0g2XAVl86skwSDzE1M8zxM2WMv/SaG9ypD2qd/MT/lMHD+S8TS+FtX3OaU5vsDA4MTDUrzHd84igAHQK68K+LdZT94E2cgS9WDIjy+oziOi5zoCMsmLOIXQlbN+GmgM4yb660Xq0rs6baQiGRQ2EOSsbava76HsBlLlt8z+QtbZ6nC4NzYtyUvT0nQsqQE9OCuUYJ4Tj4kj550qvh6H3bnqvQX2DWCwQVYewyVg/YNNlh/3RAJ3HoJuAnAjcxuHGqw+NeJrdXxqD6Si57WUXZm1RgREEaaZxEkyhha10ShSN1WqyWpDNUdCHnkBR+p+69DnVu5RYNguyOFgWQD/rm57K86P2bJCsOk8SJQ1eUWWlWWVipc3a+yr7jDvtOT3H//nu9ng7+NgB/6chJQCDkLFJ5KOlQLxkmEk1kFEuijE4ca8gXP6Lh3Jx0H5CzJ1l4Xbz6Ig+UMtazE6nsIqGESZMOFsyOoPc6fVYp0WfDfbIREY6y1XPFhmMLbmmfvQzoWfCZgjvr/nF0LlFcx2705HkRMRFffbTMzFwZd0jhZdIkDTBz/T142xc0eP9QHZv06QZ2gu0bb2rx6ItdGnGJtuNQjjVhukL1CqMKWUah6XUOZYGmoK8uRCvL3hqStKrT1cICPDEoR9shSUoTS9UPcJUxuCmwebqCFME9AHBRYPWeBdwroOvLEIhzxY3Bnpco9mh3yzTaZRptnySRILsstNo4y7Jv947zAvyvv3gPolK5+a5vfvOa6ZkFgpbVrNUSrHRsClcKiZaODRYNhStXYONsblofwE3un9ovnXmp5M9ZIG6BbdPEWcGSSt8rWfh5ypZOoT0ta27OgJ3PQVF22pZzPoBnAWemu51MlphUb/fXkntuhOeGTK9onj1cBsfDSeVJlp7PGXxw0SIrJivUUOesKnNPPIpcrtwWMDbcYWWpQjtWVp/G9ruoxNgjKgIcC/L8F8lefU9WqalNnnjTSueSxVHS6u9EEKevVV7ApvNyiAzsOXPnuYnU2k1nHubJOUxfJtoCWGecVmD3HtiLzJ/hR+teZjaOHVptO5tx10bYsDZmzaR3zYW77rj5l953+yMXXvba8wO85BmkCN40XPKvmIkqTI46lEsQxzGtJGTfgkuSscPLFAkPNgFnMYdMfy6FNbEkKRDIArL0ZzmgLagzoGTgtj2ehZY0kdlmWXOxyN87ShS6V3rAzppvLXunmtsh19uZJWgZuwduN69OjBBE3PWwz6N7akjf2pKu7H3+Yhtd71QNZjMHR6PZQDPRik7X5YaLO7z5VU3+5K4aYeLTSiSlxO6Vk9/UhYIzIWXK4sVf9XJMDtqRaee7IFFWpiTKth3GSuCkLYhKynRQkEblDJ7mKDKAy34Gl31MTl9GmsLPxQCz5zdEAegCg0EgpaZW7nJ4qsT+k4ooUlT8Kr7rsrLkXzG70H5TkkSPnJfBlxam8EvVO/a+8K3v37JqkYmKg5QK39WsHo24/JIZDn60ypnFuhW1yJywFb2LmYaFKSP3Bq6r9ISr9EsUNarMgF/4WQ56UdC0uTthCiDPtgBM66Qz9i6A3Um7YVzVD247TmGAudOeTS9tb3OdrOEgLhwRIRGfvr9OYnxUnr0sBpiFvkZ69l2uwTMWz+eKSDtdIJ+t7SBwecdtbf7iqwHLOqKTlOgkAjcmZ3EpDTIWeTLM2oWDWlQWrMli8ZMgcdK+SZWC3DEoLXASSaJsLZGSGpnYpvEei9OTK4OgLvysJ1noFeLl7D7I8v01R/2HpuyHzCzF/Ok9NRbnYtYM2Y2AtTYoZ5ZbnOXvf8ubXvvA8RNT92zetK4f4K4KkKhtI5WFrResOUtiyggMvhezZqLJlniZybrhzGzJnl3Zr5EtE5tcaghRYOnCUl0EdCZNZB/bmZyx87108hFjxVFsxSOd75ECOwO5UgPDblJgO0r0nJTcDrQd97Yx2aTM3QswnQJ7+27Is4clh86UMMpFSYknNc7AqiMLAnzQRaFPg9PX/JE5KlHssnVtxEUXtHj8YJlIeXRiQUmCmxicWKTSzbbFyTjV4UjSErYBWSQGgtvi7MfMXbH1LknafWUlim05zFjclunagjrZV5P/cizeqyUSsh/YWSlGxuq9LiJdWCXsyuG5MUvNkOf3wnLHsDhqd7gWCFZay2zY2trabEXbmu34nnMY/OT0DEJVWGlOMzF6htGhEgCeE6NFl7/8suDgGR9cu0OAEtjSykwbF4pv8mIc0Q/084K8AGQ58Hqw6D5vqxK9Jtn8SDtdciYvjGmz+rIH8OLwHwtocmDn2cqcuRM8xyZ2bFdQhCHis/dXWFgoI3zH+u4FCXVODUoxTClW2ul+Vk2K3rS2G2yNj0re/tomzx6uEyQl2sqjnFgtnsUpSpKCO1srdOqJZ4W5qVQZ0OP5vMdzRlpLlE7LZXWWUDLpiiHyJFPG3jmLy+y69wM8n5iVvobBmn6ds7bOAS6RWiNVptdt3fzWdfDPbpvnT77gsfdsGaEEoCl5AYlcII7OEEe94sIc4D/4S19DSsX07ByXb61xw8UBIkkQUnN63ufDXxmmFdfygKossVZdJhkGWDeTHLkWz4PJAfAXgJAHS33jxNL/7gCw5XnYO3+fB5jZkBuZyhSJ56QDgDJwuz1wu3kqXqevk77DUbZz56UT8Jl7awTSQ0mVZi/7Z7IMZjAHnP++0tLBEcVaZ8PlHfzE4e2v7/LRu9u8eLRMpFzaUuIlOnWPBDLJgJKdP5HqV50KRp3+rv59i3qDNC24nXQlcbQFdiJBaZ2P3+g1JvdAP8je+XXPwC05D6sPMrjslUAX/p6WAmkkRlmruoutCfrZ722xaugUp+ZdDAqjBdfvCrj9moehdQhfJP0An52eYWL1qsrP/fIfbnmks8jzL03y4HOCINJ2aAvYyNqTONKmwn1JH4OoAqj7mDhfdno/o6DXRfFmED1wFEcfZ3XVqgAglQ3W7AM2eaVdDm4nfZ0meQbBXWRtV2k7MyRvEct6OuP0iFBuyKEph2bogbLlAW5Rfxe+a3HF6nNR+vpPB7zwQg13psWrrmDnui4vHgpJtE9He5QSW7PtpBpcCTut1VqsA9YbFJi8V/iWDesx+WDTHuCVTq+rlgMA77F4krM45wI8A33Se98vQYqAThldF+v9NcoIjDD286msh9VBKY8ffbMt3Ipi6AY+K606J6aG8evbt1x5809Vps/+UntyzVoL8G57isWZxdffdt3Ez505sZe6Y2h0oBFIGqGgE9sidUzPrnMKwV//0nzuMl20AnstZ5wD/EFg59NhC8DujWWzoHekyKfHZuxt5UlvRFm2i7GrSFvuerLEgtgUXutCD2R6pLUZvhey2NT83l/XWOiUEL6t/fYyH77wGYsgf7lHXk6qRQ60nga3jkocO9QrDj/53U2++WydhcAjlA4dKfHyHspi76TVpH2WXJopNugU3BqDHHBWRMrghkTa10plQBd5v2v/eI4Co4ven/UqQOmVOWevCxKmCPBzGDyVUFIaVHZehEpXJt92QUUuncCj1fFYabqcmXdYtXHdz8XP7X8kCjtfzBl8z77d+J7L6alTVEsGKR0757qtKXUErUDQjW03NPRcjvMBWw2w8GDwKOhVWkpxvr8nBpi7F7Dlczv65IlIWbwA8CyolBInlSRODnCTjzDrA7bbm51iC4762dtVEZ4X8qn7XfYeKYN0kVLiZ6Wx57m5Mwp/2WpCBhI+hXYznfZVRolDHLtcsrXNW1/V4KN3l9COT0d6+FLkSR8lBVH2+xlgcpFJFcvkWd9kcRcHY0ArUMauCtoIC+7MgtW9EXz53MdMc6cTDURhQm1Rl0tNP1NnM8l1UYubgX9j//tap1JFyBTc9vyEkUOr67HS8lhpuTRaDnOLEZE6abenjMKeRJmaLeF5HnNLLo4jmai6VEoKV8UYk5Ak9iLE6YU6XwBYtPHshxYvr7f7GL7Xcd4nT2T270UuSfoB3pMm/QCXPYDniZ4M4MbOyU6liKt6rN0DeVFzW/Z2HTu1amlF8+Vv1Zhf8aGUuifCFJbw80uUYoKrqBrOa9uZXlJDJ5mb4jBSV3zna9p86dEuCy2fUDl0EpnakyJ1b3rnXMhepjCXKKbQoZy+7w3RFDiZs6LS1zJ9Ly34k8LKqYUhUT3ySQrsLiRIbc4Fex/A+3W6FBqhoajptUk9dm1vLNIAVSeSIHJotj3mlnzmlxWtji09WLfKZeuGMkFo61ucM6ePUK+PbN6z+5mfWp5ewF1vA6cwklTKML1s8qmf+ZjdYgJGvhzgzQCQe4DuA30hIFNC9LO7lD0/XJ4LcCn7ZYlMtbcqAlv19qJ3MuZWZkCe6L7DcYpJnRhH2czlseOCgydKaHyEtO5J1pqmBH3snZccZPJb9ODWmxpAIdNYTNn3HBWtbbCJcdi1KWTrmi4L+8uYxLMsnoi8dCFbUXtBXLHQK2s4kIXVQ+f9m/lKIgs6XBVim1STJyrV30KkDkt23UX+LGThZhsAe09j08fkdoU2uRYv6n0pDNL0mN5AvpHWqWnD9EJMFNmGm86zZynVdvzUNVff8PyB/YeOO2W/i6A1OTnevmPb2pNESQ1jIlxlaAZtPv+0Qxx4lJ3sQha1dzGT1i8pROF15gfnQeU5Ekac8/dl3jTSm1ArCl0s+eiEXH/LAR+8eGS1KUVwF0Ce7lfvqpS1U/ZWKquwi1Aq4quP1zg0XwavJ09c2S/Liux9TmnOeWSKPifgzDKamZuSltGGDheMh7zxhjZPvVQBbXcV7kiJm6RDPpMBB0tk1mGvgClzVuys9d7Yjvy1TF/LdFXJWVyQKFDGoNPrk/TZtoVrPihBc/AXAsyMrQs/l4VVQBuNNJlNqVEGjErzLUpT9rs4zjIP7VtN1Fb5LtrzB6a54OL4jq3NYHKpnRx3dh+NcLyY+bNNpDjLJduG6XQlQ5WQ3cdbNDqTxInfz1ZZkqfQtaIGwZ3Jj3SplAPLtzyHyYvjwgo6XAqK+lvlf6+gv3OJMghu0/d8DrALjO0U36s0c6ms9i5XQh4/oPjit6p0uh5UHBwpcEW/NBkMMLMiy/Np8HMKrgrBXl/CJwV5FDsM1Ry+69Yudz/a5skDHqbq0kl8XEF+o6n89/fS3D1w90Ce+ywmCz7TG0xZNk+k1eOZPNEaZCpfrH1o8muWFL57H+tmrKz7pWdPlvQYW0qB0CZfBTK9rzNwG4ODQToJSmg768ZfZiX22XNyjJGypB0I1k+2uWj7Mju3NmmsNHBmFizAZ+ZDhsUCQ8NtqhXB4Sn4z38xwkLLZ7RcyDDmxU3FeXaFFLvsZ+TzMnUO9B6oM9ek/64/F9hC9NhbKfszpwDuvKLQMXlloeP0Rig76SZM+XvVm12Y10M7CSp1TjwvJAoT7n6swksnK+C6CKnwBPnmUn326MtUERYdlV4zrsh3reixd1afInsFRqldGIYOF26MecNNLV44XiaIPRLp0tEKLxm0atMgM8nA3g/yrIzWqPSzqOxms8OZVDbxQKYBqASVShepyFk8tw11ahXqQZMgA3QqWfT5mL0XcCpp5Yg2oLRAquzcaEj1eEYCQ1WHX37vWX72f4QcPVUliWGiMk+92gC6OG4HpzXzKYZrDvsPrvCJezawalQBhvmmx/R8jYrnUXGyJb4AmoItpjIJMbBEFUF9DlsX//wc5u6BOU/siGxAe2HoTZG1JXlfRDb72lEFYKdAtzP+TM7UTv7ce+2mwaWjInwvZM8JwT2PVmh3PKi6SCH6rMFs2msu06AvwOw9BtxpQzrRy/TZdX0Jn0IBVhi51Oohb7ipy5ce7PLCUR8cj0BLuknqqGhQyYBrlTs62HkNveL9vo0FLMhT6SItm2efScoU5BKksS23WSwkhEnlSgHcuvdclJ9FYPeYPbtZ7LSzTH9raVBGYqQBZT91nM7cCSOXdqfCFVsMf/7zCyy1FsDA2FDIM88/zhe/eoKyF+A8vnuZSslw8KSk2VrDSlsSpR9uqAQ111BJ+xqzjpli9V6vu3vAy5Y9trbM1j93evB1sUCpx96F91L0OSlKpTeWKlhZMmvn6k1NdfrAbXrgTg83m0KbFvg7Ks57El03IjYJdz1S5qE9ZSjZNjkvkyeiP7gsOIPnHOc+iuxd0OFZc3nqqCRa9gE96LjccnGbN97cZu+JEnHsYoSiIxzcpFeJafW46FXzFdrF+pjcABmLG4NRPcbWxo6oMNqefy1F7qRkQE8y+9CQJmoKwM/tQXEefAywuAGpJVKALpQCaGkwyvTGchduWmMgThQj1ZixurF7dxpB3YtYXTuD7xqc+dkJlqTEiUKuXNdioW23ciPV2L2+xh64s0AuB3ffHSr6lqfz6+5+1i6yugV14XUGbDWY5OntvSNfBtzZAPycuZXJAe0WQN3T4XHK5jFKRXhuxPPHJZ+5vwZ4IF2EUHkXkcom2p5jg2bet8hB1fNQitq3v7sn37EsO5J03J0RhT3iHYxxeMdtHe57rMvTRzxQLpFWtBORFnylnyWx4CIxvZuvsIZYzW36PkfG5JnutYGnQBlpQZh59arH0tqkr7Nrry1I+1brTJpk2ND9YO/Lexh6Prg09LaPFH2BsU4EcazoKo0BgtBlfqmM0HU2TniAxrnjOju9KAzh2QMJj76kqLipS5L1M8peG1ifdSR6QMsbbF/udZ8u74G6PyAdYPBB7zv7far3e/O6cFUEucnliVIFcBdZO3/OEjs9Da5UjOvGRDrmgSfL7D5ctiMppA0uvWycWZGR0lVq0EkRBcYuypPiBIW8dLZYI1KsLkxkOplXkiQOQehy8dYut1xnWbyTWBYPhEdXg5MUcghJZhdmvbK9m8wMyhTVn4BSKeCVBCM1UokUeBbUSoqeFMkYOZcmqcwsJHl6xNabQd73b7IgVWQBZuq5a1vCq7Ue2FlZESU2KSeFIYoVzx9WHJ1ycJTCIHEmJ5fxXMnsYoeZdsBKp85QyTJ3Zq8NNhLkCRZZvPtEAagmZet+oPd54RljZxo9BXXvphDn3Nl9QW3R0ck0d7ptSQZ0R/UCSmcA3L0GW92zAzN5omzV4KGzgo/dXSOIXKhk8oS8NU312XGDkqSoWV7GRRnUwPTS9f1FWP1aPIocKr7kPW9oc9dDVQ5M2Zsv0Yp2omwZRQpyibClqEkqTZLCSpLLE9O/otBjb2nsiDVlBNJYEjJGIFI5JXJ5UmDgtDpA6uL1zpjbcI4tnN0I+Y1hs5+JzGpeSAFu3Rud9KZ12Rp/m6CrVwLGRhs8c0zT7FbtNR1e/Z7Vz76075c+dfdDnDhbourYzVGzrZ8dKQqSZBDconDnFWVIUW4UNXch4JRigLn7t7LrW7IKTk0O7r6NpjKQpyWe0qAy7V0Yhp8DfVB3O/3gdlREaGI+f3+V5w+VbbuPcFHCZi6dvAb7PJ6vKLgm38YDH7QKi1NYTeqimHTGY98ELC1JtEPYdblye4fvvq3F7/ylR0c7oB0iIWlrK1XyFHmSfa5Ukxfsw95NZnorSe5cmFyWmPRZGpNrciMt0DO2lgL7XvQDXohCYFokOm2LsJQuEmHG4JkFaXIyS7RAJYZYGpzEThdIHImTJGgNnqu4/kLN+tVLjK666ZdWrbr8x5yjJ08PLyx0vmNlXrKq7FB2dVqIdH7GVgPALs7lKPrAvaGQol+Dy54O7y3r/fvC5LbjOR57ak2eD9z5Vhw97a1yBte5TOkH9bnPSkW4TsTBM5JPfrOCnb/igky1t6Dnngj6/H+ZEfd5As5eZHSu/rYFV/21IbmTYuwItiQbYpooEpVq8cThna9t84UHKuw77YIMMUISJC5tel60SPV4f5BZFCki/UwmB7aRRS3eL1mMXRRya1DLAsjT1H5+fXWBoQsaPMdEIno+uhxkd0PRmVFJltSzu/UpZXASk25sZgcalTyPqkyIg9Z3TM8eGXYOnOowtxBS9zXVss7lyKBD0idJChJCnAfUg9vQDTL4+YPMwWC1UAZQTCjJXvVcUXv3ATtzUJTtBHdVz/9WmUSRGuVk2UrL3Cp9TlTMVx6psu9QT3sLIdOESo+9xXku2DkuyjkK/NxxCYMbrBrdbxkmWuCktmHPH1eEkcOF2wLecnOLI5/0CRMFQpEIRVdI3MTWqIg80M2Kr0Re19HH3tmHyT9nxuLCMncmRWTK5DKVLQa0MP26u5gDyRi6GGT2mQ/Zvyk6b73Nu3oNLzamsFWkRQzYEo0gVLS7BikCNk02qQ25OJPDIAIYrgrKJdmfci9KkAJD93zq88mPotTo7dBVDMCKy9T5Kg/75YkpSBTTD/J0Rl/PIixocEf3GN0p2oD9utuVKXNLG1x6bsTRs4r/8fk6XWnBjRgILmWxNW1Qf2fDdzgPtAdA3ddhY3LdXdTiupC6TxJJrCQq1eJx4uInMf/izhZ//UCFI2cckDGImEi4dIRIPfH0cxbYOwN8Ec7ZpIRMgxelScbeUvTe65TBpRFpAs5WIdrAcTAGS8+NHiCEIg50EQviHHz0MtuGKE8SibxXNGvCEMawsFIhNDWckmt3MxiqCEql3iD1/Bed41+LPtbuL54S5wCdAqjP98XEeb9EpsWKGrywQVIxyFSDMkWnOrx/MyqlkhzoKpMkBRZXyjYTN0LNn3ypztSsD8rKEyFlzxosuCa9aQDn8b4L9uC3k+L9ZbPFxoPiDnTFTGd/wBnHDusnAt731ia/+jGPlciOOjZGEWhltXiSXotCGW3vLuwxuaHH5MbYpnFjBMoUnmUvMSVEEeikQac9JyYNvrWw7K/TG1/IfpLLsaBfBht9pNnT6L38COcWlmnDaNdBeQrHUXbw5HDdxfcdtLad3iY/Gdmyey5TZyWZGfDpu8BFli/ctfQv60WQZ45Ev1zpLUVFsKssrVvU3ZmLkoLccXoD8i3wexObnBTUStrDURGOH/G5u3w+9Nk6gXatPBEKKSRepr3/J2n5XtxR+OHLsXifo3KeTXALvm8WYOY7ZqQAT7RDyYn58be1OHjC40+/YrU4KBIEXSHtuUqyz9VL8mT/nw/MKXjf2Y2nZBHkaaApsNJEmJzVbWlrVk+SVQamaXqdlg2kDC4GwT1gQBRl3uB5Prfco3ebmpQQjJasCaCcgLNhtWK4rKCraHUdmm1Dkph08eoHeK4pi24IWRB1rgecMfg5euu8LG6X+qz/sq/0tsDaVovp1As3/fo7G1ST6W95HsckkyOyJ1Os7x2xuAR//c0KS0EG7jS4FPQyl3mR0KCWLJ6fASSLflBnAC7agxhb55d3v+uBBohzUvgKlSi0dIgThyEv4c7b23zhkQoLTQUyAiOJdCpVRIHpKFYZ9pi8t1NaP5NLad9nyR8tMjZP0/hpJtKk50KnyZpzr3nGvmm3UcbqIrsB6CdKBjA1GONk2Es/a5JAq6OZW4opjUArFjiVahej29SqLcLYSQcvmvx7F0noHIAXfhn8zz/IueA257B5f9OxOQ+L9zfA5rur9QWa2VSm4pH0afD+wDLCLcfcdX+JJ3eX0Zn2lpa98/mHxTp40Q908XLHtyfxfj2eT54qyhKJNjoFfK8Aqwj0OHFwdMz1l4S8+do2H/+qByoE2xFLKBw6uVxKs5vnhLqFnxlbFturlUmBLW2FoZQZm6csXgS6FAhjUkswBbwoqIEU5NmQH5kGvEWgk73O2u4KYO+/MXq4g3SLlCShGXRoBB0qYRdn71HBzKxg927D5KimWlY4TqbZBsBbAP054B+4Cc4FujnnwheTJH3dIKLA4Lk92Ov/GwR6Buy+UWNqkL11vgObBbYdC6ykHfx+5JTkY1+tMd307H7X0gFhNWy2Y0Nf3cn5bt7zae5vB+xMHgy6KMVm5NwXF4WNq+yQzEQmqESipd3+ZHU14b1vbvHIbp8jMxK8CLRCC0kXWYiDBkBU+LCmwOSZLs8rCw0YYSyTS7v1ep5az5m7x8Q6v+apVElBIosMXgA3+bSrlET7sCVeBnci/28pJVg9ptixWbB1m6FWNzhVr0TVK1P2Kn0zQ6Sk7y7JT4E4z+v8l5re60yeMPAsgEL9Rs7kud4y5+jv3i7G5zJ5trNxj7ntz3JLUPWaF3oTUy2wpbJDNINE80efqvPQs2Xb25Y6J0Km1qDo9+L7guABxmbgfeEUnWsVDmYz6dfifeMkTLGMNttMV5EYjdRpnUrscMtVIT/2jga//EceQSxtfYWWJMKlq9O6HnsJbO9mMdBMbyZkD/S2ZNakzolthDBpwkeK9ObLCClN5tiYrADudCSfTs9Hkp+bHrNn4Car2ylMBsh+XsRakUAENuB0jSSKBJ1WhXarjFI+zoZJqHqC7rKDkCrXur2evt7z+Ra1wTc5Y+e/3PRd9H7HobjEF8YPDLK40C/L3rLI3rkG7+nv/HUabFo7MBvsHuP6Efc/5fKFhyoEgQtlC+4iew/WfJ9XkhS+V/+5OX/Tcc7aZC0Ig0Fm1mlPT5MXgJ5oicz2IE3s3jlx7FCuxNx5S4d7H2pz31MqlSr2g8U4dITosZ5OkV6sES8yOWkdSlaPQpG9e364dU1E7qYIYVI93tPW2vTAPihr+54xfVg6B2j91b45iwsBUaTpBoJTQYKoaMYCjeM5hrJnGK1r+mbaFVBdvBDZXX2ev9bHWIMfvvjFeoDoyRNRYPU+lkz79NR52btnB8qCLJGyl7FUKkHmrN1j7yywXG7CXY9UOHC2ZFPyqfbO2VsWtwTs70Xt874HtWKPi77tw6Q6F1PIIvaxuU30KHMeFk+dFSmsoyK1QxQ47JiMePOr2jy5z2cl7LG41eOqJw/zi5Sm7dOoMv/dqVyx4E5T9jmoC40Qqc62boroI63+ANz0kQHngPtcAi2WyOYFavnrnsXZI3lBN4johglRrG1XvaMMtWqCFLKg+XpAHtyFuPjzl3uI83z4nLUhtX4GmmSLTJmPEBiQKKLI2gWJkgWV0uTWYL6t9yC4ZYLrRGgS/vyrZT70+ZrdHkUpEC4IBwXWGhScU/d9fhel+H0LrP0y7F187i9yyvxuU/DAe3LFzlARaGGDT62lbRTWKt2exEGphB//rjaHz7h86AsOUSzTHTLshmChkNa6G6BEIwHdY29SuZLWZGX3YVo+YYNhaYT9a5JcqghhHaH+wLJ4nkT/Cl/AyXlPVfE8pT/ow2ZfLsHQDQxxYs+lMzo8h6+WCFa6xOdYUz1vsZdhs9+0qBuLLD94B54bgBaZ3OTA7+u0zrV4eqhe1rDXbZ0ytxoEeCGglKlbInvJHJXVm7gxh6clX3igSquZVguKlL0HnJNeZ38vKTUYYBelmaD3By/H4bn2LrzpD+4G9hPVBZmiRQpq2XdY2eIQRgm1asB3vabN3Q+XOXw2Tb9qAUi0cAiQ9O/ok3Kk6DnkSFIPPM1spmydLTpWg2fJnDTQ7Lvpe4yt0xc2FjMvu9q/PKiLYDYDsx17G80aDc1Owlyzi1Nt4zy4u4SjfUYFDNUi+5fTvVuS4gnN0sh5lN9jnG/H5n3LTwHQfWDPxx0UJx/Rx9j9gWZBmihtfz4A7mxPzWzbDZvUSdKkTkwQae59oso3nytBSeWBJcKWK7gpe/cY27yM/u73ajOEi28D7j6gDwSaxSPfBLiQ1s+ZvK85WaG0Tlk8sd54kHD75SG3X9/m1NccAi0h2x5GC5sEws6h7UFJYGS2I16h6ApQhfc5m4sM6KmsSs+FLpBAns1Or7UuyrdvRwAZUw+ytE5jFtObjptoy9hJYs+R78KNl2p2bU9w1q2+etmN99w9LPf+s6HqMkHo0u66hJGTbhxqW6f6Eg9Z5i2rgOu7y/o/8mDw0CdVziNPesvZwARTAfnOAnmQqc+VKCm4HdkfUCrZqzeRXsyDT3v82p8NkWjX2oIic09kPo6tNxaj0CUzCPICk2dPfcvt3wjlDFQYWguuL+kji8xt2dtonW64qwssrpBaE8UOnpfw8z/U5MBplwefUmhPkO9/hCBG0Ulf53Kl4KIY0Qs+rRbveeJ9NUuF2Cm1tfOMY3qv9JcRZ7/rZQDeJzkKANd5pjUdGGpsy1yc2K0Nm6GgFRgmhirEesPd6yd3LqurrqE1vXDyyMGp6McanWW2rAmRwrFF7QPlqMXmAhtoDU4bHcguFkGalbgWqv8yVlbF4FH1B5ROMWtZsAJzrZ0levrA3Uvw9M03kRGOE3N6UfBrHxvikeeqaZ+lB8q2pEkp7f6aqUTJupmK26TkpbKFtr1eSXF6FKdtSZm/L07H7dW39yole10tvYpFpQpxSVbLIYsTXekNuyyujAbGx2J8R/Pkiy7LHTmwzEiMkNbx6AmrHPBFe66ft0S/xCLLwhbu18KqUwRrHlMUX6dHJjOSbJRzys6Jhjg7EntE+bMgSgQrXclKEnP1xSvcdAUsrpx572PPP3PA+erDNZQUrLQ86mVDrRxw4QYLGiENRunzpImzXbvImd0yeU/8987IQFY0v5NT1s41eWHykSwEnEWZIgb0d58OL4K7P6DMpIlSMYmX8LEvDfHF+yuYkiwwt92i2hUUmhoKzJ0Bq8DSfXKrzy04v1fLAAAYeC6ew2KNiNFWOmTSpDfyrTgRy45600KihQ04E6mQHcWdr+ny0tEWH/ywS+jH9sOmu1EbBBHpBq4DgafV2gadpemlyQleioInnsZP2QbXvbiqP+YqruiDi1sxHsnOzzk3gKYgl/tlSpTAxZs0P/I62DSpCBOFEALnqi0lhBBEkQNG0mqGtDod6zSIbJmkV7KprWzRaUo50SLdh9EMaPIBUZ4HmwUdfj5w5+/7R/PaXb0KABdFoCc9H1wmA0dWUBUhnZhvPuXzZ1+t0k0K0kTYOmop+ifF9iV3xEDVYwbowS/4spJEvOzPcyAXpEqxAEsXXC2tUx86LSrS0qTbAxoSab1xLbPA0yERdoe4H3pTi8de8LnvOZFKj55UMTiEmbjWGTunTooQtqowZXOTE49teLA6XCBMzyrMAF0Eez+5nV+WnMP+KasbTW6AxPnEAQtsjMXLcEkz7nnsO1zhzGwNx3HtsKDtG+2XFQiqvmFyxP4rz7XLOhQK7xNlOydkunlRIvKm0IxRch91EN99X67oh2a24eD8uoIOT8Fc3PCox+D9ezhm7J29limTO05CK5D8ykeGODrlY1yVuyYZe/e2LDx33rlMofA3qTsZvKDfDuS9Zb1f7/YlfDD9jJ3VqKQbSGlRcFUycKcsroUiCRUXrI35dz+yzGM/69LsShBxlnZMXTFBqO0XNbrwOVOSU8LeeVnzi9Emd1L6y6nTVVkOnIs+kjv3TAyuavlg/tTFi00qT7SVJDnAyTYZ08wvGZ7ZFzM5EVIugdYa58YrXYR0SKKAJFjA8wxlP8R3Y5SyykpnW9vFChk7SGnfx0IidLozcWEMLwUm7wG8kCcrsLlMwd2zDQccFGGHoQ9KFClMzyUR2T6OBXAXGNxxYiJt+P3P1nluv4+RMmftjMGLzkm+19B5XZNvA2h6WnYgz1y4jL33fSRgBoDN4HPBNjxn1JtN/JgsABUW6IlWSKHRUmG05spdET/5PU1++1OSMBFZhobMvzNaESLt3Zz54cI+61SSSJ2VyAoGSxakSHV2yuhFmTJ4KgZv/n5w91asJAV2pAVRAkEi6KS7Icfpv/EkdGJJNzacWdZ0VZmJsTpRlOA442/GcYdYmHkc0X2KHWs926avYqSwM+x0Iglij27oIUODiNxscSVB2aKatOvamOxPeuZ4dlnPcVRyudIvVfrnRRc3I+qxeT9z61ymyFymxMhMnpQT7nvC508/W2Wl49ktHmR6pNagZe9CURWFVeRlnJNBbSnSq1qULueoFtP3dI7/nafuCo5BVmWYad5sGKadCpv9nTS7KbMdjSVCKBKhEYmDwFAvRfzo21o8s9fj3scllAsBZ2p1GC0IsfUlhnSHBWzhlMHOPjQZARgrl4zorx4slsrq9OT0X397rnL3/TyJxOwGtoGlXV06saARQTMy6CQGnQCGtpAsS4XWsGX1Ej/4rlt4zfVXs7TSwOlGVepejcNTVWZPJqxbvcTBky7tQCDsFDdqJcNVO0KUrEDO1E5+CYWxhewmtbZ6KVSRozuvWjtHixfZOwtYirsEZK/1gBbXfYCWg/o7K6hyE/Yfc/gfn65xeMHL97xH2M4X0o4lu3Nyr+a876AomwoB5SCARX9y/ryp+v+JbVi0wnMvOs892HMv+ybRpvIk68Q3mSkgsaPQUrkiNTrWbB2N+Yl3NDk+7XDotMC4omBqp59BK2Ip6GpyBndtHj71xW3BlsH0Bv6IQro+cxoHtXff6/QPC0nCjMWL7J1oQawhTKARCxphgqebXLNrmXo5wqSzEluBw4FTDrdftsJlmwwVr4SsBTg7NySUygkiCPj8Mc1P/c4IDz0/zGKnhONIdGKYGOnwaz8+y/fc3MFzXcLYyS+4SXvghBCpLDF9gVLxwori63z6aSGo7GPyHmMLoQe0eAbyJN9eOgO2lDFS2WfXj5leEfzKh+t84f4qxi04Jpn2xs4g72NvcT6tXSztHHDbRH9BlTjfGnwuifcDOj9naRzTZ7MNavMBsGcyUYiUuQ1aWBa35RdWrojENlzfeWuHla7k535rlJklCSXRy8DIfpDb5EpPptjB+NZhMpnmLgz81AUyyDOXxXOWtqYVi6Uofv/C66JbEmlBNzZ4usnbb5nhV97XZHxI2a3InYRGN+HR3YK7HnV5/CWPxHNotByc5aaiHVWmXcU9K8H6O778qKRUGmHVsMRLs1jNsMr7P+qRRGf4ZzcZbNGCSD9476LnA2ReJqtZBHlve40eoPtYvMjeuVTRaeFVqrv7NHgWUCYoYYPKEMNXHq3wjacqttZE9jS3BbfItbc70I5WlCfnJqYGLlpRdovC93w5nVJ0S4qIH0hs9APaFDR42lYoe3ZhBnZtJMLonhYXCrv7sU3RJ7FGOZrXX9vlLTe3+YuvScIYu9dHYcfBHOSp9tbaNl2bNAg1ohhkij5SkGkJrZUohetcPEcD5DdY1JcnECncKNrwttuW+KXvi3HEBGfmPACUTKhVAm6/apGjs2tJ8O/ZtKY8fXaujbNx84W8+OwfHR8d8n5vaGTnHauHTzJWFtT8JNvvldgIVoIqzx1YxW2Xx4ShY+1BMt2ZSpA0ESb6rlvvXR+Dw4BMMZyrwXWB2fWABk9SJi+4JzJzT2JiEr70QJkPfqTO6XkXvJ5bUvS9HdFfVCUpdBMVltji6yKLF/V48dv+jR9Fe4yBi8x5QA59booFtsxvAK3tfjZapPah0QgjEVqRCIMQijjUbBiL+bkfXmGlLfniQ1WiLOg0qXDOUo9YlgxEqre1lSKOsCBWBfbuqwY12TkROWMX7/PsfA2SYa7LC9h3BJQdw1jZcNVWj263ztxiJf2uNvnXaEUoZVi7egunVlq/95HPffH4z/zwD9pqwi8/VKFc8th/uMyWYcn4kM7nEGa7BA/VPK7YMs7Z+S6+2/Ods92yBgyC/luz8PHPbxca+r3w3n+3CHYpekyeBZZF7Z0FlY6XcGpO8aefr3LgiA/VomuSHUXtbfrGQAz2kA6mmQeTOb2Ldq7/lS/H51vVBoPLjNlthqW/uIiekwJZJV9/GjtJR6rpdGSDtQ8tuO3OZWkCSBhEaNi1NeKHvrvJU3tcjs8Wlp3URbE5dwMoNJJQ22YFTwo0JiX9XqFVbwNg0av7z0iweK7S/zTF734e5GTn31GGsmsYr8Lul1bhaZ/hukiHwep0a0iN7yp2rvG5+sLQBqGkm1DdeOWllMtlqo5EN0/jpHQlpd1MtVxSjNYlrtI0mhpRC/E9k27Z3StrfVl66vvgxWAzBXxqD/ZtBQ05qEVmFaa6O2Pu3PuWCVKkrolKWGxIfucTdR54rgTlDNyp552xd669z91f55zGhqJvT4GVMgCLfrAPsnkf7s3LnZk+GsjSLPa9OTfYLNqGGWsjTUGbZ26KtjGClmihEUIhtLHuSlvzmisCfvrdTf7LRyRLbXrWh0w/ZWGDNo3MC560sBOp8oyvIS+2ykgiLUi0N34B3N/2y2fnENNbTYUdJThUgShyOHFWMtJWlH07Q1Nmn1W4XL/mIlavu5Sg2+kBfOfWSdatW3vv3MkHf+2qC2s/N7sYkiT2QzmOoOIL6lWD72mrtU2PdbPKvoyB/+aPYv9dL8ikT4f371ees7coWoMJUvS87640/NHna3z4MzWaSbp3YK67e9JEZtKkzzXJaj1Mn/T4tgeF2uZioDl4Lv5G7km6k0GByU3O7C83VqLH7NrIdAJVoUgr3UU4CzqFNAgjbZtbrKl5CT/2thYzi5Lf/fgQnUSkGc0M2CnghQGhMEISp/IkkXbVcFKgJ1jCz7dRIT2XA/KkeE7Ox+C2JCKt2UmdOSHs9wpjzVIzItGGsm/3QkVAGGnC2CFyFn7t2lftundhfgawX4Xf/M3fYOcWNwqCznbPib7TcxKUVHieoFoS1CqaoaqmWk4ol2JKnt2/PZ+r3ddZM1BL0qevC/ZfqnNzbV08CjdObgeKYiazJ00suG2dCY5h92GP//pnQ5yc89LmUqcXXMrMRbG7IdiCqrTuWxYKqoqHKBRGiV4mr1dNVxxA2j+kvzjIv/81fUexQnHwz/LxePnf67lN5z4P5hQGj+LemZl8MpQ8zaoRzSO7///tvXe4ZWV59/95ntV3PWXOlDO9McPQEaU3UVHQiAox1TfGmBhLNEVj9NIYkxjxjRo1yWtiLzHxhzEEEIIFBKQLMvQZYJjCFKaeussqz/P+8ay111r7nBm6oO/vua59zq7nrL3Wd93re3/v5rB7n2XC8rPm++bSkUaQkCdZ9a4o2XM9h7lwxUGgCrdEp2MTC/eTzLfIgJ/SHSlzYwQarXSaJqvpdBX7xyMs20Va+t+u/fENN59/3qtyCw5w1kvPxXECNm64jtt+eg+aJhUPAk9T9ROqlYSqHxF4MZ4b47pmUJNlJT0QlyxSrw3Y7KarNCQpOyCUTwLRczJViYOLnuXOwB4jHcU9mzze/vEB7n3YQzv9vDu33kJkTTSLnaoKTmXhll9RZtG/+5xMMbsj8tRWIaLXf0uve4aCUGjQk4bzexU2RSqTUhWpdOo7SqOAKInCBINEqDlqZcQ/v3+ct/6t4N5HPHAoU5WemVWpXTQqXdf6+QAAPEJJREFUVKLNoKpYp456atF7jma2b/TMPdN/MhQKJpGYv+Nm7l2Uz2BFmzB8kmh8D3xPIESLJcvX8PKXnkO73eajf/mBMsAdf4BapcLG7R633Ks5YhkM1jX1Skw1SKgGEYEfEXgRvhvhOiYEbuiJSqlVeedCfgntfaOSpFZQUTD0pGTxpUrzGvrpScbDU+vtaKaUxecvrbD+AZfEmgXcmSnMHMvUIlsZ18sORNHJLOQ6F+3XDCnwmWC6j5P35/Hk2nBOUehREj0LoMu8vKeuaGn6lWiJUEY2RFsp8BVWojl2bZe3vXaa9/+DzVQswE76FBVSYOcwBFMGl4h00oMgpSppsyHoAT073kW921hv82+y39lutTBh+DAN+uT6eN47BqEYqDusWWqx5giPuSMDhKHT28IewCemqyRUH3GtkU1rlgyvGGqENKqKZjWmGkRU/JDAD/G9kMALU+sdI4XJ180HimZdUPNLU0/M7Duy5dTZsgUXQuV5KCKz5LmDKURiLLmjaCnBVy6t8p1rKnStQhCnB+q8mkWSOpay7MQU+3xnl+8SmAtALgK9ZO37wP9kcJ9LqXrW1zIrXUxi073rv0DPxs0L+UFCCUQ6BlvqLBBkwC60Jkn7JAul8ZKEC1/a4sGtNl+5tMp0RMGSW30bp1Pjoc2+1eZ/JmQV9ORt3rLdUshPyix2ljSlsr+ZlTBhBhB3haAlJC1b0HIEXaWpxZo4UWa0vFbslRHN+jCNyrxNC4aDR9rt/FrQ2+rPfuaTvPk3z960cF4w0gj2n1Gx9zLUSGjUutSrHRq1NsPNFo1qC8tqYdttHKuDlCHVSoRtmelJWTFx6eD3JMGMevRFKkupsMU02H5ZsCgPmg5VU5Hky5dX+dgXG+w+4JihPSLvbZLzbhOWt0XKvUXOt7NxJMX8bys7CYoqS5F/906IvlGHIm1Omt0XAinlwTl4QY4scvBedl7pcaFqJvNhikUPhb+RnZDl6HDhd+/YFMUBTaOmOH5dxGRLcP8mmzAuSkQiB3d/dKq0ci7ef0vSW1yw2ObPJaBiUBGEXUTYwZVtLLpYhERaMdURtEOLiCwH3vDwqVZEpTGXwbnL/uneB7Z88bhjj5tpwQEGGiAt56rFc1uv6VQ7x7hORK3SZaDeRlhtHns84aHtcON6h4m2kzpiivNP6/DiNR3qFYuw6xLjGJ4kyR2MbJ+I8uWKkuWmbL37LLd5nHJwkSA8uOyagL/7Yp3Hx2zjMfZb7lQSLFnvXjFDWfue0YqNguVOFZOewc3upKZclA6vKNx/cmsmRTFWvZhdWPZp+mTDYolboQVzXvZmuLex6jLf50qm0UYLhSYOYf5AwgffMsn+Scm3rqyaUD4pQnv7tOAsZFY8teS96geR1+72dobo+7KZXKRiUCF0Q4ZqbV68ts35p7V7jv142+HGuyo8+FiFrbuqjE16NGsWjY6m5loMHWC9kO5V3SQp7dcSwBetPJdNd7znpsATd9S99jH1YJxO3OW/bxI8uN3m5nsabHs8YOsejzgylyepI35w2zSvOGWMD/7WJAOVtEl7moBFmpbTS66h4GCK1P8WpOAFQU5JemBP+baQxv+2hEJ68Mh2m29eWWXXXgf8guRAkX/3c++CYwnlgAS5FSzq26Urkeh7X8GwzYroQyB8tihe8bVS1U9/robOHHljNYqRTnOllyCSni4uejfZK6LI6Itxf7ShKlqThJr5c2J+87wWt9ztsmkH4Ba30gR/yo/TjRJpymOvqKJgCAoJXb3Pap1b7zhipNnig286wLknRqwaFejEBgHdOOJ1p4yxZfc4t97jcv9jFa64vcmBfQFzmgGNseiOT37l2ptuuOTDBwc4wJw5C0BI9u15jO//rMuXr26y/qEa422fOHHwpUWzZrCUKOgkmg27Ax673GGgovjI77QJY6cH0Mzm9ML66RcrpsrmQR9TJidRqcOpUmtuaEnvvgubdtp8+J8b/PhOz3AO2ReppGjFjdRU6nFCwVr3A5ZMCOsDfAHksy7R//uJmfiMvB09oy19CUZKkyooRXlOlx1MnXaQ6ss8LHHzXng/HdOXJWlpaRKiOnD28V0++vYJPvTPDR7dieHj2cb08NvbshT0xRezrc9Y+GwqU8q70ZAkvPPCCd5yXghU2L2vQhQ7pj5YaJqVhONXRhy7PGKqO8GvnjnJl66ssGnfUhYtXYJSiv41A+Bh5bU4th3+679P880rtrJ/soJvS+b4EDjg2QorPW6Jgk4s2Ge5jE1W2LDNBTppCZugWKkqs65ZBWoiexa8KA+q9D2qEOBJevREOrBlj81ffr7Bd35YIcQyyC0BWvYBfWbznqJuXKQn/bd+/PZb9P7wffHdT0dc0QWQ5/cLOIK8mKTUBavfsouS9S4qKaXHyux3LUzZG1gIy1QK+bbiope1SRR86J8abN0D2DrHamnDMkBbOZizfspCm8yw0klf2Ds9IUCwZlGMFB57DjSZnK4QxpZJPcBEth07wXdjPDfi5MNDDlsYsmM6YNnaM0OtYv7jk08EcOYzPNB8X6127OFzqq0z66JF4Co8O5+8lgFca1Ps6U9JHEtz9EpFGPlEiY3OvlB22HpWumDZZYF/k1OS/HeumEihkTZs3Wvz/s82+O4PK4RZqX5GRSjc77PeGecuJVTNsNqzWfIyZSkhvYj8/pPgKaBbF67yB4F8CcRQ5Nx5y7ceVaE/4lk4AVIrrvtOAKGF0cW1RikLISGJzXToX3tFG9uCv/hsg617nZSdpPKHKG58gZL0rHXBmgthgF6SnLLWAQJszR0PVzlxrWb/WJ0DkwFRLNPcGlOm6NgKx1a4julOFgQ+x6499ro5S5e9D/bN2HszAD46MsDnvvaDyUa1unGkYZ8W2sryHYHriHTymmlTm0mjGhgZgAtXx/zGOR5jk36PjpQ07T4JcLbnKfFvVXYsLcHOMZsP/mOD7/4wIOxpev0OpShZBNK32SXOrXu/+2lIyX8sUpMZNzED60U/46muokHsAVnnFKSA9RJg8+eLxcsZTSlr46Z4oe+5tLYzywXqPRYaiUSpBFtoLnxZm1gJ/vwzDXYdsHMsF7deZI6DKABazMLJZWHHpvN9hMQKLL509SJIEo5dWiOMLbL0VFOiCI6lcBxTSO3aDkMiSCynsvHAjssmhxa+9okBnq04mnz7qUf5L77nQXmsLc2AKteROCnARSqZ2ZagURWsWy4Yn7CIgg6uE6V9SEwaq8hyTDKLLPuALVSe25IBumDFhSWIbckXLwv4ztU+YTZLsKRx9z9OrXcKbos+57KPe/fAml1p+oA+I4OqfDfXzPtfeBpALwV/io5m8V0FupJb7Dzb0MQfyolZFEFNTlXMezLn03B8pRRCWub/JgoHuOjcNhsftbn4yzViIG+zLApbXwB4pqgUKUy2o9Imh1IYF6pqaSq2pu46PLDRRXcs6lXLpGxbpleMLcG2LXxHE/gJjm2zc3Lknub89tuHBoJZ9+esAH/X/3o5d936xSQ8fJ7evHUvrmPRqNp4rrHi2WxMS4LraOoV86WmWm6aN6LTjEvVaw1WTJjKrbcqAD/j4+n9TFVJyfMPbvL49vcrdIvA7gd1Ceii57yX+Dd91Tpk1ImyQlL4XUTxM8DuM145z85kwLxVR171k4G5wM9LzmWBnogCP1dmhmnP0mvLRApVatmVwks0b3xFm58+aPP9m320kKRxyxTQkl61cWa1tcpfL6kq5r4URgALLE3VMe0fJIK9YxHtrsJ1ZCHnR+DY4LuCetWiUdO03EX66tt08o43v3bWfXZQC754xctpdzrfXrF0/2FJeKDaqAl813CyXv43ZnSc7ylcW5H1NTSz1bOvUqypzPm0KFhtkTqgRfoCBtzCFlzxE5/3fabOA5tdE7st8Osy35aFnSdycJMzwRKoKfPwvE6JGZa6REVKUuJzAPmeQSzz6Rlozyxh9t6iTEghAUroWfi46EUfdaFgoqeZp3TF/H+T3CTQHLky5FPvmeC9lubKG4J8B5vWtOk2pY5lb6+lCotW5HEKU5IkMSF9O02mQkAYa6baijjRWFnerQaRMgbPlUy1LGqNkelXnX3ytx3X4x0H2ZUHBfjwyFJ9641XfvasU1e/ffNDN1ZrgcZ3EyzL7KwwsuiGRu920jnwspd0UARBoQInTWsVpO9F9ShBFvDpBVWkAfdlN/h84B9TcDtFqBWpSB/YC/zYJuVvmXJS3DbKv2cLs2dX1Cwbr9+E55/N/+czXaXgzoznC415+jh57tzlgM+2UhdO6zIHz2iyScoSOmsVIfNiC21UFrSCULNuWcTF75pCIrjiet8AOEutLe49ne1QkYM7e14LEFap1Uj2XeIEuqFO++1AGEE3NpVMtgWeneC7IYcftXzfz9Y/+Nk3XHD+rO75IQEOsGbtKuJwnCH7GgJ3X9orJSZJJHvHG2zf3aQTWr2BqzPbO/Q1vRRxwXHMZYPeaLsUTcICrBTcn6tz3ybHgFvMAmiK9ERQpCf9cyzzNnEzKUh+aHQJ6DkteWIA91PwGYEgMZuklx5YmN1SF/960QvNANEDU990iP4azlLUs6yg0LPyfdacnMaYKn1AJehIc+TykI+9cxINfO+GFOQCykpKQYnIKo5RecceJEo4hFrkbdlU2i1WaUQi6ESwdb9mz2SCUhopTQ744rl1RhetZGS4cSgIHxrgzaHR7iOP7H/b/9w995L1D+6pOq6DlC4SyYK6x9IRm6qfzfTJhkGpHqBtK8GyI2wrxPUisBNDbwooEDHobGgLxnJrCVfd6PMXn6txfwbuXlpfTkFKUkfPS8+BWJIEC/u8WKGTRVL7gVpyGgsrO1ZPxEz6qc5sVT2lh1lHgln+YQ/4hROk//OFcFquodOvi+vy+VEAu0g16xJPJw0IpSd9T4pUQARHrYi4+F2TKAVX3eSnOznp7UGRmOPbU1QQIBTaVmg3A7hFqCwiLYi1TluzpeC0YKQqOXZdl5HhMSwRmaIsGbNg9Jjp4cH4bUNDi7pPG+D3bNivBpuH3X74OnfiK9/dX0Wb0G/VhckFNr60WTiiCPyk1/nVsUwRhGPHOHaI53SJZMT1d9k8+JiHlLk5ixPNyesi1q2K8NKrlxJw9c0e7/2HGg88WgB3kZKUpMB+C55Lg+mFoGdFezJhtgWifH9G/KHwnlkFkp+Dx1mkHjNC+RQ09OIHSoDOP5sVHfSALXJLndd7FmgMmTOaVgql1lmLJO3loDliRcT/fs8kWsMPbvbMgCk0noTD18SctC4kLrSetaTgwW0ut99dYVoZzh5Kn+lE4ifCdJNN3+s5gnmDDusW26xerKn4IUqB68KKo8+fqDSX3Z5EOxSHWIcE+PJFo9Sq1t7Nj2658B1vPP7HN9x0m7N7TDBQEQw3LQNWkc2JVwbUToxrR3huF8fvsH1vwt9+rcEPbq9wYK9diOAqdKJYOBrzK2d2+OPfmmZkUPPj213+5FN1NmzJaEl6gEtidT+gC9adfocyK2TQs1KTojLSw7iYHcj9eD6YlX+uYF6OHpaBXepjWHxJFK4QRWUlU1tEgYtjNOmecykyK56CPd3Hef8bjQ4F65bFfPpPJnnn/xZcd5vL3EHFe35rml85s8PC0RgdF7Zdwv59Fj+4fZq/+doAO3ZDhKAtfdqJIEgEcUIaVTXR8r1jDr5bZ7AesnmHZsXqF0eNA+6FSwZG9lru4CH33CEBXq/Z7N+zlVNetGJ7LWhtuvWu9WuivV0GGy4DdYtqoPEcheckaZVPjOd0qVbaKN3msuskX/hekxt/VqeDk4ZA07wFHYOIeegxwee+aTE5LXj92V3e9YkGD221TN7DDOpRuC8KjzPePQs9mQHafieY/M89Ges8G8gFzz7OSwGe/tcKVrkP5333cytuWrCRA1QUIqTZySEKXD2z4kqgZQ7sdCggWWUNaHQsOGxZzD+9f4J3XlznDWd3efPrWjhKQ6xR2kIp2zTtTwQLBhN+/dwuS+ft4wvf6/K9mzWtjmRCeHhS4NnaOJaRptVJODBhEXg2g/Vphoc09aHlm3BWbt/48DbWrF7y9AEOYFkWF//rj7aMzGm8dWTe4dfv3/szBhsOg3VBs5pQr6TFEF5I4HWoV9oo2nzlKpdPfG2InZNV8D1E2qpBa2VyfpMuoNCxIkKwbbfF9r2STkugrT7olCx0Buo+Lk7uXPZkv2KedO+dhSBO0bfNANtPW/qQbT4yC2l/VsHNDKI9k3enHoQuABVKlnqGoS8oK0Vns7dve7IheThfZO9Jnc8+Ky7MH0MkAj/QLJyjWDTXTDcTQpMoSZy4xLFDnNgm/wXTOPWs40LWrR5ndCjhy1fAZKfJmHRwLNPBwWlrXDvBdWJ8z2HPAYeTT1rLgtHJt8bR97bsEmc84b58QoA3hxYyPd2iUgl2XndD5QY33Hr6UL3D3KGE4WaXgXqXeqVDNWjTrLXAmubLV3hc/M05PN5uYNU8HEtip2iJlCZMbLOjw4glw4oTj23zV38wxbLFCeNTgj/+dKMAnCLQC7RkhiXPP1KMVJYOcZ+qUaye7weqmO13H5APKng809WXdJc5kAXdaQbd6FdXct6e/k4tdL8Fh4KiI0idzTxRKgO5KFj1khUvOOmf+lqVb1/lc+u9DtMdOPmYDosGBHFo0wl9osglSQMkUiZ0w5jBSps//80Wgj188XKYbDWRwkmPYlYmEZEkilp1gFCecEMw/JKd3bDDYQtmj14Wl/WE7wA+9rG/5Y0XvXr/QLM2OXcw/lVHb2LBnJDhgRaNWpt6pc2cgSm0nOZLV/r8/bfms2t6gKDq0XQFg46m6Whqtsa3BLGWRF3F6gVTfOCtY7znjZMsmR/jSpg7R3Pn/S5bd9iphygPfqOQA54Fd0QaNEhlwmyQVK9CPrvJvt/puTJz7kxeuZPXaYrCayLdBJE/X6jeMT2zRbnCp+//zrYt/VPdZr5ugGX1Xu9v0p9JtgU/pK9zmMk30X10rVgnWzAKPcPQX7UP0oWfrPe4+Cs19k5Y7Juwuf5Oj127JOtWJAzVXCana0x3AjpdjzByiBOHJLGJIpt6RXDcYV263S73bpSMt10iKYkSSTcWdEOYnu5yxBHHsHjxkj/btHnLT5YvXfakbMUTWvBsrVi2CNdv3F7zJi8dHdxwQUXeSaWSVraLmA3bYi69qcK//vdcdk81GahZDDiaqqvxbBMBlcK0wo1iyfyFbT70Owe46KVtPAkqlGhLMTKYcOYxIT+53TONS/q5d1ELKVGUMj3pVz5mpR19q0RfnmCJJ/3ks7Ce4FKReR56Bi8Xaci8LEWWeq2IgmaOKFnwPCBZoDNk0zwya67BhuvWO+zZb9qhaUuye0zyb1d7dEKb979JUXM99o/XiBNjBJyMerg2SWLRrFv86a+3aNZ28183Rty3rcFU22KX0HhS86qTVrFsxepLFy1advv+scknveueNMD92gLaU5u3zF9y0ru/eP111voHhl4zMd3l/Jfs58ilHd7x6SHu2zzMtG4wVJcMuZqaqwhcje+Cawtcy1xuF81NePUZHc5/iU3SqdEmnTwsopw/ZgeoXz0pcXExA7GHkgL7cdjveM76phf4OniWrSiEOAtOaQbYYtSz97cKpW5pPknGyRF9qouQoFVPvhfZDpUWWA44Dh3l8J+3NFF2xAUnVnAsHzRpNqDJ6448mzgxk5qbNckfXTTFy0/axe9dHLF2qeac40CLCqML9eXHH3/yu3ft3b718NWLnvT+edIABwhqy/j3y27aOjxyzr37b5Gv2bZtM+2jFbvHQtY/NEDXrjNUkQx7ioanqXiawBMELviuJPAklcBi8TxYtWCQiQmJ73Xw3TaOFlhWAjpJj0nR/s7mTB4c5IdSTorvyRLeKLznl2IVObwoP5e7pAX+3ud1ZyNTspbYPfWlx8Vzh1NkJ4pIy9+EZTiL5eN4Lg0HNm/R3Ow7LJrnUA00FU8ReBaBZ6aGxMrkfGtgoK45etU4wwMa166xfNhh2bIVrDz8tHuT5NqtC1a/9CntiqcEcICjVi1h7rzRi7tjj61IpiffeMKaPdy8MUB4VQZdizm+oulrqp6m6gsDcE9S8SXVwKZZkww1FJ2uy/hUAFlvbysxdYRpfsrs1rtowWUBvWV0FpM2Z11i1rvPHFSH/KcvlPVkNjCnMkIUEmDTLlQyCwClrZozL9UYJgnCRloudUcyUkmoOpr94wm2bdGsWdQqkmqkiGJBnAgzcDgNMkk0NRWzeASuX99kfn2Y18898ttHDJxycWti+1P+tvKpfuDIdYvYcM81482hdb975gljP1m/JeKj/zaK53gM+4qGr6n5mlogqAWCesWk2jZqDs26qeesBgopyUffpf1UwAj77bC/gLg/JbbIx5/ccXu2OfNBqcFzsZ7Wduqnt419UaI8zC/zXHItUdpCa8tUbmkIXDOz1HzMWH837RymFLS7iompiPHJmPFJzfiUZGLaNKmfbDlMTTtMtVym2gHtTp0//7WQF68d42eP2T85fMXK3/3BD64ZrzaXPNVv89QtOMDpZ72MBzbc2ppQvxl++8eXkbQmmBvoMrh9QSWwqPgWlcCmGgjqFU29qgi8BMdJ+gaXmqzDBzY6/Mc1gcmCLzbN7NfDD1Y4+Wzh5GDW+OeB6uf8KjCTf/d/vczgpG5kutIrLGkDIUy/cdXR/NrZHS75Ucgt93s9i6606VoVJpp2qHFb5nCZ8ZNWbwx5kkZSs8OpAU86/MmF9UgOn3Hfxj1jrVe84uVP65s+LYADDA2tQyl16xnHrNfbtt17WhJpr+Jqap4Bd61iUw0sA/JAGOBXFLUgpuLH+E6Cm/U2lAm2FTOtFJf8uMbOvZ7J4Oob0jqTgx8aDTNSNGZ5g36SYJotWtijt88yNSn5D0DOgmduzUyCVnzl6Z2Nxb9X0pU0gEwhbjqaZS8sGI646OwW920ImExilKXoJDbdGLqRoN3V2NI0eULHaKXNHM90iC3YZNOzLamIlUcoT98gJva9ozky/2nvy6cN8HkjdYAP/M57PllbsXTBhgc2bBn1XcdY6qpNNbCpVSwqPtQCRSXQaY/DFOCe6W/o2hGuE2K7Idfc4fFfP66BdIwnLhyKDeuLcuDBDm1RY3lKh7fkhM18KbuTacHZ/54tXP7sLM0MX6H8VO8cz1zG/oDVwcF/8K2d9aJVbLmWaoe9OTypEyqV5oIz2vzo1mmuvt0hsVw6ymI6lniRaVJvpd2ETZuKoiWXaC2RwsJzLapBTH1wTWflynMvl1ZFjwxXn/ZefFKBnkOtd/zhH1Kr+rWpdnSyq9vWcNOhWbOp1yzqVYzVrijqQUItiKkFEdUgpOJ3CfwugdemWm1z7c8kH/inYTbsqILrGU9cOmAVZurIkgA480hnQZ0sGEJf4ETMEkgRWVifPAjTe1z8XRjRIQuPSQM94lkM9Bwq8COY0aI6C+gUAz0mIFWYX9/Xarl/ip3ofTYvFi+nEhczDGWBk2eFy5KhuuLINV02PSZ5dKtDYlkkwuoVfBtH1ZxcqtePxbSo0FoipMBzFAtHm6FXXX5xe3rPXy9dfnT8TPD5tC14tnaPdUOvOvzxY9a0wvE93Y9WvVgONixqgSbwFYGnqPgxFS+hkjbxrPhdKn6Hqt+iUWtx1e2Sv/yXAe5+tI72PJAeSCuVnWa5MPdypwvJFun7sv53duEzut8651mkB6UoxdKv/H8UXteHpia9/1t8P+VUgezcLF8LZln9F670+tTLkJxV69elcPyTo1Cq8LkM5KLwfWWaRJgGhQq+k1LG4TxyaZePvWMM51/ge7cI2gj2C6e3U0xXWE2SaDPgNdKEkSaKNVEs8NyaChn96OpFtU/t2z8RPjU0zlzP2IJf8z/f4X3vfnO8evmC/fPnVt+mutvlnAFNo5pQy6x2JaZaCakFXap+l0rQpV6dplqZ5vt3SD70+WHWbx5A+RWwPaRl41gSTwpckWbNli7HPQjNggR62YRZueBsY0n6Q/G9+wXQ9Y+pFqXPZk3wcwuePZeF7TOLLcQhGuCLQ1htaULx+Vjz4rbqwtWEggXut9LF37lVL72nb/hAMQzfk2zJFBRDKRItUcpKf8v8tcRidI7iyJUdtu5MeHibJNI2EalQkBqGRAtUBvJY0w4T2p2Yo44+QTWGVr9n83Z7x1Evet0zheczt+AAy5YsxvLmPrRgbvD2FaPt/3Pg8dtknIh0OFCM78X4rsk49L0O9VqLnfu6fOoLFS67aYBdYw1U4ONYFp5lxtXZaXtjQZpuo6CrBS2VXebSGsEsyVgI0DIts0qHiYpihyhmUUZEL5QNecJRcR2Sk0MvKJKZ82fExYvcuc8q998/mIBUbI8344PFxz3aklvrXrOlQlsP81dyOpIkMufN6Z+SgEjrbuPEJklsDhvt8Pk/m+Dym7t86j9CHt0zQFzx6CSSZqypxpquA55jup4lSvCqc05QowtXvP3oo1Y/9OiWXc9kT/bWswLwVYetZWLfg2F9yQlfuvn6+yrCHvh0w9uBbVt4bkzF7+C7IZ7XxXM6bNsT8fFv1fnm9+cQyyqO71KxJBVL40jVS5QyO9jMLQ/TvrtdBDHajHHWZpSzAXc68xDT7iAH+UE2ugD2GamoGaXpK6HRfX9Mz3YReTbXDIqRnoy96Rhl1bT0XlF2uA/5bwqDv/p70xS7ZyltZL0otknS6CNp30CRtrq2YkVk20SJzXCjw1vOa+M7e/jEt2I27W6yPw6YjhzqkWDA0wSxJolijj1ilKHB4E9PPeXFX7rjro3JCccd/qzswmcF4ACN4bXs27szOeKY1z+yZ+fNk489ckW9YR+gErTx3Eksp0uXhEuvdfirr89l+9gA2q1Qdy1qNgSWwpG6d0nOqnA0po+0LQ3QZYIpu1ahAbkgvTZnhFmmPUDK4NaUSU2mPOQJ/5San5ZrGknzoOldYmfn389cL5zN4JYrkcoDsvLPFECaPZe5KsW2gAf7+73uB6o3b9RYclPNHiGIYockkYSRTRTbvfB6fmJopKWwLYcwdAgjh4rvcNGZLc46bjd//fUW/3NDk0S76MRjf9dnDppVy5q8/tWnT77yzBMeefzx3ckJx615tmD57AEcwPUq3L9p8vKRoZPe4Q9b/5C0vjt0ybVj3PFIDSEDOt2I2+6vsOPAAG6lQtMVNByNb2tcqWekrqYBY7SGbqwJE4nqKDzdAt0GNHEiSZSdyopZvw0LJQ6ufeeUxEheJYqS5U0/wQnS/1zPqXwGVj0DZX+1EfTp4j0rnnUG0yVrXjpNRf8WF/9fvsFFh1HKdDyNFZMozDgSpXEsh4nYpt11CaO8KWbvaiFzkDuWgxvbxLEJ9i0cnuJv3jLBa0+ZYqodgHC48YGAjZtX8sdvPmf/OWcf9x7NgcsTNfBsQvLZBXi93jS7UY99Y/miU+zbfjp+8X/feuPIzl0Rx64dZ3xyjB17K7j1gGFPMOgpqq7GtfNpCv0HOnuuoiDRijkjU5x9zG6EDpGW5vb7fX5yV9VQmEK3qzxJKP+bs2q86Y9MiClZc128pSmkWZHBQThOCexPcvWVlJY2etY2cpRPAlF6XJAFgUNeUERuvfN+kAmOE6NlyPXrbW5/wEdKiVYWJx0hqPum/2SSmOLaLN8837Z0KoalcG2byDN0BmD+UES9Jul0mxyzosKL1lpsap26Z+0RZ/35lp3hN5aNPvVQ/BOtZxXg+QEbYOO2qa8ML3yVfN3Z3b/b+ejtI689U/LIrpgb1tsMeJKRIKHuawIXXCctIsBUVCuVMw/bypt+js6BV58Z8prTTCctJ+hw98Nt3vdZzQ/ukChpg1Ql69uPG9FnlTNwF/zEGZSlSFeyJ2b0NekvqCGvgTzkvprxWJf48ww+XQR20dpnfWaKH8xoW/GKVaj8KfoUGfe2ZIKwYn58p8N7PzfEPRsb4AW4lsV5J8dccFIVS9o4tsaxddoTxxww09fE/E1LalxH0Y0MwKXQNOpTfPnqYR7dNMIFp/i84pzj97zmnDP/Aqa+IsTQcwHFZy4THmx97tMf41XnnPKzuYPunjVLp84YrG4PrrtX89OHBljYEMypaQaqgnpFUvMlFc8AWaTBE0sKXNtkI9YCyVDDYdUSl5WjNnF66VOxYOloiOdF3HS3x2QrDQxJCykErkxn8YhUbpNF2a9wk/0WMZ2zMwNEZalQyqIsCMWATj47s//5XCYszuDsSYIyHa1Sek82NzSbMZrROZ3TglnmjJYCP/3yYvp3hSxwbyvBcyIeH0v4+NeaXHvHEKJZp17zWTho4WoHlIMQWXvsLFnWhNs7oWS6bdHqWHS6FmEkSZI0Simh6ods3C657f4K80YW7V+8cNl7t2zZ8ZUVK496rmD43FjwbL3qvPPZ9uBXv+5Yg+HY+PDnL79lX31O3WGkphiqm0zDwJd4jsSyBN1QsX88JoxUz3p7jqTiW9SrNhUfJls21cDHcUzvldZ0xMuOb7F2ecj2/amqkgJzBkBn2cZiQEeTdtcT+aQwofupSpmGmN+5wqLzqoLC44MsMevdsgWnz6EU9AZP9Xq9SD3zpC1FIYvfd2anq2L8QErFA5ttvn9nFSoeruMy6GmGfUUzgFZHMT5FOlgrzR1Jq7WiSLJv3KIT0ushWPEN0LWGqj/AK1+0m/Vbj5x06vPfdeM94//x0ff++nMJwecW4ADDA3tUMI9v33/tynjx6MKvje3Y5o80bYYaNvWaTcWXBB5UPGNJfnhnwoFpGKgIpAuObXaU7wpsS6GVIIototSTjyKbZlVQ9fPhQ4JZ5vFkQY4Cj+01k0dnbSMNyDUIlbZREEVAZ22JM3CXPdGMl+ejE/NXDkVVikN0c7jpGZSkV1dZfL4wOFem/R0zK10kWNl3VencS5FOe5Cp/JcXPmimOxbj0zYisPEtYRQu28Quk0TTjRTd0CJ0zRXWsjQDtZBIJWzYGiAxxS2eJ6n6knbXMR2zRJXly47vvPKUub/33VuD/1yzYPqQTXuejfWcA7wy/7382ScuSWJvzn8ed9jWpD1XfrM1vsMfHXGo1wSBqwk8zWA9YqAxzn/dnrB7skHNN80uLUvg2BLbNsXE2YyjLAtNa0mcZNwvF4VtkXcsLU5Um42DZ9lxPYupU0ueThYQ2rTCLlWBpZ8tCScHi+s/mdW3bZlSUgZ0Xx5JgYr0gC51CfS9ED95k0uT6mqGwWYz7Hsgx0yCxjK599lUDEG23xVxrIhimc5HNU3pRwammQgn+dnm+cytSJpVie+a21TLIo41I3MP68Ri4Lfe/rrg0jecOp3MX/Xm5xp+zz3AAf7+fRfxmc9/K/nRQ4u++4YT7TfJ2P2qiLZWmrUEkZqioUaHoeYYlvTpRMbSZDTFtgSOlV0K+1o9QC9UboipjS1Nsr2ZQ28secZ1oeAYkgcyJYIkozfp6/Jg9KRwv4xwMYPGPNEq0RDKEcpc+usfs1hUPjIeXeDfqdxX/C9mu82VRRbOJCE0Upmwu1JZ2J00SpwvneaRxAnEaYg9TszzUoDjJCgdsnM8QUeSOMkn2Vc9wcDw8laX0d9ZdczS797z02366Bf/5s8Dej8fgAO8+22/wZXfu0S/6pgHL7n1kcNtHbX+T9i5tzk55SOoU/W7dOMO7aiGa4uU26XgtsG2wbHT5p5Waqmk6YO4b0Iw1TbptUJaeNI0VfekxkknA8isk5MuhPIzFSSNfEohUlSnKQIpVZEim3xgaIqZFd8HePLg0UFDpH2rqJLMeO1gagnFPJQyqC2pSvkk2ffN+bZJmMquTspKAzXpCREnNomyqPkxcxoRe1sJiXZMWquGWKXgjk1yVBzLXslZFNtmSJnXZarrMlyFWIaMdQULFi4br9bn/uF7P3b7JZNthzde9MafF+yeesnaM1nnnX8Rd2w+jNHFrX9ftGzhHz0y8bJ9tz64lFbHNFb88XqLux+u0gw0rmP4t2NLHFvgpq0nbCsDeYIlFUEQccWtDvc+FIB0caSgYml8S+PaGs/SuJbGtcCx6OW4mMstxFqYmzIHMFGmlW+iC2Oms5NBzQLqwqCc/uzB0nqiZMGcXc3iMFKy1nkflILltlSqtKjSzVhys21xIoljaXyY2ITc49j4MnGSPk4cjlmt+ZUTW9BJiBSEyoDYWG5NFCuiSBFGmm4k6EaCyWmHY1cKzjp2ksmuOU4XnD6Xv37XifuWrVv9R+Ne9d9/99eO4Y0XXfjzhNzPz4Jn64TTfhuAAwfGvn7hqy174wO3f7yz78oR25rigcccfMem5ml8V+C7Fr4r8VzwXI3jpPq3lWBbCZ4b0Y0SNu0ImI59hO1QtQQVS+HbWT+WlLun/DlKIEmtcKQEcSYdp7w9s8CZCqF0qu8K44jKvnh/kbIYN1PMAPeMab/MztDLbepnCeqI2SVBKx19nkl9lswtuEpHOsaJIE4s4sT0GxQS7ESh7DSan+rgYeTiWSErFoY4bocoCui6gjCBKDa3MNaEkaIbWXS6gnbXotVxaHUqHL5omu9EIdoZZuXas/acfcap7z/9lPjrtXr95w014HkAeLYGBweIo9aXjz3+ZDG+e+rvbrhpx8gl1zrMrUDdh6ov09YCZnSK62g8JzHj45wY14mpBV1+ulFwxQ0NWlFAtSqo2ZrA1viO7o0+zPJblAYZQZQYcE8mgihrRCNMy9/U3pkUV6Vn0Jksqqm06IF9RiAoe5w9d7Awal9Ap0hJiqH4fBpdX+SxoI9blioM/lI9Dp6kDqQKBWFomRC7Toc6WQpH5Q18hNC0u4rBustrTmtz5a1T3PRgjbbv0Y0NyLsRqeVWtLuK6Y7FdMtisuVwYCLg1Sfu56ePaE57yTl7Tj31lL/oRurLzcbzA254HgEOYDsVtJ74Um3ktDgMxKcPW/zTQbu7j3rFlL3Vq5JKoAk8he8meK7CdU0nW98LiZKQq271eWBHHcdzqDtQcRSBUwQ4+eAsoGNrDrRg17imHSlT9ulKbCmJNVRSwPXm2CujnmRURZGeKP0OZ8FxfUqr36LPsNq5zi3pV0+y3BGFLQ3AHTsdPGCZxjqOrel2XbaFLlNtl05oWKmdzpxM3LR4If1fllRMd3yWzw955YnT3PZwm+nQpWULKpEmdDTdEDq2wrbiNFYh8D2bRjVgcGgNH3nX2Qfqgy9573RXfm3BHP/5hNjzC3BzIBtsezz5xpHrztp/1osnV47Uok9suP9OZ6AuGayTNopJCDwDbM+J8ZyQeq3N3Vs0V93cJE4qDFaM9a44Gt/VxuFxBJ5Db8anAbpgcDBm7ao9SNHhnkcDHtxWJwk8lGX1FJVMP7dSB7M0CoSDB30oWvUni/Y+ebCcYzLLLM9CtLJITTKAu3ZItdLh4e0J9262iZVN0rFot12kNP6M6yg8N+1JkmammVmZCsvyqPo+553U5orrJ7htU4Up16UaC/wIOjbYXQ0i6TmuQsCaw0+JnEr4viUrz3xEWs73hHh+wQ0vAIADLJ5nqfvu33j5H735XHfzo5tai+f7/zy9/y4xVJuS3cjBsrIe5Gb4UDXosncs5KtXVln/WJNKYNN0NFXXWO/AMaPmvPS370p8z0TVBuuSlYsVa5cnDA9MctuGcT785Yj7tg4QeQEdYRnlRRkpWGmB0npWmpIpE+UE8mz0dp+aUgB7z6HMHlOUB/WszqbsOZi6F2YvSoKWzAAeUQk6bNga8pGvNLnl/jk06gFHjdosX6AZrFtUAk2lAO7s6pOdUJZUTEwHrB6NeNN5E2z+VpUD7SHqjiCwjfPu2pC0NI+PKZYuqKqTTjxeN4ZXvXPuspVf3bVrb7hw0ZznG1bAz1lFOdQ6Yt1hTE3uC0dH531j0aLl644+csGHhdtk/3iMbWkC31hv340IvDbX3SX56lVzsOyAAQ/qrqaS9kE0oIbAFfieJEi7ajVqFkNNqAUCW1Tx7Drnn6R40ysP4MoWxBGh0oQKYp2Bmxm32eTB2bTvp6KDFx8XVZNyV9hcPSnKhEZVMpTBdSKU7vLNqyv8900jjIdNiFxaLcHYRMz4VMJUSzDdFbQ6knZX0u6a3JF2aNPuOrS7LtNtn25U4bdfGXHOcePEUch0JOjEgnYoiGKo+JrVqxYwZ9GqDy9ZvGRdc2DuN7Zu2xMuXLTq+YZTb71gAA6wevVhLF26pD3SuG/jcafIj+9tH/7R2uDqJNEx3bCLbcUEfof7Nsf8y+VNukmNhitpeIpKSkuCFNyeI3DdLJpmpyAH3zOwa3VtJlseceTxKyd3OeXwKQgjEqWJdGbdZnMwZwF5D9xZGF8XNPEnAfMZ2YIzo5eyFOwpRjNV/lsqAi/itgcll91cR1sB9UBQ8zQIRSdUtDoJ7Y6m3RXmFpokqVbXotXJAJ6DXBLwB6+Z5KgVY0yGijABy46o1SUnHr82ecPLV3/0G3cv//i163duXLhocXvV6tXPN4xK6wVBUfrXqiPezJe+fmnyljdd8JdhuNu+7Kof/unDO+/x5s95jERP89WrAm6+Zw7VAZemq6k5ptFnxRcEHni2wHVkfktzWTxH49omUESaARfFDnMaMKceQRIDyhTSUrTYoqec5IlKhSSrYhptX5j+YA2Z+53KUq43/UDXacZjHsQpFwenAZ50ut3eScnucQ9pW+mYI02SFveGoaLjmD6BVprZKLQ03zOlKwKdzl1KGJ+q8OJ1EW89by9/9QUfIZqcfmylfeZpa7etOvxX/3P1ssG/vOvWyzn2xNc/37CZdb0gAQ7wljddgNYHeOAh94Onn/pq2Rpfe7Lb+qK8+s55J3/7BmnbVZ+mDdUU3DVfUPUFnieN9p3lkaeBIieNhNq24ZiiMI/G1BdqwMSeZ8swLFERXbbsmbSo+0uAnuQqngJiVv7NDOtdVFuyJKne5GgJQspeSF6lQa0o1kSJ7uWSRLGJFAtMA544VmYiGmBZGteJads+9njMeS8aZ9OOJL5948CtLz3n3HttHn6H5wd6844plo3Wnm+4HHS9YAEOIMRgdvcv/vQTl+C6L6+Pj7f/9fg1O371sZ27ZHu6hS0lgSuMtFixcB2rB14pjWpiW+BYJkHfsfK86p5T1xOyD5a/WgR2bsUzkGfZhcX3PdHqf0tZ5zbv6M85KdGUrK6oGEHqOami9z+yK1Giinkkpi+JGboKYSzoRgASPzSBIcdW1AJJFGnGW3MYHl6rPvGexd+x3frva3XvpBz4feBNzzdEnnC9oAFeXJ9830Xces/myUoleNfmzdsfvvqa24586LEDFzzy0CYWDzkM1H2GmjZVXzA2mTA+leCk304K05fdtjR2OnY8C/dnOrIooMtIheU5P5n1zvIyZMGSq1LY/qlZ8ZkExljnnkOZOZJZpqDM2tSbT/fmW2ZUiiwylZAoRaSkidgmaS5JbMCdnRiWNMGwsUnN2JSiGpi2EL4rEINtBoaX0E1GL7WbJ90raqOfCeP2pNd49oqCn+v1CwNwgBOPWgaw97Z7HvrQu//gNUt/8tNNbHxwwQXjuzYwXOuwcG7ConkdrvtZwuMHXOYPWgZ0whxI2zLBDccuBkRipDH3IGyEkDgCnJ4MZ/53BmyRqStKo2SeE36wDMJilJJCLvls4M+seDY3R84C9PzKk22H8SWSLBNQWelZF4NK6CY2YSwI0ySpOBG9K48UBtzzh0MmOm3u22wzrylptSUDzQaDC45geOGSS93m2veQTG0R9rNfM/lcr18ogGfrJUetZvP2/Vteftox7102r/YNlzXv7k4+dIZq38d4aw+3bKjTdByiRBEn5mhaMk2+chS+G+O5kRlY60Rct97izod9sG0sIfAtk4XopvnkkCdnZZmGViGEX6QqZb1b9PUr6XNAdWFsO+RqisirdmRaMWNZJlopLZXmZhulBzRSWNjSJlE2YWhz3KoOJx3R5qrbIjqJy1QsqESCbpzSE2XOVMsibc4ELzlijB/d5THZncdLVh3O8S85/PrasPcZt77s7iSKt9jusuf7sD+t9QsJcIBlC4cAHtZaPwzcu3ljuKBWXfYvN925flWSPGwtXWwSglqdhMG6hW2B5yYEXjbXs4PndXDskE07fbbtdcG2cCX4UuPb4NnGgifK5K9oDUmmZijTSqEkGRY3sJB/0qvlZPZ88hnGvOBcmkJgkzdi2ybPRCmTOJXEgiQd0mpZCieRxInFwjmaFQu6kHSIYpsx4eNZAs8WVD1IEpNOVg00Skc8vE3wkqMa/MZrj0mGBo992CL8g6OOOXEnsFE8hf7rL8T1CwvwbKUHYKOO9mxMVHLuwsXewn/86zO/s+PRaxrX3Ly1unuPqdP03IRqJaJRazNQn6BamSQIumzYpbnqRp+4a0FN4lkQ2DrV1Q0dmOoKpjomQSuwDAe2BCirULrW6+IiUkucjRrMutLmQOkPHGUI71nv7L7UyNR6O7bJnnSdhCSRjE3atNouQmoSFWNJhevYxImkUhWcd2qb798yzUM7AD9mrw5whKmgaoTmUhS4MYltE+rF04vWnjExJ+5c6AcrtktpbflFB3a2fuEBni3hjKC13vKiY+dtQ08d4dpnnvSG+eoLmzZtitvjm4aGmjvrg/UOvjfOt66J2Hkg4HfP73Lb/S53PWTjeQkhhpb4jpkxVA9MzaGcStjTbTEVubQTDylNhVEySyAIcqBmVfWWlerNGP4rtOmAKyVo2a+6lGssrTR07toJVb+DtNpMdxRjUwvZPxZQ8ROUErh2QqJMb8ZOqDnusIiTjppG2DH/69x9bN7rc+kN8/GmHRo1i8GhOZOHrTts/4pVy+2ptnhr0Fhxy/KR2jigflnADb9EAIeelVQbH955IKguvFoxcdjf/cPl3Wsv+/CfJZPX/nY4/WD03RtY+4Ur637F6XL0SovLrtecfpSmPjDBv/24htQ2ng1VD5pVybwhl7NeFHHc2l184fuab127gI7tUHWSvPj4INKgEGBZEtsytaUq1aKV0ijLtJBQVjkxq7+Kh9TJdJyEwG/z7evhS99bwAnLqqwatZk3LJFSE3gxaIHSCd+4ukKzqXjVqSHT7QanrqvxawskoyNx57q7Fj247riVzgWvO/Ebd1z5N39/9DEf9EYX1DtJPKWEeP7SWp+r9UsF8GwdtmoBGAm4NbbvUYRwPtGetj7x/fteZHWc5j+/9Q3xYTWx5bRu17Me3hnztvM7rF60lbsemmbnngDXhoonaVQtBhsWc5qKuQMVfuXEvVx/d5vWpF2qnSwXPZglMDq8bYlebkwYa6ZaMWGk8V0LKSVOWiyte7WXxXzwXPqzLcXO/YrLb2mwZ1+NAwOa/VVlcm08m0ZsISU8sBW+eOUQxywd4J2vn2TxggU8um9lsnrdvJ986PfDjW94tPP2b11rJb7vc8KrP6KHRpa0nu/j9VyuX0qAF9fA8HLI/bh4376J30f4g1Lt+tjd6y91Tz/yQHLYMv/4o1bXXnTCkeP8f1e3SSJJ4LkEvoXnAQLCyGLdMsXcAcVj0+DZaeE5xdyUXC7MFBHLgsDTzB+O6cRd7nlUE3Us5g5pHMfpdZvKAjj00mHNZptmlxZKWewes7n3URfPEQgU7TBhclpQ9WFOIyaO29y7eYhK5XCqldodmx8fv3PRsqXW6S89NxxdOucDnVb3wNEvagLw8T97vo/Mz2f90gO8fw0PNwAOAH8I8PiWH6K0PGOgeeAVp5wQXhhUwzWDXkQ4uQXf1WgV0mpFRFHIPdtsJqYdhiqagaopZZvugEojpJnObcZy6LQUTOC6irmDXaaTMR6f8klaAQN1jVZZQQO91gxZsYXvJji2Zqpt0+7aeK6iUZnmyGUd7tvYTVujW8TKYTqsMLRgDUOjIS+WzQ1Tcs53ls6rfr+j9PXv/YMzee/zvdOfx/X/HMD717ylLwO4fueufde/4nRxw2kv6a6cnppQ1/1oTA00B5dXGwPvj1uPUR+ax7Xf38Lu3YqjF4YsGbGJENy/PabVNekCMq3b7HSNVXYdEw4nDX3bRMSJa2Q6YZxP1zEW3neM5BjFgKfxvRadKOaR7U1aLZtu1+bw5Zpff1nA/zTWcNwyzdHrlvD4nrGP798/9ui8JWfIgXk1eeyCyiPHHsfVjvfc9Pr7RVv/zwM8WwvmDwNcnT1+dOsuXNcdeHzX4zfv2SVpDrWi4447+o+PWGO9fP6AYP6QYu/jP2TxQzGtTsSunQNoCY6MmD8wwUPbHCzhonWC71q02oqIhDiJkTrBsSS+GyOFxrZC7t0mWD3q0Aygm/jc/lCbiWmXx8dqvOL001ky32JoTptzRrs/2DrmfnrtcuGc8KJ1jMybf30chmOOP/J878IX5Pr/AX6QtXzJfIAx4DKA+x7exWkn8KBNPC9whapVOmx1r2WqZREmEZPjHrvG29HvXXjSRzxr96tr9xHVApdOVzF/2KU+HFGzJzjtxS6u8lix0GF0jqLT1VSCiH3KdZpzm1e43es+0o4GnS2PO7TaLqEIWLX6cEYGPSpBIoddHv/g23jU9n/xwubPx/rlETxfAGvTxpsRQszbt29z884HlK74DhNTCfOGHZbMVQh3mhvvsfFwWTTXZnROxPgUeG7Mhh2eGB1ZNK61fvyVLz/5+f4qvzTr/wKfr/TqcIVV3wAAACV0RVh0ZGF0ZTpjcmVhdGUAMjAyMC0xMS0wN1QxOTozNTo1NCswMDowMJoeSTUAAAAldEVYdGRhdGU6bW9kaWZ5ADIwMjAtMTEtMDdUMTk6MzU6NTQrMDA6MDDrQ/GJAAAAOXRFWHRTb2Z0d2FyZQBtYXRwbG90bGliIHZlcnNpb24gMi4yLjUsIGh0dHA6Ly9tYXRwbG90bGliLm9yZy9IzyijAAAAAElFTkSuQmCC', 'weight': 4}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 34808821
    {'hecke_orbit_code': 13510798949221462, 'n': 1, 'trace_an': 2}
  • id: 34808822
    {'hecke_orbit_code': 13510798949221462, 'n': 2, 'trace_an': 4}
  • id: 34808823
    {'hecke_orbit_code': 13510798949221462, 'n': 3, 'trace_an': 6}
  • id: 34808824
    {'hecke_orbit_code': 13510798949221462, 'n': 4, 'trace_an': 8}
  • id: 34808825
    {'hecke_orbit_code': 13510798949221462, 'n': 5, 'trace_an': 10}
  • id: 34808826
    {'hecke_orbit_code': 13510798949221462, 'n': 6, 'trace_an': 12}
  • id: 34808827
    {'hecke_orbit_code': 13510798949221462, 'n': 7, 'trace_an': -30}
  • id: 34808828
    {'hecke_orbit_code': 13510798949221462, 'n': 8, 'trace_an': 16}
  • id: 34808829
    {'hecke_orbit_code': 13510798949221462, 'n': 9, 'trace_an': 18}
  • id: 34808830
    {'hecke_orbit_code': 13510798949221462, 'n': 10, 'trace_an': 20}
  • id: 34808831
    {'hecke_orbit_code': 13510798949221462, 'n': 11, 'trace_an': -77}
  • id: 34808832
    {'hecke_orbit_code': 13510798949221462, 'n': 12, 'trace_an': 24}
  • id: 34808833
    {'hecke_orbit_code': 13510798949221462, 'n': 13, 'trace_an': -36}
  • id: 34808834
    {'hecke_orbit_code': 13510798949221462, 'n': 14, 'trace_an': -60}
  • id: 34808835
    {'hecke_orbit_code': 13510798949221462, 'n': 15, 'trace_an': 30}
  • id: 34808836
    {'hecke_orbit_code': 13510798949221462, 'n': 16, 'trace_an': 32}
  • id: 34808837
    {'hecke_orbit_code': 13510798949221462, 'n': 17, 'trace_an': -65}
  • id: 34808838
    {'hecke_orbit_code': 13510798949221462, 'n': 18, 'trace_an': 36}
  • id: 34808839
    {'hecke_orbit_code': 13510798949221462, 'n': 19, 'trace_an': -55}
  • id: 34808840
    {'hecke_orbit_code': 13510798949221462, 'n': 20, 'trace_an': 40}
  • id: 34808841
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  • id: 34808842
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  • id: 34808843
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  • id: 34808844
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  • id: 34808845
    {'hecke_orbit_code': 13510798949221462, 'n': 25, 'trace_an': 50}
  • id: 34808846
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  • id: 34808847
    {'hecke_orbit_code': 13510798949221462, 'n': 27, 'trace_an': 54}
  • id: 34808848
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  • id: 34808849
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  • id: 34808850
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  • id: 34808851
    {'hecke_orbit_code': 13510798949221462, 'n': 31, 'trace_an': -388}
  • id: 34808852
    {'hecke_orbit_code': 13510798949221462, 'n': 32, 'trace_an': 64}
  • id: 34808853
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  • id: 34808854
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  • id: 34808855
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  • id: 34808856
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  • id: 34808857
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  • id: 34808858
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  • id: 34808859
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  • id: 34808860
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  • id: 34808861
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  • id: 34808862
    {'hecke_orbit_code': 13510798949221462, 'n': 42, 'trace_an': -180}
  • id: 34808863
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  • id: 34808864
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  • id: 34808865
    {'hecke_orbit_code': 13510798949221462, 'n': 45, 'trace_an': 90}
  • id: 34808866
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  • id: 34808867
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  • id: 34808868
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  • id: 34808869
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  • id: 34808870
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  • id: 34808871
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  • id: 34808872
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  • id: 34808873
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  • id: 34808874
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  • id: 34808875
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  • id: 34808876
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  • id: 34808877
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  • id: 34808878
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  • id: 34808879
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  • id: 34808880
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  • id: 34808881
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  • id: 34808882
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  • id: 34808883
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  • id: 34808884
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  • id: 34808885
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  • id: 34808886
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  • id: 34808887
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  • id: 34808888
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  • id: 34808889
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  • id: 34808890
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  • id: 34808891
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  • id: 34808892
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  • id: 34808893
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  • id: 34808894
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  • id: 34808895
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  • id: 34808896
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  • id: 34808897
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  • id: 34808898
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  • id: 34808899
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  • id: 34808900
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  • id: 34808901
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  • id: 34808902
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  • id: 34808903
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  • id: 34808904
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  • id: 34808905
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  • id: 34808906
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  • id: 34808907
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  • id: 34808908
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  • id: 34808909
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  • id: 34808910
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  • id: 34808911
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  • id: 34808912
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  • id: 34808913
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  • id: 34808914
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  • id: 34808915
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  • id: 34808916
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  • id: 34808917
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  • id: 34808918
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  • id: 34808919
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  • id: 34808920
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  • id: 34808921
    {'hecke_orbit_code': 13510798949221462, 'n': 101, 'trace_an': 519}
  • id: 34808922
    {'hecke_orbit_code': 13510798949221462, 'n': 103, 'trace_an': 718}
  • id: 34808923
    {'hecke_orbit_code': 13510798949221462, 'n': 107, 'trace_an': -766}
  • id: 34808924
    {'hecke_orbit_code': 13510798949221462, 'n': 109, 'trace_an': 953}
  • id: 34808925
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  • id: 34808926
    {'hecke_orbit_code': 13510798949221462, 'n': 121, 'trace_an': 577}
  • id: 34808927
    {'hecke_orbit_code': 13510798949221462, 'n': 125, 'trace_an': 250}
  • id: 34808928
    {'hecke_orbit_code': 13510798949221462, 'n': 127, 'trace_an': 583}
  • id: 34808929
    {'hecke_orbit_code': 13510798949221462, 'n': 128, 'trace_an': 256}
  • id: 34808930
    {'hecke_orbit_code': 13510798949221462, 'n': 131, 'trace_an': -538}
  • id: 34808931
    {'hecke_orbit_code': 13510798949221462, 'n': 137, 'trace_an': -1973}
  • id: 34808932
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  • id: 34808933
    {'hecke_orbit_code': 13510798949221462, 'n': 149, 'trace_an': 1718}
  • id: 34808934
    {'hecke_orbit_code': 13510798949221462, 'n': 151, 'trace_an': -950}
  • id: 34808935
    {'hecke_orbit_code': 13510798949221462, 'n': 157, 'trace_an': 3872}
  • id: 34808936
    {'hecke_orbit_code': 13510798949221462, 'n': 163, 'trace_an': -26}
  • id: 34808937
    {'hecke_orbit_code': 13510798949221462, 'n': 167, 'trace_an': -799}
  • id: 34808938
    {'hecke_orbit_code': 13510798949221462, 'n': 169, 'trace_an': -696}
  • id: 34808939
    {'hecke_orbit_code': 13510798949221462, 'n': 173, 'trace_an': -180}
  • id: 34808940
    {'hecke_orbit_code': 13510798949221462, 'n': 179, 'trace_an': -1256}
  • id: 34808941
    {'hecke_orbit_code': 13510798949221462, 'n': 181, 'trace_an': 353}
  • id: 34808942
    {'hecke_orbit_code': 13510798949221462, 'n': 191, 'trace_an': 4368}
  • id: 34808943
    {'hecke_orbit_code': 13510798949221462, 'n': 193, 'trace_an': 3164}
  • id: 34808944
    {'hecke_orbit_code': 13510798949221462, 'n': 197, 'trace_an': 5500}
  • id: 34808945
    {'hecke_orbit_code': 13510798949221462, 'n': 199, 'trace_an': -3198}
  • id: 34808946
    {'hecke_orbit_code': 13510798949221462, 'n': 211, 'trace_an': -4297}
  • id: 34808947
    {'hecke_orbit_code': 13510798949221462, 'n': 223, 'trace_an': -4938}
  • id: 34808948
    {'hecke_orbit_code': 13510798949221462, 'n': 227, 'trace_an': -6100}
  • id: 34808949
    {'hecke_orbit_code': 13510798949221462, 'n': 229, 'trace_an': -10266}
  • id: 34808950
    {'hecke_orbit_code': 13510798949221462, 'n': 233, 'trace_an': 5144}
  • id: 34808951
    {'hecke_orbit_code': 13510798949221462, 'n': 239, 'trace_an': -4064}
  • id: 34808952
    {'hecke_orbit_code': 13510798949221462, 'n': 241, 'trace_an': -3815}
  • id: 34808953
    {'hecke_orbit_code': 13510798949221462, 'n': 243, 'trace_an': 486}
  • id: 34808954
    {'hecke_orbit_code': 13510798949221462, 'n': 251, 'trace_an': 3143}
  • id: 34808955
    {'hecke_orbit_code': 13510798949221462, 'n': 256, 'trace_an': 512}
  • id: 34808956
    {'hecke_orbit_code': 13510798949221462, 'n': 257, 'trace_an': -1839}
  • id: 34808957
    {'hecke_orbit_code': 13510798949221462, 'n': 263, 'trace_an': -991}
  • id: 34808958
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  • id: 34808959
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  • id: 34808960
    {'hecke_orbit_code': 13510798949221462, 'n': 277, 'trace_an': 4}
  • id: 34808961
    {'hecke_orbit_code': 13510798949221462, 'n': 281, 'trace_an': 6555}
  • id: 34808962
    {'hecke_orbit_code': 13510798949221462, 'n': 283, 'trace_an': -1243}
  • id: 34808963
    {'hecke_orbit_code': 13510798949221462, 'n': 289, 'trace_an': -6951}
  • id: 34808964
    {'hecke_orbit_code': 13510798949221462, 'n': 293, 'trace_an': 5858}
  • id: 34808965
    {'hecke_orbit_code': 13510798949221462, 'n': 307, 'trace_an': 1334}
  • id: 34808966
    {'hecke_orbit_code': 13510798949221462, 'n': 311, 'trace_an': 7924}
  • id: 34808967
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  • id: 34808968
    {'hecke_orbit_code': 13510798949221462, 'n': 317, 'trace_an': 5474}
  • id: 34808969
    {'hecke_orbit_code': 13510798949221462, 'n': 331, 'trace_an': 4281}
  • id: 34808970
    {'hecke_orbit_code': 13510798949221462, 'n': 337, 'trace_an': -5762}
  • id: 34808971
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  • id: 34808972
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  • id: 34808973
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  • id: 34808974
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  • id: 34808975
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  • id: 34808976
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  • id: 34808977
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  • id: 34808978
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  • id: 34808979
    {'hecke_orbit_code': 13510798949221462, 'n': 379, 'trace_an': 7111}
  • id: 34808980
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  • id: 34808981
    {'hecke_orbit_code': 13510798949221462, 'n': 389, 'trace_an': -3140}
  • id: 34808982
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  • id: 34808983
    {'hecke_orbit_code': 13510798949221462, 'n': 401, 'trace_an': 7078}
  • id: 34808984
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  • id: 34808985
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  • id: 34808986
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  • id: 34808987
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  • id: 34808988
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  • id: 34808989
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  • id: 34808990
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  • id: 34808991
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  • id: 34808992
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  • id: 34808993
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  • id: 34808994
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  • id: 34808995
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  • id: 34808996
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  • id: 34808997
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  • id: 34808998
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  • id: 34808999
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  • id: 34809000
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  • id: 34809001
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  • id: 34809002
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  • id: 34809003
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  • id: 34809004
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  • id: 34809005
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  • id: 34809006
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  • id: 34809007
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  • id: 34809008
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  • id: 34809009
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  • id: 34809010
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  • id: 34809011
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  • id: 34809012
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  • id: 34809013
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  • id: 34809014
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  • id: 34809015
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  • id: 34809016
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  • id: 34809017
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  • id: 34809018
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  • id: 34809019
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  • id: 34809020
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  • id: 34809021
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  • id: 34809022
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  • id: 34809023
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  • id: 34809024
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  • id: 34809025
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  • id: 34809026
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  • id: 34809027
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  • id: 34809028
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  • id: 34809029
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  • id: 34809030
    {'hecke_orbit_code': 13510798949221462, 'n': 677, 'trace_an': 2551}
  • id: 34809031
    {'hecke_orbit_code': 13510798949221462, 'n': 683, 'trace_an': -25606}
  • id: 34809032
    {'hecke_orbit_code': 13510798949221462, 'n': 691, 'trace_an': 17638}
  • id: 34809033
    {'hecke_orbit_code': 13510798949221462, 'n': 701, 'trace_an': 38712}
  • id: 34809034
    {'hecke_orbit_code': 13510798949221462, 'n': 709, 'trace_an': -14204}
  • id: 34809035
    {'hecke_orbit_code': 13510798949221462, 'n': 719, 'trace_an': -29668}
  • id: 34809036
    {'hecke_orbit_code': 13510798949221462, 'n': 727, 'trace_an': -7701}
  • id: 34809037
    {'hecke_orbit_code': 13510798949221462, 'n': 729, 'trace_an': 1458}
  • id: 34809038
    {'hecke_orbit_code': 13510798949221462, 'n': 733, 'trace_an': -9080}
  • id: 34809039
    {'hecke_orbit_code': 13510798949221462, 'n': 739, 'trace_an': -39977}
  • id: 34809040
    {'hecke_orbit_code': 13510798949221462, 'n': 743, 'trace_an': 51333}
  • id: 34809041
    {'hecke_orbit_code': 13510798949221462, 'n': 751, 'trace_an': -59521}
  • id: 34809042
    {'hecke_orbit_code': 13510798949221462, 'n': 757, 'trace_an': 13249}
  • id: 34809043
    {'hecke_orbit_code': 13510798949221462, 'n': 761, 'trace_an': 18887}
  • id: 34809044
    {'hecke_orbit_code': 13510798949221462, 'n': 769, 'trace_an': -71821}
  • id: 34809045
    {'hecke_orbit_code': 13510798949221462, 'n': 773, 'trace_an': 3772}
  • id: 34809046
    {'hecke_orbit_code': 13510798949221462, 'n': 787, 'trace_an': -33821}
  • id: 34809047
    {'hecke_orbit_code': 13510798949221462, 'n': 797, 'trace_an': -19732}
  • id: 34809048
    {'hecke_orbit_code': 13510798949221462, 'n': 809, 'trace_an': -45325}
  • id: 34809049
    {'hecke_orbit_code': 13510798949221462, 'n': 811, 'trace_an': -66207}
  • id: 34809050
    {'hecke_orbit_code': 13510798949221462, 'n': 821, 'trace_an': 11376}
  • id: 34809051
    {'hecke_orbit_code': 13510798949221462, 'n': 823, 'trace_an': -29942}
  • id: 34809052
    {'hecke_orbit_code': 13510798949221462, 'n': 827, 'trace_an': -10634}
  • id: 34809053
    {'hecke_orbit_code': 13510798949221462, 'n': 829, 'trace_an': -69844}
  • id: 34809054
    {'hecke_orbit_code': 13510798949221462, 'n': 839, 'trace_an': -14602}
  • id: 34809055
    {'hecke_orbit_code': 13510798949221462, 'n': 841, 'trace_an': 25857}
  • id: 34809056
    {'hecke_orbit_code': 13510798949221462, 'n': 853, 'trace_an': 42962}
  • id: 34809057
    {'hecke_orbit_code': 13510798949221462, 'n': 857, 'trace_an': -240}
  • id: 34809058
    {'hecke_orbit_code': 13510798949221462, 'n': 859, 'trace_an': -6264}
  • id: 34809059
    {'hecke_orbit_code': 13510798949221462, 'n': 863, 'trace_an': 7191}
  • id: 34809060
    {'hecke_orbit_code': 13510798949221462, 'n': 877, 'trace_an': -12741}
  • id: 34809061
    {'hecke_orbit_code': 13510798949221462, 'n': 881, 'trace_an': -13059}
  • id: 34809062
    {'hecke_orbit_code': 13510798949221462, 'n': 883, 'trace_an': 11480}
  • id: 34809063
    {'hecke_orbit_code': 13510798949221462, 'n': 887, 'trace_an': -12750}
  • id: 34809064
    {'hecke_orbit_code': 13510798949221462, 'n': 907, 'trace_an': -39258}
  • id: 34809065
    {'hecke_orbit_code': 13510798949221462, 'n': 911, 'trace_an': -39590}
  • id: 34809066
    {'hecke_orbit_code': 13510798949221462, 'n': 919, 'trace_an': -33522}
  • id: 34809067
    {'hecke_orbit_code': 13510798949221462, 'n': 929, 'trace_an': -45440}
  • id: 34809068
    {'hecke_orbit_code': 13510798949221462, 'n': 937, 'trace_an': 9393}
  • id: 34809069
    {'hecke_orbit_code': 13510798949221462, 'n': 941, 'trace_an': -34435}
  • id: 34809070
    {'hecke_orbit_code': 13510798949221462, 'n': 947, 'trace_an': -38114}
  • id: 34809071
    {'hecke_orbit_code': 13510798949221462, 'n': 953, 'trace_an': 36850}
  • id: 34809072
    {'hecke_orbit_code': 13510798949221462, 'n': 961, 'trace_an': 36308}
  • id: 34809073
    {'hecke_orbit_code': 13510798949221462, 'n': 967, 'trace_an': -30391}
  • id: 34809074
    {'hecke_orbit_code': 13510798949221462, 'n': 971, 'trace_an': -42610}
  • id: 34809075
    {'hecke_orbit_code': 13510798949221462, 'n': 977, 'trace_an': -47695}
  • id: 34809076
    {'hecke_orbit_code': 13510798949221462, 'n': 983, 'trace_an': -46993}
  • id: 34809077
    {'hecke_orbit_code': 13510798949221462, 'n': 991, 'trace_an': -80541}
  • id: 34809078
    {'hecke_orbit_code': 13510798949221462, 'n': 997, 'trace_an': 925}