Newform data - 54.18.a.b

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• 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': 17496, 'analytic_conductor': 98.93992716606222, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [3, -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': [54, 1, [29], [1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 2, 'field_disc': 26477441, 'field_disc_factorization': [[31, 1], [854111, 1]], 'field_poly': [-6619360, -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': [[5, [-459298162125, 304980, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503599929360438, 'hecke_ring_generator_nbound': 7, 'hecke_ring_index': 54, 'hecke_ring_index_factorization': [[2, 1], [3, 3]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '54.18.a.b', 'level': 54, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'minimal_twist': '54.18.a.a', 'prim_orbit_index': 1, 'qexp_display': 'q+2^{8}q^{2}+2^{16}q^{4}+(-152490-5\\beta )q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '17.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '54.18.a', 'trace_display': [512, 0, -304980, -9246860], 'trace_hash': 1033912929771628645, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.025', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '10.064', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '68.763', 'prec': 20}], 'trace_zratio': 0, 'traces': [2, 512, 0, 131072, -304980, 0, -9246860, 33554432, 0, -78074880, -155034030, 0, 1702429720, -2367196160, 0, 8589934592, -8486897472, 0, -5707598648, -19987169280, 0, -39688711680, 266994431796, 0, -514269781600, 435822008320, 0, -606002216960, 113442022320, 0, -6929179768316, 2199023255552, 0, -2172645752832, -16154815903590, 0, -14067852085580, -1461145253888, 0, -5116715335680, -30739866769320, 0, 58093870679560, -10160310190080, 0, 68350574539776, -69202049560356, 0, -102828191597796, -131653064089600, 0, 111570434129920, -659688284112516, 0, 254493710923140, -155136567541760, 0, 29041157713920, -1288830277403880, 0, 144079111616032, -1773870020688896, 0, 562949953421312, -1317356094000000, 0, -3203435114160680, -556197312724992, 0, -4135632871319040, -11320825195049760, 0, -4886170417034870, -3601370133908480, 0, 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• mf_hecke_nf •

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

  
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[-822243018328119660998722915, 1141920224142201193693852], [-124239761934697473344382095370, 2220899360985249017267717], [-93673915653094647079904608590, -1541658031321079087462480], [-204985481082130026714542190700, -932517650568674106858748], [-114384644848978996109235006060, 1186163152497441017152450], [377981555946976354385227646346, -232941436252954238870000], [-381940226109110817644334100800, -326763305610968379947462], [187700082858703193470500554210, 139694658909766267952232], [195018966500001683686486778388, -1827110244354605030751400], [320665184150354682087185354805, -324039427236498513930588], [412384365975562081090021390385, 244799191056073956006132], [189192638112677519531379704034, 2635692185217479225575985], [-402676201281169963909390365915, 1389635998244884786954420], [-451369665473115440632572167220, -84748003327557548947554], [-152722371550495008718069985680, 138011510660778803187720], [-74132863266997538101133776500, 1384226682337629019848320]], 'char_orbit_index': 1, 'field_poly': [-6619360, -1, 1], 'hecke_orbit_code': 4503599929360438, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1], 'hecke_ring_inverse_denominators': [1, 54], 'hecke_ring_inverse_numerators': [[1, 0], [27, 1]], 'hecke_ring_numerators': [[1, 0], [-27, 54]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 2, 'label': '54.18.a.b', 'level': 54, 'maxp': 2999, 'weight': 18}
• mf_newspaces •

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

  
  {'ALdims': [5, 6, 6, 5], 'ALdims_eis_new': [0, 0, 0, 0], 'ALdims_eis_old': [3, 3, 3, 3], 'ALdims_old': [30, 32, 31, 32], 'Nk2': 17496, 'analytic_conductor': 98.93992716606222, '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': [54, 1, [29], [1]], 'conrey_index': 1, 'cusp_dim': 147, 'dim': 22, 'eis_dim': 12, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 301989942, 'hecke_orbit_dims': [2, 2, 3, 3, 3, 3, 3, 3], 'label': '54.18.a', 'level': 54, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'mf_dim': 159, 'mf_new_dim': 22, 'num_forms': 8, 'plus_dim': 10, 'prim_orbit_index': 1, 'relative_dim': 22, 'sturm_bound': 162, 'trace_bound': 5, 'trace_display': [0, 0, 0, 33827078], 'traces': [22, 0, 0, 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• mf_twists_nf •

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

  
  
  • id: 46014
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '54.18.a.b', 'source_level': 54, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '54.18.a.a', 'target_level': 54, 'twist_class_label': '54.18.a.a', 'twist_class_level': 54, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 18}
  • id: 46015
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '54.18.a.b', 'source_level': 54, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '54.18.a.b', 'target_level': 54, 'twist_class_label': '54.18.a.a', 'twist_class_level': 54, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 18}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 182775
    {'charpoly_factorization': [[[-256, 1], 2]], 'hecke_orbit_code': 4503599929360438, 'p': 2}
  • id: 182776
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 4503599929360438, 'p': 3}
  • id: 182777
    {'charpoly_factorization': [[[-459298162125, 304980, 1], 1]], 'hecke_orbit_code': 4503599929360438, 'p': 5}
  • id: 182778
    {'charpoly_factorization': [[[-138464208258509, 9246860, 1], 1]], 'hecke_orbit_code': 4503599929360438, 'p': 7}
  • id: 182779
    {'charpoly_factorization': [[[-21601079959427199, 155034030, 1], 1]], 'hecke_orbit_code': 4503599929360438, 'p': 11}
  • id: 182780
    {'charpoly_factorization': [[[144918320758354000, -1702429720, 1], 1]], 'hecke_orbit_code': 4503599929360438, 'p': 13}
  • id: 182781
    {'charpoly_factorization': [[[-21637678864827875904, 8486897472, 1], 1]], 'hecke_orbit_code': 4503599929360438, 'p': 17}
  • id: 182782
    {'charpoly_factorization': [[[-9512388370938721895924, 5707598648, 1], 1]], 'hecke_orbit_code': 4503599929360438, 'p': 19}
  • id: 182783
    {'charpoly_factorization': [[[-227613770568640578935196, -266994431796, 1], 1]], 'hecke_orbit_code': 4503599929360438, 'p': 23}
  • id: 182784
    {'charpoly_factorization': [[[-1749963528512692354455300, -113442022320, 1], 1]], 'hecke_orbit_code': 4503599929360438, 'p': 29}
  • id: 182785
    {'charpoly_factorization': [[[7479763023182636147814739, 6929179768316, 1], 1]], 'hecke_orbit_code': 4503599929360438, 'p': 31}
  • id: 182786
    {'charpoly_factorization': [[[-230291033868731951532263516, 14067852085580, 1], 1]], 'hecke_orbit_code': 4503599929360438, 'p': 37}
  • id: 182787
    {'charpoly_factorization': [[[-173032132174424269738534836, 30739866769320, 1], 1]], 'hecke_orbit_code': 4503599929360438, 'p': 41}
  • id: 182788
    {'charpoly_factorization': [[[727612621867623583491813484, -58093870679560, 1], 1]], 'hecke_orbit_code': 4503599929360438, 'p': 43}
  • id: 182789
    {'charpoly_factorization': [[[-28441432694203587221458558716, 69202049560356, 1], 1]], 'hecke_orbit_code': 4503599929360438, 'p': 47}
  • id: 182790
    {'charpoly_factorization': [[[-119523885632076420970161467661, 659688284112516, 1], 1]], 'hecke_orbit_code': 4503599929360438, 'p': 53}
  • id: 182791
    {'charpoly_factorization': [[[307617431362028623011614319504, 1288830277403880, 1], 1]], 'hecke_orbit_code': 4503599929360438, 'p': 59}
  • id: 182792
    {'charpoly_factorization': [[[-357930776249629664992338177344, -144079111616032, 1], 1]], 'hecke_orbit_code': 4503599929360438, 'p': 61}
  • id: 182793
    {'charpoly_factorization': [[[-3577126416542568176995765237076, 3203435114160680, 1], 1]], 'hecke_orbit_code': 4503599929360438, 'p': 67}
  • id: 182794
    {'charpoly_factorization': [[[29201922444304817599928692420800, 11320825195049760, 1], 1]], 'hecke_orbit_code': 4503599929360438, 'p': 71}
  • id: 182795
    {'charpoly_factorization': [[[-60190494944381522074558372304759, 4886170417034870, 1], 1]], 'hecke_orbit_code': 4503599929360438, 'p': 73}
  • id: 182796
    {'charpoly_factorization': [[[43502845671519989169554853827200, 13226203174257080, 1], 1]], 'hecke_orbit_code': 4503599929360438, 'p': 79}
  • id: 182797
    {'charpoly_factorization': [[[-149099670047875655001427356905775, 14304595055224350, 1], 1]], 'hecke_orbit_code': 4503599929360438, 'p': 83}
  • id: 182798
    {'charpoly_factorization': [[[10528357169176169609322589309164, -6721701300374040, 1], 1]], 'hecke_orbit_code': 4503599929360438, 'p': 89}
  • id: 182799
    {'charpoly_factorization': [[[-160093717241683906705638477002159, 71442353414491730, 1], 1]], 'hecke_orbit_code': 4503599929360438, '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': 2, 'label': '54.18.a.b', 'level': 54, 'portrait': 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y+WmZzVTC9EzCwGnFtMGF3XZts4fPrxAitui+988zLXboVyrsCFmTKHTkfkck3274LzUzUuzjT3FI3Zu+cXGlvOXmg9/N3f9V7/j/7oE681JP5Sr7/XKsrCUgMplXzlpS+J63aXf+PoK4/tuzSZ3Pb8oTlZuhVu2Gkxv2Jx5tIKD97aYP+uAQQ5Ts0EvHDMxDHrfM9bptk4nuD6HYbLCVvGDbTMYxkGjiUp5kJmlnN89SmT54653Lmvya27m1yzw+HG3RaLFZv5lTwLFUHRhjCMsc2YvB0xUAqJ8bm4EHJqWrB5ncH6IY+WK0CYtDox12xtsVrTkKSlSK2lqHUUC9WESt1nw6hBsxMjVML8akTRNrjtGpda2+fUJc3xqQJDxRIFW2AZEIaCtic5VpHMryYsVgMsywUj5ME7W9xxtWCkmGO1WmR60WJuGRZXA+ZXQ6ZXYKEVcV2uzsxqxGIr4Xve4nLHbov5pSHOXczxypmElWaHW64NWVotc3QSNq6r4jWW5NNn3fdOLTsT73/3W+O5xdozQvBT46Pl1xomf+Hr722J8ief+DTf8W3vYXp25b8ceP6h95w/f3hTu91wNo1GPHMkz3K7yX3Xdxgp5qi1K1y9FeqN9RyftJmaDZlaCFhqRMQ6Yq6aMFhq81++f4UbrrJYrQ4ys1RgYdViYVWyXI1ZXI1YqEa0/BAvDtmxsc3uq6BSlezZ6HHPdTFBqBAkfPF5m6W6zcSgx9S8otUqcO32iKVGyMU52LlRcnYObtsVEyce7cDG0j5FW/PcCYecE2CpED9KiCLNLXs6nJ+x2Lk54MIcrFTzXLs9ouG6nF9UbBz0qDR8vvRsjkQooiji3uvbbNuYsFAz2L/NZdt6gzDI0e44zK/YLKwIlqsRS5W0N7hUgYVWwA07V/jP31dnMG+xsJpDkWOpWmRy1uLCXMSpiz5Vv83erSHVWpHRoRr3XitZrZR54kjMto2CgUKJdesmHjZZfefVV18Xh2Hk33b3u19ryLzq6+8lwL/4hU+zbfN6dfjE+Z9eXln89weOzqihUgtTSC5WOjx4Q5HHXlScmPEYGmryHW9c5L5roVId59TUEBdmDWaXQhYqAcvVhEoHlpoCO9/hzmtW+bZ7fLaM5qm3iixVcixXTFbqgko9LRGqzZhGJ6bhJbTdkKFiwKZ1MSCwjISZJQMhLTaPKrauT1g/2max6nH4bIEbdiTknCrHzg1SyPv4vsHQQEzHhT2bXD729TK7NoZ4XsJwSRJEHQq2xfEpF8fIc/3OkCOTPourJhuGLLaOw6YxH6UCZlbANBKESNi8LmSgIGl2LFptg0bboNJQVGqwWo+p1CNW6hELdVh1IzZtaPJt965y5x5F3ipQaeSoNW0WV03mVjSzSyGXFgKOz8YstZvcf32Fb79fM1oqcmpygEdfSnjTHQtMzQ2jZYeJEeklemtjYuOOD8nc1T8XdS5EDz74La81dL7p9fcK4Euzp1E658Te5KanXjj+vuXlhf/0zCsX2LHBZGbZoNkKWOhE/Pvv8Dh8apRDpxJOzwZMrca89a5F/unbPVqtMc5Pl5hZ0ixVYir1gGojotpKWGoIFloJyBbvuqvOgzdHXDXu4Ps5qnWbWsuk3lRUW4JmW+B6CX6YEEWgZIJlgGMllIsJo4MB2nA5P+9z9JxFHOZ50y0+2qhx8GSJLePwlQMhd11jsVTvYGtFGAUMDkAYGGgjZHU1x537G3zluQJbx+Glsx4GOd54c0woOhw9H3FhxkZLk3UDmoG8wLEEpilQAsIY/CDB9aHZTqi1YprtmFo7ZrWV0IkiNk+0efDWOu+6w0MkBSq1Eis1h0rDoFLXrNRgqRIxt5zW56tBhx99xwrvuNVienGI0xdzHDoV8/JUm5/4QIPl+gCtpmB2OWDzeIuWfw2jo2P/oTR89SdvuGbjpWar07lx/87XGkq9198bgM9OT7J+Ytx89oVj3zN98fiHosZL4ux0LM9OJ9x6bQ1bDvDcEZPTcx2+5b4KN28v8eLJMpPTIRfmQ04tRNx/yxI/9u6Ilcool+bzLFY0q7WEajOk3oyotyNqrZTN5+sxA+U2D9zY5LbdIZvXKYqOQaNpYxkSUPihJI4FcQJtFxAxAwWXs7MJceLzyEt5vLbD9g0mt+9rE8Q1njxU5vodBmcXWtSrRW7d1+axgxbrBhNOXkz4Z+9scHLKYt2g5NFDitv3KCrtBpPTg1y/0+fJox1CL8dte022bXTphC2+dlBBJDg/oynmNFpAuyOJE0EUJwQhIGO0GVNvJeQLARvHPe7Y0+aBG0KG8jZLlRIrdZtaw6TW1FQbkmojoVIPWKqFXFqGuZbPj71nkTdcn+fc9DDnZ00mpyNePBOw/5oK777D5uzFEs8eCzHtBnfsdTg5pVhu2PG73rwv2b1zz48K6/qPhP6sv+/qba81pIC/J01mknjS89y3ffwTX9x+abn5S1/42rPqvusi1g06+J7Jhx+y+LH3VnjwzgGslwwOnBDceXWNPVtsBBaGIUDAV54b5nX7p7lpW40glChlYxkaxzbIO5pCO6SUixgsxKwvCZZbBb78dIHPPeFx7Y4OY4MRrbbLm2/12DIWE0YSLRP8EJ46bnNpyWZ8IObYeRviQXZPKPZfH2PZTZ450WZ5pcTVW3KEosr8ksFNO2BqIWA4bzMyCNaCpu1aLFY0hjbYsr7OiQuD7N9jcWGuwaW5Mm+9NWKpvsqBE2WOT+W5cZfDd9zrgmxx+ELM6GCLxeWAJw8buIFCS9BxwpZxnwdu9Wm2FOsHYvbvAN/PU6nnODZvUWsZNNqKRktSb0G9FVFvhlQbIUt1uFQT3LinxltuMjkxOcKpKZNLCyFnZ0I6icfte12OnRvisZdinEKNH3qrz+TFQSqtmPGhqlSdh6mvtP/7Sm0qd+PtD56rNIIvDRaN+LXG1msO8NnFNnOL7nfVFp/+Vbd+dPD4sWUmRh3mVqDlakbKCecXbB5+yeOW3RWu3qX43LM+1VaHfds1QgyRsy1ylsFcLeEz3zB44Po6nm+miwKGSc42KOQkjbZBK69puxGtTsQ6L6bjJTRdi8qyzcx0gh/GzC6EWFYCCEyVoKWg3VEIDMK25rotgm3rEzZtaONFTb76ouLUuQHecIPF/j1V/vCrCabIsWVDmyPPKTaUFcPFNrZy8AODpSbkbc3EOsErp3z273S45/oV/uDLHUyjwOtvSTCsNo8f8PnKC3lOXHC4an2OLeMRIwM+W4cDrtkSoVSMVgmQkLMsRsoWfmDQbJscO2vQcjXtjqLlSlodaLkJrXb6uzfaEY12TLUFc01JvePz/vtqrNbGeOW05uK8z6XlmKOXBLu3txgoNnjsYJ3x8YBb9oQQD7BUM7hqzGWgaLCwYjO79IJxcXX7r3rGuspbX3/jv0yS1h8Ikf/fF+BJ1ASRfP/zz73w84899thg21vkhl02WhjIxKDWktRUzJ6NmpNnBzgx6TI4EHJpJc9vfVnwna+vsmfCZ2KkwPU7NQODNV443cG2W2wY1ZhGhG3myDsmxbZBs51e7I6raXsa10tw/Rg/SAiChDBK335oksQglcDQAtsUlAuCgQKMDcdMrGszPFDn4YPw1MsGMi7xhhsMrtvd5JkTAb5b5PbrBPVOh6XVPLftjBkut3G0hRsqlhsBKhZct1OTK3gcOm1z9/4St17b5NBpBUmJG/aafN9bKzz2is+jL+Y5eclm04hibNBhoJCjVADHAkMnKAlxAicvCKJIEIQCPwQvIP0dvYiOF+N6MW03puXGNDsJdVew0FQsNmIkLZRy+dMnAp46GNH2I0IRcNO+Oh98oMrEsOSdd7cYLWlEMsDJCyVqzYRGUzM5rUAqUD6DpfMcf9kbLJnh/3vTTXfqSq31e4Pl1w7krxnAk2QecL/v4pnnfv7FA98YzZktTl8qceKSx427l3nLrYqllSKTcw5KpYOZ6WWHxQWIfHj2SIGjk21u2d3iW+5YZtO6iIYPL591+Oe/LvmuNzS5ZqvHQDHHSi1Ps23R6pgZsFX69gVeIAlCQRhCFCek3q20qdQabBNyTsxgIWDDaJuQFmdnAz7xpM3kdJ6y5XDTXs1t+xocOFPnkeeL3LLDZtN4m499XaCERbEQUGt5xAkoASPFNo2mSRw6vO2uJT7+lRzbFm0evKWNH6zy5NEhgsjm5r2jPHhTgx0b6zx+qM2R6RyHL5hMDEoGi4KcJTCN9CaUAoRIiBOI44QgzG7WIMEL0hvZ8xPanqDhCaqeZLUBQre5bW+V73rjKtdvDzh8voqwYPemkLff2eHWnTElJ0+rk2fjoMXCqs2lRYuZxYT5ZZ/JhZj5esiDdzS4caek1Sxw4ESNVuex0enl5Ofvvef25Mylyu/v3DT4muDsf3mTefLgb3Hg1FbKefe7Bwur//XpgyeHFxfqhEnA7okcT76iWKi3uOnqBq+7Dkr2IGcuFZhZkixVQqr1gGozptKCpYagGcbkcwFaR6w0FJWmJokitq1rccd1dT74+g7XbRNEkU0Y2nQ8i2bbpONp/EARhJIwkkSxIE4EggQpEiwzJmeHWKaPaXjMrnocOC05N2NyYcZBxRbbxk32bFXcsLuBspb57c8VcJuDvPFWybW7ZvnpDxe5ZkOBm69x+dLzdbz2MN/1YIgbLfKlJ4e5ZXeBXdsX+Jnft9m/ucibbotpB8v8jy9oTIrcsMNk91bB9o1tkE3Oz7ucm4UXT+WYWcyT0wJLS/JWgm2AlOkFTZL0Zg0j8EPwI0HLg7oraAQQxCFR4nLTjgYffH2De64NmRhVhKGi2pSsNhRapk236zmZ6mJRqRus1iRLlZi5ZZ8zczFOqc19+5vcutNmaaXMk6/Arq01Oh0HbRUYWnfDyq5NpX81NqT/8JNfX+Fn//V3/i/F2/9SBv+9P/xjdt/wEAl8x5lzM79+celCWcc5Gk2biytw894m91w/xPNHCzzynMHR8zX+6bdU2L5RIGUO09A4liTvhBTzIYOFhEZH0HAtOi4MGlAeADfULNUtPvlkmccPd1g30OZ99zbYvbGG29FcvTVh45jCCwyiSBHFkqQLbhlj6IiLiwkXFgS1TswXnskxuzJA4hsM2Ir1Q5rNY5qrNsDV2xrEcoXf+VKeSqXELbs1V2+r8/hhgQgNRgck+VxIOzCRiYREorRJ3RUsVgR7kxz33tDk2UMO64dNbrl6kO996wof+UqTF0/nabkGq7UCW9c77Bpvc/POJu++u8lcpcIXnrFYbVtcnDeYnTUxlEBKiUAQJwlRDEGcEIUxA0MB1+5t43khuzd2eM89HqNlzVDRIIqKLCyb+IEiSSSmTJ9wU5VUX6+3NLWWotqASi1kqRIyuRhTGGjzT99VYaJc5sjZIV44llB1G+zepJmetzlyocWhk08MT2656tfzAxPBz/7r6p88/cQfcte93/2PD+Af+aNPc9M194pf/63kvYPOmd/NicncE6/k2bwh5P6bQ05OOazWJXs3ejTbDlIKnjwBhy8s8p67qvi+QgoLy1A4loljKwp2SDlrFL0g1az9EIIQvFDQCSRNr8CFmTy/+CdDEIeIMOSGfW22jvmEIcRJ3N0EQgqBVAJtmJy+ZHLynE3e1hRMyXBOMDIkGR3UrB9RbB6P2LW5RiRW+W+fLXLxUplbdhrs3hLRCZs8f9Si7BgMlRLKBZ+ck5ZCcSypu4pKK2G1HlFvOdx5dY2XTrY5dUlRLtrcvLfMD7xtld/4HBw6l6fVSag1NYuVImPDOUYHXDYPufz4e9sUc3WOXIDT0xLDSFAqQYgYSNL/JRCGsGUs4vZrQqLAIIxMkjiH65ssrhi4vsYPNH4oCQKJH0jcQNF2Fa2OoNEWNFoJtUZIpRGyUImZrSe888YWu9fneOrlIU5MwrnZkB2bDZ4/anLyUsyG8ZA79ikeOXChfN9twe8+98SmcGLdOz/19OOfTO66/33/eAD+K7/xKc7ODSs/eOhdIpz7w9NnluyRgWEIFQ+/0OGe/XVu3puwYSTGNhRKxqwbtEm0YsOIy3DZxQ8sEpFgGiaWqXEsRdORtDpp8+T5EX4G8qAH9Bgva7j8UOJGFkFkc+pcnsOnIEoSUmintbEhwVSp56NgwdXjUHSglJcMFBRDZc3oIGwa8xgfqREkFf7bZ0ucnyyx/yrFVROSbRNVvnE8ZHG1xA1bJQPFGNvsYEmLRAnCSCKShDDyqbZsFlcN9u92uG5nk2cO2awbEOTsAvt3xvzzd63y65+LOT5boNaKqTUVy1XNcDnPQNFhoFiimAsYyQds3u9jGSGGDlEqQoq0mUhIb6ogUCwta8JQ4ocKP1D4ocbPAB0EEj+UeIHADyQdT9BxBa1OQtMNabYias2ISjNhti5ZaPosLEc89XKJJ16GS0s+8/WYxXbCxpE6+3cH3HONybmLJbaOhdSWp3NHTxp/2Op8Ln79XZs+e+LQJ6O9N/zdg/zvHOBtPxFBEN75+c995qrqyszvyPCEvW2jhWMa+IEiDG2++rTi0Okm5VLI629ssmHQ5Ya9mk0THk23SRALxoYNIMFQOSzDxDE1TluRsxWdrGn0gxg/iAkykHffYQRhlBDFMVEEUSKIY3rgFgKUBC3BMMDSAtsS5CxJPqco5SQDJcHoYMjmsTaFfI3PPuvz5NFBaitF9m1SbB432LHRJRI1Hn4xR97QjAwoCjmXo+dJN+43JrQ9xbU7AvZtS1iYj1iumnTcHG+6qcnTRzqcnVXkHYllFrnmqpif++5Vnjje4UtPDLPaSNg8GlGta8pFRSlvUMgZ5J0E24qxzBhLp5kpUqZ2XkhZPI4FcSwI4/QmCyORgj0Q+KEkDAVeAH7QVV+g44W0OxHNTkS9FVNrwWJLMF1LyJtNai2XP3y8w0pVsG7E58aNHe7fHzFSMBgfyHPkbImz04KF1bSUnF89bceJ/CjIf1Iq5z/95Nc/Ht3zuvf/wwb46vJJ7brB7124NLfbrU+SiBL1dofdW5bZc1WRYi6fRprNaE6cijh4sohtu7z+phYtT/PUkQ3csbvNBx5ocf32gJxdxjIL2JaFY2sabUXblXQ8he8rvDAmCNZUhDCKiaJ03B7FCXGSKSWZWiKEQEpQUqC1wNQCy5TYliTvCIq5hHIhZt2gx8hAkzCp8amnJR/5yhCjts2+TYJN4wZb1sdsHq/y2ecTKhWb3WOKgSIUcgGLU5KlqoW5FbxAMFKSlMtw9kJCtRGzsGKzY4vN625o8uWnbIYKYJkmSpa5ZpvgBx9cwpBLfPGZAU7M2qxrBIyWQ0p5RcFR5ByJY2ksEywDtE5SkAuQog/kZDd2TArwKHUnBiEEEdkTMMb306dix4touQmNdkK1DbN1yXIjYP/uVb77DRVu3hXz5GFBq9PigRsTHMMhCEpML+Z5+mWDUxdDLq26bJlosnejotZwmJyatEcGgt+dXChpL5R/Ssoz/zAB/psf/jxf+urJD47knhqN3SpL9Rz7d/ocP1viow9rvuWeOnfsiTB0mWLOYP2QYLEqWK4bfOkbRdo++DH88cMRR6ZqfOebKrzh+lU2jQWYRhHLsLFNg1ZH0fEknp8+YoNQEoQpa4dxCu70wibdHc4M3CnAlRJoJTB0ChDbgpwdU3BCyoWQkXKH4YEaz57y+egjDqcvlNlSMtg2BhNjJhPrYNemBu2wwYGTRRxlMDKgKBegXPAYKIWYpkaI9ObqeCaVRkCtnVBvhSxVTTaNFbh19xKPvNjm9GyRnBVgKBMhSmzboPjO169w464lPvpIgQPHyqy2NKPFkHIuJGdLHFthGQLLkBiGQCuJUmTyYYryhHSHdQ3kEMUxYZgSQRAmvaeg6yW0vYSGm1BpS+ZqYOWbfPcDK3zHGzyu32FTbeR4x20GHc9gtW4zs2CzsKKZX4GL8wHnFnxuvq7Ou++UHDpeZHrR4/qdimcPnisa+Yn/9j3vusGcPPG5j1y1953/8ABerzdRSn7/f/3tz/z8zGRnaP2Iy9CA4LrtASNFm+VagSde9rh1zyr7tgtMo0jeMSgXFCONkI3tiGYnoelBvSS5NDfEz344x4E7l/mZD66ycV3Igi5hminIO57C9RV+kA46gkimrB0JouwR3QN3OqTMmBu0SgcmppFgmzGOHVKwQwaKHuPDDRbrbT70BYOHXxqkUs2zfUSwaVSwYdRkYlSwdb2LNmt8/EnN5HSeneskAwVJKR8hpcfscoKlJVJAkgj8QLN5tMGLRDTaimojYbHisHPC5t331vn04yZTixaGDhDCIE7yBKHkhq1VNn97g4cPtfnYw4McnMqzYUAwnI/I2xG2KbAMgWlIDC3QirRxlqKnB/dAnkmJcUYAQZQCPR0QJbheQssTVFzFbDWhkKvxU+9f5q23SoJgiFNTeZptk1YntQDUW4rVOqxWI+ZWQk7PxDilFvdfF3JpZh3fOKSYrkik8okTwXq9MhRHtV9at/07VLPZ+r1C4e9mGPR3AvDllTpRrL73+JHHfl4HL4/mCxYnJgepuh4XlgTbxle5aa/D7z9c4L9/3uPfvG+VXZvBNArkHE0+Z1JvxTSzsXK5E1OyE+brNl96Zj1SSn76A1XWjyToSoypTWzPwAsUQU/bTqd6UQxxIkiSrCpJUuaWApRKVQdDxZhGjGVGOFZIwfEYLrfoBB0eP5rwiW+UOHCszIBpcM2GhPFBybohk/Ujkol1PldtqHJkqsMXnh6hpDQjJUExLyjmAurtiK88b1MwE4RIJ44dT/O22z0eeiGm3k6ot2KWqpqJ0QLvvKPFgVNNTp41yVshSooU5HEO109r/e98XZ2d40t8/IkGz50oc6nqMFYUlOyEnBlj6xjTAK0ESqY3shTpTd0FejoQogf0KCLtWSJwA0HHF9R8yUINyvkqP/mBVd5yi0W1McBSJUetadJoK5ptRaMN9WbMaj1kuRpyYRESq8OPvmuVzaNlfv9AxNBIhRv2JYwPGDSbBc5NR3z2a0dHb64+/fMP3HdXHLiNDxt28e83wBeWq4SdDlLwXU8/88wvv3TwyaHJuTp7t0Rcu73IwZMmx0/5HDkVIIVEJ4InDw8RRCv81LevsG0ixjbzOJZJoalotFXPO1HMRRSdGKci+fyT6wj9kJ/+YIORATC0g20Z+IEmCNOBRcrcImPulDkhnfalTWXq49A6xjQiLDPAsXwKToeIDo8dkvzJ18scu1BCBBZbBhLGywnDZcXIoMnYsGT9SMCmsQbTy03+x5fyhJ7DxISgXNAU81DMBQjDp9HJUy4kCJH+LEEoGbQUYRzSDEya7YhqQzG77LD3qgI/9PYav/SnFheX82gVZDeGJgxtXF8yNmRxw/YG+65qcfziLJ/4hsMjB8vM1R3ylqJgQt5IMHWCoUDLpAfyy5m8C3CIYkEYCfwolVgbgWClIxgq1/iZ71zkTTc5zC+NMLucp1o3qLckjQ602gnNdkStFbJaj5heFQi7w7/74AK37zZZrhi86RYXITRRZHNhxubw2ZiBgQaOavHyiw+PjpbEL++5+uZwdXnhj4pFA8Ma+vsJ8Ga7g2U573j58Eu/cfSVx4sXptvML1t4QZ1/+b55Srlxjk86zC2b1Foh5mhCwZIcODHEL31imV/+oRWESDCMfGqQailaOUXLVZTaMaV8hGlEVBqCbzxf4NAdVb71njoQYQcmQagJQ0UYKeI4tZMmsehdTCFAyjgdw6sYrUMsM8RQPo1OwHIj4Nc+a3NhaYBDJ8skscmQIxgdThguCYaKiqGywbohydhQyIaRNkPlKg+/HHPwRJl9E4KBgqSQkxRzMXnHRxgelqXRKv3zkwSiSNLxNB03IIwFzU5Ms5VQaRgsrBa5bVeLW/fW+PijNk5FoWUAZCCPzEzGMxgu29y4rcWN21u8eM8cF5clH32kzFItx8yqhakkeUNgZmWYlgnqCpDHGcjDWBDE4EWCTgStMCGoubzthlXeeKuP1xllcrbA3LJJvQWtTkzHjVJfSzui1kqYr8OK6/NL3zPPLTttpmZHWKratDuKalMwuwQnLwacW2zxr77NZShf5sJcjS995ZGhMI5/48Ybb6h2Ou0v/G1i8m8N4FMXzrN507j60Ic/tv3osVPF1eo8t+wx2Txq8vyJEp94YoXvuG+eUmGEC7M5lquaSiNmsBpgajg+OcixSxe5decqSiQ4lk0xZ9DuKNpd34hvsHlcsGXrKnPVGs0wphW7FHMhBQzCSGeTyRTgSSK6YgmCBCETlIjwgoSEEGTI8QuSl05pvnygwLGLBYIwR8FQjDgJg/mEgVyS6uBFzWBJM1QWjA2GrB/pMD5S5cljHr/z5VHGy5qRIhTzimJeUMiFOJbHs2cUrq8x8kC3Bg8ltlZcv7PDC0fLtDrQ6ETUGgYrNYvFlQF+6MFFZlZWeeGVEQwJiIAYCEONHxh4vqTV0QwUbMrFPLfubHPPvjbfft8Sp6YTHjpgc+CUw5nJPKHQeJ6iHSiUkAgh0qdJduMnSToTCJOYOI4hijDwKGmXguHxjYOSS3OK1VWB5wd4fozrp41ox09odNJG9GI94fa9q+zbZHPu0jouzOZZrkpWazErtZCpxYj5Zodvu7/FYH6QZ4851Nttrt12iZnJrxUDd3L7bXf/gDp79ky0Y8ffztLE3wrAL5w/wtiwbR45cuB7BnLRr+weX6JStDg7E3Prbpd60+bR5wcJohW+900LDJUGmF4ssFgxGC5bFHIhlRPwJ4/muOuaCuvHBHYtT8sx6WS1dRhKEqCU99lz1RKn5iv88kcLfOnrOb7tAZdN63yCICCJBXEiSRLZM04h1thbSMFnnnA4cj6P0JqLczlmF3PYjqJkCcqFhKIdU7Sh4AhKOUWxoBgoaIbKMFwOWTfksmG0QZTU+MzTRTqtPDsmEoo5RSEnKTgxBTvEMHwefsHGa0uMUZAZoIJQkncUb7q5w1Mvx7Q8mVlYNbWmZmE1x56tBd5zV4NDx3NcrBRQMgaCtCmMDYJI4QUS15e0XE29ZVJwcuQdjz0TLrfscpleqjM1X0MbEYcnDT79DQehVKqqCNl3BTOUJxEkMWEQs2ldwHe8oQ1E/MpHhzh60WbvhoByLv33wxC8ENq+oO5JFhugZIPvfKCB649x5GyOmaWESs1jqRZzaSWhHXn8k7dUuf/aAk8cynF+weOWvTFnZwc5dM7lwfvkrxw8+Hx7fOKajxw7cdK/Zu/fPJ7ibwXgly5Ns7i4snNx6eKHTp54QpZzMddtV7xwrMDxCz5CJowVJF94cpAgWuZ73rjA7i0tNo/lqTYsvAA2bV7lNz6V8Pln4c59VUYGOowOWLieSRAq4kSgVUQh57JQ6fDfPlHiz54YAGHwhQMCqbKLRNzTuFNwp+gWQiGERCpFGGhkrNFaUrRg60hC3ojJWTE5C3KWIO9ICo6imNOUCpKBIgyVQkYGPNaPNImo8mt/ZvPM0VG2DcFALmPvnKTghOQcn3yug+PksJREyaTHmnEMQWDgdgQdL6LpqczCGqcrc3mTmcUSd+71+OfvXeRXP625VLMQIiZJAuIoIQiNdKTupTJpoaPJ2yY5xyZn5bCtgILjc8NOH9MIuGlnyAfvb6NVmA2BYoRIevWK6BvtJ0kqMTpOjBARbbfJz/1hkyNzAxQtianSLScvgpYPQvlsLLW46/pl7r2hwa98bJQT5yKCIKLSSmgFEbbT4fvfUuXtt1qcny4Sx4JrtkhaDZsTF2K2bvB49rknpeubH3Ld8GnXbR/728Dm3xjgX/jCJ9AK5+DRM++anj4lto1FnJl2ODfvc902j1otvZMHCz7jHcWXnhrl+FSd1+9v8cANTTZukGgVU/V9Gn6Z//JHo1w15vH6W1yGCy67N7fZMREjBZyZlhyfkjx+uMgnvzGIzDkopZCIFMf9uM7+IgRoAVqIdFKpwHYSbJ1gqQjbAEuDbSY4lsAxJTlHkrN1CvC8oFyIGSyGDJU9RgdbrB9d5Xe+HPOxR9axsawYLsQU84pCTpHPQc5JcwrnV2POz1vYZmq/ha7TT+D6mq1jMWPDLg3XpOMmGYtLak1NwbEp5Mp88P4lJucX+N0vbEBLTUJMFEeEcUIQajxf0fHTOUDbluRcjWMZOFa6sWOZIaYRYRgRho7QMl2UkDJCiRiR/VxCJJdbS8ME14sxjJD33utBssjjr7Q4OmVzdtpCioTtm3z2bPYYLfq86ZY2W9dF5AyYqTQ4PmeipaBcCnjHnU0e2O+zYzzH4soAq3UTQ0mWlgyqnSYP3OxSb+Y5NSUZPH9Q2Ib3ruLwrvNffuhznbe+5W+mkf+NAb7asM1KbfUnjXjqJy2jKqcWTEr5iNlqhDZW2LtN0fYcPF8zHgQIoTg/NcTxyQLfONxm/bBPnMDzJ4dx4xyXVgRTSwnfOBESxQH7t7vs2RQiBRy7aHBkMgeYFHPpYMOUYAiQmToiWFMLUrUkbayUjDEkaJUqC4YSmDrBNNLppW1JbFPiWCo1cjmSQi6hlI8oF0IGix7DA202rVvlwBmPjz+xngHbYl0hppgTKbgdSd6OydshhZzHgdNw+FSO7SNJVveujc07nuKmXQk7NnV48ViZtpekTVtHZyA3yNkOjl3m2+6ucPjMEi+cHINEEcdRaocNE8IgwQ8Unp82rjk3wbEVthljmQa2GWHqGG1EGCpGqxil0kZbZSwuZGoR7gJcyBgpEqRMUDLCMkPedpvPO+5ocXyqzYkphZKwa1PItdsiwkijpUMUK8Iw4T9+0OPAqSWiWLJhKOa6bQrfH2BuucjCqp1p5gknLnqMrGtg23BxIeaqiZiFSlP6pxZ++p6bc+bWcec/A/5rBvBOuy09v/Wzj3z1Q/9yprZgOlLy3KRioOgSBPDSCZOrxtJJWs5WDBRjlIwp2DG1tsGliwOcOgtRAoYWbCylj8xUstKEicXUTIFzUwIS0EbCurzAUgmWSjBlus2iMnBLmdXarP29zHwmUqS6sFYilc6ysbyZTf8sU2FbCscS5BxBwUko5iJK+ZBywWOo1GH9SJUXTnf42T9Yx6WZMlcNx5RzUHQUeUeRtyFvRzh2gGm41N0EJRWGSpByjR+jzA8ShCZFJ6AdxrS99HyethvRbEvqjiLXtLCtAlvGAn7ue+r8zB9Knj+5jgRFnMREUUwYhel4PUgHXR1L4ngK25RYZoJtKkwdYxhJBvAkBbhKUDLzrPQIIiOJDNwyuwmUijFU+gTYMhqxY306XQ9CyeKqzIAte1KsY8S88YaEKJZ0XIPpBZNa00xtt01Nq5OWanu3CrZukpgmbN/sM5TTvHDMZuritJnLqX/7fd/1Q0bH9f6DY1t/7XH+Xxvgk3MN5qrBf372mWd/7MUDi3bNhTfdlHCHNJias2i1YlZXE3RiMFACx5ZpZJoOsa2YkpMwWozxw2xknHlELh9ApLXemoYNgi77ZJNI0R1HrwG6y5Y9cHe9JiqTy7JVNENLLFNiGgrbSiMZHCsh78QUnIhiLqBU8Bksdlg/UuOFU21+5iPDnL40yObBVGEpOJJ8Tqbs7STk7IicHRBEPn/8aAGpFEZXnusyeNI1PBl85xuqfO2gT9O3aGcAb3UUzZaibmls08IyiuzaGPKfvm+V//gRwXPH1hEnMh2zR3EG8ATPj/Hs1HhmWQLbEFhmOtk0ddKb2HZ3OVVXH88YXIoEIdfALrPvVSatStm9CdJRcPd3SY1cWQIBkMSCKE4tE34ocT1J21O0OpJ2R9D2Up/MxIjNcG6EME5wm/DsWZhe8XnjzU38cNY+deyx//u2u14nkmT13wnx19PG/9oAn585QxLHtx498owzWNBUmpqHXmhjmA1u3WGxWivScgWmJt16TwSOKbKFhRjXi/D8NedfGAviDOhdgHe/pn5tMpCnElcP1JcBXFz2z9KLl07zUoCnhiqt0lG2YcjUv2EKbCvNPMnZ6di7mAso5n3KxQ4j5ToHTrX52Q8PcvziMBMDgqF8X2lia/J26l9x7BDHSiOTZ1cHMJTISoF0lNhtMqNIEoaK8YGEMAxoBDYdL617O25E05U4bYVtGpiGjaFL7J4I+U/fu8xP/T68cGKUKJaphyRKCMOIIEx9JJ4VY/sS18zKOC0wDDA0GCpBaYmW6SRXZjef7AF4rdzrAvxy4K9hoFtuRT2Qp6QURZlrMRB4gcDz08lo9/cLwpgkAT8UrNYNOm7Cctvl5r0V9u0wSeIyM/MJx46/4KyfuOrWv0lG+V8L4L/90Yd45Uycs1qfM3euX8APJHu2GDx7pMxiNeD0RcXmccFQOel9KHGcutZcP22wXF/hdRd+wzg1RoWZNyLuA3mSpHp21/2X/aVbY8uMrddKFJEBXKwBPCtNlJRo3WVvgWmQNplmjGMnOFZaP+ecgGLOp5zvMDxQ5+BZl//4ewMcvTjC+rJiJB9TcgQFW5KzFTlH4NgJOas76vd54aSg5ZrYqvsUSX/OrlKRMpwmbytuu7rJgeNF2kFapnS8iHZH0bQUlqkwDRNDx2hVZs/GmF/4gSV+4rfhuZOjBLEkiONsWXptB9MzJZYZp+ydeVNSf0r3nVkVZB+QZZcYkrXPVKx93+1x+vXzuGs9jlNbRBQJgih1K/oB2ZMlwfVTQvP89KkTx2tmN9uU7JnQFM1hFlcUz53wGCyFPHkoZm7li+Z/+Levz82c/Vx7YsdfveH8KwP83MULbNs0Uf6tP/iz//HS2ejuqzdogkBTyIW86XaXat1AyISc5WIacR+40wGH6ys6nsD1ZAZy0iWFbKs9ilKAd41AKYOvLQN3jVJAX1OZgbzH4KnBSGZOwW55onRafxsaTANMI8Y2M4OVFeFk5UXB8SjlOwwUG7xyzuM//t4Ah6dGGStrRnIxJQfytiDvKHKOItdj7wjbCinkXJ48bFKr2wwMpCDqklDK4Nn2e6QYHVLcf12LJ1+K6fgC14/7QC6xDYltaAxtorWDlDF7Nib8/A8s8RO/nfDc6VGCWBNEcfo5RpnlNYix/LQEMwyBqSVap0DvWoOVFCiVlXkyeyrKy0Et+z7rfuaGvqdsF9yZQzEMU9Lyw6QH6u7bDVJDVximvZcgvQ5LtVSfrzbTuOjxIYUbRGweq919+ODU7++89j0/vDB/pjY2/lcbAP3VAX5hnqnplZ9o1i68v6xWuDQf0wxdcvkW126PUIaFlLB+KCJnJUSRJIg0YWjQ6hg02wYdT9N2U2nL9SWu329xTW2u/eVKkjE5CX2TyctBLnogX2Pv3gXsjqo1qT9Dpz4N00yTYu2MeXN2QN72KORcBkt1Dp3x+MnfHuaVyXWMlg1GcxGlXJKBO2NvW+JYKfvbVkjO8gljj6ZvIZTEUGtNrsgmmWl/IQlDSRAY5E03tQv4NgNdkLsRbVNlR6JIDK0xtJXWwiLhmi0Jv/TDi/yb34p57tQ6gljjRQI/yurxID1mxQq6SlGcPb1k3xNtjQD6n35dohB9n2//K07WfCxJvEZIURa70QN4Buj0poWOD/WOoOmBH6dW5iAC2woZG/JQMqHVCblxu8e2TRLXy3PsTAeppt4/Ov7y+SAIfurvlMGfO3KBDRs2bP7t3/nIvsrCMr5rsVLPsVSLOH7W4BNmzEozpmh7vOk2n/XDEa0ODBcT9m9LGCpbrBuyWKnlaLRN2p2uzbW7WSIIw8yIn7FcD+DZ1+TyKc7aX/vr7j4rbOoYTGtPrRKMzISUsneEZURZ3Rzg2B4DxTalfJMXTob8u98Z5uXJdYyUNCNORMlOKGTgduxUTuyC27EibDOkmPc5OZXwxKE8ppQYKu6Bpx8gUQxBpAhjzb03BGy/qsX5Sw4jOXD9JH17EW1Xph5vrdDayBrstNG7ejP8wg+u8FO/HfP08RHcwMGLJH6YkAvTksUywDKStA7XZKWOQGV+cSW7ABdrDboE0Tdb6P/Ek94TdS2iovfUzQAe9JVKnSyqou4KlhsCjBChffbvajNSDGh1BBuGQt58a0TOMqnULGzDxJA5lqomS9WITmOFuUsv7Lvxzu/dnCQnLwrxl59w/qUBvrK8wNBwectXHn/p/6tUV9/h+VWu3WailWK5ajK3bLBUjYlkRK2W5yNfGKLlp/t8AyWPW3a32Tru8o7b2uzY0KbYLlBtOrRdA9fTfV7urtU1a1hieg1Mlzl6im1WrqwBPOkxZVdpURmwtU4wVApsQ6fWWMtIQWlbPjnbY7DUptps89Qx+IU/GePIuWGGM3CXnYSCI8jboqeVp8pLnLK3mf63HMvDjyLcjo2t0jW4XgnVA4nIyhRJGOq0ltcenp/QCUQfwGNMM8I0NIYh0UqhpNEDOAKu3Sr4hR+u8st/GvLcqSHm6kXcvKQcJeTDBMdIsLK30SvRkl79rZXI1KYM2EJctiSxBuy1QVU/uNPGsgtusqiKLrih5QuWW5KaH7FnY5233FFn21jIzbsSBvMGzbZD2y3S7ljUWxZux+DijGJuGZZrMcpI2L15lXaz8I5Lk69ERvH2/3tmbnFqYv26v12At2pTEDi3+PXT73JrkyglWG53uHFXnd1bHWYW88yvaJarimojpN6KabSh4RpU2iZPHSryWOLz+MsN/vW3rfLWmz1Ms0S9maPjdje7ZS+nJAW57AH8Ml93D+h9XN5TU5JMPkyQmYNO61QWS/XgzB5rhNhmmnuSsz0GB1ssVzv8/B/n+MLzI6y0BhgpSUbsDNx2WnfnssbSsSQ5K8kYPK29bcsHfL7+ikk1MBmy+CY/dn9zFkXp8kPR0rxuf5sXTvs0A4tSEGeNWYzppV51U6cAT+W9tM9BpB/C7o2SX/2/Gjz0Qof//OF1zKwM0ClryqagEMY4IVgBWFl5ZijWGk3Z5xm/ojS5HOB9ZUlWOkZJVxFKCLOvQZbF4gYiBXdbUmm7vOW2FX78fS22jZlEYYnlao65BYtWJ42lqDYVlQasVCPmVwJmVkNy+Q437kpQ2uD5gxeZWj7/rs3bhv/Y9ztTf6sM3m67OI6144UXnv0XX33yGLYt2LpOc+yCybHJNq+/tcb919aZWRjm0oLDctVktZ5Qb2YZgJ2YicGElYbB9MIw//lPDLSa4003VFEixjRsbF9nS8iKIMrCeLJAnigWxJHoaeNJP9D7AC7oaropg0uVZACPMHTK3KYRYRohlhFgmQEFp4PWbZ48HPH7Xyny5WdG8eMio0XBsJ2WJakE2NXJVfYWGXP3s3eA1h7PnijT9jXjua7WfCWDd29aSRAqbENx654OYZwCvBMI3K4aku1HGrorcaoMkEnqkCR9og2XBe+/r0XBmuPDX+nw1IkhFnyHli0phQk5nWBrUtlWJVnJRrag3O1bkjXPeD/AEzJ9e03ZimN6jWUUp1HOYSR6kR3tUFDxBA3X5S03L/Lv3u8zVh7k4lyR1bpFs6OzZQlJvZlQaUSsVEMuLiVcrHjcu7/FG28yaDbzHL2gmRhpEzQPUrR2/Iv9t9/5cqfjnnUc+28O8FZtmlcOfZXhwfL6IydO3dNsLnDPdTYbRyI2DFs8daTMpx8zePponQ/eP8+Nu0ucmylTrBhUGwaNtqbdiWi7EcPFmOFiwrG5Iv/xwz4DuXnuurqOUiG+aaR+7kilSwtRtrQQXwH0vndCn3woupbY7nAiycqTGK26AA8xjRDTDLANn1yug2l1+JOvaX7xj0Y5vzyIYdmMFQSDVkTRSshbkM827B0rnXba2UAo9a9E2ZMgLU9WGhEt38RUqjdp7bJ3hpVUWktSSS2MJH5o4BguY+UOtXaBTiCyuLWspDKiTOZTWXOoLpPy0sY1dT6+464WN+1d5hc+6vKxh4epRgXalkHBkBRUgqMTTA2m6vOIS3pDn8sYPLl8MaJ/ABclfapJTHYeUddPLmiH0GoH3H/dMj/3vU1yeoxjk0OsVE2aHZWGgXZIveTNkOVaxJn5hLGxFj/59ioTgwOcnRrkqcOw1EwjMwrWHJemj95zaVmuD/zq2ZOnp9mza+PfDOBxHHH7rfdtOX328O9cvHiMkmMzt+Jxak5Ta3msNiwi1+CFw4PUmw1+4gMr7N4cYupBcpZBs6NouxrX13h+zGgnpuIFKCtkeNAll/cRIsIPjbWkqSgF+NpbEkeSMJYZ4DOQJ+kAqbvM0B01S9EdRcfZYkOUglun4LZMD8voMLUY8rtfyfG5p4aZXBygmDMYtGHAiihYSTZ674JbZuCWvaGQndXeaT0fUMx7fPZZzdmLDrYS6KzBTFlxDeW9GIckLcOCULN7M7z1pia//9UhWjlNMUhwgwTLz0orFaMzBSRtDrsgN/qYNiWETcOSf/eBNvu2evz2lwc5v1CiEuZoaUVei5TNu56cLC5jbUG5C/Bu+kB2MyZrTB1lyxFhLPDjNBrOjUn/WZQQhyFJFIDrUq/6VBoJ1cjg2DmbZoeeZNjxYlqdiEoz5uxiQqHU4Efe0WLf5gLzKw7rhpe49yaPlWaejmvQ8Qc4efowN9+693e27b7jza127X9aqvyFAE+SANDMXTw0MT11Ztug02HrLoej5/NMzsfUmgFSwLqyYLioWFop88lH4Ufe2WR8xMIwbEqewvMVYaaIKJXw+lub7Nm+TLkQ8I1DJs2Wj22F3LCnhS0lSZyeyZ6giKJ0SycIdSY3pkCPI9VXrgjIzEJCrHkotIrSd8bcac6gSzP0+dCnLD780Bizq2Ui5TBYUgyaCSUzJpcxd643vpeZTyUrTTLtvAduM51eeoHP2RmLlm8xYGXAEf2NW0bhfcOeMJIEgaaY12yd8FGWS9Mv0DEFTjYkMXUaJ2dkJYrOlI/UAvzNzWsYKYZLbX7oHW3ede8CH36owe9+ZogVN4+rbRpakVMCWyVYshsRzZonJXskdhv6MAN2EAncOFtri8CLYqIkxiLETEJUHGKqkOuv6ZCzQlrtmJPnNd/78+vYPWFTtjy0WlNeuk+p5YYgxOfb7xOM5Ndx7LxNFAsGCjFDRYfVusWFOc0rZ2Nss0GhdHqblMWJ++7aP9VqB+Rzxl8P4Csry9h2fsQPjU+dOHHEWKhBsbTC62/Os1TJs7iao+2uPb48H9YNQrMpcKyQkYE2YSh72X+mEeNYAeuGqigj4pc/PsjvfKZE29XYhZhvubuDbUREQcJ1O0MevL1DHKYW1oGCIklMgihVXcJIE8Uy3dzJft40WzBVGLSMUBlz26aPoX3qbsCzhyV/8kiJzzw9hBsVMEyLIRPKZkzBTMhZCTlzDdy2KbEsiZWVJulgKFMmMoCbRjr5vDCf8NTBHH5gYOWTb2owe0/FXg2eejj8QGEYmvtvavLxx1qcnsnTsbMxt5FghmAEMYYfp/JeT9aTa+E+faVElNX3OUuzrtzh37y/zZ5NHh97pMBLJ0ssd3L40kKZCkuJFOSiu9J2+QZ+mKTlhxun8mUQhRj4DBU91lsecRzy4O1tbtjuE2ay5Nvv9skV0oHV73wmxy/+SZ7nTivGSwkFMy2RErKpZyzwQhiwDObmcjzbMfH87gS7QLuTsFCNWW54jIy02TCmOX7smHHbzbd+qlarXddotpb/2gx+YXVAzs+cu+XU0SdLK0suzbbNn35NsXtrk3fc1WT3FoeOa9PqaIJQIgQUcgl5RzBUaqJk1NOt4xgqzQSlfE5OB3zssTIff2yIWmSjHEkQCT72SEptSRzjPBny/37GJ/QCbtrZ4a23tNizpc0122B40KDjmviBJo7VFQvFMVImaBVimQFaBdRbIU8fFfzBV4s8cqhEpV5AOjZ5R1M2MtY2EnJmgmOSsXZ6YzmWxDYVtimwTbDMNHk2BXeMZaT1t9IeZ2Zgtm6ng5Xusm/fmLsHRNKmrQvyMJb4vmZdUbBjY4ejl0LagYGXZXybfrcxjLISpTugAXHZZk6f+SnJyrpIYVsG77u/wxtvrvL4y03+8OEiL50ssNrI0ZImbVOlNgYhUoD3hQUFSTq0SXyf0VybPbuaXL3F48FbXG7YEeK6muGypJiTPcLxAhu3kWAZET/wNp9SfpE/eixgdrmEFyhqKzpVxLI2WQnBaEHw8tmEgu0hhCCIEpoutP2IXMHlW+7ucPVGk1NTFnHgc+HMo6XNE3fesnFi+1f5C8KD/kKA5+V5a3Sg8VtPLE3mQbB1fQiRxaGTijNzTd56e43xcp3dmxJyVvpBW0bAfCXg9MnUZN9thlqu5FOPO7S8HGdmHM5MF3FymqF8lt/RxxrpEixUaxDGMQ8fjHnoWZ+tE03edHOV97++xXVbfUoFA8/XJIkEMuZWEbYVoUTAciPmySOah57O8YWnyyw1CgjbxigYFDUUdUzBjHEMsrIDHFNkYE7Traxu3W2KzH7aB3AjxDTTJ0SSBHz9kMXFeYfhQYHRtaF2ByiX1X6p464L8ChSdDyDzesE9+9v87nnfVqBQScQ2EaCGaYs7gVdq2uU1uA9H468rExJm84UbKkhSxGGGsf2eN99HR64eZXPP93gK0/neeJwnqW6QygMQlOnuma6XJe+/ZCi5XLj1XW+7f4GD9wcsmVc47o2fmBgSk27I6m3ZLbgndZhqbclJYDveXOHe66tcGa2StNTfObxHK2OWtPdDcn0ks2xeRNHp08Q2w7ZsTlg96DHW28NGXAGeeVMkXNzPqOlgJm5yfxq/Zbf8uPZPUDnrwXwIoewzBa375zjlXMl/CAmZwu2jGhOzZT4zc/kCBOX+29qM1SMiZMEISSHzhR46YyN1jKVn4SARFKrayQKy5JsHkmwZIIhUynvsloyA3mUCIJI4MWKdpBjdtXht79Q4KFnV/m/3rPKD7y9Td5JF4y1TNBWTKcTc3JaMDWn+MSjRb76UpGlSh5MG10wcbSkoBOKRoxtJDg6A7dBBuw1gFu9d8retpFkIM9yADPJMef4nJ+LOXrBAsPIGrekb0QvLhOWLysnsvyWMErjnK/Z6rF3osWp2RwdS5ALBVaQ4PWmsXFvvJ42ml0Jco3J+22sabmSNu5BpPF8A8d2+Sdv9nj7bVW+9lKLTzzmMDVrc2rWxm8ZYMoM4xFFw+cH31bln31riw2DFs32ALMLKbiDUBHGMtuDXXNLphnrWYKBiqk28wzmA+6/zkeIkLt2eyTEWb+UyrcHzxocPGMhRfpzDxVjHrgxJgpzuO4wp6aKtDvp4MoLNF94NqCuLlAo5P4iCP/5AJ+bnRNh0PkXR1/6veFK00SIhHwuIuekcpUkYKmmWW0V+PoLxTT0Mk4ZRElBUWfj3owPtEwYGQVDxmgZpU1Nz6p5eTBNN6AnyTKuwzgdHNRNyXzbYWphkN/8VMTebUu89Z4OYUsyt6z42iGDc9M2TxxwmK1anJ/Ng2Uj8yamlhQUFHRajtg6SQHbdRQafeDOtnvszAeSZv71gdtYY29TB9i2z4VlODmVw5CXy4OXKxNXDEy6SkqPZQ32bu6wY7TNscmQds4gHwgsDWaY4AVkDL42XhdS9pi8u0jcmxFk1yPOZgph1A90k6Lj8cE3ety5r85stcE3XrQ4P23wtYMOc8uKqCW4+94mP/q+OpuGbBaWy1QbBdqulQkHck3NuuLVdScqGSNVQq3R3SRKB1c9zV0khH7Cvk0x+7emNtowSpMIGnWLasNioWJxYVawWHFJZMRAQTBSUszPXBz+8R/59n/xgYXZX1o3tiF5NRz/uQB/5eXnCMPo/U+82MrXPJsdGwKmFixypsAwFCODgpwdMuqlUzc/SOumKE7SuvvPM0Zd5hlZc7CtGXv6eZyefzoIoehGBLGiUVPMzGs+/5RDGEm++rTF0UmT45MWDc/G8y0wTETRxFCpYpDXCTkdp7uYOmNjTZbnR1aCiAzQCtNUmKbMwJ+s1d5GlE4WjQhTh9hmQBL7LFYkXmKhtcSUCbpvw+gKAu+LahC9MiLK9HCBZmTQRyqXVmBQ0AI7TDAD+hY24r4JZPaE7AntMntCiJ4+HvXV+lEsMbtADw1cz2TDkM+WcY+btnVo+S2+50KDIxcMvvq0xVvu8JgYi4h9RauTY2G1SLOjCQLZmyyTqVi9a33FVFn2bQj1rxZ2jaFrP++asuQFAtdLz1RqttO5wOhAQs6Jma0qbt3jEwbL+RdffPH9Uqpf+isx+NGXHyEMqqqx8rzYv6vF+TmLSs1mZjGtmceGBENlRTEvM3CnDrYwigmjrkch6XlHumDvXwTusVqWmyeuYDrRlzPWHWYEUcLmDW1++F0zDOZadEL4ud8sceScjS8M0CYoC/IGShk4SpBXGbBVgqUz81H21dQiMyP1gduQmFlZYplk73TgYhlrk9D0a4Bj+yxVIx59rkC9aTFQEmiZMZRcA/mVry7Dxr1aXOJ5iuEhxRtvc/naSx0u1fN0DJmWKRqMMMHIgK6yeGQpo1QuRPT5R9aYPM5A3ms84+7wTBEaQcbsGkNrLDOg7Pjce13A7fs9brvW54++mOdf/MoAJdtk70SeOMrhB90bqq+07L92fTOJnoUCEPLyxeYuqOOedWFtGtqNcfb8tMmVUjBUNhksJXihYG5Jcm4h4ujsCXHvrdepz37xkfBdb3/DXw7gcQxClT+0tBJfe+ScZqYScMceGCjYGEqQd2KUSu+2boC6F0AQpPl2UQRhnBBHaVzxGtD7k1276H0Vy2sG/J7lVaZOuLyTsH2jx237BOtGQx56MWGhqvEx00hYZSOUiSEFBQV5HWNr0h3OzCJrZQmyZrbwkO5k9oNbZTuaYo29jThbHogvY2/TDFDK5xsvKz73fAFl6l5f0W+R/fMYvMtYUea7CSKF6xq87fYOX3i2wce+XqIV2uSzOtzo1uFBd/KY9LaFhOjeSaLb5n1zOZRZHqJIEhlh9menO5VRnH41ojTf0cm7rBuIOTtp8tALw5QHc9y902DbeIRjKwzd70S8/Pfs95D33wCv9vunfUj3TKEUzEH3tI4g/T6OE5QStNoSQ5vU/Ig7rmnh2A5TK+G1o4PFDyH4ob8Ug/teA8MsFL/05c/vOj/jq3v2tzh7aQA/kOza5FPMR2gVZympaWSxGyhcT+IFMnMEspbuGq9FF/cz+mWv/q0c0pJF9Se/GqmpaaAQMjoQ4/sOUdRGJAFCSVAmKAehTBwlKOikN62zMg+41R1R6zXmNvqXjrvMnYHbMtJz4U0z7oG8G7/Q87PogCTxmV0x8T0bqyQxVXcRut9FeHmD0V9CrIE8BZgfGAwUFBuHfUzh0gktOqHA0elJFV0PicpC7pXsIwYhL5uYkoG8u9fam57G4rJdyiRj9iQLTMIAM4hIwjD9b0gLpU2WqzGm9CnlU2WpuyGksjJJ9FluuRLYvd87273tbm1lvvAw2+rygxTYXpDq7l4IfpA2r0pGlHKCzeOSgyeKnJrucPv1bVWw3V33v/5txWqt2RgoF/5igMfBAmG88ks2Z+5bWPUo5EMiucS914VYZpqpkSSCMFTYpiJJDNqd9OSylqvxfN07BiM9RYA+H8nah92f9nrZ3X6F1dXU3RPPIop5n4LjYRgRnptw9oJBrWOCYSGUSU4LShm4u6x9JbCNrO5Ot3pkL244/V6lS7q6q3enAx3TSNaY20iHR4YRYFkB0ysxH/1aHnT65DDl5QMe0XfzrlFYfy5gn6SX1cZ+YPDBN3b4/JMdTiwWaEUGuTCdOBpK9KyuSoJUXe0/+7O6HybdaLYswi6J+zwlV5Qtfd93p8KGH1O2I7Zt9dBHI/xQUPcEViPGDyNyVtw7wrC789qVRLuE1c/YsEZwcZwutIRXeMi9MB0WtjxoZMcdhqTLKFEUI5IEo5lwaRXu2e+xeb3ATnwef/7cfcMTM78URdE//Z8y+PTZL6OUMCenlpmclZyZtplbEZy56ONF0A4EnSDB8yLedmeL7etbbBuXjAyauK5DtWHTyZyBa/bXrMGJBEnPZin6K5YeyLs7gTrzcXcXExw7jTUu5FwKjsvFxYjPfL1MvZVDFC1ySlBSCXmdhfp0t3Z0Guxj6GwBui8uwuwDt2mo7O+zmlunI/J+YJs6exupeiKlz8UFwXLDRmiNdYU8eOUUs29S30u87a18Zb6UMFL4ocFQ0WPzWIdTCx6dSONGYEUCI0wZ3FcJKuy6J+MeoHr1eJL9ib0eSPYWR7pmryQLJ41j0adhAyL9b5bKPt/6ug6PHmhxcsGh4mkMCVEU4wVJttDcH9PcZ0m4wqyVWmy7p79lZWzPP56+W4Gg0hI0gwjLdtm+sc32DT5vv92n00lnHp6fGvJu3AmzyxrPNXh5cpEPf/JR89XmPd8E8JNnphFC4HZa3L7XwA9y1FqSuWWot2Ma7Zh6J6bWSfjVS4MEkc8bb63xhhtb3LKzyfZNFvVWjmbbwvWzOONoDejxFc7Ab/Z0J2sA1+mZM5YZ4tgBOdujVGijzRZfecHgieMlyDnYSlHSCYVM/rOMb2buHriN/qXjNXCn8QpkTSeYZpK+u+yt10oTI6u/QwIeejbH4rKDUVJpiqtYk8h6/cTlJWjPi9Jj8K4dOBv6uF6aYPvgHS2ePeLSCG1aWmOHcTo3yNbgVJ93pAvy/kYzEWTTwu4ToxtIGq/dYN0ShsvLR0FCqxlx194Wb7qtyrk/c1htlwBJEEE+zD5jg7W1vK4jsf9m7ilGaznkUbaqFkTpFlcrENRdqHUiRstt7rquwRtu8HnTTYIgcEjiIvWWRb1lUm8p6k3JY89L6u2EThCTqIAwuPRqJfjlAD944DEMM3fn2ZNfuamQX6TmagYGWuzfo3E9m0sLJourkkototqMqDYly02Hh59xePKVDvt3VXnv3TVu291m83qTMEpLl3ZHZ2YpmWV3yzVGTy63vHblJK26/u0Qy/CxrYBysY1lN3noecEffGUIVBHLMHrgdoyuUvLq4Da6EQpaYhgSU6d1d4+5u3W3kWDpTDXJgG30bKshphFgGj4L9ZhD52zQBlpKjF5+yKs0mP2PbASZmHoZq0Z9k8cg0Ozf7jNU7lCv5miHipwCMxIYYbbI0XtaJOn5mKJ7hGCmPCEzlK2pFam3W2Ya+dqTJLUer90M3SGMqWO+980dLs0u8cVnBUtRAT+XeszzRpI1v5lZq6sa9ZUmSeZCjJJs0z4SeLHEC6HpCjpugp+ElMttHrylzrvv6nD9dpOCXWJ+ucBq3WK1blBpSCq1hIVKzKWliE6QMnwxbzKz6rBto3HT215/953f+qZHn3nzmx54dYB7nkccx2+Zr5jXNyswOePQ8lxOTbvcdW2Dm642WVoZ4PyMxWpdU29GjLQiRooxU8s2Dz03zpOHCzxwXYU33dZiuOCzbRy2rJd4gYnrpWmxfvaYSXO8Rc9L0l07U5mHW+sIU2fB9LkOC1WPx56U/OqfDHNidggrb1E2oGisrWbZGat0gb22i9hlb4mhu1EKa+A2+8CdliVpiZKCPAO6Ttlb6wBBwJeftnj2WAFh6TRCTq4x65VLu33bo30Xf80N2TVIddUM1zW47WqXt97V5He/VCCILNqRxI7AiBJ0JFBhV1sWqQQnui4Xeicepzlf9Lzza01nV8fuXyBZ+/n6nzi7NiX8/36ozlAp5quHhphZKdO2DQpmZr3NnipdR2L3/9u12YYRuLFYK2+DmCgI2bi+zY27O4wUPd50W4d79kHOLDK3PMjR8wWWKybVhqDahEo9ZHI+YrHhsn6dy4O3RIyVLdptTavZYl3Jv77jum+Jk+CZV2XwpcV5CoX8Gx959OsfOHh8kbuucdm9JeGJl22+8UqRU1Me12332L+9w/aNkmJF02qnp5wVczFh5BPGMN8s8amnczx2xCUnPHZs6bBzk8dbbulw/bYGw2WDJLFotq00ni2SJJkjsOvllr0lhYBiziPBY3I+4qc/XOC5I2UWWmWsvMVABu6ckU0l+/TtLsh74NZrYT9d9jayGjKVDvvBvfY2sro7BXb6Mxk6wCfgk98oEiUWUioMkVxRf69tql8u39EDXHczJk7WkqGi3tRRIzB43+va/PFDLrXYoRNauFJgStELs++xZtitxSWiW5OLPrgma0SSAjrJGk95GZP3fsCstOl+v3md4P/5wSZvPuryM7/vcXquxIpr03A0lpJY3RtcJD0nS5SkfvFOBJ4bg+hQzHW4fU+Lt9zSYfvGiL1bImSiGcibeIHDYiXP3FKe89MW8ysxzVZEy41YrsXk8h7v3O9y3TbBSNHhsZcdHn1FMFzoMOjMIJPWB2695f4nZmbmvzYxMX45wKsNHzdQ21vtxray5XLqwhBtF1odxb4tmjixaNbTgMiJYZ+cHaTgTMD1fVp+xMVlm/FCjBsqXL9AJSzw1PGYJ46FfPFZjw3lNm+4tca33ttg98Y2nY5NEKa2VxC9x6KS6RDFMj2OTCZ8/FGLR54f4OhMmUjkcXI6Y+7UKPVN4O4yd1Zvm3otqs3oZ27dx9w607t1v/86lQV1Tx4MUvut4XHwnOTsrE2iNFpKrGx6eXmJsibaXamirPnC+xeru5PN1AcfhJpt6wP2XtXm+TM5fGXQihRmJNBRkvrCowQZZuGePZ+iRHQbrgRIZNbwZepKr+aWa7JdNhDqXwXsL1/iOE3xeuutLts3LfDw8zU+/miZl88V8A2LpjYQUqKEQGYlWJQkxFFE4nlcvbnGu+9t8KabQ0ZKiuGSIo4t4tjAD9Nd3iBKDWTTKy6PHQTfT5vTNIoCRgZMSqbDwpJmblEwWAh5840JrlfgzJTPyIb2Nsf0thP5X/smBm+1FnFdh/VDC9y9v0LHL5PEBkGQ8o5SYJvpeZGjgy0c2ycIY+Yr0FgJOTY7ghSQsxJKVlpfdjc/vNCg7ZmcmC5wZHqATz6xyj95YJXvfWuDcjFtRMkaJakj4iTiwix8/HGbjz9a5OJiHo8c0rIoaUnJSOs/R6/FIvSDuwfqHsBlH7jXUq1Slu9vJNe27tcGOhGmykoTFWLogJiAT389z+qqjTANDCmy4U7SU08uW/368yaZ3V1HxGU+7u47CDTDg4L33t/k0LkiXmjTkQonEphhyuIyzDIYRVaqZHV4ar6K15QM+kf4ly9wp5765IqFbrE2Be09YVLr7Y7xDrve6fHOu+b5+GM2H3usxMUZhzg2CJQiliq9s8KYkUKH73vXKh94vcvYoEMcl+i46QnPQZD5Y+Ku3RkcK2TPllW+dECz0CywsGqQBJKcKfATSaUBthn1PmM/TIgImW9AaWODG2tLNFruN5coLz3/CaSUNOptjp8fIZQeOyaqNDqS+/e3GR8C04hYrkd88YDCj6DSlPzZEwWCIEdOaYbzaanQPY8G1pZT/QjavmSxZXF2epSf+4ii1l7kh761Rc5K+ebMec0Lxw1WmhaffaLI+dkcvnCQholjKIoa8jqtt+1XGbv3N5NdYOsuwDPmTkuWtKE0+pjbNJK0kdRxD+RGP5Nn9bdj+Zy4KPjUI3k8aSBV5j3pM1f1xzdfVoP3S2ddkHcNUV3JLulj8VgjIoP3vsHlD77a5sikTaAN2qHEkgIVrSkpXe+HyJ6EXSZPiHtKVVqHy556ksqEXAb0NVBHl+2/xvGaYcsPNLbls2nE4998h8d771vkc0+ZrDY1zx6zOX/eJEKQy0f84Htq/Kv3uQR+mfmVQaqNNCokCFVPSeuCW6sYz1eUizG/+IMNgniGTz9hUmkpvFDx/FGHQxc1phZMDAfcsz+k1jbZvV7g+Q4rC6f5yJ/OkMTx5QD3O7MY9vrcYw/9960LHOXa7R4X5wd44sUCl5Y9Dp7UKDttGhotyflpgyjUWKakYCasKyYULHDMdHiiFb2zGbsXMooTfB9yVoQQsLBi8qFPlXjkgEXOSohRzC6bXJqxSbRFZJgIy8BWipyGgk4Z21YZY+tuaXF5M7nWSF7x1VgDd5e5ja6ceEX9bWRN5VqJEmKotLlUhs/ZWU3Tt0CZKCEx5dpw6sqk264V4dVeXaa83HzV13BGijDS5A3Brg0uR876xFGAKy06kUCHmalLiCwrpX96uAbyHpNnNXaSyLRc6d1c/QO4/rpcrA2GMtUrilR20FdqvTUNi02jPv/y/T7CcLk002JuNf2FHTtm96aQBIv5FYeZxRKVenpSXNTnQkw3sVKAW4am7RrkHYec4/P++3wcMySMA87c2qbakiRIcqZk06jm0lyRI+cVF+abhNjsLo9v/akf/+Hce7/1R9q7t29IAT43t4BlNd5g5UZ+olLzOT2j2bhOcPe1mqk5yWLFollJc+80sG886QWorz3y1xhTy7Xgy37jVJLAXtvl/RvneXnS5TNfM3jxWB6UBpmZpfIGSmksKckpQU7HPWB3vSRmv1Ki6DH2Wr0tezFlhiHTsPtuuqpxRXxbTzGJ1ppKI/om5tY6wDJ8Ks2I//5nA6x2LIRlYEqBIeIMaJezd/+5lK/qxSBr9mL62Fv0ppppwoCm6Gh+9N0tHj9UYNWz8JWmHSlMKVNjl0iQgaC7I7N2R6UgT4c8ce9m6unvWva+X5MrZTZG77/ZRE/aDaOIIPPNGFpnR6mYGH66PTUxEnDV+gChApSOWKkI/vhrFodOm2wcTlOrkqxxXQtN7YYQqd6BvKZhYRndwP7sPFOdMFKAIBQ025qnX9FMzcaEcZudWwVHL8CG8ZGfOHz01DOdjvv5HoM/+cJJhLQJ2xfIOx437swzVK7TbBcwtM3oYLpfFwRroZjpY0Vclt7aDZLRKjNKZcGOKrN5WmbCxnWSO/fHvPf+GksLRT73VA4cJ2VDmdazOQ05leCoOGPnBCszGpkGmNmx272SpPvu1thqDdiGIXrMbXQHE70pZRfomQVWr9XdXc177R1gmD5f/LrJ8fMOiLSp6pYn3QvVzUZcG/CIV63Bu/i7rMHrc/zF3UWFrFS5ZpvLO+5q8gdfdUi0SSd7cuhemm6SZQpmgUCXmUDi1Eab0BvZ90uDcU+qvCIeIpFrZjAjTuP0dDfbvAvwNK1Aa41hGARhgGGEaOVTzHd48rDmp39vlDAc4K69MRuGfSyzz8PSXd4Q9FbxdHZKs5bqMjdm6hVPwzs7LtSbEdMrAXVfMNso0Ol4rK5M0lyNaXX8tRJlYp1EaUFlSTG5YOGGilozYbicsHE0YnRQZGaq1EgVRdnQoEtOIvMi9MbsZI+ctTvPNmIKuZChkksYKJqupuUp0BZoB0Np8gryKmVsK2NsM4saM1QfoNUVwO6COwu21/ryetvMwG1kZU1aW/clXWVfDSPKvu+CO0KrtLm0rYBKI+aLT5RYqVtgGSgh0u2drnoiXn3A82r4Tq6oxXusGnUbujV/ShBqBouCt9/X4gvPFlhtmYQyZXFD9E00L/uzMpB3x+TE6SSTbq6g7Lu50trb0H1xyInoRbJ1D4rtMrkZxYRht+xThDoFexiFhFoRxSGmloRWGsBaKAmqDZOFWkwUBeTt1A+k1Ro5yj5nYtfj3u/h6T9yPMgCPf0gQSnJ1nFNwU6o1WJcT7DSSM1/AHr60jkKhYEtp0689M9rlWWUlc77/baiVGpz864KcaxZqdl0PJ0dl52N3a8cDoi+VKnL/CTpnmTB8RkotigV6nzuWcWB0yUwHRytKeo+H4nKwNj7mvodusdTfzPA02hgrSVmlgB1JbCNbmxZVppo3WXsrJn8JuZO4ya0DtEqwDB8pi5ITk/ZxBigdKqe9GIqXqW57G2oX4HyZA3kxOIy9aJfTekqF2GkAc3uTQHbxl1WTzkQG3iRpC0FOgYRymyKmXY+/c69lKXTZe4kESQa4jgmiZNUQYmzBvMyfzp9blBFFMWpf0QLwu4MIZKEOs7+PsKMJJEhs3NKBUYn5sYdLd54Y43f+0qRmbpNEMYU7XRd0Mh8LLrPx9LP2IK1g2qjKMlSs6DlCVaaACE37QoZzUOCoiITZuZWuGHf9f/8zttvfOXMmXNTerEWESTu2NGp6I2/+7laapryQlzPJ2f5rLRdRgci3nBDgOc5+L6N6xu0Xd3XCa8FYnZB3h23a5WFXFo+xVyHcrHJU0cDfuvzw9S8MjnHoGwkFHX6S5uqWyPTy/LuMnP3AzGU6AuyX8u9NpREG2Ss/2rgjvu+dpvJjL11n1NQf3N5omTIQ88XOLuc7l0KodZ2L19VORGXMXkX6le6hbsyYf9Us1uy9APd9zVXjQY8eFubF0/kIdLEQtOJ9Fr9H2YNZdcK0NPaE2IESbZtldpju+CJMyNUcgXIuQzoaZSeIIhizChJDXQZQYRZ1F5oyN5BvEmS/v6lfMwPv6PJ2bkFnjw8Rsu3GXQEhW6D352A9m37pDd/VzpNo+BafupZccMIP3S5/8Y24+WYd9wRYGtFs2PTck0c8xI7N7XeqER7rFzwprRW6VFyOSdh31UJ+7bASs1hcdVhtR7zxa+HrLgBH/t6m2s2t3jnHUuIWLNpncTUBm3X6B2d3b143WMvVHZctm0G5G2Xtu/y5QOK//LRdRy+OEQhZzJg0lsA7jaQ/eWIzk5E6wK6e75O76tWvdy+y26KHqjpA3YGbhX3JEGjG+vWs8GuAVurAC1D7JzP86cVn/9GHtczwNEoCYZYA7eEbypR/qJXl7HpY+/L9OlYXFamhKGmWJC8816Xrz7b5sApA/I+YSRpI7MjupM11aSnziRreYIqayZ1dxFFrCXddv9Zd6J62Ts7RykW6EhkFtc4BXnUZe/0+5TB++L1EsGuTYJf/MEaP//HIY+8MshCJc+iZZA35NpUNrM4JH2sHUbQ8mIsM2DDWIccPt9yZ4urN8HGEZtafYDlisVqTTK/KlhtRGwda3PV7pCBOCIII7Trpk2C50UYyiWMPbZthruuV6zWHJ4/KnjqsMmZMxZHTpf5xKMBluly7/4G113V4e13VijlUhOVUhLHTC9uGKWeA8MImFqAh54zOHZxgEcPDNKI8gzkFGUroWDE2VmVSWZrTdURnZUhOqu5u4BW2fk6Wsse8HWmpuisxtbZU0Bfydxqjbn1ZRp3eiMaOsLoG+polboGfT/iq8/mOHExNVYhFEqIdLjSb6zqG/D0hJP/GdB7734Wl5cPWZJsGcLX7N3s8uY72xy+YOMFmkQoPGEiw7VnRFc1WZP+1uKOu86+LjvGMUS621zGGfi7w6buMkZ6Kl0cp2JBujcp0gljF+h9bN5TXPqGVleNu3zoX7V55MUOJy8ZfP7ZIjPzOVxt4LoKP0xX7nJmetxhHEWULJ/3P9Dk2q0Br9sfYSqTJLGJIptGy+HIOZvnjsFSI2B82GdkQBEm6TofSYhIQvRHP/F5gshgtLjKtVsFp6fzPHM0ZrkdE0QhNprhkmCkmGZXNz2LmmvxuSfLfOqpgN99uI3EJw4Dbtrp8YE3ukiZ8OxRg88/lcMLU814YT5HrK10YTmXZGP2NPF0zf3Xz8J9h0bprCxR8rJDpNbA/+q19quBW/cAnp0bmYE89b50JcHuO8A0fY5ekHztuRztjgF5DVJlh8v2HdIk1lSTKxvMV93J7C9Vui6/KxYhkj7ZMM4mm/mi5I23u3z+CZfDkwZoRSIkHaEh7GdtmbF0QpQIjIzFowSMOMl2IBMinf19ppCk7J0Q6aSXAxlqgZFlths6O6BApwwbRCptOrvxF7obg5GFpoYp+fmBgW2avOVWj2+5y+UDr1+h4y3ix4LPP2XzzFETpeADb3C5YYdPGKbLNJtGFUmSo9ZyqDRtmu00ahtg3/Y2+3c18UJNrZnn0oLi+FSO5w++zLW1szQ7EXrrukUQApXEnJ3OUalFDNkWIkodBd2UJ0hDE1udmEYnodaGasdgeWmAdgh+FHN2NuYTT6TP2jgRxKS7glopnALkrthst7Kau7s+ZmSadn+d3Ts0ScsU2D3Qk513eQW4VT+w44zFs+9VxtoZsHsgV6mRqvvVUAGGCjB1QBiHfPmZPE8dc8BSIFR65qZYMxZdVmtf5h68XGl6FdruG4tfscoWcwWbS6JE4buae65xefDONsenLMJQgUgHN51ErY39+9/xmhJi9K2KrTH3GqNHKgV8FGWljM5uMCV6kqHWXRYHI6vPjSghDFNZNvX/p6APAoWfAdw1DTqejaHzDBYC1g2EKBmx+/0xfJufmbsM4iTNXfF8k5WanXrBmyb1lkGjLfH8tJF2LJOcXUQgqDUVQ6UWuyZMjp9pMjVTS5849UYJKQWu6yORXDWucOxUsZB9tWQQCpodQa0RsVoPcMyInBlTtgVuAG4k8COdHgfYe0QnGDLNQjFUqop0m0izj6lNTY+l13KwLwe27tNH+4G9xt4ZuI2491Xr7Pu+cqSXNpsFc6qMvbWKULIL9AClUt374KTiU4/nIFEgUzBJ0VVPrhjP9283/DlA7xNReilQ3cHH5bnna4Ofta2btFQByfvu7/DoszleOq/pBhQmmLjo1MWXgB2DFaf3Zdg9iaF3YFSCEUOkE4xY9AAf9dg87tXchk4IlcTosnlWomiVglyHmbqiEoxIEOgEQ6dxfKaOMQOJb8QYvl67DjpKz9/MTlqGtO+IsnVIP0zVvFbHoNY0WK1rVmqCWiOh2YkIoySV+2Wa6mWZMY7lkLMTxodMpNQkSYI+MRMSJwJbR1w9EXLznjblQlpmJH2hNOm6kMHcssXZSwYkaXKRpeN0MTRMeo1Il426AwiZRfT2wKm6ysgasPubyP8ZsHUmH3aPJdEqPakrZejkm+ts1V9vR5nfPMw+5AzcKkLKlMWVDDEMHy+KeeJAjqPnsqhYobL6+/LGssfSvAqoX+VvxKuBvY/R1xpP0Qf0zL8dp1vv12wPuOfWNscvmnSitUlIksT4iSaIJa4U2LHAjlPPdhiDEYOZAT3sfq9ScOs4/Yy7ZUukRPqOBVolREqiuyyuJEqzBvQQAg1GdkMYOiEIBYGO8XSCGcSpIKDSp6pW0TcpJ90bOgglQaBwA0W7o6k1FbPLcG46YKES4gYJ7TDt85J0DIwQMJDT3Lgz5rYtHuWiIowS9O4N6aSx1RbMLgmeCSOQIV4EbijTZVDfxzEiXrc/olQso1QZ05TkkyS1inYPc83WkXpbIaz5MrqTKkNdfuJwP8BVrwSRl01HdaaM6O6pBL1ShCtAnfRq7FQpWauvza6u3RepnCYtpY9JJVOAKxkis3r83IziD7+Sw/M1OKqXUKQycPeayVdRTfpr78uazsv+jSQNzekLOaI3cO/fp+zaXGVWOytsK+C739zmy086nJ5OF4VJIkhCiDWJVASxJpQKrwf2BCdKCFRaQ5tRCmIjY26jD+hxBvR00JMBXSUZoCVaJ6hIEKrUexSotE4Pwi5ppSD3tcyepDIlI93NbteXpVtBXxhpKPFDgRfI3oAximMqnoeRa/LGG9sorel46UwmisAPFBLBSD5hqWKyUDERJOhtN33rugvnz/77pfmn2b2xwcy8w9npAlECnWxi1HYjBCGT0yEDOYWtwzQxypLpICc747IL8P4pZ9cX3Y2AUFeM9lOm7jJC6mPpjWp778uBnX4fZx9Yn/TX10SaRlaGXOYnSRcWUsZO1SPLChAyykbcMSKJSeKYTgyffdzhldMmmIKMr+mFQPTce/TUi1dfUbuSr7+5aOlfvl5jcNFTV+h+36eyhJ5k/86Ad9/f4df/2KATkRXTEYgguxkViaXxlSaQBm4k6ShJLk5w4tTf02X0UImsXIFIpbW3jrPPOu5eg/S6rQE9LUu61y+IyK5fJu0qkV0zlbF2kl5ntbZqJ3oMvnZSchim56p6ocAPUlYfH4J3TcBgUbJjg02SaFodMztcQZEkijOzMZcWW+zb2uC+u2/791u37vxBPaovluOB+puXVHoy2MSIwY6JNNil2hBUGtBsp14U1wfitRSoOJaYYUxgdE8rzhg8yZipa6YRa7ECqS+l76zGjAH0FYzdzf64DOAZAxh9FgDdB+6u5He5USrCMNKmMdW40/1OaQTUWgkHj8r0QFKZej82jsLWqxLOn9d8/FFnTfvrswW+Wgny56mBf3EN/s3A7v3zy0De/y/3xaUB73+gw+e/bnN20mDr1oiNozFRnJJKlEiOnrWoNk0wTALDINQmXqToKJlaj+OEIKvVwzibP2RZJWuHVSXffF16h8km2XWMUWFKVipMBYPuNTayQ3h1trv5agBPegDP0q2yYyWDML1v06zIPO1WjheOCjre/5+794635D7r+9/z/U4/c9rtZXvXNnVZxbItN7kbCAnFJoQSCCF5hZAQagKhBVMC5BfTjLHB2Ma4q7hItqyulVZdu6vtvd5+T50+vz++M+ecu5KNGy3zeh3drXevzv3MM8/3eT4FWl1YbKQstdRZzrFTSrbD3ELAMweS24+dm6/qzxxcxmCJa7Y0GKkbTAwv8egBFf12006b2YUqCw2VThzHg2oQdcAIIhX4qTIus96stdeiCJTntBgIHu2BeyWopSx69T6gezGAA3GA6teL8V/SEygXLYmZV+tCgWPqIaYZYhohnSDmw/ea7DtZYmZJ5/69NlqiHvFZnLJ6dcjbX+Pj6nD0qAEiexlofjUoZ1/9t74ekL/c38ku/1tFhGAGCWzeHPH6m33ecavP21/js2ZVTBblN2Oi8cBeg0tLkn2nbD71oEfHd4h0i1iaBKmKNCnlixwzb1VWtC3FBCbJK7dULlOGUFVcSvXUlVIZg6ofC6KX+R7LAUKeyCnGg3uDXn5orPWs28JIGQJlKVycV91BHKf4YcpiM2W2GXLz7gWaHbjvhQrDNZeSbbL7qiZb14B+5UaHhQWXZ59zCRMDXVostdRj8cr1AZtWN/P4bR0/kHQDSRAqF6uur9H2FR9CRIJYpjnAFby1AW1iEaut90DOSmAXjk0iG6gSCtBFoJSRUycV0PvA1nP+tq7HPf2kYagxn2UG6GbAYiPh8Sd1fv8TQ7xwzMX3TVLNIELm2IkhDTj3gs5SS+Nvf3OJp97Y5W/uKRGlKYikt258OTfVr4rrr++Pfl2frO/5pyYPkdD41D0O9z1u8be/ucS2dSFpaBAnJkkq0TL47ttSECHdwOeH3tTgDz5RZs9+j7lllzC1iVMLXwrl4ZgvfYrDZ9GCGMX3JwWZqM1j3EuQzvqJ0j1b58Gw2bz97LWm/WjFQdu34imWpCrm2w+VPLIbJIpYFfazN/1Qtc/dCCZGJBsn62RorBkTSJmy3MyYW3DYl1bQj5yXtJo6lbJk98aMKNFotDT8WMUth9kC0kxxpc7kiE4UOSy31cB9uaUjROHWD0ITK6i0BcAL5yN5WaW+vAVRj668Qot+9R5MTCs+GjJF5qt2/SVVO8IyQxwrINMCvvC4zp/fVeWxZ8ssRS6ZbiIsHU1ITKHlNs0paSgpWxHvfnOXzasjfu0nloli+PQDZYI0BZH2Smox2nv5WjzwKxnf0jVw5OyBW4qEWEv51H0O/+OPalycl/z15x3+27tSDM2mGziKoJVpuUe3uulvuCLkfT+/zJ7n2/z5nWW+sKdCELl0DYvIMAhSNThw0v7EpbCv1pMs9z/Jv1eJtsKBTAE7G/g+5z/Pw7h64B8AuxTk9OL8Bs6XXVFc7FxiltsJjU5GswtLHQ0/TfC8iJQYzRRo0mDvixBEGsstRQLcNB2xaixhbCRD3zSZ0q1ENOebxKmPpqU8e8xkz8ESwnDQpU0nSDFll7fe3OC1V7bZvMqi7TvMLTkcPVOm0dYRmro7kVrPPLO4U4sUL3l5P93rs7NexZYDgO5/TPM3NveYzuM8evPsFVU7VIkLWsCBsylffMzhLz9X59BZDxwb6ZpYQuDInLWYn+A7iWQ5svgXr/X5se/0EYnBmuGU//WTDcJE8Kn7DZCqiicrRLnfpgr9cuDO04z7lTtFaAmmmfDJB21+4b11Ts05ICR/+knJhsmMf3WbRbNdJozVtq8I4ypIY5YZ8KYbfDauWmbbuoAvPurx4jmPIHBpGRZhJghSDTcFO4E4H88aUrUxUvT76N73tleR6YFa/bkBsPcAng48ycVARudgdIoihTW7GScuZcw2NRpBxtrpFm++qsnbbkyQmk27a2LoEY7ps/eQ5P5nLdANTs1Ljp7R6YQS3TZiEj1hqamz//gkUaxTK2V8542ql760oDG3nLHQsvnwF8qcPH+ef/3GBZZaLi0/YWbRUXEUA9MSOQBoKXLno6J/Fllvlj34Um9MP/5PiJVAV+StfIY9EA+oDzD+TD2iVPLxg5C/+rzF+++u8NyJMplwEWULS0o8PaMk0xW0XCmUy9JQGd52c4aelGl1NAw9Yt1Ylx94U5sHn3WYa1mgZypfJ/sa/fO3Cuxe5b6sLSHDNBNmluGvvuBx6mIJHAdNGrSzEp96RHLtZojjClGs5Qfx/rnENFQWaRgZrBnx+dUf6vIvX9vl/Xd3+dDn67TaLoFjE0udUBe4Iusti4ykMBvK25FEbXJ7Hok5q7IAtyyYlrmXYmHvpq84gxU+56Jv6p/LHUuOZGwowpcdhqKARifkB9/Q4aatQ5y+WGexoTO3lHFpUc3PHQtuuSIjTDSOnosIE50gluhBpNHx1TJn67qIcqmLbUbYZkw7yJhtDrFp2sUwMt5gJ8QSfv3DZZ4/PsRY1WL7eMLUcITr6EqpMbBC1/XCDTWfeFz2YymLiUja+7kCsvL4KEAuRNpjJ8o8FqOYZRdKd9MIceyAw+dT7nrE4bf/aoiFlgclB8MwKEmVyVMqBMt6X41v5+Y/w0Mmw+44sws+lhlgWwFSZty4PeDtN3X44D0OWZqQZjpFs1JU8q95yPwGgD2A8HwbmuUUZHVTIxLu3GOxZ38JTAdpuniGpKynLC5YPPIcjNbMPH05GUiCi7HiOFexK5WQZRrs2tDh136kQclM+NzDZQ6eK5OYNp3MIhQCOxVqpCjAKJh/SQ7m3vkq33P0vl9FZddyyrTW69XV+WlgoVc8zTNBJjUMTSBNKDsa29drvHtNwPjwHAdOBdy7d5gXD9exDQtDF1TLSxw8G9IKdHRDxzIkNUdQMpXQwtRBzzKlr1toGMws6wShyl+0DGUVoWUGqycy1k8FrJlY4LNPwP6TY3jSYcRSWsQ0zXJVT19BU8jBXo70pOcfZRFwmrcehd+1FFmvahXgLkwm1Z8rDphKB+jYAaYd8JWnJL/9l3WeOFpmKSyhlW2sXExRztX4Ts8kSKU6OJZGydaoeAarx3TmF6uYuk6trFbAhkwYrkXccp3PnY9FzHUSMl0JhLN8XPR1njm/Jqh7B9KBsWO/RVHvhWHELLUyHnnSZmbRgZJNSReMWCkjbsqEp3H0tIUf6NTLkpIT49oCO1KBWsqiuZ8oUSjlXcfn576/yxtuDHjPByO+8mSFzIqJTIskMwhTQVdoufe51qcJ50Y/WgHw3hO80FjmQbMr2tLCQLRPyzBkmscGCoRQAw5NQJJIWq0qVVewdXqROx+Dz+2JWTussWFSUC0ZXLdV5RQZhnrcxWFKtxNh6AloKXo30Gh2NLqhwZY1OiVbQKbaCdfOGKt3GK61WWp3+Pijgo98aYiaZbGqllD3NDxX5Er6vopG2Q6nK/xGjAG1eo/Rl4/49Lz1KFqTonorAe3A4UpL0XJjIFXBI2wnYG4p5v5HTH7/wzWePlwhtRyEY+NKQbnwLcwzedQrB7ep4dqCkiuplnRME6JY0PUNbMvA1GPCyCBLDXatC1k7GTJ3NCHLUpJMrpxRZ38Hgr/RKj641yxudJFy8oJg3wkbNAtDSjwdXCPFMRVowjhhuS3VgT/TeyAe5Hn3rCCyvjSu5Ahuu9Kn/pOL/O+PRNz/bJmLiy6pbREIi0hIuppS36i4QWVKUaiWpAa6pvrzotIbot+/F5OYQqWlSzBzG7rU0Cj8sEQuZA8jjUZbokubKNEYHxL8mzc2MPRZ7n/G44EDDs+dthivaXh5tSaDkp2wdjyl7CQ4VoqOpmbXZ+YjzjZDym6GzHNm0DIyIoTIOHnR4/gZl5LUmRjNqJY0PEdSclR+e2EaP5hCZg+mIhTCXiNmkBfSX5snSE19EwsDyf5TX8v/5wvwq42k5Qacm8/41b8oc+eDVebbJdKSg9QtPF3rtSQK3OTgVtEktqnhWhquLXFtFfJq6OqGUts0FdYUJzq+r3Plep9rrgh46liaH4JW9uFfFePfcNeST00uo9oKoRTyT7+o88xxGyyJITQsmeW2FervxnGGH6S0dVXZet6E2WU03AEtZpFZaSWCnet8fv+nGtz5UMCvvb/OmbkE7JhUGqRCJ07FQGxh/w3QKLhHAinAFBqWAFuqIIJCZWXqYMXqqZ4kmSLn5WJoMvU5AqEhpbpJM3TCWOCHOmN1k3/zhiY3b1/mxMUWqWaiJQYC9RQw9ZiaFxOFUiVBI9AnhjKyKMWSMbMLFlZqoOuKbBGnGccvxiw2XUqmxrqaxnBZVW3HUglkpiH6IalWhmOmeYZ7+tIe0FCR2oaRO7TqhQI7QtNiEAlaPorLMmUBJlCKlsKYXWhKnBCnMQ8/K3nvZ8rc8VCVIHHBUv22JzW8FeBWGZiWofXjAi0Ny5J5irFKUjNk1stoLypeoaixDA3XTHO+R7YS3AMoz7Jvw4Gz17eoIqO4GupjJ9SII4lmKcGxLvpWzWoJkhGGKX7O51Fur6KHxRXTn95L63kXZqlG3RX8wBsDKu487/1MxJMHXbqRpew9cmpulmVoaYqpJYgsobfaE5JMk7Q0g4Yw0IXE0QWOTi91wzbAShRZysrpu+p9S/sLYw2SRO1b2nkO52LDYKTmMF3z2TwRMN80OX7WJklETtmAoXKHs5cCLi1KnEBHv//5EBHH3LxDw7YzGp0IKVJsE/w44fgFweq6zkhVUCvreK7EtZVivbBEMHSwzT64HSvFsWNsM39ZCtC2qebT6hUQRBGLrZS9B3U+9aBDlEq0nJ4XhSlbVgd87+u67FwXIrU8FVekpFrCp++3+aU/rnNuwSE2HLBcdF3Hyw+T/ahA+kFTBsoHvJemphLVlJF7f6nU4zldllSmZvxpv2IXffi343o5shaDE5UMjRRRNL9oA6LmwpmKXs5NGKUYocQfiBUZzLb/qhSCvJrbJrzzNp8brpzjl/6kxse/5BGlRk9XZomY7Rt83vW6FptXJQShIqIJDeJU4+MPuDxxyGGpYdNpO7R1E9OQeIaG5d7GVQAAbiBJREFUl6gUjsgouEv991DZzuUWEXFGx1dfq66rp+38skOtbDJWD3GdBk8d0UhjsE31tjTaJmSCH/jOFhvXSvTtq01iX0DQ4sSljE/eb9INMjJN4NguE2WdtWMGo3WdekWjVlbqeICFhkHHV4Qry1CtiWOluHaMa0c4VoRtRdhmiOsEuJaP0H1OzyY8fVBnz4sl7nq8zMUlhywyQZNoQp0B0jThC08EfOSeJr/+b+d59+1tTAl+DJ+8z+Fn/6jO+XkXbBukg67reXpxdhm4c2u3Hsg17ML03pC9lALDyAGejyULhlvRCVM4r+a/OtiS9Ccpg7/wLWD98vV87xyyEv6D2/xizV3EgYRxih7ls2apDbjOihUb1hVUsKz/BWiAmcHqYZ/3/PtFIONTXynhRwJLpnz/G5v8+o+0GSoZJKlFnMgeQKVIeON1LeaWG3zhCYPHDlo8c8Dj2CWPmdChbeqUTY1ykuY89b4DQNFUaZrainf8jMWWKiqeo1H1JLWypNG2WTuR8QO3L1MptUBkdH3BJ+532X/M4cgZlyApo4/WJe2W5NRsCVKPt9ygsdSEdlfFWg9VBSM1jbF6zNhQQMnpkmkBpy4ZNDt1sszKK2Mf3CUnwrVDXDvAsUMqXgdN6zKzFHP/cwYf/EKd54+U6YYO0jYwDQ3bzkk5+Xc3SgwakcnFGY1Hnmvzjte1GbVSDhyx+Pk/rnJ+wVa3rbQRukFJV22J8zLgtgwNayC2xOglOxR2b/k6WvRn7oL+7LmPhG9H//FNAH7FT1bW3l5/nUJSBOcmKtQpytl4hbGOok2Il0Q2rpjeaNnKl58xWff5rZ9Y5sWTOs8csCg7Ca+8MmBsxGBupkbHV3mlasGX9RZL9VLED7814F1v7PDC0Q4f/GKDB54tc26xwkzgELiSKDeSyvI7rOCo6Lp6ynpewlLY5eQlDW3BwDNTxqoJC8uSuUWL4eoYtjVGx89YaqWkYUrdSwgTh25cQjfcDcvS978odN7R8LtITDauMik7gpKTUCv7DFUDPLfN6bmILz+fceKCwYmzBlNV2LY2o1IqqrcCd8kNKNk+Va+La7c5dinigWd07npshHufqyFwsC2dIVf1ZY6eYYlUna7zpUGWalxoCczNKa97RYAnBVmasdyWXFow1WlFWGiin4dpF96F+qDNW5HJU/iG5+DOrSYKpytdT3sLpyJlojem+1ZL8rcb5Dm0i4VTzwIiLXJvVBXXoxRdiL6pTs93RKxcIGlyYCxr5DrTNHfLShBhwng9pFJKQAiakeRLezyu3ZBhySoLyw5ppqkxr8ydCvKoRaMT41oh12z2uW6rz4PPB9y1p8mDT9c4cKGKH1lEqSDNVJUW+ZbUSjMMQ3DFenjzWMjRix2OXRQ8ddDlmVMW3iWDEU9Qc9UkrFzKGK0HlEoBhl+mXq99cdeWdcv6l7/8kRkhxG8EgfuOdiei5GiUvQ7TYwG1ss+Z2Yi9zwgyLeXBZx2OnXVwNJPNUxrDFYGpK1tlx0564C67XWpeG020eeiFjN/7aJ09R6t0/RJeKe/DjDwNLX9dbsWmC42JEcEbbky4/ToDYodU+Iq3IAVoBggDIycKrXDDKiRxPUPOIuGhcLwSA5Zu2cAYK+23KGJlJetVz0Kn8DXB921H80B3lOXKnUIdXwQ7MRDs1E8u0/UUEWsEuXuUiIpph4bIgd5LJe4JqHMxgkiR0iARMZqIlNeJrhNoLnfuqeBaCbdfUyZJzXyB99KJmWkk+IFJu2thWw637u5ywzafp151kd/9SIdHDwwz0/ZIMuWEKzS1BLRzCvb8sk7NG+LVO3Ref1WLw7uXeeA5HTTJkTMGRy/aVEuCNUIwPgyOJdm2Bs6f2/sbnzr7xIx+8KxFmmmYUlK1BQvNhLueiEmyFNsyuTRvcfqCiWvpuLpg25jGSFVjqKIzXNOpeBnlkurLy6WAmtdhdKjBpcUuf/Jph8/sqXPiQhXLNhivqwzLkpH0WgglOlaD+l6PbEpcRzIxLNg8VWV5OYFyAykT1SdqAjRFlnIkPV7JYLJaz3W2sFI2BhMeBoGvhBT9/lstmtQaukhNUN/4/npRW6HoeYmD7LeI+MufFYNxJ+oNSIBUxYOkaulU6CwVG0/RWmOpQCKFRlSY0xeVfAXAVRUXA08vtTHWieMEXUpkVpD7TaTl4jmS46cyHjMMxod1SjY4VrZiPGyZOqaRYBkGlhljhybdwMRzbG7c2uH3/0ODO/f4/MmnRjg9Vyep6mikSE0xRK12zNyihoZJozXEaN1jrOrz7teqVvnERZ/zCxGOpWiQ84suXV+wZtinWg6VXrQRqb5svpNgWy02TnY5fb7MQlOlGjuWxlVrwLHAtQSOLfAcQdUT1CsZw9WImhdQ83yGqi1cu8FnHk74wD11Ht8/TJi4jFQ1ykYf2HZuE2H38nHyMFZTjexcS1LxBCO1lCQVdHwT1zZIM5lvqAQIHVNo2CLDElkuaM4GjH8KGwptoGr3DfBXqPAv58UUm9WBubymZ0idFUjWvlbb8m0r6z3PWDXRSVClO0t7NhBxEfKU0pstF1U8jjMikeb9t9aPWMlNO7W8Ly96334ImHK3TRJJmkqyVBBFGpkmMaSgZqboImNuKQY0yiVJyRE4poZtCWwjxTKlsu0zE0xDxzd1bEup5Tu+xWS9w4+8qcOVay/ygXu7fO7xMS6mtioYIkNoCaCeSB1fstC0cW0L105xLeV1uXE0xtBT5psaey/FrB5pMVwzQbMUpWPDkDqxJklGybSJQotd6yySVKV26QNpCcW20rEyPDeh6sXUvYBapctIrYnrLPPJh+BXPjjG+aUaNddgrJxRMVMcI+1F9BWTiyKEVUX4qZGdYwk8V6NSSim7MZah5GQZSt3xyAsWaaajCR1Laj0HWmNgkbBC0HyZh2FhymnqK6u3nvNh9N5GVWUFCU3J305f0DhyxoBMDZ3FwEHtcpx/U9jOXvrTXgJdVnhAamxclbBqMuLsYkpiZES5j0mcK2HiNMv9SjJk3Ofy9BRVRWBrLxVN9Kz2hJA9/o8udXSZEsuEONWxEdyyK+TpY/3pUhBltLuJMu1MM+JYJ7A0nEjDNzXsMMMyBUEo87xTJV73LR0/NAhCg5JrccuuFtvWLuGYMZ96YJyzDTf3Sk9JkoQw/3dsU2IY6v/BNCSmrqPrGkJTcSmmFtFomRw/q2OaOmmaob/tVhvH0jl+rsEjz4SMVl12bYpYahr4oVQzbStB5jq8NBEYRkrJjqmUFLiHKk3OzbX5zT9yeeTQEEvtMtNVjZqVUjIzHLO/aLF68SG5gaMhetXbtgSOBZ6TUikllJwYy4xzJXxClCTc8UiZNFMLBFsUVTvrWb71q/NgNs+gGf6AKWdP9lYAvPCizkldOXXAMBOeOy7Zf7gP8JcTHL+sZds3iPbsJSPJIuJPkGkau7dEXLUh5OxjCbGdEWUacaZMeRKZ9ap40rNYy5AJRLGq4pEQvejtPshzRp8GUig3g0hKdCnRdYkZ66DpvOMWnz+/M6adQpBo+JFGx1fvHcQq/zKWRLHAijRCQ8PMA2MtQ6gRYyixQ0lg6oShJIiUW0Ot3Oa/v6vDm64/za9+ZIyTF2uEsSBMUvwoxe0qKWJhIyelolrYpoYfZSy1M7auThkf6XJiYRV+NIQQEfrwuu+i7Hmcae3DMe+iXutwajakYpfZuCqg6rXQ9Q6mEdNo1Wh3XQw9pewG1CttLLPJmYWA//qndR7fP4LrmqytZlSsFNfKVEiUqeXVemBMl/fD/Yx4le/jWBklR4G7ZMc4VtTLpexmKX5sgLQwi+otC/fZwqizMBEqiDyCviF+YeCZU3YLx6uelUEf2L0qnr9SIMsUQ18ruBiDlhEvA+SXq+5/R+HuV28Y2Dr2xcZCQ20O0wTSlChVo7Y4FybEsUYs8ioeD8SiiwwR91sVTYCIC/u5QomTa2SFzBmbEiPOM05jE1N2sWVAI4poxSblUKOdn13Q0p4LrMr5FISmAnpgaIqXFOZANwS2KfFDiR/q+LklSaVk8pYbmgxXLvDTfxJybnaIVmgyGmbUbFWMGkFGM/Dzr9Ng2JFMjcD0ZMBcU6fWgH/11iuZXnslgd9CF8ICYWGaBoae8dwxnTAs8ardAZ1oiYf3Ruw5UGFNHXatt9i9KWO42qHqNcm0Jn90h8nHHp7m4myF8ZqgbqeUrRysZi5Q7kVmq0o6mFFpGChuiJHhWGoTWrIVwB0n7G0/bdPnY/dYHDxTQhiG4ioXlbvnIz5odp9PY4zCVvmyCJP81F8AW4F8gPjVA3sMWkKUSVItt47o1dWvvhX8OrD9sqAerNyDv6kOmAIt09BFCiSQJUSZTpTmrUkO8ihFUVqFqnYiARHnnPrBfrzoxYWq3KLgdYsMGUl0maqKnOj4ocnmVQFvf1WTD3y+TMcwaekaVqgosJqGOhekKiQhjlW6dWiI3gHfzIFu6Rq+KbBCgR/IHODq1Q1Mdq9v86GfXeIzj7T50zvGONv0CGPBWDnl+q2SnZskEyNtHj+Y8NRhjzBxuH61RRAnLDeVlbJj6ZDo6KAhNQ0/hMNnNbauFmzb1OKFUz579rskoctkXVJxdMpuQrm0zEhtkUdfDPj4QxXueXwEsFlbS6nYKSUrw7U0nN4qXN21g9mUK1qFPMC1OH07VkrJjijZEa4VYVsqn36pHfPJ+0cIIhfLEbh6nv4gB8C9wjc8v4l6AbBFj57Td41Bx9l+i9JTDeVeKYaR0GrBMy+YzDaUOkIrpih/F8K/0esy5lavcue3UxwLhisZV+8K+eJzEe04IZYZQaopkCeo6UkCiYBYQJSAFhcpbKmagws1QSmUNEWrouiuIj9oS/QoJdKVAX8YGlQ8k3/xmi6ffrjFQsdmWTewcr5L4dCVpJDECZGZYcUpeiRYmZVU7CVUf941M+xc69sNdLqBQTcwGala/Phbm6wbP8/HHqry2AsjmFKn1dJoLJepOR5vurrDa69q8diBgOdPlNg8lbFlVYBjAqituG5KQa1kXooS7d5IVN7w7Ikljl00CboOG0YMVo9rTI7A+imf1eMNljvLfOCejL++b4wTZ6tMVQXDboLnZJQsNXR38mlIv/0oRnRFC1H4f+fV11DsQ8tQyyI334Q6doBr+6R0+cSDFk8cqIJprjDKN/WBw+WKPMyBQ6UcmJq8jDmnnr8GFUOi4J3rMY12ypFTJn5LQlX0mHOX80W+XdfKtVLf0i1KNGoVjS3rIypmTNtPSM2MIBWEaYaZgp57k0TFuC+PGYxWxKwooIu434/39ZSip6QKpUSPlN1aKJWv4PXbQv7Vq5f54D0OrbCCJYSiMedfec/6IVWbVKMnEM9bRdmPmjENZQdhmRrdQKPjK5B3Ap2ub1AtW7zjpgY71jf46/ti7n+mzqOHXc7OJ6yfkEwOe6wZd7l6fZctUzElq8lw3cOxuTfT3Eua1kXfccVG3vMnHz9lGOb/3blp6g3d+TYbpi1GqikVL2C45oPW4cCplHPNkHufsrjj4Rpl02LbeEbVSfFscG2BaxUHRcXSM42iPVnpHzioxRyMErHNBNuKFI/FDnEsn2qtzYPPwh/8zRCN1KVsSbzcwNNcAezBH182FjQGb4KiivfFFj1jzh43PUEXSU7hTbgwJzi3qCv2vpbHa/Qs/xmA4rde0FcCu88PyVJ1+EwjwapayvhIyIXlCNKYKBWEeSapntD32xYQFblBcWGSX4hItHyxU4jDhZqkyBQhBDLK8mou0XUdXRroYYJt2vzn7+1w6MwiX37KYkk66PnnUJyYrBffbcosN3MqXBIS5MC5qD9k0LAtiWNldAOhgO6rtLVWx2S03uaXvrfJzrWz3POkR8kUHDhh88IZm1FPp1ZyGKnCxJDgllesxZDt/zt35o5Tm3b9kMro0TMfmaVIYoarIRvWdKh6XR56QXL+WZM0Ejx+wCbVKviByfq6xlAppWxDyVFVW3GqFbhtU3Gue8KHgTZAyv68tdgaFmY9SmalsultK6DqdTg7G/Ind9Q4s1DBtMx+Ln1PNaS9FNiDU5MC3MZAa1K0J0U+j+wbQuq6cr3qgVwkPHvIZO9hS51mEX1PwsumJi/XPn+DqF5ZxQcdrRBkmSAMBddujrhqa8izR2NIY5LMwE81zES53hZysb412kCGTy9TM+3Pw4v5uFx52JRC5qNTvde+dXyb8VrEj7+9wfEzNicWJUua2TtwK15MvkkdECcLre+uoM462opBQ8HudCyBa2u0u4KWI2n7Oq2uSc1zuXmrz9XrY9Ai9hzI8OOA+cWYB5+3mfMddD0hCEM6fkgQDIRQbd26Dcu2MUTG8vkj3Pe0xqlLZYKuivB2DMGaIUWkx0kVNdbSKNkC15E4tqLQKqvlop8uVD1FDk6mHv2iYMVl/Qg5mWLKRG27rAjHCqiWOsw1fH7zgyU+99gQieFSN6CUxwpal1fwgYNMv/9eKZ/rJan10tQKs6BcwJz7FhqyAHmMJhK6kfLmxrp8Bt4nYq0MgPoGQa69zC/0+vHLHGdTiW2BYxQ+hBFZYuALEzPRMESKnhShWFrPPapfsVO1wRRpn0ab81W0XHamDqBCbXOl7I9OZYIMLAwZ86YbmzT8OX75L3TONepoeaZwIawwUwiLGwx6DEWRq/KLtlHhI3/Sm2q64uQLxZKv0elKWl2dZtvENl2yTLUzExWwrRhtOuSqzRHHLgbMzpqMjq1l3cZddLvdPsDHxsa4fseaLz279+H3LLTcn11eDBkvO2zaBiNVVVk7Qcrj+2C5lcu8bLVOLzmCkqOmJradKk64mQ4IHfJwp7zH1bTcJjcVeYSz8u4w9QQzn5g4dhfH7nD3E4Iv7qnhpx5lQ1IxFM/b0slf/U2o2QO5zCc2eSamkatIjH7gqzEA8iLsta8w6ldvw4g5elFw10NOPv8e8Ca8DJ894dG348A5SGBkwHwzF2BkaLz9Vp979oQcm7FAxiSJTldTFsey6LUHbjwFdK0nYNY0gSDNAQ4i54rLfLOpJki5j6AUSKErCwqRIqWNZcXcfkObe55Y5G/vt2jpnvocebJykma5oigngaUaSa7YUQAvyHCpojLrWm/QYFsajiVpdyVtW8PzdUqOxHNSFlsZew6kdLvgmBbDFZtNq1JG3QhvSmdmbvE9V7vXfsl0j/QBfsPOtfz6b/1aR0Oc9ByT0Q0xOzct8tSRiAcOGliG0uEttUxcy6Re0Sm7OmVXw3NTSk6Kayc4lkpTs8y+2ME0IiwzxtQjpFTKjzjR6XRtOoFJmqjer1D5WKYKq3r8xYzf+XCdc80KlmP0RMM94/wcuOaKhc7gOn4wi36ldM4y+oFT6mPE5ckOQsZIPWaupXHyogGI3ibnq+bvfLOkw+xr/JLW/3nPKD8TrJtIGPFijl3Iq7imE6QmnaQ//lPnhCK/vmAPDuTZF5VcaET5z+VAjJ/QBEJmSCHzg6femzI12zZDXsR/e1eTs7MWjx7QaQsXI3/CZYDMD5zLocZykJGkCaAmNZYUlAywdXAHxOC2EWNbGq6V4FqSjpu7qUVqB1Avd9m9pYkpA2wj4cQFyaceHWLHasnaKYuZmebJD77/f3Z+6Ed/pQ9wgLfc/nZ03eHi6S9x7yN7+cxDDmFgsdSWLDbUOzxRF9QrOkNVnXo5o+ollN2YSinCdSJKTohjhphmhNAiNC1EExFPHRZ0gwxhaGQod9p1o6BLgyBRPuOGTDD1CMfy6YYhdz3u8szJOtK2qeRBVYX8zMpJVEW6smkM0mDz/r+XY5/2BNBWPq0xi0zMnNLZs3vTIxXZLZSfYStIufP+MgfPGAMOs4OHyb5VxArTiG8U6NrX+KUVI0PIUN7Z21ZFvO22LgdO2zRjxa5LE0EHHYHSI/Yz3LSezpM8z37Q51DLOR/K16ag1Yp8yVWAPve0keogKoWFLhN2rkl4y41N9p2waUQ6bWGqgNrcGydKNEw75Pr1i5T0ADSQuqAd6Dx3yKMdmcx0JIYmsHWNkpHh2eBZGWUnxvNTfDchig00BI5lcu1GhzSzWGxoiCmYGkk4N9vGru3m9jfdQqvjA5cBfHioju24HDpYxcTkirWSoXKMRsqefSZLjZThmsFIXWe8njFUjRit+9TLPrbVRZc+FxcTmn6E48Q8f1zw4DMWncjmS0+VaXccTFNiSUHdi/ie10a88WqJlUf4CaHolVKEfOTLBn/0qWEwXEqm6FXvQXAPbkZNQ+YvgWnmldvMK7eZYZoZltGv3D19aP5kMYwoF0NHGHqILiN0PebkCclnH3RUusNLmuyBajtgNvoSkH4zLcuAmqhofbTiM2bKRzvTNN75qi5/c1+J/cd1SNXNl2DTRuazcwVyjX7lVp9loF0RaU/tow6com+7l8/FZc5TUQfGFKEZPX8a04j5ie9oceLSEh+6x8GPDSJd3UCGyHC9jNuuC/ie12rUy5byr7G6NP2I+55ewo80HnzW5fljDoYtSTKD03MWllDGoEOljLFqQhhnZJmBFDpx4rHQSHnsRbVBHS2r/cu6CRvbHSETnd5b2QN4khlkWMdMyzzeCJ0Ns6dDRssSz8k4fClm0tMZrelMj6ZMj3aZHm0Rpy1ifL78nMb5BY2PP+Cx2DIwDEm7q9NpmUghqZZgzRBUrJSam1Gv2CR+mYsLERN1H9sMESLBMkLmmzGfuL9Os+thV3Qq+SNMsRDBzKvzCvGCUYwk6U1XVLUuKnh+HjBV+2QZMZYZ5UBXIa9mbh5k6BG6EeKLhDsfKbH/WO4PPtCX9Ffpg8beeTYlK/c132jLor3kB8UPe27h6vsVaezcEPHOV7Y5ftSgG2og1Wk0zizamUGiVJxkpPnXpg18jmxgClT05cUx47IlkFawDXNKbc+sKaXVsRkeCvmXr+5w7542pxuO0m5q6vs0XgOTGgeODzFcDal6ASUnpOQEvP1GH10PecsNPu1uF9NMWGxrfOIBh7NzJntf9JgPTObOmaweSomTCCk16tWMTauXODvnUnah6vlYloXr2cfLrnlMEL4U4BvWTXHy0CfvvWGX9ZG5meFf6jZOMTkq+cqzEVHoMFLXWTWesHl1E6+0xNFLPp951ODCQpVnjpQIfRPXUrmHWQBlCaPDahnjmhklK1OaupJktK4zXBGkifLmJpc5CRlx75MG9z5bRXctyjp4RRpbIT/T+7PTQYAX83ZVrfvbUWvA4ck2FbAVyFWCmqkrW2XHCdCIybKEpU7GnXsdPvh5d4XIoSjV6cBU4+syJ/w6WLUr5GO9Ktu3Su4b6xfVXYMU/s2bO5w5ZXDX3oRWEJNECWmYkNgWHUySTCoxQZbmt5/6mot/rxAza/kNXPDchSbzw6c2APAMocncd7DY/Jo0my6vuXKZ113f5K/vLROkBlmm9eLNF5Y1Tl3UCUJBx9epuCauY9JoOT1Pd6llJKFG3U74T+8M8cOAZ44FnF0U3PmIx5kLHq3AQNMi6mWd1eOwenyOLz81RLVksn3rFEdn6x858onH7v3x73/TSwEOYFkG5ZL9eWT29sWOeeWBZ0IOHDPZtdbhmi0puzcvcnahyQe/LNn74hCzSw6urrOhBp6lFiVkEMQZQaS+r6autJ0lW1B2BRXPoFaRuHamTICEIjxZZsSFhZi/uqeOJlzcfGqyAtwFb3wQ3Gbeg+dzdzuv3rapKrdt9MFtmxGWFWHlh1nLCHAdH9MMODOb8ZmHLI6cMlhqC+593GKhLdU7pJJZKXraNNN6IE+L377stcLM/qsA++XGij1PlAGhcR/kAy8yshjWjcf8zn9d5I2PWyx1JIdPmHzmoRJnZhwyw8G3bGUAlAk138jSnHqbkWkr+3ONXNhRtCuayDnj9NoXxVWRSGHkExa1O3Bjm3/9xg73P9Pm7LJLmKgMoCiBTpCw1JDoQhInGmEk8EKJaysudwYEoTpIZpmGoSu26rZpn6s2dLhhU4s9h7rc8bDHk8fKRImGbVbYsSkhzdpcWnARIn5O073Pp1lnxfu8AuCT697B33zoZx4tm9pTra55pZYafMctgi1rO5RKDe7fF/GVp0vsP1pi2NO5dg2ULGXFYJs6hqH6wPnlJCfCK11wyckBXjKolSWVEnhOf+JimSGmEfDQcwbPHq5iWhYVA1wDnB4ZS/XdyvYhpwDkNIAez9zsc1p6ILdWgtvOLSsc06fkdrm4mHDXHou7Hyrx0AsOyw2pYCmUaoYIleFh5Qw+kZAgiFdU8pdR4XyNen25bPilWT7ZCnD359dJfvBLkGaC0DNEDGPVjHffHgCChUbAG270uetBmzv3eFxY8Agtl+XMIs0Kf5Q0t/wopBTFj9MVYRZaT79ZiCNEj7ci8pwdKUx0mdDqOuzeFHLrVQ3+5r4KrdhR6XthRsdPaXZidKn1YsSTRFlx2KY64M4smswuKmW+aWi5t46L51QZqQa88coWE9UuX3424vkjJWb3uBw5V2f9pE+9rDEzHz81u3DXo7/367/21QEOMD6xGik1ghfO4JWWqNVCzix0uPOuEo1GGVc3uWmrpOpp2KboCSIcW6PsplRKEQ/vjzl4TmOyAq6t4TmCsqtT8RS4K6UEz1UCZccOcW2fVjfgvXeM0kk96o5G2cy9TXI3KrPwM+mpf2T+EWyL3Ggo64M8H1kW4LatUL3MAMfuIu0udz2m8zsfrXPojMdC0yGTEjwgCSD2qToxN24POH1J58XTqJVoGpOkOpHQ8qDVl6ngBXTztiZ72ZNm4aM+AO5e5e57EwqtECwUJDA1Tn3xlOT0jMmNV4SULUkQWcSJjiU03nBNwg2bu7z7TV1+96M+X3isRph6NDO7d/hU8+r+NIV8rIiWDnwd+axI03ogFz2ilkRq/TACw0+wzJCfeHubzz3epBmYNE2BGyRYXWV3LYWGpulomnLb0jQdXWaMDbV58YzPEwdcqq7AddSixzQkhi5xTJOaV2JsKOB7XtXmjdc2ueuxLrOdEqNdn9VTVURtLf0Ay68B8KkNb0HX9bDkfZzTpxY5es7lwpxD1dbZOmkwOSIZqUHFU+1IFCuxbslJGK0HjA0v8PQZQTMYZrWeYZsaJUenlM/Ny6WEspvguVF+2Oiiyw4fvMfi4Jkatm1QGZyL5qR22xyQteVtiqID0DtQqlV/2ndWNQpflgLgPp7d4dJywO//RYkvPFHjyNkKmmlhlJQZfpKBH+nU3ICff/cy735bh+cP6fzye6s8fkiC0MkykziTPQPOQafZr3293KxlcNO3sg0pwF1YR+sywrJDHj9s8MvvrfH8IZN3v63Jz7zLxxAu3cAiy5Sjq2WGvGJbwG/9eJPXXhPwOx+POLdQpYmTT1eEOnZqA0+MwoW+qOYUa36ZMxCVv0qhAJJSIsNU8VRkgtFx2bIq5Adev8Af3eWw4JdxdYGV835UVCNowkDTBIae4ToC145oBD57T0imKwajeWGUQuVxZhlUSoLhmsXUqMXq8RI/dHubc7MR3S5sWDvCO2+4LUzTmJ/5iZXvrbz8zf6pn/l1xsfHHrwwM3dzxTi3ruo0EFmF67cZ7N6csGNjh+mxJc4utJgY7lDzJLVyzPR4m8nROe7f5/OxLw1RNXRGqxpVT6fi6VQ8Qc1LqXoJNU/pOKteh/HhZb7ybMKvvG+CRlJhxNao2RmeBW6uA1UAV0Qu25L5Rw3HJOeQZzmwlbpfVe/ceMgOcSxF3Cq7bc4vRPz0/1flE18aZaZbw3IdqpZgyIK6lVG1MjQE/+r1y/zM97YpCYsNkxnb1gccOiE4O2uANPJ0CLW9N3pxHnloU886eDCnRgz8+KUJcr2E5kKdPuDfqJZgAbbts/ew4Of+7zBfeW6IVlZm3xGXkWrGhskSy02PILRygYLyAh+uaFy7w2fb6g579gkWG5JY00mRvazP/hiSXk/et2/uz/y1YtFFHldefCx0nkKdla7Z3uHQiZT9x100Q8fQ+pHnxepeeRgqP0jLzNiyqsPZBZ8njtqEkSBLMtpBSpi1GR5q8dxJODsL84sZCw0TXVgcOhvT8itce9XuB9ZvuPWHS24W/s//+TtfG+D/5/f/F1fe8OrQMMybT58+f1XdQWxdI1g71cR2FnjskM+de0wefc5AFwZTIwbTox1G6nPcvz/mdz4yiYxtVg3DUEVS8wx1E3gp1XJMzYuoegFVr8tIvcnscof3/G2d506PUHN0huwUz8qU1C2PEXd6wC4IXZriY1jKVVX1a/1NqqrYBWkrB3epzaXFkJ/+vzW+8MQooVnGsQyGrUwB286oOhlDJdg0Ae+4GYY9mzA0yVLBptUxqycD9j5vsNC0yHQTS6gU4UEX1ZekGvR8sF8K8H4kIv2YPb1PPjPymb1pRLhOwOm5hF94b50vPzOMcD0816ZkW8SRw2i5QpzYhJHy/1aZmspcUyDYujpk03SXR18QLDUksdDJLgN5r2XStB6o1a8NfNT6LUuPNpwfQou2puKkVNwuj72oMdd00IVELywp6G9U1XRGfa7hisbNO9qcnu3y/CkLUp0hD16xI+Ptt4ZsXRfgOB2Oz2TMN1LmFiWkBuunrGTjxq1fmp859snRiStf8nR8CcABvvv7fpBms/X5izNL7/TM5Yllv8VDzyd8fk+VmRkPYoetq1zWjDtsmO7SDBb4xMMaf3H3BDJ2WDeaMVKVDFVNahVJrZJSKyfUyxHVckC90mW03uDSUouf+/MqX3h8kpJlMuKkVCw1UnRtDdcuwJ2zFG2pAD9QuZ0C3HaCbSc4eeVWtnEhrtWl6ikZ3n/94xqf2zNCbHp4ls6wlVGzlAKp4mTUSsrrZc24yWjVBfS8b1QqmqmRgH2nBAdO2qTCxJBScdJ74C4yiHJQD1ZxMRBuq/creI8X36vgaY/xaOaZQ7YVous+X9ij82d3DxOIMhXHYNzJWFPLGPZsdOmgoaYlfYsJ0eu5hSbYtjZk43SXpw5qzC/qxGJlJe9NdgYcfYutp6b1a/mKKj5AX+infGhsXx+ycarFE4ck55ccNXkZcAvTen2/QEMZ8tc8nZu2dymXmpxfNuh2TCq2QxhVGS3brB8zuHVXzORYgB8HZOhcubX0vOfVvkM3rPS9f/zhrw/gn/joX3Lb7W/NPM/7sf1HLk7uPyZZN+5y7WaYHNaZHjXZuSFj9+YGrXCR//Uxg7sfGmXENVg7kjFakwzXDIaqkqFKxlA5pl6OqHk+tXKHsXqDS0tt/scHyty9ZwLHthlxVRUt2SvBrZhlUgHcUlEVSgg9AG4rwbFjnJyNqKp2zif3Opy6FPELf1blrsdGiQ2PkqUzbGZUTfW08Gzle1d2NaqeQb1i4NiK81LQfIWWUq9FLLYSHnnaoRNbSF3HkYr3rK8AubaiRenngfZTDQydPtD1Pje+iCE39P7W1bECulHIX9zpsmffEGbJYdjSGHJShkoZdU9gmTpCyLyyDtIbtRWVePu6kDXjXZ4+3Ad5koO8N4vvfVwJ8t7n6x0+6VXynhFoD/CCHetCVo+22HtIcGHJUar9woK3OJVk+TIqk4SxpOwY3H69z4ZVDfYcMjh5XuL70OronLxkceCkiaHZXLslpVxK2bl9ywVDD/5k+9Xf+7KnHp2vcr3ru95GGEa8d3aWneuOMVxtMbskqVckG6Z8atVFzi91eN/dDodOVtm+SjBeheGqQb2iU68KhiopNS+mVlYbrKFKm7GhZU7PdvmVD1b47KMTlBybUTejWrQmlvLttnNucL810XJvFgVu20p6in/bUuLkojWxraAH7uMXIn7xfRXueGSkB+4hI1NTGgtcE+UTPuAVbpnqmxgngjCShJFOlBgEXZMbtnaZngqYO5kQF4FUPb7IV3kzv55t5svNunuHzITTF+CJQw7YBrbUcPQUS1e2HmqOnNLuKpqwFHLAmas/Uy/w97ab22TM80vvgyPnoOW6ZEi1DMrHn8o9qzgUp9DjthRlXgyAWvb/jbzfVvdDxtte0SDLLvFLH8w4dXGIINGJ05QkTZVRUc+/RRJGFmEo6fg626cW+KnvXuB9d0UculRirmGxdlLiOAEvnEg4M2Pyuhtr7al1r/mYYThf9W2VX+03fvXX/hdCyshvz72mtfSiPbdsoGEwPhLQiZe447GMOx4pMz9XZvOYYHpYMD5sMFo3GKlrjNYSRmoRwxWfoUqXyZEGlrXEnXsS/uDTVT6/Nwd3KaNmp5SLyl3I3nJOsGPpOHYObjuv3HaizF/sGMeO1UcrxLFVnIlr+VS8DicvRvzSn1e545FhIqOMaxnUTCib+SE27/NdO+e225KSo+M6GiU77fX2lqn6YSliVk/63P2YxdGzLppu4kiwV9i/seJw2c+HXFnBi4pvDESU9yV0g9Znavrz/FH4w08OIWyXkiGpmvk5ZUDUXcSiqziRwoeQ/hy7+KYLjR3rQ6bHVCVfWJTEQhJl4iWqpMJSedDytj/N13r9+kr1h/q9NBOAZPu6mM1TLTQt5MApg8WOiaZpZDnAlVmRirAMY0kYGXR8h9Wjgqs3+0yMdJltJHR9jbonqJU1OkHCdddcd9HvNH5g/aYbo6+G469awV1bcPjI8Y+uXbvxlx95fLQ6XV8kzpp8+hGTdqfEwpJJxZKsX6OpPrusUytr1MsptXJM1Qupl7vUK13qlQaHzwV87nGDP71jlLlOmSFHZ9hJKVsZXiFUtgcOlbaq3oPgVrYSCa6tqraq4nm/nYdGObZPxWtz4kLKz/9ZlTsfHiYyPCzToGLQc6BVTMNizKj1uC1KvJybyheP0CLqA0ESaaSJ8glXI8K+GvOb4Z70ATPw84L11/MKzBA6oKteWhcKwJp2mS94lBGEGr6hYUQaeiiQUs+VNINOXepp8Y6b22jM87N/knHifELX9UgznTjTSLO0P+NPsxUpDCu/WFXJs6Je5v17mjMgk0QFnN12ZZvrty6zcTLgjsfrHDtVZbGkMxZkdMKUTpDS6aa0O5JWW2epZTO/bDAxVOb6jV3WjcU0O22ePWrQCSyu22azevU2HLf2Nd9b/Wv95ub1U8Ez+9v/rj685uOnL3RKFddhqiqJS5LN42p76NqCSkmj4qXUyhE1L6Re9hmtt7GsNguNLr/1MYt7nx7hxPkqcWIxVYGaleKZygfFNfvAHjxUqko+AG47UTxhO+61JYOTEsfugtblTz+r8/EHajzyQo3I8DAscwW4bb3wDNcuA7fo5ceIXMvYRy6KsdfzBxxg/L1Me/JNS5BXLH4GOShaD0yDU4+eDjJNieKUKFYWa0Eoerk4UkikLAw1BzguWcbbbuwyXJ7j4w/4/NUXEzpBiSSzSDJBkmWkWapcpvLsSrL0Zb7ovhAky5uCws8lTgRxKggjnUrJ4N+/s8ubX3GJ+55e4v33DHFiscSlpslkJWO4k9DspDTaCYtNnfklwbkZB8u00WVCnMRUzJRSJWDt6g3tDP3fWe7q4JsG+PGz8+mq6dV7X/fqWxsf/pvDpc2ru4SRRaWU0fF1wlDgOinVUkSlHFHzutTKbeK0zROHU545YXLPnkkOnnfRMKmZGhVPka8cQz1eC3ciOwe2bYoBCVwf3K6d5K8c2L35tlLeO3aHUAT86Scdfu+vh5jzS2SGg26airSVc8nNFeLjy20mikz1LPfwG3CWXWGi/DLw/XZZR7zkU32VW2Vgc5r0PAkL83sNI9bUx0iqQ2woc5WOnlNjs94T6padPju3NKg4CX/8ySHafomlxCVKJXFaAL1v+5/lqp3+wbMPcnXDy1xdr6wuirNMJzDxHIf14z4/9laf118zw91PGDx73OG5IxUuNR2GXBhyE6puSsVV+swwzugEUPUygjji5t2w++rXNuoja/eGwaWUr3F9TYBPjo/i2MbckaPpd99w9VX3nznxsDE+HHDgTIc4LHP9No2JkTZVr41rdzl+MeIvv6yz90iNs5dKdLoGli6ZLGU91YalZ1imorv23WQVwC1TzblfDtwlO8Z1VHKEa+WWEo6P53boBj73P6vxvs/Vue+ZKo2oBJaF0Ut9SLFl317ZWAFs5YAl84+9BObCiHKA3PQ1r5fxJxycSny1v5K9zC9mL/lMl/2drAiUUuBOC7u2uLBN1nrm96auEUUakRTosczdu/SBqBal83TNgP/2fV1eccVF/uxzZfYcrLLcqRAmZu5/mJL1khhUi9Y7ePa+4GJECWkmc4BreYiUxAoSOl0Ty3SwzYjRasSPvSWkHficmW3z5BGDzz5a5eC5EhVTUHcypuqC67bF+FnAhVmLsVrC6rWviIIg/W7Lrs5Z1lc/YP6dAHcdk7NnzrB9y/pztu4fby++sPXpI0scP1fmzTdojA0vcma+xeee1mj78MmHRui0S9RswagNlqei/6TIeuGwRp6PWJj0FOabCtwrpyUlK8N1kjw1Is5TI0JKjk+51EE3OlxaDvndj3p89Et1WoFLZlroloEpNFyZ9YKPrIGDYP9VGIoKDCkUsPWBQFNtJciFVnTcfdD1uoeB89XlnO6XA3l22Y9f9vYZZCb2fMEzisgnBfLcMrkw4exNJdSaO0o0okQQxhl67lYlcv9z1W0pfWwU65iGyVtuCrjt2iU++uUOv/vRgAuLVWZjl6io5PnZo6jkL3mm5XP4IqowSjSCSGAGshclWdh06FK9v6aRMF0P2PqaNu+8cZZPP7xEw7c5cMLm3EyJNUsWb7455vDZFjOLI0xMbT9eGdp47syZ06xZs/abBziAlIJHH3/sVLVc+bflod0PtvY9yvVXJKxftczHHsg4cmqEM3MGxy7Bqrpg42RK3QPHUidyP1Kjp2IurGK+td7Gz9ALc6CV4HbtrNeSlJyYkhPg2iGe41PxWiRZh7sfk/zhJ8d54WSVMHMwS7pan0swNaUoMXJb5cG1eLGEkaL/URYTkF4UedaTaq0Y3fU8I/rCsJWzgwFsD6B2BcgHzQcHft5jJva8CPuuVurP5gfbrEh1UMFYaVHF04wkSVXfW5jhx6qKJroCfByLXKUjVS+fHwQjoSK+/dDENiO+/7U+V26c5b2f6vC5x4dZ7FRIsmKR1Gff5POSwfu5V8nTTFP2bT0fHCV/K9I00lTDD9U83bUShioe4yMt/v07Fjh+TufcFsmBc20efDpl74sao1W48ZorEMT/dt9zj5zasPmqvwu+fzfAJ6emaXc6uI5zIc7EQzvP7b/VNed56DmT5YUSr9oh0O0G/+dTgo0jFqvHDCaGdYZrKScvKgNzM/cG1KWGJgr+sVKMKDaiquKuWaRF5OB28kgUJ8RzAjy3S7Xc5MSFgD+9y+ULjw9z/FKVUklnxAQn1w0WHh0CegY4PeCKPm9E5lvHYgkj81ReKQsT+MGPiqYqZKqS4FakI7z09XIK+5flFPZaksJFdsAmIo/1U2p6IEnJSIkLR9nc8L5nfp9kA/14DugkI04ESZKSpFo/7TgRxJritmtaESClvAu7eoJj2Vy9qcOv/FCXG3de4M/uDHjx7BBJZpEO6D3zZ8kKJqT6/1IxjJGu3ldtYNtZWHoYRsLcUsTJ8zojVZ2JER0/kjh2k7/6go0lhti6NuTVu7scPachjTFet/WKh7btuOVCEHSxbfdbBzhAyXXZs/fJo7Va5f9Mr9l56wvPP8zqEYftaxPWTDS474WI1UMV1k8abFqts2Hax/OWee6EwA88hisGJUeqpUSmojaSVN39Ui/6cPLVe5ZvJnOHWSfEcwMqpQ71eoPDZyJ+8f117t4zimU7jNe1HvvQyNuJNFOPxiQdpJ9mA0Y3ucmN1HofB6u2nt8oip5aLFuUzcRzR3XOXTLIclad1LKeEdDl6pyv7SKh9R7uPYOfHuD7FbwIbJ0eT7lyc8BzJ1NiU5lspj1wF/ElWQ5k0bdQTosbQZCk6Qo1UtZLhpDEsVS8FU3RX7uBSScwGC53+fG3t1k7Nsv/+POEfSdHSCs2Rf9dnE96kreCy5LHPsb59yDNb8A0U+2h5wpWj8fUq/Pc/bhNeabEhqZOHFt4zgiVSocHn2lzaUmn5HiMVNpcufMKTKvyfw7se/zojl03fj3Q/foADrB6ejVD1fLei3Odz+yILn5HzdjHfFOy/0zAI0/X2bnGYtcmwVVblji31OQj90lmFxym6gajQzr1sqqaQajR7IIfKLBL2fctUd6EKa6VHyptpd2rl9ugtbjj0ZQPfmGEL+0do1oxGbKVub5rZNim6rE1DcIoY6kLUapkXbroE1X7nGb6LUpezXsTlN6r4GEnSJFi2glPvKhz9oIFmo6uFWkJg9Vb6/fhA8SlFVWbwe4kV9dk0A9jhX4SsSDJJGsn4aZtPs8dSoidjCh3kh2MLlEVeqCSp8UhVMvDVvuGc8WWtDhktjomfigRWpbb6MU4oU4UGXQCg9dd04QfXeSvvxjx+efGmG2V0BC9sKqeM62W5u5YatGkHLkygiCh3U0IIvV9qno6rm0wPe7yvW9c5u7HYvYcLNMNDaSs8OrdCReX23TaOkfOCd5y60au3LntM6OTW/f63aWvF7ZfP8Cnp8Z56Jlzp9Ztvu4/Pb3/aTnr19+uizZPvFjhimmHm3dnbFo9z7nlJn9zX5mz50rsWmeyebXO+umA1eNtTCPi4nyJ/cc92t0ccL1ePOvFgDt2gmOHlOyASqlLmrX4/z6p8ZF7xjnbrlMvGwzbyoNcudnmHuSmanfiJMOfjTl9SVIyFZgtnd5cuQfynNZafENWgLuwES7cZvWENElYahnEmQ5CYIjCX7sPdDHQolyus7wc5SuFElo/LW3gkJamgjSRSCGoeDHokTKaT7X8YDkI8OyydkXrg7xIiyC3gJAJlhnh2BHHz3mcuVQhTkTu+priWjqBrRPGet7iSG7d1WL3lmV23Rvxe5+YZrZbysUPac+xSkrQ41T5safk8egaQZRx9HzEpaUYQ9dZPZwRxjpCq7Brk4bnNPmb+5Z49mSZtm9DVuXmrQ32HNBYvc3h6u32nWs3Xvef4OzpUmnj1w1w+XX/SeADf/q/+Y8/9rrlXVumdmnx2Vuf3tdirOpx69UBzXCRu55IueuhMjJV4N65UXLl5jaGOc+jBwNaHZ+5JcmR0wa+nyJlbrxYLHxs5Q3uuRGeqwyAhoeXuffphN/96zHOtYYZ9XTG3JSanVF2MiWicAUVV6da1hmpGVyxXmPX5nmeOREy17SwDU0td3qxKYVVWKEK0nI1EPnHdEANpBRBlVKXi/Mh/99HPV68WEGYFiVdyeoKG7liMqTrijar62JgTS8G6LN9NmHR9+sDB2GZJ77p+bRBigTXidCdmAeedlls2RiGwBb0pkO61HpTIT0/vOs9Z90Mw8h6Jki2GePYEUOVNvOtFn92d5lzFxzSVOZgVn168QTJiheS4UrGFes6HD2R8OwRh8wwMAUYA4afxV7BNNTiruZl1MsxQZYwOtxhy/o2J2bhwqwkiTWC0GGybnLb1V0mxlpcXI7Zd8ykZJhUSjGJOc2Vu1/5qROnTn9q7ZqrvxHIfv0VvLi2bB0FJt5z6uTJDWtWRd+zceIUn3xE5/BpFy02mB4y2DSts3VdxvTYEt1kgQ98wePM+RJXrjfYubFLps1xfr7OWkNp9GTOrrMMpaF0LDUKrFebHDkb8cd3j3ExqDNekYw4CVUno2RBydaUdZwtlWKoJBiuwprxkCvWxxjWAj/7FzbtyKFm9dsUTWNAW7iyRSlyevqvpBdsmmQpyx0d0NGFlhvcZL20h34l1/qHKl5awQdn2b3qnQuZi3YiTfPDYKqqJ+jUXB9ThpDERKlOlIt6+9GB9FuUJCPNq3jaMw0q2rQMx4oJY5/3/K3HA0+5XDkVoWWZMqIvyXy8qOWxNUWUuSDLoOpp/OhbOhw6Nc/BC2NYwlA+7fmGOI6z/IylHMimR2MuLM5jSZdrNtbZtbnJdVta/OUXIw5d8Oj4Ju2uzebVo1y1rs3OdR2Onr3Ax++vcuvuYa7euvFjmXPNe6Lo3DcK128c4Jp2Bfd+6Z7ltVNbfvjj95yYDrulV2qhZOe0gy40pkYkm9fErF+1yJ17fO54uM6453L9JoNrr0jxk4AHXzBYP6LecJFXMMNIMc0Ux1Te4DWvzYmLAT/z58M89MIIYyWdUVeB27OhlKe9KX9ESdkVVD0YKseU3QjXylg9mqLLiChycwFWwXYrTG20lVOWwu+jEB8UVVSP0WXEY/sNzizZoKs5uyHSPNeGnpOrGAD7isNm8Z9iJMhlLUqv71atSVL4NyaCJJWEoc5UTeOmHR2Ono8IU4sg1fJUh6L3Hlj8DExY0oEWJYM8jTglyWJmZg38QNLyM5ZaMZro9/9JIkmT/tdTHIY14BXbM37zxxf5ufdJjl0axZECW0+wDLVoKg6UmqaeRrdc6fP0Mcmj+xzCqM4V62x+68dm+fSjIZ9/qI4fprR9k9mlKrp00Y2AqzZqXHeF+fDQ5MYfDma/0nnta978DQNcfMN/A3jD69/IpYbofN93vilc7NbZsR4yPaVWgSvWh2xcPc+9z/h84bEqa+slrtticuPOjI2r53lof0SWOlRcpbE09X54q20oElXV6xKlHX7/kx73PjnKqGsw5ibUnIyKAxVXUHEFnitzj8RCzJxSLqltp6HHFPTO/rJ9sP8ugpj66/l+q5D2rJR1qbxULi2mfOYhl4uLDkKXWCLDKCq4oBeVrRVG85ePDF+mghevNM+6TFNtYPKhkcQKZGrVbTBaE7zjlT6j9S5RmOAnGmEiVBVPB2MEsxzgWW/bmaQFDfby72ZGmEA70Gh1MlrthGYnotlOabSh0RY02pJGW6fRNmm0bJaaLovNMrddpfNT371AyWix0NXoRIIggjBWxK8wTgnCjOW2jpZ53HJli+MXOzy+P2bviy7nLkzytuslt12/xJFLIYdOByw2Q5Ksw3NHBVvX6NGO3a/dPzXe6bzqmwD3N1XBi+uKzZvIsvSJ0luvueme+x5yxisRw9WAdujzpWci7nywyvoRl50bdHZujNi4eo4nj3U5eWGEDWM6IzWdSkkofxSjSHmIce0Aw+jwxScFD78wQt2xVM/tZFRdDc/RcB1ByVaOo64j8JyMspviuXm2j6VcqoRMB8Z5eVXN24g+jTXPRr+sPSk8ww09xnVC7n9B8NQBFzQLU9ew875TF4NBT/SmBz0xgNYXHLwEWr32hIGFjdafV+dEpTiRRLEkjg2uv8Ln5q0tPvtoGd/WCZLL2pR8ZNhvVXJwJ8rVt3hC9DzH0xg/TmmHknagfBsLP+8sk4pXks+0i78L6v/PMlJu2b7E7dcucMfjNs3ApGRphDGEcYrvJzR0jZkFyYnzVdaPxmxY3eTZwxrdEPzAYNfGUb7r5nnSrMnsrMl80yDJdKoVnY687tCXn5j9yTfePPXNwvSbB/jIcJksW/zFkvvq7IUXz/3nEydesNPU5sI8fHGPx/rREtdfIdm5oUMzXObTj4U88PQII5bDtjU60+OCmpcQJyIfFarqXS75HL8Y8QefHOH8bJl1Iyl1N6WaHyZVW5KD29aUAsgpDqgK3K4dEsQxzx4xCHydqlkEnPanJqKnuhnovfV0hapG15VnSxxHHD1lsOg7YOjYQsOUaY//3QN3MWfX+jF9gwuOl6veScEr6bUl9ObYcSqIY0ms6yqDMjQp2yEb1/joT/oEkYWvC8JEy0GeEccQJynxQIxgkrcZ8UAvHcaCckmwe3OXx47GNEOdcqhhBcWiK8lpshlJKvMniyJRFbxgIVJWj0f85He1ePFMgxOXRqg6GlGSkqYa3SCj2Y1pd1Ki2OCK9UP8wBsWWT2+yL7jHnsOlGh1TK5Ph3nrDfN8/nFIYoNO2Gbjuo3+7W95052W5WTTo943DfBvqkUpLk2rpwf2PfQrExNDvy3ttWHLj5ldNLhilcftN6TcfOU8mTHLB7+o8bf3jDLmOOzeZHDllpTrrpgH0WC+oSqXLrM8dKrDI/tNDp2tMV6FISel4mpUSoJKSVLxDKqepFLSKJey3L45p9DmUw/HDvGjiMf32YQdA9vIw03FS6kCej6i7IsOirQHZczp2iEHT2d84isezY6DZUrcPDpcl8XnLTai+Xa0OMD2zPL7It2ichd86ayouD0zHEGS80gUl1r0k84Ck5Kt869e67N7bYs0iOgkEMQaYV7Ji2reB3exBCqeDOrfCCOJ50hu2RlSNwLaAXQjFUbWDZRZT9tPaHdimu2Y5XbKUktjuSVZaukstywaLZuZhTKbpkxu3rVMGIW0A5XZqQmNekUD6fPUUZ/nj0Y8d9hgcWmY73+NzQ++uUEsGzz8Yod7HoeDx4cYqZo4ls+OTavC+vDwbz/x+P2/Mj3qpd8KRr/pCl5cw6UkvGrTxG/JrB3edd/Sr5pk4uarfGaWO3z4vpQzlzyWFlxesdlg0yqdLWtiJkbn2HfG56Gn6oxXYbyu1ra2FfD4wZS/vHcMR1iMewm1kka1JKh6knJJx3OVIahrF0b76UovFFO5xS42UhZ9E92QWCLtreoLLorMSV9FZmZhim8Yad+B1oyIk4B795o8eaKC5pg4UsPW03662wCoBxcc/fSyQT/xfqtS0FxFqiF6wU0gk/zJkgiiuEhYSAkjHV3qtDs2u9ZFvO76FvvOenQjk47UcGINO1Z0WcUmzPJKnhInsp+EnIicwioJQgPP9nFcn9mFigJ4pKHr6sCcpipANogywkjJypJEkKZSHdaFhZQZJSfkB163yMHTSxw4MUoQq7ZsfFhn99YU3W5y6JRHlNgEoUHbH2XzqgY/+R0tTs2EnL5g8vA+j51rLdZNmulSsPpXL85u+t86C+E3BcqB6xuag7/c9Yd/9Ene8V3vjivVyYV1U+V/F3ZPiENnU87P2hw4bhN1bbavMdi8WmfXxhDHnef9X4j58t4qnuGyZkxnYjhhfLiLbS3xvz5qs/fFUdYOw4iXUS8Lqp5Otaxs32rllFpZ+auUHAVqI/f9tq04NxPq8MhzGX9+9wiWZTFk91VDbmE9Yeu5sFmJmJWBv5K/uZZy26p4HU7OR/zuh4c4PVPDtk2qJni5262Zz7+tgXTlIoC2N/fOU4QLwPetifvjSu2yJVHPikEUv1ZwYtSPS05KtRTwyNM6l5ZtNEPHEqix5aB0Tlez+CII1zQGzjuGOkCvmezw5DGNg2c8bF3i6OqJpKHiwMP8poljFZdd9O5arsmUQm1HN05HVCttvvhUGQOdqgtlV2d61OC2azqsW61ExAuLAjKBHzmsHjWYGsogMyh7MUfOwvoNN6dbN63/qaFS9/wPveut3yo8v/UKDrBh/Rrqo+NHnn/B/ff2ueSPnaUnRRinTA5JNowbjNQlm1f5uO48f3I3vHC4zpZJgw1TOuPDGbVKyFClzSP7Ex58boyJioomrJUElZJOrWJQLwslh/MiKl5EyYmQMsUPDMI4j/bLN3SGjOmGGu2uxWSpCH3tc78HxQ0quydbUbnNPAhrsRny3o+X2Hu0iu4ot9tSLvY1ZX+507eBGNBhDrx6h878/cpSSHIwJ4kCfZKoXMte9Y+LGyNDSImMjHwJlNBo2+zeEPOT373EL3/IZaFr0NEFTqxhxQUo8yoepwNVvXipkNYg0hm1JJ6R5LN1o2d+lmbQ9TW6kRqhenZKEKW9GTeZjqZJpDQwdJuZhQqv3jnDLbsWefTZcUbaKZcWItyzJpY5wvUb55BvXeDPPjvEi6dswshgqWmzfiqh7UeEgc27vuPqdHh83b/vxNuPOKXz3w5ofusVHOA9v/NH3Hr7jybPaLufvXHkqSW/23rT+Ytd1kwK2qHG+smU4foCf/a5jEPHq+xaY7JltcmaCcH0WMj0WAvTXOQ9H3e5MFdnTS1jpKKpNImKwVBFMlxVIubRus/kaJN6dRHDaNDuWjRaLrpUSnvPCeiGXd57h8vRi3WGHU0F1Noabi6msHM5nFuIKpxCChdRyr0SPbfNngMpv/T+USJZoWSqw6prZNh67lWem/EbOgMBt8XNo6pmH+TaCq4KcBlfXFsxM1dWaZc5zfZURspL5aotHR7dJzh2ziETBnYea270Fld92woV7dKPdFF2dwmuFaJJnweer5CkFlVLLdE8W6MVJVxq+8x2BO1AKt1xNuBpohXUW9WilUsJQ5UGdz9ZIokMTJGSpuCHJlHssGNNzPREk8detLCkxuRIwLk59eQL9REa0fhPf/fb3/Ina0eOxGvW7fy2APzbUsEBXn/zFpYXzyWW9V3HUvFU0zXvKO/d7+MYJTasavDJh2OOnhzius0mW1brrJ2MGR8KqJW7DFcXeejFhKePDDFVgSEPamVJvWwwVBWM1BJGaiFj9S7DtWVOXmrzub0WTx6Y4Nr1LtvW6piGUpwIkdLopuw55KAbWn+NrhdeJEXqMnnVTvMRZd/p1rEDlsOA9362RjcuY3sGVSPLA2jzjKA8H8jQGViRDyjnizZloDWBgQmK1p+oFFd/4qIOp2FOyVViC6XCkZqRm3EmDFVCfvKdTZ7Z7zEbmjR0iaNr6uvLK3kYK61mGEnCXMZWVPAokgSRyXVbWpSdiIWGaoksA4ZrOrdcrXP1tgZPHF7grr1lTpyrEsQaSZaSESk2qNAxdAPTtHHtCldvCLhp6wIPvDCBpgka3YjFZspS06DVGeWqLYu845WLfPorI2xZI7DskKOzNb7vnbc1r7r6umNnLswka6Z2f7tg+e0DOICQLpZz9s6rr93xk0ka/sFzxx4YCv0FLi52OHepyqt3WezcmDE23CShgzBCJkZCDp3p8ssfHMPSLEa8lJqn+u56RTBcTRmthYwPdxgbWuLJI21+8f11lht1tk9phKHED9WjN0PrJ/lKAzPfrvX64yJqMM/PLBiMKt5EHSptK8TQO3z0XpPHD9cwbJtqYcRvDsSoDIJ7BcgH+l7ZT0noL3X6jrRCg1T0SVB9TrXKx9Hy1kuBf+CVk8BaXZdrNjf5ztsW+YsvOrSiMp6uYUXqxo6i4tCZC5IjQRQJwij3e4kVmSqKdEQWk2aK161L5UtjSJ0sqfPu10a89cZL/Mz7Y55+cZg00yBLFMCllifbGbiWQ9mt8Cv/eo5/+4dLHDg1gumF2EnIgdMRc8s2jXadVWMwOuwjRMpwrcb1r3jdwuoNu3/quUOX7rx+x/i3E5LfXoCXK3UA5pdaH9q28/X6FWfN98yfvGf06KmQDaM2W9YFlL0m9z0f88SLDlunPf7r98xx4IxBq+mxuppR9zRqZRV0NVzLGKuHTI21GB9a4LEXfX7xA8MsLNXYMkbuQip6vniKux3z5CGDTtem1CNCaf1XHjFYBFL1UiCsGNsMqZQ6HDid8j//cpxGt0zVFVTNVHmQ5IfLXppED+R5RHXvJsqjxPPRYX8iAXGa5XkzqtWQUuT+IQXGi6i/AtqiB/7+1fcMr1US/vsPtthzcInnT1g0DBMnUuSyIAIrzAiNjDBKCYtNY6RkZGEk8QODkm1w1dYOX3hCccmzLCNNMzq+xuyihW0NsX4q43d+ZI6f+4uUPftGiBIBWoqQUX6AlTiWRcn2mBhts3N1l/m5lB96fcLWNU2ePJyxZ5/HvpMmYeyxeapDqo/wpjfcMrtq/a0/m6bRh7at2/xtBTd8m3rwy6/f/q3f5Dd+5eeevfKKdQvnLs7edPHCXKleC9l3IubEJbjncY91wyVu3WEwPNTiA/c4tJou03UYqemM1g3GhzQmh0NWjzcZG1rgsUMB//0vR5lfqLGurjFagaGqzlBFp16BeiWiXulScpr86Z0mzx8eZryiUXUyyo4iZRW8FUXSUvPzkhMr9qLjU6t0WGh2eM+Hyzx9fATHthixsp5fomOBU6RJGOopoOuDTwXRC8Oy9L69s5kfQpMUumGKH8REcaa2i9lKS7Qi/GllgvKAfC0bdHZVs3XPiRmqdHnyoMVC21GC7oKlqF8+GhX9iMV8ojI+5BPEIV96soqjS5VgbeeR7HnvnmWSiXrGDVubHDmf8OI5myyRWDLNPRgL9qKSHHolnydedLDSMtPDLrfs7JJpinh18qKGY9lcc9U1s1uueOvPd4P0L2q1yt8HFP9+AA7wP3/tN9my45Zn0sye3TC18KrnD3Wc4arg0qJFzTJ55U7JVduXefhAxFeerDHmCsZrgpG6wfiQYHIkYtPqBo3uEn91L7z/86MsL1dUlS9B3RPUyzr1sqReyRiuBozU2lyYb/P+uyt0Y4+xUkrFBc8ReAW4XZGDW632PTei7AR4JWVQ9Jdf1HnfZ8dJDY8RG+o9SzlyV1sNyxR59Rb9frsXI64iVezcmN+xUlwnxXOU3Oz8TMJSMyFKsp5CXcvJ44UHd18dVCjU+/xwZarZlwtp+Whwx0afmcWIh58vgaEOnEZBQRAr26fCG1EBXEUplktd7nvBotFyqNoFxz6PiNHVjD+KDYbKOq/Y1mF0qMWxSwYz8xYlM81vctk740yPpCy1Ap4+rENs4Vg2aQpnLllUyxmtdGrh1qvW/kx7+dQHNm359hwo/0EBDvCpT3yY//IfX/28ZblnpkfSN7ZaC1a7azNUlty0u8m+U13uerjKsGMyXIaKpzgqUyMZayfbdMJF/u8dOp95aISy7rB+WDEJbSOj7Eqqns5QRWOoGjNc8xmpNXn+RMCHvjDGkGcw5GZUHJUw4blFWi45dyXBc2LKboDn+ozWW9z7ZMwf/O0wl7p1hhzJkJ1RttW/qQxBFb/ZMosJicgFG/1JhWUIbBPFb7cySnZKxU2YGvGRRpMHX8i4OK/OCr1E4yI9YTA3Pi/hxYo9jvM1e74BLSp+MVWx9JT10x3OzMCBkx6GIdV4VDBAB+4fhgurONNQjrarJzo8+JzG4XNlalaeXJ17QzqWuhnUaM+h7Ji8cpfPyFCLZ0+YtFoGrplhWRLLkKSpThRZbF2TstgNOXhaMFLRSRI4OZNgWKua69dP/eSlZvjht73lX37THklfz/Vt7cFf7rp6Sye1x7OPHXl+ND54tvxX7fC0dcMWn+MXQp7cV+PaDTZCxhw9k2LqyuF1YrhLrbzIn94FDz0zxNZxnQ3jGsM1yfPHu2SxREql4LHtTC1n7BBd7/CR+z2EZVExM3UoNPNHrVkY6ac9087C9q3s+rT9Lh+5r8T+czWqJV05b+VqoZKlWhwn925RWTPqAJfmiWUF/VYvYgxNJZz23ISyGzI50iKRy1zq1JlZqqDLlDTNc89EmtOGBXqqNKXFdz1KNKJY9fC6rmFHat2uIkCUJZsuU0zTZeNkxPe/dplH93ssdWu4usA2EsxQpc4FRoofplihoBsKuoGk6+t0Aotup8T339biK88ENAKLjp/hBylhmBEnGqaRoOs+zx6qMFqzWN8xee2uGWYWF/izz4xTXtKpVxKiWCBlxHNHQGh1XrGlS5xEHDwn2b3O56YrN/hnlkZ+9OnD8pMVJ/qW1vD/JADuTPw052YWk5H19qNvtC82df3jLM4fsmaWPF51Zca2tQ2ePBrw1KEyq0c1KqWU4VqL506GPHpgiHXDOpsmJRumDXZs7OJV53lw7zhSU6oc11J99HC1w5efznj0QJ2qJSjbqfI7zCuuqkZZ/kpzj8MI1w6oVFrc8xQ89WId07Sp2xmemVdgS8sZi0pU4dhKhRRGGfNLEVGUKgd8Cm676rnVjaQ4Mp4b4pW6WK0uSVym4Ws0uhpSS1V2u0wxpFLAF85oUiiDojTMaDRTwjjDNNQcP81DX4u/q0tlt2ybEddta3LLtiXu2uuwZNk4usDU0zz+PMUKU7pBim0KOr6kbek4XZNW1+UV2zq8/toFHnh6ilFPATyIlL2DbUU88MISzx6w2b7WIklLGPoIN2+d59GNDY6fqrGqo274qhdwdsnnyRerbFtjsXN9xJnZAMvb4K+anHj30Oiqz1yzaSF553f+4N83/L41stXXe42M1KiX7QvbtqzdFWmTP6C7mzsbpwJml1IefEHw/NESnq1YhaP1kE7U5sP3liFw2TwlmB4zWDedsnpiiWdPOKCpQCrXAc9NGCr7RHGLTz/mkcUOI26atxW5S62VG+dbGY7dr96uHVDz2rxwNOL3PzbE6aVKPwAr90x0baFam5JO1ZOM1mDNRMSVW5osdwKWWilRpETDitwPRq5rVABXwmnH8tFlhEgj2mFGI9RoBxp+mBGEarKSJGlvfGgZMFSJqVY6PHcy4OxMyPxSyFIrodGGVkfQ7uaBu75B2zdptF1GKxb/+XuaXL9lgUYnYTnU6AQa3TDDDxRo/TCl40PH12h1Jc2OwXLLQWge77y5jW52mGsKWn5Kx0/xIyDT2L4u4eR8zMkLEWcuaRw+XUbXhnj360Msp8vMckqSpHS6OleuN7h1t89ILWb/abhux5rOtTvH/vXeo+/8lK0vJO/8zu/9VmH1TwfglkpJSH719z5+8aff9fjHV02P/Wiqr1/uBinPH81YPyGpVlI1cTC7fOU5naBTZvc6ydiQwWhdY814lycOBRw941ArFcltGbVywGi9wZPHYe+BOmOOoObmk5PcElk51GY4OegcW7EE65Uus40uv/mhMg/uG8azdapmimuSp0ioJ4BrSzxXUitnjNYj1k22mBw9x9nlkOW24j6nWdZTJ5lGIZ6OcR11I9mOj2bEEEWEQcxSoNEKFS86iMjJUWo8p2lgGoqWMDm6wLlGg5MzGfPLCY1WRKuT0vI12n7eZgSKadjpmrQ6JW7aIfmFf73AVL3BXCv/dwIV6eeHKX6Q0A1SOl2NdkfSbOsst2yWmx6v2Cq5dvMSF5spi22NVieh1YHFpsXmaYPrti9zZi5lbinhwpzk+aNVXL3Oq68KCZOIMMpYaCWcOGdy1YYuFdvnxt3Ty7XRyR+94T8ufPwH33hH9pa3/cOAG/6eD5mXXw/c8wm2XvnjvP3W2r5Vk/XzUxNDryLx3cPnu8wsSHas1fDjFp/4ssdNVzismUwIQsGqMRgbWuCvvizoNj02TupMj+msGo9YO7HMwbMNfv2jI3RaHtP1jCFPJSor9qGO52p4TobnJlTcmEopoF5pY9sN7twj+PB942R4yog/Hwl6ud7TK+lUXGUNPVSNGauHrJta5OMPx9yzt8ZIScNz8yQ5Wx1iy25CpZT/O+UulVKTZtTh8MWMw4ckjQ40QhM0HUvkzluFV6MlcC2B52bUyhFb1jRY6nR54PkKnpFTdFdk/iguTCG6KMQcY9WAM3MRz560STFw9IFMoNw2o2B1aUUKhCYoO7B7Y4uD5zLOz7mUzeJJqDNWT6lVGzz0vEPFlAxVNU5fSlhu2rzhep/jl1LSxGb7upg47jDXmmR0+ur5RJv6qXOXSh/+D98FN77yh/8hIff334Nffn3/9/4IAMvLzb+a2qDrp5cf+K255n2jWtTCMOGJFwW719lcv73NE4cimp06UyM+z50MOXC8xvYJjZGazkgtY+14mzBZ5vc/XeHM2QqbR2G4rFH1BBVPzwGuqrdtpthGwTgMcO0Odz8Kv/XX47S6FUbLKvXBMgatlQu3WzU3r7gJ9UqXJG1z9IKNkWe3Fy5dUs/bk1x6V3ICauUmB88F/M5Hh0nTjB/+Fw1+MAn43Y/GPHdqFFeXuFaCk28dC0+TNFNTkzgy2DjZRdMD5toWrpWr4k2Bb+oEliAIBaEpCUKdjm6hNTOGqym/8K4GzWCOzz02RdOXuEZCEEKgp0ipoYmkN45U+ZUWUpTZMBnzn//FMj/3Zw6nZkvUyzGzSybnZkvsXtdg5+YWZ07bXL8jRtOb7N1vUSvXuOGKBV44HHFmJkOYw/zLt9w0O7Hm9p/L0uivarXyPzTUgH+gFuXlrmq1TCfgL97w6tf8/DvfdNvstvUl/KhJs+Vy8+6I5W6buQWLLavBLTW48zGLcc9gekRnYlhj7WSXsrfA55+SnL1YZeOIxkQdhquSoYrZM+SvuIo73uecxHhuwMUln/feWWduucZkFYbsFNccsGDQNYw8OcG2MmVn4UTUy11mlkMeeKZMyVTkpWKRolTl6hDr2iEVr8PBMwH//QMjfP6xaZpLE1TsSW6/zuN//Jsldq1bYKGb0QoEfqS2jVGc9pQ5USzoBCa3XZkwWm8x01Ymp92gfwAMI8UtiXN+STfQabZtLs1XqJUq/Id3NFk11GAxgG6srIiDWP39VjtmuRWz1MyYXxbMLhpcnHM5fXGINcMlbr9+mcUg4NRMysW5mLOXLOYX67ztxi6N0OfwGcloxaRc8XlkH5Qtl1Rrs9ipsWXXG2a3bH/dz1dK8V/8Y4Eb/oFblMuv337Pb/BjP/kLzzjeqpnRodKrXzw244xXItB99uwrsWbUZePqFp/bG3LijMeGcZMN0zqbVscMVxe584mIj9w7Qt0yWT+uMVo3GKoYVMuSehnqlYShapKP9cCxEmpln4rX5O69Gp98eILpqs5kJaVkAqhHt2moKJWSo1MuSapeln8un9H6Ep/do/HI/mHGSoK6B9VSngVagqoXUy2HDFU62NYy//tTLl98fJLt05It0yZlp4yGya4NEbrR5MvPlhAYlIw8rtxUo8jiUKxGjSEXFwP2Hi5TtjTlxdJz5NV6gVyWkQIaHd/EDwziWGd6JOT4pZBnT3qUDUHZUuG6QQTNjqK+qtU8hInII0QkrmVw3dYuidbl4BkbLVWmSrowmR5JqdeaHDhhYEuXXZtgthnR6Zhs3zLEtde+fvHVr7zuv0jJBzTx97Oh/Hqvf/AW5fJr02qXKA4/VK9cs/DcwfMb140Hv/03d+01pod1dm7s8uKZLk88X2LdqMmW1QYbV6Wsm1xm/9kOH/h8nYmSxbZVkvFhg6onVGaNqQQRI7UuM0s+py94DFdtyq6GoSc0/ZC//vIIVcNkdT1ltCYYqcKBcymLy2CbgFYQiRQpS0UVhjhOh4f215FIXDPD7qUvK9MgNR6MqJR8Dp5J+PLeIaaqgolKSsnWaXZ1ZpccPLfCG6/t8pGvLLP/hMNISF6RU8IoxY8kfijo+jpZZnHrjgZ/dkdAK3Tx8z8TxylJonzpdD2lXAqYW4aDJ6qM1CCMJLYV867XznP3Ex38uIKUGmVXZ7gecnou4uKclXuqpHT8hGZL0GxJuoHHtnXwQ7df5MTFJseO17D0CClMLLPGLVckLCw12XdMqkS1NRHlkWuirevEf7v+hmuOaZp7t6bZ/9jw+sdrUQYvQzdTIztz54//m9v+aP36K/7D299wc+J5enpyNuTCgsOV623WTxmMj4QMVZrEWYe79thUDIeda3W2rDHYtTHh2m0tVk8EuHZG2Y0ZH2lw9FKHB56DpQYkiUCXMR+9z+TY2QrTtYyxmmD1uMVNuzV+5DvmsL0YPxdKCcHA4iah7vk89ILgyDmPiqmSmIvVvW3Rk845VkSS+vzxnR7NjstISc3kdak2ku2uyqApWS4/8bYGQoa0Ig0/UiPDIEjxg4xuIOj4Ol3fZsOk4JbdTeZb4OfWDHGSV2DANhOa3Q5/fneXR/elnLooubRgc3HOY+Okxfe/vkGUZkihUS3r3HpVxprpDheWE1pd6PopZ2djnj4ase9EyOHTGfuOeXTbw7ztRp/MiFnoxMwsdTh+1uDZQ0OMVS2mx3yEoaer170yuWLr9v9QnnrrHz13YOZOQ7f/3pc4X8/1TwLgANWhXUTNpXDLlokPbd+ydvuuHRv+h+uMMVoG3YoZHw6ZXV7isX0aQZyw1HDYOqWzba3k2ivarF11geOXmswuxswtKQ71Yivi6FkJmfIr1LQMyww5eMamakpGPBiuGUyOCNZMBCSJT9NX0YDFNMKQ2UDv7nP8ok6rZeJZ5HK3Ig2OXCOqeOVoAftPl/AcDc8Gx84BnqjxXrtj0Gw7XLE6Ay3oeYr4YUo3TOj6is3X9nXavknFNdg0ERAECX6ktptqrKg2/lKoja4wYk7PJlycjZlZFMwv23R8j23TMWGckGVqVq9pJltXRVQrIWmmMVzVGa5LplYFHJ9r8fSRgEMnUw6frjDkOth6wE07UkZG2sws+4RxlwszkvVrJhmf2vQ/asPrt8fa9IcWZhbCV1yz7R8bTr3rnwzAAczKDjS5odtunjv89reP/Nb6tbt+9Zbr1iZDZUkn7HJu1mVqVHLnnhJENjs3CK7c1uCF00v8749ZPP5CnW4Yc+BkTBTDyUs6zx9zKNuKXGRbMd0wohtbjJSgVhYMVyWj9ZjReptH9uksLOkYkp4hUCFILjsRFxdiPvdECZFKKnaWK4QKfovKEFJaxwTdSDANg4qp1DFlV8cyJUGY0WwLmh2Djm8RhCZpEhOmGUGsrBba3ZR2N6HdhY4vaLUNBBa33xAwPOzT8LWc563s2tJcTDxagxt3hVxazphbjplfylho6Cw0XGxdYlkhnVDN3Fsdya71gqnxFF0XbN8AjpPxqm0G/+V7umzZtMgzxwP2HRPomsftr0g5NaMzWbcxjA6d0MaubUpWT2/91ba55rfOnD93+NU3ruq+9pVb/rFhtOL6R+/BX+667sbv5ytfujN52zve/suzM/P61PSX/8sHPrnXWjPmc+RiyMVZl40Tgs1rupye7fDZh8uI2OKVtwiq5QbtrkmWKbW9a+m5lwrUyyF7jwiee7HEFeNQL+sMVTXG6gElp0kmbNyc6lrQS009w9JVXz3TTLg0b+PqWh43Lii5gmopY6gSUfVCZUmsCCYYuo5uQtkVTAxLSm7EsbMpfmhSKakNZJTqkKVIFN9kuaOBpp4YJVeqbaVvEEQWk0OCajlgfs4jjCHOJy5RohGEEj8w0ZKIbhQw07Cpl2MWGwZzSzbXbta5emuHE8cdZQnRkbS6NmGonnaek7LQ6bLvmMc7X1Xlu25p0Wx2OHxOMD1msWYoRSRtLsx6XL3DoStfHXzP22/9vUp1+Jc/9alP8V3f9X3/2LB52eufJMABbnv921lYaFGvL/3i8Mht4t+5m25aOPdR8fCz1k0bRmf0+SWXI+dTZhYqrB5KCIKUWiXjM48ajLkCwwi5MJ/g6oKqJ6h6KbbV4fgFgWfpSlhREYzWYiZGGnzuCXj4OQ/PUk6zPW2lnmKYKaYRctdjJmdmLdZVyQNkJRVXY7gWMjrU4OISRGFJWU44ylHLNjJKjmRqNMV2mzy4X1JuS6ZGJEEoQQh0KanYMD2S0U1jZhYkpq7hOQltT6fjS5pti+kxydtuavO+z9QJYy2PKMmIIo1uIOn4Nq/c1eLpG5d58nmTYU9JzxYbBu1uic0TTV44nNJopyw0daZDk4lam7PnElpdg3/xymU+c7/D3FKKHwmu3WQxs9Th9IzFubmUHZtG4mOXjMe+56rvTofG1j/24oXkF0O/hWl/88Y8f9/XP6kW5fJraMhD01YhxOjPB+3Tr6mP3vbW19x89SdqIxvTCIeDJ1NWjWbs2BCxbkJnzXiTNLWZGNZo+RF3PeZi6ybjQxoj1RChd/jcngp1W6Ne1hmuaqwa69D0m3zsKx6NRZuhUoZtFZrKvAeXKZYZstSVkOq5+EEBvOymTI20aQQNPvJlyRP7HRYbDkFooqFUPbalSGS2HdAOExrtlG4AUSLIEDi6ZKSkcf02yfe8zsf2upxbyGh1E9o+dPLDpsCg5iT4YaIqeNJPVesGgsWGw0i5xPfd5uN4Hc7Ow8JywnxD0mw7vOUVKXEaMNfImFnICAObt9yY4pZCLswJsqzEybmEE+dN9p0wODersXEqpFqW7N6+Lh2fvv4Tb3nda9+67+CF16ybrP38K7YN/5MGN/wTruCXX1de/x00FvY1LWvLf1y1et3RIN23c2Rk8TsW5w+y2LTYuTbj+KUQz7CZGE45fC5iYcHlxq06EyMZ02NNXjiVkiVWXr0lUyMRtr3MR75icmG2zOYJjZqr9JVKDa+cq0wjIUpi4sTGMwSOUUxONCqlBCl9Hn5KcOacxZpqRrOrkhHI1CRGiQFSMpmQpilRkhHl1sa6poQTZUcd/DZOGLzyyiZfeMSm2ZGKHBVodEOdbmAhRYw0EoJY5ltP9YpijaWWybGzQ0zV4btf3eRjXzK4MK8xOiRZaFiMDTvs2tDi8AmHyfmYw6ctXrHbYdMan4sLLpsCk83Tyxw5M8KmNZIL8z6adQWbN5U/M7rqhn2rV03/oe/7zZ1bv34D+n/s658NwAEqQzsB5k6cvPDfX/Oaa9Za2eM8/szQdzz57FHmGks8f7qEFBZDtQ4P7tfZvtpl61rYtnaRNROzvP/LHlGgUx0X1MswNtTh0LmQR56vs3bIYt2ExumZCD2iB04h1LLl+eOCpw4rOZhtkgdrQcmJ6UYJzx+3SGKlliksj2HAN1xkZFqWK3RyuVoKkCE1DV0o5ylDSnauz7jvyZS2nwe7RgI/kISRyTVbGuze5DNz3lLpw7mfsWWmmLrPiyct1gcj3LpjhqcOdbh00WCpkbLc0lkzYXHDFU3ufTKi4qTYlqBSqrJj3SKfPR2SxDo3b0949lAHx3a5+cbrKA9d8Zm33bb7p+YWmqdGx755E8x/rOufFcCLa/26SbLs5CnY9DM3SfdDw2M7/tPizMFXtaP96JnPsYsJlnTZtj7BtCKOXwzRNIeyqVN3wXUEQ9WUS0s+H/y8S912ecV2nbXTHZ65KyBNHCbJes5TukyZa0iWGnqudlFLIFAHNF1PMQwDKUWeHswKpXzhWjWYbzkYwlcYomRAFEvCSBDn1FlQk5KOL+l0TYY8yUgl4fxZeq60GlAthVTKM3z8K2Ncmne5adcwP/zmGd53h89806DV0VlsOnS6ETvWpKyfSAhijQMndXZtclk/FfDcUZvpqSmuu24HN1y9/sHZZu0PV61d/fyhs+1T29b98wM3/DMFOICmrQM46ofZ0VdMsO/s0XByfHzrn5459+Kmex96Wu5aH9OOAsIFyUKzzGLLod1OWDsuSFMouxFxFrDUGOKV2wyu2+5zfGaZtl+ibiptpKErQ5s4EWiapGJpDDka9Yoky1K6QUYUq0xIMehgpfFVDJP71+U6rSyvxkXCg0CNKB1LWaTNL0sWGxapsEhTgSEUtTZKiphtDccW2OUGTxwyqJdtbrzSBRnT6iboUnD6oqRi21y7UWPtpM5CM0PTujxzWGf7JoPq8JXJjit2HT12Lv7xHbteeQE4rGl/1//JP+3rny3Ai8s2NYDDFy8uHXYqye2aaU7/xObrP7F///2VFw6eKzUbSwjNoNlOMTSHq7Z0OXjSI9Mi7nnSYLpmcM3WkAvLbf7yHhstMfBsJT0ruzF+GHN2xqYbBNiGYLSqc9PuLrNLLY6eGcMPBUnumV1oKoWmvFmKIKpeRc8GIr5hIIgq6xnhF5mZQoBtCMbqGUcvLTE7bzFc0bFcE1sXTI8ILCum1VV2au2ugcTlB29v8MefsXnycJn10yXefN08X3y0RJIKnjkaM163cNwYy0iYGgoReh3DWdW+/fWvaSRJ+N2rpjefu2KrPPXPHdjF9c8e4MU1MVEjCLNTE5NDZ9rt5g7bFDe+4tr4ffsPHo4XZw8OPf7CfHn9RMbp+ZSpkRTLCmj5NusnBXPtDk8fsrlmfUAcZswsK2fXkhNw5GwAqUepamEaguGqYNW4YiM22ilhqHJ0MopowiJvM+2VcZWy0Ld8KGIMoUhXSwfyLvPcIk2FOFW8FGO+xbk5mFtyGR/V8QzBqo0ascw4frrwVezy1CGHIEl53VUZTx9uceK8y9CwTStKOTOTMTYUsLDssmWNZLY53rxu9+aF8cltumWKfzs8tm5PrVJdhizVtH/Sw7Vv6Pp/5/8ExbATmpbGvr84Nb7qi/VqZcsdd9218fY3f/9vvOrGW/Zv31x7Vpfj/taNGXsOChxdZ2o0IEtDNowLyp7F1rUa9VpMN8xYail+SKurTOBtS2eknnF+IeNTD5fJMuXHnabKfEjvGXFm6DLGzN/dKIIwVgbyQmg9T0MoYkpSlXsZK4FvmomeHYSmaXzHK0PGh2PmlqHjGwhN4rlZTioDx0xYaIa8eFKy3LQ4fcFG01JOz8QEXcm1W3xmGoKJkQk/Miaf3bzlVfu/73t/4De+eNfHNzpudcvY2OovtprBoqZp/0+BG/4fquCDV31kDFRAT+fihePouv7bupS/7VSukW97Q/mP1oxf2qLpM6/M4hkp9A7zTYvp4TZmUzJSg62xYGZR59QlQZwa6CKlYsfUXZ3hSobnBuhaDakpcpTQMhwjxTY1HEvDNFJ0kVK1MqxMY7GV0GxpuHqed2kL6pWYjq+hpwZZlhJGmZKUBZIgVF5vlqm8UMLYY9nPWGhkLLUMGkHKeJbh6rBuIiNJfY6dM5lvRAihMbPw/7d3L71RVnEcx7/nPPNc5vowM53Ofei0tKUCcmkAQ4jGGFjhwoQXoBsT3enK6IaVcWcMb8HEjbowboCFSTGSgJImXiottJSUdkpp58LcnruLkWhIXOpg4bM7u3P5bc7JOf/TZ7wkafckQklTyJe88nj++5l9ycVcqf2uFK4XNgze/+izoFqpdIe9Xv+mXRnwv8vlx+GvPZ1r9Zpva4ae1M2HH3fty5rdu+sZ0cgxTXNn6WyzutmgZ4Uoj3ZodYzB7xAiQJE2qViYTNLh1ppgqiCZLLZptOP0+iC9ADMiGUnaWA60uwamIdhXAMttUdtJUI6G0EKSbFqw1Wqy9iDCeEUnYvjoKmw1PVodiSohZnjsifv8fC/A9iLMlOtsbMZoPlIQgY3jqNi+RPiwvAlxwyMVt4hFkuRyacK6+pNodG+WK2PK7PEztmpkPvQ9qz46Mtz72f+1XR/wJ+lhE6AOvAOwsvgdihQvb9V7Zx2rd75v1adrWy63luYpZiSu22W7Fea3FUkyJsiP2Hw+Z3KkJDm6v8HV+SgL9zRWa5L9RcFossXKukoQJJAiRCXrEg63ubmQIO9KNEWQTvj8uAxRBcZKCoURnbFswO0Nl51WhOlqiP3lwSOGGwsdTD3MqYMKFxfgYT2gmrFpdyQNRyGma5QLglLhID0/QlSP3Yqb0S97ln45Vwnmzr3+yrCnfKieuYA/qTr1KsCc09+eA646rjVxe3Xbv3Jt2T9+qFDVI6kP6ttrNLoKtdomi6stOr0wvm/z9ZxGZcQhonlMlxSq+UcEQZ9mW9Js6zi+xPWh01exnUHNk5AU6FqAbqhIf1DLLxVVMGMOUrgsboRwhU6j56MqAW+carBekwSuQzHdJZYwSaaqPNjxeala5n5t55PZyaWVqUMnpSvyUpGhO8ClYi417Kl9KjzzAX9MNdIAlx6379zdRgnpe9rN9WvJuMQLpBM2J9/LmOqZNwuSbNzj4hc32JttsVn3OHFAomv+oECm7+B5Pq7z5wev2NiOg+s6uK6P7wlsxyZwJa7r4NgC23bRVEnXgqU1jRfGuvR7ktNH8zS818ilfUqTKtmMc+X6L3yaMzz19InDFCuFOd+yGsqg/8894XnA/8HEWBqgAXwD8MP8PcYm+L2YFtmJQPj4NnuSS3hBj40djwPjYNmWc+To7AVLUc6lE55zsqsyPgGIFm4oRbliccyWVAsqVqSPdDXyRY/DLyqMZYUaz6vfri/PXxAY6mQxYOW+RFFNZqYOYegqmQCZGXE2p2ZYEeL/cx9kmHbHaf5Twmp8hZQie/W6ZSYidvDrssZUJSCgw+qGSTk3KES5dzTE3S0LPJXpSsD8HUFlVBE7ltkUgs23zp8d9lB2jT8APLfNG7PxuV4AAAAldEVYdGRhdGU6Y3JlYXRlADIwMjAtMTEtMDdUMTg6NDc6MTcrMDA6MDDf5EFpAAAAJXRFWHRkYXRlOm1vZGlmeQAyMDIwLTExLTA3VDE4OjQ3OjE3KzAwOjAwrrn51QAAADl0RVh0U29mdHdhcmUAbWF0cGxvdGxpYiB2ZXJzaW9uIDIuMi41LCBodHRwOi8vbWF0cGxvdGxpYi5vcmcvSM8oowAAAABJRU5ErkJggg==', 'weight': 18}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 19959462
    {'hecke_orbit_code': 4503599929360438, 'n': 1, 'trace_an': 2}
  • id: 19959463
    {'hecke_orbit_code': 4503599929360438, 'n': 2, 'trace_an': 512}
  • id: 19959464
    {'hecke_orbit_code': 4503599929360438, 'n': 3, 'trace_an': 0}
  • id: 19959465
    {'hecke_orbit_code': 4503599929360438, 'n': 4, 'trace_an': 131072}
  • id: 19959466
    {'hecke_orbit_code': 4503599929360438, 'n': 5, 'trace_an': -304980}
  • id: 19959467
    {'hecke_orbit_code': 4503599929360438, 'n': 6, 'trace_an': 0}
  • id: 19959468
    {'hecke_orbit_code': 4503599929360438, 'n': 7, 'trace_an': -9246860}
  • id: 19959469
    {'hecke_orbit_code': 4503599929360438, 'n': 8, 'trace_an': 33554432}
  • id: 19959470
    {'hecke_orbit_code': 4503599929360438, 'n': 9, 'trace_an': 0}
  • id: 19959471
    {'hecke_orbit_code': 4503599929360438, 'n': 10, 'trace_an': -78074880}
  • id: 19959472
    {'hecke_orbit_code': 4503599929360438, 'n': 11, 'trace_an': -155034030}
  • id: 19959473
    {'hecke_orbit_code': 4503599929360438, 'n': 12, 'trace_an': 0}
  • id: 19959474
    {'hecke_orbit_code': 4503599929360438, 'n': 13, 'trace_an': 1702429720}
  • id: 19959475
    {'hecke_orbit_code': 4503599929360438, 'n': 14, 'trace_an': -2367196160}
  • id: 19959476
    {'hecke_orbit_code': 4503599929360438, 'n': 15, 'trace_an': 0}
  • id: 19959477
    {'hecke_orbit_code': 4503599929360438, 'n': 16, 'trace_an': 8589934592}
  • id: 19959478
    {'hecke_orbit_code': 4503599929360438, 'n': 17, 'trace_an': -8486897472}
  • id: 19959479
    {'hecke_orbit_code': 4503599929360438, 'n': 18, 'trace_an': 0}
  • id: 19959480
    {'hecke_orbit_code': 4503599929360438, 'n': 19, 'trace_an': -5707598648}
  • id: 19959481
    {'hecke_orbit_code': 4503599929360438, 'n': 20, 'trace_an': -19987169280}
  • id: 19959482
    {'hecke_orbit_code': 4503599929360438, 'n': 21, 'trace_an': 0}
  • id: 19959483
    {'hecke_orbit_code': 4503599929360438, 'n': 22, 'trace_an': -39688711680}
  • id: 19959484
    {'hecke_orbit_code': 4503599929360438, 'n': 23, 'trace_an': 266994431796}
  • id: 19959485
    {'hecke_orbit_code': 4503599929360438, 'n': 24, 'trace_an': 0}
  • id: 19959486
    {'hecke_orbit_code': 4503599929360438, 'n': 25, 'trace_an': -514269781600}
  • id: 19959487
    {'hecke_orbit_code': 4503599929360438, 'n': 26, 'trace_an': 435822008320}
  • id: 19959488
    {'hecke_orbit_code': 4503599929360438, 'n': 27, 'trace_an': 0}
  • id: 19959489
    {'hecke_orbit_code': 4503599929360438, 'n': 28, 'trace_an': -606002216960}
  • id: 19959490
    {'hecke_orbit_code': 4503599929360438, 'n': 29, 'trace_an': 113442022320}
  • id: 19959491
    {'hecke_orbit_code': 4503599929360438, 'n': 30, 'trace_an': 0}
  • id: 19959492
    {'hecke_orbit_code': 4503599929360438, 'n': 31, 'trace_an': -6929179768316}
  • id: 19959493
    {'hecke_orbit_code': 4503599929360438, 'n': 32, 'trace_an': 2199023255552}
  • id: 19959494
    {'hecke_orbit_code': 4503599929360438, 'n': 33, 'trace_an': 0}
  • id: 19959495
    {'hecke_orbit_code': 4503599929360438, 'n': 34, 'trace_an': -2172645752832}
  • id: 19959496
    {'hecke_orbit_code': 4503599929360438, 'n': 35, 'trace_an': -16154815903590}
  • id: 19959497
    {'hecke_orbit_code': 4503599929360438, 'n': 36, 'trace_an': 0}
  • id: 19959498
    {'hecke_orbit_code': 4503599929360438, 'n': 37, 'trace_an': -14067852085580}
  • id: 19959499
    {'hecke_orbit_code': 4503599929360438, 'n': 38, 'trace_an': -1461145253888}
  • id: 19959500
    {'hecke_orbit_code': 4503599929360438, 'n': 39, 'trace_an': 0}
  • id: 19959501
    {'hecke_orbit_code': 4503599929360438, 'n': 40, 'trace_an': -5116715335680}
  • id: 19959502
    {'hecke_orbit_code': 4503599929360438, 'n': 41, 'trace_an': -30739866769320}
  • id: 19959503
    {'hecke_orbit_code': 4503599929360438, 'n': 42, 'trace_an': 0}
  • id: 19959504
    {'hecke_orbit_code': 4503599929360438, 'n': 43, 'trace_an': 58093870679560}
  • id: 19959505
    {'hecke_orbit_code': 4503599929360438, 'n': 44, 'trace_an': -10160310190080}
  • id: 19959506
    {'hecke_orbit_code': 4503599929360438, 'n': 45, 'trace_an': 0}
  • id: 19959507
    {'hecke_orbit_code': 4503599929360438, 'n': 46, 'trace_an': 68350574539776}
  • id: 19959508
    {'hecke_orbit_code': 4503599929360438, 'n': 47, 'trace_an': -69202049560356}
  • id: 19959509
    {'hecke_orbit_code': 4503599929360438, 'n': 48, 'trace_an': 0}
  • id: 19959510
    {'hecke_orbit_code': 4503599929360438, 'n': 49, 'trace_an': -102828191597796}
  • id: 19959511
    {'hecke_orbit_code': 4503599929360438, 'n': 50, 'trace_an': -131653064089600}
  • id: 19959512
    {'hecke_orbit_code': 4503599929360438, 'n': 51, 'trace_an': 0}
  • id: 19959513
    {'hecke_orbit_code': 4503599929360438, 'n': 52, 'trace_an': 111570434129920}
  • id: 19959514
    {'hecke_orbit_code': 4503599929360438, 'n': 53, 'trace_an': -659688284112516}
  • id: 19959515
    {'hecke_orbit_code': 4503599929360438, 'n': 54, 'trace_an': 0}
  • id: 19959516
    {'hecke_orbit_code': 4503599929360438, 'n': 55, 'trace_an': 254493710923140}
  • id: 19959517
    {'hecke_orbit_code': 4503599929360438, 'n': 56, 'trace_an': -155136567541760}
  • id: 19959518
    {'hecke_orbit_code': 4503599929360438, 'n': 57, 'trace_an': 0}
  • id: 19959519
    {'hecke_orbit_code': 4503599929360438, 'n': 58, 'trace_an': 29041157713920}
  • id: 19959520
    {'hecke_orbit_code': 4503599929360438, 'n': 59, 'trace_an': -1288830277403880}
  • id: 19959521
    {'hecke_orbit_code': 4503599929360438, 'n': 60, 'trace_an': 0}
  • id: 19959522
    {'hecke_orbit_code': 4503599929360438, 'n': 61, 'trace_an': 144079111616032}
  • id: 19959523
    {'hecke_orbit_code': 4503599929360438, 'n': 62, 'trace_an': -1773870020688896}
  • id: 19959524
    {'hecke_orbit_code': 4503599929360438, 'n': 63, 'trace_an': 0}
  • id: 19959525
    {'hecke_orbit_code': 4503599929360438, 'n': 64, 'trace_an': 562949953421312}
  • id: 19959526
    {'hecke_orbit_code': 4503599929360438, 'n': 65, 'trace_an': -1317356094000000}
  • id: 19959527
    {'hecke_orbit_code': 4503599929360438, 'n': 66, 'trace_an': 0}
  • id: 19959528
    {'hecke_orbit_code': 4503599929360438, 'n': 67, 'trace_an': -3203435114160680}
  • id: 19959529
    {'hecke_orbit_code': 4503599929360438, 'n': 68, 'trace_an': -556197312724992}
  • id: 19959530
    {'hecke_orbit_code': 4503599929360438, 'n': 69, 'trace_an': 0}
  • id: 19959531
    {'hecke_orbit_code': 4503599929360438, 'n': 70, 'trace_an': -4135632871319040}
  • id: 19959532
    {'hecke_orbit_code': 4503599929360438, 'n': 71, 'trace_an': -11320825195049760}
  • id: 19959533
    {'hecke_orbit_code': 4503599929360438, 'n': 72, 'trace_an': 0}
  • id: 19959534
    {'hecke_orbit_code': 4503599929360438, 'n': 73, 'trace_an': -4886170417034870}
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  • id: 19959705
    {'hecke_orbit_code': 4503599929360438, 'n': 907, 'trace_an': -5090210338863986008657640}
  • id: 19959706
    {'hecke_orbit_code': 4503599929360438, 'n': 911, 'trace_an': -4337645046596920497770580}
  • id: 19959707
    {'hecke_orbit_code': 4503599929360438, 'n': 919, 'trace_an': 13964450514529450108919188}
  • id: 19959708
    {'hecke_orbit_code': 4503599929360438, 'n': 929, 'trace_an': 31998488455906524217690080}
  • id: 19959709
    {'hecke_orbit_code': 4503599929360438, 'n': 937, 'trace_an': 42975666643276798764571750}
  • id: 19959710
    {'hecke_orbit_code': 4503599929360438, 'n': 941, 'trace_an': 34907660959287138093087780}
  • id: 19959711
    {'hecke_orbit_code': 4503599929360438, 'n': 947, 'trace_an': -10089859483829730462222666}
  • id: 19959712
    {'hecke_orbit_code': 4503599929360438, 'n': 953, 'trace_an': 11725646137930638907182864}
  • id: 19959713
    {'hecke_orbit_code': 4503599929360438, 'n': 961, 'trace_an': -12046227333050983215519444}
  • id: 19959714
    {'hecke_orbit_code': 4503599929360438, 'n': 967, 'trace_an': 25580448895834850547455260}
  • id: 19959715
    {'hecke_orbit_code': 4503599929360438, 'n': 971, 'trace_an': -22454827590598645553420670}
  • id: 19959716
    {'hecke_orbit_code': 4503599929360438, 'n': 977, 'trace_an': 11327814605175602771116056}
  • id: 19959717
    {'hecke_orbit_code': 4503599929360438, 'n': 983, 'trace_an': -59490926694941640516571908}
  • id: 19959718
    {'hecke_orbit_code': 4503599929360438, 'n': 991, 'trace_an': 16749206129246879803368244}
  • id: 19959719
    {'hecke_orbit_code': 4503599929360438, 'n': 997, 'trace_an': 400136559719295564197560}