Embedded newform data - 72.22.f.a.35.84

Formats: - HTML - YAML - JSON - 2024-10-18T06:24:58.392940

• 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': 34848, 'analytic_conductor': 201.2236878866847, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 24, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 6, 'char_orbit_label': 'f', 'char_order': 2, 'char_parity': 1, 'char_values': [72, 2, [55, 37, 65], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 35, 'dim': 84, 'has_non_self_twist': 1, 'hecke_cutters': [], 'hecke_orbit': 1, 'hecke_orbit_code': 343966482504, 'inner_twist_count': 4, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 3, 2, -1, 2, 0], [1, 1, 8, 4, -1, 2, 0], [1, 1, 24, 6, 1, 2, 0]], 'is_cm': False, 'is_largest': True, 'is_maximal': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '72.22.f.a', 'level': 72, 'level_is_powerful': True, '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': '72.22.f.a', 'prim_orbit_index': 6, 'related_objects': [], 'relative_dim': 84, 'rm_discs': [], 'sato_tate_group': '21.2.3.c2', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '72.22.f', 'trace_display': [0, 0, 0, 0], 'traces': [84, 0, 0, 2424084, 0, 0, 0, 0, 0, 17057181612, 0, 0, 0, 0, 0, -4099708064904, 0, 0, 92015527242864, 0, 0, -236011369239528, 0, 0, 8010864257812500, 0, 0, -3042238700022024, 0, 0, 0, 0, 0, 74414158327329924, 0, 0, 0, 0, 0, 75018327243317184, 0, 0, 707788847336454432, 0, 0, -162639476543943288, 0, 0, -5423745715136249124, 0, 0, -70566629446202808, 0, 0, 0, 0, 0, -14491558288019904108, 0, 0, 0, 0, 0, -28749968749508108064, 0, 0, -13653811098426494352, 0, 0, 140256684870035374392, 0, 0, -71781309378863778384, 0, 0, 376055720386305092400, 0, 0, 0, 0, 0, -368362114062816367548, 0, 0, 0, 0, 0, -592572120184082106720, 0, 0, -522206955652189957200, 0, 0, -528772551789914644488, 0, 0, -1686050813935078492512, 0, 0, 6794019642988984260180, 0, 0, 0, 0, 0, 309546248419891354620, 0, 0, 0, 0, 0, 16883055097601420002992, 0, 0, 36241855482610734551376, 0, 0, -26420289420794548824480, 0, 0, -67205730008699395753668, 0, 0, -37952720058136686358392, 0, 0, 0, 0, 0, 40402379357666956189800, 0, 0, 0, 0, 0, 63527949192059513129904, 0, 0, 81899171069640481947504, 0, 0, -204441698349985060809624, 0, 0, -66609004057624787739384, 0, 0, 531106281366847007664192, 0, 0, 0, 0, 0, -734553821552160994250832, 0, 0, 0, 0, 0, 25774476762566173970352, 0, 0, 1398761756579690795565504, 0, 0, 110675963766286869339912, 0, 0, -1921041239216571383134572, 0, 0, -302275900542308759145696, 0, 0, 0, 0, 0, -550307790192991073654868, 0, 0, 0, 0, 0, -1831641763275112017515136, 0, 0, -3175213247758562867486064, 0, 0, -2169749096816490306876912, 0, 0, 261943572439000991422104, 0, 0, -1233803890432385113658340, 0, 0, 0, 0, 0, 9206447255212428228392916, 0, 0, 0, 0, 0, -3485839844106146591604144, 0, 0, -21059925528362119499146800, 0, 0, -7252498458366764725865376, 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• mf_hecke_cc •

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

  
  {'an_normalized': [[1.0, 0.0], [0.9966715959978523, 0.08152134524830915], [0.0, 0.0], [0.986708540537812, 0.1625000185530484], [0.09843310498246217, 0.0], [0.0, 0.0], [0.0, 0.35932696304108713], [0.9701771557672129, 0.24239696043358558], [0.0, 0.0], [0.09810547984189472, 0.008024399135138359], [0.0, -1.608950722019989], [0.0, 0.0], [0.0, 1.1070676988384636], [-0.029292817411098886, 0.3581309777392216], [0.0, 0.0], [0.9471874879405179, 0.32068031228769156], [0.0, 1.3805277530419906], [0.0, 0.0], [0.3959363798529812, 0.0], [0.09712478535785049, 0.01599538138588427], [0.0, 0.0], [0.1311638272973078, -1.603595483997559], [-1.5509971905284807, 0.0], [0.0, 0.0], [-0.9903109238435116, 0.0], [-0.09024964809026152, 1.103382930279001], [0.0, 0.0], [-0.058390638160787205, 0.3545509832781554], [0.32632629911749056, 0.0], [0.0, 0.0], [0.0, 0.07390258708682891], [0.9178925748625318, 0.3968289568721408], [0.0, 0.0], [-0.11254247958060859, 1.3759327989436896], [0.0, 0.03536966867605264], [0.0, 0.0], 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-0.40295865569576245, -0.4976965155327253, -0.21592382181881412, -0.27755586317634545, 0.18187077159598486, 0.0649582372167328, -0.437111092284494, -0.15613687095106218, -0.28721686207872743, -0.3594394805023123, -0.3255355841544799, 0.12960931902633724, -0.22139563271288581, -0.23091275807275344, 0.0634592258436663, 0.12969059777118375, -0.48788404848444944, -0.10476947562611284, 0.14739700653851567, -0.38371658221472893, -0.2935372809907505, -0.1829858501353648, -0.4124869438005954, 0.09354468775033123, -0.24962140121694806, -0.15118401144927354, -0.32735894518201797, -0.18882921320994267, -0.35378596390853057, 0.01689056008805142, -0.08142630602493013, -0.14203386406128957, 0.03284406697323564, -0.34146586688668107, -0.4741690138153599, -0.40945133281168494, -0.3678888650191269, -0.12311268345979182, -0.44886248344333946, 0.0730489220718305], 'char_orbit_index': 6, 'conrey_index': 35, 'dual_conrey_index': 35, 'dual_embedding_index': 83, 'dual_embedding_m': 83, 'embedding_index': 84, 'embedding_m': 84, 'hecke_orbit': 1, 'hecke_orbit_code': 343966482504, 'label': '72.22.f.a.35.84', 'level': 72, 'weight': 22}
• mf_newspaces •

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

  
  {'Nk2': 34848, 'analytic_conductor': 201.2236878866847, 'char_conductor': 24, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 6, 'char_orbit_label': 'f', 'char_order': 2, 'char_parity': 1, 'char_values': [72, 2, [55, 37, 65], [1, 1, 1]], 'conrey_index': 35, 'cusp_dim': 248, 'dim': 84, 'eis_dim': 8, 'eis_new_dim': 0, 'hecke_orbit_code': 343966482504, 'hecke_orbit_dims': [84], 'label': '72.22.f', 'level': 72, 'level_is_powerful': True, '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': 256, 'mf_new_dim': 84, 'num_forms': 1, 'prim_orbit_index': 6, 'relative_dim': 84, 'sturm_bound': 264, 'trace_bound': 0, 'trace_display': [0, 0, 0, 0], 'traces': [84, 0, 0, 2424084, 0, 0, 0, 0, 0, 17057181612, 0, 0, 0, 0, 0, -4099708064904, 0, 0, 92015527242864, 0, 0, -236011369239528, 0, 0, 8010864257812500, 0, 0, -3042238700022024, 0, 0, 0, 0, 0, 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102246586062407072345020957364520, 0, 0, -46991985974351667871756219758096, 0, 0, 0, 0, 0, -44215328104387794193155455690304, 0, 0, 0, 0, 0, -26140877508676405707625772706432, 0, 0, 50603251910983850765238154176192, 0, 0, 70091399387634481425243919575336, 0, 0, -40075354316413632858375988466628, 0, 0, 130322557813955328663618795894864, 0, 0, 0, 0, 0, -127788347465369882950707465278880, 0, 0, 0, 0, 0, 60894663782366834691601238298432, 0, 0, 135385019828131533299529583609392, 0, 0, -158067422535496042098727720346448, 0, 0, -275783263527823620699575573684376, 0, 0, 205255489275985675370076085832160, 0, 0, 0, 0, 0, -49734953087931667452539648569200, 0, 0, 0, 0, 0, -173356107136326015308866836362496], 'weight': 22, 'weight_parity': 1}
• mf_twists_cc •

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

  
  
  • id: 3808315
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 35, 'source_dim': 84, 'source_embedding_index': 84, 'source_hecke_orbit_code': 343966482504, 'source_is_minimal': True, 'source_label': '72.22.f.a.35.84', 'source_level': 72, 'target_conrey_index': 35, 'target_dim': 84, 'target_embedding_index': 84, 'target_hecke_orbit_code': 343966482504, 'target_is_minimal': True, 'target_label': '72.22.f.a.35.84', 'target_level': 72, 'twist_class_label': '72.22.f.a.35.1', 'twist_class_level': 72, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 22}
  • id: 3808316
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 35, 'source_dim': 84, 'source_embedding_index': 84, 'source_hecke_orbit_code': 343966482504, 'source_is_minimal': True, 'source_label': '72.22.f.a.35.84', 'source_level': 72, 'target_conrey_index': 35, 'target_dim': 84, 'target_embedding_index': 1, 'target_hecke_orbit_code': 343966482504, 'target_is_minimal': True, 'target_label': '72.22.f.a.35.1', 'target_level': 72, 'twist_class_label': '72.22.f.a.35.1', 'twist_class_level': 72, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 22}
  • id: 3808317
    {'conductor': 8, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 35, 'source_dim': 84, 'source_embedding_index': 84, 'source_hecke_orbit_code': 343966482504, 'source_is_minimal': True, 'source_label': '72.22.f.a.35.84', 'source_level': 72, 'target_conrey_index': 35, 'target_dim': 84, 'target_embedding_index': 2, 'target_hecke_orbit_code': 343966482504, 'target_is_minimal': True, 'target_label': '72.22.f.a.35.2', 'target_level': 72, 'twist_class_label': '72.22.f.a.35.1', 'twist_class_level': 72, 'twisting_char_label': '8.3', 'twisting_conrey_index': 3, 'weight': 22}
  • id: 3808318
    {'conductor': 24, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 35, 'source_dim': 84, 'source_embedding_index': 84, 'source_hecke_orbit_code': 343966482504, 'source_is_minimal': True, 'source_label': '72.22.f.a.35.84', 'source_level': 72, 'target_conrey_index': 35, 'target_dim': 84, 'target_embedding_index': 83, 'target_hecke_orbit_code': 343966482504, 'target_is_minimal': True, 'target_label': '72.22.f.a.35.83', 'target_level': 72, 'twist_class_label': '72.22.f.a.35.1', 'twist_class_level': 72, 'twisting_char_label': '24.11', 'twisting_conrey_index': 11, 'weight': 22}
• hecke_orbit_code 343966482504 does not appear in mf_hecke_charpolys
• mf_newform_portraits •

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

  
  {'char_orbit_index': 6, 'hecke_orbit': 1, 'label': '72.22.f.a', 'level': 72, 'portrait': 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5lFw63XLPAv37/CuuEyF66s4ZkjDsPVNloU+MrzIOwO99+gCX1DM3Kp+xvT6/Zs+8S6NZWf9Pyo+a53vPU7DYn/puO7GuCdTosLUxG1ivzVsHXqrvr0h+TnnizfFXaWtNAx+zZbvHKszIXFFvfdHCGiGgdOQRQnNNuGK8twbgnWjNb55R9a4rZdRS7PDTM9X2J6UTO3ZJhdjJlaSJhvxdSGfe6+rs3te8CWBRzlMLfsMrOomV0WdAKI4xTXTim5CUPVmBS4NBvTbMPmNRalQoAxAoRN20vZNBGwVNdgMipSb0MQg8Gw3AhZP27R8hRCGUQaUHEtNq31qXcEl6Y1SaoZqUjKrsCxII4FnUAyuyyZWTLMrcQ4jg9WzB372tx1jWCsUmBppcLlOYfpRZhbjJlbjvPrYbhl3yL/6odWWFurZNdjoUi9pQgjw4HTCbFscv+NkstXqrx0usOeLSFJZLN2oho/fsJ5/h/87e87sjQ/9Q/e/pa3mCRJ0mr1u1dx+a4F+NNPfpR77v0Ai8uLv3L4wOP/5NMPveQQNfBC0Fgcuuhzzw0dbt1R5slXXVphmwducpmed5heTGi0IlaaCbMNOL8oGRur8ys/NsdNWx2W6sNcmS8zu+QwuyRZWEmZW0qYXUlohzFBGrNzY4c922B5RbJ3Y8C9N6REsUJg+MLzLvMNlw3DARdnFO12met3JMw3Yy5Nw66NkjPTcMfulNQEdCIXR4dUXM1zxwsUCxGOigkTQ5Jo9u/1ODflsGtzxIVpWFwpcf2OhKbvc25OsXE4YLkZ8sVnixihSJKE197YYftGw2zd4qbtPtvXWcRRkY5XYGbRZXZRsLCSML8SM7ecMrksmGuH3Lhrif/fj7RZO1Rlaq7G3FKBxbrFSksws5gwu+Rx320BrVaFpw/H3HzNIvdcZ3P4VBVEi8S4rBmxPOPsn3zbWx789NDw2M9/7NOf4P3veu93GjLf9PiuBPhv/M5n+fjjN6pf/qGv/+KLxxf/5dzlSVVvhdR9wwM3C4aLNl95RpHIZX70rR3SaIzJWZdyEZodzWIdlhsJ9WbMcitmsQGXVwS64HPnNcu8996QreMl6u0K88sFFpZtFhuC5UbKUiNlpZXS9FKagaHjx4xUIjatSQGBYxmm5i2EdNg8rti6zrBuvMPcSsChM2Vu3mkoFlY4enaYcikkDC1GhlI8H/Zu8vnIYzV2b4wJAsNoVRIlHmXX4dhFn4JV4sZdMYfPh8wt2awfcdi6FjZNhCgVMbUItmUQwrB5TcxQWdLyHNodi2bHYrmpWK7DUiNluZGw2Mge8CU/YdP6Nu997SJ37tG4VoWZxQqLKy6Ldc1yM/vuy42ItpdQLgouzUMim/yd70tIwhG+/BxUKgGvu6XJcqNEKlw2bliTtONNv/KB9+741+eOTCU7rv/uA/l3FcCfe/kUjuMW5mYub5q6fOg9i0vT/2Z5YRolLUargkdeMezd0eSddwuOnxvhkRehVFvkRx+MsKixWHdodjTLTc1KExqtlHorZqUVs9w0zDUE020Dos077mnw4G0p29a6hGGRlYZLvW3TaClW2oJWR+AHhjA2JAkoaXAsKDiGWsUwPhyhLZ9zMyFHzjqkcYk37Q/RVp1XTlTZsha+8mLMPdc6zDc8XK2Ik4jhIYgjC23FLC0VufumJl95rszWtfDymQCLIm+8LSUWHkfOJVyYctHSZs2QZqgkKDgC2xYoAXEKYWTwQ2h1DPV2SquTUu+kLLUNXpKweUOHB29v8I67QkjLLNWrzC8XWGpY2XVqQL2VUG/FNNoJLc+w0BSkdsCPPthhyBnhkec1R6c83nZvmxs2uTz6UonRWkgSR2xYv5a1E+v+z5uuu/6TmzZumvR8z6uN7/1OQ6l3fNfo4NOXzzKxZq19/OSRH1pZPPtb7eWjYkOtSUlqquWI5XqJbeOS5w8LhKrzllsX0KrE0ycTIlNnx/oUKatYloNWBktrbEtiWxaOLXHtmJKbMtyG+VaZTz9W5KsHOrz+lhZ37Fli8xrF5ppFs+Wy25KAIowlaSpIDXR8QKQMlX3OXDE0gpBHnykRdKrsWG9z53UdorTOEwdq3LhTc2a2zfrhCuMjHQ5fKLBm2HDikuYffH+TExcVa4Y1xy8kTM9V2Ly2ydnLw9x3veHJI02+8EyRO/ZVufc6n9v2tnnklYB2LDh8TFMparSAjidJjSBJDVEMyBRtpzTahlI5YteugLv2dnj9zTEjJZe55RGW6gVWmjYrLc1KU9BoQ6MV02hn4G50DCsdwYVFwZ4tHdI04cvPGy7MNnnrazq8Zl+RQ6dqxHHC8UuCobLN8clZdm6s/2vLrvyr+ab7Uxs27P3jI8fOhtdd893ha/muAPhKM5Jh4L31yw99bkccB7++eOUJNb/kcHm+wGIDKlWP116X4lo1gtjhmVeqXJ5rcPe1c5RLIQsNn8ruhHWJwdJlHCvFtmwcW+PaCtfVFF1FuRhTKSaMlFPWVQUL7TJferrMZ58IuH6nx8RwQrvj8+bbA7ZMpMSJREtDGMNTx1wm513WDqUcPedCOsyeDYqbbkxx3BbPHO+wsFjlmi1FYrHCzLzFrTvh4mzEaMllbBicWU3Hd5hb1ljaYsu6BscvDHPTXocL000mp2u85faE+cYSLx6vcexiiVt2F/jAa32QbQ5dSBkfbjO3EPHkIQs/UmgJOjVsWRvy+ttDWm3FuqGUm3ZCGJZYbhQ5OuNQb1s0O4pGW9JsQ7OT0GwntDoJzU5KvWNY9iRXGoIVz2fDUJ12GFMoJ/zY7bBtTY3j52ocPJ0w2+pw1w1tRotFlhoC3w/kJ77wLA8+kP7nSxfPFN/+treeNSb+ohA6/U5j6zsO8Ho9IInCHzpz8sXfuHTx+PDUzBJrhjTXbvd49XSVyRnJuUOw3Gjw7ntT9othksThldNDvHiiyJKX8vzJFuenVnj//ctsXR8yu1TBsQsUHJuiY1EqaFoFSdmzqJY0HT+h7SWsCVK8wNDyHZYXXKYuG8I45cpsjOMYQGArg5aCjqcQWMQdzQ1bBNvXGTat7xAkLR56SXHy7BBvuNnhpr0r/MlDBlsU2bK+w+HnFOtritFKB1cVCCOL+RaUXM2GNYKDJ0Nu2lXg3hsX+dCXPGyrzOv2Gyynw9dfDPnKCyWOXyiwbV2RLWsTxoZCto5GXLslQakUrQxgKDoOYzWHMLJodWyOnrFo+5qOp2j7kraX2Rraney7t7yEtmdoeoa6BwsdxdyKoVhp8NPvmuftd4TsWKdptFM63hCvnqzywjHD5ZUO73r9IvdeY3FhSrOwrDhxOWZ8SHH6xAuWWxz/jZdfXrd82y23/uM49D+kbfd/XoAvrwSk8HcvX3zqVw8feGj4ynSbFMV8S7JhjeDOaxLSxMbRhheOlNG6w3teO8/C8jCLdbi8aBMqyaEzBQ6cLnNmep7vv6vNXft8auUKy40ipaZLxbNpdzSt/GZ7vqYTaPzA4IcpYWSIIkOcZGcY25gUpBJYWuDaglpZMFSGidGUDWs6jA41ePgVeOpVC5lWecPNFjfsafHM8YjQr3DnDYKG5zG/VOKOXSmjtQ4F7eDHioVmhEoFN+zSFMsBB065vOamKrdf3+LAKQWmys37bH7sLct87WDIV18qcWLSZdOYYmK4wFC5SLUMBQcsbVASUgMnLgiSRBDFgjCGICL7jkGCF6T4QUrHT+kEKW0PmgEstCXzLQhSnwduXOatdzX4wOtSkrjMcrNEp1Pk8nyZM1NwcbHBOx9ocfdem5MXxjl+XvPssRjLkozXfISQ1Fem+YsvPTS80Ij/7+9/893axN4fCF34nw/gi0tNhEh/7NTxx3917tLnx09dbrNuxOXCFcW5uYhrt4dcuzWh7Ts4lk3JFZw8q/jzxCeNYiwlGaukuFZKzZEsdAp8/LENfP3VJvdcW+eDD9S5dmubkVqRpXqRlufQ8awc2Co7Q0EQSaJYEMeQpAZjss+npEFrcG0oFlKGyxHrxzvEtDlzJeITT7qcv1yi5hS4dZ/mjuuavHi6waPPV9i/02XT2g4feUyghEOlHFFvB6QGlICxSodmyyaNC7z1nnk+/pUi2+dcHtzfIYyWePLICFHictu+cR68tcnOjQ2+fqDD4ctFDl2w2TAsGa4Iio7AtrKHUAoQwpAaSFNDFOcPa2QIouxB9kPwQmj5gpVAsNwCoX1u3F3ng6+vc8++hJGKS71Zot4q0Ow4NNs2USzYviFhywbDvk1lDp2qcOqi5MTFmJOXE67b5XHLXp+LU0PMNQ1jtWk+8tmvjduW+NU33nun6TTrf1is1P7nAPhLT/8en31qPR/99CM/PFJu/zr+gdGitUzVHebwecG2CcGlGZc/+2rMzEqLm7cuYlsj2JZFrShZXrEyRcMGEChpsFSKqwUrvmKpMcSnnijxwtE2d15f54Ovq3Pj9gYjSYE4duj4Lm3Pwgs0YaSIYkmcSJJUkBqBwCCFwbFTim6MY4fYVsCVpYAvvSw5O2VzYWoIlTpsX2uzd6vi5j1NlLPAkXNl1teKXLMNJsZWWG5WuHa9JE4ND7/kEHQktVLMG2/z+eKTEZOzZXbvsJip+xw7b7FxzRDXb13gmcMtnjsmCEKbPVuH2bPRYc+GFudmljl7BV46WeTM+RJFLXC0pOQYXAukzGQxY7KHNU4gjCFMBO1A0PQFzQjCNCY1PrfsbPLB1ze559qEtcMOvl9lqeHSaju0fZu2p+n4Gj8UlFyNFDWOnlVMzqacmoyYbQa84c46b7xZkCYjzC3D9dtizl+pMLPY5LMPPTEuwplf37WlEEcLn/+T3/zECv/kp37oby7Af/uPPsqtdz9FEMkPnDg99Zunjs/UHCtluVNi39aUOCkQBLBtQnB8sszv/IXN37q3zjvvmUeIMWzLYbGu8PyUMEry6JViWwbHMhTthJoraAUWK80h/vypCo8d8lkz1OE9r22wZ6OP77W5Zqth44QiiCySRJGkEtMFt0yxdMKlOcOFWUHdS/n8M0WuLA5hQoshV7FuRLN5QrNtPVyzvUkqF/m9L5ZYXq6yf4/mmu0Nvn5IIGKL8SFJqRjTiWykkWAkSts0fMHcsmCfKfLam1s8e6DAulGb/dcM83fessgff6XFS6dKtH2LpXqZresK7F7b4bZdLd75mhbTy8t8/hmHpY7DpRmLK1dsLCWQUiIQpMaQpBClhiROGRqJuG5fhyCI2LMx4F2vDRivKobLDlHkMrPg0vFsOoFFx9d4vsILFF4g8SNBEAo6vmGpHnN+OmJyOeDt963wzrslV2ZHOXauiGPFTM1oLs0lvO7GmEZjkaeefW702Om1v+mUNkb/5Jcvf/T5J/+MO+794N88gH/mM3/G9z+wS3z4I8G7z16a/v2FuenidVtjWr7D8RMOl5ZavO+1IZ1OjSsLCiFsXEvy6PMS225w7zVtxoctDIqWJfEDiR0m2FpgWymuZShEhmJoqLoJQwVBJ5S0whIXpkr8248OQxoj4pibr+uwdSIkjiE1KcZkRRwpBFIJtGVzatLmxFmXkqsp25LRomBsRDI+rFk3pti8NmH35jqJWOI/fabCpcka+3dZ7NmS4MUtnj/iUCtYjFQNtXJIsZBRoTSVNHzFctuw1EhotAvcfU2dl090ODmpqFVcbttX48ffusR/+SwcOFui7RnqLc3ccoWJ0SLjQz6bR3z+6bs7VIoNDl+AU5cllmVQyiBECpjsfwbiGLZMJNx5bUwSWUSxgzFF/NBidtHGC7IVzQ9Vj755ocAPBH4oM2oTGNqdmIWViLof8cY7Ozx4s8u5yWHOXraZmouZXoxpRiHvfqBJ1SnxxEFYbBlqpbO1NePx73/pD7fGnfSWT33pCx8zb3nb+//mAPzjn/gkYTquPvmVo+8Q0eU/keEFNzJFXj5jUS5FfN/+hE8/6fDooUV++m91OD81RrnoUinZjM9LDhzTjBZhvJJSLUqUFNiWIgglQZjihAlBZChEKUGUEoaGSgxBlBLEEMYCP5IEiUOUuJw8W+LQSUiMIYN2xo0tCbbKPB9lB65ZC5UCVEuSobJipKYZH4ZNEwFrx+pEZpn/9Jkq585XuWmbYtsGyfYNKzx+LGZuqcrNWyVDlRTX9nCkg1GCOJEIY4iTkJW2y9ySxU17Ctywq8UzB1zWDAmKbpmbdqX8w3cs8ZufTTl2pUy9nVJvKRZWNKO1EkOVAkOVKpVixFgpYvNNIY4VY+kYpRKkyJIJQ/ZQRZFifkETxYooVoSRIojy11ASRJIglPihJAhFlqCGgiA0BGGKHyZ0/IQoNlyzOWX/jiIHT1WYmhdMz0dcmE04PR/zD981x/rhKp98zGbHhoBdBUmSKJ4+MF3csM79k11bX0z37lz/mUcf+mTyhje/53sf4M88/nFGh2x14tzkuw6fn/lQ0LrsurZmTS1BGItLMzavNH2S2OKVU1WePb3A7rWz3FgaYqhcZs2IRZxY1NwsMhXdBCkllhYEliCwFWGUAT2KDGGcZKpIPHAmECeGJElJUjK+ndIDtxCgJGgJlgWOFriOoOhISkVFtSgZqgrGh2M2T3Qol+p85tmQJ48MU1+scN0mxea1Fjs3+iSizsMvFSlZmrEhRbnoc+QcWcf9RkMnUFy/M+K67YbZmYSFFRvPL/KmW1s8fdjjzBVFqSBx7ArXbkv51z+8xBPHPL74xChLTcPm8YSVhqZWUVRLFuWiRalgcJ0Ux05xdIJWGdWSMrsHxpAVrFJBnEriRBDHgiiWhLEgiiRBlCkvYSQII0MYQhAlhL2gkeJH2arQbDk89qJFnCQsNlIuzqfEyue2a5rcskNhUsUte2M0BS7NgpAxjtYsz592w4now4dO8CN1b+jTH/rwJ5If+cH/seX9/+EAF7otL88333fi3PJvn7941kU5FC1FI4i5dbfH+tECr54uM1qKmVlx+ZUPreW2vcv87LvmuHWfx+XZCi3PwhiRLbeJwNIG25KEtiCMRHZzIkUUQxjJTEGI+7JfnKQkSaYuJCZXSnK1RAiBlKCkQGuBrUVW+XQkpYKgUjTUyilrhgPGhlrEps6nnpb88VdGGHddrtsk2LTWYsu6lM1rV/jM84blZZc9E4qhCpSLEXMXJfMrDvZWCCLBWFVSq8GZC4aVZsrsosvOLS7339ziS0+5jJTBsW2UrHHtdsFPPDiPJef5wjNDHL/isqYZMV6LqZYU5YKiWJAUHI1jg2OB1iYDuQApBkBO9mAnKSSJIE7IgQ5RkhW0oiiL0lGUy6dxShinhFFmC4gTaAeGpYZPK5BcWDBUa21+9gdW2L/TYaUxxsyKSxJIXj6TIG2fW3cZvI6i4BpmZ8+6tWHx+5FCe4n1MbI4870J8N/7k89y5Gz6w1H78L9fmL9U2bVRUS61qZVsLky7zC3H3HOdh6UrnL9iM7IYU5kTHDo5ym98aoX33l9n38aAICjT9izCOFM9wkgSRlkpPYs4IotEeVSKY4gSSJLshqRplnClqcF0dUCyyC2EQCmBVgJLZwBxHSi6KeVCTK0cM1bzGB2q8+zJkA8/WuDUhRpbqhbbJ2DDhM2GNbB7U5NO3OTFExUKymJsSFErQ60cMFSNsW2NENnD5QU2y82IesfQaMfMr9hsmihz+555Hn2pw6krFYpOhKVshKiyfb3iB1+3yC275/nwo2VePFpjqa0Zr8TUijFFV1JwFY4lcCyJZQm0kihFLh9mKDeAMSZbvXKgx0mar265tBinxElKGBviCMI48+NEcf4AJBnlawSSTpKwd+cK77sv4OZtVS7NDDE54zC9ABemQy6vxNx5neTCZc3kfES5rKkUJNXm2UplNP1P33fvtfapw5/9493Xf//3HsCnZppIKf/upz/76V99+uWZkT0b4dhF2DiusjEJe9oMFQUjVXAthVZFKkWLaklSm5O8emyUywuCX/mxRXavj1luFglCiyDSRDl3DGNJFEnCOFt2ozjXtBNy6Y88cktSQx/cWZEyj9ygFfmqYHDtlIIbU3ZjhioBa0ebzDU6/NbnLR5+eZjllRI7xgSbxgXrx202jAu2rvPRdp2PP6k5f7nErjWSobKkWkqQMuDKgsHREinAGEEYaTaPN3mJhGZHsdI0zC0X2LXB5Z2vbfDpr9tcnHOwdIQQFqkpEcWSm7eusPn9TR4+0OEjDw/zysUS64cEo6WEkpvg2gLHEthWRuG0Ikucpei56gzZQ5YaMqUlyQDfBXmcZJQuA3s/soexIEyyFagVC2bbsG9znX/67iYT1XEOnxnm0qxifilhbjnm0nzKVEPRfMkwUm5z7baEoaLLxvEOZ6csRq0zI43Gxl+/4953K2MafyBE9XsH4I3GMlKJv3P+1Nd+1Vs+Or57Y8jEaEK5qJmarXHyks+R822Gh3zu3Otx43aPoUqNoXKJ4arNcFViOwmPnyxw6ELKrTvrQIoXZKXoIFJEcaZjx7EiSiRxLIkSQRxLkkSQpKLPtVNBj5WYLHJLAUplqoOlUmwrxbETCk5MuRAwWmvjRR5fP2L4xONVXjxaY8i2uHa9Ye2wZM2IzboxyYY1IdvWr3D4osfnnx6jqjRjVUGlJKgUIxqdhK8871K2DUJkwPICzVvvDPjyCymNjqHRTplf0WwYL/P9d7V58WSLE2dsSk6MkiIDeVrEDzOu/4P3N9i1dp6PP9HkueM1JlcKTFQEVddQtFNcnWJboJVAyexBziI5dA2kaU7V0rS/wsU50LMAAVEiiJK8KpoIvFjQjjMt3Q863Lx9hc1jFk+9WuXURcHccsh8PeHCvMAzEdfvzpq3xysORbvK5LTNoTMpLT8iMg5XVk6PX24996t/6w33pK1244/KpW8/yL+tAK83lpibDQgC+UOvvvrMvzv06tdHluvLWKrA8ydS7rq2yR1rDBOTRZ45WuXgqQIPv1ji+h1N3nb7AnfsbbJuvEK95fD62z1uOTnP9HzEou8zXk1w/AJBZBNGFlGsiaJMFYgTRZzkBZukD/DU5JE77buChTB5Upn5OLROsa0Ex44oOCHlgkeCx9cOSD76WI2jF6qIyGHLkGFtzTBaU4wN20yMStaNRWyaaHJ5ocXvfLFEHBTYsEFQK2sqJagUI4QV0vRK1MoGIbI8Ioolw44iTmNakU2rk7DSVFxZKLBvW5mffFudX/+Yw6WFElpF+YOhiWMXP5RMjDjcvKPJddvaHLt0hU88XuDRV2pMNwqUHEXZhpJlsLXBUqBlVs4XYrU/OgVMmj10SSpI8hwnSTNwh0lWJPISgZeAFxviOCIJfDbWmmye8PjNz7o8fzCl4oYstw0rQcL+a+u89Y5mNswoqXJ+aohnDmvOzXjUKiF37JNMzWkarRmOHPja+NYx/t1NN90Rd5qzf5oKm3J5+LsT4M22R3W08PbJ88//l4MHHqoUrBXi1KITwY1bNc8fHsWogGoRtq/TKGGYXpa8cszh2WM+91zb5AMPzLBtrSSOI85cNnz0a1VeOOHys+9us29Ti7GaolLShKFNGFvEcR/kSRfgqSQ1EmPoJacZuEGKFKUMWqVoHePYMZYKaXoRC82I//gZlwvzQxw4UcOkNiMFwfioYbQqGKkoRmoWa0YkEyMx68c6jNRWePjVlFeO17hug2CoLCkXJZViSqkQIqwAx9Folf1+YyBJJF6g8fyIOBW0vJRW27DctJhdqnDH7ja376vz8a+6FJYVWkYZII0mTmzCKBtaNFpzuWV7m1t2tHnp3mkuLUg+/GiN+XqRqSUHW0lKlsDu0jCZJZ69QN6lKmSRPDaCOIUoFQQJ+DGEqYEkhjhCqoD1Qx2u3dzhZ9/d4Ja9ER/+qsVjh1ZotDXb13n8zANt7toHJi6zWK8yvVDk/BWb8aEGOzaHiLTMkbOSLWt9wlhyerLOlx752shKW/6X++65YaXdbn3+24nJbxvAo9ZxdGm9+r0P/+mOxZmTlbXlOcJYUi0botBi43jAmqESJy5WSIzEcgWbDVQKMaONlLlGkecOF3jmWERiAsLY0PYUfiT52gHDCyd9Sk7Aj7y5ycaRmM3rPO64poUWinJRI0RGV7KqZOaVNmYgcmMQ0qBEppkbYpAxxy5IXj6p+dKLZY5NlgnjImWtGCsYhkuGoaLJdPCKZriqGakJJoZj1o15rB1b4cmjAb/3pXHW1jRjFaiUFJWSoFyMKTgBz55W+KHGKmWgMkYQxhJXK27c5fHCkVpmfPIS6k2LxbrD3OIQP/ngHFOLS7xwcAxLAiIiBeJYZzQtlLQ9zVDZpVYpcfuuDvde1+H99y1w8nLKl190efFkgdPnS8RCEwSKTqRQQiKEuCrxzGsCJiVODSZNsURC1Q5xibj9pjZb1/psGI344BsDirakXNSkqc0Pvz7mB+6eIowsksRFUmZxpZx1Sq3YLNYlK60USxXoeC4nLqXEJmK4IomTEEspXj21xHD10UpBnN4xfPdPqqdeOJW85vbd3z0Af+b5Q7x8asQ20TM/uq4a/ft4cZGVjubyvGJhuUDdiygUW9y4w+OBsaxNrN7WlAuaclFSLiZUizEjTcNS22LJczAIijbYFgQpdJIirVbMv/v4MCaOWDPms2+Tz0g15l33e2waD4kikfNtCQORm5x/SpkipODPnyhw+FwJoTWXpotcmSviFhRVR1ArGSpuSsWFckFQLSoqZcVQWTNSg9FazJoRn/XjTRJT58+fruC1S+zcYKgUVfZ9CillN8ayQh5+wSXoSKxxkDmYolhSKijedJvHU6+mtANJ20todjT1lmZ2qcjerWXedU+TA8eKXFouo2QKRDlftogSRRBlhZm2r2m0bcqFIqVCwN4NPvt3+1yeb3Bxpo62Eg6d13z68SJCqQzcQq6+iSYFssFIUZiweU3Me+73GK0k7N5sWDMCSWwRhmXiRLPSVCSJJkklcaIIA4tm22WpUWCxbrNYVyw3DCvNrKGi2THMNVK0G3DTrg437tLUmwVGqj4XZhwOnmgyPKr//djZpzv37N/7x8tzh8PhNdd/dwD82JmLuO7crkuXL//W6RMvypGqwguLlAoxr7kx5fxll6+9oPnagQb/6F1z3LSnwPxShblll4W6plqyqJQUpUJEqZFQaSW0AoEXiawSmQrCRBKkNmFqE6Ww0K7w+OEUQ8LnXowQIsluUj69CnKxJNMCEUIhhEQqRRxpZKqxtKTswNYxQ8lKKTopRQeKjqBUkJQLikpRUy1LhiowUo0ZGwpYN9YiYYX/+BcuzxwZZ/sIDBXz6F2UlAsxxUJIqehRKBRxlETJnIOT0YEosvA9gRcktAJF209peWnWMleymZqrcve+gH/47jl+49OaybqDECnGRKSJIYotwkjiBxZtT1H2NCXXplhwKTpFXCeiXAi5eWeIbUXcujPmgw900CrOi0ApQpjVpDyndGkqEULiWAqw8QPN0rLOfTt9OhgliijSBKGm5VksNxwW6pqFZVhqxKw0YpaaKXMNmKkbtm9p8jPvbKPMKC8dL3J2OmTPZsHujYaWn7B45SkZ7kp+a26y/XQQeEe/Hdj8awP8t//o01SKbuHEmfPvuHDxlFg/lo0iW25IXjiRMltv85bbNYVCgY8/VuX/+pjhR99U57rNHnu3FVmul5heLFBbsXAsGylDIFM37NBk+nZiiNNc/jMQp4IwlcRGkqSaKHVIctlr8OhVKQVoIbJKpQK3YHC1wVUJjgWOBtc2FBxBwZYUC5KiqzOAlwS1cspwJWakFjA+3Gbd+BK/96WUjzy6ho01xWg5pVJSlIuKUhGKhWxO4cxSyrkZB9fO7LfQdfoJ/FCzdSJlYtSn6dt4vsmjuKTe0pQLLuVijQ8+MM/5mVl+//Pr0VJjSEnShDg1RLEmCBVemJmiOq6k6GsKjkXBSWi0shzDthIsnWBZCVpmjRJSZuV8kZ+ZdUUAIge5oJHmLss0z2vy/CZOFUnuwgwjhRdoGm2LuWXN9ALMLIQsNBKmlwWLbUO15nPPrU1+9I0dRkrDfPxRhxOXPd5yd53rtxqOnBU0OoLZZZeDBw+J3buCd4xP7D539OWPedfe+tfzrPy1AW5byl5anP3nLlP//PrNTdkJQErDQl0yUrQ4dkYTxSFBnGArxfnJIX7xjxxu3Nniwdua3H9Dg5vHCiw1ylRKFVodRbOdkCQgRaYEJAnEuZSVqSN54cZAakQvURrk3EBeycsSKy3TrL1LZcqCpbKKqGNl1UvXkbi2pOAoCq6iXJCUi4ZqKaFWjhmuBIwOddi0ZokXTwd8/Il1DLkOa8oplaLIwF2QlNyUkhtTLga8eAoOnSyyY8zkvLdfNvcCxa27DTs3ebx0tEYnMHh+QtvTOcgtim6Bglvjva9Z5tDpeV44MQFGkaZJZoeNDXFken4SL9AUfUPBVbh2imNbOHaCo1O0TrB0ilYpSqXZFiwyswYjDII+n+sn55mFOO0qUqnIFaq83J9mdYggzOhSqwOnJiNOTCUstRMqFZ/X39Xiwf0dbtwK0lSYXba4fmedPdtg3yaX5UYm8TY6AiUlzxyOZTua/8Wbdc2ulEu/AoTfMYAb05S+7/3ypz75oX+80JmxsVMSNGDYsl5x7RaLi1fg3LRLw0sYL6fUXFhsFzh8yuH4hZCnjnbYPBEThR5eRxO2HYwBS4OQAjvJS8tp5nFO80pct1hhjGGg8r5qxe2WqrsFHSXziqUCS2eNAnZe/XNshesoCo6gWBCUC4ZKMaFaiqmVA0aqHuvGVnjhlMcvf2gNk1M1to2m1IpQKShKBUXJhZKbUHAjbMun4RuUVFjKIGX/kyVpZrqKYptKIaITp3SCzLHX8RNaHUmjoCi2HFynzJaJiH/9ow1+6U8kz59Yg0GRmpQkSYmTOC+lK/xQ4TmSQqBwbYljm2zarU6xrEzv18pkAFcZwFVOU4Qwq0cs5KV9kwcRk3tZur75rhQbJ5I4zgpJa0cjHti/zP6bOwRhypY1MXfsBVtniedK0yGMJeM1Q7OtePKAzcWZhILbQUgQpNi25PjpOTs0Q//HO975Vmt+ufN/jg8X/8rl/L8ywBcWWywspr9y5fwTP7O0eNmdb2mUSinbEcuBYev6Ze7YrVg/NsTEmMXSisr6+/yY0YphvS9YarmcOO1y+ESCMYZaQbJuKKHsZuBTBlKda7WpIcmjtbnq5CqA57Q7TywziqKkQKlMLtN5K5qlJY4tsS2F62QjGQqOoeSmlIsJlWJEtRwyXPFYN1bnhZMdfumPRzk1Oczm4UxhKRckpaLMonfBUHQTim5ElIT82VfLSKWwpEGJvkyYmhwYicUPvmGFR14JaYUOnRzgbU/Raisajsa1HRyrwu6NMf/mx5b4hT8WPHd0DamRJGlWVo/izGgWhCmBm9ldHUfgWgLHziqbtja9iq1WKVJl2rgUJmuU6AK8X/IE8iBCVkvI1BbRM251i2ipyf6doYph35iiXNKQZpO8FpdtlpvZOI+2p2h5kkYbllYSzs9EXFoKuGNfky1rLeqdMqOlBCUEZ85edj/1mYfeXiwUfuGFFw9w+/6b/z8G+NwZ0tTc/vHPHixMzne4bY9kpWnRajqcuSw4dVFwdsrnLXcscY0zxOU5l5WmotlRtL0Uz08Yq6Z0gmyJTU128Qt2FlWlEFlZmW4xQmQ+ii6ouxf+qs/VBXjXg9Gt5HWjt9Zd34nEsmTm37AFrpPNPCk6CaVCBu5KKaRW8RirNXjxZIdf/qNhjl0aZcOQYKQ0QE1cTcnN/CsFN6bghFhWwJWlISwlUDLNZbl+kpkkkjhWrB3KiifNyMULDH6QXZuWLyl0FK5tYVsulq6yZ0PMv/k7C/z8H8ILx8dzqpASJYYoTvJInhI4KW4o8W3Vo2CWla2KWpncp2LQkpymgMhfvwnGM7rSvQ+IXnEoi+zZfyOlgY7g8mwVyypjTOYl7/iKji/p+NnsllYnm8EytZDQIeC9b2yzb70mSQocu+BQb0U0OxE375qH5OieG/b+rf+SptHf/6vi9K8E8D/+2Bc4eCYunjvxMXus2iSNXerNNoaYjes0e7a6nLpU5eRUidOXG+zf3UEIQblg0exIWp2sFaoTpARBdlOSNAOzHACnMX3vhOnSke77b/HZpOibqKQEKUUP3Epms7b79ARcCxw7peAaCk7Gn4uFiEoxpFbyGB1q8MoZn1/4gyGOXBpjXU0xVkqpFgRlV1J0FcWCoOBmD0dW6g954YSg7du4ivwhyzh4twkhSQVRrCm5ijuuafHisQqdKKMpXpDQ8RQtR+HYCtuyc/5cY+/GlF/78Xl+7nfhuRPjRKkkStO8WbrfgxnYEsdO89kwsvedteqe5DSlT+NkXuX9ZiDvFoVMj6PTDzaAQOAFUG9nE7mTpNv0zMDKlND2UuqtTFm5fq9m28gwh087nJo0FEtNRmsxw8piZrHGQqtpycKnrv3gO3+geO7EZzvb9/73m7L+uwF+8eIlNm/eVPvTj37sd3xPvWa6Dns2t+n4Rc5NCVZaLe66vsHdN1W48zqbNcOS4UqArQ3lgkOzY9HsaDqezDvcs46RMLe3GmMypY9vBHT35zysrObdIuOBQubgzk1GqgdwULlj0NKZvm5bKa6dG6ychEJOL8qFgGrZY6jc5ODZgF/4gyEOXRxnoqYZK6ZUC1ByBaWColhQFHvRO8F1YspFnycP2dQbLkND/TJ5FzDdZC1KFOMjigduaPPky2nWRROmAyCXuJbEtTSWttG6gJQpezcafvXH5/m53zU8d2qcKNVEuQMwM0dlQcOJZM9daGuJ1rkJSwqU7l4bep+v+xB2qYroutLoF4S6K+cgVaSX5GdRvvuwBUGKFyZ4ftbN3/YNDQ/qHUErFBw7rVicg9h4uIUO126QOLLAmSnBTBSxa73Bb9uvOXD0wh/ecfv7/97s9KX6xLrN/2MBPjc3w+Li0s+p6ML7inqR6oTF0fNlojRky0RCFFr82p9ptm1o8f7XBVhuzHLbMFoRjNQcOl7WrV1v9XlZ25N0ApF7uXMHYI+OmNWcuxdRsnfdilyPe8uug67Pu7uOQa3I/BnaYFlZY7Frp7h2QsGNKboRJTegXPQZrjY4cDrgn//uKAfPr2G8ZjFeTKgWTQ7uPHq7koKTRX/XiSk6IXEa0AodhJJY3Qje4+Ai937kBrHIomT7mV0gdBnqgtxP6Ngq3xJFYmmNpbsb0Bqu3WL49b83xz/77ZTnTq4hSjVBIgiTNI/iAjdKcSyDbQlsnearl8xWs3xFy65P3pXffR0wZvUezMFc56oI3qWOSZISx4YgSnOqldIOUpodWOkIGr6gERqUHTFSC/ESA27EB1/XYcdam889PUoYRuzYDCayOHMFkukmnWT6feNjr54Lwujn/4dG8FNnrjA2tm7zFz73e9fFnQtYWjC5aNi9OcIWmgOnbdI0YdiVHDlt82+uhGgd0Qkj3nBLm5t2dNi9scNEVTM2VMALCswtFVhu2jTbmrbfHeNAP4kxog/sgSWxawv8hqSyu9zmHToqT6a0NlgqA7atTc896FpJzpsjCm7AUKVDtdTihRMx/+L3Rnn1/BrGqpqxQkLVNZRzcBfcTE7sgrvgJLh2TKUUcuKi4YkDJWwpsVSaJ3F9jSIDOESJIk41r705Yse2NucmC4wVwQ9NdgYJHT+PwlqhdTZRICsaGa7ZDL/2E4v8/O+mPH1sDD8qECSSMDYUcx+3Y5GBXHdXrzSnKBKpkt4Kp6QYALgYAPnAMtkFee+1O6YC0i5NCrtzV1KWWzBTl7SiFKFDRod9bt3kcfNOj9ffHNHxHGzlUHYqTM2X2TKuiGPBq6cVlg7YtDZlclZz7sIlXj340nXved+Pb27Xr1wq1dZ/+wFuzCRQ2HL82HP/IQ6W3h7HHaLUZbQMZ6cNt1+zzJturzG7mPUVbpxPmFpQzDcKtH34yCPD/OnDIddvb7Nvs89te1psn+iwfrxAwakxKwsIaaGDlDDOlvA07S+N36iW5JH7anALg1RdWTADQzarMDttnWJZKY6V4tgxrh3jOiFFN2C42mGl1eGpo/BrH53g8NlRRnNw1wqGckFQckVPK8+UlzSL3nYG8IITECYJvufiquwhk0KscvJ1CylZoqkzLq8DgtDgRWIA4Cm2nWBbGsuSaKVQ0uoBHAHXbxX82t9b4d99LOa5kyNMNyr4JUktMZRjg5tPHHAsk2v/XSXF9KJ3l6p0Ad77vPmHFr1rPph49iXaNDW9WSx+aGh2UmZWYN5LWb+mxW3rOuzf47FvU8L12yRJ7NL2hxCxw8JKgaNzDpfnBFfmU6ZXIhx3mdv3aOaWCzh2wvyyx/R84+1PPvNSUl1zzc++eGTm4v7r1n57AX748BTFYmH/iwdOvePy1FE2T2janoWlBAvLFh/6cszrbmtw844WlUqVatnFsRJGyjEt39AOoBk4XJ5yOXMx4eGXQkZrAf/gHQ3u3gONto0XKIyRSJlFuEF60r3Eg6ywexOycQ/d6G1yemJy12AWubVOsxETPXtsBm7HzsE93GZhxeNX/6zI558fY7E9xFhVMubm4HYz3l3ME8uCIyk6Jo/gGfd2nRAIeeygzUpkM+Kwyo+NYCBByx7iMNJUHM39N3V44VRIK3KoRilBmA3rsYPMq27rDOBaGZS0EDIr0GBgz0bJb/yjJl9+weNX/mgNU4tDeDVNzRaU45RiDE6UjV62VTbQyOommlL0kuDu62CiPvhgCtHrFRnIi+jVJuIka3HzAphvx+y/vs4/+P424xVJySnghy4Xp/MBTL6m2cl2qDtz2XBlscNsw+eGXSFvusUwv+gwtyIpOikGyZlzx9i+eeQdtar7ZwTexW9rBF+uNxmqlnd+/uGv//SBI8+za61metFhaj5lzQi89oaQF49WePJlixeOBWwe9dk0ajNUsbC0oOwn2Q2LUjbUDH4kafoFmg2Xz37dpiQjLJVl31kvoelRk260GIzfueKGgF65uasCqC7AlUHLDNhaZeC2dIJtJdhWjGtHOHZEueChdYcnDyX84VcqfOmZccK0wnhFMOpmtCSTALs6ucpPkUfuwegdoXXAs8drdELN2mL381wdwfNEM5VEscK1FLfv9YjTDOBeJPC7akiY8VlLdyVOlQMxqz5mUVUwWhO87742ZWeaP/qKx1PHR5iNCnRcSSU2lLTJQK7zPESZPC8xOci711D0veMSJP0oPkhZepSRfiBKTRaEiq7h5h3w3nscqnaRpRWbSU/nHfsqG0URSNpBNqY6TmNuu9Znw3hIwSpxeabAiyd91q8JWTuSEEQui3XF1PTz3HLTpp9ev/n1r6ZJ64xU5b8+wJ959Rym8Vm8qLauKs/dawKfIxdsqiXDNVslyw2LVjtm+3qLckExv+LSahnqjqJckriORRiqXMLKihJxnJXaQSBlhVMXFOvGJQUnq7QJZQZkwIGw0X0R5ipq0q3KZY5BJckHU6a9yG2pzIvhWBG2HeFaIcWij213+Oijmn/7p+OcWxjGclwmyoJhJ6HiGEoOlPIO+4KTVTvdvCCU+VeSfCXI6MliM6Ed2thKYUvTSzC7nz9TIPJEM8kKPmFsUbB8Jmoe9U45M5lF2XJvWymWleQyn8rlTpUBfFXimjkf335Pm1v3LfBrH/b5yMNjLMclOo5FyZJUdObBcTTYil4zhO4WffKVT/aoSr8ANBhUVpOV1UU2KTNP/LqxEovLFVYa2X+QdLuDon7nfhBldoOhkqRs14h8w9QVzdwylF0NieDo+YQ1wz6b1kjm5kI++ZXT97pVua5eb5wx5hhCXPPXA7gxKafrb9zSunDs9yYvnuXa7TbLTYsj5w1tP2TP5oCtaxRxHLCprWl7mjDKVQyVZuXcWOVNqyqbAZhkyYkQ4NiCSlGgZJIXITKArorWvQto+tEkr77JQYBLg5IpclXkTnKQx9g6oySOHeBYHhfnYn7/yyU++/QI5+eGqBQthl0YchLKjslL711wyxzcslcUcnPu7djZg1MpBXzmWc2ZSwVcJbKKYVdBoY/y3hgHk/HwKNbs2QxvubXFHz40QruoqUQGPzI4YZ43qBStZaZ+KAZAbg3crGxV2DQq+Rd/u8N1W6f43S8Nc362ynJcoGNpSkpQzIFuS5M9OLnK1Fv9ute1Kx+S8fN+pXOgrD8QeKTIVoQ0FTTbhrOXwbGy5NWYfMJB3G9ujuLMeqGkYHEl6+5veyENzxCZlE1rA3ZvzjxNR89rFlc01foJfuondvzevj03vzlJmv+vVOUvBfhyM2CobPP4M69suHT+7Paz532OTGrWjbbZv89ipeny/NGYJw43+el3LbFrc4FGq4AX2PihyhuAZa8ZOBtymXkYTA5YrU2+xGdcU+ceiVWRgwzMXcB3gZ295qahHNyZatKN3gmWjrPOHR3jOAG2DmglIb/1KZs/+vIEV5ZqpKrAcFUxbBuqdkoxj9zFXvle5j6VnJrk2nkP3HZWvQyikDNTDu3QYcjJVZxu0amrSnS1ZDPgSYk0lZJm64YQ5fi0wjKeLShEhqALcJ3khRqV6diyawH+ZsmrYqza4Sff3uEdr53lj77c5Pf/fIRFr4SnXVytKGpBQRmc2GTRXGZA07Jvb+hWOb8hkn+LVyW7ZriUOI1o+wlaiR53T3tNzf2G5m7/pxdBOxTUOwnVmsfP/kCTwB/l1CWHs5Mh+7bVufM6xUsnUs6cuLC94tQ2bNx6+0VjAoRw/moAX1hYJAxKY0LqTz327EHrtTcoxkckJy+WeOF4iLB8JucV04s1fvWjip0bOty5t8XNOzRCOPiBjedbeQd8JgFlHoxut41BSHqRuzewRvSB3AV3f5nMuKfKl+h+9M5dcirJAK4TtEqwrQjXDrGtkIYf8uxhyUcfrfDnT4/gJ2Vs22bEFtTslJJtKDqGot0Ht+tIHEfi5NQkKwzlykQOcNvKKp8XZgxPvVIkjCyckvmGBLN7pD0OnllRw0hhWZoHbm3x8a+1OTVVwnOzeS+BZbBjsKIUK0xRKpvsldEI2R/uw1UaeyopOpo1NY9/9t4OezcFfOTRMi+fqLLglfCVjWVpXC0oSHBkLqN25VVpsnqCYNXJ1UCHb1CxtMqm2GqZ9JPr3DAXpeRd++BHgnYInQhQMTfubvDOvT571wt2bygwvdAmMR5KubRbFR57WVL3ExZnX7Jc+7ZPRUH9hjBoLfyVI/horSbPnDuz//Crj1fXD4c8e8xi54YWN+6yWayXOHUJhtyUsY2wUq/x8IUKn3vG4+5rlnnffUvs3axYO6aJY5sgtPADnQE974JPjOh1uQsGebXp05F8SZTkF7dXUk57ds+Mdxu0SjKAq6RHR7SOaLQjnjkq+NBDFR49UGW5UUYWXMoFRc0yVOyUomUo2oaCTR61s8hdcGS2S4QtcG1yh16agzvFsTL+rXTA6Sm40nCzwkrOb1cXTvr+mawPMnfkpZIw1KypCHZu9DgyGdOJLIJ8xrcdkoFPJTlF6RZqQF7VmdN9eLoyZJRk/vD3PODxxttW+PqrLf7k4Qovn6iw1CrSkDZtW2MrgS0FjiTr4ZQGLbp5TT6FQOS2328CcOhSscHglP1Fkvd5hnkjcyfMvlecJpQqIdfsaPP++xrctVcRh8NML1Q4dk6hVIxIFMfPCxbbIcOVDtduF5ydsnjk8aeqd9+p92/ZvOch/pLhQX8pwI+fm3I6nfC3G/VzpW3rA6oNQ7NZou1Jtq6L2bNJ0upIWp5kqSGZXoh4+UyBzzzp8sTBJq/f3+Ctd3Uoag+B4sYdKVIoksRCSUWcaLygP901M/V0DRuDFzED+6BBP6Mlac65U5RMUDLB7qoZMmKhFfPkK5qvPFPm809VmW+WEK6LVbaoaKhaWSdPwSKnHVCwRX7K3HKa825b4HSjdxfgOsa2Y1w7xJiIxw44XJopMDossPKVqCe7DV7YvNO/C/AkUXiBxeY1ggdu6vDZ50PakYUXCVzLYMdZFA8iM7BKqZ5ejZCraEp2yl6jQlY11RScgPfc5/H6W5f43NMtvvxMkScPl5lvFPGEjWdrtKXQQmBJgSUlljA51TJIRE65zKrv1Es5BVkeYCAhb14OIE5TjEqI0hQtY27a6WOJiLIV8+Ddbd54a8JQscixcxO8cqLKlXnJUjOl5WWtfJVyzJZ1Eq1dzk9HzNXBdi+W3ni/99tRcG4v4P2VAL6ycIQg8EjDiHNTVc7PxozXQlxX89SRmAdubjE2rrGaFpvWCWo1ycVFxUTDphkO8enHK3zlpYA0jSnYEW+/u40jU2qFhDuu7bB9XcrEmCSJbbzAJk4UqZG91im6UbsX3Q1SpHnzcIrIAa51gq0jXDfCDxJOXYGL04pPfLXKQy9XmF8pgeWiKxZFJSlbhrJOKViGggWulYHbtbKZhJnNVA6cIv97k4M87YHctrL2tHPTKUcuOGBZ+TJvBkr0q8uCff04UxcyNSUb53zt1oB9G9qcvFLEcwXFWOBEhkCRS3tpHr27akpXguxzlZ7OnkuRaary6QMWfmhRKAT88JsC3npHnUdeafPJrxW5OO1y8kqRsO4QOxpfa6SSWTmf/PeRW49zFUvmUdt0O/NzO22YGqIwxSQBE6Me160LuP06j2ohxZaGt90d4mhBmlhUCg5+5DK/7DDXMBydbHJ5xuAWUpbasH444N4bDPMrJQrFlJ3rDReuuNSXO7x44ASlUvEvg/C3Bni7fkUEof/Tn/zUR0ZfOJPw4O0drt3ucOFKkZllwcKSxUPPgp+mLDVidm0MmVq0mVkuMVwwjJZSwkTQCQsECALP8KdfGc6mwVoxG5/02bmhw303N3j3a5qMVxVe4BAnujfyASMGzPgmt3Sm2egHmeA42STVOEmYXYKvPq45N1XgiRcLXFkpcG66BI6DKmpcrShpQ0mnmYpgGRydDY53LHIQd0+ZnyoHODnnzsFtJThWFr2zByvkwgKcuFjEkqvlwR5Foe8H7/k4ukpK3rgbxxb7NnvsHO9w9HxMJ7YoR4JAgx0bgog8goseDxdSrorkPZrSK6EPNCYkWT9llFgElk2lEPKDbwi457omV1aaPPaSzfnLDo8cKDK95JJ4FqnURLYCqfJkWfb9P6I/MSsbJGQwaUwaBqwdavPe1zS456aIneslm8YlltL4oY0fVrKZNpGi3tREsURJWDsS8OY7Oswsw7Z1goV6iTR2KduSTsdidk7y/GGolNo8uD/g4JGLo297+w//9OlzM7++a/ta898F8I995hmSJHnfMwcXS9poXjpqKBRitq7zuG5Es2uTheeVePW0IPEjjp5KiRNBxZYUS6b3pdPUZP2D+bDHMJF4kUNjxeWxuSpPHR3iS08u8oNvXOY9D7SwjUWc6KwrPqcnsgtsmS3PlpMQJYbzlwVHziu++mKRoxdsjl8o0AwcgtABy0ZVLBwlKCoo6pTCgA7s6K5Po2ubzXzhTk5LbFth2zJ/AEyfe1tJVlm0Mp7v2hEmDZlblgTGQWuJLQ16QGa72tfRBXli+v2OSa6HCzRjwyFS+bQji44WmdIR9Q1jmZQ6WHkcFNpl39aayn4kHxiMZCWqN36iE9hMDIVsWhNx87YAL/T4kQsNjl60+eoLLkcuuJyfdIhijXEUiVS5RtvNnnNuYlIwMbYJeN8blvnBN3TYt8nBUhU8v8DUnE0QqnyGjegPasqpmhBQcGzW1jL7R5pqRORy6IyhE3r4UUi5GHPndYKio4iTAhPVuVJz/oX3taX69f+uCH7+xMM0Wyvq8LEXxC17G2walVxZcJlbkpyfTLm8mFByA3avV+xYX2RiSNLx095wy96QR9M19/eHX8a5ZyGIoO4JphpFHj8ouLKU8Ib9s6wdjkhThVQCI7KoHQXQ8bNl8eKU5GOPOnQixcHjLmcvOyy2bYLEBm2DslAVhS0FBQVFZXAV2TgzlRuPVBa1bUtkRY9BcFsSO6cljg2OTa6aZDJmtqNEnFdEIwpuyPxKwlefK9NoOQxVBTrX4rumr1WmpUGQpwMJYSoJAsXoiOKNd/g88rLHZKOEZ8mMpmiwYoMVdTXrXGOXSSYXMjjrRPZ+R2r0wO/IgG4nikQrYksRJZoosjIp1Yoo2RH3XBtz+96A77/X5/RlyaETFl6o+MhXi1yYtUBIOp4m8XKgCzAqBZMwNuLxf7x/hR3rCkzPDzM1W6HZyWTjOJ8hGfdG6/VHWWd5Qyb3JYmg7QuabSi4HtfvDinZmivzZRaW4eSKYXJRsHnC59LyQbF5083qo596OP7Au9/03wZwY6BcGvqtkiWvPz7v8MoJwca1TbavN2xcW+SG2GFmqYBWWYk4HdH4AfgRRFHeJJz0+yeT3IxjUpMlILkeOhZkVcuOB1cu2Pz+Fwv8059o0amnHDxosdSUFFzBiycsvvi0ix8p/EgxM2uTCk1kLFJhgdYIR6OlxFYCVxrcHNiOMjjKZB5wnWu+uh+57W5fZg/cKu/RFL3obVsptt01aCW96G3bEUqFPP6q4rPPl1G2zuS2Vfz7W0fwrhae8fBsDIPvW7z1To/PP9vkI49VaccupZyHW10eHnWLMqbXLSRE90nq0gY5wPUHAJ5mkTPWWSS3tCLWGh0nGdBVglLZIP0hN+bO3TF37I4wIuBd93Xwo2wQ5xeecXjphE3BESw2JYeOWnh1wU+8vcnGLTGdhmZ6oczF6QptP+vbjNP++Ob+hFvRw0icZLvdBVHWCJNiqJYUp84NMbucEpuAVMRsWxtx6z6XyVmbi5e5fs/u6m8J+Mn/pghuTAOoVI4e+Mzu81di1UlTbtimWG7WeOSFhCD1eM2NTW7aqyk5GseSBIFFo21T72g6viAMRb4cko1zSPtNDOlVvpLbr28xPDyNbTW4MCv5+780TMPTvHzEptlQSCUJjCRINUYoEJpsLrAGqbNh+FJkYJYGR6bYMgOCrcBW/Rl9GchFv+FBZ40A3cbjQXBnET631VrdCJ4MnDGOjjAm5MqiTRi4OFWJnZe9Ve7KW1XF7AtEvfJ6H+SSJFWEkcVQWbFxNMQWPl7s4MWCgs6GYHY9JN2ClpKD9lbZ+13Z75B58ScdGIKf9jrju9QojpO8bqDyekRMFCeoKKslaJUgZcyG0XzchEzYu8UjTDtIbWg24aUjFg1Pcvyi5qf+zTBSVhhxHaquxPQlnv5Dlwe9dCDghVGKF6Q0O1ljhBdltQbXTdi+yeeN16dEQYUzk0WOnI0ZG/JYO1JQHT/c/YH3vLVy7lKnuX1z8S8H+NSVZaRo/Pry4sn7bNHk0lSBE+c77L9GsXmdZHnZ4aMPO7RCnzfd3mTrWti/J2aoVqLRKlNvDlYx+8tPOpACdL0ipULKlrURu7emFIZ9/vNHSnzqC1UiW5PqHMgoet3CQiGkREiZS1ldUOdlZ0m+cWtXNx541XknvSLfvIoeuLO2LoWdg9vW9CymWQTPo7hOsfPqqGVFOE7E5cWUDz9SAm1jSdFPMHv05Jt4qweceN0hoRnYFEmSgfyDb/T43JMex+fKtBOLYpxtSpu5AE2/E0d1awIDSV+Xk3dXilQOGLy6Z9rzwmitsJJsXoqVA13JftEs843n70UX5GlGxaKEsVLCW+6JSZyYn/8PVT79lSFUZYR96wTbxn0KTtYm129FNAPJdj6bPMlk0JU2LHkGu+Bx0zURu9YFPHhbQrNd4+DpMsuNDoGJed3tPp12lYdf8gnPnr2vvnT51y3i/+3/NYL/xh89Agi7ZBZxpeae6w31VplLM4aiHbB5QoGxWGxYvHy4wqPPxTy5tcV7Hmhx83bQqkSQ863uiIGutbLr/lPKYFsJ5ULISK2NEjEvvGzzsUfLhEUHo5xehM7K0VkipXJQW9LgiIwK6Pzn7LVbFR0wEmkG5qBkILd1v6u+D3DZoy2ObXotbbadDgzOibHy6G3rCClDLs0KFpouQmscySp60ivPDxRFuoWe3jiGQeDlSkcYW4xUAjZPeJycDfASjZ+AkwisxGDFOQ+P6SXg/ZK5GniaRM/1l03a7eZCYoAapegkJVESpbvbl6vcrJYgVZqvFN2aQ9KbjNVL/GWCimLsOOQDbwh4/oTPiydT5toWSqRUnBS7u/AOFLy6fZ5JbrUNIsF0A67d0+YD94Xs3Wix3Bzl5DmHhRWLS3OGiZGQ0arkxcMlltsp1VLM+tpF/IVP2Un6jULKNwB8xD0LCOzE4+RlTankc/uegGu228wsuWBS7hpPmV+xWW4Y2p6m3nEJPA2EVEs+aSEDd3eyq8nR3R1bbFsJBTvrXayWWjx1JOTnf2eYV88OYdwCKAspFEoKLJEB1xJZZa0LZiVyAMv+q8obDPpWUHoNtrYSGdhXgVtmr3YX6N3kMwd3t/tHpz2KYumMn9p2REzEl58tMLdQwKoq7EEPx6CCwjcp9JjV/Hiw6OMH2QTbB+9q8+xhn2bs0tGaQpwS5uV0JfuGqG6JXIiUfudQN9EUPVkyS/rzmSoGEpX9Tp0KYiXQiUQrmdOUlDgHeq+YprqgNj2Qqy7AVUKSam7Y6fGbP7PIP/2vmicOjtPybSpONs7ZsTIL8zdKpl25NJOEK8ql3Rzmay9p2h1YahgWGiHlYsBKSzK9AgWrzo17BGVLMzUb8tBTUwO26m8B8N//xJcwonB3OXzs1rnplImKxaX5Mi8c0UQxTK8YbB3wljsDbtxVZLFuEcYCS6WsGXFJ04g1w21sK+lf3G4s6RmjEvwwIU5iFpoRn3tO8F8/M8Th80OkxQJaaSwpe7RD50DOCgz9Ako268T0fBNait4ohEFg9+agKLJ+xG8G8G7C2eXduktLTM63V3vJbSvCtkJmGykHzhZA2+icnugBg9Jg6XoQ4Vln+iAfpaeHdzXxKLK4aUfASM2jsVKkEyuKCqw4+y4qMdkZDQKcDOS9X5SPkB6cVpWa3pSqNHd7WqkgUZJEpSRKEOcgHzSvde0QSnYLbKYHdpWPg9Mqm1147Waff//35vnPnwl48kiN+WaB5VCT+golJYNTvrrR3BiBtmC0lDI96/DI8wZLR4SRYalpGBsLuPPGDra0mVlySGKXkbLi0qyk4xnmGtVb//nfv+HuH3jr/mcmtrzvmwO8oEOkNN+3MBfcOLnQYqhaYJst2DaRIrBYbir8SDMx3GTflnmiOEtStEopF30sq8PJyYQrCwKtr5oTmDclGAyvnLR49aTLslfhlbMlGn4Bp2Th6NwLIbpKRA7sbjODoMc9ZQ5wJfpWz6y5uNupktES1ete6QO723ybRe+cc2t6fLsrCWYRuw9uq+dOjBBEfOlph2ePlpGOxpYim7/dcxAOzmcZ9FGvvqnp4Hi0NEs0k1Th+RZ3XOPxlnta/P6XyoSJQzuRuIkhiMlXrkHXX5rlJ1260vtV3yqSQ6plrnCJHrgTJVEqzSK6lPloie6ot/7roIuzF8mVRsc2YWSze0PAr/54m0PnOqx4kpdP2bx6wsXQB/jgobRkcsHi7MUiC01N2cm6/xMDQQz7lMXhk0MEoWKxJRAiYPs6Dy/SDA95DFdLN07NRt8Xhskz3zSCnz53hWql/MZPfu6Rv31lukEYFjl21mKhEdLqhAhtWGgK4iji9GyI4yRA3Nv3xtKGyLgcPGVzZUaj9CD5zOUrmY02XmplY4JtS+FakjWVzODTjYA9AIurl+Fu106/FawLej0wuao7JqIXxfNuGEutBnc2TuGqyJ33bNp5e5uluw0H8cAZERLxyccqJMZB9aqXgwlmv6+xq2ys4uD5bsTdoUZpKklzuTBLNjUCi/fc3+HPvhxQTyO8xMVLBFZML4pLaZCx6JnOMrnwau+RHJAmxQDIBYnO1IwM3CmJNqg0oyuJMqgkRUqZUxE5AOou9x/8uevqtPH8rGXx1p0Rth1z956Exuta0P2cmJ5bFEBbcGFGcfCUQ5hKVN5WlFW0JUULSpbACx3mGwW0Nly/JWZ+2WF2uYzXbpGEyd/evuvtT7QbVx4pVdevBrhWIVIEOwyt7a1Oi+u325RcmF4osNQoslCHxkrCclNR77h4oSBMDFGaTXtNyGSpNBEIAwSD9CS7vUpk3SJVC0bHM/qhZNoHcjfqcXUEHFj2u3MGe+/7sz2UEn0unjvuVg27yYGtlegrKT05MOu4zxqTTR65+wmmHojejhVy4KzkzLSLURZKSmyZZt9n8LMOEPCrVZTumYG73wDRLfokiSKKLbavi9i3rc3zpwtEysaLBa4EKzHoOLum3esq45yHIxGkrP6VYiCKiwFq1NejszPzu2TgNrklwOQ23auit1A981vPEXq12zN/EGwrpWD1+XvXQDd47Fpr2D7e73rq5iRRrPADTb1tsbhiE4eaxbrgkecN00sJxWLKlnVNFpYb20fa3o4wDB75hghuojp+J+L6zW2oC46et7m0FLJ34zz7r7VZaji4WjI153LyEqw0E8LQZPu4xIYozjYx6jej9qNItxOkz0tND7yIrHcW6OulA/+/LoddFcUlKCGy7nnRB3eWZIpet7jugVuuAvjg8J+s254esHvVyl7kTrB1VtjJuoIiDBGffqzI0lIB4ehMdxcDid/VHpTBLzTYrJuujqqrtOk0m709Oix59wMtDpytECQuHWVTSDIurgdoWwbu7lqR5pp415ibU5Wr+HimQwsGtxXMTolKuytSpnqptLua9qN4zwR31XqRKZT9rp9+ftD9/9FrO+w+8F0nabb1uCRKsu0ioyjr4VxqKE5eSrmyGODaPrMtyV3X1rnjBrgyV+HQGYtnDhqqYyt0vL65sAfw469+DtuSHDrV4MT5KkJoStLm9AWXl05AmPi8ZX8b2x5i3WiFkaomjrMhM16Q4gcJQb4Ba68jfhCoPYMOeVm5H8zoRpHB5tXuSLBVfFasiuKrIrgSA1G8S1ckSq8GuK3zAUBWd+vAvMKpDVavFJ/m75NVp1ZZ587xS/CpR8sE0kZJlVcvV89kubqCeTUIBscvrObhORdPMjuxk2je/QafDz3U4fD5ApGy6EiJnaS5eiSQiRkIAiZrLxMDFzEHublq36LBSJ6koHsSokEn3bESKbL33uT/fr+jqhu8Bv/drr9kUB7uNy4PPBSii27Ri9hRLPJR0BIvgDDs7sAMfhqzYX2bB28LCMMSzc4wvqcpWLB/r8/y4mn+6x8somSyGuBTl2dYv2Gi+OE/+f2t56ZXGBry2LPRMFSyaHQsluuKeqvK5ekapaJk7UjmvktShRdm/XeNVraXebYbrvkGyWbQUSfyb9udrZGkWXk/SvoXe1DS7FEX0ff4dMchy4GI3U0yu1ObtO5u8ppzb3UVuLvle6vbmJxmM0N6LWLdns44PyOUFXLmiqYV2qB0Tk/MVfbYq77v1SqKGQTEVVp43o3TL/xoSpZg93qfw2dCktTBS23cJPNs65yDK5F5fLIErhs9U7pJZj+Si36FM/fD6N5g0+zPVAqJzADfpSZJ2s0vRC8iy3zp7Ube7kjlKJbE+W7Kg9PI+orS6q6gLlXL5hlK2h40WoZmJ8EPsrmVji1ZPyopF0Z48gDUWwmLTUPTS6hVQrauj9k0ErBt6/jWH/rhHy/+4s/9vc7I6JoM4Bcmp5lfXHlDIxr6uTiqc6kuOH4xYf/uNu3IRQjDm2+LkcIlSUTWO6mz8q/na6YXC5y/YqGbWbd0dw/G1U9uF+iDm5LmIn+cddsH+R7zcdKfAd6lNv2WqMGhml2Q0/dIqwFQq9W7GFuKXAvPwJ0BuD8UyBqkJ4PRW+V9nXbIcivlP/9FmSXPRThWRk/k6sS3Pzjnmyzfg1G8S1dSke+8MhjBM0UljjWVouan3tni6wcqLAU2odR4UmLnPZT9kQ95BEcMdESlPRutIc3Bnc0aWa2siDyCm16S3gW7kiIft2xWSZKyu2sF2QMax9n4vSCUBDFEcX94Uy9Y0b2n/Qby7t8nadZ1X28mXJwJubKc4oUZlrQS2BeyXeC0jnnTbW1GRm28CO7c06He0tQbbe64vfJzc9Onn4nCzud6Efzi5MvYtkXQuUzRiVk3ZiFNGc+XhBE4lk/TX2J6ucHCip0PpzdAtoVIEopsObUVttVfgAfL1IM0o/fFTGayCaNsdwPpJVmkMZCI/vrWBUyPe18NcNUfP6YGQK2lROeURPcA3uXcaS+ptHTaA7elu/6L1dHbUhG2HfKJxyyOnSuAtJC5Xq8HFJ7V/YvZk/0t3YQD0by3U8UATYnTrOUsji2u3d7h7fc0+dBDLql28KSNI0Wv6KOkIBLdEcjfGMnFYCTvjkMe2MXBGEgVKJOtCqkRGbi7U8JSSPOEszcpIM1+h8l5fBhlMybbnqDjm3xqcLZKD1LTq4cK9Ve47N+yNGzeEDC6zic1aaa8CLB1ynzDsLhogShQVBYi1jx/pISUHo7yOXzyDMvtmDAK+xRl01qN41jEnuL4KZtqJWLzOh8vtElSQcEOeeaoy58/USAKs9kc5HzYtiQbRzTXbDbUylkC15ur0R070G1xkgPv85691EAQCpabFnGc4kf9B6GXYF4VuVerJ1cDXPYBrgY81Dr3pVj0qIil+mqJNTAcqM+5s+ht6Wxq1Uoj5QuPl1lsOODm6okYSMa+BUVhYNUaJODfVLbrSobdPXGSbFfnoYribfd1+PyzPktth1BpvETm8mSuUIkB+iB7Qyp6wDam3/WT9qJ5d4imQHeVFZW/l/nPMgN/0lulxEDHfRaDu5ughLGg3kqpN2OCKMWk2d+tppiif48HpgFnMyQltbLk2u2aDWuyirJSmeqiVUoYJ3z6cTh+2aVgRcRpjB8Zdq2LKbmwWNc4VYsoyiiZnpo8x/DQ8JbnX3rxHx45cYgotLkyazM9l9DysyXBURZhXOGmzRaunRtl0uxCOhaUi4pqSVIuGBw7n5ak+kWP/lPfn18ie7vvZjeg7aU88rwgCPvjIfoaeBaV5SAlEQPAHuhwyYa7sxrc3Z0NupFbDUTub4jg3XET/ZETWmWVywsXBacvuaQ4CKl7zbl99+Dq+eZ9VaPP0Qa9KP1ILgboiegpGb12s0SD0ezZHLJ9rc/SyQImsbMonmQ0RQ+oOP3G7UGjV064uzZayJsUxEDymUXprnTYU6NUtruGktnfK9mf/2i6A5dE1q8aJSmnLsd4XsYxVylg+b0bvK+9huZc9bItiRSKkxdLTC8UcexMlsysHwbXStk2EbFhLAtQcSro+BKFhTAxUbzImqGb/uGevbcfPH3m7EXdaMUI6U3MLydvPH1xgTfshzVDmpWmjR+JfP8Vke99bgijrMnYD7IboVTWGFBwDAXbYNsZgJQaAHJusOpZPPPeQksnFJyIasnjq6+mnJ1ZQylv+rX0YKS+CuBdYIvs98veKOBBHXzwzLe0VoPgHgB5vl+9lVtDu9Fb5T9rHaFUxJefL3NmsQB2n55YA5q8uCp6Xz0u4pvRlP4IYtGnDIO7m3VttKFm22jIg3d0eOl4EdKs88mTEivJh3wmq6mS6HXBd7WMrmwoc0ef6Ceb3fcyfy/zzyazHEEqSKUhVTlfN4DK/t3uDMiCkzAx1uHxox0ePz7EkKsoO/k8REXeCHJ1NVr0/iyrT3Qts5k/X6kMZ35oaHuZHK2VhW1lESJJsuaZxTasGTHctXeW4XL6Ri2jiYJtLuoojQmSGGRCkgiePaaYbyXsWLfA2+70UDIT2hMj8UOFkoqS49BoFfEDBQxOb80j4EB5N7NbXjWMR2XRsVLyqbcDHjko+Q9/vhbjSaxa1koG3Tl52ZP9DclkT0ERA382AG4JqrtXu+rvT7MK2Lr/mXoj3nSagzzO6ImKKBRDnj+l+NzjJTzfhqJGS4ElVlOTqxPMbzbT72qmsop/XyUZDuriUaypljXf/1qfh57t8OIpG1Oy8BIHW9B70FTv9/e15z64+yAf3HIqSz7zB0xl0TyRGR83EhKVYTmVuSoiDUblj40wmJyy2FbCaDXmp3+giZEeTx4aYnq+SNGVuJrMhpE/DPobCnb5LEnVTf7zGYlkM1bqfoJVSEBCFGfCfZKk2CrirXf6bJpwWGoUsYUAYpQKUSpED5WznQ22TiTcuAMuzTjoCC5ccvjd6ZQoztr/4wQ6oWC0FvDBN3js3JAQhCpPaPrRerCK1d+yLs0jYVbmhgg/injkFcXvfbnKkfOj2LhsqKW9pb4L1i6fHqQhg8mk7Jbpe/89ve0CVTd66/5DqHV/yNAg0K1etM5OlX9e2w6JwoSHnityfLIIloWQKgdVf3mWAxzzm7kIVykqg1G7u0XLQCUzA7nscfGuXBiGmr2bYt50V5tDFwsEsU0iLbxUYSdc9VlEj/6tjuBdznzVZ1Hdhy0lVSIDtwEjs83AjBz4b5TIWXeWayXS5MUiiedbrBkp8Ws/VufoxUv84VdKPHGwxmLbJUotlFLYSuJKk8mcygwMGso79Qf9PBiCWLB9Y8L7Xh8yWsmGeGZ1AkEcF7F0DZNYiETw6nmf6gZBYSim1UrRf/DhrwEWkgVKBbh+V94QoDRBJAgjkY/Zym6Pa9tUClAs1KlVwn7ZNeeStpUpFQJDnKQYk3WIxGnKwTOZaP+1V12+9NIwK/UynaDAcEEwVkwpOdm+lf19ZGRvqmqfa8tVdKUXtWU/4x8Etx4AeXeHMZ0DOwN0OgDsPHrnyaVWEY4dcvSS4JFni3Q8G0oWUnSdgwPL7TerYva8KN1jkId3y5pXNwBcVfAZMGCFkUW5HPKmOwM+/6TPofMOaBs/ldg5F1cpqGRgdokAkZBXDkXWYjUozqm+kpO9z6mLzKJ5d1VJJP3EM38gjTGZ2CAFUSIJIknHt1hqlKiVBLfuanPdVp/FZpNHXrL46qsFvNjixOkiQWgRKkUYKDpxRjctlTWDSwwmfzilELhK0mrbPHugiG1lU4i7I+DCXFrWKqtnoFKWZl7iZHKWIIrRl65MZ8+4SbB1AS/qcOvuBtfviojirOvaDy3CKHuiy8WYWLT4w4dS5lY0tpXp3kmcUrAS7rvNY9/WiCQSfOUZh9OTGm1pWqHmM0+XiUIXoWyk0lQdwcZqZogvu4aiQzY9qteEkFUf9TdJJnvy1QCwley2c3WbHTLen80Hvwrc+Wl1p9DmBn+t4uzUEZYVEZuELz1T4KmjBXA1yKyh2RJ9C+8qa+zgOfjDt+Dgq/cgEr3dyLuKSpLKVUAPfIt7r+3w4N0djl1yiWMLIxSe0FgJvc8kkn4UF6serW+M5IN7ICmVS4Yyi+ZKijyxzPbKTNQA0LsNFWQuRilUNicFiBOBH1qUCgFrhwJ+7MGAv//2Jn4c84WnM/1aaTg5afOVZ1xEJNi5Peb+WwMcDVGsSNNMlZuta558tcrxGZuqmz1gnVgRRIYwiDBp1iR9805Js12gqJfxvRZpatDXb8uiXcdLuTIvmJop8NiLmsOnsk2RGr6k7huCICJKYoRQGDHK0oomjjLrYxCDH0KUxnz06YBaMSZJYX5B43kaJTVKK+yCYKgiKOhsXnVBp/k0qWz7wO5cEseW+dZ3XQP+oBTY7wxZBXJpehSlu6tD79T9TVC7gLYGQN1VTjLFJHtVKsK2Ig5elHzqsTJgg7QQQvW6ilSeQK+qtA5ovH2TrLgKYPQ9KYM8PB3g4EaQJoJU5aMf8na2ONEYo3nP/R5ffc7n5XPZJIEoVXQSkRu+8ocuyaM2/ZL6IPOm60tXqzV5o0DmkbwL7lQKUiWQ+QqjFL1KaHeSVrfnNiveSYJQ0wlsXLuQja22Imwr5gfuDbGsCKUS2r7P331zQJpCpSgYqWjCyMULslEVAkMYJ7z5Zg8h2ihpCCNNy3dpdSw6niYILcaqDpaCpRXJuSmNkRbCGPRzx7KnrVpK2b2hww3bLVJj4QWSJAXPFyzWYXbZpdXJRt5KKdhWNfk0UYMXwEoHZlsWS57DTCe7kI4D5aLBluDm3e2OSnPvR7aFn63zkQ3dlrF841Ir3xWsS1eUAKkGJ5/2k5NvjOBmYAB+H9yrovbAa7extktVlIqxrJgoiXnixQJHzhbAskBmyaUt+l1FYjCCr9od4ergvRpaZuBNrwFiwCOyyl2YSFKVKypJdkOv2e5z7/4sintJFsUDYeOnoJOuHp77VMj5eHLVQ5YXVrp0ZXA1kfl7mUvCUmafRUpBIgUqEbnFttsl33VBZr24YZwPuw90PonAxs7zm3or7tNBnTBazTTrOFJcnnNYqpdYaTl4vsqUOpnp4VJmKkqro5hZFCzWDV6Q2Qi8UBADo1WP26+JWDuSVdX1tTs8pBT4fpKNb4hjZhoxzXbM/Td67NmimVuusr1TZKUpCOPV24oYkw0yPz0V0wpSLJH09ru0uglfd3Jprz+S3jbatu520/S7a7INlwb2cxxo4h3cpqSbjHY19d6mU6q7B81V4B4Yit9TT1SC0gMAzymKrSPOzAj+5KEyQWRB0crpCb3WNDW4S/CgcrLKo/AtKIpZDfRBmtI1KvUVlau5uKbkSH7oTR2+9FSJU1eyhy9JFZ1EZS7DRPTmCSIMIsnkQrEq6eynm6uoSq4AmjS7tqkUSAMyzR4aJQVxDvJYiXwEciYpR3GWt4WhxLdSHEvlzSO59Vitpoe9xua87B9GmtlFi9OTFl4oBur8KquWxoZ6K6EZhMw1IzaNtrn3hoiVdoHplSJaGqYWE66sZL0K+u67f2TNxYsn/+Wx40/le4i7XJmxaLZDnkFTLQlKBc2tuxO2rjcEYVaSzfKLLEJWiwHzj0csnXMYLYrMmSdX90V294Sx8gaEwb3ie901Ay1lWvUpyCCwB223cpVE1wd1N9HUq8BtBv6sG7Xz9zLtc+88uQxNzGceK3HwTCFr9xEaJbLKpc492IPNxYM0hYEo/pceqzh4Xyo0uYpi0jQD9iqQS9JUE/oWN+30eOf9bX7zozZeqiHVRELipVmOIPNSukj6Q/j7TQar6VI3mhtjeomnFFkElwZEanqcPu65OvtSbRQLIiXQOcCDbgCzDJYlc3+P6ilX3ZpEFmT6BbahssdcM+Lhl0cZKmT3rLuLRbY7RFayv2mv4caSZrhUYv2ooeTYrDQVDS8mLSXcdeu9/3LH9n0/oc9NX6xdXmi9+eJcypZxxeZxwfXbTXYRI42UCROjHmvHWlyYTtk4kbJ2JJv3nRnZQ05NxXSSMuBSsLIZ2/bARkc6b/jtAV0Pto9lfFvn3e7dsnoXqKsqc10OuQpUfStnz7vcpSerwN3dzsRcRUm6TsGkB25LR5yelnz868W8uz+L3la3c3+wUDFYqWM1NekmmmLwhx4tuSpq9rhsv5KYdhu3u8A2kjRRJCrn4onmvQ90+OwTRU5MWSBDjJD4iYUm7/Lp6uJJLhkmg/amLg/PY2TubjOYng8lNSBTBjT1vv1Z5LQso4c5nYxkBm5N755moJaZ96eraPU2BlO5bTnbzhF8CoUGgRA8fbqErbMpulGcsHY0ZO1IzJlpi0bksnZIoYRDEGXedilhbMRltLSMMjNvnp0xNb1zLKKYxFw6I3n8uMbSPgU77JnmtaUYupIgUsPTRyzWT8RsXhsR+EHmK1CKxw8O02oUWVc1VApZwuhYYFkyL7QM7hPfta72JUBLk3tEBjZGUn0fCwO35GqfeK9fM98ZohupVb6NiRoEd74kZn+eogb0bqWyU6uYRMV88ZkSJ870ubcQMuvw73XQfJO+y4EKZv9n0QPFVV8hf7+6AXmVJj4wkUrnsmFfH8+oyt4dAW+9u825jzuESTYYKREaTwh0kuvivUTXDHwa07Ournat5Lxc0qOa6YDvu/tw9g11Xe9ROuDezNoBu6/dwJXd7+6sGpM3oGTdVK6V5RjzosStO1N2/MQKTxxqoHJjn+crtk4Itowbnj7i4schI6WIgh2hZAoIHKXQ0maxbnH0rIVbVOhDZ0Nm52MWG4J1o4JG0+HijEWcZJKRrSVFR1K0BeurcPlywlMHU7w446JFW1CyYKIEtYKh4GbTWTMVZHWzwSDQu101Vm/qVFen7kfjbuTrT2LNu2C6XY69ns1+9O6Du1sx66sm3dJ7r6oq8wJPPltcqQTLijg/o/ivn6ngywzcCD3QNd+twPV/96rmhm/V4XA1O+nmMb0yuen5ovsl+0EOns9NURKVKpJUEycWThLzv72jzV88UeTctAYVgdFEqYUnBCrpr3SyS1EG0GoGSu5d3A5G8rRLu1htLUhzlyC5aqR6qpbIKUc/oFndLcR7Qa67kvfvu2NLvFARhJJq2aJaKvKu1wS4doBSCWFkMTlbY2q2wOaR7v6kMY6TUZw4lswuKpabhuGqz55dAeWKj65VBEEIe7d0WD9mODNZY/cGh+L/n7r/DpPkvM674V89las69+S0OQOLnEiQIJjALEoklYODLFuy5fDKlq1Ltl6//qxXoqRPtgJlkqJIiaSYA0AQABFIEEQOu0iLxea8Ozu5c3fl74+nqrtnAVJUpL7i1ZzFDhY7PXPXqfOccwcrVZgbEnQ5O6HV87n9kZBCQ2e2KPoOrXZqHG+aqb+fvv5NDXOyBytz+oC+dM2fVePsYRpFKYk+tYOLh6r4K7ku2a/T3jrt92TI1XD/PeCbqOnhUtd8mn7Mx+7Mc2HJlINaoaMIMRgNDrVH/V8PPVHWMwnXxwd+lzZ8qHpnwoNhjWa2wh9U774YQqhEocbUiMfPv7vFb3/SoBFIB7BEEXixKseGUfZ1XHrYVPqys+FKLr+5EvxCKH0poRQ1DHJ1ojhZx9nP9g/6UMVWM7CrwyAXfQqG3nc7kJHj7Z6g2dVYaxjYZtT3gizmPFq9Dt/ar9NqG+QsFU3TZKegCRxLUC12OH6xRdn1GZsKiJQQbetUTEGPWbugM7+oM16J2TTVoVLwcU2ZbfPkIY3FZZXzSzGnFiwmy4JqDjmvHlrKZKDWtYyySv+wqGcuU1o2uhvmYicYQ5F/cr2fkmliJdXlqfR8KbvKGlclnWRkwO5H4qXgll7aaSqCNqAODIAdogr50tQAzQz4yt0mf/rlPF6sy/ZEURGKwFAYiIqHuCeXjgQHvOdhWL86xJOhVngwKhwGfbayT4jjuL/d7K/wYxkFbmkhv/C+NkfPGHziLtmLg0qEQk8RaEoiiVj9Cj48G39lT97/kgUQy/eZ2ayFkTRZ7fkJQShtHYB+Nk+mmtK1rOXMCttwVR8ixw1RMYb9agxd61vnWWZMu6uzYWKFy3bUOLeo4XshT79sIlQdyxCM5hW2xAlTFZtO1+LIhRJus4gmhIYQKm1f5XwNPL/DvhMKjgV5U8XSDJ49YtLqSqOVqzZCwZX5NQNADw6R2eFwYKEwmE33R4VDxKaBcj3lYuuyspp6hKXHxIlCp2ewuOZI7ksy+HkMayBfccjsf0wrt1hftdd/lF6DazX46oMONS8D99DhUslcAHjFcmfYJkKwHiOX4nu41+63Kukn1rH6YmVoJa6sB3ckiIRsVeJYI4w0CkbEe9/Y4Y7HHFZbKogAEkEQ63QyE9AhdmH21MnalWHeiqIoKPHgxk038jJYOYFWDxbqKi1fepybmky/MFQZKmCknpBGNhbuP60HQwc1jYvsB2oNcYy0/hM/m7QJltZULq6Y7Jrq8dqdXdpezKapBFULscyEguXj6AGdns6J8xZxlBBHCdrhc9BuJeSdgJnEYbWeJ1EUjFigBJIg/4bLwTVjDENq9JK0Qg3W5EnKIGTokTfo/QYz6Yz0NLBjkFbE0vfPMuWhwbE9Gu2Q0wvyYdrxXbyuQ9eX4VUKko9MltdzCR13faUeXsUPjwflgVLNJidOyN0PWTx9wCbOem+RjQaz9mQ930QMTXaGV/OvYBN+1yI+6IOToSo+TKFdPzpMD52JQE0Gs/Ew0tDikOv3+Lzj2g6fvscA1UdyvwW+otFNNT2ir4dU+nyPwZMHoqEbQSSD95N5zwgFcm5MbLXJhwEocHre5OKqiWWoOIa0acvCBowM6GlFV1VFfuwb+A8dxrND+rDOVlXSSZA8d2majaHbOCYUcgkaIJQYL47xFFhrQK3rsX00ZHIsQNs5F7OwlLA8L9g2m2BvTbCtYLDuHhLlSm86ma3S7ppyZTskYFCU9Slf2QMvaxP6qhl9YMVg6NLnr+B6COHR9XyePiL4woMO+w7nUHUd1zC4aqPB7IiGZYKpx+hKApliaGgWnrEX1aGFjqoOGIJZv632D5fS+P3EWcEn786x0DJk3rXQQBGoCoPEhkvm3a/ou4dlWN+7O1nXfw9bSVwqRh4+bCbrVPcyP0d+lPEnY27Ez76jzWMHTE4sCjACiFViRdAjjTqJZCXOfjqD/KPBr2MFEkUyCEm/v5mXjGmoXDkRcvn2DnmniWF47D+i8oUHXZ475bLYdjAUHccWOCq4eoylpTbWGaMz3VP0wwGGFE1ZQPBgiScPtC0voZfItklVwNIUeQNpSt+uzzJk52GYEWeXFNZ6Au3ACZV2S8M1Qlq9LvfuN4gTyQJUFFmxRbpZVFDZNB7wzus9ZsYCAAw9xDZDNDWWJJieQatj4AcqURpN0Z9aqPHAnVUPsA0fy/Sw7B6HT8d84ymD7zxX5sRKjpPzLo7QKVmgFhNWViFnQplM/ZFA3+8wHqrUyYBrMsRBVy9tTYSs3oYR4EUxH/linkeeteUQPp2cKEKOBjN+RzaS7G9TLz1gvkolH8b5K0aF6zaYA5bhIPt9/cp+QKOVcrNsXJgdOMNQ43VX+fyLDzT57x/R8cJ0cB8rRIpOLxZkDuJ9y4ZsZMigVZE/swF1QBYpyREq5jVGiyolu8RYSaPgdtg+1eWmXQ3Or9X49nMm9z6Z5+DJAk3LxNRVXJ2UezRoX7INtYIEdy+AWk/Q8uQ/a6qCYyQ4KTM1n4t4+40+s+OSz27rMtxX10IECXGiEkeCR17K0W5rbJ2ImBgN0MKU673WNMjnDLZPqpyaFzS7aashFJTUCM/QBWE3odHssHmyThC1CWKPT9xncn5ZwzET3nZdm8s22tSaDmGkpu3DQAJm6DJ2z7E8er7HcjPic1+zuf2xPCfOFWl6NjlTZSqfULFjSg5U8wqOJYf5MnIwo1IO81GyiL04nXMPtSIiSnvwMB0HhqgpoUo3Q769T+eOhx08TwdbghtFTiDMIYPPV6fDDlXuIRQPlj2vLjoezJOH6LMJl4B7oKhJLgF5FAtErKImsQR5qsC3nZD3vq7LA490+eYzmkQRAhRBgEKHweNefqEDFb78cSupRExSb5N0TCKflAIhpKj47IJDp6dSzJkUXIexUpfNU12u29bjR17b4a7Ha3z6wQKrLZeVpk3D1HF0WdXttHXRU5pDGCsstGH3ljrvuKGOY8acXdb4zP15Wp5F7JvMjOo4iokWyu2oocTo6UtRFBptwan5CDVOqObClO4cok1XIuoi4vjRmFYQct22kOnqKGGsynjtdE5p6AmOFVIp+BRyDZ480uLP77M5vVBluW6hxJL7sNbs8B8/4EurXDXoW56ZuuRWm2aPjufzwD7Bx+9xefFMjtVGjm5kkzcEsyUZzJozE3JWQsFWyDky9SzjgQ8Od8PTk/gS2VkKbm198nG/9xaSUFVvJdz9qM2Ri6ZcyQtJie1Xb8GQg1TyCoC/wm5uHaD/ql19NgtXYIgTvq5VyfSaQ7yU4YlKFEsNo4hVRKwReBrbxwPe8doOTx8yafjpm1BkvxGi0h3iN/ZXPJm0LXs/MaipMWcS07/5oiih5wuaHRUhpCjdD2XOZ7NtkXN67JztsXXa4+fetsihs4KP3V3g8RcKrLUcGoaJrSnk0ihxQ5WtSSUf8lNvCLn1ChNFiYmTkB+5cYVTSzF/cW+J0xeKfP1xg5F8gmUqGJrW37WYuoxHWWq1uX5nhyRUWa4ZxKqJpigqICg5CkLNUW/D7s1tdM2n1knQ9DRZTAuxrYALKyEfvtfiyYMTxKFJxVbYVoacJROCJ9wy5xdCpse6OJaHZXo4lodpdPECn0cPKPzJHXmePlhguZUDwyCvq0zZCXk9lo8lQ3LDHUvg2gq2lSaf6YN0g/4qfh15ajBq7FNf+6CWlVvTAgluLSBOQj51j8Of3p4jUSSws+qtQn80uM4AVAwtmC45UJK1J8Mg/y7Ve/jjK2fhw23KsJQtGxmm7UkSy49Ckb7fcUQYaahqxC/8UIfj8zp/eodKEIl+v5Rg4KNK7kvWEvW/CgWiJA0bSAhT858wNaiP0gydng/troJQ5FQrigVBKDerXqDR7ZlYlkcl3+PWq3pcvaPGMy83+NAdeZ4+VKDddelqJnlDoWRA3oiZLqusLI+z/1CCa0U4loxHv3pjh72/0ObxQy2+/JDLiSUby9QQqoqrJzhaRLMpUFWdLdMGrZaBH/hUJ1TiSEOrd2Jq3ZBGEFI0dIK4y7mVNofORNy/L0eMg2moaAKCOKHbA0KFaVehnIO8reDaAtcWFHMaE1WQFr4xlulRcNu0gw7f2Qdf+U6erz5WIggdhG6SzwnyWSirkfQTh2WctsAxFRxbxbE0mRmvy/Ofrido+kC4sN7uIRx4m6QgV7P2RA0R6cFS00OOL6jc8R2HdkvqLIdTJbLFTj/O+hUTlO82Ax9igX+PJc/QtPOV/BSGgB5LLnaShjXFyqXVfP1cXMQaQRCRcz1+6JYO9z5qcXw+vTvTpX1Cgo9GjJxjx/2/V4K8T7UVCYFI0NLFjh8k6FpEz5P2HIoiUvOmjEko8FOgW75G15BccNvq8aare7zhyhp3PtbkS9/J8fSBMou9PAoariF9y0+cS2h1dEo5g5xjkXci8m6Oct7jmk1d9m4I6fRCgihBCB/H9NGEx/37NQ6cziEMg4QIy+6Rc+VLK7g6nmfQCzTayxqraznml/MoKFy9QSFvQ7kAlhFydjHi1LyCYyrkHUHOUXFtFddWyDsKxVxMtRhQKfYo5btUi02OnOvxwb90+eYLRWqNHJpt4rqCvJaQ02Os4bRhnUEYa5oTb1tamhcv4/wMY721ceZClSWf6Xp4CbgH1Vv23wGaGuIFCQ88ZfHgczZYArKAK0WgKJmZ5hAdV1GGDpjDbcl6c6MM4X8lk3CoRcmqdx/ow9TZoUnKd2tVoqFePI4jeeD0VN54hc8bQATTJAAAcnxJREFUb+hy7m4NL86+uMGtFSYqnSRlKyaZJ2RGhBjc0PKMo6StnpxhC5F27omactYlDzwIBL4pJMgDmcXpBTqmZ2IZHj9yS5c3XVPnoRfb/OanRzl0uoqu6Nh6jKYG9LyYmqviptjK2SoF16CQc3CtiJPzCmcuqliGoJKPyTkJ28Zjtk0kzC9Ld7J6RyVOLMBBO9uarC+sdu+NEu09ebdLwTSYruiMlBVGyyGlfI/lZkScBCy3DMp5h4mKTjEvyDsKOTvBtSNyTkTe8akWe4xVmsQ0ePJwyG/9ZYWHnq0iTItiUZDTEhnKqidSaa0PAlllorAYJA2bKraVVnIzwTKlL4ZlyBWuqUeYRohphP3cHF0P+1ZrGb8kq9oireTCDHnsGYsP/nmBKE63EUJNQS7QlMFiZ7CSH9iWiQzHYn0fvm6K8v234a9kFybSO3yw+Bms75NUeDCo5NKKLY6E/L1YkKSzcUON+S8/1+TIOZ2Hn1aJjexxkeriFI040egmgigRBBnIGTbrSfoHeQn2aChnJ211EpGmKcsqHoQCP1DxAoHpa5iGhmno9HSDrmfh2j3e85oOZXeR3/pLn4OnqxxZcmj7Cs1eRKEV41qh5EDZspCW8jqTVZV2r8XxhQBiwXLdoOTojJU0RksKlunhOj6VvML1l3Hvhl25uraBLy1umRa/eVlZec/JC+AFsHmmi6J0eOk85OyAfYd0PM/E0Sw2ThlMjSpUCxFjZZ9izsc2AxxLjvy8sMuzJwLueNTgWy+McX6pQL6gkdeRFVtLt116lqpAuu5XUpALTF3FMtW0ioNjJthWgm3GWKYEeB/kRohpBJi6pLnqeoCuDtiB/VQwJUYREUKNOLus8tE7XE5f0MEeqt5pXLWRUWKVZN3Wct2h8lXm3ZdaRQxA/z1W9cPTlKFlD33FvbKegHWJf4qs4ulmM+OrJKlhUKCycSrgF97T5uRJjTM1I/2LYuRAXJWWVULHTwUTYSwIk4Rcst5YIhsfSr57NPQe1HUhWkGUih7CGD8Q+EYkwe5rGLqOaYT0PAO7Z3Ldti5/9MtNHnqxy1ceLfPSyTwLdRNbV3AMcIyYopMwXooo5wW9nsaGKYP33RLiR22eOuSRt2NOnNdYm3fYPpWw2rR5/mSRB19c+k2FhUXt2RMGCTIrPG93mF/zOPSkThKpnFk0KFhFSq7KTFlj8zRsnAyYHGkzWmpy4HTEqVNJf64dJTGPHTC47+kSJ5byuLrBmCsPEVY6iTE1+lzx4SBWCfA0PtsQmIbAMqWhkGMmKXsswjZDbCvCMgJsM8A0AqyUM2NoAbblYWgBqhaiiBiZdpB2mAkEGnzyToevfdsmyVqTLJ6aVN2tDHrvrHr3xbzr+u9hk83vAeVLh+AZuFkPbl5Bnb3ksBkPLUTEEMgT6WsiR4dpTy4k0JOe4Iff0OXlUzq/8zENXw3lJocwvRvT74GqEakmbdMgiNU0IW+ILzPU2qQsob5QOU7UdXK1MAV5YAj8UODran97bfoahqbT9WQKxGihx8++qcOtVy5z7zMNHj9gE8RaXwSzWlN57KjDaEFjeiVmqaaxearAeNXhtqtDCrkuZzdCELZZq0csnzPZNNUj7yREcYzW7Ega61pTEPg2o0UoWSaaEGydgGIOxkoxcxNtTKtDrHR59mTMi6d0Dp4wWFzVCBIFPxXMNtsGGhoby1AwZI9tZgY8mtLnJmiq0ge3VHwo6aREZlXapuy5LTPGMWMJcCvENuRiSa71fUzTxzI8LLOHZXssrUYs1hQ++4BNvS1dka7bFfCGa3zmxmMefV7nz+926GVLEASQtSdKf7EjholV2UpZJN9lg7m+//4+OpJXB/sw+SqjpWb9txjaZoqseifEIu4fMhMxqOBJ+opjBcuM+bl3dHjsWZ3HXjKYHY+59Rqf63YGRDHU2yqfvd/mYs1iYcXBN23qiUGYCOlhuK6XGjxykiSSAI8TkkhNN6zDrYpkCPq6SAcBAkPT+vbUpm7Q7FjYpkM51+PHX9/jndd1iFEIQ/lEWVhTeOFEj5dOCQ6csLnYMHnhpMHcqMpYSaOYsyi4kpPS6cXs3RTg2BFeGEoC2K6NDQwj4cKiYH4RtkzK1sO1Yww9oJjv4oUeD7+kcXEFnjqYIw514lDDMRVmy4LVZsxCQ/50J3MJeUv22KauYGQZOUP8Aq0P9lRg3M+pFBgG/QOlZcbYRla5IywzxLFk5bZSYNtWD8fustoI+MJDGp+4p8DKqsmpRZkAl8QRtz8UMJ4LuP4Kj+cO65w+r5FoQ3M9Rc6JhSJTE/rhTut68Feff79CwQOXTFP+qlZc6fe8fV7Kun58eHQ45JkipMWJGD509n0GpTVytmtPQtg0FfF7v9Lk2SMaN+z1GXcjqrksIgTe89ouizXBJ+9x+foTBZbqeZqmTZhochzZr+ZJ+r/sBoz7TxYZxy1pzUGYTVaSdPqSaQMyEpyWmqHGmIZBvWXj2j6uLTfk9ZbLasNAiIQbtgVcs9UjSjo8+XKHCysqT75o8MxJm5KjYWvgWoKxqoquhsyvhay2UlMh056RtFezS9evcW5VpVqtcWqpxZ1PugjVxFB0Tp6zyNsqZVOlUhWUCyqlnEK1FNLyunziHpOiGafzcPqihywUKsORNNKU6Qt6lrpgCJmwZsgQVtMA24j6/bZtpQA3AmxLjocss0fO6WIaHb70bZWP3lXmwNE8a55Fohjpbj2B2Gel2aXegrff0uU3/3WT3/10ju/sU4nN9aVXVQaU2KwlebUeXAy3J1xCslrHqeavhPhwB7DOH6UP7qHN5iv6b0mjHa7q2dZzOMIx0eGh/Qa/92mXN17rs308RCQa3Z70VYlRmK7GzI2G7NrY4iff0uFjd3X44oMVupFLnBhEiSIt3sjIX0l6EJba0SyaW4YZZECXrYo+tL9Qh56EGd/J1HUsM6Ld1XGdgJzV5QvfVmi3dCoFQSlnUykmVIsh1231yV3R5TW7fVB6GLrHPU8YLK4WmSorWFqIZo7h5AsIIrS9V/0QuZyL9uIBnnzhHo4tGnzzuSIGeUjkBMN2BNdsSQFdVCgXYiqFgFJe6ue++riCphpUcgkFV5LPLVOKiEV65M5+UJCRdwZ02yyAVYI7wTLitHpHWGnfbZkBtunLl9Uj77Y5edHnMw9YfP7+CieW8yiGielo8qmhQJhAJ9AIuzG3XtvgX3ygzZapkPkVhQPHDZbbqaI2reRqNh7MtpZiuIpL0CvrGHDrD5av4FO/arX+/vqXV6SixQmJohApCkpq35D0t5kJIs4OpGn1zqbxCqzWVT59j8N9j7icOGGyd1vArVcptLsuPc8kTgSKksiNs+Fz054ecxN1dm/o8ZkHKrx8vkSYWISJIEriQbZPkgwOuTFEcSwXQinIo0gQ6kImM6dmqgqD96Qgjz+GlmCbcixYCgWW4VMo1Pj2CxF53aTkCMp5lXJeo1rQKRVcSvmIgiuf6D95a4SiRLS7cGHR58brr2Xj5ivpdVto1UKC48BUJeamnR1WmjFrDRvXUhBC4FqSljhSjCjmZAUVostiPeCl8yF3Pu5wcTHHTElhtKRSyMkvVAJcUh/DGIJAPqqkWnsgW+uDW08wjRjLiOVHM0oBHvZbEtvyyNldcm6bI+dD/utHC9z5WBVh5bBdnVxK6rE0yXOIE1jtKhS2hvzCD3XYUFBJugo/+pYeJ861+a0/N0k00jU1qDBUuS8B+ZDIWMlU5cNVOwP59+zDk+/1yVdaK6fVUqQVPEoSlHVtyjA/ZTArH2wnQTFjPvI5ly/dlyeyDI7Vbf7kqzCW71GwcjTaNgCqGqfsTpOeZzCa7/JffrLDZZsX+I2Phhw4U2bVcYjSSHDZtmRBVvF6UlgMkZECPU6INCG9WtKfSRAk+GFMHMlUNkMTWKZCztbwfCkGfdf1MVduXeXOJ0wWV02OLBioFzUcQ1BwVKoFQcE1cCwTVU3IOSEr7ZCz8wpzO00mQ5OO76MJDTRDwYsTFmuQdyNWOgFzkyYbxjxcx0PXeiy3IhTd46mjCi+d0nn+qEOnazOeF+wYU6iWVIp5jaIrcG1wrDidccd4oWBhVaXZkl53anrQNNMIP8tIlRtGjGlG/TGgrNx+Wr098k6HROnwyMsxf/zFMnc+PoqWc8jpKkUjJqcnOOlc3dASVCHYPBHx/jf7vP4Kl07XRtc9DLPLZRt9CnZEPZ1e9NVBIunPfsUw0JXBYfNVTe6/Z//x3cH9Xf/oJRVcybaYSkKsyLGciGXiWRwnchaeiHX9uhAJjY7CiydNuokJugOqybf25zHVLj/+ehvbNFBFhGnEmEYo28BQiij8QOedN7SIwhX+z5dCHj9eodbNpf4sgijJTDeTFOj0K3kUK8RG9jmINLn9TOKEZidkaS2Uh1BN7kAsU+DaKq2OSrtr0ejoTFZd/q8fbtEJmuw7qnHwtMKLx00aocbZkyqq0MlbgrnRiB2bOnR7NmOlCF0LCKJYTlGOXXQolwoLRy849wdMvMX3lpmuhIyUe1hOk30nFerNmAf2OdiGTa+jEUUmmypQzkHOFuRdlYKrkHeh4EbknZCcE1AteASxz8EzBheWC5iaLlUaqgS3ZaTgTiu3lbYklhGuq9yWIcEd0+EjX9P5yNdGOVMvYeZsCoYiwW3EOAbYulT12+k3bHpMp2iOcWGxTSHXIe/IZOZr93hcvsPnkRdd0KWcq997ZzPwofyb4fydV/BQBg3BulKcXALvVwd18iroHu7FJUCEkrpHKQJFxIh0eyiEghoPDplZn04Cmp7w4gGdZ160CYWFptuUTcGoLWjXDZ4/YjAzJnDtCMcOsU0V31QJIzXVv8rJyFuubXPljjU+cqfHh28fo9HLE6ITJApRLA+gUZIQJQmps3Ga05SQxHKdj6IiRIKuK0yP+Sy0uhydN4gCjZF8TMGKcO2IeltQa2ms1FXml3LkXYdSPuKyGY/d0z1uuzrEtpt8c79gpanx0jGdxZZOcdVGVxQ2z1bYMavcv3GjtuA1QXvd1Zu5/97Pnd4xYf5xd6XylhPHl5gtdLn7yZCuZ3L4tINr6FRzgqKrUplUpGTNUrANsCxwzBjXDsk7IZWiRynXxTLbHDoXce8+g+eO6phRwPYZyQLTNSWdkiTYaTtiGalK2siAHaS02h6FfIcw6vLHX7L4vc+N0vSK2K5JyYSiHuMa6azcIN16Sg5LMadTcFVaPUG9lWVepu2O45O3ZcKBnKAMorFVZcj7ZMhBdthhq7/0uHT23VekD/+WXNysq9yXlm5lsFiRw4pB8pmSVkZJngYlklGvQkmV9v2EYbHuIKoo0Ooq9Lo6CANLFZSMmKqTkDMV6i1p7VEKlHTqkQm7s8TlQcrERLnFr/1EG11c5A++GNFpFggdkyjty6Vhf5JGgyfpSBOSJAZFDhoMXeCYsGNjws6tbZ47UeO+ZxxeOuPiaBpVB6r5iLwdyS2mKSu7ZajYlkvBdakUY0q5iLdc4eHYHQ7v8un4XQ4ccxjLJeRKG3jhmPjjZw8/cvpH3vsBmdGTs9rYdohr9YgJOXjSpl5XURWDm3YoVAsK5QJUizGjpQDXDrDMCEWRSVqmEVEpSMZgve1xcjnmOy8a3PNUiaUVh1FbY/tkKnNTlb5a3zZjnP4hMqvcKQANeZi0rTbzawGfuMfhQ18ZoxkVcPM6ZT2hYCa4hkyWcEywDYFjKbiWwHU08q7AsSUpK/P4i2JZlUgjC7MyrCmknoODSEAtTXAYWEUo68zuL81cX9dDrx8Zv2ovorxKq6Mor/xvxfH6v0TCezDhVFOefAbGOB6MCoWQuZko0qNGT2/QMEro9EKabYFQhNxIplmVspcX6/gvUaJQcFT+w/s7GGKRT3wj4HStyGpiE8SCME4IEzm67FfwNGFNUWQMuGnIcWirbbFtLs/uW9a4de8a9zzT4OEXHc4v25w9Y2LpGuVcgqUnBIG0dTN1Qc4SjBYURooq5UKOSiHHSCmkbHXZtSFmYdVjtRHSTXziWI4bNYCde7bhOhatbsjq0lnOr0RowmBuVGPDRMhIuUsx12Gh5vHwQRXLFigioex6vOfGJo12whcfNglRePpwjuNnbRptCz3R2FBMmChDMScPnoPtZIxjRTiWXNzYxqDftgwPx+pRzLe57+mYP/hsiUePVugmefK2RsmIKRjJKyq3bSo4lsCxNRxLxbEULCNK7b+SgaggQ5xUdKAoSh/I/deQ53gmlM2quaze69mC6+bWvPLA+N1671e3mxgIblLmSDr+G+5oRN9tSmbdCNSs+qYGQRnPfOgdpzZoEuCeH9PthWianroAiCF++uC9xNk/x5Jk92/e3+GGqxb435/1uPfJEequQ5CoBLFCFMWEcZqpEyf9k4cQEbqm0PUU1loqJy/k6PY0xipt/smbOvzIa1scOd9g32GdEJW7n3RZWlN5240+eUdKB4uOzxMHbA6cd6nYgtGCyty4yoZJQcsPWKq5bN0xy8zGbfh+dwDwUnUM2PHAkwee+eD8Wv4/q0mbDeMJl22p0Qm7nK93+aOv5/F7LitrKjlHwzZVYqXL7Y8ltHsmJy645HQVFYGlKswVoOjEFByFQk6jmNMkA9GOce0ofckxj5O1JKaf8se7uE6HB/YLfuNjI+w/XkZYDkVLPmJzRoyb2S6bGbgFtiGwLRU7Bbdtyh7fyGJVslx1EhI1QVFFqtwZhLlmMRr9j9miKvNJvKRqZ3pCkdDnjiTpWC9jqPbn2sPoXjdXXx/SNUihy5iE9LWS2VIlW+0riuiTobKWIvMUTxJB3E/VTfqMwTCiv4Dp+TFaL0IoWvreRPq2tFcumdIxZM4RvOGyNiM/v0YcRty/r0I7yuEbBl4sKMRp1mmSVnIAJU7Jbwqq0CDRCUKFRlunkHMp5jyu2uhz9WYPy/J4741LeH5AEIwShgVcO6SYg6u2BvT8JW5/RKPVsXjxtEkiNMp52DWnM+IsfXDHtZc/MH/k1ADgirKTX/n13+oIIU41egbLjTZLPY/llseTh2xstYCuqFRdwZbtKtWiwtx4hJ+E/NbnCojEYWMBcmaCbSp9EpVtpZRHR6PgCoq5hIIbU3AjXFu2Otls2zI9HNvDtbss1D0+dIfJ575Z4cCZMsK1KBoKJUNSbJ0U3I6R0WsH7EPLVLH6q/5YCpT1gdI+EyUfPKRy8LQBuoqqSEtkPavcaWhV5oKb2c9lPXjWavcV72TtTr+HkKp1Bp/vW84xXKmToQXSEC1gyK4uy5HPrHqEkqClB7jsCSCXJrKCh6mPeBSreJ7Gzg0+O7d5XHwxkuPaWCGME4KU3+358cDKTog0BlykN7G6vv/qnw3kAXfXbIff/aUmn/uWz2fuLXNmrcCqaeNFAj9S0t48O3CCQjQoCpH0vuz0VBptnaU1E1OPsa0I1/aZHWmjqGv85qdsEs9ibkyhUixQLkSUciE//UYfw+jy1KGISi4kZ0YIbZTQq596+su/0fnhn/j/DAAO8M9/6jZsy+Lbjz7MXQ+s0qpZWInD63aCZaq4luR7l/Ih1VKHRLT4P3doVKw8s1Wo5gW2JWVlJNIWwDQEjqWScxUKTtyfsOSdANfxcS0JasfqYRo9vLjH4y/BJ+8t8Jn7q0RqDt0xKOpQNGKp4OhPSsDqV+70MGJKnrBtZOCWjgBGZnDfV/YEHD+jcu6ChcirmKpUfeupTlAfqtyGitzEpVSDzFA+iiFJI8uj1GpLTU1RhDLoDpLv0qcMr/v7h9kshS69iaJYChKiSEqyQD5BsoNc0m9xEoRQUdU4nYDIl+frTE/CtjmPh58P8GJriO2X4IWgBwmaL6V+8uvIhMliXT+17kyQgTwWbJ7o8n//XJftM4v8+b09DhwtsNZx6eomnVBQCmXUSBTHaUx7lG46Eyl18wUtQ0GoUh2kiQTHthkp2UyPa9xyVZMP365w9ILJSF6jlBMUXQPXMrHMHJVCTMnx6fQ6lEd2s2vvLfh+D7gE4DOTBRzbYbxisHMGRiuJVOQ4EVMjctKhCJ+XToc89Jjg7KLF6rLLnlmVqRGdkZKgmJf2yit12cvZluSL550oVWdIGZJr+xRyPfJ2B8Po0gt8XjiZ8Bf3ONz9ZIGLa3kS08LSNUopzdZNQT0Mbsk6VDBNFctQ+wxE00zSrWicWl4M5c6rITEhS02HRDXQhIopEgyREcKSgX+5Rt88MgO5IiRy/TBdSccJYUrMi2NIMr+WNC8nyVqUS/rvYV2pGLJ21lXp+aKQpLxqBT+1JE4YWDjE2qC/zULANFUlUmMiVaQg1yDQGc2HqIqPF8V0IxU/RoaLhQl+IINxPTUdgYrUh0Rk4mT1konPQCeaUQZsU+XH39Tjzdes8o2nm/zZ3UWOnctR67q0fZNOoOBHgiCSuU1hCvAgjKXMzZJ4WW2EeD6UcgojZYN6a4TZ0Sb/7n0tziw32X/E5LmTNioalqEwWU0oOgmWruJYBleNuqjmKErS6X+1fYCHkUWCfdyLyyfcvLO51l7luRdzTBR1Xn/1AvNrEeeWTL75TBE90Zkua1y5WWV6TDA7HjE92qTl+Rw4adHzC1TyCoVcQsGVK9W865N3fIq5HuVCGyE6HLsQcOC44OmjOe58PM/8kgOmgebo2KpCQUsPkloio05ScJtm1pYoEtj6ANxWOl83ddmemH1xhOSLG7rPsfPw8W8UwDAwRCZ+ldXbSJdQhkZK4RV9Oq+eeuopioIXxDTbAe2uHI2JtL2Rvh5Kmn6RGskn2agwFfcqQxOQ/qE2SQXeUqkkRJJqHQ2W1hR6QWZ8I782OYKTVVYZchaQ7r0qeigTkj3f4Ofe1uErj3Q4eD5HJ1LphQpWqGAE0mlMCzI/yChtkdR0QiRSurHg0mvgaS71oEGoU3A8fvY2j7dcs8pdT7R4+qjFC8dyHDlboN4zGXVVKmEsueKhTPALo4Qk0SkXQDdaHJ5P6J41mKroLK6qLK4W2Tjl8vrdLW65vM23nq1xellwcdXm9XsMxsoB+4+CreeZrLon8q51XBdh/+vsN1kf/J3fZ8PlbzrhJ87owmLt9Yrf4aotClNjPb74kMZdj5RoNwtsHjXYs8Fg+waNy7bE7NzYplhY5eD5Dvc8pXD8jEHO0pkYUagWQyrFgHKhR7XYZXKkievUObfS4TPf1viDr5T5xN1jPHWkSi+UcjZL18hrUNAT2ZIMVW5ruOfOQJ5Wb8tUUi1ngm2lFFsrwraC9CXHjqbZ4cN3mNz7VAUMm5wudaG2MZDNmbqS0gdEKsBIZ7GmimML8q6gUgQ/7vHCGfnIz/xDMiOirPVQ1cwBTAwZkWZ2ZqSOBdK9IKMoOFZIzvEp5jq8eErl9AWB50tfwEzl09d8Zq1OFq89ZGOXnTuqBZ9mN+KR5x1CxUAXop/S3F9iDf13SMGdMdxfIdzoc12yai6IE5UwVPF8A9c0uG5nwm3XeVy1tU3FbbNYizmzptLsaiRZEG16+NVUhdGy4LJtPptnm7RDjxPzCfMrUG8qNDsqqzUb38+xc9bgtmt8pqoeD+4zOX3BwdYVrtpT5Yo90x/qNo5+bNOW615ZwQEiNFCse3I27272kiuOXvAJEwWdIu++XqOYUyjmFMYrMRunGvSCFvtPhjx9ROfIiRJFy2T7tM7suMJIKWS83KNS7FIptCnkmrx8xueB/Qb3PD3G/uMF1MSkkJd9rpJWBaFI1ypTA0tL+hXZ0sE0htoSXSrtzT7YGRC19FS7qaeyNi3E0EIcy+fgyYQvP5gnVExMVcVJzWgMNRViZH54fSGG/HssU2BbCq4ln0qT1R7X7Fnm0KLFgaNlJvJyoDcIx0qINSWdIqyfogzGe0nfdjjTl1pGiGv7jJTaPHeiw+e+Y1BWFcbLCnlH628XszGMoohBPpFQ0VT56Jd8bBk9aFsG77u1y5e/0+KFUw5t3cAJFYxQQQsGc3+5tY2HtrXqkLBDrG9Vhjg3GY03UFUUJaHZlneErkbsnPXZPdflthuWufvpBt/cV+TlUyVWOxpjOfCCGJIA0wDLzLN9TuWKd9U5cLrOviMaB467nHnRZtO4YGxRUHBtynmLmfEuezYFRHGLIDToBfrz5aJxT6sdr3vSrAP4v/yxN/KR//Mbj1UcZZ8eqVesNeQE5OqtITk7QFNVRksBQm3y+KGAb+43ObdQQEtMto2pzE1ozIwJZsd9Nky2qRQa6Hqbi2sen7hP584nRjhyoYASWky6ULQSTE06aAUReKEUKAiFvjWzmaqATF3B0gVGH+SD6jpY+8cpp2Kg18zURobuYxo9Dp9XubDooOgGjqZgpaFYejY5ySprKsQwdYFpCmwzBbcTU86HlAse0xM+u2Y9Hn6+gG2q/WBTPUrBHSf9+XVyCS76lnP9aitTDkwjxLE8SvkmRy8kHL+gsqUsl1kyZikBtHQ8qPQ9A1VVyBYlBXYQagRhRBBo9DyDqRGP3bMdnj/aoxvqdFQFK1AGTlPBAOB9xmS6IBool8TQDZpOgbIJSyJT3eJYwQs0wlAFJcGoR7iOz+7ZDjtmOvzQaxa5+4kGX328yPmVHCsdg5W2Qi+U3JR6y2XjpMWu6RZ7NjQ4c9Uq39pv8NSBAsfnTUYL0vwgb+tMjWg4VkA3MDm/EO77wz974rFf/7X//t0BDmC70/JN0aZcWOL2p2xaz0dcuUHnnTd1CJUatz+icf+TJUzFYFNVY25MZWJEMDUas3GySblQY6He5YnjMfc9ZXNysciJCzmU2KDqKlSdmLwJjinZhIoCjQ4sN+SsV0vFNtKtNGsZZBqblbUNhpq2Dlm2pjxY9it3BvIU4Jbp4YcBn3+wSkc46JqGoybpBCUD9rBftTT/N9InhmWCYyU4doxjyRtHF/DOGzt86bEu9V6BvJ5gRJKPEQ1zMtZrvwbc8ayNyYyLtBhDlxV8sRZw7xM5/EjDixQ6nrwRNTXu98qqUFODSlADKSgIwmSoemsYmoYfGBiawQfe0OUrj3TwAouWamKripyipHP/ARUhkRpWRSrn++aXityiyn2CQAg1vUGFtJEQEWGksta0qbd0FGTRcayARtOkmLfZOtHhl9/b5Z03LnNmcZW7n3I5ds7l5YsOSw1Ya8as1DUuLBfZMOEwO97in7+tyfTIKnc8mqcVOLzzmojLt6xSb8MdDxeZmXTYs3OuP836ngB/y5vfjKaq/h131llZrrF1tM1Jv8SOGTh+0ecz38zRbrlsLOvMjmlMjggmRxJmxztMVOvM19t85m6DZw5WqLcMGl0NPxQUDajYCUU7omCDawtytsC1pHIeJeCOfQHdnkbJSvqMw34amzHQbmbqHymQkGacRjo1kaCO08otvQdNw0fXenzxIZPHX8oTCZO8+srqneUDZeDuS+lSWwvTyBT90ntF1WKmxwNs3afZTPCjdLSXMuj6LrGXfI+HZ9+KWG/ar6rya290Yy4savgR+JEUg3tBghFkuUNCplgE0mo4yIKgQmndEGiqBHmooQcaoWFw454277+lzl8+aNMNNVqqwFQV9CDtx9WsJ48vMRrNDp2ZcGWwXNKE5P0rClhGQBh12XfQIU40SZuwY/KORsfV6Pk6nZ5B3rWYq4ZMlmD3rEK93eLJwy1ufzTH/lMuU2sJy7WI5ZrGheUyc+Mub76iwXU7G/zl/XDodJ5NE2VOL7QZLcLOraNcde1b/SiK/mqAT4xVQS3+aqhv2HX43PwtO6fbXLujx+nlgIeftBCBzVWbNGbGVaZGEqbHuoxVGszX2vz5t1Tue2oUE52Ko7JpRmGllTC/JjnaJSeRm01XkHc0CjmVcl4wVo7YuamJXa7zv78wRdGU3zxdTXM0dWVw4Ev7bjNLRTYSTDNtT/QobVOiPhBNXY4k9x1O+P1PlVhpu5i22ueN96u3ur5694OydDkuNFJKbxaJp6oxgkRmTyYRUZKk7LpLwD30Wj9sG56FJ/2kCk3Esg+WjvWEiUIQpaPCdPtoaAmBFhMEsu/1Q9DDgQ4y0AZVXL50er5BIe/zH3+myfHzDo+/bNHWTOxQ6cc99lPrRLb1jYdcAgYgFyk5TRUJuqYSxRGQkLN7fOyehG8+GbNr2mOkpEkKdU7Q9aSVRJCSuEwj4MKyzWrdppQPeO3ODq+/rMU9z3T49vMu+067TK1GTK2oXFzRmB2vsG3W5odf2+LhF+p84SGHyXKR1+xNuPa6sYdy5alfDbqdvxrgilbixMtfb77lOuvIkcPJzc+fFur8WsSp+TybqhqjWzRmxhKmR7sUC026YYuP36/zzKES3bbNxopgoqwyVlHZNBUTKkt84hsOaqhTcBTKOckbL+XlenWkFDI12mWi2iCOAlDkkmiQpcmgYqfjQNmqpODWB7xzs3+wzPpuyUiMIo8vf8fkyKKLoslHs63Gg+VOv3JnQB9SG2n0/RkHMSvSZ1yIGOkKT7rwUfobzr7cbJhZmA6uh4lVA/tnWc0VEace3vI/EicJQawQROnsOkrSNiROFzZK2ncr+CFooTIE9rSChxFGIK0/toz6/MgtDZ48mqfr67SEiiFi2aKokiasKAqCWJK6UqAPDppKn/uS5cMHoaQHoICqRZytJ7hGRBjGeEFCEGiEoSBOdABMPaIXdPjitxVCz2XTpM141WKimued1zR5/WUtnjzS5vaH8xw4Z3JhNeLiisb5JZuxsskNO3qMlxMqbptu5ERPHZk4wpEHmz/9vjf+1QAH+YOuNVq/tGuTdV0UJFeWcwZbro2o5EPGKx6O0+LiWpe7nla464ky+BbTZZWpScFYRWNqBGYnPCZG1vjcwwGtjspsEUo5QamgUSloVIowUgwYrXjMTdS4WGvxiXvHcA2BqcWD3jubmhjysCfHhEgTICNO+eSDLBfTCDH6h0ufnNPjuRMJD+7L0YscLEsll6l+tPXVW9MueWVBSfoA3Fmeo3R3SgHOJav7IXCv92h75TXw5x4Y6g90azGkAA9jZQDuKCEM5bIkDOWiKQhBC0nblKFePFAJVA1fkw5mtmnwpms8rvlmg6ePmrR0GyuU77+fXiEGmZhyDj6kVkrJaUIoaEKgazLo1Q9UOj2Dn3trk68/2eTkchlBTBQH6eZSl9RfRcM2DCZHBRtmmnzpWxaLNZOZEZWpEYMLS1Wmx/K88bIWr9vT5K6nOjx9yOa50xbH5zXGygqVvEo5D0rsEHmjL46YrV8yzMKrfn9fFeCz297Fg9/8dLRpw45kcekpjp3rcui8zWt3BzhOjfueg8dfzNNousyWBJNVwUhJZbwqmBv3mRxp0vRafPQeePZokVFXMFIQlPI6laJGtZQwUgwZLfWYGW/Q9ut85Os27W6eSVeab1pD2fWWoWKaarqSlzwU2YokQ4dJ+coquKlLj5Qg8fnKdyxeOis1m66GXOxkFr5p9e7neaqiL4geRG9kFTzpp7OpIkYRsfQLEpcwCFnPLMxugPX9yTCDMKvzycCEPlFIogSSmKBvgKmkoM4qubRiCKKEIJKVO0sbDtZVcRU90NBUnW7PYsdMwPte3+CFEy6ep9MSuhwZiiRdZCX9JAj5f0Ojt0ROU6RBp5zeGJpKt6fR6lqMFB3+zXuW+b0vGJxYyREnEXEcEscJoCMUga4aGEaBN+wNKeSW+eK3ijxz3GJqRQ4sFtcMzi9WmBrN857rWrz+sg6PHuzx1EGLSsnhxt0eYexxcj7Pns3bElXtRj/1oz/0/QMcYHrjW/D97uedl05uN5Uld+u0yumlHp96wCEM8syN6OydUagUBJWSwvRIwPRYjZbX5tHDEd/ab3L0dJ7xnMrsqEK1qDNSkuAeLQeMlnrMjTdo9mp88LMGX3tinLG8StmJca1UUGEOCFSOqWBbkmNiZ+JkMxq0Jv2eW44EDV2KJZ48DN94Ik8Q29i6wNGGcmQu6b3X5XlqgxCtDOTrCFtqhELM/LKg7akow8u+S6Rqrzhk0h8hv8pvSomabcB4NeLl5QgvlmNUCXIkHTUiXXnHhKFCGKoEGgPTnXD9RCUbHfZ8HccyeNuNHl9/rMEjBy3auoopUr6NGHKwYvB0SojXqZSUfiUXaKqKrukYuoWp5fmRm1cxjAv85l9OcXwpBXkSpn9WB1TixGXjpMIbL68zWa7zzWc7HDjuMH/EZqaiMlVVOb+kUSmWmR7Jc9uVLd58VZ2Hno05fLrE7JjD9PhI+51vuvHzlmV91yfkdwX49i3jyYF9X/3D667c9ksvn7zozrd9jp3SmCnnuW6nYLwaI4TANgPmxtsgmtzzTMIzRwxOnC1gCZO9MwrVoqCQkySZajFhpBQwVu4yN1Gn0avxu1+w+foTo1Rdg/FcTNEG15a8bkl7VXFsJbVTjtfNu7P8cwnscDA5Sat3jM+3n3E4eDaPYhnYGlipilt/leqd2Vho/W3jIFhWU7NQ2aSfJhFGMd96wmBpRUNzvovRfb98v8Lu5xX/WvbHw1BhrJrwxpt6PH1MsgDDlAUYxRmwFaKIVL2etSsS3Jo6XMmH5+IxQRDR7lpsnQ54w7UdnjrUwfd1WsLEEAJNifsU3uz27NNeh5iB8guWKcSqEKhCS2NsXIRIeOd1a0TRPB/87DjHl/PpnwslkzDW8HyVVsdlpGSyYaLNL7ytyZH5OvuOtLj3ySKnl0w2jMonuCJUJiolrt9tcsWWJofOrBLFKpXqzSt3P3j4D3/mx97xXZvA7wpwAKtwGQWtxs5Nj3DoJNy402TnpjYrzYReGLNlCjZMtjl41ueBZy2+8WiRkm2wY1xlekSlUpS2ypoqZ8gjxYDRcpeNU2u0vBq/8/k8dz85ylheZywv0xz6dsyWFC24tsCxZQiWbQ20m8MJbcZQ5o+uSzs3ITy+9pjGJ+8rEiY2ji5w1QRTXV+9NUG/aqtDYbUDocMgtS3L21TTFiUhZqWuEwfyMCb42119N6tYQddhtBiiEsoKHmesQlK1OgNgZ724phCE8nAeRDI3PgO5H6joqoqvafR8A8sy+Jm3djl0qs4dj5v0Qo22EOhCQQ2TPmsyTtK/J4YoyqRppGv2bLoy2HJmW80wUnnHtTWSZJHf/suYE0uF9BYOiZOETi9mcU3hwpLK+cUiM2Muc+MtLntLg0p+jW/ut9h3Os+mMcHGaZ+GH/Klh3R2bShRqXRYbhm89cqtlAql7/k9/Z4AV4wZL2w1/tWmmY1frK0dd9c6PZ47kjC/YlDO6ezZtMxjhzw+fHuV2LfYOaExO6YyOaIyNxEzWm5TawlaHZu8E1Et9ZgZr9EO6nzwi0Xue3qUqbxgrBBJYFvSU8WxRGqfK1L32hjXjlNPQglovR82laDrafygFqGrEZbhs1SP+Mw9eY6fy6MWdFyRRmdcMvfODpfD8XWDvMehaPCMyqom/TGeIiI0TQEhK1k/Kvv7sD95Jbr7HbjkasSCMEggjoiIU0+SDGhpFY+H2pRY9Ct7mB42dU0QhtnURfbiWqChqRqdjsmWaY+ffluTpw65nFmz6KgGViQPj4oi/Q7DCHwV9HT8mP29GV1Xfu0yRCFOpG2bHwo8X8P3dd58ZZ3AX+X3vpBweqUota9qTJIktLyIWkthpKCxuKoxv1JkbsLhdbub3LCzyYfuDDlzvszeOY1iHhbWQiyjx/KKxtjEtrZliH81NTPh/c0BnizHc3Obnu76b2mcuO+Mu30moeWrbBg3ec3lDZ4/E/OZe8ewEosN0yrToxrTY7BlpoMXNXjkUMzRkwWu3gITlZCJahM/rvHBzxd54MlRNpUVxooJeVt6gUvrNpEKJSS4c05M3olwnVDK24wAXYv7ihdFSfo9sYwuCVBVn8deVLn36QI4JqYqsF+l9x6odWT/mZGhVDXjZg+BXMQpiUneWEJExCImST2U1/ukfD+XrJBD+O6PG+UkRqAkMQoRcRLjx6K/Ic1AHkUQR9mv41QsLCcuko6qEGgCLUz6VVzTNPRQww8NWi2LN1/b4qbLW5z/tksQ6XixwIykHzoJBAokgXxvhgp2IA+3UaSwnvUhDTv9QKPrCVodlVZXY6yn85ZraiTU+L3PCy7UchRs2DCp8qadXV4+3+bplx0uHnbYUldZrevMjFfYNGnzi++o8akHmtz7VJGbdhkII2S5prN3i8+bbru5URrZ8HSjthJ/r+/y9wR4sTxGpWAsT1Vffv8/e//Obz/4yH49Z+Zw7RZfebjLqYtF5ko20yOCsYrKzFjIlpkGLb/O//mqyakzRa7YJM0RR0o9vKjBH305z4NPj7KlqjBZVigXNFxbRVelvYCqKtiGQs5KyDsxBTek4Ep2XcHt4VgyuzyOBT3fIAxF6t0dpwbtIVEScmrBxgstVFvHySYn/f477b3XHSzFwDcxladdWrmHD5iaiHjxuMo9T9kohkhV7snwWXHIWvmVx8o+oBmyiOjzrAWep3LbjR6fuN9j37FskpIp11P/kYiBuU4WsR1DGEKoKak0Ld10hvIwGAbxYGzoG+Qcjc3jPqbw6MQ2XmxI4XAi/1t+pNAK5YzfFFK1VUp58EkS99+e1HqqeD7UUNBVlbyj0u6peIHKm64URPEa//urKgsNh6l2Qqeb54duDNm9qc4ffzlm33GHejum0dZYrjlMj+p84HUNzi6vcPBEASexIGlRj68Pjp2P33/zTGnZsuzvWUa+J8CrRZOzZ08yMrbj/Jn5+ES9e2rHqFFn/zGFVrPMa3aqjJQSXDthstqlkKvz9LE29z6TY2G+wJWbNHZuVNk80wW1xu98weY7+0fYPqYwXRWMVXRGSiqVYowqQk5f1ICU92En5F3pplXM96gUOmhai27Q49hZwWhRI2+phJGOSvaNlsFTRy7AR+8qgmlhadJ038zak3QVPxgLDlfuQbhtv/fOVuliIHdTRYxQI2oNmF8wwBaD5Uzfym2A8Evh/YoTUTI8WpQgD0PB5Ki0yCMJCRKjD/I+qLNq3v/nuG9fHIYKoQqhqhCoAj9IUFWBHgrUUEMLInRNWhj/83d2uOexLs+dzxElBqCk+lTwiBktthktdTl33mLFc2j7GmORbDMUJUYTSpqBKtukM4s+uqJQLqg0Oyqe7xBECm+/NsE0VviT2wUn521ytgpU2b3Z4N++b41v7Ovy0pES9XbMSgNOX1QYKZa4aqeBtqPH4ZMRl220ufE1e06MTOw8f+78OWZnZv/mAM8ePV/8+mOn87niv9i5c8d3Th1/hLlqnk2Xxehmh8OnA3bM5KiWG9z9VI+/+EaVqYLFlZtVNk9r7N7sYxhr/OHtCg89W2XXuGBuVDA5ajA5orBxssfUWI1j50MWV0eoFi0MXU5M8o4E93ilCUqDD9+pcv9zI7S7Dlsn4J3Xa1y2QWCbHpYhR1wJEV990OLckoNq6jgqWOqwL3n2SpcbfWAPtSfZVi8NuJVVPDXDT9sTVcjkZ9Rsu3eJKf6gfH/vb2+S6S2HAB5Lca8SKQR+TBKnespkMEnJXnHapsQxxNlEJd18ahFokYIapvP9QOCrKpoaE2gaQSh9uqeqXd57a4vDf1kmieUM3NQSbF3h2k0Bb7vJY/NUj45f45svGHzkq+Ocr9uAFGbomvSSLKgwWo546XyTE2dNpisaG3qSshtFNiRV3nTlIoq6xMe/Ps7Lp+XiJwgK7Nms8p8/sMQn7lvj3scqTFRjpqe6vHzS4vyqyZYpFVurM7PhagqO9y9WL9x/ujR201+J3r8S4LOzczRbXXKuNf/AQ+bDa4tHXley11huRTzxpMFksYK7rctXHw25/aEy28Zsds5qbJhU2bO5i26s8idfj3jk+Qq7J1U2jqtMjxnMjMHW2Ta6scZL57t87t4qeQ1Gy1J8kLdDSjmPiUoToa3xh181+eidE1iazcZKQg6NRkNjpR4wVgnTLVlMIiIurlkQmf3qbaXVW67dlaEqnh0wRV+IoGZ2ERnIM3D3BctROkGJOL2okSCnCOpwDz7UnrwqvF/N+eqSdOMkEZAINo4HaEpIHMcEfZPLlPPSt0pLpXNxghZlxpfZyDC1rBZynKepqnwyaTG6puP5OoWczmQ5Qo0DgjSbx1Chkk8oWi5eN0ev12F2tM4vvmMVLbnAH311gnM1F1VIqoRjSVPOch5+7raAT3+rw5mFAp3TJr6fbTIdUMZ48xULaNoSf/rVEZ4/bhEEGl0/x66NGj916xKmvsaBwxWqdpEfvqXJE4ciTl5U2TozxsZNex+e3vTaed/vYZr2XwXfYdn0d79+6//9Td72znev5nO5ZhwFP7qweJRaw2LzhMWNl/d4/FCPbzxhs3nM5bJNOttmBVdsa6HqK3z0bnjsxTI7J3S2TKrMjBtsmEzYubFFxCofvivh9u9UMRObDeMaYxWV0bKcuEyPNVHEGh/6msXHvzFFybLYMhIzXVWYGtGoFFXyjnTVci2fnNtltenxkbtKzNeLFC1BMVXf25kaSB9I0TJf8ixNQPJepF+iJFalH9NtqWWEmKlvSxj3+G9/lufkYgGhm7iqki6RBsKJTNOpq5JbrmuibzqabUmlPC6LOB9Ki9OlXXSpEPCVh1y8xEJTRf8soWup1E1jiBOeWrmJAVd8QOjKdJYpY1BZrwWNYp/7nrFodG1ypqBgScsP11YRQidBajw1VeO6nV1Mo82+ozqtroljyK/JNASGrjI9InjzNW1mJhvsO6aztKahK3GaBGGQxAZXbu5RLrd46pDGwooKSULPM1CFzY17OnTDHt/abxEGLkUXOr0eN157HdPTm/7j/IXTj0xObfx+oPv9tCjy2jA7S6lQeLrRbN4e+efea148iWO3efaEz+MvuOyZsbl8i8b2uZCtszX8uM4f327x1IEiuyd0Nk2ozIzrzE3E7NzQJEhW+NDXNB57vsyWqsamccFIWaNSiCkXPCZH2ihijT+6w+TPvzFJQTeZK8eMFKBc0Mi7KqYx1COrMQohX3rQZP+hAoatkdNl9c6CrowU3BnQ1h0y1aHUZGXo1yJOfQpjhDrovyORsFTXSBQVgXTGutTA53uX8UE176+B+mabInVrVRkpBKhxSJKEhLEue/AkbVPSCp6kblJROr6Th055yFQjScLKBAxCqCn/XEPzYwxNp901uWZHh/e9sckf31EmiLU0cwc8P6bRTlipa2hCbgynRuGf3LaKoizyx7cLzq05mLrkyS+uCmzTYac+wpv2LmKoS/zRl0Z46YxDGPtEsU4UuYSR4DU7lwnDNT701ZjHDrks1xPqLZ1Od5yb96zR6TU4v5Sj1orYvnk7l+/ecfvYxLanu5369wvb7x/gU5PjPPH8+dPTm67/d88feE4NWXz3qfke+48UuHKTxY2XRUyMrBLEHR46GHDf03kuXnTZNamxcVJjekxjbiJk20yDSFnlQ7cbPH2gzPYxjS2TquzJqzBe8ZkebSHUNf7odoO/uH+cvG4yW46p5qGclyZCOVeRDramrHa6FiCEzx2PFYmERUlL89GH5G5myiXvg1yVRP3hmJLhBOVBDx73pylZUttqQyGIZaamjBiM+2Sp72dMuP6gmSrUhxTrWYqxqigUCwFraxFBkuCnxKs+LTcDdiqsyNxeo0TOxEU4sJiTYgXJ75ZFQUtX7AZBaPGem7r8n9s9upGJHyp4YUzXi2l1IkxDQ1c1hDBRlITJEfjZt6yiiIv8yR1TnFmxMNQsptFAwSWMxrhpxzLBe1f446/Ay+ccwtAnjAz80CYIx7liY53/9jMN7t3X5dQFm33HTS6s2Nywu8prdjV5WoR4gcNlOwp3bt15/b+D82dc9/ur3vB9tijZ9bEP/z7vee876hMTc5e3m/OvuzDfYKLi8voruyRajW8/F/Jn95g8/XKeoG2zZVxj85TB3KTKpqmAXRtrKNoyf/hVmydeqLB1RGPzhOzJp8cSZkY95iab2PYqH71L8PFvjJE3bFm588hUibxOqaBRyieUciHFnBwfVopNnjse8LH7RgjjHFUL8laCaw5s3Yb1nLqWiYBFuqbPpGqyRTFS7rfkusjWxNQDmQnkdPnMvTpf+3YJX3UwdXUwqVGztkPpiyfk69VbFENLpFVF1qakceSZxUWx6DO/As8ccEh0A1MoWK9YVDEkaFYQqmxRMmAPYsGzx4mSpm3Q39Lqaoxj9njqsODMxZzkAaUjVVVIzoncWMpcoziWIQfX72qjah0ee9mm4+loSgRJQpQIwsiAxOTyTSHjlSYPvaSyWNPRiIki6Pk6SWwxN6Zy026PN17dRNcTTi5GnDgvMFQbEp+JyWluvfm1X1lZPvOVcvWKvw5kv/8Knl2bZicpV2c/GHUObz54svNjrl7jjkfbOFaOSkFlphJRr+vsnBFMjupMjirMjfWYGq1zfq3GFx9xeeZAhR3jgrlxjalRnemUX75hoo5tr/Khr2t8/N4JSqYxVLlTt9icSsGRM/Kck1q/2R7Q40sPOTSaOYq2Iu2UM0W+qWAb8gdiGhJoqqr0px8DC+RkUIWVzCc8GdJNSvAFXszLp216oY6ii34i26uSqL7HdenoUFZx0gRiGfCa0wS7NvjoZoAXRfiJOqjg2VIozpi12XYx6bctQThYCoVRaqwJ6ZNHbhUNLcLsmZTyFu97fZMnj3ap9XLkDQVbB0OXG1s1TYEGvW8bMZEo/JO3rBHHF/noHWMcXbAJoyg1+zEII5sgHOWmHWv88ntrfOHhkKOLBXq+DH3t9nSanSI7N+qstVr0Og5vvALyuSWOnCywfVOeXHXz5ydmr/rg6tK5vy5c/3oVHOAP/+B/8cPvvtGbGJ++u7l28pYnDtbnHN3i8s0JTa+HqSiMlWw2zxhsnIzZPNVhZnyV+5/t8F//vEptucDWMcGGCZ2ZCdmTb5lqs2FqhZfPNfnQXQ5ffXicqmkwU0qoFqBSUCkXdIp5lVIeSjk5Hy+4AYVcj7Fyk+dP+Pz+50bpRnlGHShYCTkbXCs15LTUfiy4achKKu3VUvP7bHSoDQ6XUhkUY5rSGN4yPfJOjyNnQ37z42XWolx6wAS7L4yQEwgto9uqr1LBs0hyLRl6DSq42hdVSGHF1KTH/U+ZLKw4KLqGpYI5JJLWhiZDg9ZLChPiOEmFEpLLMvA0VAYKnnRSZBgxGyY7PH1Q4eS8K3OW1Lg//pRXauyJfIWRhhA612z3mZtocLERc/CsRRKCEsdpdqZOFJvs2ajw/ltWmK8HPHXEIvQhjGI8X8jNag+6foeTF0xGCyabp9ucW5l45IrLr//AiwcOtPZeccNfG+B/7QoOcNNr3s5LLz3bufl17/J978ssLS/x+EtQcl0mKgaz4wozYy3Gqx2KuTpffTzmj+4YZdS02DKuMD2qMz2msnEqZMt0nV5Y58EDAX/0lVHW1lw2FBKKTkzRVSjmZDZLKQV3MSft3wpOQM7xyDtdUDp8/N4c51sFxhxk9TYHRviStKVJgJuyDYkjaHbB92ISIefgmVghc4uSfXm6Ic02mLrPS2c0Gr4JQkdTFHQxxJ/mVXiDr9QcD5iHmTp92HI5y95J3anyuuDyuS4vHPMIIwMvEoTr0pCzv3RgUa1r8unk+dDphkRRjK5LZmGcyPGKKtSUNSlJa1bXopy3+Kdva7DvaJFaL4+tCzQRyxEsWc+vpfbMGlEMQaBQyBm8cW+bKza3+YPbQw6dKvDiGZuu7xNGOmGkE4QlNk0Jfvk9S0TxEl97pMpKS2OxFrFc15gdNxkfEWyeavHySZWV9mbe8673+EJROjfc8M6/CVT/ZgAH2LplG0kSP9WpXXHTF7/+mH3ZphBN7VJrJWya9nDtNQr5Bnc/Y/Ant08xZplsnZDgnhnX2DLtMVKusdqt8ad32Tz+4jgzRZUNs2n8oCaFyVIkIam2pbw02XesANcKUnuFDk8cTnji5SKm0CmaCa4pR4OOpfTBnXNU8o6MaMnZMYoS8sIxhVpTMh6FkFyKrFZllNHBil6O7VYaMR+5o0jNs1BMDVPI0FjRR21yiRazH7p3SYhJMiR2SN1k1znKpgAPNHKOxi/8UJt7n+my0nPwdJHyw5V+REjmUyhSTo1lQM5OWG6EnDsbIEjIWQquk5AkGgoCVUmtJjQNXTMwtQjXsrl+R4ObdtZ45KCDa6hoSiqdC2P8ICYMY+JYT6O8dfxQUG8bLKw6VAt5/p+frvHIwRU+eneBM2suXpCRwjSCsMiWGcEvv3uZMFjg/qfz6D0Df9Fg50afkwsq5xZzlAuxhz35yOTk1qeE+JvzNP/GADetHMsr3V+f2fzmZPvWs//hsX1HrW7P5LWXeVxcbXPsXJFNszGfuKdIUTPZNimYHdeZGRNsm+swXl3la094fPWRMrHvcvWsYGpEo1pUaHdDVurgOjqlgmC0FDNW8ZmsdinmerKXTMC1fYKox9cecZlfzjPqQt6UZviOKT3zZGsiyDtQykdUCgFjlQ7nV5o8dzyPrVoIIQNo41RTmfXg2ZhQWjqEGIbHp7+p8/LpHGg2pqpip5ZvSlqqh7PlM+LUYKkzKOMDVT2pSf2AsiL7Z+kv6IcGfhCya67N+29p8OG78niRjh8rcnMZD54OmQ2Fris4VsJ4JWRuepVnTiksXXQYLyZEcZjewFp6wBboqiqTN3QDq+MwUfF4780tnjjSodHLY6kKbV8hWIOyA1OVSFpGK6BrGqYumF9WaHdVqgWdmTWLvRsa/P6/WuMrj/S4++GKPAv0q3+BHRvgn962QKsdsGXC4sR8j3PLJjdeFrPWaCOsrStCbb+3Wi22/sbo/tsAHGCkasd/+bnb/7tpTQa7t3b/y/HT80YY9Ti/kMNQNQ6ecrGwmBoXzI0bzE0obJ3tMDW2wl1PBfzlAyVc4bB3VmF2XGfTNJQLLe5+Iqbr28xYgko+Ybzis3mmzmK9yYuHNGbLFpNVBUMPeeSA4N5nShiqRslOq7cp2Ym2Kb3CXUsh78QUcyEjpR4TIzUePeyx/3iZazZKC+HMzxoyw3b6I0JNjXAsn6VaxD2PSvdU3dbJawl2yleRMrOhFXpmAr+uhciAONBhqkOHWKmmkVrOMBL9H48qIvK5gLe/tsPtj7dZalp4hippq5eo9hVFTlcsI8E2Q67Y2mF2PGL/YVvSEUSMqob9La48G9A/BzR1k7xt8+ZrPW55psEjL7iQKEyMhIyPdTizIDhy0SVOIjRVRsXMjkWUinUef8mg7FjUWzrNboXdG1V+5o0reP4q33i8TJzILWuS6OhajvGRgF0bfNotwVTFIU46rNYUdHuDv3vHpo+VSzn/b4NP4G/N0ceyQn/zxvHfNpyx/9EJjPjsoo1lKyzWfY6ftpkpqWyaNtg0A9vm2kyNLXPX0wGfvq/MmG1z9RbBtjmDnZsSrtm5gq8sc+CUgmMK8i5USyGbpussNmr8/pdsPn5nhacPlmi0LRQl5snDFmdXXUbcdCxoKam8TaQvBddOyDkRBdenlO+giCYPPOdgmVp/dpwkA3Qr68Atq7djedz9pM4TLxdRdJuSkVo6G3Hfei7jgATpkiWK13ujDNxgM0/vYdMfyWfXhCSOhaFKzzfoegadnkW353DDzoT33Fgn8gK8GPx0GZNNVPoHSLLAVWj3DN5yZZdI6bHcFjQ70O4mdHsR3V5MpwcdT6HdE7S7Gu2OyVrTZaxocM0Oj4iIggM3bFP5hbcp/MoHapQrTY4vKqw1I5rtiE5P4fLNHqpZZ99xj0OnAw6fUth/uMRabZyffXPC225a4/RawLELIacu+Bw7q3JhqcS2aZvRik/bixkvq0yM6vGWjWP/A23yt5fXgr81wP/aU5RLry987gu87wMfCEdHxla3zZr/qtM6LU5dtNg8KdD1BMswuWpHzNaZNpMjNe7b7/OJuypULZs9cxqbpg22zkRctmWNheYaf3Z3CQOHzVMas+MK22dbNL1VfvcLLqfOltg2bjA3bjIz5tHsNfnMgw5LKwVmiwlll/562bG11Hwf8k5MKR9QKXhUSw2+8XTAJ+4dZdRRKbuy13dSAyLXlLwKxwrTl0+50OH8co/f+0KOl86PUHJ0qlZMwZQCaQWo9wSdILVOyNy5MmJXulgaOGWRLp/SwNs0p8g2Axw7QBUKnZ5Bz9OIYkGSunWX3AjH9njsZYu1lo2rK1gpNaDvQGCKNJIvwU3fx865NqeXAl48lccZIp3J0Z9c7WeeJ6Q3Xs6OiBKf547bmBhMlnWKjsOuuZidG2vsO6ZSq5sU7QTLkMu3nRvavHjG58QFAxW5mvdDi6Kjc+PuNqsdj2ePWfR6CV6QkHdU5mswv2iwZSrk7FLCpq2vibdu3vTvk7h74fW3vPdvC8+/fQUHuPnqOd725t1Hr7l85y/t3HVz7IcC1C6GBpdtCVjrNjhyIWGt7fOt/TlKhsOejSpbZnW2zwVctnWZ+foqH/xshfqqy6ZxlfGqyvRoj4mRFR45JDhxrsiWcZUNkxrVUkyl0OPCWsKJ+RyjrkIlJ20p8o5sSyQvQrpS2WYKWNvDddo8/JJFHJs4etInI6liQJXNaLJZZbUsjyMX4fj5PKZmUDETSlZC2U0YLSjMjCjs3NLFzHVZbMt+1QuHqvjwE4K0iqcsRV2VEwzb9Cnn27R6DV44GXJmwWJxzWatYdFqm7S6Jj3PZusU7J5s0etF9CJFStkyymyUpBWdVIis4HkaQrG4ZU+HsBfQ9ARdD3p+gu9L35KuB+2eQr2lstbUWW1YrDZybJ5Qman0qLUTVuoRp+ZVTp4vs23C5aY9Tc7WAy6sxlxcCTlx3mYkV+JXf8xjZLTG82dijp/zOXY24oVjLq3WCG+5KqKQ99g8G+IUu7x4MiQJYpKkg6XH3HzDTXFldM8v+dp1R32x7e8Cmn83AC+NX8GJE11/dstr/qzZcX9laqLKs0dM8raGH3U5cMTG1lT2H9FYXCxwxWaVbbMauzb12DK7xNnVNX73cxW6DYctEzLbcnosZHqsztefivniAxUmcipTIxqjZZXJqkcQd3j0oEnsW0wVE6nuL2qUCjqOraXz4Iw4JXWcBcfj8NmIZ4/nKKbEK1ld0350aKunafJlGQGdXsRjL5pcaDgULIWCGZO3EkquwnhZ54bdOv/Pz3T49Z84R9FtsdoVEuApX2R4lDecd68Kyeoz9JBirkfLa/E7nzf4n39R5IkXTS4sm6w1TZodk07XpNWxKOc0bri8i+N4dAPZDgVRqrbvq+zl7NsLBF6g0e6aXLElZvOGBqtdhV4g40uCMJGhUVFCuwurdYXlNZXlms7CqoshXG7c3SXRfRZqMYtrIWcXdZbWSvz4GxTecdMaZ1Yj5pdDzi8mHD/vUrQq/OqPekxMrPHyQsihMwFHz0Y8dzTHZKnINdt9fE/j6k06wgyod3R2ziUYzjjjFftX3vT6a/+sZC37r7thx98JwP9Wh8zha8uWLZw+fzF61zvfdvyBR8abqnJPXlOXeOmEwzU7ExKlyX1Plrlik8HlWwU7NjRx3VX++E545MUJyrrJtkmVmTGdmbGYnXNNTiy0+NO7CuBbzE4Jxisak1W59n34pZA/v7vK5opgqqIwXjUYr6i4dszCSowfyhgOTU3Q9RjTCHCsLscvKCwsuIwXpN+4qQ34KYZBmgiRsvpUueBpdUMOn8wR+ybFgjzI5mwZrlUt61RLCQouN+6oc/X2Gt/YZ9MJVPLREE8kGWgYMzcrTcibyTICDL3LwwcVnni5QkHVWamF5GwVVaSWDEaE3TUpF012b+pSsXustF28KHO9kqkTQRDLcKlA4AWCnq/S7hnMjGpsnepw9GxENwA/VeWAXBYFYcj8aohjSQWOUCwso8g/e9sFTi01eOb5qsywdFTyjs3efJGff8cy51eaHDpfwjJ9DN1AiDzbZhP+9y+u8vBLF/n416u0TyZ4vo6mFrntmjpfeKjLs4ds9m5VeOlsQCsY4d233tycmL3xeKM+H23avOXvCpZ/NxU8uxzbpmD07vyRt177r990y62rnWCEPRs8Dl/ocfejOeaqLtfugsu2rXJyeY3/+RmLh58boaKbbBoTzIwZzIwrbJzsECQ17t2vE3kOm0YVxio64xWYHuuSiAYP7DcpmhbTFRit6EyPqmyf88jll9l3vE2rHfWTzgwtxjJDosTja0+4JKqOm5ndpzbMkkqbYOnxEMjlxGH/UZWnjruyV0//nLRTFuRsGWrb6alMVHRef3kXSw/ohVnm5CAvsn/1Q6fkE8M0IoIo4LEXTJaXLVwzxvdj2t2Idk/Q6an0ehqer9PuGFy1OWbv9i5+HOGnsjQ/TEOl0mApz0/o+QpdT6XrGQSBzbtu7ILq0fIFYUiaoKyQdxWu2VWjGTQ4dj5gfink4orK/LJDu13mrVd1iNQe51Zillbl507P57HVPG+9po1idDm9GHNhKeDsguDEhTyd1gi37rH4tZ+qMz1V58CZLs+8HHN+vsi7btDZuqHFi8cjdswWueGmt6wWRm7612fOde78fjjef53r76yCA4xWigDML7Y+tWXHG7VKPvzgQw8/MNpqBGyeMNkyFzE9UuP+/V32Hy6hxhZ7p0KEojA5YjA9rrB5qkultMpH7oY7Hq6we0JjakRjvCKYHPUoF2o8/HLMoVNFNlZgvKwxUdWYm/DZNrfMx+8PmF9xmSlL40hNG/S4q82QZ4/nsFVl4J6VjhQdK8GxolS5n7rHpvZsZxdVLiwZTJRTU/7Mo9xUMQ05YlMU5GImVEiikFBJBlMUWD8mJKviSboplcQqRbNSm6yYIErw/IRuL6HnibQiq3Q8g+lRhbkxnziJCWIVP4JeALqfoPdiTD2kawm6Xgrwnobnm1yxuUm12KXdcdIzgnyqGFrM5EjCzi0tPnWPja4mGLrAMjUKboHdsz1u3NPg8RcM5tfAsQWurZNzivzIa7vEyiqf+NoYxkUFTQ3QNR1ddVBXDFQl5v03t3n2eJ3HX4jxA4OtMy7VksbkuMOW7bcsvemWm/8zYfCpkZGpv1Nww99xBc+uybEcvu99Ijd666+NT161NF4R6KbPYtPj0LmQ+5+osn08z7te61Gt+ORclakRwbaZHtvnljl8oc2DzxaYzOvMjCiMljXGKxEbJlos1Nv84ZerFDQ9FTvrTIxEzI41Obfa5L6n81SdLFuHPhuwlOtx3z6dWssmb6SRJUYKblshZ8fk3ZC8G2BbIZoakw33VBWEpmKINLunn98jzUG1lEorryRl013iMHsJuAc5PUm66JENeoLs22UKWYwfgBco0pk1UNPlj6DvFJzIaMCOL2h0FVrdhHYvTseA0PUEXU+j6xkUXZ23X9Ok2YkHfXgQ0/MVag2H266JmRxrcmYl4eKqz8JKwrlFi26vxL//YY+RaouTS7C0FrC4mnBu0WZptcqbr4jZOlfj5fmI4xciLi7LzPmLNZ+vPaZw4kyFt15jsXWux0i5Ry/osLgGV+29Yul973n9r0H4CUUv/n1A8e8H4ACzk3ke+s59f9byc786OjG5em4loeL0OD3v8O4bTd71ujqnljqcWTSYHdPZtalLpbzII4e7/MnXKqiRw+bRhNGSbE1mxnr4UY2/fNCCwGHDiMJoWX5u02QHoa3xv76URwQW1YJCzkk9VayQnO3jhz2ePmLiBzquQZq4LLBtlZwdU8wFjJa6bJxcZWpkjThR8H2dKFLlmE5JKbVqMkSeUvoLEskVH7gTxrzSPnmdPWE/lHaQlKAwCGoNIwjTvlq2H0pqPaxKHggCXciWSSXh7FrIsSVYakKzE9PuROm8W/bhXU/H0Ayu2+5hmB61nqDjQacX0+okLNdMNKXA//X+Op7icWoBFldDFlYFZy66aEqJn3pjA2F2Ob+apJ9TODXvIuIiv/juLtdfvspCp8ehMwHnFhI2jCVsmlrlzid63PlwmY2jJrWOwlg5ZGJiYnXLrPmrL+y/788UpfA3QNgPGOAAP/WjP4xr9z45Ozv5y297zUjT9yJ0oSO0FsutDsfOGWwas7hiW49SaYG/uF/l//vZMY6eLDJZgEpRY6QsmBgJ2DC1xncOxnzr6QqbRpBVvaoyNepTLdW4+5mEI6fzTBQUqkWNUl5QyoUUcj7VYocj5yIOHHVwhSK9DXXZnriWQsGNqZY8ivkaX33c5/ZHdI6ezVFr2Xi+QRRrckMoMpbgsHd4akivJagiTD39ZNJkXyl/qbxhnYVyZr8scwjjeCAa7tskB1JlH4bSWzuJFRQhcDSoOAlbpwTvvbnHu1+3zHI3YrkBrW4kq7iHbHE8jSAwuGJ7yNbZFsstQb0LjXZErRmxXFdZWs2xc8bithvWWGyHXFwNWVgNWVjVOHOxyFuuMrh5b51jiwmLayFLazFLNY2FtRy7Zhx+9QMRP31bk9VuixeOh5y+4LBlyqBc8kBpEEdy3r4abmqOjE398tn5zievuOaH/z4h+Hfbg7/a9car6nFhTPn8wRfHw+MXnE8evXDcvHJzwrEzBqO5HLdc6fPimTp/8YBN6Be4eiOczbcxcakUVcYrMXMTTZ452uEL36owXdCYqqiMVzQmqhFbZ+o8e6LD5x+sMOJoTFQEIyWN0XLEWKXL5GidarnOgTMBzbaOISQoTT1diFgJBTdgotLkxHKXT903ypjt8vorLBwTvBGDJAlRFKUfrSJBLlK6amZHEaEZAaqeoAi1Xzn6ObD9GMFXCpNlcrAgDiKiMMKPtBTcSTodSW2RI0EYCaJEIJAALzmwaVLnlmscyqUGh881OHu+QtmVqdJdj/5EJYxVaY9ndFlr+pzWNXQ1wTJDXEeQd0yK+RI/fssiJ+frHDhUJW8HKd3YpOCW+fFblji3uMapsxUKTkApbzIzqnHwjMK5ixW2jQt+9SfX2HfE55v7R7jlygJbpz00NWZ2rMns7O7eqfr0z9/3Uu7LRcuL/0ag+mtcf68VHKA4+0tcqP1YNLn9nz72jnd8oPm6azZ5oLBWz/GW67pcaNT5znMWiV/iuu0Gr7vSQ1NDCo7KSEkwPdqjUlrhi4+4tJsOcyMKYxWN8WrC3HiHZq/B156wiDybqbLCSFlntCxbmvHqKl9/osdnv6WhKgLLjiD1+zB0aezo2jHFnI/rNrnnGYde26ZoySSzIJQELJBLIF1NhnjXypDyJyJnB8wvxTzyokkr0NG1DLxDpCuGqLip4T1AEKoYuspNez1GxjxqPaUf1CqN7lOQBxLgMmWNdAojJyGNlo1r5Lntmi4Nz2etI+h4MT0/xveVfuVvdgVBrPJjb1rmXTcvcK4ecn4lZnktYHFV4cKSg6Xmec9NbZx8h9PLCYurARdXFM4uuBStAj/yujaLbY/zqwkrtYh6S6Y8PPxCzDMHXdRklNftVRkZq3P/voSRnEbPF4Tqrt70xPhPX7Vt+svvu86P/tev/eTfN/z+/gEOMDZWppy35nft2HC5MGZ/plTZ2Llya50zy01ePKry+ssMLt+cMD0acWqpR72VY3ZcZeNkwGhllY/do3LoWIFNVYWJqsbEiMrMmM/U6CpfeRweeb7ETFkwUVEZLcu2ZaRc4979IR/7+hjPH9zEVHmEW67yUgNNGRNomQqOFTFW7rDvWMIjz+XIG4KCKw+Pap+PkmCpAlOVXHJdF7I9SZdIhh7h2j1q7ZDTF3LoiYahytYjszzOWH9KtsofImkFkYDEZPNkwkiuQ9dL6IWkc20ZWzJIPJZ+JmGaSBcn8rDYaAk6XZs37FW4enuLhbo0uPS8GC+QVhNBnPDN/S7nL45y7cYq/+JtgjdfX+NiM2J+JWJxLWJ+WefCUoHXX6bxntfVOLMWc2E5YmEl5MKyxpmFIns32vyzd65ysRlwZjHk7IJCzsoxNdnlwnLA8yd0Hn6uxDVbYmYn6uw74rNr62xnz/bpnz2xeNtXTJajd77rJ/4hoPcPA3Bd8hyiD/7Bly7+23/55S9u3lD9edXaVF9ey1OwHBIR0g0SDKvDs4d1tk0Y7NkcMzO+ymcfCvjU/RVKlsbUqMbEiMbMWMDseI1nT/Z4+IU8467ORElQLemMVyKmRlo8d6LLn3y1zGTeZiRv4fkumiqkxZsqQWoZUHBDYnp84ymDtZpJOUcqbZOhU2EUstoSGKoq8zd1MUh9S6u3bQYIxeObz5ocW8ozkpO6ya6v0PGUdGOYpB1KFhkY45ghlhEShBqrDZeZqsGtV7XxkoC2L/AD8APJwfZ8hZ4vR4VBoFPORyianIZ4QUzbU1hrGowUdG67vkOihjS76Uo+kG5XSQx+pGKoOsurDosrI/zyD3ns2d7g/FrCUi1kuQYXVyxWayXecFnE3u01Tq8mXFgKubgccW7BpNks8dNvjHn/m5c5veLz0omIk2fzXLcdOpGHZQRAl1rdZqTgcOWuDfV8ceLnb3z38S++8aoHk9ve+eP/IOD+BwN4dv36v/8xvnHXW9i+efyzl+3Z9W/37n3dyuXbTU6cj5gdj7hvX4yj53nN5QkTYyvcs8/jc9+qUNJNZquCiarO3ETEpqkaB043+Z+fznNxIcdcFaoljZGSwmS1h23XefB5HR2HDWOCYl7B0KM0+0eKKeSIMCHvBPQCn1MLJrqiUnBSiZspe/MLKzF3POpiCIFrSm8V01DT6ELpU+7aPqcXQ+7bl0eLDWZLMZPlBMMNaMcJrZ7Sp+MKISNRXDtAN1q0e13ml23ml/OQ5HnLNQEbJzo0e+Clyxvfj+n5ch7e7moEocl7X+sxNeLR6JJqGxMabY0ostk0nmCavvycH9PzwU9HjNIQKGGtGXNm3iIKSrzxig7NMGBhLWa5FrK4pnJ2McdMxeW//XSNnVvrHF+KObsQcmE54eyiQ7db4iduiXnrjTUuNto8dgC67RK3Xdfk/GLAxjGf1U6e666+aWViese/bQWjn/3Uhzeyde/P/kNC7u//kHnp9fZ3/RIAkV/75GVX6drDj5R/O46+PWrq5ygYZa6/IiQRTT58R0wcVpnMgykiqkWd2fGELTN1Dl9o8LtfcFhYLLBrSqFaUKkWVUbLIePVFkfnPR57cZJtVanEL+ZiDMMjURRMTfRzfxwrpuB6PHEEjpyxGHUz/aaCbUmKrNcLUBSDoiXV+Y6lSoW+KaMLdS3CtX2ePaFw6KzLWE5hugo7N+rs2bHGX3xT5fTJIqNFUi8/SQeoFnscOt/hM/cX2Ttns2sjFN2AHdMttk16PLqIHA+GEqSdXiy3ml2VVseCWCMhoOND10s/31VZa5jsmIErd3TZ/6JD14vlDeALPF+HpIsfBtQ7KqsNOLeY5+bdTb420+Ls2TLVfEjBVVnOG5xdKLJjo89//LE1fvdzCsfOFnCskGpBo97W6fRyXLPZ5Kptdb7+aMh9Txe4YXeOi2tdTGuCH3rHLUs7dr3uv0RR+MmpidI/NNSAf+AKPnypRolaQ//43ive+mvX33jL0oXlSTZNdgniOk8f8qjXqtx2rc6uTT00DcarKts3NDm51OLDX8uztFphoigouQnFvEq1AOMVD01r8rkHXUwMRosKxZxgvBIwvxpw6JSOpaVqH0v238Vcl04AgW9QtBPpUW4r5J0QXfd47rikhY7kEjlbd1TyrmQoGlqW+hBiWlC0VUp2QqWgMlFV2TWjcdlcm14kFzZxInWekgrgcfCcwsunc1xchpW6RqNt0mxb+F5qpBnLPrzrybV9sw3NjsZKw6LiGuzd0qUXRbR6pDeAQqNtYKomth5S70R0vISul9DpCXq+zp4NEWOjPku1hFozZnFNJwrz/PitLXoELNYT1hohaw2FWstgYaXAeK7EL76rx8xUk8PnQxZW5bng4JmA+57MUzYrXLe7jaY3ePm0z9U7R7jllluWXveaN/zaaFl8/AcF7h8owAHKJYNaK/yz3Mgt/+k1N79rre6Nc37RpN0u8K7XaBQKXXp+wljJYG484Nh8m7+4O0fFKvJzb/bZOddFFXLmXS2FjJZbvHTW57kjeSZLUMyplPIJlUKXU4sJ5xYscmaWIJFQyvvUOz6Hzhg4hkrelkIJGdkdkCgeL5wwCX2Dah6KOY1KQVAtRJRyEUIZUqoLqZq3dVIjUOh5Gm+7oYftxgTR4JBpaAnNbsS9T5o4ukIcx3R96HoaQShFGApy2pMk0GhL0NWaIbWmwmrdwNAcrtwUECkhjS50ezHtrrwBep7FrrmAXC6g1oZuL6LdUeh0DebGNGbHPVZaMY1WTK0pWFh1uWaLyq6NDeYbsNqIqDWlU+2hs/Dp+wo0auP8k9tiNm1ocXYpZGHFwjBUat02dz7qkNNyTI9p3HRVlTe8/m1rb3/za/4TavxnQnN+kBD7wQIcYOO0zdyk8anLL7v656Zn9v6H7TtfG+RdjZVWl+ePJ6ysGWyZ0sjlmnzuAR1XzfP26xWu3NHBMHwcS6VahOnRLiOlVT73oAORSTmnUHBVyvkYw+jy8Is6cahRyikplyKmnPdo9EIOnrSwhCROSQJVRN71uLgW8uTBPNMlyLuCUl5lrBKxY2Md06hzflml3dUJI2n7rCqZDZxIFz4K1ZwUE0cyKxWFpB9/stbQEGlMSBhKmVoUpVtKVVpeTFZV/MTn8PmQpbWA1WZMvaUyv+Jw404Yr/ZopOv5Ti+m2VHxA5M9GyDn+Ky10ureTag1dTRh8rq9XTpRRK0VU2/BalNHkOMnbm2y2PI4uwqr9Yh2V+CFAfuPetzzhIHXrfCTb+pR63mcPK8zWrC4YotHMddgaU3huqtuDLZvueI/XHnltT+XJNanFMX9QcPrBw9wAE0z42cPLt151XXv+pOJ6d3/5tprboxMQ8S2HjFeNJkZC3ji5Zi84XLr1QlbN9SpdzyOnc8zNaowN+FjOyt84VGFRw9UqNiQswR5V6Fa9AmTDmeXTGxVpeDICPFiLkLTejx1SHBhyaKalyQix4acE+FYPc6vJqzVbUZyiaze6Y200qrx2W8rHD+n0Gjr+IFGkihDVhOZIbxc0MRRurpnQJVVRYKmK0Mi4ywhWSFRJN8l7wi2zGi8740+hXKH8ysJtUZIrSVYbZhUcjYz1S51P6HdTeh0Y9pdwWrDYnZE5bpdXfw4ptGOaXVj6m0Vz7eZHQFV81hpJjQ7Ea2OSr1l8drdgve/fol60OPMUsSFJdg8oZPLhxyd7/DtfYJ2q8wNe9qcXYpZWrFo93Qsx46vvea10dV7d/yb629+658Yyvk7DcP8e1/ifD/XPwqAA9z6mm2o0Vm/Wh351Oz0xt1T05f9RrE8x0jZp9HrcmHR5MY9gnN1j5fPyBFbJaezZTqmG9T4fz9tcu8TU7z+Ck/a+dqCggtjlTaPvqRwdt5iNA95VyXvJhRzPqbZ4/yKht8zKLmkFhOQd30QXb74YI6iKemkeVelUogYqzT5i/s0Xj5hSXqqLytvkgou+05ZmUIehYRknS+KLOXD8SVymR8nmcWWNKA3U6nbZRtVfvbtdS40EmrNiEYrpt7SaXcdfvQNHokS0OgmdHoR7S7UmhqWbjFTDemEEbUutDoRjbZgtWazaUznxsvazNcTmu2YTlfBCwTfed7g7Vc7/LefrWM4LY6flze47yfs2ugxPtrgiQM601UTJ9fm7GLA5Pgkl+3c/RszM1t2j41OfKq2tORrzp4fNJz61z8agAPccM0errpsS/fc+dqRvTtu/u1Y3/o/tm/dHq21daarKk2vxcmzKs2OxR2Pltk8obJhqs3h8yHtVoF3Xm3wU2+oo2pyGjJeCVlt9rh/nwWhQbUoyLsqBTemlPM4vRjwzX0OowWl74DlWjF5x6fRDVhq2JRsyNsqeUehUggIoharLRPXkG1ERoXtYzqzKuZVbNyGt5mZBPkVmfbKOlZWEMreueSoGEaXlZRM1ewIGm2LkZxGzvWo9xQ6vaQ/TVmuObz56oCZiS61tgRyvZWwVDNQFYe3XutRKvZYrCW0ezLP53MP2tz3xAh5o8SOuR6nlnxOXTB4z40KBUtl67Qg59Y4d9FgclRjZm579IYbNv2PLRuu/+1Oc+mIld/SLY/94wE3/CMDeHb90595Dw+/cDj6T//6p/7vt7/nZ35nbPo1R3ZvsbtRqHHzZSFrjTZ+22LnhpBnT/g8uC/HlkmbjZM+jx6QbMFSTqFU6PDi6YgT5xwmikrqb6hQzofoepdv7le5uOJSdZNUgQ+uHZF3ety/T+f0OYtKToqS827CRLXLg88rnD5v4JrS81tTpSlOx5OusH2bs1cxKXy1QNj+51IvQUWBnBUjREaZhXZPZ8uU4Oar2szXoNWJaXVgtaGzZUrjzde00woe0+kltHuCWtNksmzypmtadOOYWjum2YpYqassrubYNqmxZ3ObtXZErZnQ9TRee7nPiYsxJ866vOFKg73bGxw6k2AbeSplj+88b6AZLnWvzG1vuNX7iZ/4iQ9eccM/+b/zztHo6pve94OGzate/ygBDvArv/gjnFloYFn2f3Uca/feq9/zScfd+KiTc0JH03nt3gDd7LGwIpjIm2wYh1yuzf6jhXRMF4PS5YmDBnpiMTeqUszJ6l0ueCRKm6cOWziqRt6W1FnHBNcOCWOPY/MaOVN6qkjjoBjX7oKqYBsqjiEdZG0zYaWhcNejFmt16TGSxfP0iVb0ndXk9SqhPUkCfigYKcJtr/EoFWN6nlz0dHsavZ4JcUzLj2h15aGx3dVodRy2TwagRbQ96HkRnR40Ojo93+X6HT6x8FltQbMTUW/C6XmbOCxxw+6QRHgsrMYs13X2btapeT6nLyosrxSYKKv0Ip9vPaeyvOaQK+XCufHJh3/uJ9730NyW2/7X2fOlX0+SFTbt/rEfNFy+6/UPvuj561xz4wVIg9J/9yNf/1dK8Zp8ZNU/euXlR3/05WML4uJqG6FYbJxKGKt0OXExomrrTI3oVEo9XjgZcOxMnis3a1gWqJqcb4+U2hw8HzG/kmOikKT2yiq2BTk7oN4OueeJEnPFFPiWQinv0/F89h/R0ZC/J+0fIuIkYq0pSKI0VQFYJ3G41Pinn03Pun8zimVSQyUviVheKCVorZ4gjgyu2d7i28+G1Fpqv1I32gbvuCHgY/f6tHoavWzu3ZWgnC432TzV5thJi5luTBiHdLyI547k2bW5x2VbO5w7Z3J+wcI2i2ydbLFYMzk+r6CqFuW8R8F1UK1N8btvnfnS7s32L9SaR5sj1at+0PD4vq5/1AAfvv7Tv3wXXvtw07CsX754fvZYmDx32eJK/b2+f4S1lkmr53Nm0WHjuIqqAorPs8c0xgs2r73C54mXA7q9PCMln2a3zee/nSfuWYxMxqnFBFhGjG0FrHZ8TN0gl1kvW3LLuFAPOXImh6UJHFtuQ/tx4rqGrg4mKHKMkubuXNqcKEO9elrJ4zTh2A9VKW4IE3yRpNpMDc832DEjGKv0qLdMul4slTo9nZ5nkTN7NDoOXhDL5ZCvsFK3KBcK/Pgbavyv5R5LDZerrBDTbPDoiwVGSgWu2LrGmfMRcRxycl5nzwaDs4tdLEOwsBaxZ9tWdLN6+9yWqw7o5fE/OHDRa163d+sPGg7f9/X/NwAHMN0dAMsvvHT2v+28YvuG7d3DHDg69t6LZw6y71CHqaqDmfMxVIVyvocmDLbPCMqlDqamMz2SECYNfveLCk+/XOKqWbB0gZdGfBh6TM72+PMHTOJIk+QqQ/JSHMvjvidVWm2dyRFZ8U0jSb2zI1RN70eDK+mMME4kyMkU9esOowlCGfTsSZJGdUcaUagQhBG+INVlKqw1TTZO67zmsi5ff6hA14vxfOj5/7/2ziU2rvM8w89/7jNz5saZ4WVmOJQ5FC+SLdm6K7IdyPUlSJ1VvAiCoru2aDdtFwGKAgWySVFk0aKbAEXRVZfxokjSonKySGTHbiI7Yh1RFClRFElTFDlDnrmeOffTxYhtaiCLBmhpyX12Z3n+78WP/3z/d95XQZY0vnKlx3feHhnemEbDOZneAFY2slyec5C/tss/fK/Mw2aSRFLjoDfg3lYSzUzS7At6bogUBRiSyompDo9aE7x0eZ7J6ol/On9+4U8Cu7ehpqpHLYH/MU+UwA85dXISz2lsqNr8Nzp+6h+fPzHzx2Zu9WUjvsm/r/qcnevRsARjGZli1mN9JyKp6+RHbL57XSGfUpkuSczWZHZaLnv7EvNTwx184DksbSQxhPTYVk1g6DEZc0C7r6AyvCxKGRK6GqMoIYYeYGigPfZigeF4ahBKSEIijv57m/A/DfYlgcrQSQqGf/F4noLjyDhejC8Ppwn7TozVVZgME2STfTqDANeXHwe/CsJA52TNJpVwGPgJoghG8332rAGbO3nMpEmnE/HVLw746aLCuK1zbKLH1l5ALjAo5SQe7AacPBbQ6KS4cukqz2Xmr9cntb8VxvGPtx/5G9WJJ0/c8IQKHEAzSgD34ji+B9yyLCZCMft3o+NLM2trH8oPHqq4fki5JFh7mCCbiLj2cw/CNL99RcKyBNPlAFSXVic97H8nA95fVrGsFJkUdL3h+dlMhHyyH7J3oDGakSjlFPKZYS5nGAlWNmUebKvkUzG6LoMQuB64noyCTBRHnzqkHGb/yOiSQNMkiMF5PPJaL8fM1QJa+8NzeasTspeQaVopJvI25ZJLd2AgiEkaHu2+Simd4twJl431JP1BhOvJbB5IbO5EHKsq/PgXo3zlYsyXv9Bi9UGGiYLO/YcxVcPn/GxMo6VSOXYxfOtC/Z7TU//g3IUv7ACrQojfoDqfHZ5YgR/yuACrP/tlZ1UjfGO6KlcWTp57+19+9F7m/oPt1OajNnGooagehpxgtKCSM0MK6ZhMxifVDXlhBsyUTX8QEQYKUwWNV855vP9L8EOdbMrjk6bE9l6Cak5lZhJM02Z3X6fsyCxv6GztqLw4LzFekGn1hyOn1TGFlKRwGPUqDr83YwEiRlEEKQVKOZl0ymenKZNNa7x4WjA/FfJxH0ayErstF8fXKBc1KqM6E8UQqzlMhnjYCnn3JwZfOqsiSz6JBLSdgMW7Cl4s6PR99tsqzT5s7SoURzL0g4iMkKgWXdJGmsmJcv/NZ1/tdO3wrbnZ6raqyBtPurAPeeIFfsjF5zLEcbABl7dcp3Xy6kvapTeuBn+/fGclaB8sj3y0bKUXjvk0rQE/vhmSTsRYvYitR2leO9fjxrLA93RyZkClKLEw5XJrTSGhQRD53FqLiX2ZckHimUqPGys224+KzNUEQpJJ6CqlrMzxmsd33wvIdg1maxKaLg99tB9HioTRMDc+jiRUCcyEzNRESNo84MM7WQpZnf4ggR8Of4ubmQTD7PPREsw0ElTHVV6Y6fITK4XjyvRsWN2KOVXT6NsBk6Mx9YrLjWWZV87q7LVjeoOYV05bREGOWxsykyUZyxntXnx+9mCiMqekdPF7Y+Vn/q1UyLQdj0h7SsQNn+E++G+CEApCiMh1PataqV7L59Kz//yD79dfff3r33r1yuWlTji+OD6acSynhK7H3FyJqBQilrdg8a6MHwXIUkghA5YdEoQSE8UYJJfVbY041hgvgmV7vHNDfhztHZM0IJtSKeQEpbwHwqbdDRg4w8RiVVHJpgTJhMB2oN1XcDwNISQSmiCf8RHSgEY7Yr8dY3UT9BzlcSSg4Evn+2TSDjv7MQKN6YogIGBnX6BJUErb7LcFIgrR5IAXZgOemfTY2pM4U+/RtyOmxzMIJetcOpVenK6/vPS7X/+db/3r99+uG4nMbL4wec3uO5YQIkroT4+44SnawX+VbG4Mhv1zu7G7hqIo35Zl+duvv/icXMiZ3zm1Z8/69v0XP77zUPYDn409DTd02TlQWNpKM1+OWNlU8IMUc1MDGp2Q3YMEKS0mZYS0+gG2ayJLgiAM6fUCxrICMzX0MfniKZv3b6bwQwVDjzCTKpXS0P7i7paPmVAZySdxvKEvYBDGvHtbRVcDunZAw9IpmgMaSkAYquhqEjMdMnBDBo6gnJcojoTc+STg7IJGfTKg1Yt46dmApuUQBjbHRk12DiS6Xhk1XQ6L1an3kiVzNQzafyQgTCQMvvEXfx3PHKvZR12v/02eSoH/KqWxOvzXXUoQ+ge/f/K0nm/tN/+yPfiRtnR3LVyoJ85MjGtn0+oOt9ZdTlQHtDsRz9c9FLVLt6tzqga6YmPoGu8u6ZTzPkKSaLQF7/zcYKEs0DSHm3dlRkdMIjGcLnRcj5wO4wXBSH7A7m2JZFOjXlPJGgPAICai3Tc5fTzioBPwaF/lyxc8Go2QWATsWhKX50PeW4y4vRmgaQnMpMlu02NxRaJYjLjfHJA2ZLajNL1giqTJR8fN3i9S2QX57PlXPTOd/3Pf96zqeP6oS/J/ylMv8E8jqyMAFvCHAHdv/xBZFi8/eBi/nk8136rVormk3ufWxn1Oz/T48I7CSMqlVgLHV8hlAqZKOoW0Q+AL0smQ0axBJgVJ3WPf0nhkJfFCmaTh89MlHSmSyaUjEsaAga/S6sVIscaVZ21W1mMUKaKSA0lO0PNiun3YbabpDCQiXO5s+nT6GdoDj/1WSMcO6XU9Xjge0rZNLlV1JirzlMZSBLnkSm0q+Xajo7wjCa6/+cYrR73kR8rnTuCf5viJ1wCue+7edeDdWp16y2pGt5b3olpt4pn06OifNfbuIYUJursNbqw8wnUC9joShiKzvBlRKQiSRkDPBoiRgaQOQvLo9TUqJQXHCwg8QUJV0fWQ7T2FlGEAHgNXhjgijiFpDGe3P9nVmKva6IqGjku/5zBfGVCvjlMoFnm4HzE1eYyf3e79le0frF/9rZekbLYgOaGyBly7PPb52ql/HZ97gR+i6aMA1w6fY78Bip5bubf9wc6BTLmi+ZfOPPenHTt8TQKcIGB9dZHdA4t8TsI0ImQliapGqLJNRtfZ3I1pdRQWqja9QUDkRziejCQPWFoXzNZgNOvQaOm07YisKZE2NWI5wo8F4wVBKEa5eOF14thAkQP6TuKHpt76m+PTjprMn6K+MH1dYtCamS4d9RJ+Jvl/gf8ahFoCaAHfA2hbO4C403fCsTgm8n0P11rDdXvoqoyuBsTxwL9w/so3o6D5ZrYg+SO5gMyIRr3sYrsxEyM+Z6wkEyNDU8zKRIyUisibMiKtqKVc9gc3Fm98UzZUNYxl3AAUPUe1dgZF0RDEkhequ8B6rTp+1Ev0RPB09YSOmLvLH4AQY9bBenZrh7iYC2i0NMZGPBwPChmfD24bFDJguzLjeWh2IvKmYL+viep4uR3H8e5rVy8f9as8NfwHoYrLBXsk+bUAAAAldEVYdGRhdGU6Y3JlYXRlADIwMjAtMTEtMDdUMTg6MDM6NTgrMDA6MDAU1OyCAAAAJXRFWHRkYXRlOm1vZGlmeQAyMDIwLTExLTA3VDE4OjAzOjU4KzAwOjAwZYlUPgAAADl0RVh0U29mdHdhcmUAbWF0cGxvdGxpYiB2ZXJzaW9uIDIuMi41LCBodHRwOi8vbWF0cGxvdGxpYi5vcmcvSM8oowAAAABJRU5ErkJggg==', 'weight': 22}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 8638680
    {'hecke_orbit_code': 343966482504, 'n': 1, 'trace_an': 84}
  • id: 8638681
    {'hecke_orbit_code': 343966482504, 'n': 2, 'trace_an': 0}
  • id: 8638682
    {'hecke_orbit_code': 343966482504, 'n': 3, 'trace_an': 0}
  • id: 8638683
    {'hecke_orbit_code': 343966482504, 'n': 4, 'trace_an': 2424084}
  • id: 8638684
    {'hecke_orbit_code': 343966482504, 'n': 5, 'trace_an': 0}
  • id: 8638685
    {'hecke_orbit_code': 343966482504, 'n': 6, 'trace_an': 0}
  • id: 8638686
    {'hecke_orbit_code': 343966482504, 'n': 7, 'trace_an': 0}
  • id: 8638687
    {'hecke_orbit_code': 343966482504, 'n': 8, 'trace_an': 0}
  • id: 8638688
    {'hecke_orbit_code': 343966482504, 'n': 9, 'trace_an': 0}
  • id: 8638689
    {'hecke_orbit_code': 343966482504, 'n': 10, 'trace_an': 17057181612}
  • id: 8638690
    {'hecke_orbit_code': 343966482504, 'n': 11, 'trace_an': 0}
  • id: 8638691
    {'hecke_orbit_code': 343966482504, 'n': 12, 'trace_an': 0}
  • id: 8638692
    {'hecke_orbit_code': 343966482504, 'n': 13, 'trace_an': 0}
  • id: 8638693
    {'hecke_orbit_code': 343966482504, 'n': 14, 'trace_an': 0}
  • id: 8638694
    {'hecke_orbit_code': 343966482504, 'n': 15, 'trace_an': 0}
  • id: 8638695
    {'hecke_orbit_code': 343966482504, 'n': 16, 'trace_an': -4099708064904}
  • id: 8638696
    {'hecke_orbit_code': 343966482504, 'n': 17, 'trace_an': 0}
  • id: 8638697
    {'hecke_orbit_code': 343966482504, 'n': 18, 'trace_an': 0}
  • id: 8638698
    {'hecke_orbit_code': 343966482504, 'n': 19, 'trace_an': 92015527242864}
  • id: 8638699
    {'hecke_orbit_code': 343966482504, 'n': 20, 'trace_an': 0}
  • id: 8638700
    {'hecke_orbit_code': 343966482504, 'n': 21, 'trace_an': 0}
  • id: 8638701
    {'hecke_orbit_code': 343966482504, 'n': 22, 'trace_an': -236011369239528}
  • id: 8638702
    {'hecke_orbit_code': 343966482504, 'n': 23, 'trace_an': 0}
  • id: 8638703
    {'hecke_orbit_code': 343966482504, 'n': 24, 'trace_an': 0}
  • id: 8638704
    {'hecke_orbit_code': 343966482504, 'n': 25, 'trace_an': 8010864257812500}
  • id: 8638705
    {'hecke_orbit_code': 343966482504, 'n': 26, 'trace_an': 0}
  • id: 8638706
    {'hecke_orbit_code': 343966482504, 'n': 27, 'trace_an': 0}
  • id: 8638707
    {'hecke_orbit_code': 343966482504, 'n': 28, 'trace_an': -3042238700022024}
  • id: 8638708
    {'hecke_orbit_code': 343966482504, 'n': 29, 'trace_an': 0}
  • id: 8638709
    {'hecke_orbit_code': 343966482504, 'n': 30, 'trace_an': 0}
  • id: 8638710
    {'hecke_orbit_code': 343966482504, 'n': 31, 'trace_an': 0}
  • id: 8638711
    {'hecke_orbit_code': 343966482504, 'n': 32, 'trace_an': 0}
  • id: 8638712
    {'hecke_orbit_code': 343966482504, 'n': 33, 'trace_an': 0}
  • id: 8638713
    {'hecke_orbit_code': 343966482504, 'n': 34, 'trace_an': 74414158327329924}
  • id: 8638714
    {'hecke_orbit_code': 343966482504, 'n': 35, 'trace_an': 0}
  • id: 8638715
    {'hecke_orbit_code': 343966482504, 'n': 36, 'trace_an': 0}
  • id: 8638716
    {'hecke_orbit_code': 343966482504, 'n': 37, 'trace_an': 0}
  • id: 8638717
    {'hecke_orbit_code': 343966482504, 'n': 38, 'trace_an': 0}
  • id: 8638718
    {'hecke_orbit_code': 343966482504, 'n': 39, 'trace_an': 0}
  • id: 8638719
    {'hecke_orbit_code': 343966482504, 'n': 40, 'trace_an': 75018327243317184}
  • id: 8638720
    {'hecke_orbit_code': 343966482504, 'n': 41, 'trace_an': 0}
  • id: 8638721
    {'hecke_orbit_code': 343966482504, 'n': 42, 'trace_an': 0}
  • id: 8638722
    {'hecke_orbit_code': 343966482504, 'n': 43, 'trace_an': 707788847336454432}
  • id: 8638723
    {'hecke_orbit_code': 343966482504, 'n': 44, 'trace_an': 0}
  • id: 8638724
    {'hecke_orbit_code': 343966482504, 'n': 45, 'trace_an': 0}
  • id: 8638725
    {'hecke_orbit_code': 343966482504, 'n': 46, 'trace_an': -162639476543943288}
  • id: 8638726
    {'hecke_orbit_code': 343966482504, 'n': 47, 'trace_an': 0}
  • id: 8638727
    {'hecke_orbit_code': 343966482504, 'n': 48, 'trace_an': 0}
  • id: 8638728
    {'hecke_orbit_code': 343966482504, 'n': 49, 'trace_an': -5423745715136249124}
  • id: 8638729
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  • id: 8638927
    {'hecke_orbit_code': 343966482504, 'n': 937, 'trace_an': 102246586062407072345020957364520}
  • id: 8638928
    {'hecke_orbit_code': 343966482504, 'n': 941, 'trace_an': 0}
  • id: 8638929
    {'hecke_orbit_code': 343966482504, 'n': 947, 'trace_an': 0}
  • id: 8638930
    {'hecke_orbit_code': 343966482504, 'n': 953, 'trace_an': 0}
  • id: 8638931
    {'hecke_orbit_code': 343966482504, 'n': 961, 'trace_an': -40075354316413632858375988466628}
  • id: 8638932
    {'hecke_orbit_code': 343966482504, 'n': 967, 'trace_an': 0}
  • id: 8638933
    {'hecke_orbit_code': 343966482504, 'n': 971, 'trace_an': 0}
  • id: 8638934
    {'hecke_orbit_code': 343966482504, 'n': 977, 'trace_an': 0}
  • id: 8638935
    {'hecke_orbit_code': 343966482504, 'n': 983, 'trace_an': 0}
  • id: 8638936
    {'hecke_orbit_code': 343966482504, 'n': 991, 'trace_an': 0}
  • id: 8638937
    {'hecke_orbit_code': 343966482504, 'n': 997, 'trace_an': 0}