Embedded newform data - 41.10.c.a.9.20

Formats: - HTML - YAML - JSON - 2024-05-21T22:52:57.950491

• mf_newforms •

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

  
  {'Nk2': 4100, 'analytic_conductor': 21.1164692827188, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 41, 'char_degree': 2, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 4, 'char_parity': 1, 'char_values': [41, 4, [6], [3]], 'cm_discs': [], 'conrey_index': 9, 'dim': 62, 'has_non_self_twist': 1, 'hecke_cutters': [], 'hecke_orbit': 1, 'hecke_orbit_code': 137606725673, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 41, 3, 1, 4, 0]], 'is_cm': False, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '41.10.c.a', 'level': 41, 'level_is_powerful': False, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [41], 'level_radical': 41, 'minimal_twist': '41.10.c.a', 'prim_orbit_index': 3, 'related_objects': [], 'relative_dim': 31, 'rm_discs': [], 'sato_tate_group': '9.2.3.c4', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '41.10.c', 'trace_display': [0, -148, 0, -2], 'traces': [62, 0, -148, -15876, 0, -4372, -2, 0, 0, 64940, -101136, 88610, -212164, -486724, -280448, 4065276, 989130, 631900, -557304, 0, 0, 878738, -2585064, 8160792, -13556490, -4638930, -4560520, -15062678, -645332, 24289990, -10831104, 0, 0, 3975452, 29170524, 0, -3116208, 29714800, 0, -35676784, 38183180, -88501252, 0, 88194656, -44608688, 0, -37901682, -65214646, 0, 0, 22786536, 67233198, 98223480, -222847538, 341535988, 37845552, 543416000, -39712038, 476227372, -73813254, 0, 0, -329401706, -1473830612, -283361396, 1055141156, 137841616, -1702495104, -643435264, -1945980994, 43024650, 298006608, 0, 0, 511623892, 2630680074, 0, 2932953920, -559013342, 0, -3103395126, -1636160042, 4760276320, 0, 234551440, 4427686276, 0, -1446984286, -373768662, 0, 0, -546085324, 246761008, -931400058, -2067661068, -7929456644, -949806418, 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• mf_hecke_cc •

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

  
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'char_orbit_index': 3, 'conrey_index': 9, 'dual_conrey_index': 32, 'dual_embedding_index': 12, 'dual_embedding_m': 43, 'embedding_index': 20, 'embedding_m': 20, 'hecke_orbit': 1, 'hecke_orbit_code': 137606725673, 'label': '41.10.c.a.9.20', 'level': 41, 'weight': 10}
• mf_newspaces •

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

  
  {'Nk2': 4100, 'analytic_conductor': 21.1164692827188, 'char_conductor': 41, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 4, 'char_parity': 1, 'char_values': [41, 4, [6], [3]], 'conrey_index': 9, 'cusp_dim': 62, 'dim': 62, 'eis_dim': 4, 'eis_new_dim': 4, 'hecke_orbit_code': 137606725673, 'hecke_orbit_dims': [62], 'label': '41.10.c', 'level': 41, 'level_is_powerful': False, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [41], 'level_radical': 41, 'mf_dim': 66, 'mf_new_dim': 66, 'num_forms': 1, 'prim_orbit_index': 3, 'relative_dim': 31, 'sturm_bound': 35, 'trace_bound': 0, 'trace_display': [0, -148, 0, -2], 'traces': [62, 0, -148, -15876, 0, -4372, -2, 0, 0, 64940, -101136, 88610, -212164, -486724, -280448, 4065276, 989130, 631900, -557304, 0, 0, 878738, -2585064, 8160792, -13556490, -4638930, -4560520, -15062678, 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-48191248401696, -45934806971136, 401531577423060], 'weight': 10, '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: 1612733
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 9, 'source_dim': 62, 'source_embedding_index': 20, 'source_hecke_orbit_code': 137606725673, 'source_is_minimal': True, 'source_label': '41.10.c.a.9.20', 'source_level': 41, 'target_conrey_index': 9, 'target_dim': 62, 'target_embedding_index': 20, 'target_hecke_orbit_code': 137606725673, 'target_is_minimal': True, 'target_label': '41.10.c.a.9.20', 'target_level': 41, 'twist_class_label': '41.10.c.a.9.20', 'twist_class_level': 41, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 10}
  • id: 1612734
    {'conductor': 41, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 9, 'source_dim': 62, 'source_embedding_index': 20, 'source_hecke_orbit_code': 137606725673, 'source_is_minimal': True, 'source_label': '41.10.c.a.9.20', 'source_level': 41, 'target_conrey_index': 32, 'target_dim': 62, 'target_embedding_index': 12, 'target_hecke_orbit_code': 137606725673, 'target_is_minimal': True, 'target_label': '41.10.c.a.32.12', 'target_level': 41, 'twist_class_label': '41.10.c.a.9.20', 'twist_class_level': 41, 'twisting_char_label': '41.32', 'twisting_conrey_index': 32, 'weight': 10}
• hecke_orbit_code 137606725673 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': 3, 'hecke_orbit': 1, 'label': '41.10.c.a', 'level': 41, 'portrait': 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XczLi5pJuoeuzenbN/QoVaNENISx4Jmt8Ji02eiKvCkx8UFn+MXBKfnUs4upwSVLm+4rcPb7oBAjnPkTIOz84pLixnzyw7cx5cst167yD/9wVU2T4xz5tIkl5YqzC97LKxIsiyjH2U8czzi5qtWufvaWS4s7zSvf23t41fsUj/ebNvWll0f/HZD4r/r8Rca4KcvrrB5TNOOzM+eO3vyNf/+Vz4j+9nF13zgjV39tWemQLd48x0ZK6sTnJ/3WOvAaitjpZmwvJYxtwYnlgUz02v88x9e5vYrq5ybn+TiQo2LS5r5ZcvcUsr5xYyFdsr4ZJ97ru9w51XgywqBCphfCbm0pJlbEXQjSFND6BtqYcbEWIoBzsyltDqwY4NHrRJhrQDh0+kZtm+MWF7TYB0VWetAlILFstKM2TLr0e4phLIIE9EIPbZv6rPWFZy5qMmMZqohqYeCwIM0FXQjydyK5NKyZX41JQj64KXcdU2H11wrmGlUWF5tcG4+4OISzC+lzK+kXFiBE8uWW69Z4l/88CobxxucnZtkbrnC4qrP0ppktZXR6qRcWMyY76W8+XaDTHy++HTMv/xb3TTQux+f3fkes2vX7sejfvjT45OrCDH77YbKqz7+wnLw3//YH/Pau2/hBz74v3/46w8/+A9OH35k78VLazsvLnfkHTc0ufVKwc6NgrGqxViJxR0gEQiEsGhh8SVcXK7w1HHJ9XtWuGpbn2oInpb4nsL3NbWKpOpJuh2PI6dDHnzO58xCRCtNOHIuYsPUCm+/Z5Xr97a59aomp5dSlrqCatDn5EVLs1Xjut2StX7GodOKelXz8hm4YrOlH2f0Mx+tEybqcPhcgNIZnkzRHvQiye1Xdel1JdfvzWj1Ms5crLNro6JWjVmLLLPjXVY7LT7+DXjhVMb+U312bF7mhn0tJiZj3npXm++5z7JnY50sGefUhTFOnPc4N2c4v5BwfiHjxILg7FrCjVcu8s9/uM2G8XHOzU0yv1xlcc1nuenAvdZOWG1lrLYNax3JhXnFS6ctY+Mtbt1r5ckzwc7Hnj66a3p88Y7de2YrQm7+2uMPf5Zf/82Pfrsh84qPv5AR/OnH/4Db7g7V7/9+9599+tGL/2egXlQ/cL/k4Ikpvvx0Qse2+ND3L3DzHp/VVpXVVoXlZoWVpsdKS7PahtVmxmorZaWdstSEc6sCXelz97UrvO++mF2zNdY6DRZWKiyu+Cw1BStNw3LTsNo2tHqGVmTp9lOmGgnbNxhAEHiW8wseQgbsmFXs2mzZPNtlfjXixWN1brnCUq2scuD4JPVaTBx7TE0Yen24enufj35jnH3bUqLIMj0mSbIe9TDg5dN9Kl6Nm65M2X8yZn7ZZ8tUwK5NsH1jjFIJ55fA9yxCWHZsSJmoS9q9gE7Xo9X1WGkpVtZguWlYaWYsNTPmmrDcz9i+pcP77l/i7qs0odfg0lKDpdWQpTXNckuw1jQO3O2M1bZluQOLHclSx3LzvmU+9P6IqLeZLz/hs/90mw++e4X7brk+OzZ33Yd//ZHpf/HW61azD/zAu7/d0Lns8RcK4M/vPwCyWpHJ8e22d/C9jz2z+q8+8/U5bNDnx9+1Qtyf4pNfq/DNg5atmxf5yAcXuWl3yOLqGMvNGqutkJWWx2pLs9qCZtuw1k5ZbaestCzzTcHFjgXR4d33Nnnr7Ybdm0LiuMpqM2St49NsK1Y7gnZX0I8scWrJMlDSEnhQCSzjDcvsZIL2+py4FPPS8QCT1njLHTHaW+PZQ2Ps3ARffCrl3usCFpo9Qq1Is4TJCUgTD+2lLC9XuefmFl98os6uTfDMsQiPKm++3ZCKHi+dyDh1PkRLnw0TmomaoBIIfF+gBKQG4sTSj6Hdtax1DO2uYa1rWO5YelnGjq1d3npnk3e/JgZTZ3ltjIWVCstFMGjCWjuj2UlZa2esdSwrHZhrKxbaGbdeucC//rEVtk1P89gLM3z8mwmxafHjbxek8SQnl7aymsz8k+983VV/eMcNW8+utvq9zVuv/XZDafD4CwPwT37lRXRlxu+uHP9RLz3wS5vCp8Sl+Zp86mWfl04krCV9WpEh6ft0IsXZVsYte+b5yAeXuXlvyNLaOMtrNVZbAWttn9W2Zq0taLYtzU7GWjul2TGsdiwLbcGlpmFivMsbb21z11UpOzYoGhWPVjsk8CSgiFOJMQJjodsHhGGi3ufYBYuxMV99pkbUrbB3i8/d13dJzBoPPzfOTVd4HJvr0FxtcOf1Xb72bMCGScuhM5a//a4Wh04HbJiUPPic4u6rFSvdFifPTXLTlTEPv9QjjarcdY3Pnm19emmHrzyrIBOcOK9pVDVaQLcnMVaQGUuSAtKgfUOzY6nVE7ZtinjN1V3eeEvKVC1kfmWM5bUKqy13blZbgmYHmu2UZiel2clodi0rXclcW7DUTrlj3wL/6oNLXLejysLKBL1I0Et6dLo12p0J9h/z+NbLMV0rzE/+4A32Da/d9bcmZjb9FjRjIe75dkMK+AsCcGsjaU377c88+bG9n3vE/8izz3/Tu+WaLvdeM8aF+SleOALHzyfMNy1paokywVJPcrGZctfVC/zsBxe5ZY/PWmuMxdU6zU7IWttnraNpthXNLrQ7llY3pdXJ6PQMza5lsSNY7ECSRdxwRY+NkxmdruU77ozYudGQZhItLXECD70YcnYhZNNEyoETIZgqV21V3LzPEIRdnj3WZXGpxrU7azTGV3liv8dtV4Qsd9dYXW2wcaPlqUOKH3h9h6cPabbOeix1mqyuTHLz1V2eOJAxWRnn2r0dFppNnjo4TkXXuHWf5crtfZAdXjwlmJ1MmF9MePhFj36ikBIyY9m5KeaNd8a0O4rNE4abr4A4rrLSrLLSDFjreLS6imZH0upAq5vR6mS0uxmtrmGta1npSS60BM1exN1XLvIvf2yVW65wN0erE5KkmiRRzK9UOHrW4/mjCefXetxx3RK37vG46aZ7kq8/H/wf3/td7zk+Plb9XLUSmm83tr7tWpRzF/ucv5j8cG/1mZ+/eO7sZHs+Iu5N8YkHqyysdLjn2i4bphp0+gbfS2n3LJ2+zQcONE8f3cBP/7rmXXev8P7Xr7BrS8zccoPAr1AJfKqBR62iaVck9Z7HWE3T7Wd0ehkbIkMvsrT7ASuLIefPWeLUcGEuJQgsIPCVRUtBt6cQeKRdzY07BXs2W7Zv6RJlbb70tOLw8QnedEvAzVev8jtfsviiys4tXfY/odgyrphudAlVhTjxWGhDLdRs3SB44XDMzVdWuO+mJX778z18r84b7rB4QZevPxXzxSdrHDxVYffmKjs3ZcxMxOyaTrhuZ4ZSBq0sYKkGATPjAXHi0e76HDjm0elruj1Fpy/p9KDTt3S67ru3exmdnqXVs6z1YLGrmF+1VMea/ORbFnnn3RHX765xaalBqxPS7vp0+h7NjsfSqmZuOSO1Pd55/wpvuCng3MVpPv35Y9651cbPP77puZW3v/nuv29t9NtCBP/rAtzaNSD6saMHv/6zS2c/OylTwb4dE0ihqJyD5w8LfKmZbQhqFUWaGqQAJQ1KWrTM8JVk/7EZnj9a49jFBd71mg6vuabPeL3BSrNKrRXS6Pl0upp2frF7fU030vQjSz82xIklSSxp5o449bEGpBJ4WhD6gvG6YKIOG6cNWzd0mZ5o8uVn4ZHnPaQZ4023eNx4VZvHDibE/QZ33yho9nosLNe460rD9HiXig7op4rFVoIyghuv1FTrEc8dCXntzWPceUOb544osGPcco3PB962wtdeiHnw6RqHzoZsn1FsnKwwUa8yVodKAJ62KAnGwqFTgiwTJKkgTiFKcN8xyuhFhn5k6PYN3cjQ6UErconkQhsi0+eBm1Z4+2uafP8bDGnaYG6pRqsb0un6tHuunNnqKNo9gRCC26+C2/fWOHp6nCNnPI6diTk1v8SRi1+YzNLo3z5w/+v0wnL712en6v/rAfzkuRXOXFIfOHXkiZ/99Je/OXt+cY0ffbNk9xafzFQJfJ9NqxqbSnqRwPMk1YpCCFAStLJ42uIpQ8UTLHUrfOwbW/n68y3uvW6NH3xgjet2dZgar7K8VqXdC+j2vBzYyh2xIEokSSpIU7fUW+s+n5IWrSH0oVoxTNYTtsx2Selw7ELCxx8OOXmuxnhQ4bZrNHdd3+Kpo02++q0Gd1wRsn1Tl49+Q6BEQKOesNaJMBaUgJlGl1bbx6QV3n7vAh/7YpU98yFvvaNLnCzz8EtTJFnI7dfM8tbbWlyxrcnXn+uy/1yVF0/5bJ2UTDYE1UDge+4mlAKEsBgLxliSNL9ZE0uUuBu5H0MvhnZfsBoJVtogdJ+b9q3xg29c495rMqYaFVZbVZrtCu1uQKfv0emVVwI3WRT6EuwYzx+GhVW4tBBzeiHDhjHvvf8cqxfi2QP79c/ef9+d1trF3xBi5q8+wFsdi+chQn+Lferxb/xIZrofOfjy4elDhyNeOD/D5tlF/u47F0izjXgqZLyuiRNBloEQEqxCCpBS5MuzwVOWQFsqWrDaVyw3J/jEQzWePNDh7hvW+ME3rHHTniZTWYU0Dej2Qzo9j16kiRNFkkrSTJIZgbECgUUKS+AbqmFK4Mf4XsSF5YjPPyM5ft7n1PkJlAnYs8nn6l2KW65qoYJFXjpRZ8t4lWt3w8aZVVZaDa7bIkmN5ctPB0RdyXgt5c239/ncwwln5+rs2+txaa3Pyyc9tm2Y4IZdizy2v80TLwui2OeqXZNctS3gqq1tTlxa4fgFePpwlWMna1S1INCSWmAJPZDSJVXWups1zSBOIc4EnUjQ6gtaCcQmxdg+t17R4gff2OLe6zI2TQb0+2MsN0PanYBO36fb03T6il5f0Y0E3b6kF0E/tiSpYW4ZksTQ7KRcWDIcvpTxt96zwgM3VnnhcMb+5x6Z7TTnPzI5XkuPv/S53/nso3P8vZ/4wF9dgJssxij/3lMnH/yNF578w8n5hbVpjWT7hpDMJDzy/CTXbF/k7n1rZEbgez6dniSKBVEi0EqhVAHuDE8LfG3wPUvgWap+xngoaEceq60JPvlIg2+82GfDRJf33t/kqm19+r0O1+6ybNuoiBKPLFNkRmILcEuDpzPOzFtOzQnWeobPPFblwtIENvaYCBWbpzQ7Nmp2b4Fr97Qwcolf/VyNlZUx7rhKc+2eJl9/USBSj9kJSa2a0k18pJVgJUr7NPuC+RXBNbbK/be0efy5Cpunfe64dpK//rYlfuuLbZ4+UqPT91heq7Nrc4V9m7rcfmWb735tm4srK3zmsYDlbsCZSx4XLvh4SiCla3QZa8kMJMaSpYaJqYTrr+kSRQlXbYt4z/0Rs2OKyXpAkoRcWgzp9ny6kVvlen1Ft6/oRW4F7UWCfgT92BDFGVFiiGNDLzKstCynVwQP3L7C667zOXx6lotLIWfnOjy1/6npTVs2/sL2HZuTjdVnfv9n//PH+emffN9fPYB/9A8+zu7XLok//g/f2HX+4pkrTe8gN+yt0KhOEvgegS84dFbw5adr3HddxHgtxmQSrRTdSKIjiVYCrfJnLfB0hq8FvmcIPUslsVRjy1iYMVERdGNJO65x6nyNf/P7k2BSRJpyy/Vddm2MSVMw1mCta+JIIZBKoD2fI2d9Dh0PqYWaui+ZrgpmpiSzk5rNM4odmzL27VgjE8v8p081OHN2nDuu9LhqZ0YvbfOtlwLGKx5TY5bxeky14qiQMZJmX7HSsSw3M5qdCvdcu8Yzh7ocPqsYb4Tcfs04H3z7Mr/4J/Dc8RqdnmWtrZlfabBxusrsRJ8dU33+4fd2aVSb7D8FR85JPM+ilEUIA1j3PwtpCjs3Ztx9XUqWeCRpgLVV+rHH3JJPL3IrWj9WA/rWiwX9SNCPXdSOYteVjWIHbEd5LJ2+Ya0r6GWGN9+esdaa5eDJkAsLGefmE47Np6wkJ8bHx+2v+dOvST/0t+/5xF37PmHf8Jbv/asD8F/5jY8TZ+Pq3/y9B9/9lUcv/uqZS4e4/eoeie1y9S6oBmNMNHy2bdDcfLVBCIXvZdSqTj6qlMLTFl9LvJxz+p4i8iRRbAjijCixVBKTRxZLI4UoMUQpxKmgn0iiLCDJQg4fr/HiYcisxUHbcWNPgq+c5qMewLWboFGBsZpkoq6YGtfMTsL2jRGbZtZI7Ar/6VNjnDg5xs27Fbu3SvZsXeWbL6fML49xyy7JRMMQ+j0CGWCVIM0kwlrSLGa1EzK/7HHzVRVuvLLNY8+FbJgQVMM6N19p+Ml3L/MLf2J4+UKdtY5hra1YXNVMj9eYaFSYaIzRqCbM1BJ23BwTeCmeTlEqQwqXTFjcTZUkioVFTZIqklQRJ4ooyZ9jSZRIoljSj4sVE5ejxJYoduc1ig1xYnKwO17fjZy2RhrJb3x6mlt3B7TaMZdWDCcXLdVGh5nJLqE8XJ2peL/ztS99w1y1d+ZTTz368eyOe//nR/L/6QD/ex/+XZ48g9pcv/CecbHw2+fPnA1PXhzjs09UuffGZX7qfYtctavPzESDfqxpVCskaYLvpVSNQOKikpeD3IslvifcRfAEka+IEwf0JLHEaeaqImnpyCDNLFlmyAyObxsG4B4krhI8DwItCANBNZDUqoqxqmRiTDA7mbJjY5d6bY1PPR7z8EuTrC01uH67Yscmjyu29cnEGl9+ukrN08xMKOrVPi+dwE3cb7N0I8UNVyRcv8cydyljcdWn16/yltvaPLq/x7ELilpFEvgNrttt+Bc/ssxDL/f43EPTLLcsO2YzVpua8YZirOZRr3rUKpYwMAS+IdAZWjmqJaW7BtbiGlZGkBpJmgnSVJCkkjgVJIkkSlzlJU4EcWKJY4iSjDjJQZ0HjigpDpew9hNBnAoqCtotzXNHE3oxzLUtU1Mt/uH7lrnv2oDDp+u8fOJ82Orwu9s2Nf/a7bepP1o7//9k41v/5l9ugH/gTVIurfXf/5mHLv3y7OTpcON0A0uMpxTPH5zhwx+VfMftLd5xdwdfB0SJwliBp6SrZCiD1gZPa4JY0fdcpIk8SewL4sTxc5cwQpxIV0FIh2W/NDNkmasuZDavlOTVEiEEUoKSjvb4WhD4kjCQ1CqCRtUyXjdsmIyYmWiT2jU+8ajkt744xWwYcv12wfZNHjs3G3ZsWuVT37KsrIRctVEx0YB6NWH+tGRhNcDfBVEimBmTjI/DsVOW1ZZhbinkip0hr7+lzecfCZmqQ+D7KDnOdXsEf+OtC3hygc8+NsHBCyEbWgmz4yljNUW9oqhWJJVAE/gQeKC1dSAXIEUJ5LgbOzOQZYI0Iwc6JJklTiFJMhcUEkNcPCcmLzsWVRnoJ9BPBf1E0EsFsRGsJXB21aKDPu+4d4W33hpx484GB05McfpSheUmPH30ZLhhatOvPfrCHt3p+3+AizN/OQH+ux/7HC+eND+ytPTC/7178kJjw2SAkhIhfAQJSmTsPzLNEwdDlttz/M13LDHR8IgT11TwdIbWHlpneDoj9jR+7KhJnLhWuos4LookeVRKU0gyyDJXSTDGJVzGWGxRB8RFbiEESgm0EnjaASQMoBoa6pWU8XrKzHiP6Yk1Hj8c87tfrXDk1Dg7xzz2bIStG322boB921t00xZPHWpQUR4zE4rxOozXIybGUnxfI4S7uXqRz0orYa1raXZSFlZ9tm+sc+dVC3z16S5HLjSoBgme8hFijD1bFD/0hiVu3bfA7361zlMHxlnuaGYbKePVlGooqYSKwBMEnqNxWkmUIi8fOpRbwFrrVq8c6Glm8tUtLy2mhjRz4E4TiFM7PBJXlSkDu50KOqmrt2dpzES1wwe/Y4WffFdC1J/hyJkpzlwKubAguLCQ0Gx7fOJLC41bbxD/6Z5bb/Wff/ILv3Xznd/5lw/gh08vI6T8sRee/PTPvnjo3NQbbm2yc2MDXwuE8FHSw1pLajIOzdX5hT9RHDm1wNvvaXL/TX02THu02yH9KMD3PALfI4o1ge/KewXAk0QSp27ZTdK8pp2Rl/7II7fEWIbgdk3KPHKDVq5h4nuW0DdUwpR6mDLRiNg03WK+2eWXPuPx5WcmWVmtsXdGsH1WsGXWZ+usYNfmPtpf42MPa06eq3HlBslEXTJWy5Ay4sKiJdASKcBaQZxodsy2eJqMVlex2rLMr1S4cmvId9/f5I++7nN6PsDTCUJ4GFsjSSW37Fplx/e1+PJzXT765UmePV1jy4RgupZRCzNCXxB4At+TeFqgFS5xlmKgybC4m8xYXKUlc4AvQJ5mjtI5sEOcOa1LXDSPUkEvhXYq6aTQiw1pN2brTIfX3rzGO1/T5f4bNFF/ihPnxzk3H3J2TnBxMWZhJePCigCvjY07U6cv7PzId3/3dyprL/26EJv+8gDcmjUQ3l//5Gce/tnPP3Rg9sDplJVexL/+620mxyaoVcYI/QrG+Ky0+sxULaebVf7w4U08sj/kpn1Nvu+BHm+9s8nUeECvH9CLfALPI0494kQPEqU0VSSZJE0lSSZIU0mWCTIjhlzbCAasxLrILQUoVfB7g+8ZAj+jEqTUKxHT4x16SY+vv2T5+DfHeOrAOBO+x3VbLJsmJRumfDbPSLZuiNm9ZZX9p3t85tEZxpRmZkzQqAka1YRmN+OL3wqp+xYhHLB6kebtd0d84UmniWl2DAurmq2zdd71mg5PHW5z6JhPLUhRUjiQmyr92HH9H3p9kys3LfCxh1o8cXCcs6sVNjYEY6Gl6htCbfA90EqgpLuRXSSHQn5kcqpmzHCFS3OguwABSSZIshzYmaCfCrqpoJPhcp44plbp8r43rfL+N7S45QrD1FjIarPOWrtCq+Nzfh5OX4i5sJxxbEFgdZe//4Y5No8FrHSfmX3phU0/O7319eb8XPs3t2788+94/rkC3NolXjpgWFyWP3zk8EP/rj3/5am03afdDHh4bpaf+b1lfuSNS1y7s83OzTV8P+CZowFZJhn3LSkB51rTXHiyypP72/zRDW3e8/oeb767z+S4TxwFRKlHnHi58McBPc0UaZY3bLIhwI3NI7cZasqEsHlS6XQcWht8LyPwEypBTL3SI6PH156T/P43xjlwagyRBOycsGwat0yPK2YmfTZOSzbPJGzf2OLcYpv/8rkaaVRh61bBeF3TqEGjmiC8mFavxnjdIoTAWkhSyWSgSE1KO/FpdzNWW4oLixWu2V3nx79rjY/8QcCZxRpaJfmNoUnTkH4s2TgVcMveFtfv7vDymQt8/JsVvvrsOBebFWqBou5DzbP42uIp0NK184UYVdcZwBp302VGkFlIM+Hq55kgzlyTqJcJehn0UkuappgkYirs8ZYH1njvA23uvS6lEWqSpMZqM6TbD9DK4ntdXjqjefKIIs4Srt61xg+9qc291/isNMc4cjrhG7/7tdn3vEP8u3vvuie18fx/Pb3gs2vrxF9MgKdJm+uvq7zj1NEnfvGhhx5qXJpvo5XPjikImx6PPbeB54/2uGFPGyX6LLcEZxZDsIJAWSY80MKjkyoW4oDPPlnj4QNdbn+ww9/5njZXb28xO65oVDVx4hOnHmk6BHlWANxIN+VjHSWwg4QSpDAoVSSvKYGf4qmYVi9hsZXwHz8VcmphgucOjWONz1RFMDttmR4TTDUUU+MeG6YkG6dStsx0mRpf5cvPG549OM71WwUTdUm9KmlUDbVKjPAigkCjlXt/ayHLJL1I0+snpEbQ7hnaHctKy2NuucFd+zrcec0aH3swpLKi0DJxgLSaNPOJE0kv8pgeD7l1T4db93Z4+r6LnFmU/O5Xx1lYq3J+OcBXkpon8AsaJl3iOQjkBVXBRfLUClIDiRFEGfRTiI2FLIU0QaqIzRM9rt/hrsdtV2c0Kpo0rdHqBPRjnyTxSFOFlIbtm9r8wFu7vPW+DA3cuFtQD2vMLTVYWK0ipGLzZJvHHv3G1Pyq94t33H7zaq/X/cyfJyb/3ABu+y+Bt0M9+8Qv7z139mhj00SXqDdOkmRsmsqo+BljFVjuVHnyxSq9FDwFDR98bZydg7QEylDVgp4O6GYey3GFrz47xuMHe9SCiL/2HU22TqXs3NzjrmvbaOFGxIRwdMV1JZ1W2tpS5MYipEUJVzO3pCBTXj4leeaw5vNP1Xn5bJ04rVLXipmKZbJmmahaVwdvaCbHNFPjgo2TKZtnemyaWeXhAxG/+vlZNo1rZhrQqCkaNUG9mlIJIh4/qujHGq/mQGWtIE4loVbcdGWPJ18ad8KnXsZay2NpLWB+aYIff+s855eWefKFGTwJiAQDpKkmTjyiWNLpaSbqIeONGnde2eW+67t83+sWOXzO8IWnQp46XOHoyRqp0ESRopsolJAIIdYlnnlPwBpSY7HG4ImMMT8mJOHOmzvs2tRn63TCD745ouJLahWPOK7SbPvEOahdwHGrKYBWHjfuCtHSECcerW7ImYshK62A1Zai05O0WpIj51Y4s/K1xoX5c3v/3gd/SH398SPZA6/Z9xcH4AcOHOLC4jb/0twTP3p+3vu/j51KmR4L2LkJAs+NUoV+SiXIaISGmb4rM2Wm4IWOE6YG/MwSZoKqFtQz6Gcevcyjm4W02xn/7mMT2DRhw0yfa7b3mRpLec/re2yfjUkSkfNtCaXITc4/pTQIKfjkQxX2n6ghtObMxSoX5quEFcVYIBivWRqhoRFCvSIYqyoadcVEXTM1DtPjKRum+myZbZHZNT75aINep8YVWy2NqqJeldQrhnqY4nkxX34yJOpKvFmQOZiSVFKrKN5ye49Hnjd0Ikmnl9HqatbamrnlKlfvqvOee1s893KVMyt1lDRAkvNljyRTRIlrzHT6mmbHp16pUqtEXL21zx37+pxbaHL60hray3jxpOaPvllFKOXALeS6CGUAA9aSxBk7NqS89/U9phsZ+3ZYNkxBlnpEcZ009VhteaSJIsmGK2iSKid9yJyuB6DZCTFGEMWaVlfT7GjW2sqNFbbcpL+vFV6yykwt+b/3v/hk945rbvyt48eOxnuvuPIvBsB7rTN4duHKo8fO/tKDDz8q3//GPo1wjLkVkNIjDBSVwCMIJJXAaZH78XAcLMt5YJrXZ5PMEhrrkhxjiTNBZCRRJomNR2JgsdPgm/sNloxPP5UgROYuknUXCfJiiasFIoRCCIlUijTRSKPxtKQewK4ZS80zVANDNYBqIKhVJPWKo0NjdclEA6bGUmYmIjbPtMlY5T/+cchjL82yZwomqnn0rkrqlZRqJaZW7VGpVAnymr4QLtk1BpLEo98T9KKMdqTo9A3tnnEjczWf8/Nj3HNNxE9+7zw//0eas2sBQhisTTCZJUk94kTSjzw6PUW9p6mFPtVKSDWoEgYJ9UrMLVfE+F7CbVek/OADXbRK8yaQQQg7SspzSmeMRAhJ4CnApx9plld1Dt4i58lpYSpdkp9TxDSVpHlTKctcY8l9Tkmzq2i2Bast60YJWymrbcPcmuTcSpvdW74pT9eCXzpzIXnUmt6BPw9s/r8G+L/9pT/h4ZcqlW7z0LtlvF9s3xjz0pkm776nRxhMUA1rhH5A4Gs8rfGURGtBr++ogpN1DtVvWeYieWYEqbHDzN44fugOQWwkqZVkRpOYgCwve5Ufgy6lAC2E61QqCCuWUFtClRF4EGgIfUslEFR8SbUiqYbaAbwmGK8bJhspU+MRs5MdNs8u86ufN3z0qxvYNq6YrhsaNUW9qqhVoVpxPoWXlg0nLgWEvpPfQqH0E/Rjza6Nho3TfVp9n17f5lFcstbW1Csh9eo4P/jAAicvzfFrn9mClhqLITMZqbEkqSaKFb3YiaK6oaTa11QCj0qQ0Wy7HMP3XB/B8zK0dIMSUrp2vsgPJ10RgMhBLmiaXGVpXF6TZRJjJKkZ5jtpJgbJ/eC1EYPXSSLoxZJuT9LswFrbsNJMWGllLLUsl5qCpV7Me25e5fxKldXnHxVvvW/p3Tddd9WJkwf+oLf7uu/79gL86h2pnyanPnS6c/FDjxzsykR6nJ6bYH6lzQ+/eYGrd3U5Pz+B51WRwsc5Vdi8TGdKXce8w2YgNa4mW/zsDjtss+dKOVfLFYNEqcy5gbyT595LS4MudOQKPCXwtHV1Yy0IA0noSyqBohIq6hVJvWoZq2WM11MmGxHTE122b1jmqaMRH3toMxNhwIa6oVEVDtwVSS001MKUejXiqSPw4uEqe2dsznuHbfNepLhtn+WK7T2ePjBON7L0+hmdns5B7lENK1TCcd732hVePLrAk4c2glUYk7mAkFrSxA70JL1IU+1bKqEi9E0uYssItMmbZU5irJQbGJHSSYMRFsGQzw2Tc0c1TFGRMkX5tVSKzatWaQ7qwc+DwQunRGx3BavtjOW1hMXVjHPLcGoZ6vUO/9u7l3jbHREnLniYpCu/tX/lny10Fv2pidqHgfjbBvC1ta5sd3o/8x9+5Tf//obaMX+mPs4TBwWLbcuvfb7O4YtrfM+9bW7eHXFVdQJjpujFPv1YDfi3VoZUFeWpgrKIAaCNwUXnHOQm78QVzQprLaXO+8iKW7Sqi4aOknnHUoGnC9GW6/4FvsqplKBaEdQrlkY1Y6yWMl6PmBrrsXlmlSeP9PiZ397A2fPj7J42jFehUVHUKopaCLUwoxIm+F6fZt+ipMJTFimHn8xFOEmS+jQqCd3UiZZ6kaXbz2h3Jc2KotoOCIM6Ozcm/IsfbfJ//Y7kW4c2YFEYa8gyQ5qlxKkhThT9WNELJJVIEfqSwLfO7VYbPM/V+7WyDuDKAVzlNEUIOzqgm7f2bR5EbEE7csBnZvicZeTVK0rR2+ldCtFWL7Z0exlLaxkvn4dM97nvljW++94er79RYNJp9KY6Txyo8tKJ0/4t11T+jztv/xtelvb/idJ/9tnOPzPAbbaGtdGHX3r+4b+3ujAXzp2vQWbZvcEy3YClts8TL8yy/1iDG/e2ecvtXXZO+cAUSgo8LbHWXXglLXoQte2gjWwGNVqwxrop8lwCWj5YB/CcdueJpaMoSgqUcuUynY+ieVoS+M4AKAycJUMlsNRCQ72a0agmjNVjJhs9Ns+s8eThLv/Xb01z5OwkOyZdhaVekdSq0kXviqUaZlTDhCSL+b0H60il8KRFiWGZ0FiR1+09fuhNq3zl2Zh2HNDNAd7pKdodRTPQjt55DfZtS/lXH1jmn/6W4IkDGzBWkhnXVk9SJzSLYkMUOrlrEAhCTxD4rrPpazvo2GplkMrVxqWwblCiAPiw5QnkQQTXS3DVljyRNwybaRZMHtHTss4ly3UuCZjM/ZurUcZtNzZ52x0tbtwlaVTqLCzXWG6GtDo+tRDuurrK0aPz4ULrof/9vvtfJ+YWmz+9cebP5lf+Zwb4w0+dwlpz5xPPPFZ50+1Njp5pML9iCfyMamhoVAzTdVjthhw8GnDxUsL910k87S6yUgIf6aKILIA9BLgxw/ErB3ThdBQFqIsTv+5zFQAvNBhFJ6+I3loXuhOJ50mn3/AFYeA8T6pBRq3iwN2oxYw3esyMN3nqcJef+c1JXj4zzdYJwVStRE1CTS10+pVKmFIJnGXyheUJPCVQ0uRluWGS6RIyxaYJS5omtJKQXmTpR4ZeP6Pdl1S6itD38L0QT49x1daUf/XXF/nHvwFPHpwlM9IBPLMkaZZHckMUGMJY0vfVgIJ5HnjaUTSnU7FoSU5TQOTPr4BxR1fIm0KIQXPI5M2holtcrL7GFAUDd6TGFW3Gxzwe2JBx302ayfokUeQzv+TT6rp5z05X0Y0sCyuCl8/0eO3tD1fuvWPLnf9vPMr/TAB/+cXPsmVzq/pbv/uI/+LLEZVrY67YlhF4PmsdRaeX0e0ZxqqGmTFDmgmkCFhaVUw07KCNLIUDuFH5PGQB8AENsQOg24KOFK9f5bNJMRRRSZmPt+XgVlLmgxIFPYHQg8A3VEJLJXD8uVpJaFRjxms9pieaPHuszz/99QleOjPD5nHFTM0wVhHUQ0k1VFQrgkrobg7X6o958pCg0/cJFflN5jh4MYSQGUGSamqh4q5r2zz1coNu4mhKL8ro9hTtQBH4Ct/zc/48ztXbDD/3wQV+6lfgiUOzJEaSGJMPSw9nMCNfEvjGRe9cm+LlN7c7yGnKkMbJvMv7SiAvmkK2AHgO+CzvFJdX2/IKXIjcpBB4Pkw3QuYXNQvLljRz2vNuX9LpuYZXs5NxfiFmy8aUTY2Ij//Rg/7ua++p/sEnP939vu955/98gB86corp6e3j33zs4/9l95bl1475lrXOFBaYHncntBJ69CouGiWpKX3BQumWJ1xKoPOk0emVS1G7BGgzAPZwKJicew8uhnCCIiFzcOciIzUAuFs1PO0ime/hJoH8XGAVZFRyelGvRIzVe0zUW7xwPOKf/voEL56eZeO4ZqZqGKtALXST/tWKojqI3hlhkFKv9nn4RZ+1ZsjExLBNXgCmKKElmWJ2SvHAjR0efsa4KZrYlEAuCT1J6Gk87aN1BSkNV2+z/OwHF/ipX7E8cWSWxGiSXAHoZK8ukgeJHKgLfS3ROhdhSYHSxblh8PmKm7CgKqJQpTFsCK0/TOnZmNJz6Vq6y2MByWpL0I08pHB/r3Dm6kUp3dzOQgKBDfny45agtvLaq64++xvv/O4f+InvXDm/Nj75P7ZR1v8wwNvNBdL+6k89+Oj596fRBb7/TSmKMVpdn36oCANNta/o9gVRnAuijAVbRFR3QouzVnDSoiJSCICG4H6VyG2LEycGIC/6F7Kk8VZqqBjUCqfP0BbPc4PFoW8I/YxKmFINE2phRL3aZ3KsyXNHIz70K9O8cHIDs+Mes9WMsarNwZ1H71BSCVz0D4OUahCTmoh2HCCUxCsi+ICDizzS5QKxxKPm951cIA6ZKEDez+j6Kt8SRboSqy42oLVct9PykZ+Y5x/9suGJwxtIjCbKBHFm8iguCBND4Fl8z82u6jzv0MpJhJWU+fnJp/KL55Iwa3BjlnOddeAeBKFSYBo85+mhEJDmklvZE4PB6CSfFOrFGb2+pdu39GI4tWAQXo93XrVMlcn379//0glr4n/8PzWCP//yWWpjW3YcfPo3rr9x+xxPH5rg2KVzvP2uHgtL4zQ7IZ1KbjPQ126mLylmEe3g5KyPCqNVkSHoh5Fi2JW05TWziNrlpLJYbvMJHZUnU1pbPOWA7Ws7UA+GXpbz5oRKGDHR6DJWa/PkoZSf/tVpnj+5gZkxzUwlYyy01HNwV0JXTizAXQkyQj+lUYs5dNry0HM1fCnxlMmTuCGPLJbyJFOkRnP/LQl7d3c4cbbCTJV8HMz5mXT7eRTWCq09VJ6zCGG5dgf83N9Y4h//iuHRl2foJxXXDEst1VzDHXg4kOti9TKD2VapssEKp6QoAVyUQM5lfGUIcjsK8MHv7EiQWk8ni2ueFDdjbF2CHUGrL1jpCxbWUr7zNR1qeoI/+MIqN93w6PU/8cEf22Gj02dEsPPPH+BJ9xK6MrbziW89/R+ePzz/jlDOsWOrZGE15uDZPjfsjJgYq+eeGiGdvpeD3I2UJZlLQopksQCuKQPbiCHQWVcluaxaIgaRYQTcwiJVURa0+VRQHrW1xdcGzzMEniHwU0I/JQxiqmHE5FiX1XaXRw7Az/3+RvYfn2Y6B/d4xVKvCGqhGNTKXeXFuOjtZ7kcISLOMvq9kFC5m0wKMaLkKxopLtHUjsvriCi29BJRArjB9zN8T+N5bgBbSW8AcATcsEvwcz+xyr/7g5QnDk9xsdmgX5OMZ5Z6aglzx4HAs3ntv6ik2EH0LqhKAfDB580/dBnnA4aYXxQ7uFavBPYhRSmvxJnJo3lq6SeWXgTtSLDcVSx1LZ0k4s49K2yc6nNm0cOIDjON6jte3v9MFk7c8L8fOX7x9L69m/98AX785CnCsHLHyvzhd58+cY5TizWWOzGr0UZ+7+sRb7+rxTvuWmPPpg6TjToLq1Xa3YBev/AgcS3dLJdjlqmJzUtN66lIGeDFKS6zwuIiOLuHInrbnJ7YXDXoIrcbezO5zUQ2AHfg5+Ce7LC42uNnf6/KZ741w1JngpkxyUyYgzt0vLuaJ5aVQFINbB7BHfcOgxiI+cYLPquJz1TAiB4bMbpCZZkbfmgEmtff3OXJIzHtJGBsMNhr8COnVfe1A7hWFiU9hHQNGixctU3y83+nxRee7PHh39zA+aUJeuOacV9QTw3VFILEWS/7yhkaeUWiKcUgCS6ey4l6+cYUYjArMrg+DK7Tq4G9NEVkh1NWUepG3zqRYK0vWWhBbPvs2dLku+5u8va7YuqhR6fXZXl1goMnLtKOj777pptqv9fv907/uUbwXq9DGFaveOH5R//upQsvcdvVAfqo5KVTmmYiOHexwS98cpyvPdvivhvX+N7XrrJ3c5/FNWfaqD2fKMr5eOYubDbokOWRm1IZan3ULtOS/EQXkaVoNxdVAFUAXFm0dMDWyoHb0xm+l+F7KaGfEPgJ9UoPrbs8/GLGb3yxwecfmyU2DWYbgunQ0RJXAizq5Co/RB65y9E7QeuIxw+O0401m6rF51kfwfNE00iSVBF6ijuv7pEaB/BeIugX1ZDYWa55uihxqhyIrvvowCaYHhe8/3Ud6sFFfvOLPR45OMVcUqEbShqppaatA7nO8xBl87zE5iAvzqEYasel206gONfrq3UDqlJEcxhdgc0wjxp0pPPZz34i6EQ4E9V2xrXbVnnPfSvcf2PG1ds84mSSdrdC3K9x4lyVl44njC28xNVX7f27d9/5mud7ve6xSqX6/x7gSfcEn/jsN9gwPbb5qReP3vfywQu87mbJzMQEmycFNT+jFQnWeh6nzk1x6HSDZw6t8s/++iI37jRIMe7a8sJDKUuSykGDoOiOjTQTRoBdKj2Uy1fCrqMmRVfOKQaVZOB8VURuTzktRuAl+H5C6MVUq318v8vvf1Xzb/7rLCcWJ/GCkI11wWSQ0QgstQBq+YR9JXDdzjBvCDn9SpavBI6eLLUyOrGPrxS+tIMEk9JXKVauLNdrxKlHxeuzcbzHWrdOLxG53ZrLFTwvy8t8Ki93KgfwkcTVKR/fcW+H265Z5Od+t89HvzzDSlqjG3jUPElDOw1OoMFXDIYhdNH0yVc+OaAqwwZQOaiMkpVRoJdXYBe8CoDnRkT5+FsnzsHdSrll7wL/8q81uWm3T5yMcWmxSqvr0+76rLU95tYgVj2u3H4R+i/dd+BFuzmN1469cPAMN13zp2+I9d/cwuRD/8ff4ZYbdu301dLHzxx/fObCnOLQaY+1dj6B7gkCDTXf0AhwG5XO1XjpjOLGPU02TQmS1HO2aIPqBigxpBCOJxdNCDtoSBS8eT1/9vP5Sb/g0gNOnRH6mXsOUsLARdUwSKmEMdUgplrpU6v0qIZtzi5E/NuP1/jVz81yfG6aWiVgulICd4hLKkOZD/ZqqhVFLW/l1ypuMLleTahX+8xOtfnjR+ET35hGiZDJiqGWqxNDv7g5JKFP6eZwrf2ZiT4X5ixPHRpz/D4/F7pMHaR0PLnE6102UoiknBZ+44Tlpr19tm9oc/KiYWlN0MsUfZuvoEbkA8duyCEr/y5v0KRZMcJWNGvEoGkz+F1GbslR/r0dvB4c+RB4kk8IRQm0E8lC13LtziU+/CNtrtsxxuLqJHPLdZabIWvtgGbXox9LZsYM+7YJkrjKw892mdh41T079970mTjqr/0/v/gf/+wRfHE1pjrm8ZkHn916/PjBPTV5lrfcNc0LR+p0owxr3JBqLXWccSyxTNYM0zXB0ZOT/JuP9vnwB2KqQUaSZgBIIcmkxKhcyGOH4p4yHXFRoQjbdoQHilxA5Z5z0ZC0znVW2XwcrRAYpW5yR6cEQYSvI9pZzC99wuc3v7CRC8vjGFVhckwx6VvGfEM1j9zVQfte5jqVnJrktfPiZnLROyZKYo6dD+jEARNBXsUpmk5FVaLowtqSJiXRNGqaXVtjVNCnHdfp+YJKXmHwc3rl5RRFF1UPoV4leVXMjHX58Xd0eff9c/zmF1r82ienWOrV6OmQUCuqWlBRliC1LppLR1W0HMobii7nZZGcV6Ar6ysslOrjpa5nmoO8HwtmJyM+9ANt9m2b4Ni5SZodj25f0Y8l/ViQJG4m1FpJr6948XgE3iXq4oU940pt3Xn1Xaet7SLEq1OVPxXgSf8iPb8+s3VGfOI3fuuAt2N2nBv2GrbMSto96Qx2cruBJHGGjHFimU4s0xOWW6+sIFCkqUSKXAMhiu5kkVjmnNs6RvnKHUpbKgfaAbBH6InMVXIqcwDXGVpl+F5C6Mf4XkyzH/P4fsnvf7XBJx+dop/V8X2fKV8w7htqvqUaWKr+ENxhIAkCSZBTE9cYyisTOcB9z3U+T12yPPJslTjxCGr2sgSzeAwueC5FjROF52keuK3Nx77W4cj5Gr3Q+b1EnsVPwUsMXmxQSrq6tSw6wUNgjdTYjaQaaDaM9/hH7+ty9faIj361zjOHxljs1egrH8/ThFpQkRDIvIxalFela84NBGuidP7dwnGZOGvwOSiu5zqQF5p/ixOgZZonD2yEfp21tk+USOI4n+BPiql+Q5IYur2MWtVw/d4Gq3P7vZU9d30iW1m9MYnbi3/mCH58cUbaM4fuaF38xtgDNyuMCYkTGKtlVEOR+2QMvUjSzJLlX7QeWq7ZPUEcd7E6c7ue6SwHtBkAe/CMGCYsBR4GZ9Dtn4aweSPH+e8Vck9Z+IWrzAFcZfjaVUi0Tmh2Eh47IPjtLzX46nNjrDTryEpIvaIY9ywN31D1LFXfUvHJo7aL3JVAOnrhC0KfXKFncnAbAs/xb6Ujjp6HC83QNVZyfjvaOBkCwM1BFgIlSRxrNjQEV2zr8dLZlG7iEeUe337sAOGpLDcfLRo1bkUsP4qbpyhDJpnTh7/3gR5vvn2Vrz/f5ne+3OCZQw2W21Wa0qfja3wl8KUgkLgZTul2qVNieJMqkct+XyGCXxaS7DCaF1JmO3gNoWfxpGD/gRpJS1MNAcwgEU0y59FSuJOlmaEWKk6e1Rw5aXjp0qNj3/+96R17d+78En+KedCfCvC6Oh1EOvrl1ZVjtVuvjhBCk6aaXqSc3VfuS+K8SJwewSLQyinytHJ6A62zXHBUgm+ha7iMkpRi+EiJylIW6DtaYlD5dIqSGUpm+EU1QyYstlMeflbzxcfqfOaRMRZaNUQY4tU9GhrGPDfJU/HIaQdUfJEfMpecFrxZEBTRuwC4TvH9lNCPsTbhG88FnLlUYXpS4EkzsHqWrxDt7IjcVNGLPHZsEDxwc5c/+VZMJ/HoJYLQs/ipi+JRYkurlBrycCFHaIo75HBQwbh6eyWIeO/rerzxtmU+/WibLzxW5eH9dRaaVXrCp+drtKfQQuBJgSclnrA51bIoRIkajpYPXyGYjyae+TP5auAJl+gak3F+wVIN3E3rpAy5R0vZcSuF07EhMhHWGkRwtJalt/7ywtL81UDvzwTwxfMHiaMWcwvLHDztMTnW4c23ZUjrDOX7scrNHPNpjzw8KVWoClN8L3WRR2coYV5BxTMo/o2covIyKErAFsLk5UCDyAGudYavE8IwoR9lHLkApy8qPv7gGF96psHCag28EN3wqCpJ3bPUtaHiWSqeiyahD6HnPAmdzFSWDpH/uc1BbgYg9z03nnbiouGlUwF4Xr7M21KLXoygoLx0Z3nZNM2cnfN1uyKu2drh8IUqvVBQTQVBYokUeWnP5NG7qKYUJcghVxnU2fNSpDEqdx/w6McelUrEj7wl4u13rfGVZzv84deqnL4YcvhClXgtIA00fa2RSrp2PqDz5yKSD6gLeXfilURa9rJLjcBRIGvdv9HqCTLjdpyQeXmyEGklmSBJXfNrNZJYFfOm2zpMNRQrq4KXDpylXqv9aRB+dYCvLZ8TUdz/u5/79O9Pn720nZfPWPp2jX17z/Hmm9ssLjZodf2BCU+auQze5gbyWrmGilcAXGVuDvBVdYDDU+OwYEuczzU1HCUxzvpBZgSBc1JNs4y5ZXjwm5oT5ys89FSFC6sVTlysQRCgqppQK2raUtOGqs47fNoZxwceOYiLQ+aHygFOzrlzcHsZgeeit7uxYk4twqHTVTw5Wh4cUBSGevBBrTg33XeyV0Waelyzo8cVs10OnEzpph71RBBp8PPGiCoBXEqBkHIkkkM5sSvRoHxuMs0USeYReT6NSswPvSni3utbXFht8Y2nfU6eC/jKc1UuLodkPQ8jNYmvEFK6lSKfypfklRwY0JYiIP1pV1gCWjjOnxhLaiy9xJUsC7luZl3VJsqci9ZaT9BcSXjgthW++25FHI3x8qmAAy+dnH7fe9/3d0+fOfeRnTu2veLbvirAv/qNx0iz9P0HzpytvfN1Ed8ZV+hnHbTo8bVnYfNEwu4tiizz6fX9gWVDZtyXdRQi58TSIkU2aE5chun1sXyQsQ+j9oCKqAwvyEgyy8lzgpdOKh58qsqBUz4HT1VoRQFRHIDnoxoegRJUFVS1oVKqAwe60GkUslmnCw9yWuL7Ct+X+Q1gh9zby1xn0XM8P/QTrImZX5FENkBriS8tWgwj0roAPgB5ZkfnHePUQ6CZmYyRqk8n8ehq4SodyVAwppUZ6UDKokgNUJgdIbBGDiN5yRjJy9TAfqIb+WyciNm+IeGW3RG9uMdfO9XkwGmfB58MeelUyMmzIUmqIFBYqSCvhA26QYPwXb6gl78WuX5I4m5OPxX4Sa5LF8PonRrnx5JEBrKEHds73HlFC2tS/v0nttDvB0Rpj3ffd6x28ugT71dSf+R/KII/+9RnaLa66rnnT4r9RzTNbo/Ab5KZhIOnNnD8pMeu7RHXXdHnDbf0uO/6FhZFqCWNipvfKy5klvOWYSTOo/P6c2ALSaXzL/G0BWEQ0pLETmUmBJw+L/mDrwZ0E8ULB0OOnwtY6vhEmQ/aB+WhGgpfOkvfqrKECmdnpnLhkXJR289r+H4Z3J7Ez2lJ4EOQ16wDz7XMPe12e3Md0YRKGLOwmvHgE3Wa7YCJMYGWZiAZKHBw2a1cNEEGXFwSRYrpKcWb7+rzlWd6nG3W6HnS0RQNXmrxcqCr3B5ZysyVCyl7nQzPv7G69B4O6H6myLQi9XLbh8RzpVQvoeYn3Htdyp1XR7zrvj5Hz0lePOTRixUffbDKqTkPhKTb02SxKuSbWF0AfKQjNALwotibCUGGIEXSzwSiyL2sIahmaC9BkfDGOzq84aY+112RcOX2jEMnNS+emCfJ1gi14opNdU6ePC02bL9OfebLD6bveMsb//sALgSMNaq/tLLWuqGuJQcOjTHfsrRi4RLLTDB33PLksZRPPtZnqhFh04Sb9/Z43wNdsiQhTQXT44abr4+pha5te1m0XncSCnOeZlfw4n7NcktSCSVPHfL43KMh/UTRTxSX5nyM0CTWwwgPtEYEGi0lvhKE0hLmwA6UJcibR77Oa756GLn9Yi5zAG6Vz2iKQfT2PYPvD5tJRfT2/QSlYr75vOJPvlVH+dqV20b496tH8KIWnmVFxUPR73u8/e4en3m8xUe/MUYnDanlPNwreHhSdBztYFpICDkAmHsrWeL6JYAbF8lT7SK5pxWp1ug0c0BXGUo5I/2JMOXufSl37UuwIuI9r+vST1wd+7OPBjx9yKcSCJZaihcP+LS6MmdJ6+qir/CwFmoh3HhTzOxYRpYPnn/P6/vcuCchTTSTDclkXZFmNYzVXLtDcuVmSTfyWFypc2GhQmb6N/hh45es5cf/uyL4WrNJtdFoHHr2k/u2bRAqjX1qlYxakNHq5Xa6WWHG6NOLfc7NWaLMcHIu44uPJxgTY5OUsfGYO67vUw8zpyorG3Nfflvljq+CtY7imZd8Wk2F1NJ5oljtIpPQOF9gDVIjpcSTwoFZWgJp8KUDgq/AV0OPPgdyMRx40G4QoBg8LoPbRfiiW1pE8Kx0pAQ6wdqYC0s+cRQSjEn8vO2tclWeqzaUotqgojBscg2m040iTjwm6opt0zG+6NNLA3qpoKKdCWahISkaWkqW5a1y2NWEvLMpMMaUTPBN3rkcUqM0zfK+gXINMpWSpBkqcb0ErTKkTNk6bfIVw3D19j6x7SG1odkUPPOSZq0rndb/suV5NK6RKw6rAdxxfcb4mMDECpM5ipaZCknijFaX1jRRovNqnXMWbnU9LiwGnLoAKz2jqjPdfR/4/u9q9HorrUpl8k8H+PziCnK59ZEDR4+9btvsWWbGqqRZhTSVVAOT176N0xTkBo1RIuhnkn6q6KQ+cVojkRntTsqnH0kRNgVbGPO8CshLy5sVAlNsuUCuORVqmORImZeyClBbfGnzLUhs7n8yjHgFuD3tJurd1nsMwO3GuhR+Dm5fM5CYugieR3Ft8PPuqOclBEHCuSXD736lBtrHk2KYYA7oibgsgpfLZ4VJqAObM9aJE48ffHOPTz/c4+B8nU7mUU3dprROBWiHkziq6AmUk71CulhQIVkSeBWHGWhhtFZ4mfNL8XKgKzlsmjndeP5amNw4KEMLi7AZ01XDd95jQGTDUrAo9s8of+/cTs8KnP2FIkpCkq5Hmg6dg+PEyy2ytduFIsm3XUmdgVA30lxagmeP9+n0V9m3Z//rVpdv/EiappdtF3EZwD/3hW8ipfSfeXGBqiepBIZez7ptNTyRg1s4g/TMRfQkdRMkUW6O3k0E7VTRSTWRZzFZhrUl56lXBfhwmS2SFyHlYARN5fVTT1oC4dSCnnQ/a+n22NF5hBsIiTQlHxTyndmGU/VDgMsBbQl8Oxhp831TMs5J8fLo7esEKWPOzAkWWyFCawLJCD0ZtOdLJbTi9i4PdZT5cZo5j7+pRsSOjT0Oz0X0Mk0/gyATeJnFS3MenjKoLA1b6GpkUmHQbLFy6CczeD9Blhl0ZsiUROli+3I12MlOKpOvFGZYms1BLor3xqwr5dpSz6NMS4pVS2IySWq0A3bigB3FHv1YE8eaKLfHdgCXA4+VOHHbrjSqhvtudsFn18wCLzzzdbd7738L4HV1DAFct92yuDpLP5bUQnfOXFfJzVmm6bBNHycMhl17cc57E0EoBZ1M0JOaxOhcCF/MUq4bXSiW8kEJqqi5urKSJyyeyEGbU4Di9eB3ebAfSkEZDNj6Sjiwj4Bbume/AHqRfObgLqZ/tBlQFE87fur7CSkJX3i8wvxiBW9M4Zc1HOUKyvpYtm5yyaxr+vQj52D71td0eHx/n1Ya0tWaSmqI83a6KnQig5vJRfLh5JAcgGpUE5J7qljIlHtPbQSpEuhM5rvYOS1PmgN92EwzgwablKbUeDMjTbihx0opz8orO85jpXDHUrmRqJfv9ObR67vd3qLYbWyQpEMDoSTfRyhJHVZCP6Tb9HlsUVNtnBvZveMVAf7IQ18n8Kv3vHTgy7eNT65y/ZWQxFUuLFRY60j60RDkaeaclZLU5NPchn5k8fvFSBWD3ct8AZGBpHBKKvBduvhCOGmjyBsJGgalNpW3jJ2/yZDjqgLYMlfd5fSkDOyBD4rCzSO+EsCLhLPg3QO1os359qiW3PcSfC9mrml47ngFtI/O6YkuCZSKbp9Yh3DXwS3ppw2DenhRE08Sj5v3RkyN92iuVummiqoCL3XfRWXWHUkZ4DiQD95IDmQQA1mEsQOXKqMMmRF4RpApSaYMmRKkOcjL4rVCDiELkBegLjlkCVxUL6plhbR5GM8KWzinlXGlSk0v8uj0CvsITS9y+zDFCQ7ghSKxcA2IDa1uxsWljF4WsWOT4doN07e96bVvuueN973+sfvuv++VAT6/FuF52Xeendc3HTgCExMp775nmS2zMwgR0PdFvu21GuxclqZFFDf0IpeQGFwBP80EWX5XaVlY9JZUg8Ll+gUIypG7sFxTJZAXEauom6pcA+7KZvns5WBSxdESNZheGQK7GL510Tvn3JoB3y5Kgi5iD8HtDdSJCYKEzz8a8PiBOjLQ+FI4/+2BgrDsz1LWUQ+v98AabRDFXaKZGUWv73HXtT3edm+bX/t8nTgL6GSSMLNEKfnKVVb9mZzOmXU31KtFcjBa5j40YgDuTEmUMi6iS5lbS5j8/JoSwEvAlvYVIrgt5R3D1dq14gv5gCJOFVGsaXedY22zo+j0nc4pSSxJZvK2fb69SuqGlC+tGCL6vOt1fapaU60nN/l67jtlJX3sFSP42sp5atX6mx969Ks/0O/Oo22V8xcE33op5cptbrjW9+zAqqvYCcB1yMhN2RVapURJQqvreJkSAk9Z1GCwYbiMuAs/jPYFGOTgdQ7ykrVBEbmdt2HxM3kEZzCGNRLF82mYwvizALezU1gXuQeac5PLVIuBg7R0JMQk/OE3GmQ2QA26l+UEczjXWFQ2Rjh4vhuxNQVNkc4dKiuSTY3A472v7/J7X4hYMwm9LKSXCbzcW11lOchSMRCduXLhei4qS6VJMSph1bnhkspBrt210pkkUxaVOQWj6x7LgTR5WKIsqzuHJkLDKF4kneuoiin4uHvuRYqlNcVKE3pRRpKYwS55hSHU0NrPOYrdtKPCjukqK2uSS3PzjJ1t/cBr7nnbQ6fPXPjKzh1bRgHejxKEjPZ2Wv09vXbMri1V59MXQmYM1UrqvCzyFnMhkB95bQVnlOHAmZRWpEjzrUOkAKmGUsFRnUkB6tEpHVWKgFJczjkL0Je9PZQSQy6eK+5GzG5yYGslhpWUQTnQTdy7wQqbR+5hgqlL0TvwYp47Ljl2McQqDyUlvjTo9TqNEgFfX0UZlsuG+wgN69UO5EnqsWdzwjW7O3zraIVE+fRSQSjByyw6FTl9y6dw0pyHIx1dGHlLUYriokSNCu1HcR2dzMKBOx9nU7YE7kILZHOZQBHJGaweQpRkFgN5bVlxNBTZaWWoV2KSiYT9xyqcuaSw1gwMg8ruZoVtnxDOhazVUjz+oqISCoSNiaJsT2b6e61Nv3JZBJ9bWEV7fUK/w323RFRCd0LEgPeawXiUW2ZGBxWEcK3sfbvWOL1m+cyjM0xVctFRcZ1lSTxVAvdgKWd0WVcDzfew7DakLMJNz4shuF2SKQbT4noAbjkC8LL5j5sWYgDsQbdyELkzfO0aO5521RNLwh99o8rycgURaFd3L9+E6zUogyWLkRJhYZdR1nEPatNGkSSa6UnJ9z7Q5rnjDaIspKt8Kpnj4oWcVUlycBdrhclr4oUwN6cq6/j4QJdfcqFyh0SZYkWyg9cO4DL/nmYwNldM+Ush12n2h68LjBSrNjkN9b2UxnjEt45kfPl5iWcDQm9YFVpvMFRML7a6GYtrBiEyMsCalNltTdL+IlFvKC4cAPzf/uKnAYW1c2yc6XL9njVuuyLFUz4SjzjN970ZUA1RWJMgpdNo1Ct9FlotFlsN2gnUA1FKul7h4pcoSfGFy1F7QFlG7MWGEVuWI7gSpShe0BWJ0qMA93VuAOQVWwfmHU5t8QateJO/zkYOrdzkzsEz8Imv1omkj5Iq716O3ojrO5jr2x4FURu6CwyrKSaP4GmmCTLN976pz29/qcv+kxUS5dGVEj8zefVIIDNbOk8WIcVA9uAeJn+v0X2LypE8M6AHJUSLzgpbCeOo0GBusygiiMENnZamqgpgQxngJblzib8jnfy3EkRMj0esxXUWl0PGQkXo5e8zoDWlWVbr9us00hB6HW6+MmLfDsu2if2cP7pAlmWjAF9bmWNsYkP1F37xv+x65oUVHn12msdejKlU+9y0e42f/J5VZqY9TKrzzZ3yJSb/oIIMY1LmV2M+/LtVPvetCRoVMViui2rHsKQ1jORSjEZtsR7cRUdQjgK9oCeyFLGLJLNwbdK62OQ1595qHbiL9r1XDCYb5xkyGBHLGx/52JvWCcqLOXZB0459UDqnJ3adPHZUQXhZFaXEh+36WnheYRg2fjQ1T7BvS5/9x2IyE9AzPmHmNNs65+BKuGTfNZaKMp0ZJJnDSF7MbhaOBqAHxqbud8pAJh3gVb47hTRDh4DCXSsrpvsHBQB7WfQug7wAuJIGZY0TZ2joxYq33ZWScpF//VsZ55br9NsaDzFQLBZuC5l1KsQNYx1+8ruXuXGnou5XMVmNuZUaC80Nu97+7h+vnj77N7s7t290AD9x+hLBpbU37d254adW54+xeTJgre1z5GKFX/+8pJf0+LF3tpCFJNYWJNoilWF+WfCVJwMOnmvwhaenqVQqNLzSGJQqceZSlB4klnIdVSm3ucUwWjvaUjbVLEDOUCOtSqBWo7sYe4q8Fu7A7QBcGmwu05Ny9Fb5XKcfs9I2/Oc/rrPcCxGB5+iJtCOrytA4509XZAwGAXI7YluupuSt+zTVNKqav/Xdbb7+XIPlyCeWmp6U+PkM5dDyIQdRrush58WFjNZi8utnsMh1lRWRR3A7SNILsCsp8gjuKFE2iMI5qNet0kWSOZi+ghE6Y6XAqjw/SxX9KKAl67z77hYN/wIHz3t88Vs1Vpf93OevdJMag7QpH3jnCt/3Bnhy/172Hx1jpSlodVJee9/0T509c/ixfq/36UEEf/bFgyADTP8k1+1ZY6wWuIzVtvnwxzv89uenefjFFIHJwV0UsV2nsdX3OHuhivB8GnXFmAcNzxAWGpBSGa8A9AjAS6Au+3qPUpRRY5oBsKVAqqH9mCqBWkuJzimJHgC84NxmkFR62gzA7elCfzEavT2V4PsxH/+Gx8snKiA9pJQEhTT2FWhYEcJfVU04wjHFyLhZUStOMtftu25Pl3fc2+K3vxRidEBP+gRSDJo+SgqSEj1YH8lFGSSDeclhFcNaMApUvtudscKBuwhOBrKBf4oYAnwkyRy1Yi5H7uLvGOkivzLDjaoGQ9iZ5HU39XnznRHvunuVbt/5mA/OX37ChIArtmZ862DAz39CkiYZ1loUXXbtOca2jSmdbjykKAke2AApUjrpMp124E6EiEBWMXqcw+flsJqZp7KDFroSTEy6Ke2KKjTX+SakqmjGlClKfvKFuIyajDznpbahmeZ/D8DlEOCDRk8BcOt8snMq4qlhtcQrmQMNObeL3p52rlWrTcNnv1lnqRlAmFdPRCkZexWKQqERWUfAX7FsV5QMjWtnu2qKZqKh+K7XdfnM432WOwGx0vQymZcnCzoohnmMHIpUC2BbO5z6MYNoXiRwAl1UVlT+WuY/S8gUg/NeBrmzscgjen4zF2CmTF3MEPTFv1GeHU3z79mLAjydMVlL2DCe5fV960y83P8B0I/czGZjbAVLF5Ak/T5hYKhXffJ2IvrEiSNMTkzsfPLpp3/yC19Z4MiZSVZ6ylnwpuMsrvlsaJS8rSkZXpI3V4QZ1YLIIS3RpRNT0Ay5LlqLV/m5iPZKMPDNG0yUl7y/yxMuztydUXAXOxsUkVuVIvdlEbywmxhaTmjlOpenTguOngkxBAipB8O5Q/VgOX8QpapGgfRRLcowkosSPRGDSsZg3CzTYDVX7YjZs6nP8uEKNvNdFM8cTdGlKs5wEqos9MoJdyGjhVwbJErJJxgpBqXDcm6jjLtpjCTn3sV1KfKi4bymKMBfAH6dC0KWn7M0k+jMkCrpGj6Jxsv3EGp1C82Lm+ZavwgKAXs2pfzU+y39NCFJPZZXq7T7TZZbtZ+8+pr7Xzhz+thprWRGmsYbG9XszSpbpRHU8XCuSj1hGZ9yXUk3UDw69V6U/gZdx5HqRlHSEyP16yGIh8O4l/2uNMs4rEwIhsnmENAugpNbAZfr4OWjWE3K4C6BPN+v3suloUX0VvnPWicolfCFb9U5tlQBf0hPvFLpUqyL3uvtIl6JppjLEs6ioznKxeNYs3s65q13dXn6YBWMR5o5Lu5leXc3G6VKxSo5dHQsyoYy9w8Uw2SzeC3z1zJfVWRxuHOf5SuGFHlUNwxXDjlcnYerdLESj3Lxod1HsctHIQsoktm8DJkXIwZq48GqJ0hTFwR6kaIXuR3nTpxus3GHeXO3F2/sRea0HprYCGYmAybHPQA6PcvCSsrSWko/dqP86/tjrwTO0ZJecbHFCA0ZNnnWR+11PLwE6OJEDT1BSvRkQFFK4M79CYfbdnA5sPXQIGhg8aZNDvLU0ROVUKnGfOuI4tPfrNHr+1DVaCnwxCg1WZ9gvpqnX5mpjPqjj5YMy3XxJNWM1TXvur/Plx7v8tQRH1vz6GUBvmBwo6nB+w/Lc0NwD0Fejoku+cxvMOWieSYdHzelqF0k9SZPLqURAx4+2FFjpCImSp9DjATEQqZR7A+kpBzQm6IQIaQt0bxiyRva3vUixeKqZn5Z0Om5rupaG7oRdHNLZi1lgjEJY7WYO67t4HkpxsDimsdTBxTtruNYRYPnFQFeBiuD/HOUh7LuzymfhNGfyxy8AM3lrx2wZdGml6WESJVArSxaDy2Udb4Jk1ajQPcG0dodSrkE0/djkjjjS09UOXi2Cp6HkCoHVe4bUkouyxWhcgAfqaiUozZ2YB093LKv2LZPDmriWeZkpFdvT3nLazq8eLpClPpk0qNnFH7Gus9S1MJZF8Hds133WVDFzWYwSqAKvxopsAqkHfLxwYoqQZqSl6EZUpRhAWEI8iFmRH5ORrvXA9nGCM165QBhrNNFLTUNzx2NWGq5ClA/Sbnp7oxelNDupehvPfZpLB6KeZRcILGCtQ78169N0VwdY0PDTZoXbefye400MQZ/tu4vrfMMEOv+ysjdLUaj9TCKiyHPG1CTUqlwELELgJe9Dkd9Dl3EtoNIrQfPw9denlxqlRD4MQfOCL7yeJVuz4eahxSFcrBMy16tkVVOMMs8vEhqyn7pXN7wKQmw4sSjXo95y90Rn3m4z4snA9A+fSPxcy6uDKhstMcgMhcBhRCuS1KefVfDSo5WDKmLdNG8WFUK2mlsTktKjTZhyiVCkQO9DFrBK0HjFX8awYYdYGT935H53O6d17bZt2uB3/uqx1pHgK94+rknOX/2KHGSop98oYWnBctrksOn99LqO523J2Gy5kxwfF/mXnjrP8C6W2ugjMwV33lJ8TIb5MtujALMOSAGS/26qJ2358vdTKVyhWFeinTjXPlrXfYHXwfu/PAKF9pc4K9V6g6d4HkJqc34/GMVHjlQgVCDdAPNXknCO9K8Kh/lH17hMbLfDYWcdTiMnNnC12QI9Kjvcd91Xd56T5eXz4SkqYcVip7QeBmDzySyUrVq5Na6PJKXfb2VykuG0kVz97NAGjHg4Uq6iC6LiF6svLnOq9yRLlbu9d97cKMXEqX1GGH0v12/8ivlNg9rdapMj23kH3xvRpJKmm3F+aU+3XgJ5Rv0Ldf2UQrabcnMmM/iKvRjV++Wpc7g0Htj3fUqBYPyRStvaTHYzqIE+uI/HewiUJwkipNV2jdmhJ6sS2TlMGoP1YR24FSrc3AXm6AWgPZKoC4qJ65i4p6VSvC9hBdOSz7xjTrgg/QQQg2miFTOFy/vxg6dX/PLtA5gDDUplCN3iYNbgcnc6J4zy1eD9r21mve+vseDT/R55oRzEkiMopuJXPCV33RZET1L5qUj0citHqh1DlQMbYettRiZ7+dTJMUF9y6AXhQGbJFcr89DbOldh1vTrN+6ZjC2Wzo/62+Ocr6mlaLZkZyb97HWbWY1t5yx0MlIiRBY9NPH6sSpYPNExLV7YuZXQrp9RRQ7u9tCVHXZUlF6PeJDN1CpWUwubTT51oDlrUuKsz3k8UN5qSyi+Ag1GVYrRkCej6YNN5uyOdgLA/whuEeidum5GKwtqIpSKZ6XkmQpDz1V4aXjFfA8kC659MVwqmhEWiDFKD0ZAdQotGzpxWAAoqQRGVEXZhKj8opK5ka7rt3T5747XBTvZS6KR8Knb0BnwzKdzIpyYY6+rHSTYfNrUQ4++fWUYJVFWoGyDPwkhRVYAdKKQRQfAFyWvnfpHAyVU6NgHmz2m/sRjuzzU4rq5Qg+wE2hT8m3NI8TSy8yXFpJueYKxa4tbkBHV70UaRSTtYhrdq+ye0vIStNnftWn2dH0IzmQwpYD0OiaM6qQW7/b7XAHYzuwdytf89E6uBhZ8kYqM6oEbFFsUzKkJGWAF88j4C6Z4g+qJ7mt3BDkjqL4OuHYJcHvfKlOlHhQ9XJ6wmA0TZV3CS5HrJH19L9xzorXJZpSBJVhRWU9F9fUAskPv6XL5x+pceSCu/kyo+hmyqkMs7z5k6NBZLktx7qVpDxAWABcFiCzTudjrUsmrXQbVVkpcoCLAQ2StsS9JflKfPnXLu+nmWa5B2E+1OD2Ss1X/3UAf6Wgmhm3zUurY5lvCZbbgk7fsmNb5vQrxqJvv/P7N6Sdl//P/upXePC5LheWE26/KmP7xgYXF8fodDVpEcX/NIBb1xA2Jh8zyp38kwQSIRCZwIjhXTqy5JTKiMONkNaVHEcity3REzsE+GWG+qPgLrz9hnw7fy3NkHvnyWVsUz71jRovHKu4cR+hUcJ1LnWuwS4PF5dpSrmK9Kc+Rjh4eUMukSs3jQP2CMglxmjivsfNV/T47td3+IXf9+kZDUaTCEnPuBxBmpyDZ0WOIGBdZaWooBQJL9Z9L6uGya/Ma9/WDsEvc15eJP3G2mFgMmBGKMoQlMU+PW63B2eNnOQussXv7asAfFALLwCeWTp9uLCaMjXd4d47Ey4tCS6uNHhgy2v/z++58+q/oY+cOTO+stz9jqef1cwtTdGLJIdPpNy+z2fPFkE1NC7qCveOr1T2GmxZkSviklQQJW6J6OWncsC6SzzrshKjWAfoMiXJM2c5wr9tiX/nir4S91aDPXpKG1Epu46SFErBbABuTyccvSj52NerOP8VF70H3driRhMl2iSGUWt9oinKPwxoyTrea8rakKGvoM2HdDPj5MomU2Qq5+KZ5n0PdPmTh6ocOu+BjLFC0s88NGKkfS4KX+tMlDixHa2HW/ezxQ45OOQlQ5tz8GG0dhw8r4eLPAkVFpsHqpEEsQxMA2mx7Xic0Y8NcWxzSmxHuXh5sV9foLNu9X7dTZJbr/G4chv0E8uxc102jc99x8qiGdfEfdJegkpCrtrs43vOG9v53bn9Z6Qq7WNeNkDPE4jBxRoA3DnyC1RuKgmZcLxutB2aJ5VyNAKKEVAPdc5q0Pa3Q5APIrYdRHG1Dtw6b//q3HpY69wsv6h3qxQlU1QewTOV8rnHahw6NuTeUkhX+x5M0IwmPOs7mMOfxchFXh+Y1g8gj9TES45U2ginTZHDFn6caK7eG/H2ezqc+FhAnCkQmkxoekKgs7x8R5HoFhWVcmXADj7jsOolShTFYmURud0CoHJdyKDFn19bYS2maPjZYcI9smgN9tF03LkXGTo91zlP0iKCM/h3BwyvxO1hGPyqviBNPC7OVVhdddNZnoqwmaXXj9HX7Y7pzsbsHk/wfI3J3KBpNTTUKgmBX5hnWkZGkXI5ZNk6130BN5Tc7WssIe2eGtkLU5S46fqBhnIEL3QOZTAPd1Ib7rOu5DByD4CuypF8yLtVkUTKEjWRQ9N8pTI8L+HkJcX/86kGfelROGgNp+aHst+hBrocqdeFrVdjJ0WUGrTJLcUI27BlX+bgYkSfkhlNmnkEWcrffHeHP36oyomLGlSSUxWPnhCogp7kfHyQbK4DeVGbt4C2paCFQNqcomAHQFdymHiaIpLn9NKKvF5e0h4V5WAGpWD3nTs9y+KapRO76fnB6r4O1LIUQIqflXR7bcbnMy4sugBocuPO1yQ+mzaE6EaYIJIe/bE5pid8Kp5HrSIQOGuBQdQelMNGTV6kcAV3JQ2IwvfEsrAacHZ+hlbX7Xhcpu9FVaQM6OGHLlMTOwLsctR2r81IFC9HcD1S3y54dpl/lw7porinY1qx4dc+0+DCQgBK56VBmdMTO1L3HrwuUZHRDu7o9oGvCPQyVRkMHpRnNIsWvhwcg2EIqchSzZaZiA++o83P/Y5PM3H6ZGslkVGubJiJwWpLVi4bDkE+/H/3Jyq/C20RsYtnWXRfXYdbWRe5rSw6n0MwwvCmF4NrPNQOSaFY60XMXTJcbCq3UZlxdtBKOAXo8Fyv8yTPXxd5AiKlWskIwphaYGjHlmak0GM1Q78HX3m6wsMHqrz+1hY37o25aU/CjllQwk3xuI6UOwqQuCluw+IaRFlGbCwvHPG5tKI5cFpz7ETKrpmE8bqzB9NKjCztI/xVso5728uitiwllMXga1H/HkRybfKIbgbUxNERU6IqRcROB89aJegg4ZOfD/jVP2oQGc/RE6EG9GQwVCxHb8wR3j1ImsuwfmWIj9Z8Sx3NAeiLlr3FGDPobg5a+MZtBR7qlB9/T4ejZ3x+83OOi4MiE5K+cbObMmMQwYcCrAKBw9Z9uVzpQJ1TlfxZ5lw8z0dH6MvI70Qe/aX7l6V1yJQ5cLUWbGsI3nhnjzvPL3PgjODSquTgkZAk00RGM7fqYYUEIZFS4BX9mCK0G4tUCVds7HHdnj637El4/c3wladCWhm0OgJ9YSnkwqUa3eYkW+uaR5+p8dlHMrZOrfChH77E625KnR2yxY0bKcvx85LTlxw/y5B84mtVFlc9YjwOnKqzvFJhZkxxxYylF2XOgli4bfCKEaSRBLL0LEQJ2IO9L8tUpVCh2VLkzvfFHPyuAHMpksuhOnDAuwfPzmtwZRX++OtVVqMC3A7gnnTcW4tRejKaFOfd2BKexSvgu8y1B1Ql/4MRVV95k9zSpM9AJy4lyiiM0aSZZszPePcbuvzJY1WW2wpkAkaR4Pj4enXh6C336pHc9YGGTaEC/Era4U0pi+cSf85LhcDQcda6Uq9WUM03/PJ0hXfcVeMDb22y2Iw4eLqJxTC/Kvjk16tkuK0TT13yOXHBBykd6K1AWMNrb1rlp3+gz8b6NGvtceYXQ8Z8y8yYJqyBXlgRrLUltYri6obHPmNp9RVHzlb45vOaR19wFRGRFzilVjx1KODZoyFCOX7a6fhIq/E8Rb0CezcaJkNDo0JeQnKRwX1NMUgih5RjNGqrkWqJXRfRywMGo0llMf0/BHc2kmAWSWaxz40uRW+vmvL5b4Y89VIFU+LebqihoCejepOBm1Qpeo+UCNclSZc/8uhZKhUWFGX9MIQtJ51WouywLp5mHtqk3HldzNtu7/K7X/BBxSAkVggio1FCuC1IBkZLQ1CvpyuU6+DFjERRPizRKWldACpa+7Lg5uXVqbjm+aBDsWiIXJbb7nhcWBij1fUZr0fcfU0f34uBlLfe0cuvT8bzRxXPHNYobQcnO0rdqi3kOA8/t5FW18t9eyL2bjGMTWToiYZCGsmerQqlNNXQMDkW84HZVT71mOA/fXyWbpLzUaFBSqSWaC1RRuAhmR2zhNrtolDsVlYL3YZOWg2thIcC+FFwqxHwro/eo8Ae7EOfg1tKi861xFLmFRNpc15doiRFxUSWKIp01ZPASzhxVvI7n68z1/bdftfSGb0rwXDHhnX17st4d1kZ+aezkxH+XW6UrR9GLiebdmTq3u2f457d9icbahk/8rYOj70UcGJegkgAhUHSF7K0iRQjMloxcheWaZIdUKWChw8SzoJOSUdfhIXcmWIA9CG83XUz+WBz0RCMU+hGCtXxyYwgTjTNTuC8172E0M+wIsWSccdVKfdenyFlfqiMbpbyS39Y4x/9pym2NCxT9ZgwkCRpSmMqw6gMfXZB0+8qAi/jih09tsx0mJ1a5SvPRnz1qWmSyjhB3csnuHMjzLwW7EuLr7IRH+5AQ+gLKgGEgfP/K6bbi+aMLoG7aLPLVwD50MFqaDWgykAfeGQXkbywGMsG3HvQ0CnsgFWKkhk6Lwv6fkKUGf7Lxxs88lwlz2y0495SuqkdMfRfKQ/WXpZgvkIkL+P8slLhSAdzWLUowDMqny3LaN24mSkqKpkhlRqVau67JeZvvLfFz/wXnyiVbhDVSNK8qiKNKH02B/IRJ1jrxslG7sCcjqgBxcqn64tILx3Hdg0gB/TSYuC+v3G1eCldhztJBXEiXDlZkJeXlduW0cvQ2h8oPgfb4OR2ziqnm4GOedOtCU8fafKVp3w2jWm2TRq2zxhmJw1bZgz62Pk+vU6XLbVFdmyO+NIz8NIZn8cPTHBpscpsVbrmSGk7uWJMS+etcU+WzOW93OfPz7fe8wo/QDn0DSxN2gyrIOsoisBNcgso9p8fRvEictvBtHdhFikHYC4fRfTOT1CRXMoUz0/5xjMef/JIlSj2oKIH3HsQvcufaV0kH4ncJRQPmz2vPHRcRO0hjkSJGgzFV1blEd2MasUzI5HGUZUC6GmqqVRT3n1fj68+0uPBZ5QrG+IStURoegyVj0V0LdMVl26NcnLX7LHDSC6HwFaFeEoO6+cUfwc39JsJEBmDQoUSgkRAJJ0DF6hB/yTw5IiNh9MGlb0RnZODEo5ybpqM+Ufvi7j3+kscPOPx5SfH2L29y76dq2zZ6KHfcEtGHMUcPR7x07/R4NiZKtIqKkpw5SxABkPaU6o9D/XXniysiYtdE3LPbT93cPVUbnzJ4BhoRiQDU5kh9y7Tk8JLY3gTjPDw0pcfALpU5x54W6shuHUObt9LWOtYPv9YlSOXQkdNhJPEioJ7C0oOUvYycA8oSxHJEeuW/D/94WrhYlCSGz3EENyXmQMN2/dSKqTJkEaTRJorNya87d4OTx3yacZ5+9U4Ph6jKPaBkOS18REZ7XDNKbqXxR1bDGeoXHBVCKOUKDTjRZ18WG1xlKdwuTX56jFUZVkrMdY4B4Hc/7sMcKV0jhOTBzw7sKWwCFhx5eL7r02579qE193Q4guPG7741BjbtkyiAw+aa4pDJ8YxnXFu2OpAZ6zbJ70bOaP7YuUpm+4MFXxDk0tfCbQnc5ArtHa7JniKfKKdgYRVvyL/tqXE0gwBP7DpZQDswSzfAOglcA82TM1GngtwezrFkPFfv1DhVz9Vxwqd5xnl6M2Qe4+UBi8Helk4NuxfvgrGS7SkHCVH+XcRyS8fZTNF294YTCYx0tXFlTQkmYdUhh9/V5fjFz1+9U/cLgkFyA2CSLj8SQ7eXeQalSEHH36ZnIdLVxu3OdBlnrQOKybFoMRQqzJImFX5xskHH63rrzqnKudym6aWRFviJF/11wnnBhE8v7mSVOZ72ysnrNKWaphy7bYuFd8jSRT60PmA5ZUaQTDGW+7yyPJuUpxYzlxKmVt2O80OSnsDP8Ac4LlFg8rrlFoLPE/mZjvOwdVF9tJ0uxpO3YxE7VLkLiy+htMy9hWjdwFyrZy1ry7TktKe9Srfe8Zx8ATPTzg+J/mTh2p0Oh5U1OXRu/yZSqAuGjzDuvflr+G/3eQZRvAS6EuUpexbYkweyWUJ6LIAusRIx8Wl1CRJRr2W8q77u3zp0QrHL8mSgY4kE4Je3rwXAkQhNso9ra0YpSuqrOcW+ecThRArl83a/BzZvJlTCLWM27rdWJE7aOVDHdrmVGu420SixXDySjoPm2F3erREDBCnkouLitMX3ZbnIDCZz4bJHtdu7DEx0Uavdn3afcFEo81N+yRR7AQzSy04eNYnTkVOKYazj7I85CsFSku0zIGe2xQXlGS94U5hK6HKtKRIMgtrr5IMdSCwEsNp6/IOY8NE04xstyFLtETKvGKSR3KtU6LE8NUna3z9+VwtKD0H8HXRe0CVhBgmmKKsORkdnC4Q/t9UEo4G9FGglw5j8u7hwG7YbUXieLcZ0hQjyYREZRIjFEmkecNNMW+4s8e5L3pERua1OQlGkKLpCwdA95Fz8Yixg8hdpisFhZKSIQ/PO4kmTzKLucyCqhiT+5/YIZ1xq4/JDf/t0DkgFaQaElWYptp82KakHC1hx9POx71e6XJy3rC4plHS7Rd1d6XL7BRsnNXosYkNa5326pcuLPHOTz3eZa2d4mm4sOxz9pxiy7imHgp8v3CLKoZ9RYmmlM12xMBNagjwQhdSbGI6bK+XATyca7SXW4LJcgQfWvgOOfaQf68vBxateCndpI70Ux5+xuff/NYYmdXDyolUCCHdPkBi2JYfjeAlkMtXjt7/HU3MIbKLZf4ymmJH6IqhcL3KxVjiFTi5dLVxYTRpavD9jA/9aIsj5zUPPy0xvsARDfcFEqPoUQixCu4kXDgu6ErxuYSL5OUmzoCm2fL5cRG9GF3L8iBojEUa0NLkhvuCTDnJq84sqXIcXJdYQfF6KIkWA3obGkslyLhpX4faeIeLyxLfsyyshczWNZtmgy/t2je7pi8e/MJ86MsPKzH1zj9+qM1i0xUSpuqK7VMwVhNUQ7dn+2B87RUNdxipkDh5ajH4W6IlpQ7kkHoUXbYhHRFloA988Ewe3Uu7DgyidgH2bAByWSopDaN4yrklya98us7pCwFU9SByD6K3KLj36EjaK+tNLm/wlH9fVFIuA/p6Hl7UvBlWUooa9GV18UF9XGKkHbTtpTFkUiKLBlDisWtzzI+/s8PJUz5nVoWrjQvhkk4EMTJXGzIAtcgj+Ug1JW+9q1KyaYrchPx1UT7NRXVu6r7wMnR2bZl0gw0qy/cFUgadFYrPnAXk7mTDXK9wT3CA95Ql9S0IjafHuX6b4v7r2gR+xtxywrcOzPKJz85/2NMX53U/FaS4f2TvBsHmhmS8IqhXoF6RVCtu70hPD8FdeJIUA7+Fg9Vgml0OwV0eHRsOKBjK3nYDhaJY//P66J7/d+u21SgnmOWyoAN3LoXNX2d+xu98ZoxPf7OGDR2okY5/CylH5i31ZdH71cuDI3thrn+s+3VZMVwK5EOaAiOJ5qh/YQnYJS5urRlqVEQOcqGRvYx3v67HwZMeH/l1TRykI3ektR5RPp0jcnoiMguyEEK7GosSQ6BLxGA1K4A+oG3FVA+jkuKBO5aAtOx+UFDbInJLmV/DIpDKkosCeTAVeLGgHwv6kWS15VOvjjFWS2h1Y5LUEPo9V0reNLNKJYAoBpMpdszAWE1RqygqgSLIqcn6SZWBRiRX9g0BbgemO7qUAeuCXqhS5B6R4BY8MI96crjPS/nvyxEe/sqcexjJ3SFL2pMHnw74rS/W6Gd5vVIMO7QuetsR7v2Krfky0HmVqL6eqrya4Krgt2VKUC4TYi+T0FpZ6mzKUmVFuGqCi+oGIw2Z0QSe4Uff2uGJF30efN6VC4vaOAgMmr7Nv7RxvibWrPtMRUVF4sbKCjoy8p1L16+ofcvR86ckyGx0WFyPeLvbkegtlRm4KpQDixs6Fqx5bjfsekUz0fCYGrN044Tzy26PU71nU0Lg///ae+8wy67yzPe31s4nVq7qnLuVcwJFkDQCbBADWDbGYJtxAGZwmHsNeGwP4GtsmPuMswzYxhgwYEAWAgFCIIRQzmpJrdi5W61O1ZXrhB3Wun+snc6pFgYbEHjufp79nFNVp07Y593fftcX3hdsNPMzDr4TMDwgqQYCzzXA1OhUSixdg9A7hFAeG+sHtVVK8ZSLNGXt6CVfeX6QesXTcx4uSinCLHvSA/KUklhxQU3siFYXPvAPDXY/76Htwi25h3tnV5m+ok4PoDkOmHsu8yU8fxdCXk4T5pG9xMfVcfn40t4UJdOOQ1mO4hYiUQhhI0PFuuURv//WOe59l8dCR+Q0JXvnibTpqoyPa4N/VdCWLK9vZZVLkfZ9l45B+bOWP76kVPnNonneJCcKbfWeAfKM/pKzhiw3b2Y605y8JfAdwzRG2jaHpwOeOGBxdM422ZiZxZXYXYtuuMj40Dzjw5KRZkw1iHEdo5Tf6drMtWy6oSRJRE9UtUrRumcustzVl1ccVR6J+yeCskthzyS1KKpfJhKo0usW4C4yJcfbjcZJnMC119fY+oxvct4yi9x23nPiiD5a0nOSFZG7J2r1ZE8ywUnxgvF6SSTvy5wUAxAF1zVg1ku7DdMxsXzRqaQBeSJRIt2TlKooxRlbIt7xujn+/PNNwiSL4ilStSBWFl1Ki06p07S1yO9ni82McxffU6kzsnQC9/fG5y0PeTW8AHphC1n0KPUAXJisUjfULLSNTIQWAtdOqHgxU3MWQ01Yu2yIzetqqCTBvvDi1+H5NQ7se5wdT97A2PAC1aBL4Ic4dozWktn5OokaMAfX1nlLa7np6XigttKh3/KCsOzKm22qtIDKJCWygwOldKHIXrsX3GXunQPdMtTEsmJsP+HW+z0+fn2NubYDbpHzRpQzJ0XVMh++yBv4sx6U45fnRRkY6Qlb+Kv1Abovai/Bew/Qdc+xyaiJaVE185o9fFxJM9ytJIm0kFqZfpXYou4r/svrWzz8pMct91lQiQ3XKI1YxUrSwfBsMpBrUk6i89FEE8F1DvDeRTHpYrnUiwIlgJu0a96XlLVb5OAuRfW8wi3y12l3NUdbiulWZOZHLUngWhxrR9SnEt56wcs596xTmZtfwG5HNpbn8PyM5J9uizg6G5nmcqeCbdu4tmBZ0+PSk208F9x0zrEAtSr1gpQHDbLfFb0EudZziZbotP1Tq0LFSeniIlc4FWSLzsxlt+SbntESUS7LZ9Qk5pm9Nh++rs7OY45ZLIgS9y5H7xKgj0tR6IvclIAtSifkUjbSy1JKhZ0c5H28u+gyLOkX9iw2y+20pUasPMcsERlVEdpQlUizfjDm7W9YYO9hmx3PC7RdArgQaBxiLeikLQRCkVMWlAFeEaFLstopqJPUDS1RglinzmgUMwBW2otiC50bI9iycKrIhZt6wF7QYNsSDNYlr7qkw9hwC8+JcJwYz42xZcLu/R6rJxLqVcsYICRaEiszjBBYPkQNkgSstCU6qEiq0mZu0WLMTVK7vaRQZu0ZMOi7laaKmBdghPE6zwCedcTFiRlOlolFnGiEkvmEdyHAWM6clAo95UVmSlXMHuN6EYfnBB/4WJ0v3VZBOyVqIrLoLZZE76Lv+7unCMtFnR7KLfpA3hfGe6J2H9iz3y3tSenNi2fRXOhMCjmb/DERXIrsfrr4FIo4UThScfWlbea6knf/meTIrAAvI9TmTNbaJkxL+UaOrcTLdZE6zD5WFqkTBZEShAraShImEGcSECnMrXQczUm9jbLdtoou1SVgT11CXG3S0bWKRbczCHEdz4vwrARXJCilaLcj4xKXS/pZFrYTHK54+punrG9e2XA6uI6FtIyvey2wGGxIGjVF4CUEvmlndOzSlHrW4GRnkzMqz1o4yUccvAAAUKFJREFUqVJU4MU4ToKQKj9AWku6XYdW26UbuYQ5XSn3Khe60rnZae64mwJapLdpKV6mvDtE8dV7qtz6YKXoNZFpWrCHexeuwWW9wTLnXtIWW4rq2bct+oCcA/54XKSPrvQAmixyY7IZspeuFItLk95TSpAIgRBpdTPNrMi8lK9RQiKERRwrPEtxxTltfuolHp++2SaM04NQoitaWoRZ+hDTWyLSdUD2kWQWvTEL31gbcM/HglasSLqRafrW2XcuTGBxLIRrIqxjCVwp8CR4lgG7IwsJ7LxjNS0KCYyF4O4Dkpl5h1rg4jqZ4kJMW/l0E+ebvhccbrc72KecsJ777vzU3tG6+9ennTByZdPbhePU6ISWGS3yNfVKTKMaUwkiAjfBcQofG6sUqcvjYL4b4bkxiAjLSti6XbL7sETapJdCSCLNaWvbrB6NAOPREgurAEdOCXptomWJqvRSkgRLmNePheIrtwf8r4/XOXAs490WCCfPnMj0e82rlqV+78J3hnyRW14wlQFcRHDRA+pyAM/v9QH9eLjvUZxlKQ9fklVRRkQ+z4krnfJwjRAWidAIZedULwo1K4ci3v3WOeY6ki/fWSVK0jM7r8ELo6IFae+3RqhUEi7NtOjeD2d6mJSgFWt0uMiWZbOcsbZNHBef0rIlOw+5bN0REAmXCIe242A5Eie1ZPQsY2DmytS4IO0VCy2dWsgrulHI/KJF4JsCZDfSxEmXLVtWs/9Q+Ne7vvjtvb/8pp8xHj33P+vhOC7PH3CYOwrrlyuWDUMliKn6MZUgJvAiPCfOQd0PrkxEx3NCgmrIYjvhnictbrzbY6Frs3VHwP6DLtIykzJaCFSs2LKqxZuunOUNl4QIgjTNJdILms4jhSkclMCdZVTyDIrKc96OG3PgmOTjN1R5dpcH1SwdaKfXXENNbGkOZNbnnpWfi6LT0mxJP2XJSjz0TdD3R/PygMHxgJ0v0DKjr74KZ96ZR180zxZ8SqBFkVERQpAImV4BLZTQCJ0OSAhF3FVsWRfzS1cv8OA2l72TaV5clBaeUhBrSajB1imHVuYCWA5A2RVOSY1A4qsuP3PlEd5yxQKbVkIcp+9DGg+k3Qclj+60WOxIbry7ysNPVVmY8YgDl45tY1sWthR4UuQudtkV1umA72iqLai6MRUfAk8y1BCsHAvZtKLF6tWLhGHJhOqcU7fguBWeH+yw86ntNGua1RMthgdaBG4baYW4TpTKQ0jCWKaNNwZUrh3jeSFCxByY1HzrOw4PPFvhzoeq7DhQIcQDaYTjbSmx0xW0FJp7n24yH/qcvHaGsYZDN3RQKgOTaW7X9FU3cz6elKiKyXnbVsT0vOAvP13n9q1BOsCwdGEpBbkzQtklLacf5S8vBW7R830c8Oc8U/K9buXFJWXwlgs++W3hMC1LWZNMNk2lYpjZYlMoc8yUUAbsylCUBGP3HQsNLc2lZ3R555vm+aN/kMy0S2exUd9Ea0GsBZEW2Kmwj05TXPmAeBoQLA1holi5usuvvTLihNUNuqGN4xZYsayY09fFnL0pQtPlFed3uePhOR56xuObj1TZdzSN7LZL1zaCS1IKI7YZp/IelsazjexE3RaM1U06McbnDH8DK1afymKrUwD8xHXjNIfHb3n84W98KPD8d69bPs1iuEBnpsND2yXfuD8A4XHyujZvvWqOtePg2hJQOE5MJ0z41sM2H7+pxq6DPnufrzAf+oTaQ3o2vi0JLIFn6ZxnuSmvkhJk2OShJ6ucsdEkp6ySUKYs83HSTIwocXBRzFZaVkRXaj76pRofu77GQpK2MpbBLdPondKTbFHZr/XdQ0/6I3Zv4iEPZ6J82xvAvzvIy7d9C8yenpXj0pTeFKIoLT5F2r1n6IuhLUJIEmWbMbFYUXU1v/q6BY5MS/7q003aOQ/P2msFibCINDhpJM8/rygyHk6a7mv4ilM3+KBW8OxeU3Z3yiYDZXsYJ2LtaMSaqyLe8PJFfv3gIjsPWnzi6zVuf7xKp+0ROw5oC8+J2LR8gV++aoET15rr5k0PeDyyvYIlPHYc8jnvxBoL87MfGlt24i37nztaAHxgZIK7b35P66RVcs/BY22+9lDI1++rMdceBByIjRLRUzsTpo9I/ui/HmbduGauq7nlEZfPf6vJzXfXmGwHJMIDy8V2bGp2YS3oWQrPymyzzYLCcyDwBAN1h/mFCs8fVTRqEYEXg5P2OpQCYl7VzEv3ae5bmMyJsBOe2unyz7dUmY+c0oROGsWlmSsvGqqMBl85Y5JNEy0p6vRRlezn/H1R/kU/uL871LNyfZm3lKN2kR40NKoQ6zS8WwgT2YWUyPR3UpRz4sZ4KknpigBzX9jEkabmxfzc5S2+ea/Po9sFyskieNZeK4mFICHNb5c+lRSmsc5zwHehEQjqboUndtYYasZU/BjPTXDtBNcxu5PSWceO6XRjXMfMxp60NuSUdRGXnj3FzffM8/lbqtz5aJX5tsvEYJffffMcF51YY3GhhhCKX70qQb6yw3ynxY13Bew55HDTPZN7brr7j1qfvvYPCoADrDnhdVQqPru/dRfPbn+UkcBl1Ddg9F1wbAvXE7zqQpuVI5LnJhPe85EBvvZAg/mFCrHtIT0Xz5L4lpkfCCxlIraV2Wab4WTPMbOavieo+pLBhlFubXfAc6zUg12hbHKz0F6KUsqgZNVKN2bbbod3fHCAbTs9tFsqxZcqljk1yYpVmUNcvshcWqF8IT7eU9jpy4v3V+y/W/TuyaZk0fq40byw3Jap0o7Oxt3I2milSRGWorlSxuBJK23mI1UayUU6RhzCKRti/ubd0/zqnwyxbacwDfE5yC20tojTimpZPDUriDkW+KmuZaIEkzNGqaoWSAJf4bsJXgZwO8F17NSuMcaJEpwwxrE9HDui6oT87MtCXnXeDDc/tMjvfniYvUeqXPetGp3ZGp7j4doa3zPPhxZsHAs5ecvJbDzxUqKozRKAN5vDBEGFgQGf0SHNcGwZWTZHUvEtGjXBmomY09b7hNrhn7/j8bW7hpiO6li+S2BJIx1haXxppusdS+OmfeGupXHToOo5xvfHdyXVikXFN92KWS41SblkZvpZVtUqsieF9IPjxiwCH/lylUefDkhsu4+WFNTEiPjQ64SQ5bvpb6bSfbJsfbIQL5AX70H1d5t80Me5W+omzOc0e8BezoOb9J1K03nlNKJIo7hWaeTOnkSBwiy0oVhzWLHijBNC3vaaBd7zFzYLUco7hAG4UpJYitJ3U1qvZHu6cIlixWJHY9vSyGkngigShK7EcyxcJyGKU7tG20rt0+MU8A5h6OI4EdWgwyte0mHrUwv85fWDPLq9ip8IVo1Bo2ZT8R1cx7RwzC52WDnkMjw8TKfTyo9rDvDZRZdY+zvb3dquDavc9VNTCsvyadagUdUMNyNWjS/SrC/wtTtsPvbVIaZ1E7/iUkuB7aWR2pG9wLbT6O3YIo/enisJPIuKb+F7EsfJFGwLYBt8lBaWfZFbSsPj2krz8S/XuO7WGl0rkzvuL+qIXmoijWJTFr1fKOfdw6n7gFwUc/oyKGTVzX+dhS8BMJmjRkkjO8s1k84ilGoFPaDOgV70q4i0qSpJF8AKTYKF6ZuxSFT2Ig6OgDdc1ubpvRYf/3KDxSjLrFigbWJlEQmBIh3AKJ/H6dMYfXhNp6uwLUMJVTaSlhhpbTcWuLE0rMBWOE5CZFspP7eNCVjsEMUO1cDiza/ssuvoNHc86rP9eYtuGDLYsKhXLBo1GyFiIhqsnmjuWj7i7mylNt5QWLHwp3/6Z7zqVZfuqldro2H72CUL83OMDrksG0lYNdZm46pZhpvHuPPJDu/7xDDPHhhmoOow5GqarqbiQuBoAsfcZpzM3Ao810TtwJX4ngF34FsEnqTiYXRUXIXnKly313XYLlls97gwOBGtWPHxr1T44481OTLjpXLHqexaBvRUPNOTph3WkSWdb1EqC8vikpsBv0dWLutLziOW6L0VhSB8ZpqVWbIURrYlf5u+6JdTJJkNN5NbufSmKEve8BKWLIbpvbIsWS+IfmQWOaCBesJZJ0fMtwRP7rYJkwzkAo2RICu6LoscdT59k0/hmOOVXhfTk7E0dle2TcxVc2XuRZQkmWqXzYoROG3jIjsPabbtc5lZtElihUqStOIdMTg8xppV667du3fP359yyllLI7j5gAGOG9w0OVd9dTUITl851mX98nma9Vme2h/yzUdsbn5wnH2TDVYOCuqOyrMhuatC9qFtkY+tubaZs3NtYXQvXInnmsjte+A5GscxDmj9bre5HoZQPakm24pwvIjPfyPgT/6hyeFZD3O9+m7gTt/fcQcYdA+I8o7HMh0pg6WHcxcFoP6Y3dOjIpZWLY8XzSlF8zIpL9ahaZml1JsilxSAykPL0rS+Co1Ivnsas9OFiUbI7711lql5yWe+nqa60kieKIdIGpua3F9HZ/0nkCQQRZpu2mRnPrpE63S4WIFKNLEjcBNB7EicROHEisiWRR+TVNi2jdN16HRdlg+2+P2fX+DrD3W45aEGT++tcXTBYUMUsWmVZNmAfLQSVG7qynbP57HKP/zjP36CgbF1++db6tyJofaZJ62b5MjCLJ+73eHvv9bk7seH0GGFlU0YCjRVVxOkUdqzze6mNMR1KOiIYwRdPNdKgW3huwbcRgFL46eOy55jZgldO0lbAgrfeNeOjL2fHeEHITsPSj74iSZbn62A74B0U2C7PeB2hQG4nUbvzGY8syGx+iJ4v9pt2ZOzx5u9NGWSR+g8omdN+r0RvN8ROo/S/ZFbFL8r319SiOqfERVFe0OxSC5O1ry9uxS581Au0uyMEgw0EgI/4d7HHKZnrUKwXViQdl/aImt3FX1mBcV7zhYqmZFwT0dkJg+tMsUuUTg7J0bgP4xsOqHDYstnoOpyxgbFeVvaDDY6HJ5NOHDMZtWIw+Y18mvHjuy49lWv+ZUegPdEcIAzT1kJWKjOYf75NsVjO4Y5cNTHRrJlBAJXpRE7iyRpxCllIso6KY5lIrfRSrFSMSCB72YUxkxeuE7ZdVjlLgx5+T9zP7MjfDdk1yHB//zIALc9Uu0Dt4ncWa7blcWUTkZJlvhbLrm0F96S5UGHckQuZ0x61pbfTxK85+ppkNdTxaTM0YvhY5m3pBrhHvP3Fy7nq3QMR6g0vy3J9JxK/2Psva1UF6LbgkvPiPjDt83wBx8V7D5sDqaWFqEybm6uAkcJM1MpwU4gikmnt1S+6BSkjXVapsMKJpInShjDMqWJk2KKXubNeFkt23SuHpmuEHgN6tWQq8/vcu7GhAeeWWBqroL016ETteS4LgH4BRdchmXZ4Ze/Msn0MUUgBCctF3hOqT867XRPEmM7EcU6798uCwEZyTajcuXYRuXKzaJ7Bm5X4ToqzZNmvLsoDFgl3u3Yxnl43zF47982ue7WOqE0br8FuC2kFLilBaVTBrbMFpW6SP2VwdmfJiwHuOOlCntXlvni8nvFd9EW21fYIVtIYhaVmZJT/lhNv0uyLj0uy5OL7MTIJoRVChkJOhHpKFqJ0lgpZ04M43vDy0MSPcMffFiyb8qM3Shh0U5sU0ZP0hlcaYBuxTqdxEknt9AInZROJllEbYXh3kkqBGVrrMR8L5lVdxgZLcMiJamxrIq50jsJo7WQLetXcemlV4ZJkvzrAK/Wh6jUau+6+JyxEw8+v/fS4QY0qjZxIojjtJsi/fa6oWJ2IabVVuZgimy6XqS6KEaT0HEkri1NmtBJKU0K7vzWVbi2edOubXYnLQY4doRthbhOl+eOKd7zN02u/3aD0PLA9vLonQ8Ni97Zyh5HtBKgy5f5paNnfQWenvui9zFlsJeQ3Z8xXALu8vDD8ToL6ePr+X3d89j81ZaAvqh0ZsMCCaCVNFcBqUz/CmlKUcti6CRdDLoOXHN5F9ua5nevFQbkwiISklYi0z76dEAhzrRjssmmEgcn6e1nV5nZlgG6k/J52xKItHFsoSWZWTATPED6HiFOzIlR8TWNZoXEXfud4dGV79LJwr8O8PGROrff9q15zdizI0OVi5r+MWt0wGah5TI1Z/pEHMfw5XZX8dDTEGWXqLTF1rEz4R8rVbaSeQ7cdU2zjOsoPFebKpeTRvEU3I5jjFgLgIe4bpfJuYTf/0iD629tEDoeWD5IF2EVOt6e1Hn7a97PQl9PiShMtXqADCXeWrqlD7zHeUz/SdET/o+D8rwDgT4w0x/Nl/amZBGdUspQlx6bZS56Rt5SVzS06aXSIi0EibRLUEqszHOndGKQluhf97IOsZri3ddKDs0aEfoOHraQ2EItUR8wgy0p4TfEivT0Sk8kuWRgQ6d1UkcYBTTLitnzvKITKnzHBE2lNNMLioWOZrCRcILTSM6dqD175x3fmr/4kiv+dYADaSVq4R3bj/jnRvPuGa+/dI4wcejGg0wMKoaaXVaMLrD7SId/vm2QhmPRrGaR29AQx7ZSaiIKcDs6pSdZ5Dbg9pysymWA7abAdu0I1w7x3C6WF/Kxz1W57pYmoeMbcFse0rJwpCCQ2lwy08tYuTEqn/iG49CSkttBHxBLa6TjR/M8/y3Sx4sejt6D/DK4jwf0tPc0ox7o3imenoicgVwX86w9l4D8yQUInb9G3nmY/r5Qvk37VYQikWYEzExWJSnwBC6CN1ze4dk9M3zoExaxMPIUrdg1zXOCUuTWPcfcvC3VMzStMrpSsksBiRQKxzYt2mNDc9xwj2bvwSqrh2CoJhgbAscPidqCC0+DdavF4yRz77Cc5vGgfHyAv+zlL+fhe/4pWfvTq/UDDx3i6f0RW5+tsGUljA12WTE+RVfN8pX76ywsCpoDpsvQ8G0jurkE3G6qH54uKD03MUC3kxTocQr0tDfBCXGcEM/t4HpdvnG/y+e+1aRrB2AbcNvSMm0BGbhlQUWyquSSLx16uPPSNaHmOME6/2EJB89PAtHzc/Evx5nL7HtbS6P2C/Pw7KQoR+xyejE/aXpeJ+3GS0v4GtIFZ/aGNULptHNPkyiJbaVRVpH3h3vAz768w4NPz/GN+w1/j4RgIXZKJge9INflg5+1FGhd2rNobh4iRRqpNTSrmle9ZI6/uVGxa7JGogSrJiwu3Sx5dGebbbuq6OoZ2poheftbl0bvFwQ4wJbTf4owDPnCrc+xb5dgw7KAU9Z3GB06xm2Pt/nq/YPs2tNkoi6oBkYP3HOtXDLZXRK5dbowyOhJEbm9dKbOdaN0D3GdEN/r4Psdvnafy7uuHeapfXXwA4Tt4UhJxdIEVtHTbZfljcsA0mnVTS/BOpQoQP9JUO4nKUdl0fMYUSqkaBCy5yToreH3gXsJt/4e99L/F2+8/ImP97MBqhkGzharIgeWec/FKGDuB5RmP7LGrxPWdPjf75znXdfC1+41/xm6gjlhm1ZhobJTyhxZnUby/P2rFNBq6QJZmwW6JQWLLZv5xSqXnRazfGSWr9zX5YFtgzyxx6IWVLjgBE2tGSxuOu2sz1l25YVg3JsHL2/v/h9/QqysqGIduYzWPv/sExPGRie5/YmQa784xJEjddaOCMYHoF61qKVCQb5rxIK8bEHparwsx+2aBaXvKnwnSaN4gusakPspyH03JPC6BEGbr9zr8rsfHubJ/QW4fUtStzVVW+Pb6QRI2hbgZBJysijBZznf44G4p0Tfv5eyRkUzVqHVYeU58PT3qRpT5vIrRW8+PO9n6XvtvP+8lAPPniPLm5dz5EXnI7lJb48CmMzAWsqLl65m2SxskhlaJVYx8K0y2lBUHc2xS0GuBBNDCWdu7rLvMGzfa+oNiTBWKVKInB4WFrPlk644wXPBfModkiIdmjaOD4ly2bxScO4JLY7OhTyxz2J61iKOBKvWnXVoYXHqzRddcEH0Qjh+wQjerEqOHnrys5vXrXvvgd33NLftn2bbHTY79jcY8V2WL4NmzQDb9y08R6RWJaazzLGz5iqdLiA1rpOkUVwVdMRNo7djUoCe0zWR22vz1Xts/sdHhnhibx38CtJ2c3AHWe9LpjeeF2p0njEwB8pU3bQi53/Zsc4XbqKIpD0RlhegJ5Q0QTAgXFLZ7OffYulz90RwUYpk5Sl6eqM3kEfTzK8yf8b8QlE0p5GeHDnBSTmvkSzOSuTFh5FCYyWKxFKGi9tJkULM6AqCLavb/Mnb5gD46r3mvbUJ0MYJCFBFv0xOo3T++TJjMvP5FUoZr/ooEnRDQbsraHUtFlo+swsOy0YC3njZAmdunmPbjhZdNc6KVSfTbDT4bpv93f4Y6g3dI9NPvW0+Wv2F2x7sVJPYY9WAxXBDUq9KqoGk4hk1WQMqc6AzkGd0xAA6zZKk4M44t+tGKdDNYtJ3OwRei68/YPOeD4/w5P5GDu6KLahbmsDW+fBEIcncW0XL+qejRKAjiFNwJ1mHYspJdTopLkXvgq0/s5JzbcrZE1ECfBaleyXGXqjhqsy7lU7fT7arMuDLfLwE8lLbam+MXDq7KsonfdovoJQkii2i2DKKtWkdw1wBZOquoHp6RrQuzlQNbFnV4UNvn0NpuOk+k1vviIBZ08aWZ0V0aUGctftqpcmckrUWJFoQJ0X6U2DqKL4nOTZrcXiqzkizwsqBDqOntQjdlYsTw+7b1q1f3f03AzyKjqq169Y8IK0r5/buPlxtVsH3wLEEgQ/VICHwEqSEdsdivmURJ0ahKOPdBaCLWwNus5j0Us7tOSG+28Hz2tz8oM3vXDvMU/saEBhw1yyo2yoFd3plKAnqZz0wWWMSmN4IGWmSxES8KK2caZ0VDdIxrL5o2R9xC3CLXmC/4H6c+cx+gBdZviUcOwN82SXB0ksjeXYyFrDITrz+wWwzpqYRJAlp5BZ0I4tuaKXHR+QUx7Y0STpRleut2CLPqGhdNFBtXtnm/33HHFrDNx8wPSltJzAAT7l2+fgqpVHHLVKRKs/CYlvR7pqA5btG3TjwJLtsge8EjA0FvP6al88tW7HygZnpo0vLl98rwCfGx/Fce3LPnt1vuOD8E27rTt/jNGoBlhTUgpBq0MXzuuw5ZDHXaqBU1TxpCjwvoyJZOtCNTRHHNalAzykWlJ7bxfPa3LbV4r//5QjPHDDgtm2XqgU1W1NxNH4J3G4uql9UTy2ZRVNTApZC0OpCKxIsREaMJp+m14YlSowU2ZKIeLyFZh93Nr7rfXy6FL2XDEaUsJiBO+2DQvRF86w91gwyGE6dZyGKpynersjG+sgriZk+TaYHqewEAbS6Lu2OTatjDKAybp+LpqZtFkaTUqURPI3epXZmNGxa0eZP/9sc7/xzwW1bTba7g4/GRiEpWno1yk4pSybumctmi3xdYzkJ3TBi1/MOgSOpe5q6HyOlxHZCTjvz7CiKwjd43sCk61S/G4S/O8B9z+Hex3dRH1p1QBxt7XrwgWe2nLt5mjNPWESIRb79qGT/MYub76mwrC44bwsMNk0e2km5t+9li8lecLtOhOuk2RK3g+d1uOVhm9/6ixGePWBoiWW7VG2o25pKtqDMJoNScDuWyG+z/pdM2lkgqPqark442I2YmhfE2sJxJIEUVEi/VNEXTfoxfrwoTblpqrc1tp+mlE+UcoEHXZRAlMoDMiKVMpbCUApZ4uRlQc4yynvolCj0G4s2B3PFBMWhbsDMQsDRaZdOmGoGZrLXjsaxNE4iiqiti9seeb3SlWj98jZ//Vuz/MZfam59UJNoTQcfpR1DP7RKuw5TIVenyF0JYWimLwUDDYdXndJlfGSSG++zeO6YzXceqSHnPM5aG/GKlwZccdH6XeOrJg4knaexgxP/7QA3L27hzN+19yVbGr/and1w++NP3IZfa3P9HRXufqwBymX1EIzUpNHWwNiVeE5C4BnBHy9bSKYH2XEiXDvCcUIqfgfb6XDrw04Obu2nkduGhm04dwZurwRu1xal23R3skqqSVfWAnjVJVNE4jBfulvy7YebTHWqLNguRmnJuHRZCOy+dGF/Lrwnq1G639MDnmZVCrBT4u6lLEIpCa6yDlbVu0hVKjVQVaTT7JQWpmV6kv1Tv8S06eMxC/gurW6XW7fafPGOOqprs2W5phKk/UG2NreJJrYNrVOpf05hn9IHDt17nNYta/MXvzHHb/wF3PqQaYsNfc2sdoiUJNKaitIktqFdKiu+SfOdgrkST87UqFdW8JaXz6NZ5KITp7nuroANa0IGRy/jjq3ur87f+djeX37Dxn8Nvi+cJsy2v/+bP+dD//tjDI5udkXSObM1s3vNrQ86PLNzgBVNmw1jgvFByVDToVmT1ANNLYipVRKqQUTFj6j4Ib5nds8J8wNeq7Q5PBfxjQcc3vPhUZ59rpmDu5aCu+JoAkfjO6bE7+W9LKao5LnFre9JfNcMUtQqNgN1wcSIYv2yiHO2tLnmsmnm210eetwhEg5KWLmxrSXoGXwo9KtTEJc0rIv22ZLbhRRIS5qW2r7BhjyS9+PjuIvEpVeLnPrIcvoyi9K6JF5Z6EVmQyJuRgO9Fn/7ZZv//jfL2Xt0mEBIHGnoa3kIofcqZk63vNary6c8xe/NMhutJePDivNPbHFkWrEwB7Pzpi0gQhApSZwuKLUqLmsSnScmLEsCFp3Q4dhsQKdbY9WoR93THJ2b4KXnvfyOqy6/8NMnb1o5ZfvL/v0AB/jAB/6YN17zyql6rTI/OSOvefjx5xhtOJy41qbiW1QrNgM1Ox1vS2hUY+rViFoQUqt0qfodKn4X3w1Tzt2lWumw+1DCH/9Dlb/4wjD7jtXRXpCDu55x7jxyp4PLjsj3AtzpAIVr4Xs2gSepVaBRVTRrCRU/xrYVtSBmzUSLOx61OTztoi0z7OzK1HLlOEC3ZeZDVAZ4ycLFKu5LK9XeK4E/y4EXoO4Vue8h+WWAk+bC09tybr5HX7sE8MynyJHFBJSbXiWfPRDz3o8Pc2xhiOG6w1CQGMdyWZSEdNaKpgtg94BYl1OfRYOCKXaZ/1FKMD6Y8LKz2yybCHl6h8XUNCANbekq6CaCbuorZPqEUufq9IqokcSJZL4l2H/YNots0WXz5nMZHV/7f+/dt/fOdWvXfS/Q/dcpSrY1Bzcw2Gw8MLq8e8PmzYdfO2jvRAmbPQcCljcsBhuaeiWhVkmoVSLq1Q7DjUVqlRae08a2ozRHrZC2YsdBeP/fN/iXW5t0qEIQvCDn9tKcupdXR0XaBlA2nTVWK75nbMQrnqKSTnNLy1jWtboOa5fDCWvbPL4rQjmKSMt0kHZpRC2X87M+izLQRB896QF2+hgy8KhCUtik5QqOImXmFly8oBBmOkamVEXJQlU2E/pRWQtt/xVAYgTn0yyK7cQ8vcdmz4EqMrBxhMlWdCNNu6vSq072DDLPkpR7RMp8P4vuvbYt6eo4PS2G6/ALV7XxnGO8/6OanQdisI31bCgkoeWwYPu0QosEKFw7kjRNaLN8VHNwps3BJzSvunQ9W07adMOqNVseaLdnvlfYfu8AX7Z8lO88fGBvMHbeb55xwoPW1setV+8/qFk9Kti0Ksx1nOuVkGatw+jAHGE8z2e/Lbnv6SpKQ8UNeePli6waV7z/7xr8y7ebdKwAXAPuMi3xrV5wuyVwZ8B2+sDteWaQInA1vmf6XRwnSX0VjQiOUBavu6TDV++NmE8SFPZ3B3eJYhQVyRKgU5CXI3lZVxzKbaoZwHWP/IJUJe/3LC5mIE99bYxdSUkEn94yd29MLRR5LZmw0FL8y+1VQmHjCDMikSijixmWx8vy3vD8VCkVpeTSzE2eUjWcpkxYNEbX8g2XdUBP8d6/bbB6IuGal3dwbVMtvfeZCl+9d4jn52oIpFkUS+iECcfmIPAsTl6rmGkJjiwO3fiak876TXhuX7W24QcPcIBLz1rBQw/fve+ELedt2/9c+9WDwS7OOekoW3fb+NRZNqKpVULGh2fZd2SeD326wXeeHKAVembaurPIgcNHOGdLly98s0bXcsHxEZZDxTKROzhO5DZjcC8MbnNrHpO1BniOxstMRS2Vj08JLThrS4jnJ8wv6qJPpfTlZN/U8UR/jhe9y+DOnObKbQJag0iKq0SiNEmi8uKKEhjDVEumJn8CkZBmUUjNX5d2F6J72w96FsilYs9iW/PgMw6JEDiQT9VEiSaMDD0zepNZilWWaFW5vH6ceU5B3rpbHpETUtPtKgJfcc0VbbYfkJy7JeaqswXzCw2UFrzi3A6vPPcAH/inUfY9P4RnS2q+ZmJQYLkLfHOrzSmrJBeft5Yzzz5/29atj+4788yXfD+Q/f4ADlBvrAF7+Ydee8WT6//uX57/2Q9/qUMcBZy9yWbt8g4jAwvsPdzifZ8a4t5tIwxXLdYNaNN/7Dhcc3mHFeMRn79V8eRzLlhGU6Vuq+PSkjK4nTQ3m4M7H6QQ+RBFucDkOKnfuVRp873Oo02GknIXXhnkeXGnf6GXZkesfmpiFVaKOchlUUGUcTampQmjhDgx3XQSYdyjpcjpQJZFyRzLpDKil/mQgC5VB3VvhXMpALPKZlrB1KaqGytTOYwS42Rtx9nCNSktcGXex1OsDY43tGyXGs5KhSaREAibHXs1dz4UsGO/xUDgYOthhIBmrcvFJ83xvjcf4/2fkhyeHGC4Khiq25xxgssFpyzQigfYv7juc28+5ewPzUwe+H7h+v0DfPPGFbSOfHY2WDPyVu9LzRXzC/FFp6+z2bAiZmJ4kYPTi/zRZwZ48MkRNowIxhqKwbrF2KDNhae7vPz8Cs9PzzHc1PCci2tZ1GydVyizNKBrG85d5LpFHsEdR5Z2Uahm2cWEvuOUZCcykJec2zIYlyN2Gd3l9HXR5CTypqfcTtEqrDhy89u0hSBzJTB82kypTEcJi+2ERKWC8FJjKXNyaCvLE0rjUJZy/mx6XWlK415lB+FCSvkFUJ6eAQqFNuBWmjgxUTxKIIxS2TqZabAXUsnQ11uTOuD2plGtNIJrpHDShWOC1jbHZhVHj1W4+5kxFmZtLj7FY3xIM9SMGF30OHfzNH/w5mP84T9ZHJip0zyYUKsEnLFFINuDd+7trH7r+z/8tdb73vFTP3yAA1TG3sjWx7a2rv6p5SHqBlaNHGJosEslmOHPb/C5f9sIm8cEEwOa4abN6KDDijHBYF3Q7QaE4SKRssFyqFiCmq0I7DQNaOs0YheSE06JlmQ57jzXbZOOwmWDyxrXKumqZN49lhEMQiie2GPRDYtvqL/npJyLLvLdfVP0KbhzipK+XyfP0WscR+NYpoHfd81J9/guzfSs+Yx2fkUyvNwIMar09Y2qapJG70QJLKULoGfcu5+m9BWrtBZ4Lpy8LmLfpBktjLQwI4iJJk6MUI9tgRWTumQUV6xsEbJ0VE/2xIXSO0idIQzAo8g1wqiuRcW2mJ/X7Ngfs9hxWOx4dLqmH+aCLZP82k8d4//5J5/Di5Kn9ncZGRnh8itfE75EytaWLd8/uP/NAAfYsnETSqn7Tzv9lJfce++hoBtb7Dlq8/jOATaNCVaNwMiAy8iAzdiQYNlIl4FGB8fq8vAzLs88X8f3LeqO6S/xHbO7aTEni9hZhDZFHNkHcKPz46ZcO99TamLnViqFhUoiFJ+5uUprwYbAuPxa5YjdU4Zfer8sDWFJkacRcyeCtP/dSxvMfFcR+DHjQ22cYIG9M3WOHQ1YNqAIPJPTV0qjHTPDiJDmSqOMI7BURi5NarPgtHscj3UR1cuVRor7SgnqdXjTf2pz6/0JHaUIlUWoNJGCKDGDw3EMsTR7riImDIzzq1cpRWg22RshSDOJWTVVuiy0YtZNdDltS5vthxOmFm0OT0WgNVHkEkYOUVJFCMHpaya55PQFPFHj5LVw4skntseXbb5fiO9dkvoHBvCgUmXPwbnfO/m0S/XU0ed/e/vOrf6tjwxQtwNWTwgG6zYjAxajgzA21GXZcIuJ4Vn2Hu3w+duazC7WTC+5o03WI+0fd0vgNqNv5NNBvSDPHqtLkVOntESnk/mFZ1Dm3yMcheMWak39AkC5jXifvkehXJVG8Dx6p7w7tbx3bI1rG3Aby5eEWhAy2Ggx151jMXSZbFWp+tlES4qRvH+lUM9NUs2RJDVONYBNpZAzz/oep4fesnrez60kUaghTtBuQqTstPHMTKybSJ5F8/SzxyZ1hwQRWz20LrdLLIO83DaQrQmERgif8eGQn72sxSPPznJgcgjPFmgdEyuIE4cotmm3a6xeZvGbr5nkprsXGGye3bngJZf9eRBEvy/E0I8e4ABrlzXUnme+9L51a4ejux5f/Z4Tls+465ZZhLFFoyoZH1KMDYUsG1lkYmiaQzPzvO9Tdb71+CgjDYtBV6XiQToX5SyX4M1ufFwcS+YyFI5D6e8FuG1bmT4KK9NWySxVin6Mg0cEew47aGkhhUwn73UPyMuRPKMjWVNVNsBgiVJzUBa9rawHp5ha8r2YwDcDHLYVIVRCK4TFrhEClalFXtEgVdgzJokmsQxHNxILhTBpvtjsj955dBfFRE4iWT2esGw8ZNd0TGK7dJUgSkj3VPIhKZyIpRTIuFDzLS9+TWGn3FQje0ftdKEKDIKj05oLT5rlf77lCO/9pGDH5ADdWBAlMXGsSRKHxbbF7oMBaydGedn5lfC5maH/9bHPPPiBd/7K1er7R+YPCOAAN3xHh6141QcvObMV2vH0H96zrSUDu86yEcXq8RarJmbxvVk+cQt846Eh7n1mkImaw3BQgDujJGaBJvL7xXS+LEVu0Re9jZ5GGeQ9kTuzMpQJrhfz7B6Lbc/4KNtK7ex6FWbL0brcMCVL4O7pfJPFBJFtZUA3fNtovZjWYMeOsESM0DHdRNNOBEHKfY1THVhppE5kFr1TkEtRLDRVFql1PpFeHuTNwZ4rR0mi2OaUzSGb13XYfSQicRRdy0TxSJEuOI0cQ5RGbyv3KNK5/INIF5cFG88GGsyUUDalY8Q2lRH2SVtztZa87LQ56r8+yc0Pt/jkzSNMtzzWdxVKxwwPKCqVGe56uqnqYxv/8OdfufxPd+ybDf8d0PzBAPy3fu217Hz68+3BxsQNdz6k3r/34KNceXbM5tULLB+b5Ml9IV97MODz3x4g6gasrAsGA0XF1UaU0zYDEwWXNZNBTnlRmYHbEUupSRo57VLkzsWDSuZYth3TDRO+fn9AKzShXwrRM8dZSB70UZOSjJuQFD0oWXuuLNmXW+kJZ+meTI6UKr92R0rTTYzNnpsu9kyftiaxhMmTp7uVUpJElbwxyxRFmeyMVpnWiCwMYfNbi6onuOq8Drc+EhGqmFDZdJXAUyaLYkuRRvD0ZIuzk1shhTQgF2AiealMX6qmamSqUiWIYmN1E0XpYEVk0Q0dTl/X4oRVbSYGDnHTA1We2lNnMXJpVG0uPlOyYsNJel6vueFT32q133rNG/698Pz3AxxAuGsZnKhuHxoZfcfb3lj5sGrfJu98qs13vtBkzyGHzqLLmC+pNsG3klS2rahMFjSAPKf83cBtp5LMdpmaZKDOI3ihRps5v4WR4rZHAro4IIzRkfHGLHwxRR8n7+/vzhaZuZBQBvJsdC4HuSroUSr3bErZKgW5yUUnKffN0nZ2FrEtXfBtXaQIkzxd2G8Cm/Hu0u/SuctEWVja4rIzurhOSBhGxMqlk0iCRBBLTWyZCB7L4qQt8v5lGQid05PeCah0FC4RRLn1usR1LPwwoRNatDoOM/M+FT/iNed1eNnpHXYfirjjUY9n9zW4wLtUnX/KpndE1bHtqjX7g4DmDwbg69efx8EDu8ILLzjpY5+//unKXY8t+7PF6WNsGOkyfdRm1ahFPYBuZGaxDMAlnmss4MAUQFTaA22GF7I0oMwXm+U0XBlMTuqqbOe3ZYpiNA09L+bGexwOThphTiEN/87NX8vCmmX+nQtoFr8TpU7BvOswn0gvWZpnyript2cxl6aIlJUCu1BlTawUwEqntxmYda4Apcp0RBUjbtloWR7Js2iuzVBxrGyWj3R41XktPv/tKomT0E3NWl0r0xcUxFbGxQWJNFeVOEsZ5jVfnQ8hFye+Abl575JMJtCxtZHMDk2nJ0A3lNQrCdXqPM8dStg45nHxmU38Zvx/bT7h/I89+dTu5LSTzvzxATjAshXreWbX4eTc816/c+XEw/O7nvly/daHYtaNuWxc4RB4MQ8+rbCEoF6RqTa46SFRWjO7ENPpJpBSAjvNmGRahuUCimMXtMQqU4MM3H2R27ZilBVx11NV5hcdsA3AM/vurOJolUG8hKKUFWRFSXU2BbZFD7gL+WeVz0Xmm9bEqXtZNgCQKJ3eN3OjBszlKJ45q2Vg7k0R9uptG3CXJ+UTZVGvCi48qcO/3BKSqJhI2XSUwEuMpkwWxbP1QD6hr0yrASnIi6KSzAc/bMuASQBhJJhdMDTKdSUVT1MNBKqisOyYB56GwHHZsLKOZc3x5P5BznnpK+YvuvD0nWH7YHLySet/ULD8PjzvvoetElRYt/LgjS996cn/dWztlVNrx0e56DTNxWcu0kqmmF7QVAOLes1hoO4wMmCxYkyzeU2ElBGLHWUkxoSJ4EUJPivDl2Yw+6K4VQK4ZamSaGdC4Efs3id45EmfrjYR3BYi7wPPpZFFbxQv7vcCu6cvO78tLPVkCfhCZnLGpQkHbQAbpwWcvHBTbsZSveDW5Yi+hKLQC3Yt01EzUQA8sbGwOPOkLhvWdKAbEStFN7XejtKsSpykc5vpVcSsDdJUYqwJI7N3I0UYKsJIE8XmtU2znUKLDtuf6/D80S6TMxHT85qZeclCWzJU71KtHubObW1ue1iRqGX80jWXTw2uOOu/funO9o2uV/l3YbB/+4FFcIBVy+oAzM/Nf+qi815ub1wWf2jv9m+PzrePsutAwNoJl/UrJGFkUQtgdCBm9USHhKNcf2eVsFXBdw0PzySWA0/nvDvT+TA+5IVQvlWiJbZtXLyc1K7OtiJsJ+Kp5yz2HfBAGL/OQgkr4+CFrHJPHlymM5d5BVP0LDqznuwyqIvInQlRZhIOeSIttwBRmoKOqN6yfJINRKusA1H0Ar0sYKmLCRxVAneS7nFKU9Yu73DS6g7P7o3QKqaTSDpSGE2ZlC7FCuyMOimd9sSkXFultCUxdEQDtrRIXIElFYP1EL8yxZfudRFhlVWjKp3ih8lZjdYBayfa3OW1WEjGWL7+0qPnnXXpuzvd6FOnrFv+AwU3/IAjeLbVG3Vm5sOPV4Ze/rvHolOPfvLrdXyrwRXndmnWFumGimqgGR0MWTk2zS2PJjy628un3Z20r7vqa2qBolZJqPhGfsK2skae0kRL1uxvF7zbTt3XXCei01F8496AQ4tuTk8y9dl+oZ98uKCHe4u8D6W38JMVZTKQp70c+WK1V5+kqG3rnuibpfkyp4RyRC/oSRbZi55ypcgBn/PwnsgtcnqSKEkc2YxUJFec38YNuhCHxErRVoIwkWlvilkoZmuBYhbUFIPCtId8sZ2Y6fdOTCdUhLG5GiHg1PUhl549y54pzeSsotU2ok+znTa3PBTTbjd5yys0v/DaTUff+J8v/l3bCT9eb9R+GFD84QAcYMWyOh+7/isfe/qQ/67Nq9dPXXX+At14lkd3GJGgwXrCspEWh2YX+PqDVSqOTeBl5lSSaqCpVxUD9ZjBesRAPSJwTT42s7RGFJrRmfWgk2VPbMO9/SDkrictvnVfhSh2wTL0xJV9I2r9QBd9NKSkUrWk+pn7dhbV0DK4RR65+wHel79WGJ95XUTpIt+te/LdRUEnEzgqq0LR45aQpN43cWxj2RZXnNflkpNa0AnROqaTaDoJhImR1YgVPUMgogSUbqSYXdTpnjDfUrQ6Me2OohsJ2l2LdqfCVWd3GRlZ4MC0ZG4xIYoUZ2wEz1/kpntDGtWNUxedod41feAzHxOy/sOC4Q8P4AC///af5fx19icvO2/lO7W7bH7rMxW2rLbYsrZNsxaxfGSaWx8TTM1UGK5oaoEwHL0CAzXFUCNkbLDD+pWzDA/MkuiEVlcSRSJVYzJa0lY+h5i66doxth3jeyEzC4rPfSvg2UM+OA5CWCm4dSqKrwveLJbupoIplliJiBJN6QF2H/cuVG77AH5ckBeg1nmVMo2kpe7Bnu7CMgcv0ZWMqiRlHq4swtBhwzhcc/kCA/UudEMSpWgpQUcZJ7Qss5MPZEhTiPM9iZBweEGz/bDkyCzMLijmFk2H5EIL5ls2M/MBo3Wfl50xy/6ZhJlFeGp/xLN7JSevtjnvrIn5uWjdO2+9d+iTQyt/5d+ArO99+4Fy8ONtu4+2lBb25xzWxWvXNz756FPPeIHrc8bmaW57osv1d4zRsG2GatrYwlUtBhqK4WbIxHCLRnWW7c+3uf6OBlasWT0uGKgJbNt8A5k8Qsa73VQw37WNJMXtj1vc+XAFcMCyjfuDTMXx8wgu8oxBNhGfAbtH/0SInsheAF7neeOydHAexfNxl2wsvtA96ZnOoQTgct+30qVoLvJSeLngo/MMCmmJXpHoUhYl1R+MYws8i0vO6nLuSYt880EXndh0hEdLSDwpcJMs355mlyyB51k0azbnnNQB5wjX3eWyY1+TVmgUrCwrxvcktUAyNesxUKvzuguP8cz+ozyxfZTLV1isXzFNtX5CZ82aiV9ZtUL/y9z8/L+rDP9jAfBf/8Vf5NDkVFKt+Hfv2X9ovt29Ds99wrvxXs1nb59gejpg04imUZU0ajYDDc1wI2JiaJFlw1N84c6Yv/3yECKpctIKGKopKp6V64hk4jZOWhbPwe11acUxt9xX55n9PvjGM9OWIk8P2jk10fmCspeW0FPc6c2sFAAuToIyuIsy99KBRnNf6WyhWfa77Fe6KoYb8tRhacihZ8HZnypMBMpOKYo2Fc1EWXS7DhtXRVxxfou7Hw1YDI3W96J08RIjHeElRZ5dCtPwVq9KhhsOJ67zeOmpx7j2xg7XfXscISSWTPDdmIrv0Kg6TM5UWLO8w7t/psXnbptn8pjLyMiWzvDI+C88+OyyGw5OTidvedMv/bDh98OlKNk2MDRILQgObtm07tRYNN+84+j6llQBm8YtVg1o6gFUA4uBumSkGbNibJHxkWPccG/In10/ymKryUTD+GlmnBT6wO0a8c6K3yYIWiwmIZ+6KeDjX6+bnKJlVFBdYbInGUWRJQ5eHjM7nhxbBnSxhMaUe1lMFY8s792zuCy2XPZmCaB7NQuLSN5HW/pOhoK+ZHZ9BUUxGidZXtyAXEc2b31Fize/apZBp4UIF4nCkLkIWrEgjA1VUSlPycb3FjsWR6aa1JxBfvu1La6++BD7ZxMOTAmm5mJmFxIW2oL5lsPByQY7nxtAhwFvfvWy1tmn19/y2NP/5fqLT15I3vKmN/0ooPfDj+AAvhmITN753o8e+sv3bf/CUw+vtZ/Z0f7wzNxs8+wN8zy506fi+Qw1FMtH24wPH+PmR2L+/PoJ7KTCqmHFQBV8T2LZMgelLTWOneC5EYHfpV5bJIxaPLRNc+0Xm9zxaIVj864R3BAWQprek4ye5MWaUtdgf5m+X1BTHhf8ZXpS3gvxhV50pzQlU14l1e3LbsuA1b2/K+fLexeaupRBwcgiW4okkSir1JeSCs5HscVgLeZ9vzzH5Wd3+esvNti6I2a+3WRWuAQ2VOI0D55mVOIE2l3J9LyDdbjBxLDkt6+eo9s9yrceHMF3bWpBwviQxcxCzB2PxzQqdepDo7MP7l759le9dsUXFg//OdXx3/6RgPtHBvBs+6v3/zrv+rm/5Ct3n/TZieHVztWvOvanN9/56HCcxAw2JctHOywbPcY3HlX81b8so4bHsjFF1YeKb2YwbVvkvR6ua2QhKn6I57Q4MNvhI1+s8XdfGaDTttAqLY+nTM+Ckp0guWi+VV4wynLPSRn0xwF5psNdBjrlIWVdDOEKveR4LJVHLkvI6UJpNqckui/il4aRe6qbIrXok9iJyvtRtI7z55IC0JLRpuDqixKuPHuav7+xw0e/GPNca5jZrkvVEYSxzvvFo1jTDSXzLRutA1odh/Ehn9+6egatprjrsUHqAYwNKoYasGK8gl0979iFpw389zXj/mfnFvf9SMH9Iwc4wKoTfyP9cg98Eiy7m4x9sGbdNWrRYWJkhjufivn7L00waLmsWSMIfIs4NiV828p8N43Hj+8mBH7IUGORmx+M+fCXR7hv+zAIF6eicJnDp01LQVurPN1lpfnzvE3VOj496ZnPLO+yvymrFLEzYJdakcq3KbSBotCT/eYFHR3S9KFZmOrjSCmXAJ+lB5UmSSSxlaYKUyk2tHmvnTghChVSe6ikhtYWv/SKLqdvnuTaLyu+du8ENU9SjRKiuBiIiBNTip+ObY5M2RyeclmzzOXtr5pGqzme3tVk1ZzguelhLrv0pUdXrT/7PUrFnxxdM/GjhhrwIgA824RYgdYL/3DxJZeJakX+yTPbbh2964kuN90zxqjnsXbCYuMqSaMWctdjik5HUq8YSuHYpNqHEcPNFgvdRa79yhD3PDHBxIBFw9P4Plx2TpczNk3zlft8brjDR6sgb6xyrGJQ2O6XWcveI/k8ed4jUy7ylEHdD3SZpQZF0UxagjKUqYk+XjQv05TSFL1aytV1mcakfS1xklK52CK2jCWJ1qbFFxHxtTtdbrpviJPWOVx6Wo3As6kGHS44YRalZrjrsYDJ+UGanqQbmeit0rMx8BTtMOLepwTNwGZ2ocL65S4/d8kcX7TmEc5Kzr3g0qMnn/rS39XofxgfCl4smL14AAcQosbUdPtjazdcFHue/LOPfOauwZNXT3N4SrB5jeCUjdNs299lx6E6TVcwPECqPW4mZZq1DjOLLT761RrP7B9h1bBkRSNhsCZYu8zmp8+pc+GZi6xb3uapXR2eOlDHlkUPeTY9lMk8SCGOtx7smUksrLzLQC/oSZEOpHSm6KULzX5akv2O3r0MclNZ1EWhi6XPqdKW1ewFhdDYlkWcpgml1Ow4IPmr6we5/4lxXnqKhScc1i1XDDVc4sRi07JpfueaSa690eVYq0ozMBXMRJl0aKMas2xsgQd3xDy+J0DpKvWK4uhshVdfNEEw8rLpKy8+93dcR39C2C8euOFFBjjA0GBAp9v51PiK86deesbRDavG5/7XjTc/6VSqi3zutpCp2QoV36IbmTSZbYPvKmqViIH6PP/4Tfj7m0YZ9FxWNBRjTRgbslk55rDQqrP3QIeTVrRZszzkqec1jhS4qTyF56YDzZbI2poLMKXg69dGKacKhcz6ngtv+EyWQoj+JqulWw+YS6AtpwbzbEq5KSv9eya2kzV7ZRosUSKJ0zQfmEl5xzG5cLRg5wGLR/bXmJiwqXuw/5DEthyixGgTLh9VvOWqSfZNTfGJmwLGqoJupIhjk3VynZh2W/Ky023O2DjD3Y8m7DnoMrb6jKgxWHnXZZeeu9N2vK8Ky32x4fXiAxzA93ylw7tvfOPPnu5OPn+0Bf7fXP/Nh8VTO1151bkW0m1x11Yf1xFUfE3FTxhpttl7pMuX7xnEERWWNxVDNRisWwzWbWoVE+2Vkj1zlK5lpCl8VxC4ELgSyzKDB91IEScmu2HJkp8PZeFLnfedFLQESkwm38rZld5ceKnh6jgcPHtIb5dgKYpn6ZZ8SKSYIkqU8biJE4FtpQKXwlz1jF1J4cvjpCNxC+2YqVmJ69g4lodl1aj4EVefP8ftj8xxZGaAkbqm3U0IQ4swVtz+ODiiwZXnSmJtK7t6gV69esN/G1gx8Y93PLQ7vOLCM15sWJnv7cV+A9km3JeiO0k4snzFp9asW3HSpnWn/s8rzl/JstE2i52I0abF8lFJ1dc0ayGuN89t21z2HmqyqglDNWhUJfWqTa1qHuc5pvjwxB6L/Uc8o71ik+oXQtW3qFdtBhsOvmfR7kKro+lGOleeMlEyFYnP05PkHY2yh3qUfIbzjIrOfy43W2X9KNmMTC5ClP2ZopBjWlcVKinpGmZfYLpY9l1lLGX8mHYHjs1KZhck821Jq2vR6dp0I5tu5LBqDE5Z16UdCsIYWh3FfEsxuyCYXnCYnvc5dKzBmtGAS06dp5WEzLYE7W7CwaMxR6cdKn7InoMdDk6vZ8Oa0/7n2PJVJ3nVVZ86Nhn92IAbfkwieLbJ4AyA9s1f/+KzteZZHzx1ww5XqO7vPbJj0tq4QvPc9AKxDtiytsN1d0g+fMMwA47NRFPTrEpjZ1ixqfoQ+Am+F1MNQh581mHn8wFNBwJX5b4vtYrFQN1mbFDQids8czhmccFhtKZx7UIpyoj8FJHStrNCUSFXZiJwgXZDWTQiN4EqR2/T/pfzaV38kyjoc06XkkSko2QKWxUlejCPt21N4CWMDLSZbS2y40CddqfO6KCF0kaz3HMUldCmEzqsXwYXbO7wT3s0rQg6oaLVSZhvWXiuxLEcbCtAykHe9upjRHqaBx4bYWxIMDY8wzN7q6xf3aCjVyShteYDl12w8YO33X8guerCVS82hJZsP1YAz7arXvGfeeKh65KTz37je48ePeJcOf+t189N3bfq7m+oYPNEyJ3bQj7y5SGars+ypqZZFTSqFrXApuILAs/kx2uViOmFkK07XVTiUqtqAieN4L6kXrEYbEjGhiLO3DLNnmnN1+8eouoaKqRyjivM4jSTlXOM/oqVcm5dGhXLQZ6V8VOFJ1KNEcNLFOgYpV3ikuSaoHeiCG0KLZnUspmcSR0YlHldKcyiueLH1KuLfOeJLl+6t8nZa0Mc28a2HFxHEngW7a5Nq+1Rq7icvKFLvdFlvu3TCY0ffLuTMN+ysSwLIVySRDA+ZPHOq4/xUTHL7NwQLztPcPNslTXrX9L9hV+88H83myPvTT5+Pb/+y697sWFz3O3HEuAAJ5/9BiaPzSEt6/eDwPuDdedcfe32A/eesnrlkfNvvB1703jASC0ToZcM1h18T5pBZlfhuQn1SpcDUwmP72ziC5uGrwlcQeCaL7wSSBpVxUA9pFaJTH44MloheZuoSIegU3k439UEboJjG9cyI4FmMuxW6koGmYCPwpLGSQ4Zsxg6VDyFVDEqjNEyIdZObkSSDTNnFEinEscAiWXekCWVsbrODFsxVwrHVnhuhCZhri2ZXdTUgoTAM6OBbU/S9m0W2i4jScCZG2aYGGpz6LBPGBkZ5TBWtDqG4zuWpBM6TM4YCrd6ZJbHFirxTGvinrf83CvU2lXr7zl8TP1eFM7juD+8dtd/7/ZjC3CAkeEGpHXIpx799Nt+7efX1XfuX/G3y5cfuWao+bwMrBZRIuiEAZvXtNl70AMcbMvkyW2rw2O7LJ6frjJUhaqn8T1jO+57prelGiSpzUoXx7bypWAWucuen75nFri1SkTVjwljyaFjAd1Q4rmpcaoyoJNCY1sxgRcytRDzje8EPPq0w6v/0yJrV0Xc/KDiyIJDaNnE5d4aO1McEHQjzdS8phtDLb2iWELhOoI41nmmpNAHB5Uo2qFiIZS0Oop2R9HuStqhoN2VtDoOU3MVxhotTtuwyL6DDTqxyZ2jQQrF9udCbNuiE4e0WjA+6rNh7Vo1vm7tdbPd6q898tS++fPOPOvFhsf3tP1YA7y8nXj6m9i/b+/8aacG73Rr+3bc99D9p4xUp1778GO7WD4CM602cWIxOhDT7tj4bsKR2Zgv3VMn6fqMjikqbuHt4zoSzzUpx4ofESURrdAzUhIyk68A2zZXBc/RVDwD7qFmG6UX+ebDHioMaNYkzbrAsY3YjQAsS+E6EfuORnzwM01uuKXJxuUdPvz+o/zqq0OuuyXmg5+x2D3lGiFSjNOCawsCX9Co2gzWFZvXT3HjfVU6C+YxtgWua6JtFJspnESRCuxY+K7GtmMWuw6dSBFGKo3Qgk5osdixmZoLWF+rcfUF89z3RJtOVCVwJcfmEoYHNQMDi+w/6jLc6DI6sYHTTqjesHHzS7b5lQ1/kcSL86vXrH6x4fA9bz8xAAdYtXoNwKSO9vzBBef8zJrb7tqO5a567YH9D/DANoeXnRUy22mzMDeEJuH2bTZP72myZlgzXIPAN6kzKU1xx03d4BrViG27JY88E2ALkQrni9SpTaRtAcrw3ErI2OAcX7y7w8dvrnHu2ojNqy1s2yxclRIgdCo21OWTN1f49DeWowlwqgu0ZzX2eMKbLm/x/OQ0H/xMjU5SK8b1LEHFsxhuOpywNuTME1scbnX40nfGjYVLqlQbRooo1kZgJzK7UjZnbY45YX2bQwcDwhiiWBEnCqUt4liw2LLRCly7yYmrYi46tcVD2wJGBh3mu3PsfN7nolM1+6Ztzjz1fE49ccMNk91TfutYa37veZuGX2wIfN/bTxTAs004a9mzb3rv2tWn/c6Ja9xP7T20+jc3rt9zyeNPP8wdD0uuOFMx24p45Jkqq5ouQ1XFyKDN2CDsPZSk0ggiV56q+iELHcX0vINnCXxX42XmVo5INQYVgRfTrHWZnG3zT7fUkQQkiabVSQgjxzgGayNaGXghT+/T/PNtIzRqVZY1YNVgg+eer1L32owNzXHNpdPccNccTz9XIdFG78+2hJFa8E1RSyc+b75iktsfr3OsVaXiJlRCTTdU6S7pRpJOaBFFDoM1i6Yfs6tr+HuUmOl429K4bsz2AxYTgzZS+oTRKGdvmuXZ3SFR7HHF2RHbDzp4Axfx2ovW377YHfyLTSese2xTEu8V9o9fhuR72X4iAQ6wdvUgwA6t9Y7xlWzbN3D7Mqe+8aNuZefGUW+rtedQyPzsKBecLHn2OUWzZvHS06fZdchFKTvXVvFcRTeK2brLpRvaDFVSSTk3tST0wPe0SS96CZWgy9H5kANHfAZ8w9czdSqlstK4IlERn7qlwuHpBmsGYNWAYqTmMDnjc2jSQkrFitEOP3/FPO/91DDdxM25v51eYQTQCR3WjmrqlTb7pmuMRoJOqOmGxiKk3dW0uyK1UncZGnA4dWOXbbsSulGqAR4bCxdhtbjzSZsrT3cZHWxzz+Me65Y3WDnWZrYFq9Zempx/8bod922zfv2cMy8+qOHZ49kf/iRtP7EAz7b0C3h2976ZZ7dsTK6aGKqt8CtnXPfZG29tXHX+4WqtdpTth32GBhTfeTxhdlGwaYXFQN3YkHpOQjdO2Pq0R9SxaY5A1ZdUK5ZJOfpGBtnzjImt60TYdoKwLKxSDpxsvEuCa8coHXLr1jEqrs1AoKgGhvKEsWC+ZTPf8ljoVLj09Cncz3TpJl4qUpl9sPS5tTAVyDihE2s6MXQj6ISmsuh1JIsti4XAYnbRYeWYwzmbF7nutphO5IKG2YWEo9OCtSsULztjimMzY6xaFnPfM4qpxTHe8urG4oq1V81ZQrxh+aqVB16/Ru79SQd2tv3EAzzb1q0eQGu9l7VD+/cfXjj5da8QF2xa3v7bp3Zur63ZeWhgbHAfh2ZdxgcdVo63eXSX4pQ1FSp+iGNHKOFRcQWNiqBRMxXOWmBkKyp+gu+Y1KDMRChLRR4gnfA3w88VP+LWrRaTcwFNz7i+eU7h2NCJJO2OQ6vtMVxzuPysOb79YC2doOmbv88asjB/ixJBN9a0uiY16DoJjmVk8OoVl1bXResO7VgzL6BetTl5/QyPbA9YccTDcSOmWjA8tHz+FVdunFq+7FR73Wp+dePmtffCwKzSKCH/Y4AbfoxK9T+ILZ2+UeON+emTNi6/uTZ8z9pNJ77+//qD3/qlJybWnPFIrMe2nndKsyNdxa4D4NgdWt1Fdh2okCQujUAx0rQYH7JSubGEkWYH343xXNOemyQ23dBBx2pJr0pmYe67He55yqPb9al7Jvdup6arSkGUZjRaHQ/f8XjpiR3iOMnTdbrUeSUEBsS2mSddDKETmRTisTnFYkfR7oYcnko4Om2zsOjhSJcNE+D7XVphwsoJi+qAxXPHBjpnnTi29ZWXn/rE5tP/ywf+7vMf3lCv1ze7wcqbt+9sTQshlPUfCNzwHyiClzevshxAzS3G2Lb8B9zw40JY/MJrzrQmRut/c8djc5svPPvgRc2BPdbtj9VRSQXfWmDliGR82GZkqMv9T2suP0Ni2bM8d6TKaishUiGzCzWEihkbCOl2qvlrirTKONjosOtQxENPD1F3Leq+aQ1wbGn8LrWZd2x3LBZaLq1OwNlb2qxascCxmQFWDqWuDynOpNAcnhGgfdYPKWwvxLcslo9ZPHcspBvbnLR+gfufcvGcOrsP+swuLvLSjR7SiZme86nUNyZv/7nhOx/fPfrsVHfuHZ4zn1h2wBf++jq9bu2q1ov9ff0wt/+QAM+2RjX/eFmsjY9Ozv7a1a/0BqPO5B/fd9/X3P3b9iSveal1VrUxdPZzB+YQLDJUn2VuoUmUhHznUYGDi5YR920b4qJTXC49e4HLLwj5+m0aSxgtP6WhFsRo0eam+yUHj/o0fc1AVVALJLYFGWqTxPBwx3EZbHisGNH89PnTfPYbFebbTi5maaqV8NX7quw74HPFKZLzT4d7nkxYNeayZmXE9j0WFV+ydzKkGSyw54hPUDuZ2LEeuuyUYw/PxeusU895dbhixcj/2HhCd9qvNF/sr+VHuv2HBvjxttGRJsA08HaAY899HtvSl4yuqP6nJ3fPvcEh2bJ2YpJN2w+zGC/yyLOKS08J2fv8InE4xOSc4sndFZJQM1CF8RHJ1HzCitgiViGf/ZbNjufGOGFDwtwxxcoxF9uGI1OKim90FZv1mCNTisW2zeigze5DFTYvC3jjFXM8/MQAriMYrHc5OCkZG7JxLZeT18DwQIiFxcTQDMdmLK44P2Z+QTDbHuail6zl7E0VRkbFM9Ozo9dVx5JvLAhx+y++8ZXZR/0/cvs/DuD92/DKawBuf/zZo7efejp3jDbUhqhzRA0PflkNj61Y95pXTLynYe3hyf0Ra1fOcWjqCM8f9Tg8GzHc0Gxak/Cle2BTN+bgtObOx6q85IQa9vQctOGkdZqYeZ6frFKvmGYmx47ZdbhDElbYtNpictpj/+ExLjrlKPufC3HsgMHGHHdvCxgfEgy4ES/ZEpOoNu1oOT996SiPPF1lzfpVTIdHP6jCxd0/+4qL5cTYkBwYiHcCNwux8sU+tD8W2//xAM+2UzePAtyc/Tw9NYnjuANTk4fu2blLMKtUdO4Jjd9ud6MrO6HFVCviqUe3smb5QQbrHlp4SBuatZhmELFvGhoVTTVo8ciuLievFawYifj2Y1U6kWbZ0AKPPqM5NClYaAuOTiUsLNaoVSsMNDy0DJhctJgLxzj3/CtpdWt0k4Qwsr+5cvnRP5tuu05t+Byu+Zllt4fd7szY2OCLfQh/LLf/H+AvsA0OjQDMAF8GWJh7HhBPd7rReJxINd+OmH5+J9XgIPXARlgOUrSjV1zykvetn5j76cZEKwo7AavXd9m3YLFyOGGxE/PGV2sWWjbLhjX4DgOjFk7UIXHrzqp11a+ED9z7Pt9zHIVPgkaJJqvXnUWifRKtZZJYh4HdP/P6ZS/2IfqJ2P5j5YRe5O3OO+4GxHjFea6593BLx2HAmhVd7n/KpRFEHJ5SXH1xl0NTDlXf5r6nLTaMW7TiLlNzdXHB6ctnldaHTz3t/Bf7o/yH2f4/EUo2o42n29UAAAAldEVYdGRhdGU6Y3JlYXRlADIwMjAtMTEtMDdUMTg6Mzg6MzUrMDA6MDDSbhkzAAAAJXRFWHRkYXRlOm1vZGlmeQAyMDIwLTExLTA3VDE4OjM4OjM1KzAwOjAwozOhjwAAADl0RVh0U29mdHdhcmUAbWF0cGxvdGxpYiB2ZXJzaW9uIDIuMi41LCBodHRwOi8vbWF0cGxvdGxpYi5vcmcvSM8oowAAAABJRU5ErkJggg==', 'weight': 10}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 23857000
    {'hecke_orbit_code': 137606725673, 'n': 1, 'trace_an': 62}
  • id: 23857001
    {'hecke_orbit_code': 137606725673, 'n': 2, 'trace_an': 0}
  • id: 23857002
    {'hecke_orbit_code': 137606725673, 'n': 3, 'trace_an': -148}
  • id: 23857003
    {'hecke_orbit_code': 137606725673, 'n': 4, 'trace_an': -15876}
  • id: 23857004
    {'hecke_orbit_code': 137606725673, 'n': 5, 'trace_an': 0}
  • id: 23857005
    {'hecke_orbit_code': 137606725673, 'n': 6, 'trace_an': -4372}
  • id: 23857006
    {'hecke_orbit_code': 137606725673, 'n': 7, 'trace_an': -2}
  • id: 23857007
    {'hecke_orbit_code': 137606725673, 'n': 8, 'trace_an': 0}
  • id: 23857008
    {'hecke_orbit_code': 137606725673, 'n': 9, 'trace_an': 0}
  • id: 23857009
    {'hecke_orbit_code': 137606725673, 'n': 10, 'trace_an': 64940}
  • id: 23857010
    {'hecke_orbit_code': 137606725673, 'n': 11, 'trace_an': -101136}
  • id: 23857011
    {'hecke_orbit_code': 137606725673, 'n': 12, 'trace_an': 88610}
  • id: 23857012
    {'hecke_orbit_code': 137606725673, 'n': 13, 'trace_an': -212164}
  • id: 23857013
    {'hecke_orbit_code': 137606725673, 'n': 14, 'trace_an': -486724}
  • id: 23857014
    {'hecke_orbit_code': 137606725673, 'n': 15, 'trace_an': -280448}
  • id: 23857015
    {'hecke_orbit_code': 137606725673, 'n': 16, 'trace_an': 4065276}
  • id: 23857016
    {'hecke_orbit_code': 137606725673, 'n': 17, 'trace_an': 989130}
  • id: 23857017
    {'hecke_orbit_code': 137606725673, 'n': 18, 'trace_an': 631900}
  • id: 23857018
    {'hecke_orbit_code': 137606725673, 'n': 19, 'trace_an': -557304}
  • id: 23857019
    {'hecke_orbit_code': 137606725673, 'n': 20, 'trace_an': 0}
  • id: 23857020
    {'hecke_orbit_code': 137606725673, 'n': 21, 'trace_an': 0}
  • id: 23857021
    {'hecke_orbit_code': 137606725673, 'n': 22, 'trace_an': 878738}
  • id: 23857022
    {'hecke_orbit_code': 137606725673, 'n': 23, 'trace_an': -2585064}
  • id: 23857023
    {'hecke_orbit_code': 137606725673, 'n': 24, 'trace_an': 8160792}
  • id: 23857024
    {'hecke_orbit_code': 137606725673, 'n': 25, 'trace_an': -13556490}
  • id: 23857025
    {'hecke_orbit_code': 137606725673, 'n': 26, 'trace_an': -4638930}
  • id: 23857026
    {'hecke_orbit_code': 137606725673, 'n': 27, 'trace_an': -4560520}
  • id: 23857027
    {'hecke_orbit_code': 137606725673, 'n': 28, 'trace_an': -15062678}
  • id: 23857028
    {'hecke_orbit_code': 137606725673, 'n': 29, 'trace_an': -645332}
  • id: 23857029
    {'hecke_orbit_code': 137606725673, 'n': 30, 'trace_an': 24289990}
  • id: 23857030
    {'hecke_orbit_code': 137606725673, 'n': 31, 'trace_an': -10831104}
  • id: 23857031
    {'hecke_orbit_code': 137606725673, 'n': 32, 'trace_an': 0}
  • id: 23857032
    {'hecke_orbit_code': 137606725673, 'n': 33, 'trace_an': 0}
  • id: 23857033
    {'hecke_orbit_code': 137606725673, 'n': 34, 'trace_an': 3975452}
  • id: 23857034
    {'hecke_orbit_code': 137606725673, 'n': 35, 'trace_an': 29170524}
  • id: 23857035
    {'hecke_orbit_code': 137606725673, 'n': 36, 'trace_an': 0}
  • id: 23857036
    {'hecke_orbit_code': 137606725673, 'n': 37, 'trace_an': -3116208}
  • id: 23857037
    {'hecke_orbit_code': 137606725673, 'n': 38, 'trace_an': 29714800}
  • id: 23857038
    {'hecke_orbit_code': 137606725673, 'n': 39, 'trace_an': 0}
  • id: 23857039
    {'hecke_orbit_code': 137606725673, 'n': 40, 'trace_an': -35676784}
  • id: 23857040
    {'hecke_orbit_code': 137606725673, 'n': 41, 'trace_an': 38183180}
  • id: 23857041
    {'hecke_orbit_code': 137606725673, 'n': 42, 'trace_an': -88501252}
  • id: 23857042
    {'hecke_orbit_code': 137606725673, 'n': 43, 'trace_an': 0}
  • id: 23857043
    {'hecke_orbit_code': 137606725673, 'n': 44, 'trace_an': 88194656}
  • id: 23857044
    {'hecke_orbit_code': 137606725673, 'n': 45, 'trace_an': -44608688}
  • id: 23857045
    {'hecke_orbit_code': 137606725673, 'n': 46, 'trace_an': 0}
  • id: 23857046
    {'hecke_orbit_code': 137606725673, 'n': 47, 'trace_an': -37901682}
  • id: 23857047
    {'hecke_orbit_code': 137606725673, 'n': 48, 'trace_an': -65214646}
  • id: 23857048
    {'hecke_orbit_code': 137606725673, 'n': 49, 'trace_an': 0}
  • id: 23857049
    {'hecke_orbit_code': 137606725673, 'n': 50, 'trace_an': 0}
  • id: 23857050
    {'hecke_orbit_code': 137606725673, 'n': 51, 'trace_an': 22786536}
  • id: 23857051
    {'hecke_orbit_code': 137606725673, 'n': 52, 'trace_an': 67233198}
  • id: 23857052
    {'hecke_orbit_code': 137606725673, 'n': 53, 'trace_an': 98223480}
  • id: 23857053
    {'hecke_orbit_code': 137606725673, 'n': 54, 'trace_an': -222847538}
  • id: 23857054
    {'hecke_orbit_code': 137606725673, 'n': 55, 'trace_an': 341535988}
  • id: 23857055
    {'hecke_orbit_code': 137606725673, 'n': 56, 'trace_an': 37845552}
  • id: 23857056
    {'hecke_orbit_code': 137606725673, 'n': 57, 'trace_an': 543416000}
  • id: 23857057
    {'hecke_orbit_code': 137606725673, 'n': 58, 'trace_an': -39712038}
  • id: 23857058
    {'hecke_orbit_code': 137606725673, 'n': 59, 'trace_an': 476227372}
  • id: 23857059
    {'hecke_orbit_code': 137606725673, 'n': 60, 'trace_an': -73813254}
  • id: 23857060
    {'hecke_orbit_code': 137606725673, 'n': 61, 'trace_an': 0}
  • id: 23857061
    {'hecke_orbit_code': 137606725673, 'n': 62, 'trace_an': 0}
  • id: 23857062
    {'hecke_orbit_code': 137606725673, 'n': 63, 'trace_an': -329401706}
  • id: 23857063
    {'hecke_orbit_code': 137606725673, 'n': 64, 'trace_an': -1473830612}
  • id: 23857064
    {'hecke_orbit_code': 137606725673, 'n': 65, 'trace_an': -283361396}
  • id: 23857065
    {'hecke_orbit_code': 137606725673, 'n': 66, 'trace_an': 1055141156}
  • id: 23857066
    {'hecke_orbit_code': 137606725673, 'n': 67, 'trace_an': 137841616}
  • id: 23857067
    {'hecke_orbit_code': 137606725673, 'n': 68, 'trace_an': -1702495104}
  • id: 23857068
    {'hecke_orbit_code': 137606725673, 'n': 69, 'trace_an': -643435264}
  • id: 23857069
    {'hecke_orbit_code': 137606725673, 'n': 70, 'trace_an': -1945980994}
  • id: 23857070
    {'hecke_orbit_code': 137606725673, 'n': 71, 'trace_an': 43024650}
  • id: 23857071
    {'hecke_orbit_code': 137606725673, 'n': 72, 'trace_an': 298006608}
  • id: 23857072
    {'hecke_orbit_code': 137606725673, 'n': 73, 'trace_an': 0}
  • id: 23857073
    {'hecke_orbit_code': 137606725673, 'n': 74, 'trace_an': 0}
  • id: 23857074
    {'hecke_orbit_code': 137606725673, 'n': 75, 'trace_an': 511623892}
  • id: 23857075
    {'hecke_orbit_code': 137606725673, 'n': 76, 'trace_an': 2630680074}
  • id: 23857076
    {'hecke_orbit_code': 137606725673, 'n': 77, 'trace_an': 0}
  • id: 23857077
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