Embedded newform data - 27.15.d.a.8.3

Formats: - HTML - YAML - JSON - 2026-01-25T01:25:44.673387

• 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': 6075, 'analytic_conductor': 33.56882140101462, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 9, 'char_degree': 2, 'char_is_minimal': False, 'char_is_real': False, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 6, 'char_parity': -1, 'char_values': [27, 6, [2], [1]], 'cm_discs': [], 'conrey_index': 8, 'dim': 26, 'has_non_self_twist': 1, 'hecke_cutters': [], 'hecke_orbit': 1, 'hecke_orbit_code': 206410088475, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 9, 4, -1, 6, 0]], 'is_cm': False, 'is_largest': True, 'is_maximal': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '27.15.d.a', 'level': 27, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3], 'level_radical': 3, 'minimal_twist': '9.15.d.a', 'prim_orbit_index': 4, 'related_objects': [], 'relative_dim': 13, 'rm_discs': [], 'sato_tate_group': '14.2.3.c6', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '27.15.d', 'trace_display': [3, 0, 107994, -146330], 'traces': [26, 3, 0, 98303, 107994, 0, -146330, 0, 0, -32772, 15978711, 0, -23281436, 349442850, 0, -671072257, 0, 0, 195706222, -2822935854, 0, -204235521, 6101133672, 0, 14614789727, 0, 0, -9052979204, -85191770166, 0, 15357554728, 237242922057, 0, -16566014943, 0, 0, -77721425444, -476314869819, 0, -88855733850, 938882938233, 0, -29709800063, 0, 0, 1553142786144, 1272741434580, 0, -945184029255, -3573994524699, 0, 1825489374856, 0, 0, -3772940931372, 7790759725422, 0, 3747043240302, -5874788534451, 0, -4867968901544, 0, 0, 1211169309434, 22156719464856, 0, -8251061484125, -30687017243265, 0, 6871822387932, 0, 0, 16120119648922, -8549243621166, 0, 14422972781521, -13919363311398, 0, -10740904544582, 0, 0, -67076318933382, 11295125984532, 0, 10590724937466, -97019495740221, 0, 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• mf_hecke_cc •

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

  
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0.0352128217939169, 0.035921341435350265, -0.4520008507233265, -0.1925384579010251, -0.06732809988601794, -0.4580561499229718, -0.1332151478058303, -0.05169662266452821, 0.03562056389779411, -0.10615746565891164, 0.06638329144299253, -0.2839598826723702, -0.23568321957984317, -0.3385365810181179, -0.18523298505501987, -0.25741653941419146, -0.005785049895389362, -0.12529780412916375, -0.37986240229446633, -0.2897328160277084, -0.4923430543491138, -0.43325521526062954, 0.04032262520082141, -0.454186664096237, -0.17419477958418944, -0.2754754903957353, -0.4192942243631959], 'char_orbit_index': 4, 'conrey_index': 8, 'dual_conrey_index': 17, 'dual_embedding_index': 3, 'dual_embedding_m': 16, 'embedding_index': 3, 'embedding_m': 3, 'hecke_orbit': 1, 'hecke_orbit_code': 206410088475, 'label': '27.15.d.a.8.3', 'level': 27, 'weight': 15}
• mf_newspaces •

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

  
  {'Nk2': 6075, 'analytic_conductor': 33.56882140101462, 'char_conductor': 9, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 6, 'char_parity': -1, 'char_values': [27, 6, [2], [1]], 'conrey_index': 8, 'cusp_dim': 78, 'dim': 26, 'eis_dim': 12, 'eis_new_dim': 4, 'hecke_orbit_code': 206410088475, 'hecke_orbit_dims': [26], 'label': '27.15.d', 'level': 27, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3], 'level_radical': 3, 'mf_dim': 90, 'mf_new_dim': 30, 'num_forms': 1, 'prim_orbit_index': 4, 'relative_dim': 13, 'sturm_bound': 45, 'trace_bound': 0, 'trace_display': [3, 0, 107994, -146330], 'traces': [26, 3, 0, 98303, 107994, 0, -146330, 0, 0, -32772, 15978711, 0, -23281436, 349442850, 0, -671072257, 0, 0, 195706222, -2822935854, 0, -204235521, 6101133672, 0, 14614789727, 0, 0, -9052979204, 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• mf_twists_cc •

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

  
  
  • id: 2336733
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 8, 'source_dim': 26, 'source_embedding_index': 3, 'source_hecke_orbit_code': 206410088475, 'source_is_minimal': False, 'source_label': '27.15.d.a.8.3', 'source_level': 27, 'target_conrey_index': 8, 'target_dim': 26, 'target_embedding_index': 3, 'target_hecke_orbit_code': 206410088475, 'target_is_minimal': False, 'target_label': '27.15.d.a.8.3', 'target_level': 27, 'twist_class_label': '9.15.d.a.2.11', 'twist_class_level': 9, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 15}
  • id: 2336734
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 8, 'source_dim': 26, 'source_embedding_index': 3, 'source_hecke_orbit_code': 206410088475, 'source_is_minimal': False, 'source_label': '27.15.d.a.8.3', 'source_level': 27, 'target_conrey_index': 2, 'target_dim': 26, 'target_embedding_index': 11, 'target_hecke_orbit_code': 206410088457, 'target_is_minimal': True, 'target_label': '9.15.d.a.2.11', 'target_level': 9, 'twist_class_label': '9.15.d.a.2.11', 'twist_class_level': 9, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 15}
  • id: 2336735
    {'conductor': 9, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 8, 'source_dim': 26, 'source_embedding_index': 3, 'source_hecke_orbit_code': 206410088475, 'source_is_minimal': False, 'source_label': '27.15.d.a.8.3', 'source_level': 27, 'target_conrey_index': 80, 'target_dim': 26, 'target_embedding_index': 6, 'target_hecke_orbit_code': 68971135057, 'target_is_minimal': False, 'target_label': '81.15.b.a.80.6', 'target_level': 81, 'twist_class_label': '9.15.d.a.2.11', 'twist_class_level': 9, 'twisting_char_label': '9.2', 'twisting_conrey_index': 2, 'weight': 15}
  • id: 2336736
    {'conductor': 9, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 8, 'source_dim': 26, 'source_embedding_index': 3, 'source_hecke_orbit_code': 206410088475, 'source_is_minimal': False, 'source_label': '27.15.d.a.8.3', 'source_level': 27, 'target_conrey_index': 5, 'target_dim': 26, 'target_embedding_index': 11, 'target_hecke_orbit_code': 206410088457, 'target_is_minimal': True, 'target_label': '9.15.d.a.5.11', 'target_level': 9, 'twist_class_label': '9.15.d.a.2.11', 'twist_class_level': 9, 'twisting_char_label': '9.4', 'twisting_conrey_index': 4, 'weight': 15}
  • id: 2336737
    {'conductor': 9, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 8, 'source_dim': 26, 'source_embedding_index': 3, 'source_hecke_orbit_code': 206410088475, 'source_is_minimal': False, 'source_label': '27.15.d.a.8.3', 'source_level': 27, 'target_conrey_index': 17, 'target_dim': 26, 'target_embedding_index': 3, 'target_hecke_orbit_code': 206410088475, 'target_is_minimal': False, 'target_label': '27.15.d.a.17.3', 'target_level': 27, 'twist_class_label': '9.15.d.a.2.11', 'twist_class_level': 9, 'twisting_char_label': '9.5', 'twisting_conrey_index': 5, 'weight': 15}
  • id: 2336738
    {'conductor': 9, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 8, 'source_dim': 26, 'source_embedding_index': 3, 'source_hecke_orbit_code': 206410088475, 'source_is_minimal': False, 'source_label': '27.15.d.a.8.3', 'source_level': 27, 'target_conrey_index': 80, 'target_dim': 26, 'target_embedding_index': 21, 'target_hecke_orbit_code': 68971135057, 'target_is_minimal': False, 'target_label': '81.15.b.a.80.21', 'target_level': 81, 'twist_class_label': '9.15.d.a.2.11', 'twist_class_level': 9, 'twisting_char_label': '9.7', 'twisting_conrey_index': 7, 'weight': 15}
• hecke_orbit_code 206410088475 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': 4, 'hecke_orbit': 1, 'label': '27.15.d.a', 'level': 27, 'portrait': 'data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAALgAAAC4CAYAAABQMybHAAAABGdBTUEAALGPC/xhBQAAACBjSFJNAAB6JgAAgIQAAPoAAACA6AAAdTAAAOpgAAA6mAAAF3CculE8AAAABmJLR0QA/wD/AP+gvaeTAAAACXBIWXMAAA9hAAAPYQGoP6dpAAAAB3RJTUUH5AsHETgEphBLOQAAABBjYU52AAAA1wAAANcAAAAQAAAADnCbpecAAIAASURBVHja7P13vGTpWd+Lft+wQqWdd+c0Had7enLWBOUMKCMTjW2CIz6+xz5gfG2DrzEcjn0x+JpjkpFABiSEkJBmpNEEjSZrUk/3dPd0zmnnXXHl971/rLWqaveMAPuABzinPlqfqr17tKtqrd963t/zPL/n9wr+n8ef2+PzX34SKcXqV4+dG7WZtesmHVxH8tLpDvffMCHu2lNfeOLljHWTi5O37r5o9x9bj+9KVk/2qNcyYeSOJtiZyXX3AawFloFACPFmf7W/sg/9Zn+AvyqPE2euAFxjTLbaIkwviPnDL/wRO9ZdYsvaRXzlcurCF5Ile8tPB92l79DCJhevuKyeECS9kE4zdS9enP/N8xcFIgv/zvmRbnx5Zp61k3AujBmpZ06YnvnKL3/6yE8fvvBF8R9/5of/95mLp//AT/e/1G0eVRYPhJBKOjPA6Up93Zt9Sv5KPP6f0PBtHidOz2GFP+bY0/d3FvdjrUwuLY39k04o3y2FJU5SXn75FeqVZbava7HcUZyfrYCJSJOU8Ybl6HmX667JuDwnGR9JadQ8Tl7WZCZhqi64tJCwd6vh+HnJxIjBdV18X3N6TrLchZ2rUnZsGmfX7huwOGgFvVg/fPRM+Itxkjlvv+d6dm7f8ARJtCzcqTf7lP2lfPw/AC8el2eXAN7r62xbr7to/s9Pfdrcc9P4NUG67ic77VNUXJcz56/Qbi8QJ5qlniSzLr5jaXiW2XbK8csh6yZ8RisKJRKmRlx2bFT0QhAy4uKcJozh0oJA4RJECds2WlaPd5FIatWYNdMdjp6dYHG5Qs3P8HRCLzS0uoo4TRkbn6LWWIcUEbu3b+XwqZmf3zB+9vTem39MrpqekqMNTlp4yPMn3+xT+pfi8X97gD/xzScQgvvDJH7P/uPtj6+faO9aO5by2QcPsfuaJgsLPmfneqyfVFQ9mBo1XFzyUNIihWHtWMa5WZ9a1fLSyYheJPBdWGjCNVOaasVj9VTK/XvbHD49wktHBK+dS7n7uox1k4ZaTbBx9TLzywrfgyCy7Ds6Sb0iOTXrsmY8RApwVcaVRcVILUWSsW46YW6hQSwTbt1eYbZ3Pbu3afZu945eWZr4vJK1r1vsE7fefu+bfYrf1Mf/7QBu00VQ3njYWfh3j33jUfePv3k627S2esvqEXXrA0/MMtq4yHfd7fHoi6OEtsm7b9E8td9n64aAbuBweUkRJQJPp+zekLFqPGKxI9l/aoQkFexYFzLbUVy/NeD4GYd2qIkjuH13l2MXqjQqMUcuau7cKYmTiHao2X9WctPmjFbHYdv6mDiRvHpasNDxWTMGuzZ2cLUkTuDKkkMnStm+1uGb+y3vuLVLHI7x1W91+eC9bXZtWMPRS2tYMxm8NFbrvDzTvU7ddff74lXTUz8VRdHS+jWNN/sS/E99/LUH+NGTZ3G0Fg9/4zl2bIjVSKP+K5mJdr565My9zfkZ9UdPtNm+qcf7b63y/KEq+073+PsfXabVWs1DLxg2ru+xul5hdill7TQcOKlILAgU68czbtnZYakj6IY+r53WXLe1jeO6dHoSKQS7NhgOnDDMtyv0kg43bo3pBiMstQX7j0t2bkoxQtDsGSqe5YbNkkOnNUGcsNxW3LLDsnoiQYmUNHPYd8plw7RlbkExOd5m86oaDz/v0IqX+XvfJXnp0BhPHwz46LvnuG5zha+/tIX1a8ay2vj2p0ZHqsfisP33N04k2c49byHLUjs+ec2bfYn+Qh9/LasoNr4IjpKLc03/y5/5B9HtH/yP/9Sa9AdefvVostQKr61XU7/TTIhDSBKJ4yRsXt+h3atxYb7Cwy8FfPTeJjduneCxV1y2beixerTO2cspt++KOXrBZbSWAJJDZ6usHTcsLmueOZzxzAm4fpNl9wbJUkfw1GuSt1+XMFpTLHfqXLiiabYtyon5wfctc26mQbMjuHlnyPXb5nEYY2ZhigvzsHuzIYglZ2Y8xqqaIxclOzdApyPZuWmBLWt9HnvR5exiwMfuN8wvjXHsguByy9CLJElcQSZdTp9YUMo799bpCe9O1/FvXzt6rRPHwe+8+5P/7t8ffO2EhxoLrU3N9bvWvNmX7s/98dcqgiepRSvk2Uud0bB9/C4ts18/ceJY+vjzxydcFhpHziZcWIj55NtDdq6b5ODJCvtPJJyYDXj3nS3uubbGgWOjPPFqzOhEl4+8RXLwaJ2nDgVcuzVl/XgFbIDQAkdqTl7RTDcyWpGl7kecm8s4fCGjrsZ4921dlpt1nn/Nct0WwfaNGVkqOD/vkGWG7esFe65JeP6wYKnb4123Siq1yxw7W+fslTGqnqDTc5gcSTl1xcXVEUoqrNFsWL3Enk2KJ18Z46XTCR+6v8Wq2ihP7vN55UyPO29c5v23epw6P8n+Y5aDZxI2b27x/W9f5tL8OMcuNth9zWjbaexd3LJ5m/Zc8SN7r9v+HIw0AfPXqe7+1yaCLy4t02kvbHbNyfXNhernP/UH3xzR9kIt7HVoVBWtniKLHc7OZCwFAWunl1nuaFpdTbvn8fnHakzU21y/QxPGNZ4+ZPniMz0+dm8L36+z74TD2okuEw2XC7OadpDR6wXUVjkkRjNeU6wdk9x3XcArJ1K0FHhuildNeem0olZ3WD8ZE6WwbgJu2jlPq6eJ0jESozl4VnLg+CY85eO5GXo0IohgpBGwBWh3XS7MZUyM9pgaqfP1510Ono/58Fu7rB9t8MwBn1fPhOzeusz3vC3j+NlRTl0UXJyLubicccsNHbasU8wsNKg4iiMn5htV/5HG7PknuePGDX9w/JjbOnDGfPz+W9ZfXF5eOjs2Nv5mX9I/l8df+VvVWguw88KpJ9Yutr1f7Sy/vH3//mPq8X0J12yI2DhRQSvFxVnFqYspp2YMV4KAn/gbi9y1Y5SXjkxy9Cy8ciJhcmqZm7bH7Fw3xrGzVV44mlGptbhus6Hm1jhxQSOdkIor8F3DeFVwZdFhsaXQOqNeSfBchefGnJ9TaBmxe7Pm5WMV7t7bZHS0za89UGWq6vGW3bDvuMvuawKkcDg7p/GUg+8bxvwMR8NCy+HSomKk1qPigusqXKk5eclSrXa4djPUnRFefM3l6MWAndcscdNWmGpMse+ox7FzCS+dyrhl7wI/+ckei0trOHWpwckLcGk+QilYM93hmtWaZw/X2HLtDdlbb9l94vJs8GMf+663XQaO/VWP5n9lI/iZi4sopbbve+XwDRfnm/+40zx2f7J0gif2zbF3R8J9N9Q4M5+wbaOg020QRIpuIIiSmO7lCg8+X+PuPYvctFMBY1jrsP/kGJ861uVjb29z17UJk6M1XjoyxsPPh6yZDNm1STA9ojl12aEXJnR70OoKtLasm8xASaSMCXqSK8s+mArTIzHb1vV45lWPiJSP3JOQxVVOXpRMjWnWTQiMSZlf1rTDiCBx6XRdNkxGTDRClJJoLUgSzamLMDXW487rU9aOaY6fG+Hpo3B5qcOt13f4G2/NuHB5Na8c8zh2LuWV0xmJ6PDB20PCYJKLc1Uuz0sWlhMWlqEZJWxcn/HcIR+lF3F6z6jP/P7RXW+9e+PjF07JJ+Js4pesXTxg0+yEdKbf7Ev+P/RQb/YH+B95vPraOaquu/m5l177/y7OvPqvD7zyzOZHnjnCrTuXCYMxLs0nrF3TYnykx607Q5R0iVONsQprBRrD+RmXswuGzWvarB6DqufjOxqFZv8pxUwzpNGI2bPFsHO9R6frc3Fe4OqExCouLztcnje0Y4HWmlWjKbPLhrNXXMbqEoFmejxhqWPZuzlEyipXFqvsWOdx/JzHhQXL7s0Rs0uSJHUIYsXODQlCWDo9yarRlKnxiOnxGEdCq6fwPNixXrC8XOexlyucuBwyPt7ibbcE3LnT49T5afYfczl8OuX0fEx9tMXffm+XPZtGOHdllPMzDpfnM2aXEs7PC04vpYw3WmQm4rrNPkvLdY5eWGLn6jM8+9KVzXGWfXL9ZLbJr6597qd+4h80/+2/+8U3+9L/dz/+Sq0/Vy6fwnEqU+3muX98YP9Le5/aF3z48syr3LPX5dSFKiltdm4QfPWZKle6AdV6l7/7wSa376hz9vIk52cqXJxTXJ7LOD+TcHreoKtdPnZvlw/e7nJ+ZoIjZzxOXjQcOZ+QyZAN0zF37zVsmpacn6lxYVay1DaEqUFKGKvD1EjKUlvT7irGGjFaaMYaGb6X8PwRj2tWG6bGUq4sVHCU4dKiYXrMcs2amG8d8XBdxUQdlEqYrMFyV7DYFUw3DOONBCkhihVLbc25Wc35+ZRNq0Pu2puyfkpDVuXomSqnLlpeO5dxbjHivW9Z5qP3RlTUGGevjHH2subyXMblhYTz85bj85bb9szx9z7YouGPMrewii9/C67dFGKTGq+d63HL7pA9267n1PzYF2+8/taD2zat/6VeEMxfc83mNxsKf+bHX5kI/tDXHmRxodk4cfLk/3ng4At/V6SHd4uky/5THtrpsXuTy+mLVeYWDVEkWVzWHLlQY98pwfb1LXZvygAHUEip0UriKcvcgsPRi4rQBOza1GbrOsPUmGb1mIsrPBZbHhdmBGeuCF49C2evxMwvR7Q6GWHi4LsuU3XLuukEITKCSLN5dYKjLIkRJJnLYlsSRA6uFghrmBo1TI5kLLU92oEgTB2We4LVI4bFluH8rMJ3XFaPw/qpmFUTIdMTEasnItavsmxcrbh2g0NF1ThzvsG3DrnsO57y6rmETHX4wD0tPny3paImOH5ulDOXNZfmMmYKcJ9csNy6Z55/+X1Ndq4dodcbZ6Hl06hJfOWy/0TG7h0drl1f4YuP9Thz6dK1yszeGwbB5m639/Xv//7viX/7dz7zZkPiz/T4Sx3Bw6CD5weYTP/c6VOn7144//vypUPu3d94cV5vu6bNu26q8M2XRjlyqcf9NyiisMqZS4ZOL2GpnTHThFMLgqnJJj/zA4vctqPKhdlxLs/VuLygmV20zCykXJzPmOukjI6HvGVvlzt2gSsreMpjdsnnyoJmZknQiyBNDb5rqPkZYyMpBjg3k9LuwqZVDrVKhLUChEs3MGxcHbHY1GBzKtLsQpSCxbLUilk37dAJFEJZhIlo+A4b14Q0e4JzlzWZ0Uw0JHVf4DmQpoJeJJlZklxZtMwup3heCE7Knbu73L1HMNWosLjc4MKsx+UFmF1ImV1KubQEpxYtt+xe4N/8wDKrRxucnxlnZrHKYsuh1RWcuZQSpR3uuclw8kyDRw+EvO3WJlunapycXZsem5HP/uSPfdis37Dl2SAy/3xixGFstP5mQ+XbPv7SRvAHHvwSe/bcwD/7p//8Z596+pv/ryeefGRbp7uw2VdWLjZ9XjomCNMed+6WjFZqVD2FVhKEBAQCixYWV8HlxQovnJTs3brErg0hVR8cLXEdhetqahVJ1ZH0ug7Hzvo8us/l3FxEO004diFi1cQSH3zLMnu3dbhlV4uzCykLPUHVCzl92dJq17juGkkzzDhyVlGvag6fg+1rLWGcEWYuWieM1eHoBQ+lMxyZoh0IIsltu3oEPcnebRntIOPc5TpbVitq1ZhmZJke7bHcbfO5x2H/mYxXz4RsWrvI9TvbjI3HvO/ODh+9z7J1dZ0sGeXMpRFOXXS4MGO4OJdwcS7j1JzgfDPhhh3z/MwPdFg1OsqFmXFmF6ssNB0Wm5K5ZUOzk5Akkpl5jyMXEt52+yL37vW5MDPKK0e70tHtzb2lk1uyJLh9y+ZrKlOTo4899LXP85nPfO7NhswbPv5SRvAHvvZ7jE35auZ871/JdOZfXL50Qn3hKVi3ps2PvF9w7MwUX30OlL/AP/54AMkEs8s+7Z5mqaVY7sByK2O5nbLUSVlowYVlga6E3LVnie++L2bLdI1mt8HcUoX5JZeFlmCplVOE5Y6hHRjakaUXpkw0EjauMoDAcywX5xyE9Ng0rdiy1rJ2usfscsSBE3Vu3m6pVpY5dHKcei0mjh0mxgxBCNduDPndx0fZuSEliiyTI5IkC6j7HofPhlScGjfuSHn1dMzsosu6CY8ta2Dj6hilEi4ugOtYhLBsWpUyVpd0Ao9uz6Hdc1hqK5aasNgyLLUyFloZMy1YDDM2ruvy3fcvcNcuje80uLLQYGHZZ6GpWWoLlls5uJudjE5gmWkJYhnwjz8a4jLB155THLkU8Le+Y5H1YzW+/tI4G9dvyvZsn/jZNVvW/Zv5y/PZB9//N95s6Lzu8ZcK4AcPHaFRr1Re3H9h49LC/k90O+f+bUXMEgaj7DsGr56PeNvty3ziXskrx8aY6y3xPe+cR5oJLs2NsNzxWG47LLc1y21odQzNTspyJ2WpbZltCS53LYguH76nxftuM1yzxieOqyy3fJpdl1ZHsdwVdHqCMLLEqSXLQEmL50DFs4w2LNPjCdoJOXUl5uBJD5PWeM/tMdpp8vKRETavga+9kHLPdR5zrQBfK9IsYXwM0sRBOymLi1XeclObrz1XZ8saeOlEhEOVd99mSEXAwVMZZy76aOmyakwzVhNUPIHrCpSA1ECcWMIYOj1Ls2vo9AzNnmGxawmyjE3re7zvjhYfvjsGU2exOcLcUoXFlsNSW7PcgmYno9VNaXYyml3Lcg/OLEmkXuL73poxvzjJK6cSPvL2Ju+6qcLBE+PsO2ppBy1uv3EVmzZs/H/fc9t1f2CcTedNGgTrN+1+s6HUf/ylAfjBw6cYG1/jXrpw+IcOvXb0V17et0/MLC3J26/rcue1dV45OsZLRzKOXIq4++ZldqyL6cUB9+ztcu36CgvNcRaaNZptj2bHZbmjaXYErY6l1c1odlJaXcNy1zLXEVxpGcZGe7zzlg537krZtErRqDi0Oz6eIwFFnEqMERgLvRAQhrF6yIlLFmNjHnmpRtSrsG2dy117eySmyZP7Rrlxu8OJmS6t5QZ37O3x2Mseq8YtR85Z/sGH2hw567FqXPLoPsVd1yqWem1OXxjnxh0xTx4MSKMqd+522bohJEi7PPyygkxw6qKmUdVoAb1AYqwgM5YkBaRBu4ZW11KrJ2xYE3H3tT3eeXPKRM1ndmmExWaF5XZ+bpbbglYXWp2UVjel1c1o9SxLPclMW7LQjbl+8xXuvC6mFYywY53h/utqHD0zzouvwYEzAXdc3+S2HQ5hNGW2br/erl577d/fvXPvp2bnLsdrN25/syEF/CUBeJokMgiCDz766Ne2eU7wC0dfe95ZbGqeflUwMdXkhz7QouGO88rRUZ4/lPHy6YzzzZR2L+HuPcv83A8vctM2l2Z7hPnlOq2uT7Pj0uxqWh1FqwedrqXdS2l3M7qBodWzzHcF811IsojrtwesHs/o9izvvSNi82pDmkm0tMQJPHHA5/ycz5qxlEOnfDBVdq1X3LTT4Pk9Xj7RY36hxp7NNRqjyzz3qsOt230We02WlxusXm154Yjie9/W5cUjmvXTDgvdFstL49x0bY/nDmWMV0bZs63LXKvFC6+NUtE1btlp2bExBNnlwBnB9HjC7HzCkwccwkQhJWTGsnlNzDvviOl0FWvHDDdthziustSqstTyaHYd2j1Fqytpd6Hdy2h3Mzq9jHbP0OxZlgLJpbagFUTctWOe/88PL3HnbkGzXefS3CT7j4/z3EHB/lM9avU2P/RemB4Z45v7JHPLMXff9ZZkvFH5397z7vec9P3KA9pxzJuNrTe9k2ntElnW/IFTJw784pXLB8fnFq+wd0vGlrV1kkSz7+Qon34Qdm/psWHCZWLEY8ukxdOaGd/lhRM+P/mbHh+6e4lPvm2JLetiZhYbeG6FiudS9RxqFU2nIqkHDiM1TS/M6AYZqyJDEFk6ocfSvM/FC5Y4NVyaSfE8CwhcZdFS0AsUAoe0p7lhs2DrWsvGdT2irMNDLyqOnhzjXTd73HTtMr/9kMUVVTav6/Hqc4p1o4rJRg9fVYgTh7kO1HzN+lWC/UdjbtpR4b4bF/j0gwGuU+cdt1scr8c3Xoj52vM1XjtT4Zq1VTavyZgai9kymXDd5gylDFpZwFL1PKZGPeLEodNzOXTCoRtqeoGiG0q6AXRDS7eXf/dOkNENLO3A0gxgvqeYXbZUR1r8w/fM8113RVy/pcb5mQbLrSpXFmosNAXdpMfb7lhiz0bNSGWCbx10OXA8wWg4dOQZZ7yx9herjamlrbtu+ScnL/Y+vW199f++AG93Arpd8Xe+9eI3f+61/Y+OX7yyyCunYa4d8rF7Mm7YOQFCc/jMKA8+HbFx2lJRGZ4DE1WDFhZfSV49OckrJ6qcuDzHh+7ucvfukNF6g6VWlVrbpxG4dHuaTnGxg1DTizRhZAljQ5xYksSSZvkRpy7WgFQCRwt8VzBaF4zVYfWkYf2qHpNjLb7+Mjz1ioM0I7zrZocbdnV45rWEOGxw1w2CVhAwt1jjzh2GydEeFe0Rpor5doIyght2aKr1iH3HfO69aYQ7ru+w75gCO8LNu13+9geWeGx/zKMv1jhy3mfjlGL1eIWxepWROlQ8cLRFSTAWjpwRZJkgSQVxClFC/h2jjCAyhJGhFxp6kaEbQDuC+a5krgORCXn7jUt88O4W3/MOQ5o2uLJQo931aXU9wkgxNWb4wN0Jm1ZXuDI7yitHNa+eTJgPIz7y1kV2rvN5/vBlvvnE18br1eT/uPP2e3US9X7T8d48kL9pAG8ut9GCv/2VR574uZmzX58+djai6o6gbcLXvyWwdPjYPUtYO45WDpNzguWOwUiD5woaFqS0aGWoOIKFXoXPPr6eb7zS5p7rmnzf25tct6XLxGiVxWaVTuDRC5wC2Co/YkGUSJJUkKb5Up9rt/KkUmvwXahWDOP1hHXTPVK6nLiU8LknfU5fqDHqVbh1t+bOvW1eON7ikW81uH27z8Y1PX73cYESHo16QrMbYSwoAVONHu2Oi0krfPCeOT77tSpbZ33ed3uPOFnkyYMTJJnPbbuned+tbbZvaPGNfT1evVDlwBmX9eOS8Yag6glcJ78JpQAhLMaCMZYkLW7WxBIl+Y0cxhDE0AkFy5FgqQNCh9y4s8n3vbPJPbszJho+zXaNZqdCp+fRDR06PU2USKQAZRu8ekxzcdZy5FzC+eWID799gfffJjh5fpSqo3H0El996OvT0yPJz63b8nbbXG7/19GxN2eS6H86wC8c+UVeObmXw68+8oOX57q/8Nrhw5OrR69w++4RFpYdglASxoKHvyXQss37b2uyPR1Ha5exTkYYZcRJvjQrZXCUxdOWihYsh4rF1hiff6LG84e63HV9k+97R5Mbt7aYyCqkqUcv9OkGDkGkiRNFkkrSTJIZgbF5/VwKi+caqn6K58a4TsSlxYgHX5KcvOhy5uIYynhsXeNy7RbFzbvaKG+eg6fqrButsucaWD21zFK7wXXrJKmxfP1Fj6gnGa2lvPu2kAeeTDg/U2fnNocrzZDDpx02rBrj+i3zPPNqh+cOC6LYZdeWcXZt8Ni1vsOpK0ucvAQvHq1y4nSNqhZ4WlLzLL4DUuZJlbX5zZpmEKcQZ4JuJGiHgnYCsUkxNuSW7W2+751t7rkuY824RxiOsNjy6XQ9uqFLL9B0Q0UQKcJIECaSMITlTsb5KwmznYjvuH+R998quHBlFScu+FyZT1noaBx3ka8+/PT05i0Lv5CYWvrsN77427/7TJf/9C++768vwH/mlz7N+l1foB3I77lyafaXv/740mhiLY62bFq7yGRDI4WPlA6eK3j4W5ZVIxHXb4no9KpIoek6kijKcLTB0QJXG1zH4jmWqpsx6gs6kcNye4wvPNXg8QMhq8Z6fOL+Frs2hIRBlz1bLBtWK6LEIcsUmZHYEtzS4OiMc7OWMzOCZmD48jNVLi2MYWOHMV+xdkKzabXmmnWwZ2sbIxf49QdqLC2NcPsuzZ6tLb5xQCBSh+kxSa2a0ktcpJVgJUq7tELB7JJgt61y/80dnt1XYe2ky+17xvlbH1jgU1/r8OKxGt3QYbFZZ8vaCjvX9LhtR4eP3Nvh8tISX37GY7Hnce6Kw6VLLo4SSCkRCIy1ZAYSY8lSw9hEwt7dPaIoYdeGiI/dHzE9ohiveySJz5V5n17g0ovyVS4IFb1QEUSSIBKEsSCIoBdmNFsJC+2U23Z3+cDtilMXpjl2zuPMpYSTl1JSHXDzmgTFJc6cXpo8OLP1l9esW5X8p38x/nsnD/8Xtu35u3/9AP5v/sPnqMt3iJ/5RfPxsHv+N9zkcnXrapenDktakeDaazrs2ShBTKGUT8VzmagrhPEJYo3vGRo1iVKSQAu0kwPR1QLXMfiOpZJYqrFlxM8Yqwh6saQT1zhzscb//nvjYFJEmnLz3h5bVsekKRhrsDZv4kghkEqgHZdj512OnPSp+Zq6K5msCqYmJNPjmrVTik1rMnZuapKJRf7TFxucOz/K7Tscdm3OCNIO3zroMVpxmBixjNZjqpWcChkjaYWKpa5lsZXR6lZ4y54mLx3pcfS8YrThc9vuUX74g4v85y/BvpM1uoGl2dHMLjVYPVlleixk00TIP/14j0a1xatn4NgFieNYlLIIYQCb/89CmsLm1Rl3XZeSJQ5J6mFtlTB2mFlwCaJ8RQtj1advQSwII9kHdhRbgigjiDLC2FBxBaRjvHxYc2FGcWku4cxMypEZw65retywPaHmTPLEAY8J79jo7RuWfuO1fevTrbs//vlzR2p207U/8D8Fd/9TyoRXTv8Sq7fE6itfaXz4hf3tz7SWT/kShzCULLQyjlwQCL/Lv/6bs1y/ucL5K1NcmK3Q7ikcZan6BmMHJzxfLvOTHsWGKM6IEkucGKLEEMe2SLIsUQpxWvz3mSDJBGHx+8xaTHESlABHgqtyzUfdgxEfGhUYqUnG6oqJUc30OGxcHbFmqklil/hPXxzh1OkxbrpGc902zZ3XLfPNwy2+8NgEN2+pcN9Nls0bLvFrX/YIO9N85H5DJ53nN77isGVyhPtudLhp1zyffTLgmX1T3L3LZc9WxU07Why9tMgvf6mKjeusH1VsmFZMjWkmRwVjDcNYI6NRTWhUE6qVGM9JcXSKUhlS5MmEJb+pkkQRJZokVSSpIk4UUVI8x5IokUSxJIwlUSzyBDUWg3OcGKIoI4otYWKwFiqeRCtBJzBcXLCcWMjYu32Jn/n+CEdMcPTcKPPLkjCOSLOAPbu2hIGZ+v7f+Wb1i3fuiLKf+V9/+K8+wH/jU39AGDfUxMilj/nq9KePH5/3tZJMjiouz/t9ldvpWYusBPz9j86xe62LYJT55QpJUjQ0MkGcFhcgEflFKC5EnOQXIUkscZrlVZF06MggzSxZli/bmREYQx/cQoCSoCU4jsDTAt8TVD1JraoYqUrGRgTT4ymbVveo15p88dmYJw/WaS402LtRsX2jy827QsbGrvCvPl3FBg3ecp3P7XtCLi/P8ptfqXHdhjHuu0ly3fYL/PoDmpkr49x2bYV7buwSmln+9adGWFWpc+M2h52b4bprmsy1F3nisOKBJyYZdTWbpgVTo5rRhmKkJqhXoVax+J7Bcw2eztAqp1pS5tfAWvKGlRGkRpJmgjQVJKkkTgVJkp/TOIU4EcSJJY7Jg0U/aJh+whqnFmMgs5CkMNcWpDpm58ZlfvxDBleOc+ZSg0sLmouzGTNLCZPjhixLmF61Nrzjhs1/c+/W6T+cXepmt9/73X+h+PsLpyjnZlPp6plPOvbCfzl8Yd6v+Am3bEsJ4gYCg5Ia1xG4TsKJy1V+5r+u4fvfM8M//K45fHeMTs8jihVxEXVcp4g2jiR2BXEi8ouTKJIU4kTmFYR0UPZLM0OW5dWFzBaVkqJaIoRASlBSoLXA1QLPlfiepFYRNKqW0bph1XjE1FiH1Db5/NOST31tgmnfZ+9GwcY1DpvXGjatWeaL37IsLfnsWq0Ya0C9mjB7VjK37OFugSgRTI1IRkfhxBnLctsws+CzfbPP227u8OBTPhN18FwXJUe5bqvgR943hyPn+MozY7x2yWdVO2F6NGWkpqhXFNWKpOJpPBc8B7S2OcgFSDEEcvIbOzOQZYI0owA6JFm+6iVJlgeFxBCXz4khTiBK86pMnOXADhNBM5RcaCb8g4/M8YPvlCwuT3P0XI1Lc4rZxZT55YTljuXSUsrN10LQuuKfPKt/Y8s6o9dM6d8njzN/NQH+mT/4IsaYHzx36vR/ODV/sjHW8JlbknzzYJPvfluP6bEJKl6ViqepeC6OTsnOenz52XH2bL7MW69fxnHqBKFLFDtEicJLFFEiiZ28lZ5HHJFHoiIqpSkkGWRZXkkwJo/cxthyhrMAdw5wpQRaCRydA8T3oOob6pWU0XrK1GjA5FiTZ4/GfOaRCsfOjLJ5xGHrali/2mX9Kti5sU0vbfPCkQYV5TA1phitw2g9YmwkxXU1QuQ3VxC5LLUTmj1Lq5syt+yycXWdO3bN8ciLPY5dalD1EhzlIsQIW9cpvv8dC9yyc47PPFLnhUOjLHY1042U0WpK1ZdUfIXnCDxH4jgCrSRKUZQPc5Rb8hlWY+gDPc1Mf3XLA4MhzXJwpwnEqR0cCcQZRKkgTAStSDAXWN5x6wIfujOj2VrFa6frnJ8RzC3FzC2nnJ0TdNKIT75zgaocZ3ZJMDt3ovHKQfOf9uzZ5e5/6fOfuvHWj//VA3gSdVBS/Z0Hv/a5n1v0zk4E3TrPv5Yx00y5vOyzZlWHD9x2mbHGGGMzDcYaHhMNzUgj48svWB58RvHBO9qAwFEpkeMSJZo4yct7sZsDPEkkcZovu0la1LQzitIfReSWGMsA3HmTsojcoFXeMHEdi+8aKn5K3U8Za0SsmWwz2+rxK192+PpL4ywt19g2Jdg4LVg37bJ+WrBlbYh2m3z2Sc3pCzV2rJKM1SUjtQwpIy7NWzyd15GtFcSJZtN0mxfJaPcUy23L7FKFHet9PnJ/iz/8hsvZWQ9HJwjhYGyNJJXcvGWZTX+jzdf39fjdr4/z8tka68YEk7WMmp/huwLPEbiOxNECrcgTZyn6XNSS32TGkldashzwJcjTLKd0OdghznKtS1w2j1JBL4V2ImnFljAK+PC9S0yMejzwhMuZS4b55ZSZZcPZBQiygPfdtcD3vrPJlTm4sjDGwVM1nnjp4oSqbPmF97z7Y2p+ofObU5N/MZryvxCALy+3iRL9t7714hM/d/DI0elzlxS37ghotRtcnJFo6/ErX6rzxIEmH793kb2bO2xcXacbeLhulx3XzHHotCFMQiZGwNEVgsjDix3i1CEukqU4UaSpIskkaSpJMkGaSrJMkBkx4NpG0GclNo/cUoBSedXBUQbXMXhuRsVLqVciJke7BEnANw5aPvfNEV44NMqY63DdOsuaccmqCZe1U5L1q2KuWbfMq2cDvvz0FCNKMzUiaNQEjWpCq5fxtW/51F2LEDmwgkjzwbsivvp8rolpdQ1zy5r103U+dHeXF452OHLCpealKClykJsqYazYtMbh+9/WYseaOT77RJvnXhvl/HKF1Q3BiG+pugZfG1wHtBIomd/IeSSHMu0yBVUzZrDCpQXQ8wABSZGUx2meoIepoJcKOhmEcUYWhIw2WoRRyn/8gs83ns/wtaATGYxKuH5Hk4/c2+H6zZo0Xo2jalycqXNqJuambXDm1IHp1w6N/9wdd7zL9Lrt36rW/vybQX+uALd2jqdfhE5gf2D//if//dPPPDShxAzrJ8Y5daGG7yr2bhLMLmfMNBXPHXB58WjErbtavOeWJaTN5xJfOir4ytN1Ls25fOIdPd51Z4vxEZc4dokSlzhxSFJNUgA9zRRpVjRssgHAjS0itxnk0kLYIqnMm0VaG1wnw3MTKl5MvRKQEfDYPsnvPT7KoTMjiMRj85hlzahlclQxNe6yelKydiph4+o2F+Y7/OoDNdKowvr1gtG6plGDRjVBODHtoMZo3SKEwFpIUsm4p0hNSidx6fQyltuKS/MVdl9T50e/o8kv/L7HufkaWiXFjaFJU58wlqye8Lh5W5u913Q5fO4Sn/tmhUdeHuVyq0LNU9RdqDkWV1scBVrm7XwhVlYVDGBNftNlRpBZSDOR188zQZzlTaIgEwQZBKklTRNMEjPhB7znnct89zvbvOX6GE8LlntXEMJF2pR33xpy63aJpxssNBtcuFJhdskliATb1wjmF0Okvsi+fd+YrlXdf3/jzXek1p77nTOXx7hm3chfToBnacA9t1W+89iRp//zySOPNKbrIccvNnjrzRGdboP5ZY3rWCp+ykg1ZaIlmGlV+NarPk+8kpAlKdZk9FJBkAgeeD7lqcMhtz3S5R99tMu1GztMjyoaVU2cuMSpQ5oOQJ6VADcSYyXW5pTA9hNKkMKgVN7i1zrFc1McFdMOEubbCb/0RZ8zc2PsOzKKNS4TFcH0pGVyRDDRUEyMOqyakKyeSFk31WNidJmvv2J4+bVR9q4XjNUl9aqkUTXUKjHCifA8jVb5+1sLWSYJIk0QJqQmL7N1upaltsPMYoM7d3a5Y3eTzz7qU1lSaJnkgLSaNHOJk3zGc3LU55atXW7Z1uXF+y5zbl7ymUdGmWtWubjo4SpJzRG4JQ2TeeLZD+QlVSGP5KkVpAYSI4gyCFOIjYUshTRBqoi1YwF7N3f5Rx/pcOu1KSNVibU+H78XvuvuZTKjCEOfOKnT6tQ5v1RhftllsaVYauU5x2IroxPBW29q8OqRmEvzj0ycuKL/80033L4chL0v/3li8s8N4BfPn0bpjeqlZz697aVXTzQOnmyzeW3G++4ybJi2dIMeI7UKiy1No+ZQryrq1YSRasZCGxa7Ls3Qo5vkS6vv5svlYpTyyMsjPPtaSM2L+JvvbbF+ImXz2oA793TQIh8REyKnK3lXMi8tWjsUubEIaVEir5lbUpAph89IXjqqefCFOofP14nTKnWtmKpYxmuWsarN6+ANzfiIZmJUsHo8Ze1UwJqpZZ48FPHrD06zZlQz1YBGTdGoCerVlIoX8exxRRhrnFoOKmvzcqevFTfuCHj+4GgufAoymm2HhabH7MIYP/q+WS4uLPL8/ikcCYgEA6SpJk4coljSDTRjdZ/RRo07dvS4b2+Pv/HWeY5eMHz1BZ8XjlY4frpGKjRRpOglCiUkQoirEs+iJ2ANqbFYY3BExogb45Nwx01dtqwJWT+Z8H3vjqi4knrFIU4qdLoOSarIjCLLNFHs0O75LLV8FpoeC03NYhOW2mk+YdU2zCxb2pGkExtu3NZl3O9xcN8TjYsX57f9+A9/Qh1+7Vy2Z/emvzwAb84dZmSq5p4+/tIPvXBE/IfDJ+bYstrhuUOaJw51+NHvaHLj1jaj9QazSzXmljwaVU3Vd/G9DNdJ8B1DrWfpxRAkIud8mSDMHKLMoWcqdDoZ//6zY9g0YdVUyO6NIRMjKR97W8DG6ZgkEQXfljAUuSn4p5QGIQVfeKLCq6dqCK05d7nKpdkqfkUx4glGa5aGb2j4UK8IRqqKRl0xVtdMjMLkaMqqiZB1020y2+QLTzcIujW2r7c0qop6VVKvGOp+iuPEfP15n6gncaZBFmBKUkmtonjPbQFPvWLoRpJukNHuaZodzcxilWu31PnYPW32Ha5ybqmOkgZICr7skGR5NSmMJd1Q0+q61CtVapWIa9eH3L4z5MJci7NXmmgn48BpzR9+s4pQKge3kCsvojWAAWtJ4oxNq1I+8baAyUbGzk2WVROQpQ5RXCfN8mmgNNU5PUyLMm7s0Atdljsuiy2H2SXFwrJhsZkPgc+34HITWnHKDTs6/NgHQ9JogudedVm36ix7N238D0889XKv0tjwqaeeOxzfe9eevxwAP3byHNVLszvOnj//Ky+88Iw8eQW8PSGbJj2+vm+Un/1vmg/cvcR7bp5nw+oOq8cbzC5VuVz38T2nqC4kIDIcBZ4uylOZIDE5D4wySWQksXFIDMx3G3zzVYMl449fyC0bsKY4yi5eUSITAiEUQkikUqSJRhqNoyV1D7ZMWWqOoeoZqh5UPUGtIqlXcjo0UpeMNWBiJGVqLGLtVIeMZX7pj3yeOTjN1gkYqxbRuyqpV1KqlZhaNaBSqeIpiZIFByenA0niEAaCIMroRIpuaOgEJh+Zq7lcnB3hLbsj/uHHZ/nFP9Scb3oIYbA2wWSWJHWIE0kYOXQDRT3Q1HyXasWn6lXxvYR6Jebm7TGuk3Dr9pTve3sPrdKiCWQQwq4k5QWlM0YihMRzFOASRprFZZ3rdrIy5ymOVPa7o2Gs6QWapZbDzILi8nzK5fmUK0uGKy0ITMLkRMBHbm3yHXfAaGWch1/0GR9vc/1Wy6GDz8rpdc6vTE53nk7i4NCfBzb/LwP8d37vC5y54lSWF45/eHH2qFg/5ZJlDifPhZjUsmnccqVd47/8UYVHXmzxjls6vP3GBdZMtRkfqbFqvEYQVlhuC3wnJ6lKWlyd17L7mb3J+WF+CGIjSa0kM5rEeGRF2Wv40e9SCtBC5J1KBX7F4muLX2jLPQ2+a6l4goorqVYkVV/nAK8JRuuG8UbKxGjE9HiXtdOL/PqDht99ZBUbRhWTdUOjpqhXFbUqVCu5T+GVRcOpKx6+m8tvoVT6CcJYs2W1YfVkSDt0CUJbRHFJs6OpV3zq1VG+7+1znL4yw298eR1aaiyGzGSkxpKkmihWBHEuiur5kmqoqXgOFS+j1clzDNfJcHSG42RomQ9KSJm380Vx5NIVAYgC5IKWKVSWJs9rskxijCQ1qp/Mp5kqyrMy/yxRvrIstw37T0bMdQxBlrFqqsfbb+rwzptSdqzzmV8e4dJ8hU2rDWla5dxllyvzCfOtg+IWN/nwnl1bTj375B8Fd9/3kTcX4HEq3QtnL//kS4cu/uTmyba8eZtk6zqXI2drLDQz6n5KvWKYrEkuzY3zWw80ePTlHjs2hNx5bZt14z3mlqeJYo2SuQ5ESotTttfLzpsZarMXSrm8liv6idIw5waKTl6eWGlp0BK0yisLjhI42uZ1Yy3wPYnvSiqeouIr6hVJvWoZqWWM1lPGGxGTYz02rlrkheMRn31iLWO+x6q6oVEVObgrkppvqPkp9WrEC8fgwNEq26ZswXsHbfMgUty607J9Y8CLh0bpRZYgzOgGugC5Q9WvUPFH+e57lzhwfI7nj6wGqzAmy+WwqSVNbF9PEkSaamip+ArfNXiug+dmeNqgda7A1MqglMm3YJG5NBhhEQz43CA5zyXEpqxImbL8OqhUpQXQy1JtagS+a1kzFVFvNLnmmojbd8fsWmfZvMojiMY4dq5Ks+PS7uYDKAtNy9GzGYk17N02L9eP239lU8cdHxn7WSB+0wDebAUyCns//Udf/M1/orLL7vHzmqrb5v4bI4SY4NKcw3JH0e5lNGop43VDs6uYXx7hySt1Dp9ImG4YlIGal5eypBAoKchU2X3MNQ+mALkpOnFls8Jay1DnfcWKW7aqy4aOkkXHUoGj80EBt+j+ea7C9xQVT1CtCOoVS6OaMVJLGa1HTIwErJ1a5vljAT/96VWcvzjKNZOG0So0KopaRVHzoeZnVPwE1wlphRYlc8GYlINPVgIjSV0alYReauhF+f48vTCj05O0Kopqx8P36mxenfBvfqjFv/5tybeOrMKiMNaQZYY0S4lTQ5wowlgReJJKpPBdiefa3O1WGxwnr/eXOnqlcoCrgqYIYVcKk4rWvi2CiC20LFkB+Kz8uSgrlqC3FhxtuGad5Uc3KCZHNVMjLu1ehVMXPZodh2Ynv4lbXWi2czu5i0sx990Scu0myb5Ds27mnPthIWf/jzcN4Bdn2rR78c/ue/Eb/3hx7px/07YYJVx64RhzizGrJmIQLrWqotWRtHuKRi9jrJ6xatQQJoIgcrExVKo54FRhQ1TWZk2/RgvW2Fx0VUhAhw+uAnhBu4vEMqcoSuZ/XyuKtrzA0RLPzQ2AfC+3ZKh4lppvqFdzpd5IPWa8EbB2qsnzR3v8609Ncuz8OJvG8wpLvSKpVWUevSuWqp9R9ROSLOa/PVpHKoUjLUoMyoTGiqJu7/D971rm4ZdjOrFHrwB4N1B0uoqWp/FdD89psHNDyr/924v8y08Jnju0CmMlmcnb6kmaC82i2BD5udzV83LK57l5Z9PVtt+x1cogVRlQbD4oUQJ80PIEiiBC3kvIqy1FIt8XrYkiAIn+9dAGpHSoV8ZYblmuzEmCSBazofnQcycwtLr5EPjCsmH1mMTGIzxzIEPqAC0vT9584w1fzLKl56WUPyXE6P9cgIet01hr7zh25JXKRGOZR16qs3q6yfe+ExylSbNcr12vuDSq+R3b7sp8QiTM5wPTzGKMLYAoytJsAYIyUhfaCSvy1yWoyxN/1ecqAV5qMMpOXhm9tS51JxLHkbl+wxX4Xu55UvUyapVChlqLGW0ETI22eOFoj5/+rXEOn5tk/ZhgojZETXxNzc/1KxU/peLFOE7EpcUxHCVQ0hRluUGSmWWSNFWsGcubJ+3EJ4gsYWQIwoxOKKn0FL7r4Do+jh5h1/qUf/u35vmp/wrPvzZNZmQO8MySpFkRyQ2RZ/BjSeiqPgVzHHB0TtFynYpFSwqaAqJ4fgOM53SlDDyIoQAkBoHIiFw1ZfNz3wvzundeNRIEkaBX5Bn5wHM+zd/qQSsQXGlLjl1J+f73LLJurMJDzyfexQuX3rlv/xnxf8Wj/H8I4P/ht77OF59Pq2bmATdJWyg7ykjF4eWj0MuW+dg9i1y/RROENZr1Csttj3bXpV1TtHuKTiAJwlyOmaZ2QDWGnsvZwmFQD/6b1wO7fEgxEFFJmd84JbiVzL22B/QEfAc811DxLRUv58/VSkKjGjNaC5gca/HyiZB/+ZtjHDw3xdpRxVTNMFIR1H1J1VdUK4KKn98ceas/5vkjgm7o4iuKmyzn4OUQQmYESaqp+Yo793R44XCDXpLTlCDK6AWKjqfwXIXruAV/HuXaDYaf/+E5fuLX4Lkj0yRGkhhTDEsPZjAjV+K5Jo/ehTbFKW7u/KCgKQMaJ4su7xuBvGwKWQaR2lwF9OFVtcyP0tQSxvngc+lm0OkZ2gEsdgULAXSSjBu2tfjYvT32bmxw5PQoVdcwMzfD809/yf17/+Bt1bmzX+hNb/7oXzzAn3jxLBvWrh/9wwe+9KvNdnDvwdMp914fsHFdlTMzDl99ZoqHXqjwHXct8tF7Ftmx3mV8pEqzXWO549HquLS6qphwV0RxLuwp1X79qN0H9OB3ZXQvwspK3i3yFUDIAtyFyEj1AQ6qUAw6GlyHfBLILQRWXkaloBf1SsRIPWCs3mb/yYh/+ZtjHDg7zepRzVTVMFKBmi+oVRTViqLaj94ZvpdSr4Y8ecCl2fIZGxu0yUvAlNw1yRTTE4q339DlyZdMPkUTmyGQS3xH4jsaR7toXUFKw7UbLD/3w3P8xK9Znjs2TWI0SaEAzGWveST3EtlXF7paonUhwpICpctzQ//zlTdhSVVEqUpjsLKWwcXaAZUc5EMDlWI++GyI4nxFKsugzR4sdQULPYhJ2LGpxcfvbfKBOzIcOcqxsxXOzvawTsYN22NaQXDvkQMX/uu1N378x2x2oinUf5+h0H83wEVyntnLV34i7Zz4ZBIsMVXx+NozDvOdFF8aNo8J5roNfv/RGg+90OY9t7X4G29bZvOqDuMjNZbbNeaXc4clr6vphvkESS7wGSx5w5H8DSN3gfRy+epzb1kq6Aa8u1QMakWuz9AWx8kHi33X4LsZFT+l6ifU/Ih6NWR8pMW+4xE/+WuT7D+9iulRh+lqxkjVFuAuorcvqXh59Pe9lKoXk5qITuwhlMQpI3ifg4sirygEYolDzQ1zuUDsM1aCPMzouarYEkXiaI2jyw1oLddttvzCj83yz/6L4bmjq0iMJsoEcVYOJgj8xOA5Ntfba1OsXvkUjipWtPz8FFP55fOQMKt/Yw7nOleBejgIGWv7ysQoNgSRod0rHMXagvmexYiIzWs7fM/bm7zn1ozxWpXFVp35doWab/jwfRHzzQrnZ6pcmmny8qtnP6lr+0+lafJTf6ERfH5ulsnJ6U0PP/TLe+fmz+I4MW+91XBb1+fMRY9LC7lTUqNimKrBQm+UP3isweMHerzvjmWu39Tl2o0Rm9fVUFdGyzCBUoIkyevcpVbZWDG05A26knZ4zSyj9nBSWS63xYSOKpIprS2OyoHtattXD/pOVvDmhIofMdboMVLr8PyRlH/+65O8cnoVUyOaqUrGiG+pF+Cu+Hk5sQR3xcvw3ZRGLebIWcsT+2q4UuIoUyRxAx5ZJs5JpkiN5v6bE7Zd0+XU+QpTVfIlvb+sF1FYK7R2UNIWTSPLnk3w8z+ywE/9muHpw1OESYUok8SppVpouD2HHOS6XL1MQVEkUmX9FU5JMQRwMQTyoWXydSAf0MqSUuadVltQE0M3sCy2LacXBOOTPd66p8P1m3q8/3bD6jGfxVaNUxcqtHounZ6m2dVcmhOcvpzQjSOu3RwyO3+eLz2yf+//+qM/sunsudlzmzet+vMHeK85R2VkZPPTzz3/H4+cDL5TJikHT7vMLITctCNlfGIMqTyWWgm1IKMRGMaqhtV1mO/W+ezDNT6dRLznjhb/2ydbTE9oOoGDlwiwRWkwE4PE5epk8nXVkiJyXw1uYZGqLAvmYNCqiNra4mqD4xg8x+C5Kb6b4nsxVT9ifKTHcqfHU4fg539vNa+enGSyAPdoxVKvCGq+6NfK88qLyaO3mwO84kXEWUYY+Pgqv8mkECuUfGUjJU80dc7ldZQP9iZiCOAG181wHY3jSLRSKOn0AY6A67cIfv7Hlvn3v5/y3NEJLrcahDXJaGappxa/cBzwHFvU/stKiu1H75KqlADvf97iQ4v+OR9KPItoc/Uqa4wlLQBe5gNXWpZKvcuPf2SR999qCKIa7W6F4+c8uoFLJ8hNmdpdyUITmp0ebiXkzhtipkdcDp2E9Y357zzy2tNZfeLO/+XU6dmzW6/5s4H8zwzwY6dPUatWbj9+/NCH9x16jXtv8Fk/XeGV4xX2HUlZMymZqEukcqn4GfVK7qYURIbJhiGIoR36HD3p8Dtfq/DeWxyMkUgJjpMnO0YN6ZTfANxXs8LyIuR2D2X0tgU9sYVqMI/cWhscbQqbiawPbs8twD3eZX454Of+W5Uvf2uKhe4YUyOSKb8At5/z7mqRWFY8SdWzRQTPubfvxUDM4/tdlhOXCY8VemzEcBJWzJkmmoanedtNPZ4/FtNJPEYSkw/3xgY3yrXqrs4BrpVFSQch8wYNFnZtkPziP2rz1ecDfva3VnFxYYxgVDPqCuqpoZqCl+TWy67KDY2cMtGUop8El8/DifrwjSlEf1ZkBSeHoUKAsUXZMP+dEIJN04Z33mHZu2Gc4+dyX5peqOhFiiCU9EJJN4RuAJ1exvgIrJ32UKbKY887tMIu9ep+Tp1e9eGNjP23JO6d/XON4IvLPcZHK9ufevbpHz9z6hDdQHP4Qod33BSwc1ODS3M+mQEhDL4n6Pm6MIsxhHGeaMSJyceiMk23Oc5rZxSrJ3I+WfLUcqmjLEu9ES0pTnQZWcp2c1kFUCXAlUXLHNhamcJHJcN1MlwnxXcTPDehXgnQuseTBzL+69caPPjMNLFpMN0QTPo5LclLgGWdXBWHKCL3cPRO0Dri2ddG6cWaNdXy81wdwYtE0+Q6Dt9R3HFtQGpygAdJMflf1LbDKPeAyUucqgBi3n3MwSaYHBV88q1d6t5lfutrAU+9NsFMUqHnSxqppaZtDnJd5CHKFnmJLUBenkMx0I5LkAyi+DBlGb4k5ZTQiqP4nlUPtky4NNwKh0+JXHKR5nO0uUOCJYxKS4ocK52e5OxlyYUFi5FN3nVbi8kxj0NHjrJx864fv+Xme1+xWeeEUH/6FNCfCvDzFy7x2QceYmJsZO2RY2fu23cspKJrvHzI5dVTEbdfu8hH79G0u3XaXZdu3zBGFBYEkjjJKyXG5Be74uVG8sZYtJNz5PKUDSeS/db7IGwXGb69ipqUXblcMagkhTGl6UduR+VaDM9JcN0E34mpVkNct8fvPaL5339nmlPz4ziez+q6YNzLaHiWmge1YsK+4uXdTr9oCOX6laxYCXJ6stDO6MYurlK40vYTTIa+SikvyLUckjh1qDghq0cDmr16rqZMcpriOgbHyYoynyrKnSoH+IrENVc+fuc9XW7dPc/Pfybkd78+xVJao+c51BxJQ+caHE+Dq+gPQ+iy6VOsfLJPVQYNoOGgspKsrEw8h8u3Sub+jmEMJy9IKn5e2TJ9CpMRJaYfCIM43yigFQiWooQPvXWJ23dCVY8yt1RldX2JpPXSfRdPL6+NwuUTVy5fZM3a9f/XAJ6ZjO9+/zs2v3bktV8/FR3mu+5N6XR9Ls+5nLjk8dCzLo6e4wfeGbHUatDpufTCfFu8MFK5xUOS37XWCoQER+WJmeeawjyyrL/mSL5KM9V/COwgmhTdNzkMcGlR0uSehf3InRUgT3F1Tkk8N8JzAs7OpvzGV2t86ekJTs+O0ag6jPsw5mXUPVu03ktwywLcst8U8gvu7bn5jdOoRXzxWc2JcxV8JfKOYVlBYYDyvo2DzXl4kmp2bYIP3Nrhvz40QbeqaSSWMLF4cZE3KIPWMq9+KIZA7gyF1XxV2Dgp+eff22Pvlov82oPjnJ4ZYSmt0HM0NSWoFkB3pc1vnKLK1F/9yvNalg/J+fmg02lfXye/6gchIJP5d+32DGkao7v5XGo+C0pRzrR57hFberHIHb+6lh947zwfvN3n7KVxDp7Pt2xc7LmcWzjHh7/z9l/fuOm+9/Z6rT+VqvyJAE/iFO0oXj6wb/1Lh45sffTFLhtWJ7z/rhlu3Fnh3OUaxy9o4iRhfHQZz0vp9ir0Ao9e6BDGujCXkcUoVH5apKCIriUg/xSDliGdhBADYOfPhWioAHdeNSmjd4aj03xyR6d4XoSrIzpZzK983uW3vrqaS4ujGFVhfEQx7lpGXEO1iNzVfvteFjqVgpoUtfM+uN28exklMScuenRjjzGvqOKUTaeyKlHmFnZIk5JoGjXNlvUxygvpxHUCV1ApLr5b0CunoCi6rHoI9W2SV8XUSI8f/c4eH75/ht/6apvf+MIEC0GNQPv4WlHVgoqyeGm+j5Ejc6qi5UDeUHY5XxfJWUlX3jgY5X8nlnnJUkcgRVasYBQAzw2YgljQjSXtSLAUgk27VJ2Yh55dw/FzgjNzIZMTPT5wV8qqepeZS69uVcpZv/u6288mcYbjfvutpv5EgM/NXaFWq01poT5/5fzLzkfuC3n+kMfvPiyYGu9x794233F/TCvs8PWX4OadS9SqPUbrHmHsEUY50KNYFVMfsj8AXFILMdQ9e6OTNBwxSnCXwF5BT2ShklNZDnCdoVUxTOHGuE5MK4x59lXJ7z3S4AtPTxBmdVzXZcIVjLqGmmupepaqOwC370k8T+IV1CRvDBWViQLgrpN3Ps9csTz1cpU4cfBq9nUJZvkwfQ6eS1HjROE4mrff2uGzj3U5drFG4OcrX+RY3BScxODEBqVkXreWAinkwNynBHhZYzeSqqdZNRrwz767x7UbI373kTovHRlhPqgRKhfH0fhaUJHgyaKMWpZXpc37CYIhkK8UZV3d9bz64pU3X3mtyuJBavJh5iDJTUG7CbQTg+eETFV73LJrmW+8ollqd9izJeF73h+xuuGz1GnwlecN21YfcL5n212f73ZbNwS9zvz/cARfs3panjlz6PYjh78+MlWPiCKPTdMeycUqB49UeeFIQiZSmr1xWgGsGQ94361t7t4dsnNjLzd3HHVJU5de6ObmPMnA7LLUOAzPCK7sThZXTlhkGcn7LWXTl3vmvNuiVZYDXGV9OqJ1Qqub8MwhwacfavDIvhGWWnVkxadeUYw6loZrqDqWqmupuBRRO4/cFU/iuwrfzcfocoWeKcBt8JycfysdcfwiXGr5eWOl4LcrGycD/Uw+B1lITo0kjjWrGoLtGwIOnk/pJQ5R4fHtxjmtc1RWUJSyUQPyqsmcfuu8KEMmWa4P/8TbA9592zLfeKXDb3+9wUtHGix2qrSkS9fVuErgSoEnyWc4Zb5LnRKDm1SJQvb7BgC/uiFU/sNw1Si1hadKCr0YkizD82LWjgfcs6nLW/YEvOuWhOlRRbsHrd4SWVbFpGOcPF/n4hVB3Yk5P5fxtcceGXnLne+4fcvmXQ/xJ5gH/YkAP3/hgpdl9r+o7Fyt2TWsnU7Zst6wc7PP4VOagyfh4qJDxQqMFsws1PnVP57gU18L2bu1y/VberztloDN0wE714O1Hsa4dAMnHxIuI/qQjnvwejiy26sifmlNVlIcg5IZSma4ZTVDJsx3Up58WfO1Z+p8+akR5to1hO/j1B0aGkacfJKn4lDQDqi4ojhkITkteLcr8MroXQJcp7huiu/GWJvw+D6Pc1cqTI4LHGkKHisGg76DrzOQnxaUIogcNq0SvP2mHl/6Vkw3cQgSge9Y3DSP4lFih1Yp1a9XI+QKmpIfcjCoYPJ6e8WL+MRbA9556yJ//HSHrz5T5clX68y1qgTCJXA12lFoIXCkwJESR9iCalkUYogaDn2nqypE5Y1sKDQ3RhAZCEKIbYoQIddtDNg6HXL/LT32bs7Yu1XgKI9Or04vcMlSF2FcZuaqHDihOXQmoRtFrJ5ImBpzeG7/ldqdt/Nfms0r1wLB/xDAu0sHaHU67D8WMlqt88pRQ7XWo15pUa34rBp3sTZPEMLEEia5d0YnqfLayRr7T6T8wVMxG1f1eNeNLbaujXjPrT1WjTkEkUeSajKjMKaYgEeszFr65Sk7dJiiHGgQ0vTpiKsTfD8hjDKOXYKzlxWfe3SEh15qMLdcA8dHNxyqSlJ3LHVtqDiWigO+k4Pbd3JPwlxmKocOUfy7LUBu+iB3nXw87dRlw8EzHjhOsczboRb9yrbgQDGZV1LKyZgocbhuS8Tu9V2OXqoS+IJqKvASS6QoSnumiN5lNaUsQQ64Sr/OXpQijVGF+4BDGDtUKhE/+J6ID97Z5OGXu/zBY1XOXvY5eqlK3PRIPU2oNVLJvJ1P8X4i31hVlfSQMoFeWRUw5FQptRAbQZwakiRh80SHd97eYvuaiLfemLJ+Mnc0yzKPhWWPMMo9b6JEEUaaINTMLGl6SZcdW9rUfJe6W+H4ec2aiWVeOnQKx/mTS4XfFuDnL14QURT8+Dcf/c3J5V6bvdsC1k2O8djL4xw6HrB6LEMLwUgtryjEhXljklqi1BDVBEEiaUVVzl2q8MunxqhWejz2wiL/+JPL3L0npN2tkKQaY9TrpuCh5HBD4JYWKUxu/SAzPC93Uk2zjJlFePSbmlMXKzzxQoVLyxVOXa6B56GqGl8ratpS0yavIji5cb7v5HZtOYjLQxaHKgBOwbkLcDsZnpNH7/zGijkzD0fOVnHkyvKgHOKiYsWSXUTxovKRzzc67N4UsH26x6HTKb3UoZ4IIg1uaokSiggu+jxcSLkikgP9TnApYy2T2XKOMskcIselUYn5/ndF3LO3zaXlNo+/6HL6gsfD+6pcXvTJAgcjNYmrQKqi8ZNP5Uvo05Vh2tJ/fyAzBpMlEIS85fol/pdPtrh3N9TcCu3eCJ3QY2HZJYxyE6fSfzJOcv/JuNhVYtdGzarxOmcv+XzjFUMimtyzsYPpvTT5/u/8Oz++MH/hFyanNrxh7e3bAvzp554iy9JPnr08X5uZH+ErT0GjBtWK5IYtNTphHkl9r7D7Kgwvk8LqKynAPpWmBLGgFUlmOiN86TmP+Zbk3/zwPHft6RLFLlmmsFb2OXkevG0f4OWQrJT58ux4GUlmOX1BcPC04tEXqhw64/LamQrtyCOKPXBcVMPBU4Kqgqo2VIbqwJ4udRqlbDbXhXsFLXFdhevK4gawA+7tZHln0cl5vu8mWBMzuySJrIfWElda9FCZ7WpdRwnyzK6cd4xTB4FmajxGqpBu4tDTIq90JAPBmFZmRQdSlkVqgNLsCIE1chDJh4yRnEz17Sd6kcvqsZiNqxJuviYiiAP+5pkWh866PPq8z8EzPqfP56ut9RRWKhCSTA51g65u5pcaC5NCEnHP9cv87A83uWWnx1JzjFPzVbqBl1fZ4oEFX763kCw8JgVJlv8pSY3LcwKlAu66PmK8ofDdGgutK7WDrz71SaX0L/x3RfAvf/Vhllsd9cKhE2L3JsnGidxEJkokrpMnNrkKkL6Da5YOnFz7rq6F4CdKLCORxXcyzgqXb+4f5/cf7nHjzmVqfkqS5Hu5lxFcFHVsiqidxJZemAP+7EXJ7z/i0UsU+1/zOXnBY6HrEmUuaBeUg2ooXCmoKKgqi6/I7cxUITxSedR2HZE3PYbB7UjcgpZ4LnguRdUkb5k72uA6adERTaj4MXPLGY8+V6fV8RgbEegiPyhFX29UJerLTftcXBJFiskJxbvvDHn4pYDzrRqBI3OaosFJLU5S1qyLGrvM8nIhw14nsv8exuqh98iB7maKTCtSR5FkmiRx8lKqk1BzE+65LuWOayM+dF/I8QuSA0fyvsbvPppLohGSXqDJYtUfm7KaqzJNA0nGiB/yve9tcvf1giszo1yeH2Wx5dMLNGGiiBPR3yMpLTbQKq3jcvs4SxxnBGFu+eG5Fc5eBFcnLAeWDWuPiY0bb1AHXn4wveGWD/zZAG6B0Ub9V6JWeP1jZxwQHd53Z4pKHLatMQjT4NxMlTAqPlBhctkfEi69uDNbTH/npvS+Z1jsGdrC8OCTHu++3+E77wmxIutHASEtra7gwKuaxbak4kteOOLwwNM+YaIIE8WVGRcjNIl1MMIBrRGeRkuJqwS+tPgFsD1l8ZTNNeC6qPnqQeR2y7nMPrhVMaMp+tHbdQyuWwq0sn70dt0EpWK++YriS9+qo1ydl9tW8O9vH8HLWnjOwyVJpghDhw/eFfDlZ9v87uMjdFOfWsHDnZKHJ2VTxvanhYQo76SSLsghri9WDAynmSTVeSR3tCLVGp1mOdBVhlK5kf6Yn3LXzpQ7dyZYEfGxt/YIk9zG4ytPe7x4xKXiCRbaigOHHNo9iej7NUMSW95xR48P3huSWY8g1lyYqzG35BLFuYI0KbCT4wVSYwb4KTbTCiPDhfkUoUI2rjX0Usl33NQlTeqkUXq95zd+RcCP/pkieBw2cbyRxue++OWdt+xsqrBnOXVxlD/+pqEVpty0LeTGreSdSEcUFrz5s8mKZbf8uT+Vk3/jHZtT3n//DPXaFTKT8tSLHp/7arVfy6UYUmh2JS8ddGm3FFIrIqOIrMojk9DkvsAapEZKiSNFDmZp8aTBLbqlrgJXDTz6cpAPbJLzPX5kf/B4GNx5hC9ktU4ZwbOhI8XTCdbGXFpwiSMfb0TiFm1vVajyVnQxh0qhZXt9AHJJZhRx4jBWV2yYjHFFSJB6BKmgovMcp9SQlA0tJYflrbL/Xvl7yKL5Y4ZM8E0xKDygRmmaFX0DlTfIVEqSZqgk7yVolSFlyvpJU6wYhms3hsQ2QGpDqy146aCm2ZW5pqio8SppuTiv+Je/MkKceXi6wqSXd3ixuTtCqUTMCqltf7jcDAVLA2smFTfulFy/zdLuepy8UOf4hRS3GqtN23o773zLxxvNVrM9OjL6JwN8dn4JJdu/4KTH33p5NkVIwb03Grauyx2LjK0RpzBVy5DKDp240ly9GF8yOQ8sS0qeY5gci9ixMWHj+oQDZxN+7Q/qPLO/gvIEIEHkS54VElNuuYAsAJ1zPyEkQsqilFWCumg7S4qNW8u68dCzLibpFcXWe/TBnY915eb6nitwNX2JaR7BiyiuDW7RHXWcBM9LuLBg+MzDNdAujhSDBLNPT95AWz0kRipNQnOw5cY6ceLwfe8O+OMnA16brdPNHKppviltrgK0g0kcVfYEhpK9kpP3FX5ySOBVHqavhdFa4WS5X4pTAF3JQdMs140Xr0WZD2VoYRDWMFUxvP9ug5Bp/uWKapf2DE8dcPjMV6bYf2qKNatq7F6dMtlIcZ1Bd7fsblpjB8lxCX6Tn8dJTzO/OMKjC4Jmx3BxIWPnFrAm4YkXLr5189YLv5Bm2d/7UyP4H33lSYSQ7plz89yyLaDuK0bqIasmBUmSu0EZM9Bil8MJfZDblf4k5V6WvpcxWgvwvJgogS9/w+f54z5UHTLtFOBWhchEFREvB7OgGD8T4Ii8reyJnApoydBzOVQ7JCTSDPmglFF7MFU/ALjs0xbPtf2RNtc1Q8Y5KU4RvV2dIGXMuRnBfNtHaI0nWUFP+u35oYZI2ejp2zEMA6+odMSpw0QjYtPqgKMzEUGmCTPwMoGTWZy04OFp2U43Qy10NXQ3ib4QKnfaLUcDxRA1MujMkCmJ0uX25aoQq2VIZYqVwgxKs6J0xjKD94/zf8t9aEzelk8T7tie8Z1vCzl0wdBJBJdaECYG38kHLwaTTkPTQZYVh0Aw28w4dC5DO/lonhAQnRBUvJAdm8/y2v7H3HwzsT8F4NoeRQnBfLPLgZMJEyMRy6GiF1k2TCXctitlclTQqDj0Qid3Oyoyddt3dB3SjMi8A1fzYxq1AMdr8/WXBX/81AipqeY7rUq3H71lWYYqAKKLwxEWRxSgLShA+br/O7US5KVFhFb55lJaD/xQcnDL/NktgV4mnwW4y+kfbfoUxdE5P3XdhJSErz5bYXa+gjOicIc1HMMVlAHGBxHcruTHw02fMModbN93d5dnXw1ppz49ramkhrhopys5EESVgjMhDIPJoTLRFP2yZB4dC08VC5nK31MbQaoEOpNoJQuaYkgLoA+aaWXyXETxAuBiRWd5EOVTo6lVYr7r3oD9ry3x8H7NuaUqy6Gk4eX5kR46R8Nyg7yln9fRuzE0qhFTjZCbdiWsnpT5NoeBYqqe4oguT+07nQ+B/EkAP7jvUbRbfcu5E1+/1UaW4+fW8swrhoWOoR1kVLyYB56N2bO1xT/56DzXrHdIkrxZM+igDU/aFMuaTonjhCiN+eJjiv/8hUmOzYyA74N28maCEGhR7HZWtIhzPxP6LeP8Z9v/vSqBLfP95EsrhGFg931QFPk84hsBvEw4S96tS1piC769UkvuOgmuEzPTMuw7WQHtogt6oocESmW3T1yF8HwyfTBEXa6C/a5jpkgSh5u2RUyMBrSWq/RSRVWBk+bfRWU2P5JhgOea/EEDeNBA64/+Gdt3qTLKkBmBYwSZkmTKkClBWoB8WLx2NbjLqaLS47AfuUuQK4PMNMZotq2J+em/u8SqL6T88TNjLIdVFpoujiq7sQPLEPqrW76fUpymrFvV4Ue/s8XeTR51z6fiurS6ucHn8XOSZw5Abbxx63e95763fOnBdzzzoQ+89Y0B3ur1cOLk/a+dFzd6osst12o2rNa0O4pe6NDqecw2Mx57wRCGHT50b4CWpaOR7C+JZTVbFJk+yvLkKx6vnazz8qk652dryIqD6+UJoits3hIWwwnaACjqKgnnMMCVGEg98+HiclIlpyWqP70yAHY5fJtH74Jza/p8uywJ5hF7AG6nr05MECQ8+LTHs4fqSE/jSpH7b/cVhMP+LMM66n4QH1ij9aN4nmhmRhGEDnfuCfjAPR1+48E6cebRzSR+livwtByoFfs0Qcoiig+/1beL5GC0LBI60Qd3piRKmTyiS1lYS5ghKXIJ9BLUQw24EvSilFFkJKmD5zjs2RTxU98f8B1vCTlwyuGZVyoIpd6glt4/O9jMoFXCd93b5s5r6xw8Ps2xRZ92T9ALip0xmimO2+HmDaM3Zqb1fkcnz7xhBF9evEStVnv3Nx5//HtPn29z17WGvdcsERQ730axJssEk6MdXjixxC99rsHDz03iOLZosa+QSfVF20JIkIpLTZcw0DieojFaJoighSmi81Dkk4UGufjdsLVBGcXzLUiGonw5Qa/y1yuieDEN46iV4M7tFK6K3MXMpluMtzm6HDhIh46EmIQ/eLxBZj1Uv3s5nGAO5hrLysYKDl7sRmz7OYzMq09ZmWxqBA6feFuP//bViKZJCDKfIBM4Kf0oLqVFpqIvOsvLhVdzUTnEccUQyAWZLioWqgC5tiiT05VMWVSWKxjz7rEcgLtfohxSd8pS5TksYzbEsUsQejT8lHfdkvCWPYZP3N9DyazfoX59qyAvYLhuRhAb/o/f9XnhkMN0PTcejRKbj0Qmgt2bfEy4SBa0vve2O971xNlzlx7evGndSoBnWUAUy22ent1645aznLricmEpxfWC3OA/zS9PYynmWyc8LncnCCMvn8a5imeWy3KuVcj59IgDk5UcyDnlWKk1lqyMeMPPUryec5agH/b2UEr0uXhpjbDC7KYAtlZiUEnplwPzift8MNkWkXuQYOqh6O05MftOSk5c9rEqp1iuNAXFGqYogxMjXh+giuRvsI/QoF6dgzxJHbauTdh9TZdvHa+QKJcgFfgSnMyiU5GLoEQxhZMWPByJwFwVE8VQFBdD1Ih+9Ss/8qJADu5inE3ZIXCXWiBbyARKcOe7Z5Q+h30NuRhE+m5gkO2c349UzFDeQMGfbREIbB9MShm0SLhlR0CYXaZRzUufSSrJslxDNOLCY/sc/Klg601ZtC1Ok4dfF8FPXVjGdSMuz0UcP695/ojPfFtjhSg6kiZvnSLIrMOkL3FrK1VlQgzi1EC/bVYAvvzvVoygDd0U/QmSIV45bKA5oCkin54XA3CX0bucFtd9cMsVAB82/8mn7ekDu9+t7EfuDFfnjZ18KijBkvCHj1dZXKwgPJ3X3Ydvwqs1KAx9yaESYWkiOqzj7temjSJJNJPjko+/vcO+kw2izKenXCpZzsX7uYmkAHe5VpiiJl5q+gqqchUfN4Xf4/C2gqWRpjLlimT7r3NaIgevpblK5an6+v68XGkH318Ut9mQB+Lg9dDvGNab539L64x33ZLwzlvyMmQuM8h32xMCltp5mbnqdJBmBm3D11OUL3z5jxFSEnabjHmT3HOdx2LLDvzyYksvNIRxXmrCZitkksNRvBxouHrZuXqQeDip6P8ZUYrki6HXIbCU7rN9sA9HcCWGonhptClReiXAXV0YADnl1oFFh1NbnH4r3hSvsxWHVvnkzmvn4POP1Imki5Kq6F6u9GS5uoP5Ruei/O4reXjBxTNFmmm8TPPxd4V8+qEer56ukCiHnpS4mSmqRwKZlf6OBdikGIqI9EFur9q3aDiSZyY3zTRlFM9KWwmTU6H+3OYQ/RB5VBfSIvsuB4NvVxYchhPdgeZ/kFYOr25lJWTljVGyjNx2uhfmtsthJAgiWGxZSLv0lvbx5OOnMWZA0TTA4ROX2b1tTfW//e6vbfnm88uMVdvcf0NCq+vT7kk6Pc1iS7LQNCy1EnqhIUlf7w84/IFed0H7AqOhQv6Q9dfVf2el14noA+dqO2Q5FLHLJLN0bdK63OS14N7qKnCX7XunHEzOZ0R1f0SsnOlMiyNBOTEnLmk6sQtKF/TEXiWPXakgfF0VZYWh0VW18GIaZ9D40dQcwc51Ia+eiMmMR2Bc/CzXbOuCgyuRt7XzxlIZBQ2DddP0z26/w1k0UnTf2DT/nTL5PKU2FBNEFmkGDgGlu1Y5fCLl8DjbkFxuSLZbNgJLKmbfADzDqzlDJT9jBGkm6AaSxZZgYdmw0C43DLC0QsPte0O08GhHm7f8rR/6u9WPfvwf9Rx/Yw7wk2eucP5K613teOwnRBbS6rjMd7s0qm2MVNTriut3SI6fq/HqiWJH4syuiMIrItVV6B6YNZamMOUuu0PWyCu+q1jJwYeiolphqlmCnIFGWg2BWq3cxdhRFLXwHNw5gAemQM4wPRmO3qqY63RjljqG/98f1VkMfITn5PREDjqLpfXCMMi/3aNvr1DYEdvhakrRuk9TTaOq+fsf6fCNfQ0WI5dYagIpcYsZyoHlQxHBh3isEKYvo7WYAtwGi7yqsiKKCG77Xo4l2JUURQTPKVHWj+Jlr2PlzGZZIbLFbhxpsX9pmjG0xeMbBDax8nn4PCWpoB3AwVMhpy5FTI2lJELQNYKRMZisObS7hvtubvyECQ88EwXBH/cj+IXzr+G5LhcvXeDsbEaYWl486WOwpEnG9GjMR+8LaPdSMjNF1b9qyLPPucQbLi1lG7ZUG8ZJ7nqUFArE0lt6+O8NR8I+5x4ypukDWwqkGtiPqSFQaynRBSXRfYCXnNv0k0pHmz64HV3qL1ZGb0cluG7M5x53OHyqAtJBSolXSmOvKm325zCFeN0FWwHu4YbPCtlDHsmTTJOmDtdt7fGd97T59EM+RnsE0sWTot/0UVKQiNIC+fWRXAxH8r7vzGAXB2tz4yVl81XBWJGDu3QJM5D1/VNEH+DDs7HiqmteRt5c353PmCYphYPZ4PtfvfJfDfQSGkrAyEjMVt3ho/cHjDUUvdhFWHBVysKS4NLFsxgrSZOIPsBv35V386Z9gZ8o2oHPQlPQ7EJPGIK24Q8etozXJVOjAt+XxVT3ykaG+DYA70fvLAd2EGVIkQ1OhrArqoyi0LCUFshqiKKIcrLk2wJcDgDeb/SUALe5T3ZBRRw1qJY4Q+ZAA86dR29H565Vyy3DV75ZZ6HlgV9UT8RQMvZtKEp54w9OyPDKdlXZriwZGonJymqKZqyh+I639vjysyGLXY9YaYJMFuVJUVRvxABwfaeCAQ/PexX5r0w/mtOXV+iSPqritSx+lpAVCf0KkA+BPf+aA5TmOhtIkpwrd0NBL8r9XrLU5Ct3QciHAS1Ko6Hh1+Q3WsUT3L6jyviIg6ss7VZuqN/swELLMrOQsmbDCJuTEeIk3xhCnzp1hNGx8c2v7HvhH7746mXOzsDOjR1u2+2x2PRZaiuCKKcTUuZ7oWudL43DidRgpOwq7ll8CUPujRJEAtmhb/wii4yy396HvkNsv2U/FLlLS+Rh7+/hCZfc3J2V4C53NigjtxqK3K+L4KXdxMByQqu8c3nmrOD4OR+Dh5C6P5w7aE4NJ8Xiqht+ALfXJ9tiiJ4MbQlSjptlGqxm16aYrWtCFo9WsJmbR/EsvxZ6qIozmH4XV12HnJP3009bRPMhiYWRA4ff4dxGFUCXMufnV1e1VlhjiGERXj5o3Amg2UmLjQ/MysJCufpf9ZnL8ycLA6EglHR6CqUkWQpBZFjuGObbhm2beuy+JiXmIpvW7/yHe6+7a/87zp44qycaCZ4TrN60Jn73xqlZ0nQUQcbmdUts3+jQ6vo0Ox7L7XxWzpqytgkMn1CGIseKOmiZGecgDiMJVrLUzGWRduhm6PPuYWclORzFVwK7/6worICH6+DDR7GltRoG9xDIi/3qnUIaWkZvVfysdYJSCV/9Vp0TCxVwB/TE6XcTr7rheb1dxBvRlIEF8UDqYIZ3NytltLHmmsmY993Z48XXqmAc0izn4k5WmHxmK6lSuQoOvAvKsqEszDLFINksX8vitSxWFVkeIo/ixvbzH3NV5aifA8iB66/S+Y3Q6mZcWYiJ4tzzfRCxVyouxYoAMSR3KBiDMRAnlmYXlgNY6FmUY9m+STG35LLv1DIja827V62LVrda2VndDTVGKpptzYkLml7aYcfmJr/6gKbdy/jB9zZxPZ9to3WW2xXiJBdX5W9qByW9fumIvqqsn/zIvKTlOLmu+NyCw9GLFSZrtl8FeR0VEWKoLPh6YOedzLKKMmTmXoK68CccbNvB64GtBwZBfYs3bQqQpzk9UQmVasy3jin++Js1gtCFqkZLkWtmhtWDVyWYb+TpdzVTWcG/ryoZDtfFk1QzUtd86P6Qh57t8cIxF1tzCDIPV9C/0VT//VcGF64C+XDvME8+ixtM5dE8kzkfLwGe9aN4HlCMGaqoWIE09CmLopBNyFz2sG6yx5nZmFfPezgit9QYJOV5wqqGwT00rF3OT5QfPUosSz2BXw+pNAJ+6hMdWl3Nt171WL9dc+0Gn4mqoKIhdQW6F6ZIlbDYtswvu7R7Dg/M+Cx3JN3I8rOfMmxc0+FnfmgZUCTpsKBqyIBHrmzPKmkZuEuVnoAB5+ZTXjy1ioV2hVph1VDaEQw49dVJZcGzi4g+KA+Kwgd8AO4ByEvZrEXrgYWyLjZh0mol0J1+tM4PpfIE03VjkjjjoeeqvHa+Co6DkKoAlX2dbkbIlVF80LQYCubDUbs0rhzqZOYgl30uXpYL41hz7caU99zd5cDZClHqkkmHwCjc7GoNT1kL56oInj/bqz4LqrzZDEYJVOnPLgVWgexXwvLXRgpU+XOZ6JZNPlGC3OJ7GZNjEbdcu8Qj+zyOz46glUut0P+U+v1SpLZSajxgCOWKl6SC2V7KT393h01TFRSr6VYVk3fkVSGRBYxUQ6yNUDJE73/hQRxHMbfYZf0qh5GaREmPMJYstaAXwPioz+X5HiPVhIr3eu1B359EWGS51Os8WluTop2EU5ctX33e43ceW0PYa7C+bvpWbiUtGezIIFZG6wL4ogB73/RmOGqvAPjAObVPUYrIXVrGlZFa958Hr50iudQqwXNjDp0TPPxslV7gQs1BilI5eHUkutoFasAjh9hmX4uSo0us2MHidQ2fIQFWnDjU6zHvuSviy0+GHDjtgXYJjcQtuLgyoLKV4MgnAnPgkQ2DfQBsa/OVr09dZB7Ny1VFFpFcyRLgJScXqD7dsfldVkRwRC5diGLJbTsdPvXPF/n9x5s88HyDi5dqtKVLZBSukLleX+XJcv+8FoFTlRgpIv2mMcWJU2tZmFN0A8FSOyNO8p3jqp7Pk8++wjMvnMTaDP3pry6RT9NEVPw4H9fSCW+/XrBlbYMokfn+7VXD+EiI58TFTrm54F3I/DYWIp8AkTJjsQWLLcPMEjz0nEcnqvDUayOcuTBCzXdYUzf4ji2cUkU/AmvNiug8oCPiDZJLXhe181WjBHwerVXfH/wqcBeHU7rQFgJ/rdL80AmOk5DajAefqfDUoQr4GmQ+0Dws6V0hjR0+hn/4Nhx8pd2w6O9GXlZUMiNXAD0KHe67rsf73tLj8DmfNHWwQhEIjZPR/0wiG0RxseLWen0kH7y/RalBydBYU/wskEbkPHzovJfR20iBUXbgiiDKOcvcLjmMNZ1elYkRyz/77jYfu2+e519bpB0LvvZcnYVFj7muy2wrH3yRMhfpSZMn6uV3cqSk4uQ36yvHMkaqhii1CB3x1ps7OCqXYayZzKh4yxhj0Buni8TDCqxxSTOJYxziKGPP1g4jtRCtItpBTJRGGJGgTNYXyRgsT+13aLYFUucp71MHKjx9sEJkXJYWfQQeflWyetQy6mbUfUu1kKk6Ogd23nWUfdCX5b9yY1ip3qhNP3SoAbjLXR36hx5sgloC2hkCdVk5ySsm+bNSCa6TsP+s5POP1wEXpIMQCqff3BmIxlZIY/u172KF6g8C2wHa7cqKSl8TMiyhzQRGFQMl/X3iNdZqPvG2gEefC3npVO4kkBhFLxto6qWgaOGL/nrBinutTPxtHsVXAD03+CmjuZHFfj5D5Uxji2tgwKri5lS2/w2FEHmHNVZFdcfDWEEvclgzHvID7w6xMuIT9y5jbMozBzVPvepBcd2XOprnX/ExVg5xv/wCB0Kx/6LGRTBaleze7JMlDmSCbtcgcKhW8u3G9X3XBygp6YYxMwsBYaIRwHw35dCFkEY9ZKFleeBpB6zOdcfYogMsMEgee8Wn09Z5yiwVSilcqXC0YGIU6o7NfUmc3PqsWuxL6TsDjXau3RZ9c0l1VcQeOJ4OgbsUW/W34ygM3YujjOIluFdE7aHncrC2pCpKpThOSpKlPPFChYMnK+A4IPPk0hV2yDmWlRUf8cYc/Gpo2aEX/QGIIY3ICnVhls+o5lJaTRQ77Nkact/teRQPsjyKR8IlNKCzsh5e6FSKvgKCIYqSf4Bhq7UVpUubj8HaoptpZc7NpSnois3zJFN0PPMkVAwEZAC2tJTT/fnTOFGEkUurU8ldwbw8kHzoLQkfuz9FywylM5Y78MQrGtu38CtXB0mG5otP1llqOYxUNZMjlvlmfs47oeTIlSkMVSBDB1FulzC/JHn6gGCuaUhNlt85qoGQo0SxYGYhN2iJs0F5jyLLdT3B2DhFZMvNG11l8ZTpT7UPhgrE0NS67AO8lLQqVSaUw/z7qnJUP3LbFfRkGOCDCD4E7iFT/H71ROUndADynKK4OuHEFcFvP1QnShyoOgU9oT+apobb1MOVkzJ6/0kUxa4E+jBNKTu7g4rK1VxcU/MkP/CeHg8+VePYpfzmy4yil6lcZZgVzR9Ezr8zMaTUG4DclkAfiuDKFnTF5gmmFUWlxBbXpE9ZBgmnFAWt6U8nlWpJWSglNWkqiWJN6Ka4joOjM9p9vU+Wg1vlA82ONrzjlmwwb1qoLdMsd7/aOqkIYlDF9QJIU8mlBYd9pySLHZ0Puoxs+t5Vp08f/ReXl57lXbdVuTLvstASdINBKz1JLGtrhmZg6US5L4axg1qvKrXQ/fnIwUxkf194RX/Y13UGz6XKr09N1KAMKK8C9gDodkVyp/o2CuVuBeX7rwS3swLo2QDw0gy4d5Fcxjbli4/X2H+ikt+ZQqNE3rks9ezDGf8wTWEoiv+JjxUcfHjzrbyKYo3Jgb0C5BJjNHHocNP2gI+8rcsv/55LYDQYTSIkgclzhJzD2oKPl53BlZWVsoKSR/OCskiwKn8tLdgCyNKCNHZFXiSlwMiiclLoVjKTdz7LplVq8upb7EjcxOLGsq+514WoLfdczK+FUvlU0JIcyGvzTWUV3dCh1fUII02c5CZBcZrv77PYNFxctGzfuMT3fcfOf3HNlt0/oreMnxrtLrbe+/BZw3LHctuuDnfurXBlwSWIIE6gF1pmFjLOXknQwpKW1Q8GA7aDMbKh4YNymr2/Cevg0P2oXYqiBu33QXdsuIEweC85BG7dB3mh6BuK3qq/08PQRlTqakpSKgWzPrgdnXD8suSz36gW/it59C5XKD10sw3bC5c69qsTTTH8w5BkdAXvNcPakIGvYJ54FsC2EpMpMlVw8Uzz3W/v8aUnqhy56ICMsUISZg6aQi9S1sWzgn9kZeOnjNyDu1DZQfIpSy5e0pVhcNuiSmPK65VXuLKyGpYJUjVwqkpSiLXCScqBElHkXqbYlmVw7coh54H+PH8vS779ebPjceqSy5X5XModF1u9zCxa1q3qcvMuw2g95JVj0XtfPD47qp86LFEm5UN394iTOhtXhayb6rJhtUOWOsSpIogsX35WsNhVVB3whV0ZXcumzPCUTb+LuJJ+OIU+W5XDCEONnuGoPehq2X6OMYjmRf25TCjLkyMH/HsY3P3oUD7rwix/qN6tVNpf7jKV8sAzNY6cGHBvIWRuWdGfoHl9B3aFlr3/8yAYDHPwweuVA8grauJDjlS6KBsO6uM5Vbl2W8QH39Ll1Gc94kyB0GRCEwiBzorz1090y4rKUJkwd6/pc+8ykiublzAZKgFakY/ZlUA3wiLMkG6o34Ue3oi3XKVzKbPbHx8ssTHoU6jh6zg0GjesXBxrBMRpl2cP+wSRIEktsbGkwhIJjeMoFtuC73pnyO5NLfT2NZbFBcWzB3yOzwoWHnWouBnf/c4mq8YhSSUXFyQPvDjKqKMZq9piO+jBJkP9aDY8fDBEOcpIXQK8rGOXw8HDrd5+c0KsjIBlBO+rC6UdiuIrAb6Shw94d9l6729xIk3O+8pDZThOwukriv/ziw1CmYMboYem5q8egl65Ida3nXC4mp3Y4aSuoAb9IYQhbcpQ6z7LJKmSKKNyTps5eFnK3/twlz96osqpyxpUUlAVh0AIVDY4r3I42bwK5GVt3gK6vOGK38mCqkiZMxwpQJhBAOpXaoZa74PiQLmVeoEFPSyEE/1ehSqoZgn0wVaQBQVWeVd0pBrxvrfMc27J5fyCR5oY1k9EfPIdEZ52mV9qcOiUTxD6XJxx0S8f7aFtwK6NCSPVCsfO1Vns1PjNL03QCk0xoycZ9wRTNUPVKwRXxYcclPJY2TZXK7+Y6lOV4caMfV3EfqNdja4G+YCilDuqDe76AbjNykNeXe8eOmROTxwd044Nv/HlBpfmvKIq5CCkHJQGhzh3//XQZ1xZQVm5feC3BXof8OXgwfCMZtnCH0Tv/jCEVGSpZt1UxA9/Z4ef/22XVpInPtZKIqPy3CgrP4eFbLhsODjhth/C839Rxc/Wlls8Fpxcgi30LUJAxoBClNduWEcy3KgbVnoOjxQOz9OWk0O6vx1kHukdbUnSDCErICb5ux8McJyILFW0ew2a7WkuzHkcOyc4diXmllt6XLtVo3duqDC/UOHgQZfpcXjHbYIrC4KTFwytbl6oV7I0iS9tFob3Oxcr7lS5YqqmAHKpyR5KCMsvMDy7OMxJjRUrysav3+y1SPRKG7OSx+khmYAq9+0xqOFEpr/VSdp/1ipBewlfeNDj1/+wQWScnJ4IhRQSVzAYKr4qT1jBu0UJ7GFki28L7n6yyVBHs38uypa9xRjT7272W/gm3wrc1yk/+rEux8+5/NYDORcHRSYkoclnN2VGP4IPBFi8LqrYfne1qKgUPxuZrwDS5lF7eALn6r0xhwNTKRvIaahZgRuty3JwqQAtcTTczLPFyp8XKcJY0elpPKeOUoYskyy3NccvCC4vwtqJlL2bLJ22z/EzNXTZJq/UJKOjMWOjIYttj5rvU/VknnDIlRPqw8C+eqfclXoQhqJq2Tof8KvSCqJ8rCwxib5FXL/i1m+HD/5G36dPmSGqUoLZvmHUVkU5cPCcew0uLcMffaPKclSCOwe4Iyl8W1bSk5UTR2IwWH01Sxn6jsNceziCM1RBGdCTYtpnaNKnrxOXOVUxRpNmmhE348Pv6PGlZ6osdhTIBIwiIefjffonhsuFrIjk/bIlpa6kuPlKnYm1WJGXBVfkFP3djQfjiCsaPmK4nDs0FF6UhPVw51rJAZ5KOtqntLLQ9SscXawmhZ4ntBHzQYLbsQgSjLGARGPzzVpPX9ZcWlDUXQdfS8YaGq1XJgwr/T6uno8sP4ztR+rXVTX6z6bg7YMpkP7GqKkkKcebxODiD6Z7hvfEvIp3yyFwS1tQj0FJsL+/jRri42XlpJry4Dd9XjhYwZTcWxYzl6KkJyv1Jn03qaHovaJEONzsecMgXgBrqFRYUpSrhyHscNJpJcoO6uJp5qBNyh3XxXzgth6f+aoLKgYhsUIQGZ33FcqVcChyixUfcGX6y9XJZ9nMygbXrRxsyK2OC794M7iBy5V3uLqWyzPK1Vys+H2/VCwGHF6IgUpzEOEHnW1Hw9pRxZbpjJqXkmUGz8nfXU+OplSdmGmvTcXPLdii2GOh6ZCkqt8Cl2Jwd5dRp18HV8WFvwrcZRUj30dnAO4SgKUTEsVgapIqolhBBAaZz2naHCXDqsXXgbv/egjchZBKrQB21q95586pKUrmxu+nzkt++8E6Mx033+9a5kbvSjDYseGqevfVifDw3u5/CjsZRPM+RRnWpgyGkYeTTTsswsry/XPy53z7k1W1jB/8QJdnDnqcmpUgEkBhkIRC5hSj/9nL6skwqL8NyMvvIAsePyQgywGegztMLGEMSWGfncfQQd9CD1W9dD+K24J/26FoLYboa35Oh1e8fDUf3BhJCvMdQzfNDVyl0bzzbpf1azQ6M5YggjOXFd1I0Q3zfWvWT1mmx1MqXi4nFSKPsLkDvyz2ph8q5b0uyXuDRG+oydIHXrEbWWYkYeTS7PjEibyqAfjtwT2ongzArYb+fr+hU9oBqxQlM7TMqYnrJkSZ4Vc/1+CpfZVcGCN1X/TjltMygv6qk5ct7QrAf7tIPgyd15UKr+Ku/UpGwcVXymeHZbT5uFlZLswyQyo1KtXcd3PMj3yizU//qkuUyrzTZiSpcAgQK/XqpdGO+FNALkU+JyHKtn35/xv8V6mxdEPBUk/SLoztpaCfnLuFaagz7B/Zb8iV5qmiuMaDytzwCp9m+SRYjr385vBdwfiI4sYdBtdP6QWSxeWMql8EszgWpInAdTVSVQhDB9+FidGM9dMhU2NBvg+NhU7osdTyCULdb/b0OXGf+9p+rXkgaiqcofqy1BTfSaj4Ce2eoRPkI21W+njeOKblkaQFB+8nc0POVsNU6A3A3effsnydDVGSwc9KpjhuyuMvOXzpqSpR7EBF97l3P3rL15v6vJEkdtgeYtDseeOh44E/yJB81nIVuIeETEas0IpnRiJNTlVKoKepplJN+fB9AY88FfDoSyovGyJBSFI0QVn1KT6lYFDm+7OAXMirEmoJjhDECXRSCFWIsXnrvNtThD0X6SocR+ZbySib78VZbFBQDqc4Ze+iPNdqkKCWN1AYCxY6gnZoscLia8mqEQvCMDGi8IQmaGekUZo3GF2BXj+d0PRCTpwJWGzWufXajHVTAVPjXVy3xdOHBBl5b2uqnrBlygIVjMkvXMl7BxHTDqJmYbngOANXKKUSHDfm5GU4/IriwecrPH+4SiYcRiqCT9wDUw0HY0Sfu5dS1NICrN8IGKY8Kjd71NoMJZmD/TNV38Q9b+YombvENruWB5+pcuyKn1MTkQvGhMwbO7l9c+kg9fqo/XrKMgzoP6UYXkTuQUPlKgltSVWuavxcrReXQiGzDCk1SaTZsTrhA/d0eeGISysu2q8mTy0ToQgpd54Yspj4NnRFUJQCixuhHHwQRaDRUqBc8P//7f13mCXXed+Jf86pXHVT5+7JOWAQBoMMEgQBkqCZRFKiZGXJClwvtbbX1kqy1rIly5Z/ktcWpbVXNmWRCjTFHEGQApFIZAyAGcQZYDA5d0/nGyue/eNU3Vs9GCaJFCntr57nPtMYTPf03P7WW+9532+wTTZt7vDDt52j5vUQRsLegxZ/9YTDi0c9jp31SSyHBWlhGxLHkP2YGdtAW9/lYC+bqRaRhVkGc12YXNXh8noHyEgxefx5n/NNh9NzitXDBnt2ZIRpyOl5RVcYmHftFSwtGXSXDG6+vM3E0DLSavKBLzkcm6ly8KiHKU1cS3DNFsUP3yrxXYVlF1W5yKostQNmgpXHaNuWBrWUMa+czvj4/S4HT9c4Pe9x+HiFGBvLNKnaUBWKZw5Ktq0TDFUlnqtbI8OAcsrxioNm/3CZV+vSvLt/0/WJPPnURGpJWkbKh7/s8T8+V0GJojUpV29tyXYxL0aIVwO9X7nzA1sf5N+geq9g8nFx/11U8ldL2fobTZXpj6U+cBpZRpxaSCPjve/scOScxf/4vEmc5PNaoW2Te0LqDSQDkCNeDfJypU5FTqzK1/eQc7RNgesYNKomOzf6OGIC327juyHvvKnHO2/u8vKJNtOL8NJpi7+8r8rR0wEdHBalhWWYeCa4hjHIU5JFgEHBZ9Jgn2hIfugmgz3bHFw7wjS7PHe8w8kLik9/tcKp5YD4JYtrtobcceM8oyMG5uSQy4jnMEvKA8/A2QsjnJpv0O0IhjzJjnFBzRPUK5LVYybL7YzA6+LZMY6jK3Mh1HVs7bxqmwmmEdEME5Z6Gfc+aXHygseHvlznwqKPUi6mbeI7ghFLUXMUNVcxVIHAEUSxzoS0LYEyyzPVgmQ16PGLqI3yOr7flvQrd0Z5NKifIjFHpiWffzCg3bbAy2NSpLFyLX8JWVqx4BnMvV/9cQHyb1bDlRogXJXBTmmjWTAMc9FBdvHYsAB5KpFSexpWgoR3vq7D3Y94HDmfjzAyAUgyYRKiD52if4sVJ7kyyPOPRQFyzW3pT0hyrr72Vxe0uxZnZip0ehZVP8L3Qlw7YuuakCs3h9xxbcSP3jbDX9ztcHLG5P4nK7RCl7m2y5K0MA0Tx9CiBqcUIuZZUHEUQ57ixJkaSSxoVFJqlYR1wz0uX9vllstSzl5IOT2bcfSUzdHTAVHmYQ5VLRZTG4nP1RvBMWM6XZN6QzI+ZFANDCq+pB7AaCNjqBbhexGBF+I5EbYVE3gRhhGTJAmL7ZRXzkCUwp2PBLxwzOfZIxV6oYvhmjieQcUE31QEVopvg28rKp6g6ktcR/PBKb3NRWuiJzWDw6lx0QjwYnD36bD5gbLcooRxxr17Ax54JmcLlqq3FOjFTlk2JcTggNlvmUqTk3Ilv+iA+U3blIuBXnplGVo+1rc8k7ntncyXP4N+PBUGRpqRCYMkNLn9qojbr+9w+q9MwkxCkYOUCRIE3ZIU41Jqn8EZYnBzZ/Iiu73809MMOj3BYsvSrVBi0ItMXMem03Nw7BjHiqm6Ib/2YyFh1OW5N3d58bjB5x916SU2R077zDdd5ns2SBPflfimoJoqFBlOS3H8XESzbVILDCq+Sb3iMjEcUAk6HDuX8tIJG98yMEyPRPmYtdrapShs3i3t5AeePpJx8qzH5kmHjVOSkTpUfEXFiwm8hFoQUQt6VPwevtvFdXqaeXdGcX5J8dWnbF4+6XH3vgqtyIXMQQgb15U0XAhMhZcHsjp5hLaX58P7rqTiSVzHyPnhK+0YimVOsaXsL3H6PXe6ou82y9YPMh1wTowEaSc89LTN7/1ZjTQzdRNY9N5C9u3YzBUVe7Bk6oNcXrp6rwC3+CbIpjxBWbmyL7crGQOfEZUJMjGYqKyo4plEKm0WZNsZ//JnWxw6Y/HQUwaZnX/T+TeWYNLpQ1l/Q5qPsrKSF326FOQehSUvwzwJLU4U3VBimhKBqce+sSSMDELbxLZtnQ5tObS6eshw9ZaIa7aF/NSbWvTilPueMTl4wuahp3zOLbq8fCagJW0WLZOlnsFiD+baitpcQsVL8R2NmeG6yabVATvXLWPZHY6fD6hU63fv2LJxyezOfWhmyOF3eiPODySh5NZd0Kh1SbMU207wnCT/xmJcO8awQqQZcfB0xv5DkjC1+PKjHmdmXQ6d8VHKwfBMbNvANcE3wTN0bqWTu7g6eYyfY+XR2Y7AcySea2o6gEVJAV+en5cZgiU+dwFuedESRxbVO0UaCYaMMYyE03OSP/5ChRNnHfALcBejQfqHS1nyMReXerGycl/ci5c5Ka8C+kV9eIH37OKVfYl8dbGPSZYJMpmv8otpitRjQyFMkjhjw1TEe3+gxbHjFicXC4APHjUJBt0cxlkO8QLk2j2hWAaVXGyLgpMq0jTTXO84oxflixkkqdKe8lEiCWMDJ0pxbBPbsrDNhK6Z0urpKMYiEv2dN4e88+aIf3hryJk5wV2POfQSk6dfDjhyzqMnTJZSSRhKllKB04NKVzGzLHnhuE2jUmf1WEwzsviTzz73O+bnn50xk9ggSQQNP8Jd16SXwnwn4qv7JDNLEmko0iw3VZcOUtpYpuLEjMmLJ2yi1ESlFlKaeBWBY4h+7+Tmh4Yip1K7uRbhq4W6J8+Fdww8R7cojk1OiM9f/enMYOzY11H2V/Dl8V8OdLlyoWMYCamd8hd31vjCVwOUK1eAm6L3LpYRr6relxgPlqYnX7fvvuj3Bivxi1qULD/JwYqDZjnfvp8GIdVA/SPz3xM5yIWh8zClgewavOvWHgePtfmPH7KIRDIozhmARYJBB0HKwFG8SDwrRon9Sl7sPFKBkShiqQ3yw0jHixdZnZoQpvcmbiyJbIMwzmPQTTNPrUsJTRsr1KPjZsfHNhNWj0SsG0+4YXtCqkIOHg85OaM36zqmRUsls8zAEpL5JcG9+3ySzOLl8xa+a1N1c0voE+c8MmUQOBnnFjL2vlTBMwNaHUkvkix3FIsdnQujlFZ6x6l+M+wiUNUAJw9itQuZWqHm6edUFoSZQbpwP2HYNnBsqQFeRGfb9LMprSIvp/DsLlIXjEKJk5UOkwmDjEdtXWEYCaZMkGbKA087/NmXA3qpMRgL5hGGhiRX7Fwa2IOgp6+3RK8mZQAAYW5JREFUybzUYfOb9Sr5iLComrByTIh6FYVWyRI/ReotsCy3KFL/8LPMJBU6su9n39Lm8eds7tsf9INakQXIFSkmvfxAm5amN2oF2IubWvuBF6kSsh8rnp+dVE7vzcipF4IwzpOkrQzLMvK80bIf5IAv1O66/eIlpWLTFGya0ofogqMTxSZLLYfltoXdELzzRrCdlMcPZsSRYryms+5Nhe5rl9o2vc4QuzfY1CuCepDhWCmHTsbsPyT7fIU4VbR6ilaomYaCgUzNKg3tzTx81ZRFPmWu7inJ1WyrSBbOo7NzcBfZ8IN04TwUqhQG1Y8UWVGxtW2FVoTkHxetiZXQDgW/88Eax87aKGsw89YgL6r3YO59qcWOvBS4KQP64vXl12/Iy/bT/Za81I9npX68GBOuqOQrtpuq34dnmSQV+uCZCYMkMtk4FfMbP7fM479q0+rmPRjkIM+56EISKi2RS5SOaM+U0vK1fo+e13KhEAklPWoemdI/HGuQJ4nGjJMo4kRgxTnITS1bM43CD1ID3cif0sUgQQhIUkmna9PqWnrkmT8vnzpk8MoJXWjrgaBRVVSMhNSDKNWEGHN4eBIpDXq9JoF/jmqlh+ckDFW6fOlxk6NnqjQqgnpFH/6iOOPMbKoZZNmAY2CWV7ArYvxEqYKLfgiUncf42fZAhFyA23V0JrxjZ/plpTiWXhjZZWPMEu1VysFSRwg1qN5SP/7iFP6fTwc887KDkgaD4FndmsjyQqfff6+s2pekxq6YnhS2xeVlT4nzu+LjS/TiK/puBq5XK9qVUvUWerqihK7kfV/DPEC3367IFJUJdm+Ped8PtfiDj9eIktL3JDI9BxcShUmsDBIliYQgVpAoLcYf3JArJy4DdmLWj+bOCgPR3BtF9+O6XY1iMQB4ISk0M0zTyNf3g024lJqWMLfkcmraIYx0e1uvpuxY38S2l/n8E1XqvkF9QRHYsH7NCPV6nSRJMK+45i0EQYUDB5/nQx+7kzMLNrbhULEDXANGayaTIyZDNYN6RTFc7XDPMwnHZ01qjo7eK6KyzZy0XmgsV4C8H+FXzqYcZMI7to771gDPwW0lGtx2kU+pXwW4y6Spfjip1ErsIm1XyhTpZXztCZc//XSF5U4xNSniwXWUnQ6bpU+J7S915Mp25VL994A1eHEbIlYM4gZl+pK6jpVU2ouBXfTapdakPzJUqu9lKIRCSYnKD5x6GaQ9VWpezM//YIt9L9rc+7gAL/+LRAFyCSoBYaIyg0ga2qNcaW6Jbl2Klik/hKqCP67yp05GkT1fCDOSVJCYAisRRKbQgV+GIjTJk+9KpkzGoKpbZoZjJ/huxJFpwQNPGoxWBLVAMlSTrBqtsmONxeUbYzwnzElzGVsvv4ItW6+i22lhSsPCMC1SZTAaCLavMvFsTfJ3bEEtgHo1Y6zRZaTewbAWuOeAR5wN4ViKwM3V8kYhNC4pNMqvfgBU0aJoynU5E16DuqjeKa6tK7dtF+COc1PMOG9R4tJ2MkOpLOc8ZwilEDJDmIqXj9v8t09WODJv5Ru9lRVcCp1xaeWr4Vc5Vl3cd5fm3INZMSsPmEJcuut+dQFfSbxSg158APK8VbiYM14Ce9GmKJlddOAsqrhBFmdsGk75X3+4xYlpg8Onbb1IExmQ6PdDCbSM3gDDJJMmXWURS0msJEmmA1qz/vdUbqFUKdAqy0GuSFJJYkmsVP/s46TQFqj+r4OiOBCIO5b2kK8FISmLHJpOOTHtM1oVjNYEZy4Y1AIP2/YwZIbvprhmE9c2cCyTzDYxXUdQcXWPdXYxppUKbr7MZNd6hevE+E6M70Z0wpDnTyR84TGPQ8erjPqKmq9Nye2LhBBFBIbR12HKUhUvEs5UP8Kv32/n7YgGtt6M2laSG3fG2LmdmmvrBZMUGujTS7DQEmycSrBNNQCSCecXDH7ngxU+/4CPKnqoPLuzqN6GAAst01pxuLxIovaqmfelljoXA31wF6zovblU/11uW8pMQ8qtSwlIciAM6Vf3i16qLHUTBqbMeNfreyx3Jb/2/hoz86amCEoBJDgmbFiVstAymFmwNLsSm8S0aVomUWYQKUGlfxZQZIgS6NEf96PJFYmp7UeKAqdFx2XxcRFVWPaTlISWPlhaZsZtV0aMD8/yhccCDhypcHzWJHASPFvgWYJdG0J2rG8i6QEp7dAgiiVm3ReMDtnTFY97tq0fepNIl7HMlOeOd4lRmDIBIvYftnjk+RFIPDaOKEZqUPH0ydgySxbH4hJRIkbpoJknm1l5+FM5WVj32hrYfXDnGzDbinDsEN8P6fQSHjso2PeyhePY7HvZ5vApgztuDKl4GZ6Tcft1IaPDirsecbl/r4MqtkVCDmbBeb9s9reWJaXOJTxPBqlvK72rYWVF/3rV+pLXxTPD/m/lI7tMoWSx3AEhB9W76L8LpqEsxoV536rbFG3Uo03uNdBNlfLG60PefnOPTz3gMjqsuO36CM/OqLgZb74x4pVTBk+/bOM4gv0vuew77NNueYSeQ5LZxJkkzjKCrHTDqTxUNge2nUJqQZJmWghhZiR5sYvzxOl+W2uWfeAV0hDYhp7kRYlgtCG5YYvBtVubPPxCm/2vOGTYSGGCUoQ9m1MzPhPj4/QS654ocad7UUf/CB5/6KOYpvMDi3Mvf/7Fl57l2eMBL5+wcRyXuXbCkXMZw55kvApTdUU9kFR8A881sE3tiTF4Mmum2uCRU87GycOfrEEmpW1m2LaejgwAHvfBbVsRvhsSeD0UIV973uDevS5/9WjAc8fc3F+s4FEkkKV4ZswP3tLjputC/vxzHk8ecMCTuYjBAsMG6YDUMSSBMVhGae5yaRIkB7xlo08AutjVtpTwVnISWKE9NKROYDYHjgKmORBf648HhkVliV9/0ZVrTi/NtR9Yz1mF34uh2zh9Vom17tSI9ZklgCdedPizz3u85rqIH7qli2cAqSRT+XuKnnk/d1xy16MO9z/h87Xnq8SZj3BcbMekYggqZoZvKb2hzrfUxTjYsgaGT1apchfJd/p9kn27kfLhvFDr+C7UgpRGJWFipMtovUWt0ubIaY+F5SquF/PyKdj7omLV2mu4cueWd/Z64Rf+0Y+/S2f0qKyDbSYcO5vx+Is1JoYr/OTtKRtWt/j8XkHUddg4ohiuSWqBSTUwqXgCx9E/wCx3F0o1rzKnURY/xIEJfX95UwC7lAlvW4N+27G0bbFjRQRejzjtsfcl+Nj9Ve59qsKx8z5h7EJgIDDyn0UKaQRpj24X9j6f8YbX9ti1NWHfK7bO9izk7yXCSNFvF9W73KKsMGUv80/KbQolLvhFG51XTQkvUb1V6eNBC1PMxlfOxDO0Kb3KlF7Vy1IP3p+q6Ao+aFtkvpEsDTINSGPBi4dNuqHghisjPFMRdWzixCVOTLLM0D9LkbJtVcLmdye88+Yl7n2qw8fuq/Lc8SrtbkBiO0SZJM4USZbpiUkROJYp7EzjIkkUiSmITYGV5n13UoC9MNPXN1WaQZxkZKn+fdeRLHqSxcBhsWUy13BYM27zyIGUux9z2DBRZcfalBu2t0m9kPlmCKoUQtUYvQrL9tm6STLsHebM7DzHFyRLccSpcwHbJgWrRqx8kiKpBYqKn+HaKZahaPcMLiyahFGeqdL35C6lKpQDnyyVAzwtvQpg66rtOiGB2yVMIv7gUz6fvq/GS2crJMJDWBaOa+QegfpQFmcmvcQiU4rGcMj/8pMtfuSODrfuieiEgs98NSDpx0bqfkOgAT4YD648YPZ9P0rtStGOXEyT/ZZB/Q3xLigCFcsHz0xRMqAXA152hgZ6wU3pT1mknqSoUnJDEVogIVGCT9/n8e//pMrMrMFINeM3fqaNY9p0Q48wskkzQ6vqRUY31MVn40TIe98Rcdt1c3zq/g7/+WNDtLsVWo5HlJlEyshBzuCVFv03WJmOIE/SvG01BGY6kK0ZhsZPGGfMLaZ0Qj2hc2xB4EmqvsFC02Cp5RJGkk2TTS7fskS9onjlvMGR8xV+5oc2cNOeXbQ63QHAbW8NmzZO3Pv43gd+7+ArlV976XiPVtem6lWYqppMDhsMNwRDlYx6JaRWiWhUQoZqHc4twIWjDXpRFYHAXJEcrPLcyYsCn8w0r+Ll8V+c99sRrtMj8Lrc85TkDz49zKMv1mh2K0jXwTdln9/iGGDm+ehxKpgPJWEiee+7mvzCuzt4QrBpMuHf/+NlzsxaPPKcpf/FYrBW78vRxGA0uDJzhpV9uRSvWu6Ux4aDVu2vCfKLiVeIQRXPdCKdLGK4pUDkoNeAVnnPXj5kljX0uv156HmLf/3f6hw764Ah+ZPPmIw14H3vhk7Xp911STItG9Rc/5TQTOiGNo4dsWWixz/7oR7X7zjPH366xj1PDhE5PguZQ5gKqqnAT5Ve8KQa5FYKVpIDPdEtYJyPDgeWfhLLEpq64YccnYs5v2Ax5BuMBAk1L6UWSOYrBnOLFlOjDa7fFlMNQpZXJ2xYLYm707+3ZcuWe7vLMwOAb940yb/7D/+hozCOVz2f269OaXZcTGkw0kipVyKqfkK9EuI5PVynzctnYj631+XgcZ/WosEVGxSjQxrcetWeDVbt5iBBuL+osTJscwBsPR0J8b0u5xdj/uvnPD52b50XTtRQto8TmFRMqJgKt+j18v7ekPpx7nUl/lTED74mwUl9upHCtiPWjSasGolLPYHIH79lgF+K933xRlO8aulziZ38d+a6SIicFePqnMEnhJ5SCKGruF7XD9qVwm5iZQXXfdC5WZOTF2yw9KuZGHz8IYubr2hRdSo02642/CnCuaxcvGJaxIl+eU6PN17TY834Ih/bFvKXdzc4OV+j5bpEmUmYCSqlSm6n+WAhhbigb6SQGNrrMs3F5bZtMtowuP26jKXuIi+czHjiJZeXT1YJTJOKlVL3M6pewrFzkuGahWFYLLYTNq9xcdTc8T//k9/u/Owv/uYA4ABvf9vb8FyXrz70MGdP7OWKLT3WjLeZb4bMNTO2b+rxyhl48Th8aW/AzPwoJA6TVcH68XwMaChcO8N3M9x85FfE85l5Ds7F4LZM3W97bogQXR57QfDnd9f5y3uGSYwA6euqXbMyAlMLot0SK9G29JjSsQRbPMlbXmMzXhtjbjHCtUOUkgSVDj96R5fHngs4vdSvsSVgX2RtUPIiLzJ3BrK58hxcfNfwrUGuQbliu5mP5mQhZcsBnhUTlEzpHjwfDxb9O+hD8al5ycfu8YkiGzwXYXr4nsn5Cz5/8NFh3nqDh++CWxrb6vORgWMnxIlBkupXlJhsnurxWz/bZduaiD+/u8cTB+v0Yp/Ycehlkkpezd0+uEsH+Lyi26meFgk0/yhJDWYXK2yYkuze1OTHXt/i/NIiX97r8twxnyOnbW6cjJlZMjhw2mHNqMXWqYg9V17GZVe8jijqAhcBPKgOEXg+sRGgzDaPvWxivJxx4rzJS6cNdm4zefgZj7DnMBxIxgPFSEUwXJOMNmwaVUnVz6j4WtHs5ssas5/Zk/VP+HrlnmBZEZ4T4tohZxYS7n/a5l//yTAzi1WU42FbFlULqmaGbypca8Ajd8x8vZ9TbSueweiQ3sCdnzMYrrUB7aaUqYihaoZjDCq4DkoaAPlV5CqpLmpZxEXg/sbVe6XTE68aBRaf//VujnKbUu7FRb96DxZMRR+eiryKZ1rOpqu4HPTfQhGmsNA0AQtMF8+yGHUzJgKFTE0On5KMDUlqvsJzs5wAZxDbiV7YpIZ2VcgTJ9LUxLVNfvSNXe64fp5//ScRX32qxvG5Cm3LI3JMeqnATwWeoS4i4oGZ6KdxkuotqPYGFxiGSZxUWGg6jNQrTNU6/It3t+lG8zz0nMlVWySHTrocPgdStJmbi6hVDUZHhgnDTv99HADctfFc98j2Nc7R6WPDm5YWUlzLZceqlKrb5d6na0wEiqERRc2Dqm9QqxjUKyZDVUGjllIPEqpBgu/oObZlpSuU7YMRlp5tB0GPThSx/wj82w82ePBAjU4cYPiurtomVCwtkHD7W0/0x7bAtTS4fc+gGpjUAv0o7oUmvcjWTwgrRmUGKk36jLhi9mGWWpSVJkZqRSU3CmcoyYolz9cFp7oEWksfl++P8q/waq8Svf4WiGKTmZX/Vqm3tkLkLq8CI1+wGOlgw9mXvxXft9Q0YUMaBKaiYik8W6umWp0Uy9Tz8jjNc+bTjCTNzT9TedHHsh+t0vB7/P4vtXnsYJff/GCPQyeqLDUDlj2HbmbgGRJX5hTqXFRiGUI/jfNo9zRN+6nYYWTS7NjML5vUA5daUKVRDbnlipB7nvY4PxMwWlMYZg9rzGKxM3RUGu6RQtW/AuCrV03yhbv+6h7DqP3lqonJ37hs7RFGhro8fwIOTSvWNEwmG5J6xaQSGFR9g6ovqFcU9UpCLYip+lq+5jpxzhfJ+hyRgspqGQmuFyFExL7Dis98zeUre2scOFYnsTxszyIwoGYpfEs/2lwzp9Ca5MSsQigh8RyDwDMIPIHraKVPpootmkGW6oVHzhGlmKAMyFXa0N68KDVt4HdeclKS5a1m6VB5kdTs618r9vsrPu7fMBffNTmvKVMiz3BVkA1oAEJI/bm5VbKWr6mS1XKpB1elv0waWk9ZGF0KbeDTC1PaXa3thHwTmtG300vz10D4LDTXJeedeK7B63f3+MD/scBX9nb4zNdq7D9cJQo9YteiIw0sKbCk9kw08sQM11QEoaIbK3pRSjdUdHsZrY7JUlNSDSxqgUWjZTMZGXhek4VOyCMvegSOwR03T7F2KvjLA88/dM+1N7791QAHaIYWlu19eakj33FuWly19HLEky85SOWyYcJkfMigXtXArviKmq8rdjWIGKr2GKl3CLwOth1pFlgGvcjID0MKy0xwrIjFbsIXH7f5o0/W2X+4QiYCpOfgmwbVoqIULUm/epfjTzS4XVu/oZ4r8R395y1DGwkNCEzlfXrxsQa4VWwwS6Au3vQVPnpFP96fqKycmAyWkSoHxcDfpNhI9v9U/omX6nJeTb0l/3r6K2SIIi+sjH0Ks0+Ryn57lapBWnIBxsJ7ZVD/BzdKYawTxhrkpiEQwsirv+z7JKYrbCvK4mfRT2V2EpPL1vW4YlOP268L+aNPdLnz8RpzbY/YsomlpbfImUJFKahMW+SZJp5jMFaB0SCj2U2otFIqvtEfE9arFt1ewKYpxebJFk9MZnQ6HiP19NlV48aX2514RX1YAfCf+ME38Bu//e8fFYinO2HlKlKLjaM2I3UN7qEa1ALdZwdeTC2IGK138d0Oy90un3hQ0o4Elm2TpIqpRsjbbmjRCHRls+2EV85I/tP/rPLFx2qcW66A7WLaFoEpqZp5WFW+DSu2Yn1w5wB3c4FEoQLybHBshW1rRpqRE/AHPW7BT5EDM/tiGSWLINKSR3Xh91FO5L0I2K8qtCsq+CBQqmxJ/Kp6Lsp86ktQcC/62kKgrYtznBolqBbfUypBphmpzNmERppXcS2CQCX9L1iQpAp/wSKuJoyyPOdUK3TQiswVvollTrp+Wl4UeZgauK7JlRt6/Lv3LXPj1T3+00fqHD7tgWkBMBSEvP11HSbqEKcGpg3LocWX99Z5YdqjZksmqoq6lxC4goqbUAkM5pcM5pbqjDYqyLRD3Rckce/pu7781Ud/9hd/5+sDHKClRhFScODMEpNBwo4NJusnFWNDHYZrMZ6jx3rVoEeSdnnxRMbxC5K/vL/OoVMBKAvfFPRSIO6SxCf5qbcukSH4o88F/OlddV48XqGX+QjPwTENqgYElj5IFhXb7oO8kLfJvsStALebK4AcW2mA5/I2w8jpsnl7JIwMwyp6TwMhi6S0gRf1gNc+oPkWYC8OmH0UXcThziTIXHkjignHRW1GuXUpL4NW2t/lhvqF0b8YnBlWtD8CZB6rrYxCZCZzOZlACklqqDxn0+i/ND8F0iQFlZKicmGDFjfEqSJKFVaiMCN94NM3Xl7rlb6ZVhoTDeJW+mb9ahCaFccmw0GPn7w95Jqts3zoLp8/+0KVTAl+8HVN/s0/UkTdGkkise0ERZd339zho/c7HL/g8eLRKmrWpuIJXFNQcVJGKiljdcm6SZN1k3Dl9pTVa+ulM9Y3APjP/cibMQwjuvPOz6B6r3DllgVWjy8TJiEfu8+mGqSM1BMOnjRY6jk8/WKNbuyQJRZjLlQc8G1IlCSRGavHdPn7n1/y+HcfHGa6VQXHw3BtfENQNcE3s3y2XSSx5alsBWfcFFoY0Vf/5CAvg9tSuVKkFFGSq+3jKOXeJx3ONy0wDUyh0xrKeTsDFht9NdKK/jsvsQWZv3gvi8lGIWcRQgwCUvuMwIuq+CWqtSz5Hpaddy82/yn+3uLPaaBp7ZkQsv91jFTTVE1D9itrnBiMVSS3Xxfy8EuJVsNnmuudpBAnEMd6Th3lVnz6gJ37nVO8B7JPCCu7bfUFF6XWqAjOcm2D3Zu6/ObPN4kjwYfvqnNsusLhEw4qHUFl4DoJgRexdbLLv/rRHlG2wOMHl1juSg6eshmtQcNXfOI+n1NLLudbLp1Qsmr1dq5Z/+4oTVPgV78xwLesHccL/F9Vrx/f+aHPHL/1Y/cpmh2LVk9xbs5gOYZepuh0DSqWoO4IJj2o+4qqJwg8QcXX05Vdm1N2rasQx10ee95jdrkCfoBl2lRMpVuSvM92TAaz7ZJuswC5nYPb7gM8b11szSUvJG2Wleb5l+lAzZNkPHfIod21EUERBagoJ8JZslS9zVIVz0EuSlYJSinIyNXseVHPKQB6bKcuAvklWpQVC6TC86WY4OTOu+SgTvXfm6RFMFVhHaww+9rJvE0RCikkRpphJAaJkWEWIbKJSb0i2b01wrUiOmlClJn5tEQRpxClCjMBI876N7e+CY3+1F8/ufTdtdLqeWVvnqbay3xgUCQYqra58fKIv/wrh/1HavzxZwx2bXCpVSS1IKXip9T8gFolpOb3eMNVPVynRyeMiROHbs/hyvUGrW7GwnJEmNrMJxu+5lbW/WqrGb/qbX4VwP1KwBOPfaWJGjm0bcp77ZXrFoxHn3UZ9gMuX6d45ljK8fMw1YCKq6i62rSn4hlUfP1qVCXjQxlrxjNsy+CFVywefbFC5vo4lkXdUlTMDNdkBbj7qntLDECeJ0o4tpa49VsVq6j0KqfaanGyZeRUgJxR57kxX3nK5IXjHpg2Uhq4uX60/ypAXsjrcnrvIFuosI8WJIkGr45YzCu4yLki+QxQCp0hucLonpV+UYJB/90P1iqMRE29gEKU0tYyQRzrsV3hDWgUN1AmdAVH9r+eUVhfp3Iw0ku0X8quDSGvv6LNl/ZWieyMXiaIUqEXMYnKKzilIKgMUfTjFxFwFHIwQaJ44pS1oqIfgwgCo5Nx0+Uh27bHHD5tcvaCwjYiRusm9ao29Kn6JtWmRTVwqPg+FS+i4kWcPOfw7KE69UCSqi4PPpeyaXU9vW2Xf+i+++9tvvENb/rmAAf9hs7Mtd+3/2hwnZFUd29fJ9i0JiITHc42BTNzvga4BxVPjwz16FBSr8BQNWFsKGTVaJMkbfHJB1xOTjdwHIeGBVUryyckucuoiRY/FFEVFlimzKu3HLzs/PfsHNx2llfwnNeSE7iKSEBblyKeO2Fzft4Fw8KSQqv/pRrYQ1ykHdV//0BiZ+Zcd4EgNjLiJCVJM3qxbll0u9BPntTVNRsc4IqAqQLclFuT0vxdE9T0qwBXpvSPqdMTdEJJnI94izNDlml7Ox0wkuV2apJYKoxEkkhdxZN8Vh3HFhNDEVds6PGlx0Pi1KGXmoSpwE5y4bgxOHTL3N56AOuyrwr9ycwKr5YsLVXxsp+i/pw1oyk/8fpF/tPHa5xa8LCMlDDMaHUzlgOTqi+pBZJqx6DqW9QCmzXjLWYW23zteYlKfTatsrlpV8zl28znBc33IWqXgnLpIF66PvihD/OOd/6IWjs19N6od26qUu0QqyUees5gYd5lJMiXO1WT4brFSMNktCEYG0oZH4qZHO2yYdUShrnAf/+C5ANfHEeZFUZcQd3OCOzByr0/AsyB1W9HLgVuU+DYxaJH996erVmNjpPh5gsm19br/6rf5dR0wv/4QoUDp2oI26ViSj2GtOj3/P2nhTn4+21T9nt+2zZwbQPXNfBdQTdSHJvWZu9JpklQeYNSijwUgxQ6QyClLAVzlQ+0qk9C008jzbR0bP3v8R1tvnRu1mR6XtCLFGmiY7FVabZf9PQyt3UQfUP5goaQe7EbCt9JiFTCkwdtFpZdlGliCzE4k5QIZrpoFwSzYopU6skLkA9u3z7BK1PF9EUO1EWZgURyzY4uwgh54iWP+aaeqmRJSpxkxLEiSgRxUiyRJJ2ehWkajAz1mOtEQIIpLDZs3HPOkOK/3/aGd1wS4Jes4AA33XwznW7v4w/uP7LtEw9HwZr6KJsnLC5bp5hf0gGew3UN9KFaRr0S06jEjA11qPhN5lttPnyfxZ/91RjCDJjyoGqn/Xak3CKYhZQtl7cNkpAlVgFwU1du21b6lffuVuGbkpO4bFMbgDpWjGlGPPSsyWPPBSAdbEPqdXFevQtOhNlXGw1I+cWNVT7Quo6iHigmxzo8cSxhdilgxFX4jsJDDaYY/cyaXIybiZWzvhKvpRyJWKjLbTvBs1NcR1vlzTZ7PP3KFGHXpuqL3BzJILULEBVqfplPjySGoUikIjb0QXNQwU3i1OLmyzu8ZnebI3dXiRKbjmHgpkJPUPpxI2DECkNkyPxrD5iTAzsgrSEdjBH71Tt/JYnAKlqk2CRJJfWKwXvfsoxjnOHD94xydKHCQttgsp5R72a0eyndnkkYm2RKBzPMLwfUA58fe12X8eFF5toj7Suu2vNxy/K+HowvXcEB/vD9/5lbbn/zvrHh6s+nzVP1G3cItq4Pme+EnJqxWDVssWpMMjkaMzkSsm6yxbrJRYJgga+9GPM7H6lz39NjeJbHqqpiyM2ouOBZ4OYEqYEAWful2P22ZCW49e8VhkDFK8N18uqdVzvXjvvVuxL0OD0X858/UuX5Yw2E7xJYBtV8O+oUFbz/1MgPtKbID7LFrF3iuxB4inolZXw44qqtC1xoLvHoQZ9MmHk4bDlXppQZKssqnyJGL1fzGAMZn5UflB07w8uV5LWgS726xGcfg08/WMeVA0ndwLJB98UrxdGDCJByIobMPdVBMVyPcNyYJ55xmG85KMvAEgJLDJZeg+o9CNha6X1eLK3000SUqnlBDyjak2KtH+cg78UWhrC5ekvM1duXmV6Mef6EwYVli14ktagj1TYUji1ZO9FjernFs0fgwoJNGDls2HzD+XZr6ac2b7s+/no4/roVHOCqy7bTai5x6sjjNKM5XjkUc+xUlfXDBmsmBJtW95gabTI2tMzJCz32Pat4/KDP/fvqzC74TFZgOMjwHd0CGAP/oFL1EnnlXumb0q/cVjEHz0XKphocLgtmopVPTyxN5HKsGEHEfftMHjwQgGtjGQZe0XuXGG3FtKT/JLFKni2Wrtyeowi8lGqQUPEiPCfjH725yV17A84tjOKbMreUAzNTWKlAmWVu92CXuQIe/QnKIP6lcO5ynITA7zG9EPKRu4dohybtMMPpZvl5oAQ+qR15+56BuXwuMSRxKjETQ5Pd8klKYpp0uw6vvazDbdc2OfEVnyi26EiJkwrMJG9V4lcb/2sfcYXIhRnFkknlJLZibFnYWaSpIDHyLCaM3O9d4bRtWh2HesVj15oW/+YnOrx213kef8nllTMBz5+tMFE1WNNNEALGGzbX7ugy2pjmzGyVbtpgYmonlWr9G0H4GwN824ZV4f4Xlv+xV1n1ybC9FHQ6FutHAl5zheKyTQtIswlWi//2JZv7nxnizLRLltn40mDneEbd13o619bCZKW0ADVN9Q9bB1gVomSBZcjc+SoHeNEX9ycsujWxynK33O3KNnOGopngOiEziylferhGu+NBxcaRAtfIBlZyfS+XAuQlgXT+9HDyObtrKzwnw3M0Q1IpxepRqLohp5KUTmLimQInU6QpZGYRp1e2VihV3RwoA/V+4Xmex77krZZjxXTClDMzNqYNvVgHPdmRnrYMYhxLsY5JvqBKJIapMBOpOdeJJDEMYtPASk3C0KZeD3nba7t85akOJxdcOqaLm6xMdJapQiaiZICUrdi0Dg6eDCo3g/l9auggWgW5y5X+DMvI8ByL5bbNUtNhtOHzzhs7vP2GLicv9Hjg2WU+9WCV0y2P2Veg07O4mSqBk5LGFju3rm6bJv/Y8deEf22Azy9dyHZsW/9krfL65Y989EiwdsjmNVe0aMUdHnsl5oF9BqcuTNHtWGSppG4KKq6i7mfUPEHVN/A9vU43TZ0r3mzHdLqpTgqQA3CbpsxzzEvgtlbaS2hgFyr8tA90Kwe2navvpRHz8LMGd++tgOvo6p1TNfvVO1/HD8aDhSC2MCdiYGuR+7XYOafdkHqJkqUJWZoSZSZJn5BU/DpworrUJUqHOCkHI7k+0E0db2hYgKk3jVEqiBKIYn3Dx4YiSrL8IGsMzJYSRWIIklgSGwozzTBTmb/0qDA2LLpdhzdd1+Y1V7U4c79PnFi0pYmdiBX0BZkb3wupkIVdG9mAHCZKlZxBJe+T0PJxZqsrWW5DHCtM08B3tMd3KzBodS3qFZeKFzNZT/iR1ya89boOp2eb3LvPZ3be4XMPB9y8q4bvC9ZuuWO5MbrhyXZ7JvtGGP6GAB8bHwec2W549D03XLP7qy8ceMj66NccotDjzGydMIQhT7B5ld6kLbczHFtQDzTrsFYxqAWSiq8IXEWWJTz3SsZiU1dQKcumQANwW301djEXL3pU1VcIFSNBDe7cys2Msa2Q6aWED365QZh5CNPClQKvVL21TcGgehsGGOX2qH/oLVqhgUmkYaTaUEiofNGREmX0D1Rlf5Ayl/tVM/AC5Khc9znI+Sy7dBXtdkpp25joKYOVZFiJIDEy4rzHTwyI5cBRLMmzRxNTH/KSJMsruUkU29SdkF94a4tH9lU4uWzTNQxcqWfiZqowkoG6aZCRWszcs4s47bKEHlG6gfW5ab6Z8PJJXQV8RxB4JtXAoN216OU+Js22xVLbRCkYqUdsGA35idcrzs4JetESTxyQXL/ndTFp+p56tTYbq+Cv36II4fLsgeME9Y1n7GrvaC88uH39UI/Rhsu5hYhDxwXrxi22bxQgFrn3CYvAsRlt6NHhcA2GagljjZDhWpsXT4YcOlfBSB0a1bxXLOnx7Bzceg5dVO/CbiKv1mUlft6v2qXqbZkRD+43efLlAGwHU5q5fjPnIBuDjMaBrcXgRis8XLS9RUk0XYoClzIrHsSAnpikJVCrUlvSX9VfREZZyUUpDo/5eE+ofGJRdPCKRJHzRvTGsdg8xqnCSHT/Hpu5Ut0QudhXkJZalNiQmInEMnUvHscW3dDhmm1tbtnT5BP3u8SpTUtaOInC6lMVcp5Mkp8ZCvNNgeajr0CNLP0z9efbpqLqJQTrmzx6SPHKcY+RQDJWz2hUJN1Qm2oahkmmIu7fn0LqsWO9z4ZVBgdOpEzPutSqKVvWOdx289ajm7asPtNtHmWsvvkbAlzyTS4hJM/sf/REN8x+cdu2XayZ6KGsJU7OJYwO2ezZCRtXL3DwXEwvNhiqWowPm6wazdi4qsvO9YusmZzm5Pw87/+szYnzdq6WWWnpZpfbkqJq99X4g5dtpAwsd/OxYO5X6Fgx8+2Uj9xdodPNq7chtN9JaYHRP1QaZYMimX8/hedJ7ktulpPcilzPrO+mWqQvrLR4GLx/asXR8uL3tvRa8d/5/l8MHgGJQnNG+mp1SBNIkow0zb0AkzxLMoUk1f1uX7SQ6I1msbKPE4M4NYliC9e1+Mk72oxUuxCHRGlGOxX0UpHPo3XYapQookTfVHGiRcVJkn+cZERxRpRkRFHxpNHfi8oLwMaJlH/+nlkmppY4thBz4LTi5HTK+dmImfmUuSUD24LN65c4PNNm38sJ03MGq8Z7pMY8x891CIKhF5oLJ97zV1/86AnD+Kbw/cYVHODKnetYXOpSq7nnXnhWPvQ/X3z6lq/s7XL52oDb9qRMjC7ysa9m7D9Q5aoNNqvGDNZOpGxc1aYaLDG91OYrD5p89ZlhlhYrbBxReE5uo1xa4hQHyhVWE8X4zBwcKMszb6twnLViLCvCsnt8+QGbB5+tolwXq6je/bn3yrbEvAjkhiEHo7t+dS+H2+YAz6tsvxxT8tK+COw5yi8N8NJLO9PqI9pALVSM3DKyPrBF7venI7PTNLdHSzLdd6dGH+BFFdfVO8NMZH4jS8yiiic2vU7C665q8Zablvnwl10S06IjHeykUDyV5HtFPy5UaVCo2WZlj5cioFDmZkfdnsH52QprJzL+9Y8v88Czbe55usbxuYDFjiBKIqS0CTyf11/Rw3WW+dR9GfH+gDdfX+HHbj/L88dHOXMh+7efu/fIC7/1r34T+N//5gAHaNQ9Hnz0icOBX/u/p1Zff8vVGx/nmh0h5xZbPPCC4uCRGrs32mxZa7J5TcKGqWUqlXnuehI++dUGZ6cDxisGOyYUVV97XPhOvh3M1++WRb/vNfNFkFkCu5kvdPRipzDB15MT04xxnZClTsaf3V0lxEUYFrahJyd2v2KXGYMrXai0hVjJdaqUolzEketNYIbRtxsu2HUrfUzKHt/f9LpI5DOYcZe+QJaRKUWcSQ3urOBv64DUJMv6QE8LUKd6aqF9AUU+h1b9eXSSGCQFyA0Lx7b5mTd3+MKDHea6NpE0aUsjn6jks/2iRZEFLVf1R5ZA7sNC36uc/oxe5sQxlyg2mBxx+anbl3j9VYt84sEuX36sTnzOIU4jwAI1zO71S8g3tDl8qsejB6ostmrceMPVvG399cRRBw3wb359SwAHmJhYi+NVn3zNNZ3PDdnn3/XAUy/z0kmbuutz3RaTjasl29aFbFk3x5HzHf7LF132v1xDJDZXroahiqDim/0tpWUWvG5tfG+ZRW+sRQdW0SIYpUNlYRaUA1tbKWszzl4Y84ef8Nn3coAyHExp4OepumVgl0UMBbC1dZgmVZlm8T0MKnfxkrLgmacorf4dOFuV3qtvBuxXKdYu/gKl/6syzfdWKtPuriqv2pl2gEpTDXYNfP1Kc4CnGX2wp6VWRR8yMz0fNwxM0yKKbfZsbfPP/uES/9fHbJqxRVe62FKUwrjyMNgV4uzBE0gLJ/STJE1VfyauMr12b/ckSy3JQtNiuOaxerzFz9/R5KpNs3zk3gpPHa3R7Ao6PYPldp0dGxyu3LjEc4eXSOQVBI0rPrduw/on417rW4Xttw7w7ZtXkXbPnFg/dcM/mz67zxiqVN9xw1bJZRuh6mesGmvTSxf5xEMZDz4zxJlzPlN1ydSwoFHRAuXA0wyzMNI/VFc7F+DZukqLPJ+m7+xaePOZpcqdtyaFT7hW5vd4YL/kL75YoxO7CNfSc29ZmpysGA2KwfRkxaax8AdU/T68H1lYtCYyQ8isxPH++lHdKz581ZbnG7/fAx0loFKUSkmUmYN5AOoC5EmqMPNQqCQnOelDZu49koqBGX2WHz5Nvb5PkpQotqgGFj/9tg5ffabN/fscUtOgLWwNcFlmPRYbUtFfApHfdEUicmzo709hACZhpIhiPR4OPMls4HBh0WJq1OeGLU0m6x2++tws+w5VeOaoz4VFyYvHHXasH8WtgOM37hxffeM/e/7g2ZNXXrb2Ow9wAMNbzb59T5xcv+mmF3bPdd7x/EsHQJism1QcOrvM/7jLJQoDhlyTqzcIRuomjaqWuo3UU8aHe7Q6KU8drGBbJp6jb47ATbFM7UoaxblTav6m9sOn8oOl3beciLHNCNuMUMT8xVfqnFn0wHEwZDH3pj/PLUwyzX4FL/feOdjLFd4YrLjLINc/0IxMqlwhpEORxMV1W3w77+yr742+F0oGItUVPMl0tEiq1EVAz9uCVL/SNDfT6Vd38eo2JRvQaOPEwDRNeqHDZC3mp9+8zAP7fVRqEgmDtjBWpF/o/YXCzE3xzfybTjIteUszzetJMg12x8owLXjxWES3o5hoSIarBo1lg9lFj3MNh1WjPX74libvuHmBD3wx4diJGjs3RnTDJaxgN7ffeP0L504/eXLP1dd/W+/ltwVwAL+yivVr1/zeY88e3tSM5/5hkizw7Ikef/mVKp7w2bHOZKwhtYdhBRrVjLFGyGi9yZnFJo8crDA747F5jYHvKBqVhKFqiO/GtLoWp2d80lT0fUn67kpm2m9LtFd4hGWFeJUeX3zU4qF9AZlwEIaNLfXkxO4Tqsq6yxKgi+1f4RYrLwVuVVrC5A4BRsrZWUG7l/eYDNqMi/WU3zaw++jWHA7PFYyNxixOZzqabwWouXRFzzeqaXnikhUVXa/wE0MSG7pFSfuV3ARlc+vVIW+/fpk7H7ZQFYOucLWIQmRamJ1vOi1Dj0OF0ONekcL5lqLdg8BRNFLNYqwGsG4iw/GWuf95xYtnqkxUMkZrCbWKwcy8wZkZn/Ehlw2rAt77lkX+7J4uZuqya8soGzaPfvzyXbt/b3nh1Lf9nhrf7if81//yflbtvDFsZWu+dNPmA7eeudBa98A+h6m6zw07TS7bCBtXZ6wZT5gciVgz1mJqbJ6793f4rQ8P0VoKWD1sMD5sMDacMjHcY3x4iVQucPeTHs2mi2HInFyl1+Ouk+I6Wg/qOlHfebbi9ZhdSvkvn6ry2IEameljmBZVk74L1oASOxBR9JmK5RGlNaAC2HnCm5OTn8rOt7YV4Xkhf/IFky89VCexPVxTWzC7hT10nxlZsgw25Io5ezGpGeSBDhLlCk6NZcYMj4QsNgWPPlNFWbaOaZSsmAi96qmU/yr7gQQl8bShCVfFfLt/M4vBGaPuJ6Qq5fEDFu22RBk6TxMh+1XczL8H2xS4liTwDCZGTNau7vLCmZDFtoVUWtDiOVorsGdbwnteP8u55ZBHD3p0e4JON2N+OePCQsL5eZiZt7GMgMs3xMy1Mo7MDD/8Cz+764dPH97XGl9z87cN8G+7ggP80k++hdMn9nYy9a7ouVfuYsfUMpdvSfH9JmfmYTLosn4iIXAzPLfLR78mef9nJhhzPNYMCYbqJo2qYqQesXHVIo8ebPL7nx7BShyu3pTiu0Yuy8r9DK2cKeiE+G4P3+3hOD0MI+KPP1/hY/dUiYUNhomdCxqsQtBglKiffU/vAgRyZfXuA0WtrORiUMF18ldKklpk6GRkyUozfLhEm30JlXx/Sq5Kf6hvtKnPKwYCU2rSuc6+EaUkhaJaa6ergQG9fmXpoE3RE5eSAr7/knk/nouEExPTNPmxN/U4cm6Jf/8hAzqQ2YqmchAYGEKfbZxE//1CgG1LxoYM9mwX3HHDPL//mZAnnxvBsTIqXsLcks3ZCxWq3ij//F0zZOl5PvHAGNMtg4qTsn4iZbwCr5yVnJn12Lm+wrqJgKtvelf08JOyc8v1b+Kvc/21AA6wet1Wsizbe+2eq27av++r3lK3yXPHDA6dcXnM7xF4KT/7D5Y4cFLyHz++nobpsnEMJoZ1CzPWCFk3scxid4nPP15jebHCzildkcgBZeU5LZ4TE3g96tU2ltHl3ELMhZbi5AWHux4NiBIbXBMhjUEMdwmsxXKnXN367cnFFa7ECSnm3bJ/yMyXPEaGYQ6m2GXF/TdyvHr1JVZshVakG/fdqARpoiBLyVRGrEzdh2eqT+hKVbldKQ6epTalP0lRfVAn/ZAoSZIZeT9u9EFetSVvv6nLS68sc2omZLplc2quwlJcAQxMQ+CY+nCrdam6BZpd8tm2rsY7b1jixeM2x2Yr+HaK7yUEnoVr19hiZfzKey6Qxqc5eNLjx++ICWwb36xx9FzG0XNdeqnNNTuu6W5Yt3mvEN98ofMdB7gQQ3Q6vX917bWvVw8/deifnz1xwt2+zuSa7R0+/rUK52dG2f+S4gN3uRiJx7rxjLGG3nJOjCSsm2yx2F3i9z9T4fHnhtkyKmhUJL4rc5VPhuukeG5Exe9RDZpML/W4f5/JFx+p8Mwhbd4+1zT1NqIIkxKq5HmyMoHByEEucx7MoAcvkZ2MAdANqZBG1rdykDJDGilxrFjsGChh6LEZlHjafEtTkvI1APVgeqJyTSOZQT3IMK2EJCtNUlTBfymCn3TF1jPoLBcc5BW/6Nf7Vmxixcd9r8FcHKyUJIoNrt8R8t9+fYFeZLDvkMMXHm7zwNNdTiwNYeLgGBmerYhiRRildHoGC8sm0/NVXnd5hDRm+YNPC47PBnhOgudKPNci8CpsX9/jn77nAv/9CwHbxke40IS/fMBhvGqzYbLLDXsmejfc9Lo/sGz7N1zP+9bfzO8UwAF8382++IXP/dbu7evic434X9octY9PK0a8Bj/7hohMQBxbDPuKkZpkbMhkYlixYapDN17k9z9r89CzI2wZlozX0bZwviTw9GTFd2Oqfo+R+hL37U/44BfHuP/FOp22iUoiRNZEGGk+K9a9odU/BBVzbPrck2KR088RKttCrGhPigOlbk+0fUKGFHqreuqc4MEnXWJZbk/UN/UsvBSwV/x3yU9FFRk8meR110asvivmyPmM1NZeJlk5G6fIxVEDQGvgq37icFrahJaBnaRFKnGe6aPtATAMPQodaSjSxOGOPRY37oh59DWz/PGdIV95agrbtPEshR8qOr2MVidloWngz7s4doM3XBVhmhf4g08aHJ9x8ZwY33Go+w6Twx62b3FsxuMPPjnED9wcs2myzdxijO2tjsJ023/ct2/v79x621uyb/Ht/M4DHGA5jKOR4fHfPTHdjF46Nvvbk7VI3rqnRaw6DFUTbtsTc+iwYqhqMTEsWDvRYc3ELJ98OOXxF0ZYXzdYPaIYrltaVV2BapBS8WPqlR4j9WXu2ZfyW38+weGTIwxVBWMeuF7Cu17bYtVIyJ/fXWffsQBJaYlTztApWpSSwmagvCl7ESpWKNz7WzvVZ/eZRspSG06fM1FCavVMCdgr1+/5m/QNEP/qtf5Kb+8sE6yZTBmqxJClOt6jX8HpV/Osb8Cj+i/dhw9GhWlaLIaKqq1yfkrhX5Kzu2XG04ck//Mro4wPS952g4NvVTDNlFuvaLFmuIUQ09yzfxLPMPEsraxy24UCy8QwfGxzlNfsvMAjOxf59FfHqHjgOQmNqsncssOBAxVaHRjxl3nwOYPVIzavu4ps/cbR3w4aY78f9eajvyk+/8YA//Ef/mG++OU7u5dt3/K5zautf3vi6MO0w5BT5x1G62OkUcxIVTIxbLJ2MmLD6jmeeCXksw+Osapqs2EMxhoWw3WLoSo0Kim1QIN7uNbkvv0Jv/3hCU5ND7NhXDAeZNQDyVXbHX7iTQEb1/XoxG0Of3iYMFtZva0V20o9VSjGgrIE8gEfu+xLgl7L96mrqk+ycmwQtgGpzJ8G2QrSVNl/8BtW8/4+vxDrXtSHF+losSAK9UEzUyrvwUuGQFkZ3Hnbkost+ofQVIsPBjNxkROyJFZS5MDrf08vgk/dH/BfP72K1VMOvY7JNVsMGtWIVsdhzajJv/2ZZZAGDz47SWCLnKOf5BQIC4UFVMgyeM9rFjgxvcDBI0P4tqBelaxasrEMi+0TDmMNycxSl9mWzXUTr1Gr16z5XLPd7r7+tvf8TeH5Nwc4wGv2rKMxPvbKiSP++xyL/3bfg0/JiYZksRdyZiZg+2qLzWsTNq+Z49njXd7/iTGyns/WKcHYkMlwzaJehaFqSqOqwT052uLwuQ6///EGJ84NsW4Epmopo3XJ1KjNunGbpdYwYTek4fcwpeZoFIGuhWKnr9qRg+nJxeCWF23q5IoD5uCgKaVCiIxDZ0yiZDA2y1kXK1OPV5Tyb47xgVCgFPKa9+GOIdi2NuG546le+Cgzt2VTueZxEMBaJBH3K3k/s7Ko4moA7kSLk2PTIElT3abkX3exbePYHqOewemzBlXbYvW4ZiEqJVg/kfFrP7rIhXmHY6eGcYowKZHozKTUIootwrjG5tWCX3nPAv/5U4u8cqKB70hG6ibbN/q86Cs6XZstqwRTa6/Lhscue19k73gl6p77TkDzm9Nlv5VraOIqjh3rRus33/TBY+eCX149OYEyezxx0Gb1iMfubYr1U3McPNPi/Z8cRUY+O9cYbFhls27SYvW4YqyRMlRNqFciRupdsqzJnU/YvHRuiImaZLySMVyVjNQtRuoGrqOIk4HhI7ntgW3kXO6LosSNi6t4f2pS+jXXRhY6yT7QjQEHJVMpH/mKy2LXQEh5UQqbetWo8BshvMy+Qw0Y5gM/Fd2iVH3Bj9/RAZGSZVnODS8Mdkrhq69qU/LDZanKF3143KfBSuJEEsV6o5nmfbjIi4FjZIRRwuxSxoUFg9klm9klj5n5OpvGHd52wwKZ1WWmJVnuwnI7Y34p4dyFkFPnE46dkRw8VsVQI/yLH0rZun6Jo7MRz76ScuZ8lRt3QjvqYjuTXLbB+eU33HLdB2vmTHTL9du/IwD/jlRwgE2bNtNaPp2+96fffOTI4VrzI59qVjeNJly9LWN0eIE//GzCwZPjjLk22zaYrJu0WDeZMj6siTNJYuLaCdWgx3B9mTufUHzgi+PULJvJWkYjENRzw/16BQJXZ2oiUmIlUNLEAy1sMFXf2s22RD+PsT85EeXW5OKqvVI+JkV+wDQ0wA2ZEcWyPwNf4SEiVlbxFUC/COfqoo8HvXgxCx8kFatM4pgKsgRUqkFarOxLbUoZyJkaAF0V48QUUilI+pRXfYMa0sAyTKI4JYpNLExMoYCUMLHo9jKa7ZRFV2LbJrbpYBm6JfnFt81y6PQcn3tkiqqjxddJqpjNMtSFlPGGQatjEcYVtq2T/JufmuPFMxf40y8M87X9Hrs2uuza7LJx52ub63dcd+TYqZl00+Yt3ylYfmcqeHEFVY+Tp5I716y75Zd273nT/NS4S9Wf5+69kuXlBqsrFltXm2xZa3LFlh6b184izGn2HopYaktMM6Pm9zg+HfKph+pIAiarioYPtcCglqc4aPtm7Us+t5Ty6PM+3cii4ijtX2IzcKLNhRTFqHAAxkFa8co2ZdCLr6jiOdAzoVCFSy0Ck/xzufQB8+tW8ZKcbYDwMrgHycSZ0jYKBmm/D09LQC76cZWVMu0zlSuLCpvkwZ9NUs35CSOdJNwLJb3IIIxMuj0b27S48cqQaiNkoSPohNDupjTbGcstWGyZLLUc5hYDsrTGD762w4ZVTRa7WmBRCwR7dnZJzCaHpiNePBZx6GTGK6d8ZhdGGXEavPn6mNl2B2HavPWNt8zfftNNv1R3unca5l9/JHip6ztWwQGEGAHg1PnFD9944y3m1DC/9+V77x+zRZcrNiecm7bYvMbkyi0dlsMFPvGg4sDRIcYqFcYrJs6qDEWPP7/b5f4nR9g6DsOBohYUAbQG1UBR9VMCN6bmdzl2IeWVkxU8YVJ1Unxb4TsC35V4jsTK25LCZkF/n6xoLaRQr67kK3z58hGhlfL8YYOzM1afZGUINZiilPgo38a7tqIPz3I5b9/jLx/frRpLuHJLyP4jGZmV2x6XwJ0VW82+LnTQvmSlv6Awuk9TkUvfZN/r0DQUjm3TSF22rwlZNdzh2OkKzRAq3QzPSfoekbZlYlsujlXljXu6HJ2Z5/2fDAgTPerdua7KLbuXeOHEAo887/P8sQApHALX5MxsRJL4vONWnx27br+w/fKbfg3V+bCQE99RcMN3uIIX19rJBr1e+qeTG2759Rv2XHHBdBKOnJVsX2eye1ubxXCBP7nL5mtPjjAeVNm53mKoltCodjm3EHL3/gYTdZOxakY9ENqQMTCoBlD1U6qezka0rA5fe97m2JzPUKAIHEXganAHnlZsV3wL1zaQsgDNYCQnRElvWDbI6fMyyv14iumkPPKixekzNghDjx9FYXWsVszAV2L8GzHEc88UdfFL9Nf1qTJYvzrjtbtCiFItflC5qWXfSWrlVEXlFR5Vms/n3plpBt0Qmm3FclvQbEtaHYN2z6DTtVlqekwNWbzuihbdLGKxK2l1odVNaXUSmm3FUstgsWkxt+xxfr7Bm3YnTI42mW3DYlNx8JjF7PwIb7iqws+/vYNfa/Ps0YiXTgg2TGVEacjo2JUX7rjtxl+H9E+FHP1uQPG7A3CAzWtr1NM7P3jNZcavBtXV89dtVVyxJeRCq8VH7vHIwjpv2O1y/S6DLWtSVo11aYUt/vQen8XFKmsbGY0A6hUdMFUNBDU/oxYkVPyI4Xqbk7Mxdz1eR0UOw35GxREErswDskyGagZjw5KRhuaUhVFKkmRkub5sYJ+20v3JMAZKdykK67IMYaS4rkCaBgjtM26WyP9ff2jyrZV0dfEUJSsydiRZIun1dB+uueFFiyIuMS7Mudh5HDh5+2WZmnsvgPmllNmFmIXllKUWNDuSZsek1TVZbjtYhs/bbojYPN5ktgXLPWh1Fa1OwnJbf85C02Bh2WF6tspQpcY/umMJN+hxZl5x7GzE3hfgvr1DOGqEn3hjzNBwm+eOpuw94LB50/r5k3OVX/3//dGDHxRi+LsFw+8ewAFG1v0orxxXf3H95Wv+yapVq5txusxTLwnsrM7bbzK5/foO1+ycZny4zVCtzSMHUr7w8CgbhgRjNRiqmtQqZt5/q8ECqNrDMtt86UmbZ4/WGK1A1UXbOPuSamAyVDUYayi2ru0hzSWOnOux0NTC2CxT/cSx/rLHKFNjs/42U+RresvMWFiAvQdsmrEJUg6EAKLUd4tLHyq/Ke4LcQOsWNVnSsvLXEty7a6YxlACuVomVaLEQRGl5c+Ap6LyG9mQ2sRopJ6wdd0CSi5w9GzC3FLMQjNlqSVotg2aHZ1strDss2u9xVtvWCLKIuY7kmZX0exkGuStjMWmZG7Z5MKiy9mZId51k8FrrljiQlsxs5jw5NEW9+4PuesRD6Ihrt+eIESHVWvWNjNjyz8Zr6d/8X/+0g98NyH4ne3BL3UdO2dlrd7wx9eMJomRdv7cVnPu6/f0aNQ6HJ0OOfucz1WbLYbqXT7x1QZraxbrR9GbzRzc9YqiFqRU/ZiqH1GvdDh5IebLT45hKpsRPyNwtVKk4muT9+FaxvhQxLZ1i7w83eXoTIM1dUng6dmwoOwoVah4cpCLIkZkYN9gmRnnLwieO+gQJRbSljr6pDioXjz/XnGpV3UpKz3++n+q1Huv9PULDMlVO2NGGzGL5zM9QYEVh0c9Jckla5kWPhSHTSl0XF+9kjA1tsy9z8HBsx6G1Jk9ettrYlsmrpOx2HKpVwPedO0idz3V5NzsCDVX4FraMk9KgZCQKYM0tUjSANMc5UdumeXhZ0JGGx6v35pxbmGBuabFA8+6rBr2ufyyVb01q6d+4ZqdtU+fn+38jdbw38r1Xa3gAD/zkz/CLVceTbdvkp9ev3b8J2+9cbzXCds8eyTjy4/U6HYbBG7EZx4x6bQCtq8SrJ20WTVmMdIwqFcLcCdU/JiKH2KZHR4/aPHsoRrj1bx6uyLvuw1qgfYonxrt0o2WefIQtHqmdhjJn9kyX+eXfU8K75NiuSPKdmUyQxgARt5/C+zSer/vDV/gua8bVt+wAy/U6f3sHyUuArm2HM4yE5GBytKcOsuKQ2TBNYlTbe+gLRtUf6upoH/T+o5gz/YOth9yZl6w1MpodhJanYxmR+hWpWMxv+Rz9RaL11zWpJfGLPYkrZ6g2dV5msuthPmlhDMziuNnLV45WafmDvHO1zZphorA9Hnr9Q47tyQYZkRXru351VU/iVf59Jf3Xkhv/Q5sKr/Z9V2v4ABXXv9LLJ76f9L6mtnPzCxu/OnI9P7s5PRJ/4oNLru3ZRy/0OavHqmxY8pmx3qLdZMZppHQ6pq49iCHs+JF1Pwes8sRf3bPGIZ0GPLSvHoPwF2vpNQrEWNDLaaXe5ycqWBgYBs6c0YbfoJlaSPPIpXZtgYAXwFCQJDxwjGTCy0bTM07t2WWMxfVCjbhYGFTGgO+6utdNDvvHzYH8R+pMYjNThKDsapg18aII9NlTai+9HRE9G0njJwy7CQq906RZPmCRymLDeMpjt1letZhyNdhAraV4NgWniMJXIvltsNwPeCn3rTA1/a3mWsOEVii7w1jGJCmGefnMgzDYLltkmZDvPPGiPnFZfYeGKYXVVkzscjm1es6nXTNz773l8c/88//xYx6/2/8zN8G9L77Fby4Gmt/ic9/4Qr1y+8//sl6be0vvHbP2qVqkJLRZN8rDjtW+dx4ueTay7r4wSwPv9hkZl5R8VLGh7qM1Dt4jvb8vrAMS22PoTz0KnAFvldkKSqqQcJQrYdrt3j4gMnJaZ/hQA1smi2Rm2pqSq7vJgSuVgzZZooQqh+olKlBWb7vSZvjMzbSzJ1q841pPzSKgemkyl49GSkwWU5WGySsqX48YJbztONcL5mk2id79Rjcfm1EYVI8CKzSnxcl0IkE7VDQiRRhpCMBozgjihVRLIhig6WWw/oxi5t3tWilCXMdQaur2YDtbkarI2h1taVaq+PS8C1GGx16aUonElxoCqaXoN2FiWHBTVe3WE5aPPVyxOMvCF46NsruzZDJLq1eQk9tXtq0bvUvvOfmRz/52Q8uqff/xk//bcHubw/gAO9654/w3h/aynxU/+ii2vlPt+26bk5Jh4phsmdHyp4dszRq03z0fsXRUx6eA8P1Lo47jzCWSVJJLxJ89iGf89Muo0E2qN6eQdXXY8SaHzNc63ChGXLPUxVUZFP3VJ7KJnFtiesofDej4ifUAk0PGG208dyYTEmiRFfNLOdn6MooQVrYhsQ3lNZ9lvwOoTyPHkw0BjbKKyNMVppu6mkOSguG48QgikyixCROTK0gSo08Kk9r1a1cF2mZGuStSHCuKZluSpY7gnZP0Q0VvSijF2f0IkGnJ1luW5jS445rQkYbbWZa0OyQgzuh1YFWR9LuWiw2Nbnqnbd08ZwM01AkIqKVhcy2FJ2ewZYpjx99U4sLYZenjnZ5+uWUVstn1VSFG2+6fu49b9n4T3dt9T/6/Knrefe7/+HfJuT+dlqU8vW+X/gpAJSa/gswza/cO/67W5fuH3v65VkMw6KXRJybrnLLLpudG0Jmm8v82Vcc1o34vPYKi+0b2gih89SrriJwJYFnUvEFVV8Dtl4J8b02X95v8PTLNVZXwHfAc/LwWFebgVa8hFoQMjHcZLnb5snDBgKXYd/BMRXCVziJoTeJxalUmngSPFPh5RnvVq5sLaRhKE2/7QM93yYWl/5Sg0Ntuf9XCu1EBf2EaNNIcWOTJDXz2bYmjtlSR7FUHIVlCdaujsjMLs8fdTm95CJE7iljCTwno+tKOqGuzPPLHtdubXHrFU0+/WCFxa4WgRc20c2ObvlaXZswdkjTEEco1o8Ibt5tsHpqkTsfSXnplMHEiM9rd4e89ooecc9i18YFzs6t4Sfe/aYLI+tu/JcLafwXO1YP/W1DDfhbruDlS4gJwP3QHW+85dd3XPn6C5PDI9T8iL0v+uze5HL1joypiXnuf1Zx8EiDdrtBGJssdQTTixZ1V1JxyRdAklqgeeS1QE9ZzsyGfOKrVT1lCTICV+DlGTuBp6j4etU/PtSmlyzzX79g8msfGOFj91Q5csplqWXnppC6ihtSz7+FYeKZ5BtTRcUV1HydDNEJJa2epBsLwkSbY5bHdcXMrjDbNCRalmdneE5Mxdfm+mFssNyyaXYsOj2LMNTMvDi1SBKZ30D66eFaetO7acrkJ26D3//FZf7Ju85huh3OLhssdwWdXkanl+pfu4J212Sx5ZBlPj98a4fVY23m24JmD5pdfeBcbiuWWwbNjkWz7WlBSpBiWxBYFS5fU+H2q1ucWuix7+WUZw7VuXm7YHa+B3KKd7z1dRc2b73l1xuO+aEd67434P6eAlyDPGBmlg9edflrfuXnfuxNC4kcZ/VwnWt2xKyZmOWep2NePhpwxQabTauhUY04Ma145LmAifpghd+oij6PvOJH+F6XQ2cELxzWU5aKC76Xbzc9qHi60o/UuyiafOBOk889OMZE4DPiCpZaglZXEkY6AMkw4KUTJgeOOZhC4lsKz9aTm3pFMtqwuHKLZHS0x6nljIWOoBdpw8qk7BWu5aYD03tDK4RcO6FWCRkfXuD8YotnXzGYmbdYbFq0Ohbd0NJZNanJZRtTNq2LUak+KDuWwHcF1cBkqVVjfnGMH7kF3veuaTIj5EJT0uoq2t2UdjfVy5qupNWxmFvyuXKjwda1LRYjxXJX0Owollt6QrLYgqWWxYVFn1uuyFg1GbPUVhw7m/L84TqXrfN4ww3LnFjs8eTBhNPnR7hixySrN79lYfeeW39lbER9cHzU/V5C7G+/Rbn4mhjzUVnvw553zbx48sLmt7wx/o8vvHC/9cjzkuePB1jCZ882wY6NLSp+RDOOSVOXsapeBA3XJaONlImRkHrQI3Aj4jTi8ZcdUA5DfpaH0+p4uqqvqPq6NalX2jxxKOZzj47jmw5T9QzXkToPMxV9KZdlwEsnDF465uBIoWVatm6P6hWDsYbNrk0hN+5eJrzL4PlXND/as3WaRRFGVT5kDiJLMjw3oeq32Xekxwe+WCUQGTvXK5LMyPkhKb5rkaYmuzZm7Fof89XZkhopD6HthJLpeZ+hWoN33jjDg88usvfFMWodoQ/UdornSDzXpNLRU5KpUZ8bd3R48PmIZuhgtrRYWcoE25T4rkGj4jAx4pOlCc2e4sWTCQqLNRMBV29chiSm1+sxPPWG+MZ11q/uvm7PEZVZdwnhfK/h9b2t4MUlpJuF7dk7f/6n3/FHW7Zs+d92Xvb6dHqhkTWbNrfuNlHGMo88HzOzYPDFxzymagZjDYORhsn4UMr6yTamtUCUaYXT3LLg7icDar6g6kLV11meeoSoR46NSo847fDAfoeF5QoTdR1o69oGpkEeo13KiBda2OxIgWcqXEtzXqq+yVBNW9Bdv0Pxxt1NIhI6scir98pRYXk8aEhti+HaMUL2+NqzFk+/FNALUxaaCc02tLsGvUhPUeLUJEvlgF/CYFCYpIpeCK2uwfS8z0jg8carm0grZL4raXZhuZOx3E5pthTLbV3Fl1oed1ybMFrLc5xMRYeEkxcUFxZjZhczZuZtLszXeddNbUYb8NrdPTAW+do+j6pjcdk6O3vda25PN2/b9r+t3vL2P3rl2Pydrut815c438r1fQFwgLHJbRw9eipyvKkPb9205bK1a3b9m7e9doIrNs9x+HTI+Vkfx444OxOwYcxkzbjF+LBg7UTIcmeR3/2o4iP31JhZ8IkTkzS2qNl6fV/N25jhesJQLaJe6VENOhw+l/LpR+rUfZOGp/oMRMfS6hQhVD+TvWArWbmgwrH1oVUTuzTTUAiBKRUqy1b235RcqyjHl+iFkpUH18aZIFUGUaLo9lI6PUWnJ+iFkjjWcdxZJkCJPrFLKW0HEcWZJlB1DJbbNoutCu+6OWLLmhZzXVjsCBZaisVmwmIrYbktWG5btLs2prSwDZisw4/fHvOrP3kBt9bl9KxibiHm5Hk4ca7C1LBHmCRMNWw2rQ15+tAyRy+sZ/vWy//N6Oi2yzavW/3hODwX7bly818fCN/h6/sG4ACbt17GuvWbuk8+N3/o5em3/O6u7et/OzJ3pCdmh1g3kfLAc2Dhcd1Owbb1Ia6dMlRr8cThjAvzVWTi0OpYIMB1DGqeoppHi481MqZGe4wPt6hVunhODyVS0tSh4ar+qj/wJL6b4Vh6Lp31rRR042zJUnCsJXFs/fgv5udZn09CP4fsVcab5f8slEC5aj9T2mS+F+nxXhhDGEuiROYHXmMQ4CX1njSM9Q3R6mS0OpJWx6TZcTGEg0lIO86Y7UrOL8P5BcX8cszicsZy26DVsen2HCSKigtSVZiqB1y7c5m5TkoYZxw+22PvAUEW17nlqg5Hzyo2jVvhrTesnR0d3/7bt95x3e827LOH1q5Z3d2+9TsnVvhOXN9XAC+un/zxd/Izb3owvfVNP/ebN7/u53/v537oDeGGdS7PHHTZvcnksk0tTlxokSQR00tdvvaMR8W2GWuAa6c8cVASRRZDAdQqBsN1WD3eIfDn+ewjLV46qV1PpWng2SbVvJ+u+Cb1Kow0tHQuywS9UIenZpnuzY3ca7wIiXWdPKTKTrHNGNPMKHIryzpNBr+8ihabKe1LkqWQJBAmEMUZYZTRizTA4zgXBitNfLFNPdeXApbasNDMWG4n+TzbpNPT8SRpIjBQbF/f4+23XWApjjk7lzHf1IfIhZaDY9nccFmXXqy4sCjptANuuyphdLiNYRmsmYo4cKrHMy/b3HSZiXLqJNZNX0OFa+u1yu986nOn0xtueff3GjaXvL7nh8yvd91y+49zfmaZiTH1r8bffKs8fXrypjMz98oNk82bzs1PmyfPNVhzeci+V2xs02PIEzSqgsDvsPclBzMzGarqQ+DUSEK1ssRf3Kt47JkRAtNm06o5DhxTCCXwHYXvmlQDyWg9Yc34MgvNmBPnR5gaEfQiiywzELkwwsojvx1L4lp6I+rYKcKIiTMd2z3YcJZMgUpm+Vp1I3MDHu0oZYkMpVK6sUEY6y1kWGwgE4Mk0zo7KQSuCY1AMDlicPxCj1PzJpaRUvUzWl1Bp2vCkMmODTHnZuGKVTbvudFmtLrAR/5qmJl5g5GaYn7JYuOUxzXbmzz5QspSK2Nm0SKoVNmzRXF2JmLtqOD0dJPlcG1yZm78sR/5wbdkm9dvfPo26I2PNr7XUPmG1/ctwAEmx2vFh7/+xbs+x+6rdlebneYfz802fmSkPi2ffnkJ0wi4YXPMwrLN6vGI5W6HUzM11o/KXMMJq8ba7D8a8vCzQ+xaHTBUkSw2JXc+7JMlksAD35XUAsX4cA/Pn+e/fr5G1QDPKeKkJYYQ2EYRa6jbk6J6V/2I2aWEfS9XkamJb6lc0Z9bu13kTZgpPamJEkk3NKlXLK7e3qH+SJflbpVeDvAoUoSRIIo1bVaaGuCeBXVfcsVmkxuv6vB7H7eZWfYZrie0uzatrollmPzAazo883LGwrLHS8fGuPXyczx/tMnBQzarx1IWmhYnp2tsGO0SVLqcnrWYWRTMn/UYqcJopUWUDPHO21ZlYxPbPhX4Q++Nm6ea46NXf6/h8S1d39cAL19vf9u7OHX6SNO23X9y2Y4th194/qnLT5xZeNfZs4c4fl6yc51gZGiJu/ZKCAPWrtEtRS3IiNIODzzjUrNt1o5LxoZiHKcHwqfuCFwLXFdS9TOGax3u3w8Hjla4casijLWnCAhtyyzQlduReP3NX0Lghbx8VnHwuIcjJBU3xbV1qJY0BOIiwlWaQhQLeqFBp2eRpi671ndYN97j8Ikq3QjCWNELU62bjLSdmilMQBvP25aBUpLL1pvctqfFQ/t81nYzupGiG0laHReRtQnjmNklmxPTNqsnarz+qgUOHQ9pdgxQKSfPWezYUOcfXL/Alx7xODdrsXVdjxNnFVs37yRm+HPbdl37wro1E3/Y7YXNdes2fa/h8C1ff2cADrB2zWaA2ZcOnfzXu697z/qdOw7x1HMj75IvHGJ2eZ7HD0oefK7GjZsljXrMgWOCkVrGCycyjp7y2TBsMjUqqFU6fOJrgnMzPiOByi2UBZ6T0qh2ePhAgGdqE3d9mMuwbIVjCTwBni3yCYrC97Q+1DJ7PHHA4uyCx2SgqDhQ9QSeo/f4hQhB5v4sCmj39P9zrIyFpst43eTGyzo8fzSlFUo6oaLby/Q0JRR0QwtbmESx6it2kgSiyObGy5a586GUTiiIIkUcCxZbLmtHPH74tiXufczh3AWD6TmfraubXLaxw/R0hcmRLgdOZPRin1svn2PmQpfAbRLG49x04zYaI1d97sYbLvvf20vNE5XG6u81BL7t6+8UwItrx7Z1hN0LJ+z1O39ltml9eNf2y/7ZVx468LqqcYCpWofNa1LCrMVwZZRq0Ob8MYVnWKwZM1k9FjPbbPHlxxusrdtYZkYn0uZAgZvSjULIXAInZx1aCtAHMokkyHnntUBo+ZwXE3gRnTDixRM+aWzR8DOqvmC4ZjFUk8w3I2YXwHU0b2W4HnNhAeaWDIZrBpZpEXg2k8Mul6/v4nsRzZ5Hu6tYdlKCdkq7a9LqWgw7Jo2KzggKY0UYQ6dnYyLxvS7tsEaWKTwnZaEpaHeHect1szz9Uptzcwanpx3GRwImR9ocPh6x1DRphk3mlyzGhwI8Z5i3vmETyr3qwXWrzD+M5fbnzk33Tqya/LsHbvg7CnAAxxsDOJwpdVjAC0fPpFOv27PhA+OTJ7aIcK9x916HW6/skYglnjvsMFKxWT8pmRzt8Bf3m4z6LrfslhyeiTlxWqtz6pWYR140OXTcZsuowHUkVT9luZPxwD6XVttk+5igGhhaMTTcY6TepeLHPPWKwWMHA+qepOpmVH2D0SGT7etDDk+3eOpQwFgjw7IU6ybb7D2SceqUx461Nr5rUA1sljsu1+9ssXtLl2cP+sy29G5fP1kMFpsmG1aZ3HZNm5eOZ7S6Wjzc7hrsXC+4flfE0aOa8NWo9jh2rsexMw3edP0Qt1+zyMf+qsrJ8xkbV3tctbnJg8+1+eqzdW6+wuChFzKs+q3pjbdsPTy1Kvlfpja+5hxwSHx7FgHfd9ffWYAXl9Q/gENKnTyUptmbr91TX22ZV39qofdwDeNI8NAzPr3Q5botWtjsu118U7BlymLrupD5MOTUOQffVVSDiDCVoExdqV1B4CWYVkIYmziGpBpIhmqCVaNdhurznF80cCxNjAojkyFHz5OLKj9Sjzg2F7LQ8YhTTW8dqnSIlGCuadNsZ7S7ph7tdR38ikHNg6oD9eGMmaUMa17QqKYstQzi2MY1OyRpRrun6HQz2l0DgX4aNfOWJk0lM004dDpl0yqfKO7SjWLOzsHzR2HPdofX7lTMtS2Gx69s/9o/vWU5SdL31EdXnVkUxolVf8eBXVx/5wFeXEKsQ6nkxKYt609F3eVdWy83bpTilj+26scrwj7aGPWPcuhMxmzLYHZBsnujYM14m2PnQyZqQwzVE2yrh2Vn+I6k4mu5XL0S4roRtm3hO5KqLxmpZ4wNL/E/75ecPTvCz781BnrUHMlQblthmaIvZ8uyjDTNSDO9nNGbS5nH7unc+VbHZKntoAwPlUnWjQp+7h/A8fklPn5vg4llTWFtd216PYNumLGYKZbaGcsdk1bHJo57xGnKYithdtFioSU4Ox9x6KTF5Vsl127rMdIwmW9DmG1svvUNW+Y3btpmWqb4Rbey9fFG3V9KsywzjW872eb79vq+XPT8dS8hTIQQ2dOHuwtedfXdn73/pQ1vfuNbfvmX3/dTL1591VX76/XVz0ij0asFY0yNtWh1Y+pexpqxjJdOd3jkBROZmtRcQaMqGapFzLc6zC8bGNLEtQUVTzDWiJhearP/YMBIYPYNe2qewaoRyVDdoNlNafeU9vyLdeS2yrNjLTPFt1IcU+B7ug2aW8o4O+PSbHt5snDGwrLL9dsMJkbaXFhSNDuKbmiQZhZDNUW90WO+FbPYhFbXRmDxmsu7bN+4xKkZWG7pg/PJmR5SjjA+PtJbPTX1zBVX3/Tirut/+nfCUx/ZXGvUtk2unri7UZ9ZEEL8vQI3/D2q4OXr5isnAbJ2JwHkh0Rm/amUBjdeu8GoVS/7o8t2im3t5sHXHj45Z2RqgZGhmAPHE8ZqDqadMFaX1HzoRF2+fJ/FG661kQJcW1ANBKvG2nziEYdu12F8CJIs4ZlDAkOZbF1j4Fci7n0qpeZLuqFBPVA0qkm/gi+2Fe02eI5gpAFb1s5z35MmnV6dVRMu12xb5r6FhJl5hz07XG66vMnnH8jY2VH0IkmcWqwfs7jj2hYP7pc0Oy6ziw6BHSJTh6Fql2PnUiqezS27PZxgVTq8auvDu6esQ1Gv/b4wTVPTcll10wdUo7Gu873+eX03r7+XAC+uwO//84opdBKH0+/dvsseai/v/g/te++zH9l3LL1sg7XnMmviGsOY5qkDLtfuaBJFAY4VkSZ1TNnFVClVV1ILMs4tdHnphEHgCOpVRZxFHDvn4Fk2q8cUbrXFUtdmfjmjF0puuTLh0MmIxXmB68CjL9g88qzB1knJSE1Rq/Q4Oe9SszLC0GP9ZBvDjFlqZ3R6Fpevj3l8tEOzrfnhApMsMTBUjWakiJKYB56JuXKD4sScQ6W+mnVW9vSa4ea+RG42rr7ubdHE+Mj/2QvDhamx757Jzvfj9fca4Je6LGcCYAH4XwH+rz+5m7mM123ewh1pMveeN41n2y/fNMMDD5/jwmKXtaMJZ2dDVGKwZjTGMgWffchlacnEz5c8880MWzrsXJdgmJJzcykbJqAbZyy3JadmTOaXJJ4lCCPBSA3WjmtbOs9NOTHtsGosZmk+4cUTFmPDAcM1RSfM6EUpw4HDu28J2ftcxvFzEtuBoUqbk9MVtqyN8Q2PysROdl0VcF1VvDxWH/rUti29r5DwoAh+6Hv9ln9Pr//PAfzi61d+4c0ADz53aPZBBQ+N17PNKj6fWc7nsmYyufEd/2DyX07PHGFiwmNmegZDXiCLDd55Y8rTh1KU0P3z1ZsVjaBFnPq8cNTnio0Gjx9SLLUUJ+Y8Tpy3ufUKxfS85PWbBNftSFlaUlS8FvtedrlyQ4dHl1KePZbRmHEYqrTotGOm5xWPPl/j8s0h860ePTVCUFnH+g1d1q/eyNqRI7/7zAF17I13vE6unhqWQ0PpEeBuIf5uzq2/09f/5wFeXFduGwW4u/jvbnsWKb1G3Dv62OFDCUnmxGvW7PrnU6PRm9ZtlzQqGeeW9pOoJkfOO2yZSDi3pLhsXcywp7Wai52MMDKIEvBdwVijzeGzBhfmJVGUkmUxltFmZt7E8x0WQ4Prd0QsNg02TXm8cNQmqI5wx5uuZXRYMrFZsG7MuOfouc77nSC0Nm65gp2b3vrg5l29xXVrxr/Xb+H35fX/B/jXubxgFGAR+ALAmTPnmVK8VAnCieFJMpUmVPzDIEKWOybtqMuRM2H8C//w8t/CFW+vByq+PTPYsVHQSSNqQzY7tiTIiqQ2mrIhSYgjn6HxNlu2ukyOm1bPdb+4cfSh3zpjBtb4sIt7xiIIaly+ZxeOY7MxRo7UzOkrdqljQyNT3+u36O/E9fdjmv99cvUWPoMhmXjg8bAeOJnaf9Rg2ypBL4s4N2Ozc23CsfOSbWsVZ+YSkthly9oe+1+2mBwzxYXe0BIw/XM/9Mbv9T/l7831/wJPqKcp9uHebgAAACV0RVh0ZGF0ZTpjcmVhdGUAMjAyMC0xMS0wN1QxNzo1NjowNCswMDowMCuaOqEAAAAldEVYdGRhdGU6bW9kaWZ5ADIwMjAtMTEtMDdUMTc6NTY6MDQrMDA6MDBax4IdAAAAOXRFWHRTb2Z0d2FyZQBtYXRwbG90bGliIHZlcnNpb24gMi4yLjUsIGh0dHA6Ly9tYXRwbG90bGliLm9yZy9IzyijAAAAAElFTkSuQmCC', 'weight': 15}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 7226130
    {'hecke_orbit_code': 206410088475, 'n': 1, 'trace_an': 26}
  • id: 7226131
    {'hecke_orbit_code': 206410088475, 'n': 2, 'trace_an': 3}
  • id: 7226132
    {'hecke_orbit_code': 206410088475, 'n': 3, 'trace_an': 0}
  • id: 7226133
    {'hecke_orbit_code': 206410088475, 'n': 4, 'trace_an': 98303}
  • id: 7226134
    {'hecke_orbit_code': 206410088475, 'n': 5, 'trace_an': 107994}
  • id: 7226135
    {'hecke_orbit_code': 206410088475, 'n': 6, 'trace_an': 0}
  • id: 7226136
    {'hecke_orbit_code': 206410088475, 'n': 7, 'trace_an': -146330}
  • id: 7226137
    {'hecke_orbit_code': 206410088475, 'n': 8, 'trace_an': 0}
  • id: 7226138
    {'hecke_orbit_code': 206410088475, 'n': 9, 'trace_an': 0}
  • id: 7226139
    {'hecke_orbit_code': 206410088475, 'n': 10, 'trace_an': -32772}
  • id: 7226140
    {'hecke_orbit_code': 206410088475, 'n': 11, 'trace_an': 15978711}
  • id: 7226141
    {'hecke_orbit_code': 206410088475, 'n': 12, 'trace_an': 0}
  • id: 7226142
    {'hecke_orbit_code': 206410088475, 'n': 13, 'trace_an': -23281436}
  • id: 7226143
    {'hecke_orbit_code': 206410088475, 'n': 14, 'trace_an': 349442850}
  • id: 7226144
    {'hecke_orbit_code': 206410088475, 'n': 15, 'trace_an': 0}
  • id: 7226145
    {'hecke_orbit_code': 206410088475, 'n': 16, 'trace_an': -671072257}
  • id: 7226146
    {'hecke_orbit_code': 206410088475, 'n': 17, 'trace_an': 0}
  • id: 7226147
    {'hecke_orbit_code': 206410088475, 'n': 18, 'trace_an': 0}
  • id: 7226148
    {'hecke_orbit_code': 206410088475, 'n': 19, 'trace_an': 195706222}
  • id: 7226149
    {'hecke_orbit_code': 206410088475, 'n': 20, 'trace_an': -2822935854}
  • id: 7226150
    {'hecke_orbit_code': 206410088475, 'n': 21, 'trace_an': 0}
  • id: 7226151
    {'hecke_orbit_code': 206410088475, 'n': 22, 'trace_an': -204235521}
  • id: 7226152
    {'hecke_orbit_code': 206410088475, 'n': 23, 'trace_an': 6101133672}
  • id: 7226153
    {'hecke_orbit_code': 206410088475, 'n': 24, 'trace_an': 0}
  • id: 7226154
    {'hecke_orbit_code': 206410088475, 'n': 25, 'trace_an': 14614789727}
  • id: 7226155
    {'hecke_orbit_code': 206410088475, 'n': 26, 'trace_an': 0}
  • id: 7226156
    {'hecke_orbit_code': 206410088475, 'n': 27, 'trace_an': 0}
  • id: 7226157
    {'hecke_orbit_code': 206410088475, 'n': 28, 'trace_an': -9052979204}
  • id: 7226158
    {'hecke_orbit_code': 206410088475, 'n': 29, 'trace_an': -85191770166}
  • id: 7226159
    {'hecke_orbit_code': 206410088475, 'n': 30, 'trace_an': 0}
  • id: 7226160
    {'hecke_orbit_code': 206410088475, 'n': 31, 'trace_an': 15357554728}
  • id: 7226161
    {'hecke_orbit_code': 206410088475, 'n': 32, 'trace_an': 237242922057}
  • id: 7226162
    {'hecke_orbit_code': 206410088475, 'n': 33, 'trace_an': 0}
  • id: 7226163
    {'hecke_orbit_code': 206410088475, 'n': 34, 'trace_an': -16566014943}
  • id: 7226164
    {'hecke_orbit_code': 206410088475, 'n': 35, 'trace_an': 0}
  • id: 7226165
    {'hecke_orbit_code': 206410088475, 'n': 36, 'trace_an': 0}
  • id: 7226166
    {'hecke_orbit_code': 206410088475, 'n': 37, 'trace_an': -77721425444}
  • id: 7226167
    {'hecke_orbit_code': 206410088475, 'n': 38, 'trace_an': -476314869819}
  • id: 7226168
    {'hecke_orbit_code': 206410088475, 'n': 39, 'trace_an': 0}
  • id: 7226169
    {'hecke_orbit_code': 206410088475, 'n': 40, 'trace_an': -88855733850}
  • id: 7226170
    {'hecke_orbit_code': 206410088475, 'n': 41, 'trace_an': 938882938233}
  • id: 7226171
    {'hecke_orbit_code': 206410088475, 'n': 42, 'trace_an': 0}
  • id: 7226172
    {'hecke_orbit_code': 206410088475, 'n': 43, 'trace_an': -29709800063}
  • id: 7226173
    {'hecke_orbit_code': 206410088475, 'n': 44, 'trace_an': 0}
  • id: 7226174
    {'hecke_orbit_code': 206410088475, 'n': 45, 'trace_an': 0}
  • id: 7226175
    {'hecke_orbit_code': 206410088475, 'n': 46, 'trace_an': 1553142786144}
  • id: 7226176
    {'hecke_orbit_code': 206410088475, 'n': 47, 'trace_an': 1272741434580}
  • id: 7226177
    {'hecke_orbit_code': 206410088475, 'n': 48, 'trace_an': 0}
  • id: 7226178
    {'hecke_orbit_code': 206410088475, 'n': 49, 'trace_an': -945184029255}
  • id: 7226179
    {'hecke_orbit_code': 206410088475, 'n': 50, 'trace_an': -3573994524699}
  • id: 7226180
    {'hecke_orbit_code': 206410088475, 'n': 51, 'trace_an': 0}
  • id: 7226181
    {'hecke_orbit_code': 206410088475, 'n': 52, 'trace_an': 1825489374856}
  • id: 7226182
    {'hecke_orbit_code': 206410088475, 'n': 53, 'trace_an': 0}
  • id: 7226183
    {'hecke_orbit_code': 206410088475, 'n': 54, 'trace_an': 0}
  • id: 7226184
    {'hecke_orbit_code': 206410088475, 'n': 55, 'trace_an': -3772940931372}
  • id: 7226185
    {'hecke_orbit_code': 206410088475, 'n': 56, 'trace_an': 7790759725422}
  • id: 7226186
    {'hecke_orbit_code': 206410088475, 'n': 57, 'trace_an': 0}
  • id: 7226187
    {'hecke_orbit_code': 206410088475, 'n': 58, 'trace_an': 3747043240302}
  • id: 7226188
    {'hecke_orbit_code': 206410088475, 'n': 59, 'trace_an': -5874788534451}
  • id: 7226189
    {'hecke_orbit_code': 206410088475, 'n': 60, 'trace_an': 0}
  • id: 7226190
    {'hecke_orbit_code': 206410088475, 'n': 61, 'trace_an': -4867968901544}
  • id: 7226191
    {'hecke_orbit_code': 206410088475, 'n': 62, 'trace_an': 0}
  • id: 7226192
    {'hecke_orbit_code': 206410088475, 'n': 63, 'trace_an': 0}
  • id: 7226193
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    {'hecke_orbit_code': 206410088475, 'n': 941, 'trace_an': -1479168221387284285584}
  • id: 7226379
    {'hecke_orbit_code': 206410088475, 'n': 947, 'trace_an': 3051052219693483391703}
  • id: 7226380
    {'hecke_orbit_code': 206410088475, 'n': 953, 'trace_an': 0}
  • id: 7226381
    {'hecke_orbit_code': 206410088475, 'n': 961, 'trace_an': 4748379924876689508669}
  • id: 7226382
    {'hecke_orbit_code': 206410088475, 'n': 967, 'trace_an': 372459894735163132510}
  • id: 7226383
    {'hecke_orbit_code': 206410088475, 'n': 971, 'trace_an': 0}
  • id: 7226384
    {'hecke_orbit_code': 206410088475, 'n': 977, 'trace_an': -3608863335547899773001}
  • id: 7226385
    {'hecke_orbit_code': 206410088475, 'n': 983, 'trace_an': 3483345937228278907386}
  • id: 7226386
    {'hecke_orbit_code': 206410088475, 'n': 991, 'trace_an': 6977615903192352711688}
  • id: 7226387
    {'hecke_orbit_code': 206410088475, 'n': 997, 'trace_an': -2588774504211125058788}