Newform data - 9.26.a.a

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• mf_newforms •

  Column	Type
  Nk2	integer
  analytic_conductor	double precision
  analytic_rank	smallint
  analytic_rank_proved	boolean
  artin_degree	integer
  artin_field	numeric[]
  artin_field_label	text
  artin_image	text
  atkin_lehner_eigenvals	integer[]
  atkin_lehner_string	text
  char_conductor	integer
  char_degree	integer
  char_is_minimal	boolean
  char_is_real	boolean
  char_orbit_index	smallint
  char_orbit_label	text
  char_order	integer
  char_parity	smallint
  char_values	jsonb
  cm_discs	integer[]
  conrey_index	integer
  conrey_indexes	integer[]
  dim	integer
  embedded_related_objects	text[]
  field_disc	numeric
  field_disc_factorization	numeric[]
  field_poly	numeric[]
  field_poly_is_cyclotomic	boolean
  field_poly_is_real_cyclotomic	boolean
  field_poly_root_of_unity	integer
  fricke_eigenval	smallint
  has_non_self_twist	smallint
  hecke_cutters	jsonb
  hecke_orbit	integer
  hecke_orbit_code	bigint
  hecke_ring_generator_nbound	integer
  hecke_ring_index	numeric
  hecke_ring_index_factorization	numeric[]
  hecke_ring_index_proved	boolean
  inner_twist_count	integer
  inner_twists	integer[]
  is_cm	boolean
  is_polredabs	boolean
  is_rm	boolean
  is_self_dual	boolean
  is_self_twist	boolean
  is_twist_minimal	boolean
  label	text
  level	integer
  level_is_prime	boolean
  level_is_prime_power	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': 6084, 'analytic_conductor': 35.639710195701895, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, -1]], 'atkin_lehner_string': '-', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [9, 1, [2], [1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 1, 'field_disc': 1, 'field_disc_factorization': [], 'field_poly': [0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': -1, 'has_non_self_twist': 0, 'hecke_cutters': [[2, [-48, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 436207625, 'hecke_ring_generator_nbound': 1, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '9.26.a.a', 'level': 9, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [3], 'level_radical': 3, 'minimal_twist': '1.26.a.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+48q^{2}-33552128q^{4}+741989850q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '25.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '9.26.a', 'trace_display': [48, 0, 741989850, 39080597192], 'trace_hash': 475429323974539068, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.011', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.983', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.053', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.920', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.192', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.701', 'prec': 17}], 'trace_zratio': 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• mf_hecke_nf •

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

  
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[37910030444387910461769243500448343142801190], [-16573600265334256387494756810833955657798148], [-26409888302889229933154371499347262118756600]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 436207625, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '9.26.a.a', 'level': 9, 'maxp': 2999, 'weight': 26}
• mf_newspaces •

  Column	Type
  AL_dims	jsonb
  ALdims	integer[]
  Nk2	integer
  a4_dim	integer
  a5_dim	integer
  analytic_conductor	double precision
  char_conductor	integer
  char_degree	integer
  char_is_real	boolean
  char_orbit_index	smallint
  char_orbit_label	text
  char_order	integer
  char_parity	smallint
  char_values	jsonb
  conrey_index	integer
  cusp_dim	integer
  dihedral_dim	integer
  dim	integer
  eis_dim	integer
  eis_new_dim	integer
  hecke_cutter_primes	integer[]
  hecke_orbit_code	bigint
  hecke_orbit_dims	integer[]
  label	text
  level	integer
  level_is_prime	boolean
  level_is_prime_power	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

  
  {'AL_dims': [[[[3, -1]], 6, 3], [[[3, 1]], 4, 1]], 'ALdims': [4, 6], 'Nk2': 6084, 'analytic_conductor': 35.639710195701895, 'char_conductor': 1, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [9, 1, [2], [1]], 'conrey_index': 1, 'cusp_dim': 23, 'dim': 10, 'eis_dim': 4, 'eis_new_dim': 1, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 436207625, 'hecke_orbit_dims': [1, 2, 3, 4], 'label': '9.26.a', 'level': 9, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [3], 'level_radical': 3, 'mf_dim': 27, 'mf_new_dim': 11, 'num_forms': 4, 'plus_dim': 4, 'prim_orbit_index': 1, 'relative_dim': 10, 'sturm_bound': 26, 'trace_bound': 1, 'trace_display': [4050, 0, 334280844, -40918831120], 'traces': [10, 4050, 0, 220267348, 334280844, 0, -40918831120, 288091685880, 0, -11209064898636, 15715268450280, 0, -74761346748100, 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41306780391296203756277423478130652821719612, 0, 61591894056149665041003777744433500414587360, 89818968223244626985890310152529296090523196, 0, -42057515455467483687389209586626100039172384, 53310695510996062218849236276677137905318400, 0, -71177735780632856202750656722581025420689408, -109533818912824702524096318945496905772437600, 0, -15948421925082484370889466457833724976305860, -62947200250528521686576139422159309983295160, 0, -292990214070728357032729674763829832899803680, 49521135143471185622160933911477155582365312, 0, 35646072207464251395947755904434466665102720, 10715109211396642940781002754365560563090720, 0, 60759889001313408150687367926690433330195200, 77352301101996218833083191127364909489357920, 0, 11076027786664060270934163712997800727437176, 80360748497853649896448513370300515821968136, 0, 93052317557774229566486126372709675072666200, 57484307876790436645668622083429763958979840, 0, -124955899894621142837840918816822025202409712, 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• mf_twists_nf •

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

  
  
  • id: 5804
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '9.26.a.a', 'source_level': 9, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '1.26.a.a', 'target_level': 1, 'twist_class_label': '1.26.a.a', 'twist_class_level': 1, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 26}
  • id: 5805
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '9.26.a.a', 'source_level': 9, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '9.26.a.a', 'target_level': 9, 'twist_class_label': '1.26.a.a', 'twist_class_level': 1, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 26}
  • id: 5806
    {'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '9.26.a.a', 'source_level': 9, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '16.26.a.b', 'target_level': 16, 'twist_class_label': '1.26.a.a', 'twist_class_level': 1, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 26}
  • id: 5807
    {'conductor': 15, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '9.26.a.a', 'source_level': 9, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '25.26.a.a', 'target_level': 25, 'twist_class_label': '1.26.a.a', 'twist_class_level': 1, 'twisting_char_label': '15.d', 'twisting_char_orbit': 4, 'weight': 26}
  • id: 5808
    {'conductor': 15, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '9.26.a.a', 'source_level': 9, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '25.26.b.a', 'target_level': 25, 'twist_class_label': '1.26.a.a', 'twist_class_level': 1, 'twisting_char_label': '15.e', 'twisting_char_orbit': 5, 'weight': 26}
  • id: 5809
    {'conductor': 21, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '9.26.a.a', 'source_level': 9, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '49.26.a.a', 'target_level': 49, 'twist_class_label': '1.26.a.a', 'twist_class_level': 1, 'twisting_char_label': '21.c', 'twisting_char_orbit': 3, 'weight': 26}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 38875
    {'charpoly_factorization': [[[-48, 1], 1]], 'hecke_orbit_code': 436207625, 'p': 2}
  • id: 38876
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 436207625, 'p': 3}
  • id: 38877
    {'charpoly_factorization': [[[-741989850, 1], 1]], 'hecke_orbit_code': 436207625, 'p': 5}
  • id: 38878
    {'charpoly_factorization': [[[-39080597192, 1], 1]], 'hecke_orbit_code': 436207625, 'p': 7}
  • id: 38879
    {'charpoly_factorization': [[[8419515299052, 1], 1]], 'hecke_orbit_code': 436207625, 'p': 11}
  • id: 38880
    {'charpoly_factorization': [[[81651045335314, 1], 1]], 'hecke_orbit_code': 436207625, 'p': 13}
  • id: 38881
    {'charpoly_factorization': [[[-2519900028948078, 1], 1]], 'hecke_orbit_code': 436207625, 'p': 17}
  • id: 38882
    {'charpoly_factorization': [[[6082056370308940, 1], 1]], 'hecke_orbit_code': 436207625, 'p': 19}
  • id: 38883
    {'charpoly_factorization': [[[-94995280296320424, 1], 1]], 'hecke_orbit_code': 436207625, 'p': 23}
  • id: 38884
    {'charpoly_factorization': [[[-271246959476737410, 1], 1]], 'hecke_orbit_code': 436207625, 'p': 29}
  • id: 38885
    {'charpoly_factorization': [[[-4291666067521509152, 1], 1]], 'hecke_orbit_code': 436207625, 'p': 31}
  • id: 38886
    {'charpoly_factorization': [[[-20301484446109126982, 1], 1]], 'hecke_orbit_code': 436207625, 'p': 37}
  • id: 38887
    {'charpoly_factorization': [[[-183744249574071224598, 1], 1]], 'hecke_orbit_code': 436207625, 'p': 41}
  • id: 38888
    {'charpoly_factorization': [[[-300901824185586335756, 1], 1]], 'hecke_orbit_code': 436207625, 'p': 43}
  • id: 38889
    {'charpoly_factorization': [[[-924361048064704868688, 1], 1]], 'hecke_orbit_code': 436207625, 'p': 47}
  • id: 38890
    {'charpoly_factorization': [[[-990292205554990470954, 1], 1]], 'hecke_orbit_code': 436207625, 'p': 53}
  • id: 38891
    {'charpoly_factorization': [[[13052569416454201837980, 1], 1]], 'hecke_orbit_code': 436207625, 'p': 59}
  • id: 38892
    {'charpoly_factorization': [[[-9015451224701414617502, 1], 1]], 'hecke_orbit_code': 436207625, 'p': 61}
  • id: 38893
    {'charpoly_factorization': [[[26689067808908579702428, 1], 1]], 'hecke_orbit_code': 436207625, 'p': 67}
  • id: 38894
    {'charpoly_factorization': [[[-192390516186217637440248, 1], 1]], 'hecke_orbit_code': 436207625, 'p': 71}
  • id: 38895
    {'charpoly_factorization': [[[-42404584838092453858826, 1], 1]], 'hecke_orbit_code': 436207625, 'p': 73}
  • id: 38896
    {'charpoly_factorization': [[[271681055025772277197360, 1], 1]], 'hecke_orbit_code': 436207625, 'p': 79}
  • id: 38897
    {'charpoly_factorization': [[[-931454457307013524361484, 1], 1]], 'hecke_orbit_code': 436207625, 'p': 83}
  • id: 38898
    {'charpoly_factorization': [[[-1763635518049807316502630, 1], 1]], 'hecke_orbit_code': 436207625, 'p': 89}
  • id: 38899
    {'charpoly_factorization': [[[-2829240869926872086187362, 1], 1]], 'hecke_orbit_code': 436207625, 'p': 97}
• mf_newform_portraits •

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

  
  {'char_orbit_index': 1, 'hecke_orbit': 1, 'label': '9.26.a.a', 'level': 9, 'portrait': 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tdWQkqu/GU7OXdvY/b35FOvW/denu7oezZ1ma9B3tGxpEm947F5osWGYcGFK+O8fcXjtv1d3jhTYHKuy9/52DJ37TWZXRpkftllftVgsZKwuBoxuxKz3IooDXS572Cbu/aCKR0szWKparOwqrNYFXR8iCKFbSpydky5GKGAqcWIZhu2jBrkHJ8kESBM2p5i85hPpa5DIgkjg3ob/AgSEqqNgA0jBi1PQ2gJQvkUbIPN413qHcHUvE6sdAYLkrwtsAyIIkHHlyxWJQuVhKVahGV1wYi4e3+bew8IhgsOlVqBmSWL+VVYWo1YrEbMVeFKJeHOA1X+14+GXLxW4o1zCXfs1Xn7gs3p+Q6bRmK2jZg0Gham1SZnR8yvuGwdDYi1kejwBfH6//bXPqIevnvLa8Avyu/yyuh3LcBPHv4jbrrzIywtr/7Tp59//n/T/NesSqXO/IqiXAwp2kU+87xgw3iLD91rcOFqjjNXIyrdDh9+QGN1tcCrb/tcXYHFhs7YSIN/+jOL3LLNolofYHY5z2LFYrEiWakplioxi7WYdhDhq4hdmzrs3Q7VmmTfJp8Hb1KEkYYg4WuHbJYbNhsHfK4taLTbeW7cGbPcjJiah92bJBfn4e49CpX4dEIbSw8o2DpvnHVwnRBLiwjihDjWuXOfx+VZi91bQq7Ow2otx407Y5rdLpeXNDYN+FSbAV9/3SURGnEc89DNHXZsSlisG9yyo8uOCYModOl4DgurNourgpVazHItYqmqmK4KltoBt+yu8I9/qsPEQJ7Vus61hRyvnsix3Gzy4Xe1qDcGOXPJ5PSszwcfrLF1yOYzzxYoFpvkbJNKAyy3xAcfGHv6C9/0P3TPHQeVUlHwsz/5ke80ZL7t9V0J8G8+9WWa3U3aSOH8/zU7v/B/nJqc0gbciKV6gC4NLi76vPsOaNVzPHc8YduWJu+7LeHqTIlXTkEr8nj3rTpXZ2wuzvhU2zDfEBhOl3sOVPn4gwHbRnLU2wWWqw4rVZPVhqDaUFQailpL0fQUTT+h040YLIRsHk2ripaRMLtsIKTFlhGNbRMJEyMdlmo+Jy/muXVXguvUOH1pgHwuIAgMBssKrwv7Nnf5/RdK7NkU4fsJQ0VJGHvkbYsz17o4Ro6bd0ecuhKwVDHZMGixbRw2jwVoWsjsKphGghAJW0YjynlJy7NodwyaHYNqU6Nah0pDUW3ErDZiFhtQ6cZs3tDm4w+tcs9eHccosFzNUW1anL9mcGXR49E72nhekVdPalxa7PDoXSF7xmyef8tixfN4350BV2ccND1maVkyNhT5hrO1OTq645PvffiGf3zk5NX4Qx/84HcaOt9yfVcB/NBbJ8nnbefIydnN3dqVH6rXFv7JtelZii7s2QrPviV46OaAkxfyXKt0+OD9IXE3z0vHBbl8hT2bBUOFEicvGASRYLAgWamGVJsRtVbCYkOw2E5IRJsP39/gfXcoto/bBIFLrWFTb5s0Whq1tqDVEXT9hCBKiGPQZIJlgGMllAoJIwMhutHl8kLA25csVJTjPXcG6Eadt84V2ToO3zgccf8NFssND1vXiOKQgTJEoYFuRFQqLvfd0uQbb+TZNg5HL/oYuDx+hyISHm9fjrk6a6NLk9GyTjkncCyBaQo0AZGCIEzoBtDqJNTbilZHUe8oKu0EL47ZsrHD++5q8OF7A1B5KvUiKzWHSsOgUtdZqsJQySeIJCcvxYwMVtm1GfJGmRePa3hJmw/eFzG/UOTkVZ8Hb1Q8f9Rk75YI24goljczMT7xDx9+cMvnMLdOx5HnDQ7f+p2GUv/6rgH48ZOTbNu4wXzt+ImfPnn27CcXZ88ITURSJ6HtJ7huyNV5yU+8Z4VOe4IvvqjTVi0+8mCMkeR59ojOhfk2P/holz3jeaYWcjQ7glYnodGOqbciGm1FrZ2w3BIsNBTlUofHbmtx996ILaMaBceg2bKxDAloBJFEKYFKoNMFhKKc73JxLkElAc8czeF3HHZuMLnnYIdQ1Xn5WImbdxlcXGzTqBW462CH596yGB1IODeV8D9/qMm5axajA5Jnj2ncs0+j2mlyZWaAm3cHvPy2R+S73L3fZMemLl7U5ptvaRALLs/qFFwdXUDHk6hEEKuEMAKkQjcVjXZCLh+yadzn3n0dHrs1YjBns1QtUmnY1BoWtZZOrSmot6DdiWh5imvLEdu3tvnhhyMuXhvkm0cEmC0++lBI0CnypZckzbjOTzwWc3HepGRrtLoaiYoYGjDVQ/cfSMbGD/6NQuGeT3W714Lh8e8OpeW7AuBJ0pWJar3/+OEv7Pz669avTk4+b9y0Q9BsuRiGwjEM3prUOD3tc98tTX7wAcnUzCBPHJJgNvnhRzuYFHn9lEMkmvz0+9pcmx9mtW5Sb2k0OtBqJzQ7Ec12TNtTNDoJK23BShvC2OfGXR5jAzHtTsJ77/LZOqaIYokuE4IQXjppM71sM16OOH3ZBuWyd6PGLXsUlt3hrYsdVlZzHNiao1Cq8cYpg9t32VQ6dWq1AmNjCYfPafzow22OnNPZOGKw2m5Qqw5wy74Ob5yOGXBKHNjZZrnR4PDZEo6e47Y9Cbs3d0G2OXlVMDIQsrQS8vJJg26oISXEKmHreMBjdwW02hoTZcUtuyAIXKoNl2rDot42aHY0Gm1Jsw3NTkyzHdNsR1SaCZdXY376vREqLPDa6QhptvihR8Akz5Nv6FxZbvHRd9V54KDJ2ctFjk7qmHaIpcNq0+fA9i4P3f1A+MIJ6+9+8P0/eKmYz319uKyr7zS2vuMAT5IWURT/1MmTR//liWNPDnzzUIdto5JSPmJu2WFmJWTX1i43bzU5dcHmjcmQnduafPg+WF0p8cxRDdOqsm1jwJ17DYbyUC761JoutaZNo23QbOs0O5KmB+1OQqcb0/ZiPF/h+QmtLlTbgnY3IYgUQ+UIy0oAgakl6FLQ8TQEBkNFna1jgh0TCZs3dPDjFk8d0Zi8lOfdt1rcdVON33lKYYoyH3qow9feiNhQKrBxosMLbzn8wD0Bz56AbcM246NVnnjV5UP3GxjWKp9+osC9+10evbPJyakuzx/WCfwcW0dNtk8ItozHDJcDpAxpd2M0TaFrCZDgWgnDJQhCg1bHpNYyaHd1Op5Guytpe9DuJrQ7irYX0/JiWp6i2UmotCUrHcFgTjBY9LnzQIsd4xaGKPDsUclCs80HH+iwb0Oew6dzHL8ccnBXg30bLWYWTWariqKTsG2Dx9WVIR687z3Vgwfv/juapn96dMj9juLrO1qqT5IWIH728uQrv/z5r746sLzaYs+EAqExkO+ycyLhzTM53jobYxoed9wACTZvnMvzJVp84uEKH8mVeO7IIN94vctSo8rDNzfZsiEi7wS4dg7Xtim4Bq1OKse1uxKvq9Pxdbp+QjdQBGFCGCZEcXoHkUmiQGoCQxfYpqCUF5TzMDak2DjaYajc4Om34JXjBlIVefetBjftbfHa2ZCgW+CemwQNz2O5kuPu3YqhUgdHt+hGGivNEE0Jbtqt4+Z9jp23eeCWInfd2OLYeQ2SIrfuN/kr31/luRMBzx7JcW7aZvOwxtiAQznvUsyDY4GhJ2gSVALnrgriWBBGgiACPyT9Hf10MXd9RaeraPuKjgfNLix3NFZaEBJw4+4677ox4a49eY6fK/HEsZiK1+Rjj3bZvzHPm2+7vDEZcHB3kzv3apyYdDl8LqJcjnFtnfMzDkO5Rc4cf3Kg1uKfveuBB/XFVe83x4ac//4AniQzQOuvvPH60V++OvnCSMmqMbQF9m3xqDVyvHDMxrJb3LwjIWfneOO0ZDDf5O6DkiiyOHEVvvxqnXffvsKH3pVnw4jJ7784wJNHDO47UOXHHmlww7YOgyWXSt2l7Vm0PSMDtpbegcAPJWEkiKJ0q0+9W2lSqetgm+A6ioF8yIaRDhFtLs6FfPZlmyszOUqWw+37de4+2OTwhQbPHCpw5y6bzeMdfv8FgSYsCvmQettHJaAJGC50aLZMVOTw/vuX+cNvuOxYsnnfnR2CsMLLbw8SxjZ37B/hfbc32bWpwfPHOpyacTl51WTjgGSgIHAtgWmki1AKECJBJaBUQhhlizVM8MN0IfsBdAJodgV1X1BtAXqXm/fU+bFHG9y9D8JgmD94psjRyQDXbfDhB2N2jRU5dtblzbMBmze2uHuvwWvH88xV2zx8ZwNTK/HsWxqNTsjejQ5h4nHm2gsjpZz65Z1770guTC391u4t3xm9/C8c4Cfe+DSWO8C5E4d/suvXfvXc22eGzl3ymKsYSBmQsxQ37vQYuzLKiycEtXaHD98foRk2ftRi/7aAdmcCKS3Oz5T5jdk2O7aEtLqgYptqs8TnXnR483Sbe26s82OP1rl5R4PB2CGKLDpdm7Zn4Pk6QagRRpIolsRKoBKBIEGKBMtUuHaEZQaYhs9cxeeJo5JLsyZXZ8toymLHuMm+bRq37m2iWSu8fTnPhpLLge0wNlyj2ixwwwZJpBKePmLhdySlXMTjd3T5+ssh04t59uw0WKh3OXPFYNNomRu3rfDaqRZvnBH4gcnebQPs3WSxd2OLywtVLs3BkUmXi1dyuLrA0iU5K8E2QMqUcyZJulijGIIIgljQ9gXNrqAZQqgi4qTL7bua/OhjTe6/IWZ8wKTr51ipCzZOVBgeiti3USMOBzgxaXHqUsTp2YDdO1scOjXE6ekOH31XnR1jOZ4/4jK12OGmXSG37lYgLKbm6jz1zHMj42fnf7WYK0W//btf+p3FlQ5//2//6F8o3rS/yC/7wpc+z8N3vMWla+Ufqa1e+PcvH357wOt6bBkHTVi02gbnZyxMx+fWHRLfzzG9KHn1dMyerVVmKjGKkDv2BlimjalZdNoGl6Z0ZhZ1DAlFC1xDo9axOXWtwDPHcnz5dYM48QiVx+yyz/hwky1jbUoFj8FiJ/VYl9uMDTQZH2qwcbSOFza4ttzh8lKHT37F4I9eLXDmYp5uy2WibLN/q8mB7YKb97RAX+U3nshRXS1x626Tuw82efHtgGvTOQ5sNdk47nH4gkDEDjfvSki0gMPnbPKWxfYJRSTavDVpk7cMdm002L2lxVuXFPPLkigUdDwHU3PYNmpw+x7Fw7d0uPtgjUbXR3NCFpoxk7OCpWbCYhOWmrCY/XmhlbDciJGuz8HddUbLdR67tcI/+ZkqH38o4uYdFrosUG0UqDVcgkhnw6BkOO+yvFri1EWd45dCjk+F3HlDlQNbmjQ8xY++O0IXgxw/l+f54zG7t3k8fKND17e5MmdweTFGam0a9Wl3fil6tJB3r/2/f6399ud+/eP8wWf+6C8Mc39hSebnP/tFdo7eISYXX/3Y9MLsp5YXr7gbBhSzKxpd5XPrHh9DOHS7kv3blxkpGxw9O8G5qxqX50IqzYilBqD7PHxbk4dvFAhV5vxUjslritVaSDdIt2M/Ai8UeIGgFQhaISgiUBEiirj1YIdtYwFRBCoRGS0RSCGQmkA3JOenTc5dssnZOnlTMuQKhouSkQGdiWGNLeMxe7bUiUWFf/ulAlPTJe7cbXDXDQlDQ4v8uy+amKrEo7dr7N25yq8/KQmbZX7k3THVoMqnn3A5uNHlsbsU0ljg334xz1iuwF0HdO7Y3+LyYoV//2UXEebYs0Fn06jOxLBkbChmpNylXOji2B0KbodTV+H8jMQwEjQtQQgFJOn/Eogi2DoWc88NEXFoEEYWSWLSDQy6XRMv0On6On6g4Ycana7Gck3j/LWY83M+Suvw4C0tHr1ZopFjpW6zWrO4PCuZvBZx+LLP8EDEwU0mHT9B6j637JKEocXsimCk6LN1y5bO8NDWn77nzh///PFTX03e9/1/MUWhvxCK8jt/8EUGxga1l8+8/OGlxbnfaTYv2WgWU0sR+7cGzK7keOo1m+lKl/fcUUPaMYvNiN1bFxksltk0ZjO7ZLBUjVmsaLx42ObVkx537WuzdVhnuOwgBXjdGD9U+GGSbs2hwo8giATdUOLHFmFsM3kpx8lJiJOErOsRTYAhwdRSz0feggPjUHCgmJOU8xqDJZ2RAdg85jM+XCdMqvzbLxW5fKXILds1tm+U7NhY48UzEUuVIrduk5QLCtv0sKRFogmiWCKShCgOqLVtlioGt+x1uGl3i9eO2YyWBa6d55bdil/4cIV/82XFmbk89bai3tJYqekMlXKUCw7lQpGCGzKcC9lyS4BlRBh6hKbFSJEmEwkCpSRhqLG8ohNGGmGkEYQpmINQww8kfiQJfEk3lLQ9wWo9Aenx2D117tijsLUyM4s5Fld1liowuxwxteKz3ArZu6NFORczPi54/FaYWRrgzBWT6WrEwS0JKMHc3Iw7UrZ+59LFTyvHHfnSS8/+QfzQYz/yvQ/wL3zh93CsSFuen/rB+cWlTz97aNL+xMMC224yv5zj+CXB43c0GS6UOHHR4NVjOWafU5i2x4M3N7nvwDL7dzhsm8gxv+Iwu2SypapYrGicvqCo1zQ2jwgKOR3LkARhTBClSVb/jiGKE+JYEStSvq3og1sI0CToEgwDLF1gWwLXkuRcjaIrKRcFIwMRW8Y65HN1vvR6wMtvD1BfLXBws8aWcYNdm7rEos7TR1xyhs5wWSPvdnn7MmnH/aaEjq9x466QgzsSFhdiVmomXtflPbe3ePWUx8U5jZwjscwCN2xX/OOfrPDSGY+vvzREpZmwZSSm1tApFTSKOYO8a5BzEmxLYZkKS4/RtQQpUzsvpFFcKYFSgkhJolgQRYIwkgSRIAzTzyAEPxR0A1AKbtyhs3msxNy8zcKqxlI1YW4lYq4S0QpDJsY8Hr/f410HJZaeY37FZfKKyfELMLXq8didMc26wWxV4lqSvH7Erqze+LuxbvxUrlj6wpPf+Hz8fe/72Pc2wN+c1KWl+5/YWr72H4r6Ffu2fZKBYsLRSZdWNx3XUCo2ee/tMcPlAS7PGsyvxMws53jtLZvXT3nceaDNIzd32L3VYvcWl5nFHPMrBm1PkCCQMgVkFEmCUPYVhDBKQZ2CO1UX4iRTSjK1RAiBlKBJga4LTF1gmRLbkuQcQcFNKOUVowM+w+UWUVLn869KPvWNQUZsm4ObBZvHDbZOKLaM1/jSoYRq1WbvmEa5AHk3ZOmaZLlmYW5LATRclJRKcPFqQq2pWFy12bXV5uFbWzzxis1gHizTRJMlbtgh+J/et4whl/naa2XOztmMNkNGShHFnEbe0XAdiWPpWCZYBuh6koJcgBTrQE66sGMFcSyIYjKgQxinu14YxkRRqsZcnLa4OG3R9hTzlZCZ1YhEBoyP+nz/LV3u3SvQKDGzkGdmSWduOeHKfMxsrcvj91a4eQdcnXcoFVyOXVCcuJzn0sysvW2b/Rsfebirl/LaZ0jjzPcmwD/7+T8ijtVPHjp+5V8cm79WuP9GH8hxfjbiwHZ466xLoyn4/AsSTe/wofvmGB8eYGohx9iCwaZVyeyKxhvHHM5d9rhlb5vtEw02Dba550aX2aUcLU8nCFPtN8yiUhinvLOna/deqlJJr4czA3cKcE0T6JrA0FOA2Ba4tiLvRJTyEcMlj6FyndcnA373GYfzV0tsLRrsGIONYyYbR2HP5iadqMnhcwUczWC4rFHKQynvUy5GmKaOEOni8nyTajOk3klotCOWayabx/LctXeZZ450OD9XwLVCDM1EiCI7Nmj8+KOr3LZnmd99Js/h0yUqbZ2RQkTJjXBtiWNrWIbAMiSGIdA1iaaRyYcpyhPSHlal6D+TKAsAUZwQRQlRpAgjldUDEloezFQSNoy1uXl/wM4Nilt3aQy4Ja7N55lZ0lhcTZhairi2HNHwu3zggRY/9JCi08mhoiJnrip2bvaYWnSZq4ZsGj1buHRl+78dGj9oHj30lU/dfvd/Oz7+3wzg03MNhNR+9tCrX/xlV0wPxrZkaqlMwTV57liErtX40EN5No0UOHkp5NlDJlOLTe7cX+XAphZbx4tcmXOYWDHYOq4xvaRz4rTDC0dCtm7s8Lc+tsKBHR7TiyU6nkE3lIShJIxFBm5JlEWqnp+kD+60SJlFbtC1tGBiGgm2qXDsiLwdUS74jA81WWp0+ORXDZ4+OkC1lmPnsGDziGDDiMnGEcG2iS66WecPX9a5MpNj96iknJcUczFS+sytJFi6RApIEkEQ6mwZaXKEmGZHo9ZMWKo67N5o85GHGnzheZNrSxaGHiKEgUpyhJHk1m01tvxwk6ePdfj9pwd461qODWXBUC4mZ8fYpsAyBKYhMXSBrpEmzlL01YSEdJH19PJYpYBfD/IwShP1TheurCaMjrT5sfd4bB+zaDSLrFYdTp7TWaoqFlYjLi8opOGxd1ebu/dF7Nvocu5SiePnDY5f7HLnwSp37snxlZc0tg0FBIHk9eMLgzffvP1XP/zhD2pJUv9NIf7b9Hz+NwF4klQB+TOvvvrKLzdWDo9sHuum3eedmD2bO+zekOfCtMmdB2rcfVBi6C7npwTnL+m8fdln42iHx25d4c7dNpvH8sytOGwc0Vmu6SxVDBbqFn/4TMInHvUYHbCoGYogTM1RUZQmcnEs1rh2ppQkGbhFtnVrWqo6GJrCNBSWGeNYEXnHZ6jUxgs9nn874bMvFjl8ukTZNLhhQ8L4gGR00GRiWLJxNGD7hhqnrnl89dVhiprOcFFQyAkKbkijE/ONQzZ5M0GIFFier/P+e3yefDP1xDTaiuWazsaRPB+6t83hyRbnLprkrAhNihTkyqUbpFz/xx9usHt8mT98qckbZ0tM1xzGCoKineCaCltXmAbomkCT6UJOIzn0hDOVUbU0kidZNE+BHsYQhFDpaIyPNPnhRyJcbYSTkzaLVcFKNWapGjC7qujEIbcdaPDYbR6bBi1UVOb8VIHzU3D0vI9mtdi50eTilMvMashdB3z8MMf8akTr6ImR8sDIL+858KCamm/89paJ4nc3wJO4yuVrEfW6+RPnz73yzy+dfXqwWm2i2zGFgolqahw6J9i9RVA7U+JTT8Z8/OE6N+zQMQ2Loiu4tiSYmTX45LWAPVs7PH7bMvftN9ixMc9SxaHS0Gm0DWyrjKULLNOnlI8JIy2N2rEk7hVulERlfDtJ0hcrRJIllamPQ9cVphFjmSGOFZB3PGI8njsm+YMXSpy+WkSEFlvLCeOlhKGSxvCAydiQZGI4ZPNYk5mVFv/x6zki32HjRkEpr1PIQcENEUZA08tRyicIkS60MJIMWBqRimiFJq1OTK2pMbfisH97np/7gTq/+hmLqZUcuhZmC0Mnimy6gWRs0OLWnU0Obm9zZmqOz77o8MxbJeYbDjlLI29Czkgw9QRDA12m5XwhWBfJ00spiLMkNFYQKpEViATdEFzf5u1Jl/OXDJqdiEpTsVBP6MYh99zY4N23d9m3ScfvDjC7VODKnMnUQszFuZB8uc0PPRwSesOcn4I794YEYY5qO8E0Iup1jy9+/cWRD8baP7//7rujdm3xP1V9m01jf37R/M8V4IHvsWOr+4ELk6/++6888Uyh3W6ya7PJ/KpJpRVRyAc8enOMQKFLi0897XBhbokP3VtBk4PYpkUhrzFcjJivSKZnLP7DdMBTb3n81ONLbBw22LYh1XB1TZF3A3Q9wrYEYaShVApypSSxkmnU7uvcvcit0LQEXVPoeoRlRhhaQNMLWWmG/Osv2VxdLnPsXIlEmQw6gpGhhKGiYLCgMVgyGB2UjA1GbBjuMFiq8fRxxVtnSxzcKCjnJXlXUnAVOSdAGD6WpaNr6fcnCcSxxPN1vG5IpAQtT9FqJ1SbBouVAnfvaXPX/jp/+KyNU9XQZZiCMdGJYpMglHi+wVDJ5rYdbW7b2ebIg/NMrUh+95kSy3WX2YqFqUlyhsDs0TCZJp79QN6jKmR8XIkU4CrtJ40UdKomzU6CoYXExJhOxOaxNj/2eJe9G3SiaIDpuRxzKxbzK4KFlZCpxZjLKzE/8HCLnWMGn/qaxuR0QDJj8K5bu+zYYFGvO8xWE0ZLFU6fenaw4ct/f9dtt9U8z/vqnycm/9wA/vaZi5jOhPbCNz+3c3r67cJyvUrOcnlzUjFS9tk8AjOrCd880WW03GFp1aAVmJy4qvHBB1bZtSUm75YZLDoMFgxGBzQ21mKW65KlBZNf/k95/DjgQw/WGMy32Tbq88BNPgCOKUFoxBm4ldJIkrT03rsECUImaCLGDxMSIpARZ65Kjk7qPHE4z5npPEHkktc1hp2EgVxC2U1SHbygM1DUGSwJxgYiJoY9xodrvHza59efGGG8pDNcgEJOo5AT5N0Ix/J5/YJGN9AxcimokkQQRBJb17h5t8ebb5doe9D0YupNg9W6xdJqmZ973xKzqxXePDGMIQERooAo0glCAz+QtD2dct6mVMhx1+4ODx7s8MPvWmFyRvHkYZvDkw4XruSIhI7va3RCDU1IhBDfknjGCcRKEWW8xRAxRStCRQm79gdsHg0Zzsd86H5FGOSJoxGuzDosVQ2Wq7BaS/n4XFUxV4uxzRa37mhQyEm2bIyQrsbEgMIxiswuK4ZKAXePaVQbGoE3xdFDzxdaK0s7f/InPq4tzV+ORyd2fPcAfGXhDENjg+bZ04d+en6l+S+uzSwykLOYrkTcsEWwsOxwtekThIKjZ4aoezF+EKGEzqHTo/zCv3P42AN1btkRsHdbntHBPPMrNktVg7GGTrUZU2vGrDYMvvK8y3wjIpfz2DnRZLjg84MPe2weCQhDkUVseV3kJuOfUiqEFHzxJYdTl3MIXWdq3mVuycV2NIqWoJRLKNiKgg15R1B0NQp5jXJeZ7AEQ6WI0cEuG0aaxEmdL75awGvn2LUxoeBq5F1J3lHk7QjDCHj6TRu/IzFGQEKfouQcjffc4fHKcUXbl7S9mGZHp97SWay47NuW5wfvb3LsjMtUNY8mFRBmiaFBGGv4oaQbSNpdnUbbJO+45ByffRu73Lmny8xyg2sLdXQj5uQVnS+86CI0LQW3kNe/xET17zBUbBmN+KGHPco5wfZxg5ztsrhaZmE5x2rdpNKQVBtQbShW6jHzlZjVtsLKdXns7gYfvd9nx3iRJJF87F0Jna5Os+1wdkrH3KAIuw4XpkL2b+sws1REhauUit1/cejw0Y5mbfvU64fPBvfeuf+7A+CTF6bQr63srq1e+aRXeU6ODpl0/HTLOnKhwwfvC9ASm6kFk9GSoNFWmbMv9SPPr5T4F5/JsW1Dg/fe0eT+G9rcsNNlayfHctViuWZQa+rUm4qNlZhLC4KLyyavvl0kViFfORwiRLTuJa1JgZkWiBAaQkikphGFOlLpGLokb8G24YScoXAthWuBawlyjiTvaBRcnWJeUi7AYDFiuOwzMdwipsa//iOb194eYccglN0seruSvBPhOgE518NxXCxNosmMg5Py3jA06HoCz49p+RrtrqLlqbRlLmcyu1Tkvv0+v/CxJf7lF3Sm6xZCKJIkRMUJYWQQhJKub9D2NPKeTs42cR0b13KxrZC8E3DrrgDTCLl9V8SPPdJB16KsCKQQIlln1kj6uYpSGkJomLpBHJus1PJMXh3g0ozLYkVQbyqqrYjVumK5kdDwI5yczyP3tvj+OzpsH3NoNEe5MOXS7Oi0PUmrI2i0odFWTC3FxFqXjzzQodPOs1gRtMKI3/vKIfkDj+qf3Lm1/WrH657+88DmfzXAwyQxgsD/+CvPfXrPpQsnxcySQzfS2b+9w30H8zx7NMezx5rcubfCXQctVOwyvWhTbejU2wn1VsxoI2alqTG9OsAnv5Tn+RMtHru1zT37W2zfZLF9g4Xn27Q6BvWW4ok3Y6YqBiMFga8sImUSrZcBs/eVYRtNgC5EWqnUwHYSbD3B1mIsAywdbDPBsQSOKXEdiWvrKcBzglJeMVCIGCz5jAy0mRip8OtPKH7/mVE2lTSG8opCTiPvauRccJ10TuFCRXF5wcI2U/st9Jx+gm6gs21MMTbUpdk18bpJFsUl9ZZO3rHJuyV+7JFlriws8htf3YAudRLSEx4ilRBGqX/ECzQ8X9KxJW5Xx7EMHCum0UpzDNOIMfQYw4jRZdooIWWMlElK3cTac0t3vlRabSiNKNZQSufSnOLJN2PqrYROV9EJY2IRU8j5PHpLh0dv9Tm4RafeGOXclTwrNYNKQ1JvJTRaimozZnpZEQmfA9vb3LxbR0VlXjslCPHYtxU8P+LIyeOi1mp8eMfWDZd/97O/5/34x3/sOwvwSxcvWq1241evzM5tKLltznUt6l2odlrcsdvDtYf4xhtFfudJnUfuavH47Q3uvcmi1sgzv+qyWDFYqeoMNiKGCzFLdZOZ+QF+cybkuWMdto4F3HuwTsFp4fsaaOBJlyA2KVmqh+WsHLaec6e3lEkKcKnQJehaqiwYmsDQk1Q31gW2JbFNiWNpOLZG3pHk3YRiLqaUjxgo+AyVO2werXD4gs8fvjRB2bYYzSsKrkjB7UhytiJnR+Rdn8Pn4eSky87hJOO9a2Vzz9e4fU/Crs0eR06X6PgJXjem7ekZyA1c28GxS3z8gSonLyzz5rkxSDSUilM7bJQQhUnfT+L5Om43wbE1bFNhmQaWGWPpCl2PMXSFrik0TaVHsMjUGizEOpAnqX+lJ6kC5JwIzaggTJPikIYdJmxzQ+69IWDbKOyc0AnDIc5ezrFUtVitpV6W1XrIUk0xV02otgMmRjweuyPgPbfpTF4p8bVXBdOVBrfu8xgqmjQ6Fm9f9eWG0Wv/VxJa5thA8Z8CwXcM4POrbRn43i++9MKXBycnZzFkAa+T0GoJXjxa4upslxt3NDm4o0wYObx6VOPsFY8dm7psHaly994Gm0fzTC/lmVsxKBV0BooRo6WYSstkYcVkaibm+IUQUESRQkhJFJoMuwrbyF7Q9dju+0t6pWqR+Uw0mVUsNTD0tFHAzKp/lqlhWxqOJXAdQd5JKLgxxVxEKe8zWPSYGK7x5nmPX/r0KNOzJbYPKUouFByNnKORsyFnxzh2iGl0aXQTNKlhaAlSrv2AsUq1+jAyKTghnUjR8dPzedIDpyQNR8NtWdhWnq1jIf/4pxv8o9+RHDo3SoKGSlRmQ4gIorQO0A00PEvi+Bq2KbHMJJ12qysMI9X7dS1JAa6tAVxm0qlYT1f6zzAhijVu2pGwb6uP1BRhqCESjYFcjmbH4eK0Q6WeRuxKXbFaD1moxEytJEizy103tdg6GrNrQme4kOPSdImTlwWW2+BjN4dsGbEJAodEady9G8L2srmwMPR3f/zHv99Ikvo/FKL0Zy7n/5kBvrzaQKnwn37t6Zf/luxO2oPFmMVqyG17dZodnZWaxXI9x5mLEcNFne3j4JqC+YrOK0dcnlUhL53yeOBgjYcOepQLJWaXHFbzOuWCzlA7PaSp2RHU2xptPyEAVAx5M8HSVd/g3ytgiHUSWBq9U3oiJUiZVvbSW2QAl1imxDQ0bCsdyeBYCTlHkXdiCm5IMR8wUPCYGK7z5mSHf/SpIc5PD7BlIFVY8o4k58o0ejsJrh3j2iFhHPB7z+aRmoaR7SL9CJ6ITLM3+PF31/jmWwGtwKLj9/pFNVptjYalY5sWllFgz6aIf/JXKvyfnxK8cXoUlchU9YhVBvAEP1D4dtqtZFkC2xBYZlrZNPWkX7HV+wBPASxlD+DJdc8vfbYJUpqYho2pK+IIolCj7RlcmdVptnv8OqHWDKk2ImYrCTU/4v7bqjxwMGDvRpMwKLBSy3H+msXCqsTUY27c5pDTHM5d0lhtQN1THNzZYKmi8dbZafvBC8//7T0Hvk+oqPEPpP5nKwL9mQF+/sIVkiS5a/7KW87mUYEmcqzWFS+cDti1ocljdwsSZVNt2OmDDyWDZYPxIZ3VesxSTWdxweTXrzhMLdX4qceXccwBinmHWjbIsuXpdLyEjq/w/Jiun77IKE6j4DuvHsB70UiKtUqepgn0zFCVAlxiGDL1b5gC20pnnrh2WvYuuCGFXECp4DFcanB4ssMv/fYAZ6aG2FgWDObWURNbJ2en/hXHjnCsAMPwmauUMTSBJlUmy60lmXEsiSKN8XJCFIU0QxvPT+j6Cq8b0+pKnI6GbRqYho2hF9m7MeKf/MwKv/hb8ObZEWIliWJFGCdEUUwYqdQibCnsQNI1tT4FMwww9JSipT6VBF2mFK4H9B7IM4z3d8VUck2NWX4g6fgCr0u6IL1eE7Oi3opZagiaccBPfd8q33eHRq0+zJWZjIrWoFpX1NshQZhwaUZQaSliPB68tcVN+yQisZhdtmk0fF557bRTKB+4679mRvmfCeD/9re+zsnLXbcx86SZN5c5dNZgfKDDXQccZpdc3jprMb3cYvNEg5u2VTi4RccPHZpth0rdZLWuU22kQJ9b0XnqDcm9N8zwyI0RhVyResum5Rm0PZ1Wp9cVrtHqJLS8mE5XEUZJZp7iuhfSK0kLkfYpSk30qYkm01nba/QEbAMsU+HYCY6V8mfXCSm4AaWcx1C5wVsXu/yfv1nm7alhJkoawzlF0RHkbYlra7iOwLETXKtX6g9485yg3TWxNbJFlu4wvSaEWAnCSCdna9x9oMXhMwU6YUpTPD+m42m0LA3L1DANM+PPJfZtUvzKX13m7/0avHFuhFBJQrVmjur1YPqmxDJVGr0zb4qRLe70zqwKco3Gracq2Y+a/awQhoJOF1peQquTnt3Z6SZpp343odVNqHQE882ER26r8X2367x9YYLZJZ3VekKlEVFtKipNRb2bDiXaubHNXbfE7BjVGCnlOXvZYnYlYGioxT3jOpPXGkRPfM38az93n7sy9Ued4S1/+vFwf2qAryxOMzS6qfSvf/1z/7Hgth6o1+HAJp03z+WotD3u2++xebTIuasDPP9GyHNHuuh6l3ffXuOhG+vcMGzRaLt0PItGWycI4cBcl5V6lzNTPptGu2wpmLQ8myA0iSMDzzdotg2WaxZzyzrVpsIPFLFKrpMEe4mckFl3TuYU1GTvhaaOQUMH0wDTUNhmZrCyYpyMXuQdn2Leo5xvcuKSz//5m2VOXhthrKQz7CqKDuRsQc7RcB0Ntx+9Y2wrIu92efmkSb1hUy6vlcnJQKNU1v0ea4wMajxyU5uXjyq8QNAN1DqQS2xDYhs6hm6i6w5SKvZtSvjlv7rM3/u1hDfOjxAqnTBWqQ8+TjLKorBC2XcXmrpE1zMTlhRoevpctMxwltYJxHUAh7TSGcfQDaDWjFhYDVltKJrdhE4AgUrwo4SGn2CYAQd3NZgYaPKHz45y/qogjAIaHUXLT2h4McVSwCN3N3nsthBDuMgkz8mLeZ4+G1Npd7jrQMhoyebIWQMhA2aXGg9Mnpr+LWv0J37+4uWp+q4df7oZ5X96gK8s0mhU/57qznxiar5N2xfs2+rx6O0Wpy/l+MxzPg/c0ubugzmKrsWlOcn0is2nnijy1JEW9xzw2L95hRt3CDTTwtQVVr7D//3pEWbnLd59X4dNwyGtdsjG4S7vuiXCcXSsxMH2S5hGEdPQkEKkysm6CC7kGjXpebw1bc0xqGuk/gw9wTDSxmLbVNhmjGNHuHZIzvbJu10Gig2OXfD5+782xIkro4yUDEbcmKKbZODOorctcaw0+ttWhGsFRMqnFVgITWL0Inifg6fbfawkUSQJQ4Oc2U3tAoFNuQfybkzH1LIjUSSGrmPovQNoE27YmvCrP7/E//4fFG9MjhIqHT8WBHHGx0OBHSosI8E0BKaust1LprtZtqOlzyfryu99rks4kyyGhHFCFMd0ooC6iunEIXYu4tFbPTYPh7TbsHk44n33eUzNCX7pUwGLtSaGDp1uzMGdHns3h9x/IGLDoEulntqiL81onLkaMDrS4hN3K67MFnj2CEgj4IYtIavVVd54a/oTe284eTmOg1/8bxrBL12ep1Ae33L89d8+qEVzKCSuBW+dh3yuw9YNkq0bLNqBopDvsn97HssyGSpGabWrWuLLzxd4OhdSzEcEoUKTgqZXotG0KBcErx0rEmS+ZNtRfPmNCEtXJImkbEn2jscUcum2K+T1nLuvnGS8W5dr27CuJxhaCmxTT/ruQduIM94c4tg+5UKHYq7Fm+ci/sGvD3H8yijDRZ1hJ6ZoJ+QzcDt2Kif2wO1YMbYZUcgFnLuW8NKxHKaUGFqWDK/jkaq37ccakdJ56NaQndvbXJ52GHahGyTp7cd0ulkU1jV03UCTSVY0SjiwBX7lf1rlF39N8eqZYbqhgx9LgijBjVLKYhmkINd7u5fKAC7RtDiL4qmlthfBpbg+kovMcrt5TOPRuwLy+TYkMaaesGlE4VoGYagTRDqrK4MMuDG/9FMhzW4VTUIQSAbygpyVY6ma4+QFm+WqzsJqwtW5kFbXZ7Ou8dyRHFLz2LsjpuCYVGoWlq04ea5CtXP04N/+n39mS70yP1UanPjzB3gSToNub3371Bv/am5h9QNdv0nLsxgfDNi7WfDaqQLPTbd59M4me0Zjto3HhEMJupYn7xiU8jrDpYhtbUG9LWl1LYgSEgTDZsKm8QQtq6wlmRYbxanvQsRpFCrqKUg0mf6zrq3nj2uylsyipibTzhZNZlFbTzB1hWEoLCNOAW5G2FaAa/sMFDvUWh1eOQ2/8gdjnLo0xFAG7pKTkHcEOVv0tfJUeVFp9M7+W47lE8QxXc/G1tJF1gdM71lmhZQ00dRTLq/7+EGCF4p1AFeYZoxp6BiGRNc0NGn0AY6AG7cJfuXna/zzz0S8MTnIfKNANycpxQn5KME2EqzsNvoULXsuWfROAZ5SFLke4Nk/a1Jgmhqg0emUcYwcpqFQUcLF6dSi3DO2pVQn3R1NPSaJBVoimV1MbQiNtqTaEKzWIxYrIefnEnxAsyM2DDZ59LaEheUCL5+UbBoLmShJFlabJFHtA68fOhIPT+z726cm56/duPdPBvI/McBXlqZwHOfOytKZD09Pn2Wl7ZJzJYsVE11v8ZGHQ85cyvHGCYvZaof33dvgfXessGdrhGsXKORMak2TZjvB81OOGEXJt/hF1lZUvy8BKcHQJY4ts+4V0Ze9ZPZARS9yiyxx6oFbSyO3risMXWH27bERtpnOPXFtn4GBNis1j1/+PZevHhpmtV1muCgZtjNw2ynvdrPE0rEkrpVkETzl3rYVAAEvnDCphSaDFtf5sfuLN5MK4zhtfihYOg/f0uHN8wGt0KIYKvwgHdZj+qlX3dRTgKcL1kDIBET6kPZukvzL/6XJk296/NPfHmV2tYxX0imZgnykcCOwwnT0sqmlA42MXqIpRT8J7v2svQR9fTtf2hmVFpPmVnRMPckiftK3Iveu9D2uVW7DSOBnCXSro6g10x19ajUh1Dzed1eD998pmVsa4sUjDqenPA7u8RkvGbS9gG3jkktXL2I4gx/e41u/5/vetT/XCN5oehTy9q7Dh1/9m6+9eYpyMUE3FFcXA7aNabx9yaXWaaTd6YkNQZ4vPG/y+ukmf/0DVXZsinHtApW8SauTlpWDUCOKE5Ks2+adxZr1DyttTsiSQx10XWU9h0n2Quj/WYokoyVJZotNdV9DVxh6jGnEmEaEbYZYZkje8dD1Di+fjPmtbxR44rURAlVgpCAYslNakkqAPZ1cy26RRe710TtE131eP1uiE+iMu0lWMXxnBO/5ryVhpGEbGnft84hUCnAvFHR7akiQjlwz9J7EqfUXcNqRmu52QyXBJ97VJm/N89vf8Hjl7CCLoUPHlhSihJyepCDXszxES/pKii5F9nNyHRe/DuS+otMVNFppoqpl3ULf9r2tU4tUkhBnE7a6QUK7G1NrJszUBBs3NPnrH6yxaTCH7w8gSBgcWOLBYdgyVOT0Jcm2iZjLCxbtMKZROcPZEwsoFf9J8f1fBniiTvO7n32RoYH8xMUrFx68stBmpOhSyHW5cUfE1IJLFBqcPFcgiFNA7NogaLRNzk8P8uKJef7aB6psGlMUXCcdnRZohKGW6tmJJPlj6lS9SLCW+CT9SLj+wfb+Xoikz1G1rGKXVu9U34thGSGmGWKbAa7TxTQ7/MEzOv/Pfxrh8soAhmUzlhcMWDEFKyFnQS7rsHestNppZwWh1L8SZztBSk9WmzHtwMTUNEy5JsP1NWXS6J2qE2nBJ4gMHKPLWMmj3snjhSIbt5bmCoYRZzKflsmd2rriDH1rcNHV+MD9bW7fv8Kv/G6X3396mGqUo20Z5A1JQU89OJYOprbmEU+f11oynMqFvUW5lsWL7KWsT0T/uMC0tpDXuoT8EDo+rHYkTRXwE7e22Dk6xMWZEvWWTjHvcc8BCz+wabQMBktdTl01ydkhW4Z19GSFLWND/2jTphvOvfT0b7xtjj3CPTfv/K8EeBLz45/Ys3V+5sKvXzpzClMz6fiKDcM6c8s5Vqoa44OSzaMWCWlSYxrpb3xgh6KQtzCNBkPFmIGChR8aBKFBFGlEKp2/HcXrhu9kpvzULdV7duk22OvYCaO0a0clos9jeiDXpMroSeq5MPS4f5t6hGkGWKaPZXhcW4r4jSdzfPnVQa4slSm4BgM2lK2YvJVkpfceuGUGbtkvCtkZ97bMdOEUcj5fel3n4pSDrQn0LMFMmwzWUN4f45CkPDyMdPZuge+/vcVvPTVI29UphAndMMEKsrxBU+i6TNUPjXUgN9a9rHRX2Dwk+Qc/2uHgtll+7YkBLi8WqUYOHUMnpwlcPcHWUrpiaCLz6HB9FF/nTVFJ2vwQRoIwa21bv+v28C2yynGvNS8NYBDFgiAGLxZ4IXRDRSEfsVIr8JWXSniBBkmCZdpYho1K0lxhsODgB4rZSsToQIhMDI6eXj0oSgOf37rt7vd2Oq3/IlX5zwI8STzAJmq9uNGrntvheR02DSdMDCckiclNu+CGHWmE1PtaapINrkw7biaG21yai+kEHRIVEKu1xoQ4Tnngbfsiii6EEZy4oFOpi9Su3Cs4JODaCbfsTohjG6/r0PUNwkjL+F/azNADeBq9Y3StB+4IUw+xrABT92nFAZ/8vMlvPznGXKWE0hwGihoDZkLRVLhZ5Hb75XuZ+VQyapJp531wm2n10g8DLs5atAOLspWpOGI9p81C+LpiTxRLwlCnkNPZtjFAs7q0gjyeKXDCBL8HcD3OCjVaRil6FuBvTV6jWGOo2OHnPtDhww8t8ttPNvmNLw6y6uXwdBtL13AzoFuyZz5L0LLKr7bOLp5KhNAKBM0gIUkCbtjjk7fjFOSiF5gEK3XJ+Qs6QSQo5BU37g3RtRilFEmcEClFomIgptPV+Pzzw4wVI4p21M8HegtMytRSEavUPHb8omTDcEyn3eTlwxd2eJGz8Ufef+e1Sj1gsGT+2QBerSxhWPnhdj33+VcPnTUuLuh88P4ltox7dDwDKRMSkfY+RiplhCIBIRSOFbHciPlXXzL4/Etb6HTMdZW81LOdKIU0Et57r8/wgMIPBM8fMVle0jKAp29PKIFTiHj8jg57Jrr89HtCGrJAEOj9RFTIJAW3VNnc7BhNizGNlI6YRkCjG/D6KckfPFPgi68O0o3zmKbJgCkomYq8mc7Zds01cNuWxLIkVkZN0sJQpkxkADeNtPJ5dSHhlbdcgtDAyiXfkmD2LtXn4OmzC0INw9B55PYWf/hcm/OzOTxb4IcC30gwIzBChRGoVN7ryXpCrg334XqNPVYS19IZLXn875/osG+zz+8/k+fouSIrXg5fM2kZOrYucCSYMsGUvfJ9b2GmO6cXCVa8mJ/+/kX2joc8fkdAOd8TCLIeVx1mlwTPHjHxQxgpJbzv3gDLUCglSFQa1BIEUiS0uhGffynga2/kma9ZWKZ2XUBLVM/Xn6BJQcsXrLQMPnCn5M3Jk8aW997++UazdlOz2Vr5M0fwK5VR2Vg5e+fUhReLZy4b2LrgKy+N0vEjojihG6ZH4nVC6ERZph0rEtLEKow0Gg2doiEZGexRD+gVIBNSavLWiUI/GlgGbBtblzhmfm6F4PDxIq1mi598fBUh0sbVNHKrbOdQqbarpXTENgM0PaDRjnjttODTTxV45liRaiOPdGxyjkbZSCiYCtdIcM0ExySL2mnkdiyJbWrYpsA2yRx6KgO3wjJS/q3pPhdmYa5hp4WVrNn3WwonrNl7eyCPlCQIdEYLgl2bPN6ejuiEBn4249sM0ghraHFGUXqFGpDv6MzpLZ6+DBnr2JbBDz3i8fgdNZ4/3uJ3ni5w9FyBSsuhIS3apo6pCUwpMLMRdqlBLAWjSgSajLlju8ONW0ssregsLnO9GzHbuR+/LfXdqCRhcSmlYb333FNbpEwwjZiP3ufz8I0RoQqRMskoW2+0nE4Q9EbLaUSxoNM18LoJuyYCzrz9bHHbxgfu3LJx11P8Z4YH/WcBvrA4bXW9+D9cuDaTM/WYbRMJpqbR8iyCUFJtaNRbqRfB6yq8IOmboVSSIA3Ymk+92L0q43Vd3esbFFiXuPR8JOtKybouMXXBlvEiUwsapVyAZYboWtSP1mnETtUMTYastmJefkvjG6/l+eorRZabOYRtY+QNCjoUjbSTxzHIaAc4pshumVlOM95tCqxe9O4BXI8wzXQhJUnIC8csphYchgYEhlT930GKd+RhCal6lAE8jjU832DLqOCRWzp8+VBAOzTwQoFtJJhRGsX9sGd1jVMOniWCCHkdTem17aksakaZ3u5YPj/0Lo/Hbq/wlVdbPPmay8un8iw3XDxh4pk6mqGhixTstgRHA9dQ7BwyODk5Sq2qYRmp1NirMfTNWnLNkbi+sTlZ93v32wcztSuVG3uzWdJ57Z4v8TxBuyuoNQXVliKIYhpe6huaGNSpVa7miu6d/wGm9wHenxrgrXZCGHo/8vrh10px2GDQtag0EtpBQCeIuWGr4o4D6QTR+RWb1bpBow2dbg/k6Q8N35qM9AF+/c59XXFBZjxTy7zbppH2SI4MRIShgRQ+ph6mSaORSn62HdL1Iybn4Nq8xueeLfDU0fTIPEwbvWDgapK8npA3FI6R4BhgGym4bSMdAZfaTOW6W2T/PslArvogN420Pe3yvOLtqxYYBoZcG9XQnyy1TuTvmZh6Skqqpmj4ocEN23z2b2wzOefi2QI3Elhhgp/x5DR57vlItHUS5Fok7+vsvQWUdeaEkU43MHAcn598b5f3313jm2+1+dxzLtfmbSbnXIK6RWwZBLqOb2jECCw9wdUSpudC2u0km52Yelt0uU7rXxfExHpatq6msf5dr2nl6e7vB9DpKprthNVGwnw1Joh9dm72uWFbSLPr4nfTFjhFk2demcSxc/+5GP3HA9zv1kUcB7/QXr5YGi5AraMoWpKFisvCasjlGZ9b93Vw7C537q6xc1OO5WqOSsPIdG766kjyjlWcvOO7eg9lTdMGmVUBexVI21TknJhSwWeg4JFzu5QLHWyrS6wClmqKZ180uDzr8NJhh7maw+U5F2wLLWdg65KcDjld4egJjpFg6engeMsgA3HvltmtZQAn49wZuI0Yy0ijt6mH2HbA1RU4d83FkNfLg32KwpofvAfupKekKEkUa0SRwf4tHrtGOpy+EtGJDPKhwNfBjBL8kCyCr5XXhZTXRXJIpbmUx67p7VFGV6JYJ4wN/MCk4Pr8+Lt97j/YYK7W4IUjFldmLL55LMd81SHwbeq6hUCitxMUinY3yGjbmvVY19Yqob33J94Z0b7l3Sf9ZxFnTsiur6i2EuYbCsvyuG2fT86G23YbBL7DwrLOdBNyjk+tbXP02NzQz/7ET/7Nhfn5Xx2fmEi+HY7/WICfOvYUcRxx+WoFqWmgJHOrik1jdXZNOBydLHH4pE2lE/HmaY/7bmzw/rtaVOoFmh0TP0hPT1D9Sa6iP/TyWwDOml2zV5nU1hVoLCNNWh07oOh2GSi1kVqHqYWIs1OCZw87nJ4yOXvFoelb+L4Fpoks6liaxNXA1ZJUNTASLC0DrAF2zzZrpr5wK6MlpqlhmjJbAMka9zbitLJo9Hh+SKIClqoSP7FSKiUTdLEuor2jStt/sYnoz3CJMz1coDM8ECC1Lu3QoKMLrCjBDFnXsKGuq0DK9eEykX3JVWX6+HqQx7HEiDWiSCMIDTpdi7FywObRgFu3+3iBx09daXJ6yuDZwy6nruW5Nleg1bKoFCQlG4pmOkHLNMgGC9Gfg3idj+WdlJS1YLd+fFyU5Rq1rmC5HfP999a5/4aEjYMW1UaOlarNWxdiTLPFxLCk0dYxZITv1XMvv3rkE1Jqv/qniuD/6re/ybErDU01TotirsNqUwORsHXMZKli0ZY6+7ZqdLou1YZivuLw9deajJbn+OB9LepNFz808QOdrp++QNXnhvRfQIrupK+C9BIWQ1NYVtwHUaxCgijCNn3mqjH/7isG3djm5KTFpWmT1baOH5mg66DpyIKOpaUc0tUSHB0sXfWBbWYVUcsQadHDWAduQ2JmtMQywTLJVJO0ZG7oCtOIsopoiGMHLNdinn0jT6NlUS4K9EyLX79tv/NaH2F7APR9jaFBjcfv7vLNox7TjRyeIVOaooMRJRhhT7PONHYZp3Ih62edyKyg9A6urwSqN/1L14jiiEjXiSIDXbMwjRDXjLjvhoi79oV88P46F2ZanDhXoRsbfOaFIrOrDh1l4DcMVCxx9axp20jlRm2d4e3b1X9UsnZHCrqBpBtBK4S2F/OhB1f4gbt0Go1hjp0zqdTTGYnDBdB0h2vzMFjsYBpQbXp0mpPiPQ/u0epzX4tKG37gTwZwXQO0wieHRpZu7LZ1jpzL0Yl83ntXg/tugXJOEkUGQaTR9XXiKMF0mszVQ556KyIKI4JAo5yDO/alQyHjWFsHcrmOgydZW1SCFDG6HtPswtFzGo22IJ+LeeuCzhOHckRJgTDSmV22UGiEShIrEKZAswRCCiwpsGWq79oaWHpa0LCyErWpZV7wLHKbvb7MPri1rEdTrEVvQ2Ga6U6S8u5e0ShE0wJePK7x5UN5NFNPdeXr+PcfH8F7WnjKwyVhrNHtGrz/Ho+vvt7k918o0o5schkP7+nVetgryiT9biHRy+LpDdqUaw0L6/m4ITGVJI7jlLboGpGuo2sRYWSg+XF/rETOSLhpq+CGTan0+97b64RxBYXi64ccjl2wyOcEtZbOqXMOLU9D6DLLOdYqn+t/8ST7oVScNojctL/LQD7ADxTEIZYW8s8+N0FOCOI4wAvAiyGKYwbzAbu2hNx5ALpdiy+/LHj78sqNP/T+Wz8ZxfzcnyiCJ6oOolh48eUv7rlwxtXqdY+Hb5ZcmnF5/rDO25faOK5iqR4wUujyE+9tU2lIfuMbOQ6d24bf1UEoVJhQKIbceaCLa0bEcdIf+Jgka1lHL/KkRSITXRPUPZ2jZxxaLR3dlEghEWiplKUlbCqkFbJACbxYEKk0XdclmEKlINaStc8M2KmXZW1MspHNAzeNbwV3GtkTTFNh9kBuxOvuCEsPSZKAuVWTwLexihIzs+dqPV/6+irmOlWhV15fA7kkViltKOc1Ng0FmKKLF1l4kcDR06MB13tIpFRZs0KPFsj+dyV9uiJQiVpXPVX9houeVSCKtbQZIr5+nETqlUl5u1ICS1PkLIWuRfyVxyO09wXYVki9rXjzrE7LA01Pd2F6VoLrorfIxtYI4kjimAl33xAxmAc/1AGNTldy+PwKv/Nkm1pH8mPv6ZLPmyzXTMq2ZKTocGnK4dIsDBQjRKxrL5/w93zwBz5aWFhuNsdHCv95gFdWq2iy+auV+el3XZ7qEKDYNt7godtsdizYXJy2mJ2NqTRjpqdzTF4up/yppTPhCDSXbAwYBLHFsVMFgjghymbdRdksvF6pVwjQRW92Cf3ZJQUDhoZSz4SppyDtKRMJKWdreNDyoRun+0F6DMlapDN7Y5EzcPfsounRe2DqMtWsjbTxuAduU+/p3UnWMJBkjr7UAmroEYYRYlkhM6uK3/1mDnQTQ4q1BHOdM++dEZx1PDQ93a3HwzXiOAX5jz3u8ZWXPc4u5WnHBm4k1krrvUUkQWZn8vS/qx81xbrvkWt0KFkDd6wkRpw2LxuxJNZiNE1DyvTsizDSaHsWjbaFH6YPvmdg6xnXUhNbxO270mqrlCqrS6gU6GJtr1Yq3b3jTL4MI42up3G1oWV/l+5MBzdH/IMfTZs28rZL1zcpaAZzywbPnU+YXvEZHvLZPCyIgphLl+bedfXq3K/GcfTX/4sR/BtPvYyU0jx/cZ6RUrqiv/Rawu27a3zfHRabxgrMLhusVA0a7fRg0SBMUCNphE4bahOi7Bi7KErBHWdD19U7VJX1DQuaSF+YLskahNc64HWt126VSoldXzGzomgHWYlZpMA2+3NPsmiXGYuMvuFfYGhr50v2ehbTO6UtlpmBWlfrEso0ahtZ9Db1ECkDphYFK00boetYvQLJOxSUfrrBWqGnJ+WtOQt7hRmNIDIYLPhsGfOYXPTxYp1uDHYsMOIEPcp4eNQrtqj+AhJCW7eaRP+70nF2yfWFoEQR69ln1oitq5QmyqyKWWsaTC3aeH463zy12vb89Sr1lmfuzp4untKm67v0e4We3vf3RlyHcW/kdXr3ZrmrOCsiemnH/kotYXY1ZKkZ8J77aty6U/H0G4PEscZgeZFjh583E/WtQsq3APz1E1fTBxMG+K5NMRdRMHVePGbR9Bo8eNDjoVttlip5lqsm1ZZBpwt+QHoeTph9Rqp/lEjvCJE4SUjWNQr3rp7+rfX0bw10TWaKQdYwa8g0OTTS5K+U87my3OYPX7IIYpOilWR8uxetk3XzT7JsXxeYmsAwel31AlNP1ZI+uI1ev2YP5GtAT1196UFPphkSEfLk6w5LKw5GUcPMqEmv+HFdV8x1PPB6X7h6R9Gn66cTbN93b5vXT3VpRjYdXceJVPp7SQhk0k/m1hyAqp9oksj+KLYkWZ/cSVSc9M8qimOBihXKEKgkJskqyrYTECqfV8/oTM1YFN0Esz+CQqbP1NDWnm2/gSLpD1vqmeDIKFnPuBWrNUCHEWt3hp0gUgQBdHxFvaVYbigW6hF7t7f4wTsDbt9lMr9s4xqSQiHA0Zvo6vL1k82+HcD/6CvfxLac+w4fe/n2eiXm9LRk80jAxx7ocOScw1NvDnBxpskH7m9x2+4mg2UHFTus1m0aHZ1uV+IFMj21K9QIgrSXL4zSqB6rFODrF5pYB/C1yqVYM+UbPcUjjayuFZF3Y3ZvrjE4V+U/vTxCGFvoMgW3ZfSAzboOFpHNBMmAnX2m3eZr4L4O2P07ztSTdcmlEWIaAYsNxbFLDugmep+eJGta8LcretCzKCRrkVz1gC77mngYGtyy02ew5NGouXQiDVcDI8oaFeIkvcP1AE+TwbWvkv2n3F9QShDrSfZ9KtXM1ZqFF9YMc1J2OHRB58IVl/0TkHfIqrsy2wGzKQVab+ZMr/Xt+qIP63et/hlBWSCME4JQEQTpZzdr9Gh0BCtNiEWIbnS59+YuH7wvZutwgW+8WeDo+YB79rfYMCi5tijphPL2++95933nTj342r4bH/32AJcoVBx+n2sFN3f0Bge2uuRt8ENJ0ZXcsdNgtlLi0193eGrUY7jk8/DNHe47ABKHSsOh3rZod3Q8X8MLJEEgCKLe9ptkFCV94On2tS4SZcZ7PYsIqSSXZN3vMY4Vk3cDRgc6NL0an3/BpNk0GbJVXyWxskRS79MR1l6CLtaBPAN3j3Pr9Pm2tY6arG+USD3lEboeIgh54lWL10/nkZaOKUWfnvQso9+qB7+zmin6yWZPKoyVRqw0vK7B3Qc8vv/+Fr/xRJ4gtmhHcs39J9fcin2aImUWxdd/VU8y7H1X0pcoYyUzLT6lKSrREUm6WDxfZyAv+fgjdX5lweX4dI4NJUXRiXHMOEvSZdaAknXqZx6ZXtN3L/+A9TtWqqD0DgkLol73UkKrC9WOZKUFUu9y9w1t3nVLl5GCZNOgQ7M9xNFzNo12jKULFlZNai2JH7cpdtTN9UbwfUGkXvu2EfzS1Xlyufzjzz33zR+dvLyMrUMpl3Dqmkne6bB9k2JsCK7OGVyZF0wtGJy7EnNkMuD2/W1GCx0+fH+DXZssPN+lUrfp+AZdX89OPlt/pEj6skXm+e4BfK2HUvU5nmn0+iZDSnkf124zs9Ll33zR5WuvjVB0dUp22nvomKm23Yveeha51wAurwe4ITLaw3V0xOgnlL12sTVqkt4hASGfe7FAnJho/erl+gRzre2rp2xcx8ER/ZylF717Bqk02dQRGPzQwx1+78kudeXgKZuuEqm7UAMt6nU1iTWKguRbvUdynTTZU27AyACvtDWalKh0y9E8hWHk+dA9NZSa519+YYhzi0UKlsagm+AaCY6usikF9Cua35Jgc30FN0lSepTSktSw1/ZhuSVpRjEbhhv87LubjBQUd+6V5EybWqPA1bkcV+Y0rsyHtIOQUiHgwLaQywt5BgoxlljB61Z/9PY7Hn6pWZv7ZqG84XqAJ0lAEPg7y4Xqjlt2VLi6WMJ2YNe4ZHrRZamp2Le1w56tBXTNZDAfsdIQLFY1jpywqPmK5092eOzWOh+9f5mdmyyqzTxtzyQI0wNI495DzJLMngmp50RL26d6gyLTcrhthVimj2N3uTAb88RzBp9/YYS5apEBV2ckryhY6WTYXtGmR0c0TawDeg/g6diEvpKyjpakwM6O/ugB3Ygz7p2CXNdDLCPg2CXJxTmbRDPRpMSUKlWDZLIuwRT9aPpOFWXNF54teiWuK/qkrjqDHRMh+7d3OHTBJdRMOpHEkgoj6vm3E7QoQWT9kUKo1Hx1HVXp0SKxxvv1XiURYi0bY9ErBiVy3U4reO9tLW7btchnX6zxxKECV6cLCFPHMTRcA3J6Wjwzst2311K3/hjDXhTvcfAwhm4oqPuC1Y5i23iNH32gzmO3JGwYtGi389RbLlembZZrBssVuDIXMjRY586tgtWazaVZk1agsHSNZ970sEuVHTfd7O/sBsE3vyWCm9SxpY/XFtSbLq4lWFyFwUGPO3coLsxYzC8ZbCjBpjFJIWdQKmgMFiIqDUG1JVhpFviDZ3I88WaTjz1Y4ccfW2Gw6NDuWkQZwHsPjT5vTLdXTaq0MViLMIwIKUNW6op2EPLyWYOvHXI5P5Nnej6HIXTGHCg7ipyd4JipQcrobZdab8vMRrZp2dCbPsjXDf/Rk36foqmnIDfWR+51TROGHmLqIQkhX3jBpVJxEJaOKcFYD+51Kop8Z4L5Dj6q1qkL8bqyfaQ0wlBnaEDysUdaHLtUwI9sPGniKIEZi1Q2jbLvi5JMd1+L5OK6SC7XJsf2k9s0ekeaWHfCWnYcY5wdyRhqFHImQ3mP/+VDHT5wd4VLcxW+9qbN0QsuYWxypWoj0NF1gaWBKXvNyj37hXgHwNMjUpo+FN0OP/+hZT56X8iAm6fVKXB11qbasFipp80v1WY6CjqOYzYNG1ya0Zmchb2bPSYGLepNjcGcIPQV5y7V8P3ut1KUP/jsk+i65PJ0DdsQDA60WZ6xmVtyOHVOUHA09m2RDBQjJoa7eL7GctVgsWJSzCuG2hFjHcVKQ3BpZYBf+YxJ05vjr31oFccyCDUdlfTc+WvRJi1px6Apzl3Vef1tA8tM6MaSbx4uceaai9BMokinYAg25BMKdubdtgR2pl33EkltXbIq+8Nt1s0j1LMBQD1wZxOuDKM3M2WtJN/r4+xHby3t3Dk7BZ9/Jo8vjT49MeS6MrW4Tqlb++hxlLWPdfKZWBfF10Buxzofe3eXTz/V4dQVh0A3siieAVyKjKrwjuS2l+SsgTxJrj+3KKVE9MdsBD33ZiDpBioVDbo67a5Bo22Rc1xGSwFbRn0eutHHMFaYnE546rCJH0lMS/DqKZsrV20SqSHWd3u8o6KpYsWI7fFXP7TKz/8ALK6OcXmmxErdotGWNFqCSkOxXA1Yqcd0/DSQzS+77NsWc9uemCTJEcZ1lmsa4yM2iXeJQ69UECK+HuAvHrnCQ7dvc3/+7/+bbd2gxj03NDl8toRQOrft1hksJbhOzNhQi47vsVBPiGJJuZRD1wvYlkanoNH1FeNDMWgRSy2L/99XR3jxeBtbj9Nsvf+2eyl2+gDSEWuShVWTuVkLdB1NS119JQtcPeN8pkrdfgY4llx38GkK4vXTZgVp6V6T1x/0unYnGAYZ1076nNswsp2kP087yqhJjK5HaEbAxTmdVmCCZmT0ZB3/XpdYXtfs8G0oylqSua4I04viSiPOqog5Q7BnQ5dTFwOUsujGJt1YYKwD+dqs72wVXZfcJiSobFWtgVxLIJagqTX3X2/wT6/J2TYVbU/DsXRsy+w3WafUMWL7WMjf+cEAQw8wjIDL7wpYWG2i6emuLGS2o8i1lS5Iu7ksXbF7kyCKilyedThz2ablQddP8LoRlUZMO/ApDAaYsaDrwdFLFrOrOq5lMFiSHNzhMjYgee1syJaNqzxyR2nbntv+nvtzf/0jHSH2pgAPvXleerP+7kfvKvy95ekOVxeGGR2U3LQ7YqRUw488XjxpY1xVnLqgcXnexjEVH31AcON2hTmUbjsArpWwYUObSysBVxZdjl3K0+s+W3OaZeV5mX7qEkwJtg6bR9KRBpaWrAMf/QNOLUNkzr+0+mgaKcfuzd/uneKbJOnL1nqTZa8bO5H0I7hh9AoWa7eZ5QB6/zPj3qZPtaX4d3+Up+LZCMtY636R66nJt87441vxveasU2sRtefjVnEmGUY6BVfnb3ykxfPHClR8k0DqdGKZAfx6viv6HfHJuu9WKUWhd2CASA1ZiUBJiOjNTFzz8KezaMAytL7D0s5G3Vm921inLukKQ4txzZh9m6NsyL7q+1r61c0M8FKkT0HXI67Uujx5OGRmNiRnpQsxVglRAjftFnz0YQ/bUFxehCMXInJ6yCsnDaZqLnMVnQ0DsHPE4IXDXcY2D/y9ieaR19pt7yv9CN5YuYTUTBJvGRUnTFcUK3UN66rE1m2iyODako1jGowVBHvGIOcIBvMC0wgZLvsYRnpsx0ChQyvqIEUB0zQpOxK7V1XsS1tZ2V2slZzX7myOdR+Usm+ISgsysm+MSmdfkw2YT7u4/VAQBKktAMS6k4yz8cHXgbun1rwT5PH1txZhaGlx57MvGJy57IA0EDKT7XpVWJFcx79728m3G/+73ja6fpREn6JkUTyKU7ffDTs6fOD+Jp9+ykbpFl1pYsn0iMCU+69NJEjBLdZGPqwjReI6sEu0rI0sVglBEOOH6VBTKUSWjGfeHENgmfo6C4PqK0+G3sufsobvXuN3X0/vgT37s6bQpcIwIkq5Dirpstz2OHzZZTAnKdhp0a7oCGo1myde3kjegWJeccvmENf2KecEfgy2HmLIiNVGwkJVcuJkFU1dwOuGaxQl7xjYlsGZBZ2On3DD5hB7ZwzKoOvbCCQP3ZxFVJPsuOuYUi6glPfJOV1sy6fWDvnqYY3f/EaRuWqJTUVByYz7Vkpd6w2MSfoFnX4ysq7I06MU6wfV90rpliHS4e795oP0QWtZT99qXWclFJCs/bf1Xum+n1Cq7M9raomRzSu8HuRRFr3TqVW1huJrL+ZZbdhgG+hSYq6bxSLfQUvWM5NvF8nXhuNwnZIS95WUFORhpFMuSH7gXR2++nqXStsi0HS8OKNHWXKp9SJ3L4Fnja6AWmuV7ystKZCFTHe8Zjum2oxJknShGprANNd1Nxm9Io/sD9VPT1RO0DOvUGoEU2snSfdBnqwdvpt5WSwzwvdNRgca/M2PVCk6IU8dKXB13sY1NHK2YKYWU3ZUlm8JLNPA1E0cK6VknSAhFjGWlWDbXQbLBs2wRJSkiaae+G+BWd5anT38C2fOzjC7ohGLCFPT6ASKHeNV7jmgiJN0kLtrhbT9hCffMFHEbB0POH1VohkaC1WXN07nSSKbXYNQchSOmVynTaflXLkO1L1RAWJdp0pWqu8XZuiX0S0zwTFj7GwmoGNF2FZEwQ2otWOeP5EnpzvpC8i6zjWtN3yTvn/CzKiJ2QO0sRaxdT0dOZHeEboWYpo+V68JLkzZKEyE1Nc152bTt9ZzcN5htLruXMr1EXxNWVrrtF+fbKbtZiQGe7cE7BjvUpl0SGITT5pYsUgT3HhtYI/sZztZ3b1neMrUlV7lU5MJZAaunC3YMNLgMy8YNFoGJTtZ16eq1tFC0aeGvZnjhibR9GwH1tJjW3q7seyN0ZPrjVrps0+LdybdwGCi3ObvfrzDgzf6LNRS2vn2VYudYwqZwJNvWMw3dExTQ0pJohT33+CxZ9SgE5gYekQUJJy9OMtmsecX3v3APSdeOHTmmu77JpYux5aq1uPNVoVdG03ankGtaTBbTXh+Bo6eS4gTgS7SrSlWgouzGpW2INYSlmoapibJG5KyBYPFhLyd4FrZQ8nK4b2xvbr2bQDeG/TYG5zZpyhZ1DXTUcC2lVbSHCsm5wQUcj4DhTZe1OHXnipx/HyOA5tCBooGhi6yrTaL4O/YVs118wp7BzTpWioN9pLKVB4M0GTEk4fyXFy1wdARWfTu9yR+S/VSXKcBf9sAnrwD7KxPPOW6hFMnDHS2DwW87+4OR866oAyiWMMTWlrV7Cs4ybdtsOhZCwUqO04x6U8yMA0YLiv2b1eEcoV/9tkCM7UcgznJkJNaZJ1s507pSnyd5aG3467NN1zXV7suoGn9CnX6DiwzPRGu5Rk02xalQo779ndxzC6GGbJcDRDY1FsWm4b0tDhlpKqbUoKBnEOtaXNlTrK6mtAOFN3uErfm4sd9nzENeU2vNkwKymSl6rC47NAJNKYqklY3YMAy2DhQSK3bYs1vYBqCrSMJS7U2r5/T2VaGnJn0p0G5ZnZqmdWzoaZmqVSHXgOvzPi4JjNBJftn2Vvtcn25PovaZoRjpzysmPfoBm2++KrgK4cGuXitxJailnpekmxeR8b/18Ym9/6b68F9PefWM97di962G3LovMZXXszhdS1w9azz/NtH7/Uuwm+xyv4xyaZSa2X7FNSibytN29l0inmdDz3U5anXOxw+b0LOoKskZpzq8OsT3HVCZJ99k6wdU5LShdS+2vv5fd/lvbd7bB9f5mtv1njy8BAXqw5DjqRoKdwsmlvZvPGeM7Nfol+XZK8FrbVEX1tHO1Oak2Cb2UAl26DaTKXInBPg2unBY2+8nWNx1cWx0oKcoa21x3VaklKhzW17V2l3LWZWXJZWXAaLBkUXDAT6tYWAfN7n8lyAHyoObNMZLUs6XYu8IxkdELj2WhKWjimLybkdnj0RcvpqibypUXBJJ6+aKbAtMz0Iycp4c3pGTO8gJJXODNGSPqBT1TDpR6GUpqyBsDcN1nUC8q6H67S5shDwy/+pyDePD1OwHDYVE0q5BFPX0KVc5//OPCYZZzeMzJVnqLVCjraemmSyoJYaq8Ig5qk3XM5Ou2AYCJk6B/tz/dbx7z9OQXnn8M01PTpZc9qt82y/M9mMY50g0Nm3OeI997Y5ec3Bj0xiaeDFWlZoAhn3Esx+20P/uO4kESnchUqPc9GyowjjdMhQrWXi2iVu2g73Hazxnjum+JXfGWRyfoAV02DIhrylcLIWtXTCbxal1xW41u9gYt1BBPp19Yi1RhPLSk+Fcy0N19bJOQbFXIjrtLm4UOOFtxLypo5tZBXorFLt2gmjAxZ5Z4R2F5YbsHk0ZstoyGjJp2sG6L/+uS8TKYOytYzhtHjris2N2xQDAxpRpAhRdGKFToJOQmKE1FshX3smz+SVMiOuxkgpPYzJdbR0nogl+nNELKM3K3rNX9L3Dms92egdp3tlLWx6Vt00s5J93vGxzA5XFwO+/g2D335mA9VGkUFHY7ygGMpDwU3HLJuWTBNiQ2Xd8HE/KTWycyN1TWVe5p4KEK/9fRbBLTPk9JTgm687dDwDcjpSrDUW6+Lb0JM1AeUd0fudlqvrbbP9ATnqel28B/Qg1CkUJO+51+erL3c5ecUCzcAXkq4S6PG6uYJxz++STXhVZGcaiZ5IiMxsEd1ApJNj2zqmbqOShCjWeWB/k9/7hyv87rMNvnRokItzRXKeTtGCvJEO8jSyRuhectv7DXuzItP5JynIe//f9Uc4mvraeA47G3Dq2hqtjsbIoOCjDyoObFvl64d0Wr6FsCWGlmBr6S7shVDt6KAJbt7bpVYPOXvuaYL2G3h+hP7AjgaaJuh4CQtLoyRGzNNvxlxZiAjDBNDTVigp08RKl+QNKFiwe1QyWJAU83p26gHZZCjVB3Z6EFKcFVHS6O/YUTqlKZOMegU+lQjCMG1Q7m2jhh6RcwIss0vb93nzvOD/+I0hzlwdwHUtNuRgMKcou1DKCfKOlh0tkk6AXTscKgW4aUYZgNdLWr1Rb73PFNyGERIlEU+85vDKaTc9sUrqaeeOeKf2nVwH8rUKpvgWBaVntkots2lU7Y+S6LeyrUXx9NaIlU7XM3jwQIf33dfhzJRNFBskUqerdIw4i6T9IZ8JsUy9H1qcEGmpJz9dTKofXdOdUqbJokyHeSolCfIaA0WDv/+jTT78wBy/+BtNTl4qMdPI4+g6eUumIM8KbHGSmqjWHwzWe0amBq6Zefb13ifprHZjTY60LQ3XkjRaGvW2w1DJYKIc8Lc+HPRPr9O1GE0ohIwRJHQDi0uzeS5MjdBpw0uHDV48AqChf/1QapKPIsVATnHXPp8Nw4KZ8XwWOZJ1hZN1BQBT4NqplOM664/xWBtrZme0wrFCck6IZQbEKj1tK5ExiRajZNqc2es6GSpLEnSUIqNDPvVOyHMnNL7yWoEnjw7SbucZK0sGbUXJURRdQdEV5F2dvKun51bakHMUOTsm56SLyjYjTCPqy1a9E357XSiajDNumoLcNEJOXJN8/oU8YILUESKlA3qm5fdGXYhvF8nXh/I+tK+3zLKerihxfek+WYvePZdhFOskic4PPezx7Btdjl6xQAsJlYYvBaaCMFtsSSLSqbAZddJlOsY47g9lUmvniUoj7X0VWgrwpHdYrU6na7JttM2v/a8dnnurzVdey3HoTJHFRg5d1zENCSpBETFcCBBJVm0DYilRmkQJyVJFRykdSxfkbVJOrytcM8uxDLJjZdIczrU1FlY0XMfBNt2U4sq1vCKOeztdwsxKSNMLuXVXyLaNGpapo5IEfXw4TRRW6oKryzETQwm37krYt72DUlo6MFGl/XnpL5w+fF1Psrl8CtuIKbgRrhOlf2eEmEaIkCGGEVBtRhw6LzGMmMWazjcOOcT/f+reO9qS+6rz/VTVr3LVSTf3vZ2TutXKwcpyzhib7ECOj1lvgDdvBngwDAMYY5hh3jAMDNiAsRWcZVuWZMnKOavVanXO6XbfvvHEyvX++FWdc1r2MMAAa7271lndCn373u5d++z93d+QqmhCQVWlCjtNM7Qs4vtubfK9NzYxDZhfgcdfE3zzKY+7nmuw0vLxbcF0JadqplSKWBEZu63hOQLfVfEd8JwM30nx7ATPiXHMGMuMCt1g2THVwVt2GW2tpmiqRFDiNOHxF2x2H7Yl1KDqQ8KGIULVG1GUftcemCZ/Rxcf4qRc6BXyRl7KhZ08TQVhpLN9Q8DN13TZc9Kml+rkmkGUacSKPKalmUKmSKQkKdiBqgK2yHGSjCTLyQqXRAlnJqAIUNQiSVkaNyWJSpTIJbfmGfzQmzu8+01N7nu+zd1PSVj4/LKBYWR84KYm339rQJ7qpElBqFMlzyfOMh583ubckoEiVHYetpldNLA0DQ0NQ8hLtq2Da4JnpdK9t7h/CFU2wDApxBKFB2Zc2E84ZsZVW0LWTrZpdT3OLQl5NAy6CommEoYKFTvCs0OpM2yrLHUUNk0HXLE5od3TyVOFmbGMkUpGnpfxINIrb3YR5ldk0et6gqplPPSKyYnzgrlliydfc9E0gZIJWm0dXVWlvKxICkjznOV2yoFTOuunT9ENFD51d5WnXq9yZr6KZemsqinUzIyKlck/hKK4XVsrureK70LFyfHdhIorXV9dJ8KzA2peD8cKUZScTs9kpW0TJ6JYAvP+Obk07zx8VuGz93uEsQGOXC6FwtDl8o1dWxmavZXvOn8P4xv97s1g2czz8nRfzs8FZJgPxBBRLHBNjR99Z497nww4MGtAlpCqKkn5bkgOuUKQKix1IQhjFOQIUHM06mnWR5vkVbMUymrkuSZHor7yXja4OJbdvOqZfORtHd52RZNn97b49DccelHOb3y0x5qxBgsrPlkmj096oWXVtIirN6bkeRtNj3lqt2BuWeXEnOCRVxxQNczioDe/rHNwVpMksMJYiBxGKikTYylJphAECVdvjli9SmepLRmFrRBagYpjWaiaI21Ifuv/+vD4Uy/u/Y07v/Ekq8dVXNPn3ILBqfMqZxYSjp0UPPNawnxbgTzm6m0x66cTwrhEBzJQ4Pk9BgcOC1ShoGgKiqZydNai2RE4uoqtK1gKuDqsmZJEG1MvIzUk2SpXdTZvgCBT+U+31/nW06MI36XmqzQs2bVds0g6s5Dx2ZbALYvbyfGdjIqbUvFiKm6IX1i8+W6L5/dlvH5ckCsaW6dTLl6T0wmEHE/yrKDwZmhaQpQn3PWYxauHy9lbR1PkaV70kZPBYnXBj8NXzO/Wvi8YTb7L4YfhkaXo3qlKqhViCE0n7KVcvrHHh97c4U++YNPLYvJc79sTl/yYZpTzpu3L7JhpATmvHrd4am+NbmwRZ7m0lMiy4uFK+vtAnmvFiKT0fczTtDTyVAkiQcPv8pF3tKn5Lf7oMz53PT7G5qlxFCyENnAi6CNvtjzKCTXm7ZdFmGZEs5vwoRuaxf6TIXTYdUTnpdcNOUAVc14UK2yaTrj6opwktVhuGlRtG00xOXNe51QqtQlnzsdsmlmhNnrNb5jeJT8rDhw+WM2ipXeNVzKOn7fpRh2uv7jDTVfonJz1OHCiyqnzKUaa0g5Snnop44mXIEoHfOY0l9HOcaSS9+c9GDNhjScXClNIqzRdB1MUTlK69AC0LRXfVVkzGXPTlTmdXGVuxUK1XequyoiZFRF+Oa6p9MOgXFvDtWVxe05Oxc2oOAm+G1PxQqpuj7F6i+VOmz/8jMW9LzZYabtUTfjQjW1GPUEY2Xi2XFygDK9KODKr8MVHfVBN0EwUVfK+zeGjCsWrdOd6A032u87iQ/Z1F3Zy5Q2jyoUq9DS/kJ+iKjpGmvBDb+7y9cd77Ju1QRT2Gaq8+vpmjqmnvPMy+MCNBq4V0AwWuf+lJn/61TFOL1eLlI2sKOzsAu/EwQ4gx4KkEAunqdr/eoSWM+p3WVx2+cw9Y9xysc7MuILvCBxLuoLJJIy8SLYr/WUKdMxImW4UTM1CblfbBletV/u3gSSTvHS5PgtaoUEW6ew+pXDgZMqJ+YjpiZDrtweMVVSOnRaM0XuXnx6vijQNEVrMeC1j7VRAnuc8+ILJ6qmIG7a3uGXE4fisydkFjZW2zCTvRSV+WlpEQOYXeru8OCQoAy89abDDEJ9kAAs5loLvQKOasnoiwBYpT75qcnTRxXM1RsyUqpXhlenCloJrqbi2wLE1PHvQucuxpF/cjSbtoMUffNHncw9N4gmLKR/GKzmd5iivHtCYHovRtRTTiIutPwU14b6nbfYddsEwQdXRC8csUXxv6hsKuv/jG//9dwwog+WSoc79Rnx8YPkwtHimKomiFWw8nSBM2bqhy/tu6HDkSx5xlpLnKkKREJ5vwZYZE1d3mJ2LGK13GK21+Ml3NHH0s/zBbRmzzTp5LslXEtXJ+l9jnmvkxR5WjkulcU/p9d3UUyYbEdu3xzzwgsKR2ZQkSal5AtfRikQ6UUC1os8d6t8jROGYq+Z9JCYvDUmTMhFaii+CUKHZVWm2c84uJBw/J+nLb7kqYN2Ewa5jFY7O5mgZ6JUMRIzYdcKi2xF41RaOIXjlQJXNkxprplRaQYteGDE17uF7DsstQTdQiGIpGE0KXV0YyySwqGCiyU5YRGiLocuVKD3/JE7uWDmek1J1UxqVgOmxFdphm3uf8ei1XabrGVUrw7cpMipVXEvFsTXZvYfHkqJzV72AittjtN6kHbX53Tuq3PbwFKO2wapKxpifM1pV8R2dMFaJ4pQ0Uws0QRb6yTn4s7urBJqNIkx0TSrazQL7VobP4W+4Wg7zsMt4j7+bMlsqbPK+rGzwEJQ/l+NKpqqkaY5S6lSUHFvN+Pnv6XHXE12OnndIDDmmaErWH/9W2oKTcyphrBJGGiM1wQ+9eQUlP88nbs8426qT5VrhgCU7ufQ1zAvFvVb4jQ8MPaUqK0dTMqbGIt5/fZfn9nQ5ueSjKBndIMZzUlxLhuaahnoBn8XsUyYGdhMgF9sgkq/SiqSssyjO6QYRzU5GJ4wYmYjohHD4pEMaGWyYCNl5JEXJ27x1ps3kuINYU49oaSmHDrm0NZtbLw04s5iw57jK6XmPKBH8yJszNqzqstLR6QYqcawSFwtIlKgEocZyK6fZSUmSUkg8VNyFwNfUy7csiU07doLvJFTckPF6izhb4Y+/ZHLPc+OMVVTqVoZnDS2TlopjC7lU2gpe2bmdBN+LCnZjj5HaCp2owx98ocptD00xahms8jOJl3sqVU/g2WrffF2at0ucPohi/voelzPzPopuYwqBr0mvw2HF/BsrtZxCSonaBde8oTPmBWSr/Dv/+YIldCARkUebrLRiU6U6KpcPz2Qj46ff1+STd7qEqU0yRMGNkoxON2OppSE0HVWxKS3qf/DWFaJkgf/8eTjXrpOjIbGVnBJjySnnclEUtgq5GBzklBx9OeU9V0cst8/yR59XObbgEsQ5tTDDMzMcKy2u2wNWYp+spZdx5xJCjRNodjKWWilhJOspzaQKP0pyuiG0ujnTY/CBa1SiNGd2ocfccpeDr7lsXqUTRi7zKxaKMBAn52JOzkY8/lLM2lUWnZ6BpQsajsb0FmhUM0YbXWynx1hDI44N0lSjDFNJMzg6a5FmHkkmJLqillziEjMvrR/kRdExJS7tOTFVN2Ck1qLVa/PJzzvc+cgEVddgzMmo2Dn+MFJia8VYohQwYFY8IHKhrHhdRmtN2lGH37uzxt/eP8W4I5j0UupuTtVVqbgSK3dsSR4yiqumIVJcK+TzDws+9bURIsXDNQRVPcPSJEcmzwc20KWRTn+WzmVHlTRU5Q2IyoW75oXOVgMrjWH4UIF+YoKc8Yv/L1PJE41YFSSpXARVNednP9ji4OllPveAT9cyiFKFOJU5m90wo9WRceCaqkPx+fJc4WPvWEZVFvijO3POtRrkaJAXRV4YjQ8eQDEwT80H+Uhlk/jIWxYR6ml+/7ZJDsx5jPkqDSenUoTlSrsJZYhyWxR4IQTXVPlO1urGnFnocfSs2odyAeIMwizDsxLUpso3nzYZqUjMvOpkjG/MmBlrs2p0iZHJ1eiWhbhmq2CyYtBZ1JkeC6n5AlNPGau1eOI1ePqAjW/rOFbKB2+e500Xpew9bnLsnCgEvhnferGKmpqM1wwcqzCML8/0eoZllh7fqWQDFhYQvtshp8trJxJuf9jnS4+NU3cNJr2MmpPL442t4tkarqMNde5BcftuRMWJZHHXm7TCNp/4fJXP3D/JqK0z4crP5TsKvlN8LlvFsSTdVm74CY4VstSOuOsJn5XUx7MFI2aOV6QD50CYKPQSuVTnueRfp0NOXcMF3bcQVpV+wffNN8uH4w12dlk+aPMKQ2JsTXr+ZblctqIiXU4XgjSVZ8Sqm/Chmzt8/dkOnVCnZyp9v5FekNIxVAyhoWsamlbGgUvU6KNvXyHLZSefazYkVEjWf9rywvGqLHI5OqkSNx9aMPIcfuDmFbL0LJ9/uMLOE1UWOhYNR6XuFHExBv0YdbNvl6dg6tJhzDY1tq7J2L5phW88o6AI6XB27Jzg4AmV67Z3+d7rNSzdomJHnFtMeeTVKmMVDVuoLHddZhcVqosNdKuOqPkJSZQxM6Jzcs7g2NkcXdNxTJMoVpjyZGx1vaqx++gi97+is/Ogz76jFq4lqFkqntDYMCV96zwnx7MzbKvMcE/6ScCOLfkkVa9LnAa8dDDjsZ0WX356gvkVmS48amdUi4LsF3dR4GVxe/agc/tuSMXtMVYU9+/eVuO2b08x4hhMeqn8XHZR3I4oPk8u1fhmWvDJI6qVLl96TOXFfXUM3WLUzKlZGa4pUyDyHGZX4HxLIVMVfFNBVTJ0rYT2LvR4GWbTDWfVD6MkpUnpd3g29hl/uXx3MWJcK0ZVFGYXKiw1bXLAMlKSVCNHQddSrtrS5L1XLnHHwy4t28CPc+wopxvIYpJpySqaJgb2cmoGSs6PvmMFXczzidsGRV7i4/JdKi3m82JcQR108iEue5IIPnRTi1svW+brz7Z46BWfV/ZXmWtZVB2Nqgm+KeNjrP7VUsEyMhxLKxinBptWVfmNj3TxvR6u3WPviZxdhxPOLRqcOzdD3bWIuxm6mvHmHQq2KekgSSo4cMKjjaBSA/Hobpvmco+Vjsb1OxLGam0sI5ZHnEKcq2k5x89nfO3ZKl97vM6oqzHtQ9XOqbkqY3WNsbqg7kOjkuK7Ca4laa22keA5IXU/RFV7BEnIq8fgS485PPxqhdPnfFxDZ00lp26neLaCbykS4y5gQNdW8RwFz87wnBTfSfGdSOLcbo+xxgrNXoffvb3K7Q9OUbEMJpyMqlWMOI5afB4N1wbXznFticvaVkzF7XH8XMRnH6yzEHpMeQp1S15KfUcut46psmldjG7P8cBOkxNzVYmsZBJ36F8w+/RZpT+qlW5PZZfLMkiR/1+qSmV7WliolW/HiiqVMbqe4Fg9Ts2HPPSKh60amMLGsXJ8JyFJpHOVpmaMVGM++vYOT+9dYa45SsVQccK0eCdN5TtuP3ZE9MOjpBoo50fe0kRhgU/cDnMrI5TStrx427ng+oqQi+cFWLlCHGuEiaDum/z8ezu855plntjV4ouPeew+6bG4bGOiU3NzqlaOW6RFuJacvwFOntMJoyqTIy61nvx73jzV401b29z1VM43n2px6lwkGaNCQRc5qqoidJ3xisKmqYzrt4WMjPQQo5UckSYcD3q8sN9kzZiB0KTNx/KWTgAAfW1JREFUWhRL77huCK+fEJw4Z3PFtELdzai4Kr4rqHgaNU+jUcmpV2JqfozvhMXo0KPq92h2Q144kLP3pOChF2scX3I5dsbF0TVW16BmyQOOxLeVYoQYFLdrMyhuW6IlsnN3Gas3aQYdfvuzVT7/yBS+aTDlZtTsrD+/e7aGVz4o/eKOca2IittD0zr81dcsnnqtQdXWqFty/q84ClVXpeoLxhs6l2xMuWp7wLXbl/jlP9XpJi6+ofT9zi8o7sKDRRTz5bAourSwg1LkoRTejcpg3Ck6uKknpFnAJz9v8ejOUd60weTitbnchxJpGoQiC9wQCdduD/m5Dy7wO3/rsdi1cXSl7xogRRwqQtXQNBVVFX1eTqkh/aG3rCC0eX7nb+Fcs0GWi8KUc4CTD8YrUeDkinQSTiFOpC9lN9DxHJsRr8cPv7nLm7a1OLe8wgMvmew7abPzkMf5cw6uq1K3oG5n9KKsj9D1QkGzI6h6gopnUvNsar7HdVvbTDdS9hzP6fakO20UKySJpFuvneiSJAkrbVB1DXHJ2g7BWIsZZ4luZBMnFs2uTZYrmJpCGKrMLmZ0WzlrG9DwFWqeLGxZ3DlVL6Hmx9S8kHqlx0i1gxA9Dp6K+fN7DPafdnltv08ztuj1DDxTZW0tL0j0UvljGwq2pUpOuVUwAm1JmiqL23OkNE0+QBIKXOl1+J3bfD7/6CSubjLhSgKWRF6Kh8UW8nPZcnxy7RTXSnDskJrf5fn9Gd94bgRymxELfEt2FM9WqLiCekUwUgXLhDyz2TzZwaBHM3VI+wVZjicD1VIJj+pC/rc4hTjJSFJZUHmRhqBpkAzbp+Xl8iZpu7kSsf/MCDkWUZiyuJIghIqqqmiqKCgTBoaw8FyX77m2xbefWeKpPSYVS8UUqYTk+jRgpQiUlUVeks5KmvL33bJCls/z8c8pnGs1Bp28wMnzEkLMKViO5ZVTIYolHBmEgl4oaHcNXNtmtBKxfqLHJesionSZFw+scPi04CtPVTl4ssJc02DUh7EgoxMmtLsprU5RZ67Giq/R7Oh0ejqeFdPrCmbnBVGcYYqEJFdZ6qkcPJuz3IRrQ4NVEyZi51GXc+crHDo4woYJhYUVnT2nVSZHWtywvUc3N7DcDNusMtUQjNZ1GXvt59R92bHrfkjV61H127R6PR5/HZ7ZZ/GtZ0c5Oe8gVIGrqVQNmBnLsPVUppwVjlQytWuQB29bap+l6FoZni2L23PifnGPVJu0em1+53MVPvfQKnzTYtLNqA3j5gXq4hbFXY4mnh3jOvJrjpIu971ocWSxyoSrUDWzfka9nP0FnqPg2pInHqcSS86zpH+UoEz7VYe8EAsKqG2CZUipVjeAZjujG6QITfLlUTTJlRZFBvzQmFJ25lTL0Q0pTUsyGbXX7qaYhsDQtb5g2tAtlpoJU7WId127wkuHPBa6PpZQiw6eFSNKgqbqhVxQRVXEkN2zHEB+6C0rKMocv/vZnPPtRjGSpAXqkxV4eEKSZqSZRHTiVCGMNcJYoWeqdEMN20xpdw1WWgmW6eDYEY4VceuOiLddHvL+6xa47/llnt1r8/phn/3nHaptjVEb6l5MzU2oehqtjqDd0Qgik5nxhFbcJFBVwlzhqs0R4zWbfSdsFpoaY5sCLt4e4VUihKYqGJrKeD3D8zu0Q49bLvYIwjqvHvT55osZEy5snNBYNWYwMaIyVk8Yq8lu7btdVjo9ziyH/KevmhyabbD3mEeeGVhCZbWf4+gSkrP6TlLFNbNUyRe+G/1Ct2Q2vWtluHbSZwR6juSWNKpNWkGb37vd57MPTeHpVjFzDy6e5TuBW3DDPTvHs1NcSy5svhNimh1uf0jl0/eO4OomdUvm1DumIt9VLA3bUnBMyXHXSzObQhKWF0DZMGpSzt26kMIPx5LMxoYf0+xG7Dqi0G4r1H2VvG/PoGEUJvClQWnexx8HOHhSmFYGcU4vlHnvlqFiCkkPNfUMs2timy4/9Z4Fjp2f52/ut1ns6Zh9e4y077uuaVoh9NYKbo1eeJjI7+cH37xCnJ7nk7crnG03Cn5KRkYZdiAPezLvMyNJNOJYJYpVglClZ2YyilHPsAxd5hu1TUmJLajUnhnyo2+L+MhbA/ad6HLorMrtD1Vpdl3OnTOo2wojXspoO6PdFYSJQFMd3ndNQr3a4r5n6pycrXLwWIrvN+mGCYsrKlmRuiBcEaP6AeFizMETVY7PaVxzUcSbr+6y83DCusNV1o7prJ3SmRnPWD3RkSOI3qEX97j7OZXPPOCx0BwjTSxcoTDpSicqq29mOYgMGSg5LkxXME21UHCDbWU4ZoZTjBKeE+E5IZ7To15p0Qq6fPx2n09/a5qqbTHp5MXMjSRiFciLY2s4VjF3W3KpdJ0Y1w6peh0WWwH3PFMjCn0mGlJTWo5L8p1EKzLrC7GELkURilJ4ihTJElq/uItECk1ebS0dXCuj6iasHu9wvtPkVNOjvWSjqamkBogUI1aJ9ZLnMZSIVlwNJWKXSRy4SDwOw5wgTOkFBa+np2EKgWEYGG2bGdfhA9d1eODZFc4sj+DpKoaWFv40klAmLdu0AunR3iC1k4jJj71zBTjPJ2/PmW03SHIhrZYLhZDkqaSFr2EuR5RIIzAUzFAtAgVUeQsRAl2XYhhprpph6E5R8DHrJyK2rQ5579Ut5ttLfOZ+h8d2eZxcsTnfEow1Y9q9lDDUiZMqqydVDp4Nef1gyg0X52xfC65tc3RWZ37FRLcEol41cHTBwlxO+6zGlmnBiN/ki4/lnJ6tcNFqk80zKptXB4yPtMiVDnvPxNzzrMHxuRFOnHFwdMEaX27ERhHT1zefL+wfROnPrQ3siyXQrxR/CDm2KU1lbDMtClx2W9cui7tNM+jwiTsrfPqBKSqWxbiTy5nbAsdScOzhOb4cTTIcO5EFbkd4ToCqdnj4VcFjexrUPI2KkeKYhZFnOSoZCpYpL6+li5MhpGWZqkkFjVAHnVsrv8ehKBTbzPCcmIoX0E469GKD5Z7DaFAoniKFyMgKvj1FF1f7DMIsk5h3HCXE6aDAgziTBW5qmKF85+saGkagY+oGiyse110U8ZYrlvjcow4LgSPTLQq5oOR/pIMxRVMvMMwcnss/+vYmWXaeP7oj50xnpBhXssJIc3BpjNOMKFaJ4gwjKgIG+skcpempWjgciCJiJhu4HBQpdrYpac7/5kMdPnTDCifml/nmMx6HTrgsHNeZW4ZWV9ANXN5xeYetMwGvH7E4eNKhXg1pBzntyCDKLMS2ratXVuZX7g/b6Qf2nO7y/P4aR09XGfVVbrhYYeNMTKPSoRl2OXA25J5nLV7eXyMOTUYchUtWSSW99D7RpG1xaQmhlW/Zal9J3y/00uFV5BeIgi1dystsK8GxJNLhuz2q1SYrnR4fv73KX923Ct+2mLBz6laGb0kKrWepuKb2huKW3duzEzxb8sLrlTbP70v5o9unMDWHkQLvdgy5D9iFI4BlKtITpH+YkCr72UVIcgNDVfpmNuX3118wiwhCy5BOAJYRo2sxaZbTjaAXQRDJhzqOs4KGOoj2SFKVpAhvFUJjZiTk4KmUXiL5M1GcE0Y5YZjRK3YZabMmsHSddtfCNl3+7YdXODi7wFO7TWxNwxBp34NdLdTuan8WV/vGnW+U3v3ku5uo6jx/8Lmc2WaD1DVJ8kyOJkWKR5QUD22c9ekZet/fZqjRDUXUaKpWSAcHDghGYQ/iWlUalYgbtnS5akOXFw4G3POsTber8/IRi2PnTDatctkw7fD2KxNGKk1ePx4z17ZpJ979bmVmRXzznjvmctSPm5r/gY0TPYQSMz2ismosouJ2efVIQivMeG63QZr6dNoW62sKDV/ysa0i1tko/LgvIP4XxuwDM58ivUFkhVfJ0BOs5/0LV2kNYVshFTfANtvMLvX4oy/U+Ny3p3Ati3E7lzN3UdxOgcDYthwtXFuRC2o5mthx0b17LLa7/PW3fE7PV5loKPhmhmNSHBxKHz7pnmUaGaZZ5mPKXMwvPWazEuqMuYURfRGaVT7MfYPPMtdHlxCdosjhOskUonRgAh+nZZ6RUjA0i1ElkZIx3xX80Js7PLgzpptYBLFCGEMUZ4RxShipBJFKL1QwAw3T0DGDlJW2w+R4yM+8e4WjpxwWew1pM93P1MnRtLR/jJIvVY4r6oVCYkWBj769hcYC//kLGSeaI6SZKamsmYST44IvEgqlWGopkBvlggYgHX+lX4qifucFWNMUDCGwTB3bNPEcl0Yl5vK1PTZO9EjyNk+9HhKECjsPOJxaMlk9orBqzOTYOZ2ZEYulc69+/J4zr8yJo7MmiqKSppCnORunQk6eT3jhsEBXVPYds9GFgW8KJisqo6sVfLcgPllIvwpDLjCqUqSsFTNkSRZSijxHoZZ/qINELqloL414kv4CYlshvtPDsdp8/uGcLz86yuN7x7B0iwlHXhl9Kx9aKAfwomsrOFY2NJoUxW138SstPvV5nbufHsPzdWqGhCpto3QCKHnqSqEvzQfZ9HqMZYacW3HIEJjaQFU+bIugFaOALvJiJCiX0wyl4O9IbrWkHadJLmnHxYiSFOljcSqj9vJcZ7zSJY1DuolJkCiEcUYYQxBlmFFGECmYkUIvUmWR6zqGbrK87PL+6yP2nZznP99hsyAcadZfiDaEmqEpaXF5FUXevPZdrJjlxvsjb2uxbmaeLz4W8rlvTxJnNlGmUM0yohSsuGAJ9vM8C8s+dZD+IIbMnsrzrqyb4pikyNHWLK6ctqniOia+YzJW9xmtRrz9sgDDDNiyOkZXA07PqRw56zNaTah4IaYhl2CxbiJEaApL7YRDpxRMXafuSaehTlflmk3SaLPiKHhugUY4Ga4dUfflrGQaMUJLyXOFbmCy2DQJQq3PrZDWAcMedcNvkVlf2V5G9VlmhGvL4r79QZWPf3aEEwsjVH2DMSenasrOXXLDy+K2LSEPRdZgNCnnbtcO8JwOT72W8rcPjZGpLnUzxzXzwrVJdm+r9HMpuDRWoUYxdEnoemq3yolzNoamYRbmRKJ/sRwexYqHWGQX2GNAVsyshYNqcfhJhgs8ka84lb6EcayzZhxu2tHmhf0+PUshTCCIZUGFUUoQqZiRihkq9HSt4F7rdHQL2/L4yFubPLd7nsf3TWFq+mAWL+LAB9SCYulU5UxOMYf3c2xzePOlLbatWYY847MPTDCfO4SpSiXJscUgeLdviNQ3eMoH+0ppHY584HuxwmJboRtmZIBQM0yh4tvQ8OjfJVxLw3NNKq6Fa0sbv+UgYWElp+al+HbE3IpNmJhSsrZqNMbUFTQtYfeRlCDKmB5V2DIjsA2BZeT9I4tny2x21wrwnC5P7FY5dUhDNxU0TaYD1K2Ay9aZpJlNnKh9Qa+mZUOWukUaLgPsVSY8yPxJ1w4wjC6ff1iRxb08QrVqMGa9sbjl5dMuOMe2JTnmjpUNirtYUitel4wuv39bnRPna4x7ChUzfUP3Vod4y6VNsDSJNPUE2w7Yd0pjftHGETL5t+zgYqiDX5gZmQ+6d4Exp4VQNk3pn+nLWXYwgxdFnshg2LG6xsWrezy1K6aTmMWYUszhRkYYZQRhCb9CV88whI6um+htKUr4tY8t8+x/8Fjq1bE0tS80UDUKa+O0MONUi5mcfje/wEgoVxitKvyHH2uSZxm3PzjOUuYRZhpuomAXM/WFHjF5McZRNIVBzEucQEDO9i1NqnZMksrObxgwO6/y9C4Hx9JxDQ3fSCWVoyh4y1CwbYVOCjNjEY4ZcPZkhYW2Jv9uvvD0ahRVI4s6GNkCSZxxak5nvCbYsraDprVZ7qYYTkhEyDceM9h5xKHiVzl2SqfVFn0z+jxX2LEuZNtMSM0LySm8/grHKF1IOwZVyUBRikBQqRgpvaItI8LQu3zxUZ3f/ptxTq80qHo6o+aFxe2Y5UJYdm5Vdm4rf8NoEuI5AUJr8xffNNh1pIFrGNSMDLeAJcvuLQu8dK4tundR4J4Tcm4h4d7nfFZik2mrCF8aik3RtNIhd+DDV2o31UKxQp73k55LslUZsZhmeV/kmxT6xzhRCSMdz9V515t6fO3ZLs2eSc1QcOOcMM6JopxQTwl1VY4qoVw4e7rAMHRM3aRrOlyyLub/+J7z/NevG8wHnkRV1OEHMR3EACpawWcvxhXy/kxeLp6jFfiPP9EiTXI+/2hKO/cIhI6uFVFYufwmtTzr2/+hKphCLYxLpV+KSo7v5bx1h8HFaw0gxzRlmkarF3Lwhoiqn7D7KNz3rM1ybpErKufOawgMLtugsmYENMUmywQ/9i6FkUZKHGeIX/6JD2BZHseP7eKV5+8CLWPjKsGaqZCdRxIeeVnjhb02plXF0BTUFDRFIW4pTDgK6+vgmJKM5Dkqa1eZ5HkLx17BtbokWUySxnSjjM89aNELpSg5SXJmRiLed31MwxfEqVbEhAR86XHBb3x6nDPLDXxXZ6QsbjPHNSmOMGq/czvFPiC7d4pjyc7tWLK4R2otnngt4zN3TxAkLqv8HM8o3VO/e/cuzd4lgiI/19z5lNlzDroi5NGq7NxlkkQ/Sm/47bgs7sHlptSxlkzCtI8n5wNOx1BGThgLslRn9XiPEa/HQrNKN1EIYgUrlrChGWdSWRUVd4ZQlUGtul7Y7lmM1GN+6n1NXtm3wEOvmixq0sBfesKUPovpkL/goIuXEr3yo/x+Rirw8Z9pk5Px5UczwswhETokGVPVDu+7YYXVIwlxKv3L25Hg6494dEODlciglxjUDJW6q/LqXp+lJQ3PlWOm/LtMmalL0OHtlyW85ZIUXQ9xrZDn9yt8+yWbx/c4rB3P2DCTcvKczo7L38K6rdtpt7uI0bqKaWn0VjJGal1mlwWnl3o8+KrNwWMVHN3guk0yzSvPZXcy9GJeLQrNs8B3c0aqCdPjXcbryyw02+w7FfOtF00ef61CnOocOWFDpqNomly2CEA7yY+/M8JUUxQ14htPafz6/xhjtlnFdXUaZk7FkDCebYJtKtimgmOq2JaQ/BUTHCuTr+I41B9N3A5HZ0P+/O4ax1tV6raCb2QDzNuQ3ngSOVEv4LEbhixuy4hR1YCvPm6x/5yLZypYWpk6XKIDah8C6zvkqkOKofJVCBfKl7wEFmSrIoFYRqBLTxI5h2t0A4M1Yxrfd3OLj3++Tie2CRKp2ImKIjciSYsNdYWgKHJT1zB0gaGbGJ2UMTfm5z7Q4vj8EicXRjA1tXhAS6eurD+PS0PUoshVrb9HqMPfl5ozUsn4xM+1CRONrz+pEMc5Qkl475uW+aOfCckzkywHIRKyPOCHbgxIs5QnXtO59wWPs8s+p5sO+cGE2cWMEV82S8cSOJbAtqxCtCzHKXL5+9fcmI+9pcf+LV32n4wxdZVjTYXFjk4vtOiEKcIxU3w35VCc8/w+n+WORxCkTDcE77wCxhpSctTqChZW5NuHpSvYVk7Nk4IDz45w7ZCMgJVuwLdfTbjz4QqvHPSJU0OeooXCeDWXxo0ixxQKy4FHGI7QDZaxzZh2nPHpb0ofFLNqUtOhYshF0Ck6tyzscjSRouXBWT/Fs+RS6dgB9WqXXtzhD25zuPupMSquQb3AvPujiVkgJ4YUapQqcNMsZm8jwXdDDs2mPPhShV5kMmrLY5aEPC9ET8oZU/0uxV1yTcvxJCtyKvvjSZYP5vAi7SxJVKJYI4h0qr7B267u8dUnWxyZtagaCm4BGRqRDLAN9Uziz3oZHKBJ9ymho2smhu7wvusjOvEcv/rnBvPtqsSqiy4ux5NMdvLCt12lKPYhdEVSE0rQIGWikfCz72/z2PM+5yMHw7DQtRrHzwhaPUNatAn55zlVl8ZQW6ZjfuJdbXYebnP7wx6Hz3gcXjA5ck7gWSqeqeAXjE67+HsiV1ho5TSDHNfUmagZrJvKeOflXXphTNUKsYyElZ5KLwKhKAbCcM4pGN9eu6rxjtVRF8/RGB/pcXo+5uSSwpgfY+kuU6OCuh8zUpVEpXaQgBrRDRMe2qVxfE7liVerdAKLIDCYrhTZiapcxkxdigccU7L8GhXBhD/K4orKeGORw8d1Ts07aJZJRShUjJJtWHZutXgJrOKM7ph5v3tLhmCMY0sarGm0uftZlUdeHUE3bOq2HE2c7xhNtP7sbRqSYmCVAbRGjGUGvH5c5fBpD0cIGYBamkgOF/fQ3F3+qJQvpS8zlorHIh8zzSBLi7N3ml+waMapdJWKE40w1gkjk41TPS5Z2+b1E3XasY4XgxnnGGUXj1P0SMEQGoEoRhUh6BYmo7qwMY2EWy9p8t6rF7jjUYOFroNeZG72837UrIAMU1RVKxAWtW9orxbmqVrBeOx2baZHW2xYF7N0RNBwBQvnDR5+0aBRBd+R76yWmRTc9LRA1zI2T8X86g+EdOIlHt8lOHrO4OV9BnNdnfNdjd4JQcXRGPOh7kGuK1TqMROVkDhMeGyXy0RNRuyMj5pomvpt3bDORVEXUR/byr33fOG4pll/etGGsXfEnVfZeURn3ynBUlOn2bWZrKlcvgmu2d5C1VY4OJugLWU8u1tndtEkDB12H5K/gW8oTNRkJ8xz+ZeWFaONacjl0LM1qr7O1KiKY6aEkY6SK7y0X+fwSRezIvCLQixHCduQo4llSVKWXDLL4pZzt2PFOJY8xTtWh/ufy/jk7aPMNqtMVBQqRopryO7dP8n3Z28Ka4Mh9ERPcO2QbhDx0h6LpZ5DzZbvQBLjHs7iLAt9oBIfdPESQRko5gddfJDdnmYDPDzujymlq5QcUyq+ztUXB9z7Upd2WKVnKtgxREk5ppQRLMUlsZ/sLKSDrp4iWg5jtZh/+9EWrVBw7wtTLAZGYeafDcG4Qz7farF0FlBiHw3RMnRh0OmZbJjpcPnWkF2HwRc5QQ8On8rpBoK6r+G70h7ZMlI0LScvRBJZrmCZKRUn5h2XhTh2j1d39OjEXc4uwrOv6whN4/Apm/Mti2u3qly6STDeyGiHCuunQ5baXZ7cZfPO6TWYavqnB157+Pj7v+cHpP/A6ollTNPgUNBl5yEVUhvP1JhYAzvWBYxUczS9y77ZkAdeEBw65aOrOmmkQS6oOArXbJCd2TIlVKVpCkGYsdxKCCNJ07SL4vZdQb2i0qhItqAuEtI8Zb4lUHUTX5f2vH0Iz1T61rqD0YQ+JOhYqeStFHh3zeuw3A34m/uqHDjZoNHQhlCT4ZQ2+RYus19kHPiwaahlyu79xG6466kK5DqunsuwU8EF1ANNKN8xe2tqhqYMYeBlFy/Hk6KDD6Mp5fEnSQaLpuR3CIJQp+KafPDGJg++2OT+V1zakcAWKWYkl15TlzYeepyhh1o/G1QKewW6MBBaxnLbZeOqmJ987zIv7rU51RzFKAN0SwivmMcVJe1fOTW1jIXJJRtR6P1U6jg0GfMSFC0hSAXdMGO5FUsqcCaIEkEYy8OcLnLCUGWxKUcJ2QDt/t9pw4+ZbkRcNBVx/dYYTQQcONPjgedtXjrisOuYzWjF4OL10pdezTU2TgWstLq8fqRDnERAEUJVG7kS27bRz1h49hkMC07MBpxbUfjg2mVeOazw7Os6u49UySKdMVej4qhUXBXXVvpFKO1vwTZzqm7KYjPm8Vek/Mo2lcIcU1DzVOqVrFD/RDh2yGIr5stPjCEsg0q/uCkYhsqAK25KjrXd79yDpdKx5fWzF3X5b1+2ePL1Bl7FoG58N9REGVosGZzlh6BB04gwjIBj5zSOz3vUfBWr9DnXBhk1ZbKyGD6BD3XwwXhSjuFDi2YGWTqYv0sjpThVCoaehApLA8xOz2SqrrF2okuehnRigZcUXVyXuLguMkKRyRApXabUBUJFaHIeF5qB0FIWlz2u27bC//mD83z8DpPFoIKuqvKhLJM2lGxIZyqKA5CCUIvPp+UYQsfQDbo9h++7eYXPPNhhpWfRCsDpygu1oiiQS99DUKg4KaoW8/oxWFxRqDoUwIVa/GhhmTaenVP1ZHffOtlj3fsCXj/W5Mk9PV4/KHjLlTndRHDmdE4Sm1y6bR0bNl1GFPYGBY7YwMhE48Ez5x795LE541eTJMG3dUaMlG+/aPDgCx62ZrBlQqY/+I6Ca0uFSz/trCgQ20xoVEKCpMM3XxQcnfNZOyqNXxxbw3dVql5GzUuouBG+E1B12/zhF0yOnqlSdUtuiCzGgQhCK5ZLCrxbnuLdC/DuHpbd5s+/qvHpu8cJhcekhVQOmfkFD+KAb0J/Qx/AgrK4XSfg5GLCvc/WUFULt1iQJVuyjDpU+8Sh4aOP1i90mRGpqMNWVjIDUmbDD0aT8udl6kKcKESJ9J6JY62/bCaJxfvf1OOh51ocW7HxDQVH5JhxEXAb5+hRSigU9KhkcmqDjBwtQ9cMhGZTFyk/+f4V5lbO8adfEiyoLkIpz+oXzuOqmhYU4QGfRMbM6BgipdO1WD/Z42ffvcgf3lFh0dKx9QxDKxdW0FSBrks3s/Wr2vSyJn96V53ktMWol/aX/4FWQCl49SYV12SslrGqFvGxt3T5djXj9IKGLgRrJzJcWyHsLXzyqsu2Pbi0MDco8NWrR/jy7b/ZrRrqsZkJjRNnY1rdmFMnDBruKNds0pgcUahXMunWaqVYVoxlyNN6L5Jbtzyzh7xyKOOzD7nsPeqy2lcL1Y6GZ2n4Ti7NMQuLtUa1zWtHY77x3BiablE38yILplgsS6WPoUl40Cq9yLPB3G3LKMOK0+HAqYgvPDFJD19my7yBazLcJUrkxDQke8000j56YpsRQg15YqfOU3srMnlAZH3j9guOPMVLK+P0SiNJdTj8dHhEkQVeXjTLV5rmJEnB0EvUgoylDDp4LAhjnW5ocs1FATdd3uLEo1WakY2rS0zcEOUcrqBHGWGhCRVCKUS6atHFs/51eURP+IGbunz7uQV2n9BZ1OQYow5lmZbwoaYoqIVQQu4dhaJI6JiGiRM6vOfaJt98bpF9JydwdaWvJtJFIunRhkYQKkSxwQ3boerPctuDHjsPehhCSP2AAlFQmEXpki3pWCq+rdDwdSZGamydTKhXu5xekM5qsyseJ5fax37tt3+/+8n/+BtDHRy47sYPYZo27s5HOD23k1jxeP8NHdZOdInTlNeOaiwHKb08Q49SjF6MKWIUJedTd9ucmBNomoGi2ix3TLLIYE0NxqvKwNPEgYqTUfEkIWa02iFOW/zmX1c4cKrOTAUqZgkLyuOR1YcEh5ZK+8IzvGsFVLwOh04H/Kv/MsKe4w0qjqBuyISw8oG5sHt/52JZ2ltYZlT4pMTc/WSVTsdhtAp2kZTcj88raaD9mPC8f6YXfZRBRoVIkUSxYubZUAcv+SjDnJSCnZcoFxZ5LC2MOz2DyVGdD9zY49svtznXMenESsEDKUJuiyIXUTqgEKiyILUL2IQZouWyZSblv//KIj/3xzr7To2hqwKtkMwN1PdD8KEq5DyuUYw+Orow0XWHjVMhv/fTC3z44y5nWn5fTSSJdakUg5gac0sWmtbgivVNtv9kl2a3haalCJFz8pzgU3c7gIYqBJoQGELFNxIMI+OJ1wyiRGftuMIVmzN6vYSJ1du5+YZbCIIe31HgutlAM9wifi+hE0ecmu9ydiFnbknh/hcMstwEVetHmgiliK/IwQSSSL4DjxtQqebUXKj50k3Kd1R8N6PiJlTdiLrfxTCafOkxlf2n6tRtQd0enOJtq5CMmeI7lkrXSovOLef3itdFMdp8+n6PXYdHMB2TenH5dIp3guG529TVIuA0H7pYlkFXMZYRoesBT7+o8s0XapiOkMtlcb3U+7yTsriV/miiD3XxC/g3SjbUwTM5ZxevJCkXTKVQpssxJU6VQqisFDO4LPIo1mm2Ld51TY8bLmly15Merbjgx+hgFIy+MMqKrzNDCK0vpdNELpX1qmxKooD6Ll6f8HPvWeT/+R8mi90aQlERyhvn8MEhSFM0VE2VCdZaLmd7XS7pW1ct8eGbz3PnIzpzHbMYi8pEO3llNYSOojiEkcB3PCw9kckSgcK4r/IbHylCyrQyCjxB0xIg4/4XFM4uSfvuTIMoTkGxWLOqQavT7e87/QK3LB3dMA/Xqs4R2/E25GnM2fN1HMPA0eF910r/DoAoljMjlMnFEEYZKx1pEwbybcV3VWq+TsXTqHoZVS+h6kXUK9Ji7UuPpXzijgl6scuaal5YJBfWyG9Q1peHnHLm9uwI1wqpeV2E3uKz95p8+clxsBxGzFweiIwC2ekzBYvRpJDHDfYHOZZYpgydss2QhVbEX95TA2ThOH3lSempV5L41b5wQxclvz3tpyULkaCpCYqaygIvUqaiLCcs5uxYQJTm/cJO0owkKcaUWHpjR7Fa6B2lAX4YGWSZxc+9r81zu9qc7Zp0hIIdFyNUXDxoooxkUYpkNaVQ42tDtOUMVXPQtIz339DmwMnz/M23NBa6lYLaWoRKFUcgSZBLC9hQLWgK0hZOKvxTxhsJv/qRZbr5HHc8uApD0wYhu2Iw3oBOnKi0ujIbqNNTWWlrBFGpJZAUgTSVdZcj3/WiOKdh5dh2yFIrx3EVFOEcEUI/XMawXFDg1foMu1/52rdNo3aH4078ZhqcYCmPmR7PqHkZjaqOSk6uJMwvmyy3LKpuhu/GRHHOYlPjyCmN80sxeZ5jm9I3xXc1qq7chGteRNXvMdFocmapw50Pj7LcqbJuBGp2jm9Laq60eii43RY49hBD0EpwrAjXloIMlDafvV/j92+bYKlXYdyTyninOO1bBb9EKnREH/Me4N0l70RGr5hGhGUE3Pecys6DFXTDwNPzC2ZvXQwrk5RiFh8EnMrkZJlvrxdhspqa9g89ZDFpmtJNBW7KQPxQjCalvlG+lKE5XNq29WfxwOKyTSE3XbnClx71aSYWTqwU7zLDXHQFTUv7IgO1EGaIQmw8zHpsVDJ+7aMtcub47EMa8z0PTVGLDloqfbIhvgryHV1RUTUNVdURqoWqZsxMJHzsLW2e2rnEmfkRTKEW2Hkq4UhNQo8gMf8sU5hbVDh8JmKpJeVvvq1ScWGxk3O+maLl0gC1UU+pujnb1nbpdE02bVxFfax6x32PPv3tD3/w3d9Z4ABBbGGa1n3nFvXvUWPzspobsPuYRpYl/PT7Q47Ohew5YrJmRGfrmh5x1gI14Ol9Bs1eBQeNTiDdpGxTw3M0qi5UvZSqH1OvBEw2WpxbafMHd1Z47cQI0zWFEae0ayut2gSupRWGP1IN7w1pKl07wnW6NKotvvAo/P5t45zvVBn1lP7c7ZoUKIxygbOpdQFbMCsYg0nxkt27E4T89X012qFDxVewtayYIwfFPTigFItdYa5jFNpNs0RjdLkAa5WQ3NIgzKAdgQjoqg5tTcVMMsxC8lUWdpJkxInUasYJRScvMXE5pvRCg4Zt8NPvafOt59q0IoO2ULG0tEB68oJKkA0CW4d8WwYWcyWkKZfikWrKr3+szWLnPHc+JFhUrX6RK0peEK+yoouXjl6yWBVEn54gtJytqzJ+7cML/O4dGqeW6zKVWcsRalJ8HQIhZCis7yRoIueSTU06YY+HX7UIujpnly1WT6hcd2nA3mMxp2ZtPvSWLkkiOLeiM1LVmBnLXjV8574844IPbfgf/vJTt3HJZSMnx2qdaxaXsyuqbspS22DztMJSL+GbT9tEvRpXbElALHHbgznP77FZXHJYPaYxNtrmhf06YxWFii9k9Eglo1GV5/3xeovlbpOP3+5wz7OTNGydST+j5kLVVfHdMmtHk1Ztjixu3ymtIyI8Jyp8UVqcXgz5wzsbvHp0jIavM2oV+T0WuIX1gzRgHzoQmXkxy7+BeWhHOFZA1W/z5Ufhr+8dIzM9GoZCxSyuqsUDU9J0JS6vFCSw7Ds+n2v38J0OrxyK+cx9FodO6GyYirn56h5hknN2ziBWBYYqaau6Ws72F874fY55H57M+wutpmasnexx/FzOzv0yqNZQlQvE0GqZJN33SRw44Jac7OEA1zxXGK1leFbAs7sVzq6Y5JpMd1ZhwKsZ9rVAJS+6MUphIp1LHP7yTSHTYy2eP2iy1Dax1OGABHlw8+ycdataPLM/Qc1Ntq7RuWJLwrb1bXYdU0gjk2s3Cy7bHLHcy+h2TOo+nJq3qHk5J+eVe0+d2vvff+bHf/5/XuAAP/1TP4rvjX7vibPtK7K0h2PljDViHnrRYfOEwy2X9+hlS9z9tMHcXIXVDY9bLhO89aoljs8HHDjqMN3QaFR1GhXJMBytBow32jjOMv/tqzpffGiKEd9kVSWTtsaeLG7fFfiOhu8qhXusNNmUpj8yIMtzezQqbc4t9/gPf1Pj/pcnsC2TMbvwuiuL25azvF0WuKX1/VacoSPRMLW24vZY7vT43dt8jp5v4JgGDXNA9iphS6t4YKzy6DREGegjO05AzW/x0v6YX/rTEb7ywBi9tsov/Eibj7wj5qrNPfYczTlx1iTXdMz+8poXBpSlj+CApSi7cV7EoZfcEilqrvsBD7xksdKzpC60lAj2tY5FcQ653SpwYaH3KbFyXFg/Je0udh5QmW1KgEFcQDigb+BSesRIQ05Z5Aoy6kRTNa7cFKBqXZ7c6RCmOsaQ3M/QJYFuohGx50Sbb79g0m07VG2b1aM6M+MBJxcC9h03sIXDlVszdp9QMLUETYWJhkljbPsr1UrjG1+/6+6/u8B/+/f+lPHJi96ze//Jq03mmRoNePWAy2UbNK7Y1uTVYz3ufsLDFx7XbjO46bKQDWvmeflowF2P1llVEYyP6IzUNEZrCSPVkLFGl/HGEs8eSPmvX59Ex2GmmtHwoOZJlKXi6lRcTdocu0UEoJPiO3Hficp3pXvWUrvLb/+1z5cen0TVbcZsqdHsIzBmUdxlpx0KhnXNvLiCFji6HWFbsnvX/DZffxLu+NYIgepTN5UCtpTaU6tQ29uGimmKonuX0GVJ9pIPYsXrsPNgyC//+Qi7j0+gGy5TIzq3XCKoOQ7jNbhqa5vXj8HxORdd07C0N6I0Q/6GQ0iN6Jv45P3w2vHRgGNn4OX9LrnQMdSBpcVwzKGqloVednGGfpQVrhZmRrqASzdGTI50eHmvxlzbJFc1tLLIh9w4B0b+RY5yJpURCtKgU9c01o732H0sZu8pG6FqGH1FlFqMexqXb4qYa7bZeUTlzJxGu2syUbe46ZKIdtTluT0KUWiyY13O/tM5ppZzzWWrefvbP/jc1k3r7vnkH/7Xv7vAf+u3f5fVq8Ye33f41A17D82t8wyFHZtDmkHIAy9qzM977Fhrc/0lORtWL3N6qcnffMvg1b0VxlyT1RM64w3BWC1jrB4x3ugy0VjiuX0h/+YvpwnaPmvqGaN+Ts3TqHqlwaKc1ytehu+mVNy0cLOKZQyg06PqdlhqdfiNT3l8+YlJVMthzIaGNSxjk9wEp9+1taKby+vnBcVtSiK9Y0lL56V2wK9/usrBuTqOVZz4TXniLwlfljFMGZC0Ybfs3gUfxve6ZHmbn/3PVXYdnWCyYrJxJGPTpEnDq6AqBnmmsXYi5tKNbb7yuEOQmNgaQ51N+Q44sqQC6MVcXfqbCC2nYiesGu1xz3MWzZ6FVqhmBnGHimQ1Dmd3lp28NPu5oNCL8lQVLt0csHqizfN7BOfbFnkhgMgBsqEwgKy0V1YK59lB7kWaadR8hZsvbbPvdMzeMy6GomL05W0KaSp569dszbl6W4vTSxH7T8DZ84I4dtkyrbN9Q48zSzF7jiiM+jpXX6yyY8fFj02uvumnTFOL/uPv/MHfXeB/9Ief4Ae+94Zo7aRxQ8U4dPmuY4na6yUcPuWzacLiqq2wdV2H2eUV7nkOHn7Bp2q4bJw0WLdKagdHqxmjtYixeo+JxgovHOjx7/5qguZKlbU1Wdx1X6NWEVQ9nZqvUfVyar4s7Kob4ztFxqUd4DkBvtul3evw7z/t8OUnxlEtj1Fbph37xWjimAPLNtsaRHo7VsFKLOZk25SjiezcsntXPGnj9pVHG/TwqZsqFWNwVS2hRtuQY0/fYs4sqLrlAuyEjNRa3PVkzp2PjGEaLtN+zlQNJuo6rq0XHjLyMDRe63FqPuGV/T6GIbCKApdFrBbjSiFmLq6n+gUX0/LHlEYlZG4x4/k9LpmuIyi46QoXztrqcJ5Q0WmHivuNOZ+qonDJpoCp0R5P79JZ6JokaCj9LE9J9y2ZkVlpzMlw1Ir0Ex+rwc2XNNl3OuXAGRdTUxCFnUYUw3JL0AtMKo7FLZfFTE90mW+H7D6iMnteJ01dNk2pGHpGoxry8pF6Wh+59MEDB4995aKLtr2xnC9EUfr/UoNWu/2LrW71GkcPLz+96HH55i4bphNmFyPueFjn5NkK03WTt1+usmYyp1GNCeMEXZMedI1qyMx4k11HO/zbT42w3KyyvujcjYpGzZedu+apVP0yREoKmx1LipstI5KcELuH47b5s69bfOXRMbB96pY6OOZYA754f4ywtMEIUYwl0pS/ML03YmwjxjJCPDfg7GLMvc9UWew5WI6GrQ3sD/TietlnDmpqv9D0EhYsEBTLiMnVkBcPOUSJy1QFfCvHtuSvjROFTk9eIzs9C8e2uXpTwBe/HdCODaqJUlwxkXh4KmPW+8ZABWQYFzzxKNUkSy8yqPo6772+y9efbnJ6WaepGBh9wlShxlEAJbswsBatj4L0xQzKQEuqFZTfD92ywv6jc/zh7QoreYU4E3QSBS+WZLYgzgmibIAEpTlZKmRa25AL7/RYxn/6uSX+9Z8JXj8wUijwU7pBxvxKyp5jgkZFZ+3EKBtnYn74zS2OnV/hkZd1njtostSJuXhNxnzHZsOqymvtducXbdvnu9byd/uX2y57F1/88u2pX1+fNxbOsNDO2XU04JFXVTqdCjXH5v3XwvhIwnijy+xSxHw74uSsyRWbqrh2wkSjTa6ucNujLkvNGuuqOeMVWdz1iqDm69R9qPmptJ9wY6puSKPaw7MDDCNCiBhVjTFEyAMvaXzhsRES06NqqpL+Wi5/hjLkSlWiJkofLekjHGZSJDrE2FaMaUZYZohp9rjnIZ0X9vqgWTgC2UnVYc0lg+Iu52TxxgJP8J2QE7MZL+zx0YSQGLqeYwiJP2c5RIlCGGn0QiliuHpbjzXTbY6e9QgKI/ikbwQ0xDLsC5IhScpQVq0gYulEicnVF7V5/7Ur/MU9Dp1YwygOMWqZDlcshwpZMYakhXeN1kdYBmqd8lQvFfdCS/nBW7u8tH+BB17MaUcObUXH0BRsoeJZKmNeRpRkxHHeF1NnuSDLtL6oU1MzVo2m/OhblvmNQzZnll1sQ1ILtm/qcOicSpLAU3tsDp7WmWw0uGJLxA/f2mElatJsZSSRRTtQecuVa3Mheuk73/W9f/8CB7j1lveRphEWR+gG52h1LRYWdG7YZrNjU49cCXnpQMqrx3J2HRJoSp3NkzqdQGX9dEiWt/iTr1o8tnOMmYrKRDVnpCLRlXpFUK9Ao5JQ92Ma1YDRWpeq1+LEXMSpxRShp2RZwuqxmFePCH7tf4yx71Qdz9P7s7Fj5IU+c9g6ouSL59gXnPZlcdtWjFMUtuzePU6dT7nrsQoLbRfD14pZuDyWDHjfpXNsCduV3iLl1VIXCYYe8tpRjdnzDp5QMEWGLqROU1FkTHeZThcWB5vpUY3L1vc4cDqmlwwCpJI3vNKyuFOVJM2IE7UodI04FfQCg5Gq4EO3dnng+RZHFwya2gDDloUtUQ85cw9AYzmHyy9SHnC0AZOwgCM1LWPL6pT/9ItNfv0vM1475DAzBmmmomo6S4HJkXMuta7GpF8UehoXetOykxt9c/+bdizwi99/nk/fo7HQNpkeUag5dX7w5gBdtHjlcEoUZ7y41+HAKYtL1te5YqtBq5Ww1FLJlInOFVdc9wXXsf5nZfydM3j58bu/+/sIocZLy4tvPjd72KpVclaN6Kyb6XL8fMAzuzUOHrdpt302TjpsW62zZY3C6smQzasXePz1iP/21QkcLNaO5oxVVUaqOiM1wWgtZ7SWMFaPmBjpMlZboRev8PnH4C/vq/DVJ+p867kq33hSRxMhd9zj8/z+OoZrM2IqfcTEsxSGrZKdMhGib/wzdN4v5WxWhG2F2FaA6/ToRgF//hWLu55oEGourqFR0XNcPZcXT50h5qHax74tk/7o41gFfcAJMPQO/+UrDq8cq1O3VRmjYg3vBoVneJE8ZukpVSckVwK+8ZyPphp4ha+h8UZSlxhEdojiVdIDtCHuy9RYSKrE7Nyn0w51YlUr8IxBTlC/sHmDWr4YwpWhbKFSAKFpOQoZMxMRUxMhhh7zax/r8rYrFd55TcSNO1rU/S4HzqmcbxlkmYrSz97MoUBYZNmpVF2FSzd02Hc64ZVDLp6hEAQKy02TXs9l7Zhg9bjKRCMlzUOOnU1ptg2W23IMuubqN509e775o5dfdlX8P6vj/2kHty2VzvLeOzdt2PAfHn/mxeq4t8DphYjHdgos4bB2VOOWHSnj9QDHSkFRMfWMqdEmB2Y7fO7BBrpisWYkY7SqMlKTxT1WyxmtycPPRKPNaH2JLz6acdcTVXYdr2IoBhVTQVcVLloHl65f4qXXczRTYGsKnj5gB5Yytj5aYg3GkrK4HbvEuWNsUxa3ZUhZlOd0eOpFlc8/WKHZdRC+wFLBUPOBOkdT+q6rfWsIdcDGE2ppLJ8WdNCY802DPBeYRfcvYTqUoZjsTHoQxonkY4z6IVkaEWU5UcEu7PPDh31TSg55GamdFvn1qUaaStVPrabzI2/r8fhLKzzwgkakOCxhyiSGPCfNZbjUIPUqu7DYFRVVUdAU6SEuSg/JKMEyDHqBztySysuHqly5yeCiaR9Nhe0zXS5d1+Kd18zyxSc8vvDQGJ1QJ0oy0jQpwrZ0QEVRTITms2Yy5UfftszRs8vsOVunHabsP5ORKiqeaTBVM1g7kbFmNGXTqpATcyHn5uDijR4zM5uwrCp/14f4u/6jU50Kg7D1C5dtn/jSCy+vuIYQbJxSuHLLIqfmYx7Z7WAIgWfmvPWqZa7YGnBsLuYTd1bZc7jOljGYqMniHq0Lxus5Y7WI8YbMkDetJb70pMoff3Wc5orLdF1hvEginhwR3HCZw3VbHY6dDXlol4KhUKRz5X37CLvvJqv1jX9kElspY5MOtY4VYZsBthngOT3SPOSxnSof/0yNYwsu2Dq6okrfPkXm0ZfBrwO/k6LYNQr9Yml/JgvdsWIee1VwfNYq5F8FG24YioPCi68IbsrksrhuCt52eYfHd9WIbKVv6SYN8fO+d4r898qg0C/4Z1nsva7BdCPhN39ihTCBp/cmRB2XJcsizDTiTJVG9lneP9GURV4iK5pSStMK1Y4ureASW9DuajzyvM0LuyfwVYMbLzaYGoWxus1YzeGStSvMjLbJk4RvPDtCuOjKpTNLCoTFgFxFU02EqHDJ2pj/50eW+K2/Frx6yufGHR3ecoWCZ6Z4RpcnX9N5fF+NqzYa6FrOmomYzF7XCRLlF1aPjYf/6AIPOytZY2zjC1dfJZr7Dx535xYTltsGzVaFhWZGc0ljoqGTKDGHTxq8aWvAk69rvH6kyuoqTNZhtCZx8YlGxmQjZKLRYdX4MsfnOnzyUxWe21fH0Qy2TOSMVnJGfI2xusHqSYWqp5Ll8mIohIqt5tj6UPfuz92STuvaZXHL62ep9HHtAM/u4VhdMtHjid0KX3nE5ZtPesy2LDLNQFGFXCqH7RCGIwGLt2yt8BBR38Cp1jTJPdl/QuX8olEUeHbBkaWo7b6xfZapxVytMV5TuHh1yIMvpkSZXhjh5xJ+u+BVGuOXus7B58pSiTcnqSBJDN60rcdtv73I3U92+cojHs/sqtJJXKLUJMo0kiyTSQ1lHma5eCoUsSZqAVVqhXe3IIp1UHR6oYaGRqudc+R0SpQY9CKbXiADqEZrFr/10RXefe0Z/ujOEQ7N1ggShSRNyfKIPNdRVQ1NtbDNGpesjbju4iYn5h22TIOr6ojMpeY6XHsRbJiChh+x0FZYalu898Y3N6en173Q7bWyf3SBm84UKPp8EB/6ga1bL3t0+YUX9XolR9dh80zClhmdmakO33xe0G7X2Hsi5YEXVBzFYGYkZ7SmM9YQTDYypkYDVk80McxlPvtgxm0Pj7OwVGHUUhiv5NQ9aFQE9YrORENlrB7T8APmVxLuesojjAUTlRLPHiAmJdZd5meWcSf+UCpExe2Q5l32ncr5k7uqPPyyy/yCSUTp+C6KubP0MXlDoOsF2Zclx2OIhVcUuKolKJoiT9rqYHZVhvDmssrzoovLlDI5YmRpDllKnOmDzp2W1hJ58aLv4CuLWy0OK0WGfJF3n6YasWIy6qb8+LsS3n3NCo+93OZPvlbl4JkKSx2fKBWkReZOGROokMl5XUkL1mFxaCq8xzs9Hc82eN+NXR7bHbLQtllYSTCEQp7pJIlZ2M2pjNZ1rtnU4s9+eYHbHunylcfG6J03SDMZLKuqCpoqMHSHilvl7VcusfdIRN00cZyAe5/VWDdmghbhmzELTUG7m7J9++VxliU/sG7Kn+8Gzj9+RFFUgyTcz4YNM6eztHvkldf2b9WTDifOZVQdg1uuWOaFvYJJz2H9dI9P36Oy95DP1smcsbqM3psayZiZ6DE9tsLRcyt89WnBvc9NYismG+pForErk9tqFcFIVWWsnjJaDRmrt3nstYydB3w8oeKbad+TUC6Vw/k7mUxhc4ugKieg5nfx3RavHEq47SGPu59uMN90yTWN3KLwakj67855Xp6X8wtx4nLp6tsoDFh40mZB8kKSTApgc1X0zSUvyKofSgTO++GvZQa9iqVLOC7OkJK2fkhsXhTiYH6/IO++zLlXBiiJtItTCUKDJNWpWPB9t8a89coVvvFMmzsfqvLcgRGixCIpRpa8jHcj7Z/1NbUUSmhYuqBtGFQjiys3dblme5MnXnZouFKOpigKWS5IU13m9ESCmm8wVrf4pe9tsnXmDF99ss6RkxXSNEVRIlTVQNd1TKPCZesDfvp7Vrj/6TE8x+fyzT1e3hdxy6UKvhdx6KRNre4zvWbrEbu6/vRTO09w0xVr/84C1/hffPzH3/4lDu97YaVe0V5VVeUnX379DFtXC4I05eBJjZrrUK302HU05uW9HmtGBKsaGpOjBtNjsGYiYN3UIvvPtPjNz1TZuXeMNTXBmob0tat6UhRR82Vxj1ZTxhoh02NtdGOJ/363zWtH66yqKIx4ORVXpeIIXKckZpUaT1ncMrM+YKTaJkxafOsF+L3bR/nmM5OomkvdFTQsBUuoRFlOVe+g5AlxJtA0eeCRzltg6jK5wih0hBcKlbNCG5pgm5IKPDsf8ud3uew7U6Vuq/iFg5ZtDqyZ5amfIholk1pQPaHmB2hmyNN7XVptW/5aPZe/v1CKxIQiEqREWfQcw8gG1FwjxjQl5RcloBdCmtqstH1aXYdeYGHqOjdcnLBjfYdOGHBiXrDUNYsRrDTZHDK/V6V6S1OGTexzxmsxmtbj4VdsktjA1LLCMVgiJWkuIcwwlk4AWWpx7UUp1160zCtH4dCsha6ArmaFsZAgTU02rUpJSDg9n6GkNjs2xPSilGOzLqPVgOrEFUSMft+JE4d2TU5O8df/44//8R0cQBGbydMWqN7shtbjT4yPHb55z6kWniGzI0074MlXFVaPVnjXVQknzymMNXQmR2BmPGDD9AK7jrf5/TvqtJsVLlsDo1UFzxZFbouE0CqeQqMi03rH6z1WjS5xz0sZz+2tMWpr1J2sCJhSC32nhufkBeMw7Rd31esxWm3R7LX4xJ02f3P/BKrmsaouz/qeKfPSU1QurUS89/p59p2Azz8EzahGYgw4RPCd6QNKeeW7gEctz+XdIGdlSaBkal+RfsFyyVAH74epylFDUTRGaxkVK2Y2zQdeKd/RqUuuR4Fm54MvVFVyLD2hG0Z8+WGD1084vOMqh5pdJ0fFNiVXphuYbF3d4S9/pcXffjvi92+b4GyrVpzViy8MUMlQlUTi/4Vg2dQFpmHiOz7XbV3g1ksWuPfZKSxD2jGrSoyiQJYLwkhjua1iGYJ5x2C5bbFuapnf+ugyH78T9h6uoykZQkQYuoFtGuw8NIJrJdxyaZtHXw05v6TTqCpsmG7Ti322brroiXfceuPsUrNHo+r8r8r3f13gAIrm88LOpw9VPf9P7PqOm6MTz7BxXcL+UwrKks7121W2rF3hpX0Cy6yyalRhZjxi1egKLx/p8l++XCdsV7hijcLEiGCsrtGoQKcH3UDFsxWqbiZt4WoBE40mLx0O+dR9I8SRw9pqRtUBz1FlYrEj1fm+K0/8FTei6kpt5mitSTto84nPe/ztA5M4psOoCw0rxbcHufUjNZ2rtmW87yaLdrjM7NwKdz3nEmVGMcsOqnxATqLP5Rg+ZZdCASEyFFFIuN7wUJRFPsyk7i+b5ZiSKGRp1nefzXKFvDDnzPo58X1dUP+TlQ+dpmUYesTDuxQ+cecU7U6FlWW4arPDaJ2CsSkII0GU6NR9wcfe2oTsLB+/PWOuVSdHk59WKTzN1cGsXI4qujA4rztMjsT8xLtXOLW0yP5jo5iCvr5TUxVAoxtk9IKMekVhqWXR7o2weUbjV39oiT/+Khw+Vi9ygxIm6gph1uOZV2DrtM/GyRCI2HfC4qKZnLfccBF2w/6TV3Y9eejKy27++5Tu36/AARKxieWs8sJ1l8df2zp6/IP7D55g05Tg6GxKs5vy8v6cs+cdbrw0Ze1Uj5FqRDdZ4b9/o0J7xWf7jMKaCYOZCZVNMwHdpMtjL5mYmstoTaHiptQrEaO1NntOdPgPt1XZc6TOphFoeDkVp+CLu6Kg1KZU3ZSKJ+0n6pUOo/UmraDD79xe4bYHp3BNi3GvCKpyZHFXXI2ar7NqTMOzMk7M1lg/HfLeGzo8vTcgiAxS68K59oKH/Y2dXMkHp+wiM11TShZfPjiiDH2ePrWUEhcvF0O1KPCsmIvLOZ0Lfj7kxNxPXlDVHNNIWWqn3POUy0LHY+OYRrcDJ+cy6SwV630uS1KkE9crGh95axNFmeN3Ppsxu9IgzUTxqbNCnpYU71h6QVUQCGFi6B5Xbor43Z9Y4N9/VnDqVE2Od0aGZWaMNVQatQ6P7Mw4PGuyaZVEWJKkzvb1Cr/4PQv8+qcNjp33aIYx7VDnxkt08ot6CDLIUw6dsRBawnKylcrIJV/bvn3NC9D++5bt37/Ar98xTh6dOM7ma37pofte0nrZ0ve0271CBhYze77C9vUZ+061WWqbvOtNIfc/Z7Cy5LFtWmPDKp310wpb17bJ1SW+eL/O6dMmV2yUXJGKGzNa6+DYy3zjWZ1X94+waVxhrJJR9dQi0llQ8ZRC35lQ9WJqfkDd71D1V/jSYzFfeXqEx3aNU7UMxt2MqpVTcXI8S8V3VCqeoOppeLYszCRVyXOdmdEA34hp9Qa85rKKLmTZDY8p0lhTVeSFb7Gl0omFFOqWhCaU7xxTSt700JKZpHK+r3gZ6ZA5pyzs4U1SCm+LY3s/PUFKxFLaQcqZeQORCwxNQoCdbsJKSyv0j6L/7iBjChVSX+UHbmmyauQ8dz0T8PnHJskxigeoMC5SkuKEL2S2pmoU+soaV25I+L4bFvnk7TbnmiaOKeFacti2NsN2V/jMfS67jtgEYUaSGChKjY2rE955dZevPepx+eaMybF59h6rsH7G4eRijKFCxU2xTRO/Mnp3ffymX9r5+ukTV+xY/09f4ACKsYaXXnz+xNj09bvHj3W/Jwte55VDBnFsccXWlJcORxw7ZfG9N+gcPZ+xc7/H6rpg04zOptWwY8MKmjHPf/u6zWv7fS5erVOvKFT9hNFaj6q3whceV/jaU+OsaQgmKplkG3qSVlv1VWpuRq3QeNa8Ho1Kh0Z1hc8/nPIHt49yqtlgzBNMOClVO8e3ZBqc56iFHE5Gc9uWtGBTkHNwHKtkJS48fNDOyyIfopMOxeyphfYwSXPuf9Zgz0mDik0fQ+/zqy+s76J7l9n0CmGksnkm513X93j+SEqSin7HHu72b0xALj9UhrKQhIKiKuS5ZCUGUU6nlyCEjqqo/c9Tzv9ZplLLFN58WYvLNi+haxmf/fYqMoqro8ykQFGSPkauKBqaakgVvV7nA29a5MiZ83zxkUm8lsCzMxabGbPzHlduCMne3eTPvpaz86hDkkaAgW3WuXLTAi/t69INKly6TueQ0eSV/VUuXq/iuz32ndC58aoZbrrxqt1zp54/ccUVb/qHlOw/rMABLG+KNdMzn3xu1+ENZxfP//Dm6Sb1asi5pZjl5Srvv07Brzb5zL0GvbbLpRsMtqzN2TjT5Fx7gbufs3ltX42tqwTrJnUmR3ImGz0a1RXueCTjv941ia1aTNcyRnyFui+oeTo1X6XmZ9T9hJofUvcDRmptKt4yX3ws45N3jDPXrjNdURl1UiqWHElknKDaTz92i3O+ZRTR3Fo2KMA8v3B8GDzaQz8boAwlrVRRpQB3uSNIYw3NHTruFBIw5Q1VPmjKxXiSqZhCoeam5EhjoOyNC+bQAzL8lfVds4qwKBRZkmlxDQ0jGf2tCxVV1aAo8rLAy1S8JNUYqWr8xodbpOlpbn9kkiyzpEInz4B06DcXRaHL3396POff/MA8mjjHXY9O4SwruFaMbZroWoOrNqj8zHtbfOPZmH2zFdIchDC4bHOFn3zvCnc9rnH3kxVuuDRifLTHnuMaFcflym0eV14y+YXtF1/xyfbyiX9ouf7DC/zii1bzF3d+a6U2tv6ndu95dbpuJjc9u8dgpu7wnjcl+JUWn39EsLjgcfUWk0s2ZmxZu8zju9t86p46Y67D9mmNtVM6a6Zg7VSPiZFlvvpkyH/50iiOYUvFT0UpWIc6dV+addb9hHolpFHpMVoU95efgE/cNsV8p8pURWHEzqjYeZHIJWO9S8zctQuWYRHLXWbPqyWNVHljYX9nMfUvfSr98URTchngpImCx1HO5wMsfPgxyd8wV2fZ4HSfJTl5nl1gkD88e1/YvL/LV1p88rzA0suA1iCS8dmqKhU2peJmOPZRHp1URqoqv/nRFnk2yx2PTpJljkRzyMjzdOh3FYBAUSxUJWfVeMa//cF5FOUcdz8+UZgfRSiKQZLWuWKDxluvmucv7kl49pV6cVhyuXp7zvtvaPGlhzPaz1lsmHa5+qKQ2aWETavDJ7dsXvtTxw9+pbtuyw/88xc4wM9/+N08+MTL3fe/54PRYw99k8s3zCGMNve+lDM77zDhmdy0Q+eyLQkbZhZ55LWQz91fZU3NYuOkYGZCZ/VExvrpLhONRe56KuS/fW0E13RZU8sZryr9q2ajolKvpIPirvYYqTZZ7rS5/VHBX907zmK7wqpKTmO4uO3CPMjWioun0qfQGoaMjRb9iL+Bf/fQPeaCj35xM5weVszgaiohsiIz78Ijz+ChKMlWZTmWI0qaSeVLlmkkaU5eICnftYPnf8dfTF58kXlGWgTOJllR5HFOEMoxA6TLqyRsaf2raJqpsthThdGaxr/7oTYj1TPc9ewYp1f84uvMyfK0/4DmuSheNjkwPQa/8qEFNPUc33h0vOCuR0SxoBtW2DSj81PvmCdLlnjqlSrdEILIZes6nV/5wSXOLLZ5/JUKs/Mm1+yocf1N743STPlHFfc/usABtm3ZTJ5nzxvZxdc/8vh5u7eos3Uyx9csrr5IYd2qHqa5xGN7Er74UIP1IyabpgUzExrrpmLWTraoVpb46lMpf/b1UTxhs24kZ7SiMlKVV81GVaXhp9QrMfVKyFitw1i9ydFzHf79X/s88NIYIxWT1bVc2r7Z4NtqHysvnbGkb3ne90MxSg/BMtJQTaX7a19p/nd/7wqlOibvw3PNDiy0hCzwgqilvKGD9+uw38EHJ/byZN+oRNTchDQtCqhfu/+T4btv4VA8crlSmHuWBa70o7bDOOs/ZNKHXOvHhadFbMog5U2jXtH4vZ9a5i1XnOa3/mqcQ6cbhIlKkmWkWTrgyuSCNBOkmU2aqsxMqPyr9y8Sx3N87fFRWgE0OzmdnqDVddiyepIP37pEni3z2mGXp3Y7nJ4XXLOtzomFnNWjEZmiMDJ9ea82dtHzqqr+Y8v0H1/g0xM+ed78jUbllvzQ4RO/sjC301KxSLKEybGQXtrmT7+sMTc/ypZJky1rBFtWJ6yfbmFZLY7Nhdz5hMo9z4xRMy3WNCSLsF7RaVRLQURMoyKvhGP1Dqaxwt7TIb9/e42Hd42xqqEz7mRU7AzfVuQhyFFxLVEYfqpFWleGoQ+bYpZjhTSoV9QMoecFyV8plqoLSnJQWkMdWSnGFFPPeGaP4MlXbAxVRdeGiFrDXJRid5W3FGVoyStjAzVuvTzh2i0Bj+3KJdqRXXh4uqC2v2N5lVBjEufkWUaSa3IEKY5GcQJ5Lg2FwkglijPiRJAkan8GT/sPhUaSSsvmm7av8Ns/fp4/vCNh79k64aJBXLrgpnHhxCVIUtGX002PCX76ncuM1+Z44jWP/WdsTi7qbFjQWWnpbFkzysfetsTs1Uv81T0ZZ1cs5pZSWh1BEkdcfvHW4Kqr3/z/zi2Zvzk1+r8+6PyTF7j8A65kzz3z5d9ePdOIu93Vv9ZanjfiJGZuKeLhXS4nz1hcsd7gqotULlrfBrXJzhMpx89m3Pd8lYVFh+mqyqpxaPiCRlVQ8zUa1Zy6n9CoRIxUe4zVmyhqk7/4puBbL06w70SdNXWFUSfFL4UPQ53btSVS4ts5viv9TwxdMvGCSO2/3SuK9BeJ4oz9J3WWA4HQSkuE4SVw6HseeqlIraLQUsI4pxMKmbrWJ2KV6cEDqHCAfTNIeBjidTsGOHpCkhUFzmAvuKBXD5HCQH6dSSIDCTatiXh0b0qS6mS50l+Mszyn3ZO/p6mn2FGpndRkB07LQh9oP2VGkOD67S3+8P9Y5t6Xuvz5N8Y5tOjSSyBKUuIkLnSY8noZRha9UDA1avDhW1d4+xVN7nu+x7GzFidmDc7vcVhuG6RZg8s2K/zgrTFPvKoj9BRNVVm7biZyK40/fO7ZRz7+w9//A9nfqxj/OQocYMuqxah2qfsH09V6dN/j7d+JlwNVWorpXLZe59rtChdvXuKJ3RGHTuqcnKvSbCtkocol0zDiq4VGU6NeVS4YSSYaHcbqyzz4UsxXn3T51ssjqInNurocSSoOb4jy1vBsFddRCptm6Yc4Ug1QtZB9xyv0ejaeLaOhAXSR0Q0ynn7FYn7FYKRSSMt4w5GlzFHvV1heXPlyFC1Ft3KELhCJdKkS2lBkdVHk5XSf5cpQ6Kva795JKghjQRwWI0AuBg9Y8bqQ5TgIZ82BKNEYqyvceHnIHU/EJKklT/iq5NS4lko3Tth7KkMogjFfKmPK7y3NtIKfLtMkSqu4ONIII8GGSYNffF+LzavO8OUnK3z7+RFWeoKZOCOIEoIoIwgFvUjQCXTaPY+lpsn0eIf3XpWy2NY4PR+z/9QKT7/qkqQ2ilKhFUQ4OpAnWJaVnetO/07z/MQfp1Ez+t+tz//tAq+v/Tlee+XuntcY/9q2bWP/8fziUyikjPgGV2xK2bFxkYd2pTzxSpWtq0yu3Rzx1Gspa+oq4w1BzRcFSpLLwvblIjlebzG30uYr92p87ttjHJ+tMOpqjNdzauVIYqtDyQ/Sq6TkhFfdtHhIuozVF/jikwbPv1ph6yqFmQkZvwKgaSk5KUFsgCI54TDcYQcFMIxilPCYLjI63ZyX9hss9wyquvQ2EUMGPlqh6lGgKCSKLHplSFepEkYC11G57KKIxw6kxIk+QFAYdOs30nVVRcrBklQly3QcPUQnIs3kLxSaZGBOjelsWRtR2b/Clx6vECY6q7KsL3rI8lwuuoXRZxhL2msYqYSFsLlR0Xn/NS12rF1m40TA/S/V2DtXYbqi0IsyemFML0jpdoWcuTsaYaQxWm/yyj4Dx/S49ZIuOR2eeBmS1GT1lCDNY7qBwo6Lr8wNb83XsqTX++EP/vD/bnn+7xc4QGNkNatWjx48Ouf84uqN0Z+fPfGKOj4S4rsJj+3Oeen1GrfsMFg30+HrTyW4ls3mNSYjNRXPpogmjGhUA+qVDo7V5MtPwF/eV2duqYKRG2wcyanaGRUb6TVemOrbptaPuTANKVfzHZkgMVINqLjLfOHxnM/cV2PKUek05PyZZvKt2zJiHnhZ59lDFXxbsglBppyVr7SgrGZloUH/RG/oGa1exqt7baKuwB6VgmWj7zxbeHJrA1V9mtJ3je1HlCQaQSQYbWhccVFI/aGYqGfJGby4XsKAsqv1Vf0SwQGIE0GzY3P5hpA3X9rl3udrpLlkCZq6gmOrjNd1fuY9CWjzfOPJcQxNk0iSIi+PaQZxnBNEKr1AoWdp9CKFMJZFH0QarZ5J3e3xSx/s8pG3neMv723ztUdHWeoZjLow2k1pdDPavZSlFY1mW3C5KVg3vcxdj9c4t+hx7TaVNAuYPQdnF1ImGoK333JlNrN2zS8eWbryYM38h2Pe/2wFPr3mcu5/ald0fPSGv3rT9j3Oi3Htv+w9tIguFE6eUbl2i+Dq7fN84xmDPPF521Uqm9f0CGOZErBmoo1pNrHMNnMrEX9xp8uju0YI2g7TFfCtrMjQUfBthaonOSmeo2GbFAuktAGzTOl94tgJjUqP04sBX3y0Qadl4Y8MIEAFGVsyt5Ty9addltouqys5np7RjmTRaWqGZRT+HkNdfKB6kSGompqCokn7tcJH3BAlzbZMcysKPIMolr9eRJIGWzrGxolGluooWYySJoXlwgADLxGeUipn6pKu6zkhOQrdnkmWqoyPRLzvhh4vHAoJIlv25wI9aXYEG6ZtPnzreV460GbuXA3fUjCE5Lbn5MSxihZID/RuoBGEKnEs+ghLEApW2jae7TFRb/F/fajFtZtP8D/uqTG/4tBtGix1NNakKQtayqFZhYWmw9XbBdfuCLjv6YQ8t1k7odBsKawey8mMEV466v+bm996y1+tT55PFf0fdrH8Zy1wgHfdeCnt5unU3fT9h4Ps1VYvuNvfdajFWNXm6u3neXa3wNNdfvitIavGOzy3J2dhaYTrdvQ4OLvE154S7D4+ykqg0WzZTPoaO6YyxqoyMrzTkybuVU9IY8+qQt1LcWyZrR4VEJde2Bg7ZoymBtz7vM6e4y7bJ2RimyjTiIUsjtnljH0nPRqGYLqW0vBUhB9xfD7m3KyDY0j0QeZ9SqpqueRpWo6qpJxZUDixaEqut8gwBP0AJdvQcC0Ny5QBAu1eSpZJ6wdFlVzvINKIYsmd7gYGq0a6jI1F7D8pY06kdlJ+qAUEaYgMy0yoV7qcnO9w4mwNz/QYqcQ4dsLW6UUmKwFnz9tSwJxCmkhKwPyyxfa1Gu95U4tPfcOnHaq4psznDKOcbpYSJ/Jhcq2EiieIU50cDVWFIFRpdVUcy2K5ZbJqzOD7blrirVcs0uq22XNc8NUnPTrNKjdsUZnvdHhyj+DwWYtrtrrcsKPLs693ucFw2La2RzOo8L5b39ya2Xjt4aOn5tINq/9pivuftMABNOHw0Mudu9euu+JfrV+J/99u9/HG+onTPPe6gab41OoRZ5cjTszDC69XefNlGU/v6XL/8w0mfJsRK6OTJHi2ynQlY3pUY/20wdTYCk+/lpNENr4rGK8rTI9HTDR6mEZIEAvmF12aHV3OnQpF6GlEkmto6DgGGEXEtSgYbxDxwn7B2QWbVbWMiarCljUm776hyytHz/N7t62iE+rUEyn4vYCeqkpqqKKkvLxf8PJ+h+lRaZRfJoTZpoZtq/gujFRSgjjh5FxGGEHdF6iaKPJqcsIif6fVNbhiS8ZVW3vsOZGRZMp3vHNomrR9c6wYw2hz+6MGu/dWeM/VBlvXCTw7YarR4rKtXU6frxDGSj/3J4xUuoFOnproSkQ3SYlTDSiTjeUsPdfMCGIFSyhM1mLSLEcXBg0fummXZ/aorKq7hJGFLlIsIySINFaadWqmxb/7oRXuf36JU2dGuflynYyYKIqYb+aYusO123q8dizkpksm+OEPXLe447Idvwwn715YmfmnLMl/2gK3nToAUdD63KZ33yImR/jkXfc+NOZpHXQ75OgZg/VTMDtvsGVGY9/pJi/vt3nLDodVEymvHkl5y9QydzzoUXFspkZ1rrwo4uj5DofPOmwa12hUFFaNRUyNLbHQbnP4sISl8sRFzaVQ2bVVFHLiNKMXmTi6glW4S+lCwSje2uMsZu9xgyQwGZ3Mqfs6tYpCEJq8+TK487EOc2frTA4vmn0eijzw6HqMYYIqDGwNmQRRxt8ZEtWp+Rlrp3q0oiZff84i6phoaoLQFExdxnUEkVYscoI4MoiCTJr7ZKJ/1SyLXFWkjYPnRBw8nfL4Tp/VXs5SK2WxKVjwTVZPOOxY1+VbzyV0I4M4lrEf5eLYiwwsI8IQ8vQuNAm1VlzB+GjIGiUgSFOOnFE5tWwDCraREo0qbFzT5fkDKS8fMLF0wUjVYGIk4YuPGKwZzdh1SDAzNsEtlyzwijXPoZMNZkY1zi4orJ/MODwbYWPynhtN1m+++fzq9bf86vxC/Lmx0Yl/0uIGSUL7J/8wLJ99Z6K/aczc8OvXX3XJeUVLODGrs3FVyrFzKiMVgecus+eIzs0X21y+rcfukwGOYTJe8VBJqXoa0+MKq8ZWWGxnWMKgXtGYaGRsnFnm2HyTT9zh8qUHxzl4vMFTr2fsPRaz3JJvw6qisPeE4LFXbRlAVeTqmHohNzNijs+lPPG6Td0vDIRsGW8iqacampISFUtmeQUvITqtCFTqBhl7TpoYQpMSs/54Iu2bHTvHdxMa1QDPadMOIxbb0OpmdIOUIMwJQqWPVEi3K5Nta2J8KyJKpVVE/gYER1VlFk5GTpII8lyGTnV60vtwoWlz4/aE1RMhvQjCJCeKM6IYoljaxt1yWcL2tTFZLr/mqqezbT3ccEmX7asMPnKLwa9/pMXUVIuD51LmlhIWViAIHap+zumlkDPzGUstgaLkzC9W6AYVtm1o8cLBiMdfabB9naAbN1lZUVg3kXD4jMracYVcSWiMXnr+nW+76terldbfjI36/xsV9y9c4ADb1lSoJ/f+1bXbxb+znJnFDVMRJ+YUXEOjHXY5Pit435sM3nTpCs/sSVhedLhiY87kaI+KazJaVdkwHbDQ6fHSXocRT2d6XGXdqg7teIVvPO2RBTVu3Gby/beEIALOLia0exAn8ttaaimcnRdYRfyf0dczpjhWRJKlnF+yqVrSHlkuhHK2lnBe3u+c5XKqDi15hp5yvplz73Mulq7JkNhSx2moxQyeS+s4M0YXEVEml9heKLkhQZQTREWBRxpRJI00331tzFQ1Iozpe6AMY/HlHlCKKpKs5Jvk9AKNdtdgvKphaDHtCMIYojiTPyYqUaQx1cipeynkMlzLs1WmRkOSvMdXHrd4ZlcNizE+eH2E5XQ5Npdwei5jcdnh2i0a1WqPw7MpC8sKCys+JxfhtUOCEd/juh0hz+wN+OYTNdZNCHy3SS9QWT2RcOB0zub1U4snFyr/7j//xVN/pShj/1xl+M9X4AAT63+IY6fSz1518cz/6VbXtEb9FEXEHDhhM1p1CfMuT+8CHZdrLtKZnojYdzJlzNNZNwUpHT7/sEHQtVk7KVg3FaHqy/zXrzicPFHl6s2CrWtzJkeXcKxYFmWak2XyL9/QwTXVovDkQmcZ0m4tyWOe2yvQVB3PQEYM6hJNEKIkYF0Y7aGVDleFZbEuYuI0JU4NrCIFWYqUVUxdG4Rd6TKUSlNSsiwnjCleGWGUydGhgOLCWCOMDIQiELp0upJQZT7EPLzwyirdrxTiRI4hQTFnJ6nJtdt7KCKjF8n/FiUQxgpRIghCQZIUfPcCelQVhV6kMLvSZf/xlBf3eWycqPFL398mUCJOnEs4dkbDNT0+/LYeqt7l2CwsrrhsWxtw6nzMi6/rKInNzZcmmOYK5xYcNs8YJHnC7HmFy3Zs4ZobPnz+nW+54vb/+xc+8M9Zgv+8BQ5w4KTI9pwY/cLY6KqfuWTbZEAC33tTTJB2ePo1k5GKg2XHrPQyam6bw6dMVjV01kxG7D0V8fphm6m6wYZp2Lh6iddOJBw6VmXrtGDjjMYlm1rsPhlx+qzANsrkrsIVVcvRNRWzsD82dAVTl8tZlsU8u9dCyQWOmcvsTF1B1+Vbf6krFH1xMYX5pozCNvWUPE+45xmTlWWLqpVjikIBX3wuw5BQnqFLrLqM804zhaigscqxoSj6oou3ezpjNY3339AmV1KCWCFJ6MOVw/RWSdLKi6S2osBjhW4oUDC4bluIqiZ0Q/lAyS5ehsrqhe9KXljJ5fQiwdpxha3rOrx2POHIqZQDJ3wumvG4eF2LQ+dijp5JmD3vsGOdzpa1XU7MxZydt9i0SmOpl1BxY9phyNySy/U7VCx7hbuetIgTDbu+Nlg1Nf2jF29b99PbtqxJ/rnr75+9wH/qx3+YGy87lX7f96dfaSarPtYYXx3MLfU4Mye48WLw3YClZY2GCwfOKCw3LbavB89vse+4QtWyuWitxvrpDs/uC7jz/jpbJnU2zgi2re+Rssy3nrcIewa+LUcQvYiNNowMXahyRNHV4iAk5++MiCQV+Lrs3uX4YhROsYaRSLNLlX7kXf+4omcYRoKuh5xbki5SbpF3b+jDnytH13OZDallksSVy3EiLqMDk7LABx08CAWaajBRTSBNCQvP8DQpfQrpM/6SRCGPs34UYZTkhJGE8nqBiaGooMZ0I4UwzominCiiWGg1kjgjTqUXYhhDqy1wDJv3XBui6B32nkg5dBIOnajxsbdpXLmjxZFzCfuOKbTbVbaty1gJerx+VKXhGWyeiVhqCUYqBsthwpOvuUyPatT9Lls2TgXXXVb/2L2763f+2We/+JQYpFn9/7fAAa580y/wh3/hpH+z87qvTk1O/dhKtLU7WQfTSDg1ZxYysZAX9iqM+g5rpno88FLK4RM+O9bqbFsXg7bIp7/p4GkWW1YLtq+PsKxF/vs3dF7aXWW8IjkoEsHIiNKUvcc1kkS6wZb5mLaZYpkRj7+qsuuAS8MrOq+uFPOzTDw+cErl3LKBpZfpZsORgRmWHjPfTDl41sG1wS7hweKwI0cV+f/qWtan5Cq5LFB5ppdzs+yqxZgSaQSRTqtjsXEyo1br0Ukkzh+nZcyg9AcPIsFYDdauDggveEeAINJYaplcuSXjlss7dGPohUi+SATdQB6mNq+NUEVGGOXEcUarp3J+yeX6iyx+/oMrtLMee47F7D8mCII6P/++HqnaYd/xhN2HLDZNOrz12g7H5gIWllyu3JaiihBdC1k3Cp045+Q5nXffMNMdG5n4se95X/2rv/Luw+kv/+RH/yVK71+mwAF+9Rc+ys9etTv/8Tcf+tI7b5j+mTVrV68cO2uxfqpDxUlQ1ZjT51xuvCTCNBc5dNxg3ZjNxRtyRhtL3P2cPBRdtEZn+8YU113ib78NO/dW2DQuaPjyKig0MI2MTpDz2CsWUSB9CyWqkRfRJSFRDhkGjjHUdUUuPfj0hKd26Zw+beCY+VAupsSfTUM+JIdOK7y026fugG3kGEPFbZbG93qReKylqGRFjPdgpIiHx5RIsh2DSGOlY3LddpXNq7q0o7xYDsuQWHnq74UaG6YUbrqkR1DM1yUcGMUKvVBAZmGoMa0ooxvm/QLv9ASOKXjz5TGukxImkGQ5cQwLKwZHTo1wzSabj717mWYS8PrxhH1HLXrdEd57fZdz7ZA9R1OOn6mwfUYnyVo8/VrO+lGdlIyVjsLhMzEbxnMao6tXzjY3/8zPfdz40iMPtPPtV/zCv1TZ/csVOMDHfuQjPHtoE68eHb+zWr/kX7/15qsXVroT1LyEp/eo3HyJwuTIAk++YjFZrfGmi1Uu3bzCS4d6PPeqz4YJg+3rwfeWuePhlJdfr3LVBoubLlOxrZwwljOu0GSRykwdpW+z7NgZnh2RZgHP7bOpWCqOUY4oYBg5up5iGhGGBZqQ87txAcSYYpkxmhbw+Osmim7gG5kMnS1yfMyCF2MaaSGNS6V3oSLHlCiDMJEvOZ5khKEsvF6o0gukmX0vtLn5ki55HtONFTlelFBfkVsfRoa8Psb0u3gYS2SmF2q0ujbXbg1RREw7gF6Q0wuL3yc0CEONMMpIiph2w8jpRjGP7dR5Zd8Y1292+OF3LLMSdtlzNOXIKY+bdxhccdEyO4/FvPA6nD3f4KZLdc612jyx0+GGi0POL2dctGGUdZuvW7jhykv/9Xtvbtz5b39M563v+ql/yZL7pz30/H0+rr/1JwE4eGzls4oqxNjo1B88+dTdY5euCdm2vsmuQyaGqHLdjpitawNml5s8/IrDdN1k2zqVbeuX+dZLPV7aU+eaTTbXbFcYbSzx4iENS9VQkAlkqAmqZuEW6Q+OrcjEZDfg+f0ZD75YZU0lx9TlfK7rCoaQy2MvStl/SsfW1eJwoxajj7Rbc6yIMAn51gsTuLqKa2aDRGVTxTJyWeB6mXycIEQCWgpZSpRm9FJVRpnE8jwexhm9MKcXysLsBjpBaPOuq7r82dcCWpFBUDwMg5ldI4gMtkwHGFZa8FmyoourBKFGs23xjqsU7n6+xZ79o9KIp5fRDdTCUk0hR/ohAvhOimE1OfiiTrPtkaajXL99jrPnV3jwWY2a59Co1njr5XMcOdPipcNVOhFsmnG5dH3A68d6OJZFtWZx7VW3nn/n26/7NUg+qygj/9KlBvwLd/Dhj83rqkw08r/ecemNv375VR84f9lFBq8dUmn1bPxKj9dPxrSDHl96wuDQcZd1E4LtG3rMrrTYf8zjqk0O1+1QuHr7Ii8f7XLkjNpn2Wlayr4TGgePG4x4kgftOzkVL2a01ubeFyxUTCpWjmWUGY0Fv8NIObeUcffT/197Zx5j12Gd99/d7333vv3NmzcbZ4YzQ3KGu0iRovYltiQnjmNLDlw3qZq0duM0NWIUQpu2WRCghf8JgqKAgbZxYlhoU8Rq49ppFC22bMmKJdESRYkUV5FDzr68/b27L/3jDiklcAoDckxJ9QcMMH/O3Pvh4NxzvvN9FhmNtLJf30ymG9Cc6fDSOZFOP0PZSHM0M9fcbjUxjR3UorTaqwGG7qGqLkEUIcs+SejR88EOhC3SpjNxx4vpuwJ9R6LvKHT6OllD4+bZLi07SRc2frL1k87ObUfho7d61IoeTiBstS9pS+P6Ej1HJYkyfOTmLvVuRNtO9TB9R6DRUZkdS5geD7YiUtLj56nhkAM7m/zgosv3TyW8cmaA2VGDSrnP6QWf+WWVnaMan7iri2FGzE72aTs9MhpMjySstk0+dPfPbtxz1+2/FfjSH98oct9QggNkLQvTFL981x1HHx2Z+mgzkiZZbwUQh9i2wFPHTVRJY3ZMYPtwTMvp8tW/ymHKee7YHzM3vcErl3p854SJIafBrMqWhHSxLrK6qVO0Usu3vBVRytm8ueBzeTVLzQJL39KnXAtZlRNUJURRQhRRJqO8vZVMc+9jshmfdt/jj57IEbgqhcy1I+drbrdct6XQtDRaUJYcHntS5k+fzvGpD9n8owfWSWKfriekldhPcLw41VE7CT1HoGvLtHsaumrwqw/2yWVd2q6A6yd4QYTnb40VA5kwUAijEC/iehpEGILri3RthUbbYnJAYnaiw0YPuv2Inp1uIIdKKsOV+PoHrO2KeF6Ge/bD/l1NTi/0ee5kgm0X+aUPC+RyfS4tR5yZNwl9k/tv8snoEgkStbLN3pkB/vE/eKA5vv3oo82O8GVVs24kxW4swQEEwSCMso/tmrvtkenpqS/ceuS2IAhEBosxfiAxVhIYHxQYqtq8ek4gJ1t85JjPYHWT//Fswv/6dhG7Y2AoW+GpcpK6vWZDCqZELiNsGXsGmEabP/iaxdq6yXAhIZtJiQ1cn53LcoSuh+iqTEZJ3kHwBEMPyZkuLTvg7JUsAybkDLAMEetaBLmZRqfoaoQqpx+jb61G/KevD/Ly6XEOTVf45z/vMz3Soe8neFvGPI4X07NDuv2QTh86tkTXVml2MsyNieStPg1bwPHTau/5CW6QHkm4nobrhbiR8PYiiHSU2O0rrNQthssWn/9km44f0OgltHsx3b5Is5Oh14lxg2Qr+Ao8X6aQyfHJOzQevtdmpd3hiRcTvH6OQztClhsBV1ZlljYyKLLE4oYEscjE1F3BtvGJLxw6cPSRWsV8bPBd3FL+uHDDCQ5g6EKc+Gvf/NQnH/rSnt37fuPQoduiWkWMq4WYniMzWITvvxmwXs9yz6GQN5d6/LcnFZrNInfuNji0KyBIIsIw3UR27IgnX9QZsARylkQpFzM22OXZkxHn5vOMFwUma6k5f89Nx2NwTaUX8mfPGniBjK68PT839DSq28r0+caLBkmkU8wk6fGFKZO3RIrZmFIujURU5HjL2Srk9csyG40cUwMGlxdqVLJ5dk96hMRbF+7QdaDVi2n3Qtq9iE5PoN1TaPd0SEx+/lifrhvS99ha74PnpaNCVZb55D39dFb+ji2uZQSsNhIuLWosbxSYG1O566YW85sCrW5EqyvQ6Bp85KhHxozxQ7asNByOn4n43ok8A1aeX74/YOf2Bt96VWQwb3LLvjZrDcjoAisNCS9U4sOHjkYjo3t/ozrxS19688L6NwVJele3lD8uvCcIDlCuTnH6zKqvZ0Ye2zE9Pnd4/47fGR0pkMQJqhFQb2vs2y5ypelz4ryJ42aZGo5YbQUcnQtIl2LpWC5MYi4sW5SzAuW8yNigRxC3eepVk5yiMFaRmJ0UmRp3mW+kH3dJkgr+VTngjUsaCuLW1ES43p4Usx4XlgOeeiVHVhEpmpAzJfJZiWIOKgWf0WqXarGN7abtQRhJhLGMoUhYOvQcBdfTkQUBVUwPpnVNYLmTsNiARiei3Q1pdWNaXYlWV8NxTX7mYMTUth71nrg16otxA3B9mSRR2TcZEkYhYZy6u5hawuhgm/OLfd6cT7i6amDbeT58k4uk2SxsJtTbMfW2ysSQSiKmLYpAwplFie+d0amVu1xejjEkk/3bVWrVPm9cVChZGfp+QOTH5AtFSpW536kMbJvbvm3wsYHMFf/wgekbTafreM8QHGDP3DR7Z2uOLqycv+m26S8O1Xb9/sE9M9H3T0kMFiTsoM+FeZlb52BiKCKIQwQSFjcF6m0RQ0+T3kzdpWyKlPMSI9UIM9Piu2/CmXmLsiVQLclsqwUMlrv4UarxELeOCFTVRVFlTAV05e0FUUaLKOZsXn1Lot4wKJtQsMStm9K0BRoqOwhSg688A8+eUNhoaDieCkjXczLjJD12SJDIqgkDeYE7D8h8+v4OnuCw3LxWXSOaXWh2ZFpdg8G8xsEpm81eguOlykHPE3A9EddXCHyZMIjwI4EoSeUFshyx3AlYWPNZrQtpu7NN5ta9LdqBx9JGRL0p0u7qBL6PFyQ4rkglB9sGPOJEQVZ8Lq/Ci6c1dm8Dw2izsq7wwBGPgcEd0cz2ud9/dWHuiyfPts5nSxPO2MTcjabR38BPfEz4o2Bs5z/kO996PLr/wUd+d3F5Q3HDpx+yxFfGXjkbGIdnEjpegCSq1NsxgyUR25Op5NMAVVmOeOmMSBKKjFUFCrkuX3ky5tuvV1BEmYIlUMoLmBmXH7zho2xJRTUlIWf5nF2AK2t6unrfWtzoWkLODHB8j5OXdExZpmxBPpuaEw0UIqpFj5Fqh//+nYRnXtY5OJ7Q6knYjkoYBn/D3EQQYkRJwtQE8pZErSxyYFfIctPja0+bmFqMJIWoioCpSxTaGvlshn3bOzx13KNja3jXK7iI46qMDcD2cYdWT9/ajMoIyByc6fD8DzQaHZVmV6ZS0vj8xxy+u73JXz4vsLBusX1M4ta5LlcWLWQ5YLOhYmgCjZ7IcNmn3ZfRdY/jZzRGahKLGwWGtt3rPXD49j8wjOrv/s8//wYPffyhG02bH4r3VAV/J+6+72FW1tuomvHvLFObm9nzsa9qxvgLE6Nq2GyCKgdIokQxG6GIEoWcj2n4WBmHVjd1sxodDGn0HRrNLJ97AO4/2MXQBIrZBEH0OH5eR5el1G88E1PIOpycl1nb1DC1d8aXJGQzPhvdiFOXMliqQCknUsrLDJYiRqp9SoUuuualWhhJ2JpICLieQhiKJHHab1/zYpEkCV0RMbYkukEkEATpanu1B8uNmM1WSL2dsNlWcByDfZMiA3mXtiNsbSvTC52+ozBcVtk/6dDox/SdhE4/wfdVDswkhEJEqxvjeALfelXiy98cYMDMUsy7LGxE2K5M3oKuG2G7Ea2eTxRINLqptZsf+GQ1CMiEE0PDz3/2kU98d2r2vj+8umT82yRu8dDH/34Vge8G71mCAwxV81TLVvzpTz0UDRXO/tqjnxl4cPfc7OO7ZmbivqcxXI6od9IN41pDwDR8zl6JmR0XmBlJ0DSfExdkylmTWiVio5Ve4pfzAYubHpstjVpRJJcVqBY9EPu8fC5DXpXI6myND4Wt+0efl87KuI7KwJYxaLUIY4MOsdDke6d8Llw1uWkahqoBjp+epnmBRBhCHMckW96HkhghyemMXdPS/n5xI+HkBZ2ZEYGj+/pEssfCRsRmK6TREdloGViaxs2zLvaWajCKEvxQoOfI2I7JzTtCIsFjvQ2dXsLKpsFgXma06tLoRPRsgWoelusJ9ZbF/hlwAp+LiwrnLqvsGo+wfZ9aKTUyKmUjLi1LVEsa1cGZeM+e/Y+vhLt/9tnjF+4eqOR/a+d0FkEs3Gia/D/xnmxRfhhGZz7L5vp8d+ec8S860eLFWHppTyVb/4UzZ+dp9SJGKypdx6PbszizIKMKMvWuw8q6wYM3B3ixT6tnMVUTqRR7nDqVEHkatZLEQDEhn+3xrdcETp7NUc2mq/0wSo8MZAlMw+PKmkocyJRzIqWcxFDFxzJbfPkJOHupRHi7xr1HUxu4fm9r0uGnir80xezaVXyEIaUiL00RMI2AuhNTb5ncf0Dm4/eInFpo8Sd/UWatkTrrbrYVxmo649U+thsSxmp6mS+B7SpsNi1umna576YOJ8+pbLZEVjYVdo5nGBt0eGEpYr0hM1LTkVWfF9+0uP8WhUt5jyjWuW2fRBgoIPZY2jDJZhw2miLVoSm2b7e+PjNzyylfmPiPJHZ3147xd/9Cf0J4T1fwv41KdQLZGNy85Wb9tz//aw/85sGDd359377bccM8xayLKiUMDcR4nki1BJeWE2oFFUl1ePlNiWpOY2Y0IpNpceKcwVRNploSmai5rLb6fOWJHIagMDUsMzsZE0QBtpNqW9ZaMe2eTNkUKWRFKgWolfucW3J59kQWU1HpOTKNVobpISc1E/IS/FBMkwrjt+OyJSlGl2M0BQwNRDHg6mpExZIwNRHHyXLv/oSpbT2WWzGNdkijLdJoZyiZAtWShx8JZDMJiurzxnzMxUWDMMjxyP0+A+U+82sR642Yt5ZyHJ6BbuBycSlms5Hh6Cz4sc163WByJGa1IaCoGkv1hL6jsLThMTqY5bZbbuWWo3d/XRv+xd+80qn89q6Zgc33E7nhfUbwaxCE3XTaxSuTE4ceHZ048NCnPvHx544c3o+ZKVHv9IkjGVH02Wio7JpweeF0zOWrOSaHZIYGOvz5CzKtpsV4VWJyOKJSbPHMCZFOy2C4IDJUkbh5j0cohnTshIwWcmlV5vKiRtFKq3elEKCoPZ5/Q8WQdDJqRN9J+9479oUIUoLtpX6IR2ZDDsz4uH7q23LigswPzqpIgkBGhzCOeO6kQUYRyRipECrwC9y1z8ONAzbbEc1OQqurMjmkMFZL++mcmRCLNn99NmB5A1Y2LcqmxT2H+qz1A+ZXI66uyJStLB+7vc9S0+fyksx0zeK2vTbnrgbUCiIxPjISlt7F0PPs2nszR449/NzRQ3sf2j+3/9G92/Qr9xz+0WND3kt437Qofxv5QhHgYpIkF4FT8xfqQ79QPfyfn37+9WlNPiddWHKZqOnomk1OVdlekxiqeHzthYCX3rA4tkNh25CAqvU5v+azVDeZG5e5aapHnBRQlYReBNkkwfEjTl8CIZIZLivkLZG85bO4GXDmrQEOTYvUexErjZh2TyGQdLpeeh8ZRQJjgzGjAxGbm+nmdHFdYmFVYueQsCXhDRBllVxGYqgSIYoOr5412bMtZKjq0e6ptHoxi+sqczmDg9N9XjsdIAgqmuKnV/hhzItnIrwgy1AxZnTEw45E5lclNNXi5452KFnrnDwzxPyygu2a2EHEpUWNiaEu640CH7lvLkI/eHG56f6z8ZnbV6KY86YmvMs3dWPxviX4NWxFg5yPw8Z53w/v32jLI6X8sce/+VfP5ixlwTxxMSIKEjKGy2uXEoqWwEePBpTyPlEc8cIpiOICpqyxfTQhm3fZ2Ey2zHgEFCvBDeHCkkbO0Diy26PvSvTdmK8+ozGcV9m/I+aZ12yWNkQ2WyrFskTRcvHD1HTnupvt9T96y19QElDkmK7tI8cylbzE2KCNF9R57UIV08jxTx9Y4rH/YxJEEcfPhIzVNLYP2Zw+n+pNdCXEUlOd+ka3y+sXNcaHLT60N4DYZmFd4OwibPbzCKLL/pkufU8jowfsnpBouzpzOyb7Uzvv61i6/XAgbV8aG5ev6Mr7m9jX8L4n+DWIcokkia/cc/vAwtXl/u5HftG9heTof3n5tQXr5OkLBa+/TOBEFEyVvg1tO6Hdl6nmQ8JQomBEZDMJx88UuHkmpNVViAIfRU7IZXwqOQE5K+MmbS6tKFRL0LSzHJkQGR6wiZKAjW7M8qbA4T1w5z6Pc5dSPcir5xXevKwwXgbPF9g9GXJwJiFw04XMc2/IzC8r7L0FKgWXxWbIYiNifkVn/04DSRbZPuJxbsHjrYUciZqh5aTaEUMJKVmw2Y44PKvw2kWRxQ2ZIFSIooTRgZh2Lyb0UwP6wXEBP0wYGap28wNzDTW3R5YkPjM9M/liQq4dx8Sy9MEgN7xPe/C/C4IgIghCvK221hwbH3wyI74yccedD/7LX//MPzl969HDJya3jbw2VDFcUSwShTalTAj4qEqApkaEkcdYGQS1w2o9tWmzMjG27xN4CZO1kHpboN3TyFsuE2WBoUpEvRuR1Q1qJYfFjZh2R8PxVeI4tTe+vCJzdU1FU9KD4G1VGKvFWxvUBElWsTI6Y4MRK62IdjdHMRexXA9Z2DBp9BNypky+IHN5VcRSE7KGR9dJEEmolSAWuixtKMiyjx+EeEFAlAQ0OjGxFFLIWQhq0dUyo6/tmD12+vCtv/rvX/rrr06ZZm6Hao48efxMvykKwgeK3PABquDvhCBNAcSNjocoiH+cCP6fSJLEA3ePSqXizJfyZ/UdL7x66fZyblW6sOBhahFJErDZUZkZEXjxdJb9k1DMKphGzPGzMm8tmdyxN8TwPNrZDHbgU8ioaFrMuasSd+wWObcSc+FyxEZToesBgoChB+RyMbmMiiKnp2atjkW952P7MSBgalAtpJ4kp68KvHU1y+y2PheuxvT6Ilm9T6OTp94T8fsJ22sKN+1yaLdi6u0McSJyZFbk3LzAjpGQlU3ImzKFrMBaO8uHj+Uj1B3fu7ShnY+D/q+LYhDJisEv/8p/Tca3Tdg3+n39feIDSfBrKOW0a79e25OHS2vdzx65xSgeO7LyHy6++Q1VllcjXdNvKuaCQ5evbJLRugyYIhlNZiQvomsSjRWBmZEARQ7JSgGVfMIzJyxcR6FadDh7RafZFQlDgfGaQ7On4PgyipogSgGrmwpzY6mJqOPBmStZRkt1FhYjPF8ioyaUsjGX1mM0UaSSjZBEnbV2zGFN4N6DIUsbAq4dkUTpLWg1n7C2HrHc0Gi7IYvrsLjpomhFRK2CnlVeaXv2q+bAuDQ+9zP+6HD53xwLvKakFm70a/mJ4gNN8B+GkcEsQBP4HMBTzzxHFIt3Tg41PzxQdR9u9Xs79aLH5avnCOKIKLHR5Bjb85hfEwhjmbIVUQqgE8lsdnyKlsRAXqBgJghCSBgqJLGApYMkuLRaJncecFmtK/Rdhe+eTDi8yyAkwnYlZCXdmL4+ryKhEgYgyhEDhT5dO0fTMek6MdNDAY4bEoUenb5Mgk8xp7N3OmZq8jB796mIUulcLOqP75m0ngrC5Lk9B+7gX33uRj/1G4cPVsP1LtBqNgHub/WDKc9uxH/0p38W61plcnyk+K/X1xaJUAicZY6fbnDPvph6x0aVqyy0faomHNvTZa2u03dBEg0ursYYsoqstel2DLK5ADGSURSJhD55U6Nt91DFErrmcnEpQyRF2DZstnyO7RKo5HssrheJpTb1hsJdBxw2ulVmJoZwvIhtYyOEXuOLy6vLl4/c9itirVoU3SDzFvBkoZC/0Y/0PYGfEvzvwIkzGyiKWtjYWL2zvnYKRRaDUlH7wsqm8KFKNmS17pL0TvPaW02kRKaY65A1NMLAI44ErqxHZFSd82shBV2iFyQM52NMQ2Cw0MN2DfLZPm8tFjEMlyurBmpGQlckCpkO+YxFLISsNwf49Cd2UW/plPMiGy3haRHvD5MkVg4dmqVQHHwO/JYgjNzoR/aexP93LcqPioOzAwAt4BsAzeYSwNlJOxkMoyTOln3q8/PkV9r0bIXlhsHkYBhUhu78vUKm/3P5ASfQNY3atghDlfCChIyWph9ntBAvUNA1n0TXUdWAcs1Qdm03/+KJb7/4e9OjgtJ3ZOp9GVGxmJw5wJivE0WSWBkS1yC5PDryU0L/KPhpBf8x4n//5fdJEAbLxlK+2eknmqrR7kdoioQfptqTJBHQlBA/lNHUkFZP3TLxNIW7D1fbUcza8OStN/pf+cDg/wKa1tWbLTZ8WwAAACV0RVh0ZGF0ZTpjcmVhdGUAMjAyMC0xMS0wN1QxODo0NTo1MSswMDowMDyLqpQAAAAldEVYdGRhdGU6bW9kaWZ5ADIwMjAtMTEtMDdUMTg6NDU6NTErMDA6MDBN1hIoAAAAOXRFWHRTb2Z0d2FyZQBtYXRwbG90bGliIHZlcnNpb24gMi4yLjUsIGh0dHA6Ly9tYXRwbG90bGliLm9yZy9IzyijAAAAAElFTkSuQmCC', 'weight': 26}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 15625000
    {'hecke_orbit_code': 436207625, 'n': 1, 'trace_an': 1}
  • id: 15625001
    {'hecke_orbit_code': 436207625, 'n': 2, 'trace_an': 48}
  • id: 15625002
    {'hecke_orbit_code': 436207625, 'n': 3, 'trace_an': 0}
  • id: 15625003
    {'hecke_orbit_code': 436207625, 'n': 4, 'trace_an': -33552128}
  • id: 15625004
    {'hecke_orbit_code': 436207625, 'n': 5, 'trace_an': 741989850}
  • id: 15625005
    {'hecke_orbit_code': 436207625, 'n': 6, 'trace_an': 0}
  • id: 15625006
    {'hecke_orbit_code': 436207625, 'n': 7, 'trace_an': 39080597192}
  • id: 15625007
    {'hecke_orbit_code': 436207625, 'n': 8, 'trace_an': -3221114880}
  • id: 15625008
    {'hecke_orbit_code': 436207625, 'n': 9, 'trace_an': 0}
  • id: 15625009
    {'hecke_orbit_code': 436207625, 'n': 10, 'trace_an': 35615512800}
  • id: 15625010
    {'hecke_orbit_code': 436207625, 'n': 11, 'trace_an': -8419515299052}
  • id: 15625011
    {'hecke_orbit_code': 436207625, 'n': 12, 'trace_an': 0}
  • id: 15625012
    {'hecke_orbit_code': 436207625, 'n': 13, 'trace_an': -81651045335314}
  • id: 15625013
    {'hecke_orbit_code': 436207625, 'n': 14, 'trace_an': 1875868665216}
  • id: 15625014
    {'hecke_orbit_code': 436207625, 'n': 15, 'trace_an': 0}
  • id: 15625015
    {'hecke_orbit_code': 436207625, 'n': 16, 'trace_an': 1125667983917056}
  • id: 15625016
    {'hecke_orbit_code': 436207625, 'n': 17, 'trace_an': 2519900028948078}
  • id: 15625017
    {'hecke_orbit_code': 436207625, 'n': 18, 'trace_an': 0}
  • id: 15625018
    {'hecke_orbit_code': 436207625, 'n': 19, 'trace_an': -6082056370308940}
  • id: 15625019
    {'hecke_orbit_code': 436207625, 'n': 20, 'trace_an': -24895338421900800}
  • id: 15625020
    {'hecke_orbit_code': 436207625, 'n': 21, 'trace_an': 0}
  • id: 15625021
    {'hecke_orbit_code': 436207625, 'n': 22, 'trace_an': -404136734354496}
  • id: 15625022
    {'hecke_orbit_code': 436207625, 'n': 23, 'trace_an': 94995280296320424}
  • id: 15625023
    {'hecke_orbit_code': 436207625, 'n': 24, 'trace_an': 0}
  • id: 15625024
    {'hecke_orbit_code': 436207625, 'n': 25, 'trace_an': 252525713626069375}
  • id: 15625025
    {'hecke_orbit_code': 436207625, 'n': 26, 'trace_an': -3919250176095072}
  • id: 15625026
    {'hecke_orbit_code': 436207625, 'n': 27, 'trace_an': 0}
  • id: 15625027
    {'hecke_orbit_code': 436207625, 'n': 28, 'trace_an': -1311237199302424576}
  • id: 15625028
    {'hecke_orbit_code': 436207625, 'n': 29, 'trace_an': 271246959476737410}
  • id: 15625029
    {'hecke_orbit_code': 436207625, 'n': 30, 'trace_an': 0}
  • id: 15625030
    {'hecke_orbit_code': 436207625, 'n': 31, 'trace_an': 4291666067521509152}
  • id: 15625031
    {'hecke_orbit_code': 436207625, 'n': 32, 'trace_an': 162114743433166848}
  • id: 15625032
    {'hecke_orbit_code': 436207625, 'n': 33, 'trace_an': 0}
  • id: 15625033
    {'hecke_orbit_code': 436207625, 'n': 34, 'trace_an': 120955201389507744}
  • id: 15625034
    {'hecke_orbit_code': 436207625, 'n': 35, 'trace_an': 28997406448402501200}
  • id: 15625035
    {'hecke_orbit_code': 436207625, 'n': 36, 'trace_an': 0}
  • id: 15625036
    {'hecke_orbit_code': 436207625, 'n': 37, 'trace_an': 20301484446109126982}
  • id: 15625037
    {'hecke_orbit_code': 436207625, 'n': 38, 'trace_an': -291938705774829120}
  • id: 15625038
    {'hecke_orbit_code': 436207625, 'n': 39, 'trace_an': 0}
  • id: 15625039
    {'hecke_orbit_code': 436207625, 'n': 40, 'trace_an': -2390034546643968000}
  • id: 15625040
    {'hecke_orbit_code': 436207625, 'n': 41, 'trace_an': 183744249574071224598}
  • id: 15625041
    {'hecke_orbit_code': 436207625, 'n': 42, 'trace_an': 0}
  • id: 15625042
    {'hecke_orbit_code': 436207625, 'n': 43, 'trace_an': 300901824185586335756}
  • id: 15625043
    {'hecke_orbit_code': 436207625, 'n': 44, 'trace_an': 282492655011750982656}
  • id: 15625044
    {'hecke_orbit_code': 436207625, 'n': 45, 'trace_an': 0}
  • id: 15625045
    {'hecke_orbit_code': 436207625, 'n': 46, 'trace_an': 4559773454223380352}
  • id: 15625046
    {'hecke_orbit_code': 436207625, 'n': 47, 'trace_an': 924361048064704868688}
  • id: 15625047
    {'hecke_orbit_code': 436207625, 'n': 48, 'trace_an': 0}
  • id: 15625048
    {'hecke_orbit_code': 436207625, 'n': 49, 'trace_an': 186224457219393384057}
  • id: 15625049
    {'hecke_orbit_code': 436207625, 'n': 50, 'trace_an': 12121234254051330000}
  • id: 15625050
    {'hecke_orbit_code': 436207625, 'n': 51, 'trace_an': 0}
  • id: 15625051
    {'hecke_orbit_code': 436207625, 'n': 52, 'trace_an': 2739566324424258248192}
  • id: 15625052
    {'hecke_orbit_code': 436207625, 'n': 53, 'trace_an': 990292205554990470954}
  • id: 15625053
    {'hecke_orbit_code': 436207625, 'n': 54, 'trace_an': 0}
  • id: 15625054
    {'hecke_orbit_code': 436207625, 'n': 55, 'trace_an': -6247194893816298622200}
  • id: 15625055
    {'hecke_orbit_code': 436207625, 'n': 56, 'trace_an': -125883093134437416960}
  • id: 15625056
    {'hecke_orbit_code': 436207625, 'n': 57, 'trace_an': 0}
  • id: 15625057
    {'hecke_orbit_code': 436207625, 'n': 58, 'trace_an': 13019854054883395680}
  • id: 15625058
    {'hecke_orbit_code': 436207625, 'n': 59, 'trace_an': -13052569416454201837980}
  • id: 15625059
    {'hecke_orbit_code': 436207625, 'n': 60, 'trace_an': 0}
  • id: 15625060
    {'hecke_orbit_code': 436207625, 'n': 61, 'trace_an': 9015451224701414617502}
  • id: 15625061
    {'hecke_orbit_code': 436207625, 'n': 62, 'trace_an': 205999971241032439296}
  • id: 15625062
    {'hecke_orbit_code': 436207625, 'n': 63, 'trace_an': 0}
  • id: 15625063
    {'hecke_orbit_code': 436207625, 'n': 64, 'trace_an': -37763368313237157183488}
  • id: 15625064
    {'hecke_orbit_code': 436207625, 'n': 65, 'trace_an': -60584246880692834562900}
  • id: 15625065
    {'hecke_orbit_code': 436207625, 'n': 66, 'trace_an': 0}
  • id: 15625066
    {'hecke_orbit_code': 436207625, 'n': 67, 'trace_an': -26689067808908579702428}
  • id: 15625067
    {'hecke_orbit_code': 436207625, 'n': 68, 'trace_an': -84548008318469618409984}
  • id: 15625068
    {'hecke_orbit_code': 436207625, 'n': 69, 'trace_an': 0}
  • id: 15625069
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