Newform data - 99.15.c.a

Formats: - HTML - YAML - JSON - 2024-05-04T06:09:28.064575

• 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': 22275, 'analytic_conductor': 123.08567847038692, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 11, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 2, 'char_parity': -1, 'char_values': [99, 2, [56, 46], [2, 1]], 'cm_discs': [-11], 'conrey_index': 10, 'conrey_indexes': [10], '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, 'has_non_self_twist': 0, 'hecke_cutters': [[2, [0, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 137690611811, 'hecke_ring_generator_nbound': 1, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 11, 2, -1, 2, -11]], 'is_cm': True, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': True, 'is_twist_minimal': False, 'label': '99.15.c.a', 'level': 99, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 11], 'level_radical': 33, 'minimal_twist': '11.15.b.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 2, 'qexp_display': 'q+2^{14}q^{4}-100799q^{5}+11^{7}q^{11}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '14.2.1.d2', 'self_twist_discs': [-11], 'self_twist_type': 1, 'space_label': '99.15.c', 'trace_display': [0, 0, -100799, 0], 'trace_hash': 835837890334519976, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.957', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.844', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.466', 'prec': 17}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.503', 'prec': 17}, 'traces': [1, 0, 0, 16384, -100799, 0, 0, 0, 0, 0, 19487171, 0, 0, 0, 0, 268435456, 0, 0, 0, -1651490816, 0, 0, -1556561195, 0, 4056922776, 0, 0, 0, 0, 0, -53499153997, 0, 0, 0, 0, 0, 126509871575, 0, 0, 0, 0, 0, 0, 319277809664, 0, 0, -715778884850, 0, 678223072849, 0, 0, 0, 2217378708790, 0, -1964287349629, 0, 0, 0, 4954816467613, 0, 0, 0, 0, 4398046511104, 0, 0, -11652648832405, 0, 0, 0, -14633687116307, 0, 0, 0, 0, 0, 0, 0, 0, -27058025529344, 0, 0, 0, 0, 0, 0, 0, 0, 68889823168417, 0, 0, -25502698618880, 0, 0, 0, 0, 68911099629215, 0, 0, 66468622761984, 0, 0, 229815269177570, 0, 0, 0, 0, 0, 0, 0, 0, 0, 274220905235545, 0, 156899811894805, 0, 0, 0, 0, 0, 379749833583241, 0, 0, -876530139086848, 206294512586351, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -410020113378695, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 2072737735884800, 0, 0, 0, 0, 0, 0, 5392661223743603, 0, 3966412183025255, 0, 0, 0, 0, 0, 6104689015002410, 0, 0, 0, 0, 0, 3937376385699289, 0, 0, 0, 0, 0, 0, 5231047633534976, 0, 0, 11749662413538757, 0, 7086815703077303, 0, 0, 0, -12752068544888425, 0, 0, -11727321249382400, 0, 0, -3261571992733163, 0, 0, 0, 0, 11112006825558016, 0, 0, -869278134463198, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 36329532764815360, 0, 0, 0, 0, 0, 0, 0, -32182883936321536, 0, 0, -48929827004203765, 0, 0, 0, 0, 0, 45154141279661807, 0, 0, 0, 0, 0, 72149795813995150, 81179713005371392, 0, 0, 0, 0, 0, 0, 0, 0, -68364207520106351, 0, 0, 0, 0, 0, -17883567961850027, 0, -30332974178929345, 0, 0, 72057594037927936, -69853357875087170, 0, 0, 0, 0, 0, 0, 0, -223509556467323210, 0, 0, -190916998470123520, -183183864370260122, 0, 0, 0, 0, 0, 79057947869706696, 0, 0, 0, 0, 0, 0, 0, 0, -239758329713573888, 0, 0, 0, 0, 168377826559400929, 0, 0, 0, 0, 0, -499440545118922787, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 82908924156687358, 0, 48110561252706695, 0, 0, 0, 558967163673300385, 0, 0, -443318690272772096, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -645230330432031397, 0, 0, 0, 1174575349657591595, 0, 0, 0, 0, 0, -1042547162294872487, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1325388111602939375, 0, 1475061027636629293, 1128690862791344128, 0, 0, 0, 0, 799006685782884121, 0, 0, 0, 0, 0, -1541745078726804205, -417836214171729920, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 2120740415385825107, 0, 0, 0, -903704406545503835, 0, 0, 0, 0, 1129039456325058560, 1835093387166062233, 0, 0, 0, 0, 0, 0, 0, -2371693072144390630, 0, 0, 1089021915332345856, 2521646811293601502, 0, 0, 0, 0, 0, 2465319500570064325, 0, 0, 0, 0, 3765293370205306880, 0, 0, 0, 0, 0, 0, -3595875342175171178, 0, 4472233956366618218, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1145684720849079575, 0, 0, 0, 0, 0, 0, 0, 0, 0, 3453644841608861365, 0, -6944025285553265183, 0, 0, 0, -5837296605197047823, 0, 0, 4492835311379169280, 0, 0, 0, 0, 0, 0, 0, 2570646518084485120, 0, 0, -2386021090893141205, 0, 0, 0, 5456433016488800725, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 6221821273427820544, -6946169931525242785, 0, -12982306716211580125, 0, 0, 0, 0, 0, 0, 0, 0, -14361069798798917632, 0, 0, 15159227838351131402, 3379929294214774784, 0, 0, 0, 0, 0, 0, 0, 0, -9114353617796190287, 0, 0, 0, 0, 0, -23165149317829878430, 0, -13948505527261259350, 0, 0, 0, -524667037287424943, 0, 0, 0, 0, 0, 0, 0, -9169953570758921784, 0, 0, 0, 0, 0, 0, 0, 0, 0, 13216648996753920179, 0, 0, 0, 0, 0, 0, 0, 0, -6717769537596538880, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -27641193026837700455, 0, 0, 0, 0, 0, 0, 0, 0, 0, -6314848564233277320, 0, -41550390127796799265, 0, 0, 0, 0, 0, 43210438069949933090, 0, 0, 0, 16546576396541853190, 0, 0, 0, 0, 33959735064736563200, 0, 0, 0, 0, 0, 0, 30013560053232285502, 0, 0, 0, 0, 0, -38278403475357109559, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 2316911949921934990, 0, -66902309394694914397, 88353361489815191552, 0, 0, 0, 0, -45555772126925969449, 0, 0, 64985697206685777920, 0, 0, 30007512720919950347, 0, 0, 0, 0, 0, 0, 0, 0, 0, -82416520760226071063, 0, -74255365765509815485, 0, 0, 0, 2027085886084863805, 0, 96555355777990492823, 0, 0, 100019224821799485440, -62212320169404845615, 0, 0, 0, 0, 0, 0, 0, 99916014397134639167, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 64509974703297150976, 0, 0, 0, 0, 0, 0, 127956568978234791430, 0, 41329617408459077305, 0, 0, 0, 0, 0, 15403444619196333587, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 85705484427837046784, 0, 0, 0, 0, -69322574695962229537, 0, 0, 0, 83274707077059346415, 0, 0, 192506468983418994688, 0, 0, 60818884322002739197, 0, 0, 0, 0, 116110388479218532352, 0, 0, -183729614334602239165, 0, 0, 0, 0, 0, 0, 0, 0, 0, -227077160400026576255, 0, 0, -208929891039451955200, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -262945767777013100773, -192140431349881241600, 0, 0, 0, 0, 90638412998026456010, 0, 0, 0, 0, 0, 0, -53437595528940142592, 0, 0, 0, 0, 0, 0, 0, 0, 321060655952676343510, 0, -217041936347160735672, 0, 0, 0, 0, 0, -285169163195971397497, 0, 0, 182059119829942534144, -399810381636762678745, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -14242252955045036032, 300534450196405593745, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -615346548023227925590, 0, 0, 0, 0, 0, 0, 0, 98622103116862380635, 0, 0, 0, 0, 0, -241437589246371501457, 0, 0, 0, 0, 0, 0, 0, 0, 0, 581565838124428816333, 0, 297558232675799463481, 0, 0, 0, -396883602302102631911, 0, 0, 595223064818734858240, 0, 0, -196920356878078532125, 0, 0, 0, 0, 0, 0, 0, -36218911019128133437, 0, 0, 0, -699967212895565435090, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -527284370412692045824, 560832594200568374353, 0, 56630425738764897290, 0, 0, 0, 0, 0, 0, 0, 0, -801666285636874485760, 0, 0, -1184354221622293166843, 0, 0, 0, 0, 0, 0, 0, 0, 0, -714343936054489065097, 0, 292812014944843000250, 0, 0, 0, -30509385265754097458, 0, 0, 0, 0, 739805450725979045888, 0, 0, 0, 0, 0, 0, 0, 0, 513240779381452492200, 0, 0, 0, 723225678040275501118, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1182102254616496537600, 0, 0, 0, 1330048417880004886528, 0, 0, -882814700610574274435, 0, 0, 0, 0, 0, 0, 0, 328763195295510097237, 0, 0, 0, 0, 0, 2105215543173924755688, 0, 0, 0, 0, 0, 0, 0, 0, 0, 479867923747634025157, 0, 0, 0, 0, 0, 1698581837835432976825, 0, 1342467764242703878307, -1120079176009422454784, 0, 0, 1320109477031223060205, 0, 0, 0, 0, 0, 0, 0, 348529820669633875538, 0, 0, 0, 87622366675755895202, 0, 0, 0, 0, 0], 'weight': 15, 'weight_parity': -1}
• 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

  
  {'an': [[1], [0], [0], [16384], [-100799], [0], [0], [0], [0], [0], [19487171], [0], [0], [0], [0], [268435456], [0], [0], [0], [-1651490816], [0], [0], [-1556561195], [0], [4056922776], [0], [0], [0], [0], [0], [-53499153997], [0], [0], [0], [0], [0], [126509871575], [0], [0], [0], [0], [0], [0], [319277809664], [0], [0], [-715778884850], [0], [678223072849], [0], [0], [0], [2217378708790], [0], [-1964287349629], [0], [0], [0], [4954816467613], [0], [0], [0], [0], [4398046511104], [0], [0], [-11652648832405], [0], [0], [0], [-14633687116307], [0], [0], [0], [0], [0], [0], [0], [0], [-27058025529344], [0], [0], [0], [0], [0], [0], [0], [0], [68889823168417], [0], [0], [-25502698618880], [0], [0], [0], [0], [68911099629215], [0], [0], [66468622761984]], 'ap': [[0], [0], [-100799], [0], [19487171], [0], [0], [0], [-1556561195], [0], [-53499153997], [126509871575], [0], [0], [-715778884850], [2217378708790], [4954816467613], [0], [-11652648832405], [-14633687116307], [0], [0], [0], [68889823168417], [68911099629215], [0], [229815269177570], [0], [0], [274220905235545], [0], [0], [-410020113378695], [0], [0], [0], [3966412183025255], [6104689015002410], [0], [0], [11749662413538757], [7086815703077303], [-3261571992733163], [0], [0], [-869278134463198], [0], [-48929827004203765], [0], [45154141279661807], [0], [0], [0], [-17883567961850027], [-69853357875087170], [0], [-183183864370260122], [0], [0], [0], [0], [0], [0], [82908924156687358], [48110561252706695], [558967163673300385], [-645230330432031397], [0], [0], [0], [-1325388111602939375], [0], [-1541745078726804205], [0], [2120740415385825107], [-903704406545503835], [1835093387166062233], [-2371693072144390630], [2521646811293601502], [0], [-3595875342175171178], [4472233956366618218], [0], [1145684720849079575], [0], [3453644841608861365], [-5837296605197047823], [0], [0], [-2386021090893141205], [5456433016488800725], [0], [-12982306716211580125], [0], [15159227838351131402], [0], [-9114353617796190287], [-524667037287424943], [0], [0], [0], [0], [0], [0], [0], [-41550390127796799265], [16546576396541853190], [0], [30013560053232285502], [0], [0], [0], [2316911949921934990], [-66902309394694914397], [30007512720919950347], [-82416520760226071063], [-74255365765509815485], [2027085886084863805], [-62212320169404845615], [0], [99916014397134639167], [0], [0], [127956568978234791430], [15403444619196333587], [0], [-69322574695962229537], [60818884322002739197], [-183729614334602239165], [0], [0], [0], [-262945767777013100773], [90638412998026456010], [0], [0], [321060655952676343510], [0], [300534450196405593745], [0], [0], [0], [98622103116862380635], [0], [-241437589246371501457], [581565838124428816333], [0], [0], [-36218911019128133437], [-699967212895565435090], [0], [560832594200568374353], [56630425738764897290], [0], [292812014944843000250], [-30509385265754097458], [0], [723225678040275501118], [0], [0], [-882814700610574274435], [0], [0], [479867923747634025157], [1698581837835432976825], [1320109477031223060205], [348529820669633875538], [0]], 'char_orbit_index': 3, 'field_poly': [0, 1], 'hecke_orbit_code': 137690611811, 'hecke_ring_character_values': [[56, [1]], [46, [-1]]], 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '99.15.c.a', 'level': 99, 'maxp': 997, 'weight': 15}
• 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

  
  {'Nk2': 22275, 'analytic_conductor': 123.08567847038692, 'char_conductor': 11, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 2, 'char_parity': -1, 'char_values': [99, 2, [56, 46], [2, 1]], 'conrey_index': 10, 'cusp_dim': 164, 'dim': 69, 'eis_dim': 8, 'eis_new_dim': 2, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 137690611811, 'hecke_orbit_dims': [1, 12, 28, 28], 'label': '99.15.c', 'level': 99, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 11], 'level_radical': 33, 'mf_dim': 172, 'mf_new_dim': 71, 'num_forms': 4, 'prim_orbit_index': 2, 'relative_dim': 69, 'sturm_bound': 180, 'trace_bound': 4, 'trace_display': [0, 0, 37117, 0], 'traces': [69, 0, 0, -572892, 37117, 0, 0, 0, 0, 0, -11059909, 0, 0, -104290884, 0, 4347133728, 0, 0, 0, 3443683936, 0, 6514274064, 2501246953, 0, 89346422772, 4952600748, 0, 0, 0, 0, -55174953453, 0, 0, 117847227744, 0, 0, -14012642433, 7910388864, 0, 0, 0, 0, 0, 70662345056, 0, 0, 1152066180658, 0, -4217829949491, 0, 0, 0, 1808805769954, 0, -4851549982917, -1578021428412, 0, -2496645383664, -1983986556803, 0, 0, 0, 0, -51701917214640, 0, 0, -18697267402701, 0, 0, -50567964779328, -67858994395775, 0, 0, 0, 0, 0, 54882224446068, 0, 0, -30009296045180, 0, 86430682526304, 0, 0, 0, 30651844299768, 0, -133216529557296, -14743040055743, 0, -141563577415776, -123772345422872, 0, 0, 0, 0, -312906227715897, 0, 0, -919737864294696, 0, 0, -704090558235390, -556195100671980, 0, 0, 0, 0, 0, 23794368367428, 0, 0, -1759523619441383, 0, 578097541028853, 0, 0, 0, -1159925442739560, 0, -385623930601971, 4783471234881012, 0, 4635982303108620, 1908455757903383, 0, 0, 0, 0, 2587853007419496, 0, 0, -1275703282035432, 0, 0, 3855437357345496, 874390240746481, 0, 0, 0, 0, 0, -1067868819443340, 0, 0, 2177677335099888, 0, 7416630580385268, 0, 0, 0, 4842518431592088, 0, 4645238980099128, -6214982783540149, 0, 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0, 0, 0, 0, 0, 76298258190086666676, 0, 0, -405646571832718607280, 0, -347045672162282320980, 0, 0, 0, -562203656654910196968, 0, -626322885591981164016, -137125388104570347266, 0, 238544051245211532057, 288229057239579942816, 0, 0, 0, 0, -51958276571455430901, 0, 0, -715030787638538718144, 0, 0, -478411199321372471088, 214375148326199353356, 0, 0, 0, 0, 0, 551454728711522400956, 0, 0, -202162982103667669536, 0, -509627836331313330561, 0, 0, 0, -178852646431502597665, 0, -786637743241943941440, -914091627796483761260, 0, 29486340806183964360, 500353924060007709433, 0, 0, 0, 0, 537959536860858566580, 0, 0, 695289509726911088331, 0, 0, 578731707070413769800, 345758684705950553280, 0, 0, 0, 0, 0, 546211306063544859817, 0, 0, 438292086508867523156, 0, 549818806112114296728, 0, 0, 0, -422047018452477738780, 0, 449828409749503787928, -1530413034831436385448, 0, -35328057286280335557, 920141643210360745420, 0, 0, 0, 0, 84461459515417244058, 0, 0, 4436948956535915637240, 0, 0, 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-471309788303570700432, -6575631330175233489288, 0, 0, 0, 0, 8392499635277877391365, 0, 0, 301395370380372771072, 0, 0, 5321690216601293155356, 1973734545896821839456, 0, 0, 0, 0, 0, 691255766877456918744, 0, 0, -2422894001574218626739, 0, -6847902227011141644504, 0, 0, 0, 3215937830250995541433, 0, -836708604396523716717, 3180329542603135963096, 0, 3509413197942682829568, -7712228000253269238863, 0, 0, 0, 0, -9538958157974066080296, 0, 0, -2188142415535585797294, 0, 0, 11223916992569547091560, 2627254599877594692218, 0, 0, 0, 0, 0], 'weight': 15, 'weight_parity': -1}
• 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: 88633
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '99.15.c.a', 'source_level': 99, 'target_char_orbit': 2, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '11.15.b.a', 'target_level': 11, 'twist_class_label': '11.15.b.a', 'twist_class_level': 11, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 15}
  • id: 88634
    {'conductor': 33, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '99.15.c.a', 'source_level': 99, 'target_char_orbit': 2, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '11.15.b.a', 'target_level': 11, 'twist_class_label': '11.15.b.a', 'twist_class_level': 11, 'twisting_char_label': '33.d', 'twisting_char_orbit': 4, 'weight': 15}
  • id: 88635
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 3, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '99.15.c.a', 'source_level': 99, 'target_char_orbit': 3, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '99.15.c.a', 'target_level': 99, 'twist_class_label': '11.15.b.a', 'twist_class_level': 11, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 15}
  • id: 88636
    {'conductor': 11, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': -11, 'source_char_orbit': 3, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '99.15.c.a', 'source_level': 99, 'target_char_orbit': 3, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '99.15.c.a', 'target_level': 99, 'twist_class_label': '11.15.b.a', 'twist_class_level': 11, 'twisting_char_label': '11.b', 'twisting_char_orbit': 2, 'weight': 15}
  • id: 88637
    {'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '99.15.c.a', 'source_level': 99, 'target_char_orbit': 8, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '176.15.h.a', 'target_level': 176, 'twist_class_label': '11.15.b.a', 'twist_class_level': 11, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 15}
  • id: 88638
    {'conductor': 132, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '99.15.c.a', 'source_level': 99, 'target_char_orbit': 8, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '176.15.h.a', 'target_level': 176, 'twist_class_label': '11.15.b.a', 'twist_class_level': 11, 'twisting_char_label': '132.d', 'twisting_char_orbit': 4, 'weight': 15}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 297725
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 137690611811, 'p': 2}
  • id: 297726
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 137690611811, 'p': 3}
  • id: 297727
    {'charpoly_factorization': [[[100799, 1], 1]], 'hecke_orbit_code': 137690611811, 'p': 5}
  • id: 297728
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 137690611811, 'p': 7}
  • id: 297729
    {'charpoly_factorization': [[[-19487171, 1], 1]], 'hecke_orbit_code': 137690611811, 'p': 11}
  • id: 297730
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 137690611811, 'p': 13}
  • id: 297731
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 137690611811, 'p': 17}
  • id: 297732
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 137690611811, 'p': 19}
  • id: 297733
    {'charpoly_factorization': [[[1556561195, 1], 1]], 'hecke_orbit_code': 137690611811, 'p': 23}
  • id: 297734
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 137690611811, 'p': 29}
  • id: 297735
    {'charpoly_factorization': [[[53499153997, 1], 1]], 'hecke_orbit_code': 137690611811, 'p': 31}
  • id: 297736
    {'charpoly_factorization': [[[-126509871575, 1], 1]], 'hecke_orbit_code': 137690611811, 'p': 37}
  • id: 297737
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 137690611811, 'p': 41}
  • id: 297738
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 137690611811, 'p': 43}
  • id: 297739
    {'charpoly_factorization': [[[715778884850, 1], 1]], 'hecke_orbit_code': 137690611811, 'p': 47}
  • id: 297740
    {'charpoly_factorization': [[[-2217378708790, 1], 1]], 'hecke_orbit_code': 137690611811, 'p': 53}
  • id: 297741
    {'charpoly_factorization': [[[-4954816467613, 1], 1]], 'hecke_orbit_code': 137690611811, 'p': 59}
  • id: 297742
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 137690611811, 'p': 61}
  • id: 297743
    {'charpoly_factorization': [[[11652648832405, 1], 1]], 'hecke_orbit_code': 137690611811, 'p': 67}
  • id: 297744
    {'charpoly_factorization': [[[14633687116307, 1], 1]], 'hecke_orbit_code': 137690611811, 'p': 71}
  • id: 297745
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 137690611811, 'p': 73}
  • id: 297746
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 137690611811, 'p': 79}
  • id: 297747
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 137690611811, 'p': 83}
  • id: 297748
    {'charpoly_factorization': [[[-68889823168417, 1], 1]], 'hecke_orbit_code': 137690611811, 'p': 89}
  • id: 297749
    {'charpoly_factorization': [[[-68911099629215, 1], 1]], 'hecke_orbit_code': 137690611811, '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': 3, 'hecke_orbit': 1, 'label': '99.15.c.a', 'level': 99, 'portrait': 'data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAALgAAAC4CAYAAABQMybHAAAABGdBTUEAALGPC/xhBQAAACBjSFJNAAB6JgAAgIQAAPoAAACA6AAAdTAAAOpgAAA6mAAAF3CculE8AAAABmJLR0QA/wD/AP+gvaeTAAAACXBIWXMAAA9hAAAPYQGoP6dpAAAAB3RJTUUH5AsHEgMTGzefnwAAABBjYU52AAAA1wAAANcAAAAQAAAADnCbpecAAIAASURBVHja7P13vCRZVt2Lf8854dJfW7e8t13V3tvpHm+ZgZmBYXBiQCAJfkLSQxII8YQMD4TQDwkJo8EMIAQMjGO8n/a+u7rLdJevut67dJHhznl/RERm3uoeJCGgQU/5Ici8d25XZkas2GfttdfeR/B/Hn9hj4995hGkFGMnz03UTGLM1mEbx5Y8d7nJfdcNiTuuKS8//HzC1uGV4ZuPTJsXz23DcyRjw23KpURoeWAdzPzw1nsBtgBrgC+EeK2/2t/Yh/Vaf4C/KY/zV+YA9midjIHQbT/k45/4JAe2zrB7ywqecrg09Ylo1dz0M35r9Z2WMNH0nMPYkCBqd2iux8709NJvTU4LRNL5gclqK5ydX2LLMEx0QqrlxO7EVz77y7975mdemvqU+A//8gf/7fz05T/x4hefa62fVQYXhJBK2vPA5UJ562t9Sv5GPP5PaPgmj4WFJYoFd+DMpan7nnzuJPcci6L5+sA/bPryTVIYwijm+edfoFxYY//WOmtNxeRCAXRAHMUMVgxnJx2O7kmYXZQMVmMqJZeLsxaJjhgpC2aWI47t1ZyflAxVNY7j4HkWlxclay04uCnmwM5BDh25DoONpaAdWF+5MOn/0u1HWvbI5puxC/se1om/Njg09Fqfsr+Wj/8D8OwxM7sK8JYkYZ8jFvTsxQ/ranXznodO7fyJs5eucON+weTMHPX6MmFksdqWJMbBsw0V17DQiDk/22HrkEetoFAiYqTqcGCHot0BIQOmFy06IcwsCxQOfhCxb4dhbLCFRFIqhmwebXJ2fIiVtQIlL8G1ItodTb2lCOOYgYERKrWtHN3doFI7yG9+rvnzy6sLl//1j71PHtw9Ii1HXgS+ZDn/B/DwfwDOn3z6YYD70PGb/fba+/ZuaRySJubJ508yNtLk5fMFLi202TMmKbowUtNMr7ooaZBCs2UgYWLBo1Q0PHcxoB0IPAeW12HPiEWx4DI2EnPfsQYvXa7y3BnByxMxdx5N2DqsKZUEO8bWWFpTeC74geH42WHKBcmlBYfNgx2kAEclzK0oqqUYScKuLSELSxWurAr2bClRqRxkYLDIbde4Z8ulwseKRfvLRvPw9n1vfK1P8Wv6+P8cwNfWmkhVGAyDmf/n7OlPOo8/u5gEpnLTgMfNJ16eZ/+OSQ7vKPK5xweIxDpvucXi0Rc99mzzabVtZtcUQSRwrZgj2xM2DQasNCUvXqoSxYIDWzssNBXX7vU5f8Wm0bEIA7j1SItzU0UqhZAz0xa3H5SEUUCjY/HiuOSGXQn1ps2+bSFhJDl5WbDc9Ng8AId2NHEsSRjB3KpNM4jZt9nm4RcNb7ytSRwM8MlH2uzfHXLv0U348RDVcvTc4lr0fODsVh9451vCXVtG/1nbD1ZL1eprfQn+Sh//WwO80QoRQhKF6+L8qc9S94vKdiq/qox/cHXlyj2PvTir4rBJtdRm/2aP42cKvDju80PvXqNeH+NLz2h2bGszVi6wsBqzZRROXFREBgSKbYMJNx1sstoUtDoeL1+2OLq3ge04NNsSKQSHtmtOXNAsNQq0oybX7w1p+VVWG4IXz0sO7ozRQrDe1hRcw3W7JKcvW/hhxFpDcdMBw9hQhBIxcWJz/JLD9lHD4rJieLDBrk0lvvK0TT1c42+/U3L8pQGeernDsYMdRqounldkLdidHDu059HRQefcynrr780vx8nb33QnURSb3bt2v9aX6S/18b+linLizAy2Zct//m9/T/yzH/vA95kk+kdxnITL8y+KZ16ODrsq8spOh7DpcPKy5ODegDffGtPulBhfKPCV53y+7Z51rt87xNdfcNi3vc1Yrcz4bMyth0LOTjnUShEgOT1eZMugZmXN4vGXEh6/ANfuNBzZLlltCh59WfLA0YhaSbHWLDM1Z7HeMCg75HvfusbEfIX1puDGgx2u3beEzQDzyyNMLcGRXRo/lFyZdxkoWpyZlhzcDs2m5ODOZXZv8fj6sw7jKz7vu0+zvj7AxWmYWYt53aDP4a0OL55LWFw7oy6JC69bKju3n5sfuvXArj12Evv/dZf7ll+M2i+5ljvcQUda2Ntf60v3F/743yqCG2MA5Eq9UTtx+uIdYRB/+PjLF8vjE1cGRgrjrNQl24dDDu7oIMUAl6Y8nj8bc2HB58131Ln7cIkT52s8fCKkNtTiW++SnDpb5tHTPof3xmwbLIDxEZbAlhYX5yxGKwn1wFD2AiYWE16aSiirAd50S4u19TJPv2w4uluwf0dCEgsml2ySRLN/m+CaPRFPvyRYbbV5482SQmmWc+NlxucGKLqCZttmuBpzac7BsQKUVBhtsX1slWt2Kh55YYDnLke8+746m0o1Hjnu8cKVNrdfv8bbb3a4NDXC82c0l2cjEhlyYLth+6ik3pHcf1OlcfDA7pXy4I1WnFh/uzq470nXG1hPErRl/e8Di/9tIvj84hqzcyu7pqYvb3Nc+2NPPfONamt1pnRhusXuMY+5RYuSk/D4aUGx3OS+o9AJRlhrWDR9l499vcRQucG1+y06QYnHThs+9Xib995Tx/PKHL9gs2WoxVDFYWrBouEntNs+pU02kbYYLCm2DEjuPerzwoUYSwpcJ8Ytxjx3WVEq22wbDgli2DoENxxcot62COIBIm1xalxy4vxOXOXhOglWLcAPoFrx2Q00Wg5TiwlDtTYj1TJfftrh1GTIe17XYlutwuMnPE5e6XBk7xrfeX/C+fEBLk4JZpdiLi0m3HPjCvdc73FlapDNlYiHn25VLk88WWl0zrN/76Y/OXJU1QXh+zZvOTDdaq6Pl8q11/qS/oU8/sbfqu3AICUH/+iTD205uMP7L089f2r/6uKLKuiEDA8Yluo2+7fFzMwVOTuRcHHOsOD7/OQHV7j9QI3nzgxzdhxeuBAxPLLGDftDDm4d4Nx4kWfOJhRKdY7u0pScEhemLKTdoeAIPEczWBTMrdis1BWWlVAuRLiOwnVCJhcVlgw4ssvi+XMF7jy2Tq3W4MOfKzJSdLnrCBw/73Bkj48UNuOLFq6y8TzNgJdgW7Bct5lZUVRLbQoOOI7CkRYXZwzFYpPDu6BsV3n2ZYez0z4H96xyw14YqYxw/KzLuYmI5y4l3HRsmZ/8QIu1tc1cnK5wZtwwvdxi31ZYXDcMVhSW1Lz+3uuT6tCNF7aONH94eNsbZoFzf9OrqH9jP73fqGNZ9v5LV85fV/ZWfuyPPn/xvqjxEuevtLHcmC2DHpOLEW+7PUEnBeZWPC5PaybnQ87NGnbvXuNf/606cTDKC+cGOHMFXrwYMbnS4r0PdLjjsMfcYonnzijOzXTYPBxwaKdgtGpxadYmSiJcC+otG0sJtg5HoEDKCL8tOTFRAC24cW+IbQdcmJYEtLj7WEwS1rg4LXEsm+v3NdEaXhr3aHQ0CAdbSrYPB1hKs96WWBZEkcXlORgZ6HB4d8yWAYvzE1WePQuzqz43X9vkA6+LmJod44VzLmfHY164HNOhyb/6W+sc2DLI+cka47M2l2dCFtYitNC85faQyTmXzaNNTORSD2o8cPdBVqJjD+/aXPuP27ftOREn8YXNY5XX+pL/uR7qtf4Af55HY22aYtXZ9dwLp/7/p06f/heXzn9x1+UrEwS6wQ37HF66orh2f4Mb9te54WADY0qEocIYhTECC83kvMP4smbX5gZjA1B0PTzbQmHx4iXF/HqHSiXkmt2ag9tcmi2P6SWBY0VERjG7ZjO7pGmEAsuy2FSLWVjTjM85DJQlAovRwYjVpuHYrg5SFplbKXJgq8v5CZepZcORXQELq5IotvFDxcHtEUIYmm3JplrMyGDA6GCILaHeVrguHNgmWFsr8/XnC1yY7TA4WOf+m3xuP+hyaXKUF885vHQ55vJSSLlW50NvaXHNzioTczUm521mlhKW1yKmlyVn5gKavkGbiMM7HR474VIqrnH2wizHX760a3Mt/g6l2juxx578kR/9kfX//Mu/9Fpf+v/px9+oCH7qzCQFtzAyPTv5Y8++8Nyxtj/3Hi95iWa7QicoMr4Q8Obbmjz/8iBrfp1tW9a57bDP9burTMwNMzlfYHpRMbuYMDkfcXlJYxVbvPeeFu+41WFyfogzV1wuTmvOTEYkssP20ZA7j2l2jkom50tMLUhWG5pOrJESBsowUo1ZbVg0WoqBSoglLAYqCZ4b8fQZlz1jmpGBmLnlArbSzKxoRgcMezaHPHXGxXEUQ2VQKmK4BGstwUpLMFrRDFYipIQgVKw2LCYWLCaXYnaOdbjjWMy2EQuSImevFLk0bXh5ImFiJeAtd63xbfcEFNQA43MDjM9azC4mzC5HTC4ZLiwZbji4wJ2HAraNDLC+VuP5i03eeLPDxKxLoxOw2qjzprv3Mzi45VNHjtxyatPIjv8YhP5SbXjPaw2F/+HH3xiAP/zgZ7Btt7JeX//wysrL327pefmlJ2D/jjWu22sxMTvMC+egHTdp+x7zy4bzS5rRkTo//cFVbtlfZmJuiKmFArNLFrNLCTNLEWenNZbn85Y7GrzxBk3BqjK9WGZ81ubSNEyvJNiWT7WcsNhQtNsxSRwjELhege2jNvs3h9SqEXMrgnrLYt+WCAyEGiYWPJq+oVIQFB2BJMZ1EyrFhEbbYWIRAu2gjeHQlpBmO2F22WKgbLNnS8yOTS1KxQAhDWEoqLcLLNUdBooCW9rMLjpcnBGMz8dMrsS4hTavv7nF228FV9Y4N1FhckExt5SwsJKC++Ky4aZrlvjpD64xVqswPjvK7JKiHYT4fpkXzmsmltpceyBg+6DHk+c8brpmRB/ef/CPHaf6Q0kSNt75jm95rSHxP/T4aw3wwG+yvB5RcOXPzcxeufPhhz4nFxb9O1utcesd9/iMT2/mweOS6w4ucO1ej1MXhjl50dDuRLR9zcya4MoKjA6v8zPfs8ItB4pMLQwyu1hidtliYcUwvxwzvZSw2IypDXa461iL2w6BIwu4ymVh1WNu2WJ+VdAOII41nqMpeQkD1RgNTMzHNFqwc5NNqRBgjADh0PI1O8YCVtYtMCkVWW9BEIPBsFoP2Tpq0/QVQhmEDqh4Njs2d1hvCyZmLRJtMVSRlD2Ba0McC9qBZH5VMrdiWFiLcd0O2DG3H2lx5zWCkUqBlbUKUwsus8uwsByzsBozswqXVgw3HVnmX31PCu6phUHmloo0fEXLF5y6kHBqss31Bzoc21XloecllxdXedPNFiODO+JOJJ94+1vfpffv3/+E55ifXGsqBgdKrzVUvunjry0H/8QnPs61193Az/7Lf/yzf/LZh/7R8899bl+zNbdr/+ZQXpyu8tJEwk2HmwxXSpy6WKZagqJnI7CQQgIGW2ocBTMrBZ65KDm2d5VD2zsUPbAtiWMrHMeiVJAUbUm7ZXNu3ONrxx0mFgMaccS5qYBNQ6u84641ju1rctOhOuPLMcttQdHtcHnWUG+UOLpHst5JODOuKBctXpqA/VsMnTChkzhYVsRAGc5OuSgrwZYxlg1+ILnlUBu/LTm2L6HhJ0zMltk9pigVQ9YDw2itzVqrwR8/CC9eSTh5pcPOLStce7DBwGDIW29v8m33GvaOlUmiGldmqlyatpma10wvRkwvJlxaFEyuR1x3YIl/+T1NNtVqTM0PMr9cZHndZnFVMbNkmF+JKZUF1+0u8OQpxex6nW+7T1K0B3joeFMWCsu7Zucv7h4o+Lcm1u7CptHa1x/++qf5yO/+4WsNmVd9/LWM4P/pv3ySmZWdau/ms//3rtHzPzU5uaCOn9Gcn0v4lnsDimqArz0rcYrrvOfeGB3WaPk2CMlqXbHagLV6wlojZrUZs1yHqTWBVehwxzWrfPu9IbtHS6y3KiyuFlhadViuC1brmpW6Zq2pafiaRmBod2KGKhE7NmlA4NqG6UUbIV12jip2bzFsGW2zsBZw4kKZG/cbioU1Tl8cpFwKCUOboQGN34HDOzr8wYM1Dm6PCQLDcFUSJT5lz+Wl8Q4Fu8T1B2JOXg5ZWHHYOuSyezPsGAtRKmJ6GRzbIIRh56aYgbKk6bu02jaNts1qQ7G6Dit1zWo9YbmeMF+HlU7Cjq0tvv2+Ze44ZOHZFeaWKyyveSyvW6w20u++1ohYbyUIBM1AENDmPffGFESNrz8Hdnmdd99pODde4dyUYNv27clb7tjxs3fdf+BfXTg5lRy47j2vNXRe8fhrBfCw8RJ22SucOj2944tfP/v+mdn5fyP1Bd5+p8/58TG+8rRgaq3Oh94e46lB/vRRQbGyzA+8Lcazqiyvu9RbNqsNi7UG1Jua9WbMWjNmtWFYqAtmWwZEi/fcXeett2j2bPYIwyJrdY/1lkO9qVhrCZptQScwhLEhSUBJg2tDwTXUKobRwQjL7nBpLuTURRcdl3jzrSGWvc7zZ6rs2gxffCbm7qMui3Ufz1LEScTgAMSRjWXHrKwUueuGBl98sszuzfDchQCbIm+6RRMLn1OXEq5Me1jSYdOAxUBJUHAFjiNQAmINYWTohNBsG9ZbmmZbs97WrLQMfpKwc1ubt95W5z13hqDLrKxXWVwtsFLPzlMd1psJ9VbMejOh0TYsNQSiEPAD72hQtYb49CMuhdIyH3qHz+TsFr7ytOTMXJ033xhzw+Hd1Aa3/nO8/X+Cc2AS3fYfuPvwaw2l7uOvDUVZXzqLcrc7rZUL33f5yvnPX7x0+vVFuSaeOuOy0vK54xoDpsjSqkUrarFzc4dNA4bYrHPL4Sabh0BriZBgSYFSEqUklpLYlsS2oOgYKg5gXJ45W+KR04rlZgfHbjFQbbNpyKfgRuza3GHP1pBdWyP2bY/YvyNiy2jEtrGAg7saNII2nbjBZ56wuTxZZvtwkTfc4mPkGo8cr3Jkt82lRR9HlDm4q8PJSx6OIzk9bvHO2zusNRSbBxUnx2Gg4OG6TS5Nlbj9CFxZbHHmis1wucgN+wUHd7eZXI2IkoAXL8Us1BOmFyNeHk+4MJ1wcSbm0kzMzGpEPYyYW48Rboc9u5q8555V/s47W9yyz2F5bZiZxRpzy0UW1xyW1hQrdVitx6w1YtYaCWstw0pLMLGqsJwmh7b6nLhYpB03uf2aDpYY5cmTLqcnfL7lnjWu31fkkecj5hYX7+/o0o9Yljd167HdJ7/9gx9KPvxf/tNrDSngr0mpfrURynqz9Y6P/deP79s/Zn7h5KmH1HrDcGinzZ2Hqjx7scbZHXWO7fdotAs8cnKIJ15qsW97g+FqSDPosL+iAY1tlXFtjWM7uI6F5yg8z6LoKcrFmEoxYais2VIVLLXKfP6xMn/6cMC1+33GBhNa7Q5vuS1g15gmTiSWNIQxPPqSx+Six+YBzelLHuhBDm1T3HC9xvWaPP5ym6XlKtfsKhKLNeYWbW7eD+PzEcMlj5FBcOct2h2XhVUL27LZtaXOy1cGueGwy5XZBpOzNd5+W8JifYVnXq7x0niJmw4W+M77OiBbnLiiGR1ssbAU8cgJm06ksCRY2rBrc8gbbgtpthRbBjQ37IcwLLFaL3J6zmW9ZdNoK+otSaMFjXZCo5XQbCc02pr1tmHVl8zUBfVOh0PFBrVyg3tujtm32aHVHOGR5wucvBKwd1eLA1vLPHVqgMX6GtVaIE+ceoK7XPOfpy8/U7zx5u+4aIz/OSEK+rXG1msO8JVVHxN1vidcf+yXzp8/O9iYW2N+ucbT51osNRKu35NQtAp85HMx33bfOkf3SlbqFs+eL/Hgc0XWg0FOTazx7rvW+MDrVtm9NWR+pYLrFCi4DkXXplSwaBYkZd+mWrJodxJafsKmQOMHhmbHZXXJY3rKEMaamfkY1zWAwFEGSwravkJgE7ctrtsl2LvFsGNrmyBp8qVnFWcvDvDGG11uOLzG733J4Igiu7a2OfmkYmtNMVxp46kCYWSz2ISSZ7Ftk+DFsyE3HChw7/XL/O7nfRy7zOtvNdhum288E/LFp0u8fKXAni1Fdm1OGBkI2T0ccXRXglIaSxnAUHRdRmouYWTTbDucvmDT6li0fUWrI2n50OoYWu30uzf9hJZvaPiGdR+W2oqFNUOxUudH37rIt9wRcuuh9N+6ND3E6YtlTo+HXHtomW+7N2FiZoilesid17c4tkfw1Amb06eesGt24ZfOL76w+s433PkPTdL5XaG8/+8CPOj4gPiBBx9++ucun/v84M6hJo4TcGjHKDDIxFLApVmLrcMwv+rxsW9o3nxrgDGKsapBCsFiy+bkxVFeuFDmwswi776zxZ1HOtTKFVbrRUoNj4rv0GpbNLOL7Xcs2oFFJzB0Qk0YGaLIECfpEcYORoNUAtsSeI6gVhYMlGFsWLNtU5vhgTpffh4efcFG6ipvvNHmukNNHn85IuxUuOM6Qd33WVwpcfsBzXCtTcFy6cSKpUaE0oLrDlgUywHHz3ncc0OV265tcvycAlPlxiMOH3r7Kl9/MeRrz5Y4M+mxY0QxNlhgoFykWoaCC7ZlUBK0gTNXBEkiiGJBGEMQkX7HIMEPNJ1A0+5o2oGm5UMjgKWWZLEJge7wwPWrvOPOOt/5ek0cVxifLbHWKLK0VkAKw7EDLd56R0i7NcLMosveLW2GCjWefrHAYyc1W8fqfO6xmErlS4O7R8W/O3LtPVaz5f9WuVR4zTD2miWZF8bXEdL60NLUwz8/c+nLo195MmCxFbPuN/jp79HEwRCnLpVotCV+AHNLEZOLMUJoKp4gTqDpG5odwXogWG4LmlHCpoEGdx9d57se8Dm620LJIivrRZq+S9u3M2Cr9AgFQZQCIo4h0YbUcZsmlZYFngPFgmawHLN1tE1MiwszEd847nF5qkTNLXDzIYvbjzV45nydTz9S4db9Ze6/uc0fPNgm7gzy7a+P8KMFHnpuM/ffZHj41Drt5gDf/gD4YpGPfnGU199gc/PRFT79eMizp4a444jHLUdiyqUGF+bbfOO4xaWpIiZ22DYoGawIiq7AsdObUAoQIgW61oYozm7WyBBE6Y3cCcEPodkRrAWC1SYIq8PRvet81xvWuftIwlDFoxOUWG8WaLZdGm2HZtsiTqBcDBFCMDHnMbsk8DsxLd9wctwQmAb/4m/NsdYYZW6xxKmJMt/5bW9cfMsbbvsJSH5biNemR/SvPIL/x//yH/jR9+/myuznv3dxpfULDz9xdjgI6uzdNsD8qZi1NcWvfabJG25c5vZjLVbWq0wuFLAth4InabYTkkQTJyBEukQ7lqFgCdY6ipX6AB97uMTTp1vcce063/X6da7fW2coKRDHLu2OR8u38QOLMFJEsSROJIkWaCMQGKQwuI6m6MW4TohjB8ysBHz+OcnFaYcr0wMo7bJ3s8Ph3YobDzVQ7hKnLpXZWityzR4YG1ljtVHh6FZJrA1fftYlaEtqpZg33dLhc49ETM6XObjPZm69w0uXbbZvGuDa3Us8frLJky8JgtDh0O5BDm13ObStyaW5VS7OwLNni1y4XKJoCVxLUnINng1SphHLmPRmjRMIYwgTQSsQNDqCRgShjtGmw037G3zXGxrcfTRh86BLp1Nlpe7RbLm0Og5t36LdsfADSZRAvVWk3hIsr2vmlkKmlzWLrYhr9jV4w40Rg8VNNOpVJucEI6UZjj/3tdGzl2d/QchiDGO/t+bPiTjCjFT/6uLqXynAf/4//zajha/wKx/jO1eXVn55YWmxtndrwt6tDgU7Jo4dhqYUl2Yt/tOlkL07WnzoLYsc2T2AlFWUTJPFTpAQhDqLXhrHNri2oegk1DxBM7BZawzwiUcrPHiiw6aBNu+/r86h7R06fotrdhu2jymCyCZJFImWmBzcUmNbCRMLhivzgnVf85nHi8wsD2BCmwFPsWXIYueYxZ6tcM3eBlou8xufK7G6WuXWQxbX7K3zjRMCEduMDkhKxZh25CCNBCNRlkO9I1hYFRwxRe67sckTxwtsGXa49ZpBvv/ty/zOF5s8e65Eq2Ozsl5m95YCBze3ueVAk2+9p8ns6iqfedxlpe0yMWczM+NgK4GUEoFAG0OiIdKGJNYMDEUcO9ImCCIObQ94730Bo1XFYNklijzmljzavkM7SFc5v6PSI5T4gaATCPzA0GglLKxGnJtJKFdb/F/vqXNgs8d6fYQXzxe5OGW4MhvgemUawSoHxSPDW7eO/vuLV77yz43mQ0YHj/5VYu6vDOA/8m8+xa+ferf43v3ifYl/8Tcrcrao4ypPnm3x/W9bYFOliOMMUPQ8qiXJ5ILk0oTNf/1qk+97U4uRmkcn8JBSYlspsG0rwbEErq3xbEMhMhRDQ9VLGCgI2qGkGZa4Ml3i3/7hIOgYEcfceKzN7rGQOAZtNMakRRwpBFIJLNvh3KTDmYseJc+i7EiGi4KRIcnooMWWEcXOzQkHd66TiBX+06cqTEzWuPWAzaFdCX7c5KlTLrWCzVDVUCuHFAuSKBZoLal3FKstw0o9od4qcNc16zx3ps3ZSUWt4nHLkRo/+I4VfuVP4fjFEi3fsN60WFitMDZcZHSgw86hDj/+vjaVYp2TV+DclMS2DUoZhNCASf/PQBzDrrGEO47GJJFNFLsYU6QT2swvO/hBuqJ1QtWlb36YgroTypTaBAa/k9BsxazUE4rlgA++KWT/piEuTVaYmFOMzyVcmo2ZWU8YGvR5692C+mqZJ5+fG6lWPjlyaO9zu/cfKzy2PvGbprbzB//3AfiHP/IRNtU6au/Ib71nfW35965cWfYs22XHMEwvFPipDw/x5tvXef99c5QLQwxVS4wMOGwd1syu2jx8XHP9PknJ0xgjsZTAsRVBKAlCjRsmBJGhEGmCSBOGhkoMQaQJYghjQSeSBIlLlHicvVjixFlIjCGFNigBtgRHpZ6PsgvXbIZKAaolyUBZMVSzGB2EHWMBm0fWicwq/+lTVS5drnLDHsWebZK929Z46KWYhZUqN+6WDFQ0nuPjShejBHEiEcYQJyFrLY+FFZsbDhW47kCTx497bBoQFL0yNxzQ/Oh7VvjlP9W8NFNmvaVZbyqW1iyGayUGKgUGKlUqxYiRUsTOG0JcO8a2YpRKkCJNJgzpTRVFisUliyhWRLEijBRBlD2HkiCSBKGkE0qCUKQJaigIQkMQaoIwSZPUQFNw4bYDCtuM8OgLDvPLmqnFiMnlmLUw4H0PrPO2WyQz82OMN22u3dthenwSv8VvLK2N+UMjuz717JO/l9xyx/f+zQf4P/o3v8Vzly21qbz23s2l2d+tlS96W68bYGnNJYgUuzbFxHGBLzxmc356nXfdscKN+9sMD9SYXfI40LEouCDQOI6mDBnABYEtCBxFGKVAjyJDGCepKhL3HQnEiSFJNIkm5duaLriFACXBkmDb4FoCzxUUXUmpqKgWJQNVwehgzM6xNuXSOp96IuSRU4OsL1c4tkOxc7PN/u0dErHOl58tUrItRgYU5WKHU5dIO+63G9qB4tr9Ecf2GubnEpbWHPxOkTff3OSxkz4XZhSlgsR1Khzdo/lX37vCwy/5fO7hYVYahp2jCWt1i1pFUS3ZlIs2pYLBczWuo3GtBEulVEvK9BoYA1oLtBbEWhIngjgWRLEkjAVRJAmiVHkJI0EYGcIQgigh7AYNTRClSSvAhQmXqXlJJ4iYXdFMr8Vce6jO37mjzZFtZWYWB7ky66ITw4WJKov1hFY05T1wu/j9N93pf9/NN8mPN2f+Q1Le+g/+ZgP8xgMl2Qmi75ieWvj1oDnuja+VObZ/lTccdJmYHWBywcK2UrfcmYtD/Opci7ffVefeowE3Hy6xuFokjFOOnGhBZEkcO404oSMIo1QJSRNGCCOZKghxT/aLE02SpOpCYjKlJFNLhBBICUoKLEuklMeReK6kVBBUioZaWbNpMGBkoEls1vnYY5Lf+eIQo57HsR2CHZttdm3R7Ny8xqeeMqyuehwaUwxUoFyMWBiXLK65OLshiAQjVUmtBheuGNYamvllj/27PO6/scnnH/UYKoPrOChZ4+hewd9+6yK2XOSzjw/w8ozHpkbEaC2mWlKUC4piQVJwLVwHXBssy6QgFyBFH8hJb+xEQ5KkSlQKdIiStKAVRUkaFCJNmD9HOgN/+jfapIWiIE6YW4ehYZ933NfgXbcbSvYQZyeqTMxZzCzETC8mjC+H7N0RcO1uj+dPTnojlbHfHJ/bZQlp/xFpnPlLe/ylluqnL/wROzbp7ztxevw/eObSwPy6xLEFXz9uMTq8xq2HO3iODcLGsRVVD5otm68f91htBdxyeJ2tIzGWBbbS3QtnKYOtwLZSHdi2DLYNjg2OLXFtieNIPEfiOoqCqyh46VHyUlCUi4pKSVEpWVTLFrWKxUBFMVRVDA9IRgcNmwZjtoyE7Bxrsn1smeNXWvzypzweem6I7RWHQ1sF28Zcdm6GY3saRGKVP/pGicgvsm+rza4tgt1bGyw2Ozx3tsqeTZKxIcm20YBvnEh9JkNlQblos2kAapUmj78sWas7lByDEBZh7OAolzuu6XDN3jqTq5oXLzt0AkkUpdTB72jagaHlm7Sg4wuabUnTTz01TV9mh6DpQ7Mtsr9LpdZWJ9PHfY3fSfCDhHag6XQM7SA9/MDgZzJjK4DVtmRiTVCotPh737LKe++yWV7dxKlLFS5PSybmYs5OJbw8G3PdwXXedx/MLAlqVcOLZ3zXttQD42t75t/0ru9+4Suf+YO/NAz+pUXwqbk6CPUDE6f/+OcGnCtD48suL11SDFQCFhddPvyZQer+MnccnOe6/UMMlEtUSza1smSgKHnyxWFKhYif+MAaY0Mx9WaBILIIIoso445hLIkiSRiny24Up4lcnJBJf2SRW6JNd6xEGr0FWeQGS6U3imMbPEdT8GLKXsxAJWDzcIOFeptf/YzNl58bZHWtxL4RwY5RwdZRh22jgt1bOljOOh99xOLyVIkDmyQDZUm1lCBlwMySwbUkUoAxgjCy2Dna4FkSGm3FWsOwsFrgwDaPb72vzse/4TC+4GJbEULYaFMiiiU37l5j5wcafPl4mz/48iDPj5fYOiAYLiWUvATPEbi2wLHTRNxSpImzFN2ChyFdwbQhVVoSg9Y5hUtXvCghWwUhTEy6MmbFo04saMeC1bbA85r88DtXuOdImRfObeLSlM3ccsLMYsz4kqZtOrz+9jrfdb/BkWUaWwS1kqLTljz41OzQ/ffu/YW/8/3vVD/+t9d+S4iBvzkA19E6wrK+/48/9djPfearZ0e/7a6A/WqAMHKYX3bZPhwzvVLgVz6+iUcP1vmRd81xzZ4qtXKN4ZrLyKBNM4GFusLYLWplDSQEkUMY2YSR1U2U4lgRJZI4lkSJII4lSZLSmS7X1oIuKzEp55YClEpVB1tpHFvjOgkFN6ZcCBiutfAjn2+cMvzxQ1WeOV1jwLE5utWweVCyachhy4hk26aQPVvXODnu85nHRqgqi5GqoFISVIoR9XbCF5/yKDumW4jxA4t33BHwhac19bah3tIsrllsGy3z7jtbPHO2yZkLDiU3RkmRglwX6YQp1//u++sc2LzIRx9u8OTLNSbXCoxVBFXPUHQ0nqVx7DRXUTK9kfNCUF7b0xlVS89PKinGGdDTAAFRIoiSrCqaCPxY0IoFzRj8Vsgeu8FYNeTCZJGnTykWVgJm1wyTK5pKtck/evcaN+51qDeHmFooEnQUJ6c1F6di1kKfbeWnRy+8NPxztc336/nF5kfGRst/vQFer6/jyDaJlt/z4nOP/mJz4atDBXwefN7mA2+cZbA6xrmJIjNLilIhZHze4eTZIX5sssW33dPg+95cZ+fmKs22wxvuWqejFzhz2eAeaDFYiwgCrwvyKLaIMqDHiSJOsoJN0gO4Nlnk1r3CghAmSyrTIpFlaRw7wXUiCm5IueCT4PP145I/fLDG6StVROSya8CwuWYYrilGBh3GhiVbRiJ2jDWYWmryXz5XIg4KbNsmqJUtKiWoFCOEHdLwS9TKBiEExkAUSwZdRaxjmpFDs52w1lDMLBU4sqfMD71znV/4I5eJpRKWirIbwyKOPTqhZGzI5cZ9DY7tafHSxAx//FCBrz5fY7ZeoOQqyg6U7LQAZiuwZFrOF2Jj6VoDRqc3XaIFiYE4Eal+ngjCJC0S+YnAT8CPDXEckYQBm0tNDu+t8ysfs2n4AikjGp2EZifku96yynvvDSlZVRZXalyeLTC7JJhdjLkwE7HWafHtD0guXA75+rPfGH3bm8wv3nTjXfG5CzP/dctYiUrlL24my18owDsdH+0U3zV+/plf+dPPfqPSaK3w5tsN58Y9/uCrTb7vbcsIIXAdD89x8ZyI6nLMxFKZP/iqx8mJOjuGG3zorU3OTMKHP1vl9GWbo7sDfux9TY7saDJSS3lzGDqEsU0c90Ce5ADXEm0kxqSUwHQTSpBCo5TBUhrLinGdGFuFNPyIpUbEf/yUx5XFAY6fqWG0w1BBMDpsGK4KhiqKoZrNpiHJ2FDM1pE2Q7U1vvyC5vmXaxzbJhgoS8pFSaWoKRVChB3guhaWSt/fGEgSiR9Y+J2IWAuavqbZMqw2bOZXKtx+sMVtR9b56Nc8CqsKS0YpII1FnDiEkcQPbIZrHjftbXHTvhbP3jvLxJLk979aY3G9yPSKi6MkJVvg5DRMpolnN5DnVIU0ksdGEGuItCBIoBNDqA0kMcQRUgVsHWhzdGebf/C+Bkd2R5y+7PBrn7F4abzI97+rzbZBww17HaJolAtTFWYWbeaWDHMrIRPzCdOtiB94W4vZ+THOTMXcds0SZ099Y0gI51fuvuPmtVbb/8xfJCb/wgBeXzlDZXBMff3Lv7/vyRcuVDxrgXri8cSpJoNDdU5OSV641OR1xwyONUzBLeA5DgVXUi7EzK0KTr40zCOh5uOPhjR9Q71lEWOYPx7z1NkOJTfg+97SYPtQzM4tPrdf08QSaYuYECldSauSEm1E2huZPQQGIQ1KpJq5IQYZ89IVyXNnLT7/TJmXJsuEcZGypRgpGAZLhoGiSXXwisVg1WKoJhgbjNky4rN5ZI1HTgf8xudH2VyzGKmQJa6CcjGm4AY8cV7RCS3sUgoqYwRhLPEsxfUHfJ4+VUuNT37CesNmed1lYXmAH3rrAtPLKzz94gi2BESEBuLYIoxsglDS8i0Gyh61SonbDrS591ibD7xuibNTmi884/HM2QLnL5eIhUUQKNqRQgmJEIJ8oI8hu+mMQRtNrA1Ga2yRUHVCPCJuu6HF7s0dtg1HfNebAoqOpFxURInL3cckx3b7NNoxnuPSapeZXS4zu+Qyv6JYWNbMLUdMLWkurWjuu2mZw7taTCx63HOdQlLi3MQK0nqoMju/sO97P/gd6pnj55Jbbzz41wfg/voJvGrNmZt84m8lOvj3Los4nkPbtTg3Ocg3XkhYqBv+3Z94uPYSdx1JcJ0hXLuE59h4jsRzIkpOwnJTsNL20EqiymlnephAWxdpNmN+8aODmDhi00iHIzs6DFVj3nu/z47RkCgSGd+W0Be5yfinlBohBZ94uMDJSyWEZTExW2RmoYhXUFRdQa1kqHiaigflgqBaVFTKioGyxVANhmsxm4Y6bB1tkJh1PvFYBb9VYv82Q6WoKBcl5YKm7MXYdsiXn/YI2hJ7FGQGpiiWlAqKN9/i8+gLmlYgafkJjbbFetNifqXI4d1l3nt3g+MvFZlYLaOkBqKML9tEiSKI0sJMq2NRbzmUC0VKhYDD2zrcerDD1GKd8bl1LDvhxGWLjz9URCiVglvIjRfRpH56jCEKE3Zuinn//T7DlYSDOw2bhiCJbcKwTJRYrNYt4sQiSRRRoohjh+k1j+U1j7kVm4UVwcJKzPxKzNSyYXwt4a7rlvlH3+ZT9WoM3etwabrMuclUgz9zaZkbKp1//8WvP90eGNn9O1995FT4xnuP/fUA+MTEBAVv8cDMzOSvfvpLT8t6oHnPvTHbNykqpQIjNcHscsKlhTL/7o8k77xrhTfesMSxfSGVUoWi5+E4DkqGKBXjKE0rMHRikVYitSBMJIF2CLVDpGGpVeGhkxpDwqefiRAiSS+SSS8SZGKJSNEthEIIiVSKOLKQOtPfXdg9YijZmqKrKbpQdAWlgqRcUFSKFtWyZKACQ9WYkYGALSNNEtb4j5/0ePzUKHuHYKCYRe9iuiIVCyGlok+hUMRVEiUzDk5KB6LIpuML/CChGShaHU3T12nLXMlheqHKXUcCfvR9C/zSxy0m112E0BgToRNDFNuEkaQT2LR8Rdm3KHkOxYJH0S3iuRHlQsiN+0McO+Lm/THf9UAbS8VZEUgjhNlIyjNKp7VECIlrK8ChE1isrFqZbyfPeVSW2CvC0Kbl26w2HOaWbWYXDXPLIVNLCZcXYXikxYfuWePdt4GJx3jxfJXpBZvxWc356ZBYdnjX3REL049LP7R/dXOr81gYdE7/RWDzfxngP/+rf8xHH3EKFXHuPVVxRhzc5vLcOYdHXlzm3fcucmNxGM8tU/AUrh1ycb7Ir33K5eWJFf7he5c4uLPNpoEaQ5UyUWThdzRxrJHS4ER0q5CRzuQ/A7EWhFoSG0miLSLtkmSyV/+jW6UUYAmRVioVeAWDZxk8leDa4FrgOYaCKyg4kmJBUvSsFOAlQa2sGazEDNUCRgdbbBld4Tc+r/mDr25ie00xXNZUSqm2XipCsZDOKZxb0Vyac/Gc1H4LudNP0Aktdo9pxoY7NDoOfsdkUVyy3rQoFzzKxRrf9cAil+fm+c3PbMWSFgZNohNibYhiiyBU+KHCDyRtT1LsWBRcm4KbUG+mOYZjJ9hWgm0nWDJtlJAyLeeL7EitKwIQGcgFdZ25LHWW12T5TawVSebCjBJFECraHYtG22JxTfDSlYgrCwlLfsymkRY/8p41Xn+dzfjsCOemy0zOqUwnD/GTNu++ByxT49IUqIXj4vCOxfe88fVjl+47+1v+jkM/8NoC/Nvu0874zNRP/OnX5n9C6rY8utvw5tsML14Y4KvPB3z76xawpUCpElI4SBHiKMXxM8P89O+4vOOOBrtGV1lqaRp+FW3Sok0BgSVNJl2l9s9umT1zyqVarugmSv2cG8gqeWliZUmdtnflRSIlsC2T6saWwHPTwlBeFCoXJOWioVpKqJVjBisBwwNtdmxa4ZnzAR99eAsDnsumsqZSFCm4C6lfpuTFlIsBz5yDE2eL7BsxGe/tlc39QHHzQcP+HT7Pnq6lxZROQsu3MpDbFL0CBa/Gt9+zyonzizx9ZgyMQusktcPGhjgyXT+JH1gUO4aCp/AcjevYuE6Ca2ksK8G2NJbSKKXTLVhkag1GGAQ9PtdLzlMLsc4VKS0yhUpmaksG8kgSRqnOXy1FDAw12OoE3Dnm8647InZvKnF+coCJuSITc4qJ2YiXJxLmWyHvu98nCUb5ystQKLQ4slnLoGX/37//2UGnHQ79LBC+ZgBP4rZst/2f+cIjv/EPt1ennIvTBb7wZId9OxpcfyDi449qRgc73Ht0gRv2D6GTKkGU7jLmWoKpmRq//dkiRS/ClhbDbkjJS5uGhW2wlCBJSKOzTkGuTVqYyIsVxhj6Ku8bVty8VJ0XdJQUWEpkVdC0UcCxBa6dVjw9V1FwBcWCoFwwVIoJ1VJMrRwwVPXZMrLG0+d8fuZ3NzE5XWPPsKZWhEpBUSooSh6UvISCF+HYHeodg5IKWxmk7H2yRKemqyh2qBQi2rGmHaSOvXYnodmW1AuKYtPFc8vsGov4V3+rzr/4PclTZzZhUGijM198TBhrwkjRCRW+KykEKqvimnTaraWx7VTvt5RJAa5SgKuMpghhNna/ZKV9kwURk3lZct98kuTeFtGVZV1Hc3BnxC1HO0gVUnEtbFVhar7EworL/IrF1HzEi5dj1qKA+25a4vp9HT7xoM0NhxP2bbNZXinxhUdXnDtunv4n3/r2t9sfqLf+ea1a+nOX8//cAD914kmefvxzIgw771qZX/BcyzAyDGFU5cUzbS5MhIwvKD48U+Wp021uv6aDkFXKBYuworFUQqWgafgWfmjhiEyvFQKlwDKiC+JEg9EmPbGZBbT/4CqAZ7Q7SyxTiqJk9u+qtACSAlziOukAIM9NRzIUXEPJ05SLCZViRLUcMljx2TKyztNn2/yL3xnm3OQgOwdThaVckJSKMo3eBUPRSyh6EVES8t++VkYqhS0NSvRkQm1EptvbfPcb1/jK8yHN0E3L4p2Elq9othR118JzXFy7wsHtMf/mQyv89O8Injy9CW0kidbEiSaKU6NZEGoCL7W7uq7AswWuk1Y2Hct0K7aW0kiVauNSmLRRIgd4r+QJZEGEtJaQqi2ia9xKi0Tp9wFQCpJEoeMaCs3SmqLetGj6FutNRaOd2pOPHWxwx7Utrt8j0brKe++XlNxCdiP4eK7gyuUF7+vfePQfvP6BB8TSSv0nR4b+fHsL/bkBrnVMsbL5V5558OOH9m6p0wmL0HC44YBiuFJiftVjz4im1THMzrh8ZV1wZAe4tqRatrFtSdFLGCinlTMAmUVY0WcQMlnETmU/k0Vtcrsz5qrPlQM8rdz1Knl59LasLIpbEtuWuBkIPDedeVJ0E0qFFNyVUkit4jNSq/PM2TY/85FBXpoYZtuAYKjUR008i5IHRS8t8xfcdGTyzMoAthIoqTNZrpdkJokkjhWbB9LiSSPy8ANDJ0j9IM2OpNBWeI6NY3vYVpVD22L+zfcv8c9+G55+eTSjCJooMURxkkVyTeBqvFDScVSXgtl26t1JvTwyrQVIMpoCInt+FYyndIWsKIToFodS6tK7FkJAENqsN1NYxYkgiCR+Jxt7l8D2TTZH9haplQosLKVj69q+4sK4ZHI+puBIlpuS8XmfSD5fOHhgz23yf2FG+Z8L4OdPf4HBAbf4yCOfP/rcGWMvNQR3HKtz22EwSZlaucjmNYdGK+0FjOLUE1FwJa4DnqMouDL1I8eGONYZ7TB5/aEL8LyknIO9+/qbfDbZjd6pS1BK0QW3khLLEn30BDwbXEdT8AwFN+XPxUJEpRhSK/kMD9R5/kKHn/6tAU5NjLClphgpaaoFQdmTFD1FsSAoeOnNkZb6Q54+I2h1HDxFdpNlN67pJZpRbFHyFLdf0+SZlyq0o6yxIEho+4qmq3AdhWM7GX+ucXi75ud/cJF/+mF48swokZZEWmfN0r0ezMCRuI5Oo7ctu9/ZUvlBRlN6NE5mVd5XA3leFDJdjk6XKuZaev5fdZWimNRiG2qi2KC1wWjB+YkyUgii2NAJDI22Znk9ZHY1IZEhNx8Oeec1hvX6Gv/tjz/rvOH+NxZ//48+3/7uD7z9Lx/gC7OT1Aa2106f+KP/Mr3g33PPtTFnrtR49PmI4+fqvO91S9x4qMLEXJl6K+3ni+P04opsb8lEC6JIEESKICS1Zcam64t4VVDTe52jfwPvFqmhSMgM3JnJSHUBDkqJzIGYOw81npMZrNyEQkYvyoWAatlnoNzgxYsBP/1bA5wYH2WsZjFS1FQLUPIEpYKiWFAUu9E7wXNjysUOj5xwWK97DAz0yuS9i591vyeK0SHFA9e1eOQ5nXbRhLoP5BLPlni2hW05WFYBKTWHtxt+7gcX+acfNjx5bpRIW0RJZm9NTDeSu1HqrLRtgWNJLCszYUmBsvJzQ/fz5TdhTlVE7kqjD8TZtdCvQhV1X64Ux9kNF6afJYpTL74UgoWV9FwkiaETGuptw5VFOLRvnfe9LqbiVDl1ochLVyL27lq/Z3rm8m//4Pd94IfvuWNqfffu/7mNsv6nAX7m8izKWvqn51++8B3nJmfZvsnwxtsj9m8vcWa6QKWywL7tTQruIG3foxPadMK0KSHNyCFKJGEo8YP06ISCMJKEcer+S7Jorv+syJ0hPa/Idbm3zB10Pd6dOwYtRerPsAy2nTYWe47GcxIKXkzRiyh5AeVih8FqnePnA37iw8O8eHkTozWb0WJCtWgycGfR25MU3DT6e25M0Q2JdUAzdBFKYucRvMvBRZZXZAaxyKbkdFK7QOgxkIO8k9B2VLYlisS2LGwr34DWcHSX4Rd+eIF//OuaJ89uItIWQSIIE51FcYEXaVzb4NgCx9LZ6pV2RKlsRUvPT9aVL0XfCpie1X662I3ofYDeSCMz/31OlcK8m18TRRD1qWBhJOhE4EdQD2FuNWLbtoCJmRrnrhS5vBBwdH8DiyVajdp3XLn03KUwDP/ZX2oED9sz2IUtO3/p1z9y7NTpVfx2kefPJQRxk6Ljc+PhkLNTguklw9jgOge3rWM7NlWhqJVkWvWKLVodm0bLoenbNFoWLd/CD1K+FiW5xVX0ncReVdL0r5l51O5PKvPlNuvQUVkyZVkGW6XAdizTdQ96dpLx5oiCFzBQaVMtNXn6TMxP/sYwL1zexEjVYqSQUPUM5Qzcub88B3fBTfCcmEop5My44eHjJRwpsZXOkrgej8wT5yhRxNrivhsj9u1pcWmywEgROmEa2TpBQruTRWFLYVk2SpqsaGS4Zif8/N9e5p99WPPYSyN0ogJBIgljQzGLoK5NCnIrX710RlEkUiXdFU5J0Qdw0QdyXsFXeiA3XSUrX33jOO0A6oSGdkfT9KHREaz7gmaQWnGNhlI5QsiESCcc2ONz/80+Jc/wwiWLoarPTSOGt94qmZqrINUM515+6tjBm/7eztNnpyeOHtr2Fw/wtdUFpF3bdfLE0/9hz/D8uxardaKCh4kd/vQbDu2ow+YRyQsXB2mHqUf62F4fEs3mkZg33doGndpZd47Cvh0WK+sVFlfKGQAUUoEdC+JE9PjdBo7Xr5ZkkftqcAuDVLksmILBUqbbGOFYGtvWuLbGdWI8J8ZzQ4pewGC1zVqzzaOn4ef/cIyTF4cZzsBdKxjKBUHJE12tPFVedBq9nRTgBTcgTBI6voen0ptMCrHByZcXUtJE00q5vBUQhAY/En0A1zhOgmNb2LbEUgol7S7AEXDtbsHP//Aav/hHMU+eHWK2XqFTktQSQzk2eNnEAdc2mfafKymmG71zqpIDvPt5sw/dj/MuQ8yiTT/Ac2oSRGkTxUoDZuuw0EzYusnnyM4AkxikMdx/S5ttwxqdCK7do9k9JvFDxcmLAZuHFW2/ysWpCnPLES2/zeWFxrsGRp9MDh68/h9MTs6N79ix+S8W4GfPj1MqFm995KmX3vPc8dPs3eEwVoWhqs1QVbGwqlhpGK7daghiaHQqPP1ihSAyCCvhG8dj4iQh0prDuwKu2xNw15EGu0ehHViEUTrTO5a53i0w2mwA99WsML8I6biHPHqbjJ6YzDWYRm7L0umIia49NgW362TgHmyxtObzc/+tyGeeGmG5NcBIVTLiZeD2Ut5dzBLLgispuiaL4Cn39twQCHnwRYe1yGHIZYMfG9HPV1MeHkYWFdfi/hvaPH0upBm5VPuWdydIveqOlQLcUgYlbYRMCzQYOLRd8kv/vwZfeNrnZz+yienlAfyaRc0RlGNNMQY3SkcvO8pkHVJZXiJFNwnOn/sT9f4bU4hur8hVVMX0zWJJp4T5Acw3NDu2NfmOoy2u3RNyeIdBJxZRohip2djKphM4NNo2py/ZhJFCGsXLlywWViwm5jXzdcHYkGCH8wKd+sh7lhaq/y2K2uN/oRE8DBrYTnn/2Zce+vtu8iJbBmvMzEtu3Ndi85DEcwpUS4p6M05bnfJxaHHaw9eJ0nJyqEFpOHehzKkzCZcm2rz/XoWjJEKky6eUfcWFV6Ml2YnOI0tebs5VAJUDXBksmQLbUro3ZsJOcOwYz4lwnYhywcey2jxyIuG3v1jh84+PEuoKoxXBsJfSklQCzHXyrAUui945h0+jd4RlBTzxco12aLG5mH+eqyN4lmhqSRQrPFtx22GfWKcA9yNBJ1dDwnTkmm3lEqfKgJhWH1OwCYZrgu94XYuyO8tHvujz6MtDzEcF2p6kEhtKlklBbmV5iDJZXmIykOfnUPS84xIkvSjer9Z1Ac7GHClXWizLcGgHfNsDhruvcQmiMnFsEWfW5svTkiBIu7LCKO2x7QSSVkew3jQsriRcmInoCMNNB12WVxWf/PLLvPtbjvz9+++564VGq32hUir+rwP8zLkppi59kWqltuXEmYv3Pn1mkdddL1muF2l0YvZtqRNGqZS1XnJoddKLEoZZVh/rrBWKbntUWlq3sJMBzo5b7NgkcGzdjbj9Jy8Ne92wnWX45ipqklflUsegkmSDKXU3ctsq9WK4doTjRHh2SLHYwXHa/OFXLf7tfx3l0tIgtusxVhYMugkV11ByoZR12BfctNrpZQWh1L+SZCtBSk+WGwmt0MFRCkeaboKZf/5UgcgSzSQt+ISxTcHuMFbzWW+X8SORjVtLcwXbTjKZT2Vyp0oBviFxTZ2P77q7xc1Hlvj53+/wB18eYTUu0XZtSrakYqUeHNcCR9FthrDyok+28skuVekVgPqDykayspFCpn8rqBUl2zY5mKjA82fylTitTOfVzyhOjyCCIExzD7+TsN6MWVhNmF1L2LMt4vS4xWpLc/vBKcanTt37258UW1qttQvNtWnKA382H//vAlzrhMR9066J+RO/0Vk9Tc0d4ItPSKZXU2/133pbwNahgMQIip6i3RGZaqIIo7RbO44z74hOAS4AZUHRlRQ9gSE1V6Wd4L0Td7W+LzC9aJJV32Q/wKVByezf6kbuJAN5jGOllMR1AlzbZ3wh5je/UOJPHxvi8sIAlaLNoAcDbkLZNVnpPQe3zMAtu0UhL+PerpPeOJVSwKeesLgwUcBTIq0Y5goKPZR3xziYlIdHscWhnfD2m5v89peGaBUtKpGhExncMMsblMayZKp+KPpAbveF1XRV2DEs+ckPtjm2e5oPf36Qy/NVVuMCbduipATFDOiONOmNk6lM3dUvP6+5fEjKz3uVzqvK+n0PKdJVQQhBuwMXJhVFV2BZdItFSXbEielWYcPI0Ik0nU5Cs6NZbcLBXTHf91Yfoz3mlj1mF4Z54ulzfOiD1/7GbTff9Zb6av2/S1X+TIAbHYBwOHX62W3PnTy798Kldd50O8wuDTE1b9PqePh+hJQhw7UO5YKVDeNR2ZyNdP5GtwE4c7NCWtZ1HZNZVBNcJzMBZVFjA8D7fBJC9ICdPmemoQzcqWqSR+8E24rTzh0rxnUDHCugmYT86sccPvKFMWZWamhVYLCqGHQMVUdTzCJ3sVu+l5lPJaMmmXbeBbeTVi+DKOTCtEsrdBlwMxUnLzrlqkSuJZs+T0pkUSlZ7N4WotwOzbCM7wgKkSHIAW4lWaFGpTq2zC3Ar5a8KkaqbX7oXW3ec988H/lCg9/8xBDLfgnf8vAsRdESFJTBjU0azWVKVSzZszfkVc5XRPKrgk9/cUjK9HulI5XibMReKkcKesNB00ieBr8oU3xSSgZBnOZgRenx7KkyLR+mFhPm6hF3H51nae7k3hOnnW3XHbt53A9iCu43h/GfCfBmY5FSsTRSK9sfu3DuhP3I6SrHx1u87ZYFbrvWpWDbuHZCsRBhSYiTtHul3bF6Xe9xqvcmOl2e8kqYlPRxY5Pxb9OtpnVB3gfw3u9zqaw/emc3iEpSgFsJlkpw7AjPCXHskHon5ImTkj/8aoVPPDZEJynjOA5DjqDmaEqOoegaik4P3J4rcV2Jm1GTtDCUKRMZwB07rXxemTM8+nyRMLJxS+YVCWZ3Vexy8NSKGkYK27Z44OYmH/16i3PTJXwvnfcS2AYnBjvS2KFOd66QIqMRsjfcJwd4rrFrSdG12FTz+cff3ubwjoA/+GqZ585UWfJLdJSDbVt4lqAgwZWZjJrLqzIdT901rIne+d8A9Oz/9VskpEzlwDDStDo67e7vNjtncmLW5Jx27Kc7z7XDVBuPktRK0LyiOTMV4LgxR/e3eP9bAiquxbMnT9ijW+/62NxC47p2u7X0547gsR6Wp14+d+tTTz9U9UPNrfslL12p8RufCTm8t8Hdx5ooDAOViLuPhUipKNsWm0cUOrHTIk9gEcZpv2ScFTdSc04PoKIP2LIbrXOXW/pa5kDvlpR7N0TKuw2WSlKAq6RLRywrot6KePy04He/VOGrx6us1svIgke5oKjZhoqjKdqGomMoOGRRO43cBVemu0Q4As8hc+jpDNwa1075t7ICzk/DTN1LCysZv91YOOn5Z9I+yBTksZaEocWmimD/dp9TkzHtyCbIZnw7ISn4VJJRlLxQQ7aj3CtvnlyGjJLUH/7+B3zedMsa33ihye99ucJzZyqsNIvUpUPLsXCUwJECV5L2cEqDJfK8JptCIDLb71UA74/qPaCbnpEr+2zpMNCUg6cd+4Z2mH7HyBiKxRAlEhCam452GCwblDHccyzimp0eswsjPH9WYXTAmZNfrdaKb7x1/77DX+LPGB70ZwL88uS4u7wW/PqnH7pcGiprHrghYu/mIk+f9jg/ZfNLpxLWWzGFcsRdx1pEoWbbcMRbbmvjKCg4kkM7NbZMCzyJViipEMg02kdpGb83ykBs4HZC9FTXLvi7qonuRu4U4AlKJji5miEjlpoxjzxv8cXHy3zm0SqLjRLC87DLNhULqnbayVOwyWgHFByRHb3BQalXXODm0TsHuBXjODGeE2JMxIPHXSbmCgwPCmyps2gmeo2+dL/OBvtpkij8wGbnJsEDN7T506dCWpGNHwk82+DEaRQPItO3SqmuXo2QG2hKeshuo0JaNbUouAHvf53PG25e4dOPNfnC40UeOVlmsV7EFw6+Y2HZCksIbCmwpcQWJqNaBonoUsj+73R1rpQm0hJD2p0fRFn+hUGohEinlgLHiji8M6DixNh2wptva7NtKCEMFXce1VQKFmuNMrNLo5w8V+KJ04JVP+B118H2oZdKw7U7f73VvHgY8P9cAF9depFGo0XVW2P7cJX1hmJkEPbvsPEcw1jFsNJyWPNdnnyhQic0SJXwuWdCglgzWgt5/Y1tim5CHIKrEu68rs3O0YQoUmwfFRRci2bbSTtGtEzTl34nVWbG7y6PQmdyoEZI3aUjjhXheRGdIOHcDIzPKv74a1W+9FyFxbUS2B5WxaaoJGXbULY0BdtQsMGzU3B7djqTMLWZyr5DZP+7yUCuuyB37LQ97dKs5tQVF2w7W+ZNX4lebEBBrjrkSkqqpqTjnI/uDjiyrcXZmSK+JyjGAjcyBIpM2tNZ9M7VlFyC7HGVrs6eSZFaq2z6QLqqFgoB3/vmgHfcvs5Xnm/xJ18vMj7rcXamSLjuErsWHctCKpmW88neL0s4rXy1Jf1+G8xxpF1XkYbQ1xS9gG2bOpg4YdumkLuv62BLQxAKSq7h9TeGDFcFUWRTLdgIWcQPXNbWXcZnHFYbLnPLDpNzhqX1iNFBycKyi2Mv0rZPY1mVPwvC3xzg83NzIgo7f//JR353+JrdmkO7ZxirlekEBQQSY2ykgKKbMNhJ2FJN+yf9SNIOCnSUoL4GH/3yAEE2MUmS8OlnAgZLETqJuPVIgw++vsnR3YIwcolji0SnDcMbAC56XfFS6HT0g0xw3XSSapwkzK/A1x6yuDRd4OFnCsysFbg0WwLXRRUtPEtRsgwlS6cqgm1wrXRwvGuTgTg/ZHaoDOBknDsDt53g2mn0Tm+skCtLcGa8iC03yoNdikLPD97Vi3MlRcusx9HmyE6f/aNtTl+Oacc25UgQWODEhiAii+Ciy8OFlBsieboS9oxPXRqUyG4vZZTYBLZDpRDy3W8MuPtYg5m1Bg8+63B5yuUrx4vMrngkvo2WFpGjQKqs8JN25Uvo0pX8oU3WkJIkqDjgur11Pvj6BrcciUliRbWo2LsVMFY61ya26ARVfD+dVrayZmUGvDSXa/mK1YbFzKLh3GTE0nrMxJJm8/A6rajImen54b/3oTf8/dnZuV/YsmXzqxpMvynAv/C1R9BJ8h0XzqyU1lplrswLAmO4ad8Kmyo1XGeAatnGsgRFT3etmlFssuw466fU6XOkJWGiaDUdLi0L2pHm+KUBHj+9wr/7OwvceU2DKHRItEKbHOSmTynJqIhKsN2EKDFcnhKcuqz42jNFTl9xePlKgUbgEoQu2A6qYuMqQVFB0dIU+nRg18p9GrltNvWFuxktcRyVzje0e+B2M3A7dloNday0YGR0yMKqJDAuliVxpMHqk9muCuBdkCem1++YZHq4wGJkMESqDq3Ipm2JVOmIeoYxS+kNFUgpejSPfNgRAqNlL5L3DUayE9UdP9EOHMYGQnZsirhxT4Af+nzflTqnxx2+9rTHqSselyddotjCuAojFQhJIvqz59wHrMHEyCjgrqPr/NwPNzm80yWOqvhBumvExcl0jk1eA8h32Ij6xu8FkUhHOQeCpi8IIo1WEUcOrHPdvgQdO8SRR6uzVJq68sR3WEr9wv9UBD/+zIPUG3V14vSLYvvmGG/NZnJuiKnpiLkZj23DNmODUPQUti0oFlKTTS75xFnJNsmP3KeQb6sRQTMQzNY9Xrw4wj/6lZjf/PF5rtvXJomttBKmwGQJaBQa2p00ko9PS/7oqy7tSPHiyx4Xp1yWWw5B4oDlgLJRFYUjBQUFRWXwFOk4M5UZj1QatR1bpEWPfnBngzvTn8n86ybbmjAr99txVhGNKHghi2sJX3uyTL3pMlAVWFl+kJu+Xs2vbzI8dBNCnVb2hocUb7q9w1ee85msl/BtmdIUC+zYYEe5Zp1p7DJJ5UL6Z53IHmUwVt97pEB3EkViKWJbESUWUWSnUqodUXIi7j4ac9vhgHff2+H8lOTEGRs/VPzB14pcmU93lG77FomvusuTsQA0Ik64fn+LX/yRNQ5tLzO7PMzSaomW7xBkOVecfY7uhNtEdI8oJisAkfUKpF1Tb7nFYvumIpa0uDCpmF1MWG50qJw6K7btvEF97gtfj9/xttf/jwE81oZisfKrc4vRtc9dkDTaAWVbsXvMxrFcigVJqZgOikfIVNOMZXemXT7EMZ3hkR69GXjp/xaEaVRsBXDuZZdPPlxg7746rpfQaElePGGz0pAUPHjmjM3nHvPoRIpOpJibd9DCIjI2WthgWQjXwpISRwk8afAyYLvK4CqTesCtTPO1epHbyfsyu+BWWY+m6EZvx05nk7t2zrvT6O04EUqFPPSC4k+fKqMcK5XbNvDvbx7Bcy085eFph3qnY/OOO3w+80SDP3iwSiv2KGU83M55eJQXZUy3W0iI/E7KaYPs4/p9AM8ahWMrjeS2pYgtCytOUqCrBKXSQfoDXswdB2NuPxhhRMB7X9emE6Xj3D77mMuzZxwKrmC5oThx2qbREniW5j33Nzl8JKKx4DA1V2VmsYgfygwbotswnluj099lMxHjfNx1GhCFSenjyppLELi4DuzYvMqh3S1W6w6L9eDaUrH8qwjzQ/9DETzqtLDcYuW3/vBTBweq6+oN1xnafjEbViMpuFmzgKVR2fDl/E5MdN9k16wTXmf+37xjp+vpNnDtwQ7fPbKA5y4ztyL4sX87iEaw3lI8d8qhUVdIpQhMehgkCCutEkkLpJVuaSJFCmZpcKXGkSkQHAWO6s3oS0Eueg0PVtoIkDce94M7jfCZrdbOI3jSd8S4VoQxITPLDmHg4VYlTlb2Vpkrb0MVM1/J6ZXXeyCXJFoRRjYDZcX24RBHdPBjFz8WFKx0CGbuIckLWkr221tl973S95BZ8Uf3DcHX3c74nBrFcZLVDVRaIFMxUZygorSWYKkEKWO2DetsxdAc3tEhND7SSmg0BM+esllvCzSCkxdtfvhfDyJkhU1Fh7IjuiM9cottrofn1e3kqlU/zn4PqWFtpS5xLInnCqYWKsRJmXo7ojroq9dtWji479rvrKyutRqDA6U/G+AXJ5eRau0XrHD8dc2Gz8BAyD2HINEOBSc9MUb3T2+VGbDTI0l6ndY6M7j3217z3RQ8J2HrSMSh3ZrBzQE/9u9K/PHnKkTSwkgLnbeaoFJAiyzRkelQmlTKykGdlZ0l2catuW7c92xlnfSKbPMquuBO27pUOlvcETgWXYtpGsGzKG5pnKw6atsRrhsxtaz5/a+UwHKwpeglmF16Il4RwXsgzxsAcrApkiQF+Xe9yefTj/i8vFCmldgU43RT2tQFaHqdOCqvCfQlfTknz8+7ln0Gr/zQXR5sWQo7Seel2BnQlewVzVLfePZa6CwfSlIqFieMFBPefpcGFZMoTecTFX7594cpDQ1w7daErYMJjp1XX3urmDb9K3vfaJCkb1SIyScrGLRJ0NrguprQGK7d65MEHo8+M/+6HbsnfsEkyd/970bw3//UlzFIZ7N3mVsPr3PiCvz7jyluP9LghoMGS0p2bTJ4tgXYBKGFH/Smu3YnvOad16YH8FzLti1NwYsYrLTx3IDZecWFaZfQdtG2k0ZpYYHIAS0yl5vAFmlZ2RUpFbAkfc95U22fkciibw5KCnLH6nXV9wAuu7TFdUy3pc1xdN/gnFSvdexUPZEyZGJesNTwEJaFK9lAT7rl+b6iSF7o6XdM9vPjOFGEsc1QJWDnmM/Z+QA/segk4CYCOzHYccbD47ycrvuKLWpDp0K+WqaTdnNPkOijRhor0SRKoqx8+3KVmdUSpNLZSqE3SLMp0JMU7EKjorTAZtkh+7ZGbNkUMu9rptdtwlhTcpJsF7i+89AXyZOsAJTPwYm0SHd4C8HIBMeJ2D4W4smE2w51uPVIxKMnijxzzkV5s0xc+IwTJ68UUl4B8COjFxAClpYSvvbMJiYXBc11+PxjCX/wNU2p2OaWgy2u3dvi2J6E7SOCraOSKE5HGoeRlXlPVG+eRt90VyVT41PBCxiotlhc9/l/fqfMY6cG0E4RlI2QFlJILJHtmyNS7TUtOpiuxyN/3f1d1mDQs4LSbbB1VGr4sTeAW6bPTg70PPnMwJ13/1i6S1FsK+WnjhMRE/GFJwosLBWwqwqn38PRr6DwKoUes5Ef9xd9OkE6wfatd7Z44mSHRuzRtiwKsSbMyulK9gxRueFMCE2vcyhPNHudUSmYspkqBhKVvqelBbESWInEUjKjKZo4A3qvmJYnz7oL7N7vU2qjteKOawL++Q8u8a8/ohhfGGSlZFF2FY4SXSMXZDy8q9mn5ftObAgTMIlmaCBg+5aAo/t8btgdctN+Qckt0WhViSKbW/cpNpUk06sJH/nsWr+v+tUB/qnPfg3XKdx1/OQ3bq45s9x9g00UFZiad5lehNmlmMsLNp94sMonH++webDNzYda3HggQMcJu8Y0dx6NiSKJNirbWaE35TWX+1wn4sqc4bPPSB58scZnHhqkY4oo28ZWMo3Sos8XIVLZLZ1v0uO4Kge2TPeTz0ch9AO7OwdFkfYjvhrA84Qz591WTktMxrc3eskdO8KxQ+brmuMXC2A5WBk9sfoMSnm1T1yF8NSP02vmyMdidKuOiSKKbG7YFzBU86mvFWnHimLW8WQrUIlJj6gf4OnmuN23ykdI90+r0qY7pUqrtAHc1oJESRKlSZQgzkDeb17L7RCy/7XYCHgl02KS51h8+/0Brlzg4RNNjl8pcWGmiCNUNy/J+XiS99xqTZIk3Hmtz+5NESLRXH8w5JaDMZuqNrYqc3FqiNNTRWYWJFOLgqmlmCDuMLapwU3HKje//p7X3/WD7//S40eufcurA1yKCCnM26bmreu/cVGxa1vEPdf53HG9otmqcG7co3A2vYgz9SKTc0Uuzg3wx4/EJEnMtuGQm/YH6MSk3Tj9k3m6zQoCyyowvuhwYrxIELnYtk3ZErgZSGzRG0qjBBte572WMge76Fk90+bivFMlpSWq273SA3befJtG74xzW3T5di4JphG7B267606MEER8/jGXJ06Xka6FI0U6f7vrIOyfz9Lvo+6dje5otG4UT1e+RCv8js3t1/i8/e4mv/n5MmHi0kokXpJ2TFmy51bs0hQpsyje/1bfLJKDtmRXCMjBnSiJUjqN6FJmoyV0nxW53wNkuu+dA13JhDCycWyX99wb8s672rw84TO5ILEsA10eLjJ89GwLcSK4YX/MliGIYgspbIwpsdYoML5a4uyVEsfPwstTMc3AZ8+2gNdfF7N5EAZq5vrlVf9tWkePv2oEb9UnKRZLb3ryya9/cKSwRDg6wMpKwqceDNixpcUt1yxy3RHB+ZkqRrtsqcQMFmQq3cWKWLs0GyW+8nR+EnXf+Ie+pUMIBCnICpag5maJoEjHiKm+7hwp2GD2ySNVznGVonsDWH2Tq/IxEd0onnXD2GojuNNxCldF7qxn08na22wrbziI+46IkIg/ebBCYlxUt3rZn2D2+hpzZWMDB892IzY6pykSneT6sCJJLAQ277+/zX/7QsC6jvATDz8R2DHdKC6lQcaiuzqmcuHV3iPZJ02KPpALEiuTc1UGcsugdEpXEmVQSepgTKvHsgfqLvfvXS8hdc/d2enNQzy4LeboriRzIvY1SnTnH8ruzR2EipU1RazzngJFFCmkkLSCBsfHI7aNRbztsGDnaAETV5idl1yYrLM3an3wvvve9PDFK7Nf2bd7y0aAB2GIkNa+jt/YG0fr3HV9AccSzC4WuDir+OWPxVRKBhMoCk6qK5e17psbmHVq5MttNzq9clBPLmSJrFL5au400b/Mi96y303g+uYN5oqCUqLHxTPH3YZhNxmw83027X5w22nHfdqYbLLI3Uswrb7o7dohxy9KLsx6GGWjpMSROqNR/RSlR8CvVlHyIx+lkSfkedEnnUBgs3dLxJE9LZ46XyBSDn4s8CTYicGKRV9QEMg44+FIUsHualokrkpu+2eZ5OpK6ndJwZ21synTB+4eiIVQfW7Q/F3oNkTnHiLy373i8/Q87PmAz/6ZhzoXK0w69uLYvoQDuzpUS/DCmQGefMFjdtng2jGbh5uMtoO9YRzui5P4K6+I4KG/hqLDaj3gxJWAx172+d63tLjrRs3p2VES3yMyhkoBik4KILocsqdtJrp/g6ON80yu7rHsB3//CDDoS84EVyVTuSFfpN3zogfuNMkU3W5xqwtuuQHg/cN/Ui86XWB3q5XdyJ3gWGlhJ+0KijBEfPzBIisrBYRrpbq76Ev8rvag9N/ZfeeiNzmg5+PuatNaEUUWw4OS9z3Q5PjFCkHi0VYOhSTl4lY/hYv7rKzoTBPPjbkZVTFXA8v03WC9TptES5TOVyTTfZ0CXPboSdfdedVkiewm6t7A3evew0x3HFz+/huS7b6fM8uGpQwlT1IpunhWhLKaPHG2yZHdEd/zljazCy6haTMzs0oY9cyFXYA/8ehnsSzJwuw6W2plbCSfe7TKZx7WBJFi/2YouOmybinRNfjkMo/pgvxVpr/2XdT+QTGJoad/Jr2IwquBXPaiYh69ZX8EV6Iviud0RaKsjQB3rGwAkJ1vHZhVOC2D3S3F6+x1suGwVNq58/IEfOyrZQLpoKTKqpcbZ7JcXcG8ulq/wYG3gYdnXDxRxImFm1i8740dfvdLbU5eLhApm7aUOInO1COBTEzfOTJpe5kwfe+is/fauG9RfyRPNFhdCdFgJflYCZ1SoW7fZo9/59G6f3XqeV9EX0Hp1efc9CtJvTY+un/fnUNJ+t1sZeHa6YDT7SMuP/6BBJ0IlldGWKkLJpYucfrMEqLPHm4BmGQS5PbiJz/+67tXmutsHdPcfkzTanvMLSvCOJf4rhLroW8Q48bRximIXzl2rad7pqCOsnFjUWy61c8NW4/Qa/eSr0JPZF/EzpPMfGqTZaWvrZx7q6vAnZfv7bwxOe0usrotYnlPZ5wdEcoOuTBj0QwdUFZGT8xV9tiNN+crVJQ+Pmyu1sKzbpxe4ceiZAsObu1w8kJIol187eAlqWfbyji4Euk5TAtLedOIJk8ye5Fc9CqcmR/G6g42TX+nNCQyBbzKdqeQujchoNfKloPbdMGdJ4v5HqbdfUvzabS5J6uLnX7g50HO0Jtc2ztv+Tg+S8l0k9zIML8a0wpCtg13KDmKsS3bd//dH/47xe/57u9rX3/N1hTgU5PzVErrb1TOwD998WJAyzdEcciRXRYDFYtOmC4buVe7n7v12q/Y8AU2RG/T27LOmLxalTacBtlor042oDFJRHdk76tTlP6hmjnI6XmkVR+ou6+zIo8i08JTcPfa5fJxbn30pD96q6yv0wlZbWr+8yfLrPgewrVTeiJ7lcV89EI/yL/Zo3vza5Gdm/4IniZdcWxRKVr8vW9t8o3jFVYCh1Ba+FLiZD2UvZEPeUeU6DVoC9210Rp0Bm6NQV6lrIgsgptukp6DXUmRRfBce+8951bmfg96mI2A8ENBJ0gtBnE2USHHBt15Kj0hop8BdMv4+e8z7HRnI+p06oARCYf2hRzbFbLeqLN5e+2fPn38/ONx1Pp0N4I/+tQZPNflxJlxhioN3nprkY5foexptgw30QZanXyz1Z61MY77S7+51+GVy9DGQY3pRYwSsp3CNELE3WgvMK+gKTlouty7H9hSIFVv/JjqA7UlJVZGSawuwHPOrbtJpW3pLrhtK/dfbIzetopwnJA/ftDmpUsFkDZSStzcGit6yk93j/jsDv2mbkI2LtP97WY6i+RRYhHHNkf3tnnX3Q1+90se2nLxpYMrRbfoo6QgEn3J3lWRXPRH8j7+2++J0QqUSVcFbUQK7nxKmIakb36KEvlkg569K2/gCCNBOxDUm9DqpEEsN99tnDVp+s6B6Quapi8vML3NaWO6e3e2gtQWvGXIYnLG4dwVj2t2LzO86TKNZY8k6fQoiuc4eK5DtWjx2LRmaHCdA9sE83XNUitmuJZw+5GYKHJp+wUa7XRjoihWRLm01Wf97KknPZDnSUZvdEDaVFtvKaJY0/KTDNC5Qcl0X/cDXPYBW70qwGUP4KrPQ21lcqRNl4rYqqeW2H3DgXqcO43etpVOrVqraz77UJnlugtepp6IvmTsm1CUfIbi1QT8VWW7XDLM98TJ5jkOVBTvfF2bzzzRYaXlEioLP5GZPJlXCEWvt7XbC9nj4cb0un50N5r3ApKVA0xlr2UGMtkDus6uge72xwqE7B8jkb7qBILF1ZhmOyKITFeIyL93f7Jt6FHbpGvCykdLCMLE4IeStY6gGcSEScyt13QYqhpsKah3JId2xuzfrgkij5q0MDpNL63lhbNUqoO7zpx++kcvnp1j39Yyz52Bzz0REccJ2hhqFc2tRwPQEW+4YYXbD1usN4t0QjuzyWabFOm+RKkvW+9tcNSXkGR78cwsGV66bNH0czkwB7V4VUrSD3DZH7Vlj5+pfmCr3l70Vh65VV/kfkUEz/Xb3sgJS6WVyyvjgvMTHhoXIa1uc27PPdivoIg+VYNuttnvRelFcoG5SkXIFRWt02QTY3FoZ8jezR1WzhYwiZNG8SSlKVafitPrfu83emXcMbfRknNGQS/5BC1FN5J2cxuVA78XxRMJSmd83IjulANLGSpFQ5xEPH0mYnZJ4lrmKvhvTLJTytGrbOrck6LTaN2MJKttze1H13jDjS10IrnzmoTBcvq3YWyzuORyYbLEanuBmyvHfvTmm+958cRLF8etMNT4fjDWCXjThYkmUysFfF8zYFtIN11KoggefdowV9c8dWaNn/3+Be66pkW742UeFEUQqe7S2vWg0L8Zq8nmZqSAKhUiVuoBv/UljxcuDrKpnO5xk+9nowRZZM7AnSUY/Xx748/yKh28/8i2tFb94O4DebZfvZ1ZQ/PorbKfLStCqYgvPFXmwnIBnB49sWWvGCWuit5Xj4t4NZqi+6hblzL0726W22hDiz3DIW+9vc2zLxdB28RJysXtJKvuJhupkuh2wecZTS4byowmiO4K0n0ts9cyW1WyKJ4CP6UnOgs2RoI0oEhvJsvKr23M3u3rGLfBL350lOX5AmU37aJS3ZuvV8019ClqRhAZ8CORDYzSdMKQO4+t8FPf2WTXSIXF1Qp+x2F5OQ0IUoHnRGzbpKlfXsaS+k1x1BkTJONWOwBlw1IdPFfzwLWwtObkcx17E4hCzVxd8/jpMv/iwy1+/LvX2TEa0gnT3cX27zAInV8g1fWg5ItXesE1QiYsrBkuzmp+96tlPvVklc1FizjRaC3AyijJhuGQOZj7xyWIHj3pUpQ+cGfzCXvbdvBKYFu9AUHdEW+WzkAep/RERRSKIU+dU3z6oRJ+x4GihSVFZinocw9elWC+2ky/q5nKBv59lWTYr4tHsUW1bPHu+zp86Yk2z5xzMCUbP3FxBN0bTXXfv3++TA6nHsj7SUWafGbXS6XRPJEpH9cSTB7BdRrNjcp8/gqUyQb6iDRhTCeUaTwH3nV7SBRN8XtfrTC5VGBpxUUIa8MoaZPxFZPtcZo/79gZUinERGHM7jGff/Ld62wbHODx5zYxt1xIE9c4xWf6nRyW6zFlr8FwNcK1NMbRWGEU4XdCbJVQK2oO7Ghz48F0m+goG9yT6PTkVcptdm1b5sOfdvmBn9+Ga6cmmZHRhG99nY80SWacyX0oGy+olKCF5PkzRZ45UyWiSNVRVD3d5y8R3QlLVs6ps2VS9tGSHOwy/7s+nqhUv23WYFm9EcpWtgmTpTYC3e5G6/RQKk0wHSckChO+9GSRlyeLYNsIqTJQZf6YvuRSyKs4eF+yLPqQ3St2ZAlXXyVT95WvdZ9cGIYWh3fEvPnOFifGCwSxQyJtfK1wEq76LLkWzlURPH02V30WVH6zabQSqDx/kr1BTb1iXgZ0Y0BldCxJr11ehWy2XVy7xrfe1eBb713m2bPw3BkbkxWm+o3heV6GSbc4EcLw7vsCNo8mkKTTDKSV8GufUHz9aah6IUqkUnOUpMODWh1DtQR7Nru0OoAJSJIQ6+Of/SMMEqk7FF1odOr4JqbdllgSrtunsZUkSjQvT8Scm7VoMoDCw0/S07U2b/ilj+YyTsr1jM7uxj72JaRESIVQkqItGHGh6mrKrumWzru7MVg5n+7x7P6ovbHIQ5eaqHyybB/I++eDpxHbdCO11X3uvbaz5NJSEa4TcnpC8JUnirR9B0o2UuTOQfrkwVepYna9KBsZaO5FSdElrprOelXBp8+AFUY25XLIm+8I+MwjHU5cdsFy6GiJk3FxpUEl/ePtQCRk0wlEygX6h2eqnpJjKXrURabRPF9VZJZgagUyV8qU2LARmJTpuD4rVLSUjZAlyrFF0Stw+8GQe49GKBVv8K/3Eu3shjYSoyWJ8dBR+jdJbJB02LMtwKutcepyAR0LLEtzbH+ELQEfXMsmEQ7nzz9Evf4EYaixfur/+lnnscc+fcPTT32F2QWbrx4f5qUpQxhGFNyQN97ewbJhvan4+vNlmq0iWyqKkpUmNfnFS729MrvDVcqpTJ+m3fV0Zx3tKh244zkmG7RDttVGz/FnZVXJfpWkR1WyJVn1AVvm7Vx5s0M6I7wXxfvAnR12PoU2M/hbKk4PK8K2I2KT8PnHCzx6ugCeBTJtaLbzMvnV1tj+o/+Hb8LBN1oZRHc38lxRyefF5EAPOjb3Hm3z1rvavDThEcc2Rih8YWEndD+TSHpRXGy4tV4ZyfuLcUplkqFMo7lSaT4lZQp6bdJzvbFYlf4jaVIru6uVMSkD8AO72wkllc60+nyKcL5yye7NbTI7bx4TlNQ4dsQD1/rccmCFrz5vs9a0cC3B226LcG2LTuBxZtzm9OWES9MxZyfTlcsChtzygfe3Ol/ixkNr1P0alvEoujbtoMjxk4b1dlqcGXJgeynbUDQ39V/NJfOGUt1b0ozpXXCVKQ9py1jaF5lv5ef07YDWnaTapSI9nt1fqs+tsbIP3PmuDt3D6m2CmgPa7gN1rpykikn6rFSEY0e8OC752INlwAFpI4TC7hZ3TNdctcEaK3qW0Gztugpg9GSyV5y7PgttItAqG/2QtbPFiYUxFu+/3+drT3Z47lI6SSDSinYiur55KchK+KK7XvQ+Ue+z5DRjI9DT5DGP5loKZPaZZPZzIunJijqzAfRzeZNSlTCSdGyrm+9I2TPYbTBbmbwFsiczp7WqVKlRlmZprYxrJ7zuaNp5VG+5nL7g4AeKopswvRLy7AXNLQdjDmxP8AOw/t0v/MScMfKnKp77xtW1Gkd2utxyMG/0FFyaEiyuxYRxuhD1pLur97Pc2H6U9GmZxvQSrq7NVWZNCHYfsG2ZeretlHtbfwawe+V68yoR3PQNwO+Be0PU7nvOG2tzqqJUjG3HREnMw88UOHWxALYNMk0uHdHrKtrgetywO8LVwXsjtEzfi24DRJ9HZIO7MJFolSkqiUUQ2lyzt8O9t6ZR3E/SKB4Ih44GK8n18Myngug6/HoUhSy5e7VIngOcLv9OKUqqcOlsFdU6vS69oozstZ8laZk+tHS2/UrPsNVb9Xt9u/39ov2+lTxO9FdRAcJIMr8iuTSdsNJIawElz2W0GNNuO0zM2USxwRIqIokVrtdh39YlLKnSNiapOT9TpNGpUSurXtHlqurcxipUKujnDaNxNhMl3Yok18F7BZqca9tdp18f7+4bMNkFd5+ZqTvwvr/ZQfaBW+X0pA/cfUPxu+qJSlBWH8AziuJYERfmBL/3pTJBZEPRzugJ3da03LveUyzos8ZexVlewU82Ar2fpvQucG/53sjFLUqu5Hve3Obzj5Y4N5PefIlWtBOVugwT0Z0niDCIRNDTtHogz9PNqwGu+m44aQxS5/TQoLMAl2TBJ8l0azsDa5SIbPa3IbQEVpgCPL9uOW56U7fEhskMSXdV6HOX0rdKZoJEpRQwOrzI8St2luCCEDGlao0BpdBaY919z3dtmpt5+aeeevZRHn9xkLKrM3OVYX7ZYqAItQELz5Xd7eZyXpL7S642UKXbS2fDgLIxAHk+n2/Q2t2cdYOdtbdpq1QbgS2unlndjeKmj6KY3q5qqqeWdIfhd3+XR+3sddZP2DsiQhPzqQdLvHihkLb7CAsl0sqllTdnbGjE6F0A+qL4n/nYwMFFH6UTWbKlU2BvALlEa4uwY3PDfp9vvb/FL/+hg68t0BaRkPg6zRFkpkiIpG8I/yuUld5dZvKEV6YJpMq8Iim4Qeh894d8W5YsL8oUlNgSWHHa+xrFeeDauINEvsFBSkkgjkV30E++w16S9Ix7vepnlktkq3nBFWwZUVy7r8TIYBo4oyjdrGB2FQ4duvmnjh068LetJ09cqNlm5S1Hd3XYv7XC3JLLakMSxXDNbkO1JCgVwHPo7u7VvQjd5aVnmI/i1EkWhhCE6Qagcayvajzu07SV7HbfqL52s35g90Yr9+06kAE9V01k7ujrpyddcPdtRKXMVZQkdwomXXDbVsT5WclHv1HM5q+k0bvbuZ+vKoKNHUdspCavcBPmuzhdxb9zmay/8JLrzmnimQHbSHSiSFTGxROLb3+gzZ8+XOTMtA0yxAhJJ7GxyICY6+J5x3mSF376eXj6k8q5ZB9lkSb7d0xWNNKmm7xKAbHs23Q3zq5hnF7HUPWaTfJrmt/02mTekhiC0HS3vElX/ay0n5hsXES2IZnJr32at63WFbVyjYKbrhZrTcPcqma5FXHDtTNvsXW7ZrXaHVZWI6amDHu3BVy3x2es6rDScBGk1T/H1tn2IumdFye9pSXd8k92916J43RjV78jaPkKP0znzekM4Xn10dpgjOqT+VQf39oQDfNKKN0tTLrta919Zq4CeAbudCKrzp5TOVApjerTu5VKD0vFJCrmc4+XOHOhx72lkKn23ddW94q+y748o/dzr9DVz8F7rzc2IG/QxPsmUll5h4vslfDDyOLwvoB33NXi0kddwkSBsEiEhS8EVpLp4t1EN1dU+mTCfrqS+UKMEV2KooxBC3qrwYYKKdDd7iTPl+jWLvrdnP35E/S2+vZDje/H+J10f82oOzDKoLPZlum8lJTC6Azk6SiQGMtKv9FK0zA82OHY/oTbh9psHaqjExvr2G7FctWCpoeIPWzZZsfmFbZvTr9g3lCaRu606KC1RRDYdLojIiQ66e0c1gkVa410rkliJEL03X2CHqhzSa+729dG62dOY3t5Wk/y2kBZZA/UKgN6vjRasrfLmsqTSNlHTWQ+1CYFu21HXJ5T/NqnKnRkCm6EhZJXad/iKstoN1L35K0/k53kBZau1GbIO2B6Jft+Di42+FMSbREnNm4S83ff0+KTDxe5NGuBijKqYuMLgcrpScbHu8nmNwF598PRK0J1zVX5Zci9LX0/d6mnSK21GwNYTxHrRnGTzh70/YTl9Zj1lqYT9USK3HwWJdnE4lgQZbWVlK70cJLmK4pa1cbSLguLNi9fGWJwYBgr3Z8FBmsBh3evc+qy4WOPKwpeT8ZJS7sQhpodoz7fcmfInjGbRHuEkdUXqbKtKWLJ5FyZxbUyxqhuk8SGUnpuXe0ryCjVtyuAeCUQdDcaZtKcNH1KitkgD6ocwBn/VjK5in/3HTKlJ7YV0gg1v/mZCjOLbrpTlrQRUvakwT7O3X3dR0U2Ogk3bh/4TWh4X/QWfQm72CC7poN75MYpWFKRxBZbRwJ+8F1Nfv73HOpROvXIGEmgVSobJvnnuCrZFD2QG3p5UlY8R+WVzG6v5VVJsendGnlUlyJTtVSvjpGumBnQs+3Dc9ECYVisJ0wsGYIkLfJ0W5MF+AnEOmbv1ibfcneDnSMJQdg/DiPVzIseXJq2eP6iy+5NMmumEVhx4mBbCgl86ckql6Yd2h2ZDjCPshlxWTYdJYaHtOGTjzT5Jx+Y44NvaqCEYn5ZpWVTbXj+osvCqsX6GiwtuxRdgevKbJ/4XsOBbdFXXcxpRG9cBCK94N1JTIl4lRNq+iqXPYDnw2qUlf2bSqOsfqqSb3USd58tFWG5EZ/4vMtvfLxCoO2UngjVpSfdpmK5MR/YwLuzm11syDBfHeL9EzV6UmE/6PMKn0Fr3TOz6V4XeqwtPCvmh97b4vyEw0c+l3JxUCRC0tFp76ZM6IvgPWB3myP6PpTaIGmmK3m3eMNGz3aiN16T3ByXXtOs2STOphrkVgnSvtiCKxgZkJSrPnv8BnOrktPnPaJEEWnJ3LKFLSM++OYl/sn7Qzy7QhSXiGPV9bHHiSCKLKJEsGPAsG0IzlzRxHE6xsNqB+mWyw3f5o4jFrccsFhpSGYWDOutJAVWd1lKtc31ToG1huLJ8y183+ZPvlZgcc0hEQ7nJkq06y57NwkObUsnQgkhu61iTr6ttL2xe922cmDmWwmKbD/3rMFCyK58lPPAlO6Y7n+TRnLdoygyTyh1FqX7XYJx33M6a3B1DT75jSJrQQ7uFOC2TLm3JTbSkw3dRtkqJfvw3IVJ/+rfvyrRi4L0KSg9epLy8f5On65PXEqUTulinFhUnYT3vL7Nnz5eZKWpQEagFREW7dxj3+cu3JAA99EVIVK1ZIODPf/vRE8xS1WPXBJO/0xetUqnzs10apad5RJOdn9ZSqEUDJThtqM2e7YK6u0mZyfrCBmzVIdPfM2l42tGq5orc6Osr48SxqJrA8akfvG1pmB60bDa0MQ6YdtIg8GKpuAJLD/U+KFBWTGbRlogBNVKiURXKZXsbiKXuvEEBRfuuHYFLTv8xK+NcnxygDAs4AqLgisZLWv2bNcMVwyeo1JXYNbB7jo62+Omf7hONtDS7tEHmZWCk0R2d23TWfNqHhhz/qv6OHiPpqT0JI3O/aX4PHrrrhU2j952MebzD3k8c6qAzrm3zHouRU5PNvpNutOk+qL3Bomwv9jzqkE8Uyz6pMKcolzdDGH6k04jUaani8eJjaVjbjsa8vZb2vz+FxxQIan3WxBmSafs/oZuhfMVnyi56ufsC6i8KJS1HIaxwQ+hE6VRNL0mPYpoq7xSnbUIZgDPczEl021b/EAyvViiEypGamVu2u9TLHRQqsO77mhzZjrix39tE994ZoA7D6U7cOSjQPKegWbHcHnRp97xUUKyaUjjugbP01jX7NasDcQ8sij43S+VsWTCWNViuCrYMiwpuDobRqkpeQnbRn0Gay3+/cfLPHdpGMsqsW0Aaq6m4saUXKgUoVpSFAsq3cjJhoKrKXiGQra/jdfdgi/Jdk2Icey468f2nLTjZL1ZYGaxTLvT6+XLE9A8KvU6anSXhqg+nbubXOZbDKqsJC9jlEwHv1+alPze58vMN530qsh00LsS9HZsuErvfgXv7uPcrxa9vxn/3tDd0hfFry5lm34TVpLy2fQ53f5kUynhe9/e4vFTLpcWJDhpFNdCEoh0r53e50tXyZ5XJS/Epd9F521veVUzV7Uy+TGMYWZNstIWxKSbBeTz2D1lsh00smeLvuKN7gK8E0qavsRSFsZ4/297/x1myVneeeOfep7KdXLnyTloNMo5IoLIBmNwWOeAl/V6ba+967XZXdvr388BE2zWAWyiwQgwCISEBAqgnNNIGs1okianzt0nVa73j6fqnNMjAc6y/b516VwT1X2m+6677ud7fwNhKFlom7i2g+eE1Modzlrd5Ieu8/nQFyLue06wckhlmJqGhmGoJLxKSXL5NslIPcOUAU/uMXjuoGB4XkNfbElaHZV8NuR5eJbOUFVj2XDCSD2k7EY4VkTFC3HsDsdnfD58k86XHxih5LqMeSkVK8OzMlxLw7U1PFtQcnVKro7naHh2hmOr0FfHSnCsWOW7WyqCzzJVlqVjB5ScgG4S8ew+yWzLJI50stzdKM0UjwWZIfOZr7fskYPFnb7kQFmgJAXfRMoYIZWJZpCk/OXflnngaUcdEkTf2dbozd59C7klwtuBR/3LdfLBOn8JVLhkg9lnGfYdCJau7Ps02rR3uEpTSZKkxEJHxjpXnx/y7nc1+Z2/NAliofC0VBBrBl1yu4/eG8rOmMEHoUDQMuVyVbgbFBtoU1fn71K9Q0yH2VbG8/sdZkMH09bxTBX05cUZjp4Rmeosl6QDCxstp3xoEhAkqU4YaXRDiWcbdAMDPzColXXednmTMD7BF+9u8MRhD8eQ1N2UkgllJ2G4mpAmkjSs4TkhWhZSsTWqrobe7MDkrMQPJa+9pIltQK2UMtYI6YYxaCGmEfDwbo17n7XZf7zKvqMlHMNktJpStrOBuGtNpQHbEs+RlFxV3J6T4toJrpXg2AmuHWFb6saxzRDP8XHtLpPzIZ+9y+Spg2We2V8h6FqsbBhctEFn+ZDAtsE20t66t7Bj7sV4y6WFvmRbWYwnoujkqoMbVsQ9Txh87QGXIDDA0Xuzt64p//F+MOrL0WEHOvdAFfeXPS8vOh40OerRZ3sEpz5PIxNnzOFZ309cpBKZpblRj1LgO27M26/uctcDHb71hMxHFfXmYtSowoAVh2I0DXZvrXcTZ5r6/MXTUkq1YLFNnYkRuGhbm+WjXbphl50HZnnmoMGX7q8yOVemZVpULEHZyCglqcKw02JbmubIWJzf3JIkFYRxkc2j6jEIdIJQp14x+JFrW1y4cZr9J2a59xmLR3d5tFKDk12dXScEE/WIakn53Jy7NmGskeF5oLdjjXaiEZHy3MEudzxucN7mDlec63PzAw57jpQx9BoLHRO/I/EMjZUVjYqb5nHXynV/MO7atQWuDa6d4dl5cdtx/opw7AjHCnDtgLLX4eSMz5fu0/no14c5OlUlSh1qpmDYzXA06HQymq7inRhSHZGKINhiPNHPGEsKzkkRDCv1uF/cMuodLBdacNtDDntPWWolLxQltte9BQMOUtlLCrw3shSdfElBf69dfQGBqtl2CX22GFUKveYgrXQAUUlSgdAkSZIghE4U6Gwai3jTlR0ef8FiMex38WIeh75bypn02eKm7HlDDpDlpADTEJRcSckVRGGFKJAMldu88bI2b7ysy49ff4KP3eryzSfqHJuq0nYM6omkkqZLSHjKuxLSTDkqxLEkjESesCboBoKOLWn7Oq2uScVzWV7zWTcWcMWWmGZ3AdOMeOGIxs0P2FxzTswFGwV3PO4i0gzL8LEtHz2KFFdkftHClR7nrkm5f0eZOx7PcHVFgTZiWO6AUVL+2Sovsojby/NtLDVvqy6e4VgDnduOca2iuAM8J6DsdkHrcOh0xG99qsrdjzfoiBIVS2fMzag7KfUSNMqKp5IOEHD6jziUX4c+MJaItDfHy8F1vOgTqaRIMPSIlJjPfsPlYzeVyIpolLx7S8g3l2f4sog+gjNY6L3OrRWP+u9S4wNjyeAsvnT+HjBKWkK8KrjTQhVJKkhFYVedEic6Uib8/Ns6HDhp8LGvSaI45xcUh0414OX/ZWhZMYv3R5QkzVX0GQM0i/xJJRQlY2bBQGgufiiplEzKnsWasQ6///NtXnehz//+lM+hqRqn2y5BKojSjDhNSbIiuylVi52CmBULgkgQhIKuJen4Kmm61dFZaJrYpotpxj0+fxYlnL0y5sKfjAhCk4eeq6BnNhWvgxAmutTRR6oJthbTGevQiZV97nDZpKxLaiU1yGtazqzSCg52kW2TJ5LlfG47z5F0rAzHTnGsOB9NVNd27QDP7eLaHaKky2e+afDhr0xwaqGGbdlMWBlVK6XqZJTtjIorcG2BYRREr37isdQGljlisGv3D5RGsYYviltXh0opFB32wGnJ1+7zaLeUzhIt796aOIPzvVSWJs8cUwZm736tf+8lT7+DDxR9r9gLHoqip6Zp8XOWFvoSXFwgUp0oSih5AW+7tsPtDyrz1J4pd/7xiyLvu/9qSmCJhiB3N8h9Cfs2almObqnMzrYvMNsGaOR4tCAIDTzH4HUXdrhw8xR/9pU2n/7mMAudCn5s0EjFgNdJ7neSJHkMpaY6uCmwgiJxQ6pYx3xnIoUFxWYcBTvXyxG20yaTbaTR5Ni0xG1kDGcZ+qGpCn67y+wi7DsuSGKXbcslwzWJ66iDRZSAHyhyDCjVR2Ekr+yHiwxJVeCqyNVh0rFU1J5jB1RKXTy3zRO7Y/7vjWXufrbBYlCm4uo0rCyXr4Fnq+g4zxbYlsrN0fW+1lLKrLe46XG8z/AzUfySvIuLGKnHCJHDgnpEEKXc9ZjH3TtsdfwXRWyKQGiqew/6b8uB2bTHOWHp/D2o4PmeTMIzDpxLCn2QOlt09V4cjMiXLMWoIvIZXK3w0zQhEZI40Hn1uSGvvqTDsW/oBGn+pjJNef8MFjkKNUl7Y4ryOhGJsoPQC5ZoqvUS9MIwoxuohY3Q+ueGOJU5F1yn5un8+g93uHTbcf7sy10efH6IKLYJHUE1SVWGaq6rdKKUMNIwwywvbNVAlZ+kqjUp1TlFmUalxLF6yriOyUhNZ/2KLvFom50HMtYtE6xYJtFLQ+MLM4ut2zth6fvecGHCWANcJ6LsdXGsECFS5ps2Lx4v0+kqplMv+2bA+qwIabKMNEdHElXcljpEVkod/LjD7U9r/PENDR54Zhi7bDNS0qhbKSWzQGLAswWuo+HYAsfqQ42mXogWCpuHwmqtn6FjFp06TwvrHyrjHuYtzZj7n7R536crJGlueaUV6Em/e+tLOnbfj69X5OLlu/ffYYn58iMLg8ue7CU/X+I7o/URlcFunqQSkerEcYppJfzGTzXZe9zg/scFqZm/IaE+UYZBkEmSTCPONEXIyOGd4lxR/Pt1qSL+IpkRRSl+KND9wqtS750VFI1AI45z2znP4B1XthipzPAnnw+5Z3eDyWaZriOpJxnlPFs1MDLsKMtli4V/jbZELyDzg0MnSDl4OmKhrTJCLVNScQTeMy6jDYPzN3VYs9K4fc2a0QVZGRprT03Nvug5ybtNY4aTC11OzoecXIiYXAiYW/RpdSCOSjh2RsVNKXuJerkJJSem5CZ4doznRJScGM8J8ZwAzw2oeB1KbpPpZpc/+bLDn3xxlOePD1Eu2wzb0LDUOFLK0RjPFjm0KHFthci4tqYwdDvDtlJsS2HoCkuPVax2Hi2iEtDinp+glFF/NS8ipB5zdxcxNAAAaCpJREFUbFbyvs9UeGiHow4VwswpsSqW0BZgC/LktqXi4pe+ciqo7NOA+/YWxUv0dKV9A6OldNse/bbHt15KCejN/wMOrz3zeZF7dA9aGosMLctoDMVYOjy+02ChW2gMBx4VKCpGnCk8u3j0Dx6aC0pCYddRvB8tv8uLkaw3ViFyMyEVxxLEOqtHM646v8Nwpc2+wxmTLZ0g1YlyuLMfQam2pGGUEUTKf9APFdMwjNTsLoXA8SImRrusmAhYORGweqLFxMgCmQwYqTmE7dmf2LX7hb36xRs7SClodQMe3aWz+6CObRoYhsQ2NGoOLB822LwaGtWEshthmwXltIi16C9ZikJz7ZCy28WxO3z+W5Iv3NHgW7saxIlH3RPUrYyymeKa4Fq58NjScC0Nx1ZojG1LHKs/29uGellGHqltqsx4y1T6SVOPcpxbzdkqBSyhlwgmExIz4zNf97j5HofMFhTxhGgqorrIByoQk6J7DwqMXw4eHExxeEnTPmMWP/OA2ZvFC41kbwbvz71LDpz5XJ693CwuilElJdEkoit4+6u67D6o80efkIRaBloKWQIihkw9vdLMwM90YiFJivelFcQ2bWBrnCLDgvpa2GhrA/N83smTfmpckgriWDJc1nn3mztsXTfJ5+9o88W7hvEDl7ZtUDI1SnnUujGYNZqfjw1dLY08B0Zrkm1rXFaM6ZTdSE0LpoZtJzz7Ysruwyb7TrhopOhzTTXLLrR1RkpVzrpSGbMEkbpbXRsaVRhvhAzVAmpln2opxDJi0gyCSOTrV1Xkhq6QEqH5PHsw4cb7Hb5yX4Ojk1Vsz2TIg6qpRhInV9S7llrBOlY+kuSjiWtrqvitfue2rQTbjPOXwtFVgQcqu9IIMe0IIRIQKmKDJCNLMpAa9zxh8+nbXPwkzxrU+i9NK/xYlkrS+prLAeHFy24yX3rw/N6zSsEHfxleeFHYAwU9eOgsfj9JNcQZRZ715nWJIyN+6k0dHnnW5FtP2WQiy22k4nzOEmpEswxiw6SZGcT5rK82j7nnOP1DvqIJJ/m5Q1JYwA2a6S+NK5REsaTkGrz63DZnLW9xwQafL91f5ZmDNaYjh6YpsaWGmX/N0wyCUH2VLB1qbsawl5IkEXGqc2rawrVthMgII/Ulrpd9hiuSMFM8eF0KkzASrB7tYC1f4KkDBmev1hiv20Sxjm0m1MohjUqbeqXFXMvnjicFix0YrSW84ZIYU9dJUoEuEywroBtF/PlXbT7zjQaHZqokwqVWFdSMjFLetVVxo+48S8shxgJLFzi2hmsxgMjkBW5G2FaMY4dYZohjBfmPPtIIODGVcftjSoSLpg7G56yPufSciMDX+L1PlDh43CCTxfO+KHBlF9cjVQ1yTkS/aMV3KWbtzEJ+uVb+MgfMJT8/Q+0zaGS6hCueFYWde5hk/SVQVnR1kRd8JFi3LOZ//WyLR3cZhGHGJedHnLsuIkrId5mC2x5zOTHpkug2ncwmySRpJsjFifm/vziDpEv/SZnMZXe5M1au8op7mssiR1UJNeqlLj//1g5vvWqKT3+jxV98pUGz5dI1LTShlMxVM+C1ly4wWkuYbxs88pzH86ccGk3J6EJM3YuxTI0ghrGRLuesbfPEHoehmsHq8YQgzNAzUUdaBvPtOaZnWhw7abCspnHOOp96OcCxu0wuhByajvjgVx1eODbM4ZMWQSjQZcyh6VP88tsXKDsaHT/l9sd0PnZbnYd21ZjvlHFtg2FTjSOeoYraNTNsU3XtorhtUxW3bYl8TEGt9u0zEZkY1w5xrBDb8nFtH9Pqcno24Uv32nz5bo99BywyTYMsJU1S6tWIH3pjh7Kb8vweQ32rNFFMmhSwh671KbF9zeWZBKu+s8CZq/li9f2dG/ZSYUF25h9lgxAhA+NKgaQUfiWDeHmx8EkRva6u5l/yVyFV2LY55hd/sEPFTfnhN3apV1LSWK0rMw1+8kCLG+9x+NLdZU7OlggMj9nUJEX0MJZerlJe5EtHLznw5MjfS9K3oYvTIihYHUBd22BZo8Ov/IDP5VtP8olveHx7R5mWb+JaIe956wI//xbQhU4njDl8usveY3Dj/R6n5z1ePGpRNiT1EmxdZ7BixKUTCBoNj4mREmGUoH/fm9+C7XgcenEne3fezLXnx1RKAUONRR7alXLglM43H60yOetiCknJ0FhTUXykxcDmmX1Vmt05mnHC7328yufuGKKrlRC6w1BJo1J0bUN1bdugX9ymwLI0bFOdhNWIAnZR3FaxKFLrfbUJDdQW1PGpljpMLfjccpfJR74+zP6jJYLUJBN6Xi0RZD6LxzR2741483U+w7WUme6gVlvk0OBggS8t5kGx86CY+KWswXx5Muhm9d3wwjNhwYHxhF7XVuuZngFmYbGgaQhNYcpCZL1DXZoJlpC1Bu6k6XnB9JzgsvNC1iyPiRZNwtQmSSUA565NOXtNwI++zuevvt7i5gfrnJirMp/ZqAd+ms/mWf+DFskRxXkhzfNRB2Lei05eRIcrGFES5QdQzza57oIOr7pojs/d2eH3P14nNTTOXmtyamqUVtfEMhIabsirtge89nyfyYXT3PaYwYunTB7dWeL+XTbPHPIY83x++tKLOe+c7TRbLfTx4YyypzF5KmHX8Zj9JyyOzNnMdAxOT+lEgUHDhc1DGZ6tSOqurTDqallw3cUm1ZLNn9+o8cnbhonNKrZpUjOhYqa4RoZrqu2nbYJtqM1nr8BNiWUpvNsxB0eSDMdauuJ37VCt990OQnZ47sWYv7q1zOfvGKKTeUjTwJUqxz4F/MQk7sLGjW1++m1t3niNT7WU8F//pM6p2YycsQU5lVSnT4ntreYLkfPLrehZWtgvkdi9TNf+ntd32G6eSZlNtYFZfOD3B9f6PeNTmXFyRvLbf1bma/e4TC0KNk/ErBw2aXc9wshQ8kSZYsiI9csD/uA9Xc7bEPHRr4fsOdpgruuqTl7Y8S0x+U7zw3A2sHkVfTOfLHePzQtcwYh9ODGJ1Xzu2jo//aYWh061+cjfLucjX7F59Tk21ZKO5yjah+ckeE5MyQ348esCgtjn2HWLzDQTTs84dLoh3UQy1bTpdmP0VscgwSCNDc5enpHKiOcOWjQXTNZWoewqdMMxVRG6OYxXLcHEcMREI6Pdkew8ZJFoFTzbpGFmVKwM18j6XdvoO1jZlsAyhCp0S2Ll1m3FYdItxpJ8C9orbsen5HZwrDZfewD+18eGeXGyju46lAxJ2QA390LRNJjtCDQP3vvTLd56VQSR5O2vCnjsuQ5//mWTsDcjaHk0+ICZkHhp9x6MUfneh8r+x9a+cx2/5DfP7OQFeiLyw6amqeLORH8cSZOMVGSkmsg3nv14Ek2DOIMv3OXytXvKBNLga/fZlGzJ7/xUishKLHasXISgaMtBZOFYJj/1xg6vuXiK//2xiK/cN8I8pQEHq0Ltkw3g9+kA8qP3Dplpjo0n8aBgvT+TJz1/eYFhpmxbHWG7cHJG55m9EWONjEpJEfhcW8exFKXWsVIqXsxYI0An4P4dGu22y9VXShqllJaWoUeJxBXW6ZYv7lyMhl43NTmHITW2rpSMNSSOraKuLUOJHVw7peQm1EohE8MdbHuBj91q8M2nhnFLJiP5RtLLD5K2iSrsvHNbhoZtSUxD9EYUxwTbUlxx205z1qHirxQrftW529h2m689IPjtTw7z4nQDu2xRMTSq+dPCMVRisSE1Rkopm9ZlnL/OpdM2gAgn8/nh13T4q6+XCcO8u+YHzMHXIDQ4CA+eecj8h14v+V977MKceFX89kCjVIXeP2BqmjpkJkJD9pAWoXzZe8+WjCDQuOEuj1A3wXQhNXnyBZtvPhKzdWWZOBFqYWYmOGaMbepKBhbpLKu3+Z2fXoAs5av3pSxQIkPPFZyDhQ6DOTvKX7HgyBRjiuiPKnHhypAXel7gQoNXn7fAT711mk/fbrP3tE43jKl6cU7ik6qOTA3LEDiWxfiCTqMCq0dCjOV1auX0zpJnnU6TDvLP/uxPGVp70cJcW1s4Opn8yLHj82xeZXHeRo0NK1NGazBUzRiuJYzUI0YbActH26waX8R1ZvnU7Qkf/PIISVJlzIO6o9xiPQs8q4D+BE6+dndsHduUOdatYMhCDKFm7RQvH0k8J8J1FDmrXmnjui2+cr/ktz4+xoGpIbyyxZCp0bBSKnZG2VI5nlVXo14WrB03uGSryWjNUF88AVImuFbM/c+YHDltg24ipI4tNByZUYiwjRxFLHSihaXFYIxK76VpvTiPwiOk//de7sX3eGUvfUpQyOGylzw9enK0XE6nMubTvCOHPLFH8ldfr9JJSuiGy7CrUzYMoqAEOCSJTpyrg3pQYybIkMSxZLSRcfGWDqdnInbvl3RTg0RIpfEsvFWWOGT1yWKoCaY/Nr1MfHnBbS/OECVH48rtLfw44P7nbSYXDbqhRhimtLsq7mahFTM5n3BsKmFyTkV/T9Q7XHbBOMsn7F9tzu16bMW616mMnvFKiG5oaKMhFS3h7HVNWkEXzUhZP+aSphLPjil7Aa7t0/IDHnw+45tP2nz90TqGdBn1Mqp2RskqEBJ1mLQMNY6YpoZpynw00RQr0cqUu6yVYhdiCDNegpS4tk+13Ga+3eGuB0z+4K9HOThdp1w21CjUW/FnuGZfcFH2dIZrOhqSuUW7t+G0YoNKyedtVwU8+KxGpgmkpvU2lnpuIKQPjCq9l5bbIiwpPO07zN7/0Fb+0jElzT1JkgxINRINChdXkUAiMkQqkElGIpSkLc3HFCTc/IBFq2WAbuLogoaVMeJlkCacnlVywCBS4VHRwBhRHBYzNMbqgt/+mQ6WMcUdTyWcatZJ0fMbYTBcKstHFdGjxCZJ1oMNk2Sgc8f9Tl5kPRURio2K4D+/ucXa0eN884kSjzxX5vCUhW0qIUPZykhJWLe8SSoynjpQZu2IxKwYJIZFEKivpQ7w9tdtwrJd9u5p84Wv7ePhnTa6sBitZ5y1sk2tPMOOAzE7XtRx3YwdBzzufdpjtulQtXSGyxllK1W4dY6QFI8Qc+Bl5ZwSy6S/nTSz3gJHwYHFzB3gWD61SpsXT/j8zic9Ht49xFS7SrmkM2Sqz1myFOyolkIariMoOToVT6fkKk5D2pv5VJcSUlAtZ/QRFIWevGxRD6zR+7lB/UPmy20pv+OM/d2KvPdxlv6fvQVQOhBvWsz8Wm5XnKgVfSIykjS3Xsi7IShRbhILhCmxcp6NJtRavN2NMQ0Dijz7VFtiPDQIR47XBf//d7d5656T/NYnE54/0iAtmeTe9T3GoSKDFRwZ5VClnAFEr4iLlL4ogajI1cxfYaQiW6pli7dd1uGasxe575k2Ow6YuC48fcDhmb0Vhl2D9WMlRuqKONPqCJrJOiLjfMKk0y/w+ugoaKvv2rH37vcJo/I/XBGxcjRhywqf/Sfb3PxVi0f3DDEzb2Lpyj7M0DQ2NDJKVroU1zYLJpj60TAElp538NwP3DKzHFVJsYrCNhNsO8oLPMC1fKqVFnuPBfzmR8vc9fQwqV6m5krqOa3Wyw+mrtUvbs/R1WHE0XAsFRWoYLR+XlDgaxw4rrJStGI9P9C5l5jn9yyaBzgYhW+LNtBxl8B7Wb7ZK4bo4hG+dBXU8yopavzlkJhcD5kOsAB7V6KgOw3RK/BUKvFDMWpkiWD9shTTzugO6FnTTAmHfT+lY6Q5aUq8zBOkDzdmmQIX3nxpG9c6zf/4SMqzR4bIPGsAPRnMuCx+neb87wGabCxyT0JBGGVYYUYQKp2mE0i6vk67a+LaLmUv4DXnRbzq3BjTSJhcaPH4njZff7jKw3tKbFmesmwopuSZlPWT77vskg13Pb/7FKCAMv7P//kTDi/o0dFT4Yap+eQtxyczVo11OTa7yAe/VOXUZJWqYTHsSDxDUHMyRkopdQ8qLpRdoeitTk6QymVrva2kpQ6ohRDCsdLeWOLa+YHS7nduz1FjyYunfN77lxVuf2oEzS5TcyRDlurcSk00UNz5AcS1dTxHUHIzSk6mYCU7zlVEauM5tRDyq39eZTH00A0LV9fwch6EVdgd5DO4LgdiwvPXyxn7FBpDrZjHB2dubSCdQix1zO3ZQMtsKQFrkH6by9lSFN01y39kYDzqzeOFy0DuKqCLhPUrfb54b4kF38HSJaWc12Hq/RwkkT8NBpUaWu7007OW0NQYoaGxaVXI2mUdnt0DJ2ZMQmH0zwmQv88CZRmM7u4XfpKv9JOkv/FUha9gwzCS+KFBp2vSDSy6gcvcQoUkLrFuXOe1Fy9yfD4kw+KijRljwxZjjeRzh/d86+Err3p7v4MD/OZ73oxhOBzcdx9HXnyCTHa5/bEyq6tlVo8JGhWNVifhyOkEDXqzdNGtDV30khmMHsXxjNhsI1fUFz9aSnjsmEqjqdCSLuVSm30nIt77l1Vue2IEaZeoWYKGqQ6wbjGWFOSsnMOiDq6idzPZliJlGQPWyVImRKlGNzZAGOiahl2wBnt+HoPZmgO+esU3erDBDqhz0gy0Advhvh3Ey2Dh34HD0p/vszM+R1HkBZKSz7p5SWmFNjUW6EIQS9nL9rF0MGUEaUKUol6JRhhnBJGGH6a5SKRIaBAvQ/nVeoVajE6vvaDFH75nivf+ZcZzRxvMZA5JJkgy1bHT/H2qX/cXPmaSEcfKEyeKBEGR6pEnUhdJH+rMVrgwKOj38ClBsyUYqpZYPVHi8o3z3Pl4wFfucbj6yvPYfumVdDo+8PtLC7xUaWBbLgkuj+2J2HWoxIYJh0suFowPJRimzwuHYw6edGhUVLKabUrVBYrXoOdgzgAr0s1MPcXM7SdsI1GjiRljW4UAOaDkdvC8DvtPhPzWJ+rc9tgIhutRsQQNI0dncvhRFbbC1G07X/Obsl/cZs44NFIMQ8VnSD1G6hG3PmTR6lgIqWPlVgeGninvb72fPmEUbrdyUKTbjzEvSjcdGEfEYHF/p1l8YJuvDYw8fZps1jOpLAq8ZwJEn7qaStHzNOwRoUSGTFL0PA0iSnQ8W/J9V3T40xsjwtQmSARRnBBGEEQZZpjmDrDJwFNHDCy0+rF/g/+ILNO4/qImUTzNb/1VyvPHh5hJ3DzKJiPN0tz6uZjBc3tkQ6l4ojxnRx+MgSz8DPW82HWBYwpKXspwNeL0QpM9hwSmtBg7arNt7TA/+YY5Hnt+kUbNpF6vYVnd3rvsFfiysRQEB4Ya4sWxRmXdRD1hdChi2UiXfcdDHn1BcPKUw8ohyXDNoOxKbKsIjiosu1IFpeVf6H6Un7pbzYLqauaMQCscKO4uQrR5+mDCH35miFseHsF0XaqWRs1MKZtZfojNi9vMl0+mutFsS2BbBTKj7nrLVNiuacQYeoKpR3TimHufLRPHNropcmgwhwf1QcMaLY8gHDCNzIs7TgvpVjFi9x1cE9QBLu3N5P2ut6Q8lnTtvjNX34U1KyBxkpzPoZx81Z0hNQ0pM1K9D8dpGkgpc+qyjhEnRLGSkF17TsAnv+bTjF06iY6XaNhxpnjXeYZonwIr++OWJiiSMHsDenE2yF9vvLQFzPL+z2TsOFZnvusRZ7LHSEx7DrF5+kOaYSTK3k1GRSxkOhD4288/NaTAsgTdUPmnXH9xzJZ1XR7fpbP7iEvLl+w/XqJa1UmE+eLkonmg2w1fWuCaXMfDD956pxAjN1xydu1/7di9hzuedLEtjcPHXXThsGFcsmxEMlQVlF1lCFS4q/Y7Uv/XBaZriAzDSHOTn1T5oOSWEbalRBFZ1uWjN+t89d4Gjx0YwnKcXnGXzP5Y4lgDJC2r37ntYs43+7K5nhhCjzGNENcKeOQFyfMHPDAsbF3gyBQrL3ClJFEOXmq0UpIsPe9qaAryyiKlbonTfsyG7ClhcrsHxfUiKw64A7WxZGbuzc4F97lvf6HRV/EkiYo+T3IXKWWTofXy39EGxhQh0WWaz7I6fmBy1ro252xucf/zZTqGjh9pBLqGGfUNUAu+d+FX0k9qFvnHly8Zm4rX6y9uMTEyy433+Xz0phEWO2WSzOjP2cW6Ps0w8wQIXQ6MZOox1LO+K6bBQsnfbEm6viQIG6xd1mXNtS32nQgp2wEPPCeJOmdz5djQDYf3PnrnG1//+pcWOECzo2OY9jdOzIi3npoZOrdqGqSpwYUboFHWaNRgpJbQqPjUKwGGTGl1dfxQ9lOxKAzc+/mKMpeXWbkCR1FeVXGX3Q5p1uFPv2rygS+M0OxWscsWNVPr8cbdnFo7iNQogpboFbddQI/54bVwzrJMZe5jmSFoAZ/8Rpmj0y7SkXi5C5Mq7mI00dTMaigtoGkouZTeK3BI0ph2kuJHamNXCLGL8UFoWS8xOO21uyXj7JJm0E+qyPopcCIdyKZUOHG7K4gT9Tl0ocwsiwCo4mP23XZT9FhHjwz80GSi4fPTb2zx0K4OQWzSiiV2lD+losLdN12ycNKKItf6H79o4ks3rQozP3d9iy0rm5gy5f/emNLuVkgyU6XFZWk+pmg9i+SCrdmHGAcoXKlGJ9JY9DUMmTFUimmUEiZnJYdPOjQqLlUvZiGIWTsmwBbPLBszv9HuLPWeW1Lg17/u9dxx068/tHqMJwM/PnfnixEXbCjRKEO9HOLYvppvtC73PCOJEo3XXwheota9QlMzaZxHe8eJkjMppU+CmRe3Y4XYpk/Z64DW5YNfdPjwl4dZjGs4ZUXUqpop3pnFbX2P4l5iC6dEEVYugvBcn3t2SO56vEKs21SK7q0rE9BiLFHwppbTExR2bxoyT39THSfJMvYeVz4fuijGGoXnqRV/kbGTfccRhZeMJ/3YFVNXXy8jt8MouyHHJj0m59SG05DK7cAy8jQy+safan4XSCkxpE4kEyLdII4sXndxm1efu8AdTzq0dBc31rAiFUeuxNzF/1/AhsWhUx0UXtbvpVAi5cVe8QS/+q4uUkzywS9kdLoV0sxSc3m+2i/IV3r+9I8TCGKNMFGTvtCU9XGkhbzmskXiOOO+p11ONG28qQTXFNQ9wVAl4dzN8xw8WaKbhk/uOnDPQ5/88P/6zgUOEGmrEZogSl7A74aM1AP8uMnJVsSh/THffspC16tMThl4OQfkkm0J9XKHitfF0CNaXYdT0zVavjLvNIw0L7gQ21I3SrnUIcm6fPCLHv/3xlEWwjKuY1IzMqr5dtIxXq64RX80scSSzm0t6dwJVt65XdsnjAO+eE+FmbaHaRiUpIIFTSVk6RlFFkWuhM7FbK8+j2tn1MoJa5Y3efRgxPG5CsNOhmeqPl0kyC0JUSpgsqIYlrAQB8eTIo1ZFbdtqW1uxetyYtbn0RfGIbaoen1hSJKb+RSPDmVCL/IRJSOUKbquY0QmfmhRdUJ+8LoWD+xs44cWTaljyQL7L2R66UAHL14it3gT/frO9F6xL4UBNcqexi+9o4uWneZDX0hotavMuTnlNiswpQx0BYm2Q41j8xntIEETkpqrJI1XniX4gcstHCvg+guaGOYs337SZP9JBy2TnF50MQ2boUaJ1atWkKYpnzyjnl9S4Bdc/AaklOHsfJuLtu5jutXmc3dYdMISQQhJqO6etUOCZcMGUkuR2izdqMnHbtRoBi5DrstZK0xGqgJpxBg5S822IlzHp+y2eXRXxF/dVuXOx4dYCKuUXEndyNRh0jyjuE0N29Cwi21oQbYxVXZQsfK38+6tXhG2oZ4Wlunzwb+1ufn+KrFwqBoCV08V7t3zKh/s3orGa5sKoXEt8JyUipcwXAtZt6zFruNt/uwmG6lZ+Qo/j0tJtRxB6C9JlvpCaAxChEUwU2E9p/cKPKLk+JRLC9xxt8HDL0g2jSaQW7WpzyEpQi61HPkoxh1dytxWQ8eQCUFoYhk2b7+6yYFTM/zBFxxakYctBYZI8sP0QKCAluWJxNrAgTPv6P2D29IDJ1rOS9coe4L3vK3DxpWT/NWtEffvHGI+c3quWboEIx+p1k2kXH9Fm+HqIotRxl/fMUKU2CSByY4XPJaNJIzWA2rlLj90TYIfQTcK+Ozt8Pgui/PPW8n1r31tGCtfk+9e4CPDQ0ij+utnbVm+9a+/euzaTlNy2SaDE7MZJyYzRic06hXF81gxmrJpVYcwafK+z1vc/eQwE1WdLSt0apaBa0XKMVZPsIwI1/YpuW3ufzbivR+ps+NQA80pUXUlVUMhJY6paLZWzh3vdW6j8EiRA3xy8nl7oLALWZsZYVkhJa/L/hMxtz1UYa5dwinplPUUx8iWdG1L13qhtKbZpxY4Fnh2SslJqbgxZTfENBJ+7s1NvvZokyOTNiUdTKnliXIq7rowie/l0S+dTpYcNPtLpKKLq4bgOgGHT0d86tY6YSxpdtX4MohRC60obK2nyleQW4Ysilzq6KFJRyY0qiFvvaLD1+5fYNcxk6Y0saTAiNIzImTSMw7CxaFzYJ3TQ4m0nqitn/Up8BzBO69rs2XdFP/jIynffmaEBVxMoc45oJwUljUMzlllsGWNZGx4mvXjx/mjG5az57hNlsVMzRmM1A0aVY+RWsCxqYxT05JLN4VIS1IdWn3vimXLfn1mvv29C1w3a9x517eaMLJ344R7lb68K8ulRXZ+q8ZYw2D1mM5QTWO8EbNmooVuzvK+L0nueXqYtUOSVcOwfFhi5DnnUmYYRpxbtrV5bFfMe/+ywVOHG0jXo2IKhZTk3HFnQBihyFr5LGwJBfwPdO/CbMjqzd6FW61S2jtWgCZ8vvawxbOHK2DZeAa4eqaQE71f5EbevQ2jz1XvcWas3BnXVjePECkVJ8GQEVGS4icabuG7lxULjoFDUzZY2vnPBhY6asTtbyBV5KHC7pMkod0WZBK6kUY3VO+7n2TRx65VKrTIbxSBLqU6sEZ6bohk0PVttq2K+P4rFtnzty7tSMcSAqO3YS3eB2iiD931u3dxe/aB+t6hc0ChVJC90lRj26oW73vPDP/tzzTu3zXKvLRxZEbJUmeHKNY4NmmiS2W6+epzpsmyk3zg8xPsOmrTDVKabZ35pk6S6NTKTe54MsExbFZPVJOLL3T3Pvrwt5qXXfHa713gkIf/hAu/UCpnF9/1qH7eRLXKZZsEFVfi2jA+5LNmYoFuvMAffcni3h1DbBiWrGjA2JDBcE2n7KaKX2JFeHZA2Wvz0PMxv/HROk8fHMHwHKqGggE9U/G4C9WPZaiRxLIGxhLjjM5tZn3UpFfcSa9zO7ny59ZHND759RqdxKPkCkpS+VabRgEL5lszXVtKDDNYcngt1PymoWzgNDKlZEkzhfem/VzHwUNlMYMP1vngr/poyoAXSrFqFylCKM+pIM3wYw0/0rDCbCARQ8sdvGT+c9CFGODTyNzazkCXCZ2uRbUU8VNv6fDs0VluecikKVwsqS1JsJADB+Ce9lJDFXZ+d2oMbqOK4j7D7jnnxGxb1eIDvzjDf/uoxoPPjTMvDbwwwQ+h1UmZmsvQdYM0K5OmgledPU3yg6d5/xdHeOqQw/p2xFg74fScpOyVOH9dzOhQwLFF/bmFZusXGtXyy5Xyyxf4669/NTd+5cuJUzovWznyCJ7rs2o4wLVgvBHjufMcnG7z+W+7PPpcnS0jkmUNjZGazkjDYLiWUatElL2QsutTKbV4dHfEb360zo5Dw9glVyElRprP2+QErL44okfaMgfGEkPrd1WjwLoLG4kkx9YVvu7aXU7OhnzxriqHjlcxqyZlHVwjU0btem4R1osR79MNVDcn91/Jl0ZGkiMbyhJOM1QYqjLOyeE8Xmr5sPTqHa/y4j6D202RGpH1dI9ZqkGcEktV4GEEoaE2kHq+oCm2f+pwmW+TozyDVBfosUSPUnTdUCv5rs2aiZD/8JoWO/YscnTBYEGaOaMyt6nrcdLT3qb1pYdORTfO+vW9lOs9wERMUsFZq5p84D/O8OsfETy4exRb1/PvY4JpRAhhkGUGSVIiigVXbpkn+oFZvnC3x+HJMvNtndF6itXNWJlFgMFlF2zKSKLk4ste+3Kl/PIFDnDVlVfQ6vhfvPm+vZuO7Z70rt5icOm2gEzMcstjCTd8a4jE99gyBmN1wVDVYKgmGalljNQihms+I/U2Y415HtgZ8L8/XufZw8N4ZZu6mVHpydmKwib3pOurf8yBQ6VtaktotpaV9SBBu1fkCjXxHJ9E6/LXt9nc8kgdzbPxBglVRn+po3KD8uIe6N6mkeV5Qv3iNg1lD2foEcdnNFq+UOp9luLC33FF/12uMyVv6tZRgpCJoZB9MwndRBIkmlqv6+Ththl6nOYbQdELftLzQNYwknlIV77dlAaGtGg2Xd50WZPnD8/x4c/btAIdUwiM/LBZHH7VaJKhFRl3vQOAKG7RXL1PbyTJssIbRZGzCopsmgm2rmzxR/9pmt/4WMZ9z4wBOlKkaMSKt5IaRJGOH5bo+AZXblngoo3zfO7bAffuqBIkLuctF1y2rY1XKbXXn33RF6Xufsevq/xOf/CBD3yQ17/xNU9tWV352VH7QNW0QnYeS7jlUckdj1ao6g6bJjRWjOiMDxmMNSRjjZTRRshIvcvEUJOSN8fDu0N++5PD7DwyTKVsMWxl1KxUiRRMekiJVUBzhR1zMQtbslfcToGW5ILk3muALejaPrbV4cFdKe+/ocHpxTqua1I3s3xpVIxCfd66mWPqVoGr98yGcuZjbgHt2GobWvI6fPnbkpvvr5NIh5Kh4RSITJ5lpMuccNZ79bkWPTJXQejSs/4r3/iahqIW1Ko+R6fh8V1lNMPEyZmOitrbT13osxfFAK1XW7L+L+brYiTynJTVo112vahx8LRFqJlItJ4n48tGtRQa00LsUZhJ5OxGBRgNGg/1PROzVG1WVwynnL++zcHTCXtOWXRDEwlkSUqSpERJboQf6nR8m7Jjcvm2LmuXdSi7CTPNlBcOeaxdd+mpdnv+x7efc0n0ner4O3ZwgHVrziLw5zl+5D4e2JExOmQQRyYN22L7Ko3Rhk6jKqhX1CKoXg4ZqnVZNrLATLPFhz9rcuuTy5icrTBalaqw865t9Vhj/TnY6LHIRA+qUyNL7kk+4F47iJwUh0rLCnCdLgt+wPs/W2ffqSqGp0YTTy8+b5Z3bPLlTcFb13rvR72yvIsr5KLvXhsjzZjZtkkc6khTQw7QEwbHje90Zd/h9/qIYt/vxDIEjVIMcUyQqgNtGGeEiYrBNuKMMFZdXJcaeqQRFsGrERhSISqGFEih9+z2dJnQbDqsHYv47z82z3O/a3O8rbMg7JyakFu25T6H/UJPl9B4+xwV9WMRe6g4J3kOvSkIYxVDE0aqyFePtvngexa5/akuf3bjKC+cqrC8rtEJU9p+SKstWGzrLLZ0Fls1zl4vsUQTU1qcvzFj91GTdRs2M1SrfNcn43ctcNNZFiw2599Tqaz50gUbX/RqlRazcx4rN+isWy4YqWfUKyEVL6RWCmhU2kRJi5sfTrjhnipP7q0hM5vlNSibiYL/jH5hF/RII2cjmrrIC04O+I6r+dzKD5UFWWsQLbHMENtUCqAk9fns7TYP7q4hTAdP1ygVhS0HoMFeMYv+7K2DkUccqpjDvLCNpMdItKyIo6cy7n7aJtIlTq4GGlT5vNzCT/1SO+O3z7Bro78sSQun1ljnVeeHfOr2LsfmPLqGJEw0ojgj0jOiREOPM6Kon3Cmx6DHEEkI81nckGpUMSKpYEPdRJcpHd/l0i2L/Ojr5/jTm038SGdRkxhC5DuOvpuASkvuw5T9/l3M4f2ggqSQpOlCmdsbMk9v0PEjg25g0qhY/Mg1bbYuO8kN9zT51o4hpk/bjLUzGm5KZSFkZkEwu2AQRB6uq7H7SMSRUwbnbF/ddm3tPSPjY8E/uMDr3nS6Ytu6xxtVbfHjnznk7TtWZ/MKnQ0rYsaGAiqlDiXXx7UC0izk1kc1vvaQy1N7a8SZw5irUc03fcUB0ihoqLqWsw21HNJSHVyXA6b6vTSJ4pW87NxdkLY8p8NDO+H/3jBELDwcU6eiqyAkq3hqDKAmRq44Mooba7B762k+LqQ5E1HN3pYRMbuQsf+QQyqN3McwW5KdqQ6L37mbF/hJgY8XGTxFilrPaiFVlNeNq7sMV30OT0V0E4mfaNh5JzcihZZE+tIurktBKHK6b6yhRyLHxTOk1BVNVRhIaSGFwy/9SIdHX5jn/mcM2loJXYie/rTvWlskQKR9HL/3b1JzuIo5VDuBKFFpbHqkniCGrmgPXV+nYxm0uxZl1+HsNR1+/2faPHWgzVceLHHnwzVOLapFW9mWNJyUo5OC9cttLtygMedrXHLpqxbd6prHjxxvpd+thr97gQ+NAeZ0p3vgnVdddP49nblHDddNGa7N8+zBlFsfUfxxkLS7Jk+/WEZkLiOORt1VcrZivi5GkGImlULLVeBaz1pYFXlBckLxx828OHNEwzZV7KBlqm5qWcX6v8vJ2Zg//nKDKb+Mblt91EQvirtgC/bHk97LOGMWLopcV3xylRwRI0TI5+5ymPMthC57RvlLPFMGVT8UkFpR2vnPBui0aTZIOCpQh1yEG+tUbMmPva7Fk/tqhIml0JRYU17deReP4qyHqBQHTF0q1EWXGpFUukc9EvmWU8/ToBP0wKHmJvzKO5u8eMLi2LxOU7gYWt7FRR/K7MecDBZ6EdkievYWidSQcX/UUeEFAl0Wo5/yvWy2TRZaDlXP48J1LS7c0OI/XLPIYsciTm00EXHHI5Jn9peZD112HNT44bdeGJkifudwvTzddtzvVsLfvcA1zWLXCwfxquuOjy3zX3z0yM7NTz/ZJQrH2Xk4JokM1o0bYHR5bJfGcNlkWTml5mV4ltpCmoXKRwpk7tIv804w8In6BV4Ut95PRe5BdQUFNo8fVN1bCSUWOwG/9qcVbn+kTmbno0kPNRmY+Y3BwlYw2st1755Qwkhyg31F3OpGMc8drBCkFpYQWHJAmCwGH+cDkrYeiNwv80EVUM9BtnBjLdCHvIMLTWf7mpCy6dOKXTq6gZeAlSh1TBRB1IvOzos8VgxIKTX0mD7KImQ/3lzqSGnkIQE211/S4kP/ZZpf+GOdqaZkQVjomlAoh9Yv8t5sXvyeSAf0qaInbOj/u/OnWv5EUYxJiaHrmEaGY5nMORa1ls1wzebiLTPc+VgFgwbrJlqsfUub5w8aLHRDjs02OPfszS9u27rqeGv+MOX6mn94gQNoQrJn932HPa/87nLt7PvGK0/guCHNts5Y1eJVF8T4WYvH95ZY00gZq2oqBHYwW6e3ZSv0fwozLuwEslwM21dxFMU9EI/SYwgWo0mYE6kCdLPLN+8zuH9HnVD3cHVJWVdbUSXXKjo2vZvIOHP21rMl87ehJ5gy7RW3oUd4XsDXH9LZc8QBYWJKDUOkPUesQZ+UItp7ULNZyGJeYo9czNxFknEBreVOAFFssHFVxGsuaHHTg2V808BPNJzcLD6SmVLH5AhLpGfoUaqaSawRRXk3H8DHDSkVGUsaS4K7rjy3zZsumueGO0yCQLKo6TmzsF/YIvdgUVyadImtXXEjF99X9T3Oei5bUhajaV7wQj21PVunWTYII4mu+3ztQZ2oa3Dt+TVGh3V2HwWZCK6+bDNo4bvvfeDhw5ecd+73Kt/vXeBbN61ifrFLtWyfNKyH7n/q+V1Xv/BCl22rPbatCzCcOR54VmPNkMmaUcFIw6BaUow3FcmtOMCqgNUhqKBI+qFG16fHce7lnPdGhKWjiZ0zBG0zzJc5PobR4esPSn7vM0NMhSVMy6RqgGf003bP3FoWnVvPi1uJGzhjLMk7uIx73Tsl5JmDDs22g9D1nEuu1Ph9VdNSMXFBUloiiBmwZEsG/bR73n394o5jVeAVV3DOOp+bH/IJY4uOlLhS6ymRoljh4pEOepwS5WNKJCWhpKec0aVARlmeFd9PiC5SoMtewm/+eJtmd4ZbHpG0wzJSkz1C2WCR9+2lM0Tcpxqkqar+OEnp+glBmJCkaoYvllJCy+kMOZ/esTSqZUnHd9G0Ec7btMj9O2a5Z0eF7WvLnL92kXZssXbtxvvPPffqk1nSQeje9yxw+T3/BvCHf/B7XPf6N89Ko9Ssu9oPLq8c56wNHXYfb/Oluw0mJ6tsWW6wZrnJ6nHYsCJi48o2w7UQUCtk18kouykVN6FajqmXE/wA5lu5g6rQesVmGSxZwzuWWsU7eXisk6/ia+UW33oq49c/0uDAyTrSdqmaGhWjsHEbMPw0+l4tVo/TkvNNjByhyccgx0zzNOZCM6pURwdPxvzpl2rsn6phmwZVI8M1UAdonZywpXgtRnF4zsW0RZxJz1tlMA5E9Km2/UDbrK/uESpE13ZCHt5pMDVvo+l67nEy6KfYl3v1HbTEUretQrVf2KPn3binzNI0xhsJF27usO+oxr7DJrFU2UVS05Ycpvvvf9AxQAxsVjPmmwnHp1O6fkoQqXyfKIc255sxL56MOTKVsdhOCcMUPxAEoclZqyQXbm0x24l4YrfGkRMmF553EWdtXvnfTp869MDQ6Pq/S+l+7w5eXNdevAL08uPT4+2b7rz30NtvfnAPx6fKVA2bDWskG1bC6okOo40mx2cDdh7VKFuGommaAtdWrqCeEzFc7XJ8JmLnoQqB71AvC4QtKeKi9Xxc6Gk4jbhHpCoKrlzqMNsO+evba+w7UkMrOXiGRlnvHyoHN5aFWscwBkeUgmg1eLgsMO8031rGmHqEZQbc+ojFjgMe6Aa2DqZUcRs9JyxJr8hk75usFi5FzEefjFRYJqgnmC4Kx6fceTWWRHqiZGeRQRiZbF8X8ObLW7zwhQpBYtJJBHasFEmRjsq2kXkKnsy7uEyJpBjo4DlOHhXdO990ijRPtFA31OaVMT/x+gWe2GUy1RY0NQdd05CayDnjBSSpRqNIZhi5b4sQisczVEkZHmqz+xScnLIYK6sspsIJwTI1RkYDHLfLiUmdR/a5TFQzJuckCy2PDStNrtzaZsXQAkG2GaO09aZIbH28my3+Xcv2717gmrGM6anjh4eXX/rLh04/JeN45K1blmeMN3TOWtfFdZsEaYdbn9T41pMefstg44TJ1tUGqydSKqWQetlntN5ktt3ik3eW2bkHNo9HeJaBZapEhqXE/xRzSWEr03vP7TDfCfjg58vc8UQdXBfb0CnLvGvrfQnaIFKi1P/5aNJb9qhRqIAEX7rYiXC9kOcOw1fvLdEKXKySxBG5ULmwmdBZsqEsQqh63S0/kKmltypukS9DRAKRAD3WiKXIITaBUYwoiY4fGgxVDb7/mi63P9pi51GHjm7iJhpmosJ6VfqdwsULslUk097NpudcFjUKqgWQHglCKZFCV6OGTJHCYqGV8NqLOvz6j87wgRsEp7uCBc0e8F+kN5qpc42atcnUrG6bUCtnbFjl45YWef8X6+yfLrOskjFUUul8EyMGW9fZbFjp0/TbfPvpDk+84PDCSYvjMzZT8zqjdZuVyyzWrmvcsuX8S3653Tx+ZPuWFX/nAv87jSjF9Ufv/xDXv/FNC5vWr95+6NjJq9uLs1y6PeTQ1CLffAxuur/C3oMeIrZZ0bBZNmwxMQxjjZCRWocVY/O0w3l+7/MlvvXEMCOepO6hjDlNka/J+8kOKh05zn3B1cxd9jp0Yp8P3uDylzeN0IwrWPncXc4dZu1By2aT/trf0PLtqOyxBXsLJDPDNtTq37bUDeXkvBYhOnzuToMb76sRihIlS1AxFG/dzkeUgkNjGhpWjswU/BYp+4dOWCphG4TZBtU9PZ1m0V1lhpQJI/WQyfmUx/c6hKmFKTXMXEBwZvpbz25u0IBIan2/8954lPVuwL73j4qQuWBLgGmG7NglaQY6sdCV1XQx6gycnYx8t6Ce2EokUnIyzt/YZWJogYd3aRxfsDGEhikzLF1DlyZkLnXP4qxVGldtj1k17tOOYg6c0Nmw3Gf92nFWrHnNV1qLh7+yYeO2v0/J/t07eHGtWjnOimXL3rf/wKF1rdn5H9p1+CQP76ywvK6zfXnE/KKpuClDgrFGythQwPhQm3p1nl1HW3zyjhp3PDrGRFlh5Ybe73R64SqlZ0qBnyMmhSOV53boRF3ef4PLR28app2VMW2Tig5lI+1J0Ew5cHCUS2FBo7c9HUBOitHESHsjSoGe2FbIYjfh2T0lWh0PoyJxpZq5DVkQnvrdu5ftmBe3ynfsR3urTV9BrdX6aWaaQhSifHY34owokkS6UsfHsa62f3WD8zYHDNkdTrYdOqaJk2hYsXoPqvuDHufqHD1DxmkPhtVj+p8n0giFUAIJIfueLAWjkYySm/Get3XRmOKPPgfTvsYcVo95qEsw4yw30cx6qEmSKtx9oW3izld5w4UpaTLNx++M2Xe0kfNUYvwwY3bB4OS0x8Sww1wrQiPj9RcG3P98i+n2MKa75Ysr12x738z08b9vuf79OjjAH3/oT3jta64LLti26rZP33Lw2vk5bdWlZwl0o4OpRwxXS2xeA+tXdFmzrMnE8CL16hw3PRjyy38+yt5jQ0yUlHd32dXwHKkyMZ08HzPPty/ZCZ4T4bnKyq1cahOkHT54g8tffGWEjlbBsK28uAe7qVIDWbqWMxT7AgZFAZD5+n8pBWDJdrSg3VohJafDk/vgE99sMNMt41l6r3s7Jn2K78CTonDR7bl+GarDZbmnShynPeisgFcEDFi+5R1cDqIzCrs2ZYJjhjz2guTQKZtUNzGEpsKzirzOXmftHywHu7h2BtqjDWD3ReJ3AfxkqXoaXbTNxzQCnt4paYUmqdDzyMW+f6MucspF/rRUsKzCxjN0zl6T8s5r55haDHl0j0vTF7S6Ka1OSrubkaQ6cdpmod1h14tlzllrc8k57gOBvOZdRw7tbl1wwcX//AUO8KlP/TU/9CM/GV109rpLR5y95za7s/KR3S5jVZdt60OWjcwx3WpyfL7LUHWOO55M+P99bgJJlZUVGClllJ1BT0HlJ6hiKhJKbkzJjSjlQbK1aotO1OEDN5T4i5tG6coKlqk6d8VQq3g7N77vHS6NATVQr+jkgBpogN9y5vrf6tNuo6zLp27zuOWhYXTHpmKoG6on0Ohx2AtbaDmA0mj5GKSeGGkKXV9BZ3Gc9jaXBYxYIB29gtaKeb6wnlPbw+UjIVMLCY88b+EnyqHLLOIPe/mSfbSmUMj3UZVBlGVpMG3PaYvi5lMYvdQkl2wNsCyfHbsECx2LTOi5l3qxZOqPKYoCod5PlmlEsU6cmLim4NpzFphptjk5l3LW+ghhxJyazej6KSNVk7PWpuw5GTPbGua66961v14Vn7j88iv+IaX69x9Riss0dFqLu/9zY3zDlU++EJx9+dYETTT55lMRnTDlwNEybd/lP74NPnWHgUgrrBvKGKmAa8ncS2Rw8ULPg87JFeVVz8e22hw47fPJb5T5xNfGCIRHydQp6VkuHCaXn+UjQzGWDFJVB4UMZ9JT9bSPfetJHzkxFDvxgd2CL99TAamMgtwBoyB1uCwOr8U3txAtKyOiXnKFlbHQSjl8KmWxlfbmf8vMAImmSYVyCI0w30RGeqYshSNJpOuEUYKhG4SRxTuv7XDHQy2+vcula+h0Ew2rQFSkYhlG+dc4yhmEsdSIcpptlH/t1Q0kBp4WGULInCnTFyvEiY5rS9791ja6mOZTt6UcmBlitmuqkVCmWAaEcUoUp0Sx8nAJI43FtkGro9PqGAShZOU4/OwbZ9A1j59/o0E79NlzokUUCJ4/VOHhnRabJrLAqAw9MDa++jEx6GP3L1Xg511wIcdO+1kat28R6eSGL99+2CbTWVzUOHLaZssyk4s3a2xdaWAZDquqGSuGNCaGDWxL4/hUSBhByVVFaOaHQydPVCu5PrbV4vbHIz70pSGeOzqEbjo0DI2SnmLnEJ0h+7Nwsans+yS+1DexDxnm6MngUkeP+7O3GdLpRtx8r8uhSQ/p5IudgvO95HP3N6OmIXPbCWUz4dopZTdmvOEz3Wpz86M2C3MWE/UML1WLMMXVKDBkhaZEvVffbTXO4/c6vsnKEZ+3vqrN0wc7zEUWHalm8QJRCWWGzGdxXaZEQsufBBpRIvM/U+iPWgiJgQLP0PKHe5qqvx/FOnGs41gGP/vmFlefN8kHvhRz26PjzPkGtp5hh+CECuuOY6VGMo2MJEk4PCmwTJXUYBoJnUTBxJ+8pcKFWzK2rFrg6FTM2jGNbtDhZHPtTLTgv31kuNr6B1f3P6bAAVaM2enJFz/6OyMjlejCs8Z+49DR02Y3kKw9W2fLao2Lt81z7/MJiW+yaghWjBpsXqNh2W12HU8IOxbDNfVFtswiVS3CcwJGGi32HO/yJ1+q8/T+EWpVi4atuvZLo577zrBLXwVTUfRoAHqPKZjlh8qsd6gsJGkq8z5gz0GNmx8og7QwdYkjUiyRw4+SAehRG3g058qjXCzhOQkVL2Kk3ibS5pnt1pletPGsnKykCcUFKXgjkZav2weKPBko9EQnjEyi2OJtV3T4mzvbPHnApZsYdPIuHsi8eHMIT48VIhPneLUqdKE6ekzvpoqlwuFlLHJIE2XoFEukyPClQRAaxInOuesW+bV3zbH/sMnzh0dwDIFtJNgmeGFKnKhow0YlpBMtsvNxB1d3SVId2/BYNtply6om33rKptUxODlTo15tMjOfYnsrwzVrxj+u6U74j6nPf3SBA5QdEY6vHfpDLQvCE6ebv6tlmVgxnrJm2QLHZxe583HlxL9qzGDVhGTz6iataIZ2WMZAbb1sU0GDnh1TckOGay1afotP31Fm36kRxuoWw66ylTCNLJ/r1KqbrL8Wl9qAj/cZ3fulyEnaM9kZdKA19AhTDwmJ+Js7XA6f8hAlA0eS56gP4M297k2/g+uFnlOJM1xLLbdcO8TQA5I0oR1qtANydXzBAEzRdZGz/jSMGFXUuVl8fEYn7wYmK8a7/MTrW+z9aJlmbNMWBo5U/2/hVlUUupQpeqIRx2pUUcWu3nucKDw+yQNlk1RDJKLnWpXkVhBSZJimgR8aRInOmpFFfvL6OX7/cyanmzUcXWAbGV07IwhTokTJ2hw7ZLINYUvHNg0M3cS1a1x/4TT7TzTZP+3huoKKa2DZRroYDf1uuznyIZLFf3SB/4MOmYPX73/wFt7xtp+ObXfFrOeW3nPk2CFx4ERImknueMpgespj22qbNROSDSsDTGuOT9+uceJkiVXDkuG6wVBNo1GNaVR9RustEAv83xttPnvnMlzDZlklYcjLqLgaZUfZJouBIi/W3L15Pj/0mbo6WJqmUIfBnmiiUMovVeMXW1LH9nl0V8of3FCnGZUxTIXWePmhUomki0OsNuDVorB8xy66d0rJiSk5IY1Kh4VOl2884jI171Gy+oezHhFNDmxBxcDqvuDoyDS/uXJrCZGwetzn8Rd0Dp+ySIWhyEsDMYhCgzODsQoX2d7n69nGFYsbEAVnKBa0fYNW16DrqxjuOFE3mZSSczaEuHabJ/dYdEMr95tRqinHUl+XVaMhYyNNnthnEnRFvrW1WDMOq8c7SM3k/E2LTM/BijVXpps2bvyVsRonfvnnfuAfW57/+A4OMDSyEk2u2Hf++fIXMrH9I48+8pxodiMWFyyu3m5w1poI0BkfavL0IZ/Hdw+zfkhnqCqplTWqpZiqF9Iod4nTJh/+W5O/vmMCx7BZUU1oeCpFwrNVWpsUGjMLCfPthCTNt5ZZf1FSoAhSakg910D2NI/ZwMYyyX8e5xbLMboeIYyA5/ZbTE07aI6BJTQsmeZz9xnj0MCG1OiphArOcyFWjtFlovLds5QwzQgSjTBWMSLqUKb1D2dFOFMPX+4HN0VFSnCs44cmw0MB2zd0eWBHQGhYtGITS2iqg/fGt7yT56lxRTHHcUasa/2AqDxwitxpyzQSpMg4NWsyPW8gpUrEK7uSMFKksLEG/PQbZ9CNU3zoKyuZbFs4poqkmbcTpuZ0RqplLt3U4e6VLXbvNai4cHIuYbHtct7miIrdZf/REus2nZc2Rtf+wnWXb9u37+DfH/N+uesffjwduFasPI9lE3vD4bHrPuHZlV+rVGtMzUZcs91Ek032HOsqtprR4p4dDg3LYtWoZKRuMFxLGaqG1Ctd6pVF9p0M+cQdwxjSYUU1YbgEjbJgqKosKSaGDbaukVx1QYBX85lsCaKkb2MsNHoCCtk7aA5yvftaSysvPtOIlGLHUJyThcWU2x7zSKSFEDqWyDBF1i+aAWP8niJJH+Q6FyOQ6rZSpgiZKLcoUqIUwgSVLhYrDokq5ow4UWSkKP/zfiKZUKnAiXoVB04igzde4lOpdCEOCJOUdizwY40ghiDXbqrPozD4OFbi3iQp3HIHvM7zRmHoKY2Kz0y7yb3P+LxwMOL4ZMrpGcHknM7MgsXsgs3krEfXr/Hjrw3ZvGKW0+2U6bZgtpUxsxAzNZdy6JRNq1Xn1edFhFlAnGpsXuuDmOX+HRWqpZTh4TJxXPq1666/4hN3PXowvPDcv9/G8jtd/yQdHEDTrmDy9Ink/AvfemChu7wpsjvKM61pHnlecsF6l0qpzRfv1TlwuMrWlYKV4warJ2KWjfg0Kh2G602OTHX4/c/VkVqFldVMFXdFUCvr1Mo69YpGo5KyaqxLrTrLvbslc22XhtuPmNYGlhx6bzuac04GCtsy4pznEmEZqrhNXa2l73nY5PHnPVLdyEUNqcrMFIMrcW3gEDuI0uQFnicu63lepRDK3Iw8hSxKRV7kEKeoWTtRBa6oshpxPFjkRd67yCm1SgwRRgaXnBVy3fktbrzHJpEGbc3C0Prjh+x5H+accV3JyYwkU5GBST/XMoPcOzClVu4y1wl5eI/LiBOxcjimVjGUc3AsSVNTdUmZsXwk5n/9yAK//FGL41MNsgzCOCFJQzRMLKPMptUR73hVhwd3WLi6xflbOtz5xAIzrRX82Lte01y+6sID4fTJ5B2vO/+fqiz/6QocwDAdXMu/5U2vu/g/P1YL/uQTn7+3ccH6Lpds97nrmYB7Hq+ydZnB+hUGm1ZFrF22SJK1qFV8PKfDTQ9ZPLd3iJVDMFTKqJUF9bJOvaozVNUYqiaM1H1WjC3QClvMtyp5AhkDK+8+fVOeWXQFgcvoe4dbZoRphphGgGUGTLYS/vLmGq3AQrPVIsPMi+RMvsfSLl507wKyTNWsXHRwkeZmPsonO0pVYcdp0b3Ju6tGkmSq8BNtoMuKXlhTkmdJJqnK4Cm5kvd8X5sHnvQ46RuEWiFU6EvOilHFkGosMuLiZuqriNJcGV8IGcgyhsoBiQg5NGNjiJQoCUlinTQ1UPi9qWRoesL5GwLeddUM7/+iw4muie7ELB5XukxNGBhGlTdfEiONRR54pkYQ1rhwq8XIqlfN1kcu+ZVDx9q3bFzj/FOW5D9tgdfrdQCOn2p+dvWGV+s/9S7nfdPHvzHy6K4mu/ZXOWe1zrplOudvDhgfmeH5IwEPPSP5ubckxGnCDXfXqZR1hksp9ZJGo6LTqBkM12CkFjNS91k+0iSI5/nTrxrct7PCiKv1TGkK4pLsaQC1nlK+MPEpDDqtPGHCsVS4ret0QQv4k4+XeHSXSyp1hJDqwKYNihkKe7Tc5FIsxdj13CFW14vDoEo607Rc1qXCKAlTqWwVEsUfKYo9GeziqZb/nir0QtaWpoI06fuNRLHOpWd1+ZWfmOe9HzFIYoFvOSxgIHLJmdRyn8hiCRQXlIE8Rz7NEykGbJCbXYMrt6X80jsmef+XDPZPO8RpSpLEJBlkmYGmSXRpYhoOrlPhXddO8rFvdqiVUn7mTW3uf8Zkz0GHtg8aBlE0wnmrFml3OhycGuXaV71m6rrrrvgfpNFnJ8Yn/kmL+5+8wItr+XiZNG5+auyKS8Tnv3T4D6ZnnxzZtAIsKdm4KiZmllsfj7n7iWHGyx4LzQWEfpwktRlxM+olVOeu6AxXM0brMaN1n5VjCwTJAh+80eBzdw9RsWxcPe15WRfMNpFv5wa7dz+tKzfhz1fxntPB0LucmI25e4fFF+8s0Q0NsJQ9mSw+Zs6e6zH1CslV3sGL4jZkfzwxZIIuU4RMESKhb+BXzOEaUVLM26qTF6NKkmS9wo57Ok3VvdMzglqTVOWC/vBr2+zap3PP0xHH5mO6oYemmWqRpCmD+2IhZuTdW839kOazeM+TJdMIIx0/KPMfXrUInOB9Xxhn/7RHkqZkWZzrLA10qWMZFiXXpVxyqDoaDcujYXr87PVNvv3sIjsPROw7VqHk6sw1JSuqOtdeunlq+7mX/ebUdPyp0ZHqP0cp/uNhwu90/Z/f/QOWrb3y6Si2p1aMdq55es+Cs201JNo8n/pmxgsH6mxf6XHpWRobVna4/amYZ/ZUWV7VGGtIhusmow2NsaGYieEuaybmiJjjfX/r8pX7Rxn2bGqWyv8pTOx7blVWkdGprM+8PI/TdSJF4HICqiU19+89FvLnN1p8+rYyn76tzKl5HaQO0kAIA1fP3Wj1nFiVe5X3HWhlbtCfW9ENum7Z/bgW1/E5PZ9w6wMuJ2ZdNFOhM2rN3RdM9CkGakFl5HPzUmFG2kNnTD1G12OkSKh7CVefE3DOpoCz1nY5NZly/JRJnMOHeh59og8elgtRuNF37C0S6nQ9I4wM/NDmvHUR9XKLB3ZJphdNDE2dSQrTfV1XlndlL2KhE/L8/jJJqCOEx9XnZFywdYEXT2b4gcHGlS2a0erZy89Z/d+jzpFPrVy7/Z+rDP/5Chzg6zfdwM/+3OufNS3v6NoxeT0csW74tk7YLXPlNoeLz47YsrZF05/nw18tYaY2q0YEY0MmYw3B2FDM8pEuy4bn8NN53v+lCnc8MsqqmsHqRopjQTcGMk0JHXKliG1JHFuoeG9bEbg8J1YkLicPvaLJl+/L+JOv1LjhrlH2HK3STQRlJySJMrLUQBgGttRwCwGz2TcHNc2BAs957M4SSzll9WbnVF/H8Tk1l3LrAw4nZi1Sw0AXoic70we4IUs3sPT4MwoBys8Qep4/ZCijfKmHNDtQsk02LDe4bGvK+mVdLCNg70mTTmxi5hi5PkiOymkGipyWL6fshJIbohExPW8zPV8miGzOWZswVm/x2D6Ya9uIDIw8tEpKHVMXVL2UDasWuW+XyYlJQbuTEUUeG5YJtq5t8cjzCZXalubaNWP/eaYZfO7Ka37w72vj+Pe6/llGlMHrwnV6OlyvfHHPoTS+5/E1f13ST9mbNlu85pIWJ+dbHDqtM98VNJsOG4c1Ruo6o3XJeCNmxWiHieE5bnqow02PDHPiVJV1DcGKIVg2YrF90yJ37wq578kyNUfrLTR0WVhB9GVvReqD6wRUSi2++WjKez86xnxco1rVydCQMuT3f36ePQcEtz2WseekRWIopKAnEhg8xBYHWVGMJ/18HTMvPssMsEwfww7IDIEWpxAEZLZOW7q4UuvxuaMeqqE41WnOq+7h1ANjSZGqZugxLxxJ+ebjZV44YPFbPxuhZTU0Ui7f2uH8rYvMdQW3PayzIC1sXcOKwIpyRX6sYMniUJtliq7rOQF3PxPw4NMltq+1WT5q0g0MXnveHJtXzXHTIwG33DuKRobQYqTUsEydildizYom65ZHdBYNdLPFt58qYeoVVi9LedVlq4O5zvKfe+ZA40bT6Kb/yPJ65Qt85Vk/xl9/5jNJqTR+o+ulybUXu39Tt47a7WCBp3dXuGybBlmX8YrO8mGdZSMGy0ZiVox1WDYyx80PdfjwV+ukUYUNIxkrhjUmRkzWrxCcsz5ix9GAIPIgj+8oCFbF4dLSU8zcT8WxQjy7w/GZgI9+Y4SFqMHyqmDESynZgq3rLC7fWOWtly/g2Iv84d9USWyzb3dc2EEMHjjFwPJELyJICh1piOd0me8GfOjLHsenJT/3zhZvnPb5+M1DnGjrNKWJG2nYeo6k5IfOfpEXqXV57k9REppKYTCskBvvt/mLv11OpWbwtXtjzlrtUnJD6mWb0SHJu9/Y4rn9cxybH8HThYqHiTLCSOsdNqNIsf/S/CxsmyEzLdhxQODImCQxSVOXLIUNy+CX3z5PmqKKXMtAi5BCwzFNXKeKmXWJMLhgI9zb7fD0Phhftjl49Wve0azWJh6Kwm4yMTr0z11+/zSLnu91/eRP/ARdfzb5nx/pfOXSC9a/26it47aHy2xaYdJNfG5+sMqqIYPNq3U2rgpYv6LJspFZbnmkwx9/pQ5xmY2jGcuHNEYbBhPDkmXDIWWvi0ahVilydkTfd9DInbHMRKnx7QDD7vDHN5Z4fOcIE1XBsnLKsjpsXik5e3WFhcURsrDCOesSanWfOOn7UfUjPbT+plQWa3R1gDP1FFNX8KPndGlGPn90Q43f/8RKnnm+xjlb4b0/FfDrPzrNmDNLK4hp5UuZYuGjoMHioJkHwRbWbkUHz9TNNDOf8dSBEr4oMexYPL+vyu5DLienPabnS0zNVrh8q8WvvnMWI+qwGGp0Iw0/36KqV650j5QKJ4pFnkmf0gwSTs4mnJqOOTktOT7pcvBEHZnV+a/vWOTNV5/m0HzKgVMZB44H7Dmccux0ie+7QqJZPnsOW7zmAskF5411fMZ+fNWq1dsrVedkpdb4lyi9f/4OXlw/9h9+kvlWkLmOech9bv+++fkv1Ove3uG/vc8g823O3SZZOdHCczssG2ly6+MxH/rKECQl1g5njNU0hmoGI3WdkVrC8pE2hyYDHtldxjEErpnl9su5l7g1aPmmVvFlr8vTezNuf3II2zYYdhJqXqaWSGUdXYIf6rS7FpeePc/GFQFP7x1IQ2NAyzhgm9DDmQu5mxnjWAFh7POBL1b49O3LsSsWbslmftpkphryo69pEiez/N7nLZphnYohCJOUaGA8GUyNGEyPKJRAhszYfUTw9HMlKraGa6hCnV0E1zZ687ptRVx33hznbp7niX0ubUtQijXCSJl2BmGGH6T4pkbX1+gGEj+0uHRLm2885nN81qTqRlhmYeJpI7QaK8cyfvUd83RDjVseHsMrx4iZGLHX5TWXlPj+K+a46d4U0169cNnZq/7TJVcf/tJHP/0F/tNP/9i/VNn9y3Tw4pLSRBc8eOl5GzdNRyt/LbSum2lUR9myKmPZWJtbHg246X6LnYcEn/pmDT0ps3EkY7SqMVTVGa4ZDFUzhmshQ7UWU82UmXmHukOuCJL5S4kMrAGvbdsKEVqXL9/vMTdfYshJqThQcgQlR+I5AsOAIlVBDvhgLxXoLiUvFfiy1PtuAJYR49g+33xc8olbxijbFtvGUtY2HI6eGOPAsSEWWnV++k0Zb7pkjjCM6MQQDa7Oe3k/ff1m78ciA6hwkUL0pGZRnNLpZjTbGs22TrNj0mw7DFVs3nl1i4wurUg9McJEJUUEYUonSJR8rKvR7OgsthxGKgajlS7TzYSZxZTZhZDp+YzJOZ3JOZuDJxoQj/Iz1wdsX9Pm7VeFvOGKFkdmfJ7bB441xn/8D5fP/PgPNH7pkgtmP//ofav+RYsb/gU7OEDZ0VQFAb/3a2/5DOj6quWP/uGBF741cteOAEurcNW2kAeec9DjEueuhjDK8BzJUFUtfBqVmOGaTzfqcu+zNmloMtKAiieplnRq5YyKq5iChp72UstcO2THAbjlwRqmIalYeTy4LXBtiW2pyBJdKs+PMIYok7m9WF/n2Jd2aQMpxcWmUNFuTSMky3z+5u46me4w6mYMldTnavs6c4s2rh3hOiV+5LomX32wSzuuECaa0mwmeSxKOhCPkqISgxPRw8OTVJn66LoinUWJ4pv4QUrHF7S7gk5XPZH8wOGtV3T44v1NnnvRI3S1nBoAfpiRoWYxXTdwLMH0vMWGsstV5zR56kDIVNOmZKfoeoQudUqOild87kCF0YbgNdt9Hnl2mGvOdbnynBYnpkcZXfW6qeVrL/uNqTD+TGms9i9a2MX1L9rBBy9NGwb0T77muqt+c93W66bq3hBnr20zPDTHnsM2F2+02bo+oZskOLbO+hUpq8Z8XCeh5PrsO5Fw/44SDVfQqKhow5F6xvKRkJVjXWwrUX54KCObshtw66MWsy2PigmulefeDwS9WmbaYxc+tkvn2Ekb28hyaC3301viO1hYMGR9IxyZYpsRh6cyXjhWwjMFJUtBmFIqlmA3EHR8lXi2Yblg7XgLP0oJ841iobxf6l9Iz5xTka8kfqCzejzj/G0d/FjdlEVH9oOMTiDo+JKOr9PxLSqeyVsvbRF1Y8JE6/kF+mHGsemMU7MxM/MRMwsa0wsm860S154D61d0WPQz2kHG0cmYgydiOn6GabbZebDLk7sabFphcWwx4Mk9IRV3mB9467VT67dc/Zu2qX9y7cpXprhf0QJXRV5iZoZPnLvtiv/+4+987dxCNMpdjxt4userLwrZuGqR0SqsGtcolxfYfSSi62s0Owk33mczt+AyUcuolQ1GahorRkPWLZ9l76k2ew5rtLuSNNOwrZQjpxOeO+gghEGpSJnIs4CK7J+ChOVYAS+elMzNOVTMflisLrV+AjBLf1SdXK3mHSvk6w/bLDZtSoW7Vn5zpJkSMoShJAgNqp7OWy9vk4SpGlFSXhJBWDjR9ru0IIwk3cBgpKazcSIgjNI8pCojiBL8MMMPNPxQ4Ifq78axxdlrY5ZPdOlGClZ1LMHGVYI1Kzvsn0w4OR0zPR8xuyg4NWMzVHJ517VtSl6MY0k2rU2YDXyOns6YnLfYfzLm20+ndDol3nhxwGXn1Vm7+Q1zF150zX8fbaSfGBu2X8kS+5cdUV7uGh72iOLgs7Z94ezynafXt2ob/sgzHzOCpMuB4zolx+HSbQvc8VTAsZMu65elJAQ8d6jEeFmjVhLUK5LRRsLKsQXu3dnhxnsanL1co1GRZIBrxTx/OGP/YRdXqMOYNRB2Zfc2eGpWD5OQPScddEunNOBvaOpqTQ9LY7qh38WlSDDMiLmWRZoauQooQwqV9Z5mCgqMEkEY6wjNoO5GpHFMmMp8Xd7fffTslzOFpkSRKlgr1PEDk1bHYcNEB93waUUefqRCqoIoVTk3kcq66QY6UWSxZVWLFaNddu2voGngWII1yyRvWBdh2F0eeaaBa8dUPEm9bDA1X+bsVV00GZJmFuet16nX5rn7Mcm65RZrl8U82+6w70jG97/psihJS79+7kUXHdA081ZNM1/p8nplO3hxGbqVHjw8fcsbX/d9f3HJ+Wf94qatlyUnZ9w06OpsXA4HJwMOHnPZvEJntNHiW89Ioq7LRA2qJZ1GBSaGu2j6HF95wENPLcpuYbaeYBgBi4FGqFm4Zt9WwuyFXZErfGJcK2TPkZS7HqtRdjRKlkrjdW2F0Eipxoc4zVONl9icqxEliDI6oY6QfXVNz4qhGDUKAUOsY5kZwozysaGfB9Ezjs/5NUmixpt2V9LuGnR8g1bH5vqLUjavbtMMNfwQglCNKUEEQagRhiptzQ9NssSg6gSESYIfq8Nssy3Q0jLvuDIk1rqcmMuYaybMtzROzzo4eolXndfh1GLEvsM6G8Ztlk902HdMYOomW9Za6XXXXJYMjZ37i1dc9Y6/6LSmbjEM8599ifN3uf5VFDjAuds3cHLyUFipDn12YnzNWR1x3m8tn1jD+pVTfOsJnUbJ5bzNHb71bMzN9zQYLwkqjobnCBqVlJVjC9zxtE5r0WPlsKBeFpTdmHrZB63DVx4oM9+yKVmDCcdFcWe9Tadj+3z8Gw4zTZeapcwiy45GtSSplQ2EptEJUvwgIYpT0kIogDp8OlbCM/sE9z3mYeW+JoWTrPLe1HoRe3EiSFPJay8J2b7Rpxv2qb+aVpC4lATOs1OyLGNuUTC7KFls67Q6Ju2ORdWz+Pk3zROEMe1II4ggjNL8pRFEgjDS6fg6Fc/i+6/qkmodptuCVidldjHj6GmHulfmdRc2OTKTMN9MaHUyFts6Mws13nmlxZXnt3niQMzsvMf1F8a8cGSRWnmCt1y36bfWrFl/1rJlI5+dnXsxHJ3Y8EqXU+/6V1PgAJdccDbnbNvQffC5xb3/87+++w9/8E2V39XddUnFqrJ9bcQjewIeebbCVVsdNqzUWQzAtmCsEXB60efuJyqMVyTjQzojjYzxoS7V8jxfesDg3p0NXF1i5cQmXeYSs2I8ycXBLd/n+KyNa+pUrIySowz9h2oG525KWTbRZXIhodlRBRTn0B15HLeUKWGc0Q4NjAKBEf3ZvRcyNZDi4Jkado6EFG2vEG1YBlS9hNFGhyMzLZ7Zr6C6+aak2VE5N52uw7JGhut2aAaqi/cLXEWcxIlGFEmCwObyrZJ3XjPPbDfi5AJMz0WcmBJMzpR5zXmC4XqX0/MKHy85IXsPZzz0zBDXnGVx8bYFntkf4/u14NILJqYng+W/e/WrL/jDqnlir1fZ0B0aPfuVLqMl17+qAi+u3/7lt9Kd/PNk+ab/8tuXX/Nf3veu73t1MDpu8fx+i+vPT7n07A6NoZBmpOHZGfVqmwd36vhtm1WjOivHNNYv6zA6NMtXH0r54N+OY0Q2ZVMVpJZ31n4HVwVeL/vcs0Pw/L4KdTvDszI8W1Au6QzXNDatbGN5bU4tprS6SkuZ5i1XqRmVwY6hpwgpe8iLFEvT15TxvTZgcq+TxJkKC8gV7OTUXNPIKLsxI40m82GLfSdiZucjFtrQ6khavkGra3PuOnj1BYvMtKEbKWQkiFLCuOCYKLesTmAiaPBrPxDzfVdNc3wh5uDplGOTMYdPWXhWmSvP7jLdTun4GbYVMrUQ8PDuiDses7lwo45dqSDdc+7VjdbKMLN/7zffvz+Z2Pgjr3TZvOz1ih8yv9PljP4iUzNNxkeT/9m45hpx7NjY5S8ev0M45fnL9xye0zttWFG3GR/KmG36PPSMx3DZYN0KyeY1Her1ab75uM8H/naIkuFy/iaNzOjyzEGTJFM0UdPUlNmQleBaESk++04YJMKkZKnUAcdSC6RqKaXiBRgyIIhKhJE6LBbcEE0rglYTgkQj1QSmIJ/BlasrmpajIUu9wIWUWHpClqWk6UAmWz6DK25LRJbBYjdjsZNQ7aR0Ag3f1+n6FmXPZvMyn9tERCvQVYGHqoPHsSruTPN5dLeOToNzNuj8xg+dQpcp9z01jDym6MYjNY8rz+7yzP4Op2ZNTk5bOG6b1WMhuluLJxfGH/6JH3pjum712ic17V3+8NA/D4/7n+r6V9nBi2tkqIym1bCc6m/+zZ2Tr1q0L35zYF7+5VWrNqXNtsv2tRGNqs+je006XZuNK0zO29gmFTN8/Bs6X3ugQcUwWNnQOGeDzi/9QId6LUbTlM2xk/uxOFZM2Qtp+QHfeKSCROKYyvrAMgWOSU65DbHMuFeoQD6a5HpNPSFOEr75mMOir2MZWV95n3sFqtwaeq5VYaQs0a6/tAsyIUy0HsGq2FWKHEUJw4R2oDprN0gVDBgJuoFOllq86dKQktthzhf4IWr9HqQEkTq8Ti5kfOhGl2f2So5NlegELt9/eczPvGmRTG/z7MGQfUd0PNPhgs0JU4sJT+/JWDFismb1+vQnvm/7l3/2hze8ef3wC68aGa699197ccO/4g5+5vXbv/AWWvMHmp5n/5e9+1fv1+RTZ6fJ3Nv3HX2B05MZq0dMLju7A3Kaj3+9xMxMhbddE3Jips2eFz1G6xlREmGJDM/UKLmSkgeeo9y0ym6Xbz8rmfNdymYuQpCFrRzYVoKmRTQDLU+Fo0fy6vuJZKRpytP7XKJQYlfzXE5DCQqEphY5QaQRRgrLDiKJqQvOW++jiYQwNXrStYJsFacqFttzQmIy/IglyvswFnR8C880uXhTi7ufrtAKoORntDoxzbag1ZG4JYljBEzOO/iBxtceqHBy0uUHrkpZVm/xyVubPPaCxkjDZbzmMz3SYvW6zdjl+k1XnHfRTkoTH37+pN88b9uaV7oc/s7Xv5kCByjV1gNMP/zs0f+97dIfWO3P7Wf61Mjbnz20i7PXNLHtOW5/xKNu66xYm7FlRUSaRJxwBRPDXR54XodQMjqsM9YQjNQiKqUwV/p0efgFl6BrUXMVlKcsFNSY4Fopp+cyHnjKIo1F7hhb+KAozosuE3QZY5paj49uG+BYiiNj6IIwUq3fNhWeXURbB4EgSdWBsM/yU5ztIFTih+vOD7j3mZhOIEmSPLkMdaN1fYtaxeXyrQG3PRLRDE28boq+oJIqGhWdzRWbK7a32bknpdUWTM9L9h3RePaAi+vC6y8Juf3RRZ7YbfO6y4dZtWY752zbctPWs1b/Ckn3sKaPv9Il8Pe+/k0VeHFdfs5K0nD2sGac9d/37TU+Oz6x9ZeN5MlrbrlrL46eIqptQt/i8JTGY3ss1o3CVDPk7idt6p7JptWC5aNtbCthpN7FNlMef8Fk5wGX5RWNNaMw30lo+7oyxxRqy+lHKSdnDQxN68nXHCvDdVQqhK4nvdWmLpQRv20Jyq5kYlhDSJ/n9qUIzcDQdSqe6uJJInvZmWGap88FilPSDcEPJGlqMNEA24wJQrvn6OU5MX7kc/qYy+px2LZ2igu2BJw6aTKZqaSME7MpQtiM1l1efX6TE6c7HDld5tLNAd2WiuKeXWzTapZ581UGXXk2m885+z6E/eFKff2zR45Hh1evWP5Kf9v/Qde/yQIHEGYDYH+WZfs3ws4De2cmXv/6i/7STJ7dcMOtT0rbhIyU+ZbHqu0xQnYxRYmNKw3WrWjx7WcTtq0UoMU0WyVm2xlzswarhySvvyThwEyX+54osyH35DP0BGEmOLZEhKoDu7ag7KUMV32Gah10kRLFBnGsUBVTzwvck6wcDYnFAt94wkTGagPbDRT3OqPI+JEkCZxuKlVN2U2Un3io4Yc6ncDA91OyVFFqhciolQPueCbh+DGdt17hsXL5PGevTFlZzpjvJowNaWxc3eb+pzRG6xbbNpZJiDhyOmP7Jpsgg2Ynwy45eGMXJde/esv+F051/uOW7ZeeTFL2eqb2j/xOvbLXv9kCLy6VXsbeTnth77Llyes7zWz5z/3YJV9+4fn7KlPTO73l9YyRus+DL5gMlRzO2RARZXNMTQ3DioQHnhWUTYdKPVSsxYpgYjjmeDsjTBSL0NQzLDPi6FyKH0lcS8O2BWUXhqohmbbA4dMdXLNGo6yxciRk3xG1nrdNQcmBejmkk3ZoBRpZx6LdTfFDSZwKwgiOTlk0bJ2RcorltQh9g9lFi6FKqshSXR3LlIwORZw6qZQ4aQq6TFj04eRMyvS8oFGz0TLB+gkDp9zh0FGLZXUbw2rx3Is648MOF2xc5NHnIo5PGgw3NCrDm9qvf921i4dORe9sjKw9fu2EPGzr/7YLu7j+zRd4cblelSxLDzveZUfrQ51tM63kMmvoso9NLDsYt5o7GouLi+Vz1sPa5bN88g6HmmfQDBIeet7jJ1+ToHsJJcdUHohOhGNGOLrAsjRKbkrJDbj1GwZHTulcuDLDsQQVL2O43uHhFxI+c9sy3nmVwxsvX+Bdr2rz9J4EUOoi184oeyFZ4ONHNoEP3SAliHTIYK6lceM9HhVD8OrtOt//6oRP3hHy5HMG452EbqDT9nW2r0x58+Ut/vjzddpdgR9AEOpEUUAnSGl2JAsdi7lORhRo/OglMVMzkoWmw9XntfnsNyKWvWiwbaPL9i3l5poN587+yI+t0Jtd+e6St+mRs7ZYC2lGWvBt/j1c/6phwr/vpWkCTdPSB3fOzUl7+e2GVd90/Pkb1591wc/+3muvueb5C872dhybqvtVu8pYPWa02mL1sEG9FjK9GKGlqitnRJycTGmUoFbWGK13KbmLrFsWUHZShFDclFo5Rtc7HJ+GsmWRZWpxY0hUPoKmDqJlN8YwurT9gJLn003UJjSKs3wtTx7FDRoa7XaJVSMRQRYz30rpdlPSTKPV0ThyIqUThJxeVCGrc02TdSMBmhbT7GgIJGPVgOmFkEMnShyfzTg+mWEbDS7dXvObDO9Ytfqa53/9F3/y9z7wZ7esr1aqm1avHL19qHFsTtO0f1fFDf+OOvjgdc0FK0BtvTs7dh9GSv2PdKn/UW3kPNkYr/yFM9zZ1Jo/ctXO/S/KzSs1Ts5n3PW4TZqmlNyMZhBzzzM1LlkjGR+KiWnyxXsUNfe89T5hy6bkwvhQl4VOwB2Pl1hRVlk8uh5yal7QjQRxqhCORjXkyHTINx4Z4S0XJdyadJlte6SJ2nzaRsRYPWVmJsEPDdq+zvUXR3zt0YST8xnruylpmvLsQcHp6TrvujZg16GMU3M6k7MGV283uOvJhFZXydwu25YSBBHHp1xedb4GYn2y7azVD6zeUN47Pdf6BSHCxHUcbvvS72a6ta7zSn+//jmvf5cFPnidt3U10BPGx3Gw8PPnmmb92PGZ399x6NvmxrF9SZLVL/jR16UXHjk2hWu12XUoZMNImVo5I85Cvnq/5MCRYX7ouogrzlrkqV1QKydMt7qEsc6V20KOHtOolVKeP5LytQeGuPysiLlpDSkzNBHxxB7JiVNDvOrsiAs3LfDETjvHxCMeet7i7VdkZHGH+ZZNmsBDz1mMVlIiO2S+JZlvazy2v4yhVXnLJQEbVy3y9E6DmXmHA0crrBufZ2pe56kXSxj2GjZv4Mm5ufipN1w9JmvL3xSmYvy9pP7cxFjllf6W/Ite/+4L/CX/YKsKMAf8J4Bv330fSSKuWbts/vrR8e47K66/+bHdXa469wDtTsRiO2Z2XuPctW3IJFlq4dkaE0NtvvGYydmrHa4+e44bjmvUSjFPHTYQkccPvbbNx25TpvVxGvH8QRstk5DB1tWCp3YnxElKEMd89d4GP/n6hE2rfXbuVePNfc95rKhYbF7rc9djFp2uhoZFGKc8vFNjxZhaUqVCsPd4jXe+YRv7jjdYu9zeM991v7x9XfmOKEnv23zBVa/0l/yV/X6/0m/glb5efd01APdNTc/fd+Godr9j+uvHV8ynu54+mXbjytrVq+q/MTR8goon6bQmiedP41kGnWiBOKjS8GDvMYAMywypezGupTHftmnHAl3PODIJcWCweiTl6KTBigmLNeMxcZJiGyk1V9DxBTPNiE4Qk6YpG5YHvHjIwdAMsmye07Ml/CCiXKnjNcboEHLBxSsgmvnDnfuaB1etf53Yem5d1MvGAeB2t1R7pb+0/yqu/9cXeHGNDNcAbi9+nWUHAbM2NXnq4SgykVJE1cq2/7p+S/S6TtciynzWnnyWQ9PTPLK7TtnRadR0rFmfVsen3dHohimGjInCkGUNyVlr5/n2MyWCVBKmGQvtkCQJEcSYeoigQ0YDw8x4w8WC+2SIYS3jV3/uLNDKdOKUTlfemaadPyZNjXUbtlKujd936TXh/KaN//TOrP8erv+vwL/DpWlrAeaBmwE6reMAL3T9eCxJRHp8JqVSPsKLJ+eZbZk0yhJDj6OrLrn2d4SuvWV8NImuuFBj65aEWrnFihUuY/WQo75LuaaxWo9oOAbjyztccoHD0IQ0tgjj68/u2fU7ui6N5SMGK8cydLPKZRddwELbISETcSJPQ3Zww5plr/SX6N/E9e8LE3qFr8XJbyGFNnbnQzNVz46zZw5rXLxOFfjsgkutFPHgLpuqpzHbiqg5Budt9HnugM34iKWdaC5b0MhO//j3X/5K/1P+3Vz/D1HfvsvhDhBbAAAAJXRFWHRkYXRlOmNyZWF0ZQAyMDIwLTExLTA3VDE4OjAzOjE5KzAwOjAwNunpzAAAACV0RVh0ZGF0ZTptb2RpZnkAMjAyMC0xMS0wN1QxODowMzoxOSswMDowMEe0UXAAAAA5dEVYdFNvZnR3YXJlAG1hdHBsb3RsaWIgdmVyc2lvbiAyLjIuNSwgaHR0cDovL21hdHBsb3RsaWIub3JnL0jPKKMAAAAASUVORK5CYII=', 'weight': 15}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 24203000
    {'hecke_orbit_code': 137690611811, 'n': 1, 'trace_an': 1}
  • id: 24203001
    {'hecke_orbit_code': 137690611811, 'n': 2, 'trace_an': 0}
  • id: 24203002
    {'hecke_orbit_code': 137690611811, 'n': 3, 'trace_an': 0}
  • id: 24203003
    {'hecke_orbit_code': 137690611811, 'n': 4, 'trace_an': 16384}
  • id: 24203004
    {'hecke_orbit_code': 137690611811, 'n': 5, 'trace_an': -100799}
  • id: 24203005
    {'hecke_orbit_code': 137690611811, 'n': 6, 'trace_an': 0}
  • id: 24203006
    {'hecke_orbit_code': 137690611811, 'n': 7, 'trace_an': 0}
  • id: 24203007
    {'hecke_orbit_code': 137690611811, 'n': 8, 'trace_an': 0}
  • id: 24203008
    {'hecke_orbit_code': 137690611811, 'n': 9, 'trace_an': 0}
  • id: 24203009
    {'hecke_orbit_code': 137690611811, 'n': 10, 'trace_an': 0}
  • id: 24203010
    {'hecke_orbit_code': 137690611811, 'n': 11, 'trace_an': 19487171}
  • id: 24203011
    {'hecke_orbit_code': 137690611811, 'n': 12, 'trace_an': 0}
  • id: 24203012
    {'hecke_orbit_code': 137690611811, 'n': 13, 'trace_an': 0}
  • id: 24203013
    {'hecke_orbit_code': 137690611811, 'n': 14, 'trace_an': 0}
  • id: 24203014
    {'hecke_orbit_code': 137690611811, 'n': 15, 'trace_an': 0}
  • id: 24203015
    {'hecke_orbit_code': 137690611811, 'n': 16, 'trace_an': 268435456}
  • id: 24203016
    {'hecke_orbit_code': 137690611811, 'n': 17, 'trace_an': 0}
  • id: 24203017
    {'hecke_orbit_code': 137690611811, 'n': 18, 'trace_an': 0}
  • id: 24203018
    {'hecke_orbit_code': 137690611811, 'n': 19, 'trace_an': 0}
  • id: 24203019
    {'hecke_orbit_code': 137690611811, 'n': 20, 'trace_an': -1651490816}
  • id: 24203020
    {'hecke_orbit_code': 137690611811, 'n': 21, 'trace_an': 0}
  • id: 24203021
    {'hecke_orbit_code': 137690611811, 'n': 22, 'trace_an': 0}
  • id: 24203022
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