Embedded newform data - 18.7.d.a.5.6

Formats: - HTML - YAML - JSON - 2024-04-20T02:35:10.942231

• 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': 882, 'analytic_conductor': 4.1409735051573175, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 9, 'char_degree': 2, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 6, 'char_parity': -1, 'char_values': [18, 6, [11], [5]], 'cm_discs': [], 'conrey_index': 5, 'conrey_indexes': [5, 11], 'dim': 12, 'field_disc': 4388732603603417970350751744, 'field_disc_factorization': [[2, 18], [3, 6], [39667, 2], [120811, 2]], 'field_poly': [10453017600, 0, 1832032512, 0, 117603792, 0, 3491832, 0, 51793, 0, 370, 0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'has_non_self_twist': 1, 'hecke_cutters': [], 'hecke_orbit': 1, 'hecke_orbit_code': 206275870738, 'hecke_ring_generator_nbound': 5, 'hecke_ring_index': 60466176, 'hecke_ring_index_factorization': [[2, 10], [3, 10]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 9, 4, -1, 6, 0]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '18.7.d.a', 'level': 18, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'minimal_twist': '18.7.d.a', 'prim_orbit_index': 4, 'qexp_display': 'q-\\beta _{3}q^{2}+(-6+4\\beta _{1}+\\beta _{2}-\\beta _{3}+\\beta _{7}+\\cdots)q^{3}+\\cdots', 'related_objects': [], 'relative_dim': 6, 'rm_discs': [], 'sato_tate_group': '6.2.3.c6', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '18.7.d', 'trace_display': [0, -42, 432, 240], 'trace_hash': 18777838485364469, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '10.842', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '445.016', 'prec': 24}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '30397.168', 'prec': 30}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.172', 'prec': 17}, 'traces': [12, 0, -42, 192, 432, -144, 240, 0, 2190, 0, 378, 384, 1680, -4752, -10872, -6144, 0, -2976, -2820, 13824, 24876, -3600, -76248, -6144, 8094, 0, 127008, 15360, 97092, 34272, 21480, 0, -246258, -27360, 0, 38208, -25536, 97632, 42204, 0, -410562, -222144, 71430, 0, 13716, -135072, 347652, 55296, -135954, 311040, 336402, -53760, 0, -173520, 580392, -152064, -522282, 159264, 369738, -170496, 135744, 0, -103800, -393216, -753840, 909216, -289938, 744768, 2059272, 155952, 0, -374784, -977700, -2197152, -2115342, -45120, -159192, -631488, -764796, 0, -1428282, 1073088, 396900, 1441536, 1619568, 3264624, 3072636, 115200, 0, -1987200, 355584, -2439936, -2526576, -736848, -2089260, -49152, -38874, 0, 4398804, 518016, 6278256, 6363648, -1410708, 967680, -928404, 156960, 0, -245952, -1079976, -7759152, 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• mf_hecke_cc •

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

  
  {'an_normalized': [[1.0, 0.0], [0.6123724356957945, -0.3535533905932738], [0.949944315656718, -0.3124192650133628], [0.25, -0.4330127018922193], [0.012781671163077211, 0.007379501286695905], [0.4712628239219461, -0.5271729799497626], [0.018495933218099846, 0.03203589606714986], [0.0, -0.3535533905932738], [0.8047884056970204, -0.5935618098021874], [0.010436190803195055, 0.0], [-0.03742152024620406, 0.021605324787630945], [0.10220456884756195, -0.4894427710230114], [-0.6423189198464758, 1.1125290038368574], [0.022652799350469117, 0.013078599802891923], [0.014447374234113288, 0.0030168749892671345], [-0.125, -0.21650635094610965], [0.0, 1.4698077338810667], [0.28297444583417636, -0.6480165607489061], [-1.5524621115449866, 0.0], [0.0063908355815386056, -0.0036897506433479525], [0.027578737726643654, 0.02465383150422342], [-0.015277271667071646, 0.026461010728400573], [0.9512559622014407, 0.5492078858452383], [-0.11045689043213297, -0.33585603367523975], [-0.4998910859215193, 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-0.13969660076356152], 'char_orbit_index': 4, 'conrey_index': 5, 'dual_conrey_index': 11, 'dual_embedding_index': 6, 'dual_embedding_m': 12, 'embedding_index': 6, 'embedding_m': 6, 'embedding_root_imag': -3.8752659402314653, 'embedding_root_real': 0.0, 'hecke_orbit': 1, 'hecke_orbit_code': 206275870738, 'label': '18.7.d.a.5.6', 'level': 18, 'weight': 7}
• 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': 882, 'analytic_conductor': 4.1409735051573175, 'char_conductor': 9, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 6, 'char_parity': -1, 'char_values': [18, 6, [11], [5]], 'conrey_index': 5, 'cusp_dim': 32, 'dim': 12, 'eis_dim': 8, 'eis_new_dim': 0, 'hecke_cutter_primes': [], 'hecke_orbit_code': 206275870738, 'hecke_orbit_dims': [12], 'label': '18.7.d', 'level': 18, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'mf_dim': 40, 'mf_new_dim': 12, 'num_forms': 1, 'prim_orbit_index': 4, 'relative_dim': 6, 'sturm_bound': 21, 'trace_bound': 0, 'trace_display': [0, -42, 432, 240], 'traces': [12, 0, -42, 192, 432, -144, 240, 0, 2190, 0, 378, 384, 1680, -4752, -10872, -6144, 0, -2976, -2820, 13824, 24876, -3600, -76248, -6144, 8094, 0, 127008, 15360, 97092, 34272, 21480, 0, -246258, -27360, 0, 38208, -25536, 97632, 42204, 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573672984, -1569142800, -1803233988, -185384448, 0, 436458912, 502404552, -205514496, -210222648, -359408016, 518199660, 211255296, -113847924, 0, 277603290, 628421760, 474935508, -1284050592, -876441084, -802317312, -381031722, 84616416, 0, 922423488, 137317464, 706726512, 1160155200, 73144320, 968195484, 1324407456, 1239020160, 0, -743650596, 1774433376, -695503152, 92588544, 513451278, -515681856, 86703282, 274651008, 0, -485459136, -1718922984, -12386304, 1973000052, -766880928, 1468483452, 659736000, -656535612, 0, 664451772, -753776640, -624023136, -1624180896, -505403172, -462737664, 825747408, -675487296, 0, -171970560, 479336304, 1502827776, 650186442, -306883200, 1059532596, 1200552384, -459079608, 0, -612294444, 1523168064, -1271349378, -605322624, -478858836, -574264080, -514820880, 69156864, 0, 241320384, 1442740812, 17705088, -627342456, 1452003264, 2577376584, 387019776, 1081884816, 0, -2362066992, 984991104, -3006896148, -1306520208, 1906043208, -355995648, 833000238, 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1372446000, 3000788376, 208244736, 752676492, 2376839232, 60647076, 237133440, 1732326792, 0, -1297404, 196227072, 3758145336, 11615904, -52392558, -1643438592, -883928520, 699531840, 0, -87736320, -1777718664, 527842656, 363618192, -25247616, 75263148, -776408112, -507131700, 0, 2510616624, -4796854272, 38985516, 1539952896, -1898556168, 258047856, -2203002432, -297160704, 0, -1005366528, -2132982948, -934215552, -473212260, -2641055184, -7702538076, -412723200, -1126708008, 0, -1760196474, 1471564032, 2521024560, 1664222112, 1677147552, 155713536, -266329800, 765060768, 0, -1230136512, 4185541296, 1670332752, -530333292, 488171520, -384856380, -371901984, 1413524094, 0, 5704857216, 1196568288, 1547831592, 119789568, 1442692836, 2897412768, -1634683284, 1039934976, 0, -686688192, -2952423840, -1631798784, -3868928310, 425627424, -2474760492, -1836949248, -140488212, 0, -1942252248, -326172672, -607514904, 980633376, -2109546738, 698037696, -3510186696, -3319689600, 0, 947023872, -4987473312, -3222346752, -597087414, -1928893824, 3227104692, -1217417088, -1186331292, 0, 3027549420, 4671487872, 1833840162, 677059584, 2585753940, 2897807616, 2456690760, 473978880, 0, 203428512, 5599869768, 815215104, -823673124, 2331047088, -811210572, 356253696, 1954443366, 0, -3040383618, -3188352, 3851157420, 3740089392, 2070739716, 2689459200, 3748213782, 2608076448, 0, -1519933248, -1262169672, -5918252256, 1589613072, 139001856, -3909801258, -1139203584, -676391796, 0, 1990199760, -4124262816, 2559110220, -905255424, -4607294688, -130846752, 7329501252, -2112115200, 0, -2246075568, -3569265408, -1193066496, -6080184144, -3469891680, -1316330460, 718867584, -1976270412, 0, 727634880, 2000609280], 'weight': 7, 'weight_parity': -1}
• mf_twists_cc •

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

  
  
  • id: 2233245
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 5, 'source_dim': 12, 'source_embedding_index': 6, 'source_hecke_orbit_code': 206275870738, 'source_is_minimal': True, 'source_label': '18.7.d.a.5.6', 'source_level': 18, 'target_conrey_index': 5, 'target_dim': 12, 'target_embedding_index': 6, 'target_hecke_orbit_code': 206275870738, 'target_is_minimal': True, 'target_label': '18.7.d.a.5.6', 'target_level': 18, 'twist_class_label': '18.7.d.a.5.6', 'twist_class_level': 18, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 7}
  • id: 2233246
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 5, 'source_dim': 12, 'source_embedding_index': 6, 'source_hecke_orbit_code': 206275870738, 'source_is_minimal': True, 'source_label': '18.7.d.a.5.6', 'source_level': 18, 'target_conrey_index': 17, 'target_dim': 12, 'target_embedding_index': 2, 'target_hecke_orbit_code': 206275870774, 'target_is_minimal': False, 'target_label': '54.7.d.a.17.2', 'target_level': 54, 'twist_class_label': '18.7.d.a.5.6', 'twist_class_level': 18, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 7}
  • id: 2233247
    {'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 5, 'source_dim': 12, 'source_embedding_index': 6, 'source_hecke_orbit_code': 206275870738, 'source_is_minimal': True, 'source_label': '18.7.d.a.5.6', 'source_level': 18, 'target_conrey_index': 113, 'target_dim': 12, 'target_embedding_index': 2, 'target_hecke_orbit_code': 9008298883809424, 'target_is_minimal': False, 'target_label': '144.7.q.c.113.2', 'target_level': 144, 'twist_class_label': '18.7.d.a.5.6', 'twist_class_level': 18, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 7}
  • id: 2233248
    {'conductor': 9, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 5, 'source_dim': 12, 'source_embedding_index': 6, 'source_hecke_orbit_code': 206275870738, 'source_is_minimal': True, 'source_label': '18.7.d.a.5.6', 'source_level': 18, 'target_conrey_index': 11, 'target_dim': 12, 'target_embedding_index': 6, 'target_hecke_orbit_code': 206275870738, 'target_is_minimal': True, 'target_label': '18.7.d.a.11.6', 'target_level': 18, 'twist_class_label': '18.7.d.a.5.6', 'twist_class_level': 18, 'twisting_char_label': '9.2', 'twisting_conrey_index': 2, 'weight': 7}
  • id: 2233249
    {'conductor': 9, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 5, 'source_dim': 12, 'source_embedding_index': 6, 'source_hecke_orbit_code': 206275870738, 'source_is_minimal': True, 'source_label': '18.7.d.a.5.6', 'source_level': 18, 'target_conrey_index': 161, 'target_dim': 12, 'target_embedding_index': 10, 'target_hecke_orbit_code': 9007268091658402, 'target_is_minimal': False, 'target_label': '162.7.b.c.161.10', 'target_level': 162, 'twist_class_label': '18.7.d.a.5.6', 'twist_class_level': 18, 'twisting_char_label': '9.4', 'twisting_conrey_index': 4, 'weight': 7}
  • id: 2233250
    {'conductor': 9, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 5, 'source_dim': 12, 'source_embedding_index': 6, 'source_hecke_orbit_code': 206275870738, 'source_is_minimal': True, 'source_label': '18.7.d.a.5.6', 'source_level': 18, 'target_conrey_index': 161, 'target_dim': 12, 'target_embedding_index': 3, 'target_hecke_orbit_code': 9007268091658402, 'target_is_minimal': False, 'target_label': '162.7.b.c.161.3', 'target_level': 162, 'twist_class_label': '18.7.d.a.5.6', 'twist_class_level': 18, 'twisting_char_label': '9.5', 'twisting_conrey_index': 5, 'weight': 7}
  • id: 2233251
    {'conductor': 9, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 5, 'source_dim': 12, 'source_embedding_index': 6, 'source_hecke_orbit_code': 206275870738, 'source_is_minimal': True, 'source_label': '18.7.d.a.5.6', 'source_level': 18, 'target_conrey_index': 35, 'target_dim': 12, 'target_embedding_index': 2, 'target_hecke_orbit_code': 206275870774, 'target_is_minimal': False, 'target_label': '54.7.d.a.35.2', 'target_level': 54, 'twist_class_label': '18.7.d.a.5.6', 'twist_class_level': 18, 'twisting_char_label': '9.7', 'twisting_conrey_index': 7, 'weight': 7}
  • id: 2233252
    {'conductor': 12, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 5, 'source_dim': 12, 'source_embedding_index': 6, 'source_hecke_orbit_code': 206275870738, 'source_is_minimal': True, 'source_label': '18.7.d.a.5.6', 'source_level': 18, 'target_conrey_index': 17, 'target_dim': 12, 'target_embedding_index': 3, 'target_hecke_orbit_code': 4504699256439216, 'target_is_minimal': False, 'target_label': '432.7.q.b.17.3', 'target_level': 432, 'twist_class_label': '18.7.d.a.5.6', 'twist_class_level': 18, 'twisting_char_label': '12.11', 'twisting_conrey_index': 11, 'weight': 7}
  • id: 2233253
    {'conductor': 36, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 5, 'source_dim': 12, 'source_embedding_index': 6, 'source_hecke_orbit_code': 206275870738, 'source_is_minimal': True, 'source_label': '18.7.d.a.5.6', 'source_level': 18, 'target_conrey_index': 305, 'target_dim': 12, 'target_embedding_index': 3, 'target_hecke_orbit_code': 4504699256439216, 'target_is_minimal': False, 'target_label': '432.7.q.b.305.3', 'target_level': 432, 'twist_class_label': '18.7.d.a.5.6', 'twist_class_level': 18, 'twisting_char_label': '36.7', 'twisting_conrey_index': 7, 'weight': 7}
  • id: 2233254
    {'conductor': 36, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 5, 'source_dim': 12, 'source_embedding_index': 6, 'source_hecke_orbit_code': 206275870738, 'source_is_minimal': True, 'source_label': '18.7.d.a.5.6', 'source_level': 18, 'target_conrey_index': 65, 'target_dim': 12, 'target_embedding_index': 2, 'target_hecke_orbit_code': 9008298883809424, 'target_is_minimal': False, 'target_label': '144.7.q.c.65.2', 'target_level': 144, 'twist_class_label': '18.7.d.a.5.6', 'twist_class_level': 18, 'twisting_char_label': '36.11', 'twisting_conrey_index': 11, 'weight': 7}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 70950
    {'charpoly_factorization': [[[1024, 0, -32, 0, 1], 3]], 'hecke_orbit_code': 206275870738, 'p': 2}
  • id: 70951
    {'charpoly_factorization': [[[150094635296999121, 8647427547975258, -60157491270453, -29435433913242, -880951145265, 23774544576, 2347748874, 32612544, -1657665, -75978, -213, 42, 1], 1]], 'hecke_orbit_code': 206275870738, 'p': 3}
  • id: 70952
    {'charpoly_factorization': [[[18327410507756250000, -13608628951736250000, 2276501626304437500, 810666432190912500, 72969621096965625, 1927910375743500, 14498872761150, -153142006860, -951920181, 8561376, 42390, -432, 1], 1]], 'hecke_orbit_code': 206275870738, 'p': 5}
  • id: 70953
    {'charpoly_factorization': [[[2717593137248733190272250000, -231774503030652969294990000, 18413958760973583133817100, -121169762187536116523660, 939556899249858967401, -2067699714193846872, 12257949707816748, -13609339252452, 141036141285, -16182896, 449724, -240, 1], 1]], 'hecke_orbit_code': 206275870738, 'p': 7}
  • id: 70954
    {'charpoly_factorization': [[[8396331763261806334931312268678609, 269175096423241451243966174484150, 3020311903296887372047358784663, 4611577330589768007075904050, -3977240939613049693716738, -11066030039007767137266, 8590349577919909347, 34284160247849694, 27029679056478, 1989751554, -5216265, -378, 1], 1]], 'hecke_orbit_code': 206275870738, 'p': 11}
  • id: 70955
    {'charpoly_factorization': [[[988558843215512685379247713529180416, -11338137618406082772645316374370176, 125982063835974569220345664410288, -77888767642836849648844771640, 204466088402083256819018913, -123440509682532824239368, 264426279773312245218, -126258431145724872, 88969648843107, -17805761168, 10982082, -1680, 1], 1]], 'hecke_orbit_code': 206275870738, 'p': 13}
  • id: 70956
    {'charpoly_factorization': [[[647615845301140144271862466834882809692160000, 0, 163019786997880499892255044713099468800, 0, 15758822831665576279553603396496, 0, 744245857097477811160200, 0, 18049393789365897, 0, 215347950, 0, 1], 1]], 'hecke_orbit_code': 206275870738, 'p': 17}
  • id: 70957
    {'charpoly_factorization': [[[-71656106187277592075600, 10520181713913585216, 8146570540915536, -382630142176, -191867007, 1410, 1], 2]], 'hecke_orbit_code': 206275870738, 'p': 19}
  • id: 70958
    {'charpoly_factorization': [[[181274508901672738342803717379344218269940306448384, 25580912297165845062079270508598285916659090432, -680232589285994485016906872149106546821312, -265798499837631126119574770508910096752, 1745357515468063968361336495484121, 2367327193218691472854564722396, 95400746262395741818558656, -6334138459511136712944, -443297634867070875, 13936186111104, 2120693616, 76248, 1], 1]], 'hecke_orbit_code': 206275870738, 'p': 23}
  • id: 70959
    {'charpoly_factorization': [[[5027955642030876021255666273173542092600730976400, -269212652790181585877395327562876789131715280, -863473770237109101873347471365699149625668, 46490383491263502235305701872667057604, 147401429809055684948147131093226169, -23407959905502156304805166146784, 1215209063578109245175193102, 2841740956798053509340, -1585402464453375069, -4331116248408, 3186893862, -97092, 1], 1]], 'hecke_orbit_code': 206275870738, 'p': 29}
  • id: 70960
    {'charpoly_factorization': [[[227563521034855844565886544249232291885514635673600, 34585309884416358520213109638216917515990261760, 8771094031740669987515288711344647618099456, 175795003594091150563253996488839426976, 86295460173195030186315053816815689, -862866544761148296235260689028, 813260509442178274450804704, -26512937854257307511664, 2388319699556664189, -15819668925224, 1915984560, -21480, 1], 1]], 'hecke_orbit_code': 206275870738, 'p': 31}
  • id: 70961
    {'charpoly_factorization': [[[5433204259070256480499243648, 469731024283389663754752, 7707967525365861840, -290657217707008, -8080025376, 12768, 1], 2]], 'hecke_orbit_code': 206275870738, 'p': 37}
  • id: 70962
    {'charpoly_factorization': [[[1093108903660218461443878297074432990317363772002989236025, 145950445908362297944806012957525773052762865934393670, 8521143545675146632443994523675775810473448078697, 270434113360268735942703770648605271520155550, 4571515212993768298599957023677269047034, 24742694175374581028332236749977110, -338282383248031262334380024391, 1380105205869602311231698, 313323586209421406442, 6833261200284954, 72830728665, 410562, 1], 1]], 'hecke_orbit_code': 206275870738, 'p': 41}
  • id: 70963
    {'charpoly_factorization': [[[19583233495405151734698325134058099192012026271630398768025, -775324444291583745170896279168732550729780329432255290, 30792350842589078928767502745149124776897551651259, -584326085222399981413850099885765029267630130, 14365133835740125216658492789857132510974, -226984010237130357038043538344688986, 4286600563359430866654394025199, -46514693747713648580679366, 529164897432410210526, -2813342799496766, 24554087931, -71430, 1], 1]], 'hecke_orbit_code': 206275870738, 'p': 43}
  • id: 70964
    {'charpoly_factorization': [[[11352325507954713356415354329196820130174509398775533129984, -945920849603836371212260492343995742540345433897293184, 4634621596580554181085420925650388157233746971760, 1802964581564060157692906668543173536217171768, 14308936225330315200384436524802026338697, -1961553839115938946586256665869203736, 35214419846635301164971134917440, -193339905925613124465290088, -515139103391441495427, 7143551671769856, 19739309040, -347652, 1], 1]], 'hecke_orbit_code': 206275870738, 'p': 47}
  • id: 70965
    {'charpoly_factorization': [[[27589190625545302529950674339088056232779384635365785600000000, 0, 16594198074713880237911795558339712988334889369600000, 0, 3115411623824000275138802196347949885751296, 0, 242364011133635868206769530075136, 0, 8929906998468019106832, 0, 154278905256, 0, 1], 1]], 'hecke_orbit_code': 206275870738, 'p': 53}
  • id: 70966
    {'charpoly_factorization': [[[107845408856258274391484618313163672169674229202492971208225, 11714184925541240537847156367009758566003567506294679790, 367317468881087977333820626008244352568638285738607, -6171223811928807782759998617467677465405284726, -222739052531510993446315407290035789961298, 3166511928673368599941829444649611622, 102589072791547714964241009850683, -1509423043250337406245325458, 4094461641899965166334, 30059792200170882, -35731521441, -369738, 1], 1]], 'hecke_orbit_code': 206275870738, 'p': 59}
  • id: 70967
    {'charpoly_factorization': [[[10122821912274222790450955654187279739088383501167870152704, 276633671654167445984587686072122511701739573247319040, 20636946344736308274860932702292818789328844638400, 31408902204775775704411591264264920730874224, 17785689468095433694387912865149826671281, 23186434943148843061533216068169408, 8868772488272939823609773656602, -52345701014209075725792912, 2062480058156536771563, 2099640773140096, 62360362218, -135744, 1], 1]], 'hecke_orbit_code': 206275870738, 'p': 61}
  • id: 70968
    {'charpoly_factorization': [[[50330537685027015770547877554470098860093525193401100959280992025, -486950848582391282584760321992142921243799410544541396568010, 7075911600492589621981811655235912450737599188904351019, -4988162247587461831752918998328203880781788704786, 196769058499681522843443081094230752861766126, 231013260779442590221306016563043440614, 5087307836075544741230479054042575, 9659166020315191073350624194, 55423971800289851013630, 60717226324630090, 303055766715, 289938, 1], 1]], 'hecke_orbit_code': 206275870738, 'p': 67}
  • id: 70969
    {'charpoly_factorization': [[[582020661731963214582116915368004114657702490515906873653173682176, 0, 55745672477261347012021180913449485413864611458529886208, 0, 1893914369983922634606747358098864471034941696, 0, 28713696316493810302171965937294080, 0, 211841158536200161770336, 0, 745338015792, 0, 1], 1]], 'hecke_orbit_code': 206275870738, 'p': 71}
  • id: 70970
    {'charpoly_factorization': [[[-490992446252487733477028437974560, 5039310210860382018228509568, 23592072114350415315708, -107502764253120628, -288767754939, 488850, 1], 2]], 'hecke_orbit_code': 206275870738, 'p': 73}
  • id: 70971
    {'charpoly_factorization': [[[3433772165876490769107265316930369011814935748673504107648218810000, -23059345778673308067116055187397827668721761756569422483242000, 241327852309964768656442610718785009837427330155915852300, -149007027096445475416447963118228635293925384902020, 3929329375643361418988585513606147445205716441, -1223200349086265938457054748387824209596, 43137460721484239873294024737951956, 15291162040141244805559554492, 246036203670325954872645, 105479561236041688, 961895501796, 764796, 1], 1]], 'hecke_orbit_code': 206275870738, 'p': 79}
  • id: 70972
    {'charpoly_factorization': [[[428234183684530679408589452662634798291924379086971779603014881536, 9576302555952487640544094270675712444731874948112396965744256, 44340391352024942155209239802377095239662933924228066160, -604728888135245683002259584564189999668129729179272, -1588380117896709921255408355672797769610688663, 22447640798406355089640862000303409378024, 61142528309220339295392093189649104, -502337838813816046668065392680, 771107219861020084242477, 373408753193179200, -888303315168, -396900, 1], 1]], 'hecke_orbit_code': 206275870738, 'p': 83}
  • id: 70973
    {'charpoly_factorization': [[[74277694524736955403755792553253864629289012250507854479360000, 0, 58291273547747417478210468610446183294029635135104614400, 0, 6536931386011703438167308234917695080675999744, 0, 99406449004429134652575271908317184, 0, 565622194723694711012880, 0, 1318308583464, 0, 1], 1]], 'hecke_orbit_code': 206275870738, 'p': 89}
  • id: 70974
    {'charpoly_factorization': [[[162900209332539956395445391518985363615028674303687557804666645061025, -1464929753857826327370691072699454112491023449503945831043801030, 18916041722129160588818030601376774098366356820119560564821, 38422993304317541145124981695354584322654666386139790, 239091988206094786764926114602363465775469569226, 175629634538359473960633042602307859645794, 1039743435817828619678614183179641277, 1002343377834664499883405757698, 2745500790258248320567818, 966173573917239214, 1783442040213, 38874, 1], 1]], 'hecke_orbit_code': 206275870738, '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': 4, 'hecke_orbit': 1, 'label': '18.7.d.a', 'level': 18, 'portrait': 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xikPis9weyYYallOHNJUfEDZidh80zM+qkB66YiZqciNq+3bJlVXHuVT1XVOXmmyaMHAvYdSXnmdIJWHd72ihbvvttSVVMcOT3OyQse5+c1cxm4jy1abr9+gX/9gRWumh7jwvw48ytVllseyy3JSkeTpIZOz+Ohp5Y5u3jh2us2zr9y34Fo29cf63/1Xe/53viLn/0fLzYk/qcef60ZfHGpzUInohaoX1LJkbs//2dfkwfPXrh70+Qp7zU3p9SCWc5cbLLUClhpeyy1YbmlWW4lLK1q5lbh+JJgZnqVf/uDS9yxq8bZS5NcmK9zYdHj0pJlbjHl3IJmvpMyPjng5Td2uXMPBLJKqEIuLVe4uOgxtyzoRZCmhkpgqFc0E2MpBjg9l9Luwtb1PvVqhLUCREC3b9gyG7G06oF1UmS1C1EKFstyK2bTOp9OXyGURZiIZsVny4YBqz3B6Qse2nhMNSWNiiD0IU0FvUgytyy5uGS5tJIShgPwU152XZe7rxfMNKssrTQ5eynkwiJcWky5tJxyfhmOL1luu26Rf/eDK8yONzkzN8ncUpWFlYDFlmR5VbPSTljtaFa6luPzkrC+zF3XdnnVzevSufktD7/s1d9hXv2ybQ8LkfysTup4wdiLDZUXfPy1ZfDnnvw023bczC/83M/84n/56Lf+yUOPfmbnXXtOblvqXJC3XdvipmssOg0wRgESiwArcbkrgRAWT1gCCReWquw9JrlxxzJ7rhpQq4DvSQJfEQQe9aqk5kt6XZ/Dpyp8fV/A6fmIdppw+GzE+qll3v7yFW7c2eG2PS1OLaYs9gS1cMCJC5ZWu84NV0tWB5qDpxSNmsdzp+GajZZBrBnoAM9LmGjAobMhytP4MsXzoR9J7tjTo9+T3LhT0+5rTl9osH1WUa/FrEaWdeM9VrptPn4vPH1S88zJAVs3LnHT7jYTkzFvfVmH736VZcdsA52Mc/L8GMfP+ZydM5ybTzg3rzk+LzizmvCSXQv82x/ssH58nLNzk1xaqrGwGrDUkqy0NK1OwmpXs9q1LHVgri+5NJ8wVlsFuyK/uc9s2zK1b/uu2cFLY66rVuuT3/jt3/8Uf/bZj73YkLni468lg9vov0BwQZ16ftfPP7G//S8/+oVT6sCZNhPTEcudmEbQ5z/+3WVu3lnj4uIkS6t1llsVlls+y22PlQ6stDQr7ZTlTspiC86uCLzqgLuuX+Z7XhWzfV2d1W6T+eUqC8sBiy3BcstJhJWOod03tCNLb5Ay1UzYst4AgtC3nJv3ETJk6zrF9o2Wjet6XFqJ2H+0wa3XWGrVFQ4cm6RRj4ljn6kJQ38A124Z8NF7x9l9VUoUWabHJInu06iEPHdqQNWvc/OulGdOxFxaCtg0FbJ9A2yZjVEq4dwiBL5FCMvW9SkTDUmnH9Lt+bR7PsttxfIqLLUMyy3NYksz14KlgWbLpi7f8+pF7trjUfGbXFxssrhSYXHVY6ktWG0ZVjsJK50huC92FJdWE+7Yc5Ff+bsLBJ7PQqvBVL3GmbkNHJnbodt68hf/00Mz/+7d163qP/yl97/Y0Lns8dcK4EePHKVWrVafPnB+y1hw7/tmGif//f4DEd98vMmh0ymnlwVzPWj3Y27bOc+v/p1lbrq6xvzKOEurdVbaFZbbPittj5U2tDqG1U7KSidluW251BJc6FoQXd79ihZvvcNw9YYKcVxjpVVhtRvQ6ihWuoJOTzCILHFq0RqUtIQ+VEPLeNOybjLB8wccvxjz7LEQk9Z580tjPH+VJw+OsW0DfHlvyituCJlv9al4ilQnTE5Amvh4fsrSUo2X39Lmy4802L4Bnjga4VPjTXcYUtHn2eOak+cqeDJg/YTHRF1QDQVBIFACUgNxYhnE0OlZVruGTs+w2jMsdS19rdm6ucdb72zx7rtjMA2WVseYX66ylJNBC1Y7mlY3ZTUD93LXgXuhnXLbrkt88O/Oc+O2kNVug9V2nfPzYxw4VuEre9uY6hSvun3rv/rAW27/U1XdeCZJBv1rdu16saFUPP7aAPyrD5ygb9YH68ODP7x48fBvfvorTwovmJM7ZkPOXGhw7lLKYtuw1JVc6kvmOzF3XLPAf/ixJW7ZWWFxNQd5yGonYKXjsdoRtDqWVlez2klpdQ0rXct8R3CxZZgY7/GG2zq8bE/K1vWKZtWn3akQ+hJQxKnEGIGx0BsAwjDRGHD0vMXYmHueqBP1quzcFHDXjT0Ss8r9+8a5+Rqfo3NdWitN7ryxxzeeDFk/aTl42vL339Xm4KmQ9ZOSr+9T3HWtYrnX5sTZSW7eFXP/s33SqMbLrgvYcdWAftrla08q0ILj5zyaNQ9PQK8vMVagjSVJAWnwAkOra6k3Eq7aEHH3tT3ecGvKVL3CpeUxllarrLTduVlpC1pdl/BpdVNaXU2rZ1nuSeY6gsVOykt3z/OLP7bITVeHLK2OsdqpsdKusrBS4cycx5n5Nts2dpke32C8+q325puu/snrbrj6D4iWYlG57sWGFPDXBOCtTirjqPv2J/d+dGeloj84f/pZf++BOmfmNEJYfA/6kaHdM7R6gtW+YL4vudhKedm18/zSjy1w646A1fYYCysNWt0Kq52A1a5Hq6No9aDTtbR7Ke2upts3tHqWha5goQuJjrjpmj6zk5puz/KWOyO2zRpSLfGkJU7gvv0VzsxX2DCRcuB4BUyNPZsVt+w2hJUeTx7tsbBY5/ptdZrjKzzyjM/t11RY6q2ystJkdtay96Di+1/b5fGDHpvX+Sx2W6wsT3LLtT0eOaCZrI5z/c4u860We58fp+rVuW23ZdeWAcgu+08K1k0mXFpIuH+/zyBRSAnaWLZtiHnDnTGdrmLjhOGWayCOayy3aiy3Qla7Pu2eotWVtLvQ7mnaXU2np2n3DKs9y3Jfcr4taPUj7tq1wL/70RVuu8bdHK1ulXa3QqsbsNrx6A0kvmcRAk6c1TzyfMQ7vuPGZGq88s+/+53vPVYJa18QQpkXG1sveiZztRWTxPEP7n38yV978JETk43GCW7aWmfbxnGkUnR7mijWWCsxBqw1CGFR0qKkx+NH1vOzv+vxrruWef9rl9m+KWZuqUkYVKmGAbXQp1716FQljb7PWN2jN9B0+5r1kaEfWTqDkOWFCufOWuLUcH4uJQwtIAiUxZOCXt9V+KU9j5dsE+zYaNmyqUekO3zlccWhYxO88daQW65d4SNfsQSixrZNPZ55RLFpXDHd7FFRVeLEZ74D9YrH5vWCpw/F3LKryqtuXuTDX+wT+A1e/1KLH/b45t6YLz9W5/mTVa7eWGPbBs3MRMz26YQbtmmUMnjKApZaGDIzHhInPp1ewIGjPt2BR6+v6A4k3T50B5Zuz333Tl/T7VvafctqHxZ6iksrltpYi5968wLvvCvipqvrXFxs0upW6fQC2j2fbl/RjySDWLDakbR7lvPzKalIOHr0Pv+2PTt/7ejBfcu799z2j9Oo/2EvrP6fC/BBtAL0f3R17r5fOvD0Y5NHj/fppuuxsWH9uKVZkwgESgqk1IAFJFKYDOCaQEqeOTrDU0fqHL0wz7vu7nL3dQPGG02WWzXq7QrNfkC359HJLnZ/4NGLPAaRZRAb4sSSJJZUuyNOA6wBqQS+J6gEgvGGYKIBs9OGzet7TE+0+OqT8MBTPtKM8cZbfV6yp8NDzyfEgyZ3vUTQ6veZX6rzsl2G6fEeVS9kkCoW2gnKCF6yy6PWiNh3uMIrbxnjzps67DuswI5x63UBP/K2Zb7xdMzXH69z8EyFLTOK2ckqE40aYw2ohuB7FiXBWDh4UqC1IEkFcQpRgvuOkaYfGQaRoTcw9CJDtw/tCBa6kvkORGbA625e5u13t/i+1xvStMncYp12t0KnH9DpO3B3+4reQNAbCEcOPU2cWG7dabjzujFWWy0+/dmvTV59fff/ee87Xun1+q3frVVfPBvxRQP4sTOLzC2qHzlw4Iu/NOt9ed3OjTU86rT7EChINFQCMEYghEJIgRAgpUFJUMriKYuvDFVfsNir8rF7N/PNp9q84oZVPvC6VW7Y3mVqvMbSao1OP6TX9zNgK3fEgiiRJKkgTd1S72q3XFDpee4z1KqGyUbCpnU9UrocPZ/w8fsrnDhbZzyscvt1Hi+7sc3eIy3uebTJS6+psGVDj4/eK1AipNlIWO1GGAtKwEyzR7sTYNIqb3/FPB/7co0dlyq89aU94mSJ+5+dItEV7rhuHW+9vc01V7X45r4ez5ytsf9kwOZJyWRTUAsFge9uQilACIuxYIwlSbObNbFEibuRBzH0Y+gMBCuRYLkDwhtw8+5VPvCGVV5xnWaqWWWlXaPVqdLphXQHPt2+lwFb0osk/QH0shsnijW+Z0kGdZ54zqPbsxw9v8RXD3x13bU7V37pjlvfYq2d+z0hZv/PAPjjD/4RTxye4pknHvyhh59vf/Dk2fum/+E75ti2cRYlfdp9j1QLUg02NIBECIEQEiU9pNQoKbLl2eArS+hZqp5gZaBYak3wifvqPHagy103rfKB169y844WU7pKmob0BhW6fZ9+5BEniiSVpFqijcBYgcAihSUMDLVKShjEBH7E+aWILz4hOXYu4OS5CZQJ2bEh4Nrtilv3tFHhAs8eb7BpvMb1V8PszArL7SY3bJKkxvLVx0OinmS8nvKmOwZ84f6EM3MNdu/0ubg64LkTPletn+Cm7Qs89EyHR54TRHHAnu2T7LkqZM/mDscvLnPsPDx+qMbRE3VqniD0JPXQUvFBShdUWetu1lRDnEKsBd1I0B4I2gnEJsXYAbdd0+YDb2jzihs0GyZDBoMxlloVOt2Q7iCg1/foDhS9gaIfCXoDySBydfeDWDOINIPYkKSW+VXQSwmdgeHsskQHi8yf+bN1Z6rtDx47vzn901+96iPv/SdnRHeAbVT/14V+/0sB/gu/+mFuf/kKqdHfd/jI3G8cf+78+INHJBOVkH/ynjYbpj0qnZB+5DGIJZGSjq2lQCmBp1T2bPCUxvcEgWcIfEvoW2qBZrwi6EQ+K+0JPvVAk3v3D1g/0eN9r26x56oBg36X67dbrppVRImP1gptXJpfYJHS4Hua05csJ+cEq33D5x+qcX5xAhv7TFQUG6c8ts56XL0Jrt/RxshFPvSFOsvLY7x0j8f1O1p8c79ApD7rJiT1WkovCZBWgpUoL6A1EFxaFlxna7z61g4P76uycTrgpddP8rfftsgffLnD44frdAc+S6sNtm+ssntDjzt2dfiuV3a4sLzM5x8KWeqFnL7oc/58gK8EUjpZZ6xFG0iMRaeGiamEG6/rEUUJe66KeM+rI9aNKSYbIUlS4eJChV4/oBe5Va5fAFvSjwT9SDCIcCtBpIliwyA2RLElSpzM68ew3BWsxpp//N0tds4E3PfAgekTl5Z/9a1v//q/svAj1kQP/K/E3P8ygH/m05/lXe9+p/j//OofvnfQP/o7O2bO1F5zS4NjlxQLLUm10gMbYgHPM3ielwHaoqR0ZaNK4OXPnsD3NIEnCHxDxbdUE0sttoxVNBNVQS+WdOI6J8/V+Q9/PAkmRaQpt97YY/tsTJqCsQZrXRJHCoFUAs8POHwm4OCxCvWKRyOQTNcEM1OSdZMeG2cUWzdodm9dRYsl/vNnmpw+M85Ld/ns2abppx0efTZkvOozNWYZb8TUqk4KGSNpDRTLXctSS9PqVnn59as8cbDHoTOK8WaFO64b58fevsR//SzsO1an27esdjwuLTeZna6xbmLA1qkB//S9PZq1Fs+chMNnJb5vUcoihAGs+5+FNIVts5q7bkjRiU+ShlhbYxD7zC0G9CM/IxVVyLd+LBhEgkEs6UcQxY61o9gQRYZBkoE7tgxyLz4SLPQVcZKwYSxmcXWcb+1TtAeHZm479SczR+XO7bvv+MCDn//cZ+w73vnu/30A/tE/+TirA6U+86k/fvdUuPSRj987X9k/Yfmn33uGt3YtY/U+tVAj7QCtJVI6l8QxtXKHZ/GVxPec5gx8ReRLotgQxpoosVQT49gktjRTiBJDlEKcCgaJJNIhia5w6Fid/YdAW4uDttPGvoRAuZqPRgjXb4BmFcbqkomGYmrcY90kbJmN2DCzSmKX+c+fGeP4iTFuuVpx9WbJjs0rfOu5lEtLY9y6XTLRNFSCPqEMsUqQaomwllTHrHQrXFryuWVPlZfs6vDQvgrrJwS1SoNbdhl+6t1L/MZnDc+db7DaNax2FAsrHtPjdSaaVSaaYzRrCTP1hK23xIR+iu+lKKWRwgUTFndTJYlifsEjSRVJqogTRZRkz7EkSiRRLN3KGQsXoMYiA7E7r1FsiDNgD5L85+6/68XQiiTLEZCmPHlIc+j0MvvPwj99/wA5OM03Hhz70Mf+8KP9W26Y+sy9X/9T/do3vO9vPsB/4T/9EftOSzXbvPie6viFD28cu1B5w211vrxP8F8+t8QPvWWJ194aE4gKxgyoGQnCSQVP+XjS4iuL7yl8z+LHksAX7iL4gihQxIkDepJY4tRF9UlaOjSk2qK1QRuc3jYU4BYClARPgu9D6AkqoaAWSuo1xVhNMjEmWDeZsnW2R6O+ymcejrn/2UlWF5vcuEWxdYPPNVcN0GKVrz5eo+57zEwoGrUBzx7HddxfZelFipuuSbhxh2XuomZhJaA/qPHm2zs8+Eyfo+cV9aokDJrccLXh3/3QEvc91+cL902z1LZsXadZaXmMNxVjdZ9GzadetVRCQxgYQk/jKXf+ZNZSbq0L1o0RpEa6GCcVJKkkTgVJIokS57zEiSBOLHEMUaKJkwzUGXFESX5kLk0iXOCaSJZiQTfVmH7Kb3+mxqtv6/EP3nOOmcZGvvbwBI8fOl555V3RH+3Y0vpbr7jZ/+SZg7+tt1z7d/5mA/zlN1Tlcit+/xfuP/dbq5P7Kj/wxoDdW8e446YWv/flmA9/rs7FS4rveX1Ms97LAkqLklkQ6WkCz8NPPEJPMfAd00S+JA4EcSLcxUkUSQpxIp2DkA5tv1QbtHbugraZU5K5JUIIZKbzPU8QeIIwkFRCSb0qaNYs4w3D+smImYkOqV3lEw9K/uDLU6yrVLhxi2DLBp9tGw1bN6zwmUcty8sV9swqJprQqCVcOiWZXwkJtkOUCGbGJOPjcPSkZaVtmFuscM22Cq+9tcMXH6gw1YAwCFBynBt2CH78rfP4cp4/e2iC589XWN9OWDeeMlZXNKqKWlVSDT3CAEIfPM85TFKAFCWQ425sbUBngbwDOiTaEqeQJNqRQmKI8+fEZLZj7so4cPdTwSARdBLBaiJpxxrT7zNW6fO+N3R5y91dbOLz7/+H4sx5zcBqXtJ5vGLj7b/z+Xtv9Ppx409wPPM3E+C/9tuf5Zmj+oeePnTsV7/w8LmmJxvEts3WmUt4XgR4/Nn9de7ZW+fi8io/+d09xhuGwNe0pcbzNL7nuyPWxL5HEDtpEicule4YRzgmylgpTZ3NqLVzEoxxAZcxNu/hzMDtAO4CV4HvOYBUQqhVDI1qyngjZWa8z/TEKg8fivmje6ocPjnOtjGfHbOweTZg83rYvaVNL22z92CTqvKZmVCMN2C8ETExlhIEHkK4m6sfBSy3E1Z7llY3ZX4lYMtsgzv3zHPP4z0On29SCxN8FSDEGDs2KX7g9YvctnueP7qnwd4D4yx1PdY1U8ZrKbWKpFpRhL4g9CW+72IVpcjsQ4dyi+thNYYC6Kk22eqWWYupIdUO3GkCcWqHR+JcmUEG7F4i6KSCdgqDfoJNekzV2vzke5b5px/oUKlYPnuvz+YNK2zZ1GPr+pi/9eYOJn6uqSf4z9u2vzS4cPwTf7Bxx3v/5gHc6hWQ8kc/8kef+6VDh85ONTyfQTLJf/t8A2NjtLHEsUJXINIpv/LxkOePr/Kdr+zyqps7rJ+O6XQq9KOQwA8IA58o9ggDZ+/lAE8SSZy6ZTdJM09bk1l/ZMwtMZYhuF2SMmNu8JRLmAS+pRIYqpWURiVlohmxYbrNpVaP3/y8z1efmGR5pc7OGcGWdYJN6wI2rxNs3zjAC1b52P0eJ87W2bVeMtGQjNU1UkacX7CEnkQKsFYQJx5b17V5HE27p1hpWy4tV9m1ucJ3vbrFJ78ZcOpSiO8lCOFjbJ0kldy6fYWt39vmq/t6fPSrkzx5qs6mCcF0XVOvaCqBIPQFge9iFU/hAmcpipoMi7vJjMU5LdoBPgd5qp2kc2CHWLtalzhPHqWCfgqdVNJJoJ8YdC9i83SbV92yyjte1eWtt2tCUSHpKd52J7z+ljaJVlgTEsdTRNoj6S9MPXc0/eBNd7xNXZxf/d0N6/5qJm79lQB8canFSsf/2xdPPvBLpnd03W07KlxY0Cy0LUu9gJVBwCB1FyCxEBtDK6nysW9VuO+ZDrfs6fK9r+/zHS9tMz0W0RtU6EcBoe8Tpz5x4hWBUpoqEi1JU0miBWkq0VqgjRhqbSMoVIl1zC2FSxapLFkU+IYw0FTDlEY1Ynq8Sz/p881nLR//1hh7D4wzEfjcsMmyYVKyfipg44xk8/qYqzet8MypPp9/cIYx5TEzJmjWBc1aQqun+fKjFRqBq9swFvqRx9vvivjSY64mptU1zK94bF7X4F13d9l7qMPBowH1MEVJ4UBuagxip/V/4LUtdm2Y52P3tXnk+XHOrFSZbQrGKpZaYKh4hsAHTwmUdDeyY3LIy49MJtWMGa5waQZ0RxCQaEGiM2BrwSAV9FJBR0MUG9I4pl7t8q43rvC9r29zy27N7KRiMKjT7vqu08pIjFGuhKAfstKusLhS4fSc4uzCoXWt+OFf+q7vfLWJBu3fDyvNv94AP3epzaZ180D6g88+/eCvnD3yzSlfxGxeH2BJUCqh4muagVveBqlgoGGQSnoqYOD7nGuHXHiszmPP9vjkDR3e87oeb7prlcnxgDgKiVKfOPFJUo8kA3qqFanOEjZ6CHBjM+Y2w8SCEDYLKl0dh+c5SRQGCdUwplHto+nzjX2SP753nAMnxxBJyLYJy4Zxy/S4YmYyYHZasnEmYctsm7MLHX77C3XSqMrmzYLxhkezDs1agvBj2v064w2LEAJrIUklk6EiNSmdJKDT06y0FecXqlx3dYOf+M5VPvgnIacX6ngqyW4MjzStMIgls1Mht+5sc+PVXZ47fZ6Pf6vKPU+Oc6FVpR4qGgHUfUvgWXwFnnTpfCFGq+sMYI276bQRaAupFs4/14JYuyRRXwv6GvqpJU1TTBIxVenz5tet8r7XtXnFDSnjVY8krbHSCovrkyYeceoRJx6D2Kfd9VluB8wt+pyf15w4u8CFz31znfLUr9x66x3pvY+f/8PX3FxD+BN/PQE+iHqcm595x+Hnn/yvn/vCV5t3XnuRLbMTdPoB3b5HFBuM0QgsnoIwsVS1YKAsNS3oaUFPhQy0z3xU5c/21rn/uR53fL3LP/juDtduabNuXNGsecRJQJz6pOkQ5DoHuJFZj6aTBLYIKHF1LCqzIL2UMEjxVUy7n7DQTvj1z1Q4OT/BvoPjWBMwVRWsm7ZMjwmmmoqpcZ/1U5LZqZRNMz2mxlf46lOGJ58f58bNgomGpFGTNGuGejVG+BFh6OEp9/utBa0l/cijP0hIjaDTN3S6luW2z9xSk5ft7nLndat87OsVqssKTyYOkNYj1QFx4no8p8cr3Lajy207uzz+qgucXpD80T3jzK/WOLcUEihJ3RcEuQyTLvAsiDyXKjgmT60gNZAYQaRhkEJsLOgU0gSpIjZO9Llxq7set1+raVY90rROq+PIJ029DOCqWGmj2NX+tLs+qx2P5TYsrqTMrUhmvAssnfvM1NyM+q+vvvUlK71+7/N/mZj8SwP4vqcPs+Oq9eojn/i9nXHraHPj5AIb168y1UxZP+kzt1gl9CWV0GAsCOnYJUrBV1BJoaItDU/QTyU9L6SvfZbiKvc8OcbDz/ephxF/6y0tNk+lbNvY52XXd/CEaxETwskVl5V0tdLWlpgbi5AWJZxnbklBpjx3UvLEIY8v7m3w3JkGcVqj4SlmqpbJumWiZp0P3vSYHPOYGhfMTqZsnOmzYWaF+w9EfOiL69gw7jHThGZd0awLGrWUahjx8BHFIPbw6w5U1griVFLxFDfv6vPYs+Ou8KmvWW37LK6GXFqc4Cfeeolzi0s89vQMvgREgoECQFEs6fY9JhoVxpt17tzV41U39vje1yxw6KzhS3sr7D1U5ciJOqnwiCJFL1EokZc+lAPPLCdgDamxWGPwhWYsiKmQcOctXbZvGLB5OuEDb4qoBpJ61SeOa7Q6Pkm+oqYeqVaZo5WBO5FEsUc/clnRKBYMIsN8SzPfi6Gd8NiBNkcvfrU5v3xk53e8+cfU8sJRPTlzzV8fgB869BwbNkwETzz++A8nHfmrX3pgnk4M9z4/gbSGN97cptP3MdbiKUHguZMqhStq8iUkCnzt7KqKEtS0YGBgoH0G2qenK3Q6ml/52AQ2TVg/M+C6LQOmxlLe89o+W9bFJInI9LaEEnOT6U8pDUIKPnVflWeO1xGex+kLNc5fqlGpKsZCwXjd0qwYmhVoVAVjNUWzoZhoeEyNw/R4yvqpAZvWtdF2lU892KTfrXPNZkuzpmjUJI2qoVFJ8f2Yrz5WIepJ/HWuWzSXKPWq4s139HngKUM3knT7mnbPY7XjMbdU49rtDd7zijb7nqtxermBkgZIMr3sk2gHnkEs6Q48Wt2ARrVGvRpx7eYBL9094Ox8i1MXV/F8zf4THp/8Vg2hlAO3WDN31RrAgLUksWbr+pT3vbbPdFOze6tl/RTo1CeKG6Sp65pKE49Ee1kc5BJIaZZIcgG/JM5MgDhxRoCU0KhJNm+O+eF3XwRrkMKj07cos/tXn33mid76DVf9wZEjB+Jdu2746wHwo8fOcPrM/K6lxfO/+dwzT8teq8ZSq0I/dp72V3qW9ROJq5UQ4HsOdTLThp4CT1t87TRgoi0V42RLYiyxFkRGEmlJbHwSAwvdJt96xmDRfG6vG9mANdmRZ/Eyi0xkFYlCIpUiTTyk8fA9SSOE7TOWum+ohYZaCLVQUK9KGlUnh8YakokmTI2lzExEbJzpoFnh1z9d4aFn17FjCiZqGXvXJI1qSq0aU6/1qVZrhEqiZKbBcXIgSXwGfUE/0nQiRXdg6PSNa5mrB5y7NMbLr4v4qfde4tc+6XFmNUQIg7UJRluS1CdOJIPIlbE2+h71SkCtWqEW1qiECY1qzK3XxAR+wu3XpHzgdT08lWZJIFdXPyLKM0lnjEQISegrIGAQeSyteK5uR+cxTyYLU+mCfK1Is8K1pHgWI0A3xhkLG2YMN+8J2LJuBhAMYsUlU+GRh5+Wt95W+U1M78F+f3DgLwOb/38DPNLW12n0PY/d+9HdJ44dFY26z3VbDSudlN7AZF/KzcoWwkX2IrPoZOqyh6kG3zhbKs2q4LQR7nUe2RunD90hiI0ktRJtPBITojPbq/wospQCPCFcplJBpWqpeJaK0oQ+hB5UAks1FFQDSa0qqVU8B/C6YLxhmGymTI1HrJvssnHdEh/6ouGj96znqnHFdMPQrCsaNUW9BrWqplFNuLhkOH4xpBK4lQrySj/BIPbYPmuYnR7QHgT0BzZjcclqx6NRrdCojfOB181z4uIcv/P5TXjSw2LQRpMaS5J6RLGiH7vlv1eR1AYe1dCnGmpaHRdjBL7G9zS+r/Gka5SQ0qXzRXa40hUBiAzkgpbJqiyNi2u0lhgjSc0w3nGVn6Ov08zNSvKMqZakqQtejbUYI1heDel0ArQVdPuS5bagO0jZ+8R+ceRs793ViW3Hf+N3Pt3/6R/7rhcX4EuX9odLK+0PPn7wxKaX7Fzk0nKT+WWPakXR7bsBMqZEFNZapMnYW0CqBJ7ObCqVJR+M82R1nnUzrvyzSLNnlXLOyxVFoFTW3ECWyXOBlScNniSrIQdfCXzPOt/YE1RCSSWQVENFtaJoVCWNmmWsrhlvpEw2I6YnemxZv8TeIxEfu28jE5WQ9Q1DsyYcuKuSesVQr6Q0ahF7D8P+QzV2zthM9w7T5v1IcftuyzVb+jx+YJxeZOkPNN2+l4Hcp1apUq2M8z2vXGb/kXkeOzgLVmGMduWwqSVNbFFP0o88agNLtaKoBIYw8AkDTeiZLGnmssNKuYYRKV1pMMIiGOq5YXDuSohN7kiZ3H4tWbGZa5Ua4RyY/H1x5M5MBnAjiBPoR+73RIlwDdPtlMWVlLMrA/netx78+boXBXGt8YtA/KIB3NqWHAx6P/fZz31u6rPfPMONP9Rh1xbwVQPfc3pyELkLoY3FGDsEp7FoZVHada1rI/CMxWSvdZF9xLFzBnKTZeLyZIW1llLmfWTFzVPVeUJHySxjqSgVbbnsXxgoKqGiGgpqVUGjamnWNGP1lPFGxNRYn40zKzx2uM8vfHg9Z86Nc/W0YbwGzaqiXlXUK1CvaKqVhMAf0BpYlFT4yiLl8JNpI7IlPKBZTeilhl5WZ90baDo9SauqqHVCKmGDbbMJ/+6HW/ybj0gePbgei8JYg9aGVKfEqSFOFINY0Q8l1UhRCSRhYAkDRegZfN/5/Z6yDuDKZiRjsxjFjjboZql9m5GIzWpZdAZ4bYbP7vrJ4jrmgNd6aDvq/Dn33rUgSS39WNPupCy1Uo5fglqzy/ap+eBiZ+afv/oN7/dPXRz8q20bKn/hdP5fGOCrqx1WV80vPvzoff9wIjxXedtLPXpJn92bV+j2fVItAIWn3N4ySQZybSxGD197yg7ZWWc3QcbapvBowRrrusizEtDywRqAZ7K7kEJK5DXlmd7PWtF8TxIGbgBQJXQjGaqhpV4xNGqaZi1hrBEz2eyzcWaVxw71+Dd/MM3hM5NsnXQOS6MqqdekY++qpVbR1CoJiY75H19vIJXCz1argsFtvpT7/MAbV/jakzGdOKSXAbzbV3S6ilboUQlCQr/J7qtS/v2PLPGv/0DwyIH1GCvRxqXVk9QVmkWxIaq4ctcwFFR8QRi4zGbg2SJj6ymDVC7+kcK6Rokc4MOUJ5CRCC6X4NyWLJA3DJNp1gE2Z+kczKl218uRFlnZhLvOibbEsaE30Kx0NAsty5kVuGXdgG8+McXZxQuVTZvv/UevfdWbRL/X/dlqrf6/FuDHTh7DWHPnfQ/srz5/KqY1GLCSwp17WkyP12l1fQaxW9byYqY0Z+YMyLoAcwZ6NWRox/YUgHe2n81Ym7zcGbvmc+UAz2sw8kxezt6el9edSHxfuvqNQFAJ3cyTWqipVx24m/WY8WafmfEWew/1+IXfn+S509NsnhBM1UvSpOJRr7j6lWolpRrG+H7E+aUJfCVQ0mS23DDI1FqSpooNE5Y0TWgnFdcpExn6A01nIKn2FJXAJ/Ar+N4Yezan/Pu/vcDP/R489vw6tJEO4NqSpDpjckMUGiqxZBCoQoL5vgvuPWWzOhWLJ8lkirNt80VmDcadXCFLCiGK5JDJkkN5tljrUtJID0mqkJm57NSGNLVEiesI6g8scy1BpHvcdd0qd13XZn5lnAunnqqevXrrnUL8xXfa+QsB/PThT7Fl11LtH/zcvcFgdZHzF6tcbFc5NjdGLVzknXf2UXIcJcH3LdY690Tp7O6WIqvsK7G2l4O5LENsAXSby5H89Qt8NimGRVRSgpSiALeSMmuUyOUJVHwIA0O1YqmGTj/XqgnNWsx4vc/0RIsnjw741787wbOnZ9g4rpipG8aqgkZFUqsoalVBteJuDpfqj3nsoKA7CKgospvMafC8CUEbQZJ61CuKl13fYe9zTXqJkyn9SNPrKzqhIgwUgR9k+nmca68y/PKPzfMz/x0eObiOxEgSY7Jm6WEPZhRIwsA49vaHdfSeyg8ymTKUcTLL8l4J5HlSyOYAzwCvC+eF0ZU3lyOaQp7mq3ZR85LaokxAE/Gjb23zvlfV8L2AZlhn//Flnt//6eBs9N21D330i70f//63/dUD/NjxM1TGrxp/6L6P/vbmZvLKJ08rNk4KppuWfuzx+FPrCbVgdtJzTbbSLYtCOsAZRRFsaANGiSuzdgnQpgD2sCmYTHsXF0O4giIhM3BnRUaqADiorGLQ9yDwcZ1AQVZgFWqqmbxoVCPGGn0mGm2ePhbxr393gv2n1jE77jFTM4xVoV4R1KuKWtVtj+LYW1MJUxq1AffvD1htVZiYGKbJc8CYTKcmWrFuSvG6l3S5/wnjumhiUwK5pOJLKr6H7wV4XhUpDddeZfmlH5vnZ/675ZHD60iMR5JVALqyV8fkYSKL6sLAk3heVoQlBcrLzw3F58tvwlyqiLwqjWFCaO1hSs/GlJ6LlbcUf5nha53JFSEE43XB27ZVuHvPDOfnnW0YJ5JmCEdOqldu2HL8937g/e/9O+96w7nV9bOb/2oBPuhewMQLP7P3qUvvP3KizfqpIEs/O8AFvhvL0O65OXpSWDxPII3FyPzOHt7xufzQhQyhYO+RQHItc2dIzzNyhfaWeQXdUHcXXrvC1Wd4Ft93jcWVwFAJNNVKSq2SUK9ENGoDJsda7DsS8S/++zRPn1jPunGfdTXNWM1m4M7YuyKpho79K2FKLYxJTUQnDhFK4ucMXmhwkS3jWYFY4lMPBq5cIK4wkYN8oOkFjsHDQOJ7Hr6Xb0BruWGb5YN/5xL/7LcMjxxaT2I8Ii2ItclYXFBJDKFvCXzXu+plcYenXImwawV058nJFFFaAd1ZLW7McqyzBtwFCZWIKQf3cFUugT5/b22W+BGEfsDJc1XCIGuz0+53Baygu2fe//iTTx3XafJzf6UMvv+5izQmZ7c+9K3fvHHL9EnGbvVZXPWJ4uEH8pXTs+XlryjRzEA8/MIUo9GGy90wEBsyxTAractrZs7a5aAyX26zDh2VBVOu5c0BO/BsUT1Y8XWmmxOqlYiJZo+xeofHDqb87IemeerEembGPGaqmrGKpZGBu1pxdmIO7mqoqQQpzXrMwVOW+/bVCaTEVyYL4oYeRR44J1qRGo9X35qw8+oux89UmanBILbuiDS9QcbCnsLz/GwejPOur98Kv/zji/zcfzc8+NwMg6TqkmGppZbVcIc+DuRevnqZordVKl2scEqKEsBFCeRcpleGILejAC+ttEOA5+DP3tthgRc4+1QbS7urSVJnAIAzJeLEsLAisOoUfvW+G7//+356q+6fP62qm/7yAW71cZBy26ljD/6ncxcX3zFTP8vurVNcXGzS7rq0sTYuGnclqPnSbAvd5pZnm9lOuY+dMzYjPy8viZcxiOOWjMHXgFtYpMptwby3M2NtzxJ4Bt83hL4hDFIqQUoljKlVIibHeqx0ejxwAH75j2d55tg00xm4x6uWRlVQr4jCK3fOi3HsHTiAV8OIWGsG/QoV5W6yPMk1zAVkFpuWpKnntLwXEcWWfiJKADcEgSbwPXxfuiZs6RcAR8BN2wW//HdW+JU/SXnk0BQXWk0Gdcm4tjRSSyWbOBD6NvP+cyfFFuydS5Uc4MXnzT50GeeFQswuii2uVQnsa5i8vBKXWd9dvywHojX9SCMQaOtiiU7PcmFVs2XTKjqdeseX792rt+66/h89fujCqTv2bPzLBfiB5+ao19ovfeCxQ+8+f/459tyRMDnWQaCohQH92KVqddbomNtO7qSIEWY2xpZY2mW2RrX25QDPT3FZFeYXwY17yNnbZvLEloYDubJY3zPZmAldgDsMMnBPdllY6fNL/6PG5x+dYbE7wcyYZKaSgbvidHctCyyroaQW2ozBnfauhDEQc+/TAStJwFTISD02YnSF0to1PzRDj9fe0uOxwzGdJGQsb+yNDUHkatUDT2YN2BYlfYR0CRos7LlK8mv/oM2XHuvzi7+/nnOLE/THPcYDQSM11FIIEycZA+UGGvl5oClFEQTnz+VAvXxjClH0ihTXhzXgzq8jRZWiXaPXL5eb7nc4ynIlu+4GX+0JLvUklb7H4WMHGRvf8u7BUv1/JHHv1F8qgw8GXcKwds3Rgw/99MqlQ2zfqLnp6j5hoLDWRylNP/Kzgho5Ii/yoidTsLi43PYza2yotaxdliXZCcmZJU835y6AygGuLJ50wHa9nVl/p68J/JRKkBAGCY1qH8/rcf9+ze99uckXH1pHbJqsawqmK06WOAsw98lVdoiMucvsneB5EQ8/P04v9thQyz/PWgbPg2xJkioqvuLOa/ukxgG8nwjXtZ5524PIuODQy2bDZPaeyJLrFsH0uOD9r+nSCC/w+1/u88DzU8wlVXoVSTO11D3rQO5lcYiyWVxiM5Dn51AMa8clSIYsvnZHwUKq5CMqGAKZNYRl7KhmH2H+7KSYTHvHqaAXC1YGbtJt96THNetSHnnsII3xa3/6Da+5+6ler3u09j/hjf+5ALf6Wf7bh+9ncrK58cKFg68S9jTXbevSjWJmJjoYA77ShEFAFOe12a6GIU/12lx753o6191lrU0J6AWwS9ZD2b4Sdo00sUXqfzjazWQ13xm4lavFCP2EIEio+DG12oAg6PHH93j8hz9cx/GFSfywwmxDMBlqmqGlHkI967Cvhi7bWckSQq5+RWcrgZMni21NNw4IlCKQtggwKX2V/FzorHYjTn2q/oDZ8T6rvQb9RGTj1lys4Ps6s/lUZncqB/CRwNVVPr7jFV1uv26BX/6jAR/96gzLaZ1e6FP3JU3P1eCEnhuPlzdDeHnSJ1v5ZCFVSitxiVRGxUoZ6FxxBS7bvGbNz8oyNTX5iA9BKxYsDQTJoE9zssPxOUjjs/jJM6+aO5VujAarRx975ih33vTty2r/XICnqeHv/e092+YvHPrQZz77NB9/qMmv/UnI9s0V3v7yNj/4xlUmxzVet0rfD4kTL6sqU0U6dxhIiqJOOw8eiy/PGta/wmcR2CGbZPpelgEuXTe+HGFunYE8JfCcJAmDiNDvc+pSyu98qc5nH5zixKUJmjWfyQpMhJpGaLPUew5umYFbFkmhSqa9w8DdOM16xGce9jh6ukolm8BVtIsxRHkxxsE6HZ6kHnu2wttu7/B7X5miW/NoJm72SBhncYMyeJ507oeiBHK/xEZuVdgyLfnZ7+9x4/Zz/PcvTnJibozltErP96grQS0DeiCtu3Eyl6lY/fLzmtuHOH0+zHTatXHncKXNSydyAMMa+TJ81oXpkIE7a4trxYLlgWU8aPET75nj7Xf3uXqj4sChST79tcO8Mr72Qzdcf/tbiDt/rlT5tgC3tgdUOX5k7+a9T57e8aff6PH8+QqdpMrjx5rsO9zh3NxFfuYDLcYaBtXXRCooit2HFWilwp0rAT1n65Iucyye07Yd0YE5sN1zVjSUgdu5Jjl7a3wvdZ07XkoYRgReREfH/OYnAn7/S7OcXxrHqCqTY4rJwDIWGGoZc9eK9L3M6lQyaZJ55wW4A5e9jJKYo+dCunHIRJi5OHnSKXcl8iysLdWkJB7Nusf2zTEqHNCJG/QDQTVxk6OCTF75mUTxctdDqBcIXhUzYz1+4h093v3qOX7/S21+51NTLPbr9L0KFU9R8wRVZQlT69hcOqniyWF5Q57lvIzJuYJcWeuwMMrk5RXbFN8/L65zXUSDVNBKBO1IM1Vp8S9/4AI/+JaUNG4QJyG7t1oG8UVM78iOlfnG5rteetupVmfAWKPyFwP48uIiftiYqVbkJ+g/5m8cr5IOLIPEsNIXXOyO8btfFIThOX7+b3WyJoa8mMcbto8ZWTBWDvZR1hYFoK+cobQlO9AWwB6RJzKrklPaAdzTeEoT+AmVICbwY1qDmIefkfzxPU0+9eAUA90gCAKmAsF4YKgHllpoqQVDcFdCSRhKwkyauMRQ5kxkAA98l/k8edHywJM14sQnrNvLAsz8UaS5s1LUOFH4vsfrbu/wsW90OXyuTr/i5r1EviVIwU8MfmxQSmbjpAVSyOFwH4YrojaS1Ehqocf68T7/7Ht6XLsl4qP3NHji4BgL/ToDFeD7HhVPUJUQ5gOWcntVWpdPEJRAPlqzsrY4q8zoxbWFK+pwnaf0M3D3tRtB0U00ftrhn3zPRf7WWzWt1hTLrSbtXkg/8llpB9zzrf3+P/p7d3yi3W69ZLXVWfgLM/hqb1ounTry0sPPPzi27/mAZtVjxyZLp2dott3yezxt8JkHJ3j/6y+wZ0vfTfDOAJdqhdESbYcAL3R5SaZQAnv+GCn8cT06jsmLlLIpyj2d7rZ4SjuAK13IEc9LaHUTHjog+PBXmtyzb4zlVgNZrdCoKsZ9SzMw1HxLLbBUAzLWdsxdDSWVQFEJBJWArELPZOA2hL7T38qLOHIOzrcqLrGS6dvRxMmwfsY5DCKre5fEscf6puCaq/o8eyall/hE2YzvIMaBT+lMouSJGpBr6jTymye3IRPt6sPf97o+b7pjhW8+1eEjX23yxMEmS50aLRnQDTwCJQikIJS4Hk7pdqlTYniTKpGV/V6BwS+jpBLgh+AWQ81tXV1/Yl3/Z1cLBqnBxgOu3b7KO+4eEA0mWVgZY26xwWIroN1VDGK4fkvKk48/ODY7qV569c6dX+HbDA/6tgAf9C6EYaB/a7p2vH7t9grLLY9eBO2uGy3cGhgCDy5cCLn3KY+X7I5IU+XcDWlQqUIrNSy3tLLE4GIE1Lb4v9JjxKKyIwX6TpaYTHMblNRuIH7uZsiEhU7K/U96fPmhBp9/YIz5dh1RqeA3fJoejPmuk6fqk8kOqAYiO2RWcprp7kAQ5uydA9xLCYKUShBjbcK9+0JOX6wyPSnwpcl0rBg2+pbYzo6Umyr6kc/W9YLX3dLjs4/GdBOffiKo+JYgdSweJba0SqnCr0bIEZniDjlsVDDOb6+GEe97TZ833L7E5x7s8KWHatz/TIP5Vo2+COgHHp6v8ITAlwJfSnxhM6llUYiSNBy1Dy8j8+xaljW4wRVn6TzRZQSRFUTZACKrI2Q04I23ddmyAVZXPLr9kNMXK8wtCzpdQz8yLK3CvpOn6q9+Zfpbly5cvBbo/4UAvmn8QXTaobrpPOvGxplfcXvftLqSq9YrFgYRT51MkbFriBUyxfdiN1RHGKRUxVwM1yvpluTcHSlLldEUTp4FyO0pWzpMZgcaRAZwz9MEXkKlkjCINIfPw6kLio9/fYyvPNFkfqUOfgWv6VNTkoZvaXiGqm+p+lDxHbgrvptJ6MpMZekQ2Z/bDOSmAHngu/a04xcMz54MwfezZd6WUvRiBAVlVtM6q5/WbpzzDdsjrtvc5dD5Gv2KoJYKwsQSKTJrz2TsnbspuQU51CqFz55ZkcaobPqAzyD2qVYjfujNEW9/2Spfe7LLn36jxqkLFQ6drxGvhqShx8DzkEq6dD7gZc85kxfShWHwvxblxWqVXWeN69w3FlKbdWdZ66b76gRMBCZxeY1Kwth4m/PPNtl3qEZvoGn3LKs9V3m43Fnlw58/wPhY7duuJC8I8Atz58VK3Pvpr3zzN6b7rYQ9m+bZvVURx1W0DjBWsHP7Mjs39Hn0gOLmnQnSajyVDAFucoDnYxxy1hZDp8S+kDTJKtuERWKzgZzW/bvCMXYYukmqqdbMLcHXv+Vx/FyV+/ZWOb9S5fiFOoQhquZR8RR1z1L3jHMRfDc4v+K7cW0OxPkhs0NlACfT3Bm4fU3oO/Z2N1bMyQU4eKqGL0ftwUKiMKwHL4Ku3EkxeU+jz3Vb+1yzrseBEym91KeRCCIPgtTNBFQlgEspEFKOMDmMWm+FDMr7JrUi0T6RH9CsxvzAGyNecWOb8ytt7n084MTZkK/tq3FhqYLu+xjpkQQKIaVbKbKufEmW8WS0HqgM9Py65plpQ+6R2ywZZMBqsCmYBEyMlZqnj3k8fVjw8DOGzz5guXDebV+TWEOUJuze2uXltwyoisenv//t/+Cnf/Q9Fz64aePGK4ZvLwjwT3/xXtJUv/+PP2/r86uzTE/FbN8w4O7rO+zapJmdSHnDXR1eeWfMsTMe121NEdaiVJItYRplFMaqIroHlwQqg3t4w4vi/yki9iFrF1JEafxQk2jLibOCZ08ovr63xoGTAc+frNKOQqI4BD9ANX1CJagpqHmGaskHDr28TiMvm3V14WEmS4JAEQQyuwHsUHv72mUWfafzK0GCNTGXliWRDfE8SSAtXslmW0PgBci1He13jFMfgcfMZIxUA7qJT88TzulIhgVjnjIjGUiZm9QA+bAjBNbIIZOXBiP5WhXjJ3pRwOxEzJb1CbdeHdGP+/ytky0OnAr4+mMVnj1Z4cSZCkmqIFRYqUBItCxlg8rJ/DVNzMWWE+Xlpejgz48UTAo2xQrN/U8E/P1fnOD46YBearhm9wobJxJ2boq567qUq2cF68Z8Vrut+srct96/KtQH/18x+Je+9gUWlzrqGw8cEk0F1fGA1U7Ak8/W2XdoHKNjNs2scsM1hjffKXjDbQmDWKCVpFozCBOjjACj0EmJvW1e9D98XT4ZQrhFTUhXN4IwCGlJYktv4Bj91DnJn9wT0ksUTz9f4djZkMVuQKQD8AJQPqqpCKSgqqCmLBWFG2emssIj5Vg78IVLepTB7UuCTJaEAYQBmWviUua+Zwj8NMuIJlQrMfMrmq8/0qDVCZkYE3iZF58XfV0pIMuvcxEQGkkUKaanFG962YCvPdHnTKtO35dOpnjgpxY/yT3rzGOX2tmFlGedyOJ3GOuVfocDeqAV2lOkviLRHkniOyvVT6gHCa+4IeXOayPe9aoBR85K9h/06ceKj369xsk5H4Sk1/fQsSrapqzHMBtUvq4FwO1QnJdGVIjUIrR2MsUaqnWXtzh6XvH6lw1400tbXL9DsGEyJInr+LJJu1flwnxIqi1WHRPViWvVk49/Or3tjssblK8IcG1gYqL+m7fvjm7aMuGzuArtbkqnD0ttnzPLAY8dCnjkacUnvxowPWlAwC27Ut73+oHr5tCWmXHDzdcn1CtgTXY722Gh1OhDFMN5Wj3B/md8ltqSagX2HvT5woMVBolikCguzgUY4ZFYHyN88DxE6OFJSaAEFWmpZMAOlSVUbq/NwMs8X2/I3EHel1mAW2U9mqJg78A3BEFeoKUL9g6CBKVivvWU4rOPNlCB5+y2Ef39wgyee+Fa546HYjDweftdfT7/cJuP3jtGN61Qz3S4n+vwJE/K2KJbSAhZAMz9KlnS+iWAG8fkqeeY3PcUqefhpdoBXWmUcoP0Jyopd+1OednuBCsi3vOaHoPEJWT+7MGQxw8GVEPBYlux/0BAuyczlbQG5AWdD8FuretfvfnmhOlxjdYGo+F9b4i4eVcCCNZNasbqlkFninOX1jG/2GSp7dyU1a7k0lKCX0lueu87G78pBD/xP8Xg1raBRvN3/+iTu0+ej9SOWUGt6tPuegwiw6bYMD2Z4l8Y0O1FYCxHz3okieTIyYAvfNPVB1gDYxOal96U0Ki6ljRewOUuL29SCla7iieeDWi3FNKTbiaK9RwzCQ83F9gD6SGlxJfCgVlaQmkIpANCoCBQwxl9DuRi2PDguUaAvPG4DG7H8FlZrZ8zuC4dKaGXYG3M+cWAOKoQjkmCLO2tsqq8kSxm3tEDJbuUgll1NqRyoqG4ajomEAP6aUg/FVQ9NwQzryHJE1pKlstbZfG73O+QmTw0w+ypMVnP5FAapanO8gYq21UjJUk1KnG5BE9ppEzZPG2yFcNw7ZYBse0jPUOrJXjiWY/VnttTaa0Yv9wcczXi9Qrc+ZKYsXHjSB2oeRZfunHY5xc9Ol1YWfU4eHyMi4s1BpHb4a3TTWl1E+64SavQS3bPbH9f89zFTnvzhsa3B/j584tIufLB6erZ1+zckDLR9Birp/TH3IQikLxqImH3thbrJhexKuGdPzPNvoMVUqlo5dJDCNorcPFbjNSSjEaUpTu9tLxZITD5lgtkNadCDYMcKTMrKwd1lnaWZBu35r5x6dnLOukV2dZ7FOB2bV2KIAN34FGUmDoGz1jcMwRZdtT3E8Iw4eyi4Y++VgcvwJdiGGAW8kRcxuDlTF8+JNSBzQ3WiROfD7ypz+fu7/P8pQZd7VNL3aa0rgrQDjtxVJ4ToPCoi3NZSF5ZKvDKD1PUwniewtduXoqfAV3JYdLM1Y1nr4XJBgdpPGERVjNdM3zHyw0InclMQOT7Z2RVjyNIHyYFhBFYrYoOIqENRliePuLzrn8xQ0yNicY4N80KZsYisG6kcxQZUguP7td00/Ov+YHvPftBo/Xf+3MZ/GOfvhcpZbDvuXPcuH2ZO7ZKer0a/chzox08w2RzwPQYTE9Izi4KBlHGqMrLgg5ZRPR6LUuvfS2GN0SxtIn87zuXIG9BUwJ84dLKoXDVgr507z1JVlORdY/nhUQepTkoZDuzDbvqhwCXhWwJA1u0tAWBKQ3OSfEz9g68BCljTs8JFtoVhOcRSkbkiRRr7mGG1lm50Kysj1OtiFOfqWbE1tk+h+Yi+tpjoCHUAl9b/DTT4SmFszRMoauRToVc9rpJu7bULphLI4OnDVpJlJdvX66yYjWNVCZbKczQms1ALvLfjZuSJbJpWblBUDhh2G/D5/nnzm9UjSdSqoGzcC/MV4hNyAlhaXdTPOV6PPuxYDW2vPIlHXZtPMrx578WWHt5vucygF+z/jhSCOKrUhZWqkw25xmrJQwiZw36nqZRGzAx1kN6Cb/z+QbHz1axXuhALlTBtsVlvSzKKgchgnLzAkIgGaaI3VQq8IXFFxloMwmQvy5+lpH9sBSUosE2UMKBfQTc0j0HOdDz4DMDd97945lCovie06dBkJCS8KWHq1xaqOKPKYJyDUfZQVlza1PS4MVgnVLSZxC5CbZvvbvLw88MaKcVep5HNTXEWTpdyWFBVF5wJoRh2DmUB5qCcprcmGymigWtRDaPRmQDmGS2i52r5UkzoA+TaaZIsElpSom37HVewluAe9QVY41fPiyes8UNIo3BWsXOq2J+9Dvb/PyH6nS7CWdEQDt28ZQ2kk4iiNHMjFV5+OmATnKWK4V2IwD/1Oe+Bqr+8ovnv3x7K2pxx542Y/UeteoAnfpYK1AqxdiYQ6cTvvF0jT/95jiRqIIKQSp3IIftZKV64hza5c7tvFpNlp6VsHhQWG0qSxm7+SZDjatyYEu3n3w+CqEM7GIOisL1I14J4HnAmetuL5clNtPbo7XkgZ8Q+DFzLcO+Y1XwArxMnnilAqU82yfWINy5SMOqu2Ffqiw88STxuWVnxNR4n9ZKjV6qqCnwU/ddlHZDk1RSBjgO5MUvkpfX/BhbZJSNMmgj8I1zwLQyaCVIM5CXi9fycgiZg7wE6rxkQuBYfRTYtsRvlzO6yCZrDcsvDMYoAk/w3tfGLLUX+Po+zbOnx1lph3jSnbtEa6q1hKeOJ9y6c8Dspqnbv+8db3r5P/zhVz6058bXXxngFd8S+IPvOHK6fvNXH1bc/0zIUycUr7ixj9FugpbnGR4/5PHZ+yd45mSdQVqFIMwCvkxKMDzpsqgjyRoUGGU1md3BZYCXR66pEshzxvLy2oisBjwv9XTNxXmnipMlquheGQI7b7517J1pbo9Cb+eWoGPsIbj9ojoxQZDwxQdDHj7QQIYegRRu/nZRQThsoxtW/K3NZuYVljmLu0BTG0V/4POy6/u87RUdfueLDWId0tWSirZE2UxHr7xiCJPJObPmhnohJgfjyazLXRTg1kqilHGMLmXWW2tKpcjlGiA7BPlItnkI7FyTD7V5bhSXmF3kMmtYfqG1x9bZiF/4233e9/oBn71/lScOVZHKQVaYlDtvHPDy6yuEcozlfnDz2bnBdxhtHroigy8vnaVarb9p3xPf+P4btl7kxi2aX/+8z6//6TR/8uWouChCKhbbASv9EAIfWfXcvBGBC7DICnTyNG6pda0M7Mu6chiCofx3HZCHow1y5nZbkOTvyRicog1rhMWzbhhfjYLbjVNYw9xZz2aQtbf5Xt5wkJaOhJiEP723ibYhqshelgPMYV9jaS0banBEqRnXgdsUs/0UWnsIfN732h7/40sRqyahryv0tcDPZqornYEsFUXRmbML12pRWbImSwVPRqC9bIyDykDuWZRxcsWN1nMVjC57LIvS5KFFWa7uHJYx5ztpFEm7Qp7Y0miKtQk9m+2wp5HSkKQeYZBy646YXZsGLHX6CGWzG9ayrglPH63yGx8bZ7J+kTd589//xte/6b5TZ859bduWzaMAv7ioaTbSnfc83t1x7sR57rghRXk+vaTJsaVmQUlCSJQnqDQFvhB4wvm+ReWZKDPz6BdaK00og7q440cDtEKLr9GcOejLsz2UEkMtnlXcjQy7yYDtKTF0Ugo70HXcu8ZkmzH3MMD0Suwd+jH7jkmOXqhglY+SkkAavLV1GqU7eq2Lkh95wX+5nDh3VJLUZ8fGhOuu7vLokSqJCuingooEX1u8VGTyLevCSTMdjnRyYeRXihKLi5I0ygf25O6Kq3fJ50aqTPoNwZ3XAtmsTCBncorVowzw0aCz/LwGG1kOxP09r7hho8TQ7VcIPM26MZP9jlz/a4ztEtaX2Lk15padSztCL96pasnXLmNwE68S9SK2TRkuHF/Hb/5ZxLMnQVWq1LOuj0IH59KjALUdWYpfCMzFlyuzeXkpp/Ra5OWZo6MghpJFuO55MQS3CzJF0S3uFeCWIwAvD/9x3fYUwC6ylQVzawLPJXZcV1CCJeGT99ZYWqoiQs/57uWbcI00KYA24oMPpwmU67gLb9ooksRjelLy3td12HesSaQr9FRAVTstnpOKkmTgztcKk3nieQVIJlXW6PF8wkF5KpU7JMrkK5ItXjsgyxEtLrLv7YApRxhcFgxemphVAna5zn8ts+c3Tv5v9UZWClf7H/oxL9nR58ffNuDBfbM8c8RHNpeJo8HlEmXpzB8Dku3TK2x94zIrX4Ej5yZo+oK6b/Dzwv3SBVs7sHH48yFzrP1ZGdSXA92OsHYB9GLy0rAptjxzsAB4weK5XHGrTRnggZcNAPLzrQOzDKdn8YtUvMle65HDU65z5/nT8Il7GkQyQEmVZS9Hb8S1Gcy1AX65c2lUh2daXCtS7RFqj/e+ccCHv9LjmRNVEuXTk5JAm8w9EkhtS+fHTRHLnYyMvrLfNbpvUZnJtQGvsBAtns7HShgnhYq+TbdiiLxRWUC6Ro8PZUd+fUuSZQ3RjbTAiTIZrAlERzDnJiZUgoBKBQ6dt3z6kZTpg8+z8aHzaD2UaB7AgSPnuf6ajbXf+tCvb99/cJkTcxWOnQvY3FA0A11soLTWrx9pEF5zAS9zvNc4KUXjMJentC+XKKIAztpxyLLE2HmQmU9t8rx8k9dMe6s14M7T937emGzczJCiRSzv6UyzI0H5MUfPe3TiAJSXyRO7pjz28hVqbZVdeQb3aBLGdeMMEz8edV+we9OAZ47GaBPSNwEV7Wq2vUyDK+Fm/eU7RYsC2Llda4qzX2Q4s7IQr5hw4H6mDGjpAK+y3SmkGU4IyKdr6by7vzAASsFl4aysZe1vA/ASYopK0xxbdoi1/N/3ZEitEvDyPQMmvq/Dcidg3bqt29/znr9f+8iv/HBPhlscwOfmLtFutd+IuupnLl44AZHHNdPDMtXyRcmHLl42CiD/EFz5UQZ58foKQBiCW4wwuCyCzPJQzRzkDGukVQnUanQXY1+ReeEO3A7Aw6FAflmelNlbZX2dQcxyx/BfPt1gqV9BhL6TJ9KOrCrDwTlXtGZHgU42TcAMeyqNkUXqPk09mjWPn/yuDt/c12QpCoilR19KgqyHcjjyIQ/YxdBjFqbISVhMBm6DRa5xVkTG4LYI0nOwKykyBneSSBcuSgZqWZapw3ZCIdYElGvisiuekxzYIwFxeRKDKHCIFQhRQwA1CdaHHZvX/Uxr4bmHomjwuYLB0/ZzDKKAMe8UN+809JOQTs8QRW40bz4RdDgOt7TDQmkM27eb+lpm9ZzRcvtwqL/FUIOX2LAsTfIOmQLYUiDVcPyYKoHakxIvkyReAfBcc5siqPQ9U4Db9/L6i1H29lVCEMR8/F6f545XQfpIKQnz0thSLFLsEZ/duS9YTVgmjvxilmRKamS2yZPPDTt6vOMVbT78lQrGC+nLgFCKIumjpCDJdS+XM7koM3nOjCMthG4wqrJuVTBWOHDnU8IM6GJ+ihgCvDRf3H1/kQWLQwk71OKl6/9tbnpTklAOc3I4krm0yW+qIU0l/Rg6PcvS6oBz7fMcveARx5mtDTAxnuJ7it7UgBv3rBINpjl5IaTdc0Nn0tSQZDOd3ZYUbvytA74oRuX+eaONs3GCgB0W6XO5RBkGljngRSFL/nyAyyHAVamG2svqUnwKKeKroVvil4YDDTW3Y2/fc1OrVlqGP/tWg8VWCJXMPRGlYOwFJEqe9BqlqRew7XLL0EjXz6rdlnwTTcV3vqbH5x8esNQNiZVHX8vMnhSZeyOGzdhyyJY5sK0ddv2Ygs0pmNHLnRWVvc6GpRoJWlGc9zLI3dRgW0jJvBE8lxFDPS7WSFU7fGPd67XZ3bwpOR3Z6we3uZUWJImb49jpGU5fillot2nOJsRGMdDuu3pnzxxnanJy20OP7P2pL31rlamGz56rDJNNNyh9EAq3FVxiSbKxvEnq9F6qs31iDChTngY7ch0vZ28uH5pZliQFqDMmV4Jibl7RUV6a/V3ucHHD3RkFd76zQc7cqsTclzF4Pm5iOHLCUy5zefKU4MjpCoYQIb2iOXdYPTgqsYauxpC2yrUoQyYXJXkiCiejaDfTHliPPVtjdmwYsHSoitWBY3HtZIpXcnGG7Fku9MrrsGVJ12Zsboc+uZGiWJHLsY0y7qYxkkx759dlSEZDByW/drkmv8JY5pH64dEpC+VamUS7bReTxFUYxgnEKcSJm184iDTdvtth745rfa6eWmTb+tpP7dz1qqePHDl2yvOkJon7s9Nj9k07ZnoINUmUQL2qUVIyiIXbzDOBKJZum4zEoGJNnGZg1NZNssonib4Ai4/o8DU6dQTkclSHy4K5R4FdPCuyUcBlH7x8ZFtaqzK4SyDP9qv3s9LQnL1V9t7z3DbkX3q0wdHFqktwZfIkt0/XOifDpfnPW47XBpyiWJLLWjyOPa6ejnnry3o8/nwNjNsLvi8lvs6yu3pUKg2Zs2itIQ883YxAMQw289cyey2zVUXmhzv3OlsxpMhY3TBcOYr4w5ZucjtyTsg+09qVHUo5ATvc3ydJBXHipl1FMUSx2/okSrLdLGJ3BJ6g26lz36NtxtfrN10VD2YHUXrK89QAIXzqtTabN86DaFAPKiSp73YmTiSDRBJFgn42eGa4oZIuWFloMMIiC313ObpHAswSqAtArAnQckCLKwC7YHMlSk24JXBn8wmH23ZwObC94YCgYsSbZzKQp06eqIRqLebRw4rPfatOfxBAzcOTAl+MSpO1n7/8PV9AsY3q7zWWYdkXT1KPsYbHu1494CsP99h7OMDWffo6JBCU8hRiyOAidyxycA9BPlrfZ4Y3mHJsrqXT46bE2nlQb7LgUmbb08ictctVlJLLV+kMLOVgc3izZ659zuCpY+84EQxiQT+C/sDQj3QB6jg12Yg7SIymnUQs9xNWY402hsgYvLlFy1hTs/+Iz3/95DjbNgm+65WaiYZrAohTSRRLBoErTlLKVRK4lLJFZcX0eWCTz6C7jL0LP1gML7wcsnl5oukwuBQFaIp5eaq0e4MSWW3KENxDkOdlsxbPG45Q9rJNmDw1CnS/YGt3KOUCzCCISWLNVx6p8fyZGvg+QqoMVKOJruLCllem0vcXJWQXrJ11t9hSJtOBXBZaPLcL49jj2i0pb767y/5TVaI0QEufvlEEmjWfJffCWcPg7tmu+Syo/GYzGCVQuWyQAqtA2qEeL1ZUCdKUZhmakkQpxr6JQosX+luUP9OQAUe6nLLsqgM59CNDd5DS7WsGA5MNJ3VzxAexYLxp+c67Y6bHYPMWN0NmvKbxLp36DKuBwHYTXn/LGBtmDOONAc3agFpFZNswewwiRSX0UMrNHhxEYuTuzC/ucAzElfV3/gXzNLZbykusnQeWIwHmcAeCoTQpWYUFY+cAH05OLSRKxtyOsW3B1F7xPHztZ8GlpxLCIObAacHXHq7R6wdQ95EirxykZA9eIYuZr1BrzkRei+LQJRgdJL8m4VMqwIoTn0Yj5s13RXz+/gH7T4TgBQyMJMi0uDJuL6ShTHCrayENdBnsQ2Bb61a+QrpIx+b5qpIH+cY6sEszTLQJM3RTimtpSsGmWStH3We4chNIaTBrZp1qA1FsaHc1ra6mN7AMEohSh8/UgBUeDz89wfQY9J/dTyyPuykPZy/0MUZSDQa8+vYVoiQh1jHjzYgw8Oj1A6LEJ05UNqw9pNOrkKbGbVtiS5oasOWsU4m6xRqAlyckFfagHDK4A/haBnd6u5zNVCqrMMwqCl07V/baK88HXwPu7PDzKbRZgb+nUnd4Cb6fkFrNFx+q8sCBKlQ8kK6h2S+V8I6UxpaP8psX0OCj01hF0WieOyr56Lsc6NHA51U39Hjry3s8d7pCmvpYoegLD18PyymEHrL48CNcmcnLo4yVygI96djcvRdIIwodXvj9OaPnq23G4AV7i8uBXZgM+YouXvi8SJGRlCeIYsP5RcNyRxAbQZQKeil0IosfaJpTCScX4fkziqs3rTA51ifRBq8XdQBFnPZYaq9wzxMeh84q3vFKwzvuXuX67QJrAgaxZHFFMd+ucnp+muVVV3xTuD2Ft11okcudk7XaO5cpQoycEOelloA9IlXKafrSke1YMAR66fCGm6DmgPZLoM6dE+eYuGelEgI/4elTkk/c2wACkD5CqKKLSGVp63LWtXzD5mdg2NJRWpZzUJV1uClpcCsw2rXuuaBLFel7az3e99o+X39kwBPH3SSBxCh6WmQFXxnodB7QlTzoMmVmdekoRoHuiD0Dm8XIbD+fPCjOtbfM2Fy452LFNSUnRw4BPrLTRQHw0nq/BjP5Na1VLFJGHL3UZzH2WVz16MUCazXX72zxzru6vOsVmqNnfL70aJ1aNaRalQTG4O09MI5Sgm6vwsJyDWNhPITf+XzM/fvP8XffvUKzkrDcVXz9iQanLnoMuikbmpJGNd+eT4wsyWU5Mgy2ypIk++9GLLX8BIghwOWQzcuFViMgz1rThptN2ezE5APwh+AeYe3Sc95Ym0sVpVJ8PyXRKfftrfLssSr4PkgXXAbClibHlgOrUatzlLxHoWVLL4oGiFKCY6S6UEuMyhwV7RHFPtfvGPCqlzoW72vH4pEIGBjwtBgGfjq3C7OlVpe1r83Gd9jLrUsJVjnTQFlc9tMKhBVYAdKKEaki8ue1VqkZno+RbQpLbtqo6TCUVzIbCNqsG67dPuDma5c4tZBy/xM+rZ5grJLwo+/usHvDNIdPb6LpK777LkNsAlzLjMF7+c0RIJBokoEbC6G14Z1hQjtO+fnfnqQTV0llhXa3ynTosX3GZFvBOalgKTkekM2Szv1PMQr0K0iTstYeAXq5/kRQ7L0z3L04A/ZIw8Nw6xKl1oC7NBS/cE+URnklgGcSJfASjl4UfOQrDaLEh5qfyROK1jRV3iW47JyMWEUvIFHsKNDLMmW4pUsO8rVa3KMeSn7wzT2++ECdw+fdzaeNoqeVqzLUWfIH4fS3zq7JmpUkDzfLAJd2qMVVptGlsVjpNqqyUjiAm+yamaFkGSbpRh0UKVw+tXyORouxyjeHAGUziUJWoutz/ZYad13b4u13tJEqop+mfPhLk3x2dYaQKqmGhZahWrc06wlaW7wbb/nB9U8+e+BfHjt6D+98eYIUNXxl2LZpka89lbDUXU8rbtCsSLaMWyarhlowuvf6lWy9IZDF5XfriFsiRt/nrF1i67VFVrJU+1GAvLQnT67FvTXgzmf7DfV29lqaofbOgsvYpnzm3jpPH626dh/hoYTLXHpZDXa5ubgsU8oX8Ns+RjS4KNX2OBfFGuOAPQJyiTEe8cDnlmv6fNdru/zGHwf0jQfGIxGSvnExgjSZBtd5jODA7m6/YfbQ6REX8GLd97JqGPzKzPu2dgj+HNzSZmSUSxUpMCXJUoD7MlCXXw8zoDbrWZclAjBG0Bt4XFys0xsoxhoDGmEP3+vx/CmPr+yVXDOT4iuLUQnveW3E6+56/b+cnL7lx71B99D4WLj6lpqnmBpfYay+yLFzgj+5D377sxvRssmmccF4aKj7bn52JRCuHWxtDciID7zmmSv87DKQrwF2WZJkS1ZZexdAL0kSVdLeqtjpobQRlbJrJEleKagLcPtewpELko99s4abv+LYu+jcz3+/YGS88Np2vPJFLN4UsmSN7jXl2pDhXEEXeGbAthKj3cTeVHtY7fE9r+vx2ftqHDzng4yxQjLQPh5iWBsiQOiMnnVpuCl21A+32Y542KEGLxg909vWyZZcd0vrfoc1mT9uc0BfwWXDnavLJcnw7+RlYUIIhHaJpSSR9CPXBGGMJEo8un2fRi3gX36gx2TzAvtPNjl5tkq9GnBpQXDodPyWyuLJcU+JPhum+my8vc2ZxZg/+WSFR59tstypgAnYWIdGoN144WyGXyXIZ4sMu2Xy2pDCAyVjcflC4F6b1GGY9s1eqxGwj+4jM9Tgw60CcxZXa8DtJrKa7NnZgUoZVO53qxQlU1TG4FqlfOGhOgePDrW3FNJ530UHzZqLV2Km0fdDF6mswYevRxuQRzzxUk2GZ4SrTZHDFH6ceFy7M+LtL+9y/GMhsVYgPLTw6AuBpzP7jjzQzR0VUfoUdhgC26EuH0oUJ02stZkWzw5hhyl+AUY64BtzJYkihgxuh+AunycrSjZztpKAG/Kfxw+5R56kbtOAOPGZrAf83Pf1We3P8/Czij/+5gTffKrK2EyPzRvbeN98ynB+TvPo/gAlN7O4rFBCsb5qqWZTnYJ81Jk3HHVWgNsrZRflkJFzuTHioJQuejkgGXkeyQqOsnb+XkmKAnwlh8xdAF2VmXyou1UeRMqSNJHDoflKaXw/4cRFxX/7TJOB9MknaA275rMVpFwDXZYkw4zWt1cneYKlSJPbooVtmLIva3AxUp+ijUeqfUKd8vfe3eXT99U4fsEDlWRSxacvBCqXJ5keL4LNNSDPvXkLePkNl/1M2kyiYDPWzj1xM8LmNvs9Rrq/M1IduobchHBFAwV7Swf+4t8q3WRuRZNoDYkWRIliEHv0BgHtbkglbOD7Ka+5KeWGrYYoWWTL1iVqdYW3c2OVMa9G62KDfuyxvmLQxpBX/OUjF3Iw+2rYClaWKGVbr6yrRixBQWEbjRZWrZEnBZuXm3hLDcgqB70ZShQ5yuDeiL+d6+yy/i4d0rG478W0Y8PvfL7J+fnQDTKSPkLITJ7YEd97tLn6ShpzdPvAF5DhJfYebq04BHeewpfFUTRDSIVOPTbNRPzYOzr88kcCWombemStJDLK2YY6/xwWtGBoGw5BPvx/9ycquwutpWBulWc2M+BJaQvHxdgSc1unufPraq5wrcvnxggKt6XsrxuZVxOW6lJSSVTkMzw85RfbuGjt0vpLK5qOnmVsbBrPSMv4hOXul8DCSsDFBbfjrM6GOg/bwoY6u6jeU8MEzFrpUdZZuf5CDl9fBu41wB5l8stZO298zb3Sgsk9kzG6KaSJkyOmJFVyxk6LZ08leGHCp74Y8qFPNomM7+SJUIU8KZqK5RWW4bLmZjjp9dvR+chUYUoZzQL0ecreYowpsptFCt+4rcArXspPvKfLkdMBv/8Fp8VBoYVkYFzvptQUDD4swMpXnGHqvmxXOlBnUiUHtXU3eZF5Fe6/EcLZh8YOr6UVpbr0jOTWgv2y4jtzBcJTwm3zLUHFecXocE9UcDdAbyCYWzScuTTg9RM9xsYqeMcuSDodi4xids/WGMQ+wUCgtS3qt4eVfMOip5GaEbHGIeEKgcQVWG7k75e7QtYElY65sy26y1sGlr6kY+n8ZzmYS0wuh9WBhe4unt2sweUV+PQ3a6xEObgdwH3ptLcnRuXJaFCcLcclPIsr4LustQupkv3BSFVfaevFcqdPUScupZu/bjxS7TEWaN79+h6ffajGUkeBTMAoEpweX1tdOHrLvTCTuzzQMCmU16coRllcykyilIB/+UrtAOWwYDFriJDL8DJaXVqUaIi8Jsnm92cGcMuZOc2m9S2u3R4zuw68zZOWeSM5uxDQqjt2rlU8rC3vbFZyO+QoYIvrd4WLuhbosvQlRhnQrpEnw/fDcRGlpld5uSQZ/qwMbj0SYOZBZr7PjVdib7+W8sVvVdj7bBVT0t6uqSGXJ6P1JkWtRYm9RyzC0p9dmcQz9ixZhaP7ua+1DrOg00qUHfriqfbxTMqdN8S87Y4ef/SlAFQMQmKFIDIeSmQDmYpO9iGo18oVyj543iOR24clbSxFpslz2ZJdT1uyCG1plTMi+/0lYA+zl7b0mgIoa8/tMNs9lLu53ak1jNUlY9WQVscHpfBu2BbRmugTL/V57kSFmQk3YdWTw0RLWUcKLDZHti09fZsa8LInXC7IvzzQXLPn/EiQWdqmuwRwqSxeNmJMyswxkTbT1SVJkjsmsiRRpHNPQj/h+BnJR77YYK4TuP2upRv0rgTDHRuuEBSPHmIE8N9GnQzZvHTurtSMXA42bbkIS7v9c9yz2/5kfV3zQ2/r8tCzIccvSRAJoDBIBkKWNpFy5z8HtRi5C8v1/LaQSsrmCT23GVUO6HyAkSrpcFPagnAI9qGMQZSyqy90bsrYKpA1vBVzYJfLqANfcv0OweHzNZ48VmX9TIA3OW4ZRIb5Tkqrp9kw7VGvuAmrw22oh9tEjRQIFexSXl5fGOSUK9zWALvQ4aVgUo6wty09U5Io5gqvdaG9i4ROPg5YpSip8TJbMAgSIm347Y83eWBf1fW2ZUNEpZSua0cM568MZdRw3NyVdDilm7o4B2vAPZrBHLoWuRQYLZ8tl9G6drN8gy+tDan0UKnHq26N+fH3tfmF3w6IUukaUY0kzVwVaUTps+VVfaWLZl1LWv4hVW6EZ6rdyizRI/MUftYHat2/Y6XT+pbMTSnmo2S3jxhi4UqND7ZYPfId2qyrKiytLOVHDvDQVygpGK9bJscHdGILqwrv6BnJyXMB5y7V2bHBZ3IMxuqa0HfsKEtMM9SF2VxrM6zddcxiiw2HLgM4lzPecDNXB5hhV3oGHjXcf754v0aiyMIeHE5BHQkuC1ni3BI3UDItGNwPUu59wuezD9SIYh+qXqG9C/YuS6U1TL7W/ipLNXdcuem4vOLlwKZ8cTMHxaq8ynC0VlwbiTROquRAT1OPai3l3a/qc88Dfb7+hHK2YTbOOhEe/XwVzT5lXlJRcKUslfKWrr2zCDNQy4zdBY7NRZYyEkMJI0uAtiXdbfMgXJaZecjaQxcpb3K3mZNkC0epHIwLnAkSBIZUW87MKbbO+DRmDCpM8aytMlmv8vIbAmanNY1qQhhoPGULPTXcVz3fuNQ1gboB6q4BVGsKoK9tWbs82LQlDTWqt8tSpRiHUMwitMMgc8QazCehmuJ1wdr5oYbg9jJwB37CatfyxYdqHL5YcdJEuJJYkWtvQWmClL0M3MUqlH/HUr3Fn2uG50txlthYuzoWUmVN4mdtvbiUCmk00ngkkceu2YS3vaLL3oMBrThLvxqnx2MU+T4QbjDq2pa24VWzuOTOkNxz0LubUchcm2f/gnBdXcrm6XqbuSlrycBmNeqXn4sc2LpobHdN7jm+Ric6ZCAX7jOEfsxSS9E8r3jp7R7rZiTexumIiWqXil1gvCnYMOWEvGNslzFKUuX2dUlFthWdzHrlJEmqEAmkAoQWaIbmPAxB7ZaokvsgS8u8KI8AK8mTkh0oSz/L3RJZALgEcrkmoMwTOWUXRbpOeYPmD79U5UOfaWBFPsC/zN4MtfeINXg50Iflnzkzlu7uF2Dvss4c9cLLMuXyVrZ8W0ZjDEZLjHS+uJKGRPtIZfiJd/U4dsHnQ5/1SNIhyA2CSEiUGabFKWpUhho8QzTIYdLHy0Mv67KbTr64f8NYiqrSfAaKzYEuSyUDV6gJz8+CyRg7n9zgmtsh1mRN7pknnnX6JFowSJ2KsLj54hunBnhdzey8RkuDd3ZOcPS04nc+VWFmZsD3v3GVV9wUUw8kaeoz0fQZxAFR7JOk7mQlqSJKFF7kMYgobRXovrjJ07o5O2QgH4LbXg6UPIkywtqlmXj5+zWOiSx53qPypNQ0PGINpiiZ4AcJx+Ykn72vTrfrQ1Vdzt5FzXdJNglGhoxe7oGXln/x53O4HWqAkhzItfhwbokxeb1HCegyB7rESKfFpfRIEk2jnvKuV/f4yoNVjl3M0q9uQDVaCPrlT5qDOx/fkGvyTK4ohu9VseBkIGfofVtyxhaFDy5lZnWONCJncsUO45RyTKeNJdFuG/NBbLMtzQWxdhtgRamgkwh6qaFZi5EmpVZJeNlNPX7gjTHNoMLiIMVIg1erh0yPV7h7d4WjC1V+9vfrXLe1R+hp6n7EP31/m5u2K6K4Spz62f6KHoPEpycdWydaDseGMcrYOasVFqAYlSGXOScFsEvv1yR2pCgPZi/p74LFdYnd3bYYBYtLV2AVJYZ7HqvzzaeyakHpO4CvYe/8plNiGDCN1pyMpp/zEyD+PGSPEvoo0MtBvMmyh7mTkm1F4nS3GcoUI9FCorTECEUSebz+5pjX39nn7Jd9IiMzTSHBCFI8IuEai6VhKFNEjjp37VSxDNkCiCrzvG3mssjsy+Z1KVbaIcgZ+t+2uP5DN2ftOcjlrTaWKLF0I0EnEvRSQT+FSAv6qSXSMbfvWOaff+8K1Wxa8J4thudPrGfv4TE2XlWl2gjxrt6+bXW6GX1l64R+5z37I45cbHDxfBWDZaWjWVjx+L1/cYGdVw3QcVCMExvEIa1uFWMk3YFXWkpLKm5Epw4BPQT8qBVYHqyea+2y/z3cZSBzTArnxFymw8s1Jl7mmkjlOnVkkHL/EwH/4Q/G0NYbOidSIYR0+wCVxkGPMngJ5PLK7P0/kcQcXlUoOSijKfuyXDHkgXxWjCWuoMml88aF8UhTQxBo/sUPtzl8zuP+xyUmEBlk3RdIjKJPWVBlIJcvoMlzL5wsZsqnmWWFKCIHfvYzK3GbTOVsLnDl0NhseMWozVTkR7Jf3YsEF9qShR70EutKSIxBpAm7ti7zH//eMrs2TLDUamKtoB8N+MY+zcPPCN7zHY2v3LHtqlXvq9/4/UueJ35xta3fefSU4Pr1gpkxt93HQgcMEuWnnFtKuXevZGHVif2rN6XcuD0mNVW6fckgkkPd/W3APfK8xuuW4gqyRI6+V5eB3IyCvAgmh2yulHYsnlmDZxcl//1zDU6dD6HmFcxdsLfItfdoS9qV600uT/BcFlRflsEoSZIyyK0orLGRPs21vnjhj0uMtEXaXhqDlhmbG0Wa+GzfGPMT7+xy4mTA6RXhvHEhXNCJIEZm1YYlphZuq5PcTclvPlUwdabTswXBzQ/KSmxF7qpQ1JIPU7wgjHsvpRteIUtSrujiknkrnUH4HV5zW4drNkVYa1latTyw10OkCau9gIefmWWpVSPwYGo8Ys+WNlYmnDjz2C+eOvvIJe+R/eMIIdBJSkPFXL3Ho1ETNGqW8caAG3a3OXjS57c+OcEjh+us9AMQiqs3wst2abZO+kw0JIEnR7e3Kw08H/W3yyC/HNiicE/sZTq8rLmHYC+zd14puFZzpxnQU3Sg+cjnx/jct+rYSrZhlnT6Wwg50m/pXcbeL2wPjuyFufax5sdFgmeUyIcyBUYCzdH5hSVgl7S4tWZYoyIysAsP2de8+zV9nj/h88Hf9YjDdOSOtMYnyu9Ok5fO2iGNFkLTFsBVQgw7gQpZ4j63EXZ4I+RAF8MUvxS4FSLr6xzWqwyHqSolmBiTXH9NzKbZPndc22HHpgglNZ2+Zu8b4b99ssm//q31XLfZZ6JmqVUlzVqV6XGfW6+W+IHCGov3HXcodx9ZtwdkraqphppmLWZqrEMvifnPn5ziG3vXIeshzbqk5glEBIePGfQGybYNlrEGVAMBfjbhaITF14C7NJ1UlYBcsLS4MoMrYUs6247obFV43EO9LTPNLUu1J19/POQPvlxnoLMp+CI/3CamRc2JKK0wxWHXrExX8PcZff7ztIrNgrsRtizbhNjLSmitLGU2ZclZkQ7gVjpf3EiDNh6hb/jht3Z5ZH/A15+SWSY60+RSYKxHZFw72rDAe41MKSWAcv+7AL0YJmKkdAA2ZqjNM09ymOrM/mNRSgwK4epLPE9QCTzGGpIdGy07rxrDFz6XFiPCIKYSxLzx1j7CDvgH/8lyzzOGdXVNo2KoBlAJYHYyoFb13Zzz5y72srVmgLArKJGlrwNNP0753P3TPHdxnPpkhTEfmoGhHhjGKpbxmqBecUM4k9Tie/nAmMw5EWuBPMrORRKn/GdrwS2GuwmMAjt7VnqNTaivcKQoL6EXwS/+3hgnzodYb7hbcu6c+JnvrUr6+zLm5nIQl2LLIZBzPH8bQb52huNoRrOcHbYjMmVtbYoDdhZ4CoU22cB5bRDCQ8aaqzel/KsfafHIPw/pDHLGLj4kBkVkRdEY4XLuJetQMOz2yZ0PXN/nkKkdjlUOdJG7MsM/L7Kn0iVvRO6pZ/XqSma9BhK6fcXZSzUmm4pGLaAaxlTChH4UcsvVPf7wX17kE/d36Ec+oS/wBWAUY7U6lSDAWIO3sLqewPeYX2jx3JGIboKzZTQkVpEmHmOBpBkYar7bnLMWWuqhoFZx+f+imjD7/PnFzllcrgF3ua5khKVFid2VKTH5WmBbRtySNRJFlphcSjfjJNXwXz/V4KlDFed553t6yqFz4gtbakezw020BCPMvbbkd+iejDZaX4mvL89uMOKcDBsgMpeiALPlsmpD4Ri8CDpzRtcSI7JDKydVjOWWPQk/+d0t/tPHx4m1BNJCqmAEWioGmgLUOcgtwgWNJltxioSPswRV7qiUgFzYiVntkiVn8RLI8wUjLyrPpF5+E0eJoNtXSBmgjSTJunjixKcSBGybifjpdxm0jopm7FZbEdl1CDWGtRrvH//I22nU6zzz7AH++E+/SKvn048N7T60IzAalNTF9tZV30mRaiiohvk4NznSKDy0AcuTV8s239rA8XKZUmhukafjs9elehN5WaZytIhKyayJuKL5xmMhv/+pBq2+7zzAEsiFEAV7lzfTGpYOrM2+Xp6ez4PJIXxF8V6sBfQa1r4M7yNAH4J8lLWzqbDGlvR4xuRZ76KWCmkNxnjo1NCsGH70PT2efC7knkcV1DJ9kXcnWNAoBiYDeeZ1+yPJIArAqrzgSjhHRAlbALywE3OXJT8LWUME1m1f6NL32Y5zRcOHJdWCKBb0PIkUHtZkWfPUAbnv+bT+f+29d5glV3Xu/dt7Vzqx43TPTE/OQWGUExIChAjXIhlsY5ywLzbG9gUHnLG52BeDI8Hm2gYDRgaDEcGIJAkJoRxRTqMJmhlN7JnOfUKFvb8/dlWdOqd7QCQLfL96nnr69Ome6dOn31r1rrXe9S5VIk4U802PmXmXVltxaDzm1DMvYt2GbbSaDZyRoZhKJWHZSJu1YwntqIbvJhwcD9n1dEI7XY/hOnYLsO8KAk8Q+BLfz5apitxhqqPVJp+ZlIVRsk6y2B3RZSFad5ULC/TEUhZb714U3IUz599OzBP7HP7vVTV2T7jp3vusapJy7wXRm8UpCj2RmwKwC3VdcXLK3aG1PVqUThQXeX05H4RgsTZ+j0lQNolvdL5UVmSURWiEVMhIs24g4VdfPce+ow67DgmMUyRY9hdNtKQNi9CUHooibMlPZbQ6Bb5JaQukyWcatU0a4g3WmD7BBozEpFM8WSs+sR3MdgSqLRCp5bPW1vA+jCWuY7cwt0PFE/t9Dh518FzB5EybZRtjRkPDfEvjnJgu0QhLTM2UGeqTrFs5Txi3aWpDfMDHcwy+a1dg+27nDHyJ7yl8T6a73+32BEcWrRt65iS76EknmvcmlELoQlQvArx7nXQR3FIWS4FpO96PODoj+D//UuM/byxj3EI7fpHo3dmo3F3zXrRMSAcTXXLiYjFFFEBdAHxX1O4Be/bcQk1KkYdngC4moDLVccg899Fp80cIB50YYgyu1LziuU1m2pLf+zvFsWkBPp1IDiBdYp2WRQo0xRUZXcGWEUUmtjI5JZFpy96k0Vym7ENi39fsjUjSXzTza5EC4kQjpUTG2k6MCUnH0FVagKeR3HM1vqdRKuL4bIsH9jq0Q5/RPkN/xWdJX0BJxTgDdUlfX3D00NPJdQ2jXnj3rgmefFryxL4SPlDx7SS9l56+a/XivqfsY1fipRLqbAdOZnipimeeCPZKX9OFootE7YySWEqTRm5RiN6qp2upbMXE8u6YEM2Xbq9wwz3lVGuScW7ZE73pmMgXoveiYqoC/5YFYOfdy57IneeYvVykh64s8CnM5Kk6pQFd+hQre7XzkekQhLA7TLXWeWVFSok2Kn1OItImne8YLju7xf+4sMHHvyoJYwFOTEc6KgAnB7mRAj+VYbipXNTIDi+XKQizwoF9nCkPO+XETLdiuohcRxveGX4xhEKn76XlQNlFHadOX4lO0EZQK8e84Kwmy0YTHt7jMNLfRxRH1zVapaNzzQbq3X/1fvqW75gen2L64d36tV+6aZb5uRr9vkt/RVDyLLADTxB4MqUmDoGn8H2J71nqki9TTbcFO7mba8f0smPhYPJoL1UB+HmU1xT1JkoVupaLJZSyo/O2rfiIRCZcfUuJP/vnOk8d9TtDDPnpIKTAlxBIk/udOJk8tlDT75gLZeXDjjF/7nIrsNEnreVag9COSb+105CFEbdMcNb9eYfzF0VevTp60/U161KQ7sORLPjebJI+L11qw0AtZsv6mKePKXbtd9BZCaRLNWbXyerCbUgUqAgFytGBa3cDCzqlwK6qUfEWlz7uujN2xYFOk8vuF7KATxJpJc4mYMWQy2lrQ07ftpaxZfXf0u1H7tp2yvPtjp5zt7QplTRuqNHTHvWaTzmAyZmY2Xmd1iZt1PZcaWmJK/C9bA1fZ9+kU1jFkYP00gAASrFJREFUlxvwZPOSsrcq0qEhtslTiNoFepJTk/xrJwN3bKO3l/D0ccVHPl9h5x4fKirvVHYqJ93RW3XREdMVoRftYhbGpbI/+gKqsiCSd27RiyaXCKwZfSG6F6oosqu7aXIpsxSZoKnDx0WhhCi0QghIhEEYjdaKqK3ZvC7iF145xz2PeOw7ngJcipQzZ4B3LCfPO5YCjcERloZoaZdVFaN5Ru+yUmfuipV2L1VGy1RKu0grKdmwR/oeWM1Nr8tAesEY609/bEIwOeNQKQVIWcbt68Ov+5jEvs8OwNDIdoJSwNJlLlvXHWPDioij0y12HVJI41B2BL6vbNT2ZJpskkds183WX3eidObFnVMUkQmieqsmC+lIF9ALIJdS2ySzAPKsmmI5uKUmk7OS9328xk33B1YlmNW7U7UgwkbaXs1Jca9jXuI8CdAXWEUswkC+nZSwmFySP+4kmV3TPhkQUmVe9seWosPFZQaE1CzHVlPSS0cYpEiTzvTzpGF47ultfuN1s/z5h/uYamSJZhqd8zWbKchFtpgq5dhS5G16nUljc0u7dPAhraTY6XvsBhBRkAIr05Vn5EMNuYuABbqdP7X+MCb1Ygl8zfDADA/s0Rw9XmHNUsELt46xZdtWWi277djelLxVOCOnfm2079i7zz11njZHuPrOFvuO2ltw4EvKvqJSklRKUClBuaQp+enpWcLvu+np2a6o3TmZGsov8ONOTee7fEqKw8BJF8/u6lTKTklQFiK3UgktYfinz1f4l89WmYtcmxAIVQC3TSwdkWpOZHFF+cLKSbF7mUfq3jt5+nluOPrM8N0VyYtDIkU+zoLnu3fOd9XGi9LaQls/H28rfjTWU6XqwBt+fI5ffsUcJRPburCO7Wmi9GMMJkEbCDW0NLSMoK0FbQ2hFkRaEGnsx3R5VFh4HGmIUj138XuiOF0qFRvCtHLSDo3d4BAaWqG2q0uaMY1mTKOZ0GhBs22Hb1Yvi3npxRPgn+Dxw5o7Hxh/9+YNm752yvpRIFVD/sP7/5pta1rRxPTchlsfbv3Yx69zaM5VWDkkGe5zqVcdqmVJJbBNnpKvCXxD4Bl81+B7GU0pbivLtih0O7t2pm4yTYn9nlxjkluj9XLwzkiaTGcupUxQIgW5ihGu5uHdHu/8aJ0D436nFZ93LK3HoBSCQIInMu5turi3k3LhzhxmoS4uCtYFXZ8XTPpltrC2wL0XWG8U+LIUC3i3yLh+YSq9KC0uTkN1iZW6krWUbtFZpZ3vjc+SYmMIPM2S/oTbHnE5dlxiZNdV2/PYiuqS4kWalQRTfqzJJAjF7WmdBa7Zx4zj90plO24CJi8d5jtZs0VnWWnKOIwNKc7fPs/QoEtsxMdvueP62y997ss6FAVg7ZbXUi4F7D5yC8ur32T5sEulrKhVFNWSoBxkNm6Zz3ahJJibXequSonK69Wd7mRWKRFCF6SzOk+G7B8moypFLm7piih2MIWlJVLGKFfz0F6PN727n4d3+RhXdnUq7WnRklGTk0XvLq1J8fMFtEQs/Pv3fPJMoniRkC/wTClEcvLIbZAZH07NeLLKihbSlghT3bjIyoYpnxVCIYxBamU5ORoRGk7dEPGB35vmDe8UPLxbgEtn+3c2P6mN7dIIeydoCYiEwDVWoOZmZUJh6UqSmn8qkyXG9rESILVdBa6EtSpJhCGW4CQQyXRThxR0nIITlJJ4jqYdSsJIE4aKRsvj6OQAg1Wfi888jXVbLiIKW/zx7/x5N8C3rhskCEpMbK9QN7ZSoo0k8AwlP8F37WZgJwduRytSbOAUBxHUgmTRPraA0QVApx9lBnJdeK4D7E6JMEkfp0mlmzBnJP/4+TIPPOqTOD1JZU5PbLXDlUVQm25derEMKE1Pctm9paJXIptRlmeqBy8OiC9IOotzmj1gT2NyV22cdGxMptRFpO17WdCNW0N6iRSSRBjQCi00QmtUrNmxtc0bXz7P77/HYS7GJin5invTAbqtemOQxCn3jo0gEh33L5XWyGVvANFZQl9YQ5OuD1cS4kx1mtCZpsrvqBql7CLf+ZZg3kuYmrWy3yQBt7/Oik2jNKJm/j7mAO+vK8plb/fgoLsHT61znYjBPkmtFOP7sa1yZEITukFQTBYzcZRSOgeoKiSOWYTuzOdpijVQ0fU9Gdh1nmTaxwkyjd6Om9DQgo/8Z4WrbijTVh35axfI6XDvhcMMPdG6x9xoMbVgjt1iiasniovFCuPfBuRZSSxTFnYaQbZ6IRc0gMhr4bYpUmwGdaK4FgZhDMLYJbOkF3aiVU5bvDjm1c9v8Ph+h498vsJ8JMA1nWRTp0AXJn1f7UeNpRRx/n6mJkPCumJl6w2VIO18ihy4SmSbmi1VzKswBYlH9t52iIktiwauplrS1CuapaMSHLWnHXu721G4EOCV+hgf/dRXrnNU/ycm5pf/cb3/AGuXtfD9Jq4T4zkQJw5hZLPZfC00pqfykZX9suaNLkTmwplzwQJHhMUBLnX+MY/cwiapc5HgI1+q8M4P1Rif8sArRuxMUNWJ3p4o0pJC9C5UyUTxjU3/tkWwF6dPioDPUL/guW9zdNGQDqZzriq7ojWpXsNSk7zxUxBhZWtgMhGWELZsKLRMu4aphkXYaKxFSj8wjA7G/NEvzYKBj36pylzkgEzSF2KKr66DemML+gZBnBLyzlhfx9LOdjPTKE+nr+BkzxXynU7t33J5bSA20IgFsTZ4ToKnBJVZydYVcPb2pZxzavUTjePfuG7D9isWAhxg84oSnlf+Cs3kCqnnTz80Pc01dzu0I7hwe4OXXxTTbpVpRS5JomxzAHKAFmlIzqsz8EqdgzgDdQcMJn1Tsuftx4yr51FcaETektcIH75wQ4m/+FCNo1Ou5R451y58TG+V9o3stOO7qyYderKgBJjRkwzo5NXvRZ97ZsR7EaDTAXrHs3Dh4EN3697Wn635fKcJotOSnDYy5d+Wm2ctfZFHdNvet5eRJA4lS/sS/uiXZpmYlXziy1UI0leXcaD8tiI7DYHscTZIkZY1M4aTXfEZ6KUg3cyc3lWlra3nBqeFapQ20NaCRmxoRS1e9ZwpLtwe0Qol191ZokmZJw7wwKp1w1+Zbza63tMugF9w0aX8yu/84W0C7p2YLp0+OyfZ/bRLK5Lc/2STUnCIHztvFtksEycKnbZyuyJvF2cuRuv01pYHuoW966zjJjOQFyiMFEkOcCU00jPsPujwb18uc+S4C4G0kVqqRUCeURO6t5D1nMURu27gLsK5i18shG6x4HdaPJoXqwZdCC/ER4pCq/QL3XXxQqNEC7tpWqfbFbS0/DotFYpUm2KBLS24dfr+pmXD7LkkgqXDMa97aYM7HvTYc8gFL0Nb9nvbZDM3H0R0AXzhIfLfLcFKC7J/Z+84MqeMTnq3Fen3RxpCbYjbIa+6cJw3XyFY0l+mHcKGJYJWBP31qXuPHfzUbT/24399coADXLRjE1JKbrt7J+3ZGS7YrHCVxPMFo3WF64T4XhsnVla9ll2V8uScOYva+R82FblDliAV34fuC8LeUjVCJJ27g2fYc9jhTz5Q58ZvBuAX+t45sDvgPln0Fqnme7HKSddzsvO4iOAsaotFn+/+O3d4ZDfv7oC2A+b8+d5Inr9/RWqSCZ86tW+Rdz87SadMO53592hbA5JC2sXewnSBXLQMzzuzzTveNMPbPlBn72FsZSV/cYX3O3P2MYvlHL1t2U4wyC4KI+yYXSIlkbB3kqKtm71LxZBEHJuocPejdVxVxlFQL8cIAkKzEWM0vccCgF/8nOfhKBWOj88wUmsw1Cfpr2rWjrVZsxym5xLKQQsl3U4EF8W2eYJQllbMzkMYdkJTKYByVSO0gCTrSskU6Bk0uumKKHBxITTShX3jDn/6j3Wu+lqZEFVo5thkshvkaQLTk1iKlAfK3nryIklnb1FkUas2kd2VJN/rUayckIF7wSBytyutbeX3VFey5DItG9qIbaO4XT+SdjpFCmoMGmlLiYkhcBNec1mTRMPb/qHO/nHASX+oyICbZqCmcEV3ZceW2kitEdpQqmqCoHOFh6Fifs7+rYyUaKUwUmFExtoBo1EipFKLeWh/mXbDYf1oTF9FUq8IzjlzjIsuvjxMkmTBe7kA4KXyAH0Dtd89bfuKra2J3c8drh8n1i0e3h/x7zcHHJtU/OWvTDI2ZAgjmQI7RgvNTGh49HHFgaMK4bh86mslHtzt2PElA2dvDXnlJS2qgWbH1pDlgxqZqsMWRPIM5MVkUwn2H3f4/ffV+ezXyoTZXsEFkTsDuX2LHFFIZLL5UMyiQO6a4KHn68XnuwDf+eRkgqFnhmw6nCUt/XU3QBapoKTlQZF6GeYJpskWShU7nzJNTEWemOqUrlgduQSjLNiVgtiuYfypy5s4Cv7gfXX2j7vkYpJioknhtWdXqTYorVk2FHHGtjZVP+EVz21z9pbI6lak4KE9Dp+6PkBKwb5jHo894TMbOoTGwaj07xgZViyZ5//8yhQHT5R4aHeVx/ZUCNseW1eVeH7/ym8sGVnxu5i5bw/wpSN1vnb99bOI6s6Y+Dn37plWV99R47HdfRgTcN4ps8RJE2PSpU1OxJ7D8IWbS3z9voBH9wQcOeYhHEWIIClchQfGNV/8ekK5FHP2qU3ecMU8zzurRX8lBr2QrmS8HkAoweFJhz/6+zqf/VqJMCfOvXy7k+wsVhbME8mUenQll0UlHp3vpQfwuQ6cXsB3wvl3gu9umWw3mHt5eO84W4eSdPQrOXgLETuvuGiRP5eDO9Ov5ImrTGW6Cq0NDoZXX9Yk1oLfe2+dI5OOLWhnEbqXcxsbsftrMc87q8UbrpjnrFNCyr7ASWxkzv7WywYTXnD2HMLVHDkmeGyPww33BVx9c4Xdh3208kA4COkRh0O87ByPV5zX4v69U1x9m4MSY8lAPdh51+3Xzp534Yu+PcCzN/zYxNybvnrLyDkHD5gdaMm56wSDNcVpm2ok4RKiZBzPa3P9Nx1+6/0DPHEgQCe+HSoI3LQ817F2xGgSk5DoiFYYct2dDl+/J+CVz53n7W+cYfPyGJHoTt83D48W3LESfOjqElddExCqAuem52P+2NIIJXrLgj2DDBTKg5gu/tzbseye4qHzhy0koAv04M8wYC/4Qna3L+hROkKsRSZ8CpLSDvCLi5xShWGxpJg+J/Io3jm1MWBsAip0gpsYXvOiJjv3Orz7X6rEmWnjgjlTg4gNm1ZEvP2NM7zykiaOEESRS9zyaGllJ/5NlsGkxYkwYXlfxMrzYy47e4ZfeOk8v/X+Pm64px/tlIhMlVu+6TA7oxisG4b62vzM89pUau5DmJk3Cdm36HusFnvyyo99jJ/76deYLasHf7mmji4b7lMsH3ZZNybYuCpk+fAsnj/HDfdJ3voPQzy2r452y+CXEG6Ao3xcx8V3FL5SuEqhlK1JG+GkRNfyv0d2OjgSLjozwndNF2BsDmK5xTW3+bznExWOTKc1blkcPStUT1K1IFLiCJt/drTeHX2JUgXl20k02Z3PC8sAMn1I4fniBgwpsp1FWQ0406N0dhl1z64W7iyShXSoMANa9CPvolddHVez4AKFRfIK0f1vMsVhrh0X3Wu3wUbykWHDrsOKPftVgY8V7j3aUA80v/Pzs/zPV8xDLIlCnyj2CSOfdhgQRj5h5BHFHlHiEidOujXOIYkchFCMDmrO3txm7yF4+qgP0sczhjiCuabi6AmP3YfKLFl21uF26Pzjpc+/YlGALxrBAV74gvNpt1ufas7u2nT48HRlZDBh7fJ5BvsmePTAPLd+pcLHb6ix52AJE3igPFwpCZQgkAY/szpO36RYQ0sL5mKXlhA241UJKM3VNwa85gUtLji9m8sJZe0FvniLz+++t85je7OB4bxa3RO1O9E7q5x0teQpRO9F/uhd0tje4WIWP1nk4zPmJz0aFHpPOskkBQpDqg8X6b8zurMAShjrGpv5bC+M1p3lsla2mn1N9kTwNKoLnXN3oQ2nrI/429+c5a0Kvnyzb++4svMLC23Yvinkiktb6AiSWKUNQp9W2yeMLKC1Tmd5RCqlVhrHsa6/cWI9MDeOhfztr8/x8Rs0Nz4Qs+9IH60I1o4mDPcp6gNL5tdsOOtTpSA46Vt8UoBX6mPmK1/50vuqAxvf1D97a2X7ujn8YIJr7zN87Nph9hwoMxM7mACElJSUpOoYykrjK4OrOloCQ1qsjwWulJwwinbiWJGwgQMHHZ4+qlLtRPpGpbT6CzcF/OH7qzy217GF7C4SXAR5d6E6Sy5VBmx6a96doYYM+AsSywJexUkQ3g3uglT2pCLxArjTO7wpUhIyrYkp4L84eCzQRqfgFgWa0m0xIVKPk+xxNhBRdK0tAt+c9LQXQnYFmciwbU3Eu39jFgl88Sbfvup0Kl8aw4pRzaqxxG5QMSJdWuvSbAc02x5R1KEomczDURrXjfEcuxDM+tE7LBsU/MbLJS8+e5qPXhtxwz19zO8POH1NzOWXbTxx4sjj77v0+S81J3ubTwpwgHPO3EjUnuZx+Q1u3znNbY+UeHxvFd322bwMHjuWMBtLAiXpcw1VV1Ny7GSPXZndKckZA+3YIJswF0rasYFGwuZVIS+5uMl5O0Jk1hmVgIIv3OTxh++v8sge16K1t9tCEXmdrpqgELlZOPLVFa2z66MA5IXbmRdiOzOR7+LeCzi46PrQi+/ix843dp7pTM/bqlwnuIseUHeieHeHM6t9swDUstAAKo6BZR+zjCQfE8sSZ2Pl4aesi3nnb8xhgC/dnIJcGLSAu+53+fsrK7zkOS22rIhJtJ0imm/6zDYCwkjluWkmifacBDdRxK4kMJabO75mvumz9+Aovpfw+svmOXfzJLc85HFicjm1oQ0MD9S/FYS/NcCHRpa2D+ybfuM9T63+9H98pV2JQp8VA4rVGxxWL02YTcb5xy9XiOMKNVdTSdd9+45Jh5AFjurwzURbcdZ03GKoNsXLzp3itZc32LQupq9shRdC2Kntr9zi8wfvq/LoXse+yi6/3Z6srqe9KET6T1hovdY1xAALo3aB53ZFctEN+A52RRrJTzLo8C3AvegXConjwqshdQ3raQIVm4vFZNNqozpyWpE1eERxTtJqsrPmkNE2MmTARoiui1Gk0gAiOHVdxLv/1yxaw1du9W05XAr2H3N4xwfrfPL6Mq99YZOXnBMj0UzNlpiYDojTxbTZ6hnX0Xiuwk8SksSGDteJmWlqPvhFn/ZsiRWjDmuXV9ixZpaNS5tMxsPzvq/f6FeXtb9rgB89NqUHhtff/dLL5MzOJ/dWnj6sOG2Dy9oxOH3DPHc+2USIGjXXUPWNBbgHviPSGU1rw+U6AseROEqwbNTwkxsnedHZEwz3txmoRQih0YlAKCu9vOY2j7e+p8pjexzbPVus9dsbPnO60hH19FIS2QPaXrpysnp3L13JX8Iz5drP8OitquSDtqKnakLxo2BBRSVv9JhcM94pAXZXWTJ6Qi81oXN2dyhF/tqIYfu6mL96yyzGwHW3eyQCjBJMNR3uejTgif19vPczistOl5yy0sMYD8chHU5PT1fjewlRLIkT+/pcJ0Y5iqPTmnse1JyxNmJq1gMqHJ5UXPKCF86Mja27u9k4ob/Ve/otAT46MgL4xxWPv/r5F+y48cEHHnXP3ByzfGQa7UzwpXtqOMZjuKqpBcaaH2beKZ7A8+z2K9+TBJ6kWhYsHUrYurZMNejDkXO02wLHaaEcg0Zww90ev/W3NZ54yrFSzZOiSCx8nNETilJYs7D6wMmAXgS26NwcCt+fR/LCj86utc5Fx6KR+6TA7o3YdH/eXSIUOWdfQFNySiNSIdVCn/GTcu0CoLsS3vSX7C0G5q87EmxbG/N3vz3Lr/9lnRvv9q3OxJEgfabjMsmsz/2Pa9pzMDKYUC2p1FcHAtfge3ZNd+xp4tTrHGCoL+HFZze589FpHj5QYXLOEEaw48wLotmGeXVfvf94mNS+5Xv7LQEuRMC+/QfoH9p2cNtWuafmPLZZmINcfRd8+a4hmvNl1g1CxTd51Pa9zDfFgtr3FGVfUi4Z+qqagVoMQLPt4bkuSoa4QqCl4bo7Pd7yN3V2PuWkLWE6XnYC20HLAW96XywZPcl0x1lyKbqoysnNfBZ9PsPsYlF9AT9PN5aZYrw7edPnZDXwbgCnp+hRGi7S1dSGdOd7UVrbWws3eWVl4VkMGFn/ArI1kmnsRub5UPrzY8Gm1TF//9Zp3vw3fVx/Z4lECpAK5bhUPUuBpmYTlIAw1JRKipKvaHuCUqwswBNpt4VEklbo0Gi5bF4+zz/95jRfuXueb9xfYff4KFes3Lrn1M3rDx46dICxsVXfPcABpFR84Yav7xvs73/D40e23PSl6yaZmi0zVFasHxMEbuovZwyOEngpsANPUQokJd860FbLmnoloVqO8V2rDASD6ybgGK6/O+Atf9PPzv0OxrPAVsD61THthmRiVjLfFminFxrd4bI3Ii/mDLuYx8hi7fkFXuCd66gA3+7P82uNZxbEczCLDpDtb2gTzk5pcDFgU6Af3YC3iakplAlNd7Uk4+p0ElAWE7/lV2v6njuCmbZiYlbSago2rkyQGExomzvv/a1pfuNv4Ia7rYjLuIbE2NUj822N20hS70FDHBviWBEnFtzWtg3CSDA9DwKPoxMBIwNVXn3RLOdtbuCU1MMl5+HX3nf31/Zt2Pr6b/v+fluAr1yxnPHJBsP9pcOfCv2bh6p7L1470GC436FWUVQCw4GjMfNNje9JSr6iFChKvqQcQDkwVEqaaimhXomolkMCP8RzIyqlkCPTCbc/UuLtH+xn534f49oOGkZzwWlt/uSX55ltCXbutT4nTx4SmMw+SWSt4g6cZPEsJI2L+Xt3fd4FfLEgUsMiF0HxsloMzWLRhydBeuebikldriTMbNMymkKBotAD7EIUz/Qpoiuidz+Gzl2gKBXo/J5W6IaCJw+5fORzZZ54ymG2DX/yhjkuPi0EY9CRYOOKmPe+ZZq3f0hz50OS/dM+DcdhLhQEzdSJ1hi0jnMfwiSVXtvXIgkwzDUNB44YyoHD01WX/mrA+lWK4SHxv+Pmnoef8/x3An/8vQMcYMlAmbvvvX3X1nXl9/3iq7de/PjD36Svpli3vEWpPMOHv1Amil1qZUkpsPYS5QAqgaEcJFTLCZVSTK3cplpqUw7a9NcaHDjW5i+vrHL1nXXGZ3y7cQHrIzAy0OKXf7zBC89vgoDkYsHqZQlv/ut+xmeE1UIYswA5XWXBlKaIHreoXlqyoDRILycvrrxbmHEW6ffix3eSjaaRu8CD86Ca0ZdeZWG+MNYsiOJyEQ5uy4SyuyJTfJ1dSWU2sGI4Piv50w/UuOracjokYVg6aNi8MmakrkkSDx0pNixPeN9bZvnSXRHv/pjiyWMOk9LFlRIhNAadWlwk6CQz97F1L6UEtXJCtTzPrY9pym7AulGJoxJKQztYsfUUGs0W8M5n9G4+I4ADnH3mCqB6d3+5+fmqmniFz6OcmJ/l9gfhyESZ0T5BECjKgaRagkpJ2zOIqZZjKqWQWqlNtdxkqG+WQyeavOMjFT5z4yAtKhCkLfwkBBqcsy3isjNbmJYkiUAqwxXPbfK1O30++gWFVplksxt4eZkvA6lcWEXpHolapKtZGFRZtJTY81wRmt9LYaVIRxBZya8AQtFDS0RmN2yjtrUmzqK4vTtZ7be9cGX+tc4oW1YTpxjdC68mSz2NsoK6L36jTOI79g2LBdffW+auR5pccX5MGAbEiQuhob8S8drL2vjuUd7+IcHu8UGkcBCp+jDzO0+0JjGZia3CUYqoIlg6nPDcs2a4f1eL+/aUef556xhYsvnzibv17qQ984zf02cMcCFWMn708L4ly85/84nDD6q7H+aK/7jeY36uyspBl6E+l76qpF4xVAvgrpQsuKtlC+6B2iyHJhr82UerfObmJbS9KmXfwUslxfMtxZLhFj/1wibLBhTNpgvCoExC4MT8r5+eZd8hh+vvdqCUZaHFnl+hPIhNNjtJ4EItR64LoVPn7q60LNLsEZ0qS/5Du1D+DGGeA7lQNSlG7OypYrJYaN/3+ojY0UqTfrSJnSy07HM/7uznLaigdP8e+ZRWoLn+7oD3f7xOAzd16FXgS46ccPnUdW3O3NCk5JaZa/oANFox5aDNyy9qQHKUP/2IZu/xIYxxbZfSFNZza516nthfSElJ4Fd5yTkJF5wyw9V3lPDKfVe/+AXnvvngwUP7N58y9v0HOMCS0WXcfMft+/3SWQ8/+NTUFbq5l83LfJYvcewEftlQDjQlP6EcWFpSDkKqaeQe7JvlyHSTd3y0zlU3jWC8CkOBpOYaSunq8DlXcMFpCRdtl8zM9RHFwprYqxhXwNaVEa97SYO7Hw+YaTtd8wUdVWB3bbur2ZNOci862HCS54qJ5jMRnhRcgr/rozuSd18QUIjiXYDvqYlrW3oVgo5WvADqorIwb+wUqAmAUpqZWcG/XVPi8QM+xnFB+SC91HPGcP1DguvumebCrTUabR+JwXNjwtCjWnZ5+XNmMRzjbR+E/RODaDwSo9MIbo194sQQZm5WbZVWUQYZ6Xf4mctXsGzNjocff+y2/Vu3XfQdvY/fEcABErUcUxl79wvP37dueaX5k4o5li/R9FXDnAp4rqbkx5RLIZVSm1q5QeDP881dIf/8xQE+ffMoyg8YLkHdsx3QkmfwHEHJh4s2V0kiwfHJBM+N8NwI47YRwhA4CWeeErJ0OGFmP4UxqgLdKIC9S2DV69xajOS97lLF6M1CepJB+3ulJQtQXeTbWS4tFlIUiUn1HFk5NZOeitSPsJM7iLSi0kVNRLrlDLHgwugkFwbpGI4cltz/kE+IA8oD5SOVT9mxNn6u7uOOB2rUPZdyYPDdhMCPKQd2O3Ytkbz8wjl0cpx//GLEA3uGOaoDYmMn5JN0bXcrNEzPG8RUwrFJyeSMYuXyMbYNbP7Ups2nvBtz+Dt+S79jgF96zmoeuvfa6XNOW/2L8xNPjpXd8eeMDE7SV20yOz9Aqx0QeDGlwIK7Wm4Q+LN84mvw9o+OMtMewA98hgNDn6+pBoaKD2VfUC1LhvpcFAFPHfQZ7GtQLbftnyoV5Wjt4KuEip8UJHgdwBXb7IuVC7tsInKbArHgAliQbHY1fr6zgYZndHyL/7ADbltFyTGdg1+QbWMT6SazzAlC5FUVkVMXuaCiInqIXPdVN99StJPMhsNFKI+yIxj0NP2BYbgq0FHArqc9lvRrauWESikiihVxLPP1hi+7cJ7Lzz3O2z8a8onrRjmSVIi0Ne2JtR0jaESG2XaTcsmhEXnU+txbvMraX7zq8zc3XvPKF/GdHt8xwAFOPetyxg/d07jshc8P//4jH+OmzwVsH6tx7taADSvbKedu0lebQznzXHmNw9s+OsJs2E9f4DIUaOp+2t4PhPU8DCT1qktf1UFKw3zLoRR4uE6C4zh2eihRxJFi7XDET13e4r4nqwV0ZIDstkEuSmN75y7zJFT20JgCF4fuSP5MgGnEM4zqxW9ahNaYxSJ69hjRmcbJduAYk29pEGlwz5JNmUlqF+y7704uc3lAehlLA/9+XcDe4+lmA+ngSKscrTiGiqcp+5ZHT80YpFAkGuLEmmMmiSBJR+PiRFGvSv7362dRIuFjXx3hWFwjKiuGsAZRm1c4nLvdY+2KSQ5ODbL5lBeFQsjvCtzfNcAB8DeB1nf1DT//grVDt5XWLtMsHW4z3N+gXpmnFMxzZKbFl+5weee/LWMurDNYVgz5dgVhpbCpzbrWKqplRbkkcBzLKW0DQBEnikQru63ASMoOLOnPBkw73CE3ycxG1EhBnldFsn2dJ4/exUEEUfi8q+FT+HzRYwFYu7caLIbzk/1f1t7eZA3FrgaQzionWpAtV0WmUlmd/d/29Sai0PjJVIbZhojsuUJdvNimH5+ShJEEzw4kewI8aSXRTjrwESeGZith1hWpsVDaXdWysCDLXlR9Vckf/+w8vjrC1bdHPDXZTztyaUeG8gnN7gMlBmsVrnjeuc2la9beJcR3P8j9XQN8yVCdmZn5P/qF11xi7hjd95siujsYHmzRTloop8XDT2n+7KN1bnxsCCGrDFckg76m5muqgaUk5UBQDiSVQFEOHMqB9UJ0lU4HlRe2kotZf/cfIhVZkXHxXiUhC4EsFwO3KFAVsTDxfEbvzneZZS72T0znjpAnnoh8DbbWIDJw59mtyf9DIWTuf6KFFbNlC6ts5UIUVqTYyN2hLPYHirzIb9+E4t0QYftylkNr3JbGkdZw36DyCo9O/36Jtj+7Vlb8yevneNGFh3n7R9o8caCGDATjDcN9ex2Gl57aetnIZe+B4I+VW/qvBzhAvV7Rex79zNuXLu2P7r5/5e9/9e5D3v4JWDnU5tF9dW64f5SgXGa4BP0puCspuCuBSFv5tvNZDgQlz1oye67JNz7kte4e+WheVksL11KIBbYQRfCq3Jg9e0502yNnI2iFpLM3uTxZxzKHs1lIK74Vzheto2e/b8+P6vy+2RMW5II0ggvLvbOtaCJ7AXlibM12pCD9WFhFaLLGy0J9Sv4jC/Q8f11p0znRpFvRNG6YoJRASJm+bok2TkdakHmXa0G9KnneaTM4vzjOI/snWDZQYv/BIbS7MizVhv7y3z538//5tde//FuqBX+gAAf4+j1+WCpvfFeMDGtB8o7TVu+Tjutw6JtVykGJpVVDzdWUfUM1gEogKKc7Nm1L3zaHSr4g8K2BvvUX76wtyTppYP27D00KrrndJxtPy/6gTuYtTjZ7uQglKXp6Z66lRc/ulLZklAc6Ceeide8C8IqRNk8MF6EnvZjvpTtFkdeivDyP6jZxzHZNGkO6M75zZQnSdX0iA3laaZGWNiTapNupRb4mpFdd+JILQq69M+HQrP1lNfY6StIyX5QYwgTCyNBqW38ckYK7IwRzcr25wf6sOLZe7aODM1x/v8/R8SpD1VF9+oY179i6ccnfTkzNhnyPx/cM8F/6uR/jwW9+sRlsG/v8/gPifx/dP82alZpbHnFpzcNIxfqDBx5U0shdToEdBMoulQ0EpcBQyk31uw3zM5/DzDFrcl7wwJNuV8vR2vUurJR0SWYzu15ZfCw6y6SEKHQ+O8laF8YKn2Qdv8w5QOQZoCiEdNF99+n5b3r/b9HzPcX2iynczLIpMptMpqN+qV4lq7J0/b/p76SFTHfY20Foo3sWy+acPOXMCE7fEDFQSTg0pTFG2w3Y2pb47Fo/QxRBW+l8KVf2Om0El/mFA3boxWhBK3RRSrL7kOCrt9dZPRDw8pfsMG135efveqLVfM0rXv29wvN7BzjAkpEVLB3re3Jyru9NRpv/u+vg9bKsHE5fI4kSw9SsldOWA0G1pCiXHEq+TMVZEGRbI9JVKJ6b4LkJjtNZ9ipT03shEnBAOblfaQfgojDoIAu175MAOvOklsra++bURPRE0Q6ae6ZbSFfZZK5SnbXVme7jpBSlUJXr6NJ7By8Mi7GiYicy48i2T2PvNCbNQYrKQEtTrBZEJj2rv3UvTckirwKtiOOUh5CAToi1S5jurAwTgxunayMjke85zV+ntnbNtqoiESg8R1PyI45PKQ4fHyQygs1jkssuukifu2PLm5py+ZNEE98PaH4ffMaAZSt28NhjUXjuOWf/y97x8LdvfGgMR5d48XmSgaEWc6HGdQTVsqJedalXFdWKpFqyUdvu+TGWongxvmcBbvf8xNbdXyY4TkxiNHfc73FgPNtabEecnOLGhkKkzrh3vu6vB9xKgSMFSgmcdMTOUZ0VgEUbiG6EFRojXW3zjsKveEF8K4zDYt1Us/Aiy/9/kW4ztpw2SURacRIkMbY0l6T15axcl5XsdLprcsGZVj7SyG3SM44lK5Zozt3RwpN2d482mpYWhAlEiSCMRWe3Tmhoh5p2W9NqJTRaMXPzMTNzmpk5mGkowlhSKTU5MTvBV293aTUq/OLL+tiyfva3t5961r+M9bfDc8445fsC8O9LBAfYtm0Tj+06mFz2vFftXrXswdkje66vjQ0f4KYnoOR59FUkA3WXwbqiUkqtkbGb2QLPLrMq+wmBn1iAezGuG9s6uIrzxVQtrXngCY+5aQeq1gvFWvAWdvssUjXpAn12ZmsyVGevTmdyJ42GmSNUVp7T3XJSyNz5bEWis4t9cf12V+LaBWrTEXr1aNTzaypr8Oiso0lOtwVpIUWkK0N6+vv5z0rSBFMXOXe6QDYr55nOGcWKah12bG7z2a9FhDrCJDFt6dFMhN0fm/L6jmEqIGwKHCdWL6SUoNmWJNqh7Ds0Wj5atnjkwAzl8hLOuuD5s6fuOGV3HB5Ilq9Y+/2C5fcP4ADVcpkVo62rlw6d/WuNLc33XHvjZwb3PW0YG3QYHfJYNixZOhhSKUfMzrvMtxxcx66DKwUJpSAm8GJ8LyLILAScOAV4hCsjdu6XXP/NEvgdY/uO7+C34NyFxFIpYcGthI3eUlgvobTKINIKSgYqra2uozOo25Gr2spcukJPZsq/VPxUANi3Onrt4lQGdLoBrtOryaTJnQWo/bqAdOGA/boqNG4yGpNVU6SWSG2QWqASiZYmBbxEZ7vuTWcbm24rXnBmyAdXhkw/FYEOiRPFnFCp2UHmT5hSpvTnZTvtm23NTNNQDSRhZJDSoVqqsmp4nlM3K7af8dyJlWvOesv9Dzeu3rG9yvfz+L4CfOXyAQBm5yavrC+9xEkq8t1nb75lSUk1GRsVbFk1z5Khae7bZdh3cJDhukvJs9y7HESUg4jAi/DcGM+14HadCNeJcJyISMV87qYaO5/yLcCFQgiZA7xLUCU7VRSZR2tLR5wM3OnZ4eUdF6rs0NqQZHsdybZ9daJpVnMXkOtByICZdwUXSgSLkbwrV8gaU9nH9PuTVOYKaQUjyShK5xLKavha2v2TyqSZtwCRpD9P0wF3gaKoLIqnNMXoTos9ihSbVke86pJ5du0JaCUhRjq0E8lMmnMkRpIYQ6JtAJDS4LuCqqdYuTRk73iD+3YGnJglHXRw2LB6Pb/3hnPHR1Ze8HtaR1eeceqy7yu4v+8Az45adYDpqdmPvOKyS2SQTP7Fnp33LdmwYh7hTHDNfRHX3NbPYCC54BQ7XV0OIvqqbYbqLQwxCJ1z7hzgKuLuXQ4f/UqFJFvqKlTqYJUuwxLdS13lAr4tclri9ADc0hRpzWqzcGcswEVi5Zwk9vM4sX/EDMg6vTuQ3apNh0KIAj/PuERxQsg2nLJtc5mVnOmY5qaGKMIIYqz4RGth903anC+/0ERKxbRMmzlqkRKlyO5UdhGVkhbg+SbhBadEaweRKH7hxQ2uvbXEnbsVJlFoJE08EiPwtEC1DQpYWrXVrrJvZ3RPWedy4RkR/f0N7n+yxu5DAYEHtcEt42NrLvsDrfVHavWBHwQUF/cm/H4c73rXX7Bu23n3tWM1vnp09hLJ3tI/fcnl2jsGWFIO2DjmMjokGBkMWTE6y1D/FLsPzzMy0KDsW8tkV8W4bkip0mamofnNv+7nvt0ljPKsXFO5OFJSkuA7dj2Pm7pqFU9HifSxwHFE/jEDeGZr4SqB60hcJVNPF4FUVpORpHLOMDZEcWF3YzYsQFYvFz2RWeR+hjJLXLvyANNJdlW6s1ORr0G3dxvyXfRxImhHglZok7ootstV7f7IzthZ1vHML6rCRZBdWPnezWxjnkyDgsqqVybfLC2E3W+/fCzmK7f4tOYlOAIjFDGSdqRRToP1Kxo8Ne6QJA5V31AOJEL6LKl7vODMJiuXNrj3CVi7ctXE8y9Y8tbZqV0fWbpixw8Khj84gANc/bl/5wPvuvzBvrp/4Js7vctvvCP2Vww4rFnmsHzEYWwkZv2KGY5MTvHxr8MHv1gnTODMjTEgcJ2ISrnFvU/CP3yuyme/XqONl0o2rR7ZlXapa9ADatehAGossLMzA7gj01NZYDvSft0FzwHPBdexoIwiw1wjodGyG3mTtM3dC25EJgEQdHQuouekC9QZnXIykCuDk7qDZQt1XcdeCJEWzDUks42EZlsTJTod+0pHWU0mgS30oHqUkV0JeL7TNLvj2XXrnbXpJge4koaVS0MqgWZyWnDoaPpmCwdFzBtffJzf/PFpRgabHJ2RHD4eUPM0nisBFyl8RuqwZHT1bCyX/9rDe8zHf/yVrzXfNcCebYADbDn7dWZ6buDR8ZnyrlJJXVERs87okMfKUcPGlbOMz0zwF58scdN9Q/imSsWvsmWVouTH1GoN7n1S80d/389nv1GnmU+TuCBdhFR4UlBSHRdZN43insICW4kU7GmUdrKonYLZkdagyLXA9l3S7c0Q+HZouq9qmGtrHj+gmWlo4oSUa2at+UJTSGSOslDcfGyTXAtwpQp5QSpYUsWonYK6aIoT+Am1sk3AnzqkefqYJoo1cZzNNBqKRp2ddn0hWS1UiTr9geJWabusN1viq5S2y3tTgIP1Pj17W8jGtW2e2KM4eDSgVHJZ3QcvOavM2pEK522O2L52mvv3OoxP+JRdjecpwgjGxpa21q5a+Ytrx0Y+vWml0R/88FU/UPz9wAF+9eevYttFV5hZWX98tOo8OlDzXtZXmnI2r26zZmycT9zkcMeDg2xY4nLaWpctq3yG+wwjg3M8vr/NH/9zP19/YJBYeClh7WxxEFLhKoEvDZ6yZx6989NGbC+L3EpaMHdF7NSJywXPtd3UwDdUAk2tkrB0sM2mNcd5+FDEo/uCQhOcLq3HQmrS0bgoWQB4T6kyoyLd4LaLd30voeTbsb+h/nkePzDHp7+haDUdMEk+6pWDGwo1+M6Fl5cKEQWK0p2QK9UBtpMt9pVJunjXloW0UUgUa0YN61aEPPqUy+R0mdUDgkD5tKIyUgSsHk2Ybze47r4AT0pKTsL2ratay5cN/cwZp4ef09Fcsv2sX/hBw+8HD3CAb3z1s/zsq15pfvNNY4+/9bfdp/r75Ktc9nHzowlfumWAsbrHphUOa5a7rF4Ws3rZLE8fn+VtH6rxjYeXIksVjHTI78NCkG1Uc0Rm12yjt5eermOt4zyHQrQWuK7EcySu23nOSyO355k0ehvKvqacWl0M1ltsWnWCO3eG3PxoDUc4duyNYt28E707O+m7vcFlltDKlJo4BVripBeoY8VmnqvtZIyXUAoiquU2g/Vpbns84t+/0U/ZlSixENRdAyA5BRcnuQgpJLUW3NY0VeM4CY5KcNK9S1lHGSNptUs0W2XWLhVsXt3gm3t8pqZ9yo61XY4SD4HP5pUhzajF0RMep21d2ViyZPTnL3vxJZ+5954pve3MHzy44QdURVnseOP//EmmZ9vG872nnt6368mH7hsfuO3BI8MV6bN9jcvYiGLZcMTK0Tn6apN89g6H258cYfmAR8mBE7FktK/BgcOGmVYA0k705O3lTFmX/eGy5k6xO5klj47IObmX8m3XTcHtZiN32lpeBBGVUhtHJUitCaOQ6chy/2z/epasJRqU7gzT5m5RBR+23vJg/nqlsZIB1TGkdB2N78YEXkTZb1Pym0jl0daSmbYgSE2QOomlVVsZowswl92Jb5YDKFBp99PpEllBZ9NdusxXGpSKaYYJew/69FVKNFp1fDdmx7ppLj11mn/9asD+Ex5KhcSJR7MdcPrGfi4+ZZbhgdHpreuX/6pp7fv0h/9V8Uu/8Lr/Ktj910Tw7PjjP/kzPI8DS4aH3r/l0rccXTGy8pINI63y8iVzjA4lrFnWYOmS43z13ph/+sJSBtyA9Us0q5connt6xN+86SCu0+K2hwJMYR+mmyaZvrKutp2zw7U9V+K5EseVaRTvpiUW2FlXNUkHp+3QdKXcpl5pMNMIuevREpOtAN+xDaauaSCZ7ncsUJG8sSRl+jG94GSWI1je7aaGlNZpVaevKcb3YgI/olpuMdNoc+V1AQ/treN71omg6JSb8+6iloYO/5YF7UuxP9B5DQbXSXDdJO9DOE6CUjGuE/J3V5V56z+NEqg6STxAK/QBj1PXNjk+2+a+PSVMIlEiZGouBDXKcy8488QLLuh7ywVnmo8/vLuPn//Zn/uvhNx/XQQHqJYyiR381s+88GNSOs7Bp25919XXXL3EzDQ5fdMM198f857/WIoTl1g7ohkZcFg56nHu9oS+UoXLzprirz4lSRKgHZL4ECqHJA1ZEtMBVRq93Z6SoJslnj0up75r5bq+p/FSuYDv2U6qlJqLTw9ZORhyaErTTBSlxOAm9u6QJIZEGRJjW+VG2zp4cTtD15GBUHZXMxxl0iiepFE8wVW2w7vnsOH2BxwwhlYiaMUCLxbpjnfTQ5fsWEReGpQdTY2SgiixCzZyDYvpdEWl0NZoxw8pB6G1WUsk195T5sTcADff59BsKFYtdWiHitXLBL/1qkkSM8HtDwxy2tqQVasrrN184fiGUy76/SiKPiZqff+lwH5WAF48+vrqTM3OfXjZ2gvFuk3iL/zWF5Zcc88JPvzlUUqUWDmqGepzWDrkMrbEUK9EHDiq+cg1gwhVY2ywycYlEzx5tMLhuX4iV3U6iym3zMGdJ5TZCa670MI3P50E37Wn7abaRCtODFonYDStxCFMBH4CSWKIJTip6M5kNfKsjNhRYXVVMvLWvCzoaKQp1MBTHuwkSBkjlcZxNOiEtjY0E/BjYY1cpekWaYnOyJ5Ap/ID2ZlYkvbCiJUgcQQ66ZazBn6bidk29+42rBz2GaoF/NzlIeMzbWYaksPHIxzHAzySpM6KUYc3v2wSjwla0Rg/ecXl4xu3nv8HmOTD5fKzA+5nFeAA/bUqcdj+l5e/6Pz42OH5v/v8e+4eGAxmWTcKjnIol63fyvBAm8G+WT57q+ALty5h44jH88+MeP1L29zySJN3/4dHu1GDkgW3I3saOGlyaasn3ZHbddMzB3uSAj0Dt12XKGSStiUtwCJtCHNNdNo51JZ7J3n0Lqza7vndT8bDs40HSiVpRSOVCUtt++zGgEkItY3i7djgFpJFGYs8mksAoa1WJM42TqcgTyO541hFYJKIdG8O+G7CiemI91xV5ZaH+vnZy1yefyb82HnHeezpSb5wY8DIdEK1lFDyHKLY49ikYv0KxU9dVmXSXDo5tOw5b52bd/61vy/4DlHx/T2eVYADOJ6PMa0ra0OXTJy2pbX+8guaf7l3153uU4d8fNeaCS0bahLpGf7z9gFW9nmctgI2La3TVwq59LSjfPJrLR6dqVpVoSyWCgWeI/EclfJwkTZw0g0UbrpuxdG4bkoHXI3rJvZxQewlpF0lblvnCYkxtLUgStvmsTYFYBdOOm19Fmmbd5SDWTJnAe7IzsBHVqrT2AsIk5DohEbiUkoEbgIqtl3QSJhc096hLVaq1amLy7y6Y+9y1rY4TkHuOpo9R+Fr9/fTnBtk936HpX32YnzFBcf40m3zHJysMtSX0I4cvCjhkX1thscujNaOOL978ekX7nY890sl33+24fX90YN/r4cQgW7MHr/6jT//0g+cuWPzr59+xnlJrebqZiumvxZRKU/zses9TkxUWTUII4MOnquYmvVptV0gXdedJW4OeK7Mzfc9LzXkT6slnYSucCrT4bxFcGdqRpFwzR0uuw5LEDFadzTRsbanFT+ZHpAvLODZnM8U6ESxZa5RTnqqTCocY4xmw7KEy89vgYkgiWknhmaqx44SCBP7MYqtU1QUk35uG0JhpAljTRjpVLtN2vIXhJEkiiVJYqdvEALfUwxUDVGUcGRC8fSxKiP1Gj/zwilmopipeSj5IY6r9PnnnZ8ML9/y62MbrvjAnn0TV5d8/3uapfx+Hc96BM+O0eUbefyJR0LXG7ly2bL2jStXxa8R8Yk/r5ae4MPXGK66aZhlVcVgXdJXVZQDC8QkMRgh07q3nRzyXYHvSnzfbhIIPIHvkra/ySmJBba2Z1qWc1KQW0VjhOeE+F6IcBIefcphYgrwYtARoVa0tCDQpElmh57orgGIjmy1SxvCYvQk4+E65+BKxQiRMNSXsG1NBEkEUZtYOswnju3iJgIn7gx3qGIER5CNKGf76bUxGBRC2CjuuZJSpAhjRRQ76ERh0EQxNFuaqVnDiSmP4b4aP3lJGynGufbWYdxgFZs3jfxJaWDNpzetHznQaB4MTz9l07MNp/z4oYjg2bFl83bWr13ffPiJqZ2fuuncd11y/op3jC5fkYyfGGDDMAyUDf01h76aoFpK8Nw2197j8OShgIGyoeQafBcCT6aT+pJKSVAp2c5kNrHvqpR/K43j2O6hpQMp4NPo7bkhQdBirhVy5VcDbrwnwDOaQLcRcQudxDQSkY9vdYG70Fk86dElgjJ5wmnpSXoXcUM8r41WEaE0PO+cFq97yTRD5TlE1KAVaRqJoJ2I9C5iX0ecqh7jxBAlJo/sYWRotzXNZkKjZbU1jbagFQpaoaLVdpie81m3THLZ2U1asWGuZZieS5iYkUzOuuw+WGfVUKW9du3ocfy173jRj+14l2fGdy5buqq5fu0PD7jhv7gO/kyPz171SW6+6nlm8+mvvfHP3/1pf/mgf66nnnbm52HzasnIoKGvEjM8MMW19zs8saeP5X3QVxZUS4Jq2aFWcahXoa9iqJYMQWByJytHpVWTtObsOmkHz7HTRIEXUQra1KrzHJyM+IN/6ufPPzxIouH1r5zlwtOa7N0nmG06aOXiSWFr8Jl6Mee2FGS5svDY0ihXZXRKpx1Mnda+IwIvJPDblMsNJhsR//KfFe5/zOeCU0Nee1mbsaGIBx+TTMx6aOXipx3cbGxP5FdOQZaLvQhaoQV9klheLmX62jLzKiHoqyQcGI+485GA/pIDwkbzwQHB4ZkKwjnzhjt3Hj5385qNN91612T8E69+5bMNm0WPHxqK0nus3vITjB+fYXgo+aNLL71UimDsAqOvlVs3TF6wc8+0M1hzeWCv4P4nqqwcEAzXbPT2XEngS6olQX81YbAe01eNmGsKJmfsZl4lyQHlOjZyi7SWLIVtWftuyP7xhD+7coh//8YI0lMsG5ngdS/VnLE6ZuXwFH/1ccXBpkfT8YmS1Eiyl5p8m98zs9iRoqPqs53MBN9rcXw24q//fYB/uGqYHavbXLxjnPJyl1c8JyZJpviLKx12T3mE2kkFV+SurcT2c4m9qFAgjGGupZlrCfrKVv2glKDkOYSRoNlWHJ8OcJ1+zlx/glPWN4nnfSqViMmoGoe6dvtrX3mpTtyt977s5bRGl/Q/21D5lscPLcABlgznSz7/4LEHP84vvnZ9bedT4T+39x7/Cc9/Ut74TUHYLHP6GodqGZ46ElPFUpR61TDcF7Nm+SzNaJYb7i/j4rN0SOL7MZ5rO5W+ay0Usqlvg5WMJoS876oKn7x+KcN9AQOB4YKtdcy8w/GJNq9/yRQzjUne/q9l2q5LW4uCZLVovvPtjqISMU0ylcZxIny/zf/9ZI0PXr2ccq1E7Mbcen8JR0O13OQnnneC2fYkb/tQncQuL8q7p1bSa3MPKcD3wXclS4cN6/0Z/vN2j+NHA9aZBNcVVEuWrXpOxJ6nHY5P1ti+IeKsjbN88/FBLr9ovQ6DVVdNNCq//Okbj87+6k9f8GzD4xkdP9QALx5bT3sdT+zcN7tsZek3fmLswK7p4+YU1136iqW1Y+zYaBgYnOOh/T6DWJes/mrMsuF5Ij3JJ77ucPdDPmeuMwzWLc+tBDHD/fOEccLh4zWMcakYQckPEcIwMau55dEa1ZLPqrpm1RCsHqozPlnB92aQQvPKi6f43K0zPPBUhdBzc01MfhSSyeJxsggvsjuITCj7IQ/uFnzmpkGkV2JNv2FFxeHAwSF29iesGHUI/Ijzt0wxVGsx2azgSCv1rfgCLQxPTxqmWpJRDJUAXFcyMqA4Y6ukVJnk367t59BkicDT1Ct2prJUanD7Ew6DQZlKUOKC01cjgqHPr9l00cNnnjL23unZ5uzwyOpnGw7P+PiRATjA5k2rAY4/+vj+tw2v+oXVz71wJ6ds2POKsfpdPPDUFOhhqqWAviosGWizdHiKT95kuPqWAbYt9Qi8tEvnaQbqTWKm+eSNJdoNl1PXeYwOQqWsEMJw8/0eR49VGCp3kts4cZieFww0fBoVn9EBh3M3tbhvZ0xsvE5rvkeaKjKvlewXMeTmlEUNd0ZVpNT4QcTdO12OT1ToCwR1X1OvWC3LxLRLrewzVSmzfHiWC85o8MVbB3GVtaJe0u9w6saYeT3Jv11f5vh8QL1sMNrQbEumZ2q88oI5DoxPcdUNHrVA0VdNmG+6aA2+N8HTU3WqS87mtNM2fP6lV6x/S6vR2OeWRp5tCHzHx48UwLNj25ZVHD12Yt9ZZ2x/6+TxypWDtaVvvuOpJy9ZNrSXsSVtNqyIGOxr8M1dEV+8vY/hssvogPVlKfmGWjnC8+b50FcUX7i5n7PXKk4MCmplRRTZKd2nxx0aTZ9lfYayD4Ev8Vwbj+NEEMYOQji88Nw2V90W0opKdq4871AWB5kLSZ/pVFo6k/GiMH1jk85jE3DtXSXmtUt/2roHWwVptCXzLYf5psfyEcWK4RiJre+XA8lgn8PIgOLMLQahTvDhL44y11S0Qs1cw3DkhM+SgUFedt44Tx6c5fChPsQhq31Zv2qI3/iZ09g/veOmVSv73zu6fO2D8414X7W28tn+s39Xx48kwAFGR4YAdiWJ2SUlDw8Nucve+Pod/3T0yCMbnnz6TiWdmE/fFHDkaIUzVgkG+tItcOnwwOP7Q750Vx91z6XiG2tgE0nLww04rkA6VpIaeILAsxM/TjogbGXpkg2rYqrliMZERxWb7kDNBV/ZoENmRZG1820ZD5KkY0oJNsmcntHs2ecRaZmb3CcJhLGh1YZWWxGGDmHbJYpse96R5Br3Rksy36jxP86Z5eaHGkwcrdNsa2YbCcenHfYerHLaxiavvLjBv15dYdt6uPDsM5L120/ftWp07lfOH7n4MLAzs7D7UT1+ZAGeHcqab+ycnZ3aqZPkRQ+5cmzzljOuCie/Uh+pH6ysG5KMDipWjULJt8L9wIvYfURyYrLM+tUG35PWmDV1fzLGDiooJdJV06nNnAd+Wl5USts0MhaYJEkbJ1bj4aSzoK7TmRxyZAZUC+gwjfK225i2ydM+kJS24SSUwgjrRBXGpDtsdNqBlLQj25QxRndMRoW9gFqh4NhkwI7NPuuWtzj4dA2tJTPzCWEMvqOolPpxqHHejrXzv/y6580ETuvV5drGgy3p7Kv/iAM7O37kAZ4dtVo/J2bMvq3bBw84Zmb7UedF57/u1eKDjz2+O56b3D3ouUdqTxyAba7AcVrEBgbLDv1VawYqZdogyVvV0k4HObb6UPIk5UBTLUfUKi3KQYgxhqE+yQvOaHDl16xjt0xVjJ4r7MZn3+pgZOofotNSYqwtDxfCXgiRby3TBOCqmBvu8zg8EwCS6TaUHEm1nVBvJzRDTSsUtCNFnDgYHXdZ1iXapGVRl8mZGr6YoRXF+K7L2hUxTx1J0GrlbN+yDRPbV651zmnwhv6BtXcsG+mbBq2F+KFsj3xXx38bgAMM1a39zu49hye90upramZm0x+984vtR2992+/c98BNP7v7yOFoZHhuy8P7neA/vqZY3mcYHXJYMWIIk4S5pqQd2o0SYHXjvisIfEW5BPVKzFB/g3J5GqFatMKAwCtx3paQf7++jaGEI0mXaUnKJYdKycoItIYwyrqJGqMNoWPdo1wlqASSOJGp/VnE7Y9XmG5VKXsGVzaZChXejEutpGk2Nc221WJHscKYBFcaAldQKSm0Nhw8GqKEYmSwxGuee4yJpkaG9dam9cHjS9evcc86/TlXHrjzz/56y5a3+SuW11tx3NY/6nRkseO/FcCzY/26ZWC9xBqNmT04jvuXUqq/fO0VG9XocPkDtzw4vunVlx14zsH9sdq4KqK/PsH9T2hqpX4aLYcoUjiOwncEgWs5eLVsWNLfQqppPvhlhyQc4pJTy2xe1WT92ARb1sxzfLyEowSBL6mUHfprgnpZ4zrQjgTTc4LZhmZuPiaMrSFpHDs40qFSsslr4Gsefkrx2NN1llYctq3QXHJGk6Zu8h83DDE+4zNUT2i2FK1QEkYuUZwQOCb1WheUSnPsPGAQx/pZPTZE7I8kb/zpVbc8vGds57Sef5PjtBLf81lz4dvNyLJVjWf77/WDPP5bArx4lOvroFNujo05+suvXuMNTE1NvfO6a271as6+5N59pTPbyj1rafUYTx+NWDasmZm1S7IszZD0VxPGRmf4zzsNn75hhA3DAcv6HIb7FMsG5tm2OuIb4xpHCcq+pL8qWT6cMLakRcmPmZr12Hkg4Oljmr1HNVPzhrJnGBuK7PrqiiKKJQLNI/tcxo8HLK0aNi1zOX3tEGvGjnBscpIv3zrC8kFJO4JGSzE951ErzVPxQvqrBuE5POfs5WzZ1Lr3prtL35SltWrj9kvDoDL4h8vHwsl1K38wDlI/rMd/e4D3HkKMAkwCvwrw3itvprSESy7eFF2OPvJqE5nNkT/Fg7se4ZQ1Ab4KabXa1EoN7ny8yTV39bG87rBi2Aq3WqGkmlQ4b1uTB59MkMKlXFIM92tWjM5yeGqOo9OKwDG4jiJOEpaNtlgRxExOw/7xMoEfM1C3PoDHpwR3PFrGw6HkG8IInj7mUw6GeMnZxzk0PsXh4zU2rzQ0WooDxwZ48bkRy5eeydqxPmoDPDHaN3TVC1bra3/8f3BTaeilz/Zb/qwe/88BvPd4889eDHDTAzsnbwJuHq7F648eH9eTjXF9+XlL15aqg7/fmjuIV2/z2f/02b8v5NS1MUcmIxzl8tCehJH+CqN9Ef3lBEe5BL5k6WCLVjzFJ66rsmqpoK9iGCjF1MqG0ZqgVlWsP6fJ+z4nODpZYWwEwsiKp44c12xdIVkyENNsSaqlOXbtF5yywePXXuVx2yNrWTvicsrWZRw5Nv2uTauivdvOfI70S6Oyr9/sBq4RYumz/db+UBz/zwM8O07fNABwTfb5o7uP4Xt+/8FDh2+fPuaA345e8rzTfvOKF4gXDvcZjk6EDKl7eXjXBFIGrFzWZse6EiaGOA5xnDm+cqehJANGaw0mphOGq4bppmSgP+bwEc1wqcoLdpzgujsc4lhwbMpjqtVPNWiyejigVE04PtXP2edtY2LGY8mAYoWfXKe92b+TlNytp2zinL6lN2HCKSGf+f72/5eO/x/gJzm2rR8BmAK+AHD0yBFOFzzeaCWjrqv19GzIkV2PUy5N4bouvqdY0pdEoysueLunWj82snwiqu31OGOrj1EhlSnJ9g0RTUdxxjrDxEwMpsLztswyEQXs2FJyVy0vf/G6m+55u6Nc13FcYhyCcpWR5acxMOLjeUpGiX/0nLPN3pGR0Wf7LfqROP771YWexeMzX7wVYFTp8b6NKybMV+8qs2WFpKVjZmYdtqxpce+TitNWC6bnEsLQZ+PqNlff6XD+xkCctnXJtDbm6Oiqi5/tX+W/zfH/AVWO1dFzdCTEAAAAJXRFWHRkYXRlOmNyZWF0ZQAyMDIwLTExLTA3VDE2OjQ0OjIzKzAwOjAwtPXVKgAAACV0RVh0ZGF0ZTptb2RpZnkAMjAyMC0xMS0wN1QxNjo0NDoyMyswMDowMMWobZYAAAA5dEVYdFNvZnR3YXJlAG1hdHBsb3RsaWIgdmVyc2lvbiAyLjIuNSwgaHR0cDovL21hdHBsb3RsaWIub3JnL0jPKKMAAAAASUVORK5CYII=', 'weight': 7}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 27322000
    {'hecke_orbit_code': 206275870738, 'n': 1, 'trace_an': 12}
  • id: 27322001
    {'hecke_orbit_code': 206275870738, 'n': 2, 'trace_an': 0}
  • id: 27322002
    {'hecke_orbit_code': 206275870738, 'n': 3, 'trace_an': -42}
  • id: 27322003
    {'hecke_orbit_code': 206275870738, 'n': 4, 'trace_an': 192}
  • id: 27322004
    {'hecke_orbit_code': 206275870738, 'n': 5, 'trace_an': 432}
  • id: 27322005
    {'hecke_orbit_code': 206275870738, 'n': 6, 'trace_an': -144}
  • id: 27322006
    {'hecke_orbit_code': 206275870738, 'n': 7, 'trace_an': 240}
  • id: 27322007
    {'hecke_orbit_code': 206275870738, 'n': 8, 'trace_an': 0}
  • id: 27322008
    {'hecke_orbit_code': 206275870738, 'n': 9, 'trace_an': 2190}
  • id: 27322009
    {'hecke_orbit_code': 206275870738, 'n': 10, 'trace_an': 0}
  • id: 27322010
    {'hecke_orbit_code': 206275870738, 'n': 11, 'trace_an': 378}
  • id: 27322011
    {'hecke_orbit_code': 206275870738, 'n': 12, 'trace_an': 384}
  • id: 27322012
    {'hecke_orbit_code': 206275870738, 'n': 13, 'trace_an': 1680}
  • id: 27322013
    {'hecke_orbit_code': 206275870738, 'n': 14, 'trace_an': -4752}
  • id: 27322014
    {'hecke_orbit_code': 206275870738, 'n': 15, 'trace_an': -10872}
  • id: 27322015
    {'hecke_orbit_code': 206275870738, 'n': 16, 'trace_an': -6144}
  • id: 27322016
    {'hecke_orbit_code': 206275870738, 'n': 17, 'trace_an': 0}
  • id: 27322017
    {'hecke_orbit_code': 206275870738, 'n': 18, 'trace_an': -2976}
  • id: 27322018
    {'hecke_orbit_code': 206275870738, 'n': 19, 'trace_an': -2820}
  • id: 27322019
    {'hecke_orbit_code': 206275870738, 'n': 20, 'trace_an': 13824}
  • id: 27322020
    {'hecke_orbit_code': 206275870738, 'n': 21, 'trace_an': 24876}
  • id: 27322021
    {'hecke_orbit_code': 206275870738, 'n': 22, 'trace_an': -3600}
  • id: 27322022
    {'hecke_orbit_code': 206275870738, 'n': 23, 'trace_an': -76248}
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  • id: 27322042
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  • id: 27322045
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  • id: 27322046
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  • id: 27322084
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  • id: 27322086
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  • id: 27322090
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  • id: 27322091
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  • id: 27322100
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  • id: 27322102
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  • id: 27322110
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  • id: 27322112
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  • id: 27322113
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  • id: 27322117
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  • id: 27322118
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  • id: 27322119
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  • id: 27322120
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  • id: 27322121
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  • id: 27322122
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  • id: 27322123
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  • id: 27322124
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  • id: 27322125
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  • id: 27322126
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  • id: 27322127
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  • id: 27322128
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  • id: 27322129
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  • id: 27322130
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  • id: 27322131
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  • id: 27322132
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  • id: 27322133
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  • id: 27322134
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  • id: 27322135
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  • id: 27322136
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  • id: 27322137
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  • id: 27322138
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  • id: 27322139
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  • id: 27322140
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  • id: 27322141
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  • id: 27322142
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  • id: 27322143
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  • id: 27322144
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  • id: 27322145
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  • id: 27322146
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  • id: 27322147
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  • id: 27322148
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  • id: 27322149
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  • id: 27322150
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  • id: 27322151
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  • id: 27322152
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  • id: 27322153
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  • id: 27322154
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  • id: 27322155
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  • id: 27322156
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  • id: 27322157
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  • id: 27322158
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  • id: 27322159
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  • id: 27322161
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  • id: 27322162
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  • id: 27322163
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  • id: 27322164
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  • id: 27322165
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  • id: 27322166
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  • id: 27322167
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  • id: 27322168
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  • id: 27322169
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  • id: 27322170
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  • id: 27322171
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  • id: 27322172
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  • id: 27322173
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  • id: 27322174
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  • id: 27322175
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  • id: 27322176
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  • id: 27322177
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  • id: 27322179
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  • id: 27322180
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  • id: 27322181
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  • id: 27322182
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  • id: 27322183
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  • id: 27322186
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  • id: 27322216
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  • id: 27322219
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  • id: 27322220
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  • id: 27322221
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  • id: 27322991
    {'hecke_orbit_code': 206275870738, 'n': 992, 'trace_an': -1193066496}
  • id: 27322992
    {'hecke_orbit_code': 206275870738, 'n': 993, 'trace_an': -6080184144}
  • id: 27322993
    {'hecke_orbit_code': 206275870738, 'n': 994, 'trace_an': -3469891680}
  • id: 27322994
    {'hecke_orbit_code': 206275870738, 'n': 995, 'trace_an': -1316330460}
  • id: 27322995
    {'hecke_orbit_code': 206275870738, 'n': 996, 'trace_an': 718867584}
  • id: 27322996
    {'hecke_orbit_code': 206275870738, 'n': 997, 'trace_an': -1976270412}
  • id: 27322997
    {'hecke_orbit_code': 206275870738, 'n': 998, 'trace_an': 0}
  • id: 27322998
    {'hecke_orbit_code': 206275870738, 'n': 999, 'trace_an': 727634880}
  • id: 27322999
    {'hecke_orbit_code': 206275870738, 'n': 1000, 'trace_an': 2000609280}