Embedded newform data - 112.12.i.b.81.4

Formats: - HTML - YAML - JSON - 2026-02-24T22:38:42.813760

• mf_newforms •

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

  
  {'Nk2': 16128, 'analytic_conductor': 86.05443622267396, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 7, 'char_degree': 2, 'char_is_minimal': False, 'char_is_real': False, 'char_orbit_index': 9, 'char_orbit_label': 'i', 'char_order': 3, 'char_parity': 1, 'char_values': [112, 3, [15, 85, 17], [3, 3, 1]], 'cm_discs': [], 'conrey_index': 65, 'dim': 8, 'field_disc': 149913128584159713150676180171417694736, 'field_disc_factorization': [[2, 4], [3, 4], [59660911, 2], [5700690361, 2]], 'field_poly': [3039499286293024324, -4732823471679688, 267736482219682, 408905884576, 20557200983, 5578711, 149344, -1, 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': [[3, [565371017311134650625, 2391762946776893550, 23691353797437804, -44770693165380, 328837501557, -49334964, 641596, -266, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4504149584511088, 'hecke_ring_generator_nbound': 19, 'hecke_ring_index': 4214784, 'hecke_ring_index_factorization': [[2, 12], [3, 1], [7, 3]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 7, 3, 1, 3, 0]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '112.12.i.b', 'level': 112, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 7], 'level_radical': 14, 'minimal_twist': '14.12.c.b', 'prim_orbit_index': 3, 'qexp_display': 'q+(67-\\beta _{1}-67\\beta _{2})q^{3}+(952\\beta _{2}-\\beta _{5}+\\cdots)q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 4, 'rm_discs': [], 'sato_tate_group': '11.2.3.c3', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '112.12.i', 'trace_display': [0, 266, 3808, -110328], 'trace_hash': 2004775386301233664, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '7.394', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '222.409', 'prec': 24}, {'__RealLiteral__': 0, 'data': '16.769', 'prec': 20}, {'__RealLiteral__': 0, 'data': '12302.210', 'prec': 30}], 'trace_zratio': 0, 'traces': [8, 0, 266, 0, 3808, 0, -110328, 0, -503848, 0, -920150, 0, 997472, 0, 500444, 0, 1333724, 0, 21551726, 0, -90442480, 0, -72510158, 0, -77154744, 0, -156683212, 0, 213575104, 0, 194359774, 0, -164547124, 0, 981719074, 0, 171517048, 0, 653125236, 0, -3312095136, 0, -850279648, 0, 6784014272, 0, -2223880974, 0, -4232044312, 0, -6968362082, 0, -7185483360, 0, -624915620, 0, 4959469112, 0, -6997401502, 0, -6476463280, 0, 17252507684, 0, 30625528248, 0, 18660972186, 0, 31319762096, 0, -23224449248, 0, 3731641452, 0, 91204646176, 0, -29345595440, 0, -12221157926, 0, -97333443028, 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0, 24547750198104, 0, 23095267723328, 0, 14065001818070, 0, -7956379773860, 0, 7498264224016, 0, -17456866886424, 0, -27381731362300, 0, -21005453585480, 0, -6979547653312, 0, -12372190370176, 0, 4925618303200, 0, 10278588676940, 0, 3291847662158, 0, 9084717384480, 0, 12680722152224, 0, 32112730379872, 0, -2903084623950, 0, 12748096838736, 0, 37351548254426, 0, 31117368481988, 0, -10874502290862, 0, -30650673736032, 0, -34938159819888, 0, -3810675140300, 0, 36881427434768, 0, -72275989538984, 0, -4825115007652, 0, -45776862529480, 0, -28794796659216, 0, 41860492082416, 0, 4031547119782, 0, -16648604472948, 0, -4471325515302, 0, 52102699818272, 0, -5931899993586, 0, 144872746666872, 0, -45416452737948, 0, 39152967679000, 0, 106257162479146, 0, -173519066663928, 0, -42635232656800, 0, 10745667313888, 0, -122558098065144, 0, 110829185025728, 0, 64929334205274, 0, -96373780328896, 0, 21862682689968, 0, 34690042552176, 0, 125802194438444, 0, 55779082801008, 0, 166991319414668, 0, 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2665673276627856, 0, 334430517254288, 0, 2078351432182340, 0, 756921159145984, 0, -637658144338314, 0, -2451313356048728, 0, -1889706879637920, 0, 3424290953749960, 0, 764486113623190, 0, -60210751094760, 0, 1131816233310530, 0, 2195537304097436, 0, 2180087475162226, 0, 2900907936883152, 0, 76458715068572, 0, -47142330239172, 0, 2852947577793782, 0, -1620641652328472, 0, -1525950708281334, 0, -254618723181072, 0, -7639503901136072, 0, -3587642930752800, 0, 347161668044478, 0, -570516012500028, 0, 2302704814310194, 0, 1614319537721528, 0, 5594688387474636, 0, -7535896422801320, 0, -3818180110263632, 0, -592730023886784, 0, 61343739242380, 0, -3242210073342484, 0, -6101948685358022, 0, 3145230192956272, 0, -2089266559813888, 0, 4086765207288232, 0, -2200560272978102, 0, -4915895839037960, 0, 7777376681759822, 0, -3277504559053716, 0, -694689212065670, 0, -2808260791514640, 0, -4797538950465184, 0, -1467125688755580, 0, 2691917404533406, 0, 2215946420702176, 0, -2595441762026022, 0, 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6833859458526576, 0, -6575536838796496, 0, -6101805205903356, 0, 70719665126490, 0, -20832803261664128, 0, 26917963897179452, 0, 6037572286310712, 0, 16137597999378086, 0, -7950403096788880, 0, -3242738902311664, 0, 7558474437875136, 0, 9819454284193204, 0, 5847074786234224, 0, 6967742020841854, 0, 17230921054088028, 0, -1288279415163146, 0, 5909030224607896, 0, 25116396190227924, 0, -3153668132167896, 0, -19649049987857640, 0, 19787717786963112, 0, -6476504074387158, 0, -22877306904922572, 0, -23700793046777786, 0, -8485776399306544, 0, -28819038374663712, 0, 3033995920160456, 0, -6531576324905296, 0, -9845021375225344, 0, -7664859682773412, 0, 2504112035987324, 0, 3640851269021650, 0, -18215703675380064, 0, 10321118875574112, 0, 8388174206002500, 0, 15499804342823360, 0, 19911330174775632, 0, -8297174818170542, 0, -14007592571178144, 0, -56453492899006924, 0, 10038014587839296, 0, -18225987009303094, 0, 13490756369227844, 0, 31039175872570766, 0, -15326053280490512, 0, 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• mf_hecke_cc •

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

  
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-0.38752788396629145, -0.3540037481450275, -0.48764864231992366, -0.3338323388117162, -0.34064374111921225, -0.3827395552249952, -0.03617258706751164, -0.409484236741751, -0.1164136913546614, -0.1498722847942733, -0.31045648374393, -0.4915970445261349, -0.016200847200323876, 0.22123151428372115, -0.36843761747868703, -0.2012502513076147, -0.07987350786472157, -0.3994898587490194, -0.23088036612844948, -0.4653675127931943, -0.4719766890919649, 0.2302761209979762, -0.026566219356865095, -0.37613382996200295, -0.45914153044999045, -0.42552311932092735, -0.15691823947412878, -0.15996289116214094, -0.4370503184899705, -0.2498080969380969, -0.28930141346486965, -0.17639003068723097, -0.1462808200693795, -0.4378724739115808, 0.059253406113747534, 0.05414262490996078, -0.14407406089159314, -0.3042881681326118, -0.32138124110253324, 0.04200249231461466, 0.2181008268293746, -0.34990634798157066, 0.06882962686725297, -0.29232505930988717, -0.18188178679288672, -0.2875056440020774, 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0.019500708110279163, -0.48775804517892374, -0.216973313664344, -0.11845066509929303, 0.12919566974124622, -0.27758188383295895, -0.3135738170237414, 0.00993036313557124, -0.36946509188616394, -0.2814704283145739, -0.08046849923735716, -0.45767899385185473, -0.25654466481031446, -0.31941689762755826, 0.17714809470357495], 'char_orbit_index': 9, 'conrey_index': 81, 'dual_conrey_index': 65, 'dual_embedding_index': 4, 'dual_embedding_m': 4, 'embedding_index': 4, 'embedding_m': 8, 'embedding_root_imag': 309.5265482954874, 'embedding_root_real': -178.70523597973533, 'hecke_orbit': 2, 'hecke_orbit_code': 4504149584511088, 'label': '112.12.i.b.81.4', 'level': 112, 'weight': 12}
• mf_newspaces •

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

  
  {'Nk2': 16128, 'analytic_conductor': 86.05443622267396, 'char_conductor': 7, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 9, 'char_orbit_label': 'i', 'char_order': 3, 'char_parity': 1, 'char_values': [112, 3, [15, 85, 17], [3, 3, 1]], 'conrey_index': 65, 'cusp_dim': 340, 'dim': 86, 'eis_dim': 24, 'eis_new_dim': 4, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 549957140592, 'hecke_orbit_dims': [8, 8, 12, 14, 22, 22], 'label': '112.12.i', 'level': 112, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 7], 'level_radical': 14, 'mf_dim': 364, 'mf_new_dim': 90, 'num_forms': 6, 'prim_orbit_index': 3, 'relative_dim': 43, 'sturm_bound': 192, 'trace_bound': 3, 'trace_display': [0, -485, -1, 51348], 'traces': [86, 0, -485, 0, -1, 0, 51348, 0, -2421010, 0, 270423, 0, -4, 0, -354290, 0, -1, 0, -2687115, 0, -12388899, 0, -2540391, 0, 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40856635091075506, 0, 582349438923971, 0, -44175127992795236, 0, -95325319442382560, 0, -27736988391612284, 0, -89184379054553545, 0, -67899561003259547, 0, -15137998642296987, 0, -63707320884280884, 0, 119893922996619904, 0, -25459307611548040, 0, 20431659318755934, 0, 21984818473266915, 0, -38504108038728183, 0, 60163776531304145, 0, -32066245647038961, 0, 63697048993875100, 0, 7990085516644806, 0, -54808718552818785, 0, 66643728811989934, 0, 42815242312439135, 0, 74751048246363817, 0, -36169348740222850, 0, -96650264221362938, 0, 5758794955177044, 0, -70860049751175633, 0, 24765512857664850, 0, 160804601589584641, 0, -66136331793048102, 0, 23041305236780870, 0, 91869985238445942, 0, -107263045238674784, 0, 1460894393239785, 0, -166315578228557175, 0, 54314413544710736, 0, -18051695037319352, 0, 74546455454026583, 0, 155234269676003790, 0, -80343046434720036, 0, 125645043025296059, 0, -34960884344675850, 0, -85392112074531620, 0, -956070062741316, 0, 28453114194174103, 0, -94968256540155022, 0, 191796080684164094, 0, 42507779087288495, 0, 143057723192391407, 0], 'weight': 12, '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: 35888886
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 81, 'source_dim': 8, 'source_embedding_index': 4, 'source_hecke_orbit_code': 4504149584511088, 'source_is_minimal': False, 'source_label': '112.12.i.b.81.4', 'source_level': 112, 'target_conrey_index': 81, 'target_dim': 8, 'target_embedding_index': 4, 'target_hecke_orbit_code': 4504149584511088, 'target_is_minimal': False, 'target_label': '112.12.i.b.81.4', 'target_level': 112, 'twist_class_label': '14.12.c.b.9.1', 'twist_class_level': 14, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 12}
  • id: 35888887
    {'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 81, 'source_dim': 8, 'source_embedding_index': 4, 'source_hecke_orbit_code': 4504149584511088, 'source_is_minimal': False, 'source_label': '112.12.i.b.81.4', 'source_level': 112, 'target_conrey_index': 11, 'target_dim': 8, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503737267650574, 'target_is_minimal': True, 'target_label': '14.12.c.b.11.1', 'target_level': 14, 'twist_class_label': '14.12.c.b.9.1', 'twist_class_level': 14, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 12}
  • id: 35888888
    {'conductor': 7, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 81, 'source_dim': 8, 'source_embedding_index': 4, 'source_hecke_orbit_code': 4504149584511088, 'source_is_minimal': False, 'source_label': '112.12.i.b.81.4', 'source_level': 112, 'target_conrey_index': 65, 'target_dim': 8, 'target_embedding_index': 4, 'target_hecke_orbit_code': 4504149584511088, 'target_is_minimal': False, 'target_label': '112.12.i.b.65.4', 'target_level': 112, 'twist_class_label': '14.12.c.b.9.1', 'twist_class_level': 14, 'twisting_char_label': '7.2', 'twisting_conrey_index': 2, 'weight': 12}
  • id: 35888889
    {'conductor': 12, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 81, 'source_dim': 8, 'source_embedding_index': 4, 'source_hecke_orbit_code': 4504149584511088, 'source_is_minimal': False, 'source_label': '112.12.i.b.81.4', 'source_level': 112, 'target_conrey_index': 109, 'target_dim': 8, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9007611772928126, 'target_is_minimal': False, 'target_label': '126.12.g.c.109.1', 'target_level': 126, 'twist_class_label': '14.12.c.b.9.1', 'twist_class_level': 14, 'twisting_char_label': '12.11', 'twisting_conrey_index': 11, 'weight': 12}
  • id: 35888890
    {'conductor': 28, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 81, 'source_dim': 8, 'source_embedding_index': 4, 'source_hecke_orbit_code': 4504149584511088, 'source_is_minimal': False, 'source_label': '112.12.i.b.81.4', 'source_level': 112, 'target_conrey_index': 1, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 31525197592920162, 'target_is_minimal': False, 'target_label': '98.12.a.h.1.1', 'target_level': 98, 'twist_class_label': '14.12.c.b.9.1', 'twist_class_level': 14, 'twisting_char_label': '28.3', 'twisting_conrey_index': 3, 'weight': 12}
  • id: 35888891
    {'conductor': 28, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 81, 'source_dim': 8, 'source_embedding_index': 4, 'source_hecke_orbit_code': 4504149584511088, 'source_is_minimal': False, 'source_label': '112.12.i.b.81.4', 'source_level': 112, 'target_conrey_index': 1, 'target_dim': 4, 'target_embedding_index': 4, 'target_hecke_orbit_code': 36028797220290658, 'target_is_minimal': False, 'target_label': '98.12.a.i.1.4', 'target_level': 98, 'twist_class_label': '14.12.c.b.9.1', 'twist_class_level': 14, 'twisting_char_label': '28.11', 'twisting_conrey_index': 11, 'weight': 12}
  • id: 35888892
    {'conductor': 28, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 81, 'source_dim': 8, 'source_embedding_index': 4, 'source_hecke_orbit_code': 4504149584511088, 'source_is_minimal': False, 'source_label': '112.12.i.b.81.4', 'source_level': 112, 'target_conrey_index': 79, 'target_dim': 8, 'target_embedding_index': 4, 'target_hecke_orbit_code': 58546932796096610, 'target_is_minimal': False, 'target_label': '98.12.c.n.79.4', 'target_level': 98, 'twist_class_label': '14.12.c.b.9.1', 'twist_class_level': 14, 'twisting_char_label': '28.19', 'twisting_conrey_index': 19, 'weight': 12}
  • id: 35888893
    {'conductor': 28, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 81, 'source_dim': 8, 'source_embedding_index': 4, 'source_hecke_orbit_code': 4504149584511088, 'source_is_minimal': False, 'source_label': '112.12.i.b.81.4', 'source_level': 112, 'target_conrey_index': 9, 'target_dim': 8, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503737267650574, 'target_is_minimal': True, 'target_label': '14.12.c.b.9.1', 'target_level': 14, 'twist_class_label': '14.12.c.b.9.1', 'twist_class_level': 14, 'twisting_char_label': '28.23', 'twisting_conrey_index': 23, 'weight': 12}
  • id: 35888894
    {'conductor': 28, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 81, 'source_dim': 8, 'source_embedding_index': 4, 'source_hecke_orbit_code': 4504149584511088, 'source_is_minimal': False, 'source_label': '112.12.i.b.81.4', 'source_level': 112, 'target_conrey_index': 67, 'target_dim': 8, 'target_embedding_index': 4, 'target_hecke_orbit_code': 58546932796096610, 'target_is_minimal': False, 'target_label': '98.12.c.n.67.4', 'target_level': 98, 'twist_class_label': '14.12.c.b.9.1', 'twist_class_level': 14, 'twisting_char_label': '28.27', 'twisting_conrey_index': 27, 'weight': 12}
  • id: 35888895
    {'conductor': 84, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 81, 'source_dim': 8, 'source_embedding_index': 4, 'source_hecke_orbit_code': 4504149584511088, 'source_is_minimal': False, 'source_label': '112.12.i.b.81.4', 'source_level': 112, 'target_conrey_index': 37, 'target_dim': 8, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9007611772928126, 'target_is_minimal': False, 'target_label': '126.12.g.c.37.1', 'target_level': 126, 'twist_class_label': '14.12.c.b.9.1', 'twist_class_level': 14, 'twisting_char_label': '84.23', 'twisting_conrey_index': 23, 'weight': 12}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 324800
    {'charpoly_factorization': [[[0, 1], 8]], 'hecke_orbit_code': 4504149584511088, 'p': 2}
  • id: 324801
    {'charpoly_factorization': [[[565371017311134650625, 2391762946776893550, 23691353797437804, -44770693165380, 328837501557, -49334964, 641596, -266, 1], 1]], 'hecke_orbit_code': 4504149584511088, 'p': 3}
  • id: 324802
    {'charpoly_factorization': [[[121630694905848056324979515625, -246577246439331945389175000, 454892950264511949198750, -93849758229006822000, 19677749560043575, -922871052880, 143484054, -3808, 1], 1]], 'hecke_orbit_code': 4504149584511088, 'p': 5}
  • id: 324803
    {'charpoly_factorization': [[[15286700631942576193765185769276826401, 852945075107882939458997351735496, 32068961969250552397718265452, 729216371918955011768040, 17127928136004183750, 368789009960280, 8202155948, 110328, 1], 1]], 'hecke_orbit_code': 4504149584511088, 'p': 7}
  • id: 324804
    {'charpoly_factorization': [[[87104104088656140835876061421883940543630625, 568511688891974373974218895083564303950, 4719863367072647012190644624466396, 10587954245860114058653163292, 77078339686486408272709, 221336924541889772, 738532685772, 920150, 1], 1]], 'hecke_orbit_code': 4504149584511088, 'p': 11}
  • id: 324805
    {'charpoly_factorization': [[[2408090180050899802596240, 1751795111703572544, -4054630895144, -498736, 1], 2]], 'hecke_orbit_code': 4504149584511088, 'p': 13}
  • id: 324806
    {'charpoly_factorization': [[[87756844928921601979156229510093505924179532463259025, 6823531320638138486135454939831498657179897460, 15434098991259082062016975885477857801474, -368625059380437870529566276880560, 2265514985808626328661842187, 21030874291181409424, 52088181193266, -1333724, 1], 1]], 'hecke_orbit_code': 4504149584511088, 'p': 17}
  • id: 324807
    {'charpoly_factorization': [[[13088290516114636491666799117913836387442552037321025, 21797482581395256408665177365005886176332909770, 32441731967395949733184042460665054421596, 11360061026889501735940925434080244, 5130370800944450313663608725, -1108255729354797763964, 430735076074060, -21551726, 1], 1]], 'hecke_orbit_code': 4504149584511088, 'p': 19}
  • id: 324808
    {'charpoly_factorization': [[[406925554592112013144787032432424697914890522531892198212281, 27286268170085479430923253428191058196373230798326878, 2209822033088715206908635843160806722557082592, 67018677873132776894512486066274043780, 4094640898727508118280665860409, 128760507786507566623220, 4661790384010872, 72510158, 1], 1]], 'hecke_orbit_code': 4504149584511088, 'p': 23}
  • id: 324809
    {'charpoly_factorization': [[[-205116648499162708442075548469232, 5483788042461290061917952, -33972485772246344, -106787552, 1], 2]], 'hecke_orbit_code': 4504149584511088, 'p': 29}
  • id: 324810
    {'charpoly_factorization': [[[4530926148978207394715930649062825160880646915404441933218080025, -185606681160783142236199928937825844546733026184387987790, 7018618690097982806388764299873089079843917665424, -50115308171410278198633522500435810927364, 678680278066442795877287923010281, -3826668469612779158438644, 46461345530648904, -194359774, 1], 1]], 'hecke_orbit_code': 4504149584511088, 'p': 31}
  • id: 324811
    {'charpoly_factorization': [[[25079224275593011732385058001916542389415849293650424366581961348880441, 8750820178161732702834048252898483035238074818066456441512352, 134008280364166393503057663601404678401462707777631062, 8630621935687712315486849676731302204263920, 534913704722830038809224865207353519, 31316131081587480825290960, 856340285762585662, -171517048, 1], 1]], 'hecke_orbit_code': 4504149584511088, 'p': 37}
  • id: 324812
    {'charpoly_factorization': [[[-130359123642847764171552011144404848, -386644310551725075232350912, 329083932629864088, 1656047568, 1], 2]], 'hecke_orbit_code': 4504149584511088, 'p': 41}
  • id: 324813
    {'charpoly_factorization': [[[-4216716101027728278389987898218240, -106428213270795039787681024, -254940072096315936, 425139824, 1], 2]], 'hecke_orbit_code': 4504149584511088, 'p': 43}
  • id: 324814
    {'charpoly_factorization': [[[13805962385520291847604589849410496336227297973562257275354198024420025, 192178209726326035883522644717760868282375068524186625625941790, 2652847924733504369935561428446675052375668191632500064, 832489630054694387502100200440823128496498180, 3790722379199949521133380032422762297, 2849806848575624885422554996, 5135110722683396856, 2223880974, 1], 1]], 'hecke_orbit_code': 4504149584511088, 'p': 47}
  • id: 324815
    {'charpoly_factorization': [[[100888855322271081725847881927468531743205259267714014000893940947362630441, 88518652604854939797305593658840872453501615177971358102052069160, 147251332784943737393987173347943109714442243378567074238, 83292903527206684029043361464949163763607082000, 121364171545749902973777476764708061463, 67405832050212525759737598000, 44703277939648770678, 7185483360, 1], 1]], 'hecke_orbit_code': 4504149584511088, 'p': 53}
  • id: 324816
    {'charpoly_factorization': [[[18322139319687553688783585833110675222395404161200065447125345144935137640625, -14035320908851772924205907578213356110096329830058864356884925744250, 14846099933632639892101031176692452225027714747102808348324, 1242272851968940970236639739000630453934623010012, 1505257032728490213308125055875202389645, -4292372880987241413808942868, 79213588806023076420, 6997401502, 1], 1]], 'hecke_orbit_code': 4504149584511088, 'p': 59}
  • id: 324817
    {'charpoly_factorization': [[[51577840713184153183822127809811429360030583947689275030918188094594238562025, 69834012192864399108135963959401192342892585780793074512622049405240, 84449132450149451815630695589392232414923722094749283416574, 16620556302092178509342567582443538691110139203856, 4197495654787274101781135792781696021559, 326880431493026029153804541104, 86429631877407322998, 6476463280, 1], 1]], 'hecke_orbit_code': 4504149584511088, 'p': 61}
  • id: 324818
    {'charpoly_factorization': [[[18398099289851254853504734524539829942264445650191633775318354842814627448225, -28283052023815227891249952132127546642994359072740710673689005468610, 29623622859968950777684949860388319701096409900898462803836, -16237283419227882125289425551725941460188722539396, 6407561664193096170895606186294603186437, -1489157938084621276286003399796, 246083382253984205612, -18660972186, 1], 1]], 'hecke_orbit_code': 4504149584511088, 'p': 67}
  • id: 324819
    {'charpoly_factorization': [[[2355223450598163135282929173158666240, 92953326152576657300696411136, -72768654772381942976, 11612224624, 1], 2]], 'hecke_orbit_code': 4504149584511088, 'p': 71}
  • id: 324820
    {'charpoly_factorization': [[[40935073266411307520863047048282453076884766404582946915303562167470672897022225, -28187867952945327136877693041065664787223471747973083760128922984813980, 16197364776157944976020186704084123353193685765493911551009954, -2260072322796346280096092688228002797069426991786992, 274993612731921074556068305160465922826827, -6937544809018859157842092955568, 516075609251896850258, -3731641452, 1], 1]], 'hecke_orbit_code': 4504149584511088, 'p': 73}
  • id: 324821
    {'charpoly_factorization': [[[284867580611542976108933568675331157973114839744248907168648226060843913402948775625, -7646878025213044519437791238498955405660977930596223914052333462882944250, 1083491341697894609557886682002452640377037091033681476004928200, 10529050993986854669699637823749974041043492760883140, 2348844229547794680286536503042408601725089, 8545283827393182136345455866228, 1794798464604537903888, 12221157926, 1], 1]], 'hecke_orbit_code': 4504149584511088, 'p': 79}
  • id: 324822
    {'charpoly_factorization': [[[543015288189063309573825707030689916064000, 153543457680538436316502097823744, 8310665819585900471776, 158369761984, 1], 2]], 'hecke_orbit_code': 4504149584511088, 'p': 83}
  • id: 324823
    {'charpoly_factorization': [[[8775985820377519109130625123824654246077454328225567180883412027374906344743080625, -366377582160732793176487331126312403547034176676095984922793921717060300, 151456442373999777468209031112183522130343304818976934222463186, 19025304925996560299311684813033720358888856353421264, 1927766826415738615425858357764303824905915, 95671287663005798956807627664016, 3616601720274502826850, 71204406084, 1], 1]], 'hecke_orbit_code': 4504149584511088, 'p': 89}
  • id: 324824
    {'charpoly_factorization': [[[-56543863376293155740127108999232830089846000, -482488792431499969663332134945280, 34900138757573227814392, -344125898592, 1], 2]], 'hecke_orbit_code': 4504149584511088, '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': 9, 'hecke_orbit': 2, 'label': '112.12.i.b', 'level': 112, 'portrait': 'data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAALgAAAC4CAYAAABQMybHAAAABGdBTUEAALGPC/xhBQAAACBjSFJNAAB6JgAAgIQAAPoAAACA6AAAdTAAAOpgAAA6mAAAF3CculE8AAAABmJLR0QA/wD/AP+gvaeTAAAACXBIWXMAAA9hAAAPYQGoP6dpAAAAB3RJTUUH5AsHEgcDYuxK/wAAABBjYU52AAAA1wAAANcAAAAQAAAADnCbpecAAIAASURBVHja7P13vCTndd8Jf59QodPNd3IezAxmMMgZIAmAWaIYJIqkLCrZCvZ6tQ6v7ZUtr9dar72SufZryftaaytSskyJQRIpBhCBJHIeDDDAAJPDnblzZ27s3F3ped4/qqq77gUge73SQpS3Pyx29wWJ7q761Xl+53d+5zyC//fxZ/b40lcfR0qx/pUTM6M2sXbTpIPrSA6dbfOu6ybEHQeqS4+9mLBpcnny5v2z9uUTm/FdyfrJLtVKIozc0wB7ZXLTOwE2AnWgJ4R4u3/ad+1Dv91f4LvlcercZYCdxiTrLcJ0eyF/+Ed/zJ5Nl9ixcRlfuZy5+EfRir3pF3qdle/Twkazl13WTwiibp92I3ZnZxd/88KsQCT9n7ww0gnnriyycRJm+iEj1cTpx+e+9m9/59gvvHbxy+KX/5ef+pdXZs9+0Y9fPtRpHFcWD4SQSjpXgLOl6qa3+5R8Vzz+39DwFo/XTy1ghT/mmLPv6q4cQUkZza6M/t12X75PCksYxbz44ktUS3Wu2tSk3lZcmC+BCYijmPGa5fgFl2t2JswtSMZHYmoVj9NzmsRETFUFl5YiDu4ynLwgmRgxuK6L72vOLkjqHdi7LmbPtnH27b8Oi4NW0A31Q8fO9v9NbI1z393XsGfn5scwQV2odW/3KfsL+fh/AZ49ep1FgA84XrD7zJm2+We/8gXz6e8Z2dkO1v3DTus0Vd/l7IXLtFpLhJFmpStJrIvvWGqeZb4Vc3Kuz6YJn9GSQomIqRGXPVsV3T4IGTC7oOmHcGlJoHDpBRG7t1rWj3eQSCrlkA3TbY6fn2C5XqLiJ3g6ots3NDuKMI4ZG5+iUt2E0gHX7NnJy8eWfunOqy+f3bznx2TAmJwcdU+DfWB6cvztPqV/IR7/zQP8pRefQgjxrlY7eP+5S4s/uGvz0r5eS/Nbf3SC269tsLigmVnssnlSUfZgatQwu+KhpEUKw8axhJl5n0rZcuh0QDcQ+C4sNWDnlKZc8lg/FfOugy1eOzvCoWOC12di7rwmYdOkoVIRbF1fZ7Gu8D3oBZbDxyepliRn5l02jPeRAlyVcHlZMVKJkSRsWhexuFSlZw33XV/hfP0Abglu3T92vN0f+5Kx+kEBj91337ve7lP8tj7+mwN4p9PAdd3x+vLy//bwd77jnrp4Irlln3NTt1W6+UsPX2Zq8gLvvq7Mt14YpWcavO8mzRMv++za0qPTc5hbUQSRwNMx+7ckrBsPWG5LXj4zQhQL9mzqM99WXLurx8lzDq2+Jgzg1v0dTlwsUyuFHJvV3L5XEkYBrb7m5fOSG7YnNNsOuzeHhJHklbOCpbbPhjHYt7WNqyVhBJdXHNpBzFUbHR59yfLuWzoEvVHuf7bLO29ucu32rbx8dgPdqH9o96bmi+un96vb73x/ODEx8fNBGK5MjI++3Zfg/9HHX3qAnzx9HqW0OHb0CU7OoTy/+qs37kr2Xrk08477H7uiLtWX+dBdDTbWKnzr+QqHz/f42Y+v0Gqu54HnDVs3d1lfLTG/ErNxGo6cVkQWBIrN4wk37W2z0hZ0+j6vn9Vcs6uF47q0uxIpBPu2GI6cMiy2SnSjNtfvCun0RlhpCV4+Kdm7LcYIQaNrKHmW67ZLjp7V9MKIektx0x7L+okIJWLixOHwGZct05aFJcXkeIvt6yo89JxDM6zz339M8uJrY3zzuT7bt3X5+Ds03f4GZpbWJ7t2bn/ivtvCE61W928eOVlK7rvnTuI4thNTO97uS/Tn+vhLqaK0GldwHC0vzzf8r/7B/xi89/v/t78fx8mPthaPR+XJ2au7C1V/ZREcBPML8PJpw3Xv7XDwqipzKz4PH/L4gXc0uH7XBN9+yWX3li7rR6ucn4u5dV/I8Ysuo5UIkBw9X2bjuGG5rnnqtYSnTsG12yz7t0hW2oInXpfcd03EaEVRb1e5eFnTaFmUE/JjH6wzc6VGoy24cW+fa3cv4jDGlaUpLi7C/u2GXig5d8VjrKw5NivZuwXabcnebUvs2Ojz7Rdczi/3+Pi7DPNLYxw7B80g4eDOgJGSx7EzPV48dlw9fmjmnudfbt1+cMf6W0fG9ztB0P+PH//0P/lX586e8oQa6WNjs337Xz5l5i9VBO+HFs9BLi53Rtv1M3f0+smvX750In751ZMTR44t1c7ORchyg3/wg32kXc+RU2VePhFx8kqP99/Z5O6rKxw5Mcpjr4SMTnT4/rskrx6v8sTRHlfvitk8XgLbQ2iBIzWnL2umawnNwFL1A2YWEl67mFBVY7zvlg71RpXnXrdcs0Nw1daEJBZcWHRIEsNVmwUHdkY895pgpdPlvTdLSpU5Tpyvcv7yGGVP0O46TI7EnLns4uoAJRXWaLasX+HANsXjL41x6GzER9/VZF1llMcP+7x0rsvt19f50C0up2ameOmE4dUzEYHu8vc/tULNmebivE8rmGpNbdi7fODqPTqK5U8fPLD7Gc+vNgDzl0l3/0sTwY+eW+bEhcXtjYWLm8eq8ktHDn9rpLFyoVJ2+ojIJ4ktroTXzld59kSXj97RYEvTodnWtHoeX/p2hYlqi2v3aPphhSePWr78VJePv6OJ71c5fMph40SHiZrLxXlNq5fQ7faorHOIjGa8otg4JnnnNT1eOhWjpcBzY7xyzKGzikrVYfNkSBDDpgm4Ye8iza4miMeIjObV85IjJ7fhKR/PTdCjAb0ARmo9dgCtjsvFhYSJ0S5TI1UefM7l1QshH7unw+bRGk8d8XnlXJ/9u+r8lXsTTp4f48ys4NJCzFwz4UP3NDm4zeHkjEsUO7x2cqW29OITtedffom9O6a+OFI1TU9HP7hlx8ZZa2fPC7H57b6kfyaP73qAW2sB9s7PfHvjs2dL/6Gz9NpV3z7xtKqVG0zXphitOhir2bwOjLG0AvidB8fZMLHMHXs03f4kQeTQC8s893pIGNW5dg94bpnnjyv+6PEm12xv8I5rK5y6WGOx0afkxkyNGfZsUlxeVqw0Ja12QrUU4LkOm6dCzl1x0LLHx+7SvHjC4eptDUZHW3zjcJlWz2NypMLhky77d7aZGHE4vyDYNOXg+xFjfoKjJVIKDh0bZ6TSpeQG7N6icGWJJ1+xlMsNPn4PVJ1RvvOCy/HZHtfuW+GGXXBxbj3Hzjqcn4t4bdZy88E6P/HeiLnFDVxe8rl4RdDqRHQ6houzTXq9k5VLl16vXHPgtsfuEt1Tj78k/7q1dg448d0ezb9rAX707AoI56pXXn/+uprT+dsnT55510uHj0O0yIkLDqMTinuuX8KYMcJIMz3mEgQO/dDSmSvxjecq3HlgmRv2KmAMax1ePj3GZ090+Ph9Le64OmJytMKhY2M89FyfDZN99m0TTI9ozsw5dPsRnS40OwKtLZsmE1ASKUN6Xcnlug+mxPRIyO5NXZ56xSMg5vvvjkjCMqdnJVNjmk0TAmNiFuuaVj+gF7m0Oy5bJgMman2UkmgtiCLNmVmYGuty+7UxG8c0J2dGePI4zK20ufnaNj90T8LFufW8dMLjxEzMS2cTItHmQ7f26fcmmZ0vc2VZsliPaPcSZpclUSPkr91gmCgLnnjuRXX2zLF9Y1MHHnngO/KxTeudX7H2yhGIT323RnT1dn+B/5rHubMX2TzubX/q0Gv/34szr/7Ts68/tv0bj1yg7Ld49bTPiQs+h047bNmwwl0HQsLIJU40xiqsFWgMF664nF8ybN/QYv0YlD0f39EoNC+fUVxp9KnVQg7sMOzd7NHu+MwuClwdEVnFXN1hbtHQCgVaa9aNxszXDecvu4xVJQLN9HjESttycHsfKctcXi6zZ5PHyRmPi0uW/dsD5lckUezQCxV7t0QIYWl3JetGY6bGA6bHQxwJza7C82DPZkG9XuXbL5Y4NddnfLzJvTf1uH2vx5kL07x8wuW1szFnF0Oqo03+2gc6HNg2wszlUS5ccZhbTJhfjphdFpxctHzwzgV+6nsSRvwatZJi5koHJ7nMs4fPb58ajT41PSq29aPdz/yDv/+zjc/87//67b70/5cf31Xrz8zMBUql0tT5mYt/+7XXnjk4N9/42AtHTnDtTp9Wp8RCvUezbVlqSi40BKMTTf7hJ5e4bU+Fc3OTXLhSYnZBMbeQcOFKxNlFgy53+Pg7OnzoVpcLVyY4ds7j9Kzh2IWIRPbZMh1y50HDtmnJhSsVLs5LVlqGfmyQEsaqMDUSs9LStDqKsVqIFpqxWoLvRTx3zGPnesPUWMzlpRKOMlxaNkyPWXZuCHn2mIfrKiaqoFTEZAXqHcFyRzBdM4zXIqSEIFSstDQz85oLizHb1ve542DM5ikNSZnj58qcmbW8PpMwsxzwgbvq/MA7AkpqjPOXxzg/p5lbSJhbiriwaDm5aLnlwCI/94kW09Vx5pZGWGo41NtwZcmj0Wmyd1ubysg1KG/yyzdcd9uro2ObfyWK+otbt219u6HwX/z4rgH4Aw98kcS6tZLT+rVWfeaTX3/0ity6ro61FaZHNWHoc2bWstIMqbcT5htwalGwfrrOP/n0CrdcVWXm8gQX50vMLWrmFhMuLUYcnzVov8cH7mjx3hsMJT3C7EKV83MOZ2ZhdjnB0T1GqgkLLUW3G5PEMQKB55fYMu1w1YaQ0ZGIy8uCZkeze2MEFkIDM/M+7Z6lVhKUXYEkxvMSauWEVtdlZgEC42KsZd/GkHY3YW5JM1Z12LkxZuu6DpVygJCWMBQ0uyUWmy5jZYEjHeYWXE5fEpy/EnNhOcYrdXn3zR2+91bw5CgnZmpcmFdcziL3hUXL6SXLTQcW+SefrrNxdJSZy+PML5dYaTksNSRnZyNi02FyzBDEIdddNcK5xc3m4P4dX9i+eeRnOt2w9e53f/TthsR/0eMvNMDnF5sEiUUJfnHm3Nk7v/3IH8nRUnBnr3tJB2ENrSwHdkqMcVhYcTJ+mVBvRiw3E6404MyyYGqywf/yo8vcsqfMxflx5hYqzC1p5pctV5ZiZhcTFtoxo+N97jrY4bZ94MoSnvKYX/G5vKS5siLoBhDHBt81VPyEsZEYA8xciWl1YNs6h0opwFoBwqXTM2xdH7Dc0GBTKtLoQBCDJb0ZN007tHsKoSzCBNR8h60b+jS6gpk5TWI0EzVJ1Rd4DsSxoBtIrqxILi9b5usxntcHJ+b2/R3uPCCYqpVYrte4OO8xtwTzSzHzKzGXVuDMsuWm/Uv8sx+ts360xoUrKbgX6y5LTcFSPWFhJWKxkWCwHNhlsVbQ7PfYMLkh3rbJefoD7/2o2bptx9OQ/CPwkHrk7YbKWz7+wnLwlQv/J5Mb30HvH/y9f/HNhx/7/yxe/NbuF15rbV9q1eWe7S1u2GNYP+ZRci0IQZJIjJWAJL1vLUpaPAlzyyWePy05uGuFfVv6lH1wtMR1FK6rqZQkZUfS7TicOO/zrcMuMwsBrTjixMWAdRMrfOiuOgd3t7lpX5PzSzFLXUHZ63N2ztJsVbhmp6TRTzh2XlEta16bgas2WvphQj9x0TpirArHL3ooneDIGO1AL5Dcsq9Lrys5uDuh1UuYmauyY72iUg5pBJbp0S71TosvPAIvn0t45VyfbRuXuXZvi7HxkA/e3uYH3mnZtb5KEo1y7tIIZ2YdLl4xzC5EzC4knFkQXGhEXLdnkf/lR9usGx3l4pVx5lfKLDVclpqSlaah0Y5pdQztvqUXwuVlzemFiEolYM+mpvRlsv3Bx8/tWDfauXVkfFfJ88e//T//8ud49Jt/+HZD5k0ffyEj+Hce+U3+46P71L/8sef+52cPB//4339pXt189QolNcL9L8RURhv87EdWuG5HmeVGlWbXo9HyqLcclpuaehvqzYR6K2alHbPUhIt1gS71uePACp98Z8iO6QqNTo2FlRKLK2n0WmkalpuGetvQ6hlagaXbj5moRWxdZwCB51hmFxyE9Ng2rdix0bJxust8PeDIqSo3XmUpl+ocPT1OtRIShg4TY4ZeH67e2udzj4yyd0tMEFgmRyRR0qPqe7x2vk/JqXD9nphXzobML7tsmvDYsQG2rg9RKmJ2CVzHIoRl27qYsaqk3fPodB1aXYeVlmKlActNw0ozYamZcKUJy/2ErZs6fPJdS9yxT+M7NS4v1Viq+yw1NCstQb1paLQj6u2ERsdS70C9L7jSgmv3LPHff1+H0dIUDzxdRXsr3Ht9lRfP70lWopF/8a9/ft0/+9LX6sknPvyjbzd03vD4CwXwfutFtOOX4u7c1m8++uonTDTzzzuNJodfr3F2oc6H7oCvP1njyZMJWzct85mfXOS6nT6L9RFWmmXqbZ96y2Glpam3oNlOI1K9HbPSssw3BXMdC6LDx+5u8sFbDDs3+IRhmXrTp9FxabYV9Y6g3RX0A0sYW5KEdDVwoORZRmuW6fEI7fQ5cznk1dMeJq7w/ltDtNPgxWMjbN8A33w+5u5rPBaaPXytiJOI8TGIIwftxCwvl7nrhhbffKbKjg1w6FSAQ5n33WKIRY9XzyScm/XR0mXdmGasIih5AtcVKAGxgTCy9ENody2NjqHdNTS6huWOpZckbNvc5YO3NfnYnSGYKsuNERZWSiw3s/PUhEY7odmJabQTGh1DvSuYbysW2gk37FnkX/y1FbZNjfP80XV845k+H7q7x+mZKZ4+2mPXVZPs37Xpf1Klg1+89sCmC51Ov3ffnde+3VAaPP7CANwGr4O72V26fPgnTp8+9qsvvXxcPPNKV9ZGQq7d4fPi64pLizGNluJKS3JmxXDtznk+85PL3HCVx1JjlOVGhXrLo9F2qbc1jbag2bY0OwmNdkyzY6h3LAttweWmYWy0y3tuanP7vpht6xS1kkOr7eM5ElCEscQYgbHQ7QPCMFbtc+qSxdiQhw9VCLoldm9yueNgl8g0ePzwKNdf5XDqSodmvcZtB7t8+0WPdeOWYzOW//6jLY6d91g3LvnWYcUdVytWui3OXhzn+j0hj7/aIw7K3L7fZdeWPr24w0MvKkgEZ2Y1tbJGC+j2JMYKEmOJYkAatGtodiyVasSWDQF3Xt3lPTfGTFR85ldGWG6UqLfSc1NvCZodaLZjmp2YZieh2bWsdCVX2oKldsKtexf45z+5xP6tFS4tTrC4UqbetswuuDx3POa6q1qMeC5HZ0bNnn0H7PbtB/7muvU3frbVmg3f/87dbzekgL8gAO90EtlodT/0x1/74u47DnQ/86Wvv+gsdxw2j/u8cNyg/ZC479BuQ5JYOqFgviO52DDctm+eX/ypJW7c5dJo1VisV2l2fBptl0ZH02wrml1odyytbkyrk9DpGZpdy2JHsNiBKAm49qoe68cTOl3LB24L2L7eECcSLS1hBI8d8bmw4LNhLOboGR9MmX2bFTfsNXh+lxdPdVlcqnBge4XaaJ1nXnG4+Sqf5W6Der3G+vWW548pfvjeDi8c02yedljqNKmvjHPD1V2eOZowXhrlwO4OC80mz78+SklXuGmvZc/WPsgOR84Jpscj5hcjHj/i0I8UUkJiLNs3hLzntpB2R7FxzHDDVRCGZVaaZVaaHo2OQ6uraHYkrQ60ugmtTkK7m9DqGhpdy0pPcqklaPZC7tizyP/6kyvccJXPlcUx6u0y3Z5LlEganZhe3KOkyxx6XTM10WapIRndcFv0npv5H2++/VOnhax8XQht3m5sve0At3aRKEp+/KHvvPpv/vj+R8Y3jJ/nqvVVvnPYY2oMklDw+vkYaw2etkQJ9AJo9QWLPcWldsItV63w0TtX+NS9EaPlCleWa9RbJVodl2bHodXVtLuSVg86XUu3n9DpJfQCQy+wtPuw0hF0+pYwNkyOxXieBQSusmgp6PYUAofJEc329YJdGy1bN3UJkjYPvKA4frrKe2/0uO26Or/7gMEVY3z0XV2+9kzMptEamzd2eeTFEt93R8i3XoYdUz4b1q3wjSfLfPRuB8db4ne+UePO/WXefWuLIzN9vvO8JgwqbF/nsnOjYNuGhKmxECkjOv0EpQxaWcBS9ixToxBGDu2uS73t0Olruj1Fpy/p9KDTt3S6hk4vod1L6PQsrZ6l0YPFrmS+bimPtPiRdy/ykdtDrt3ps9io0WyXaPdcen1NFEtcbTBG8NpZnyjpMT2W8J3Dkl3b6rzj+g1s3f3+lfL0LX9XCPU7Oze+vQrL21qq7/f7BCE/efn8Q7946vUnxpuNPvUVn5v3NvjgrZOcni3RVZY9W6DTSwhCQxBZlLBIaVEywZGSV09P8tKpMqfmFvjonR3u3N9ntFpjpVmm0vKp9Vw6XU07u9i9vqYbaPqBpR8awsgSRZY4SY8wdrEGpBI4WuC7gtGqYKwK6ycNm9d1mRxr8uCL8MRLDtKM8N4bHa7b1+ap1yPCfo07rhM0ez0WlivcvscwOdqlpD36sWKxFaGM4Lo9mnI14PAJn3fcMMJt17Y5fEKBHeHG/S5/7XtX+PbLId96ocKxCz5bpxTrx0uMVcuMVKHkgaMtSoKxcOycIEkEUSwIYwgi0t8YpDdzPzB0+4ZuYOj0oBXAYkey0IbA9Lnv+hU+dGeTv/JuQxzXuLJcodUp0e45dHsO3UARhIJ+KLOAYekHLodPxHSTBvu3esxcaPH44YfH913H//7J73uH7na7v1kul//bA/jC4gqdbvzX5mYe+8Vnn314ese6Fmb/BC+eEHzliYhP3Ntir9LMXHGQwsHRkl4/oR8mOMqitUUri1YG3xEsdUt8/pHNfOelFndf0+DT9zW4ZkeHidEyy40y7Z6XXSRNP1DpEQqCSBLFgjhOl/rUu5UmlVqD70K5ZBivRmya7hLT4dSliC887nP2YoVRr8TN+zW3H2zx/MkmDz9b49arfLZu6PK5RwRKeNSqEY1OgLGgBEzVurTaLiYu8aG7F/j8N8vsmvf54K1dwmiZx1+dIEp8btk/zQdvbnHVlibfOdzllYtljpxz2TwuGa8Jyp7AddKbUAoQwmJsaiqL4uxmjSxBlN7I/RB6IbT7gnogWGmD0H2u39vg0+9pcPf+hIlaiXqrnEbtrkenl64Evb6iG0h6gaDbF7S7lmYn4uJ8QiMK+MS9ln6/ypFTgldnm3TjB6ZHS8kvfuQD77T9bv23/PLYfxsA//Xf+izX7tvAkZce/7Hzs53PXJl9YfKZ17tMTYT80D0rYMc4N18D06ZWjhmpaIyVSKnQSqC1wFEGrQ1aGRxl8bSlpAX1vmK5OcaXHqvw3NEOd1zb4NPvbnD9riYTSYk49uj2fTo9h16gCSNFFEviRJIYgbECgUUKi+cayn6M54a4TsCl5YBvHJKcnnU5NzuGMh67NrhcvUNx474Wylvk1TNVNo2WObAT1k/VWWnVuGaTJDaWB1/wCLqS0UrM+27p8/XHIy5cqbJ3t8PlRp/XzjpsWTfGtTsWeeqVNs+8JghCl307xtm3xWPf5jZnLq9w+hK8cLzMqbMVylrgaUnFs/gOSJlVAGx6s8YJhDGEiaATCFp9QSuC0MQY2+emq1p8+j0t7r4mYcO4R78/wnLTp93x6PRduj1Np6/o9VUK7EDSC6DbN3S6Ce1OTKdnkFrRbI1wYU7w0kzIJ967xFSpyaljj04/4tY/0+yX4y9++f7fnSovcN/7f+wvL8Bfevaz3PB9DX7zf5d/Jeqf/bfazI2ayMeXFY4c1zi6xw/cVWf7xiqCCnEiKHmGOBEIBFqqFOA6yZ4Frja4jsVzLGU3YdQXtAOHemuMP3qixiNH+qwb6/KJdzXZt6VPv9fhwA7LlvWKIHJIEkViJDYHtzQ4OmFm3nLuiqDRM3z1qTKXlsawocOYr9g4odm2XrNzExzY1cLIJX796xVWVka4dZ/mwK4m3zkiELHD9JikUo7pRi7SSrASpV2afcH8imC/LfOuG9s8fbjExkmXWw+M81e/d4nPfrPNCycqdPoOy40qOzaW2Luhyy172nz/O9rMrazw1ac8lrseM5cdLl1ycZRASolAYKwlMRAZSxIbxiYiDu7vEgQR+7YEfPxdAdMjivGqRxT5XF706fZcukG6yvX6im5f0cuidi8Q9APoBQn9IKHbN/TCdCWNE8GTL8FyEPLRe5rcurvCmQsjXLrc49DxJydvvW7jv71x37bo3ved/v1f/rXP83d+5lN/+QD+4AN/wMPH7hXPf/lrP3jm7MXf+PKzC+XxyZD33RyxbmKUV0+XmV1waHQ6bJwI6fQ0xoDvGoxJeyCVFGgts0ieAtHVAtcx+I6lFFnKoWXETxgrCbqhpB1WODdb4V/+/jiYGBHH3Hiwy471IXEMxhqsTYs4UgikEmjH5cQFl2OnfSq+pupKJsuCqQnJ9Lhm45Ri24aEvdsaJGKZ/+PLNWYujHLrHod92xN6cZtnX/UYLTlMjFhGqyHlUkqFjJE0+4qVjmW5mdDslLjrQINDx7ocv6AYrfncsn+Un/rQMv/uK3D4dIVOz9Joa+ZXaqyfLDM91mfbRJ+//4NdauUmr5yDExcljmNRyiKEAWz6HwtxDNvXJ9xxTUwSOUSxh7Vl+qHDlSWXXpCuaP1QDehbLxT0A0k/FPRCCDIu3w8NQWDoBYYwTP/91lgW6oaJKdg0MsJTL/u8etow1+xz3y19RuTM6GOH3N84dGpP/Pf+uw1f2jTxOfvJH/zhvzwA/9zvf55me0ytUw9+7JVj87/r2TP+7ftrfPPQCA/S4KN3LjM+MspSw0HLClES4zgJQlgsgEiXX60kjhY4SuA6isCRBKHBCxOCyFKKDEFkCENLLYYgMgQxhLGgH0mCxCNKfI6frnDkOCTWkkI75caOBFelno+qBwc2QK0EIxXJWFUxMaqZHoet6wM2TDWI7Ar/x5dHOHN2hBt2KnZuluzaXOfR12Lml0e4cYdkrGbw3R6e9LBKECcSYS1xElLv+MwvO9ywr8R1e9o8ddhn3Zig7Fe5YY/hZz+2zL/9iuG1S1UaHUOjrVisayZHK4zVSozVRqiVI6YqEdtuCPGcGEfHKJUgRZpMWNKbKooUC4uaKFZEsSKMFEGUPYeSIJIEoaQfSoJQpAlqKAhCmyX3hiBIz3MQGvphWmAKY4gTcJRFRpJvP6tYakXUg4DvvbvP3g1VHn7WZWbpbPne2+Pfvf9ribl2z7YvP/LwF5N73/uJ736A//FXvoDjearbXvj4ytLC7xw9cdHfva3H7k0xH759jK8+W+E7/mU+/d6YdqeSJmIqjT6xkihpUdKgpU6TSi1xHIEbCgJHELiKMEqBHkWWME5SVSQuHAnEiSVJDIkh5duGAbiFACVBS3Ac8LTA9wRlT1IpK0bKkrERwfR4zLb1XaqVBl9+OuTxV8dpLNU4uFWxbYPDVVv6JKLBgy+UqTiaqTFFtdzn1TOkHfdbLN1Ace1VEQd3Wa5cTlisu/T6Zd5/c5snX+lx6pKiUpJ4bo1rdhr+2Y8t89hrPb7+2CTLLcu26YR6UzNaU4xUHKplh0rJ4nsGzzV4OkGrlGpJmV4Da0kLVkYQG0mcCOJYEMWSMBZEkSSIUuUljARhZAlDCKKEcBA0UrWpHw0T1yDKAG5StTlqWq7UExqB4Ye+Z4V9G2t8/QmP+WaTXdsSbO+8f+mS83tByI+Pjvh/eP/Xfi/5nu/7ke9ugC8uGxlFzU9dWZz7966Z8bdOl3noGcGjfpuP3bPMTfstJy70qZabTI/VaHc9ojjlxVGscB2FEykcbXG1wnWyaONIQlcQRiK9OJEiiiGMZKogxEPZL04MSZKqC4nNlJJMLRFCICUZ/RG4WuC5Et+TVEqCWtkyWjWsGw+YGmsT2wZfelLy2W9OMO37HNwq2LrBYftGw7YNdb78rGVlxWffesVYDarliPnzkoW6h7sDgkgwNSIZHYVT5yz1luHKks9V233uvbHNN57wmaiC57ooOco1uwQ//cEFHLnA154a4/VLPutaEdOjMSMVRbWkKJckJU/jueA5DBQmKUCKAshJb+zEQJII4oQM6BAlljCGKErSoBAZwvw5MoQRBFFqXQii1BEZxIIwFoQJhEYQJIJ2z1Ipd9m3ZYXnTzl0reGvfriHK8d49FCZ83On/Hfd1v0Nf3KbrvjOH5DGme9OgD/x2DdIkuTHXnzp8L92zNlaqaTZvQEa7RIvnZZ87uEeVkacmxvldx5a5m98ZJn1kx5B6NHuuUSxJow1TuTg6oTQ0biRIogkoZOW0tOIk57oKItKcQxRklY94xzYJn22uQ5IGrmFECgl0Erg6BQgvgdl31AtxYxWY6ZGe0yONXj6eMjvPVzixLlRto847FoPm9e7bF4He7e26MYtnj9Wo6QcpsYUo1UYrQaMjcS4rk4pl4Ve4LLSimh0Lc1OzELdZev6KrftW+DhF7qcuFSj7EU4ykWIEXZtUvzIu5e4ae8Cv/dwleePjrLc0UzXYkbLMWVfUvIVniPwnHSF00qiFJl8mKLckvawGsMA6HFistUtkxZjQ5yk4I4jCGM7PLKI3Y8FQSzox9CNJd0Een1LEIeMldr8+AeWuPkqw0ipx13XSGQyyeFjJV46E7NjMzx1+GztQEf8H5Prb3L/+E+++dnv/8gHv/sA3qi3EVL+5KOPfOEXj5+9MHFwV48tG2IO7nRptDcihMerZySnLqXOtV/+conj5xb50F0t3nldwIZpTatdoh+4BFFM6GjCSONFqbwXuinAo0gSxumyG8WZpp2QSX9kkVtiLENwp0XKLHKDVmnBxHUsvmso+TFVP2asFrBhssV8s8uvftXhwUPjrNQr7J4SbJ0WbJp22Twt2LGxj3YbfP5xzdmLFfask4xVJSOVBCkDLi1aPC2RAqwVhJFm23SLF0hodRX1lmV+pcSezT7f/64mf/gdl/PzHo6OEMLB2ApRLLlxR51tP9TiwcNdPvfgOC+er7BpTDBZSaj4Cb4r8ByB66S5ilakibMUg5K1Jb3JjCVVWpIU8DnI4ySldCnYIUxSr0uYF49iQS+BTiTpxNCLLFE3ZNNUh3deX+cjd3W551qFZIwdkyOcvTTCSyddXj0dc+R8TKQjrppO6LXPTgTjuz/zA9/3A6rX6f5mqfLnUwz6cwH4pSsNIiv/6v0PfvsXz584Nr1Yd/j6U6OURvrctr/LXfuWcPUEYaQwJsTRgtlWhS8+7vD4K2Vu2NPgh97d5YO3Npgcc+n2PXqBSxQ5hLFDGOlBohTHiiiRxLEkSgRxLEkSQWLEkGsbwYCVpPZxpEi5vlIWRxlcx+C5CSUvploKmBzt0It6fOdVyxceHeH5o6OMuQ7XbLJsGJesm3DZOCXZvC5k56Y6r5zv8dUnpxhRmqkRQa0iqJUjmt2Ebz7rU3UtQqTA6gWaD90RcP9zqSem2TEs1DWbp6t89M4Ozx9vc+yUS8WLUVKkIDdl+mHK9X/k3iZ7Nizw+cdaPPP6KBfqJdbXBCO+pewafG1wHdBKoGR6I6eRHHJ3hsmomjHDFS7OgJ4GCIgSQZRkwE4E/VjQjQWdhDTnCUPKpS6feE+dT767xY1XWSZrHivNEebrNS4t1jh+3uPF4zEz9T4/cN8yt++DMX+URkdwaeal6csX3F/ctucDxsbLvy30xF9sgNt4hVMXIkqe+tGLZ5/6V4cPPTHR69W5ZkeZ85fgzGWXz533OT/XZvu6FVq9KlJAxbFMlwxCusy1J5h7vsRzR9v84cEWH7+3x/vu6DMx6hIGHkHsEEYOUeQMFIE4UcRJVrBJhgA3NovcZmi5EcJmSaXJklaD6yR4bkTJC6mWeiT0+PZhye8/MsrRcyOIyGP7mGXDqGVyVDE17rJ+UrJxKmLr+hYXF9v8h69XiIMSmzcLRquaWgVq5QjhhLR6FUarFiEE1kIUS8Y9RWxi2pFLu5tQbykuLZbYv7PKz3xfg8/8gcfMYgWtouzG0MSxTz+UrJ/wuHF3i4M7O7w2c4kvPFri4RdHmWuWqHiKqpueU1dbHAVapuV8IVabjwxgTXrTJUaQWIgTkernScatE0EvSaN2L7HEUYyJQib8Lu+/r8En7mtz14GYWskhCCssNUp0uiX6oYMxglqly9bNDe68JeBdBzWt9hinL1Y4N5cwNrLMAw8/Pb3+5Pi/ev+9t8Wd+pX/2Ah8Nq3/s5uf+GcK8CjsctWO0odfeem5f/flb3yttmO6hUlqSKHxHKhVBDNXBM+9ovh2P2G8lFByBEoKyo5l3FqUULSiKguBx9eeL/P40S63fKvD//ADba7e2mJ6VFEra8LIJYwd4lgPQJ7kADdpd4+1KSWwg4QSpDCorMSvdYznxjgqpNWLWGxF/MqXfc4tjHH42CjWuEyUBNOTlskRwURNMTHqsG5Csn4iZtNUl4nROg++ZHjx9VEObhaMVSXVsqRWNlRKIcIJ8DyNVunnWwtJIukFml4/IjaCds/Q7lhWWg5XlmvcvrfDbfsbfP5bPqUVhZZRCkiriROXMJL0AofJUZ+bdnW4aXeHF945x8yi5PceHmWhUWZ22cNVkoojcHMaJtPEcxDIc6pCGsljK4gNREYQJNCPITQWkhjiCKkCNo71OLgtvR43X51Q8zVRXKXZ9ugHHv3QpR86JEbguzEHdwfceV1Eu1tlZm6Ec3MulxYM3Z6l3i7Tv1Bnf/crE56n/t3+a26oB/3eV/8sMflnBvA/fOgI/+szm9R77G/uvnLpeK3bX6BWibl5bw8lytRbJdZPeEyNuYxeEMwuSuKM/ykJngYwaCnwpaCtHXqxZjks8/CLIzz9eo+KF/DjH2iyZSJm28Yetx9oo0XaIiZESlfSqmTqlba2ELmxCGlRItVyLTHImNfOSQ4d13zj+SqvXagSxmWqWjFVsoxXLGNlm+rgNc34iGZiVLB+PGbjVI8NU3UePxrw69+YZsOoZqoGtYqiVhFUyzElL+Dpk4p+qHEqKaisFYSxxNeK6/f0eO7V0dT41EtotByWGh7zS2P8zAfnmV1a5rmXp3AkICIMEMeaMHIIQkmnpxmr+ozWKty2p8s7D3b5oXsWOX7RcP/zPs8fL3HybIVYaIJA0Y0USkiEEGsSz6wmYA2xsVhjcETCiBviE3HbDR12bOizeTLi0+8LKLmKiq8JozLNjkuQrahhqAkihzBSJIlAKksYuVxemObCvMfJGcHsQsiVesJKx2B1xI37+szXezz4yLdqM3MXdv/0j3xaWft0IsSdf3EAfvTYq+zZsckdefapnzg7k/zrU8e7vHR8mqV2n0de7vLJ+5apOA77d/msnywRRJr5FQacFJFmfVKkJidHQimx9LWgl+js8Gm3E/7V58ewccS6qT77t/aZGIn5+L09tk6HRJHI+LaEQuQm459SGoQU/NFjJV45U0FozcxcmUvzZfySYsQTjFYsNd9Q86FaEoyUFbWqYqyqmRiFydGYdRN9Nk23SGyDP3qyRq9T4arNllpZUS1LqiVD1Y9xnJAHn/MJuhJnOu0WzSlKpaR4/y09nnjJ0AkknV5Cq6tptDVXlstcvaPKx+9ucfi1MjMrVZQ0QJTxZYcoSdWkfijp9DXNjku1VKZSCrh6c59b9/a5uNDk/OUG2kk4clbzh4+WEUql4BZy9UW0BjBgLVGYsG1dzCfu7TFZS9i7zbJuApLYIQirxLFDvTVcPcNYp7lQrAjjNNCkVCdtGIkTycx8xAunElY6MZPjAVvGAn7wnoQdUx7zy1VePrXI1on1//rC+Ue7sTz42dOnXw53777+LwbAXz8xw7FTC3ui7vlfHZePyffc4rN+rMxrZxVnLnn8q9+r0Yv7vP+OLp6OuTjv0Q3KlLy061mJlCfGMk2MHJUmOiUD1cQSJoLACILEITAOkYHFTo1HXzFYEv7k+QghkvQi2fQiQSaWpFogQiiEkEiliCONNBpHS6oe7JiyVBxD2TOUPSh7gkpJUi2ldGikKhmrwcRIzNRYwMapNgl1fuWPfZ56dZpdEzBWzqJ3WVItxZRLIZVyj1KpjJcVrIRIk11jIIoc+j1BL0hoB4pO39DumbRlruIyOz/CXfsDfvYH5/k3f6i50PAQwmBthEksUewQRpJ+4NDpKao9TcV3KZd8yl4Z34uolkJuvCrEdSJuvirm0/d10SrOikAGIexqUp5ROmMkQkg8RwEu/UCzXNckSU4FcxCnoE6y/CdN9lNwm8y8BlD2Y3Zs6RI7IWU35kO3hvSDUZbrNQ697vPaWcur59o89sph+bd/ovKr114dP9lu94/+WWDz/zbATx75NTZvXCk9+szrH3v05XOiVoE92wKu2V1npFJjeszh/GWYXSzzwBMV4sQyXoLJqkErkUlnaVavVeqCczJ5Ly5k9okRxMYSmbRyFhpJbCWJ0UTGI8n+HcXHoEopQAuRVioV+CWLry2+SvCclB75rqXkCUqupFySlH2dArwiGK0axmsxE6MB0+MdNk4v8+vfMHzu4XVsGVVMVg21iqJaVlTKUC4lVEsRl5cNZy57+G66MkHu9BP0Q82O9Yb1k31afZde32ZRXNJoa6oln2p5lE/ft8DZy1f4ja9uQkuNxZCYJD0XsSYIFb0wNUV1fUm5ryl5DiUvodlOcwzXSXB0guMkaJk2SkiZlvNFdqTWFQGIDOSCpslclibNa5JEYozKJFg5AHaciCzBF9nfRUYR81oD7N/icsfVhij2mFtcx8V5j3OXBGcuxcwsBkxMBOzaZDh18rCYudz5WOJuO/Mrv/mfen/7Jz/99gL8zKUN7pkLzX/YWFn5h0vLRj51ZIwHD/W4/ZoO33trl+nxcTy3hO9GTNUy/mtByrSCKMQwEUwKklV6vNnroVMu1XLFIFEqcm4gq+SliZWWBi1Bq1RZcJTA0TbVjbXA9yS+Kyl5ipKvqJYk1bJlpJIwWo0ZrwVMjnXZum6Z508GfP6xjYz5HuuqhlpZpOAuSSq+oeLHVMsBz5+AI8fL7J6yGe8dls17geLmvZartvZ44ego3cDS6yd0ejoDuUPZL1HyR/nkO1Y4cnKB546tB6swJkntsLEljuzAT9ILNOW+peQrfNfguQ6em+Bpg9YJTmYxVsqkW7DI1BqMsAiGfG6YnKdANbkiZXL5tSDFZlbjJBHEmR0gBThg04w2jCTdvmJ2vkwQSZabivNzlpdOBbSjLu+/s80dVwtcMcbr5xI5e2n5f77uwLQ7PTHxL4DwbQO4tSuy1e79wmd+5T/93Yq46O7ZOo6jJWcuOTzyvMdyo8Pt+5uMjaStY1KkXeBxYgenM8/k05Nps5O4GujG5pU3m/1vGBQrrLVDjZvVK25eqs4LOkpmFUtFatrSacOA50g8V+F7ipInKJcE1ZKlVk4YqcSMVgMmRnpsnKrz3Ikev/A767gwO8rOScNoGWolRaWkqPhQ8RNKfoTr9Gn2LUqq1Igkh98syXhpFLvUShHd2NAN0v15uv2EdlfSLCnKbQ/fq7J9fcQ/+4km//R3Jc8eW4dFYawhSQxxEhPGhjBS9ENFz5OUAoXvSjzX4rkKTxscJ9X7tbIpwFXWFZXRFCHs6v7FrLRvsyBic/BmgE+y98aQgZzB3xKby48ir6mlUmQi6IeCRluw0g6YXtflI9f0uWF3iZVGjeMXXc5fjknsaXeqrP/Hqw/+lHNpsf0/bZqq/leX8/+rAW7iBiY2/2Jp9tt/e0PtrN8NA+46sMLGqUk2TDhcnJfMXXF4qh+zeUriaEmt7BDGJlNPimC1AxCbVYAevrbGpl3kmQW0eLAG4PmyKHJwixTcSqVymc5a0Rwt8dx0AJDvpSMZSp6l4huq5YRaOWKkGjJe67FxqsFzx7v8089OcuLCONvGU4WlWpJUyjKN3iVL2U8o+xFREvKfvlVFKoUjLUoMZUJjRba0O/zIe+s89GJIO/ToBnm/qKLdUTQ9je96eE6NvVti/vlfW+affFbwzNF1GCtJTFpWj+LUaBaEhsBP7a6eJ/AdgeemlU1X20HFViuDVKk2LoXNVlJLoQ40OKHGZkqLyVbZDOC2AOgcvLmebnJwr7qWgighLfdHsGHCYcuGClMjFV4+5nJx3nJuLuHUQsDdB0O+/O1Z/5VLj/6dT3//+8TCUusfTU/W/p8F+LET57DG3vY7f3Cs9OoMnF8Y5eLSCj/67nnGauNMj3tsb2p6QRotpRQ4WuHGqRkqSVKfd2IzsGftYmmUJvtbwTthxeBGyM1SxcidP3KA5x6MvJKXR2+tc9+JxHFk6t9wBb6XzjwpewmVUgruWiVktNZjarTJ88e7/MJvj/PazCSbxwQTlQI18TUVP/WvlPyYkhfiOAGXlsdwlEBJk8lywyQzyRKyDWOWOI5oRT69wNIPDL1+QrsvKXUVvuvgOj6OHmHf5ph//lcX+fnfgudenyYxMgV4YoniJIvkhsAz+KGk76oBBXMccDRZm59MawGSjKaAyJ7fBOMpXSGLyhSBKwqBSRQC0tDUNTR3kX3PdAVXEmYvu5yesaw0Yy4uJlxqxvyVDyxw70HD6YtNQvtiaf7yntvEWsXnzxvgh559mCRyyvMXPuvumO7Rbrl0G4ZvPD2K763wE++bY3psnLnFMs2uph/I1FqZm6Ki1K4ZGzBJ5vDLInpSAHX+NzOI1nYYud/iu0kxNFFJmXL9HNxKykEnUEpPwHfAcw0l31LyUv5cLkXUyiGjlR6TY01ePNXnn/zmGK/OTLFxVDFVMYyUBFVfUvYV5ZKg5Kc3R1rqD3numKDTd/EV2U2WcvC8CSExgijWVHzF7QfaPP9ajW6U0pRekNDtKdqewnMVruNm/HmUq7cYfumnFvi5X4Nnjk0TGUlkTNYsXbCyuhLPNWn0zrwpTnZzpwcZTRnSOJlVed8M5AMqWQD4wNNiijkUA4qS2BTYSZLmC1FsBkduvW11LbPLaTfQj39wke+7VTG3sI75JYdjMx2eOvqH7t/8ke8vf+WrD3Q/+uEP/PkDvF0/RWV04+jRQ1//D6+c5B2tTosDu0pUPR9xzOOrT0yCXOL777zC7i01Vlo1lhse7Z6m2087REIlBqaodEmzA46dnjw75Nd26JvI32dhZTXvFqmhSMgM3JnJSA0ADipzDDoaXIe0E8jNDFZeQimjF9VSwEi1x1i1xcunA/7Jb45x5Pw060c1U2XDSAkqvqBSUpRLivIgeif4Xky13OfxIy6Nps/Y2LBMngMmT8SiRDE9objvug6PHzJpF01oCiCX+I7EdzSOdtG6hJSGq7dYfvGnFvi5X7M8c2KayGiizAGY2l7TSO5FcuAudLVMvfRaoKVA6fzcMPh++U2YU5Uhgx4WhNYeq4BepJnZqlw0cYVR6tXvBYZO37LUgsWuxSt3+LF7W3zsDpfLC5M8d9Tn3HyLkVrMWLX0jqdeOv1bP/HpD//1V4+fbRzct/PPF+AXZi8j55Z+bmHh6KemKkucuzDKkVOW3Rtg65RESYcvPLieR15s8fOfXubgtggpxhHCR6CRUqJVZpSPs2UtSbl1cckbgvstIneG9LwiN+DeMnfQDXl37hjUitSfoS2OkzYW+67BdxNKfkzZj6j4AdVyn/GRJodPBvzDX5vk5bPrmB51mC4njJRtBu4sevuSkpdGf9+LKXshsQlohx5CSZw8gouhYpRy1cwgFjlU3H5qFwh9xnKQ9xO6bhrBPVfiaI2j8w1oLddst3zmr8/zD/694Znj64iMJkgEYWKyKC7wI4PnWFwn7V3VWd6hVWoRVlJm5yfrys+fC8aswY1ZzHXWgNu+IZeyBadi5lCMbUqfQks7A/dM3XJgV52f/+EWG8dGOHdpnNkFn8TCPTcI5haqPH6kzq7e6U8dP3b0TBBEP//nGsFNfxbhbdr27ft/7eC3n26yZTrmnptiTs2UaXYE6yYMrhNT9Q1n5kf5N1+Ev/eJJlsnA3p9hziRWFIAKimIFYUoXkgo88x9cAKHVUlbXDPzqF1MKvPlNuvQUVkypbXFUSmwXW0H7kHfSTLeHFHyA8ZqXUYqbZ47FvOPfn2Sl86uY2pEM1VKGPEt1QzcJT+VE3Nwl7wE342pVUKOnbc8driCKyWOMlkSN9QoTLacR4kiNpp33Rixe2eHMxdKTJXJ2sFs1tybRWGt0NrJOpxS7frANviln17i53/N8ORrU/SjEkEiCWNLOfNwew4pyHW+epmMokikSgYrnJKiAHBRADlv4CtDkA9X1kEkzzz3QxVs6DUP45SW9EJLoy/Yu7PD3/t4QM1dz6unqszXHZabgiiyvHC0yom5gPUTCZtrV3jsyZcP/vBf+YltL782O3P9gf/y7VT+iwF+5twcS+3a9leeff6XZ+ZXPrx/Rx2Mx7rxEK0clhqaZlsyUnUZqRomagknL49z5JRm3QhIZXF03kAsUwDmBZxkNZdbHR3eJIKksSWL4GvALSxS5bJgCgatsqitLa42OI7BcwyeG+O7Mb4XUvYDxke61NtdnjgKv/T763nl9CSTGbhHS5ZqSVDxxUArT5UXk0ZvNwV4yQsIk4R+z8dX6U0mhVjl5MsLKWmiqVMurwOC0NKLRAHgBtdNcB2N40i0UijpDACOgGt3CH7pr9f5V38Q88zxCeaaNfoVyWhiqcYWP5s44Dk20/5zJcUOondOVXKAD75v9qWLOB8wxOyiDFfWDOS5SGCz/CoDepTRp7QBJc19btyhcZjmhWNVVhqClZal2Y5odROWm5aFDlRKJZ480uK+2y9+uLP4THLd1Tf+nW7zyvnyyPo/W4Cr+DwiLN3aWj72sceeOcOmdRa/FDI50WXnph4TI+ngy3rLodFWtLqSXVtg6+QIzU6ENQIpU5CBQUpBIlNq4piiUvLW4F7LCvOLkI57yKO3zeiJzVyDNhsUZHC0ycZMJANwe24G7vEOi/Uev/ifynz12SmWOmNMjUim/Azcfsq7y1liWfIkZc9mETzl3r4XAiGPvOxSj1wmPFb5sRFF7pry8DDS1DzNvTd0ee5ESDvyGMmW8n5ocIPUq+7qFOBaWZR0EDIt0GBh3xbJv/kfWtz/XI9/8dvrmF0aozeqGXUF1dhQjsGL0tHLrkoHGjl5oinFIAnOn4uJevHGFGLQK7KKquSdQsV8qaiE5TNa0tU6XVHHSpbLc2UeeCaVjtMZiQmNDix1YLln2bquy/aNlrKnMP3TPPXCto/NrtT+UxT2zv+ZRvAw6OK4pauee+GpvzU79wLvvTVm9vIoL58zfPv5hB+4r84PvqtOp1uh26+w1PCpt13iWOJoiGM5qCgqlY1okAKjRDYhNddZ7apMvZBPFuMGmeKGgEG5OVcBVA5wZdHSDgcE5WMmnATXifHdCM+NqJZ6aN3l8SMJv/XNGt94aprQ1JiuCSb9lJakEmCuk6vsEFnkLkbvCK0Dnn59lG6o2VDOv8/aCJ7Lamnfqe8obru6R2xSgPciQT9XQ8J05Jqjc4lTZUBMq48p2ASTo4JP3dOh6s3x29/s8cTrE1yJSnR9SS22VLRNQa6zPETZLC+xGcjzcyiG3nEJkmEUL+4oaIeXYxXAV+VNmZKSKysmYVC+dyS0OoaT/ZDYWOptwXwbWqGhHYZ84r5lPnFvyMWZDbx2psLLJ/vsXDnM/qt3/62bbr/7pXa7d6paLf3fB7i1r3HkhfuZmKhunJ05/84nDwVUanD7gSVuKkseOjzCyS95PPRSh31bAr7ntgXGRhw2TVWYX6nQD/XghytpsgTQorIiQR7N8mrmQOMenLxC2MifhF1DTfKqXOoYVJJsMKUZRG5HpV4Mz4lw3QjfCSmX+7hul99/WPMv/+M0ZxbHcTyf9VXBuJdQ8ywVDypZh33JS6udflYQSv0rSbYSpPRkqZXQCV1cpXClHSSY+fe3DH9vknk4wtih5PRZP9qj0a3Si0Q2bi3NFRwnyWQ+lcmdKgX4qsQ1dT5++O4ON+9f5Jd+r8/nHpxiJa7Q9RwqjqSmUw+Op8FVDJohdF70yVY+OaAqwwJQMagUycoqoOcAL77OlZVVcm/qMYpiSz+CS03wyn1Gx3v8ldtb7N1iuWFXQslX/NG3I5rdJu+9NUGYiFdeP/HOM5ftxrDfOvXk4bPcfeOfrqr8ZwEexYbrbrll++VLx3594fJrTI2WubKU8PvfjAgS2DQqiOMSr5/wefWU4etPR+za1OGT93Q4sEUCZcJIDjibsQIJUAB1Edw2G4SyxjeVnVY7jCZZ9U0WAZ6NmJCrIneSgTzG1Skl8dwAz+lxfj7mN+6v8JUnJzg7P0at7DDuw5iXUPVsVnrPwS0zcMtBUcjPuLfnpjdOrRLw5ac1p2ZK+EqkFcNcQWGI8sEYB5vy8CjW7NsG33tzm996YIJOWVPLdGIvzPIGZdBapuqHogBypxCN0lVh66TkH/1wl4M7Zvm1b4xz9soIK3GJrqOpKEE5A7orbXrjZCrTYPXLz2suH5Ly82Gl067i48NgyEC+LYLZFAKWKRTpwjgdJXfjNQ1+6J4muzZoSk4JcOn3Na224AffaYhizVK9xuyVmDOvHOWud1316wevu/kD7Xb7P0tV/lSAWxsBmhdffmHzocMzu77+dI8g8dg5qan6im5gsGNkWTIEceqHuHLJ59DRgM1joKVIq2R5FMAWfqwYViQLr4eRIQ/bdhUPzIGdPmemoQzcqWqSR+8ER8dp546O8bwAVwe0k5Bf/ZLLb9+/nkvLoxhVYnxEMe5aRlxDOYvc5UH5XmY+lYyaZNr5ANxuWr0MopBTsx6d0GPMy1ScvOiUqxKFFWrgSYk0tYpmx+YQ5fVph1V6rqAUWYIc4DrJCjUq1bFlbgF+s+RVMTXS5Wc+3OVj77rCb9/f4jf+aIKlXoWe9vG1oqwFJWXxYptGc5lSFS2H9oa8yvmGSM5qujIAdyGiW9aAuvBeFOjlWFlwx54yW8fLrKw4zGXGsTAWA1dit6+IopirdzTZ3G1Tscd3OVF581033Hy+3Y2plt8axn8qwC/OLlApV6aUcL905vQrzl0HPIR1kFJhbDr1KIyyDDlKs2Rr0iVuuuazsJIwMRLh6GTgXhu41kSBfgyALbBv+k1sQQ60A2Cvoicyc8mpJAW4TtAqwXUifDfEdUKa/ZCnX5H8/sM1/ujJCfpJFdd1mXAFo66h4qZztsvuENy+J/E8iZdRk7QwlCkTGcBdJ618nrtseeLFMmHk4FXsGxLM/JErRrkVNYwUjqO57+Y2n/92hxOzFXp+Ou8lcCxuDE5kcEKDUjLVraVACjkc7sNwNUyMJDaSsqdZN9rjH3yyy9VbAz73cJVDx0ZY7FXoKxfH0fhaUJLgyUxGzeVVaVM6KSiAfLVn5c2Gy69Vu9auxvk1UxI8F8argqXFKk8dUUiV1kRyz0qunYdRjLVw9tIEyIB1C4ecfftu+1Kv274u6LUX/6sj+JbNWs7MnLj14e88PdINOhzcFbFlKh0J3A9dWh0nnT4aCIJIEUXpxdMKamUz2DAp58OpJ2PIo9/sBBQfxSVRZv8fMSgpm4HdM+XdFq2SFOAqGdARrSOanYinjgp+54EaDx8eYaVZRZZ8qiXFqGOpuYayYym7lpJLFrXTyF3yJL6r8F2B75I59EwGboPnpPxb6YCTs3Cp6aeFlYzfri6cDP0zaR+kyHzukjDUrKsJrtrS49ULMd3ISYfrROCG6Wg0RyUZRckLNSDX+DSGXpCM/iSpP/wT9/V43y11vvNSm999sMahYzWW22Wa0qXjalwlcKXAk6Q9nNKiRZ7XZFMIRGb7ZXUEH7wuXEf7FtdTZsY3sGgDUWS5vJju7KZVeoPG8XDkc7cPzR70IoNUEZumDdOTMUdeemxkdkXc6o/teoA/ZXjQnwrwdn3R0yT/3oTnKyIp8zvfjNi7o85NezpsnRLs2upgjUev77HSdgjCtBcPAZ42+FkC5jpJFl1NCs4crH/KichP03BJtBQN+iktMRnnNiiZoGSCm6sZMmKxHfP4i5pvPlXlq0+MsNCqIHwfp+pQ0zDipJ08JYeMdkDJFdkhM8tpxrtdgZdH7xzgOsZ1Y3w3xNqIRw57zFwuMTkucKTJeKwYNvoWrv7AfppRil7gsG2d4L4bunzl2ZBO5NCLBL5jceM0igeRLaxSaqBXI+QqmpIectioYFK9veQFfOKeHu+5eZk/ebLN/U+VefyVKgvNMj3h0nM12lFoIXCkwJESR9iMalkUokANeUMkX4vz/PoWS/8yG5PnmFQzFcISm1QiFCKVEvsRrHQkndBgRMzkeMiOzQE37YnYv7nM66erHH79fOWezebfO72Fq4HefxXAH3v6HPVmhydebrNxWhEHLt96Zor7n4nYuqHLNTsCDu7occseuHa3y3KzTKfnpIlk1mTgOMkggkuRRXBhCiemuJgNz5JYJQkWaYnJljiDyACudYKrI3w/oh8knLgE5+cUX/jWCA8cqrFQr4Djo2sOZSWpOpaqNpQcS8kB30nB7TvpTMLUZioLh8j+uc1AbgYgd520Pe3MnOHVcx44TrbMDxUUsaosOOSnuZKSqinpOOdrdgTs39zh+KUyPV9QjgVeZAkUmbRnsuidqym5BDnkKgOd3eR9kSrrn3Tohw6lUsCPvT/gQ7c3eOjFDl/8dpnzcz7HL5UJGx6xp+lrjVQyLecDOnvOI7nMOqVEXo94Q3Ba81qkkmPedxvJdPpYEEMnSOlQYqEZSJZbhqmpDjdf1+HgjoiDOxJ2TGuSuMrcYgnPD9k23kF0ThIE1T8Nwm8NcBufEmHY/1vf+ubvT+7fXOb0FZgcMUxUBPWOy/Kyx1fPJ3z7UMC+7R2+59YW91zXZbRaph/qrK9vqGpIaZBZZ7sQtnAC7GoJMIvWw0JO/jrvQElvFCUTPC+dpBonCVeW4VuPas7Mlnjs+RKX6iXOzFXA81Blja8VFW2paJOqCE46ON930nFtKYjzQ2aHygBOxrkzcDsJnpNG7/TGCjm3CMfOl3HkanlwQFEY+sEHykKupBiZznaJHfZv63HVdJejZ2O6sUM1EgQa3GwmoCoAXEqBkHJVJIe1xicxSGbjrKcyShwCx6VWCvmR9wbcfbDFpXqLR15wOXvR46HDZeaWfZKeg5GayFUIKdOVQmSfR1bxRKz6fauuI8O/56+VsKisfTCnQEKkOnknErh+nw/evcL7bwk4sEVTK/ks1ctcmPNptB1iY5mqJZyaKfP4a0cnf+TTP/y3Xnz9wmdu2r/1TYnuWwL89VeewJrkU1H/YmXXdp8Du0rMLng0O2nvYLdnaPcEC03FsVM+zx0r89PfO8fPfWqJVrdMbNQgOEuRAZshuIv0I08iBxLUIDLkR95ilfJrx0uIEsvZi4JXzyq+9XyZo+dcXj9XohWksw1xXFTNwVOCsoKyNpQKOrCnc59GbptNfeFeRktcV+G6MrsB7JB7O0laWXRSnu+7EdaEzK9IAuuhtcSVFl2Q2dYE8AHIE7u63zGMHQSaqfEQqfp0IoeuFqnSEQ0NY2k+U6w8FoV2WSiWyWEkLwxGchI1GD/RDVzWj4VsXRdx486AXtjjx881OXre5VvP+bx6zufsBZ8oVuAprFQYIQs/Lt9ZeshZhgAXq5bl4o2Qgl0MaExiDGG/z89/eI6/+n5LrzvJ3OIIR+su7Y6i3YNOP9379NKSRbs9Vnpx5fGnX/yUVvoz/5ci+Csvfp12t6POnT0lDr0yRmgTvu+OgGpZ0Ggr2l1Npy/o9g1bepbN9YRnzlourCjKY020G2KNxiSp3LNqySpGb7Eq1y5EbYPW2U0hDVFo6fbTf3Z+VvIHD3t0I8XLr/ucvuix1HEJEhe0C8pB1RSuFJQUlJXFV6TjzFRmPFJp1HYdkRY9iuB2JG5GSzw3zfRT1SQtmTs6NZSlFdGIkh+yUE/41jPp8JuxEYEerFpDHLxhhcw804OE0EiCQDE5oXjf7X0eOtTjQrNCz5EpTdHgxBYnyjXrTGOXSSoXUpx1IgefYawufEYKdDdRJFoRO4oo0USRk0qpTkTFjbj7mpjbrg746Dv7nLwoOXLMoRcqPvetMueuOCAk3Z4mCVVW7pRYPQSzLTR3DJC9KrYXQB/ny1kE/R7bx3u029O8eGyKK8uKTs+mG2f106DazLY8/MAdgjjR1C+fF9cc3Kf+5P6H4o98z/v+ywBurMDzKr+6UF++duvGFvu2wtR4zPR4l27fHWxM1A8VYZQWNH7m41cQTp0vPuwjrCCJYiZH4fprIipeNnZj7W8c/NZMJ8xK7s2u4MhLmuVW6tp7/pjD15/06UeKfqS4fMXFCE1kHYxwQGuEp9FS4iqBLy1+BmxPWTxlUw+4zjRfPYzcbt6XOQC3yno0xSB6u47BdXODVjKI3q4boVTIoy8pvvJsFeXqVG5bxb/fOoLnWnjKwyVRouj3HT50R4+vPt3ic4+M0Il9KhkPd3IeHjGQXfNuISHyOymPoLLA9QsAN1knvE4juaMVsdboOEmBrhKUSgfpj/kxd+yNuX1vhBUBH7+nSz9Kx7l97UmPF465lDzBUktx5DWXVkciipqoeNOLDaRl/IpvuO76kOnRhCROECT85gM+v3F/me1jMUrGqQMxtHQDaAfQCtPV6WvPafZvabBhSl87OnLTrwr4mf+iCN7rNvBLI7U/+erX9j5zRKl6Gw6ds7Q6CQd3dPjwnTFl6bFhSiNlGh3Kfkir1+Sf/maNh5+pIbTAJoaRsZhbD4ZU/QRTLGe9lXaSqQ6NjuLQqy6tpkJqSWAkgdVpZBKadC6wBpn6yx0pUjBLiycNrkyB4Cpw1XBGXwpyMWx40GkjQN54XAR3GuEzW62TR/CkcMR4OsLakEtLLmHg441I3KzsrTJX3qoqZrYeDzVrUQC5JDGKMHIYqyq2TIa4ok8v9ujFgpJOh2DmHpK8oKVk0d4qB5+VfobMij+mMATfDMc75KMf4iSrG6i0QKZiojhBRWktQasEKWM2T5psxTBcvbVPaHtIbWg2BYdedWh0U9r0liJ54dIbYyl7cOu1MaOjFhsLpGN48JkS//jXIp44GVP1Mvu0slQqEQkhH723zdXbBY1Wic1joIRRo1537zvv/Uit2Wq1RmqrezffAPDZuRWUbn7m1eOn79k03me8PMrxCwmXlg0vHhvlsw9GlNw+H767zZbpPlEEUhkeemGUh54fJfbS0rGVllYrYe4Jg7CFoTwDo0kR5KvNx1ZITL7lAtmzUIMkR0iZSVk5qLOysyTbuDXXjQvPOuukV2Rb7zEAd9rWlQ7X91yBqxlYTNMInkVxbXCz6qjjRHhexMUlw+89VAHt4kgxTDAH9ES8IYIXK335kNAUbOlQnTBy+PT7evzJ4z1en6/SSRzKcbopbeoCtMNOHJXXBHJnJYNIPnD7GVkweOWHGXhhtFY4Sap2ORnQ08JZWjRLfeNJltybbHBQghYWYRMmy5bvucuAMJmdIi/mFas+YlidzjbjMkYSxw5xT2GtJIksH7w5Rv7UZR54oYUUKcXdMh3zkbtCfO0irE8/KHNpocLx8y6tbsDtteP3rCzNfsaY+L/7z0bwp556CCmle/nKLBOVFtMTFSqex7r5iOWWoN5V1Ps+v//NMXqRITIWawVKScZG5CCDj6wgMpbY2GyjJ7sa5MUrPUhEciQUllspBy1oSoAj0rKyJ1K3oCPT91qSeSqy7vHcSKQpzEEh25lt2FU/BLgc0BbPtYOWNtc1hcE56d5BrpOqJ1KGzFwRLLZ8hNZ4klX0ZFCeL6gL+a1dbOoo8uM4UYSxw0QtYNv6HsevBPQSTT8BLxE4icWJMx4eM1CWhvUCtTpYZKc5nbSbbwQgCtTIoBNDoiRK59uXq0zaTZBZgS4/hDQokU/GMgPpVhRqFKxVyXLf42DWisxWE0Vi1GD1yufa3L7PcPeBBGstcSLpBxWa3QmWWi71lsdSw2XmsmCl1aJU7rG8coHHH3/AtfaN9Z43AHzH5FGkhOWNIU8eKVGrwJ7NafQcqca0u8Mt5PphOkgyyoztsUmymdIMxq31E0FodbrjggWTeVHsWv07e5VHPEk27kGAFqQFB5GBVg7HvWlZ+FvWYDC0gjJosHWVSMG+CtzpOAvXzYGeJ58ZuPPuH20GFMXRKT913YiYiPufLjG/WMIZUbhFD0dRQWHNir3KiCTWJIGKfpBOsP3gnR2efqVPK/bpak0pNoRZOV3JoSEqN5ylQMs/KU80hx77VDrMZqpYSFT6mdoIYiXQiUQrmdEUQ5wBfVhMK0i+0qwqvOVgH6pjdnWHBAJbAHi+Yg2ky8FMQ7lqFFyUzXvp9hXtnqTVkTQ7sNJMuHpHTLlU4pmjmuXu2Tel/KsA/tKhh3Hc8l2njj9080j5Mvfe4CGERilLtQytrkO7o+n0E3p9M9gGO4xsuptZ5oALcj9znE6KDY0lkoLYpiN6DcOhMPmlyOWjFNjZNCryfkY7ALuSQ46rcmDLdD/5fBRCEdiDOSiKtB/xzQCeJ5w579Y5LbEZ317tJXedCNcJudI0HD5dAu2iM3qiCwalvNon1iDcIoYDiwZ20iEvjhNFFDncsDtgYrRHs16mGyvKCpw4/S0qsekRFQGeKlBD9TUbIV2cVmXsMIIqQ2IEjhEkSpIoQ6IEcQbyonktt0PIHOR59JZ2DdCLdY48jInMPVoAeAbkfHhnEKaiRRDq1GwVqRRH2dbh3R50epZWN6HTS4hiw/OvjQKCvonZvqV88/e++567fvSj9z71wQ+8980BLuigCb/n8Bl7fafVY/1YyK4NIbs3KuZXKizVfeqdVCbs9hns9R4Ehl6YSTlBKunlHFHHFm1E1rokBlv3rfWfDACe2zPfxAeRl3lzCqAyD3hu9VRyCGwlU1qiBt0rQ2Dnzbdp9M44t2bAt3NJMI3YQ3A7A3dihCDiG096PH20ivQ0rhTp/O2Bg3D4e4aVvrXVzGw02iCKp0t1YhS9vsPtB3p8791tfuMbVcLEo5NI/CQNJloO3YoDmiJlFsWLH/VWkRyMlukcGiMG4E6URCmTRnQps9ESpmBFHnqAhpaJDNiD2kV+G1NIrFePgkuMIo4lYZyCutd36GQ7K3d6+eazEITQy2bFdHoJza5hqQWXG4Y9W5psW2+Z8GP27yxff6UZfI818VNvGsFfOzNHuVx939NPPfjDR48vM7/iEceW9eOCW6/p8aHbO1TLY1TrJVpdXdgFV9ELFN2eodWV6FaMNWbQuiQEyMRmc+vsYI7gWvq9quol0qmzohANVWEpHgBc5ZGcLIIzaMNaFcV1vgX4anCn4xTWRO6sZ9PN2tscnTccxIUjIiTii4/USKyHGlQviwnmsK8xVzZWcfBsN+J8xJkxMp0ukOTJpkbg8Il7u/yn+wMaJqKX+PQSgRMziOJSWmQsBqazVC5cy0VlQZoUBZALEp01CKsM5DptRtGJJFEWlaQOxjTBlANAD6iKGIJ68BpWWZyLN7S1a/KNSBEEKZ4aHc1KS9Jsp9uF94OUJfSDNHB2eoaFlqARhXzPnR3uOpCwbtSh3XMI4hU2jC798N133/dYv33+Ib+6fTXATRQQBWq3idu7btvTI4pqzC0KlpoVvvV8SLk8zyfuXsFzEto9l25f0892x+32JZ2eYLGuiWJLNzDoKE340v3f0x9vZEEDLlhzVpVzC5FPFl6v5Zx5JC/O9lBKDLl45rhbNewmA7ZWYqikDOTAtOM+bUy2WeQeJpi6EL09J+TwacmpOR+rHJSUuNKgCytN3ry7KndedbXJkr/hPkLD6JaCPIoddm2M2L+zw7MnS0TKpRcLfAlOYtGxyErfWRdOnPFwJAKzBmCiEMVFgRoNR6sl2UqrlcnAnbWzKVsAd+4Fsum24blHKB//tso3nr7Pk8fhDZbLopkmb9INxNpdycKKZbkR0eklw+brELohtAPJzIrgY/d0eN8NPksrVQ5fkilO220+Pt7YZaNgdxyHD70hgidhHSv7tFsBL58JuOvaiOv2uPQDn3Yf9uwwVCsdNsqYfrYpVBA6BFG+BbRmrJruGBZmtlkh8rHBYjDsfm1/5SDGiDeCXA0iw1B2y2mLEiLtnhdDcKdJphh0i+sBuOUqgBeH/6Td9gyAPahWDiJ3gqvTwk7aFRRhifjDR8osL5cQnk519+JNuNaDUuRhBYkwH5FR9HEPtGmjiCLN5LjkB+9rc/h0jSDx6SqXUpJy8dzLoSQZuPO1wmSaeG7MzajKGj5usnmPxW0F00OiTL4i2cFrmYFa5Rw8a5tTYugxElCgKW90GK4CuUlvOiHSINMLE05filmuJ/QjSz/KNr6KBJ0IOqElChIOn6jSb7p0u4J+FLJpY4+bru5CknB+tkEY9t9IUR566OtoJbh4pc3FhVF++UsBd1/fZet0m/fd2ma5FfHLXxRAyM37ely/2xBG6YZQiVGAoJtITl2ZoN5xcHX6q6QApEVYgXoL7p1bKcWaqD14vWq82DBiy2IEV6IQxXO6IlF6NcBdnQ0AcvKtA7MKp7Y4g1K8yV4nqw6t0s6d12fgSw9XCaSLkiqrXq6+EddWMNcm+MULvpqHZ1w8UcSJxks0P/jePr/zQJdXzpaIlENXStzEZOqRQCa2cJ5s2l4mirUGk33W6n2LipE8MaAHEqJFJ/lYCZNSoUHfZj6XRQxu6FgMefig+2ctDy/8XhgO7YR0xZgYCdi9rc+3XjGcWXExQgxGRCdxwsE9XW7Z10FieO54hVPzHu+5OWbLtOXe6ywzl6rMnD/OhQtXKNrDNUCvdRm/ur78pS/82o6FxTp7N0p2TFW4OFvm8cMBD75UYqkhuTSrSEjYsiFk47qQODHYJLuAUtLulWjWXTbWUr1VMFQSpCiMWlvTRFwEw5vRk3xSVRHoOT2RhYidJ5n51Cat801eM+6t1oA7L987eWOySWeGDFrE8p7OODsilBNy6pKmHbqgdEZP7Bp77BtXo7UXuTiDe3URJu3GGRZ+NBVHsHdTn1dOhSTGo2dc/CT1bOuMgyuRDtdJZdacABryJHN40cWwwpmVJvRgsGn6N2UgkSngVbY7hTTDCQH5dK0k7+4f9HDaQaAShdeDYLamkpthPaVZKuHgjoBf+PEWrSDMtmxJO/GTRLJ1nWX7+pTunL7UZWElZuOkz9nZcZ552acbJPQjwdjk9I6f+em/UX7f9/yN7lW7NqQAP33uCtppvnfDutGf27e1zk17wXMkh15XqFcUl1fKOIlg+3pLbFyCoMzJsxDZtOQKaUZfc2GqnGbcQx72xgssCj94LcCHwB72MQ5n52XUpDDHQ2WD9AceaVUA9eB1VuRRZFp4Cu4UwMOhQE6RnhSjt8r6Ot2Qlbbh//fHVZZ7PsJzUnoi7apVZTg4560r1gOgk43MMMOeSmPkoPgRx5paWfM3v7/Ndw7XWA5cQqnpSYmb9VAORz5kERwxbNAWZmCjtZgM3AaLXKOsiCyC20GSnoNdSZFF8JQSJYPh+RmoB9RsdQQfPBeaxd/0IVOFrdEuMVZWbBwPkTIdL5In4GGkODObypsgGa9ozl9yefpVy/PHQjwnxncDPvrB8Z+7cO74U2G3+yeDCH7mzKt4rsfpczM88GTCri0B1+8KOD5bJoirbBon2zpjqNmuGsJYAK5YA+5VK5RYA25RiPIFYBdpyTDJHAK7+D49+cPxY6oAai0lOqMkegDwnHObQVLpaDMAt6Nz/8Xq6O2oCNcN+cIjDq+dKYF0kFLi5dbYwgUe7BGfnYi3dBMWovlgp4oCTYlN2nIWxw7X7Ory4btb/M4DPkZ79KSLJ8Wg6KOkIBL5COQ3RnJRjOT5OOTCLg7WglGgbLoqGCtScOdTwgwkg/kpuWrDQDKUIp//YgtN1m8E+htwIYBEpM7TSNHuumuMaWKQuxUH71sr8L2IfTvrnFt0uH5XwtSIoNeZ4eWjiigKhxRl45TF9yztpqGkJUdPTHLmfHqRtkylS3s+TDEpjAYozunOJxhFcT7BaNhNvdYHnAJdZEtaYZKSLEbvtMtDrIraIKQYDLR/c4DLIcBVwUOtM1+Kw4CKOGqoljiF4UBDzp1Gb0enU6vqTcPXHq2y1PTAz9QTUUjG3oKiIMTq6FXoMn+DbJdLhkZiklxN0YzVFN93T5evPt1nueMRKk0vkZk8KTL1RgybsWWxVJ4C29ph148ZRPPhDhs6V1ZU9lpm7yUkWUK/CuR5Y/KgN5ahopLdZFIW+zgLgC9QlrSzSRLHgnCw18/qESJ57pZulZKueo52qJQdvv+utJf23JWAZt/D6fjEUfpb9WsnzlCujm8/c/zZn52fX+L2/S4InS1yaWd3t5fOrc53ZnhDNCKdQ9cPDe1eQrdvsVGhFJ9HYsQaKiKyJuI3id4Mh0EWI3c+Erk4+7vY4ZIOd2c1uPOdDfLIrQqR+w0RPB83MRw5oVVauTx3XnByxsfgIaQeNOcO3YPF/EEUVI3hklb0ogwjuSjQEzFQMgbtZokGq9m3LWTXhj7Lx0vYxE2jeJJ3xwxVnCGIikavjHDnNlrIvEGikHyCkcMJv8XcRmVAl5KMexdqE7IQlKQYAFxKkCZTVwbXNAtcwiJsSl2sTcdpt3uaVlfRC9K54m98pIpPlFj6gaXbgzDWqRIjLVEiGBm7zF03XfWzd99+98sfefex89p32/harHfc1vsur8zS7le55eoVbtwdkiSK+ZUax86Os9xU6S5mtsiZh9HXWEu3Z7k4H9LqRCSGgf47iMprTEhSrgG2GBZIiiduGMVXA3vwrMhGARd18OKRbWmtiuAugDzbr97JrKF59FbZe60jlIq4/9kqp5ZK4A7piVOQLoV4I/X600j46jmMBa9GcXez3EYbanZOhnzw9i4vvF4G4xAnKRd3kmzIZ8KbcOGMjw/KTBnIrS1QlAJdkdlrma0qMj8EiSJLNlPQJ6KQd+QgtxZhsu9h8usskCatg0ibOk3VoJc0m7wgLd2+4NKCodNLJ9QOCmXFmkKW99XbCa9fDFlohlgTc8NVETfulVxaWqQbdN+3WO+sb3f757VAo6Wi0/N45VSZ+RXNuVmfJw6nd4bvSKZGoFKi4EPOh1symN7quYYwjjgzb5irS0ZKeel8KO0VAT44IbJws8g3A7kY3hwFYKeVzFxFKQxzz0GdzSccbtvBG4GthwOCBiPetMlAHqf0REWUyiHPnlD8yaMVen0XyhotBY5YTU3WJpiDCu1bgHxVQ0Ih2VtV8DFyMP1qpKr56Lv6PPB0l+dPuNiKQy/xcAWDG00NPr/Y05qDewjyYp0xTT6zG0yl0TyRKR/PAZ7IYcKZvk+jtTGFQFWI6mJAXVJQywG481hsEQX8TI4GLDS7HD3nkUSpH7+4ghRFBaUE4zXJh98BJT8Ga9g4IZkeczl5IabsOgShJjEavdJMo+9iQ+E4Pnde7dPpl+i004VMV9J5eCPlBN8btm3pbGKrq9PB72PVPpFt8cWnK1xpTeA7Cb6b/hi5ZknLKcZqUA9XhCIdySNAcUj7UB4U2RzwIbiHIM9tsxathyOUdbYJk1arge4MonV6KJUmmK4bEoUJDzxT5vULZXAchFQZqDK/TCG5FHINBy/StAKyB1E7d1cWKplmYCmVA008STRhqLl6a8z77+xw5HyJIHZJpEPPKNyENd8l18JZE8HTZ7vmu6Dym81glEDlQoIUWJWBM6Mug9xHgpEWabLrmO2SNxQGsmtpLTKjPPk3ECL93wsBjk6YHO2i3C5HZiexUYmJsqHs5p7+bHeObHe8kifwHIGyZcqqBFjm5gWnzsNodYmRcjrJDCdBP/Ho/QihSZI6t+wL2TgR4zseSw2HOE43L6qVYqqVhLKfjhx2dYLrJvhuhOtESBEyu9Tnmy9oHnu1wog7/CFD1WNYcSyCWElRoCtiTWTPgJyDfRU1KdzVg4idf8ZwcuqAomSRO43YdhCp9eB5+NrJkkutIjw35OiM4KGny3R7LlQcpMidgwXz15tVMfMldrVuMPCipOgSayazrin4FAxYYeRQrYa8/46Arz7e58hZD7RL30jcjIsrAyqhUHQBkZB6Q/L29aKPVQ2VHK3IpsIKrEqjeb6qyCySqywSF4E+nO5brFdkSoxNqYrMbBpKDU+FlPlmsZZeKHnHNSGfuO8KX39+nLPzFRxUOnnLsfhZzcJ3LBXP0gsi6h2DqwVRbFlqWTw/YHpU0nv0CNMT5wjjBH3mwjJKStq9iJl5xY7NLT557wo7N5dptX0AyqWYip/KZI4K8b2ITj9muWWw/Zg/ftzlq8+McubiOKNVh1rJDC7+4FmtUT7kakqyNmLne+wM3kvxJhr46qidLnc54NNorQbzwdeAOzucfAptZvDXKk4PHeE4EbFN+MZTJZ44WgJfg0wbmp2ChXeVNbZ4FN+8BQcvSq0223ovb0ZObD7XZAj0oO/wzmu6fPCuLq/N+MSxgxWKntA4ydBDL5JhFBerbq03RvLijG+lxGBCrLEmey+QRqQ8vHhT21QtU1JkILaIDND530xeHLIUeH+eo6Qz4uNs8JHnVvm5Tzb4+Dtn+eozPn/y+AixdVloerSbmrIj8JXA14Kqa6n4MQD1HpQrPT5xW5cdky7NTp2o30Fg0MIRJAgqVcteT/LCiRG0bvB3f2CBbesdEgv1lsHYmAuLhhdPKiolw5GzmodfHCGIXRZWfLT0mB4VjHkJZTcdyZAandLngU9EgixG8SyBFAUKIotUJX+vhhFCFSjPEOhDcOe8bnDo4SaoOaCdAqhz5SRVTNJnpdLV6eXzki89UgVckA5CqEEXkco2Ui3q9cXEaGiSFWsAxrCiV+ThpsDBrcAkAqOy0Q/5HvGJxlrNJ+7t8a1n+hw6k04SiIyim4jM8JXddEkWtQuMu8i8yXzpKFYDPQ3sA0Aame3nU5AzjRpGZpNZMqQVw7+ZzDpsc6BnCo0q0CORDhCVIelQf8pEsWLLRI+/9ZEen3rXIrFJePhFnyNnXEolyeGTZS4tuQSh4tyiQ2wllXLA3/lghxt2ODz/mku5lOaMiQFdb6XtRlFsEYnilp0OG2oKa1c4O9/g3KLLA8+WWVjxmF12OHyijFYarVTa06gEm0dsNkzHZFtmpF3rTubFzjlUvinUELhro3exmLM6uSwarWQxeoss8R1sNmWz93YQxXNwr4rahee8sTanKkrFOE5MlMQ89nyJV0+XwHFApsmlK4ZdRausBflN+iYc/A1e8MKLQQNEwSOyyl2YpD2qqZVWE4QOB3b1eeetaRTvJWkUD4RL34BOcj0886mQ8XFBgaKkX6A4LHOVdClBZvRFGbAy5ebSppTR2GLkzo484XxDBE/BnyfSA/UoU3Pyz4wTSRBpuj0Pz6tS8SIcJ+ZH3x3hfCDE0REvnuwwtyy4Upd8+1mfc4sOC40KC4vTvJxoxqo9RmtpXmWtQVc8hTGKsVLElqkOkyMWx4347ENlvnlogoWVMq22g0gUvgf71qcZezqJNDX85NF5mNjlTr5iA8Ib+XNetMmjtlgF+jf3n6wCeK5Br2p4GG5dotUwocznhesBqIcTaJUuADyjKK6OOHVZ8LsPVAkiB8pORk8YtKap4i7BReVkWM16a4piVwO9SFNWbwzwZlxcU/EkP/r+Lt94osKJS+nNlxhFN1GpyzDJij+IlH8neWVj9Upic6AXInhOJ5RNE0wrbBqdbXr9rBSIjE5JKYa0JEuypRxy9FVRXdqBzq4H20em25zEsSCMJL1A46h8UvBw63GdjejbNB6ze0OEsRHvvi5mvtHjgUMRx8/BpWXFSMVy7U6HyZogSiT60x//gXVzc8f/8flz3+HcfIfPP5Ya7S8vTyGty6gHm6dTtSTvlMlnSBc1bCFWgzKfNb1KyhNvEr0HkVsU5KXVzrw3Ru/VOxKogXyZ71aQJ5erwe0MAJ9H7ey1NEPunSWXoY358iMVXj5VStt9hEaJtHKpMw92sbm4SFOK+v+f+ljFwYsRLlVRrDEpsFeBXGKMJuw73HBVj++/t8O//X2XntFgNJGQ9EyaI0iTcfAkzxEErFFWcgUljeYZZZGkSaa1A2lPWlbxaGmGQM9VFCNIXaNmeP3yQp7KKUoG/kSlZq44SYs8euA5p9B+V7ACZHsuqXzMs5OKHhvGQn7ivT0u1+tIGfHkKx6vz0zyvnfd/Y9v3nf1T+tnX50ZXVxqfeDECYuJR5CRg6clBzcKPCfb7rmgMxeBmF/AvLo5HHCeZ9ZidWI5KNaIwn6WQyE/v2kGWupacIt8/51hq5ZWDH68lqujtxrs9FDYiErZNZQkdwomA3A7OuLknOTz3ymTzl9Jo/egc78oeYrCKsNqajKwJxTfFOwNq3ivKXpDhnMF08QzA7aVmESRqIyLJ5pP3tflK4+VOTbrgAyxQtJPHDQFu4MAkeS17rzwk0fu4V2o7DD5lNl3U9kNKAvPMufcWWJpCkU4YVKgyyJ9EQyS0yS3PCdp07OUljgeavdvSMALp25VQCtca89JqJZilBOxc9oyXuqzYXzxA8QnR/UNO5ssj/aQbZck8dm/hcGOWHFWLl0VWeVQ+rJkPoLYEhtDktjB5lHDLyUY7hlfjNisulFW0ZFVxSAojkEbNCHn7wvAzn+0WgNuPVjuTKZvZ0tgrnerdIqSyiJ4omK+/lSFY6eG3FsKmWrfgw6aNzog38w8NtjucHXgLrxe3YC8ShMvTKTSJjUkJXJYwg8jzdW7Az50V4czn/cIEwVCkwhNTwh0kgWFQaKbKyoFmRA7TIEtmS4vUrBbkfmOhlKmHHDylG7IXEK0wxUj1b6zc2OG1eikQDUTkVVeBxXN9CzlTRcp/lL6kgNqLX3Nb4jEOMSxwSTpqL92t0+oBGNjBr1U93Ck4D23NtC6Q6/v0Gj7LDU8un2ZltwLF6148Uy2xAQR9AJFGBmi2A4Sh9RQNdSzhy7BN3cMDmlPkaLYVXQl91vkFVUpCwAvRG61ioObDNRZEikL1EQOh+YrleA4EWcvK/7PL9foS4d8gtawaz7j/0UPdJGSvFWHw1p2khdYBmVyO2hhG5bsixxcrPKnJEYTJw5eEvPffazDHz9W5sycBhVlVMWhl0XKvGwvi8nmGpDn2nwuF+YrjCEFuyro5UakkV3Y7AayWdDKVgxjLcKsppzCDFfpeNX1HZ6qdPg9BFHajxlGadA0GZ6KVeK8dJ8kll5gWWonrHQtvRCS2PDjOyXrxiR641SXC3M9vv5YjO9rWr2Y63f12LUeun2dVaYKe+JkoMovUhRJun3FUlOls+kYfqGBV6XgCHyzqFf0pgyoiVgN7AE9yT4/d/AVo/jg76u4dpFn55E8WX3INIo7OqQVGn7jqzUuLXigdCYNyoye2FW69+B1gYqsdhKu3j7wLWh4IXoPt1Icgjsv4cvBMWiGkIok1myaCvipD7f5pd91aUZp6c9aSWBUKhsm+Qi5tcnmEOTD/y5827wAlflTpEwTTyGH0dxmgU6KzIwlyKJ3Sl1EnuAOAtvaYt7QVWhtOnqk1Y2pN9NJDYOAWQx8BaAbA93QsnVzwHuuimj3FYo2Xink4gro0WpMuyooq1Ea9SpBZKjXwa6LWTfWx3VMZnYfDp7PkzYhDHEiOHmhykqrBmS7gKXofmNUlm/m/x5aZYvJhXpToNs3AbgdFHbSzNsOXutCNq70asCrbMhk/qxVhPYi/ugbHr/+hzUC46T0RKgBPRk0FcvVK84q3p3RkuLW3W8F8eKoxiINGII+L9lbjDGD6uaghG/SrcB9HfMzH+9wcsblt7+ecnFQJELSN5makuTfyw4RBYPXg69SkCtTDp69l+kKYKxNeXkWqXPQGZFGbVGwOQ9ei9SAlVPbAU1d5SZdreo0egEnLqVKCIhBTWUwDyd7djXUSjBZLjOi0/nu8ysuDUfhlhL0csslThxu3meZGIswiaFWiZga61EuBekQRpkg1bAR4MxlycwVidYWqQT3Pytx8amVnayo80ZzVdEWu5qvDu/OIejt6qgu7ZooXgB3MWoPuHgO4kIkl0N34OrnONO9I1bq8MffKVMPcnCnAHfkcLJWkZ6scj3mFKyAZ/Em+C5y7SHvZeCLXk1Psm6fQqfPwCcuJcoojNHEiWbETfjYu7t85akyy20FMgKjiND0hRj4VHJ34erCz5tH8vxGk2SSobUZLc+MVJY0wRzsnZT+m4ZgLzoaV8upRZDnCapWqc9k46TgwJ4m8bMpv9JacP6Ky5k5N/WkyPRQQpLEkpoHK13LiydT6bHiC+6+3TJZS9BHZxziQKDjLqOqg3JiIhmyEkTMNhMeeMqlHwmkkggl0Y7k0AmfV077VFxFzVOMOJLdGxJ8V+E6amBTHaodFH5sMdIxlNTyvxW2HMz5txhwb/umUXyQYMoCuKUd3JDqDZE7j9rD6O2UY77xqM/zr5YwBe6dNjXk9GS130QWf08eDFfx8YIM/qZBPIueBalwsNvzQC4sSodZ0mklyg518Thx0CbmtmtCvveWLr93vwsqBCGxQhAYjRLpyioHYzrSzxarvuCw6pPr4AMpU2aRWw5XGiNTcJtMfZRkZrPCuUhveLtqdWNAd3OFLWsvlBJHC0arit1bK9y2v0W13KPkBbxyVvDiSY3j5Ndc0I8kX3uqTC9Q4Eh6SKTWCN+weUPMjs0J+uqtERfmEr76jMNKT5HOsbAk1tLuCV4/4xAnMmsmEDgq3aRpfRmqrmXEh8kRqJXVYP6Iq8m+iBhE2lX519rn/CQUgC4LSkUO9OHogqFlN00yTTaByQ7AnU9GzTn3QDGRZrgbm0zVE8+JOHNB8rvfqHKl7ab7Xct00LsSDHdsKOYLa1ejgiIkePPo/Vb8uzhKYm0zcjHZtEUTVpLun5M+p9ufrKsk/Nj3dnjqVY8z8xJEBCgMkr6Qg02kcoCRU5Y1N9xQxrQZTREDLi5teu6NTV2CtvDbzYCKDBWO1dd4KFEOpWGBUgnWplujRImg2ZHMzNWYHveIwpC+F7F3Y8T1O9LKplbDrWvu2tuj3U+98cYoEIZLi4JmV3D8okJPVCPqriXp+4i+S8WXhLFluZnQ68Pu6eFgSycT2d1sGxA/226vUlJUSppySVHy0h0RHJ3tQqAKO3KtOY/F96s2MxoknHYV2AfgLlKVAaDzedk2ox7FhNIUgB2jZILOZEHXjQgSw3/4Qo0nDpfS3japU+4tZdq1I4bzVwb0KVd3YBXlWhvJiz/5DVLhqgrm0GU4iJCr7LNFG23abmZyRSUxxFKjYs07bwz56U+0+IX/4BLEMvWaGkmcqSrSDBM0GHpVit/UCpvXftKiz4CiZAlnRi1TD8rq/su38sDnDHugrxUok1Zpu2Mqw1ukSKlXL5CUfZeSl248kE86yOmnkoaxskDhsNRwiUJBrWyp6S6NniaIFXqlbYmM5drdlg3jgrGRhMWG4YmXLCutYvMAgwidT2j1ss2aSp7C9wVlL92tzHFsOghe5QNhhld1GLHeuD9mrtYM7/BhKbzIv+UgcttBt3e+bYhaQ0tUvsVgNuM6jerxIII7bswjhxy+8kSZIHSgpAfcexC985tpFT15k8hdQPEA7Lx50/HgXDAEdk4NiuYrq3KX4RtttNKkVCUHehxrSuWYj72zx8NP9PjWIZXKhiL1ukZC04PhsFO7ttsn+15yNSdX2Qpb2MZ3ELltTlEGPPuNlGx1vpHe1QOVKbdYxCKdgZJIkgTCSNINVLYZGFkfQu4tssMSvoJ6y/LoS5bFhmSiKhmpSnbviaiNhOjnj3koA6NjDRaCPkE35sg5zXyjxGRVUSnJwvgzOZgW5eRbfzir94/MZ/zllEGKoaRoc9mrYC5ae9UHJ0kMgZ2rKYPxCGtUlHRPeDNQeAY6d1FFUUNw6wzcrhPR6Fi+8VSZE5f9lJqI1BIrcu4tKGyIat8A7gFlGVzcIqD/NIGwcPHzgkqxdF+kKmZNBLemoKRIpFRIkyCNJgo0e9dHfO/dHZ4/5tIMs3o5KR8PUYPt/PLG4LUg10C8tjFCDCmLtUOFbEBRiivwG+/lNe15OeiHDdKpMU6kk4pDSy9It3BMZ7fn8yTFsP0w8/dXS4bp8Q7X7mtz6JRmpGJYrAvuWddn344Oesc6zanzPr/3tRqxkVR9yURZsmlCMlbTlLz0AwamqWzGiM7awbx8jnZhkyZHDalJfhFXzcAeaLxvBHkxEV07VKZIVfKEcjD9NKMhOU3Rq0A9fM7B7egYQ8J/vL/Er3+5ihU61b1XRW+G3HuVNPhGoA8itxguwW+J8QItGUbwtfzbDkCxtpXNmALIE4WRhiRJd2WIEgepDD/z0S6n5xx+/SuaKM48BkZiEARCokxxs5MsSyyAXGVfXuVfNqMmNge6YLAfar6d+JsB3DIcUZdkkxdyK0J+8+T2jLwDy9Fp+d3RRWDn08lENpYv3aGj5UuCqMLOdYobd/WoVWJabUObCucuj6O3rQvpdmJ2b1Rsn/IHOx6k+7SnCaPWRSku916v7kp3Bx3p+U4AmRRlyfZpVESxJE7SrauTJDXrpD6WYQwpgnw4opeBgiLFcHUYcu4h2FUhossBuLMjkwSVjHDciNNXJF95rEKn40BJvTF6DzzfBT1eDAs8xSV57esc5P+5GD7YzaWof5NTuNUjh63JzEo50OWw0mlkysWlTGcaVisJH31XlweeLHH6clYhI43miRH0EcNIbuyaVWdtgmSHHnExBLoUNtPDV+chxd+W3qR2VQk+StIKeJL98zSY5SOv83EeYmCOc/RwatnaIU+ullxZlpy/VMZ1yngeTI7UiTxJiEJ3ghJlv819NwZsXW+RQuNqOSjDi6yNPo+mOTUYeDzyWSKFhE4pU/AJpEPOg1CjIk0YKUQEgrSAIcRqLr5quVtVDrdrVBSzOsksSoQFvp0mlsO/SZkarILI8PBzFb7zUgm8bFMrod8QvXNqogal6KKGv5p/Fzt4/rNOwjdZwgdALxzGZNJcrqTY1EOdUhSzio8nQiIThRSKKFC8+/qQd9/W4+I3HQIjQaQJJwhioelnNtdhU92beVXyZSmjmvmqLIYgX93kseZ3ZRE7B3YYC/ox9CNJP8n2Cs3MW042paC4gdjA9jzoBFuzcpIWgxIjcJ00sK4bM9x1m8OGSRd9732VxrNPzz/wwhH7EaEaTI1FoBRjVcvWaUGcuOkmoLlZJ5ssmno+hl7qfLxZuiNXgsicakmi6QUe///23jtOsrM+8/2+J59TuTr35CxpRppRAAWEBEiAiAaMwcZeG3udFu9dr9fX+XrX67UN2Gt7l8WGi5dgMEFEgTBBQjmiPNIozGjyaFLn7upKJ7zv/eM9p+pUz4hssL338Ck6SOquqn7qV8/7/J7f81taDlhquaiUohgqfVT5aKysYJBXTzKepnJaeB/cRg/kcgDIPXnQSHpGqkzzNpyYux52ePdHyiTKAstOHYMWwjD0HqD8VomBCp4DuXH26v0dNDH7CICcgpJv9qgBuiJhYL+99nz0QS6lgRQmiZQY0iKO9X6h3317g33HLe56yEA6/SqupCDCpJNJhQrdnMnllPU+NwCZDkgbQDZjSb+5b6SlOP/Y8y9SqSBKBO0I5tsGc21oRglKxmkZz7Y2mzimwDUFtmH05m2z9TW9ZhKka3FiVo22KRUkjh8zVLLYMCqJBF+fatcXrT/5s3unQPxp0R16/aGTM3zpPphvWGyYjLj6wjYvv2gB2zZJpJHrRimUkCiRoEiIleLBp02eOWpiWaRrn3VlNoTipTubjJRlWsnt/s8BDHKLLsRZKnguA09X0j6os0puGH21xMipKaaZrKApWvd+btbgA18qcuSEC0G/cvd0b9Fvy+e7lmf3m6yQBXNcvA/6s5PTPA/v0ZWVLXu1gqqsMGMlhoEhVXrYNJDK1KsCpUkcWayfCPnl1zc5dNjh6EJ64BT6mZcIumj9OT2G9qp3RrP6Lf3suyr9fND7rlIanz3us8qgClqRwXyYsGp4gZfsamgRIp2uxxBYtuCZIw6P7fNQhoU0DCJh6HlQ0X+3iaXCtENecWGbl+xK2DApmW8oHttbQ8lRovkjf5rMHJ6yWqG+QzKBxSUPEZcZCUympyV/8ZkuX7lnCsuIUbIvcor0UegqJkCYPHnU4dBpB9O0epZGAMuQfHlrk1dcuMy1uwRxrAMUe09hPks6/dh/2xvk3z0/TA7c2c3oUZXc+jsjx7/TKp64CR+9scyX7iigvIx3W4PVe4B7D/Lv55MH81sczijaK7npIAHIAV3kRrgGp+3zKkSef6uVXDxHVRJhYbQT3nB1m6cP2fz5hyzCXq6FlkCkEnRkunN+4C73KzmkbUqZfm0o/blI3xAgdRb2ivHKh58qJRC4CW9/8RSvvLDFRVvASN8G9QYJvQPp8OkWe4+ami1kMnMmU2VnAimxBWwYqXBiapSFWQtDxNSKEIURji2RJljjtTj9w0g2jgtefklCN9JfP3miwftuqLEc2r14sswUkxmKhDAwhN49OVZSaZxZTj8XcPqkw72iwPphh1JgQK5Ck1WCXFUXOWkwA7sp5NkPmANAz6smuYOl0e9+3fKwy0e+VqCTpCn4Rr+xo6u3GuDegx71nJfi+ar6QOVe+Wc+2yUGPdfkObh+d1tZtfXhPDVhGX0TViIURpJSFSERKV1xbcnbX9Xk/scdbnnMSFdtGxlqSLDopu+mgn7kW1Z+hTw7yDXH7j8XKx9p9nc1DH1AdSwYG4Krzy2xql7mxBT97nOPUkqqQcJVF8SYQq8tzC+26r0YzIRumPCez7nsOxgglKITWwRuxOiwReC7JFJiTQ43EMIgjjt0ussstm22rJE4Vpfr7zWxvQrrKxZ+qqTkmzUZnTBEtspP5WLS9CZh1xYUfIORWpnZRQOI8R09dNAHSp6i5Pj3ikVHve1eva/Typ1fdZdJgsYgLTGtiFYX/vSDZQ6dcFEZuFN6IoRIq3e/qWOm+vZA5eYsnJs8oFf8pb8FIV95/Bho2/N8fDynJ2erT4ShD3NCIQ2jp6poqmJhhJINExH/zy8scf9vuyx30gcjjR6/iKWpQS4EIvVzZzKiMNK/d5bEnILeMFR+f0SvqGeXpP+8WYZ2+tWLFgeOFGg0JKVConsn+Q6lpbQxLv0bZ2eyjK4JBYYhcZ2YQtBk+6YlvvzNANt02Lompt2WHF/wMJb182X5xSKBJ9h7yOWBx3zWrzIJvCk+e6/FI/tqrC8bVIME106fC5VqmbL/dpQBtdfpTKMiHFvguQbFQKejChRJkkudzVEUfSDOxeym2DBWKCcZyE2Royeir4X3K3e/e2lZMVGi+JvPl3hsr6c1b5GjJz3urdLGTn7XzuBAQz4DZaWxKgvXGVQU8gLoCr91HtB5qTBri+caK7Jnwhrk49ktkdrXkch0G7TUBzaZSE1VpGTXtoh3vKnB//h0hTAxQMQ9VUUZglAZegIH0Tdl9W6CJC1wZEBPQZ72qQYYTc/WkqOf2sMCs0uKRJksdwwCN9smLXOpY7IPcAYXBEipu5+unVApely0aZ7feMsUX7hjhMlikTWbJPOhy3zb0/aMS174UzhukYlVuxkrfZ5nT1l8+Osup6Z9zhszGS4LAlfvtlHolRJhJInScSKBfrD5tSG2JbDT/e+ea1LwBaUAPCdTX7IO5WCcbsb9Mq/HGdu7elxcYZiDh8vsZvQOm3q/umnGWH7MrQ+4fPhzRZbaNjimbugYZ1bvgQmi9GNeRelHs/UjIvquwZU05Exum+uIn/V7Z5v0USuB3ePdGU1RKKVXAgohUUafiwthap07lpS9kH/7400eecrhG980IYj7EBYCpWy6UvTetURaMUVGVVRa3ekfKHsqT0rNV76MM4xIQ+vgYSRZbsWgtGTc8rL1jUYufazvGCWlQVFi0A31gLJS2g5S8FwWGx47Vi9Qf9UCX/tmxKfucPk3P/FKfUKFTwAAWDpJREFU3nDJdhYbTSwME9e1mGsIvvZNg8OnA4zY5sL1JvWyQSkw8D2tjiQxLLckS02tIyuZSXi50PlsyaqlW62eC4GrKPgJvidxnb6nIHMZ9p+QMw07PZAb/UbP4KavPk0xVoDdMmIMO2LvEYv3fbbEgTlHc6e0oaPpiYElcp4TwYDn5Gy8uq/B9oF9RqNDnAn3lSwl39ihB2z9jAx4djhbG39FK9/IJt0zoBuarqS2WkNoVWVDLebfvXmZI6ct9p8QKDuVQFIRQRo2XYU2ZaV8PK3xWsVI/Ssa+P13ddG/673vyfSFkG/L68efICWEsaITGrh2fxnvAMBNrexIJeiGgsVljb9E6rZ+4JpMzQWcnHUZrbd5+cUhY/WY8SGBaTr4bhfLsfRbRzmAsaqFaweUA5OCJ6iUYKiiY9tsK6Ebwb6jDu2ukU7nZNHF+TV9ehe846BDgFxF4Eh8T+K5Ca6d4KRDvwNvx2rw3N7fmktvm64xwMflilsqC6Y6vGnEOG7M6YbgTz9Y5ou3FzTvNjNaYoOhqYlraGnQFP2u5fN5TwbAnZcHcwA+o4O54sTZa+qcWcRXtO119ep7sAclw/5enbSqi4yiKKQwkYnm5RqcJiKRWELyY1e3WeoIfud/mEwtCvAMUHHavUkj4kjHDNPoCJHaY2XWeRzwlAw+vrznJOPlUdqmT9I1KXGimUA3NHAdc9Bvkk3vmNmmPT2MPLUY8exzEVGkcExB4AnqJZNywaDgF6gUbaZnmjRb2rSWJGAl0iNKyqcLnnXz+Hjp5af2RuxabbB5VZNC0GapHePYIYdOKvYd85ifL9DpehQDo0dH+gas/t5J11Z4jq7YvivxnATPjXFs7clG6G5cnBhaOjwrRc28KGfuRM+qd149MXo0RWcLhkj+8b6AWx/yUSJ9xkTOUJXNWgp6KtHKCn6GmUoMVnGR//ueDdjf7hrg3v1KPtC2X0FXZC4r0EiBnVEWncPd18iFNBDoA6cUiiRWmJbk2ks6vObyJh//ukkYp52UVPdThiBSBh1JulpdgzuLbstG14zsXeYssqBUEEuht32kL4quCU6kt4B00+FiN5J4oeytVc/orTb2pcloFpQCxbrJiKC8yMHnJAdPuNihybMnTYquxaYJk4vPaeL4ZbqRdfNQJTidRF2skfGt3HLT9UdMy3nv5NiGl09W9xDKJfaejhCE3PyQg1QOJ6Ys5uZ9toybrB4B1zZx0xhb2yLdGKyXqbq2xLV1xfYcHa/sOTGuE+HYCZ4TYxqCRsuh0XJ68pd+e9OndrWiGvZHndSZlXuFamJZEbFI+PJdHn/+4TLHZx0d3mP0O5ak8mbmFrSEOrNjSV/lyUayNND7enevOIuzgzxvFT4ruHMUJf95fi5ywEKbDRrkqraRtu9V+rWQBlLozWhSmBrY0iQLm49Cyep6xO/8QoOljsmX7taDBppb6AQfJWwiKQiFwJR6tjKRmf8k94I8yyB5VsUTCUtdg/m2XiIbOArfVPiRwg8VXUfhhYJub3W6SIGerXzUX7uOgevAxnGDV6yBmcUuR2dCJAm3POQglUWjZXPD3Tavuno9I6XovXfdffuRH3/jm/SOHtPoaBXBXubxg02++VTA1EIR2zRYXjaxTZNaQbBxE1SKJqWCttF6DrhOOgDRcxQqXCdJAR7jOxGeG+G7IaVCl2LQYWo+4blZi6GSh23VaDT1ZErmNxFC6iiCVJ/v+8H76omRb/KkM6MZyB074fCswYdvKLDvoAuFXOUW5sDBMssZHJiSP4tyspKi9A+YIkdTxKC6cgaixfNSkxXvW71/0jdeDXY3ZZY6laksUpAIgVBGSiX6dCURZvpRIRKFwCbqKrZtiHj7jy3z0B6HIzPpg8LojcgnhkWowFJpLHNazROhBg6UWdXODFMiLQxLHegQMj7R4eSsybEZD88zKfsGJVtSjJSORnYUri16VmtNc/uAj2Iz9eC4LDZGGapGbBwJceyQVddILDtmZrHLzQ92WWp3WGqGdLpdIF1CVRnaju8HnJpNOHBkiqHAYbSok/4dK7PF6gGHrGq7TgZqvd/ddWRauRNcJ8Z1Enw3wnNDin4b32vx7PGIWx9z2HOwwBP7fV57ueDiTR5SORhCuxKxJIbRUz7TKpjXwzXgTSEHVJNe9TYj5pfhPZ8ocedjft8l2KMm/YOlK1b4vXvce4XufRb9e6Al/20YSV8Ozx+nz8JUlEClyUmDakp22NR+FGWs5OP0gZ3q4pkyJQ2FkDmQk1E9C9GSXLWry//10w3+5EMGC+3Mq5JWcmUQSYOQdKtyGghkqP6LLu3cp3OzaS5lGvEX+ILXndfk9VdN8fgBwVMHLW56rMS+YxUWbYeqa1B2JEGkcqGtSlduK1u3rnBCSSc0aLQMZhYMjk05uLabUmKdNy1EwvnrYs49fz3btp1Ht9vuA9zxV7Ft2/g37r73zndvWGP/jm0ssW7cotEs0g3N3ppr00x6Vcgw+rslXUviOEkO3HorWeB2KRVadKMOf/IPLl95cISTM2Us06VkwaNPCczEZXLEoBhI/BQIptn/8+dVlJ4OnionPXBn85VmRNeU/L9fLPLBz5dYTuzBbmWmeRuZW1ANcO++7/zs3UvRK8+DPZxMNtTfF98R9c6DPH/ozFST7PvqDLBr1USJ/gFTpBRCphq8zrJJD5tS6yD64KllwyRdDEWsKDghv/SmZabmDf7Xx03aMi/sGyhsukIna1lC9fLApeon02YV2zI0XfUcQcEzmRixeMHmMhVX8fJdLV77wiY/84rTfO2hBd75iWFmlko0fIuKY1C0Jb6l8Hog10DXKx8FhpC958s0RG9GoRspljsd1o51qJaLzM1OvXvtum3fUOFJ/e8C/O17/5Kprh3NLXU337On+doHn2qwaUKwekSHyqwdX2aoukyl1KFaSjBNnVvoewkFL6bgRxS8iILfpeCHlII25cIyrrvE7Y8n/OVny3zq1nFml6tUPZvxEqyuwXDZJPAsXMfI7dLJ7JHZWFJueGHAkptGPlhZ9IN2Ce45aPNnH6lwbNrVJ17DBsPp6d7CEDgGeIbqbUmzch8HFrqe9fNcwKjIfS0GsxsHss3P+Lz/MwcSnlbkrfS+l6WDZWeBXP8gP0Sc/TsDFOksfYYB9UcpfEcyUk24d4/N1IypHYM9u2Qa/Jbq/vn51Kw4ZNYM29RSn27umVRKFo6t93wqZWMKm+GK4AVbO2yebBCGXQ4dN1kKLbrSTAP/s9g2vco7SSCKFa2u4vSiYq6VMN2QnJpXNFp6teX6yYiffvU829ZDp6s+fnDv1+/bev6P9ys4wC//1GvxPZ/b7ryLw/sfoVayGKouEcslnjmpuO8JQbNl8fZXJtiWjWnK9OCop9JdO63aXhfLaXP4dMw7P1bkKw/X6HbLFD2bcU9R9SXVQFEtGqkSk3Xi6GWAkPvD5Nv1g+34vhyoBxhi9hyyeMe7quw54KEc60xqYujFqV6qnAys38sPFIusfq34fAVd6dGP7OseIf1Oa/igPNinKvnv5buafWmwd9BUKs3eTvO4RXpyST8KoT0q2bthIs1c11UBFqKr2LEx5m9/Z55feqdgz4EU3Jm1VhlEUhAJQSzAUnpfqsx2DOW4mMi9G8YJNFoGrq2XNUWxQadrUSo4vP7yJte9YJGbH13mnX8/xP6TZRqhR9E2KTo6b963wLe13GwYBo4T8fbXTrHckdz+eJFjUy7tpkt1MeCGWye48ooL2fnCKwm7HeC/DwJ83WQF2wl40U7FuSMnOXja5CPfcDh6usD+o0WGiyaTNYN7d9tcuC1ipNalWuoQeF1cJ8S2QwQh04sRtzxi8eGvD7P7QB0Mn6GioO5Kyp6i6ClKgUHBN/BdfWLO5/sZYkVjZ+Awmf/YHxy27JimUrz/iwV2P+OTWJliksU/WGD0ebclsvV/alDrNnKAzjWZns8iewaORR+23w1V6SM792Xa9BlwFGYUZoVHRSqFyLh4erAUGU2R/Uqvp6cyDm6SZD9RgBUrdm0L+dXXL/O7/9NmOU6rgNRAT4TucmZWBkvq1n0+1D7vepRSV952x6BhmxiGjUIvfI2kSRhblAs2r3lhk/Ujp/nITQ1uebjKiYUijY6LYxoULIOSB0NBwkhZsXOLT8lZzZaJDtfsavLsiSUOTwkeftriyw/alFYH7HzhKG3Z6j2PPYC3QxtM98DUQvngl++e2PjQMxHNjstI2eRFW/XattG6yboJSa3cYWJ4iW7UpNEO6SYRneWEWx60+fydVe57qkpMgVLBpu4oKl5C0YWiqyj4BkVfczTPNXGddDQpHwuRm63sT+2k6VS9yIe0meNEdKTkwzcW+extRbpmDtzC6WneGbgzv4mZcw0OHDAFA9LgGd3JAXVk8MQp8nX9uxDEVa572Tdg9TuY2Qugz8X75iO9yzUDeepkVVpNEVJqSVMaJLlXUbLirmXHXkfAm1/S5pkjFh/+UplmKPRhpTeVb9JRAluBJVUv39sy+v4kmY6mRYmkG0paXS35GYalD73pZJLebKzjRnZubvHXW1o8+EyLz90VcNsDRbqxA5ZDO3Y5tuBgmoqjJyVKOowOedRKZcaGIq7Y1mT76oh951VZu6F4sF62DzhmD9Z9gK9atZo9j9548/rV5U9Ua6v+n3pwkos3eQzXBK4jKBUUo9WYteMNgmCexw93+PxdNs9NuViGfiD3PBUQxQWcwKXuCuqOouRKip4icKHgGhR8naPieya+25ca+zsqVTrX2R9aWJkjmFlgbTukGUk+8pWAP/tghenFjHdnncosnUp3K10jNVN9iyiIXqqWWEFLBoC+gq7kqnmfvnxX9fuMaj4Q70a/emfWWqn0FI12HQqEFL1BYK2DS91WTwdVyCaHz3jNpfqMgCiGsXrIH/zCEiD4yFfKLMd9uqKEoIuZVvF0l72hiCXpTenmTqyIIkU3lNiWpqGGEAjMXhc2SdKbNIgTi4Jvc8X2Jpeeu8w3r2zT7uoktUOnXT53R5VDJ0qEx21a3ZDZJZNSYLDviMtI3WViqE2tOkY7LH3ixq/dd/Nb3vjKMwEOUAgMSkXnq0MV83XXvNDcuXasQScS1EoWBS9h1egi+060eP/XbO57coRTMz5JbNLogpQS4Qk8z6LmQMWRlFzVA3fgGgSertyBZ+F7hg4JcmWvMWRbEsdO0r3x/fTXMzMF07g1N+bTN/m880MVTi/mEqkMp1fFTQM8AV5aubMA+4FQzxVTO99ygoeBon3mlQMO3wVNUd/q+1nXK/ONS1AiH5LZ95NL1be7SvJjGIZ+EWbl+6znBL0ie7wS8ge/sMhcw+ATXyv3T7vSIBGCdmJgpYGeZkpZIkNgxrnB9Ej13J36+dQuR92+t3rh/towppWfODHw3S5Xnh8Txw6tjseuDZJLtyxx79NNPnNHmQcPlVhX15iqlbs8fthm3bjLznPM3UMV96tJPPhMmvkv/ud7P4EqrTu22IxfEMbNCxcbS5yeF+zcElMuzfHVh0I++o0y9+6uUbI9No+arBkWNJWijcIwbWoO1HJ8u+BC0TMIfEHRNwl8i8DLKrki8BS+l7bz3UQ3iRzdrHHsOPUKp5uHrXS9nxXheREHTpq86+8rPLYvAC8D9pngdlPFxE7VEjMvD2beb6OvDuQD9wcD+ftpqINf53d+5la0iBXqyQoVRQgGlJRegOXAPxPkh3Dy6kkqcOQUk5UTRSKnmPSbUAPdmQEfpP5/KXUAlO8n3P+4zfyikTtxG8jUTNvv9GbnlvwAdj4MST8vauDeGT1BITOr6edBEsaK03MFntg/wfR8hcDx2LlRsmGihTA77DnqECcWl5/fpVoJGa4q1owmX0naT//N237qVwcAPlDBAcqVtRhC8PhTIYFhcNFWA6mm+dBNBl+8c4iK63DxOsFwxaBetpgYlvzC6lN8+u6Yr9w3QcnRizoLrqLoocHsGfie0avcBU8Q+IogBbbvJvhurFv6doxr61Ae29Kpr1ZvoDkFtxtx8JTBf35/hdsfWQluRx8oU7XETQ+UA+DOSV1njqL1q3lW6PojaTmJeAUl+S6Ek29TyUWvbPd6mSt5OP3KTe5gJ6QOxBRpL12kPur+OILRezPo/0LR+/l5Z2PYhpfsCvnjf7fAH74PDp0W2pGWegy7WL0XRu/kMZCtItN3DQnE+vGotCOJmTa0rP5znJ61SoUuX3tA8LnbS6wfshkfsqmXPUZrBSaHmvz6GxZYMzrL528bYm6+xPmbJOvX2IyNb9I/c8V1BsDf9JprMU0ztFSTYXcvW9bP8fn7BDffN8T6msXkkMlI1aJeMRmrJ2xY1eHcDQ1uf9LBMaFgKwqOrtwZuANPc+7ANwk8KHga3PoWE3gxvqu9Klp21FvOLCvGTj9aZoRlRTh2yJEZ+C8fqPDZW0qEpj6MYDhgOr0DpZ/j3HYW1nlGY0edoTuf0cHMnxsHQJ1DybcE9/eP/AGfeAZ00Xdg5tULkfOxSEWqgmiw9U6wRsa8+w7OvosgfSHH4DiSN7+sQyIX+cP3GRyd6T8pEuhgotAHWJnNQqhs708GcjEQiaF/iZYeMwhm6pltJsSJzfRCxN17bOYnEzYsKUZqFnNLevv2qlGPV1+8SBwt8fX7FYtNh8nVqznn/FeHSZKc8dydAfCR4SEqtdJvv/CiVec+/dQTV7/7Ex5J6HPBGouxIYt62WCoohiphUwMNxmrz/Gp2+ELdw0xUlSUXEXBGwS3BrZJwYfAkxRWgtuL8VLPSq9y96p23DNQuXaX52bhd99b4fO3nQluYegsb0/oRk62lcHKZXqvtMHmx9LOFu+8sjr/gAr1dwHuHKdIKUVW2XvgFitkuh6oVc9X0ps5S+mFQvYBZ+qfaapBgkOocGx467VtLBN+7701js6mv9SUKGXTUTaxNOhKg6JSRInq22KVSjueCqVk//5CCvAsEsvEEDaWKZlf8nn9FW32nZjhhrvHaUcmk8uSuSWD2QWLqXmfiSGHF2xus2Ndg/ueMRH+ujsK5TW/TbL07QE+OlTmbz92UwNK+775xNiVG4Za5mjNpFKCUgBDlS5DlQ6VUpMoWeaG+xP+4tOj2MpjuCAp+orCCnAX0spd9DWwC35C4CUUvAjfi7RnxQlxHP3RdSIMIwHinuZtWRGnF+EP3lfh87eWCG07rdh9cDsG+IbCywafDdVrxxu5qp1vRvS57YpcRFZU7LMg+4cCdjX4+eBwRM5Kmwe5UD21opeqI0EJIx1i7md9G+Simk0x8Dt1Ox9sFD9+TZtYCn7nvTVOzafVWSUgI2JlsywsOrZJwRJ0Zer/VmlqrMxAnjeMQTb4nNmRswHkkXqJ3/6JBRSnuP2xIRZOONQXJEMlSb0sOHrKpFoKGCq7vGynk1x2vr1v5tiXGyNrX/ftAQ66AyXj5jt2bCm+YCRY2lUqdqiXQurlGCm7NKMOdz+l+PubCuw7XqbiOIwVJJVAUfIFxcDoRyp7BkUfCr6i4EsKfkzBSyj4IYEX4XshRb+D73Xx3Q6JjJhalJSDhJFKknbKJIml+N9fLvPZm4uEVq4Fb2hwuwYU0sOks7LtnqcjOWAbMHhozDdwxFmALQY+fBcI/T5eCiv/05z/ukcxMi5ORkv0gxPSAEOmqgu9SRvDSPfPK+3aVCIDudQfM6Cj0hE1hY3iJ17eYt9hk3d/uEKsUm6tBMNVKPuC4wsuix2PpuPQtE2qiSROdDs9UVlVT3Jgt3qVXOWeJqkE9YrJH/xkg7dcdZy/v7nIEwcLHJp3OTRtUSvF1AqKasGkVK0+sbTUfMdQvXDWp++sAP8Pb38FH/jo5xI1tEmdOnmU/adirjy/iTIXef+Xizx1tMKxUz4qsdlYgbInU25tpAqJBrdu6pACW1L0Y4p+pL0rfpfA71IutBGiRTeO+OYzcPi0xWe/4XLehohrXtjmnHURm9bAN+73uf7mgm7kmFYf3KaFZ0DBVLhGP/7LzPHuM0LrGfx6wFCVx9UKcP2w6UkG6NyH3jfzbr7e0K/ot/Wl0iqHTDubKlV1tEkr7Wwqsz8goUTv8NqfYMjFeAiJnUje+vIWDz1jc9uDHhtXd9m2LuKaF3bZvkFy/Td8Dp9yePTZEs2owImmSycxqEnZq+a66ymRPT5uoQ8Fmq5ImSZgdS2KQcDqepvff2ubw1PzPHXM4ANfLGK7PhdslcQR7Dh3k5pdINl8/uvO+vSdFeAAr3jp5bQ77es/cf3TW1utU4XDpx1uuK/ObQ/UqPgmW4clvtNf3W1bQmc5e4YGt2dQDDQtKQYJhRTcxSCk4HcpFdoMV5c5OtXl419zODxd5UsPlml1baKWwZ1Phrz/S21ee/kSb315mz//UJEnD7rgpR3KtHJn4PbNnHnKHGzinMGr07/fGbw7B+QzGjs5dK/0j/A8X3+7S5zla7Hypzzfu0Za8fo8XOvfGp8a8VINynYK1ZPv9DaGzGefZa3o6Sylkh7P1/+tXjhmxAk7NoX82X9Y4s8/LPmpV3R41QtDZOJgCJuLNkS0wy5ff6jFoWmLj311iMMnK3TKNqHUu1SlVGnchcx1Zk2UMvX8aALdyGC5qQ+WJ6YDfFdSLUa8YmcLkXR5fL9B0bWZWD/c3LT1sutd13ve5/h5Ab5+zaR69JtfeM+1l298x8dvOFy48e4AQ7pcdZ5FqaBTYZM0GTbzOOhUWpPA1+Au+QnFIKEUJLpyBx1Kfpd6bRkhmnz5fsXHbqlwyzfrdJKAYmBQ9QT4ikbHpbMk02EKScFXGDZIw+x1KB1DEKTgds2UmphqgJpkVCQzLvclrf7HAe4tzuTb/Xp2JsIGFI6zIF99K9SLs3+vdx44G+Bz4M7/R9mCqOzzvlyXjg6n38t86VmcnGHoyZ/EMDANqcFtZpp15kxM/T8yJgkNmm1BNzIIIzBNi6XFKo2WjyEEthXzE1d1iFSbC1af4uO3NLnp4WGe6waEJSOt4pqyKGTfSAYoTKQ06EYAOgAWkW199igXCqwd6rJupMXRqRCzcP7srffvf89P//h1z/ssPy/AASbWnE9xeZH14w+jIsHOLYL1q1qcmDE4OV2k4OkdPNOLknZH4jopuH0N7lIhoRTElIOQYqGrbbTFZabmW1x/p8NHvjbMsdkytYLFhKN3/ni2RACzbdh+ccjv/2ybXVtDLLPBL/ypz2zHAKGXQ/kmBKbCS5NIddzumZvQVmIjw1YGgzNALQbxo87y+fM+oyrTN1b+hG9BcMS3+KdneQzPi/f8RD70SLeeek9/icyIR/9fyWZce1QlreBZhEdiSKRMAIOFZYM//3CJL99d4cCJElEccsGaCovLAUIoXCdmYTmg6Hd4+SXLXLB5kR1f7/APtw9xfLZKlFgkUqYrS3QEW35yWaR8vNWB2cUYw9Cy8qn5kOMzBhvHHXZssmmFDldu2USpWP6Wz823BPjYxGS3fbD1q2vXbP7MSOWJQqTafOFeQdEOmKxLzt3QpViY5wu3lYhin2IgCFwoBgnlQkK5EFEqhJQKHSqFFsPVJZ443OUP/67K/XuHSYyANRWoejl50YXANbmoInjlZT6rhyuE3QZbV4c4toKu2TtUBmnldi2VRu3q6N18AycPgrwrLwN59nGlgrISn1k0Qr6c9/Vd1dek05+4MrXqW135Kn3Gu0kOiJzl+7370sd3+i9mB0/Rf/wyN+uZeyDZoIdpCKwsHq43qaMwE5PETJfLRoK9xzywi+w76fPRL0uuu8ShXrIp+EkqIsR0ujad0KZcbPHv37zMFTtP8Lt/F/LkgWEi6fToikxpFUKmWzcsSgWDotXhpkfblF2PHesNztsouWTHHA/vc7n/aY8Xv2BDU2D8arU62v2eAX7k2Lys1NY9uOW8K5f+/G/2FuYXTTzT5OJtDts3tlg1cZq/v9ll7zHBpnGlJzl8qcFdjKgU9CGyUmphGA0+foviH24Z4b4nhyn6DhMFSTVt6Rc9QTFt51fLNmvGBAWvyPxSiGNFhGEaUpMuh9KVW+Fa+uZY+nBpWYP0BDJtmDOsnQOoygH9rJfqA6inPQN5ZjIgSn+HR9JeszoXQtr7hT1w51swKkW4POMnqSyGOL2zKpsnI9f8kf2Yid6BMst9Nw0SmSCzCXsBwpCYhoVlxungssCyTSzbY7ho0W1JnjlosmrUpF4xKRdM2oFJNzQJI4swsqmULF503jL//Zdm+cRtXb5wzxjHm4EGObqSCyExTXAdE1CcszbmNS9q8A83JSAKFHyPrWtqbLy6yXIr5PKrr1gaHln3YLezKPkW17cE+NDQEMXAnZkcar75F3986+1fvukJe/24x0XnNnjqWIMPfD1geqrE+hGLYsGkGCjKxYRqMaJa6lAptaiVlpEs81efdvi7L43QNcoMl03qnqTiSYo+Kbj1FEi5YFGrGFSKOmM8TnR4jU6r1fzbNQS+JfEshWtmACedCkqD0nMAl6nTLUmyKsaAJ6N38HweTGYgFrnP+9Pu/WqtvkNQn4nwPJjPXsUHvOm9Qciz39nczMjAA1BpxFuSGOnEjOj9TkPo80tiCqSSqam2v77RsiySxOwNOAshcAz9gxutmNlFgcIiik2iWKcIR0kaC5IYhJHNzk3L7DxniS2rQ/77pyZ4rlEklAaJ0k0pw5C4dkyj6bDQ8LlqR4HNqxb5xiMht+2u0mi5jA+HDE1eHB06Eb959brqjBc8/wHz2wK8VPA4cPAQrrft+Oi4PHjdFXu3KY5z++Mmd+0uIUOPTWOC8SGb4arBUDlmqNxluNZiuNLEcxs04xbv+XyBD35pHGkVGPWg7ktKnuxV7YKvpcVSwaJSMKgWJUVfz3dmabHNrkAKG8O0UtVEU5NsWNVJZ/fsLDAm3TysFCSJbj0rpfqFTz0/Mz6bYpFN1PTSmrLv529kByYxeOhkxecrfs/zDVQYZwxcDMqZz8vyc19ktCqjKFIKwsggjLVioZToTUxZ6eoQvS6F3puFaSRYpk3s2CBNSl6MkpJIWnQjRbMjcZsxhiGQ0kxXG/YtsXFipC8qg3Jg8iuvaWBxnP/1uWFm2hVakU0Up8dMEafpaDaJrLJ2zOEnrlrmztoc39xjcaIxzv/9yp0HL9yx5fjM1FFGxtZ97wDXz5XJsQN3HvH86i85xW13fuar0xw+WePijTa2aSCERb0iGK8njA93mBheplxsMLvU5N4H4fo7Rnhw3xCO4zLmSyquouQrSp6g4PXBXQw09yoXNMUpBLrL6ToRiogPf63AQtvHtQ0KlsKzpKYntvZa9aewSbfmgjBEmmunYRfFaV7HCk59Ngmx9/hzpVtKlf4R0Y2UnvcjZ3zqmzr6B9I8Hz8LOPtnAXUGkPtpXvkh6LNvNFNZCj1Z3Ea/4gvR5+BaZzYIY/38ZIPejqmIbdVbEgbZAdTGtCRhZFP0bX7+VU1+831dWpFDMxQ0OzpZwTTiHmb0Njj6S8ek9n4nsUGpYPFz1y2zc/NpPnXnMnfuqXNsvkArMkkShV5gC2Fsc/R0AcfyefF5S9SLixTqm2m15S/94zfuP/KSKy74dvD99gDfvHEtYXcZ2ymcfOwR465taw+8eMNEyPhQi1PTDqZhMzEcs268xdjQAgutBrferbj+zjIPPVtGJgXqBUHdk5RyfFuDW7fyi75JMeiDuxREFP2IwA2plto8cUBy+6MlIjxGbPT0taWB7dngOmmURRb/ZQssQ2CY2hLVjSRRDLHUVsws3dYQ2Q7IXCXNgTAPciXSaZm09Z0Hdn/HJQPmv4EXyFl09PxA0Jm5K4NZ5Do2mtygsRr4eb13FbKVJPoOZ3kyCDCEQZxIothmaVkfGCGjIILIVjiJ7jiqtAmTDTlbZkLHcvBdl6svbHLB5iUe3R+w5BoEHb1ZzzTInXvMdH9Quo48BbqmLLqgvWBbi0u2tXlk/3E+dUeJe/dU2D9boBMLUDG2KTDshFPzHU7PWVSq67nyqvPuuvQFV5xsttoUC8H3D3AAxy1y930P7Lfs4fecc86OF9/zwJ08/YhPLbA4f5Nk27oGhjnPp++MuXNPid37irS7HlXfoGgrirbsWWgLntAdTz9tCPkmxUBQ9BXlIKFUiCkGUa8ZJESLT97mc3iqTME1KdqKwNbURE8D6dxp1zHS8Jh0t2IG9FRZUULx9AlFHIuc4qKBlGH8bBVc9spwipn0m73ATQWGpLcBuEddBpDMWSlK7xfnPu3nMfblu2wn0QDAV9y/s72oRMprLVNvv7PNhMATPHtMcPS0q/06Vn/naRQLErsfja2LgKldmGmsccv2WD3c5aevWWT3/jLz7RKBaWiAm7L//CkNcj2gYaZb1rIpHkEUm7S7Np5T4IJ1Xba9LeShZ6e5Y0+Tm++v8vRxD99L2L7Z4Jz1ir1H2mza9ALWjpfe8+wzD+zfeu6l3wl0vzOAAwyNrMH1yw8mUeOGtaum37C0eIJt60x2bJ7n2RML3L7H5Ia7RihYLqsqAtdSxLEO6fFsReCmwO5N9ZgUgixaWemGUFq9S0GXUtBhqLrMvU9Jbn6wRix8Rlwo2BLPScFta3D7ThbvpYMcPUfgugLfVQSuYrgas3HNAo8dV+w7VmHIExQc7Q1XZ7HKZiAZGKZNAZjm4aSr90Ta8h6cdM/8Ib1D58rmZF+kGHxh5WiSNh/1hy/MdKtz1n3NTFYilxGu016VPounv13n10g8V8d5PHsi5LbdFklXMFSGwDNx3fR5S7LV4f108MyrbRja7Wd1XDw34NqLl7ls2xx37HHxbEdXW0P1qFH2sHUlF0iVjaul1TwxiBKTRgtOzFRwLMW5q9rs2tRg3cgMd+wu8vjRMrbtsHm1z6YNW7hk59YbJtasfTDpNr5T2H7nAD938wRh8/iRDZOX/fr08SfNsnP6dePDp3nkUJcP/WOJbsfn3FGL8aqgUhAstCTHp/W4kga3VkqCtJWvK7ig6EtKgaQUxBrcqW5erzR4ZF/Iuz5W5+hslSHfoJy+E/gOKbC1PcB19UpxzzXxXIPABd9TFDxJpRgzUu2wac0idzwlefxggZZp41q5pFSResTNvss7kZCkaarZW7ZIaYqpQJi6fGYgH5h079XjHMif71oB7B496dGL3I5Ssx85LaF3SJRpVVSqT7sMoU1ThiCN+Ijw3BaPH4K79thsGZMIFFGsCGIjNUWZPf6tH4OR8nczXR9jYxqSJTNhrBrz+/9mkeaHbB45NIYljHTuMl1SRpJW8f6ggx5Po1ctssSyY6ddFpcdKsUi4/USL9mxxAu3NfngP8Y8frhIrMpcMVa5cWjyil9/cu+JozvOWfODBziAU1jF03vuP3rejov27H7s+Os+descx04O4WOxfsxgYshipG6ycVLy6KEWTxwV1H0b3yF3oNS0pOBBIZApwGNKhYhS2u2sVxrsPdbmD/+uzB1PDVMMbGqeongWcHuuvvmuhe8KfBcCTzsXS35MtahfMCU/wnckqJhQ2r1DZi/kPo0cy8AKWQCNNv9kLwbLzCU6iZy2ntGUnI31O+30nCEDpry7v5NUz6vqbc4aFFIJInQyrx701Yc6M5XuTCO/hSOjGBHd0KLRMVhoC1xLopB937ZMaUWmjysQGAOBREa6fMC2Eq7YEfHOX5nht95vs+fIEJZhpL6VjDcl/bkkRZovaKbKjKIYRFRLi9y3x+axvSNsmBBMzxeYHHEZq7d54xUR21Z1iMz17Np1yZ4D+x48esVl3xk1+Z4ADjA0MsrI6OS7dz95YOP6ieZb11SnOXzSZahqs3ZMsHY8ZMPkPHunQ6Sq4to6x7kQmBQDm6JvUEgdhkU/oeBntCSkFHSoFJs49jK37Ha49alhCp7HkK8oOpKCo/AdkQ4r6/UonqP9L74r8D0ouJLAV9q5GGTmrg6m09EW26yB0QMR6coVrcSYqQc/ihWdCFqhoBv3D2O2FChLo91IdLWVA1FmucW236UsngF9YG2i2V/rYacD2aahtc5ubNENLTpdgzDSd9wyFcqSCGFgmrK3wEo3fgyEksRxxGLXI7C01ULfTYlSca/iijSjUA8L9/3ahrDTs4F+wV2+bZGX75rlqUM2060Khg5XJrMMaAtunHYtTaQyEcLENBXlUE/zLIZtdh9p02hZrGlYtDo2Cw2TQ6eajAxVufj8Lddv2rrz3XOzz323cP3uAT46tpEbbrxlcf3abb/wjfueWXXexNyVk1HMmnGLczcsMVSb5649MV+6e4iSYzFUglJgUi7YlAqGrty+TD3hCcUM3IUO1dIyvr/E9XeYvOcL43hOgeEAKq7U1Tut0L5j9Kq3n9IS39ObJAJPUfBiin5MwY8JvC6VYpvjUwlPHCgRYlHLvOLpsizbEriWjsdwbJFm70EnjpmehaWOILD0Sk3PykxLaRMkzQJR5oqu5vdwDW54Vr0BAMtU/SHsdF7VtWOWOyYnph1mF/WUumXqMEql9CHVsvTK9GxiHWWyfVOHyfFlZhZdCraBZSa5LqpCkJBt0NO1oA9yYZi99r2R5rRbpuQdP7bM1MI0n77dZKpVRIjcRFH6ws/21GtapTMSXduhXCjxhhfNcnx2lrt3V5lrSsJIEcaw3Ja8ZKN39/jYtl848OQtrUsue/l3/Zya3/V/AXzqkx/lZ97+b6Pt52z6mXsffnbDaCViqN5krrnEP9xq8ZnbhigIl7XDguGqRb1iUysJqkVFqaArdzFI0iobUg4ycDf4/N0Gv/+/J2i0q4wWoe5qeVGPwQkCzyBwNd/2PTP9WtMSPQ6X9DwRxTQnsVZe5kv3Kj55c52IAjU3NXY5mvK4joGfviMEnkWpYLNq1OSqC5usX32Kg9OSo3MuCBOLzAog+vl8hsh97N8G8goNgWEYA7mE+RzE3gvOSDMaLX04dKw0sddOdAy116VSbPHcbJO/v9nizkeKyNjSB0PVX4ClaZdWi6x0g5njxIwPdzhyCh7YV8S0LJxebEZmFxC5A7CeFMp4U5bW1VszKPT6wkpB8eKdTU7NdXnykEtbuphC6LWTpM0viR58SGQ6+KAjAeLEpBJYvPj8DuvGl5lvQTvUAsAVF5rRJZe++ibfa3/hnB3XfE9F47uu4Nl13ratKCUf4LorL//67Tf7Tz1kMjU3xtKyYtSDVXUYrtkpwAWVoh5V07nPOtcw8COKQYdqqUngL/HpOwR/+GEN7uE07m0A3K7QYUFuPzjId8F3VW86P/CSdNYzIvC6lIttTs+HfPIbJaaaBeplgWtKTUtM3RTS4f0GnqMHNUoFwUgtYXLY4OWXJmwYO8U7/hcsdqqYwtBV1VBIk97sYbbT8gzdb6Czkzdx50e3VlRykZcIU/5s6xSvUtAhUcu86/oqX75vnItWmxSsEJSDUlYvtkI/LoMozdeOEpNO12G0ZvFT1zb4yoPLzDXq+JbuGZiGQhginYLPPQxhInr/ywUH4aT/mu521cvwJ7/QwDRO8snbJpmmgCE0XZFKESeSTihodQXtbkQ3lCSJTSIdEmmwesTinFUR42XB8bmE5TbE9tV7H3hs/tcuv3j0e4Xp9w7wkeEySjX+4NLLr1RP7Tv8G63mXs8d73D8tIFruIwPW4zULEZqMFwNGR/qUAq6dEKTTmjhWAmBF1IptPHcJa6/XfCfPzLBUisFt5e187UKE7hGCug+uANPg1vHT2hw+16s5zw9HQTquW0+cZvB7kNFTMcmMPWyh4x3Z9w7W3noezqvxXc1f11oBFx5fpt/+5oZ3n+jx3IYULAErpl1/NTZaYnoV7peTqHoS449PwsraE2uU5lxXcvUGrbvRkjV5iNfcbhjd51aYGOJhE4IrU6SrpIx03UygjA2iKLsps1P7a7H+euXeNPlc/ztPxZY7Lo46TuQ3mqRKSEya4qmV5bzZfQeXwbyrNNbryj++OcbIE7yqdsnmW0HWOk7SiIV7VDRjgQlDyZqcUpFbOLYwjR8HCfiuak2S8sOq9du67z0Ja+40XF9NTZ09nG07+T6nihKdv3X//pO9Ss/8+K7hiqWOddoXb7nwLIZRx6bJ10mRywmRiSTw102rlri2Owiz56MQTo4loXnxJQLHSrFJT55m+S/fnSMpWaN4ZJgyMuCg9LKncqLQaqf64yVPLjlisodUfA61MotphfavP8LBXYfGabkO1TThlPgaPejpiZm74Wj5UxFKZ1Ccp2YidEOiepyxwMeCy0fzxa4GX/vfczWKOqNc6ZpaKpiGnoLXUpZ8oE4+ehkM62iWXy0bape0pdj6/tRKbRpdDp84IYijx4YYrgsKDuyZ1WwrPT3ZhvvDKV9ORnlMXXjp1KKkUaX+/fYTDd8vTwsPdjmbQu9TmtmwaU3xJZDfh/4mq4IXrRjmflmxAP7AkzTpmApXEtQrQrWr22irIgDxx29QS2RJAkkicloLcFz20Tm2rCrNr1774Hp//ayK7fH3w9Gv+cKnl0Ly81wbKz6rl3nrAq7re4fLywmxvb1irGhNradsGqkwRNHGvzVZ4sYSZGrd/hctl2mh8oWpxZCPvDlUeabNcbLunKXPd3x7NESL6vcWgoMMlqSA7fv6fAg343wna6u3k6bWx81uf3xCqbtUEgPiY6petU76+T1FiClof6mmeq5ShCHFmWnS6nYJVlMiKTV87MMUgyNiIGMcEHqhOxTl7w3XWbbilOak1kB+1WcXk6jYSYsthQLXRvLNjDTn6WlTEUUS6JYEcWCKIYwEennaQWPLTqhTbvj8eIdS1x70SIf/FqBxbCAIwSmMDDyMh+AkrmMRCOV+kT6MY1QTps32caJkZriV17T4rZHFjg9O8JIICgHcMk5FlddpJDGPH/92Yin91foRgmn5xXTC4JO6KKMVbI4tPGPa9XJv+q2F8LvF5/G9/sDLnjBTzGzQHvt2i03vOCiC5Sky8OH53nscIjnRDx1tMlffabM8mKFNVWPwLVAKIp+xKn5Dn/6yQqHpuqMlwxGAp0dXgpSb3guy1DfBIGns1UCv1+1fTcmcHW+iu+GeG5IwW9z8GTE524vstQu6mzEzDuezZGmt+wtPQO9mc50Zh25Tmhy8daEF27vgEiI047cStt3L65N5A6WZj+uDfqgTqRu1CSZTz3nV89PVWTNEC0NJjzwpMkD+1xspzewo5tRiV7SG8WSOEYDO+oDPIwNwsgkimxabZeS5/Dmq1tsnlyk0wlZiATLkaAVGrRCoelEV9EOJe2upN1NaHcSWh1Jq6NotgXLbYPltkmjZdFoOiwuuywsB8wslFk95PN7PzXP2HCDhY5+PK22wYmpIep+nd98c4OtG5doRSY7trTYdc5xoMH6jbvU1s0bb6j6rfY73v767xee338FBxgdX8P4ZO3ZmWbpHRu3Je976NH7jOcim6WNTW5+zKfdLLJjjcmm1RaTo5Lhagffa/DfP+PyuTtHGS1YjJckZV+lfFsfJn1PH/x09RYErsL30gOlJ/HT1YQ6+i3Cd1JwBx2aUYf3fT7g1kdr2IFL0dImrWznULYaI9vopfd8pm/nuaWzAEkiKPlQKejOSQZGoLcMVawAt9lbjmsMWHc1IFWv8iH6FEXnh6SyYy6Ep78IQLLYNOi0TAqVVL1O88F76a6J6lfxRPPwMFYpBzfpRhZ2ZLO47HPlrkX+/Zvn+JMPesx2q9jp3tDs6u3hTKdv+lPxelpf/zNIpEmciPRmpHFx8IYXzTHXmuUvPukx1bCpz8T4rotSNbatg2t2NfnKPTGrhi0KvsslF75Qjq3a8I6Z7jnP+sbJHwQ0fzAAn1i1k1u/uS986Qsv/eDdDz8T2O74X4+Up7jpEYOnny2zfbXN2nGb1aOC1SNtJkfmeexQyK2Pj1H3XFZXJBUfin4q1znZlmRTN3I8oWXAHi1JejfX0SsKvbRye46mJo88qbjh/jKREVC2DILUXuukureVcuaMr5opZ7WyVeG59Xj6kNQPkB+4RL8jKlJJ0Oy9Kxg9bg76Z8SxVhSE0JPsoKu7ztgWffddzx04OM5mGKo3i5e9YBKZUZ20kieSODGJY4hjQTwAdl3Fu6FLkHi8/rIWX7xjkdsed1myCvpQOADwDORKD0KkQT4ym4RP73MS63eLMDb0wENiYJlw1fZFbt68wJ79w5Q8iWOHGIZDIutcsM4gDJscn/K45rJhhmvhb5573uUfjJtPJHbx21thf2gAB3jZpVvZf/hE8pM/9mMHjh56tPG5r36t9NzJBlec41AuOFRLsG6izfrJOR471OZPPj5CY6HI5mFJvQjFQB8iXcdIlw8Z2inoipzGLftKiZP0cwydKPVadPG8DovdLjfeU+LYVAmnaFO0VK96W+nUjz4Y6mW2pmn0h5XNdD4xtz6lh648rlcOKKRatpUeNLOtz66jD6II6HSh05V0uglC6Oqu0IdQy0gDlyS5cbLMX35mSzTbIizpU5wkUWml1fQnTgRRQp+HxyZRZNK1LZzIZrnlMTkc8vorlnny2YCp0GJRuKmbnDS7W8exxUnuhaSS3LuRHm4IQ0Gra9LuGLqzGpokicHkiOAPf3qR//YJg32HapgGKEIWly2OniyxdrxBveRQm7yuseOSXQe6recS7wcE7h8owAGKQcCB060bR9de/Gsvuoz/sXjiK/WwM0eS1BgfSlg3vsDeE8v8+afqzM+W2TKqGCoJKkXtD/ZdrQBkb/OurQ+TBa8fHFTwtQzoORGOHfeilR07wnW6WGaHf7jR5X031hGeh5dWbz11D46ZG4rIbsYKcGeLngzVMw/1ISYGVYaUmpip/qzXmhupro62FTh6f2ijpTg1k9BoSRwLPEcnrRoilfZywwHZ7GQ/YHNwfic7qGZ+E20KS1OkpEx910IvccofNlOQh7aFEzm0Wh6//LoGx6bn+ZsvOHRjkwVsEgVhAp1E4MUZyFXvzABJ70WfJAbd9B2vYQmCtkGra+toidhg7ZjJ775lkT/5pMHB4xU8G0xDMtdosdCu8fNvu2Zux84L/mMYL9xo20M/SEj+YAE+PloFYKnR+Njaa6+wvnZr/O5jz35jJInbVEshTz3X4r03DNFcLLJ9FVSLBpWiRa1kUS4Kin76JLUFSaw3P/huapwKIj0IEXQpBV0KfhfHjonTHeCWGeM5XY7PJHzutiqxDLAtm6KZG0o2cxU2B/CMrvQ3qaWuvd7kjOp3+bJunshFv6U3K5UFLStbpwcFTwcfjdW7zC23ueUxm8aizWg1BUpaye04XXudiBREom/iUn2JTqbIlqicgtE/rCZKIRMNds2JM5pipIdQo8fHQ8ui23XwXIc3v7TJ5+9ucnjKpisMEmWwHAlUAp4lKHtQ8yRxGtijaZmmWihoJ4pWR0d+BL5BuW3S6Vq0Q4Nm22LtmMNv/8QC772hwcxchVVjktUTo7zltVdMb9561e8sN6KPlcqbf6Dg/oEDPLvKpRJRuPzh173ixcZXolPvfObp+0f2nmhx/W0VklaRS7calAOd+F4umozWFWO1kOFak/mG5PTeKpZlpVPWmpaUgohKqc1YfRnHWebAScmpWbhkm8JzLAQS24p46rDJ488WwXPwLT2cnFXvnjRo9EFu9drsKffOb3bLqRjZ+BX0DVGDWnbKpc1sgAA8R1OrciFmrN5CWvNMt6osLDr4jsQQMt0tKbEtMQhume7DpC+/oQSWIUFky5/6Mcl9yZHegTBJd+hoGRHCWOCkw8BRbBHGNk7s0Gp7nL+5y471LY6eLCBlTJxYBF6bF25f5sSsxb7nCjTaLpNl7TMxTLRO72gLQsFV7D/VYb5hMloWjFZN4timG5lMzRmcmrE4d73NO14/zyduaWLZBbafs3161fqX/t5yK/nwyHDlnwKK/zQAB7CdIl+44esfVGo4KVYn/vKr93bqtixz1UUmo3XJ1HxEo+UyVFGsn2izdnyWWx+P2f2Mhwoj1oybereOoyj4EZVih7H6Ekdnmtz1pMMX7ylzYhr++OcWefWlOnqgGyq+dF+ByHSwTKsXLeFk4M5AnaomeYqS94hkabMZ0F1b8sQBk917HUDvuO9ZbXOuxPw7gmPpF6fnJrrx5HdxW12iOKbRhVaYrkGPFE6cUopeFc/p41L09GYQXLgt4YJNEU8cA+mnlqae7zqt5irl4km+ig9W8MiSRJau4o5t48U2r7+iw80PJ3TTRs61u5r88dvnOT5tcsO9S9y9p8zRU3WEMLBNhW/r3+fYBusmYM2qJg/tT7jr4TKtUCtD5SIst9scPG5yYjrgsvPhuksWmGqsnls9UvztfXtu+8jlV732nwqG/3QAB3jjG17JX77/Ex+N43XhBVvs99ecg6WRqo1hRTy8L6HkuUyOhGxaM8VtT8R8+B9rONJj+zpdKS1T4bnaNFUpLfPA3hZ/cX2VQ6fr2NJmpCI4frrI9HyDcrGBYcE3n/ZIDJeiqWPdnJSeOCa5A2YG7Eyrpt+qzigJ9Np4tqU4fMrg8HN6q8GZibViUBq00A0jS+HYEtdJsG2dc66UIowFnQjCiFS3FsSxJJFGX5WQ/Umd7KYQbFyVsGki4vFDuYkj8hNIGbg587CZZDzcSLVxEye2iGILKR1eeE4bE4Vtmoz6sKZaYWGhyPqRLr/xpiXefNUU7/p0wqN7h/FtQcHTvFw/SwY7NwTs2jJPGC1w56MVfNtky5qE+kSbfc+ZLLVhaknw2pdcwjWvvG7atJyPj0/84GnJDw3gAGvqpuxEleuH1sYxcfvvH3jspHdyMaHVKXDZuZJt66a49YmEj391mCHPZbIuKAYmtqVXOgdeTK3Uptlp8KcfrbDvxDDr6wbrhxVrx23qxSJzS5JS0GLfMYtm6GKYds/a6uRMVVaqS1t57p3PMFwx0Z59LwvG0UPM2W6alSu/+/p35gi0rWx7XIJlJAhDaj92mqAaJfrzuBcar7eUyTwH700K6aoqE62W9A6a5Dqq2b8vNdAHKnhaxaNYEcYGTmymNCUhjBzCyMGzQ7asjXj2JIwXFAvzHvc/4bBhVcSacZfz1szyR/9mlre902O6WaLi621qUaxoNE2eOVxmcsTm565dQLDI/Y/DcCXg6os9XryrwbGToIJNnbZY80u10S2HTMv6vtrw38n1fXcyv931lre8le0bjyeTE8Hn1q0Z+ZltW8Y6S4sGF2422LBmmjufivjcN4YYL/pcvt3m3A3pymhTb2ArehG1coPP3mOzf6rOurrB2iHF2JDFaN2k4Om/rOcmfP0Bl5nZAp5lUjCzg6VKK2pqsMoB3cwdLrMV2MAKSTCVCtOT5Rn5JEL0OLiu4FlrPeP1/eW1WbibXreXSXt5r7Tqg3uAovQ5eD85a1Alz4NdptP/ssfDM6lQ6+G6omsTVpi28Luhy1jd5FUvbCFC/eJpdRJOzylOTNs8d7rAc1N11gz5vPXFs8w3YxodvSs+TnQj6OnDMfc97jIzN8xbr/J40c5FDkw32P2sScG1qY6u6QTlsZ9Rheon/+6Tn7/HNfOegH+hAAe4+PJfZt3obLL9kvnPDw+v/9k3vXx9a7k7x3u/GPHpm+tMlAtcut3iip0NipUZlloJlqWrd73S4thsl5seqVP3LMYriqGKxXDVpl6BckFHxC21uuw+5BMbPlVH7wrK0q5sI+PeK24rKniflgxe+VaLIJUEswqfO2D2Rrt6INe3bGOzSLMmsjnP7CalVj6k6mvaGaj7qwL78WtnBK+ccV/TBNdeZ5PcLaUokZYMw8ii07VpdVzi2GfH+hC/2GSubdBoK+aXIqbnYXreYWouYGm5wjW7JJOjS5xeFjS7+ndUijFL3TnuebLN/U8YnJ6p8ZMvcfjVN07jeAucau1k7Zpzf+mP/9PU5x945FTy629/6w8Dev/0FCW76ut+jdu/8Sn1sa/c/5nXX73TWrcmft/phSOVEd/mwq2CLWuXeXD/Ml+7t8L5a02KvmKk2kWqBv/1Y2UOHC2ydRiGSnq7W70sGCpH1MtdhqoN7npS8MCeYSqujoXzHS0PZtKgmflP0mgJvaC0v4AqXwHPBE6a8LOiuTO4WzO/LjA3LJzPOMnAR7reoyfxpR1DOehJ6akjPT387FP6cGZwkUqreJxIjNhI9XmBk3U3E13NzchECBvQL8rLz13g0m2L3L07YLZgUPSyDXg2nuMQeEW2rG7zhz87x+//74CpRY/xmqQb2rzlZYIvPbDE7qcEndDhgqiEEoJabcPMa1933fy69VsOzyxGarji/LBg98MDOMBLrv1JPvGpD/PmaxufPD03bE+Mr/6rmVN7h0gWWGw3+eQ3fLaMuKweNVg91mW4Os+tjyc8cbDMaGAwUkaDu2IyVE0YrnYYqS3x8LMd/vQTo3SSgFVlvYDWMAa7jL3WuaWbMG62NzZ9D9OHO5VrsqwAEOkAbhaUmX5zJV/vL5fNfnfaMBL9V47MVeM+iLMD4tn59wBNyYUqDrzYjP5ZQKDb61GkV4ZkzaTQ0lky2YsmSQzaHZtuqHMFR6qS3/nJJZa6cxw4Okzg6EjkbCDEd13KxTIXrO9y5fnz3PHwKPUZqFUUEyMVfvaaE/zRsTbzzZgDp+pcevEls41p8zd3bNv60a5SAmX/MCH3wwU4wNt+8ud5G6Di+Y++eoNt3XXXHe965onbR+7+ZpvVtQLbN9isn4gZqc1xy2Md3nn9EGHHZ/OEolayqFcshquKkWrImrEG7XiJv/hMhYPHKmweloyWoeCbJFIyv6yIEoGP/qNbltAZ5qm3xTT6OrFCV7gk30FcEbmW3Xo7UQduIp2IyR88+1JjvyOqzsxcUaT+jv4hMQvLXDkYoW/5vmr2YtKavpXaHExDECd6vtGM9Q8wDBPX0Vq7Vof0VP3ckkOcGJQCPdu5eSLht948z2/8rcuR2TK+I3HtKB3psynN+WxbF/AHb5vDMgSPPV2nfEpQcG08Z5hrLprjxMw6XnfdVdNbt135u1cm8Ud//9fAFf/0nPtHDvDeH8aqsbDY/dDOXdeKgi/eufvAbSNXn99k9SiUCi2+dG/Mg8/U6SYBQwWoFgS1ssVwVTBW77J+YonAn+X6W2z2P1djXU0wUVOMVi3Gh01qlRa3PxFx/IRPMQWzbWnjVilQVEsJnpMwNSeYWbAJPA2QOM4yRnLT8TBIC3JURSsqYqB69yp379/LHWDJ1mqJftVOQz3lgLlJ9Co95Kv3iucx/R2Z1cCxjJ778uSsYmY+wXcgKYBhCnzXRCb6/laLIYemO9z5eJl6IWBy2CJJDCxLsWVC8obL5/nozQ4HpzwsM8FxIgLPoVJ0mG/4FIMCP/4iWD3c4KEn4JljirmGwQsuWM2WHS+Zvuryq39PoT5k2NUfFcx+dAAHqFZcnj3a+mBx5MXx237c/+uFk1+tHXmuwUwz5sGn6rzsQkGtFnLosEulqBNsx4dD1o4vIcUsf3+LyQe+NIaPw2RNMlwxGRt22LJGsmaizb37YhY7PmvQTQc31W4rxYTJ4TbtaJmHnnVRUZGJYQvb0pNCmb/jzHIj8oV8MHL5LNM6Qgy2+4E0vqHvL1GofqNGqoGqTu6Amb8PKwMQsypumQLHMSj4BqtGJZPjS3z2DpP5ORtQ2Lag6xva3iCgXOjSOtni4f0BG+sRKBtDOFhmwPrJmF98zRySKW68b5jDMz62pfl4rWTRbNs8+GyBpw7UufbiFrNzIXFo0zHrbNj2svnLLzv/t7DCvzfEP02H8ju9fqQAB9iyNkCp8GMbJ3fOffPeA5vGDPPPv3r73fb560wi2eLUacFI0WC4qteGb1y1xOHpBf7my0X2HStjJi6rhiS1okG9YjNaE4wPdSkXWyhh9dKeND0xKHiKajFiYniJgzNL3LdvnHNHYqolQTHWMQsrwf188Sa5gfMzuHhPTiTnSEz/o7x2ne9CnhnFfPbz7srgw97kjylwLD0JVS8nbFzd5JN3mhxfqFL0FIGX0A1NotjoqTEGCUttxen5mEpB4Dk2ruvguQVWjyb88qsbXHXhad7/xRoHT5RTgJvMLvisH2ty8NgSu/cW2TjZZNWaC6P5jvPbqzdedGBuOfjHsdqPHF4/HJnw211COHJhfubGF1395r8dX7393191+cuSi86TcmY+QsQe9YrBSB02rFrm2MwSf/WZEgcODVESLqNFScmHcsGiWjQZqsTUK22E0aEbm3i27iw6lsBz9DRQtRQizBY3P2wRho4eGIi1biwH7lc/jIfc2e7Mfz7YLMpHHPcTZPOdmP4POoOLn+12xjOWS4vq3ZnMLy6wLJVmQpq88pJlYhGz0IJWR9sZwkh3NDuhjWcqIkJmlmGuETPfSFhomDRaNvNLPmE4xLkTVX7zzcuMjy9z8JRkaj5mZtHGkCWGywmHTpty+3kvTXadv+3fX3rJq/52Yeb4jWM161tuXvhhXf8sAA4wMraV+x6eDQ179cfO27LpvNA4/z/vPGcDW9Z18DxYN97lxPwif/WZIqpT5tUXW1y2PcGwFJZpUCqYVEswVI6olJZ5dL/i4acL1IsKJ1NOXAi8hGLQxTA67H3Ow1ICy+xz5L63pK9f98D5PCn2vUPmClqSeVbOeuVa7Ip+97FfzVecAdLf1YtNViqVGUV/7E31i3ucCJSy2bYqQaiQpbYeQ+uG+uDZjQQLyw4v3Ca4eMsys23JfEOytJzQaKFD8hPJPU/YfP3+URwxyn96S5PhsWWOTiW0OyG7D4a05RZe/dJz/nOttvG8czau+tjm0enwop3n/qjh1Lv+2QAc4IpLNnH5hZPtBx6b3rfvuVe/yy5u/OPNG85Nrtgh8P1Z3vM5CyMqcvEWh6sulLz44ga+n+DYBqVAUC3FDFVbdKMmH725iGM4FF2FY2tuqlNuEwKvy31PCx7bX6BaULk2vkin2mUalpPoLqRQqalJrZi2IW3di5wWnpm1oKef0xs+6z3WfCZKRlNk/ufnWY3IzF+yP0qnJJHUnu0obcUnSdae11r34rLDzk1wyXlNGumMZTeSdEPohgbNtk0YFfjZa5vYboephmCpmdBoSrqhbvTc+njE7Y9KHn6qhJkM8R/fvMR8t8Wj+x02rNueXHrRmj/+8Z942buq3vQ+M1jfro2d86OG0cD1zwrg2fWOX3wdWzbcl/zMT/7cf3nHL/3su19y9aXdYqlIvVDhBdssNq0xGK23ODUbYqH5ea0MQ5UI329y86OCQyeqjBd1cpVja27qOgrfi7GdLkenTcKOfgH0c8UVjq1wHb0rxrViLCsGofBthWvFJDIhyTZQkacoou9IzDV3suts42eQG1ZQfavrmS+iLMotoRtDO9Tz9F0JrUQH2XdDHXemqzN0QoPlto3veKwd7dJKFO0QwlBP3oeRoN0xmV0K2DTuce3FCzRiyVxDsdiImV4wEMpmcqTL1FKH/cdj7t/js7g4QnW4zvaLruy++KU/9+7rrvv5//Lwgw8l5138xh81bM56/ehPAc9z/fzb3oqMFzkxY/1BbfI1RmhsvPyy7TcZUjQvX1xetJrdNrv3+YyUfNZNGAxXY0ZqbY5OtfnLT48w4lsMl/XOGT0epu2pgRfR7IR89s4y9YJB4Mo0oTZLpu3bW6vlFoHXJokVl50jufriZfbfXCNM0tgIsnZ96ibMuqZGHtxZXnh+iJg+N6ffdUxyPm4pQUmRy/hOgIhbH7a5++kALEm3FTEX23iGge8kBOk4XKdr0u4atLsmC42AN7/4NF+4p0MzDAgjbe6SSs9Pziz4WGad3/qJU+x9rsnp6SLlIMY5aTJcCbhoU5un9nfxnIRCsRwvNNfe91/ecZ3ctnnTfb7DH0zNLDE6XP6u/rY/zOufLcABDKsnMf3eH73nM0SF7aWi3fnA+srRtzx28IDRaTtcvTMhCBKqxYSi3+abz0LJ9jlvtcD3BCdmYkoFC8PQAZaFoMvRmZjp+YA1RZVO8OvmT8HXG5l1jPMy+0+2EEbMpnFB2S/w2stCbnmoyVzT1cMPSg1EpWkrbj/HG7LGjdHLDkQY/dy+Xhc1s7Xqw26SXyOSvht4TszUouTG+2u0ulWKhQ7nTEwjhcehqSquZeA7ikJHptEOJs22xVLTZbjmsmakxYmTgV7hIvVOnVLQ4fi0xfxSmV1bQzaNNbntWJGlVkKp1eSbT3pccb7PFRdIfH+LfMN1Q59dv8b65Ubz8UapdNGPGh7f0fXPGuD564/+w08wN32kUQz8/+uZQ0f3H5kv73j9S5ffcOjY07Qjk82rEpY7cMPdFdbWDc7bYJOIFo8eDKmXHEwDfDcB1eHjtwaYOFQCpTdN+CZFH8qFmGqpy2itwVNHW/zB39UpFFx++VUJF20RXLxljpdc1OCzd1eIpR6Vz5osVmrv9VxNcwyhD4BxbBKlUQpKCZQQWEKvHbfT6X2pIIwVVihxbU0hkpxdwLIkiJBvPOJy/zNDrBl2eMFWyS++VlKpnOa3PpCw98Awng2BKym2E5ptk+W2yVLTYbga8NPXLPPuT1RphxaJ1KOAY0Mz3LcnII6HGamWef0VTe5/UtFJJKVSBKLDTGc7L7nMuaE+dumeyNv4P5852Wqcu23djxoO3/H1LwbgAPWRdQAzS/PH//B3fu1n1t330GN0xdAbWotP8NDTC+zaKpCJz7phi42rFMtRC4mFUgLHVtRKEc+eiLjniZpOW/KVDuP3BeVCQq3cZXxoEcNe4CO3lHjm2BDbV1vsfsai6EZcfG7IBRuX+eK9MXFioshSXPV+oMDVg9HlIEYi6HR12LvnWsSxhdJ9T2wTvR3OEbi2ohtCJ9Q9TseWhJGOfcg2nVmmQqqExw74EHnsWKO4cH2RgmOydULy89fO8lsHbI4slPFtQdFPaLYTllsmS8sOC40CV25f5jOrm8zNVIjidBO9gGPzinYjYdNql7GRAhVfsm1tQlAoc82V51Ef23JDrXLxf4zixSNbN438qCHwXV//ogCeXeXaKu7ZPX1EuTt+6+JdxY9FydZfP3rwwFX3PvMgdtJl23rFBVtmefpEB8sewncNSoFiqNLkgYMCI/GZGIZyId0V5NFr/ty5p8sX7q1z64MVygWT0ZIerG20bJaaHuWgie/FJMrt0RPbAtfRK8xHqh1qlSV2P1uisVxiuGrgu5EGrDRQQmel+LakHAjqFZOFjuTxQwkjsYFjSYq+Io5BJvrxGkLS6ioWWg5lX1DyFYk0mF1wmF8M+LEXLeO7U3zunpBHnhyiEiiqJU1TFpYtTs0W2BSU2DjW5ubDZZZbinbXpN11OdUQHDnSZc2IQ61s8carJGvXvIit29bf6TjF/7n9vMnHYf6IEGt/1H/27+n6FwlwgBftHAHY3+qq/cJgT9lVE3Z50/87PrZ/84j7oHnwRIfFhoPvmFQKgsmRLg/s7fCpW6qsrhmsG9cxyUqB4yjG6m3uf6bLe79Qg6TAm65qsOeQQSJdQPu2m22TV1wa8qm7Qw4c0ImnWYvccxSlIGa41uAfH+xyzyMVzl0NtmVSKVpEiYlMtybYhlZ3SgWDtWMOr9i4xNjoEl+7t07Fh2okiRJ6ao0QkicPmtz+TY/hct8paRhwcl5y62Nldqwr8BtvXOY9YoEDB+tMDOk+y+k5aHcdCl6Fn3rpFAvLCxyfHmZxGdodh4qrWDPe4dCMzatGXpS8/Zp1+x952vuVC3e96CSwTwjxPf19/rlc/yxlwu/mClyBb4t9VumCO87det4rr7r8gqsuvPwXT851Lmt6Tpk1dcn4kMD3m9zzlEtzKWC0bHDeRsnqyVmanYjAlSha3PSw9qVcu9PjZ69VVCsxUdKPk3DshE5X0Qn7WrUhdFKW50hKQUih0ODep32m50xaHZkuXDU1pZEamdoUpTdV+J7BeE1w2bkhS92QxY6gG8q0s0r/kOlKbDcmivuDErYlOb0IH/rqCLc+NIKp6rz84g5YXTqhoOhHPDc7y1OHIqbnPSpBmcvPTWiFHU7OKI6ddigXy/zkdTubf/iffv7k8MSFVw2Nn//KV157zh1CiH/x4IZ/wRV85XXuxgpKxUfgwmPHT7W3v/K69mVCXfIBuzhdbC4eqe4/MU+3VeKKcxPaXYOhasTXHrLxhMn4UMhTxxKePuizumoyNqRH2qQSWELHQBT8iKFKk0/cbnL0qB7i1atCtILiOpJKMeThfXB8yqFgaxlRD/7qCIhMGDSEwjK0u08I6IYma0YEF25r8txzAWGkp2SU0sMTlpWwdW2HN165yPU3VWh2zFTq0x3UKDE5Nas4NVvg/PVLbF3X4eSpAMtUXLhNctP9MY2W4N7dHoHjsXm9YHS83NhyziVzm3ZusEzT/KULd26+H4LFRCopxL/4ute7/vU8EkAICyGEXDV+dH5iYuTrrrh1/TXXvPo33/imn35y545dj75o59hjV17sdFaNBsSyhSMU56xLGKktY1gGpcBhpGZRKylsO8IydHX2XaiV29y7V3Hb7nHedl2HIGjTjTVktddFUgxCnj5qMjdv4ab5KxmdyFrvWRi+Ipu4gTA2GakYnLsuZrmjtzHHsZ6LdOyEZrfDR79a4cXbXS4+b4m5pqTdgSgyUqUmYaEhmZqzWGgU6MYWp5ZinjqiCEMTIVq044B9U+XOQmf1Y5dcctmTr/uxt/3p9L7PbCqXy1tLldGvP/rU6XkhhLTMf1WQ+NdTwfOXEOcAyMXlGBPjQ0JZHzZNk4t2bTCLxR1/u3a9ufXIc3uvLBaXzOGhefYfh3ZLMFSEtWPgOgmmofRkkDColRSHp0L+4RsVVlVqvOQ8ODrVZu+zPobIDpkSx4574T+upTdGuLaey8wGFTKPSiIhjCSdUNENjfQQGhPGuhMZpRTFsRPufdrkjkfHmKjY/MrrZvjETU3mlz1aHZPYsJBSEUaKo6cUQcHBJGLzWsViV1EKhrjmyuFk9eS2u0c3Wfs6reY7mt0wcV2P7df+pTpvy4bWj/rv9U95/asEeHZVir2Hl3W940575pe3nufU5mYv/LOR2u3Ow8/sTybr3kXrVzcu3naii2SJh/cKCr4gMCTKVhhGzGLTxJQumycVa8ck6ycUT+3VHutSIKkWIzxHUismegLGMaiXYXKkQyIF3dAikRaWEGk2H5yck5SChE5o0O7CwrJBJzJZbEqW25IoNjGNhP0nHQ6ftjjwnMHocEChoEg6knZXkRgmE7WIbesUzU7I1PwwayaKrBmyH/bsxiPSOcd89bUvD6u12u+HYTg/Wq/+qP8sP9TrXzXAz3Z5/jDAPPDvABZOfQ1DiKum55dfEZSNNx+daW6bn+vw6OHHiZWiG3U5eKLLxlUtNow5WE7EwZOCuQUb21RUCgbFQpeZ5Tb3Pe0xWYdVYwrHNpgc6dLoLPHcyRqVgkckDVxLUS8Ktq61ODzX5vicTmM9NmVyYtrnknO6+KZkuaNYWnaIE8F4WbF+UhHJLs8ec5hfarNlbFF7ZjyPa1+guPj8XUhh0+yO7F2r+GyzE9wkhLrz53/yu1+996/p+j8O4Cuv6vh1AHe2m3N3Tq4Rd23vRpuajXn53o+ckGvWD28YHR363bBxmNCM2bJugbnFKe5/3CEKYwoeRDLm0KmQ47OCRJXYNFFAiJhioJhrdrlzt83GUZODJwws12S8LrGloF4yuPC8kLseS2h2AkolxfZJh/UTEYqQk9MxwjBZaBjEXcGu9SGKLq3uGG+6dgJbCHacM0GzsfAuYZ44tHrjS43h4ZohlX0A+PrYSO1H/dT+s7j+jwd4dvmFOsDXs68f3TeD4zjVqalT9z13yGRmIYlecnXxN6IoenkY2bTDkBtv3s3JxQVMv0iYgOeYzCyGLDVabByykEkHUwWMVJc4PSuZHLHodHzqtS5HpiJG6iadSLK43GHDZJuJeoWCX8C1fZQUrBrp0E7q7Lrk1UjpEsoEJY2bL94y9dfPnXbt1Rt3UK2N3nkp4YIQ3/n+9v+Trv8f4M9zXbh1GGAB+BJAa/k4QvBMpxOPKSVkHIY88NgBTs4t4bkuhQA63W70iqtf8Eduefa1m0ZFtGn1MqV6iVXDHZbbBqO1iPPnA8aqioW2gVc1WLsxZs2oYnxNx15k/MvLsw/8kVSujTColLq04oBNm3Zi2TYKZSSJcboLh664atWP+in6F3H9y1fy/xldz+69G9MQY1+953hldS1W6yaaPDdVYqTaodk2qZUi7tnjUS/BbNtksiI4OpuwfkhxzvpIPDe/YRHU6Ze/7Oof9UP5V3P9f5LcsFSLD5dDAAAAJXRFWHRkYXRlOmNyZWF0ZQAyMDIwLTExLTA3VDE4OjA3OjAzKzAwOjAwV9gWZgAAACV0RVh0ZGF0ZTptb2RpZnkAMjAyMC0xMS0wN1QxODowNzowMyswMDowMCaFrtoAAAA5dEVYdFNvZnR3YXJlAG1hdHBsb3RsaWIgdmVyc2lvbiAyLjIuNSwgaHR0cDovL21hdHBsb3RsaWIub3JnL0jPKKMAAAAASUVORK5CYII=', 'weight': 12}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 23444179
    {'hecke_orbit_code': 4504149584511088, 'n': 1, 'trace_an': 8}
  • id: 23444180
    {'hecke_orbit_code': 4504149584511088, 'n': 2, 'trace_an': 0}
  • id: 23444181
    {'hecke_orbit_code': 4504149584511088, 'n': 3, 'trace_an': 266}
  • id: 23444182
    {'hecke_orbit_code': 4504149584511088, 'n': 4, 'trace_an': 0}
  • id: 23444183
    {'hecke_orbit_code': 4504149584511088, 'n': 5, 'trace_an': 3808}
  • id: 23444184
    {'hecke_orbit_code': 4504149584511088, 'n': 6, 'trace_an': 0}
  • id: 23444185
    {'hecke_orbit_code': 4504149584511088, 'n': 7, 'trace_an': -110328}
  • id: 23444186
    {'hecke_orbit_code': 4504149584511088, 'n': 8, 'trace_an': 0}
  • id: 23444187
    {'hecke_orbit_code': 4504149584511088, 'n': 9, 'trace_an': -503848}
  • id: 23444188
    {'hecke_orbit_code': 4504149584511088, 'n': 10, 'trace_an': 0}
  • id: 23444189
    {'hecke_orbit_code': 4504149584511088, 'n': 11, 'trace_an': -920150}
  • id: 23444190
    {'hecke_orbit_code': 4504149584511088, 'n': 12, 'trace_an': 0}
  • id: 23444191
    {'hecke_orbit_code': 4504149584511088, 'n': 13, 'trace_an': 997472}
  • id: 23444192
    {'hecke_orbit_code': 4504149584511088, 'n': 14, 'trace_an': 0}
  • id: 23444193
    {'hecke_orbit_code': 4504149584511088, 'n': 15, 'trace_an': 500444}
  • id: 23444194
    {'hecke_orbit_code': 4504149584511088, 'n': 16, 'trace_an': 0}
  • id: 23444195
    {'hecke_orbit_code': 4504149584511088, 'n': 17, 'trace_an': 1333724}
  • id: 23444196
    {'hecke_orbit_code': 4504149584511088, 'n': 18, 'trace_an': 0}
  • id: 23444197
    {'hecke_orbit_code': 4504149584511088, 'n': 19, 'trace_an': 21551726}
  • id: 23444198
    {'hecke_orbit_code': 4504149584511088, 'n': 20, 'trace_an': 0}
  • id: 23444199
    {'hecke_orbit_code': 4504149584511088, 'n': 21, 'trace_an': -90442480}
  • id: 23444200
    {'hecke_orbit_code': 4504149584511088, 'n': 22, 'trace_an': 0}
  • id: 23444201
    {'hecke_orbit_code': 4504149584511088, 'n': 23, 'trace_an': -72510158}
  • id: 23444202
    {'hecke_orbit_code': 4504149584511088, 'n': 24, 'trace_an': 0}
  • id: 23444203
    {'hecke_orbit_code': 4504149584511088, 'n': 25, 'trace_an': -77154744}
  • id: 23444204
    {'hecke_orbit_code': 4504149584511088, 'n': 26, 'trace_an': 0}
  • id: 23444205
    {'hecke_orbit_code': 4504149584511088, 'n': 27, 'trace_an': -156683212}
  • id: 23444206
    {'hecke_orbit_code': 4504149584511088, 'n': 28, 'trace_an': 0}
  • id: 23444207
    {'hecke_orbit_code': 4504149584511088, 'n': 29, 'trace_an': 213575104}
  • id: 23444208
    {'hecke_orbit_code': 4504149584511088, 'n': 30, 'trace_an': 0}
  • id: 23444209
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  • id: 23444210
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  • id: 23444211
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  • id: 23444212
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  • id: 23444213
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  • id: 23444214
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  • id: 23444215
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  • id: 23444216
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  • id: 23444217
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  • id: 23444218
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  • id: 23444219
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  • id: 23444220
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  • id: 23444221
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  • id: 23444222
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  • id: 23444223
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  • id: 23444224
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  • id: 23444225
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  • id: 23444226
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  • id: 23444227
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  • id: 23444228
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  • id: 23444229
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  • id: 23444230
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  • id: 23444231
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  • id: 23444232
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  • id: 23444233
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  • id: 23444234
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  • id: 23444235
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  • id: 23444236
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  • id: 23444237
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  • id: 23444238
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  • id: 23444239
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  • id: 23444240
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  • id: 23444241
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  • id: 23444242
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  • id: 23444243
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  • id: 23444244
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  • id: 23444245
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  • id: 23444246
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  • id: 23444247
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  • id: 23444248
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  • id: 23444249
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  • id: 23444250
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  • id: 23444251
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  • id: 23444252
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  • id: 23444253
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  • id: 23444254
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  • id: 23444255
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  • id: 23444256
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  • id: 23444257
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  • id: 23444258
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  • id: 23444259
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  • id: 23444260
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  • id: 23444261
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  • id: 23444262
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  • id: 23444263
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  • id: 23444264
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  • id: 23444265
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  • id: 23444266
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  • id: 23444267
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  • id: 23444268
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  • id: 23444269
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  • id: 23444270
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  • id: 23444271
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  • id: 23444272
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  • id: 23444273
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  • id: 23444274
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  • id: 23444275
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  • id: 23444276
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  • id: 23444277
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  • id: 23444278
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  • id: 23444279
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  • id: 23444280
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  • id: 23444281
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  • id: 23444282
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  • id: 23444283
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  • id: 23444284
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  • id: 23444285
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  • id: 23444286
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  • id: 23444287
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  • id: 23444288
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  • id: 23444289
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  • id: 23444290
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  • id: 23444291
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  • id: 23444292
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  • id: 23444293
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  • id: 23444294
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  • id: 23444295
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  • id: 23444296
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  • id: 23444297
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  • id: 23444298
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  • id: 23444299
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  • id: 23444300
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  • id: 23444301
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  • id: 23444302
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  • id: 23444303
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  • id: 23444304
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  • id: 23444305
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  • id: 23444306
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  • id: 23444307
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  • id: 23444308
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  • id: 23444309
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  • id: 23444310
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  • id: 23444311
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  • id: 23444312
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  • id: 23444313
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  • id: 23444314
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  • id: 23444315
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  • id: 23444316
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  • id: 23444317
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  • id: 23444318
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  • id: 23444319
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  • id: 23444320
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  • id: 23444321
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  • id: 23444322
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  • id: 23444323
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  • id: 23444324
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  • id: 23444325
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  • id: 23444326
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  • id: 23444327
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  • id: 23444328
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  • id: 23444329
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  • id: 23444330
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  • id: 23444331
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  • id: 23444332
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  • id: 23444333
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  • id: 23444334
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  • id: 23444335
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  • id: 23444336
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  • id: 23444337
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  • id: 23444338
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  • id: 23444339
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  • id: 23444340
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  • id: 23444341
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  • id: 23444342
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  • id: 23444343
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  • id: 23444344
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  • id: 23444345
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  • id: 23444346
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  • id: 23444347
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  • id: 23444348
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  • id: 23444349
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  • id: 23444350
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  • id: 23444351
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  • id: 23444352
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  • id: 23444353
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  • id: 23444354
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  • id: 23444355
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  • id: 23444356
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  • id: 23444357
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  • id: 23444358
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  • id: 23444359
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  • id: 23444360
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  • id: 23444361
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  • id: 23444362
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  • id: 23444363
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  • id: 23444364
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  • id: 23444365
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  • id: 23444366
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  • id: 23444367
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  • id: 23444368
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  • id: 23444369
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  • id: 23444370
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  • id: 23444371
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  • id: 23444372
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  • id: 23444373
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  • id: 23444375
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  • id: 23444376
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  • id: 23444377
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  • id: 23444378
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  • id: 23444379
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  • id: 23444380
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  • id: 23444381
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  • id: 23444382
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  • id: 23444383
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  • id: 23444384
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  • id: 23444385
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  • id: 23444386
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  • id: 23444387
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  • id: 23444388
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  • id: 23444389
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  • id: 23444390
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  • id: 23444391
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  • id: 23444392
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  • id: 23444393
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  • id: 23444394
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  • id: 23444395
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  • id: 23444396
    {'hecke_orbit_code': 4504149584511088, 'n': 733, 'trace_an': -9845021375225344}
  • id: 23444397
    {'hecke_orbit_code': 4504149584511088, 'n': 739, 'trace_an': 3640851269021650}
  • id: 23444398
    {'hecke_orbit_code': 4504149584511088, 'n': 743, 'trace_an': 10321118875574112}
  • id: 23444399
    {'hecke_orbit_code': 4504149584511088, 'n': 751, 'trace_an': -8297174818170542}
  • id: 23444400
    {'hecke_orbit_code': 4504149584511088, 'n': 757, 'trace_an': 10038014587839296}
  • id: 23444401
    {'hecke_orbit_code': 4504149584511088, 'n': 761, 'trace_an': 13490756369227844}
  • id: 23444402
    {'hecke_orbit_code': 4504149584511088, 'n': 769, 'trace_an': -15522611578416096}
  • id: 23444403
    {'hecke_orbit_code': 4504149584511088, 'n': 773, 'trace_an': -1881324313738520}
  • id: 23444404
    {'hecke_orbit_code': 4504149584511088, 'n': 787, 'trace_an': 8473391286776122}
  • id: 23444405
    {'hecke_orbit_code': 4504149584511088, 'n': 797, 'trace_an': 29118471694889472}
  • id: 23444406
    {'hecke_orbit_code': 4504149584511088, 'n': 809, 'trace_an': -20223546002774708}
  • id: 23444407
    {'hecke_orbit_code': 4504149584511088, 'n': 811, 'trace_an': -42469304917278624}
  • id: 23444408
    {'hecke_orbit_code': 4504149584511088, 'n': 821, 'trace_an': -12809821186511872}
  • id: 23444409
    {'hecke_orbit_code': 4504149584511088, 'n': 823, 'trace_an': -5699734410147762}
  • id: 23444410
    {'hecke_orbit_code': 4504149584511088, 'n': 827, 'trace_an': 75199202070616800}
  • id: 23444411
    {'hecke_orbit_code': 4504149584511088, 'n': 829, 'trace_an': -11759879907779136}
  • id: 23444412
    {'hecke_orbit_code': 4504149584511088, 'n': 839, 'trace_an': -57017398666781504}
  • id: 23444413
    {'hecke_orbit_code': 4504149584511088, 'n': 841, 'trace_an': 61093027487644152}
  • id: 23444414
    {'hecke_orbit_code': 4504149584511088, 'n': 853, 'trace_an': -36001305967001312}
  • id: 23444415
    {'hecke_orbit_code': 4504149584511088, 'n': 857, 'trace_an': -792485665866468}
  • id: 23444416
    {'hecke_orbit_code': 4504149584511088, 'n': 859, 'trace_an': 34418053988302838}
  • id: 23444417
    {'hecke_orbit_code': 4504149584511088, 'n': 863, 'trace_an': -13746818311740982}
  • id: 23444418
    {'hecke_orbit_code': 4504149584511088, 'n': 877, 'trace_an': -28579547476107864}
  • id: 23444419
    {'hecke_orbit_code': 4504149584511088, 'n': 881, 'trace_an': -42504055297942896}
  • id: 23444420
    {'hecke_orbit_code': 4504149584511088, 'n': 883, 'trace_an': -114406518820180096}
  • id: 23444421
    {'hecke_orbit_code': 4504149584511088, 'n': 887, 'trace_an': -8871110300441718}
  • id: 23444422
    {'hecke_orbit_code': 4504149584511088, 'n': 907, 'trace_an': 659232653109970}
  • id: 23444423
    {'hecke_orbit_code': 4504149584511088, 'n': 911, 'trace_an': 61800128194387584}
  • id: 23444424
    {'hecke_orbit_code': 4504149584511088, 'n': 919, 'trace_an': -51893278560128838}
  • id: 23444425
    {'hecke_orbit_code': 4504149584511088, 'n': 929, 'trace_an': 49678687032865044}
  • id: 23444426
    {'hecke_orbit_code': 4504149584511088, 'n': 937, 'trace_an': -195631829387086064}
  • id: 23444427
    {'hecke_orbit_code': 4504149584511088, 'n': 941, 'trace_an': 54348091827307432}
  • id: 23444428
    {'hecke_orbit_code': 4504149584511088, 'n': 947, 'trace_an': 17829182453502566}
  • id: 23444429
    {'hecke_orbit_code': 4504149584511088, 'n': 953, 'trace_an': -16135489398841216}
  • id: 23444430
    {'hecke_orbit_code': 4504149584511088, 'n': 961, 'trace_an': 46486938273652592}
  • id: 23444431
    {'hecke_orbit_code': 4504149584511088, 'n': 967, 'trace_an': -60294557018958112}
  • id: 23444432
    {'hecke_orbit_code': 4504149584511088, 'n': 971, 'trace_an': -44872679048372658}
  • id: 23444433
    {'hecke_orbit_code': 4504149584511088, 'n': 977, 'trace_an': -367885155715764}
  • id: 23444434
    {'hecke_orbit_code': 4504149584511088, 'n': 983, 'trace_an': 61380080952049398}
  • id: 23444435
    {'hecke_orbit_code': 4504149584511088, 'n': 991, 'trace_an': -24739898215833418}
  • id: 23444436
    {'hecke_orbit_code': 4504149584511088, 'n': 997, 'trace_an': -58338400402208192}