Newform data - 208.10.a.m

Formats: - HTML - YAML - JSON - 2025-09-05T13:14:26.883365

• 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': 20800, 'analytic_conductor': 107.1274539220856, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [13, -1]], 'atkin_lehner_string': '+-', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': False, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [208, 1, [79, 53, 145], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 8, 'field_disc': 3613815187269817663017381311533076685388189736, 'field_disc_factorization': [[2, 3], [83, 1], [827, 1], [9349, 1], [16079431, 1], [419909261, 1], [104256000557960475443, 1]], 'field_poly': [1558753465556664, 60107523849756, -44131402568826, 598076469, 5213582205, -24398, -135356, -3, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': -1, 'has_non_self_twist': 0, 'hecke_cutters': [[3, [-11111737226899392, -1407962401337808, -34177629196692, 360203815197, 4560292185, -14336666, -126662, 141, 1]]], 'hecke_orbit': 13, 'hecke_orbit_code': 54043195696218320, 'hecke_ring_generator_nbound': 7, 'hecke_ring_index': 301989888, 'hecke_ring_index_factorization': [[2, 25], [3, 2]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': True, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '208.10.a.m', 'level': 208, '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, 13], 'level_radical': 26, 'minimal_twist': '104.10.a.d', 'prim_orbit_index': 1, 'qexp_display': 'q+(-18+\\beta _{1})q^{3}+(2^{8}+2\\beta _{1}+\\beta _{3}+\\cdots)q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 8, 'rm_discs': [], 'sato_tate_group': '9.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '208.10.a', 'trace_display': [0, -141, 2051, 2417], 'trace_hash': 2010799148228080850, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '7.431', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '154.879', 'prec': 24}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '5010.666', 'prec': 27}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 'traces': [8, 0, -141, 0, 2051, 0, 2417, 0, 115741, 0, 53118, 0, 228488, 0, 464555, 0, 433095, 0, 434954, 0, 906875, 0, 1124296, 0, 5966065, 0, -7820643, 0, -1913432, 0, -5220148, 0, -1626882, 0, -950707, 0, -419409, 0, -4027101, 0, 12148046, 0, -32143187, 0, 18893544, 0, -57898411, 0, 104302637, 0, -198521477, 0, 273106866, 0, -141214662, 0, 253032058, 0, -50734502, 0, 139520018, 0, 20344158, 0, 58578611, 0, -528144786, 0, 483506576, 0, -334814973, 0, 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• mf_hecke_nf •

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

  
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-313707493858, 16386265062, 2141294266, -10300290106], [533834533807202, -478041551308, -13219605240, -128161802140, -214739537780, -32596818660, -6498864840, -26976847040], [-1429503522738187, 2927491710891, -12521058171, -438988453357, -346355912786, -22348583259, 15535576168, 19171639449], [44403625518053, 6895223218804, -52339009764, 504410324145, -137541683393, 1357863181, 5212163268, 42510095035], [931946972928338, 347936693141, 39016596108, -133233343561, -119762056247, -17000210056, -20947493478, -1307173523], [-2074251380842783, -2711025963338, -12404843868, 854769848844, 74497145227, -13059211158, 6174901956, -18359010488], [1245634382391296, 8807305117001, 26978987184, 1410056841436, -19757749794, -15659374747, 15247174944, -22411737667], [136735449796987, -1396290394476, -22768755432, 226546473097, 67880233204, -34373265878, -2892327354, 41093680231], [1339118169240701, -3021622873510, -37638765483, -127612034544, 82247064344, 9158402058, -15135256476, -30988525462], [-474501965304521, -2106661909195, 687230496, 300917078754, -88914875614, -32695859448, -27772943229, -55862037058], [-578736156755513, -1488175807497, -61846169181, 659736496539, 118155600934, -1414409823, -16461927544, 13839777397], [1963008472483765, -6932400403287, 23473930209, -21312366217, 231197247378, -12224353973, 2507852456, -17200421641], [245513695199166, 550179126340, 4098112956, -711193769392, 289371001900, 31075907636, 22612662308, 20620468404], [-406710314244287, 5104452535290, -49952602308, 47586998912, 210183914465, 7530154268, 22107383004, 19661911196], [-139914315331576, -1521611768304, -69032274966, 484113410332, -66876875252, 19672674920, 3270141120, 46863197196], [-260953357009856, -6150025542008, 70677268716, 308888918993, -31146575664, 34125062494, 25909717632, -4809580846], [-1645296605551816, 1243512766264, -58802576148, 165229396686, 687289718, 9491589306, 24557067878, -55665894002], [546924587641548, 11997992898810, -65028237144, 321461238967, 182322277832, 34667749636, 2508999968, -15620901684], [-395173886502912, -8540337887874, 19674723870, -606986400710, -12581714472, -42583457378, -8432155304, 32136313910], [2389287344464725, -930248678257, -53187621600, -677225620533, 43982442300, 15111077756, -6829226302, 19897803421], [-9993981674491, -2950044835062, -32205274584, 614064888665, -36594563421, -26931024019, 12019533548, 2014933615], [-277765554617450, -408252866097, 6701772942, 1164875215316, 3729621458, -21978261709, -27611348112, -41173777237], [986597316481609, 4708387019244, 38653168887, 316743204021, 332867728176, 36381435866, 922377948, -16377815182], [-1986628371753022, 1546117027233, -35076965664, -576157250883, -283024613415, -33135801642, -22029364386, 3598939451], [-754507819665900, 8953152740353, -22263678036, 19036789878, 57584533476, -4841987996, -14807175428, 53787799174], [232794334586143, -4649755831450, 43125670455, -1442423230454, -96755062752, -39752566702, 33891832224, 51443710678], [-704127212581928, 5232769406778, -52830336750, -1412545409378, -129424129204, 20081915346, 22134354188, -1171996974], [-994270100727341, -1668339518700, 16079236368, -181754535541, -395591116538, 13662018146, 4098086638, 35161132237], [1358653309509278, -4672061356848, 94010550624, -604988595060, 222168532832, -8715792538, 20580409576, -20661924060], [1101857179015934, 8227011194208, 16342010184, -738571335244, 342382832100, 43600762348, -14348583496, -19066307052], [-1958574832477068, 3243705800692, -71977901604, 203289781412, -192847095826, -3738790862, 16605488404, 51283215576], [-1319446362019268, 11204900480106, 33867989190, 607302976498, 319623673596, -25152734550, 1652857540, -31550863406], [-220123853170560, 4083650663180, -16670213142, 116906344150, 166272461944, 38731733056, 8508966008, -48665242560], [1474344360875276, -12415577314555, 72121821600, -777148941353, -329331130973, -5018529345, -57806841685, -27405649639], [-1290593577929098, 8682433592761, 20752073556, 615098290335, 20151440407, -15151470594, -9729415842, 24343507325], [-360841772377086, 7640335864362, -31124805348, -285772696776, 53774582488, 28416620034, -12645393928, -64715916338], [183254977255390, -14583583434764, 15693220632, -513511448376, -275393039232, -8129309020, -51506756480, -49768376148], [-3420849307122424, -6801676129589, -39527948916, 199781184150, 70114523782, 14107771822, 4084143036, 61568958230], [414715155442892, -5670081315410, -144863838726, -1126821311058, -35154364144, -8248111266, -24831678688, 50235474606], [1973024419781645, -11957690221523, -53596527552, -679886208283, -66926265962, 14025228496, 6296418338, 38433906131], [1457972317236234, -1546487798719, 51706633932, -341213262864, -195629316825, 117637741697, 8146035146, 16024264868]], 'char_orbit_index': 1, 'field_poly': [1558753465556664, 60107523849756, -44131402568826, 598076469, 5213582205, -24398, -135356, -3, 1], 'hecke_orbit_code': 54043195696218320, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1, 1, 65409994973554708417200, 25157690374444118622000, 109016658289257847362000, 40881246858471692760750, 327049974867773542086000], 'hecke_ring_inverse_denominators': [1, 1, 1, 1, 1, 1, 1, 1], 'hecke_ring_inverse_numerators': [[1, 0, 0, 0, 0, 0, 0, 0], [0, 1, 0, 0, 0, 0, 0, 0], [33839, 4, 1, 0, 0, 0, 0, 0], [139767, 58466, 14, 626, 98, -52, -1, 38], [1973949600, 761899, 68702, 65058, 50474, -261, -8, 259], [24916443019, 3676605150, 1677972, 56382289, 13555057, -4357988, -805649, 2524897], [123939846558045, 91339511502, 4489051199, 6390668548, 5408963204, -163821986, -176233428, -8383266], [2991057056969063, 237203011360034, 168763008910, 4351742591096, 1343743782168, -321123017632, -103564344341, 141881037808]], 'hecke_ring_numerators': [[1, 0, 0, 0, 0, 0, 0, 0], [0, 1, 0, 0, 0, 0, 0, 0], [-33839, -4, 1, 0, 0, 0, 0, 0], [25171873882561838510431704, 16984478171516176633383180, -38633733783377335154142, -1978975850824891444347, 3075474092645384840, 43606952374955798, -39044211581394, -253915866823], [164157322886542727743525524, -8421975206264412446491260, -16412918673655690975647, 970558562520558500148, -936624278573222210, -21645710670467672, 18240898422141, 128047192432], [301796847905241257012257164, 920829405167636301889782336, -261345093685128067302693, -102527567025158164565919, -3827971026661375066, 2677358148043976414, 193965141915267, -20167518840415], [2183292927255433174954289946, -351483117751082695028206500, -576124374229498514487753, 40919206889539567545237, 25704280413317710870, -1071531612430390298, -294583135275621, 8045120983423], [-3003945246374967062553055788, 2086913499159241514096780112, 2417792523035358240292437, -273215632144996444689945, -232223784629747428342, 7899539280420562226, 3338720387277165, -64477563979993]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 8, 'label': '208.10.a.m', 'level': 208, 'maxp': 2999, 'weight': 10}
• 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

  
  {'ALdims': [13, 14, 14, 13], 'ALdims_eis_new': [0, 0, 0, 0], 'ALdims_eis_old': [3, 3, 3, 3], 'ALdims_old': [47, 48, 49, 48], 'Nk2': 20800, 'analytic_conductor': 107.1274539220856, 'char_conductor': 1, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [208, 1, [79, 53, 145], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 246, 'dim': 54, 'eis_dim': 12, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 167772368, 'hecke_orbit_dims': [1, 1, 1, 3, 3, 4, 4, 5, 5, 6, 6, 7, 8], 'label': '208.10.a', 'level': 208, '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, 13], 'level_radical': 26, 'mf_dim': 258, 'mf_new_dim': 54, 'num_forms': 13, 'plus_dim': 26, 'prim_orbit_index': 1, 'relative_dim': 54, 'sturm_bound': 280, 'trace_bound': 3, 'trace_display': [0, 0, 0, -4802], 'traces': [54, 0, 0, 0, 0, 0, -4802, 0, 382034, 0, 21986, 0, 0, 0, -81528, 0, -242212, 0, 1262814, 0, 634168, 0, -1020280, 0, 21856302, 0, -527028, 0, -4511232, 0, -11885838, 0, 7018680, 0, 41639040, 0, -1214776, 0, -9253764, 0, -4071260, 0, 45987380, 0, -13805000, 0, -224367370, 0, 269172846, 0, 207371428, 0, 64563556, 0, -144893436, 0, 89709312, 0, 218112498, 0, 145215404, 0, -559687034, 0, 0, 0, 218286534, 0, -72690488, 0, -614785734, 0, 111758796, 0, -702852148, 0, -321924380, 0, 994007268, 0, 3011851446, 0, -1915074314, 0, -40098816, 0, 403827080, 0, -842440028, 0, 411449766, 0, 1205123184, 0, 4493399076, 0, 335423196, 0, -3586752702, 0, 1121944788, 0, 968885544, 0, 1599068, 0, -6443751380, 0, 1212488648, 0, -1380275864, 0, 2297951048, 0, -3009916536, 0, 0, 0, -3269357132, 0, 4559827042, 0, 10056842888, 0, 4073037144, 0, 4811241072, 0, 5282829420, 0, 3504360984, 0, -14499154732, 0, 294653008, 0, -13297594060, 0, -4598635536, 0, 8188914232, 0, -4181616010, 0, 13118785904, 0, 34750469276, 0, -20286121896, 0, -594564186, 0, -24121253376, 0, 29031105556, 0, 19209543736, 0, -10919659616, 0, 22186671176, 0, 41919813954, 0, -37232029472, 0, 4710863398, 0, 44049458934, 0, 30435111894, 0, 35481443212, 0, -17091851774, 0, 17167253680, 0, 20110959924, 0, -62822289096, 0, 39903147336, 0, -48462393140, 0, -2851296124, 0, 90955571880, 0, 108763308660, 0, 50747735628, 0, 17350807500, 0, -32574027800, 0, 11970888744, 0, -89974025656, 0, -75905195292, 0, 96546660864, 0, 52238387536, 0, 102832532812, 0, -139338532000, 0, -111902075080, 0, 77893413456, 0, -95507543748, 0, -193991131800, 0, 19436902940, 0, 29396421970, 0, 191413238150, 0, 19788050438, 0, -117225803552, 0, 80833968752, 0, -34336632392, 0, -166961389488, 0, -4466640152, 0, -203796649382, 0, 272622892876, 0, -206183014084, 0, -61963827088, 0, -22332588486, 0, 60949930200, 0, 68891256888, 0, 216701416448, 0, -490029325728, 0, 12082095176, 0, 258410540240, 0, -160234370560, 0, -521157811940, 0, 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• mf_twists_nf •

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

  
  
  • id: 172796
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 8, 'source_hecke_orbit': 13, 'source_is_minimal': False, 'source_label': '208.10.a.m', 'source_level': 208, 'target_char_orbit': 1, 'target_dim': 8, 'target_hecke_orbit': 4, 'target_is_minimal': True, 'target_label': '104.10.a.d', 'target_level': 104, 'twist_class_label': '104.10.a.d', 'twist_class_level': 104, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 10}
  • id: 172797
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 8, 'source_hecke_orbit': 13, 'source_is_minimal': False, 'source_label': '208.10.a.m', 'source_level': 208, 'target_char_orbit': 1, 'target_dim': 8, 'target_hecke_orbit': 13, 'target_is_minimal': False, 'target_label': '208.10.a.m', 'target_level': 208, 'twist_class_label': '104.10.a.d', 'twist_class_level': 104, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 10}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 516200
    {'charpoly_factorization': [[[0, 1], 8]], 'hecke_orbit_code': 54043195696218320, 'p': 2}
  • id: 516201
    {'charpoly_factorization': [[[-11111737226899392, -1407962401337808, -34177629196692, 360203815197, 4560292185, -14336666, -126662, 141, 1], 1]], 'hecke_orbit_code': 54043195696218320, 'p': 3}
  • id: 516202
    {'charpoly_factorization': [[[-3230946362509093968245000, 11900739519777929399500, 927132791787628150, -32884360449867855, 10700143708713, 19757275638, -8692232, -2051, 1], 1]], 'hecke_orbit_code': 54043195696218320, 'p': 5}
  • id: 516203
    {'charpoly_factorization': [[[1652936685552226492545517385856, 67384985941011749226185648, -261987452607975535990192, -10377234750544861857, 12811547397002417, 367010289698, -210644802, -2417, 1], 1]], 'hecke_orbit_code': 54043195696218320, 'p': 7}
  • id: 516204
    {'charpoly_factorization': [[[-139491931618590176523467757631463424, 62767732183531885576884968325120, -2674045393279349862174925696, -241063722470743266116064, 7050225419473042128, 226624880583280, -5193417984, -53118, 1], 1]], 'hecke_orbit_code': 54043195696218320, 'p': 11}
  • id: 516205
    {'charpoly_factorization': [[[-28561, 1], 8]], 'hecke_orbit_code': 54043195696218320, 'p': 13}
  • id: 516206
    {'charpoly_factorization': [[[24415028531555610258838731030382457482270376, 196772615574715559713764035813757327420, -2126691592313810910151503521987798, -9072312696771799197171972547, 46440498914688304974177, 117419356598493694, -363872046052, -433095, 1], 1]], 'hecke_orbit_code': 54043195696218320, 'p': 17}
  • id: 516207
    {'charpoly_factorization': [[[539635449555975434703308013718534526252883968, 5659207059968033389871225947223610687488, -54392417012760534846696577228325248, -96168359797630732775253957280, 517646918036760958578128, 423646021447162064, -1326013394144, -434954, 1], 1]], 'hecke_orbit_code': 54043195696218320, 'p': 19}
  • id: 516208
    {'charpoly_factorization': [[[5447758329713318286755859081960754616989579739136, 11383225040641725175117386476113915635826688, -23970925250028160256717580729766117376, -16216947940342219638966508486656, 23478563767741118640246784, 7606897055944027136, -8361415666560, -1124296, 1], 1]], 'hecke_orbit_code': 54043195696218320, 'p': 23}
  • id: 516209
    {'charpoly_factorization': [[[52158721008601751845135243690458887938496891621184768, -25137142147633516710959133310874768225717784064, -21480462099906709676900325190624310380544, 2990033658407527245793099463339136, 2182126760824287069815018528, -123412284220128290720, -82301618538720, 1913432, 1], 1]], 'hecke_orbit_code': 54043195696218320, 'p': 29}
  • id: 516210
    {'charpoly_factorization': [[[-129944458314099560294490235181736664658704452825120768, -22826597110808204755011362876680099057024581632, 106496478450594642009281998479284460728320, 55764172052681538158760548212349952, 5472708536643089991168159488, -1093239833574395882944, -162883117699440, 5220148, 1], 1]], 'hecke_orbit_code': 54043195696218320, 'p': 31}
  • id: 516211
    {'charpoly_factorization': [[[-834614254720462373908403963425064099819926066852954600, -2096430718681170550769709732143025722429735032260, -1404141148842157429465732048799431019102066, -44376101574004037874283373664248411, 77294928192000701923697161641, 486557009406353414174, -560936906390176, 419409, 1], 1]], 'hecke_orbit_code': 54043195696218320, 'p': 37}
  • id: 516212
    {'charpoly_factorization': [[[38420654062833830666519532835629251576305221472138297344, -41067238811979523026669937642049460990814188863488, 15694238770395627917305969354846783479332864, -2416680001724925690485769011185893888, 67219838670289621582877882752, 16221170597304650284888, -1040350121378868, -12148046, 1], 1]], 'hecke_orbit_code': 54043195696218320, 'p': 41}
  • id: 516213
    {'charpoly_factorization': [[[-2194584559290290780680469642632041270350009815444018988736, -1753799494270926643586206375982790030411714158274544, -6463572072387680160034233608336263097411636, 24620570706334259219644424247190390179, 827109136721221482144089541945, -53325632166172188512838, -1891130822288646, 32143187, 1], 1]], 'hecke_orbit_code': 54043195696218320, 'p': 43}
  • id: 516214
    {'charpoly_factorization': [[[-2407696156297736895449548991710243797314352211631855964672, -646135544069728007990006310353750897831835720504656, 552262786059350062563342172859610512644186744, 78639189475447944131371036509457839243, 1018604942755420852142044777169, -161517045531838976669926, -2708533348397898, 57898411, 1], 1]], 'hecke_orbit_code': 54043195696218320, 'p': 47}
  • id: 516215
    {'charpoly_factorization': [[[45318965387520737119957880117028605245512415726521994469965824, -6000227108023849732305194768257500174210372543112151040, 158521302610065206040268989227436363990886400000, 5255424546877329468119137046524332655104, -222602033053254082209619845308544, 1782384763520667177640616, 15461142199884108, -273106866, 1], 1]], 'hecke_orbit_code': 54043195696218320, 'p': 53}
  • id: 516216
    {'charpoly_factorization': [[[15105714072270902582505705749697261583032205424377862112731136, -856860602362718463123644857754222039429038757183270912, -87742915305509215806733350859106770065294969472, 1830831321097959375253982833011147777120, 105205097057197635496481607773776, -683240727412719697424560, -20265964862827632, 50734502, 1], 1]], 'hecke_orbit_code': 54043195696218320, 'p': 59}
  • id: 516217
    {'charpoly_factorization': [[[242864926279901046608294524736205838347010589020102041210454016, 2160453683009001242140331458373750752389061640099201024, -811419033596705765562498970504358193109919666176, -8871273565876419090479524288951977222656, 303002814406459324585661170192192, 2417802618620532476764264, -31710825717597956, -139520018, 1], 1]], 'hecke_orbit_code': 54043195696218320, 'p': 61}
  • id: 516218
    {'charpoly_factorization': [[[-1026390145977935545484059030065593126562546899826047245488936820736, -7006524453088437755338225642794224154002293961023234166784, 119182163431735971581145104607209817009746219004800, 934524125071701081841334056455141071082272, -3666366495766381102905501694858416, -39307328742406454995790864, -2745798962701456, 528144786, 1], 1]], 'hecke_orbit_code': 54043195696218320, 'p': 67}
  • id: 516219
    {'charpoly_factorization': [[[-52249234762093388643223849139510781603420142139182438657215124608, -2964628594329798219839260635979611415867715173885155251184, -4045473212900787113598207916859305505391748523136, 446192369181945943245312551258257295367741, 1264407473215472370938134944370785, -21557973024084812681734218, -66388198788126306, 334814973, 1], 1]], 'hecke_orbit_code': 54043195696218320, 'p': 71}
  • id: 516220
    {'charpoly_factorization': [[[144004225653271077600076578635784433434894453129980514120479802624, 1761523447264436320696817557919107386415563261230443740672, -148074944604605980425863526503584174460560682628096, -2681646099972636393253927248135454036778112, 164882191780907502321266704880928, 85787194766847039065448096, -76145810093503520, -630864344, 1], 1]], 'hecke_orbit_code': 54043195696218320, 'p': 73}
  • id: 516221
    {'charpoly_factorization': [[[-43013889068399869456049786050053968215448042805917758488308889944064, -419264681772681116829258636461097712614651521074519504584704, 2852805659117056239491107689373200080308054659432448, 22211657950979973866962541149084750122024960, -36963869271692884679871591690973184, -336032332510721620861038080, -219885366439224384, 865037608, 1], 1]], 'hecke_orbit_code': 54043195696218320, 'p': 79}
  • id: 516222
    {'charpoly_factorization': [[[-108279715815884006370564098737882368121403562964291201586705989632, -20537119261812516619421239209898024754715491417230435352576, -400697727735503847473430415360885413051990084227072, -1863571151489389795133346843001769157550080, 15226850927274853076450730305707776, 198540375190397785439639808, 830923088022075984, 1520229952, 1], 1]], 'hecke_orbit_code': 54043195696218320, 'p': 83}
  • id: 516223
    {'charpoly_factorization': [[[-277637377399074554407182690866606354340351396327341926303029721440000, 10576194423383154665378669586402366553539815833789709599616000, 201091193470156443366269989525422062002499712647929600, -1028063125515067523436096213311746147121744640, 761239852906573478876516981423423072, 1907617482426850297134260032, -1958175987873165072, -894700240, 1], 1]], 'hecke_orbit_code': 54043195696218320, 'p': 89}
  • id: 516224
    {'charpoly_factorization': [[[-13384285969378052290856955391761170865720249153591582929214806150528256, 141468043153108008457131616161774468958279088034512225086396672, 78372649616674155301964653872807803659284027067571584, -1336519388318368707007205976498350514393426624, 737494124252159882932688647428461760, 2778300600042484190445116592, -2397168585577423896, -980232164, 1], 1]], 'hecke_orbit_code': 54043195696218320, 'p': 97}
• mf_newform_portraits •

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

  
  {'char_orbit_index': 1, 'hecke_orbit': 13, 'label': '208.10.a.m', 'level': 208, 'portrait': 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O0b2lQrIUJaokjQ6JRZbPiMVQSe9Jhd8Dl+XnD6QsKZ5YSg3OHNN7V51y0QyFGOzNQ5M6+YW0yZX3bgPr5kufHKRX7pw6tsHhtlZnacuaUK8yuapYak3TEkScrSGmycmuOma0rEYp+xcvcnhaz9DDZufvhD3/dGQ+LP9fhLDfCT59bYtcmj2Up/5fz5o3c8/8wX5csnmnfodFU/9FLIT74r5PJt05w8X6bRkqy1YKWZstqIWWqkXFiFE8uOyf/5jy5z82UVzs6PM7tQZXZJM79subCUcG4xZaGVMDre401Xt7l1H/iyTKAC5ldKzC1pLqwIOiEkiaHkG6qllLGRBAPMXEhotmHHBo9qOcRaAcKn3TVs3xiyvKbBOimy1oYwAYtlpRGxZdqj1VUIZREmpF7y2L6px1pHMDOrSY1moi6plQSBB0ki6ISSCyuSuWXL/GpCEPTAS7jtijZ3XCmYqpdZXq1zdj5gdgnmlxLmVxLOr8CJZcuNVyzxL350lY2jdc5cGOfCcpnFVZ+lNclKM6XZiml2Uk7OCfZeusSPv6PLlx+f5JKd1WRmYfqpD37/u8ye3Zc+1W4H/3jjxgZCTL3RUPm2j7+0GvzpJ/6Ia666hR/5Gz/3y48+8Y1/8OhjD1/SbM7vXG2E8qq9S7zzlmXedLUhTQKslUDxEAhh0cLiS5hdLvPsccnVe1bYt61HpQSelviewvc11bKk4kk6bY8jp0s8/KLPzEJIM4k5cjZkw8QK737TKldf0uLGfQ1OLyUsdQSVoMfJWUujWeWq3ZK1Xsqh04paRfPaDFy62dKLUnqpj9YxYzU4fDZA6RRPJmgPuqHk5n0duh3J1ZekNLspM7M1dm1UVCsRa6FlerTDarvJJx+B/adSXj7VY8fmZa7Z22RsPOKdt7X4gbstezbWSONRTp0f4cQ5j7MXDOcWYs4tpJxYEJxZi7n2skX++Y+22DA6ytkL48wvV1hc81luSFabKY1WzForZaVhWWjDC6cVJ86HREnCaEnJZmdtZ2P5xC5h127Zc8mGsudt/PqffOqP+dQnP/1GQ+Z1H38pGfzhh77Ijs23qYMnvvC/zs+v/v8//8hJtX1Tg7uv7bL/mM9DL3T5P/72AjdeVmJ2YZLFlTrLjRIrDY+Vpma1BauNlNVmwkorYakBZ1cFutzj9itX+ODdEbumq6y16yyslFlc8VlqCFYahuWGYbVlaHYNzdDS6SVM1GO2bzCAIPAs5xY8hAzYMa3YtdmyebrD/GrIgWM1brjUUimv8urxcWrViCjymBgzdHtw+fYef/TIKHu3JYShZXJEEqddaqWA1073KHtVrrss4eWTEfPLPlsmAnZtgu0bI5SKObcEvmcRwrJjQ8JYTdLqBrQ7Hs2Ox0pTsbIGyw3DSiN1q1gDlnsp27e0+eA9S9y+T1Py6swt1VlaLbG0plluCtYahrVWzGorZa1tWW7BuaZkfiXktsvn+MjPrvHg01t54bjiTVekXLO7xGzjynRqavyXy/pd/6KXPJu+7/vf80ZD56LHXyqAz597lbF6qfzIs2e3N1eOfuDAwbP/stM6TxyX+frLKePjDU5eEMzMKm7et8Kv/U+rXLO7wsLKGEurVVZbJVaaHqtNzWoTGi3DWithtZWw0rTMNwSzbQuizfvubPDOmw27N5WIogqrjRJrbZ9GS7HaFrQ6gl5oiRJLmoKSlsCDcmAZrVumx2O01+PEXMQrxwNMUuXtt0Rob40XDo2wcxN85dmEO68KWGh0KWlFksaMj0ESe2gvYXm5wpuub/KVp2vs2gTPHwvxqPC2mw2J6PLKiZRT50po6bNhTDNWFZQDge8LlIDEQBRbehG0Opa1tqHVMax1DMttSzdN2bG1wztvbfC+OyIwNZbXRlhYKbOck0ED1lopjXbCWgbulTbMtRQLzYSbLrvAv/6fFrjxMsHx8wGn50pMVMd55PkxOlGLS3ZtJbTb/8k9d1z+p+10zxlMp3vjtZe+0VDqP/7SAHz/KwdBb/S99NWfOHj4+G88/dx+cd2eVWnNCMfO+Lx2MuT4HCx2BGuRZa0TcctlC3zkp1a5/pISi2ujLK9VWW0GrLV8VluatZag0bI02ilrrYRG27Datiy0BHMNw9hoh7fc2OK2fQk7NijqZY9mq0TgSUARJRJjBMZCpwcIw1itx7HzFmMjvvZ8lbBT5pItPrdf3SE2azz24ijXXepx7EKbxmqdW6/u8PUXAjaMWw7NWP72e5scOh2wYVzy8IuK2y9XrHSanDw7znWXRTz2SpckrHDbFT57tvXoJm0eekFBKjhxTlOvaLSATldirCA1ljgBpEH7hkbbUq3FbNsUcsflHd5yQ8JEtcT8ygjLa2VWm+7crDYFjTY0WgmNdkKjndLoWFY6kgstwWIr4da9C/zyTy9y3W6f1VaNTq/MWrPCiXM1XjmuOH4uJCTirutKZueuG+zW7ft+9vab9/3B4vx8NL1x3xsNKeAvCcBN2pUmbb/71Zc+f8mLh/nI4twjXrdTx9g2l271OXpmlJm5mPmVhJUWrHYFi13JfDPhtssX+JWfWuSGPT5rzREWV2s02iXWWj5rbU2jpWh0oNW2NDsJzXZKu2todCyLbcFiG+I05JpLu2wcT2l3LO+4NWTnRkOSSrS0RDE8eqDEmYUSm8YSXj1RAlNh31bF9XsNQanDC8c6LC5VuXJnlfroKk+/7HHTpSWWO2usrtbZuNHy7CHFD9/X5rlDmq3THkvtBqsr41x/eYenX00ZL49y5SVtFhoNnj04SllXuXGv5bLtPZBtDpwSTI/HzC/GPHbAoxcrpITUWHZuinjLrRGttmLzmOH6SyGKKqw0Kqw0AtbaHs2OotGWNNvQ7KQ02ymtTkqzY1jrWFa6kvNNQaMbcvtli/xvP7XKjZf6LKyO0GhXaLZKLDcC5pZ9Tp23nJhrc+n2lLDn0eg1ed/b74tfPlP6X37iQ99zfKxe+VLJ980bja03HOA2iYji5Me//tiT//bgoYfGVxa7rLY7XH+Z4uSZKmEEQii3hDYTGh1DsytodAWLPclcM+Xmvcu89/YVPnRfwmilyoXlOqvNMs22T6Pt0exoWh1JswvtjqXTS2l3U7qhoRtaWj1YaQvaPUuUGCbHEoLAAgJfWbQUdLoKgcfkiGbnRsGezZbtWzqEaYsHn1McPl7jrTcE3HrtKh970OCLMd57T4cvPp2wZbTO1s0dHnmhzPfeHvHwftg1VWLThhUeeKLCe+/08IIlPvpAnTuuqPDmW5ocmOnxjWc1UVhl5waf3ZsFOzalTI1FSBnT7qUoZdDKApZKYJkahSj2aHV8Vlse7Z6m01W0e5J2F9o9S7tjaHdTWt2UdtfS7FrWurDYkcyvWiojTX7k/kW+7/aQa/aUWF6r02iXabYDGm2PtZbHalOx2hJImRJFKccudLn+sphmo0Jtosz3vOUdK1u23fb3pdQfnRgP3lB8vaGl+pm5BmcWe3/j4CuP/spLzz05/uQra1y5UzK/VOa5FPZs1Kw0JHFi8LSkUpJYCwKDEhatLL6UvHxsipeOVjk2u8B772hzxxU9Rmt1VhoVqs0S9a5Pu6NpZRe729N0Qk0vtPQiQxRb4tiSpO6IEh9rQCqBpwUlXzBaE4zVYOOkYeuGDpNjDb76Ajz+koc0I7z1Bo9r97V48mBM1Ktz+7WCRrfLwnKV2y4zTI52KOuAXqJYbMYoI7j2Mk2lFvLikRJ3XT/Crde0ePGIAjvCDVf4/OS7Vvj6/oiHn6ty6EyJ7VOKjeNlxmoVRmpQDsDTFiXBWDh0SpCmgjgRRAmEMe47hu5m7oWGTs/QCQ3tLjRDWGxLFloQmh73X7fCu+9o8NfebEiSOheWqjQ7JVodn1bH65+/KBYIAVGkWGlabroMpsdqdDspW2oLfOlLD42/5a3Nf33LLfdpa9d+V4jR/+8B3MZroNVPfunLT/3KVx/5yvTbbmziy0nmlgVbJgQg6IWSUgBSSiwWa11WU0hQygHcU4ayJ1jqlPnEI1v5xktN7rxqjQ/fv8ZVu9pMjFZYXqvQ6gZ0ul4GbOWOSBDGkjgRJIlb6q11n09Ji9ZQ8qFSNozXYrZMd0hoc+x8zCcfK3HybJXRoMxNV2huu7rJs0cbfO1bdW65tMT2TR3+6BGBEgH1WsxaO8RYUAKm6h2aLR+TlHn3nQt84isV9syXeOctHaJ4mcdemSBOS9x8xTTvvKnJpdsafOPFDi+frXDglM/Wccl4XVAJBL7nbkIpQAiLsWCMJU6ymzW2hLG7kXsRdCNo9QSroWClBUL3uG7vGh9+yxp3XpEyUS+z2qzQaJVpdQLaPY92V9PuKtpdSacn6UUQRu7fLgWCKKpxfl6gRMozr2penllm88YHp7Wo/srmHXfYc7Nrv7d18xsD8r9wgP/Jn3yce+9Y5uDBP/6xmTk+sjp3erLTtDz0Qsp7bm8yvTDCakuSJC64MxaUBCkUUoAUoKRASYNWBk9bAm0pa8FqT7HcGONTj1Z55tU2t1+zxoffvMZ1expMpGWSJKDTK9HuenRDTRQr4kSSpJLUCIwVCCxSWALfUCklBH6E74WcXw554HnJ8XM+p86NoUzAnk0+l+9S3LCviQoWeeVEjS2jFa7cDRunVllp1rlqiyQxlq8+FxB2JKPVhLfd3ONLj8WcuVBj7yUec2s9XjvpsW3DGNfsWuTJl1s8/ZogjHz27Rpn37aAfVtbnJhb4fh5eO5whWMnq1S0INCSamApeSCl05zWups1SSFKIEoF7VDQ7AmaMUQmwdgeN17a5MNvaXLnVSmbxgN6vRGWGyVa7YB2z6fT1bR7ik5P0Q0FnZ6kG0IvsoRRSpwYjIGzXUhSS6NtOLeS8K67W6yujPK7n/jG9C03nfxILw0S4GOxsSIMsbXyX5wy/gsF+Ef+3cd4z42rfOHp8b82MzPz69947uzo3l0hVpd57FWfn3zXEmVfMr9SptPV9CJJlAgiDVoJpFIoJVDKoFSKpwW+NvieJfAsFT9ltCRohR6rzTE+83idRw702DDW4QP3NNi3rUev2+bKXZZtGxVh7JGmitRIbA5uafB0ysy85dQFwVrX8IUnK5xfGsNGHmMlxeYJzY6Nmt1b4Mo9TYxc4re/VGVlZYRb9mmu3NPgGwcEIvGYHpNUKwmd2EdaCVaitE+jJ5hfEVxhK9xzQ4unXiyzedLnlivH+evvWuIPvtLiuSNV2j2P5bUauzaX2bupw82Xtfj+u1rMrqzwhScDljsBM3Me58/7eEogpUQgMNaSGoiNJU0MYxMxV1/RIQxj9m0Lef89IdMjivFaQByXmFss0en6dEK3ynX7wJZ0Q0E3FPRC6EWGMEoJI0McG+LErRCd0HJhDVbimDuv6vLSkRIbJs4zai5Mmu6uXzt85NA/MYafNGn0+F8k5v5CAL7atngeylfp9G/97sfuvrBw8nfq+lzlzisrvHjU57VzKaFUWFpMj5UxRtD0fLo9RTdShLFEKwdyT0m0Emgt8HSKrwW+Zyh5lnJsqUSWkVLKWFnQiSStqMqpc1X+1R+Pg0kQScINV3fYtTEiScBYg7WuiCOFQCqB9nyOnPE5dLxEtaSp+ZLJimBqQjI9rtk8pdixKWXvjjVSscz//dk6M2dGueUyj307U7pJi2+9EjBa9pgYsYzWIiplJ4WMkTR6ipW2ZbmR0miXedOVazx/qMPhM4rReombrxjlp969zL//HLx4vEq7a1lraeZX6mycrDA91mPHRI9/+IMd6pUGL5+CI2clnmdRyiKEAaz7n4UkgZ0bU26/KiGNPeIkwNoKvcjjwpJPN3QrWi9SffnWjQS9UNCLHGuHkavKhpEhigxhbDLpY+lGllZXMNuUlCod6uWEu66OOXR6hCdf8umEJ6emJj4ztTq/c9dtd/HER//wo/bHP/zj//0APOwsYLzy5qXG+Rena7P1x56YC0IR8QN3p2zfWGP6Zc0TJ3q8cgrecl2XXuQhpUVrD69n6EUKT0l8LfEyzel7itCThJEhiFLC2FKO3YmPIks9wV2EBKJE0IslYRoQpyUOH69y4DCk1uKg7bSxJ8FXzvNRC+DKTVAvw0hVMlZTTIxqpsdh+8aQTVNrxHaF//uzI5w4OcL1uxW7t0r2bF3lm68lzC+PcMMuyVjdUPK7BDLAKkGSSoS1JGnEarvE/LLH9fvKXHtZiydfLLFhTFAp1bj+MsPfed8yv/45w2vna6y1DWstxeKqZnK0yli9zFh9hHolZqoas+P6iMBL8HSCUilSuGDC4m6qOFYsLGriRBEniihWhHH2HEnCWBJGkl4kCSPhAtRIEEaWMMrPawbsyLF2GBm6MXRCwVpXstyDd1zTpRt5PPfKBE+8LIlp8YP39ZifPc3+o/a3P/LvJruzvW2f/dX/52PpL/ytH/urD/A//dSf8cTjB1Qcz76p1z1cJz4d3H3dNJ9/UvOlbzX5sbcv8KPvtvygWeLWvV26vYBquQfgQK48PM/iaeWeI4nvCXcRPEHoK6JYZkumJUpSlxVJCkfqNGKaGlKD09uGPriFcDpfS/A8CLSgFAgqgaRaUYxUJGMjgunxhB0bO9Sqa3z2qYjHXhlnbanO1dsVOzZ5XLqtRyrW+OpzFaqeZmpMUav0eOUEruN+m6UTKq65NObqPZYLcymLqz7dXoW339TiiZe7HDuvqJYlgV/nqt2Gf/Fjyzz6WpcvPTrJctOyYzpltaEZrStGqh61ike1bCkFhsA3BDpFKye1ZNZaaS2uYGUEiZEkqSBJBHHiJGAcS8LYZV6iWBDFliiCME6JYkNUII4wsRnAXZamGwlakWAlFPRMyuefKDE/b2j1IkarER9+e49aMMrXv1VmsXWkdMfNuz6+d6L+45Oj2z795Qc+l37Pu977VxvgvTCS2PkPra0s/IevPrUQXLZb8qYr2txzbY2vPjfKb35xiXfcOs+H37lGWSuMCUnSLFsiLFoZfK3xtCaIFD3PMU3oSSJfEMXCXZxYEScQxdJlEJJB2i9JDWnqsgupzTIlWbZECIGULnDVWuBrQeBLSoGkWhbUK5bRmmHDeMjUWIvErvGpJyR/8JUJpkslrt4u2L7JY+dmw45Nq3z2W5aVlRL7NirG6lCrxMyfliysBvi7IIwFUyOS0VE4dsqy2jRcWCpx6c4S993Q4oHHS0zUIPB9lBzlqj2Cn37nAp5c4ItPjnHwfIkNzZjp0YSRqqJWVlTKknKgCXwIPNDaZZjyoLwPctyNnRpIU0GSkgEd4tQSJRDHqSOF2BDlz7HJ0o55VgZ6MYSJoBMJViPJSgRJEkNX8OIhwwfeeZ533qgZL03z0DMVzq10uO1a2Fo9V5o7P/Y7Fd/qSqD+BMczfzUBvnrud0nTxo899dzxX6uLhfote0d5/njAlokmd17XJYwlv/dVn68/W2dhNeZvv7/DWLmDVg7cTqakeNrD0ymRp/EjJ02i2JXSHeMIx0QZKyUJxCmkqcskGOMCLmMsNs8D4phbCIFSwul77QBSCqBSMtTKCaO1hKnRLpNjazx1OOLjXytz5NQoO0c89myErRt9tm6AvdubdJImzx6qU1YeU2OK0RqM1kLGRhJ8XyOEu7m6oc9KM2atY2m0ExZWfbZvrHHrvgW+9lyHI+frVIIYT/kIMcKeLYofefMSN+5d4ONfq/Hsq6MstzXT9YTRSkKlJCmXFIEnCDwn47SSKEWWPnQot4C11q1eGdCT1GSrW5ZaTAxJ6sCdxK7ntX/ELivTSwS9WNCJBc1Y0EgsYTeGuMNErcPPvn+Vf/jDHVZXpvndzyseezXl+itC9m0q88KhKi8cO1a/5prm/z02fbn/L/79p/7gf/3bP/hXD+AXFprEUv6NJx/9xK88/OTcxK5tIVddlnD7NZKxeovLd64wWk95/Iji68+W+bU/meTQiYDvvavDPdd32DCe0GoleGGA7/kEvkcYaQLfpfdygMexJErcshsnWU47JUv9kTG3xFgG4HZFyoy5QStXMPE9S8k3lEsJtVLCWD1k02ST+UaH3/iCx1efH2dltcolU4Lt04It0z5bpwW7NvfQ/hqfeExz8myVyzZIxmqSkWqKlCHnFy2BlkgB1gqiWLNjuslzpDQ7itWmZX6lzGVbS3z/PQ0+/Q2f0/MBno4RwsPYKnEiuWHXKjt+qMlXX+zwR18d54XTVbaMCSarKdVSSskXBJ7A9ySeFmiFC5yl6JesXT2BLAXrgG0MfZAnqZN0DuwQpc7rEuXFo0TQSaCVSNoxdKOUtBOydarJ3dev8Z6727z7lph6CZ462+YzT7c5cqZGIwl49ZhipLLGJTu7bKiGE5dsvvQjH/j+96l/8jebvyt1/a8OwNN4DanVX391/yO/cvzY6en5xTFeOdGjNtJj744QY1wOe6kpOXa+AqUyjQg+8Y0yjx7ocP3lHX7ozR2+55YmkyMhnV6JbuQTeB5R4hHFuh8oJYkiTiVJIolTQZJI0lSQGjHQ2kbQVyXWMbcUrliksmKR7xkCP6UcJNTKIZOjbbpxl2+8YvnkN0d49tVRxnyPq7ZYNo1LNkz4bJ6SbN0QsXvLKi+f7vKFJ6YYUZqpEUG9KqhXYhqdlK98q0TNtwjhgNUNNe++PeTLzzhPTKNtWFjVbJ2u8d472jx7uMWhYz7VIEFJ4UBuKvQip/V/5L4Gl21a4BOPNnn64ChnVstsrAtGSpaKbyhpg++5rJOS7kZ2TA65O8NkUs2YwQqXZEB3BAFxKojTDNipoJcIOomglUIYGZIoolpq8963rfJDb25y/d6ETROSJCrT7cIlWyx/671zLDc8kIok8blyB4yW68wt1Dh68PD054JHf+Xuu+4xcwtrv79p+rtfDPquAjzqrXD0dJfVJj/62JNP/ZtvPvnliXuvWqPiTfPcoQrHzmu+fNqw3IV2VoAwVuEH7sKngeFcs8zst2o880qHT1/V4v33d3jb7WuMj/hEUUAYe0SxR5xo4gzoSapI0qxgkw4AbmzG3GZQWBDCZkGl83FobfC9lMCPKQcRtXKXlC5ff1Hyx4+M8uqpEUQcsHPMsmnUMjmqmBr32Tgp2TwVs31jk7OLLX7zS1WSsMzWrYLRmqZehXolRngRzW6V0ZpFCIG1ECeS8UCRmIRW7NPqpKw2FecXy1yxu8bPfO8aH/mTgJnFKlrF2Y2hSZISvUiycSLghkuaXL27zWsz5/nkN8t87YVRZhtlqoGi5kPVs/ja4inQ0pXzhRg2HxnAmuzcG0FqIUmFy5+ngih116ibCropdBNLkiSYOGSi1OXt96/xgfub3HlVwmhZkaRl1po+aaKwSEbLlvffbUlSQRQp1toBS6s1js5UeO6g4czSWTZt+PT0hdPi31yy901J2pn9j4vdChsnv3tA/+4CPOpy2c7Ke86cevrfv/zi1+v7D8Zcvq3DlZcs0+5NgvWoejEjLWhGgjARjjUsxEYQpoqeVoSJz0KvxBefrfLYax1ufrjN3/2BFpdvbzI9qqhXNFHsEyUeSTIAeZoD3EiMdb4Va0W//O6Y22RlfoPWCYGf4KmIZjdmsRnzf322xKmFMV48NIo1PhNlwfSkZXJEMFFXTIx6bJiQbJxI2DLVYWJ0la++ZHjh4ChXbxWM1SS1iqReMVTLEcILCQKdxRVZlTGVdENNtxeTGEGra2i1LStNjwvLdW7b2+bWK9b4xMMlyisKLWMHSKtJUp8olnRDj8nREjfuaXPjJW2eu3uWmUXJx782ysJahXPLAb6SVD2Bn8sw6QLPPpHnUgXH5Il118NdC+glEBkLaQJJjFQhm8e6XL3DXY+bLk+plzVJUqXZzq5H6lbVJFVOGhpJmHh0uh7LjYCz8z6vnUx57UyHy/eETNd8vvjgoxO7z/j//t47blztdLpf+G5i8rsG8ObKIar1zeqV5z52ydFjx+s1v8f1e2p84xmFpkW9CpNjHqkxeF5KtWvoRllqqr8cQmgEPS3pegG91Gc5KvO1F0Z46mCXahDy4+9osHUiYefmLrdd2UIL1yImhDuxrirpvNLWFpgbi5AWJVzO3JKATHjtlOT5w5oHnq3x2pkaUVKhphVTZct41TJWsS4PXteMj2gmRgUbxxM2T3XZNLXKY6+G/PYD02wa1UzVoV5V1KuCWiWhHIQ8dVTRizRe1YHKWkGUSEpacd1lXZ55ZdQZn7opa02PpbWA+aUxfuad85xbWuaZ/VN4EhAxBkgSTRR7hJGk3dWM1UqM1qvcelmHu6/u8EP3LnL4rOHLz5Z49nCZoyerJEIThopOrFBCIoRYF3hmNQFrSIzFGoMnUkb8iBIxt17fZtemHlsnYz78tpCyL6mWPaKoQrPlXUQ0OcBzGdkNNc2Ox9KaZmFF0OpE7NtpeMv1o7x2osyxMw1mFh6rnzw9d8k/+tkfUs++cDi95cbvjp/8uwLw/QcOsdLc7B84/OxPrC6Fv1YJTnL95T7bNlU5P19ifqlCrSKpBFCrKJLUzdb2VJZ6SoVLTRkopVBJ3c96KfQ8j17q0UlLtFop/+YTY9gkZsNUjyu295gYSXj/fV22T0fEscj0toQCc5PpTykNQgo+82iZl09UEVozM1vh/HyFUlkxEghGq5Z6yVAvQa0sGKko6jXFWE0zMQqTowkbJnpsmW6S2jU+80SdbrvKpVst9YqiVpHUyoZaKcHzIr76TImwI/GmXbdoLlGqZcXbb+7y+EuGdihpd1OaHc1aS3NhucLlu2q8/84mL75WYWalhpIGiDO97BGnrsLbiyTtnqbR9qmVK1TLIZdv7XHL3h5nFxqcnltDeykHTmo+/c0KQikH7vXzB60BDFhLHKXs2JDwgfu6TNZT9u6wbJiANPEIoxpJ4rqmklgTp7oPZgdsSZwqkkRmRSRFJ1Q024pmR9LtpQS+YKRS5cn9gnOLMYuNBL90hpuv3fxrRw4+07l23xV/cObUoWj7rsv/cgA8bM3QZv6yszPnfuM3/ugluXUj7NnaZs/mLjdcoTFplXPzFTo9j5KvqAQGa0EK59jzYkuiyQoyWYBjLJVUEBsH9jCVhEYSGY/YwGK7zjdfNlhSPv9sjBCpu0jWXSTIkiUuF4gQCiEkUimSWCONxtOSWgC7pixVz1AJDJUAKoGgWpbUyk4OjdQkY3WYGEmYGgvZPNUiZZX/689KPPnKNHsmYKySsXdFUisnVMoR1UqXcrlCoCRKZhocJwfi2KPXFXTDlFaoaPcMra5xLXNVn3PzI7zpipC/84Pz/NtPa86sBQhhsDbGpJY48YhiSS/0aHcVta6mWvKplEtUggqlIKZWjrjh0gjfi7np0oQP399BqyQrAhmEsMOiPJN0xkiEkASeAnx6oWZ5VTvfTprHPJksTKQL8jNQO4APsltRpOiEsmDUMqw0DC+fMqTE7N7W474rYvZsgkn5lDx8uPobJ85ET1jTffW7gc3/aoD/yZ/+IUfPReWAg+/z4mPivbf7PHd4Aw8+EaGDHrdd1eKWfSvUqxYYQ0qB50kC40AoswpinIKXpalcflaQGDuI7E2m1w0kRhAZSWIlqdHEJiDN0l7FR79KKUAL4SqVCkplS0lbSiol8CDQUPIt5UBQ9iWVsqRS0g7gVcFozTBeT5gYDZkeb7N5epnffsDwR1/bwLZRxWTNUK8qahVFtQKVsptTOLdsODEXUPKd/RZyp5+gF2l2bTRsnOzR7Pl0ezZjcclaS1Mrl6hVRvnw/QucnLvA73xhC1pqLIbUpCTGEieaMHJ+nW4o6ZQklZ6mHHiUg5RGy8UYvpfi6RTPS9HSNUpI6cr5IjucdcXZlB3IBQ2TuSyNi2vS1GnqxAzinSQV/eA+fx1nGa0oltlN6OoUJivpNHsxGzZ2ue3ykFuvkASyxrEzNR54CpY7z4l33LfyvrfcuefE44/9Sfeuu3/ojQX4vp11f3F59RcefWb2F9baK/LdtwZMjo2x81SJE+c1L75a4vhMyE2XCJLUMbdSAl9LsCZL14FOHHO7dJXLyaZ51c04+2e/zJ455VwuV/QDpaLmBrJKngustDRoSeYhB08JZ7X1XPWyFEhKvqQcKMolRa0sqVUsI9WU0VrCeD1kcqzD9g3LPHs05BOPbmasFLChZqhXhAN3WVItGaqlhFol5NkjcOBwhUumbKZ7B2Xzbqi4aa/l0u1dnnt1lE5o6fZS2l2dgdyjUipTLo3ywbtWOHB0gWcObQSrMCZ1dtjEksS27yfphppKz1IuKUq+IfA9Aj8l0CYrmLn0rFLGbcEinTUYYREM9NwgOHcWYpNnpEyefi2kYrOsVWKEy8CkeU0ib7xwR5o6sqlXNDfs87hxX8xotcL52TInzkkOzaScXe3xjttXpEflf330mQlfyPovA9EbBvDllZ6Mo84/O336d//+qVOr/gunaqSmwQfuSRitjTEx6jO3pGi0POYWRcbiol8WB4mUBpUKUuXyr2mapaz61UccO2cgN1klLi9WWGspVN6HVty8VJ0XdJTMKpYKPJ2btlz1L/AVpUBRDgSVsqBWttQrKSPVhNFayMRIl81TqzxzpMs/++gGzpwbZfekYbQC9bKiWlZUS1AtpZRLMb7Xo9GzKKnwlEXKwSdLTc50PvVyTCcxdEK3P0+nl9LqSBplRaUVUApq7NwY8y9+osE//ZjkW4c2YFEYa0hTQ5ImRIkhihW9SNENJOVQUfIlgW/dtFttnI8na3FzdmMHcJXJFCHscP9iVtq3GYnYzMuSZoBPzeDZXbMc9G71jXO/SwpJ7IpvQoDvC0aqFS4slThyCuaWUo6fj1jshvzAm1d463Uez76y7J9rnvkpg/+v3zCAW7uAtWu//OIz3/h7z740V6oEFXZNJjzy/Ai+v8aPvmWOkeokR2aqzK949ELXbeKQKEBLx65SoKQlVRad2n7RIQe3y9GCNdZ1kWcW0OLBOoBnsjsLLJ1EUVK4lSK33WqBpyWB7wYAlQI3kqEcWKolQ62SUq/EjNQixutdNk+t8czhDv/0DyY5cmacHeMuw1IrS6oV6di7bKmUUiqlmDiN+MOHa0il8KRFiUGa0FiR5e09fuStqzz0QkQrCuiEeb+ootVWNAJNyQ8IvDp7tyX8y59c5pf+QPD0qxswVpIaV1aPE2c0CyNDWHJ21yAQlDxB4LvKpq9tv2KrlUEqmzWSWNcokQN8UPIEMhLB1RJctiUL5A1DxbS0CPbUycm+3yWlX1W2wNKapRdallZjDp9LWer2+OG3N3jrdZozs5NEsY+XnJ8U9b2fPT27/IyU8he3bxz7iwX4ieOnwZpb588/Vb7u0ojZxSpjdR9fC558aYyDMy0+cPcqW6cl7V4Na0XmCwEhLdJkDKJyOeLAXfSN5O1XDujC+ShyUOcnft3nygGeezDySl7O3lrnvhPpYoEMBKXAzTypBCnVsgN3vRoxWu8yNdrg2cMd/tnvj/PazCRbxwQT1YI0KWmqJedfKZcSykGE54WcXx7DU677yKXlBkFmmkqSRLFpzJIkMc24RDe09EJDt5fS6knKHUXJ9/C9Ep4eYd/WhH/51xf5xd+DZw5OkxrpAJ5a4iTNmNwQBoZSJOn5qi/BPA887SSa86lYtCSTKdk1EYNzWCQNa7NKsMlYPZeHRgykYg5uKzApGcDz75qvwu76paml0005u5ywbXuTn7unxXS9zvGZcQ6d0swuJcwspMHUpvNvmZ89KYqr318IwA+9/GW2jNvK//l7D/iLq6v8wF0NNk+PsXmqTqXkoU/AsfOjfPqRiPuuMaSpRQrnjbAy080GlBXuSysK4C7KEJsZpApyJGfub/PZpBiYqKQkWyFEVraWWaNELk+g5EHgG8olSzlw+rlSjqlXIkarXSbHGrxwrMcv/e4Yr8xMsXlUMVU1jJQFtZKkUlJUyoJyyd0crtQf8cwhQbvnU1JZy510GjxvQkiNIE401ZLititbPPtanU7sZEo3TOl0Fa1AEfgK3/Mz/TzK5dsMv/pTC/z8b8HTh6aJjSQ2JmuWHvRghr4k8I1j78yb4mU3tzvIZMpAxsmsyvt6IM+LQrYAcMfoZPKlKCUZMnTlwLZ9e4DF8xT7dkruuVGyY3KC42fqHDgmOTQTcnYlJREd3nTDCi8982l/dPMPVP7okw90fviD7/pvD/CzM+eojWwZPXjoE7/ZbMZ3Pf58hZeOKkp+yPvuXKJamWCirrlcWoQoMTPrMTHifNaq4E+2WXBos6DR5L6RDNRDJ6QP7EFTMJn27l8M4QxFQmbgzkxGqg9wF9x62jGZ7+E6gfzMYBWklDN5USuHjNS6jNWa7D8e8ku/O8aB09NsHNVMVQwjZaiWBNWyolJWVPrsnVIKEmqVHo8d8FlrlBgbG5TJc8A4thPEqWJ6QnH/tW0ee94VvnqRKYBcUvIkJU/jaR+ty0hpuHyb5Vd+aoGf/y3L00emiY0mzhyAzvbqmDyIZd9d6GuJ1pkJSwqUzs8N/c+X34S5VBG5K41BQWj9YQrPpiArByuvIywKclIIqASSibEy7abPoZag0RK0wh7VsQb/y3ualLVPPSjx2gx3rS6f+L2f/okP/M17z8ytbd2+6b8twI+cPo9Uiz9//viJD40FK9y6t8K5RZ/FtSq/90WYqgu2TsDUuEYrQeCrzI46aIrNQd4/OWbQYGwzdh+A+9swd3a28opcX3vL3EE30N25Y1ArnD9DWzzPNRaXfEPJTymXEiqlmGoppFbpMT7S4MWjIb/wW5PsP7mB6VGP6UrKSMVm4M7YuyQpB479S0FCJYhITEgrChBK4uUM3tfgIosrMoNY7FH1e84uEJUYy0HeS+n4KtsSReJpjafzDWgtV+20fORvzvOP/oPh6cMbiI0mTAVRajIWF5RiQ+BZfM/1ruos7tDKWYSVlNn5ybry8+eCMat/YxZjnXXg7pNQgZgceQ0TVf6QUiCkpdF2O1do5WYu3ncDTI76JOlGltYCDh/3OHKmwZ49pz509tSLJ8Io/sX/pgxuo/Pgbd7xT3/tt6627Vn2bdbUKpLpcZ9G2xDFLuUX+GqwHGrwNQVvMgP9XLjz17NB7iFZ7ycZnCg7YO1iUJkvt1l+XWXBlNYWTzlg+9r23YMlL810c0y5FDJW7zBSbfHMoYR//NuTvHRyA1MjmqlyykjJUsvAXS65dGIO7nKQUvIT6tWIQ6ctj75YxZcST5ksiBvoyDxwjlNFYjT33BBzye42J86Umaq4rvVe5OaZdHoZC2uF1h5K2qxoZLlyB/zqTy/xi79leOK1KXpxmTCVRImlknm4Aw8Hcp2vXiaTKBKp0v4Kp6QoAFwUQM5FemUA8gLxDK22doikbP+6uRVBSlx3VSLphbLvxe+EZU6eKxPGzmG5tJaw1hbsjE5xfubRq8tb/t6OF1+em7nhmj8/i/+5AT4/N0cUj+zcf+CZ/3N+Yfk9p87Mce/1gsvLo8xcqLLS8Oj0JEnat1v3A5iBXdNmHp9B0GKzC277gSRDJ2U9sAeyJGPu9eAWFqnytKADg1YZa2uLrw2eZwg8Q+AnlPyEUhBRKYWMj3RYbXV4/FX41T/eyMvHJ5nMwD1attTKgmpJ9HPlLvNiHHv7DuDlICRKU3rdEiXlbjIpxJCTLy+kuEBTOy2vQ8LI0o1FAeAG30/xPY3nSbRSKOn1AY6Aa3YJfvVvrvJv/iTh6cMTzDbq9KqS0dRSSyylbOJA4Nks959nUmyfvXOpkgO8/3mzD13EeV8hZhdlcK3sMJuvA74d/KX+tQqz4FvKwS9JE+iGhpWW4fSipT7a4gPb50ii8feY5jPp3n03/9z8/NLpDRv+fHsG/bkBfvT0DJVK+ZYXDhx+38uvHmd2tc5vfqnH/dev8NbrG6w2R1lYKdHpuVkjaSq+TTAoBrnrAkMbMzDjvx7A+3+XgSrML4Ib95Czt83kiS0MB3K2WE+bbMxE2gd34GfgHm+zuNrlV/6wwhe+NcVSe4ypEclUKQN3yenuShZYlgNJJbAZgzvtXQoiIOKR/T6rsc9EwJAfG1Fc0p0Oj2JNPdDcd32HZ45EtOKAkayxtxcZ/NB51X3tAK6VRUkPIV2BBgv7tkn+7d9t8uVnuvzy72/g3NIY3VHNqC+oJYZKAkHsZICvMntEHmhK0Q+C8+dioF68MYUYkFefxXPyyWUJ65l9cF0ZwkP+r9gs6HZNFt0I5tYkS52Y+29Z483X9bhmd8Cx06foJAffNzJS/sMo6p7+rjL40kqPibHg0s8++NT/vP/lg1y/u8b4BctrRyscOtVlobHCXVcssHtrjZVGhU7Pdd24Em4G4Cz6tgzLD2PF4OTkUfrQHb9OlmQnOmeWvNycZwFUDnBl0dIB2w0IcvNOfC/F9xJKfkzgx9TKXbTu8NiBlN/7Sp0HnpwmMnWm64LJkpMlLgWY58lVdoiMuYvsHaN1yFMHR+lEmk2V/POsZ/A8xSaJE0XJU9x6eZfEOIB3Y0EvHnSu90LjJJ8WGYu7G1kwWBEnRwUfurdNLZjl97/S5fGDE1yIy3RKknpiqWrrQK6zOETZLC6xGcjzcygG3nEJkgGLF1RWgcULbM46cvoOpJXr9NS48dRRIuhEMN+SbNjY4oNvavChe0CLUQ6dGOXYGcGG9quU5TGi+Nvl0P4LAH70+FlWzn+J7srI5jF58u490018v8LkqGXjWMKJOcFHH/B44sAy/+7vLrJlepSVZpluzyPKHGZpmpd7RT9nOgTmPtCHA8l+6X1A21mEb9dJk7wq5xyDSpINpjR95vaU82IEXozvx5S8iEqlh+93+OOvaf7Vf5zmxOI4XlBiY00wHqTUA0s1gGrWYV8OXLWzlBWEnH8lzVYCJ0+WmintyMdXCl/afoBJ4avk5yHNvBtR4lH2emwc7bLWqdGNRX/miO85e7FL86ks3akcwIcCV+d8fM+dbW66YpFf/XiPP/rqFCtJlU7gUfUkde08OIEGX9FvhtB50Sdb+WRfqgxkZZFUhsXKtwlAi2DOb+qhLiKXVoz74BbMtSU6aPELPzzHZRvqnLswzYnzZc7Ow9JqwvGzLQ6enfin41O7Dv3cP/n1V/75P3g/oxNb/+sAbm1KefwtO2dOH/jt519+kZ07WmyfDDlzocbEqGa0JogOCfafHOOhFxp8+M3LwCiBV6IX+kTJQLI4A/wA6BczeX6SBK93jwrsgE2y6pssAlxalDRZs3LO3GkG8gRfO0kS+CGB1+X0fMLvfLnK556Y4OT8GPWKx3gJxoKUWmCz0nsObpmBW/aLQqVMewe+u3Hq1ZDPPqU5NlOmpISrGObxBwOUDzJHTofHiWbfDnjXTS1+78EJ2hVNPbb0YksQZXGDMmgts8leFEDuFS6WWxW2T0r+8Q93uHrXOX7rgXFOXhhhJSnT8TRVJahkQPeldTdOlmXqr35iEDsJkW0Kk/d1CshtWYVFtv9mSKIUQG6KR99M55qY27FkORSsdXr89TvnuXaHZGZ2nBcOl5mZS5ldSplZTJmejLht89zV77r33k9dftn3vKPZavwnpcp3BPhqM2a0pnlp/3NbFy8c3rO8EvPyabjn2iVu2N1gx8Yqu7f6vHhasnK2xK9/coKdm2Z58/UNFlac58GLNFGis04bdwFcqbcAcoYzJQNWyGnbDunAHNjuOTMNZeB2WZOcvVM8nbjOHZ0QBCG+DmmlEb/xKZ/f//JGzi+PYlSZ8RHFuG8Z8Q2VjLkr/fK9zHwqmTTJcud9cPuuehnGEcfOBbSjgLEgy+LkRadCBqlY7ElSSRxr6lXNrq0RKujRimp0fUE5djNI/ExeeZlE0XnWQ6hvE7wqpkY6/Mx7Orzvngv8/peb/M5nJljqVunqEiWtqGhBWVmCxDo2l06qaDmwN/STBOuZnNeRK+uuXVGuDDJlYtD7aVw7XCcRrEWC1UbM99w0z9//YItaeYRu2OXr+33m1wxRGnPNZQ3uvtpw+qziuZcO7hHK23rVlTeftjYevsn/cwDebc2jqE0J6X3qy994wbPacuBYlYeeLfGmazuMVXqEcciRhTpaS06vjvCnj7a4ZvcaI1WJwKKkj4pN5iMe2C/7Jp5C500uW15nHSmkA20f2EPyRJr+zEIlHbi1SvG9mJIf4XsRjV7EUy9L/vhrdT7zxAS9tIbv+0z4glHfUPXdnO2KPwB3KZAEgSTIpIkrDGWZiQzgvucqn6fmLI+/UCGKPYKqvSjAzB+DMrc7F1Gs8DzN/Te1+MTX2xw5V6VbcvNeQs/iJ+DFBi8yKCVd3loKpJCD4T45wPMcu5FUAs2G0S7/6IMdLt8e8kdfq/H8oREWu1V6ysfzNCUtKEsIZJZGzdOr0lWf+4Y1UTj/BbIpsnf/c+Tr7euwd5rbnVPopYK1WNDspWwaX+H772kyXQ+IY8X2LWu8980derFgoppwz9UJs8tlur2YztoLXtm/6VONxtq1vV578b+YwY0ck0eOHb3luee+ObK05rG86jGuLSOTHsePl+hFrko1oSWj9ZQL7YA//cYUV+/s8nPv7xAnCgQoYYhThTaqAHAx0OJ9SSKG17yc8YRF5kzeLymbvt3T6W6LVqkDuEr7ckTrmEY75slXBR99sM7XXhxhpVFDlkvUyopRz1L3DRXPUvEtZZ+MtR1zlwNJyVeUfEHJJ3PomQzchsBz+lvpkKPn4Hyj5Aormb4dLpwMAOD6IB3IEyOJIs2GuuDSbV1eOZPQiT3CbMa3H+HAp9JMouSFGpDrOnPymydPQ8ap84d/4P4ub7t5lW+81OJjX63z/KE6y60KDenT9jW+EvhSEEhcD6d0u9SpQppXicz2+3oAX4/1Ie0tBtLEup7PXipop4JOkkLY4Ye+b4UfvNfSatdZblQxRnLvFSnGCrqhx8lzHsZIrt4umV1KeOqpb4zc+ab7b9l1yd4H+Q7Dg74jwNPubKCl+Q8vvnKh6mnFNXukmz2dDYTJR6NFiaXVNcTGcrQVsNpVaB3j6whrBVIYZNYNYrKG4NyC2Zcn65hg/QkcsHaeNTF95nYAT1Eyxc+zGTJmsZXw2AuarzxZ4wuPj7DQrCJKJbyaR13DiOc6ecoemeyAsi+yQ2aW00x3+4IgZ+8c4DrB9xNKfoS1MY+8GDAzV2ZyXOBJk+lYQSHN2/+OdshuquiGHjs2CO6/vsPnvhXRjj26saDkWfzEsXgY28Iqpfr5aoQckinukINGBePy7eUg5AP3dnnLTct8/okWX36ywmMv11hoVOgKn66v0Z5CC4EnBZ6UeMJmUsuiEAVpWPhORZlUBDdFBhck1rF3aB1791KLTWNIeoyWE0qex7lWjbMXRmh1VH92e5QIN3Qodv/WxEgXL5yrdkP7H06dmrsc6P5nA3ytZUnT3l9rrz49+sNvmWVxdYRmRxLGblZ0FEMU5UCHTs8QVEK8SpMt4xFgUDrGwwFcSU2q0j7Ai4b6/MIMzlduWsjTU7ZwmCwdaBDS9OWIr2NKpZhemHLkPJyeVXzy4REefL7OwmoVvBK67lFRkppnqWlD2bOUPSh5Dtwlz80kdDZTWThE9t9tBnLTB7nvufa0E7OGV04F4HnZMm8LJXoxdLcWL3yaiiyb4sY5X7Ur5IqtbQ6fr9AtCSqJIIgtoSJL7ZmMvfNsSp6CHGiVfp69H/OorCnYoxd5lMshP/b2kHfftsZDL7T5069XOD1b4vD5CtFaQBJoelojlXTl/MzDr4TbWLUfhObXB3uRXHEAzySTdS7D1EJkHYunqcGaBNIIhGFuRfHqaTg+4zMz69Pu4kbKJbY/H9HNJYdGTzO70uLD5jXGRirfiaO/A8AbDRHH0d/504eOjI4EXXZOd7jpSkkYlkhSn0bbp9F2W2gniUBKy5vrHUZG5tm9qUuSCJRMsSruz902GasYIwvMLaCYDsyAnRdynDxxRQ0nSUx2w6QEgZukmqQpF5bh4W9qTpwr8+izZc6vljkxW4UgQFU0Ja2oaktVG5dF8Nzg/JLnxrU5EOeHzA6VAZxMc2fg9lICz7G3u7EiTi3CodMVPDmcHuxLFAZ+8L4dIc+kmLyn0eOKHV0une7w6smETuJRiwWhBj9xMwFVAeDO0yGHmByGsxV9GZT3TaaKOPUIPZ96OeJH3hpy59VNzq82eeQ5n5NnAx56scLscom062GkJvYVSJUVflxXviSreDLsBxq6iYsMTp77tmBTMCnY2B1a8KWnauw/XmIk0IwFEUq4dsUwhkbHHaE1hEnCpds6XH9Fwobyi5Pvecff/J9/uH3uI6Xq1tdNjn9bgL/03NeI45RXX2tybmmccjlkw1TEzfsa7NpoGC0pbtiniGKfbqjRyjIx2mJqzOnE1FikTPBwbDtgbrkuuFynu6GfNSmydl+KqBQvSIlTy8mzgldOKh5+tsKrp3wOnirTDAPCKADPR9U9AiWoKKhoQ7mQBw507tPIbbPOFx5kssT3Fb4vsxvADrS3l7rKoud0fsmPsSZifkUS2gCtJb606EKabR2B90Ge2uF+xyjxEGimxiOk6tGOPTpauExHPDCMaWWGKpBSFKLYfNgRAmvkgMkLg5G8VPXHT3RCn41jEds3xNywO6QbdfnxUw1ePe3z8DMlXjlV4uSZgDjR2EBhpQIhSWWhGlQs5hdT5IKCeT8/UiAtgNyAsJxdDDi7WGW0rpiquSJUL4Q4SdixNWRyU8SujSE377VsmdCUdIXFlbj6yDdf+BBCfeQ/i8Ef+trXEKahEK+I+64zvHSkzOkLHgePGF45VqWXpGyc7HHlzh73XLvCnVeFYASelyB0CCpxEsIITJz2gW2NzIo7A1mSN7qKYvwtnW8EYRDSEkeWTs8x+ulzkj/5WkAnVuw/WOL42YCltk+Y+qB9UB6qrvCloKygoiwlhRtnpjLjkXKs7XvCFT2K4PYkfiZLAh8Cnyxr4krmnjb4XpJVRGPKpYiF1ZSHn67RaAWMjQh0Fh/kpq/XC8bySl8/IDSSMFRMTijedluPh57vcqZRpetJJ1M0eInFi/OcdZZjl6lLF1KcdSL7v8NYXfgdDuh+qki1IvEUcaqJY8+lUr2Yqh9z51UJt14e8t67exw9KzlwyKMbKf7o4QqnLnggJJ2uJo1Uv23KagbVoNfj8r7vIpt8gKv2iMQ6x4GwIDskNmYlEgibcvfVXe66JuKKHYZN45o4LCMoM79S5eCMx/5jCapyTHzvm69S33rqa8ltd7z1zwdwJS3I+m+8dKB3zSWbW3TCSeoVyeJqwlJDsty0rC6W+Mo5w8MvplTKIVHU4/rdTT5wf5rlvGFq1HDdVTHVUuK+k2UgRxBDp6HvL5HQ6AgOvOyx3JSUS/DsIY8vPVGiFyt6sWLugo8Rmth6GOGB1ohAo6XEV4KStJQyYAfKEijrPOA6y/nqAXP7eV9mH9wq69EUffb2PYPv5wattM/evh+jVMQ3X1J87ls1lK9dum1If397Bs9z4WmaZzwUvZ7Hu2/v8oWnmvzRIyO0kxLVTId7uQ6P86KM7XcLCSH7AHO/Sg5nMQoNw0kqSbRjck8rEq3RSeqArlKUcoP0x0oJt+9NuG1vjBUh77+3Qy92+esvPhHw3CGfciBYaioOvOrT7MhMJb0eyAtsjrPWVkuG626ImRxJXWNEKnj/fRFX7hJ0e2WqgU/Zr9Dulmg1ApYbJRZWPBZWBbMLMecWu9x1Y+uaybHqb6SGn/lzMXiv0yYoV+r7n/vM3q0bQiWFx7YNCYGnqVd9JkYMjXaSbR4qWOsoFld9zrdqHDtb4UuPViGNsallZMxwy7URtZLNRgZ8Bw9BhgApBWttxfOv+DQbEqkVoZGEVjtmErn3VoPUSCnxpHBglpZAGnzpgOAr8NVgRp8DuRg0PGjXCJA3HhfB7Rg+s9V6OYOnhSMh0DHWRpxf8onCEsGIxM/K3ipz5Q1VMYeswqLvnux3pxtFFHuM1RTbJiN80aObBHQTQVm7KWC5hyQvaClZtLfK/u9yvyNPx5rCEHyTNQcPpFGSpFndQLkCmUqIkxQVu1qCVilSJmydNNmKYbh8e4/IdpDa0mgInn9Fs9aRrqllXUC9HugCFx9Uy4Zbr4kZGTPYBEgVIq3Qbo+w3KizvFbhXNtnreWx1lKstQWrTcNKI2ZpLSFNFUfPhGrHuc7eH/3g99XX1rrN0dHydwb43PwSWq9+5KuPnb/3sRc6/Pi72uzdETFarTJWC1hpKhptRaNtaHdSmp2UsVVDbCSnohJxGjuWFobmKsw9km8EejFfD4CdAyC7OEJg8i0XyDynwmk/ISRCyiyVlYM6KztLso1b87xx4VlnnfSKbOs9+uB2bV0KPwO3r+lbTB2DZyyuDX5WHfW8mCCIObtk+PhDVdA+nhSDALMvT8RFDF7MEedDQh3YXCo1ij0+/LYun3+sy8H5Gu3Uo5K4TWmdC9AOOnFUXhNgkKMWg9jGSSFZMHjlh+l7YbRWeKmbl+JlQFdyUDRzvvHstTBZijZFC4OwhsmK4XveZNzwJZFnwAZsPXh/8YotU/e5EBIjPXqxz1q7xolz48wv+25n5o6l2TY02ymrrZSlhuX8GmzdGvPOW1qU5My9C/OzH0nT9G/9Jxn8mWe+iED6m0dmeOsNHiXfMj6yhKe7TI9VWFyrsLTm0WhrWl2Pbk+zaSqhNt6ieq7NoROGVAjHtAhS/XqBSNFhnL8fLLH0l1sH5rwFTQnwhCsrB8JJAS0pPOdNtQUjkaYwB4VsZ7ZBV/0A4LIvWwLf9lvafN8UBuckeBl7+zpGyoiZC4LFZgmhNYFkSJ5IUbh/KRpEKVRyGdLHSaqIEo+JesiOjV0OXwjppppeCkEq8FKLl2Q6PKGfWRqU0NXQ+c3z0q72kDd0i4I0MujUkCqJ0vn25Sozq6VIZbKVwgxSs2IwGcs9G2SUT8qyg7J+lv3qG+QYfj30LCyWlMNnE147ITlzXtPsWLph7HZm7hgWG7DYgk5iWO5ZJiLBw8/VCSqzdPmKb8zFCuEigHcbpxBCcGZhjQurETMrlodf1JR0yB1Xd7l0U4ONE3UuLFdodTWpkdTKET+9a5Gzq0v83L8d46WjFefLRDnmlcK9LrD08JUXbmnt+7tFtsTnU6nAExZPZKDNJED+uv+zjOwHVlD6DbZ+1l3kDYFbumc/B3oefGbgzrt/tOlLFE87fer7MQkxX36qzPxiGW9E4Rc9HMUMyrr1qxhz9QfrFIo+vdBNsH3nHW2eerlHMynR0ZpyYoiycrpa10ySV3cHnUN5oCmGy+Umm6liIVXud2ojSJRApxKtZCZTDEkG9EExLQ+eMxbPkgB5GljkIC5YKoogF8L0ez0HhbsUKQ1BEPPSUcvf//UqJ+bLXL05ol5ydtp2D86vCromZtfWDt93bYeSTklSH4XPWley//Ds+uaBiwH+5BNfJSiV3rT/hadvOjET8dJxj5VWlV4MlpRvHuhy25Vt3n3rCjs2hTQ7ZawVVMshY/WY0mjK5dtjXjqkQHogvL60yFm57ynJ+v1cPnXw7IoJLs2Wl4mVGLxXcqBxVQ5s6faTz0chFIE92H4Q14/4egDPA85cd+tclthMbw97yX0vxvciLjQMLx4vg/bRmTzRBYNSvxCyDuF2XdNHPhajX3VMFXHscf0lIROjXRqrFTqJoqLAS9x3Ual1R1wEuANR/1flI6SL06qM7U+pMsqQGoFnBKmSpMqQKkGSgbxoXsvtELIAcpWtHAMmt8MH+eQshphaYhHSZDYLibIpQiUcPqs4earEotGcWBSMZTMsV3qwaUOTv3Z7kzsut+zdKjGmTC9SLK0FHDimaKWlm+6+8643vfOeu568/977Xh/g1vaIo/R7Rmut6/ZubaOp0Oy4DYi6kWK17fPA4zW2Tc5y7Z4GgZ8Chko5xNMt/vQhj8cOVNz+1zIAqd3Ay0IVTGYAzkeqDf+sMI2qUC1T6yycOvdGZB7w3OrpmovzThUnS1S/e2UA7Lz51rF3prk1fb2dpwQdYw/A7fXdiTGCmAeeCHjq1Roy0PhSuPnbfQfhoI1u4PhbX83MrcM5i7tAMzWKbs/jtiu7vOvOFr/zQI0oDWinklJqCROylavo+jOZnDPrbqhvx+RgtMzm0Yg+uFMlUco4RpcyGy1hClbkHOADJ+dFNooCwIWwfZYfYnaZF+wkVgl6HZ87r4l4z1safOzBKueaVRqRS3+u9WLe8aaY995aZXmtxguHfLqhM6k1O5JXTvUYnYqva3db3xPF8ZOvy+BrK+eoVKpv+9bTj/zwoeNdmq0KGyY9pifcRqKJsZjUGdS3TYwRxStUyh0qQYTQXT7+oOR//+g451ZrUCohZJa2k6AzeaEKQC5efMfeg169nM1zz0NxtEHO3PlMQyXyLQAHk6vyMRF9Fs+6YTw1DG43TmEdc2c9m37W3ubpvOEgKRwxETF/+kid1AaofvWyGGAO+hrzzMaQBs92I857UY2RmDSf9adIU43A4wP3dfjDL4esmZhuWqKbCryEPotLaZGJ6JvOXLpwvfdIFlKTogByQaqzeTQqA7m2KOPkSqosKnUOxhyMfXD3U5QDQPdXEbkO4AXn57CXyJBKhbEKawWbxiy/+BNrWAQf/fI0S1EVGXgEWjI3N8pDT5eIU+0ciYkbymoxbBhVSLPMynLzh++99/5HT82cf2jXji3DAA97EanxLgnUyp4rdyxiqGf7kct+YCKlpVZO2b7B6el6tc3RszGffzLgP3xmjPONEUSpjFKKkhIuu5GZdYaYmQLA14E5Zz5VuAmkuFhz5qAvzvZQSgy0eOa4Gxp2kwFbKzHIpPTTgTbbjzNLK+Y9nBlz6wJ7B17Ei8clx2ZLWOWhpMSXJpNRxZVoIMAvspbaPPgb7CM0yFc7kMeJx57NMVfsbvOto2Vi5dNNBCXpJvHqRDgTVDYCTyaZDkfimgTXyyKxLrgdsPkgu+L8Lg7cWTubsgVw514gm9kEcjbP5FHm9oQC4IdAngenAyeoUSlGS0xbMl3v8Us/0WB6JOazT43y2ukJRK3E2QuaJ5KESilFycGsyiR1u76tdnqMb+nuETa+xNr0oYsYPI4W0LLJmbkuX3nO8L13XuDyXR6dbkCcujtMK0OlFDE52kKqBs8fSfnHvzPB/kOjtKmgyh4l5XLSpXyaa95Kto6xiwb6ixi9D/ICqw8Z8UEJ4brnxQDcLsgU/W5x3Qe3HAJ4cfiP67anD+x+tbLP3Cm+doUd1xUUY4n59CMVlpfLiEC7vHvxJlzvQclP8lAefDAuo+jj7uemjSKONZPjkh+8v8WLx+uEaYmO8imnTovndlYlycCdrxUmy4nnxtxMqqzT4yab91icQuUOiTL5imT7rx0o5ZAWF9n3dgQl+0DuM7octl1IoQqNKu7fSPvzxd3KVQ9C/tGHI956ywK/+Dsxr8xMcmKhSqMrqAUGrdyNGafQCi17tnV45x0JI5UOJ88tEUUDc2Ef4A9+7VMoKVheidk6WeKZQ6uM1lfYtVGQpBpjBb6XMrdsePQJyRMHqzzywhgXmhW051H3MuO8GmQ7pHQZEFEAqmAwAEgMMfjwnyuCZDB5adAUW5w52Ad4n8VzuSJRehjgvs4GAHn51oFZhVNbvH4p3mSv06FDK9e5c3AGPvW1GqH0UVJl1cvhG3F9BXN9tX7Qd8o6HZ5p8VSRpJog1fzgW3t89MEOL58sEyuPjpT4qcmyRwKZ2sL5sa69TBRy0BnI7bp9i4pMnhrQ/RSiG4SqMkuASu1gWGc2kVbkjcoCkkJXVVFry8I1FRdpdPpM7lyRBq00UeIRRj6+H3P9JRF//E+afP3FDo8frPLCa3XOLfso7YJ0UsPWLR3uuCpkdXUjnfAg5+ZOUdwLVQPY+CzorZX/8Nu/tavVOcgl21b4w0dqfP7ZCaZGEowxbpagsqy0FCfPlImMT+ArpqoO1HkGYSggzEEq6cuSgbPOvg7AL2byfKnPgbN+HLIsMHYeZOZTm7TON3nNtLdaB+68fO/ljcnGzQzpt4jlPZ1JdsQoL+LYeU0r8kHpTJ7YdfbYYQfhRVmUgh6263PhWTfOoPCjqXqCvVt6vHwsIjUBXeNTSp1nW2caXAnnzXeFpbzrxvSDzAGTi0GFM/PD6P5gU/czZSCVDvAq251CmsGEgJzN01xX91eugRQRcp1EYT3YydKLxbbDPJhNUWHgZKFK+b47Ir739pCjZyNW2w4LORlMjhhmlxUff6jHtbsDrtqxY9f3fuDvVr7/PT/bufryLQ7gZ85eoFJpvPWSnaM//8wLKY88v5FmB2QCs43BzgrGOrBtGsmAjMmWp4tZN/8ZeVCZ0Vh/gmkOADkMhMG/UWiXKrCiGhqqmYOcgUdaFUDdf50VeRRZLtyB2wF4MBTIK8qTInurrK/Tj1hpGf7dn9VY7pYQgefkibRDq8pgcM7FzD2ctWIwmtgMeiqNkf3SfZJo6hXNz35/i2+8WGc59ImkpislftZDORj5kIEsN6+JPPecZVIwGbgNFrkusyIyBrf9ID0Hu5IiY3AnidIcvNnvznV3sU92GMjDOjxPG7pWvouZXhbkjRKG5UwqTdYtUyPW9XZm7sgoUWwaFfzUOwUnz0ckauPPH9h/5Mkw7H6+z+AHD74KIkDER7n3ug6vnRxjYSWlGxri2PT3zkltPqt7MGZtuAVnXUG+8F6sB/Y6hhtkHAqsXwD4YBSyyILMwfxBqQbjx1QB1FpKdCZJdB/gueY2/aDS06YPbk/n/oth9vZUjO9HfPIRj9dOlEF6SCkJcmvsutRmvw9TDOb7vS64iwWfQruZyZg8TjVJ4nHVng7vubPJRx8sYXRAV/oEUvSLPkoKYmH7pLKeyUWRyYcavQeeGKPcxF8tHZsrQ3+2o2N1wWCshLup0sJ8cZm1tPXnjRfirIF0yXFgC3iwfXAMz1Ow2YpT2M0jlf3dJOJsK/dOT7G4kvLMoQb71s4Q+AHtTjiQKFPj7gKfP5+y/3hIL4JNkwFRkrq2tNi4rZ3z/cxTm031t6RZ8aB4saDQoXMR6N2HHgJ3/loOJMvwMEjRlyX/aYDLAcD7hZ4c4NbNyc6kiKcG2RKvMBxooLkde3vaTa1abRi++M0aS40ASln2RBSCsW8jUfIC13oB/rppuzxlaCQmzbMpmrG64nvv7fCFp3ostwMipemmMktPikwWikG6tT/odKDDrR10/Zg+mw9mQeo8s6Ky11m2wkhIFf3zXgS5kCKTGWIoHVh8P9SZ9XpLmfPLZh9tAGibzR9PjdstYrBdu5ulEidkrWyCiZEeN+xtQ9mw2nXAB9CN5Veo1MZ3zhx/5u8sLTZQYpzpUcnECGAVUeJah8Ion7RkieKUqAD6wZbZF8/FGDa/D6j8YoCLdTJF9EGvCmDvd5QPafBBh4sb7s4wuPOdDXLmVgXmvojB83ETg5ETWrnK5anTgqMzJQwBQup+c+7APTgssQZZjcH3LnpRBkwuCvJE9DMZ/XazVIPV7NsRsWdTj+XDZWzqOxZPnUzRhSzOQPcWjV6Z4M5ttJCNnhKF4BOMHDQIF2MbZdxNY6TT5/2CVj7NN29I7oP9Yony7QSbzYxh/RXMOuusm6Ge7bocC8IIehFEkSWMU6LE7VNkrcvEBN4Y5+eW2Lnb+zv33X/H/mdePnpa93qC1KYbU2Pftnlsjm131elFJptK5baD62X7MXZ6knZX0OlJeqEhjJ2ESbIdGtJ0eFpsEeTrm+WL48AGF2EwPySXJQMNns/8Hgy17z8rslHAxTx48ci2tFZFcBdAnu1X72XW0Jy9VfZe6xilYr78rRrHlsrgD+SJV0hdinXsvX5cxOvJlMEI4kGXkynubpbbaCPN7smId97W4bmDFTAeSeq0uJdm1d10WCqJfhd8Dq48bSgzEhKDYDN/LbPXMruWMj+yqbDZiuHkSdELk4HdiAKwB0AfcpytX8UQhZy86G+BEieCOBaE+cYAPUO7l9LtpW67lox8kxQOnxW0Y49WuMbNt/E2beKNnrCndaOjqArJqfMeH/uKT7na5kfe2uaqzZp2p0Sr69GLNO2uR6PjsdrwWG0pWh2JDg2RNiSJ20YjTc3QdP/8ApKx+tCqlAF6/XJeDND6I8SyqmAR2H02V6LQhFsAdzafcLBtBxcDWw8GBPVHvGmTgTxx8kTFlCsR3zqi+Pw3q3R7PlQ0Wgo8MSxN1geY326mX1GpDOnvdSnDYl48TjQjNc177+nx4FMdnj3iY6se3TTAF/RvNLWePUUR3AOQF8WCCz6zG0w5Nk9ltgNHgbXzoN5I+rJksDOE6IO9qP8vkmgFgBdv8NQUxtllrB1nYzN6oaHdSWi0U1bbKc0OtEI3Eavdg2bPsGdriw+/o0ualLlks2tJHClb9Eg5phREbJqw7N1S4s+e0ZxaMtx0SYdaKeQH7w0Zkx7dXpmJsMacVyc1pf5moUq57eJUbLNt5Ir77QwG2LMufBC5EpfDbCcQQ4Flf/RCAdiyIE1kXqaXhYBIFW2zFq0HI5R1tgmTVsNA9/ps7Q6lXIDp+xFxlPLg0xUOnqmA5yGkykCVF7HsEIu9notwKKNSZO18OGWhkulAPmjQztOFUaS5fHvC2+9oc+B0mTDxSaVH1yj8lHWfJc+Fs47B3bNd91lQOeAMRglUPlZPCqwCmefL18VCsjjL0BRvLDFEXOvX8GLMllfK3YZV7jmKyTS2cZvldlLmV1LOrlpaiaEXx/gq4n1vblMvJdx4ScKGkTH+5KslNmxLmdwQ0WrH6M996QEEGmOWqY20GRsp861XJnn+tQlQKZ97OsKahLFKxIfuazJVC/B0Cd9zH05m4wuUNMSJIEmcZDHrQL5ejhdk6Tr9PWDr/P16YBdH/fYBPQTwweTUvkTJmNsxtu0zte4/D157WXCpVUzgR7w6I3joqQqdrg9VDyly5yCF9ODrVDELmaHiN8+9KA5dYt1s7XUFn4IBK4o9arWIt98e8oXHehw4GYD26RmJn2lxZUCl66wPKZmTT7hUWLEzWA2AphUD6SIdm+erSj/Iz4DerywbMZwmlKKwGuekZYdYfOBRL1ZRHbDjZN24iMQQx6nDlLZce/kaH3rzGvWSwKSKS7ZYpPDQyuOZI4auaXPq+BN0Vl4lThL073/pPEoKOr2YTrfKeNXj5u02G5CoCdsaY2GpDX/wRbhpr89lW11XiQgKFURZLNMap8cFmaYbDqyKGjxn7aLuHgBd9Jf9vgZXw9XMImu76VaF17o4H3wduLPDy6fQZgZ/rRJ36BjPi0lsygNPlnn81TKUNEjX0OzlZfIiqFl3FN98Gw0+PIFV9HcjzzMqqZFDQA97Hndf1eGdb+rw2kyJJPGwQtEVGi+l/5lEOmBxMXRrXczkxSH2SuXM7djcvRdII/o6PAe6zDIsjrnFQIcXp/9mBLZemrFOniSpM1BFCUSxJc4SGUkme0uB4s2XCm66okq9UnLTGYTg1Dm3dbi1MFpK+Nnva+L5Z7FiHqxB33CpT2qgFmhGfEOjI2j3DGHo8t/WZH4DJamVJWMVhbGu01wIS5K4fLMQeTbAeR4E1uVIsznQFAD+7dh7MKRSDPoZC1mTwd47xWrmgLUHbkKbsXd26MEmqDmgvQKo88yJy5i4Z6VifC9m/2nJpx6pAT5IDyEUXr+4Y/tV2yFrbD/3nWeMxDqA8TrTn/JAq2ChTV3rnptCq/rle2s1H7ivy8NP93j+hJskEBtFJxUDH70gK+GL/npRXD0HOWbrWLwI9OxQGeiNdJVhaR2wrSlUlu06D5F5nThkXXowx8HQSLfMqer2+0yzw5Aa9zlLvmCtFXDgaIlaxflRhLCZtBF0Q+j0LGvNOts2R0xNpMSJQHfTlG6kGB/tcfs1TTq9Gsdmqqw0BYkxCEvflVcOoF6FWtk1AQjhIl2lwCD7u9y6mYNuWbLO5/46s0+KUXbxtQO3kKyTJgMX4XqQD7bjyF/bwgD8AbiHWLvwnDfW5lJFqQTPS4jThEefLfPK8bLbJk664DJ3SK53PK7fxGmYvIehZQsv+g0QBY/IkLswlRiVZVRSTRh5XLmnx923OBbvpo7FQ+HTM6DTQdpOpnm60FU2BxLFfQBXr7BDK2zO4FZZpBUoC9aaTJcLrABpRZ/F+8wtB9+72K6XX9tvt3r1TV6pJU5cdq7TS+mGbtc4gUsNJqml3XO7a/ja3XQW9/dWW4bj50M6UYeNG1LqFUmnB7oXlgDNmQsxX+tFbJ6IkQqmx92nVsJV/wLP7WZQLqWU/RTPc7bJOFWsNT3iRNPpyYH+kqIfwIhs9nfxOl8sT8TFLD6UnaC/987ALmuHdHcR4PnzELgLQ/H72ROVonQB4JlE8XXMsTnBxx6sEcYeVLxMntBvTVPFXYKHGKugwb6dRLHDQC/KlHwo6SCjsl6La6qB5Eff3uGBx6scOe9uvtQoOqlyLsM0K/4gnP5OxaAnsrCS5OFmEeCyAD6VaXRpbcbc2WGzI5NB0opMqgyq0P008DpJOpgDP2jAKI7PjGNDo2VZ6zhQCyHwtKHcNZTaadYY7qwYfeOehN3bLJunErZtKIEtEXgGdeDx/23D3i3iX8+eWdi3sFInScuM1wUTIyljtZSxesJEPWZ8NGJiNGRipMf0RIdN423GR9qUgy4WmF0s02xnpfwc2H0AF45+Plv0c9eqEDzKdSm//nMuP1QxiMwCyTwV2M+SUJAjhWH4hb16BmaqbPcHHfebGTwdkcqIj36pwh8+NApBAKqEUpqKspSVzcZR0G9w9gqtcYNKasE+kH/Xvq13vcSiMMR/EEcISdb4O2gSUNIirGHbxojzS5IXXvFJhJs8YIQbsabzHPgQ0MS6yvKAeETxfbFukWfBhuTLsHbPy+l5ZmhokFUh/jKFG6m4C0Rfl+PwEUaWo/MpM2twdk2x0JZ0IkGYQDfMN8s1dHpuXmGUGHxPsHVKM1YpMTMX0FB3bEzrb/66/tMvr4yKtPuOO65ZxPPKNNsBWlnKpYRSkFLyEgI/plKOqZVCSkGPmQXD4VlYaEo+8fURbCrZUo2plNyemMOeg3X0NZQ6unjbuqK5aoi9+5LEFvS3LejvzNFX0N6qv9NDYSMqZddJktwpmLN3jKdjjs5KPvGNCm7+imPvfue+LKwkxc/IsDTpA6v4pgCgId1rit6QwVxBF3hmVU0rMakiVZkWTzUfvL/D5x6tcOicBzLCCkkv9dCIQskcRJohKS36PexwPty69xaLKsgplWV6lB1kWUymvZ1Mcb/HZOV7m2dT1tU4KDyvf0gBSrvR1ZunBPfc2sDIVT75DZ/Fpsf8os+h8xW0p6mWJLUAKtpSyQaoNtoJ5xYlaz0waZsff//SOy6dVKPaig6tbocjp3rs3ppy9e4OCEmlFBF4PaIkQqqIJ16RPPmqT7Xq8dLxCodOVVBSY2LNprqgsiFFChftKiUyX0lxTsfgC/aXrNxcJdcFKsXmhux9EdhyPbjlANA52IvgdhNZTfbs0oFKGVQh362UO7RKSFXCl56scujYQHtLIV3uu99Bw9BNub6CWYwthhX4cDiyvgF5KCdemEiljTMapXJQwo9izeWXhLz7TW1OfCIgShUITSo0XSHQaaGDioFEGTTP5Z9ADHQxeSzgnpWyWJkHnA7QKourrMwAL1zlU1iLyWsXlgEGBBdLlQIeyCSGUm5rmPE67JwqMz0ec/3OHp7X4eBpy/4TimoVHn+lwuMvV2nGHmHDp6IkI4HFCMOVl6Rsm4jQsk273URvHRUsxAEnutN0u4LAX6RSXuPlk5ZTC4LfeaBONxqn0Q5YawWUPUFZSyraUvNgZMQyWnUz/Irmfjd5tLAkrksZrWfsixi8z9p2XXBp++wtc0N+nvuWw/o7B3euu1UeROZbnEiDlvlQGwd2z4s5Oaf4fz5bpycduBEaJdflvvtN0MMbYg2dhO/w6BvT+mVy288ND0r2RQ0uhvwpqdEkqUeQJvyt97X5s0crnJjVoGIwmlh4dIVApYWWwGKwuQ7keW7e5h+uL0eE09/WmaqUdb2kyroMm5V5WX9Q8LEis1YXNHl+7dczubCDhS3/1b1QMrdYodvzqFcjKqWIK7dHXLfHFSXfc0ubRrdBNzb87gNVTs0HvHR8hLoXUFc+FalptUcQuo6eXwFfJ7zlljWETnntbJsvP1vmK0+P0+r5+FpT1jCmLZsmXYNAyTPZczZP25eUSzLbrFQgs7Rh7v3Ok/xDHvCc7WQB2AVwi7x7pO/1GJYm7nUB3MqZ5gfgNsOHXJ/vLhzSyRNPRzQjw+98oc75hcCtmdJDSDlIDRY+a/914YZ9XQPZdwJ6Uar0Gw+KPZp5ICb7R78ZQirSRLNlKuSn3tPiVz/m04hdQGCtJDTKpQ3T/HNYZyDpC5MByAfAHoShKitADUmUrHnFFfnoyxYh8/z5QBbZ/FzYPHlQcBfaAfkJAAMpLivX7kksml4kWWt7lPwSJX94bF7VTxivRvzyT0R0owZffLrNA8+OcGSuymun4Ue2x2yaSNDlAHody+OHQh7e73N6YTMi9Rn3BdvrhqDvuBNu/ELhOZ8Qlc8XyYOo9RU88XoAWLe8D7vTBuDOvQ5F9h4EY7YfdKq8q0abjMkHgHZyxBSkSr7VSdJ/1ipGBzGfeSDgtz9dJzSekydC9eVJv6lYXrzyDGluBpNevxOd2wGBFlKFRdDnJXubdVUVrLRZViUxmpJO+Jn3tzk64/P7X3JaHBSpkPSMCzhlSp/BBwasnErtMJfnZXrcFISitUBax+JW2n46sZ8fz5lbDMvO/LAFXAxWEvdkjCAV2eZUiSCMFG1PZtMO9FAzeF6sywFfKSW8/cYeb7uxx9mlDl96soLWlm4Iul5NubCg+ObzU5Bq9k66ofDuH5ODOSN5VkDJofdayX7ZvH9NCxepeGmLXo2htrQhwLwesAtsno8sUAOQS0nG0vnPC8B+HdZWWTpw8OxmDa6swp99o8JqmIPbAdyTTntrMSxPhoPiwSCj9ca54kkoau2B7qVQ2SvKE6fHi50+fZ+4lCijMEaTpJoRP+V9b+7wuScrLLcUyBiMIsbp8Vym5E0Fw7fcOibHbVfSv5bSvS/qc5X7VKwtPDtmLoL/ohilGJsUghFrszxhPPg7RYytt14UM2eeNgRePWN5w/3XJDSsYrUt0O2uRkvN1bs0xnp9Nh0494Ybe2Xf+yH6rOrOj81Gj+VJ+3Xl+XVf9OJsSd6hPXi/nrUH7zNgrw8wZRHcdp0kKezClgebBfb2KgkPfLPEs6+UMbn2llnPpcjlycXDidazN4XvOLQEvy6JZ+zZT6cNJMr6ZghbDDqtRNlBXjxJPbRJuPWqiHfd3OHjX/ZBRSAkVghCo12rH06myAJzDz5aQZMXsiXWDmRILlHyz6rWgdvJlmwFkAMZk8ua/FxIisB2q0bat1zbfgONoGCPVoMWxT4OZU6uqp9SFkC7G7Ntp2CkatDNjiVKYHJUU6tqN/6WQQ4VUXCoFRhTyYEdM/cTRJGkGwnCaNCtzbo7d7gNLe+Yv5i1ixJlMAv79SSKRWcjxpwGz3Zck+kQi+e7rzktnkkUmaCkG/x+4ozkYw/UuNDy3VxF6fULXf0dG9atPBdLLjEE+O+gTgZsXlzxCsAebJI7CDbtUNe92z/HPbvtTzZUU37sXW2efCXgxLwEEeM6ZyU9IfubSPW94hmoxdBdWGhW6f+/cFkUXMFHyexmyMHe95BnwWrmT+k3dVmHapkJciMKwa7N9ypyTQxh6PLaOUEOyHBgkc6bLIakcPba3QQJezxLvSrQSy2FFHDlJR2mxqSzKybuOWeOXDMVXWNuilKm2qxrJWp1PGxTE8XF/RoG13l9IFkMHAfAZugmGgK4GIwvUAU5MkgPmmx3Bae5VYG9dT4OWCUomaKlkya+HxOmht/8ZJ3HXyy73japnfbuT+YazF8ZuObsxQHm6zB58ftflCpcVwjpZzLyLa+H7LNFG61rNzN5RiU1JFKjEs3dN0T89Aea/LPf9AkT6SpQRpJkWRXXkED/2g3JEwtY15JG4fMpO9DlyPw/DILKIXDnUkZkgMb2n8nShrLgLsyDUGtdt9ha29DqWZKksPpLcHszFQxkfQXlPkecCudlSQW1IObWm2PGahG65sPSiuGzL3e5cnebd9ycUA08fE8TJ5peKAv9lcXOZwcs33PNpkkqOL9YYX5ljDCWJIn7K+tnoAz0VWFS1UVsnelclQd19iLWlvmgy75MyYdFDkb96kLuW2XZEvdnkj6De37CI897fO7xCmHkQVn3tXefvfPPNSRPXoe5Cyjug/11fBh98AwxuShIg4H5yqqMHc2wVzw1EmmcVMmBniSaciXhfXd3+drjXR5+Xrm0IRKEJBaaLoMyOn0GF4jC6GF7kSZ3MkIVq5TSpR1VDnIGWSDrzCruZjAO/GR/VxW6e/oSJDtBnk6YXU05syyJjcvElfRAtvZXzuwzGVwLWy+1aC9lpNzje25tsXsaamVDL1RoqwWdWHHsdIX9x8p8/OsRt1+xyq17O1QCeMtNESV/mI6FsAhtWWsKHnnBpxcLlFacnLUcPVFl14ZBaVoDQuV/b1h3X6ytX++9GbxXtg/4fpCpBoMh+3Ik1+GFudaqkDnRGbh9L2atbXngyQpH5kpOmghniRW59hYUJkjZi8DdP/H9m1isW/K/8yNnTQqe8IukyrrCz3q/uJQKaVKk0cSh5rKNMe+6s82zh3waUVZ+zfZHilDIPsAcSJOcybPPkN+iue6GrNAjbJZZyVdox9T998L2V6D8u7kikXA9RIKBWYtcorpAsqI01+3tsGHjMifmE5SGbix59PkS3ZYG5bi/cF9S8lPuurlDLYi5eW/ErfsU0lZZWfUwHqQmQUeRm9R/3W6FEJrnj3t85tEKn/5GjPIj7ri6g6/T/pLaL7ErQaOjOfBqiV6qCXzN5rpk97Sh2U6olDWBkNgsGT4Ebjmssx0jF4dq2oLe//baW8pckgzSgnIdc+c7s+UFnRzcnk4wpPzHL5f57c/WsCKXJkX2ZqC912V61gO9z9wi56aCNvk27F30YQznwosy5eJWtv5musZgUomRLi+upCFOPaQy/Mx7Oxyf9fjtz2niJAN5NjY5FBJlRDaxPQO3cPk9W+hOsXLA5GRgdcAtuAyzpLjNUTsAiWPxIl+LgiQh9/W70dXViiHwfd5zR4XpsTWq5Q6xSXn2oKLZdhXV4VPoBqfecXVCoBVhXObkuXFeOjxKN4y54gqPqueh921LCSdjLp9ucWZJ8vKZgKmyh5I+YRrwwqt1ElO4IGJYT5cDVwSq+ZbxqiPB1FhMarHa3dHDQeYwQ+cuwKE0YMbO+ZDHHPBSDKcHB3Kk8Hq9LFGuWinlIGuiZIznxxy/IPnco1XabQ/Kbi9Itx9kIXPyOm1pqrBUXpwDX3dB/1wMXgB9QbIU55YYkzG5LABd5kDPQe7YPI41tWrCe+/p8OATZY7PZYGOm9tLKgTdoahgwOAUQK36PJ8zd/anRW64GoBcZbHYgOkLEWb2pURmrXUM7E5OXqLXEuJYsbJWxRpFpVTH8xKu3Z32M2xDNxvuRm+1FCuJm6SQpF2ePwHHZjy6SrBlk0S/NDPKynKPI69pFtcEcSjYNWUQWOLUjTDI01b5qttnc9wH1NI566olV/zpb0xauMiva5hSRZAPs/TrPheCStmXJXZIe/fB3Zcnud9kUJLXOiGMDV97pso3Xiq74eAF9pZ9aTKooiohBgFm4TsNN2zQR7j4TyF7mNCHgV44jMnyzXkmJduKxOluM5ApRpIKhUoNRiiSUPPm6yLefGuXs1/xCI3T4a6uDgmaULjeS2HJNLjoA7dY/CnKF2vdvWIzJu8n/gtaXElR+NsDOSSE6M9ZkdhBr272PcNY0Ox4pEbQ6vqua0zkYWvxZnT/Yt6BH6duaalXenzfXQnnLvS45sqEyUmDfustW9defa374Nmjo9+3oWa5dKNbHpsdN9mqmK4pXrNBrtalm5TC7VDmiaxcP+znHnL/rQO37vtKigAeliSykAoc/Jlh9r5IlvTTge6QynXqSD/hsed9/tUfjJAaDb4aaG8hB+PYhhh7MH+vD3L5+uz95yhiDl2r4erlcLDWL9+TT73KzFhikFHpF4Cky40L44YF+X7KL/xEkyPnNI89JzF+noV2Hz42KtvkfX3H0QDs/RtQiIyl83RhAehZpiQ3ZGFfH5BCGFIE0sjB/BPj6idxKggjiRQuE6J7OtPsOKdldiNAnuJ0P0tSQbcnaLQF1pYZqaT4IqXRmXowGLl0TX/mzz41n6Tyl6+5VH7fnk1teong5Hmfk+cUns7dfoWmhOwjp8YNXckbjIXI/NDeYOjlYDDmOpD3txpZJzkK8uT1WdwU/lxBnshBrlvmee6+iSrJfp70U4NnlyS/9fkap//f9t47Tq6suvf97n3yqdxZWSNpNNJETU7AwAQyGBts7Ov0Ltzri7H9DL6+tnHAfvhig5+fA9fGGBuDAfsShiHnCUzOeUaaURiNpFGWOlV3hRP2fn/sc06damkGsIEBv3c+n1J1V7equ6t+Z521fuu3fuuAB2EObnuQe4s89x4eSTu53uTEBk/58ZxJOQHoS/PwnPNmwKQMmIklvHiZH5d5Kz9r30uJzDucsWLtsohfeu0iu5922Tubn5XlolMOQXwpyMl/H5nx4Vl6YsmcQsyjepai5Hk6A+Yk59rT7IqeKmPmqdLMeD8bNu5LkxIkqSjG0aLE2EikpdZ4mW4G6EWapw/02X1I0elJzt/s0FcPv/vJJx86Yh+YN0/eUSm1xjyz7ZRHnqojVUi9YvZG5j7beYoBplvZ7ZlVgv3YtFnzNSGFXXHJn6SwcsgHEkrCqDwKn9jUGazLKH8+iOhlgKdF0VkG/KChk2JZMamb8tEv1vjCtypovwxus24lF1XZUg/PN34benBoF+bSY8nDS3sEBRVX+kK50Bz2L8yKzAxQSpkJ+CGbCWEhlUIIG9lNed0VXbbtdvizD9lEXkJ5653GISrxKgU8y5YWcpCy5KwJBegNyMspStEYOkkkF2lWi2XbKZLcZD+BWA6ArRH0+4LFrqbTM4PHMOiy29nOJdeBZlWx5bQFYtnj0IzHWMtlrGnRj8BOldnDvu+w5O5HqgSWxrddVoxJWjWbwKdY0ORkU+n5WbrQhR17jTlL3tIvb1EojC9zf5IhO4eBvDUH6nPm3/nSolLklkUOXgJ3CdSykMEanbe0Um66z+MjX63SS+0BLShs07Usa05OkpaUp8XlyaL10sJzCOwnz1V0DpZS3jtEE6JPkNDqoULT6MVllqKo4t5CCUWqbDxH8X+8YpG7HvG44SGBLgBuIrpWgmipcl1qY4sg8kQlb80PUhYJQ4/JIqJnKsS8waOHuXVzwufEgSLJp7mSPFswr3ecaPYeSljsxiAGxkNOSeQX+BaWFKyarPKKC22kjJnv2iz2PdMfWVbv4DpABF0/YPWETaMqqFcElUATePkKa4XnpHhuSujHVIM+37jfZv/RCr4jCHxZuEzZ2QaFws01F8fYJXCXZK0nRufSRoG8g5l3KK1SZBfDXLdcknMXubdMseyYTl/w7n+qs/uAh3byFYcmNRFSmh2cgmwtyLNEbk4Ecam2HAAkx/NzJORD41pLOXDK4is9lKYMaVOGFIcSJfIoLhHCQigbGaWcsizh9980x12/5bLQy3QSWhgQS4HSFn1V/NJFEanl8MdFZM5UhFqKrGA0r1E+FFF0OcmVicNdU7OFAoSQyERhNkeYIQ3HhsBTtOoRe48v8K2tPg1fUvV0tiyMbDu1wHdTFjqS6TmXZs1l5XiP6a7N9IJtGLRT1yxDCJsV4/NcdNpRqoGD0mb3im2ZNXq+mxJ4MYEfUwl69OMONzxs8S83jRNqzaox86sb0j5LaeyyVZpRJ+a+JGWAD7Xa5WC1RRng+U7GoWgu9aCgLDdzSsMLhhI0c5ZJCn97XZWHnvTRmZCquGWaE0fo0jjagB48mZZmaeQ2D+QaHvGs8fqESL6EIhxIZxmkCNmQwQlqQ2HYFS1K9KHOorfMJLapRSpspNJsOS3mrT8xz199qkGU5r/0IF1RcgByTSaYyp2DZb6CMGNJtCECTOQ23ytF9vWhtGog2kLneXmuf1FD6Z5lGdYObQLjirGIn7lmjsV0nusfaBDN+jR8QdWFsLQNz7YEghiFkdduWt9gtFkzxj/nXfRqKmGdx7fdyw03fYwXbBGsm7JJkwAhzBniuRFC9OhEEbc8Bv/09QaP7W4xGTiMj+SLimSxIiRfhW2WO5EZyhuwDybdFeWOZBG1hUlZhBjk2uXlRwMWRQ2iegncMo/YpfTEClJuuNvjw5+pMt91SqyJWVabR297afSWDCbEc2BLTsi/B6rBYRerwX61ExNuPfzpMN4LurCUh2epiS6lJrqUjxcNIKHNLc2ieQb4NFHUfMWbX7/IA1s9rr/bgjCL4nkxqEQG8kGcHQK5EOgMxEoaDlxpk7IqPVhOUAxtZGBXWpstEgz48/zkFXqwwNaywLFkpkYVLHYdltdq/NHPT/OTVzzDh78R8sC2Os+0Q8CmaptWPpYiVjGnrlhg04YuV1/xEk5dfwHdbhvbdWx8z0IKl0d31rl9q8d4a5Fff32bs9al9KI+W5+Gz9/pcuPDI8zOV0kij+V1GK8paoHEc7NV2LbIlqrm+yaz7WVl27Rs0j1PT+QQuNVQ1M7b8gbsaiiaD6J8Jn+VeTQ3oJZ5Hu4kPPm0zd9dW2PXtGMKgmI5rQVySfQWnOBYVeTfDEfuPOkYtin+Nl36/Cq9VIuyJO8eiuboYgJdlVOAQk47SFO0VINCVFkoqYr7NFasayX88hsW2HPYZucBgbZLp6AUoEwkj1SeRolS3q1JhTEX0miT3eRrT4Q2/PYS8Oc2zPmKFJ1Rg7kfC+QbKFTGumnsSOD1BXOLDvZ0hVRJzl7T5s/etMj04n5uetjlc7fXeOLpGnvaAeesi/iDNxxnsuZz5HiAbfkgbYTlYC/2AMssF51ouExQZ8WkzXijw54jHT7ytQqfvaPJ8dkKoecwFmpG6opaAPVQUA8lwlTJKgAAU8xJREFUlcAi8CwzvuZpfNfcDNBzs3lVDAEPGjRL0hExiNLlBaND66OLSJ5H8bR0X8rBRYzjJRyeF7z7QzU+/60Q7QwYEyOHNRYLg9z7OTjvZ6EIKX0OwxF98OCJUXppinJCynKCJqWchw86nEJnVsh58amMhZ4SmlRJhDJKEZHxbI5UvO6KLvN9yW//pcWROQFelosjMoEUKCnpK2Hs98hSpEyOqrMrRk6hKg2pMEWoFIZhs0Q+U2AK0ZwiVtrMEqhSlNfabDQepIFGCmxkER6pknR7Do1qyESty5uu6fDai4/zpbtm+YevtZidq7Nj1yid0RoLnTZrN6U0qim2SLGPtCUN6R4+OGN9c/3a0WtOXzlLGPa59XHJdbdPct8jLSqhZP2YpuamhB5UfKj4kkogCX2LSmATBoLQ0wSeYWU8R+O5uf+ILkVuVWJNlkbpfDeLGgJ4rl7M0xVLqGHALwG3lMYKIkLx5Tsr3HhfmGlN8uidpSgZ7222wg1EVUt13882d1lWthXdyyVgLs0VMGgDn5iuDHmI5DkwWbSTw+lKmUGRpXw8f0xkj8mcTUGjpEJqizSxsGzF1Rf0eNVlHf7la5IoyfKzLKAakNtoYRFL01xKhUBJjZ3vEpKaNOPFc+lzqjPNtsgWVKl8Asp4StpSm/Qjv1eiZNCqMu5cg7YxvU6ZmeALen2LTs9mbsEn8CvUK31+/upF1i9r85nbNTc/0iCwelxxQYvl4+qbjZY4XAtSrH/+h//FL/7UlrmpEeYmmvM/s/uZXXz+Lot/vaHBzHSNVaOCqZpmpKJpVASNiqBWsahVbGqhRTW0qYaCiq8JfU3gK0JP4ftplr8rPHew731wG1inWVaKZeus81hqu5cLyKy5kwuqrCG14BJwWwmpVHzxtoA//mCdpw972RBD1o63zMSOkAJPgi91xn9n/HzehBpqTuVv1kB8XzhtyeyNloPxvVxItNTTPO/wiuy5c4uMYtGWXJIayROvJANNfp46icF24RNOwqXLn0xnsFVL2LQ+5pkjFjv3GoPV4UvRIAFTmHnJbElgli5lH+e6ED3YzqCRpEXqRPZx2XextE48+5ji5B3QjEqJ4X08iUU/tuj1HRa7Hu1OyOoJhyvO7jE+0uXQTA+3tpFYjP/GfQ/vuee8c19idvTMzIHravYftrn5gTq7DlQ4bdyiFmRurdKswXZdie+anDvwJL4nCTzjZRF4xtrNy26unRYurk4G2iIdKSJw/gbk1fTwzvPyLV8bbb4nzdKWUt6dgduSCbab8swxiw9/tsL2pzyoZMgporgsMSf5znc9zJBwcrakuBVt+oH3y9CAw7Pl4M9y5F1Lssv1yVOUcndzAAIpSpE9s1QrC7KEtlBaIbQk1RZCK5JIcdq6hP/jxxe473GHPUdLRYTUJpILbW7SylSIgliAnaV1tjACLKkpzFItRCGqygcU8rTPzjva2WvuWBCnGifRJHZmvpmqokMex4ootuhHkm5f0ukZBwfPsQuv9wNHQ6phg80ru/S7CYta48sYaZuBBBvg/C2bCMOQ+60+ofc055ziMTliGQFMoorVcq6Tg1wQuOCXgO17GU/umA3Bbu7YWoq0wsrTC31yMGcKLkG+IXdgxzzYnJvl4EINAVyKxADcSplpS973rzVuediHQJaaOXlqYsT0tqCwQR5q6MjB6sNnowXzlKXcojctaTmUtnw7UOdX5QFVOGj4DKcvGQuhciYjT0MGbIrM2RQxyMOVMgyFyjYMC7IGkFCIjuaKc/r82s8u8D//STLbyX5nxZCqEKVBWGghSIVECUiy18XK0xQGqVx+VSkeX1K85wA3V8psd2ligO7FmtgRRIk2a0oiRT+S9PoWXTcnNMzVTyljkK+1zeSIS0KP8alVTC07g3627dgGmJycAGfl9UeO3vTeS84Kf3vF2CL1imJuweKhHXWiyGh2PVfgOcY62c+BnaUgnpviZWP85VV8hqse0Hw5UMlGkPItBLleweBiAHSWbMg1u87zQjOjBcUgD+9Jzd9/rsqHrq2ykGbdpnLunX1caE6WMidyOAcfuuznkboUoU9s9JS+5zuM3EPCpjLgi7y81DYf0osPTDqlLhWYGfDVEPDNyWe4aguhFGmiqboJ//X1CxyZkfyvj9fppllYVlloLqoCRe6Wb4AuSBEkS7Ka8tCHIIvw2WNWXudgmBg7Tw0tkx662ZJeLzZA92xBz9V4Ud5sHDB2ri2JEsWjTy0yuwihL9i0tsI5ldn3XnLBxusf335wAHDhruKdf/LHHS2spx0FC91FEmUWN/WjChXfoRKY7pJhSdIM3AbYrpuY6G0b2+FCmmrllF4pDUEXoB5eN33ykJdH9kGkV6U0RTHgvRNwNNt2eHzi+pB2kjliloEtjcRfiMGkTjGAexLmZGnKsrQFXxSZQxTKyY7nhvpQJM8fK8DMEJgHqUrGRGQzljnIyXLj3NMwj+JSDHhyc5UxET2JFVUv5aev7vDNuzwe3j4gVMwfmf9CMktZMl25Nt+kxfBqmvJpO/jLBy/UIMqb9MUWonDs9SyNF2n8jN/2HPO56VjqDOQmTTHEBpy6to+wU3qRw/Jxh4q97+mPffj3O7/wpncPAA5wxRU/huv5PPzgnTy1/R6efNrk2ZvWWDSrinpVEWaFowF2guem+F6M7yb4rjGMt+3Y6D4yvjqfni7viRn4ghhuaKB1zl40PQyI/ETIAV7k8GLQ2JGO4tGnPN76ngaP7fTQjiwxJpaJJRn/nefe+SU0++rJc+0yY7Lklp8sJ9OhFB3758D2sPFPGdiDqD30WAFsgVSZJ2Bp3K1YN1K6L8yDtDbegVob3YqQCJW18yPNWetj3v87c/zXdzd5bJcwyFBZABIqew11BnQ5+OPK75Uu/GOL/6vzQYLs5EsxDlZDL1BWE0lL4klJaEtCR1NxIHAUgYOx73YEvgu+Z2Tcnutw8Wl1wqDPvY+nbNl8Gi94weX0ej1gCcDXrqzj+SFzRwQ7d/Vo1KtsWOayalLTaiTUghjfy4DtJIR+RCWIcOw+lhVxfD7l0KwZLMi1PCI3zNW6eBOFhomWYmJEZ5vYDOOghSCJLZSSRYU+8B2gALgUapCmyBQhUqStWVCSD3wu5OFtHqm1BNxFajLIvQeU4JJhYsoF0hJWonTpLUfyIk4t4b3FyXjDZwM55XSFArRlXYosfT7wUBkUlkXbPpMLKCELX0ET6QUiB7eWaG2Z9jsKK9Vs2dTnLT+2yO/8lcNCmqFDpaUoXorgUAJ3nlNlC3cShZApttAZR6+ZaCnGW2pw2pYKDzP1JUBYSNvh+ILP4VkPKR1CKan6UPM0gZ1Fd1fT6SX0Yg3aYf0qC0Wbma4H9jip7BSvaQHwdasSEGrX0Qnx1Hitsm55I2FqNOKMU7rUwiQ7aRWek1AJe8RJxGI/5uHdgu17ba5/sMI9TwZYjo3ILltCK1ApQiWgk6xYVbzg7JgXbYmIE41ONSsmEs4/K2bteIyKLZLEeHlwkkguihw8i+COppMKPvz5CtfeGNK38lREFpGhuGWFj1MC9ElVg88RzU+wiRiK6OXHv3MaZSjvLkX0Qeey7L9dTleGuXFJCewlMZZQMmNadHZSGIALrbN7A3QvTXnDVV2e2Gvz4c9VWIwFOJyYj2s1fN7qLEdPU2ScsmYi4tyzeqyaTNCpJo4FV2yJuPzs2DSG8vG7zH5OKfPeCKFxXcV9T9rc+JDH1j0BO/dUmO76HJl3qfjSmB4AlkipBwmx6jLXsWm1Rumllaf2HfN2dbvxADPlF/rWW76CtNw/nj5w6+8/9uSTbN0nueaSLpalWD0Wcda6mOPzmieeEdy/0+GBbQEP76mw70CIZTs4jlGECQz3GaeaOFWkaQIqBp1SLLpX5oQhUYyP9XnBOV1+5mULXLklolGFNDEGkmX3mAG7kiKEwrI1C7Hkw18O+ZN/qHN4NpfA5irB3Ns7M9HM8r1AgG9pnKzIsWW2KDbnwIs5wWxrRDGFNFg0W7gsSTLTfrAtmY3iDVaL5zx4/pidGeAPnmN4x5CV/T6Fhj4fECm7eJU8YApFZj6LWgxgp9n3DJy88qFrmY/xWQNqNZcX257i0KzFu/+xxke+VGEhHlz9zDBAKT0pn51pykgt4qpzO/z0Szu88OyY8VGM2aeWxeZiczUx7rhx4hDHLnFqZQUyWDLFdWI8r8/TBxXb9grue8LhwR0hD++rcHTOZcu6HqvHEjwLXnFRyn3bPNzKGfzYNRf+z34U/8FLr375iREcYHrBxvPcrz72tPeaKGmdc3wGPvCZBkrGnLn+IKMV2HGgyt076hxvh8jExfckq8bMpcO1NLYwIoZECRZjwVxkMRdbRKlDNntk8hQgXyl2tOPz2Zt97n3M4/9+2zRvvLIDaXYODHHLqigyhTRb3r5wo8+ffqhmwO2Uo3X540FxaWNA82zNlIENhB6O0HJYb5I/34BVKcqpoaixNLoP606WhvKhuxNzcxguNEt6cVmkIbqUg4shhkUKlUVvjdaq1OqXhlnRmjTSTDVTfu/Nbabbkn/9cgh+9kuojBcvp495RE8Trrlgkf/71+dZOSKIeh5zM0aZqvNx/CytSZUkSR16fY9Oz6PXd0iyytaSpiHoOin1MOLKLT1edHafucUZHtw5w66DklooOWPlCIKA2bZFveKxeUPy8Opl9lfL0RsGg9IAfOJfPsYZZ63dp9EXtuoL5+49KhkLfV5yjmDLxjned12du7cuQ4gKo4HNVF0zWVWMBIpmqGkEUA80tQAqnpmMSVNBpCQJEiksHMvCzW6OZSEsB2UZd5eFRU2cpLz+Rd1MlTaASrnAFAKkJ9i13+E9H67x0DYXvFw8Vc67S+15aZoTXilq23m0LHO0pfE6Wf5YUGwRHqwWH3QmTaNjMNqXr2kpNsbJ/Oul9eTlppEQA2NSeZLUqPi4vO58cBLKk35vuY7QQx+Xi+FBpzOrArSm1tAEvuauRxxmZiVDKx/KETyrsRw75Y/eNM95p2o6iyGdfkg/8olijzhxSRObNLWNdECbmdHFbsD0XIXpeZ/5BY/Frku379DrO/Qil8Wuy2LXRymPauBw7qkpqyZ6fOhL4xw6MkXghsQqYvt+aFXtr2zfsfNvX/XatwwBfCiCAyykYwgheGrHAsubERdtVqxb0ebaOzwW4harx21aYUrFzfzBM/G56wwmLfKh4yOzKbunFd1EYAlBYGk8K1/iZN6cRMNiatEWPkncZ99RizQFy14KblNgIkE6gqcO2Lzz/TW+db8PnrUkci/93EyfFO6w5AYKw82cQXOnNLnDAFhlYdXJRFeIQST/bo9CJltE6SXcdxHFBw6vSufm9HkOPhiEkEN5en6Tpf+Xi7VEwbQILY3lg9LonuIl5/V516+0+YP319l9wDb5uMC8crk6KjukBSsnFKQO3X5AtxcQJXaRekgxbF3tOgmB1+fgsQaHpwOkHCzsdR1dDNn4bkK74xEs+LQXfQJ/lvM2x3z2xpjDxwXnbnS58jybM89ooU+4JJ4E4L/0n16BlHb0yH2fxoof5pljPf7isy53bR1j3HcZr6ZUPNP08R2B6wo8OyPgXWmaQa6kFsA5GztcesEh/uqLTY7OVAksqDgavxhZM69TLzUvNFXNT7+kg2NZJOnAlQNMaoIwQXnPEYs//ECNa68PzdBsbixeKiYH0+MGeUVBuTTinSRafvtbqZFTInoGdPiz2LU9F7CHwL1EZHhC6/5Z2vhDJwXF9L0sdCMZV55TsQXzIjPWJlMmolAKAlvxk1d3SZXgD/6mxt6j9gAxRRtXgrSIEsmnbqywdiKiFwXMLlSIYvPNueOB6yRo11i0HZ/v8f4vuHQXoOokVAKJ5xkc+Y42TR1H43t2Rk2biD5St/mpF86zavwg37g74LN3NXnl5afwkpe/LoqTBPit5wb46lWTQPhb992/bvPXb9t/xa59CxyeddgwJmmFEPrSROxsJs5zZNZhEgSeIPA11VDRqsWsXbbI5PgsH7/JZXqmQmBrKo4myLTijm0KOKWgEab8+FXzvPmV0O1XTBGZ8dx5pJQW7D1q8zvvq3Pd9QGREINllUtBXQZ7Qf+VZivzz8l0awV4T9R9lwL0MGtSAvpJpbMl0J8U3Pokj5W+dlIAD0XxJR9nNGHOjy+dxj/pjZM9ZgCfJkbq/NMv7WJb8I731dh71AFbD/5CYYNlo5F88As+/WSBN1xeo9utGGmslft3J6TKCHhCL2J2QXHtTQFjNcGp430aVYvQN5tCfM/CzwKl52g8R+K6Gs+xmWm7NKshp6/o0nwRHF/wWH/q6puFt/q34qj/7SO4EBXuvP3G9tRYffsZ69wXVBxlPX3QYqRmEXiDdX+2ZXYVuq4h3wNPE/oplSClXokZqfdYMTHHl++22H/UJ7TNmFHoaiqeJnAFngu+K/Bdi2XjcOXZDRYWHHyvj+NEYMUDF1tLc3DG4vf+JgO3LANYDofisht1BkJLDKcmJ9ggL43sS9KTZ9WBl9KS4eKyXB0/S+guERGDcJ7XHoPewQkCq6KJk6UbDBo9ZYpQLgUvg+IzVwZS+jgHu8J8j0CgE8PSvOHqLonS/PZfNzg062abqDKASw/bdrBswU33Vmk5LstGbQLPSDoCLyXwZLbzXtOPHVaMwdUXz/OF2+oEtqAXp9QCRegLMwfsDYKnW3jtSGxpEfgOow2fJw/EJImbrjyltv2he29sX33VVd8e4OaSAgeOzr/17u3OhXYcbDl7g8N4y0hBF7qSXt8UVrkuJfDMgtjQT6mFMfVqj6mRNsfm5/nMbXU63ZBlVU3F1VR8TcUXVDxB6JuWa6Nms3xMc3y2gWNLmll0tWSa9RYUqQX/+IUK134jA7csgXvIXn3JJbTUHi4D+KR8d+l7nnVqvhy1y2DPkDzEtJTD+XNE6lwmXmhOOFn0LoOdEtAH7XqZzW7KcsRmuKsJg68Vv0f+tUwyWwY8GkSqcdD85Eu7bN9t894PW2YvpwQzsO1QtQVToWKqCgeOmE5js2ZRDSRxYByotDaFsWt7jDR9Xv+CBW7fOsvO4y2iFFqRptrXhL4iyHQnvmt2P0kB/Uiz0FPYUjDWlKxbBWdvTh7t6Nm3Jrp10tf5pAC/6NIr+fS116avffGZujdzGyvGZ7DsmEd2+cSqQTU0csXAU4SeAXbgJ1SCmFrYY6y5wLF2mz/+aIWbHhxnJJQ0fEXV11R9YQAemEGJWsWiWYNKYOi/NM3I/yyKSUshLPjmXQGf/GZIX1oDmoEymsrhspQYL8HaAJg5kzBISYqVe0PAFoPT52T5eP5jynm3OOlvcyK4y4+dVGRVatuXZzMFKEpAzqP9UKoxLM7Kz6IyM5Xn4cNJVXavzZps4y2o0Cl4aN54TZf7nnD4xl2WsUXObLBzPxmNZrGbMttOADvb72mRe3rmSwocp8IVZ0f88S8e4g/+WfDUdJNldcFIrKhEmsBVJnC6Et8T2JZF4EUE/gKP7LYQBxz2ToesWHOJth0rfdnLT4zezwpwgJdedQm9XveT1332gY13PDZd6fQV9z6hWbcMtqzXNKoJtTCh4ieEfkzgR9QqPSaaC+w71uGPP1bji3dOUg08xiqKegnc1cCiEtpUQ4t6xayaCP0Ux0lLUlplNg87KV++0+e3/qbFtt2ekQAOJwN8u8MkLUvEVEtBK4dBW6bqOCmwSzx48X2a3OJ3ELy//e83LJddmodnYBWUWJNBqiK0RmSjZQI9SD8KNsU8V5GyMDhxnvN3goLr1pmKUGg445SEv/g/5/gfEr5ypwUyRdsKpS1SLYgTTbevWeikWDK/YhhZgHkdnWIk0bEUr7l4FjjIH30kZffhFgt1i1agqbmKsK+peIpKIqhVJJuXS05dk7BsMqXdg5GR6uK60877pOcFz/p3WM/2hfe89y/YvOVlD0Rq7M2PbD3UmG/7hHaFU5bZTIwoxpsRI40uzVqXkcYiyyfaSGuer92b8BefafD1+yapej6TVUUz0NRCQTUQVLMpoEpgUasIahVFvZJSCxOqQUzoRwRen9DvEQY9vnSXyzveP8LWPaHRUmY2DwWKhkQ7ZbQOqEJbDKSxBVUoS1LZIWu5pTx43q0ciPpP5L9LPLgsbW+WgxXmA6NOMUiVODFtGtyLE04qufREHPqaLu6HPx4UzwN9jWapU4EsNdHyXkMeBjSD6XyVWky0NFs2Ruw9LNmxx0FLB2nb+JnktXgdC7N7yWDznCg+1tq44Z6xNuLUlW0SFbF9r83ROYeelsRKkCbmFHNtkNIj9GpUQ5dWqHjJZRcecsXsz2/YeEH8bDh+1ggO8FOvPI3js3Ps2HEnIk2phw6rpxSrJzssG2szUm8TBl3mFhNueECwdY/F335ujCMLDcZCx4DbV9QCA26TlphbNRTUAkUtUFQCk96EfozvRoR+j8Dv8qW7bH73A6M8vqcKvtmZk3c/ITGt/6ER9aw4E/qkISp/z07GiAwxKXnDpdxUGfr+0ibn4olKEf87jt2laPkskdwMOWBEVHrQpRRKF0Y7Jx1MRpthYfLm+rP8NtmVZ9DwUcU9UHQiUyXRykKngiRRbFod86dvmQcBX77LpmfZtG0LPxKmo20pLAuEyFgwYWf1i1VqNuls7lRw1bnzXLhpmr9f1uHRPRVu3Vrl6SM+rmsxWrHoRhopIhzLpVIRjI86dDiNRLV4ruM5AV4dmep3evNvedEFKz+9a9eOSrPqcuqqOSrhDA/tjrjpYYdYhczMw/2PerSTCotxyGRNMuYrGr6iFgpqgaASyCLvrgSCaqCohopKFrkrQUTo96kEXcKgw9fvk7zj78fYuq8BoY+QVnbZVJBGma9wBnKdt5Czd0yr7POTg7yYFGLQ0Xs2JqUM6vzxkrx5KK0pfsZQocnSDwZgFku04GJJvp03dESWimTzjCJXCOZKVmFeDinNJoWBNpySn8ogr196epnXIRex5dRs5u2ucptihyTrRALEScLGFX3e80ttlJJ89T6LOauGKySOlWa6mky3X1yRrNL9cDBIlaBVs/m1N3Topce469F5pufNnqGbHq6wfW+N6JCH4ySEnZSgsX4xisVbxiYnT+QGv1OAzxyfV/XW+nu3nGfPHz+ypzI2cozP3Blzx2MVZhfGSCKbTiQ41hUkqcZ3LaZq0PJU1rLPI7ek4ttUAtukKYGiFiqqYUotiKmFEZWgTzXsUA0XuOEB+K0PTLDtmRHs0MO3Ja4w3iCdVBKhEWmEq1MsnQCavpKkQpucQ2cjKQXwT6T5nrVoLCK8eJbvGaQb+aSK+b6lUzzfPornspy87luqUznZTSmWRG6G1IcnNn5yV6lBoTl0wi91LbBSkJp+xrHbIgUMuHt9nyS1MS6yKVHssX55hz97Sxv1AcH1D0qOU8GREokqUiXjuJm/tlaWqkiEsItXQmsD8kbVohn0uOZ8i7l2hV5k8eKzY2Y6R7n9UY+7HqmzwqtyxQuvml+9as29i51Z9W8GuBdO4Af2sWNz6g12Y8u3Pnvz7c6T+6qoVLCuKWhWJYlWPH4sYuchjxEPmm5eUGKKykBmUdtM31dDTS3UVMOUapiBO+xRq3SoVdrc9rjiv//dJDsOjhBWXBoOhHZqNnBoaMeCI5Fk9VifX/6J45x3akSUwPs/V+Frt1eIU5E5zdgsfTcLWg9OCvgT3WOfOy8uUe3PwpeL4meVkZ5H66URvcycqFKmNVRQamPjIIQpLnNfElHQhXpJoyeP0UuzNk2h0MwiuGUlpFLz1Tt8/u6zVeJUcN6GPr/8uoiRqkWnF9CPHAPwrN2eJDZrJxb5f97S5v/8G8ktj8JRUUEIOcjxBRgvwiR7XUxHYrDDfvCeSKnROmXPIYvd+8dIEo9WLWGs2ePKs2JGgpjVazfFVb//hpFW/dhIK3wuCD83wCuhw/ade1i+bO1+obpP7dm99bTp2Q5jNY9lYzZTo4JzNs6xf/4Av/o3a6i7kqqvqWTgrgaSij/IuauB6XLWKonhy8M+tUqXRnWRRnWeWx5TvP1vp9h1aJRGxablaaqOwneMO60UUI0kjVrEr79+lje/om9irROzae0cv2lpPn9rjUSng9RFD1v4DuXfBaiXjqmJIbDLEnClHERvWVwZykzKYG/jd3IUkVeU7hlu6uQMxgDseUNHDwYhMiYl58LzTQrFZjSKZGRwsuevQza4rVB84ZaA3/xfIzxzyAfL4VsPamYW53nrax3SuEq35yClMt1JNyHybOJUsmpc8r5fmePtf6e58aFJDhOSKdRNhEYNfrrA8OfZgPbgtTXMiu90+fNPSQ4dsThnLUyO+qyccGnWZuhGdZavPOeptWs27D9+dB9jE6uf8/W1+DbH2972m9z9wB1zWtgPtzvyP3fmD3LWBo9TV8EZ6+fpRNP8ry+EzM1VGK9o6gFZGiIzYNtUK5JaqKmFinoloV6JqVf61Co9RhsG3Lc+rnj73y5j9+ERmhWbMV/R9DVVT1PzjYtWsyKZGpG8+pKEV16SkqQeSWKhU0mrnnLRGX2+ca/HsVk7Q2K+rXgw95d7luda7zKjMmBP8s3OA923LN+LEoOSKwvzJQFlJkWeyJ6UWZSTXlVK9yy5MgynWmL4+092ouZMkBj2fbSye5mtMrctM0v75F6LN//JKHuPhOggBK+C64fsO1Qj6tZwrQrdyCZKLJLcGk4ZCjBJJeMtuPT0Dk/uTdj5jEtXuUYLz6DeGf47ZUazmlMhf/19N2XFZIe7nnTYc8Ai6isWuyBFwoUXnEmzWfuJ/fufeKQ1spr3/tlf/PsA/r6//gv++Z8+wuaNp7qB3Tv38KGda6pBj1NWLHJ4fpa/vM7j8V0jrGpAs5Ln3ZJKaFOp2FRDSb1yIrjr1S7jrQUWem1ufBh+5x+nePrgKCNVi/FA0fA1Nd88Xy2U1CsWrbrNinGXVZMOjm0M6wvaDE2zETM7L7j9wYDUGrjHWpnBjytLdgVLwL10iGEwlJAJtbKhhpPKZOUwsKUob+MVRdQfivYMUpehuiAHdsHQDBes4mQgL3P7JRmuUTMMFvcONtwpY6JUWsyl7YQPfK7KV26vk7oBwg4JXZfJAFbVBZ600DhmfXgqi91ABuAG5KmymByBS05f5Oh0n+l5i0MLHnYZ5BnTVZywyKEUzxTPFuuXKzasbrP1GTg+Z9GsRLRaAes2vuTWLede8S8jI6dM1xoj3/YK+W0BDvAnf/JuXvPal0/7ftjux+qntm7fxQM7U667LeT48RrrxwSjVSPECjxj6VbNGjm1UFOvmLSkUYmpVwfgPjK7wHs/7vHXn5/i6EyL0ao04A4UtSLNybjzik2jajNSF9TC3FxIFZMulmV8WRw75bpvBXQTIwLK9817ctBtc4qJnQHQ7XL0zofwpSjx46L0+QDkQgxAfzIw599zAsCX1AJ5NB+mMYd3bg6fECc5UXL6TeoS302J9x7eRpc7grlWTDtW/MlHm+w9GoIT4tguTRdanqYRKip+/vdmnLiWg/nZQoorSVKLiSZcecEiq5Yt8uhOm2dmfBMgMpDnK73N7ysRMpsEE2bqpxs5tBd9VoxYnH9al7GRBEuknHXmxaxatfY3Dxx4+rYVK0/5TqD73Dl4+diwdgONeuPeXr//uf0HD7/u9vt34yqPLWssRuoWcZLS6abGFMgzyrCqD7VQUQuNAKtR7VOvdJkcmefw7CJ/8rGA626dALvKRE0w4qfUsgI19IypfugbBiYMrMyUX+E4ploykyEmkqTZpt/VK/tcsqXHV+8I0PYwHz7Me+c5+DD/PTABKjV1ilSk9PUSuE9II/J/v4M8vEzdlTRWxaCx8XDQ5FuDyaJgoXoUWdEps7xbDDwKi/WDlhh0JUuFZpHWuIo773TZ+4yLtsyQiC0FbuZEBhAlmk4vxbYFaBuVTeakyiZVIovm+aIswWhT8JNXtPHsg/zRhzX7jjfNSZBLnxkECctycCxhnhuLY7NmnO3ItM+KiQ7j1R5jrXWsXLX5c2Njm+/tdue+U9h+5wBvjo5zx4P791jBxb9+yTm3W52295rDR23WLrNZu7zPPU/G7D/msCo06sDQF1lBmVKvRjSqfRq1DmONNofn2vzPj1W57o5J7CBkMoRmBm4jwjK3wLcIs5vhzrONE7bCzqZZytEjVZJWQ7NmPEGkeohDGdKiFJ2+cmFZSi2GOpyDFMTK8mqxBNxySXQu2vffYaWZkyrFwAOZc1phhDkAuciYEpQo/pZUkE3LK2M4rwarTpZ6i8PAwKP4aVKz94jN7Ky5rInMWiMfNEsUxDH0+mZgQQqBxhp4khebl8nAbgDfrFu8+pJ5dHqQP/xnxf7pESPFxRht5r42tiVwHZvQFzRH++w/3uP+bT5rJ22Ozfp0Eg9ZaX7xZ8678Ndh/14h1n7vAQ5w2bkrOLj35r3emZc+9vjO/ms86wAXntElrBzlM3c00NoMHge+oBZo6pWURha5W7UOEyNzHGsv8D8/Wue626bwvYCJiqLp6Yx9ycDtyUwbbBP40oDb14RBSuAZsyHLVpmUdrAnHS1Mpy3N3rgMMWXG4MRZzKUF2XBePQRyWcqzhwrIE++/U2Dnv185sua41vknBfWQRXJjLFJsLROCzPg+c5mVuRHmwG+mMMxcKnjJ6EI7X0xU4jQ1Zng8SaGfaJwILMt0Jg2bY2VXCbKCs7SJOQd+KnnNZfPAYf7gQ5r9cyPZjObAgs+2UjxHElXMQteVUwtce2ufI3M14qTHGWesYe3Gyx77yg33733V1Zd8N5D97gAOUK2eQrW16r1j4/vWLWsce+O3Hp3hvicbLMwHrB037fh6BRrVhGYtolnvMVpfoFqZ5+GnevzjV1p89vYpKqHLRKhoeIqqTwHuwDPADrP0JPQz59ogpeIbUZbnJrh25pwlc5a3BHI99A4aEOVpSYkeLPQZpQi9dB4zB/kgBy/PRJYidfkKkeNx8NOfFeE5WHL8lkGeBepsy0JOcuY6bF38XUValOf9eVczt2fIo3ip+XPCIWAwqG2+N1FmZ2WUGKmqVWwcNl1krXXBpJiojUlZUiOPTZUsbq++pE2aHOUDX415fM8YShs/CoFp6buOIOy4HJ1xWLOsxjt/cY7btsXMzK7g1FM2fPLU0897b3v20HcL1+8e4LWR1Xzpq1+ZG5/Y+Katj9yz4rEdrRdUpaDWhNGGzUjdolVPaNVjWjUjna2Fs3zqZsW7PjpFN2kaGjBU1H1F1TPgzvPtwLNMauJJwsBog0NfZeBOCP2EwEvw3AQn29GTW8FpjJf7FedHfOJbKQvx4L0r68FPFsUHIqty9M4KzhK4rRIPLuSgkVPsKCsKxu8wPclHG/VwDi5Kj5tlTxQdSS0HZ4S5Yhi/bZmaHDxVYOXRVJfutRwacgBjV7EwJ7j5fpd+SSOeAIkWRClYyaAwzPr/A/cPrVHKHqwwVDm4BanO7lNJkli88uI211x8lP/ro30+dcMytPYwmx1UtktJEng2nlMBPC7eELFn2r1twymnvungrq91Lr7sFd9/gAO8+hWv5K57Hu6cd8HPR0n/Oo7MHObg4YDJEZvJ0YTxZsRYs8vU6DyVcJZ/vQH+8OOT9JMGk6FgNEgLbXjgi6ygtAg9C98z+bsBty6idg5u30vw3QjPSYzJZxngmUvWRWfHjNQVC0eNiGhg8qMpe2sX0/JSDFOEQzx4yd/bGmZPCirv28OYk0XxE/5vXnCWtGPCYNo0eqR53BoSBAyeWwiTt8tse7CV5cNWCejlDifa/P0zbcF9j7jEOrs0Zc2kSAmsNJO7ZguozGZiTaIUqdaZgb0BeVpEcnOfpIIkyW6pJE4smnWbd/7cPBYH+NfrlxElfraoSgExUpoNf3uOxNQqk/zcT/94JIT8N4H73wxwgC1nbkApdc+RY1sufeDLtwVnrVOsW9FjpB7RqPYYbbSZ67X59B0Wf/aJZei0wpqGppkNPuTFZOCZqO37loniniD0c3CnWWqSac69GN/LPBCtxEzmZ5fN8jyhTFO0yvPvnNUYFJa5lLMcuWUpgucmP2XTnkEUH/DbSwE6mIrPU6Rvj/7yc5Tb6br4Z5BelbUng6+VmRVMeqJMmmLAne+2VxR7NrNXJv9JQoKysuucsECYnL2vINbGILOrNKHSRKkmUZo0zQGvSJUmTck4cos0zUzrUzKQG3DHiUUU24w0bH77p9s48iBfv2+Up2dr9BLJYl8x342IE4tzN0tWrju9Wxs55R6Ry6N/kAD3wwp7DnV+78yzr9Dxwu63H9j/hL96qksliJkc6fDQrj7v/pc69+4YpeZ4LG8aXXglKyIDz9z7Obg9SeBD6JWidpBSCWIqfpwpDfs0a118tw9C0+u7dPvDlJVS0vjplVAgOclSKTnc2BnqXub7Pq0TAW7JkxSThYbEUHUF2EtKqjKQh7qU+QNLRVVLAG7a8JQWUFGkGfnkjUjLFKcmlSZdUaV0ZenA8WCIJwe3lbm+QqwhiRQ6MmbyrmPTrEgauWOZyleRZBSl0qjULJ9NUhO1k8SsIIkSST+W9GPTCW3WHN7xs3O87NL9vOvjYzyyY4SFRDIbpYw1+xzubOr91OVX/FUl1L8vRPUHD3CANVOh2rntX/6oOdqM73582e/c98RO95yNMYfnO/zeR0Z5aPs4UzWbqXpKPdBUgzxim1k737XwMrAHHmYWz1dU/DSL3rFRGQZ9RhodXHuBWx/TzCyaQefTV0eMVh26kWNs04TOQJ6QJAWUhoBtZd28nAYsdzPLgC5/bEmBtAbrSXIDoBwf+aVbLY2+pWRal3xETtaSz+8M1TZY5VF8f87LKyOWHOLPi6tUuU1vdsCnUpJKjbKk2ZtZatDkP9OxQUgJ0kFKi4ql8S1oR7B8bJ7z18ziu5pjix7ferjJYs+nX5VFmmLW/qksddEkCpLUyiK3oB9b9CNBL5L0Iote36IXOYw3bS47bYY//c9H+f0PJSz2RtiyLuEVl41H83L0zz547Z3v/o1ffN1zqgW/rwAH+NpdOpLOxHtWr+xE08fm3vWZm+fk09MBOw7UWN6wWdVMaVagGprC0XOtwsjccwW+B0E+uOzlkTuh4huNeDXsMdJY4Ph8h+sftPmrT40x0wupeymvvaTLz7zEIfAlrhMZgKc2riVZMZ5wcLaUlohcn5wBOs+vSxHbALv8NbPYdjhdKdmwZK9BqiFN8rxWZWvyBo0YCcXG4BywZYqSnHZLc0msWeGhyjSnFAWjo7UwIC+9D+UiV2YdQmO2Y/bc2AWFV47k5vTYf8wiSmywHHxL0nIUga1ZUU954zVdXnOJKfA70QJ/9ekO33ywxaGZJknVIs1TlOwET1JFmmqSRBHHFv1E0nclvb7E72kWPUmnJ+n2LaLItP3XTkzzy6/u8/SBDkq3VK0x8a5rznX+4uCRo9Fv/Dvx+R216p/r+Mrnr+O97/xPyVkbJ6elXX3LrqcOSt8XTM/ZjPmCZSOC0YZNs+bQqJj2fSWQhBm3XQk01UBRCYw+vBIkmUbcdD3HW3PsPNDh9/6hzr/cuIz2Yp2W5zAeOrTCGo1qgGsLY8VmGV+7eiVisS+4/t460vUIbUHFNmugXVsXy2qNExeFI5dx5TILbe0SuO2sy2ZbDFaSZ7f8CqAhi1wZOPPlqTlARQZQSwyuHKXxrpwuTFKzoz2OU9I0y3WV5kTmUwwR6ZnqfXBlkXmbPr9y5aad+cbpFMdOCIM+7/uMx00P1UmtkKYnaPma0VCxdsLitJVVGpUKjuUxUpNcflaPczfM8fhTmt2HfVJpFXOfhXtt5qKcF6CJ0sQJ9GOKSB4lBtyWJYiTlMd2eyRxyPrTLlOpu/ltO56xD1x55Rv/vfD890dwgObICixv+Y5zz3be2qp2/u7TX3lYjnqSiZpkxbhNvWZRDcz6E3NJNs5WxrlIEbgpvpfi+wmhZ+YyK2GX0UabJ/b1+N0PjvCtxyZphS5rRhTj1ZTJlsV4w2GhI2gvGmMZ34tIlcSxBZMt0y7J88nhVIRStBalm/m/liUzF1hZuMHa1gCUdjatYmX9fjOEIOjHECcq2xuji7weTFpUZjvy57FlaSU2gn5f049S+pHpSuadUssqtd+lNCmKNTxELDLqJdd7FFsUZJYPp7IQSqmsAwyCI9OSOJFIR+JbENiZv6RvcWTaY+czRh7d7VuMt2xefM4c7/2lo7zjg4qHnh4nrTkkWmW8uTa3RGW5t8aLzZWE7ET3HEEY2LQ7NgifsWYNpSS1yYvU6OT6t15y3mk7ntr73XPe3zeAr1x9HlrfFcGLP3Tk8NPh1NTEX04dPc7Z62xaNYnnaprViMBPaXccFrsWtqUzQ5gM3G6M7yUEXkQl6NGqtdl5oMfvf2iEGx+fZKzisqyqGKkoGlVBtWLhOsZqLC9oVGa3nKQw3zFNC0uIExSE+YYv2xKFBsK2JXYGbseWJbvjEhgt49RkIrmxXLYsI2KKYsHcgmKunZCqzPrYEji2LEbK8mUHRZpka9zS86S+oN1VzC4kxLHKgJ2dhEqgrKzdbhkgD5n3DGlMyvp1gZUKrAzcAxpPFvOW9TBb6oRZDJCf+EJo+rFmflHiuw6W9CHj3C/ePMcfv/kYv/tBeOSZcVLlGEYlLV2FUk2cMSq2hMU+tLsQesbJ7OiMZHpOcupKCz8YJUq9//6Kl1z6oc9c/3j6hmvO/OEBuHlRL+HYsQPpqae/btd8/8F2Gn2tVnGOU69UWDaWUKvO8vAuSRI1cayAIBNgVUND/9m22Rzhu33q1QW27+/xjg82uf6RSUaqrmnpB/kAs9GnmG1bg3fW1HGaA8ck//DFCthGU+FKnaUwuhS1M5DbZkWik90XQC+DO9eR2+b/5+vJc4PIip9QDXs88Yzgyf0uYzUIPOPcZRoZEjvPMTIZgG2ZVMlshTbGSaP1PofnE7Y949L0hVmq6whcG5RtHNPMs6hMf5MVmxbFmmxdRPG82JRZzaGLKJ4kOdgNfffm13b54j0pz8yVOrEMtpgtdm3aro3r6KKOEULzwrNnee9bjvK7H4SH9o2jcYi1ppdqnL6g4hoJBhrqFYtGQ+M1OmzdadFYcFg2qpH2ItOdGi++4pr2ptPP3XXo8OHvGbi/pwAHsJ2AMGx/8YWXn/srswvdv/rmN28bcWSbVnOGm+5RfOWWBhee6nH+JqgECROtLpWgg+PEWRtYUQ17zLR7vOfjVb75wDiNust4NsBcDfKWvtnR6TmiyIMHdglmemRu0UZIG9cyEtl80MEpIrHIwJ3n3yZy29nnljWgEsuR28mirucaS7LQT2jV+oyPHKcvXPbOjBsDHK0LkNm2KRgLE4WsyHRssxW6EqQ0qhErJuYQTsTu4+OsrNuMKJWxKaXGT868aDXwP1ESZTFk6lMIvjJO306k8QnM1Zep2XqcpBaNUGOTmvyZbHmrMoViFCt6fU2nJ/C6Fo7lZCvZAywr5cXnzvLbP3+c33y/w765ERJt4/Y1tlQEfUEjMnZtjarg3A02F56e8Pm7FrhvW4XQ83nhuU3OPu9F0+HI+W97fGf7i1s2Vb6XkPzeArzZaAHQnp//2FUvuNLevMp97423fGX8Tz/uEkVVTl/hsnrSolWLmRxZxPVmuH1bSpQorj5PUQslttXnnickNz86gh+EjPrQ8DUVbyChNeaMJvUxmnBV2pCcMtOBWNtY0iq8OhypTWFolQtLYwvmOCbdyYvOcgFYFGgle19j8Wu2zIV+TDXsUQ0WAc1cH9p9kW12NlcIlVIAtdxsciyNZ6f4Xr7zqIcUMfNRymzfwbdFsbNzaL1h9nobywWQMi1WBhYCK7JxgqxTa0tzQhvqzui2k0xiLJG0KjFPzygiZZOqXIdiIngvUnT6Fl5X4to2jqOy1ewpgZtw+RmzXLh5jv13hHTiCkGlz0svmKYX2zywtcahOZeKn7LvkEU1GONVF85x1blz3PRgDa/10qOnn/HC3+73449tXLv8ewru7znA86NWr6P17Ic3nH6xvP7uA3+6YuTe8TSWbNkoWT0Vs3Z5m/neHH/zZYtvPdCi5gvGal0uP7NLP9bcsy3k2GyNqTFBw0sJPZ1x5Rl37kp816yZM+lCvlE5BZHwtTs8pmd9HE/iWQZIeUpiwG2iddkh13Uz4GdpyWBNdp7L5iNuOVtjQG62zZkUS6Pop9BLjEApTikotLyzCllUzVgNx1G4TppJDxIkCUma0okFvUTgJhrXgiRbLZ4q8/9z0wCVNXjSVCAtnfmXmK6kINfRSMOexJLYHqQpSWIRxQ6thuRlly2y9VMxvdQmTo1DVZxootgsZO1Fkm5f4LoSx7FxbIVre8wupKyc6nHJ5ogb7k3oCzj/lJS3vUYTBovc8HCHj39jhKeOVBAiphe7eG6VVNm86iVnHV27+bJ3HJ6OPrxqWe37AcXvD8ABhGhy0w1f+9CGlWPpM+uX/z+6c3Ck2Vxg2VjK7OICf/slhzseGWH9mM3pqx26i1UWO0eY61l86/E6lYpN01VUPE2YRW8/Wx/ue1n0zsBhls8m2E6MdGL2HwtJY4+wYnYvOjIDtjWgA11H4LomcnuZ062bDTdbFuTEW168mZa4KjjsfCrGUG4JlmW8WFKtiZUgTrNGS960IX/OfMImvzJktYGdba9AoZQiSrMTJCXTfIgiVck57DS3hzC/qTkBLG0iOYCWgwaXlaUoicTN2uZ567xp26wci7HSiH4a0E8HKsIo1vRjRb+v6DpWZp1t4Vo2ju3i2Clz8xUuO32WqYmY2XlF0w647/E6p6/r8tqLjtKqHuPvPy84MBMQVhbY9rTNOadPTs8uLvuth+6/5SOvftXLv1t4Pf8AB3jJVS/n9/78Ex+1w1WRG4gP3P/k7ppK4av32jy2q8aZyyzWLbPYsMqiXo2x7ZSDMxaP7akxGULd04SuKdh8TxYNIt81xZnnmg24BuRGhHXouOKhp0Ok5xDYBuA59+3YZFE7W0vuZB1VL38+870Fr51AlIiCAcnlqvkIWA7QYiU5BsxJ1o0sWtglh9jyBHkexe3yTtG8jNRm+0WaTcmXxVfm55nfK872umudpT12dsXIawApizE825K4tqZvS1zHrBGJEodu1+PMNYtMjC2yd6ZKx7PoJyn9uBTBXYUbSdy+WaXt2Ba27eBYitl2wGmrFpkc6XNsRtNehO17QVOlF1mct26aX3ndLF+/02LzqpTlK6baZ22a/LVKuP8Tqzf/1+8nBL+/AAfwgkTFeJ905LJkxTLx0c/fus1b6NZZOy6YakpWTDgsG0sZb3XZd6zH33yhSc31GAsVtUy7EriD1r6519l6C1Xs7fScGMfu8+U7XB7dWcPxLEJL4xXgNvyriUD5NgoDbpMC5evJUxzbuEMtdi26kUUcC0MHZnRfhjXK25cHFnL57spB3p0vjsqPQdqT+w3m/oC6ALlaYuKTS34taShNSxoLtXak6fQUWpti2HNFBnDzk8oNJtuS9G2NY0uiWBLFBuSdnsvZ6zu88rIF/v6LLRaTgF4s6MeaXrZWux8p+o6i51i4feP2mm+Hs+0A363zq69d4N3/u8OR+Qqt6TiTZXgoVWe86vGqS6dJ5dm9DaeM/Zfxceszs/PJv6sN/0MB8Hf+ys9x6OixtBL6d+zec7Ct1aex0qe8h3fZTIwEnLJcsWysx0Rrjk/cDHc8NMLqFrTCTLviG/tct9gkAb6jM3otLXJg342YXYj5+PUjxNpnxDYNi0HnMktPnAzcjiwZ9+eac6N/Cb0E34vZ8UzA0ZmKsTLwzECEcspbmWEgeaIAeFoCtyqou8Ex0KLkrlKZdZpUmfpRFE83fEKYQtFzTKFtS82R+R5PH4PQMSdqmOpMa2Imb0zdYGWMkTnRI9uAO8pSlCh20Nrl565e5JM3LzLf81hMBGFiQN6Pzb74vqNwHUnPMZSqaXRpwEdKzQvPjHjx2bN84vqAui9AxDQqFsJW3LPN5YoLtvRWTI3/3I0Pr/vc6v1H0p95489+v+FXjN19X4+R0VGqYeXg1IoNZ111WevnR8dXdiYbLutW9ohVj2aty62PR3zk6+OsbtqsaGpGG8YqIvSkibiOcfr3XY2XRVpzS/C8iHq1yyducNi+p4btOllrfgBu18Y8R/Zc3tBmCkU1SKhXI0bqXZZPzHB04Rgf+kbM9r195hZSuj2TriSZxroM3GIrs85Z6mGXqkLfvRTkS2/Ds2SlCXqjf8kpzMCzaFYlm9YqfuFV01RH5nlqRnBsQTLfgcWeotvX9Popvawr2o+gHwv6cRa9kwzksSk0e32fTasFv3D1NEk3ph0LOpGgF0EvMiDvR4Y2jGLzXIs9yVzb5tiMx6HjFQ4cHeU/vzTlBVumOd4RuE6XnQe6HDzssWH96s4ziyt/4YVXXnXdVece/4GA+wcGcNdYAqQHnvy7Qx/9xKmfXrtyw395wYXjc/c/1WPr04Je3Odzd9Twdcjacc3UqM3UqFk45DqZ0MkSuI5hToKMg/a9GN+LCL0+qe6x55hLSkBoC8ISwB1HmFt5r5BDtl7DCLwqYUKt0meksUAnmuP3PlJl1z6Xbi+l003ox6bwS1KRiaKGpacG6ZmTVik1IYdsOQenpFLN7dOELqwUcouIsudJ/ho4loXnCiqB4c83rhT86ZsO44VtDi4I5ruSxR4G4FGWWsQDkOfgjKIM4JFFP3boRy5auawZj7DkIguRZiEWdGORPY8mShRxbLTfpgkEx+ckB47Z7D/is+dAnSQa48cujXHcmFNXCbZsWqTLxNxIbe1/ebGbfPrPP3SnvuCyn/6BgBt+AClK+dhy0Vu58esf58M3dv736vHlzqZTV/3FqPvE6MdvWGBhtsrZayWNis1ow2ZyVNPtxzy2K8W2LGoVQ+HlXb/AjwkD4yXeqHa4Y6vgi7e3SCyPmsOJ0Tu/CrimSDIpji6aNdUgohb2aNXn+cL1gl3PNFjdEGitiFNNkmjSJBMRaVFqwJRAniFalaL3SY3mC6ntkmWzGci1WDKkIUvT/nmDyjaMTrfnsmGZwyvPO85HvuHjO24m9dWDHNlSOJZZ+hXFeYqiiWJJP7Hx4oRe5BDGPq+6dJ7P3DzHtx6rMOd4+H1hGltZUyr2jUbG98BxInbtV3R7FpMjNotdj9kFm7GWw+tfvMj03Epe/fILjq8/pfcblbGD//sf/2mK//FffjCR+3kBOMCVL/s5AJL+3Ectx7Gv/cqN74kevXX8hWcsML/osWoSmrWElRM99k/Pc/ShkKYfYEnwXJNOVIKEatCnGhjTTiG7/OuNdQ7Nh2ZSyFb4OcCz6J2zJq6dL7/KWuRuSpA1WhrVRaYX+nz8hmUI4eDbxps4Z0JOKBwRw6kIZF6IWesc/ayvwwDYOQOjSvZmS8zvKbMvg4aP1hDFFqkK+E9XzfKVu+eYWRwntCSupYzOJVIZPZriOCZFcWxwY4kbS7zIou/YRI5Dt+/Rqjq88coFbn1sgXbXwha2kSdYCt/VRLFZMVjxFfX6IofaKYcPB3S6CdPzDisnBI/udrn8nAqbX3nh0ZHJl//OfBp/tCoaP2ioAT+gFOVkh+01OHScf3rBxVe+4+1vfsnR1ohL4HVoNNq06gt4XpftByJm5rO1ha6g4itqYUyz2mWitcDU6CyB1+Yzt1h88946CR5VB3xb4zkUOg4TvfP0xKQ5nqsMa+KlBF5M6PeoBIt84lse2/fWqbvmipF3DssrtAuGQ5VTlWIquAR2TkhXlh4DkBs2Je/HF4PSFA8NjcrlJ1GcWHR6LhtX2rzxxbP0+j1mIkEnhm5kJKomb85vRhgWZfl4L5uy6cd25hzrcc2FCT95xXGsuM3R2Yh984LpjsVCT9PtqazxIxitpZy6epFuopjrxEwvLjK30MUJA2i+6ujpZ77sHVPj6p+WTz0/4IbnIYKXj2XjIVpPf2i0cX4yPWf/5Y4dN7fu3nacF26GamWRnc+4SOHQqklqIdQrCSONHhOjszy+t8ttX7XwLIdP3hSw95BPWJcEGbjd4pZvYZYmkrsUTSLfNW1y3zPLsw5MJ3z5jhFi5RA6uhh8KPQflIrGnBfPPlcM0pQiPaHc4BmmCYc8Bxnk4jxbBC/+48D1Kk0FcSrp9x1E1ePVl87zyVvbHJ3zqTsS31Z4sTavQ6JwYoVrSyJH0E/AjSR9W9J3LPquGXroRQ5rJgW//bNznLI8QVouNz7S5MndTRxLELiKaidlpu2gUp8Nyzvc7EaEfsiFm3vM98d55TVXzoyuPP9/7DrIP29Y/m8fN/teHM9bBM8PIUZwnMbHLr3sgl8cW7bh7VvOuiye6cBjTwv2H/FYN2UzOWox1kxo1ftMjs7xxP4e7/r4GO/95CoOzNb5b6/tsnplisA0dnzHrBn33EFq4jgyi+Y5uA2HbmS6ferVDp+/3eGx3TUqtsS3telqlgYHhoeIS97bmexUZ/SJWsqgnCR6DxWZ5b05mfmOPEmOXl7PpjM2J0kkUWLTj1xOXyP5yctn6XX7zGcFoongpiMZx4oo0ebzSBhWJZLmFttEiY3Wkh37bP7+C3XGGh7//fWCP/pPbU5bPc3eWc30IkzPJxw+nrJrf8DqMZvTVkX4bsTZZ1wSn3X6urevXnvBL47Xqh/bsPx7K5z6txzPawTPDyFcdeCZnV983St/3L37/h2dhdn0/Y8+eqeouY48a71gzfIeloRKEPHo7j5//ulxOrN1XnmOwwtPH+NlFy3ypfsi7nzUpCeBk3U/s2ZOoTspJno0rqsKHr1V7fHkvoTrbh1hIfZZFZr8vRhdK9m1lTnvHMS5+VSjmiLdNMvVTyD9lvzRedQedCd7EcwuGHP48k6g7MeZOz2Y20yyCB7Fkm7foVbx+PEXLfK1e9vsPuxRdwRBDF6s8ZOs65mkxRBwLwJLSmzLyqzTzND243sc/vkbU1yzJWRFQ3LK8j7v/Nnj/Nm1beaO1enFKU8f7qHxaNWrjLQsddqp5+vlqzb96vrGmR+ZmT4YLT994/MNK+CHIILnx/KVG3ho65HIC5d/bO3q1aePjp3zztdesZzT1s5y31OLPPKURZym/O3nK8xO19lyis2lmy2agU+nW8GWEFjK6FZKdhRetkjUtsCyNbaTiaQygVPgRyD6fPVum217q4SOZRpElsaxShP1OdiKNCEfNDBzjrYtefULIs5aHRNHwx3MkwG92A+UAd1zFE/ulXztNh8Saa4alE8oUTyfykFesmToxw69vsfGlYKXXzJHLGLaWZQ2mpLBEEKSauIY+n1BpydY7Fks9mx6fZs4MSrDwPXotB3ufszj4e0NxqotfvV1CwgbzlgHp2/s8uBTHXYdWsUFZ53zzmXL155+yurJj/lib3TGDwm44YcI4ADnnrmBc89Y1n1069z2j37j1e951ZWT7zrUX5tu21XFk9Du9lFJyOmrbM7cYLF+ZYJra6LEQmJRdTFm+RWLRtWmGtp4jlUysDdiqgLgbkw16BOlPe7f6jO3GFLxDCXm5POXuUd4GeTZkQNXKQPFaqDx7SyCl75+4l4cBtru3AhUaqJEs9CVCC2W2gQWjIzKptgTtcRzJDbFZiVwuOj0DlVnkYU+dBJJP1M2mllRijnJbgzzHcFsWzLXtmgvunT7Hko7eLYgThS7D0Q8ukuzdXcDS4fUwi7dns0Fp1r9n3hZ69isXveuN/7UJe8JaG+vNNd1V6w+4/mG0dDxQ5GiLD1+/Mdfx7E9H01H17zpD1996IjdrN3132Xvfu/mR2fpdz0uOk+wad0Muw5I5hdDVi2TuI5DM4SRumS04dCqWwQ+dHrQ6RmnJ5nNguYyV9+LqIZd7n4CHj9QxXEdQjvTj9uD2c2BL8qg2CtvETaMikCnGq1So/7TDHHjJ4CcMs+d25fpYrfm0MLaoo+kjWWa0pm5jhkJi2OTh0eJTa/nc9qymHPWzHPz1ipt36HiCCLXnBhaaSxpBj06PUW3lxL4RkJr2y6jTZ9+v4sjNWsmBV7QZ+u+GE2FV1/u8+ItEcdmR7H8lTcH8T0/Rrei/vCvdqTvevtPPN+wOenxQwlwgLE1v8Cx4/PUPev3Xnr1S2TSnbr0ePdaaeNfeurq3faO/TFfvn2cF59j8dQBm6QvmWpKpsZclo9ZjLcSGtUuj+7UHJ0JWD7uAALb1nhOSuBF1CtdOv0un7u9wtZn6jRDgWepIj1xLGlmNrMRN1kq9srLoYphAyVAZ/4geTOIYQ+T4cYOZruZ0AhjSYWQ1sC+OLenGGJPTCcxTiHOTHXi1Awx5MKpDSssXvuCBR54qs1sr0XVldSSlCQ1z+HYgskRxe7DHXYd1DQqFt2eg9YWjWpA4CywflmfiVaFF54X8eW7Fnn0qYTN65YlwufO1772Neqy89bfDz/Zq9a+Pzru79XxQwtwgLHRev7hO+65/cuce8bLauedfuyDR4/qn3rmcFuO1BICL+buJ31mZnzOXutw5nrFRKtHLVTMdGa5d4cNicvkiI2U4DmKwDNcutKL/M1nPP75a6NYtotvky0xzQcjMBM/2SibieC6aPCoLHKrfB+7stCpyqzS5DAHfkKaMuC+8whuViBY2TS+XkIVGmVhqjRJqjIttyCKjblOMcCQ2ESxzy+8tM1c9wjvu87hWKdK3ZfUEnNlsS0YbyWMjk3z0O6APYdDjs/3mW47+K7DWaeGXLApYqGdcvi4ZtPqUUbGx5Xb2nTtuSOtX5o5drhdrZ37fMPjOzp+qAFePi66/FXs3rOz7bqn/ZpXX7/zkuSBM1cenH2d7j/J9KxizYTHJWfGCLvNgzttLjzN5viCYPsBn81TJv/2HE3gJdSrPbRY4P1fcHnfdRPMRVVc38IWOhM1MaRbyad9pDTgVpm5pcqFV0rQj8x+mjM29nn4YEKcWsWwg6JUaJa4beOwZYYd0iTl8Z0OB6ZdXIfsd9GDMbVss3KuAe9HCseW+LFhRJJUFnbJ/cimGgb82o/1SdRh/u6LFtOLAQ1fGy1J5luybqWmWoO4JznntB5PHexz99YK9WqFRjXi8NEO0t9Ivdr83JUXnPfYipVTf93r9tqrlq9/vuHwHR8/MgAHOGXNBoBj257c+wdnnPv6NRtP3cnBgyOve/RL2zhjbYdqdY5v3htw6GjAqlFNEGqaVStbZSiMqVAY4TqL/O0XHT70lUlcO6BqaRaTlEgZ9Nky04+7kiD7v54DYLz+4symIi3ZEvcji+VTgjM39PFvi4lSrwDS0ig+sFjTxeq8RKU8usPh2HGP1iiFV7mdzVM6lnG31UrT76coZXxXfNdE8SQ1tKRlpThOzPxigFYN3vLKNpY8zD98aSXzPYtWT7HYTVnoSGbbPnGkWTYiOG+DzdRYn6/d3eb+bR4vvGCM8eVnccam0z93ycUb39ZtL+4J6yuebwh818ePFMDzY/Npq9Hx8T3Ym/9HEMqPvflnT//1tP/wi7560xNMNDqMVvss9lzu323hS8nycYvxlqJRNR3Lpw71+cSNk4yHAesmJFs2dVhklutuHqGfOMgsgvuuRS0UjNRTWtWEIzOS43Nmoa3nCFQqinUhqZLEkcNYJSZ0+yxEFRIlStM8JU/XJUuhHDuhG6UcW6iA7eAs2ZTm2GaiqRLaTM+nHJtNaFaM3jvwbKLYXElcW9GNIj52o0vUm+TCDS5rV1T4mRcf4YYH5zl6ZIRWR3F8NmH/UZflEx4vPHOO7bsrPPY0dLqCV1xaI3XP4IwtZ94S4f/15MQpj+zel+xZt3rl8/22/5uOH0mAAwhnFGCn1nrnug08tm3r/LJXv+Lcv9+377ENN9/xmHX6unnmd0qWNX1OX5uwcc0sSllYVsKnbwmx0pBNK+C01Q5XbrE5vhjzpdv6xLFjvFQcY0/RqCpWT/ZIxDzbHvGI+jVWT9pUAkFpjphUWSx0PK4+v8/mb3a4bVuDfilNKc9k5stnLamNCMqOeGiH4Mv31fECC7dER0rMZH7oW6yaEIyO9thxT8rCMRfbTggDi36cc/GKWCfc80STueMBPjZxanHm+j5veNEi7/tUk+NdwaGOItEJqyYDQq/Dkdk+55zqM7bsonTzpjN27jvW+W+bz7r4YKrYHrriu3pfftiOH1mA50e2Lnu76s9uT9L0ZcJyVvzqmRdcu23r1+uWPF65/Kw+rZFZrr1VMFUPecXli8TKZ0VTsmrCZnWWn1+wMeXys3vc/WAVIc3UTCWAVi1hvNnm5m1d7tnuc8pISr9lZXYNBqC2pUiVpN0JmGhFvPmVC2zbE9FPQlI1MJsfMsvM7Cg8J2Whl/Dhr1SZX6gxVjdGRTlLorSRy3qupFVXnDW1yI5DMXc/3KJZgVqY0o9yC2nNLY/b3Lc9YEMrZe9hCAKH0UYDRyTYIuHS011GRjvc+pDklocqXHXxBC+6dGrxyquumffs6A1OuG7/yLi9x7N/tIGdHz/yAM8P6TXRWu+5+IKRfSqdOyNJX3rJ206TH+zMb6t+4uuPNh/f0WblhTZb9wgOH7I4ZcrilBUWq5d1sZ2IWgitWgpCYwkzuV8JYKQRE6ketzxscWzGZv2oYTKEMN4n1bCP63WYmasghI/naJaPzFL3usx3gyUR3BzF0HE2kd+JE54+PkI9cFhRVSgBhxZB9wWNRGc+hyafn2oprtjS5d6tNabbLqMNRa9vpu9BM9+W9BYlSUOz72iM40ia1ZAVrVlOW9VFJxUu3uhy/hlW+0j7/Omzt5xln2vr/9ocXXvX8on6XBSjvB/xqF0+/sMAHIporg4fPjwzNbHq67PP3LJ2avOrf/G/LXvxb9x2803RRLhbHG5Hm6QV+Keuilk50eXIXJutT/sIEXLgmKYbaSzbbFdu1VKqQYxtRwgR4Nmy2P7gOppqGON683zqFpeDh1pceY4pDjevXuBF5y9w7S1N0ucQpFhSYVsJ37zLZevuOutaijVjgsvPVeydneG6W6rM91wmknxKXxBFLkIJEpWw0HeZbaeM1BVJIvDdmBXjMRtXai7ZnHB4NmHfYUXgurzs8nHWrrV6jhp7ojKyzrnoonM+1jjnbX/+2Nf+zhsfa/TiuK/Ed7oe7kfo+A8F8PyYnJwEUMfnIqSU/+Q50Ycd22L5mrXWamfz+xstubG3+NQLDs8esPYehjSW3PGYjaNs1kx2CbwaU2MpKTH9GLYdsNm+16fqGS7csUTGp0dsfybl87c02DQhODxj0Wx4rMCn4sUkSqP1YDd9WXKbb1aTMmExkljaoRVqxpo2ozWHi8/UPP70IkcOO/RjY6OWKsFCz2XTKjhzXcQzz4RYdsyhaYuNEew7kpBEAVvW95kcqbBszKHdDVixbDKtjW+87coXettn5xbfihCp44TMP/J+HdRO6Tzf79f38/gPCfD8GG24+Yd5DE2mZ6d/af1mt3X82Ll/ct+917uap1LLrpx3eGbi/HPWH8GTB/CtgGplkRsetLhqi83xOY/ACmiFkGrJSCOhUY2JYvjqPT7teRtvhSZJQKWSbs/jotO6fPaOBCEc0wXNWvDGJN40ZpQSzCzA3U+EhG7mcW4LerGkVbG45qIun/yaZn5RMdNOsaVgtg0NXWekLohbkkvP7nHj/SmHjzvMdTXHZqa46uIRjs2697e78QObNq2xXn7NS6Jmc+R3oyiaqVTGnu+35Qd6/IcG+MmOkeYIwAzwywBbH7se2+JFO/bql7py/g2x1z5t47KUQ0ceII48XHuBmrPIBetrHF5UpMKiUe2x90iKtCzixMWRFkKQpS0djs54nL/RY7KlCGKo+ka2a7hrTT+Gha5NL7LpzLjcv63JVEPR7qfEsUnYk9TFsVKaFcHKKcVcJ0EIzbHZDo/sDJiZWaAfxYw1G5y6LmXF2nO5+KyIHftHnlw+0bi2NuN8Q0p9yyuuvur5fsmf1+P/cwBfepx+5tUAtywuHL8FuHXTGel6Xx5VH/nELnXW5rWnrN4Q/M6++7dzwZZRvvXwQWTURjDHvY/X6EZw8KjLhpWS+Z5mrNHnyQMx+w7UufB0gWc7TNQkliuxXM2B2ZQz1nc5OmPRj20OHXNpNH3WTbpculGz60jE4VmP0OvyxNM2K5uwcXmPU1dKvvFgzPFZzZpVFUat03jN2mP00o2MtBbes6K3f/fmsy+XK9c15OgqZxfw9fNGR5/vl/aH4vj/PMDzo1IdBfh6/rmOD4PtNXfu2ndnYklWrwrjKxub3j7V4JpTpto0V3gc2H8n1SBm7TLB/mOSVcsW+eZDkoe2KzYsh7qTsnxc8OTBlHVewtFZTSNsc+S4R72i2LkvYB0WFSdl0+qY2E655zEf1+uy/5jF6imbyckG5198KaPr4NQpydRY8s0ndqu/PHN9zUnds0nE+lvWndWd3XjK+PP9Ev5QHv8/wJ/lEM4kwCzwBYDtuw+xBp6o+ulkLeir+qgm6jzKWKNDGCqCQOI5Sfzaq877oxWT8tWTk0n8wgttVk1KKvtgRTOhNQnLVnUgcBkfSeiKgLEpxSXnWVTGpLPMcr60cN/OP9LCcbTQtLsewmmyeu2ZLF9j0QylbNbE4ZWr2e1Xf/Ta5s/H8R+PF3oeD73wOZBM3nh7txH6qX5ij83UqGDHQRivphyd07zo7D7HZm2aNcXuAy5TY/D4U4LJcUccaI/NCaEPv/VnXvJ8/yn/YY7/F5Xw2mrAauOTAAAAJXRFWHRkYXRlOmNyZWF0ZQAyMDIwLTExLTA3VDE4OjU3OjU5KzAwOjAwyh/rDgAAACV0RVh0ZGF0ZTptb2RpZnkAMjAyMC0xMS0wN1QxODo1Nzo1OSswMDowMLtCU7IAAAA5dEVYdFNvZnR3YXJlAG1hdHBsb3RsaWIgdmVyc2lvbiAyLjIuNSwgaHR0cDovL21hdHBsb3RsaWIub3JnL0jPKKMAAAAASUVORK5CYII=', 'weight': 10}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 58061071
    {'hecke_orbit_code': 54043195696218320, 'n': 1, 'trace_an': 8}
  • id: 58061072
    {'hecke_orbit_code': 54043195696218320, 'n': 2, 'trace_an': 0}
  • id: 58061073
    {'hecke_orbit_code': 54043195696218320, 'n': 3, 'trace_an': -141}
  • id: 58061074
    {'hecke_orbit_code': 54043195696218320, 'n': 4, 'trace_an': 0}
  • id: 58061075
    {'hecke_orbit_code': 54043195696218320, 'n': 5, 'trace_an': 2051}
  • id: 58061076
    {'hecke_orbit_code': 54043195696218320, 'n': 6, 'trace_an': 0}
  • id: 58061077
    {'hecke_orbit_code': 54043195696218320, 'n': 7, 'trace_an': 2417}
  • id: 58061078
    {'hecke_orbit_code': 54043195696218320, 'n': 8, 'trace_an': 0}
  • id: 58061079
    {'hecke_orbit_code': 54043195696218320, 'n': 9, 'trace_an': 115741}
  • id: 58061080
    {'hecke_orbit_code': 54043195696218320, 'n': 10, 'trace_an': 0}
  • id: 58061081
    {'hecke_orbit_code': 54043195696218320, 'n': 11, 'trace_an': 53118}
  • id: 58061082
    {'hecke_orbit_code': 54043195696218320, 'n': 12, 'trace_an': 0}
  • id: 58061083
    {'hecke_orbit_code': 54043195696218320, 'n': 13, 'trace_an': 228488}
  • id: 58061084
    {'hecke_orbit_code': 54043195696218320, 'n': 14, 'trace_an': 0}
  • id: 58061085
    {'hecke_orbit_code': 54043195696218320, 'n': 15, 'trace_an': 464555}
  • id: 58061086
    {'hecke_orbit_code': 54043195696218320, 'n': 16, 'trace_an': 0}
  • id: 58061087
    {'hecke_orbit_code': 54043195696218320, 'n': 17, 'trace_an': 433095}
  • id: 58061088
    {'hecke_orbit_code': 54043195696218320, 'n': 18, 'trace_an': 0}
  • id: 58061089
    {'hecke_orbit_code': 54043195696218320, 'n': 19, 'trace_an': 434954}
  • id: 58061090
    {'hecke_orbit_code': 54043195696218320, 'n': 20, 'trace_an': 0}
  • id: 58061091
    {'hecke_orbit_code': 54043195696218320, 'n': 21, 'trace_an': 906875}
  • id: 58061092
    {'hecke_orbit_code': 54043195696218320, 'n': 22, 'trace_an': 0}
  • id: 58061093
    {'hecke_orbit_code': 54043195696218320, 'n': 23, 'trace_an': 1124296}
  • id: 58061094
    {'hecke_orbit_code': 54043195696218320, 'n': 24, 'trace_an': 0}
  • id: 58061095
    {'hecke_orbit_code': 54043195696218320, 'n': 25, 'trace_an': 5966065}
  • id: 58061096
    {'hecke_orbit_code': 54043195696218320, 'n': 26, 'trace_an': 0}
  • id: 58061097
    {'hecke_orbit_code': 54043195696218320, 'n': 27, 'trace_an': -7820643}
  • id: 58061098
    {'hecke_orbit_code': 54043195696218320, 'n': 28, 'trace_an': 0}
  • id: 58061099
    {'hecke_orbit_code': 54043195696218320, 'n': 29, 'trace_an': -1913432}
  • id: 58061100
    {'hecke_orbit_code': 54043195696218320, 'n': 30, 'trace_an': 0}
  • id: 58061101
    {'hecke_orbit_code': 54043195696218320, 'n': 31, 'trace_an': -5220148}
  • id: 58061102
    {'hecke_orbit_code': 54043195696218320, 'n': 32, 'trace_an': 0}
  • id: 58061103
    {'hecke_orbit_code': 54043195696218320, 'n': 33, 'trace_an': -1626882}
  • id: 58061104
    {'hecke_orbit_code': 54043195696218320, 'n': 34, 'trace_an': 0}
  • id: 58061105
    {'hecke_orbit_code': 54043195696218320, 'n': 35, 'trace_an': -950707}
  • id: 58061106
    {'hecke_orbit_code': 54043195696218320, 'n': 36, 'trace_an': 0}
  • id: 58061107
    {'hecke_orbit_code': 54043195696218320, 'n': 37, 'trace_an': -419409}
  • id: 58061108
    {'hecke_orbit_code': 54043195696218320, 'n': 38, 'trace_an': 0}
  • id: 58061109
    {'hecke_orbit_code': 54043195696218320, 'n': 39, 'trace_an': -4027101}
  • id: 58061110
    {'hecke_orbit_code': 54043195696218320, 'n': 40, 'trace_an': 0}
  • id: 58061111
    {'hecke_orbit_code': 54043195696218320, 'n': 41, 'trace_an': 12148046}
  • id: 58061112
    {'hecke_orbit_code': 54043195696218320, 'n': 42, 'trace_an': 0}
  • id: 58061113
    {'hecke_orbit_code': 54043195696218320, 'n': 43, 'trace_an': -32143187}
  • id: 58061114
    {'hecke_orbit_code': 54043195696218320, 'n': 44, 'trace_an': 0}
  • id: 58061115
    {'hecke_orbit_code': 54043195696218320, 'n': 45, 'trace_an': 18893544}
  • id: 58061116
    {'hecke_orbit_code': 54043195696218320, 'n': 46, 'trace_an': 0}
  • id: 58061117
    {'hecke_orbit_code': 54043195696218320, 'n': 47, 'trace_an': -57898411}
  • id: 58061118
    {'hecke_orbit_code': 54043195696218320, 'n': 48, 'trace_an': 0}
  • id: 58061119
    {'hecke_orbit_code': 54043195696218320, 'n': 49, 'trace_an': 104302637}
  • id: 58061120
    {'hecke_orbit_code': 54043195696218320, 'n': 50, 'trace_an': 0}
  • id: 58061121
    {'hecke_orbit_code': 54043195696218320, 'n': 51, 'trace_an': -198521477}
  • id: 58061122
    {'hecke_orbit_code': 54043195696218320, 'n': 52, 'trace_an': 0}
  • id: 58061123
    {'hecke_orbit_code': 54043195696218320, 'n': 53, 'trace_an': 273106866}
  • id: 58061124
    {'hecke_orbit_code': 54043195696218320, 'n': 54, 'trace_an': 0}
  • id: 58061125
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  • id: 58061307
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  • id: 58061310
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  • id: 58061311
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  • id: 58061312
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  • id: 58061314
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  • id: 58061315
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  • id: 58061316
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  • id: 58061317
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  • id: 58061318
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  • id: 58061319
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  • id: 58061320
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  • id: 58061321
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  • id: 58061322
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  • id: 58061323
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  • id: 58061324
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  • id: 58061325
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  • id: 58061326
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  • id: 58061327
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  • id: 58061328
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