Embedded newform data - 72.8.d.b.37.2

Formats: - HTML - YAML - JSON - 2024-04-23T20:38:24.754663

• mf_newforms •

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

  
  {'Nk2': 4608, 'analytic_conductor': 22.491721834856765, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 8, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 2, 'char_parity': 1, 'char_values': [72, 2, [55, 37, 65], [2, 1, 2]], 'cm_discs': [], 'conrey_index': 37, 'conrey_indexes': [37], 'dim': 6, 'field_disc': -385925773754399, 'field_disc_factorization': [[-1, 1], [239, 1], [677, 2], [1877, 2]], 'field_poly': [32768, -3072, -320, -24, -10, -3, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'has_non_self_twist': 1, 'hecke_cutters': [[5, [412405245440000, 0, 19577926400, 0, 254032, 0, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503805920018504, 'hecke_ring_generator_nbound': 11, 'hecke_ring_index': 32768, 'hecke_ring_index_factorization': [[2, 15]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 8, 2, 1, 2, 0]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '72.8.d.b', 'level': 72, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'minimal_twist': '8.8.b.a', 'prim_orbit_index': 2, 'qexp_display': 'q+(-1-\\beta _{1})q^{2}+(19+\\beta _{1}+\\beta _{3})q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 6, 'rm_discs': [], 'sato_tate_group': '7.2.3.c2', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '72.8.d', 'trace_display': [-6, 0, 0, -688], 'trace_hash': 755036567441885968, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.030', 'prec': 17}, {'__RealLiteral__': 0, 'data': '5.453', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.483', 'prec': 17}, {'__RealLiteral__': 0, 'data': '152.589', 'prec': 24}, {'__RealLiteral__': 0, 'data': '80.480', 'prec': 20}, {'__RealLiteral__': 0, 'data': '6076.668', 'prec': 27}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.506', 'prec': 17}, 'traces': [6, -6, 0, 116, 0, 0, -688, -1512, 0, -1656, 0, 0, 0, -12048, 0, 35344, -1452, 0, 0, 114768, 0, 152860, 1296, 0, -39314, 316968, 0, -480800, 0, 0, -89280, -817056, 0, -1009108, 0, 0, 0, -974124, 0, 954464, -521244, 0, 0, 1096344, 0, 929840, -1566432, 0, -511050, 148626, 0, 823952, 0, 0, -3270256, 2468928, 0, 3130744, 0, 0, 0, 7055808, 0, -4792768, -1416480, 0, 0, -6608040, 0, -7406912, 7597104, 0, 2089564, -7744200, 0, 9241288, 0, 0, 16015904, 12600384, 0, 10715932, 0, 0, 0, 5639076, 0, 1541200, -2169084, 0, 0, -669600, 0, 15503712, -48537936, 0, -1088308, 14983242, 0, -22902876, 0, 0, -66477296, -14762016, 0, -33327512, 0, 0, 0, -21976656, 0, 35540352, 4629396, 0, 0, 23369136, 0, 44635004, 101313120, 0, 12335018, 14354760, 0, -59870336, 0, 0, 120534272, -17273472, 0, -29381600, 0, 0, 0, 21022068, 0, -576688, 42304548, 0, 0, -69139584, 0, 477072, -174604080, 0, 6476960, -134905308, 0, 14994224, 0, 0, -218466320, 116725488, 0, 44564384, 0, 0, 0, 209485920, 0, -95069824, -39285888, 0, 0, -254871240, 0, -82500436, 248362608, 0, 34330814, -236206224, 0, 74921192, 0, 0, 176403472, 262985952, 0, 31835260, 0, 0, 0, 199025088, 0, 41086784, 89915808, 0, 0, -251039040, 0, 182334224, -78322560, 0, 189123724, -174343500, 0, -211000044, 0, 0, 50772176, 147136440, 0, -224785080, 0, 0, 0, 199924272, 0, 409569600, 104778312, 0, 0, -56812272, 0, 376651228, -237373584, 0, 140998144, 16886376, 0, -571475104, 0, 0, -432511296, 181170432, 0, -587367828, 0, 0, 0, 136563648, 0, 657630112, 39155556, 0, 0, -330733992, 0, 690096416, 531131808, 0, -723230100, -549621546, 0, -486394416, 0, 0, 694336624, 650025216, 0, -367185328, 0, 0, 0, 921078528, 0, 155132160, -693235212, 0, 0, -939925440, 0, 129022220, -1500139344, 0, -619536928, -1179651360, 0, -153906936, 0, 0, -1334059616, 1546277088, 0, -127952676, 0, 0, 0, 1414146276, 0, -173805312, -917952636, 0, 0, -1753790688, 0, -417570960, 1528775136, 0, 1169882098, -2304516000, 0, 566219080, 0, 0, 2047394832, 2278387872, 0, -202569176, 0, 0, 0, 2589325008, 0, 291088032, 1840094304, 0, 0, -1567289280, 0, 413688576, -652293168, 0, 847338684, -1710010488, 0, -201076544, 0, 0, -1438763920, 1641580800, 0, -635774848, 0, 0, 0, 1547221428, 0, 2007904144, 1276665600, 0, 0, -1399175112, 0, 1182434896, 661963824, 0, -2690080468, -642184638, 0, -1906345888, 0, 0, 1539490720, 571012272, 0, -1193690600, 0, 0, 0, 4610352, 0, 1560335680, -3464843724, 0, 0, -866679816, 0, 2950973804, 968999664, 0, -1358397766, -224041320, 0, -2264307328, 0, 0, 680486752, -1073606784, 0, -4122053792, 0, 0, 0, -175579512, 0, 2276760192, -1974976224, 0, 0, -1188471264, 0, 1524328832, -1401947904, 0, 5652842368, -2080154892, 0, -2759616920, 0, 0, -2373380384, 1914390744, 0, -577324792, 0, 0, 0, -827882640, 0, 788665808, 7441976148, 0, 0, -2150097456, 0, -1613484736, 5002126320, 0, 944164988, -1203291600, 0, 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-9073926432, 0, 3477343552, -19105065504, 0, 0, 20507595960, 0, 2807258028, 7723240272, 0, -8574839040, 10940994264, 0, 5890687336, 0, 0, -6686104528, -14838999552, 0, 9687033852, 0, 0, 0, -3126001212, 0, 9812505024, -10475012796, 0, 0, 6796904160, 0, -5885729888, -300307248, 0, 26757796492, 20940825102, 0, 5353330880, 0, 0, 11237141840, -8994124944, 0, 10058963656, 0, 0, 0, -13385976528, 0, -15611956800, 21648492756, 0, 0, -1297417584, 0, 855230144, -5832156528, 0, 6571545852, -1240063392, 0, 6115755424, 0, 0, -24073542208, -19799398464, 0, 5338463904, 0, 0, 0, -6269886828, 0, -25951136896, 11071981668, 0, 0, 2548219392, 0, -26506419088, 5422698720, 0, -31703597802, -13274442684, 0, -5162566576, 0, 0, 35934692528, 8048369280, 0, 21028298424, 0, 0, 0, -24840519600, 0, -18993965568, -25473615372, 0, 0, 372297984, 0, -29543142248, -540001872, 0, -5922895144, 9399091080, 0, 24826606472, 0, 0, -34005567024, -2574819744, 0, -6331954944, 0, 0, 0, 2089464420, 0, -12561226992, 1144030848, 0, 0, 29004293280, 0, 764885904, 7040635152, 0, 20731874124, 5613463764, 0, 32518958852, 0, 0, 30454129824, -27552318144, 0, 15862620800, 0, 0, 0, 1107143904, 0, 12408794400, 21747032928, 0, 0, 10826635248, 0, -3341699652, 8113594992, 0, 8299364984, 49291867656, 0, -4382811552, 0, 0, -14348793392, -8551954560, 0, 21700837836, 0, 0, 0, -23645245632, 0, 6681721360, 13855882752, 0, 0, 402173880, 0, 32445114320, -16935203616, 0, -5328266368, 21022420422, 0, 1691567344, 0, 0, 38072640112, -47455501056, 0, -14986125616, 0, 0, 0, -31628115936, 0, -2387444480, -5650348920, 0, 0, 58535984832, 0, -2061133888, 27126326256, 0, -11742119200, -8715393768, 0, -47090439600, 0, 0, -27721935264, -14472820992, 0, -27987767328, 0, 0, 0, -41546088444, 0, 19083838400, -23753891388, 0, 0, 19096670976, 0, -34711860480, -29591208624, 0, 6452671244, 23734574208, 0, 17664911080, 0, 0, 17039050304, 9688439088, 0, -33303951736, 0, 0, 0, -10964726112, 0, -9918828912, -9937092768, 0, 0, 30001851216, 0, 24629286784, 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77946267320, -64070902620, 0, 5953051696, 0, 0, -23211420176, 30299651328, 0, -29508726440, 0, 0, 0, 113175852384, 0, 78440593024, 103174931124, 0, 0, -35580574920, 0, 24040735404, 141035222496, 0, 66120111132, 29053004256, 0, -30220393728, 0, 0, 16359114848, -12646331424, 0, -29590592232, 0, 0, 0, -44835600252, 0, 35417389952, 8949841476, 0, 0, -74620066368, 0, 137047883200, -158257475616, 0, -24356255034, -54011633952, 0, -120920468696, 0, 0, 40909182672, -37226872152, 0, -59929904624, 0, 0, 0, -22238416080, 0, -28863626688, -101338164012, 0, 0, -7681906992, 0, 14530612700, 164115002256, 0, -90386089632, -49887548784, 0, -154697174880, 0, 0, -30742152000, 1969579008, 0, -20745424512, 0, 0, 0, -9741807084, 0, 87906994112], 'weight': 8, 'weight_parity': 1}
• mf_hecke_cc •

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

  
  {'an_normalized': [[1.0, 0.0], [-0.985826643791583, 0.16776718508284982], [0.0, 0.0], [0.9437083432187536, -0.33077872201717434], [0.0, 1.2108490401523653], [0.0, 0.0], [-0.48374635987785874, 0.0], [-0.8748390136353354, 0.48441376964487026], [0.0, 0.0], [-0.2031407350266329, -1.193687245391666], [0.0, 0.44548888520325514], [0.0, 0.0], [0.0, 0.27911490007956946], [0.4768900504047848, -0.08115676509078361], [0.0, 0.0], [0.7811708741213698, -0.6243172794536885], [0.5980642899532644, 0.0], [0.0, 0.0], [0.0, 1.0994884586361529], [0.4005230980573216, 1.1426883415702067], [0.0, 0.0], [-0.07473841625624694, -0.43917481254637886], [-0.33598605572804996, 0.0], [0.0, 0.0], [-0.4661553980379041, 0.0], [-0.04682632110103027, -0.27515890517766506], [0.0, 0.0], [-0.45651547581843704, 0.16001300270085825], [0.0, -1.223469308739226], [0.0, 0.0], [-1.3822351508490045, 0.0], [-0.6653591084902789, 0.7465234468849731], [0.0, 0.0], [-0.5895877117362228, 0.10033556242403248], [0.0, -0.585743815535306], [0.0, 0.0], [0.0, -1.610735744988159], [-0.18445808373646871, -1.0839050170648592], [0.0, 0.0], [-0.5865519480110801, -1.0592979799481879], [-1.3595239105802617, 0.0], [0.0, 0.0], [0.0, 0.1694523271132229], [0.14735824412038845, 0.42041157777753346], [0.0, 0.0], [0.33122400567915533, -0.05636743479658446], [-1.152533498223102, 0.0], [0.0, 0.0], [-0.7659894593049211, 0.0], [0.45954841153303655, -0.0782055789399946], [0.0, 0.0], [0.09232526994427132, 0.2634030599217585], [0.0, 1.418262472035268], [0.0, 0.0], [-0.5394197890469087, 0.0], [0.42320018832522993, -0.23433339774041756], [0.0, 0.0], [0.20525800196244007, 1.2061286424163995], [0.0, -1.1567346881820397], [0.0, 0.0], [0.0, -0.27334604492263653], [1.3626442396922267, -0.2318937003805058], [0.0, 0.0], [0.5306865995568932, -0.8475681288549858], [-0.33796600885357003, 0.0], [0.0, 0.0], [0.0, -0.03244638131558027], [0.5643982602100954, -0.1978269415148496], [0.0, 0.0], [0.09826859111204632, 0.5774418597908467], [-0.4213729525809913, 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0.06042254173686057, -0.3893154703169506, -0.20012385811611125, 0.05044277108187171, -0.4802563607348415, -0.31706028967623207, 0.01664948239354379, -0.20872382336288806, 0.1182614389171705, 0.0842299276795654, -0.43119616472333666, 0.10031144991291564, -0.42654383892702546, -0.2882777376514853, 0.14015137820642654, -0.14388343962860956, 0.02552473327989233, -0.20580441791756787, -0.3500979434504077, -0.28653721721533304, -0.31892375408924023, 0.07935334412343936, -0.21802812762571233, -0.3491150045312601, -0.05553012980727184, -0.2487334236622635, -0.47399824633837884, -0.20022562407706027, -0.37704389020167417, 0.1900466962207251, -0.3768727992359215, -0.20189559771485174, 0.10072686819168747, 0.11035915255109502, 0.08061630965655664, -0.4183424883621959, 0.07034077577944885, -0.25762268054762816, -0.08980632463208872, 0.09159230682617234, 0.03471314480019197, -0.21877788852553406, -0.29238656337566626, -0.294415160830111, -0.2975129109277799, -0.38141154030677604, 0.05208059071456214, 0.008919135950728352, 0.015533984359397157, -0.31387203845585143, -0.4667827140647855, -0.4784847124661881, -0.26577079900140893, -0.4829787088967006, -0.47459871848416935, -0.12051127654887415, -0.34336085258716464, -0.37328500598293435, -0.3655486492705617, -0.39820690165474576, -0.490536611586628, -0.10022777663675797, 0.08803992853301064, -0.1912101036542494, 0.0571389603460982, -0.2261234438515639, -0.287059441453923, -0.24024923874872967, -0.1711863501913575, -0.3934293792450485, -0.35492826483421275, -0.10016954146245254, -0.23015744682517583, 0.023752811888480496, -0.2022786111406564, -0.14117351217751004, -0.2581342265553599, 0.004262813358079916], 'char_orbit_index': 4, 'conrey_index': 37, 'dual_conrey_index': 37, 'dual_embedding_index': 1, 'dual_embedding_m': 1, 'embedding_index': 2, 'embedding_m': 2, 'embedding_root_imag': 0.9490345138612937, 'embedding_root_real': 5.5766776391952275, 'hecke_orbit': 2, 'hecke_orbit_code': 4503805920018504, 'label': '72.8.d.b.37.2', 'level': 72, 'weight': 8}
• mf_newspaces •

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

  
  {'Nk2': 4608, 'analytic_conductor': 22.491721834856765, 'char_conductor': 8, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 2, 'char_parity': 1, 'char_values': [72, 2, [55, 37, 65], [2, 1, 2]], 'conrey_index': 37, 'cusp_dim': 80, 'dim': 34, 'eis_dim': 8, 'eis_new_dim': 2, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 206292648008, 'hecke_orbit_dims': [2, 6, 12, 14], 'label': '72.8.d', 'level': 72, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'mf_dim': 88, 'mf_new_dim': 36, 'num_forms': 4, 'prim_orbit_index': 2, 'relative_dim': 34, 'sturm_bound': 96, 'trace_bound': 1, 'trace_display': [8, 0, 0, -688], 'traces': [34, 8, 0, 64, 0, 0, -688, -1084, 0, -4564, 0, 0, 0, -16684, 0, 12304, 1456, 0, 0, -60328, 0, -95188, 144712, 0, -476814, -108016, 0, 122456, 0, 0, 446768, 76888, 0, 26280, 0, 0, 0, -150308, 0, 769880, -79960, 0, 0, -178920, 0, -2502408, -510024, 0, 3805218, -175984, 0, -2774976, 0, 0, 920752, 825224, 0, -702676, 0, 0, 0, 1288636, 0, -8665040, 1103984, 0, 0, -2872200, 0, 4761112, 2424408, 0, 4623692, -1275400, 0, -2285256, 0, 0, 6990368, -1768704, 0, 273024, 0, 0, 0, 900764, 0, 7449584, 9783536, 0, 0, -11674080, 0, -22068984, 20789440, 0, 2997452, -38047296, 0, 47104992, 0, 0, 44622752, 36350800, 0, -21788428, 0, 0, 0, 47499504, 0, -44004064, -19982808, 0, 0, -33505320, 0, -50687308, -30612584, 0, -68677314, -51159720, 0, -8062744, 0, 0, -28869424, 99240016, 0, 94770384, 0, 0, 0, 95394684, 0, -24097944, -67970424, 0, 0, -169129168, 0, -60205656, -20312880, 0, 48596824, -137521104, 0, 133543728, 0, 0, -124841776, 230157536, 0, 190104640, 0, 0, 0, 278204300, 0, -113958448, 111001072, 0, 0, -313605480, 0, -133766692, 95692256, 0, -165174806, -491575960, 0, 286345464, 0, 0, 1387776, 465525600, 0, 397669800, 0, 0, 0, 594613616, 0, -175609392, -94604416, 0, 0, -591813120, 0, -404616192, -18701168, 0, -170369116, -698696104, 0, 591830256, 0, 0, 203345024, 947495108, 0, 140706068, 0, 0, 0, 922910172, 0, -568269120, -178773432, 0, 0, -1195894104, 0, -831540364, -87885856, 0, -121786832, -1541323808, 0, 1119509152, 0, 0, 287388944, 1782953296, 0, 659815872, 0, 0, 0, 2114829392, 0, -1750270984, 37199552, 0, 0, -2030162264, 0, -1392828888, 32862624, 0, 830740220, -2043976832, 0, 459475632, 0, 0, 109496208, 2035071352, 0, 1684644040, 0, 0, 0, 2297793284, 0, -1324112576, 409904376, 0, 0, -3099118464, 0, -718678252, 500026832, 0, 494274088, -3117451184, 0, 1282566648, 0, 0, -275260336, 2830346576, 0, 2454438816, 0, 0, 0, 3329005132, 0, -2242885232, 696938592, 0, 0, -3679697952, 0, -2879649168, -931857688, 0, 175235278, -4289443128, 0, 1866937328, 0, 0, -1712020160, 4465323040, 0, 1836841244, 0, 0, 0, 4494434196, 0, -1529837664, -479267232, 0, 0, -5203320000, 0, -3195646808, 1123728736, 0, 501775844, -4516831192, 0, 3673005608, 0, 0, 1902773392, 6092088928, 0, 3062247024, 0, 0, 0, 5493537836, 0, -3064260552, -128051664, 0, 0, -5147045384, 0, -3890535072, -1874913024, 0, -2232034084, -5214185496, 0, 2809687152, 0, 0, 1225962400, 5659728064, 0, 2122556612, 0, 0, 0, 7132608308, 0, -5080840192, -908531448, 0, 0, -5142737832, 0, 764188772, 1954855000, 0, 831187534, -5907873920, 0, 4385175840, 0, 0, 529958096, 4968983072, 0, 6135289056, 0, 0, 0, 5931498696, 0, -1011352368, -702808848, 0, 0, -6360073824, 0, -2841934416, -3201688368, 0, -1162671808, -6384709152, 0, 5455407296, 0, 0, -7787985840, 6449651988, 0, 3139563044, 0, 0, 0, 4953525500, 0, -3522041424, 2668005264, 0, 0, -5254275160, 0, -3720069512, 1419022320, 0, 994232444, -5028856328, 0, -879053272, 0, 0, -6445216976, 3546004384, 0, 3249480120, 0, 0, 0, 3815748380, 0, -2314603384, 675279424, 0, 0, -2826485208, 0, -420706464, -2214144120, 0, -406614028, -626406584, 0, 2273455392, 0, 0, 1141970096, -1618967616, 0, -3203930496, 0, 0, 0, -2693967068, 0, -464461216, -1647145776, 0, 0, 1832532600, 0, 1659124460, 7101024800, 0, -880182724, 1967645392, 0, -5151905568, 0, 0, 16930113824, -992266752, 0, -4378677192, 0, 0, 0, -3952084272, 0, 1768751072, -1358311320, 0, 0, 4626384000, 0, 455742240, -11184099304, 0, -1261554720, 7668115696, 0, -3195375600, 0, 0, 6948338912, -3785183040, 0, 2654421660, 0, 0, 0, -9071804560, 0, 14553879584, -5347572528, 0, 0, 10144829904, 0, -9193390708, 18705077592, 0, 1686373288, 9379890336, 0, -2904313576, 0, 0, 9470868592, -10335596512, 0, -16694816880, 0, 0, 0, -11575361728, 0, 7426431072, 3008313528, 0, 0, 19094885608, 0, 9640919088, -16514512888, 0, 5646769330, 15536173944, 0, -15009554592, 0, 0, -23172536576, -25513556640, 0, -11956617748, 0, 0, 0, -20915681724, 0, 4343862192, 8361714256, 0, 0, 19237159320, 0, 23149965180, 26453512608, 0, -2189585840, 21320140000, 0, -4111215720, 0, 0, 18305928720, -31325355648, 0, -17496609576, 0, 0, 0, -37687244068, 0, 3699929328, 4004993928, 0, 0, 30002166240, 0, 27848354520, -33932527928, 0, 6849953876, 31000266904, 0, -28528084064, 0, 0, -21983308880, -30929251800, 0, -14264090476, 0, 0, 0, -31627932160, 0, 27376267200, -2775297048, 0, 0, 30529209336, 0, 9984080928, 37080200056, 0, -18956889868, 43117485296, 0, -13090328680, 0, 0, 5710230416, -37621732768, 0, -20147255424, 0, 0, 0, -37636579812, 0, 23495552704, -18733518944, 0, 0, 50095456720, 0, 28038053664, -45393605320, 0, 17769346970, 42978875752, 0, -33168696432, 0, 0, -20094949696, -43545406120, 0, -18022759060, 0, 0, 0, -38189888880, 0, 29819463584, 7351143616, 0, 0, 50728462464, 0, 35892677928, 42658546056, 0, -11247324584, 57569693360, 0, 587552664, 0, 0, 40236252064, -37429770128, 0, -29214272208, 0, 0, 0, -50321019220, 0, 36441009776, -2627430752, 0, 0, 52250434080, 0, 19508682624, -69223869168, 0, -27628252876, 43349799992, 0, -32331709568, 0, 0, -42152478416, -58576475120, 0, -52925255840, 0, 0, 0, -48608872712, 0, 30772880160, -17525188848, 0, 0, 56707448136, 0, 8146782044, 91412300800, 0, -5064945792, 49913665592, 0, -62084807880, 0, 0, 51199349136, -50474596992, 0, 12382462176, 0, 0, 0, -52122773904, 0, 31596957960, 18051236624, 0, 0, 27697681288, 0, 38015880360, -104859069560, 0, -14223279440, 34511869344, 0, 9739777056, 0, 0, -69928675168, -30966899552, 0, 10520734168, 0, 0, 0, -40220700228, 0, 48996764064, 14996931720, 0, 0, 17617312128, 0, 7438284424, 122237307152, 0, 55560977752, 31192417960, 0, -25740081840, 0, 0, 52973071184, -17821523424, 0, -51685668144, 0, 0, 0, -19066532468, 0, -48122872416, 8395291384, 0, 0, 22088960256, 0, 19111299696, -144854663888, 0, 2794825988, 26078515200, 0, -5133008608, 0, 0, -132772953984, -27030613672, 0, 29453002892, 0, 0, 0, -2980661584, 0, -14850084720, 20559268928, 0, 0, 10169655112, 0, 75895560328, 175471617288, 0, 57865321440, 16733073592, 0, -842611288, 0, 0, 86361587184, -28794492776, 0, -39653889336, 0, 0, 0, -3033998384, 0, 31385952776, -7359792792, 0, 0, 4891187952, 0, -40141004208, -191544480736, 0, 27744109848, -20059980880, 0, -32871630000, 0, 0, -23517783568, 15105107736, 0, -5258823632, 0, 0, 0, 27308570096, 0, -92232947136, -22665413472, 0, 0, -15118124688, 0, -59567600116, 179164553672, 0, -58777135998, -49599860000, 0, -40100377800, 0, 0, 192088914096, 50005582080, 0, 42701443800, 0, 0, 0, 58580124960, 0, -516921952, -20858443224, 0, 0, -69250651104, 0, -5834987976, -203375025648, 0, 28829289832, -43659827816, 0, 102244341520, 0, 0, -104876915568, 66528748976, 0, -19371269568, 0, 0, 0, 48915485100, 0, -43438052864, -19419514696, 0, 0, -81221444608, 0, -119526220708, 247539638256, 0, -24352471472, -111647113976, 0, 82473307352, 0, 0, 85896616960, 86170169824, 0, -6892266360, 0, 0, 0, 108794494440, 0, -39040247208, 72382933360, 0, 0, -113702637928, 0, -45548341344, -277358640192, 0, -48505630472, -112456040624, 0, 15538338432, 0, 0, -205029637744, 147023568352, 0, 113650471508, 0, 0, 0, 82573477460, 0, -24249926128, -4619717648, 0, 0, -113319761640, 0, -39165570676, 368525374944, 0, -7246724668, -146553241008, 0, 189366417888, 0, 0, 168800348016, 155048126688, 0, 135063026328, 0, 0, 0, 167487083212, 0, -25984573296, -22405184328, 0, 0, -144019766976, 0, -191288065560, -373200094680, 0, -25083589614, -134610521504, 0, 31802442992, 0, 0, -178349320288, 168613208236, 0, 71990066536, 0, 0, 0, 174140847940, 0, -104883341760, 13370522416, 0, 0, -232450322376, 0, 75531885668, 375161166512, 0, 82367933704, -185032486104, 0, 40341979680, 0, 0, 244795144784, 158873032496, 0, 315495816144, 0, 0, 0, 190557246252, 0, -122857750832], 'weight': 8, 'weight_parity': 1}
• mf_twists_cc •

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

  
  
  • id: 34971434
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 37, 'source_dim': 6, 'source_embedding_index': 2, 'source_hecke_orbit_code': 4503805920018504, 'source_is_minimal': False, 'source_label': '72.8.d.b.37.2', 'source_level': 72, 'target_conrey_index': 37, 'target_dim': 6, 'target_embedding_index': 2, 'target_hecke_orbit_code': 4503805920018504, 'target_is_minimal': False, 'target_label': '72.8.d.b.37.2', 'target_level': 72, 'twist_class_label': '8.8.b.a.5.5', 'twist_class_level': 8, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 8}
  • id: 34971435
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 37, 'source_dim': 6, 'source_embedding_index': 2, 'source_hecke_orbit_code': 4503805920018504, 'source_is_minimal': False, 'source_label': '72.8.d.b.37.2', 'source_level': 72, 'target_conrey_index': 5, 'target_dim': 6, 'target_embedding_index': 5, 'target_hecke_orbit_code': 68853694472, 'target_is_minimal': True, 'target_label': '8.8.b.a.5.5', 'target_level': 8, 'twist_class_label': '8.8.b.a.5.5', 'twist_class_level': 8, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 8}
  • id: 34971436
    {'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 37, 'source_dim': 6, 'source_embedding_index': 2, 'source_hecke_orbit_code': 4503805920018504, 'source_is_minimal': False, 'source_label': '72.8.d.b.37.2', 'source_level': 72, 'target_conrey_index': 145, 'target_dim': 6, 'target_embedding_index': 6, 'target_hecke_orbit_code': 4503805920018720, 'target_is_minimal': False, 'target_label': '288.8.d.b.145.6', 'target_level': 288, 'twist_class_label': '8.8.b.a.5.5', 'twist_class_level': 8, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 8}
  • id: 34971437
    {'conductor': 8, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 37, 'source_dim': 6, 'source_embedding_index': 2, 'source_hecke_orbit_code': 4503805920018504, 'source_is_minimal': False, 'source_label': '72.8.d.b.37.2', 'source_level': 72, 'target_conrey_index': 145, 'target_dim': 6, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503805920018720, 'target_is_minimal': False, 'target_label': '288.8.d.b.145.1', 'target_level': 288, 'twist_class_label': '8.8.b.a.5.5', 'twist_class_level': 8, 'twisting_char_label': '8.3', 'twisting_conrey_index': 3, 'weight': 8}
  • id: 34971438
    {'conductor': 8, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 37, 'source_dim': 6, 'source_embedding_index': 2, 'source_hecke_orbit_code': 4503805920018504, 'source_is_minimal': False, 'source_label': '72.8.d.b.37.2', 'source_level': 72, 'target_conrey_index': 37, 'target_dim': 6, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503805920018504, 'target_is_minimal': False, 'target_label': '72.8.d.b.37.1', 'target_level': 72, 'twist_class_label': '8.8.b.a.5.5', 'twist_class_level': 8, 'twisting_char_label': '8.5', 'twisting_conrey_index': 5, 'weight': 8}
  • id: 34971439
    {'conductor': 12, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 37, 'source_dim': 6, 'source_embedding_index': 2, 'source_hecke_orbit_code': 4503805920018504, 'source_is_minimal': False, 'source_label': '72.8.d.b.37.2', 'source_level': 72, 'target_conrey_index': 17, 'target_dim': 6, 'target_embedding_index': 1, 'target_hecke_orbit_code': 68853694496, 'target_is_minimal': False, 'target_label': '32.8.b.a.17.1', 'target_level': 32, 'twist_class_label': '8.8.b.a.5.5', 'twist_class_level': 8, 'twisting_char_label': '12.11', 'twisting_conrey_index': 11, 'weight': 8}
  • id: 34971440
    {'conductor': 24, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 37, 'source_dim': 6, 'source_embedding_index': 2, 'source_hecke_orbit_code': 4503805920018504, 'source_is_minimal': False, 'source_label': '72.8.d.b.37.2', 'source_level': 72, 'target_conrey_index': 5, 'target_dim': 6, 'target_embedding_index': 6, 'target_hecke_orbit_code': 68853694472, 'target_is_minimal': True, 'target_label': '8.8.b.a.5.6', 'target_level': 8, 'twist_class_label': '8.8.b.a.5.5', 'twist_class_level': 8, 'twisting_char_label': '24.5', 'twisting_conrey_index': 5, 'weight': 8}
  • id: 34971441
    {'conductor': 24, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 37, 'source_dim': 6, 'source_embedding_index': 2, 'source_hecke_orbit_code': 4503805920018504, 'source_is_minimal': False, 'source_label': '72.8.d.b.37.2', 'source_level': 72, 'target_conrey_index': 17, 'target_dim': 6, 'target_embedding_index': 6, 'target_hecke_orbit_code': 68853694496, 'target_is_minimal': False, 'target_label': '32.8.b.a.17.6', 'target_level': 32, 'twist_class_label': '8.8.b.a.5.5', 'twist_class_level': 8, 'twisting_char_label': '24.11', 'twisting_conrey_index': 11, 'weight': 8}
  • id: 34971442
    {'conductor': 48, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 37, 'source_dim': 6, 'source_embedding_index': 2, 'source_hecke_orbit_code': 4503805920018504, 'source_is_minimal': False, 'source_label': '72.8.d.b.37.2', 'source_level': 72, 'target_conrey_index': 1, 'target_dim': 6, 'target_embedding_index': 6, 'target_hecke_orbit_code': 76561193799516416, 'target_is_minimal': False, 'target_label': '256.8.a.r.1.6', 'target_level': 256, 'twist_class_label': '8.8.b.a.5.5', 'twist_class_level': 8, 'twisting_char_label': '48.5', 'twisting_conrey_index': 5, 'weight': 8}
  • id: 34971443
    {'conductor': 48, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 37, 'source_dim': 6, 'source_embedding_index': 2, 'source_hecke_orbit_code': 4503805920018504, 'source_is_minimal': False, 'source_label': '72.8.d.b.37.2', 'source_level': 72, 'target_conrey_index': 1, 'target_dim': 6, 'target_embedding_index': 1, 'target_hecke_orbit_code': 72057594172145920, 'target_is_minimal': False, 'target_label': '256.8.a.q.1.1', 'target_level': 256, 'twist_class_label': '8.8.b.a.5.5', 'twist_class_level': 8, 'twisting_char_label': '48.11', 'twisting_conrey_index': 11, 'weight': 8}
  • id: 34971444
    {'conductor': 48, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 37, 'source_dim': 6, 'source_embedding_index': 2, 'source_hecke_orbit_code': 4503805920018504, 'source_is_minimal': False, 'source_label': '72.8.d.b.37.2', 'source_level': 72, 'target_conrey_index': 1, 'target_dim': 6, 'target_embedding_index': 1, 'target_hecke_orbit_code': 76561193799516416, 'target_is_minimal': False, 'target_label': '256.8.a.r.1.1', 'target_level': 256, 'twist_class_label': '8.8.b.a.5.5', 'twist_class_level': 8, 'twisting_char_label': '48.29', 'twisting_conrey_index': 29, 'weight': 8}
  • id: 34971445
    {'conductor': 48, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 37, 'source_dim': 6, 'source_embedding_index': 2, 'source_hecke_orbit_code': 4503805920018504, 'source_is_minimal': False, 'source_label': '72.8.d.b.37.2', 'source_level': 72, 'target_conrey_index': 1, 'target_dim': 6, 'target_embedding_index': 6, 'target_hecke_orbit_code': 72057594172145920, 'target_is_minimal': False, 'target_label': '256.8.a.q.1.6', 'target_level': 256, 'twist_class_label': '8.8.b.a.5.5', 'twist_class_level': 8, 'twisting_char_label': '48.35', 'twisting_conrey_index': 35, 'weight': 8}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 226250
    {'charpoly_factorization': [[[2097152, 98304, -5120, 192, -40, 6, 1], 1]], 'hecke_orbit_code': 4503805920018504, 'p': 2}
  • id: 226251
    {'charpoly_factorization': [[[0, 1], 6]], 'hecke_orbit_code': 4503805920018504, 'p': 3}
  • id: 226252
    {'charpoly_factorization': [[[412405245440000, 0, 19577926400, 0, 254032, 0, 1], 1]], 'hecke_orbit_code': 4503805920018504, 'p': 5}
  • id: 226253
    {'charpoly_factorization': [[[-441929216, -1048384, 344, 1], 2]], 'hecke_orbit_code': 4503805920018504, 'p': 7}
  • id: 226254
    {'charpoly_factorization': [[[2149855992230386161600, 0, 743173813625904, 0, 52294004, 0, 1], 1]], 'hecke_orbit_code': 4503805920018504, 'p': 11}
  • id: 226255
    {'charpoly_factorization': [[[24487251428999370240000, 0, 5821641670624000, 0, 171080144, 0, 1], 1]], 'hecke_orbit_code': 4503805920018504, 'p': 13}
  • id: 226256
    {'charpoly_factorization': [[[9112197964104, -907714996, 726, 1], 2]], 'hecke_orbit_code': 4503805920018504, 'p': 17}
  • id: 226257
    {'charpoly_factorization': [[[475867300669609431337619904, 0, 2904356007201913648, 0, 3360814100, 0, 1], 1]], 'hecke_orbit_code': 4503805920018504, 'p': 19}
  • id: 226258
    {'charpoly_factorization': [[[-2134822184448, -505954624, -648, 1], 2]], 'hecke_orbit_code': 4503805920018504, 'p': 23}
  • id: 226259
    {'charpoly_factorization': [[[424205494617184221641909760000, 0, 786969033263564256000, 0, 55662621776, 0, 1], 1]], 'hecke_orbit_code': 4503805920018504, 'p': 29}
  • id: 226260
    {'charpoly_factorization': [[[1867811583459328, -34183492608, 44640, 1], 2]], 'hecke_orbit_code': 4503805920018504, 'p': 31}
  • id: 226261
    {'charpoly_factorization': [[[617992928421224147868032643723264, 0, 62693545808917922763520, 0, 490654094672, 0, 1], 1]], 'hecke_orbit_code': 4503805920018504, 'p': 37}
  • id: 226262
    {'charpoly_factorization': [[[-17679961159949400, -233067695380, 260622, 1], 2]], 'hecke_orbit_code': 4503805920018504, 'p': 41}
  • id: 226263
    {'charpoly_factorization': [[[7785148142341185674388965355456, 0, 1911474156456083249200, 0, 124911737588, 0, 1], 1]], 'hecke_orbit_code': 4503805920018504, 'p': 43}
  • id: 226264
    {'charpoly_factorization': [[[-15251091035959296, -49048909056, 783216, 1], 2]], 'hecke_orbit_code': 4503805920018504, 'p': 47}
  • id: 226265
    {'charpoly_factorization': [[[1206327310526039972497627084133953536, 0, 4181846884553965477356288, 0, 3916631783120, 0, 1], 1]], 'hecke_orbit_code': 4503805920018504, 'p': 53}
  • id: 226266
    {'charpoly_factorization': [[[550737065763712802555226997336378304, 0, 11119713619132481564744240, 0, 6619585104052, 0, 1], 1]], 'hecke_orbit_code': 4503805920018504, 'p': 59}
  • id: 226267
    {'charpoly_factorization': [[[1053139851314178567056917443970560000, 0, 5487833931913656286089984, 0, 4505952081744, 0, 1], 1]], 'hecke_orbit_code': 4503805920018504, 'p': 61}
  • id: 226268
    {'charpoly_factorization': [[[756734382489347558070672940185024, 0, 126799666134501803239728, 0, 1291377394260, 0, 1], 1]], 'hecke_orbit_code': 4503805920018504, 'p': 67}
  • id: 226269
    {'charpoly_factorization': [[[-3841164241580155392, -9464693891904, -3798552, 1], 2]], 'hecke_orbit_code': 4503805920018504, 'p': 71}
  • id: 226270
    {'charpoly_factorization': [[[216053954068698072, -9934777446036, -1044782, 1], 2]], 'hecke_orbit_code': 4503805920018504, 'p': 73}
  • id: 226271
    {'charpoly_factorization': [[[49251461081810391040, -7783396574464, -8007952, 1], 2]], 'hecke_orbit_code': 4503805920018504, 'p': 79}
  • id: 226272
    {'charpoly_factorization': [[[63652853266017468506124209929689530816, 0, 110669295989097617184580400, 0, 37884069033748, 0, 1], 1]], 'hecke_orbit_code': 4503805920018504, 'p': 83}
  • id: 226273
    {'charpoly_factorization': [[[-1174636932800532120, -2404948069204, 1084542, 1], 2]], 'hecke_orbit_code': 4503805920018504, 'p': 89}
  • id: 226274
    {'charpoly_factorization': [[[-1662041066006495624, -57460066941556, 544154, 1], 2]], 'hecke_orbit_code': 4503805920018504, 'p': 97}
• mf_newform_portraits •

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

  
  {'char_orbit_index': 4, 'hecke_orbit': 2, 'label': '72.8.d.b', 'level': 72, 'portrait': 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zQTdY/dW1J2bOxQq0YIaYljQbNbYbHpM1EVeNJjdsHn2HnBqbmUM8spQaXLG2/s8PabIZDjHDnd4My84kLB3IuWY0uWV1y1yD/+4Cpbxsc5dWGKC0sVFlc0S03JSjNlrZVirKHdzVjoBtzxmglz45V7P1YPJ34sTqPWG+9497caEv9Nr7/UAD8312QitPRTfunYySOvnD3+SXl6Nnvlo4de1H/nfZpOdwOLqyHNjmatrVhpwUozY7XpNOaFNTi+JJiZWeOfff8yN+2tcnZ+ktmFGrNLmvlly9xSyrnFjIV2yvhkn1dd3eGWA+DLCoEKmF8JubCkmVsRdCNIU0PoG2phxsRYigFOz6W0OrBzo0etEmGtAOHT6Rl2bIpYXtNgnRRZ60CUgsWy0ozZusGj3VMIZREmohF67NjcZ60rOD2ryYxmqiGph4LAgzQVdCPJ3IrkwrJlfjUlCPrgpdx6ZYdXXiWYaVRYXm1wdj5gdgnml1LmV1LOr8DxZcsrrlziF75/lU3jDc7MTTK3VGVx1cvBnbHWTmh1Mlpdy3xTsBRH/PR3z7K4cmXa7Fcf/Fs/8g6zdeuBB5NI/VxtPEaIyW81VF729Zc2yHz8wU+wbdMYJ88u/uLd37j/b3/2rkeDbnyWyXqL/bs67NiqmJ+vYCxIGQA219gKLFgAMiSWE8vj/LPfE/ziD81z/WUx9coktUqdRjWgXvUYbyjmlxVzq5qvPRTyhQdS9m7vcmB3yspqjyu2R3zPWwxJqhBYPvtwyEIzpJJFnLqg6HTqXHN5xkIr5dARj33bJUdn4db90GxDbDSBjpmuwUvnK1QrCYFKGasL1tpw8xVtjp8L2LfTcHI24oXj7r/nbe9zfN4yVo9YacV87mtVrFBkWcZrr+ty2/WWuTWP6/f02bPFI00adHsVDp0ImVsSLK5mLKymzK8YzqwI5jsx1+1b5p98X4eZxgSnL4wzt1xhac1juSVYbWU0OwnNTkazY1npwFxHsrQCi6sJO7a+oDeOV15z7qU2q0uvvO2q615thNj0Dz/y+5/kBz5457caMpd8/aVk8A//0e/x+w/U1C++v/lPnnph5R/e++hZdX6+x9EFmG8lHLhshX/z40tcu7vG3PIEy2tVVloBay2PlZZmtQWrrYzVVspKO2WpCWdXBbrS57arVnj/a2Iu21BjrdNgYaXC4orPUlOw0jQsNw2rbUOrZ2hFlm4/ZaqRsGOjAQSBZzm34CFkwM4Nisu2WLZs6DK/GvHM0To37LVUK6s8f2ySei0mjj2mJgy9Plyxo88ffH2c/dtTosgyPSZJsh71MOCFU30qXo3r9qU8eyJmftln61TAZZthx6YYpRLOLYHvWYSw7NyYMlGXtHsBna5Hq+ux0lKsrMFy07DSzFhqZsw1YbmfsWNrh/e/donbDmhCr8GFpQZLq05zL7cEa03DWjthrZOx1ras5uC+sJZx4745fuXHF9m/I2BheYqjZyZZadeI2JH17dQv/uSP8guPP2Kzm279/m81dC56/aUC+JfufRHthZVe69yOl1565n0VdeJf1OQSLxwb59DJlNkVy7mW5Hwr4/rL5vnVH1/mmsuqLKyOs7xWZbUdstryWM1B3mwb1topq+2UlZZbbmc7FkSHO29v8rabDLs3h8RxldVmyFrHp9lWrHYE7a6gH1ni1JJloKQl8KASWMYblg2TCdrrc/xCzHPHAkxa4y03x2hvjScOjbFrM3zx0ZTbDwYsNHuEWpFmCZMTkCYe2ktZXq7yqutbfPGhOpdthsePRnhUueMmQyp6PHc84+S5EC19Nk5oJmqCSiDwfYESkBqIE0s/hnbXstYxtLuGta5huWPpZRk7t3V52y1N7nxlDKbO8toYCysVlps5GTRhrZ3R7KSstTPWOpbVLsy1FQutlBv2zvMvf3yRK7e767yw0uD8Qo3nTyieONrkVTdOcfPBbf9o7+UH/3jX3h1nTL/XU5VrvtVQGrz+0gB87twxNm7d5H/t3hd/8NlDh39t8ezT4oXjfblnex9lQ07NCpabGUttwVxHcb6dcuPl8/zLH1rh+r0BS6vjLDVrrLYCmm2f1bZmrS1oti3NTsZaO6XZMax2LAttwYWmYWK8y5te0ebWAyk7NyoaFY9WOyTwJKCIU4kxAmOh2weEYaLe5+h5i7Exdz1eI+pWuHyrz21Xd0nMGvc+Oc51ez2OznVorja45eouX3siYOOk5dBpy0++q8WhUwEbJyVffVJx2xWKlW6LE2cnuW5fzL3P9UijKrde6bNne59e2uErTyjIBMfPaRpVjRbQ7UmMFWTGkqSANGjf0OxYavWE7ZsjXnlFlzfdkDJVC5lfGWN5rcJqy12b1Zag2YFmO6XVSVnrGJpdw0pXMtcWLLUzbt6/wL/4kUWu2RWysDrBSrPGcjNkcTXg2KxA6C6Xb4LzixXz2tsP2s1brvyJpe7VHwrVbHzw4L5vNaSAvyQAn1/OZKfXescTj/3Xy3fNVH7ltz76jDdeFcSRZmElRSlLmlnaPUuza1nrCua6ivPNjFsPzPNLP7LEDbt91toNFlfrNDsha22ftY6m2VY0u9DuWFrdlFYno9MzNLuWxY5gsQNJFnHN3h6bJjM6Xctbb4nYtcmQZhItLXEC9zwTcmYhZPNEyvPHQzBVDmxTXL/fEIRdnjjaZXGpxlW7ajTGV3noWY8b94Ysd9dYXW2waZPl0UOK73t9h8cOabZt8FjqNFldmeT6K7o89HzGZGWcqy7vsNBs8uiL41R0jVfst+zb0QfZ4ZmTgg2TCfOLCfc+49FPFFJCZiy7Nse86ZaYdkexZcJw/V6I4yorzSorzYC1jkerq2h2JK0OtLoZrU5Gu5vR6hrWupaVnuR8S9Dsxdy2b5F//sMr3LA3ZG55nNV2lWY7YK3t0+pq0hS0grllSbsXUa/EiMbNyRV7mn//O976wWNa1z8nRGi+1dj6lgeZc4s9sqT3/WeOP/FvH3j05KR/zSxvuGGGo2dCOtIyA0SRoR8bKr4hMxZrLYgMJRSPHd3Iz/22x7tuW+EDr1/hsq0xc8sNAr9CJfCpBh61iqZdkdR7HmM1Tbef0ellbIwMvcjS7gesLIacO2uJU8P5uZQgsIDAVxYtBd2eQuCRdjXX7hLs2WLZsbVLlLX50mOKw8cmePMNAddfscpHvmTxRZVdW7s8+5Bi67hiutElVBXixGOhDbVQs22j4OnDMdfvq/Ca65b48Od7+F6dN95s8YIudz8a88VHarx4ssLuLVV2bc6YmYi5bDrh4K4MpQxaWcBSDQJmxgPixKPd9Xn+qEenr+n2FJ2+pNODTt/S6brv3u5ldHqWVs/S7MFiVzG3aqmONfmpty7yXbfGXH1ZjdmlBs12hVYnoN316PUVUSzox4JeJOj2LL2+5pljlp65z9s13fi3jz/29MqNN936t63tf1iI8P9cgJu0hRDpD7/4/L2/dOyF+yfnZyPuTkK+85V9VpoVhJAIBFJkCCkG643AIoVFiQxfSZ4/Ns1TL1U5OrvAu17Z4ZVX9hmvN1hpVqm1Qho9n05X085vdq+v6UaafmTpx4Y4sSSJWyXSzBKnPtaAVAJPC0JfMF4XTNRh07Rh28Yu0xNNvvwE3PeUhzRjvPkGj2sPtHngxYS43+C2awXNXo+F5Rq37jNMj3ep6IB+qlhsJSgjuHafplqPePJIyKuvH+OWa9o8eUSBHeOGK31+6O0rfO3pmK8+VuPQmZAdM4pNkxUm6lXG6lAJwNMWJcFYOHRSkGWCJBXEKUQJ7jtGGb3I0I8M3b6hGxk6PWhFsNiRLHagb/q84boV3vHKJt/7RkuS1JlbqtPqhrS7jrU7PU2nL+n2Jb0IupGl28tYaybMtzLe8SrF4lzKA0/ePXlmiX/15te9Si83u789NVb9Pw/gWbKMkPaHnnz84V96+smvbQhkxFWX1Wj1As5cMAhhqQQCawVCKIQUCAlSgJQui6iUxVMZoZYsdSt89OvbuPupFrcfXOODb1jj4GUdpsarLK9VafcCuj0vB7ZyRyyIEkmSCtKUfHVw56ekRWsIfahWDJP1hK0buqR0OHo+4WP3hpw4W2M8qHDjlZpbr27x6EtN7nq4wc17Q3Zs7vIHXxcoEdCoJ6x1IowFJWCm0aXV9jFphXfcvsBHv1hlz3zI227uEifL3PvcFEkWctOVG3jbjS32bm9y95Ndnj1b5ZmTPtsmJZMNQTUQ+J57CKUAISzGgjGWJM0f1sQSJe5B7sfQi6HdF6xGgpU2CN3n2n1rfPBNa7zqyozpeoXVZo21doVOz6fT83JgKzo9STdy4O5Fln6+slrgshlF0mtwfAlOnV/F3HPXhqoyv3Tzza+0sxdWf2fL5olvCc7+wjX4Jz7+X3nz7ZK5RfkD9XD535w5dXT6+OmYiq9pdjx6sUTkZB2ngn4k8hvjLmgUZY6JIkMvlxjdCNqRYLUvWelBN0nYOd3htmvW+OAbu1y3R5BlFdI0oNsP6fQ8epEmThRJKkkzSWYExorB6hD4hmqYEvgxvhdxfjni0SOSY+d8Tp6roEzAns0+V1ymuOFACxUs8hufqtNvT3LHLZJr9p/nn/xug4Nb69x0sM/nHm4Sdaf5/rel9LN5PnfvNDcfqLP/8jn+6e+EXL+zwVtuNXSTRX79MxqfBjfs9TlwmeDy7V2QbY5f6HPsPDx2uMq5+RpVLQi0pBZYQg+kdNfNWvewphnEKcSZoBNBqy9oJRCbFGP7vGJviw++qcXtBzM2Twb0+lWanZB2N6DT9+nmwO72lZMjOXO7lS8jig1RnBGnFiEEAkEUG1pdg1SGvpjk4DVXLO3ZUvs7yx35kYNberz3vd/7F4q3v1AGf+HxD/GdP9Hm36na9z5z6Mx/ODV3ePwDb1zm2r0NltZq+L6hH2nHqJlEJwIlBUq5dy0VWgmUMiiV4WmB7xl8zxJ4lqqfMR4K2pHHamuCT9zX4OvP9Nk40eV9r21yYHuffq/DVZdZtm9SRIlHlikyI91KgUVKg6czTs9bTs4J1nqGzzxQ5fzSBDb2mAgVW6Y0Ozdpdm+Fq/a0MHKJ3/xcjZWVMW4+oLlqT5O7nxGI1GPDhKRWTekmPtJKsBKlfZp9wfyK4Epb5bU3tHnwyQpbpn1uvmqSv/b2JT70xTaPHanR6Xssr9W5bEuF/Zu73LSvzbtf3WZ2ZYXPPBCw3A04fcHj/HkfTwmkdLLOWEtmIDGWLDVMTCVcfWWXKEo4sD3iPa+N2DCmmKwHJEnIhcWQTs+nF3l0+5peVABb0ouc3u5H0M9B3Y8MUZLLu9SSZoYkgyi2tPqCubZkevosO6tnp6fUlf9h46adyXtuO/mH/+rXPsbf+4n3/4Vh7i+Mwe+56+OElXcIm/3Rex959uyHHn5ytnp20aPaWOCf/2CbethgpVWl1/fox4o4UUSJJI4l/UTSj0Qe3EA/tkSxWx6jKMsvuqWfWPfPEujGgm4saMeCdgKGFEyKSFNuuLrLZZti0hSMFbksEUghkEqgPcmRMz6HjoXUQk3dl0xXBTNjkg2Tmi0zip2bM/bvXCMTy/zHTzY4fWacm/d53HLQMj09x//3CR/fjPPGGxUHLl/iN78gSVoTfO+bM1biFT78+SpXb6vyplsM0rvAf/xEnU21BrdcpbnpyjbH55b5T5+qIpIa+7dqtm/UbJmRbJrO2DDRZ6LRpxJ2aVS7PHsSjpyVeJ5FKYsQhiKday2kKezalHHbwZQs8UjSAGt9+rFHr+9A3Ys0/VgN5FsvFvRzcPdjB9yCteP82seJyxNECSSppZ9f9/m2JGx0+KUfXKKqNnJmPiHzdncju/cH//p3vuLjH7/3WfvB73vfXwju/kIY/G/8s4/xN397Sv3YHR+7s6HmPvLYc3NhYkM8P+PxI4p+0mX7Bufresrge5oo1vixpK8UWku0kvha4mmRM7fC9ySRJwnijCixVJKcVWJLI4UoMURpLnUSSZQFJFnI4WM1njkMmbW4/KTTxp4EX7maj3oAV22GRgXGapKJumJqXLNhEnZsitg8s0ZiV/iPnxzj+Ikxrt+t2L1NsmfbKt94IWV+eYwbLpNMNAyh3yOQAVa5lUlYS5rFrHZC5pc9rj9Q4dp9bR54MmTjhKAa1rl+n+Gn7lzmP3zK8ML5Omsdw1pbsbiqmR6vMdGoMNEYo1FNmKkl7Lw+JvBSPJ2iVIYULpiwCIyRJIliYVGTpIokLQgkf48lUSKJYkk/lkSxcAFqLIhyMnHXdXh9o6R0pBAlgl4Ca5FkrgcHZ7rcdKDD04cNnvbod05X+zb4yAOHOub7vjf45J2v/62stvVHvv0B/v/8wkfRVU9ds+vce77w4PkPX7fjufCvvbWG50W8eH6ZxsNdxmp9ahVJnEqUNGjt4WkPT2s8bfFihactkbZ4WuJ7zqYKPEHkK+JEEsWGJLHEaTZYNgdHBmlmyTJDZnB62zAAtxCgJGgJngeBFoSBoBpIalXFWFUyMSbYMJmyc1OXem2NTz4Yc+9zk6wtNbh6h2LnZo+92/tkYo0vP1al5mlmJhT1ap/njuM67rdbupHimr0JV++xzF3IWFz16fWrvOXGNvc/2+PoeUWtIgn8Bgd3G37hB5a554Uen7tnmuWWZeeGjNWmZryhGKt51KsetYolDAyBbwh0hlZ2EIiDY3FjBMYIUiNJM0GaCpJUEqeCJJFEiXNe4kQ4Zo4hSjLixBAnQzkSJ5YoHjJ3P4EoFXQTQSuWrCQQRRH9XsxDLyZ8+r4OR45vQnuG2659Otw2ufP3urPb/qr0xv6kPfsbWX3Lj317A/zvvKslF1bMB/7zn6z+l2eePx2eOBuwfdMCtx/ss9v0Obhd8o0nFVvv6DLZsGiVoVWAp7Mc5Bmep/Fjha8VgefYJvDzmzI4FEkKcSKdJkyHtl+aGbLMuQuZzZ2S3C0RQjhHRgq0FvhaEPiSMJDUKoJG1TJeN2ycjJiZaJPaNT5+v+RDX5xiQxhy9Q7Bjs0eu7YYdm5e5ZMPW1ZWQg5sUkw0oF5NmD8lWVgN8C9zTDczJhkfh6MnLastw9xSyN5dIa+/oc3n7wuZqkPg+yg5zsE9gh992wKeXOCzD0zw4vmQja2EDeMpYzVFvaKoViSVQBP4EHigtXUgF851GoAc92BnBrJMkGbkQIcks8QpJEnmSGGgrw1xaogTRiRJlEA/FUQpdBJJKxG0Yku/HzMWrPG6G1ocOic4u9BnLV7m5n0x73tDn17zdPhCq/JbDxwb081+449wPPPtCfB7v/4lLiynPzB7/sF/vW96sdG9zOf5s4pf/ZjkD2d6LKxYjp2UBF6fpfYqP/nuLpONlIpfpdnN8HWG73n4cYavNYFX0uaJS6XHiSBOHciTnJXSFJIMssw5Cca4gMsUSSIKcDuAKyXQSuBpB5AwgGpoqFdSxuspM+M9pifWePBwzO/dVeHIyXF2jXns2QTbNvls2wj7d7Topi0ePdSgojxmJhTjdRivR0yMpfi+Rgj3cPUin5VWwlrX0uykLKz67NhU55YDC9z1WJcj5xtUgwRP+Qgxxp6tir/yxiVesX+B37urzqPPj7Pc0WxopIxXU6qhpBIqAk8QeBLPE2glUYrcPnQot4C11q1eOdDTzOSrWx4spoY0M8SpKwFIUjtYEePUuTL9VBAlgm4q6CSCdgadrsGkPaYqLX7iu5f4u9/bwfMk33XLGheW+2ye8lFM8OKJCR49NNcIJ/R/vPGqa/1Pf/rzH/qu73r7tx/AD51YQEj5w8899vlfevCJ5anFtsFi2TwG51aqPHmoTt8YkoqhH8f864+FHDq+wjte3eG117bYOB3RalfoRT6+5xP4mjgpDjUAeJI4aZNmDtzOgSG3/siZW2IsQ3C7JGXO3C7l7GmL71lC31AJU+phykQjYvN0i/lml1/7jMeXH59kZbXG5TOCHRsEWzf4bNsguGxLH+2v8dF7NSfO1ti3UTJRl4zVMqSMOL9oCbRECrDWtdTt3NDiMTJaXcVqyzK/UmHftpB3v7bJn9ztc2o+wNMJQngYWyNJJTdctsrO72nx5Se7/MGXJ3niVI2tE4LpWkYtzAh9J9t8z8UqWuECZykGboLFPWTG4pyWzAG+AHmaOUnnnBFKwM6TR5mgl0I3kbRT6CaGtBOzbbrFa25Y4523d3jLKwyaGr22z86NHlsmfZaaNeaWakgJB3b1WWpemDLZtl+5813foayd/W0h/tfMZPlfAvBzc008z/trDz107y/d89BzG7odn9UVhbCWig+bxgxV39JKBO1E0dYVWpHPR78Rcs9zba7f3+R73tDjbbesMT0e0O0H9CKfJPGIU4840YNAKU2dl51khbaUZJkgM2KotY1goEqsY24pXKLIJYsMvmcI/IxKkFKvREyPd+glPe5+zvKxb4zx6PPjTPgeB7daNk9KNk75bJmRbNsYs3vrKs+e6vGZ+2cYU5qZMUGjJmhUE5rdjC8+HFL3LUI4YPUizTtui/jCI64mptkxLKxqtm2o865Xdnj0cJtDR31qQYqSwoHcVOnHTuv/ldc32bd5gY/e0+KhF8c5s1phU0MwFlqqviHUBt/DWarSPciOyaEwzkwu1YwZrnBpDnRHEJBkgiQbArufCjqpoJvhYp44plbp8v43r/CBN7a5YV/GhglNr1dnrRUQJR5R7NPt+3R6Ab1IobVgeqxOr+fRXXt+w5OPb/ilG258jbHZ0u8K9eff2PznCvCo08TYLmGgv/+hx7/4q52Fr09tnYCmF1ALM1ZbCa2ekwkCi5aWUAoqStCWio5f5VzLZ/aRKo881+FPrm7xntd3ueO2PlPjPlHkai3i1CNJvIEjkGaKNJWkRpJlQ4AbmzO3GbqhQtg8qHR1HFobfC8j8BMqQUy90iOjx9eelPzh18d5/uQYIgnYNWHZPG6ZHlfMTPpsmpZsmUnYsanF2cU2v/65GmlUYds2wXhd06hBo5ogvJhWr8Z43SVDrIUklUwGitSktBOfdjdjtaU4v1jhyt11fuw71/iVPwo4vVhDqyR/MDRpGtKPJZumAm64vMXVuzu8cPo8H/tGhbueGGe2WaEWKOo+1DyLry2eAi1dOl+IUV/YANa4hy4zgsxCmgnnn2eCOHNJol4m6GXQzyxJmmLimKmwy1vesMb73tDm9oMpjVCTpDVW1gKixCeOPaLYI4o13chlRNs9N4dmuSlpdzOOnO7zwDNf3vD+Tv9Xr7jibenhl8791w3T40xN1f9yArzd7VGvVd/5hbsf/U+//6mvNe644SyvuWGKE+cUpy54ZNaSmoQsc3JB5DJBS/ClJUwFbenTSzULUcBnH6ly7/Ndbvpqh7/x3W2u2NFiw7iiITVx4hOnHmmqByB34JZkRmKsxFonCewgoAQpDEpZtDJonRL4KZ6KafUSFlsJ//6TIScXJnjy0DjW+ExVBBumLdNjgqmGYmrcY+OUZNNUytaZLlPjq3z5KcMTL45z9TbBRF1Sr0oaVUOtEiO8iCDQaOX+vrWQZZJepOn1E1IjaPcM7Y5lpeUxt9zg1v0dbrlyjY9+NaSyotAycYC0mjTziRNJL/KYHg95xZ4Or7i8w2OvmeX0ouT37hpnYa3KueUAX0lqnsAvZJh0geeAyAupgmPy1ApSA4kRRBn0U4iNhSyFNEGpiK0TPQ7udPfjxisyGhVNmtZodgKi2CdJNFHiVtko1vRjTS/SdPuKbk+x1hbMLaWcnU84PmfZuX2OtdnPTS2NT/2nLTtvXk3i7mf+PDH55wbw1YWjjM9sVB/+oz++/KHHjjQefzbjxZOT/Mz3rbBnZ0KrN8Piqsw9bMhyvSCFdfacAl9BRRt6qaDj+fRSj+W4yl1PjPHgiz1qQcRffWuT7VMpO7f0uPWqNloo6lWNEE6uuKykzBM4JebGIqQr0IoSiyUFmfLCScnjhzWff7TOC2fqxGmVulbMVCyTNctE1TofvKGZHNNMjQs2TaZsmemxeWaVe5+P+M3Pb2DzuGamAY2aolET1KsplSDiwZcU/Vjj1RyorBXEqSTUiuv29XjkuXFX+NTLWGt5LK0FzC9N8GNvm+fc0jKPPD2DJwGRYIA01cSJRxRLOj3NRD1kvFHjln1dXnN1l+953SKHzxq+8GjIo4crvHSiRio0UaToJgolpEurjwSeeU7AGlJjscbgiYwxPyYk4ZbrO1y2uc+26YQP3hFR8RW1UBMnVZptnzjxSBKdr6xFfKSJYue192NNnOSWZCpYaaUcmYvZvmWNv/P+GM96HD/8tcbshTOXv/mt36+eePpo9orr/nw69/9cAP61ew5x7zMz/uaxR3+wEfT+ddJf5IqtmgurNf7zJxS1Bkx4KQ1PghUoBb4m18MWKR3IlQI/swRKUM2grwW9TOdHSLud8asfncCmCRtn+ly5o8/UWMp7Xt9jx4aYJBG53nZ/Z2CY5PpTSoOQgk/cU+HZ4zWE1pyerXJ+vkpYUYwFgvGapREaGiHUK4KxqqJRV0zUNVPjMD2esnGqz9YNLTK7xifub9Dr1Ni7zdKoKupVSb1iqIcpnhfz5UdCoq7E2wAyB1OSSmoVxVtu6nHfU4ZOJOn0MlpdzVpbM7dc5YrL6rzn9hZPvlDl9EodJQ2Q5HrZI8lUPtBI0ulrmh2feqVKrRJxxbY+N+/vc3ahyakLa2gv45kTmj/5RhWhlAO3kKM30RrAgLUkccbOjSnve32P6UbG/p2WjVOQpR5RXCdNXddUkrojTTVJpkgSRZI5gLvg3+Uo4kSQZgIhoFax3H5dwh2vWmO6IbDpBk4thMyvrDFlzb9+7rnHujdcu/dDvdVDcWXiir8cACc+wYbKhX2Hjpz6tcNH7pZvvaXCS6fqHDubcGEppL0IqmbQ9WFSxdMgEPnPFq1Ap9a5IdpF8pUM6pklzgSREUSZR2Q8UgOLnQbfeNZgyfj0owlCZO4mWXeTIDdLnBfoKhKFRCpFmmik0XhaUg/gshlLzTNUA0M1gGogqFUk9YqiUdWM1SUTDZgaS5mZiNgy0yZjlX//pyEPPLeBPVMwUc3ZuyqpV1KqlZhatUelUiVQEiVzDY6TA0ni0e8JelFGO1J0+oZ2z7iWuZrPufkxXnVlxE+9d55/+yeaM2sBQhisTTCZJUk94kTSjzw6PUW9p6mFPtVKSDWoEgYJ9UrMDXtjfC/hxr0pH3xDF63SPAnkKjZHRHku6YyRCCEJPAX49CPN8qp2dTtZEfO4dycPXcFakrpYqAj6kwFrOwNAANXQMtnwmahP0elrTpz1OHYWXjzTY/9l98jJMf1rnXZ0fxz3nv/zgOb/NMAf+MYfMjlhKkePP3/n488cFc+etmzf1GLPtoBW10NLlzIHkTsC7pq6JIRFSmfrqcwFQ0UVXGIYRPOZsaRGkBpLkmvE1EgSK8mMJjEBWW57lV+DLKUALcRACoUVS6gtocoIPAg0hL4rz634kmpFUg21A3hNMF43TDZSpsYjNkx22LJhmd/8vOEP7trI9nHFdN3QqCnqVUWtCtVKRr2ScGHZcPxCQOi7hxiKSj9BP9ZctsmwabpPq+/T69ucxSVrbU29ElKvjvPBNyxw4sIcv/WZrWipsRgyk7lrkcuAXuyKorqhpNrXVAKPSpDRbLsYw/eyPGGWoaVrlJDSpfNFfrjSFQGIHOSCpsmrLI2La1x8M4x10tJ7krkyhDQHswO8c2HS1NWpGwsYWGl6rDQ9+rFgcRWOz0ZMT7e4/ZoWx196VKhadOemLbuP/8Ef/2nv+973Pzd/5X8a4LGp+mcvLP/s8vLszy4tW9lca3D3oxHX7rH4WlKvafzE5EmWIm1skQakFEP2ziBVRfLB4meQ5vaVOyyZdRm4rEhWWFcsVQRKZc1N+SESoKVBS9DKOQueEnjaOt9YC8JAEvqSSqCohIp6RVKvWsZqGeP1lMlGxPRElx0bl3n0pYiP3rOFiTBgY93QqAoH7oqkFhpqYUq9GvHoEXjmcJXLZ/JyUjFMm/cixY37LXt39Hjs+XG6kaXXz+j0dA5yj2pYoRKO8/5Xr/DMSws8cmgTWIUxmXvoU0ua2EE9SS/SVPuWSqgIfUPgewR+RqANWmd42qCVcdWY0klDKSwI52oVtDAMzkV+fQuQ50AtPhuRg1wMQD38PDyy3JnJDGAFfes+F0Vau7cKrt3vMTM2yeJSJmfnzvyTRt33J8ZqvwjE3zKAW7smo37v5z//mY/97Sxe9F97bY0tk5q1dsjSqkt1h4FCK0maOZAbazGZyLWkJVMOtFpZUgMmg9S4ZlqTuQth8gtSpNqd9ccgeVPKvI+suEWqukjoKJlnLBWloi2X/Qt8RRgoKoGgWhHUK5ZGNWOsljJej5ga67FlZpVHjvT4+Q9v5My5cXZPG8ar0KgoahVFLYRamFEJE3yvT7NvUVLhKbdSFa8CGEnq06gkdFNDN28i6PYz2l1Js6KotgPCoM6uTQm/8INN/ulHJA8f2ohFYawhywxpluapdEU/VvQCSSVShL4k8C2Brwi0wfOc36+VzcuNHcBVLlOEsBeVlhaVlsYMWb2om8+MwAzyDc4ZSo0gy/IyAFOAm5H6nyzPohZJJItguuGztjbJvefg6JmUXnTeD4Pxv3/rB97unV3o/qPtG6r/w+n8/2GAP/Hs/Tz64KcFWe+d2yYeD3dOKFZaCt8PWWsp+okkK2odVL5M5aA2yg4BnrmfMyPQxmKyPK2ed4wXaWX3cORsna8ExcE6gOeye2BDKkFeV+7sMp23onna1bT4niIM3EiGSmCphYZ6NaNRTRirx0w2emyZWeORw13+6YemOXJmkp2TzmGpVyS1qnTsXbFUw4xqmJBkMb//1TpSKTxpUWJoExqbL+eZx1958ypfeSKmHQeuBayf0ekp2h1FM9CEfkDgNdi/PeVf/NAy//hDgoee34ixksy4tHqSukKzKDZEoSt3DQJB6AkC32U2fW0HGVutDFI5b1wKm3dKWUp5oMEFHV5rMZgwYIrPOXCzPJk2YOrM2Y3GlAFOqQ7GkhR1Qqml07VEs4ZmxzC7bFjoBJxcOR7ObLnnb33XW94oFpdaPzcz3fiLBXgUZxDs+E+nD33kwIunlvmOWy27t1UYq01wfrHGatOj3Xd13DJ1AMtMCeR5ijgrgd0YO1I34i6k+//ZHNw2Z/BiepVdd14FwKUAId38EFlib62LuhOJ50lXv+ELwsDNPKkGGbWKA3ejFjPe6DEz3uTRw11+/ncneeH0NNsmBFO1kjQJNbXQ1a9UwpRKEON5EeeXJ/CUQEmT23LDIDPLJGmq2DxhSdOEVhIO2sB6/Yx2X1LpKkLfw/dCPD3GgW0p/+KvLfIPfgceeXEDmZF5o4ElSbOcyQ1RYAhjSd9XAwnmeS6w18rmdSrOuZKyyEfYQWHWOow7uUKxauYgz+9JAVxjczBbMVh5R4Cdx1Lud4Y0dYVcUez6RNfahvMrgtl2xtR4i9dcv8ZDT95TueX6rbfI9Y7P/2qAHz/0KXYfsNXv++n7D549V/MWV0P+9L6Yd96+wpuvW+SyLRkn7DiZdTP5hHAp4zRfvowRGFlo6ly2GLAF0IufrR1o94EcyZdN+zLnJsWwiErKQueLPG3tZm0P5QmEHgS+oRJaKoHTz9VKQqMaM17rMT3R5Imjff7xb0/w3OkZtowrZmqGsYqgHkqqoaJaEVRC93C4VH/MI4cEnb7bB0jl5yHy5EoRaCapphYqbr2qzaMvNOgmTqb0ooxuT9EOFIGv8D0/18/jXLHd8Ms/ssDP/AY8dGgDiZEkxuTN0sMezMiXBL5x7O0N6+i1Kg5ymTKUcTLP8l4a5PmBKMlDl8+wBZsPUv+jjD0kruGqnWWWOHGNE82O4cQCVMfbfP/ta7zrNoGvx1hqNlk980n/6YX3VD/00c93f/AD//1FWf/dAF+cP8P0hu3j99z9R7/+zlc0X314QnL0jOLsouKPvhjy4okmP/odEYFnnHuhHDBlDvJMMVjajAGjXNBoB0xQBvXou7V2wNzk2ntwM4SzoYTMwZ0XGakBwEHlFYOeBt8D3zOEfl5gFWRUcnlRr0SM1XtM1Fs8fSziH//2BM+c2sCmcc1M1TBWgVooqFUU1YqiOmDvjDBIqVf73PuMz1ozZGJimCYvAFMs50mm2DCleMO1He593LgumtiUQC4JPUnoaTzto3UFKQ1XbLf80o8s8DO/YXnoyAYSo0mKCsDMDpg8SOSgutDXEp03jGgpULq4NgzOb/AQUqT17QDqRUJo/WFK7wM5aRmsvMX9XL9CF4Vd1ljiVLBxusdf+84ON+ypMbfU4MhchRdPGdqJfPWrbzv2O+/6zvf/+O3Hzq7tu3z7/1qAHz95gbPnln7m7gcvfCDrz3L1ngqWMSoBzIxndFcnuOthxdW7FZkRLomjBFKUtXX5QlDSdoXWK9g6XwqxJQYpUQrDUtDCfnR6cljjrdSwYlArXH2GtnieaywOfUPoZ1TClGqYUAsj6tU+k2NNnnwp4md/Y5qnT2xkw7jHhmrGWNXm4M7ZO5RUAsf+YZBSDWJSE9GOA4SSeAWDDzS4yINmZ6kliUfN77tygThkogB5P6PrOwYPfJk3fxQb0FoO7rL8yo/P8/f+i+GhwxtJjCbKBHFmchYXhIkh8Cy+J/C1yVcvmfe1uhXNXR8xkHSyFL/AEPAjsc46cA9IyNgRGVkA2pkCw5V5EFtZ91BNjwkO7q0wHlR57phmuak5Ow+Hz0bs2TFPaM584OTxp49nWfIP/pcy+EPPHqcxvWXng1/+yNUNPcdiMs2pC1CvKDbPOL8YoBG6aVKhb/NOb4uRoKwYfEkziM7dMraeDQZSxOTLYnGBhwgfsnY5qCyW27zGReXBlNYWTzlg+9oOqgdDL8t1c0IljJhodBmrtXnkUMrP/eY0T53YyMyYZqaSMRZa6jm4K6GzEwtwV4KM0E9p1GIOnbLc82QNX0o85TprigcRhq5QkilSo3ntDQmX7+5w/EyFmarrOe3Hbp5Jt5+zsFZo7aGkzZNGlqt2wi//6BL/4DcM978wQz+pEGWSOLVUUydZAg8Hcl2sXiaXKBKpssEKp6QoAVyUQM5FemUI8hLxjKy2JYlZ3M8y+Ev3WwpoVAXNVshzxxRg6eYDinZt0DQ8j4eeXCKVD1393ve+f6e1L54W4so/f4B3mvNUGxO7vvz1x/7d8trCOzdMzXJwT4XlZpV2x+B7gijWIMgj9ryjRLoovbzEDZi7DGgztKUKpl7vlJSuMUWF80XgFhapClvQ5j57ztra4muD5xkCzxD4KaGfEgYx1TBicqzLarvLfc/DL//hJp49Ns10Du7xiqVeEdRCMfDKnfNiHHv7DuCVICLOMvq9kFC5h0yKYYLLPaS55ZZJ0lQ7La8jotjSS0QJ4Abfz/A9jedJtFIo6Q0AjoBrLhP88o+v8qt/lPLQ4Slmmw36Ncl4ZqmnljCfOBB4Nvf+CyfFDti7kCoFwAfnm590Gee2fB8KgDMKdrMO+OV7bUv/jgCsdN1EzU5KLzZu44DU0O8b2n3LMycyJsaaXHFl9Z2njz+fZf5tf+vYyYVTl1+24c8X4EdPnqQSVm5uLR+58/kXzyCU5vLtHW67IiPw6vgdTZwKsAyG8qgiMhfu64xeBFF66ovAZZjtKwN8+BpJRwxughv3wCDtLwtwqxzceVmspw3+oDzWgTvwc3BPdlhc7fFLv1/lMw/PsNSZYGZMMhPm4A6d7q7mgWUlkFQDmzO4095hEAMxX3/aZzXxmQoYqcdGMPL9s8w1PzQCzeuv7/LIkZh2EjCW5FMCYoMfuVp1XzuAa2VR0kNIl6DBwoHtkn/7N1p84ZEev/i7Gzm3NEFvXDPuC+qpoZpCkLjRy75yA428ItCUYhAEF+/lQH3wYIohwAdAL90nN599HYgvBfjSKlxISmMgTTNk3w0RSlI3h3Klm3HT1V32blUszZ7moceO3nnw6vHfj/q9U3+uDG6SNkLX9j7y2Dd++oWXnuSq3T7n5xqcPhdz1Y4M3zPUqylpJlzt9eACDa0nyjraCszgZ4E1tgRoMXIRRgFe6G5K7G3zlH+R+neSxNlgDthaOXB7OsP3MnwvJfQTAj+hXumhdZd7n8n4nS82+PwDG4hNgw0NwXToZImzAAufXOWHyJm7zN4JWkc8+OI43VizuZo/5HI9g+eBpnH1G6GnuOWKHqlxAO8lgn7hhsRu5JqnC4tT5UB02UcHNsH0uOADr+tQD2b53S/2uO/FKeaSCt1Q0kgtNW0dyHUeh6g8g6xsDvKcGPL4pajHkgxZvKSySixe3BU7CuAyuLnEamxH76HILSZLPrAogbGq5LINddrNgJMXukT2cS7fd/lP3/iK1zy12uwdnRir/M8D/NiJM3zoT+8mCCa2iPiF17xiz3lCb4odMx7dvo8xKcozVIOMzA7TvEMgDoWb+6LiIiAP7Ce7Hthi1A8cANuukyZ24OMqaXKAm7zmOwe3crUYgZfg+wmhF1Ot9vH9Ln94l+Zf/tcNHF+cxAtCNtUFk0FGI7DUAqjlHfaVwGU7wzwh5OpXsnwlcPJkqZXRiX18pfClHQSYxblbhl5ylqe349Sj4vXZNN5jrVunl4h83JqLFTwvy22+fPCRVAP/ehi4usrHd97e4cYrF/nl3+vzB1+eYSWt0Q08ap6koV0NTqBdaXLRDKGLpI9k8EAWWeDBtb4EwEfAXrpvdt17mekHRkGZuUo4KeQrgI/g0ecUvShlviV59GSPXXuee832qe6WpdW1oytL55ic3vY/B3BrM77rTbfvevTJF37z3scP8e7bQ6qVPhUf4sTtQijlkI0LuVEAuPylGXjYw6DR2NEAcn09yfpXkVJ2dqAtFW3ZXHMb59wUzK0yB3IvxddOkgR+ROD1ODWf8ltfqPGp+6c4MT9Bo+oxGcJEkFEPbJ56L8Atc3DLQVIozLV34LsHp1GL+OSDmqOnK4RKuIxh4aAwRPlgjIN1OjxJNQd2wttvbPM7X5qiU9U0EjfIKIjzuEEZtJbO/VCUQO6VbpZbFXZMS37u+7pcfdk5fuPzk5yYG2MlrdD1NDUlqOZA96V1D07uMg1Z3A6CdSFcma8oW4jrMbLuh4Emh4tIq+zClMn8IusRN65vpZ0RpbDcVXi6yuL554myq39zx+5XvTWOVv9MqfJNAW5NAkJz/KUntnnJoT23HVhi00wHKSy1ik8U+8SJzqvM3MUt5m8U7WIUQF/H0kMGH950eHmACzGUJwWwh/Iknzab11i4drS8wEilrnPHSwmCCF9HtLOYX/u4z+9+YRPnl8cxqsLkmGLSt4z5hmrO3NVB+l7mdSq5NMm98wG4fZe9jJKYo+cCOnHARJC7OEXSqXAlSsv3oCYl0TRqmsu2xaigTzuu0/MFlXwGiZ/LKy+XKLpwPYR6meBVMTPW5cfe2eXO187xu19o8VufmGKpV6OnQ0KtqGpBRVmC1Do2lzYfjze0NYtVccDkjMrDSxNiCfSXYO4RkDMkubLxkOZ5kti4Dv5eYklshhCCT9wTEdSP7nnF9WPbbrnpulPdXkK14vFyr28K8BOnF/DD+kw78j4+e+5xz4qIf/whyXg94ztvW+O63QJrQ7r9YFD8PgS5LLkiZVkiLmJ0933FyJceABvyarf8ouaVb8OLX7C3GcwsdMODMrTK8L2E0I/xvZhmP+bBZyV/eFeDT9w/RT+r4/s+U75g3DfUfEs1sFT9IbjDQBIEkiCXJi4xlDsTOcB9z2U+T16w3PdElTjxCGr2ogCzeBUWaVGKGicKz9O84cY2H/1ahyPnavRCN5oh8ix+Cl5i8GKDUtL51lIghRwO9ykAXnjsRlINNBvHe/y993e5YkfEH9xV5/FDYyz2avSVj+dpQi2oSAhkbqMW9qp0yblBwVoxY+VSQL+EyzUKdHGRbCneTelhz6wrk3ad+4JOYpD0uGlvk7fd1mGsJvjaYxPc98hT3ptfd+PHyVavTaPO4v8wg+/epeWp04du/uyXHh576ElJs72Rk/NuQulHv9Hlx94xx0++a42p8ZBOzw13T/Oi+OLmDcsuh1r7Uqz+cq9RgJcKg4QZsrc0uR2YOYCrbCBHtE5odhIeeF7w4S81uOvJMVaadWQlpF5RjHuWhm+oepaq77r+KyXmrgSS0FeEviD0ySv0TA5u41YGP0XpiJfOwflm6BIrub4dTZwM62dcH2RecmokcazZ2BDs3d7juTMp3cTLR6KBH+PAp7JcohSJGlhfp1E8PIUNmWSuPvx9b+hxx02r3P1Um498ucHjhxost6s0pU/H1/hK4EtBIHE9nNKihc0L1YYWrCjnHniZwHMdQ5dZ28CITDXWpfjTgrEzQTeFfpQwFazx/9y5zA+/zaBVnX4/ZO9Gj6XVDkde/NrYhbU33OyP7/8S32R40DcF+MriQiBM9l8mw+O177hJcG4hYMeU4dxixksLDf7Nn3ik9ix/690t6hVDTwWkaQ5yI4csbgrmHg1CR9h7PaiLz7k0KRfnixFgm/w9Q8kMv3AzZMJiO+XeJzRffKDOZ+4bY6FVQ4QhXt2joWHMc508FY9cdkDFF/kh85LTXHf7gqBg7wLgOsX3U0I/xtqErz8ZcPpChelJgSdNvsyLYaNv+eabYflplil6kcfOjYI3XN/lUw/HdBKPXiIIPYufOhaPEltapdTAr0bIEZniDjlsVDDOb68EEe97XY833bjMp+9v84UHqtz7bJ2FZpWe8On5Gu0ptBB4UuBJiZf3zCphncNCSSKWmfwS+FkP8BHmZli/klgHbte1ZcjSmJlglb/x3Uv8+Hcpmu0NHDszztn5kJPnJafmYyanztXe/W77X7zswhVA738I4I88dpyVZoe7Hmnz1tsirt5XpVGtI4QlSjM6CyH/7qMbCEXE3/2eLiGWVGakWSFV1KD519icuddp7zLQB78p7eQwkCW53nbvDtgiB7jWGb5OCMOEfpRx5DycmlV87KtjfOnxBgurNfBCdMOjqiR1z1LXhopnqXgQeg7coedmEroyU1k6RP7PbQ5yMwC577n2tOOzhudOBuB5+TJvSyl6MUJ15eU5yxsC0syNcz54WcSV2zocPl+lFwqqqSBILJEit/bMYJy0CzQLC3KoVQY++yAuUvn0AY9+7FGpRPzAWyLecesaX3miwx9/rcqp2ZDD56vEawFpoOlrjVTSpfMBLaWrzGQYhCpRykdcgpwuBXBDLqPy98RCaovmlgyyCD/r8NffvcTffG9Csz3BhaU6Z+ZCnj0qOL3QotaIueFyQbx6lNX2Nx8x8bIAj7unRRT1f/pzn/6T6at21Hn+qMeOzV32bFecmQvxpCHQgmbL54uPVvl/v69F4BVjGTIyo0o6XJaYJYduYQMyXL6GGLCDYNKxuBmytjA5wDOCwE1STbOMuWX46jc0x89VuOfRCudXKxyfrUEQoKqaUCtq2lLTxrkIniXQbnB84JGDuDhkfqgc4OSaOwe3lxF4jr3dgxVzchEOnariyVF7cCBRGNaDD7O3RfOAzPscPa7c2WPvhi7Pn0jpph71RBBp8POZgKoEcCkFQsoRJgcG6fGizqcIZtO8nzLJPCLPp1GJ+Stvjrj96hbnV1t8/TGfE2cDvvJkldnlkKznYaQm8RVCSrdSiPzvUWQ8h/7QpSoRLwJ56fwsrn7FWgM2A5NAFqHp87ZbegRe6IY8JR6rLcXxCz12bU3YtSHkpZMhL5w6Ov3+97/vp1986eyvXLlv+yWF7ssC/NDzXyDLzAd6/RO1qRlJuiw5NuszvyyYGoPGeET3tMREEZ62CA2ejRHCkhmds3cxnyQf4ZAHmUN9VvK514MbOxJQOini9LUXZCSZ5cRZwXMnFF99tMrzJ31ePFmhFQVEcQCej2p4rkNfQVUbKiUfONBFnUZRNuvqwoNclvi+wvdl/gDYofb2snzovtP5oZ9gTcz8iiSyAVpLfGnRJZttHYEPQJ7Z0X7HOPUQaGYmY6Tq00k8ulo4pyMZFoxpZUYykFKUjfZ82BECa+SQyUs9lF6mBuMnupHPpomYHRsTbtgd0Yt7/NWTTZ4/5fPVR0KeOxly4kxIkioIFFYqjJCMZIMKiBcFWoNvKnA9O3ZAYiPLjDVA5sBtMzApZAmQkqQWL+wzMb7GM8dCllsVbroyZayWsdqMmG8mtJO4ds9DD3xAKfUr/10M/qu/+WnueqKjdHRUPPmCz9llV5heDwN2bwy44kDGtVc2ectta9z1qKCfGtodiQ0ywmqENgnWSsibUI2RFM2sRZA5UtgwAHgRTBq0dnNMhDQksSvAEQJOnZP80V0B3UTx9Ishx84GLHV8oswH7YPyUA2FLwUVBVVlCRVunJnKC4+UY23fEy7pUQa3J/FzWRL4EPjkrolLmXva4HtpnhFNqIQxC6sZX32oTrMdMDEm0LkXL0s4WP8q7u8gIDSSKFJMTynuuLXPVx7vcaZZo+dJJ1M0eKnFSwrPOvfYZebsQsqzTuTgbxirS3/DAd3PFJlWpJ4iyRxDOis1oeYn3H4w5ZYrIt71mj4vnZU8c8ijFyv+4KtVTs55ICTdniaLVZ7ulFg9BLgdaQ1ynvjwfhfD+d0hUoMwBmszMIZKNaVWyeglks/cL/jSI4rzc5ZxP+GG/VV2brBcuatHL9KcX4S4e1Z811u3qh9b+qM0mP6e/zaASylA1H7t9NzSNTdfIdi+WKXdtVRDyZZp2DSVsW+n5K23RLzvTV3uecrnLT81xVV7U973xn5e0A4zY4brDsbUQqe5xaUWkQGDuysgJTS7gmee0iy3XNXeo4c8Pnd/SD9R9BPFhTkfIzSJ9TDCA60RgUZLia8EFWkJlSVQEChLoKyrAde556uHzO0XfZkDcKu8R1MM2Nv3DL5fFGhlA/b2/QSlYr7xlOJTD9dRvnZ224j+fnkGH9hjWeF4KPp9j3fc1uMzD7b4g6+P0UlDarkO9wodnhRJGTvoFhKieJIKBpUlrV8CuHFMnmrH5J5WpFqj08wBXWUo5QbpT4Qpt+1PuXV/ghUR73ldl37ixrl99v6Axw75VALBUkvxzAs+rY50u+GNLsmXuOFOmtRCy3XXxkyPZ67xJbO87019Dl6e8M9/t8H9T9RYjSaZGa9yzZaUwyc1q606tUqNdtdybjHmNTeevmbD1OW/lhlxyUHjFwF8eSVicsJvfOzjn93/wPlUvfXmC1x52QYWV0PAUKukTI/38L0EIQQTY5a7n/B5/njA8ycrfO7rTvTbzDI2Ybj5mph6xdUFf1M/MF/ipBSsdRSPP+fTaiqklkRGElntmEloNyFIaoTUSCnxpCBUzssNpMGXJTDL4Yw+B3IxbHjQrhGgaDwug9sxfF5W6xUMnpWOlEAnWBtzfsknjkKCMYmfp71VXpU3ksUsOnooZX0HIHcjGeLEY6Ku2D4d44s+vTSglwoq2g3BLGpIioSWkuXyVjn4W+5vyDz5Y4bZU2Py3smhNErTLE+KqbzEISVJM1TixkxolSFVyrZpk68Yhit29IltD6kNzabg8ec81rpONo2UIL4MyI2BWmi45ZqEsQmDzdy1qWoQCt74iojPfn2M2JN0U8ncWoYxCfOrGQALTbCqzXunfPXc0dr+m1/5jkbS77S8sPbNAS7MWVpr6ley3vHXLa1Y/sMnfX72A7PccKBGP1ZoZahV+ozV2vSziKee9vn8g3VS6YNSNItvpqC1Bhe+MXxqvzm4h0++FRJTbLlA/i7UMMiREiXczL1AupSzL22+BUkxCm7IeAW4Pe066t3WewzA7dq63JYogS/wNYMSU8fgOYtrg68zPJ3ieQlBkHB2yfB7X6mB9vGkGAaYA3kiLmLwcoavGBLqwOZyCHHi8cE7enz63h4vztfpZB7V1G1K66oA7bATJ9+TZ/C3BquhKEldWSrwKg4zqIXRWuFlGYlyGVNX0OXMgoEFq7KBeyXzeEgLi7AZ01XLd7zKgDCD2InB+6X0GcPzMxqbDnFgUoO2hrffGvEn13d48rDPakdzwngsdx1hdVPYONPlZ96/gkk28MiTp143ufnMr2RZ9tf/TAa/cPLjSCl9aU6TKfjqY+OkSZ+/9d4l9m+3jNUMcZrxwmnDH95V4zMP1Tm7VHFlakI5QJbC6MwbfKPytxsCewTgxbvMmxlcpFZE61qAJ3JWFk4KaEnpvWiqLRUSaUpzUBzIfT3sqh8CXA5kS+DbQUub75vS4JwUL2dvXydIGXN6TrDYChFaE0hG5Iksfa3i2xaP+rBkmBF9nGaKOPWYakTs3NTj8FxEL9P0MwgygZdZvHwbbZUycJaGmUU1Shb5JXcBf9HQLUrSyKAzQ6YkShfblxdMXgwJKgPboEQxGcsMkm7lHAUijwJKmnQQaJarzoqVpowE4SYFbJ1K+S9/b43PPRTxe1/pc3y2zoW2R6Nm2L+zx9993zKvv1py39Mxzx07x+wff8G3l1AIFwH83oebSCl45DnL8gqEFZ+vPL2JJ050eMetLbZOJSw3BV98tMLxs1VQnitNyxl2FLgXPbb5RztyE4b1xmLAeM5vBS1AC5sfOWhzCVB8HrznDQZ6UArKoMHWV8KBfQTc0r37BdCL4JPB9oR+3iRRSBRPO33q+wkpCV94sML8YgVvTOEX0kTaUQdl/RUZKSwS64JART9yE2zf9soODz7bp5WGdLWmkhriPJ1e1NrLkSyjYdg5VASaw4yhsw7zmSoWMiXycR2CVAl05jb7KoYDFUAfTajZwdg3KUxe8GVLYHeQHTphfPOXHQ3DiiGpiTBsn0n4qTsT3nbzAl95tMlSS7FpCt56c8J0PWCtXWPzlOGmvatcWKuUugVeBuD/5ffvJqhUX3Xf/V+58bHjMe3IYzo01DyfduTz+1+eIMkMxlqkJ9D1IrgpwFlc1nXf4RIFJmLkSzHY6WwkkQCDLJrMM2l6UPGWzzSUxbsYjEIoA3swB0Xh+hEvBfAi4Cx0ty5kic319mgtue8l+F7MXNPw5LEKaB+dyxNdKlAayfaVg8yi+aNg8kGvqhx44knicf3lEVPjPZqrVbqpoqrAS913UZl1R1IGeJ4zGPwhua4UWeStY3m9kDJkRuAZQaYkmTJkSpDmIE/lsHhN5s5QUa0pc4ALaUeyzCOTsgb3+ZsA3ZZAQVHU5f4bURwgpWXzpOGH3+7G/0WJR6fXYG7ZJ80U9UrMwT1zXKXHb7zm2jte9eN/5bMPzOz4zksD/ODOPlpn39HbH193Yjam3fGZDCxSZEQV6KWSfqqI8nEAZQu7KL6/lNYul84OHaRh0c7ASR0Bhs0DNUolnEPtKUXRkjYsDlIKdNFBL50sUYPulSGwi+Zbx9655tYM9HZhCTrGHoLby/W31gmChM/fH/Dg83VkoPGlcPO3BxWEw+8zzPStz2aWR6MVnrgiM4pe3+PWq3q8/fY2v/X5OnEW0MkkYea27dNyWK04kClS5ixe/lMvx+RgtMwbgAWZMo7FC3ArgZYyHxA0ZO4ByEdKJvLmiwHQS1noEaAP8WG/iTYXA2ljKWSMyWOUKJ87nqSukrJesxybTbjQ1Nf1VfYdSSofuCSDP/fSeeq1+h1fufur33f01Ap16XP5jKAWuC7obmTp9I2ziVJXHFPU7a6v7b0Ua4/mc0pqbB3TlYFerkuW5d8NRrEVQCdncAbjIRyT5yyed8N4ahTcbpzCOubOezb9vL3N00XDQVo6EmIS/vjrDTIboAbZy3KAOexrLJyNEQ2OyDvRC5ki3Si0rAg2NQKP972+y+9/IWLNJPSykF4m8FIGLC6lRaYiLzwz+Yq6vvZIlqxJUQK5INPO4UqV26M00/mUsUySSYtUxqXrpXHBfQHoQVZ5WNk5BDl5eQUjsmHEKl3PhaJojhDD1r7Bgzmsm+9Hmk5P0+lr0kxQrQRgQkS2ykxj+fuuufGOe+Lu6a/41Z2jAJ+oJFSC/uVTld4eExn2b23ga7eRU7OTsbSa5MPqLZESI63/64FeZCvLz+v611CijHaMuOJ6ShNoR+uSh50nxc/D2R7FnjQqlyVKrRt2kwNbKzF0UgZ2oOu4d43JNmfuYYCpS+wdeDFPHpMcnQ2xykNJiS8NuvxQ5jbhwCFcX6SRH8YO9xEa+tUO5EnqsWdLwpW7Ozz8UoVE+fRSQSjByyw6FXkRVN6Fk+Y6HInAMPonRYnFRUkauXedxwHK2Fyq5A9s5kZ/KCVH2NsxtxzW5RdavFRmUTB4Oe9TTuMXHwq6u6gxprTCpambN97ra1aaHvMrirW2xVrpNg6O+hw/k+7Ztju9vNezX7mIwbP4An1TYdfGC9jrVhiv1xB4dHqas3OSB5919pSvHeDcmK5hsfrIQJhSavZS5mC5qGoQEpWX9QGLD7c5GYB7IFnEsHteMOh0KZi82PdSD5bdIcDLw39ctz0DYA+ylQPmzrczLIJLnWBJ+JOvV1leriACjS+du6PW6+/1AeaID16MPxut4x5400aRJJrpScl739DmyWMNoiykq3wqmdPiI+WsaamUFZN74kVhrmPx0aYTURqPN5xCpU0uB0yxIrnmbWWK5hI5IleG98mO3LOLAA4X24YjJbVisPIPcwRFxWE+tTafPR6nghdOppxbSOlE1o2C1j3UdIv9Vy7R7g6LCwcA/8OP3YWnJUfPrPH8qQq3XdumGkI/krS6IRdWKq7GWYOywwlVxg67qcuDGoubeCn+Hsl1lSvSRsCdZ4FLYFEjQ32GMwcdaw/fHcjzcW16FOC+zgcAecXWgXlSSFu8QSre5J+zkUMr17nz4mn4+F11IumjpMqzl6MzWdZnMNcrzrKUG9XhYqA300wTZJr3vrnPh7/U5dkTFRLl0ZUSPzO5eySQWZkIbN5eVs49mPxvje5bVGbyIbjd6qxNEe8YZFaMmBh2Tw36NmVJi5fr9gff3f43XAMxIkmKeTnrHSZjXHP01g099u7psGVrRCuSTFQMtx2QzK+e4L67m4iSRNMASe88OtxSff6Rf3fZpmfnSKM6DzxeY76VEcWGSqDYMgZSu7Ymi6ujKEYZl8d2uZMcOgQv36WTf16vv+WlQC5G5ElRZz0Yd1Aaf1Ce2qR1AfRce6t14C7S917RmGzczJBBi1ie+NBpfiQoL+boeU079kHpXJ7YdeWx677XehelTATrvfC8G2eY+NHUPMH+rX2ePRqTmYCe8QkzV7Otcw2uhNus1dmsBWsahr6WGVz9QYYzr4fR+QiPYmKsyodlunjGMXZmLMPirqLOZtgyOGDvAuCyHGgWQC8XIK3rxS1WFiNc8/rAWRID+YYd7gby9pvcyI5+rFhYGef54yGPv5QxtSG87F//wt+ovuZNP9C9Yt9WB/BjJ+cIgvabZ9emf+bU7HPMTExwnYa1jtsBLMvswG5z23DYHOClmc+DAZrDksiRJWjdEzxkbwYatdDd5R7G0eGQwwYCVy5aei8xtyzJkvIuxl6+AhXgdgAeDgUqGNzT69i76Ov0Y1bahv/vT+ss90JE4Dl5IkvuTnnQz5+RsR6wlhk2ag8Z3DkqaappVDU/8e42dz/ZYDnyiaWmJyX+oIey/HBZZ9kW7oUwg/yExeTgNljkOmfF/beMtSjjgnNjQRon+4qm7lFgD8Fe7pMtwF4QWLFKD34ewYXIY5HCxixwNQR3MceycFiSTNDqTJIZQburWGlKVjuWqUaTV10/+TMvHTn8QNTvfnrA4C+99AK+73HixDxxFHBgl0EKwclZj3MLGf04G/Eri6mvaWn3BZMJjCzGsJU0+MuI8BEffOA2XGyvDR2U4bTYEYCr0SGbqgRqLSU6lyR6APBCc5tBUOlpUwJ35jrx1Sh7eyrB92M+9nWPF45XQHpIKQlkyc4Uoxq8+EIvW01YYvNh4+0Q5KlxLWdp6nFwT5d33t7iw18KMTqgJ30CKYZJn3VgW8/koszkpaaTck2MUW68npZOmyvjAnaTxzmZFMh8mH8RTItBwsn9reE4CztCYoP9gNa7ayXtPQyy3XVIs6KWvZhXmY8DFU5q9SLJ2XnLqQspSsHGCY/lpTlePPIsaRIPJcpYw+B5MDOd0O51aGYxCkFmawSewtPFclIMpM/3Ns/yLaANZCLfmkSUA5lLBJl2nTZdt5QPAV5mcVHSt2WAO3kiy+CWcgjwQaKnALh1c7JzKeKpEsDVxcytlWNvT7upVatNw2e/UWepGUDorZMnLy9REGKUyctL83rbrtyJk0uUJNVMNBTf+boun3mwz3InIFaaXiZze1IMW8oGDDpqyZKzd/ErM2DzIXsqm+twJdCWAWGpwUrp2F1KSybE0N2SpVW30OSDoaj5inLJUlIGD9sgjjNDUA+OfHv2LLemixXAGFAqJqy1QRoWOylLXcuk1UTGFWXpM6ePMjU5uevBhx/9qbsfWuWlcxUSIwkkbKgbphuKSqDdfEHrQJxmliQxyMQV+aSp+yImc19yOLVq5H6u67Usy5NhFrTM6OtliSgutCjLEzHscMlZW5WBrYZ70euCucvAvoQ80bqc1EnRymUuT54SvHQ6xBAgpHNPtBiWDow6KKPdLsUTXa5FGTL5cIsQW970Ke9rTTMNVnNgZ8yezX2WD1ewme9YPMs9/5KLM0i0UC70KhoM5LD0zeZsbks+uRyOcChiGyPB5KtEVpZiprSyDgJL4UA+uJfF5+HdX28VFjGdGUhemW9x4vbVjBJBkkCSkY/WdngIfNi7XXDL1Y7QepFHL15k8+R1P7Vv/+ufPnr8xCm90o7pZ91NqU3u2NhYZfLyMZaaToLUKpJGzRUhSZHPrMggTiz9QdnJMKWZ5U+sXOeiXKRQXpa9hzKlzNZDsI8OtR+8qyGDF/ttjgI839JalcE9BLlWpSFBasjeKv9Z6wSlEr7wcJ2jSxXwh/Kk7J6Idey9flzEpWTKiPN0kZtSKqONNbunY952a5fHXqyC8Ugzp8W9LB/ymY1KpYFUGURAhW0oGW4mIIb61zowWyuwMl9VZHGIgf4uPg8ScmXnCJyLwxDwReHVN5ulMpQoxUZkQ3D3IuhHbmB+mrnptVK4XIYxmm5vHGMsy01YaS6xZ3/njkZldRNZ+5QWuJ2BPW04cNkamyYFZ+ZqdPsuCCm61wX5MJZU0O0LQLk9eExuEeXLhtuPfX2L0uijO9Rmo8GYkGKExYfSRAxAPpgJcgkGV2Vw5/MJh9t2cBGwvcHcwqwUXJoc5KmTJyqhUo15+Iji09+o0ev7UNVoKfDEqDRZH2BSeoAveWNZp7/XWYZlXzxJNWN1zbte2+dLD3Z59IiPrXn0sgBfuEpKJfL8QCnYE6IM7iHIy6lyF3zmjo5ybJ4V465zgA+Z2/1O5nNThIBMOnk0vG+XkGnl90tdB4ZBZnlvnziFXt/S7qX0+m4/ImOGjtvCijvvbmQ4vWgJqzHvSo1bCTPQ1qSEOuH8guQz90t+6O1LXLcvZn6lQpyokYlTmRFEiaTZdhuB9vrD6FgKAXI4LfaSzD0AdonBC3kyuCCidJGGAB8cpZ9dgJknd2SxpBYgL8pmLTofFzw8TGmk8nB2oWNrdyjlAkzfj0nijC89VOXFM1XwPIRUOaiKAHO4FYhYf3PXS7JCLQzyBXZgj633woujsAvjWHPFjpS3vLLDM6cqRKlPJj16RuFnDM9lcF0HOcKLQG7XnQuqeNgMRglU4U1LgVUgc9kic8AXJCOFRRoH+gHAjR25r4ihXLoUwItXOZ8yODcD/ShjtZnS7hmixA42RSgywXEGF9YEGza0efdr+syMSVaakMSgz770SWalZsyssH1G8PyZmBv2zjFWH6Pb90hTOYxecTdhftlnfqVKL3Le62DsQ37m6hLf4FKsvR7kRXApBqxdyJKLgV4e+asGjF0AfDg5dSBRdDEn3OROiskBbUrAztk7Dy61Sgj8mOdPC77yYJVuz4ea55bHQSVjkYC6RBazJLvKt3ZQzoDNNfDoWOnRvSmHBVhx4lGvx7zltojP3NvnmRMBaJ++kfiFFjdOqw5tOxBZIRGESz+X7Qw1lAjFdjNOojg2L1aVQXKtBPQioyykA3U5bwEMNj8Y7MIhSw+9uDSTU8KSp6ESuMD17FLG/JojWZH/B4x1k7BafUknjXjdLS2WmyG/8dFnmWycJM0y9OFja0gpiKKMuj/OZNjl+HwHLVI2jEvqFcBK4hTOLUpSY3n+XI1HDklCqQj84sSLL3VxMLFecxfW2VB/j7L20EURpS1JRIk1hvUnzkUZDo/U+c8Fc6vBfPBiZHABcjMY0Dk8XLZSK5fU8byE1GZ8/oEK9z1fgVCDdA3NfpEmL4OadUf5h0u8Rssbhkv0YJm2YhBoFkCP+h6vOdjlba/q8sLpkDT1sELRExovG56PMCCzoVU4ehqjTF4eYq+UKEknN6LCWpGz9CjQpcnZ3JRdlJJlaIb3E9w5rZ9xOAL00me33bthrG7ZsalL1zRZeFFjjebsvCZK3fk3KhlbpxMC1aXV1vT8MSbCFmR9FAa9ZUOEkoK1Torwuxy5oPmPn9nIhSXJd7++y1W7UoQwrLQUn7inymIzRNoKU55g25RBSFfQpEqabMjMUEB/VJOWAJ4/HKIkSYpNpAY6XI4GmYNCK0UJ6LbE5OskyQDcJd1dCiwL58Q5Ju5dqQTfS3j6lOTjX68DPkgPIRSeKJos7NAPHmHuIcsUV0CMAIthTQqjAZZjb+mkQiYwKh/9MNgnXmOt5n2v7/HVh/o8ftxNEkiMopuJvOArvz4Udl3hSZfTbaNMflFVqHUlGdZarMrnINqCwcXQSbGMfn9TrqTMGbyUnS4s0zIeYOjCFNWlMu+lrYYp2zak/OSdfX7i3W2W2pY/vSdgteUwc/CyhPe8tseFRcVnH55kfrkPIiQ22hUH3v14A08Jlpsxz5+CxXadbiJJMstvfa6QHy6I8LWk5glmqobxihnctqKeXYgigh46CKIE6gL4w0E165yT3FobMPeINBmN2Msls4UkKbYtcdtzDMFd7O5bsLanRt91ob9Vob9TPC8lyVLuebTCc8cq4HkgdamxYfTGyvy7X+SDX7SeUbLpCqALylskDhI+pa1OjMqzm5kmij2u2tPnNTc7Fu9ljsUj4dM3oLPCDxeIXJIIYZ3NxcUgdyBeB24JVtmBFpfS5J/dWAhrxYDFh8ydXw9bvgbCMf0AvPYiEhSALQXHFDX10p1iq+vj6QnG6yF7N0b8g+9NB216xvpkWciOGc1fu8NjfkUwu2SJEjcgSo/V3OZDvpbUtMfssmFu1dBLRN7F7k5ASeumWSnyCatOIxUbrZaDwIKNR1ySgf4uApBhq1oB6MH2fyPWYCmbWdqxrNjloJAkw26eIbjVSEBZkiJ6OF5ZqwylSwDPJYqvE45eEHzkS3WixIOql8sTBq1paiRzWGKlssh8OYliR4H+ssVGl9Timlog+f63dPn8fTWOnHcPX2YU3Uy5KsMszzYW1zwTg6YUsQ7kI5sOKMfcg3PKA0xlLdaUpKLNjzyYlVbkkmQ02HZ5kSEGzMh9L3nlwpWCFyXGJt9qME4VnZ67Fu2eh6+reRvdsDTXWogTzdxSlTNzPkK5vlpjBfo9d75r44tHjv/DF557nOsOQO/FlNkVwXStGC4zZGRRqrsuxi9oLXOQiUH6XJROdJjRKvaxFCWwj8qSYgUY1oGPVuiV51arEmMPHBTlKuyGLorJWdysc1AK1s4/y3X6W6XENuWTX6/x9NGKa/cRGiUkviimro42F5fZnNJD/U1fIxp83VaKVmKNccC265M/mrjvcf3eHu9+fYf/8Ic+PeOB0aRC0jfOwpSmAPcowYxKFIardKHL83PKCRSZry4DSWILQA8Bb6wtyctcb5ekyeAoAs0R4Lt/xwqLlQwHBwkJicFaRZoJ+n19EbhlvmJXw4SlZo+nj0ou3y44ePDWf7h1+4Ef1SI5N75749pbxw8u0bd9YhugVY3JusXzpBtNUH7mhS0FeaUxviWdXD5pSj8Xmnuw70spoCx7qOUOnotAftEuaoX+LqXMR/S3GQI7z1wWbF1YgYUs0blz4umYl2YlH727ClKDdOw96NwvxwHlcyxu2Pr3ctRZSjWPBHhFrUVpGHzREFyA29g8fa9yLZ5p3v+GLp+6p8qhcz7kY9Ui46GFK6MdXNsstwyzkoNSagnLuTw/BwdylcsXZYv3HISFlBJFsOn+jsmvgy2kav7/KV8LaUevy5DZ8xgrf4CsLKxpSZq6fT/lJUhDSddi6GmL9pssdWNOPBYiKs237lg6Oa4fObRGu9Pk2ImYuYUKUT9kz2a3B7uXVw8yKIsd7hNfsPFojUgJzAVjlEA/YHLBOvYerf8ugK5EeeUYtqrJ9eBeB+zyBlSqxNpePnrY/X4oURywhyDPVMrnHqhx6OhQe0shnfc9YO/Rdrr1GcwhyItAc4S4S5/XNSCv98SLdjYjMJkkkwWLO6lyxeUR73hVh+MfDYgzCUK7DCcCRckXRyCxJIPgd9haRl7RZ3M6L6YJOvYuB5z5Q51/duUbFitc5rMAtBTu8/qgW+TSQ5Tv+UUgZ+CrG2tdRjP/98uDSzMj8oymk8qdvmR6XPDBt3R46cwq1+69wJaNCXos9Oi3Qrpr4+yY9N0mp4EcJFFsnp5PU+d5J5nBZMNbJNaDep0LUvxMOfAcAH9dBF5m8cGDY0uae/02gcO9MEcALkvJHTnU3kXqfbDFSWmuuFJuUq3nJZy4oPjPn2zQl17O4KPB5ejck9ENsf7MbEYpkBvuRuZu1vCz4FKpeydXHLgzo0kzjyBL+et3dvjTe6ocn9WgEqzRxNKjZwQqKx44m6+c5cqgXH+rUXdHlfx55SLKvBgrB7O1Q6YVRVrfDvS4kQJprdPbovDD12GEEruXMFD8TubpejE8rXy7QYhTS5oasizPyQrwlKQa1qhXKowFPawdp9UbR19zuaSzCXaOp0glkYh8+IzMK7kgSiS9SNLrQz9xS4YrerHrQL6Ovcu/KwKLcs3CNwW2A48q/TwCbskIsAsm16rkmsiLvW6l1rkmI953TCs2/NZnGpxfCEDp3BqUgwFD64uqRqTJegelZId+Exk+Uro63AZblKzDYnBPyRPPFJlUZKlm60zEj7yzzS9/xKeZuKlH1kgilLMNMzEAeTnYRAzlSsHY+dAGB26GD6AqHkDJyGqjxBDctuSi2FKgWYzKHkk+rcuFIC7N6iL/W5lxJNvPt1Xsxxlx4gr/0syl9LNc1PdjuKWr2LxJoXtxm2a3xemlFRLjc2B7whW7JFFUodvzSTJFt69Za2sW1xSm425XUZ8LL3fCF291UQ4wLgL3OoCLchA3Ik/sCGvLfIJVGeBlcKv8Z6XLAWW+S0LO2iqvGPSChD/4fMBv/kmDyHhOngg1kCdFU7EaOc9R63N4LcqwvjTEL7n13oDFh8Gm2/PdXJzCN24r8FCn/Nh7Orx02ud3P+eBjAFFlgecSlhkNupiDbzx9UXa1hZRnjsn6YBenI/E5jUqeVFdUYckhltzF0AXuV1oS86ZgZGm8vW5kbyv4SJiyIwr8ut0M5abKc2upRdBnEErhn6asm97l8u3w0pHUBtPCasZ+uyFOrPzMV97ZIa5pmWs1uMtt67xPW9eo+YFLK769CIP36uz1m4AQ5+6uD7lExwAvvTOJZ7KMqhHP5e1rX0Z9h52l5SBLfNBNQNwSzt0S2Q20N2qHGSqFCXdrMGVVfjTu6usRgW4HcA9Se6ejKbl138HAcMZL2VYl+5UGcjrQW5KcmXQzG2GpbSDYDPX4soojHGae8zPuPONXT71QJXltgKZgFEkaCIhRutUGN6nwQ0qgdyxuSjZha7mnPz3VuSglsMSWyus23i5BPQBgw/uef5w2VGJMiTJIZYG51e6bgBJZphvZsy1LN1EsLQmqIZ9PvCmFt9xk2AsDDk161GZ8KnWfPTO7V3G613iZsb5xTrnF6s89Jxl7+7TbBiL+Mw3xujE4MuEUKTofKLrsFaEi4DNuvfyP1/P2sPA0mmp4SCboS052H++2FFN2ZfV3sUGsO5zlu+IMLQGVekYBpYJXjXl898IefS5CqakvZWUpcIqu06elEZelAFTOkYwdNGrpINLCZ/BRk0vV2VoJarki6eZhzYptxyMeftNXX7vCz6oGITECkHfaOd85Q8gDDt+LjqXkmhZbyMOCF4yDERzTT7ioNjhu2P0cvns0I0bKcAaaXETI6RZJPvCQLJri2LP7iYqaBInGZ+9V7FlLOL2q6osLm7h6QWf47Ntdl7eZ2q6g37qmGR1WXJ2TrJnq+QNN/YRusOHvzDJ4QsNzsyGBEqyc0pyxfaMTVOSMHAsXtSBXATsMnGtY+0RiSLtCOjLjL3+sxqw+CiwZbmjZh243eeh9h5sMVjIE+mOwEs4fkbykc/XmWv7bpCodIPelcB1zQiXHRypPbnoECOA/ybqZMjmFOBeL1HK4x1ymWLN4OfM5CDPJEq67U821jJ+4O0dHngu4Pi8BJEACoOkLySKcqbVItbLk0sxuS1GIucuihzahoWaKcBM7mGLi4BeaoYYNCLnD9hFmBEMd9VzHrvNu4l8T7BlWnLVbsW2jYLAS7njuj7H5zN+47Mz6ESwd2vKzk2GG/YZJqcMes/GGr1qj92NlD3b52gnXb74mOSJI9OkScD+TYaJCkzW3X7tIq/g0zovspdDTXVJjiqZChdvwT0K7GGgaUeAPWx4Lf18EYtfAtyqrLdL4JYZWqYo5YZoRpnh1z/W4L4nK+6LSTcpV0qZd+2UGntLPYgXBZjrmLy8xI6AvgzsMrgpp+1HxyYM7cK8TmUAckWWGVKpUanmNTfE/Oj7Wvz8r/tEqXSNqEaSCo+eGGYbEUVj8jcBeeETAsNdqp2mdh650+g296+xNreO7Tqgi+FDJUYJ8eI1bejyiLyxWSuBlBJjoNOTHDs3xkozZLwesXGqT6PW4ZUH23zpYcu9L1TZOimpT1bZ0quhTy+0WVxu88JLfaaOCk6cq3HiXJUtY5LxakY1gGooqYWKWkUR+m6en5c385ZrC4qLYll3vXgZBs+/dNk1KSzB4veqNJrgIltQ2sHsvJcD98AOHFiEpeBSpnh+ytcf9/jUfVWi2IOKdtpbqgF7D7bRW5e5HHEESstrGdDlZXg9fZfTLa67fF3ZrMn1bfG7TDjtnUmMLMBeBJ2uA79STbnzNT3uuq/HVx9XoBLHQEaSCE3E0FGRIym8b8Lktgg2c/jJnN+FGADeCJcYEtaB20nY/HOJ1Ibyw/Jyr0ISFcF7UboghaTVFViriWJJs+ux3Axp1Kq885YuB3dGHJ1Nqeo+V+zezPi4QLeaHivLAWdPV1mp+GgBV2112+b5Xr4Dgi/cjmOB25TJ91x/YwHEwbNXSj1TukQjQQ2jmnuUscuAt0P9vV6WCPIB7QWTF1NQLwa3UhkyZ+8C3DoHt+8lrHUsn3+gwpELYT7j3JXEikFih+EEqRGba/0qNAyiRoO3b/4azOOzo1nEckPEYMoTo7XiBYtLoZCZQUpNEmn2b0p4++0dHj3k04zzJZZcj6MQuR4fAbe9GORFM8ZAogzS+UPQu6DT3UfyRgc3wmQIUFvu1yx1248uZ2WZZgchgBAgM5k3txuSVBElgm7f7YDnexrfC6gENXwv48qtGUr0mWyMUas10Lu3emxoeEx5Hlr5xKkkSd3gF3BPoi62/dA5uPOgbsBMg0CoyMQNpyaVgV2WKUP3pBxQ5oHmQAaYkoNiL6nBi8mnjsXL7D6caz2Smi+YW6cYMv7rFyr85icbWKGd7507J469nTwZsTBLscPA+hxIkrzlblhneWmMl2TJkMHX629bclYYNCTbgVVo8oGdCiPNQK4kmYdUhh97V5djsx6/+SlNkuY1BkZiEETC5Tso7kehe806kFsxlCilky90eeGXF2l1mxMS0rk/RX2JKBi9pMXXpXPdINLB9x1mzC0ghdvhOY4FnmfoR5JOPiW42DIlM5I0EcSpIs3gpjhg40Yf7XsJSveYmlpk/w6fXq9Ktxey1tHESVFEUzgVrq+xkA1uVXVLaTHDIjN5xZi1Q3YqhtBQttbsJT6XdK4cjkuWyg4dlFJwqXIAF+l4Kcu6e6i9dTlbmQeWnp9wbE7yqXtqdDoeVFTO3nrI3iPjIEbHyw1b7EZlV/kXf1aSZ8CElzxKWUxZrlHJ99YsqvmMQBqJlE6LS+FmGtZrGe96bZcv3V/h2IXcjsKxeWoEfYQLnE3O5INzFUMdLIsndOiuKBxocxGRY6BgcwayZShP8jR7ce/txfLE1eIUu0+4OTupId9Dc0i0w8llZlD/ZK0lTmGtY+nEGZ0kY+eGNknWoxcn6NXOGKcv9Pj6g1XqYym3XbXCqw8G1FtjtHuaLHNPd7nWurjZFlcTkKYiZ34Jaf6Ni8s06AssL+2XkCSXGAdWdk7KzC1zth7uUW/y35WCSjkMKmXpd1JmKJ0QJYa7Hqlx91MVCFQeWGrnnMghexf+ceGirC8Ffbls5Z8tTi5J7CPHyJRVU0rdWzHYCnygxY0kEwpp3JFEijdeF/PGW3qc/aJHZCSIfIoPglRoekXz7kh9ePGzLZ2TQJcpV+LmB1mbOxyUJsO5ez942GVuB+YtbVkekI543MXqbyDJLGlqiTNXImJykBerfrHpQbm2pd2H5V7Gbde1uPVKQyg9Nm+tEFQr6M2bNq1J0/7Szfsnvuv5kxlfebjLVK3PlTtjtHbdyULY0UHoOXubfAfdKFaIvnbVX1nB4KN3WbDeFlwP7FG9XQb54HdFICmHSZ1Cioxagdno59wxUXkrmvJT7nvc519+aIzMatBeXjGoEXJdUdXAGiw8cDsysH/E2x95iPPv/c1swnImsxRxOiDbdYmfXKbIHNjCbfRqC6liJEY4b1waTZq6/YV+9gdbHDmnufcxifGHLG6NIEHRxz24WEYkSmn71sEdHKTrc13uEp52yOQU4YRzP4rfybwC1eT33YihjBsUCuQyJcsH/Pdit7NzkrmVS1C2i4fX3FpBL7Ec3B3x1ldoet0xDp8MmNg09aW923eu6UPPfnJeCvGLG6bVd12vDN1oDGECjIlpVGOng0XhUBR7tbg51MZI4lTT6QZkmSSKJcXMuxE2W28Flsd+FSWwJYCv19uj72YAdj0AuhkEkYOfc70t5Tqgy5SzS5Lf+HSdU+eDfN+6fAOt3Pd2gSV/huc9mtMZlP+Wnuth7DHqpIzo7xGQizzJY0sd9xcXX9l8WI/bVEoiTf4uJcYqt1WgUaSJ5rItMT/2XR1OnPQ5vSopBw0GQYQcZg4pzTUc0JIdvZEl2Be3WeZ24wDgMpcXQgxUjpV2EJ8UyaZytFlcU4tLyTd7krW+oJ+PbRN5kD8sWXZ1+VLmaYss4JnDIa2uQijBvQ8++Yv3PPDEvL77qZTMCKq+Yd8WxfX7BJumXQF5JYjxvJTQTwfjg32dIFXqvM68MGu12aDb30Sc+CRpMSixzHDl1PY65h7YgaXdgcXFwHYJnXwLjQGgS5+LrGW5QnCd7lYqJQsyPvKZMT79jRo2HOruMnsPxrENAH5xx3xZnhQVkuszmCPL18tnCgZFa8PqwiGTj3bcDwNOI0sztO26GhUhkZkiExrZy7jzdT1ePOHxK7+jiUeiYtfvGRnBcIfN8mO4DuR58KgGre+lB1bkwB9YZfk/MYAUbtMJ6R6G8qTEcs+AFuAZiFI4uZyx0k3IMpP/dxVCajyZb5SlFRXPUlWWum85eUHS7Rn2bEu56cqEmUlLnIDeNu3mv9VDwYGdfa7Z02Ki0cPTMb6f4Pkx80sZnSjjxdOKzz4YIpSHVAop3R8NCNhY1VRDNeI0lLexFmLdMr/O414/vbT4Z+WA0v28DtwDgA+BLktAL2q9de59f/XxgA99sUY/y6fgy2FiR+XSZMDecr33PZp5/aaMfklcj4J8mBYvSp/sRbKlDOiBFpelBJDMwS1yFs8kRigy4bbIlkYTeIYf/I4ODz3j89WnnF1YSBWADE1/oMbL2vISIBeln0XpOxT/irR5A+aQzTFOsti8C18xrE9hgBfXEVbxBds2Gd58+xq+bqNlMiAvqeGzD1R5/lRILw1YWgpY0R6elsyuGS6spSRWsmljQJQKB3AdJGgEiU148XybpV6fKOlzxfYOxmacnFN88t4680sV1uKAc8sBSml85RqQGz5saliu2C7YvgmqFUHgWTTDWocR37hUNDUaUK77/bqgUo3IkZKDsv4ouSZSpUiZIWWK0gndCH7xt8c4cT7AFuDO5YkQIt+DMwd2WaLI9cx9aWAP8tXFDb+k4bteq3yTrGbJCx/Z9WDdxlUmr8E2ppQAkoVU0cjYsHtLwj/6oSYP/f2Adr+I0OSAyVOjiCC3D78JyAcOn7NEbHkDiXzHCnJ/fDBBJAc5UuQT0OwguynJO8PyXadrFcWOzZYrL6uxYRKqQYTvx/j5GI87rm/RSVaZXRJ89r6AY3MhiVHs3wr9uMp0XSCl25kkMxZ9ZmEjUil63TZRxxD6Y8w2m6x2FWtdj363RjsL8aWi4km2NCyhgtCzVDxLI3BpfKUEUWLxvHxnBTnUagPnZOCJlkA8YPCLa03Ku3oNA8qyPTjcdbcMblkkdHLdrXVCmsF/+kSdpw6HzvMW+d6ecqi9fWEH+ntktXk5LV7gePDzaHseFy37jEja8u/KXrgZJM3cNTSlCVjlvs1RsEts7ocLIRFGIkXe4iY00hiuP5DwE9/d5N99bJw4K1hc5K00kBpFnyIAvLictqgkHG7NJwbSRBX/14GjkldaFXI17/ixuWop91243Mdwa8cstcwtV0lSTb2SEAZJvvluSugnjNUSdk7H3LI/otVr0+5bllY2MrdQQ6mMXTvGGB+rkqYG/c/+1jsJwxqnTjzHU499nl1bUjZMrfB3fs3n8PkZJmua7TVLVVsCnblkj3I7I4S+oBJAveJOTJSW1iGJlf3u8j42uUOhhrt0lQNJKS/llhRsPgR3EUjKgQ041OCykChhxtceCfndT9Rp9oqNa4uCKo0QItfeQ/Yut8xdqnNnfUNHuaiseKovqbrFkK3X472wBocpe+cgyLyj3eYyxQ40eF6EJYcdP0JYrJTY3DYUwjqpkioaoeGH39PliRcC7npYQTUdznPA/feTQUeDGAJ1RIeL0mw1crlT8s3N8N3mIBf5Q+n+x5VaFyW5hbwpwgIL9BNBs62xRtDrK8LAc3uUFjMkPQf0ahgzPdZmdjni7/96nY01n5lGzPvf8zq2brmadruD7qUe///23jvckusq8/7tvSudfG7s2zm3Wq2cLCtYsoKNsbHB2YBNGswAAwMMH3GG8MHAYHgYwBgMA3LA2GBsbDkHSZYtyVbOLUvqllqd4833xAp7f3/sqjp1brdkSbaR7fnqeW7fc0/fWOetVe9a613v8oTH/hmHmx42/MKWGZTboZM0mawoVtY0Zc8QuJlDq0g9/6y7Z+CnbXw3HXNbFuUG1rqmAHI9FMWLkTwTUdmV0YPyZAZupwhume1PH0Rume1VTxWD0ol5fJ/Duz9a5ckZ1wpoxHDlxBGDaZ3hlvxAPz2UYFKI4IWkUhRerCF2siyMm+Xvi4ll4eMiTSl2+jJ6YsfFbLlQi8FFkKTRW8qBTiURDjIybBqJ+bk3tNh3zOGJwwLjZGHX/uJGu0RpEijkNwa55diFkmJGYVKQZ5WZ7AIQ6UR+VvfOxiIzR684MfRDQVsJtFGEscAP1ZATsOtofDemHERorRAsEuo+rajF687rsWFlQjlQKARO1Rf4jmD1CFy53VD1Fe//4ggzcxXWjxhGy5rAt/youAtHSWH3TLoS35X4nkxX9g3z6AwYgw7loP0+SCBNAcxFmqKXRfQBuJXUaTJZ2KeudDrAkGpN/Ihji4I/uq7OJ75ctrxbDSeWMo3cXnoHyV2hCtz7aZNKyUlU++lqJaekJqegJ0MirFN0NmXe/GGo0ynT/8+ieCIkIrERXGtjk85E40rND13ZZbEn+I2/VBxfkOBH9oemU7/GOPR1Bsq0p5GN0edAto9zanISR19GVwrlwMSASM2ATL6OMtOaCPrCkiTrLqvw+tLO2OadbLtqveQnhLHDxIjmrdf2+ZcbRrj1wRIbTi8xucqhF3o4jbKgXPGPTTb1DRs3OC/73H0R9z/WZENTMjUCtbKDn/LqQbs9dXVVElcJXHewDjsTYQ121gxH6kwotTyRXE5PhldHD6omspBMZt3KQVkwTqmJ5d0hms/cXuFL95QKWpNMUGXLgtm0Tr6O8BsAW7Ks3i1OHc0LTKXwiotTcJLhx4OEU5BN0+SRPK+mZBM/JpdKaGG7mlIXE06TRu+0byEMSWxQjubai3q86pIOH/yCIoyxxf8s6QSMdAgzkOcRuADyNHIXQa0QabJ5ctczE4eLNKrrtAiRpHKBOMlyNJ1eKtYPJoys4jez0M4HYxQEnqbVtVqbi7bOc3hmhuPz65lb4gYjvGO9sIOzYvVW7vnaB/dVy8G75sI1L/vc7V1KJmDzakmzrigHCs+xf2SSug1pM0gM7Ho+8t2Tmf92ca3HkEmPGqYiA4VgAcyFNnxRNDVIMAvgzri3GubdsdB8+pYSf/reGodmXNuOz2hJmlgKMWjqZIrBfKhBmqHy4NOXBgeRKRdZLePjg87mIJKdRFMK77MuooZCxB6W0spCkilyMNsOp8gqK1nkFlnp0AIo6jusGY34jZ9aZLEn+eRtFaJEWmmtyaKuQEt1MsgLLWqT9kKMtM5Xg3b90FVtQZ7YqzQ7R0naHMqMiew50/mty24SkSkjsCcz06skqRLLdQTVkstiq8aWNYprzz3OU/NjzLWid13/+Zv3vf1tb7QJ8f7jCeVSxPEZwfqmx7oJj4lRQaMmqAQWhP1I0OpIOj27/RhspBtsVCiazRuUk62hK1ZBBsAvCqdOSUWyKK40SuhCF7VIS4oJZpxWU6zG+9CM5L3XV9i1x4fKIGpn1EQIgUvaki+a+BS49ymrJgVOnn2c+Y6cusHz9EeRigyitj41J6e4OKqQhGo7XTWoqEhrqBVTYAAAS9ZJREFU2ZD+n5AybfvbyopNPDVxX3Paxpif+MEW9+z02De9rDBt++lohkGeSWEzYdVQGVFkz5O7ZOV/a3Z9FDUcBXlxZkxkjE6pFsSJdVaz7mqCJNF0+wntriaKbW297EvqVcXcUpmR2iijo1Cqt9FJYQnV1Kqz8bwS2zsOVXOUlWMxo42QajlEihghDUsdn72H68SJkw+VDgRRGZCHPbmL3oC581RqveUUhhVOqpospyfCygWGwZ09LnQtZYSjIuZagnd+sMYtD6SWx6IYva2gSg5Fb4ajdyGRHJYYDFORPPvPXl+rvHhOQqvimpc8eheidV4fN9lav7TRk1IUUSgTymIUFzaKS62tRkUosl3yWmhiYaCjufLcPr/4o0v8z/c0mO8WsuFCRWQI5IXSX0ZZchN/mXY5c+5tQW6wgTD/ulSMNwgIZvjvTJecZatpMkWiNoaFdsKe45r5Xtr5JKEWxDSrkslmwOtevYULLziLTrrt2AHYumGKsYkVN9aSL7xjqtT5jSOzS3R0xNxcxPs+W6YbeTRKkm0rDKN10m3BJgf1sLVDZt3AQKNdAHdxxGy5tmSoqSOWJZTLIvcwDx8IqnrS8PfXV7nuY1VaSbo7UBS4t5BIIfBFOmsplwFbDujIqXn4MnuMQlQvhvCT6t/PeBSNf5aDvVhlSSOkttFTCzurWIzmQhTAbgSJVumFaNBCIowk0Y7lv4lD1Y14++tbHJ+V/PUH63Szv8GIoiUsGkU/B7atomQlPktTTLoj1ZY5083hg7+NZYsRckctk9+ZbKJpJ/ilNIh4sJrGUmHFtnUOr7h8lnp9kSiOeN9nK7RDnzaKXcdqfObWmXe84pWn3Xjk6IkBwCcmp3jk9l/olEti7727E97/uTLa+PjK0O3aJVRlI+j1BKZmM1jfNenQcZGfpknkcju1IriHKItexrWLXcuk0OwpgFukET0tEWadSqlicDWPPuHxrzeWWYqcQr270NRhIKgqTuuccqC4AN788TL+Pah7FwE/DPSng/opeXghci8vG1ruvUyIlUZsG80L9CTl5oJMySdsZSUdPMtq5FFkqPoRb7m2ww13+jy4W6LFANh5PVzamkkG8kz3nSWVJqUo2RVvsgqLSTl0FtmH7l6mQL1smVNISFK16kDSYat4jgOB51DxGoyVPHwv5v95g02a46TD5+/1uP+Jg3tf85O/3fnU+/7XAOAA/tiP4ZUCGo07uWjjg0jp0QsNcaJxlKBWVow2FJWSoVIyBF5iR9YGr0UOgiLlyCJ4JpYaJJD6pEieaU1kkZqkc5Z5x1JkEXygDlQyxnE1D+9x+fl3NNn5hI9xC7Qk499CImUG7mLlZLkkdlh7UuTZp5LFFuveg3G1AfCf9ihKZAvnkUJEk8tr40agsc6xRpg84dTpBI0WIp1jlGkNWqYmPWk5TtgLQWhlHwtNEmrO3Bzxt7+xwNv/WFg/dI9cUzLQmViQhzrtR1Gwjhh6X7j75B3tFMhDOvPsj8/MPM1gxjn7J319YheEjJlZcGF/wLEZH0dZV6t+aOj1e1x05rm87S2XEIY9TgJ4KFYgTIVyzePyc7uUfMWhaZfjsy7GCKplQaOiaVQTKqUE301sTVMLknSaZyBMP8VYmSpSlELUVnq4gjJUJhzQk4yWyKJSUCZIEeO4CS0j+LtPVHjwUZ9EpVE7i9wpNcn0Jp5YDuxn0JzA0yaaMIjkJ5UHydytnpmoZA2dAeaz6fUCENLGiCoklwMpLQNqYkCkMlqhrTBVCstptdCAsDRFqPS1M+nImkElhnO39/nZH2zzm3/p0oqxJDdzxCxoTjSSMPs9swsNgZNWVXSWiBYvAsAp/O7O0N+cumUJWx+HwQbtJJXK+o4mTNIFxLHLYsc69p+YizgyY4hMyLazJKdvGqHd7ubfO/85tbJHteo/GSeNPaFxNklzjOmFEaSo0agJRuoJzVrESDWkVgkp+THGCBZaHq2OSz9S+VhS1oI/eTB4WChVTCTt42QAbvH0AM9piYxxvYROAu/9RIWPfqlCX2aUpFA5EUW9SbZ+ZLhreZLmhOERtaGKySkTzCLgvyGuT4rkphC+h6mKyIm5RuRur9pkjwscNp2asUmmyBNQUeDiOs1WbT3ZDi0LFCQGT0S84aoOj+13eO/1VdpRyuOy9ntWQpQKgyLSIqXqtiKVuVo5MgP64HfLZjdVTtzNUH5h0nxIpJy9H0OrJ5htW0lvxTc0AkOvn9CPDI3IoVGVrBhvcXSpz5rRBivH6nv6ceXJqFCHV9mDv/jff86LX3LFnkqlNPGVB45d8bEvL3B8usKqcZdVE5pV4z3WrWgxOTqP4y6wc1+Pg9MR4w1BGPm2jkphjcgy6+Jh8/ks+Uw9A7NyYC5zHUT8gbbk5IaO4yS0I3jPZyr88XUNjs95aVfAJdeapIC3m9HAl8aOo8mBU2xW6hza/zPUrILc/zxvAhU/zmykZT5gmy/REtlm5sL7oe8zuHsMjcLJQUI77IEIy/1FsmrPYIWh9RAc/hwzdPcZvjuJ/Mpq1BLO3xGx1JF8fY9tlQ8u1uK9xl7lOo/Yg1KmIBs4F/nwi43covBdxMmBIbsbYld3L0WGrVuWqDe7PHUCZtq2TC2xO5dGG4pLzkp40RnTnHVag3rztL85cWz3P27edvHJERygWfVoNkqfW1ysvLrhTZxz5gaHDSs1m1e1WbVijgMnOnzqbsnX95e4f3eALwQ/epXPmkkvX9UnRJF/F0fJBi5TRfmrTLn3IGoXHyfL+HgqfU1BLn3NJ28u87+uq3Fs3rFaV7GsLCgUCLtir2igeaqoXdSdDO27zECVnf4icMiGHkThZS/AYCj5XM6nh4L4UAQ/2ZBzebJJTmUGDR9bV5Y6tS7WgwtMa4kUxnJzYdLPNYi00wkSIRyi0DDVjPnv/2mR2SXBhz5bhUCcJKSyJ8r2LxMt0QISAa6wOYIjBEkazXU6he/kv+uAl2cnoXihOwpKvuKMrTE/+ooOSva470nJ1/c73L6zyqNHq3RCUDKm5FU497Q1TI5XH+yEtc8JOkM3R1X84P3v+ycao5sO1Hxx0doJc965W0NOW7+AlrN85NaE999Y44a7R9h7qE7d85moBihZphIoPDfdB6/08E5Kle1+LwwFOwMzTFXQk6ihSJ4MonmBmuQRPNA8ecThT95b54HHgsHgcKbxzqO4Qknw05a8m5o9ZUaaWQ0/Uw9mU/x5lH26CJ5+PFi5smwzXBqtl0fwwXLbAs9P7wL5RTXk8pVG8mXPsby7yvILsmBXnF9s5tQRPIv2WYw1hnpdUwoMdzzsMjcvliGFQcWkcGgEiYAkjey51NeIQYTPOj6Dzk/+O1vHNEHgCUbrDltX+1T8MmUv4Mz1gou2Rpy9ucNos8tjhxXH5xSdDghRAdH47PzMgb955Wt+auh3cpb/kpdcuBKMZCy4l/ml43zyLrjlwQpHTpQIlMPGEcFIBWolQbPmMNZQ+S3I/pImB7WTbRB2CuNkKskjtpI6jfg614vL/OM0mgsLbCF0Tk2Up9lzxOF3/7bBl+8LIJAF3l18b5MsTwzAPfBcGe5WDo3UFaM5BfVgzr8H5cGcby/n5c/nGOrXLzcBSimwsdgSWuRVB/uc5doynYXMZiKzBHSQfKZAz6osQtukM1P+pdpW0Yu56vwef/DzC/zO3zZ46qgHbuGXtDreNJxrKysUym4eFpJYQL+Q1LvGjqO50tidQ8akF0FKaoRBpYrCrDQ3PS95bF+J0TmPeqVCsxqxst7lR65sc+VZs3zlIY87Hw64c9cE6zetJMmnL54B4Fe85AqUcsLP3bCPv/v3eWZmq1Q9h+1TgnpZUPaty2fJt9MXjSqUfF2I1tkuHG33vWebzApRWab1bMsbdS6yycU2BcoiRCGxFAnK1ew74fB7767z0RvLhCLVBHAyuIUUy4aIzbLEsgB0llETCiW/gmpwAPIhXBdoiRiqgz9bYBcVhUPqwgwEhTIhGTUZagSZvCYuMsBndCQTOQm5DNwSYQbgBpVGZkMiDIFjeOM1XRIt+J2/qbP/hJ+CPP2l86vN2BOXA91O+NvauyAU4Ji0uWbA05AoW4nMuFmW98SJIY6hFyUstqyysdtzmAsUx3yPSlCiXqkx2ujx2ks6XLJ9gSdObOOSy64NkyT+xgCv1UZx/ZFfP7p0zul1r33l+vUhow1FybeKQSeVxLoOBB6UfU25ZKWLvpvguToVp9tdk4MIPhBIWbAahBwA2/6RGnLteDG6a5RIUI5m/7TDb/51nY/dVCaUymaH4lRvg+idz1kWhhhyOlIsCS6buRyUCk+xfrzw4FQ18GeL77x4Yk715LI2fWYhAYPpmBRfA15u1YVWn2IGDR+pl4FeWh5OIZKn61Eyjh7FBtdJeMvLuzgKfuudDfZPewPUGAZR3GQznmmUyOwp0gZTIuyuHUfbZD8wVjarC/s5cw1QCFJojIkJY02ro1Ipduay5lEJfJr1ChvXTPC6a7Z+ZXz16l8Pu+1vDHAvGOXGG29aOnN9bZdzUXB52e2rWtlGYStflPnUvAW6JvA0gRfj+wm+G+O51pLYRvBswdNg4kbk0TllZjnABx9LqdMTn36NMhyZV/z3v63zsRvLhCoDd2poI2UO7KJS0JXmGRLLZUmmHFATsRzk+cfipEi+nLKc6vHTgfvpAF+M5vb5tFvJIJKbrOGSgz2tf4tBbRwtU7AMup4ZyKWR6QVik80M+EZLdNrxjGODYzRvuKZLnMBv/HWTo3NuytuMldjmTvfZ+yJfGwBeC0UoFZGW9KUg1FBOL9K8UZi1g4wg1ppe35aPwX5eGGfJq6DsGw5ON5PairFdR2a/tPTiS6/5xgAHG9na3cWfjz1xUcTxczev6xMnCoGLI30WWgFhpDDY2UtXaVzXgtv3rKml59r3di1fjOfaCshycIMVCFlZcXa7SwtQGXVREDuCf/xkhY9+IY3cQ02cU1RNCtQkb/kKhqwgTll6YxjQxf1D2TH0eBmgiw9OBeBTRen8qfyUZNWF4Xpx9nVDisJ0cEDkz1OI3MNgFyYFPAaTirEotPSFyIRilqoIo6zEVRucRPPGl3fZtdflHe+pESttAwzpLyGWgTqj5/ktTubByAiHyHGIlSI0kiixjZ3sjpQYiLWthSth/85+LJjvGnASHBmRJAkXbY8YHa08vLC08PPVSvOUp/mUAL/q6mt49wc+kjjBdvORzx/hvkcdWqHD1ESft107y+rJKvNLJZLEklMlNa6TpJE7HkxBOyFBEOHIiG5oc2vb7hwILaSAcjm19QrTF1akMUtYvKIEN9we8OEbSvRzr+XimxoCt5IU3KkGasGTNzQM05FitD5pRI2n724O6VDyi0A8e5pykshqOR8fAN02bvSgi2kGdCVzwMqAPfgckSehls7INGrL9Hcu8PFU02JHwQwCZTuVGjyhefPLu9zzmMMXbw9soJbZhZieGA2EAil0+roWruLc5VbR6nsY6dHzPGLlECFJjEnfNFFiS7tgfS+nO+CXurz1qh5rxhy6Pdi6VtCc2GyEWExedPnrnj3AAd78/ZfS6fY+fPipvdtOHJ+uTJQNiws9Dk53uez0FnEsiGLrWKeUwVUxnhfjOSGB16dS6hOUexyaNty50+Er95RJTAEV6avquJprLu2xZjzhrM0RjgATpzhXAqEEn74t4Nf/qsaje71sMjhD/km8WyCGqIkjhgeIc81JsdFC+i1ZTkmWDTCIYWtkwfD7nJMPSOXT8pSB5oTC5wxH7DzRNFlQz3ZqDgYiBpQlAzID2pFP0Nj5TZ3X8YcTUGNk6h6lrRhL2K8fXAgqbRwZztwU8r9/eZFfU/DZWwPbmsxa+YkVr521JWLVRMI1l/RwPUO+kyU9sbGRfPmegLsfLnN4ukzsB7QCj8hRhEZQSSR+OjSDse5WJ5bgkrWa0VKFudkqpUAyuzjW3nruNR923eBpg8czBpm7vvapUr/Xfuy++25et/e44qyNmgt2HGekGtEPq4SRixS2JGiTypByqUe90uWexwy3PuJy16MBdzxU5sAhHy2yYmp2b01AJWxdHTLejHj1S3v8wOU9Tl8f4zj2hHzyloDffleNR/Z4qWlJgZrIYr17YJxZyjqWwjYacqsvOei0Zkmmkpm0oDCuJi3Hk4WPVdaxzL/HYLNzVifPnlOysNO98H+q8FyxSzr8eHgP6JDbQKreVIK0yzswTxoa1h5y4S3II4pCt7yqZfLtFzLX1xecCVJnsGyYREqN9GDnXo/f+usan77Ft5TQMWzfEPMDl/d49RU9JpoJW1en+7y1tPw8hZsWmn2HBLc/7HDPYz637Kxy79frUC7j+i4VJag6Bj+d3+1EkqUkZqKacMlmn7M2tXnikMNLLr16f7VS2f66H3pV9+kw7DwTwM+7YB0LC4vcdleANAmaiHd/ssLW1ZKrzxV2c7CT4LkRvtenUurRi7p89BbFP1zf5JaHa/R1AMKFehoyDamgOQEdgY7YfViy+6DL/bs9PvGlgDd+X5efe12XL93j8tt/XeWRPa4tT+VdkFO9ibxq4ohBYjmcYJ5aMSjlcK37G/qfLCPeyzn6cyoRFiN5MbJnkVks01UbCuu0C3tyUtHTEHXRFERYIo/qWcJpkGihhyortn5uBrRGS4yQ6c9K30eGMzdF/PEvLKEN3HyPy8+9vscbv6/LuRtDAs9gtKLX8YkTh0S76ETar8ee88lmwuuujPnBKzrctrPHP1zf4+b7m8x2aywFgb0zOoKSNNQDwyvPDzltbZv7H2sQJy7rVvlMrFxHqVx/xvP6jAB3vLG+o5Z+9kXnrPnILXc+XPnk1wJ63RFW110WljpMjLTS6B1RDnp0oi7v/LcS1316jJlujVj5BIGy8pD0RdcGIi0ItUFrF5Ie+AJ0n14sufNhj0PHBY/vUzz0qMsjT7q2YJrxbpaBnAHAizrv5QPEp5bDPgP3PgnwRZvkwdDxUMUkFTAVQT6kGV8O6iK4xbLnzfL6N4UEM62YFD/O6t1DpcMBTbFDvpKMqORJZwHIAy5uUn/3dOmVkSnvl/Y5bTAhnLUl5nd+psVrrnB55RV91k7GmJ4h7iui2CNOPKLYI4odkkShtW0EAciuvfP7XsSlp/c5a+MS7/lMyF9+2DDTF7SFjysEgTKMlQ1jbpltKxzWjrW553EoVU9vR1r97JqJ8f7zBnivpXVjdMfd27YHi5+68YlKzSnz0osk2zf0GK23KPn9lHuHxHGfv/q3Eu/86Arauk4pcBlxoaQsRRCpRW9ibHmonQhasUuUvcImBpmgXMPZp8X8xKt6fLxieOhJl26S6/mGs7pC9FakrqN5YllYgfI04B4SLQ1pT4ZXTp+k/V5WNhlE75yNn6xJ+UYRnGVAFoX3DHPyojZ8qNuZqvvyZNNkfoDpaFsa0UVeYUkHlLOhiKw2nkkKsu6n0Xmb3Rj7M5Q0dHuSW+7x+fhXPNZMJqwaSSx314okcYgij37kWVPWyCFOVN66t7TK9kgCz6da7vILr+8A0/zZvyoWI4e2cCAS0Dbcs8vQ7pU4/zSPqVHD5S996eLU1Ia7u72Wfqbz+owA90qTgD8dxfoNr3n5RV8+vO9ud8VEl5vui6hV+rzlap02fhIePwD/fOMoXdNgtOrQ8AxlR9vxtsJgRJxYc3MvsgnhgnZIpIJEoLTmpRf1+fNfWWT71hgtDV++w+ee3aqghRCDqI0aAFzaP2a57XGxvj2s4DOnrKIM1bkZXE9DlCT//6dZMPVsUc3J0TsDe/4+A3JGP8Rw+z4Hskn3tqdlRmGsDlyIwceYdKZTFCd+dEpjRJ5w2ovGDMCdPZ9qyrOq3849ik9+yeeO+zx+dUHhuYtcdV4vzZUlceIQhh7d0Kffd4liRZzIvOatlK2+9T2XMHIYrQvecnWbj93a4oF9VSLtoEXMKy+fYbQsuOnuOvuOOVz70hdHSZK8Yd2q2nQYBc94fuUz/adyAjqLT7Fq9dZDF5y7Yc/kig7v+5zigcdWQDTJ9GyTXt/DGMO/fbnCkekmI1WHFSXNeFkzVjGMVgwjFUOzYmiU07fAUPc1dcdKV9EGlcRc86IO7/rVebatizAtw+U7Qv7bT7RYM5FY24EcYRnI7WPJsPVDsamTc/DlXUt5MkV5JmuIU4I6u5kU+/bPF+mnAv7yFn5eXSnu0RzYKmfDD9n2h9yNVhcs34wdTtFGLltoNVhXaIpfk5UAzeAPlA4cmFb8+fuqfHWnD2XJrn0ev/hnDW66J0AqOwwTJYpe6NHu+ix2fBbaPgstn/mlgLmlgLnFgLmlEgtLZRZbFWYW6qwaDXjTVR0qIqbpGtbVJG4ywXkbRvnRl/UwJcn4yk17NqzbeOjhRw/ge94znkfnG51oKRUf//yN+0aa9bfvOX75LWtGHuD7L+xRLknmlqrUKgl6UbD7aIVS4LOipBkpa6o+BJ7AdQaLRJN0RUU/tBl+bAzHOwKZRFx1QYu/+qVFtqw2JF2Vj69deV6fzSsjDk67hd+qQE+wyeUgeptBK/5p+HZ+AZyksz4FNYGTnqP4f8NYf25iq1Nwb5M1eURa/85QLgralPz/BzQl47bCDBY4iTRDFWnCicwWTcm0JJhKaY1I5zkLTaK0RCi1tPZw2Q/ExpYnDzt85T7fVrSUxCjJroMev/SXDu/85VmuPDvGEZJu32Op7dPuOvRCRRjbi8liy+A5mpLv2MahEZSDiI0rlmjUY3xpGC8bHntKsO+ow5ZVVX7xTTtYu27x7ccOfn6fV7v8G57ibwjwUm09nU6HUql0ZPeqW2+9OX70JccXZqn2fZq1MsYIdh9S3HzvCCvqMF7RNCqCallS8qxjqEwzzCQxhLGm19d4jl0etHmyw7a1c/zej7fZuNKj380WgCYQRTQrmgvPDbl7V0An74wNeIMQy417io5ap6h5y1NTk/wxy0Avi3OYg7r40CGWf/jcIvZAWFX4OHuc18AHEzOKgeYEmVVGBk60GaizSopmmKpk2hWRRnOy0bZMiCVMYbg5oy32FioktPuCux/0WGhlHut2r6hxJLsOVvivfx3wez8xx7Yp6PV8Zhd92l1Fry/pR3bE0WQAdw1lX9GPJIkWKJVw1bltNq3pcfhwnVpFUq8bPL9HJ64gy2fdun3H5Ud6vS6lUvmbBzhAuVxm355bnhgfKb2zMX7mS75y972MVStccLpVDH7tUZ+y7zFZ1YzVBc2qolp2KAVWoKWkvZ1GsaEXWoCXgwTfl7z43IiXXSRYMdJgfhE7qaMiHBWDgXKjz45NEWVl6CQZmAZZoeLUgwxZ1WSYXxe4+PKJmmL0LkZ0hiP4gI2IIfryTIB/VkeWpBQj+lCyOVwWzLxpsgECYWylBG3ShqLIAYmRiFRANLjTiHSsTAwBPnvL3bMK3ocmlbV2Ynh0j0u35ULNAemD8hBS4fiSgyfK/O51VV5xnubFp5dZ6jj0+oJuX9DrG6I4wZh0Wt4TlH1FL8zWkhvKQZ1LTu/xwQOasu9w1gZF4HWYWHcG0m2+88Zb73riZVdc/KxO67MCOMC69RtB1u/eflr/+qf2zvzQ9NHDNGuGfcf7fPyWEaaqksk6jDcdRuoO9aqkWoLAs00HbaDXF7Q6ilZXEsaKVZOS1SMj9Loux3Sfkh/ZNr8rU325xoQxGyYTRscSpo9AQaGNIE0uc+7N0OqRk03sT+F5kg0zFCN5EdTLks2hxLOIz+cD6uKxPNnMPk4BXTSEMinqh8zxtY2IVpSVXR3p16UDyAg9ULfajVBpnVunepXMZiIz1ddoJDLl39ldZWZG8dRxN+0qe6B8pHKpOIKaY6h6krIscfiY4tHAIfAlUWxod2La3YR+qLGLqqxpazmQdPp2/SEElIMGr7vsOLc93Gau1aDdjVi1Zitr151+fXX0tLvjcOFZn9ZnDXCh1nLs6NF955x12S/ddddu5Zq5V68cP8L1dzkk/RIbJ2Fq3GVyxGGsCc1aQqMcUy5F1EoJBpie9zk64xOnxjRlX7DYcTk6U2akbjeElY1IW+Z2OCLsKy4+M2LzxpjdRzI/aYtMIQs6k1OsGxmunJiTI7c8ReSWp+Djaeg+uU0/DMrlIqxvGtzZhwUOnisMxeCxyaM3VhuS1r5zvZM0BaCbwh1IotMqSlYbl0KmdhXDy69MlmgawZNPOdz1sGd9Z6SDkA5lR9D0NHXPUA+0HYoJJN2+9Ubsh5qZhZhjcwnHF+0fVy8lVPyEaknQ7ir6oUOsPZSqsmFVn5ee0+bTt5Q5OyxRKk1+6vxzL/2l6RPH96/esuJbD3CAFVNTfOXWe/afvuP8nQefnH71Z+/ay5fvrrN+zGHdpMPKCZcVY5rJkZDJkS61Shvfa/Pp2xXdUPKqFye4boNd+0cwxnqKh5Gg01d4PS/dN2+luY7joHWM1oJSCXw3S7lEnlwqMq33wDAz361ZoCJPZw+RDwsvez5zzz1V7XsosRxC8UlE/Hkdw91L+/cW5l4sTUn5tNWjiHQHTgrylHcnxSn4oV8rHUwQ6f+JrCYuU0tjWwfXwnqLG6ExUqKNzIeG+5Gg0xdWEyEclBSUlaHiGMquoexDybf+8Y6ySxICH+5+MuLIXI/vv6RFNxR8+mt1XOUzFhhW1GO6PU0YuWjt4ahRXnbeNO32DM2x87jg/HN3Hthz5/4t21/8nM7ncwI4wMTkJBvWrn3Hzt0Pbbpv95o3T5R7bF7tsnZSsXoyYvVkm3p1iemlNv/4cYcnjtQ5etyn6gp2H2hzZL6P7oasn3DxPZd+JOiHkjCUhL7CTxwSHduTm24xSkwG7Azc1uOk6Cu4vGKi5Ck4dyGCi1PWxslnLIerJIXOZUZVigD+ZunJM4A9xXIerUXKxTPKDgyDXAuQBlm0WTMDTNtkMxt2SGvgZLbEdoNyNt5W3Plj0tcjs7NXQpCkJ8KVAk/aSXfPMfiOSO20JYEnaVQNG1Z2OH3rYY7N+py32SHwQ1518XH2HIcP3TDC7ukyMy1o9UJ6oUMY+2xePcqbrtGUR0Y+vGbD+e9Ymt/7nM+heq5f8Dfv+gtGN53dj5zxz26szV25cjRZt2ZSsGVdl3Ur51jszfHBmxPedX2TR54cxdclNoy5nL0x4Lytikf2hxw6FjBes5PTJV/i+yadBLLTQK6T4KoY14kol0Ie3CV472drHFsogfJAuSglCSQEqZjKXSaqyqwgVOZgNWQBYaO3ksMXwNNF7mxQ+OTHRSojCv9ffE4Uvkbkn3eqmvvT1uGX3UXIgHqKXunJzw/q9EN3oWLijFj2c9KJ+8KiMJF61zhKE5Nw12MBR6ZL4PoEjqSaRu+SB2VfUAkk1ZKiVpWMNTSnrV+g1etw451T9LojYCpMNT3O25xw7QXzNBoddh1VHDyh6Petpdzckk83XnHba1678o1zh+9pNSeves4Af84RHOBX/9Pr2bP7wY4xrwjv+uonGKsdoRMt8m+3xnz81iatTomJimLTGphoKFZOuGxbZ9i0pktwryHWglinjkuavKlAzvUKL46nefgph2NHXMCqCYWQdpg1pSSOLNiwFYFc5N2ySFnEcHdTngK4DPPwXLd/qsMwnAUyUIc+q6PAe55BYTs02mbH0rIvtk9mPFyIgoR18AsO/7i8ApT6dRcuRi0K/uJJ2pMwid3BaSSrVkacvSnk3q8bKA3Gjk4aFMmNM630td0XPHZAE4cJ7a7H3KLH5HyJqbEOr79kiZefP83HbvW58+t1njjiU66Uoh1nXfHIV26VnZdeccnzgerzAzhApbkRY/Rdazeec8mePftL132mxPRclckSbGwYGhXBaF0xMeKyZoVh06o2frBAL65R8qysNddOFXbiFKOHUpooMhyfV4RG5RsapLBLo1w5bP8wZFqfg3l4/lJlkTu3YRiuoCzXgg+B+5lAXgT1Kdrvz+l4uq/Nv29hNpMUqMaeP5PmFpaMn5ypiqEfIcibPkbmNmlJ9lqkWxe0tgUApa1gykEy0YhxvJhYaxIjrL89xY5r2u7XtsHX7bt4StJJ+uw96uAqa8HW7gUstV0atTJlP+a1L+5xyekdPnSTz4Xnn/H4ieNH/suq1eue96l83gBfMVHHmPZ/r1z4EvPF2/f8yvapvcHYVsHBExolJY2qtZRYMWbYsLLL+Ogsf3W9Yte+KlvHDJ5rd/pkHionrQiUdtHQwoLhhttLLPQ98F2EVLgSfGVSWpJSElHUexcSy1N4mSx3pBJyAHApirf6k99/Q3AzGG55Tng+xUXxdBeVxaogm64X+YVl/z6DGQiv0m+NJDeZB2HNfnQWvdMSIiKP5ImwRkGJts0fmUgSadeD10qSay/t8Z4v9JluxSSuIdapT6WGWGfT8YYohn4omVkI2LHW4SdeOcu7PhrgHbcXQRR79PoOS10HR4UcPuFT9su89RXre+e9+BWfctySGR+tPG+Ay+f9lYAQFf3Zz93x+y86Y+Wf/vAr62HPLLLYMYw1fCZHXabGDKsn+2xYNcejBzt86mtNmp6iWYFKYPl34IHnGVzXCm+c7E3GuF7IIwcUB46lmnLpoqTVCHs55z6ZohSN+YvGPcP0ZQD2bIBByWFzn5Pa8ynUTlL+LQOfKbYlvyGys3NJfjcbvnOYoc/PP8oHZYpLYQVJQm6GalfOZCsGbQKps+d14WsK75NE5m9x/liRJIo4cYhSfff6Sc1Z63sQRcQ6oZfYFdxxYht6YWzoR5puX9PqCuaXXFqdOj/4Ys22DfPsPm44MpNwfDbk+GzCzLygUemj3GkePjwZtqKNf3rgyXt+f3y0op/dyTz18ZyTzOXHh/7mqmT7ef6d+/aF4U139l66flKKs7ZCOTCM1BLWTS2wc98Sf/7REVRcYd1Y1gxyadYE9aqmXompliMqJbv7MPD7VMpdkH3+6qNVbrivgXHKSMelrKCsIFDgqQLIVWY6lAJdFaL58ikaMQC7UsUpG5G25gcuVFmNeDmHHSgGCmNtLEsoEZycfA4nmSfrYfIm7fDdZdkFMbiYTpbQWgpDYbp9+IoqXrRDz+Y/p5iUFhNQQ+aCNVqNafcTvnSvT2xcjHLxJIWgkyX6AkcppLILagNPcsG2eZ46AfuPlii7higxHJ2zdHPHZldTXvf7X9m19s92H1ro3/Wlj3xT+PymAf6Hf/YpLrr47XFoNsyee1rlZxvBY/LAdIQrPdZN9ZkcP87/+89V9h9ssGkCpkYVY02X0YaiWdM0qjH1SkSlHFEp9SkHPaqlHsgu7/2cx99/cpSlfhW8LFuHkmMjuOeAm61MkcsoyvLorLLn0sfLViLmI2ZiYLl2Mi0pRuYCn835ujj5sYCiCedJAC+C+KQmlBmu6hQwPuQXPtSQGYiyOAXjzi7I4Ys0/0OGP9sUfmjxbiZsOXDjqpB2X7Nzj0dPeyCVFb1lY3RykKzbeVlr3bxhSrN2xSIfuTWg5LisHJeMjrbZuTfktG1X6msu3vbL520KD7/9R17zzcLz+XPw4nHeGWtZNbVq99efdH7+scO9d9/1yMPyVRcbmvV53n+Dx+GjdbatEKwak0yMekw0JaONhJFqTL0aUqv0qZb6lIM+paBLtdLms3cI/uh9IxxdqELJx1eKijIEyoLbz0CtBhRlmG8PAF1s7FgaUywRDmYr8xc7q1RkzZSU6w4zDzNwSzWpXVpGT5ZdGU9HWIbgJ4ZBVxzGkGLZ98rG2woLVQfsOr2ATKrJSYVYKrsghUnr14C2CeXQ5WBkPjGUmfIU56IzK4+u0Ew0E/7Hj7c4cNzjU19zaMkqCoWUGac3uUjLTic5GAKkGGH9mOHHXj7Pp25VxHGJS3dI3vDKs7UM1v88/kW7nWTvtwKa3xqAr15/Bp/56uPhKy+99LrP37y/fNWFk3+xcc0uPnobfPKWMVbXHNZNKqbGXCZGJGMN6zXeqIZUS/08clfKXSrlNvvnYv7l5iZH56tQKuEoh2raKQuUwU8jt6uKtMO+Xz68MBhXS2mIEoNIXqAveYOHwVIloSFJ0penODqG/TkaY32hzADkzwTo5cBe/txy/csgeptBApu25e3yVPv7WU8RkQNRSpMCPFslcnJpJ/85euCaC6la0cjCdL8Yaq1m/oVSGDpdw2RD8+arF3l4l8u+GcGCrpAYRZRY/UmYGMIkIYpt0hknDlpbFeAbr5hFyXm+dKfmrOm1bNs++qvnvOjS64geSIR33ncOwAFeddlpzM4cS376ra9+sjVzy9JHPn2odvNdmlV1lw1Tto2/atww2ewzUu/TqPWolvqU/D6B38d1e3TikC/dBx/4wggf+cooBBWU41J1yMEdOBk1sfXVIrCLEW+4YrIswZQi54fFTV5SZiCyUS/B5NFRpxMyplixEAy0H3lpTAwSz+V991OAvKhSzBTgoijxLexAygRWpPbIxthkMU4GQw8W4FlOkQqyVN7oJ8FezFoXa+GG7KdnCsXE2Oif5Dt/yO9Yg1/eRvPXX9FFMMv7vxBx/6Mh050Krb7HXE9S6woaHcNIR7PYjej0NP3IJYrLxInkpWcuIHGZ2njp0pYdFz955OiJZNXKbw24v6UAByiXSzy8a/5Tq6Yu+y8bN/t/efbGm0bjfotNq1w2rYlYMdahUe3geR2mFyPmOjG+E+E6EUt9w3WfKnPDvVWmFypov4xyPKoKao6h5BgC10ZvTw3WFRarHTlgCg2aoQkeKQbNICXSNznEw0VWWtMQCU2iNSbOmh6FCC6NrUGlvtwDilIA97Pt9IjhCD6o4w8sJGTKEUw6hpZVSaLYvuW7SwulUS2HwW1nMNM1fYJ86j7XiOvBDKjQtpQoBWgl0M6yoQey9Sf2gnjdlV2uOn+WG+9t8Q+frrHUtRJax3GIYpf9cy7TbcXMkmFuydAPHXTismJiPW/5wZfMnnH2+b8s5PSneuHYtxKS31qAByU7wr+0tPiBV1x7qRPH+h17HvvqxMap41SrSxxb7PDlnYJWCJ+9o8qB4w5KaUjt2xYWXIzrQsnDkYqKAzWVgtux4PYLEVwpMXTrNlkzo5gbZXxcFDxKUnA7SqbvU98SNWjVGwMyFISR3QvTj0xKV1IQZUjA2MpLJk3Nw/dz6/SIk0BuUn+WwRIvmXZL40SQaGvM0+tDPzK54lCJQRJt8kXyKQ1JASnThVVGDGqc2titEEU3LPu3GmIlcLXIy6LFrmt6Bki0ohaEvOmqiJdfsGCDARIlJftOeHzmjjKtvsvje33m2j7xIY+JsQnOPv/yE+u3XvYbrXb0gXp9w7cU3N9ygGdHrVZnfmHpvddedZk8tGbf//rMTXsmbrlJsthqsOdQgOtYs8yqB+3Q0I0h1AYqApWKd0qywLmV3c3pOwbfBd8FV9kXUgjyblmSpFroHDXDETF/8WXqVKoyt1yZu+Y6akBlogDCCI7OGjr99Paf3gGcPDKmP8MU7Iyf53lbXj7M1zAWFurKdA2ZUg4n5gTzLU0c2/UlWS3fceQAkOmJkMKOq0lplztJmfF2q1TMGiLaQJxI4iTzFgdH6XzJWHZeM3dgsMEgSSRx7CD7dgGCxKEfubS6HjXX5YevAN+N2X04YrYdcttDZahsOrH5tMt+K06S99br9edwpl5ggAM0GzV603933ZpVJjHOxj93kqOjY0GF0863yUarq5ld0sy0BAeXFEsJ+ZIoTxo8YfCUpSNuGrV9FwJX4HsC37XbAAS2udDta6I4myQXZCZaeVTMy4aZy1QKasd2VD0HPBc8x+C6Bt811MoxEyMt7n1KMb/g0gisS4Dn2O+cKfCkMBgpTj0iz6mfetqLIIve6ZsjTeq1nonRYmrlmOmlmIdvr9BeVNRK4Ll2PNB1ZcrHB/JWISDWApHYapOWw5vcssRUCNsBTRJBr68II/s3uk46ZlaYpVRS2btK+j0SrYgTK3cWAqLIZ3qhwuxCwMyCT6tjk86xRoLRLc7bNjW7v61+/Q/eff37/uhXfvjbBcNvH8ABgvGf5a6vvv+fLj1vXbhyxP271uK+Wq3sc3y2zGMHesy2Es5c77BJLHLTQ2UCqSg5JqcXTvYCS1IppgV3ZsLvuxLHsWL6hXZMN7Qcwka6Yv0rrUEX6t22miJxlcgvHt8z+J6h7GsqpZhV41068RztJODQ4iggqfr5RG8O7gFgTgbrqUw4l9tCLPuSnKYoBY6TylDdhJIfUwoiJkdaLEYdHj/qoNslVo8YyoEg8G15b1DpsVud40KZNNGg9LBjbaYSdJRVtySJ5PC0pB+KdPmqGQwKK4UT2Z2njpLEudGRtV/2nBjH6XHbI4K4X2PlWJeZhYTH95Y5vhDhexHnn7WDK656xYmLXe+DZ5+++dsJwW8vwAFa3UA3qsGHKyNuPN0W7z+wd08Q+IrJ8T77jjlceLpDnx637nRo+j4l19CLrNowS76kMLnpvu8KSoHdLlEtOVTK0KwahN/jtodcAikoe/bCMPl0UAoYsZyD2xfQdcBzh8Fdr0SUgj6rm12+/+I+f/pvDRb7CrdQc3dkwbIhh2zRlHNQ6R6CeQHhZtlTGcgHU0h2Y53naHwvphKEBH6HG+427D4smSoJFrs6bePbLVGCpFAutUPfibQ+mVl5MfN4z36W62jKQYTj9Hn4KcXOJxrUK4pKSVItWds1Ke3dNHat7UTWUNJGkMSKMFJ4XkKt0uHOxwRJV/GKSzRH5xMqVcHWeosN6zf3xyemfvqM7Vue8lzn5JUM320Av/raN/MH7/xo4lQ2/nvYSxLjiH/u9vcGxxdh/aTPjo1dHj2imawqVjcgcOHgfMKxBSdvxZO9CAp8T1DyFbWyQ7MGY82E09YtsWbNMb744BRRz8NTqbNTDpRBebBohKlUZuI/oCW+b7dVlIMIz41oVCJWj0OkY7qxQz8ReAloZdJoKQaR+BSLlYpy2yK+i9Py+bqbIsLT+rftCJp8LYznRjhOyOFpj/m2oO5CJxS42SItqZFSpiab1r89UZn+xL5pPUgkDWkAcTSVckhilvjUnT6L8xW2rUoYqTto4yClpXK+Jylpm7jai89OYE23JUdOlPE9wYqxmE7fsGdfxBkbSqwYW+LoiZBLL9jSv/CStyxVamu+3G0vHAxGxr/d8PvmxFbP9vjd//oG9OLe5H9++LyPnXfm1I9Jf01nYV5x5TkRhxaW+ORtNTaOu5y/zeP1V8dccu4sRxYFC6GiF0vibMGVEviupBQoqmVo1jQTzT7jzTYVv0ecJISJnVDJJtuK7fIB2DOdMvmdwXJwje8m+F6SGvjHCKExFhWE2vL9RKfrN9JoaEFp8hLlQH5baPsvOydZFNXp4qXlJvf5xZk5y0q7mc7JVsEo+0W9RNCLrdApjOzakTixb0mi7bbgZPCzspp23gEtVEtcpfGckFZkOLIkmFnULLZi2p2ETs/QD1MubgRKGXwvpuSHTDTb3PL1Fh++2XDP1332Hxnlhy6FsYklbn5AMFJWXHzuyk4kVr5tcmrjWV65dKRU/daWA19QgAP8j195G9f/3oPmvvv5yOlbNv/0W1+9ZsEJpvngFxUyKnHOFo+LdoSMji7S6gkwml4cMh8a+rGNOI4Cz5WUfEGlDI1KTLPapxR0+PdbPWZbzpBUVomscylS/Xlh2qYgwHKySoWTJXQJrjuwEpbKoi4xpBvCGObcZiC0Kor9B9qWwVCFKQA7pwvLBVOFHr4oRHIhs71Gti6P1kSJXesRxYIogSiBOLalTbsK295pihdUkmQXqhh6ixNBowqvu7JFK0yYa8NSR9PpJXT7hn5kP0cIg+fGlIMOgd9CqYhqkHCi1eXux0MeeNxDmiY/+rIWPZZ45NCWBTfY9tOdOf8j11//gaOeFEngPrcy6vM9vu0UpXj8wA/8OB//2IeQHv8izGY3MpP/e92KPWMrKj3O3x4y21ngQ58s0e4GvPTMPmdvneOOXSWOHqkzYSxQM4DXSjG1SsRIvQu0eeRAE5O4lJyUryuRLy5SqrB5uBjVJelG5SyZ03nFwlF2bC7WmqWOk/PlbJ/MUG5YqGEv9wO3nt6D7qaNmmlpTqTtdQFS24snMcZG9GXnbkjNh6BRtt7dPW0ItSDShjgDbjLY8168OxSN8uMEZAyOEkSxJI4l/Ugh8ThjTRshu5xoV6kFmnJgfWzCKP06aSgHfR4/FHLX4wHnbixx1jqH9W/q8oEbBfftrqC1w7lnbeRnf2TbTMlr/De/JP6l1enx2tf+2H8k5P5jAQ7w2tf9CAD7D83/k1KOs27qjj858OSXJlxvPx/7XInTVpZZM9lioeXyw1dX2bhqgb/9eIlEeyhlh1nLgaFSSqhX+kyOLvH5+wS7D9do+IKyrwk8y9V9z35+JonNWuwDwAxUe45MVyAW1o37XsKB4/C52wPQctAxHZZoD+4ImaBrqMY+aBwlKbjjxFafLcAHElutMkAOTH6yI2cvBqSCV10a8pk7Qp6Yhiix0dsC3KTjgHZXpsbkDTCy3yMhLxAKYc12PNeh13dpd0tsmupy9TlzfOHOMqNlQbWkqfYT+pFj3aekodsP+fCXA776wBq4JmSxE7N2rM4bX7LI3/x7i7nuJBOrrz5xxRUv/k10/E9CjfxHQw34D6Qoy491q5vUKvI9515w2W9tO/PKEw/uG2VVw+PK87tMtzRHZ8scnq7y0nNjNqyMMEbgOSk9KWnqlZDxZps9R3p86EtNuu0yY2VDxYeyLykFNhktedaeIitTm0I/vdi4UencoAV3Zl2R0O4bjkw72NEuBgkghYukyO0L4HbTppS94OzPSbQhjBLCUBNGmijSqQhpQBuWU5bBkc2sSlaNJdT8CJ2kuYHOOpyFZDLNZvO7S/r7agNhKOj0BO2uoN2TtHuKdtdjsR1QK1V4y1Vd1q1Z4OiSYKkLnZ51JOuHtiL01BHJbfcHrBuFlU3FaCPkxvs1Bw5VuPbiCq951dUnLrv08t+KI/WeFwrcLyjAAeq1MrVKdN3Z57zo13ac8dq5l106zr7jMSemK2xZpSj5CXc/6jAzJyl5EPiSSglq5ZixRpdGbYGPfNXny/ePMl4SNMuaagkqgaBaUlQrDvWaQ8l3MEZYYMU28RqsjMmSuHQNiDLpinG7Fc7xE3zPZqySTHGYwW34TqAKAHcdQeBC4BuqZUOjaij5hn4/YSl1eOr1kwLIB8pAnVc6Bquvs8c6NaTvh5D0E9AJPZ1yb138+rTKQ7aB2jaxfNcmw52eYaGlWWwLWh1Jq6NY6jjMt3wWWlWuPNvljS+ZZ7bb5/iSoNXRdLoJ3T50+4qJEcGFOyI6fc2Th1wmahXWro7ZNz/FG179mrkdZ138a0dmzHWu9439A7+dx384RVl+CFEnCuMPvOrqC2YffWjf5pbe8Kejxx5wXddQr4Tc+zWP+UWH9esElbKkXtGMN/uMNRb5/L2GT3xtnPGSy4qaplEWVEvWrqBadmhUFc2aIfD63P31hNlFm0S5jsytdHIPlRTYgwgeY0jYc0hxYslDKImTdxhZVjFJOb4CR6XltBTcJc9QDuxgx8xSxD27BItLgkbZmuNkF5pUAieRKcjTVdf5AEPBCtlIolgxWhWsXxvy0LGIMPGItCBOebhNLK35PcZWkxxlzXea1ZgTi5rdh6HsGOpVB2Mc7BZkJ1cxem7Cqy+e46GnZvjqgytoliSNakKr47DYUWxYrThna8hDjxs6vT5HTyS86soXRzv3+b8+vvJFTzZr5c8o9wWH1wsPcADXc/Rjj+761Or1r/VC+VjHdb2/bc/cL6bGZqUfeFR8RaMiaVYl480+I7Ulbrw/4k/+bZJ+u8KGUc1oFaplC+5y2aFWUYzWNasn+mxYfYyvPlbi6HwV39WUfI0xakjzMUxP7N7POE6460GPw8c8nJrIzYWWe5gMEksr3soaR4GnUzoVs3qyjQoWObxYY362nK8EAbtoyVGC2JFDEXy4nDdIEPuhYsUKeNHZPW5+IKadGPqJINIiTy6TPIJbiuIou3J9aqzHbLfF3bsDtkxYb3c7wmftOMDJE9PVE4bf/dFZ/sSd5aFHx2guapq1hMWWot316fQiDs31QVX1BRedbdau3f4L11519vtOTB8J1eimFxpWwAtMUYrH9tO3ceDYwbBaH/9ApbZpx0suHv9dFUwQRYp6WTLWdFgxmrB6skVfL/B3n6nSXqyxZUKzckQw1lDUK4pyoCj7kkpgqFcTVo53ODLXZdcR6IY2CdMFaakqtKmzN6Xs0LORCd1IgXGRUuaDzcPce1AKtCIuCgA3lIOEajmkUe1S8Vt045C5jqDVIy29WWuMrH5d5M/FkbSiWX2iJQpJxUtQJiQp1OjjROSVlLzODnkXsuzHbF7dYnKiw6E5wVInodOL6fY1nZ5goaU4Pu9yZKbEvqNNmuUmP/fqRVy/y8FZODEXMz0P84s+OlFs2zROMLL+d8/ZsXnHmjUTH5ibfypcve47A9zwHQRwgPPPOYMdp23uXnPuPbvOOLvxJ371zD/Ytv6MZPOqgDWTCRtXLeH783zoZpeZ2Qanr4Q145KVEx4rJ3yaNRfHsVE08AyVIGa03uWhPZI9h9x89MtyUtuscJ1i/VvjONZRy3Vidu+H679WgUDlmyMy6cByH5WixsVxUgszTxN4CSU/ouSFOCoCremGtvvYiwxhaIgSPWjMJMXaeJGiFKmKpNd1efUlERvXdyGJ6CbQTwRhkmrE04pKkl7QWbKqjWDL6oSzNveZaRnafehH9udHMcwtweHjcPCY4sCxErv3jzJZrfHmq2dZSiL2HEvYdyTkyEyFTRvOSc4/e/sf7NjU/JN3f/zJXc3RTd0Vq3a80DAaOr4jKMryo7n2Fzn21HuTyY0/+XtvOXHC3bT6xtf3Fu9ZO92aL833+nz4xpWcPuWwYYVkatxlakww3gx5dK9mbskh8F2khMDTKKdHqA2uVHiphtxxUhrhmLx76Xl216fnJDhOjJQRh6YlB6Z9hKdwpcBNE9JCMeWkEbOsQ2oVkDrtimbf0yaFYQK92GrNI49C9DY5uClEcFsMSTUfiY3gYeSwelyzdrzPA0/26SU+3URQTgT9GPzILhiIk7RKk1o6hLEkiV18qUlMQi9UaG0v+HrFML3Q47G9mrG6Q7vrEkZlYJwfueoQn7uvw4jnIPwpmitf3L/6qsv+/CfrY783/s5/5w//2+tfaNic8viOBDjAio0/yfzCIoFS/yMI/N9ZsfLVf3PrbTecuXnNiYs3jUtnxzrF5KjL6knDtnUtji/OcfNDJSYrVZpVByEM1XLMweOam+4rkcSKSmDFWp4rc+Vg4GkCPyHwYnwvwnNDPDeiE0d88IY6Rvsoqexa8OL42LJJtKwtn1nJuenF46Urzh0nRgqNMJq+ti32fiwIY0McizTS2jdrZWeGOqXZFjVLUxSxVkjh8NaXd7j1vj6zScxS7BJEAjd1HPBC6IeGfqjpR5J+KOn0HBzpcuX5S9zycEirWwZj5bZTYxFnbTvGfU8FHHiqzmmhoR+5dHolEt1k3eRIfNn20u0vueJ1euXU5ttPzCb/vdtpUSpXX2i4PO3xHQtwgGajDqnD3oFd//CzP/WmjbU9+9f9n1dd0XpTHJ6Qk7UeZ29dwPPm+acvexyaCWj6hjixrqmBF9OOY7q9KmVHUPGt4Wc5sBy9UkqolGLKQUTZDwn8MDXg7/PEMcOjB4LUbEjiFfk3BdOfoi8fwxHciqOSVEIa2xkxEiJt6MWyQCey1nrx+4nUiN/kF1ORg1sjHpfta/usHu8xe6RPVzksCGldd6XGVQbftXeRTk+ldW+HfhhQ9VpIEdGNDBqJo8B3NStHBde+aIG//4Tiwb0exiSUSx6t+Ex9zcWTH10K/Z+55d5dS7/4Exe80PB4Vsd3NMCLx9ptb+fggX1Lm08r/eJV6sAT99x/95nV8vwP7T16gENz8LUHRxBG0Q0tUGwEDXn4gGSh5TNWE1RKgkpZUStDraKpVyJq5T61co9quUMp6OG5fRy3z233eew54CNchS/tanBHDiwcjEkFV4WGjEjFUdkUjucmeF5sFYB+BH4CfQ39iHas6EaCSkxe2jOpciuvz6vBnqGsyRNrSZy6TPX6LhtW97j8gg6PXV8mkpJFE6CNSiUAOk2iE3wvphy4LHUUM4sBo1WXDav6PPyYHUBRylDyY6RQXHGmy0NPtth/qMSZZ2zn7K2l67edfslOr7T5r5KkvbRh/fP3CvyPPr5rAA6wZu16gGnTf+p3XnzRa9ffdvsTPPnUih968vBDXLatjxd0+PpTHlrbZtBCp8/HvxqwuOizZb2hXnFoVCXNmmakFjJS7zHRbDNSb+G5bRwnRIoYrRIW2z5J6CB9RaAgSAcPVDp1XvTeS5KsHW6rKo40uG6C7yYEXkij2uH4TJ97vq648Kw2R9qLHGk71FxFLTa5QnHgAZ5Vd0ya+GqEMFYQFUsiqYgdhzhxKHmCejlB6AiiFkncZSEs0esFdCKFIUEKjefE+J6kWlZMz3usnvD5ocvb7D0YstQto6QB2eMTXxXIpMmLtpd4/cvOYcumbdcv6TN/eb67tO+Crf8xCsBv5fFdBfDsEP5GThyb3XfWaWf9Wqlc+cDqNVt+qZTsvGJxdid7DkUEvmG82eXxQxEP7h5hqi5oViUjdYfxpmZipM+K0Q5T4wv0o0V27ov44r0+D++tc+35HX78+9pcc1HM+25I2HtCUnYMJddQctMhXC2IIlunVsp6fyQ6rTkLW53xXE0QRDSqHea6Pf7wuhGeOqj47Z+f47wzT/B71wlmOmPUPUE91ulFkk4yKbt9rORZXbrvJmgjiGJFktjCl+skCCRPPOVy0z1VPM/jx14xx7Xn9Xlkr8MX762yd7rOk7MV4kSkK2EiyoGkUXU5PlvlvE0dtqxrs3+/T6+vmF2MueOxKS694HSuuWrLLUJV/mr92tMfipNoX6W69oV+2Z/X8V0JcICJFaMATxhjngB2nji4uDIxp//9K2f2bBGdR9Te423e+7kaRAEjY1CvKiZHYe1kjzUrliiXFvncPX0+fXuTR54MOLbkEicBI0Gfa89eYO34LOMjCQenBTVXU/Gh4tsIfawFx1p22EAKqzWJM4AKe7v3nIRK0Kfd7/I//7XJv391JedvTIjbFV5z8RJRf44//FDAQr/KWGwnmGzTJe06eppKyaolA6/P7GKZpcWKFWVpgaM0Wjscm1McONZgbLTKeZsU15y3xFXnLfHWly3wwBNdPn5HlZvuHacbKSKt8b2IZtW1tK1Z4yde3uXdn2hzZM7nsksvT972ph1PLHb6/3nb9pccAXaJZ21y/p15fNcCPDvSF2CXSY7viuPk+y59UX2171/w0fd97Ib61qmjlbFSC5MoRmqSzWs6jDRnODzfpx62eP8XJ5g+McZotcdSP2FlDcaCOvuPeGxQfUBRcqHmG+olY1v/VYc3n73ArmML/ONnx1HSpRJYuqK15cqOMgRegu91+evrPT7x5RVsHldsGHc5cKjMaLnE6y8/xlznBH/xkRLdSOYKv6whUwoSRuo9apVZrvu8y579o1x8WsBoXRNrgXI0vdBFGwfP99g8rlhaGOepww4rxrqcmG2yfbXPT71smp17HSpBwLElB3MYxpuSpZ7mnscCHHcFv/q2kfb4qlcuCmPesKG+5pAQat93O7Cz47se4Nkh1CTGmH3nnTt1YO/h1hk/9rqXvniybv7P13c9Wb3ljn3NFdWjPHZwkdtvUsThBFvXeOzZX+basxwuOsPl03f2WFjwCTxrG9zpgcBlvGSolw31sqRRtfZzzUqFt129SKyP8b7Prma8YqdpdLoHJ5t2EbLP3ukaZc9lZUNTCRzaXYfjc2XGGnXWjc3h0qcblUjSi0NJO1lUDiKatSXe+0XJB784wZmrFEdnDEKotLVvWKyWMbpLJUhwFXR6kjAW7HzK55NfGeNF232uvrjFGy+L2TAeE5lF7nvcZ3pxkoipJepbZsenTncmxuK3n376+jsSM7JgNNp1vjfADd9hncxv9kgdXfWGlXNzZ56+6guTE/duOP+C1/zqL/zMTz2yYdtZ9z+wb+0DSkz1LtoygqsC1ow6rJ2ERhV8z1r7VgIoBzGfu8tl3+ESa8dMutjWDjkrBXNLHoutJq+4IGFidIm5riBK69jWR8RQCULue0LwtZ0NVjUMtbK1dQgjyWLL4fhsmUt2KM7a2mKpbyspdnekbUA1KiHHFzp8/p4GoyWXZsV6f7c6gsW2ZHbR4+CxKhunPF5+cZd239DpGbo9h17fYX7JsPeIYv+ROr2Ox/5jq1gztYGffN2ZrStfcubOCy996x/93Qf/dbPr17fFav0X7v96f86R4nsK3PA9FMGLh5DrAHSrHaNc+R5B+F4hJT/12tPU6hXVv52ZNdumpx+5PAy7qtnogkjwPUOjomjWDY1qD41ktOSxY70i8DVLHcFIwzC/mOA4kvFmiS1rAy47o8Nnb6sT2i586iOiUU7Ik0ccpPYZrdgKju9JeiHMLylmF33GRypsXtlj5x5bSckoiucaRupdrr/T4/h0me2TMDGiaNQ0s4uGSkmw9ygcnQkYb9aBLvNdzUJLMz3nstCz4vNukvD4wRWUR0aTbRu23tovT0annXfxgxdeJn/tqX3HxHv+/F1m6+a1nRf69fp2Ht+TAM+OaiX/87KmYBz2jv3Mlu3eyNLC+X+80PuS98Aje5KR8fr561fJC8qiz9ToHCO1GWqBZEVdcvrGmHa/TRg12bS6xWcPSPpxhZXjLkvtCqevW+AGP6IXedhJc3CVph/FfPhLVUYCGKlJVk441Csx+48a+pFDreKx2C7x5qsW+fzdMWHi5BQn8BK6YcjX9wc0AsVoTbJqXDIy0ubeJyxNOr7YobVUYtvagFarzeGZHk8eSti4psGZZ4xykRH3rmq07/PL69VVF7wyHB8f++2w35+rV9Tyc/I9fXxPA/xUhxesAJgDfg7gHX//aU7EXHHaafLlF2wJ31AvL5zWrB8mMntZMe6TiEXufDxm+8o+c+02i+0yFc/Q7ig6vTLnbm4zUu0Rxt5gkFlpSn5ErEdolKBRdVg/ZQjKS3z1UUV1qcyKUYelto9yPaIwJNFuOqRgOfh8J+bh3Q1qnqBcknie1WNXyx2OzVTZsX6BO3dCu19hamyUH7jmHLaurrF2ZeXxiy5QH331azpfJBG3CO9NL/Qpf0GP/+sAvvz4jf/8AwC3JOHMLcCtSRJtjqOjuqev1xeeN7nx7B3139w/f4Tztjvc/tB+akEbSRejJbv3O6ydKnPVOW3u3VmnElgVoTaSQ7MCTyoqLlRLkqnREOEvMNMu09YBrY6h03MpCZ81432gSj8yLLUTjEm4+X6XslSsmTJ0e32WWglHgEvPbrDQ3cyG9S2CsU2Ugtk/WRMefOpl33el3LB6TLqO82QCXxBq9IU+td8Rx//1AM8O5Y0BfCH72JiDgNc8cvTo7RdOB2xYQyTK239lvGFe1u0ZmtWYT3z+QSZGBWdsEjy2t8SWdQmO02ZhMeYrd1VRMQiVACGOs8hCq0PJkSzOd+j1S7S7MUIEfN+Fbe54MCExMNvykSpg7/FxxptlXnZphfLYhUyOKLp9yYoxc8ODu/p/EdQi98yNZ1KqrL5lc9KfP2vrxAt9Cr8jj/8f4E9zCLEGYB74JMDBg0eZWMNj9Uq0otM12hAS6ifox20SU8L3PZq1+cgEF/9+rdT5gc29XrRhlc9SH1aPCHS5x5EZwc+8PmHXAcWaCZ/RsS6drs+Zp3epNRvu1vXlT//zx+75fSE9t1wy6NBj7coq63ecQTlwafekHG84xzZsNE+NjE290Kfou+L43qoJvcDH52/4KsaIFSOlw41DM12j8DjegvEKlMoxO5/y+f4LeuzcZ6gGHqO1DjMLZbQIWepUxUsuWLWgtTm2cduLX+g/5Xvm+P8AT5l0SdhmEAsAAAAldEVYdGRhdGU6Y3JlYXRlADIwMjAtMTEtMDdUMTg6MzQ6NTErMDA6MDD6ctQpAAAAJXRFWHRkYXRlOm1vZGlmeQAyMDIwLTExLTA3VDE4OjM0OjUxKzAwOjAwiy9slQAAADl0RVh0U29mdHdhcmUAbWF0cGxvdGxpYiB2ZXJzaW9uIDIuMi41LCBodHRwOi8vbWF0cGxvdGxpYi5vcmcvSM8oowAAAABJRU5ErkJggg==', 'weight': 8}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 84567000
    {'hecke_orbit_code': 4503805920018504, 'n': 1, 'trace_an': 6}
  • id: 84567001
    {'hecke_orbit_code': 4503805920018504, 'n': 2, 'trace_an': -6}
  • id: 84567002
    {'hecke_orbit_code': 4503805920018504, 'n': 3, 'trace_an': 0}
  • id: 84567003
    {'hecke_orbit_code': 4503805920018504, 'n': 4, 'trace_an': 116}
  • id: 84567004
    {'hecke_orbit_code': 4503805920018504, 'n': 5, 'trace_an': 0}
  • id: 84567005
    {'hecke_orbit_code': 4503805920018504, 'n': 6, 'trace_an': 0}
  • id: 84567006
    {'hecke_orbit_code': 4503805920018504, 'n': 7, 'trace_an': -688}
  • id: 84567007
    {'hecke_orbit_code': 4503805920018504, 'n': 8, 'trace_an': -1512}
  • id: 84567008
    {'hecke_orbit_code': 4503805920018504, 'n': 9, 'trace_an': 0}
  • id: 84567009
    {'hecke_orbit_code': 4503805920018504, 'n': 10, 'trace_an': -1656}
  • id: 84567010
    {'hecke_orbit_code': 4503805920018504, 'n': 11, 'trace_an': 0}
  • id: 84567011
    {'hecke_orbit_code': 4503805920018504, 'n': 12, 'trace_an': 0}
  • id: 84567012
    {'hecke_orbit_code': 4503805920018504, 'n': 13, 'trace_an': 0}
  • id: 84567013
    {'hecke_orbit_code': 4503805920018504, 'n': 14, 'trace_an': -12048}
  • id: 84567014
    {'hecke_orbit_code': 4503805920018504, 'n': 15, 'trace_an': 0}
  • id: 84567015
    {'hecke_orbit_code': 4503805920018504, 'n': 16, 'trace_an': 35344}
  • id: 84567016
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  • id: 84567017
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  • id: 84567018
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  • id: 84567019
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  • id: 84567020
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  • id: 84567021
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  • id: 84567022
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  • id: 84567023
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  • id: 84567024
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  • id: 84567025
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  • id: 84567026
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  • id: 84567027
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  • id: 84567028
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  • id: 84567029
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  • id: 84567030
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  • id: 84567031
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  • id: 84567032
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  • id: 84567033
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  • id: 84567034
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  • id: 84567035
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  • id: 84567036
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  • id: 84567037
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  • id: 84567038
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  • id: 84567039
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  • id: 84567040
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  • id: 84567041
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  • id: 84567042
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  • id: 84567043
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  • id: 84567044
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  • id: 84567045
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  • id: 84567046
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  • id: 84567047
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  • id: 84567048
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  • id: 84567049
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  • id: 84567050
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  • id: 84567051
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  • id: 84567052
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  • id: 84567053
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  • id: 84567054
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  • id: 84567055
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  • id: 84567056
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  • id: 84567057
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  • id: 84567058
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  • id: 84567059
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  • id: 84567060
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  • id: 84567061
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  • id: 84567062
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  • id: 84567063
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  • id: 84567064
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  • id: 84567065
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  • id: 84567066
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  • id: 84567067
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  • id: 84567068
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  • id: 84567069
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  • id: 84567070
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  • id: 84567071
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  • id: 84567072
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  • id: 84567073
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  • id: 84567074
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  • id: 84567075
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  • id: 84567076
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  • id: 84567077
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  • id: 84567078
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  • id: 84567079
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  • id: 84567080
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  • id: 84567081
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  • id: 84567082
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  • id: 84567083
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  • id: 84567084
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  • id: 84567085
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  • id: 84567086
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  • id: 84567087
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  • id: 84567088
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  • id: 84567089
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  • id: 84567090
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  • id: 84567091
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  • id: 84567092
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  • id: 84567093
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  • id: 84567094
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  • id: 84567095
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  • id: 84567096
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  • id: 84567097
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  • id: 84567098
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  • id: 84567099
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  • id: 84567100
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  • id: 84567101
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  • id: 84567102
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  • id: 84567103
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  • id: 84567104
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  • id: 84567105
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  • id: 84567106
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  • id: 84567107
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  • id: 84567108
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  • id: 84567109
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  • id: 84567110
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  • id: 84567111
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  • id: 84567112
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  • id: 84567113
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  • id: 84567114
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  • id: 84567115
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  • id: 84567116
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  • id: 84567117
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  • id: 84567118
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  • id: 84567119
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  • id: 84567120
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  • id: 84567121
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  • id: 84567122
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  • id: 84567123
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  • id: 84567124
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  • id: 84567125
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  • id: 84567126
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  • id: 84567127
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  • id: 84567128
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  • id: 84567129
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  • id: 84567130
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  • id: 84567131
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  • id: 84567132
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  • id: 84567133
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  • id: 84567134
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  • id: 84567135
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  • id: 84567136
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  • id: 84567137
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  • id: 84567138
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  • id: 84567139
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  • id: 84567140
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  • id: 84567141
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  • id: 84567142
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  • id: 84567143
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  • id: 84567144
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  • id: 84567145
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  • id: 84567146
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  • id: 84567147
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  • id: 84567148
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  • id: 84567149
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  • id: 84567150
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  • id: 84567151
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  • id: 84567152
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  • id: 84567153
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  • id: 84567154
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  • id: 84567155
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  • id: 84567156
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  • id: 84567157
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  • id: 84567158
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  • id: 84567159
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  • id: 84567160
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  • id: 84567161
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  • id: 84567162
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  • id: 84567163
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  • id: 84567164
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  • id: 84567165
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  • id: 84567166
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  • id: 84567167
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  • id: 84567168
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  • id: 84567169
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  • id: 84567170
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  • id: 84567171
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  • id: 84567172
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  • id: 84567173
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  • id: 84567174
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  • id: 84567175
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  • id: 84567176
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  • id: 84567177
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  • id: 84567178
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  • id: 84567179
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  • id: 84567180
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  • id: 84567181
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  • id: 84567182
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  • id: 84567183
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  • id: 84567184
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  • id: 84567190
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  • id: 84567192
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  • id: 84567193
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  • id: 84567199
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  • id: 84567205
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  • id: 84567206
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  • id: 84567207
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  • id: 84567213
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  • id: 84567980
    {'hecke_orbit_code': 4503805920018504, 'n': 981, 'trace_an': 0}
  • id: 84567981
    {'hecke_orbit_code': 4503805920018504, 'n': 982, 'trace_an': 14530612700}
  • id: 84567982
    {'hecke_orbit_code': 4503805920018504, 'n': 983, 'trace_an': 164115002256}
  • id: 84567983
    {'hecke_orbit_code': 4503805920018504, 'n': 984, 'trace_an': 0}
  • id: 84567984
    {'hecke_orbit_code': 4503805920018504, 'n': 985, 'trace_an': -90386089632}
  • id: 84567985
    {'hecke_orbit_code': 4503805920018504, 'n': 986, 'trace_an': -49887548784}
  • id: 84567986
    {'hecke_orbit_code': 4503805920018504, 'n': 987, 'trace_an': 0}
  • id: 84567987
    {'hecke_orbit_code': 4503805920018504, 'n': 988, 'trace_an': -154697174880}
  • id: 84567988
    {'hecke_orbit_code': 4503805920018504, 'n': 989, 'trace_an': 0}
  • id: 84567989
    {'hecke_orbit_code': 4503805920018504, 'n': 990, 'trace_an': 0}
  • id: 84567990
    {'hecke_orbit_code': 4503805920018504, 'n': 991, 'trace_an': -30742152000}
  • id: 84567991
    {'hecke_orbit_code': 4503805920018504, 'n': 992, 'trace_an': 1969579008}
  • id: 84567992
    {'hecke_orbit_code': 4503805920018504, 'n': 993, 'trace_an': 0}
  • id: 84567993
    {'hecke_orbit_code': 4503805920018504, 'n': 994, 'trace_an': -20745424512}
  • id: 84567994
    {'hecke_orbit_code': 4503805920018504, 'n': 995, 'trace_an': 0}
  • id: 84567995
    {'hecke_orbit_code': 4503805920018504, 'n': 996, 'trace_an': 0}
  • id: 84567996
    {'hecke_orbit_code': 4503805920018504, 'n': 997, 'trace_an': 0}
  • id: 84567997
    {'hecke_orbit_code': 4503805920018504, 'n': 998, 'trace_an': -9741807084}
  • id: 84567998
    {'hecke_orbit_code': 4503805920018504, 'n': 999, 'trace_an': 0}
  • id: 84567999
    {'hecke_orbit_code': 4503805920018504, 'n': 1000, 'trace_an': 87906994112}