Embedded newform data - 171.4.y.a.53.16

Formats: - HTML - YAML - JSON - 2024-11-15T01:56:50.789113

• mf_newforms •

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

  
  {'Nk2': 2736, 'analytic_conductor': 10.089326610981646, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 57, 'char_degree': 6, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 25, 'char_orbit_label': 'y', 'char_order': 18, 'char_parity': 1, 'char_values': [171, 18, [20, 154], [9, 11]], 'cm_discs': [], 'conrey_index': 53, 'dim': 120, 'has_non_self_twist': 1, 'hecke_cutters': [], 'hecke_orbit': 1, 'hecke_orbit_code': 1649334550699, 'inner_twist_count': 4, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 3, 2, -1, 2, 0], [1, 1, 19, 6, -1, 18, 0], [1, 1, 57, 10, 1, 18, 0]], 'is_cm': False, 'is_largest': True, 'is_maximal': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '171.4.y.a', 'level': 171, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 19], 'level_radical': 57, 'minimal_twist': '171.4.y.a', 'prim_orbit_index': 10, 'related_objects': [], 'relative_dim': 20, 'rm_discs': [], 'sato_tate_group': '3.2.3.c18', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '171.4.y', 'trace_display': [0, 0, 0, 0], 'traces': [120, 0, 0, -36, 0, 0, 0, 0, 0, -180, 0, 0, -156, 0, 0, 180, 0, 0, 924, 0, 0, 432, 0, 0, -360, 0, 0, -624, 0, 0, 0, 0, 0, 324, 0, 0, 0, 0, 0, 1440, 0, 0, 1524, 0, 0, 3888, 0, 0, -3228, 0, 0, -6000, 0, 0, -4464, 0, 0, 5616, 0, 0, -5736, 0, 0, -4524, 0, 0, 372, 0, 0, 7848, 0, 0, -276, 0, 0, 4320, 0, 0, 10536, 0, 0, 3960, 0, 0, -11592, 0, 0, -11664, 0, 0, -120, 0, 0, 0, 0, 0, 5904, 0, 0, 23292, 0, 0, -216, 0, 0, -14040, 0, 0, -15480, 0, 0, -25752, 0, 0, 1584, 0, 0, -31284, 0, 0, 1284, 0, 0, 12048, 0, 0, 3384, 0, 0, 50256, 0, 0, 9576, 0, 0, 43272, 0, 0, 14964, 0, 0, -8136, 0, 0, -2592, 0, 0, -24144, 0, 0, 0, 0, 0, -16092, 0, 0, 4308, 0, 0, -4320, 0, 0, -6264, 0, 0, -6264, 0, 0, -48948, 0, 0, -13968, 0, 0, -33540, 0, 0, 11124, 0, 0, 32976, 0, 0, -27972, 0, 0, 37080, 0, 0, 35316, 0, 0, 23196, 0, 0, 68160, 0, 0, 4728, 0, 0, 60912, 0, 0, 45144, 0, 0, 0, 0, 0, -20544, 0, 0, -41220, 0, 0, -76860, 0, 0, -49464, 0, 0, -46380, 0, 0, -92520, 0, 0, 11232, 0, 0, -91440, 0, 0, -2736, 0, 0, 2124, 0, 0, -21624, 0, 0, 99564, 0, 0, -2040, 0, 0, 66708, 0, 0, 85032, 0, 0, 106452, 0, 0, 68148, 0, 0, 432, 0, 0, 0, 0, 0, -15060, 0, 0, -21168, 0, 0, -196776, 0, 0, -39084, 0, 0, -90108, 0, 0, -74304, 0, 0, -3528, 0, 0, -47376, 0, 0, -4608, 0, 0, 45792, 0, 0, -38700, 0, 0, 188592, 0, 0, -28836, 0, 0, 66960, 0, 0, 185688, 0, 0, 41616, 0, 0, 176040, 0, 0, 42192, 0, 0, 0, 0, 0, -88860, 0, 0, -82152, 0, 0, -102600, 0, 0, -100224, 0, 0, -49440, 0, 0, -230364, 0, 0, 62472, 0, 0, -158724, 0, 0, 36000, 0, 0, 174276, 0, 0, -98208, 0, 0, 194544, 0, 0, 8508, 0, 0, 129108, 0, 0, 131268, 0, 0, 88740, 0, 0, 84168, 0, 0, 146664, 0, 0, 0, 0, 0, -153612, 0, 0, -171000, 0, 0, -280692, 0, 0, -56376, 0, 0, -175356, 0, 0, -171204, 0, 0, 149136, 0, 0, -56292, 0, 0, 53280, 0, 0, 29592, 0, 0, -107124, 0, 0, 205632, 0, 0, 211572, 0, 0, 208440, 0, 0, 233640, 0, 0, 99732, 0, 0, 376920, 0, 0, 14268, 0, 0, 0, 0, 0, 15852, 0, 0, -142344, 0, 0, -279288, 0, 0, -192888, 0, 0, -58104, 0, 0, -425160, 0, 0, -164880, 0, 0, -388800, 0, 0, -7200, 0, 0, -33660, 0, 0, -129876, 0, 0, 398844, 0, 0, -54720, 0, 0, 65808, 0, 0, 95460, 0, 0, 66132, 0, 0, 260244, 0, 0, -51084, 0, 0, 0, 0, 0, -138732, 0, 0, 86496, 0, 0, -174852, 0, 0, -50760, 0, 0, -107388, 0, 0, -118236, 0, 0, 242208, 0, 0, -68832, 0, 0, 20196, 0, 0, 57552, 0, 0, 123552, 0, 0, 409824, 0, 0, 222240, 0, 0, 174816, 0, 0, 465516, 0, 0, 75540, 0, 0, -59292, 0, 0, 110508, 0, 0, 0, 0, 0, -285816, 0, 0, -173172, 0, 0, -225540, 0, 0, -272448, 0, 0, -255096, 0, 0, -447228, 0, 0, -128592, 0, 0, -560808, 0, 0, -98988, 0, 0, 433296, 0, 0, -182664, 0, 0, 178056, 0, 0, -14256, 0, 0, 350736, 0, 0, 350928, 0, 0, 68004, 0, 0, 62424, 0, 0, -166176, 0, 0, 0, 0, 0, 437364, 0, 0, 225936, 0, 0, -250560, 0, 0, -89928, 0, 0, -132624, 0, 0, -314424, 0, 0, -153504, 0, 0, -172524, 0, 0, 164124, 0, 0, -900, 0, 0, 79668, 0, 0, 184872, 0, 0, -41256, 0, 0, 229248, 0, 0, 282120, 0, 0, -152208, 0, 0, 120312, 0, 0, 133344, 0, 0, 0, 0, 0, -18000, 0, 0, 341748, 0, 0, 68256, 0, 0, -130152, 0, 0, -90756, 0, 0, -139752, 0, 0, -71280, 0, 0, -274380, 0, 0, -3396, 0, 0, 50940, 0, 0, -123336, 0, 0, 544512, 0, 0, 38160, 0, 0, 145404, 0, 0, 9732, 0, 0, 84240, 0, 0, -502416, 0, 0, -38232, 0, 0, 0, 0, 0, -477396, 0, 0, -221640, 0, 0, -49356, 0, 0, 22596, 0, 0, -512928, 0, 0, -254316, 0, 0, 666576, 0, 0, 141768, 0, 0, -684, 0, 0, 405660, 0, 0, 252180, 0, 0, 82932, 0, 0, 209016, 0, 0, 639576, 0, 0, -232128, 0, 0, -17220, 0, 0, 507492, 0, 0, -96828, 0, 0, 0, 0, 0, 85176, 0, 0, 152580, 0, 0, 50976, 0, 0, -364680, 0, 0, 84036, 0, 0, -355812, 0, 0, -633888, 0, 0, -795708, 0, 0, -160488, 0, 0, -778464, 0, 0, 59544, 0, 0, -292248, 0, 0, 48516, 0, 0, -244368, 0, 0, -157608, 0, 0, -387216, 0, 0, 15552, 0, 0, 174840, 0, 0, 0, 0, 0, 392688, 0, 0, 206568, 0, 0, 327888, 0, 0, 190656, 0, 0, 174672, 0, 0, 178032, 0, 0, 871056, 0, 0, 531564, 0, 0, 29268, 0, 0, 333432, 0, 0, -162732, 0, 0, 277980, 0, 0, 618660, 0, 0, 70896, 0, 0, 301788, 0, 0, -11316, 0, 0, -315576, 0, 0, 509724, 0, 0, 0, 0, 0, -513432, 0, 0, -632736, 0, 0, -519696, 0, 0, -80136, 0, 0, -121032, 0, 0, -223164, 0, 0, -219744, 0, 0, -28596, 0, 0, -253800, 0, 0, 389304, 0, 0, -366708, 0, 0, -661176, 0, 0, -699312, 0, 0, -286236, 0, 0, -208752, 0, 0, 55908, 0, 0, 57672, 0, 0, -980388, 0, 0, 0, 0, 0, 629316, 0, 0, 266904, 0, 0, 522072, 0, 0, 412548, 0, 0, 102408, 0, 0, 317688, 0, 0, -523656, 0, 0, 635088, 0, 0, 27504, 0, 0, -469368, 0, 0, 596052, 0, 0, 16272, 0, 0, -214680, 0, 0, 54996, 0, 0, -153612, 0, 0, -300072, 0, 0, -43740], 'weight': 4, '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], [1.1891086309335757, 0.43280014696885666], [0.0, 0.0], [0.46061892582548053, 0.3865051707734356], [-1.1897559748807391, -1.4178959573745473], [0.0, 0.0], [-0.4197723483249483, 0.7270670349113108], [-0.2522650414939216, -0.43693586884094326], [0.0, 0.0], [-0.8010835196972254, -2.200958881465359], [0.01392333762765425, -0.008038642727344227], [0.0, 0.0], [-0.988639164309173, -0.17432375885277648], [-0.8138296419862775, 0.6828841524318232], [0.0, 0.0], [-0.21527846354401117, -1.2209048364523845], [0.15257382793222354, -0.4191931470435391], [0.0, 0.0], [-0.37480800681437376, -0.927102452821605], [0.0, -1.1129565490681508], [0.0, 0.0], [0.020035486698270596, -0.003532796876530666], [-0.13599993503934799, 0.16207841117572214], [0.0, 0.0], [-0.4212614885077362, 2.389092621079019], [-1.1001520147073498, -0.6351730618407975], [0.0, 0.0], [-0.4743702566688088, 0.17265665344866488], [1.713626813276113, -0.6237091526729527], [0.0, 0.0], [0.5010593699772462, 0.2892867621363474], [0.18480758410829298, -1.0480958918808327], [0.0, 0.0], [0.36285371129756255, -0.4324322140250125], [1.5303320690503726, -0.2698388332169903], [0.0, 0.0], [0.0, -0.23921294583107572], [-0.044437358009604064, -1.2646424888442238], [0.0, 0.0], [-0.31939576169057815, 0.8775326431143731], [0.2240641731844113, 1.2707310718084257], [0.0, 0.0], [-0.7078077591797062, 0.5939212296721085], [0.009520329802074411, 0.0016786910093485989], [0.0, 0.0], [-0.2318662567390256, 0.1338680457442673], [-0.6543178633529675, -1.7977235547080734], [0.0, 0.0], [0.14758235116351653, 0.25562013051568244], [-1.5349253093896849, 2.6585686216863125], [0.0, 0.0], [-0.38800887570783243, -0.46241097158324956], [0.3016497772161652, 0.2531142168067929], [0.0, 0.0], [-0.027963333158663145, -0.010177820920622489], [0.423575555472776, 0.0], [0.0, 0.0], [2.3076298468084997, 0.0], [-0.9395540439623079, -0.34196970548671896], [0.0, 0.0], [-1.0070134297423907, -0.8449845974874077], [0.47061066828132736, 0.5608519546374339], [0.0, 0.0], [0.053502718611751106, -0.0926694269786139], [0.929066399786252, 1.6091902080348872], [0.0, 0.0], [-0.5641279154686086, -1.5499287094340082], [0.2322987116163395, -0.13411772368409686], [0.0, 0.0], [1.9365173581764528, 0.34146025885678694], [0.31103736186536796, -0.26099133562358445], [0.0, 0.0], [0.09522002616274962, 0.5400196032403245], [0.10353139811254272, -0.284450178518778], [0.0, 0.0], [0.18568623036265927, -0.5719061686298965], [0.0, 0.013497599740010214], [0.0, 0.0], [0.7854791007041899, -0.13850115823677012], [-1.4749871936802361, 1.7578212870988732], [0.0, 0.0], [-0.2835359524200005, 1.6080122921675408], [-0.686024374860696, -0.3960763574964676], [0.0, 0.0], [-0.7758978919449371, 0.2824037374978513], [-1.098709510972355, 0.3998975580991127], [0.0, 0.0], [-0.007024742688748159, -0.004055737082336605], [0.24735485763019413, -1.4028191070722469], [0.0, 0.0], [0.5417484421117585, -0.6456306521690046], [-0.12528828798031919, 0.022091705537702348], [0.0, 0.0], [0.0, -2.4208774623594707], [-0.8686047543872389, 1.6344644402248054], [0.0, 0.0], [0.07445687574177219, -0.20456858482365772], [0.06485901748662165, 0.36783376671014445], [0.0, 0.0], [-1.1174376658317775, 0.9376415332630452], [1.4505011853788252, 0.2557624945318977], [0.0, 0.0], [-0.5665522800251843, 0.3270991113825364], [0.17323079677301254, 0.47594770248798457], [0.0, 0.0], [0.2491464833730453, 0.43153436772922893], [0.36491104258626456, -0.6320444660023404], [0.0, 0.0], [0.17787343915583656, 0.21198131014105584], [-0.02884647841836927, -0.024205069401617024], [0.0, 0.0], [0.9780476055339703, 0.35598021610969743], [-0.330924982642415, 0.0], [0.0, 0.0], [0.3916170592802027, 0.0], [1.030395754563799, 0.3750333841754862], [0.0, 0.0], [-0.9692272841105758, -0.8132782566241409], [0.24073524443205102, 0.2868970924159421], [0.0, 0.0], [-0.4998707604462042, 0.8658015543109169], [-0.8317389027937283, -1.440614038270329], [0.0, 0.0], [0.118986599371708, 0.32691299499146126], [2.2857292534670313, -1.3196663997837927], [0.0, 0.0], [0.9811266948751988, 0.17299910779981917], [-0.7115459898212555, 0.5970579776246882], [0.0, 0.0], [0.4083031161578719, 2.315602039559397], [0.41424240986318805, -1.1381216672795758], [0.0, 0.0], [0.8313996686234706, 0.11666142758319967], [0.0, -2.087188250443766], [0.0, 0.0], [-0.2216495649498469, 0.039082798562951306], [-0.044341857865355605, 0.052844568413339364], [0.0, 0.0], [-0.18757938365465535, 1.0638155482557423], [0.8091940181161051, 0.4671883841859682], [0.0, 0.0], [0.4828142999524044, -0.17573003386074912], [-0.015166483292903741, 0.005520148477112618], [0.0, 0.0], [-2.92315242596358, -1.6876828400123804], [-0.12049360870062968, 0.6833532124040114], [0.0, 0.0], [0.09245704047965653, -0.11018601015225896], [-0.5704169716453406, 0.10057990235508897], [0.0, 0.0], [0.0, -0.5497893417950586], [-0.31053335833689555, 0.3976426008361393], [0.0, 0.0], [-0.005841763151203222, 0.01605011234773293], [-0.18595984864530823, 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-0.3409146502834629, -0.3943795251610032, 0.11858709057716922, -0.3245402948902929, -0.4556785073987374, -0.22321496475265976, -0.14392557057642727, -0.4370234985685231, -0.3398054871476844, -0.057320810526655414, -0.027073720126296868, 0.12558247683256593, -0.22871380064429603, -0.15602914376368276, -0.22273647719459122, -0.3923474569926141, 0.06790545867323096, -0.29768369305391695, -0.1365507316509152, -0.18587753345771205, -0.44126122086498604, -0.40090770655740426, -0.47490508658940217, -0.18696806345462813, -0.11155431850966893, -0.04627920535146898, -0.4630033240245233, 0.019536027990690447, 0.005261421952020252, -0.13093022721694356, -0.07828939529875108, -0.23414745848295443, -0.23973147047411755, -0.36899915991812604, -0.41322232550244237, -0.3977608849867581, -0.0389801375618899, -0.19540077018533453, -0.3668479381342933, -0.30494010671181315, -0.41934091820335256, -0.4361912561166633, -0.2506633943262047, 0.05805080795106536, -0.46656175647143144, -0.4793308174496778, -0.08846646576319438, -0.1430045721710022, -0.05600749601243269, -0.45511413541090723, -0.2696906973090551, 0.05831298796892394, -0.3166189539147803, -0.2514934162645723, -0.16140671529127615, -0.4423864164678901, -0.3668027867297762, -0.022180825900796806, -0.28486027014365245, -0.37518668987118625, -0.3455400414979656, -0.10065507468508986, -0.382568321224623, -0.4269886636540204, -0.07068051561301955, 0.06763975776116335, -0.10527737686909715, -0.09937590646220358, -0.13273361118628088, -0.41472306375760004, -0.24235416499795068, 0.19847374476734767, -0.1840742098994112, -0.32980005752475394, -0.46923325755266143, -0.32917334410780497, -0.33872594714194687, -0.36203959777539274, -0.1769505165002723, 0.019889737755410034, -0.3875104154596489, -0.43679589888320824, -0.015004283841824909, -0.005429999884326459, -0.31935575021815726, -0.04257396082658848, 0.04329873549888523, -0.1967364768597257, -0.42402025180782277, -0.4338056897240327, -0.34878281269112515, -0.47389558206819926, -0.16547570544667886, -0.3338996837184008, -0.37832934980818556, -0.35017096598252956, -0.1580493291866302, -0.371957540597978, -0.4632339836745607, -0.20175623688183691, -0.31000396658277074, -0.48633656877039616, -0.48800294767399227, -0.40848439830927613, -0.2061788917027561, -0.47949542149369206, -0.43899017631730786, -0.20009498353541325, -0.37196917163440846, -0.2006993925604978, -0.3402066799482246, -0.4532818255947687, -0.25680699211828195, -0.09808727974291022, -0.37215703096593467, -0.2696112976177585, -0.16062531761818266, -0.10023792525727439, -0.07784595733699678, -0.4143419326892384, -0.3022964617544928, -0.26824982025676525, -0.44966711742319093, -0.17686657706953587, -0.1775331156934542, -0.24987263143394706, 0.16328671635468728, -0.3710031121156155, -0.25137544507599396, -0.37800226750816074, -0.02527812447144037, -0.12257927643043365, -0.14137436019858896, -0.13430157871638565, -0.4776750008909406, -0.2868684962841354, -0.30434908998137994], 'char_orbit_index': 25, 'conrey_index': 53, 'dual_conrey_index': 71, 'dual_embedding_index': 16, 'dual_embedding_m': 36, 'embedding_index': 16, 'embedding_m': 16, 'hecke_orbit': 1, 'hecke_orbit_code': 1649334550699, 'label': '171.4.y.a.53.16', 'level': 171, 'weight': 4}
• mf_newspaces •

  Column	Type
  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_powerful	boolean
  level_is_prime	boolean
  level_is_prime_power	boolean
  level_is_prime_square	boolean
  level_is_square	boolean
  level_is_squarefree	boolean
  level_primes	integer[]
  level_radical	integer
  mf_dim	integer
  mf_new_dim	integer
  num_forms	smallint
  plus_dim	integer
  prim_orbit_index	smallint
  relative_dim	integer
  s4_dim	integer
  sturm_bound	integer
  trace_bound	integer
  trace_display	numeric[]
  traces	numeric[]
  weight	smallint
  weight_parity	smallint

  
  {'Nk2': 2736, 'analytic_conductor': 10.089326610981646, 'char_conductor': 57, 'char_degree': 6, 'char_is_real': False, 'char_orbit_index': 25, 'char_orbit_label': 'y', 'char_order': 18, 'char_parity': 1, 'char_values': [171, 18, [20, 154], [9, 11]], 'conrey_index': 53, 'cusp_dim': 336, 'dim': 120, 'eis_dim': 48, 'eis_new_dim': 0, 'hecke_cutter_primes': [], 'hecke_orbit_code': 1649334550699, 'hecke_orbit_dims': [120], 'label': '171.4.y', 'level': 171, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 19], 'level_radical': 57, 'mf_dim': 384, 'mf_new_dim': 120, 'num_forms': 1, 'prim_orbit_index': 10, 'relative_dim': 20, 'sturm_bound': 80, 'trace_bound': 0, 'trace_display': [0, 0, 0, 0], 'traces': [120, 0, 0, -36, 0, 0, 0, 0, 0, -180, 0, 0, -156, 0, 0, 180, 0, 0, 924, 0, 0, 432, 0, 0, -360, 0, 0, -624, 0, 0, 0, 0, 0, 324, 0, 0, 0, 0, 0, 1440, 0, 0, 1524, 0, 0, 3888, 0, 0, -3228, 0, 0, -6000, 0, 0, -4464, 0, 0, 5616, 0, 0, -5736, 0, 0, -4524, 0, 0, 372, 0, 0, 7848, 0, 0, -276, 0, 0, 4320, 0, 0, 10536, 0, 0, 3960, 0, 0, -11592, 0, 0, -11664, 0, 0, -120, 0, 0, 0, 0, 0, 5904, 0, 0, 23292, 0, 0, -216, 0, 0, -14040, 0, 0, -15480, 0, 0, -25752, 0, 0, 1584, 0, 0, -31284, 0, 0, 1284, 0, 0, 12048, 0, 0, 3384, 0, 0, 50256, 0, 0, 9576, 0, 0, 43272, 0, 0, 14964, 0, 0, -8136, 0, 0, -2592, 0, 0, -24144, 0, 0, 0, 0, 0, -16092, 0, 0, 4308, 0, 0, -4320, 0, 0, -6264, 0, 0, -6264, 0, 0, -48948, 0, 0, -13968, 0, 0, -33540, 0, 0, 11124, 0, 0, 32976, 0, 0, -27972, 0, 0, 37080, 0, 0, 35316, 0, 0, 23196, 0, 0, 68160, 0, 0, 4728, 0, 0, 60912, 0, 0, 45144, 0, 0, 0, 0, 0, -20544, 0, 0, -41220, 0, 0, -76860, 0, 0, -49464, 0, 0, -46380, 0, 0, -92520, 0, 0, 11232, 0, 0, -91440, 0, 0, -2736, 0, 0, 2124, 0, 0, -21624, 0, 0, 99564, 0, 0, -2040, 0, 0, 66708, 0, 0, 85032, 0, 0, 106452, 0, 0, 68148, 0, 0, 432, 0, 0, 0, 0, 0, -15060, 0, 0, -21168, 0, 0, -196776, 0, 0, -39084, 0, 0, -90108, 0, 0, -74304, 0, 0, -3528, 0, 0, -47376, 0, 0, -4608, 0, 0, 45792, 0, 0, -38700, 0, 0, 188592, 0, 0, -28836, 0, 0, 66960, 0, 0, 185688, 0, 0, 41616, 0, 0, 176040, 0, 0, 42192, 0, 0, 0, 0, 0, -88860, 0, 0, -82152, 0, 0, -102600, 0, 0, -100224, 0, 0, -49440, 0, 0, -230364, 0, 0, 62472, 0, 0, -158724, 0, 0, 36000, 0, 0, 174276, 0, 0, -98208, 0, 0, 194544, 0, 0, 8508, 0, 0, 129108, 0, 0, 131268, 0, 0, 88740, 0, 0, 84168, 0, 0, 146664, 0, 0, 0, 0, 0, -153612, 0, 0, -171000, 0, 0, -280692, 0, 0, -56376, 0, 0, -175356, 0, 0, -171204, 0, 0, 149136, 0, 0, -56292, 0, 0, 53280, 0, 0, 29592, 0, 0, -107124, 0, 0, 205632, 0, 0, 211572, 0, 0, 208440, 0, 0, 233640, 0, 0, 99732, 0, 0, 376920, 0, 0, 14268, 0, 0, 0, 0, 0, 15852, 0, 0, -142344, 0, 0, -279288, 0, 0, -192888, 0, 0, -58104, 0, 0, -425160, 0, 0, -164880, 0, 0, -388800, 0, 0, -7200, 0, 0, -33660, 0, 0, -129876, 0, 0, 398844, 0, 0, -54720, 0, 0, 65808, 0, 0, 95460, 0, 0, 66132, 0, 0, 260244, 0, 0, -51084, 0, 0, 0, 0, 0, -138732, 0, 0, 86496, 0, 0, -174852, 0, 0, -50760, 0, 0, -107388, 0, 0, -118236, 0, 0, 242208, 0, 0, -68832, 0, 0, 20196, 0, 0, 57552, 0, 0, 123552, 0, 0, 409824, 0, 0, 222240, 0, 0, 174816, 0, 0, 465516, 0, 0, 75540, 0, 0, -59292, 0, 0, 110508, 0, 0, 0, 0, 0, -285816, 0, 0, -173172, 0, 0, -225540, 0, 0, -272448, 0, 0, -255096, 0, 0, -447228, 0, 0, -128592, 0, 0, -560808, 0, 0, -98988, 0, 0, 433296, 0, 0, -182664, 0, 0, 178056, 0, 0, -14256, 0, 0, 350736, 0, 0, 350928, 0, 0, 68004, 0, 0, 62424, 0, 0, -166176, 0, 0, 0, 0, 0, 437364, 0, 0, 225936, 0, 0, -250560, 0, 0, -89928, 0, 0, -132624, 0, 0, -314424, 0, 0, -153504, 0, 0, -172524, 0, 0, 164124, 0, 0, -900, 0, 0, 79668, 0, 0, 184872, 0, 0, -41256, 0, 0, 229248, 0, 0, 282120, 0, 0, -152208, 0, 0, 120312, 0, 0, 133344, 0, 0, 0, 0, 0, -18000, 0, 0, 341748, 0, 0, 68256, 0, 0, -130152, 0, 0, -90756, 0, 0, -139752, 0, 0, -71280, 0, 0, -274380, 0, 0, -3396, 0, 0, 50940, 0, 0, -123336, 0, 0, 544512, 0, 0, 38160, 0, 0, 145404, 0, 0, 9732, 0, 0, 84240, 0, 0, -502416, 0, 0, -38232, 0, 0, 0, 0, 0, -477396, 0, 0, -221640, 0, 0, -49356, 0, 0, 22596, 0, 0, -512928, 0, 0, -254316, 0, 0, 666576, 0, 0, 141768, 0, 0, -684, 0, 0, 405660, 0, 0, 252180, 0, 0, 82932, 0, 0, 209016, 0, 0, 639576, 0, 0, -232128, 0, 0, -17220, 0, 0, 507492, 0, 0, -96828, 0, 0, 0, 0, 0, 85176, 0, 0, 152580, 0, 0, 50976, 0, 0, -364680, 0, 0, 84036, 0, 0, -355812, 0, 0, -633888, 0, 0, -795708, 0, 0, -160488, 0, 0, -778464, 0, 0, 59544, 0, 0, -292248, 0, 0, 48516, 0, 0, -244368, 0, 0, -157608, 0, 0, -387216, 0, 0, 15552, 0, 0, 174840, 0, 0, 0, 0, 0, 392688, 0, 0, 206568, 0, 0, 327888, 0, 0, 190656, 0, 0, 174672, 0, 0, 178032, 0, 0, 871056, 0, 0, 531564, 0, 0, 29268, 0, 0, 333432, 0, 0, -162732, 0, 0, 277980, 0, 0, 618660, 0, 0, 70896, 0, 0, 301788, 0, 0, -11316, 0, 0, -315576, 0, 0, 509724, 0, 0, 0, 0, 0, -513432, 0, 0, -632736, 0, 0, -519696, 0, 0, -80136, 0, 0, -121032, 0, 0, -223164, 0, 0, -219744, 0, 0, -28596, 0, 0, -253800, 0, 0, 389304, 0, 0, -366708, 0, 0, -661176, 0, 0, -699312, 0, 0, -286236, 0, 0, -208752, 0, 0, 55908, 0, 0, 57672, 0, 0, -980388, 0, 0, 0, 0, 0, 629316, 0, 0, 266904, 0, 0, 522072, 0, 0, 412548, 0, 0, 102408, 0, 0, 317688, 0, 0, -523656, 0, 0, 635088, 0, 0, 27504, 0, 0, -469368, 0, 0, 596052, 0, 0, 16272, 0, 0, -214680, 0, 0, 54996, 0, 0, -153612, 0, 0, -300072, 0, 0, -43740], 'weight': 4, '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: 19593001
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 53, 'source_dim': 120, 'source_embedding_index': 16, 'source_hecke_orbit_code': 1649334550699, 'source_is_minimal': True, 'source_label': '171.4.y.a.53.16', 'source_level': 171, 'target_conrey_index': 53, 'target_dim': 120, 'target_embedding_index': 16, 'target_hecke_orbit_code': 1649334550699, 'target_is_minimal': True, 'target_label': '171.4.y.a.53.16', 'target_level': 171, 'twist_class_label': '171.4.y.a.53.5', 'twist_class_level': 171, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 4}
  • id: 19593002
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 53, 'source_dim': 120, 'source_embedding_index': 16, 'source_hecke_orbit_code': 1649334550699, 'source_is_minimal': True, 'source_label': '171.4.y.a.53.16', 'source_level': 171, 'target_conrey_index': 53, 'target_dim': 120, 'target_embedding_index': 5, 'target_hecke_orbit_code': 1649334550699, 'target_is_minimal': True, 'target_label': '171.4.y.a.53.5', 'target_level': 171, 'twist_class_label': '171.4.y.a.53.5', 'twist_class_level': 171, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 4}
  • id: 19593003
    {'conductor': 19, 'degree': 6, 'order': 18, 'parity': -1, 'source_conrey_index': 53, 'source_dim': 120, 'source_embedding_index': 16, 'source_hecke_orbit_code': 1649334550699, 'source_is_minimal': True, 'source_label': '171.4.y.a.53.16', 'source_level': 171, 'target_conrey_index': 71, 'target_dim': 120, 'target_embedding_index': 5, 'target_hecke_orbit_code': 1649334550699, 'target_is_minimal': True, 'target_label': '171.4.y.a.71.5', 'target_level': 171, 'twist_class_label': '171.4.y.a.53.5', 'twist_class_level': 171, 'twisting_char_label': '19.14', 'twisting_conrey_index': 14, 'weight': 4}
  • id: 19593004
    {'conductor': 57, 'degree': 6, 'order': 18, 'parity': 1, 'source_conrey_index': 53, 'source_dim': 120, 'source_embedding_index': 16, 'source_hecke_orbit_code': 1649334550699, 'source_is_minimal': True, 'source_label': '171.4.y.a.53.16', 'source_level': 171, 'target_conrey_index': 71, 'target_dim': 120, 'target_embedding_index': 16, 'target_hecke_orbit_code': 1649334550699, 'target_is_minimal': True, 'target_label': '171.4.y.a.71.16', 'target_level': 171, 'twist_class_label': '171.4.y.a.53.5', 'twist_class_level': 171, 'twisting_char_label': '57.14', 'twisting_conrey_index': 14, 'weight': 4}
• hecke_orbit_code 1649334550699 does not appear in mf_hecke_charpolys
• mf_newform_portraits •

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

  
  {'char_orbit_index': 25, 'hecke_orbit': 1, 'label': '171.4.y.a', 'level': 171, 'portrait': 'data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAALgAAAC4CAYAAABQMybHAAAABGdBTUEAALGPC/xhBQAAACBjSFJNAAB6JgAAgIQAAPoAAACA6AAAdTAAAOpgAAA6mAAAF3CculE8AAAABmJLR0QA/wD/AP+gvaeTAAAACXBIWXMAAA9hAAAPYQGoP6dpAAAAB3RJTUUH5AsHEDYq5YcBTwAAABBjYU52AAAA1wAAANcAAAAQAAAADnCbpecAAIAASURBVHja7P13vGzXXd6Pv9dau0w7/dxedXWvuqxebLnjFhvHBtuY0EKowSH1m1ACfAMkBPAXQoBgAhhcwICNMTa25SLZVrMkq3fd3vvp02eXtX5/rLXLzDlXNoT8hEnm5fGUc3TPzN7PftbzeT5lCf7v7e/s9vFP34uUYsPT+49PmNSYzTM+gS959EibV75kWtx6RWPhnsdSNs8sztxw+Snz5P4tVALJhpkujXoqtNyzAubczOZXAGwCloGeEOLF/mrftDfvxf4A3yy3g0fPAlykdbrBIHS3F/GXn/gr9mw+zc5Ni1RUwOGTn4iXzPU/3+ssfasnTHzqbMCGaUHc7dNeSYJTp+b/8MQpgUj7P3hivBOdOTfPphk43o8Yb6R+Pzn6md/60N6ff+7kJ8V//4Uf+tVzp478RSV58tHOyj5lCEEIqaR/DjhSbWx+sQ/JN8Xt/1LDBW7PH5zDiMqkb468srv0FErI+NTSxL9t9+XrpTBEccJjjz1Bo7rM7s1NltuKE+eroAckccLUmGHfiYArL0o5MyeZGk8Yq4ccOuOR6pjZhuD0QsxVuzQHTkimxzVBEFCpeByZkyx34JL1CXu2T3Hp5S/B4OMp6EbeHXuP9H8jNan/mpdfxe6dW+7BDJaFXP9iH7K/l7f/C3B3W16ex8AbG/XBxUeOtvUv/NbH9He/cfyizmD9T3Vah6hXAo6eOEurtUAUeyx1JakJqPiGsdBwvpVw4EyfzdMVJqoKJWJmxwP2bFN0+yDkgFNzHv0ITi8IFAG9QczF2wwbpjpIJPVaxMZ1bfYdm2ZxuUq9khJ6Md2+ptlRREnC5NQs9cZmlDfgyj0X8eS+hV+55ZKzR7bu+T4ZiQm5eZ13CPjC+NjMi31I/17c/o8H+PNP34cU4pVLK9Ebnj608M7LL5q7dNAJ+MNP7OfWq5aZn/M5Pt9ly4yiFsLshObUUoiSBik0myZTjp+vUK8ZHj00oDsQVAJYWIGLZj1q1ZANswmvvKrFc0fGeXSv4PnjCS+9MmXzjKZeF2zbsMz8sqISQm9geHzfDI2q5PD5gI1TfaSAQKWcXVSM1xMkKZvXx8wvNOgZzauvqXN86QoqjZSXv2Ri39mldR+PE/lFIbjnja9/1Yt9iF/U2/9xAG+3m1Qr4dTZc/P/9ff/+IvBgRPPpz/y1sr1S8vjN/zZ586xYd0xXntNnS89MkFPr/D66z3ue7LCrq09Oj2fM0uKQSwIvYTLt6asnxqw2JY8eXicOBHs2dznfFtx9a4eB476tPoe0QBuurzD/pM1xqoRe0953HKJJIoHtPoeTx6TXLsjpdn2uXhLRBRLnj4iWGhX2DgJl25rE3iSKIazSz7tQcLuTT53P2l47Q0dBr0JPve1Lq+6YYVrdm3l4QObWeh1H333axYe2zBzjZrZ9qaoNjb9H9MkWpqaHH+xT8H/X2//4IPMw0eOEfie+Pin7+PVNw+U6H3hfYeOeJc8/PjZl588fkqdPd/i4PGTbGiMsXm6zhOHZnjltUtcf+k4X3i4wSOHuuzYaDgz57FpnaF72hAbwyD2OTkvWT89QAjDni0Dnj/iEQY9dm0MODfvMzkmuOXymKcOap4+PEY3brN9Q8RL/HFOL8CTB6pcsj1h2wwcPi+ohjEIxYFTHoYYaSK2zhoaVVAiwlc+zR5sXac4dkZww6VtJmt17nhGMDYe89Irx3jsObjvscNs3dq+wUTeDXv3H+XMQ3+VBo2tl68k4f4/+NOPvucVl5PObn0lRidm3YZtL/Yp+t96+wcJ8JXlMyipZL/XqvzFn/zC4PVv+5l/n6bp9/7c7x6Nf+a79l9WEROVznJII4B+V/L4Afje13W46uIGZxYr3PloyLe/fIVrdk3z5ScCLt7aZcNEg2NnEm66NGLfyYCJegxInj1WY9OUZnHZ4/7nUu4/CFdvN1y+VbLUFtz3vOQ1V8ZM1BXL7QYnz3qstAzKj/i+Ny1z/NwYK23BdZf0ufrieXwmObcwy8l5uHyHphdJjp4Lmax57D0luWQrtNuSS7YvsHNThS8/EnBsscc7Xqk5vzDJ3mPQHKRce3GE0FX2Heny3OF96uDckVc1Jru3/Lcfq92U6uv9wWDwx2/7Jz/1a888dzCcmhrvJ0mid2z7h+fM/IOSKEmqEVJIkyxPtJYO3drryz84cOBI8uAjB6effP7s2DPHEyZnF/jZ7xxg0s08daDKkwdiDpzr8YaXNrntsjpP7Z/gnqcjJqY7fNvLJM/sa3Dfsz0u25WwZaoKpofwBL70OHTWY91YSnNgaFQGHJ9Lee5kSkNN8vobOyyvNHjoecOVOwW7t6WkieDEvE+aanZvEVxxUcxDzwmWOl1ed4OkWj/D/mMNjp2dpBYK2l2fmfGEw2cDAm+AkgqjPbZuWOKK7Yp7n5jk0SMxb3tlk/X1Ce59vMITR7vccs0yb74x4NDxWZ7cr3nqcExXdvjZ75lj08Q69h+fYbm3vtWY3Lm486KLvb5WP/ySK3Y9uGG6sQJGCyFf7FP5d3b7B8PgZ88tcvbs4o77nji+5aJNyce3VD47fvx4q370KMR9j0YVNk4Ynj42yVf3nuPbbl1ma9Oj2fFo9UI+/uU6040WV+/x6Ed1vvqs4ZP3d3nHy5tUKg0eP+izabrD9FjAyfMerV5Kt9ujvt4n1h5TdcWmSckrruzxxMEETwrCICGsJTx6RFFv+GyZiRgksHkarr1knmbXY5BMEmuPZ45JnjqwnVBVCIMUb2JAbwDjYz12Aq1OwMm5lOmJLrPjDb74UMAzJyLe/qoOWybGuP+pCk8f7XP5rmX+yatTDhyb5PApwam5hLPNlLe8qsUV26rsPVJnfllw/My5seNnj40tDx6msWHLX/zGT3SbiZ+8M1WXnhr0Fo6F1X8YLsw3PcCNMQCXfOGOuzelxv+9u+/fv/vnH7pX/dH/c5KZxnoWJ6bp9j26fY/eQNPqw4e/OMWm6UVu3ePR7c8wiH16UY2Hno+I4mWu3gNhUOPhfYpP3Nvkyh0rvPzqOgdPjjG/0qcaJMxOavZsVpxdVCw1Ja12SqM6IAx8tsxGHD3n48keb3+Zx2P7fS7bvsLERIvbH6/R6oXMjNd5/EDA5Re1mR73OTYn2DzrU6nETFZSfE8ipeDRvVOM17tUgwEXb1UEsspXnzbUaiu841XQ8Cf4yiMB+071uPrSJa7dBSfPbGDvEZ9jZ2KeO2W44aplvv91MafOb+TcYoWFZVhqJjS78PzpHuPth+qtE1+sz/feeE8ayIOttvlRY8wZYP83exb1mxbgzZUllOft3rf32Zc0W51/feTIkVfe/cBzPH24xcKgwu99psF/+I4mm2Yr9AaK3iCgP/DpDQydM1Vuf6jOS69Y5NpLFDCJMT5PHprkg/s7vOM1LW69LGZmos6jeye546E+G2f6XLpdsG7c4/AZn24/ptOFZkfgeYbNMykoiZQRva7k7HIFdJV14xEXb+5y/9MhAxK+7baYNKpx6JRkdtJj87RA64T5ZY9Wf0AvDmh3ArbODJge66OUxPMEcexx+BTMTna55eqETZMeB46P89V9cGapzQ1Xt/nOV6WcPLOBJ/aH7D+e8MSRlFi0ectNffq9GU6dr3FuUTK/HLPYTDi1JFGVPv/q25ap+QHHDj+mFlpnLg0aV97VGQT3+EHlN1dWVp5KkuTgzMw3J6OrF/sD/G1ui/MnCEN/x6kT+//b0cP7/tP99z+4Y+/+w/QHEZ5SDAaKZ4/7bFnf4mVXxMRxQJx6aKMwRuChOXEu4NiCZsfGFhsmoRZWqPgeCo8nDyvOrfQZG4u4Yqfmki0h7U6FU/OCwIuJjeLMss+ZeU0rEniex/qJhPPLmmNnAyYbEoHHuqmYpbbhqh19pKxxdrHGns0hB46HnFwwXL5jwPklSZz49CLFJVtjhDC0u5L1EwmzUwPWTUX4EppdRRjCni2C5eUGX36sysEzfaammrz6+h63XBJy+MQ6ntwf8NyRhCPzEY2JJj/wxg5XbB/n+NkJTpzzOTOfcn4x5sSi4MC84W23necH35TQ6Uxxfmmc8wuGA4fPsnff0R3tbvzuQZRuXze77sEfe8+Pr/zmb/7Gi33q/8a3b6r1p9/ej/Kqs93WyX995vhjV50933v7vv0nWW4HLLdgsRmzsJJwftlwdFkwPdPkp79jgZv31Dl6ZpoT52qcmlOcmUs5cS7myLzGq3V4x8s7vOWmgBPnptl7NOTQKc3eEzGp7LN1XcRLr9JsXyc5ca7OyfOSpZamn2ikhMkGzI4nLLU8Wh3F5FiEJzwmx1IqYcxDe0Mu2qCZnUw4u1DFV5rTi5p1k4aLNkZ8bW9IECimG6BUzEwdljuCxY5g3ZhmaixGShhEiqWWx/HzHifmE7Zv6HPrVQlbZj1Ia+w7WuPwKcPzx1OOLw5448uW+faXD6iqSY6dneTYGY8zcylnFmJOzBsOzBtuvGKen3xXi/Xjk5yen+D8QoW5ZZ+FFZhfiphb6rFpyy786uQnX/HyG5+5eNfm3+x0+/M3X7XzxYbCN3z7pmFws/y7ePLEmO4++bvN+Yf/+cri8cvbzUWECDAoUi0xRmC0RmCQBo6dq/DoIcHuLU0u364BH1BI6eEpSagMcws++04p+rrHpdtb7NqsmZ302DAZEIiQxWbIyXOCo2cFTx+DY2cj5pcHNNsp/dinEgTMNgyb18UIkdIbeOzYEOMrQ6wFcRqw2JL0Bj6BJxBGMzuhmRlPWWqFtHqCfuKz3BVsGNcsNjUnzisqfsCGKdgyG7F+us+66QEbpgdsWW/YtkFx2Vafqqpz9MQYX3s24PEDCU8fj0lVmzff1uTtLzVU1TQHjk9w9IzH6bmUcw7chxYMN1wxz8999zJbZ8Y5MzfB3HKFxabPUlOy0k5pdVI6fcGBYwscPLly2VMH519++NTcjmOn5794y7e8I7r/jr94sSHxDd3+XjP44nKTJDJIxS/f/8SRl/7Ub39SvvPmgy/9t28/5S2srGOpNcbiSo3FZsBi02OxCUvNlKVmzOJKyrkVOLwomJ1Z4Re+d5Eb99Q4eX6KM3N1zix4nF80nFtIODWfMtdOmJjq87KrOtx8KQSySqhCzi9VOLvgcW5J0B1AkmgqgaZeSZkcT9DA8XMJrQ5sX+9Trw4wRoAI6PQ02zYMWFzxwFgpstKBQQIGw1IzYvM6n3ZPIZRB6AFjFZ9tG/usdAXHz3ik2mN6TNKoCEIfkkTQHUjOLUnOLhrOLyeEYR/8hFsu7/DSKwSzY1UWl8c4eT7kzAKcX0g4v5RwegkOLxquv3yBX/zeZTZMjHHi3BTnFqvMLwcsNCVLKynLrZjlVspSW7PQlpxqwfJym9/4d1Hyna+pPRDO/qAO6pc9INA/bfAJKmMvNlQuePt7y+Af+OO/5GW3XMe/+/f//pf+7BN3/bv3/9mXL953fGXHwTMd+bKr2ly0SZOmHsYojLHsjZGABARCGDxhCCScWazy8CHJVbuWuHRrn1oFfE8S+Iog8KhXJTVf0u347D9W4UuPBxyfG9BKYvafHLB+eom3vGyZqy5uc/2lTY4tJCx0BbWwz5EzhmarzpUXSVb6KXuPKRo1j+eOw+5Nhn6U0k8DPC9msgH7ToYoL8WXCZ4PvYHkxku79LqSqy5OafVSjp9psHODol6LWBkY1k10We60+Nhd8OTRlKeP9tm+aZGrL2kxORXxplvafPsrDLs2NEjjCY6eHufwKZ+T5zSn5mJOzaUcnhOcWIl5yZ55fuF726yfmODkuSnOL9aYXwlYbEqWmynNdsxKJ2W5Y1jqCM53FUuthBsuW+A93zovQ8/smD9/fGe/n9xUaVxUrdQmv/zEQ5/if/7Bn7/YkFnz9veSwT/68U9w3VVb1ZfvO/D/Hjl27mcee+a4Or8csdj3ONPVXLX9PL/xo/Ncs6vG+cVJFps1lpoVlpo+Sy2P5TYsN1OWWwlL7YSFJpxcFnjVPrdescR3vCJi57o6K50x5paqzC8FLDQFS00rEZbbmlZP0xoYuv2E6bGYbes1IAh9w6k5HyFDtq9T7Nxk2LSuy/nlAU8dbHDdbkOtusyzh6Zo1COiyGd6UtPrw2Xb+vzpXRNcsjVhMDDMjEvitEejEvLcsT5Vv841exKePhJxfjFg83TIzo2wbUOEUjGnFiDwDUIYtq9PmGxI2r2QTten1fVZaimWVmCxqVlqpiw0U841YbGfsm1zh+945QK3XupR8cc4uzDGwnKFhRWPpZZgualZaccst1NWOobFDpxrK86vJNx4yTne+6OLXLy5zmJzjJVWhe5gDFW5OPWrG36pNdj9i1XvVPqK1/zjFxs6q25/rwB+4MABKpVK9cyZ09uefOrZdx05dua/7Dtwkl4safeh2bOMcqadcP1F5/j1H13i6ouqzC1PsrhSY7lVYanls9zyWG5Bs61ZaScstxOWWobzTcGZjgHR4e23NXnTjZqLNlaIohrLzQornYBmW7HcEbS7gv7AECWGNAUlDaEP1dAwMWZYNxXj+X0On4145lCITuq84aYIz1/hsb3j7NgIn3844bYrQ+aaPSqeIkljpiYhiX08P2FxscbLrm3x+Qcb7NwIjx4c4FPj9TdqEtHjmcMpR09V8GTA+kmPybqgGgqCQKAEJBqi2NCPoN01rHQ07a5mpatZ7Bh6acr2LV3edHOTt780At1gcWWcuaWq1dstj+UmrLRTmp2EFQfupS6cbSnmWynX7znPe390jsu3V5lfnmClXaPVCWl1fJZbAr+6hUp9/c9u2nbpX2zdsuVEv9/v7d6958WGUn77ewPwY0cPMTs7Gxw8dOj7Dx48+L7HH39KLC61ZXeg6fQ07b6h3YOVnmSuJznbjrnx4jl+9YcWufbiCgsrEyyu1Fluhay0A5bbHittQbNtaHZSVtoJzY5muWOYawvONjWTE12+5fo2t1yasH29Yqzq02pXCH0JKKJEorVAG+j2AaGZbPQ5eNqgTcSdj9YZdKtcvDng1qu6xHqFex+f4JrdPgfPdWguj3HzVV2+/FjI+inD3uOGf/G2FnuPhayfknzpccWtlymWui2OnJzimj0R9z7TIxnUuOXygF1b+/SSDnc8piAVHD7lMVbz8AR0exJtBKk2xAkgNV6gaXYM9UbM1o0DXnpZl2+5LmG6XuH80jiLK1WWW/bYLLcEzQ402wnNTkKzk9LsGpa6knNtwUI74aZL5vmlH5rn6p0V5lfGC3B3fdpdj1bXo9WFRFf0xbuvMjsv2vWei3Zd/MGFhfnokj1/P0D+9wLgSRLLwaD3lkce+MLF7W7y3kceecwfxDCIoNtP6PZTOn1Np29o9wTNnmCuJznTTLjlsjl++YfmuW5XwEprnPnlBs1OhZV2wErHo9lWNLvQ7hha3cS6Az1Ns2uY7wjmOxCnA67e3WPDVEqna3jjzQN2bNAkqcSThiiGe56qcGKuwsbJhGcPV0DXuHSL4tpLNGGly2MHu8wv1LliR52xiWUefNrnht0VFrsrLC+PsWGD4eG9iu96dYdH9npsWeez0GmyvDTFtZd1efDZlKnqBFdc3GGu2eTh5yeoenWuv8SwZ1sfZIenjgrWTcWcn4+59ymffqyQElJt2LEx4ltujmh3FJsmNdfuhiiqsdSssdQMWen4tLqKZkfS6kCra52Sdjel1dWsdA1LPcnplqDZG3Drnnl+8QeXuX63vTia7SqtbkjbgbvdU7R7kk5f0Omm9PoJ11x7Q6xRP/Htb3/LoXqt+lnf9/WLja0XPZMZDTokcfd7Tx977Dfmzx2YOj+3TKMuUQMbKBqjMPlvWwtQCIOUBik9Hjmwnp/+Q4+33brEu1+9xM7NEecWxwiDKtUwoBb61Kse7aqk0fMZr3v2gumlrB9oegNDux+yNF/h1ElDlGhOn0sIQwMIAmXwpKDbUwh8kq7HS3YIdm0ybNvcZZC2+cIjin2HJnnddSHXXrbMh79gCESNHZu7PP2gYvOEYmasS0VViWKfuTbUKx5b1gue3Bdx7Z4qr7hmgQ/d3iPwG7z2JoMfdvnKwxGff6jO80erXLSpxo6NKbOTETtnYq7ckaKUxlMGMNTCkNmJkCj2aXcDnj3o0+l7dHuKTl/S6UGnb+h07Xdv91I6PUOrZ1jpwXxXcX7ZUBtv8uNvmOcf3zrg6ovqnF0Yo9mp0M7A3VN03L/ZGwh6A0sAUQz33v+wPzY2/RvTM+uXXnXbTf+21e5+aKxRe1Hx9aICPIm6IPjBs8cf/OVj+78ylfS7VMMAhEQgsAuMAmGfCQFS2E4aJQ1KpgRS8vTBWZ44UOfgmTne9tIOL728z0RjjKVmjXqrwlgvoONYp9OX9Poe3YFHf2DoR5ooNsSxIUntPUoCjAapBL4nqASCiYZgsgEbZjRb1neZmWzyxcfgvid8pB7nddf5vOTSNvc/HxP1x7j1JYJmr8fcYp1b9mhmJrpUvZB+ophvxSgteMkej1pjwOP7K7z82nFuvrrN4/sVmHGuuzzgB968xJefjPjSI3X2nqiwbVaxYarKZKPGeAOqIfieQUnQBvYeFaSpIE4EUQKDGPsdBym9gaY/0HT7Giv7oDWA+Y5krg0D3ec11yzxlpc2+Sev1STJGOcW6rQ6Fdq9gE7Pp9NTtHuKbl/Q7Vtw9/ua3iClH2l6fc25+TOcPPfFqU5P/3//+M0v95rt7h+Ov4ggf9EAPugvYUz6Awun7/7l88e/vE7oLvV6gFQpwgE6A7oQCiEEUuLADUoZPGXwlabqCxa6VT561xa+8kSL265c4btfs8KVOztMT9RYXKnR7oV0e74DtrL3SDCIJXEiSBK71Bu3XChp8DyoBFCraqYaMZvXdUnocPB0zMfurXDkZJ2JsMoNl3vcclWLhw80ufNrY9y0u8K2jV3+9C6BEiFjjZiVzgBtQAmYHevSagfopMpbbpvjo5+vset8hTfd1CWKF7n3mWnitMKNl6/jTTe02L21yVce7/L0yRpPHQ3YMiWZGhPUQkHg24tQChDCoA1obYgTd7HGhkFsL+R+BL0I2n3B8kCw1Abh9bnmkhW++1tWuO3ylOmxKsutGs12lXY3pNP36fSKlaA7kPT60HUXTr+v6UWpvZBiSI3izFyTD370S+t6kfnld3zry8y5ueU/2rBu8v8MgCfzv0q7v5lk+ePf1+tF71059/yM1E2qlQqIFIxlbuEIXAiJEAIhJEp6SJmilHDLs8ZXhtAzVD3Bcl+x2Jzk4/fUeejZDrdevcJ3v3aFa3Y1mU6rJElIt1+h0/PpDTyiWBEnkiSVpFqgjbBZUGEIA02tkhAGEYE/4PTigNsflRw6FXD01CRKh+zaGHDZTsV1l7ZQ4TzPHG6weaLGFRfBhtllllpjXLlZkmjDFx8JGXQlE/WE19/Y57P3xpw41+CSi33OrvR57ojP1vWTXL1znvufbvPgc4JBFHDpziku3Rpy6ZY2h88uceg0PLKvxsEjdWqeIPQk9dBQ8UFKSwzG2Is1SSFKIEoFnYGg1Re0Yoh0gjZ9rt/d4ru/pcVtV6ZsnArp98dZbFZod0I6/YBuz6PTV3T7ysqRvqQ3sH2j/UFqPf6Bpj8w9CJNPzL0Ioi14uS5Ju//6N3rnjg0996gVkv+0/s+++HnD8/xsV/7/n+4AP/3v/J7qJmPEh194z+R0dHfipunJwLhoysVhIwBco1tWRvL1lKglMBTyj1qPJXie4LA0wS+IfQNtSBloiJoD3yWW5N84r4x7nqqz/rJLu96ZZNLt/bp9zpcsdOwdYNiEPukaZHmFxik1PheyvHzhqPnBCs9zafvr3F6YRIT+UxWFJumPbZv8LhoM1yxq4WWC/zBZ+ssLY1z06UeV+xq8pWnBCLxWTcpqdcSunGANBKMRHkBzb7g/JLgclPjlde1eeDxKptmAm66Yop/9uYFPvj5No/sr9Pp+yyuNNi5qcolG7vcuKfNt728zZmlJT59f8hiN+T4WZ/TpwN8JZDSrnraGFINsTakiWZyOuaqy7sMBjGXbh3wjlcOWDeumGqExHGFs/MVur2A7sCucr0c2JnWFvQH2JXASZJBztzGgRx6saAbCfra4+yZFk/91UMzl1+0/rduuW59/LFf2/Vn88d+jdkd//4fHsB/5D9/jMZL3iW+5yfkOzc3nnn/u257unblRSFS1hBSIKXJNXautaVBSYWUEiUlnhJ4yj16At9LCTxB4GsqvqEaG2qRYbySMlkVdCNJO6pz9FSdX/2zKdAJIkm47qouOzdEJAloozHGJnGkEEgl8PyA/ScC9h6qUK94NALJTE0wOy1ZN+WxaVaxfWPKJdtXSMUiv/3JMY6fmOCmPT6X7kjpJW2+9kzIRNVnetww0YioVa0U0lrS7CuWOobFZkqzU+VlV6zw6N4u+04oJsYq3Hj5BD/0lkV+51Pw+KE6nZ5hpe1xfmmMDTM11k322T7d59+/s8tYrcnTR2H/SYnvG5QyCKEBY/9nIElgx4aUW69MSGOfOAkxpkY/8jm3ENAb2BWtH6lcvvUiQX8g6EeWtQeRzcoOBppBpOnH2r2X3S24e7GgHQlWYkEzNqTdHnH7sYm3Xrf+/b85N5949X/68eapqhnf8i/+4QD8J37lz9mzuaEeuP9P3n7g2OKHP/LIQuWpfeP86j9vcsk2jVIaKTRCaKQILLCVh1LGBpNKOb0t8T2rOQNfMfAlg0gTRimD2FCNNYNYE0WGsQQGsWaQQJQI+rFkkIbEaYV9h+o8tQ9SY7DQttrYlxAoW/PRCOGKjTBWhfG6ZLKhmJ7wWDcF2zYM2Di7QmyW+O1PjnP4yDjXXqS4aItk15Zl7n4u4fziONftlEyOaSpBj1CGGCVIUokwhiSNWO5UOL/oc+2lVV6yp839j1dYPymoVRpcu0fz429f5Lc+pXnudIOVjmalrZhf9piZqDM5VmVybJyxWsxsPWb7tRGhn+B7CUqlSGGDCYO9qOJYMTfvESeKOFFEsWIQu8dIMoglg0jSjySDSNgANRIMIsMgssd1EKVEkdP0sX2/H0E/FvRj6DpwL8eSTpSi+11esmOZX/7nc7zmirO1TtP7cNr+mI7Z/cm5I+9P1130Q9/8AP/P/+2jjNcr6sDx+XecOn72Q48/f7xCbZwvPGzB+os/vMJlW9oomSKVduC2oLdOicFXBt9T+J7BjySBL+xJ8AWDQBHFFuhxbIiS1LoiSemeQpIa0lSTaqze1uTgzqSQJ8H3IfQElVBQCyX1mmK8JpkcF6ybSti+oUujvsInH4i495kpVhbGuGqbYvtGn91b+6RihS8+UqPue8xOKhq1Ps8chuePeFy51dAdKK7eHXPVLsO5synzywG9fo033NDmq0/3OHhaUa9KwmCMKy/S/OL3LXLPcz0+e88Miy3D9nUpy02PiTHFeN2nUfOpVw2VUBMGmtBL8ZSVWtK1VhqDTVhpQaIlSSpIEkGcSKJEEMeSQWydlygWRLEhimAQp0SxJioRxyAu3y24ew7crVjSjKE7iJFxl2t3LPHzP7zEG28wtLpjdHuHK9qr/wl+7Z/GauYvT+z743Tbpd/7zQ3wfmJkc6757kNHTv/PffuPV6ZqPisxRKLBZx6URAPFO17V4p2v6TA5ltKWGk+mTmdbPex7Hn7sEXqKvm+ZZuBLokAQxcKenFgRJxDF0joISWH7JakmTa27kBrnlDi3JHNnlLSyJ/AEYSCphJJ6VTBWM0w0NOunBsxOtknMCh//quSDn59mXaXCVdsE2zb67Nik2b5xmU9+zbC0VOHSDYrJMWjUYs4fk8wthwQ7YRALZsclExNw8KhhuaU5t1Bh944Kr76uze33VZhuQBgEKDnBlbsEP/ymOXw5x2fun+T50xXWt2LWTSSM1xWNqqJWlVRDjzCA0AfPsw6TFCBFCeTYCzvVkKaCJMUBHeLUECUQx6klhVgTZY+xdrZj5so4CzKxkqQTC1qJpB1ron7EeNjiO96wyDtf2eG110KzU6c3qDCIQ7rNY5WgHry/Pm48qfw/x/LMNyfAP/SnnyJJ9fd94Z7Dv753/8mxWqhQiUEgaAmfnmjwxUcUX3uuwtnlRf7Ft3WZHEsYhBVa3QqeCvA9H9/zCaKUyPcIIitNotim0i3jCMtEjpWSBOIU0tQ6CVrbgEtrk/VwOnBbgNvAVeB7FiCVEGoVTaOaMNFImJ3oMTO5wgP7Iv7kzir7j06wY9xn1wbYsiFgy3q4ZFuLbtLi4b1jVJXP7KRiogETjQGT4wlB4LnEFfQGAUutmJWuodlJmFsO2Lahwc2XznHnI132nx6jFsb4KkCIcXZtVnzPaxe4/pI5/uTOBg8/O8Fix2PdWMJELaFWkVQritAXhL7E922sohTOPrQoN9geVq3JgZ6k2q1uzlpMNElqwZ3EECWmuMfWleknllS6saCVCNoJ9PsJOukxXW3xnm9f4v/5zg61MKDZrtEfhERxwCDySbVHe/nYWBSL3xaV64NnH/vMB6+8/lu/+QC+uNREKfWDv//BT/zy6VOnphtVQaILVlFCoIRHV9ZZGXj8+l/47D28zFte3uGV17RZPxPRblXpDUICPyEMfAaRRxhYey8DeBxLosQuu3HiPO0UZ/3hmFuiDQW4bZLSMTd4yiZMAt9QCTTVSkKjkjA5NmDjTIvzzS7v+7TPFx+dYmm5zsWzgm3rBJvXBWxZJ9i5qY8XrPDRez2OnKyzZ71ksiEZr6dIOeD0vCH0JFKAMYIo9ti+rsUjpLS6iuWW4fxSlT1bKnzbK5v85VcCjp0P8b0YIXy0qRMnkut2LrP9O1t88fEuf/rFKR47VmfzpGCmnlKvpFQCQegLAt/KP09hA2cp8poMg73ItME6LakFfAbyJLWSzoIdotTWukRZ8igR9BJoJ5J2Ar1Ik3YHbJlp84prl3nry7u88QaNJ2osr1QZxAFR7BNFPlHsEadWUja756dnNrXee+k1b1eDfvMPw8r/nolb/1sAvrTcJAj8f/bZL9z7y48+/ty60KW7o9SgBChhkFLgSUEgBW1ZoRl5fPTuCvc83ebaS1t852u7vOmmJtMTIb1+SG8QEPo+UeIOlAuUkkQRp5IkkcSpIEkkaSpItSi0thbkqsRkGVGbLFIuWRT4mjBIqYYJjeqAmYkOvbjHV54xfOzucR5+doLJwOfKzYaNU5L10wGbZiVb1kdctHmZp4/1+PRXZxlXHrPjgrG6YKwW0+ymfP5rFRqBdYe0gd7A4y23DvjcQ7YmptnRzC17bFnX4G0v7fDwvjZ7DwbUwwQlhQW5rtGPrNb/nlc32bNxjo/e0+LB5yc4sVxlw5hgvGKoBZqKpwl88JRASVyCzH7vrPxIO6mmdbHCJQ7oliAgTgVx6oCdCvqJoJsIOik25oki6tUub3vdEu9+bYvr9qSsn/Tp9eu0OrZsYBDZcxY7UooTRZQoklhw7szz68Laxl/esec23e00P1Cr/92D/O8U4MvLK7TbHaTge++666u/9sUvfnm601qhEiqS1FjGFDa1LBPwBAQSQglt6dP1FadaIWceqvHQMx3+8qo273h1j9ff2mdqIiAahAwSnyj2iROP2AE9SRVJ6hI2aQFwbRxz66KmTDgbUklbx+F5msBPCYOYahjRqPZI6fHlxyV/dtcEzx4dR8QhOyYNGycMMxOK2amADTOSTbMx2za0ODnf5vc+WycZVNmyRTDR8Birw1gtRvgRrV6diYZBCIExECeSqVCR6IR2HNDupiy3FKfnq1x+UYMf+dYV3vvnIcfn63gqdheGR5JU6EeSDdMh113c4qqLOjx3/DQfu7vKnY9NcKZZpR4qGgHUfUPgGXwFnrTHPM8Qu5sGjLYXXaoFqYEkFdY/TwVRapNEvVTQS6GXGJIkQccDpis93vCaFd71mja3XRkzXvWJ4jrLzZBBHBAnnmXuWLnnitgl1iJHSFGnzUrznnW9gfq1iy+9IZmfO/PHlVqdxt8h0P9OAd7t9qjX6299+JHHfufOL39lrNdtU6t6xIlBSeGkiQO4sAfeSy27B0pTTQVdFdBNPOYGFT7zUJ17n+1y45c6/Mtvb3PZthbrJhRjNY8oDogSnyQpQJ5mANcSbSTGWElg8oDSpfqVsUGslxAGCb6KaPVi5lsxv/nJCkfnJnl87wRGB0xXBetmDDPjgukxxfSEz/ppyYbphM2zXaYnlvniE5rHnp/gqi2CyYakUZOM1TT1aoTwB4Shh6fs3zcG0lTSG3j0+jGJFrR7mnbHsNTyObc4xi2XdLj58hU++qUK1SWF55Jg2ngkaUAU2x7PmYkK1+/qcP3FHR55xRmOz0v+5M4J5lZqnFoMCZSk7guCTIZJKxFzIs+kCpbJEyNINMRaMEihn0CkDaQJJDFSDdg02eOq7fZ83HBZyljVI0nqNNsW2IkDtl1hM1tSEiWKOJbEqcylZBxLeu0Ojzx0z3RqvN+59PJrlgeD3qf/LjH5dwbwo0cOs2nTBvXhP/7zi/cfODjWbq5QDRVRxtyJre+IU4FKrP3npeClAl8ZgsRQSQU1JegpQdcL6aU+i1GVOx8b54Hne9TDAf/0jU22TCfs2NTjlivaeMK2iAlh5YrNStpaaWNKzI1BSIMS1jM3JCATnjsqeXSfx+0PN3juRIMoqdHwFLNVw1TdMFkz1gcf85ga95ieEGyYStg022Pj7DL3PjvgD25fx8YJj9kxGKsrxuqCRi2hGg544ICiH3n4dQsqYwRRIql4imv29HjomQlb+NRLWWn5LKyEnF+Y5EfedJ5TC4s89OQsvgREjIYcQINI0ul5TDYqTIzVuXlPl1dc1eU7XzXPvpOazz1c4eF9VQ4cqZMIj8FA0Y0VKi99KAeeLidgNIk2GK3xRcp4EFEh5uZrO+zc2GfLTMx3v35ANZDUqz5RVKPZDtxK6jnCUbnXnoF79d1KnyS2eYFup8lTT9w/trx49uLXvP6d6uDBQ+nu3Rf//QH4gf17GR8fD5568vHvrwT8eq+zQhj6pBoQ2iVSrO6W0jK2SrASITV4CfhS4GtDmBoqSlBLBQMN/dSnl/p00wrtdsqvfXQSk8Ssn+1z+bY+0+MJ73h1j23rIuJYOL0tocTcOP0ppUZIwSfuqfL04TrC8zh+psbp8zUqVcV4KJioG8YqmrEKNKqC8ZpirKGYbHhMT8DMRML66T6b17VIzQqf+OoYvU6d3VsMYzVFoyZpVDWNSoLvR3zxoQqDrsRfZ7tFM4lSryrecGOP+57QdAaSTi+l1fVYaXucW6xx2c4G77itxePP1Ti+1EBJDcROL/vEqWIQ28RMp+/R7AQ0qjXq1QGXbelz0yV9Ts41OXZ2Bc9PeeqIx1/eXUMoW7jG6PxBowENxhBHKdvXJ7zr1T1mxlIu2W5YPw1p4jOIGiSJz3LLJ4kVceq5OMgCOgO4jYmkc7WEe24BHcdupYitMWAQnD67RH0i+fVHH3usu3PHzg/u3bs3uuyyy/5+APzUqVPMz8/vOXPm9PueePxR6Xm26idJNEJIpDAk0jhwQyItmyda4CVWJ8apwU+tBgw9QyU1JKkg0oYoFQy0ZJBKIu0Ta5jvjHH30xpDyl8/bEc2YLS7Z1k8Z5GJrCJRIpUiiT2k9vA9SSOEnbOGuq+phZpaCLVQUK9KGlUrh8YbkskxmB5PmJ0csGm2Tcoyv/lXFe5/Zh27pmGy5ti7JmlUE2rViHqtR7VaI1QSJZ0Gx8qBOPbp9wS9QUp7oOj0Ne2eti1z9YBT58d52eUDfvyd5/mNv/Q4sRIihMaYGJ0a4sQniiX9gS1jbfQ86pWAWrVCLaxRCWMa1YjrdkcEfswNuxO++zVdPJW4JJBGCDMsyp2k01oihCT0FRDQH3gsLnu2bifNYh53T2QRA7nCtQzcmbOVJZYSF7TmzxNcQCuIIsOjjz4qBep9g37vq4P+4Nm/C2z+LwP89s98Ck+J6uHDB99+8NAhIaTEQ+QVgLZ+29WVKJuAUcqgUlCp1YZJCl5qex+TLKJPXVSfRfZaFK+1INKSxEhS7RHrkNTZXuVbnqUU4AlhM5UKKlVDxTNUVEroQ+hBJTBUQ0E1kNSqklrFswCvCyYamqmxhOmJAeumOmxat8gf3K750zvXs3VCMdPQjNUVjZqiXoNaNaVRjTm7qDl8NqQS2Asasko/QT/y2LlBs2GmT6sf0Osbx+KSlbZHo1qhUZvgu18zx5Gz53j/pzfjSQ+DJtUpiTbEiccgUvQiWxTVrUhqfY9q6FMNU5ptG2MEfmoTZn6KJ22jhJSpq/uxd1u6Yks4LcgFTe2qLLWNa9JUorUk0UW8k6SiFOBnz0uPiatRT4V7H/don6cuZ6G1QArJc889I/qD3tu3bdt++DOf+VTvW7/1bS8uwD3fD5aWF36q05r7KZ0OZOBb50Kk0nbeCKt9pTSk2tZyp6mwgV5qSDR4qfWr0yz5oI17bfL3iudFpZz1ckUeKJU1N+A8d+MCWo0ncTUt4CuB7xnrG3uCSiipBJJqqKhWFI2qpFEzjNdTJhoJU2MDZia7bFu/yMMHBnz0nk1MVkLWNzRjNWHBXZXUK5p6JaFRG/DwfnhqX42LZ4274Iu0eW+guOESw+5tPR55doLuwNDrp3R6ngO5T61SpVqZ4DtevsRTB+Z4aO8GMAqtU1sOmxiS2OT1JL2BR61vqFYUlUATBj5hkBJ6Gs9L8T2bHc7KIKS05wdhEBR6rgjObQmxzhwpndmvJSs2A7a2oC1eZ9nS4m4JzAE7Jbcjs3OtNbQ7PXnsxJn/t1KpBeNjjV8CohcN4L1+Vw76/Z//9Kc++m+by+eCWsVziRVIpECmIj+QqTT2gCibUFCpIVUGT9vX9sAZdEr+PM0ybibLvBm0y8RlyQpjDKXM+9CKmyWVsoSOki5jqSgVbdnsXxgoKqGiGgpqVUGjahirpYzXEyYaA6bHe2yaXeah/T1+/kPrOXFqgotmNBM1GKsq6lVFvQL1Skq1EhP4fZp9Ww3pKxt/ZLdUOy2aBIxVY7qJpuvqrLv9lHZX0qwqau2QSthgx4aYX/z+Jv/pw5Kv7V2PQaGNJk01SZoQJZooVvQjRS+UVAeKSiAJA0MYKEJP4/vW7/dUVuvjVlUnU4Qwww26LrVvHIkYV8uSOsCnuni0AJXuURQAd8/TnLXJV2ebhCsRWWpcfGE4fvx0MN5o/MRrX/stfq/b/dlqrfa3Tuf/rQHe6bRIk/iXnn7y/n+9sniy4vsSZQyptMkVpSGV9opVUpCoDMgGLS248y+WPdcC7a7kDNzWowWjje0idyWg5TsjAHey2wWWVqLYmnIriTzXiuZ7kjCwA4AqoR3JUA0N9YqmUUsZq8WMNyKmxnpsml3hoX1d/tMHZ9h/YortU9ZhaVQl9Zq07F011CoptUpMnEZ85EsNpFL40ia4cgY32RLu8z2vW+aOxyLaUUjXAbzTU7Q7imboUQlCQn+MS7Ym/JcfWOTnPih48Nn1aCNJtU2rx4ktNBtEmkHFlruGoaDiC8LAZjYDz+QZW09ppMrsWuty5QAvUp6AIxFsLsG6LS6QzwDspg7oPLmGY3fyFTddC9g5wB0mdAFwIST7Dx6rfPkr9/6b17/u1aLVav302NjfbnrW3xrg8+eOYIy5+cThJ6ueHKCktMCU9sOrVJDKAuhKC1IpSE3pak0NWmXyw33JvFaiaL+yQBe2jiIDdXbgRz5X0bvp6kwkRTGVqyO3AJf4vrT1G4GgEtqZJ7UwpV614B6rR0yM9ZidaPLwvi4//4Epnjs+w5ZJwXS9JE0qHvWKrV+pVhKqYYTvDzi9OImvBEpqZ8sVQWaaSpJEsXHSkCQxrbjiOmU0vX5Kuy+pdhWVwCfwK/jeOJduSfgv/2ye//hH8NDz60i1tABPDXGSOibXDEJNJZL0A5VLMN8H33POlZJWIkqcTMHKSFEcwzJpGOMywdqxeiYPXXIoyxanael9XUjOtARsrYvzXWZtnQHdnfNev89XH3i0um379pvl/8KOE38rgB989nOEfq/21KNfCqRZohYWwaF2V6qWRdVaKt1JVdlry9SpR/4lh4GdyRCTA91kciR7foHPJkVRRCUlSClycCspXaNEJk+g4kMYaKoVQzW0+rlWjRmrRUzUe8xMNnnsYJ+f+8NJnjk+y6YJxWxdM14VNCqSWkVRqwqqFXtx2FR/xEN7BZ1+QEXhLjLXhmeKQDNOPOoVxS1XtHn4uTG6sZUpvUFKt6doh4owUAR+4PTzBJdt1fzKD83xk78PD+5dR6wlsdauWbrowRwEkjDQlr39oo7eU9kdJ1MKGZc1m6wF8iwpZDKAO8CnufPCmiuvzvV1QWJpatzPC3DnErRkMpw6t8wHP/Lp4O3/+I21P/7o7d3vffeb//cDvNc6TKWxZWLfk5/8PUn35YEXI1CWsd2SpWRpeVLuw7tlyzJ2cZVrJdZm7RKgdQ7soikYp73zkyFcH7504HZFRioHOChXMeh7EPjYTqDAFViFKVUnLxrVAeONHpONFk8eGvBzfzjJU8fWsWHCY7amGa9CvSKoVxW1qqKWs3dKJUxo1Prc+1TASrPC5GSRJs8Ao3XmLCjWTSte85IO9z6qbRdNpEsgl1R8ScX38L0Az6sipeayrYZf/qE5fvL3DQ/uX0esPWJXAWjLXi2Th7HMqwsDT+J5rghLCpSXHRvyz5ddhJlUEVlVGkVCaPSuS49alx7zlXcY3OXKzuK9TIdnBWCWMAdRilrpvXzv/qN/9AP/9J0/+tTzx1ZecvmO/70AX5g/j1xa+snW8pF3J9E8gR/aYCXBRc4GLcXw8mSE09nZVV5c8Zn8SHMZQs7eQ4HkKHM7pGcZuVx7y6yCrtDdWcWgp7D1GZ7B921jcSXQVIKUaiWhVompVwY0an2mxps8fmDAT/3+DE8eWc+6CZ91tZTxmnHgduxdkVRDy/6VMKEWRiR6QDsKEUriZwyea3Dh2Mv5xbFPPejbcoGowmQG8n5KN7AMHgbS1sR72Qa0hit3GN77o+f5D/9T8+C+9cTaY5AKolQ7FhdUYk3oGwLf9q56Lu7wlC0RVlK64+O68rPHUmFWfmGWY50RcOckVCKmMrhzEJeJrPReVqufsXrhrEhOnl3k2X3H3v3YY08eHgyi//i/lcFNfBy8TdsfuudDV60szqGURAjtvFSJzHS2BqUz1yQLHEUO7uKLko9GM1kwaYpArGCKIitpymtmxtrloDJbbl2HjnLBlOe5ziBXhJRVD1b81OnmmGplwORYl/F6m4f2Jvz0H8zwxJH1zI57zFZTxiuGhgN3tWLtxAzc1TClEiSM1SP2HjPc83idQEp8pV0QV3gU2fIdp4pEe7zyupiLL+pw+ESV2RpFn+Mgpdt3LOwpPM/Pu5yEMFyxHX7lhxf4j7+v+epzs/Tjqk2GJYaaq+EOfSzIvWz10nlvq1RpvsIpKUoAFyWQs0qvFCA3wwDPKxSLlXetlblg96KSMdWFuZCWGF1JxZnTZ7nnvkev+tF//kPbH3v2zPHrr9z0dw/wux4+xh2PT+xYF9zz3wN58q1Vv0mqPVJt099K2syj1deyJEMye8mg00yOiFVLWuYPm9zTHnFJVrkljrlHwS0MUmW2oKt5UY61PUPgaXxfE/qaMEioBAmVMKJWGTA13mW53eW+Z+FX/mwDTx+aYcaBe6JqaFQF9YrIvXLrvGjL3oEFeDUcEKUp/V6FirIXmRSlpZ9MswoXaHpWy3sDBpGhF4sSwDVBkBL4Hr4v7VQB6ecAR8DVOwW/8qPL/NqfJzy4b5ozzTH6dclEamgkhoqbOBD6xnn/mZNicvbOpEoG8Pzzug9dxnmuEN1JyVbVAtzDktJWc5bAPgT0AtiZHbwK7EZwZr7HodOLb923/6705Tfu/jfG7D0mxDeWxv+GAT4VHkeq+Zua88+/XXSeo14dox+lhYct7K5gOvewRd4HmFtJSuSSxIJauKUtS9gMS5EywLNDXFaF2Umw4x4y9nbFXS5zahM7tizW97QbM5Hm4A4DB+6pDvPLPX75IzU+/bVZFjqTzI5LZisO3BWru2susKyGklpoHINb7V0JIyDiricDluOA6ZChemzE8AqVprb5YSz0ePW1XR7aH9GOQ8bzjnVNMLC16oFnAe4pg5I+QtoEDQYu3Sr5jX/Z4nMP9filD6zn1MIkvQmPiUDQSDS1BMLYjl4OlB1o5GeBphR5EJw9lgP18oUpRN4rkp8fGJGQZWCX4iddAn9GaOkI4Mt5jyLxJ4hSj689cYCrL594+8x4/SOtdv/Y3ymDJ1EH5dd2L52561/JpWeIwxCDwfe0ZUxtay2KtG7RaJAaWTQdlLV2DupMgpjChhpl7bIscQc6Y5Ys3Zy5ACoDuDK2HNfLejttf2fgpwR+QiWICYOYRrWH53W596mUP/r8GLffv45Ij7FuTDBTsbLEWoCZT67cXTjmLrN3jOcNeOD5CbqRx8Za9nlGGTxb3SRxoqj4ipsv65FoC/BeLGzXeta5PtA2OPTcbBhn7wmXXDcIZiYE735Vh0Z4hg98vsd9z09zLq7SrUjGEkPdMxbknotDlHFxiXEgz46hKGrHJUgKFh/dUTCXKtmICka1ebl7qKg9N5keL6/iQwC3+Ekcixth0EnAn//1YbZuvvpffcdbX/FEs9U9OD729UfCfV2A68EBnn7yboLK+Kaoc/AVSa9F4HsY4/bCERKVJWG0dJqqYG+Tp9WzlK8YliOZ1sYlE4aAXbIeyvaVMCPSJMvK2YpBO9pNu5pvB25lazFCPyYIYip+RK3WJwi6/NmdHr/6x+s4PD+FH1bY0BBMhSljoaEeQt112FdDm+2suISQrV9J3Upg5clCK6UTBQRKEcii9p3SV8ku7Kx2I0p8qn6fDRM9VroNerFw49ZsrOD7qbP5lLM7VT5HpghcbeXjW2/rcMPl8/zKn/T50y/OspTU6YY+dV8y5tkanNCDQJE3Q3hZ0setfDKXKkUCqEwqw2KlDHSGVmBthqVmoc1H7iPATkuAz1Z/KRVLS02ef37fK+6opZuWlpoHH3r2JDdfufV/DeDGpLzkxmt2tOae/4Mjzz9ukwRSY3DLmdZ5nUIWWHrGypJMa2YJAaOL+oYseMwPAqIkScSINMnAbQo2cdk3WQa4NChpR08UzJ06kCcEnpUkYTAg9HscO5/w/s/V+dRXpzlyfpKxms9UBSbDlEZoXOo9A7d04JZ5UqjitHcY2AtnrD7gkw94HDxepeImcOXtYhQoz8c4GKvD48Tj0u3w5hva/NEXpunUPMbc7JEwcnGD0niedGPrKIHcL50sSzLbZiQ//V1drtp5it+/fYoj58ZZSqp0fY+6EtQc0ANp7IXjXKZ89cuOa2YfYvV5kek0q33yjJiy0oncN19tKeZdROVaovJ7WhSM7v47EEil+PxX93LxZZf9wU23vOyNS8utrytVXhDg7a5BhjB/9r4tuvPQrg2Th+n0JvNmghzARjv5YcGttXSNvqLkkogc0JlcMWX2NiJngYIVMto2QzowA7YoVSpKB27rmmTsneJ7ie3c8RLCcEDgDWinEe/7eMAHPreB04sTaFVlalwxFRjGA03NMXctT99LV6fipInzznNwBzZ7OYgjDp4K6UQhk6FzcbKkU+ZKZFlYU6pJiT3G6h47t0SosE87atALBNXYMMgA7qUuUaOsjy2zEuC1glfF7HiXH3lrl7e/8hwf+FyL939imoVenZ5XoeIpap6gqgxhYiybSytVPFmUN2RZzlVMzhpyZdRhAYZiqQysJSIrs3jG1KkpyxZLjBmjJ/icOLTMVx9+cte6SbXlja+8+ZgxCUJcGMYvCHATn6LP2Kyg9vG500/7G6YVYRDls/ysli6ArIy0RTlG5+8VvyeGLowygxeMLTBrf5KSHWiKKsUh9nZVciq1APdSPJUS+DGVICLwI5r9iAeelvzZnWN84qvT9NMGQRAwHQgmAk09MNRCQy0owF0JJWEoCZ00sYkh50w4gAe+zXwePWu477EaUewT1s2qADO7FelsSwZRrPB9j9fc0OajX+6w/1SdXsWOZhj4hiABP9b4kUYpaX1ractL8+E+FMcz1ZJES2qhx/qJHv/hO7pctm3An97Z4NG948z36vRVgO97VDxBVUKYDVjK7FVpbD5BUAL5cM3KaHFWmdEzghp1xLLXBWuXgD0C6gz0ibHtdAMDAxXypQf2+u9+y20fX1hqvWS52Zn/WzN4o9GQUfvpm2T39vHpsTZaS3wvRjlJku1uVoB5mLkLOTIsS/J7BmwnUcoMPlT4Y3t0LJPnKWWdl3ta3W3wVGoBrtJcjnheTLMTc/+zgg99YYw7Hx9nqdlAVis0qooJ3zAWaGq+oRYYqgGOtS1zV0NJJVBUAkElwFXoaQduTehb/a28AQdOwelmxSZWnL4dTpwU9TO2D9KCPNGSKPJYPybYvbXHMycSurHPwM34DiIs+FQ2WTdL1MBonUZ28WQ2ZJza+vB3vabH629c5itPtPnwF8d4dO8Yi+0aTRnQCTwCZScchNI2gnvS7lKnRHGRKuHKftdg8FX1K6NMXiI0TSnwNIKUzBJ0hWglUCcZeztHBqk4PKf5L390z/h73p3e9Oobdn2BFxge9IIAj3snQoz+nyLeX6+Eg/xbZaxtSkC3V6Is/WwtgIu8w30I4KUDMsQLQ9LEDBXoW1minebWKJnagfiZmyFj5tsJ9z7m8fn7G3z6vnHmWnVEpYLf8BnzYNy3nTxVHyc7oBoId5eu5NTp7kAQZuydAdxLCIKEShBhTMxdj4ccP1tlZkrgS+10rCgafUtsZ0oWapoqegOf7esFr7m2y6e+FtGJfXqxoOLbftXATZYqVimV+9V2jjrFcTUF2aTuniQe1XDAu17V41tuWOSvv9rmc/fXuPfpBnPNGj0R0As8PF/hCWFbCKXEF8ZJLYNClKThsH24Bpnn51aXHrUr3Cpr8DQHtAW1NljQG+xg1PwKsUNFU2N4+vmjdZ2+9H8+e3juMqD3twK4Lx4A2cRrnLUnIxH5AbPsLUtMnXWyyxE5IofAPnQSwPZOrlETOBRQloBtB3RaSSIcwD0vJfBiKpWY/iBl/2k4dkbxsS+N84VHx5hbroNfwRvzqSlJwzc0PE3VN1R9qPgW3BXfziS0ZaaydBfu58aBXOcgD3zbnnb4jOaZoyH4vlvmTSlFL4ZQUA7CbL20IEntOOcrdw64fEuHfadr9CqCWiIIY8NA4aw97dg7c1MyC7LQKrnPrjNnS7npAz79yKdaHfB9bxjwlltWuOOxDn/x5RrHzlTYd7pGtBKShB59z0MqO9VXAZ57zJg8ly4Uwf+qW9lNoczergrRgTiXJ9hCuxzM+T0F0iw6h8SwcrzLZ+96homJ+gtB+MIAP3TsuNh7pvuv7rrv12fSns+NeyKu35OgAlu0pN2ci6KLXeZAN1oOyRCdg9yCdxjcpUt+iBFMSfPZpIaVJNrt8pAShnaSapKmnFuEL93tcfhUlXsernJ6ucrhM3UIQ1TNo+Ip6p6h7mnrIvh2cH7Ft+PaLIizu3R35QCO09wO3H5K6Fv2thdWxNF52Hushi+H7cFcolDUg+eOQuakaNfXmPhcvr3H7nVdnj2S0E18GrFg4EGQ2JmAqgRwKQVCyiEmL5iyVMaqs/pz20cZpz4DP2CsGvE9rxtw21UtTi+3uOuRgCMnQ+54vMaZxQppz0dLjzhQCCntSuG68iUu4wm5bFkL5EOBJuUsdea2ZBrVgRnnGZrUPjcaImuKCy9FqpQbLxtw4+4Bm2fumfmh7/l3/+o//9iR945PXLRm+HZBgP/GR+4jSdJ3f+p26p3uenZu6HHlRQNecf2Ay3fEbJrSXLwjJjSCNJJoLFMUkmUY5FaaFKMcivay0cDSlCL2grVzKaJS/DAlTg1HTgqeOaL40sM1nj0a8PzRKq1ByCAKwQ9QYz6hEtQU1DxNteQDh15Wp5GVzdq68NDJkiBQBIF0F4AptLef2syib3V+JYgxOuL8kmRgQjxPEkiDV7LZRgg8B3lqhvsdo8RH4DE7FSFVn07s0/WEdTriomDMU3ooAylFKYrNhh1RGABZa1k2GMlPVT5+ojsI2DAZsW19zHUXDehFPf7p0SbPHgv40kMVnjla4ciJCnGiIFQYqUBIUlnKBuVJijW0ypA4z3zg7FGXHjNwGwturSHWeCJl146YzVMJl+6MeOV1A67cmbBjPfSjk/Vq+sV3i4733r8Rg//uH9/BmYWW+ouvPCvmWz5xUuepIz7PHE6446GYcT9h25aYKy+NeN0NA159TQTGes3VunFglqAFSWwZPgskbTCZgVoMHQwh7JcX0taNIDRCGuLI0O1bRj92SvLnd4Z0Y8WTz1c4dDJkoRMwSAPwAlA+akwRSEFVQU0ZKgo7zky5wiNlWTvwhU16lMHtSwInS8IAwgDnmtiUue9pAj9xGdGYaiVibjnlSw82aLZDJscFnvPis6IvcSFm06WAUEsGA8XMtOL1t/S549EeJ5p1er60MsUDPzH4ceZZO49dptYupDzrROZ/QxtvqGQiTSVBqkg9ReLbsQ9x7Fsr1Y+pBzG3XZlw82UD3vaKPgdOSp7a69OLFH/6pRpHz/kgJN2eRxqprHwT42UAH7GMyunbIYADRiNSg9Am19rVuk3ICaN59bUDXndDnysuidm+OWXch5kGGKOI4wAlQPf2itS/Tc2f+Ewyu231EM81AS6ATTON96X9wdWxUqAqkEq0SZnvBcy3U44upTz4bMrHv5QwO5VgtOHaPRHvem3f1hGkhtlxzTVXRtQrWXwg8hyYWOOvZsN5ml3BU097LLYk1Yrk4b0+n/1qhX6s6MeKs+cCtPCIjY8WPngeIvTwpCRQgoo0VBywQ2UIlbE14J7zfL2CuYOsLzMHt3I9miJn78DXBEFWoJXm7B0EMUpF3P2E4lNfa6ACz9ptQ/r7wgyeeeFpmjkein7f5y239vj0Ay3+9K5xOkmFutPhfqbD4ywpY/JuISFkDjD7p2RJ65cArt1oB88yue8pEs/DS1ILdJWilB2kP1lJuPWShFsuiTFiwDte1aUf23Fun/lqyCN7A6qhYKGleOrZgFZXOpUkuKAoz3eesK2B11wTMTOR2pLZVPOu1/a5ZneM0TA7qZmaAIXdmDdN7Q55qbbjK+JEEen06sr09Psw/Mg3xODGLAMTYx/9xF9c4sm+28PPt1VDJgGZgqfROmWgU843NedX7PJy4ESNz95tlxuTGsYnNTddHdGo2vrfNdOT5cvKuQ4rHcWjzwS0mgrpSTsTxXiWmYSHnQvsgfSQUuJLYcEsDaHUBNICIVAQqGJGnwW5KBoePNsIkDUel8FtGd6V1foZg6ele0LoxRgTcXohIBpUCMclgUt7K1eVN5TFFBTkVbJO8+50rYhin8mGYutMRCD69JKQXiKoenYIZlZDkiW0lCyXtxbbL9q/4eIirYvsqdau+aSQRkmSuryBcnPZE+IkRcU2l+CpFCkTtsxot2JoLtvWJzI9pKdpNgWPPuOx0pWoXLEMB9VDhO7qUOoVzc1Xx4xPakxiV/aqssfOylwPnUgiXYr13HOtFcZAqxOpM/3eJZde+86xM3Pt1qZ1jRcG+OFjCyi58t5e9+lXSTWPkpNoAWQAy9ZW6QIBU+ioxGia2RKkNK0Vw9m766WvuBbAy/rNnRwh0NmWC7iaU6GKIEdKZ2VloHZpZ4nbuDXzjUuPnuukV7it98jBbdu6FIEDd+CRl5haBncs7mkClx31/ZgwjDm5oPmTO+rgBfhSFAFmLk/EKgYv+8PZkFALNstMUezz3a/v8df39nj+fINO6lNL7Ka0tgrQFJ04KssJlIO9rHQxO12yVOCV3XVeC+N5Cj+181J8B3Qli6SZrRt3z4V2g4NSPGEQJmWmpvlHL9MgUiczAZHtn7HaISvgIEAr0tgji8+SWBKbwobOLc88qVj8TGA4tzjPvrmnX7Vr983vlTr5sa/L4O/70FdQUga33xtxdK5Bw6eUTZLOm1SugqwUARdHs3iuDKk/VK2wxvfN2C0D+HDwIqTMW9CUAF/YtHIobLWgL+1rT+JqKlz3eFZI5FGag4Lbma3oqi8ALnPZEgYmb2kLAl0anJPgO/YOvBgpI46fE8y3KgjPI5QMyRNZ/lql012WDkPAc05HlPhMjw3YvqHHvnMDeqlHP4UwFfipwU+cDk/InaUiha6GOhWy2M4CI+uqEiVppPFSTaokysu2L1euWM1uK6NkcRdSoxzIRfa3cU0v0uSuVwb0zAErIFBm9iy5V8RlJhuaymqLWeuSU+fe371ZcfHWU6ycvj1YK9+zCuDthZNIKVhXHTBowCAxxMZNlHKZpTRzAMhSsRngi9LJAtAvJEtwXTmlwnohkBQpYjuVCnxh8IUDrZMA2fP8PUf2RSkoeYNtoIQF+xC4pX0MMqBnwacDd9b94+lcovie1adBEJMQ87kHqpyfr+KPK4JyDUfZQWFEkZZT1+WCNJf06Q/sBNs3vbTDA0/3aSUVup5HNdFELp2uZFEQlRWc2e6q7C9lgWZWtZlZh26mioFUufohLUiUwEul28XO1vIkDuhFMk3nCTYpdSnxpvMBTwW4nc2b7xVzgfOfgzm7HIbLORhNFBpZiikUg0ix1KrRiRaHL6S1AL589iNMTIUv+5n3PnNDd2+CL8Aog9R29Jk9MIVhX36u87oDkfudL4jr7J4lCwSo7FEYPMitNiWywflZl07xPKub8KTIRyGUgZ3PQVHYfsS1AJ4FnJnu9jJZYpzeHq4lD/yYwI8419Q8fqgKXuCG+Zs8PZ8zOMMsnjFX4QOX+1Jl7onHsc+1Fw+YnujRXK7RTRQ1BX5iv4tyw5NUXAY4FuT5HyqzoTs32uTVn1ppUi3wtSBVklRpUiVIHMjLxWtZOYTMQF4CdVYyIdAO5LiS5iwTXSTthooxhupXRAnsIo9Tss+Ns5o1RQ1Uklot7qk+fR3dcLJ/68t+9yN/df+Pffe3rQ3wB56sUgn9f3RmXlyz0EwIfNceBagcyEWbki5NlTKlwhocwFepEWeflM2k7CrPsmIFOEzO4KMlnF5WG+FqwLNST9tcnHWqWFmi8u6VAthZ861lb6e5PXK9nVmClrELcPt5dWKMIOb2r4Y88GwDGXoEUtj523kFYdFGV1T8jWYz3dKbs7gNNFOt6PV9brmix5tva/P+2xtEaUgnlVRSwyDBrVzlqj/t5JweuaAuxOSgPenaw0QO7lRJlNKW0aV0oyWyHe90CeAlYMvhMopCpmSLdCkGE6vJ3Jjh48IIwCmVdQyVf2iJEFANOmwIoms2NfQ/wnD/mgw+6JwkqDVe/9ef+dJ3HT3eRKCAAmDZ3i7lrNQQOzg4lxVJBv7yqS3P3cjAnQFAlkAhKWoeyqMNMua2W5Bkr3EMTt6GNcTirhvGV8PgtuMURpjb9WwGrr3N97KGg6R0j4mI+Yu7xkhNiMqzl+UAs+hrzJyNIQ3OSLuelnY6VJoFmx4Cn3e9ustHPjdgRcf00gq9VOAn5CwupUEmIi86s3bh6PopKaxJUQK5IPXcKAflQO4ZlLZyJVUGldoKRps9lnlpcmFRlqs7izLmvCklB3ohVVYDfHhtL+qTSgV4GahHLgAAz1Po7jJRt/td23e/4Z59B0/dcenuLcMAV2ETSC6uNs7sWokWifU4oeuYLxdC5UGLexxqV+Lr34QoMXlJnuRAHynPzLX4iObMQF+e7aGUKLS4q7gbGnbjgO0pUTgpuR1oO+5tY7JxzF0EmF6JvUM/4vFDkoNnKhjlo6QkkBpvtE6jJMBHXZTsnvWnZg0QWdLH+rw+uzbFXH5Rh68dqBKrgF4iqEjwU4OXCCffXBdO4nQ40sqFoT8pSiwuStKoGOWRzYT0lHbgdu1sypTAndUCGVcmkDE5+eohSuBGZBOz1mbvtW6jeBvKfpuSpHG/Xa0K2vNnOD4/t6sy2784GgzuWMXgjz7dZaymufcxyeKyTzWwenI4C2dKVxelPzb6Ry/4sYekSQ74MtBL4FZ5zXdhuxWSRdjueVGA2waZIu8W93JwyyGAl4f/2G57cmDn2cqcuVMCzyZ2bFdQjCHmL++qsbhYRYSe9d3LF+FoDUpBTkMWodbDrDrkTWtFHHvMTEne+Zo2jx8aY5BW6KqAamq1eFbOavc8KpWyop0nXo6GStnk7G+6VsPyVCp7t22I2VSC7LkFuHTfU+dtc1mXvx2XXS6xKDH4SNNKke5b2zoexlmpnCNzXfJ/yzaFrJtQTG/qs358gTTp5j/PAf5HH7wdT0lOnG0yW/UQpWVudPhL+floHckL3TL/v5AnI49lQJdZfGi8WMHYsszgSpRYPJMrEuUNAzzw3AAgP9s60GU4PYOfp+K1e54O3T1lO3eePw4fv7PBQAYoqVz2cvhCHM1grlqWS8dxWIc7LZ4qktQjTD3e+bo+H/pCl6ePVImVT1dKglQ790ggU1M6Tsa2l4nymqrd3xret6jM5KkGL7cQ7Whr5UoCVGqKYZ35XBaRX9DJiB4XlFhcFEFnacBuSZe/ACWWtXn+68O1SwLsznp6mqh3loOLf40wBXY9gGPHT7N926ba7/7e7+/sdpZpteyOC+WBO+UzY0YuvBdI36y6SIrnq7X3hSWKyIEzOg5Zlhg7CzKzqU2el23y6rS3GgF3lr73s8ZkbWeG5C1iWU9n4u4xyo84eNqjHQWgPCdPzEh57OiFO3xAhgcajXjhrhunSPx41H3BJZv7PH0wItUhPR1QSW3Ntuc0uBJ2I1ebWMo4TpMFmQWTlxtVbNrCyweb2veygamexnUQGaQuJgRk07XSrLs/NwCK4DIPPEfOd4aYVQ0TI6/NqicjKiEjWHcc+5FkbkVQHZ/Z+e3v+qFac/n7u+OTmy3A9x4+x/EzzdfFcuonzyz0ENgI3ZQkyaqra+TJqnTsKKjd/5V/JrD5nDIQCmAXfYyqxIpqaKhmBnKKGmlVAnX+3CV5FM4Lt+C2AC6GAvlleVJmb+X6OoOIpbbmf/xVg8VeBRH6Vp5IM7SqFINzvo5oy2uOhEsIlxncOipJ4jFW83jPt7X5yuNjLA4CIunRk5LA9VAWIx8cg5fr6YXOy2gN2oFbY5AjzopwDG7yID0Du5LCMbiVRGnuopDLlEKHF+2EhUzJAs/CKhw6NmusckOwewEyzQAuhKARLnPxrspPdleevT8ZdP8aHIPf+/DzVCsBTz17nFPnY9ZN+HmvH3Dhf/3r3cqALr8eYbdCg4sC5HJUogwPpsmBLQVSFePHVAnUnpR4TpJ4OcAzza3zoNL3dA5u38vqL4bZ21cxQRDxsbt8njtcBekjpSTMSmNL1ma+R7z7khesJqRg86K7vAB5oqXb5Mnnyl1d3npbiw99oYL2QnoyIJQiT/ooKYhLAd0ok4sykw/ZcKVRHgqUsauCNsKCO5sSpiHN56eIAuClRwtu4TKahTzJnZUSsTEE+FHcrJ35XJsl7IOUsG5qQGCOsnhOotMBOcA3THhUKz4bJyUnqqUs3N8Qz0OfMZMxQzo0K8w3qwbKDHnGeWApCjbPGfLrAVwWAM8TPRnAjZ2T7aSIrwq3xC8NByo0t2Vv37NTq5abms/c3WChGULFuSeiFIxdQKIgxPCxHFleh2y78lSCNHNTPCbHFN/6qi6ffqDPYickUh69VDp7Ujj3RhTN2HI0sWLZO3tL52xe9EZ6mbOi3HM39lpLO/o6O+5lkAu3c14uJZ08satzWY+LEbkihglQlLTvUOllTo8vQKJWGrW7AUGnjggbpGlgAf7McwdYNzu148t3P/zjZ86cpZZtWsrazPN1ge0uuozADCMnuwT04btYW6JkiZMhYA/P/i53uNjh7gyDO9vZIGNuVWLuVQyejZsoRk54ymYujx4THDheQRMipJc35xbVg+X4QZRcjeLLl2tRcpAzMkNGF46K1jbYxHhcuj1i18Y+i/uqmDSwLJ5ameKVXJyCPcuFXlmdkCwsXePY3BQ+uZbFnJJybKO0vWi0xGnv7LwUZJSDWws3SyXT5GJEqogRPBSgFiOX5TeCNyFAaAEELC/NMTF75Y9vu+i2J+fPHTzm9aOUVru/oR/p1585t8REIxyO/P82IB/RVKOzNDJAl1PZQ++VehkLZ0KUgs0C0JbBcaOAyz54+e62tFZlcJdA7var911paMbeyr32vBilYj73tQYHF6oQFPLEL1mXQxcsq8dFjN6Gx5yVZ82UdjfLymgjj4tmIt50S5dHnq+B9klSq8X91GV302GpVDBn2ZJzIDemJFFKckW659KtKjK722OfymLX6lTZolJ7XkxOTEXCp/wcl/wRJZmayRZR4OUCrtMLA85JISkZ9BdRMnk9ur9BiuSYlwVGgWfHJfjeN/BHzAv8sPTfZsx1QXswOwgMa+1Cpoi8DHQU2DmbK1Fqwi2B280nLLbtYDWwvWJAUD7izdMO5ImVJyqmWov42n7FX99dp9cPoObhSYEvhqXJ6Ocvf+cLHcYh/T1iGZZ98TjxGG94vO2Vfb7wQJeH9weYuk8vDQkE+YWm8r9f6ODSWpqDvOwl2+DTXWDKsnkqrR7XJdbOgnrtgkupRUl/i1KgOxxDFbq7iAvse4JCYgxj6m8G8BLotCJKRL5LhCdMgtExvtI0qgLfX20NltPtpvSifNgu+DfXCixXSZThiaZFcCly0OTz8lRp9wYlXG1KAe4C5FnZrMHzihHKntuEyVPDQPdztrZ3pWyAGQQRcZTyhQdrPH+iBr6PkMqBys0NKQWXQg6f1FHXKDugOWtnJRClTGY2giPT4pldGEUel21LeMNLOzx1rMogCUilT08rgpSRz5J54YwwuH1cVfCpsotNo5VAZYVOUmAUSFPo8XxFlSB1aZahLlYNOQrw0biEEeC/QKazDP61XL1yaj+OPbpd6PUSBoMU7+677sD3FQsLTcbqgTvIqzOWo4AXa3yK8nvCfaryiV2luVkL1BljlwPMYgeCQpqUrMKcsTOAF5NTc4nimNsytsmZ2ssfi+e+Cy49FRMGEc8eF9zxQI1uL4C6jxRZ5SAle3CNLGbpe5Z5KatFyZIKw4PkRxI+pQKsKPZpNCLecOuAT9/b56kjIXgBfS0JnBZX2m6wW5YGIiWXB6QjGURVODmeopAu0rJ5tqpkQb42FuxSF4k2octuijvnumD20RzHKoCPgH4tYI8CsAzJcrAeRQGPPPYkjz11EEyKd/DoeYQQJEmC59mSxFQU/8jXK+dei7XX+sDDgcYFWFyWwF7W3DnIrd4uZzOVchWGrqLQtnO55155PvgIuN3dz6bQugJ/TyX27sX4fkxiUm6/v8p9z1ah4oG0Dc1+qYR3qDS2fC+/WOs8lerCc9vONZhnjkqq5RDQB32fV1zZ5U0v6/Lc8QpJ4mOEoic8/JT8M4m0YPHiI6zN5OUh9kplzG3Z3L4WSC1yHZ77/RmjZ6utY/B8aOcIuIcCziGQF4HnWiBfK8diRo8h5AG6rzt4ZoAxBk854Bjhxg+oYkde4/6FbziizVjbfZJVy5F7IcsAL7V1lXcWGAL2kFQpp+lLdzUCblW6e8UmqBmg/RKoM+fEOib2UamYwI958pjk43c1gACkjxAq7yJSbiNVOcJO2ffJTkdWTzi09pUK1ArmLmlwI+yOGMqNfsj3ifcwxuNdr+7xpQf7PHrYThKItaKbClfw5UCXOtYuKe6y8ga7eqCGq0SznyoHei3dfj5ZUJxpb+nYXNjH/Bzq0sBOWbr4hxJgpoQRUTwvfcgX0uGrAF6KZYpuIIMX+G4EGJoksVevEFlBjjsIo//q6OVUepqDO4uMhzR4acrqiO4upIpwyYLCesoAns/JK4PctaYVm03ZnR2KAfgFuIdYu/SYNdZmUkWpBN9PiNOEex6u8syhKvg+SBtcBsKUJseWAyuxKrASaxyswqbLgC5KrsbwLPVsxqBWzlFJPQaRzxW7+rziJsvivdSy+EAE9DV4qSgCvzSzCy2gColiP0BZipatSyWxzS5GoAw2+2kEwgiMAGlEIVVKQWXB3u686vKFX5rrvkYeBArgDx2xMtJHs5rlAZ8usEQWyStvajxASUmvD3Hct7+QHXhTOhAXYu2Mo1bJk8wScl+k9MVy+2rEMRneI2ak/kSQ772T716cNd8ONTwUW5coNQLu0lD83D1RKcorAdxJlMCLOXhW8OEvNBjEPtR8J0/IW9NUeZfgsnMytIRdgIrMMNDLMqW8OYA2a2lxj3oo+d43dLn9vjr7T9uLL9WKbqpslWHqkj8Iq79TUbgVpZXElM5vBnBpCi0unUaX2mCkPUdGCgtwXYqVMibX5Vhq7ZWtLN/sczNEgpQO3wVpvKzDSxIliqEXZe6RQd3x1z+7ftO6wf936tSRS0/Peas+2BDgRu5KjOjkIUlR3G2m7QLvy2wcsHt044Fz4I7cs5EJZY87f/QK3W0dlGFwl/fqKYqp3O4PXpw3M/heRCojPvTZGh+5YwLCEFQFpTxqylBVxo2jIG9w9kutcUUmtZyIkhSTYRkKUItYorAds4tWSFzjb9ELqaRBGM3WDRGnFySPPROQCDt5QAuFELaUdq24Z9gMEOU+hOJ1uSQ1X8nL8qXU/EL54nTzvxmWDqvupZ9r41g4b2gYnT4sLvDvrB7wCran9tDZPuH6qzZsuezWL3t/9cWFifNzgzc+/FwfKXxqSrhyyzWWgzXZu3S1lZh82PssnsvylTzyOl/qyqw9VAduhrS3zMFQSBJV0t4q3+mhtBGVMiOSJKsUzNg7xvdiDpyRfPQrNTd/xbJ33rmf/X3B0HhhWfre5UBTlF/kABoBhy7XhhRzBY3rP0yzkQmpIlVOi6ce3/GaLp+6p8beUz7ICCMk/dTHw9WLZMc6dWcwzRI/GVRL0skYl/S2s7GyzyYdqKQBaaxsyXS3NPZvGO38ce0C1KHVeZg0R6WJZuS9NXD1QrcsWy6FnUJ21c4eW3etvHFi4viEd34hZX5REA3s2DG79+VwJPv1bhl4Sw8jjFGOpkdkSXm1kMPPywC3XSSZ/i49z4CcVbtlGrwEbjuRVbtHawcqpVGZ360SlExQTp6kKuGz99fZe7DQ3lJI633nHTSseQIFo69Xn6IhiyvT32XW02Ik4WM733VqZwJmKfwo9rjs4gFveVmHwx8NiVIFwiMVHj0h8FJn35EFupmjUmYvU4TATi8ZI1CmqA0x0n5GVWZQYYoUvwAtLfB1JlNKPngZ7OUVZRXYy6AWXw/Wq0EoBfQGgmoQ0vAFdS/F2zjjEQqf5sYQKT23GatZ5TVeGNjZ8+Hlb9gOGv2CqxMBazc3DLN29jpj7QzsGXPnQFdlJi90t8qCyGyLE6nxZDE0X6kU3485clbxu58coy99sglaRde8W0HKNdCl77GqTuFCrJMlWPLl1h7w1dvDFKn7cn1Kqj2S1CdME37s7R3+6p4ah894oGLQHrHw6QmBSgtHQ5aDzRGQZ968AbxyMzkCaWx63mAca2eeuB5ic+P+jpYCYYrVY7WZsJq5y2BfO6fyAseS7DhCry84H0kqk4p+ovA2zKTUPE1nCZbaiv7A7SFe8ozyiH/0qiqDm+ErNPM1VyV1XJXbWgxYBrYYYe0skTIMbl1IFDnM4N6Qv+3APOR3l+7SsrjvRbQizfs/PcbpuRCU56xB6eSJGfK98+fl7z7EUsOJrgudnIK9s8aDco9mlsKX+T1vhpCKNPHYPDvgh97a5lc+HNCMbUBgjGSglbUN0+xzGLIkR7GulPV1EXwqdxW6+U3FoywcHylNweCmdO6cZWhyBr9wwJnhRmdALmNoDYCvtRKWu5IGUcq5hQHjswMSEeE9dshAbEi1doGc++oZw5S/9yg5Zexc/nD5czG09GTgHgXDKHNnwC5Yu5jSmrO3K7gvAF1ick87Rte5NLFyRJekSsbYSf7oqRgvjPnE7SF/8JdjDLRv5YlQuTzJm4pHLLEh3Z1LsqFTdEEWz45vYRWWQZ+l7A1a6zy7mafwtd0KvOIl/Mg7Ohw4HvCBz1otDopUSPraBpwyJWfwogArO1mmBBYzFNgpU0gWYxybiyJAtKRjrH04lPixMiavS3d40GWSG8KMGMZPCTuICx/JcgyTatz235qLt/a5aHsXL04M7ZZh/rRhYqz4hyUiL3tddVsjEBj1vYeWbUav3mGXptBrZkSimFKQ6bboLm8ZqMqugy5JlQzMJSaXRXVgrrvzRztrcGkZ/uorNZYHGbgtwH1ptbcnhuXJ0KqT2WVDK9vqs1LW2uUThGG4qi/bnW5oO8ZSnbiUKK3Q2iNJPcaDlLe/tsun7q+x2FYgY9CKGKvHR6sLxegJvQCT2zxQkRTK6lOyYNM4Fs8B7XxybVafc5mVyhq7mmhZHqBv1sTSkOy9AMqz4ymAMJDs3GwHmHpK4DV8j0QqNxy9WD6yZWwtIipLkvKjLF1xAla1o60ZkJXbnkShswvgmCHtXVhpq4PKbDhNAe50KMDMgsxsnxuvxN5+LeH2uys8/EwVXdLetqkhkyfD9SZ5a1aJvcue/1rZuVVMQVGHkrF4uYS2vFlTHnQaiTKFL56kPp5OuPnKiDff2OVPPheAikBIjBAMtIcSdtKNzM9rAepRuZJZg8ZYuzZjdiULGWVkqVBM2hkvQ8xtXEa8hAGdkVjG1ib7WWFprsXcBaaGcTf6sa0SEEjp04/qdHtjeFdeBIsTgrgl6UUFs6w1FXUIvGUmFyMneATUecScXQTSFFJlhLGFGGFvMQzswkVxr5XBcyPGpHSOiTROV5ckSeaYyJJEkdY9Cf2YwyckH769wbl2YGuHpR30rgTFjg0j8cIq3V32nS/ANkPMQ8Hew97xyFaL2Z5HQ133dv8c+2i3P1lfT/m+N3e4/5mQw+cliBhQaCR9IUubSEG5jFaUT2jJ487/P89muvNQZnNhn2dgzmRLthLbn2Wz3+3f1+WVJI/Rss9Reo4YAbt734ih41tmfa0Np+dSwqOGqSZ4tWqLbthBm4Q48UtJG7Je1QvqolFwj8qRDNAISkvksO7Olq78wOf11SXmVhngR0Cez8gefZ7m2jtjcS8bB6wSlEzxnC0YBDGDVPN7HxvjvsertrdNelZ7S2m7dkQxfyX/rNnKUr6Y12DyMs5XBUijiQ+Gtfhw+Wy5jNa2m+nMUUk1ifRQiccrrov44Xe1+PnfCxgk0magtCRxrorUovTZjANROeFhW9IofT77WpRiA9ddb8BI4wJMkV8AedCZX/RmxGlZHVCW8bOmo5I/FvGDcKtAFkdkJdRKano6wYtTvGbH58y8ZP+xmJnJgGqo1pztMbRkrBUMjLxXfEizqvi9YMHyYJ812Lu0/7xcS55Ik3d7222zdUmilMb+ZrrbzbjOg0uZ4AcJdz3q86n7agwiH6perr1z9s4DW4bua3n75WXV3i/Q+jdS2JSPKRsCNxjlGF0P14qnWiK1dHuWFjupVWsJb39Fjzvv6/GlR5W1DZEgJLHw6GWrqPuUWYVfztYyE6em9NlwFmEGavc5JSiy4jzj3nexiAN6dn6NEI65S8GuZE1yNBmgXdvdhcCeH3t3wQkBlQAu2wm1aYMKNd4TB3zm5zyiuJxqLxIso0AeZXG5BugzdljLBhxlcVHW22VvWZYci0z/5vup29e59s4noRbA9tQI0FUBbs+BO/BjVjqG2++vsf9sxUoTYUtiRaa9BaUJUmYVuPPvlh8DUQL6C+iTDNwuVZ1Zcmumo0cSP6P14lIqpE6R2iMeeOzZEPPm2zo8vDegGbn0q7Z6PEKR7QMhcd74UBltseYYbHInvyCldVuUa2kr2DyTKi7hI1wNeQ50QXmERM7ipmD4HLgXIE9yGWJW4TC7KKSr4Ql8wZ6thrFxjbd52qMifLpLIfWqzOurhwrT1/jjo1KlDOpV+hRyhyRj96xIaYi9RRZUFsAuwJ354EVwKfPB7GaIsYcCyiyRU3ZRpO2U16T88eeq/MEnGxjhWd97iL0ptLdc43OPLLcFCQxrxAux91AlH6P6O2Py1a1sOkvba41OJVpaX1xJTZz6SKX5kbd1OXTG5w8+5REnBcg1goGQKJ0NksgSHCWQ56B2ugK7COTwFy6ln7E5LrMp7L9p3OpscqBnmV+XQxUl7S2KoDeLDQpc2c+1FtbsqlHodXu87KTcbk9Rn6owFVXxNs1C3RcMVgSJFiRpVgDzwmydy49R0A8BezjLN8Tg5aCy9F7mcWfMXszEc973iGMiM3CrEXkysme9cnvPWA0e4wcxh85JPnVPnU7Hh6pazd55zXdpdRFFgkeUjs/o86EA6esyeAn0UNLiYsg9Ma7pIAe6zIAu0dJqcSk94jilUU942yu7fOGrVQ6ddUkFO6CaVAh6dq2xn1E7cJsC7CYHtXNLcMmffMHJnJQsdW/ZWzmwFvJkGOgZsOXIKp8fu1w1iKGfl2MF6Q52Dm43tEsbTZoaOt2YsemYXhLj1aoeQhs2r+/R7kqW2x5JWhz4YWdk5GpaC9wjv1f2QIt+xTIDmiF5IvLZd4V7koM7Y25RHsyeOSd6aLsNWZIlUjrHxDG55yUMYs2dD9X5yhNVOxxc+hbgI+ydFXnZyslSMEw5iBph8tLq943ccjbPU/elajvtsof57tF2KxKru3UhU7QkFRKVSrRQxAOP114T8dqbe5z8vM9AWx3uKqFI8OgLu6wLJ0isl2cfs9SPypehzFFxteKCHPhGiILsjT2nRrjAcwjoRUZV50m/grkR2LLeEpOXnZUMh6b8Olt0jCHR0GynzK9E7NEK6YV4l+5ev/L8gcUvrPTjfxyoCGO83JAvltxC96xVDZaBOndLKIC8JnvnYKa0fGWgLzF2DuwM6EXZ6LBzMqy/VZ5+T0vPE6S0nToySLj30YBf/eA4qfEK50QqhJB2HyBRpOWHGbzs+KzN3mvlDi6I7IwBV8kUMyRXNNnUK1eMJQpHJdfk0nrjQnskiSYIUn7q+1vsP+Vx7yMSHQgHWfsFYq3oURZUpiRL1tDkuRfuVtvs87qAMtPhwl0AOpesIq9TycnBjLyXxy/DCZ/sgmD0d0rHWbjFRwKx1mzaKBibrH2hMbl9RTX1xs5jzywfXmmGP5zEIIQ3IiOc7hwtglJlcJZLWN37qvzfl8pcS0VS2cTS3OfOX5cDyJFkjqvxfiFwl6WKN5TQsb2Wp5YEv/rhce5/om4LiKVtR0P6eFJQlRBK3CZXZnXt9tDdNUDnQ3KGhxFlNe9SjTRMl45l8VqULvqRrG6ZDEpzAMWo1Cv/zMDMdELoGR5+OmClV7LGXJiZTREvKg4zxhyKJL6Bq7V0IYzIr3Ld4pDvT0nilB5xjtLQ6laKD/LLrjTWTWDLTMbrkit2NZitL39ff+X5/d768QCwbVFRLPC9CwSKo7KD4Z9lV5IcvSqzAw/5zLpRaZLZSuVh6mUGl2to7myHgTXvqhxYulJY9zwNUj786XH++u46pqJAKItO4SGkHOq3LPobX6BjvsQsOfWsPuerPHAz8roMCPt8uNt+tMNHu/mBxjG3MbqoURESqRWp8JC9lLe/qsfzR3ze+4ceUZiUdKfAaJ8Brrsqy6+n1sQ2mAKUjkUNLrupTY6xPNgULoB0MsLag8WCkJ1/k7NzaYVP7VUmzTBD58c2lyxlxi/OQ2Zg+J6i3QmIEx+tDd7GWXvyosjQ7WVJleEkzGqNPRLtji4/q0BuRiRK2Tkx5CN4ZQnoJalSFFdpx/ojAFfaATgDeRncKbJUe/KlR0I++Pk6/dRNwReZNeiylsIMae81U/NloMPax2dUqlyA/YwL7jLveVVGE7OqhNbIUmZTlpwVoWxhlnTFWVKTao/Q13z/mzo8+FTAl56wdmHmjdv+RY+Bto0ueRHJqHXokJpLKSFQZNKkBPKs6aGkubPfyZTvMK5EAXpTcljcRTBqZpABurRKCVkEmt1+QqIjlGe3B/eiqAgefK908kpL5KimZuR15gNn5rwc/XlpZt4q5yQDeNkeLINbFDt7qVU6XA974KPsLdMiwPRiugP4pT8a58jpEOMVuyUPae9MIg0BewTQrAHmHMJiGM8vIMhHNxEYzmiWi6/Kenx1bYqWruJQlllcIVKNEB4y0ly0OeZnf6DJgz8R0u67L6Nl/rlSPPqZFMhSjroAuZGAdqA25A6LcgGlcSDLHBXhalKKJM/w6ldkNDPwirVJNAe2GHrfZP+NBKldsspZhWFoZ+BoDd66dTMopeh12ywvLbh6gaKKT2DyhE8h9IezUHLVklLIjtVX7PAc6WJXgrUkii754KW+RMfmOXMPuSal3Xmd5+15MUkKv/OJBk/sq1jPW2bMXTgnvhiWJUqsXsFysI8wt32j1Ex9Ab5exeQjzknRAEFRzGRsMdOqakNhGTwPOrW0IE8lWrh76qSK1lx7acx7vr3Jf//YBFHqWBzyqDBFMdCZFne59hLIc4kiSllOYTfoNWU2lyB0wdzSTZnNs5wlgA913OeJH3IHbxXYXYlrjqXUukxS2M+bpoYwrDM2PkaaJHg3v/T1VKp1Dh98jge/+kUqlaBoeBWrQZt9qEITrf750FSlErCHHZRhQIsRWVLo7+H9GQv2TgtdXk7qDN1dYFlJ+fJDIR/4RINmz7ceoPO8cU261jkpspblUl419LlX6+886h8Ky0T+WowCeoS1V+F9COiGcgKoYG03+yOTJOUkkLA2YioV0mhbr5IoxiqaH3xHl8eeC7nzawpqiWNq9wmlINGSPllMUYDcYEtjyW1L63m7WNWW9WYSRhcsncmXPBi+ANDzuxmRKEMYG5W+LgfrygSEEBidcsvN1/OSl1xFu93BS9JsFIEkig2Num31GmrHKl1FazF1YdKvEQhcANgFq4/IkpIkKWRKscOuBXg67HdLawXKfF91G1hKmSC9hH3HPH7342McWgxsG7zzu+2jLNi71PA8BPK15MmQNBmZ1nRhyV3I2pFaFEZ0d+E2lMpSRz1ys0YhltH5prIikyrCIKSHjA27phJ+7J1tjp3zOHhaYLyywBIgfVIHckZAjgv2VC69nN8NjsVFHmhmdnJZf2fSpQz0PGNewlluRZfBbkbAPoI/4/pHA1/QqPk0agHoGC87k15gaNRTKsHwfofD0uTrM/fqK231FhdleTLE3E6qKCdDCiYv6W6l3evRZE4BdKVSpEwIwoRzTcEv/eEYn7qrhvFVkY530mQt9i7qvlen5MXQsSiOTY7f0skqdPgw4IdYewTs2Xura1LKOjwDdDkAzTp/LINLkT13wWeqSdD40roqzYHkJ39DcX5FQFimW4HBy5m8DHKjbeBonCY32joqRjv5krspwgWZBZPLsnShKHkwJVmS4cqUnhcxX5lch8e8ZeSaaoijiCSNsZuopXjzbUmN8Nx8R94R1CZfX/HbLspeI07KWWuk0ZYRMJcBLofZumDz1c6JkMX2dGqUzYUDt9SoDOClTKV0rol9bmtNIjSffaDOlx+puVqTzBKUjsEz9i52DS7PGyxrxFVlsSUtXmaWUebOj92oFhmRK6vmhmQesS6q9MqVhtK5KZkeT4VACJf4cc6KlBJtlHtPIoytOAw9w+tu7POWl3b5yBckUSJs2jb78BIMPokR9LPOYCy47ZjZsia3I5uNS8iZXHvbgixJ4bzIsnTJmmtkwdRSiKE9VMWIDi+O5+pxy6SQpprdO8aZnUrvWLdenKsGKer9v/tb/JsfuGZl02SyMlnv/ZNB97ytTssAVrIN82U7G0gzFBQWCZ08kSPN0Pt5JeBQYseU3i+/LluBpgD3CHOXO+I9B27PS0il5tP3VfnPvz/O0XOha2IoEjpIDyEFoYSKtIPsPTcGLpstXiRzitFw1j4sBvPnU24FSCnJt1URw0P6rVcrhxM3mVM3ei9dXENlDPn7JftS2pLSLJBbXZpshlYVIQBtmBpLuezihJNzioMnPJvwGWIyR2XCjkYr4ovR3xm9kkcvcjF0fQ+XCJeTO+WkTum/G7rouYBUs/2YzU7MzMZdxHL63933taMPvfrlr7Z79Ky0Bkhl6PcjlLKziXSaVx8Mf+ahK2p0L8RRD/wC7C1HNXjB3IU0cTJFFa6JLEmRDNyyFFBmlqDvpxxdkHzgk3X2Hw6hoXJJYhM7Vntn0iTvs2TUo2ftjvmMedyXFu4Elwl82AMvjlf5hI8meyxr65GET+GiyDzjN5y+lwK0trsOZ964yJldOixqO/XKWG88Hhgu3RXz/W9v88gzAcfmS0tVHnRaGZJIQT+LB9wIN6PLdSiFLs9rVIZUT9G+Jo1Z7aC475nrbzMsd4sV8kKBjbUEE23js8BPSJMUcJtQrd94DV5Q5Tw+S/Nn8k71LNApr7JDPjhF/QmYVawhRoA9rMcLrS+HNLcutLjQpZ9pisKpkizJ33PsrVKW2oLf+sgY9zxRKaoEs4ylA7eSuB2Ky2OQi4OqRJkFR4LLCwB/1AL/Rm9mhNZG2a0IPp1bIUwhU0QJ/KVMpxTGNhhoe5y1UK7hQNnLSGjSruZV1wz4l9/d4r/80QTLvQzYTnto4UDukThmM5mrkj0KSvrcFWJpB/TSWImsEtU4IsiAPpowG64VL2EtywQxjMfsiTZQr/hcuWcbt157JZ1OL7tGYdOmjWzZdvmdIl341Wo1zKv1spoP6e5Z32O5hDWXF2o4nV72sFXJ4ivcj7IUKepJCrdkpCtnVXVg9jwZSuj0peH3PlnnDz/RoB37tpAqY27nmtjZfYVzMlRURXHAR7OXQ0y9JpjNMMt8A0gf7a7PgZz9rLyEl+zCoXHB5ZFvIwODtJF5e1s2wFObYg/Ohgc//I42P/L2NlWdYJfu7DEGnYBJMNqQGBhoGGhB7O6JEcQaO8vcCJJsfIPBDisyFHf3MzvDxH7G/P2R38l/1xQzT0a3HNduTETq9vf0wwpHji/86pWXX3Ln1PT6AuBhfQsf+eAvdJ/ZP390paPyFjCvDOYMBGW9XNbQox62LKfWhy+K/Gc5iMsyZbjkVWaAVqn7eZbIGWZuKRPwNc8f9vnzO2u0YjcZkwzYme8tEThpkt9NoWtdFnPNTOVaAY9Y/T6l/+YbQXrRrjZiGVIMoMzGARcXQakpOQe1HH6dj5rI3lMY196mjcJoRRIrGp7hO1/X4bLdA2Sa5KAeBntagNxApCF24E4csBMH3GQIqGIVaIsLANI02zqRYsiRLnR1Geg54M3wzxMNSWpYN+XTCFeO/vx/+a/dSy7eXAAc4KaXvo1bX/EdbNu+mzDoUQmTglEzWTESDBbv6QsEiuXfK3XfDL0ug9mMALu4CGRZnqyRivf8lOeO+LznVyZ55mCI8WUhS3IGlyVb0OSDfEZ3aljLGlxLpgwldgSlV+JvJlfM8NNhX3zULiy24B7axLXUt5kPDDIy98dNaTKW1sqNf1OkxkNHiqsvjnnfT65wxa4BxGkB8vweO7BbkPcN9DVE2oI8dsBOHHMXgF+DyUusXDwXxXMzwt4jr8uPiYZ+LGh2U/bs2c13fce38Y63vSU/njnAtZqEYJrlPnhek/FaVKTgKRoOVteJlOeWmGF5Unqe/ze5GzIiUYakyGiFYIoUw+DO7EALbk3bSP7nJ+s8uTckVSXWFkW9CZRswSFQly7iEiuPzh1cNRZiCOwlvVhG9Qsg3IwAu4xwY1az+mpmXy1ZyvttZpNps/oUMzIZy1qIducIkUquvWzAP39bh4ZM7ST5NVgcY1u+Ug2RY/Mc3A7YFsRuCxZTkiuunj0HthlhZm27yvQIuEdBrUuyTRtY7gq6JmXrFsHObePs2NrIj6uXI12EKFE9FAYTh4+cHtu1YSJBawVGuORKVn+S2U5rJHUYCS4pvPDc+x4KMEvvSV04KXm9SVowuUhdPYoDu0hQIsXzU7oaPvCpOh//cp1BBmZZZm/rx0kH7mLLvTX22Vkj8LlggicHsCgkyypkfz15MsreRXnqqA7XkI8yLsBdliy2J1EIiXRJIGEEwtWoCCOt52yMfa4NApvpTFNDIAzvfG2Xvcc9PvDJBp0Ye8C0o8Ls0TWwpVqSb56cp+pt8JnFNLZWxYw4KsXr7FhnMaR9LgoP3GSzUErBZ3b+nEU7MRGza3uVRm3ysPDrh8KgOKpZmx3/47d+nbe85dbDnldd99XHe688PxfRqFbczmRZ02/hcxcF+WX7r+yFF53wQ+wuhqWNVMPBp8ozl6tlSgbuTHt7XkInhj/6TJ3/+ofjnF8KSt05WbYyey3xhG1kCIYaGbIUfbn5Ios1RtL2spiKm78een/1JgCi/J4YmVowIoXKTRCi1GSSzWsfre8ZDYCLWplywq200pARz/C/Yy8Pm6GcGEu5/vKIVlfw3GHPJoGG0rNm6Co3uC1EShd69vuF2zEckRT/7eqVrHzVF9O+3NVQcuKFG/kyVpNcth3e8vINrN948e8cO370/RfvvmE1gwMst8bxvMrndq5vvDUdjF9jiErdMQXzZn+lmEA0Wmg1ahMOs3bB6LpUdFWyBMVIgJnZgqJU/qpSZMXw15+r8cvvH+Pckg/BKHMXDJ5JE1+UgCxG9tlxB29t77vwuYfO99ApG3nzb3grJzKyN0xWrcQoc5eGZLpspzbCbqMtisBUmMITF8KxtsA9SncOFcIYO3Y5MmycTPmZH2yx2JL86e0NqLilYxWT25tGEmnrKuoslZ+zt10pEYVnrh375vv9CPLpWKtWzgxuOYu7zn0sMaEN8SDk9Nn6ky+7dexz7XZv6Jiq8ou/+OiH+I5v3X2iXklvqle6143X+tSrKYGfFixeakMToqgpyFivDPJM26o8/U6p7HV1IZUFeur+TjrkfZfBLWWKV9EcOu3xKx8Y54l9FaioYcYW5VpvgS9tyUXWsZPt7b5WO9poo4NyLDrEvEOvCyYXObO7zbQuwOCivBJkzL2K1UWeUBrqAy0d8/w9ygm2AiQZDvMK0LKUzP6b7HcydtaG8XFNtWJ48GmfpWWZzVMuoS0j1PyyLyWvRi90USLmYfYuyhXEkFwrs3j54tZ5kJptDqCRQpHi337fQ4d+57u+6/uHAD7E4ABjU1sAQZAuMVFr28JxU9hN+aAaUXyS8sFiqHtnNWsXxVXanaQ1WFtoxJrgdvdAc/iMx//7vgnueqxidceQ1132vq3nnY2B8EZS4UJcQCqUf0eWJEAZQI61RckjFOX76O+LtV2SDATlvXBWjXTL/HFDzt52U1ZbJy6M3RhqraIsgQ34hJYuSSQRGoTQCC2zkJVUKNAWfrpveM31A37xPSv83PsmOHI2AN99Q5cAQmfaqABp4iRLqgu3Kmdzl/hR7uK1rG7y/G7RiJyJH3fcRpJfdv9Qa0/KDoxN1Lhk93bSdFTrrAHwl932UpBe1D79FO2VU0iqYKr0o5AkUaQZyLPTUmIFMvYGV2Slh9Lxq6XKcKZSCm0P+ipwZ5nLBOVrjs15/KffHefjd9aIhNuNSpT7KwtwS6xjUtR5r7H99mhbXlm3lsCZA7j0O2U78AXVSfmHI+ehnDEup+mLx1LJbPa6VCdOBvqhzGbRCCG108rCglzkmdAM8EUUm0mWRBsqXsK7vqVHqgU/9zvjHJ8LwbcpcFegMixdUBisc5LL5ry30waiNklq8pVFuFa4ckieNz64lH12yxJbg1TQigVa9FGmg6ht4VWveW0Ux8nXB3h9fBKY/YkvHbjp8j/8eO9VV190lB9/e0QU250OsiL1Eu/kwM5YPE/Ll1h7FXPnz4tqwdwtcdagEMPJHM9LOT7v81O/Pc4n17CGkAAALQdJREFUvlQjkm7rtTWZu5yxLA2vd+Qz6nkXPnepMbqE3FH/ewjUo7T9t7iN4rpcF746be+OvNtqJGPwUa88199DOrwMcplPeRJkYx6U21sEkgR8L+U739DDU/DTvz3B8bkAN4d5+CLM9vh2P9QIYnBD8QUag5cDrrhglQB04azkkio/pMXxLBdW9SLNv/i2s7z6qlkq07vv3rBl60+0V1ZWHVc5+oYQ63ji4Ttb29ZP7r9xT5D2BhV6/YA0dSNgRuTHMHhLweKo9BipK5Gq0NjlpE3G1iLParpMpUo5s6T4md8Z5xN3joJbFaV5uS1o2cKXw106a7F3BuZVI+vECHZLgB4NMLOzPQT6vwG6RwPMUV+8eLO08akDbyZ3NMND9LO5huWt9vI5h5lXrosEUJbSz7OdWpEkEi+Fd35Lj//8niYbp+OSJz7qj2dZUDs5ShvnlbusZ5YIyjzzsk+uS6+HR9Zl36k4DL6CWmCo+j7PHZtKu72p/Q/e/eXW9o2TXx/gYHGzsNR5z3xz5umGt4UT56aJEs8ezNKJHrIIczBnvrZj6FJHfFEktRr8Ir8Iyin5bFiPJvUF7/90g49/sUakylLEG3kc8bxHMpajuntYV5vSdxtxUEoIv5C+LjYxFX9TfA9nM1cldYZ973ICKE/wsJrBy10/RZOEBfVwZnM445ka5X5mU/o6lXip4V1v6PKDb+3gpaktAlkL5EN3292QuNR+pEWe+cyAnaX5i2xlMfQ/v2BLh0cKqHiai6cNSXcjl2xvPK3T1nvSdO1juybAX3LD69Fap29+1R5zxUVeHlwOxbl5h4UZ0tkF2EfYvJy1FIUUyQNKkfncw7JEKQ2e4I77q3z0jhqDfKJQGdAlJsdug5gFlsMZS+sUKDGsvTPJMgracsKnfGEXr0tU735hVZnsNwLu0i8OyRQKVh8OOt2lOFSfUgL3UBq/lNUcCT6LRzmS8cwYXGIck+tUEmrDu1/f5Vte2kOk+sJMPgTwAuSDLPNZZvO8UKtUX1K6QIcPEnmsoiQcOO7Tjq8w/b5O3/qWb1nz+Hpc4Hbby24lTXofPf78k5dU1Zm6kIb+wCNxUgVDHjiKsrYeDSalzlP9BVObPKAsOydZCaxNy6dITyM8+Mx9FX7ityd4/kjoGobXAHY5sBRZtnI0sCwz+Op2tFUZTIrnRe/gsG4ZSt2PgPrrgnvkxK2WJ6LwwCkHliOeeNZFM9SgbIYe9ZAeB3L3xO4uLHB1407rCGFsJtt9DGEMJoWrdsX8t3/T5D8ouP2+mpXcmYWY6/AyMpX7chItBLFzXQx2Yysvv7CtIaBKVqRwMUY21cEAsYblgWShC1MzU53Lr7r+o/Va9YLHWF7oB42JLSbuPPRbjekdC194tMezR2N8BWlq7cLs9BU1G8MMPmQBSgvsoiUtHc5O5hWBhR0olQX3X99b5af+xzjPH3XgfkFpYn1jX9grN9+ZIdPfjIC6BOC1BoYyIk/W1ONrAHuUjddG9wu8P1Kjkjkl5dejen0oZQ+rtHe+DUpZj5e1d16sJVeX2qa2XkVryf+vvS+Ps6Oq8/2ec2q7W++ddKfT6XR30glZgEBYQkggAiqIPkWUeeqMOy64MPp8b5jPzMNlFNCP4/ZGRh03cP5wQRBcBkQGCMhOYoRAErJ0QjqddNJ7362qznl/1DlVp+pWdxKSGGDm9/ncrlv77brf87vf33p4leCULhc3fWwcl68pBio4psnVS3L1MAU3aJoiRADSCgeqIki39YSWhKUoCkfYVg4S5CYTqPoEi3qKuOCsQzhzZe+h3z60+ZsLejqmfdTTanAAGPVWYKg4jvuffg4rektozgeP0zI9WNTXeLhejcPjhqfU0iTFgxLRFF+6DH0wmXMCA7jzoQz+/l/q8OyO6cCtGZbSH22G1KS2eU8UNBGplCSNW8cwm3AhpiQPaidMM7NDCqCToepQW6t1jYaEzfLD43RtHvnEBUnT5gHPJrLyXveyQNBAs8s8FS7dM6F3TLCozXLVx7JuF1+6ZhxCAL+JaXJtZErXYVyCabC8QKmH/6/yskRPW0SV+AhKCW0DsA2O0+cyXHxOAxat6IVp1eO6GR4vnWEfxr15lXIl8+E3Xbhgqj5rY/e+LIplQ2pwPRMwek907q3ArXtGEu5AooFbAR0GwW//mMF136rDszusBLh1YCvXYOD+iDIFtSSqUGuLGl6dpCQxAzIB9hDk4TJe+KBGQPKYI8B3CGJ9PQR2jJSraGF8LsuIoyterr8Q86DUZB3q3pWabEPJydUEtDL7kHMGv0qxvNvFTR8fx6Wri1Jb84h/YzrDU2pzRBmJVZ2Xc4Q55irVVrkTs7bA/FkEY2MGXjy0eCrjGB+eN3dWZabnOyPA2wqjfOVp855Ycur543/aYWJsKkioVz25DW3eyVhyFImDm8VcfnFw04TmFgbB7x518Jlv1GHzDkvml+j+7aQWD9Qz1cCtuwNr87xFCu+u7b8I6RWJDwASpzAa0NUvSCpvSWxLsBBtBwl3JlNp40anBm59MHAd8NJQQwrQdfehXhCh0ZWoFzmL6ApnUVWQT8GrwNL5Lr7yiXG8flUZzE+APPXlxUDONZBXOUFVELhJr4s0QgkIchmGs5aauOSiNeO5XO8TB/aX+EwYnpGiZPItyOesg8LnV77xolPvr4w+Ztblq8g5VdiWC4N5IX9FmB6rDE2eMCw1DU8016AEN6EcghHc96SNT/1zHbbsluDWaUjMuKThiyAK5kS8W8RAPZMRmZoeG4K8dluI3cRx+vajFZF4hdu1jTUBTmhgJ/oA0KiKQFjDSaS/mQBhYXJaTrmiK1xBR/YzUU3rOQdUmi2qPpZ0ufja347hYx5w/5MOfHlO+n+p7wgeXFDYHJmkvmwIxABUuIArBx8jAvsOVuDUneOWK/zK+vqGg6if3sCc9mMoaSzYODT0IvoW9OxdtrR3x+xZHI11B9HaNIaGwiQyTgWm6WoaXOPdkpuTWJCHa12nIo8JkZr794/b+PhX6rG130LYZookqUmSfyNOTZCsztGjl5H21l2DCqBxoNe2XUsFtA785AiIDjksuNPC92HEEkm+HeUEJV2JPEZVELoMI984CQdGVA0UVf+oIgmhVQYJTjR/OYVQ/nHOwH0GUSXom+fi//2vMVx0ttTkPk/R3B7SXYkCgkt/uXQlFjkwwYGxKrC/yLF7QqB/woNnZzFn3oIdbbO79u7Y0Q9CnBmf7YwaHAAopfj5f9zXn8s2frA8sejBAyPPw7EN5ByBJfMBy7DgekaYMENUjglEAtzx4oWQj5scnAJ/eNzGtV+tx9Y9FoSV5gI8PLjTtPdhy870/OgERpMGaBLkteAVEWEJ908P71i0UjssNCYhUjg6gUoEEQiAIVh0TDgQSNTbW8gK9lBLcwLCRAhgCC61eUBZIIsjIAAqGwkFCVZMS5mVjr0gdxWkwtHX6eLrnxrDJ74K3PdYJvgFMOUHI2x6daqy0OTnDWM2PkeGFnFq7zjyGQ7P83H1X12AU7qnPjgwcG9/rrDqcPA9PMCbWjpQLhVhO5l9L+5013/rlg1rbv6lwJwWF9++9iDOWCjpiVANzUWovWvATZTHRHJuG9h9kOGRP1n47HfqsLXfgrDSfNyJdRqF4tVUf0pz69o7jabEDcyE4ZlCVUIUx9yFtZX1+uDQUuaj7/AwzzmkJhLskdcEEQUJ1yOfODTghr5wmZtNtGhmmJGnPCqcyI5ZAUXgEqmERtpd9Twmgkq6wkOQEyrARZS3QglAXI7FXS6++akxXP9dgcc22th90AAs+cG5kKWDaSBnIchDp7cQOK13Ev927TCa64GfPjgHmfyK9Z3da/cVSyXkstljBzgAOJksfnPfH18o5Fq+Se0L15wy50nMagKKJR+lSlX+g1wORhHx7ITmJsQPDEvCQW1g64CBL3+/gLsedjA0akwDbuV/0tpASbApUCvtrVrGJXl3SEeAVC6u04zYMdBBL0Jg1/CTuCsl6W6ZEd5C194SpEngp63Hjc1EeRtBFOWUxieHCDAkB4fKYSG61tc0PKR2VlycUsm9CQ/cemp0SNwrTU4rHIvmufjWZ0Zx18MOvvz9Ara9aAI24sdOB3L5MBgFTEqRs7LYunMuMhbDZeefiYZZmW8O7nnwhfZ5FxwJdI8M4ADQ3dmDbLbwxGvPq96xfM6hN+fodsxpKqBYnoJtVkEMFZ3Uw/W8RnNTwsEcgRcGDHz+5jrcdm8WZZ8Fqnja6KSmySXIolC8mIZv6zw73qg/bVucekRADbVzSgw+xtFfgmE5ndSAuiYyGQ0EnYPr2pwrP3Ko2dV2zfgUCFJlIaOGsjstRXQ/zolEtwK5CN6IBFiVQUoA6vqY3ejhXZcVYVsCn/uXOmwfwAwg134DSaBGbArUG8DQ/hy+c7vARat70bfizDta2xc/wSuTR/ws6ZEeuGRhG+oz4/3r1p79SW4U7hotZuB6CJ90WO+ncrp1ikIDzc0IB7MEtu818VkFbrBEwcI0r7BpZgBQA3HPSdCzRetQpYE2tqQJ4Cb3ExLT8KkJVrXjIEFrjhDtIm2VSFBr4E0cHlvGXIGa0ZnIP0GquzAyOvWkrOB6ulFJtHvQuK+ca4lZWqW+V2awucCVF5Vw/UfH0dPhBu0ohDQ+ua9FQHnoNtT/OYqgdrarw0ZnR+au1rlnf3Jn/1Q/c+Ycf4ADQGNTOzZtemz36aeufKZnfjPy2XE4dkX2CIwimCT0gfsykCPD7zbHrgMGrr+5gF/8XoLbSOtfMjO4FbBV4lRymu24gSlSOsMKpSygWoqluQd1cCdpSQzkSeV+lNo88pgkPCraUi/dgg5QbX9qo8rk/jSga4OBa+H6eAIXiQd+eKLPitDaUAgGIRh8j8IRAm+/uITPfnQcXbPcIEYvNA9L6DdXIA96M1Y4MOoS7J3wYefbsGz5Wc9see6x3T3z24/q2R4xRVGyZGEbjEzXTT/ZvKGnlLGuamk4CIMZADTDkqggTvSqCoKnN9m4+bYcfn5vFlUiCyBj9IMeFtzKqDQTvDvizhr3TnhSkm3Z9LzvZBQzTkFqKUu6F+UYJDSsdPpBND+KRkNCoEsAknh1T3QdSTMQGZxh8Y4gUbmb7oLU6Ini5kHZG9XIeMTJYw9Bqksib0gp4HuAZXBcdXEJ4MC3f5HDhi02KtxAOLGTqlMTVEZBgx4qLq9g7TkEV11e91Nin3ETE3uO+rGyoz3hC1/8Oho6+yojlZbf0srUBe1No/MydjU0LBkT0Du+MsNHCQS3/DaHD93QgKeed+CSRLECUUbk9OAmJPA4KUpiUISFw3rzTL31AlOtLLRt+tyesRYQBHJ+IkQ5K8kCY3VMWOyr2jmQkN5ERcZqO9Foj1pPqe9M2aay6OLr8fNTm/MnKFV6V660ddUlWP9ZC0CYLN1T20KAa1pBDZjgEjLUDmBJj4sr1lUwPE7x/DYDrqrthGrVK5dytLUUTFy2svmhv37H/LdZ7uOTPb0XHjXAj1qDA8DffuCdODTwn0Vg3bPlg1vPIWTUJMSCmkaCQM62YPmY8gl+fGcO//DdAkYnTISzpiqvSAhwkg5ubSRGkUoRBW5Qq63T8rtraArSv+Q0x0j0/em5JiS+VOBNPqxpVLwefQy3ISWKqQFKBEn5GuXQjU7lHZFGJBKptZqhWWN4Sref0vY0vB6ihj6CQCCYjxOIeDsFDa8RPRwOQoiMeCqQB8HAloKPGz4yDkYFbrkzj6kqgp9kIr9/GIFfnlfR2diAVee9qXrvelq8ZO0ZLwWqLw3gAGAYDH9+fs81bnXd6p6mXy0rOAI+N8KeJczwsP0Aw68eyOKGH2jgDrP/kgDX1jVwE6mdFTUJAzq69oUycnUXYG36qz4zRY2rEPH1JF2p4eI13FzDtLaNpLybDvAK5aleElK7LxwoyklOooEQTDUSRTcDd2AC9FpQSLkNKZQvXfrJITML1USUnEqWwkEFhUAwdaFSwMqXrTzrPpe0kRKA+xAuR1Pexxc+NA7HFLjr/hxeGJLgpgClDIR7mNMi8Kn3nlU6Y9nCxyk9KlPx+AC8ftZa9A+Uhe9N3tX//O4FObLd6ekoI5txQQ0Pjzxr4nPfq8MDmzKoeKrynSKe4hpPdz0ScLOQOqS7B3V+HdPeOnB1EMolJWQazZ0Ssq9BdOK9SKD8MBIenohoRjtR4yMPtXdsIGjbRHTutFpcAT7U0tp1gNDdSGX4nlMFcjk9iuTkVPr9Ik4uIsaBoKm/6mVOiQ+vStCY5fjSR8bx2vMq+Nz36vHoMwTwLFCHYn6TwFsuXlB+4+sv/no+Z/wDIbmXCtOj5+C6fP2r/yTmL7pwfanSxDK2t+qpLYNsaKKK3QeAf/xuA+57Igcfskd3WscpfZ3SacGtt31QszFM1xFWb6IZa6qT4OexxjtUUowE9w55dridaOeS8Lyo6Y/OyWt5ebQ+A1eu2U5qeTaIdg5J/EpF5wW/WKT2lyz1lyqiWMkU4Th901o8xKz0iK6lu5eCdRk7huAUhgEs7PSwoNPFrgGCBXOqWL6gioXzeqtvv3jBTXk6+IW6luW1vSCOQl6yBlfy7sv2Vxs762783a9bqnesn/v5157TTwdHXDy4sS7oNqWcz+GQVo5o9V7X6nFw6+0eQncgRNi1INDW8VTXZEfY9PyTBAefbjmtxieIfZfhFx5jMIdjJTWSlk2YGqpPUhSC6ICQpvBoRjTt/Nr6Tt2zEhmFgXIWkScFAOVUTo7MISd4AEWgySmlgbZHdG4QbAoGTjC1oJwoi3BQQuFXGJjLceGpHtacVkH/oIUr12X4jtGWz9/ycMc/N284WD1WfB4zwJvmvRe333lPiePsO97zlqbPoTKIXz+eB4x6wOQRd1OukKTFrJaqfRRmALem5fReJlS9lM87+UqCNwngJC0JgaohVvckILZ5BjYir5JQZiKNiiRBTdKvF85qr7i3dBFGuScaB1cGKEgczDrgCeIcnyOY8JVEVIUrbo7gRpwEDQpVQBMhyIPMRBXxDAJ+CDrZEjV3vZAgDyKtrkchhMCyHob7NxYwxS8WV6ztvGPdRLl0+llXHCs8jx3gAHD2aZ2Y09axbfN2+tG7H3rDzVt3bqB1dQbGq6q6I8w1jDS4QkYsGSQKwStAGwS1XFu9kFa8kPJzrzihBuwQMklQz7AviTkSV+vR+xTtPgOWg6XGtdWJsYBNCp9W2j2cp50kvCfa9WKG6zRanEDNEEiiCa9k3VgQmZd8m0A2DeIqZQUxkHMqwS0nxpJghgoEyqh3EEBiGJ3IYlGHgxs+cS5nme6PVunKbcLcdTygeXSRzOmko+sU/PrxwerCU879fkuu7tOXnzcLddZU0EQ9dP/JlsbJsrMEuMPwO2bIM4FWioZ4ZqD6p5Rm14FLo1vFga5zTySAnoLhNC8J0dGaOP5wkqzJjHbMsCrig0MP/kTXjaKWap3Lnmqx8Lu2RCwsDy2iiWhdn0WCk3gFEI9C/UKLdPoq4ulHZW8AgWX6GJ8sYcue+ShXWj696pxV31/Q/Ux1xel9xwOax0eDA8Ab1/RhYN+Af8WbXrfdrmuY+P2mocLAyCQ4z8igTsSxY5ICbpUhqFobK5oSUYtkL0GB6QIfQcqcRkVm4ODQj9G8J7r21udP1z9/bNsxSIDRuDdEpxthICSmwRFpakSeEgKhVfrI9mhSkxNVvEziAyTg2oGLkEPT5Nr3xQVAZcIUlxHOGrqi/QoFb6R9pWp5EXRV8PwKnEwB5646a6Kxbd32keEBv6n5pfm80+S4aHAltpNBLl+86+2Xr7rmU++7fLi7rQkMACEUhNCghbFKP9FQo2ooVWKs3oVKB3fq/PEJXqzjjtSAvZaDxyhFklokQJwEdSpBqeEx0z+vmmr6FE0uUs4JB4FaxlJeUwxIze0X5ZPrGl7X2lpLimSjIEjtDb31RLyuM3Y9yHtwCt+n8DwGzzfC3JVqFfAwC6zhncOudck1z2yr3pXNzlyhc7Ry3DQ4ADQ3NgIAdg+O3XrphRcYw6Pkpk2b7mm96/FxTJZyqDcDDVHyCYo8+kIJAmCrZj0GTfQwgW5cJnub1HaGjfJMRA34Y5Q/xdCcbrsO8piBiWh7atDnpTzIJB9PLNM4tjpNaf/Idy7X1SAg0v8Nqf11QxPSiwJ1/Yh/q/vqn4Nzmawmo5ZBkkrguoSIprrhggQTXvks+CWxqhiZrGLjroW4dN26oe62S/4PePnWhfNbjyccARxnDa5kXls9HCp++MG3XnDdOy7tGaqzXLTaPlqzHHWmAPEEeEWogsFQO0dlZ1o1PDTvyTSATd2W1PAkBcSIh9b17dEGRCH4GPeOz7Cm7yYvgavo2YI6JUjTyNFJcUNUPzHi1OGh0TlKOyNNi+v3ihdNRFX7CR6uNRFSbeKC5yBgMB9Z24PBgFLFxthkDhNTGVQ8ikly+pDd8MbrSlPsh4Q1nwgoHlugZya54cYvwWpftGHXfmuoVDLWzslMZHzfR8GmmN1cBaXjGJsQADFgUAqHClhUzhVP9HnhI86dNlFUahNNxctp7f5YsIdEiVNp26PziBYYIlEASO0j0SDQE6pq30fL1Ep+gjBkMB3FSmZBUvlGadKYnaLeIxnAIZFdot9H7ZJviASprkUkdOVY0QaQpgFUp2HTdOFYZewd5tgxUI9yuQDPF9jxYgZdnR3D55xW+IyobvxhrvG8EwXDEwdwALj/d7fjosvesWlxV2HPWYv91z753Ii9ZJ6Dq15TwcVnDmLbHoH9I1nYJkOWBZND6X289ek7ki3X9NbHeueq1L7fadehEVijaGa0XZ8yhMbAq0U+iYpgaoNAj2jSwwMcZAawQwcz0cCduCaS55MYuCOPbNxbhNi9FDij768mcCUBrWiM2iMkwlVhRfC/c+ScKra86OH6W5rx5LOtqM9kUMiPYfNA38Ts2T3X+F7m39t7PjCdD+m4yHHl4Gny/kuneEeH8dP7H5ntrTvb+nGLM+As7/Yxt93FnY+42LQLcKiAwwQsNU9l9Czjrj/ti4GmodTxOk3RJcm/Y14S7QQdPLomQ/LeSIAv/gdI+QwziRBxYMV4teYlCYOVJH6cnpAVex96TKbfHnBqGUAiEQUiajtRM7AhaMxJiAziEM0zQwBVdM6D9aCSi2DzLgO/eyyP+Y0MrVkPczqWlQtN7R/4wb0Nt7UWyvzwT+fY5IQDfG7fe/GjW37m79zfftuaMxy/zqn8RLDtzj1PEzy9PQ/bZiiYQM4UMGQ5OofqyhR5xJK+57h2q6Un02pC1A6CGn6eWNZGOkniAjX4PizCk8HMEGtaUpQqzxdpLx3w+v00ROv1DyS0OjWPiwI7osglh5zfUhqZKvVW4l3+a1EhhuA05OtcDg7PD9yRxbKN03qreP3KQ3h6m4DInlIeLc1910feOveOh5865J+/7qoTDb+XZuS/FNm+6SfoWb6CfOuHj165fsPeH/W/uDm7f9RGuViP9ryAYwQP0eNB6Z7qE13zgUlUxRMvZEj3tOiJUzoVCWdGS1IbGk9uYjSiG+F1qE4z9KQrNfNaPOmqNikr+VnUvdT140lj8c8XzcocnKPZJ9rcpbEp2ImQ19DnNk3MWxoWgujbeHheVI5YOzCD2c4oPI/C84NOY7blo6l+EpPlEewfBlpalxXHqr3vufA1H/nFDd/4mbjukyce3MAJ5uC6fPPmX2KXdz5uuPrQ5hcHu3auXupePDw65ZQnDbTXC+QdAoMFeiGY9hlIjj/NPprWNZjMIiQJgOjgJjXA17L01LkaQIluhMb4t8ouTOPb6Rw87fMj5f9K/r/hMeGSxI5VbrE4Pyfpv3hQ5xDNgFT/n4hz9MQ54Tcjgl9cz6eoVE0USyYmSyYqVQMGE3juRYrnBpaPzW/v+9Al76v/aXHLf+KCi97/l4LdXw7gAPCn9behZ+nfYPNg5ZkKbx2Y1ThvbZ5OZZuyLlobDLieQKlCUKwG87Wk5SQljaNaLSxSAR/zXGjGYo1Wp0iAVj9X18gBUsJ9lEQlb0cI8BjYSDoAYyCPHU9qz4e2L00RaIYkQeKY8Lkm0ha056nHB8LvQ31uQVCumhges7B70MToBIFpt+DM0089tPrM7LU9i0r/vrLPwKIVH/5LQu7Ec/CkvPtd7wQAHBoevcUwDOOPf3zkxl3bHmjdMTCGfIkik3UxsDWIetksmDxWScIFHH/IiF6hFtOPSR6fGDkxYzNxkoRSii9cAYNEH0rjqfquaUXjyjU8PnFNtRoFZRCS7MC1HYX4iX7BkKira2i8GipEr8LyUXg//oBqwQ0AhHJYzAelFezcboP7BCMTEyh7LVh1/rqh2d3n/J3ve7cQq/6osXI85IQEeo5EmpsakHPYDy65aM11p5+9ZmjvWBZtLQLveN0kTlsyipFS3J2mcpTVXC5RPxZdU8WNy9iXEq5HXxFJfGkxjUniQJ/OCAWg0l3CPckBMpMI+SfdV0ZigFbHxgI8QBhYqQkKqfdaeB7a/cLQvX4f/RU+p4B/qxbZgIpOEkAQ1GWreGpbEbfe42PnXhennWJj3UXnDfUtOfe6ikd+kMufHHADJ0GDx25uZbC5v/j9wqxV3l+/2f6aO/JAoyeGMDLBYBqAYwgYLDA6y34wOxcICbIMmeRXIRjFzADV7lujwTUuK1cTGpikgDzpTjwCbT2DhLMZ6OF4/ZoR2qTrDuEJobdJqeRQcyO8oArfqzYT4X3kzZQrMF4YoXh4NEteoPYpXGlQ+tyH6zM05H0YZgUj5Q4sWLxmZOmpyz7DWPnHhDSdTIidXIADwJKuLITwbl3ccebwxif39D69s/XLY+OPm42Wj/ps0CJ8aILgUJnBFUDGEMiyIOJZw7VpQiMngDwdxdC36+tJ16IuJEVNp9kMRyway9GvE2pdorlNQ0qiJRYSBeIA5bHazFoGFbu2OgyQfQllT0IVwicAGOWwTBemwcE5Q3nUxuiEA9PwYRk+8nYR1777dHf77ub/Pbtz5faKm/lNzjjp8Dr5AAcAQgx++wPb7nLplVZ311PFD7zF+vbP73yOFOwKXdhpoiImsH5rGbuGHIyWszAygAMtC5FqhQ9IMYRQa/2n8eyIypA4yEMNTdIHTfI+iXsdicQCOMnno+1PauuQvycSsVKDQ7FAj/qN0ti4pDpcdlEDCJhsB2EwH7lMGWW3jL3DBI/9OYNy2cGCuS6cjMWdxtWie+6Cj112ad+P4L9QJcaKk4CkWnlZABwA3nLBQvTv2FStK8y61fCq9685h7+N+cP/tLCtH9nCGN584RT2HOS47ocdKJfzaJBZhwYLaEz4BSIFWAkVHNPw2lL3KtRERhP0BNp23asRXJfEjkuTWPITSYBY49BBWFwGVcJBoBuTJGYYxlJkidZfPPw8WvaVbnhKdc+1cLtA4Ee3BIFpcIxNVfCPP85g74EMcpYPG2W0z+6AlW/6v9mGhT/3MG/Plq1j1cWLXh7gBk6ikZkmXT2norG1r9S/d3Trw9tOufGSNfM/P7+n07/7iRZs3TkPFy4z0NVaBkRAXSwDsM1gGU4IgXg2XlJqmIXOsVFrTNbsSxixsWunuRkSV4tJgj4AiWxBRBo5bV03BFWed5jbqq6l0l1TDVmhDeRAk3NO4HkUVZeiUmWougyuF3C/3UME6zc0o7e1EW84L4t5C+b7FdL1+TNXL7uxODG6ddGC3tLiRUtPKEaOVl42GlyX97zzCmz50y/9Raf91fX79g8Zaw498mmr+oQ9ODYI32eotwSytkDWBmyTgNHAEK26Aj40AGB6OqFviwdQEm0YQgCkg5QcZj28R3KjBDdJrOvv1abYr1OCpoTFDsnw/AyUp/b/j0YM5wQVl8L1gzlxfD9o6lMquyCgmNviI5drxdlnrKi8b8Xqrxbyrdf75HZc84G3/AWQcfRyDHb/iZd9B8bR1kpQKYkbtu/auurGf/sJfW6ntcoujRuNeQbTIMhlKCyToljmGBrzUXGDc6MGQXIZtlYmYVhcbY96CSZC8rHATzKIo6fO1kYyw2OBMApKEFwfSGlOlGIsR0Gm2o5cUcg9pe+LDL0HXfKE7NEoYvsoRWxeJUYDkFdchgMjFiaLBmxLIJ8JZtHL2SV0dfrevnE80tT+YT537qJHRsfodT1dPgg9eW7Aw8nLGuC6fOVf7wKoUYA39d2JQ/1vf3brXupXy5g720HHLAaOIu54GHArBI4ZcXOWAnAd+IxGoI7nm+jptBGQY80vE803kzkoJAbyaKAkwTptVDYWRU0BeayRqJ6bI+TcpdIApxLs6r3KSZFznBoGh8E4bMtHuerj9gfyEL6DjlaC9uYKcjkGYs7lSxa3/ayl2b66XPEn2rrffrIhcUTysqQoafKZD78RAy/2T9TnMx/fuGXPC2PuY8uyKL6ZunuwcnERw5UxDN7TBOZRNFMOQ06RrhuLQG0EFCSFkpAIyEm/eloUFNr1k1RG5+5JCQM3UK6+dCNZHZf8HwLOHIBV6A03oTIGxbR1nrHnAAHT8FHIVpB1Snh+wMf4iAADxZJF3VgwH3ewwvnPELP3G8OVqYme7s6TjIYjl1eMBtdl2/Z+ZDLZrp07dn7dL255c7W8Hr+8fxL9B+qwda+JAhGoywQaPJZ4hUCDMqm5GQUYIxpdIaFmjlXzKHDTZJs0EiuQoGE+yjR5J4i2ATgsPWFUH1gildKEmjxGT2RbaSZfVITrsUIRqdEN5qMuVwUzp/DsTgu79nl4dOtsvP68M/Ga8xbd0bew99rJqan++qZXDrCVvGI0uC4Le7swPDzav3Tp0s8wl926Y1/HJ5f07V67vOcp/OuvS8gSB44p2/cSFQlRWkuEoW3dO6JX7SSTsnRX4rTaW/6JXJC14E4GXGrmcCJHYBwmaywhNbkev0fgFycCoFoBg0pnUOcH6Q8UZZ+BUQG36OHJ7R1Ys2z2n4eqw9f3nXK6Nb+766nxotff+AoEt/bIX7kyVRagFH0bnniofaJa/c6Dj+5YsHvbs6yjdRJ7D/p4cX8OjiXCNsIAYDIC0wBMAzCY0ugkam6PpGEZ17zhwws5vcoDpzJ/nNREVZNJWGpbNMB0m0B7r4FSv28yU5LoBqfk3IEdImAaHJbJYTLZlUoWBjuWwO4DZewetNA7N4MVK7p9WujdvuXZ4ts4F5veeuWxt0472fKKB7iShzcOwud+V2l0sKOzzfjF6L7f1N2zfk/u0T8ZsAwOjwMTpeBfzjsCjk1gMgLGIJckkZMd96boPYv0aCEhiuYQGIyCUhorXg7PCUMtJFoX0TE6qA2m6FPkKVHuQKWhaUqqgvq1ogQS2AHADUMga/vIZQIX00TRhOcTMMLxwn6KA5Nzp/7myteNz2ooX9nc1rCXUNZPSM/J/kqPi7xqAA4Avi+CdtVivH779hfOHZsk39u2Zbv3h8e2NI2PDheW9gzjvqcsOMREQz6YmYAxwDYpDCNhHCrwahU9AII5J7mQ0+8FvNxgBCajMAwagJ1FXbH0LMAglCJzRrTtSpMzRmCw4JfFZIBhRDWqXASFIGrWhJBvaxVLuhhMwLE5DBqcW5+vwDLH8cBGhlN769DUVD9BnWXD87oWGlNlfLC9o+fRttbCGAD+UtpevFzlZRXJPFZhjIAQwnftKY+YTtfd+XxD33OP/ar3Q+/7n1+84tJznr3o3Fkbm5sbyu2zcujuAATx4XoCGYciazMYNAFyRCA3Qg0d1B66noDrCfi+nE47dqzUwixqXAQg4sckSk/1uYDnC/g8eAlNQxsMMM0A8JQEZXyeH5T1+VrjJF08n6BYJpgqERiUw+NlbNnto1jNg9l15d1jnRsbZp377KoL3vHFb3/vd72FfH3fkoXz7s5b5RFCyKsK3Oo7fFXLn7f0gzGDPLfpEZR9zorVhm/Priv35Yxt5//sngFWmiBY2AkMDZcxOkFhGhGHZtJDYpoUlsnAKAEXHCPjLsYnfVBKYFsEjkWRsRlsm8GxSAyQrg94XjDhqu6J4ULA8wQ8j4dV6qZJYVsUGRvI2AIZW8Cxgr5/Y5MUh8aC9miMApYJ2KaQ/F+EfB3wcHC0jMliFkt7Kajj4pnd8/zXnbfgoUXd2No/MPnR0THDv2Dt2fA8TxQaXh1UZDp5RXpRjkaWL+oCIqeDJ7zhq8HsxqGh07706OZ7rfL4oL90MT1jw9bKmWVvFMWpMgCKfNZEqRqk5ToOQ9ZhMAwgnxFoapjCfzxqIW8RUEJhGcHlDQbYFpCxAz7segReEfD8AMSM0aA1NIPM+eCouByuGxT3OoKBsYDcBCAWqM97yDolPLHNgFt0kMtQmJIKWaYAJT5KFQJievCFQDZnYdGiJmzYkn3Kg3j61AWtbPW611eZ1fr3rl8ZOXf1yzfqeCLkVQ/wpBCjCQBGAHwEAHa98BuYBtbmm+lrbTZ+5e4Bd9HoWBWHDmzHhhcmwXwPhSzQ1lxEqULRWLBR31DELX9gIMJAzhHgPDAhDUaQcwSa6nzYlsBEkaJcIRibCFqXZTMApQxZJzD+JosCoxMeJopB0lhDAbCsoK0wo4DJBLKOh6bGMTyzJ4/2jAlfVDA26aFvbgaN7QINdWVs3tmCvsXLAWpjtOJs6WxzflHJWvcYVDx45nmvOdmP/KTKfzmAJ2X+gjcAwIOCDz4IYP2hEdJ7YP8ov+8Pg7ybN3cvnDvn70h1EG3tLh7bOAiTlmFlXEyWK+jIU1DKMFHksCwfBqNoKPhoqJvC2BRHzsliae8hPL21gDrHgmMzMAbU5QTq8lO45ykXDrVh2R5GpwBCDOQyPkwG5DIcrgdUqoDgZbieDYgqli/KYqLagll1WSw5tR0mnr/x+T1k5ylLV1En10BHy3Q7gLvPPefE9Pp7pcl/eYArIbQNAO5W63v37Ydj2w279+x7ZG+/CW4Kd8UZy/+2uw2XZPOT+PT7DezZ+mcUnHGUqyUMj9uoK1hoLExivDSGOx7M4KIzXCxfOIJDExZsSuB5gOtyCM7hWBPoP+DjtE4DF5xVwm0PE0yW60CZhaZG4MAkR3HKhJ1twvLONXjfVQ6aMjZ6O8TvB4ZGvuZ7GbN97hLUN73uwatPqYzmC8e/M+urQf4b4NNIR/tsABgFcCcADO7bBwHyvGX4s5nh8tdYHPeM9iNrlFD1SxieNCA4d3v6Vn720Ni+y5cuttz53QwNrbOw6qxGzGm0UcgGrslCDmidNYG153J0NWfR2+thtUvNDGv69b7+jZ/N2JY5MuSjXGLwUY/6lpVYvdKEbTCac4z9s+eKna2tbSf7Eb0i5L8BfoTS1t4OADvlK1UGdq4HCL3ag1/f1WGIhgaKTJZgTls92htsOHaQs+5YBJmsjTltAk0FB4bFMbuVkTktHWOLFs7b/z8uPf9k/7uvGvn/vgXhS29wlc0AAAAldEVYdGRhdGU6Y3JlYXRlADIwMjAtMTEtMDdUMTY6NTQ6NDIrMDA6MDAVYwjZAAAAJXRFWHRkYXRlOm1vZGlmeQAyMDIwLTExLTA3VDE2OjU0OjQyKzAwOjAwZD6wZQAAADl0RVh0U29mdHdhcmUAbWF0cGxvdGxpYiB2ZXJzaW9uIDIuMi41LCBodHRwOi8vbWF0cGxvdGxpYi5vcmcvSM8oowAAAABJRU5ErkJggg==', 'weight': 4}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 13501206
    {'hecke_orbit_code': 1649334550699, 'n': 1, 'trace_an': 120}
  • id: 13501207
    {'hecke_orbit_code': 1649334550699, 'n': 2, 'trace_an': 0}
  • id: 13501208
    {'hecke_orbit_code': 1649334550699, 'n': 3, 'trace_an': 0}
  • id: 13501209
    {'hecke_orbit_code': 1649334550699, 'n': 4, 'trace_an': -36}
  • id: 13501210
    {'hecke_orbit_code': 1649334550699, 'n': 5, 'trace_an': 0}
  • id: 13501211
    {'hecke_orbit_code': 1649334550699, 'n': 6, 'trace_an': 0}
  • id: 13501212
    {'hecke_orbit_code': 1649334550699, 'n': 7, 'trace_an': 0}
  • id: 13501213
    {'hecke_orbit_code': 1649334550699, 'n': 8, 'trace_an': 0}
  • id: 13501214
    {'hecke_orbit_code': 1649334550699, 'n': 9, 'trace_an': 0}
  • id: 13501215
    {'hecke_orbit_code': 1649334550699, 'n': 10, 'trace_an': -180}
  • id: 13501216
    {'hecke_orbit_code': 1649334550699, 'n': 11, 'trace_an': 0}
  • id: 13501217
    {'hecke_orbit_code': 1649334550699, 'n': 12, 'trace_an': 0}
  • id: 13501218
    {'hecke_orbit_code': 1649334550699, 'n': 13, 'trace_an': -156}
  • id: 13501219
    {'hecke_orbit_code': 1649334550699, 'n': 14, 'trace_an': 0}
  • id: 13501220
    {'hecke_orbit_code': 1649334550699, 'n': 15, 'trace_an': 0}
  • id: 13501221
    {'hecke_orbit_code': 1649334550699, 'n': 16, 'trace_an': 180}
  • id: 13501222
    {'hecke_orbit_code': 1649334550699, 'n': 17, 'trace_an': 0}
  • id: 13501223
    {'hecke_orbit_code': 1649334550699, 'n': 18, 'trace_an': 0}
  • id: 13501224
    {'hecke_orbit_code': 1649334550699, 'n': 19, 'trace_an': 924}
  • id: 13501225
    {'hecke_orbit_code': 1649334550699, 'n': 20, 'trace_an': 0}
  • id: 13501226
    {'hecke_orbit_code': 1649334550699, 'n': 21, 'trace_an': 0}
  • id: 13501227
    {'hecke_orbit_code': 1649334550699, 'n': 22, 'trace_an': 432}
  • id: 13501228
    {'hecke_orbit_code': 1649334550699, 'n': 23, 'trace_an': 0}
  • id: 13501229
    {'hecke_orbit_code': 1649334550699, 'n': 24, 'trace_an': 0}
  • id: 13501230
    {'hecke_orbit_code': 1649334550699, 'n': 25, 'trace_an': -360}
  • id: 13501231
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  • id: 13501232
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  • id: 13501233
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  • id: 13501234
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  • id: 13501235
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  • id: 13501236
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  • id: 13501237
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  • id: 13501238
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  • id: 13501239
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  • id: 13501240
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  • id: 13501241
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  • id: 13501242
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  • id: 13501243
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  • id: 13501244
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  • id: 13501245
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  • id: 13501246
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  • id: 13501247
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  • id: 13501248
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  • id: 13501249
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  • id: 13501250
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  • id: 13501251
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  • id: 13501252
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  • id: 13501253
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  • id: 13501254
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  • id: 13501255
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  • id: 13501256
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  • id: 13501257
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  • id: 13501258
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  • id: 13501259
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  • id: 13501260
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  • id: 13501261
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  • id: 13501262
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  • id: 13501263
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  • id: 13501264
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  • id: 13501265
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  • id: 13501266
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  • id: 13501267
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  • id: 13501268
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  • id: 13501269
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  • id: 13501270
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  • id: 13501271
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  • id: 13501272
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  • id: 13501273
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  • id: 13501274
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  • id: 13501275
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  • id: 13501276
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  • id: 13501277
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  • id: 13501278
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  • id: 13501279
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  • id: 13501280
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  • id: 13501281
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  • id: 13501282
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  • id: 13501283
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  • id: 13501284
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  • id: 13501285
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  • id: 13501286
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  • id: 13501287
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  • id: 13501288
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  • id: 13501289
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  • id: 13501290
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  • id: 13501291
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  • id: 13501292
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  • id: 13501293
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  • id: 13501294
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  • id: 13501295
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  • id: 13501296
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  • id: 13501297
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  • id: 13501298
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  • id: 13501299
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  • id: 13501300
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  • id: 13501301
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  • id: 13501302
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  • id: 13501303
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  • id: 13501304
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  • id: 13501305
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  • id: 13501306
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  • id: 13501307
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  • id: 13501308
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  • id: 13501309
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  • id: 13501310
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  • id: 13501311
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  • id: 13501312
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  • id: 13501313
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  • id: 13501314
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  • id: 13501315
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  • id: 13501316
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  • id: 13501317
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  • id: 13501318
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  • id: 13501319
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  • id: 13501320
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  • id: 13501321
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  • id: 13501322
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  • id: 13501323
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  • id: 13501324
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  • id: 13501325
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  • id: 13501326
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  • id: 13501327
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  • id: 13501328
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  • id: 13501329
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  • id: 13501330
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  • id: 13501331
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  • id: 13501332
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  • id: 13501333
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  • id: 13501334
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  • id: 13501335
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  • id: 13501336
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  • id: 13501337
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  • id: 13501338
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  • id: 13501339
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  • id: 13501340
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  • id: 13501341
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  • id: 13501342
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  • id: 13501343
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  • id: 13501344
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  • id: 13501345
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  • id: 13501346
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  • id: 13501347
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  • id: 13501348
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  • id: 13501349
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  • id: 13501350
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  • id: 13501351
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  • id: 13501352
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  • id: 13501353
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  • id: 13501354
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  • id: 13501355
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  • id: 13501356
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  • id: 13501357
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  • id: 13501358
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  • id: 13501359
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  • id: 13501360
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  • id: 13501361
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  • id: 13501362
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  • id: 13501363
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  • id: 13501364
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  • id: 13501365
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  • id: 13501366
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  • id: 13501367
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  • id: 13501368
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  • id: 13501369
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  • id: 13501370
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  • id: 13501371
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  • id: 13501372
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  • id: 13501373
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  • id: 13501374
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  • id: 13501375
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  • id: 13501376
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  • id: 13501377
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  • id: 13501378
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  • id: 13501379
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  • id: 13501380
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  • id: 13501381
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  • id: 13501382
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  • id: 13501383
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  • id: 13501384
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  • id: 13501385
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  • id: 13501386
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  • id: 13501387
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  • id: 13501388
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  • id: 13501389
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  • id: 13501390
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  • id: 13501391
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  • id: 13501392
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  • id: 13501393
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  • id: 13501394
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  • id: 13501395
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  • id: 13501396
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  • id: 13501397
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  • id: 13501398
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  • id: 13501399
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  • id: 13501400
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  • id: 13501401
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  • id: 13501402
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  • id: 13501403
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  • id: 13501404
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  • id: 13501405
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  • id: 13501406
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  • id: 13501407
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  • id: 13501408
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  • id: 13501409
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  • id: 13501410
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  • id: 13501411
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  • id: 13501412
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  • id: 13501413
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  • id: 13501414
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  • id: 13501415
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  • id: 13501416
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  • id: 13501417
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  • id: 13501418
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  • id: 13501419
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  • id: 13501420
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  • id: 13501421
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  • id: 13501422
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  • id: 13501423
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  • id: 13501424
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  • id: 13501425
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  • id: 13501426
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  • id: 13501427
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  • id: 13501428
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  • id: 13501429
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  • id: 13501430
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  • id: 13501431
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  • id: 13501432
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  • id: 13501433
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  • id: 13501434
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  • id: 13501435
    {'hecke_orbit_code': 1649334550699, 'n': 821, 'trace_an': 0}
  • id: 13501436
    {'hecke_orbit_code': 1649334550699, 'n': 823, 'trace_an': -157608}
  • id: 13501437
    {'hecke_orbit_code': 1649334550699, 'n': 827, 'trace_an': 0}
  • id: 13501438
    {'hecke_orbit_code': 1649334550699, 'n': 829, 'trace_an': 15552}
  • id: 13501439
    {'hecke_orbit_code': 1649334550699, 'n': 839, 'trace_an': 0}
  • id: 13501440
    {'hecke_orbit_code': 1649334550699, 'n': 841, 'trace_an': 206568}
  • id: 13501441
    {'hecke_orbit_code': 1649334550699, 'n': 853, 'trace_an': 178032}
  • id: 13501442
    {'hecke_orbit_code': 1649334550699, 'n': 857, 'trace_an': 0}
  • id: 13501443
    {'hecke_orbit_code': 1649334550699, 'n': 859, 'trace_an': 531564}
  • id: 13501444
    {'hecke_orbit_code': 1649334550699, 'n': 863, 'trace_an': 0}
  • id: 13501445
    {'hecke_orbit_code': 1649334550699, 'n': 877, 'trace_an': 70896}
  • id: 13501446
    {'hecke_orbit_code': 1649334550699, 'n': 881, 'trace_an': 0}
  • id: 13501447
    {'hecke_orbit_code': 1649334550699, 'n': 883, 'trace_an': -11316}
  • id: 13501448
    {'hecke_orbit_code': 1649334550699, 'n': 887, 'trace_an': 0}
  • id: 13501449
    {'hecke_orbit_code': 1649334550699, 'n': 907, 'trace_an': -121032}
  • id: 13501450
    {'hecke_orbit_code': 1649334550699, 'n': 911, 'trace_an': 0}
  • id: 13501451
    {'hecke_orbit_code': 1649334550699, 'n': 919, 'trace_an': -253800}
  • id: 13501452
    {'hecke_orbit_code': 1649334550699, 'n': 929, 'trace_an': 0}
  • id: 13501453
    {'hecke_orbit_code': 1649334550699, 'n': 937, 'trace_an': -208752}
  • id: 13501454
    {'hecke_orbit_code': 1649334550699, 'n': 941, 'trace_an': 0}
  • id: 13501455
    {'hecke_orbit_code': 1649334550699, 'n': 947, 'trace_an': 0}
  • id: 13501456
    {'hecke_orbit_code': 1649334550699, 'n': 953, 'trace_an': 0}
  • id: 13501457
    {'hecke_orbit_code': 1649334550699, 'n': 961, 'trace_an': 412548}
  • id: 13501458
    {'hecke_orbit_code': 1649334550699, 'n': 967, 'trace_an': 317688}
  • id: 13501459
    {'hecke_orbit_code': 1649334550699, 'n': 971, 'trace_an': 0}
  • id: 13501460
    {'hecke_orbit_code': 1649334550699, 'n': 977, 'trace_an': 0}
  • id: 13501461
    {'hecke_orbit_code': 1649334550699, 'n': 983, 'trace_an': 0}
  • id: 13501462
    {'hecke_orbit_code': 1649334550699, 'n': 991, 'trace_an': 54996}
  • id: 13501463
    {'hecke_orbit_code': 1649334550699, 'n': 997, 'trace_an': -300072}