Embedded newform data - 490.6.a.u.1.1

Formats: - HTML - YAML - JSON - 2026-03-03T05:24:31.727840

• 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': 17640, 'analytic_conductor': 78.58807170836052, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [5, 1], [7, -1]], 'atkin_lehner_string': '-+-', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [490, 1, [197, 101], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 2, 'field_disc': 1129, 'field_disc_factorization': [[1129, 1]], 'field_poly': [-282, -1, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': 1, 'has_non_self_twist': 0, 'hecke_cutters': [[3, [-276, 5, 1]]], 'hecke_orbit': 21, 'hecke_orbit_code': 90071992648073706, 'hecke_ring_generator_nbound': 3, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '490.6.a.u', 'level': 490, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 5, 7], 'level_radical': 70, 'minimal_twist': '70.6.a.h', 'nf_label': '2.2.1129.1', 'prim_orbit_index': 1, 'qexp_display': 'q+4q^{2}+(-2-\\beta )q^{3}+2^{4}q^{4}-5^{2}q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '490.6.a', 'trace_display': [8, -5, -50, 0], 'trace_hash': 2208336103441454598, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.011', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.979', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.076', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.547', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.184', 'prec': 17}, {'__RealLiteral__': 0, 'data': '64.397', 'prec': 20}], 'trace_zratio': 0, 'traces': [2, 8, -5, 32, -50, -20, 0, 128, 91, -200, 415, -80, -429, 0, 125, 512, -1319, 364, -1918, -800, 0, 1660, -1334, -320, 1250, -1716, -1835, 0, -1131, 500, 5472, 2048, 6301, -5276, 0, 1456, -9156, -7672, -5137, -3200, 7822, 0, 2078, 6640, -2275, -5336, 8507, -1280, 0, 5000, -33395, -6864, -34242, -7340, -10375, 0, -59558, -4524, -6952, 2000, 45138, 21888, 0, 8192, 10725, 25204, -54556, -21104, -51986, 0, -62272, 5824, -40896, -36624, -3125, -30688, 0, -20548, 62069, -12800, -121958, 31288, -189600, 0, 32975, 8312, -49671, 26560, -64190, -9100, 0, -21344, 239216, 34028, 47950, -5120, -155547, 0, -17810, 20000, 122328, -133580, -335641, -27456, 0, -136968, 169294, -29360, -135861, -41500, -67430, 0, -6860, -238232, 33350, -18096, 11528, -27808, 0, 8000, -140589, 180552, 47056, 87552, -31250, 0, -284140, 32768, 637206, 42900, 64038, 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• mf_hecke_cc •

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

  
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-0.30547131049148946, -0.19707929750377304, -0.13193186676288318, -0.4087978395428948, -0.193910188113621, -0.18200116128137897, -0.27154032858699384, -0.3215548180705835, -0.32838656556654194, -0.36027205886150704, -0.36285768550808695, -0.13501745660577336, -0.20613468704148516, -0.3495979198601537, -0.09102966209757156, -0.30159287579661564, -0.26325806627324944, -0.3165076206014924, -0.18574142167453192, -0.21527554285204956, -0.2222922485876169, -0.31852147379409823, -0.30989837871797327, -0.2656889087185904, -0.272246212659599, -0.15776336598651453, -0.3955127435855578, -0.20972020490362087, -0.2788065770330243, -0.17503742805058975, -0.15405014686604937, -0.26630080423027, -0.15096010110046454, -0.21600079372874595, -0.2911509352747259, -0.19173748338882038, -0.3283655697624525, -0.1664064039124612, -0.31798130869776015, -0.25065670681118607, -0.22117079702812675, -0.2554327430048713, -0.40503004051183694, -0.2693638382200852, -0.20744931772257366, -0.3420007158331268, -0.35385486892990053, -0.2143922142769464, -0.3868289640112408, -0.24299138577598484, -0.1282220573949265, -0.169676933620124, -0.3927778616545204, -0.2709127718629652, -0.29756223736498516, -0.45808998151232144, -0.43522053220482876, -0.2903904259048214, -0.26408999308371484, -0.3170536472148064, -0.18813127102557536, -0.3102985387452863, -0.19186398603303564, -0.3460787896079015, -0.08100352458746019, -0.22740139375261692, -0.388798275366785, -0.3563538753724564, -0.25576473792844123, -0.14290183969666076, -0.34004536454256096, -0.29622284863932136, -0.3383936413318095, -0.3176798951831595, -0.1975145244105056, -0.20272448701802437, -0.1714796730614904, -0.17639356159278993, -0.23672108127272995, -0.21007620916007747, -0.2648872825728855, -0.3076372040747854, -0.31012430163948934, -0.05999718728325978, -0.1621159893581025, -0.14906973634414505, -0.14439017460226627, -0.3247606377489737, -0.2560743857256238, -0.10535008632293706, -0.13359879555719567, -0.2597007631244874, -0.3830336263052262, -0.36676233928382135, -0.3937484783829172, -0.1946838044223837, -0.1732504528051428, -0.19010663220138221, -0.4058195368101142, -0.28201286821893384, -0.22347215282564406, -0.2941231953608017, -0.3307926962295796, -0.4110655079449781, -0.2072789096677278, -0.4058533540611082, -0.17562461495786277, -0.03412234995076796, -0.18115167271825305, -0.37307479089258305, -0.26013221328228686, -0.3571404138975561, -0.25964708230663464], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 1, 'dual_embedding_m': 1, 'embedding_index': 1, 'embedding_m': 1, 'embedding_root_imag': 0.0, 'embedding_root_real': 17.30029761641144, 'hecke_orbit': 21, 'hecke_orbit_code': 90071992648073706, 'label': '490.6.a.u.1.1', 'level': 490, 'weight': 6}
• mf_newspaces •

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

  
  {'ALdims': [9, 8, 9, 8, 8, 8, 6, 11], 'ALdims_eis_new': [0, 0, 0, 0, 0, 0, 0, 0], 'ALdims_eis_old': [4, 4, 4, 4, 4, 4, 4, 4], 'ALdims_old': [39, 44, 43, 42, 42, 43, 44, 40], 'Nk2': 17640, 'analytic_conductor': 78.58807170836052, 'char_conductor': 1, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [490, 1, [197, 101], [1, 1]], 'conrey_index': 1, 'cusp_dim': 404, 'dim': 67, 'eis_dim': 32, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 100663786, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 4, 4, 4, 4, 6, 6], 'label': '490.6.a', 'level': 490, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 5, 7], 'level_radical': 70, 'mf_dim': 436, 'mf_new_dim': 67, 'num_forms': 31, 'plus_dim': 31, 'prim_orbit_index': 1, 'relative_dim': 67, 'sturm_bound': 504, 'trace_bound': 3, 'trace_display': [-4, 40, 25, 0], 'traces': [67, -4, 40, 1072, 25, -48, 0, -64, 5155, 100, -1184, 640, 694, 0, -1100, 17152, 1062, -1908, -80, 400, 0, -1456, 2880, -768, 41875, -5864, -9920, 0, 2342, 2000, -1384, -1024, -18080, 14648, 0, 82480, -38094, 320, 16272, 1600, -30818, 0, 61092, -18944, 8925, 33456, 39848, 10240, 0, -2500, 50064, 11104, 21522, -61344, 10100, 0, 264920, -86072, 37944, -17600, 50494, 87168, 0, 274432, 16550, 21696, 83716, 16992, 14056, 0, -44152, -30528, 62102, 33144, 25000, -1280, 0, 14336, 460736, 6400, 423555, -21448, -82192, 0, 5150, 40144, -450480, -23296, -202866, 111700, 0, 46080, 173464, 102096, 18100, -12288, 116342, 0, -953168, 670000, 121278, -581536, -440944, -93824, 0, -3880, -361932, -158720, -99762, 196400, -173184, 0, -795922, 563872, -73000, 37472, 808638, 121632, 0, 32000, 842659, -89864, 1598360, -22144, 15625, 0, 161704, -16384, 167208, -214200, 823696, -289280, 0, 1646544, -454400, 234368, -592722, 828800, 690016, 0, -95928, 401568, 182776, 1319680, -119850, -798920, 0, -609504, 432422, -30000, -1898680, 5120, 2526734, 0, -421600, 260352, 625110, -941952, -334528, 25600, 0, 1947484, -1789900, -493088, 939800, -744592, -675360, 0, -378551, -330600, -2055504, 977472, -1876282, -350048, 0, -303104, 2127936, -272680, 3211416, 142800, -1752682, 0, 636552, 535296, 986750, 1660064, -128232, 637568, 0, -304000, 2068256, 163840, -2098122, 837176, 694000, 0, -1694502, 140848, -1085680, -40000, 2625768, -1252776, 0, 801024, -774550, 139152, 2459840, 177664, -2601376, 0, 5412832, 344352, 1765360, -182896, -1643100, -981504, 0, -772664, -2841632, 161600, -3721652, -1717280, 5468336, 0, 3221875, 1141496, -3110192, 4238720, 3986246, 1314000, 0, -1377152, -2218866, 4024, 1405300, 607104, -3686640, 0, 2774696, -281600, -420298, 2942828, -3118760, 807904, 0, -3878224, 439728, 1394688, -9451580, 62500, -5500256, 0, -4348624, -5226240, -780000, 4390912, -1762722, 6667840, 0, 264800, 9148986, 1846304, 2168712, 347136, 3316550, 0, 6614128, 1339456, 4552198, 1300400, 1962688, 271872, 0, -3376680, -740000, 224896, -12833614, -2325184, -30056, 0, 4351058, 713760, 671592, -706432, -2436000, -3315232, 0, -488448, 9535097, 424600, 677160, 993632, 10497830, 0, 570300, 530304, -1952720, 5571656, -3002064, 400000, 0, 1818208, -20712600, -20480, 1786950, 3366488, -7083728, 0, -8582436, -1378400, -6975816, 229376, 1449918, 1378072, 0, 7371776, -1138534, 3187680, 2337336, 102400, -17982984, 0, -7700712, 6776880, 433750, 2165664, 4622720, -343168, 0, -3072800, -10926480, -1315072, -18931574, 42672, 5405300, 0, -23394970, -8529500, 1005520, 82400, 1894480, -10429120, 0, 642304, -336700, -3552488, -6835436, -7207680, -4133250, 0, 886232, -372736, 7945934, -9078176, 717600, -3245856, 0, -927472, -3078672, 1787200, -3015989, 13558136, 32270120, 0, -2686850, 24215504, 1123696, 737280, -10809114, 2471000, 0, 2775424, -10306454, -9282848, -687500, 1633536, 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-30664552, 0, -12270708, 25573760, -11088908, -19862800, -1630300, -354304, 0, -26215360, -71168724, 250000, 27750100, -3857760, 15181816, 0, 7974550, -15423760, -31848840, 2587264, -2618642, 2364000, 0, -262144, 78139296, -15422888, -6671600, 2675328, 16752192, 0, 8509032, -3427200, -9060170, -934840, 14514296, 13179136, 0, -1037568, -16367024, -4628480, -56635477, 4790200, -17225864, 0, -74245324, 10188656, -4271300, 26344704, -36398560, 9748184, 0, -7270400, 100229438, 20627040, -57397272, 3749888, 5939150, 0, -32114236, -9483552, -8308458, -910000, -1038400, 13260800, 0, 19830440, -3329600, 11040256, -4914830, -6340864, -3219656, 0, 93880896, 18403672, 51804664, -1534848, -11349550, 6460048, 0, 6425088, 8311378, 13272000, 57139532, 2924416, 12752640, 0, 1800000, 21114880, -12878130, -16639564, 39420048, -1917600, 0, -114210912, 2218128, -12782720, 74949750, -23404776, -32560352, 0, -87659768, 21078800, -560128, -9752064, 7073294, 16947840, 0, 6918752, -44874576, -26476960, 29832024, -480000, 1224294, 0, 88588812, -30378880, 3242125, 47569648, -16076432, 81920, 0, -13895800, 91788108, 40427744, -9818054, 12915152, -2330000, 0, 61846606, -10721376, 22977320, -6745600, 81438400, -7827264, 0, 4165632, 26171875, -6850984, -88208424, 10001760, -20641020, 0, -50453232, -15071232, -36559040, 37226184, 1983200, -5352448, 0, -38488032, 60344704, 409600, -53615538, -5139520, 2871608, 0, 21765700, -48173632, -14787264, 31159744, 28066128, -3665000, 0, -28638400, -5116622, -81464672, 10866700, -7889408, 67103854, 0, 47723476, 15036800, 10568310, -65111024, -18727680, -11913472, 0, -13332264, -39810912, -10805760, 59658824, 13203200, 42443640, 0, 91138750, -94824712, -6200000, -6056816, -27072882, -15131360, 0, -5289600, 17358968, 71043712, 28236532, -32888064, -3081350, 0, -90484136, 15639552, 15049236, -20429600, 33950784, -30020512, 0, 36923088, 17215300, -5600768, 18037412, 31376280, 52817744, 0, 149167974, 54813216, 8871840, -4849664, -8517000, 3267992, 0, 34046976, 145695294, 23026400, 130833368, -4362880, -65746640, 0, 80916500, 51382656, -18335920, 9751328, -77643832, 2284800, 0, -73649716, -110611920, -28042912, 1463750, -19283632, -7977360, 0, -15715649, 19691000, -28776984, 10184832, 6153406, 23753712, 0, 8564736, 11713152, -57328936, -144069656, 15788000, 94199872, 0, -76117216, 26561024, -34504850, 69094152, -13065344, -2051712, 0, 1250000, 41154912, 10201088, 40414448, -16669680, -24189800, 0, 47117506, 66576592, 168833152, -4864000, -79548138, -51583360, 0, 33092096, 2333950, 11733424, 158687144, 2621440, -35866418, 0, 102267720, -33569952, 68808502, -105366400, -865000, 13394816, 0, 45367048, 65636468, 11104000, 103244104, 7195040, -175294080, 0, 32343350, -23547712, -118652368, -27112032, 18269272, -26032800, 0, 2253568, 32421964, -64398760, -16880200, -17370880, 145067334, 0, 20832728, -640000, 31856614, -15144520, 58990648, 42012288, 0, 128160352, -33330008, -20044416, 193524174, 40744900, 108476760, 0, 32139024, 43134864, -32538900, 12816384, 12763680, -37439560, 0, -12392800, -244766854, 148484640, -142859400, 2226432, -11300000, 0, -115420876, 39357440, 95052718, -31752400, -58368576, 2842624, 0, -135485440, 59770900, -41622016, -122809080, 22111904, -43178928, 0, -98612711, -219257624, -28908000, 86605312, 25890575, 97184592, 0, 5509632, -160857320, 9155000, -29132588, 28245760, -183470306, 0, 101323500, -2926336, -95950274, -172765536, 15684256, -26289600, 0, -10141728, 88541368, -15704064, -9856250, -18992328, 80083480, 0, -106556440, 1017200, 48409112, -12362624, 92472574, 73813440, 0, -45466112, -72949542, -69948768, -11237320, 2585600, 38792590, 0, -96253148, -59546432, -92706000, -134352880, 2609024, -27476480, 0, 28187000, -245105376, 87493376, 61430088, -100964384, -13938300, 0, -31363120, -141418376, 21398000, 51550000, 4531796, 496288, 0, 18263936, 17267350, 17371392, -180622484, -49763072, -111764682, 0, 75146488, 67819520, -21978448, 47735608, 31906000, 63779936, 0, -16125536, -73954544, 21024000, -10606260, 30615320, -175462464, 0, -23808750, 83896016, -88529888, -22034432, 33579990, -68624000, 0, -35501856, 238970320, -146623600, 93274800, 64384, 113240550, 0, -291380920, 22484800, 22802230, -108725952, -43668240, 9713664, 0, -25000928, 88854692, -58986240, -22171660, 200000, 106633408, 0, 23886622, -100939304, -63561400, 44395136, -168406800, 7707104, 0, -4505600, 219340675, 199408400, -195775124, -6724768, -42261550, 0, -186004856, 47085248, 240736640, -1517800, 20545784, -49900160, 0, 178666544, 10170000, 12926464, 289408014, -39974080, -24197000, 0, -131109302, 34059728, 51179104, -62051584, 28346150, 91581136, 0, 7035648, 128867004, 127562800, 116871576, 22315008, -208755120, 0, 37761200, -151225280, -77245882, 17551760, -14183712, 1000000], 'weight': 6, '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: 48355842
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 90071992648073706, 'source_is_minimal': False, 'source_label': '490.6.a.u.1.1', 'source_level': 490, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 90071992648073706, 'target_is_minimal': False, 'target_label': '490.6.a.u.1.1', 'target_level': 490, 'twist_class_label': '70.6.a.h.1.2', 'twist_class_level': 70, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 6}
  • id: 48355843
    {'conductor': 7, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 90071992648073706, 'source_is_minimal': False, 'source_label': '490.6.a.u.1.1', 'source_level': 490, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 31525197492256838, 'target_is_minimal': True, 'target_label': '70.6.a.h.1.2', 'target_level': 70, 'twist_class_label': '70.6.a.h.1.2', 'twist_class_level': 70, 'twisting_char_label': '7.6', 'twisting_conrey_index': 6, 'weight': 6}
  • id: 48355844
    {'conductor': 21, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 90071992648073706, 'source_is_minimal': False, 'source_label': '490.6.a.u.1.1', 'source_level': 490, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 81064793393332854, 'target_is_minimal': False, 'target_label': '630.6.a.s.1.2', 'target_level': 630, 'twist_class_label': '70.6.a.h.1.2', 'twist_class_level': 70, 'twisting_char_label': '21.20', 'twisting_conrey_index': 20, 'weight': 6}
  • id: 48355845
    {'conductor': 28, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 90071992648073706, 'source_is_minimal': False, 'source_label': '490.6.a.u.1.1', 'source_level': 490, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 45035996374368816, 'target_is_minimal': False, 'target_label': '560.6.a.k.1.1', 'target_level': 560, 'twist_class_label': '70.6.a.h.1.2', 'twist_class_level': 70, 'twisting_char_label': '28.27', 'twisting_conrey_index': 27, 'weight': 6}
  • id: 48355846
    {'conductor': 35, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 90071992648073706, 'source_is_minimal': False, 'source_label': '490.6.a.u.1.1', 'source_level': 490, 'target_conrey_index': 99, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 45036133813322078, 'target_is_minimal': False, 'target_label': '350.6.c.k.99.2', 'target_level': 350, 'twist_class_label': '70.6.a.h.1.2', 'twist_class_level': 70, 'twisting_char_label': '35.13', 'twisting_conrey_index': 13, 'weight': 6}
  • id: 48355847
    {'conductor': 35, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 90071992648073706, 'source_is_minimal': False, 'source_label': '490.6.a.u.1.1', 'source_level': 490, 'target_conrey_index': 99, 'target_dim': 4, 'target_embedding_index': 3, 'target_hecke_orbit_code': 45036133813322078, 'target_is_minimal': False, 'target_label': '350.6.c.k.99.3', 'target_level': 350, 'twist_class_label': '70.6.a.h.1.2', 'twist_class_level': 70, 'twisting_char_label': '35.27', 'twisting_conrey_index': 27, 'weight': 6}
  • id: 48355848
    {'conductor': 35, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 90071992648073706, 'source_is_minimal': False, 'source_label': '490.6.a.u.1.1', 'source_level': 490, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 67553994511221086, 'target_is_minimal': False, 'target_label': '350.6.a.p.1.1', 'target_level': 350, 'twist_class_label': '70.6.a.h.1.2', 'twist_class_level': 70, 'twisting_char_label': '35.34', 'twisting_conrey_index': 34, 'weight': 6}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 961075
    {'charpoly_factorization': [[[-4, 1], 2]], 'hecke_orbit_code': 90071992648073706, 'p': 2}
  • id: 961076
    {'charpoly_factorization': [[[-276, 5, 1], 1]], 'hecke_orbit_code': 90071992648073706, 'p': 3}
  • id: 961077
    {'charpoly_factorization': [[[25, 1], 2]], 'hecke_orbit_code': 90071992648073706, 'p': 5}
  • id: 961078
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 90071992648073706, 'p': 7}
  • id: 961079
    {'charpoly_factorization': [[[-4644, -415, 1], 1]], 'hecke_orbit_code': 90071992648073706, 'p': 11}
  • id: 961080
    {'charpoly_factorization': [[[11858, 429, 1], 1]], 'hecke_orbit_code': 90071992648073706, 'p': 13}
  • id: 961081
    {'charpoly_factorization': [[[-757566, 1319, 1], 1]], 'hecke_orbit_code': 90071992648073706, 'p': 17}
  • id: 961082
    {'charpoly_factorization': [[[-2748440, 1918, 1], 1]], 'hecke_orbit_code': 90071992648073706, 'p': 19}
  • id: 961083
    {'charpoly_factorization': [[[-2265840, 1334, 1], 1]], 'hecke_orbit_code': 90071992648073706, 'p': 23}
  • id: 961084
    {'charpoly_factorization': [[[-2121390, 1131, 1], 1]], 'hecke_orbit_code': 90071992648073706, 'p': 29}
  • id: 961085
    {'charpoly_factorization': [[[-49163008, -5472, 1], 1]], 'hecke_orbit_code': 90071992648073706, 'p': 31}
  • id: 961086
    {'charpoly_factorization': [[[13732484, 9156, 1], 1]], 'hecke_orbit_code': 90071992648073706, 'p': 37}
  • id: 961087
    {'charpoly_factorization': [[[11365872, -7822, 1], 1]], 'hecke_orbit_code': 90071992648073706, 'p': 41}
  • id: 961088
    {'charpoly_factorization': [[[-364446648, -2078, 1], 1]], 'hecke_orbit_code': 90071992648073706, 'p': 43}
  • id: 961089
    {'charpoly_factorization': [[[-572885328, -8507, 1], 1]], 'hecke_orbit_code': 90071992648073706, 'p': 47}
  • id: 961090
    {'charpoly_factorization': [[[9748512, 34242, 1], 1]], 'hecke_orbit_code': 90071992648073706, 'p': 53}
  • id: 961091
    {'charpoly_factorization': [[[-48684720, 6952, 1], 1]], 'hecke_orbit_code': 90071992648073706, 'p': 59}
  • id: 961092
    {'charpoly_factorization': [[[402952640, -45138, 1], 1]], 'hecke_orbit_code': 90071992648073706, 'p': 61}
  • id: 961093
    {'charpoly_factorization': [[[649140384, 54556, 1], 1]], 'hecke_orbit_code': 90071992648073706, 'p': 67}
  • id: 961094
    {'charpoly_factorization': [[[-106007808, 62272, 1], 1]], 'hecke_orbit_code': 90071992648073706, 'p': 71}
  • id: 961095
    {'charpoly_factorization': [[[-405277060, 40896, 1], 1]], 'hecke_orbit_code': 90071992648073706, 'p': 73}
  • id: 961096
    {'charpoly_factorization': [[[-653150040, -62069, 1], 1]], 'hecke_orbit_code': 90071992648073706, 'p': 79}
  • id: 961097
    {'charpoly_factorization': [[[8986877424, 189600, 1], 1]], 'hecke_orbit_code': 90071992648073706, 'p': 83}
  • id: 961098
    {'charpoly_factorization': [[[-1135587000, 64190, 1], 1]], 'hecke_orbit_code': 90071992648073706, 'p': 89}
  • id: 961099
    {'charpoly_factorization': [[[5804074010, 155547, 1], 1]], 'hecke_orbit_code': 90071992648073706, 'p': 97}
• mf_newform_portraits •

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

  
  {'char_orbit_index': 1, 'hecke_orbit': 21, 'label': '490.6.a.u', 'level': 490, 'portrait': 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ukRzVJTc3pOEbge0+OweSpi/USfdRMh0xMhm9cbtk4rLtviUlE1Tpxu8PiLHvtfTnj+VEyq2rzt1iZ33mKoqAlePjXKiRmHc/Mps4sW3EcWDa/et8B/+bYVtk6NcG5+jPOLNeaWfeZXBIsrKUvNhJWuZP+RJtvWn77spl1nXjs/K7cfPSbu+f7vfV/0wd//01caEv9Tj3/UDN5utanVV9Ha//mjx47eMnPkLvnQM/KWT395xrnismX+87d1WVldx5m5BucXfObyi7Mas9RMmW0Kji/B+slV/q/vWOL63VXOzI0zM19jZtFhbskwu5hwdiFlvp0wOt7nNVd2uHEveLKCr3zmlgPOLzrMLgu6ISSJJvA0tSBlbCRBA6dmE1od2LbepVYJMUaA8Oj0NFunQ5ZWHTBWiqx2IEzAYFhuRmxa59LuKYQyCB3SCFy2buiz2hWcmnFItcNEQ1IPBL4LSSLohpLZZcn5JcPcSoLv98FNuOnyDrdcIZhqVFhaaXBmzmdmEeYWE+aWE84tw7Elw3WXL/Iz377M9OgIZ+bGmVuqsLDqsbgiWFhJWViJmVtOObUkme91+alvXeLyTaM8e2xH8txJ+ei//u636nXTex5daCU/ccXmCrV69ZWGyld9/KNl8GMv/Q7Tm1/D//HvfvLnvvilL/673//E53a9eteZ7cogF5seTx5J2bOlzd4tim7fJdUKbRQGiRACIQyO1PgSzi1VeOKI5Mqdy+zd0qcagOtIPFfheQ61iqTqSrodl8MnA+7b73FqPqSVxBw+E7J+Ypm3v2aFK3e1uW5vk5OLCYtdQdXvc3zG0GzV2HeJZLWfcvCkol51OHAKdm809KOUfurhODFjdTh0xkc5Ka5McFzohZJX7+3S60qu3JXS6qWcmqmzY1pRq0ashoZ1o11WOi3+4n549kTK8yf6bNu4xFV7WoyNR7z1pjbfcJth53SdNB7lxLkRjp11OTOrOTsfc3Y+5di84PRqzKsuXeBnvqPN9MgYp2fHmc3AvbQqWWpqVloJKy3NcgdOLkpuvGqJb39DzKET6/nC4315+Pzy9qu27t/Rajk37Nt1SWVsbOSLv/z7f8zdf/WpVxoyF338o2TwT3zy07x45M3q9hv+4D/PLy78x0/fs6zue77PN9w2z/e/XTKzpPnKiQ7f/PoQxTgzi2MsrFRZWvVYXHVZbsFyM2W1lbDcSlhswZkVgVPpc/MVy3zTbRE71tVY7TSYX66wsOyx2BQsN61EWGlrWj1NKzR0+wkTjZit6zUg8F3D2XkXIX22rVPs2GjYuK7L3ErIc0fqXLvbUK2s8OLRceq1iChymRjT9Ppw2dY+H7l/lD1bEsLQMDkiidMe9cDnwMk+FbfG1ZcmPH88Ym7JY9OEz44NsHU6QqmYs4vguQYhDNvWJ4zVJe2eT6fr0uq6LLcUy6uw1NQsN1MWmymzTVjqp2zd1OGbXrfIzXsdArfB+cUGiysBi6sOyy372VdbMcutlKWWZq4lObkq8NwFvuWOZZ45vJHziy7f967zvPNGxdOHNnC2vTGdnNz4c9/9TXf+zP0PPpLe8YZ/8UpD54LHPyqAnzxxmGolqJw4eWbrs88ffO/+A+d+9u7HTxBrl9S4dMI+b75xkfUjIZUg4u0397l2V4X55QkWVuostwKWmy7LLZeVJqy0NavthNV2wnLLMNcUzHQMiA533trkra/WXLIhIIqqrDQDVjsezbZipSNodwX90BAlhjQFJQ2+CxXfMNowrBuPcdw+x85HvHDURyc13nxDhOOu8szBEbZvgM8/mXDrPp/5Zo/AUSRpzPgYJLGL4yYsLVV5zTUtPv9YnR0b4OkjIS5V3vRqTSJ6vHAs5cTZAEd6rB9zGKsJKr7A8wRKQKIhig39CNpdw2pH0+5qVruapY6hl6Zs29zlrTc2ufOWCHSdpdUR5pcrLDVdllsOK01YbaestmNW25qVjmaxIznXlCy1Qm7ce56337KK57pMjire8mpot8fRJqXb18ysXE1fb/upjVt3f2xq3ebTUdTv7bt87ysNpeLxjwbgBw++TFCb8trLRz9w4viR3/zyI8+K2YWOnF/VNLvQCWG5L5lvG+IwJYpDbrxyiV/83hWu2R2wuDLG4mqNlVbASttjpeWw2hastg2tTspqO6HZ0ax0DPNtwfmmZmy0yxuua3PT3oRt6xWNikurHeC7ElBEiURrgTbQ7QNCM1bvc+ScQZuIe5+uEXYr7NrkcfOVXWK9yoP7R7l6t8uR2Q7NlQY3Xtnli8/4rB83HDxl+NfvanHwpM/6ccl9+xU3X6ZY7rY4fmacqy+NePCFHklY5abLPXZu6dNLOnzhGQWp4NhZh0bVwRHQ7Um0EaTaECeA1Dieptkx1OoxWzaE3HJZlzdcmzBRC5hbHmFptcJKy2Ol7bDSEjQ7sNpOaHUSmp2U1Y5hqSuZbQkW2zE37Z3j//7+RW68XBCGPt1eheVmjVY3oNt3WW15zCy69KKKXr/5CrNr1+4fvPH6vR86c3Y+2rpt1ysNKeAfCcCN6Uqju28/fuCzuw4ed37x4IFn3MUVQbOrabYTWl1Nu29o9wXtvmA1FqyGgtV2xC2XL/Dz37vINTtdVtujLK7UWG1XWG17rHYcmm1FswvtjqHVTWh1Ujo9TbNrWOgIFjoQpyFX7e4xPZ7S6RrecmPI9mlNkkocaYhi+PJzAafnAzaMJbx4LABdZe9mxTV7NH7Q5ZkjXRYWa1yxvUZjdIXHnne5fnfAUneVlZUG09OGJw8qvuX1HZ466LB5nctip8nK8jjXXNblsRdTxiujXLGrw3yzyZMvjVJxaly3x3Dp1j7IDs+dEKwbj5lbiHnwOZd+rJASUm3YviHiDTdGtDuKjWOaa3ZDFFVZblZZbvqsdlxaXUWzI2l1oNVNaXVSWt00Y31Y6grOtQTNXsgte+b52e9Z5tV7PBabdbr9gG7fp9vzaGeSqNlRrLQUS82U+aWQW2+5IT4+7/6H9777bUdH6pXPbp129SuNrVc8kzkz32FmLvr2lYUHf2X1/DPj7QVBNXBJRxRIjRCgZIrraDzHELiaSl9QcySB8nji5Wl+/Pdc3nXLMu9//TLbN0bMLiUEXoWK71ENXGodh3ZFUu+5jNQcuv2UTi9lfajphYZ232d5IeDsGUOUaM7NJvi+AQSeMjhS0O0pBC5J1+FV2wU7Nxq2buoSpm3ufkpx6OgYb7zW55rLVvjw3QZPVNm+qcvzjyk2jSomG10CVSGKXebbUAscNq8XPHso4ppLK9x29SJ/dFcPz63zdTcYXL/Ll56M+PwTNV46UeGSjVW2b0iZGovYMRmzb3uKUhpHGcBQ9X2mRn2i2KXd9XjxiEun79DtKTp9SacHnb6h07Wfvd1L6fQMrZ5mtSdY6ChmVzW1RpMffusC77q5z1WX1Di/WKfdC+j2PDp9l07PodNz7M3SFTTbhnZXk6SCv7r7SVfUa79y1eHR5Xe84dYfNab7R0K8sg7LKwrw5dUeCPHdzzz1+M9/9K/uH58eP8U7bpxCiAZCCLSxGUEpBEqlOCrFdcB1DF6YEjiCiqN47ugUXzlS5cjMPO+6pcMtl/cZq9dZataotQIaVY9O16GdXexe36EbOvRDQz/SRLEhjg1Jao8o8TAapBK4jiDwBKN1wVgdpic1m9d3mRxrcs8z8NBXXKQe4Y3Xurxqb5tHXoqJ+g1ufpWg2esxv1Tjpks1k6NdKo5PP1EstGKUFrzqUodqPWT/4YDXXjPCjVe12X9YgRnh2ss9vutty3zx2Yj7nqpx8HTA1inF9HiFsXqVkTpUfHsulARt4OAJQZoK4kQQJRDG2M8YpvRCTT/UdPuabqjp9KAVwmJHMdeGUPe44+ol3n5Li2/5Ok2SNphdrNkgtufR7bvZzaJo9ySdnqTVNbQ6VuKstFOOz8Edl7xMON8Zf+ZJ7/+5+eabHZ20f1869f/1AL662sZV8rseeuJzP7985qF12ydT9uyo4bkpjWpMnFqNSWb7SSlwlMBxUgtwx+A7Bt9JqbqSpW6Vj96/mS99pc2t+1b51jua7NvRZWK0ytJqlXbPp9tzM2Are0SCMJbEiSBJ7FJva7dsUOk4EHhQrWjG6zGb1nVJ6HDkXMxfPBhw/EyNUb/C9Zc73HRliydfbnLv4w1u2B2wdUOXj9wvUMKnUY9Z7YRoA0rAVKNLq+2hkwpvv3Wej36+ys65gLfe0CWKl3jwhQniNODVl6/jrde32L2lyZf2d3n+TJXnTnhsHpeMNwRVX+C59iaUAoQwaANaG+Iku1ljQxjbG7kfQS+Cdl+wEgqW2yCcPlfvWeVb37DKrVekTNQDVlpVmu0Knb5Pt+/S6Sm6fYduX9LtSzo9Qbtv6HQT2t2Udk/T7hkSLTl0agLdS7j/qc+vU87Kz++74m1mdaX5B6Njr0wn0T84wD/04T/leNfl1z7yue+4de/iL27yH5zcvbfJldvHUUrQCw2VIKGeKNIUjFEIBFIqHCVQjsBVKZ7SeA4W6G5K1RWs9B2WVsf42AM1nnixw81XrfKtX7fK1TubTKQVksSn2w/o9Fx6oUMUK+JEkqSSVIsiEyqFwfc01SDB9yI8N+TcUshdT0uOnvU4cXYMpX12bvC4bIfi2r0tlL/AC8fqbBqtcsUlMD21wnKrwb5NkkQb7nnKJ+xKRmsJb3p1n88+GHN6ts6eXS7nV/scOO6yZf0YV+1Y4JHn2zx2QBBGHnt3jLN3i8/ezW2OnV/m6Dl46lCVI8drVB2B70hqviFwQUobVBljb9YkhSiBKBV0QkGrL2jFEOkEbfpct7vFt76hxa37UjaMe/TDBkvNCu1uRgZ9xx6hotcXFuAhdPuaXibzOv2Ubt/QiwTGwIGjFQ4eh+XeCi/M3L/uO//F0i/+i1tlsjLzWx9+9Olxvv4d7//nC/DHH/wI7/l3S/zS/zHxzU89f/rXfva+46NaCd7/dZo7rpqnFlQwVIkTRZJI0ixEEUIhpUAphXIEniPwHI3n2sOPDIFrqHopo4GgHbqstMb45EMN7n+uz/qxLu99XZO9W/r0ex2u2GHYMq0IY5c0VaRaYnJwS43rpJyaM5yYFaz2NJ95pMq5xTFM5DIWKDZOOGybdrhkE1yxs4WWi3zwszWWl0e4Ya/DFTubfOk5gUhc1o1JatWEbuwhjQQjUY5Hsy+YWxZcbqq87to2j+6vsHHS44YrxvmXb1vkQ59v89ThGp2+y9JqnR0bK+zZ0OXVl7Z592vbzCwv85lHfJa6PqfOu5w75+EqgZQSgUAbQ6oh1oY00YxNxFx5eZcwjNm7JeQ9rwtZN6IYr/vEccD5Bauzu6G9+Xt9RTeU9EJFLxT0+oJeCL0wtUdf0+lbHd8JDZ1I0I4Fi6GhUWvzjtcs8423JUhak089c/mvaeeS+J3XL//Z7/7hn/N9//IfDuT/YC7KVx77C66+6RrxxIOPf+OBw7MfevTp09VzCynHFwQLzZjbrpnl576nTc1vsNKq0+oEtLoe7Z5Dp5stj6HMTrKhH2rCKCWMNP1IE0aGfmzoR4Ywhm4k6EaCdiRox6BJQCeIJOHaK7vsmI5IEtBGZLJEIIVAKoHjSg6f9jh4NKAWONQ9yWRVMDUiWTfusHFKsW1Dyp5tq6RiiV//ywanTo9yw6UuN+4zTE7O8j8+6eHpUb7uesXeXYt88HOSuDXGN78xZTla5o/uqnLl5ipvuFEj3fP8+ifrTNca3HiFw6svb3Nsdonf+HQVEdfYs8lhy3qHjVOS6cmUdWN9xhp9KkGXRrXL8yfg8BmJ6xqUMgihAWP/byBJYPt0ys37EtLYJU58jPHoRy69vkcvA3U/UoV860WCfijoR9JKm0zL28Pq+G7f0OkbWn3BSk8w05U0aqv80vec43VXBcwtTnLi3AgnZ1xSZ2PXrU5/4Du/85sfHK3I+V5CWnX//uH3D8Lgv/kHf8QffkGpN8w+cKdnFj/cXp0PNq/3UTJGyQSByz1PTrN7S5//+G1totglTa0HbcA6KUqhlMFxJK4j8FxFGEnCSONHKWFsqMSaMNZEkaGeQBRrwgSiRNCPJWHqE6cBh47WeO4QpMZg85NWG7sSPGVrPuo+XLEBGhUYqUnG6oqJUYd147B1OmTD1CqxWebX/3KEY8dHuOYSxSWbJTs3r/DAgYS5pRGu3SEZa2gCr4cvfYwSJKlEGEOSRqx0AuaWXK7ZW+FVl7Z5ZH/A+jFBNahzzaWaH7pziV/7tObAuTqrHc1qW7Gw4jA5WmOsUWGsMUKjGjNVi9l2TYTvJrhOglIpUthgwiDQWhLHivkFhzhRxIkiihVhnH2NJGEsCSNJP5KEkbABaiQII0MY6YxIUksgoaYbGbqhoRMK2qFgKZJE3ZAffO8sb7ne4eTMFCfOjXBq1rM1M4snqxMb9B+fO3Oi5W3bcG2n0z/zD4G9v3eAnz3wMTZtqap7H1p6z31Pnfuj6y45EOzbOcXxc1Uc5SGloNlLOLnqcficT7O3Qi3ok+RBpgApQEqDUioLMCWeKwhdQegpotgCPY4NUZJaVyQpHSkkqSFNNanG6m1NAW5rRYIjwXXBdwSBL6j6klpVMVKVjI0I1o0nbJvuUq+t8pePRjz4wjiriw2u3KrYtsFl95Y+qVjlnqeq1FyHqTFFvdrnhWPYjvsthm6ouGp3zJU7DbPnUxZWPHr9Km++vs3Dz/c4ck5Rq0h8r8G+SzQ/8x1LfPlAj89+eZKllmHbupSVpsNoQzFSc6lXXWoVQ+BrfE/jOymOslJLSnsNjMEmrLQg0ZIkFSSJIE4kUSKIY0kYW+cligVRbIgiCOPUkkRkiSOM8oDV0IsM3VDQiQTNSNIKDaO1Drs3xfRCWzpx8rzHmTnN/FLM8VlDpfWCf+TFNk88dulrnjk0/Ymf/aVPpT/1f777nzbAP/VoJF3VfV8anv3tTz1wItgy1efGvYsYA9XAZ7Sm0DLm2fMh+w8qTp4zXLWzT5SoTBeDFAalHDxl8ByF5xp8VxB6kigW9uLEijiBKJbWQUgGtl+SatLUugupyZySzC2xDg0oKXAyfe97ksCX1CqCRtUwWtesHw+ZGmuTmFU+/rDkQ5+fYF0QcOVWwdYNLts3arZtWOEvHzcsLwfsnVaMNaBejZk7KZlf8fF2QBhbqTM6CkdOGFZamtnFgN3bA15/bZu7HgqYqIPveSg5yr6dgu996zyunOevHxnjpXMB61sx60YTRmqKekVRrUgqvoPvge+C4xgL8owcCpBjb+xUQ5oKkpQM6BCnhiiBOE4tKcSaKDFEsc4OLLhj6EeGfiToxIJWJFiOIQoTtm3vcv1lIakOefE4HDyRsLQaM9eEQ3Pwtt1d1gf7/dNnze+9+/Wh06i5f/5Tlmf+aQL8gS/dQ5qm33HXA8/+t4efO944s+hw/36H97x2iT3bDSO1OtumHW64aoWxiRYnzqdccWkfT0HgO5a9pbEJDUfjORrXVXiuIvJktsQKeyTW/40TSZJgL15qnQStbcCltcl7ODNwW4ArZS1I17EACXyoBpp6JWG0njA12mNybJVHD0X8yb0VDp8YZfuIy85p2DztsXk97Nnaopu0ePJgg4pymRpTjNZhtB4yNpLgeQ5C2JurF3ost2JWu4ZmJ2F+xWPrdJ0b985z71NdDp9rUPVjXOUhxAg7Nym+7esWuW7PPH9yb50nXxxlqeOwrpEwWk2oBpJKoPBdge9KXFfgKIlSZPahRbnB9rBqTQH0JNXZ6mZJIU40SWrBHccQJ4YwsXZjlEA/FvRjQS8WtGLJSizoxTEm7nHoZXj8gODI2YRPPpDgSUmcwLklSUSTN13XYucWaHYONlorwa93+ld5f/2Zz37oHe98+z89gBszD8jv3v/YXT/vp/MTI07Ahjo8+tIkv/v5kPe+doG9O5pIIfAbHVphys/8XoPPPubzuisjNky06bRTlNRZgifFcx081yHyrHaMYlsvEieyAHecWGZKU0miyZhbog0DcNskZcbc4KgseeQaAk9bmzJIGGuEbJhsMdfs8pufcbnn6XGWV2rsmhJsXSfYtM5j8zrBjo19HG+Vjz7ocPxMjUvXS8bqkpFaipQh5xYMviORAowRRLHDtnUtniKl1VWstAxzyxUu3Rzw7tc1+cSXPE7O+bhOjBAu2tSIE8m1O1bY9v4W9+zv8pF7xnnmZI1NY4LJWkotSAk8ge8KPNfGKY7CBs5SFG6Cwd5kuV+eagv4AuSplXRW3g2YPYoFYQL9RNBNBK1Y0E4giiJMp8fmqRa3Xd1my6aUP/is5MVDEaoqQWi2rm/x3ttWuGGPYn55kn44wlMvzU+MbVz9xfe97051erb5+1un/3588r8XgM/MNzm/6P1L0fnsz28auW/dG27wieIKy+2UY8sBv/wXm3h4/yJX7uriCI1RAY885/Pkiz5H/3uFay7r8v439HjbjW0mGhGdMKDX9/Fjl9B1ieJSsJQ4GWsL4lRaezEVpFoMtHYWrJoM3CJbupWyroOrMrvRS6n4CfVKyORoh17c40svGP7igRGefHGUMc9l3ybDhnHJ+gmPjVOSzesjLtm0wvMne3zm4SlGlMPUiKBREzSqMc1uyucfD6h7BiEssHqhw9tvDvncE7YmptnRzK84bF5X5123dHjyUJuDRzxqfoKSwoJcV+lHVut/2+ubXLphno9+ucVjL41yeqXCdEMwEhiqniZwNJ6LzRtIeyNbJofcONOZVNN6sMIlerDqJSnEqV0ZoxTCRNBLBJ1E0E2hH6XoKKRW6fCuN6/y/je0uPaymPXjhv/ygSaPXhehpUIKuGp3zDU7HaJolPmlCs8d9bn3mZhmtH/dyPjYz3/3N9+udbz0h9L9u29s/jsF+PmFFVTSpxqIb//zv/7SLy3M3DWxad0snU6d589Pstz1qDuw1K/wpRc28sCLEcKkYCBMBcYznF3VzDxe5Ynn+3ziVR3ec0ePN93cZHzUIwx9wtgjil2SxMnArUgSRZJmCZt0AHBtMubWAztKCJMFlbaOw3E0npviezEVP6Je6ZHS44v7JX92/ygvnhhBxD7bxwwbRg2To4qpcY/pScnGqZit0y3OLLT5nc/WSMIKmzcLRusOjRo0qjHCjWj1aozWDUJYSzJOJOO+ItEJ7dij3U1ZaSnOLVS4/JI63/eOVX7xz31OLdRwVJzdGA5JEtCPJNMTPtfuanHlJR0OnDrHXzxQ4d5nRplpVqj5iroHNddme10FjrTpfCGGfWENGG1vulQLUgNJKqx/nmbATgW9VNBPoZcYkiRGxxETQZc337HKe7+uza1XxYxXJKn2iXqSV++Fq3elQJo1egf0wwph7DLW6LH7kjY7ZqHd7DB7ennd3En9S5XxNybnzi7+8fR6UO7kP06A66RHtV55591ffvI3vvSlLzdOnPM4395BPzZo7VB3DIEDU1XoJYpeUiHOtKDr2hOeehqTaubDKn/9RI0HX+zx6ns7/PA3tLl8a5upUUWj5hBFHlFigR4niiRVGbglqZZoIzHGSgJTBJQghbZ2o9I4ToLvJbgqotWLWWjF/OpfBpyYH2P/wVGM9pioCNZNGiZHBBMNxcSoy/oJyfREwqapLhOjK9zzFc0zL41y5WbBWF1Sr0oaVU2tEiHcEN93cJT9+8ZY+WSTKTGJFjbV3TEst1xmlxrctKfDjZev8tH7AirLCkfG9vwahyT1iGLb4zk5GnDdzg7X7erw1G0znFqQ/Mm9o8yvVjm75OMpSc0VeLkMkzbwLIg8lypYJk+MINaQaEGYQj+BSBtIE0hipArZNNZj3/YOP/zuNtdfljJSVei0SrvrkKQOWkuM9abQWpBqRRw7RLFDkiqEMFy3O+a63Qm9MOD8vOSxRx+euOJq/zc2bL1hpdnqfubvEpN/ZwB/4LHDHFEblPP0n+7qnD/WmKh06Y+6KDSd0GbWJAYDBMZQdQSJhljbr6nJmMNIIq0IPYckDVgMa9z79AiPvtSj5od851tabJmM2bahx01XtHGEbRFDqMw7V5nmFrY3MnsIDEIalLCeuSEBmXDghOTpQw53PVnnwOk6UVKl7iimKobxmmGsaqwP3nAYH3GYGBVMjydsnOqxYWqFB18M+eBd69gw6jDVgEZN0agJ6tWEih/y6MuKfuTg1iyojBFEiSRwFFdf2uOJF0Zt4VMvZbXlsrjqM7c4xve9dY6zi0s88ewUrgREjAa7csUuYSTp9BzG6gGjjRo3Xtrltiu7vP/2BQ6d0XzuyYAnD1V4+XiNRDiEoaIbK5TIW/rKgWeWEzCaRBuM1rgiZcSLCIi58ZoOOzb02TwZ861vCql6klrFIYortDtutoIq2zao5WD11OVVVWYZYxA9H2ME3b7Lcivg5dMRjx14rLFz5+yu7/nAt6u0ezBV1cv+8QB8/3MvMj096h15+ckPPH4g+m+nT8ww1vBZbdslsOZroiSL3E0evVv2SLSxkiJLLafGMkikIdKC0HXppy6dtEK7nfBLHx3HJDHrp/pcvrXPxEjCe17fY+u6iDgWmd6WUGJuMv0ppUZIwSe/XOH5YzWE43Bqpsq5uSpBRTHiC0ZrhkagaQRQrwhGqopGXTFWd5gYhcnRhPUTfTata5GaVT75cINep8buzYZGVVGvSuoVTT1IcN2Ie54ICLsSdx3IDExxIqlVFG9+dY+HvqLphJJOL6XVdVhtO8wuVblsR5333Npi/4Eqp5brKKmBONPLLnGqCGObmOn0HZodj3qlSq0SctnmPjfs6XNmvsnJ86s4bspzxx0+8UAVoZQFt5DDF9FoQGO0Jok129YnvPf1PSZHUvZsNayfgDRxiaI6SWrfZ5w4pKnKanlUkZxL9eBrqnPJmIPcXiO7CinaXVsSMFI7y75LNv63o4cf705v3PShs6e+Em3eds0/DoAfPX6ak2fmL22vnv3N88f3y7l5j24VfFdgKhLHyavbbBGQ9WENScmuyoFvD0NqhI3oC7BLIu0RaY9Ew0KnzgPPawyav3rSjmzA6OwYWIGZF4gQCiEkUimS2EFqB9eR1H3YMWWouZqqr6n6UPUFtYqkXlE0qg4jdclYAyZGEqbGQjZOtUlZ4Vc/FfDIC+vYOQFj1Yy9q5J6JaFaiahVe1QqVXwlUTLT4NjPHMcu/Z6gF6a0Q0Wnr2n3tG2Zq3mcnRvhNZeH/NA3zvErn3A4veojhMaYGJ0a4sQliiX90Fb71XsOtcCjWgmo+lUCP6Zeibh2d4Tnxly/O+Fb7+jiqCRLAmmEMMOiPJN0WkuEkPiuAjz6ocPyipUYOlUkOViHnmdg1mIA7hzYWlhtn8VHSWoBHsaCfiTYOCmoBiPc9YUD8jU3V35TmPbDnU744t8FNv9/A/yee/6ERiOsnD519M6Zk6dEveqxcZ0ijlOS1CAkOCpLuCSGRFvg5mDWqSHJvNk0B3zWipWDPdEi+0omYwSxViRGZQVFPqmxzkD5YmXYRglwhLCZSgVBxRA4hkCl+C74DgSeoeILKp6kWpFUA8cCvCYYrWvGGwkToyHrxjtsXLfEB+/SfOTe9WwZVUzWNY2aol5V1KpQraTUKzHnlzTHzvsEni2/hbzST9CPHHZMa6Yn+7T6Hr2+yVhcstp2qFcC6tVRvvWOeY6fn+X3PrMJRzoYNKlOSbQhThzCSNGLFL1Q0g0k1b5DxXep+CnNto0xPNfarK6b4kjbKCGlTeeL7MhrIkwm7bQWNAvAyuLIAa21GAL1gJ0HIE+yYD/Rtk49B3ecCuJS/iJJYaXl0O3Dw088LxZWmndu37H52Gc++ye9d779215ZgC+tjHgvn2j++MEjZ398w2hTjtRGMUAYCaJE48aS2NEkic4ATuG3pmUGL8BtCtsqLSJ8U8gbnYFd5wGSEUWgZIygpEpsjUkWWDlS42Q3m6vAVQLXsRlRzxEEviTwJBVfUQkU9YqkXjWM1FJG6wnjjZDJsS5b1y/x5MshH/3yRsYCn/V1TaMqLLgrklqgqQUJ9WrIk4fhuUNVdk2ZTPcO0ua9UHH9HsPurT2eenGUbmiyElQnA7lLNahQCUb5ptcu89zL8zxxcBqMQuvU3vCJIYlNUU/SCx2qfUMlUASexvdcfC/Fd3RWR69xlEYpbc+LtKXBCIMgY/NM2hVAzw89OFIj0YUVW2bt7Gs6eJ5kWdMyuJPEujQ280xWs67p9jRCLsqpGv+5Kie9+uS6nwOiVwzgK6sdGYa9n/7Exz/yo2fPrHgmcbl8q2VCJQVOooiVwUkEiZIkjs40d37kkqWUXSu82dLzLCkx9DWrlDNZwVTxGHJM8joWm9BRWdOEq8B1RFa0ZbN/vqcIfEXFF1QrgnrF0KimjNQSRushEyM9Nk6t8MThHj/9R+s5fXaUSyY1o1VoVBS1iqIWQC1IqQQxntun2TcoqXCVQcqBFrBLtiROPBqVmG6i6WZVkt1+SrsraVYU1bZP4NfZPh3zMx9o8l8+LHn84HoMCm00aapJ0oQo0USxoh8per6kEioCT+J7Bt9T+I7Gda3f7yibGVbKAlxlMkUIc0FpqS6B3YI8q2kxw4DWpZxDakQG/sx6THMGz7PLwtYGxTaJZOuHNHFssbFpymNhvunNr87/h29875tdnfZ+SqrK3zqd/7cG+PMvPMT+Jz8vwjB8Z6d5PrhpX8MW9xi73CspUMomG5xEZrUhosiYpakpwF0APDVFp7heA26TM3UB7MFRwnVRPJUXaakC4Pn7IUvLC1xH4nt2AFDg25EMFd9QCzT1qu0sGqlHjDd6bJxa5YlDXf7LhyY5fHqcbePWYalXJLWqtOxdMVSDlGoQE6cRf3pfHakUrjQoMbAJtRGZb+/ybW9c4QvPRLQjn24G8E5P0e4omr5D4Pn4boM9WxJ+9ruW+E8fEjz24nq0kaTaptXjxBaahZEmDGy5q+8LAlfgezaz6TmmyNg6SiOV9calsEAXZfuwdEJNpl6MFkMrpsmAnuag1/nqugbkKWsAboGdZIVwSWLff5LYG+zUTI3TMwLPPxPUv/Dgv731ta8Xswutn5ieavzDAjyMUhoTE7+RnP7E3j1bDWHkZ90x2VKUGJxYEDtWb8VOXtyTpYT1AORamwzcOUObIsOWn9SCrU3ppJsL31cO8LwGI8/kKSVwsoIqC3CJ60pbv+EJAt/OPKn6KbWKBXejFjHa6DE12uTJQ11++g/HOXBqks1jgolaSZoEDrXA1q9UgoSKH+G6IeeWxnCVQEmd2XKDIDNNJUmi2DBmkyetOCjq3Hv9lHZfUukqAs/FcwNcZ4S9mxN+9l8u8JN/AE+8tI5USwvw1BAnacbkmtDXBJGk76lCgrkuuI6VaLZOxeBIMpkCIvtaxniOc4MoPPOiMrFg9sGKmwM8B75doXOQM6h3ySo7c4BHWXFcmhqa7ZREQ6sXcmz5icrOSzffqP5/zCj/WwF89tTHWb81qn7nDz++b+/WBfebXpeysDxGs+vT6ztFfbGjJFGSJRmyqrVEiQGT63I9RH6QATyvmTDWGMEC3JQAPkTb2SNPSedVglKKQpooaWdtD+QJBC74nqYSGCq+1c/VSkyjGjFa6zE51uSZI33+0++P8cKpKTaOKqZqmpGKoB5IqoGiWhFUAntz2FR/xBMHBZ2+R6DIbjKrwfMmhFQL4sShFihuuqLNkwcadGMrU3phSrenaPsK31N4rpfp51Eu26L5he+Z58d+Fx47uI5YS2Kts2bpQQ9m6El8T1v2zmpT3OzmtgeZTBnIOJlleVlzWvPTbIbIJv8cg9eHjIJyfFXEXCVgpzl7D953FBt6Eaz0BGeamm+98iTts5/yPnf0G6q//KHPdf/dB77+7x/gzx84TldsH/3il/70d7ZvXHjtn92XcMmGDrdeAc7yCC3l01XOoEEhlkRKECtQygYccZrrs7w2u1TtVwJ4XiCVs3fB2iYv5i9dCGELioTMwJ0VGakC4JbFbVc+eC54ribwsgIrP6WSyYt6JWSk3mOs3uLZoyH/6ffHeO7kOqZHHaaqmpEK1AJBraKoVhTVgr1TAj+hXu3z4HMeq82AsbFBmjx/z3kgFqeKdROKO17V4cGnte2iiXQJ5JLAlQSug+t4OE4FKTWXbTH8/PfM82O/a3js8Dpi7RDnFYCpKZjcj2VRXeg5smgWcaTtbbXnhuL95TdhLlVEXpXG8IqZg3vA6IPnacHmpiCvVA8KuYqCruy9Wg1uCCNDN4LVnuRME15z9QLf/Pp5Hj4w/tp9mw7/wbd8wzd+/w+85/hqpXHJ3y/AZ2dnWVle+rE//vTM++57ok2zP8Wvf9rlxsuWGas76KzuQxTa19hdCjLdGyfgDAEcq9dKS5/Wa+RIibnzE5zDO8/I5dJEyLyCbqC784pBR9kmZdcxuK5tLA48TeClVIKEahBTC0Lq1T7jI032vxzy4787ybPH17Nu1GVdNWWkajJwZ+wdSCq+Zf/AT6j6EYkOaUc+QkncnMELDS4yZ8gWhsWxS83r23KBKGAsB3k/petZBvc9ies4uE6+Aa1h33bDL37/HP/+tzWPHVpPrB3CVBClOmNxQRBrfNfgubaH1cniDkfZEmElZXZ+sq78/GupMKvM6OWVcwjg+SprBjIzNZnsHAL4gM0tyCnYuxdDpy9Y6ApqXpMffVeTLVMjvH7fDKlz/H1nT75wTOvoJ/9eGbzbnKHS2LDtQx/60JV1FrllV4WltmCxO8bDBzq86ZqIdi8gSVNMdnKklJYllO0icVRu+lPSaWI4qMyCmMFJFCVglwCes3bpohTLbdaho7JgynEMrrLA9hxTVA8Gbprp5phKEDLW6DJSa/PEwYSf+OAkXzm+nqkRh6lKykhgqGfgrgTWTszBXfFTAi+hUYs4eNLw5f01PClxle2sKe91ozOmi1NFoh1ed23Mrks6HDtdYaqaNxTYHshuP2NhR+E4riUMab3rK7bBL3zvIj/5u5qHD0zRjyuEqSRKDNVs6fddLMidfPXSGcAlSqXFCqekKAFcFIH6xdTv4DqUVlldrlA0WdOzQZecsjQtVyvasty8zjyMBf1E0Azhjdf38Z1J9h+aYGHFpRt2mJx57srb3/gd2w6/fO7Unks3/d0D/MGvnOPJ4yPba/qh/75pcu6d3e0R68cDWm2DkYbNk1X6ka3Sc5206FJXUqKkwkkEsbJlrWlh/A+q2NIsCTkIYBjS20Oau+Dsi4BbGKTKbUELBkdlrO2YrGlC47sa30sIvITAj6gGIeMjXVbaXR56EX7hz6Z5/ugkkxm4RyuGekVQC0ThlVvnRVv29izAK35IlKb0ewGBsjeZFGKoki9PpNhA07Fa3gkJI0MvFiWAazzP1sG7rsRRCiXdAuAIuGqH4Be+f4Vf+vOExw5NMNNs0K9JRlNDPbHTBvzscAuJZjK7kBLABwxevF8xzOBrQZ7LRnLmLoA+3GSidV6SQcHkic46iBJbsRglFgM1F87MjfDFpwKE9ml2DLNLbaY2zr1z864H0puvv+zfGnPkpBC7/24Bvjx3lkqwfMMjzx6+U/ae4ZbL6yyuNGh3FY2aZLJWo9uPkdLguWnGrCqTKIZYSZzEkCg5sI60JE1NEX3b5dtkEkUUxfk5KEqntwTufNzDoHdzII0ycGdlsW7WFWTLYy24fS8D93iHhZUeP/+nVT7z+BSLnTGmRiRTQQbuwOruahZYVnxJ1TcZg1vtHfgREHH/sx4rsceEz1A9NqKsX+1NHsUODd/h9dd0eeJwRDv2Gcn6H/uRxguz8RiOBbijDEq6CGkTNBjYu0XyKz/c4nNP9Pi5P1zP2cUxeqMOo56gnmiqCfixHb3sKTvQyM0DTSmKIDj/WpYpQgyaJcpR54B0zBpNXnLD8lxGOshC5wCPM088yma3xKkltoZn6K76PPYcNCoh7b5hrpVyRbAfEdbuXJ4f/dN+2D35d8rgadJGqtruo4ce/JHPnHiJ504GXHfZMpftiFluBZm9ZOsbyulfKS2wZWKBniid+b8CJ5WZeyLWAHwgS8q6ew19F8wihS70vhQmy9CR2WAW2I6y4LZdQSmemxB4Mb4XU6/0cJwuDz6X8gefb3DXI+uIdIN1DcFkYGWJtQBzn1xlh8iYu8zeMY4T8uhLo3Qjhw3V/P2sZfDcUpPEiSJwFTde1iPRFuC9WNDP3ZDIjlxzndziVBkQbfbRGjOCyVHB+27vUPdn+MPP93jopQlm4wrdQNJIDDXHWJBnw5JcZbK4JMtZZOdNFiyeBewMv/chFs8BznDgWZDUUHFdzuSDZooc6FEGdK2zFUMZZldS5lcF8x3Bhuk+d7425bnnT7IaX/cjb779NV9ZaXWPjDX+5rmHfyPA52fP8dijD1CvjWw8ffrIbZ7osm29R8XvsW48wXMrGEQBNLABlJNqYqVRicLJgJ4k0mowLSxzF40JWaLAiGyJEyXH5CJvakiWmAzgNpkiszS0BbgumNtVthbDd2M8LyZwI6rVPp7X5c/udfivf7yOYwvjuH7AdF0w7qc0fEPNh1rWYV/xbbYzyBJCtn4lzVYCK08WWymdyMNTCk+aIsDMEWIYJEts+loSJS4Vt8/0aI/Vbp1eLIrudc/VuG6a2XzZdC+pBsmZInC1lY/vvLXD9Zcv8At/0ucj90yxnNTo+i41V9JwbA2O74CnKJohHGVK2V5TBOn5OLivBvAy7eTgxpQz0IMao/woMpnaAjsHeKhtLboBmolA9W2zykpPMzaeMLNQ5fRMH+Efvu1+kWxstZpHTp46x/ZtX1uP/40AT3XK5ftu3b48/9IHnfggt10r2DLdZfdWm472vZ6twTYyA27efKBQiUMsHZTUqESSyKzzRkvSVJcKcwYpYPJMWXb21vrdhYW1Btx52llJm6VzVM7caQbyBM+xksT3Qny3x8m5hN/7XI1PPzzB8bkxGlWX8QDG/JS6b7LUew5umYFbFkmhINPevmdvnEYt5C8fdThyqkKghM0Y5kBhgPJBssTq8Dhx2LsN3nZ9mz+4e4JO1aER20FGfpTFDUrjONK6H4oSyN0S2uyqsHVS8hPf0uXKHWf53bvGOT47wnJSoes61JSgmgHdk8beOFlALlVGEqXMa8HmWTS/NttpMW2KRBCUEj8lsKdZXUqcydM46xYK06wFLhXExja7yBQEGmNSdJpw4LjHr38qYPNIyqHTB9ixY88HX/fa17xleaX1N0qVrwnwVieiXnV55KmnN5849pWd4fIxtm3UzK6EnFvSKBcwMTqN8R24Zo+mUVXEiW0rU9LFkZpIOjZqTzROUWJZqjzLgi4bUA7qH3IwwECSCExJH5oi1Zx339vAUmcdOymuk9jOHSfB90M8J6SdRvzmxz3+8HPTnFsaRasK4yOKcc8w4mmqGXNXi/S9zOpUMmmSeecFuD2bvQzjiCNnfTqRz5ifuTh50ikHScZyebInSSVx7NCoOezYHKH8Pu2oTs8TVGLrD3uZvHIzieLkrodQXyV4VUyNdPm+d3a583Wz/OHnWvzeJydY7NXoOQGBo6g6gooy+ImxbC5NocedcjxTGj1R1KsILpoEKmeYc1cszVbnJOsUStKszj+FXiropoIwTdFxjNIRtSDkust7BE6C0ZbShePQS2q0Io+GWmZl6emdSwtsvmTXTSeNCRHC/9sBfH5+gWS0PpXE3sd/9rdfdNtRg8nJlIWFUVaaDkiR3WUxNTfkHa9r8p7Xd7hlX5t6xaMnAyJpSzPjxDJ5qrXV31l5ZT4XMNffhfZesyiKocDSrGFvbVcJaTLry4LbUSmeGxN4EZ4b0exHPPq85M/ubfDJhyfop3U8z2PCE4x6mppnqPqGqjcAd+BLfF/iZ9LEJoYyZyIDuOfazOeJ84aHnqkSxS5+zVwQYOYPXWhwe5NHscJ1He64vs1Hv9jh8NkavcDOewldg5eAG2vcSFuikCLTynIw3AeGPXYtqfoO60d7/Ptv6nLZ1pCP3Fvn6YMjLPRq9JWH6zp2BLUEXxlcaQo2V8IM6fEi8CwAPqwddYmQdEmPp3m/Z9a9Fem8zxO6KSRpAnGPMbfDa65u8547Orz9tpiqI0lju3mvVH0WW13OLbhsGJfE8eNuo3rrxzud1qvSuL3wt2bwS7a7cu784RtOHnp85PrtkrNLdeZbgooCZ9Teif0U+qlhNUn58D0NPvVwm2+9Y5mf+PYW68dsCaSUngVh6tjpUlKSKlmA27K3GKSBs+W2hO4Sc5uitzIv98wL+G0paIpSaSFHHCem2Yl55EXBH93d4N79Iyw368hKQL2iGHUNDU9TdQ1Vz1DxyFjbMnfFlwSeIvAEgUdWoaczcGt81+pv5YS8fBbONQObWMn07XDiZOA+2D7IvF5aEkUO6xuC3Vt6vHA6oRu7hNmMby/CevgqzSRKnqgBuaYzJ795chsyTm19+Hvv6PGmV6/wpa+0+fA9DZ4+2GCpXaUpPTqeg6cEnhT4EtvDKWyQnher5RZskXdYQ0DlTGe5TiUHeGJKzK0FYarRSQxRj00TLX7y25d53+sjaoFHpz9Ks+sRp07RDpekiprjcvxMwOnzHvqlx0YuuULdsH7zzrv5GsODvibA587P+51O8tvd3tHalbsl6rihEaR0Q+jH1t4Js2Ewrdih5Ti0eh6/d5dLrAX/6TuarB+zdpaUGploUukMwJ31Tto2s2FpsrbORBbLYxnUA3ArmaJkipe7GTJmoZ3w4DMOn3+kzmceGmG+VUMEAW7dpeHAiGs7eSoumeyAiieyQ2Ylp5nu9gR+zt45wJ0Ez0sIvAhjYu7f73PqfIXJcYErdbbMi0GjbwkNplRmmqaKXuiybb3gjmu6fPrxiE7s0osFgWvwEsviYZyXuqZWgxcJGTkkU+whMwkos6ypQ8UPee/tPd5w/RJ/9XCbzz1S5cHn68w3q/SER89zcFyFIwSuFLhSZkAHhUGVpJZcs8aW/QCdrcBFC2LWzBxmDB7rFHQMcY8tEy1+6juX+PY3pyRJncWVKr3IJwzteJAodogSWwrc7TksrLq8cFQjvUO1q66/4bdVPHMZ0PtbAfzhx4+x2urwhcfa7NvuUQ08wBD4hijKJx5BPzbUIkM1lCxIl9Vegw991jBaTfmJD7So+oIQO/U0lTrr2ZP2ImQtUmXWvqCGKrcdASF01jysS8ydSZEgphemHD4HJ2cUf3HfCHc/3WB+uQZegNNwqSpJ3TXUHU3FNVRcCFwL7sC1MwltmaksHSL7uclArguQe65tTzs2o3nhhA+umy3zppSiL1E4wzp10Axgxznv2xFy+eYOh85V6QWCaiLwY0OoyKw9nbF37qbkNt5AqxQ+e9EfqbLpAy79yKVSCfmON4e87aZV7n2mw8e+WOXkTMChc1WiVZ/Ed+g7DlJJlJB2hw0pUIBTAvgFN275s5GNociPrJnF6BR0BHHIuNvhR967zHd+fULYa7DSrtHp2cH7/b5LP7IDQu2QVWm7lnqSes2wd1sL3X6ZTvi1d4/4qgA/P3taxFH/Rx764scnd29ssNISVHxwlIPv6aJQPQd4L7QF9UZIYu3SiSp85N4Rbr+hx5uvC/FcKytSmWabtloGz9km15DlU5Uztih768Jkox9SfD9ByZQ0TTi/BPc94HL0bIUHn6xwbqXCsZkq+D6q5hI4kpoDNUdbF8G1O0QErh3XZkGcHzI7VAZwMs2dgdtN8V3L3p4TEwQRJxbg4Mkqrhy2B8vaNa8HL3RqUVMt7TKcuFy+rcfudV1ePJ7QTVzqsSB0wEvsWGhVAriUAiHlEJPnDDooYxVFMJsv9XHqEroeI5WIb3tjn1uvbHJupcX9T3kcP+Pzhf1VZpYC0p6LlpmnKFWW2ZTZZxFFEijX5eXa/MFNnI3LMxpMxtxpjEz73HJth29+Qx+jq7S7FTq9CqvtCq2uT6+v6IWq6N20E29tLdNoVXH87BgvnT42+b3f9Z4fOX/+5C9u2LD9YobyVwf4hz/+BQTp+0Y4Xtu2ocFqyyFMDHGiqORljrEtVg9jQ69vNXCsNcuhouNLzs25vHTE4w3XhzhOiEAjtUKZnL0twAvmzgFekiM2S2kyzW2B7fopcWo4fkbwwnHFfU9WefGEz0snKrRCnzDywfVQDQdfSaoKqo6hUvKBfSev08jLZm1duJ/JEs9TeJ7MbgAz0N5umg3etzo/8GKMjphbloTGx3EknjQ4mXYVazQ4lEpNjRjIiMwPFzhMjUdI1acTu3QdYZ2OeFAw5ig9lIGUohTF5sOOEIUEzHsm8xEObqqK8RPd0GN6LGLr+phrLwnpRT2+80STF0+63PdEhReOBxw/4xMnDsZXGCmzDJAqRc9ruiWK7FwWbeSN4CaxIE9jPGIu3x2ycb2htaqIU4dOz2e5GbDadun0lW17LKbeMtiWJTKsdmKMd6bWX733faarfvH/E4MffekLnJ9rqU9+/kXx0pLPtg2SsTr4mc1j2caCPU5tX2C/Ypfr5a4hjjSin2ASzece83nfm7psm0wtWDNpYjW3zLzUPI89YGzHMSCtrIkjQ7dvQXLyrOTP7/XpxopnXwo4esZnseMRJp6dHqRcVMPBkzYYrko7bMh3NL7KCo+UZW3PFTbpUQa3K/EyWeJ74HtkrolNmbuOxnOTLCMaUwki5ldS7nusTrPtMzYicIr4YADytY+c1AaZXEkYKiYnFG+6qc8Xnu5xulmj50orUxxwE4ObAV1l45GlTK1dSHnWiSz+hjbOcFtZxuSpo0hcC6w4dq2V6sbUvJhb98XceFnEu24LOXJG8txBl26k+Mh9VU7MuiAk3Z5D2pN5+SZGCTsXI7+OAx4fZOwKFk9Zty7m628JkY6mUomIopgwcphd8llpSfqRsKDO6sbzacFpaisV141Jtm92ePnwsgjVFerPP3FP8v73vPl/DuBCGDaur//mjZclV52Z8Qk8QcVPQWQRcULWtEDGPvbr9KRiZLTD5i0LKNllYdlw4KhiYUWxfjrFCI0xurSOla+8ZQEhDc2O4LnnHZZakkrg8ORBl88+HNCPFf1YcX7WQwuH2Dho4YHjIHwHR0o8JQikIVCGQFqmtmOXbYraU2RTZC1ze3lfZgFulfVoigF7uxrPywu00oK9PS9GqYgHvqL49ON1lOfgS5N5yqyp6biQwXMvPE1zx0PR77u8/eYen3m0xUfuH6GTBNQyHe7mOjymaBrOu4WEyO+k3N+QJZkghmzJJJUkjmVy11EkjoOTpBboKsVRCY6bMF5JuGlPwo17YowIec/t3cxcEPz1Iz5PHfSo+ILFluK5F11aXYkoek8vmEdRfNVaMzWesG9XypeecJlbNGhi5uY15+dtd5LO6lZSrbP9hgY9vABJKmm2Bc++3L/qttfVf1PA9/1PMfixs22CWq1x6qW/2LN1el5tGEvohV42uSgbnJ61peXMYLAuR72S8vUbe2zduEqlsUovNPzYrzX4T79TZ2x0bVpy7UkAsiaF1Y7k6Rc8Wk2FVJLQSELtYISyS6NyQDogFVJKXCnxJDZxITWetEDwFBm4M3A4FGWjvmsbj/Nh+mvBbZnd4Hk6m0eeyRJ3UM/iOzHGRJxb9IjCAH9E4mXluSqryhvKYuYdPTBkiw7GLiii2GWsrtgyGeGJPr3Ep5cIKo5dqvMaEqVy/39Q9Wf18aA1zpjchtWlIfh2T8ukJI2SJM3yBqoYaaeSlCiylqsjU6RK2DyVZuMmNJdt7xHpLtIxNFuCp19wWO3Y0mhL4uKilzgH/NiI4fOPBPzYr47Q6weI6gg7Jj0umQypBVZ65RWLeS1LPjAqTSHWmlbPUG901evV6p5vuvMbG+83Ky0hxr42wNNwgViv/OKv/Omp29dVZvnhd8c4qsZKq0IYuoSxKgqmUi2K+SOuY6hVIurVGImLp12q4z3Wr9N84q463TS7u0XpDh96LovXjBDovNUESdEtLCRCKoSUKCFwBQTK4AmbdvYyhnNl7huXvjpZJ70i23qPAty2rUvhZeD2nNzvNlnDgMkq+jRelh113RjfjzmzqPmTL9TA8XClGASYhTwRFzD4AOR5LXwONlviEMUu3/qmHn/1YI+X5up0UpdqYjeltVWApujEkdmePMXfyogilwpWCslSgVd+6KIWxnEUbmoTY46T4qTK2q4qS6Apa8HmrpUU9rkjNTJOmaoavv4WjZCJ/XBZ8R1DLXCm+JlQ1gv/jT9qsLjkktYCXB2w2pPMrmhqvi0hyBO/WucltnbKbTcSLHZBuiE/+MYZbtpVu31x/uZfNCb5gb+RwR97/D6UEp4TLvFXT6/Dr8xz5y3L7NrYo9WpEkYecZyl27UNEIU0uE5K4EVU/D5Spjie5tBRlwefCmgLBb4EqSxgRQnQObiFyH4mS6/JbCpVZlVloHZlBmhp7PdZA60r86ba0nOH0hyUnLUHXfUDgMtCtvieyeSLLgJKOzgnwc3Y23NipIw4NStYaAUIx8GXDMmTQQ3HgMyGHQYxDLxMH0eJy0QjZNt0j0OzIb3UoZ+Cnwrc1OBmfa4qoQjAi1IGoYaII1807aRdUxS1DaSRxkk1qRI4jszArVGOLoYEqSxTLLOsdJ45Fnn1KCaLBTK3i9z10sX3hdUrNEKm1BzNbdeH7Nmd8NJJSHzNaqTwupJ+bGWlyKY02ClnNknUjgUrfc2eLSvceUuLO2/2eeFgSPfg3Z64SL7nAoA//tw5hIAkCdk+4fInd2/koefn+Iv/PMeGqZBWp0IYudkk0YE8Kbxov0+t2qfZS/nIPVUOHA1AupaFhVMCrrwIoHPrSRT1G0qAK8icCatvHWHTyY40Q19V1mDgZIB3svknjrJOV7nh2IJb2q9eDvQ8+CQDdtb94+hCoriO3ejJ82ISYj73aIW5hQruiMLLpUkWYBb6e+1KXdLg5aE6edKnH9oJtm+9pcOjz/dpJQFdx6GSaKJshcoHGg1lGYVm0DmUB5qDzihrHaqMvSF17N90tbAATw2Ok9omkVSTqIzJpcmqNHMGLwN+AGZZArUcsnd1NvxUZ25YikPCFTtjvuUtbX75T3yWew4tIdHGoZYBXGXxaj6rspdApxuzrrHMf/v+BbZNjXP87CTtToTjnchGu34NgP/Zx7+A71de8/wLD14/6ULDU8w0NS+eHuOXP9bi335jm+mxkCj26Pc9Um1Pos0sZjUZ9T4rvYjf+FiV3/34KM3YJj+QDgh3YDHlMwPz7fuyINyOWcu/ZjXdQhRpb0cMNG6+VDul9rQc2E7Wj2lHJeTDfspd9SWA5wGnywDUhTRJM/dkoL09N8ZzI2abmv1HK+B4OJk8cUoFSnkiRKxBuHWQBnXUA1aVhScexy7X7AqZGO3RXKnSTRTVbDqBq0Clxh5xGeBZIqz4Q/KCAjajTcbmwg4Pym4sR0mrv1NRjJe27C2zGp8ywLOqzTyTXAKylBcDefY7+c2hUrSRNLyYf/UNbaJY8JsfhcWmoVUL6CYOjsxcIWNIjSYJNUaHbBlv8qPvXWTPZpel1QqHTlY4O6+5ep93/e2ve+NrThy+45Ede954cYAHrsFR8dcnsbx6tJJyy6s0h+ZXOfZSwB/81STHTinedHOXd93aZtt60Km1/IQwCJkSm5QDpwQfvrvGh/5ylIVeYFEjvQzgVkfnKV8p7BtwMlZWkJW8WgCr7MINXjODXkuRt6QNmNs2F+edKtnzAuADYOfNt5a9M83tUOjt3BK0jD0At1tUJ8YIYu562OfRF+tI39qSbt5ssaaNblDxtzabuXY0WjalVSt6fZebrujxtlvb/N5ddaLUp5NKgtQQJqWbWpRkipQZuMp/6qsxud3aJVVZR5WyMiVVEpU9t4VdugB47trYTcEyEGff50wuhS49z0Cdja7Otbs21hwwWjEWRPzIN7Vp+Ckfvjvk0IkqsfZIZGmguk7YuqHHv7i1xZtv7vL6V9mygRdONHn8wAi+SsCoq+cWwq9PEv3IRRk87JzG8+tvOnHo3m+pheeoBU0q1SYvzMQ8fnADLVPnr5/weejFHvc83mb31j5Ga4zOJbVLP5U8dyjghSNVmrFnN3oXlr2FsFVwrgBXZMtsBgBb55B3n5vidStRBsX4uWRRpUCuAHbeQZ+xdz7BysmkieMIXDUMbjtOYQ1zZz2bXr7plZM3HCSlIyYi5mP3N0iNjyqyl+UAs9TXyMC+G7jDotSsmw24LCawKtLUQeDy3td3+dPPhazqmF4a0EsFbkLB4lIaZCIKMFm7cK0WlSVrctDzqrUgdfIGYVFYciqLB5TSOEpmhXIyY21pgZ7av6fK4C6BffB+Btln+29tRamSEq1sVnvEj/i+bwi5+VWLPH+4SZRKhMxvTINONbu3pdxyhWak4hDGLhrNk4dDHjnSp4LPqaVVvr7X/JZvetfrv3zwyLkvXLZ70zDAl1sxQRTuevncys5nT5yjUYd7n3Z4+vA4XhDgSUHkeSzHFe56qo56KgQTl9puBEYoEuNYze1bK09mwPaK4DCXIAMgK2GX9WI+hxiuYiuYPJ9SVQJ8ua9QlaRJPhphaNhNBmxHiYGTkoPbtR33tjHZZMw9CDCdEnv7bsT+o5IjMwFGuSgp8aQuPtdAogwE+FoXhSENvnbmnwV5nLjs3Bhz+SUdHn+5Qqw8eokgkOCmduajylY4KQUyyZgciUCvcaJFicVze7JUt+1kQadjsqDToFJBqoydjJDJFZkxumVxSVICdCFX8u8vYPZM5ihNKhUqtTZkqhWem3Dj3oQb9sSDibelXSKMcUkSl+WWR5IopNS846aETZPnuffpOtosUq0t7hSiv8tzwy9cwODHTzWp12IefAY+dfc4SJd+JHARbG3YptF+Img7inZSIU590KnNTOUDYkTujeX+NANgF5p6GNTyq3w/mCs4eL3wl0vDNHOw550uTgH2wZg2paS113LmLg3/sYCmAHaRrSyYO8VzbGLHdgXFGGI+cX+VpaUKwnes7y5Kgd/aGpT8JA/54Pn8l+E67sKbzrb+mByXfOMdbfYfbRCmAV3lUUmtFndEaeVLTKk2RGeeeF6Ym0mVtXrcmFK7IGiZFYBJidI2nki1bf9TWmQSRRYAl2muw3Mwy9LzAegtwO3PUqmR2gJdSxvwqjQlSdyBHVns0gxGq+Jc5PszRbGTrTCGV+/SXLkNej1DfSoi7a/i6EFxYQHwZ574nNVcvRbXX1Kh3bNzNZJ0MFKrGwn8SOBLSTtVRFrZCjEoFmEprEXniszCy2qLlSgV0hdAHrbUclCsdQiK35FY/a4GYFfSfl9IFJnve0kWOFmAW5ki8ZxsAFAObncAbrdIxevseTp0OMp27rx0Cj5+b51QeoU8ccsj0C5Sg3KxqjsosfjQiOIByP3U4Rvf2OeP7u7y/PEKsXLpSomX6sw9Esg0b/7Igk0pMgbUmQbX2d8a3rdIG4FTnuSryAJOg9KGVBocbeWIHdaZN1EPGHyodLkMbEH2uhwwudS2OlFp0lIdvy39LbkyDACexyVx4hCGHt3Qo9d36YVOtumvJIolyy1B66WzSOeTlMvDHQATnQN3Y/VXf+t/7NBmid1bfVbbdnxYP9R0Q02zo5HdwaAXJSDKNi7KL5YUpiipVFmxfPn5EFuXNPja2XhDPyuAI4YkiswHayqR6fBcg+ej2jJwO9lzR5QSPgNwl1nbVdrODClaxPKeziQ7YpQbceScQzvyQDmZPCnpb7HGHhQXcVFKetis9cKLGm5FmjikqUPNFezZ1Of5IxGp9ulpjyC1NdtOpsGVsOPQbGLJrAlnsRfd2FutyHAOvQ8bbDrKsrjS9lzqjMGlHga4kjZtLosmZTPQ4wXYxVBLoRTSAjstBaxSk65h+zIZ5O5SFDv0I5dO12Ol7bPaduj2Jd1Q0O3D0mrK1PgKr9pb23H7u36i+qa3fXf3VZdPW4AfOHIOz1t+46v2rP+x4+YYxjiM1iXdUNLtG9odjZIx/TjFCW1ixWCBlnfgiAzgkpx1zdD44rKuHgZ2Pt10IEsGbFTa53GIzS2YZSFRxKBGWuWz92ShvYuZhLltWJIlFsSm9FyXeiCzQ2V9nV7EclvzPz5VZ6kXIHwXT2YefX7jlQf9XKReeojFc7miRVZwV9bgFuRJ4tCoOvzgu9t8aX+DpdAjkg49KfFkfnMP5sJYgIhioL1AF2W0Bo1BYkz+VQzZlE4xDDVzojSkEpxCngzGcpS/F8WKawr5Ii6QKqXeWW1ZPZV5bb8ZJI1EPpQ/P0f5jW/3AOpHDourLrNLklZH08um8Xb7KbOLmksu3fZjc8deeEQkvb8qGPy5Ay+RGp8RdYTLdyzRj+o0Oy7dUNIP7X7wU+OGmVVDL7bLnJIGaUTBENbzzT78GpDnAB4Ae+1U0+HnxdhjUQZ3GewlYEuBVOUhm4OWLkfKzCZkkNF0suzmWmC7g9kpdmflYfZ2VYznRfzF/S4HjlVAukgp8fPS2PxzlW7enMK/ajVhic2LnSpKMiXRMmvbctm3s8s7b23xR3cHaMenJz18KYqkj5KCOP/7rGFyocHkrW262AmjvIuDySSKMgInm1eTz3TU2t68qRSDwflSkIqSZMlILC3dAMOSZQDwtGB6icqBLmTxe3lrYq7tjLHY8r0EbSIOnHBYXoEo1naOY2Ro9QTzqwm7jx5n24aYViceSJSxERfH8Zifl4TdVa7c3mNytEq755GkkqqfkphV/nr/CAvdGmOBHpopXYxwQBRvcG0vX3m33WHHZOA4SHUh2IvGV7kW4KWJTCWA25l7gxHBxeFkdSluBu5s4lXO2oX2dgauiaMse7uOnVq10tT89QN1Fps+BJl7IgZM9tUkSjFuYY1qKAeYRSNyKeGj09xNcRhrKN5xe5fPPNpnqeMTKYdemssjkcU2YjDHROYl2vkfy/V4/vd1kQjKeyidnM1V9lxm4FaD1UlpSyxpLlOkGEwTE6Zg5CF5UujxUqO4KIN9EJwOsp8MfS+FoVEPOb/S5ovPaXQcUPPtpgqrfUFfJ2ybblNvCJq9Gv04tAA/duwo6ybHt3/xoSd/6FP3rHBmYZQffs8ib7y2QxQHBJ7BEPKn9xkOnRshJU/PMzRAvZxNG2KzNcAegF5kAeXan4k17D6Y851PjB0Em2JInshMe6sysNVgL/qCuZVZI0/0miO1g4Jy7a1s5vLEScHLpwI0PkJa9yRvTRuSXbn/PdTxIgbOAKXuFzOw8AbsTdEIobUiSR0wDnu3Rezc0GfpUAWTepbFUytTnAw4g+RS7myVO+AtyAerhx50VOUricx3cIA0C95zh0VK+/OcpYsbKwN5moE6LTH6AOBr9TjF9LMh77xIEJUnJhikTBAi5dItLW66MubPvrCBRPtID5Ik5k3XL/MD70hJ9QLrJ179Q1t33PjsyRPHTzpKpPTD/vR4jTddMt6j4U9QCVYYHZmj2Xb59MM+J+cdfu+zUzR7FaYqA0fEUcO6WlyEqYeOrOJtrSwROYMXUsb+ztpRyAWT54AWNhCSxShgMahJGWLvbEvrIXCXQK6ywTrKAjtn7+JwYpSK+dzjdY4sVsAbyJNywkqsYe+14yIuJlP0BQFneaeygRaPIodLJiPeelOXp16qgrb1QD0pcdOMbNJBzmAwgUCsCTg12YyCi4zrEGiZPZcgjVU2OatbEA/sWS0hFfnYNzEUcA4HmfnNN9Dqw9JlGOxCDoJaKQGlkcK6JSN1j3//vhbrRiKOzQd86qEq/Z6h35ccOzXBmZmY20fMm6bj7nQ/Sk46o/UIx4vYsanDO29fYmJU0In6/NB/H+Xg2RqHj9XopQGhCZgIBLWiacAUtl++fH1NUIuL/E7pZ+IC9h4AumDsQm/nv1seoVBK9hTHYP5eIVHWBJT54ZS+Wg0eF9q7Uo14/LDirx6o0et7ULW1Em7uQ19kZSqPH77ohFZzEf29xjIs++Jx7DDScHjX6/rc/WiXJw97mJpLL/ULO9a+FzEAd/aHiqCzyKWWqvJNFnzmN5iybJ5Kq8eNzO3DgSWrM7a2o/JsUDpkAhTXx2SEZrJBRSWA5ywt9IDt14BdZzdO3soohEurW6VRFfzrd/dI9Arf+YYVXj4n+e2/2sgvf9zFVSFb9yVs35Wy0k5w+lGCTDVK9lntL3LfCwEPvTjOQ8+PkBo7Y89XMOYZKlnbl+eUKtpKWcVhfX0hqAdSRHyV5xlASiye9xwOZMpAjiglsnT9ANxFRaFjBpWFzvAI5SFAq+y5KtVDO1mhv0rwvIg4Srn7sSovna6C6yKkKsp2lSwvw4PK37VJnrXDN4t0PWaIwYuMZjb2wdaKK1LtEEUOl21NePMtHZ47WSFMPFLp0tMKr8TeRUwjDCItyZUSyPMyWqOy96Lym02jlbDgNmAyiSKzJJDMZIyUoAVInVu31n/XumQo5KDOAtIyeQ3ALgbSJP/vZGDX0iDV4Jzkq1uSKALfx3MSrt2dcM3uiE2Tizx0oMf9+x26UYQkxZgE51d/5/M4jsNKc4WnD23i5JwPQrGhLrKyVF1YUW5RqZfNll6TjCmkxsVAnQG3zNyidDOUAT9g7ouAO9PesrRU5qCWpXJZVYxZGADccfKZhaYYwZAP5nSGAsvMGlQxvhfx4inBFx6t0u15UHORQlj3pFw2IIvO0sFxAX2vcaeztr18B4tiYM6ahE+526feiHjzLX0+82Cf54774HiEWtJLRVGFqSSItDTiLge5EDajUwJ5AfQc7MZkEsWyeb6qyEyS5NIk/17qkv7OQS8hLZNWeXWTZk3cNQB72Vq07gqZVBlYp1GiCGOHXt+3+jwrArtyW8pV21Pecg10oqc5+vxJtI5xzsw0kVIShhHjfpWRzXbATJIOthApT3IdWoYK/fk3g7r4Wh4eU0iSfDeIwffFvy1ALooAU+ZJHTFg7RxoObidHNwlkOeJHLeUyMkZPB/WaYPKzBp0YxKTctcjFR56sQKBbZPz1sqTixxizXHho8zeJUeltBFA7qjYGm4L8rDnctsVXd76mi4HTgUkiYsRip5wcDU4mmx4ZX5eh5M+osTk+dBMowazvY3KLENp2VwpgdH2/NsAc3Cuc6ArIxDakmBacrxEieEHdnHG5rmEkYPVZgD2DNw52LNsbXKB25JnOwVJIrMZKgJkSD+ZBQzObdfYuztJBEvLDmfmYLmZ0I+y7d5KW7+XM3PlQenli7pWchQVdWIY4MW/LwBeBveAsUXO2kNOyuAmcwpwm4FEKQNbGlQGbifLUipVAnYeUBaOSYpyEpSK8dyYZ09KPn5/HfBAugihbClCbg3m7DN05N53ph2LRmAzYHEz7KjkNSEmK5PS2V6TWmWjH7J2tiR1MMbhva/vcd9jfZ4+5oFySbSylYblGy3Ng0wzJJdMxt/GAIoLXR0FMmdyY4EtjUTlEkUL0iwRJMuMnmtxbdByLYlleNDDYJcFe68FeclOzB2i8n6e5IOTJHEi6IeKxabk5IwmwcH1FEYbnFqtjRSCKE7o9AzVSsVWd0V2uE+cdTOXM5YX1DqLMgsPLrJc87OhG6O4QURpqRoAWQhR1J0MnJRMDilKQDcDkOe9ikqXgsxMluTaO3dMnLJrkjN47pwkuG5CrBO+/GSFF45WiqYNRwo8YQo5MBw0i2GgD4mSYXlSnqxQboDQpVESRbCZSrTK5YpDGLlcsbPPbTdYFu+llsVD4ZWkikGSM3hem1LyxUvjHYqEU8nZUXKgy+010RglMklS0uI6A/iQHBmeL15+bZCltuw+wAXDK3vuAA3NdzSDEnGTby4rCSNBL5R0eoYw7dHRCdJ4YDTOw1+pIaWgH0ZEYchEA+pVB9fRhFFKVJYr+QDoHLAMg7cAtrwQ+BeTJAMHpSRJcrdkyEEpnbwSsIvAMmdvme89kzM3A819AbjL+7YPgJ0fnhNz5Lzgw3fXCWMXqrZhw7bP5cVeAz/3QklSQvhXc1HWauBSoDlchCVLUsVW1lV9ybe/uctdD9U4fM7efKlW9ITC1djqP2EQaQbyNJMmaSnSVfm6YgaTHVRmD5ZWF2lMFnRm18Zkh7aMq01m2ZqMoeVAmghhb4Ihw2ENmMWaG0EMJa3KZQ8mY24b+CaJHQzUCwX9yMqiV+1UVGoKIRUYibrrU/91/SWbnP+HaGbvaM2lWnHwPWsHFNIk95wzm87JU+JrUuNly26wk1eefBlsxmqDQ1n83H6VmRsiKU9PdVTJHck7d5TBdcpyZNgtGWjuQbZyMBB/APK125q4Tpw1NESkMuKPPlvlT78wCr4PKkAph6qyM1f8fBRF6Rh0Ew1q0AeJqNLnKnUgld2fciHT4HuKXStkuQ/SaLZMR5xblDzzgkeStQJqoYDMwiMDUsHZa/bbKcmowuopkbuAIgAuFpw1m/FewP7lbv7cBi2tDLbLvzxRePDvipu7XB9vBsmvvL0uSe1mZnFs5xW2u9DsaJqdlLklwfEzhrHpa6Y373zNF50///yZ0Waz+Ra6HW6+zKXZcVjtOJyZVUSR3SQKbHRsSqvbwCAoDXcvyRKx5nlxt0pRWoYY/l7m5bIM6bYBg6/ZaiMLKst78uQsXjD5UAA5GLHsOiVbUOW2YIpSMa4T8/KM5KNfqmLnr7ggrfa22ctMKq31wMsSbo2cGwwnvFB/F6P7SrUhAyfFjmCzu9FJdKpIVabFU4dvuqPLp79c5eBZF2SEEZJQuLa3Utg6bsGA/QZB5oDJ8626rS63cklmEkVJkenx/PwLZMbqUl/odAmdOymikCBDJkOZvXWJwWUpQcWwKpBr7sP8xsj3+Gl1NTMLEc2uptmFK3Z2uHLH+bdsnEpGnZ3rE9qVlM5KQrXaZWI8ptsTnDo/RT9yi6pBWbYCclbIU9ElEA+Bm+z1kt4eAJ3h14bspIsDe6DDzZrAUpe+z8Aty+DOA84B0FW2A4RSA89bZfIkVQmffaTGwSMD7S2ELNrt8m4kseaCXfS4QIEPjz4qArs1YC8nfVItcPTAF9eZXIlih8t2hbz9NR2OfdQnSu1gpFQo+kLiZiDPATOYU7IG5Dmwc8AbBj54FteYLMCUBlQegIrMGxcmkyy51LA3wZCxoIfP15AJwbBBYb83Q+ewvM9ofs7AbsWunISDsz2aoaLmCmaXFC8edZlvujjnFl2OnxZ86t6+3YvRqzFeVUx4mkY1xXOk/cOlqzQ4YaU/nn8YxBrADzP12oD0YnUqYi24C1YfJAPkkA43BdidrEHWMrgeBJlqsK1JzthKpbgyA7e0APfcmOPnFb/1lw36Mp8GMMhcOuUVRJTT4qUbfehSXNQjLC3zYmjpH2zAVQ40pX2e5hsHWC2epC5+mvCv7uzwqS9XOTbjgIpBO8TCpScEKh1kNQcZzWGQG8DJrUNjtbQxxmrxLNkjVQbibLZKscoag851dpaq18YgdMlEKDkquYsyZFLk111zAWHCGrJYcwMEvuGaSzWvva7PSL1D1Q9JE03q7kEocLp9SZq4jHkjKMdBGjtYRvqDTKSSw+xc/NG8mCcHthwGeF6LMSxJLvyAA4uxHI2boeeDVrUL65Fz1pZDEkWvAXguR0qOidQoJ0WpJJMtMa1I83ufaXBu3s9GxLmIrP3OLde4l77K8kVYG2h+VYiX6Lxg8FIbWSFV8q1AxPA02hzkicPmqZDveWebX/iwRzO2Re9GS0Lh2CKsVAxAwcA2LBI+WXBJYQ1mMWgpGSRN7nmDEaK4AfJgUucsLsjY2wJfCCtl8vJdWZKkxbnKQA9fZTUcUg0DPDlZX0KqHaQeIw3rdGJNHKeMTPn4gcHZuzVhsqKJVlyixCWO0yI1mzfs5rbdEEOVJUiJuXMmh7VuysWsxRKwSxrsYiBXa9lb6GJ02WDbwNJGVGogT1TJChw4Jtb7zsHtqBjHj/nkXT4f/ESDULtWngiFzOWJtO13Ax/3QktwcC4uMrLtq+F7TUZzbfLHFCw+fFiQuwROwve9p8PLpzz+8LNWi4MiFZJeVmddgCqftXcxJh8CteV6lYNdZNsCmqy4KpcsogTyskQpkZkuuSEDsK/FQVmeDMcucghvg39jA1VDmjo0Owqt7ZjlVidi83aPxqiLc+mWHusbIW6k6YYwu+Sx1LTWIAwyiQLyxpALl48y0PPvc6bmQkBf6H2aNfrbXATkJYALM5AleR12prHt65nOlqWkjkqz52nR3KqkHSzpSJu1XF6BT32pykqYg9tmLh2BrfsWw/bgcNZSDLHN8ENcgOqh5AoltyGv8tNrgs3ShFiVgVultnE3SR1GvJQ7v67Lpx+ustRWFuRaFlLFOirDmcyBRCllVfP3V2JzaUxWXTgYdSGz4LM4B2ZwPozJ61QyFi+t2nrI+hMl7JRuggw0Yghfa+RK9ntJKuiHdmPZ5WbK7HLKcjNmrzBMTIJzfMaj3xXENKnWPIJOA8/1cZShzNJgSn9kwOLF3SW46B14sSWnAHWJCQdsbtaAfFBbfDF5IqUpQD2QKxcBt9RD2nvw3GYt3WrCXQ8EPPlCBZ3NcsnHXuSbMq0tiy2vOF8ryCxclIEiGQJ5saPzUIAJ5cFAJhvSOQgyB3vwJKmDoxNu3Bfxthu6/MldrrV6sIOWYuHQRyBTC1Z7wYZBbi/mIPBUDECes7iUBmWwmjuXKHlSxgxWXmHMQJIWEqQMbLMG1GYNSQ4SU6IEdPLVMeeM0vnVqaEfxzTjEOPFbJnSbN4AzsKqw7lZhwcecwg8xbq6ZrRu8DxR6CJ7ZWzUXFyriwGar3ahBynW4RT+cD/mIG1b6vHLvi+CzDLQi30xy3p8WKKoUnBpgZ0PlRw4J74bc+y05MN31Zhte3a/a2ETO44o9VxejLlzbKwF9Vch76Gf5fUgDGvwcjPyUFuZtun7VEpUqkhlikqVZfHEZX0t5Tve1uaRF3yOzUk7kFFLtJCE2AGmlpAGKfy1IDelzKaSuS4nCzDBZNclD4iLVHr2M12yBvPS10FMVrYBB93/wyxekrs5uRbntfxeKZ4LYefcXLpVcdPVBp2mTK5PqFYTnMPnDEsLgqhXYdQP8F1JNbCz+nJdlubsYoYv6hCoGYDWSpuvxuiGISZf40bkr+XAvoC9RZm1y3JlAGy1hsHz7518FLAaOCeeGxOmmt/5WIOH9ldtb1vG3gNrMJ8OkP/9NfHC0AUoLadfTXOXL1OZvQuJUnJUzJqkh5ForTPJokhNitRZnUricNu1Ed/73hY//TsuYZJllIQkFS59LbP0fS5Xhm80vebv50VXitwatAFmob2NsaAuXhu+toNUfFZxWDpXAELnGcsSboRdXQrQ58ohA10ePgzt/4OdPht4irRfp15x2bYuZXSsj7NrWrAukDS0y8SoIvBsW5cxhjgRRImdeKRLN85ar/Ji2ij/eflGuIC51zwfLngffF8eRzDI9g3YPAe4LIO6YPGBLFHKblqlVDKQJn7M/U+7fPrBKmHoQiVnbzvMfdCxs4a9S7JqbQBUgLwM+osAvtC8FwFWPqAnr4M2ZS2eOSoqA7nWunBUKtWEO2/rce9DPe57yhmU/QlJgrBSJWfyEgsWTJ7Zgrl1qfL3KShAbB2VEtClyfzwnKltU8TANjZIXVrpZElaZEHvYPUbljKFTBH5WbIPW2hliFNNEttk1UpTcG5eUvEkVCpM9Wo4m6cSphsxW0d6VIMIpewe8u2uy1LTxfSUtXzM4AKVGbxs71CSIhdIlOJ31t7pZkii5DpciBKwi7LJXJNnVXwFsHMGHwBcSjPIUMqBDs+TOUragqrVNtz1cIXD533wFfnOETl7e6XEzpBEYfA5B7uclTRiCdAXdVIGyC4lekog1zalPTSgs+iAz7KbqR1hJrVEaoXUDnHosGc65m23dnnyoE8zEgWLgyDGoSdyOA/e2EAaDaxBIyyzS1kCuGSQyRQDoK+NrYTOEzdm6DylImNuBkAvkyAFca4xLcTwuTTG7vrQ6xmW25p231qpSqYIEzOxESIhcRabApOkBGoJv5LYOyNx0HIMzQhaDwA8HFCZIYCvlSlrPcyhXXILpi4zuBli8aG5dqVOj7UMntdmKJVLkGFw56BWchBcSmktQm0S/vhzVT74l3WMcIqkjrUG7TzF8hzErxpQFgxtyPfELHzwi4G7LE9yiVCug1ijhQfd9zmTW5li5IX2YZI6KJXyfe/qcnTG5YOfVsSprVPB7m5JVGx1MnBVjBSWFvO4wNh+TIMYuCjCyhVdsHkO9FKzg7BfBdZFKc6RFNk4i9xNsf+hAWuX8TJ8YwyxusxNj8EqmaqUnpOQJClGQ8UxjNZD1o2EOEdnIs7PGx5+ZoJOqOj0bd/87g0eN+9RjNbyedEMyYaLMfPQm+Uir5XucrEG1EMMIM0Qiw91epQGyMhsuqkqFSPlLK7KzonM/e8EKQfsfXRW8ekv1+i0bZ9lrr3zqsF82H653qS4CcWwREEMTnz5Ib4GsAsSL9dil4uUyrUpOcjLLW1GF50/+WB7qR3iOKVeC3nX7V3ufrjC0fMKVGRp2AiMdomsGs/gnN1QItfiuQeepe2FKFwUkwHbZIC2rkruogz3CORAFxlrD612lHAwxNBiCC85kIv/rhn0eHquYmrc4Zuu7LBzyypgaHd9FpYFGzd3qY+0cfZsG2XrZB8/THn8gEviSKo+TFUV/dBQ8aGSgduRVhYM0upWtwyswlLb1sVAX/6dsg4vujTy10uBnBx8n09AKrO5UvlQ9YFMkTJn7rRgbuWkNh0vrUQJY829T9T40lcCCLLNrTLtLUWe1MllibkA1Beyd4l/Rc5C/M2Psl1I+bkAY4Yq8MxaPa4lRsqSfajQOiWViiR0+LqrI77uxi5nPu8QpoKSsEILl9AIRFZQIhAYucYfFznw8xoU23WvCh1u7xkhchfFWFCXgDwck9mboVjxy4xdYuu1MU2RBc1WELAVmZ4jqHgOS6sTKFmjFqTEseax50P2RKNs3jiJ05JbVxc7K3efWzb/wlGCrVOSwJdUA0XgyaFWsPwos3gO8qG7MH+TZflSYvu1DF6WKQNNvmZextoRYGJ4l4GyBpcFc5eDywSZuyd+woNP+fzXD42Q6mxYYaa9ERJHULSkDQLL3Npam8ASXxX0/zOPtW7KBYVXuVVIVkYqSwmgtRlOYRNAUjskicbzU378Ay0On3V58EmF9hO7xlvrA431x8mA7OVyJQ94Zfa3s4BRM0jVC2kZfq2TVF7lhgC6BtTDOYJSNDD0czEUs+VFX2QjnVNt6IWa2UVFu1sh8A0bJrpcugP27ZF377tsYlXt2LSps7LQPFb3q9976WbYMOUSeIrAl1QCQeDbjVCL+dl53bWTl6TmBU7DmUU11GVTKooq1YwUHTlF4dSgcaFI5JT/u6p0FJZgXneSDutvWXJPsueuSlBOzJllyX/98AiPfKVmN+VR+S4U+bwTCCTFliRr9wMaquOW5aGg5dEWg+cXTAMoVU4OTc79GrU4g6lQ5RWv9LrQwyWn0maLJidSfMfw5Asuq71SVFdQkSTNlluRI8wUNFVYl2SuDmSzW8s3nrmYvOKirw85RAx+r0hulWaW69Lz3C7N31P+MUxWNtvuwswCnJ1T1IIxmiu973ju+ZOHnW960yIgcWTIqfNdnnl5lKpXJXAFrmuoZFtYuzmoZb5lXUk/YYYpqxxbrdHlg39XYu/ivzfM5Bdl7+LClpoAhC42Scr1tsqCSStL0ozBY1JP8+HPjPBX99cwgRxIE+kM2LtI7FxsYtXFmXpIixeSLf/MFwk2S7q7eKkAllnjrGR14XI4wzl4feCPp1IitESmCi0cdE9z5+09Xjru8ot/4BKV32guV1CE0kqfrCwGDcX4NoOVFkqIojy2aFO7iPbOr+1Fz1fp58V5K8m78pNynG7nVRo7EDSfq44uAO67mkatxTNHUh46NEaj6pNqg/PF/XZkrdEpx89oFlY1r9oJY3VDxdcErsbzbNOucgyqzBSlN5Onn3MFJ9a80cIT5+IBZnkGXfGziwLbkO8DU4A7lyZisK+jlPnejlaiODJBKs2Xnvb50Odq9NOsDWeNc1IkddbUxwwHyRe7ePn/Lv4ovz6U6FkL7gzZZctOZ2C/ANQ663TXAplJlFyXp1ohtEZKRaBSPvD1HR57zuO+/TWMyKLELOhEg0Zl4LeJG68UdOaBpi6ko03fr41LLtqGdhFpcqGk/RrSrYSffMVTUpCkdu9MrTXaE4zUBFfuEkyvj1lo9vF9gzYa5/CxOgiBTiuga+ycdhitGWqBoRqkBJ6dvJrXd0g5fAfmF8cCXAxpygLgpZth8KGHgS3WaO8LGL28/0uxa8DaVi49AHVJokiZoNyETij4ud8f4fg5D+OWXJNswyOVae/COSkuYCkgpnxxxDAXijUX8KtCfPj13CIs628ogbw01m3tZNh8tqA2eqhORYjcWXEQkeaSjQk/9V1NHvsPHu2eACcevAWJBblUhFqghW0h08I6KnkOQJnBQCadj34osfZFC9Aok4NZw8qDM1NKC1xQjAYDZyW3jJ0EYsdkGxJDq+Nw7MwYk6N1Ltvs4bkO2hict98+iZSKKGzTWl1GSkm9mlALUgLf9itaj3ngSw+QLbJ+u3LdxHACoSxh7IcrARuK/+aAvVnD5IO/q+Tw9nSDzUhLAaYoAVwmKGFdkziF3/hEja8c8jGy7JrYwBIhiv03i4QOa5n6QvvqAhuF4WKgr87jw0yVW3VrXZWiXrwA9nARVrkx2cgByKXMwJ7aPk2jU67ZG/OD72nz3z86QpSK3NagsMI0GKGIZVaHLgWptjt1KHERoJcMgqKJRVD43Rdd5Upqba1yWxtc69L3+W+WYxdH2p05+pEmimNaXbvB1cYNVcbH6naL8je+8Y24Xp35mec48uJduG5A4Cd4Tkq+52HOnOW7zUDRK2hbqbiAZYrS4yHrpxQUXeCkrAW7ucgNkOvygTwpNjfKtpkua3ApE1RFc98TPn/4iTrNXjYoXKiMufOtDYfZ+6JyhLUXbO1zc6FIEWsv4eD7sv4eAHmNk1LW5OXxblJcwOwW2AOQCzGwD9NUMVJJ+O5v6PDMix73Pi6hkn24XHRL+0aMViRCorHDNXV2brTIhm3mEg5KLF52VDKwD13vCx2U/PSU8wDlBmW7zXkpAF2zUuYlB1LYPc8CLyWO+7zm9qt5zY1X0Wx2cPpxjVTUCZOAatBh/dRKxtKGqm+L05NUrinvlMXuV0kqS1NQ5TDAh67zQFvnWz0PLMNBMDnYBrr8GiVZkt10mRa3N8Fge+mcwfOEjnQ1h044/NbH6hxdcm0xlVClQyKEwGU4oFSsGQmxls3LS+0F5FxewS4C+hJzl1P15X9vz3MZ2IPxbkUrWQH2NTUrQqBFicWFQkuHNDbsnEj5gfe2OTnrcORcaSRQxuA2Y2PfhdaSSEAiwM3ik0HZgig27rU7e2SNx6xN3IkC6EVC8KuwN9nnS7SVHfkOx5ERJGYQYOe/nKYghKYaJMjQ4HQNI25Ko+IyUQ+QaYITxTZ4XGkm3PNMylxHkSQanaS84boON12RsnHC7gAmcs802zOlF7nEiUMcO0ipkKnJQG7fSMHeDDP1kA6X5gL2HnjmOcvrYWss3wO9CDZT8i2iLZPbjKXrp5xvSn7u9xt8+v4qJp9BIZwh9s4TO+7/296bh0l2VVe+v3PuHFPOVZk1T6pSlSQ0C80IBJKYB2NBYxvbuLEBu42HZxs3/dw2YBt47bZNtwE/zGQwmNESwkJCgIQkJCEJTaiQqlSqUs1zZuUQw53OeX+ce2/ciMwqDQgE7ne+L76MjIyM4caKffdZe++1+vPt4pRb2gyXAN3PAJRvF723LoDs+atc6Ol+PfQCOXe3win7fldaIrTOfOklUnQFPAWmneE1L2gz05H8yd8OcuiYAI+eCG4ajzQICy1kEcVjAXYWwW1KNpDko2r5SJ8oNpfF8aSvXoDuDQxZumuAbQYYWkrQSgSdWJEmCnRqXhdGXnnpaMi5m+Z48Vlt4lgSJzY79wYMNsByBJ4Pdhh7OH7lYJwGN+04su4l/3bbHJ4UhGHKtbfNcekZR7j0eR1SpVg5rjjvlIQ0EVQ9Sb3i0e74CCBOuh+eyqxNipx7XgQve5wvxKD0/g5ZqkIe0fsieAbu4iLM/GWI5t/v8PnOPQGaHNxZWbace9MdaOilBfuLFeWeiXIjfjcp76bix2FURC/GC0al2+Fk0oRyBVPOV5/SmStJHrW7rIpEKlVEcSVMqiJFFskTo8n44nM6vPyCNv9ygyRKtPH6yCO4yMGuMLVD42idZilKOTWxoJubFxvSrOulPzcv0preDWjx9nUGbiVopoLpGJI4pOE2GaqFpGnKOadELJ9IUKnmstM7XHqaxJF1Wm0PRcIdjywicJ2bhmvuQZFY2BvWr+GGb/zLzmrF+9+bVo2+ZN+uYwxUPIQtmY0tvnFHjX+7pQbCYmKx5twNCWmsWLusze+8rsniQTLNPMtEWd0FNvmpaB54MwuULELnaYco59vobEOafUGkKkX17P4iZ1RUF+SZF3qM5rrvBnzwE3X2HnVM838B6uw6knx4eB5rkldqS+/huHl4+ZQrmA/s/kCe59sLRe8ykAvw97Ep9AvYl8v4WbtrKaLLrJQvsnQlCTXLhlP+5C2zzLQlX7u9QpymhdJVlp9kxyk3sco6EoU0X55s41ec6XJwF8FCZqDPNoboHgv3IrqXeszyM3+qBZ1UEEchq4eP8juvn2T90pQklpy9IWb54gRESieC79wzwczMMizLxRJN7MpKplud/339zTfvfN0rf9F49Mw1LaJYUnVsTl/rMTzgsmoiYnzxFA9ttzkwO4B0PI40LW64G7TSiAdiWslB3vOrM6YnIc+PwFTRip206vasFE5aqofb7oK+P03JQd7N24VQ3UguSo8nFCJnUFzF7sM2n7ymwtbtLlRLoBZWT/S2oNeloZuVLlxeFn14LYG9OOOWwP6kayFSvO/2IkVhgaHkIn2hd7MpNLlFidIy48ktUq0QWpNGmg1rYn7ttU3u3eyw83ApRUHTpVW6xwry5pNuT4vhyk3en2RAz/NuO2OmLE2xebd7Aon5UnRFJ5mmAQAART1JREFUibrsmtYwErT5w6un+eUrLKQI0EoQp4rJYyme22GqGfNXn2uwrOGwcrHEswPWrJUsrUfEcQJkJlQrVm3AcX0sqRj2d7Bs8RzLFk3znQdiOkkDz68w4EoqmbuDJaHV8dmyc5jZdgcH40Cb592iDO4Sf517m3cZkHI+XQJwCdA5jzAf6Pl98zQlRYgUy9ZMzVp86HM1br3fNzX3AtClSxZ9bJGfhEupiezLxfsiNPQCvWAEngKenwzn8y4FTUapAHQcBkWYqXdR5OeGH5dFbq4yzlwitES0FS84o8N/+aU53vfxOsda2YEQ2uxRdJaL6xzgovSzmEDP/wmytAgEqRAkWRpilTapxu26y8QgczbEBMH8C9BQpjq5YVmNQ0eqtDpGOtlxElwnoeo7ONYsq5e1ufmehN2HzF7x7POWcObpm5hrdroAr9QWM75m4ltH9vz7B2oDs3/S0ZNc/wPFh786QsoASyqChqcIHI3naDxbYFkpi4erPLx1FRMjuVuC4cytogjT1dLrXk+7fdzldCPLsaVUXUAXqNHFl6Z7Pb9PlqJknHgHyT/+W4WPf7nKXJqNbBWn1zw1ydkTSoMMpWawBSJ3Ea3J8sfSZ12sPmqg53/pvb0AbB6o5yFblGjDrpRDjvZumtJPKfaDX6JUdoxzfjwHeCqpOYq3/kKTQ1OS//WZOm2FoWnyfDzz9DF7A8m8UxWUbi/paCDRwlyUkCRCEGVAd7Vph3Cyx7KlLhgZS5ogOhhoFg/XeGLvIJ22wLYVrpPiOym+FxNFNo265I+unsGzUn70RJXIG+ThnUc+8OpXb/zWaLyvC/BTT17Cn733fS3PkU88tG2U+x53aUYWOrFYVtcM+IqKpwlc8F2B70qqgcXooM3RYz6+E9KoRvhuVrjJTjX5IEK5hbULctUFeQns5Q1ldwZA00M8FjgqRX9pxNt/9JjLv94UMBtn82aiBG5kz4dkNpfze01kOToLmDep1A9W0RvF57WeHC8NWQD6utyfXb5d9/anoHu58W7Tk3nmvJ9caIEkd1LTGT9uZY+nUbGm7ine+OI2N93l8eBWDyWyKZdiCLf07koMT7cEmVONpXNa+awpbbTIuPUslfHJ2nMz2jM/OTgW+I6mUYHRmsOegx5hJKgFisBLCTxF4Dl0IocodqhXPf746oTZVsj+ScHk3JEnPvupv2j9yq//eRfgAG96/Svx/YC1d36XmWN3s+eoQ1BVVDNgB74gcCWBJwl8i1pgMdSQOHZaqH4WarSlknpPX3ZRgMn4aivFEsr8zHhuhCaMoZVC1dW4pj+zYK/yqFZE9vx4OoKHtzm84/0NHt7moZ35KUlZqSeP3mbGpY8KLLMn9IG9FLjK5fp5m8tyJC9jRB8f7zoHVf/tRUQvjZWVKsf5MVHZ5LtSZu7yeOlMd3NqqF8Va05bF/Hhd03z1r8c4OFtrum0yksrOYjL9fTs2+bYUHWhk0AnLCsh5S2TFujEULPCRkkLJWRxthHZ5lNlD9ztsBTEqWZqNkVj0wolVV9S8RUVz6IdWbQ7Ns2Oh+8mbNsFyj+T8y+6kDDsAH0AXzJRJ/ArjC4S2F5MI/AYCCDwTMQOPIHvWQSeReBLaoGgXlH4rmlZFQV+dJGSdNtVjXtCF+Qmj9IoEIrpFuw9YqGFIFaCu+53uf9RmysujjhlbUISa3xHs2o8xbEzMcg0B7pAWDCnBB+9psKDj7ikMj9d9u7+ixdJt0jRo3XCAoDui9z9YO+mKQvRJydeBV76Cz19G8kCU2VevLjr/LQE+oGc8eV5JFfKpA9ao4RldL5TzRkbI972mjbv+lubuUQYkOeFldTg1bU1qyZSPEeRxrBpTcIVF4fct8Xm+/e5xNq04O49YjPdtEBZpNrG6AEav0+kQ5L1oguMQKgtMtozOx6p1oSRZq6VZDS0UTvuRJKOJwlCSdu3aIU2A7WYdjJNqjV2MEIsmsWhLAB+eMZlQHuPb9kztN13RtesGI2MgaojTG+4Z5no7UkqPlR8VZw23EzzzypHbKtXVN7IEie4boyWKQcm4Y4HXQ5M2jyy0+Hrd/imYioE0zOCVlPy5duMAGiSaMYGU37pJW2Wjie84NyI5SNpBjZBMxF88t8qfPnbAWH/uHvPJd/9Z11pzC8hL9T9JvqicRHB5wXsnH14BqtEHerem7oNSKUbeiN5qUBU6gfqUox9X4LS9YIV0Sm+0rz+8jaP7rT45L9VaCbmQYWAZSMpl54bsWw84U0vaTM2oEgTqAWagSHNG14kmJmRIEwD1Nfv8Hhkl82Bow53PBhw8KhDKh1w0uKbm+DQQRR9Lo4yra+JpYkT6EQmC9A6IUkUcWzRiSw6nqDiG7A3HYujxywGB3xOPrWyfWJMPh6F3U+mAPjaFcu447Zv3XTO+tHPLbLH/tuWbTvYc8jHdSyqFYuKb0bZAk9neVBK4CsCL8F3jYB8YcFXdkywY+MUbMd4bszBGc0N93jc+L2Ab91V4fCU0xXczqOsBCqambZmpmlcmQ4eVfzpFo9qLeHl53d4xQtDLnt+yEhD84lrAv7qY1UOH7PAyeG2wK6/nJ7Q7W7LixL9nYBZLOyL2mX3Yha8XqYQn3IYL66axLYM5jJn3hPJe2hCA1ZTyhclsIsuyPs6EXtu14b6Xjyc8u63zqE1fPKrAcMDmhecF/LKF4W84vkdqjUFMehUoLWFUhbhnBnQXjQoENlZ+R2v7YCjODQluemuFt/8XsAN91Q4NO0ZJGdJSYJNG1kA3ErBSjKRoOw9pqkiTjRhrPEjRRgZWjtJBa4reGx3wuDQMhrjiz+3c/+9N1111RXzAQ7g+S6WXfvG0ODMKztpfLrSHvWqxWBNUq2oDNgKz1X4bornpHhuiuckuBnIjbe7EbN0cnC7IdqOueZ2j8/dWOHb91eYnPaMZUO9y2p0+VVMqU4qc25UqcnjnJRmCF+8KeBb97j84hUOI0OKT3w14ODUUwA3XXowZ0zKGi49lF//Q/SnJGXacH4of9qUYbk3pYf/nhfBSz3jiO7vpS9IT2pC75egsO42iiTdr2+W46sExocU7/7PTSaGFSPDil98SYfhwRRCTdoSKGXsUtLUQmmreE5zNuhWmoVIGfJT3vTikKvOC3n5Ay3+5YYaN95eI1QKHI3GI8KllYrSxGi34SpRmijRhLGg4yq8UNLxFFFsoZTN6LBmeChhJmw96HnBN+Kkdw/TA/Czz72Ud//3/3qHEPzgwJGB00caFmNDgoFaQi1IM3CbFtrchq/wdXeSzP7D+Ns4ToxtR/huRKITrvmuz599eIjHdvtZ65dj5IlFfimhqPyJ6gRETNakbKy9PMHkUYu773c598wIxzoebPoYgOxqwXnTjcwF/EVp2qSM2TLIFwDwQhvMpxnA+/FdPJi5Tffcv4dJoRyRy2eC/AHLG0RR/MwZl95nN7clCkaHFeeeETMykqKaZt+jMl3yNLVJUhulLdOqmz9WqY9IypQkNWfzgSDmFy+LOGPdFL6luOZ7NaJIg2veWQe3eG6F0ThJlCZMyJy1wQ01nm1mFDqhIoo1lpSsGK/gVvUPtj92/R1v/vX3HB/gAJvWb0QgWLnoMaSeZbCeUK/EVIMYzzHR2Wwc5zMltpWDPMaxIzy/w2N74D2fGuCOB6vsPhJAzcw+IjNpYimxsopX3kusMafaWEOiDJdqjn8W0VPF6lUxf/AbTa68KOSskxPe89Ea+ybt7jualzh3QV7OxsubyZ40oy9K9xEoTxvIJ14Z33acdAXdTUvy/LsL+RzwpfSlXNksviClFKX8Jerr/JQW7Dsiee8/1rjmWz5XXBTynnco1ozHhSFtktrEiVuAPO8izdujhSgPg6ekaUqS2NhRwppFER/8nWledWmH935ykC27NXhkIHdIkUQawtQ4WNsim4EVef+30T2peoq5dsxME5rRIM8/ez0qF/E5EcAve8ElSGlF93//KAEHGBsOqQYdfDfMmBDzIEbVVKIz8Yv8zTiWidxepcPWPYI/+vAA37yzTiI8Y+aUDfda0qi2ulJntny6aLcEU5GLFLSUpJ06KK1ARaAEKxYl/MXbZ7n68g6upXnzK9q02oL3frTOVChMbbj42OZD00SY3m62BRkSejnt+WDvbajq0UU5Hme4wCpOWH039lcx0blYZ1nDO09RxLzIXwA/58YzQFOK3D20tiWYbEs++Kkqn/16QDuRfOmmACHhfe+YZsWIRsdmSihOHOLYMQBPra7ymciZtD7SQZp0RmnJ0uGIN7yow0B1kj/6kObRPYBv+KFIOyTCopXLu2nQqUJq1a2QW5KaI2h4MFJVbNo4xoWXXBYlSfLkAK/Vh2g0Gn9s15dt/NHWh19gHZjC9QxLYhI6RRIpVi1OOGOdxhIOiZIGNNJEb9cPeWw3/OH/GuTG7zfQtge2D9JFSgvPEvgSfKmM/kiuuZLXCrKPMFYCP4FjCOZSC60EK8Zi3v870/zCi9o4yuSMgZfy6hd0uOa7Hrc/4BdT3/N2e6XcuwveUu59HIZkIbyKE9xB9H2ZnnSVI3cZ1KXbyncrKprlfL2HQSn3r4jSY4jSv+QcVDEzjwIe2uJw7a0+7cQCRxBp+OI3q6QpvP8dMywe1KSpRRS7hKFLlNikqSyepyv3URI9tVIsy2xIU9tUUl1H8rLnh8h3TvEHHxJs2QO4GiyFko5RVFMpgexw5klzrF4cEUXZWUhIbNuc/UcGhjnz9CXfnRhf8sdhOPfkAB8YGOCzX71pVuv61n+6fujiHXul5TtWVuKFONVEnZSxoRne/7b9vOz5IUI5aG3kGhwvYstewbs/OsCNdzfQtg+2j7A8LEtSkVCxtIncli4A3lWPpZjyUFoTWsb5tx0JRoci3vv2KV77wg4yliTZB6NDzcrFMX/zzlle+y6HPYesLIr3L1H6aLNbBAvSguWxuu5Gc34LbM8AxEKAPhHC9QJXiy+46LnDvNy7XN0spyx5hO7rXznBKzTPZsHuQzZ/+Hd1dh3Iuy9NIheh+cp3GtgS/uq3WgSepBO5tDoeUWyj8rE3uro1efS2bUWiJHbaBbepqprXeeW5IX/99kne/RHNo3vz961AC2wdctV5k7z/N5uMDgQ0Wz5JYmUuEwrHbtFJ66moVrZuf/SG2bUbX/rkAAdDFx2dmnvH8rHKuTXdPiNwzcuPU007EsyGDrsmh7n1oTkuO32GwAWExnVj9h7V/Pd/HODa7w6AF4ATICwHz5JULU1ggWfl4M60RqzujF3e7JR/vkmqEUIy24z59ZdO87rLYlQ7MKpM+TymTpE6YdOqmFXjMXsPOX1bsoWhXs7DoXuSf7LsYuGkp3T1KSbl+kQ3LpSilJ+kR8tQdyN4F7I9EXzhJ8yb2MyXY+d+m0d3uCi7K2GXl9wjC770HY91q47y26/SzDUDZpoeSWKidyH1Udg5ZkKoqcK2JWkm6qq07DI5WqKB117SIVHH+L8+ZLHrSNavry1qPlz8vJTByiBP7B2i1XZpRxZxbAGaih8ztqjxw0DNvEPaAwse4wUB/ubXv4TP/euX06tfvFE//MN7iGNFGAvaHcVcK6ETa0YHLV5ydoBAEcYpnhuSKM037/G48fs1sD1wfKTl4tuCmtRZN6JppjEmrab3ILfjthcQ0xFAoypYuzziqrMdOrNDmEjRrYqa8KpwrJQ3XN7hngcCwnkRPIveois1V8Zjf36d37fnv/tpwxPmMSe88QSA743c0FfI6fvrQte1nvcQJUpw/rOBJhKCf/12QJTm0052lwyQDlIIcOG6uzw2LmviihpRbJvj2WMG1jX+ypV+HSVRVoqyuwKi3bFGjbQUV54X8s1zW3zqRo9EewjbpZ24fONOi1OWuDQ7FTqhZKZp0erkRaAK555zjraaVvrCl8yP3scFOMAVl19EFHW+4Oqt6/ftn64O1DTTcwkPbpUMNSRnjdnYapQjxxwGarP4XsSxNtz+A5+5uQDqAdJyCWxB3TLg9jLnYdfO3YF15hCcX0Tx07HNxXMlA1Wb09fDQCCYnA7x3AjXiXDshO7Eo8K1Fc/fGLFoJGX3MTvr4snCYAnQBUXYh70FN5p9Kczx8DqvwYoFnmAhUC8ERD0f5Pkf+/vAi/6UPJL3AJpuiqKP/1qE1Byaktz9iEuqZGYC4IBlSAE3O/vWHWhPV/nyN2ucutZnoCa6qmd2rnqWd5bKwlk6VYrUFjg9wxkUABcdTaORctFZba67tc7B0MK1bSYCjYxr3HKfx8Soje8qHtoeMzMD9So0BkebK9ae84Ug8I/73o5bVx4dm9DbHnvoQ8NjJx0dbrRYOn6IY60ZOpFgeMBhdFACFmFko5SFFJo9BwX3ba+A5yEsl8CWNGxN1dEEtukn8R3wS9c9R+A7At8VBK7IWgEE1UDSqNoM1R1GhiyUdjkyHTDb9GmHHmHsEieGj02VZapqiWTl8oTzzwgRSf85vhdEvRFZ9zCJC4FYz7tyAmBnD/Tj0IcLZibFI+ddbb2vtUwNmjSmP2r3PkPRiWnDHfd77NztoK28rdgB4eBYkrqtGXI1w37KorqZrDoylTI5DdNzktmWpNmStDqSdscyl9AijExpPQwNTsLIJoocwtgmjB2iyDWX2CUMPc5Yk7J0PAIUjoCqYybEzHNpfFcxNDDD3mMzHJmJOfuMk44+tm3zh5YvmzhuLnrcCA6waeMptJrTbH3sNj52nUTHVcaHbIYapvjjuWmxoQjjlOtuDXh4Rx0R+Pg5uG2Nbyu8LGq7uce7DY4lTAS3hbnugGNLXFviukYEtBpIKp75IOLEDDu7cYIlHTMSJVOksJDSwtKSoJIw2lCGXupFRc/VPLqV/9Sfjx8P8+XNaP9jc/ybnhTMC95eRGDQokQPFgpY81OSfi2RhZ+j9DepOTot6bQygURhFL+ElPgZKeDbGs8xnyFa04lSmm0B2MY/3jUaKonSJAocpUmVwEkFqZN7fAqUSrvT8aW0sdVSnLIq4RWXtNiyLyJRFRJluhRnWwmTM4JG1ebU1QEnr5zigR1Vli1fx0Bj4dz7KQF8ZNGicHrb9Nv2H1v3pbSzo7p+ucfEqGC4kTJYi6n6Mb4b43sh+44qvnTrAFgVPMemYUPF1gS2wnMwm0qbLD0ROLZJS5wc3LbAdWTx03MtfE8QeOA6JsfT5BUui1SlhSGqlcmQaS0hNRvTnshdquSUe79lqTzfD+D+6z2gfhL0niiVOSHCj4f0nBQphiBy3js/F+mejLoMdPOzr/ij5bwnsGwyjrbbfWkJgSdzpss4XQgBqdLEsRHckTJFI4vh51SRqWtpc7HpDkar3jYCXTotCqHw44TXX9rh899u8fjhGs3EphVqZpoaKRKSRNNs+6xZNswrL13dDHzxNuGMh88Y4Lt2z6nqwLp73vhaZ+YHY5+sjgzO4dggkHhuSjUIqQUdjs6G/NnH62zdN4gbeDRsqDuaimPA7ZXAbWfgdjJw27bAtWUJ4CZ6e67Ad8HL8jsrF0bVzDtYPZ1x+gRvSHQfY0Ga8MlA+WRAfJq4XgiMJ3z9xROUKp99kbvcPdjzuH2vbn6ZvnwgTO/OQuoCWhtphzjRRJHCyoYcdNbolWY/TbTWmUJsv3tz36B09j2daWrWTCS87z8f5Xc/UmGqNUjNFjhS04lTDhxTbNuX8Nhej/968YtnTlq74p7Z2en55cvSOiHAVywfA+wjc8fi16vqxls+8IWbnZOW2rzmwgojAym1SodaZY6b7xLc+P1RpFth0IWBDNy+Y1ISN5Pgdi2BbecOyiYdyTeT5noGbkfg2eDlG5hsV162NewtOZ8grIreGG0i8UIo0sXdFwS8WPDufU8lTvhSnmzNK6M/1f85Tvl+oRfTy7qc6IXm6lTde3UVpwxlHCcaK1alY5W3VIjiviqbJNIqU9zS3cfp73k3xcKUK86b5dJbJrnujoBjjo9rKZbVU1592VGWjDZR7svjmbn49ZbTOGL71RMenxMCXAiHIwd3sXb12r17D3a2V5wtG1QU0+oIHHuaWqXJzQ8mvPuT40T2AMOeZMhTVFyNZ2uTd5dSkm7UBtuSJWCbn64jcR1jYZiD27V15lrcFbwv9cA9hdVbmsynd8o8+JP994KTPAvRjM/WKuXVvQWd0u1FN2FfmlKqbM4T0S81ZPU82ZN8rfK/KEyenSqTBsaJofhyOjc/wmULli6gZSZG1HVsVj2XTBlXQx3481+dY6Z9iNt/uISGaxE4Dkk4xmBthNGVp2z36mv3bnt8FyetW3nCQ/mk3fmWZXHdjXfuTBP91l9/7emct1GwdDRkeGCG7z4U8wcfXcT+yWFGA8mIr6h7mqqrqbimYdB3BJ5rdOZdR+A4JiUxQC7/7ILbdUw649oZ/ZRpk3ctBrsioHmZucg7ijy5FIL7EmfBAiDtq0j23HkBIJ9IKvnZWmXALgS43nYE5vWzHP/slqdzpa1091RAGfB5s1ZZnD6XLo4TA/Io1sSJIoqzSwRhDFEEUSwIY0EYS/MzEoSRJIwknciiHdq0Og7NjsNc22OuFTA9V2PxYI3/8VvTvODMwxxsKvZMCu54APZMn08U2W/dt/OOnVIet420WPaT3WFodClR1MZx/P07H5e37X/83ksceYAb7o15/xdH2XtkiIm6ZMhPqbg6S0vKnDZYljAVS1tk/Gg3LbFtiePkm8wM2LmbhK1NS25mMtWVcO6XjuheN3ukUo2yhOSCAy9lEl3d8u5nv1CKon/icH7qqwfTZU68nHf3tQHovtxc5ZVOZTboKg+1ohv2lYZEk83cmt7sNIXUMpM3sdRYcS7GJEGo0nPKvufW2YS/KiJ4kiriRGLbiiiWRLFFHEuixPSajw9K3vdrU3zgi5r7H21woDXM4Ni625535oX7Z5ttGrXKkx6rJwU4gOsGPLz59m2+V/nQlD7pkk98cQ/f2zxOnFRYOSgYDBRVjwzcogB1bsthZfYdBuDZJcu5ixzcyfL0LC3JiweFXYqdFpYlPVIUubxbBvB9+y0e2maj7WyzVJIy6OkB76MB+4FTBtOznoL8mGve/qMn5+i+u+5Qsuj+X/80DwKdSM5YF7NkIuGx/UYwCBSp1gbgWd6dC2ImaW4rI4ilRiR0Awy958oye5PrJao8zbEs8zixNFXQSBnePLaJYosothmpebzvzU1uvLeFO3A2ExPBh+6693vbLjj34qd0rJ4SwAE6YiV+UL9nVnWu6ejwNTW5g5EhjWcrqr6g4oHnmujczQzynbjAssylC26R5eHglCO33Ru9Xds07NhFGTjPx9OuHkqubGUpntjn8uCPPFOwKCQizAsqxtTEwinJgkD+WUO4PkHqUqpylt9ATwSfJ/8m0YngjI0xK5bEbNuj0LYxyNHS6ATmIE+yKJ7ko2UZyAsLGsCcG/LXI0sDGZkCrsq/LAIrzb8Y5v5SWNi2xndTUyiKbWZaPhW3wssuXE59YuM1o+NL74HZp3y4njLAz9m0nAP79u28+qUXvHP/9h9Z5yy3X7l5W4d2xzEjbYGF65gB0lRpkrTrI54bNNmWwLKlAXa+8XTAsXWWnhhwu3lqYndB7ViqNNicGU5ZJZ0VmRLH8MXvBES6TzIik0jujeAsCPTj4bk/b38uVjkzXuj2nvy7Tyul3KfSr2motMQh5Q0vanPbgxVCbUYEtXaItUWkwFVgZ0PBsRA9Fi9dy22ydE/1nmFynjz7AtraCOxbmSCKyetNGiSFCZS1wEJrwWw7ZMeBUc4/c/V1F59y2Tv3Hzi8a8nEuqd8zJ4ywAHGlyzh/vvv3PWSF5758Be/fuiVs+0nGB+0GR6wqQbG5x4ErVDTbBliHjDOYpboy8EpLuUNpVuK3I5lonf+s+s9n1kFyl43h04Mdz/ikZRFZzLeJGdN5uXgfeDtP9n3r6dT8HnGq58O7YvKPSYbecVS5105+Sia7inV90/UKyUKlSutLSwSzjs5xLFTwigBnYBKSIQkVAJPgZ121afiVJTsZszz9Y765ZHcaBxq8mJcxqpYuQqxUSZutjStMAVM20YzkCSpy0Ctyab1A4wtO+PhH22+a9fZZ13wtA7l0wI4wOiixSxbMvGBlfc/scZPozdEnSaVQNKoahrVBM9R7NgvODaTpQWyC2wr21zaFiWAd5mSIv/OI7hjZj7tTBYuB3f3ehfcwkv515sq7Nnv9MkjGw4rV5Htn8N8hp2u3Q9ygcf5sVcRbkX3l4V6xxf4t7JbQg9HXo7cGN3CvGU1d4BYPpHwxhe2+MTXHFRgAK6lTagsOirTcVRgFeAWmQhq/qXvr6fmm85cyFMWrIzWBn22ZYp5u+cSdh2I8W2oVST1isXkjGBsdAmXXLjhC2vWn/yBmcn9T/tQPm0Rj+VL13DDDXdMr1q27i3LJ7zbRwYlE6MJ65Y1Wb/yCG6wn8275jg0maKU4UjLzEkObjvrJixTgSb/VsVAs1v6mUtS2CW9ldy52PESDh+RfOU7FWY6TqmX2fwUomS7Icr5ou6NyMWn04XQk/PkIgO5mHdWyP+/HPF72Dj6UgvdB8wn+x7030Ev/LM8mNwjlp/xz3nLQ90XvO5FTRaNRRAloGNQMbFStFNBRwmiVBCnEGWXOMnpQnM958cNlahJUmU0TRJNnMk/JAmZQ5oJOouHEzatnWFOz/HI/pTt+1MOTkbMtlJm2v7tSybWv+Xhe++cXrb0qacmzxjgAC996eXU67TWn3ZVpGWF8ZFZBgcOc+33m/zhP1Z5+HEvo++6G0rX6aYlBuQZS2L1bypTXEfhOiaCm01mWkzv23ZSEhMyuiuJSLn+bp/7HvZRuXND5nuZsydlHcIT8t7ML9mX4ujxwdZzb/oZyvJfegFa7hd5isc/SwhO/FrKAj/lXLwH5GZOUmtJqmy0sjl7U8xLz2vh6BhSA3BUQqg0rVQQKkGYCuIc6IkgSiBKNHGag7zLkSeJJk3NJUk0SaLMfRNIktx7R3DGGvgfb5/ipZcc5lAnZPfRlKUTA7zll14eKWG3Lrzkxc8Eqk8/RcnXurVr0Frd7ajTLnjwoe3BP33T4r4tw1Qth/EG1CsWvmcck40aLQVtaBgR03bsFLRglnfnPzNQ206Ca+d6K3EPuB07RlgJ137X5z0fH+Bw2+32Mpeit3FPK2sQzt9YLojAZ7Sy6svTqbc/3dXzgrNtZ08PeWkCn26ersnklZU0ZzGljf23sBBoEmEzGqT82VtmmW1bXHObJEly0XuLNlZhR9J9GTr7Juea7iJLQszPYhMqjEqt1oaEyM8eUgpmmpKDU1WW2fDLl81y0tIj3PrgCMtXn9GeWLrqbimfoVoYPwbAhwbraD37buvki/Xff2Hb7z+6dae/abGDY6XUKxYDdZtG1aLim7QkP9BSmKmd3Pfesbqbyi7IjfaKm2utZD/tTJIiV8vyKxEPPyH5n//SYNc+3xDx0ul6X0rjXOyKsopsr1LVQmzJz+uax6RAt2LZoyUuEEIi0KRCI4RFikakmihWrFoS8Qe/NMMj2x0278jmCRGkeLRSy2h5Y2jgLqsjCnVgc/rKfDQzK3KhyARBTRQPMalrqozqr8AljCxsq8rG8WkueN6Sztiai/5utmP/t0XDT17QOd568lrnCdZf/MVf69r4JbctGgisizZFFywePGxNzngsGnYZblgMN2CgpqgGZqcdJ5lsmtXlvT0ni96uwisB23VSXDvJtFjKeitGc8X3Qw7OwP/6Qp0b76oRCbfHcx5pYUmBJzItatl1GbD6veDLm1DRjfDlv3c5/fy2LsdveGDR9aORIrtdFLfntxWPU3re4vpCPxe8X8myT5bsVgpnaOgadpXouyI967YZiBL1IfLorGGokSCk5sEtNnNNUSBFIUmRWWdEOZL3/t7jzVMq9iE0zY5mrqUII0WS6swuUBK4cM+jITPhqmjjSas/MOTvfe/I4tOTpwjHBdczjuD5evWFcTQ6PP7+zVumojvuPfieiRFLLh+X+K5mqBEzOthBE3PvIwO0Oza+a0ryUmYRPE9PMnB7rlGedfPIbeURPC40V3w/5OCs5gOfbvDJrw0wG3mmgaUMbmHA7UqjXFrII8vSB01vxP5JZhU/mVXueV/41c/rCc+at5QWxoievBRk94xHVD14y6vaAHzw04McmMG4sQGxdpmzbBT0dAeaRD8369JIaVo0lDIvVVoC37WQVsTWrTFom0WNmChWzLUsVAqLR13lVIbfc+ejy/5n+MBU9OMeoR8rggN85GNf5IVXvilJ5NLJJYuqb2u4j8qZlsXogGDVxCxLxg9y7V1w3498Kq6F50o8VxN4Gt/V+J6R4vLdFN9N8JwYPwe5E+M6MY4T4dgRjhMRVEKONuH9n67z8WsGmY3L4HZBWthS4FvgSY1bkqXoN5sqC9H2WFDTGzWFKEfsn4EIXjScle+jS1G8G8H7GSJDaXYbFbob1l7uRytB4GqetyHE91Lu22zTaopCVEkjSJAk+ea4m/4DXctAw6IZBi3wLIYaNs9bF2J7x/jOwxYqtal7moF6zNZ9HS56/oXq0vNO+r1GJdz36le94seF548fwQFO27iCkeHlj+3ZZ71jthV9pLV/s1w80mTR6GE+/W2ba787wLIBs5OGLAe3NZ6jzMVN8D0zHWRA3U1HDGticm7smLsfsfjMDTU+fV2DudTNwG2GY4U0FVK/FLl76cEnKdIUQbC0eSt/bj8jq3hNC7A9YoH7Fg21WqCQiMzSRGe6J6bYk5boymz7GELgwltf08axNZ+9oc79WyvEMgWdopRLx3JIlEWkJKnWpGQV7GxzaUlwUjPdk3/2nmvz2ostEib57E1D+E7A2uU2v/K6c9T40rXvqA2e9lio9zwrx+rHjuAAf/f3/8ArX//mtPG8Mx9IDzx2bM3Esaue2L+TT3zL5zvfH2HIs5kYlgzUbeoVQS3QVIOUip9S8RMqfozvRfhehOcawU7fC3HdEM8Nsd2QVpxy/V0+b/vgELffX6OlPXBcA27LRVhGMSuQGk+CKyl0V3L2plCyEr1pSj/4e8baiqj5sxbBe6N3kesW1UWyNCF/X6UEROfbxK5oZqFUW25Fy1wiXEtxxoaIK89vs/sg7NsvSEKF0Claq0xHUhBnLImkfBbMQG4JHEfiOaZVoxZIzlkfc9LyWfYdS2lHy1ixZPEfvOKlV33UZnuybMXJzwrAn5UIDnDBOScTR3vTNS++6vEfba7N/u1XjtUf3pKyctRmbFAwULepVSyqgaLip5m+eEzFj6j4IYEfUvFCPC/EtiLCNCYWKQ9uk+za5/HZb1a47YcBs00Xbdlgu5msgYOUFoEE3zLgdrKDKkuANh9iaenuhJsuhzme2WTNc7V6GaG8q7LbxDRvn5HNY2ptoXI4S4ElJVqqbhNW3/PYlmT1oph/+uMpbn+4xWe+WWHXPpct2z1SHJqhRzv2iRyXSEkSbaqYEpMiOpbGdVLmWpKpGYlrB8Sx5KINx1i33KHjnT+7acPFjz+89XB62oZnB9zwLAIcwHYCbrm7c93alZf+9hte4f/doHfzcNiaZqjhMFi3Gahp6hVFLUipVWJqQUQ16FCvtqkFbTQd9k2m7Dgk+PptVQ5N2Ty43eXxJ2y0lKaIU2h25CKeFoEFgdT4MtNZkb0WgPlGS+lu8TjPG/Nu0v7xqZ8flHcHTIvOvJLPaLlbj56CjwG7EGQGsZpUKiwtsAsdlXLUN70jVT/hqudHXHlByLadNg9ttzk4ZfPvtwVsPxiw52iNmWY1k1Y2iocil3Oz0qyb1MGSNmGkaEYreN7ZL5g8aePZvwcHrtu+Z9GzenSeVYALMQzAkamZz7z0iovsRPCBe++4dcylxfiIZriRUA1S6pWIejVksNZiqDGHps0Th2K+cafLF24Z4tF9Aa2WA4llfGK8tPiAjOKS0RSX0sK3MlkD2VXMKiqWIi+CmGFYne3m8zJ4saXKKC+hTTFIl6M7PKWy+U9zLWyQVUpLipSlBPCi6GNK86qkLmXsG43WtiqGt0Xp+fKYbtprRWI2mWsmYN1ySJOEX758msf3z/ClW2a4/s4G2w812D9dJa6ZPpTcXShJEpIEPNtmeKjOaWeed3jVuov/pNOOPxNU1j7rx+pZBXi+RocaqHj2k2961QUymT3014f33jO2cnyWim8KDI1qyHBjjnplhq17Q266z+XGu4a4c/MAqXSxHRuvYpy3EmU8WlCJ+ZSEBdJCSAtXQiWL3F6mmOVapfQki8ypAp0aLl5nvcgacx+NCetCGiGsnPKatzk5HsJFz48T3/cpLn28X/p3vAW6e12juz6kudV5fhxMzq1SQZwaoOdOZ1JqbKmy6J09fOEibRePr5UBf6okaScTXUJgW4qNy2Pe8+sRrzj/KP9+1xzf+sEgP9wzRKJcjHatYi6EqXaIH2guXLHx8ND4ZX86OZ1+cnxs4CcBxZ8MwAGkU+eaa7/+8YFGNRXJ4N/c+uDU8Nnrq6wYj1k0NEcnOcbHvi750q1jPLSngYp9KnUTkX3LfG6JgtnEppmYgVV0mn2iFlIYCWbPMgPOfklUyLa6MhNGEdeckuPUTKTEymyqpNDYQhgjX60zR2CdAd2gYl5Dk+i9nue/FKmB5BlTLqX0qBjzOsH9DCPX1TkXOT1YUniVuT2jNi82TSWpNgJKSWoitmE7NKmlSHXanWPOZZCziXgrY5eUlsSJSyfyiCIj9yYwKYjrJJy5rsOpq0Jee+khvnjbHF/49iIOzNTwbcGyRTanrZ+lEiyedLzaH2/ZfOunLnnBS5/syDzj9RMDOMBrXv0Kvvxv//TPMpiIGoP+Rzvx9vpAfY5Ez/CR6zw+9vVFREmFgUBSqWkqllHAci1zik0UWC2LTkujOrEZI8mUbGVWoXSlUfp1bQN01+7qHMosckWJJk2NReFcIoi0qbnZwrAtbtYzIbWheeel33p+On48phHm03dPZfULbPb/LX/Svsy4lJ50o7clVGYElnmQZqmaVJI0lSQdSTs0Y2HmTKaLiSk3k0LOOfXUSrO+bQ0ofDdGWCmi6TA14zM9F5CkxkbcsRWuk9Bs+/huzPolIe+6us2i2gE+9NUJjrYqrBAhG1evnR0YHv0vrc7Bf335y37jJwnBnyzAAZaPDqnFQ8EXql412bor/vSju+/1b9/s89mbxhmtutR9jcScTn3HyIN5Tta/oiHwEzauPEbFneHR3TZb99ZRlofE9Jg4li6ieP6/RddiNk4VJzDTgcNNTTNKUZbh1GwpqWS5iMz48rJeR4ahHFtFJ20eMY+/xNMCuS5vCI53n3yDiEYLkW8cijPIPOF5S2Uud3n3pZlnbbsJx2YrTM14xKmJ3rals16gjD3J6T1L4aQSHPN+XCfmsb0pP9pl41oWdbfK7FwFpU1dw3dSPC/BdxJmZcDhY5paEPGfXjhNqo9w470DvPLylR3LW/Kft++d+IrvzqonPzo/3vqJA/z5l/wCv/2eL6Qfvn7jV274i8m03Vr72a/dPulP1ByWj2hcW3B4RqFSTS3AzHf6Et+RuK7FOUMpLzxXsWZZyGN7Z/iN/8fiiSMVpGNjZz0mTha5jZAneK7IJCgySQrb4tT1HX598X627e3wT19rMBNViRwfsg45O7so2atDsuBk8gJg7O3KeOqrnFaL0m3lEbN8YmfeP2V/yjfTufi8aYNIs0Y1U1OI0oiPXldl8y6fpQ2HkaqN45hhA8/RJK4kVWnxBTbODJLUNnm7baXsOqh42/8cZduuEZYvdnnJ83xGBjw8F3xXZQSCRFcEaSo4fMzDtTXLFvlcedYhZuJlncia+OVfuzq9pr3/8bSy5B0/afg9O4WeJ1v33Pxl1IMn63WnPvLoHfc+b0tgV17uM+OsXepyyjrNg08koARjDclwwyloxdFBmxXjGKe3qmbpWIfrvmex90gVz3VoOEaBNHBMxS1wRaZnKKj4FtXAZqDmsHhEcurqlAs3tbn8rGk8u8m9myVRaqGkjRDSdBzKzPCoVBySmQGSKdR0iytW7rcpROZanRV28iJPVlx5skJPT5uA7Pu93CpQarTKizu5EZgtdaHFbVumG9OxTKuD77VJRYf/8YU6f/fFJTxxcAArNgMgOvPMUXQLPBTvMZuHzdKOit9h2z7Nh740QSoaDHsSmW1co0zzJFWmwW2gFmJZM/z79wLaoUMUW1QbJ7VWLlv6q2/4hed/ZU9yWL3+NW/9aUDvJx/B8yVHfp+//+i/6rkjW7500qo19vIR+ZHhyp6BZRNHwXKxqTJYs1g0YjPUkHhulhvamk5oM9dyqfgOv3Jli3sfV4XrVq437toi0zMUmd24RSWwaFQEQ/UU14a5tk+1UuPtr5vi6MwxPvQVF2W5xNIllhmV2Lex7NtTZpcsXpe69Prv83TX8cfQTP7bpSxz0c3ezoJu5VIb14ssRXH9kP/9VZ+PfGWMjqgy7pupm+m5FCkFStslIUxpzmZSY1sWrpN5YSpBksI/31ilrTzGq5qKa8R/Zpoxc60Uz5G0ByyEsBgfkWB3eGhPi1YIK5Yvm67Uxt++5cE9X3rw7h9x+nm/+tOC3TP1nX5m651veyP1kdX8zhsbn3/DK9b97uoNZxydatewbclow2JizOGk5YpNq2cZqLWzkSeRXczBO3WtQloST4KXt93awugZOkYw388AXvVNW0DFM5FNpZIwcvAsj1de0mH5RBviGKUUiRbd7rg+xHWrhL0l/XxcrQv53vW0gb7APGV5aKFIXQpevtszU95s5h6Vvhez5wB87bYa01EF35HYEtJU0w4VzXZKq5PS6mjaoaATCjqRoBNbmS6JRZxYhhJMBQ9td0i0xLF0JsRklIFnWxGP7u6wbXfEvsOaQ1Mec02XU06qcsmlZx6dTNb/7lfvHP78qacs5fTzfumnCbmfXgTP1+++/c387tthcnL2n89b5thHDwy//7b77hirypg1yxSrlkxxYLbJt+4fZrzuE3jS8NbajEjdt9UBLQ1zkkfvLO/2XInvmkmiwBOF7bjnmlMtwkySJMpiw5qUU1Z02LkvRXlG4EadgL8WouuQbH5nHk1YKhg+7aXLXyzRpQiNNXf2dzO3W3Js6N2dFiDPKELHTXh0t2Tbdg8lreJME6cQxpowMpNTRttEmp5tSxbCqG4G8CS10VictT7m4V2GcbIkOI5kyZjN6Se3uP6ekCcOVxASfFewZtUKLjrv8sNvfPml7wqj5J9rjTp//dMGGz/lCF5ew8N1bDv+xPjyy//0ja++4vCZm+qsGj/MLT+c5TPX1zh40DUKSCmmx1gYz/LPf7sK2AR9zInrlADumlbPwNP4mTtzLhhUSCskkCaGWzejXH0Vy1L60XPpCmV18+wcZs+EH+xbvRvMPkPXkuzCAjKCxSOU1b4sSyCsrsyoEc4URImmExmN706UEkaadkg3ikeyiOJRbIN2+E+Xdwgy2lCIfI8iWToa8GtXai4+e4qte5ocmApYte7Kw1e/4pI/TVGfqDXqzxXMfvoRvLxqtTo6bX78kovOS55YLP/28W3XDt272afhVhkc0gWXLS2FYyd04oQwdfFsi6qTZqKeJu/2XSOa73kC38Nciikhs/GyLKOjIno6UgxSzLW+Uz7dCC3IhybKG8hy6+38NOUpsH/zVx+Ac8kzoYybuWl51fPTlmyJnMvEeMaTu0RjFKnyafgogSiL4nZm/JXr1xgFMuO04bk2ncihE3nYoo3nxcRpkJ1VzYDx43s9hmojnL9+ikMzI1z+4hdPrdtw9h/NtdSnR4ZqzyXEnrsIni9hVbEc7zMr1p3xq8p53u//0qsujjeuaTE5lxju1dV4Tkq1EnHz/Tb7DtQY9KHiQiXz9PGLyC2L6O27Ct9T+G42LZRN5Rs1rPm5yLwizgJtswXLIUutssJMFPYI2T6d93+cF5FLDxsxeQrx+B7Z4bKpU99jiIKwz27UilhDlGZT8DF0Yk0Y5ZfUXEJNJxS0Q0k7tGh1bNqZ8uuKRRYvOGuWmY6mE5sviNbQqLa4f1sLghfFL7po0++ff/45v+oH1c881+CG5ziC50sITx3et+26q17yRnfrYw+1Okn64R37HhGBp2UtSKhXQ2yrzcO7XNqxz0RdUfU1FV9S8QSBb+H7xvLE9zSea1KTwE3xskkh1zGjb7aVIGU6b8SrXO7uMYUt937n9oY5yGUpbSkepNusZX4p3ab7AC3mXy9XM7USWUurKcgoIVDCuCakWmCrLC8vTkQLSU+YCiQ6JUqN9IOfCNwE7FhnQqm60F/P83HzXi0sS+M5DkHLZ7Duc8ryNl+7I2G6bdPsKJqtFM+tqZe9eIOuDm74nTOXnPWpQwf2RGec1niuYQX8jAAcYGzJOu65/+GoEox9pjEY3nLumfxi1Tn0vtHBHzE2NMeew4pv3DnMcEUyEKTUA0EtkFQqNoGfbyrJxuBUNgan8L3E+Ahl00KOHWPJBEQmJ5Ytk4Lorrxb1nKbDyl3+fHsNJ5dLytklUvohUxZX40GFvgSlVMd3d0/KgzIy1PrQghkJlyZyv5Ibl5I2WVN5LtTFZMql9nEwZWiaCsuPEotlUl7iMKpQgiBlBaO7eC5HtMzNV55wRE++502e47UcOyU0zcuoTE88WenbFjzpfrg6O442hqtOe2U5xpOxXrOU5TyOvfMUznl5HVtW81s/e7mK95/0blj79nTPDm95f4xjjUdlA5YVFU0KoJGVdKo2dSrNrVAEvgG3IGrCfIZTy8m8GICPyLwO1T8Dr4TGfNYmbWA6jxf7VW5yuUtpBTIQuNcFCa1XbNaU9zJJRR68+fyTnD+6qUcu01TZauQNCWjSTOBylSYhimVdfSVHBLyTWjOphiM5w8YQ9whjGKmIsFMJGhFgk4MYZRvODVhnNIOU5ptxfScZmpWMj1nMT3nMjlbJU1qNLyUK07X4WuvHD9CbdV7XvnaM9+/ecvU1oHhte3R8Z8dcMNPqZL5dNfnP/95bvrcmXr5yb92y+g/fNkbrovzHtw2bR89aOFIzUBVMjbkMjpoM1w3G0rHzgDuKSpBSjVIqAYxtaBDo9bCdVpMtzooHVENUmyp2TtpcfNDFZAejm1RtYyHp1e4wWV655kNi1HpysX9BdLqjrGRAbrQIsk3onl1szTGJnvOCGQVyW6OX9h/9DgCd5ugeiqeVldMycmrmHaM68bYIuSfb/T57gMBiYLF9ZCRSkQzlLRTG0cKnKJyKYpqKZj8uhMq0hSEkPgeaKU5NlfB9+s0hk79zsbVh8+b7Ky99ba7jya/8cuvfa5hs+D6mUlR+tfE2l/hyGSLJUOT755YdJmcjNZeMHn0BnnvluYFjj5mjw5K1i6L8NyEA0c90tTCtjReaULfdyPq1Q4Vf46v3Ab/8NVhLnxei7/8rWmqjsWrLurw5ZvbPPREHe316XgU7hRdQNul65Yliw1lbpmXW3yY3pAMjCUeO89j+uc/c6BLkU8dCeOkkMstSKMMZoZ5c1/47GySCFKr17kMwLVTNu+UfP32Gs3Ip+rEvOuXJ7nwtIR/+GqDL96yiElRxZXSaD1m01CuDT6QKsW+qRTPlijlUK+kTCzyk217h+/8zTdfpYS/9gdA503jg881VE64fmYBDjDaVTT607/72LUEI6fXLz6v+f/KcN/Vixv75PjIIb6/xWb33hFWLbYYamgz65nl3dUgwnfnuPZOyXs/O8GBA3XWLZ/m2LRF4sGqRU2uOqfFQ4+lxXiXlXlC2rIM7K5Cbm596NgWUhrgxrEiTlLibHpcym4pX0r6dpy9f+t6vBug5zx1nBqPGzD3c+wujSnydlZhvmhxVvHNBxoAPC/lhnt9Hj/YwA7q1L0Oo7WYTctT3vWmNlF8iK/dNcFMaEx7c4953xV4rsWKCYVfm+OuH0IQDHPKxhVq6crFXz7jLO83250ds8tWnf1cw+MprZ9pgJfX77311ezcuXPWcfz/MnNs/7Zjh+86dfMO/zW33LOH0ZpCjGsa1Zhli+YQwkx6B17M1n2Kf7h2ETMzAzxvFYx4w2x+rMaaJTOMDGpOXh0xOhbSDKsZuLv95I4tcO1cFbfrK+S6svibZUE7FMw0E+ZaZrjAsU2lUQpZ6h2Zz4oLuuA17apdo9XDU9AJNdIyz6lU3q8oStFfFulJklqkaWrchW3N/iPwyI6AVNaYqDqctMhicqrGA1siVi05xm++copH9szwxH6PRMFUUzDVNPuKRUOami94/oaUNStXMdcev+b0M89/eNHyJX/fbHVml5+04rmGw1NePzcAB1i5ciXAkdse2P1/e+NXrxwNH+N1V219zdZHH8F3ZxkfPcbDu2MqVpWJEYs40dx8f4Ude+usHtGsGoPBqseRKYfheszwgMcZJ3VYszjhhzsonaZFloeLwiDLyaN4ZlgbeBB4mkZVo3TIo3tidh2WjNTN7UJ0e9oFJXHlcsVU5MI4hvmp+ikjAx00Kd9/2CdNLeoVY2mOZ/fw7z02MZbxO4pdM4ZmW4LH9koe2hJgaZuximJxQzA547PrgINtadZOtLnszDb/cjghcG0WDSvsoM2OnTbDDUUqhhhfdiYv2rT6miUrVv8eqrVTWM/uQPBPY/1cATxfl5yxnLA5ufOc1Zv+6JGt3mc2nHTSO0e8By6948F7+NR1Dpee0uCysxKGBiwOTdtY2mbxgGao7lCrSGwrNjlrKlGpyV1Nd2KuWZ53JRowW8UmLKvwOTm4FWODMcsWTzEVt3lo1xhyztzfdcyQbbEpzHxsisGFLL8WwgDccxRDjYhKMMNtj6Tcu91hxRCFgIMlFZZlYWcOZ0qL7KfpMXFtSRybiR0jrmmAb2dfoiTVzLYUR2dsahWfidEKo42IwFYMVuD5Jzucs2mKG+6rMzR0Fpe9aNOtiMrfy+Ckh/YdiHcunVj6XH/sz2j9XAIcwKsOA2zTWm8DHm4fOTqxe3bjP15xyfZ1NbXZsuQc07MOFTdlUUMy3BDUqzbVAALPyDRLaUr2OuO7XZltshxB4EuqgY3rSGN+mmY6H9KwK75rxIuqQczi4TYnLWuSMsxsaDOQKqPHl0mYWVJiWdL4HGSFGSG7zV2WNPqMtSBCyDZP7HM5eMxipAKVjjLeoq7C192ekig2w9NxAgITwX232/2X5+KpFsRZ30m7kzI9Z3F02uXQVI1OZ5bBIKWdJMw0KyxfcXn6h2ev2fbNu9VvbTr1/P3AVvEs9Nc8l+vnFuD5yj6Ardt3HNu6ZlV65WC9trRRO+vLP7j35sa2g9urdz00zYYlkolRO2vGUgzUQgbrTSxLFfK9jkXWvGWGJqoVm6G6TaMKU7MJew+l1ALAN9U91zHtAJ6bYMkUnaZEqUKmph1VI7L82qQYnmNmTFutlESBUhJbmuIUGJDbtpmhlNLcN4whzBwUctk714FaoNh3OGVyRlOv2oDEdSwqviKOLZLERmmjPtBRcLAlaASa0UjR7mj2HJK4TpULNk7T6fictGZt85KLXjjj2er1K1Yt3/uba+TOn3dg5+vnHuD5WrN6EK3VTtYM795/aO6Uyy5Nzp9uXfixjr09GbIeH47D3fUtT/gZfz3Dv3xL8MLTBxC2KU3no1u2LfAc4xo3OgjrV8zx6J42d26usGZcMoDRHnIdXTi/CZNaG6NUyGYazUbVdSVVH4YaijA2X5QogoG6jWPbJGl3NE5mdoiILAVRGPuP2NiBgEmNVk40uX9HwmM7HU5aonFth2ogsskaY7+XKBthOZy1UnHJWdPcfG+FKJZUgpQdByOUNT77mtPPnnzzyevtVui9ddPG1XdBfdpo4v/HADf8jFUyf9wljF2gWjQwNbVs5fiNtdrA+v/7b65fe+XLrv7LtnPBZu2MPbBoNOgcmLa57QeDbN05wGzLpepYjFVM6gHGkbkaCEYGEibGprHcGabbJjJLaYajfdekOTrTCFFKZtI2FBy1bZlGsFpFsWJxh4nFk+yaarPnsKLVSulEmjgRRWeeeQ9d7W+B6d3uxJo4NhSkbWka1YhYzbJvKmFq1gwsJJmiRpTYTM1UaHUCGq5iw2LJZRsdTl2rsf1G55T1ww+8/VfO2PzGN1z9lwce++raen1gfX1g6Y2PbJubEkIo6z8QuOE/UATveVP+CjCtHK0DB3bguvYHtbA/+IaXb7DGRiofvuWB1vpLzt13cb2x33pkZxNb+axelGK7mtmWKZoHHgzVY6abCbc95CC0oQp9V1CrJCwaaiOlYq7tEIYOaSp7ZJdtC1xH4LtQDRSD9QjdbjIXCTpNj1aoqEbGwjopQJ4V7KUkcKDma2YjQTsGz1EMRookkQgEl5ze4cHHq0zNweIwRWATuCGHp+DwpM/ocIMz12vmmnXc2knp7//a6O0PPT68dVa33uE602ng+5x88d/oVSvXtJ7rz+snioXn+gX8pNf4+GroNoMkR48e+83XXOUOdVqTf7XzsRvcxw+q9PzTh8+q++LsiruXa29rY0vJUE3guzFhkrB9Xx3PFviepBZoRgZCguAo9z5SxZY1lox4WNLCkQJbZ2V4K5vodzMnuczyUKvMrCnWRHFKGFvEeY+JkujUIk0lNQ9WLbbRXsR9WxOOznoM1VNaoSSOHdZMCBw7pdlRHJ1OmJ1LaHZmuW/bCKdvmCBUyQ9WLp+9r52stU47+8poYmL0v568MZwKqj8bXX4/rfUfHuD9a2RkEGAKeDvAls3fwrLEpbv2qyvqwarXi1q0oeFFHNz/KOOxx75jitlWSr2SUA0cBuuKRUMdvvWQ5vrvBlx1ruDojMXWvQ5C2fiOSVNsS5rNqq9xbIgSi1RZSGk49jiFVkfRCbtROYptKo7H+mUJU0dSRgY9XnrhHJVai9vv8Vg8oJieNZvL0eGIlYtahK0hTl6bsv7kU1g24RJValvWLat9+eis8831g/rWl115OX/6zuf6qD936/84gPevDae8GODWduvwrSBuW75arT145LD6yCcfV5vWr1zdGDvtXa++bBcuw6wcOcrE8G5a7ZjZWYXWKVIqmmHKQ4/5jAU2rpMy0xastAWDdRhqhOw7qhF4WL6H51gMj1qMj0YcOGJ82ZNRQb3aYbaV0g4bbFo9y32PGKfoVKV4IkSrmMf2JixeNE51aAVNPcRbrl7D5kej95+2ctuO084+TwbVCbn6ZPtx4MYLxoaf60P7M7H+jwd4voLKGMCN+e8PPjKJJhh02XbnxBA8sX8kPveUk39/sD73kqPHbK5e1uLwsc0EfsTBaY/ZZoVzT26wdvl+bn9A4TsWiwdDmu0O19+V8MJTGyxZKrHQLB3VXHbOYb7wzRq7D6YsHnbYfbjN/dtsTlu5iFVLYMMKie04JGIJZ5/1Us49p8bUbMpYw71peLT1t4/vH3XOPu0Mrnjx8lshPCbE2HN9CH8m1/8P8OOs0zcOAxwDvgbQae4FxKNSdBYrz1ZBpcPQwB4cZ4qZtkMndnBtK37Ta87488ERXlHznXjtslkOTvq86RVNkmiI8YkOF51jsWaxS1Mv5YLzfA4cg0WLbCpD2vGG/a+3Ozv+fKTuOBMjgqht4bgDbFp5DuOjLlNzSvqucxDNjjdcMPFcH6Kfi/UfixN6jpduXgsWi6//dmsgcNATY9McmqwzWJ9j6xNDLJ2IeHiHZOWYzaN7QoaqDgemE8YbNotGLbHtyNi0EPrgb7/phc/1W/kPs/4/VxHFyGKlyHUAAAAldEVYdGRhdGU6Y3JlYXRlADIwMjAtMTEtMDdUMTk6MTA6NDkrMDA6MDCJJlruAAAAJXRFWHRkYXRlOm1vZGlmeQAyMDIwLTExLTA3VDE5OjEwOjQ5KzAwOjAw+HviUgAAADl0RVh0U29mdHdhcmUAbWF0cGxvdGxpYiB2ZXJzaW9uIDIuMi41LCBodHRwOi8vbWF0cGxvdGxpYi5vcmcvSM8oowAAAABJRU5ErkJggg==', 'weight': 6}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 64719277
    {'hecke_orbit_code': 90071992648073706, 'n': 1, 'trace_an': 2}
  • id: 64719278
    {'hecke_orbit_code': 90071992648073706, 'n': 2, 'trace_an': 8}
  • id: 64719279
    {'hecke_orbit_code': 90071992648073706, 'n': 3, 'trace_an': -5}
  • id: 64719280
    {'hecke_orbit_code': 90071992648073706, 'n': 4, 'trace_an': 32}
  • id: 64719281
    {'hecke_orbit_code': 90071992648073706, 'n': 5, 'trace_an': -50}
  • id: 64719282
    {'hecke_orbit_code': 90071992648073706, 'n': 6, 'trace_an': -20}
  • id: 64719283
    {'hecke_orbit_code': 90071992648073706, 'n': 7, 'trace_an': 0}
  • id: 64719284
    {'hecke_orbit_code': 90071992648073706, 'n': 8, 'trace_an': 128}
  • id: 64719285
    {'hecke_orbit_code': 90071992648073706, 'n': 9, 'trace_an': 91}
  • id: 64719286
    {'hecke_orbit_code': 90071992648073706, 'n': 10, 'trace_an': -200}
  • id: 64719287
    {'hecke_orbit_code': 90071992648073706, 'n': 11, 'trace_an': 415}
  • id: 64719288
    {'hecke_orbit_code': 90071992648073706, 'n': 12, 'trace_an': -80}
  • id: 64719289
    {'hecke_orbit_code': 90071992648073706, 'n': 13, 'trace_an': -429}
  • id: 64719290
    {'hecke_orbit_code': 90071992648073706, 'n': 14, 'trace_an': 0}
  • id: 64719291
    {'hecke_orbit_code': 90071992648073706, 'n': 15, 'trace_an': 125}
  • id: 64719292
    {'hecke_orbit_code': 90071992648073706, 'n': 16, 'trace_an': 512}
  • id: 64719293
    {'hecke_orbit_code': 90071992648073706, 'n': 17, 'trace_an': -1319}
  • id: 64719294
    {'hecke_orbit_code': 90071992648073706, 'n': 18, 'trace_an': 364}
  • id: 64719295
    {'hecke_orbit_code': 90071992648073706, 'n': 19, 'trace_an': -1918}
  • id: 64719296
    {'hecke_orbit_code': 90071992648073706, 'n': 20, 'trace_an': -800}
  • id: 64719297
    {'hecke_orbit_code': 90071992648073706, 'n': 21, 'trace_an': 0}
  • id: 64719298
    {'hecke_orbit_code': 90071992648073706, 'n': 22, 'trace_an': 1660}
  • id: 64719299
    {'hecke_orbit_code': 90071992648073706, 'n': 23, 'trace_an': -1334}
  • id: 64719300
    {'hecke_orbit_code': 90071992648073706, 'n': 24, 'trace_an': -320}
  • id: 64719301
    {'hecke_orbit_code': 90071992648073706, 'n': 25, 'trace_an': 1250}
  • id: 64719302
    {'hecke_orbit_code': 90071992648073706, 'n': 26, 'trace_an': -1716}
  • id: 64719303
    {'hecke_orbit_code': 90071992648073706, 'n': 27, 'trace_an': -1835}
  • id: 64719304
    {'hecke_orbit_code': 90071992648073706, 'n': 28, 'trace_an': 0}
  • id: 64719305
    {'hecke_orbit_code': 90071992648073706, 'n': 29, 'trace_an': -1131}
  • id: 64719306
    {'hecke_orbit_code': 90071992648073706, 'n': 30, 'trace_an': 500}
  • id: 64719307
    {'hecke_orbit_code': 90071992648073706, 'n': 31, 'trace_an': 5472}
  • id: 64719308
    {'hecke_orbit_code': 90071992648073706, 'n': 32, 'trace_an': 2048}
  • id: 64719309
    {'hecke_orbit_code': 90071992648073706, 'n': 33, 'trace_an': 6301}
  • id: 64719310
    {'hecke_orbit_code': 90071992648073706, 'n': 34, 'trace_an': -5276}
  • id: 64719311
    {'hecke_orbit_code': 90071992648073706, 'n': 35, 'trace_an': 0}
  • id: 64719312
    {'hecke_orbit_code': 90071992648073706, 'n': 36, 'trace_an': 1456}
  • id: 64719313
    {'hecke_orbit_code': 90071992648073706, 'n': 37, 'trace_an': -9156}
  • id: 64719314
    {'hecke_orbit_code': 90071992648073706, 'n': 38, 'trace_an': -7672}
  • id: 64719315
    {'hecke_orbit_code': 90071992648073706, 'n': 39, 'trace_an': -5137}
  • id: 64719316
    {'hecke_orbit_code': 90071992648073706, 'n': 40, 'trace_an': -3200}
  • id: 64719317
    {'hecke_orbit_code': 90071992648073706, 'n': 41, 'trace_an': 7822}
  • id: 64719318
    {'hecke_orbit_code': 90071992648073706, 'n': 42, 'trace_an': 0}
  • id: 64719319
    {'hecke_orbit_code': 90071992648073706, 'n': 43, 'trace_an': 2078}
  • id: 64719320
    {'hecke_orbit_code': 90071992648073706, 'n': 44, 'trace_an': 6640}
  • id: 64719321
    {'hecke_orbit_code': 90071992648073706, 'n': 45, 'trace_an': -2275}
  • id: 64719322
    {'hecke_orbit_code': 90071992648073706, 'n': 46, 'trace_an': -5336}
  • id: 64719323
    {'hecke_orbit_code': 90071992648073706, 'n': 47, 'trace_an': 8507}
  • id: 64719324
    {'hecke_orbit_code': 90071992648073706, 'n': 48, 'trace_an': -1280}
  • id: 64719325
    {'hecke_orbit_code': 90071992648073706, 'n': 49, 'trace_an': 0}
  • id: 64719326
    {'hecke_orbit_code': 90071992648073706, 'n': 50, 'trace_an': 5000}
  • id: 64719327
    {'hecke_orbit_code': 90071992648073706, 'n': 51, 'trace_an': -33395}
  • id: 64719328
    {'hecke_orbit_code': 90071992648073706, 'n': 52, 'trace_an': -6864}
  • id: 64719329
    {'hecke_orbit_code': 90071992648073706, 'n': 53, 'trace_an': -34242}
  • id: 64719330
    {'hecke_orbit_code': 90071992648073706, 'n': 54, 'trace_an': -7340}
  • id: 64719331
    {'hecke_orbit_code': 90071992648073706, 'n': 55, 'trace_an': -10375}
  • id: 64719332
    {'hecke_orbit_code': 90071992648073706, 'n': 56, 'trace_an': 0}
  • id: 64719333
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  • id: 64719338
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  • id: 64719340
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  • id: 64719341
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  • id: 64719342
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  • id: 64719343
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  • id: 64719344
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  • id: 64719345
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  • id: 64719346
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  • id: 64719347
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  • id: 64719348
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  • id: 64719349
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  • id: 64719350
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  • id: 64719351
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  • id: 64719352
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  • id: 64719353
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  • id: 64719354
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  • id: 64719355
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  • id: 64719356
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  • id: 64719357
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  • id: 64719358
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  • id: 64719359
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  • id: 64719361
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  • id: 64719362
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  • id: 64719364
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  • id: 64719365
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  • id: 64719367
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  • id: 64719368
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  • id: 64719370
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  • id: 64719371
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  • id: 64719372
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  • id: 64719373
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  • id: 64719374
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  • id: 64719375
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  • id: 64719376
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  • id: 64719377
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  • id: 64719378
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  • id: 64719379
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  • id: 64719380
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  • id: 64719381
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  • id: 64719382
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  • id: 64719383
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  • id: 64719384
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  • id: 64719385
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  • id: 64719386
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  • id: 64719387
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  • id: 64719388
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  • id: 64719389
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  • id: 64719390
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  • id: 64719391
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  • id: 64719392
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  • id: 64719393
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  • id: 64719394
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  • id: 64719395
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  • id: 64719396
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  • id: 64719397
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  • id: 64719398
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  • id: 64719399
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  • id: 64719400
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  • id: 64719401
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  • id: 64719402
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  • id: 64719403
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  • id: 64719404
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  • id: 64719405
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  • id: 64719406
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  • id: 64719407
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  • id: 64719408
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  • id: 64719409
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  • id: 64719410
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  • id: 64719411
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  • id: 64719412
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  • id: 64719413
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  • id: 64719414
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  • id: 64719415
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  • id: 64719416
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  • id: 64719417
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  • id: 64719418
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  • id: 64719419
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  • id: 64719420
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  • id: 64719421
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  • id: 64719422
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  • id: 64719423
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  • id: 64719424
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  • id: 64719425
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  • id: 64719426
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  • id: 64719427
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  • id: 64719428
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  • id: 64719429
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  • id: 64719430
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  • id: 64719431
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  • id: 64719432
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  • id: 64719433
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  • id: 64719434
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  • id: 64719435
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  • id: 64719436
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  • id: 64719437
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  • id: 64719438
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  • id: 64719439
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  • id: 64719440
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  • id: 64719441
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  • id: 64719442
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  • id: 64719443
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  • id: 64719444
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  • id: 64719445
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  • id: 64719446
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  • id: 64719447
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  • id: 64719448
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  • id: 64719449
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  • id: 64719450
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  • id: 64719451
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  • id: 64719452
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  • id: 64719453
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  • id: 64719454
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  • id: 64719455
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  • id: 64719456
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  • id: 64719457
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  • id: 64719458
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  • id: 64719459
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  • id: 64719460
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  • id: 64719461
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  • id: 64719462
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  • id: 64719463
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  • id: 64719464
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  • id: 64719465
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  • id: 64719466
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  • id: 64719467
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  • id: 64719468
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  • id: 64719469
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  • id: 64719470
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  • id: 64719471
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  • id: 64719472
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  • id: 64719473
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  • id: 64719474
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  • id: 64719475
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  • id: 64719476
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  • id: 64719477
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  • id: 64719478
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  • id: 64719479
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  • id: 64719480
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  • id: 64719524
    {'hecke_orbit_code': 90071992648073706, 'n': 937, 'trace_an': -25786283}
  • id: 64719525
    {'hecke_orbit_code': 90071992648073706, 'n': 941, 'trace_an': -6186966}
  • id: 64719526
    {'hecke_orbit_code': 90071992648073706, 'n': 947, 'trace_an': -38908920}
  • id: 64719527
    {'hecke_orbit_code': 90071992648073706, 'n': 953, 'trace_an': 62464854}
  • id: 64719528
    {'hecke_orbit_code': 90071992648073706, 'n': 961, 'trace_an': 71010498}
  • id: 64719529
    {'hecke_orbit_code': 90071992648073706, 'n': 967, 'trace_an': 75712566}
  • id: 64719530
    {'hecke_orbit_code': 90071992648073706, 'n': 971, 'trace_an': 66689784}
  • id: 64719531
    {'hecke_orbit_code': 90071992648073706, 'n': 977, 'trace_an': 4436760}
  • id: 64719532
    {'hecke_orbit_code': 90071992648073706, 'n': 983, 'trace_an': -36437519}
  • id: 64719533
    {'hecke_orbit_code': 90071992648073706, 'n': 991, 'trace_an': -21730008}
  • id: 64719534
    {'hecke_orbit_code': 90071992648073706, 'n': 997, 'trace_an': -11473015}