Newform data - 121.6.a.b

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• 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': 4356, 'analytic_conductor': 19.406442197370655, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[11, -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': [121, 1, [2], [1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 1, 'field_disc': 1, 'field_disc_factorization': [], 'field_poly': [0, 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': [[2, [-4, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503599728033913, 'hecke_ring_generator_nbound': 1, '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': '121.6.a.b', 'level': 121, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [11], 'level_radical': 11, 'minimal_twist': '11.6.a.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+4q^{2}-15q^{3}-2^{4}q^{4}-19q^{5}-60q^{6}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '121.6.a', 'trace_display': [4, -15, -19, -10], 'trace_hash': 957352898760504877, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.989', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.966', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.885', 'prec': 17}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 'traces': [1, 4, -15, -16, -19, -60, -10, -192, -18, -76, 0, 240, 1148, -40, 285, -256, -686, -72, 384, 304, 150, 0, 3709, 2880, -2764, 4592, 3915, 160, 5424, 1140, -6443, 5120, 0, -2744, 190, 288, 12063, 1536, -17220, 3648, 1528, 600, 4026, 0, 342, 14836, 7168, 3840, -16707, -11056, 10290, -18368, -29862, 15660, 0, 1920, -5760, 21696, -6461, -4560, 16980, -25772, 180, 28672, -21812, 0, 29999, 10976, -55635, 760, 31023, 3456, -1924, 48252, 41460, -6144, 0, -68880, -65138, 4864, -54351, 6112, 102714, -2400, 13034, 16104, -81360, 0, 17415, 1368, -11480, -59344, 96645, 28672, -7296, -76800, 66905, -66828, 0, 44224, -96730, 41160, -95704, -220416, -2850, -119448, 32658, -62640, 185438, 0, -180945, 2560, 72849, -23040, -70471, -86784, -20664, -25844, 6860, -54720, 0, 67920, -22920, 103088, 111891, 720, 78184, -49152, -60390, -87248, 462, 0, -3840, 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-314117924, -223986510, -57335040, 133942666, 0, -144086963, -76951360, 477994080, 566898568, -18961040, 494822400, -764344140, 291761124, 19048158, -22091680, 0, 18613800, -204667008, 331959936, 12346200, -309361584, -519098496, 29581632, -283684860, -323602832, 20837010, 0, -2939872, -272004240, -116854256, 5225280, -655636113, 223768100, 189895696, 322246080], 'weight': 6, 'weight_parity': 1}
• mf_hecke_nf •

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

  
  {'an': [[1], [4], [-15], [-16], [-19], [-60], [-10], [-192], [-18], [-76], [0], [240], [1148], [-40], [285], [-256], [-686], [-72], [384], [304], [150], [0], [3709], [2880], [-2764], [4592], [3915], [160], [5424], [1140], [-6443], [5120], [0], [-2744], [190], [288], [12063], [1536], [-17220], [3648], [1528], [600], [4026], [0], [342], [14836], [7168], [3840], [-16707], [-11056], [10290], [-18368], [-29862], [15660], [0], [1920], [-5760], [21696], [-6461], [-4560], [16980], [-25772], [180], [28672], [-21812], [0], [29999], [10976], [-55635], [760], [31023], [3456], [-1924], [48252], [41460], [-6144], [0], [-68880], [-65138], [4864], [-54351], [6112], [102714], [-2400], [13034], [16104], [-81360], [0], [17415], [1368], [-11480], [-59344], [96645], [28672], [-7296], [-76800], [66905], [-66828], [0], [44224]], 'ap': [[4], [-15], [-19], [-10], [0], [1148], [-686], [384], [3709], [5424], [-6443], [12063], [1528], [4026], [7168], [-29862], [-6461], [16980], [29999], [31023], [-1924], [-65138], [102714], [17415], [66905], [-96730], [-95704], [32658], [185438], [72849], [78184], [462], [296233], [399818], [-72670], [303082], [-532987], [282076], [573588], [386286], [545079], [-279485], [-444437], [18476], [-270182], [43320], [-1029684], [461281], [855570], [-665805], [-1209336], [571482], [267080], [1387367], [-885922], [-1446874], [-353878], [-525260], [595610], [-732318], [-2233804], [1531080], [1142680], [586956], [-233857], [-935503], [-1058231], [-506186], [-467636], [-304470], [2518683], [3018412], [994429], [-1728958], [454765], [2275573], [389781], [-1619330], [-5543678], [2704926], [3373372], [-4525514], [684534], [-4225907], [2091848], [1562843], [-3004493], [2445516], [-7791036], [-1051961], [3970035], [8539076], [-1864867], [-5157272], [4533404], [-1711634], [9738219], [4302789], [-2622800], [2496344], [-11432312], [9815290], [8191924], [7542864], [8694004], [2033793], [3517796], [8345348], [6150224], [6862318], [9455362], [4636576], [6057042], [-5639935], [1126165], [-14201961], [1607939], [3102355], [6888515], [12413434], [-8109935], [-17806334], [-15517902], [-2181056], [22989167], [-2340922], [-19269445], [-21466515], [-16770543], [17537268], [-14738654], [4809460], [8293171], [-352294], [-16898460], [36652], [-31746246], [-20198512], [15565993], [29166672], [16521482], [-5566142], [11880069], [13285628], [-653987], [24774713], [-27129062], [28423208], [26592183], [-22250016], [-28342788], [36644533], [16877164], [-2739406], [-31328580], [-24976212], [11061266], [-20173854], [-9107336], [36770862], [-49574325], [-35378738], [-27805888], [15683521], [20113965], [-20926899], [-31866272], [-1389134], [33680074], [5922435], [-50545978], [-13522154], [-4498000], [-49705040], [-27547033], [1748545], [21420274], [-2557409], [-34856084], [34299764], [-11548336], [-52039258], [-45980103], [-29944806], [40044759], [64841538], [-62188944], [-20719224], [-18115778], [52864538], [-16898263], [66922162], [71071971], [4845870], [-44272668], [-15961173], [-42173138], [32896123], [49852122], [-54187162], [85695972], [-14380410], [75799122], [21152600], [-17390183], [12321245], [-53974485], [-97195812], [109319280], [86701336], [562848], [51102927], [-64256211], [18064148], [-51418422], [-36475921], [56146036], [31450836], [16604496], [102166683], [120843620], [-33511188], [-102790455], [21036407], [141986052], [-12606242], [53353494], [-70972536], [-39237268], [76757956], [-85736891], [-11584660], [107742590], [40415024], [-78529481], [141724642], [72940281], [-77340396], [55942025], [-137831665], [-87823711], [-77716976], [125659596], [101944197], [-18824120], [18730788], [-24188788], [57356236], [-158015598], [-173943638], [56257568], [4619534], [107974803], [-112152682], [-101990514], [117623884], [137839126], [167391774], [-203455491], [102138818], [114552068], [61568448], [-34960586], [131429694], [138106998], [-147192680], [-68406441], [20926557], [38849218], [-46132002], [-134147611], [-153765279], [-139953950], [-133649384], [46544296], [-186982783], [-158457615], [7623518], [-117441028], [-122894100], [-170795912], [-46930969], [-54151108], [197106298], [-185216692], [184240839], [-51102726], [-180448938], [200192215], [-113566982], [91194337], [-18422540], [104039364], [-159236466], [158929506], [6922040], [-7809245], [188944763], [55875534], [-326077718], [96998994], [154983528], [194360924], [-95699668], [22225085], [312942175], [-191187495], [26661825], [-112258788], [270443196], [-276660696], [-50836762], [-179178270], [-219371233], [-34351824], [-103780358], [-332793491], [284309410], [-23156054], [-232215460], [-321944932], [196923217], [-95843230], [17698079], [149253994], [184454867], [-365902755], [-27687895], [306182064], [-393116852], [197343938], [46967598], [-271260158], [382453192], [-158059296], [193964091], [-432252011], [285408124], [-167996129], [-421241810], [-2244679], [-107201817], [-217266060], [162419105], [1849663], [-303985142], [3297319], [48176069], [-343055472], [72417891], [192315988], [327504795], [-75855810], [-116258724], [-223722022], [420845850], [-290044929], [76406510], [318705782], [169896283], [-7897190], [-396485562], [366005313], [-230237330], [-246142395], [250005517], [-4023312], [320374006], [-592895640], [-628221273], [269475264], [40998874], [-175746572], [619896662], [-48748103], [508357996], [-242792818], [346607986], [608047950], [159588462], [198454934], [-153771105], [-28336802], [-266025478], [306407672], [-240572187], [-436991376], [446962589], [468170560], [277826941], [-623117635], [187150307], [407673295], [455785321], [-395496747], [-551871880], [717036082], [537881214], [-131183804], [391340690], [-84515354], [-264655351], [-138701952], [-140649066], [-457912844], [223783218], [-17964522], [-213713972], [597818180], [-74388527], [-279773322], [-350519642], [-433659652], [54102514], [535864834], [-495133659], [647962952], [-617153523], [-467731994], [-881282226], [493398931], [-651572104], [-320060112], [-23434946], [1457866], [148172511], [-524531847], [133942666], [-144086963], [189895696]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 4503599728033913, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '121.6.a.b', 'level': 121, 'maxp': 2999, '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': [19, 22], 'ALdims_eis_new': [4, 5], 'ALdims_eis_old': [2, 1], 'ALdims_old': [4, 4], 'Nk2': 4356, 'analytic_conductor': 19.406442197370655, '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': [121, 1, [2], [1]], 'conrey_index': 1, 'cusp_dim': 49, 'dim': 41, 'eis_dim': 12, 'eis_new_dim': 9, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 100663417, 'hecke_orbit_dims': [1, 1, 2, 3, 5, 5, 8, 8, 8], 'label': '121.6.a', 'level': 121, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [11], 'level_radical': 11, 'mf_dim': 61, 'mf_new_dim': 50, 'num_forms': 9, 'plus_dim': 19, 'prim_orbit_index': 1, 'relative_dim': 41, 'sturm_bound': 66, 'trace_bound': 2, 'trace_display': [4, -18, -34, -94], 'traces': [41, 4, -18, 572, -34, 146, -94, 372, 2891, 338, 0, -1178, 662, 1680, -2474, 5564, -1772, 3634, -996, -580, 1058, 0, 1386, 14628, 20099, -20656, -2118, -23552, 8850, -1510, 6142, 17528, 0, -21710, 24418, 34750, -35398, 9182, -10660, 18924, -4466, 31284, 30234, 0, -3076, 31642, 20984, -86174, -5135, -52126, 33014, 16936, -37996, -3154, 0, 34332, -25920, 27712, 26138, 21212, -1506, -5798, 12676, 19532, -14144, 0, 34134, 23576, -33266, 133892, -86822, 98496, -17350, -105042, 50084, -110064, 0, -139520, -190286, -228224, 190313, 243474, 246642, -346016, 117074, -169034, -61992, 0, 77606, -102056, -321724, 460740, -382734, 103600, 14904, -344, -146250, -70308, 0, 123176, -280468, -299764, 92876, 103860, 223178, -75888, 170706, 44308, -254308, 0, 598706, -116816, 59202, 225092, -465394, -165816, 210274, -571802, -113544, 187332, 0, -892920, -411568, 227544, -808848, 578460, 3016, 142608, 626814, -94808, 1470, 0, 710956, 1232750, 376030, -717946, -194136, -744434, 143066, -267040, 226568, 762894, 0, -947782, -17412, 42662, 138410, 222412, -88912, -569984, 325774, 83874, 602794, 0, 95538, 1478080, 1688348, -918580, -1169092, -922664, 1470218, -1208684, 936876, -821704, 0, -1039578, 319572, 1748364, -1393875, 3385080, -127332, 758928, 1306188, 155068, 1033936, 0, 909042, 880926, -411166, -1052056, 7630, -1551056, -238572, -851580, 2519440, 266366, 0, -266556, -844810, 832088, -153150, 5106, 624770, 412634, -273772, -1260916, -2254184, 0, 825636, -547848, 1090694, 4065584, -697668, 1632256, -920452, 1822256, -789984, 1370752, 0, -962308, -980064, -9298076, 479066, -3961294, 1700310, -1802964, 274874, -2583564, 1420460, 0, 2664910, -1874514, 2515674, 961284, -1540265, 1121370, 460794, -1729440, 20114, -3081574, 0, 227712, -597906, -633556, 2562416, 3807398, 184570, -3680200, 230406, -805216, -1363354, 0, -5828472, -3732024, -3748338, -1754110, 986180, 985956, -730626, -1316022, -6535098, -1370848, 0, 4709100, -652378, -1402228, 1869808, -7730882, 2040918, 2955152, -553062, -1241990, -504430, 0, 4794170, 1445760, 1355222, 5480006, 3003836, 967694, -1758644, 3956624, 3499180, 1418794, 0, -693564, -700696, -1257256, -827368, -2715628, -2335572, 536080, -3101008, 6016440, -720, 0, -1940164, -479824, -1111263, 1467572, 5871122, 782008, 1778850, 2054442, -922894, -2969628, 0, -1670796, 4977332, 7519818, -3782580, 10860860, -2621054, -2360064, 2831352, 10162808, 3836836, 0, -5940040, -669238, -6352224, -12185788, 3059166, 2723666, -1581044, 452480, 5139156, 7403412, 0, -1844896, 1343190, 21383572, 12703892, -6381452, -6395138, 12724912, -8907622, 7109398, -3864544, 0, -5505978, 10058160, -7489848, -8640048, -9200634, -6212912, 448960, 3784452, -13460394, 4663984, 0, 23970728, 7128460, 7638158, -13967190, -9190784, -3213752, -1512480, 592800, -12401180, 4308332, 0, -8473854, -6931670, 3053374, -2799254, 5220480, -4436898, 1566748, 715416, 1524197, -3833018, 0, -19141708, 5545624, 8438220, -17199554, 20434976, -5584370, 1333938, -6268908, -18891560, -1272784, 0, 4814610, -2667744, -6433138, -5387772, -7256874, -146304, -4378904, 3018550, -9285186, 2752752, 0, 21803656, 6102840, -2174506, 7126354, -15393128, 3962950, 12241092, 1382538, 27866796, 533450, 0, -6209432, -7172976, -4203680, -2373044, 10318928, 10525234, -5511772, 5165896, 24094658, 2061216, 0, -10506068, -9956160, -15785812, 33937506, -8700780, 5524454, -11619364, -10386042, -4791788, -8592130, 0, -3794228, -10997792, 3745068, 32807486, 19462868, 16376232, -2316502, 10915050, -2885232, -13428240, 0, 3569608, 3925242, -9324368, -11508610, 1738400, 5047872, -15709112, 5005296, 24762290, 10328960, 0, -15064021, -6870472, 7910966, 38444976, -6461304, -543134, 3029638, -219904, 11495638, -4971166, 0, 39770514, -5677778, -50892026, 12093740, -40125384, -14987526, 9651798, -6241798, -48097336, -9568098, 0, 35236518, -3548256, 31061274, -31511254, 23939742, 13973480, -13505858, 1339376, -34040466, -13657140, 0, -36928612, 2617044, -16409568, -4370200, 8453852, 16400108, -2014040, -428472, -16839918, 13464274, 0, -43526320, -7058392, 962094, -34486824, 25528012, -1389510, -1029620, -25642880, -25097350, -6938352, 0, -4758348, -13122066, 13740890, 14394408, -24696352, -1020948, 6025598, 9690634, 13312176, -14998826, 0, 62459838, 3594272, -23817308, 2244072, -24353384, -28723808, 1852560, -3625264, 28773996, 26556672, 0, 3334484, 17025354, -4644540, -37279248, -16914008, 8667700, -2866992, 19796008, 27446940, 9130822, 0, -33022993, 15460068, 39889424, 39084748, 7985474, 5605110, 15028494, 14194044, 15693946, 15032384, 0, -9300328, -11065510, 15100312, 32156086, 42430878, -11495426, -13599952, -9352652, 9794806, 948354, 0, -5321796, 3700572, -24596588, -11360676, -25993626, -7734800, 14599744, -5195732, 44748896, -1500880, 0, -10554802, 8292088, 54912336, -4744784, 23846208, -10417214, 18037452, 21837942, -37903236, 11410768, 0, 47101014, 41138816, -38584296, -46657094, -61275770, -22327348, 5729900, -7867152, 6879972, -8161190, 0, 9542974, -8580236, 83753360, -47055148, 78459518, -1196592, 5034974, -20967778, 3432400, -11183590, 0, -3821800, 20827720, -16324732, 4677228, -19122888, -31211952, 18453376, -51441240, -7546852, 33741728, 0, -99223420, 1294, 1896258, -107205816, 122220888, 18381056, 28083224, 43459642, -59943514, -1528408, 0, 8986764, 41750560, 77674494, -37264816, -71211062, -29804232, -15612138, 26147872, -23914219, 13991102, 0, 24607936, -32676354, -62449196, 16165978, -3747284, 333972, -35141014, -17534584, 95832292, -31308618, 0, 33081388, 11699088, -11869322, 43172098, -60752146, 23289184, 21539334, -17812176, -34357922, -31678284, 0, -21347096, -4993534, 31402774, 77261492, 20175420, 8097330, -48604576, 25766710, 7510380, 52038130, 0, -7082778, -12546926, -52673444, 98778506, 3762532, 7744032, 20869344, -20204736, 50036878, -14103146, 0, 6936852, -24395420, 891762, 88690952, -32103660, 11906640, -28533894, 17700778, 99696904, -31551498, 0, -6041192, -13092048, 17700738, 49109940, 64313066, 61529616, -36597996, 1622878, -76989450, 3853512, 0, 70461262, -13008650, 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-111280460, 12822022, -41902992, -168694518, -1507920, 0, -146327388, -27937428, -89595384, 224482008, 32124840, -26543088, -22256146, 53075024, 5428904, -53640000, 0, -78871554, 31622316, 143853420, 99044212, -143956450, -4214170, 28935684, -479000, 80870388, 77161212, 0, 154683058, -79014482, -27723272, -35776192, 274590072, -584434, -15119748, -32717928, -24376660, 120814998, 0, 279354360, 48902158, -192412392, 42125394, -350937812, 45098316, 100085482, -26306936, -169254358, -40985650, 0, 11702886, 20560064, 862544, -301479358, 317662854, -84824976, -87782144, 91566588, 57798222, -66410304, 0, -310129772, -393910, 173477328, -168154533, -335981724, -10084248, -81827336, -14814776, 276541268, -120556360, 0, -372044320, -33181082, -110898526, -234358124, 98336816, 64358474, -7704440, -28836864, -254422134, 113126504, 0, -75992900, -20702954, 208198134, 36120362, -168074062, -8977006, 3250728, -70515488, 95515048, 66959238, 0, 56119836, -52976536, -271334834, -12625728, 166769580, 179679552, 31634320, -6992848, 109141082, -55741596], 'weight': 6, 'weight_parity': 1}
• mf_twists_nf •

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

  
  
  • id: 105379
    {'conductor': 11, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '121.6.a.b', 'source_level': 121, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '11.6.a.a', 'target_level': 11, 'twist_class_label': '11.6.a.a', 'twist_class_level': 11, 'twisting_char_label': '11.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 105380
    {'conductor': 33, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '121.6.a.b', 'source_level': 121, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '99.6.a.c', 'target_level': 99, 'twist_class_label': '11.6.a.a', 'twist_class_level': 11, 'twisting_char_label': '33.d', 'twisting_char_orbit': 4, 'weight': 6}
  • id: 105381
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '121.6.a.b', 'source_level': 121, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '121.6.a.b', 'target_level': 121, 'twist_class_label': '11.6.a.a', 'twist_class_level': 11, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 6}
  • id: 105382
    {'conductor': 44, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '121.6.a.b', 'source_level': 121, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '176.6.a.c', 'target_level': 176, 'twist_class_label': '11.6.a.a', 'twist_class_level': 11, 'twisting_char_label': '44.c', 'twisting_char_orbit': 3, 'weight': 6}
  • id: 105383
    {'conductor': 55, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '121.6.a.b', 'source_level': 121, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '275.6.a.a', 'target_level': 275, 'twist_class_label': '11.6.a.a', 'twist_class_level': 11, 'twisting_char_label': '55.d', 'twisting_char_orbit': 4, 'weight': 6}
  • id: 105384
    {'conductor': 55, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '121.6.a.b', 'source_level': 121, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '275.6.b.a', 'target_level': 275, 'twist_class_label': '11.6.a.a', 'twist_class_level': 11, 'twisting_char_label': '55.e', 'twisting_char_orbit': 5, 'weight': 6}
  • id: 105385
    {'conductor': 77, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '121.6.a.b', 'source_level': 121, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '539.6.a.c', 'target_level': 539, 'twist_class_label': '11.6.a.a', 'twist_class_level': 11, 'twisting_char_label': '77.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 105386
    {'conductor': 88, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '121.6.a.b', 'source_level': 121, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '704.6.a.c', 'target_level': 704, 'twist_class_label': '11.6.a.a', 'twist_class_level': 11, 'twisting_char_label': '88.g', 'twisting_char_orbit': 7, 'weight': 6}
  • id: 105387
    {'conductor': 88, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '121.6.a.b', 'source_level': 121, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 8, 'target_is_minimal': False, 'target_label': '704.6.a.h', 'target_level': 704, 'twist_class_label': '11.6.a.a', 'twist_class_level': 11, 'twisting_char_label': '88.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 105388
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '121.6.a.b', 'source_level': 121, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '1089.6.a.c', 'target_level': 1089, 'twist_class_label': '11.6.a.a', 'twist_class_level': 11, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 6}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 343200
    {'charpoly_factorization': [[[-4, 1], 1]], 'hecke_orbit_code': 4503599728033913, 'p': 2}
  • id: 343201
    {'charpoly_factorization': [[[15, 1], 1]], 'hecke_orbit_code': 4503599728033913, 'p': 3}
  • id: 343202
    {'charpoly_factorization': [[[19, 1], 1]], 'hecke_orbit_code': 4503599728033913, 'p': 5}
  • id: 343203
    {'charpoly_factorization': [[[10, 1], 1]], 'hecke_orbit_code': 4503599728033913, 'p': 7}
  • id: 343204
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 4503599728033913, 'p': 11}
  • id: 343205
    {'charpoly_factorization': [[[-1148, 1], 1]], 'hecke_orbit_code': 4503599728033913, 'p': 13}
  • id: 343206
    {'charpoly_factorization': [[[686, 1], 1]], 'hecke_orbit_code': 4503599728033913, 'p': 17}
  • id: 343207
    {'charpoly_factorization': [[[-384, 1], 1]], 'hecke_orbit_code': 4503599728033913, 'p': 19}
  • id: 343208
    {'charpoly_factorization': [[[-3709, 1], 1]], 'hecke_orbit_code': 4503599728033913, 'p': 23}
  • id: 343209
    {'charpoly_factorization': [[[-5424, 1], 1]], 'hecke_orbit_code': 4503599728033913, 'p': 29}
  • id: 343210
    {'charpoly_factorization': [[[6443, 1], 1]], 'hecke_orbit_code': 4503599728033913, 'p': 31}
  • id: 343211
    {'charpoly_factorization': [[[-12063, 1], 1]], 'hecke_orbit_code': 4503599728033913, 'p': 37}
  • id: 343212
    {'charpoly_factorization': [[[-1528, 1], 1]], 'hecke_orbit_code': 4503599728033913, 'p': 41}
  • id: 343213
    {'charpoly_factorization': [[[-4026, 1], 1]], 'hecke_orbit_code': 4503599728033913, 'p': 43}
  • id: 343214
    {'charpoly_factorization': [[[-7168, 1], 1]], 'hecke_orbit_code': 4503599728033913, 'p': 47}
  • id: 343215
    {'charpoly_factorization': [[[29862, 1], 1]], 'hecke_orbit_code': 4503599728033913, 'p': 53}
  • id: 343216
    {'charpoly_factorization': [[[6461, 1], 1]], 'hecke_orbit_code': 4503599728033913, 'p': 59}
  • id: 343217
    {'charpoly_factorization': [[[-16980, 1], 1]], 'hecke_orbit_code': 4503599728033913, 'p': 61}
  • id: 343218
    {'charpoly_factorization': [[[-29999, 1], 1]], 'hecke_orbit_code': 4503599728033913, 'p': 67}
  • id: 343219
    {'charpoly_factorization': [[[-31023, 1], 1]], 'hecke_orbit_code': 4503599728033913, 'p': 71}
  • id: 343220
    {'charpoly_factorization': [[[1924, 1], 1]], 'hecke_orbit_code': 4503599728033913, 'p': 73}
  • id: 343221
    {'charpoly_factorization': [[[65138, 1], 1]], 'hecke_orbit_code': 4503599728033913, 'p': 79}
  • id: 343222
    {'charpoly_factorization': [[[-102714, 1], 1]], 'hecke_orbit_code': 4503599728033913, 'p': 83}
  • id: 343223
    {'charpoly_factorization': [[[-17415, 1], 1]], 'hecke_orbit_code': 4503599728033913, 'p': 89}
  • id: 343224
    {'charpoly_factorization': [[[-66905, 1], 1]], 'hecke_orbit_code': 4503599728033913, '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': 2, 'label': '121.6.a.b', 'level': 121, 'portrait': 'data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAALgAAAC4CAYAAABQMybHAAAABGdBTUEAALGPC/xhBQAAACBjSFJNAAB6JgAAgIQAAPoAAACA6AAAdTAAAOpgAAA6mAAAF3CculE8AAAABmJLR0QA/wD/AP+gvaeTAAAACXBIWXMAAA9hAAAPYQGoP6dpAAAAB3RJTUUH5AsHEjUvvURybQAAABBjYU52AAAA1wAAANcAAAAQAAAADnCbpecAAIAASURBVHja7P13vCXZWd6Lf1eoqh1P7px7OkzUJE1SGCVGETECSUgggzFBYK6xr38f22BsrrEvXGHse21sTJAABQuQUGAkIY00GmlGM5rR5Bw6Tefu033y2bnSWr8/VlXt2qdb4MuFO8D1lmr2Pqdneu9d9dSznvd9n/ddgv/5+Ct7fPZL9yOl2PDsoZPjNrV287SH70keP9bh1ldMiZsvbyze90TK5uml6esvO2OfPrSFii/ZMN2jUU+FkXtXwZ6f3vxagE3ACtAXQrzcX+1v7UO/3B/gb8vjyPFzALuMSTdYhOn1Iz73+T9l7+az7Ny0REX5HD39+XjZXvfL/e7y92ph4zPnfDZMCeLegM5q4p85s/D7p84IRDr4iVNj3Wj2/AKbpuHkIGKskXqD5Pif/ZePH/jlF07fIf7zv/3Jf3/+zLHPVJKnH++uHlSWAISQSnrngWPVxuaX+5T8rXj8T2r4Lo/nD81jqUx4HLu1v/o0Wsr4zNLEP+0M5G1SWKI44YknnqJRXWHP5hYrHcWpuSqYkCROmGxaDp7yuWJXyuy8ZHIsoVkPeGlWk5qYmYbg7GLMlbsNh09JpsYMvu9TqWiOzUtWurBvfcLe7ZPsv+wVWDy0svQj7+svHBv8J2MT7w2vvYI9O7beB+GKEBte7lP2N/LxPwGePY6cngPEW6o6uaSz2jK//J//2PzoO8Z2tQYbf6HfOUqj4nPs1Dna7UWiWLPck6TWp+JZmoFlrp1weHbA5qkK41WFEjEzYz57tyl6AxAy5My8ZhDB2UWBwqcfxlyyzbJhsotEUq9FbFzX4eCJKZZWqtQrKYGO6Q0Mra4kSlImJ2eoNjaj9YAr9+3iyQMLv3br5WePbbrkx+X0TF3WG+Il4GtC/E+Gh/8JcA6/eB9SiFuXV5M3/9l35t+zbnx5/771ij+44xCvesUK83M+J+Z7bJ1R1AKYGTecWQ5Q0iKFYdNEysm5CvWa5fGXQnqhoOLD4irsmtHUqgEbZhJuvbLNC8fGePyA4MWTCbdckbJ52lCvC7ZtWGFhRVEJoB9anjw4TaMqOTrns3FygBTgq5RzS4qxeoIkZfO6mIWlBj2b8qZra5xcvoIbXtFj3/bGwUdf3PXZOBV3Ibjve9/6upf7FL+sj//PAbzValOtBpNnZxf+jw9/8iv+eO3x9AO3Na579Ll113/4T+doNk/w/lvrfPOxCXqmxZuvU9z/dIXdW/t0+x6zy4owFgQ64bKtKesnQ5Y6kqePjhEngr2bB8x1FFft7nP4uEd7oIlCuOGyLodO12hWIw6c0dy0TxLFIe2B5ukTkmt2pLQ6HpdsiYhiybPHBIudChsnYP+2Dr6WRDGcW/bohAl7Nnl86ynLm17ZYdCf4M5HerznTQvs3byNe5/exmMv9R5/x6vOPfHWV12tpre+MwqqM79o0nB5fHzs5b4E/68+/s4HmadOnSTwPfGbn/gG6yZ99Sd/9sBvbV/X2zc3e/41p0+cVk90Y3auO0ZdrnDp5iZPn5gmFStcu9/ytUcbPPpSlx0bLbPzmk3rLL2zlthawtjj9IJk/VSIEJa9W0JePKYJ/D67N/qcX/CYaApuuizmmSOGZ4826cUdtm+IeIU3xtlFePpwlX3bE7ZNw9E5QTWIQSgOn9FYYqSN2DpjaVRBiQhPebT6sHWd4sSs4PpLO4zXGjzynKDZjNm1YYpHn/e47/FjTM20rt+7wV5/4MBJTj34xXTPnunLrt5bPXTkuT/82Wa1m+qJ91GtNay1hnrNe7kv01/b4+8kwG14GrSSndVO5bOf/IXwtu//lX+WmvRHTp16Iu712pfaPXElsDXGK5IXjgfc86THP3hzj8t3NzmzWOXrj/f5gdescvXuKb75lM8lW3tsGG9wYjbhhv0RB0/7jNdjQPL8iRqbJg1LK5oHX0h58Ahctd1y2VbJckfw7Rclb7giZryuWOk0OH1Os9q2KC/iR9+6wsnzTVY7gmv3DbjqkgU8Jji/OMPpBbhsh6EfSY6fD5ioaQ6ckezbCp2OZN/2RXZuqvDNx3xOLPV5962GxZUJDp6wtKOE218R0wzGeOBAyGMvHlCHTvRft3RO3VSrVW+48eq91saxL8Pw//rtj97x8RePLFiTJuaK/Rtf7kv3V/74OyVRjLEIgTx9rjveax24ebzGR44dO5Y8+/zhqbsenG8eONvmDTec5/tuAsl2njxQ56lDMYfP93nzLS1efWmdZw6Pc98zEeNTXb7/VZLnDjb49vN9Lt2dsGWyCraP0AJPal46p1nXTGmFlkYl5OR8ygunUxpqgtte2WVltcEjL1qu2CnYsy0lTQSnFjzS1LBni+DyXTGPvCBY7vb4nusl1fosh040OHFuglog6PQ8pscSjp7z8XWIkgprNFs3LHP5dsX9T03w+LGY229tsb4+zv1PVnjqeI+brl7hHa/0OXJyhqcOGp58KSHWK/zAa+a57boGR05t4cTiLjZs3LGydfv2ztQ4H3zFlXseguYqYP4u5d3/zjD4gZMLHDk9t2N95diWpfnGZ//ojvvHrt51uF6xknPn60zWLdO1Kp+/eyvrxs9x+82rbN3gs9rRtPsBn/1mnalGm6v2aAZhnQeet9zxYI93v6ZFpdLgySMem6a6TDV9Ts9p2v2UXq9Pfb1HbDSTdcWmCclrr+jz1JEELQWBnxDUEh4/pqg3PLZMR4QJbJ6Ca/Yt0OppwmSC2GieOyF55vB2AlUh8FP0eEg/hLFmn51Au+tzej5larzHzFiDux7xee5UxLte12XLeJMHn6nw7PEBl+1e4Yden3L4xARHzwjOLCTMtRPe+boe7399jUMn1zG35DE3e4q7v31kYuNWJn78+3Z85kigWwdPRe+57bXrz1h75oQQW17uS/pX8vhbD3BrLcC+u75+36alUP7ulsYTe04cOabOn+1iti2xY+skCys1+qFHb2AYRJqPfnWaDZNL3LR3hW5/mjD26Ec1HnkxIopXuGovBH6NRw8qPn9/iyt2rPKaq+ocOd1kYXVA1U+YmTDs3aw4t6RYbknanZRGNSTwPbbMRBw/76Fln3e9SvPEIY9Lt68yPt7mK0/WaPcDpsfqPHnY57JdHabGPE7MCzbPeFQqMROVFE9LpBQ8fmCSsXqPqh9yyVaFL6s88KylVlvl3a+DhjfOPY/5HDzT56r9y1yzG07PbuDAMY8TszEvnrbccNUyP3ZbwslzGzh9vsbckmB+OebssqU6scrTz4X1D39qtn7d9bvue9Xl+4+8tFD9aWvtLHDobzub/60F+OrqCkr5e46+9MgrKrrzTxbmTt7637/0Il7lNG+81rB/d4jWIZNjVWYmIrqDgEHoEcYxvdkqX36kzs1XLHHNPgVMYK3H0y9N8LFDXd79hjY3XxozPV7n8QMTfP2RARunB+zfLlg3pjk669EbxHR70OoKtLZsnk5BSaSM6Pck51YqYKqsG4u4ZHOPB58NCEn4/lfHpFGNl85IZiY0m6cExiQsrGjag5B+7NPp+mydDplqDlBKorUgjjVHz8DMRI+brkrYNKE5fHKMBw7C7HKH66/q8P7XpZye3cBThwIOnUx46lhKLDu844aQcDDF6bk6s4uKheWYhVbKUldyiYg4Mjeg2uwy5R1Vzz1xZP9c77p7X5pN79uyvvEbrdX2M3ESH5mennq5L/lf6qFe7g/wl3msLJ6mEng7Zk8f/L+ee/7Ff/PYY9/aceLEGdrthEOnq9z1lGSpm7Bzw4BX7ksJ4wpxojFGYa1AC8PJ8z4nFg07NrbZMAG1oELF0yg0Tx9VnF8d0GxGXL7TsG9LQKdb4cyCwNcxsVXMrnjMLhjakUBrzfrxhLkVw4lzPhMNiUCzbjJmuWO5cscAKWucW6qxd3PA4ZMBpxctl+0ImVuWxIlHP1Ls2xojhKXTk6wfT5iZDFk3GeFJaPUUQQB7twhWVhp884kqR2YHTE62eP11fW7aF3D01DqePuTzwrGEYwsRjfEWP/6WLldsH+P47ASnznnMLqTMLcWcXBScXkl51ZVL3H5Lm9tfZZioTXPoWIVHnj7DyZMv7fCUfF+ra7avm5l56Gd+9h+t/pff+E8v96X/v/34W7X+PPnMCYRszMThoX8yoe++st+R77r7/jnmVzyklCysxMwuJJxcFJxYtuzYssIvvm+RG/c1OD47zclzNc7MK2bnU06djzm2YNC1Lu9+TZd33OBz6vwUB44HvHTGcOBUTCoHbF0XccuVhu3rJKfO1zk9J1luGwaJQUqYaMDMWMJyW9PuKiaaEVpoJpoplSDmkQMBuzYYZiYSzi1W8ZTh7JJh3YRl18aIhw8E+L5iqgFKxUzXYaUrWOoK1jUNk80YKSGMFMttzck5zamFhO0bBtx8ZcKWGQ1pjYPHaxw9Y3nxZMrJpZC3vGqFH3hNSFVNcPLcBMdnNbPzKbMLMacWLAcXLDdcPs8vvn+VneubnJ2f4MxcndNzPvPLAmNizs4NCINdTK7z7vjHP3zzc3v37PqNsNNbqIztermh8D/8+FsD8Ccf+SLNutc8frr74Tu+8dIPCvGc/P5b+kTxJo7PVllckSy3UhZWIhZXU86tCo4uwsb1y/ybDyzzyr1NTp6b4tT5KrMLmtmFlLMLMQfPGHSlz1tubvM91xiqeowz8w1OzHocPQNnllI83WeskTLfVvR6CWmSIBAElSpb13ns2RgxPhZzbknQ6mou2RSDhcjAybkKnb6lWRXUfIEkIQhSmrWUds/n5DyExsdYy/5NEZ1eyuyiZqLhsWtTwrb1Xeq1ECEtUSRo9aostHwmagJPeszO+7x0VnDifMKppYSg2uON13d5+w0QyHEOnWxyak5xLmPuUwuWI4uW6y5f4N98YJnNk2OcPj/J+aUac8s+c0uC5VbKcjvh+DnDatrhx94Rcu2eK8xcZ/+fdKP6B7WM2z/0g+98uSHxP/T4Gw3w2fllGp5PZNIP9duHbvnWPd+Q5+YHt9z90Jw+udLnn/3QCjftG+fAiQnmljwWVgSLqylLqzFLrZTzLTi2BOunW/zbH13i+j01Ts9NMjtfZ3ZRM7dkOb+YcGYhZb6TMD454FVXdrlxP/iySqAC5pYrnFvUnF8W9EJIEkPFN9QrKRNjCQY4eT6h3YXt6z3q1RBrBQifbt+wbUPI0qoG66TIahfCBCyW5VbE5nUenb5CKIswIc2Kx7aNA1Z7gpOzmtRoppqSRkUQeJAkgl4oOb8sObdkmVtJCIIBeAk3XdbllssFM80qSytNTs8FzC7C3GLC3HLC2WU4umS57rJF/t2PLLNhfIzTc5PMLVVZWPFZXBUsrKQstWIWVlJeOCO59qpF/sV7Io6eXM/hsxuSQex95y1vf5u58RWXfCeK/H/ZGGsjxMzLDZXv+vgbG2T+7sc/z6Z1kxw/ff5XP/Kpu//p9dvuDTZPaNqrNbZtqDDXixEqYaLZYbJZIY4FqfEw1oUVUoCUKUrAsaUJfvmTgl/98Tmu2RnRqE5SrzZo1gIaNY/xpmJuSXF+RfPNhyrc+WDCnq099u9KWF7pc+nWkPe/2RAnCoHlzx6uMN+qUE1DTpxTdLsNrrokZb6dcOCQx96tkiOzcNM+aHUgMppAR0zX4fDZKrVqTKASxhqC1Q7ccGmHo2cC9m43HJ8NeeGo+/u8rQOOzlnGGiHL7Ygvf7OGFYo0Tbn16h43X2M5v+pxze4Buzd5JHGTXr/KgWMVzi86sM6vJMwtG04tC+a6EVfvXeLffKDLuuYkJ8+NM7dcYXHVZ2lVstRKWe0krHYMy11Y7lmESYgij/nlgMPHlvTROfvac72Pct3Oy26uTN1uhNj0r1544tNcft37Xm7IXPTxNxLgX/7yn/L2125TwvzR//Yf/+sf/vwX7j+m7l6/yv/+92NuvnKMddMKE6yycbJLxReMN0KiWGEsWOshhEIIkFKgZIKvDadXxvgXv+tz8+XL/OBrF9m5acDkWJPp8SoLyz4bpjy2thRLLc1Kx9BarvDNc5beIOHFIz6PvWAAQeBZzsx7CBlgBzUu2WTZtK7H3ErI/FKDV11hqVVX6HQnWWynRFGVqQlDt++xbWbAUrfCzCSEoWLduCRO+8wtVzk5P2B+pc7VexPOLXf56iM+m6ea7NoI2zZo1BafLevA9wxCwPb1Lpjt9AO6vQmOn/ZYbiuWV2GpZVhupSxmq9jSIGXb5i7/y62L3LxfU/GmOHq2yeJKhcVVzXLbyZLVdsxKJ3UA70n6sWVxNeGpl7rc+fg4L53VzEy1eN9rZlk8fT6YO9D6+Qfv/WTyjaev+Xd33vnF9G1v+76XGzoXPP5GSZTPff0ppKpWw+7RbUF06r0nTi78ykNPnObEvOTIomXH5lW+/9Utbr2mzz2PG159ZcyN+yvMLU+xsNxkuV1hueWx3PZYacFKx2SMlLDctsy1BLNdC6LLu17d4q2vNOzaWCGKaqy0Kqx2fVodxUpX0OkJBqElSixpCkpaAg+qgWW8aVk3GaO9AUfPRTz3UoBJ6rz5hgjtrfLEgTF2bISvPprw6isC5lt9KlqRpDGTE5DEHtpLWFqq8apr2nz1oQY7N8LjR0I8atz2SkMi+jx3NOX4mQpa+qyf0EzUBdVA4PsCJSAxEMWWQQSdnmW1a+j0DKs9w1LX0k9Ttm/p8dYbW7zrlghMg6XVMeaXqyy1PJbbmpUWrHZSVjsxqx3DStew2JGcbUsWWwNee+UsN13Z495Hprnp2pTbb+mxe0OdE7PTHD4R0Em2UB+b/NdvecvUZ7Zu3nkKBn0hXv1yQ6l4/I0B+IljR9i+c7N/x1ef+bFnDz7zW+u9p0XcD+SLx2F2MWJ2GU4uC3ppzMT4gOOnLTfsW+U//PQq1+ypsLgyweJqnZV2hZWOz0pbs9oRrHYs7a5beltdw0rXMt8RnGsZJsZ7vOm6DjftT9i+XtGserQ7FQJPAoookRgjMBZ6A0AYJhoDjpy1GBtx9+N1wl6VSzb73Hxlj9iscv+T41y9x+PI+S6tlSY3Xtnjm08ErJ+0HDhp+V9ub3PgRMD6Sck3nlTcfKliudfm2OlJrt4bcf9zfZKwxk2X+ezeOqCfdPn6EwpSwdEzmmZNowX0+hJjBamxxAkgDdo3tLqWeiNm68aQWy7t8aZrE6bqFeaWx1harbLS9lnpaFbaglYXVjsJ7W5Cq5uy2rUs9STn24LFTsxN++f4tZ+Z59o9giOnqkw2NWHU5OzCGOcWapyZ83juaEq12Tc/84H9duOG63722PxrPjZWORbt27f75YYU8DcE4NYOZK/bf8dHP33XJZ6If/0P77jPu2JfxLW7JjhxxuPMnMuMrHRhsSdY6Cl6qaXTDbnlsgU+9FNLXLPbY7UzzuJKndVOldWOz2pX0+ooWj3odC3tXkK7m9LtG1o9y0JXsNCFOA25ak+fDZMp3Z7lLTeG7NhgSFKJlpYohvueqXBqvsLGiYTnj1bA1Ni/RXHNPkNQ6fHEkR4Li3Uu31GnOb7CQ896XL+nwlJvlZWVJhs2WB49oPjh13d57IBmyzqPxW6LleVJrrm0x0PPp0xWx7n8ki7zrRaPvjhOVde5bp9l77YByC7PHBesm4yZW4i5/xmPQayQElJj2bEx4k03RnS6ik0Thmv2QBTVWG7VWG4FrHY92j1Fqytpd6HdS2l3U9q9NGN9WOoJzrYFrX7ILfvm+ZWfXOaV+z2WWw2iOKDVrbDSqbDcCphf9jl1XnDiXI/L9y5z5Q6PYPx1caMm/8Vl17zrJeXVvtysafNyY+tl1+DWDLBp/COthQf/U9w5PHluocVlW+ucPlulIjUNT1CrKJLEIITF04aGb2mFkmUd8MjhjfzC7/ncfssy73/9Mjs2RZxfSqj4VaqBT63iUe9qOlVJo+8xVtf0Bindfsr60NAPLZ1BwPJChTOnLVFiOHs+IQgsIPCVRUtBr68QeCQ9zSt2CHZvsmzb3CNMO3ztMcXBlyb4nmsDrrl0hU98zeKLGjs293j2IcXmccV0s0dFVYlij/kO1CuaLesFTx+MuGZvlddevcjHv9LH9xq88QaLF/S459GIrz5S58XjVXZtqrFjY8rMRMTO6ZgrdqQoZdDKApZaEDAzHhDFHp2ez/NHPLoDTa+v6A4k3T50B5Zuz333Tj+l27e0+4bVvmChqzi/aqg3W/zcWxe4/eYBV+2qc26hQacf0Ov7dPo+nZ7HSsej2xcYI9i/XXHJhgmOnq4w98wT3vjk+H86PP/w8ve85pZ/urA4+PjMdOX/uwA/Mdvn5Bw/cejF+z40ae6c3DVlaMg6jcBnZtyCEBigEkhSo0AYlDJ4yhLolKoWVLXimZdmeOpIjSOz89x+S5dbLhsw0Wiw1KpTb1do1ny6PU0nu9j9gaYXagahZRAZotgSx5YkdUeU+FgDUgk8LbJAVjDRgA3Thi3re0xPtLjrCfj2Ux7SjPE913q8Yn+HB1+MiQZNbn6FoNXvM79U56a9hunxHlUdMEgUC+0YZQSv2KupNUKePFThNdeMceNVHZ48pMCOce1lPj/+9mW++XTENx6rc+BUhW0zig2TVSYaNcYaUA3A0xYlwVg4cFyQpoI4EUQJhDHuO4Yp/dAwCA29gaEXGrp9aIew2FXMdSA0fd5w9RLvuKXND7/RkKRNzi/WXRA78On1Pbp9dw7bPUk/FAhhGUQBzxwJ6PZSFlZg9vl50ofvmty7pfcfbr75Ddra1d8XYvz/ewA/fHKeJB38+Jlj3/nQ6aOfX7dl3wobZ6aRKsLTHvWqIowEYQwChQCkSFESPGXxtTsCnVLzJEu9Op+61+eepzq8+opVPvCGFlfs7DE1XmNptZaxkJcBW7kjEoSxJE4ESeKWeufdckGl1lDxoVY1TDZiNq/rkdDlyNmYP7m/wrHTdcaDKtdfprnpyjaPHm5x98NNbthTYdvGHn90r0CJgGYjZrUbYiwoATPNHu2Oj0mqvOPV83z6qzV2z1V46w09oniJ+5+bIk4rvPKydbz1+jZ7tra458kez56u8cxxny2TksmmoBYIfM/dhFKAEBZjnW04TrKbNbaEsbuRBxH0I+gMBCuhYLkDQg+4et8qH3jTKq++PGG6UWGlXafVqdIdBPQGDti9gaLbV/QGgs5A0B+4GyeMDWFk6fZTVjqG5Z7H2U6bT37xrnXdSH/oTbe+0lp79g9erh7R/9cB/s2vfZI7Hh3nT7/ywI8uLa3++rFTT07ftP8s66djfM/HGJDC4nueO6GhQEmBlMql/ZRA6xRPGzyNA7mXUvMEKwPN0uoEn/lWnUee73LzVat84I2rXL27xVRaJUkCeoMK3b5HP9REsSJOJEkqSY3AWIHAIoUl8A21SkLgR/heyNmlkK88LnnpjM/xMxMoE7B7o8+lOxXX7m+jggWeO9pg83iNy3fBhpkVlttNrtgsSYzlrscCwp5kvJ5w2ysHfPn+mFPnG+y7xOPc6oAXjnlsXT/BVTsXePDZDg+9IAgjn/07J9m/NWD/lg5Hzy3z0ll47GCNI8fq1LQg0JJ6YKl4IKULqqx1N2uSQpRAlAq6oaA9ELRjiEyCsQOu29PmA29q8+orUjZO+gzCJoutGp2eY+zeQGeHuw69gaQ/cH2j/UFCPzT0I0N/YGj3DUttp+E7/ZBwsEi4/IV1pw+e+XUrxhLb/aNPfPhTkp/+iff/3QX4r/7nj/OGN7exmB969sVz/+Xw86fHXzqf8NALW7HyLD/6xiXSVIAQKGXRykNriVbKAVsptHaM5SuDrw2+ZwgiS8Wz1PyU8YqgE3qstCf4/Leb3PvMgPUTPd57a4v9WwcM+l0u32nZukERxh5pqkiNxObglgZPp5ycsxw/L1jtG770YI2zixPYyGOiotg0pdm+QbNrM1y+u42Ri3zky3WWl8e4Yb/m8t0t7nlGIBKPdROSei2hF/tIK8FKlPZpDQRzy4LLbI1br+3wnSerbJr2ueHySf7B2xf52Fc7PHaoTnfgsbTaYOemKvs29njl3g7f/5oOs8vLfOnBgKVewMlzHmfP+nhKIKVEIDDWkhqIjSVNDBNTMVde1iMMY/ZvDXn3rSHrxhSTjYA4rnBuoUKv79ML3c3fHyh6oaQfKvqhoD8Q9EPoh2khefoDQy+0dDIdP9uR9AZ9fvS2Bf7h7ZJWJ+HbD7w4vRpt+S+6uin+6Z+o/PHR53+P3Vf85N89gD/67T/hla9+o/jPv/1n71lcOvZ7DXWutmdLlTi2DM5r/sOnttAMTvIDr26RJAprHRtJqVEClJRolR8CrQyel+J7gsAzVDxLNbbUIstYJWWiKuhFkk5U5/iZOv/+jyfBJIgk4dore+zcEJEkYKzBWlfEkUIglUB7PodO+Rx4qUK9omn4kumaYGZKsm5Ss2lGsX1jyr7tq6Riif96R5OTp8a5Ya/H/h0p/aTDw88FjFc9psYs442IWtVJIWMkrYFiuWtZaqW0ulVedfkqjx/ocfCUYrxZ4ZWXjfOT71jiv30BnnypTrdvWe1o5pabbJiusW5iwPapAf/sPT2atRbPHodDpyWeZ1HKIoQBrPu/hSSBHRtSbr4iIY094iTA2hqDyOP8ok8/A/UgUoV860eCQSgYRNJJm0zLD0LDIHLPvdDSHUCrJ1joSxY6Ce993Rz/9L2GTneG2flxDp3QLLQOjL/p1au/98i3dyW7X/9jn/2dj47bn/kH7/27A/DnHvsTxscn1NMP3fmuTc2FT9z/4HylWvPZMaOYHk/ZMkhpz1X43AMTvOm6ecabAamRYJ2uVJKM0S1aS8fgniKMJGFkCKKUMLZUY0MYG6LI0kggig1hAlEiGMSSMA2I0woHX6rzzEFIrcVB22ljT4KvnOejEcDlG6FZhbG6ZKKhmBrXrJuEbRtCNs6sEttl/usdYxw9NsY1uxS7tkh2b1nhWy8kzC2Nce1OyUTTUPH7BDLAKkGSSoS1JGnESrfC3JLHNfurvGJvhwefrLB+QlCrNLhmr+EfvWuJ//IFwwtnG6x2DasdxcKKZnq8zkSzykRzjGYtZqYes/2aiMBL8HSCUilSuGDC4m6qOFbML2jiRBEniihWhHH2HEnCWBJGkkEki9hnEAnCyBJGhjBywA4jyyA09CPr2HsgaA0E8z1Bs9Hi+18dYs0U55fqzK94pNZy9R5Na3G+9txLE5/4P37xj00QbLrjN37nM+k/+Zm/fpD/tQP8X/2HT/Ebd/jqmp1n333V1jMf1+ls5TVX1ej0ITWC8YZmomuZbMHTB5ocPD3Ha6/oMYg8jHWiUkqQUqG1wtMWX0t8TxB6gtBXRLEDehxboiR1WZGkdKSQpJY0NaTGva8xFOAWApQELcHzINCCSiCoBZJ6TTFWk0yMCdZNJmzf0KNRX+WO70Tc/9wkq4tNrtym2L7RY8/WAalY5a7HatQ9zcyEolEb8NxRePGY5oqtll6ouGpPzJW7LefPpSys+PQHNd58fYcHnu1z5KyiXpUEfpMrdhn+3Y8ucd8Lfb583zRLbcv2dSkrLc14UzFW92jUPOpVSyUwBL4h0ClaOaklpbsG1uIKVkaQGEmSCpJEECeSKBHEsSSMXeYligVRbIkiCOPUkURkimDSBaw2A7igHQqWI0mvl3Dj3g7X7xXML1dYbvmstAVxDIdPNen1U46cOVrZcUnyyddcG/79176n+rn33faxdOMlP/a3G+B//7ZEzi+vvu8P7zz3O4PW85U3viIgCBStjks5NaoarVKOzCVgDFpbPG9ANQgwxl0hKS1K6SxzovA9S+AJQl8SxcJdnFgRJxDF0mUQkmHaL0kNaeqyC6nNMiVZtkQIgZSgpEBrga8FgS+pBJJ6VdCsWcYbhvWTITMTHRK7ymcfkHzsq1Osq1S4cptg20aPHZsM2zeucMfDluXlCvs3KCaa0KjFzJ2QzK8E+DshjAUzY5LxcThy3LLSNpxfrLBnR4XXX9vhK9+uMNWAwPdRcpwrdgt+6q3zeHKeP3twghfPVljfjlk3njBWVzSqilpVUg00gQ+BB1q71U4KZzorQI67sVMDaSpIUjKgQ5xaogTiOHWkEBuixBLFJjtw7B3DILb0I0EvFqyGktUYkjTEpglWJaQm5egZybmFhFYvpTdIafUsJ5ck6ze/UDH9vb/32x+/RLf6jU/heOZvJ8B/6w++wN2Ppz+aDJ7+P5vqVPPgbMRPvn0ZrQ0rnSq9vkvZXXnJAF1b4VN3JXhejKpYAj/EWplJFIMugkqF7ykiX2ZLrHBH4vK/cSJJEtzFS10mwRgXcBlj8x7ODNwO4C6AFXjaAaQSQK1iaFQTxhsJM+N9pidW+c7BiE/eXeXQ8XF2jHns3gBbNvhsWQ/7trXpJW0ePdCkqjxmJhTjDRhvhEyMJfi+Rgh3c/VDn+V2zGrP0uomzK/4bNvQ4Mb989z9WI9DZ5vUghhP+Qgxxu7Nir/3xkWu2zfPJ+9u8Ojz4yx1NeuaCeO1hFpFUq0oAk8QeBLPE2glUYosfehQbnE9rMZQAD1JTba6OVKIE0OSOnDHMcSJJUyydGPibtBB7MDdjiUrEQySGMKQJDbEts+XHh3w7ScSajplEFk6oWC+JzmzOOAnLlnl6w+dbG7eGP3X97zxav/9B+742M5L3/W3D+A27YBUP/GbH/78hz5557mpai2m1VF846mIt984y2qnQbtbwRhBs97n2qsXSKzm0Rc1e7YN2DTRodM2KJmiVYqnU3xPE/iaIHLaMYqdXyROZAHuOHHMlKaSxJAxt8ychhm4XZEyY27QyhVMfM9S8Q3VSkKjkjDRDNk43Wau1eO3vuRx1+OTLK/UuWRGsG2dYPM6ny3rBDs3DdD+Kp++X3PsdJ296yUTDclYPUXKkLMLlkBLpABrBVGs2b6uzWOktHuKlbZlbrnK3i0Vvv/WFp+7x+fEXICnY4TwMLZOnEiu3bnC9ve3uevJHn901yRPnKizeUIwXU+pV1IqviDwBL7n4hStcIGzFIUnw+JusjxfnhoH+ALkqZN0Tt4NmT2KBWECg0TQSwTtWNBJLFEUY7s9tsz0eOUVEZ/5hsdvfsoj0i7QT42k2ze0+wPeccscr7lylbmVlGbQmlpc3vfr2/e/R5093/39zRvqf3sAPrfQpt3T/+DTf3bvh77xwNPreh3N4bNj9GPLL33M595nVrh2d4fXX7NKIMGKhDsflDx/rMqn7vT41pMD3v+mPu+4scPkWEx3ENMfBASxRxh7BF4pWEp0xtqCOJUkiSRNBakRQ61tBIUqcQVSpHCBq1IWT2XpRj+lGiQ0qiHT4136cZ97nrP8ybfGePT5cSZ8jys2WzZOStZP+WyakWxZH7Fr8wrPnujzpQdmGFOamTFBsy5o1mJavZSvPlyh4VuEcMDqh5p33Bxy5yPOE9PqGuZXNFvWNbj9li6PHuxw4IhPPUhQUjiQmxqDyGn9v/f6Fns3zvPp+9o89OI4p1aqbGgKxiqWmm+oaIPvgVYCJbMYxmVfye1HJpNqxgxXuMQMV70khTh1K2OUQpgI+omgmwh6KQyiBBOF1Ktdbn/zKu9/U4drLo94+oDme1+9xBcfM3RTD09Zvvc1Ha7d3ef11yTs3lhj85TP+cUK/c6j6+jWP7Ru69tNFLY/6gfNv9kAn1tosW56FUh/5KknHvmPTz1y39Tq8irTDU2gJcsDwdmFSX73yw0m6302TA4QpACcnfNY6miSBM5+p84jz4Z87qou735Dn9tubjE57hOGAWHsE8WaJPEycCuSRJGkWcEmHQLc2Iy5zdBTJoTNgkqTZWUMvpcS+DHVIKJR7ZPS55tPSv743nGePz6GiAN2TFg2jlumxxUzkz4bpiWbZmK2bWhzeqHD7365ThJW2bLFBc7NOjRrMcKLaPfrjDcsQgishTiRTAaKxCR0Yp9OL2WlrTi7UOWyXQ0++L2r/PqnAk4u1NEqzm4MTZJUGESSDVMB117S5spdXV44eZY/+VaVu58YZ7ZVpR4oGj7UPVfp9RRo6TJRQoy66wxgjbvpUiNILSSpcPnzNAN2KuingkEK/cSSJDEmjpiq9HjzG1Z57xvbvPqqmMmqxODxxmsF1+7p8LNzPRACayUbJiXNqkd/MM75pSrtbkC37zOIBtz9zUfWTW0e+4/XXHt98shTp//7NZeN4Qd/dfMT/0oBPhj0WVmdeOeXv/Hwf3v+mS811zUTtq+vsNJOHUtqqHuS1YFHJ/I5dGaMyBjSTDIIXyB8izGG+UHCnz1S5/7n+7zy7i4/9wMdLtvWYWZc0axrosgnSjySHOSpysAtSY3EWIm1ThLYIqAEKUyWcjRonRD4CZ6KaPdjFtoxv3FHhePzEzx5YBxrfKaqgnXTlukxwVRTMTXusX5KsmEqYfNMj6nxFe56yvDEi+NcuUUw0ZA0apJmzVCvRggvJAg0Wrn3t9bJJ1dMiUmMoNM3dLqW5bbH+aUmN+3rcuNlq3z6GxWqywotYwdIq0lSnyiW9EOP6fEK1+3uct0lXR577SwnFySfvHuc+dUaZ5YCfCWpewI/l2HSBZ4FkedSBcfkiRXEBhIjCFMYJBAZC2kCSYxUIZsn+lyxo8vPfX+H6y9NGKsp0rRGt69JU4VFUPFg7xZ37tNUEcY+S6u+K/33PbrZsbiqOXiqy67+56auuyz8b5fved1Kv9/50l8lJv/KAL66eJixqfXq61/9zCUvvXCoefBwxETDp+ILxhoSXZTWDVXPBSqDRBAZSWKE08vWneTIWhLPIzEBi2GNux8f4zsv9qkHIX//LW22Tsds39jnpss7aKFo1DQIB3BjVKa5heuNzB4Ci5AWJVzO3JKATHjhuOTxg5qvPNrghVMNoqRGQytmqpbJumWiZl0evKmZHNNMjQs2TCZsmumzcWaF+58P+chX1rFxXDPThGZd0awLGrWEahDyncOKQaTx6g5U1gqiRFLRiqv39nnkuXFnfOqnrLY9FlcD5hYn+OBb5zizuMQjT8/gSUDEGCBJNFHsEUaSbl8z0agw3qxz494er72yx/tft8DB04Y7H63w6MEqh4/VSYQmDBW9WKGERAixJvDMagLWkBiLNQZPpIz5ERVibrymy86NA7ZMx3zgtpCaL6lXNVFcodN1JJOUzrtLSbqfk1QSxZpBpLObWhemrUEk2bPVo+ol/NmdTzSr451LPvBD71VPPHUove6afX9zAH73t1/i3md2+Ovqj/xYo9b+Py/dsoAvGnR6giiyaJ2iZepkgQRfWSoaoiygSUwWGFpIrQN7bCA0ksjzGaQ+3bRKp5PwHz89iU1i1s8MuGzbgKmxhHe/vs+2dRFxLDK9LaHE3GT6U0qDkILP31fl2aN1hNacnK1xdq5GpaoYCwTjdUuzYmhWoFEVjNUUzYZioqGZGofp8YT1UwM2r2uT2lU+/0CTfrfOni2WZk3RqEkaVUOjkuB5EXc9UiHsSbx1IDMwxYmkXlW8+ZV9vv2UoRtKuv2Udk+z2tGcX6px6c4G7351mydfqHFyuYGSBogzvewRp4owdoWZ7kDT6vo0qjXq1ZBLtwy4Yd+A0/MtTpxbRXspzxzTfO5bNYRSDtxCjl5EawCDNYYkNmxfn/De1/eZHkvZt82yfgrSxCOKGiSp+5xxokiNcnaHzPKQmhzgDtyuqORA3g8V3cy01ekJegNBGCs6vQonzs3z2tds+j8PvPBg79qr936sv/RMVJ16xd8MgDfUi0xWTu6dXzj8W0n7S/L6S8epVaeZXQhYbitW2iJLyeXaFzztIvQ4dZmOJM/PZgFPagSJscRGEBmIjCQ0PrHxSQwsdBt861mDxfDFR2OESN1FsgZKqcD8jV2fpkQqRRJrpNF4WtIIYOeMpe4ZaoGhFkAtENSrkkZV0axpxhqSiSZMjSXMTIRsmumQssJv/GmFB59bx+4pmKhl7F2TNKoJtWpEvdanWq0RKImSmQbHyYE49hj0Bf0wpRMqugNDp29cy1zd58zcGK+6LOQfvWeO//Q5zanVACEM1saY1BInHlEsGYTOlNboa+oVn1q1Qi2oUQliGtWIa/dE+F7M9XsSPvCGHlolWRHI+etHRHkm6YyRCCEJPAX4DELN8orOgCxJTC4HFYmRhTQ02WpssmJSmsqsmORSuoNQ0htI2j1BuwurnZiVVsK5Fcuzp1LO9++RUxPmt84vDh7o9XvP/1Vg8/8xwH/zw5/hsedrVRs//64kfFxIDVqvsmOToeJPos7Xijs8x53MQB6nzieRGNf3mFqyZ1ECuiUxInt2N0FsBbFRJFZlhqKA1LrMQPliFTeVAC2Eq1QqqFQtFW2pqJTAg0BDxbdUA0HVl9SqklpFO4DXBeMNw2QzYWo8ZN1kl03rlvjIVwx/dPd6to4rphuGZl3RqCnqNahVUxrVmHNLhqPnAiq+s99C7vQTDCLNzg2GDdMD2gOf/sBmLC5Z7Wga1QqN2jgfeMM8x86d5/e+tBktNRZDalJ38yeaMFL0I0U/lPQqktpAUw08qkFKq+NiDN9zaVbPy1ZSZZDSlfNFdrjUqchiFsfCrYKRHXjT/EhdK18e76TFa1H6WWQM7tK3YSwygDvm7vQSFldjTi0Yzqwadu9YZc+mHs+9+KjYOJG863XXX3r00DOf6+97xbtfXoBfsafpzy8u/sK9Dy7/wuMHqvJ8ZxvTY11uu6HLO29eZOOUZLlVx9MS33OFFiHdBfcSSLRLSaUZePPcbPFzZv00mUY3GdhNHiBZUQRK1gpKqsR5TLLASmfySCuXWfCUwNOuIuprQSWQVHxJNVBUK4pGVdKoWcbqKeONhMlmyPREj23rl3j0cMin79vERCVgfcPQrAkH7qqkXjHUKwmNWsijh+CZgzUumbGZ7h2Wzfuh4vp9lj3b+jz2/Di90NIfpHT7OgO5R61SpVoZ5wdfs8wzh+d55MAGsApjUnfDJ5YktoWfpB9qagNLtaKo+IbA9wj8lECbwmKslWsaUdIipbMGIyyCjM0zaVcAPT/M8EitxBSp2KEsKadnHcDd4QDuikRhbgWIDXPLhk7c5323tXjL9RHTjSpzS0YOwqX/7VuPzPtW1n8ViF42gJ9bbMkk6f9y/Mgf/dPxYNG/bIvP1HLK6cVx/vSeKr1Oj53rIIxcNU1rkVUnHfAS7YoL7sTYkk/EZsDO8rRZUWLkOXPK2cwwVTxGMib5fBRX0FEyq1gq8HLbbVb9C3xFJVBUA0GtKmhULc1aylg9YbwRMjXWZ9PMCo8c6vPLH1/PqTPj7Jo2jNegWVXUq4p6BeqVlGolxvcGtAYWJRWeskg51AKpydnNp1mN6SWGXugce71BSqcnaVUVtU5AJWiwY0PMv/uxFv/mE5KHD6zHojDWkKaGJE2IEkMUKwaRoh9IqqGi4ksC3xL4ikAbPM/l+7WyDuDKAVxlMkUIe0GDrimB3YE887RkgE/LoC/VHVJTKrZl+fQ4ziwBifu7A1+xb4dmx5aE227QpPE4L52qM7vocfzMnC/r9X/x8//rD3rWLv9rISb/0uX8vzTAO50Oxphf/f3Pf+ufJO0XKjddGfD0oRoVP2aintLpe5w8PU488Jgcs0jhysfYfF6JKxGbTHqYdFhVSwtQD8Ftc6YugD08SrguzFPkxZwC4AKlXLpMZ61onpYEvsT3FJXAjWSoBpZ6xdCopTRrMWONiMlmn00zqzxysMe/+dg0h05Nsn3SZVgaVUm9Jh17Vy21SkqtEhOnEX/4jQZSKTxpUWKYJjRWZHl7j7/3PSt8/YmIThTQywDe7Ss6XUUr0FT8gMBrsm9rwq/8+BK/9DHBQ8+vx1hJalxZPU6c0SyMDGHF2V2DQFDxBIHvKpu+tkXFViuDVC43LoUDuiinD0sn1GbqxRoxsmLaDOhpDvoM2O5wXpc0HYLdSVG3WlsE1Ypiy5hg6/opjp6Gdlex3FbMzhuePGrZv+eFyvzpe/5Xttwu2u3ev2w2a//vAnz27DGssTeeO/5i9eBJDVdKJscEUeJTCRKmEoMQbtl3vu7c2CRJU+vY1DiApyVwO6O+e134JgomsUOAMxpL5o8c4LkHI6/kKSXQmaHKAVziedL5N3xBJXAzT2pBSr3qwN2sR4w3+8yMt3j0YI9f/ugkL5ycZsuEYKpekiYVTb3i/CvVSkI1iPC8kLNLE3jK3cwiu+vyIDNNJUmi2DjhiiftuJJ5rg39QUpnIKn2FBXfw/cqeHqM/VsSfuUfLPCLfwCPvLiO1EgH8NQSJ2nG5IYwMFQiycBXhQTzPBfYa2Uzn4pFSzKZAiJ7LmM8x7lFFDnzwplYMDslb8sQ8Glmk0gLzwuk6dAmIBT0BpKTswFCQhRDp29YaSfs25bwyt2Ce+87Ur3mhpduFGszPn/dAP+9/34XX7wvrd249XP+VTu7NIMGWImQMN4UBL5HklgsopAH+clLrcCo/I4fgtsaW3ShmAz4NgscrRkahWwJ4CO0nT3yknTuEnSrhcjK1rLoCHLyBCoeBL6hWrFUA6efa9WYZi1ivN5neqLFE0cG/NLvT/DcyRk2jStm6oaxqqBRkdQqilpVUK24m8OV+iMeOSDoDnwqKvv+0mnwvAkhNYI40dQripsu7/DoC016cdYOFqb0+opOoAh8he/5mX4e59Kthl/7yXl+/sPw0IF1xEYSG5M1Sw97MENfEvjGsXfmTfGym9sdZDJlKONkVuVlzWnNT3O++pRXz9SMgj5Nh6vv0AuUk5YjKLImjCQRdAduWUtStwIZa5HG55mDktMLK9zzzBf9T/zmW2unDt/Z27b3bX/9ALfx86DXj3/6M/f87lcf7b/mTa9YpF6ZpN3TxIljyYrngguzhmGHJh9KejvT3Bngbcbi+ckYgtoOWdvmZv7ShRDOUCTylSIzGakC4I7FPe2YzPfcGLSKnxmsgpRqJi8a1ZCxRp+JRpunXwr5pd+f4JkT69gwrpmpGcaqUK8I6lVFraqoFeydUgkSGrUB9z/js9qqMDExLJPnnzkPyOJUsW5K8YZXdLn/ceO6aCJTArmk4kkqnsbTPlpXkdJw6VbLh35ynp//sOWhQ+uIjSbOHYCpLZg8iGXhLvS1LJpFtBQonZ8bis+X34S5VBG5K43RFTMH95DRR1/n2a+cqIrVOXNzlusTZCSWpkP/fqdnafdSznUTPvC21dfcd8+xP2hs/d6ffvipI6s3XbPnrxfgraV5tF75+Z3TB9+3OtZCS81YPUZJW9hXXSNvtlxZUTCwMUP2KgLIfEkrsUAhT0qB5IjeLtF3XpHLpYmQuYNuqLtzx6BWrknZ0xbPc43FFd9Q8VOqlYRaJaZeCWnUBkyOtXjycMgvfHiap4+tZ924x7payljNZuDO2LsiqQaO/StBQi2ISExIJwoQSuKp4QomxHBZT40zhsWxR90fOLtAVGEiB/kgpec7Bg98iac1ns43oLVcscPy6z89xz//HcNDB9cTG02YCqLUZCwuqMSGwLP4nsDXJlu9XMufylY0d36yrvz8uWTMKjN6eeUcAXi+ytpyIsCOEJcpy84119U1SGfuxcTZcnsDi0byyOMdDp44+r63veX5o3EU/+JfK4M/9MxpDre2bG8d+60rJ/RJrr/MECUKrXKAG6JEEsV5on8YdNiSPsszJGkJ4Ka83GVBzPAkihKwSwDPWbt0UYrlNuvQUVkwpbXFUw7YvraFe7DipZlujqlWQiaaPcbqHR45kPAvPzLNU8fWMzOmmammjFUsjQzc1YpLJ+bgrgYpFT+hWY84cMJy35N1fCnxlCnij/yRf9c4VSRGc+u1MZfs6nL0VJWZGgwi1zUzCFN6g4yFtUJrDyVtVjSyXL4dfu2nFvnFDxseeGGGQVwlTCVRYqklTrIEHg7kOl+9TAZwiVJpscIpKUoAF0WgfrHRZ8PrUFplCxa3BVMXcrNkzS3MXRZsudaRugxLlFjC2LUZWgTPHof6/Fn27Hj4yv/fP/rx7dYcOSnk/ziL/w8DfHlxjompsR1f/eZj//m+h5ffuW1qkTddl+CrCr1BwCDyCCJNGKvMyuosrK7SJdYEIMPOElN+XUTnazIlrNHcBWdfBNzCIlWeFnRg0CpjbW3xtcHzDIFnCPyEip9QCSJqlZDJsR4rnR7ffh5+7Y838OxL00xn4B6vWhpVQb0iily5y7wYx96+A3g1CInSlEG/QkW5m0wKMeLkywspLtDUTsvrkDCy9GNRArjB950P3vOy6QLSKwCOgKt2Cn7tp1f4j59KeOjgFLOtJoO6ZDy1NBI3bSDIDq+QaDZLF1IC+JDBi88rRhl8Lchz2YgtpW5L0nIYT1FKIDCMv0xexc69586WG8bQTSSrkcX3Iq7e1ubSrRPvPH3sqVTVr/9fT585f2Lrlg1/tQA/N3uclZXKDVHrwLvOnzrLNx/ewLPHZvn5968y0azTGwSEnocf5/NGVObyK7N5Dva1+rskZwo2EMMTyJDFs59K4M7HPeTsbTN5YotGZS+zxXo67wpKC3AHfgbuyS4LK30+9Ic1vvTwDIvdCWbGJDOVDNwVp7trWWBZDSS1wGYM7rR3JYiAiHuf9lmJfaYCRvzYiLJ+deckijXNQPP6a3o8ciiiEweMZf2Pg8jgh86r7mfjM7SyKOkhpCvQYGH/Vsl/+rk2dz7S51c/up4zixP0xzXjvqCRGGoJBDH4nnWj6LQrdOkC4Hkw7p7LMkWIYbPEBSlELpSQhc/cllK+a9K/SWqLqrXLk5P5zgX9BLpZp1DN6/HP3nuea3dN8MQL51nuHXnXlVc1/zAc9E/8lTJ4u9ujUavuef7ZB/6xip7m+16r2fqSQShDrd6j4VmUTPC0j5/5taNYF0weZ16FJPdqjzQklIoIdlSW5L2ToyElBbjB2V9FKQugcoAri5YO2FqZbFBQiu+l+F5CxY8J/JhGtY/WPe5/JuUPvtrkKw+uIzJN1jUF0xUnS1wKMM+Tq+wQGXOX2TtG65DvvDhOL9JsrOWfZy2D5yuZMyNVPMWNl/ZJjAN4PxYM8mxI5EaueTpPcaoMiK766OI0wfS44H2v69IIZvnoV/t8+8UpzsdVehVJM7HUtXUgz4YlecpmcYnNQG6LrFNeIBMSBKOf/aJMjh0JPEebKbIKdMbURXYl85zn4B4k0EsknQR6iSXqRVQrfeZWFV97pMkTz/tMHnqeHTsv+cevedWrnoqj7hHP/4u7gP5CgPfaJ/lvf3w39cbEJh0999qmOcZY3edtN/cJ0w6HT1km6n12bR0Q9CoMwmrWlOCVQO6aEuIM4IkZlnoLyVIYfUol91JgOYrusiyxGcBdMUVmZWgHcFMwt6ecFyPwYnw/puJF1GoDfL/HH9+t+ff/fR1HFybxggobGoLJIKUZWOoB1LMO+2rgqp2VrCDk/CtpthI4ebLYTulGPr5S+NIOU6TlLEoeaGZ+jSjxqHoDNoz3We016Mei6F73PTf/xaX5VJbuVMPiTBG4OufjO1/d5frLFvi1Tw74o7tmWE7q9AKPuidpaufBCTT4iqIZQitbqvbaIkjPx8H9uQAvA30E5CXmLsVcaZp5zjNghyn0ik4hSxxFiHDApdvaTDYi7nnKpxsOmKrHLHQXWV584rW9+c6mVnvlyAuHTnH5vm3/Txk85Z/9xC07Dr146CO//dET3PfsNLGIWD8N587W6HRhYnrAD72pxfvf0GPdWEQUV+kNAjztgB4nijjWeOmQzXO5Miz7Dv0PI9F6+SyWU1hrwJ2XnZV0VTqtcuZOM5An+NpJksAPCbw+J+YSfu/OOl94YIpjcxM0ax6TFZgIUhqBzUrvObhlBm5ZFIUqmfYOfHfjNOshd3xHc+RklUo2nKgACkOUD/PGueNOs387vP36Dn/wtSm6NU0ztgxiSxBlcYMyaC1d9kNRArlXQptbFbZNS/7lD/e4cucZPvyVSY6dH2M5qdLzNHUlqGVA96V1N04WkEuVkUSp8lqweRbNr612ukXWFoUgYKT4M0woZJ1CebdQAoPUAbuTQBQlyLTHpok2P3z7Ku99Y8i6ScFqV3F8tseGCU0UNjlw8jQPT7zyI1u3vfItcdj+C6XKnwtwa3tAlbj9rS128Ozuimwz4Qeca/kcONKkF7u77tTJlCMfm+BT31zlh9+wwg+8tsPGqYjeoIrWPlHkoVVKnCh0YbnMHGrpUKY4YA/9DzkYYChJBLakD21RanajJTL2zrrwncEocZ07OiEIQnwd0kkjfuuzPh+9cwNnl8YxqsrkmGLSt4z5hlrG3LWifC8zn0omTbLceQFu31UvwzjiyJmAbhQwEWRZnLzolIMkl1225EmJNc26ZueWCBUM6EQN+r6gGlvCHOA6zQo1yuWxZW4BvljwqpgZ6/HBd/Z4163n+eidbX7v81Ms9uv0dYWKVtS0oKosQWIdm0tb6HFdjmdKoycKv4rgokWgcoV5WO9wq1WSdQrFpTa4diLoJwYb9tkxs8q7b13hB18fsn+bwtg6Ueyja5rGNo9Ov0q71eTkmR4nVp/dfe01Yst73nbTiW4vpF4L/nIAP3V6gWq1OXP+XO2zf/KFR72jZ+s0q07bTgygF0E3FnRij1bk8eyJCv/yIw3ufmyRD/3DFS7fkaB7NZTIHWyaxBjSJPcUC4zOwF10vg+BXn6IkcDSrmFvg5K5NMkaK7Trxve9mIof4XsRrUHEd56V/PHdTT7/wBSDtIHv+0z5gnHfUPcttcBS84fgrgSSIJAEmTRxhaEsM5EB3Pdc5fP4Ocu3n6gRxR5B3V4QYOYPY8vZJEkUKzxP84brO3z6m10OnanTrzjnXehZ/AS82OBFxqX3pMi0shwO98kBnufYjaQWaNaP9/nnP9jj0m0hf3R3g8cPjLHQrzNQPp6nqWhBVUKgLJ60BZsrYUf0eBF4FgC3I1cnZ++yRLE2t0C7JpYo8/Z3U0E3gSiOEWGPa3Yu83/8w2XecI2lP6jR7VfphwGD0GcQevRDj042DPSy3QkvnX/ce8Ulr/xsHK6+Iuq3F/7SDL5t8zr51DOHb/jslx4Ze+aFccbqkmrDZQ4C31IbGGqRoB4J6lqw4nm0wjHuelJjf1fxoZ9e5MqdHYQwyMiNgIgTTSo12piS13hozRyap8QaaWILcOe9lbndMzfwOytoilJpIUe0jml1Yx58XvDxrzW5+8kxllsNZLVCo6oY9yxN31DzLDXfUvXJWNsxdzWQVHxFxRdUfDKHnsnAbQg8p7+VDjl8Bs62Kq6wkunb0cLJMOXp+iBF1tghiSLN+qZgz9Y+z51K6MVeNocE/MiNjPZUmkmUvFADco1PI7958jRknDp/+Hvf0Oe2V65wz1MdPnFXk8cPNFnq1GhJn66v8ZXAl4JA4no4hSOy3KyWp2CLusMaArKl98+zRLk8SbIurYER9FLBILGkSYQIe1y7a5lf/ZkVXn+1YrXdKMDdD336AwfqbjbhdhC62ZSXb5acP/HgmJLqhompPV/jzxke9OcCfGH+bDDRNL+zefx8PbiiQpy4jZm6/YRAp3S1dWks7QoJQSjwpWRJ1Pn6o66L5Vd+apHLt/UcMKWPlCYboSYLcBfd72v6KEuV4uLkIsqgHoJbyRQlU/w8myFjFjoJ9z+h+eqDDb707THm23VEpYLX8GhqGPNcJ0/VI5MdUPVFdsjMcprpbl8Q5OydA1wn+H5CxY+wNubeJwNOnqsyPSnwpMmWeTFs9C19L1u2maaKfuixfb3gDdf0+MLDEd3Yox8LKp7FTxyLh3FudU2dBi8KMnJEprhjtEkhSTTVIOS9r+vzpuuX+OIDHe58sMb9zzaYb9XoC5++r9GeQguBJwWelBnQQWFRJakl16yxtnzk4M6kSWwdcw+MIE4NNo2QSY9rdq3wv39whTddq1hsjdHpVen2K/QHPr0C3IpOzw3d7/TdQP8oVoiD5+o/8APmd8L03KVA/y8F8Ip9CM/v8rqrj3FuaYK55YD5Zc3CiodSAqnSzII6TDtJabBWsmArfPXhaTApH/2XS0zWB4DNbLIpJlWkVmYXQpQyJ6NNC2SgFsIiASFM1jxsSsydSZFKTD9MOXQWTswq/uQbY3zt8Sbzy3XwK+imR01JGp6loQ1Vz1L1oOI5cFc8N5PQ2Uxl6RDZn9sM5KYAue+59rSjs4bnjgfgedkyb0sl+hKFM6pT87RpkrpxzlfsDLlsS5eDZ2v0K4JaIghiS6jIzrHJ2DvPpuRpvKFWKfLsWSrSGJVNH/AYRB7VasiPvjnk7TetcvcTXT7zzRonZiscPFsjWg1IAs1Aa6SSKCGRIns/QJcAfsGNS954knVlWUjyw1iMScDEEPdZP9bhf//pZW67XrLcatDpVWn3qnR6wXA2eajo9iWtnmSlZVhcSbJdrOHs0iKm+SJjY39+qvC7AvzoiTPiTKf3j++573emw96A3RtnueKSCidmJzGmThRrrM3awZQp3GkCSIyhn0pWg4CvP9rkjvu7/NjbB/ieA6iUGqNc1/VQmsiCgRy48+hy2FZVBJXCsVgQJCiZkqYJ55bgG9/yeOlMlfsfrXJ2pcrR2RoEAaruUdGSuoa6Ni6L4FkC7QbHBx4ZiPNDZofKAE6muTNweymB59jb1zGVSsTxBThwooYnR9ODZe2a+8HLdgSTZT6SVJEkHpdt77NnXY/njyX0Eo9GLAg1+FkJW5UALqVASDnC5LlMGGYyRBHMJqkbrxGnHqHnM1aN+HvfM+DVV7Y4u9Lm3sd8jp0O+PqTNWaXKqR9DyOznKJUWWVTZt9FFEWgcsA5ZPG8AGTdeGqbOnCbCJ8Bt9/a5rYbEnq9Jv3QbUzQ6Qa0ej69bEeJfuh2de71LcuthOPnI44vJGzZ1OP1e0Im/Menf/I9P/2P/8nfO/3r45NbL5ZQ/u4Av+++B4mT9H13fC2pn1+ZYWoiYtvGhCu2dPFFgJIelcAxiPbyaptBCkOcwnIIbSkxRnPXo1V+6Hu71Igci5vUzS3J55cgIM+aFCfMFtrbae1MiqgUL0iJU8ux04Lnjim+8WiN548HvHi8SjsMCKMAPB/V1ARKUlNQ05ZqKQ8c6NynkdtmnS88yGSJ7yt8X2Y3gB1qby9139VzOr/ix1gTMbcsCW2A1hJfWrTIPfCjGhyGIE+zBt+8zzFKPASamckIqQZ0Y4+eFi7TEQ8NY1qZkQqkFCWY5XKPPHDPZdBwMJKXqmL8RC/02TARsW19zLW7QvpRn79/vMXzJzy+8UiV545VOHY6IE40NlBYKbMKkCpFzyUj+QjMsiZwkwKpezYxFWLecsMAhHD1kcSj1/dZ7QSsdjy6oWQQimKMc5IKDIL9u/u88409dm6wTNV9ltv9+pEDT71PSPXr/7cYfO7EF1ha7qtvPXhS7NukGfdhueNz4rjBdGHLOudpqEhnvww8mWUXXOai1TdEEZgoBZHy5GHNMwd8XnVliBfbjLkduCEPLIc8IIQzRyHdMPc4svTc+eDEGcmn7g7oxYqnX6zw0umAxa5PmPhu9rHyUE2NLwVVBTXpRlQE2hCozHikHGv7nnBFjzK4PYmfyZLAh8Any5q4m9jTBt9LsopoTLUSMb+S8o2HGrQ6ARNjAl3EB0OQr31Ym137QotLwlAxPaW47aYBX3+8z6lWnb4nnUzR4CUWLwO6ysYjS5m6dCHlWSeyeA9j9UhbmcmYPNWKxFPEqSaOPZdK9WLqfsyrr4i58dKI218bcuS05JkDHr1I8UffqHH8vAdC0utr0r7M7ZtYxTDFUiA9r9Tl0w5SZJzyiqtCrtkbI4FqJXFzx2PNwqrPakcyiNzY5SSrfloLG6c12zY02b4+IE4VR097nFtUpCeOi+rMPvVbf/j15Gc/cNv/OINPTVZ+a+/WxavigWC84dPuuRHEXraVSOA5H0Oet3bJfMXUuGFissf2nfPMLvV55hnL6mnBoROaa6+NUMWOCjjWzsGdk4C0tLqCZ571WGpLqhXJowc8vvxAhUGsGMSKc+d9jNDEVmOED1ojAo2WEl8JKtJSUZaKdEztK1uUqP1sZEXO3H7el1mAW2U9mmLI3p7B93ODVlqwt+/HKBXxracUX3i4gfI1gbRZTpk1no4LGbywDucjFlLFYODxjpv7fOk7bf7o3jG6SYV6psO9XIfHFE3DebeQEPmdlOc3ZEnri5G0ZJJKEu2Y3NOKRGt0kjqgqxStErSXMFlNuGlfwo37YqwIeffregwyp9+fPRjw2AGfaiBYbCueed6j3ZMIWb6bRW7gL8CuUsu+XTHjWw3LXXji2ZhTczErq9BqCeLEkhqTFf7ccpCnROeXKqy0A5IU2l3L7HzEcrhy1Ztuq/0W8MH/IQbvdtrU6o3m809+al+tsqo2TfsIUaXZc9NapRBF65NaswRL6VKIuzeH7Nu9xCBu89iLksVVyZOHPL7xS5MX5E9HHlmTwmpX8vhzPu2WQipJaCWh0Vih3NKoNEgNUiGlxJMSX+IKF9Lg5zuxKTJwZ+DQFLbRwHONx/kw/bXgdsxu8X2TzSPPZIk39LMEOsbaiLOLPlFYIRiT+Nl5UZkrb6SKmXf0wEhadDh2QRHFHhMNxdbpCF8M6CcB/URQ1a76lwfzSuX5/6Hrz+njYWuctVmMY0xpCL5x3e4laZQkaVY3UMVIO5WkRJFLuWqZIlXClpk0GzdhuHRHn8j0kNrSagsef06z2pUoWajNUemSPaSAxbbgX/zaOIsrmkeer9MbTLBvi2LP+gEVXwwDZ5FvY+PkSrfvJvSmqaU7SDm/FNMxA1VR3X0//v53NX/09l670Rjt3bwA4KfOLqL1yq9//I7zr9sy1mfnRp+JZko1yHwi2YfMDT95xUspB4JGNaZZT0miCuvGBrzzTV0efMLnF39zjOW2HnYl5N+8MB7nzxIrBCZvNUFSdAsLiZAKISVKCDwBFWXxhSs7+xnDeTLPG5eeddZJr8i23qMAt2vrUvgZuH2d57tt1jBgixjDz6qjnhcTBDGnFw2f/HodtI8nxTDALOSJuIDBhyDPK3052Nz8mCj2+MBtfb54f58X5xp0U49a4jaldSuoLTpxZLYnT/FeGVGQ1RGcFJIlg1d+mMILo7XCS5281DpFp8qlXVVWQFMuBZtnraRwr7U0yDhlpmZ52y0GIRP35YQtnt33thnILULBUlvxmX9W5TuPNUkaderVGp2+5dxSSr3iVlYpxdAuIHNvjDuJqXGteQjB3i1d9q87+br2ytlfNyb9h38hg9919zcRUvhmsEhbzRDFlmYtoVGlMEINg7/MwZelrwI/oV6JqQahy3cbgZcInj3i0Y80qa+zq64KMIMcAffwd/nhll8pRAFqT2aAltb9nDXQejJvqi291pTmoOSsPeyqHwJcFrIl8G0mX0wRULrBOUm28ZXLnkgZcfK8YKFdQWhNIBmRJ7J03+ZEVs4yFO5JUw4EFVHiMdUM2b6hz8HzIf1UM0ghSAVe6ubJaAUqoQjACyuDUKW7aWhac7WGYRP3UBoZdGpIlXA72qXKgVqbYkiQyirFDuBp8VpIk9UnhpOyhDDZ/kC2+FmI/DMahEypeYarLkl44CkLUhBbaEeSoAdRagh0HmeMGr7yR5op3IoP436NA4cXSOxdfiF9/zyAj1WPY63gjTcsMlmL0WrYTpabo4pUXuYDcaByF74aRNQqA3wdUQkiZuckH/lig67RoD0QblCmO9YCWhTBUu7fUAI8QZaZcPpWC1dO1tKOPKuswUBngNfZ/BOtXKar3HDswC3ds58DPQ8+yYCdbzhrConiabfRk+/HJMTc+Z0qcwtVvDGFn0uTLMAsL7MXFHrsqD4uF30GoZtg+9Zbunzn2QHtpEJPa6qJIcpWKFWsnqUqozAMO4eGaddRh5/K2BtS7d7TM8IBPHVzJJW06NSQqIzJpc1cmmWgm1I12awB8xDcztY7vDmkTajqhA9+X4cvfrvG6fmYWCUsRz4CQZRKgszOW66iUpBCPtbPZaGOzsW8eGaV6+aPYi5SzxwB+D333ketWnvVV++96/rzS22a1T6vvTJisuHRDwM3lzuVxUkrbKpFsSXB9yMq/oBGo8fZFcO//8MmR85UQfkgfaedC5A71pZQVMmUyEetDcvFWji/ssp+l2vcfKnWpfa0HNg668d08UI+7KfcVV8CeB5wegxBXUiTNMueDLW378X4XsT5luHJl6qgfXQmT3TJoJQXQsQahLvAfNhEPWRVWeTE49jjmktCpsb7tFZq9BJFTYGXuO+iUhewqbgM8KwQVryRvMDA5jpusimw1hSSxW3PaNCpKFZkx94y8/iUwJ27NvNKcgFwWzC5FBYhDSp7liYDuHSr957NCb/wgRX+/ScUp5Y1XSFIrWaQCqraEmSklX83y9CN2EsEvdgw1ezx6iv7TNU0l+9ad/3e/W971Tu+57YHX/WaWy8O8J0bl6hUWm+reenVf/K1GsuDKl9/bJUfetMK77ixTavnjEQm03T5CXUnIMHTboh8rd7n7ErKhz7a5BNfmaBnK+D5IL0M4LnkGALZEzbbD9MxdA50KXIbbN7QMHTpKZlvMZj9TjIciZC/LgA+BHbefOvYO9PcmkJv5ylBx9hDcHuFOzFGEPOVBwK+83wDGbi0pJc3W4z41UsmpRLKy4HmkMVdoJkaRX/gcdPlfd7+6g6/95UGURrQTSWV1DXl6tJ5KFhUyoxFy2/13Zjcbe2SqqyjSjmZkiqJyl47Y5cpAdwOAa5MsYKrrLqcM3oZ4Hn9wl27FKlSrJX4XsSPfe8AqZb41d+DM0uGfq1C7PvoROJLUeAgfyQGwtQS9iPefssCH3jjgCu2B5xf8Dg2b69+9qWFt2GTBy/K4MdPnKVabd72xGNf+eGjJ+ZY39QESvGdZwNeOqPw9CzvuGmF3iAgSYukJ0I49q5WE4SM6XRSPvstj49/dYxvPznmwO0HID2EVE5HS/CEzUw9mXOtALUdBrH5z6XZKipzuuWBXAHsvIM+Y+98gpXOpInWAk+NgtuNU1jD3FnPpp+1t3k6bzhISkdMRMxn7m2S2gBVVC/LAWapr5Fh+m6YNBttzzN5E0iaB5sagcd7X9/jD+8MWTUx/bRCPxV4CQWLS2mRiSgA5dKFa9dqWUpNDntejRGkOp9HkwWexqKyeEApg1bSZWtSmbG2dKBO7RrLRF5lthnYywB34E6lRBlVzA6v+JIf/p6IbdPzfPxrfb72eIN2u0YifMJAIVQuW7NzlqbYKOT2Wxb55R/pMd2c5uiZaVodBekSW6Z7P/zG17/5vh9427mvj09uHAW4pxM8NbgkDO3uhie4ak+VQWiw2vDwoRq/9NtjGLvM7beukiSlXJC0LC4LvvigphtpvvnoGPc/Ved8u4LVgZusIzRaSedUE1mWI2NuKYZ6UuVLe+5iK2mwXKIMO0/c78t9haokTfLRCCPDbjJgayWGmZQc3J7ruHeNyTZj7mGAqUvsHXgRT74kOTJbwSoPJSW+NCM3a968W2QIL+JMGmrwtTP/HMjjxGP3ppjLdnV5+HCVWPn0E0FFgpdadCLczZ5bW5OMyZG42t9aWSRGgtvyiLxUZ0GntlnQaVGpIFUWKWUhV6Q0pRy8JRGyeC0LJl9jiBOGVKqhKS6TYsY4m/Cbb4y4/opVvvVUl3serdCLPb7+WJWlJY/yZp9pkvIDr2/zb396hZ0zNR56ZownXqzTjyxhGDK1Idq90hpc0u9HX7+Awdutebq9KhumFnnLLavESZPUCF534yK/9LGQFw5V+Oe/Nc0n744oxhMBSMlyW/PcCwEpmq7xia2L1oTUKCldBTFn7CzzUUiOHLRlYBTsXU5FUmjv8jDNHOx5p4suwD4c06aUdOm1nLlLw38coCmAXVQrC+ZO8bUr7LiuoBhLzOfurbG0VEUE2uXdSzfqBR6U/CSP5MGHc2LKPu4iN21cF9T0pOQ9b+jw5EtNwrRCT/lUU6fFdSHrQCa25A0xWU48N+ZmUmWtHre21A8LRmZBnJQo4+KJ1LgsmTIiA7IcTqbNpEfecCIzsA9/Zwqg5/ImZ3FlUjdfPNUk2mMsiHnnzQlvvrFHiuGZA63SXHkXO2AtV+9L2LU15alDEf/hMxaiiNRYVjoh9Q0trm0v0ukOzYUFwP/D73wN0Bgzy85NPd520zLrxgwHT4X0B02MH3B8vsbJ+RzbmWtESKyQmCz9J7RCKYkWbm+YQNqSv3jokdbF4EdG2FuICzMERdpNZsGoGoJdSfdzIVFkvu8lxb72KpMmWkv8LAVVgNsbgtsrSvEme52OHFq5LNGLJ+GzdzcIpV/IE688Au0iHpS11fpyJ8yFI4qHIA9SzXu+Z8DHv9bj2WNVYuXRkxI/NVn2SCDTvPkjCzalcGMlMJkGN9l7je5bZKxAlxuDFVnAaVHGkkqLNk6OuGGdlvLYZaXkGqa2a57lEPyFrTkDe5aOTLIeAaW8ws+vRcrNl5VSjxnWLBJrFUloqFcsfdPiyGnL9ETC99wwYM/0c5x6cZEkTUYBfuz4PDt3zNT+1a99ZOdzz8/xyHMzfPmRAUEw4OTcBKcXqojARwjplElWXi9PP3KSw+WptXTFF11K6eUSQ5XZeoSpyz2WXCBRhmMNcsBnPyuR/f25Bs9HtWXg1tlrLUoFnyG4y6ztKeNmhhQtYnlPZ5IdMcqLOHJW04l8UDqTJyX9LdakB8VFsiglPWzX5sILD7ciTTRpqql7gn2bBzx7JCI1AX3jU0mdZ1tnGlwJN/bMpVjtmnAWB/LsuhUVzpHP4YJNrRyLK+POpckYXJpRgCvpCi4ya1JWJWCLERbPboZMu6dlVlcGJRUqXZt6NKPD+fMFUORdXYbNUzG//XOLnJhrUfECxoIm55cFXlDfeesbf67WXf1grz6+wQHcRCc5fWLhe975qvrPB+E8nXbVNapGY8QW6rVhPF5cq7yMml1ERQ5iO8yA/DmgXitBRAnsQzYq7fM4wuYOzLKQKGLokVb57D1ZaO9iJmGeNizJEgdiW3ptSj2Q2aGyvk4/Yrlj+M0/bbDUryACD19mOfr8xisP+hEXMvcIi+dyxWTj7UY0uAN5kmiaNc3Pfn+He55sshT6RFLTl1mmIc+Jl4siiGKgvcAUlWOLyVgwfxYjaUpdbECQZaIMpBJ0IU+GYzlkmc1LY5hzoJdBroRbDUSJ1ZW0qNQUqcUy8+fFogLQRSU0iyYE9PqWiTo0d2j6gwonZn2+9VSP/Vds/Pmxg0ce7PX6XywY/OSJZ9C6wvzcIeZXYjzVZMd0yuQA+pEgKc8pKYGbEthl9saj3dijujpnanERvV1+XYw9FmVwl8FeArYUSDUcP1bM3VMCLWWWJmRY0dRZdXMtsL3h7BS3s/Ioe3sqxvcj/uRejxeOVkF6SCldvvZi3zdngu8yHarcoFtu8SrLlMS4lrMk8bhid493vrrNx79WweiAvvQJpCiKPkoK4vz9WcPkwoDN7RGmaC4p7+JgM4mibD7WWhQzHY1xN28qxXBwvhSkYhTwMgNyGfDF79aAPmd1UYB6+PtClpTlXWlVGhr83B5F7W5AkgrGam1OzR7Df94nCsOhRInTBkIFrHamaPgzXLPH4+iZiCQ1KEHh7CqFliPMNCwTDxldlC64q0oOGXxk9wXBcGTYRcBeNL7KtQAvTWQqAdzN3BuOCC4OnflSvAzcWRdSztqF9tbDrIlWjr097aZWrbQMf/atBostlx1SUuKLIbN9N4lSjFtYoxrKAWbRiFwq+Jg0z6ZoJpqK731djy99Z8BSNyBSmn6ayyORrZBiOMdEDoHh3izX4/n7m6IQlLcL6pzNVfZaZuBWw9VJGUcsafa+ScHaYo3+FgwTBGYNsWUFoUKWDpvIy2X5IYOXQFd07ztJF0aauWWfI6c03b5k1/oqU1VFrF14qR94/ChBZXrH+TP3/yNfH+K6K7qsdDXPnQpIjCDQw7lSIzNKGDYn5J0qa3Vn4QYTtpAgRU9fxmwXgl6MSJLhz8OJscNgU4zIE5lpb1UGthruRV8wt7Jr5IlZc6RuUFCuvZWrXB4/ITh8soIhQEhdZIWG7sHyd1zT8VLel5LRQaJ5Cm/I3hSNEMa4TANWs397xO6NA5YOVrGp71g8dTJFZ3JvWFzKkwDlDngH8uHqYYr+zWIlkfkODpBmwXueYZHS/Xmaa/DsGqX5ZKwc1GuG6juSsiXSs1knUhnUtoSfUd09AvOSGxOydkm/w8FZydJqylL0EtdcvfMf3XjTrU+H7YMntBIJjUp3w+Pz4rbf/uMOge/oPxpAI+t6WetlXkNEww9TYvQLwS6G7C7LQL8Y2IdsnQ+yV2UmzwEtyHpD81HAYuhJGWHvbEvrEXCXQK6ywTrKATtn7+LQMUrF3PlwgyOLVfCH8sSToxmg0Rt7zVJ3EZkyGujlQB/ublbYaCPNrumIt97U47EXa2A8ktRpcS/NslLpsPo7BI5YE3AaQJTy4mKk4dvI7LUEaZ2yyVndBYnuWpiSdJTSYrLMjSOiElPnQC8mDAyfi8+Y4yKXJRlTlycRlMHtXmeZIj9l2/qYn3pnGyES+oMFNkymtw264YYoSk9oX7mGgEAKvKQC1kMKmKk541HZv15mngvecC3QL8bmpQtfZvHCEjmSZssALIXblS3zistiXIIYgl0NJcsouIfz9wqJsiagzA9denYaPC60d7UW8fAhxRe/Vac/8KGm0VIM7QVidMUpZ04KmXIBui+iv9ekDMt58TjWjDU1t9864Gvf6fHoIR9b9+inQeawzCvBYgQ4bn0QpWH2wxV5eA3N8AZTjs1T6fS4lXn6cJiSNdI61hbOriuNIF0TL+UyJQf9ENijN2CZEMsnp6y31w77JGNwgWUQuj2J6pWKy8AY17gRRhBHEl3xUpRIWD8O1+/1SawuNoRKU1sMTMyHLI7eRaP53IshXeZgFwwHOa6VKmvAMTIEUoo1MmUoR5QSWbl+CO7CUajt0FmoR0cojwBaZa9VyQ+tM6O/cuaxOEr52kM1XjxVA89ZDnLbriqxU9GueJEiz9rhm0W5vhhcWZIpNhulkfWsOn+KJoo0l25LePMtXZ45USVMfFLp0TcKv8TehbQTFpGW5EoJ5LnctCr7LCq/2QxGCQduCzaTKDIrAslMxji54n4uiMmCNAyTDTngzTAOG+LAFrHJdyWAC25EMTx/uauwtNlVmgpW2xFqSlIZS+j3U/QdX7wThMLEXbasr6A9SZJat396N6E/SN1uaJZspIO9ENhrP8xfyObioix+oTRxHnBRBnemvYsdHEpmK1myy6pizMIQ4FrnMwttMYIhH8ypRwLLLDWoYgI/4vmTgq9/p0av70PdQwpRuN0K24C0BaBLCZQ1V29Ndjo/p9aOBHtrCz7lbp9GM+LNtwz40v0DnjkWgPYJjaSfDs1JSoJISyPucpAL4So6JZAXQM/Bbm0mURyb56tKDmgly3q8xNbFa3eTpWLYpDDC3kXwK0rYsKXzMgriMiGUR4oYA3Ei6IWCVgd6A0OSuBjj0IGnWJ4/TBSn6Es2zQMSSUzF6+N77j88Nedz+KTb31DKMkOLkTctZkOXGX0N0stZlrVMnoO9rLcdqw+liMhYPA8wZV7UEUPWzoGWg1vn4C6BPC/keKVCTs7g+bBOF1RmqUEvJrEpX3mwyrefr0LFtcn5a+XJRY610uxit3557HCRUckb0UsZFefhdiAP+x6vvbzHW1/V44WTFZLEwwpFX2g8A9o4Le6k4IVFH1Fi8oKsVD7PxGJVljKUjs2VEljjyMUFmMNzbfKVVwmkKVWm82FHJpcj5Z0j7AgeLrjx12SYrM3qsDng80wK7hwNQjh5PubsQkycuKB/dmWZarWDMRZ9dH6FJJWMVQdcvn2VTTOG54/7HD0/zlKrmnk41owmwF4IcDPcStvaUYxfyOIi67XLv3RZqogReSJy1h7JpAzTVrk1Nt+qROUjgXPWlhaVgVtnVUqlSsDOA8oiY5KidIJSMb4X8/QJyWfvbQDO7iuEcmaxPDVYYqfyTZtXed0/RaGHL8gGMGq6splNyliBSV3rnptCqwrvhrWa976+zzceGvD4UR+UR2KUcxqWb7Q0DzIto1eP4uZCcVEmlzmTWwdsaSUqlyhGYJSTHnJEpjigKzkMIqUcTS4MA8oRXJc6j9aA246yeZkotYKZiZSELov9PkeOazZMJly+OWTdlEcUW/SDz7h8bmdg+eJ3amzbYHjpZEC37bF7vWF6XOFnY3vL+8w4UGebDdl8IyJxAaOXk/X5Rc8NYuXmUpl38ciS7l4L7IzpXRWztE1J7gcvQG5KQWYmS3LtnWdMdDlrkjN4njlJ8LyE2CTc92iV516qupEU0gWXvhh61kdy+uVm2TUafK08saUX5QaIwllYdhemEqNyuaIJI4/Ldw947Q2OxfupY/FQ+CWpYpHkDJ57UxjmxYvgbdh4MdTh7hznwHLXwGCVQBpR6HGVAXpkK0LpAtL82g1ZPJNKUozEJfkJySdiFYG3GQbf+b4+OZ5ktnJLYWnWDFfvTbjlygEHT8GWdRET42NudIY16L2bPAJfcOq85KlDHisLgsmaZfNGy1jNjQz2PZkZa0oXyA73sxzugVgCeXbR3BcRa6TKRTS4FCW5UgZ3KUsh1wC7ALst5ImTKDlzM9TcF4C7vG/7ENj54euYI+cEn/hagzD2oOa6kFz73Kj9YJjyKkuSEsL/oiBqTarQmKEZyhRpw1yqOJdhLZD8yJt7fOXbdQ6ddTdfahR9ofAMzv0nLCLNQJ5ma3taYiiVryt2KAGUs11QApy0Ngs6s9XVusOarEiXMbgypRRwEVzmAW92Xszoil5e8W0JzKOblA2ZPD+/nnLnZ7mlOWInmB6rc/0el/U6Ol9noV1x1/wff/DvrX/i6SP/av7rj3Dj3ly/OltpJRhuIqpkYWko7jA3Fjffbz7fOs4BP1d8Ze4aLk3lbevEiBYXfwGwC7+4Wgv0ErAv0N9ljZ3nvIesXXTqFACPiWzCHffWefpI1bX7iNz3nXcYDQf7rNXd5WX0z33Y0sVldPsWN/nLOHCXJ2AZ6TIqA49r9vT5/td3+S9/7NM3GowmFpJemnWkk+nitCyWymt9rsXdRVWl4NNYUAXAh8/S2CKTZaVA2BKrC9zPIpMv+TkpV3jXgLu8qpXBnO+M7DIkQwKFoRfJiyVRJOn0JQsr2s3GFAapYMu2a/7VxPSen9LPvnByPOy337Jvq8ESEGWd/07fCrQeXkzBcAlLUkGSZPusJK5km6YWI6yLwEsbSA2101owDyt+w7L9qD12xGRVbDA1NBgVOxPk4JZ2lMnXgDu3ZHq6lBZUeVowRakYT8ccnpV8+p4abv6KB9Jpbz9/zzxjUc6Bl6RYOZMiyj+syToVy3Jph4tR66wbwZYaQWqlG1qqMi2ean7wDT2+cF+NA2c8kBFWSELhud5K4XzcYgjjUpA5pM881+x0ubt2Ug4li8w+n8z2G5KZJFV58JnHTRlr59mVIh1suCBOyYmvyIrk1VObb05lSRIz8pzPO8xX/BHvUZYISVJLfxDzqrHOW2rV0+N61+YFBhOLTPnLdAfjtDoecbaMDbMbw8g33+8yTtwwFhmXbLMIUmEu0t08lCjlOSGy9PPoltJZLrUA+LAVLJ8FokpMrqXJGH3I3kqWwZ0HnEOgq2wHCKWGOW+VMXiqEr78YJ0DR4baWwjpct9i6Ji8gJ0udoycgSFbjbCXvRDs5aJPagTaDPPiJpMrUay59JKQd7yqy9FPB0Spm1aQCsVASLwM5HnWajinZA3Ic2DngLeuyIMFVAYskTG4BZUHoMItAkqQbcFd0t3ZeTHla7x2hSt9ijKDu01hDVGcEsWWODbZxKthfCfIi4DDLdKT1NLuW+ZaEZV1fTb3e+j7n6qxstqF0PD6q3tU/QpJWprTXdq2wp18QZwKwtgNIxcyn56UR7o5R5TCqzXLthzJooyCei1zX4y1VbEXpi0FmrbIoKgM1KoAd5nFh4ytVIonM3BLB3Dfizl2TvHbdzQZFE3Sw8qlLn8WUa7KjWaI1t7cF6iTQp7kzj5b6O7cazEMNLM56qkkVcPG5CT1CNKEn3lXlz+9r8bRWQ0qzqSKR18IVFoqh49IlCG8LKDz1GEuTRjm5l0F02ba2xbuwjyDYkSm0aXrEBICB/ZSEU8IMOWax0Xueqe9LWnqctph5LY0H4RuU9skzbqgytVZMVwB0tSy3IPrLot4yw0pM1Ogd2/2adcrrC40gISNM12i2C2J5fEQ+UUxVpAkkn6oUcIjMYJBNMrQUtpyAqUIMuUaxhtJ/l8A7nKzsS3pcFvIlcLFp0afc1CPAjyXI6WMiTQonaJUksmWmHZk+L0vNTk7H2Qj4jyElEVqsPCxl3PgXJy9WRODXBzpJclSbiMrpEq+M7BYo8VV4RffMhPyk+/s8Guf8GnFzvRujSQU2pmw0rxiOATG8JMN04V5orlYUaQb42kBaZ2hKq9uWmszRncleZtp8/z6WuGA7zS5vYDFL7bJrC3t+muMY+5e37HyILZuyqwZJc8cl7ERRImg5sPyYo2jJyu0+x56ajyiHvQZD5bQfkwQpEw0XVd3auSw8lT6y0ASx4q55RrtfoM0v7PyTFSpBFvWoaIM5AtSbEM5NAwwSy1tZaO9wu37k8uVkvYuNqJSQ3miSqnAYcbE5b5zcGsVo4OYz38l4COfaxIaz8kToZC5PJHDRmlZ+j4XaG4EFx3Z9t3wvaaiubb4YwsWHz0cyD0qOuGD7+5y+KTPR7/stDgoUiHpi6FrT4qc9crioMTkGXO7oaoM2dy6VdPpccfi5dJ8sdpaEKZsuBII62RKnm0ya1h9GHRmbhnhCkdaSVJjmF2B8y03EKgYC10i3TwtGRtDtRJjbcrhecOe5QhVidGPHkqZWzQ88ZxHan0afoefe9cq118OSazo9p02KYa6SDhyxuPo2YD+AGYXagzC3MozugX0xRi6zNSj2nvYMFEGdnnn4uI5Gxc3ZPThvpiOxTOdLUtFHZVmr9Ni1p6SbrCklq5qubwCf3pPjZUwB7erXGrhpgFc0J10EUa6YOm9GIeXNHcZ5Ib8AopiOP4FOXEjsq501+plpAs4x/yUd72xxxceqLHUUQ7kRhZSRZLJqTWeFPL3XFO8k6Vii7Q2cxdm4LYuDWmldQOC7agvJc+yDS2z7t8tKpmZfi8KfZYsPsiMdUoQeALPswxUj6mkx9FZyZEzHkIJRDYJzSIY9AXEhlde0eJ/eVebiq7S6kh27xowPhaiSSsQ1Ug7E6RojpwX3P/cCkEjpNvT3Hl/hX7ktLaQAqkVjx2u8cKxKlvHffZvjFk3bggClXmxxQWsXAa6vADga1rZRjpCykGmLWVS1vQHZqAeBplrwW2K6VtqJGOSy5MYr5bwlW9VePS5KkZk2ltqpJBF0/RaW+yQGf/8ILNcBB7JfTPK1owEmHm6MN+FLt/LaC2LS5JUo03CjVdEvP2GHp/8iudSPbjxeLHQDBDI1IHVUeYoyF0FZRh4Koa+lILFZckYJjOJIjLQ59mTEtBz0FuRGbVKBGczW27O9EUBR7q2wmoAe6cs79o2YOPMEi+eSHnqiEJ72XAhCf1I8tVvB/S7ljdc3WP/5gbz8+tAWXxRR1FF33ipobs15Yr1MeNjEcu9Fp+5r8Jn75kiNAEHjwfExm1hoaTCU5J6RTBdszQ9g0ndpM88nZgHmYWTrJTmE8VzmaHLYLYX/G7YYZ+xdtH7R2naUkmPazcuTJUKObn+dsDOh0oOMyeBF3P0lOQTX6lzvuO7/a6z8XJalHouL8bcOTbEhXLlYuQ98me5H4RRDT6yIW65rcy48n0qJSpVpDJFpcqxeOKxvp7yo2/v8OBzAUfnpBvIaCRGSELcNDFZcHauxUdBbkuVTedBGkoTm5fkbQncOdDzgNOUrrsdanFpBTbr+LdZ3EI2kg1JloMf2i98z7lEB4MGnY7kyh19bro0xNdxISsTE/P26yJSG3PkvOLXPjVGaymgohJuukGxcb1CJ3SJbIeWWWbQTfnWk5K7Ht9AJ6xR9RTj465qlI8nrihL1TPUA0uzKrJ9d0oXMNOmeX5Yl4Es1wC7BN6LgX1kLorKB9yUWXsoV1RJnqg1DJ7/rKUZTQtKlzUJU8PvfqbJt5+sud62jL2HqcFsAlf585XYewj2YbB9UaVSYnBb+sWoI7PsLhx23A8DT4kxJpMsitSmSJP5VBLNa6+N+Kn3tvnl3/UIk8zDICSp8BgYSTFBvJz6zYBt1ry/shnTkqcGKfLgDuA20+Bi+LMclSi51cJa67R48XdarMh9KqLIlZfPUxgLVto+qRG0ez4VP58sNpSbW9fFVIKIHRsjllaWuOsxQxwLhN/DenX0EwcqnJqt8rVv1wlTxWJbUfE8Zhpu24+8LSu3oXpquGlT1RdZGT/3keQeklLOumQnLee112ZLLnguSZXySIKi6bXUxZ0DW64FtbAjskQpt2mVUslQmgQx9z7u8YX7a4ShB9Wcvd0w92HHzhr2LkmvtXbgAuRl0F8E8GVTWhlY5YGZ+TRfW9biWUZFZSA3xhQZlWot4V2v7XP3t/t84zE9tP0JSYJwUkWIooxeeFFKNj0rh6nLPLmSd/goawuPeD7svrghxSjQc0CrPNCUw+/oUjPuzORpTNc9JIpC4iCSKKmxVhDFiiCfMpZfX2VZ7bjBTLVqyNtemXDDvpCVtqI+IfErCl0PPNY1ffasq3J2SeDVyPZGH05vLYbsZI28+fD4INv6Ix+HVmwFPWJhHZbVR4s2FwJalZlRjgJbrtXgIh9GM5yaVGbt8sawOtff0hTFHCWdoWq1A195oMqhcwEEinzniJy9/VJhZ0SiMAT1cJezPNc8yuDiu1F5icFHJUpW2SxtkFs+bLYzdJq6cWjSSKRRSKOJQ82+DTFvf3WPRw8EtCJRsDgIYjT9XFqVPI55NWfkJpOO2XNWliIv4dssmCzFWzaTnmsY3Zb+2/xGyf9+BVjyUXMuGyKMy93HMQyECyhTA1Es8TxVpH2lzCb5KuusFt0qnjb0eh4nT2s22Drj4xX01XtjWhtC4l6X8Jkq0krqFbdS65E2sqERyg3RcXP/fE/iZWOI8/FpxQRYNeoZGc1rj0oRUdbapddCrNXea5/ziUnZ65I8USVQ58ytlduGQ+sEYxP++501PnJHAys05dHOUgj8PGtykdz9xVyDbjdm98sRw9V3exQMPjSmDf8muyYILelw42SKlRemD5NUo1TKB2/v8dKsx0e+oIhTidt0QGKRRCK/PUuBphj+PPreLojMsx45ozuNXWoqzjV7xuimCEDz6y2Gpi05NOMpBcUELgECQ1zaAcSV3xVRbPB0bpcejdnyxpVGNWW+bXj4UJ/N3ZB10zE6TtocOt3lk98wTNUU6yegErga/8i2GAyX5uF4tPK01ozdsxENBfuvqTiWZ2jkH1ZcBNhyDXuvBXg+tlfK0dG+a8Ht2HqY/1ZyyN4vnVd84b463Y7rs8y1d+4azIftl/0mefakrL1zhIu1VP3d8F3youTkWZBo6TC2zOBrqptWuvayAvBusL00mjhOadRDbn9dj689UOWlcwpUlPUbC6zxiJEMys0POegyTnVsazP9nTUhZ6nEnLGHrWrZ+bAlQrR5cOn6RI11IDfWFr5yJYvTAdZghch0iyk6/VMjXCODliWiGcYPeQJDa0u3nzI1MeBH3rLM8dUO7biJPr88TRJbLt9Yp1ZV1CpuILyUpbG1pUBIrAF5bnjx9FCa5M2+Q3myNsU3GmCqERBzEWAPtbjIJUmWKZEFsG0BZFlOC+aBpXbgltJJlDA23P1InXueqkBFZcydzy7Pizq5LLEXgPpC9i7xb/aPv6DGM6LDS0W8QoOTMWFukbBr9biRWClL6UOFMSmpVCSh5o1XR7zxxh6nv6oJUzHU4wiM8AhdiiODdc7cWWZHlIJPQQZK103vvOZrgJ5nV0TJI57LEWELR6LNpE3hZ8l0/rAbzEAxBEmSphlJxjnhuv8+L+07CehunsCTrHYUSm5levMM62fG0O9449Tqk091vzZ3tvF91rrt9WQWzprMkxunYNLhyR4Wa/KJro61XTWxxNoZ2IuCTKabCz+JLAOZUdYuyZhil4ARPX4huPPxvG5blayYUwSXCTLPngQJ9z8W8O8/NkZqspFXMjuERAuKlrRhYJkFQzmLULImfBfQ/996lNn7AjZ3XT7W5HNL1vpUskO4ApA0miQx+EHKL/xYm0NnPO5/VGGCxLFTBmyDJhRlSZQXfDJfCW4VUYIi760s2Kw4c8E4Plta3SyFdVblf5bdAEVGpvwdS/2gxki0NRhjSYxApVnhMCOA3HeSpsNeBLJGGk+B9qq0vPGvjbFtVf/Rp74+ZxG/uneH/T5FRGrccHvnGHSbcg5CQRQLkrRUji/lt4teyFySFN6QUqVRlgArRxm6rMtF6XfluXUqn4AkS7/LX2e7TMicsfM51KWqpcwqllIlnFqQfPiLdU6cDUpZk6H2LtKCI8xdGosGF+jwETmy5vWfx95lFh/KlLX5cHuBZCnkiiyZsWSpACQVcaTZuSnmg9/X5dhxj5MrazQVYKQmNEOQU9LIbuCPY3CDcybmBZsc6FKCsKUiWBnsmXTJsysqs9yabDXQWYOMyRyL+fhmI10aVElXnMozdKIgXUMUG8LIGbLi1BYO1iixTE0GdKLHfjU98OicPnauTT8S7NoYcfOlIXGisFaQGEF/4LPU8llqaTp9SZKI0rJQznyU2sXKwC5+Z9YAG8e2a1n7IgwuxMV+PxysPpQt+R4yJVlSaO5MnqiY1Dd84ktjfPHeOraSBV+F9s7YuyjsXGxi1cWZekSL5yAvmP4iYtyOgnz4em3ZvCRN1lQ4i+4fWcqPy4zFU4MRGtM3vOt1fV485vHrf+ARjQB8FOQGp7X9rJqqZcao0tlhjRRFyjQHel7wyf0mriFirU63mSZ3wFbW/Xs2TyNnN5KbZpvdVEaQZO+XN8aAe98ksfQGKctty1IHepHb3sRaQT+Ct2wdsH+XpdsX6PGGTyVW1IKEKF0lJUUq62r9qoJUE3i66bapLOpua8vqazprCkOULcxQawPEtcw93NvFrJEuFwN5Nn10RJoMR/AWue7Sa8fehnseD/jYnXUGaRYRlwJLIUS2Z9B385v8OdmU4n8Xf4g12LZr/rwAd4bsgrkZtmtdjMFdJkUUEsVmujw1CmEMUioqKuXH3tbloWd8vvFk3QVzud87Yz4jNFFmeDLC9Z1aRKa/nUkqzWRJvmFYAeg8w5KD0Q7/TGVNEEPQO5AqMfS5mGyokLXWDRWyomD7NDNu5c3TNpMncWJJRcRAG8I0cV4XKRBS0xtUWVnR9EOLTlSLWkVwYDbmw3dWWFwN8H1ROMGu2Cq4do8c9W+vKcqUjVBFUUddLKV3YXYkZ3EhLhyiLkYAbkYALkbY3Az3iskcgw7cTpJImaC8hG4o+NXfH+PYWR/rjWZNECLbsvBi02JLnfM592U0PcKHaws/3xXio7/PU4Rl/Q0XkypiRJcPMyxZRqXkVREiz6xoRGTYtSnhX/94i4f+hU+nn93FWZk8z9JZo4lzxpZuNri72d25KYAuyn54MQSucBaXchO2yTMsOchNHutad8MUTczuZzf7Jp9Sm41tFvlslbw5RjDW0Lz+xg77dnYg26aw4qfMrRgePzzFfKfm7NGLy9uo+Iqzcz2WFlYIlESGLmhsBAJpNKttSbPu9rLRam06b42VVYyCe60xasjedhSkZUmy5rULMLkQ2CIHeznAHEoVKVOUcDnvOIX/9rk6Tx0MsDLfpzMHt7tztcgrl/a7yJJhc8NaWVIW3blE+YtchSOpwkIDj2ZVCr/4mpHHZSZ3WRaJlVnaUEhkrsdThREKa1Ku2R/zs+/u8J8/PUaUZl+kvAmEBIsiMRIDxFktIL/pC6ALx7L5zZ9vW54WRqustmFxA4DyFTEDubGjQJdZ8JyTY171zPGVFjfMcMe8Zl1jkmn6nQb1aoInDTa2rKvF3HjpBnrpmLv2P3j7e2g06jz33PPY7p2kVmGMA3gtUDQbGs9jOPpMXaSyKIaau5yvzsvqF+SwRTkDwhogjwK8LFucNBr+t6IEcFXsDpCDvFSWrxq+8XDARz/XoNXPsiYiz5o4gOfsvVZ3j8gSuCC4HHUN2gtFykhu3I6C3K5B+kUzKaPj3YpiT2ZfHW2OcFvJuObvjMWz9GGaKsaqCT/xA12eeN7n7ock///23jze0quq8/7uvZ/hzOeONc9D5jkh84CMMYgExI4DqECjiPZrt90qtr4qKIq2A7a22K0hShCJMgQCgZAEkgCZSULmVFVqTKXmO557hmfY+/1jP+O5tyAgGKDf/fmcuueee+qMv2c9v/1ba/0WtRTcIk9TCgPSQWtJAETSTu7wCp+PRBQyu6mHZEEPT6O6zjefcZIoVMY2M2T2Egm10RkdSR6rQH2yZpek50BICEPNwWMOvUGNWsUW+xkDc/MhF1x8BedsPYVebwFn5ST4FcGWdRFnnRjy/NEa2th0vO8Jaj5UfY3vWYCrQgQv1WiX1A1KdMRmGAvALgJ+CNiiGLmHJucOu//n1CWd55JG8UQ5USHCiXlml8MH/rXBs1NuMvO+eJGIgnKSAnvYEmIRuIeDd0EILybH8oq9Ic5duLKoAIsCFUlkO11IoesiH0+VlKJGLoaiuLAVh3Fo2DQW84s/3mHPIcWO/T4mfdMasnJZbbLPRmtJICASFuiKfLZpGtElNgpnBk1ZZLegdgpcXcsE7DrBiE6NPkGlwC88jnVzsAdKLLHKS7J/iGJDt6/wXYHj2tbJ7fu6LN8Ss2KdYG4BnF4Qg9J0eiG9QUC7Ian44Hs689JOO9TziL1URjIBaaHqTxVAn2nXKbcuZCKLQC5H7uS61Ajs7xQBL/IRGBb4MdnIaBnhejEH5yTvvbbJp+6oYVKRfih6p19CkZ4UN5WSAj3J+Ha55Urk5IThW5dG9tKrxMHJIzolHp5TFDn0uzYSYUwWxWUxigvbFHL1FT3m+pLf+AvF4RkBvigA24DQySUft66FIKBgc51F8WRTTqI66Tyy59G7sDE1xm4gRcHrXSe2zNlmNRcvIlk4QwhDGNvrgyBmIenKch2J5wgqvkOlYmjVDTXfEIcGZ2q2RtM0Dx082rrVq6x95VhjjnpV4Ls25Z1udrTOv6hc1ShmJ3NunYM6zzrKLIqXKUrR4T8FaskQPb1OPv88/T2dg24PmDhRV5II7sQMEHz27ipffKCKoQBukddmYPtDku7zwgaJvPArbyY2pQieMpAsYhf/drxMpihjPIvcQ2HclLi3KfHyRS1tWmQNBDno098lIlFYhJDoSOI6mlec1+c1F/X4p89LaxXiLPWqktEn6dh1JEYIYuxGM0SUKEkK8lSJksI2M2fuv8IgtcimVKc8PHXIKs51yqhJEvljUZBbEyXGHpP2oPVdcJ2QkzePs3q8cuvKycahqhvhnHX6Fg49+8E9F5/u//Wpq5xXTh0+SrXq4KgQIQzGOMwu+HR7LnEsk765glv/UDRenGlM9eoiPSlO1Spz7UUAT4BNCeSmdLsFtkbI2AJcaUIMN91Z5U8+2GT/MdcamgiF7XJxLLgLp9Cs5iQ9gBfx7uIEgjKYM3AXQFwC93AgT8G7BKRKc+wz8A+pKQyrKmKJi+Xi0ujkukIaQ2w0DAxrxmJ+463zzPUEn/5KzVqFpDlzZE52hQQTZwAvvXnsZlQn11O5VEpLZWRCa1xdrutxJBbo0iQjUXKung02yFSasnqXul4tDATHe/QZPgAASNxJREFUupIYO7rclxL0ADU6yi0PLfz1p7562573/Oo1dkbPjr0aIzQq0jQrC8z0Im78ikcQCV53SYd2tYXvSYLQbpJSMC4l+2WAVkOROpPyct6c1pUIoRPA6oSD68KmLQU3pL56JdALgyQ9MJLncQ37jjhcd2OdbTs9qMnS6Ta/5ABXFNQTKIF5yeuUwZ4CeBGwv9laQhRPI3qRc8vSZrO4GR0CdJb4sa5TdrOpkYmEKIzEGEkcaE7cFPBzr1/gwSc89hwpvrGEqiCSCC6sbl7eaORvPE33pzNTtSQSIJL9jRJ2Ulu2WU0AnY5eKY1p12ndUa61F8uoAYIIAqNZvnyOqy/tMAjhk19ucvCIx2hDs2EypNO1szIdgMkV5yFVncG85pYvP8mn726z/2AF34EDhwLecLlizYRMjqa8PLWUMl8iw1iK1AnAS3Qi07TjPJKjyxG7AOwydoqRPY/6Shmm5xX/8yMN7nrYh4ooALoM8vTDz9LMFDVvsxjcGWjz+u9igF6imHDpWvACkouRutSbaUp3y++/FBdP0uoyie7D3NwkOrnUAiMU2miEkYie4YqzBvynn+7wB9c2mek69uhOm0NLUXv4C0hAX9RE00q8tClYKAt4BJG0ibR+AnZfYu2epbV8LnZMKSlynp7t8UTp7yesiHn9SwWnrK/juSHnbV7gk18JOHHjKi4860xm57s5wNevXY5XX3Hb+//mM39819dW/IYawLkbJLWKpNVo0OsZeoMBVT/KvEXSjpniuObF45vjAsANUsQFjVoPUQsbuXE0pgjohLelGbeEgpWDpEjBDj0h+d+frHPtx+p04rxlq/jBp9FbQEHuMovAXKIkaeAaiuRL7SsX4WEoSi+JeTN8V1FCfrHC0N4vt3YgrTaUlClLoqjIpEFCC4lIwG2MRMeGhqt5+48tcHhK8lcfbtDLNprpYasXn2WEQcVWy87uZ5IBVQ6kzc7FwGK0sgeXUERCMpB2nqmnyS05CkBPSwJSsDtJIZ/nQNUz1ByX/QfqzM9LGlXNWLPP1RcbROXgH2/cvPW27TsP5gD3Gyv5g/e+r4uQu8/c1MaTC1R8hZKCWsVa1Aphm3yzMXul6JzLelLlVCQHeCLbCZ1U9NnfUZpB3zAY2M9hIYJPfanCzv0qKYSHMIKzT4x4+QUBNceeGeo1k+ipJZRjXHhym8tHb60wH0jwynyxFGGSDZJjv4686k3mAM6pilkM9vJTlzKbDN2vmBwargUvY1ywqOkgA/NwfcpQhpMllBUKfJ1yRLcXjY4ETV/zE6/sceu9Hl/f5qGdtK41Ba+tJanXYpSEmqN52YUDzjkhIojsu1YKnt2v+PSXKixE9uw4CBX9vgNSomXeLWWEwhiHQCtCkZRcJ0D3EqCXFJqkgcbDqjPGNXS6hqd2xdQq9iBwHZ9Vy+tMTkS7r/u7P+6+9efflQMc4Od++tUop8qR525n7siXQdbo9qoEocJzNVU/pOJF+F6YNH2mqkWakSzz67ToSaaNBipCyphAxxzpwvZnHTp9j8/e63PnI751U0Ww/7Ai6so8zGlDtamZHI+QaDatjPiVa7qce3LAaFvjYKMXDjy+w+Wdf9Ti8e0exk1BPRS5yaN3MVuZSYH5Cfe4kbz8+9KgfiHLLHW9UBhepCypAUmprW2JpBDDEqIWGDEMbl0AP5gQTt8a8je/Ocfb32s/v6RcEAfDSFtzzikh//nHF9i4MkJimBzT1JomO7MiBGEPfuXHlFU4hOCORzxuvqfCfF+xfYfPzIJDL3Js95RSoByMUETaIRKKgRSoRGWxJcs5yD1pmx8wOnHONfSDkH4kWAg1/X6fH33VSbzygitY6PaAIYBLr43v1zkw7XL3AzErlnU5c3NEHNWRSlPzA6p+gO/Z6WNKxgWemm4Ki0VPuZE8RvP8lGHflOSOB2rc90SFB57wOTrtYhyJzoBoN0hWl83OvQQDw9xzGkzM9j2a+75e4Ycv6/P6V/S4/OyAyaamEwn+9sYqX3/SJZbFsFrY+Rc3R8nGspTAya4XUvJLgHr49iJXKRVcvUDAF3n3cNKnxNELkT19ghSkHEdZyW5P/78RGGwEtxtImx6U2nDWySHvuLrPu97vsBALJhuay84Z8PpX9PnhS/uMVDTECaePFbovC89jgbhpZb4v2rK6x9te1+XojOCBJzzue9Lnzvsq7JvyeH7KIw6dvOBNOBjtEAlpKUzhDGqzzJKKgmaS/LLyIAxMzGknBIxUQ07c6LN6xRjdXjf7hDKAa1PDiPqzUi3b2R1s3PT1pwfUPcOGFSE1P6BZ79Gq96hX+zgqQhvbCKp1Pj3AqivJICc/xBjNc8cEX3zA519ur/G17T4z8y5R4NgG32oCsYLOmoXBohOOiTEmBhOBjpkeSD7yeclNX/W46vwBv/CGHo886/Dx23xbwL+IIC/W91LdVibdKcmz583EhahcfLjCIy4qvkr9vb6dMF4EbfpbuRZl6EAoRfJhaVFk1YIpPaEE+OFSXIvzijC88eV9tj8neWSnwzve0OOqlwxoNWLiEOKBQhsn6RxStqMoOfOa7NXnMq6UGhFoJqoxr7004srzA2bfOM/Xtrn8yxfr3PFAlX1HPdt04pUL38DuHzCGOIRAw4JULPgOg5pk3GjaVc3WFS5nrPExska7ObqzWfOfFSZaDPA1q1fwtfs/feuyCe8jZ57c/u2po4dxpIuQA8baPVr1WQ5OD7jjMVtLsH55xBlbNAqJju2HKKXG8ywV2XlQcvvXKnzuyzU+f3+dXuAm/WwO1ItFTnm6fLhsw/JOAzoFdwgEySepmZ+XfPqLPmduidg3JenMykK5R1G3S+Gbk+EUlMXu+JIYkIHXlMFcTOosFaWHlJUXiO+h9z1EPwr3LWnlhaRQkY+nj6ERWfY9py/JqxtWQJI2tUZbs2VtTLVheN3L+lQx6AGYpDIx1q71rUy8K42W5HpX+lkVAC41YaSRge2PHW1EXHl+xEvPmuFzD3S5+csVvvRglZ0HfQtwN8EFgDZUiDhza4/1yyIiI3l4V4M9R9uEkUezYtCx4dHtMRs3jyCc+kc++6W7b33Da65cDHCAXtCmpqqfOzDlvDYayDNXORET7R6HZ+a56X646Z5J7n+mRhTB5uUd3vWmw7z2oj6uk3BmGbP3iOQLD1T5+Bfr3PdUjdlZz05IqNopCWljgRQyKY1MNhTkUl36ZWojCA2EiZNquuFB2Gm9xILXv2bAW17fJUr6+P7xMzX6URFdonw9WWlPYWlDWbjI/Fgoh+0C2IsHSuku32IQzwBWqCA0lB+oWCdOar9WpCWFqJ8NTy1RFDH0mOVDUAjoDwQf+myV932wQWQMp62L+OmrehZryWSJKHLtJXYS80+ZUaD8rFfITotcjAjjGBklfpBOxNWXhvzQGfPc/3SXj32xxhceqLH/iE8s7bfhy4jXXTLPr/10jzUTDmEkeGh7nxvvWeCep8c5NF9n+QisWylZvyz6+rJW9XPBoPzJquIvH/zgP7B2w8Z9UcRLWtXg7FM3zbDv6Czv/nCNT311kr3Pt6m7PkpU2L3fZdOqDpeebkcPChXz4DaHd/31CNd/ps1jz9YZmApUfHAqIH2E8nClwleSqgM1lV4MNWWoJJdq8tOXBi/ZZMQkXN1o0BEEmk1rAt711nnOPjmgVTOctjXms1/1OXrMSavvE5SWC6yEFNnGxRFkkyEy/xdZVlXKt5ULgfLZkLnxUTbXU6SGSJJ87lA+omXYF33Y7q74t3TI7KKZ78X6+WIGNi1HHkrA5ZWYaRbZKl3Che17Xd75vjb7DisWOoreQHDhGQHjbU0UOUSxRxD6hJFHEHoEoQV7GDlEkWMnwSWVi3GsMioTJz+NthlVbSy9iSNF1YMT10dceFafM7cG7NireP6o7RuteTFvfHmP113iMTU7QRC02LDc5YKTQs47aZ6n90n2H/ZZO+ExPurdfOD5nf/rx/7DW0oAdxhal71kNQLJwtwhHts7ywc/32b3c3UmG5KxcUPFs6nc+ZWGC0+RONLHEHJoTvB7f9fmlnua4HlQ90F6WANLhSuFtX9LQZu0hRUr9/KomUhlxhqiD2Ir8s8ircdHBBtXB7znF2d56Vl9TM/GrzUTEb/71gV+/a8U+466qZP7ogicR+GhAiogzZpmisnQ9RKdT35ZHMXLkfG4a4lkTilDmUblIv8u3DunLgV+TU5tGNp0liJ2+l4T9rb3kMO7P9jgucOOlVeN4EsPVfmdDxh+/x2zbJiwY7OjyGUQeAwClyhWydSJ9F1bmlM68JK8SNpGKOPU8cBSnih2CEKHUT/gRy4JUHKWt7/H4fl5l4W4zh2PuVxwgqKzMI4QgooXM9IccNLKeX7jJzr83U0RBztr2KQ3ohePFlkM8BNOuwzHcYL/dd1z3HzHAtL4nLVW0KjZ+vCqr2g1FFvXwYmr2wwCg5DzfP6rHnc9WgPfB7cCykdIB08KKtLgK4MrjS1LTQpvnKJ9RDFiJV+bpSngxwYVSoJkusS6ZQPe/fMzvPGH+jhGEscCgUZi+OHLu9zxkMvffcJBS22TFksoz8OUpATy4kEwBPQSvc9+/0bE+/gIN9/k92JGM8/5FBuRRUZZSpnQFNwUKAtkakf+ymzuwjhw81crfP7OKrFK+1QFfQ0fu72JFIY/+PkO401DGDn0Bh79gZcAPH98kW7YCzVGmdWe1MhYZUCPYpX4tCsrERuJbwRXnB7w6kv6fPgLdSJV5+ndbf7xM7BltU+zLqlXNLWqT7NWY7TZ5x2v7TBw2pxy5ksDoyN+9T99E4BX6mOMNNu/fsrmU06ePTR3Rb/Xx/clviepuJJqFcZahlUToLVHGCuEhke2+fR7FahVQFVxlKKqsHQjidaZx6EspmDznk5RAHqKG5MU13iOphtKRpf1+MO3TXH15RE6qDLIJuxqJBEtJ+YdVy/wma9U2X9U5jXO32ANCSyL9W8ohe9iVF8SyiKRC1+AMG6GXt5wZ092n0Vgt7y9BPz01ZpypF7yVSQHvlSG5w4p/vaTdeaixNwm7XRSgkDDv3zRgvn33hLhSJf5hSq9QbLJNPlHU6zpL/lJpiUdmeuYBXrsRMl4RIlxbCFftaE5c+uAf70VjFK4CA4e1UgCRpoOtYrC9xQVz8F1PGrVcc465/Q7169Z8+uDweyit7kI4KOtEY7s+/j8D72EbTMHzaVzc45q1u0YCjD4nqbVCGnVB7huQMWL2Pmc4LaHGhi/AqqC5ygaCZf2Emdat2AAlNUdZI0TBXu0Ia6bfkkNDZ5veNvrZvmRCxT9hTZGkGRNk+55ZaPIxtUR17ysx59/xAX3eHnDJSLy0N9SZaGomAxvIotNEEuj/ZsvsyiUF9u7c1BnP7OkTwr8BOylxI/Ik0RLvXeSzaALN3yxyu79nlW5pJNQSzvdQghFBHzq7hquM8dbr6zT6daIYjEEbNsTINLWxSLI06kbcU5VHJW01ymFduw0ZyPA6Wtefk7A/1nb5Zn9TXqRz1wPvFk7kMpzI9tCIiQ1HxqtSmx2Odse3v25+V9801XfHOBg29OOTvXeiWq8ZHx0/1ntRoTvKoz2EcLQqge0Gz1Gml36cY8b7miwc38b4dfwHYeWY8HtJ260rioMbxJJ5326gSsWumd9ealzlv3pOALPEZwz7rBl+TIOHOniuSGuG+GqCMcJMclQUykNDT/kJScHVDxN/zhf8lJR+rgZy+LBQPm2JR/3W1ZRhrKWQ7dlGce0LiW7Wy7P5QeJKBwQosDPy4dLqlf3AsH9T/l0+o6dSSS8BOAeSil8Kag7hrpS7NhT5UsPeiwfU/iuKZg9JUaYUi5qNlfKICOJyiK4HSocSY3jSOvXnkTxVLvfsFLzkz80z1/cUGO661JzJFJoothybE2M58WMGMH69SOPBYPOO6XbWPJzXRLgo6veyF9f+8E4ksvNbXftoB/EXHGmx0u2ugnJ77F8Yo7YzPOBj1f4y08sI/Ia1ByHlmuoOSm4LcBTcKfmQJkCkQI5BbjKQW5ndFqDT99TNGqKZaOCY7MNHCVp1vpU/QDjyWwfKYVBx1aCOu2EkHNPCfnqox5UCqFtiWhNttlcatNZ/j9Llcfm8tg3QfYLAH6pspA8Oud/W8y5y134Za691PGdbjAdT3PPoy5PbHOtQiXzCK6UQ10ZWq6m6RraVcNkAw5PaTAOjZqk4hs8x7YyOqUpd2WAp43oMhbJASFRStthWsnPzKkrqRH6pau7hNER/uZGxfMzI0gkSsX4ruLskwdccc4xjJGs3XCSkfJwfMZ517xwgANc+UMvo9fv37B9+54THnpstn7smMf8as3KyQXGWjPsn+pw/W01/u7TywhMg5YvaTmaqmvwk6htLZhTGY7M+UoKkdOSItClSDwNLbAdR+K7duJyoyrxXE0cQ29g+Vfe3pb3ZUrtYExIux2zrBVB9M02mIkj7FAuMYvipgz2/P+JJenNN9uoLgXMFIhlHpL/j2KHfV5VWNS+80hefMDiGaFEg9I6e9dwZF4xN5M0gEiFnSqnqChoOIa6Y6h69qKUIAw1nV4MQhFrQeSC64gE5BTaG/MpHFLa6kMbve1QV6WktbV2bASPY5nx8Ti23/cvv6FLxT3E9bfF7J8ZQQrJyathstmk5UsWWM26rT+JUh4wtLv8ZgDfsmmDueWWG//nyy489Z1O+ED91E2CdSsWGGlNccfjAX//mQnu3zGKED7LalB3jDXMd+zkjLS8Mb2U6Icg04NVohmrjJak9szWltl3JdWKoOLbgwYEcSwJI0kYKRylcGKFVtZdVSW+2SO+5qyTQj57vyawxdJl0MGiaF2uM8nngx63PHY42zP0p+GKwqVWSdIrRuqiLFiSCAtRuZj4MeUDZzhRNPQ/kdLQX5A8/LTLzCDxuE42lypRvjxpP3Mv/TN2xPYgiFFSgJHJYCxbCOU4BicmmT6cgDxWQ/YhKfXU1p041jiRJnYkUSyJIkUYKcLIpVbxeMtVPc456Qgf+EzA3Y+OsfuIT+tZQxzXOef8M2dDPfLXKP+4SsJxAQ6wdt0Z9HpzDGYfY8OK59n2/DzX3upyx9fHOXqsxkRFUvN0tolMXWUdldT3qiKXzptMM+POLKkh7Oi4jJpIHEdak31P4LvgJadBkXz5qZtTPr9d4ZgIbWwEaNbg/DMDmnXDsfky8vK6iRwDx+vUybm3KB8YohzJS/Tlmws3i1YKxeGovtgMiGyDWZIIC4UFhVaRwhsug11KmO0IHnjUo9OVUM0rLtNKPjdVvBKFy3p1a4JIoMIYa9KaW8rFWhArq3rZiJ0Y92Q/iwZRyZh4JXCkJIo1TmyDVhA6OCqm2/OpVmqcsaHP772pzx2PHuLLjzf5+u4mXmWU16/bOEtw8J/Hxjcc93P9hgBvtlcPGpWj7wg2qX99/z/368/sbTPfqVBVipNWGBwZZ99mWvWVGeAXAJtNeChl/cgyfirJ8KnE1MUCXOC5dgaQ6yaWFYmFgP2iy9PH0gbbtOYi/UrFEmj7Rtp3EW0laiKWuEvx9lIySCzxoN9gmTJFyTeWeaInBVKx8SGP5OXalLxAS+T3X/ppCwkgK2Et6nIS+Z2tpTHEkSFShkDq5Hi2yR7tpIGnvMdKJ6nJIYVFxcbiRNkhr04sUVkbo2ufdE6gVINGNeRVZ/c5/6QeT+6eY/vBlQsznfgdJ560asA3WN8Q4L7zvB6b2PDAgakfndu280P1iTpsGZN4iclKmIyaiOLEcUDkPLsIcLuBzCdE5DUg5TS3PRhkwumEpTtOfnZIjYWKkbJcyJ9GlHxHvnilteD5SVwUspfH80ChdFuuhy/Gs/iW8L14U1n4QxHsDBVXZbcVqgpJ9fBCcid9JVkUHz5SBRTKlYsAL76PNOkWJ7Pko9igIl2gdFbTTScz52frguVaRk1zg1ZHJdYkjsCJrRKTehCFkUxcjW0w8xxNuxFw7pYuV175qjmntvaBAwf3L05fvlCAG2cdypVHe739b/zlnzrvjv27HnI9z6M7gG7f0O3FdLoxC31NFNv3qRQ2CiuRR28lMmCnbzazW8hAn06NsBzccaz5UDotIrOMkykgTem7Km/CMqwtAnfxay5tAAvNDsPJnJL0N0xlKAO9pJHzjYFujnNbGewFzZsCiNNMZsbcRV4tmJXKlj8TM3SmGPpYSp9P8RVmzc86mSWvrcNrWu8iRIoxaX2+SezWJCVwZ5p5goUUI7FjcLQFulI2gEWxoNNVzC9IOj3oDjS9gQSteMVLLw/HY+eNKybGj0LzG0H4GwN8+Zhi6shezj194/7NKzs7dy6798SF+QWm59vMdBTTc5Jd+21hZu4TLrII7Do5aNMjMwVIxoNFPpktA3i6MVVFcJOd4tL+y6UF7qXeyWKOUQRn2dD+OJp44bbFwvnQ/XgBq6hwHO/vRbAXgDbsW1imKAUPw6UORfOCX2HyWLkkmVGUFOixIZbaVoamQSc5yFKjzUUqUwL49EzvKgtmVwu0o3FNMm/VCIIQ9h+JmZmLmO1qDs+F1Bo1XlXburPe3Lh/x469bN26/tsHOIBSktvu+sKedqv99l1HTrtr/+6vcdrmActGJUfmAu58VCFiQa0CnhS4rh0l4bkimb5m+bSUeb13/kWlsUdkxoqqoLw46amsYKovi1G8FEKLlGMpsOdbwiV9vgsHX9rAwfD9SpvLIsbFoqcreYIvgael0vCLzH4WceqCLp41ORT7NwvdPMWDI+PiSxxQRpd5UfGAKnxXFtzGjjCMIVYpwPPiKiE06YhtaVji+7bPIRKZ2HEgVCLzI8fYhI7raOqViHq9y60PucxMOzTrMWdtjTn7jJHHPefZn/zyV+/Zc/rpS2vf3xLA22NrmJ7p0WxVDow1W18+dnj3ZQem5jnlnB7TwTz7ZiYZ91yqvgWi59jRgr4n8VxrqeU4IpOZch5nf5J8EEXZUMkc3E5xU5Lawg1dcsepPH9nP+ECcguSSNqqVprWAIsi92IgL1ZYigcCBfqV/+EbgHvR7cMuVon9MDloIfcqlBQitylsSoFyLXhBOx9qjLDTX40FevLsRbP93HDfZNFba0McC2JpiOOk5CKhLrnFh8iUF60NUayJtQ1qAoFM9mmeY+fwGG3v7zr2Z70aUq/P0jM+e46NcsWqgNH2KDv3+O/euee5x9/9//534L99U4DLb3oPYHSkyqOP3L/Dr9b/58rVpxIEA558rsf1X6ijQ9dyJ2lfnO9KKp6tOqxXJPWaoFkztGrWM65ZM1S8pBUvqZfOuTilBFDRVH/YFF+KXBhLr0PuZbjQE3z9KddKYCpHZQrQ3O97aCRJgstMQUg3lenXJnJZsCgjFuXCMg//Rrb4OdCH9xAlLXyRxl1sOk6NN3P5tOgjnlOYctOD1pJ6Dc44OaRa0znQgdgUcE8O9IyimJSmJJfCrByjTXLQmRzckaYfxCx0Q+YXIua71phnoRez0I/pDQy9AAaBIIgEcSwIY4mnfH72VV1O2DCLNpqzTj+Va954JVf/yMtfCGyBFxDB09Ue3YB0Rx645CWdG2++bffVH/jEbqZmm4xWDb5ra0U8R+L7impFUqsIqr6h4ht816Z0hTTEkWC+qwijZKiSsZuOjAuXsptFm+bUJ6MwEUKmTlhFz0KNcgyH5+DuR3z6Cwoaebvaou6dJajKIua61H2kyOlJdiAYK7UV/k8O9OOAu8AHzNDPIi0pd9KL7AjIojcFABfUJU0arVPQWyk1igW1luHiswJu+FzMvrkkghs7RjA2ydiSLHoLYmOIk+ta5xHdTlw2mTdLHgzsmTk20O1pFnoxUWy/S6uSaXzPJuaMUcgkgx34gkGgmO/WWT9R4T9e1eVofzO1kVNuPPmkrQ905+e+8wDfvHE5erB9j/BO/5XOZx9TZ23qvhYzw/1POTjKJmQqvqJWUdSrgkbVUK9oqhVN1Y+oeBrPtVVkew567D7gJyPirHVxGoNTQ09ViObDg6xKE5DTVH3aqSLteVc69kNM0JhcyIw2FxncpwfYEu6yxaifgZmhAyIJ3YvY+DeTUQRlzkvKeYWdS1mkKaQOVuRUgjRSWuAs9kBZwr/QnvfACKLIoGNdoCmayEgiA7ERSWROqIouKClGJOBOuHkygtsSLJmA1dJW34Xnjmj2HrZFd75rqLiCiieoRDb6G2MQwsFVgoqnCKOYXmC45zGHRnUN55y94qaRTef9ykNP79977slrXzDAXxBFye7sb+XAnkf2vu3Hz3z88osaPLa3Ty+wM+urvqJWteBu1jSteky7ETHaHDDe7rN8vMPmNUdpNJ7nzsfneWZvwEIvJIw0cTbZquDPLU0y2W8JM8/M8DN31MotmG1z2559iif3uTYdV+iXz5IYGW8/DsfObjtOBrO08cypD8XbihS8GM6HpbvSRZQUFF2K4uX7WhoxZAlh8n1jEdA66/gR+YjwUHLy2oi1ayMgBhOD0XbQkxHESZ9rlFKS5EDS2vaB64SW6EQw0IWdrJS2Ub5RhZM3hlxyzizTYZcnDwkOzEqOdWBmQTO3oJnvxpau9GIWeoZuX9AfSKqeYcvaIxzstgnc8x/fv/2Bbwnc8C1E8HStXD8OrPzj4GvPbvK93jXt6hzNmqRRd2jWJa26pt2IadYimvWQZi2gVe9Sr3Z4Zv+A625tc8/DNU6YjOkHCtfReK7Mgl3KxYuUZDEX11nH9rBTrZQajWbbLp+nnnUTb0IbxdMkRslck1yRKQJ0kdKSRugioNN4veh+LPp7cZklrpc4+JCqkoK9eFBYY58UWHZM9qLEF4WDBrJMb0pTwkBy8uaAEzcGPPhUTGRRi5GGUIuMa2sjMmpio3eZk2cRvqDUSGFVkqqvqXiGl58d43lT/MNtXZ7cM85ooBir2mFSWhuMifP/pxQVX1Gf9Vm1bCOt5ZtucNun/rHsPfetwvVbB7gQp3DDJ2+eXbtyy1vbzZ2r67J3abupaDckIw3NSCOm3Qhp1QOa9QEjzQVq1XluuEPznuuXYRhhfcuCVZu8rD+lCHkxVnEMYe41nk80zg318+5t20CrjWG+JzGm6AWe+oAXHa0KvaCU6QlDkVoOXRbLh8lmmSFjzuNQlBR8ogheUaYpqXohjEAY66dthMhGZJfqUQpuVqkZZ26Mn1wvTktO3GYVgmbFBggb+jXGGEIjCLWdxpDSlEhb99eMpsR2Lk/Kx9PNJUnXf/q52aRNlSvP63HVhUd4z4d7/OvtK+hGFZbFmkinm9QE5NKWa1T8Cq2Rxlc2rd/61qB/e/eMC3/4Wwb4t0RR0nXN669CCK/7C29+TbB21QhjbcF42zDejhhvB4y1+4yNdFk+Pku7OcUNX4r5neuX049HWV6DdsXgubkXdElBSadEFEahqDRNLws+48PjuwuWcQdnJP/4+VpivKkyhFqzn2/Ev4//+6LsayELu0hmLFIWxNIgL2Umh6hHAsp8jPcwTcmBm48zGaYxxSFVsjDHJ53Kloz+DiU/+8M9VoxGFrkmAhMTGwgSkEfJJV5CQdEJOEu3DSWFglAy3/WYmWuiTJvfe9M8P/ny/fT7C+ydFRzqWMoy3TFMz8dMz4UcmQqJabHxpKuDRt3rnnHOtw5u+DYieLpOPGELxuj7efWZF+185t5qxQuYGBkwOdqjXu1Rry5wZL7L5+50ed9HVhFFDdY2DWNVQ70CFTfNdMoklU82Tbs4TFYWiuedYl/fcWZjChWz74jD3kMu6WjuNIJnHiwFSlLi4kP0pVRWgFgialMAey53lupVCpSlCO7M3oT8emrsmoFaFLTxIX/wzC7ZpJEzneOzxOZSD286RTZPU2vJumUxaydD9h2NMCYCHWGkItSSUFoD+yx7mdAUbbCqSlIum/Hx2CQ6uS2gCiJBL5As9Fxcp4KUhvER+M2fmsNTz3PzfePsm2kz31e0e4bloSaKIkLt0xg/sze5fNP9Un5bcfjfBvCx0SbGzP/WSy68xIhw13/pTD9TGW3N0w26tJtdntgT8YcfbvHVpyfxnRprm5qxmqFZhVpFUEkSQa5TSM/LfB5QmqJ3pbZtTSqZXiwT62ZVcK0tjA+c68P1N9eZmi1MdUhGdGdTHAr0JOfb5rhT1I4XzbPovQjsQxnOwm4z8+xJQJ5RFMog11haIhKbbpn9LaErpYifAz4dDluK6AVerovR3AiiSDHejnjTaxZ4YpfPTOSCjDFGExhJoMEV1v1VaVvvHYm8hzaWFviRBic2xMomdVJwB4Gg70gWlEJJL0n+CEZait9+8yxXXrSf37++zzPPNVE1yZGui4lh45a1/fMvvOT9nYH67YnR+rcNcPVt/0/g3e/+I/OOnzvvy/WqVFrPX/TFh6fU9V9w6Qy63PTVGp+5ZxXNapVVCbhbNWjUBPWKpFqRVH3Hdut7At+zczjtxVYReq7Gc23q1nNS62aN60TWwtmJcJ0IR0U4ToTnBTy9W/FH140w3fdAJf2Fws2K+H1phRU3M/3J7Xmzst5iFWSmyyez01Wedc1uK/yUiUYukyhepDAp2IfrW4ZXlkSC7HGGqVPZlatYuZe6/aZ5hbS0gcVGQOkoRhWzbDLilgcqHDriJt0NqVGSKM3cSQ/i4miRYj2RFLn5UdlZoGz8qY3EcxSnbgxoVjtMtLr8zCtDNAa3siZYvWb9H+/ce/j3X3HpaRH/hvVtR/B01StTQXtz7X17DkwGj++I37O80Zftep/Dc3WaVZ/VLc1oTdOsCOpVQa0iqfmKSkUlKX2RAdpWDxpcZVuZUu7tOLas0t4WZ5fUZzydSa+F5uHtPgePFmZhJvp3NoeHos5tymDheJvIQv16egaQOS0p3V+Kob8vlsJNUp6Q6teZVM8wVUk2mTp5DUnyxdoim8zwfnjUtylEaMu7SaJ68rd09HcyVzOOFSsmAs7ZOuDxbRUiHYEIMUIRCIdeFsGTRobUmD7OXRGiLCGnkVECfmz3e/oJGKOyfYClNhLPNYw155ida3D44BiXn1bT++Yn3/N8p/nn0exc8G/F578Z4CNrfpHPff7WnlSbb7z6lc+9uxLdwqGuw9G5BqtHNBMNTauagtum8Ct+Am4XfM8K/2lTg5sB2iRjDLU1iEkmSzgqzm5TKp1JbyN5P4CP3FYnKM3BPA49YbEyUoxQYtHthaicXEodSUkUL5b/pmn+RQDPipqSzaix3D9OnOkgAX0yQSGttdHJbVrYkdr2etJsrW2ddbaRlIs3pCaZ2WNkssk0dgKy0Qo3lvzUK7p89LY6URhmn50Wkr6QuDHZtGMZF4ZESQv6/GyXJ9/yA1ra/s04vUAYWZC7yjBS03T6Ljd8SfH//MxF5qqz1tzYWej3Lr70tf9WeP7bAQ5w8gnrWL92/fYHH5XvvO/h8z/wsZsflm7gsmLU0KoLmlVpwZ2YtnhuQkkccB1LS1wnAbSTduMn3NuJcZWdKuGqKDHft7REJRfXCekFmj/9aIP7HqugMxve8gx6RT5/8Xha92LeLbLInd2eJkZTsKcUJYvg5erJ/Isu1JEkUM9mPWkrY2aJIp08hy4C2z6mziL5UuqKKfFto002KNZGbJ0fBOlkZG1HjFx4Wsiv/fQc/+MjI3RDB0QIQhIJj54QqLhw1ouTstdMphVJwk1kFS/a6KxBwvbQCoLQTn4IQvt7FEtGmpK3v6ZPpX2yHptY9U5ZOX97w9n5nYDmdwbgGzadyM13fT0457KLrt27Z3vtvBNX/MXXnzjMRNulUVM0qg7VirQbywKws1pvRSF6J53WCfd2HY3rJp7jbpTw74R3qxBHhjh+xD1Pu3z40w26QZGeKAQypycy31zKIj3BLI7YLB3Z80uu2+f0JQF2Qf4sghuKkl/+NyGwc4mMyIXbQjGkSDzYszS9GSqAKsiFeqhupaiBaykKUTylMIpYx8SxoupHvOm1C9z2QJWvft0tRYABLum2Oa3ELBmUSoOMRFb4ZrAKSxQZQqUtsANJ35X0B5LBQDIIHcJIMhhoAlbTd0b+6+Uvu+xazH2xkBd+7wAc4KrLz2R25kD8+te+7tla86H5Y7O3NX0WGB/xqFcl1aToynV00syQe5BkMmCmnuTA9pwIz4nxXBupPddOmHBUkP0ex4a/vbHOrim3MOw1n2JcrD1JM5nHoydlqa+omORcueQmm24yReoim7wEygBPq/CsWmKS+UKppJLcN7E3J6EfcfH5k5msKaeWsiAlykQqLN0nBbTM5cOhRE+qjxuTuMJGDhvHQn7x6g73Pe4RhflRaAwMcPOqyeJnJ/Mzo1X0kuxqNuoxMXBSOjFxknT7km5fMRhAtTbCSaddMT+56txnn3v+ULx29XcG3N9RgAP4fpUvPdq9aesp5/7SawPe//hDd401/Q4jTYPv6qztLLUBNgbipN9OiLSpQRe4th2B4rlhdnGdANcN8b0ApUL62vDJO6t89etVtHHK2ncSaV2xuMAqB3XyelhMUXIuntog5xFcJLQkU0+kLKkwxQieRmudpClT3dgkufj0OSw0hAWFFKDz1xMLgdA5F9cJdSlH73xjWtpsFubZZzQl9QRMpq+lm02lYi49o8+Pv3SBG++s0xsIW1HlaQyaPp49EtOAUajfj1VSdCXSEoIkd2QK1EYKXBXjuYKKZ2g1W5x0+uVTp515+n+GQzdNTS//TkLyOwvwSnUEgKnpuetfecVFjqf0H88euGNyvD7N5GifKIZOr4IjbYQOI8Vc16XXz9XKNJK7ToznxvhuiOcF+O6Aqj+gWhkQEXFgBvYdcbj9ngrXfbbB3oOeNWQRTnKxtSfFKcaqQE+W4t+lSF5QTYqcPKUjtsM/5d8y60Qq1rOnZyhtQMRpzYYhjjVRZJJawZTnG5QRKJOrDg4JiJPnz1UTUaImabInBZSUi8trl1JXik4EJuHjYaRYvyLkD35plk3rI754T5Xnjngcmo4JdITxY/peBYPKzogqsQ1xdXoGst/lIIT5rm1Odx17EMz3Y8JYMNGUnLa1yctffsmRk0697Df6/fD6avWE7yi4v+MAT9fYaAsTzV33mlddKD9/84E/mjp0x+SxzgzL2lVqFZflo/MI2Weh7zHdmaDb9xK924LCScYV+p6N1I1qn3q1S3cQcttDkh0HK9x+r8+2PS5P7/aIjEySOmUUShhSTxaDN9eLyWq8y83R+YaxzMELakrR4Cizzch5vjEkGyobuYNQE0U6kwvTs4GRYJQmJeJC2BnucWKSGydc3HL2AuC1nVEpk42oSX7qZE5mzrftZtaUIrqwG81stKAkDBQbl0f87lvnuOblPZ7Z4/DFeyvsOOBx71MN5rsRA6/GLC5KGOv9rtJuHdt07jqCQaQ51guZ7QsUHqvahlYjYnysB3GFC8877ciaTVf85rGZ+LoVk+3vBhS/OwAHEE6LL9xy87XSGYmNN/5nH/2sGnvleVUuOG2WR/YscN/TDkHPpe1L2nXJSBN8zxZPOU6M70b43oBWo0s/6HHfw3DjnS1uvr/G4WmXXjdJB7rJbmyJUYEyi96FWegpgCkXW2UFtUsqKYWsZSHxk3q55A3X6cVkbgCpaU4cW1ns2Iym042JdSJVKuvXp5XAqBTYGiEkOk6pSdKlXorixXayhIOTt7mVqInOwW6BnYwS1AIj0xEkabGW/T0O7H7itI0xp2/QXPWSiEMzgs/dv8An72zw0PYRpnst5oSLL6HiJptgCb4nGGm4bFwdc8X5s3TCLvc+VePQwRbnrKny0nMjth2ZnBodaf36Iw/e+Q+vevVV3x7IXsD6N2Uyv9m6/sP/xK/84kWPVirtfePN0VctHz3o3/10n7//TIOHnx7h0OEqrpDUqg5VX1CvxNQqEY1aQL3aZ7TVYRB3+dMbqvzFRye47WsTTA+aRKKSnPMKbQIZ77YURUiFK8ktyKTJXJoyj/LSpeiXmFvJpZ4uKd9WSmY/bZO0LTNILS5sBhY8V+Mnnn61asx4O0SqAQ9vjzk8ZVu7bKF/IShQLuaimEhK6ZIsKjhiiQOxSMNM7t+YNgenzgTFppHiqPXE41EIMFoSBB6DQQVjKjSrLueeoLn49D5jzR4PPamY7/tI13oZVl1D1Re0apKxtsvmNZLzT9KcuyXm/BMHDLTm6V2K1StOmB+ZWPFLMwvdf7rmx64x3ya8XtD6rkXwdEXxGt2oNW44/ZSD0dM75//xjgf3V7ZM1pjyY1tTIQ1hmCQqBHhuTMULaDcXCOIuf3JDg7/91DI6QYNaU+EpW6fci2KivkYEAaCTwa9544QoZi9FmUtnm8uSErDEfUiTNmk6vFAPnunfZJ3/bhK5XVfjOwbfi6n4mpofsXy8i/Q7PDfX4uixGqtGNBUPKmktdQbwfAaPECajH0XbBp0pJTabqQtqSrrJSylIcax3WqOitShEb40u8P5s9IgbA5Kop+gOagwCD2MkjopZNdbn7T/Sx+gj/I+Pwlx3lLqjaMWpZYSlKNoYpuZ8puYlU7OSK06ZZ+Xkyj7esv/Y9MY+3hv09LeDqW9lfVcjOMC1193Aj7zhZaY97jw9Pd18ctPKyo/2+4ecIzMSgY1+7YbDSBPG2hGjrR7LxuYxYp4/+3iDv/n0KmLTZKKhmKjAWMXQ8gxhJDh10zy/87OH2bhywI5dLr0w8biWHlJJKhIqMvfYy6P48SO4LEVzkZkW5dcTK4wkqrtOTk1SJy7fMfi+puppqpWIZm3A5GiXhcEcn7mvwsGpGpXUim54E5vWcRQ4fhrF5RJRPLW/yzfEaYbRlPccpT1IIcpnpcc2M+x5AXOB5tqb6lx3c42JtqRZaXJstkV34BOGLoPAxXMUZ20NcZ0eDz/j0A0q1D1Bwzc0q4qRpsOK8YiqH4EI2La3TyRP6W9ct/JN7eXVTzpyPv7Ja37quw2/7z7AAf75I5/izT/+0+a1r/uRp7/44N5n5rveazaOz7sHZnt0upK1kx7LxmD5WJ+VE3Mod4a//FSDv/zkalxRY3kdxqua0apmrG4Yrwu2rIGf/9EOP/HSLi89u89CoHlkW4XQeKBcHCWpSjupLTXgX5qapJ6KYgjoaXRO0/IypyoqpSip81aSqHJsc7XvanxPU/VjqpWIRjVgtNVlZqHHzfdWOTBdo+rZXtSUamTFS0O1LCl4VQHEsjjuRYps7yALIE8pyTDYU8qSadeF0mPPiQjjkA98ssbvfXA5Dz49weHpOq1qi8GgTn9gB0/FWhFGDq6jOP/kECF6fG2bSxD7NDxoVgWjLcUJGzqE+ij3PtbgonPXdLdsGvvZl/782z9+1fnb9DU//pP/HtD79wE4wHUf+hem3NN473+de9KPVuzavGbwiq8/O1Xp9zy2rvFYsyxi3cp5KtUp/vZzFT7wqdU0lM/yumakYmhVDa2aYLSpWDnucuZmlxPXKJSCdjNkrDngs1+pMTuoIJSHJwU1lVo5D0+ZMENAF7nBULFSUFEwBk3BLxMDd5GpJm5iM+cm7gGeZwFe8WKqfkTVD2k3ekx3+tx8T4390w1qHnjpaxLpZjM/uES2Byhehg6IAr3KywpMKbqX+HcB8Pkcy7TBxCbTji7E/P4HR9h9ZJyRdo06PjqqgPDzRokkQRRFDkK4nHdCBKLHAzs8TOzRrhraDYf1KwJme32eObBltlbf9Auvee3GG6a//nkuvOxn/r1g993n4MX1V7/90/zMFR9m1Tr9zy6b3Zddtu7Pn3ly1/jEyBwrJrr4/hQfvMXn2ptWsqrmMFKJrSauoOYLWjVBu6mYGHVp1g1B6NDr+4Shh8kmIEuEFHYGZtriVkgpL85cFvXuJXous4RNIeM4rJ0P9Y2WsrGOLRSTKnHiNXZzGcSSMBaEMbZlK078RRS5BcMSPZrl3sxUMUmbHwx5p4/JVZZETZHFGhRhX4dKEz5pVhOBFgqlXJoeVBzD/IK2G2Ojcq8ULegPXOYWKjRrVd525SyxmeLDt0men67Qrg84Oj/Jhi3nHdsStX819PnnP/+r5xld985/T8j9+wIc4CWXvQmAqWMzH3rzG5Tz1En3v29w7HOTy8eOcP3tLh+9dRmbRxWTLWs/sNDXOBIqnqBWVTTrDq061CsxjpOPCRyEAo1VURxha7/zmm9TAvfxCqvkEreJDNEpugs1IvJ4QE9rbJLmDBkjRfJak57HwIi8DazQLZPaD+vUPKforJau1DOFtPtHYIQpbUIXjxvMa1ViLRBSJm5UNoNpRwI6SCPwXU1qxx/Ghl4/Zr4b43uObVJxFa4yxLGk01McnKqybMTnzS+bRohpPvS5MZaNj7Ns3RVHXnLBxe8669zoQ41G698bai8OwNM1Nj6CjjofvOCCC8TMwYU/+vK9hyc/cbvLhlGH9csUy8ddHDfgkWdjFjoK18F2WlckjaqV3nwvwncjPDfg1q9VmOpVEY6bTU32Cvw7V1JM5m+SNgsM15ykG7mslltAcTRfelOpJqNQLloawpRKdamVHBbk0VAfY5x2p2cNvCIZsJqiWWSgTlfR3i1Oun100jusZQ5sSLrw04pEbe3S7B+VdS9QDkHo0qo4vPLcHnc/HtALXfqRoDswdHsR3Yqk11c0a7ZOaG5hwMPbqniqwtFxl3UrHF53wUF2HZRcftHLjpx/wcW/2R2YD462Xxxww4sIcADpNDBx99r6xBWRaXh/ccVZ9416Zo5lY5INKw0b1kwx3YeHn2ihpK1GrFWhUYtpVEMa1QEjjS73PGn42B1tFqIa9aqk4Wg7CtxJxxeWozcUAJopDOWOFCsTpgi3FYdpDXdx5QdHYqeTFR/ZTn+RdPznY1kBLCDjgudfnno3mYlmCdCFgzJrf6PQn6lFUiee13+YtNGhYKqptT1QtJFomRGxpNtH0274vPGKPrd8bYaHtleYrUiavmahp6lVNL2aHbzrORG7j3T4wtdg46RivivpdKucuOU0fueXz5levvKCX9Ox+Mex0dqLCbEXF+AAQtV4/qi+/vRTLp2aPzq7uVWL/8Qs3OGesnGOXUdDtj/XRAlBxbdtbvWqoVmLaDcGTI52eGhHn3d/sM32g6NUKx5t1w5OqiQJFzehJ0ApGGbPTzEC55u5rI8y/T/Jqb7ovpr+//ThcpUiTarko6xzU0pLojUFI51hazbKz1Hk/3m/JwXLCdsILIRIfLkNSguMMvlrTF5kSlOIIU4aJNI+UYGhIzXrlmne9wvHeNff+zy+Y5yGJ6j59qzZ6yu6A4nRis2rNV4t5O5tPY51BG85+7LQb3i/vmXr5c96XuWzQngvNrxefIADrJqQeseOHTe9+lVXefv3P9Xdu2/wN0/t+4o4MN2R8x2PibqiXlXUKtCsxYw0A5aNzvP47gXefV2Tu7dNUKlWGPGh4WqqjqHi5tMhBNb2IIztF4w26AT0okAv0pqSktUzJG1jSU22zoGYrUUFWQWTUJmUjBbJRammWxQ2hHlULj5BMfmU0qD0zGMrMm2kTt2DpMwrCyno3UrahFoY2Q4bADe2A1lJPOTSUtpzN8/zR287xLuulezcM0LVhXo1ptfXdLoOU/M+I22fjcsjVo36+g1XnmlO3LLpl0854fR/eP75A8HGjVtebFgB3yMAB9iyZQt3P/RkUK1OXj+Qm+8Y0Pnx+3cc+IOaM8Wm1U7iWAsjjZAV4/PsONDhd65r8fCOccabLm0ffBXjKvAdWxvhu+C7NiIv9GFhYG2bXcd2nxhy8OTTJWTST0juy5dkDBGgTApysTiSp1bOBcdaKBj2izw2l+zXyCsCF4/hXuy8aw9CsgMl4/ESDBIhbWlyaiwkpcFz7KY8jiXdvkOn5yClnVydOudpI4hiRRC6DEKXMzd0+KO3HOJd1wqeO9imWYOxIKY7UGzf63DiBp+fe02DQ/Prf+eK8zf868j46L5ef0ewceOZLzacsvU9A3CAi885BaB37Q0f3XbyWeved+DYuHfe1iO/tWvPs2p6PmbTaoflYwvsOdLh3R8e4em9o2wYFzQ820SRvSlp8BwrLTZqtsk5JmJqT8SRjsOIb0GS+mnbYnxr3u85VuPW2qADTRhptLYSIMaCxVE6S3+nUTMTW2TOyTNj+CLIsffXDJe7ll2tIH+8dIBTmlDyXBuNYy3oDwSD0FYQKgXGTSK4I7I6bEdpKn5Ivdrn8Ixk54EqOnKpJXRPYh/PGMEABzDMd33mO1VOXDnP7//MUd59veDgTJPlI5pWbYCREbPBqfHmZRPvba+eed+Bg7vj1Rte9mJDaNH6ngJ4ut52zU/woX++Mf61X/qp392z/6Dzic/c8V/rh7f5K8aP8twxm8J/7sAIZ6wWNCpJpDQQRDDXTYcgWWmxXXdYNuZx3skDLu8d4L//4wRzQY2aZxGVRm/rbW4bor2krmVqVtPpagwGz7GWB1JqYkeQGbJmr3rIrzzh3alyM6R/JMY5IrFdK2vc6Ur3B2lpQQruqqfxPFuw1ek6zHXsf/Jcq2UrSTa4CWHLj2uVgCCe5/2faDAzZThvq2FyTOIoRdXXVlkC5hY8gjCdHm04MlNn/fJZfufN0/zpRyVH51tUaiNc9eqtg+XrXvpnterq373vK5/mvEt/9MWGzZLrexLgAD/zk1ez7+AxVrQrv/WWa35YHj188kVH9t4g3/+xZRcdOxI5Z68TrJ50kFIwMx/hKkmtYjjUWeDxnRWaVfA9SaOumBjVVCtw8YaYVrXH4W7NnpYFhchoN7KNmpUh201NtRLylSdsaUCjajvFHSWJ49RVVZQ4SnGsSimCZyBPljHY/hhbODYcwbNVSD7JpCzAdzW1akyrHjLa7HL/MxUOH3Fp1SWNqgMoXCXwXSsZ2kJLg+eGTM8F3PNknY2jhqOzIRXfp1WTCGFoN3o8tguOHKtR9R1cVzMzB1J4TM06rF8B/+2nZPShz47dc8Elr9OTqzbfszBX/S1jDiPEshcbLsdd37MAB1i7Yjy9+pvv/qubMOLy5mmndP7PqWv3/If52SPylI3z7DqsOTpXYc24y0kbYhrtWd7zj4IwruA6klpF0qjGVP0QIUzW+QJpdBQ4SuK5iopnVZqxVsz6FQuMj03RvaNBOFdntYxtMZVbmGZQeK1Z8md4kymsC25BjrEAN4nPX3IZ7s4p8Bl7ECblBhVP06hGTIx0MfIID+2dJJqTrJtMZt84As+VVCKIkvnv9kxlX0uMoBfAQk/T7WuCSOIoQy/s8E+3VxnxNCeuE2xYFXNsfoHtez0uObONU9uozztj/GPXvdf/+V7vqflG86wXGx4vaH1PA7y4fvc/vZbn9++Zr1Ur/2nn7s07dmx78LTx1nNXP7RtJxtWeMTELPThnJMlP3R2h689WsVzBfUKNKoR9WrIwiAk0qpUh5JGb8+1JkT1iqZZi2nWA9asWuCKszWf+mKD8bqgGiUzQXU50pYTRYUaj4IeLmXxf9hsTJQa4RhTlgopUxV7IFq/GM/VVLyIsVaPT37V8NQexYqqYKFna198TxJ4iSVDJIlikU2DVlJSq4bMDWp0e5peXzMILMDvfESwa3+Fy04BKfvs2AcVb8Cq9RtoTa688aTTznmc5sq/fG6+P79547oXGw4veH3fABxg1er1AEeNefr/PfvsV6+/98FdXHDelqu7sw9y670zjFRbHJtTHJ4W1HzrotWoaVqNkGWjHT58u+ToTIW2a50l8qnK1iPR92xXUcWP8NyIuh/Tqob0Q8Mgsv4eqfEkUCw/LzcZDDcSSI0Qca6iGOv9F2qHKB0JUpQKM26fWjLn1gyOMrhuTMWL6PSM3WQ60A8Mg9C2w4WRSepcEpBHkiB0mWwrrjxvjn/6fIvVbUGnZxWR3kCxbBTGW5pG1bBy2SyP7x7hFee/glUbNt84FZ/8nw8NOntOWfO9S0WOt76vAJ4uIU5iz3NTe1avOufXVo6NXn/w2OpfmQl2Xr68toM9h0Me3T7GGWugWZeMtkJWT87z8LM9rr+9TRhWaNSSLKdjp8C5ySQ4V5nME9F1NAidZQXTcR4mZRtQUDnSTGASwVMHXBVnBkXSjWx7f2ggjECHhNoliIVN25vcd9s2JIBJEb9ovIs9eBxlZxIFGoIYwsgQJZcwEoQh1gAzUvQCl3bD582v6PDErmn27h9lrKGZ72imZh1O3+zSbg8YxMs57dTTOOfiTXfF4bK/POeMDY+aINoj/W9tssL3yvq+BDjA+jVjADu6A7NjxToeP3pMrTznpBP/95PbH9yyamS3atYEo03N+hUL7DzU4X0fafP0vlHGahLfjW1bmSdyd9usMyctkooRQhNnkxIsqov/FrvK08pFG72TqkIZ4zohFX/AUzsFt9/j8/KLu3SM4On9ikj6DLSyKfvCLJwM6KYwJCDZvGYKDcl1ExNq29Ac6dTp1RBGMEjMduzFodOrsnVVzG+/6Rh/+GHF7iMtxtsRx2YdpuYmuOqlJ8br1py1Y3Q8/oUTT73sALCtOGHu+3F93wI8XTVfAGwz+sg2raNXzw3E6t9/18s+9uADX21tnNxT33Nkhg/cVOPQ0REuOTFi71Fr5VZxBTVP4nsKmWR20qSItXGOeXKP5BN3VfH85MlSSlLIKqYGoblJf5o51HhuRGwGvP9jHn/7yWWsHol4769O8bbX9/nAJ0L+/maXQdQg1HlWM07mwOfj+fLNZ3H1BpKrL+vzsXsG7HquSaytIWf6OuMY+oGg25fUqwqtBQt9eGbvCOuWwa/+h1n+1ydgpr+KFavWL5xy7iVzE9MLb2yObNyvlLPn+x3Y6fq+B3i6hJzEGL3nxBNX7Ds23Tl1coQLx9rn/t2n73g8kvK5sZef2Wn+0PnP8wc31Ah6HlVfMdJyqFUUQWQIw8TpFVBS46qI3kBzcLrCeN1+2Wnm007qFZnlXOqtmBrypwVWSkXsOqD584+v5NDUGJMTfXRPsXp9n195Q5cvPdLh8edqxEZmqftY2xJVazNhMpAPa+RRLFk2Iqj6IUF6nyTr6br25/yCJtZ2LyJFxHRnwP++qcFV57V55SXL5//bfzxhamDOc1aMOm9ftnLjvavX12e1Riv1gwFu4NsbYfK9uoQ1+9HNytz02jUrb6lWmyf86T/8n81/9ltvfu+bf+zcJ3ZPb33k1PXt/ua1DiNNyeY1hrUrusx2ekzPa6KkBdZxNMoJeWqfi5A+irw0NUu+KOsF4ruGim87dzzXPkBa22GM5h9uqTPXaXPSCsXm0Qb79q9hx97ltKo1fu7KWWpSZ5tIjCGIoB/YTWMQJhOCEwDb90hSEyOJYp9T1/YxOiaIrRzoKMlYE9rNPnsOd9m+Z8CRacOxToWF/mT/yosnHlHtlzwxsfEd733yifdvHhlpnjA2vuKWXfvmpoUQP1Dghh+gCF5cfm012DKP7o5n9yKk8yfhrPyTKy89Qb3pNbW/eWZP/4T9+6YuHa/vUYNwjm4oUQNFHLuAHSO993DAdZ8fo+m5VBxDP7KbTARZP6bnGiq+pl0PGW31CCLJ/EIFYwS1SoA2ML3g4SqXFU1Nq+Yy23E4OhOxbKzKSK2DEhpfQc21TcszPcF0TzBhkqxlqJNIbqO8UgbPjQhjSa/f5C2vnuG+xzvMzY1AovO7Tki1ETAbKBpulVp7TWzqK75yaKayza3Pv1MYGUtV5aeu+ZyZWLa++2J/X9/N9QMJ8OLasnkd5LpHNOjN/fxLN/qjhw4d/cN77v6cp9Qz8daN7XNa1eq50WCawWCBXQc6fOSLHs8frXDGKli3OmLb85qFvosSIldfXE2tEjPa6nJ4rsOj21u0Kh6rJmLqlYBYW37vJT7ojrT+2P3AIQgdIq0QEqqeoV2HFWMO1Vafh3fHHD1Woe7bMXthqAkjidaCmh9ydD5gx746m1Y0OGF9h194/RGuu0kQRVUa9TpebYJ6I/rayuWdhy4/e7N62RWvDKqNif8ehYPpyQnrIPX2F/uL+XdaP/AAH15+tQUwDfwiwD13f5mXr+byqh++6uCRzhvbtc6JT+4+hOvs5KTVARuXGV51XpeFu0Oe3dnGcz3qNauZGwM1P0LT5WNfVjz6VI1XnKWoVyUjLZcgdDEmMd9PGonTljFtrAuXowR1z9CsSdau8Hj5S3psXj/L331K0Q08pIAgNHS6MUEoUDLm6T0Rn/yS4scu9Rlpt5iotfiNt53EgSMr2bC6/ow2tY+Nj1a/sGmTueviSy59sT/yF3X9Xwfw4XXRxZcB3HXk6PRdqzfwZc8JN5v6MR3Mf0yvXFHdeNEZ6981Wn2ai84UzEzP0xvMs3ZywHwv4PDUCFvXRjy8I+Kuh1tsHBOopFex2/PoD3yMDsnZu13GJFMbpKDuSeqe7dYPI5ia9bnitIh7n1hg/z6X0ZZgqtPhwDHFmkmJ67WYmNjASVsd1m7egqw+876dB8Sut7/llbIbrZCtuvsscEu9MfJif7TfE+v/eoCna3JiFOCW9PfZmWMoVRnpzO2/Z+ZojzO0DKutsf+yYkS+8vRNAVNzPe69/1lq1S4LkU8Qj7By0mO0HfPIs3Ns7blMtAX9QcRgEBKGgigSRKEgjkOMDtA6RJqYleMxW9bNcmx2kl7YYHKkycpxw4EDDiuWL+OSK05mbsHjzM2SVcv6tx6OB39xwibjrl5/BhvXX3nX6i2Dmfb4+Lf/5n+A1/8P8OOs9sg4wAzwaYBHt+1n5Saebvhm+bKRWLcW+jz19CE8T1Kvu9RrPmGow8svPfP3bn1g/kfqbRk2xjqcd9YAv9HmhGWwYtxl2Zhi+WRIdWQVq1cHvOLSSS48QbBxTeA+tnvZZ4R47PdiXXUNAUopKpUGZ5x2OpH2WTaKHGlGh169il0/7G58sT+i74v1g6UJvcjr4N4voSTLP3nHsfZoRZtzT+py+6Mh2/c0WT8G4yOKsbZi2WjEmsk5ntofcudDI5y9SbB6hRE7D6+ZFcIcev1Vl7/Yb+UHZv1/jmS096YZwHcAAAAldEVYdGRhdGU6Y3JlYXRlADIwMjAtMTEtMDdUMTg6NTM6NDcrMDA6MDBfYTC3AAAAJXRFWHRkYXRlOm1vZGlmeQAyMDIwLTExLTA3VDE4OjUzOjQ3KzAwOjAwLjyICwAAADl0RVh0U29mdHdhcmUAbWF0cGxvdGxpYiB2ZXJzaW9uIDIuMi41LCBodHRwOi8vbWF0cGxvdGxpYi5vcmcvSM8oowAAAABJRU5ErkJggg==', 'weight': 6}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 19267506
    {'hecke_orbit_code': 4503599728033913, 'n': 1, 'trace_an': 1}
  • id: 19267507
    {'hecke_orbit_code': 4503599728033913, 'n': 2, 'trace_an': 4}
  • id: 19267508
    {'hecke_orbit_code': 4503599728033913, 'n': 3, 'trace_an': -15}
  • id: 19267509
    {'hecke_orbit_code': 4503599728033913, 'n': 4, 'trace_an': -16}
  • id: 19267510
    {'hecke_orbit_code': 4503599728033913, 'n': 5, 'trace_an': -19}
  • id: 19267511
    {'hecke_orbit_code': 4503599728033913, 'n': 6, 'trace_an': -60}
  • id: 19267512
    {'hecke_orbit_code': 4503599728033913, 'n': 7, 'trace_an': -10}
  • id: 19267513
    {'hecke_orbit_code': 4503599728033913, 'n': 8, 'trace_an': -192}
  • id: 19267514
    {'hecke_orbit_code': 4503599728033913, 'n': 9, 'trace_an': -18}
  • id: 19267515
    {'hecke_orbit_code': 4503599728033913, 'n': 10, 'trace_an': -76}
  • id: 19267516
    {'hecke_orbit_code': 4503599728033913, 'n': 11, 'trace_an': 0}
  • id: 19267517
    {'hecke_orbit_code': 4503599728033913, 'n': 12, 'trace_an': 240}
  • id: 19267518
    {'hecke_orbit_code': 4503599728033913, 'n': 13, 'trace_an': 1148}
  • id: 19267519
    {'hecke_orbit_code': 4503599728033913, 'n': 14, 'trace_an': -40}
  • id: 19267520
    {'hecke_orbit_code': 4503599728033913, 'n': 15, 'trace_an': 285}
  • id: 19267521
    {'hecke_orbit_code': 4503599728033913, 'n': 16, 'trace_an': -256}
  • id: 19267522
    {'hecke_orbit_code': 4503599728033913, 'n': 17, 'trace_an': -686}
  • id: 19267523
    {'hecke_orbit_code': 4503599728033913, 'n': 18, 'trace_an': -72}
  • id: 19267524
    {'hecke_orbit_code': 4503599728033913, 'n': 19, 'trace_an': 384}
  • id: 19267525
    {'hecke_orbit_code': 4503599728033913, 'n': 20, 'trace_an': 304}
  • id: 19267526
    {'hecke_orbit_code': 4503599728033913, 'n': 21, 'trace_an': 150}
  • id: 19267527
    {'hecke_orbit_code': 4503599728033913, 'n': 22, 'trace_an': 0}
  • id: 19267528
    {'hecke_orbit_code': 4503599728033913, 'n': 23, 'trace_an': 3709}
  • id: 19267529
    {'hecke_orbit_code': 4503599728033913, 'n': 24, 'trace_an': 2880}
  • id: 19267530
    {'hecke_orbit_code': 4503599728033913, 'n': 25, 'trace_an': -2764}
  • id: 19267531
    {'hecke_orbit_code': 4503599728033913, 'n': 26, 'trace_an': 4592}
  • id: 19267532
    {'hecke_orbit_code': 4503599728033913, 'n': 27, 'trace_an': 3915}
  • id: 19267533
    {'hecke_orbit_code': 4503599728033913, 'n': 28, 'trace_an': 160}
  • id: 19267534
    {'hecke_orbit_code': 4503599728033913, 'n': 29, 'trace_an': 5424}
  • id: 19267535
    {'hecke_orbit_code': 4503599728033913, 'n': 30, 'trace_an': 1140}
  • id: 19267536
    {'hecke_orbit_code': 4503599728033913, 'n': 31, 'trace_an': -6443}
  • id: 19267537
    {'hecke_orbit_code': 4503599728033913, 'n': 32, 'trace_an': 5120}
  • id: 19267538
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  • id: 19267731
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  • id: 19267732
    {'hecke_orbit_code': 4503599728033913, 'n': 797, 'trace_an': 15565993}
  • id: 19267733
    {'hecke_orbit_code': 4503599728033913, 'n': 809, 'trace_an': 29166672}
  • id: 19267734
    {'hecke_orbit_code': 4503599728033913, 'n': 811, 'trace_an': 16521482}
  • id: 19267735
    {'hecke_orbit_code': 4503599728033913, 'n': 821, 'trace_an': -5566142}
  • id: 19267736
    {'hecke_orbit_code': 4503599728033913, 'n': 823, 'trace_an': 11880069}
  • id: 19267737
    {'hecke_orbit_code': 4503599728033913, 'n': 827, 'trace_an': 13285628}
  • id: 19267738
    {'hecke_orbit_code': 4503599728033913, 'n': 829, 'trace_an': -653987}
  • id: 19267739
    {'hecke_orbit_code': 4503599728033913, 'n': 839, 'trace_an': 24774713}
  • id: 19267740
    {'hecke_orbit_code': 4503599728033913, 'n': 841, 'trace_an': 8908627}
  • id: 19267741
    {'hecke_orbit_code': 4503599728033913, 'n': 853, 'trace_an': -27129062}
  • id: 19267742
    {'hecke_orbit_code': 4503599728033913, 'n': 857, 'trace_an': 28423208}
  • id: 19267743
    {'hecke_orbit_code': 4503599728033913, 'n': 859, 'trace_an': 26592183}
  • id: 19267744
    {'hecke_orbit_code': 4503599728033913, 'n': 863, 'trace_an': -22250016}
  • id: 19267745
    {'hecke_orbit_code': 4503599728033913, 'n': 877, 'trace_an': -28342788}
  • id: 19267746
    {'hecke_orbit_code': 4503599728033913, 'n': 881, 'trace_an': 36644533}
  • id: 19267747
    {'hecke_orbit_code': 4503599728033913, 'n': 883, 'trace_an': 16877164}
  • id: 19267748
    {'hecke_orbit_code': 4503599728033913, 'n': 887, 'trace_an': -2739406}
  • id: 19267749
    {'hecke_orbit_code': 4503599728033913, 'n': 907, 'trace_an': -31328580}
  • id: 19267750
    {'hecke_orbit_code': 4503599728033913, 'n': 911, 'trace_an': -24976212}
  • id: 19267751
    {'hecke_orbit_code': 4503599728033913, 'n': 919, 'trace_an': 11061266}
  • id: 19267752
    {'hecke_orbit_code': 4503599728033913, 'n': 929, 'trace_an': -20173854}
  • id: 19267753
    {'hecke_orbit_code': 4503599728033913, 'n': 937, 'trace_an': -9107336}
  • id: 19267754
    {'hecke_orbit_code': 4503599728033913, 'n': 941, 'trace_an': 36770862}
  • id: 19267755
    {'hecke_orbit_code': 4503599728033913, 'n': 947, 'trace_an': -49574325}
  • id: 19267756
    {'hecke_orbit_code': 4503599728033913, 'n': 953, 'trace_an': -35378738}
  • id: 19267757
    {'hecke_orbit_code': 4503599728033913, 'n': 961, 'trace_an': 12883098}
  • id: 19267758
    {'hecke_orbit_code': 4503599728033913, 'n': 967, 'trace_an': -27805888}
  • id: 19267759
    {'hecke_orbit_code': 4503599728033913, 'n': 971, 'trace_an': 15683521}
  • id: 19267760
    {'hecke_orbit_code': 4503599728033913, 'n': 977, 'trace_an': 20113965}
  • id: 19267761
    {'hecke_orbit_code': 4503599728033913, 'n': 983, 'trace_an': -20926899}
  • id: 19267762
    {'hecke_orbit_code': 4503599728033913, 'n': 991, 'trace_an': -31866272}
  • id: 19267763
    {'hecke_orbit_code': 4503599728033913, 'n': 997, 'trace_an': -1389134}