Newform data - 35.6.a.a

Formats: - HTML - YAML - JSON - 2025-12-11T14:38:38.802335

• 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': 1260, 'analytic_conductor': 5.613433693454322, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[5, -1], [7, -1]], 'atkin_lehner_string': '--', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [35, 1, [22, 31], [1, 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, [8, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 100663331, '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': True, 'is_maximal': True, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '35.6.a.a', 'level': 35, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [5, 7], 'level_radical': 35, 'minimal_twist': '35.6.a.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q-8q^{2}+q^{3}+2^{5}q^{4}+5^{2}q^{5}-8q^{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': '35.6.a', 'trace_display': [-8, 1, 25, 49], 'trace_hash': 2094923750690298601, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.970', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.909', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.760', 'prec': 17}], 'trace_zratio': 0, 'traces': [1, -8, 1, 32, 25, -8, 49, 0, -242, -200, -453, 32, -969, -392, 25, -1024, 1637, 1936, -1550, 800, 49, 3624, -1654, 0, 625, 7752, -485, 1568, -4985, -200, 1192, 8192, -453, -13096, 1225, -7744, -11018, 12400, -969, 0, -1728, -392, -10814, -14496, -6050, 13232, 26237, -1024, 2401, -5000, 1637, -31008, 25936, 3880, -11325, 0, -1550, 39880, -4580, 800, -12488, -9536, -11858, -32768, -24225, 3624, -15848, 52384, -1654, -9800, 51792, 0, 4846, 88144, 625, -49600, -22197, 7752, 62765, -25600, 58321, 13824, -23644, 1568, 40925, 86512, -4985, 0, -147300, 48400, -47481, -52928, 1192, -209896, -38750, 8192, -8343, -19208, 109626, 20000, -11878, -13096, -132439, 0, 1225, -207488, 136842, -15520, 109485, 90600, -11018, -50176, -200934, 12400, -41350, -159520, 234498, 36640, 80213, 0, 44158, 99904, -1728, 38144, 15625, 94864, 330692, 0, -10814, 193800, 43982, -14496, -75950, 126784, -12125, 0, -99748, 13232, 258930, 39200, 26237, -414336, 438957, 247808, -124625, -38768, 2401, -352576, -498430, -5000, -245803, 0, -396154, 177576, 29800, -31008, -85478, -502120, 25936, 204800, -81046, -466568, 193026, -55296, -11325, 189152, -157783, 0, 567668, -327400, 375100, -346048, -265659, 39880, 30625, 463872, -4580, 1178400, 183660, -193600, -635048, 379848, -12488, 0, -275450, -9536, -741561, 839584, -23765, 310000, -226613, -32768, 46476, 66744, -24225, 76832, 204972, -877008, -953020, 0, -15848, 95024, -244265, 52384, -43200, 1059512, 400268, 992256, 702150, -9800, -223523, 829952, 51792, -1094736, -270350, 0, 58408, -875880, 4846, -362400, -1586253, 88144, 1014801, 401408, -151250, 1607472, 999797, -49600, -851120, 330800, -22197, 0, 1092696, -1875984, 655925, -146560, 62765, -641704, 765905, -25600, -1210938, -353264, 176176, -399616, 60025, 13824, 1501950, 0, -23644, -125000, 278262, -379456, 749262, -2645536, 40925, 1048576, -352998, 86512, -539882, -775200, 1206370, -351856, -1558094, 0, 648400, 607600, -147300, -507136, -1219630, 97000, 405792, -1676288, -47481, 797984, -283125, -52928, 652442, -2071440, -288464, 0, 118827, -209896, 1488011, 1657344, -38750, -3511656, -84672, -1982464, 1259912, 997000, -8343, 155072, 1895801, -19208, -114500, 0, 219705, 3987440, 1602726, 20000, -529886, 1966424, -11878, 1587200, -312200, 3169232, -821853, -710304, -132439, -238400, -2095998, 0, 394571, 683824, -296450, 2008480, 321422, -207488, 2258205, -819200, 136842, 648368, -2537350, 1866272, -605625, -1544208, 109485, 0, 1285613, 90600, -2232588, -756608, 2666356, 1262264, -396200, -50176, -3656558, -4541344, -200934, 1309600, -539976, -3000800, 117649, 0, -41350, 2125272, -1889618, -159520, -2693290, -245000, 469965, -3710976, -1574679, 36640, 1294800, -4713600, 80213, -1469280, 4055760, 0, -73599, 5080384, 44158, -1519392, 121150, 99904, -4906283, 1693696, 418176, 2203600, 1270864, 38144, -3453364, 5932488, 15625, 0, 4830465, 190120, -4234660, -1240000, 330692, 1812904, -1864604, 0, -554925, -371808, 2616988, -266976, -4815015, 193800, -2707598, 0, 43982, -1639776, 1569125, 3508032, 1213757, 7624160, -75950, -640000, 5904417, 126784, -1155048, -380096, 1458025, 1954120, 4991154, 0, 4842890, 345600, -99748, -4238048, -224420, -3202144, -591100, -7938048, 258930, -5617200, 270360, 39200, 3136477, 1788184, -6349354, 0, 1023125, -414336, -611912, 4378944, 438957, 2162800, -1877033, 496640, 3203566, -467264, -124625, 3503520, 2563700, -38768, -6272090, 0, -581042, 12690024, 724986, -352576, -3682500, -8118408, -498430, -1605632, -875985, 1210000, 782784, -6429888, -245803, -7998376, -1187025, 0, -832668, 6808960, -793945, -1323200, 5921152, 177576, 682776, 5104640, 29800, -8741568, -5416673, 7503936, -776552, -5247400, -85478, 0, 4898742, -502120, -968750, 2566816, -6276512, -6127240, 1985990, 204800, 10676442, 9687504, -81046, 1413056, -208575, -1409408, -1069738, 0, 193026, -480200, 4592457, -55296, -8160445, -12015600, 2740650, -1220608, 2537808, 189152, 1960655, 500000, -157783, -2226096, 3514831, 0, -296950, -5994096, 567668, 10582144, -1452110, -327400, 237454, -8388608, 751750, 2823984, -3310975, -346048, -11885361, 4319056, -265659, 0, -4242398, -9650960, -7560124, 1407424, 30625, 12464752, 1951304, 463872, -3700627, -5187200, 1108360, -2430400, 1674432, 1178400, 3421050, 0, 183660, 9757040, -1087653, -388000, 1240647, -3246336, -635048, 13410304, 2737125, 379848, -1850568, -3191936, 3022096, 2265000, 7726750, 0, 3075485, -5219536, -275450, 8285760, 7775552, 2307712, 10478766, -1254400, -741561, -950616, 8377156, 839584, -5023350, -11904088, 2857729, 0, -6155910, 310000, 7215132, 14046624, -226613, 677376, -1033750, 7929856, 13669927, -10079296, 46476, -3988000, -1158556, 66744, -11749008, 0, 5862450, -15166408, -10068648, 76832, -1847600, 916000, 204972, 11282432, 9806151, -1757640, 2005325, -15949760, -953020, -12821808, 8262575, 0, -3594918, 4239088, 3835216, -7865696, 1103950, 95024, -13296913, -12697600, -244265, 2497600, -25423653, -12676928, 2503266, 6574824, -43200, 0, 1882542, 1059512, 8214870, 953600, 802190, 16767984, -7217700, 992256, 390625, -3156568, 702150, -2735296, -18036466, 2371600, 16115487, 0, -223523, -2571376, 8267300, 829952, -2326569, -18065640, -12533664, 0, -8505438, -1094736, -13219079, -2593472, -270350, 20298800, 1891152, 0, 2074740, 4845000, 58408, 6176832, 4905866, -875880, 1099550, 1769472, -1172732, -10284904, 13636695, -362400, -2223448, 17860704, -1586253, 0, -1898750, -21330848, 8245190, -5049056, 1014801, 3169600, 5657064, 401408, 4884836, 29252464, -303125, 18165376, -19878473, 1607472, -408807, 0, 999797, 4319808, 4278696, 12003200, -2493700, -941192, -851120, 11073536, -25131984, 330800, 9489252, -8501088, 5371674, 15116944, 6473250, 0, -2828736, 21546320, 1092696, 980000, -5863853, -3759720, 17077900, 14843904, 655925, 12597432, -582022, -146560, -2666705, -10358400, -15189130, 0, -1971568, -641704, 10973925, 5877120, 765905, -32446080, -4466290, 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43333384, -18539025, 0, 31568977, 6212416, 394571, 20989600, -36799728, 683824, 2858112, 4689920, -594125, -39189936, 18845252, 2008480, -4695774, 7750000, 321422, 0, -12511964, 50212096, -5665325, 24508960, 2258205, -15887920, -4887652, -819200, -27208287, -85411536, -33115764, -38750016, 1161900, 648368, -34234418, 0, -2537350, 1668600, -26202748, 5637632, 12687570, 8557904, -605625, 12787712, -8011138, -1544208, 66726900, 1920800, -26495370, -36739656, -46012609, 0, 5124300, 65283560, 1285613, 48062400, 17886356, -21925200, -37582848, 9764864, -2232588, -20302464, -23825500, -756608, 22206617, -15685240, 5343730, 0], '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], [-8], [1], [32], [25], [-8], [49], [0], [-242], [-200], [-453], [32], [-969], [-392], [25], [-1024], [1637], [1936], [-1550], [800], [49], [3624], [-1654], [0], [625], [7752], [-485], [1568], [-4985], [-200], [1192], [8192], [-453], [-13096], [1225], [-7744], [-11018], [12400], [-969], [0], [-1728], [-392], [-10814], [-14496], [-6050], [13232], [26237], [-1024], [2401], [-5000], [1637], [-31008], [25936], [3880], [-11325], [0], [-1550], [39880], [-4580], [800], [-12488], [-9536], [-11858], [-32768], [-24225], [3624], [-15848], [52384], [-1654], [-9800], [51792], [0], [4846], [88144], [625], [-49600], [-22197], [7752], [62765], [-25600], [58321], [13824], [-23644], [1568], [40925], [86512], [-4985], [0], [-147300], [48400], [-47481], [-52928], [1192], [-209896], [-38750], [8192], [-8343], [-19208], [109626], [20000]], 'ap': [[-8], [1], [25], [49], [-453], [-969], [1637], [-1550], [-1654], [-4985], [1192], [-11018], [-1728], [-10814], [26237], [25936], [-4580], [-12488], [-15848], [51792], [4846], [62765], [-23644], [-147300], [-8343], [-11878], [-132439], [136842], [109485], [-200934], [330692], [43982], [-99748], [258930], [-498430], [-245803], [-85478], [193026], [-157783], [-265659], [183660], [-635048], [-226613], [46476], [204972], [-953020], [-223523], [1014801], [999797], [-851120], [1092696], [765905], [-1210938], [278262], [-352998], [-1558094], [-1219630], [405792], [652442], [118827], [1488011], [1895801], [-821853], [-2095998], [394571], [321422], [-2232588], [-3656558], [-1889618], [-2693290], [-1574679], [4055760], [-4906283], [-3453364], [-4234660], [-1864604], [-4815015], [1213757], [5904417], [4842890], [270360], [3136477], [-1877033], [3203566], [-6272090], [724986], [-875985], [-832668], [5921152], [682776], [-5416673], [1985990], [-1069738], [4592457], [1960655], [3514831], [-1452110], [-4242398], [-7560124], [1240647], [-1850568], [7775552], [8377156], [-6155910], [7215132], [13669927], [-10068648], [9806151], [8262575], [-3594918], [-13296913], [2503266], [1882542], [8214870], [16115487], [-8505438], [-13219079], [1891152], [4905866], [13636695], [-2223448], [4884836], [-19878473], [4278696], [9489252], [-5863853], [-2666705], [-4466290], [-7477568], [-4397509], [28403555], [-19601184], [-2603443], [-29886928], [12146982], [4538450], [19332951], [16639237], [18040917], [23389065], [-22903698], [-18074463], [11798936], [2576502], [-38433960], [-12422190], [7920666], [14898342], [-13874020], [12549996], [-28600198], [40960752], [13050436], [25359472], [19859482], [-19934448], [-11069535], [-32568200], [31568977], [-36799728], [18845252], [-12511964], [-34234418], [-26202748], [-8011138], [-46012609], [-37582848], [22206617]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 100663331, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '35.6.a.a', 'level': 35, 'maxp': 997, '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': [2, 3, 4, 1], 'ALdims_eis_new': [0, 0, 0, 0], 'ALdims_eis_old': [1, 1, 1, 1], 'ALdims_old': [1, 2, 2, 3], 'Nk2': 1260, 'analytic_conductor': 5.613433693454322, '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': [35, 1, [22, 31], [1, 1]], 'conrey_index': 1, 'cusp_dim': 18, 'dim': 10, 'eis_dim': 4, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 100663331, 'hecke_orbit_dims': [1, 2, 3, 4], 'label': '35.6.a', 'level': 35, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [5, 7], 'level_radical': 35, 'mf_dim': 22, 'mf_new_dim': 10, 'num_forms': 4, 'plus_dim': 3, 'prim_orbit_index': 1, 'relative_dim': 10, 'sturm_bound': 24, 'trace_bound': 1, 'trace_display': [-6, 44, 0, -98], 'traces': [10, -6, 44, 162, 0, -64, -98, 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21974048, 67962500, -1237076, -3302600, -70577404, 953488, 32950872, 42461366, -12932000, 45977296, -16686852, 38480416, 27242068, -92500, 36613558, 38603772, -41017344, 1178254, 10118600, -3182362, -53719328, -46340848, 4607988, -24660200, -2588278, -28142924, -21007520, -51034916, 24619000, -41555600, 34958904, 21614880, -58755032, 3387600, 44443936, -71162740, -4718128, -30613408, 3858750, 18589714, -82506956, -45136728, -2647216, 23290400, 40360576, -5687920, 47356064, 14426194, -4113400, -6608260, -5067660, -51110776, -38185308, -419950, -127677944, 95846708, -25054832, -29891012, -42056400, -18661454, 40148722, 87714056, 28445848, -1478750, 8461204, -6014472, 10849776, 24695338, -5071600, -201568, -4348808, 14815804, 16986756, -840350, -67333304, -4395564, 63094628, 38071738, 13012800, 66326312, -2368660, 4737916, 64660480, -14241400, 67138188, -56165696, -73553184, 13921880, 5000000, -3043490, -77795704, -60395680, 36101212, -6027400, 6196736, -56791000, 64093632, -45057092, 544900, -86875116, 100777872, 46586260, -9787936, 22204100, 86220232, -1301260, -1563084, 73413312, 11127900, -75379780, 62596244, 24274468, 60642064, 2587500, 108356828, -7553056, 76754920, -14969064, -66640600, 24339336, -37747624, -142727436, -1647086, 25142700, -103129992, 30920876, -49675276, -6288168, -43062900, -11589088, 46709568, 23639344, 131070964, -28266100, 72025416, 30370452, 26227544, 20184342, -10873750, 42688360, 59987784, -6810336, -45320544, 1293600, -57802512, -12664808, -59371296, 119057438, 34922900, 4248644, -14672756, 49708608, 54362344, 32219300, -612264, 32953536, -189427492, 31745728, 64056600, -86701434, -179381848, -8427092, -68225920, -17012500, -40893244, -34553480, 167249064, -13010364, -46353900, -37948, 114689192, 8403500, -66199352, 12326250, -43566416, -25998900, 102287972, 13416572, 30286900, -23072684, -137535856, -84722332, -84474032, 55429000, 173934672, -64145018, 18544980, -52458838, -12505000, 73537560, 21213888, -84649552, -6329624, 29437800, 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-887500, 205779680, 17771124, 37643372, 19539132, 20078400, 126227512, -37982092, -178052288, 34728260, 43657300, -49097926, -226284280, 50122264, 338684, -78131600, -49035672, -190001708, 188491538, -175663256, 15106700, -43656204, 113154444, 40016144, 18411904, 39566250, -20937232, -29382940, 131213384, 1529536, 0, 20961604, -135111796, 73019724, 213530568, -1534900, 123074108, -54997600, 199485832, -47821872, -126217600, 17026752, 25121096, -92982792, -53392360, -64745100, -162824336, 123328388, -184208268, 59433548, 9750000], '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: 28179
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '35.6.a.a', 'source_level': 35, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '35.6.a.a', 'target_level': 35, 'twist_class_label': '35.6.a.a', 'twist_class_level': 35, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 6}
  • id: 28180
    {'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '35.6.a.a', 'source_level': 35, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '175.6.a.a', 'target_level': 175, 'twist_class_label': '35.6.a.a', 'twist_class_level': 35, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 28181
    {'conductor': 5, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '35.6.a.a', 'source_level': 35, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '175.6.b.b', 'target_level': 175, 'twist_class_label': '35.6.a.a', 'twist_class_level': 35, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 6}
  • id: 28182
    {'conductor': 7, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '35.6.a.a', 'source_level': 35, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '245.6.a.a', 'target_level': 245, 'twist_class_label': '35.6.a.a', 'twist_class_level': 35, 'twisting_char_label': '7.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 28183
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '35.6.a.a', 'source_level': 35, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '315.6.a.a', 'target_level': 315, 'twist_class_label': '35.6.a.a', 'twist_class_level': 35, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 28184
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '35.6.a.a', 'source_level': 35, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '560.6.a.c', 'target_level': 560, 'twist_class_label': '35.6.a.a', 'twist_class_level': 35, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 6}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 125925
    {'charpoly_factorization': [[[8, 1], 1]], 'hecke_orbit_code': 100663331, 'p': 2}
  • id: 125926
    {'charpoly_factorization': [[[-1, 1], 1]], 'hecke_orbit_code': 100663331, 'p': 3}
  • id: 125927
    {'charpoly_factorization': [[[-25, 1], 1]], 'hecke_orbit_code': 100663331, 'p': 5}
  • id: 125928
    {'charpoly_factorization': [[[-49, 1], 1]], 'hecke_orbit_code': 100663331, 'p': 7}
  • id: 125929
    {'charpoly_factorization': [[[453, 1], 1]], 'hecke_orbit_code': 100663331, 'p': 11}
  • id: 125930
    {'charpoly_factorization': [[[969, 1], 1]], 'hecke_orbit_code': 100663331, 'p': 13}
  • id: 125931
    {'charpoly_factorization': [[[-1637, 1], 1]], 'hecke_orbit_code': 100663331, 'p': 17}
  • id: 125932
    {'charpoly_factorization': [[[1550, 1], 1]], 'hecke_orbit_code': 100663331, 'p': 19}
  • id: 125933
    {'charpoly_factorization': [[[1654, 1], 1]], 'hecke_orbit_code': 100663331, 'p': 23}
  • id: 125934
    {'charpoly_factorization': [[[4985, 1], 1]], 'hecke_orbit_code': 100663331, 'p': 29}
  • id: 125935
    {'charpoly_factorization': [[[-1192, 1], 1]], 'hecke_orbit_code': 100663331, 'p': 31}
  • id: 125936
    {'charpoly_factorization': [[[11018, 1], 1]], 'hecke_orbit_code': 100663331, 'p': 37}
  • id: 125937
    {'charpoly_factorization': [[[1728, 1], 1]], 'hecke_orbit_code': 100663331, 'p': 41}
  • id: 125938
    {'charpoly_factorization': [[[10814, 1], 1]], 'hecke_orbit_code': 100663331, 'p': 43}
  • id: 125939
    {'charpoly_factorization': [[[-26237, 1], 1]], 'hecke_orbit_code': 100663331, 'p': 47}
  • id: 125940
    {'charpoly_factorization': [[[-25936, 1], 1]], 'hecke_orbit_code': 100663331, 'p': 53}
  • id: 125941
    {'charpoly_factorization': [[[4580, 1], 1]], 'hecke_orbit_code': 100663331, 'p': 59}
  • id: 125942
    {'charpoly_factorization': [[[12488, 1], 1]], 'hecke_orbit_code': 100663331, 'p': 61}
  • id: 125943
    {'charpoly_factorization': [[[15848, 1], 1]], 'hecke_orbit_code': 100663331, 'p': 67}
  • id: 125944
    {'charpoly_factorization': [[[-51792, 1], 1]], 'hecke_orbit_code': 100663331, 'p': 71}
  • id: 125945
    {'charpoly_factorization': [[[-4846, 1], 1]], 'hecke_orbit_code': 100663331, 'p': 73}
  • id: 125946
    {'charpoly_factorization': [[[-62765, 1], 1]], 'hecke_orbit_code': 100663331, 'p': 79}
  • id: 125947
    {'charpoly_factorization': [[[23644, 1], 1]], 'hecke_orbit_code': 100663331, 'p': 83}
  • id: 125948
    {'charpoly_factorization': [[[147300, 1], 1]], 'hecke_orbit_code': 100663331, 'p': 89}
  • id: 125949
    {'charpoly_factorization': [[[8343, 1], 1]], 'hecke_orbit_code': 100663331, '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': 1, 'label': '35.6.a.a', 'level': 35, 'portrait': 'data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAALgAAAC4CAYAAABQMybHAAAABGdBTUEAALGPC/xhBQAAACBjSFJNAAB6JgAAgIQAAPoAAACA6AAAdTAAAOpgAAA6mAAAF3CculE8AAAABmJLR0QA/wD/AP+gvaeTAAAACXBIWXMAAA9hAAAPYQGoP6dpAAAAB3RJTUUH5AsHEC0SZLNySwAAABBjYU52AAAA1wAAANcAAAAQAAAADnCbpecAAIAASURBVHja7P13nGTZXd6Pv0+4oVLnnpx2dmZ2NidtUFrtKiEkULAkkgAbDLLNF4ztLzbOxjZYoB/YBts4iCAJgRAoC6200q425zCbJ+zkPD0dK9266ZzfHzfUrZ4Rxjb+LsIuqV5V3dvTXffe5z7n+TyfcAT/9/Hn9vjsVx5ESrH2hQPHx21q7YZpB9eRPH2ky23XTIlbr2guPPBMyobpxekbLz9lnzuwEd+VrJ3u02ykwsidK2DPTW94I8B6YBkIhBCv9qF9xz70q/0BvlMeB4+dA7jEmHSttZh+EPG5z3+BnRtOs239Ir5yOXzy8/GSveEXgt7S92hh41NnXdZOCeL+gO5K4p46Nf/bJ04JRDr46yfGetGZc/Osn4bjg4ixZuoMkqN/8huf2PcLL5/8ovj3//InfuXcqSN/7CfPPd1b2a8sHiCklM454Ei9teHVPiXfEY//Sw3f5nHw8Hms8Ce0OXpbe/F5lBDx6eWJv9sJ5NuksERxzDPPPEuztsyODW2Wu4oTczUwIUmcMNmy7D/hcuUlKWfOSybHEloNj0NnNKmJmWkKTi/EXLXd8MoJydSYwXVdfF9z5LxkuQe71iTs3DLJZZdfg8VBSQgi/c19xwb/Lk5x7njtlezasfEB4nBZuDOv9in7C/n4vwDPH+32PFi+q1aPLj16rGf+/X/7I/M9b2hd0k9m/2Gnc5iG53Ds5Fna7QWiWLPUl6TWxXcsLc8y10l45cyADVM+4zWFEjEzYy47Nyv6AxAy5NR5zSCC0wsChUsQxly62bJ2sodE0qhHrJvtsv/YFIvLNRp+iqdj+gNDu6eIkoSJyRkarY1IGXH5jkt46ZX5X7584/yR3df+kEzVmFwz5RwC7poYn3q1T+lfiMf/8QD/1n0PA+K2JI7ePrcw/4Ft6xcv63cdPnPnfq7ZtczCvMPx+R4bpxV1D2bGDaeWPJS0SGFYP5FyfM6nUbc8fSikHwp8FxZW4JIZTb3msXYm4barOrx8ZIyn9wn2Hk947ZUpG6YNjYZg89pl5pcVvgdBaNmzf5pmTXJ4zmXd5AApwFUpZxcV440EQcr62YSFxSYDDLfubjEf7MatGW7YPbnfMP1Z13G/YbEPXH/j617tU/yqPv6PA/ji8iJau5NBb/Hf3H3Pfe6De/anb7+5dkOnXbvx7sfOMjlxgjdeVeeBp8cI7ApvvUHz0HM+2zcF9AKHM0uKMBZ4OuHyTSlrJkMWu5LnDo8RJ4KdGwbMdRVXbw945ahDZ6CJQrjp8h4HTtZp1SL2ndLcsksSxSGdgea5Y5Lrtqa0uw6XboyIYskLRwQLXZ91E3DZ5i6ulkQxnF1y6IYJO9ZrHngO7rixRxiM840nA153bZvLt2zm6Pn1dMPg6VsuX34mFleqW1735mjjuql/HAyipXr9/yxm/0sfZC6cP4ajtbj73sfYsXWgRP/+39xzQO/ae+DQG1YW59XZs8vMnT/ObKPJTLPGswcneeO1S1y/u8VdTzZ56lCfressZ85r1s9a+qctsbWEscPJecmaqRAhLDs3huw9ovHcgO3rXM7NO0y0BLdcHvP8QcMLh1v04y5b1kZc44xxegGee6XGri0Jm6fh8Jyg5sUgFK+c0lhipI3YNGNp1kCJCEc5tAPYNKs4dkZyw2UdJuoNvvmioN6MeN1VDZ552XDvnkNs2ti70ezwbtx35Aid7hfTqemtlx9eqB34r5/63E9tnZLpZVfeSpomdsf2za/2Jfrf+vhLCfBTp8/iaC0Xl9r+9OzPhmfP/OrPGZv+yH/8/UPxj77j8O5BZ9pfOgdLbVhZEbx0JOVDb+1w5fY6pxd97n7a46+8YYVrt0/xrWddLt3UZ+14k2NnEm66LGL/SZfxRgxIXjpWZ/2kYXFZ88jLKY8chKu3WC7fJFnqCh7aK7njypjxhmK52+TkWc1Kx6KciB99xzLHz7VY6Qqu3zXg6kvncZjg3MIMJ+fh8q2GIJIcPecxUdfsOyXZtQm6XcmuLQtsW+/zradcji0GvP82w/mFCfYfh/l+wlu3Rni6Rhz2eWbPijq+cPJNkRrc8v9+cOKmILnGiaL+7+1q/OCvnjl1xPP8sYE1iZmeXftqX7o/98dfKomSGoMQQgq7NH76xLFb5xbFx75y797Ehi9PNWS/9a2nYiK1xM++L8Yka9l71OPlwzEHzga87dY2r9/d4PkD4zzwQsT4VI/3vU7y4v4mD70UsHt7wsbJGtgAoQWO1Bw6q5ltpbRDS9MPOX4+5eWTKU01wdte02N5pckTey1XbhPs2JySJoIT8w5patixUXDFJTFPvCxY6vV5642SWuMMB441OXZ2gron6PYdpscSDp91cXWIkgprNJvWLnHFFsWDz07w9JGY99zWZk1jnAf3+Dx7tM8t1y7zzhtdDh6f4cWDln0nYgaix8+8fxmZrOfB52pcvVt27njdFYt9e51e6Mif3L59y2PrZ8ZWwBgh1Kt9Kf/cHn9pGPz8/AJzcwtbH3n2+MZNa81np+03xvY83m/sfaFLswZrJxzGaoLHDzd56tA877l5iV4wQ6+vWel5fPZbDaaaHa7eqRlEDR5+yfLFR/q8/w1tfL/JnoMO66d6TLVcTs5pOkFKvx/QWOMQG81kQ7F+QvLGKwOePZigpcBzE7x6wtNHFI2mw8bpiDCBDVNw3a552n1NmEwQG82LxyTPv7IFT/l4booeDwlCGGsFbAM6PZeT51OmxvvMjDX5xhMuL56IeO+bemwcb/HI8z4vHB1w+fZlfvD2lFeOTnDktODk+YjjiwnvemOHyzd5PPmSS82F7kq39c17nmo9d2g/y2LtH//iz97SHiybD6Rq96led+VYozn+al/SP5fHdzzArbUAu04eun/96QXvvz759L4dv/Dgw+rXf2qOHRvXM7h2nKW2pBcY6r5g84Ti978xwfrJRW7ZqQnCKcLYIYjqPLE3IoqXuXoneG6dJ/crPv9gmyu3rvCGqxscPNlifmVAzU2YmTDs3KA4u6hYaks63ZRmLcRzHTbORBw956BlwHtfp3nmgMPuLSuMj3e4c0+dTuAxPdZgzysul1/SZWrM4dh5wYYZB9+PmfBTHC2RUvD0vknGGn1qbsilmxSurPHwC5Z6fYX3vwmazjj3PuWy/1TA1Zctcd12OHlmLfuOOhw7E/PSScsNVy3zw29OOHN+mt5AI6XgyKk6K92EF452SN2TjYUj9zUGY+94oI86eOhk8DestWcMHFDf4VnU71iAHzs9j8XZMX92zzUnTg9+1g723/bUU8fZ+9wy8cDld79R42fevcgV2zTHztaYW1KEkWbdhGE58LnzyTqvvXKB63ZJYAJrHZ47NMHHD/R4/x0dbt0dMz3e4Ol9E3zziQHrpgdctkUwO6Y5fMahP4jp9aHdE2ht2TCdgpJIGRH0JWeXfTA1ZsciLt3Q55EXPEIS3vf6mDSqc+iUZGZCs2FKYEzC/LKmMwgJYpduz2XTdMhUa4BSEq0Fcaw5fApmJvrccnXC+gnNK8fHeHg/nFnqcuPVXX7gTSknz6zl2QMeB44nPHskJRZd3nnTgDCc5MxCnaW2YLmdsLAcc/S8pUfET7+rjTRNnnr6BfXsoeOXtdZcet/mJ90HenHj161deN7EyUHlfmfq8+9IsXXkyAkmmt7WJ/fs+7fPvvjCv/jsV+/dWuMlXOnQ7mk6XXjuqGbT2hXecFVEahxSozFWYa1AYzh+zuXYgmHrug5rJ6Du+fiORqF57rDi3MqAViviim2GXRs9uj2fU/MCV8fEVnFm2eHMvKETCbTWrBlPmFs2HDvrMtGUCDSzkzFLXctVWwdIWefsYp2dGzxeOe5xcsFy+daQuSVJnDgEkWLXphghLN2+ZM14wsxkyOxkhCOh3Vd4HuzcKFhebvKtZ2ocPDNgcrLN7TcE3LLL4/CJWZ474PLykYQj8xHN8TY//l09rtwyxrGz45w8pzk3n3J+KebEvGXvOcvbb5nnh++wzC9Nc/h0g+df6XP07CtsHnt+q5Z8/5gvt1i56bF/8HM/s/IrH/21V/vS/w8/vqMYfHH+MNqpzQSdkz/7wjPPXvXSc9333v3oy5xbSbjhUhdHahwNM2OwGLh86luTrJta5Oadi1grsPhYm93TFnjmhUmeP+Ty/jd0eNdNIZNjU0y0PGZOKfadcDhyesCm2ZDXXhXw1lslJ841ODlXo9M1eCqmNgETzZSZsZDzbU0/cNgwHZGmmkvXB/hezBP7PF45VWNmYsD2tTVOnJG0g5gdGyxN3/DSUQ/XVUw14dSiYroBZizm4DnFSt9nshUjJUw0YmxH8+iLDifmQ7asHfBdNyRsnNGQTvD8/jqHT1n2Ho85vhjyXa9b5q+8IaSmJjh2doJjZzRn5lPOLcacXLAcmre89poFPnTHgH4wzfyKTxxLGjVNq+awfd0ix888yr339d57bP5lXvOa6148durMr/d6g/krdl3yakPhz/z4jmHw3/jkl3n0pZXWmdN7//O0euhvLs2fuPzsXActfVq+i5Y+QeQwCC1xYjApHDnn8fRhwc4Nba7YmpLdzwopNVpJPGU5v+Cw/5RiYAIu29Jh+wbDzIRm7YSLKzwW2x4nzwmOnhW8cAyOnY2YXw5pd1MGsYPvusw0LRtmY4RICULN1rUxjrLERhCnLosdSRA6uFogrGFm3DA9lrLU8egEgkHisNwXrB0zLLYNJ+YUvuOydhI2zkSsmRowOxWydipk4xrL5rWK3ZscaqrB0RMtHn/JZc8rCS8cj0lVl3e+vs17X2upqSleOT7O0TOa0+dTzi3EnFiwHJy33HDFAv/0h5bZODnG6fPjzC+7dAKFEpKppotNxzi70ODZlxfYs39h97OH59+wc925rbvWn/vGT/zEX4l+4z997tWGxJ/p8Rc6guh1Oxw9nzJeFx/Z89Lh1/6b//x5uWX2zGv//YeP61NzGzh6ZoKzCy4rXUEcCwwQDFJWujHzKwlnl+DwAkxPtfmFH1nkNTvqnDw/yZnzDc4saOYWLecWEk7Np5zvJoxPDnjdVT1uvgxcWcNTHnNLPmcXNOeWBP0QksTgu4aGnzIxlmCA4+cSOj3YssahUQuxVoBw6QWGzWtDFlc02EyKrPQgTMBiWWpHbJh16AYKoSzChLR8h83rBqz0BcfPaFKjmWpJmr7AcyBJBP1Qcm5JcnbRMrec4HkDcBJuubzHa68QzLRqLC63ODnncWYB5hYS5pYSTi/B4UXLDZcv8C9/ZJk1Y2McPzvJuYU6c0uapY6kP7BgM5Jo91LmFhNembMcnQv4/C8HyZVbJx8d2/Ajpjm581Eho3/U7Y7RajVebah828dfWInyhS98gUazxcrywi995ksP/t1PfOVp78DxNnPLIftPW3atbxMnLo6GVl3TCxT9UKCkJDWaJLVYkwJwZGGcf/n7gl/68Tmu2xbRrE3SqDVp1T2adYfxlmJuUXFuWfOtx3y+9kjCjk19LrskYWk5YPemkB94uyFOFALLnzzuc77tU0tDjp1V9HpNrr405XwnYd8Bh52bJAfPwC27oN2FyGg8HTHdgFdO16jXYjyVMNYUrHThpt1dDp/y2LnFcPRMyMuHs9/nbBpweM4y1gxZ6kR89Vt1rFCkacpt1/a59TrLuRWH67YP2L7eIYlb9IMa+474nFsQzC+nnF9OmFsynFwSnOtFXLtzkX/+Qz1mmxOcODvB3KLPQlvT7km6fUMvSBiEJivw6hvOLQvOLMM1OzvM1Jd1GiVvPHXgD0j9N926bsubzcxM45/cd8+XuP0t73m1IXPRx19IBv/cnZ+m26ypqeXeP++1l/7Jsy+eUC8d7nJmSXC8Ldi0bolf+fF5rtjc5NT8OEvtGp2uQ7uv6fQk7R4sd1OWOwnLnZT5tuXkskDXBtx6xRLf98aIbbMNVnotzi/VmF9yWWgLltqZRFjuGjqBoRNa+oOEqVbM5jUGEHiO5dR5ByE9tswqtq23rJ/tM7cc8vzBJtfvsNRry7x0aJJmIyKKHKYmDMEAdm8e8Af3jbNrU0IYWqbHJHEa0PQ9Xj42oOY0uHZnwgtHIuYWXTZMeWxbB5vXRigVc2oBXMcihGXLmoSJpqQbePT6Dp2+w1JHsbQCi23DUjtloZ1yrg2Lg5TNG3p8320L3HqZxndanJ1vMb/is7CiWeoIVjqGTi+h20/pBoZOYJnvSo4vwRXb5/mlH19iy8wYZ+fHOTlX4/CpOm5jQ7pp0+wvveb1nX914CU//a63/uirDZ0LHn+hAL4w9yyeV6u1F09t/vRdez+4tnHqF+t2mYMnmxw5lXDyfMzpRTi0CJdunudXfnyRK7Y2OL80xlK7xkrPpd3VrHQ1K11odw0r3YTlbsJSxzLXFpzpWRA93vv6Nu94jeGSdT5RVGe57ef/XrHcE3T7gkFoiRJLmoKSFs+BmmcZb1lmJ2O0M+Dw2YgXD3mYpMHbb4rQzgrP7Btj6zr4+pMJr7/S43w7wNeKJI2ZnIAkdtBOwuJinddd1+HrjzXZtg6ePhjiUOdtrzEkIuDFwylHT/lo6bJmQjPRENQ8gesKlIDEQBRbBhF0+5aVnqHbN6z0DYs9S5CmbNnY5x03t3nvayMwTRZXxji/VGOx7bDU0Sy3BSu9hHY3odNP6fQt7QDmu5IzbcuVly7wkR+f59J1LU7OTXHqfJMTZ10On0zYe7zPa66f5Lab1vzTjnndH++6dO2JYDAIbr3uslcbSuXjLwzArd0DTLpnTh3/ay+/dPQ3P/2VF0R7MCd/9K2apeVJXj4qOD0XcnYp5fSy5MiS4YptC3zkxxa5drvH/PJEBvKuR7vnZCDvCdpdS7uXstJNaPcMyz3L+a7gbNswMd7nLTd0ueWyhC1rFK2aQ6fr4zkSUESJxBiBsdAfAMIw0Rxw8LTF2Ii7n24Q9mtcusHl1qv6xGaFB/eMc+0Oh4PnerSXW9x8VZ9vPeOxZtKy77jl/3lPh33HPNZMSu7Zo7h1t2Kp3+HIyUmu3Rnx4IsBSVjnlstdtm8aECQ9vvmMglRw+JSmVddoAf1AYqwgNZY4AaRBu4Z2z9JoxmxaF/La3X3ecn3CVMNnbmmMxZUayx2X5a5muSNo9yztbkqnl9DuGzp9y3IA57uS852U63fN869/bJHdmxqcPj/F2YUGZ+Z9TpwT7D8WM9/v84Nvb6PsOhP7t9jJtTt+qq8v+7hO5qIf/K5LX21IAX9BNLi1kez1gnd98g+/dOmlm7ofPXnwOTXbcnB9i+tGjDVSGjWXRl0xNrCEsSFKFc8dmuGffsLykb8+z7WXJPjeOK7TwHM9PNfFczW+q/B9Td1XNOsJrXrKVNOwfkww32ty58NNvvRAyNU7AtZOpvT6A77r5pCtaw1JKtHSEiXw0Ms+J877rJswvHTYBzPJZRsV111r8Pwuj+ztM78wxhVb6yRimbPnHW7cAcfOxUw3fGYmwTun6Q885pY0jnbYur7N3qOTXLfb4+iZDifOjPPOm1POtxd5cu84Lx9rcMOuGj942wBkj+ePGmYne8zNxzz4vMMgVmgJ2li2rot4y80R3Z5i/YThuh0QRQ2W2nVeOuux0nPo9BXtnqTTg04/pdtLM9YODO2+ZakvOduVLAcht+xc4F/+1WWu3lbj1Plxlto+7a5Dpy/pB4ZOP6WfwlzHpb8UyX3HH+LNb+n8x+sv3VvffdW7D3V78VebDce82th61QG+0u6xvBL8yMH9T/67Pc8dmvziN0/xA2/rc9M1MY/sjegGDbS0KCnwHEnNF7RiSFKDsZLnDs3yj39H8+5bl/j+2xfYtiFkbrGJ79WoeS5136FR03RrkmbgMNbQ9AcpvSBlTWgIQkt34LE073PqpCVKDKfPJXieBQSusmgp6AcKgUPS11yzVbB9vWXzhj5h2uWupxT7D03w1us9rtu9zCfvsriiztYNfV54TLFhXDHd6uOrGlHscL4LDV+zcY3guf0R1+2s8cZrF/jEnQGu0+TNN1kcr8+9T0Z8/YkGe4/WuGR9na3rUmYmIrZNx1y5NUUpg1YWsNQ9j5lxjyh26PZdXjro0Bto+oGiN5D0AugNLL1+duzdIKUXWDpBLkn6inMrlnqrzU+95zzvviXiqm0NzsyPsdyu0e279AeKMBIkqcVYmKhHDKIVnjqU0mwI1rv3O0tzO//dnj17lm65+TV/N4mDT2in9n8uwKOoh0D89ccef+Yj99x972RneYmg6/H7Xxc0WwknzgOhZtdGRWpAKYnnSuq+JU0NFoOWkpcOT/PswToHz57nPbf2eO3lAeOtFkvtOo2OTytw6fU13fxiBwNNP9QMQssgMkSxJY4tSZo9o8TFGpBK4GiB7wrGm4KJJqydNmxc02d6os03noGHnnWQZoy3Xu9wzWVdHtkbEw1a3HqNoB0EnF9scMtOw/R4n5r2GCSK+U6MMoJrdmrqzZA9B3zecN0YN1/dZc8BBXaM6y93+fF3LvGt5yLuearBvhM+m2cUaydrTDTrjDWh5oGjLUqCsbDvqCBNBXEiiBIIY7JjDFOC0JTuSD809ALohDDfk8z3YGAG3HHtEu+8tcMP3mGI4ywQXen6tHse3UAziARJmp2XtZOKXZcI3niN5LJ1KRMNjadbHD65RPvgvZNg/3833nSLbnd7vz3WfPVsxFcN4NYuAubH2+fu/sj88SdnsRHrZ+vU/YTzK4qVecGEsswvSGpaIYRFCvAcQd2TWJMxlxQprpLM92t85r6N3Lunw+uvXOFDd6xw5bYeU+N1FlfqdAOPfuDkwFbZMxKEsSROBEkCqbFktVtZUKk1+C7Ua4bJZsyG2T4JPQ6ejvmjB32OnGww7tW48XLNLVd1ePKVNnc/3uKmHT6b1/X5g/sESni0mjErvRBjQQmYafXpdF1MUuNdrz/PZ75eZ/uczztu6hPFizz44hRx6vOay2d5x40ddmxqc++ePi+crPP8UZeNk5LJlqDuCVwnuwmlACEyZjXGEif5zRpbwji7kQcRBBF0B4LlULDUBaEHXLNzhQ+9ZYXXXZ4y3ayx0mmw3KnR7Xt0+i6dvqY3kAwiibHgOoqNayQzYxP0eg1mmoJOX3F82WGpI5hf6vDcH35zds/h6CPf98432MMnVn5n++ZXpzrx/3OA/8g/+gQf+dBG7vnmYz968OT8R6f9x6anajHbN45zbkFR9yVjzZQoNgjAdRXGCKQUKCVxHYUxgM3sMqUsjjL4WrAUKBbbE3z2gQZPvNTj1qtX+NCbV7h2e5uptEaSePQHPr3AIQg1UayIE0mSSlIjMFYgsEhh8VxD3U/w3AjXCTm9GHLn05JDp1yOnppAGY/t61x2b1Ncf1kH5c3z4uEmG8brXHEJrJ1ZZqnT4soNksRYvvGUR9iXjDcS3vaaAV99MObEuSa7LnU4uzLg5SMOm9ZMcPW2eR55octjLwvCyOWybZNctsnjso1dDp9d4tBpeGp/nYNHGtS1wNOShmfxHZAycw2szW7WJIUogSgV9EJBZyDoxBCZBGMH3LCjw4fe0uH1V6asm/QIBmMstmt0ei69gUsv0PlT0R9IwhiSlOwcScHCsku374KwRJGgG1hWugnnFxOOzi3i1b8+e+SSUx9d6q5J/vNvP/DJH3nHUzQ3/r2/vAA/+NzvsePa82gpf/CSqWO/oQaHx73ZLlunG8wmEda6+J6iN9BEUbbsCiGQMvv3KhVIoZACpBAolaK1wdHgOZaamzLuC7qhw3Jngs8/1OK+5wesmejzwdvaXLZpwCDoccU2y6a1ijB2SFNFaiS2ALc0ODrl+Jzl6DnBSmD4yiN1Ti9MYCOHCV+xfkqzZa3mkg1wxfYORi7wsa82WFoa46bLNFdsb3Pv8wKROMxOSBr1hH7sIq0EK1HapT0QzC0JLrd1bru+y6N7aqyfdrnpikl+7J0LfPzrXZ460KA3cFhcabJtfY1d6/q8ZmeX972hy5mlJb7yiMdi3+P4WYfTp10cJZBSIhAYa0kNxMaSJoaJqZirLu8ThjGXbQp5/20hs2OKyaZHHPucnffpBS79QbbK9QeaYKDoDwRBJAlCCCOIYkOaWoghjLKVI7UQxwn9QUqnZ1hoG/qJYrG7xBfvemj66t0bfuNDb5+NGxs+/umP/Ppn+Uc/+4G/fADfu+c/IsZ74uiL/gfue/LYb331wQP1v/bdS9ywU7PUiYmTkNSA52jqYRHMCIyxWCswJmOPSAmUUigl0Frg6BRXGzzH4keWmmtp+SnjNUE/knSjBkdPNfiVT0+CSRBJwvVX9dm2NiJJwFiDtVkSRwqBVALtuBw44bLvkE/D1zRdyXRdMDMlmZ3UrJ9RbFmXsmvLCqlY5D98scXxE+PctNPhsq0pQdLl8Rc9xmsOU2OW8WZEvZZJIWMk7YFiqWdZbKe0ezVed8UKT+/rs/+EYrzl85rLx/mJdy3yn74Eew416AWWla5mbqnF2uk6sxMDtkwN+LkP9GnV27xwFA6clDhOtqIJYQCb/d9CksDWtSm3XpmQxg5x4mFtnUHkcG7BJQizFW0QZdItCBVBKBmEgkEkGEQQRpYoNsSJyYLMXM4ZSy6FDEFo6AaWdiDoDBR3PjnOTbuWuGL7wfH/8seN31oMfy75wA+1Pqtrv2f//od/5C8PwM8d/ARrLp1Vzz927L0Hjp38ZBTu8y/ZENEd9BhrahIjMUZm0sBxqQ00g0jm8gGSNAuekkQQpYIoEriOwnUkriPx3BQ/yuzDMDZEkaWVkH2dQJQIBrEkTD3i1Gf/oQbP74fUWjJoZ9rYkeCqrOaj6cEV66BVg7GGZKKpmBrXzE7C5rUh62ZWiO0S/+GLYxw+MsZ1lygu2SjZvnGZ+19OmFsc4/ptkomWwXcDPOlhlSBJJcJakjRiueczt+hw3WU1rtnZ5ZE9PmsmBHW/yXU7DT/93kV+40uGl083WekZVrqK+WXN9HiDiVaNidYYrXrMTCNmy3URnpPg6ASlUqTIgglLdlPFseL8vCZOFHGiiGJFGOevkSSMJWGU6ewwEnl8kgE7jDJgR7EhSSxxaklTW8qgOLFEMfQjS3cgWAokC4GgH4TMtFY4s5zy3MEX6ru3p5+864vCnF3Z9sV//NHPpf/mH7z/Ox/gX/3Kp3lqX02Jfefe3+/Nf+IbDy35X90zi5IrHDpr2bGly471HaSwKGlwnBTfdQgiTRRLkiQDepyI8hlpSZgIXC3wXEUUS6LcDYmSNHNFkuEzSckviiE1ZHrbUIJbCFAStATHAU8LfC8LZht1xVhdMjEmmJ1M2LK2T7OxwhcfjXjwxUlWFlpctVmxZZ3Djk0DUrHCN56q03A0MxOKZn3Ai4dh7xHNlZss/VBx9Y6Yq7Zbzp1NmV92CQZ13n5jl4dfCDh4WtGoSTy3xZWXGP7Vjy7ywMsBX31gmsWOZctsynJbM95SjDUcmnWHRs3iewbPNXg6RatMahXSzlqyhJURJEaS5GQRJ5IoEcSxJIwz5yWKRRaY5oxdsHb2CnGSvWaOU3ZeowQGEfQjwUoomQ8EvXDA9Vvm+eDtK9ywEz7wRs2XHzjhr3SdT73uCv8nv/d733vkn/+/9hFf5XfidyrAO0EoTdr7/lNnz/2Xbz19zJ8aF0RJnaWex+cebNHpLfC+N7R53xuXmZ1M8Ho1+q5HLXQI42EgGMUyvyCSOLZEiSByRXZBEpH/HPnP5ZZf8Zoa0jQLvIzNnZL8tBYaX8lM8mQ3jcT3JI2aoFW3jDcNayZDZia6JHaFzz4s+fjXp5j1fa7aLNi8zmHresOWdct88XHL0pLPZWsVEy1o1mPmjknOL3u42yCMBTNjkvFxOHjUstwxnFvw2bHV5/bru9z5kM9UEzzXRclxrtwu+Ml3nMeR5/mTRybYe9pnTSdmdjxhrKFo1hT1mqTmaTwXPAe0thnIBUhRATnZjZ2dC5Gzb+YgFUCN4zQjhtjkBGFKwojyn8u+D3EexA4SQS+SrESCdmBwnQ4/9l3nef8butxxrWQQ1lnqaBqtHuv95/w40L934vih/Y7jXg3E37EA3//8F0kS86NfuXvfrz3x/InWiZM+LxwUtLTBbUk6cZ27n3F4/OUa51bO87fes8LsZEh/UKPd84lihzBycvCqIdgTSRxnrwXAhwwv8wsGac4yqbEZYxtb9HDm4M4ArpRAK5EHq+B7UPcNzVrCeDNhZjxgemKFR/dHfOruGgeOjrN1zGH7Wti41mXjGti1uUM/6fDkvhY15TAzoRhvwngzZGIswXU1QmQ3VxC6LHViVvqWdi/h/LLL5rVNbr7sPHc/1efA6RZ1L8ZRLkKMsX2D4offvMANu87zqbubPPnSOIs9zWwrYbyeUPclNV/hOVkyzHEEWkmUIrcPM5Rbsh5WYyA15HGNyc9TvtolhiQ1QxAnWT1OnFjilIxEEohTwSARBImglwjafejHIRN+h5969zx/7/sCPKfG/HKDIPRIU8nbrjd0eh4vHtnHI/dHs3hXfui3f+9PPv7Xf+R7vvMAbu0SIP/6I/d/5SMrS4tTjvC4ZE1KEFqCyNKPLI1IsqIcVoIp/u3nPfYdmeddr+vxhqtX2DA7oN2tEYQuUZyBPEp0CfY4lhnoc1BnTCSJU5HrdpnJkRSMyfzbEtxZkjJnbtAqS5i4jsV3DTU/oeknTLRC1k13mGv3+c2vOHzj6UmWlhtcOiPYPCvYMOuycVawbf0A7a7wmQc1R0422LlGMtGUjDVSpAw5PW/xtEQKsFYQxZotsx2eIqXTVyx3LHNLNXZu9HnfbW0+d6/LsTkPR8cI4WBsgziRXL9tmS0/0OEbe/r8wTcmeeZYgw0TgulGSsNP8V2B5whcR+JogVaZ2ySlKIuOLMPg0NhMS2dAtyXQC+kRJ5XX3G6MEkGYQpAIuomgH8GgF7Nuusv3XLvEu1/X483XCWw6zrmVOkHo5UFsFsgGgQajOH5yYWrtlt5H3/2971bHT7d/e8uGse8cgPc6HdLI+bE7v/XAR17Zt392elxgUpeFlZhOP6U3AC+0eNrgKYGrJEtBiz9+0OPBF9tct3OF77+9zztuGjA7mXnXQegQxw5xoomSIliS5WuS5NoylaSpIDViqLWNoFQlNmNuKUCpoY/uOgbPTal5Cc1ayPR4jyAOuPdFyx/dP8aTL40z4TpcucGyblKyZspl/Yxk45qISzYs88KxgK88PMOY0syMCVoNQase0+6nfP1xn6ZrESIDVhBq3nVryNeeyGpA2j3D+WXNxtkm73ltjyf3d9l30KXhJSgpMpCbOoMo0/o/fHubnevO85kHOjy2d5wTyzXWtgRjvqXuGnxtcB3QSqBkdiNnTA5FfV0h1YqVLTVZdWKx6iUmky9RKjLmTgVBAoNU0k8hiCxhGFGr9fmBtyzzfbe3uW6HZWbMo91rsNj16Q88eoFDf+DQCxx6gWKlq5lfhvmlCO3tmZ0/NfWRHZfdblZWur87Pt78iw3wTneZl17pc27Z/MiZ4w/96rEDD02JuEfd10StjEW1EjgqxVEGLW32VBZPSlYcl7neFF97qs4TL3b5/FVt/srtAW+7ZcD0hEMYekSJQ5QDPU4USaKIU0WaSBIjSSsANzZnbjMsmhTC5kFlVsehtcF1Ujw3puZFNGsBKQHf2iP59H3jvHR0DBF7bJ2wrBu3TI8rZiZd1k5L1s/EbF7b4eR8l//61QZJWGPjRsF4U9NqQKseI5yITtBgvGkRQmAtxIlk0lMkJqEbu3T7Kcsdxen5Gpdf0uTD37PCR//Q4/h8A63i/MbQJInPIJKsnfK4/tIOV13S4+Xjp/mj+2vc/cw4Z9o1Gp6i6ULDsbja4ijyWp5cklWulwGsyW661AhSC4kRpDmg4zRj7SAVBAYGiSVOUkwcMen3ed/tK3zgjg6vvyKl6bkMojrnl2r0Bx7BIE8WDZysTKKv6PQlKz3BSjdhEBlOnuryx1+4f/atbxW/evubbk6sPfl77U6D8bHJv5gAX+n0uWRz/XvPHH/yPy2e/Hpr+9oeUezR7Zs8ileQM4mUIIRBSouUFi0NjhT4SrIc1VmIPP7kqQYPvtzjNd/q8jPv67B7c8jMuKbVUESxSxw7JGkO9FTl4JakRmKsxNpMEtgyoAQpDEpZtDJoneC5CY6K6AQx852YX/+iz9HzE+zZN441LlM1wey0ZXpMMNVSTI07rJmSrJ1K2DDTZ2p8mW88a3hm7zhXbRRMNCXNuqRVNzRqEcIJ8TyNVtnftxbSVGbL9SAmMYJuYOj2LEsdh3OLLW7Z1ePmy1f4zD0+tSWFllkcZqwmSV2iOOvxnB73uWF7jxsu7fHUG89wfF7yqbvHOb9S59Sih6skDUfgFjJMZoFnSeSFVCHX41ZkzG0yGTLIpQppgk1ilIpYN9Hnqi19fvp9XW7cndL0HaK4wXLHIxh4BJFLf+ASDDLm7gaqBHenJ1jppbR7Cf2BoRsoXjm1zNG5u6diI/7Tm99w/bJNu1/588TknxvA9x84xsZ169U//dVPXdpZfr71mu2HuGa7Sxw3mV+uI6WLsRqLBKsLEyMDubAoYVH5mGBPSXqOohM3WI5r3P3MGI/u7dPwBvzVt3fYOBWzdX3ALVd00VLRrGfNxMOsZFYrbW2FubEIaVEiJYwtlgRkwstHJU/v19z5ZJOXTzSJkjpNrZipWSYblom6zXzwlmZyTDM1Llg7mbB+JmDdzDIPvhTysTtnWTeumWlBq6FoNQTNekLNC3n0FcUg0jiNDFTWCqJE4mvFtTsDnnhxPCt8ClJWOg4LKx5zCxN8+B1znFpY5InnZnAkIGIMkCQ6D74lvUAz0fQZbzW4eWefN17V5wfeNM/+k4avPenz5P4arxxpkAhNGCr6cdZULIRYFXjmOQFrSIzFGoMjUsbcCJ+Ym6/rsW3dgI3TCR962wDfUTR8l0HUYKXjEUYOYeQyiBwGkVMWs/UDRXeg6AaSTl/Q7qV0ujEr3ZSlrmWuIxhYSy04xdK5r7ZOHTpy6ebdP6mOHzuSbtn659O5/+cCcGvvB065y/NH/9qtO+2v/ebvx9z7xCw3X7XE33nfIutnsmxkppFVHgAqbFncZDLpIG0uYQx+IqhrQT+R9B2fQerR66b82mcmMWnEmukBl28eMDWW8P7bAzbPRlnjsRH5TTRk7uGqYRBS8PkHarxwuIHQmuNn6pyeq+PXFGOeYLxhafmGlg/NmmCsrmg1FRNNzdQ4TI8nrJkasGG2Q2pX+PzDLYJegx0bLa26olmXNGuGpp/gOBHfeMIn7EucWZA5mOJE0qgp3v6agIeeNfRCSS9I6fSzbqRzi3V2b2vy/td32PNyneNLTZQ0QJzrZYc4VYRxlpjpDTTtnkuzVqdRC9m9ccBNuwacPN/m2NkVtJPy/BHN5+6vI5TKwC3kqotoAJM1HMcpW2YTPnh7wHQrZdcWy5opQRI7RFGLOHFZ6mQ3WhxrolgTxppBpAlDTRBl2dDeQNEPJL1A0Auyfs9OP2WlZzm1JBiIkJ/94Hlu2eFxbj7h/qcbv6YPPNFftms+/jtffDb68fde9xcD4AcPHkdqf2fUPfGbNfuMfNO1s3zrmTqPviR4zWVneMs1bSZaWRVfmNt7SaLKCN7agsnJNTk4MXjKUtfZchmmgkGqCT1NZGrM91vc/7zBipQvP5kgRZKl3G3+C8nNkswLRAiFEBKpFEmskUbjaEnTg20zloZjqHuGugd1T9CoSZo1RauuGWtKJlowNZYwMxGyfqZLyjK//gWfR16cZfsUTNRz9q5LmrWEei2iUQ+o1ep4SqJkrsHJ5EAcOwwCQRCmdENFb2DoBiZrmWu4nJob43WXh/z0B+b4d5/TnFjxEMJgbYxJLXHiEMWSQZgFb81A0/Bd6jWfulfH92KatYjrd0S4TsyNOxI+dEcfrZI8CZSRyogozyVdmkqkVHiOxuIxCDULS5o0zWKeJNUkqRo6WokijLLMaBgpBlGW6s+egiAv2c1kiWWpB8txyptvXOL1uxzOLazlvqc1D++9T77jbd3fvHLXpoe7vcFLfx7Y/F8G+N3f+DL99lRtz0t73/vcS6+INZPguSmXrNWc73j82z+e4JptS0w0Qjo9l/4gO+jQFUSxzEBuM9+uqFJTefDp6szP9tPMxorToUaMrCCuZWMVYuOVtlc1LVZmKQVoIbJMpQK/ZvG1xVcpngOeBt+11DxBzZXUa5K6rzOANwTjTcNkK2FqPGR2ssf62UU+dqfhD+5ew6ZxxXTT0GoomnVFow71WkqzFnN20XD4rIfvZuW3UFT6CQaRZttaw9rpAZ2BSzCwOYtLVrqaZs2nWR/nQ3ec58jZc/zWVzagpcZiSE1KYixxogkjlTOmpO9L6gNNzXOoeSntbhZjuE6Ko1McJ0XLrFFCyiydL/JnVroisqfJ5F3b5PFMWgngjSxX4aTiYkWxzNP/2aoyCGVWxxJDGBnCKK9HDy1LgWRmKuDnPtAj6G/m8CmPOI147ZUxa/TzQnTle9e2Ljv8hS98KXjf+/7XuvX/lwH+ltuPuf2lQ/9w7mT7H+4XDXnsZJ3xpmTNlGD9pOXxww6IkLo/oObX8FwHR+dBjyOzRIORGTCFGfGmM1DnFlaesEmKVHtucaVWlIESVowAPMvk2XxlMFl7l8qcBUcJHG0z31gLfE/iu5Kap6j5imZN0qxbxhop482EyVbI9ESfzWsWefKVkM88sJ4J32NN09CqiwzcNUnDNzT8hGY95MkD8Pz+OpfO2Fz3DtPmQai4cZdlx+aAp14apx9agkFKL9A5yB3qfo2aP873vWGJ5185zxP71oJVGJNm5yKxJLEt60mCUFMfWGq+wncNnuvguSmeNmid4miDVgalTLYFi8xKgxEZtAs6L4JzY0Xek5rVs6RGVEAuhiBP81xEnKX+s9oWiPNnlkQyhLGlH2a16A0RMtMSPHnc49wirJmUTDQnOT+HfPbQ+X8uW9JVjvdLQPSqAXwQhHK51/uFP/rKb/xdEe11v+eN45yerxMn2Ym7YscK9YcXieMBU+NdFttNtPJz1hA5kCWOtlhkVvSUW1oZwMHNPdki+1ak201eKWdNVjBV9bhHAT5M6CiZZywVODprFHDz7J/nKnxPUfME9ZqgWbO06iljjYTxZsjUWMD6mWWeOBDwC59Yw4lT41wybRivQ6umaNQUDR8afkrNj3GdAe2BRUmFo7KVqXhkaXJJnLi0ajH9xNAPs/15+oOUbl/SrinqXQ/fa7J1bcy/+mtt/sUnJY/vW4NFYawhTQ1JmhAlhijOpYEnqYUK35V4rsVzFZ42OE7m92tlM4Cr7BrJ3FnJQD58ZExOGayb/MZMU0FqMyu2KIKLy9qWor4l89DjlLLq0NrsOnYiSaeTUt8ccP8Lhs/eY5BphMQSpYJTS4Ztm192v/v65B/8lff8jPNrfz/6p/W6+z/d2/k/DfAjZzqcXhr80gt77vvZr9+/6B9brPFzPzDHHdcKuoGH5xiEXOFLjyn+zacn+OG3xtx4aRtrW0RRdsIApBRoLbEYBBIpLUpmGbUsUWNLgBtjyy53S2ZxYSiTOIX9VUiTwo5UIgO3UtmNo/NWNEdnLXCuo/C9bCRDzbM0fEOzntKqx4w1IyZbAetnVnhif59/8fFpDpyYZMtk5rA0a5JGXWbsXbPU/ZS6HxOnEb9/TxOpFI7MHKKSwW3OfqnDD791mW8+E9GNPPo5wHuBottTtD2N73p4TotdmxJ+8ccX+WcfFzz20hqMlaSmSKsb4jir+gv9rOTV8wS+I/DcLLPpaltmbLUySJV9JiktQoIkyw9UUp6lw2LtEOxp8VpJpqV5xWeSijzrmb2m+bWRAlxHIjD0kwHvfeM8P/z2ZRY7kgf3dhG2gedAP0i57foV/vZfGbC4POc/9fQ9f+fNd7xJWLvwj4SY/v8W4McOH8JYe/Nd9zxd63ZiVtotPvJpzR8/2CUKs4q2bjTJnoNj9AeaQ6di3natYcNENvc6yWNBKQQq0xB5RaElVRadl2MWoxGKE2yMrZx4RiQJDJMZUoCQIr+IQ/bWuqg7kTiOzOo3XIHvZTNP6l5Ko5aBu9WIGG8FzIy3eXJ/n1/43UlePj7NxgnBVKMiTXxNw8/qV2p+Qs2LcJyQ04sTOEqgpMltuWGQmaZZoL1uwpIkMZ3Yz4MxQzBI6Q4ktb7Cdx1cx8fRY1y2MeEXf2yef/w78MTe2VwqmDydnuZMbgg9gx9JBq4qJZjjkEtDm9epWLTMAV4AndFkUHFuh5IlJ5pcupT1LEZgKgVcmZzM/psgI7BGXXDFdsVbX9vnjhsNayaaBFHCb/3cOYIIlBIMQsWO9YrxeouVlZTlc3tqc6e33yyk/LOB8s8L4P/6P36W+1+Yq3srT7oqDWjVNJvGLfPdGk88X6OfZifFkzDhCDZMWHxHceI0EFvGWwatM0kiJChk1nOZs3dqi+Iok7ssFUmSv+di4GbI3EWVYBa0ijxtLfMmiUKegO+A5xpqvqXmZfq5Xotp1SPGGwHTE22eOTjgn/32BC8en2H9uGKmYRirCZq+pO4r6jVBzc9ujizVH/HEPkFv4OIr8nR5psGLJoTUCOJE0/AVt1zR5cmXW/TjTKYEYZp5yJ7CcxWu4+b6eZzdmwy//BPn+fn/Bo/tmyU2ktiYvFl62IMZuhLPNWXNfHHMWhXPrFShSONniTeLFBe/5lWQlyn+QraUK2wObJuzdy4ZHS2paZhsWbauadLrKU7HMb6bcO22CKUSLIIoduj1fc4t1OkHLqfnY778J19zP/w3d9ST5d/t64kf+98P8PPnTjKzZuP4L/767/9XxMIbJsYSOj2JsVlnzWTeeW0gT9zYvJ1M0GxIhMx0tLJ2yLDCYmUWzFhph45IIUesLcFdsnalKjCTJaL0u4UQZZGRKgGesYSjMyZzHXAdg+/mBVZeSi2XF81ayFgzYKLZ4blDIf/styd4/tgsa8c1M3XDWA0avqBRU9RrinrJ3im+l9CsD3jweZeVts/ExDBNXrBioWXjVDE7pbjjmh4PPm0IIsEgMhWQS3xH4jsaR7toXUNKw+5Nlo/8xHl+/r9ZHjswS2w0cWqyqr/UlkzuxbKsLnS1ROu8CEsKlC7ODeXnK29CLkzr2xHJwhDodpjuL0BffL+4RjL/O9bCUtslTQU1P8VzssBXSYO1gjiVDEJNN3Bo9xRzywMmZPSGMwfX/E7X+Ym/cejQ21cuvXTj/16Anz5zgvPzZ39+yjn9/V99OAAcZsYyLeo6llZiR+5eJbM72HMENU/iaomSIpcmxYkUlRMo8hOUg9kMK+BGJEl+8oqMXHFBhCwq6Ia6uwhatSKrz9AWx8kai33X4LspNT+h7sc0/JBmfcDkWJs9r4T8w/82zXNH1jA77jBbTxmr2xzcOXv7kpqXsb/vJdS9iMSEdCMPoSROweClBhc5w+UOROzQcAdZuUDkM1GAfJDSdzMG91yJozWOLjagtVy51fLRvzHH3/8vhsf2ryE2mjAVRKnJWVzgx1krn+sIXG3y1Utmq1m+omXnR5SSTorhKlic1+pqOSIPbRXwduTr4l9keYgsdgpjQSeQpMYhCFUeD9i8jFiQmGxKcBhLpIRbrrAMwoCv3rvy/Tff8vThJIn/8f9WBl9eOMv41Notv/3x/3zVoH+Cq7Z5dPqyrHPOWphsKSsEOdBUoQOzgM7REq1HL/wIU+SeLJX3ZaXrEOFZAoeqLBkutzLv0FEqd2W0xVEZsF1ty+pB30lz3RxT80MmWn3GGl2e2Jfwjz42zbNH1jAzppmppYz5lmYO7pqf2YkFuGteiu8mtBoR+45ZHtjTwJUSR5l8+R8eZLGEx6kiMZrbro+59JIeh0/UmKnDILLZM0zpD3IW1gqtndxlykBxxRb45Z9c4B//N8PDL88wiGuEqSRKLPW8jttzsoZsVxerl8klikSqtFzhlBQVgIsRkBd1K6IAOMM31fLbkVU1f0gp8obu7EJZm5U1B2HmnhXa3+YBbJKXO1sL3aDBcsenn5xizcwTV735bX9ry7FjZ45v3br+zx/gj7x4lpfmxrd6Jx799023/71nuppmw6XmF7XEkJiivng4X0SIbGBPxqC5BlZkzKEuBHgV6CUP2MpJLZiFCnNXwS0sUhW2YAYGrXLW1hZXGxzH4DkGz03w3QTfi6j7IZNjfZa7fR56CX7502t54dA00zm4x2uWZk3Q8EXplWfOi8nY280AXvNCojRlEPj4KrvJZAGY8tjyIC2VJInOtLwOCSNLEIsKwA2um+I6GseRaKVQ0ikBjoCrtwl++W8s86t/mPDY/inOtFsMGpLx1NJMLL6TSUTPsbn3T8mcBXsXUqUAePl5RUWyVK9N5U2RWitW1/LnimuSj/zItHpmL0bxUDIWmr/Ma5Q4ymaxpyZrunjpYP971219ML35ht1/x9rDx4TY/ucL8H0HjqJU46bFuWffu9F7gpuvWsOp8zqblxFl3meSFJ71cLkqtJ0U5AeVPyslnDK3p4blP6Mgv2BGaGkF5gkUbM6S5AmM/PerHNx5WayjDW5ZHpuB23NzcE/2mF8O+Mjv1/nK4zMs9CaYGZPM+Dm4/Ux31/PAsuZJ6p7NGTzT3r4XARH3PeeyHLtMeYzUYyOqS7rIL7am5Wluv67PEwciurHHWGwIo2xYjxtmtequzgCulUVJByGzBA0WLtsk+Xc/0+FrTwT80u+u4dTCBMG4ZtwVNBNDPQEvzkYvuyobaOQUgWapwwWyaJCoxDIlgVzsUthRsI9cnzIWylvnlMwTPrk8EgIhqzd9pgCKBFbRBxoMLKcWDPLYs7z+Jue94P1+3O0f+7Pi9s8E8H4voFb3d9x7/+N/+967jjB+reSyzV2SVNLuOfQHRc9kYRFljQbFHT2UDrZMuhQJBlkJwEThxV7wKJaDi3ndRcKCMnGhcmmiZQZsrTJwOzrFdVJcJ8F3Yzw3plkL0LrPg8+n/M7XW9z5yCyRaTHbEkz7mSzJLMDCJ1f5U+TMXWXvGK1DHt07Tj/SrKvb/IZbzeCUjBYnCt9R3Lw7IDEZwINYMCjckDzF7ejC4lTl+csS65mEmx4XfP+bejS9M/zu1wMe2jvFubhG35e0EktD2wzkOo9DlM1XVZuD3OaSUZTXROS6vLBdgW9zfVbxT/mzopJsy85DEXBWV4fypjeWxGRtc2GcrWCdAM6swBU7fOZOHOWVvTf97Z2X3/7sIAgO+rX//tzD/y7A9x44geh9jigaX3/pzJE3vvM1S0yMN4GE8WaElOA4ijDMu99LgIsRSSZFnlCopM9L/7UauVearEfOZRXUAMXvqABb5o0MGcCLhoasuaKoxfCcGNeJ8d2Ien2A6/b59N2aX/m9WQ7PT+J4PmubgkkvpeVZGh408g77mpdlO/08IZTVr6T5SpDJk4VOSi9ycZXCLUEzPJgsQZUHmnm6O0ocas6AteMBK/0mQSzycWtZrOA4aW7zqdzuVOV5GwauWeXj976+x42Xz/PLnxrwB9+YYSlp0Pccmo6kqbMaHE+Dq7K6HJ0TQbHSqHzQaUFKpXVYOf9DgVghndXXiXyFlaNMLi4ifwpwp7k0iZLs5g5CS2eQ/bb5hQYf+1LI5YdefuPuXYP15+bbB/vtk9THNv2vAdwYw5nB92w99cpzH7vvgRdp1NpcdmlEq+aW9dZKagY6qy5Lkkqr2CpdNtTKduQElktahcGr/waGwC9ughHNLYfP7AKZIXOrog4jwXUySeK5IZ4TcGwu4be+1uBLD09xZG6CVt1h0ocJL6Xp2Tz1XoBb5uCWZVLIz7W352Y3TqsR8sVHNQeP1/CVyDKGRSDNEOXlGIe8ci9ONJdtgXfe2OV37pqiV9e0YssgtnhRHjeoLHegVOEMFSB3hhfLZqvC5mnJP/qhPldtO8V/u3OSI+fGWExq9BxNQwnq2lLTmVxxlMhrdKiw+HB1rcoVWbkWVSavdMKtIqFVibfKtbuAvW2uv/Pm50EC/VCwMhAsBJCqLm+8us+a+jO86drdH7t89+3f1e20/7tS5U8FuLUxoNm/7/mNx48e3/708y5n2jPc88wK/+AH2lyyJp/nJ7L0b+QYkkTkg3xExTLKA8I8FB+5u4v3BZgrNREF6KmenArIZV7jXVhnRY1F1o6WA1slWeeOk+B5Ia4O6aYRv/lZl9/92lpOL45jVI3JMcWkaxlzDfWcuetl+l7mdSq5NMm98xLcbpa9DOOIg6c8epHHhJe7OBVwFJZbNdmTpJI41rQamm0bI5Q3oBs1CVxBLZ9P4ubyysklii5cD6G+TfCqmBnr8+Hv7fPe287xu1/r8LHPT7EYNAi0j68VdS2oKYtfFJ/lzK3l0N0q4hlZIZ/Sjl3tl48AfLV1O5olreYEhvJkWEyXTcYV9CLBXEeydeMKP//9K6wbm+TIKcHevYe39wfNjTfeeO2xlU7CeOvbw/hPBfiJU3M4bmNGKj7rp884t9/gc+gEnOkmpGmn1LJFkZSTmErTryyDqdUPccEJs6PgrsqQ/LXK/EWJp5RZJ5DMWTsrAzVolaJ1ilZpKUdcJ6I9iHj0Bcmn727x+YenGKRNXNdlyhWMu4aGa6l7lro7BLfvSTxP4uXSJEsM5c5EDnDXyTKfR89aHnqmThQ7eA17QYBZroqlBs+q9KJY4TiaO27s8plv9ThwqkHgZ75x6FjcBJzY4EQGpfI8ghRIIYfDfQqAFx67kdQ9zZrxgL//fX12bw75g7ubPL1vjPmgwUC5OI6mpgW+zGrvXZml73UhVYpscGW1rbIxXKjNR0jpIqAur60dWo7WFoV0mU0YpdlOdP1YMEhBS0EYjPHUiUleOWGZW3nG+Rc/f/Vn03jpmiTszf9PM/jmjVPy5b2v3PT1b909dsPmI2xbP8HurU20k7Jl1iFOwHXi4dDKRJIYRZqKfFSDKIfsVJprKgdqRyTIyHuqrF0BthwydyZPskyYlBatUlT+dHWC50VoFdPuxTzykuATd7W4e88YS+0msubTrCnGHUvLNdQdS9211Fxy1s6Yu+bJbJcIV+C75BV6Jge3yVYGN0HpkFdOwem2nyVW8mbf1YmT4qJmfZAZyBMjiSLNmpZgx6aAF08k9GOHMJ/x7UZkHr5Kc4lSJGpArurMKW6ewoaM06w+/IN3BLztNcvc+2yXT36jxdP7Wix266xIl66rs5F1MuvfdGXG6DovEiuCRCUqAafIOpRGXJaKEzai20dIixHbt4xJ8q7+xGQNz2EiCFIQSnDwXIv/+mWDJxPm2gn1epdX9n9zTMm33eQ1L78rP53/4wDfd+CEF8Xhf/HMocZnH4Ebdi7ymh1t1k6KfGilxXVymaAMiZZlX2ShMYsahvLqVlBe6uoKmLmA2W1FkhQAz0eTCVP+bSVTlExxCzdDxsx3Ex58QfP1R5p85aExzncaCN/HaTq0NIw5WSdPzSGXHVBzRf6UeclprrtdgVewdwFwneC6Cb4bYW3MfXs8jp+tMT0pcKTJgSGGjb7FI+/0N2U1niIIHbasEdxxXZ8vPR7Rix2CWOA7FjfJWDyMCxmWZhq8CNSEHJEp2VPmNdx5/XaiqXkhH3xTwFtuXOTLD3f52iN1Hnyhyfl2nUC4BK5GOwpHChwhc5CDFqBzSaiErTB6oa9XF2qNJopWx1NVcJf6u6jPMYLIwCAVDFJBaCEKJc8eh3VTA268bJkbL+3z5LPHGldeOfgvY+6h3UDwPwXwh5/cRxR1ePHQCve/OMuXHjR872sX+LsfbLNuShHFmjTVaKVIVJoXw6uSvY0R5QknPxhWHXQhSwotXmX2QoqUkkTYHNRDgCtVkSJ+zCBMOXAajp1R/NE9Y9z1dIvzSw2E66NbDnUlaTqWpjbUHEvNAd/JwO072UzCrMxUVp4i/+82B7kpQe46WXva4TOGF4964Dg4cjiqoZwsVYnKRi5sMVg0zcY5X7kt5PKNPfafrhP4gnoi8GJLqMitPZOzd+GmFBbkUKuUPntuRRqjSBJNnGRNwTU/5EffHvKuW1b45jM9/vhbdY6d8dl/uk604pF4mkBrpJJZOp+8fiUHuhJZbCGxozHG6tWXVTd25fgLPBhEDu6sqz8yEOYgj43BGgNJwsx0j59+3xLvuknS6dW5/9ll+iv7UemfvnvEtwX4uXMnRBwP/vaD3/qj6aazjtdss+w7mfKpr6dcs63N3/xAl37PI040xmhSk41tMDYHeD6XpKgtKUPHAuyVkwHVE5N3mFS+ljJraciswFxnyxTPS1AqIUlTzi3CPfdrDp+q8cCTNU4v1zh8pgGeh2pofK1oaEtDG+o6z/DpbHC855CDuHjK/KlygJNr7hzcTornZOzt6hjfjzg6D/uO1XHkqD1YZbqiHnxYpJQ7KUUbWOJw+ZaAHbN9XjqS0E8cmrEg1OAmljAmZ3BR6nAh5QiTQzG1qqjwE2Uwm7WaKeIk64Jv1SJ++K0hr7+qw+nlDvc95XLkpMc399Q5s+iTBg5GamJXIaRCSJn1tZKBWlWArXLJIis6vSCyqoiqSjSbM3di85ksRXe/SbE2BZNAGkMQ8a53zfOjb0/Z+8o29h0bI+jBZ+88Nf0TP/Z9f/vM2RMfXb9us70Yjr8twP/gC49gTPL9x44cadx+rSKKatwR9Xh8/xInFwSvnIBtmwJ8q4hDlQHcZKMbTL48Glt0t4sS4BdzVYr3owyezbkW5MuyNAiRBZCOnxCllqMnBS8eUdzzZJ2XjrrsPerTCX3CyAPHRbU0npLUFdS1oVbxgT1d1GkUZbNZXbiXyxLXVbiuzG8AO9TeTpplFp1M5/tujDURc0uS0HpoLbNgrZLEWkXgJcjTshUs63eMEgeBZmYyQqoBvdihrwVeYnHjYcGYVqbMQMq8cG1otOfDjhBYI4dMnuY7WaQKx8kah6PYoT9wWTsRsXlNzPWXhARRwF892ualYy73POHz4lGfIycyIrOeBqlIRRE9y7weSOQZZVHWB0Hhpgxl6Gr2zojP5FWiecO4SSFNwGaDELVN2LplwKaZiN+7p8HjezzCHgzSkLff+kqjP//Y94dKf/R/iMF/7bf+BGF7qmmPiHWTAbPTbSbqNabH+2zf0uFXPlHjvqcnuebyiLfdGPKma2OsiXEcQXMMbKry3sGshcmY7AIMtXiBartKqtg8gWNxHIOQBqQliQz9QSZbDpyW/OE9Hr1I8fxen0MnPRZ6LmHqgnZBOaiWwpOCmiK3wsjGmakcrKoolxVZ0qMKbkfi5rLEc8FzyV2TLGXuaIPrJHlGNKbmR5xfTrnnsSbtrsfEmEBLU2Ztq5nakWW6KDM1wzqNMFRMTynedsuAbz4dcKLdIHBkJlM0OInFiQvPOvfYZZrZhVRnncihBLB65G+kaYKbSlKtSByVTwhzcis1pu7GvP7KhJt3h7znjQNeOSl5fp9DECn+4J46R885ICT9gSYNdMbPSmJ0cRevPuBVpjcV18FaRN6uJUjBpNTqCU4tRVjD7a8d8NYbBlxzeUh7IPjF353g5WMx0y3LZKvHifOWr91/TLz/u7eo4PwfJbXZ7/uzAVwKsKLxm93BqavPLkd8+N81mRxLueoSyf17pjl+xmEQCZ7ab/ncvQkzEwnWGK7bGfHBNwekCaSJZWYs5ZqrUhr1rLZ7ePtWhbgdeS+UpdMXPP+sZrEtqPmSJ/d7fPVhn0GsGMSas3MuBkVsHYxwQGuEp9FS4ipBTWb+rq9y+0vZrAZc2zxVDW7e8OAWfZkluFXeoylK9nYdg+sWBVppyd6um017uv9ZxZceb6JcjSdt7ikz4qBctGIyD6wyHS6JU8Vg4PCuWwO+8miHP7hvjF7i08h1uFPo8LjwqG3ZLSREAayCQeVIy1kGcFNmTxMtcVKFozN9rnWaAT1M6atskP6En3DLroSbd8UgQt7/pj6DOBvn9icPezy116XmSxY6iudfdvPK0urBVqyUEYBnvbQNP+Wa6yNmxlPSxGBSywfuGHDtzhhrYGbcMjVhcYQgiCzb/t48d+8JuGIbTLcMdz0xRpCcuXrNzGW/aQwf/jMx+Jm5gHWzfutTf/jlXV95sKlOnBOIRHH4FDx7xNAPUxApeIbQWOY6lrl2NjTmlVOGrz6YgjHY1DA2kXLT1RFN32DKNpxVrThi9ERIKVjpK55+waHT1kgtCK0iNAqLIisVdEAohFJZl44QGZilxZMZU7vKZuloOZzR5+TALhsedNYIUDQeV8HtOXlxkmPyarxcljjDehZPx1gbcXrBJQp9vDGJm5fnZvaaGM1iViyyIr0+BHkWoEexw0RTsWk6whUDgsQjSAQ1nQ2oL2pIioRWta5DCFn+rexvyBzcppw/WDo3FWmUqBSdpjiJyjV+QpykqDhzpgr7dcN09rUQht2bB0Q2QGhLpy146kVNu5fJpguyP8Nbu7z2xlgavuWmqxPGxi02EWAFfu7vZ9PJJEmUOSsWweZZyfff5tDr12n36tyyU9OP6urgsdqua296V8umvY5QjT8d4NqeYWlRfTQNTrxp+9qUjZM1lruGI2dTDsxrYhzioo2jeldaS2INbWtBGNCGTttw9sHiZ4uD+3aWpSgZyAqBKQq6Gc6RELn2k0KiBblna/FklqRwZD5sUmXf1znjucWYirxUt9h6r2BvN69Td3Nwu/mmVsWzALqrDW6e9necGM+LOblg+NQ3G6BdHCmGAWYpT8QFDF61yIohoRnYshgmih0+9LaALz8YsHeuSS91qCdimFovbiIJIt+Tp/xbUJ7H0lEpkm7lLg+CxKT5tjASrRVOmhIrk4NZl/NTlMzAXeYbRD5TRRqUsIjUMFUzfPdrTWnz8qdt2mBLzwxrBGnqYSKZz2KRDPLYoYjbClmblTVoekGNY2cmOHyywVJH0O0bTi8ff9PY2tMfNWn6t/67DL5v3xdBCHfjzBHWNiPCyKMXCO58PGbPKY0jFUoIQI0uuYCpbHyUFcJbDMXQ+TJvP3qVq5mfysUpljqJzLOYIvdjM/A6gqFPK4dTVB2ZleOWX1dKQ7Na6Lz5Iu9uGQJclgGn59qypc11TWVwToKTs7erY6SMOH5OMN/xEVrjSUbkiRzes+URVrN3BYMP/fDM6YgSh6lWyJa1AfvPhQSpZpCClwqc1OIkuQ5PKJ2lYZJMjUiEoUyR2biNQvenItvSRRu0MaSpzAvUVG69qjI7rPJJWOVTmDLRJoQpLdxhJrq0FIYHXW1aQYyYD4WVbOxw8FDx2aurvUXQqIWcmAv55lM1eoGhH8ZMnj7Msv2Sa9ILb6wLAP5rv38eawWzrTa3Xd1h7bhGuwYcQSeYodlU+Mpm8K6ExmV2zhavktQOv1ee6MpNcQGHV+w0KbJbqPBdtcicCZWDWuZfFwBXijLNrMtS0GJcM+VAeGcE3DJ7dQugk0uTHNxF9482pURxdKZPXTcmIeZrj9aYm6/hjCncQppIO+qgsGqxHmn1EpUgMEv6DMJsgu07Xtvj0RcGdBKfvtbUEkOk8ptYjhZEDcFW/KUi0BQj1qQxitQaUgtO/nd1Kki0zOp3lMkbVExefJXmet8glRnJRZTJN2ER0gzFUanGCgdlCNahm1YAPLNLq0CvOm2lnZzv4TTZ6mJUxEJoiY1gdibkbTct85rdUS6D/xSA3/Ot+xlr1l73qc89cONDe7q8fFhjREQYp5xb8anXNM28QKe6/0vxSTJv0w41ZgnuSjd2cVNeJH1frTyTFV81mz4r8rESw0IglWfZsuYGUSZXCmCPgFyLjMkvBvAc3G6hu3UhS2yut0dryV0nxnUizrUNew7VQLvoXJ4U6fmSwRll8YKJhudpOIqhzDqmijh2uO7SkKnxgPZynX6iqCtwkrwjKrXZM64CnNxaLf6QHGn5y+ab2NzGFRhlSE12XpLU4mhBorINd7UsCtdkCfDidViDP5qIK/MY5fXMIV5N9JWriqjcfKJsUTRWjNwIxe/JOrMSOr0ar78qYNeWswxCF9IGLb/JSnvTjePr3vS6xx99/yO3vPb2iwN840wbrfvf/eYbomtnfXh8b5Nnjhl6IWgtmKlZfGWyOdPy2+tKmwPdlB/eVr5/cRav1iuUZbUlmxdZzOogn6I+opDoObhXDfgpX3OAZ/2g+VwULXELza0p9XZhCbp513cBbifX31rHCGLufNjj0ZeaSE/jSlGel2LIz7AkeOj8V07XcDxayeKyzCcEA4dbrgh45+u7/NadTaLUo5dK/NQSJsPVqlwxhMkTMWbVDTXK5NUkUKoljrGkSqB1BnadDwpNyxFvslKKbMpxb0XZRJllhotIlOENPaw/qQK8yuSjjeelgq2UaSiliFNN3XfZsTalH/g8f3CKP7lf4rW49oYbO9+dJMkjF2Xw5YWz1Otjb3v40S/+0CDcx41XpTx3qkXLc5ioZTUIBUMqWa0AXA3u4ZJYAN1eAP7hRR6RKKuYvAqQamdIUQBU9HRWgZ2BvQD5aoCPgjsbp7CKufOeTTdvb3N00XCQVJ4xETF/fF+L1HqoMntZDTArhf0M7buhEyzy0RiFTJG5Li6CTY3A4YO39/n9r4WsmJgg9QlSgZNQsriUFpmIsj4nswtXB/JyeE2KAT5F0Kksqc6miKXKkObbuqSpyCsXiy0J7QjY5UgZBSPsLUaCzIo8qWhxU+hwU13hK1nvKvmJIYsraegP3HJI1PKgzRNHXbZuOMTrnK0/9IY3vOeBY8fnvrl1y5pRgHcHA1LUpe1ef/unv9Xj5EKLTldScyx1Z7T0s6orSzYuATw6PqA6pKesLqzIlAseq1i8WqJZ9ZaHHSjD2R7DMRGjwC6H3eTA1krkTkoF3E7WcZ81JtucuYcBpq6wt+dE7DkkOXjGxyoHJSWuNJlcElWJMjxRq1e74llU0g2HXIrSUYkTh+3rYy6/pMfjr9SIlUuQZOWtTmrRicg3DsjbwZIi+5uNSVvNokMWF6U0Su1o+W5qLDrNgZ7afDiQzByTCosPy5erdUPFwVWRIUYIkAqYsRVgk2vxCkmOwKLC5DKXgr4fc92OHr/84WUOnEgIB93t0L1UyuCbFzD42XMrNOoRew8Jzp2dQeOwtp6ltFWlGfVi1TPFhzHm4gAfRvL2Aha/2ENcAPLRQZoFeKSqzB2UDLvE81LSIbizoTflyLZ8+E82zsyWnebFOImiOdnJwe3qLLHj6Mw9scR87r46i4s1hOeUro5arb9XB5irVrtiNnq1jrv0pk1WzDY9KfjAHV32HGoRpj595VIzmRYvC58kObiLtcLknritsLkstW0Z3Fpb3mBp5uxm76VCmTzITBkd1Fl03ssqe1e7dKrW2BDk1XEg2Qh3MUJ6w9LqUTZfjYtihVDC0g00ruPhOCmbJxNaUyn97jxJPCj/TQnwpRNfpqMF62oBr7+qwXLHMIiyPRQvmAE4AlI7ytbVgLJIR9sL5wleOOdk9ECqhfRFRd4IwAsGzwcIybz1SqpiTFv+qnOA5wxeeOKuU2wdWGQ4s/IAJ5cojlN00QwZXKtso6q9x+GzdzcJpYuSMrcHRz/XSAZTXMgL1ThkVIfnWjyXKaQOH3jrgE/c1eeFIzVi5dBP8hVDWrQUyLTqqGQTw0pPGsqchV21b1E5VLM6ei3NfXYj81XSoFIxHLdcGfFWBLZlf+xF/O9qJWlVe1ct0uHXwzih6v5UcTIs2htunhWEgvklw1z7GLH9AtVciwY4fPQ0rfXr62f2/No2ZU+RJh5Hz7i0eylRZPKNVIugcZShbc4EJYBNcdFsBeiiMqVqyOrFp74gsUklQUJFh8vhazEZS8rK2INSfw/nEKqcwTMHZRW4iw5zJ+vhzJqTbRlYFq86Z2+tE5QTcfC0phu5oHQuT+yq8thVq1D1wBg9d3a1F55346QVkDccwa4NA144GJEaj8C4+KnAkZlzJHOpUrJ4GeQZhrV8pjzDZYYzvyY6H2pqTCbxjAVlclArmWdm7XASbdnwbXMjYFWPZrX0hOoKvgrclam1w+pKRkBuLKtuyqGkStKsta3dNRw+HTHXibn2qnXbfu0Xfrr+b//Vj/cbY+szgJ89e46Fxe5bT5xZ8/Ov7N2DFFPUvKw0MowNSWzymRVZE7I1FUvQDuegDG+CC+fUlbNSVl3g1QAvsDACkHJ+iqho8OpwTSo10kXHy3BEWeGF60Ka5ODOAGwvZPByYHzVOckalpe6hv/4hSaLgZ/Lk2FyZxinXGSeyEUe5fkww10VhgyeOSpJomnVNT/1vi737mmxGLpEUhNIiVv2UFZvrmyi2LCX1ZRltFnlnsRag0WOMKZSIge2zd2UPK4xgrQc9yFy1ha5RKkepx053hGnrJAj1YCy0phexiEFqM3QOh2Zg1iW/+adPzHZmLrIMjslmJ4d8LbXzv780tzBR3r9/pdLBj994gCu53Ls6BKHjs+wftZjomUzlyGSxLEot8bOar0rQ+iLbbKtLTNltpjlbe0wYq+weznLriJ3LmTw7KsqI5bgyaVJedJL3T36WmxnXWQxi/nYTgXcJWM7w9kpxT6ejsrYW6sER8W4bsQf3efw8uEaSAcpJV61rUuMavDiDv221YQwykqFs5GDPDFZy1mSOFy5vc/3vr7DJ+7yMdojkC6eFMOkjyyclIJRR5lcVJm8lA3DvlldfA4lSkLKzmO+rYwogC5KGTTSjJzrsAti6cpNvHpFL4PrItit7NwxPBer6tvznT7iFOI4JYyypNVUSzNWd5g/c44nzcskSTSUKDdcEaO0YNtMn+u2rRClTZY7Lu2upqcEoSoAXozKzYGb2vJkZOC2w/dpJl2Knx/Ol7Z5kkOOaqyLMngRvIgRDT4E+MVALkvWHiZ6yOVJUVW4Ctz5bsdOZUBQ6ZzklXW+F7HcNvzJA00W2h74zip58u0lSrVGunqwpcSj4mRUO3FyiRInmomW4nve1Ocrjw5Y7HlEShOkMrcnxbBJuDqSoyQMS1ZIUen6wYwEuMWrNmAUGCkwMgOVlGCK8z6yQlWuT0WalIdYgtuWLs5q8BbAvtgI5vJ9QaAmw1xiLElqiCJDEBrafcPe44KFbsJN16VcZwzBIJNkes/zB6ExtXXPC4/89FPPnGa+nXLdpYtcsbmGMROkRmXDfVIynzbfIyet3n05i5da3WRD7IsZ31lBUTGUU1woV6qCLWcDwZD9CnlSSJOSzeWwsyUbPSbQUlYSPcOnU4wsGwF3BeQVaVJYgoU00SrBdSKOHhO8ctzH4CGkzjZYFXaYcBlxUEQ5Fao4lpLVqvrUMiJPbJnwyTeAMpIk1WA1l22J2L5uwOL+GjZ1MxZPRdk3qcpgLycH8mCzbDwwWXaz/Aym7N8sZaPMiSgHdZpLQCMz1ja5ZJTlKiFGb+aqNGF1wFi4RVXsDEGcjnxd4MeO4Kr4OkmzEW/dwHB6OeWyS7q8fWuM7x3jtusv++lrrr7tub/xA68c0+NNQ6s+WNus6bcdP55yYn6SpYUBDrIsUhLS4pRRdmXr50rknRavObOn+SDO1AhU8cGqEqZ0VGyeBBAjAUoB7mHnthiVKLIyA1wNX3VuFxavjs7HuGkqQeQosLVeJU+0KbvzsxEUMUolfO3xBgfna+AO5UnVPRGr2FtWNde30eDD7ViGBUdDmVIpo400l0xHvOOWPk/trYNxSdJMiztpfrzp6slhw9mNGXPkIM927MyliqwAPWPt4tXIrDrZmIzRhYRUgjS2JJyR4amiTOsMs5cjcdhwG5QRUKfF63DFT43NcGRXg7sCfpvtq3rJBoe33FBjzViTfUcilpbl207PDdYGfXtM1/1s7MHkeMQV21O2rG0ShB5zi4Lp8azoyKGio/KdzTIADz9smo+9Hb4XpKryQVOLNDYbcF8FuB1dzqop+2Jpl1WAlzNBKhJFycwPVqPgzqRJXmmYS5FsnJvN5xUWr2k5CSt7zYPLXHvX6iGPH5B8+f4GwcCFukZLgSMqwaW4SIB5EWYb0eCrNekqy7Dqi8eJZqypec9tA+56tM+TB1xsQxOkHq7IbMrhKiJGEjAFuEuwWwMIrMqkilGVYieVsXkmSwQqZ/PUDDfzKrK0ciSLWWBclCvEqOcvRqRHklaAXZDhCDFmk2VLsqwMdS22sRECaq5kclxz4vQ4B49Yzi4ssXl3zMbI0gsN+uScYaxleOEQ7DshuXk3gESrbO51NoF/uNwMmUXkY25FPuu6GL2VAV3l79NUkBRJgvzDSzm0HclrVaq1B+WpKpiwlCViRKpIJcqTriqgLmpThvp7CG6nmBNegLuYYagKzV0Eltmr60bEUcpdj9XZe6IOjoOQKgeVLadqlVneCpOvDppLJV7xdMvEmLmIF77KLowize7NCW9/bY/nj9UIE5dUOgRG4ab5OUgLqTIKcpFWmBwLySo5kQPZWoNVAlmx8lSeUCsCw9KuzUmnaoMWf6NKXCP1L2lFiqT5ZmP5M9tScvR75Q1Q3YgsP39SZhJ4aSWh3U0ByxWXJOzalDBWi/FljF468SVWpGJGd/nuW6DuBySJyg8sr46rbGI6LOssOrUzttZpBvZiwmycClQCSX7HJ0mRrMnuyALk1UCzGmUKhrUcVQbPth+ssnlRi0KlFiUvny2lyZC5h6xd6O1qQscMQa4StIrx3IiXjgu++Wi2bwwNByXEcApUWUJwkSxmJQBbHWNmS3gmE6q5hSqDW1PMNlFlt0+zGfH2W0O+8uCA5494oF0GRuJWtLhMhwGgXHWj2QrIbZKf+7y0v6jwtzaTJtaCtEPJonI5L232e43IEqWjlmjF+q0Auzq9qphBmG2DmE2TTUqQD5/VWeGlrLHD2fNSinzvzRRjM9ydWW6w99wLtFpHSdIE/eKBUygp6AQpC52QG3ZKtq1xCaNhYU2RoSpYphjPlqSyskdi9l6rbL9ElUBc8a0FApFCmn9tTHbxs4tbrV2oWE4XALxwUgTDWpQhsC8AtxrOCC92eFC5NFEqd09ySaJV8Zpr77xrJ7Epdz5S46GXauBnXeWuFLjCXiSwHE3Pi5E3xWUfsvhodleUmcXhln2iDDQLLR4OHN54ZZ93vK7Py8d9ksTBSkUgdKbFi89jQBiBSDOrMBbDvy0K/a2G57z8LCq7HsoKbB7XWCuRuQ6XcgjwkaldF8vWrtLfBRsnqSVNMsZOEkOc2HLoZvZKDvIMtOVAfFN46dkHFsXKKSGMBJvXR1y5MyY0i6Smh6sM+uzCFFJK+kFMtzeg200RayJajTAves/qf4sAqBg/kG1kmm3jnD1ttgmokiX4xEh/Xn4SUkFaXPeqBq/W/1ZYvKprhwBnFOAFyIt+xXxXB70K3EUwqcqps8UcwwLcQ2miVTZm+bljks/e1wTczPsWqhxrpovZiIXTU+K58L6HnHaxWLPqqIxs0WclxpqKVBFZ0ifNxj1Yq/ng7QH3PDbg6cPZJIFYKAIjcNLqTZdtr5tJlMJ2LRyqXEqUQWElY6iy76r8+8oarBzGCdIOiavq+V90pRqx+wp2NtkuzTm44yTfQCuBJLFE2cSIfKfrTA3E6XD2fNFIIyDfnj3rvx3zXWZ8D+V42Dxy1Gumsn+wcUYwOyaYaBnGmgMmWwGOk2QlmECSSoJQ5aDWw9dYZfuUJ4o4lnmJpUTmQ2JKZWaHV7Q6yq0qUUYDzGr9ScUaFBcDtx1qcHkhc+t8IlTxLJyTIXObclhnBvLMIozThAeerPHioVpWmSWz4NKtWIPVizy6idPo0Pvqu5EgrGRvO1qzXWhyKzAm27678MXDyOGK7QPeeFOfl4/XCNIIKzQD4eCKPM1uLDIV+QavZU9NCWzS6ooyTLqNsnlG8tZapM0n2haWXy4ZbSFVqsdaWZCHA4jsSECZFLvCxdlrtgUi+S7JlijJuvfjBAaJIMxHuQ1SCMNCAWTev6ME0w3D4TOwsAyXbk6Zmsh+j1433SVOJLMTAVdsWaJZD1nqRpxaiFE6RYqMSRwt2LYepHDo9HwGoUMYu0SxRkcaJzGESqFiNbptnpUjGSuZ6zpyDVqtGqsCXOR24EgV4cUAXmnAVatlySoWH/1eBdh6VJpk7B1x8Kzgk3c1CWMH6g5IhZMXVmWDfYbztEeck9UX+9vQ94gXXkqWYn94VjF4VYtrGp7kR97e586HGhw47YCKMEYSGIVO86QPebCZDj3xgslHVbkoNVPG2FWZYTO5kn9GWYQOMrt2xXUaJucuAvBKuUbVxy72rw/jDNxhDuwwziYIDBJBkAg6iaAfwaCfggrZsWGArxOMzXCCVCy3fZ4+7FJzLdIXWG0ZhBb9jnd8aM23Hnvhn3zugW+y73SA41ie3F9j76Hx8s63aUqrFnHrtX2uuSTktqsHTE94dPs1BqGLoxzC2EFLjVbFzlkKbDEDO3NWVuvTIgcxMiZFrErPV5hbjjD3KLBVRZqsBrijTQXQZkRva2XyDvIC6Nk4uMgmfPG+Bs8dzLW30Cghc/bOM5erPl9Vj3JBNjE/aFtiaVh4Zoc1GsN6jEymFKMeTCpJVTH7URMNXK7bEfC+23v8xh+6BKnGCk1kJIHIgn4pskrD8nynFSavgDxrCs8dnQoFW1sw+PDVykoWunBTbPXGHtUqthJolI3oOYvHSbGbQ76zXAxhkk2W7ceCbiLoRtAfxEw0erzzDStctX3A666NGPMgTVX2uYXlxUMeTx3wkFJww46UTVu++58I96af1C/tOzp++mzwXd98tMG9T42jJISxJI4U1mZz4+LEElnDo4ciJv0e1+1s8/c+2OG1V0T0dB2tfXSUopWT63aNzPvxkjSbc12NrotjFkKU/DF0TYbAvhjACyCPAL2wBPP3IwD/tuAuGmzTIdhlBm5XR7xyRvKZe+sgNYiMvXU+WjjLGo4GmNWgqwg9CkyvbniwIyciB3yR5R3ZTTjPbFpJWozDSyWpyvS4TRXfd0efLz1QZ9+p7DOaVDMQCkeIrGGh8MWNLWVfMdZhhMkL6ZJrSWslahXwVXljGqwQpV9uK5JMlr971bJVTTiRe+GJZRBBP7TZJrhxxtq9WNBOBL3IkkZ93nDVIj/3wWWuu9RQ91wQDWzqECeaNM8Cr2nB66/Muo9MCqe64Xf1ekfG9dn5Af1+zLqmxHN1WbQPJp/VnE/bjyWdsMbiwOdrTzU5t7jAv/+Z89y0q5OPMPYqSRMHpQwWiCKFYLTmeLQXc5jBvChrr2JuuZq5K9p7RKLIXIasAr3Kga6UQel8nniejle5NZiqhK8+0mDfwUJ7O0ghcUXR5T+sjS4zmKX/vTp1fTF9UgV70aNY2fi26okXbD7SsylJTTZbcPelA971uh6HP+MRGQ0yJilYXIAyuYTK9XhSkAnDWm4x1JPD5bRykUpLU1ZuznxkDblNKPO0raFCZRXvXzD0zWX+9+LUEkSW7iDbzaGfZM9OAoM4xYZdbt29yK9+eIWrLnHp9sfo9Gr0ApdBqAnjLBZM0izWy9oYDcaESCel6ffRZxYUwUBzyVrFWFMN767UEsWm3AwpiAz9SDARChYCnxeOrOFn/4Pg13/mHDfu7KFklvnzXE3N09RrDp6bMogU0ZImjCCKiz3MK5agEN8e3GVTQz7QStgLtHfWbHwRcGszorWdqg1Y7AIhh0+Vb3XiOjFHzkr+8xdbDGQG7iK4LFLzw8lVFf+bCnOvYuw/zUEZBpqVmpRVzcjpBfUpCpM7Kl6q+Jvv6fGFBxocPqNBRoAiEk4pVYaVhUVtysU+zWorcxhxWhiCu2R5SpkipQBjS5AXP1b8Rilz7s7zGJDNOg+ilLmOYGkgs90cDETGkqYxKulz8+5Ffv1n2uzeXGNuYYx2v04vcAkG2U7JQagJI0kYC+I0i/EE4GqHy3Z7jI9r9BXbFCsTioZ1scIlSTLWjiJLEBr6g5T+IKvaqoVQc7LRaAaH5w+P87O/HvKHvzDPJRsSktghzZNESx1NaHwWO5pzCx5RbCruyKgkKRh8ZLmvgFuponM8y0wWLF4Ft6qAe/i1yYfZmJH3Q7/blLo7c05iOqHht77S4vR5LxsRJx2EkHlwWenuvyChU40xilXp4qWyq0FeBJeFFBgpwLLDQqyRbh+ZOSpJ4rBxdsBPfG+HX/6kQzvOph6ZVJZSReZ6XGCzJFDB4qJaw73KJ68CvhI5CrKCLNJsw92yj0Jm8YXM/211Fas6S2jy/Y5gaRBjewFhH3pBPq8lNZBEbN3U4zf+zhKXb/KYWxpjsd2k3fXpDTT9gaYfKLoDSS+AwQDC2BDnyaLBwDJQkplphd6+qUNvfIWWWiY1LTo9hzCW9ENJt6dZ6SpWein9IKXuGQIvm9XXjSzLSPYe8Di9IHBbMeHA8OI+l3MLmqcPu9zz7ASzNYedsyFjjWw8mlZZir0ouyx0XBkISUYcE6mGUqAo7peFJFktP0omN6VdqIsZfgW4pRk6JqoqTRK0G/P5ezw+9rkWoXGySi2RTfJyK4OGlLQX3JCrVyIxgmxxUXBXbdIRH/oiLJ5540Xyp+qqZLPPP/z+Hq+c8PjdP3FAxSBUKVWUIAM5q+tUKkxdAflQYlStzSGzy4KR8o3EigYYYNgulwnzkbxF1iebjecYbxne/toeE+NneeiFhOcPK04vKF7e7xAFsGkm5IqdMaZfpx/UOL/YYLnrEoSSQSjoBpKVrqXdS+j1U4LIEMWWzgDaQYieiliXxOiHnnM5vygR8TIfekuXlW6dMNQMIsVC2+PA8TrGarQSJIllzFgmxyxjkxG7tq7g6w5zy4pf/zctOpHDC4frnFtooGo1ZloKtKE3MGhdsJVEI0srcCQJtCq4rHbJlJvHygvBXd2yu9hpbcjaOVPn0iTT3UMmVznAHSdmacXyhXvrLIdOpr1FVnfiVIJLKSpzWVbbg6xyiSrvR1jbXoiravtf2RyyqtvepBIjc4liDGmakspMqoy5Ke+9o8eXHq6x2FUgsmckHAYFyEW1zLUSDFY3/8qlzAVyRayqZZFZprR4L6s3qxX5CMKi+2c4Ts91s6GbrZrBkQ5Nd5wPvbnNh9/d49xSwktHBO1I8Omv1/j6wz5KaDptl3bHJ4wyyzROIAgtCysRB0/FLHYhiGAQS5aDlPe8cZm33RwyNgY6jmq0ezXOnTccPDOPEDUSk819tsLj/NIGhPCo+6qcNdLwLbu2BlyxvcvURJun9yvueqhJX9ShVseddJl0BbO+oeZmndtJYkl0sfNv9j1pq8viRXR4sbmrqEyyUheCe2gNjoJbS1NxS4a6W1WArWTmnjj1mDvv93nyxTqmor2lEHh53Xe1qWG1PXixQqsRj/AiUqUstqqC3HAhexc7QViJquy9o3JfPEkdtEm4+YqId97U51N3ujmLa4zIpEq2A4PIs60FiG159sXIHbdqrbFD21CXB1P5t8U9cEFdkSjVi8zjpqKyUwrLINasdGtYa+mHmrFawFtuDBjIAf/xM01+9F+vp95qce0Gn8s2pNT9DH9F4m/ttOHQXAftGxo18A3MqoBdm/uM+wpfuuidmwWXbY45eSbiV/9oilNzLWo1Sd2FCU/gCsPGNZZWXVLzLQ3fMDkWMz1u8ByfmuuSWoOtOyB9tOMxpmHcyfbA0So/HWXRjR16o6vAfYHtVkiVMpmTT1hazdrSVlwUMxwamc/X0yOMXZUomUzx3JjDJySfvLPBuW4+w01qhMy0dzVzqS7Y0rCiMUdqaLhAf180tlstU6gWX32bGnEjUPkOGiYHeZw4rGmm/Oh393jkBZ/D5xWICIQkETJjcaq7DVdGPZjhijOs6a5GyTZLV5LVElE2U2TXsSi4qqbyVx9zdXBTFpNmk23DWBOEXp47yTKdShuUgCCsIbw6K+2U007EeFNR97M9S5t1zea1mh/domjUI2peRKsecWYh4ONfHWOQuOzcKtChDRkEKXsOtnjh4CwycTB1i/Ch3pKsWZNtftqsW1p1Q6ueMDmW/UJrU+LU8KlvNIish1QeDS0Ycwy1oopPFhZSfk1XLc9V16EETIW9h3thUgJ7uOf9KmkiTfm1lqsCTGlWgTtByUyahKnhv/5Rk4f21EE7ufetkSIbCVG6JjlDX7R7h1FQD+WKGLnQq7BdAttUgU0hVyp9i7ZqGQ5ZXBqFTBWJ0CRS88brIn7y+9r8wn9xCBOZSxVJJBwkhVSptgLmg5VKKTIMOssb1jCsYzG2uAsQJvuZoqowy3JmLYuyTGiJ0WudH3xW/SeIY0WoNFo5ud2c4uiYH37bgIdfSLFYerFgqWuwNiVJs1nzWgmWVjSb100x5kU06xHjzZCpZo+rL00ZbwU4bh/9yEuWs3MuTzw5ySVTismGoeYJ6jVFq64Za0ommjDWSBlrJLQaMeONAY3agLHGgPv3CL72eJNU+tS1olXsg+Pkc7mLAqmSIYa2SQGMC5nbjgQmqgLmsnKwCvaRIDPfELYCclUJLLNpqUk+9zrB9WK++bTmSw81CCMXajoDuMxmkDvC5o0Nld3FVvn0ozq86pyI0Qu7GuHFixWVsoV8nJvMgS0vxt5ZkCnTbMRxpskzFq/XU977hoC7Hwy452kNOgajsEISkieAqnqcvF6lvCbDXe9SUWjvCpMXmt0MC56EyAjeWPJaldESjJEbmuFE3axgTxIlGh0PYybX8fium/u86fo29+xpsOS4eCoTdNlNn+YrnWYQK84t1mjUPBp+nclWk7ffuMK6TQmN5gB9yazDmHCJL/FpNpx8KLzE9wQNH5o1S7Oe0qonNOvZfuytesBEs0eYBPzRfXWWey2069LQlro2eEVTgRpOmxpud7cKEPIi7F0BepWxC2YflSQ5kKVdxdSjjF2Cu7QIM/Ze6VnufKTGgbNetreJcEr2dvO6k5EptvlnGAkmq0GmKHSpKFeni8pahnp11C5kCPTKfx9qcVmpNqywuFFIkzVF7Fob8c7X93hyv0c7zA9CSAyCQMiyOVmWCZ8qe1eSQKYiR4pjLb+2pAXd50g3+XWzZlirMtK5NVI2K0gTQZQodGyJlM5X4JSB8hlrxHzfHSs88nKLhWACJbPWutQWZbQJYWzoDxTtrsr3MdW4joOWip12grHxMfS1l1qWpy11K4lNlnUsOs99z1DzUup+QqMW06hFNGsB460eli4f+ZTHF+6fIlV1Wo6gme9gVuyDU/R0Zj72EOhly1lZBssIgKvsPbSZbIXFba7Lbb59dz7etww8hxq8WPZUJbiUMqsWNDblk3fW+NgXW1ihQQ3Z2xG59i7qvlcFlxdzT6iCvCJV/rSHXQWAYeBZ8cELJi8nUWX14UqY0llJjUKZlCTRKJXy4ff0OXTG4WNf0sTpUKokRjIQlL540YRSpPMLd2s4SDPTxUKI6uygXHfboTQxOYvn56QYDVc2cZjRZuMkFcSpRCU2K7GOFUpqlHLy/ESN993WYaF7ll/4pGKu18piDWOI8iKtILT03BTPlbj51GAhoNNL6FrD9DToibEOvupgt3YIokYWJAhbzudz3RTfjan7EY36gLFGn37Y46N/4PHbX5mlzTgtP9sSu+4U2/TZctBO1ghc6cJZHUSukifD4TmrAkplS/YupowOg8hKcFnZ+VjLqnNSrfnOBtgfOiv48oMNer2iWlDnzkmFvcVwl98LisByHXuhTPnvA/u/C/a8waBo+LUXJHwyV0Wa4pkFm9Jo4sjQbKa857Y+dz1c49BZmbkqRmKRhCLbJVlRyJQLLU5Kls7lysh/t5hKMqcsl80tTllMTig+f2WQjzGWxIDKO8GSRBBLNUJgxTjoZiPlJ9/VB3uKf/P7aznbHqcXaSZ8QSu01N1sdqabr9gyz7YutGMaay2JZ9HnFhskUY+aP2DzujAvghqyo1YpjhMBMXEa8sqphE/cVefjX5uhzRgN32HcsTRWgbvcUaGQKYqRDviidrrK3kpVgscywVMM/xxq71GgD3W3qgSbWhpksbdMZatvKTOQh7Hh7ifr3PtsLRsOLgp5krN33pJW+vCVeXzDTv9Ksb+oMPdFdPm3A/OFLJ4ztrIjcqUMNqUktTa3C23mi1dYXKYGKRTxQHPHtRFvvjng5NcdwjQvJhDZ9o6hyHYwLsnFVFL6ZnQlEoVUEcOgM82dFYEtu7SEEDmL27xry2LEsEoyTbOu/DQVpJKs80vJfCsWiZRqONQzl0ytuuDHv7uPFmf43bsCTs+PcbZXY76r8YuJZeU45yyeafqCTWs8LtlUR+/cfsnKoaPduw6eDN8d2n5p/WQHlDGlFQkvHVI8tdfjof3TvHx0DO3VGK/JEtx1J9s92M03V822vBuOLi6HYVbnmFRkyAX+shzVvCNJHVWRI+UeMrYiQ7LtNkq9LVOqxVTKi3noaZdf+fgYqdVD5yTff8iV4Ihi25QLvW9xkffFHPAhA1YeqyxDuwroJcgLJ4UKsKvp+otYhsZIUimRqUQKRSoM0mrixOB5Kf/wr3U4cMrhwacUxiukiiA1DgOGAecwdZ9Ll0KqsCroLG7XXI+nQpSAF2LYkihkNnlBiqzdTEqRNaJLUYmpMqswEiCkKqdyFWeoKBtu+Jqfek+fN18/z6P7l3n05Tr7D9YxUucVqdkHKs7ltnWSqUnnrqnJTSv6//mlT85pLX9puT357tNzPkIpotRi0hRsisz14OkFj4VFD1VzqTcVDQ0tbanlzO07+c7B+TZ9jh4OuyzHqFWmTqmKNi/azIY13qMMrVczdiFRKk9dlSy57tZ50KLLpE4mT07OCz725SbHzvhQK2zBnL2rvndVLl1gDV4sPX9hRrNiQVwgXIYXxpb2aaV8OtfctpQpBaitzNwUaSSpMdmrHEoVkxpSoYljh23rIz787g5HjjocX5YgYhCZVImFZmBEZRtuckdlVdAphkGnENmsGyHypiBRaHGRDQcyZKxtLEbkwDcgU0EiQBad9TL7OpLFeZQjZ2dok2a1N2HksG1tyOXbQ959a5dzi91KAK5JEk2casDSDccJkwd/KV25b057TKKReDaCsE83FHRjQRBlHRZJbgdpLZiYAU8WuwdncqTYFru6uWo5f1sPB9CrytTX4URYcp/cjsiU0Z0SKlq8DBpHA84s6CyAno6AW6kEWQaZMamb8sk/afHF++tYX2UZS1Fhb1F07Nh8uHw1XqiMRVsN5uJCCzkiVbgA0heCfHWCx6yWLCMB21CqZNPCcqliJEZUXRVDajRJ3/DeNw3Ye6TLR39HE5XNsjK3DmWe4Rzt1xQVb1uYIZOPJHoKPS4EKcVoikyipOnwnMg0A7qUWePLSD1MXPymIcCLWvjSSsy3VhxELrrbwHMTtq3JqsbSVBHGDsHAYxA6dPqaOKgTxS5SGvR1OwN8F46eMQwCqDuWdt+y2IPOAKJ8frPIl2udV9UVu+5esMHqCIMXw+crUqXirIx2xA897gLoWtlRZ0SakSSOUqMMPprUqdqDCUrFaJVwz9MuH/96gzDNM5ZC51nLLCVf3am4SIoMey4rqXkpLsLaw7TO6P8uoO3yfTXxNaxTybvrZTHUdOiklI5KoclFhc2FymbPGItMDUJopDB4Tspfe0ePx553uee5DNiZHpcYoQmtRJkK6EwRQI5OjC01eQ70IoNZyJK0cFaKr9Ps/GU/m98AF+QLqkVdw92Zi6RWkkqSJCXWBq10tp1KUNQFCJJE0QtcFts+Kz0XV8ccOq84uyJxtUAfPpHpmCQx7NykmBkXHD0TMziRIKwgzZmj6FQptLGW1bl/mRxxK1v1uTm4HT3cYUHpoTS5WAKnmMGiK9H0xSSLvCC4TC8Eds7eSiZZrYmO6UfwS78zxpHTHtbR///23jvMsqu88v7tcMKNlas6q5PUSqiVhVAgyoBNNk7YHnuw8RjssT2eARt7ZhwGG+MI2JixPQYMg22SCJIQQkgIBSSUUA6t1Emdu3LVDSfs74+99znnVrcwNmAB853nqa7Q3RVurfuetde73vUW4EZqtLBLpPy0TtV7PhCHRoWDF5W7Yv2tHjar7KTy9kCiF4O0pOxsVnL9clMoKQUHF9Lly/gKbshFXnY5hVdWNGk/Y9PqPv/9jfPc9raIxa6TiJz8kSIqfLyUD32F9nw8zcuBNiGsDl4dmig4eRXkuXs784fHY/MaxcDjICseeLe0NpX0dTkpJiue9iyXdHqa3Qc0T+4TjLQU42OSiSGXmnvx2VMYo9Fijma4myRP2XU0pJuGhIG9RQ+wyEKXLhc/2Whin8Ht1/XJsoIrWciF5ZPCxqr5ecqBaq1WgLho5JjBaj3Aw6udSg9u5zcJEpI8532XN7nn0RpGBAPglu5gGQrvVKyAvCpnVhSflbx7pe4tVv7mKn9bPKTH+FD8bKYZcOdVtyHkQpRg9wdNYTubQkhXKSXCVXOR5UihkXnOmSclvOV1C7z745J+5qiKi41NjI2dsOxcFPJh2Qzyd6aKg9IDGixFKZyJFd6e5e6z5O7JL4tKXn2Qqh3dIknWuB2e0url1bUp/lLSEEUpfTrcs1PT6yjOOmU166badPsZevt5l1GrNXn8ibu54Sv3ceeOBk8+HTDZgHpkY4p91fFPukKzVis3mvkKLgfWhpQUhWLVdjmRU3EIynIP+7EjZ/kg565q3tVKXm3sOGoS1FK+fHvIBz/VYr4TWFnQOwb9WnBhigrulZNSIlwB8or3pDRaHefQyYongXPmrXTLlmAXBdqrERLS/8Jl2ebOpECYFVVc+NfKZvr55bC5RqQ5zTjn5354ibsfCvnS7QrqJVUxCPp46bC678cUd6XiZ8wrDpMC0F5JGeTjvnVl3/aLsWQBbPtAlG8X/httfzaLL+M8+CW4PatQ0lCL4IVnLrNh1SJf/rrishddxhmnbmdxaRGdpBExIdOzDe57ZIqGCjhlVWY5t/JNWVN8YfC/aFEMIVQ3KfhlT6rydnXDwmCscVnBy1zB43Uo84HBhYKSVLj5ALhdx1KrFKVTHt2peP8nWzwxE7ohhoos6Lh3MUzsD7wDysmxjZ7qYEP19UCFPlb+Xonp4pdV5AO6ii0rcW6loiDIhSkUFSPsS1HFhbQc3B92V6gqaWLYNNLnza9fYNehgMf3SYz2zz5JLgJ6xnpdBJUBCc+tC1ZR6uVZwdXL25VAOEnR/odid4/ABoIXCbeVrXvFktpKrLK2UqNdl0gx0FzmxtjfyVJXcXQuIknhrA0d1o2FNOohWoTo9ZMpQZRz7sl91Mu73PdkwK59qgCxMWWsVpaV7VtbwSvbFKRf+CRKSqIr4F4RRF9mlVCmRPmh4MLXXZqoZMU4JT1NkRV/iawaqexLGCccWjD8wQeG+OwNDUwYlO14oRHVpk5FGixMVSv93sd5PVCpscAqWvbHJeErQL7Cj1K10FYzRaQpFRV7APW6eFnFhTEFP/eDEVnmqrh7HUjNq5/fY6E7x9verTg0LyFO3IlWkqLo4KwUBbDLbQ7VQ+bAT1eNhiveNlZLNICiqOIUOSuDa1QGNr+5rmemPM7ck8hAmguSRNBP7d3QnpNydu5PuOVBSIYltVHJ7LxEK6Wo1eKD3ZRr9y/Flz26bwmVN1k9qgkDG8m22LFjQcVZ192my52UK3fieICzgpYcH9xKV8bN5KByUoC9cqhcOWNpO5S5G2KwIA90SkLGVbfWuP7OOkY6cAs/zKDQAmK3ArDYdVM5YMrK2yU1G4wtK6hKlaKUnlMGR9eeAdzVAE5f3/y23+LFDILA83HnyrTatHTV2yByaV9LiciVCz3ViNSgdMaLzu3yQxcu8dFrFP3UPQCuqqZC0XHdTM/BywNhOejgzbDlucM1grLj3acqT2QX21z87FSeuJVNIJmyq1VUXtJF6vyhIQAAS+hJREFUsD6WhY5gcdmmV4WBZM24YeO6eXq6QaNmrtUyPqjEMuoP3/VXLDUvmHtwVzB3z6PiJ+aPzLJtQ8yaCcmqsYyp0YwjszmLy5b/DPBtv1i1sh5baxecP6CH2wNlUb2rlXsgccpREe2lwIrPRFVGzXR1cNi+DlSKcgPEgU7IVcqVN0f8r78bZueB2PHuEFQI0m5HixXEEkI/aVI0ndzdRg4qPqVhbOXbVtcXzkRWbqGQhalsZab5IKcfvFv4g7y/O1TfFtIMcHuKedZy8/Rx7y7C00sDOYy1Mk7e0mfvYcXju7VlxxUZKHfQFp6mVKTQStk+hpaVh1FHT457E3MVvvIE9+RmYEFZYbktn0J+jcrCsuGBJxLmFjL6/Yw0V6weNbzmRWs599Tar0fm4du3bnuxnUA6c32GDlImlWB5SrN5XcqGqQ7DrQU+f4fioV1NGqEdfNCiwrcr1dpXbl3h07pyoNTSMJj6uiIB1mncftTs+HOVg9q3b+wUQHfjZ2GYsOuo4IOfbbHjyRga1UNlOanjYyD8+g9fvUsXY4WHy7J6r3QU+rSEgYEHIY4lJpUPDLboHSVxldsv6fIRd9Znbd+3ldv+fWaE7SAKNwghvO4sS1lOGESmirftinBDr2vYtqnHz756gTsfDNh1pPIsym1V7SGtmcy7DH0192qJ08wLpBbl3Lh6boqhB2MMNuzMjcCZHKOkuyvlx1oRHG3R/u7m7hhKQyPOOG10kV1Hu1zztSYjjYATZhMOH5Ukqsbm+Yh+zz7YGuCSC7ahdJ3Zw12WjtxFHC5z84OGfXOSq786hEoEtVHLgYq1fLqiklQaOLrSwCmAvBLcFbWkOgU/yL8rUmB1zrJSuY/RvFWC1gmzi/Def2px4701qFfAXbHCFtSkopgMek4qqbFyRVV9Bu170Dd9/Pa9WQnuqk3WVGIjisOlQebYw6SwzZVcWopiM7pLqpL5lrfw3UTnBRkAee7OCoZkOePS7T3+8xsWeMcHFLOdym0BQYYdWK70GEtqIqpznBWQF/+yrNIFqAsbsCmAbbe6rZA9laysOPc0xp4FApe/Mt42vOElHdqtDgdnNV+9t8GD+0NO2r6O8cnTmV/qlACfmJik1lz9pff/85Xvuueh+Dd6fcGBwyEmC2gGkvE2RKEN4Ay0IAikW4ldWfqkB2/vqgrkCsBXcm1dkQC1HpyhrFZrOeA/KecpVcVnolRCX2b8zWea/P2nWiz66AdZDjIUqomo7rccrN6DwT4V1UisoBXHUVHKdvczV+9jyTgDh8uVQw+5ETbH0VXyahUXXjasANsrKsItG7DtdGNj37AVXOQGkRoaYY83vW6RQzOKv/yopJMJp49bsGe5puuengOuw0rT57ggd89Uv7IbY8qxPOkimg12A5uytgNd+G0YMJT5AiCFIUkF3Z7k8Gydsbbkxy5ZJqPHD50/SxgFjI498q4tp77+S0/v3F8CvN5awyt+5n8tCyl3Li8Mk3aXWNeWxIEgDoztTAaCKJAEgTWXFwD3vm+5Ut/2sWqm+Fh1At4DudrAGQB30Zo/fuWWFQXFqyYySHn4iYB/vq7BQhpUJnTsoVJIQSQsNfFDxNp3L6tTQxXPiZLH8uNq9a6O45V8U1RY4ze+Vs5mDu7uAWEEwhhERUnJc1eh3feRC+G82KKgLdbNt4KqYKt4JnTx8STJaUY9fvzFS1x7W8S9j0ly4WSk3P5UCcrevXPPrquemmrlLkFeNq8cXTGgXCUv9qdKt7LQ5KhckPsCWWSjW5WofJI4rm4kSRoyv6SJwzpxmDEc9xlqRzTj7s7Hv/pby6df9M4S4AC/+6uvIo5jbr31Vu65527qcYiSuARQG6uvC2DLyuHRH84qenbFIKW9h1v4v/fdSDeVU6EnBejVM4O7+rYsKndKECU88JTmLe8a5oEnYkyoK7RE452CkaMmQVUWrMxb+u5lafYaBPIx1ZtBwK9s+jwTyqva97HgHlxrUuzw8Z/fgVnkZcW2CkruPNnSmp0oqYrwDZdMYXfLK6tUoEl6OadvTvjr35jlTe8UPPBEhXu5b74vdAXA3xjkZUqt//kqEczK2MVWzn3ogZ5J47YqC7dp2erx1mQmXfW3L2kmWOpCP7Eqn5YBxijO2H4WZ5/8XHq9LrAC4OvXjBBFNbasr5MvCobbGcYY9h/R7D1k43IDbSt4pG0ujt8/WWxXWDm04F2BVfdfMY3jfCcrqrd3DB63chdDC7nzmDhJMEhYMob//bkG9z5SI1MlJSmTYQWxcD7vYphhhVvwOBNGQlRUhBXV26oa1Y8PxtF50Xglvgc8KAOAL3m4X/EiPZgLLu74uO9wuoruvdy5Bzq2pZ/l0gJa2pV8IjeQOz6elb5/kRrO3NbnF1+1yG++J2AxdQ+WUzPIBX3U4EFzBcjLO1FluZa/81AJ+HePvZc9M/d7yJ19Os/tImGlfOCRIcslJpcDc55PH045cDQBBIFMWbspJIxGSbLl4rEuAJ7lAZmJnwii6MlVU+nm8aHD3P9UwNNHWyx36jTryg4jhzhLrN9iZip5gQ7swhRZJkU3UlQm4VVu+W51gGFg3MwcF9y60qW0rxPCMKGb53zwiiafvL5JT1Yrd1DYYGNpGzqBLDXv6iCxDxc6VsJ7Bu7tOenAYbPS6Cnks1I1fkaastKPYnDxxMbRFAa5uHfxIREid2493y63T7QcuyjMttFdRRduBC2ze49T/PdswR4Kw+tf0OGRXZoPfq7NUh97WKlWclQZMVF5Xd6BymEFIy2wfba4r9jKPSmlq9zWDuG2Uki3OtxX9EyQKnu4tOsDFVIK2g3D2lVdlvMF7nlMs2l1m2YrfrLVjJ/AlCvk/GIt/uzP/owLLr34yZ6JJm5/YPrS6+6Y5bo7axw+EjLakrQaikYsqMeGOIIotNEQUWA3l4XFDninbTt926a6Urw/0KEsNO3BFSPVoJ7C512ZhtcyRevEOgTTnA9eVecP/36YQ7MhBKHVu6XdXSOksh52aYiks/hKilEnr3fripJSKEEV37p/v3wCCKTylgVReTKUCQJ+NK+6SKvM0XZPgGrTaKVu7ZWZgdeDqsygNFltpVM+0UTZkRx4f+X/M4bhVsbZp/VZWBY89KSmn8oV3gPpHCXCLQb3npWSjw3qKSX4q3et8o5FsRg4X/F2sTaw2K9pP4mSgmYdtm/tcf4pS6weSzn/jLWcfOLG9x08+MT/OfGkc46t4ACdTkyQ1a8ergWvvGXf2PaGMpwwqRhuaVo1SaNuqIWGIMgLOjKwJ7IS1iN8hnYlS1tV3vdeEyXy4m3tBxqk95ocG/XgQ+qVStBxxhVfiHnnB4Y4OBtC5OVAl0zlWvGF3u1oVHW3fElRVthjV86MViu5GFyO5SnKMSCtgHBlDfdmId+eLw6WojxUrsxJEXkF6FaKdh5sXDcTKxOSkztVJXNg9iqLcHKMEKoEe8HRA3o9WDXU57ffOM/0guQfr5b4Fff+J8rR9JyUmFc078FEgHJAQ7mswtxYFSavTkrlDMix9rE1hZHKv68Ta8P2IJ+dVzy5r8nGVYpTN/TZMxPeu2aydfXScmfgcVbVdy7/+Ic585zRPUb0zpuZTc4ab0rWTkaMDUtGWoZWI6dRy6hFOVGYEwZ+HbZfE1KuCykWrOpqfkm13W6ObejIweo9AG6ZliBXCWEt5Yn9ij/60BD3PFqHOKh0Ki3ItRTUpJ1CCpV1CwaVLmUha0ozUMGPV72lFC6jnHJ42j8Ril9M2dn0aw99JraQpYwIx1bwlbr5SppTDPwO6OrVqj44jTNQmasUClbcHUxZhd2/MTkMD2XU4ozb7guYmXU/uH+iCvt0yN2L/W+VL+pVD+8nNCuqNlX/ifVflTvs3ftutC1x6wQTF+udFHs0IU0lxihUkHN0Kfn8g48+8r4feNmbBwA+UMEBhNoGQnDiup0M1zqMDxtajZR6nBEGFnxClFWH8me2VZvy9if8kEAx9VxGAhSjaO6AOVC53US8rsqAjnN73v3kfsX/fP8QN3y97vZXliYqpDWLeUnQ8+4B1WSlqWrgpdzDOfC+wLbjKxSkiI6oHDYRYgBE3/A6jorieXee22eCr+gYx7WLO4Nz9BXg9J1NnCHKI1sW/942fez7GSByhfV1K0Rup4AyIOnAC87s8/tvnuN/vF/w1MFKScwNSDsL2XdTnM46Yw/I0li13R2ClbD0wt8h7VrwMtWscCrKyhBJ9aZn/OpuUwgbC0s584uSuUXJyYzw3LM2knu76zcC+C+84cUIqfqPP/AJlmYO06jlhEGGEBZ4UM7JZZk95RbVAlP5xVbWSAsKgA9Slyq4c6dtV2IeBsDt9ucEKbuOSH7nb9p88romfRm4qXj3ospMQa93+32WqqAn1Wn+qkQ4CObjqSnHNVodT12pqCfH81sVnFT4Q+VKSdA1p/3h0ucASuMOmlV/iHP3VQ6evuXuK3smhBuEMMUTQhQSoqxQFfc9Z4YwyHn9i7tkZo7/8deC3UeqTEuABJNrEqR721KWglpJ13J3VEM5Hi0EzqlY3n2OuZu5r5IbuwC2nwmS3FIgP3kUqpwoSBGNTfzgCS/vJ2l2zON8DMDHJ0eAobfpk8ZOueGWe5//4ONLTLQTXnBWFyUhzTS9Xo3lbp1eP7AAL55xZuCZV9yoPOCdUais4mWH0lfwgRwTZaVAKVO0TAh1wp4j8JvvG+Ly65v0pYt8EHqQd0vbio+UV05MOUhc4d0DqsnxKneVgji6Yc1Unnas4N6yIhV6ifAZCnihQVSrN75qU0ype3th8UsXouhoVjl59d9Yvm3JQ/G273ZmJXkoM8IBkSL86ldXiEgMAYYfe8kyWsLb/2qE3UddJfDPUmkwaPpG2cYN9skZOA+NkgZtLI/OK+rTgElLVL+nwcKQ5bCcSOb7OUnah9xi5nln92jXcpZ7bUYm135l/bo1b9tzYOlfBrgQw9x08+ULxrR3fOQLYxff/0RN9fNlzjo5INSaLDO84vyES05PyTJlV8lVKIgXxaon55UgLyiKKIcarJRYDixIp3FbqpKggoQDs/Db7x/i8usa9JVeYX+12xi0gFj4AQY/obOSX1cHG44fqHlMe75yuCwW1A68LyqHzgrIy1/jM14DZitKmoIzMgk3yYPflDZAfExxPx8YBEYU4M+Epyi5rfC4EbPc6SCOtmTYw6dvDIHVx7WBH37xMmku+I2/HOHALF5QqawwgTRXdNzdIscCWhv7fSlT2o+rILY/gSgfCHtjKB5zY2A5hUvOnuPV58+SZRAFfc7ZBp3lEY4ui0wP6x033vy5hedf8up/GeBg/baLi923XHTa6vOed9LeM2/ftcQ1t61hvCFoxYZda/ucsj4l0jlBkBJoW3n9xEU119rbHcsDkCn+rRR5AXhftQsu7tQSKVOUTjBBzv+5qs0nv9ikr4Nif05RvYVdQBvLQd49mLVSrd6DNthn5N3+gFm8f7zDZVXuW+lNGaxKKxNX/eXBnfu/qHygAINcMS6G+zpFvDEuENM4Pl4iUBS3E1mhJzj+bWc4yzvOINUEgwZ+5LIlduxUvOuDw1ZD983NyhMtw2aRZ7gIDmE7x8oIVMVeUPwvf8AEMlMewENhiJQh1jDZzNky1mLbmhqNWp/R9jxfuN3w9YdXc8qW1fefeHLnLfVG7bjF47gAf+HzX8uN138qO+fME8yRg49y717FKasMa0dhajSgFcdMz3VZNbZIGKTEYZ9aZNd+d/s+v1q5jWAloxJVHi7Kyi0r/FuKQX+J1gkiyPnCbTU+dm2DnqoeJsvhBSmszySs0JFySseUa0fkIDWpKiZFNa/q3d7jLZ4J3BXNe4Xhyt/NnqmIm+KPQZB7WRB3yCQ/jt/DUxWX1+1pSun084dPicjzitMwL4Yjqnq4HzHznpUC/JWZzCAz/Nhly9z5SMAXb2tYa4gqv679GTVGSPpG2pg254K0dmThxBhTVO7MQD+HvhGkxpD2DUoKaqGkZQyxzplswvJ8zFfv06waS1k7EdFN5tl5tMtZZ59gDhxW2U9fdmz1fkaAA5x33tksLXc/9ic33XvS7t2LjVPWKSZGFBOjitXjKfU4oRb1GW0vUa8vsfdQTpLCietgcTmm2w8Rmd32ZaoAp3LQlLmlKcquDFeuBe/piQ4SZJBz1S013vaXwzy8M14xMGwrtxBlpomfjD+u9Ffh3c+ooKjK3xWNGwogi2PAPUhbBvdkVqS9KrCrvfrK3bl6xxfVku5BXoBYDP5nXJQx5YGzougVVTtzOccCWerj3gzr6GWWqcr/dTTFAx3DaRsT/vxX53irhM/f0rDfhjaFsmJfW1hluaQn7RNNG0HgxAZvv82xuTvdHLIkhW6Xk9Z36KaSvQdrdKMYLSXtXsbB6QQhYGFZM7/UZvNqzY+/dGhp+3nnfCwIjl+9YYUOXr3+4J3v4YKLfvDu8eGJn2vKvUNrpwJWjcPqsZTJ0Q6rxxdZPT7L7Y/2+MRNmn/4YpMrvxpjRML6iYRaaCN+oZSCBiyvKisTpwYC6n3lTlFhzhW31Hj7Xw3z0M5oRSPHrfiTNgk2dnr3MVp3pVvp81xUoX+76u31beUC+weyE0t6Ulb6SoBo5eBZhgFVde9Sd14pG5rjVHUf33bM5fTl8r+I8uPVfyYrzL/4J6Z8Lqz4ngafCMdq8Aj/RC3j2ybHUs7clrDnoGTHTlcjJSuukq5mjodnVOgrlsb0DaRpxnh9ntdddJj/9hOzPH/7IpunlhAy4aE9EbnRBCInzXK6PcPcIjx9SHPWGecdEOncT28/49zkmXD8jBUc4EWXbKPbmWcsvANpFpASmvWEVWMLdPrzXH5rzl9+aoKH9rYQRpNlcNeTC/z+Tx/kp15i3CiSOJaWiNzxb3+4tIfKwgKrE6Q2fO6WGr/1vmEefMqF03utu6jeEiVcI8dtYgiewWdSbmqr2mArkc5FUD8V+iKO4eR+LM1TF6+seP5dAmiAoKz41Ts6UImQcLR5sNpXqrgpPpmv3v6wORimk2XlcMFgGI/n68JlBvpGu6M7mSz4uK/a+EOn5+Xuuxd9OH1jwh/+0jwGuOqWuv2elHNW5c4wI/1PpyozpLaqasqDJKnhlRct8Ls/1aVVq5Okkhef2ePxfdO851N9bnl4lEcPNljXM0wvWJ/JxGiDl9W2ErXb3wjC3xjgw2NTvZlDs79YHxr+xBNP7m5c/BxJoLvMLC/y7k83uPr2MUwSs64laEWWO8116+w7MsRSJyPNlAWysAqJ59vCv+1oiRCpa+7Y6i204fO31Xj7Xw3xkAe3qrgDhZ3MUcLNVPpMk2qVXsm7KzbYogpXKUpFGRn0nYiycssqLam260t/SVXTHQB14cUwRZUuTKWmpDQe5N7EV2wTdtj20C7+r/AcXRQUxodh+jTYslI7BaWY7CkHJbJKZbeDEhQfx/Pyos0POJC/65fnyXO4+tZ65S7hAI53huXudyfJhG0KSQEBtsOsY8nqkZCFxQmePthCK0Mj7rNmZJl3vHGZa+7cz7s/PcbO+SFqC4ILT5tj06ZNS6nhF9eunur9mwF+5PBsXqtvvmNq/cvmH398b8OYw1x1R4+/+uwER2aHaAeKibGcVs3QjKEeSyZG6py6TnNoeola3CMMEisN+cOk8EqJPVgKUdpfpcowynDNbTFvfc+Q5dyhWnGotHJgmUZlCm/38VvuVSWlrMyDvPxYUD8TuFcOD4tK9a42ecpqfTyQD6opHvDVBa2eKhhhC7mColtIUb/NYFVfedeofD8ZQFbV5/3dVbo8b+GkRV/BIRe5O5gqd9hUg5+/bzj1hIQ/+ZV5DIJrb6uReX9stZL7F6ltNcfOYmppaCjDqprhscfGuUpFTIwoWrWURj2jVa8x2q7zg+ctcP4ph3jvZ7tcd/sEzXCEn3rNS+bXrT/hjuWluWPbl98swGuN1TTq6siBmT2vH15zxg2fvfWq4P1XjtJdHmLjsGGkntOsQbMmadQ0Q03F1JigFuYs9wLCIIHA8+9S/isreRlKL2SOUfDlu2J+/d3DPLo7KsFdbcMLO5mjC87tuHZFzy4GiJ2hp6pzH3OwVAyAWqkS0IPglgOgr7bn5UAFP7ZyD2A5rw47mEG+XaUpwlpmhdOFcZV88Crpin9bIMpYYxh4Wwhn5ip0cj8k4SImhHBdUx8/oQqp0E8D+bZ+0ZjvwyknJPzFr83xy38KN9xZs1+TnHLOLi8BLw2gyYxVcQJpaISGbk+ycx8sdyXDrZBW3dCsa+aXQoZbEavGYt76+hkkhkvOfXEyVOu+fmRo6MjIUOMbQfgbA7zZ0Dz99B7OPGXz04+F809+9kv3btOp4Tlrod0QNCJJvaZo1BTNuqTdgDFn0vHOQCkrsQ5OIakCXApriTVK8KXbI37tz4fZscuDWzlQlx4TH7UWO411QAqsUJFBrj0oCQ7q4GKggj8TuAere0UudF9LHAfcBcCdoWjw42bAPz0AWwc24z5v6a0ungeVZ40oOoFFVR+gJZSHxrxKg2y2uBCDw8o+0Ef4VFjhpULnQKTStPOyb99w0vqEv/pvc/zqn8N1X4vJUA7M7v6T5fb3ZyzYcxHQyyWpkWQmo9vPmZlPAEOnF7BYFzTrAfM1zexCwOxCzJoJxQ+cG7Fl22lPNoe2Pb1n9242nHDCvx3gAFop3vd/r9s1OtJ+07rVZ994wcLXGRkKkFIQhpJ6JGnU7Da2diNjqJnQqveJoz5hkBAFCWHQI9QJWqcYYzm4n/CWgR25us6De3eEGaAluqAl/lBpGwg8czOnoCPmGDAPHDY93VihbauKNGhdg05VUaWCYg+cVZ/KsSAv87zt18syX8XLgMnqNjUoP4fv4gnhK3epJ5rKuyvreVb5HD79dWDXTpVKYad+LF8vQW7piYuZ8NU9LwFvqYeyGrx3gfUNJ61LePevz/ErfwbXf61mFc3A83EJJoM8A51hTE6HiAUpifuSsGPPablJ6SWGbk+x1LFRJWGo2X9E8dTTw7zw0lPZvGnxTb3eF3YJcfG/BN9/GeBTq9bQ7SwTxbX9995Tu+nmxs5Lsn6HNAsQQC3KadZymm7NYLPep1Xv0ax1aDc71ONlAt0jzTMOzMH6qbQsQwp2H1Hcek/E7/5tmx27IkwgHZhLSuJfhBDF3vjAGajKuOOVkWuD29FUpdquBHuZSy5KLbxYt+LCewaoS/l5PchXAtxX2dy5/XBbyErQ24OcyY8PcJ9xIkQZhiON/b4NFA2Wqi210MYr0Wmi0AErwK/o9FkmS57uZjqFsAuuRF42gcp/Y6mKnedU7gDqFJYkZduGhPf++hy/87c5X7snYvdhbdUVY5/d66dyDsxqkiQkkxlzWQ2QLoIup58auv2UTjejXlPEoc1m6fYSRobrzKfbb4rHLtyfd7qsrz+z/v1NAxwgrtW5+fY7Ho+i1ntHVp10yb4nb2e4IdEaWvWUoYYFdqPWpxb1aNS7DDeX6CQ9vnQ3PLQrZr4jeXSX4oJT+5y6uc/F2xP2HZH8yYeaXHFzzOG5wIJbqrJiFxTF7pXxKbA+AbaQAh0YyoOjqRwoq0MMFSALBip1oXX7vMViE8Xg38kVn6863nbMAdPNH5I56GXeUGVdfFlm3Hxh5egoREFRfJPJ0nUXfuM81eCK4jE13Ml+TiYs1JF8UCnJMFYzz8sxNzvTWYmDw3NzdxAt+Lkqn4wV64AQBtOHbesT/vJtc1xxc8yffKjJviOKi7b3OXVTwnNPTXhop2ahK3loV51b728zM9eiVw9YSiWtPrR7hnZsaPVTmjUf4LrEheedzuqp2nsfeeirj59y2kXfDHS/OYADnLB2AyND7TumZxY+s2fP4dfMLDzNprWGtRNLTI4uUo+XiUJLTXr9hJsfFFx+Q5Mv3tVi16Ga5aBZwqe+3GPDWJe3/PAiOw8pPnJVjX6m7IlRqoGKXYLbURN/qKxWa3EsiKsmqmrrffDfiEL7Lvh2ESZagrus5Csi3Cqb36QwA3SlemWO9xoDqbBAzXJDmlrjfl5dt1aA21EUYVzSrCgrtyyOdxgjik5dtblT0pNSL/d/V1AYRLlmJBfFZH45pS+KQ6es/L1wQBa4w2nhQFRkzlIgU8PUSMZP/1CHbk+w85Dil1+3yIZRAyYgTQQ5GbsPzXH9XUt84isL3P7IEPumY1QoqWtJK9SsGTKsHzWsHoOLzj+Rs7af/JnJVaff0e3MfLOw/eYBvn7tFDfctWvXui3n/Oqddz2kAn30lRumDjHUPsoDe1M+fWNk7ZECFrsR9z/Z5sl9bVAB9YYkz6GT9smXDZgua9dkxE3DUAsOLzpCOwBq5T5meWEg/aGy6iUxBcBKV6AZOFgOvIjBzuPA7k5ZoSQrwO1pzMr14sXXr/D9arPGy4Gpne4lSW31TtKcXpK7Cl6t3oOcXkpcFopt3hh30vRrTqrt+pKJVBpBhSZfrebG0SaXqeJW/WUrhpaF9MD21VtWlr8Ke+AsTF42gkLgD6E5JBnzy4JHn9QcnXe3NzRzCy26/RhjJOOthDe8pMdFz5nn/ifnWewqckLyXHP5TQ0e3d2in0Zs2xizfu3oFRu3nvGr8OTuen3btx/gAC845wQeeuC23a97+VkPLB/e88r7HzvKLQ/VuGdHk5m5gNlOyszCEpkI0EGDkaZiKLJb2DID++Y1w6sy/tcvzPKjL+tw090RY62cw/OiAHMBcllSEyX8Wj9XlRnk2qVJqswVLJs84lg1RVWruuXX0tES9QzgPnbtiv/YYGBQNTioqOKB/Xz9RJKmhuVuRi8x5F5acU+IqiKjZCkn+6l0ZXKMkaiqgkI5clYt48VgAx60nk87f7jwY2KltTd36kpeAb5wrlBpvIQokEK6aR3pfOn2QOXBLXIJMuPIguCBx0JuuitGCcnvvalDrOscnm6T54IwyGjUeqwbX+LEtYsI0eXwTJP5pQbP2ZBx9xMzfOkuzaHudlrj5z1w2+2P7r7wggv+NZD91wEc4KQtU6h447uu2X3/5qtuXfyx/QeWWd0MOGOt4vQTU1K1wLs+MYFINGtbGUOxoR7bRNr1EymveX6X112kEJ2A87cmPO/cPo8fqpGygp64zQNSljsrB5dCVfTt471UDn+qUr0HDptCDBw6Bzn4seAuA/pLcJcxGWUWTHUI26sYNKxu8fgem9br6YOkclCV5feVK4PyypoRqGLzg+/fD4K8GtPsFZLqzhy/asRvKc4qlT13+nhmKABtwzztJE5eaQYZt4C2aBQVxnAnGRqFIidJJDffGfK1xyKyOOYTN7aJa0u85sIGSX+YQBnqtYRWI0AgmFlI+bNP1cj7a9m+MWJyJOP0dcs8Z3PMvFn7scbome/KZvf8a+H6rwe4rm3iIx//7NzI6KY3bl61d+2Jk+biUEsmRgQXnJ7w9HzOUKwIdc5EM2eoKWk3JSOtgBPXB5y3bZj5JUMrnydsLtFs2vD2Y5UTS02UGGziSDgG2EpgfeWycnsXrHD+VRWQymrxAZ1bDPD1MqlrENDVWLpqukAZQ1fmL9oIjYyRZp8w7vCJW+ocOhQz2vC5Mt7g5T+PPZhKY3djKmMwqlwtaDl3XsCYIiizKN4Dgw++a+kruswdVTGVpFphv5b0m4llJenVDFbx0usv7edw86JF0xJDLnPIM5YWBL2OhloNGdW57b4mpqPYsjZkdAiGm4p+qgi1wYguT+6O2H8Isq5hfDigXhti25axm1/0kjVvnD76meVzz3jtdx7gAD/9o6/moYfuWd70hpf37/raJ1mc67J1fZ/57iJ/d2WTvB+wZjRnbEgy0tKMtAPGhwVjQzlJFtDthYy0Ffc+EnDjnTH9TJdOQeczKagJrkIC0s/jybKKV0E+UL0H+HVFQRGiwqFLWlLSFFfFqzHQHnyVpFwlbQ7MwHKsahy0ygm0HdSOw4SJ0SUWk3lmOop983WEgHporBfDhyjltkObK+vrMdK4sHg7MFDVE83gH4Uc6GFvK7Sv3mWDJyukP+Gqs1vYmjvzWAX4xoG94OLSWKqCBb3fRCwoY+i8c6wep1x6bsLZp6Tc+bim1hREyjAzn7MvTOklAd1+QJJJpDCsn+zxs69Y5N2f6PL4PkmSZoxNtjh5+0v7B46I5dNPf/G/Bar/NoADDI1vJs/z26lfcOEIX6mtmjjCZ2/LuO2+cU5bC5PDkrFhC+7RNowPp7QafcIgRakcZMYT+zVHZiKQETasx9pfq2NLA1t4Kwc4Wfl4Qd9XUJOVt/1SKiwtsQPdzGJZ7QpLbTXPXHKcAKPBAP9A52idEQYZUZBSj/o0ah1C3UNmfeb7hkbfDuZmgSDMDZm2wM6V9U7nykmIuAHeirHZGPv9WWS7LWaOoRQTMxWte3DQ2HcyyxRaKXOEq97SAdu4RbPSbVY22KFi+zzzldxp6bntFZhKUGaS5YwP99m0qsedOzLSXNBLBfPLhmgutclaWUCWK4yJUXKIi0/tc+vp81x5k2bNRIOfeOXZndNP23C7EPKbROW3EeBrJ9sk/c5v/8grLzZ33Xrvf/no9Tvjm+8bY9sqxdpRwcRIwNiwZrQNI+2UkVaf4WaPetSn1egyv5TyuRtb7J1tQBQjVVDwY1+FxPHeFoMvKyt5tSupxLHAHrDAqiotWcG7PeceCOuvrGAZ2D5hCDzAtavcOicMU6IwIQr7BLqPkCmYhCTNWEgC7OLpnNwIQqeW+Cl0bcAon/Hnw+Rd7DAUD4zFdY5w3vtiZnOAqlg+nmdlxbbgtvKmr96ZpMw7NH59oSi3LfiWjrNB+6RbhCi0/DyX1mfSEaxq57zq0mW+dPcyC52Y+VBSW7Z3uyw3pIkhTQM720sdpSZ4xbkzROowXTZ3V296wbsXl2r/vd36lxs633aAAwRhLX/0/g/+7uGlieSOR5/zm7J/NNy4SjI5EjAxohgfyRlppQw3+7QaPVqNLkPNJZK0w//9UsiX7xkG3SAKA2pSEAhTjDGlbgjX3/UwrkoXv1tzHKBzXKAPxKtJBqTAQUmwBPbKXPPjglvng8CuAjzICIOUMEiso1KnTvPLIUtZSjWhown4oMpKtfZ2WmOElVEGpnjMABUpZierlTuvjq05kPtJfGGztjNhF02VHNwF6ktTqdJlJ7W8it+Kfc/YKm4ruH3cskyhFDx/+zL/4aXTfOCLEYc7LaSQpMbQSwy9fko3MfRTTZppsqzBhin4T6+q9e/aP/rHn7r++j/4lTe8/hu6Bb+jAAe49qutfqO19o9efLbq79vb/f1mnMrVE5LJkZSJkS5To8uMtDtImaBVQqO2xGdvgj/+yDgHOsO06gHtwFBTLq86E3QyQZIJkrxs1uQM9EMGvMuFdjxgdV3R+FlhlCrArco2/PFWixcTQcpnLZbg1tpnL+YFLbFJXymhzgh1SqjtXKmSqWuh52BSkixnSSqUkEBebneg3Evv44ahjESzD0JlNZ+7BDkUgT52EZS/4+UZRdW2ryvqivfJ+I0R0q0Ld9Sk2LZcnSXyj7sbaLAAVySpJs2k9XprTZ7bRLS3/dQS++eO8MmvaPabmKMdQYRgtAlrOjndXkKvbx2FOaN5Y3TT719y+vo/n5tb6H+r+FTf6if4/JUf5z+/+T+kGzesml471fxFlT4tN6xO2LpunvWrDvPA7iU+f3vGcHOBE9cv8fR0yrv+cZh7nhpnqB0xHhuGo5xGZKhpC8pOJlhMLcD9YclvQvN+7wHft6q+LwZH0aTbsFxQFLswy1bsY9evFGDWZeUOioOgKTh2oA2ByirRdf7tjFBnBK56B4HNc4njPvtnDVfdVGPf0RBCTYbdsiy9KarAkHvDDH5MFOhy71f5tv//ohrzdpwwImEP2hzHKCalj/Vw5/yimeXz3atJwGXarxCQpAFLnZjlbki/ry3tMJIst8WuVetyy72So7OGM7fO8boXzNLN+ty3K2C5Z51oSZLynDPOzccmN//awaPZvnOe+4pvFZ7fegUH2LhxPTqefKw3WX/L5jXd9/fmr5eHl+b439fU+NqDoywtKvYejDl98wH2TQtue3yIWiNiLDKM1nKakSEOLchmlg175xLMch+hJLkO6QtNJCrO5xW0pHy7kkolj63e3l9S8u3qvGWleleyC3UF3IGnJbpatfMC2BbwDtw6JfDLaFWKkN5K6IxHeUomNEuZjyP2lbziO8FAkQRsii5lOapWdi5LIBunWTOgnghBQUEyF/nmJcJqFVe5pygMvlQquHT5NYG25wulrK6/5+Awc4sRgTLEYUZSVxgjiOYzztw8y9rRPocXavzcDyQ877SAV53f59aHD/Opm+rsnWtx0fPOz9es2/yW00878bGndh/4dkDz2wPwrVtPZvrQjv7Iyef8/dzer9Y/+2jrL977MYlJmow3BKdt0Tz3pIBer8tiZ4lcxAxHktFaynDN0KoLGjVJo67YVofLLjxCFB7myttq3PLwOKmUJFIOmpIoq1KVoghRbZxUp2/cCjpVhvQMdCcLcFcWZBUB/e51Jeo50FWAO2Cr1FVwOzSttQW4VnagA8e3bS5EAkKRIlgsVlvbhkkV0KYC8sENZ/61fRBEZv93hnEGGFlp4jggZ5XikFk93AbOu2VP0pQLoQpwD9ITsFVdq4xa1OPOHSmfua1FQJPhMKZZC2nVc5p1q5wYIAoztO4SxQqtmtx27wghmtXjfS45tcOZm2e59r4x9i+I/3rRhef9/T337cjO2n7Kdw/AAUYnT2J6enc2tOonnmiO3bNw+vovt5RZJA4166Y06yZTjs5J/uELbfJexMRoxlDNMNQUtBuKoaZmdEizcXXK9q2aLRsNW0+YZc97auyejTH6WGCvrOL+/cIlKFZW8JWHTnFc3u27lcUKRA/qgnsPgjvUGYEDdPk6cW8nKJkgRFY+3CazAMfviA9Y8CGW+FlNd/j0FTrzxKWs4LgBs1LrpqArWbGb5xmquLTRxbmv5MXiJ7+2XQyoKAMHTWEr9KHZlPd+rMWnb1vLSWsiztpgWL/KMDak6Kd2U5oEApWzdrLGT720y65DGU8fCrj/CcnsYgOtAtavmuQXfvSFC/Wxc5/Yd+Dp7Kzt37zX5N8N4ABCNdl/ML3iBc+74Jc2TYl3f+iTN4zSX2bdZMbaiQUe3JNy84PjjDcEI/WMVl3QcuAeaWvGh+3QRJoLsjSgHfeIdDYw91X80iog97xycB3JoPw3EOJTUU3KJtDgsERRuSUDkmBQAXqgM0KVFcC2KV8W3FolaN0n0DYNlyi3e+FTA72MoovlIJ0SsIiyu2iKQJRBSuKf4aXhyUqkZMLp2q5Se507z91KE/uz+x3wQuI8JRbwUtqJo2J3jte+q8D2U9DuWxbC0M8M850ArTRaGhY7OdNzfYQIMSiE0G6TR049bvG8U3ucvHGRJ5+KGGunjLZTVk8GROMvmV674fxfW1zsXlFr17+dkPz2AnxkaBSAxcXZjzxn+4X6RQfNuw7uvGViy9q9GDXDVbfXyXsN1ozlDNUF7bqkXde0m5rhJgw3M5r1hChMQGTMdwS9zPKOoiUvSjOTqOrfRaOnrN7VCfoBzl11Bh5DU8pV4sUWipUbKRwl8ZXbgzt0WyeCoF/o3wkZTx4W5Drg0IxkajRj67o+uU7Zczgg6RsIc4zOSQhZLPLQKiAXJciLu1XmpVL7JCgzWZxy4qPZvJOwsMaCzKr828qD0m9SkKKo3n5HZe4Ww1Yrep5LAoWlIhiWE8FiN6e2ZFUkbztWUrvHs8GGVQmvOH+ZP90V89i+GhvXjXLeBZcc3rztub/RS5OPjE9OfFvB/W0HuL+azWF63YUP/uBlz5M77jvwzqOHHp74u6vq3HHvGCdOGIbq0KpLmnVNs65oN2ComdNuJjTrPYaaXXr9PjfdFbFvpoYKJWF16zDHpyZlF7ME84Br0MuCx6Em3izllZNyT5BTDlYeLlXmgJ4Wikmo+4RBjzjss9RP+dLdmr1HIj53Q43lJcHayZQfe+0y6yZTlhcln7shZu/hkJvvrzPfzYCczEQsmkGQ+0aNEMKt/6PMQ3FJUVk22BcogJ4ZJwuCyMrhaOkGIAqaktsNEapo9FTyJaGQC+2/k3T7molhxSXnLHPdfV3mllvMx4IoMIRB5oYUArtHtUi6GuF5pwS86eWLfPIrkuGJkw5v2HLx23v97INjI8PfCSh+6zLhM13veMc7edNPn/d1pdXhq27LLr37PlnbMqlp16EeCeo1RbupGWopRls5o+2E0XaP8eElhppzXH17zvuvGGOmM0QzUjQURIqBnfLli3DrDP16cfsxLwNaWVC6VeOVjcxq5eehbOy4PUNB8doC2zZwXAUPUvfSJwz61OMe9VaHG+8TvPefWvzJPw3z2ZvaPPxUzM6nQmKd8zM/sshFZyacNGV40VkJP3BBl3Vr+iwu5OzaaZ+9RkhSv0Z7ZeVGrABxGeojB/5upYw4uAWubONTyYQpV9BU185UX7xDEiAMDesmeuw/bLh/Zx0hNFF1u17RVLN5lYtLAQena6wZVZy+bXKa4IS33vfQUx98wUVnfKdg+J0DOMBf/NXHYNWP3iflyJ6Xn5/+QJ4uRlJIkgQHcMVoC8aGUkaGeoyPLDHanueaOxJ+7x9G2Xl0jKGGphVArI2bw6wAUTrAV0CtlSAotG13m/Svtf9YZTOzsvvPj23BOw28kAFXaN2BbcOHuk8Y9mnUuxye7/PRL0a866MjXHXLMPP9JqmsQRSBkqyd7PNDz+2wqhGyvFhDyoBmTXLuKQnbN3fRQcqBg4L5RYlRklTYtX2F3WCFLFoAWXIMsGVVH3dgZsUTZKW/RwycSVYOc+cFuL2ykqaKsbbhzJOW2DdjeOCpBgJVbJDWCkJtt/OFAUwvwONPG44mmxZeecnqX3ruqf2PvuDFP26+RZh9w+s7QlGq19vfMJOPj6iPPfrURDrfCT785O1PRVkaAlCPod3MGG73GBtaZrQ9x7V39fjvHxhj3+woq9qKVpATOJvFyob14C+q6hKEQfOUHBw9U9V/V+HqFXmwaGr4Vrz09MTzbvs6DBLqtS5HF/v88Ucb/MPVwyz061CPkToswNnLc4zskqcRnU7MQidACIOSGWHQ54wtPf7ozfOcvCnlnR+CAwuCLBYsERSemtIPL8pqmxtkZr9GJkBmpnLQdEtWcwpqY1eYuMqducrvNzDkfk9Oyb9XplrYv1MkiaLXD0hSzerhBd7xxmlyJNfePmULjcwJA0E9zhkbFoSBoRYvsm7dxu5MNvXzf3lN+1Ox7H1LbfjvCoCv2vIm9h+eztacVPvqRe0DC0vdj7Fr52NRpztMu2EYG+ozMbLMxMgs193d5bc+NMqh+THWDUlGazlxYBsfy31BN7X3RuUeluL26sApC3VkZb5J1TlYzmaWSbM+GNQHBg3elnVFHlQV7h3qPrW4y8xCwrv+sc7fXzlCJ2tCXCPSmoaGmtsy0VGSMG4xv5hzZFbT7Sn7eVRKmmqyTNOoS37+Bzvk6VHe+VE4tAipECwLbTO2/cE5txKfci+517KlITPOUyLLyIrCJpuXkmLhC88glc6bktknf5ZBrkr+bQ+x5eqZXqLp9AJMDnEYkiSaiRHFO352GmPgujumkEIS6Jx6nBEoeOpQl9WrNnTXjk/81Hgy8plQzGY/9qM/+Z2G33ce4AAjYyNEgv3trRuf82kxdYmJ+dCq+sH6uoke66fmGBue4YZ7E37j7yeYWR7mhGHJRCNnqA712B52HjsE0z1BQ9tfsm/6+AZP8cuvVu6CnoiC1gxo3rIEeTFX6VeMD2xhLnd1Fg2doE8U9gh0j6tvC3n/5aMksomo1akHmiGd0wwMtcBQC2zq8/qROnv3N9DG0ps4TInClDhXZEaRG0EjFrzldcvc+1TAh6/W5KmiJyRLbjWLzo0DtrCOPKeAyKpxys1dViu5gCLzGypTP66Sp06BUhluQ7LAVAqJkrnLuElZ7tXZd7hGngsatYxuX5NmiokRwbt+7ii/kefcePc4vTwAkTA+bHjhRauWpyaHfvbvLv/Zy1/1/I+bl7/iOw/ufzeAx1IAZP/lnR898Oe/2f/E5Zdv1O0gf7/iwaH9czP8+Wcirrlrkvlug3VNmGrmjLZgpKUYaQWsGjdccsEh3neV4uh0m0iVoTh2yFhS9XJ77l2+ro6cUan4JbB93Jt/u9gCV1CVMua5aOSEfe5/SvDBzw+RmAYiqlEPNMNBTiuwkWT10NCIoN2QjDQ103OaOLAxd41aQurWU/soCAG0dc5/fPkSd+8Iue8pTS41XRnSzSHIrK9GO3Arr4JUqriX+Pxu+6wSfWzjrWQpNVYOqUoaUtft1XlplxWFlt3l8Pwyf/f5Bi0lmRpTjLY1iWvqgGF0SPKHb1zkurOW+fC1I8wkLTqsnVvqrXvz2ReOfeLwk3/DxOY3/1uh9K++vqOHzJXXbdddziUXvoELz51+YHS0ve+OJzZd+pWv9+vX3xmisiatEMbrhvE2TAxrJkdCVk8qtq5LedFZM6T5HDff16YeSuq+MoaCMBCEWhIEgiAQaC0JtCLQVkE5RiXxHcti9KzS2HFbme2q8qw8ZAZ5oZpEYZ9a1GUx7fGODw7xuZvGoNGgFoQMB4Z2AWw7j9qsCVp1RaOmiUJV7NgcVDUqybIGNp/QpxYk3HJnSCfVGBngF2xpn9jleLkoKFclEBRRsRe7P71Py33Mm7eqB9RqfoxS9nGIwoxalDDcWuTvrpb88/Xj1FWORGCMQgjr8Qm0/cx53mRyyHDC6mFeddm5R6fz1b+2v6s++jOvW+TiF/3cvyfk/n0qePV6ycveAMDC/MKHf+xVgX7FJe0/aorbJw5NL3HTw5paZFzbPmByVLJ6LGVsuEMcJdTCvOgX+0ZOVSYMtEArZUGtK5Khrix+VRVlwEtiPoukGBS2sXKqkMt8cKhfkpUidZ9PXx1z9e1tqMcEOqClDc0gL2hJHEAcCKJAEmo7Gpfn0E8Enb5EK4WSpX5drFcUOXop5WXnd7jtxQt8+PMR/Tykn0v6OUQZdj2IyzzUuY13yyvmqBxDnjtbrXfper85WD8MstJEqk5LOTUqE6SVVZFS5HT7im5fcHTBUAsTO30lA8IgoFVPaNYNX7m7QRCtQo5ecvjiC3/gN887N/nw6Ejz3xtqzw7A/dVqt1hcWvxAc+yHxI+8ZuSdH7/iygn9ULe4fY8PS7ePpcPkyBK56bL3iCIXwnm0DYEWhNpV8MBV7UAQaEngwB1ULLCFeuKm3r01dKW3fGA1eTFMXII7DPo89jS865+HODjTQDYiGkrQ1CW4a4F1SFqA2yecj2pIM+gnkq4yKKWKLXV+MYCSGaoXMT6U8NafWODW++o8tD8mVSHdTFKTwm0H9k0ZM7Df3Uifo+IOmdjYjqo7EGWniezlm0qUzSMp0EqSBJI0szp2livWj9s16vvmY5v9TopWgnqsGRtSdLoGHUk2nvjSwy954XPfbkz6gUbz2QH3swpwgGajiTELf3/69nPT3QfNX/S6N43s3jvHaFuxdiJl28Y5GrV5hlrLHJ7rcd3XxlFaErkZ5SgQRKG0FTKURFqWlVtD4F+cv7usluVETHl5Z165uNbSgHJRrV0rnqKjhBvuDjlwqA5RRCQlTW2oaeO+N0PoDpZh4BtNuLlFu8UuSS3IlTJIqdyTSLu5zgCtMzqdiNXjCS84d4lHPtUkCyL6JiQxgsyFd3pgV2dsTOV934XEmGLGMpc+9NPbAayL0Zu9ciPcwdJSv15f008U/TTgsgsWef9Vixyc1hiRs9BVCJlSjwVrJhRPz27ishddNBMNnfvW/Uf4hw1rGt8kGr4z17MKcAAhWhiTfuSHLnvutEwPbjkyI/64M31XsGH1LAfnF/j6XTmvu7hPkgpm50PqqlIdI0EtktRjTRhKAl1GPvjqHWpDGHhFBBCmuOUebxnOoImrsnpFWEUl0Bnzizk3PxDTzyNkFFDXgrrKiAJjX7R98tm7iiDQVotHiEoFd9bdRDpFR1UGlzO01gQ6JIoDLjqtyz99scd0UiNTAak/WK6sys5HLlb8TLlDeu5G35XzmxjjD5y2kue5IPO0xNj8cK0hinK6fU2SaMZahkgbVg8t8cqLl/n6ozWeOFgjCgyXXnR+spzwtubYpU/UavWrhtuCZ/t61gEOIITOn3ji8SvOe+4rw+nDTyzTTf/6oR03in+4akhGMuI5G3q0m0dBC2IFtdC42GbrZ2nUJFHoRq6cP8m7AMPAEIU5obZUIzeCfgpJ6txxbod62UKCYrtYUcn9biHr9d55QHDHvXVSHRIrSU0Ze0dRZdUepE5W0ZHuAJlm9uurPkghK4fbHK0VQaoJUm1HwJKA889YZtV4j+k9GXlgSJAFNSm2RlSfrN6v4w6fBkgzQ5JaKiOl3QoDnoa5kKA8p5fbO00/sbRESEkYKJq1gF4SILSmXouZHK5xwZaYC05a5jO3iHzbyeeZkYmTf/mF20/50N6nD/ZXT21+tmEFfJcAHGDLlq0cOfBwf/WqyY+09Job7tlx9o88Z8vsOzoLR0iSgCyfQ2pNM4RmLJxJK2C4pWjVDXGUYbBt7r61WqMUhIGhHuXUogytc9JMMrcQ0EltldLKGo7sLbusOJ6uICxX9zOIQmTccE/EkcUIITWRhFjlhMoQapuVEmpB6NWdQBAE1gcjKgC3X8MqHVpKd65Q1u+i/XyjJk0DxhuCF57V5aE9KbnJyYwsaAkMgrsYAnHNLS3t0ESvb1js2IaPVoYstHNESuUEWiCkJEkMC0spBohDSZoqQBFoRSMO6HRDpA5QQqAJeGxXyIlb1vPK54/8zwXWf2JkdHzP/Q/v7p971rdnWOHbcX3XABxgfNUpAJ1PX/7pHWedct4fJenjYdYf/u1V4w+ofbM9Qj3GUGysptzSjLYVw+2c4WbK2HCPo/M5T+6tIYVmqGn5bRTmNGopQ80+Q40uRxYEj+8dodfXhBqi0FY0bcoK7i/L031jxCorhpzP3xaxmATImqIm7TKKQFGC2ykncSiJI0UU2gqe59BPc/LEKj9+C53V8Q1BYAgTRRIo0tS9ZJp2rHn5c7u87wrrjS/s8aaMaygyd3Byn7KqUhTYc0kc9dkznTK9EDBSN7TzHCUlUWT7B82aRDcznp7uMT2nGWvlJGnu9s0rapFmdCkiCGqM1BeZWRhiavWmbGr15B+E0Ql/1OsdzE46ceOzDaFjru8qgPvrta97Lf/4z5dn//FnfvJ3up0j+v77r/yvn7ji3qipM2phxkhbMzmqWDWW0W4kDLf6bFh1lGvvFdz9qOKUDYJmXaIk1MKMVqPP5OgCQs3y8auH2LUr49T1GUMt5fRbUyYzHXv6xK9B85zcZpdrtJREyjiAm0GAO3DXY0U9tneSbg/ml+y6jlBLssxmMCqnWIR9Q19LklSSZBbcaabIcgUmdfzLHO/oMHB5C4PWglqsGGopTt3UZcMJM7z78ibL8w2EyIkC256XUtJuwmmbO6TBDH/3uXG2ZNDrZ3T6NogzDhWTw4pmo8VbfyJiz9LZvRdf/EN/tn7tyO/cdvNneeFLXv1sw+a413clwAHe8OOvw+RzfOFr6W9vWfNq+as/+5wLP/bZz8vFud6Fa8cX9Skbl6jXUhvDO9Rh5+EON983Ts0I8twOwQbaUIsyRttdtJ7lzy+P+OKtw5w8ldPpZtRiSZYJjxuqeSPgq6IPvrEfExhnwdPlpL8y9kCrhL0ruApeixTNGrQbOWPDCQudPl9/UtBZkoy17YCxkKCVdNVWWHCniiyzE+mZk+iM70KaynPQUagC8KZ8jkpp7cNBIGnEBiU1rzxfgjjMn35ScmSxRiPKSFN7QlUSBIpLT0+55o55Dk8PE6ic+W7K0fmMJFVs2TCc7p1u37r93NfmL9hwwq1Szv32/kOLrJ589mTAf+n6rgU4gJBD/s23f+rTV/L8889rabH0t7F46kdn5h+Wdz/YY7I1wtqJlC/cHnJ0JmbbVGmfjYKcepwwPrTANfcYrrh5nJFQEYdQhu1UBpWrjR4oDf8+1clYeUW4yIZAUuzn1I4SBFoSBpIoksQRNGo5Q62U9ZNLHFme4+n5JsszdQKVWxlS+f8j6CWSODWkmSDNHLiND9RxT7vKcIefcILKahRTro6H8u+7PcVyt8FrLlzijken+eLtqxlvCvouiD9JYbmr2TIR8dLzl/jw54fZulbSaM+zf7ZGc+SEPBra8sk1U61f2Pf0kYUTNp3/bMPjm7q+qwFevX74ta9gae6phXqj9p8fe2r94x/4THD69Fz3NSrdy9xywgM7G7RDSbsuiEJFFEItyhhq9ljsd7jitjbGhIy3rAITBMp6VQrAlKNqSvoYMlFW0kpyk6/zeqCbWgF5IF0FN9RjQ7OW0m72WMqW6SURsx3BUtcQBTlRmBGFkn4iSVIbeOTBneUuxriYbJdIYQ+kxeJbb6QqrK5U9HFDlhp6iWSpqzg6F9NqNHnFBfPc/MAy08sNxluGXpLT7cP8kma50+D0jX0aUYc4iPnRy7ai6/ozeXjpA43Gxvdk2fLChedserbh8E1f3zMAB2gMbQI4ct+De/7Hf3zdT5+wb+8TNMSDr3nosZvpL2WsHYVmTVl9PDTU4ozRoSVuekhw32MtRmPBcAOadUU9lkQhKG1cDIIh1DlRYFvyeW7pAthNc1mmLFVYUUmVawb5YQtdVHGIQjt9XotS4jBBy5QsN3QSQacPvb5VN/pJTj+VJKndBpGmgtSBeyC2QUiUEHZ1ubJSX6BM0TwyxkqaYWbVkiyDfpKz3BHMh5J6HDK61GD75mXOP3mRW++tszwCvb7dAb+wrNi1v44OOly0XbFh8wWMr932ma0nb/21tLO0K6hPPdsQ+Fdf31MA99cZp61nZmZu1+TY6W+NjfkI9Q2/+iNm16Vfv3cH3eUlAh0RhSkjrR5H5/t88qYmneWIzasNI22beDvSFsSh457C8ug4Shkb6lALE/YearPQCYhDu2Y8CrVLQi3tSr7TOZCw5Ro7oW/6hPZJYwdxMzA5SQbdBHqpBWCS5m5nj22yFJXbDf/6sEuEPZDGym7NqEeGOICFDuydgVqgmGpnxKGXI3OWOoY0t2tGAq1p1muctKHO6y5e4JFdXWYWa0wOGZIkx+QpaR4xNPoSfv4nT7hx3/Twe9auP/G+melk1+jY+mf71/5vur4nAQ4wMjIE8Lgx5vHzzuEBbW5evX7Dtr9ZmH546+zBB1WgM8aGlji02OfQ9BDDsWR8SDA2HDA1JpgaTUhTw6GZ0NlsDSPtHofm5vnaIwGh0Qw1QsaHrHG/lirSTNkuqPeiM5ie5dUQbxEIdU4Y5ASBjzjLEcYCrp8JkjQncQ2YxAE8K2hRyf+LCDdhrbKxMsShoRkLRtuKrevhrNpRbn805uh0jXbd+nSiUHJkLiWfz+gnGiEC6nHE6rEGq4aXiMM+B47WOGEi5+iy5Mz1Z2eXnLvx8Sf2qv907tnP2w/sqG6O+F68vmcB7i/3C9jx+M7pHa3x7KX09do4OueT+5+6ri3VdCPLLBBkA8aHFWsnBBtXdxluz/DRLwn6nTHO2BoghaEWLvOVBwyfum6YczdLTtkonNSnSRLlFA1l2+HHTPWLYkubVoJwYI7T5vgJkRcV3HZTscBODVmWO+7txsWKkbEiEcXZZQWhMkSBoB4LRtqaUzcLzj7FEEczfOzamCwX1CLFGVsN3Xyaf7y2xWLXfs5aFDA9H7PYiREmY2g4ZuPW9Us/8uoXzBuy16/asObpdZvVru91YPvrex7g/tq6cRRjsl0wvsdkC6fNL5rnEl3yt2H2SHPj6t3D02KaNeOS9VOLTI4u89ShJe7YMcKWMUO3ZwiDnPlOwtVfaxJLjVaQ5oIkFfTdwc+D21/V/PJi04T3nDsPTBi4nBCVOfddTj+HXiboZzje7VYKZv6AKIqMblOEgYNE2FWKylhfuOP9aSpJkjo/eP4CV97So5/WiENJs244bW3KNfd02LtHYsip1STT8zFTUxsXfuUnT54+/eQzdbOu3jQ6tem2VWPNucyQf7+AG76PAA4g7ILS/OEdB2dEsOGaHQ9/buOFL/zxn3n7+oVfv+H66/ot/ZR49EB28pFlFe8/0mFuLiQfyUgzTRRkPHkgJ0kixpuCRqyIAj+jKG3DxVgqI1zploUDEXfoFM5LbZzJKyMOUqLAZqfgdtckac5yqugmVqZL3FLYzMWmVS8vT+a5XS9iD7RWsclzQ6+fs9hRzMzHtFsxW9d2OHqobpUgkTNUD9m4KuOEsYDJCdFdXhx7ZHzNicH2c876yC+9+mf/9Op//Ido/bqhbtZfzoVoPdu/wm/79X0FcH+dctIUQL64nCGl/EAYdD+oteJAcrKqj5/z1+umlk46MP/wxRdtX1b7j3bQCurRIl+4XrO8FDA6JhlpKyaGM7TMWVzWtOoKLQ1H52GxEyDd2JcP5/d+EFlo4nYSJo4TGrUuQdghFxmSFNIOc70G7VDQ7DuaUlnpXXRM8WE7kmZNMN5OyHNr6GrEkiw3TM9nNOuKmfmAdVMhLzpnib/+eAtDwOhQn8efnuRlz2tnUe30m88+We04eKTzlsNHVRYENW753EfN8NgJy8/27+s7eX1fAtxfzXoxkefrYvrwk9O/IFU0snHLeX94x53Xhp+6dmd20pb22aImz5lbnqahU1o1ydRYShjNc/N9ARsmWkyMSBq1Pv/3yzEP7qgRCKuDm0J/NhhjnCKD88AkjLaX6OcLfOgKxaFpxWWXLnDqqSlXfnWCQ4stWpGgl5hiKayfjVRuGCPP7d74M09Kee2lc/zjtW20VqydCFi7ep6b7hXsOwzjQ5LVY5p1E3XOP2uKWqt118jwvrv3zW1RF170sv742OhvQW9mYsP3ntT3rVzf1wA/3nXK5lGAGeDNADP7ryVQ8tJH98z/wDlnpq+/6Mz+tol2ymj0MMtpn5vvV7z0zC5KLPPVh3K+eMcEW9cr9hxJaMWafg5LPUEjNqQuJ1QrQy3MaNc7ZGKR/31Vk/d8dIRT1y7x/t87xEmru6wfOcr7rpDMdBqMNkwRvaa19a004j5aZSx1ImqxZN++IS47K+DR3XPMTLeoRfDc03rc9lhEN41Zv+k0xtYqTpnIHo3Ghz+5/+DwFx88am78uR9//rP9kD+r1/9zAF95jay+DODGg4dnbvz5DdyUpcmWbmc237djZz5a27rpja/f9ps63c+qdR2uuSokWYDLzlzkY9fPc/oJI+yZ6bL/kLaD0LHl11oLmvWEZmOJf/5KxKevX8O68ZDWqObwfkU9rfHDF3WYXpjn4zfELHQVaWYrfy1KqccJ7WaXfYc77No/ybmnJXzmy8NccErMDz9fc+eOrWzerBiaWsWJm3f/0d7d3afOOOsCuXpqVAaBfuIlU1xTq4882w/td8X1/zzA/TU1MQJwjX//6acPEkXRcG14/627ngoZm1hOzj/n9P9y0XnBZWPDCWs391Cdh7nz8YM0aiFKSrqZoZcIQt1huHWILOuw46k2W8clm1b3ODCjOXCoxb2PaDatjjhh4jBJ0mHfjGByqEarHrNq3B5m90+32HtUcXB+ivF1F/GSFzUYH445JepfO591/mL9+iAYX30q//PXfvDGNOnNNlrf/mTW74fr+0cP+g5fO3ftx8AmLfMprfN8eq7PQ1+/glse3MPiQsRSHw7sX05+4ccv/t2taw69otOdTmpxyD2PC6RpsGlth0d3xowNCx7anbNltQLV4d7HNbUwBdMInvec0SsbfPV3ZxfzoNMPmFnoML20hTe/8RV0+jGB1rIey4MGnmq2Vz3bD8n3xPX/A/zbeN1+++0YxNRI/MTQU3sXTbNe49BsShxEbFyzxI5ddYSUPLQ3Y+uUJogTjkwr6rWEwzM1cfFZG+by3Bw89/wLnu0f5fvm+v8A3p2RzYkZecwAAAAldEVYdGRhdGU6Y3JlYXRlADIwMjAtMTEtMDdUMTY6NDU6MTgrMDA6MDDXv+0NAAAAJXRFWHRkYXRlOm1vZGlmeQAyMDIwLTExLTA3VDE2OjQ1OjE4KzAwOjAwpuJVsQAAADl0RVh0U29mdHdhcmUAbWF0cGxvdGxpYiB2ZXJzaW9uIDIuMi41LCBodHRwOi8vbWF0cGxvdGxpYi5vcmcvSM8oowAAAABJRU5ErkJggg==', 'weight': 6}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 3227322
    {'hecke_orbit_code': 100663331, 'n': 1, 'trace_an': 1}
  • id: 3227323
    {'hecke_orbit_code': 100663331, 'n': 2, 'trace_an': -8}
  • id: 3227324
    {'hecke_orbit_code': 100663331, 'n': 3, 'trace_an': 1}
  • id: 3227325
    {'hecke_orbit_code': 100663331, 'n': 4, 'trace_an': 32}
  • id: 3227326
    {'hecke_orbit_code': 100663331, 'n': 5, 'trace_an': 25}
  • id: 3227327
    {'hecke_orbit_code': 100663331, 'n': 6, 'trace_an': -8}
  • id: 3227328
    {'hecke_orbit_code': 100663331, 'n': 7, 'trace_an': 49}
  • id: 3227329
    {'hecke_orbit_code': 100663331, 'n': 8, 'trace_an': 0}
  • id: 3227330
    {'hecke_orbit_code': 100663331, 'n': 9, 'trace_an': -242}
  • id: 3227331
    {'hecke_orbit_code': 100663331, 'n': 10, 'trace_an': -200}
  • id: 3227332
    {'hecke_orbit_code': 100663331, 'n': 11, 'trace_an': -453}
  • id: 3227333
    {'hecke_orbit_code': 100663331, 'n': 12, 'trace_an': 32}
  • id: 3227334
    {'hecke_orbit_code': 100663331, 'n': 13, 'trace_an': -969}
  • id: 3227335
    {'hecke_orbit_code': 100663331, 'n': 14, 'trace_an': -392}
  • id: 3227336
    {'hecke_orbit_code': 100663331, 'n': 15, 'trace_an': 25}
  • id: 3227337
    {'hecke_orbit_code': 100663331, 'n': 16, 'trace_an': -1024}
  • id: 3227338
    {'hecke_orbit_code': 100663331, 'n': 17, 'trace_an': 1637}
  • id: 3227339
    {'hecke_orbit_code': 100663331, 'n': 18, 'trace_an': 1936}
  • id: 3227340
    {'hecke_orbit_code': 100663331, 'n': 19, 'trace_an': -1550}
  • id: 3227341
    {'hecke_orbit_code': 100663331, 'n': 20, 'trace_an': 800}
  • id: 3227342
    {'hecke_orbit_code': 100663331, 'n': 21, 'trace_an': 49}
  • id: 3227343
    {'hecke_orbit_code': 100663331, 'n': 22, 'trace_an': 3624}
  • id: 3227344
    {'hecke_orbit_code': 100663331, 'n': 23, 'trace_an': -1654}
  • id: 3227345
    {'hecke_orbit_code': 100663331, 'n': 24, 'trace_an': 0}
  • id: 3227346
    {'hecke_orbit_code': 100663331, 'n': 25, 'trace_an': 625}
  • id: 3227347
    {'hecke_orbit_code': 100663331, 'n': 26, 'trace_an': 7752}
  • id: 3227348
    {'hecke_orbit_code': 100663331, 'n': 27, 'trace_an': -485}
  • id: 3227349
    {'hecke_orbit_code': 100663331, 'n': 28, 'trace_an': 1568}
  • id: 3227350
    {'hecke_orbit_code': 100663331, 'n': 29, 'trace_an': -4985}
  • id: 3227351
    {'hecke_orbit_code': 100663331, 'n': 30, 'trace_an': -200}
  • id: 3227352
    {'hecke_orbit_code': 100663331, 'n': 31, 'trace_an': 1192}
  • id: 3227353
    {'hecke_orbit_code': 100663331, 'n': 32, 'trace_an': 8192}
  • id: 3227354
    {'hecke_orbit_code': 100663331, 'n': 33, 'trace_an': -453}
  • id: 3227355
    {'hecke_orbit_code': 100663331, 'n': 34, 'trace_an': -13096}
  • id: 3227356
    {'hecke_orbit_code': 100663331, 'n': 35, 'trace_an': 1225}
  • id: 3227357
    {'hecke_orbit_code': 100663331, 'n': 36, 'trace_an': -7744}
  • id: 3227358
    {'hecke_orbit_code': 100663331, 'n': 37, 'trace_an': -11018}
  • id: 3227359
    {'hecke_orbit_code': 100663331, 'n': 38, 'trace_an': 12400}
  • id: 3227360
    {'hecke_orbit_code': 100663331, 'n': 39, 'trace_an': -969}
  • id: 3227361
    {'hecke_orbit_code': 100663331, 'n': 40, 'trace_an': 0}
  • id: 3227362
    {'hecke_orbit_code': 100663331, 'n': 41, 'trace_an': -1728}
  • id: 3227363
    {'hecke_orbit_code': 100663331, 'n': 42, 'trace_an': -392}
  • id: 3227364
    {'hecke_orbit_code': 100663331, 'n': 43, 'trace_an': -10814}
  • id: 3227365
    {'hecke_orbit_code': 100663331, 'n': 44, 'trace_an': -14496}
  • id: 3227366
    {'hecke_orbit_code': 100663331, 'n': 45, 'trace_an': -6050}
  • id: 3227367
    {'hecke_orbit_code': 100663331, 'n': 46, 'trace_an': 13232}
  • id: 3227368
    {'hecke_orbit_code': 100663331, 'n': 47, 'trace_an': 26237}
  • id: 3227369
    {'hecke_orbit_code': 100663331, 'n': 48, 'trace_an': -1024}
  • id: 3227370
    {'hecke_orbit_code': 100663331, 'n': 49, 'trace_an': 2401}
  • id: 3227371
    {'hecke_orbit_code': 100663331, 'n': 50, 'trace_an': -5000}
  • id: 3227372
    {'hecke_orbit_code': 100663331, 'n': 51, 'trace_an': 1637}
  • id: 3227373
    {'hecke_orbit_code': 100663331, 'n': 52, 'trace_an': -31008}
  • id: 3227374
    {'hecke_orbit_code': 100663331, 'n': 53, 'trace_an': 25936}
  • id: 3227375
    {'hecke_orbit_code': 100663331, 'n': 54, 'trace_an': 3880}
  • id: 3227376
    {'hecke_orbit_code': 100663331, 'n': 55, 'trace_an': -11325}
  • id: 3227377
    {'hecke_orbit_code': 100663331, 'n': 56, 'trace_an': 0}
  • id: 3227378
    {'hecke_orbit_code': 100663331, 'n': 57, 'trace_an': -1550}
  • id: 3227379
    {'hecke_orbit_code': 100663331, 'n': 58, 'trace_an': 39880}
  • id: 3227380
    {'hecke_orbit_code': 100663331, 'n': 59, 'trace_an': -4580}
  • id: 3227381
    {'hecke_orbit_code': 100663331, 'n': 60, 'trace_an': 800}
  • id: 3227382
    {'hecke_orbit_code': 100663331, 'n': 61, 'trace_an': -12488}
  • id: 3227383
    {'hecke_orbit_code': 100663331, 'n': 62, 'trace_an': -9536}
  • id: 3227384
    {'hecke_orbit_code': 100663331, 'n': 63, 'trace_an': -11858}
  • id: 3227385
    {'hecke_orbit_code': 100663331, 'n': 64, 'trace_an': -32768}
  • id: 3227386
    {'hecke_orbit_code': 100663331, 'n': 65, 'trace_an': -24225}
  • id: 3227387
    {'hecke_orbit_code': 100663331, 'n': 66, 'trace_an': 3624}
  • id: 3227388
    {'hecke_orbit_code': 100663331, 'n': 67, 'trace_an': -15848}
  • id: 3227389
    {'hecke_orbit_code': 100663331, 'n': 68, 'trace_an': 52384}
  • id: 3227390
    {'hecke_orbit_code': 100663331, 'n': 69, 'trace_an': -1654}
  • id: 3227391
    {'hecke_orbit_code': 100663331, 'n': 70, 'trace_an': -9800}
  • id: 3227392
    {'hecke_orbit_code': 100663331, 'n': 71, 'trace_an': 51792}
  • id: 3227393
    {'hecke_orbit_code': 100663331, 'n': 72, 'trace_an': 0}
  • id: 3227394
    {'hecke_orbit_code': 100663331, 'n': 73, 'trace_an': 4846}
  • id: 3227395
    {'hecke_orbit_code': 100663331, 'n': 74, 'trace_an': 88144}
  • id: 3227396
    {'hecke_orbit_code': 100663331, 'n': 75, 'trace_an': 625}
  • id: 3227397
    {'hecke_orbit_code': 100663331, 'n': 76, 'trace_an': -49600}
  • id: 3227398
    {'hecke_orbit_code': 100663331, 'n': 77, 'trace_an': -22197}
  • id: 3227399
    {'hecke_orbit_code': 100663331, 'n': 78, 'trace_an': 7752}
  • id: 3227400
    {'hecke_orbit_code': 100663331, 'n': 79, 'trace_an': 62765}
  • id: 3227401
    {'hecke_orbit_code': 100663331, 'n': 80, 'trace_an': -25600}
  • id: 3227402
    {'hecke_orbit_code': 100663331, 'n': 81, 'trace_an': 58321}
  • id: 3227403
    {'hecke_orbit_code': 100663331, 'n': 82, 'trace_an': 13824}
  • id: 3227404
    {'hecke_orbit_code': 100663331, 'n': 83, 'trace_an': -23644}
  • id: 3227405
    {'hecke_orbit_code': 100663331, 'n': 84, 'trace_an': 1568}
  • id: 3227406
    {'hecke_orbit_code': 100663331, 'n': 85, 'trace_an': 40925}
  • id: 3227407
    {'hecke_orbit_code': 100663331, 'n': 86, 'trace_an': 86512}
  • id: 3227408
    {'hecke_orbit_code': 100663331, 'n': 87, 'trace_an': -4985}
  • id: 3227409
    {'hecke_orbit_code': 100663331, 'n': 88, 'trace_an': 0}
  • id: 3227410
    {'hecke_orbit_code': 100663331, 'n': 89, 'trace_an': -147300}
  • id: 3227411
    {'hecke_orbit_code': 100663331, 'n': 90, 'trace_an': 48400}
  • id: 3227412
    {'hecke_orbit_code': 100663331, 'n': 91, 'trace_an': -47481}
  • id: 3227413
    {'hecke_orbit_code': 100663331, 'n': 92, 'trace_an': -52928}
  • id: 3227414
    {'hecke_orbit_code': 100663331, 'n': 93, 'trace_an': 1192}
  • id: 3227415
    {'hecke_orbit_code': 100663331, 'n': 94, 'trace_an': -209896}
  • id: 3227416
    {'hecke_orbit_code': 100663331, 'n': 95, 'trace_an': -38750}
  • id: 3227417
    {'hecke_orbit_code': 100663331, 'n': 96, 'trace_an': 8192}
  • id: 3227418
    {'hecke_orbit_code': 100663331, 'n': 97, 'trace_an': -8343}
  • id: 3227419
    {'hecke_orbit_code': 100663331, 'n': 98, 'trace_an': -19208}
  • id: 3227420
    {'hecke_orbit_code': 100663331, 'n': 99, 'trace_an': 109626}
  • id: 3227421
    {'hecke_orbit_code': 100663331, 'n': 100, 'trace_an': 20000}
  • id: 3227422
    {'hecke_orbit_code': 100663331, 'n': 101, 'trace_an': -11878}
  • id: 3227423
    {'hecke_orbit_code': 100663331, 'n': 103, 'trace_an': -132439}
  • id: 3227424
    {'hecke_orbit_code': 100663331, 'n': 107, 'trace_an': 136842}
  • id: 3227425
    {'hecke_orbit_code': 100663331, 'n': 109, 'trace_an': 109485}
  • id: 3227426
    {'hecke_orbit_code': 100663331, 'n': 113, 'trace_an': -200934}
  • id: 3227427
    {'hecke_orbit_code': 100663331, 'n': 121, 'trace_an': 44158}
  • id: 3227428
    {'hecke_orbit_code': 100663331, 'n': 125, 'trace_an': 15625}
  • id: 3227429
    {'hecke_orbit_code': 100663331, 'n': 127, 'trace_an': 330692}
  • id: 3227430
    {'hecke_orbit_code': 100663331, 'n': 128, 'trace_an': 0}
  • id: 3227431
    {'hecke_orbit_code': 100663331, 'n': 131, 'trace_an': 43982}
  • id: 3227432
    {'hecke_orbit_code': 100663331, 'n': 137, 'trace_an': -99748}
  • id: 3227433
    {'hecke_orbit_code': 100663331, 'n': 139, 'trace_an': 258930}
  • id: 3227434
    {'hecke_orbit_code': 100663331, 'n': 149, 'trace_an': -498430}
  • id: 3227435
    {'hecke_orbit_code': 100663331, 'n': 151, 'trace_an': -245803}
  • id: 3227436
    {'hecke_orbit_code': 100663331, 'n': 157, 'trace_an': -85478}
  • id: 3227437
    {'hecke_orbit_code': 100663331, 'n': 163, 'trace_an': 193026}
  • id: 3227438
    {'hecke_orbit_code': 100663331, 'n': 167, 'trace_an': -157783}
  • id: 3227439
    {'hecke_orbit_code': 100663331, 'n': 169, 'trace_an': 567668}
  • id: 3227440
    {'hecke_orbit_code': 100663331, 'n': 173, 'trace_an': -265659}
  • id: 3227441
    {'hecke_orbit_code': 100663331, 'n': 179, 'trace_an': 183660}
  • id: 3227442
    {'hecke_orbit_code': 100663331, 'n': 181, 'trace_an': -635048}
  • id: 3227443
    {'hecke_orbit_code': 100663331, 'n': 191, 'trace_an': -226613}
  • id: 3227444
    {'hecke_orbit_code': 100663331, 'n': 193, 'trace_an': 46476}
  • id: 3227445
    {'hecke_orbit_code': 100663331, 'n': 197, 'trace_an': 204972}
  • id: 3227446
    {'hecke_orbit_code': 100663331, 'n': 199, 'trace_an': -953020}
  • id: 3227447
    {'hecke_orbit_code': 100663331, 'n': 211, 'trace_an': -223523}
  • id: 3227448
    {'hecke_orbit_code': 100663331, 'n': 223, 'trace_an': 1014801}
  • id: 3227449
    {'hecke_orbit_code': 100663331, 'n': 227, 'trace_an': 999797}
  • id: 3227450
    {'hecke_orbit_code': 100663331, 'n': 229, 'trace_an': -851120}
  • id: 3227451
    {'hecke_orbit_code': 100663331, 'n': 233, 'trace_an': 1092696}
  • id: 3227452
    {'hecke_orbit_code': 100663331, 'n': 239, 'trace_an': 765905}
  • id: 3227453
    {'hecke_orbit_code': 100663331, 'n': 241, 'trace_an': -1210938}
  • id: 3227454
    {'hecke_orbit_code': 100663331, 'n': 243, 'trace_an': 176176}
  • id: 3227455
    {'hecke_orbit_code': 100663331, 'n': 251, 'trace_an': 278262}
  • id: 3227456
    {'hecke_orbit_code': 100663331, 'n': 256, 'trace_an': 1048576}
  • id: 3227457
    {'hecke_orbit_code': 100663331, 'n': 257, 'trace_an': -352998}
  • id: 3227458
    {'hecke_orbit_code': 100663331, 'n': 263, 'trace_an': -1558094}
  • id: 3227459
    {'hecke_orbit_code': 100663331, 'n': 269, 'trace_an': -1219630}
  • id: 3227460
    {'hecke_orbit_code': 100663331, 'n': 271, 'trace_an': 405792}
  • id: 3227461
    {'hecke_orbit_code': 100663331, 'n': 277, 'trace_an': 652442}
  • id: 3227462
    {'hecke_orbit_code': 100663331, 'n': 281, 'trace_an': 118827}
  • id: 3227463
    {'hecke_orbit_code': 100663331, 'n': 283, 'trace_an': 1488011}
  • id: 3227464
    {'hecke_orbit_code': 100663331, 'n': 289, 'trace_an': 1259912}
  • id: 3227465
    {'hecke_orbit_code': 100663331, 'n': 293, 'trace_an': 1895801}
  • id: 3227466
    {'hecke_orbit_code': 100663331, 'n': 307, 'trace_an': -821853}
  • id: 3227467
    {'hecke_orbit_code': 100663331, 'n': 311, 'trace_an': -2095998}
  • id: 3227468
    {'hecke_orbit_code': 100663331, 'n': 313, 'trace_an': 394571}
  • id: 3227469
    {'hecke_orbit_code': 100663331, 'n': 317, 'trace_an': 321422}
  • id: 3227470
    {'hecke_orbit_code': 100663331, 'n': 331, 'trace_an': -2232588}
  • id: 3227471
    {'hecke_orbit_code': 100663331, 'n': 337, 'trace_an': -3656558}
  • id: 3227472
    {'hecke_orbit_code': 100663331, 'n': 343, 'trace_an': 117649}
  • id: 3227473
    {'hecke_orbit_code': 100663331, 'n': 347, 'trace_an': -1889618}
  • id: 3227474
    {'hecke_orbit_code': 100663331, 'n': 349, 'trace_an': -2693290}
  • id: 3227475
    {'hecke_orbit_code': 100663331, 'n': 353, 'trace_an': -1574679}
  • id: 3227476
    {'hecke_orbit_code': 100663331, 'n': 359, 'trace_an': 4055760}
  • id: 3227477
    {'hecke_orbit_code': 100663331, 'n': 361, 'trace_an': -73599}
  • id: 3227478
    {'hecke_orbit_code': 100663331, 'n': 367, 'trace_an': -4906283}
  • id: 3227479
    {'hecke_orbit_code': 100663331, 'n': 373, 'trace_an': -3453364}
  • id: 3227480
    {'hecke_orbit_code': 100663331, 'n': 379, 'trace_an': -4234660}
  • id: 3227481
    {'hecke_orbit_code': 100663331, 'n': 383, 'trace_an': -1864604}
  • id: 3227482
    {'hecke_orbit_code': 100663331, 'n': 389, 'trace_an': -4815015}
  • id: 3227483
    {'hecke_orbit_code': 100663331, 'n': 397, 'trace_an': 1213757}
  • id: 3227484
    {'hecke_orbit_code': 100663331, 'n': 401, 'trace_an': 5904417}
  • id: 3227485
    {'hecke_orbit_code': 100663331, 'n': 409, 'trace_an': 4842890}
  • id: 3227486
    {'hecke_orbit_code': 100663331, 'n': 419, 'trace_an': 270360}
  • id: 3227487
    {'hecke_orbit_code': 100663331, 'n': 421, 'trace_an': 3136477}
  • id: 3227488
    {'hecke_orbit_code': 100663331, 'n': 431, 'trace_an': -1877033}
  • id: 3227489
    {'hecke_orbit_code': 100663331, 'n': 433, 'trace_an': 3203566}
  • id: 3227490
    {'hecke_orbit_code': 100663331, 'n': 439, 'trace_an': -6272090}
  • id: 3227491
    {'hecke_orbit_code': 100663331, 'n': 443, 'trace_an': 724986}
  • id: 3227492
    {'hecke_orbit_code': 100663331, 'n': 449, 'trace_an': -875985}
  • id: 3227493
    {'hecke_orbit_code': 100663331, 'n': 457, 'trace_an': -832668}
  • id: 3227494
    {'hecke_orbit_code': 100663331, 'n': 461, 'trace_an': 5921152}
  • id: 3227495
    {'hecke_orbit_code': 100663331, 'n': 463, 'trace_an': 682776}
  • id: 3227496
    {'hecke_orbit_code': 100663331, 'n': 467, 'trace_an': -5416673}
  • id: 3227497
    {'hecke_orbit_code': 100663331, 'n': 479, 'trace_an': 1985990}
  • id: 3227498
    {'hecke_orbit_code': 100663331, 'n': 487, 'trace_an': -1069738}
  • id: 3227499
    {'hecke_orbit_code': 100663331, 'n': 491, 'trace_an': 4592457}
  • id: 3227500
    {'hecke_orbit_code': 100663331, 'n': 499, 'trace_an': 1960655}
  • id: 3227501
    {'hecke_orbit_code': 100663331, 'n': 503, 'trace_an': 3514831}
  • id: 3227502
    {'hecke_orbit_code': 100663331, 'n': 509, 'trace_an': -1452110}
  • id: 3227503
    {'hecke_orbit_code': 100663331, 'n': 512, 'trace_an': -8388608}
  • id: 3227504
    {'hecke_orbit_code': 100663331, 'n': 521, 'trace_an': -4242398}
  • id: 3227505
    {'hecke_orbit_code': 100663331, 'n': 523, 'trace_an': -7560124}
  • id: 3227506
    {'hecke_orbit_code': 100663331, 'n': 529, 'trace_an': -3700627}
  • id: 3227507
    {'hecke_orbit_code': 100663331, 'n': 541, 'trace_an': 1240647}
  • id: 3227508
    {'hecke_orbit_code': 100663331, 'n': 547, 'trace_an': -1850568}
  • id: 3227509
    {'hecke_orbit_code': 100663331, 'n': 557, 'trace_an': 7775552}
  • id: 3227510
    {'hecke_orbit_code': 100663331, 'n': 563, 'trace_an': 8377156}
  • id: 3227511
    {'hecke_orbit_code': 100663331, 'n': 569, 'trace_an': -6155910}
  • id: 3227512
    {'hecke_orbit_code': 100663331, 'n': 571, 'trace_an': 7215132}
  • id: 3227513
    {'hecke_orbit_code': 100663331, 'n': 577, 'trace_an': 13669927}
  • id: 3227514
    {'hecke_orbit_code': 100663331, 'n': 587, 'trace_an': -10068648}
  • id: 3227515
    {'hecke_orbit_code': 100663331, 'n': 593, 'trace_an': 9806151}
  • id: 3227516
    {'hecke_orbit_code': 100663331, 'n': 599, 'trace_an': 8262575}
  • id: 3227517
    {'hecke_orbit_code': 100663331, 'n': 601, 'trace_an': -3594918}
  • id: 3227518
    {'hecke_orbit_code': 100663331, 'n': 607, 'trace_an': -13296913}
  • id: 3227519
    {'hecke_orbit_code': 100663331, 'n': 613, 'trace_an': 2503266}
  • id: 3227520
    {'hecke_orbit_code': 100663331, 'n': 617, 'trace_an': 1882542}
  • id: 3227521
    {'hecke_orbit_code': 100663331, 'n': 619, 'trace_an': 8214870}
  • id: 3227522
    {'hecke_orbit_code': 100663331, 'n': 625, 'trace_an': 390625}
  • id: 3227523
    {'hecke_orbit_code': 100663331, 'n': 631, 'trace_an': 16115487}
  • id: 3227524
    {'hecke_orbit_code': 100663331, 'n': 641, 'trace_an': -8505438}
  • id: 3227525
    {'hecke_orbit_code': 100663331, 'n': 643, 'trace_an': -13219079}
  • id: 3227526
    {'hecke_orbit_code': 100663331, 'n': 647, 'trace_an': 1891152}
  • id: 3227527
    {'hecke_orbit_code': 100663331, 'n': 653, 'trace_an': 4905866}
  • id: 3227528
    {'hecke_orbit_code': 100663331, 'n': 659, 'trace_an': 13636695}
  • id: 3227529
    {'hecke_orbit_code': 100663331, 'n': 661, 'trace_an': -2223448}
  • id: 3227530
    {'hecke_orbit_code': 100663331, 'n': 673, 'trace_an': 4884836}
  • id: 3227531
    {'hecke_orbit_code': 100663331, 'n': 677, 'trace_an': -19878473}
  • id: 3227532
    {'hecke_orbit_code': 100663331, 'n': 683, 'trace_an': 4278696}
  • id: 3227533
    {'hecke_orbit_code': 100663331, 'n': 691, 'trace_an': 9489252}
  • id: 3227534
    {'hecke_orbit_code': 100663331, 'n': 701, 'trace_an': -5863853}
  • id: 3227535
    {'hecke_orbit_code': 100663331, 'n': 709, 'trace_an': -2666705}
  • id: 3227536
    {'hecke_orbit_code': 100663331, 'n': 719, 'trace_an': -4466290}
  • id: 3227537
    {'hecke_orbit_code': 100663331, 'n': 727, 'trace_an': -7477568}
  • id: 3227538
    {'hecke_orbit_code': 100663331, 'n': 729, 'trace_an': -13995827}
  • id: 3227539
    {'hecke_orbit_code': 100663331, 'n': 733, 'trace_an': -4397509}
  • id: 3227540
    {'hecke_orbit_code': 100663331, 'n': 739, 'trace_an': 28403555}
  • id: 3227541
    {'hecke_orbit_code': 100663331, 'n': 743, 'trace_an': -19601184}
  • id: 3227542
    {'hecke_orbit_code': 100663331, 'n': 751, 'trace_an': -2603443}
  • id: 3227543
    {'hecke_orbit_code': 100663331, 'n': 757, 'trace_an': -29886928}
  • id: 3227544
    {'hecke_orbit_code': 100663331, 'n': 761, 'trace_an': 12146982}
  • id: 3227545
    {'hecke_orbit_code': 100663331, 'n': 769, 'trace_an': 4538450}
  • id: 3227546
    {'hecke_orbit_code': 100663331, 'n': 773, 'trace_an': 19332951}
  • id: 3227547
    {'hecke_orbit_code': 100663331, 'n': 787, 'trace_an': 16639237}
  • id: 3227548
    {'hecke_orbit_code': 100663331, 'n': 797, 'trace_an': 18040917}
  • id: 3227549
    {'hecke_orbit_code': 100663331, 'n': 809, 'trace_an': 23389065}
  • id: 3227550
    {'hecke_orbit_code': 100663331, 'n': 811, 'trace_an': -22903698}
  • id: 3227551
    {'hecke_orbit_code': 100663331, 'n': 821, 'trace_an': -18074463}
  • id: 3227552
    {'hecke_orbit_code': 100663331, 'n': 823, 'trace_an': 11798936}
  • id: 3227553
    {'hecke_orbit_code': 100663331, 'n': 827, 'trace_an': 2576502}
  • id: 3227554
    {'hecke_orbit_code': 100663331, 'n': 829, 'trace_an': -38433960}
  • id: 3227555
    {'hecke_orbit_code': 100663331, 'n': 839, 'trace_an': -12422190}
  • id: 3227556
    {'hecke_orbit_code': 100663331, 'n': 841, 'trace_an': 4339076}
  • id: 3227557
    {'hecke_orbit_code': 100663331, 'n': 853, 'trace_an': 7920666}
  • id: 3227558
    {'hecke_orbit_code': 100663331, 'n': 857, 'trace_an': 14898342}
  • id: 3227559
    {'hecke_orbit_code': 100663331, 'n': 859, 'trace_an': -13874020}
  • id: 3227560
    {'hecke_orbit_code': 100663331, 'n': 863, 'trace_an': 12549996}
  • id: 3227561
    {'hecke_orbit_code': 100663331, 'n': 877, 'trace_an': -28600198}
  • id: 3227562
    {'hecke_orbit_code': 100663331, 'n': 881, 'trace_an': 40960752}
  • id: 3227563
    {'hecke_orbit_code': 100663331, 'n': 883, 'trace_an': 13050436}
  • id: 3227564
    {'hecke_orbit_code': 100663331, 'n': 887, 'trace_an': 25359472}
  • id: 3227565
    {'hecke_orbit_code': 100663331, 'n': 907, 'trace_an': 19859482}
  • id: 3227566
    {'hecke_orbit_code': 100663331, 'n': 911, 'trace_an': -19934448}
  • id: 3227567
    {'hecke_orbit_code': 100663331, 'n': 919, 'trace_an': -11069535}
  • id: 3227568
    {'hecke_orbit_code': 100663331, 'n': 929, 'trace_an': -32568200}
  • id: 3227569
    {'hecke_orbit_code': 100663331, 'n': 937, 'trace_an': 31568977}
  • id: 3227570
    {'hecke_orbit_code': 100663331, 'n': 941, 'trace_an': -36799728}
  • id: 3227571
    {'hecke_orbit_code': 100663331, 'n': 947, 'trace_an': 18845252}
  • id: 3227572
    {'hecke_orbit_code': 100663331, 'n': 953, 'trace_an': -12511964}
  • id: 3227573
    {'hecke_orbit_code': 100663331, 'n': 961, 'trace_an': -27208287}
  • id: 3227574
    {'hecke_orbit_code': 100663331, 'n': 967, 'trace_an': -34234418}
  • id: 3227575
    {'hecke_orbit_code': 100663331, 'n': 971, 'trace_an': -26202748}
  • id: 3227576
    {'hecke_orbit_code': 100663331, 'n': 977, 'trace_an': -8011138}
  • id: 3227577
    {'hecke_orbit_code': 100663331, 'n': 983, 'trace_an': -46012609}
  • id: 3227578
    {'hecke_orbit_code': 100663331, 'n': 991, 'trace_an': -37582848}
  • id: 3227579
    {'hecke_orbit_code': 100663331, 'n': 997, 'trace_an': 22206617}