Embedded newform data - 1058.4.a.i.1.2

Formats: - HTML - YAML - JSON - 2025-07-17T13:18:15.950212

• 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': 16928, 'analytic_conductor': 62.42402078607357, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [23, -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': [1058, 1, [5], [1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 2, 'field_disc': 104, 'field_disc_factorization': [[2, 3], [13, 1]], 'field_poly': [-26, 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': 1, 'hecke_cutters': [[3, [4, 1]], [5, [-104, 0, 1]]], 'hecke_orbit': 9, 'hecke_orbit_code': 36028797086073890, 'hecke_ring_generator_nbound': 5, 'hecke_ring_index': 2, 'hecke_ring_index_factorization': [[2, 1]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 23, 2, -1, 2, 0]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '1058.4.a.i', 'level': 1058, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 23], 'level_radical': 46, 'minimal_twist': '1058.4.a.i', 'nf_label': '2.2.104.1', 'prim_orbit_index': 1, 'qexp_display': 'q+2q^{2}-4q^{3}+4q^{4}+\\beta q^{5}-8q^{6}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '3.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '1058.4.a', 'trace_display': [4, -8, 0, 0], 'trace_hash': 1850696035453508014, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.041', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.934', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.373', 'prec': 17}, {'__RealLiteral__': 0, 'data': '15.031', 'prec': 20}, {'__RealLiteral__': 0, 'data': '5.417', 'prec': 17}, {'__RealLiteral__': 0, 'data': '147.817', 'prec': 24}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.509', 'prec': 17}, 'traces': [2, 4, -8, 8, 0, -16, 0, 16, -22, 0, 0, -32, -84, 0, 0, 32, 0, -44, 0, 0, 0, 0, 0, -64, -42, -168, 304, 0, -44, 0, 592, 64, 0, 0, 416, -88, 0, 0, 336, 0, -636, 0, 0, 0, 0, 0, -368, -128, 146, -84, 0, -336, 0, 608, 1456, 0, 0, -88, -1000, 0, 0, 1184, 0, 128, 0, 0, 0, 0, 0, 832, 448, -176, -420, 0, 168, 0, 2912, 672, 0, 0, -622, -1272, 0, 0, 416, 0, 176, 0, 0, 0, 0, 0, -2368, -736, 1872, -256, 0, 292, 0, -168, 3868, 0, 0, -672, -1664, 0, 0, 1216, 0, 2912, 0, 0, 0, 0, 0, -176, 924, -2000, 832, 0, 7530, 0, 2544, 2368, 0, 0, -816, 256, 0, 0, 392, 0, 3744, 0, 0, 0, 0, 0, -4584, 1664, 1472, 896, 0, -352, 0, -840, -584, 0, 0, 336, -6144, 0, 0, 5824, 0, 1344, 0, 0, 0, 0, 0, -1244, 6232, -2544, -5824, 0, 4224, 0, -866, 832, 0, 0, 884, 352, 0, 0, 4000, 0, 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• mf_hecke_cc •

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

  
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-0.41809320437484326, -0.34300363639552034, -0.3867447516863677, -0.11286388375219716, -0.23426582740449486, -0.12861690039832116, -0.3285408781666778, -0.17470007556287218, -0.25940519439840065, -0.22147668335853682, -0.16542609364413077, -0.36509322269736155, -0.380957157045274, -0.20921242568129236, -0.2237711475854489, -0.2308522867911389, -0.16609634615075178, -0.14828708758885015, -0.1384227122957768, -0.14444821629919619, -0.2966570042933159, -0.3019386714479772, -0.31945303183485024, -0.32204081526861267, -0.16006618631395214, -0.11504529311612303, -0.1403817218786493, -0.20599041417462094, -0.11478826883757141, -0.226042998415, -0.23058492008099685, -0.167618972538113, -0.3309301423956858, -0.07402547099105145], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 2, 'dual_embedding_m': 2, 'embedding_index': 2, 'embedding_m': 2, 'embedding_root_imag': 0.0, 'embedding_root_real': 5.0990195135927845, 'hecke_orbit': 9, 'hecke_orbit_code': 36028797086073890, 'label': '1058.4.a.i.1.2', 'level': 1058, 'weight': 4}
• 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': [33, 30, 27, 36], 'ALdims_eis_new': [0, 0, 0, 0], 'ALdims_eis_old': [12, 12, 12, 12], 'ALdims_old': [69, 63, 69, 63], 'Nk2': 16928, 'analytic_conductor': 62.42402078607357, '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': [1058, 1, [5], [1]], 'conrey_index': 1, 'cusp_dim': 390, 'dim': 126, 'eis_dim': 48, 'eis_new_dim': 0, 'hecke_cutter_primes': [3, 5], 'hecke_orbit_code': 67109922, 'hecke_orbit_dims': [1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 4, 6, 8, 8, 12, 15, 15, 15, 15], 'label': '1058.4.a', 'level': 1058, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 23], 'level_radical': 46, 'mf_dim': 438, 'mf_new_dim': 126, 'num_forms': 23, 'plus_dim': 69, 'prim_orbit_index': 1, 'relative_dim': 126, 'sturm_bound': 552, 'trace_bound': 7, 'trace_display': [0, 8, 10, -8], 'traces': [126, 0, 8, 504, 10, 8, -8, 0, 1042, 20, 34, 32, 112, -40, -4, 2016, -28, 128, -38, 40, 260, 188, 0, 32, 3222, -192, 404, -32, 388, -480, 244, 0, -948, 520, -504, 4168, -294, 436, 444, 80, -516, 64, 366, 136, 326, 0, -1192, 128, 7494, -592, 988, 448, -690, 128, -1356, -160, 1312, -296, -1384, -16, 642, 840, -420, 8064, 2256, 96, -426, -112, 0, 368, 800, 512, 1436, -220, 5616, -152, 872, -304, -1948, 160, 7134, -1264, -2146, 1040, -2028, -1380, 3204, 752, 1044, 4804, 1956, 0, -3804, -1056, -2828, 128, 428, -832, -2586, 12888, -3100, -4256, 2444, -768, 872, 836, 2946, 1616, 3874, -1640, -3180, -128, -1008, -2272, 0, 1552, 2332, 976, -300, -1920, 16474, 1916, 972, 976, 2580, 2472, 2264, 0, -1696, 3160, -2448, -3792, -2520, 1172, -580, 2080, 2192, 0, -3852, -2016, 4996, -3120, 7368, 16672, -2456, -592, -2392, -1176, -714, 2888, 2240, 1744, -7464, 1856, -700, 1776, -1394, 1704, -7880, 320, 0, 11296, 2832, -2064, 10664, -6524, 3644, 256, 20142, 4488, 6290, 1464, -4048, -9680, -3912, 544, -2696, -5184, -652, 1304, -7058, 3392, -7040, 0, -5496, -10816, -1908, -4768, 2300, -10040, 6720, 512, 10164, 4152, -14900, 29976, 12420, 16092, -10464, -2368, 13524, 3536, -260, 3952, -8056, 240, 0, 1792, 3424, -1536, 2752, -2760, -7148, 3380, 1936, 512, 10628, -3444, 12580, -5424, 1356, 10528, 6160, -640, 25562, -896, -6286, 5248, -4286, 0, -1748, -1184, -3380, -17400, -3708, -5536, 1152, 176, -600, -64, -7324, 2304, 25236, 2568, -9686, 9944, 8700, 3360, -5484, 7080, -16010, -1680, 0, 20024, 27076, 32256, -2696, -15936, -980, 9024, -11672, -504, 4280, 384, 11680, -3848, -21216, -1704, -14040, -26928, 5068, -448, -8132, 15944, 20454, 0, -5924, -18376, 9004, 1472, 13608, -20720, -6702, 3200, 13584, -7016, -13276, 2048, 45678, 15128, -22052, 5744, 10686, -7088, -17208, -880, -21516, -4412, 0, 22464, 9456, -720, 2304, -608, 8344, 21384, 5404, 3488, 16172, 48, -14036, -1216, -7528, 1396, -1768, -7792, 13412, 13008, -120, 640, -12488, 0, -14412, 28536, -16048, -4408, -600, -5056, -3532, 6280, 1876, -8584, 10766, -4152, 13684, 4160, 7100, 1488, 49404, -8112, -11108, 11748, -4528, -5520, 0, 16344, -12924, 12816, 10524, -4760, 33504, 3008, 4040, -112, -3436, 4176, 10096, -19032, -1412, 19216, 49690, -27252, -11920, 7824, 14352, 38352, 9320, 0, -51000, -16352, 16124, -15216, 22730, -11096, -49848, -4224, -23964, -19808, 8306, -11312, -19396, 5944, -17512, 512, 3664, -5856, 24358, 1712, -24414, -10288, 0, -3328, 21844, 584, 7864, -10344, -106140, 7512, -135148, 51552, 10732, 13696, -141964, -12400, -15862, 21216, -11476, -17024, -123692, 10024, -39944, 9776, -10496, 0, 6940, -3072, -132188, -13072, -17054, 3488, -8926, 8776, -12284, 3344, 14324, 4408, -113904, 11784, 21764, 3912, -25732, 6464, -5324, 21632, 21748, 15496, 0, 22216, -50388, -6560, 119030, -10480, 8840, -12720, -38532, -14880, -46224, -512, -29892, -42896, -33144, -4032, -74112, 1020, 7164, -9088, -19852, -1908, 64828, 0, -48800, -9640, 17396, 6208, 52804, -15264, 24906, 9328, -79372, 3536, 8896, 3904, 18772, 16096, 1886, -1200, -8410, 13216, 13332, -7680, 31208, 13496, 0, 65896, -18064, -27896, -57904, 7664, 15884, -21164, 58064, 3888, -37828, 25816, -59908, 3904, -5212, 35840, 10264, 10320, -13180, -4108, 81812, 9888, -59668, 0, -44584, 9056, 10260, -14120, -340, 0, 928, -17840, -56088, -6784, 25596, -19208, -6516, 12640, 36536, 12624, 48358, -9792, -1540, -5872, -43180, -15168, 0, -143736, -1212, -10080, -83744, -13008, 19548, 4688, -52864, -119200, -3102, -2320, 12432, 2464, -10316, 8320, -183884, 6304, -46964, 8768, -39278, 14996, 23028, 0, 24856, -142328, -19228, -15408, 56378, 22656, -50220, -8064, 32440, -9664, -24786, 19984, -116136, -19236, -31128, -12480, -52556, 22280, 32094, 29472, 29372, -320, 0, 66688, -8424, -72024, -17324, -9824, -40984, -2752, -12356, -2368, 48364, 3380, 21040, -9568, 15920, -30864, 11392, -4704, -71836, -7296, -592, -2856, -45700, 0, 63036, 11552, 8556, 10944, -52366, 8960, 62146, -24384, 110320, 6976, 13220, -69784, 1836, -29856, 1902, -7024, 19916, 7424, -9372, -55360, 8558, -2800, 0, -24, -35400, 7104, 96022, 23848, 44460, -5576, -10620, 25912, 1672, 6816, 1668, 29688, 3964, -31520, 127568, -2584, 21356, 1280, -30056, -23616, 22522, 0, 1640, 37256, -20876, 45184, -45784, -31616, 900, 11328, -19740, -8592, -2260, -8256, -43464, 448, -13282, 42656, -5158, -35832, -63460, -26096, -43360, 1332, 0, 14576, 160904, 39928, -76816, 1024, -105120, 19248, 62880, 80568, 92478, -54368, 36144, 17952, 93692, -34976, -3228, 25160, 51792, 3664, 59064, 5856, 11236, 0, 4284, -16192, 31788, 22128, 1940, -38720, 15012, 22704, 53988, -15648, -59970, 46360, 190140, 2176, 51700, -5168, -43968, -10784, -4566, 3344, -32764, -20736, 0, -55352, -26760, -2608, -316, -17960, -26704, 5216, -58832, -2656, -43388, -28232, -10368, 101936, -5864, 13568, 77518, 50440, -28704, -28160, 24354, -68152, 32076, 0, 28212, 88864, 149776, -21984, -87888, 3472, 50452, -43264, 53016, 39396, -74198, -7632, 68604, -37728, -61912, -19072, -10556, 29768, -31548, 9200, 37446, -30412, 0, -40160, -38208, -46136, -60224, 26880, -201636, -9008, 120096, 2048, 69716, -7200, 151508, 40656, 57354, -43636, 111924, 16608, 262944, -17412, 46012, -59600, -29444, 0, 224180, 119904, 82532, 42656, -29210, 49680, 5536, 5664, -2076, 64368, 42756, -14976, -33332, -41856, 13114, -24568, -36764, -9472, 86940, -23640, 14272, 54096, 0, -60584, -54684, 14144, 51072, 68884, 46364, -1040, -205880, 1704, -85676, 15808, 336360, 87576, -29104, -32224, -88472, 80752, 30396, 960, -62972, -25184, 50370, 0, 38092, 12640, -7612, 7168, 26980, 73360, 74208, 13696, 32528, 43668, -76964, -6144, 82046, -57980, -99084, 11008, -58006, 38448, 37880, -11040, 124540, 36744, 0, -28592, 117640, -3568, -156284, 13520, -87420, -116224, 330944, 7744, 58300, -37240, -81172, 2048, 89052, -76680, 176736, 42512, 11200, -54704, -27320, -13776, -182848, 0, 89580, 50320, 16416, 32728, -76160, -21696, 87704, -1696, 12404, 5424, 140480, 18248, -29172, 42112, 75996, 63816, -23550, 24640, -28800, -21744, 36884, -2560, 0, -49760, -93308, 102248, 48160, 100824, 399560, -3584, 45032, -63424, -117098, -25144, 28220, 28744, 6380, 20992, -18368, 98504, -100220, -17144, -63660, -151664, -18552, 0, -43912, 38328, 17008, -6992, 10534, 31872, -4440, -4736, 132768, 68832, -37254, -13520, 7580, -48844, 21264, -69600, -39760, 4264, 28512, -14832, 43298, 51504, 0, -22144, -37196, -54560, -83212, 4608, 382020, 17500, 71652, 704, -12888, -17100, 46316, -2400, 154684, 1952, 28156, -256, 39278, 20312, 244178, -29296, -8768, 0, 32252, 9216, 78028, 280800, -48170, 100944, -66484, -7480, 56476, 10272, -49692, -82800, -132156, -38744, 256522, -48448, -104468, 39776, -41640, 37824, 86356, 34800, 0, -146712, -69352, 13440, 43152, 13280, 93712, -21936, 473784, 68400, -211932, 28320], 'weight': 4, 'weight_parity': 1}
• mf_twists_cc •

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

  
  
  • id: 46568039
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 36028797086073890, 'source_is_minimal': True, 'source_label': '1058.4.a.i.1.2', 'source_level': 1058, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 36028797086073890, 'target_is_minimal': True, 'target_label': '1058.4.a.i.1.2', 'target_level': 1058, 'twist_class_label': '1058.4.a.i.1.1', 'twist_class_level': 1058, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 4}
  • id: 46568040
    {'conductor': 23, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 36028797086073890, 'source_is_minimal': True, 'source_label': '1058.4.a.i.1.2', 'source_level': 1058, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 36028797086073890, 'target_is_minimal': True, 'target_label': '1058.4.a.i.1.1', 'target_level': 1058, 'twist_class_label': '1058.4.a.i.1.1', 'twist_class_level': 1058, 'twisting_char_label': '23.22', 'twisting_conrey_index': 22, 'weight': 4}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 1643650
    {'charpoly_factorization': [[[-2, 1], 2]], 'hecke_orbit_code': 36028797086073890, 'p': 2}
  • id: 1643651
    {'charpoly_factorization': [[[4, 1], 2]], 'hecke_orbit_code': 36028797086073890, 'p': 3}
  • id: 1643652
    {'charpoly_factorization': [[[-104, 0, 1], 1]], 'hecke_orbit_code': 36028797086073890, 'p': 5}
  • id: 1643653
    {'charpoly_factorization': [[[-416, 0, 1], 1]], 'hecke_orbit_code': 36028797086073890, 'p': 7}
  • id: 1643654
    {'charpoly_factorization': [[[-5096, 0, 1], 1]], 'hecke_orbit_code': 36028797086073890, 'p': 11}
  • id: 1643655
    {'charpoly_factorization': [[[42, 1], 2]], 'hecke_orbit_code': 36028797086073890, 'p': 13}
  • id: 1643656
    {'charpoly_factorization': [[[-416, 0, 1], 1]], 'hecke_orbit_code': 36028797086073890, 'p': 17}
  • id: 1643657
    {'charpoly_factorization': [[[-8424, 0, 1], 1]], 'hecke_orbit_code': 36028797086073890, 'p': 19}
  • id: 1643658
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 36028797086073890, 'p': 23}
  • id: 1643659
    {'charpoly_factorization': [[[22, 1], 2]], 'hecke_orbit_code': 36028797086073890, 'p': 29}
  • id: 1643660
    {'charpoly_factorization': [[[-296, 1], 2]], 'hecke_orbit_code': 36028797086073890, 'p': 31}
  • id: 1643661
    {'charpoly_factorization': [[[-75816, 0, 1], 1]], 'hecke_orbit_code': 36028797086073890, 'p': 37}
  • id: 1643662
    {'charpoly_factorization': [[[318, 1], 2]], 'hecke_orbit_code': 36028797086073890, 'p': 41}
  • id: 1643663
    {'charpoly_factorization': [[[-99944, 0, 1], 1]], 'hecke_orbit_code': 36028797086073890, 'p': 43}
  • id: 1643664
    {'charpoly_factorization': [[[184, 1], 2]], 'hecke_orbit_code': 36028797086073890, 'p': 47}
  • id: 1643665
    {'charpoly_factorization': [[[-8424, 0, 1], 1]], 'hecke_orbit_code': 36028797086073890, 'p': 53}
  • id: 1643666
    {'charpoly_factorization': [[[500, 1], 2]], 'hecke_orbit_code': 36028797086073890, 'p': 59}
  • id: 1643667
    {'charpoly_factorization': [[[-936, 0, 1], 1]], 'hecke_orbit_code': 36028797086073890, 'p': 61}
  • id: 1643668
    {'charpoly_factorization': [[[-412776, 0, 1], 1]], 'hecke_orbit_code': 36028797086073890, 'p': 67}
  • id: 1643669
    {'charpoly_factorization': [[[-224, 1], 2]], 'hecke_orbit_code': 36028797086073890, 'p': 71}
  • id: 1643670
    {'charpoly_factorization': [[[210, 1], 2]], 'hecke_orbit_code': 36028797086073890, 'p': 73}
  • id: 1643671
    {'charpoly_factorization': [[[-1168544, 0, 1], 1]], 'hecke_orbit_code': 36028797086073890, 'p': 79}
  • id: 1643672
    {'charpoly_factorization': [[[-1327976, 0, 1], 1]], 'hecke_orbit_code': 36028797086073890, 'p': 83}
  • id: 1643673
    {'charpoly_factorization': [[[-665600, 0, 1], 1]], 'hecke_orbit_code': 36028797086073890, 'p': 89}
  • id: 1643674
    {'charpoly_factorization': [[[-1547936, 0, 1], 1]], 'hecke_orbit_code': 36028797086073890, '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': 9, 'label': '1058.4.a.i', 'level': 1058, 'portrait': 'data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAALgAAAC4CAYAAABQMybHAAAABGdBTUEAALGPC/xhBQAAACBjSFJNAAB6JgAAgIQAAPoAAACA6AAAdTAAAOpgAAA6mAAAF3CculE8AAAABmJLR0QA/wD/AP+gvaeTAAAACXBIWXMAAA9hAAAPYQGoP6dpAAAAB3RJTUUH5AsHExgdVHsTNQAAABBjYU52AAAA1wAAANcAAAAQAAAADnCbpecAAIAASURBVHja7P13uGXZWd6L/sYYM620c+Xqquqqrq7O6pwkdUtCOYBAZIGsgwEfY7DNfc45gI0NxzYH0OFcAb4GgwiSAAUUkGihVmhJndQ5x8o577zyTGPcP8ZMa9VuYXPhCrDXw2SttWur19pzvvMd7/d+YQj+5+Nv7fHpux5ASrHh+f3HJ01qzOZZF8+VPHmkyx3XzIhbr2gu3v9UyubZpdkbLj9lnt2/hcCTbJjt02ykQsvdq2DOzW5+LcAmYAUYCCG+3X/aP9iH8+3+Av9QHgePngW4WOt0g0Ho/iDiM5/9C3ZvPs2OTUsEyuPwyc/Gy+b6Xx70lt/pCBOfOuuxYUYQ94d0VxPv1KmFPzxxSiDS4T89MdGLzpxbYNMsHB9GTDRTd5gc/cJvf2TvL7908nPiN//PH//1c6eOfCpInn2yt7pPGXwQQirpngOO1Jqbv92n5B/E439Swys8XjowjxHBlKuP3DFYeRYlZXxqeepnu0P5JikMUZzw1FPP0KytcMnmNitdxYnzNdAhSZww3TLsO+Fx5cUpZ+Yl0xMJrYbPoTMOqY6ZawpOL8ZctVNz4IRkZkLjeR5B4HBkXrLSg0vXJ+zeNs2ey6/B4OIo6EfOV/ceGX4w1an7+tdeySU7tt4P4YoQ67/dp+zv5eN/Ajx7zC8vALxlshHuOnqsq3/5Nz+pf+RtExd3h+t/vt89TDPwOHLiLJ3OIlHssNyXpMYjcA0t33C+k3DgzJDNMwGTNYUSMXMTHrsvUvSHIGTIqXmHYQSnFwUKj0EYs+siw4bpHhJJox6xcV2XfcdmWFqp0QhSfCemP9S0e4ooSZianqPR3IxyQq7afTFP71v4tVdffubIpp3vl7GYkFvWy0PAl5vN/wl4+J8AZ/+L9yOluGNxJX7z43uXv/dVl5zfE/dcPvSZA9x29QoL8y7H5/tsmVPUfZib1Jxa9lHSIIVm01TK8fMBjbrhyUMh/VAQeLC4ChfPOdRrPhvmEu64qsNLRyZ4cq/g5eMJt12ZsnlW02gILtqwwsKKIvBhEBqe3jdLsyY5fN5j4/QQKcBTKWeXFBONBEnK5vUxC4tN+kbzhuvqHF28kloz4fXXN/cdP7fp02EsvyIE97/9rXd+u0/xt/XxPxzAe902tZo/febswv/1m3/0FW/fiefTn/t+//qFxZkbPvJX59m8/hjfcW2drz02xUCv8qYbHB58NmDn1gG9gcuZZUUYC3wn4fKtKeunQ5a6kmcPTxAngt2bh5zvKq7eOeDAUZfO0CEK4abLe+w/WadVi9h7yuGWSyVRHNIZOjx7THLt9pR212XXlogoljx/RLDYDdg4BXsu6uI5kiiGs8su3TDhkk0u9z1reMMNPcLBJF98tM/rblzh+l1beejlLSwOOk/++DtPPzU3faNqrH9XVG/M/ps0DZenpye+3Zfg/6+Pf/RB5uEjx/A9R/zBnz/Eq3aH6qmn7/2di9YNL334icXXnD1xSi3O99h75BQbm4tsm23y9KFZ7rx2mesvM3z58SZPHOqzfaPhzLzDpnWG/mlDbAxh7HJyQbJ+JkQIw+4tIS8fcfC9ATs3epxbcJlqCW65POa5g5rnD7fox122bYi4xp3g9CI8e6DGpdsSLpqFw+cFNT8GoThwysEQI03E1jlDswZKRLjKpT2AresUx84IbtjTZare4KsvCCYmYm67osWTLwoefOow27a1bwj74oYXzpzg2P1/kVLffPnVl/r77/nGx35qz+Y0rc28CWNis279Rd/uS/R3+vhHCfDO6jmkVDIctIO/+MQvh697xy/+b2ma/ugjzz4TB+L8Zd93hxsMVieYqcGBocNT+yXve2OPq3Y1ObMUcM+TPt/zmlVetXOGrz/jsWtrnw2TTY6dSbhpT8S+kx6TjRiQvHiszqZpzdKKw0MvpTx0EK7eZrh8q2S5K3jwZcnrr4yZbChWuk1OnnVY7RiUG/G+t65w/FyL1a7gukuHXL1rAZcpzi3OcXIBLt+uGUSSo+d8puoOe09JLt0K3a7k0m2L7NgU8PUnPI4tDXjPHZrzi1PsPQadOOXaSxJ0NMFLB4c8d3Cf2jd/6M4ffcfyLRunWzft3nC9G4bDP3nH9//8bzz/4iF/empymCSJ3rF947f70v2tP/5RSZT+wFALkMdPdyb18MCtdZ8P7T9wNPnmYwdmHnvuXOulMxGN5iIf+LEhOt3KM/vrPLs/5sC5AW++rc2rL2vw3P5J7n8+YnKmx3ffLnlhX5MHXxxw2c6ELdM1MAOEI3Clw6GzDutaKe3Q0AxCjs+nvHQypammeNONPVZWmzz2suHKHYJLLkpJE8GJBZc01VyyRXDFxTGPvSRY7vV54w2SWuMM+481OXZ2irov6PZdZicSDp/18JwQJRVGO2zdsMwV2xQPPDPFk0divuuONusbkzzwdMAzR/vc8qoV3nGjx8Hjczy7T/PM4Zi+7PKBnzzNZLCOo6fXc669qVOb3LG0bfsuZ7LJT1x/zSWPIFurgP7H5Lv/o2Hww8eXOH1uYXvUP7xFydqnv37/3RM3XHysceZkgzTymGkZtnQEL5yd4YGXzvLdt61w0QaXdtehM/D59NcbzDQ7XL3bYRg1+OaLhs891Oc9r2kTBE2ePuiyaabHTMvj5HmHziCl3x/QWO8Sa4fphmLTlOS1Vw545mCCIwW+l+DXE548omg0XbbMRoQJbJ6Bay9doN13CJMpYu3wwjHJcwe24asA30txJkMGIUy0BuwAOj2Pk/MpM5N95iaafOUxjxdORLz7zh5bJls89FzA80eHXL5zhR96XcqBY1McPiU4tZBwtqN5151ddqybYP+xSc7MKw6fOts6cOJYq2ce4J9+z8ZP+e472kk6+N6rrth+yqTnjwn1j8OF+QcPcGMMwKVf/PJ9mwax+3snTj97iTN8Uj30/DLXbE1ZP7OV5Y5Ht+8yDDW9CD7ylRk2zixx6+4VeoNZwthlENV57OWIKF7h6t3ge3Ue36f47ANtrty+ymuubnDwZIuF1SE1L2FuSrN7s+LskmK5Lel0U5q1EN9z2TIXcfSciyMHvPt2h6f2u1y2bZXJyQ5ffLpOZ+AzO9Hg6QMel1/cZWbC5di8YPOcSxDETAUpriORUvDk3mkmGn1qXsiurQpP1vjm84Z6fZX33AlNd5JvPOGx79SAq/csc+1OOHlmA3uPuBw7E/PSKcNNVy3z/jfGnDy3kVPzdc4vC5baCQsdyUB0GHaPNP7LHx9t/OA7Lr9/9Xx4cHFV/jNjzBlg/z90Nv8HC/B2exnHcS7Zv+/Fa1bbvX915MiRO77ywEs8e2yJIBhyxUURG2cTuv0+c1MevaHHMHQZRjH9MzW++FiD265c4trdCswUxrg8e2iKD+/v8Z7Xd7j1spjZyQZP7p3iq48N2Tg7ZM82wboJh8NnXPrDmF4f2j2B4xg2z6agJFJGDPqSsysB6BrrJiJ2be7z0PM+IQnf/eqYNKpz6JRkbsph84xA64SFFYfOMGQQe3R7HltnQ2ZaQ5SSOI4gjh0On4K5qT63XJ2wacrhwPEJvrkPzix3ueHqLj94Z8rJMxt4Zr/P/uMJzxxJiUWXd9w0ZDiY5eT5OueWJAsrMUttzVJP0E4kE60+P/GdxxF6QT335Ok9xr/m3nbfv991g99aWV19LkmSg3Ozs9/uS/43eqhv9xf4mzwW50/ied72syf3/b+PHtn7S9986JHte/cdJhyGYDxOLTY4seCyca7HbZcnRJFHkjhoozBG4KA5cc7j2KJm+6YOG6ag7gcEroPC4dnDinOrQ1qtiCt2aC7d4tPtBZxaEHhOTGwUZ1ZczixoOpHAcRzWTyacX9EcO+sx1ZQIHNZNxyx3DVdtHyJlnbNLdXZv9jlw3OfkouHy7SHnlyVx4jKIFJdujRHC0O1L1k8mzE2HrJuOcCW0+wrfh91bBCsrTb7+VI2DZ4ZMT7d53fUDbrnU5/CJdTy73+OlIwlHFiKak21+7C09rtg2wfGzk5w453JmIeX8UsyJBTi0qPmeO8/z3jekNL0p5pdmOXVOsu/gOV7ae2x7pxv/QBil2zaun3vkn//Uv1j9rd/84Lf70v93P/5BrT+PPHOURDfmWu6hf7Xee+CqoyfMu1/ed5LFts/iqmBhOWJhJeHcKhxblayfW+EXfmCRmy9tcuz0DMfP1Tk1rzgzn3LiXMyRBY1T7/Ge1/R4x00eJ87NsPeoz6FTmr0nYlI5ZOu6iNuu0mxbJzlxrsHJ85LljmaYaKSEqSbMTSQsdxw6PcVUK8IRDlOtlMCPeWyvz8UbNHNTCWcXa7hKc3pJs27KcPHGiEf3+nieYqYJSsXMNmClJ1jqCda1NNOtGCkhjBTLHYfj5x1OLCRs2zDk1qsStsw5kNbZd7TO4VOGl4+nHF8KecvtK3zPa0JqaopjZ6c4dsbhzHzKmcWYE/OG/QuGm66c5xe+v8PGqQnOLExxbqnG+SWX88uC84shZxeHbNiyk6Ga+NzPvu+6F66+cstv6cFgQdV3f7uh8N/8+AfD4J/+zF2kw+XWwYMHf/cvv/7E/yrTZy/f2Fog0TW0dkm1xBiBwSAwKODYuYAnDwt2b2lz+XYNuIBCSgdHSXxlmF902XdKMdQD9mzrsHOzZm7KYcOUhyd8lto+J88Jjp4VPH8Mjp2NWFgJaXdThrFL4HnMNQ2b18UIkTIIHbZviHGVIdaCOPVY6kgGoYvnCITRzE1qZidSljs+nYFgmLis9AUbJjRLbc2J84rA9dgwDVvmItbPDFk3E7JhJmTLesNFGxSXbXWpqQZHT7R49EWPpw8kPH88JlVd3v7qNu++zVBTMxw4PsnRMw6n51POLcacWDAcXDTccOUCv/TeVS6aa3F6forzSzUWVj0W24LldspqN2G1J3h83zLrp49fdv2Oc69ZmE+3Hz0dfeUnf/wHoz/4wz/7dkPiv+nx91qDt9sdjs33mKy7v+qlB257+Zl75Pzp9Lb7Hjkth4OI298f0+k3CCNFlFiQp9rFxp0pAEcWpvg//1Twf75viRsu0Sg1je828D2HeuDRqiWcWqjz5Qc9HnlxyO1Xdbl5T5crL6lx/R6f88sBZxcbnFsWtAJIEk3gaRpBytREgibi+LmEfScF29a7bJoJ6Q0FCI/eQHPljh5Lqw4YK0VWe4rVgeLcimG5HbF5nUt3oBHKcHYppRW43HLlkNV+xL4TDi8dazLTmqAZCHwXkkTQDyUvLkvOLhnOr8T4/hDchLfe3uO2KwRzrTpLKy1Onvc5swjnF2POLyecXobDS4brL1/kl967wsbJCY6fneZcBu6ltmClndLuxrR7mpU+LIeC11w9jwyH8htPiu996Zja8kM//Dat9bmHhej/wnCwnlq98e2Gyis+/t4y+Mc/+RfceMOr+I///hd+5fc/8fX/130PfW7XjbtObZ9qdOXycMANl7W54VLNMPJItYPWEmMkIAGBwOBIg6/g9FKNxw5Krtq5zJ6tQ+oBuI7EcxWe59CoSequpN9z2X8s4GtPexyfD+kkMftPhqyfWeYdt69w1a4u1+9pc2wxYbEvqPtDjpwxtDsNrrxYsjpM2XtM0aw7vHQcLtlkGEYpw9TDcWKmmrDvpI9yUlyZ4LgwCCU37ukz6Euu2pXSGaQcP9NkxwZFox6xGhrWTfZZ6XX483vh2aMpzx8dsm3TEldf2mFqOuKtt3T5ntcadm5oksaTHD09weFTLifPaU7Nx5yaTzk8LzixGnPN7gX+w4922TA5xYlzFtyLqx6Lq5Lltmalk7Da1ax0DQt9xbmOZvPMKlooPvUNKQ+ebW+/bPPjO3bMRTcl4tpaszXx9YcfuIs//OOPf7shs+bj76UG/9gnPsv2bZvUy/uO/Ptjx8/92/uePK5ePtPlh964wNtv6rPUi9i9NeHyLQHnlmZYWGmx1K6x3PZYajssd2ClnbLSSVjuJiy24eSKwKkNufWKZb7/tRE71jVY7bWYX66xsJwvzVYirHQ1nYGmExr6w4SZVsxF6zUg8F3DqXkXIX22rVPs2GTYtK7P+ZWQ5w42ue4SQ722wouHpmk2IqLIZWZKMxjCZRcN+di9k1y6NSEMDbMTkjgd0Ax8Xjo2pOY2eNXuhOePRJxf8tg847NjI1y0IUKpmFOL4LkGIQzb1idMNSXdgU+v79Lpuyx3FMursNTWLLdTFtsp59qwNEy5aHOP779jkVv3OARui7OLLRZXAhZXHZY79m9f7casdFIL7q7gVEey2Olzzfaz7NqaML/a5C03Dfn+OwRnF7cx0JelXn3Dr8xMb/8Pnc7Z9LY7vvPbDZ0LHn+vAL54/kV8P6itLJ2+6Kv37v++F/ef+U/7DpykFynOtCVne4YkiYiikGt2rfIb/2yFa3bWmV+ZYmmlwXInYLntsdxxWOnAaldbLdlNWO4YzrcFZ3oGRI93v7rNW2/UXLwxIIrqrLQDVnse7a5ipSfo9gXD0BAlhjQFJQ2+CzXfMNkyrJuOcdwhh89GvHDIRycN3nxThOOu8tTeCbZvhC89nvDqK33m2wMCR5GkMdNTkMQujpuwtFTn9ms7fOmRJjs2wpMHQ1zqvOlGTSIGvHA45eipAEd6rJ9ymGoIar7A8wRKQKIhig3DCLp9w2pP0+1rVvuapZ5hkKZs29LnrTe3efdtEegmS6sTzC/XWGq79jy1YbWb0u4lrHZTVrrWPjzbVSx0Ym7cfY5f/1/nufpiwSAMCMMGS+0Jzi81WG4r3GAL2tn4i05z16d2Xbz1xHA4HNx03WXfbigVj783AD969CCTU+u90yf3vf/UiQO/88STL4hjp/qyN9C0+5rVPiz3BctDyXJo6PZDbrp0gQ/8+DLXXhKwuDLJ4mqDlU7Aatdjpeuw2hWsdg2dng2a2j3NSs8w3xWcbWumJvt8x/VdbtmTsG29olVz6XQDfFcCiiiRaC3QBvpDQGimmkMOnjZoE3HPkw3Cfo1dmz1uvapPrFd54OlJXnWJy8FzPdorLW6+qs/Xn/JZP23Ye9zwL76rw95jPuunJV97WnHrZYrlfocjJ6d51e6IB14YkIR1brncY+fWIYOkx1efUpAKDp9yaNUdHAH9gUQbQaoNcQJIjeNp2j1DoxmzdWPIbZf1+Y7rEmYaAeeXJ1harbHSsedmpSNo96DdTej0ElZ7Ke2eYakvOdcVLHYTbt4zz//1Ewu8aqfLardBb1Cj2w9Y7QasdD1Wuy6rXcFy19cXX3KFuezSS37qij27P3z2/EJ06aWXfLshBfw9AbjWoUziwTv2PfeFXcfPqA888uiTbpIKwtjQ7Sd0+yndgaYzgO5QsBpKFoeCxU7MrZct8Gs/vsi1u1xWOxMsrjZZ7VqQr/Yc2l1Fuw/dnqHTT+j0UuxNY1joCRZ6EKchV18yYMN0Sq9veMvNIds3aJJU4khDFMP9zwWcmA/YOJXw4uEAdJ09WxTXXqrxgz5PHeyzsNjgiu0NWpMrPPK8yw2XBCz1V1lZabFhg+HxvYoffl2PJ/Y6bFnnsthrs7I8zbWX9XnkxZTp2iRX7Oox327z+MuT1JwG119q2H3REGSP544K1k3HnF+IeeA5l2GskBJSbdi+MeI7bo7o9hSbpjTXXgJRVGe5XWe57bPac+n0Fe2epNODTj+l00vp9NOM9WGpLzjTEbSHIbfuXuA//vgyN+z2WFiZoNuv0Rt4dPse7b5Lp+dk/z1Br58SJSlXXnVdvNhR/8f7fugdh1rN+l8Fvqu/3dj6trso3d6Abjf60eNHnvng+TOHps8c7zIzqegPBXJo0Mb+nhAgpcFRBldpfCXwpcvjB9fz83/o8u7bl/iBO5fZvini3FKLwKtR8z3qvkuj5tCtSZoDl4mGQ3+Y0hukrA81g9DQHfosLwScOmmIEs3pcwm+bwCBpwyOFPQHCoFL0ne4Zrtg5ybDRZv7hGmXLz+h2Hdoijde53PtZSt89MsGT9TZvrnP848oNk8qZlt9AlUjil3mu9AIHLasFzy7L+La3TVe+6pFPvLFAZ7b5A03GVy/zzcej/jSYw1ePlrj4k11tm9MmZuK2DEbc+X2FKU0jjKAoe77zE36RLFLt+/x4kGX3tChP1D0hpLeAHpDQ69v//buIKU3MHQGmtWBYKGnOL+qqbfa/PRb5vnOWyOu3tHg7GKTTi8D98ClN3DoDhy6fUF3IBiEhmFs6A8M37j/cVf6Mx98/IlNy3e8+oafDYf9j/hB/X9cgBvTA8w/3fv8Y7+67/l7p0mXaQQeIJACbB2EQhQA1yipcTKge8oQOJLnD83yzMEaB07P81239bjt8iGTzRbL7TqNTkBr4NHrO3Sziz0YOvRDh2FoGEaaKDbEsSFJ7RElHkaDVALXEQSeYLIpmGrChlnNlvV9ZqfafOUpePAZF6kneON1Ltfs6fLQyzHRsMWt1wjagwHzSw1u2a2ZnexTc3yGidW2Sguu2e1Qb4Y8vT/gNddOcPPVXZ7er8BMcN3lHj/29mW+/mzE155osPdEwEVzig3TNaaadSaaUPPBdQxKgjaw96ggTQVxIogSCGPs3ximDELNMNT0h5p+qOkNoBPCYk9xvguhHvD6Vy3xjts6/NAbNEnS4txig27fpzvw6A0degOH/lDRG0i6A0F/aOgPU/qDNCMNTXfpLJ/+iy9PD4bJ/3377Xc6p8+Hf7h5vf8/HsAPnmpz5Kz8sYWTX/xVvfL1dXOtiCjxGYSpRTMSRGb5CYUUoESKIwWO0riOwVUG19HUHMFiv84n793CN57p8uorV3nv61e5ckePmck6S6t1ugOf/sDNgK3sEQnCWBIngiSxS73JVgwlDY4DgQf1mma6GbN5XZ+EHgdPx/z5AwFHTjaY9GvccLnDLVd1ePxAm3sebXHTJQEXbezzsXsFSvi0mjGrvRBtQAmYa/XpdD10UuMdr57nk1+qs/N8wFtv6hPFSzzwwgxxGnDj5et46w0dLtna5htP93n+ZJ3njnpsmZZMtwR1X+C59ia0hGBXPK0NcZLdrLEhjO2NPIxgEFmZtxIKlrsgnCGvunSV937HKq++ImWmGbDaabDatazdG7j0hy79oaQ3tCtrb2jBPRhaYNtnwyCEKFW8eHiV4x+/Z53fHPzqO95whzFm4Y+EmPsfA+C/9TsfYXJiige//tX37T81/MCDzzw6+x9+5BA7Nk+ysNLE6fmWsXFAgEAihUAKhZQCqVKUwoJcWdvMdww1V7AydFhaneJT9zV47MUet169ynvfsMqrdraZSWskiU9/GNAbuAxChyhWxIkkSSWpFmhj/XMpDL6nqQcJvhfhuSGnl0K++KTk0CmPo6emUNpn50aPy3YortvTQfkLvHC4yebJOldcDBvmVljutLhysyTRhq884RP2JZONhDfdOOSvHog5ca7Jpbtczq4OeemIy9b1U1y9Y4GHnu/yyEuCMPLYs2OaPVt99mzpcvjsModOwxP76hw80qDuCHxH0vANgQtS2qDKGHuzJilECUSpoBcKOkNBJ4ZIJ2gz5PpLOrz3Ozq8+sqUjdMew9Dard1+RgZDNwO1YhAK+kPJIITB0DAYJvRDXYC7F2p6Q0F7KDndlmxyT7LF+/S6Yy8tfGB1MJfsfe4LH11ZXuXWO9/7jxfgX7n7M/zA//YAv/qzN/zQvgMnfvupF09PvnTO8Nufb/LLP9JmZkJY8hYZiWfMLaUtHVVK4TiWsVxH4zkaz9X4riFwDXUvZTIQdEOXlc4Un32wxb3PDVk/1ef77mizZ+uQ4aDHFTsMWzcowtglTVWR5hcYpNS4Tsrx84aj5wSrA81dD9U5vTiFiVymAsWmGYdtGxwu3gxX7Oyg5SIf+qsGy8sT3LTH4Yqdbb7xnEAkLuumJI16Qj/2kEaCkSjHoz0UnF8WXG7q3HFdl4efrrFp1uOmK6b5X96+yIe/1OWJ/Q16Q5el1SY7NtW4dGOfG3d3+e7XdDmzvMxdD/ks9X2On3U5fdrDVQIpJQKBNoZUQ6wNaaKZmom56vI+YRizZ2vIe+4IWTehmG76xHHA2YWA/sCjH9pVbjBU9ogkg6FgEAoGIXYlCC1rD0JNPzT0h5peKFgdCM72JPWJDv/79y8x6TU5tO+J2URe/NtBa0t8x+0nPv6JT/w5P/iD3/+PD+BPPfwprrt1u/icE3/vvkNn/qCzcq4+1TBsnpB8/dFpvuf2Nm+5qUeUKFItMqlgMoAblJQ4SuI6EkdZgLtOiucKPFcTuIZabKhHhokgZaom6EeSbtTg6KkGv/7xadAJIkm47qo+OzZEJAloozHGJnGkEEglcFyP/Sc89h4KaAQOTU8yWxfMzUjWTTtsmlNs25hy6bZVUrHEf/5ci+MnJrlpt8ue7SmDpMujL/hM1lxmJgyTzYh6zUohrSXtoWK5Z1hqp7R7NW6/YpUn9/bZd0Ix2Qq48fJJfvwdS/yXz8PThxr0BobVrsP55RYbZuusmxqybWbI//a9fVr1Ns8fhf0nJa5rUMoghAaM/T8DSQLbN6TcemVCGrvEiY8xdYaRy7lFj0FoV7RhpAr5NogEw1AwjCxrh5HV8lbqWD0/DA39UNMPoRvCylCwOkh57auWeMtNhqMnJ1jueJw6f24ST/3B3iNbk8Tf8enf/YNPmH/+4z/4jwfg+575OJNTgXru0RffnQwXPkp0Kti2yUcKyVI3JZUej+53ectNA+qBR5pKjLHLrZQgpSoCS9eRuI5g6Co8VxJGGj9KCWNDLdaEsSaKDK0EwlgTJhAlgmEsCVOfOA3Yd6jBc/sgNQYLbauNXQmesjUfTR+u2AitGkw0JFNNxcykw7ppuGhDyMa5VWKzzH/+3ASHj0xw7cWKi7dIdm5Z4b6XEs4vTXDdDslUSxN4A3zpY5QgSSXCGJI0YqUXcH7J5do9Na7Z3eWhpwPWTwnqQZNrd2t++t1L/PbnNS+dbrLa06x2FQsrDrOTDaZaNaZaE7TqMXONmG3XRvhuguskKJUihQ0mDPamimPF/IJDnCjiRBHFijDOniNJGEvCSDKMJGEkbIAaCcLIEEY6O1KGsSEMNcPYau5BBL3QSpPlSKDUkFsvG5DGNTq9gLOLHqfnDSfPH65v2Bh/dMOGVM/ObvjcB//LJ9Kf/Rd/9yD/Owe4MUZgottXTnzk4kCe+ZAOTwcb5wJ8T9IMJKdXI/TJiCf3KuI0JvBCkkRlksGyt7UHFY5jcF2D50o8VxC6gtBTRLEFehwboiS1rkhSOVJIUkOaalKN1duaAtxCgJLgSHBd8B1B4AvqvqRRV0zUJVMTgnXTCds29Gk2VvncwxEPvDDN6mKLqy5SbNvocsnWIalY5StP1Gm4DnNTimZ9yAuH4eUjDlduNfRDxdWXxFy103DubMrCisdgWOfNN3T55vMDDp5WNGoS32tx5cWa//C+Je5/acBf3T/LUsewbV3KStthsqWYaLg06y6NmiHwNb6n8Z0UR1mpJWV+DbAJKy1ItCRJBUkiiBNJlAjiWBLG1nmJYkEUG6IIwjglijNwx9ZtCiNrC4axsbo8EvQiwWos6MWaCW/IjZcPUUqw3I3Yd7TGUjtipQtHnzkabNoq/nTDZv5Ja7LxmZ/9lY+lH/y3P/wPG+APPXXE0Tr8w8VTx/dcMvMMl+9ssNyuMTflc9kOzdZtSzSnQ77z9g4zsyFhzyNJFdY9MdbNkBpXOXiOwnMUoWvwXUHoSaJY2IsTK+IEolhaByEpbb8k1aSpdRdSkzklhb8ukBKUFDiOwHMEvicJfEmjJmjVDZNNzfrpkLmpLolZ5dPflHz4SzOsCwKuukhw0UaX7Zs02zau8LlHDcvLAXs2KKZa0KzHnD8mmV/x8XZAGAvmJiSTk3DwqGGlozm3GHDJ9oDXXdfliw8GzDTB9zyUnOTKnYKfeOs8rpznCw9N8fLpgPWdmHWTCRMNRbOmqNckNd/B98B3wXHsaicFSFEBOfbGTjWkqSBJyYAOcWqIEojj1JJCrIkSQxTr7KB0ZGIYxoJhDL1IsBJLVmJIk5BuJ+F3P+vzjlsjPvuNIUfO1nGlsQzfFRzv7A3+ya6lP3j/m3Y40xPeJz74b/k7TQb9nQL8y1++m+WzL733k194et0Lx05xxc6Ad9+2yvWXtJmdcqn5Kbt3dXjmgOLZA4o33myYqfVRylpeUmocpXEcF9dN8VwHz7VLqwW3yhhHWCbKWClJIE4hTa2ToLUNuLQ2eQ9nBm4LcKVEpustQAIf6oGmWUuYbCbMTQ6YnVrl4X0Rf3pPjf1HJ9k+4bJzA2zZ4LFlPVx6UYd+0uHxvS1qymVuSjHZhMlmyNREguc5CGFvrkHosdyJWe0b2r2E+RWPizY0uXnPPPc80Wf/6RZ1P8ZVHkJMsHOz4kfesMj1l87zp/c0efzFSZZ6DutaCZP1hHogqQUK3xX4rsR1BY6SKEUln2DvaWOMXb0yoCepzlY3SwpxoklSC+44hjgxGdCNlXsxDBPBIBb0YkE7FnQTQzwMIe4z1Qy5dnfMsfOKrz4FkYyoe+AHMbe9qsM7bu2xZ/Nya+F84z8fOXu995WvfOnDb37zW//hAXxxaRUp5T+9666/+tXe6vmZYbfJ577Z4L7n2ly/o8ONe4Zs3xJz32MNPv9QQGIEx0/5vPO1fe54VZ8NMwndbkLfSXAcD89x8VwX3xvVj3EsiRNJnFpwx0nGTKnMmAq0lmhDCW6bpMyYGxxlEyaeawg8TS1IaAYJU62QjbMdzrf7/M5dLl95cprllQa75gQXrRNsXuexZZ1gx6YhjrfKJx9wOHKywe71kqmmZKKRImXI6QWD70ikAGMEUeywbV2HJ0jp9BUrHcP55Rq7twR89x1tPvMNj2PnfVwnRggXbRrEieS6HSts+8EOX3m6z8e+Ms1TxxpsnhLMNlIaQUrgCXxX4Lk2TnEUNnCWoqjJMNibTBus05JawBcgT62ks6sgRBmzR4kgTCDMwN1NBN0EhlGK7g/ZMtvhtdet8p139HjbjTGJFmzYcIqvP9bg4s2aGy6NuGq7YKpe5+zCNHuPLc5Mb+x94Dve/A4VRZ0/9LzWPxyAn19aRbru//LIQ9/81UeffGFdkmhmm5AiOded4q7HW9z/YkjdT5hfksSZY/LJbzS4/7kB117W5QffMORtN3WZmYjoD30GoYcfe0SxY48sWIpjhziVdqlNJUkiSVNBqkWptbWgUCUmy4oKUMq6Dq7K7EYvpeYnNGshs5M9BvGAb7xg+PP7Jnj8xUmmPJcrNxs2TkvWz3hsmpNsWR9x8eYVnj824K5vzjGhHOYmBK2GoFWPafdTvvRoQNMzCGGBNQgd3nFryN2P2ZqYdk8zv+KwZV2T77qtx+P7uuw96NHwE5QUFuS6zjCyWv9HXtdm98Z5Pnl/h0denuTESo0NLcFEYKh7msDReC44SqBkFqjn1msGdZ1JNa3LFS7JgG4JAuJUEKVZVjQRDFNBPxH0UgvsNIxo1Ht815tW+YE3dLhuT8KmGUESBRgEP3yn4U1X9wl8STNwWe3WmV9usNL1cZRh6fxL6555avJXr7/xNh2Fi3/s+X/7jc1/qwBfWllh0O1Td8WPfvwLD/zGx//inhkv6eAoB88xTAUGR8BkoOhGTVb7BlkH1xhSA1onnGrXOPNonceeH/CZq3q85/V93nRryPSESxT5hLFHFLvEiZMdiiRRJGmWsElLgGuTMbcua8qEMFlQaes4HEfjuSm+F1PzI5q1ASkDvv605OP3TvLi0QlE7LN9yrBx0jA7qZib9tgwK9k0F3PRhg4nF7r83l81SMIaW7YIJpsOrQa06jHCjegMGkw2DUJY+zNOJNO+ItEJ3dij209Z6ShOL9S4/OImP/nOVT7wCZ/jCw0cFWc3hkOSBAwjyYYZn+t2dbjq4h4vHT/Nn99X456nJjnTrtHwFU0PGq7BcwyuAkfadL4Qo9V1GjDa3nSpFqQGklRY/zwVRCmEqWCQCoYpDBJDksToOGImGPDmN6zyfa/v8OqrYiZrDklao91xSNKyAaXmScJIcapjpxr0hx5RouzNp+cx7c+tO388+o36zBuShfmFP2k0JLX6zN9PgLc7ffwgeNeTTz/1X55//P6WF3fxXAcDeA7UPZsl9JSg4RqiVBBriLQg0RBqj9CxPu18WOMLjzd44KUBN36ty898T4/LL+oyN6loNRyiyCNKXJIc5KnKwC1JtUQbazUaI4r0u2VujVIm0/YJvpfgqojOIGahE/Nbnws4Oj/F03snMdpjpiZYN2uYnRDMtBQzky7rZyQbZhI2z/WZmVzhK89onnp5kqu2CKaakmZd0qprGrUI4Yb4voOj7OcbA2kqGYQOg6FdyrsDTbdnWO64nFtqcculPW6+fJVPfi2gtqxwZGwBaRyS1COKbY/n7GTA9Tt7XL+rxxOvPcPxBcmf3jPJ/GqdU0s+npI0XIGXyzBpA8+CyHOpgmXyxNjrkWhBmMIwgUgbSBNIYqQK2TQ14KrtPX7mu7vccFnKRE2RpA26PXs90jS7FjonG0WcKuJYEcYOwyyDbAwY4XLqTMKLhx6bueJVjf9y441XrfT7/bv+NjH5twbwvfuOsn3rJvUfP/iRXUvnDrfSqM36aZcoczOkEBlz2hqSILWRe6JF9gyxFkQaho5kqAPCxGcxrHPPUy0efnlIww/5J29ps3UmYdumAbdc0cURtkUMkQFcK4y2tdLGVJgbg5AGJaxnbkhAJrx0VPLkPocvPt7kpRNNoqRO01HM1QzTDcNU3VgfvOUwPeEwMynYMJ2waW7AxrkVHngx5ENfXMfGSYe5FrQailZD0Kwn1PyQhw8ohpGD27CgMkYQJZLAUbxq94DHXpi0hU+DlNWOy+Kqz/nFKX7yrec5tbjEY8/O4UpAxGggSRyi2CWMJL2Bw1QzYLLV4ObdfV57VZ8fvHOBfSc1dz8e8Pi+GgeONEiEQxgq+rFCCYkQYizwzHICRpNog9EaV6RMeBEBMTdf22PHxiFbZmPe+6aQmidp1lyiqEan52ZEo0hShzSVJdloKxnj1JZERLnvHlv3K0klUewxv9Sjdfie1lxz/66Lr/xn6uSJw+nWi3b+/QH4sy8/xdBNvH17H3n/dTud/+erx3sY41DzrcaNY51pQWPtOFUGM1b3ZRG9NiSpINKW3UNHMExdwtSlr2t0uwm/8ckpTBKzfm7I5RcNmZlIeM/rBly0LiKORaa3JVSYO0/9S6kRUvDZ+2s8f7iBcByOn6lz+nydoKaY8AWTDUMr0LQCaNYEE3VFq6mYajrMTMLsZML6mSGb13VIzSqf/WaLQa/BJVsMrbqiWZc0a5pmkOC6EV95LCDsS9x1tls0lyiNmuLNNw548BlNL5T0BimdvsNq1+HcUp3LdjR5z6s7PP1SnePLTZTUQJzpZZc4tUAZRpLe0KHd82jW6jRqIZdtGXLTpUNOzrc5dnYVx0157ojDZ+6rI5Sy4BZy9CIaDWiMMSRRyrb1Cd/3ugGzEymXXmRYPwNp4hJFTeLUYaVjQR2nDklqZWKaShKtrMzJVlMLcJmBWWZAtzd5nFm8nudy+GhKX7f+nzPdh/u33zL54WPHHou2b7/57wfAn3nxGEbUdrvpid9Jl5+Ss5MTtHuaKEoRQiOFRCYGmSdTFFkgk/nUuWWlhY3kK2CPtS0WirQk1B6R9og1LPSa3Pe8xqD5y8ftyAaMzo7SCsy8QIRQCCGRSpHEDlI7uI6k6cOOOUPD1dR9Td2Hui9o1CTNmqJVd5hoSqZaMDORMDcVsmmuS8oKv/UXAQ+9sI6dMzBVz9i7LmnWEuq1iEZ9QK1Wx1cSJTMNjpUDcewyHAgGYUo3VPSGmu5A25a5hsep8xPcfnnIT3/veT74GYcTqz5CaIyJ0akhTlyiWDIMXXoDRXPg0Ag86rWAul8n8GOatYjrLonw3JgbLkl47+v7OCrJkkAaIcyoKM8kndYSISS+qwCPYeiwtOLYup3sSDL5kWSMnegs9knL4rUkyZJKuQlQuF2COLN2bR4DVjspD734kPynP9z9ncXTG78Z98MX/zaw+f8zwL/ypbvYunG6dt9j+979tSdfElumHWq+wHUkxhiEBClsNlKlhkRZ+ykdYW+TvTdZpjELerKKuMSYIvhJNMRGEGtFYlRWUOTbILUKbFNgGyXAEaK4uYKaIXAMgUrxXfAdCDxDzRfUPEm9JqkHjgV4QzDZ1Ey3EmYmQ9ZN99i0bokPfVHzsXvWs3VSMdvUtBqKZl3RqEO9ltKsxZxd0hw+6xN4VppBXuknGEYOOzZoNswO6Qw9BkOTsbhktevQrAU065O89/XzHDl7jj+4azOOdDBoUp2SaEOcOISRYhApBqGkH0jqQ4eab3MM7a6NMTw3xXVSXDfFkbZRQkqbzhfZYUtXbKWbBbmgrbMqS53FNbqMcQqGzoFdebYMLkh0CW4L9AzceYIptq+jBISUXLXTpTO/Vzz8uHx3Ivcc/tznPj9497u/69sL8JfOp97RxeM/P+Wf//lNk46MYrtZklICj6zEVWhkYgppkihTMHWaZkcBbJMlIapgz35uSuDrwssVRaBU1dyQ1ZhkgZUjNY4k6wgCVwlcx2ZEPUcQ+JLAk9R8RS1QNGuSZt0w0UiZbCZMt0Jmp/pctH6Jxw+EfPL+TUwFPuubmlZdWHDXJI1A0wgSmvWQx/fDc/vq7Jozme4t0+aDUHHDpYZLLhrwxIuT9ENbX90bOBnIXepBjVowyfe/ZpnnDszz2N4NYBRap/bmTwxJbIp6kkHoUB8aaoEi8DS+5+J7Kb6jcZwU17GJM6W0PS/SBv0IOywpP2tlcC6y8yuKVL8FeiZBMiu2asuWQLf5iDQtwW1LBKxTY0GeEVwKjiOoeT77DhsZmvl//9bXSe+izf6vANG3DeDd7kD2+oNf/tBH/+RnQ85666ZrhBFZUgVSYcs3lRAoZWtBnEyWWNY2GbhNBdyiAvIMxMVrY49MheTJm2qutwrxPFWdJ3Ss/hcW4FnZrZdl/3xPEfiKmi+o1wTNmqFVT5loJEw2Q2YmBmyaW+Gx/QN++SPrOXFqkotnNZN1aNUUjZqiEUAjSKkFMZ47pD00KKlwlUHK8pulGbPFiUerFtNPbEXeILQdMt2+pF1T1Ls+gd9k+4aY//D+Nr/0Ucmje9djUGijSVNNkiZEiSaKFcNIMfAltVAReBLfM/iewnc0rmv9fkcZC3CVraqZTBHCXNCgq7M4RhuB0TnQ7fs0ldl1yYGfHxSgz1fdoiwgFXalTkuJml9/bQxhBGGk6fTOeMtLwf9xw83vd6Nw8IueX/sbp/P/xgDXSRtjwl95+bkH/5UbnQ0S5eO7NojMg8ZUgUoFqRQobTKNZnC0zsBdBbb9Y3OW1pWUct6lkrO1GTuACv9Q1JTLTJ7ktSa2UYIsLW9llO/ZAUCBb0cy1HxDI9A06ymtesxEM2K6NWDT3CqP7evzSx+eZf+JabZNW4elWZM06tKyd81QD1LqQUycRvzZ15pIpXClQYnSJtQmW7pTlx954wpffSqiG/lZbXVKb6Do9hRt3yHwfHy3xaVbE/7Tjy3x7z4seOTF9WgjSbVNq8eJLTQLI00Y2HJX3xcErsD3bGbTc0yRsXWURirrjefyUVTtw8oJ1SZzWnQJdl0p3kozwOu0Au4suWbBKwqWTnXJ2CXJ6RIDGfnVA4eHnzgb9NIH/vV3vOF14vxC5xfWz/3NMp1/Y4DvO7APMDevLNxf27k5otP3iyUnSfO72II8SS3QtRLZHyYycOfAzsBssvc5mDWYQo4Iy9ZVcK/xvYr+zbzOJMvkKSVsu5uT151IXFfa+g1PEPh25kndT2nULLhbjYjJ1oC5yTaP7+vzy388zUvHZ9kyJZhpVKRJ4NAIbP1KLUio+RGuG3J6aQpXCZTUmS1XBpnWYVBsnLLJk04c2AberEumO5TU+orAc/HcANeZYM+WhP/0vyzwb/4IHnt5XaZ3NXFqiJM0Y3JN6GuCSDL0VCHBXBdcx0o0W6dicDJnSwoQ2XMV4znOTSFbKpWJmYxJCxISowSlx6RnHmNlpKbzGpgc2JoCE0liOH4u4vjKI7Urr9xys5SSv+njbwTwU4fuZvNOU/+xn7nb27lxhVsv98A4DCJbC6KKpSkDtxI42Xun0GsZe6cW1DpbptIqqLOflSfXfEtwQ5mSzqsEpRSFNFFSVjqCBJ4LgQu+p6kFhppv9XO9FtOqR0w2BsxOtXnq4JB/94dTvHB8jk2TirmGZqImaAaSeqCo1wS1wN4cNtUf8dheQW/oESiymyzrVjJloBknDo1AccsVXR5/qUU/tjJlEKb0B4qur/A9hed6mX6e5LKtml/78Xl+7vfhkb3riLUk1jprli57MENP4ns6Ky2Wxd/sqPwgkymljJNZlnctkGf9E4VsKepZdAXwOZirsrKQoFVZWhJZbjBYQ8GCO4wM3SFcvX6RleN/6T1x6jvrv/+Ru/s/+U/e9ncP8INHjpLUt0y++PRf/N6d15jXhMMm/aH1uz1XI6WwIE4FiRI4ufWXQqpEVthTMrx2RAbwrOm30No50Kugzktd82L+ysUQtqBIyAzcWZGRKgBubzTXsUzmudhOIC8rsPJTapm8aNZCJpoDppodnj0U8u/+cIrnjq1jw6TDXF0zUYNGIGjUFPWaol6wd0rgJzTrQx54zmO1HTA1VabJ8++sM40ap4p1M4rXX9PjgSe17aKJdAXkksCVBK6D63g4Tg0pNZdtNfzqj8/zc79veGT/OmLtEOcVgKkpmNyPZVFd6DkSJ2sWcaRAOfm5ofh++U2YSxWRV6VRJoSgGv8wFg9RMnoGXjMG7sJAyCWKZgToScbwTV9w5ozPXfeZ11x8yaE/+on3fec/+563HVqdW7/r7xbgZ8+eRznLP/fy8yd+gHiZyaZLkqZIafAce7K0shnKUaDnlX0lwMuyzWxJy4MaXbK1Xou5y/9XZORyaWJtSTGiu/OKQUdh6zOyxgnfs5NiAy+lFiTUg5hGENKsD5meaPP0gZCf//1Znj2ynnWTLuvqKRN1k4E7Y+9AUvMt+wd+Qt2PSHRIN/IRSuLmDF5ocJEt41kSJHZpeENbLhAFTOUgH6b0PcvgvidxHQfXyTegNVy53fCBf3ae//2/ah7Zt55YO4SpIEqzxoRYEMS2X9VzBZ6js9XLtvypbEWz5yfrys+fK4VZ1R1Mque/Cup8xc0lZL7y5sRVZWtdkSLlCm7lS876xoBS0B1A79Q827Yc/YEjB186HMXRv/k7ZfDz586ybv2GbZ/8xEevOntmiXUTDp6T4rq6aJHKI2pH2yhaZ35oqbsz4OcyJBXFkpYvc6XmprSsKie24MKctSsXpVhus6SSyoIpJx8zkRUh5dWDgZtmujmmFoRMtfpMNLo8tjfhFz40yzNH1jM34TBXS5kIDM0M3LXA2ok5uGt+SuAltBoRe48Z7n+6gSclrrKdNdW9bnTGdHGqSLTDHdfF7Lq4x+ETNebqMIyMPcKU/jBjYUfhOC5KmixpZLhiG/zaTyzyb35f882X5hjGNcJUEiWGelbH7btYkDv56qUziSLthILKKlcCvNL8nX9pUS6ZJZNng5mKFTevUswlZ7kq54Cu1ubnORCd5TfyOMwAUtsPnGy6LCws8uDDz1713h9+/7ZTJ08d37J1y98+wI05AdS2L5795m9unTn/Lifs4HkC37UtUkKYrP+vNPldnWe2SruoaidpLUbsQJuELJ0SndW4VpfH8pEx9zi4hUGq3BbMOoJUxtqOwXM0rqvxXY3vJQReQuBH1IOQ6Yk+K90+D74Iv/bxDTx/aJbZDNyTNUOzJmgEovDKrfOiLXt7FuA1PyRKU4aDgEDZmyyvwykMCiMKLzlJHKvlnZAwMgxiUQG4xvNso4frShylUNItAI6Aq3cIfu2frfAbn0h4ZN8MZ9othg3JZGpoJnbagJ8dbiHRTGYXUgF4yeDF9xWjDF6CAUw2n+LCVbbMUZiK9NQmX8GrsoQLXmudl+ubrNMIFlc6rAwX3xXc/UR6xZWv+tcPPzt/7LZXrfvbBfjLe/diZP0m2X/03TPBI9S3TpKksgAgjBn9ebo2NUVgmaSlZ1r1UItgJXNKRmzANcFNBdz5uAeKDnyZg1vlo95sWWw5aiItwO17GbineyysDPjVP6tz16NzLPammJuQzAUZuAOru+tZYFnzJXXfZAxutXfgR0DEvc96rMQeMz4j9diIihNhLBFEsUPLd3jdtX0e2x/RjX0mYm17HyONF9padc+xAHeUQUkXIW2CBgN7tko++DMd7n5swK/88XpOLU4xmHSY9ATNRFNPwI/tDBlP2YFGbh5oSlEEwflzNVAXYyxeEHnl2uSNJFWgl1JltOY8HXtdOixZqUYF5NnHEKYOTxw7wMSG1ruv3pP+mYmHx/5WGbzd6dFq1i/5yGfv/Zefuut5fvpdbV591ZCVbo1h6JLqslQ1qVST2demALejS4YvgF7YTqJyckTRN1k9mTmoqydbCp0FSJa9VQ5wZQfgO1n2rhwzkeK5CYEX43sxzdoAx+nzwHMpf/SlFl98aB2RbrGuJZgNrCyxFmDuk6vsEBlzV9k7xnFCHn55kn7ksLGef59xBs+lnCROFIGruPmyAYm2AB/EomjsDbMRDa6TW5yqKFwTWXLdIJidFPzAnT2a/hn++EsDHnx5hnNxjX4gaSWGhmMsyJ0sDlEmi0tMBnJTuE55gkxIu5VA9bsXwXI1/5DJipHg05hSblZW6RHmzoCdalEW3mWvYy0ItWAQQ6cfc/MVK7zhinvYPrftX162+23PxFHvoOv99TtL/LUAf+zFE3zhi19nbmZi0/69h1/7jcddVrpz/Ov3zPP6a/pMNgJ6A3+kNjtOq00IKstkZXUNqSBVgrSS/q2CWmfNCaN24FjZa2U4UG5tySyZYucXkg2m1AVzu8rWYvhujOfFBG5EvT7E8/p8/B6HX/+TdRxemMb1AzY0BdN+Sss3NHxoZB32Nd9mO4MsIWTrV9JsJbDyZLGT0os8PKXwpCkCzPxPyK02u2RnJaOJS80dsmFywGq/ySAW2bg1Gyu4bprZfFmjgFRlcqYIXG3l47te3eOGyxf4tT8d8rGvzLGcNOj7Lg1X0nJsDY7vgKcomiGcPOkj89IGUekCMmsC/EKQswbI8z7YC+3DJHPREm1lSJwKwryxQgvbXBHGBG6ft9+8zL/8ngGXbfA4dvjEa/Ef2hRHqwfT4UFU8K3HNP+1ANc65Ybbb9/++FP7PnTfo/tYN+Hz7GGff/FBjzddv8APfkePO6+zczAGoUcUeziJQ6wUceKgUk2aSlQqC9ZKtUSn+YUuQZ4DvcrYeX1JYVaNaO4S3Hna2QK8ytxpBvIEz7GSxPdCfHfAsfMJf3B3g89/c4Yj56do1V2mA5jyU5q+yVLvObhlBm5ZJIWCTHv7nr1xWo2Qzz3scPB4jUDZGYoFUChRbiqrVppK4sRhzzZ4+w1d/ujLM/TqDq3YjmfwoyxuUBrHkdb9UFRA7lYQZ8/vRbOSX/jhPlftOMXvf3GaI+cmWE5q9F2HhhLUM6B70tgbJ3OZ8rodWcm8FmyeRfNrafJq0FnIysIsqLB4UUtUZjUjbTuHhqmglwr6CSRRgpf2eeONy/zwG9q87lpwRIuVdpMwfYGLt+7+0OS6696ShJ2/Vqp8S4BHUYzrOnzz0ae3HDu0d+ew12a67oCQzA8m+dQDPvc+t8ovvW+e113bY/NsTH+YWpArByW1LaVMFW5RZSYzUJfD5XMGyh2T6kmrPookhDAFu+SpZil15piYrB0tLzBKbOeOk+D7IZ4T0k0jfufTHn989wZOL02iVY3pCcW0Z5jwNPWMuetF+l5mdSqZNMm88wLcns1ehnHEwVM+vchnys9cnDzplIMkl16mUpMSO7QaDju2RCh/SDdqMvAEtWwOiZfJKzeTKE7uegj1CsGrYm6iz0++q8+77zjHH9/d4Q8+O8PioMHACQgcRd0R1JTBT4xl87xWX5a2pj23leRZTjBrYOVCXV4FuKgAfEyKpIK+tuAeJik6DNm+rs0br1vhF3+0z+yET7ffoNNt0A8Dev0+Bw4c3bmuO71l+65rjyVxguO+Moy/JcDn58/TbDTmmoHz6SP7X3A3TCnaA4MwGiUli6rG2Y7Dv/4tjzuvW+SDP9Nm23o7RlcKDyk0cerg5CwuFVrpTJ7IEXmSNyjkdW0W4KKocrPgzpdlM8reQmdBpUap1ALcSXFUiufGBF6E50a0hxEPPy/5+D0tPvvNGYZpE8/zmPEEk56m4RnqvqHuleAOfInvS/xMmtjEUOZMZAD3XJv5PHrW8OBTdaLYxW+YCwLMYlU0VIJt2+niug6vv6HLJ7/eY/+pBoPANgOErsFLwI01bqRRSlrfWgpbZ58P98kBnnvsWlL3HdZPDvjfv7/PZReFfOyeJk/unWBh0GCoPFzXIXAENQm+MrjSWDavSpUxFhcZwVRJpypVqpbuhQye9X1mPZ+hLpk7ShMIB1yyaZXf/Jl5XvsqQxI2WGk36A6sDO4PPVZ7HvtP7Hdfv+HmT/e67WuGg/7C35jBh2ZKHnx5/02PPXL/xHI7xFGCum+KIZW2xtplJZzgq09Kfu534Df/9SobZw29nkFIjUw0iXRIlUSlaTbCQVb0d4W9qcqTPHwqT2ShB4Wdv5eXeyqps+lXqQW4Sgs54jgx7V7MQy8KPvLlFvc8PcFyu4msBTRriknX0PI0dddQ9ww1j4y1LXPXfEngKQJPEHhkFXo6A7fGd63+Vk7IgVNwuh3YxEqmb0cTJwWBZ32QmbukJVHksL4luGTrgBdOJPRj145piMGLsB6+SjOJkidqQI515owUQqWSOLX14d/3+gFvunGFbzzT5aNfafHk3hZL3Tpt6dHzHDwl8KTAl9geTmGD9LxYLWd0C3DxikFnCfSxcuZ8xcoAHmrBQMMwhTSNYTDgonWrfOCfL/CG6wy9Xotuv0FvENAbegyGHoOhIkkkNX/ISy98faLVuP2m9Zt3fTk7nf/9AF9ePOMnifmvz+492RiEduC6zJaxIjARGoPDUtrkvqcTPnHfkH/1vQMCTxTF9FJqUq3QUhXd7sZUAJ4D2+TALh+iqrsxJXvnsiTrTlEyRckUL3czZMxCN+GBpxy+9FCTux6cYL7TQAQBbtOl5cCEazt5ai6Z7ICaJ7JDZiWnme72BH7O3jnAnQTPSwi8CGNi7n3a5/jZGrPTAlfqTM+KstG3ggBTLTNNFYPQZdt6weuv7fP5RyN6scsgFgSuwUssi4dxdZVShV+NkCMyxR6yaFSwWVOHmh/yfXcO+I4blvjLb3a5+6E6DzzfZL5dZyA8Bp6D4yocIXClwJUSV9iiLEWV0U0ZUVQlUvEdqiC3rG0PQWys7g6zybdGx5AM8ejz3tevcse1KcOwRXdQp9u3o5x7QzscNIzs39KsR6TDww247b92V+YvAwZ/I4AfObSPbq+PDiNmJx2ksFFx5BpcJ+9SsTv6DlKHlX6NP/rLCa66KOadt4XFSOJUOrZIX6mMwS1rk9uDGcDXVHcFa+Tg1lnzsEbkOz7kUiSIGYQp+0/DsTOKP//aBF9+ssX8SgPcAKflUleSpmtoOpqaa6i5ELgW3IFrZxLaMlNZOUT27yYDuS5A7rm2Pe3wGc0LR31w3WyZN5UUvRixH6oMl+blDKkd53zljpDLt/TYd7rOIBDUE4EfG0JFZu3pjL1zNyW38UqtUgCraFBQmcPlMoxcarWQ97055B23rPLVp3p86ut1jp0J2He6TrTqk/gOQ8dBKmnT+WSfh40pVC4PKUfDVcvfcpmiGQV4Uhy2sRmdgA5hOOTNr27z/ncNqEmflV7AYBDQ6ft0ej7dgcMgtFPMtIZuP8CYhAMHjuH733qLlFcE+OryGTEYDP/lh//kU7M7N/sMI13ZNcBmAh1lx/SGiaEWCQbK4cCJgEdednnna4a4jmXxNNVZ/bLK5mWIiu4WhRDJB27mbklVc+dd8VLoTHOn+L6dpJqmCWeX4Gv3uRw6VeOBx2ucXqlx+EwdfB9VdwkcRcMxNBxtXYRscH7g2nFtFsT5IbNDZQAn09wZuN0U37Xs7TkxQRBxdAH2HqvjylF7cFS7jgZgeROBLXtVJInL5dsGXLKuz4tHEvqJSzMWhA54iSGMyRhcFDpcSDnC5DCqewsZlPdOpoo4dQldj1Yt4kfeOOTVV7U5vdLh3ic8jpz0+erTdc4sBaQDFy0dYk+BVFmwLIsSCVkplRgnJ0OlljzPcJIXGqX20DHoCHTMLVcM2bNVs9q1g536oUen57HS8egOsqm3se0IihPoDyWxODj7hjf/0L88cuzcBy7evmHNdOArAvzhR7+K0ekPrGuda9Skohc6RJEpJreGsWUwIVLaA2ve21w7PPqcz4vH+ly5LYYhSGm1tzIqkyUyc0tGRzuMVgeaEUmSN8oqleL6KXFqOHJS8MIRxdcer/PiUZ+Xj9bohD5h5IProVoOvpLUFdQdTa3iA/tOXqeRl83aunA/kyWep/A8md0AptTebmozi67V+YEXY3TE+WVJaHwcR+JJO+BIylJ/X1C0lC3ZhYzI/HCBw9x0hFRDerFL3xHW6YjLgjFH6ZEMpBSFYIB82BGiGJ+RFiUT9nPcVBXjJ/qhx4apiIvWx1x3ccggGvBPjrZ58ZjL1x6r8cLRgCMnfOLEwfiKVKosA1SJnkfigAurycusXQ5uDSaxr8OEK3aE3HJNhBalYRDFDkttj8VVRX8oCaPqnERNf5BydulsY27jPT/gOPID/10M/rHP3MPxc6vqwMGnxGsu6+O7dbye7X6OYlnM/osTRauhOdUe4jodanLAoJ9w4qTibE9xZS3GSUCbNOsIsdOOTAFsMXou8lMkDY5jIJMjcWToDy2bHzsl+cQ9Pv1Y8ezLAYdO+iz2PMLEs7OPlYtqOXhSUFNQl4bAAd/R+CorPFKWtT1X2KRHFdyuxMtkie+B75G5JjZl7joaz02yjGhMLYiYX0n52iNN2l2fqQmBkwW9edHXK3nHRlcCQi0JQ8XsjOJNtwz56pMDTrQbDFxpZYoDbmJw49yzzjx2mVq7kOqsE1l8hjZO5TMEOk++OYrEtWMf4ti1Vqob0/BiXn1lzM2XRXzXa0MOnJQ8t9dlECk+9rU6R8+5ICT9gUM6UHmdLUZR1SsX/rE5wAugZzn5gWZjM+GirSmynpB2B2ijGEZNjp6ZoNu3zRzltGA7yrnb13TDFDfdLy65+Dp16OW7k12XX1gvvibApYSJ1uTvzNSdq8PIw3cNNBKCRGYFM1ZjSWGoBZq33N5mbvYULx1N+dTXfGYmNHv3uahIcNVlEQ0/tX9bcVO/wolAICS0+/Dc8w5LHUktkDy+1+WvvhkwjBXDWHH2nIcWDrFx0cIFx0H4Do6UeEoQSEOgDIHMmFrZmMFzMs/XKZnby/syC3CrrEdTFOztuRrPywu00oK9PS9GqYj7nlF8/tEmynPwpck8ZUYclLUYPPfC89qdOFUMhy7vuHXAXQ93+Ni9E/SSgEamw91ch8cUTcN5t5AQ+Z2Uyzw5EuhVbckklSSOZXLXUSSOg5OkFugqxVE2dzBdS7j10oRbLo0xIuQ9d/YZxnYQ5xce8nlir0fNFyx2FM+96NHpywqZj1/jSiloVnHYCFKuuj1mz8UxDz3psfeAyyfvqfPM4Sk2NAM2NcPMrLD/s2KGYtbY4QjBgSPy6iuunPwdrfnJ/yYGN2kXZKP1wH13Xzqc1cogsmbVfLsP++WlMLhuykQjYtNcwvpphyt29HnPG3v82d11/v1vtxCu4OZrY5qBrSp75T6c7IQIux/Pak/w5AsenbZCKkVoFKGWGKFAOLZYWDogFVJKXCnxJDZxITWetEDwFHiqnNFnQV6OSXYd2wiQNx5XwW0Z3hR7APm5LHHLehbfiTEm4vSiRxQG+BMSL3OXVFaVN5LFzDt6GE1u5RIi1YoodplqKrbORnhiyCDxGSSCmmOHYOY1JDappbNmhbz6TxafZT8jd6t0ZQi+tt3tFWmUJGmWN1A2QaYSVJISxdZydWSKVAlbZu24CSFTLts2JDIDpKNpdwRPvuCw2pMoSWGvvPLVtnUqjZrhlutihAP/7rdbfPyLTWIVkLpT9CZc0qmUVs1eMylGk0jG2ITU4ZNavXwwufSd3/nO1rnz/c6G9aNB5wUAP312ASmXP6CHB++cqq9kU0pNYe7nQYVSVo/Wa3awTKpF4ckeOOZyZtkFX3LXN7I9EsWYJKm+FlUtJzBCoPMtF5Ags7pToRBSIrJOfU/YBIUnbNrZyxjOlblvXHl2sk56Rbb1HgW4bVuX3RLF9wSeQ1Fiahk8Y3FH2/p3J8F1Y3w/5uSi5k+/2gDHw5WiDDALeSIuYPBqxi+3TS3Y7FCdKHZ575sG/OUDA14+36SXutQTuymtrQI0ZSeOynMCFX86P59FQ4KsFHjlhy5qYRxH4aY2MZYDXckyaWafUxsHiWymitQ4QiOMZq6medtt2g5fEpkcyZNB+fuRK1+aCMqA8GH39pgESLRCSEEvESz2bG2774x2RZUYhCMnOzz6zOE7b7rp5AeSJPnnfy2Df/qvvoo2wnvVlgNsmu2TaKcyICYfTG/tKs9JCPyQwAvx3BhEyt2P+Nz9cI3MRyR1yv0uS5BXr3jlvcgAXfy+BXMesSth6ybcDNB55s2V1qt1Zd5UWykkcqjMQclZu+yqLwEuC9nie6ZoafM8XRmck2SD+K17ImXE8XOChU6AcBx8yYg8kWL0vq5k6i8oMCsDQUWUuMy0QrZtGLDvXMggdRim4KcCNzW4SabDkzKTW5YxqJFzW2YVZTmpoAg8RTbKQ5MqYWtdUoUjdVaslmYzVHQl55BWPlOXryNdWLnFkbcsF+SYp/rtDSCExgiNS8Lbbxny8NND7n7UJ05iOrGDEpIotcaAm8U0FgtlLdIwhheOnGb/3i96SXJhvucCgDfMGRsAJglBPUHKJLPnyi+ussSK6yR4bkSzPkB5A774sMMv/u40Lx6tg5/JCKEqwB0H+OhzHijlrGcnUoGbea9ull1zpP158Tp7VhnR58N98hERjrLVc9WGYwtuu2ub5+VAz4PPDNx594+jC4niOnajJ8+LSYi5++Ea5xdquBMKL5cm+cWoWoSjK/RIcZkeS/oMQzvB9q239Xj4+SGdJKDvONQSTZStUGVhVCXLKDRl51AeaApG6kK0suytbY9smjemKIGTGpSj7ZAkpUmkGgW4yhncVNg8W0HGwV0BeQFwoSvVoAYp7EqgteKaXTG/8tMrICV3P6SINSyZgEGqCKSVmq4wI6UDStiT2G9HPPjI+UwGfwuAP/v0XUgV3D5c/OYNrh7SqA1xnbTwn6uZSUdaeeL6Ef1BwpcfUfzSf53ixaMNqDkgPCsthAJUJdISxVIqRFlvrATkgXieTLAgLt8rkTUyiLJeIlcyeXuaI0eBXcxBUdh+xLUAngecue52clliMr09WkvuuTGeG3GurXn6UA0cDyeTJ3l6vmDwNdSZdZEqNdQFq8rCE49jl2t3hcxMDmiv1OkniroCN7F/i0rtKDwVVwGegyj/IFnW9+Stf9pkbC5sXVDeYqik1d+pIMleq6KATRflEDnYC+YuchPZZ8tRcMsMzOX7bJtDYbLNfe2qoPuSK7ZH/Md/voxEc89TCd12Qtf16AeOTTjlmdQMM1JYQ0GtaA6ec274sR+89fYv3Hz3Q+9889vWBng/bGPM8G1TjTOv2jp1hMBTCNKiPapIwkiDVJqn9wtOLkrueqDF/U/V2X+yDnUXpAvCteCWMst6lYU7FsgZYDGVn2fNChWQl3dryVq5/izArsqfFSMR8tdF90oJ7Lz51rJ3prkdCr2dW4KWsUtwu0V1Yowg5ovf9Hn4xSbSt7ZkvozmpablfJaiwa5K4muMRrOBZqoVg6HLLVcMePuru/zBF5tEqU8vlQSp3SunuKkrBWdCyozFqx/1SkwO2pHlNDFlZUqqJEpp2yguZcbgMhsUpFEFg5tCrpZMXimlEKPvEQaZsXl5E2T/PZWipcJ0FVdeFPGrP7XKW58e8IUH6pxcCHhmf80mnIQs/7BspVoVknMLEbsvCV5l0sW3KZE8tCaDP7P3JBOtiTd96guf/+GX967Sqjctu+bG/Hg9ixQ8/oLHmfM+x5d8Uu1CLQe3neTqSFEwc87IOXhFBnDJWD9l9rNqyWbxunAnTAXk+RaAWZ10zt4VsDtZN4yrRsFtxymMMXfWs+ll7W2ukzccJJUjJiLmU/e2SI2PKrKX1QCz0tdIad8VGjxn8XwylJa2GSTNg00Hgcv3va7Pn90dsqpjBmnAIBW4CQWLS2mQiSiSYdYuHF+rZcV9EBWQC1Inm1GiMpA7BqUFTipJlUZpaVk7tZvxlixOKVdEVlgHF8jZcaCPv06lRmobxKbSIdEOOzfGXPzWmDffssrp+Q6PPu/aqsmqO2NkkTRMUsOWjctcsmnHD2/e+f33m/jwV4W7c4zB0xTScNfCIjv/8r4WqZwjzPaWRKdlBorMrMf6qYYsilPZeGIhbcAnbDDoiFGJUYCZSsPCSEmmKRi72EunGDFWHcVWPbL5Hhmwc5ArNTbsxil3Si6clMIOtB33tjHZZMxdBphOhb19N+LpQ5KDZwKMclFS4kmd/a1ViSK4IKamRHmpwcsGiKIpJFXEicvOTTGXX9zj0QM1YuUxSASBBDc1OInIzqtti5NJpsORZCVsY7JovHuq2lJWDmRylCZVBpWKTKLY8c85i9syXWO3WB+pyS+ZuewGMozU70t9AeiVVBboUqNShzjxUCph42TKpknNtbvSwnQ0Jq9GpRh/F8cO/YFGpGJnEsa70sR89QIG98UirumxsTFk14y0dbqxpBc72VYWEGc9dfk1Em7WrCpACWE1szC4WXCYS4jiglNGwuUyPqZZxwBfLbov2qpE2SRbHFmnS8HklTFtVl+WAK8O/7GApgB2ka0smDvFc2xix3YFxRhiPnNvnaWlGsJ3rO9ekVAX1KDkJ3nEBy+H5lTruAtvWtsNtmanJd/7+i5PH2oRpgF95VFLrRZ3iriEDNz5WqEzTzwvecqkypgeL+Y9VrYVtM8SpbNyWZ0nlEy2YuT9m+V02pLFc2ZWlZmHYzJFyEo3ll0BUqkrK5CTrQwuYZgV1klTfHedF4+liihxiCJbQLa8KnGGHsu6TZoML5QoX//aZ3FdwemTfTZMOTYdOhT0IrsvYpgKIi2ItSiqxPKUwkgQOKKb1wLvaI10NRgrgqWRcWLZzTAGbLkGexfviwAzH3IjM5ki8ZxsAFAObrcEt1uk4nX2Oh05HGU7d14+Dp++p0koPZRUWfZydCbLeAZzjbxexkgwPqJY63y4vIOfOnzvG4d85Mt9nj9SI1YufSnxUp25RwKZ5s0f+fkTmXOhMw2uC/ar7ltUDtK04HaylcTRFtipBKV1MX6jbEwuQT/O3jkhjTN3zupFs7TMwW4qN4Meu1FMYS3mZcBlYZoijBwGoUdv4NIdKBbOHmLl+bPWXakC3Jj9wO76n/zJ7+5Q8hgbZhxWe9bnVFLgZZuAxtpOrLLzuEfbgf9bZEdem1My+lhvpSjBUR19nNdVqwqAVD5YcwTYFJV2Bbid7HWW5BkHd5W1XaXtzJCiRSzv6UyyI0a5EQdPO3QjD5QtD3Cr+ruanmfEPCrBXdHDZtwLr9Rw51q84Qou3Tzk+YMRqfYZaI8gtTXbTqbBlbBFcNZiNWPhLBUmL4vdqrNo7DyTEvBKZwSi5RjASxZPCxZnFOCi1OIloGVWR54TWD4NYa3AlGyQVKUEFzvCOdX5digOw8ihP3BY7XksrtpG7fXrZ3e8/Z/8ZP3W1/1o/zXXbrMAP3XqHJ7XfuMVe2o/p/tdjngB8amEOMl2Bs6A5ab5ZkXiAs+xvKhmRGqICkOLNQAv1vjdEuhiJMCUI2PZ8uYLUUyPzdnbypNyRFm+i7GrsK5KRZZYEJvKa13pgcyOrDbD9yKWu5r/z180WRoECN/Wfnu5D1/5jlWQv9KjbNAV5dCjQoNbRyVJHFp1h5/67i7feLrFUugRSYeBlHhFD2W1d9JYc6BIquii2s+gM3BrDHLMWREZgxtSaV8rlQNdFP2uo+M5Kowuyn8baSksmlMq2JDGSqj896DirlTALQp0ZzekLLKvcawYRA6D0KHXl5w8Lzh4apXXv77xc8eee+GhZNj/y4LBn37qEPXA44kXT3HoaJ8Jz3ZqK2m1qjb2CzgynwedjexiDZDzyqAWY6Ae79rOmwNGmbsM2Iq5HSPyRGQsXgF4HlRKiZNJEqcAuClGmI0A2y1np9iCo1H2dlWM50X8+b0uLx2ugXSRUuLnpbFVF6iyWvEtOtFHG3RH527rrK8yTh2SxOXKnX3e9eoOH/lygHZ8BtLDl6JI+igpiAsXaozJRS5VLJPnDQnVXRyMAa1AGbsqaCMsuHMLNgN6OVhJjLC3KqRltVc2A7dmTK6YkZW7+jMhslrIisyoSqp8H1S7EbBtZEdAq5Fy7Z42k95RThwN0HpYSpR6zWOi6TGMAh55zuXi9Sk1L6+EtLUPAIkwqGK8mnkFgIvM2M9OaS5FZAX0Mr/2mb2VgWBEnsjy36rMXQK8lCajAJclwItETw5wY+dkZ1LEVSVrlyCvam7L3q5jp1attDVfuK/JYtuHIHNPhKks4WtLlLxBYFw1rGnbFQ3ZEp3vM5k4TLUU77yzz10PD1nq+UTKYZDKzJ4UWbwjStDISt4ilyim0qGcvS/nmAic3FlR2WuZvZcW/Gll5UylQQmRBYGCtMrg0iC1KEEt8z7eUaDnSaDcXsxcwEqtyhiDF6M2sjk7qb1RPdewZ5tmdlLRNj4dHRS3s3Pw4CFmpqe3P/zYYz996uQCOzd61D0bYefaWkmByVKsRubdGRSOQNUlyPtzxBoXOrfNRuWJGAH1qEyRFRa/EOBSjsoSmWlvVQW2Kveid3LmVmZMnuiRw3GqSZ0ER9nM5dFjggPHAzQ+Qlr3JG9NG3GLir+rMg1FlHArpwZQyTRWU/alo2IdAweMw55tETs3DlnaV8OknmXxVBSlC7mLU3ZBVQu98npsWVk9dNG/WawksqLDVSW2yTR5qkTRca+lDWhTYbIJtSabbzgeaIpRYEtGGLvEyxjIqTSiF/ZmOQawOjOn21eE0SQ4K1xymf/Tuy+9/dnjxw8fc4TQRNFwQ82Tb5prDNkyU2dpNWF+OUYn9iJICQ4CI8q5cwURmFGPt/iComTpC6RLhalz4Isx0KuiaUQUN1kxVqwC6FJ/yzEfvHrktSlVcFdAnu1X76qMtTP2ViqvsItRKubuR5scXKyBV8oTt+LNj9/U4+Mi1pIp5Y4VopQM1d3N8jLayOHi2Yi33tLniZfroF2S1GpxN82GfKajUsmCKB+9kXmUmbNiZ62LMtjMX8vstcxWlYLFhd2SJtPoSlpGzyWkzmImmW2XWKzMhXVaTuKSMidPU35HkRdmVXBUWX+oADxf7Ux2jrWBc8uS5VWPOO6wYat5UxiGG6IoPebMTYW4nsul27vU71igM6zxpYddVntyVBvL0kNVYx9c7awu78DSPcjdklHtfSGoy0BJUHVPquytZClZCnlSSJRxcJuR5wuAXWFsp/peZZlLZbV3rR7x6H7FX97XYDD0oO7gSIErRqXJeIA5ch4uQPca+nvMMqz64nHiMNF0+K47hnz54T6P7/cwDZdB6tukWlHiIAo2tJeiCu4S5IXPYvLgM7vBlGXzVFo9nssTrUFmQJfKBqNSltcpHYuZcrDnUqUcflSd1Wgq33V0tbnAVi3ihpIcBLbza8pNOb0Y89DLgrOLMbuuidiyI2FlNcE5uTCgXnPZd6zPNx5tc37V8OzeJnUhmaxbwORAHLmj1ngUIBcl86/F4mJNUFcDTDEK9AqwhSjZWymRzQEvwV1UFDqmqCx0nHKEspNtwlS8V+XswqIe2klRmXPieRFxlPLlR+q8fKIOrouQCk9QbC5VDS6FHGXx6jkpWCmXCIhi14qSvfP6FFlo8dwujCKHyy5KePNtPZ47ViNMPFLpMtAKL2Xsu2TASksAVUGer75GZd9F5TebRiuBymfVyCzAk6Ay6SIN6OLaZEDXViIJXZWc5TmRr3T9CwYv0SXWZIQKMVTOp6MMk82YO69fpj4Rc/RMyO6LlmjVuijTwfnF3/gGnqs4v9hh/9Et1FzFVA2C+ugd+q0+swrwvMN6LS94XHNXQT0K+BLMRWJH5APaK0Nvqqxd6YvIZ187qgLsDOh2xp8pmNopnsvXbhZcOirG9yJePC746sN1+gMPGi5SiBFrMJ/2OuLvFyuYGDtDFaLI2vdGRg6PJ3wqBVhR7NJsRbz5tiF3PTDkuSM+OB6htplnN3c70kowV1lJEdj5DQXYy+9hcrCbTLpIy+b5d5IyA7nMAU4RC+W6Oi1An32+FheogALUVPFQAvuVGPwCrGVSR2sYhhLPafId1wxxrlPgPEPvzFEwCc6UWkQicRox9YvsHySFKQqWql0pjJyayiUTo69HZYoY1d/ZmwtYW5Bl4KqypPJe2oaHgtFVtiSripUl83aucmqqMwJuU4I7O9x8Cm1W4O+opOhJdN2YxKR88aEaD75Yg8C2yXm5PBGjwWXFGbzgWIsOSvau6PCiH9c6KsUOwxnQw4HLa6/o89bb+7x0PCBJXIxQDISDm5bFbFaPi7L+ukjMjTG5AXIWNwajSsbWxo6oMNqefy1F4aTkQE8z+1AUDD4q1arOmCjswjUIMMdMBVCjLlAJuOJ/U2xm5hJGisXVOnECiXZBhGAMTtDwQUh8X9AKEoaRzYiZPJLMwfstbqny3y6UItU7swy+Kiwuy9re4llWpEoOdjWa5MmTKo7KmeRCcOcD8AvmVqYAtFsBdanDk4zNE5SK8dyYZ49JPn1vE/BAugihii4ilU+0FVywKo1eqMq8lxHtO9rdk9eFF0dqW/esNaaK9L0xDt/3ugFfe2TIk4c9UC6xVvRTURS3SQEitcs/aTmJqrqGWM1tRr5HzuTKlGyupUAZaSVK7tUrq8llFoxKYX8uJYXvXZYPjK/aFzpsIzFLAeQRj+4CvOXnOAS0UcSxpNuHWh1qQYrWBqfmSzQCXyi8hke3bzdAimJd7HD2LZeKsTvLPosxJyWzCHNwS0bYu5At4ww+bg3mJ6wosKrUhasqyE0hT5SqgLvK2sVzntgpNbhSCa6bEOuE+x+v8cKhmh1JIW1w6eXjzCrArt6sa2nwcXliKi+K0tlqjUi1ujCVaJXvD+8QRi5X7Bzy2pssiw9Sy+Kh8Bhqu1Vjrm1lmtuF1R7J/HYbkylqNAGlKs29RmkrVbSVhdpkzpamIktK0BegHgN7lexkEWSKErCi/HaifLPGWczOZUYMYSLoDWC1q5nDflaagvPOmxOEkCRJzMJyzKFTLucSG1WnuUb87wE4VWCX0kaOSJPKH5m/zkBdWoOlnssDlmqRlZSVmvBcc2fbluRAd1QZUDpj4C4bbHVpB+byRNmqwYNnBR/9cpMwdqGeyxOK1jQ1YseNS5KqZlnjxJlRoJfAGt0UQJsLtXgcO9R9yY++uc8XH2yw/7S9+VKt6KfKVhlqC26ZJ97STJqklZWkkCdmdEWhZG+ZsbYyplhRjRGITE5JKRAmA3YluCwCy+o11lUWL4PL/HTJERwJ1sD3+Cm0f5KGKBYsrmoOnYx46VgNz/Mw2uC80H/n+s7SS/926fR9SDyiQZM0zb/4yIK2toVSydJVl44yqznmpFSZOwf1BT8bqz/JQS0q4B7ZaCoHeVbiKQ0q196VYfgF0Md1d15vUhwxkUn43L0Nnj1Ys+0+wkUJm7l0ihrsainBqNv0ytp7DOQFuEurMK+7MFpbcI+AXJJqh2jocu0lA777dT1+++MeA+2Atl0vuVQp/Oc0/16iTMRlIC9vMlOuJKoswJIGZAXs0phCk5sMI1JXzAiZ/V4VzHIteSJG7OMiSTgWz63F2tnXLUBujJWqG2ZipiaWCIKQd73l1f/20qsv+wmnv3Ry8tSpwVu+9qBkpuWwdTphekLhqnKIS1E3eMEGrGL0S1SjdsQFjFYu4+MbHY3uC1OkvEfqv/MiH8Z2UaPC2mZk8ylVMLguZEoV1CW4U1SR3IlxnZgDZySf/EYdO3/FBZlpb0Hpnojqd6sw0BoBZ/GmkCUV3Uu1qm+sdNbYEWxpPnY6VaQq0+Kpw/e/vs/n76+z95QLMsIISShc+uloGYRIx4PMgrYKNi+TP8ZmrFUpU6qSxQhKEEtjvfGK/tbjunsNsJer+tiKX2XxNRi8mn8pcChsVeiGGdi6waUeDHFJ3nL64OKks202xU8F89vqSKGoB2UXTH43lTrc/vEFvKufvha4s08flyUCUbmry2h7tJKw0rZWGYM2Kk9K7T0C7NxBUbYT3FWl/61yiSI1ysnniVvmzp9TlfBXDzXYe7DU3kLILKFSsvea7FRdwaqyba2LVGGjEamiRy3DfN/Rcra6TeFHscNlu0LecXuPw5/0iVLb5J0KxVBI3NTWqAjyQNcU1yQvZhph79GLXTC6NAKVxWOFxs4lSy5jhP29AtB5hnMk1sqdlDFXjdFzN6IGxk7e+L5Axe8aQbvncvzsNMNhk9mVJo2mixM0oTkUbJpTCOEW1XgiX66g8GnzgKiC6TUYXIyAGEbBXYCa8eKq0dc5YxdND6p8n4NbZjP6SouwosEdXTK6U7UBR3W3KzPmlhbonhtz5Kzidz/XYigtuBFjwaWsNnOYC5be0Yuytk6pSpN8+mpRb8FocVGeuk9TSaIkKtPiSeripwn/67t7/MX9dQ6fcUAmIBJi4TIQIvPEs+9ZYe8c8FU4U9kfKZcnVeaWmVsiTSXpI3NgZzXlWfyktanEVCXQ13JQxpl8PJ4bp/ARx6dSDzWMJKtdRRQl+BMhyhviHDopaK9AGAu2rHes32ko9w1PTRb0mFE2H1s+xgOGHOhUg4yxO3dNcFcAXrC4rILbjLK4GpcpOtPho5tRKZUWQFe5RBljcdeJ6USaP7irxel5H5SVJ0LK0hqsfM/i9ThrFxKluvXU2o/Rstlq44GoWIfVTOdowJkkDlvmQn78XV1+7aMe7diOOjZGEWpltXgqMllQqfso7sKSyQ0lk9uSDFPR4hmLyxJYUlZWHFneADqTRloYq9ErAeW4lSpE1ooxtvqtVf5RlSXFzm0pJFqTZr0LUgpmJ+CiDYLZWYFz51WGdhuOtuw4tjSFQSTpDwSD0F6gVJR/1FrkNK6d8mRO9Q4dB0A1KKvq7SLVXJUn2XulKiDPi+6rujt3UTKQO045IN8Cv5zY5GSgVtIejopx/JjPftHnQ59pEWrXyhOhkELi5dr7r0nLF6vXiE/4Ciw+wkprbIJbKcDKA0ylS4liQe4QOAk/+Z4eB457/PFfWS0OihTBUEh7rtL8e5VJnvz/m8q6X7UrDfZcm6pEMVb25CXTxbUypvTBRa7DrRLSBUubC8iuqr/Ha3eqhDl+4vKKxzjRhFHKYJgyjAypNhw9rUk8l3XrApzVQQehVrhy1zw1r05v4HB2scaJ8x5hLBDa3oEmD5DGI9uKri6+1Cvo0XHmFhXdLSpyZBzY1d2LrZOirWSptFJZgOvSTVE5uMczlZkckaVMsb53zPIK/MU36qyEObiz4FJQZi6rRf1rMdJaF0SMXJuSLCpLLCafV5CBWo81QFyQwleoVKGlQ5I6THgp735Dn88/VGepq0DGYCSxzqRKdo4LLS7KDb5ywJf7ko4yuZT2fZH8kcJq8KxWpQr0POmT63BRZXNhK1JFFgOUki4vyKqAvSDKV3ZRckIII82ZpZRzK4buUGBEyDXX95iY9HGe3OvioNkycY7NGxqEqc8gnqU3cIkTeycXJ6P4wAqY11he1gy21gJ4BciiCuwL2LuUJVVQl1t267FAM5/KZANKNeJ1p8UE1TKwjHFrCV+8N+DxF2roXHtLy97F/MOxQURVoItXOr41iVcuVp6qNyN2oR2ToDPAlwVYVaAnqYOjE26+MuLtN/b507s9UBE2lSKJhMOgkEsZwIoy0FGQ53ehKrRTGSPorMLQBpiWzaW2r43IgW7JUGSrvij0dwn2EQ9c5N+pShKmUAAXJBDH8OY6gkZN4ddCVDQg8FLmJttcf+l2Lrs4xfm+74jYd0Tznz85wWJnkolAsa4mmW0l1AMHR5Xp8vHs5Aiw1/rZBRd/jX7N/C4v2NtU9LcZAb2qAHyEvYsET2XUWIW189eqqPFOirHAStrB74dPSj56d5NzXc/ud53NVXQExY4NI3UnawRKa2rubwXsXB6MuyjVZuTCFxeVjavskMxUpnaDXWm3P1nfSHnf23s89ILP4fMSvBi0QgvJEFnU1lebkkVVK1UKv8qkjykrCw0YYTImt2xcVBlWi7AEtg7cVD4vA68WZRxQgr0inwpWN2OmBRnr28QSMhtV4sLMpOSqS2FqcshEfcDZxS4vHRY8d9jDeWyvw8GjdY6dWIcSAW5oGCBIagadtXWIETCOMXRVpqzB3mtl+mQV2BXgF8FmIUWyn6uyQ7sMMHOg6zHmLgGeH+X2gpXXMkEqO0QzTDW/9+ctHny6ZnvbMudEyMwaFKNe/EisMPa3r3UuciCJEXBTAHv0dbW6UIym7YsyWp39XJEajdRZnUri8NrrIn7i+zr88u95hIm0jahakgqXoc4K1siJ22QlFBbhWpbKfGR1kRVQy9xRKVnc+uIGI0BIkVmGFbDn13ZsVdcjwWeZmi8bNchAL8YwVcplmbO4FzAdzNAKImrr62zYqDAqwllebmDiIVducan5ttba8+wGqErJkSbfCxiZ0Ys6WvN7IajXYvHqnutVSVJIE1FKk7XYW1bZu8Lcxb6Z+U5sWbBp7cB8sHuC68fc+4TL5x+sE4ZuNjh0lL3Ha77/2qKhETCv3XQ84ggA+oIgM++0p9TkFaCnWiKzoDNN7d45SeJQqye8+7UD7nmwz9eeUJlUsV8swWGQaV4ynVwNOlXxvbNKR7I6FANGWsGjMt1tKuA3IiupzYAuhP0dITLQZ/JFkMVd+bmqgF6vcR5HzqegYHwjsLO7hCHVgsFQcGbBZbntoFQdTJ2duyZpNVo4N1+esrSs8ROH5a5Pmg2RUarsb6w2035rvVlq0hHQrzHsp9qQOjoCOANT7nuLKrgrMkWUo8QKJs+lSKbLc1kiC9Yu2TsPLFe78MWH6uw/G9iUfKa9C/au9F1WQa6qq9mInqyWFn8LfVJhSOs/V7KII2xuEz3KrMHimbMihXVUpHaIQ4fdG2Le/uo+j+/1aUcli1s9rmwOolh9BUVQmaG2+Ows8FTSfh+ZAz2zDWXFGpRjQM8DTz1yzUXmqmSNxmY8uBzHkqiQpchuFvu+2m6XasEwtjI6TQ1nFwznhzA9I3BeOKpZWdbMrxrWTyuStCy+L/TlGuydgxTWAvSFbH0he1cmWFWBXW0ekOU0pHJX4yprVyVKyeAqZ+98W+9xcMsU14nRJPzJ3XU+9Lmm3R5FKeucCAcF1hoUXFD3vbaLUjLNCGu/AntXn0eLnHK/21Q88FKu2BkqAi1s8Km1tI3CWmXbkzgolfKT39Xn0BmXD33ejlcg24jAaEEkpG0lKz49kyViTKJkOfmsJqvYWkkLCtvQCFF64BkJGGHBW5UoJm80zvBihEAYM0YSZoQkyoZkAcWslSyAFdkMl1QQi/wcGdIU1s0kXLEzYmYmxGn6LrruMjepmJtKSRKb9Mk33TRjd9ZI5u6Cu25UcuQaqqrdRwfCjAFmfErSuEQZGThTZW5rEcqKNViCO7HBZO575/UmbsKhc4rP39+g182qBUXG3mPOSQHuSgKq0NSV1yM/z2XAKzF3VemOWYZV9s73ES2AnR+yMl6i0hQhtUMUpzQbId91Z58vf7PGobPZMqwFINHCIUQyuqOPsHJDVyRK1oCc24N5Yse6JjmoLZvn2rwEdc7g1mbW2fwhaxlWyI4xcItXYPX8BhNlMkkI+z21NsSJJooNSSqIIsXKqo/j+jhXXqII+4b5iTZS2smeZxYDOj2bHs6tntE7ao0gkvLDR9g601k5oMdZvJApVWBnRVXV8V+FLCnkSgbwamApS0sw31Mz33bDJnXSLKmTEMaaex5r8I1nAgjy3SgcELbZOh8gWt6AaweV4+nnwkr9FuAelyjVQLN65FnC0YrDfFBPtTlZobTOWDy13niY8oZrIt5wc5+TX3IItYR8exgtbBKo8H3yoCBDba7D88pCDSp/L0s2NzlzSuu05G1sOchNLifG5YnIdbcYJc0xbOUuSpVUKYCe6XFjkzvdgebcsibWmihKmN4k6BsXZ9fFm1dPnlz48oNPdL9zsa25cXedJPHtcM0q+7IGqNcMskZnc5TR8xiYxychVeZlFKPAst8phzxqRr1wvYZEyTZIym3Aqv7OgC69hAee9Pj1D0/YueZezt4W4Pk4tmLeiSwlypqB9hpMXjz+m1DOWIWhDcpGkj6yytyWvY3WaGlHsZUsrpBaEycOnpfy8+/vsv+UywNPKLSXMU72TRMUg6KoYEyuYGVEyeTZfJwKm6tMY8vMPiwTPaPyZDQOEyMsL6RNcFW77qsyTwhT6vjMtzeicr6F/TylJLgRt16+TLfvEDSCL0/NbV9VR5dbvYeeWjz85N7aTzyzT9Hr+2jtjwSYZcf66A5i1UxjddeFsmZEjAaIavzfKVLteSq+cEfyKsGsQlDKihVYlMOO6u4quJUctQgt4GMcJ+HUsuDXPzrBQ880sj5LD5RtSZNS2v01M4ni5s0TstwmpSiVzQfj5FWOec5Ajk3bknJklouqnL/q+cybq6uz/mzAP5oPKOScNAVhiGLCaxnsCwOzMwm+o3n8eZfVgRxbZiRayAzWYlReFU/lT8uwIQ9Ix+7R8dUnK94aX5zG/zsX1uOM3vxl6UDpMuX/ISntmOzZKYfr98Abro25YnuDCX/hfTX99H7HJHXCVDLbiJgOBEnskqSykBv5BV1LnuTMPBL5jgSkeuzuvXB8V6m9zagWH5Mn5Wtd0eIlwMvX1a3vkiKozJ2T1Ev56F0T/OW9dUwgK8xt52O4gkpTQ4W5879rXG+PnI8SJCPEPSZXCjCMPVu9bQo5UhS4aauPc2lSjnyrsrsd9aaFTfxorUmlQg4U775zyMtHenzgD10iP6GM0uyXS6RkoMtK0bzoitwGrLC5zDArEZmjQjGX0IhSnuSrtHVW8puyDBAFo3JF5BnzQruX53s0eZgbG3aKFgIcYyftutTYf9SOIQwCF50anBuvsIzS6yuWVj0CX9GolftE5gVOed3CSAKjyhbVIHKsXmN88OLIDLs1/30soCx+twR2LlcseM2I5i6twLQEt4yRTso3nvD58N0NhmlFmghbRy2FKLYkHG1mGEtEFX9XpZupqlHWfIhX/PlIpWa1ToXRscbF0HyZGQBaoqUNsrQwpNJ641pnQNcOqbA7xL3/bT0eec7na8/YfUgrtyoGl0RKhnrse4pKl4+0Xr0SmUQpgswskKwA/UJ5kmnyzDUptfeYjUiZ9hfFTVBirEoUQoDM4hOBptNL0drBdSVp5pGDwfGcHkpB6EgCz2W6Jaj5dnffXBqUS0p5qaq22Jq6u7CEzFgQOeakiHEQ5/89C2ZRYfdSg2c7AozsAFZl8DzBk3ngMsFxUnqh4Ff+aIIjpz2MqwrXJN/q0BHWGqwWVRVslEHhlfIAa7op4kIwjz/KJdtq3/GpsyWrjwaXxsjMShRoITLQS7TMAW5ZXAtFGiku3pTwiz+2yiP/h0t3KEHEZZ1qDnIhGOY3HaaiwbP+y2yUthGivPFNKbdyoFdLL3QFyHIML0aOAlkWbF89z6LAGWucPZkY4lgQJ4Yo0Uw0HFJHE2PT/Y7ytiGkol7vUveWaDUEvmczfwiKrmVdaCNRnILS+65EwSOz6NaYKCrH2DoDtioC0DHQV4EtRqVKuaXdKLilrASV0s44ibXhv3ymxTP7fEwBalUweNU5UVkiohpYrp3YGgN0zuRVLI9cmUo5ZkWe5P80Au4Lniu24diot7w5QuYBqMiBrtBC2x3MtObaPTE/9T1dfvPPJVGa3clGFpaIQZFoWYJc2v5LTbalo7D1J6pgb1GCvCpNsmBUV+RG9TnPXEozCmQjypxK8bsVnOXnqcwN5OfQxkleaCdC7N45ycxMkzhJcb7zXW/B9RrMn36ewy9/gXpN4Wb7J8apJIptoiBNq//BUguNe+NlcKRLKVK5a6tyQ0pTuSlGgZ3/nsiZXOjsuQJuYci3lbaBZgXcqqK/aylfe8znjz/ToD3w7BYPMt8RzinYu7ppVnWA5ZoFVhW5Vl3JrH1VlS5jvG1Gni7wv8lJpFIOmlcZFl5zNiPQToU1o9lNme9oLEmFRAiFSB0EhlYQ80/f0+OplzzueVRCTQBJ+Q2zWpRECwZkN4805eDVzLHQ0jZDKJ0lesTYamcqEq4A/SjYq6yd48bIseTQGiuhwdqWibYNOVECcSrsiAhlQIfc+fpruO3mq2m3uzjDWBLjEJuUuelFZiYlYQy+o+j26yx3fcDBGCuuTA5sRgPMcp+VV3pd0d4V9i5APhJQ6spNUb0hdClPxraXLp+zQqr8cBP2HXX43U81ObTkFnve2z08FUhrT+WbzlZHsBUXh/J11f++AMBiNDm/Zqr+FTV65QIWN4AYBXkmT+TIJNosyMw78U1eiCWRVbkiNWmi2Tmd8M+/r8uxcw4HTwmMWw04c5BbJjfSBrheVgNuRNYAUQC7KuEEr1SEpgSl7TyuyytgLjS6FKP/jcrCl9/gSWoYRLDcE6yG4LiaKJH4MiWoGWYmJMJInOWug3I8ugPo9jvc/4LLgVMeb7ttyM71Bke5Bd0UU0Ar4K4GlWWipnwvx9h5RHtfoLt1hc3Ln5Wsru1+jDL/eXX/dF1Jx1uQu37CuY7gV/6wxefvbWAcJ0vHq1J7I1Eid04o9hm6MKnzLZIRYrSgSryyaBxl7yqgi+BSZHUpVdtsrU6fzHPO0/eidFOsd2xZXIq8UVmRpimOI3n3HQPaQ8nPfXCK8ysSgsqXqWwGkWrJUNiZgynZ7nmIYiaMEqIi42zXUDlXsjyHmly+iNFy2oqsMRWwi7w1TlSaldc4j0kqiEi5fGebt97W5cAphwefcWnUDbMT9oOdHRskzYZ/7piWX/3KvTvf9OG7YuLE47lDMT9wJ1yyybP7YWbrRdU1kcK6LONW37i1V25OlN0MlZ+90s64I7+TA1oYC/Bit90UKSosrtIM7HYMRIThrx6u8/Un6lmtSZmttOAWpfaW5U5xI11G30p/V0BeApsy2n8lnVJJ7IwjfjTArKTtMRUNbjLrsJLRzJhdG4kwutTiQiGERguJEA5pYpuw33jjkHfcPuDPvqSIEuwSVt2UTRrAQSOIyDbIEuCaUo+nlXMmKKWKyJI9Vbtw3FUpMp8Vh6oKeHvejE2+ZqSa/1xK8KRgQgquuQx+4A2GnZsC+sOQHevWsdr1vnpmaeLc4nKM+vX/+7dZv/Om1ZML7urJM84P6f4yl2xyman7uLKB7ynKXXstWxVLkSp7I8fnkhTFUJXkTbUZoUitjwSJZWeOLP63o9nK4vXI/74EtxIJyklIheauB2v8x9+b4Og5H7zcNXFB5d3ydtZJIO20KjdL5jiisj24sM9OJTEzsk9n5XUxs7x6iDVe5xe0kiwrelKzJJiQF170UenHGFNeCKJy5SkH6khhqX+6lXLZrpiT5xUHjyu7qUH1hqzILozdVjYlkyaM+vF5JaLdJliMtLtVPftqgDjqEpXJHcOF36PqpMjs2ngOTDcV29fXUKLFqfkJFpbrXLl7N7suav2/+u39j1197WvtHj27NsR4voCeRvZdfN/H96BZE5neKQtgqLghReOvLMEspR6pGakyctUVKSWOvsAHv5DN898f1d+5TBEyRcoEJSzIHTfl5ILij/+iwf7DPjSyhI6o+N7IivY2JZNcYHOWzDHC3GvgQayxlgoxIqov0Cpr1aHkUqUEgRlxUqBsa5NmlMVF9VkLtJQIo9DaIIRtkBDGkESGPTtj3v/dXZ540eXYvKQYgTWyZ5UpzpdGEmlIhA1NHZEN+zRWrhSlxOQMXhZUSWF3hpCiOtNx1JEpO/VNUaKLBKFtVhwqK4Cy/6355ZT+UOH7kiT2mO87bO5BHNvfdwA2bd2D6wXEsSEdnMT3dKUWJStgL2zCytTQPE0/wry6BLwsNfS43KhuNfet9zXXI+9zYAuRW4Q5c6cFky93JL/9sRb3PxtAIMaCyjzItNrbFeMsWQaWZR3OqP4mL4cdky2FGqlKlsoNUZUjr4D3EUlS/Lya4axWGI4EnnIkIKXwynWmfa10kVqSYt2VtK+589qQn3lvl//0R5KVfvatc5kicqmSFcxm5bFppqVjbLuak2lxRUWyCIruoXzCljL5z3Mysfv8SFG2vams5qUMs7PVLS8Gy4jEGIgSzUrHsNJN0NqO1L7hps3ceP3l9PuVXdYaExuY2brpnt783b/u7Fj5ucCJiKMWKz2PMLJVhSUjVV2PSmvYeAGUKtm3ysJVJh85AJH/DgaKn1cD1EyHC10EnEqmSFFq76E0/N7nmvzhpxt0U2WL/cXYQVkxqITJLsyoNbhmKn78Z5XlswB9lblHqJxv+Sgup9GVWo6KV/4tgs1qQZY00jYu53ZllhCyRGEznGT7vYtU0XQTfuI9Pc4vSf7zn7UYFPvFmgzo9lrY9h+dAV1ghMzMF0GSnQuVgdahzCEoxthdlO+VtPP4lcgrEik2giMrrBKGYgBRAfjsN6IYwliz0od+HLF+xuGpvWd+/bu/+z33hL2zYL8t/Off/n+YaHXjY2d6lzy1L3znZL3PxVsMaaro9h2SVBaBZDmWYWzA/NhwS1U0+Y41/srqYYfvlGl2gxKj8mM8oSPHdHsObClTcA0vHPT5vz7c4sS8l4E779Ipu3UQEifT3Z6iSM/nU6ucXGvLarq+UllYWWqr+nt8SP+I/h55z8gxktIe/7e8m6ralD2SCR7LFldWllFLdszazYFiDIGnmZvSPPSix/kFiSn+I2PrTLWaigrqsi4gnU0kTsgOAwmChHz7d3szpkU2tiwBpli5yjs+b3yoJpDszh12i0htYKENZ9qCnVtjvuf1hunJ5M+eeeYrD990y/eUDA7wxje8D88LeO7phzHJN1nqdTmxIFlarhN4gnpg+3FHgZ4N06nMH8lZXYqyCKq8KKXFV2XvcmXI3ldZPaspGJUrFYmSs7dreP6wx0/92iQvHPQxXo4Olbkm5ZF7s46wJ8BWSo+NgMgBUNHieZBdyJCq9MikTP6TERflr6XuckmmxEylJqX6z5kkGXFVKoct3iizmyKzEI1EGIMsGN36xMIoRGS4+pKY3/n5VX7iVyZ54aAAN0OkpASzyGrKTV6VWKlOrDwbYwPSVAibMs+ZPZMx/9/23jtckqu+8/6cU6Grw81hcg4aaUZIo6xRRgKJZGSQAIdds17AXrzOXgzrB6f3tY29j43Ba+y1wQTbrAXYr0AIEFgoB5Q1QhpJkzQ53Ts3d6qqc/aPU+FU355hBBIS7Huep6e7a+pWd1d9z6++5xe+P+OF0YbDa/NaaYFrle2lqTJpyxNH5ufAkYLAF/T3OOC3mCUkbvj0953PZZdeRLPZAv5HEeAb1/fieRX8kddPMAAAO21JREFUSLF7xxj/8I1e9h+osnk1LBkVBKXkQqceE5lbas+Nc7DbBQd2YCb1YRdoibn1SaEtgORgT2+VApvOWDRFxggU0tXMKsHffrnCk9tKxE6a3J+CO883KbgGrYQw2zWYURCrEsm+PRYnQAeQLRJ+yvi2GHch0zABdDGqaY7czT9uXIMYubSEp+fA1lkAyBQKSJR2ku0aJ445e0OLX3xrnQ/+pcdsnKBDkVAUnZmChJyb5zTcqLOzY/lOE8AjiQUmskoCdmkA72mNLwSeNnRFaY2bLKRTAyIFSYdt89ulBN+TLBx2eeMlTXaPTfP52yTPH3I4NxpmplXPzm8G8FpvDLDz8DS7/u6ro6vHxlw2LHUJSiK/NdoyxakscdYVONcdcToCMDkXj+dxb7IFnHWJO8CeAl1iW37jA5cuzMWCT3+5ypduL9PK7u1OEdiJ9RGJ1c44ou3rTi21DeL5BirHsgV0kW7IfkMn6k8Cciu4k28j593YfFvnWirzLLjmRBHPfLtZbIoE+EobiyyUohRrbri6wbN7XT59c5W5UIBr05K0W3IHiAu/UeSTIbMA6d0zBbtDrATtxK3qCfC1pqRML04vu3tpcDHailLjKm2AnmQRNltw4GiNM5bGfPjdTVoBu47XSzvDsJWdRyd98Qd/8HFWn37NrmZrcKQx07h8IJhl8UiJvpqkWtFUAkW5FFPyFSXPPHtWR2DziPP+7kmvSdPQKRfbSesi3TRXJNUoybi0zb8TEM9zD8bmvQszbck/fLXKH3+yl6MTXtK0pyNaKVMuLnFS7m2J+XTj3Fnxhsgng6lisTtPFPt5OsLm2jkvn/fcWTAiOjh38rfC2pbz86LMhpAWxy7weV3I3it0Fk6f0zukRRN7aopzzgiZqQue2eWapCzRGZVKQ57pswLiZIEcJ6+tB91eG5QqrQ1P16aMzk7oKxiSxCOTFpHIZDHaCiWTsw4jw6s5c8P6v/aiFz555qZz51twgCXDPo4bfP2S1zhvmZnyz4pjUyUT+Am4PQNu34vxPQNq340yMfkMwFm6apRV2EhprLfrx8YXJNIT1WHdFOgwyYPuyE+2LwQC8AVfuT3gTz7Zw5EJxyBXFvl2TlGMuc1cWVheE0nHxe+gI9m2IvWwPSmFX3HiN0XLfYLXxfK1HFOZJYcubsOir1xriULnVlzJpFN1ys0lytGJl8VBSBPaF+2Yhf0xv/OeWY5PSz7/tQqURH69dPLD7bVD+h3bkEeMsvyO5Ecl1sNLT7aTp01ol1i4NLVDqAWhhlBCWeddtVNt83yCK+JYMzUbseewy3TkPblyXe/XZ+YahXNcAPg117yWj/31b9yvtHh045Kxs8JWjblGCd9TlEsRQSmm5EcEfpgB3POirL+N0fnLk538kgF9s2EKQ1uh4Jv3+mw/4OA5KX1LVtDJLXrJcMz1l7YJAo1fUehIoKPOu6BA+rBzv8s/3Vrh8DHHhCPThQ85JclqEBMLkC50ij5vXaAa3RaR8/zdXXArOoF9knyUDMsdYfocyDlGbIHOlKakFMXsmOejzM9jYT5lSRaqQqXuPpVMjCRZK9QsHI74mTfVeXCrx66DnuENnbMxBkLwAkUQaK5/XZMlQzGqkAdshucIth9w+eYjJVqhg8ahWXfNrdI3Rd9aeUTSoy4d2lIQakFVq5x6ZR9uXkWxZrqhcUtNzunZ/eit39p1/2/9xl+dGOAAz4+vQyM4dFixalixYFBTCSLKpZCgFFHyjZafAXhoUZAw62/jeBGOq9i6w2HPEY/P31bmyKRLrAS79nlMTDnZLca+0hpNTyXm778ccc6GNtde2OLM1SHLFsaoiMzgS1ew64DD736ihzsfLSUWxlrVi+4gT+lGUeMkv60XQt0p6DsXmaLL40SA/57w7gJ4RI7mDNzCek0e5cSquMmCOzaY5+eRF4Cc8HCRWHyN4eRSK2hprjq3zR/+0gwf/kQPuw+64MbmV2kg1ixZqHjNqpBrL2qy+bSQdSsieirpGqH466WEiSnBzv0usRYcOe7w+W+W2XvEZ+v2EsJx0W4bpIdyfNrSM81vlaStNJHWySI0n+SOECwbcbhwc8Abr1xArDS/1XE+5wH8V37mjTjSad95u0Y1nqccRFTLIZXAdP0tJcD2vTDh2qanjeuHRFHM5Bzc+aTH7Y8FPP5Mif2HfcbmXCJlUwaRdPuyTELSAXVuSnH4iZjHnvH54tcqbFjT5p3XNbnx2gYDFXMx9hyV/N7f9PClb5VpkziuhQXyQojRvBfCCuZQtNTmdUp/uoA3BWvneqoLkgt3gFMFtS5SEeus5KfHWoPbqlNFLZX8b1I6Y8BO5qcW2sg36CS5XKdWXCtTwWNyZFEKyq7ixtc1ibXgw/+zxt4jDqAZKGtuuK7Ju65rsGF1SH9JUfG0qQnVEq2dJKWA7FmgWdCvWTygETImikOuPL/J/iMOjz3jc/tjJe54osLMnE/UDIldj9j1aWqPtnJoKklPrAmVJkq0GR1perq63ip6F761HUUx8NsnB/j6FUPgVD/QOmfh6ROHnrui7M9QLsX4fmgst28A7TkhnttGiZCxSbh3q8fj28vcdEeFubrH9IxHLB0UVp9tcsAl8f/86tmLEBVRVw71mZgjj0ke3eax+4DDO65p0tur+fBf1fi32wPakCyTLcgWgC0z1ImUmtCR4dZRU9oJbBvhRRojutAa+w9f/JgH1CwZSeenqYB+23NS9IvTYbXp4lHJ0gLsbRnIY1QMnqN51+ubuA787l/V6OlTvOPqJr90Y4NqOcZRmjiStFumjaHWjqkk0kkGahYdSBO+jCfMkYrBIGZopeI1q5u87comc41pvnBHmce2l7j7yTLjEyXaoU/s+Mw6Pk3HpRwLqpFDPdTMNBXCKyHLy+7qG1j6gWPjrXnndB7AhVvj63fcMQN9jV6/yejgcYKSNl3IRIiURvLs4LgmUpq7nyxx079XeXhrmVA4tNOEJj+PGqY0QeRNewrmS6MT309kHkggBGEKaqdbmr/8TJV7nvBZvzTi5ttLBtxpyXV6TNEJObI7Rg7sghd3fgg+OxGdi80TgPf7BPOpoP1Ei9DcdZhSGm2BPbXWeRqJLcecgt8cKH2dETILkOZTtRJ4juZtVzdptmD9spjzzgopxQodaaI4KW6OXSLlZdosSsmE9lhOAiueUcwnUtRKEX3lmF+5sUEo5nj4KY9/+VaFe7YGtJXHkbESUbtEPfSZxcVxJCVHsWyVii85u/389me+NLN+443fG+AAW86/HNDf3bn1/iu/cNf+4IKNcyxZELL3oOTRZ1wm62X+7Z4ye4/5NEOPqO2i3VQdKvc9C2lAnbnaUpBZn6UQJqSbtORApRqnCeiFyfqJ0Vy5uc1br2qx+5DD3Y/56XXtQJttcmW2g6mx1Nl36OotobjNnjedC1Cbm3cGdzo94IX9oEAtUvDa0cr82faO5ItP2yeeURZbKGheQpad62JtJ09rxfrbjvAsWsADj3n8zRcqXP/aJhee3U5YpbH2sTLgjmKXKPJMy0PlZPWiRYBjAVxbbuE4KWZRuDLmsk0xF6yfJYxm2DcmufnugIm6y6PPBOw7WGJ4NObc0wUTzdOfOnBs7v0rF1W62omuAO+rOXz685/7QBguvfprDyzfvOPgPnbuU+w7VmHb7sBYZs8KgwfGFSeEzJq7ZqFwkbf/KIDLumCRhraChpK0Yi+5JcdABEoglOaaLS3e9YYGZ6yJ+Itfn+HX/7yXux8tQanLD+hAlLAmVoGWdKMnFN2F9sUpmvh0e3ctFNsTk00Uipa4yK07wKzngz7Pn6ar1e70yOTbO2iJBXIb8AVgJ0N6cNdjPr/x0R62bvNotATnrI+47uImQoGO8y4TYegTxi5xZNZcWqX0KD9kIT+mEATMI92RVLTaJnDoOYp1i2P++38MkbLFtt11DoxpnttT5ozlowRDKzVCxKs3vOPUAQ6w5cLXo+LGTacv2LH+qZ37qn//5VGUV8Hrk0m3uZyJ5plizCvetVvupUCzI5epcmqowI9hGkFTu2iVJATHijde0uTPfmWa01dF6Dacs6HNr7xzjie3e0zVxQl+Rc7JC5QEulrrrgDFstRCFLZl8yi1yrwMQ3dYbWujTVFSr0VagCw7gJsWFKTgLhw7mVzdPls6MDkj+dhNFZ541gdP8MxOn9/8aC9xDG++pImItWlUG7uEkUc79Agjlzg2HZrzYxcDTcU0arsMMck8tegMApg1f7d8JGLNkgY3fbvGQ8+dPvcXH77qplo1OOEpPCHAT1uzUD/80E0frzur3//Fu/ZWhwZr+I5EJRY3VvlFdZIU1xzQVjK7KC7qCjV2KRPRmkgJvMiEeCNlfKBEMW++bI4/ef8Upy8P0a3UDMA5Z7S5fHOLW+6umMBRBksyYGdgtV2AFL9DetIzUNv0Q+RHnTcBOmaDvf8PivYMuNi/y15oWmF9G+TJfgX3YJbLkoBNg73wRHefoUIIcDV3Pebz+DN+FnLVvmDbHocP/rVE60nefHEbKTVR7NJqezTbPmHkJtzcom0duf9ZdZJVjpgl4mWF6KZrrBEhNeq5k9Pgej38xJaIhrd0/PYHH//4T/3k2094xk8IcADlbUa5M5Tlc5w2PEukNM02NCJBGGNmKEmmIF3Kq1LLLi2ApWmdKTCSCxprjR8JEJrZNoRRzJsvmeFPfnGaM1ZoopaXnHijGbBiQcRbXtvgnidKTM4lmfLzr1I6H7q4BYuMI6coHUGfLui2NVmL/2Wy9L5vL0qXVeV8SYncCqeLzQIPtwJAtkIWmRUXRUs+/6wh0EhPMzHtcMu3y+w55OWUFAG+4OndLh/6Gwl6gtefF6O1pNHymWuWCEOHWElSZWKwy+1ybZyCFZ9XnJ5+U+PqjCKHZtul1XZphYKBaoXLzz+DUtB70nN6UoCvW7Gkta25/RcvOHPJF5999vlqOxJMzCqoY7TpEqWjTHZLdFjLDNypvmGaz1HcLz3JldjM4GN1xbUXTvHH753jtCU+zbr5qWamx2gd48mIN1zQ4mvntrj5Djfhed0nsqEoOplU2eWex79toM/zolDczz62/WyOcYK2JSdEdg7uTr92AezWNtvKF/m3KFj4AhfP+FQ6QQS6YzZmKcsS7njU5xsPBUYoyXEMXNJ1lyN4em+ZD/6dT6wnOH8tzNbLTM8lRerkljutoncsIBsqIucVpxcqvUhSOrSgHbpMz5Y4Pl2i3oRlK9bMNdvBL/YPLZvvGzxVgM/NTaoN61c+XKvI6S82DlSbzYin94YcmU7qLp0crJ00QAidWe6smDZ9LSyFVTtpCeitCjauDXn3GzXLhnuZnEmAnchBuDJCIxChZulwzFsua3LfkwHHZpyieyZdYHbSEU4AXiyQdwC2YL2tP7D3nw/zF4Xv7hs6gzopKG2akoXr0//TRf7d1S9+chYlHTg2IfnqPQEHxlyT45OJlPpZ4YjjS5471MNH/rnGf36doL9aJYwdY0zS1jTzeitRaD+TCzt1CLLaC1EJvh8z11Ts2CeIlMclV182PTi87OGJqSl1kp9ycoAvWTSKcNyxsaP6hsu3nHnn9NF7vN6hOru+VYPYJXBznm2rz9oVKDbIbanh7HVSneG6At+T9FRcTlvhUnaHOTzeoOS38b0I1w3xXJOU4gpNLBQuMRef1Wbd4ohjT/smtTMj9/lzllWHlQ6b/e+JKUk+KcQ8QGfssgvgXwzcbZYtuv1HgbZYfpiCxbfTaq0gUZfDaOtYGe2xXXlCI1zN8wddHniyBDqtZU1kpqWPlC4lR1BzNTUX4nqVex93WbvMo7cqKHkazyVJq+7oQp08y9gUEjuOJs4qkuxSwVTVTFIJIpSuc98zLbZu07z12ovCqZnwhrXlvjGc6knP70kBLl2Pw4f2MTiy8kC1NLdrp777tK33tZmccVgxAIGXUI/s5OTPuf51kgPi5MB2nQTY0mg7ewm4K4FDb03iSM3kTIAQUFUSrdsWYPKazDTcLDpFo7v9FjoseSc9EVj0pQtHt4E4D7mi68tTBXmGsw4gFuhIwXNSBHMOcjKLbi8ii6q1tm8694UXvonQSdmanY1pJDeEdAlcQZ+r6fE0PSXFQBXiWHF8ShHFDpVAEvgazxV4rlXe2EVWxFEG1KkVz3GUb9fAkhHBaSvn2Lp7lGUrT9t12toVB154YQ+rVq38/gEOIKUkmr51z0h//3sfam+8+/ndj7N6CHoCZSZ2h6XIAC7y9oO21XYdYcDtCrzk2XclJd+hUhaUS+bWFiW6iJ7rZqVvaeRLKRclFTqW9FU0ixbFiOeLC6cUXYU6xQy8ugjYDlB3HqMr9+7k7iedACcAte7+vughsb5IZrZF/n/F8h8r/G7nqqSgFkVL3sUeCAFxKDh0yGWqni6YUpFSF1cKKlJTdjQl1zxcxzTNarZiXCcJ/sSCkg9RbGooC0BXGie2G4mlkhL5F0p1VISAZstBqX7WLox415vW8sKx8L3PffG+PTe+fvP3PMffE+CjC5YwNTOHX6scCmp995y/7tBl7eYsYWRchnFsqixia6EksIoGki4IbkZHkocr8FyJ50p8TxKUBGWfTJNcayMdFsfmEcUSx0l60CT9IqNQsnhhm9de1OKOh6uMN8hLOApGNU2w0vOsc2FB2bHQ7Izr2P7wbqNz+0m9hZru1r5zu01FOhegluXOrLoFbtIgi827O3NUOoaUMNEQ3P6gz6HDjtGUyVItRN79IuuyYf4uVkbGodmOzXnSxk0YewLPNUHp2DX7xcqA3lE6ozFSa/LU6fTamxaBsRLsO+rR17OOqy49+57lay45FEV1PO/k9AQ6lmUnGn09Ve77zsM7Foz2fPyiCzcSBJLhfo+eiqQcSHzPFLBnVelO+hDJ7BV4ngFy/nDMsy8p+YKSB76n8dy8o0QaBFJ2n3ad5DjovBo7OysFpMjsB87LO8mArAvct9Oap1sL+3RhI/P4M8wvgjgZ1ou02gKtHUq3kF0AbMfiM/uPRDQ/s9o5XcndjKlLkflg1/bMTyPVIolK55VO6V/FShNFmnaoaIeKVqhohZpWG1qh6dzXagvaoSQMJWEoiGJBGAuiSBDHIgNzGEtaoaDedJiadTg64XJ8KqJvZD1KVD/+3LYHdpwKuOEULHg6yv3LCKo9Dy9d0biZ9tHrt2/fQ6xcpFRJsEaReA2zBaUNcte1LLcjcV2ZcG8L3AnAXSeXGitUrXTkWOS3Zd3BFYoXy+bfWK9Pzsfnb8ssrDzRx52ssuck4BbzQV58k3hSRNF65zTF+kCd54jn549EPzz/UkU/uOVtwZ6wxSlcCNzZX1Pliq9hlHhHst8n8wmbBZrygjd0wn6E8biA+a7tUFJvScIIpmbbDI+u4LTT1t68cvXih1GzpwrbU7PgAOduWMSKnuk91115wa+2Re2WRhww3C+plqWR21KGbykb5E6+iPQySuJY1lwY65+CO1uI5AGA9C5rBznSiXQC25k98s5dxTTZArCzvfW8I8zDaoG2iOKOotsfzvMjzscuXfa39pkv/iPmURXbeneG5e17VJ6LUjye/bnzuLk1k7M9O26cShuaGsWGskaRIowVYaiy/pXtMBHqiaAdiaQrg7HisRJZH5+0o55Sgtm64OhxzcIRl9XLy7eUBy791e271B7hrHnpAQ5Q61/MAw89vPe8zRd894rzR2mEU8y1FL7vMjYD9ZYpTUPkC0pjtROL7cmMd3uu0aH3XeNS8h0MPUk7uXUUyZ4QCOkiMrsYOZEW5OVphSZaKRZPYK3n+c47cdoF2yeE6SmDmwJqT5Q4lW4p+LcpgjcP03fxwKQlayoR0YScr1tTXZ/wS3Z+p7SdNkRKE8bmEUWmOWsG8siI1bdDCEMIIwNwI15vvq8jNdVyxHB/g1Y7plZu43mHGZ8bZcPpF353/OB39q5fs+jFQPbFARxg07pFXHDu2X86w4Kbdh3tI/Dg2ovnWLtmhrFZaXq5iJyDp9bbTxeUrsC3wZ08u9YqOw0IyA6ObGukgKGGcRPGxx1T/Z2hNS90yATs6QRtlzpMOoDbQWvshKvcOIsE8KfOuU8B3yfcIYtIdnhc0gVkts0Cc5HikVtty21oP3wHBodiCHRe9dvluxnqQyblEMfmEcXQjgxdyUAeGkseRhigR2QAj1QqvKkZ7Gvx1L4pbnu4Sb2peO2FvVxzae9NonzOnwpv6Ys+py8a4L2Dy/jop/91akYs+PnNa4fuPe8MQV/PFDsOp6KcqcUWeJ7Acx18z8nA7XkpuMFz89W4a/tGnbzha1EoiIJF9DzFzoMu/35fiZnMpZWb5MSTW0zy6rDM3bh3TkVEZq2zjy64VQpP87a/KHB3ugyx6Ekn39ZFq14ojLJqMQt3g8JaxgJ/+kj+Jo4EvRV43aUt1i2OjMJmcpBUfi196PS1MovM9DmKtaEqcWrRjRVPLXmYWPJ2ZFRgw1DQjmRiyWHN4jrjjQZP7JDsPLDs3osu7fv5AfHZqTM2vHiAn/Ii0x6/8fM3cHDf43W95fXtrY9+hru/G/LC/iHWDmvKgZHVKnkS3zWektSKu67xtnguBb9o+tqzQS6tDDNp5yqo7EHSKCvK2lQnkBamC3vWbwcrXwbm0RRpAbV4xyhy7859CoDv2CAsC38ivNuBnBNPijTfJF1Aph4PXbD4OR83f6O0TkQr7bRZXUy8KtAcWXAdukKT9xE3z2ZxaI6d6hCqpBg4df9FiQJzKIp+GRNpTVJQlUB7svAbhTDGcGK6xNqFARdvnOLo9DCrN17bvucBUb98y1nfD1S/P4ADLFq6DKXUQ7fde8HFN93+SHnlQMxIn6SnIglKFtf2EoriGG1DN+HarjS0xAa6CekmyrQWyLvLKpsI5tFJl5lmEjYtaOWlNZi56E1uxYtqVmnUrCv/tjHchccU8a0R4vsw390Ar3MQp/9XsOCpSyWROc65dp6jYlfcK0RSPZ9qG4pCl4j8tUQrSW+gGOmP2b4/F/jRaCPQo1OQW/Qk4eAyFkTCnIfQXjVoRdpMS2mZWH5p0RxJFKfd4gZ5zxuOt/Y3eu5dvGzVQ1mp4w8T4EIMc2y8+TtXXfZmvfWpsV8fP7wzWDBUIiilJ9FoYXgWHUkDA3bo1rXeO7LDghdaoeRgT9uWCK359+/4PLU3See0RH4KEhEU88BzxafuC8sMzAly54fsO600xf/VHcfgxAY6cxMKcjohitTDRr+hFGq+1Z5HUWxhoG6yy7lofvrQiaxyFEo2LY+4+sIm9z9dARWDjI2nTJIF9lK9QBOrSAJ+AmScOgfySWoAnfT1VBrl6sSqG3nuRkszqTXTs5LZeomgetZ4X+Bev35536n7BF9KgAOMDAXqM//05d9/zWkLw/bS8IMlecR3Hc2ewy6NpsTzIPDTRWQCcGkJeDrkeQmOKnLvNBm+U8AzK1aNQWimGw4qdLKyubTI2FQX2f1fdM7JZYcfnI73gixQkwNezKMp89wpJ0TzKVh1i6bojs2pzIgN0JQyFLg4dAEyuYUWndY6V8GyX8dK4pU0fZVEli2R9ABFrJ2cksg00qhNv54YYqFNyxsFItbZzFVaJ02yUjqjMoEgR0oazZh9RyOk0Jx1xqK28lZ9stxbbf8g+PyBAQ6wYTltJZd/pKSn28fHd/zhrQ+05cTxfhYN+fiupFzSlPzEO2LRgxTkTgpyqyWKI7p0iRBFjXDPj3nqBZdHnylhdytOQ8oueWvAzsZSRT94kZ7YALbD+BlU7YVoJ9BfyqG7vCymnWRvtEg1/VJgawvcRTmJvL1J0o1NabRUGLkHZaLFykHHknNPb7NpZch3X/ANerUBeFuLzMESa5UAVhBLjVQglbbWHtq0AFcJ+IVGJKkbcWyuVaXssGFlSN/AOPc9PaDm1NAfxoz8xWPbJn9ggH//5CYZF13+VhaN7GusW7/g5jl5tr7zUYdWS1PyBbWKprca01uNqJVjo6/iqUQkvwjuVHM8bT6Vt+xWlkVP9MdFhHAULxxx2LHPI9cBz1uTZDWhVmj5pNQkd59j99rptOzp6Ga0831OEe3zQvRdtmeuvDyIg22lswWj7TK0A0IiS3nolHKzQR8rkaVBmJQIh3VLI1YubBvfnzZ6NVprQp2XLaokSKNUh8swCf7EityjEmkabc1cQzHTUMzUY+qNmHao8F2HK8/S/NwNm/SSVStv3jk20/gPP/22HxSeP7gFB4idNfSM9m6v9I68/2d/ovo3h/c+JYf7FKMDEb1VozobxZJW26GdJGkJ0kJlNb+ZVdYaMKUoebtAR8a4fsz4DPz7g2UOTSSdHDAAN/kSViV/armxxH4y/7gu5od3WWR2YjXbbuH4pXQTmup2qxRNdJkAiReFdBEp6Mq3jbU2amACnVlvmS480yaySibRQ0NPpHQIQ4cFAzFXX9Tkvq1lJppewsNjIukSKkEkEw9K9jDHjk0pZaJVnv8+pSCMNa0QU4PraJphDLTZV/bZcMZ16tJlq99/sLVoe01MvhTQfGkAvnbt+Tyz7fn2667Y8qlw+kBlSd/gRyvOfpaMtnDcBrHSCB0wNlUjVgIdiwxwJpen6A7MwJ607y4APWl7svV5j6/eX0aTJuSbBlNpYyk3kT/OdcCx2oB8D584FLm5TUdEh0zEiSbBi0J3AbNdLXqRghTBbHrmdKMmFg9XImnIKlFCG44sTLcHJbTphKwkMqEoUezi64i3bGly810t7nqiRKo+ppRDKI03JVtsCp20GC/qB+ZqAGZ7O4RjsxDKGK0kpVmYmWvRNzDE7sOl3zz/si2fcg7sjhcvPefVA3CAM05fz/TkofiK1167c+rYwMz4vn09uw6O8f/d6zM7J3nPG2PiSBJGMotakVlTu4ms1dk4oSWOZcVdJ2a6ofn6fQG79peg7IAwPeeFkMZ6y/k956XstOi60MEhB3HRZVKw1jbVnrfg7Biiw9p3YrrDOnf7/9QHXtgmsFJjO0HfEZLXadvt3JobVVlpFutJs9hYaERixWPlIJVCKod222HN0hZvuKTB48+VmQ6NFVda09aCKKUkMuXj4ChjuZXMvTtpAYyQ4MaCkYGQ91x/lMk5zb98u5dGeyHnnHfJzLVXn7tz/4Ej8bKlq18qWL50AAcoBWV8d/qW6soLfmn3odm//J9fvmNw/FjMqgUeDz/tsnRUJKVL4Lkq6ahllbrJDqAn9MWmJ9KNeGqHw03friY1gl5eIyhMrrIvTO/Lrl0cChQlf11ceHa6DIsh+oxndyw+0/1OJZHqRCNzDaYHsjwoWVprguIMyAkPyGiJMAEYkbhr0w4khpYkwSdhHkoLpBKo2DFAF4kqlVLEyiWOIt752ga33NHivm0+uBFoRaQlbS0ope5BCa4yfebtGlKBAbfrmoVlNRAsW1BGhsvYtHiGj7xP0PAvPr561QW/tnv/zC3LTqBQ9SoBeD8AO/dO/uOyVa9333tj7U9feO7ekb7KBLNNzfFph0qgk6odgZsGYbLkKj0veilljHRM0bHrRsw2Ff/7Gz3sPVKCUloI6yKFIBBJz/mka1pGUaRVG2pz7y50JQNrB8hTdHcYdEQnIc9enTpJsX3aomN79kJYIpyp5S+E4VNvSmK1nRzcpq0giLRKJrPimlgIBIlHJTatv+NYIaWDVC7tlseK0Rbvum6W7+4uMxVFICKUcmgLYfziyURKgz/KolQIU/TiO4LAN/UDc82IWx8QbFyzkre+6eJjF2264Leh+Y8rl724RKpTGT+wF6XbWLO8n5Fe/emfuO7SD73tjcuOjTdmeGJ7k+k5TMJ7JIxwkM4td5GHd7gFhWn06siI7S843HpfxYRFpZdYcIkvoeTorB132pA0bUPS2S6kAG4sC2x7U8i3zVt0dlpv8u1dMH9ydKfPHW7AzioeG9BZNQ9JbrWVMqs6QvEmcmgWlVoli0slEpegWVjGiWhm9hw7xLFLHHtEocObLmmydlUToYxAqtbKaEqmPDx5pN6UFORp+WKa+99bczhrXZu+gWka7spjS1Ze8qGpaefTQgy/HFB8eQAOUKnW0HOf/dTwcPiBY7Orjg/WXIZ6I5otk0WmtSj6w2UxDzwFekZNnIiWivnsNyrsO1IC1zMAly6etEqppDYt6mRCU1LrbSluCQvkXReWNgfvgtN5+1n7Wm8L+3/PIQoYL0Qu0/eFuVAAe7EkLU+sshKjVNEdGGuRlwQqkYM8dnKAJ4KoYeixbIHi3dfNUnZC0CGomFhDO8tJyS25OV7eLEoIQ1FKJcnYlObYhM+1F604rj33A3/6ya98qr+v5+WC4UtLUTpHZeQX+ft/+MLnztvQ017Qz9/eds/BHlf0Uimbi+Y4Gs9VSeOqE+SdpIqjTsx0C+57uox2UnB7OFISSAikxsseRXDnXR10ZsVFN+tNF3rSadFTNNouwo4Jkd+duzvOuyVX2dvSBWiK5sL/ZfuaT8q1CUm8KToDtiCNYhorDxiTFnd86bwXmfkE4ZjfmukFxojQ5ZKNLcpBSL0RJ4tNRZzmlSTfM9YkUUyT3+0nPXukFPTXHGq1aQ7MrZw5y1/+y2/Y7P/LRZff8HJC8OUFOMDbrxlXA8vkTQ/eOxTVekuf9ePDQRz7CDSBH1EJQnw3snK08wawqTyEI2OEH3Lb3QH7DwZoz+hzCMchkFCRmpKj8aVOakMNuN0Oyz2vs9n3cBXa4E6xUIx2ii5W/sXlhc/j3p1gLuwnMpNYkI6wvCTpe5FYdWUnt6Qol5hV4fyaN+tXkKi9ugipaIcxSxe1uPbCOjd9MyB2ItB+R1sR8z3aMZmHxZFQK5sCmLHJNpdfvKq5d3rkPf90n/evC3qbJxXteSnGyw7wweX/hf/1qS/EtfLovw6P7IqPHov/aWr8SLBikWB0oE5/T51YCeaaPlHkJIXEIgO5lArPixg/LvjkLTUmGj6UfITjUZKCSiJfkIHb0Vl4Pl1Y2jy80xcuO6y3fYXTVtKQ7wPMozCFfzv590nQnmn3dfOD6+L7bDEpOiiK6NwvoSbJRpm+VsZtpFXC3YXBlpYG6HnFkMh+oy1WHwqPviDiPW+a4/ZHqhyZKaEdE7rXiDxDE00YC6ZahqYMhVAJBOv7QjafOdgcGen/2bNfc+bNl2/aE59/yc++3PAr3JtetvHVr3yRC66+Qn9xl/PsZSv7nlu1SL5pQf8eb+eRSR7aHjHXgt4goB155oaZ0BbfNf2AykGDm+8p8dlb+2lQATfAcxx6XCg7msDRpuTN0fh2ZX8HB5ddAj0pwLuBP11gZnxd5m2pjQ+9433aCzNdmHa8LhzzBNz/pPvMc2mK+VQrnVfW4njebOuQVgaR8/cOZ39KVYQwzViHBtvs2CfZuiMA10NKl8CBiqsJXE3JBS0F61bNcv6mSbxSm4PHJJvWr6pvWLvk5y6/+jv/On6orV5z/n/6YUDvhwNwgH+/9cv89W/9NI8e+tozy0fP2H3n01zzd19WwZ2P9DAx2ctQTwXPlbiOxndNH07fb1MOWtRbIR/+ZD/b9tfAK+O4PjUXaq6hJqUkx9zL5CqSTEVpuQgtgHeC2wZTroKbiBdl79NFsbAmQtqsVVjHEgnQk31PAHC7ikjazzbQbSDTsXZI/t/+DZB/RnqcHOIiI/a2CpbuAHf+uuj3TxfnPUFMby3kK/eVaYU+0vEou4KKq6mWoK8MKxc4vONKxTsua3LR6S02bVg0NbJg0S8cnrnppn073sElV/78Dwt2PzyAA/zLTV/kfe/+rzy9a8l3e3tGD25aveTyQX+uUnNjykFAOYDAjwlKphdn2W8RlBt87ps+//u2fuq6hvBLlF1Jr6spu8rQEy8pWs6KKYzvtSD4KW3gJuBEdICdosUugNG2yrlFt4FdsOzS2i67ALwbkLts6wxCSXsxbO9rHaMT3MV2JdZrUo+LzNyLKeizHvTJMczvVEhHMzzYZuy44NFtZbTnU3IkNU/TU9L01wSLhjx8NyBmEYuXXTy+ftWyXzv39P5/PjK2mLf8xA/HcqfjZefgnePnf/p9AExOTn7O81z39jtGP/LIw/eNCOqZYpUjFJ4bEZTaTM/GfOP+GuONAEolStKhx9EETgLutAwu5d5yvjUuhtXzNxnvth6dGYPdclZIjlPg7aL4N9kxToWDQ3Gl2cWjUgzo2Aex9rXe2pmFqd3WWuRWOft+KQ0TSKVRjsZRRfqSu2192u2YvkrItVvq3HRXk4lGmZZncsTTBXwYxWjZx/K1lx1bsu6iD6o4+pzTe3Id75dr/NABno7+/n7mZuv/cPVVl4nBPu9PDuz61kirMYsjFL21Fv09s1QrdZ7aI9i1vwwEOK5LzdVUXEXZM3yvlBUu51JxMr1dJxczHRl+EhR0Xmx7zPOFCOa/tz7HvMzRJk504I5h56TownuD6oJ4V+ffdXE3pvuJ1H2Y7V/cUaR0JJu8iVpVrHGcPI22IMcnNI6MCVSbtUubrFtc56GnfeYQHMdnpApax7ToZfM5lx3bsOniD2n4h6D6yoAbXkGAA1RrFRqNxqfOOee8aMmC1kfvv++RgSDYwf7jc9z6iOSyzfDNR322Hw3A96g4UPM0FU8TuEbHMLXgrpNLM9tWs5ti1Mk0PwqY6bTmWJYc2wqm20TR22KBvROHhUlmeesK1lqQ5JBQtNKWH9z+gqLj+OkuKnPN2OfC6r6mE/Yt0gW6CQh5ShTOlZAax4lptXxWjbZ4/XkNpmckF541zaPbB5iLaqxdvYTNF1wycfbmc/5bHKnPVqqnJrH2co1XFOAA5XKZOG7+48jiC48vXT6+JvZ6/+xDH3/Im2kELB4+yuKBWXoqgsnQpcc1q/Wyl4PbANyEgtPFJGAurJ02igX25MLbYjq2pTKWLbGDBaeCxUesBWG6PfefdywkO4YNvmStl9GK9Cagdad1twI6Rbxm39v+DiK7C6S/U+Sfl52fPNqZ0hcpwHEFXlIAbEtNpA1cy6U2jTmPA+MBKxf28J+uafGTW6bYMbkl7Av6P/CGq87bGQTlWwP/FYfXKw9wAMcJVH3q0Vsuf+0F/p33Haqf/5qBT0wfe1qMVtpyz8EILX3KjqDma6q+puwbemLkJ0RS1Gy0EKVMuo2ZVj6oRE4uS1TiBPkdyUiNYyH+0cGpC3kqdPBua1Gab8iPkYJ7Ht2gw8ed8qfkP3UB2EXrnYPbUgPDHDDNU1FdgG7UgXP5NDA0xI00sZcXI8dJ7gqAlIp26KFwcUs+B8cHeOFgoF5/1Wl6k7P+vz6y/8zPbN2+t335uRtfaVgBrxKAA1T6zuX+h59t9/ev+MczT3PuXLtl5kbPa/y/dz7VZKZZYbAMNV/RE2gCP+8Q4btQShRqXVfiSFO13Q4VhJooieBpy+qqZAIUS78sy2dRBDNExwITC1X5hsxNSHc/tT3mSbN1WO1sOxbo5zWXyr9D7mWxpe7MwUxJmchEqjILrgy4W21JOzQ5JY4wQqixUtn3iWJBGBpZByk1rcCjVvW5YG3ExFQvhxurfrenf8MXB8tL9o32H273Dr86wA2vIoADbDl/A0Bj7IXPPj+0YtFHPv3PJf/CMxb/Tm/PTuf+xxQ9Jclgj+kG0QzN2XddQVAy3SFKvoPjCKJIMdeIieLI5F2IPPcbSNJGc8EalVx5KXNA2hbWttCp16WwjS6WvcONZ8+KE6pY2SAvuETIrLd9B0q/ZCpn51jVUJBrayudy6Pl39dwbqUEzbZgtgFhpHGlICiZhCzDxzWxksy0BX7TMQtNR/KNx4YZHjwz/qV3Dv3RVb98+kfa7I1/99cve6UhNG+8qgCejuGVP8fH/u5L8a++7z//Xqt52P3Xr9/1m5PjW0t+PMPogKSnKtl+oMVsHaqBpFxy6K251CqCsm/QcOCY5viUNmI0CETSNkUmIGoD7dAUw0ZGIAtXG6eaTECVYdICd76ItLwlybD96rm/3DLfyZqA/K2ZbBJQRZfmPK+KLlp43TED07Rjx9G4jpEvjpUgio0kWjtM9f9MhFcmIvZCKA6MwcGjMQJFyXeoVUxta7kElSBmphGx+2CJSskBypSrVTZu3NwaXfqGP9+weuD3djz1Bdae+c5XGjZdx6sS4AC/+r4b0Po4jz/t/84VW66Tyxasv/jrX/+aXDYaXbx20S534YI6/3LbAhb2CyplyUAPDPdHjAy0EKLBjsOKwxMVaoFZkKb65L4rkI5AthRj0zEzTYHEuBm1YzwFUhddaGlgSFrWuNPXbeesZFHPNOBDJ9XILbAUSRkZHZa7QNJzUOdJVSJfW5BGbE12pu/FBuQJHx+fMjo1Uhr64SQyHiVfUStH7Jto8txhH1c5jPbFRLGL53r09wh6ay1u+c40T2yrcvX5S6IlsvLAig2vUwuXrnhAytbv7Ng7x7rlr6yn5GTjVQtwACEG05cfeuLhr/K2N1/YU3bH/260Z/odR+v7ZDtSlEoe/T2S0cGIlYvmKJcn+cy3FF+4p59FNZG1oSthPC2VskO14lDyYsaaTZ465NIfSHp9jfAT5S2dG+40tyQN3Xfj0/n3taOhZo2QAlylbV4wApW2R0eSREX1fGxDPhl0chyRBl9SXp7EJg3A4yRLs02tUmf/WMDOfR6e61OtCGpAyRO4rqYSRPT1NHnnVWPE0uXzXx9ituGzQkX4nmSwV6JVyFzoE4ysUgtWrP9Sdaj6vjse3Dfzs+/c/ErD45TGqxrg9jj7/Dej20/P4Kz5Zd0a3tE38Oimy86T1zvtvQz1RaxYWKevZ5zPfAtuvmeAoXJAM1RMNwSBZ8Dpe5Jq2WGoT7B6ccTG9VNMtSRPbR/G7TN5LL7SmSclS61NvDNGEWs+vO3yrDRknyZ8pWH/WIGODM81fY1yNV4n+TzTZ35+2D39jDj1wCSfJ0VeWS8wFMVzFIEfMtw/w5MvNPjUbTXcdsTKhQLw8F1DVTxH0VNpUfLaTE0PcOOWaVQ0zue+PoQ45uM5LaolB3X6Bi7Y7N38uoVbvrtx7YqPzdbrM289Z9UrDYdTHj8yAAcQ/kaAsV279374vAvOXjEwtIPJsZ3X98hHqAYH+fuvS269fwGnLyixcSXsn27x5HaPgUgihHEllgNJbzWmrxayfGHEReva3L+1n0bNo6piy5tiqEzaOMtJMgUNzciLCsAU90IOzBTcqR6jlCTlYlCPNa12TKySutQkr1dKkRRhJ79V5Om9BakI7KSsPOqYTkrHMenFvbU6j273eGpnmTVDmtl6TLnkUIsclALfVZTLdR7boTlybIBNq2q8/ZKjCA7zqa8O0lcf5XWnn8nIstNu/oXXrv21ubm5PYPDC15pCLzo8SMF8HSsXrWciYmJPZs2bfxvk2Plf+yrLvrVvfvvu/yh5w6zsBqzYZnDpWeHzKlZnt7TR6ycRIzf9G8slxS+p4z6UqRRKiLSXl4FnoJUkv2d66TV6hBFZnGaFReIPBSeWn3XNXzXPMB1jGruobGY6dnYFOJ6Eu0mCVlK46QTRST57Onk0BBFEEZkrT7SBlyOhNgRhULftFjbcT2ENC1DGi1FK4xph5JICaQDrTDm5vtLRHWBIMCR/bzl4jmazplsWHPR3euXVj62YtWarbP1aM/Q8IvX5n41jB9JgAMMDAwA7NBa7wC+608eX/Tb77vifx14YefaxuSzTk9liq3PRUShpNyHkXFOWtqVPEXJjyh5EY5r9IdTjcIM3K7Iui+nDymFAXekaUcKrYxbzVjtPASTWnDfg0qgqQQxI31txqoNbn/CY3rSZbgXygGANLWnjuEegqS/aKKb7jimSCGMJM22afTkJCKWaJF91zg2bfvs7g9xHFOPoBkmHqOkw0KrbTqYjQ5K1ixp8ODjZQ6Plzh38yXxwlUrdlzUPv4Lb7jm4kMq5nnfPYWEmlfx+JEFeDqSiOHz42Pjzw/2x9e+MFxbsnhk85eOHbyl97lvH6x6WjDUJ6iWTWawlFDyYqrlFu2oxcHjPq7rZEKdriOy0H8K7KDkUPYFpZIB71M7NcenFb6jCXxpxCRdK79EGFec75q7RW8lZMHQHMqd5NhcP8enPEqe6dPuSoXnWj7q7A5gREvLpRjfVehJ2LXfTLKSZ6rhIW+HHnrGJaiSEHsUuSwZDKn6LaZbVVpRUvUOzDbg2ITLkpGALRs1zXjt3I0/+frpwR51Q7l3+YErL5R73FOqlH71jx95gKdjaHiIONZ7hkdH9gmmNs40rrvo3TeKv9+2aUfkRrsGw9bBnv2HXeLYoVpuE6k5PvFvLl+8q49S4GSFykbT3LgTvaRDRZAIifb3KBYN17l3W50XjlVY2GtypF3XRE/TOskUpJ6rKXkxlXJEtdyiVG/SjiOmW4J6WxD4prxLKV3wj0tpGnMFvlkrjA7M0tZzbNszyqJBSW/VdB6W0gS2nDCX4whjUx0/1/C44Yo5jk4f4W9uXspU3WGF0FTKioOTCq88MhMMnnv8qrNWu+s2ue/tGVz14IpFtSlA/SAi/q+28bLJRrwSwwRyhHp2R3PCC1be1t/bt/5//OWX1/zE9Tf+UVzb/LTwh57o76s1g7Lgb78i+fwdoyxf6jDY20KQJG55pgVLUHIp+ab9SuBDtazor4UsGZnl3W8+whyamaagHZEAlExGO1/w5X5p3w9xZIRQinYkaIXCcGqVe0Eyz00Scvc9Ta0S4rhzfOobsO+4YGpWUW/GtNum302rDY2WoNEStEJJGLpoHMam4Lk9FW68RPHeNx2lVA0oV3qbZ6ztf+J971r39Nvf/pN/tGfb19aUywPrN65bdtvSgZkJIcSPFbjhx8iC2+P0dQvB3I3re/btxve8PwPnz95w1SZn4UjtE61wbP1k68Clb7vouLNq6VG++XCLiTEHzzHh6Z6qy8iApN40sgyuoyl5mnIpIvAjRvoilFKEsekqB3l43+S5WIlLjja1pY7RVgRlFFZjw6fTImvjNxeZG1AnQSDPVThOyNGpErOhoJl0K4tik1AVRpqpWYXWkr6aoN6CmVmYCx2+/ehizlm/gHe9rhwvWXnGvb2l3uclc+/3vWNxUArYfPXv6aB3bf2Vvl4v5/ixBLg9VixbBXnsJDp6bOp9pVJp4A9+beyPH37wdn92VsZrljrnLNwYnPvUrqNMz9XZWHNYtnCW73zXoVKq4g9KSl6aq2KinqmTWibeEN+TaK1ptQ2njpVx8bmpBQ/ayCBEtCMaLU0zMuKVSpFEGM2dQgjT9tr3kgy/BOxhlASBlLH8UayNR6jcYNvekCgssWJBC8eVHJk9jSWjE4+WS85jItjkDK+4ov0fzxz872G7PeGX+17pS/JDHT/2AO8coyN9ABPAfwG49Rt3cf0ycfnoQPj6oWcmbxBh67TXrGjw3O6HOTLls36xphrM4TgtJmZKxMrhsZ0BUeTglYxvvVo2Hom9xyImJhXLRiHuMYlJvhtTCVrsOxrynacdzt84w7F2jelmDyOR0TdxHEE5ECweaXN8OmLvYR+Bw0CPJIolruNw9ro2dz8uqAaKyXpIFDsM9zu85jTBgWmXFYvPZv1Gj/6++LmdB5d9aXix982feht3r9/46kuA+mGO/+sA3jnedN0VAHfvOTh+99tXcI8r1Jqqd0Q9vv15tW7t6lVXnDf6wbi1k/G5mPrkNLsPHOGfv1GmVY+g6uAIh0ogWL6wzbMHZ9l9xGe4z0EpB9fRVCsRkW7yiX8r8+TOBfw/75lg7epx/vwLJWaaHiOxuTNUA1i9ZIpGe449h0eolgPaofG5CwVv29Jg+65J1q1azNJlgxwdg7M3rmHRyKGPLJs4sPvCC7fI9esHZLUsdq5az23CHXmlT+2rYvxfD/B0rFg8BHBb+n58fAzX8/unjh9+4IUXFHtnCc89r+fXw+jc173rLQ6tluDBBx+h7NWpVEr01qBcFkQxNFsRUQSe08Rzpqg3Gzy7tw/d6qU957Ji6Cg+TY43YKQOUShBQyVQBBUH6ZbwvBKupwiqFfqXXsPFSxR/OOwSx7VvLR+d+OjTOx3vjI0bWb7smrtXbWxPjoy8POKVP+rj/wf4CcbQ0DDAJPAVgNnpQwjBswePhQsuHxRKqZDnnn0O1Wrjuh7SUSgVhz9z/ZW/X/Vab+7vUeHipQ12jNcZrAkuO1+gwh5qQzGBnuTdbynT1xtz6EiFFaMui0cDz+tzv6r0V36/5Hue73k4Tozn16gNnkO55HDZsJJHJypHhNC7f+q8l15q+Mdx/Hj5hF7hcced9yGEWDBx/Fhf4Ed6+aIGDz0fsnTI5/l9bYirXHxmjGaG7XtLLBpp8si2PpYMSUYGy2LJ4tEptD6yYdNFr/RP+bEZ/wePNAVpAkzsDwAAACV0RVh0ZGF0ZTpjcmVhdGUAMjAyMC0xMS0wN1QxOToyNDoyOSswMDowMN9AlRIAAAAldEVYdGRhdGU6bW9kaWZ5ADIwMjAtMTEtMDdUMTk6MjQ6MjkrMDA6MDCuHS2uAAAAOXRFWHRTb2Z0d2FyZQBtYXRwbG90bGliIHZlcnNpb24gMi4yLjUsIGh0dHA6Ly9tYXRwbG90bGliLm9yZy9IzyijAAAAAElFTkSuQmCC', 'weight': 4}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 51634807
    {'hecke_orbit_code': 36028797086073890, 'n': 1, 'trace_an': 2}
  • id: 51634808
    {'hecke_orbit_code': 36028797086073890, 'n': 2, 'trace_an': 4}
  • id: 51634809
    {'hecke_orbit_code': 36028797086073890, 'n': 3, 'trace_an': -8}
  • id: 51634810
    {'hecke_orbit_code': 36028797086073890, 'n': 4, 'trace_an': 8}
  • id: 51634811
    {'hecke_orbit_code': 36028797086073890, 'n': 5, 'trace_an': 0}
  • id: 51634812
    {'hecke_orbit_code': 36028797086073890, 'n': 6, 'trace_an': -16}
  • id: 51634813
    {'hecke_orbit_code': 36028797086073890, 'n': 7, 'trace_an': 0}
  • id: 51634814
    {'hecke_orbit_code': 36028797086073890, 'n': 8, 'trace_an': 16}
  • id: 51634815
    {'hecke_orbit_code': 36028797086073890, 'n': 9, 'trace_an': -22}
  • id: 51634816
    {'hecke_orbit_code': 36028797086073890, 'n': 10, 'trace_an': 0}
  • id: 51634817
    {'hecke_orbit_code': 36028797086073890, 'n': 11, 'trace_an': 0}
  • id: 51634818
    {'hecke_orbit_code': 36028797086073890, 'n': 12, 'trace_an': -32}
  • id: 51634819
    {'hecke_orbit_code': 36028797086073890, 'n': 13, 'trace_an': -84}
  • id: 51634820
    {'hecke_orbit_code': 36028797086073890, 'n': 14, 'trace_an': 0}
  • id: 51634821
    {'hecke_orbit_code': 36028797086073890, 'n': 15, 'trace_an': 0}
  • id: 51634822
    {'hecke_orbit_code': 36028797086073890, 'n': 16, 'trace_an': 32}
  • id: 51634823
    {'hecke_orbit_code': 36028797086073890, 'n': 17, 'trace_an': 0}
  • id: 51634824
    {'hecke_orbit_code': 36028797086073890, 'n': 18, 'trace_an': -44}
  • id: 51634825
    {'hecke_orbit_code': 36028797086073890, 'n': 19, 'trace_an': 0}
  • id: 51634826
    {'hecke_orbit_code': 36028797086073890, 'n': 20, 'trace_an': 0}
  • id: 51634827
    {'hecke_orbit_code': 36028797086073890, 'n': 21, 'trace_an': 0}
  • id: 51634828
    {'hecke_orbit_code': 36028797086073890, 'n': 22, 'trace_an': 0}
  • id: 51634829
    {'hecke_orbit_code': 36028797086073890, 'n': 23, 'trace_an': 0}
  • id: 51634830
    {'hecke_orbit_code': 36028797086073890, 'n': 24, 'trace_an': -64}
  • id: 51634831
    {'hecke_orbit_code': 36028797086073890, 'n': 25, 'trace_an': -42}
  • id: 51634832
    {'hecke_orbit_code': 36028797086073890, 'n': 26, 'trace_an': -168}
  • id: 51634833
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  • id: 51634834
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  • id: 51634835
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  • id: 51634836
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  • id: 51634837
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  • id: 51634838
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  • id: 51634839
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  • id: 51634840
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  • id: 51634841
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  • id: 51634842
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  • id: 51634843
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  • id: 51634844
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  • id: 51634845
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  • id: 51634846
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  • id: 51634847
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  • id: 51634848
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  • id: 51634849
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  • id: 51634850
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  • id: 51634851
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  • id: 51634853
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  • id: 51634854
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  • id: 51634855
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  • id: 51634856
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  • id: 51634857
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  • id: 51634858
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  • id: 51634859
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  • id: 51634860
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  • id: 51634861
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  • id: 51634862
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  • id: 51634863
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  • id: 51634864
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  • id: 51634865
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  • id: 51634866
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  • id: 51634868
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  • id: 51634869
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  • id: 51634870
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  • id: 51634876
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  • id: 51634877
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  • id: 51634878
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  • id: 51634879
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  • id: 51634880
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  • id: 51634881
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  • id: 51634882
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  • id: 51634883
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  • id: 51634884
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  • id: 51634892
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  • id: 51634893
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  • id: 51634900
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  • id: 51634901
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  • id: 51634902
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  • id: 51634903
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  • id: 51634904
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  • id: 51634905
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  • id: 51634906
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  • id: 51634907
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  • id: 51634908
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  • id: 51634909
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  • id: 51634910
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  • id: 51634911
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  • id: 51634912
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  • id: 51634913
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  • id: 51634914
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  • id: 51634915
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  • id: 51634916
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  • id: 51634917
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  • id: 51634918
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  • id: 51634919
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  • id: 51634920
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  • id: 51634921
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  • id: 51634922
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  • id: 51634923
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  • id: 51634924
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  • id: 51634925
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  • id: 51634926
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  • id: 51634927
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  • id: 51634928
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  • id: 51634929
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  • id: 51634930
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  • id: 51634931
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  • id: 51634932
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  • id: 51634933
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  • id: 51634934
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  • id: 51634935
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  • id: 51634936
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  • id: 51634937
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  • id: 51634938
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  • id: 51634939
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  • id: 51634940
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  • id: 51634941
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  • id: 51634942
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  • id: 51634943
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  • id: 51634944
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  • id: 51634945
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  • id: 51634946
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  • id: 51634947
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  • id: 51634948
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  • id: 51634949
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  • id: 51634950
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  • id: 51634951
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  • id: 51634952
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  • id: 51634953
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  • id: 51634954
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  • id: 51634955
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  • id: 51634956
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  • id: 51634960
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  • id: 51634961
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  • id: 51634962
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  • id: 51634963
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  • id: 51634964
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  • id: 51634965
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  • id: 51634967
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  • id: 51634968
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  • id: 51634969
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  • id: 51634971
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  • id: 51634973
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  • id: 51634974
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  • id: 51634975
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  • id: 51634976
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  • id: 51634977
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  • id: 51634978
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  • id: 51634979
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  • id: 51634980
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  • id: 51634981
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  • id: 51634982
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  • id: 51634983
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  • id: 51634984
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  • id: 51634985
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  • id: 51634986
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  • id: 51634988
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  • id: 51634989
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  • id: 51634992
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  • id: 51635000
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  • id: 51635021
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  • id: 51635022
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  • id: 51635023
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  • id: 51635026
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  • id: 51635031
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  • id: 51635033
    {'hecke_orbit_code': 36028797086073890, 'n': 797, 'trace_an': 0}
  • id: 51635034
    {'hecke_orbit_code': 36028797086073890, 'n': 809, 'trace_an': -19188}
  • id: 51635035
    {'hecke_orbit_code': 36028797086073890, 'n': 811, 'trace_an': 28120}
  • id: 51635036
    {'hecke_orbit_code': 36028797086073890, 'n': 821, 'trace_an': -29700}
  • id: 51635037
    {'hecke_orbit_code': 36028797086073890, 'n': 823, 'trace_an': 1888}
  • id: 51635038
    {'hecke_orbit_code': 36028797086073890, 'n': 827, 'trace_an': 0}
  • id: 51635039
    {'hecke_orbit_code': 36028797086073890, 'n': 829, 'trace_an': 54964}
  • id: 51635040
    {'hecke_orbit_code': 36028797086073890, 'n': 839, 'trace_an': 0}
  • id: 51635041
    {'hecke_orbit_code': 36028797086073890, 'n': 841, 'trace_an': -47810}
  • id: 51635042
    {'hecke_orbit_code': 36028797086073890, 'n': 853, 'trace_an': -25700}
  • id: 51635043
    {'hecke_orbit_code': 36028797086073890, 'n': 857, 'trace_an': 50196}
  • id: 51635044
    {'hecke_orbit_code': 36028797086073890, 'n': 859, 'trace_an': 80104}
  • id: 51635045
    {'hecke_orbit_code': 36028797086073890, 'n': 863, 'trace_an': 23856}
  • id: 51635046
    {'hecke_orbit_code': 36028797086073890, 'n': 877, 'trace_an': 6612}
  • id: 51635047
    {'hecke_orbit_code': 36028797086073890, 'n': 881, 'trace_an': 0}
  • id: 51635048
    {'hecke_orbit_code': 36028797086073890, 'n': 883, 'trace_an': -13624}
  • id: 51635049
    {'hecke_orbit_code': 36028797086073890, 'n': 887, 'trace_an': 50880}
  • id: 51635050
    {'hecke_orbit_code': 36028797086073890, 'n': 907, 'trace_an': 0}
  • id: 51635051
    {'hecke_orbit_code': 36028797086073890, 'n': 911, 'trace_an': 0}
  • id: 51635052
    {'hecke_orbit_code': 36028797086073890, 'n': 919, 'trace_an': 0}
  • id: 51635053
    {'hecke_orbit_code': 36028797086073890, 'n': 929, 'trace_an': 32532}
  • id: 51635054
    {'hecke_orbit_code': 36028797086073890, 'n': 937, 'trace_an': 0}
  • id: 51635055
    {'hecke_orbit_code': 36028797086073890, 'n': 941, 'trace_an': 0}
  • id: 51635056
    {'hecke_orbit_code': 36028797086073890, 'n': 947, 'trace_an': -6856}
  • id: 51635057
    {'hecke_orbit_code': 36028797086073890, 'n': 953, 'trace_an': 0}
  • id: 51635058
    {'hecke_orbit_code': 36028797086073890, 'n': 961, 'trace_an': 115650}
  • id: 51635059
    {'hecke_orbit_code': 36028797086073890, 'n': 967, 'trace_an': -7136}
  • id: 51635060
    {'hecke_orbit_code': 36028797086073890, 'n': 971, 'trace_an': 0}
  • id: 51635061
    {'hecke_orbit_code': 36028797086073890, 'n': 977, 'trace_an': 0}
  • id: 51635062
    {'hecke_orbit_code': 36028797086073890, 'n': 983, 'trace_an': 0}
  • id: 51635063
    {'hecke_orbit_code': 36028797086073890, 'n': 991, 'trace_an': -20752}
  • id: 51635064
    {'hecke_orbit_code': 36028797086073890, 'n': 997, 'trace_an': 51844}