Newform data - 63.6.e.a

Formats: - HTML - YAML - JSON - 2023-04-01T17:17:45.705636

• 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_indexes	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_polredabs	boolean
  is_rm	boolean
  is_self_dual	boolean
  is_self_twist	boolean
  is_twist_minimal	boolean
  label	text
  level	integer
  level_is_prime	boolean
  level_is_prime_power	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': 2268, 'analytic_conductor': 10.10418064821778, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 7, 'char_degree': 2, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 5, 'char_orbit_label': 'e', 'char_order': 3, 'char_parity': 1, 'char_values': [63, 3, [29, 10], [3, 1]], 'cm_discs': [], 'conrey_indexes': [37, 46], 'dim': 2, 'field_disc': -3, 'field_disc_factorization': [[-1, 1], [3, 1]], 'field_poly': [1, -1, 1], 'field_poly_is_cyclotomic': True, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 6, 'has_non_self_twist': 1, 'hecke_cutters': [[2, [4, 2, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 274978570303, 'hecke_ring_generator_nbound': 5, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 7, 3, 1, 3, 0]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '63.6.e.a', 'level': 63, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 7], 'level_radical': 21, 'minimal_twist': '21.6.e.a', 'nf_label': '2.0.3.1', 'prim_orbit_index': 3, 'qexp_display': 'q+(-2+2\\zeta_{6})q^{2}+28\\zeta_{6}q^{4}+(11-11\\zeta_{6})q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '5.2.3.c3', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '63.6.e', 'trace_display': [-2, 0, 11, 259], 'trace_hash': 665302520868800676, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.013', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.962', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.173', 'prec': 17}, {'__RealLiteral__': 0, 'data': '11.426', 'prec': 20}, {'__RealLiteral__': 0, 'data': '2.045', 'prec': 17}, {'__RealLiteral__': 0, 'data': '100.693', 'prec': 24}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 'traces': [2, -2, 0, 28, 11, 0, 259, -240, 0, 22, 269, 0, -616, -280, 0, -656, 1896, 0, 164, 616, 0, -1076, -3264, 0, 3004, 616, 0, 3332, -4834, 0, -2841, -5152, 0, -7584, 1540, 0, 11328, 328, 0, -1320, 33712, 0, -15788, -7532, 0, -6528, 21102, 0, 33467, -12016, 0, -8624, -29691, 0, 5918, -31080, 0, 4834, -8163, 0, -15166, 11364, 0, -21376, -3388, 0, 32078, -53088, 0, 2618, 76548, 0, -34866, 22656, 0, 9184, 32011, 0, -13529, 7216, 0, -33712, 136206, 0, 41712, 15788, 0, -32280, -114922, 0, -79772, -182784, 0, 42204, -1804, 0, 309918, -38906, 0, -84112, -107570, 0, -8936, 73920, 0, 118764, 193667, 0, -205110, -5918, 0, -91840, -93328, 0, 35904, -67676, 0, 32652, 225624, 0, 88690, -30332, 0, 79548, 134838, 0, -608730, 186240, 0, -6776, -13303, 0, 22960, -128312, 0, -227520, -398262, 0, 460572, 79772, 0, -76548, -82852, 0, -26587, 139464, 0, 634368, -97134, 0, 29047, -19680, 0, -139342, -62502, 0, 576500, -27058, 0, -113344, -456960, 0, 265232, 471968, 0, -136206, 727580, 0, -552858, -41712, 0, -221032, -164846, 0, 357476, -352928, 0, -229844, 30628, 0, -1302784, 86240, 0, 391680, -124608, 0, -510024, 1181712, 0, 7216, -757360, 0, 160339, -309918, 0, 392392, 123476, 0, -370908, -360480, 0, 430280, -626003, 0, 185416, -17872, 0, 202048, 88232, 0, 434900, 831348, 0, 387334, -86834, 0, -338079, 820440, 0, 82852, -583968, 0, 1179542, -613088, 0, 93328, -387045, 0, 232732, -143616, 0, 580080, 42096, 0, -232122, 228564, 0, -982128, 626832, 0, -857807, 177380, 0, -849296, 213983, 0, -50512, 340920, 0, -134838, -909034, 0, -1756032, 608730, 0, 30464, 878182, 0, 1585920, -189728, 0, -26606, 1960934, 0, -653202, 39032, 0, -898184, -1053795, 0, 105059, -2487552, 0, 1593048, -808076, 0, 427592, -460572, 0, -184800, -1277756, 0, 2451422, 1071672, 0, 331408, 4365704, 0, -2174959, -53174, 0, 976248, -3432338, 0, -179586, -1359360, 0, -194268, 1005312, 0, -2044546, -116188, 0, 107584, 166826, 0, 3617936, -1054480, 0, 62502, 1521456, 0, 1348399, -2306000, 0, -757624, -49695, 0, -650173, -117568, 0, -776832, 621888, 0, -925232, 530464, 0, -4045440, 2954280, 0, -1587836, 1906884, 0, -727580, 705716, 0, 429650, 552858, 0, 583968, 764229, 0, 4314940, 1894560, 0, -329692, 2588596, 0, -49756, -1556072, 0, 1385888, -1736008, 0, 421014, -6435632, 0, -122512, 862426, 0, 2449203, 1302784, 0, -1026256, -767052, 0, -3115419, -2141184, 0, 498432, -3533229, 0, 1796944, -1020048, 0, -2532240, 1488872, 0, 6909312, 50512, 0, -1514720, 2155038, 0, 766381, -641356, 0, 4338852, -462774, 0, -12377088, -4016040, 0, -123476, 148819, 0, 4066212, 1483632, 0, -3941248, -5068632, 0, 875028, 3011960, 0, 676760, 6094464, 0, -2877335, 370832, 0, -500416, -971397, 0, 749133, 1586816, 0, -88232, 6826848, 0, -2614748, -434900, 0, 3562920, -5695584, 0, -2123240, 10845352, 0, -173668, 1935468, 0, 1033340, 1471638, 0, 5743080, 535296, 0, -2915301, -710160, 0, 2335872, -1783791, 0, 1264142, -1179542, 0, -2768192, -8003160, 0, 4534264, -1306592, 0, 1548180, -474320, 0, 1167665, 465464, 0, -1005312, -7227164, 0, -3602224, 1585552, 0, 84192, -2369748, 0, 3817282, 928488, 0, 979560, -2123486, 0, 985312, -7432320, 0, -626832, 518146, 0, -3489024, 3431228, 0, 4966640, 1704549, 0, -2826127, 1819920, 0, 308308, -18694946, 0, -4582632, -101024, 0, 3727392, 9912966, 0, -8171854, 1887732, 0, 909034, 14754264, 0, -2366540, 1756032, 0, -8522220, -326315, 0, -4149054, 11797504, 0, 1756364, 98296, 0, 11352876, 2696064, 0, 406560, -2167026, 0, 723404, -744968, 0, -7843736, 5386536, 0, -4217353, 653202, 0, 1189328, -10383296, 0, -2130337, -3849360, 0, 4215180, 3769766, 0, -5999642, 210118, 0, 9768192, -4512420, 0, 14031392, 11151336, 0, -1616152, -396388, 0, -1894060, -1710368, 0, 6448008, -8918725, 0, 4862704, 858704, 0, 1277756, -13348231, 0, -513304, -9805688, 0, -9185760, 1102148, 0, -1893482, 2319856, 0, -4719680, -19610112, 0, -2829511, -4349918, 0, -1488872, 17638677, 0, 7986879, 4183920, 0, 3432338, 21359786, 0, -931848, 179586, 0, 7431168, -14699688, 0, 5401704, -5439504, 0, 2010624, 8491626, 0, 17258934, 2210320, 0, -813316, -975590, 0, -10580735, -1689856, 0, -667304, -6499416, 0, -3847840, -3617936, 0, -3841320, 30200124, 0, -9931018, -875028, 0, -6085824, -16089080, 0, -8645891, 2696798, 0, -16142000, 42955776, 0, -18504482, 1623480, 0, -99390, -3348015, 0, -10307836, 2600692, 0, -2048640, 5004282, 0, 25227412, -23670528, 0, -621888, -12538310, 0, 2195847, 3700928, 0, 14852992, -8660661, 0, 146333, -11057536, 0, 5022276, -15883536, 0, 2114162, -3175672, 0, -16344720, -214676, 0, 7889088, 10186120, 0, -705716, -8159308, 0, -884614, -429650, 0, -7740012, 10756071, 0, 40134381, -5005440, 0, 1528458, -11488593, 0, -8761764, -5370694, 0, 5178464, 9144828, 0, -10138832, -9231376, 0, -10354384, 2533146, 0, 31958976, 49756, 0, -11775680, 39367758, 0, -1857792, -2875072, 0, 6944032, -12800830, 0, 20171706, 842028, 0, 13790640, 18546048, 0, -1822744, -857584, 0, 1724852, 4157346, 0, -1251040, -9796812, 0, -18238976, -7260668, 0, -30886646, 9572640, 0, 767052, -14967024, 0, 6204138, 12461676, 0, 33632256, -8628982, 0, -21898446, 3489024, 0, 15379938, 5509668, 0, 1068474, 3593888, 0, -28561344, 27113380, 0, -12912079, 13842912, 0, -1488872, 639034, 0, -52863044, -6909312, 0, 216480, 12221388, 0, -24408090, -42412160, 0, 4310076, 2514204, 0, 12213082, -828520, 0, -4489492, -3022202, 0, 8534364, -37190160, 0, 1851096, 2764384, 0, 10295706, 12377088, 0, -12761168, 12683000, 0, 20828522, 1728664, 0, -595276, -12085976, 0, 4671128, 8132424, 0, 10385424, -46465678, 0, 80018784, 15476608, 0, -10137264, 9378954, 0, 4272576, -3500112, 0, 12908400, 10866768, 0, -44526356, -8053444, 0, -6094464, -2917552, 0, -1294616, 11509340, 0, 10383296, -12388091, 0, -1694808, 1072320, 0, 4228434, 756990, 0, 10428748, 1498266, 0, 6583808, 26570544, 0, 4001690, 1235248, 0, -6826848, -60816448, 0, -29338520, 2614748, 0, 6088600, -3040719, 0, 12416600, 38954592, 0, -11391168, 36974592, 0, 56062972, -3609508, 0, -23240040, 18802958, 0, -7863230, -4862704, 0, -7741872, -11285766, 0, 1813306, -1033340, 0, 11136720, -7278602, 0, -9880024, 24613200, 0, -2141184, 17461521, 0, -13415008, -5830602, 0, -1941104, -63709380, 0, -61184336, 16351104, 0, -3567582, -4637720, 0, -78830535, -5056568, 0, 16513588, -3460728, 0, 673816, 26073600, 0, 8003160, 6866697, 0, 56294136, -18137056, 0, 11199360, -7165312, 0, -604376, 10837260, 0, -806344, 48811836, 0, 18319707, 2335330, 0, 13032992, -1862420, 0, -36709496, -4308480, 0, 7227164, -23576784, 0, 68058624, 3602224, 0, 12452384, -22908854, 0, 3190292, 2357376, 0, -4739496, 5610264, 0, -11992218, -16616404, 0, 6499416, -11651585, 0, -55017984, 10709856, 0, 8493944, -1109264, 0, 10738728, -985312, 0, -27074880, -21148628, 0, 8330960, 8775648, 0, -2072584, -47393178, 0, 20557870, -6978048, 0, 24018596, 3527458, 0, 12653330, -10642800, 0, 3409098, 39239463, 0, 59644074, 11304508, 0, -9948896, -1550742, 0, -61828036, 10307836, 0, 18694946, -48748428, 0, 679118, 18330528, 0, -2828672, 25766016, 0, 1925515, -14636832, 0, -10716720, -8159976, 0, -54256390, -16343708, 0, -16180560], 'weight': 6, 'weight_parity': 1}
• mf_hecke_nf •

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

  
  {'an': [[1, 0], [-2, 2], [0, 0], [0, 28], [11, -11], [0, 0], [126, 7], [-120, 0], [0, 0], [0, 22], [0, 269], [0, 0], [-308, 0], [-266, 252], [0, 0], [-656, 656], [0, 1896], [0, 0], [164, -164], [308, 0], [0, 0], [-538, 0], [-3264, 3264], [0, 0], [0, 3004], [616, -616], [0, 0], [-196, 3724], [-2417, 0], [0, 0], [0, -2841], [0, -5152], [0, 0], [-3792, 0], [1463, -1386], [0, 0], [11328, -11328], [0, 328], [0, 0], [-1320, 1320], [16856, 0], [0, 0], [-7894, 0], [-7532, 7532], [0, 0], [0, -6528], [21102, -21102], [0, 0], [15827, 1813], [-6008, 0], [0, 0], [0, -8624], [0, -29691], [0, 0], [2959, 0], [-15120, -840], [0, 0], [4834, -4834], [0, -8163], [0, 0], [-15166, 15166], [5682, 0], [0, 0], [-10688, 0], [-3388, 3388], [0, 0], [0, 32078], [-53088, 53088], [0, 0], [-154, 2926], [38274, 0], [0, 0], [0, -34866], [0, 22656], [0, 0], [4592, 0], [-1883, 35777], [0, 0], [-13529, 13529], [0, 7216], [0, 0], [-33712, 33712], [68103, 0], [0, 0], [20856, 0], [15788, -15788], [0, 0], [0, -32280], [-114922, 114922], [0, 0], [-38808, -2156], [-91392, 0], [0, 0], [0, 42204], [0, -1804], [0, 0], [154959, 0], [-35280, 31654], [0, 0], [-84112, 84112]], 'ap': [[-2, 2], [0, 0], [11, -11], [126, 7], [0, 269], [-308, 0], [0, 1896], [164, -164], [-3264, 3264], [-2417, 0], [0, -2841], [11328, -11328], [16856, 0], [-7894, 0], [21102, -21102], [0, -29691], [0, -8163], [-15166, 15166], [0, 32078], [38274, 0], [0, -34866], [-13529, 13529], [68103, 0], [-114922, 114922], [154959, 0], [0, -107570], [-8936, 8936], [193667, -193667], [0, -205110], [-46664, 0], [-304365, 0], [-13303, 13303], [0, -398262], [230286, 0], [-97134, 97134], [0, 29047], [0, 576500], [265232, -265232], [363790, 0], [-164846, 164846], [0, 30628], [-651392, 0], [-757360, 757360], [0, 160339], [61738, 0], [0, -370908], [217450, 0], [589771, 0], [0, -387045], [232732, -232732], [42096, -42096], [313416, 0], [0, -857807], [-454517, 0], [878182, -878182], [0, 1960934], [0, -1053795], [105059, -105059], [0, 427592], [-638878, 0], [0, 2451422], [-1716169, 0], [1808968, 0], [0, 1521456], [1348399, -1348399], [-49695, 49695], [-1587836, 1587836], [214825, 0], [0, 2588596], [-24878, 0], [0, -1736008], [862426, -862426], [0, -3115419], [1796944, -1796944], [3454656, 0], [2155038, -2155038], [0, -462774], [4066212, -4066212], [-5068632, 5068632], [0, -2877335], [3413424, 0], [-1307374, 0], [0, 1935468], [516670, 0], [-2915301, 2915301], [-1783791, 1783791], [-4001580, 0], [1167665, -1167665], [-3613582, 0], [-1801112, 0], [-2369748, 2369748], [0, 518146], [0, -2826127], [-9347473, 0], [-8171854, 8171854], [7377132, 0], [-326315, 326315], [0, -2167026], [723404, -723404], [-5999642, 5999642], [7015696, 0], [0, -8918725], [0, -13348231], [1102148, -1102148], [0, -1893482], [0, -2829511], [10679893, 0], [-14699688, 14699688], [0, 8491626], [8629467, 0], [-10580735, 10580735], [0, -3847840], [15100062, 0], [0, -9931018], [-9252241, 0], [0, 5004282], [12613706, 0], [0, -12538310], [-8660661, 8660661], [-7941768, 0], [0, 2114162], [-442307, 0], [10756071, -10756071], [0, -11488593], [-10138832, 10138832], [19683879, 0], [20171706, -20171706], [4157346, -4157346], [-15443323, 0], [6204138, -6204138], [0, -21898446], [2754834, 0], [-12912079, 12912079], [-26431522, 0], [12221388, -12221388], [6106541, 0], [0, -3022202], [0, 20828522], [-23232839, 0], [0, 10866768], [-22263178, 0], [-12388091, 12388091], [0, -1694808], [378495, 0], [0, 10428748], [-30408224, 0], [28031486, 0], [0, 18802958], [-7863230, 7863230], [-11285766, 11285766], [-13415008, 13415008], [-31854690, 0], [-30592168, 0], [-4637720, 4637720], [0, -604376], [24405918, 0], [-36709496, 36709496], [-22908854, 22908854], [-5996109, 0], [0, -11651585], [-1109264, 1109264], [-10574314, 0], [6326665, 0], [39239463, -39239463], [0, -1550742], [0, -48748428], [0, 1925515], [0, -54256390]], 'char_orbit_index': 5, 'field_poly': [1, -1, 1], 'hecke_orbit_code': 274978570303, 'hecke_ring_character_values': [[29, [1, 0]], [10, [-1, 1]]], 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 2, 'label': '63.6.e.a', 'level': 63, 'maxp': 997, 'weight': 6}
• mf_newspaces •

  Column	Type
  AL_dims	jsonb
  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_indexes	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_prime	boolean
  level_is_prime_power	boolean
  level_is_square	boolean
  level_is_squarefree	boolean
  level_primes	integer[]
  level_radical	integer
  mf_dim	integer
  mf_new_dim	integer
  num_forms	smallint
  plus_dim	integer
  prim_orbit_index	smallint
  relative_dim	integer
  s4_dim	integer
  sturm_bound	integer
  trace_bound	integer
  trace_display	numeric[]
  traces	numeric[]
  weight	smallint
  weight_parity	smallint

  
  {'Nk2': 2268, 'analytic_conductor': 10.10418064821778, 'char_conductor': 7, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 5, 'char_orbit_label': 'e', 'char_order': 3, 'char_parity': 1, 'char_values': [63, 3, [29, 10], [3, 1]], 'conrey_indexes': [37, 46], 'cusp_dim': 72, 'dim': 32, 'eis_dim': 16, 'eis_new_dim': 4, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 274978570303, 'hecke_orbit_dims': [2, 2, 4, 4, 8, 12], 'label': '63.6.e', 'level': 63, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 7], 'level_radical': 21, 'mf_dim': 88, 'mf_new_dim': 36, 'num_forms': 6, 'prim_orbit_index': 3, 'relative_dim': 16, 'sturm_bound': 48, 'trace_bound': 2, 'trace_display': [0, 0, -60, -70], 'traces': [32, 0, 0, -268, -60, 0, -70, 72, 0, 282, -42, 0, -236, -1884, 0, -3892, -498, 0, 3982, 1968, 0, -9204, 5220, 0, -6478, -15882, 0, 22712, 12624, 0, 16426, 3288, 0, -41940, -8262, 0, -7424, -27612, 0, 50004, 43812, 0, -30716, 32580, 0, 2862, -40074, 0, 9398, 1308, 0, 27436, -44610, 0, 41472, -22992, 0, -76128, 1956, 0, 13102, 282144, 0, 157544, 37206, 0, 147586, -61152, 0, -150822, -301764, 0, -37352, -287940, 0, -586736, 139206, 0, 51130, -28860, 0, 2712, 639396, 0, 363228, 224106, 0, 440364, -189786, 0, -193502, -812544, 0, -212502, -482982, 0, -803528, -58050, 0, -162076, -25848, 0, 154066, 2059008, 0, 843972, 193848, 0, 193384, -750042, 0, 792488, -299508, 0, 476904, -1082820, 0, -2100492, -239532, 0, -714574, -303138, 0, 1084900, 2556492, 0, 200524, 868272, 0, 1033056, -1075854, 0, -280628, -219024, 0, 942936, -858342, 0, -558116, -919056, 0, -218244, -779538, 0, 1307820, 3630600, 0, -1734800, 582918, 0, 34048, -1648776, 0, 1353648, -908076, 0, -864842, -1638984, 0, -4790040, 13314, 0, -217676, -405480, 0, 728232, 2970492, 0, 1834716, 1520958, 0, 1853956, -1081758, 0, 1410920, -1250832, 0, 1306074, -485934, 0, -2975828, -201402, 0, -2647968, -985704, 0, -145296, 2422416, 0, 2291556, 137814, 0, 703468, -129240, 0, -5846176, -4268520, 0, 1070056, -1389156, 0, 5859684, 2078676, 0, 2883528, 2087112, 0, 410272, 2661408, 0, 85912, -66360, 0, -200958, 827046, 0, -2717618, 807144, 0, -6216912, 19788, 0, -3423416, -136092, 0, -907968, 218946, 0, -2469332, -7605588, 0, 7097640, -1440648, 0, -1431876, 2146356, 0, 10066272, -522348, 0, 4101238, 304098, 0, 3570376, 3501318, 0, -2237986, 1588656, 0, -3686286, -2240208, 0, -1820124, 883890, 0, 667964, 1678596, 0, -8505938, 8229576, 0, -97194, 5177760, 0, 7514532, -5093862, 0, 8921128, -3099876, 0, 1442128, -13388568, 0, -19324164, -6094038, 0, -3449636, 3972630, 0, 3119568, -34848, 0, -3959702, 5998476, 0, 5642160, 2984214, 0, 4467662, 5429796, 0, -2513648, -6138456, 0, 8742264, -2561496, 0, -10409502, 538944, 0, 10872622, 17520972, 0, 5278408, 7590198, 0, -546860, -8788980, 0, -13777698, -5940066, 0, -1154132, -29646516, 0, -22468568, -6517446, 0, -448416, 8004708, 0, -10070142, 5446176, 0, 6727618, 6427446, 0, 38304336, 6517812, 0, 10955026, 8124000, 0, 273420, -9400092, 0, -9161420, 3606966, 0, -8717292, 3544200, 0, -2259208, 6242256, 0, -22473342, 8656752, 0, -7540568, -11493222, 0, 4456404, -4303092, 0, 141204, -26074728, 0, 13808868, -9851712, 0, -6046896, 10115370, 0, 19654336, -477936, 0, 7957402, 10214508, 0, 26987052, 17283552, 0, 1490968, 16983462, 0, -21984288, -2045016, 0, 1606108, 247032, 0, 6584706, 4279896, 0, -38584380, 4542624, 0, 2582212, 7277520, 0, 4798056, 1121796, 0, 9239724, -11008638, 0, 4622776, -46357644, 0, -4205488, -11731974, 0, -3311914, 9959868, 0, 22303860, -6648492, 0, -21968, -3321804, 0, 3944416, 23454198, 0, 1049700, 9498396, 0, -13327722, 12805908, 0, 43322428, 16647852, 0, -8314788, 2980272, 0, -5226008, 6002712, 0, -27784260, -3567870, 0, -6070268, -21921858, 0, -13259144, -13019322, 0, -16348784, -6360504, 0, -39028200, -17807556, 0, -8323806, -1049676, 0, -36042220, -23403420, 0, 27056388, -15667032, 0, 22864764, 14522946, 0, 15932632, 20711292, 0, 33955740, 46962624, 0, -22045988, 13832868, 0, 32340102, -17681370, 0, 5780026, 21631644, 0, 3930900, 6417594, 0, -13887884, -21850788, 0, -37440660, -27831000, 0, 13513502, 7165644, 0, 70300088, -11934360, 0, -3366554, -12620100, 0, 48819054, -30063528, 0, -70908, -20224398, 0, -93899384, 18225102, 0, 10537990, 8365104, 0, -13368060, 54375300, 0, -37817028, 46893066, 0, 2815432, -15451704, 0, -33363380, 13481472, 0, 3539454, -3149610, 0, -56167476, -54488370, 0, -1986720, -28422462, 0, 44092942, 62809320, 0, -28522596, 3964572, 0, 25142078, -22731078, 0, 92750500, -35674500, 0, 30783876, -40387188, 0, 46129020, 15574422, 0, 298648, 26111694, 0, 38912664, 79509288, 0, 59631304, 21948804, 0, 15222084, -32929908, 0, -24181568, -7173528, 0, -53390612, -15336996, 0, -71856460, -26608104, 0, -31601028, -32989170, 0, -45833184, 59080992, 0, -75844800, -14994192, 0, -2890358, -38687028, 0, -30227376, -17237040, 0, 44746996, -35515854, 0, -84050712, 37584906, 0, 16496652, 3356436, 0, 88292112, 101407344, 0, 78935168, 35278734, 0, 80862496, 7403964, 0, 20944440, -13957032, 0, 18520908, -14956920, 0, -21644564, -42411918, 0, -47981288, -25692282, 0, 40817086, 20909688, 0, 96551508, -6712806, 0, -48036146, 1260942, 0, -52431732, -87159588, 0, -47731730, -46764108, 0, -9744972, 44291604, 0, 31348040, 41034576, 0, -145771388, 73105812, 0, -33915608, 22363128, 0, 13596414, -20833650, 0, -68921774, 3984240, 0, 51466332, -17183658, 0, -86155940, -4111884, 0, -23533566, -27387210, 0, 27396990, -41596068, 0, 27283672, -25885440, 0, 46441128, -7327440, 0, 161252682, 2142504, 0, 58974292, -40573572, 0, 69346872, 49595538, 0, -30443808, 19383672, 0, 8436162, 77797008, 0, 147690868, 40935930, 0, -13244856, 2163318, 0, -57114656, -18263736, 0, -203040450, 38319276, 0, 21408732, -45173892, 0, 66786640, -23781552, 0, -62013962, -48360120, 0, -256749300, -21114570, 0, 9630780, 37105824, 0, -136522204, -96956520, 0, 39602642, 10017000, 0, -103967724, 25403280, 0, 18325078, 47807652, 0, 143143416, -54880620, 0, 14389320, 38395764, 0, 61714926, -29489262, 0, 98397136, 72215184, 0, 107837692, 26976180, 0, 75791956, 2159928, 0, -67241358, -49627608, 0, 12466048, -56872392, 0, 283232544, -27983736, 0, -77335142, 26382000, 0, -1764900, 69350748, 0, -90937362, 99744, 0, 117496344, 48113958, 0, 32169550, 22058580, 0, -216589272, -17616960, 0, -196779200, -17077662, 0, -135433464, 6591558, 0, -99759440, 66428520, 0, 98840574, 22611708, 0, -97580420, -60305454, 0, -1673468, 9609804, 0, 142610902, -66329088, 0, -86489916, -35850066, 0, 85077804, 23706126, 0, 246345572, -23092572, 0, 107732056, 124576944, 0, 387535356, -35535654, 0, -12565084, -2144256, 0, 99788164, -69012648, 0, 132066984, -34884576, 0, -106468566, -4000794, 0, -65451726, 145878660, 0, -254100384, 71020944, 0, -58078880, -76741992, 0, 37203594, 2274612, 0, -209868694, -266519592, 0, -548057136, -12061920, 0, -84971048, 68891148, 0, -161631300, 109997484, 0, 82527280, 78671388, 0, 32464864, 51724014, 0, 77870220, -11237472, 0, 155745756, -124712808, 0, -41059648, -42010458, 0, 89462560, 99284166, 0, 233018882, 25846008, 0, 71540520, 26149872, 0, 199754044, 3744750, 0, -91771740, 62255310, 0, 37539616, -265079880, 0, 477625188, -11204370, 0, -85751274, 32431542, 0, 9929632, 22651488, 0, -166318030, 25077612, 0, -162612012, -21284748, 0, 52037350, 10136790, 0, -470660172, -71182488, 0, -364717388, -84703848, 0, -94624398, 11227266, 0, -264559694, 110573724, 0, 155259964, 25377756, 0, 114379680, 59375592, 0, 230453856, -34940556, 0, 142105722, -152057160, 0, -119599536, -50253666, 0, 83817034, 92516484, 0, 322682676, 40802832, 0, -32178948, 55005828, 0, 274754656, 36213216, 0, -63984410, 67416012, 0, -46519164, -200431380, 0, 463300828, -88347582, 0, -191892324, 104905056, 0, 52044100, 33213744, 0, -238726350, 78050940, 0, 4731652, 113539170, 0, 62175300, 62739990, 0, -282656976, -98706960, 0, -310901832, 47302086, 0, -20450446, 67752594, 0, -606519264, -60088944, 0, 131176044, 98565516, 0, 208248828, -64979172, 0, -13928736, 43680558, 0, 401789248, -143374008, 0, -143391620, -47354100, 0, 202049784, -34401156, 0, 173472682, -116883576, 0, 13902760, -55660536, 0, 237106368, 49124724, 0, -120680628, 39913896, 0, -10618068, 97420224, 0, 722269304, -66645072, 0, -78912830, 58308060, 0, 27964236, 92031456, 0, -289291424, 46486560, 0, -56830008], 'weight': 6, 'weight_parity': 1}
• mf_twists_nf •

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

  
  
  • id: 52764
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '63.6.e.a', 'source_level': 63, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '21.6.e.a', 'target_level': 21, 'twist_class_label': '21.6.e.a', 'twist_class_level': 21, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 52765
    {'conductor': 21, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '63.6.e.a', 'source_level': 63, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '21.6.e.a', 'target_level': 21, 'twist_class_label': '21.6.e.a', 'twist_class_level': 21, 'twisting_char_label': '21.h', 'twisting_char_orbit': 8, 'weight': 6}
  • id: 52766
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 5, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '63.6.e.a', 'source_level': 63, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '63.6.e.a', 'target_level': 63, 'twist_class_label': '21.6.e.a', 'twist_class_level': 21, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 6}
  • id: 52767
    {'conductor': 7, 'degree': 2, 'multiplicity': 1, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '63.6.e.a', 'source_level': 63, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '63.6.e.a', 'target_level': 63, 'twist_class_label': '21.6.e.a', 'twist_class_level': 21, 'twisting_char_label': '7.c', 'twisting_char_orbit': 3, 'weight': 6}
  • id: 52768
    {'conductor': 21, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '63.6.e.a', 'source_level': 63, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '147.6.a.c', 'target_level': 147, 'twist_class_label': '21.6.e.a', 'twist_class_level': 21, 'twisting_char_label': '21.h', 'twisting_char_orbit': 8, 'weight': 6}
  • id: 52769
    {'conductor': 21, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '63.6.e.a', 'source_level': 63, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '147.6.a.d', 'target_level': 147, 'twist_class_label': '21.6.e.a', 'twist_class_level': 21, 'twisting_char_label': '21.g', 'twisting_char_orbit': 7, 'weight': 6}
  • id: 52770
    {'conductor': 21, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '63.6.e.a', 'source_level': 63, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '147.6.e.g', 'target_level': 147, 'twist_class_label': '21.6.e.a', 'twist_class_level': 21, 'twisting_char_label': '21.c', 'twisting_char_orbit': 3, 'weight': 6}
  • id: 52771
    {'conductor': 21, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '63.6.e.a', 'source_level': 63, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '147.6.e.g', 'target_level': 147, 'twist_class_label': '21.6.e.a', 'twist_class_level': 21, 'twisting_char_label': '21.g', 'twisting_char_orbit': 7, 'weight': 6}
  • id: 52772
    {'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '63.6.e.a', 'source_level': 63, 'target_char_orbit': 17, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '336.6.q.b', 'target_level': 336, 'twist_class_label': '21.6.e.a', 'twist_class_level': 21, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 52773
    {'conductor': 84, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '63.6.e.a', 'source_level': 63, 'target_char_orbit': 17, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '336.6.q.b', 'target_level': 336, 'twist_class_label': '21.6.e.a', 'twist_class_level': 21, 'twisting_char_label': '84.n', 'twisting_char_orbit': 14, 'weight': 6}
  • id: 52774
    {'conductor': 7, 'degree': 2, 'multiplicity': 1, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '63.6.e.a', 'source_level': 63, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '441.6.a.g', 'target_level': 441, 'twist_class_label': '21.6.e.a', 'twist_class_level': 21, 'twisting_char_label': '7.c', 'twisting_char_orbit': 3, 'weight': 6}
  • id: 52775
    {'conductor': 7, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '63.6.e.a', 'source_level': 63, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 8, 'target_is_minimal': False, 'target_label': '441.6.a.h', 'target_level': 441, 'twist_class_label': '21.6.e.a', 'twist_class_level': 21, 'twisting_char_label': '7.d', 'twisting_char_orbit': 4, 'weight': 6}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 200675
    {'charpoly_factorization': [[[4, 2, 1], 1]], 'hecke_orbit_code': 274978570303, 'p': 2}
  • id: 200676
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 274978570303, 'p': 3}
  • id: 200677
    {'charpoly_factorization': [[[121, -11, 1], 1]], 'hecke_orbit_code': 274978570303, 'p': 5}
  • id: 200678
    {'charpoly_factorization': [[[16807, -259, 1], 1]], 'hecke_orbit_code': 274978570303, 'p': 7}
  • id: 200679
    {'charpoly_factorization': [[[72361, -269, 1], 1]], 'hecke_orbit_code': 274978570303, 'p': 11}
  • id: 200680
    {'charpoly_factorization': [[[308, 1], 2]], 'hecke_orbit_code': 274978570303, 'p': 13}
  • id: 200681
    {'charpoly_factorization': [[[3594816, -1896, 1], 1]], 'hecke_orbit_code': 274978570303, 'p': 17}
  • id: 200682
    {'charpoly_factorization': [[[26896, -164, 1], 1]], 'hecke_orbit_code': 274978570303, 'p': 19}
  • id: 200683
    {'charpoly_factorization': [[[10653696, 3264, 1], 1]], 'hecke_orbit_code': 274978570303, 'p': 23}
  • id: 200684
    {'charpoly_factorization': [[[2417, 1], 2]], 'hecke_orbit_code': 274978570303, 'p': 29}
  • id: 200685
    {'charpoly_factorization': [[[8071281, 2841, 1], 1]], 'hecke_orbit_code': 274978570303, 'p': 31}
  • id: 200686
    {'charpoly_factorization': [[[128323584, -11328, 1], 1]], 'hecke_orbit_code': 274978570303, 'p': 37}
  • id: 200687
    {'charpoly_factorization': [[[-16856, 1], 2]], 'hecke_orbit_code': 274978570303, 'p': 41}
  • id: 200688
    {'charpoly_factorization': [[[7894, 1], 2]], 'hecke_orbit_code': 274978570303, 'p': 43}
  • id: 200689
    {'charpoly_factorization': [[[445294404, -21102, 1], 1]], 'hecke_orbit_code': 274978570303, 'p': 47}
  • id: 200690
    {'charpoly_factorization': [[[881555481, 29691, 1], 1]], 'hecke_orbit_code': 274978570303, 'p': 53}
  • id: 200691
    {'charpoly_factorization': [[[66634569, 8163, 1], 1]], 'hecke_orbit_code': 274978570303, 'p': 59}
  • id: 200692
    {'charpoly_factorization': [[[230007556, 15166, 1], 1]], 'hecke_orbit_code': 274978570303, 'p': 61}
  • id: 200693
    {'charpoly_factorization': [[[1028998084, -32078, 1], 1]], 'hecke_orbit_code': 274978570303, 'p': 67}
  • id: 200694
    {'charpoly_factorization': [[[-38274, 1], 2]], 'hecke_orbit_code': 274978570303, 'p': 71}
  • id: 200695
    {'charpoly_factorization': [[[1215637956, 34866, 1], 1]], 'hecke_orbit_code': 274978570303, 'p': 73}
  • id: 200696
    {'charpoly_factorization': [[[183033841, 13529, 1], 1]], 'hecke_orbit_code': 274978570303, 'p': 79}
  • id: 200697
    {'charpoly_factorization': [[[-68103, 1], 2]], 'hecke_orbit_code': 274978570303, 'p': 83}
  • id: 200698
    {'charpoly_factorization': [[[13207066084, 114922, 1], 1]], 'hecke_orbit_code': 274978570303, 'p': 89}
  • id: 200699
    {'charpoly_factorization': [[[-154959, 1], 2]], 'hecke_orbit_code': 274978570303, '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': 5, 'hecke_orbit': 1, 'label': '63.6.e.a', 'level': 63, 'portrait': 'data:image/png;base64,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', 'weight': 6}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 30467000
    {'hecke_orbit_code': 274978570303, 'n': 1, 'trace_an': 2}
  • id: 30467001
    {'hecke_orbit_code': 274978570303, 'n': 2, 'trace_an': -2}
  • id: 30467002
    {'hecke_orbit_code': 274978570303, 'n': 3, 'trace_an': 0}
  • id: 30467003
    {'hecke_orbit_code': 274978570303, 'n': 4, 'trace_an': 28}
  • id: 30467004
    {'hecke_orbit_code': 274978570303, 'n': 5, 'trace_an': 11}
  • id: 30467005
    {'hecke_orbit_code': 274978570303, 'n': 6, 'trace_an': 0}
  • id: 30467006
    {'hecke_orbit_code': 274978570303, 'n': 7, 'trace_an': 259}
  • id: 30467007
    {'hecke_orbit_code': 274978570303, 'n': 8, 'trace_an': -240}
  • id: 30467008
    {'hecke_orbit_code': 274978570303, 'n': 9, 'trace_an': 0}
  • id: 30467009
    {'hecke_orbit_code': 274978570303, 'n': 10, 'trace_an': 22}
  • id: 30467010
    {'hecke_orbit_code': 274978570303, 'n': 11, 'trace_an': 269}
  • id: 30467011
    {'hecke_orbit_code': 274978570303, 'n': 12, 'trace_an': 0}
  • id: 30467012
    {'hecke_orbit_code': 274978570303, 'n': 13, 'trace_an': -616}
  • id: 30467013
    {'hecke_orbit_code': 274978570303, 'n': 14, 'trace_an': -280}
  • id: 30467014
    {'hecke_orbit_code': 274978570303, 'n': 15, 'trace_an': 0}
  • id: 30467015
    {'hecke_orbit_code': 274978570303, 'n': 16, 'trace_an': -656}
  • id: 30467016
    {'hecke_orbit_code': 274978570303, 'n': 17, 'trace_an': 1896}
  • id: 30467017
    {'hecke_orbit_code': 274978570303, 'n': 18, 'trace_an': 0}
  • id: 30467018
    {'hecke_orbit_code': 274978570303, 'n': 19, 'trace_an': 164}
  • id: 30467019
    {'hecke_orbit_code': 274978570303, 'n': 20, 'trace_an': 616}
  • id: 30467020
    {'hecke_orbit_code': 274978570303, 'n': 21, 'trace_an': 0}
  • id: 30467021
    {'hecke_orbit_code': 274978570303, 'n': 22, 'trace_an': -1076}
  • id: 30467022
    {'hecke_orbit_code': 274978570303, 'n': 23, 'trace_an': -3264}
  • id: 30467023
    {'hecke_orbit_code': 274978570303, 'n': 24, 'trace_an': 0}
  • id: 30467024
    {'hecke_orbit_code': 274978570303, 'n': 25, 'trace_an': 3004}
  • id: 30467025
    {'hecke_orbit_code': 274978570303, 'n': 26, 'trace_an': 616}
  • id: 30467026
    {'hecke_orbit_code': 274978570303, 'n': 27, 'trace_an': 0}
  • id: 30467027
    {'hecke_orbit_code': 274978570303, 'n': 28, 'trace_an': 3332}
  • id: 30467028
    {'hecke_orbit_code': 274978570303, 'n': 29, 'trace_an': -4834}
  • id: 30467029
    {'hecke_orbit_code': 274978570303, 'n': 30, 'trace_an': 0}
  • id: 30467030
    {'hecke_orbit_code': 274978570303, 'n': 31, 'trace_an': -2841}
  • id: 30467031
    {'hecke_orbit_code': 274978570303, 'n': 32, 'trace_an': -5152}
  • id: 30467032
    {'hecke_orbit_code': 274978570303, 'n': 33, 'trace_an': 0}
  • id: 30467033
    {'hecke_orbit_code': 274978570303, 'n': 34, 'trace_an': -7584}
  • id: 30467034
    {'hecke_orbit_code': 274978570303, 'n': 35, 'trace_an': 1540}
  • id: 30467035
    {'hecke_orbit_code': 274978570303, 'n': 36, 'trace_an': 0}
  • id: 30467036
    {'hecke_orbit_code': 274978570303, 'n': 37, 'trace_an': 11328}
  • id: 30467037
    {'hecke_orbit_code': 274978570303, 'n': 38, 'trace_an': 328}
  • id: 30467038
    {'hecke_orbit_code': 274978570303, 'n': 39, 'trace_an': 0}
  • id: 30467039
    {'hecke_orbit_code': 274978570303, 'n': 40, 'trace_an': -1320}
  • id: 30467040
    {'hecke_orbit_code': 274978570303, 'n': 41, 'trace_an': 33712}
  • id: 30467041
    {'hecke_orbit_code': 274978570303, 'n': 42, 'trace_an': 0}
  • id: 30467042
    {'hecke_orbit_code': 274978570303, 'n': 43, 'trace_an': -15788}
  • id: 30467043
    {'hecke_orbit_code': 274978570303, 'n': 44, 'trace_an': -7532}
  • id: 30467044
    {'hecke_orbit_code': 274978570303, 'n': 45, 'trace_an': 0}
  • id: 30467045
    {'hecke_orbit_code': 274978570303, 'n': 46, 'trace_an': -6528}
  • id: 30467046
    {'hecke_orbit_code': 274978570303, 'n': 47, 'trace_an': 21102}
  • id: 30467047
    {'hecke_orbit_code': 274978570303, 'n': 48, 'trace_an': 0}
  • id: 30467048
    {'hecke_orbit_code': 274978570303, 'n': 49, 'trace_an': 33467}
  • id: 30467049
    {'hecke_orbit_code': 274978570303, 'n': 50, 'trace_an': -12016}
  • id: 30467050
    {'hecke_orbit_code': 274978570303, 'n': 51, 'trace_an': 0}
  • id: 30467051
    {'hecke_orbit_code': 274978570303, 'n': 52, 'trace_an': -8624}
  • id: 30467052
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  • id: 30467053
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  • id: 30467054
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  • id: 30467055
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  • id: 30467056
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  • id: 30467057
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  • id: 30467058
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  • id: 30467059
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  • id: 30467060
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  • id: 30467061
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  • id: 30467062
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  • id: 30467063
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  • id: 30467064
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  • id: 30467065
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  • id: 30467066
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  • id: 30467067
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  • id: 30467068
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  • id: 30467069
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  • id: 30467070
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  • id: 30467071
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  • id: 30467072
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  • id: 30467073
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  • id: 30467074
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  • id: 30467075
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  • id: 30467076
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  • id: 30467077
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  • id: 30467078
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  • id: 30467079
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  • id: 30467080
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  • id: 30467081
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  • id: 30467082
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  • id: 30467083
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  • id: 30467084
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  • id: 30467085
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  • id: 30467086
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  • id: 30467087
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  • id: 30467088
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  • id: 30467089
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  • id: 30467090
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  • id: 30467091
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  • id: 30467092
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  • id: 30467093
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  • id: 30467094
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  • id: 30467095
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  • id: 30467096
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  • id: 30467097
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  • id: 30467098
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  • id: 30467099
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  • id: 30467100
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  • id: 30467101
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  • id: 30467102
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  • id: 30467103
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  • id: 30467104
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  • id: 30467105
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  • id: 30467106
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  • id: 30467107
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  • id: 30467108
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  • id: 30467109
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  • id: 30467110
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  • id: 30467111
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  • id: 30467112
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  • id: 30467113
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  • id: 30467114
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  • id: 30467115
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  • id: 30467116
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  • id: 30467117
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  • id: 30467118
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  • id: 30467119
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  • id: 30467120
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  • id: 30467121
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  • id: 30467122
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  • id: 30467123
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  • id: 30467124
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  • id: 30467125
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  • id: 30467126
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  • id: 30467127
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  • id: 30467128
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  • id: 30467129
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  • id: 30467130
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  • id: 30467131
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  • id: 30467132
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  • id: 30467133
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  • id: 30467134
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  • id: 30467135
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  • id: 30467136
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  • id: 30467137
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  • id: 30467138
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  • id: 30467139
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  • id: 30467140
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  • id: 30467141
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  • id: 30467142
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  • id: 30467143
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  • id: 30467144
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  • id: 30467145
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  • id: 30467146
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  • id: 30467147
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  • id: 30467148
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  • id: 30467149
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  • id: 30467150
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  • id: 30467151
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  • id: 30467152
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  • id: 30467153
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  • id: 30467154
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  • id: 30467155
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  • id: 30467156
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  • id: 30467157
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  • id: 30467158
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  • id: 30467159
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  • id: 30467160
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  • id: 30467161
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  • id: 30467162
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  • id: 30467163
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  • id: 30467164
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  • id: 30467165
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  • id: 30467166
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  • id: 30467167
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  • id: 30467168
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  • id: 30467169
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  • id: 30467170
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  • id: 30467171
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  • id: 30467172
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  • id: 30467173
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  • id: 30467174
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  • id: 30467175
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  • id: 30467176
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  • id: 30467177
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  • id: 30467178
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  • id: 30467179
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  • id: 30467180
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  • id: 30467181
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  • id: 30467182
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  • id: 30467183
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  • id: 30467184
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  • id: 30467185
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  • id: 30467186
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  • id: 30467187
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  • id: 30467188
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  • id: 30467189
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  • id: 30467190
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  • id: 30467191
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  • id: 30467192
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  • id: 30467193
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  • id: 30467194
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  • id: 30467195
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  • id: 30467196
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  • id: 30467197
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  • id: 30467198
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  • id: 30467199
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  • id: 30467200
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  • id: 30467201
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  • id: 30467202
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  • id: 30467203
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  • id: 30467204
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  • id: 30467205
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  • id: 30467206
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  • id: 30467207
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  • id: 30467208
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  • id: 30467209
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  • id: 30467210
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  • id: 30467211
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  • id: 30467212
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  • id: 30467213
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  • id: 30467214
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  • id: 30467215
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  • id: 30467216
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  • id: 30467217
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  • id: 30467218
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  • id: 30467219
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  • id: 30467220
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  • id: 30467221
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  • id: 30467222
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  • id: 30467223
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  • id: 30467224
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  • id: 30467225
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  • id: 30467226
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  • id: 30467227
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  • id: 30467228
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  • id: 30467229
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  • id: 30467230
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  • id: 30467231
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  • id: 30467232
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  • id: 30467233
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  • id: 30467234
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  • id: 30467235
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  • id: 30467236
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  • id: 30467237
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  • id: 30467238
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  • id: 30467239
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  • id: 30467240
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  • id: 30467241
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  • id: 30467242
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  • id: 30467243
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  • id: 30467244
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  • id: 30467245
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  • id: 30467246
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  • id: 30467247
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  • id: 30467248
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  • id: 30467249
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  • id: 30467250
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  • id: 30467251
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  • id: 30467252
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  • id: 30467253
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  • id: 30467254
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  • id: 30467255
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  • id: 30467256
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  • id: 30467257
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  • id: 30467258
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  • id: 30467259
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  • id: 30467262
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  • id: 30467263
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  • id: 30467264
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  • id: 30467265
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  • id: 30467266
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  • id: 30467267
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  • id: 30467268
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  • id: 30467269
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  • id: 30467270
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  • id: 30467271
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  • id: 30467272
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  • id: 30467273
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  • id: 30467274
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  • id: 30467275
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  • id: 30467276
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  • id: 30467277
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  • id: 30467278
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  • id: 30467279
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  • id: 30467280
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  • id: 30467281
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  • id: 30467282
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  • id: 30467283
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  • id: 30467284
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  • id: 30467285
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  • id: 30467286
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  • id: 30467287
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  • id: 30467288
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  • id: 30467289
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  • id: 30467290
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  • id: 30467291
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  • id: 30467292
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  • id: 30467293
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  • id: 30467294
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  • id: 30467295
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  • id: 30467296
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  • id: 30467298
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  • id: 30467299
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  • id: 30467300
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  • id: 30467301
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  • id: 30467302
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  • id: 30467303
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  • id: 30467304
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  • id: 30467305
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  • id: 30467306
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  • id: 30467307
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  • id: 30467308
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  • id: 30467309
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  • id: 30467310
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  • id: 30467311
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  • id: 30467312
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  • id: 30467313
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  • id: 30467314
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  • id: 30467316
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  • id: 30467317
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  • id: 30467319
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  • id: 30467320
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  • id: 30467321
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  • id: 30467322
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  • id: 30467323
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  • id: 30467325
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  • id: 30467326
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  • id: 30467328
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  • id: 30467329
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  • id: 30467330
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  • id: 30467331
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  • id: 30467332
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  • id: 30467333
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  • id: 30467334
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  • id: 30467335
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  • id: 30467336
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  • id: 30467337
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  • id: 30467338
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  • id: 30467339
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  • id: 30467340
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  • id: 30467341
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  • id: 30467342
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  • id: 30467343
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  • id: 30467344
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  • id: 30467345
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  • id: 30467347
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  • id: 30467348
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  • id: 30467349
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  • id: 30467350
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  • id: 30467351
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  • id: 30467352
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  • id: 30467353
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  • id: 30467354
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  • id: 30467355
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  • id: 30467356
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  • id: 30467358
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  • id: 30467360
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  • id: 30467361
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  • id: 30467362
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  • id: 30467363
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  • id: 30467364
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  • id: 30467365
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  • id: 30467366
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  • id: 30467367
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  • id: 30467368
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  • id: 30467369
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  • id: 30467370
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  • id: 30467371
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  • id: 30467372
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  • id: 30467373
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  • id: 30467374
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  • id: 30467376
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  • id: 30467377
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  • id: 30467379
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  • id: 30467380
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  • id: 30467381
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  • id: 30467382
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  • id: 30467383
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  • id: 30467386
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  • id: 30467388
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  • id: 30467389
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  • id: 30467390
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  • id: 30467391
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  • id: 30467392
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  • id: 30467393
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  • id: 30467394
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  • id: 30467395
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  • id: 30467397
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  • id: 30467398
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  • id: 30467400
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  • id: 30467401
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  • id: 30467402
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  • id: 30467403
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  • id: 30467404
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  • id: 30467406
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  • id: 30467407
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  • id: 30467408
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  • id: 30467409
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  • id: 30467410
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  • id: 30467411
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  • id: 30467412
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  • id: 30467413
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  • id: 30467415
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  • id: 30467416
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  • id: 30467417
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  • id: 30467418
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  • id: 30467419
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  • id: 30467421
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  • id: 30467422
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  • id: 30467423
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  • id: 30467424
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  • id: 30467425
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  • id: 30467426
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  • id: 30467428
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  • id: 30467431
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  • id: 30467432
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  • id: 30467461
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  • id: 30467462
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  • id: 30467464
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  • id: 30467540
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  • id: 30467665
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  • id: 30467670
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  • id: 30467672
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  • id: 30467673
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  • id: 30467676
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  • id: 30467678
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  • id: 30467680
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  • id: 30467681
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  • id: 30467682
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  • id: 30467688
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  • id: 30467689
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  • id: 30467690
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  • id: 30467691
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  • id: 30467692
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  • id: 30467693
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  • id: 30467694
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  • id: 30467702
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  • id: 30467703
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  • id: 30467706
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  • id: 30467707
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  • id: 30467708
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  • id: 30467709
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  • id: 30467710
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  • id: 30467711
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  • id: 30467712
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  • id: 30467713
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  • id: 30467714
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  • id: 30467715
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  • id: 30467716
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  • id: 30467717
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  • id: 30467718
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  • id: 30467719
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  • id: 30467721
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  • id: 30467728
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  • id: 30467731
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  • id: 30467734
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  • id: 30467740
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  • id: 30467746
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  • id: 30467747
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  • id: 30467764
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  • id: 30467765
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  • id: 30467767
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  • id: 30467771
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  • id: 30467821
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  • id: 30467865
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  • id: 30467866
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  • id: 30467867
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  • id: 30467868
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  • id: 30467869
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  • id: 30467870
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  • id: 30467871
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  • id: 30467872
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  • id: 30467873
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  • id: 30467874
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  • id: 30467875
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  • id: 30467876
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  • id: 30467877
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  • id: 30467878
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  • id: 30467879
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  • id: 30467880
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  • id: 30467881
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  • id: 30467882
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  • id: 30467883
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  • id: 30467884
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  • id: 30467885
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  • id: 30467886
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  • id: 30467887
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  • id: 30467888
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  • id: 30467889
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  • id: 30467890
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  • id: 30467891
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  • id: 30467892
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  • id: 30467893
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  • id: 30467894
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  • id: 30467895
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  • id: 30467896
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  • id: 30467897
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  • id: 30467898
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  • id: 30467899
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  • id: 30467900
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  • id: 30467901
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  • id: 30467902
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  • id: 30467903
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  • id: 30467904
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  • id: 30467905
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  • id: 30467906
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  • id: 30467907
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  • id: 30467908
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  • id: 30467909
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  • id: 30467910
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  • id: 30467911
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  • id: 30467912
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  • id: 30467913
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  • id: 30467914
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  • id: 30467915
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  • id: 30467916
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  • id: 30467917
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  • id: 30467918
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  • id: 30467919
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  • id: 30467920
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  • id: 30467921
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  • id: 30467922
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  • id: 30467923
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  • id: 30467924
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  • id: 30467925
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  • id: 30467926
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  • id: 30467927
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  • id: 30467928
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  • id: 30467929
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  • id: 30467930
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  • id: 30467931
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  • id: 30467932
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  • id: 30467933
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  • id: 30467934
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  • id: 30467935
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  • id: 30467936
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  • id: 30467937
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  • id: 30467938
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  • id: 30467939
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  • id: 30467940
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  • id: 30467941
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  • id: 30467942
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  • id: 30467943
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  • id: 30467944
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  • id: 30467945
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  • id: 30467946
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  • id: 30467947
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  • id: 30467948
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  • id: 30467949
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  • id: 30467950
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  • id: 30467951
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  • id: 30467952
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  • id: 30467953
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  • id: 30467954
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  • id: 30467955
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  • id: 30467956
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  • id: 30467957
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  • id: 30467958
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  • id: 30467959
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  • id: 30467960
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  • id: 30467961
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  • id: 30467962
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  • id: 30467963
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  • id: 30467964
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  • id: 30467965
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  • id: 30467966
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  • id: 30467967
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  • id: 30467968
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  • id: 30467969
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  • id: 30467970
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  • id: 30467971
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  • id: 30467972
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  • id: 30467973
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  • id: 30467974
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  • id: 30467975
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  • id: 30467976
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  • id: 30467977
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  • id: 30467978
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  • id: 30467979
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  • id: 30467980
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  • id: 30467981
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  • id: 30467982
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  • id: 30467983
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  • id: 30467984
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  • id: 30467985
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  • id: 30467986
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  • id: 30467987
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  • id: 30467988
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  • id: 30467989
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  • id: 30467990
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  • id: 30467991
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  • id: 30467992
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  • id: 30467993
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  • id: 30467994
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  • id: 30467995
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  • id: 30467996
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  • id: 30467997
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  • id: 30467998
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  • id: 30467999
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