Newform data - 11.6.a.a

Formats: - HTML - YAML - JSON - 2025-10-08T22:57:45.530111

• 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': 396, 'analytic_conductor': 1.764222017942787, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[11, 1]], 'atkin_lehner_string': '+', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [11, 1, [2], [1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 1, 'field_disc': 1, 'field_disc_factorization': [], 'field_poly': [0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': 1, 'has_non_self_twist': 0, 'hecke_cutters': [[2, [4, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 100663307, 'hecke_ring_generator_nbound': 1, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': True, 'is_maximal': True, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '11.6.a.a', 'level': 11, 'level_is_powerful': False, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [11], 'level_radical': 11, 'minimal_twist': '11.6.a.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q-4q^{2}-15q^{3}-2^{4}q^{4}-19q^{5}+60q^{6}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '11.6.a', 'trace_display': [-4, -15, -19, 10], 'trace_hash': 1346520893565664086, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.989', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.966', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.885', 'prec': 17}], 'trace_zratio': 0, 'traces': [1, -4, -15, -16, -19, 60, 10, 192, -18, 76, -121, 240, -1148, -40, 285, -256, 686, 72, -384, 304, -150, 484, 3709, -2880, -2764, 4592, 3915, -160, -5424, -1140, -6443, -5120, 1815, -2744, -190, 288, 12063, 1536, 17220, -3648, -1528, 600, -4026, 1936, 342, -14836, 7168, 3840, -16707, 11056, -10290, 18368, -29862, -15660, 2299, 1920, 5760, 21696, -6461, -4560, -16980, 25772, -180, 28672, 21812, -7260, 29999, -10976, -55635, 760, 31023, -3456, 1924, -48252, 41460, 6144, -1210, -68880, 65138, 4864, -54351, 6112, -102714, 2400, -13034, 16104, 81360, -23232, 17415, -1368, -11480, -59344, 96645, -28672, 7296, 76800, 66905, 66828, 2178, 44224, 96730, 41160, -95704, -220416, 2850, 119448, -32658, -62640, -185438, -9196, -180945, -2560, 72849, -23040, -70471, 86784, 20664, 25844, 6860, 54720, 14641, 67920, 22920, 103088, 111891, 720, -78184, 49152, 60390, -87248, -462, -29040, -3840, -119996, -74385, 131712, 296233, 222540, -399818, 3040, -107520, -124092, 138908, 4608, 103056, -7696, 250605, -193008, 72670, -165840, -303082, -73728, -12348, 4840, 122417, -275520, -532987, -260552, 447930, 97280, 37090, 217404, 282076, 24448, -34485, 410856, -573588, -28800, 946611, 52136, 6912, 64416, -386286, -325440, -27640, 30976, 96915, -69660, 545079, -5472, -279485, 45920, 254700, 712128, -229197, -386580, -83006, -114688, 39150, -29184, -444437, -430080, -18476, -267620, -327180, 267312, 270182, -8712, 43320, -530688, -449985, -386920, -54240, 164640, 29032, 382816, -66762, 293888, 46464, -11400, 1029684, 477792, -465345, 130632, 76494, 751680, -64430, 741752, -28860, -36784, -787528, 723780, 461281, -51200, 49752, -291396, -855570, -92160, -665805, 281884, 18150, -1041408, 1209336, -82656, -136192, 103376, -977070, -27440, -571482, -72960, -267080, -58564, -136080, 271680, 317433, -91680, 440832, -1237056, 1540710, -447564, 1387367, 2880, -448789, 312736, 195510, -1114112, -885922, -241560, 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332024, -1678365, 1376256, 6226752, -156600, 454765, -116736, 1172760, 1777748, 2275573, -737280, 22990, 73904, 72468, -1070480, 389781, 1308720, 2544374, -3207744, 6930, -1080728, -1237622, -34848, -1619330, -173280, 57600, 707584, -5543678, 1799940, 7396564, -1547680, 1032669, 216960, -1459623, -1975680, -2704926, -116128, -4443495, 1531264, -64610, 267048, 1951566, 5877760, 5997270, -185856, 3373372, -45600, -4525514, -4118736, -129024, -5733504, -1896104, 1861380, -169800, 522528, -2083620, -305976, -684534, -1002240, -4225907, 257720, -1545840, 2967008, -1424256, 115440, -2091848, 441408, 300726, 3150112, 1562843, 2895120, -330885, -1845124, -1090050, 286720, -3004493, -199008, 184888, -1165584, 4546230, 3422280, 218120, 1105920, -2445516, 2663220, 2685690, 1127536, 7791036, -72600, -1051961, 1388544, -1836255, -4837344, 3970035, -330624, 299990, 544768, 7994805, -1240512, 487146, 3908280, 1061376, -109760, 537516, 2285928, -8539076, -1459200, -13848324, 1068320, -556350, -234256, 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1894860, -130340, -1162720, -649800, 17031728, 6150224, 7960320, -6862318, 161040, -539982, 4849312, -278179, 5803800, -9455362, 1966080, 813600, -1290480, -8228864, 197568, -4636576, 4570720, -435480, -232320, 6057042, -5742240, -5639935, -1958672, 14520735, -2347824, 174150, -4408320, 6511571, 935428, -696960, 8527792, 8275218, -13680, 1126165, 12506496, -15445260, 3742012, 1485496, -7166880, 19179636, -2625216, -558414, -933888, -14201961, -1959480, 1607939, -593440, -1147410, 1053696, 3102355, -10435392, 781781, -12692288, 966450, -4513216, 6888515, -11126280, 8778, 391168, -34632, -286720, -12413434, 551760, -8109935, 4232924, 11812920, -19721088, 72960, 868536, -20117616, 9177408, -6919215, 2279924, 2054580, 768000, 17806334, -2024744, -10821060, -15145776, 15517902, 4370940, 669050, -2502528, 12833550, -3118412, -2181056, -110592, -5628427, 1340560, 9987075, 1030656, 34281576, -4228260, 22989167, 6180576, 21780, -1870544, 7596542, 15621120, -1048208, -1217880, -18140040, 442240, 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-1741140, -872480, -24976212, -1474560, 12428394, 9782064, -4839300, 10652880, -4620, -10742760, -11061266, -13530432, 17140200, -31164144, -35614404, -290400, -33342132, 4207844, 1722672, 27770880, -20173854, 7345020, 6415488, -19349376, -8804340, -15880140, 1577114, 3967488, 9107336, -1199960, 3507855, 2179072, -36770862, -31979220, -5667352, 1654016, -743850, -1948584, -49574325, 15633120, -2208752, -4245504, 14032545, 1317120, 35378738, -2150064, 8444303, 9143712, -9844560, 34156304, 2962330, 8171520, 12883098, 55393296, 587844, 4273280, 351044, 2225400, 27805888, 2811072, 3951360, 5084780, 15683521, 2177280, -3998180, 7459468, -47596080, 4346880, 20113965, 16924560, -2107215, -5078928, 3337884, -20629088, -20926899, 4400640, -5133458, 14883456, -1075200, -7053312, -14932434, 165528, -31866272, 32988160, 15873465, -1240920, -823080, -24651360, 1389134, -18133616, 47226645, 21483072], 'weight': 6, 'weight_parity': 1}
• mf_hecke_nf •

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

  
  {'an': [[1], [-4], [-15], [-16], [-19], [60], [10], [192], [-18], [76], [-121], [240], [-1148], [-40], [285], [-256], [686], [72], [-384], [304], [-150], [484], [3709], [-2880], [-2764], [4592], [3915], [-160], [-5424], [-1140], [-6443], [-5120], [1815], [-2744], [-190], [288], [12063], [1536], [17220], [-3648], [-1528], [600], [-4026], [1936], [342], [-14836], [7168], [3840], [-16707], [11056], [-10290], [18368], [-29862], [-15660], [2299], [1920], [5760], [21696], [-6461], [-4560], [-16980], [25772], [-180], [28672], [21812], [-7260], [29999], [-10976], [-55635], [760], [31023], [-3456], [1924], [-48252], [41460], [6144], [-1210], [-68880], [65138], [4864], [-54351], [6112], [-102714], [2400], [-13034], [16104], [81360], [-23232], [17415], [-1368], [-11480], [-59344], [96645], [-28672], [7296], [76800], [66905], [66828], [2178], [44224]], 'ap': [[-4], [-15], [-19], [10], [-121], [-1148], [686], [-384], [3709], [-5424], [-6443], [12063], [-1528], [-4026], [7168], [-29862], [-6461], [-16980], [29999], [31023], [1924], [65138], [-102714], [17415], [66905], [96730], [-95704], [-32658], [-185438], [72849], [-78184], [-462], [296233], [-399818], [72670], [-303082], [-532987], [282076], [-573588], [-386286], [545079], [-279485], [-444437], [-18476], [270182], [43320], [1029684], [461281], [-855570], [-665805], [1209336], [-571482], [-267080], [1387367], [-885922], [1446874], [-353878], [525260], [-595610], [732318], [2233804], [-1531080], [-1142680], [586956], [-233857], [-935503], [-1058231], [506186], [467636], [304470], [2518683], [-3018412], [994429], [1728958], [454765], [2275573], [389781], [-1619330], [-5543678], [-2704926], [3373372], [-4525514], [-684534], [-4225907], [-2091848], [1562843], [-3004493], [-2445516], [7791036], [-1051961], [3970035], [-8539076], [-1864867], [5157272], [4533404], [1711634], [9738219], [4302789], [2622800], [-2496344], [11432312], [-9815290], [-8191924], [-7542864], [-8694004], [2033793], [3517796], [-8345348], [6150224], [-6862318], [-9455362], [-4636576], [6057042], [-5639935], [1126165], [-14201961], [1607939], [3102355], [6888515], [-12413434], [-8109935], [17806334], [15517902], [-2181056], [22989167], [2340922], [-19269445], [-21466515], [-16770543], [-17537268], [14738654], [-4809460], [8293171], [-352294], [16898460], [-36652], [-31746246], [20198512], [15565993], [-29166672], [-16521482], [5566142], [11880069], [-13285628], [-653987], [24774713], [27129062], [-28423208], [26592183], [-22250016], [28342788], [36644533], [16877164], [2739406], [-31328580], [-24976212], [-11061266], [-20173854], [9107336], [-36770862], [-49574325], [35378738], [27805888], [15683521], [20113965], [-20926899], [-31866272], [1389134]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 100663307, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '11.6.a.a', 'level': 11, 'maxp': 997, 'weight': 6}
• mf_newspaces •

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

  
  {'ALdims': [1, 3], 'ALdims_eis_new': [0, 0], 'ALdims_eis_old': [1, 1], 'ALdims_old': [0, 0], 'Nk2': 396, 'analytic_conductor': 1.764222017942787, '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': [11, 1, [2], [1]], 'conrey_index': 1, 'cusp_dim': 4, 'dim': 4, 'eis_dim': 2, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 100663307, 'hecke_orbit_dims': [1, 3], 'label': '11.6.a', 'level': 11, 'level_is_powerful': False, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [11], 'level_radical': 11, 'mf_dim': 6, 'mf_new_dim': 4, 'num_forms': 2, 'plus_dim': 1, 'prim_orbit_index': 1, 'relative_dim': 4, 'sturm_bound': 6, 'trace_bound': 1, 'trace_display': [-4, 19, 5, 94], 'traces': [4, -4, 19, 68, 5, -146, 94, -372, -25, -338, 242, 1232, -662, -1060, 1939, 1736, 1772, -3634, 996, -3176, -1058, 484, 643, -14628, -2821, 16724, 925, 23552, -8850, 1510, -10541, -17528, 5929, 22576, -24418, 5044, 29787, -7704, 10660, -18924, 4466, -47228, -30234, 12100, 18800, -31642, -10064, 64904, 31824, 52126, -33014, -16936, 20724, 3154, 5203, -40392, 25920, -7476, -10199, -18016, 1506, 5798, -12676, 8320, 14144, -32186, -17755, -23576, -20593, -122612, 70305, -98496, 17350, 105042, 19544, 110064, 8954, 56104, 190286, 123544, -141268, -249260, -246642, 346016, -117074, 259164, 61992, -91476, -89409, 102056, -121112, -395872, 80023, -103600, -14904, 344, 76589, 70308, 1331, -240452, 280468, 198628, 69248, 3648, -223178, 75888, -170706, -6112, 254308, -59290, -95871, 116816, -116139, -285120, 398663, 165816, -210274, 571802, 75428, -187332, 58564, -90972, 411568, 9152, 173565, -607048, -3016, -142608, -626814, -260816, -1470, 90992, 268800, -1232750, -440375, 585864, 377413, 744434, -143066, 267040, -345424, -762894, 197714, 666976, 17412, 1050476, 1020663, -534888, 88912, 569984, -325774, -573408, -602794, -118580, 198239, -1478080, -340507, 406396, 907614, 922664, -1470218, 1208684, -67544, 821704, 165649, 685356, -319572, -1101624, 761856, -733516, 127332, -758928, -1306188, -566544, -1033936, 272008, -494887, -880926, -42963, 516664, 1135927, 1551056, 238572, 851580, 96765, -266366, 48400, 407744, 844810, -334704, -277571, 107584, -624770, -412634, 273772, 271140, 2254184, -457138, -843408, 547848, 7709, -704416, 432912, -1632256, 920452, -1822256, 842530, -1370752, 213444, -699740, 980064, 3011544, 441189, -1385364, -1700310, 1802964, -274874, 13472, -1420460, -457864, 985988, 1874514, -1781801, -4059344, -512645, -1121370, -460794, 1729440, 733575, 3081574, -91718, -1155792, 597906, -90580, -1256944, -2164240, -184570, 3680200, -230406, 885704, 1363354, -58564, -2162756, 3732024, 2713881, -3169664, -67368, -985956, 730626, 1316022, 2930453, 1370848, -819775, -404816, 652378, -1794272, -3448900, 3246636, -2040918, -2955152, 553062, 539892, 504430, -1073028, -399030, -1445760, -1004511, 3317008, -1923076, -967694, 1758644, -3956624, -3856040, -1418794, 327547, -1950272, 700696, 2373404, 613370, 1310712, 2335572, -536080, 3101008, 4223520, 720, 912340, 745952, 479824, -890740, -84792, -79105, -782008, -1778850, -2054442, -484423, 2969628, -835505, 2995496, -4977332, -6668048, 1208916, 4174660, 2621054, 2360064, -2831352, -1611316, -3836836, 2888512, 5908520, 669238, 7116300, 7789104, -4185193, -2723666, 1581044, -452480, -3153415, -7403412, 241758, 1496768, -1343190, -4604188, -700344, -867740, 6395138, -12724912, 8907622, -8059920, 3864544, 458590, 491779, -10058160, -2758620, 8179896, -863891, 6212912, -448960, -3784452, -207081, -4663984, 283745, -2921688, -7128460, 10473672, 3416555, 7409280, 3213752, 1512480, -592800, 4609600, -4308332, -881848, 2319027, 6931670, -1233555, 2038632, -4967612, 4436898, -1566748, -715416, -8284540, 3833018, 278179, -1222912, -5545624, -8199048, -709733, 1678280, 5584370, -1333938, 6268908, -1353664, 1272784, 3395744, -4086651, 2667744, 3454884, 5611372, -3769889, 146304, 4378904, -3018550, 9846307, -2752752, -2908598, 1515836, -6102840, -4237496, -4517043, 4721752, -3962950, -12241092, -1382538, -4152968, -533450, 540628, 130552, 7172976, 4286880, -5352944, -10114184, -10525234, 5511772, -5165896, -7646107, -2061216, 684981, 6390600, 9956160, 4099496, -3050257, 12579616, -5524454, 11619364, 10386042, 8841184, 8592130, -1303896, -885848, 10997792, -2354984, -10832832, 41920, -16376232, 2316502, -10915050, 13472568, 13428240, -2877380, -5055852, -3925242, -7366120, -1482167, -1696252, -5047872, 15709112, -5005296, 7729864, -10328960, -1406988, 2580087, 6870472, 14482529, -11037792, -3469131, 543134, -3029638, 219904, -5191781, 4971166, 910162, -16322616, 5677778, -5304036, -13689544, -9498240, 14987526, -9651798, 6241798, 4010560, 9568098, -5859788, -11564591, 3548256, -3797837, -2115276, 9109329, -13973480, 13505858, -1339376, 15855227, 13657140, -2684022, 4396148, -2617044, -1415360, -481902, -9094668, -16400108, 2014040, 428472, -796732, -13464274, 995588, 4978627, 7058392, -4386301, -10866720, 3072868, 1389510, 1029620, 25642880, -8229060, 6938352, 2192036, 2558600, 13122066, 18244716, -4912648, 944304, 1020948, -6025598, -9690634, -13487280, 14998826, -238370, -17580135, -3594272, 2385975, 4651924, 5117128, 28723808, -1852560, 3625264, 8928952, -26556672, -2952400, 12396132, -17025354, 1116720, 12924969, 906972, -8667700, 2866992, -19796008, -1962820, -9130822, 6924104, 18042671, -15460068, -10286462, 15470400, -13974676, -5605110, -15028494, -14194044, -20525547, -15032384, 7893798, 3868352, 11065510, -7231640, 14053309, -8729872, 11495426, 13599952, 9352652, -2967256, -948354, 3631694, 2839896, -3700572, -3747076, 16894040, 20535885, 7734800, -14599744, 5195732, 14742192, 1500880, -1504514, -17467392, -8292088, 12641728, 17711835, -522880, 10417214, -18037452, -21837942, -1447200, -11410768, -6494312, 19011929, -41138816, -1136092, 12693440, 24428901, 22327348, -5729900, 7867152, -40670124, 8161190, 9734208, 24981792, 8580236, 2776236, 20757608, -3998256, 1196592, -5034974, 20967778, -15109752, 11183590, 4171354, -20697020, -20827720, -23391048, -11116648, 8390504, 31211952, -18453376, 51441240, 19461442, -33741728, 73205, 5781116, -1294, -12798720, 14642976, -18561696, -18381056, -28083224, -43459642, -16145864, 1528408, -5352072, -7223808, -41750560, 2434235, 5500672, -813163, 29804232, 15612138, -26147872, -6673546, -13991102, 1742400, 28399480, 32676354, 12173192, -11466293, 6319320, -333972, 35141014, 17534584, 25441824, 31308618, -6155028, 9535062, -11699088, -23702409, -30033252, 15120161, -23289184, -21539334, 17812176, 31598365, 31678284, 329483, -26384396, 4993534, 34065296, 6008111, -46649972, -8097330, 48604576, -25766710, 2284256, -52038130, -1076416, 11486881, 12546926, 20746648, 14474376, 819360, -7744032, -20869344, 20204736, -28432373, 14103146, 4291386, -48211888, 24395420, -4956728, -14937460, -12616356, -11906640, 28533894, -17700778, -3369960, 31551498, -5535266, 5626732, 13092048, -2591101, -10947800, 42314301, -61529616, 36597996, -1622878, 24868133, -3853512, -1490236, 57349456, 13008650, 12993600, -36508124, -5749752, -41137584, -19888928, -25186676, 15375112, -7926552, -5931904, -19471312, 49623882, -40877396, -63690368, -19395361, -4767438, -13684364, 2333676, -14355629, 24560824, -3567080, -57249264, 23452674, 36852520, -6959157, -7307024, 13759376, -3263828, 20275888, 54034328, 4849890, -2137586, -65060481, 57540192, 9605180, -32852864, 28661988, 46750368, 13168002, 18126614, 41088423, 46667224, -9408113, -9448108, 3000806, -45120816, -22318560, -12585000, -52296676, 24806340, 5925638, -17310712, 9020784, -196504, 64503396, 11968410, 12105541, -5220160, -3538667, -30714456, 41774194, -28507936, -8033452, -32315818, 10971917, -2369088, 8629662, -2813872, 5321788, -2979136, 24758456, -15443050, 44966092, -16370720, 35721134, -15019972, -19524374, -36285688, 19617924, 20507664, 15104444, 7254804, -69494958, -57970674, 14745672, -13861216, 999339, -90297068, -16287936, 43977576, 23932519, -1363932, 14247364, 66740632, -27837298, -16596100, -62189754, -11081664, 4443828, -26525464, 4842318, -22834080, -17548799, -41163840, -4159072, 53314112, 11567160, 70220888, 1633742, 124006912, -10835698, -46389832, -8252594, -24225480, -20295510, -33687730, 21665110, -12560064, 35759924, 24387066, 468044, -35094736, -16266096, 45211752, -42221824, 31172240, 60681824, 11552774, -1363941, -106718016, -7668496, 77080364, -4328792, 15749216, 27553789, 55600500, 15409666, -74198528, -6844620, -26964308, -34140828, 11830896, -25518515, -7289104, 999047, 25143624, -42062768, 104533640, 26251434, -44765232, -31031433, -363872, 1376254, 42718992, -39939692, -14398084, 42194061, 104403072, 61772408, -4461456, 6343992, -19733208, -14137214, 23457544, 17434485, -1946784, 55968784, 48902220, -29453856, -40592056, -64653486, -1615810, -26784055, -23794528, 7261210, -5718816, -122117044, -137211624, 8895124, 7381344, 25520082, -77374720, 22886058, 27913280, 3385200, 13771736, 56013745, -25671666, -32587832, 92052016, 10542797, -41846726, -26106086, -20816268, -40602256, 8923686, -3940486, -117520000, 868608, 57590324, -13287099, 43644960, 111280460, -12822022, 41902992, -49835956, 1507920, -31639564, -15499452, 27937428, -17268583, 65394140, 11753136, 26543088, 22256146, -53075024, -53889852, 53640000, -4986894, -11676564, -31622316, 74180184, 19786716, 599164, 4214170, -28935684, 479000, 77948676, -77161212, 41287136, 16505502, 79014482, 47616904, 19200192, -45909336, 584434, 15119748, 32717928, 33577812, -120814998, -11011726, 47177808, -48902158, -131692772, -5480935, 42513472, -45098316, -100085482, 26306936, -90490408, 40985650, 27461676, -2071959, -20560064, 65213692, 32804856, -73197089, 84824976, 87782144, -91566588, 65496881, 66410304, -12188088, 45159272, 393910, -3689408, -64709601, 89493504, 10084248, 81827336, 14814776, 44992172, 120556360, -5446452, -21257280, 33181082, 13082443, -96939472, -18324524, -64358474, 7704440, 28836864, -51742071, -113126504, -15032919, -76711848, 20702954, -23856344, -30655677, -148692768, 8977006, -3250728, 70515488, -48620832, -66959238, 12679832, 41683552, 52976536, 17656027, -92103636, -63371832, -179679552, -31634320, 6992848, 25963299, 55741596], 'weight': 6, 'weight_parity': 1}
• mf_twists_nf •

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

  
  
  • id: 7551
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '11.6.a.a', 'source_level': 11, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '11.6.a.a', 'target_level': 11, 'twist_class_label': '11.6.a.a', 'twist_class_level': 11, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 6}
  • id: 7552
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '11.6.a.a', 'source_level': 11, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '99.6.a.c', 'target_level': 99, 'twist_class_label': '11.6.a.a', 'twist_class_level': 11, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 7553
    {'conductor': 11, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '11.6.a.a', 'source_level': 11, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '121.6.a.b', 'target_level': 121, 'twist_class_label': '11.6.a.a', 'twist_class_level': 11, 'twisting_char_label': '11.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 7554
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '11.6.a.a', 'source_level': 11, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '176.6.a.c', 'target_level': 176, 'twist_class_label': '11.6.a.a', 'twist_class_level': 11, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 7555
    {'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '11.6.a.a', 'source_level': 11, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '275.6.a.a', 'target_level': 275, 'twist_class_label': '11.6.a.a', 'twist_class_level': 11, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 7556
    {'conductor': 5, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '11.6.a.a', 'source_level': 11, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '275.6.b.a', 'target_level': 275, 'twist_class_label': '11.6.a.a', 'twist_class_level': 11, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 6}
  • id: 7557
    {'conductor': 7, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '11.6.a.a', 'source_level': 11, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '539.6.a.c', 'target_level': 539, 'twist_class_label': '11.6.a.a', 'twist_class_level': 11, 'twisting_char_label': '7.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 7558
    {'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '11.6.a.a', 'source_level': 11, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '704.6.a.c', 'target_level': 704, 'twist_class_label': '11.6.a.a', 'twist_class_level': 11, 'twisting_char_label': '8.d', 'twisting_char_orbit': 4, 'weight': 6}
  • id: 7559
    {'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '11.6.a.a', 'source_level': 11, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 8, 'target_is_minimal': False, 'target_label': '704.6.a.h', 'target_level': 704, 'twist_class_label': '11.6.a.a', 'twist_class_level': 11, 'twisting_char_label': '8.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 7560
    {'conductor': 33, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '11.6.a.a', 'source_level': 11, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '1089.6.a.c', 'target_level': 1089, 'twist_class_label': '11.6.a.a', 'twist_class_level': 11, 'twisting_char_label': '33.d', 'twisting_char_orbit': 4, 'weight': 6}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 50025
    {'charpoly_factorization': [[[4, 1], 1]], 'hecke_orbit_code': 100663307, 'p': 2}
  • id: 50026
    {'charpoly_factorization': [[[15, 1], 1]], 'hecke_orbit_code': 100663307, 'p': 3}
  • id: 50027
    {'charpoly_factorization': [[[19, 1], 1]], 'hecke_orbit_code': 100663307, 'p': 5}
  • id: 50028
    {'charpoly_factorization': [[[-10, 1], 1]], 'hecke_orbit_code': 100663307, 'p': 7}
  • id: 50029
    {'charpoly_factorization': [[[121, 1], 1]], 'hecke_orbit_code': 100663307, 'p': 11}
  • id: 50030
    {'charpoly_factorization': [[[1148, 1], 1]], 'hecke_orbit_code': 100663307, 'p': 13}
  • id: 50031
    {'charpoly_factorization': [[[-686, 1], 1]], 'hecke_orbit_code': 100663307, 'p': 17}
  • id: 50032
    {'charpoly_factorization': [[[384, 1], 1]], 'hecke_orbit_code': 100663307, 'p': 19}
  • id: 50033
    {'charpoly_factorization': [[[-3709, 1], 1]], 'hecke_orbit_code': 100663307, 'p': 23}
  • id: 50034
    {'charpoly_factorization': [[[5424, 1], 1]], 'hecke_orbit_code': 100663307, 'p': 29}
  • id: 50035
    {'charpoly_factorization': [[[6443, 1], 1]], 'hecke_orbit_code': 100663307, 'p': 31}
  • id: 50036
    {'charpoly_factorization': [[[-12063, 1], 1]], 'hecke_orbit_code': 100663307, 'p': 37}
  • id: 50037
    {'charpoly_factorization': [[[1528, 1], 1]], 'hecke_orbit_code': 100663307, 'p': 41}
  • id: 50038
    {'charpoly_factorization': [[[4026, 1], 1]], 'hecke_orbit_code': 100663307, 'p': 43}
  • id: 50039
    {'charpoly_factorization': [[[-7168, 1], 1]], 'hecke_orbit_code': 100663307, 'p': 47}
  • id: 50040
    {'charpoly_factorization': [[[29862, 1], 1]], 'hecke_orbit_code': 100663307, 'p': 53}
  • id: 50041
    {'charpoly_factorization': [[[6461, 1], 1]], 'hecke_orbit_code': 100663307, 'p': 59}
  • id: 50042
    {'charpoly_factorization': [[[16980, 1], 1]], 'hecke_orbit_code': 100663307, 'p': 61}
  • id: 50043
    {'charpoly_factorization': [[[-29999, 1], 1]], 'hecke_orbit_code': 100663307, 'p': 67}
  • id: 50044
    {'charpoly_factorization': [[[-31023, 1], 1]], 'hecke_orbit_code': 100663307, 'p': 71}
  • id: 50045
    {'charpoly_factorization': [[[-1924, 1], 1]], 'hecke_orbit_code': 100663307, 'p': 73}
  • id: 50046
    {'charpoly_factorization': [[[-65138, 1], 1]], 'hecke_orbit_code': 100663307, 'p': 79}
  • id: 50047
    {'charpoly_factorization': [[[102714, 1], 1]], 'hecke_orbit_code': 100663307, 'p': 83}
  • id: 50048
    {'charpoly_factorization': [[[-17415, 1], 1]], 'hecke_orbit_code': 100663307, 'p': 89}
  • id: 50049
    {'charpoly_factorization': [[[-66905, 1], 1]], 'hecke_orbit_code': 100663307, 'p': 97}
• mf_newform_portraits •

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

  
  {'char_orbit_index': 1, 'hecke_orbit': 1, 'label': '11.6.a.a', 'level': 11, '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: 3221388
    {'hecke_orbit_code': 100663307, 'n': 1, 'trace_an': 1}
  • id: 3221389
    {'hecke_orbit_code': 100663307, 'n': 2, 'trace_an': -4}
  • id: 3221390
    {'hecke_orbit_code': 100663307, 'n': 3, 'trace_an': -15}
  • id: 3221391
    {'hecke_orbit_code': 100663307, 'n': 4, 'trace_an': -16}
  • id: 3221392
    {'hecke_orbit_code': 100663307, 'n': 5, 'trace_an': -19}
  • id: 3221393
    {'hecke_orbit_code': 100663307, 'n': 6, 'trace_an': 60}
  • id: 3221394
    {'hecke_orbit_code': 100663307, 'n': 7, 'trace_an': 10}
  • id: 3221395
    {'hecke_orbit_code': 100663307, 'n': 8, 'trace_an': 192}
  • id: 3221396
    {'hecke_orbit_code': 100663307, 'n': 9, 'trace_an': -18}
  • id: 3221397
    {'hecke_orbit_code': 100663307, 'n': 10, 'trace_an': 76}
  • id: 3221398
    {'hecke_orbit_code': 100663307, 'n': 11, 'trace_an': -121}
  • id: 3221399
    {'hecke_orbit_code': 100663307, 'n': 12, 'trace_an': 240}
  • id: 3221400
    {'hecke_orbit_code': 100663307, 'n': 13, 'trace_an': -1148}
  • id: 3221401
    {'hecke_orbit_code': 100663307, 'n': 14, 'trace_an': -40}
  • id: 3221402
    {'hecke_orbit_code': 100663307, 'n': 15, 'trace_an': 285}
  • id: 3221403
    {'hecke_orbit_code': 100663307, 'n': 16, 'trace_an': -256}
  • id: 3221404
    {'hecke_orbit_code': 100663307, 'n': 17, 'trace_an': 686}
  • id: 3221405
    {'hecke_orbit_code': 100663307, 'n': 18, 'trace_an': 72}
  • id: 3221406
    {'hecke_orbit_code': 100663307, 'n': 19, 'trace_an': -384}
  • id: 3221407
    {'hecke_orbit_code': 100663307, 'n': 20, 'trace_an': 304}
  • id: 3221408
    {'hecke_orbit_code': 100663307, 'n': 21, 'trace_an': -150}
  • id: 3221409
    {'hecke_orbit_code': 100663307, 'n': 22, 'trace_an': 484}
  • id: 3221410
    {'hecke_orbit_code': 100663307, 'n': 23, 'trace_an': 3709}
  • id: 3221411
    {'hecke_orbit_code': 100663307, 'n': 24, 'trace_an': -2880}
  • id: 3221412
    {'hecke_orbit_code': 100663307, 'n': 25, 'trace_an': -2764}
  • id: 3221413
    {'hecke_orbit_code': 100663307, 'n': 26, 'trace_an': 4592}
  • id: 3221414
    {'hecke_orbit_code': 100663307, 'n': 27, 'trace_an': 3915}
  • id: 3221415
    {'hecke_orbit_code': 100663307, 'n': 28, 'trace_an': -160}
  • id: 3221416
    {'hecke_orbit_code': 100663307, 'n': 29, 'trace_an': -5424}
  • id: 3221417
    {'hecke_orbit_code': 100663307, 'n': 30, 'trace_an': -1140}
  • id: 3221418
    {'hecke_orbit_code': 100663307, 'n': 31, 'trace_an': -6443}
  • id: 3221419
    {'hecke_orbit_code': 100663307, 'n': 32, 'trace_an': -5120}
  • id: 3221420
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  • id: 3221421
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  • id: 3221422
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  • id: 3221423
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  • id: 3221424
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  • id: 3221425
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  • id: 3221426
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  • id: 3221427
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  • id: 3221428
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  • id: 3221429
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  • id: 3221430
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  • id: 3221431
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  • id: 3221432
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  • id: 3221433
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  • id: 3221434
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  • id: 3221435
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  • id: 3221436
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  • id: 3221437
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  • id: 3221438
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  • id: 3221439
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  • id: 3221440
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  • id: 3221441
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  • id: 3221442
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  • id: 3221443
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  • id: 3221444
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  • id: 3221445
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  • id: 3221446
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  • id: 3221447
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  • id: 3221448
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  • id: 3221449
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  • id: 3221450
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  • id: 3221451
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  • id: 3221452
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  • id: 3221453
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  • id: 3221454
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  • id: 3221455
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  • id: 3221456
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  • id: 3221457
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  • id: 3221458
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  • id: 3221459
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  • id: 3221460
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  • id: 3221461
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  • id: 3221462
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  • id: 3221463
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  • id: 3221464
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  • id: 3221465
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  • id: 3221466
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  • id: 3221467
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  • id: 3221468
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  • id: 3221469
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  • id: 3221470
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  • id: 3221471
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  • id: 3221472
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  • id: 3221473
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  • id: 3221474
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  • id: 3221475
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  • id: 3221476
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  • id: 3221477
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  • id: 3221478
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  • id: 3221479
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  • id: 3221480
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  • id: 3221481
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  • id: 3221482
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  • id: 3221483
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  • id: 3221484
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  • id: 3221485
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  • id: 3221486
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  • id: 3221487
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  • id: 3221488
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  • id: 3221489
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  • id: 3221490
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  • id: 3221491
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  • id: 3221492
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  • id: 3221493
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  • id: 3221494
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  • id: 3221495
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  • id: 3221496
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  • id: 3221497
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  • id: 3221498
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  • id: 3221499
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  • id: 3221500
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  • id: 3221501
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  • id: 3221502
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  • id: 3221503
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  • id: 3221504
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  • id: 3221505
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  • id: 3221506
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  • id: 3221507
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  • id: 3221508
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  • id: 3221509
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  • id: 3221510
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  • id: 3221511
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  • id: 3221512
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  • id: 3221513
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  • id: 3221514
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  • id: 3221515
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  • id: 3221516
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  • id: 3221517
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  • id: 3221518
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  • id: 3221519
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  • id: 3221520
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  • id: 3221521
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  • id: 3221522
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  • id: 3221523
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  • id: 3221524
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  • id: 3221525
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  • id: 3221526
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  • id: 3221527
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  • id: 3221528
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  • id: 3221529
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  • id: 3221530
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  • id: 3221531
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  • id: 3221532
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  • id: 3221533
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  • id: 3221534
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  • id: 3221535
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  • id: 3221536
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  • id: 3221537
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  • id: 3221538
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  • id: 3221539
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  • id: 3221540
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  • id: 3221541
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  • id: 3221542
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  • id: 3221543
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  • id: 3221544
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  • id: 3221545
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  • id: 3221546
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  • id: 3221547
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  • id: 3221548
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  • id: 3221549
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  • id: 3221550
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  • id: 3221551
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  • id: 3221552
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  • id: 3221553
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  • id: 3221554
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  • id: 3221555
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  • id: 3221556
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  • id: 3221557
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  • id: 3221558
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  • id: 3221559
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  • id: 3221560
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  • id: 3221561
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  • id: 3221562
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  • id: 3221563
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  • id: 3221564
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  • id: 3221565
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  • id: 3221566
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  • id: 3221567
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  • id: 3221568
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  • id: 3221569
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  • id: 3221570
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  • id: 3221571
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  • id: 3221572
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  • id: 3221573
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  • id: 3221574
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  • id: 3221575
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  • id: 3221576
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  • id: 3221577
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  • id: 3221578
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  • id: 3221579
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  • id: 3221580
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  • id: 3221581
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  • id: 3221582
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  • id: 3221583
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  • id: 3221584
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  • id: 3221585
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  • id: 3221586
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  • id: 3221587
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  • id: 3221588
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  • id: 3221589
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  • id: 3221590
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  • id: 3221591
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  • id: 3221592
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  • id: 3221593
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  • id: 3221594
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  • id: 3221595
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  • id: 3221596
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  • id: 3221597
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  • id: 3221598
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  • id: 3221599
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  • id: 3221600
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  • id: 3221601
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  • id: 3221602
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  • id: 3221603
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  • id: 3221604
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  • id: 3221605
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  • id: 3221606
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  • id: 3221607
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  • id: 3221608
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  • id: 3221609
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  • id: 3221610
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  • id: 3221611
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  • id: 3221612
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  • id: 3221613
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  • id: 3221614
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  • id: 3221615
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  • id: 3221616
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  • id: 3221617
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  • id: 3221618
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  • id: 3221619
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  • id: 3221620
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  • id: 3221621
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  • id: 3221622
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  • id: 3221623
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  • id: 3221624
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  • id: 3221625
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  • id: 3221626
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  • id: 3221627
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  • id: 3221628
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  • id: 3221629
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  • id: 3221630
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  • id: 3221631
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  • id: 3221632
    {'hecke_orbit_code': 100663307, 'n': 911, 'trace_an': -24976212}
  • id: 3221633
    {'hecke_orbit_code': 100663307, 'n': 919, 'trace_an': -11061266}
  • id: 3221634
    {'hecke_orbit_code': 100663307, 'n': 929, 'trace_an': -20173854}
  • id: 3221635
    {'hecke_orbit_code': 100663307, 'n': 937, 'trace_an': 9107336}
  • id: 3221636
    {'hecke_orbit_code': 100663307, 'n': 941, 'trace_an': -36770862}
  • id: 3221637
    {'hecke_orbit_code': 100663307, 'n': 947, 'trace_an': -49574325}
  • id: 3221638
    {'hecke_orbit_code': 100663307, 'n': 953, 'trace_an': 35378738}
  • id: 3221639
    {'hecke_orbit_code': 100663307, 'n': 961, 'trace_an': 12883098}
  • id: 3221640
    {'hecke_orbit_code': 100663307, 'n': 967, 'trace_an': 27805888}
  • id: 3221641
    {'hecke_orbit_code': 100663307, 'n': 971, 'trace_an': 15683521}
  • id: 3221642
    {'hecke_orbit_code': 100663307, 'n': 977, 'trace_an': 20113965}
  • id: 3221643
    {'hecke_orbit_code': 100663307, 'n': 983, 'trace_an': -20926899}
  • id: 3221644
    {'hecke_orbit_code': 100663307, 'n': 991, 'trace_an': -31866272}
  • id: 3221645
    {'hecke_orbit_code': 100663307, 'n': 997, 'trace_an': 1389134}