Newform data - 10.6.a.a

Formats: - HTML - YAML - JSON - 2025-12-10T15:25:49.643737

• 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': 360, 'analytic_conductor': 1.6038381981298064, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [5, 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': [10, 1, [7], [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': [[3, [26, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 100663306, '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': '10.6.a.a', 'level': 10, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 5], 'level_radical': 10, 'minimal_twist': '10.6.a.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q-4q^{2}-26q^{3}+2^{4}q^{4}-5^{2}q^{5}+104q^{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': '10.6.a', 'trace_display': [-4, -26, -25, -22], 'trace_hash': 190740772737957228, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.990', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.973', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.893', 'prec': 17}], 'trace_zratio': 0, 'traces': [1, -4, -26, 16, -25, 104, -22, -64, 433, 100, -768, -416, -46, 88, 650, 256, 378, -1732, 1100, -400, 572, 3072, -1986, 1664, 625, 184, -4940, -352, -5610, -2600, -3988, -1024, 19968, -1512, 550, 6928, -142, -4400, 1196, 1600, 1542, -2288, -5026, -12288, -10825, 7944, 24738, -6656, -16323, -2500, -9828, -736, -14166, 19760, 19200, 1408, -28600, 22440, 28380, 10400, 5522, 15952, -9526, 4096, 1150, -79872, -24742, 6048, 51636, -2200, 42372, -27712, -52126, 568, -16250, 17600, 16896, -4784, -39640, -6400, 23221, -6168, -59826, 9152, -9450, 20104, 145860, 49152, 57690, 43300, 1012, -31776, 103688, -98952, -27500, 26624, -144382, 65292, -332544, 10000, -141258, 39312, 139814, 2944, -14300, 56664, 86418, -79040, 218450, -76800, 3692, -5632, -28806, 114400, 49650, -89760, -19918, -113520, -8316, -41600, 428773, -22088, -40092, -63808, -15625, 38104, -216502, -16384, 130676, -4600, -244608, 319488, -24200, 98968, 123500, -24192, -239502, -206544, 30860, 8800, -643188, -169488, 35328, 110848, 140250, 208504, 424398, -2272, -100950, 65000, 12452, -70400, 163674, -67584, 99700, 19136, -6022, 158560, 368316, 25600, 43692, -92884, -500866, 24672, -499200, 239304, 555258, -36608, -369177, 37800, 476300, -80416, 417354, -583440, -13750, -196608, -737880, -230760, -52380, -173200, 546662, -4048, -143572, 127104, 3550, -414752, -290304, 395808, 108680, 110000, -452028, -106496, 485594, 577528, -29900, -261168, 1010178, 1330176, -807640, -40000, 643292, 565032, 123420, -157248, -38550, -559256, -859938, -11776, -844800, 57200, 149552, -226656, -1101672, -345672, 125650, 316160, 87736, -873800, 1355276, 307200, -17388, -14768, -443506, 22528, 270625, 115224, 420018, -457600, 1058750, -198600, -439296, 359040, -1273446, 79672, -618450, 454080, 1030640, 33264, -370680, 166400, -561298, -1715092, 596674, 88352, 408075, 160368, -50600, 255232, 1555476, 62500, 577152, -152416, 1525248, 866008, 245700, 65536, -651462, -522704, 3124, 18400, -2429130, 978432, 917574, -1277952, 354150, 96800, -1499940, -395872, -735390, -494000, -1121308, 96768, -26312, 958008, -480000, 826176, -1660342, -123440, -1726804, -35200, 1452102, 2572752, 309014, 677952, 715000, -141312, -33924, -443392, -1276973, -561000, 3753932, -834016, -1593006, -1697592, -709500, 9088, 3793920, 403800, 91356, -260000, 110572, -49808, 3672708, 281600, -138050, -654696, 1247258, 270336, -3635164, -398800, -665988, -76544, -591286, 24088, 238150, -634240, -516342, -1473264, 4308480, -102400, -2246868, -174768, 415800, 371536, -28750, 2003464, -5679700, -98688, -544236, 1996800, -3295768, -957216, -61486, -2221032, 618550, 146432, 1910978, 1476708, 748956, -151200, 3062784, -1905200, 728860, 321664, -1290900, -1669416, 2420058, 2333760, 2507270, 55000, 227240, 786432, -413166, 2951520, -1059300, 923040, 216216, 209520, 1737720, 692800, -1266099, -2186648, -11148098, 16192, 1303150, 574288, 1160978, -508416, 667686, -14200, 311652, 1659008, 343754, 1161216, 406250, -1583232, 258060, -434720, 573140, -440000, 5629052, 1808112, -2880546, 425984, -422400, -1942376, -2176258, -2310112, -3085590, 119600, -750708, 1044672, 6359808, -4040712, 991000, -5320704, 885458, 3230560, 629200, 160000, -3753438, -2573168, 183448, -2260128, -580525, -493680, 109056, 628992, -1946530, 154200, 6227052, 2237024, -624360, 3439752, 1495650, 47104, -802360, 3379200, -2991660, -228800, 3966602, -598208, 10711554, 906624, 236250, 4406688, -121484, 1382688, -918528, -502600, -5171148, -1264640, -4534846, -350944, -3646500, 3495200, -2184600, -5421104, -1082200, -1228800, -7067859, 69552, -1080786, 59072, -1442250, 1774024, 2624700, -90112, 2617830, -1082500, -1184256, -460896, -323752, -1680072, -25300, 1830400, 1590458, -4235000, -1867320, 794400, 4254702, 1757184, 3266054, -1436160, -2592200, 5093784, -601542, -318688, 544324, 2473800, 156572, -1816320, 3859968, -4122560, 687500, -133056, -6133878, 1482720, -4579320, -665600, 6532, 2245192, -1135992, 6860368, 3609550, -2386696, 7052258, -353408, 13022516, -1632300, -2623488, -641472, -2120580, 202400, 8313600, -1020928, -932184, -6221904, -3612340, -250000, -14436708, -2308608, 9156294, 609664, 3531450, -6100992, 9598602, -3464032, 7261590, -982800, 1146772, -262144, -5434000, 2605848, -3495350, 2090816, -18998784, -12496, -10851204, -73600, 5810202, 9716520, -8170666, -3913728, 357500, -3670296, -1507464, 5111808, -2492147, -1416600, 12288540, -387200, -70932, 5999760, -2160450, 1583488, 1361880, 2941560, 12536064, 1976000, -817378, 4485232, -14213212, -387072, -5461250, 105248, -3507502, -3832032, 2391026, 1920000, -6171000, -3304704, 872080, 6641368, -92300, 493760, 9614898, 6907216, 231196, 140800, 7547904, -5808408, 2019414, -10291008, 720150, -1236056, -510862, -2711808, 1378590, -2860000, 8542952, 565248, 11752728, 135696, -1241250, 1773568, -2314582, 5107892, -12625444, 2244000, 1316172, -15015728, 10879488, 3336064, 497950, 6372024, 928338, 6790368, -4386800, 2838000, -26264628, -36352, -909486, -15175680, 207900, -1615200, 20998640, -365424, -8511360, 1040000, 6124982, -442288, -10713286, 199232, -10719325, -14690832, -4516462, -1126400, -3208920, 552200, -1137948, 2618784, 9639794, -4989032, 1002300, -1081344, -9926502, 14540656, 7633220, 1595200, 9810840, 2663952, -1269180, 306176, 390625, 2365144, 21964800, -96352, -53676, -952600, 18031412, 2536960, -3888352, 2065368, 5412550, 5893056, 750858, -17233920, 18347076, 409600, 9301902, 8987472, -13833226, 699072, -3266900, -1663200, -14899662, -1486144, -21795840, 115000, -2281136, -8013856, -19330566, 22718800, 6115200, 394752, -22570558, 2176944, -4061100, -7987200, -13515238, 13183072, 452088, 3828864, 605000, 245944, 11141460, 8884128, 11531156, -2474200, -4240896, -585728, 14351954, -7643912, -3087500, -5906832, 1895298, -2995824, 3176404, 604800, -10920468, -12251136, 2916414, 7620800, 5987550, -2915440, -27527500, -1286656, 651636, 5163600, 14427752, 6677664, 7315968, -9680232, -771500, -9335040, 582876, -10029080, 33109596, -220000, -15867918, -908960, -156200, -3145728, 16079700, 1652664, 3107676, -11806080, -301810, 4237200, -17164120, -3692160, 7920168, -864864, -883200, -838080, 9637680, -6950880, 21267720, -2771200, -3075908, 5064396, 14593748, 8746592, -3506250, 44592392, 15500858, -64768, -21156227, -5212600, -1899828, -2297152, -12184966, -4643912, -10609950, 2033664, 19001856, -2670744, -29028220, 56800, 1315600, -1246608, 16114494, -6636032, 2523750, -1375016, -25904658, -4644864, -1901196, -1625000, -2924308, 6332928, -15005952, -1032240, -311300, 1738880, 26032538, -2292560, -39656448, 1760000, 16326282, -22516208, -4805900, -7232448, -4091850, 11522184, -1305480, -1703936, 25813250, 1689600, 16938012, 7769504, -19059246, 8705032, -2492500, 9240448, -81224, 12342360, 1696200, -478400, -32541696, 3002832, 27713400, -4178688, 150550, -25439232, -17341102, 16162848, -23856924, -3964000, 633732, 21282816, -254012, -3541832, -9207900, -12922240, -25816902, -2516800, 9350964, -640000, 24979770, 15013752, 40032768, 10292672, -1092300, -733792, 19120140, 9040512, 8884890, 2322100, -24639568, 1974720, 29154008, -436224, 12521650, -2515968, -5528600, 7786120, 438196, -616800, 11376762, -24908208, -13078306, -8948096, 12480000, 2497440, -35718822, -13759008, 16188050, -5982600, 43168892, -188416, -6170094, 3209440, -13881450, -13516800, 19700720, 11966640, -25549680, 915200, 10960951, -15866408, -37754652, 2392832, 9229425, -42846216, -9433006, -3626496, -8034364, -945000, 282012, -17626752, -22295326, 485936, -11907500, -5530752, 19687218, 3674112, 6775820, 2010400, 882024, 20684592, -26380386, 5058560, -10433850, 18139384, 33201298, 1403776, 30443520, 14586000, 1138132, -13980800, -62517406, 8738400, 343750, 21684416, 29516138, 4328800, 41418156, 4915200, -14856498, 28271436, -14534026, -278208, 18447000, 4323144, -17202822, -236288, 4763044, 5769000, -17833728, -7096096, 27211800, -10498800, 1309500, 360448, -2375256, -10471320, 22372680, 4330000, -5354748, 4737024, -2874872, 1843584, -13666550, 1295008, -34443382, 6720288, -61164714, 101200, -983748, -7321600, 45946368, -6361832, 3589300, 16940000, 5381376, 7469280, 30885680, -3177600, -32428708, -17018808, -1949112, -7028736, -88750, -13064216, 60539462, 5744640, -32087370, 10368800, -17955300, -20375136, 17315688, 2406168, 7257600, 1274752, 15251978, -2177296, 15373436, -9895200, 3481662, -626288, -3062412, 7265280, -2717000, -15439872, -25400982, 16490240, 2397796, -2750000, 13424892, 532224, -49735206, 24535512, 11300700, -5930880, -112020480, 18317280, 5269044, 2662400, -12725007, -26128, 37418994, -8980768, -12139850, 4543968, 30517298, -27441472, -10810800, -14438200, 31985352, 9546784, -678920, -28209032, 747500, 1413632, 2907858, -52090064, -44305920, 6529200, 94588850, 10493952, 34962054, 2565888, -25254450, 8482320, 14150136, -809600, 9981636, -33254400, 3004652, 4083712, 85689968, 3728736, 20191000, 24887616, 32078858, 14449360, 701480, 1000000], '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], [-26], [16], [-25], [104], [-22], [-64], [433], [100], [-768], [-416], [-46], [88], [650], [256], [378], [-1732], [1100], [-400], [572], [3072], [-1986], [1664], [625], [184], [-4940], [-352], [-5610], [-2600], [-3988], [-1024], [19968], [-1512], [550], [6928], [-142], [-4400], [1196], [1600], [1542], [-2288], [-5026], [-12288], [-10825], [7944], [24738], [-6656], [-16323], [-2500], [-9828], [-736], [-14166], [19760], [19200], [1408], [-28600], [22440], [28380], [10400], [5522], [15952], [-9526], [4096], [1150], [-79872], [-24742], [6048], [51636], [-2200], [42372], [-27712], [-52126], [568], [-16250], [17600], [16896], [-4784], [-39640], [-6400], [23221], [-6168], [-59826], [9152], [-9450], [20104], [145860], [49152], [57690], [43300], [1012], [-31776], [103688], [-98952], [-27500], [26624], [-144382], [65292], [-332544], [10000]], 'ap': [[-4], [-26], [-25], [-22], [-768], [-46], [378], [1100], [-1986], [-5610], [-3988], [-142], [1542], [-5026], [24738], [-14166], [28380], [5522], [-24742], [42372], [-52126], [-39640], [-59826], [57690], [-144382], [-141258], [139814], [86418], [218450], [-28806], [-216502], [-244608], [-239502], [30860], [-100950], [12452], [-6022], [-500866], [555258], [417354], [-52380], [546662], [-452028], [485594], [1010178], [-807640], [149552], [-443506], [420018], [1058750], [-1273446], [-370680], [-561298], [577152], [-651462], [917574], [-735390], [-1121308], [-1660342], [1452102], [309014], [-1593006], [1247258], [-665988], [-591286], [-516342], [-3295768], [1910978], [2420058], [2507270], [-413166], [1737720], [1160978], [343754], [573140], [-2880546], [-3085590], [885458], [-3753438], [-1946530], [-2991660], [3966602], [-5171148], [-4534846], [-1082200], [-1080786], [2617830], [1590458], [4254702], [3266054], [-601542], [-4579320], [7052258], [-2623488], [-3612340], [9156294], [7261590], [5810202], [-8170666], [-817378], [-3507502], [9614898], [2019414], [1378590], [8542952], [-2314582], [928338], [-909486], [-8511360], [6124982], [-4516462], [9639794], [-9926502], [7633220], [18031412], [9301902], [-13833226], [-14899662], [-19330566], [-4061100], [-13515238], [14351954], [1895298], [2916414], [14427752], [-15867918], [-301810], [21267720], [15500858], [-12184966], [-29028220], [16114494], [-2924308], [26032538], [16326282], [25813250], [-19059246], [-17341102], [-25816902], [8884890], [-24639568], [11376762], [-13078306], [-35718822], [16188050], [-25549680], [-22295326], [19687218], [6775820], [-26380386], [29516138], [-14856498], [-14534026], [-17202822], [-34443382], [-983748], [30885680], [-32087370], [15251978], [3481662], [-25400982], [-49735206], [30517298], [31985352], [2907858], [34962054], [3004652], [32078858]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 100663306, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '10.6.a.a', 'level': 10, '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, 1, 1, 0], 'ALdims_eis_new': [0, 0, 0, 0], 'ALdims_eis_old': [1, 1, 1, 1], 'ALdims_old': [0, 1, 0, 1], 'Nk2': 360, 'analytic_conductor': 1.6038381981298064, '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': [10, 1, [7], [1]], 'conrey_index': 1, 'cusp_dim': 5, 'dim': 3, 'eis_dim': 4, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 100663306, 'hecke_orbit_dims': [1, 1, 1], 'label': '10.6.a', 'level': 10, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 5], 'level_radical': 10, 'mf_dim': 9, 'mf_new_dim': 3, 'num_forms': 3, 'plus_dim': 1, 'prim_orbit_index': 1, 'relative_dim': 3, 'sturm_bound': 9, 'trace_bound': 3, 'trace_display': [-4, 4, -25, -312], 'traces': [3, -4, 4, 48, -25, 32, -312, -64, 559, -100, -444, 64, 114, 304, 1100, 768, 918, -3892, -1140, -400, -4264, 3312, 3144, 512, 1875, 8392, -5480, -4992, 2490, -5600, -8544, -1024, 24288, 2424, -800, 8944, -16902, -17360, -14872, -1600, 2406, 11392, 13164, -7104, 2675, -48, 44448, 1024, -6429, -2500, -10584, 1824, -44406, 320, 17700, 4864, -33040, 37320, 1380, 17600, 12306, -20768, -42376, 12288, -50150, -87936, 10788, 14688, 146568, 26800, 88056, -62272, -9666, 23464, 2500, -18240, -28464, 112576, -81360, -6400, 28243, -12648, -220476, -68224, -34050, -72128, 233880, 52992, -14130, 30700, 33216, 50304, 117968, -72816, 53500, 8192, -224682, 2652, -328332, 30000, 78306, 78912, 92664, 134272, -99800, 104232, 318348, -87680, 250530, -109200, -299224, -79872, 293574, 640, 99600, 39840, -563878, -285360, -60048, -89600, 160959, -127928, -12552, -136704, -15625, 364912, -39072, -16384, 611048, -20600, -478644, 388608, 213120, 226624, 245000, 38784, -126642, -511104, -444780, -12800, -406344, 209472, 122808, 143104, 47250, 214552, 713748, 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8515068, 11419968, 15587520, 5538000, -16417944, -4326912, -14777226, -18389760, 3410400, -5589600, 23795360, 20048736, 5601000, 320000, -8967594, 14895872, -17091676, 5575296, -11205325, -26454336, -5589072, -4444160, -16433520, -126200, 7142736, -1087776, -6096726, -16551296, 1804200, -1078272, 10525998, 13461376, -3008940, 5267200, 13280880, -1733568, 13162320, -3807232, 1171875, 15655192, 20392320, -9050592, -1762668, 2332400, 7812456, 5785600, 1095008, 9999624, -5145800, -3076992, -14524782, -13851360, -4354632, -409600, 4516206, -13402368, -11080236, -12065664, 9472600, -9570720, -15565752, 2557376, -27458640, 5245000, -6962528, -9771456, -21331806, 44470720, -129300, 615936, -20303818, 515904, 21751980, -7180800, -18825894, 20481712, 10549008, 148992, -9628000, 19789192, 28201680, 8577408, 35564168, -6027200, -3935688, 2916352, 16567254, -12539336, -3425000, 16102224, -12629622, -17217984, 16884432, -259200, -19211304, -18746496, 18166284, 19359680, 17020950, 3605600, -32821960, 3369984, 10433628, -4329600, 5577756, 7628064, 4445328, -27813216, 1442500, -10429440, 19116, -22241720, 19900008, -3120000, 3413106, -4680320, 9342120, -1818624, 18064200, -1135368, -30465744, -12099840, -35520270, -331200, -33497680, 5831040, 5404848, -6688512, -9313800, -4311360, 29555040, -19956000, 35807760, 684800, 2511336, 34094796, -10949992, 19051296, 1556250, 55400096, 3366168, -18830848, -46558961, -9458600, -8333064, 3141248, 7966914, 5404624, -2511300, -12288, 25715136, -4012104, -15574980, -2232800, -28219040, -11409888, 42065544, -12824576, 15761250, -19217048, -20501148, -2772864, -41849208, -3500000, 6227856, 11378688, 11834208, 33400560, 12986200, 892160, 44256378, -9943280, -26561664, 5344000, 8701806, -3563648, 850560, -15919104, -1996650, 19769712, -47542440, 262144, 46766310, 6225600, 68448936, -8712096, -27737046, -16750784, -5340000, 14134144, 50232496, 9054120, 3352920, -12214400, -22298688, 10940832, 16486800, -1645824, -13654550, -2027136, -22270092, 20845728, -35000472, 208000, -47288784, 15926016, -26859252, -20924216, -20471400, -13008000, -45998862, 13498880, 17887392, -640000, -19720890, 9487032, 46956648, 14224256, -11797800, -22369216, -2168280, 4924032, 1989630, 1819900, -32702844, -15210240, 14849648, 1261728, 11937100, -2709504, 11452560, 19283800, 81636448, 31200, 72868506, -55451328, -40170936, -11909888, 15180000, 24498240, -61068852, 43392, -26742510, 10082400, 94058696, 466944, -11203434, 15018880, -23686800, -20878080, 43238240, 18385200, -4171080, 8652800, 9662853, -23653208, -41632392, 3535296, 1021425, -62486448, 29924904, -11367936, -14073592, 1515000, -48425664, -20305152, 12257754, 16565408, -21924500, -20507136, 61179198, 20758272, -12682620, 11233600, -3977328, 29076192, 9229104, 81920, 9773850, -2724488, -4727732, 8007936, 25207680, 5784000, 36724296, 10453120, -88221586, -15552960, -500000, 31657088, 27325938, 34110880, 17825448, 4531200, 14863806, 13639596, -53746476, 16566336, 28482000, -33371328, 20690328, 14912512, -9561288, 12951000, -15124764, 5466624, -5448480, -33326400, -17722500, 1245184, -72900336, -12753480, -13153920, 5590000, -7668684, 3790944, -86287472, -947328, 6205450, -42715136, -30612852, 14699328, -29965782, -3119200, -10804944, -8458240, 18196128, -23318696, 15038200, 8420640, 46060656, 1157760, 57998760, -11385600, -6481864, -17609208, 98908848, -17922048, -10563750, 33238192, 70064072, 9553920, 4877790, 8940800, -3667380, -19934496, 15858768, 56370624, 2867400, 6783616, -25139922, -16850176, 4501928, -12508800, 2454906, 52652992, 772128, 353280, -19970000, -28198656, 12775668, -832000, 7345908, -10850000, 47915016, -7666176, -95002866, 60191496, 15577200, 203520, -98274240, 20124480, -23011728, 4505600, -17468541, -66977488, 115212204, -22723104, -15957650, 58957824, -24137352, -26197312, -26002080, -6408200, 2783556, 3753664, 65897760, -18104336, -9295000, 3150336, -33045882, -46732544, -51476760, 12793200, -6470710, 9259632, 33397944, 513024, -10097550, 28440720, -22335504, -56864640, 79673928, -33675600, -21102144, -5316608, 156461888, -46286592, 28183000, -5388672, 37975578, -30094160, -8682640, -1000000], '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: 6553
    {'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': '10.6.a.a', 'source_level': 10, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '10.6.a.a', 'target_level': 10, 'twist_class_label': '10.6.a.a', 'twist_class_level': 10, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 6}
  • id: 6554
    {'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': '10.6.a.a', 'source_level': 10, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '50.6.a.g', 'target_level': 50, 'twist_class_label': '10.6.a.a', 'twist_class_level': 10, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 6555
    {'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': '10.6.a.a', 'source_level': 10, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '50.6.b.d', 'target_level': 50, 'twist_class_label': '10.6.a.a', 'twist_class_level': 10, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 6}
  • id: 6556
    {'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': '10.6.a.a', 'source_level': 10, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 8, 'target_is_minimal': False, 'target_label': '80.6.a.h', 'target_level': 80, 'twist_class_label': '10.6.a.a', 'twist_class_level': 10, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 6557
    {'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': '10.6.a.a', 'source_level': 10, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '90.6.a.f', 'target_level': 90, 'twist_class_label': '10.6.a.a', 'twist_class_level': 10, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 6558
    {'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': '10.6.a.a', 'source_level': 10, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '320.6.a.a', 'target_level': 320, 'twist_class_label': '10.6.a.a', 'twist_class_level': 10, 'twisting_char_label': '8.d', 'twisting_char_orbit': 4, 'weight': 6}
  • id: 6559
    {'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': '10.6.a.a', 'source_level': 10, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 16, 'target_is_minimal': False, 'target_label': '320.6.a.p', 'target_level': 320, 'twist_class_label': '10.6.a.a', 'twist_class_level': 10, 'twisting_char_label': '8.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 6560
    {'conductor': 20, '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': '10.6.a.a', 'source_level': 10, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '400.6.a.a', 'target_level': 400, 'twist_class_label': '10.6.a.a', 'twist_class_level': 10, 'twisting_char_label': '20.d', 'twisting_char_orbit': 4, 'weight': 6}
  • id: 6561
    {'conductor': 20, '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': '10.6.a.a', 'source_level': 10, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '400.6.c.a', 'target_level': 400, 'twist_class_label': '10.6.a.a', 'twist_class_level': 10, 'twisting_char_label': '20.e', 'twisting_char_orbit': 5, 'weight': 6}
  • id: 6562
    {'conductor': 15, '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': '10.6.a.a', 'source_level': 10, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 8, 'target_is_minimal': False, 'target_label': '450.6.a.h', 'target_level': 450, 'twist_class_label': '10.6.a.a', 'twist_class_level': 10, 'twisting_char_label': '15.d', 'twisting_char_orbit': 4, 'weight': 6}
  • id: 6563
    {'conductor': 15, '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': '10.6.a.a', 'source_level': 10, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 15, 'target_is_minimal': False, 'target_label': '450.6.c.o', 'target_level': 450, 'twist_class_label': '10.6.a.a', 'twist_class_level': 10, 'twisting_char_label': '15.e', 'twisting_char_orbit': 5, 'weight': 6}
  • id: 6564
    {'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': '10.6.a.a', 'source_level': 10, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 10, 'target_is_minimal': False, 'target_label': '490.6.a.j', 'target_level': 490, 'twist_class_label': '10.6.a.a', 'twist_class_level': 10, 'twisting_char_label': '7.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 6565
    {'conductor': 12, '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': '10.6.a.a', 'source_level': 10, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 18, 'target_is_minimal': False, 'target_label': '720.6.a.r', 'target_level': 720, 'twist_class_label': '10.6.a.a', 'twist_class_level': 10, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 6}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 43725
    {'charpoly_factorization': [[[4, 1], 1]], 'hecke_orbit_code': 100663306, 'p': 2}
  • id: 43726
    {'charpoly_factorization': [[[26, 1], 1]], 'hecke_orbit_code': 100663306, 'p': 3}
  • id: 43727
    {'charpoly_factorization': [[[25, 1], 1]], 'hecke_orbit_code': 100663306, 'p': 5}
  • id: 43728
    {'charpoly_factorization': [[[22, 1], 1]], 'hecke_orbit_code': 100663306, 'p': 7}
  • id: 43729
    {'charpoly_factorization': [[[768, 1], 1]], 'hecke_orbit_code': 100663306, 'p': 11}
  • id: 43730
    {'charpoly_factorization': [[[46, 1], 1]], 'hecke_orbit_code': 100663306, 'p': 13}
  • id: 43731
    {'charpoly_factorization': [[[-378, 1], 1]], 'hecke_orbit_code': 100663306, 'p': 17}
  • id: 43732
    {'charpoly_factorization': [[[-1100, 1], 1]], 'hecke_orbit_code': 100663306, 'p': 19}
  • id: 43733
    {'charpoly_factorization': [[[1986, 1], 1]], 'hecke_orbit_code': 100663306, 'p': 23}
  • id: 43734
    {'charpoly_factorization': [[[5610, 1], 1]], 'hecke_orbit_code': 100663306, 'p': 29}
  • id: 43735
    {'charpoly_factorization': [[[3988, 1], 1]], 'hecke_orbit_code': 100663306, 'p': 31}
  • id: 43736
    {'charpoly_factorization': [[[142, 1], 1]], 'hecke_orbit_code': 100663306, 'p': 37}
  • id: 43737
    {'charpoly_factorization': [[[-1542, 1], 1]], 'hecke_orbit_code': 100663306, 'p': 41}
  • id: 43738
    {'charpoly_factorization': [[[5026, 1], 1]], 'hecke_orbit_code': 100663306, 'p': 43}
  • id: 43739
    {'charpoly_factorization': [[[-24738, 1], 1]], 'hecke_orbit_code': 100663306, 'p': 47}
  • id: 43740
    {'charpoly_factorization': [[[14166, 1], 1]], 'hecke_orbit_code': 100663306, 'p': 53}
  • id: 43741
    {'charpoly_factorization': [[[-28380, 1], 1]], 'hecke_orbit_code': 100663306, 'p': 59}
  • id: 43742
    {'charpoly_factorization': [[[-5522, 1], 1]], 'hecke_orbit_code': 100663306, 'p': 61}
  • id: 43743
    {'charpoly_factorization': [[[24742, 1], 1]], 'hecke_orbit_code': 100663306, 'p': 67}
  • id: 43744
    {'charpoly_factorization': [[[-42372, 1], 1]], 'hecke_orbit_code': 100663306, 'p': 71}
  • id: 43745
    {'charpoly_factorization': [[[52126, 1], 1]], 'hecke_orbit_code': 100663306, 'p': 73}
  • id: 43746
    {'charpoly_factorization': [[[39640, 1], 1]], 'hecke_orbit_code': 100663306, 'p': 79}
  • id: 43747
    {'charpoly_factorization': [[[59826, 1], 1]], 'hecke_orbit_code': 100663306, 'p': 83}
  • id: 43748
    {'charpoly_factorization': [[[-57690, 1], 1]], 'hecke_orbit_code': 100663306, 'p': 89}
  • id: 43749
    {'charpoly_factorization': [[[144382, 1], 1]], 'hecke_orbit_code': 100663306, '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': '10.6.a.a', 'level': 10, '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: 3221130
    {'hecke_orbit_code': 100663306, 'n': 1, 'trace_an': 1}
  • id: 3221131
    {'hecke_orbit_code': 100663306, 'n': 2, 'trace_an': -4}
  • id: 3221132
    {'hecke_orbit_code': 100663306, 'n': 3, 'trace_an': -26}
  • id: 3221133
    {'hecke_orbit_code': 100663306, 'n': 4, 'trace_an': 16}
  • id: 3221134
    {'hecke_orbit_code': 100663306, 'n': 5, 'trace_an': -25}
  • id: 3221135
    {'hecke_orbit_code': 100663306, 'n': 6, 'trace_an': 104}
  • id: 3221136
    {'hecke_orbit_code': 100663306, 'n': 7, 'trace_an': -22}
  • id: 3221137
    {'hecke_orbit_code': 100663306, 'n': 8, 'trace_an': -64}
  • id: 3221138
    {'hecke_orbit_code': 100663306, 'n': 9, 'trace_an': 433}
  • id: 3221139
    {'hecke_orbit_code': 100663306, 'n': 10, 'trace_an': 100}
  • id: 3221140
    {'hecke_orbit_code': 100663306, 'n': 11, 'trace_an': -768}
  • id: 3221141
    {'hecke_orbit_code': 100663306, 'n': 12, 'trace_an': -416}
  • id: 3221142
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  • id: 3221143
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  • id: 3221144
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  • id: 3221145
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  • id: 3221146
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  • id: 3221147
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  • id: 3221148
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  • id: 3221149
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  • id: 3221150
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  • id: 3221151
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  • id: 3221152
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  • id: 3221153
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  • id: 3221154
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  • id: 3221155
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  • id: 3221156
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  • id: 3221157
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  • id: 3221158
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  • id: 3221159
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  • id: 3221160
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  • id: 3221161
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  • id: 3221162
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  • id: 3221163
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  • id: 3221164
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  • id: 3221165
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  • id: 3221166
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  • id: 3221167
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  • id: 3221168
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  • id: 3221169
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  • id: 3221170
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  • id: 3221171
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  • id: 3221172
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  • id: 3221173
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  • id: 3221174
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  • id: 3221175
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  • id: 3221176
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  • id: 3221177
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  • id: 3221178
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  • id: 3221179
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  • id: 3221180
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  • id: 3221181
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  • id: 3221182
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  • id: 3221183
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  • id: 3221184
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  • id: 3221185
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  • id: 3221186
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  • id: 3221187
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  • id: 3221188
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  • id: 3221189
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  • id: 3221190
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  • id: 3221191
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  • id: 3221192
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  • id: 3221193
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  • id: 3221194
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  • id: 3221195
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  • id: 3221196
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  • id: 3221197
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  • id: 3221198
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  • id: 3221199
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  • id: 3221200
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  • id: 3221201
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  • id: 3221202
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  • id: 3221203
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  • id: 3221204
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  • id: 3221205
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  • id: 3221206
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  • id: 3221207
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  • id: 3221208
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  • id: 3221209
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  • id: 3221210
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  • id: 3221211
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  • id: 3221212
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  • id: 3221213
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  • id: 3221214
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  • id: 3221215
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  • id: 3221216
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  • id: 3221217
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  • id: 3221218
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  • id: 3221219
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  • id: 3221220
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  • id: 3221221
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  • id: 3221222
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  • id: 3221223
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  • id: 3221224
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  • id: 3221225
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  • id: 3221226
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  • id: 3221227
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  • id: 3221228
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  • id: 3221229
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  • id: 3221230
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  • id: 3221231
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  • id: 3221232
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  • id: 3221233
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  • id: 3221234
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  • id: 3221235
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  • id: 3221236
    {'hecke_orbit_code': 100663306, 'n': 125, 'trace_an': -15625}
  • id: 3221237
    {'hecke_orbit_code': 100663306, 'n': 127, 'trace_an': -216502}
  • id: 3221238
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  • id: 3221239
    {'hecke_orbit_code': 100663306, 'n': 131, 'trace_an': -244608}
  • id: 3221240
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  • id: 3221241
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  • id: 3221242
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  • id: 3221243
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  • id: 3221244
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  • id: 3221245
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  • id: 3221246
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  • id: 3221247
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  • id: 3221248
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  • id: 3221249
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  • id: 3221250
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  • id: 3221251
    {'hecke_orbit_code': 100663306, 'n': 191, 'trace_an': -452028}
  • id: 3221252
    {'hecke_orbit_code': 100663306, 'n': 193, 'trace_an': 485594}
  • id: 3221253
    {'hecke_orbit_code': 100663306, 'n': 197, 'trace_an': 1010178}
  • id: 3221254
    {'hecke_orbit_code': 100663306, 'n': 199, 'trace_an': -807640}
  • id: 3221255
    {'hecke_orbit_code': 100663306, 'n': 211, 'trace_an': 149552}
  • id: 3221256
    {'hecke_orbit_code': 100663306, 'n': 223, 'trace_an': -443506}
  • id: 3221257
    {'hecke_orbit_code': 100663306, 'n': 227, 'trace_an': 420018}
  • id: 3221258
    {'hecke_orbit_code': 100663306, 'n': 229, 'trace_an': 1058750}
  • id: 3221259
    {'hecke_orbit_code': 100663306, 'n': 233, 'trace_an': -1273446}
  • id: 3221260
    {'hecke_orbit_code': 100663306, 'n': 239, 'trace_an': -370680}
  • id: 3221261
    {'hecke_orbit_code': 100663306, 'n': 241, 'trace_an': -561298}
  • id: 3221262
    {'hecke_orbit_code': 100663306, 'n': 243, 'trace_an': 596674}
  • id: 3221263
    {'hecke_orbit_code': 100663306, 'n': 251, 'trace_an': 577152}
  • id: 3221264
    {'hecke_orbit_code': 100663306, 'n': 256, 'trace_an': 65536}
  • id: 3221265
    {'hecke_orbit_code': 100663306, 'n': 257, 'trace_an': -651462}
  • id: 3221266
    {'hecke_orbit_code': 100663306, 'n': 263, 'trace_an': 917574}
  • id: 3221267
    {'hecke_orbit_code': 100663306, 'n': 269, 'trace_an': -735390}
  • id: 3221268
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  • id: 3221269
    {'hecke_orbit_code': 100663306, 'n': 277, 'trace_an': -1660342}
  • id: 3221270
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  • id: 3221271
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  • id: 3221272
    {'hecke_orbit_code': 100663306, 'n': 289, 'trace_an': -1276973}
  • id: 3221273
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  • id: 3221274
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  • id: 3221275
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  • id: 3221276
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  • id: 3221277
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  • id: 3221278
    {'hecke_orbit_code': 100663306, 'n': 331, 'trace_an': -3295768}
  • id: 3221279
    {'hecke_orbit_code': 100663306, 'n': 337, 'trace_an': 1910978}
  • id: 3221280
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  • id: 3221281
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  • id: 3221282
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  • id: 3221283
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  • id: 3221284
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  • id: 3221285
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  • id: 3221286
    {'hecke_orbit_code': 100663306, 'n': 367, 'trace_an': 1160978}
  • id: 3221287
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  • id: 3221288
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  • id: 3221289
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  • id: 3221290
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  • id: 3221291
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  • id: 3221292
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  • id: 3221293
    {'hecke_orbit_code': 100663306, 'n': 409, 'trace_an': -1946530}
  • id: 3221294
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  • id: 3221295
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  • id: 3221296
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  • id: 3221297
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  • id: 3221298
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  • id: 3221299
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  • id: 3221300
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  • id: 3221301
    {'hecke_orbit_code': 100663306, 'n': 457, 'trace_an': 1590458}
  • id: 3221302
    {'hecke_orbit_code': 100663306, 'n': 461, 'trace_an': 4254702}
  • id: 3221303
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  • id: 3221304
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  • id: 3221305
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  • id: 3221306
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  • id: 3221307
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  • id: 3221308
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  • id: 3221309
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  • id: 3221310
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  • id: 3221311
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  • id: 3221312
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  • id: 3221313
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  • id: 3221314
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  • id: 3221315
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  • id: 3221316
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  • id: 3221317
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  • id: 3221318
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  • id: 3221319
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  • id: 3221320
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  • id: 3221321
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  • id: 3221322
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  • id: 3221323
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  • id: 3221324
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  • id: 3221325
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  • id: 3221326
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  • id: 3221327
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  • id: 3221328
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  • id: 3221329
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  • id: 3221330
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  • id: 3221331
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  • id: 3221332
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  • id: 3221333
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  • id: 3221334
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  • id: 3221335
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  • id: 3221336
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  • id: 3221337
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  • id: 3221338
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  • id: 3221339
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  • id: 3221340
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  • id: 3221341
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  • id: 3221342
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  • id: 3221343
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  • id: 3221344
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  • id: 3221345
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  • id: 3221346
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  • id: 3221347
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  • id: 3221348
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  • id: 3221349
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  • id: 3221350
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  • id: 3221351
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  • id: 3221352
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  • id: 3221353
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  • id: 3221354
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  • id: 3221355
    {'hecke_orbit_code': 100663306, 'n': 787, 'trace_an': -17341102}
  • id: 3221356
    {'hecke_orbit_code': 100663306, 'n': 797, 'trace_an': -25816902}
  • id: 3221357
    {'hecke_orbit_code': 100663306, 'n': 809, 'trace_an': 8884890}
  • id: 3221358
    {'hecke_orbit_code': 100663306, 'n': 811, 'trace_an': -24639568}
  • id: 3221359
    {'hecke_orbit_code': 100663306, 'n': 821, 'trace_an': 11376762}
  • id: 3221360
    {'hecke_orbit_code': 100663306, 'n': 823, 'trace_an': -13078306}
  • id: 3221361
    {'hecke_orbit_code': 100663306, 'n': 827, 'trace_an': -35718822}
  • id: 3221362
    {'hecke_orbit_code': 100663306, 'n': 829, 'trace_an': 16188050}
  • id: 3221363
    {'hecke_orbit_code': 100663306, 'n': 839, 'trace_an': -25549680}
  • id: 3221364
    {'hecke_orbit_code': 100663306, 'n': 841, 'trace_an': 10960951}
  • id: 3221365
    {'hecke_orbit_code': 100663306, 'n': 853, 'trace_an': -22295326}
  • id: 3221366
    {'hecke_orbit_code': 100663306, 'n': 857, 'trace_an': 19687218}
  • id: 3221367
    {'hecke_orbit_code': 100663306, 'n': 859, 'trace_an': 6775820}
  • id: 3221368
    {'hecke_orbit_code': 100663306, 'n': 863, 'trace_an': -26380386}
  • id: 3221369
    {'hecke_orbit_code': 100663306, 'n': 877, 'trace_an': 29516138}
  • id: 3221370
    {'hecke_orbit_code': 100663306, 'n': 881, 'trace_an': -14856498}
  • id: 3221371
    {'hecke_orbit_code': 100663306, 'n': 883, 'trace_an': -14534026}
  • id: 3221372
    {'hecke_orbit_code': 100663306, 'n': 887, 'trace_an': -17202822}
  • id: 3221373
    {'hecke_orbit_code': 100663306, 'n': 907, 'trace_an': -34443382}
  • id: 3221374
    {'hecke_orbit_code': 100663306, 'n': 911, 'trace_an': -983748}
  • id: 3221375
    {'hecke_orbit_code': 100663306, 'n': 919, 'trace_an': 30885680}
  • id: 3221376
    {'hecke_orbit_code': 100663306, 'n': 929, 'trace_an': -32087370}
  • id: 3221377
    {'hecke_orbit_code': 100663306, 'n': 937, 'trace_an': 15251978}
  • id: 3221378
    {'hecke_orbit_code': 100663306, 'n': 941, 'trace_an': 3481662}
  • id: 3221379
    {'hecke_orbit_code': 100663306, 'n': 947, 'trace_an': -25400982}
  • id: 3221380
    {'hecke_orbit_code': 100663306, 'n': 953, 'trace_an': -49735206}
  • id: 3221381
    {'hecke_orbit_code': 100663306, 'n': 961, 'trace_an': -12725007}
  • id: 3221382
    {'hecke_orbit_code': 100663306, 'n': 967, 'trace_an': 30517298}
  • id: 3221383
    {'hecke_orbit_code': 100663306, 'n': 971, 'trace_an': 31985352}
  • id: 3221384
    {'hecke_orbit_code': 100663306, 'n': 977, 'trace_an': 2907858}
  • id: 3221385
    {'hecke_orbit_code': 100663306, 'n': 983, 'trace_an': 34962054}
  • id: 3221386
    {'hecke_orbit_code': 100663306, 'n': 991, 'trace_an': 3004652}
  • id: 3221387
    {'hecke_orbit_code': 100663306, 'n': 997, 'trace_an': 32078858}