Newform data - 37.8.a.b

Formats: - HTML - YAML - JSON - 2024-04-25T04:09:45.655981

• 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
  conrey_indexes	integer[]
  dim	integer
  embedded_related_objects	text[]
  field_disc	numeric
  field_disc_factorization	numeric[]
  field_poly	numeric[]
  field_poly_is_cyclotomic	boolean
  field_poly_is_real_cyclotomic	boolean
  field_poly_root_of_unity	integer
  fricke_eigenval	smallint
  has_non_self_twist	smallint
  hecke_cutters	jsonb
  hecke_orbit	integer
  hecke_orbit_code	bigint
  hecke_ring_generator_nbound	integer
  hecke_ring_index	numeric
  hecke_ring_index_factorization	numeric[]
  hecke_ring_index_proved	boolean
  inner_twist_count	integer
  inner_twists	integer[]
  is_cm	boolean
  is_polredabs	boolean
  is_rm	boolean
  is_self_dual	boolean
  is_self_twist	boolean
  is_twist_minimal	boolean
  label	text
  level	integer
  level_is_prime	boolean
  level_is_prime_power	boolean
  level_is_square	boolean
  level_is_squarefree	boolean
  level_primes	integer[]
  level_radical	integer
  minimal_twist	text
  nf_label	text
  prim_orbit_index	smallint
  projective_field	numeric[]
  projective_field_label	text
  projective_image	text
  projective_image_type	text
  qexp_display	text
  related_objects	text[]
  relative_dim	integer
  rm_discs	integer[]
  sato_tate_group	text
  self_twist_discs	integer[]
  self_twist_type	smallint
  space_label	text
  trace_display	numeric[]
  trace_hash	bigint
  trace_moments	numeric[]
  trace_zratio	numeric
  traces	numeric[]
  weight	smallint
  weight_parity	smallint

  
  {'Nk2': 2368, 'analytic_conductor': 11.558245942912505, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[37, 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': [37, 1, [2], [1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 11, 'field_disc': 16273425940399631761940587258869934206527226002823364032, 'field_disc_factorization': [[2, 6], [3, 1], [7, 3], [29, 1], [37, 1], [5121968504012204776739, 1], [44962144550609678181176201, 1]], 'field_poly': [6680404080, -25456347552, -1763707223, 2159400643, 87529978, -48765978, -1385588, 379692, 4966, -1078, -5, 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, [28348180480, -16033758976, -7257649280, 1362254048, 297768896, -32891120, -3815344, 302086, 14278, -973, -16, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503599761588261, 'hecke_ring_generator_nbound': 3, 'hecke_ring_index': 32, 'hecke_ring_index_factorization': [[2, 5]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '37.8.a.b', 'level': 37, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [37], 'level_radical': 37, 'minimal_twist': '37.8.a.b', 'prim_orbit_index': 1, 'qexp_display': 'q+(1+\\beta _{1})q^{2}+(11+\\beta _{2})q^{3}+(71+2\\beta _{1}+\\cdots)q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 11, 'rm_discs': [], 'sato_tate_group': '7.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '37.8.a', 'trace_display': [16, 121, 376, 2243], 'trace_hash': 1330724371586208842, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.084', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.630', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.490', 'prec': 17}, {'__RealLiteral__': 0, 'data': '262.915', 'prec': 24}, {'__RealLiteral__': 0, 'data': '134.043', 'prec': 24}, {'__RealLiteral__': 0, 'data': '11225.519', 'prec': 30}], 'trace_zratio': 0, 'traces': [11, 16, 121, 794, 376, 519, 2243, 3870, 9826, -12629, 9415, 27955, 12512, 18260, 25714, 167866, 54312, 163911, 97192, 85625, 97795, -12345, 107342, 163119, 165051, 61531, 446611, 215454, 41748, -1080964, -272248, 593306, -216525, -923600, 436814, -456119, -557183, -175872, -1587326, -3206863, 525465, -3814396, -1376086, -1337377, -2315492, -2037327, 2269179, 1779791, 2282536, -3881347, -103604, -4200495, -346415, 6349248, 4169374, -4307934, 6170792, -1334849, 4598828, -4448200, 6208418, 4732115, 6882994, 12483426, 9330160, -5715150, 2199016, 8095824, 13516268, -6471708, 4653285, 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• 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

  
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[-611095187, -65696205, -15648453, -4171953, 4888942, -6106302, -1756676, -8093557, -1499426, -936671, 1270339], [259455101, -132073739, 26496967, -18883743, -207086, -1968396, -4057228, -3916779, 1058546, -4920201, 233113], [2488985115, -145073900, 13684418, 69443, -5955071, -4846362, -911611, 1718176, -3885857, 9457001, 1980819], [327661376, -88265097, -10523313, -5968228, -2813566, 304131, 640936, -1680703, 1609997, 1616584, 1312559], [-816481638, 27501477, -3225198, -6484329, 1126732, 6819375, 4993090, 2311547, 1456438, 5513653, -102875], [-2769880086, 52059596, 40565827, 6243115, -3756730, 5679615, 6186254, -2895362, -754027, 562565, -4713370], [-80096085, 133850985, 9092134, 7412260, 2392855, 20901397, 4370441, 6507743, 7114419, 2148464, -2574842], [2549991060, -164639546, -29468286, -10430288, 2262979, -248388, -843193, 3220008, 710480, -6732018, -3248487], [-978288692, 61183264, -71700155, -17077977, -5782436, 3435924, 3142532, 10266172, -10174465, 2510827, 6396382], [-1549541624, -85601522, -23364813, 9191, 4226082, -4897519, 1306974, 2107820, 3601103, -6286519, -2566464], [1997242668, -28723338, -50878152, -17408310, 1481221, -3907106, -402775, 7627188, 443294, -3734268, -1019333], [-1631986589, 198716609, 30899407, 23472411, 2276648, -2672, -3015374, -10772199, 1306256, -9248319, -779881], [599656351, 82608677, -59955470, -11147858, 9198044, -13771947, 7178494, 3544687, 1596501, -865798, -8279017], [184074169, 43213759, 15718254, -7530302, -1839226, -3722831, 8142340, -8860969, -6156847, 2723968, 5089287], [-1125007253, -101078428, -1213729, -7152822, -4433384, -5139154, 10706048, -762288, -7143550, 6721590, 5136748], [-976918592, -6794672, -15686303, 9799455, -6412370, 24647397, 8265950, 8620864, 5957987, 8415679, -4465502], [741443132, 207034714, -47501044, -19303862, -6385591, -13018226, -14099387, -10265784, -1322782, 2411028, 11756339], [-2815047681, 161244559, -43656402, 7167422, -5093163, 8970655, -9744789, 5748485, -6531461, -201782, 10748178], [-1435361484, -60425432, 35751508, 28665186, 9339616, -8750808, -5089072, -6111844, 9037182, -7066046, -4131828], [1847116126, -304681898, -32505118, -23884906, -6714612, 6387420, -576408, 1220190, -3022260, 10279650, -713514], [2629764387, 154692830, -24885787, 17184166, 3280836, -1890831, 12140268, -6472992, -3382122, -2362446, -5205880], [-1874496556, -47000417, -13616884, -827091, -3396128, 6451421, -9458638, 6002733, -1822178, -15930165, -4338269], [287455826, 415021793, 43854489, -8599814, 10791114, 2066021, 9544548, 2538551, 9755977, 3755038, -16449623], [-3825921308, 53485383, 13150890, 2667235, 13431696, -6189895, -7899266, 1833661, 2646732, -9735457, -2977365], [819294885, 434217567, 44491298, -27524028, -1883789, -10531301, -3941519, -4142715, -7273159, -6422068, 12532396], [-3161342574, -49965982, 83394767, 31712365, -7343432, -9992332, -6195020, -4938410, -7930809, 3637149, 13335832], [-353340358, 544488137, 71461743, 1236208, -2244138, -6638767, 7944384, 788303, -10762673, -11210324, -7493735], [-4603153822, 550527129, -28488179, 10789838, 9916826, -1730769, 8721076, -10322221, 13652617, 3814910, -8434315], [-4125643923, -373996632, -49403995, 28763650, 24858202, -13455393, -4823722, -18362282, -3795496, -15953786, -1181228], [2256140510, -166405056, 81842614, -4605060, 2050367, 10055602, -11828057, -16406302, -11497258, -13830098, 11620507], [3993019623, 162761273, 115136291, 11155711, -9403318, -4306210, 12561500, 13160385, 1898236, -4485119, 8827805], [-2935069751, 190178365, 83369984, -10324184, -488937, -14557185, -10459863, 11623951, -1616473, 3676100, 14827446], [941857198, -6395817, 18100357, -3477860, -12987236, 13367161, 11226002, 17569805, 3241281, -5419588, -10220075], [842201910, -178881756, -94204529, 54594467, -1889868, 10756209, 1136268, -10892740, -7602389, 13984867, -3141756], [-1363900294, -55438150, -124394628, 10992534, -9302508, -3020334, -14651472, -11842626, -11269620, 11043666, -4725666], [5064427340, -489183656, 25461189, 27939427, 13147540, 30641520, -796548, -15151164, -2935437, -13974065, 10414030], [1726995829, 104004707, -50089304, -6024606, 15720349, 7280181, 16715315, 6265805, 14888247, 13624558, -5919102], [-4931975044, 475226968, 44910840, 2987112, -7627352, -2568644, -7016632, 14076848, -4962360, -2125960, -13657832], [4861221738, -313572568, 63820668, 16077572, -1030966, 10578618, -6848630, 15722016, 2227444, 4487592, 3032694], [3235757010, 249057264, 67125663, 36303011, 4769884, 3507229, 2877804, 11318776, -2624825, -4240453, 2057440], [3303981518, -706081924, -35004198, 10030448, 2274224, -5129826, -7672376, 11744848, 15360384, -13537756, 3980416], [8435425022, -216101299, 9995676, 12462421, 1735340, 23095009, 11516306, -3920293, 11738796, 19937427, -22729675], [758894708, -286856572, -164491304, 55489878, 17045872, 8774778, -5954632, 3085264, 39331558, 8827298, -19747180], [5607430110, -573445662, -91684966, -14308500, -7772756, -32488586, -29361728, -1498278, -585874, -16855276, 14597386], [5462998118, 636154494, -99406518, 13059094, 3171704, -4854692, 22550884, -7075698, -15916724, -11240286, 8868874], [169217506, -416933616, 38548072, -37146380, -7198608, -4352348, -7309520, 7182720, -6609148, 25520188, -15003696], [-3849773356, -41323715, 27287176, -11338205, 2437580, -12069363, 20599114, 30414815, 9493910, 20520985, -15267615], [566651455, 354075391, -152997797, 18291781, -15312528, -781264, 9028166, 27430383, -9542168, 14503631, -2355567], [-5023809984, -847970821, 123319775, -3586596, -18916262, -24562645, 19110872, 23896477, -7390535, 13087496, 7805579], [8732083821, 499865543, 146880887, -3678177, 6393348, -15456900, -1239046, -291713, 18103514, -49808727, -8749551], [-8553762160, -727351048, -78562828, 104044878, 1842676, -26945140, -20066572, -2775100, 7895538, 3080806, -312816], [9375993451, 35548111, -11689139, -62905889, 43978750, 9353918, 23391300, 17736395, 14710430, -1198539, -33179225], [2950650018, -1087420353, -134549214, -13885955, 4933384, 23824977, 20307818, 31159601, -9047910, 8546623, -3098437], [2078512348, -361084894, -135374142, 39620432, -22677709, 32136912, 9372975, -179388, -28084500, 25654838, -3726211], [-3373945384, -743259946, 77007796, 10862964, 10069184, 34681990, 58275340, 27198142, -13761246, -3711856, -6297294], [4356301383, -28175663, -49152445, 29035075, -28876394, -1396124, -31798768, 8372897, -8406072, -28597487, 15940709], [-13087163133, 1163168352, -183671748, 1466149, 29178375, -29714920, -19350957, -8084920, 12673681, -32309417, 16160437], [-1390560167, -319377418, 374283763, 28919742, -15818580, 23637751, 38916992, -8474452, 23014650, 9063304, -23951976], [10317451892, 213854485, 159020442, 93744471, -2851792, 33661061, 19229770, -11652625, -17459782, 33562231, 4099657], [-13841604310, 810047308, 67968534, -4481698, -12860882, 2119238, -4617466, 26267376, 463286, 34731282, -7212118], [473179264, -646151675, 314288361, -2133872, -13292722, -50503769, -24418112, -18315049, -28925929, 15374824, 14710689], [-15432294790, 431832202, 132654831, -44162199, -16110642, -56251397, -14642750, 65773212, 15223001, 11506015, -5155392], [-2585679221, 490138597, -209487593, -64577469, -29627814, -18808254, 36187684, 17194229, -20300108, 17576301, 12655881]], 'char_orbit_index': 1, 'field_poly': [6680404080, -25456347552, -1763707223, 2159400643, 87529978, -48765978, -1385588, 379692, 4966, -1078, -5, 1], 'hecke_orbit_code': 4503599761588261, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1, 284489944984201786255208448, 284489944984201786255208448, 284489944984201786255208448, 142244972492100893127604224, 15804996943566765903067136, 142244972492100893127604224, 31609993887133531806134272, 35561243123025223281901056, 71122486246050446563802112], 'hecke_ring_inverse_denominators': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1], 'hecke_ring_inverse_numerators': [[1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0], [0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0], [198, 0, 1, 1, 0, 0, 0, 0, 0, 0, 0], [-42, 375, 0, -1, 0, 4, 0, 3, 3, 0, -2], [74069, -341, 418, 493, 8, 6, 16, -24, 17, -3, -11], [-91134, 157471, -1042, -714, -12, 2204, -492, 1398, 1672, -78, -1078], [31118420, -308154, 180643, 225215, 2364, 2100, 14532, -15934, 9956, -2782, -7358], [-72197176, 68467737, -1070842, -466071, -14636, 1070384, -428524, 625297, 798175, -33482, -492764], [13538125867, -203362295, 81054220, 101903819, 78260, -412598, 9873860, -8591574, 4550125, -1519241, -3700033], [-45428759148, 30296878529, -741516812, -292497528, -13105640, 502567848, -279777448, 286873436, 365393820, -5774168, -213476112], [5995121970338, -120286476708, 37209629605, 46185292301, -443149704, -1034242168, 5957960584, -4372551324, 1862539160, -693474316, -1671109388]], 'hecke_ring_numerators': [[1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0], [0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0], [-13028334874733677645611554352, 8989389884685331331977369264, 1542983972404003809468236899, -241969667191097153732668184, -49563157170535999509005274, 777170088223649767887760, 431075878661092539092820, -140411201316301302296, -1269263026164685271926, -979319830519246352, 1193251898889487561], [-43300674232138276032919718352, -8989389884685331331977369264, -1258494027419802023213028451, 241969667191097153732668184, 49563157170535999509005274, -777170088223649767887760, -431075878661092539092820, 140411201316301302296, 1269263026164685271926, 979319830519246352, -1193251898889487561], [156418088972719561846062848688, -28301527106644045465849847600, -11605288507855592953099611179, 836445568813373873068645432, 176402591084099943986891370, -6172324928961353947469168, -1032989775614370265286100, 18288805163588943482488, 2615408266552203959654, -19078536412060677392, -2378757807331832705], [-59978691421083689832060454128, 3707774094255093197141974640, 8263644747927381968654192975, -451145922683955936916818760, -162282471025654085164571058, 5845291627616865098956256, 869605930636068583736724, -19859740845189255095848, -1802228146547479701086, 20029168286159990816, 1296344937851036957], [1729818755561091581836879664, -498562981498597724047287984, -66551183742887543160620467, -23291058635390335574305000, 3777946097081273109318426, 579366943780792361509744, -54832791418693058308340, -2206814150099815105000, 194517380831377392438, 2276662861643336464, -200087722960213465], [-28785593705921806838677361328, -21821890627941663081204215248, -5067415942153572100824640021, 337244840342555497806566312, 168178182663678857386021398, -3198884304638391257968, -1344154667437655813744556, -3903890688428478021208, 3788644140835508511514, 5182423702528411376, -3489565979032471999], [30311394644985248418579717360, 6581509861258658343245051536, -2676526418627700169297161807, -414061430888909127816653640, 63491898411314447735607810, 5354090926443030909216240, -573778410489529112867748, -18335873089401309642952, 1755840354787973761678, 18470357161079567504, -1690209891568367245], [10135743121113074052742167888, -4119777491194624330307853008, 1649111221343516422458216475, 261814732872937859286006100, -80794448675416221941361270, -4490830208787365506797644, 821240211215688871406928, 16302770487182668410268, -2591151987645811332538, -16487801609311173332, 2535573218605812853], [24652082294150393577913191408, 24013091811766942941900929296, -4412882118128809925440579583, -1661477073199019987441584640, 171940928463974319043995690, 24010095602161571845103560, -2021127720511697465113740, -84688781938404571319504, 6806558278217977469222, 86131026502884933880, -6876131443105370549]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 11, 'label': '37.8.a.b', 'level': 37, 'maxp': 997, 'weight': 8}
• mf_newspaces •

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

  
  {'AL_dims': [[[[37, -1]], 10, 1], [[[37, 1]], 11, 1]], 'ALdims': [11, 10], 'Nk2': 2368, 'analytic_conductor': 11.558245942912505, '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': [37, 1, [2], [1]], 'conrey_index': 1, 'cusp_dim': 21, 'dim': 21, 'eis_dim': 2, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 134217765, 'hecke_orbit_dims': [10, 11], 'label': '37.8.a', 'level': 37, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [37], 'level_radical': 37, 'mf_dim': 23, 'mf_new_dim': 21, 'num_forms': 2, 'plus_dim': 11, 'prim_orbit_index': 1, 'relative_dim': 21, 'sturm_bound': 25, 'trace_bound': 1, 'trace_display': [-8, 26, -248, 1742], 'traces': [21, -8, 26, 1396, -248, -258, 1742, 60, 16007, -4034, 1090, 8310, -4596, -47158, -30042, 110868, -18612, 7746, 49406, -140584, 32482, -151318, 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• 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: 30349
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 11, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '37.8.a.b', 'source_level': 37, 'target_char_orbit': 1, 'target_dim': 11, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '37.8.a.b', 'target_level': 37, 'twist_class_label': '37.8.a.b', 'twist_class_level': 37, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 8}
  • id: 30350
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 11, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '37.8.a.b', 'source_level': 37, 'target_char_orbit': 1, 'target_dim': 11, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '333.8.a.d', 'target_level': 333, 'twist_class_label': '37.8.a.b', 'twist_class_level': 37, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 8}
  • id: 30351
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 11, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '37.8.a.b', 'source_level': 37, 'target_char_orbit': 1, 'target_dim': 11, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '592.8.a.g', 'target_level': 592, 'twist_class_label': '37.8.a.b', 'twist_class_level': 37, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 8}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 132725
    {'charpoly_factorization': [[[28348180480, -16033758976, -7257649280, 1362254048, 297768896, -32891120, -3815344, 302086, 14278, -973, -16, 1], 1]], 'hecke_orbit_code': 4503599761588261, 'p': 2}
  • id: 132726
    {'charpoly_factorization': [[[676894121043107184, 5644411895025288, -4505620947212385, -22803742811511, 8001218687373, 148760787, -5480245344, 22958704, 1429373, -9621, -121, 1], 1]], 'hecke_orbit_code': 4503599761588261, 'p': 3}
  • id: 132727
    {'charpoly_factorization': [[[-758933155902672650000000, -131416509345409789000000, 5157519430867206700000, 174949876730547710000, 555750748972597000, -5848066527438700, -15946441854710, 75109231553, 136046388, -441525, -376, 1], 1]], 'hecke_orbit_code': 4503599761588261, 'p': 5}
  • id: 132728
    {'charpoly_factorization': [[[-14081258191089636532021676651264, 379517310428652047895721863808, -1878990468112045364209941744, -1016917151543812589643248, 8223848591567321073220, -160776052366576892, -12971078348176123, 2959198887625, 8892268970, -3155230, -2243, 1], 1]], 'hecke_orbit_code': 4503599761588261, 'p': 7}
  • id: 132729
    {'charpoly_factorization': [[[110849528192122682458045532267090871952, 79295971853727515175877219377432776, -292688006712577790204575213787823, 17582380432075313884377713433, 115383876244719035594058671, -10713811436015451868697, -15180341089614342568, 1311994230912664, 709603803551, -69884321, -9415, 1], 1]], 'hecke_orbit_code': 4503599761588261, 'p': 11}
  • id: 132730
    {'charpoly_factorization': [[[1620440392307056538562546854571491775872, 1790028954809361569600262094350639552, -1281935882394010697813779846812320, -1072283037370232979641624151888, 459532454518681940487559176, 161542272974421057099652, -72653143479249653726, 807344828092817, 1948345806444, -129126309, -12512, 1], 1]], 'hecke_orbit_code': 4503599761588261, 'p': 13}
  • id: 132731
    {'charpoly_factorization': [[[27909316273769593437117652462395811309289472, 34667202541446439940687300090894864941056, 6829876066834854945151691607299297280, -2983782902133277484930075731702784, -395299598960134991069465812224, 133405754199813924146726976, -5949573176060366684928, -531008710992642896, 43023074366448, -62955364, -54312, 1], 1]], 'hecke_orbit_code': 4503599761588261, 'p': 17}
  • id: 132732
    {'charpoly_factorization': [[[-66311857788204856118164430380746439020939509760, -26532678332702903879425059969582836422066176, -3177113364346598486551874233702398959616, 448214871327245734912888257439744, 22289831844186178752074025313536, 698736430244784862213883456, -61673898724866875435776, -1962647541303099792, 105821169923984, 1365387420, -97192, 1], 1]], 'hecke_orbit_code': 4503599761588261, 'p': 19}
  • id: 132733
    {'charpoly_factorization': [[[1063211563611132336742629797260405779507784216448, 539015988915188333351207923416601248020756672, 32128953211257392280308933057126408723808, -8557972481401012597616090898337685136, -246082667034707280145899350762616, 59631714659559347068193281140, -1701765374642655891874974, -17217538963181986491, 1082837646906690, -6662536923, -107342, 1], 1]], 'hecke_orbit_code': 4503599761588261, 'p': 23}
  • id: 132734
    {'charpoly_factorization': [[[5105999594218901691919851507184567223425497474514335360, -124289332736895066917864606217250879638091322849088, -4078922410610888873254533132079643723435974368, 102337719379460019088729046834236699994800, 928667230061685273110549121154390584, -25472466717228561002337297430604, -70341241129534561145918394, 2354350426640914211593, 2447411147842272, -86424495413, -41748, 1], 1]], 'hecke_orbit_code': 4503599761588261, 'p': 29}
  • id: 132735
    {'charpoly_factorization': [[[-68011644132265355311041406873606951619482295721610145792, -1995482824577725187139045126481132434379842530130944, 61147657949222944270217437332471050712090161664, 839700370771961984862513544931738044159360, -15920318782875041379330162898850200880, -112728459169327708824481518657452, 1396915761095159346950105384, 6388164439524250156237, -35449987889702368, -138807635023, 272248, 1], 1]], 'hecke_orbit_code': 4503599761588261, 'p': 31}
  • id: 132736
    {'charpoly_factorization': [[[50653, 1], 11]], 'hecke_orbit_code': 4503599761588261, 'p': 37}
  • id: 132737
    {'charpoly_factorization': [[[-3654945486249870058201364166205162215402595324712481450790524, 677127694533385659206413347288183731168527675870089921120, -6943921413386884491612343946863414481571100146901335, 5711003877989499422647988714906575443840910255, 94056026335560892240587190726482247611687, -152167840940991163167899584206614761, -430745508631993671383140434054, 788432454828819973714810, 804748161311861595, -1531529911569, -525465, 1], 1]], 'hecke_orbit_code': 4503599761588261, 'p': 41}
  • id: 132738
    {'charpoly_factorization': [[[327589380830447248340020072647432702937707834882207035951104, 48179921146197717833747846660336054043004933176035187712, 166951261055093373506436066524583095927771193486336, -6859916308918265802373806903764255591728028160, -43841719881231527939219188475578558306176, 27472108103012998177316113859609024, 474291411258138887111502633056, 107312826762603691176528, -1455018189338262192, -773307411816, 1376086, 1], 1]], 'hecke_orbit_code': 4503599761588261, 'p': 43}
  • id: 132739
    {'charpoly_factorization': [[[-1287810932476413680952055087874143513178574271960717634618112, -642806753334400342673265083093564368280529587432484912768, -18407305286625814812383840075553824706279724776606960, -107462453058887598431139277311871270175112620624, 285593927062350632961863764341854805435444, 871695497959721308641345459329982412, -1815309548737732188016796321811, -1442278473801579771741351, 3918047475336644106, -422220500758, -2269179, 1], 1]], 'hecke_orbit_code': 4503599761588261, 'p': 47}
  • id: 132740
    {'charpoly_factorization': [[[141756798785493334879071878079065852405710115267569325112896092864, -556725555199803085392634532599259903907079992310073973485056, -1455176248559533900292375315217182907725018473839662512, 6672772830829178335170118487795113431024407522128, 871954340516779889403586438693745192418868, -16410840144730114490919410511032909032, 2231937951579224553950802293451, 16172711036184882827627541, -2064439428933086094, -6931559211054, 346415, 1], 1]], 'hecke_orbit_code': 4503599761588261, 'p': 53}
  • id: 132741
    {'charpoly_factorization': [[[-44243704462738248587290771455345774434122339006144485569772912640, 470008435558564518168696992700034710776717649126191694774272, -160895515548691852665498453270313935496639043064872960, -4593897842168629257657480950282600111057337586688, 2559244466831964874470485734803950203698176, 13656345359870505230062516658126662208, -9010984490135440007450987339712, -14212932283121887735807200, 11975413079738983152, 3007142996952, -4598828, 1], 1]], 'hecke_orbit_code': 4503599761588261, 'p': 59}
  • id: 132742
    {'charpoly_factorization': [[[-167362949691021134072949116205444554069012948629237693890690383872, -1555339357238955318831162919499584788654371556139972779239424, 712820058675249328966287898492313772160457452738942464, 21434120527211239479821502052078414404860133259712, -29391110453945902419296744356174583708676832, -49474504948681933793727466984982381388, 145550041161601419991886192737228, -127989099604291246418308011, 40461782833100413598, 5630727317959, -6208418, 1], 1]], 'hecke_orbit_code': 4503599761588261, 'p': 61}
  • id: 132743
    {'charpoly_factorization': [[[198309184197172149219395678326304625075991280458302030132106136387584, -1957742848938007905699042881706976071692053297664599003313471488, -1869173065129818734997157704077910930628533976119283408896, 3807869209741284643198913655142067218438240401286144, 1978514179558991490780617622351333068422323584, -1970491073699129949939036299769924397936, -603071465539455922447760214383344, 394081226315440470379828865, 65307178422741139680, -33649196282503, -2199016, 1], 1]], 'hecke_orbit_code': 4503599761588261, 'p': 67}
  • id: 132744
    {'charpoly_factorization': [[[3277569303157029830830187371675901780668888400147675583586648550618880, 7436023480146051764443892609142942845918047978179446646895468416, -36458720703597822587687872472255161073963249225464310345616, -871836302173021840072057701240254592801293488293584, 22445117417132795920631054461226041549448184360, -3840850242504167319752650827608496164584, -3552571351259239431976234444006245, 742599676496621881873889569, 217997797368148879986, -47227095262122, -4653285, 1], 1]], 'hecke_orbit_code': 4503599761588261, 'p': 71}
  • id: 132745
    {'charpoly_factorization': [[[83323349770291603206206566321455222106121970527489824022027795721118468, -196580443017627259031105118260255818061339628943364828502070732112, -55933227963374794566040533323525558955603697260990821710839, 145290758396642236321719274600061455885488904753343795, -1049019510888068710933025938394685846146553413, -28813383856210876319285413823117808263141, 1118943187967471323652720581541574, 2311195554823720704766462086, -67770252782475555001, -80361074742325, 1080699, 1], 1]], 'hecke_orbit_code': 4503599761588261, 'p': 73}
  • id: 132746
    {'charpoly_factorization': [[[35059071668370348437264484528107032126325891678600578078276451250176000, -98558811906067086247174503336067563869874568892966135506930094080, -13873335282236434437017119349438875293248257928290425585152, 91179935156702914054154792916468227119075601551368768, -4251865003883345406236952929579925631080575552, -24565354548142221163169865509869249954732, 1227788992662274967727184133879836, 2466885974146323093747025109, -79041452016041857060, -91205794315443, 1336084, 1], 1]], 'hecke_orbit_code': 4503599761588261, 'p': 79}
  • id: 132747
    {'charpoly_factorization': [[[-64261387065717003886107260709979653025057753666518261577257928115503104, -327094079377544628070522541302753388683025873570930895952473944064, 18045523307674307084126413766080891900747383719988888048384, 786040690239241414767599365994933635621453329852788992, -545420252617175434819918029181239189736251538704, 22715758488817902847954781453637253214048, 59419817399051302021013709201398547, -14577088945092136608929140575, 400407629452357514634, 234220033956862, -28551309, 1], 1]], 'hecke_orbit_code': 4503599761588261, 'p': 83}
  • id: 132748
    {'charpoly_factorization': [[[1387263066074734813784503047551840215945756520903009122310696250879508480, 558765603793103438680727191603516654486739583466338197743644704768, -1628215350432242161022775179226714115410122387992136580071424, -1455103120547186714771943849675606076552749112310759424, -277996887557838613347357415909838984872209088512, 100222939903907737756449099280492377191424, 40162299362024734694047591144557056, 348178111005600547299504832, -1295008479833383206560, -109398513244588, 8994788, 1], 1]], 'hecke_orbit_code': 4503599761588261, 'p': 89}
  • id: 132749
    {'charpoly_factorization': [[[31023992792439959750164499181117228259742196352243434419026211206632924643328, -971203863815314363139846553156317118908135600662579110450067525468160, -3621738778809439479328979297744173071395606132637359329542967296, 495385545783793972920631463216453218468022484730818253824, 66857089412250808223529298759707535029575205131520, -13272087106085406500362131663405644781800128, -343503887777734802599661297349654272, 131013089692560674454066353328, -232762638604755828336, -578909723172948, 3968264, 1], 1]], 'hecke_orbit_code': 4503599761588261, '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': 2, 'label': '37.8.a.b', 'level': 37, 'portrait': 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', 'weight': 8}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 75699000
    {'hecke_orbit_code': 4503599761588261, 'n': 1, 'trace_an': 11}
  • id: 75699001
    {'hecke_orbit_code': 4503599761588261, 'n': 2, 'trace_an': 16}
  • id: 75699002
    {'hecke_orbit_code': 4503599761588261, 'n': 3, 'trace_an': 121}
  • id: 75699003
    {'hecke_orbit_code': 4503599761588261, 'n': 4, 'trace_an': 794}
  • id: 75699004
    {'hecke_orbit_code': 4503599761588261, 'n': 5, 'trace_an': 376}
  • id: 75699005
    {'hecke_orbit_code': 4503599761588261, 'n': 6, 'trace_an': 519}
  • id: 75699006
    {'hecke_orbit_code': 4503599761588261, 'n': 7, 'trace_an': 2243}
  • id: 75699007
    {'hecke_orbit_code': 4503599761588261, 'n': 8, 'trace_an': 3870}
  • id: 75699008
    {'hecke_orbit_code': 4503599761588261, 'n': 9, 'trace_an': 9826}
  • id: 75699009
    {'hecke_orbit_code': 4503599761588261, 'n': 10, 'trace_an': -12629}
  • id: 75699010
    {'hecke_orbit_code': 4503599761588261, 'n': 11, 'trace_an': 9415}
  • id: 75699011
    {'hecke_orbit_code': 4503599761588261, 'n': 12, 'trace_an': 27955}
  • id: 75699012
    {'hecke_orbit_code': 4503599761588261, 'n': 13, 'trace_an': 12512}
  • id: 75699013
    {'hecke_orbit_code': 4503599761588261, 'n': 14, 'trace_an': 18260}
  • id: 75699014
    {'hecke_orbit_code': 4503599761588261, 'n': 15, 'trace_an': 25714}
  • id: 75699015
    {'hecke_orbit_code': 4503599761588261, 'n': 16, 'trace_an': 167866}
  • id: 75699016
    {'hecke_orbit_code': 4503599761588261, 'n': 17, 'trace_an': 54312}
  • id: 75699017
    {'hecke_orbit_code': 4503599761588261, 'n': 18, 'trace_an': 163911}
  • id: 75699018
    {'hecke_orbit_code': 4503599761588261, 'n': 19, 'trace_an': 97192}
  • id: 75699019
    {'hecke_orbit_code': 4503599761588261, 'n': 20, 'trace_an': 85625}
  • id: 75699020
    {'hecke_orbit_code': 4503599761588261, 'n': 21, 'trace_an': 97795}
  • id: 75699021
    {'hecke_orbit_code': 4503599761588261, 'n': 22, 'trace_an': -12345}
  • id: 75699022
    {'hecke_orbit_code': 4503599761588261, 'n': 23, 'trace_an': 107342}
  • id: 75699023
    {'hecke_orbit_code': 4503599761588261, 'n': 24, 'trace_an': 163119}
  • id: 75699024
    {'hecke_orbit_code': 4503599761588261, 'n': 25, 'trace_an': 165051}
  • id: 75699025
    {'hecke_orbit_code': 4503599761588261, 'n': 26, 'trace_an': 61531}
  • id: 75699026
    {'hecke_orbit_code': 4503599761588261, 'n': 27, 'trace_an': 446611}
  • id: 75699027
    {'hecke_orbit_code': 4503599761588261, 'n': 28, 'trace_an': 215454}
  • id: 75699028
    {'hecke_orbit_code': 4503599761588261, 'n': 29, 'trace_an': 41748}
  • id: 75699029
    {'hecke_orbit_code': 4503599761588261, 'n': 30, 'trace_an': -1080964}
  • id: 75699030
    {'hecke_orbit_code': 4503599761588261, 'n': 31, 'trace_an': -272248}
  • id: 75699031
    {'hecke_orbit_code': 4503599761588261, 'n': 32, 'trace_an': 593306}
  • id: 75699032
    {'hecke_orbit_code': 4503599761588261, 'n': 33, 'trace_an': -216525}
  • id: 75699033
    {'hecke_orbit_code': 4503599761588261, 'n': 34, 'trace_an': -923600}
  • id: 75699034
    {'hecke_orbit_code': 4503599761588261, 'n': 35, 'trace_an': 436814}
  • id: 75699035
    {'hecke_orbit_code': 4503599761588261, 'n': 36, 'trace_an': -456119}
  • id: 75699036
    {'hecke_orbit_code': 4503599761588261, 'n': 37, 'trace_an': -557183}
  • id: 75699037
    {'hecke_orbit_code': 4503599761588261, 'n': 38, 'trace_an': -175872}
  • id: 75699038
    {'hecke_orbit_code': 4503599761588261, 'n': 39, 'trace_an': -1587326}
  • id: 75699039
    {'hecke_orbit_code': 4503599761588261, 'n': 40, 'trace_an': -3206863}
  • id: 75699040
    {'hecke_orbit_code': 4503599761588261, 'n': 41, 'trace_an': 525465}
  • id: 75699041
    {'hecke_orbit_code': 4503599761588261, 'n': 42, 'trace_an': -3814396}
  • id: 75699042
    {'hecke_orbit_code': 4503599761588261, 'n': 43, 'trace_an': -1376086}
  • id: 75699043
    {'hecke_orbit_code': 4503599761588261, 'n': 44, 'trace_an': -1337377}
  • id: 75699044
    {'hecke_orbit_code': 4503599761588261, 'n': 45, 'trace_an': -2315492}
  • id: 75699045
    {'hecke_orbit_code': 4503599761588261, 'n': 46, 'trace_an': -2037327}
  • id: 75699046
    {'hecke_orbit_code': 4503599761588261, 'n': 47, 'trace_an': 2269179}
  • id: 75699047
    {'hecke_orbit_code': 4503599761588261, 'n': 48, 'trace_an': 1779791}
  • id: 75699048
    {'hecke_orbit_code': 4503599761588261, 'n': 49, 'trace_an': 2282536}
  • id: 75699049
    {'hecke_orbit_code': 4503599761588261, 'n': 50, 'trace_an': -3881347}
  • id: 75699050
    {'hecke_orbit_code': 4503599761588261, 'n': 51, 'trace_an': -103604}
  • id: 75699051
    {'hecke_orbit_code': 4503599761588261, 'n': 52, 'trace_an': -4200495}
  • id: 75699052
    {'hecke_orbit_code': 4503599761588261, 'n': 53, 'trace_an': -346415}
  • id: 75699053
    {'hecke_orbit_code': 4503599761588261, 'n': 54, 'trace_an': 6349248}
  • id: 75699054
    {'hecke_orbit_code': 4503599761588261, 'n': 55, 'trace_an': 4169374}
  • id: 75699055
    {'hecke_orbit_code': 4503599761588261, 'n': 56, 'trace_an': -4307934}
  • id: 75699056
    {'hecke_orbit_code': 4503599761588261, 'n': 57, 'trace_an': 6170792}
  • id: 75699057
    {'hecke_orbit_code': 4503599761588261, 'n': 58, 'trace_an': -1334849}
  • id: 75699058
    {'hecke_orbit_code': 4503599761588261, 'n': 59, 'trace_an': 4598828}
  • id: 75699059
    {'hecke_orbit_code': 4503599761588261, 'n': 60, 'trace_an': -4448200}
  • id: 75699060
    {'hecke_orbit_code': 4503599761588261, 'n': 61, 'trace_an': 6208418}
  • id: 75699061
    {'hecke_orbit_code': 4503599761588261, 'n': 62, 'trace_an': 4732115}
  • id: 75699062
    {'hecke_orbit_code': 4503599761588261, 'n': 63, 'trace_an': 6882994}
  • id: 75699063
    {'hecke_orbit_code': 4503599761588261, 'n': 64, 'trace_an': 12483426}
  • id: 75699064
    {'hecke_orbit_code': 4503599761588261, 'n': 65, 'trace_an': 9330160}
  • id: 75699065
    {'hecke_orbit_code': 4503599761588261, 'n': 66, 'trace_an': -5715150}
  • id: 75699066
    {'hecke_orbit_code': 4503599761588261, 'n': 67, 'trace_an': 2199016}
  • id: 75699067
    {'hecke_orbit_code': 4503599761588261, 'n': 68, 'trace_an': 8095824}
  • id: 75699068
    {'hecke_orbit_code': 4503599761588261, 'n': 69, 'trace_an': 13516268}
  • id: 75699069
    {'hecke_orbit_code': 4503599761588261, 'n': 70, 'trace_an': -6471708}
  • id: 75699070
    {'hecke_orbit_code': 4503599761588261, 'n': 71, 'trace_an': 4653285}
  • id: 75699071
    {'hecke_orbit_code': 4503599761588261, 'n': 72, 'trace_an': 12839097}
  • id: 75699072
    {'hecke_orbit_code': 4503599761588261, 'n': 73, 'trace_an': -1080699}
  • id: 75699073
    {'hecke_orbit_code': 4503599761588261, 'n': 74, 'trace_an': -810448}
  • id: 75699074
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    {'hecke_orbit_code': 4503599761588261, 'n': 974, 'trace_an': 63969928212}
  • id: 75699974
    {'hecke_orbit_code': 4503599761588261, 'n': 975, 'trace_an': 3768687670}
  • id: 75699975
    {'hecke_orbit_code': 4503599761588261, 'n': 976, 'trace_an': 55949125111}
  • id: 75699976
    {'hecke_orbit_code': 4503599761588261, 'n': 977, 'trace_an': -148468773752}
  • id: 75699977
    {'hecke_orbit_code': 4503599761588261, 'n': 978, 'trace_an': -43199973002}
  • id: 75699978
    {'hecke_orbit_code': 4503599761588261, 'n': 979, 'trace_an': 16915159344}
  • id: 75699979
    {'hecke_orbit_code': 4503599761588261, 'n': 980, 'trace_an': 142969390677}
  • id: 75699980
    {'hecke_orbit_code': 4503599761588261, 'n': 981, 'trace_an': -178645708536}
  • id: 75699981
    {'hecke_orbit_code': 4503599761588261, 'n': 982, 'trace_an': -49948632391}
  • id: 75699982
    {'hecke_orbit_code': 4503599761588261, 'n': 983, 'trace_an': 1973191125}
  • id: 75699983
    {'hecke_orbit_code': 4503599761588261, 'n': 984, 'trace_an': -79665377283}
  • id: 75699984
    {'hecke_orbit_code': 4503599761588261, 'n': 985, 'trace_an': -129882947838}
  • id: 75699985
    {'hecke_orbit_code': 4503599761588261, 'n': 986, 'trace_an': -32898362502}
  • id: 75699986
    {'hecke_orbit_code': 4503599761588261, 'n': 987, 'trace_an': 59617556313}
  • id: 75699987
    {'hecke_orbit_code': 4503599761588261, 'n': 988, 'trace_an': -183604273294}
  • id: 75699988
    {'hecke_orbit_code': 4503599761588261, 'n': 989, 'trace_an': 34614042676}
  • id: 75699989
    {'hecke_orbit_code': 4503599761588261, 'n': 990, 'trace_an': 197038470261}
  • id: 75699990
    {'hecke_orbit_code': 4503599761588261, 'n': 991, 'trace_an': -167998952226}
  • id: 75699991
    {'hecke_orbit_code': 4503599761588261, 'n': 992, 'trace_an': 9562135345}
  • id: 75699992
    {'hecke_orbit_code': 4503599761588261, 'n': 993, 'trace_an': -209884713178}
  • id: 75699993
    {'hecke_orbit_code': 4503599761588261, 'n': 994, 'trace_an': 113696784990}
  • id: 75699994
    {'hecke_orbit_code': 4503599761588261, 'n': 995, 'trace_an': 46169445116}
  • id: 75699995
    {'hecke_orbit_code': 4503599761588261, 'n': 996, 'trace_an': 276396568524}
  • id: 75699996
    {'hecke_orbit_code': 4503599761588261, 'n': 997, 'trace_an': -26421109238}
  • id: 75699997
    {'hecke_orbit_code': 4503599761588261, 'n': 998, 'trace_an': -140984664546}
  • id: 75699998
    {'hecke_orbit_code': 4503599761588261, 'n': 999, 'trace_an': -22622186983}
  • id: 75699999
    {'hecke_orbit_code': 4503599761588261, 'n': 1000, 'trace_an': -75205155760}