Embedded newform data - 74.6.e.a.11.3

Formats: - HTML - YAML - JSON - 2025-03-12T15:40:08.108472

• 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': 2664, 'analytic_conductor': 11.868402666160566, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 37, 'char_degree': 2, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 5, 'char_orbit_label': 'e', 'char_order': 6, 'char_parity': 1, 'char_values': [74, 6, [39], [5]], 'cm_discs': [], 'conrey_index': 11, 'dim': 28, 'has_non_self_twist': 1, 'hecke_cutters': [], 'hecke_orbit': 1, 'hecke_orbit_code': 274978570314, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 37, 5, 1, 6, 0]], 'is_cm': False, 'is_largest': True, 'is_maximal': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '74.6.e.a', 'level': 74, '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, 37], 'level_radical': 74, 'minimal_twist': '74.6.e.a', 'prim_orbit_index': 5, 'related_objects': [], 'relative_dim': 14, 'rm_discs': [], 'sato_tate_group': '5.2.3.c6', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '74.6.e', 'trace_display': [0, -20, -90, -156], 'traces': [28, 0, -20, 224, -90, 0, -156, 0, -586, -736, 464, 320, 72, 0, 3960, -3584, 1530, 0, -1944, -1440, -192, 0, 0, 0, -3028, -5280, 36400, 2496, 0, -4368, 0, 0, -2996, 1360, -21636, -18752, 45178, -14304, 14592, -5888, 12894, -26832, 0, 3712, 0, -22080, -39512, 10240, 8262, -44640, 0, 1152, 47912, -101520, 70236, 0, 99984, 51968, -74568, 0, -8274, -22768, -137048, -114688, 33104, 0, -7904, 0, -69096, 65056, 9788, 0, 256784, -8480, 518544, -31104, -86340, 89776, -82740, 0, -174814, 0, 19892, -6144, -167972, 119536, -200424, 0, -223482, 59504, -53016, 198912, -227844, 158736, -140012, 0, 0, -168864, -401224, -96896, 557324, 165920, 0, -42240, 0, 242688, 319116, 291200, -299802, 462880, 245552, 79872, -927408, -44848, 325244, 98208, 0, -11536, 0, 69888, -708116, -49280, -82124, -330048, 0, 304848, -154592, 0, 499044, -614256, 324828, 47936, -539280, 0, 707400, -21760, -1008124, 1142848, 272724, 0, -716436, 0, -75168, -150016, 417050, -4176, -281384, 442400, 1843780, -699840, -160232, -114432, 427338, 0, -160296, 0, -297874, 605696, 302352, 94208, -1684836, 0, -78492, -206304, -1656660, -464736, 319728, -429312, 34950, 238464, 0, -99264, -1127554, -3186944, 2125552, -59392, 0, -680704, 0, -18720, 722158, 284208, 6362040, -706560, -630418, 22368, -1130808, -316096, 1223604, 1766016, 0, 81920, 0, 683632, 5423472, 264384, -450334, -2881728, 0, -714240, -1680384, -766512, -7264740, -247872, -1418490, -1097584, 2493336, 0, 2355864, -728272, 325368, 1533184, 1210880, 0, -467500, 0, -281964, 666608, -781312, 1123776, 486800, -484544, 4444944, 0, -4875836, 1182992, 6418104, 0, -2579986, 0, 1275912, 1662976, 5173068, 1190352, -9378000, 0, 164256, -3327808, 2973036, -1013760, -2188296, -2549760, -6731060, -132384, 0, 3849984, -1693624, -728576, 8732840, -99408, 0, -1096384, 0, 1506864, 1694768, -917504, 11658978, -4717472, -5041204, 1059328, -7000614, -1541248, 1904296, 1926912, 0, 1101904, 0, 126464, 1901672, 4595808, -1014212, -391680, 0, -473472, -6699088, -1105536, -12768534, 3756960, -8460372, -1040896, 2190774, 0, 11822940, -156608, -6460944, 6099264, -1793660, 0, -6217180, 0, 4438044, 2054272, 7221758, 11028720, -8965792, -867328, 3078064, 15504, -11312864, 4148352, 13237776, 0, -5455952, 0, -1899238, 4357792, 9484664, 1381440, -24788004, 0, -4538052, -1436416, -4237194, -3748896, 1536444, -1323840, -9086426, -3222288, 0, 368640, -3280624, -11027680, 25175856, 2797024, 0, -4996448, 0, -378624, 12317324, 4922000, 22281528, 636544, -1376284, 3568288, -9236172, -49152, 11693654, 17515392, 0, -1343776, 0, 2288256, 17894544, 3825152, 1403664, -12211680, 0, -3206784, -2926002, -605760, -15078864, 0, -20401746, -10733888, -11706948, 0, 27053928, -8164288, -18765664, 1904128, 269850, 0, -2511740, 0, -8520648, 7070128, 3689256, 3182592, 6307644, -2362800, 12864432, -3645504, -14365310, 5932064, 20503080, 0, -3298444, 0, 2744676, -4480384, 17136936, 2337632, -33244956, 0, 1197780, -1990480, -17558964, -7508640, -9824682, -987600, -11757672, -2701824, 0, 3607248, -17841000, -12839168, 54393820, 7231312, 0, -775168, 0, -15128976, 25683872, 4458592, 37868850, 791456, -1616636, 5309440, -15873054, -13980128, 15140188, 10592832, 0, -9336288, 0, 675840, 14138712, 6270400, 13926508, -11055360, 0, -14734992, 1431100, 3883008, -9849660, -8459472, -22483836, -5105856, -13173288, 0, 20714244, -4659200, -26814420, 22814176, 3376660, 0, -9779756, 0, 7621176, 3703040, 13006662, 15551184, -16343536, -2902016, 34370900, -8276544, -35838096, 638976, 24790464, 0, -10807616, 0, -6917268, -18951456, 13376400, 717568, -44431998, 0, -2228952, -5203904, -9661824, -5635584, -1421436, 1571328, -17438492, 8548944, 0, 11567040, -16994680, -15868992, 80403104, 184576, 0, -17196048, 0, -4847040, 27773060, 16386080, 48731496, 2236416, 2637216, 11839584, -43676520, 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14750240, 11829708, 0, -24675340, 0, 21473946, -11109184, -12528160, 2563712, -9873018, 0, 33068628, 1830912, 48719004, -25078128, -13873104, 6837408, -11912526, 8475696, 0, -12019968, 8224152, -41218144, 44273128, 2564736, 0, -16698688, 0, -3735552, -38269406, 29005040, 65704512, -9531968, -11013044, 24872032, -43382136, 4845568, -48740428, 37044864, 0, 2418816, 0, 5393168, 86866616, 3014656, -25392570, 9682992, 0, -26957376, -25950028, -3285744, 3280668, -1612800, -24937704, -40103904, 48536544, 0, 44530806, -27426352, 82527120, -6601728, -19719840, 0, 30027136, 0, -23147730, -18751504, -55637216, -7435776, -75023072, -41773664, -6328408, 5115648, -1247056, 5398144, 24014244, 0, -3715164, 0, -24227088, 1118400, 49332884, 29927024, -69628068, 0, 19805784, -44050880, 13215516, -21313152, -41894166, 20383056, 47140440, -1588224, 0, -44094816, 26446928, -36081728, 4226280, 16877424, 0, -25495552, 0, 25531440, -15317388, 17004416, 87229452, -42990752, 48913636, -1900544, -1923780, 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99113872, -145276008, 40829184, 182630720, -104990144, 128873820, 13303808, -201529550, 88341072, 0, 41384544, 0, 89274688, -164943448, 38091264, -146527990, 271262160, 0, -150048000, 253924478, -34827504, 87863952, 19089408, 48619356, -21926512, -210215784, 0, -35772264, -12620832, 290442256, -106489856, -86036032, 0, 126526988, 0, -9969972, -32734448, -158955620, -16220160, 33618628, -241311472, -104264904, -35012736, -7749902, 59207776, -337043928, 0, -4663872, 0, -124701924, -215393920, -127216608, 185121984, 146144544, 0, 292107360, -81815632, -10526976, 106331232, -255231306, 341822880, 116981556, 61599744, 0, -247793424, 143768032, -54195968, 58962776, 55707664, 0, -5828608, 0, 85631808, -34614148, 69862720, -193810464, 14156000, 394343528, -3181056], 'weight': 6, 'weight_parity': 1}
• mf_hecke_cc •

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

  
  {'an_normalized': [[1.0, 0.0], [-0.6123724356957945, 0.3535533905932738], [-0.37487067104070476, 0.6492950485099396], [0.25, -0.4330127018922193], [0.09179582490281982, 0.05299834421812677], [0.0, -0.5301471871216678], [-0.34659335285811216, 0.6003172967158981], [0.0, 0.3535533905932738], [0.21894395998698346, 0.37922206270778264], [-0.07495097717659259, 0.0], [-1.4358520405088622, 0.0], [0.18743533552035238, 0.3246475242549698], [-0.11406784163903752, -0.06585709907617791], [0.0, -0.49015702024030594], [-0.0688231249601102, 0.03973504972219088], [-0.125, -0.21650635094610965], [0.9837692507532199, -0.567979441742848], [-0.26815049211622327, -0.15481675880663212], [-0.42580462985784184, -0.24583841767061393], [0.04589791245140991, -0.026499172109063385], [-0.25985536552833655, -0.4500826957144611], [0.8792762113451886, -0.5076503573121789], [0.0, -1.6232863394166368], [-0.2295604658961133, -0.13253679678041694], [-0.4943823510202739, -0.8562953503324656], [0.09313600269207943, 0.0], [-1.0780440188839282, 0.0], [0.17329667642905608, 0.30015864835794903], [0.0, 0.3045047213059893], [0.02809692310934581, -0.04866529836174306], [0.0, -0.45214139433460804], [0.15309310892394862, 0.08838834764831845], [0.5382588179407224, -0.9322916202952974], [-0.40162211483091736, 0.6956299083304108], [-0.06363164546288902, 0.036737747636977805], [0.21894395998698346, 0.0], [-0.9151576438804128, 0.4030961260633147], [0.34766802442212374, 0.0], [0.08552137667878168, -0.04937578984696198], [-0.018737744294148147, 0.03245472513669842], [-0.08241671311897882, 0.14274993451489976], [0.3182565262344169, 0.18374549109279578], [0.0, -1.0131723559157582], [-0.35896301012721554, 0.6217421715781988], [0.0, 0.046414669423479694], [0.5739183892044958, 0.9940558095002762], [-0.8280328132332617, 0.0], [0.18743533552035238, 0.0], [0.2597460955091443, 0.44989343448947616], [0.6054922489185968, 0.34958111290538374], [0.0, 0.8516753378538651], [-0.05703392081951876, 0.03292854953808896], 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-0.29276527399995367, -0.053612306383907835, -0.22150723056507948, -0.24013985852174882, -0.26449042313519566, -0.22394583986046504, -0.23957137867895503, -0.38650994071750094, -0.11952269853088252, 0.1722451047911186, -0.4225932894854812, -0.40919105219393515, -0.3620096177413945, -0.11795820790144634, 0.30776980271107807, -0.2735913890230687, -0.03260108297202432, -0.0829428901522712, -0.2961485051893364, -0.13349382140051064, -0.4324074972620164, -0.49747542298630854, 0.0733081690357037, -0.11670314261399317, -0.1551032765964786, -0.4195052534079061, -0.2412742598419393, -0.09356915471212923, -0.20650398004326811, 0.004581790173996002, -0.4518036677239318, -0.33183864384182654, -0.49217760868848254, -0.1118593700877669, -0.42140393701078305, -0.4175026348162654, -0.18008729700837192, -0.49823363149269695, -0.1621056667073965, -0.09865812428499617, -0.4888212762771528, -0.334646368580879], 'char_orbit_index': 5, 'conrey_index': 11, 'dual_conrey_index': 27, 'dual_embedding_index': 3, 'dual_embedding_m': 17, 'embedding_index': 3, 'embedding_m': 3, 'hecke_orbit': 1, 'hecke_orbit_code': 274978570314, 'label': '74.6.e.a.11.3', 'level': 74, 'weight': 6}
• mf_newspaces •

  Column	Type
  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_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

  
  {'Nk2': 2664, 'analytic_conductor': 11.868402666160566, 'char_conductor': 37, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 5, 'char_orbit_label': 'e', 'char_order': 6, 'char_parity': 1, 'char_values': [74, 6, [39], [5]], 'conrey_index': 11, 'cusp_dim': 92, 'dim': 28, 'eis_dim': 8, 'eis_new_dim': 0, 'hecke_cutter_primes': [], 'hecke_orbit_code': 274978570314, 'hecke_orbit_dims': [28], 'label': '74.6.e', 'level': 74, '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, 37], 'level_radical': 74, 'mf_dim': 100, 'mf_new_dim': 28, 'num_forms': 1, 'prim_orbit_index': 5, 'relative_dim': 14, 'sturm_bound': 57, 'trace_bound': 0, 'trace_display': [0, -20, -90, -156], 'traces': [28, 0, -20, 224, -90, 0, -156, 0, -586, -736, 464, 320, 72, 0, 3960, -3584, 1530, 0, -1944, -1440, -192, 0, 0, 0, -3028, -5280, 36400, 2496, 0, -4368, 0, 0, -2996, 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• mf_twists_cc •

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

  
  
  • id: 3025235
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 11, 'source_dim': 28, 'source_embedding_index': 3, 'source_hecke_orbit_code': 274978570314, 'source_is_minimal': True, 'source_label': '74.6.e.a.11.3', 'source_level': 74, 'target_conrey_index': 11, 'target_dim': 28, 'target_embedding_index': 3, 'target_hecke_orbit_code': 274978570314, 'target_is_minimal': True, 'target_label': '74.6.e.a.11.3', 'target_level': 74, 'twist_class_label': '74.6.e.a.11.3', 'twist_class_level': 74, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 6}
  • id: 3025236
    {'conductor': 37, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 11, 'source_dim': 28, 'source_embedding_index': 3, 'source_hecke_orbit_code': 274978570314, 'source_is_minimal': True, 'source_label': '74.6.e.a.11.3', 'source_level': 74, 'target_conrey_index': 27, 'target_dim': 28, 'target_embedding_index': 3, 'target_hecke_orbit_code': 274978570314, 'target_is_minimal': True, 'target_label': '74.6.e.a.27.3', 'target_level': 74, 'twist_class_label': '74.6.e.a.11.3', 'twist_class_level': 74, 'twisting_char_label': '37.27', 'twisting_conrey_index': 27, 'weight': 6}
• hecke_orbit_code 274978570314 does not appear in mf_hecke_charpolys
• mf_newform_portraits •

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

  
  {'char_orbit_index': 5, 'hecke_orbit': 1, 'label': '74.6.e.a', 'level': 74, '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: 7863390
    {'hecke_orbit_code': 274978570314, 'n': 1, 'trace_an': 28}
  • id: 7863391
    {'hecke_orbit_code': 274978570314, 'n': 2, 'trace_an': 0}
  • id: 7863392
    {'hecke_orbit_code': 274978570314, 'n': 3, 'trace_an': -20}
  • id: 7863393
    {'hecke_orbit_code': 274978570314, 'n': 4, 'trace_an': 224}
  • id: 7863394
    {'hecke_orbit_code': 274978570314, 'n': 5, 'trace_an': -90}
  • id: 7863395
    {'hecke_orbit_code': 274978570314, 'n': 6, 'trace_an': 0}
  • id: 7863396
    {'hecke_orbit_code': 274978570314, 'n': 7, 'trace_an': -156}
  • id: 7863397
    {'hecke_orbit_code': 274978570314, 'n': 8, 'trace_an': 0}
  • id: 7863398
    {'hecke_orbit_code': 274978570314, 'n': 9, 'trace_an': -586}
  • id: 7863399
    {'hecke_orbit_code': 274978570314, 'n': 10, 'trace_an': -736}
  • id: 7863400
    {'hecke_orbit_code': 274978570314, 'n': 11, 'trace_an': 464}
  • id: 7863401
    {'hecke_orbit_code': 274978570314, 'n': 12, 'trace_an': 320}
  • id: 7863402
    {'hecke_orbit_code': 274978570314, 'n': 13, 'trace_an': 72}
  • id: 7863403
    {'hecke_orbit_code': 274978570314, 'n': 14, 'trace_an': 0}
  • id: 7863404
    {'hecke_orbit_code': 274978570314, 'n': 15, 'trace_an': 3960}
  • id: 7863405
    {'hecke_orbit_code': 274978570314, 'n': 16, 'trace_an': -3584}
  • id: 7863406
    {'hecke_orbit_code': 274978570314, 'n': 17, 'trace_an': 1530}
  • id: 7863407
    {'hecke_orbit_code': 274978570314, 'n': 18, 'trace_an': 0}
  • id: 7863408
    {'hecke_orbit_code': 274978570314, 'n': 19, 'trace_an': -1944}
  • id: 7863409
    {'hecke_orbit_code': 274978570314, 'n': 20, 'trace_an': -1440}
  • id: 7863410
    {'hecke_orbit_code': 274978570314, 'n': 21, 'trace_an': -192}
  • id: 7863411
    {'hecke_orbit_code': 274978570314, 'n': 22, 'trace_an': 0}
  • id: 7863412
    {'hecke_orbit_code': 274978570314, 'n': 23, 'trace_an': 0}
  • id: 7863413
    {'hecke_orbit_code': 274978570314, 'n': 24, 'trace_an': 0}
  • id: 7863414
    {'hecke_orbit_code': 274978570314, 'n': 25, 'trace_an': -3028}
  • id: 7863415
    {'hecke_orbit_code': 274978570314, 'n': 26, 'trace_an': -5280}
  • id: 7863416
    {'hecke_orbit_code': 274978570314, 'n': 27, 'trace_an': 36400}
  • id: 7863417
    {'hecke_orbit_code': 274978570314, 'n': 28, 'trace_an': 2496}
  • id: 7863418
    {'hecke_orbit_code': 274978570314, 'n': 29, 'trace_an': 0}
  • id: 7863419
    {'hecke_orbit_code': 274978570314, 'n': 30, 'trace_an': -4368}
  • id: 7863420
    {'hecke_orbit_code': 274978570314, 'n': 31, 'trace_an': 0}
  • id: 7863421
    {'hecke_orbit_code': 274978570314, 'n': 32, 'trace_an': 0}
  • id: 7863422
    {'hecke_orbit_code': 274978570314, 'n': 33, 'trace_an': -2996}
  • id: 7863423
    {'hecke_orbit_code': 274978570314, 'n': 34, 'trace_an': 1360}
  • id: 7863424
    {'hecke_orbit_code': 274978570314, 'n': 35, 'trace_an': -21636}
  • id: 7863425
    {'hecke_orbit_code': 274978570314, 'n': 36, 'trace_an': -18752}
  • id: 7863426
    {'hecke_orbit_code': 274978570314, 'n': 37, 'trace_an': 45178}
  • id: 7863427
    {'hecke_orbit_code': 274978570314, 'n': 38, 'trace_an': -14304}
  • id: 7863428
    {'hecke_orbit_code': 274978570314, 'n': 39, 'trace_an': 14592}
  • id: 7863429
    {'hecke_orbit_code': 274978570314, 'n': 40, 'trace_an': -5888}
  • id: 7863430
    {'hecke_orbit_code': 274978570314, 'n': 41, 'trace_an': 12894}
  • id: 7863431
    {'hecke_orbit_code': 274978570314, 'n': 42, 'trace_an': -26832}
  • id: 7863432
    {'hecke_orbit_code': 274978570314, 'n': 43, 'trace_an': 0}
  • id: 7863433
    {'hecke_orbit_code': 274978570314, 'n': 44, 'trace_an': 3712}
  • id: 7863434
    {'hecke_orbit_code': 274978570314, 'n': 45, 'trace_an': 0}
  • id: 7863435
    {'hecke_orbit_code': 274978570314, 'n': 46, 'trace_an': -22080}
  • id: 7863436
    {'hecke_orbit_code': 274978570314, 'n': 47, 'trace_an': -39512}
  • id: 7863437
    {'hecke_orbit_code': 274978570314, 'n': 48, 'trace_an': 10240}
  • id: 7863438
    {'hecke_orbit_code': 274978570314, 'n': 49, 'trace_an': 8262}
  • id: 7863439
    {'hecke_orbit_code': 274978570314, 'n': 50, 'trace_an': -44640}
  • id: 7863440
    {'hecke_orbit_code': 274978570314, 'n': 51, 'trace_an': 0}
  • id: 7863441
    {'hecke_orbit_code': 274978570314, 'n': 52, 'trace_an': 1152}
  • id: 7863442
    {'hecke_orbit_code': 274978570314, 'n': 53, 'trace_an': 47912}
  • id: 7863443
    {'hecke_orbit_code': 274978570314, 'n': 54, 'trace_an': -101520}
  • id: 7863444
    {'hecke_orbit_code': 274978570314, 'n': 55, 'trace_an': 70236}
  • id: 7863445
    {'hecke_orbit_code': 274978570314, 'n': 56, 'trace_an': 0}
  • id: 7863446
    {'hecke_orbit_code': 274978570314, 'n': 57, 'trace_an': 99984}
  • id: 7863447
    {'hecke_orbit_code': 274978570314, 'n': 58, 'trace_an': 51968}
  • id: 7863448
    {'hecke_orbit_code': 274978570314, 'n': 59, 'trace_an': -74568}
  • id: 7863449
    {'hecke_orbit_code': 274978570314, 'n': 60, 'trace_an': 0}
  • id: 7863450
    {'hecke_orbit_code': 274978570314, 'n': 61, 'trace_an': -8274}
  • id: 7863451
    {'hecke_orbit_code': 274978570314, 'n': 62, 'trace_an': -22768}
  • id: 7863452
    {'hecke_orbit_code': 274978570314, 'n': 63, 'trace_an': -137048}
  • id: 7863453
    {'hecke_orbit_code': 274978570314, 'n': 64, 'trace_an': -114688}
  • id: 7863454
    {'hecke_orbit_code': 274978570314, 'n': 65, 'trace_an': 33104}
  • id: 7863455
    {'hecke_orbit_code': 274978570314, 'n': 66, 'trace_an': 0}
  • id: 7863456
    {'hecke_orbit_code': 274978570314, 'n': 67, 'trace_an': -7904}
  • id: 7863457
    {'hecke_orbit_code': 274978570314, 'n': 68, 'trace_an': 0}
  • id: 7863458
    {'hecke_orbit_code': 274978570314, 'n': 69, 'trace_an': -69096}
  • id: 7863459
    {'hecke_orbit_code': 274978570314, 'n': 70, 'trace_an': 65056}
  • id: 7863460
    {'hecke_orbit_code': 274978570314, 'n': 71, 'trace_an': 9788}
  • id: 7863461
    {'hecke_orbit_code': 274978570314, 'n': 72, 'trace_an': 0}
  • id: 7863462
    {'hecke_orbit_code': 274978570314, 'n': 73, 'trace_an': 256784}
  • id: 7863463
    {'hecke_orbit_code': 274978570314, 'n': 74, 'trace_an': -8480}
  • id: 7863464
    {'hecke_orbit_code': 274978570314, 'n': 75, 'trace_an': 518544}
  • id: 7863465
    {'hecke_orbit_code': 274978570314, 'n': 76, 'trace_an': -31104}
  • id: 7863466
    {'hecke_orbit_code': 274978570314, 'n': 77, 'trace_an': -86340}
  • id: 7863467
    {'hecke_orbit_code': 274978570314, 'n': 78, 'trace_an': 89776}
  • id: 7863468
    {'hecke_orbit_code': 274978570314, 'n': 79, 'trace_an': -82740}
  • id: 7863469
    {'hecke_orbit_code': 274978570314, 'n': 80, 'trace_an': 0}
  • id: 7863470
    {'hecke_orbit_code': 274978570314, 'n': 81, 'trace_an': -174814}
  • id: 7863471
    {'hecke_orbit_code': 274978570314, 'n': 82, 'trace_an': 0}
  • id: 7863472
    {'hecke_orbit_code': 274978570314, 'n': 83, 'trace_an': 19892}
  • id: 7863473
    {'hecke_orbit_code': 274978570314, 'n': 84, 'trace_an': -6144}
  • id: 7863474
    {'hecke_orbit_code': 274978570314, 'n': 85, 'trace_an': -167972}
  • id: 7863475
    {'hecke_orbit_code': 274978570314, 'n': 86, 'trace_an': 119536}
  • id: 7863476
    {'hecke_orbit_code': 274978570314, 'n': 87, 'trace_an': -200424}
  • id: 7863477
    {'hecke_orbit_code': 274978570314, 'n': 88, 'trace_an': 0}
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