Embedded newform data - 252.12.t.a.89.16

Formats: - HTML - YAML - JSON - 2024-06-16T16:18:24.377529

• 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': 36288, 'analytic_conductor': 193.6224815010164, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 21, 'char_degree': 2, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 20, 'char_orbit_label': 't', 'char_order': 6, 'char_parity': 1, 'char_values': [252, 6, [127, 29, 73], [6, 3, 1]], 'cm_discs': [], 'conrey_index': 17, 'dim': 60, 'has_non_self_twist': 1, 'hecke_cutters': [], 'hecke_orbit': 1, 'hecke_orbit_code': 1305871384828, 'inner_twist_count': 4, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 3, 2, -1, 2, 0], [1, 1, 7, 4, -1, 6, 0], [1, 1, 21, 7, 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': '252.12.t.a', 'level': 252, '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': False, 'level_primes': [2, 3, 7], 'level_radical': 42, 'minimal_twist': '252.12.t.a', 'prim_orbit_index': 7, 'related_objects': [], 'relative_dim': 30, 'rm_discs': [], 'sato_tate_group': '11.2.3.c6', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '252.12.t', 'trace_display': [0, 0, 0, -31278], 'traces': [60, 0, 0, 0, 0, 0, -31278, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -34858710, 0, 0, 0, 0, 0, -323828862, 0, 0, 0, 0, 0, 1186783866, 0, 0, 0, 0, 0, -706751058, 0, 0, 0, 0, 0, 1104997284, 0, 0, 0, 0, 0, 7568925402, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -5130550116, 0, 0, 0, 0, 0, -22208949354, 0, 0, 0, 0, 0, 54154878858, 0, 0, 0, 0, 0, -61996342614, 0, 0, 0, 0, 0, 107647163952, 0, 0, 0, 0, 0, -2229336678, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -609974684514, 0, 0, 0, 0, 0, 227123734878, 0, 0, 0, 0, 0, -788340948192, 0, 0, 0, 0, 0, 1729447516146, 0, 0, 0, 0, 0, -166539132972, 0, 0, 0, 0, 0, -2851084220262, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 5942123973864, 0, 0, 0, 0, 0, 439983893940, 0, 0, 0, 0, 0, -4761680418252, 0, 0, 0, 0, 0, 3241515587484, 0, 0, 0, 0, 0, -11026058210568, 0, 0, 0, 0, 0, 3947558843880, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1970526378456, 0, 0, 0, 0, 0, 267201280230, 0, 0, 0, 0, 0, -1049645681712, 0, 0, 0, 0, 0, -12402809419380, 0, 0, 0, 0, 0, -15346936548456, 0, 0, 0, 0, 0, -19926979221924, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -4501367861022, 0, 0, 0, 0, 0, -560007244092, 0, 0, 0, 0, 0, 1391795737344, 0, 0, 0, 0, 0, 10128905231442, 0, 0, 0, 0, 0, -26344527152256, 0, 0, 0, 0, 0, 6400577344362, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -61941238844400, 0, 0, 0, 0, 0, 7337749330638, 0, 0, 0, 0, 0, -16876233873846, 0, 0, 0, 0, 0, -35467989992178, 0, 0, 0, 0, 0, -8808120077424, 0, 0, 0, 0, 0, -153769817991426, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -8459464882266, 0, 0, 0, 0, 0, 54806198240376, 0, 0, 0, 0, 0, 119386306800126, 0, 0, 0, 0, 0, -130824759938286, 0, 0, 0, 0, 0, -411164090843484, 0, 0, 0, 0, 0, 307103083995288, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1285135823462724, 0, 0, 0, 0, 0, 296449395868800, 0, 0, 0, 0, 0, 908180059441338, 0, 0, 0, 0, 0, -527421427455750, 0, 0, 0, 0, 0, 244230884049948, 0, 0, 0, 0, 0, 3377288176164, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 387844283119770, 0, 0, 0, 0, 0, -201431851533234, 0, 0, 0, 0, 0, 1430754568883118, 0, 0, 0, 0, 0, 354699528018420, 0, 0, 0, 0, 0, -1010941471060860, 0, 0, 0, 0, 0, -411860928834852, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 2266362426095136, 0, 0, 0, 0, 0, 358642673368200, 0, 0, 0, 0, 0, -3603784910776452, 0, 0, 0, 0, 0, 613195076118570, 0, 0, 0, 0, 0, -2076899050829292, 0, 0, 0, 0, 0, 1396143860551128, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 2643706859761134, 0, 0, 0, 0, 0, 1694992844207586, 0, 0, 0, 0, 0, -408237428403216, 0, 0, 0, 0, 0, 614265269577390, 0, 0, 0, 0, 0, 3128895078160968, 0, 0, 0, 0, 0, -3102366377477652, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -3960136528559478, 0, 0, 0, 0, 0, -1267817015692338, 0, 0, 0, 0, 0, 8918900739091080, 0, 0, 0, 0, 0, 1964989857332658, 0, 0, 0, 0, 0, 4999666092564648, 0, 0, 0, 0, 0, -3072109069443858, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -3631480582466412, 0, 0, 0, 0, 0, 2109083627798022, 0, 0, 0, 0, 0, -9548901997602390, 0, 0, 0, 0, 0, -1618880943491352, 0, 0, 0, 0, 0, 5783503683495636, 0, 0, 0, 0, 0, 14768298178006728, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -3735287343531846, 0, 0, 0, 0, 0, 1548407116407984, 0, 0, 0, 0, 0, 8904134027785014, 0, 0, 0, 0, 0, -10289035461388890, 0, 0, 0, 0, 0, 2182169616875976, 0, 0, 0, 0, 0, -4213701094079370, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1257438212366328, 0, 0, 0, 0, 0, -18579220889625684, 0, 0, 0, 0, 0, 469617628937094, 0, 0, 0, 0, 0, 2311814054296512, 0, 0, 0, 0, 0, -1639866440940108, 0, 0, 0, 0, 0, 1207006797610644, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 642078869227290, 0, 0, 0, 0, 0, -2152702945152600, 0, 0, 0, 0, 0, -61289527042192374, 0, 0, 0, 0, 0, 8527985534677920, 0, 0, 0, 0, 0, 31970193410458584, 0, 0, 0, 0, 0, 20619469585843086, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 539209820040858, 0, 0, 0, 0, 0, 2969568077921166, 0, 0, 0, 0, 0, 21417081529956624, 0, 0, 0, 0, 0, -8097009817389846, 0, 0, 0, 0, 0, 24114518051453592, 0, 0, 0, 0, 0, -8253861729368136, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -91437799136898330, 0, 0, 0, 0, 0, -30244613670771516, 0, 0, 0, 0, 0, -9848500835411412, 0, 0, 0, 0, 0, 6406755842055372, 0, 0, 0, 0, 0, 75612179246778960, 0, 0, 0, 0, 0, -7751819528771616, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 403406144636886, 0, 0, 0, 0, 0, -20357258913982644, 0, 0, 0, 0, 0, -76453014876152166, 0, 0, 0, 0, 0, -10526702883740292, 0, 0, 0, 0, 0, -551545365426900, 0, 0, 0, 0, 0, 39017315685841878, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -7961301205339572, 0, 0, 0, 0, 0, 55871601726998592, 0, 0, 0, 0, 0, -71928299800918134, 0, 0, 0, 0, 0, 20724462106300776, 0, 0, 0, 0, 0, 110663496677401908, 0, 0, 0, 0, 0, -643201054550490, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 8044077142464624, 0, 0, 0, 0, 0, -35236774766168742, 0, 0, 0, 0, 0, -38634481020035484, 0, 0, 0, 0, 0, 9493883481149298, 0, 0, 0, 0, 0, 64100457344799876, 0, 0, 0, 0, 0, -84211412817309360, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -164429210674449504, 0, 0, 0, 0, 0, -74361747609571602, 0, 0, 0, 0, 0, 44247972555278028, 0, 0, 0, 0, 0, -36301952536822920, 0, 0, 0, 0, 0, 395140891594631028, 0, 0, 0, 0, 0, 164606084486776938, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -197898337145064744, 0, 0, 0, 0, 0, 62488684973877126, 0, 0, 0, 0, 0, 10993001629891878, 0, 0, 0], 'weight': 12, '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], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0016457537497052864, -0.002850529111236549], [0.0, 0.0], [-0.21714591559109359, -0.9761391557263266], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [-1.6223079322239546, 0.9366399213779654], [0.0, 0.0], [0.0, -1.469145807402032], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [-0.8798354702753419, -1.523919736818149], [0.0, 0.0], [0.008025533699882667, 0.0046335440420176705], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [-1.3318499406425008, -0.7689439217501349], [0.0, 0.0], [0.49999458298919064, 0.8660160212464917], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, -1.298823409236256], [0.0, 0.0], [0.8508408701371128, -0.4912332054111975], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [-0.003139881784832991, -0.0009875039219922276], [0.0, 0.0], [-0.1987420596984501, 0.34423134499860253], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [-0.018521480902409484, 0.0], [0.0, 0.0], [-1.3834622126643437, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [-0.4735483270872086, 0.8202097623542906], [0.0, 0.0], [-0.9056953026842113, 0.42392926142902054], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.3493794485231344, -0.20171431865415465], [0.0, 0.0], [0.0, 0.006165914650925804], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [-0.5158465511570903, -0.8934724355132584], [0.0, 0.0], [1.329150622348161, 0.7673854696062694], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [-0.004187842892650616, -0.0024178522213956946], [0.0, 0.0], [-0.3305541256829748, -0.5725365403344207], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, -0.17509908741521868], [0.0, 0.0], [0.7205636262011272, -0.4160176035554737], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [1.2665684433869244, 1.3802107619824255], [0.0, 0.0], [0.7413332392648797, -1.2840268357463867], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [-0.23282472249109634, 0.0], [0.0, 0.0], [-0.0057919700973174315, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [-0.1640316112439094, 0.2841110847218374], [0.0, 0.0], [-1.4340907480762919, 0.3190190114851307], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [2.6416104359936077e-05, -1.525134496315034e-05], [0.0, 0.0], [0.0, 1.9935686241706858], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [-0.2932593804545012, -0.5079401467433674], [0.0, 0.0], [-0.7041570498117175, -0.4065452622605678], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [-0.16309375308678545, -0.09416222224780194], [0.0, 0.0], [0.40898250913539025, 0.7083784852294984], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, -1.3866452155566922], [0.0, 0.0], [-0.0043837940677143175, 0.0025309846850667455], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [-1.2965050465298942, 1.189754799671363], [0.0, 0.0], [1.2545886846378422, -2.17301134439375], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.006582979338557738, 0.0], [0.0, 0.0], [0.02833068809542456, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.014544702641784285, -0.025192163956551654], [0.0, 0.0], [0.0027802719058276815, -0.008840192853492232], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [1.0666411062871948, -0.6158255298436321], [0.0, 0.0], [0.0, 1.3035475303034174], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [1.3760606135378066, 2.383406896941883], [0.0, 0.0], [-0.00370233393838345, -0.002137543495955572], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [-1.0369686513553489, -0.5986941300012139], [0.0, 0.0], [0.4744873340118051, 0.8218361700563506], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, -0.003233795559140902], [0.0, 0.0], [-1.0754852509263455, 0.6209316991317978], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [-0.4613904957873078, 1.4670439085395683], [0.0, 0.0], [0.9193434842135183, -1.5923496242652098], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [-1.7230799202140001, 0.0], [0.0, 0.0], [-1.1583894034069686, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.43131467264698137, -0.7470589270745099], [0.0, 0.0], [0.7367803663112481, -0.6761161319569307], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.21233420624896823, -0.12259121113600732], [0.0, 0.0], [0.0, 0.4237332304374079], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0006541609799457521, 0.0011330400535950883], [0.0, 0.0], [2.8547281249593612, 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-0.37782196978344657, 0.24709890856832736, 0.06946089550503393, -0.13123489075568195, 0.03176816609614045, 0.047672752462033695, -0.3983361015247751, -0.2281225235308533, -0.39564569238333164, -0.49848409524041626, -0.12749779073764894, -0.42229473626885927, -0.21531517659333615, -0.3727422707186893, 0.11959450009765354, -0.3216840928389537, -0.04419825567149862, -0.41811593575370665, -0.28745750974003603, -0.23316207365664438, 0.04443736183447343, -0.03371505977744603, -0.05828387170747156, -0.4597074924080312, -0.4369562229180658, -0.1557637231572877, -0.19069926101847565, -0.3028625477131735, -0.05526946071838306, 0.00515035913300229, -0.425541773479463, -0.3109956402535613, -0.3600587853636504, -0.09632677417413768, -0.1701561460438582, -0.4954618870041251, -0.235338989774174, -0.35204299454249594, -0.24193822228810175, 0.012296768500067785, -0.11972689228301418, -0.3523189879595917], 'char_orbit_index': 20, 'conrey_index': 89, 'dual_conrey_index': 17, 'dual_embedding_index': 16, 'dual_embedding_m': 16, 'embedding_index': 16, 'embedding_m': 46, 'hecke_orbit': 1, 'hecke_orbit_code': 1305871384828, 'label': '252.12.t.a.89.16', 'level': 252, 'weight': 12}
• 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': 36288, 'analytic_conductor': 193.6224815010164, 'char_conductor': 21, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 20, 'char_orbit_label': 't', 'char_order': 6, 'char_parity': 1, 'char_values': [252, 6, [127, 29, 73], [6, 3, 1]], 'conrey_index': 17, 'cusp_dim': 1032, 'dim': 60, 'eis_dim': 48, 'eis_new_dim': 0, 'hecke_orbit_code': 1305871384828, 'hecke_orbit_dims': [60], 'label': '252.12.t', 'level': 252, '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': False, 'level_primes': [2, 3, 7], 'level_radical': 42, 'mf_dim': 1080, 'mf_new_dim': 60, 'num_forms': 1, 'prim_orbit_index': 7, 'relative_dim': 30, 'sturm_bound': 576, 'trace_bound': 0, 'trace_display': [0, 0, 0, -31278], 'traces': [60, 0, 0, 0, 0, 0, -31278, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -34858710, 0, 0, 0, 0, 0, -323828862, 0, 0, 0, 0, 0, 1186783866, 0, 0, 0, 0, 0, -706751058, 0, 0, 0, 0, 0, 1104997284, 0, 0, 0, 0, 0, 7568925402, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -5130550116, 0, 0, 0, 0, 0, -22208949354, 0, 0, 0, 0, 0, 54154878858, 0, 0, 0, 0, 0, -61996342614, 0, 0, 0, 0, 0, 107647163952, 0, 0, 0, 0, 0, -2229336678, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -609974684514, 0, 0, 0, 0, 0, 227123734878, 0, 0, 0, 0, 0, -788340948192, 0, 0, 0, 0, 0, 1729447516146, 0, 0, 0, 0, 0, -166539132972, 0, 0, 0, 0, 0, -2851084220262, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 5942123973864, 0, 0, 0, 0, 0, 439983893940, 0, 0, 0, 0, 0, -4761680418252, 0, 0, 0, 0, 0, 3241515587484, 0, 0, 0, 0, 0, -11026058210568, 0, 0, 0, 0, 0, 3947558843880, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1970526378456, 0, 0, 0, 0, 0, 267201280230, 0, 0, 0, 0, 0, -1049645681712, 0, 0, 0, 0, 0, -12402809419380, 0, 0, 0, 0, 0, -15346936548456, 0, 0, 0, 0, 0, -19926979221924, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -4501367861022, 0, 0, 0, 0, 0, -560007244092, 0, 0, 0, 0, 0, 1391795737344, 0, 0, 0, 0, 0, 10128905231442, 0, 0, 0, 0, 0, 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0, 0, 0, -10526702883740292, 0, 0, 0, 0, 0, -551545365426900, 0, 0, 0, 0, 0, 39017315685841878, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -7961301205339572, 0, 0, 0, 0, 0, 55871601726998592, 0, 0, 0, 0, 0, -71928299800918134, 0, 0, 0, 0, 0, 20724462106300776, 0, 0, 0, 0, 0, 110663496677401908, 0, 0, 0, 0, 0, -643201054550490, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 8044077142464624, 0, 0, 0, 0, 0, -35236774766168742, 0, 0, 0, 0, 0, -38634481020035484, 0, 0, 0, 0, 0, 9493883481149298, 0, 0, 0, 0, 0, 64100457344799876, 0, 0, 0, 0, 0, -84211412817309360, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -164429210674449504, 0, 0, 0, 0, 0, -74361747609571602, 0, 0, 0, 0, 0, 44247972555278028, 0, 0, 0, 0, 0, -36301952536822920, 0, 0, 0, 0, 0, 395140891594631028, 0, 0, 0, 0, 0, 164606084486776938, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -197898337145064744, 0, 0, 0, 0, 0, 62488684973877126, 0, 0, 0, 0, 0, 10993001629891878, 0, 0, 0], 'weight': 12, 'weight_parity': 1}
• 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: 16207557
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 89, 'source_dim': 60, 'source_embedding_index': 16, 'source_hecke_orbit_code': 1305871384828, 'source_is_minimal': True, 'source_label': '252.12.t.a.89.16', 'source_level': 252, 'target_conrey_index': 89, 'target_dim': 60, 'target_embedding_index': 16, 'target_hecke_orbit_code': 1305871384828, 'target_is_minimal': True, 'target_label': '252.12.t.a.89.16', 'target_level': 252, 'twist_class_label': '252.12.t.a.17.15', 'twist_class_level': 252, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 12}
  • id: 16207558
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 89, 'source_dim': 60, 'source_embedding_index': 16, 'source_hecke_orbit_code': 1305871384828, 'source_is_minimal': True, 'source_label': '252.12.t.a.89.16', 'source_level': 252, 'target_conrey_index': 89, 'target_dim': 60, 'target_embedding_index': 15, 'target_hecke_orbit_code': 1305871384828, 'target_is_minimal': True, 'target_label': '252.12.t.a.89.15', 'target_level': 252, 'twist_class_label': '252.12.t.a.17.15', 'twist_class_level': 252, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 12}
  • id: 16207559
    {'conductor': 7, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 89, 'source_dim': 60, 'source_embedding_index': 16, 'source_hecke_orbit_code': 1305871384828, 'source_is_minimal': True, 'source_label': '252.12.t.a.89.16', 'source_level': 252, 'target_conrey_index': 17, 'target_dim': 60, 'target_embedding_index': 15, 'target_hecke_orbit_code': 1305871384828, 'target_is_minimal': True, 'target_label': '252.12.t.a.17.15', 'target_level': 252, 'twist_class_label': '252.12.t.a.17.15', 'twist_class_level': 252, 'twisting_char_label': '7.3', 'twisting_conrey_index': 3, 'weight': 12}
  • id: 16207560
    {'conductor': 21, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 89, 'source_dim': 60, 'source_embedding_index': 16, 'source_hecke_orbit_code': 1305871384828, 'source_is_minimal': True, 'source_label': '252.12.t.a.89.16', 'source_level': 252, 'target_conrey_index': 17, 'target_dim': 60, 'target_embedding_index': 16, 'target_hecke_orbit_code': 1305871384828, 'target_is_minimal': True, 'target_label': '252.12.t.a.17.16', 'target_level': 252, 'twist_class_label': '252.12.t.a.17.15', 'twist_class_level': 252, 'twisting_char_label': '21.17', 'twisting_conrey_index': 17, 'weight': 12}
• hecke_orbit_code 1305871384828 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': 20, 'hecke_orbit': 1, 'label': '252.12.t.a', 'level': 252, 'portrait': 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', 'weight': 12}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 12849756
    {'hecke_orbit_code': 1305871384828, 'n': 1, 'trace_an': 60}
  • id: 12849757
    {'hecke_orbit_code': 1305871384828, 'n': 2, 'trace_an': 0}
  • id: 12849758
    {'hecke_orbit_code': 1305871384828, 'n': 3, 'trace_an': 0}
  • id: 12849759
    {'hecke_orbit_code': 1305871384828, 'n': 4, 'trace_an': 0}
  • id: 12849760
    {'hecke_orbit_code': 1305871384828, 'n': 5, 'trace_an': 0}
  • id: 12849761
    {'hecke_orbit_code': 1305871384828, 'n': 6, 'trace_an': 0}
  • id: 12849762
    {'hecke_orbit_code': 1305871384828, 'n': 7, 'trace_an': -31278}
  • id: 12849763
    {'hecke_orbit_code': 1305871384828, 'n': 8, 'trace_an': 0}
  • id: 12849764
    {'hecke_orbit_code': 1305871384828, 'n': 9, 'trace_an': 0}
  • id: 12849765
    {'hecke_orbit_code': 1305871384828, 'n': 10, 'trace_an': 0}
  • id: 12849766
    {'hecke_orbit_code': 1305871384828, 'n': 11, 'trace_an': 0}
  • id: 12849767
    {'hecke_orbit_code': 1305871384828, 'n': 12, 'trace_an': 0}
  • id: 12849768
    {'hecke_orbit_code': 1305871384828, 'n': 13, 'trace_an': 0}
  • id: 12849769
    {'hecke_orbit_code': 1305871384828, 'n': 14, 'trace_an': 0}
  • id: 12849770
    {'hecke_orbit_code': 1305871384828, 'n': 15, 'trace_an': 0}
  • id: 12849771
    {'hecke_orbit_code': 1305871384828, 'n': 16, 'trace_an': 0}
  • id: 12849772
    {'hecke_orbit_code': 1305871384828, 'n': 17, 'trace_an': 0}
  • id: 12849773
    {'hecke_orbit_code': 1305871384828, 'n': 18, 'trace_an': 0}
  • id: 12849774
    {'hecke_orbit_code': 1305871384828, 'n': 19, 'trace_an': -34858710}
  • id: 12849775
    {'hecke_orbit_code': 1305871384828, 'n': 20, 'trace_an': 0}
  • id: 12849776
    {'hecke_orbit_code': 1305871384828, 'n': 21, 'trace_an': 0}
  • id: 12849777
    {'hecke_orbit_code': 1305871384828, 'n': 22, 'trace_an': 0}
  • id: 12849778
    {'hecke_orbit_code': 1305871384828, 'n': 23, 'trace_an': 0}
  • id: 12849779
    {'hecke_orbit_code': 1305871384828, 'n': 24, 'trace_an': 0}
  • id: 12849780
    {'hecke_orbit_code': 1305871384828, 'n': 25, 'trace_an': -323828862}
  • id: 12849781
    {'hecke_orbit_code': 1305871384828, 'n': 26, 'trace_an': 0}
  • id: 12849782
    {'hecke_orbit_code': 1305871384828, 'n': 27, 'trace_an': 0}
  • id: 12849783
    {'hecke_orbit_code': 1305871384828, 'n': 28, 'trace_an': 0}
  • id: 12849784
    {'hecke_orbit_code': 1305871384828, 'n': 29, 'trace_an': 0}
  • id: 12849785
    {'hecke_orbit_code': 1305871384828, 'n': 30, 'trace_an': 0}
  • id: 12849786
    {'hecke_orbit_code': 1305871384828, 'n': 31, 'trace_an': 1186783866}
  • id: 12849787
    {'hecke_orbit_code': 1305871384828, 'n': 32, 'trace_an': 0}
  • id: 12849788
    {'hecke_orbit_code': 1305871384828, 'n': 33, 'trace_an': 0}
  • id: 12849789
    {'hecke_orbit_code': 1305871384828, 'n': 34, 'trace_an': 0}
  • id: 12849790
    {'hecke_orbit_code': 1305871384828, 'n': 35, 'trace_an': 0}
  • id: 12849791
    {'hecke_orbit_code': 1305871384828, 'n': 36, 'trace_an': 0}
  • id: 12849792
    {'hecke_orbit_code': 1305871384828, 'n': 37, 'trace_an': -706751058}
  • id: 12849793
    {'hecke_orbit_code': 1305871384828, 'n': 38, 'trace_an': 0}
  • id: 12849794
    {'hecke_orbit_code': 1305871384828, 'n': 39, 'trace_an': 0}
  • id: 12849795
    {'hecke_orbit_code': 1305871384828, 'n': 40, 'trace_an': 0}
  • id: 12849796
    {'hecke_orbit_code': 1305871384828, 'n': 41, 'trace_an': 0}
  • id: 12849797
    {'hecke_orbit_code': 1305871384828, 'n': 42, 'trace_an': 0}
  • id: 12849798
    {'hecke_orbit_code': 1305871384828, 'n': 43, 'trace_an': 1104997284}
  • id: 12849799
    {'hecke_orbit_code': 1305871384828, 'n': 44, 'trace_an': 0}
  • id: 12849800
    {'hecke_orbit_code': 1305871384828, 'n': 45, 'trace_an': 0}
  • id: 12849801
    {'hecke_orbit_code': 1305871384828, 'n': 46, 'trace_an': 0}
  • id: 12849802
    {'hecke_orbit_code': 1305871384828, 'n': 47, 'trace_an': 0}
  • id: 12849803
    {'hecke_orbit_code': 1305871384828, 'n': 48, 'trace_an': 0}
  • id: 12849804
    {'hecke_orbit_code': 1305871384828, 'n': 49, 'trace_an': 7568925402}
  • id: 12849805
    {'hecke_orbit_code': 1305871384828, 'n': 50, 'trace_an': 0}
  • id: 12849806
    {'hecke_orbit_code': 1305871384828, 'n': 51, 'trace_an': 0}
  • id: 12849807
    {'hecke_orbit_code': 1305871384828, 'n': 52, 'trace_an': 0}
  • id: 12849808
    {'hecke_orbit_code': 1305871384828, 'n': 53, 'trace_an': 0}
  • id: 12849809
    {'hecke_orbit_code': 1305871384828, 'n': 54, 'trace_an': 0}
  • id: 12849810
    {'hecke_orbit_code': 1305871384828, 'n': 55, 'trace_an': 0}
  • id: 12849811
    {'hecke_orbit_code': 1305871384828, 'n': 56, 'trace_an': 0}
  • id: 12849812
    {'hecke_orbit_code': 1305871384828, 'n': 57, 'trace_an': 0}
  • id: 12849813
    {'hecke_orbit_code': 1305871384828, 'n': 58, 'trace_an': 0}
  • id: 12849814
    {'hecke_orbit_code': 1305871384828, 'n': 59, 'trace_an': 0}
  • id: 12849815
    {'hecke_orbit_code': 1305871384828, 'n': 60, 'trace_an': 0}
  • id: 12849816
    {'hecke_orbit_code': 1305871384828, 'n': 61, 'trace_an': -5130550116}
  • id: 12849817
    {'hecke_orbit_code': 1305871384828, 'n': 62, 'trace_an': 0}
  • id: 12849818
    {'hecke_orbit_code': 1305871384828, 'n': 63, 'trace_an': 0}
  • id: 12849819
    {'hecke_orbit_code': 1305871384828, 'n': 64, 'trace_an': 0}
  • id: 12849820
    {'hecke_orbit_code': 1305871384828, 'n': 65, 'trace_an': 0}
  • id: 12849821
    {'hecke_orbit_code': 1305871384828, 'n': 66, 'trace_an': 0}
  • id: 12849822
    {'hecke_orbit_code': 1305871384828, 'n': 67, 'trace_an': -22208949354}
  • id: 12849823
    {'hecke_orbit_code': 1305871384828, 'n': 68, 'trace_an': 0}
  • id: 12849824
    {'hecke_orbit_code': 1305871384828, 'n': 69, 'trace_an': 0}
  • id: 12849825
    {'hecke_orbit_code': 1305871384828, 'n': 70, 'trace_an': 0}
  • id: 12849826
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  • id: 12849828
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