Embedded newform data - 784.6.a.t.1.1

Formats: - HTML - YAML - JSON - 2025-11-15T19:29:41.744345

• 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': 28224, 'analytic_conductor': 125.74091473337681, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [7, -1]], 'atkin_lehner_string': '--', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': False, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [784, 1, [687, 197, 689], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 2, 'field_disc': 37, 'field_disc_factorization': [[37, 1]], 'field_poly': [-9, -1, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': 1, 'has_non_self_twist': 0, 'hecke_cutters': [[3, [-21, 8, 1]]], 'hecke_orbit': 20, 'hecke_orbit_code': 85568393020703504, 'hecke_ring_generator_nbound': 3, 'hecke_ring_index': 2, 'hecke_ring_index_factorization': [[2, 1]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '784.6.a.t', 'level': 784, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [2, 7], 'level_radical': 14, 'minimal_twist': '7.6.c.a', 'nf_label': '2.2.37.1', 'prim_orbit_index': 1, 'qexp_display': 'q+(-4-\\beta )q^{3}+(19+10\\beta )q^{5}+(-190+\\cdots)q^{9}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '784.6.a', 'trace_display': [0, -8, 38, 0], 'trace_hash': 67297346982749418, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.912', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '8.767', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '56.369', 'prec': 20}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.002', 'prec': 17}, 'traces': [2, 0, -8, 0, 38, 0, 0, 0, -380, 0, -424, 0, 924, 0, -892, 0, 2346, 0, -360, 0, 0, 0, 12, 0, 1872, 0, 2872, 0, -7052, 0, 3548, 0, 3398, 0, 0, 0, 11090, 0, -1624, 0, -3500, 0, 12680, 0, -1300, 0, -22956, 0, 0, 0, 384, 0, 3042, 0, -25076, 0, -19058, 0, -65808, 0, 42486, 0, 0, 0, -3164, 0, -42312, 0, -5154, 0, 2208, 0, 50506, 0, -35608, 0, 0, 0, -9004, 0, 51178, 0, -104328, 0, -53106, 0, 80008, 0, 26666, 0, 0, 0, 38718, 0, 198140, 0, -209132, 0, 66944, 0, -65162, 0, 93748, 0, 0, 0, -153904, 0, 182690, 0, 14100, 0, 163468, 0, 51288, 0, -192136, 0, 0, 0, -193068, 0, 78232, 0, 198018, 0, -180464, 0, 48736, 0, -314576, 0, 0, 0, 351308, 0, -62898, 0, 1736, 0, -29166, 0, -148232, 0, -651988, 0, 0, 0, -217110, 0, 247628, 0, -523884, 0, -461688, 0, -420762, 0, 122364, 0, 0, 0, -289536, 0, 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• 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

  
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[-0.8507438890354213, 0.0], [0.0, 0.0], [0.014903827539767454, 0.0], [0.0, 0.0], [0.8893861346475007, 0.0], [0.0, 0.0], [-0.7943492272933739, 0.0], [0.0, 0.0], [-1.7315064970860785, 0.0], [0.0, 0.0], [0.13967423847532762, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [1.2424833740333554, 0.0], [0.0, 0.0], [0.9038394846074, 0.0], [0.0, 0.0], [0.5844199320344674, 0.0], [0.0, 0.0], [-0.4281694058879091, 0.0], [0.0, 0.0], [-0.34843759116383344, 0.0], [0.0, 0.0], [0.6488337246627865, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.7633440077843201, 0.0], [0.0, 0.0], [0.7225068408013632, 0.0], [0.0, 0.0], [0.35353815512484765, 0.0], [0.0, 0.0], [1.3392973563150001, 0.0], [0.0, 0.0], [1.025065086137312, 0.0], [0.0, 0.0], [-0.6274650881709297, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.07020367546587014, 0.0], [0.0, 0.0], [-0.09679182716460508, 0.0], [0.0, 0.0], [-0.4638903902860631, 0.0], [0.0, 0.0], [-0.05195454022174485, 0.0], [0.0, 0.0], [0.8271926857078067, 0.0], [0.0, 0.0], [-0.14484750196322183, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [-0.9922075144373547, 0.0], [0.0, 0.0], [-0.5285120035551344, 0.0], [0.0, 0.0], [0.16282977055065467, 0.0], [0.0, 0.0], [-1.0726644505101723, 0.0], [0.0, 0.0], [1.1143120992549895, 0.0], [0.0, 0.0], [-1.4782019872753966, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [-0.04972766052748136, 0.0], [0.0, 0.0], [0.18288691790491293, 0.0], [0.0, 0.0], [0.16215468902828667, 0.0], [0.0, 0.0], [0.09229864961817512, 0.0], [0.0, 0.0], [-0.15789086303829433, 0.0], [0.0, 0.0], [0.3541923127526188, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.9244895726645993, 0.0], [0.0, 0.0], [-0.38890002429245046, 0.0], [0.0, 0.0], [-0.4396570601820178, 0.0], [0.0, 0.0], [0.9034391712448273, 0.0], [0.0, 0.0], [0.9333705388524216, 0.0], [0.0, 0.0], [-0.1095924299365372, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [-0.9600080163625263, 0.0], [0.0, 0.0], [0.7369412752090101, 0.0], [0.0, 0.0], [-0.6782460592997036, 0.0], [0.0, 0.0], [-0.6717353958272921, 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-0.22518472550766538, -0.1706464285406972, -0.23663109408224456, -0.41456827576567085, -0.2886790877182435, -0.24292973132141946, -0.3029438346821497, -0.2620566215030635, -0.25805718672661054, -0.28745848887713416, -0.3436222606971765, -0.10236300704688253, -0.30928620351622393, -0.22291267575999954, -0.11019000216414825, -0.21074673684866824, -0.35957868028532464, -0.2970902360776616, -0.344170431809758, -0.2723511607480817, -0.2283310762203783, -0.31048078356688474, -0.0755845453003392, -0.22666188689118522, -0.27272934260319526, -0.31973746381042756, -0.2397564263484267, -0.11779545379795948, -0.3638112081911787, -0.13940710216104063, -0.38328264529063927, -0.3827300938920736, -0.44400186106157963, -0.19875109953400313, -0.27596603755610066, -0.30646966268423276, -0.286218573251902, -0.36254490083193, -0.25018739973950854, -0.19644619198076665, -0.3134603900581033, -0.39495122062510213, -0.3496821626852204, -0.30332937869913845, -0.35830493101699845, -0.08243606052186132, 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-0.31922960323111516, -0.1782202800767551, -0.14148638342974962, -0.2628626467695435, -0.2063110702325572, -0.1612190643847062, -0.2840279352307685, -0.17624154730980016, -0.15143326451291741, -0.313362015403111, -0.22045242319100003, -0.1983141338251429, -0.24793394036138863, -0.24325039642227145, -0.07641489836296624, -0.17902857770011232, -0.20197306671801513, -0.3357591195349851, -0.2738591632226137, -0.28721721689274643, -0.20771416949020693, -0.2525874744198239, -0.08796935626384826, -0.2538835943293651, -0.3315281821251657, -0.3857687750348293, -0.056071689054539894, -0.16462862551787372, -0.2912051552417181, -0.04601784082026204, -0.2378712481188141, -0.14751909557051918, -0.17399892241952755, -0.33241088036329436, -0.0970021732666983, -0.4104538316623887, -0.25288836522459524, -0.3269334838422041, -0.15022029914668542, -0.18586523390598436, -0.26612941887194547, -0.10174896396522339, -0.2543613523493825, -0.2981402607236045, -0.13813515766955303, -0.24131917316258494, -0.2532902038256197, -0.33668210645567126, -0.1766563806219285, -0.41658007775612077, -0.2388760223814958, -0.14331426155050447, -0.18767419737749103, -0.22171771123450143, -0.13322234609915684, -0.3007897655232613, -0.29256319166136685, -0.34009529119517595, -0.2539576093344344, -0.22166482056642, -0.28527489429157976, -0.1727240432660941, -0.3296823994306798, -0.3045147523280265, -0.15891528072327651, -0.2686143056001502, -0.17182007140583958, -0.1866343460265049, -0.24447995765607192, -0.3154347902570953], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 1, 'dual_embedding_m': 1, 'embedding_index': 1, 'embedding_m': 1, 'embedding_root_imag': 0.0, 'embedding_root_real': 3.5413812651491097, 'hecke_orbit': 20, 'hecke_orbit_code': 85568393020703504, 'label': '784.6.a.t.1.1', 'level': 784, 'weight': 6}
• mf_newspaces •

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

  
  {'ALdims': [24, 27, 25, 24], 'ALdims_eis_new': [0, 0, 2, 3], 'ALdims_eis_old': [12, 12, 10, 9], 'ALdims_old': [108, 109, 111, 108], 'Nk2': 28224, 'analytic_conductor': 125.74091473337681, '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': [784, 1, [687, 197, 689], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 536, 'dim': 100, 'eis_dim': 48, 'eis_new_dim': 5, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 100664080, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 4, 4, 4, 4, 4, 5, 5, 5, 5, 6, 8], 'label': '784.6.a', 'level': 784, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [2, 7], 'level_radical': 14, 'mf_dim': 584, 'mf_new_dim': 105, 'num_forms': 41, 'plus_dim': 48, 'prim_orbit_index': 1, 'relative_dim': 100, 'sturm_bound': 672, 'trace_bound': 9, 'trace_display': [0, 8, -18, 0], 'traces': [100, 0, 8, 0, -18, 0, 0, 0, 7674, 0, -62, 0, 62, 0, 1646, 0, -602, 0, 1520, 0, 0, 0, -746, 0, 55666, 0, 2960, 0, 8152, 0, -8632, 0, 5920, 0, 0, 0, -618, 0, 4292, 0, -1298, 0, -31720, 0, 1574, 0, -11832, 0, 0, 0, -50402, 0, -11058, 0, -50424, 0, -2854, 0, 38968, 0, -40650, 0, 0, 0, 14492, 0, 82042, 0, -30608, 0, -30920, 0, 3542, 0, -145960, 0, 0, 0, 204710, 0, 609412, 0, 257712, 0, 27438, 0, 98560, 0, 146550, 0, 0, 0, -17002, 0, -119342, 0, -81130, 0, -40644, 0, 13022, 0, 50480, 0, 0, 0, -480218, 0, 247574, 0, -676960, 0, 85048, 0, 132928, 0, 502070, 0, 0, 0, 1063466, 0, -77556, 0, 222876, 0, 156280, 0, 54816, 0, 10544, 0, 0, 0, 781146, 0, -360698, 0, 413168, 0, -1110, 0, -66360, 0, -454012, 0, 0, 0, 98398, 0, -1115822, 0, 28894, 0, -506882, 0, -74226, 0, -658544, 0, 0, 0, 499150, 0, -580838, 0, -284320, 0, 1581620, 0, 475248, 0, -165970, 0, 0, 0, 71718, 0, 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0, 36551154, 0, 0, 0, -10129330, 0, -187224366, 0, -22604538, 0, -117166676, 0, -49974834, 0, 244021008, 0, 0, 0, 298308726, 0, -5239394, 0, 119453784, 0, 78096874, 0, 42982520, 0, 17365198, 0, 0, 0, 12693550, 0, 211785980, 0, 22972382, 0, 76342728, 0, -18134480, 0, -246549024, 0, 0, 0, -125605726, 0, -17293754, 0, -119953032, 0, -33543308, 0, -62498480, 0, 67385636, 0, 0, 0, 46294140, 0, -242481718, 0, 34272790, 0, -39212344, 0, 65715776, 0, 402050496, 0, 0, 0, 104380302, 0, -47028216, 0, 101867984, 0, 27236, 0, 110917040, 0, 37572854, 0, 0, 0, 61064846, 0, 132302226, 0, -46208778, 0, 361679510, 0, 67640694, 0, -251670192, 0, 0, 0, -256405122, 0, 74912860, 0, -161672720, 0, 128250848, 0, -121073408, 0, -26948160, 0, 0, 0, -24241414, 0, -358708556, 0, -25293460, 0, -226474744, 0, -71346928, 0, 297376872, 0, 0, 0, 275468736, 0, -57672266, 0, 122210824, 0, 178270264, 0, 157392512, 0, 7344980, 0, 0, 0, 134179416, 0, 107099034, 0, 66059040, 0, 45986990, 0, -55536066, 0, -436014976, 0], 'weight': 6, '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: 48295838
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 85568393020703504, 'source_is_minimal': False, 'source_label': '784.6.a.t.1.1', 'source_level': 784, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 85568393020703504, 'target_is_minimal': False, 'target_label': '784.6.a.t.1.1', 'target_level': 784, 'twist_class_label': '7.6.c.a.2.1', 'twist_class_level': 7, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 6}
  • id: 48295839
    {'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 85568393020703504, 'source_is_minimal': False, 'source_label': '784.6.a.t.1.1', 'source_level': 784, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 18014398610145329, 'target_is_minimal': False, 'target_label': '49.6.a.e.1.2', 'target_level': 49, 'twist_class_label': '7.6.c.a.2.1', 'twist_class_level': 7, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 6}
  • id: 48295840
    {'conductor': 7, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 85568393020703504, 'source_is_minimal': False, 'source_label': '784.6.a.t.1.1', 'source_level': 784, 'target_conrey_index': 65, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9007749111218288, 'target_is_minimal': False, 'target_label': '112.6.i.c.65.1', 'target_level': 112, 'twist_class_label': '7.6.c.a.2.1', 'twist_class_level': 7, 'twisting_char_label': '7.3', 'twisting_conrey_index': 3, 'weight': 6}
  • id: 48295841
    {'conductor': 7, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 85568393020703504, 'source_is_minimal': False, 'source_label': '784.6.a.t.1.1', 'source_level': 784, 'target_conrey_index': 81, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9007749111218288, 'target_is_minimal': False, 'target_label': '112.6.i.c.81.1', 'target_level': 112, 'twist_class_label': '7.6.c.a.2.1', 'twist_class_level': 7, 'twisting_char_label': '7.5', 'twisting_conrey_index': 5, 'weight': 6}
  • id: 48295842
    {'conductor': 7, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 85568393020703504, 'source_is_minimal': False, 'source_label': '784.6.a.t.1.1', 'source_level': 784, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 117093590412296976, 'target_is_minimal': False, 'target_label': '784.6.a.ba.1.2', 'target_level': 784, 'twist_class_label': '7.6.c.a.2.1', 'twist_class_level': 7, 'twisting_char_label': '7.6', 'twisting_conrey_index': 6, 'weight': 6}
  • id: 48295843
    {'conductor': 12, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 85568393020703504, 'source_is_minimal': False, 'source_label': '784.6.a.t.1.1', 'source_level': 784, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 54043195629109689, 'target_is_minimal': False, 'target_label': '441.6.a.m.1.1', 'target_level': 441, 'twist_class_label': '7.6.c.a.2.1', 'twist_class_level': 7, 'twisting_char_label': '12.11', 'twisting_conrey_index': 11, 'weight': 6}
  • id: 48295844
    {'conductor': 28, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 85568393020703504, 'source_is_minimal': False, 'source_label': '784.6.a.t.1.1', 'source_level': 784, 'target_conrey_index': 2, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 137539616775, 'target_is_minimal': True, 'target_label': '7.6.c.a.2.1', 'target_level': 7, 'twist_class_label': '7.6.c.a.2.1', 'twist_class_level': 7, 'twisting_char_label': '28.3', 'twisting_conrey_index': 3, 'weight': 6}
  • id: 48295845
    {'conductor': 28, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 85568393020703504, 'source_is_minimal': False, 'source_label': '784.6.a.t.1.1', 'source_level': 784, 'target_conrey_index': 30, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 22518135676469297, 'target_is_minimal': False, 'target_label': '49.6.c.f.30.1', 'target_level': 49, 'twist_class_label': '7.6.c.a.2.1', 'twist_class_level': 7, 'twisting_char_label': '28.11', 'twisting_conrey_index': 11, 'weight': 6}
  • id: 48295846
    {'conductor': 28, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 85568393020703504, 'source_is_minimal': False, 'source_label': '784.6.a.t.1.1', 'source_level': 784, 'target_conrey_index': 4, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 137539616775, 'target_is_minimal': True, 'target_label': '7.6.c.a.4.1', 'target_level': 7, 'twist_class_label': '7.6.c.a.2.1', 'twist_class_level': 7, 'twisting_char_label': '28.19', 'twisting_conrey_index': 19, 'weight': 6}
  • id: 48295847
    {'conductor': 28, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 85568393020703504, 'source_is_minimal': False, 'source_label': '784.6.a.t.1.1', 'source_level': 784, 'target_conrey_index': 18, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 22518135676469297, 'target_is_minimal': False, 'target_label': '49.6.c.f.18.1', 'target_level': 49, 'twist_class_label': '7.6.c.a.2.1', 'twist_class_level': 7, 'twisting_char_label': '28.23', 'twisting_conrey_index': 23, 'weight': 6}
  • id: 48295848
    {'conductor': 28, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 85568393020703504, 'source_is_minimal': False, 'source_label': '784.6.a.t.1.1', 'source_level': 784, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 13510798982774833, 'target_is_minimal': False, 'target_label': '49.6.a.d.1.2', 'target_level': 49, 'twist_class_label': '7.6.c.a.2.1', 'twist_class_level': 7, 'twisting_char_label': '28.27', 'twisting_conrey_index': 27, 'weight': 6}
  • id: 48295849
    {'conductor': 84, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 85568393020703504, 'source_is_minimal': False, 'source_label': '784.6.a.t.1.1', 'source_level': 784, 'target_conrey_index': 46, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 13511073860681791, 'target_is_minimal': False, 'target_label': '63.6.e.d.46.2', 'target_level': 63, 'twist_class_label': '7.6.c.a.2.1', 'twist_class_level': 7, 'twisting_char_label': '84.47', 'twisting_conrey_index': 47, 'weight': 6}
  • id: 48295850
    {'conductor': 84, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 85568393020703504, 'source_is_minimal': False, 'source_label': '784.6.a.t.1.1', 'source_level': 784, 'target_conrey_index': 37, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 13511073860681791, 'target_is_minimal': False, 'target_label': '63.6.e.d.37.2', 'target_level': 63, 'twist_class_label': '7.6.c.a.2.1', 'twist_class_level': 7, 'twisting_char_label': '84.59', 'twisting_conrey_index': 59, 'weight': 6}
  • id: 48295851
    {'conductor': 84, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 85568393020703504, 'source_is_minimal': False, 'source_label': '784.6.a.t.1.1', 'source_level': 784, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 58546795256480185, 'target_is_minimal': False, 'target_label': '441.6.a.n.1.1', 'target_level': 441, 'twist_class_label': '7.6.c.a.2.1', 'twist_class_level': 7, 'twisting_char_label': '84.83', 'twisting_conrey_index': 83, 'weight': 6}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 1329700
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 85568393020703504, 'p': 2}
  • id: 1329701
    {'charpoly_factorization': [[[-21, 8, 1], 1]], 'hecke_orbit_code': 85568393020703504, 'p': 3}
  • id: 1329702
    {'charpoly_factorization': [[[-3339, -38, 1], 1]], 'hecke_orbit_code': 85568393020703504, 'p': 5}
  • id: 1329703
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 85568393020703504, 'p': 7}
  • id: 1329704
    {'charpoly_factorization': [[[25371, 424, 1], 1]], 'hecke_orbit_code': 85568393020703504, 'p': 11}
  • id: 1329705
    {'charpoly_factorization': [[[184436, -924, 1], 1]], 'hecke_orbit_code': 85568393020703504, 'p': 13}
  • id: 1329706
    {'charpoly_factorization': [[[731241, -2346, 1], 1]], 'hecke_orbit_code': 85568393020703504, 'p': 17}
  • id: 1329707
    {'charpoly_factorization': [[[-2806573, 360, 1], 1]], 'hecke_orbit_code': 85568393020703504, 'p': 19}
  • id: 1329708
    {'charpoly_factorization': [[[-176121, -12, 1], 1]], 'hecke_orbit_code': 85568393020703504, 'p': 23}
  • id: 1329709
    {'charpoly_factorization': [[[-5697324, 7052, 1], 1]], 'hecke_orbit_code': 85568393020703504, 'p': 29}
  • id: 1329710
    {'charpoly_factorization': [[[-15768249, -3548, 1], 1]], 'hecke_orbit_code': 85568393020703504, 'p': 31}
  • id: 1329711
    {'charpoly_factorization': [[[7655325, -11090, 1], 1]], 'hecke_orbit_code': 85568393020703504, 'p': 37}
  • id: 1329712
    {'charpoly_factorization': [[[-24814188, 3500, 1], 1]], 'hecke_orbit_code': 85568393020703504, 'p': 41}
  • id: 1329713
    {'charpoly_factorization': [[[-26638832, -12680, 1], 1]], 'hecke_orbit_code': 85568393020703504, 'p': 43}
  • id: 1329714
    {'charpoly_factorization': [[[32835159, 22956, 1], 1]], 'hecke_orbit_code': 85568393020703504, 'p': 47}
  • id: 1329715
    {'charpoly_factorization': [[[-119976147, -3042, 1], 1]], 'hecke_orbit_code': 85568393020703504, 'p': 53}
  • id: 1329716
    {'charpoly_factorization': [[[1072240659, 65808, 1], 1]], 'hecke_orbit_code': 85568393020703504, 'p': 59}
  • id: 1329717
    {'charpoly_factorization': [[[-187196443, -42486, 1], 1]], 'hecke_orbit_code': 85568393020703504, 'p': 61}
  • id: 1329718
    {'charpoly_factorization': [[[416327579, 42312, 1], 1]], 'hecke_orbit_code': 85568393020703504, 'p': 67}
  • id: 1329719
    {'charpoly_factorization': [[[-175265856, -2208, 1], 1]], 'hecke_orbit_code': 85568393020703504, 'p': 71}
  • id: 1329720
    {'charpoly_factorization': [[[-1373102199, -50506, 1], 1]], 'hecke_orbit_code': 85568393020703504, 'p': 73}
  • id: 1329721
    {'charpoly_factorization': [[[-977520209, 9004, 1], 1]], 'hecke_orbit_code': 85568393020703504, 'p': 79}
  • id: 1329722
    {'charpoly_factorization': [[[1959796944, 104328, 1], 1]], 'hecke_orbit_code': 85568393020703504, 'p': 83}
  • id: 1329723
    {'charpoly_factorization': [[[-3061016343, -26666, 1], 1]], 'hecke_orbit_code': 85568393020703504, 'p': 89}
  • id: 1329724
    {'charpoly_factorization': [[[10932626964, 209132, 1], 1]], 'hecke_orbit_code': 85568393020703504, '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': 20, 'label': '784.6.a.t', 'level': 784, 'portrait': 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', 'weight': 6}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 64132843
    {'hecke_orbit_code': 85568393020703504, 'n': 1, 'trace_an': 2}
  • id: 64132844
    {'hecke_orbit_code': 85568393020703504, 'n': 2, 'trace_an': 0}
  • id: 64132845
    {'hecke_orbit_code': 85568393020703504, 'n': 3, 'trace_an': -8}
  • id: 64132846
    {'hecke_orbit_code': 85568393020703504, 'n': 4, 'trace_an': 0}
  • id: 64132847
    {'hecke_orbit_code': 85568393020703504, 'n': 5, 'trace_an': 38}
  • id: 64132848
    {'hecke_orbit_code': 85568393020703504, 'n': 6, 'trace_an': 0}
  • id: 64132849
    {'hecke_orbit_code': 85568393020703504, 'n': 7, 'trace_an': 0}
  • id: 64132850
    {'hecke_orbit_code': 85568393020703504, 'n': 8, 'trace_an': 0}
  • id: 64132851
    {'hecke_orbit_code': 85568393020703504, 'n': 9, 'trace_an': -380}
  • id: 64132852
    {'hecke_orbit_code': 85568393020703504, 'n': 10, 'trace_an': 0}
  • id: 64132853
    {'hecke_orbit_code': 85568393020703504, 'n': 11, 'trace_an': -424}
  • id: 64132854
    {'hecke_orbit_code': 85568393020703504, 'n': 12, 'trace_an': 0}
  • id: 64132855
    {'hecke_orbit_code': 85568393020703504, 'n': 13, 'trace_an': 924}
  • id: 64132856
    {'hecke_orbit_code': 85568393020703504, 'n': 14, 'trace_an': 0}
  • id: 64132857
    {'hecke_orbit_code': 85568393020703504, 'n': 15, 'trace_an': -892}
  • id: 64132858
    {'hecke_orbit_code': 85568393020703504, 'n': 16, 'trace_an': 0}
  • id: 64132859
    {'hecke_orbit_code': 85568393020703504, 'n': 17, 'trace_an': 2346}
  • id: 64132860
    {'hecke_orbit_code': 85568393020703504, 'n': 18, 'trace_an': 0}
  • id: 64132861
    {'hecke_orbit_code': 85568393020703504, 'n': 19, 'trace_an': -360}
  • id: 64132862
    {'hecke_orbit_code': 85568393020703504, 'n': 20, 'trace_an': 0}
  • id: 64132863
    {'hecke_orbit_code': 85568393020703504, 'n': 21, 'trace_an': 0}
  • id: 64132864
    {'hecke_orbit_code': 85568393020703504, 'n': 22, 'trace_an': 0}
  • id: 64132865
    {'hecke_orbit_code': 85568393020703504, 'n': 23, 'trace_an': 12}
  • id: 64132866
    {'hecke_orbit_code': 85568393020703504, 'n': 24, 'trace_an': 0}
  • id: 64132867
    {'hecke_orbit_code': 85568393020703504, 'n': 25, 'trace_an': 1872}
  • id: 64132868
    {'hecke_orbit_code': 85568393020703504, 'n': 26, 'trace_an': 0}
  • id: 64132869
    {'hecke_orbit_code': 85568393020703504, 'n': 27, 'trace_an': 2872}
  • id: 64132870
    {'hecke_orbit_code': 85568393020703504, 'n': 28, 'trace_an': 0}
  • id: 64132871
    {'hecke_orbit_code': 85568393020703504, 'n': 29, 'trace_an': -7052}
  • id: 64132872
    {'hecke_orbit_code': 85568393020703504, 'n': 30, 'trace_an': 0}
  • id: 64132873
    {'hecke_orbit_code': 85568393020703504, 'n': 31, 'trace_an': 3548}
  • id: 64132874
    {'hecke_orbit_code': 85568393020703504, 'n': 32, 'trace_an': 0}
  • id: 64132875
    {'hecke_orbit_code': 85568393020703504, 'n': 33, 'trace_an': 3398}
  • id: 64132876
    {'hecke_orbit_code': 85568393020703504, 'n': 34, 'trace_an': 0}
  • id: 64132877
    {'hecke_orbit_code': 85568393020703504, 'n': 35, 'trace_an': 0}
  • id: 64132878
    {'hecke_orbit_code': 85568393020703504, 'n': 36, 'trace_an': 0}
  • id: 64132879
    {'hecke_orbit_code': 85568393020703504, 'n': 37, 'trace_an': 11090}
  • id: 64132880
    {'hecke_orbit_code': 85568393020703504, 'n': 38, 'trace_an': 0}
  • id: 64132881
    {'hecke_orbit_code': 85568393020703504, 'n': 39, 'trace_an': -1624}
  • id: 64132882
    {'hecke_orbit_code': 85568393020703504, 'n': 40, 'trace_an': 0}
  • id: 64132883
    {'hecke_orbit_code': 85568393020703504, 'n': 41, 'trace_an': -3500}
  • id: 64132884
    {'hecke_orbit_code': 85568393020703504, 'n': 42, 'trace_an': 0}
  • id: 64132885
    {'hecke_orbit_code': 85568393020703504, 'n': 43, 'trace_an': 12680}
  • id: 64132886
    {'hecke_orbit_code': 85568393020703504, 'n': 44, 'trace_an': 0}
  • id: 64132887
    {'hecke_orbit_code': 85568393020703504, 'n': 45, 'trace_an': -1300}
  • id: 64132888
    {'hecke_orbit_code': 85568393020703504, 'n': 46, 'trace_an': 0}
  • id: 64132889
    {'hecke_orbit_code': 85568393020703504, 'n': 47, 'trace_an': -22956}
  • id: 64132890
    {'hecke_orbit_code': 85568393020703504, 'n': 48, 'trace_an': 0}
  • id: 64132891
    {'hecke_orbit_code': 85568393020703504, 'n': 49, 'trace_an': 0}
  • id: 64132892
    {'hecke_orbit_code': 85568393020703504, 'n': 50, 'trace_an': 0}
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    {'hecke_orbit_code': 85568393020703504, 'n': 827, 'trace_an': 26178120}
  • id: 64133075
    {'hecke_orbit_code': 85568393020703504, 'n': 829, 'trace_an': 31655534}
  • id: 64133076
    {'hecke_orbit_code': 85568393020703504, 'n': 839, 'trace_an': -33568304}
  • id: 64133077
    {'hecke_orbit_code': 85568393020703504, 'n': 841, 'trace_an': 20103054}
  • id: 64133078
    {'hecke_orbit_code': 85568393020703504, 'n': 853, 'trace_an': 19899404}
  • id: 64133079
    {'hecke_orbit_code': 85568393020703504, 'n': 857, 'trace_an': -10782022}
  • id: 64133080
    {'hecke_orbit_code': 85568393020703504, 'n': 859, 'trace_an': -25650992}
  • id: 64133081
    {'hecke_orbit_code': 85568393020703504, 'n': 863, 'trace_an': 23102532}
  • id: 64133082
    {'hecke_orbit_code': 85568393020703504, 'n': 877, 'trace_an': -10853694}
  • id: 64133083
    {'hecke_orbit_code': 85568393020703504, 'n': 881, 'trace_an': -8003268}
  • id: 64133084
    {'hecke_orbit_code': 85568393020703504, 'n': 883, 'trace_an': 69631880}
  • id: 64133085
    {'hecke_orbit_code': 85568393020703504, 'n': 887, 'trace_an': -7411876}
  • id: 64133086
    {'hecke_orbit_code': 85568393020703504, 'n': 907, 'trace_an': 24239456}
  • id: 64133087
    {'hecke_orbit_code': 85568393020703504, 'n': 911, 'trace_an': -26867040}
  • id: 64133088
    {'hecke_orbit_code': 85568393020703504, 'n': 919, 'trace_an': 3209204}
  • id: 64133089
    {'hecke_orbit_code': 85568393020703504, 'n': 929, 'trace_an': -11968814}
  • id: 64133090
    {'hecke_orbit_code': 85568393020703504, 'n': 937, 'trace_an': -18613364}
  • id: 64133091
    {'hecke_orbit_code': 85568393020703504, 'n': 941, 'trace_an': -23735354}
  • id: 64133092
    {'hecke_orbit_code': 85568393020703504, 'n': 947, 'trace_an': -51042560}
  • id: 64133093
    {'hecke_orbit_code': 85568393020703504, 'n': 953, 'trace_an': -19346596}
  • id: 64133094
    {'hecke_orbit_code': 85568393020703504, 'n': 961, 'trace_an': -13133500}
  • id: 64133095
    {'hecke_orbit_code': 85568393020703504, 'n': 967, 'trace_an': -1986240}
  • id: 64133096
    {'hecke_orbit_code': 85568393020703504, 'n': 971, 'trace_an': -2096328}
  • id: 64133097
    {'hecke_orbit_code': 85568393020703504, 'n': 977, 'trace_an': 56880870}
  • id: 64133098
    {'hecke_orbit_code': 85568393020703504, 'n': 983, 'trace_an': -26215596}
  • id: 64133099
    {'hecke_orbit_code': 85568393020703504, 'n': 991, 'trace_an': 5054780}
  • id: 64133100
    {'hecke_orbit_code': 85568393020703504, 'n': 997, 'trace_an': -39422466}