Embedded newform data - 121.6.a.c.1.1

Formats: - HTML - YAML - JSON - 2026-10-10T20:08:34.124782

• 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': 4356, 'analytic_conductor': 19.406442197370655, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[11, 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': [121, 1, [2], [1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 2, 'field_disc': 152, 'field_disc_factorization': [[2, 3], [19, 1]], 'field_poly': [-38, 0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': 1, 'has_non_self_twist': 1, 'hecke_cutters': [[2, [-38, 0, 1]]], 'hecke_orbit': 3, 'hecke_orbit_code': 9007199355404409, 'hecke_ring_generator_nbound': 2, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 11, 2, -1, 2, 0]], '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': True, 'label': '121.6.a.c', 'level': 121, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [11], 'level_radical': 11, 'minimal_twist': '121.6.a.c', 'nf_label': '2.2.152.1', 'prim_orbit_index': 1, 'qexp_display': 'q+\\beta q^{2}+7q^{3}+6q^{4}-19q^{5}+7\\beta q^{6}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '121.6.a', 'trace_display': [0, 14, -38, 0], 'trace_hash': 988565109733380088, 'trace_moments': [0, {'__RealLiteral__': 0, 'data': '1.936', 'prec': 14}, 0, {'__RealLiteral__': 0, 'data': '14.861', 'prec': 17}, 0, {'__RealLiteral__': 0, 'data': '145.299', 'prec': 20}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.503', 'prec': 10}, 'traces': [2, 0, 14, 12, -38, 0, 0, 0, -388, 0, 0, 84, 0, -608, -266, -2360, 0, 0, 0, -228, 0, 0, 6142, 0, -5528, -9120, -6118, 0, 0, 0, -3162, 0, 0, 22496, 0, -2328, -18290, -26144, 0, 0, 0, -4256, 0, 0, 7372, 0, -33272, -16520, -28750, 0, 0, 0, -32532, 0, 0, 15808, 0, 6080, 29010, -1596, 0, 0, 0, 49072, 0, 0, -21270, 0, 42994, 11552, 62090, 0, 0, 0, -38696, 0, 0, -63840, 0, 44840, 51458, 214624, 0, 0, 0, 173888, 0, 0, -218962, 0, 72960, 36852, -22134, 0, 0, 0, -27230, 0, 0, -33168, 0, 157472, 359384, 237120, 0, 0, 0, -36708, 0, 0, -128030, 0, -176118, -183008, -116698, 0, 0, 0, -179968, 0, 0, 96064, 0, -18972, 223782, 117952, 0, 0, 0, 173280, 0, 0, 209152, 0, 116242, -584896, -735718, 0, 0, 0, -232904, 0, 0, 457840, 0, -415264, -201250, -109740, 0, 0, 0, 679744, 0, 0, 60078, 0, -383534, -1032384, -227724, 0, 0, 0, -1111456, 0, 0, 1045760, 0, 110656, 351814, -427424, 0, 0, 0, 42560, 0, 0, 203070, 0, -561734, 44232, -811442, 0, 0, 0, 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-83623330, 0, 0, 764032864, 0, -125199360, 76185860, -35252448, 0, 0, 0, -379218720, 0, 0, -217900170, 0, -86175488, -524857216, 393984000, 0, 0, 0, -196477106, 0, 0, 274826720, 0, 188226464, -200486196, 20077452, 0, 0, 0, 92666496, 0, 0, 356346786, 0, -76456894, -205845088, 289828812, 0, 0, 0, -201661440, 0, 0, -239244960, 0, -90405952, -157943618, 337882624, 0, 0, 0, 761144256, 0, 0, -107864064, 0, -82590720, 5919732, 301654634, 0, 0, 0, 134056742, 0, 0, -101858928, 0, 884146304, 478285000, -221308992, 0, 0, 0, -108576564, 0, 0, -810911306, 0, -115823432, 998466720, 199755018, 0, 0, 0, 299720596, 0, 0, -531923392, 0, -50196480, 61178376, 647840416, 0, 0, 0, -43412416, 0, 0, -42124562, 0, -262132094, 144511872, -516814592, 0, 0, 0, -551697338, 0, 0, 64006592, 0, 483596512, -697115482, 74400960, 0, 0, 0, 237475000, 0, 0, 51010022, 0, 1021227694, 255601984, -223748864, 0, 0, 0, -768283392, 0, 0, -106951456, 0, -448763440, 1103668264, 137307072, 0, 0, 0, 1126707296, 0, 0, -247281602, 0, 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359269632, 0, 0, 1049865634, 0, 612431104, 246678368, -46791262, 0, 0, 0, -998451360, 0, 0, -339320544, 0, 268714320, -390347058, 278041440, 0, 0, 0, -435252608, 0, 0, -393180130, 0, -63120128, -72272760, -1065053214, 0, 0, 0, 786508800, 0, 0, 179873316, 0, -526607040, -1470698496, -280070336, 0, 0, 0, 110676492, 0, 0, -993337376, 0, 74250974, 181790784, 453044928, 0, 0, 0, 333096448, 0, 0, 217724192, 0, -147269988, -20925016, -105643040, 0, 0, 0, 584317184, 0, 0, 467647500, 0, -540858378, -655399680, -740905788, 0, 0, 0, -80977734, 0, 0, 1311518080, 0, 22410880, 40288512, -1471452, 0, 0, 0, -350558208, 0, 0, 83296570, 0, -1151647164, -562017568, 219794432, 0, 0, 0, -567813050, 0, 0, -44348128, 0, -262981888, 274031838, -527803584, 0, 0, 0, -1374430816, 0, 0, 892869888, 0, 313761630, -163534116, -113798524, 0, 0, 0, 43426096, 0, 0, -113379840, 0, -535648, 106930860, -363924480, 0, 0, 0, -23843328, 0, 0, -373485570, 0, 489342720, -274916928, 219711744, 0, 0, 0, 631986328, 0, 0, -42847584, 0, 37285836, -320893262, -1638791040, 0, 0, 0, -401390656, 0, 0, 74710622, 0, -1077877314, -151820032, 14027690, 0, 0, 0, 919315150, 0, 0, -727183808, 0, -811640480, 106921554, 101460912, 0, 0, 0, -415140520, 0, 0, 1242636806, 0, 269874176, 409945824, -667848626, 0, 0, 0, 107921786, 0, 0, 963903744, 0, 148743552, 21557424, -827231424, 0, 0, 0, -101146880, 0, 0, 724806900, 0, 142931264, -126014304, 149843736, 0, 0, 0, -552681728, 0, 0, 83871852, 0, 138124224, -1251701760, -492925056, 0, 0, 0, 16373532, 0, 0, 73782016, 0, -587069942, 578799584, 39738880, 0, 0, 0, 346178922, 0, 0, -1091178208, 0, -117543060, -156922368, -21628992, 0, 0, 0, 339836736, 0, 0, -482610360, 0, 353874920, 1100821696, 339284468, 0, 0, 0, -1099355656, 0, 0, -14810880, 0, 213065088, 32019876, 381172224, 0, 0, 0, -870846912, 0, 0, 396464640, 0, 1126340900, 35999072, 844211952, 0, 0, 0, -273133712, 0, 0, 295012544, 0, -725350080, -307225474, -383549504, 0, 0, 0, 45262560, 0, 0, 478287988, 0, -864913706, 26551056, -115349760, 0, 0, 0, 486790152, 0, 0, -17539584, 0, 67717824, -711744256, -239622600, 0, 0, 0, -89831772, 0, 0, -374873344, 0, 583585646, -87400000, 917321664, 0, 0, 0, 348821760, 0, 0, 505834112, 0, -58263012, -1075767636, 460884064, 0, 0, 0, 416113984, 0, 0, -674947830, 0, -80664576, 662846120, -18745818, 0, 0, 0, 1709190144, 0, 0, -713968320, 0, -398995744, 687234522, -148923900, 0, 0, 0, 180879392, 0, 0, -365814260, 0, 343825786, 583816800, 868079878, 0, 0, 0, -417018750, 0, 0, -1838254560, 0, 957501560, 529958564, 362230592, 0, 0, 0, -18064288, 0, 0, 158955520, 0, 1501293056, 667812, 297051222, 0, 0, 0, 385534170, 0, 0, 2543196, 0, 311767200, 145350912, -205140416, 0, 0, 0, 308825088, 0, 0, -259870904, 0, 29232640, 46774048, 423806502, 0, 0, 0, -235603040, 0, 0, 803098080, 0, 22942500, -971827200, 141378240, 0, 0, 0, -444428544, 0, 0, -315493542, 0, -1300074240, 1082563456, 388042452, 0, 0, 0, 1521594982, 0, 0, -410061800, 0, 681593536, 455025046, 131765760, 0, 0, 0, -257132928, 0, 0, 396878926, 0, -86109688, 1499286656, 497431552, 0, 0, 0, -1095387244, 0, 0, -132127520, 0, 130937664, 93215976, 1922613344, 0, 0, 0, 532142880, 0, 0, -1172705536, 0, 291759288, -73864704, -470583410, 0, 0, 0], '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], [-1.0897247358851685, 0.0], [0.4490502093697089, 0.0], [0.1875, 0.0], [-0.339882332579968, 0.0], [-0.48934112080458564, 0.0], [0.3803966514355706, 0.0], [0.8854013479066993, 0.0], [-0.7983539094650206, 0.0], [0.3703781851027406, 0.0], [0.0, 0.0], [0.08419691425682042, 0.0], [1.2139887539859555, 0.0], [-0.4145276405172297, 0.0], [-0.1526242326060997, 0.0], [-1.15234375, 0.0], [-1.5313032558652941, 0.0], [0.8699860031346612, 0.0], [1.3476162478015088, 0.0], [-0.063727937358744, 0.0], [0.17081719597067918, 0.0], [0.0, 0.0], [1.2104872695071391, 0.0], [0.3975896606537258, 0.0], [-0.88448, 0.0], [-1.32291357430491, 0.0], [-0.8075511995661021, 0.0], [0.07132437214416949, 0.0], [-0.10888969730746045, 0.0], [0.1663184015663585, 0.0], [-0.2954796904311458, 0.0], [0.3703361407109752, 0.0], [0.0, 0.0], [1.6686990360579061, 0.0], [-0.12929010119553078, 0.0], [-0.14969135802469136, 0.0], [-1.0981948421530259, 0.0], [-1.468530759710061, 0.0], [0.5451419041498654, 0.0], [-0.3009322753959768, 0.0], [-1.61732332094187, 0.0], [-0.18614372376379343, 0.0], [-1.1632596915255486, 0.0], [0.0, 0.0], [0.2713463889733078, 0.0], [-1.3190979200560258, 0.0], [-1.0985106376455291, 0.0], [-0.5174602022033755, 0.0], [-0.855298387576605, 0.0], [0.9638397343957137, 0.0], [-0.6876320476548273, 0.0], [0.22762289137236666, 0.0], [-0.7954100865750714, 0.0], [0.8800085176609215, 0.0], [0.0, 0.0], [0.3368037079202491, 0.0], [0.6051473582252891, 0.0], [0.11865979663898828, 0.0], [0.5424849623030308, 0.0], [-0.028617043613643693, 0.0], [-0.2681107853107415, 0.0], [0.32199152761451166, 0.0], [-0.30369115382099054, 0.0], [0.748779296875, 0.0], [-0.41261332943059553, 0.0], [0.0, 0.0], [-0.28943462702813677, 0.0], [-0.2871193604747426, 0.0], [0.5435695618115481, 0.0], [0.14089062137786648, 0.0], [0.7308795195125606, 0.0], [-0.7068636275469122, 0.0], [0.7397676550432378, 0.0], [1.1967300843156603, 0.0], [-0.3971759291833202, 0.0], [0.2526780464627829, 0.0], [0.0, 0.0], [-0.5940546175196498, 0.0], [1.509564739438529, 0.0], [0.39166128168394754, 0.0], [0.43572287422310285, 0.0], [1.7624372287543029, 0.0], [-1.3514967362999288, 0.0], [0.03202822424450234, 0.0], [0.5204629224907957, 0.0], [1.2676328601135411, 0.0], [-0.048896941374119346, 0.0], [0.0, 0.0], [-1.4650880936873665, 0.0], [-0.295692872057332, 0.0], [0.4617972568966982, 0.0], [0.22696636303258858, 0.0], [-0.13268521685260282, 0.0], [1.1970742144753221, 0.0], [-0.45803095372544106, 0.0], [0.16629952152343339, 0.0], [-0.14692250014129263, 0.0], [0.9320398095049263, 0.0], [0.0, 0.0], [-0.16584, 0.0]], 'angles': [-0.3417090523364449, -0.21395846058217333, -0.27717888433148946, -0.21954344865606643, None, -0.14618752025511095, -0.38879166278777655, -0.13232871544625466, -0.14653784531798592, -0.25866945345084363, -0.2735999164464797, -0.3425142063797967, -0.3999038260281002, -0.3487923865087487, -0.3425442769938396, -0.31509663286068373, -0.20628273584529058, -0.27140000383603785, -0.273113638299169, -0.1904593089683562, -0.18969874220587832, -0.1138712295822112, -0.3680897007873514, -0.3808336017531952, -0.26170226253044976, -0.2730869798424266, -0.09288976729432208, -0.3383356749400711, -0.3584220895182087, -0.3025770168434863, -0.08030061133628631, -0.20615087912053115, -0.4079161348006491, -0.1735471057728485, -0.30010319527066875, -0.12225876262092042, -0.3002402347617236, -0.4027771250791589, -0.22724110683192186, -0.1950835162830887, -0.3031191854863963, -0.3261214918947013, -0.23886773174272993, -0.15507519967036212, -0.1688663400413222, -0.30077601895606726, -0.3634817873902215, -0.20169628549979832, -0.345743332461873, -0.23040422915691075, -0.2678339735633339, -0.27855927285929394, -0.33354669505751894, -0.20832918732098785, -0.22749023894757311, -0.26344675439059606, -0.2849025420766163, -0.12120487589266907, -0.15385433086475664, -0.356132701885187, -0.23289243168612322, -0.23917855322677092, -0.22403169129888767, -0.36007898445124986, -0.30786244526870205, -0.10891674090520599, -0.12476108167762139, -0.3415562165414246, -0.11123583658091958, -0.3518146001360466, -0.2400752705429369, -0.32536907370737866, -0.28270918873388295, -0.23789104748274256, -0.16654127346798858, -0.23359668876695586, -0.26935410063261916, -0.17595925491647443, -0.24572355597187165, -0.2692848469462721, -0.4333288481177476, -0.14341147024860043, -0.30303355975871943, -0.14907380277360568, -0.1132619066731176, -0.3012677610486525, -0.13289749075073312, -0.27868156934493543, -0.24562871752132484, -0.346492001034322, -0.11933160041154367, -0.173863574077056, -0.41094176755703626, -0.16995498742239526, -0.2910790313765596, -0.3094904155424807, -0.07920421213978636, -0.22249307052641124, -0.20877915020043336, -0.453891690447602], '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': -6.164414002968976, 'hecke_orbit': 3, 'hecke_orbit_code': 9007199355404409, 'label': '121.6.a.c.1.1', 'level': 121, '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': [19, 22], 'ALdims_eis_new': [4, 5], 'ALdims_eis_old': [2, 1], 'ALdims_old': [4, 4], 'Nk2': 4356, 'analytic_conductor': 19.406442197370655, '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': [121, 1, [2], [1]], 'conrey_index': 1, 'cusp_dim': 49, 'dim': 41, 'eis_dim': 12, 'eis_new_dim': 9, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 100663417, 'hecke_orbit_dims': [1, 1, 2, 3, 5, 5, 8, 8, 8], 'label': '121.6.a', 'level': 121, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [11], 'level_radical': 11, 'mf_dim': 61, 'mf_new_dim': 50, 'num_forms': 9, 'plus_dim': 19, 'prim_orbit_index': 1, 'relative_dim': 41, 'sturm_bound': 66, 'trace_bound': 2, 'trace_display': [4, -18, -34, -94], 'traces': [41, 4, -18, 572, -34, 146, -94, 372, 2891, 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-20967778, 3432400, -11183590, 0, -3821800, 20827720, -16324732, 4677228, -19122888, -31211952, 18453376, -51441240, -7546852, 33741728, 0, -99223420, 1294, 1896258, -107205816, 122220888, 18381056, 28083224, 43459642, -59943514, -1528408, 0, 8986764, 41750560, 77674494, -37264816, -71211062, -29804232, -15612138, 26147872, -23914219, 13991102, 0, 24607936, -32676354, -62449196, 16165978, -3747284, 333972, -35141014, -17534584, 95832292, -31308618, 0, 33081388, 11699088, -11869322, 43172098, -60752146, 23289184, 21539334, -17812176, -34357922, -31678284, 0, -21347096, -4993534, 31402774, 77261492, 20175420, 8097330, -48604576, 25766710, 7510380, 52038130, 0, -7082778, -12546926, -52673444, 98778506, 3762532, 7744032, 20869344, -20204736, 50036878, -14103146, 0, 6936852, -24395420, 891762, 88690952, -32103660, 11906640, -28533894, 17700778, 99696904, -31551498, 0, -6041192, -13092048, 17700738, 49109940, 64313066, 61529616, -36597996, 1622878, -76989450, 3853512, 0, 70461262, -13008650, 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-111280460, 12822022, -41902992, -168694518, -1507920, 0, -146327388, -27937428, -89595384, 224482008, 32124840, -26543088, -22256146, 53075024, 5428904, -53640000, 0, -78871554, 31622316, 143853420, 99044212, -143956450, -4214170, 28935684, -479000, 80870388, 77161212, 0, 154683058, -79014482, -27723272, -35776192, 274590072, -584434, -15119748, -32717928, -24376660, 120814998, 0, 279354360, 48902158, -192412392, 42125394, -350937812, 45098316, 100085482, -26306936, -169254358, -40985650, 0, 11702886, 20560064, 862544, -301479358, 317662854, -84824976, -87782144, 91566588, 57798222, -66410304, 0, -310129772, -393910, 173477328, -168154533, -335981724, -10084248, -81827336, -14814776, 276541268, -120556360, 0, -372044320, -33181082, -110898526, -234358124, 98336816, 64358474, -7704440, -28836864, -254422134, 113126504, 0, -75992900, -20702954, 208198134, 36120362, -168074062, -8977006, 3250728, -70515488, 95515048, 66959238, 0, 56119836, -52976536, -271334834, -12625728, 166769580, 179679552, 31634320, -6992848, 109141082, -55741596], '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: 40492247
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 9007199355404409, 'source_is_minimal': True, 'source_label': '121.6.a.c.1.1', 'source_level': 121, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9007199355404409, 'target_is_minimal': True, 'target_label': '121.6.a.c.1.1', 'target_level': 121, 'twist_class_label': '121.6.a.c.1.1', 'twist_class_level': 121, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 6}
  • id: 40492248
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 9007199355404409, 'source_is_minimal': True, 'source_label': '121.6.a.c.1.1', 'source_level': 121, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 54043195629110337, 'target_is_minimal': False, 'target_label': '1089.6.a.m.1.2', 'target_level': 1089, 'twist_class_label': '121.6.a.c.1.1', 'twist_class_level': 121, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 6}
  • id: 40492249
    {'conductor': 11, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 9007199355404409, 'source_is_minimal': True, 'source_label': '121.6.a.c.1.1', 'source_level': 121, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 9007199355404409, 'target_is_minimal': True, 'target_label': '121.6.a.c.1.2', 'target_level': 121, 'twist_class_label': '121.6.a.c.1.1', 'twist_class_level': 121, 'twisting_char_label': '11.10', 'twisting_conrey_index': 10, 'weight': 6}
  • id: 40492250
    {'conductor': 33, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 9007199355404409, 'source_is_minimal': True, 'source_label': '121.6.a.c.1.1', 'source_level': 121, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 54043195629110337, 'target_is_minimal': False, 'target_label': '1089.6.a.m.1.1', 'target_level': 1089, 'twist_class_label': '121.6.a.c.1.1', 'twist_class_level': 121, 'twisting_char_label': '33.32', 'twisting_conrey_index': 32, 'weight': 6}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 343225
    {'charpoly_factorization': [[[-38, 0, 1], 1]], 'hecke_orbit_code': 9007199355404409, 'p': 2}
  • id: 343226
    {'charpoly_factorization': [[[-7, 1], 2]], 'hecke_orbit_code': 9007199355404409, 'p': 3}
  • id: 343227
    {'charpoly_factorization': [[[19, 1], 2]], 'hecke_orbit_code': 9007199355404409, 'p': 5}
  • id: 343228
    {'charpoly_factorization': [[[-2432, 0, 1], 1]], 'hecke_orbit_code': 9007199355404409, 'p': 7}
  • id: 343229
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 9007199355404409, 'p': 11}
  • id: 343230
    {'charpoly_factorization': [[[-547200, 0, 1], 1]], 'hecke_orbit_code': 9007199355404409, 'p': 13}
  • id: 343231
    {'charpoly_factorization': [[[-3329408, 0, 1], 1]], 'hecke_orbit_code': 9007199355404409, 'p': 17}
  • id: 343232
    {'charpoly_factorization': [[[-4496768, 0, 1], 1]], 'hecke_orbit_code': 9007199355404409, 'p': 19}
  • id: 343233
    {'charpoly_factorization': [[[-3071, 1], 2]], 'hecke_orbit_code': 9007199355404409, 'p': 23}
  • id: 343234
    {'charpoly_factorization': [[[-243200, 0, 1], 1]], 'hecke_orbit_code': 9007199355404409, 'p': 29}
  • id: 343235
    {'charpoly_factorization': [[[1581, 1], 2]], 'hecke_orbit_code': 9007199355404409, 'p': 31}
  • id: 343236
    {'charpoly_factorization': [[[9145, 1], 2]], 'hecke_orbit_code': 9007199355404409, 'p': 37}
  • id: 343237
    {'charpoly_factorization': [[[-303049088, 0, 1], 1]], 'hecke_orbit_code': 9007199355404409, 'p': 41}
  • id: 343238
    {'charpoly_factorization': [[[-198927872, 0, 1], 1]], 'hecke_orbit_code': 9007199355404409, 'p': 43}
  • id: 343239
    {'charpoly_factorization': [[[16636, 1], 2]], 'hecke_orbit_code': 9007199355404409, 'p': 47}
  • id: 343240
    {'charpoly_factorization': [[[16266, 1], 2]], 'hecke_orbit_code': 9007199355404409, 'p': 53}
  • id: 343241
    {'charpoly_factorization': [[[-14505, 1], 2]], 'hecke_orbit_code': 9007199355404409, 'p': 59}
  • id: 343242
    {'charpoly_factorization': [[[-60712448, 0, 1], 1]], 'hecke_orbit_code': 9007199355404409, 'p': 61}
  • id: 343243
    {'charpoly_factorization': [[[10635, 1], 2]], 'hecke_orbit_code': 9007199355404409, 'p': 67}
  • id: 343244
    {'charpoly_factorization': [[[-31045, 1], 2]], 'hecke_orbit_code': 9007199355404409, 'p': 71}
  • id: 343245
    {'charpoly_factorization': [[[-1134501248, 0, 1], 1]], 'hecke_orbit_code': 9007199355404409, 'p': 73}
  • id: 343246
    {'charpoly_factorization': [[[-7011952128, 0, 1], 1]], 'hecke_orbit_code': 9007199355404409, 'p': 79}
  • id: 343247
    {'charpoly_factorization': [[[-7194828800, 0, 1], 1]], 'hecke_orbit_code': 9007199355404409, 'p': 83}
  • id: 343248
    {'charpoly_factorization': [[[109481, 1], 2]], 'hecke_orbit_code': 9007199355404409, 'p': 89}
  • id: 343249
    {'charpoly_factorization': [[[13615, 1], 2]], 'hecke_orbit_code': 9007199355404409, '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': 3, 'label': '121.6.a.c', 'level': 121, 'portrait': 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', 'weight': 6}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  Showing the first 100 of 258 matching records in this table.
  • id: 28855213
    {'hecke_orbit_code': 9007199355404409, 'n': 1, 'trace_an': 2}
  • id: 28855214
    {'hecke_orbit_code': 9007199355404409, 'n': 2, 'trace_an': 0}
  • id: 28855215
    {'hecke_orbit_code': 9007199355404409, 'n': 3, 'trace_an': 14}
  • id: 28855216
    {'hecke_orbit_code': 9007199355404409, 'n': 4, 'trace_an': 12}
  • id: 28855217
    {'hecke_orbit_code': 9007199355404409, 'n': 5, 'trace_an': -38}
  • id: 28855218
    {'hecke_orbit_code': 9007199355404409, 'n': 6, 'trace_an': 0}
  • id: 28855219
    {'hecke_orbit_code': 9007199355404409, 'n': 7, 'trace_an': 0}
  • id: 28855220
    {'hecke_orbit_code': 9007199355404409, 'n': 8, 'trace_an': 0}
  • id: 28855221
    {'hecke_orbit_code': 9007199355404409, 'n': 9, 'trace_an': -388}
  • id: 28855222
    {'hecke_orbit_code': 9007199355404409, 'n': 10, 'trace_an': 0}
  • id: 28855223
    {'hecke_orbit_code': 9007199355404409, 'n': 11, 'trace_an': 0}
  • id: 28855224
    {'hecke_orbit_code': 9007199355404409, 'n': 12, 'trace_an': 84}
  • id: 28855225
    {'hecke_orbit_code': 9007199355404409, 'n': 13, 'trace_an': 0}
  • id: 28855226
    {'hecke_orbit_code': 9007199355404409, 'n': 14, 'trace_an': -608}
  • id: 28855227
    {'hecke_orbit_code': 9007199355404409, 'n': 15, 'trace_an': -266}
  • id: 28855228
    {'hecke_orbit_code': 9007199355404409, 'n': 16, 'trace_an': -2360}
  • id: 28855229
    {'hecke_orbit_code': 9007199355404409, 'n': 17, 'trace_an': 0}
  • id: 28855230
    {'hecke_orbit_code': 9007199355404409, 'n': 18, 'trace_an': 0}
  • id: 28855231
    {'hecke_orbit_code': 9007199355404409, 'n': 19, 'trace_an': 0}
  • id: 28855232
    {'hecke_orbit_code': 9007199355404409, 'n': 20, 'trace_an': -228}
  • id: 28855233
    {'hecke_orbit_code': 9007199355404409, 'n': 21, 'trace_an': 0}
  • id: 28855234
    {'hecke_orbit_code': 9007199355404409, 'n': 22, 'trace_an': 0}
  • id: 28855235
    {'hecke_orbit_code': 9007199355404409, 'n': 23, 'trace_an': 6142}
  • id: 28855236
    {'hecke_orbit_code': 9007199355404409, 'n': 24, 'trace_an': 0}
  • id: 28855237
    {'hecke_orbit_code': 9007199355404409, 'n': 25, 'trace_an': -5528}
  • id: 28855238
    {'hecke_orbit_code': 9007199355404409, 'n': 26, 'trace_an': -9120}
  • id: 28855239
    {'hecke_orbit_code': 9007199355404409, 'n': 27, 'trace_an': -6118}
  • id: 28855240
    {'hecke_orbit_code': 9007199355404409, 'n': 28, 'trace_an': 0}
  • id: 28855241
    {'hecke_orbit_code': 9007199355404409, 'n': 29, 'trace_an': 0}
  • id: 28855242
    {'hecke_orbit_code': 9007199355404409, 'n': 30, 'trace_an': 0}
  • id: 28855243
    {'hecke_orbit_code': 9007199355404409, 'n': 31, 'trace_an': -3162}
  • id: 28855244
    {'hecke_orbit_code': 9007199355404409, 'n': 32, 'trace_an': 0}
  • id: 28855245
    {'hecke_orbit_code': 9007199355404409, 'n': 33, 'trace_an': 0}
  • id: 28855246
    {'hecke_orbit_code': 9007199355404409, 'n': 34, 'trace_an': 22496}
  • id: 28855247
    {'hecke_orbit_code': 9007199355404409, 'n': 35, 'trace_an': 0}
  • id: 28855248
    {'hecke_orbit_code': 9007199355404409, 'n': 36, 'trace_an': -2328}
  • id: 28855249
    {'hecke_orbit_code': 9007199355404409, 'n': 37, 'trace_an': -18290}
  • id: 28855250
    {'hecke_orbit_code': 9007199355404409, 'n': 38, 'trace_an': -26144}
  • id: 28855251
    {'hecke_orbit_code': 9007199355404409, 'n': 39, 'trace_an': 0}
  • id: 28855252
    {'hecke_orbit_code': 9007199355404409, 'n': 40, 'trace_an': 0}
  • id: 28855253
    {'hecke_orbit_code': 9007199355404409, 'n': 41, 'trace_an': 0}
  • id: 28855254
    {'hecke_orbit_code': 9007199355404409, 'n': 42, 'trace_an': -4256}
  • id: 28855255
    {'hecke_orbit_code': 9007199355404409, 'n': 43, 'trace_an': 0}
  • id: 28855256
    {'hecke_orbit_code': 9007199355404409, 'n': 44, 'trace_an': 0}
  • id: 28855257
    {'hecke_orbit_code': 9007199355404409, 'n': 45, 'trace_an': 7372}
  • id: 28855258
    {'hecke_orbit_code': 9007199355404409, 'n': 46, 'trace_an': 0}
  • id: 28855259
    {'hecke_orbit_code': 9007199355404409, 'n': 47, 'trace_an': -33272}
  • id: 28855260
    {'hecke_orbit_code': 9007199355404409, 'n': 48, 'trace_an': -16520}
  • id: 28855261
    {'hecke_orbit_code': 9007199355404409, 'n': 49, 'trace_an': -28750}
  • id: 28855262
    {'hecke_orbit_code': 9007199355404409, 'n': 50, 'trace_an': 0}
  • id: 28855263
    {'hecke_orbit_code': 9007199355404409, 'n': 51, 'trace_an': 0}
  • id: 28855264
    {'hecke_orbit_code': 9007199355404409, 'n': 52, 'trace_an': 0}
  • id: 28855265
    {'hecke_orbit_code': 9007199355404409, 'n': 53, 'trace_an': -32532}
  • id: 28855266
    {'hecke_orbit_code': 9007199355404409, 'n': 54, 'trace_an': 0}
  • id: 28855267
    {'hecke_orbit_code': 9007199355404409, 'n': 55, 'trace_an': 0}
  • id: 28855268
    {'hecke_orbit_code': 9007199355404409, 'n': 56, 'trace_an': 15808}
  • id: 28855269
    {'hecke_orbit_code': 9007199355404409, 'n': 57, 'trace_an': 0}
  • id: 28855270
    {'hecke_orbit_code': 9007199355404409, 'n': 58, 'trace_an': 6080}
  • id: 28855271
    {'hecke_orbit_code': 9007199355404409, 'n': 59, 'trace_an': 29010}
  • id: 28855272
    {'hecke_orbit_code': 9007199355404409, 'n': 60, 'trace_an': -1596}
  • id: 28855273
    {'hecke_orbit_code': 9007199355404409, 'n': 61, 'trace_an': 0}
  • id: 28855274
    {'hecke_orbit_code': 9007199355404409, 'n': 62, 'trace_an': 0}
  • id: 28855275
    {'hecke_orbit_code': 9007199355404409, 'n': 63, 'trace_an': 0}
  • id: 28855276
    {'hecke_orbit_code': 9007199355404409, 'n': 64, 'trace_an': 49072}
  • id: 28855277
    {'hecke_orbit_code': 9007199355404409, 'n': 65, 'trace_an': 0}
  • id: 28855278
    {'hecke_orbit_code': 9007199355404409, 'n': 66, 'trace_an': 0}
  • id: 28855279
    {'hecke_orbit_code': 9007199355404409, 'n': 67, 'trace_an': -21270}
  • id: 28855280
    {'hecke_orbit_code': 9007199355404409, 'n': 68, 'trace_an': 0}
  • id: 28855281
    {'hecke_orbit_code': 9007199355404409, 'n': 69, 'trace_an': 42994}
  • id: 28855282
    {'hecke_orbit_code': 9007199355404409, 'n': 70, 'trace_an': 11552}
  • id: 28855283
    {'hecke_orbit_code': 9007199355404409, 'n': 71, 'trace_an': 62090}
  • id: 28855284
    {'hecke_orbit_code': 9007199355404409, 'n': 72, 'trace_an': 0}
  • id: 28855285
    {'hecke_orbit_code': 9007199355404409, 'n': 73, 'trace_an': 0}
  • id: 28855286
    {'hecke_orbit_code': 9007199355404409, 'n': 74, 'trace_an': 0}
  • id: 28855287
    {'hecke_orbit_code': 9007199355404409, 'n': 75, 'trace_an': -38696}
  • id: 28855288
    {'hecke_orbit_code': 9007199355404409, 'n': 76, 'trace_an': 0}
  • id: 28855289
    {'hecke_orbit_code': 9007199355404409, 'n': 77, 'trace_an': 0}
  • id: 28855290
    {'hecke_orbit_code': 9007199355404409, 'n': 78, 'trace_an': -63840}
  • id: 28855291
    {'hecke_orbit_code': 9007199355404409, 'n': 79, 'trace_an': 0}
  • id: 28855292
    {'hecke_orbit_code': 9007199355404409, 'n': 80, 'trace_an': 44840}
  • id: 28855293
    {'hecke_orbit_code': 9007199355404409, 'n': 81, 'trace_an': 51458}
  • id: 28855294
    {'hecke_orbit_code': 9007199355404409, 'n': 82, 'trace_an': 214624}
  • id: 28855295
    {'hecke_orbit_code': 9007199355404409, 'n': 83, 'trace_an': 0}
  • id: 28855296
    {'hecke_orbit_code': 9007199355404409, 'n': 84, 'trace_an': 0}
  • id: 28855297
    {'hecke_orbit_code': 9007199355404409, 'n': 85, 'trace_an': 0}
  • id: 28855298
    {'hecke_orbit_code': 9007199355404409, 'n': 86, 'trace_an': 173888}
  • id: 28855299
    {'hecke_orbit_code': 9007199355404409, 'n': 87, 'trace_an': 0}
  • id: 28855300
    {'hecke_orbit_code': 9007199355404409, 'n': 88, 'trace_an': 0}
  • id: 28855301
    {'hecke_orbit_code': 9007199355404409, 'n': 89, 'trace_an': -218962}
  • id: 28855302
    {'hecke_orbit_code': 9007199355404409, 'n': 90, 'trace_an': 0}
  • id: 28855303
    {'hecke_orbit_code': 9007199355404409, 'n': 91, 'trace_an': 72960}
  • id: 28855304
    {'hecke_orbit_code': 9007199355404409, 'n': 92, 'trace_an': 36852}
  • id: 28855305
    {'hecke_orbit_code': 9007199355404409, 'n': 93, 'trace_an': -22134}
  • id: 28855306
    {'hecke_orbit_code': 9007199355404409, 'n': 94, 'trace_an': 0}
  • id: 28855307
    {'hecke_orbit_code': 9007199355404409, 'n': 95, 'trace_an': 0}
  • id: 28855308
    {'hecke_orbit_code': 9007199355404409, 'n': 96, 'trace_an': 0}
  • id: 28855309
    {'hecke_orbit_code': 9007199355404409, 'n': 97, 'trace_an': -27230}
  • id: 28855310
    {'hecke_orbit_code': 9007199355404409, 'n': 98, 'trace_an': 0}
  • id: 28855311
    {'hecke_orbit_code': 9007199355404409, 'n': 99, 'trace_an': 0}
  • id: 28855312
    {'hecke_orbit_code': 9007199355404409, 'n': 100, 'trace_an': -33168}