Embedded newform data - 280.10.a.f.1.5

Formats: - HTML - YAML - JSON - 2026-06-17T05:46:59.883386

• 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': 28000, 'analytic_conductor': 144.21003412588448, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [5, 1], [7, 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': [280, 1, [71, 141, 57, 241], [1, 1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 7, 'field_disc': 251979301912372606900694875473449877057648, 'field_disc_factorization': [[2, 4], [3, 1], [17, 1], [10457, 1], [29530282500554629756019384176638629, 1]], 'field_poly': [112929763661700, -3369732326760, -43705600687, 1492027269, 1263838, -75886, -3, 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, [-106027430616576, -3526616030472, 34729175889, 1499102613, -505078, -75838, -11, 1]]], 'hecke_orbit': 6, 'hecke_orbit_code': 22517998304624920, 'hecke_ring_generator_nbound': 17, 'hecke_ring_index': 31457280, 'hecke_ring_index_factorization': [[2, 21], [3, 1], [5, 1]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': True, 'is_maximal': True, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '280.10.a.f', 'level': 280, '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, 5, 7], 'level_radical': 70, 'minimal_twist': '280.10.a.f', 'prim_orbit_index': 1, 'qexp_display': 'q+(2-\\beta _{1})q^{3}-5^{4}q^{5}-7^{4}q^{7}+(2013+\\cdots)q^{9}+\\cdots', 'related_objects': [], 'relative_dim': 7, 'rm_discs': [], 'sato_tate_group': '9.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '280.10.a', 'trace_display': [0, 11, -4375, -16807], 'trace_hash': 1003619287412221959, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '6.341', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '119.873', 'prec': 24}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '3651.919', 'prec': 27}], 'trace_zratio': 0, 'traces': [7, 0, 11, 0, -4375, 0, -16807, 0, 14016, 0, 11047, 0, 56289, 0, -6875, 0, 114003, 0, 35578, 0, -26411, 0, 264730, 0, 2734375, 0, 3586193, 0, 3733791, 0, 1825736, 0, 12444193, 0, 10504375, 0, 11133562, 0, 21455227, 0, 45367444, 0, 10035206, 0, -8760000, 0, -12175193, 0, 40353607, 0, 5214385, 0, 16864472, 0, -6904375, 0, 1070758, 0, -8940696, 0, -55810472, 0, -33652416, 0, -35180625, 0, -90088708, 0, -281308058, 0, -362468640, 0, -322945314, 0, 4296875, 0, -26523847, 0, -164282231, 0, -686179929, 0, 19127388, 0, -71251875, 0, 144595077, 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8898555575700580, 0, -1689756365782099, 0, -13407499744516688, 0, -23323446631723348, 0, 4255767865832500, 0, 18929900371702354, 0, -3871317403246230, 0, 580908476276240, 0, 5289093981080926, 0, -701972221093750, 0, 16329379390391070, 0, -6908522751362250, 0, 1557128920807918, 0, -691296858858228, 0, 1268600861510000, 0, -1129761024206104, 0, -4238416422476508, 0, -11633496337693643, 0, -832512437744043, 0, 4471514887030000, 0, -4001076443632429, 0, -4595737183082157, 0, 17612245215379311, 0, -8303874606978995, 0, 3859846380867500, 0, -5331975115062789, 0, -1632873108388682, 0, 1131827577641614, 0, 2552762890437608, 0, 4379540665249375, 0, -4058551242640396, 0, -25767797451054034, 0, 5469831275335972, 0, 10119896729778256, 0, -106922344921875, 0, 11365005061624816, 0, 21812402434035096, 0, 1332877449751028, 0, 118541345372492, 0, -4073437227210000, 0, 2129965952849277, 0, -321736264796072, 0, 10823719662914933, 0, 7336871762473560, 0, 4026589421308125, 0, -9697761764232198, 0, 91091050789684, 0], 'weight': 10, '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], [0.3828761814410477, 0.0], [0.0, 0.0], [-0.4472135954999579, 0.0], [0.0, 0.0], [-0.37796447300922725, 0.0], [0.0, 0.0], [-0.8534058296851219, 0.0], [0.0, 0.0], [0.43035540879576073, 0.0], [0.0, 0.0], [0.0922805412147535, 0.0], [0.0, 0.0], [-0.1712274337335452, 0.0], [0.0, 0.0], [1.3545525591142051, 0.0], [0.0, 0.0], [-1.116302422746736, 0.0], [0.0, 0.0], [-0.14471359414615084, 0.0], [0.0, 0.0], [0.8739228331768366, 0.0], [0.0, 0.0], [0.2, 0.0], [0.0, 0.0], [-0.7096249467304162, 0.0], [0.0, 0.0], [1.0887515282273863, 0.0], [0.0, 0.0], [1.255553392782388, 0.0], [0.0, 0.0], [0.16477283558222194, 0.0], [0.0, 0.0], [0.1690308509457033, 0.0], [0.0, 0.0], [0.0711605642155381, 0.0], [0.0, 0.0], [0.035332021241618036, 0.0], [0.0, 0.0], [-1.321091359757378, 0.0], [0.0, 0.0], [-0.6352322595585487, 0.0], [0.0, 0.0], [0.38165468951410814, 0.0], [0.0, 0.0], [1.2236758440749975, 0.0], [0.0, 0.0], [0.14285714285714285, 0.0], [0.0, 0.0], [0.5186259113948459, 0.0], [0.0, 0.0], [-1.7588254505145122, 0.0], [0.0, 0.0], [-0.1924607897104064, 0.0], [0.0, 0.0], [-0.42740560895466034, 0.0], [0.0, 0.0], [-0.3386293411390832, 0.0], [0.0, 0.0], [0.46581166518036443, 0.0], [0.0, 0.0], [0.32255708467993943, 0.0], [0.0, 0.0], [-0.04126911263133197, 0.0], [0.0, 0.0], [-1.4526856639702055, 0.0], [0.0, 0.0], [0.33460423724088895, 0.0], [0.0, 0.0], [1.8061723517416648, 0.0], [0.0, 0.0], [-0.6697415311812688, 0.0], [0.0, 0.0], [0.07657523628820953, 0.0], [0.0, 0.0], [-0.16265905529216027, 0.0], [0.0, 0.0], [-1.7024496359387267, 0.0], [0.0, 0.0], [0.5817073398256734, 0.0], [0.0, 0.0], [-1.2390847705389298, 0.0], [0.0, 0.0], [-0.605774320255133, 0.0], [0.0, 0.0], [0.4168570276658067, 0.0], [0.0, 0.0], [1.222837893586371, 0.0], [0.0, 0.0], [-0.03487876612924058, 0.0], [0.0, 0.0], [0.4807214886238726, 0.0], [0.0, 0.0], [0.4992256201418818, 0.0], [0.0, 0.0], [-0.4718773168919915, 0.0], [0.0, 0.0], [-0.36726781470282605, 0.0], [0.0, 0.0]], 'angles': [None, -0.21934244046644055, None, None, -0.21548346378734534, -0.24265393974857027, -0.13158009216755323, -0.3442445496517352, -0.17802731199437874, -0.1583832892964438, -0.1419825526511122, -0.24433602673974258, -0.36483750757558153, -0.3014411656110682, -0.14521523426429367, -0.42103222715753663, -0.2770777082126417, -0.21258830317754807, -0.37939075151575524, -0.07064793312562095, -0.3043463318356187, -0.4120698285404546, -0.35634090199394935, -0.14529951966099677, -0.28790822201655747, -0.43556441928936507, -0.2792953484977189, -0.06002137225786282, -0.34376185350948363, -0.2516211278189743, -0.2406050174108937, -0.24377914295368106, -0.16544413396929408, -0.10236268384485238, -0.08708013566827606, -0.35351888360246525, -0.3870845968002258, -0.287657354978349, -0.2674298261083072, -0.4291883944525353, -0.3248429468184289, -0.11174529822659104, -0.38480387167796937, -0.21905105450846968, -0.30831049691031304, -0.3509114736149972, -0.37037174762410063, -0.2782965786745423, -0.34470111368784795, -0.25001124148133597, -0.3097445702995726, -0.14205649636639947, -0.35546725228220716, -0.2941413445547623, -0.22939575884770122, -0.32627435478304095, -0.25058970975071276, -0.3704934876559802, -0.3063208975414311, -0.14317003648343804, -0.24893349034671372, -0.4390368447292845, -0.27490085262087344, -0.18788543628744903, -0.08163502856264769, -0.10380273566019262, -0.3145920502527632, -0.28403073139706775, -0.23064639758766256, -0.24626237872236142, -0.12552637873726222, -0.4799654235853196, -0.30877148486866335, -0.3186515163119299, -0.15354503977433379, -0.3025147800206694, -0.03477936197398384, -0.17140323324576553, -0.22311464763102593, -0.19785508386668724, -0.32849177353688186, -0.21782290732559798, -0.42270499826531455, -0.14124915234648494, -0.1510027660149932, -0.11816833959668899, -0.2644221492153178, -0.15161291517228928, -0.30422821156099344, -0.25315236629303, -0.23593709131602117, -0.09864418108370566, -0.27456190927137775, -0.15339371694339454, -0.28619986924273877, -0.3339481756587824, -0.20730394964476528, -0.2857189184511877, -0.27816471594960507, -0.1527854167043362], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 5, 'dual_embedding_m': 5, 'embedding_index': 5, 'embedding_m': 5, 'embedding_root_imag': 0.0, 'embedding_root_real': -51.716040940372224, 'hecke_orbit': 6, 'hecke_orbit_code': 22517998304624920, 'label': '280.10.a.f.1.5', 'level': 280, 'weight': 10}
• 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': [7, 6, 6, 7, 8, 6, 6, 8], 'ALdims_eis_new': [0, 0, 0, 0, 0, 0, 0, 0], 'ALdims_eis_old': [2, 2, 2, 2, 2, 2, 2, 2], 'ALdims_old': [44, 48, 47, 47, 47, 46, 47, 44], 'Nk2': 28000, 'analytic_conductor': 144.21003412588448, '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': [280, 1, [71, 141, 57, 241], [1, 1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 424, 'dim': 54, 'eis_dim': 16, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 167772440, 'hecke_orbit_dims': [6, 6, 6, 6, 7, 7, 8, 8], 'label': '280.10.a', 'level': 280, '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, 5, 7], 'level_radical': 70, 'mf_dim': 440, 'mf_new_dim': 54, 'num_forms': 8, 'plus_dim': 26, 'prim_orbit_index': 1, 'relative_dim': 54, 'sturm_bound': 480, 'trace_bound': 5, 'trace_display': [0, -292, 0, 0], 'traces': [54, 0, -292, 0, 0, 0, 0, 0, 271074, 0, 100700, 0, 0, 0, 0, 0, 726636, 0, 787860, 0, 0, 0, 719416, 0, 21093750, 0, -10541200, 0, 0, 0, -3078032, 0, -28869672, 0, 9003750, 0, -7496644, 0, -24430524, 0, 10638820, 0, 32577816, 0, 0, 0, -136009136, 0, 311299254, 0, -39891908, 0, -132413396, 0, -92205000, 0, 171555768, 0, 82679724, 0, 157854960, 0, 0, 0, -142805000, 0, 678379984, 0, 334025816, 0, 192010872, 0, 433304236, 0, -114062500, 0, -281224328, 0, 1161166172, 0, 1268567110, 0, -2167945428, 0, -208802500, 0, 949821552, 0, 86069668, 0, -343150920, 0, -1084120744, 0, -51302500, 0, -1410162420, 0, 327275032, 0, -442312736, 0, 3601229104, 0, -486202500, 0, 3380176272, 0, 2442751848, 0, 2812274928, 0, -9409802204, 0, 0, 0, -1737547448, 0, -1045769956, 0, 23430147826, 0, -16016671280, 0, 0, 0, -3061494000, 0, 10819512432, 0, 6545893932, 0, -1251602884, 0, -7792192500, 0, 5768128420, 0, -14997647692, 0, -5337990924, 0, -16243420152, 0, -8827785000, 0, -1683321892, 0, 5577219156, 0, 4925875252, 0, 26575032676, 0, 18076210000, 0, -13952300232, 0, -29261626448, 0, 0, 0, 157742400, 0, -11278907500, 0, 25364352384, 0, 83310831454, 0, 11483786260, 0, 8997961360, 0, 0, 0, -2914638216, 0, -32353312040, 0, 17653376176, 0, -7134111752, 0, -5638805000, 0, 29367728664, 0, 1699014828, 0, -38646205356, 0, -74258317580, 0, 36725385000, 0, -17407894868, 0, -52876177904, 0, 47741219400, 0, 40756360344, 0, -29533610000, 0, 255718715416, 0, 87315822720, 0, -52871532164, 0, 139052072496, 0, 18182995000, 0, -33039719216, 0, -73825694832, 0, 22450632924, 0, 189160567592, 0, 105888281250, 0, 6343526084, 0, 219195833184, 0, -8401608012, 0, 326318409060, 0, 62112202500, 0, -443079200168, 0, -362071805052, 0, -87784273708, 0, -192034751652, 0, 0, 0, 141245342256, 0, 408202133856, 0, -100237823692, 0, 44259536736, 0, 256415025000, 0, -310224652324, 0, 24589140408, 0, 184176503596, 0, -182464214600, 0, -94608810000, 0, 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-26299757204140, 0, -51445777902548, 0, 7858609212876, 0, 93718843580960, 0, -2928376562500, 0, 117755754222360, 0, 53696352063012, 0, 4541856115860, 0, 21378201614136, 0, 2488732232500, 0, 11587799440996, 0, -102922762613148, 0, -100345635383856, 0, -75119323394048, 0, -12759898410000, 0, 168975768659752, 0, 42126331453048, 0, 93799659294392, 0, -115186783854564, 0, 69037937805000, 0, -264264115582632, 0, -48579918731904, 0, -47417621376490, 0, 155752224449368, 0, -25075890000000, 0, 314482441815760, 0, 88572260746896, 0, -91370718535524, 0, 32472746029164, 0, -9543173437500, 0, 5154818136348, 0, -34985136974784, 0, 111737422344076, 0, -89432491896208, 0, -75650634620000, 0, -30130660086464, 0, -68398771608576, 0, 6052738632440, 0, 124956903921888, 0, 82926351010000, 0, -125990555830968, 0, -21625930689896, 0], 'weight': 10, '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

  
  {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 7, 'source_embedding_index': 5, 'source_hecke_orbit_code': 22517998304624920, 'source_is_minimal': True, 'source_label': '280.10.a.f.1.5', 'source_level': 280, 'target_conrey_index': 1, 'target_dim': 7, 'target_embedding_index': 5, 'target_hecke_orbit_code': 22517998304624920, 'target_is_minimal': True, 'target_label': '280.10.a.f.1.5', 'target_level': 280, 'twist_class_label': '280.10.a.f.1.5', 'twist_class_level': 280, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 10}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 638325
    {'charpoly_factorization': [[[0, 1], 7]], 'hecke_orbit_code': 22517998304624920, 'p': 2}
  • id: 638326
    {'charpoly_factorization': [[[-106027430616576, -3526616030472, 34729175889, 1499102613, -505078, -75838, -11, 1], 1]], 'hecke_orbit_code': 22517998304624920, 'p': 3}
  • id: 638327
    {'charpoly_factorization': [[[625, 1], 7]], 'hecke_orbit_code': 22517998304624920, 'p': 5}
  • id: 638328
    {'charpoly_factorization': [[[2401, 1], 7]], 'hecke_orbit_code': 22517998304624920, 'p': 7}
  • id: 638329
    {'charpoly_factorization': [[[655089884143622981120139698160, 287972438929725459483416672, -48483857835445945324523, 119753307347955637, 176584518984402, -5291776102, -11047, 1], 1]], 'hecke_orbit_code': 22517998304624920, 'p': 11}
  • id: 638330
    {'charpoly_factorization': [[[12266919582037233613360471163084892, -1255864562062150783498694977160, -7519148097439368670411029, 394871172241452174645, 1280731943935306, -36724666206, -56289, 1], 1]], 'hecke_orbit_code': 22517998304624920, 'p': 13}
  • id: 638331
    {'charpoly_factorization': [[[91377499343127564275871632233303623300, -732895398987458165878386191885640, -5568479661823496682036344703, 35928816070971664350981, 87375921636947582, -450642451854, -114003, 1], 1]], 'hecke_orbit_code': 22517998304624920, 'p': 17}
  • id: 638332
    {'charpoly_factorization': [[[1168254785609335560562417913731051585536, 58815242627228305838483160377719296, 373558149249934425386346895584, 637465894072046218762320, -451790083138826192, -1609781702392, -35578, 1], 1]], 'hecke_orbit_code': 22517998304624920, 'p': 19}
  • id: 638333
    {'charpoly_factorization': [[[-1518901141280036865469133113203763469156352, 10043000391984810484712319478855079424, -21227491783771395803251461863712, 12578096373663954038841936, 6760199095071138096, -7438562084664, -264730, 1], 1]], 'hecke_orbit_code': 22517998304624920, 'p': 23}
  • id: 638334
    {'charpoly_factorization': [[[1570658573678994691002519709511380628597406372, -1805781754024140903343580302445955219336, -1195294774582267004704860214578603, 503207408641927912688157045, 129335938441168011126, -40576829820574, -3733791, 1], 1]], 'hecke_orbit_code': 22517998304624920, 'p': 29}
  • id: 638335
    {'charpoly_factorization': [[[-67068691098673834264296515816365642205429760000, -36988648086392680531146440726431177113600, 2496037132077329586384880645570560, 3363486200663270345516371968, 54999868001351640192, -101114240883456, -1825736, 1], 1]], 'hecke_orbit_code': 22517998304624920, 'p': 31}
  • id: 638336
    {'charpoly_factorization': [[[27526126053706944404767531974681580042379169408, 23619729711159008213105749688039252942784, -79019291404431688968373393772655840, 8530516300826168669503258416, 1915972182628382691384, -186512855135436, -11133562, 1], 1]], 'hecke_orbit_code': 22517998304624920, 'p': 37}
  • id: 638337
    {'charpoly_factorization': [[[275322757142782380087726422945647348050921653600256, 26725143448452120472307404752899498085326848, -6456108480557265894877906871384742400, -117206343286273695810896721664, 36198257054865470560640, -455611927091356, -45367444, 1], 1]], 'hecke_orbit_code': 22517998304624920, 'p': 41}
  • id: 638338
    {'charpoly_factorization': [[[-431504735657798379733383238125654863397107124767232, -144148555079763605122925142253549848760360704, -2445222846385865254039914709450635744, 859023784050756477378781163472, 13401604919053535771312, -1718994160187464, -10035206, 1], 1]], 'hecke_orbit_code': 22517998304624920, 'p': 43}
  • id: 638339
    {'charpoly_factorization': [[[4740315549496119913436357083898802660508264524800064, -352263327016096853753095609182178023113393904, -79681940349144514491308399209989721611, 6256964811019624225318922792277, 5913813051915420766242, -4806668704303286, 12175193, 1], 1]], 'hecke_orbit_code': 22517998304624920, 'p': 47}
  • id: 638340
    {'charpoly_factorization': [[[-96105519280620146760374610339845354016651822293028864, 19308947824039934885941500186579955395914806272, -1172155380522987080826357523207530029568, 15722447632574587581527671912320, 449370462348732978613296, -10335085015553660, -16864472, 1], 1]], 'hecke_orbit_code': 22517998304624920, 'p': 53}
  • id: 638341
    {'charpoly_factorization': [[[-16936780112677717102594792044601415711233131848166014976, -469004442692523057498183555875229064443972550656, 10429508015199614710484965637594084311040, 253576559906313966983360482750464, -1322632491441469716855296, -34108770383770048, 8940696, 1], 1]], 'hecke_orbit_code': 22517998304624920, 'p': 59}
  • id: 638342
    {'charpoly_factorization': [[[-27175539098122714143289189461873637379121355882955059200, -218479652305509811058498094405936947937204157440, 16633768828947456129627337943044419208192, 168282402586329283656704671936640, -2640659121362756631790160, -31659492520926860, 55810472, 1], 1]], 'hecke_orbit_code': 22517998304624920, 'p': 61}
  • id: 638343
    {'charpoly_factorization': [[[561820531219650302655375874588519378142656590439587692544, -22478398796620405918373445289529712924729557438464, 92495967588905396100343395957564449647616, 3250692279536088036774080561662720, -6605607261090850286705088, -105760059700179952, 90088708, 1], 1]], 'hecke_orbit_code': 22517998304624920, 'p': 67}
  • id: 638344
    {'charpoly_factorization': [[[5613003207223719030631827829914154034943284284691998310400, -208117964664529902294613698160451387103689571041280, 1619393723897595093997796585330962853789696, 8469228806711569019738849478537216, -65285102008564453820951552, -196909097718229312, 362468640, 1], 1]], 'hecke_orbit_code': 22517998304624920, 'p': 71}
  • id: 638345
    {'charpoly_factorization': [[[10871709705724875871696730138886465218296655978356289696640, 264999786333164250046146418884501265401549172267456, 1614290976053161126928639258030968173289056, -4445683619135764162777476813835728, -69927337975163146321026392, -143785340973257004, 322945314, 1], 1]], 'hecke_orbit_code': 22517998304624920, 'p': 73}
  • id: 638346
    {'charpoly_factorization': [[[-10824137992425864618962797103721408024577138971062109109248, -791568385966051031592303078939959968814139430919400, 5214857516324395806158217451640161438195323, 46599560599694417925126316418992389, -107106067004052114033313634, -534541913459942062, 164282231, 1], 1]], 'hecke_orbit_code': 22517998304624920, 'p': 79}
  • id: 638347
    {'charpoly_factorization': [[[-16080680358011459796187429332822335911282148624335170699264, 1060898770328948078410476247499077618721953793875968, -12870271581497044608611801337474182367292416, 40254823150545404501726787969222912, 68383389846037639981637760, -406816181174217280, -19127388, 1], 1]], 'hecke_orbit_code': 22517998304624920, 'p': 83}
  • id: 638348
    {'charpoly_factorization': [[[151269441569300064728637265868880846896889972715434120544256, -2675896351346566391718014050024915747361311373312000, 3070910205611898764439870859629348491994624, 108007057359069926297090554209119488, -149259143168292649573955488, -718982809193964444, 270826388, 1], 1]], 'hecke_orbit_code': 22517998304624920, 'p': 89}
  • id: 638349
    {'charpoly_factorization': [[[-14213821173115154858006773269328583610170995423447430373065036, -37432103897473960459265538342069701431272896089215992, 349805165951249675224496723972360984201323725, 813870357841661092589743783464587125, -970385694804646770068314922, -2001977382277229934, 511624633, 1], 1]], 'hecke_orbit_code': 22517998304624920, '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': 6, 'label': '280.10.a.f', 'level': 280, 'portrait': 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', 'weight': 10}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 43906159
    {'hecke_orbit_code': 22517998304624920, 'n': 1, 'trace_an': 7}
  • id: 43906160
    {'hecke_orbit_code': 22517998304624920, 'n': 2, 'trace_an': 0}
  • id: 43906161
    {'hecke_orbit_code': 22517998304624920, 'n': 3, 'trace_an': 11}
  • id: 43906162
    {'hecke_orbit_code': 22517998304624920, 'n': 4, 'trace_an': 0}
  • id: 43906163
    {'hecke_orbit_code': 22517998304624920, 'n': 5, 'trace_an': -4375}
  • id: 43906164
    {'hecke_orbit_code': 22517998304624920, 'n': 6, 'trace_an': 0}
  • id: 43906165
    {'hecke_orbit_code': 22517998304624920, 'n': 7, 'trace_an': -16807}
  • id: 43906166
    {'hecke_orbit_code': 22517998304624920, 'n': 8, 'trace_an': 0}
  • id: 43906167
    {'hecke_orbit_code': 22517998304624920, 'n': 9, 'trace_an': 14016}
  • id: 43906168
    {'hecke_orbit_code': 22517998304624920, 'n': 10, 'trace_an': 0}
  • id: 43906169
    {'hecke_orbit_code': 22517998304624920, 'n': 11, 'trace_an': 11047}
  • id: 43906170
    {'hecke_orbit_code': 22517998304624920, 'n': 12, 'trace_an': 0}
  • id: 43906171
    {'hecke_orbit_code': 22517998304624920, 'n': 13, 'trace_an': 56289}
  • id: 43906172
    {'hecke_orbit_code': 22517998304624920, 'n': 14, 'trace_an': 0}
  • id: 43906173
    {'hecke_orbit_code': 22517998304624920, 'n': 15, 'trace_an': -6875}
  • id: 43906174
    {'hecke_orbit_code': 22517998304624920, 'n': 16, 'trace_an': 0}
  • id: 43906175
    {'hecke_orbit_code': 22517998304624920, 'n': 17, 'trace_an': 114003}
  • id: 43906176
    {'hecke_orbit_code': 22517998304624920, 'n': 18, 'trace_an': 0}
  • id: 43906177
    {'hecke_orbit_code': 22517998304624920, 'n': 19, 'trace_an': 35578}
  • id: 43906178
    {'hecke_orbit_code': 22517998304624920, 'n': 20, 'trace_an': 0}
  • id: 43906179
    {'hecke_orbit_code': 22517998304624920, 'n': 21, 'trace_an': -26411}
  • id: 43906180
    {'hecke_orbit_code': 22517998304624920, 'n': 22, 'trace_an': 0}
  • id: 43906181
    {'hecke_orbit_code': 22517998304624920, 'n': 23, 'trace_an': 264730}
  • id: 43906182
    {'hecke_orbit_code': 22517998304624920, 'n': 24, 'trace_an': 0}
  • id: 43906183
    {'hecke_orbit_code': 22517998304624920, 'n': 25, 'trace_an': 2734375}
  • id: 43906184
    {'hecke_orbit_code': 22517998304624920, 'n': 26, 'trace_an': 0}
  • id: 43906185
    {'hecke_orbit_code': 22517998304624920, 'n': 27, 'trace_an': 3586193}
  • id: 43906186
    {'hecke_orbit_code': 22517998304624920, 'n': 28, 'trace_an': 0}
  • id: 43906187
    {'hecke_orbit_code': 22517998304624920, 'n': 29, 'trace_an': 3733791}
  • id: 43906188
    {'hecke_orbit_code': 22517998304624920, 'n': 30, 'trace_an': 0}
  • id: 43906189
    {'hecke_orbit_code': 22517998304624920, 'n': 31, 'trace_an': 1825736}
  • id: 43906190
    {'hecke_orbit_code': 22517998304624920, 'n': 32, 'trace_an': 0}
  • id: 43906191
    {'hecke_orbit_code': 22517998304624920, 'n': 33, 'trace_an': 12444193}
  • id: 43906192
    {'hecke_orbit_code': 22517998304624920, 'n': 34, 'trace_an': 0}
  • id: 43906193
    {'hecke_orbit_code': 22517998304624920, 'n': 35, 'trace_an': 10504375}
  • id: 43906194
    {'hecke_orbit_code': 22517998304624920, 'n': 36, 'trace_an': 0}
  • id: 43906195
    {'hecke_orbit_code': 22517998304624920, 'n': 37, 'trace_an': 11133562}
  • id: 43906196
    {'hecke_orbit_code': 22517998304624920, 'n': 38, 'trace_an': 0}
  • id: 43906197
    {'hecke_orbit_code': 22517998304624920, 'n': 39, 'trace_an': 21455227}
  • id: 43906198
    {'hecke_orbit_code': 22517998304624920, 'n': 40, 'trace_an': 0}
  • id: 43906199
    {'hecke_orbit_code': 22517998304624920, 'n': 41, 'trace_an': 45367444}
  • id: 43906200
    {'hecke_orbit_code': 22517998304624920, 'n': 42, 'trace_an': 0}
  • id: 43906201
    {'hecke_orbit_code': 22517998304624920, 'n': 43, 'trace_an': 10035206}
  • id: 43906202
    {'hecke_orbit_code': 22517998304624920, 'n': 44, 'trace_an': 0}
  • id: 43906203
    {'hecke_orbit_code': 22517998304624920, 'n': 45, 'trace_an': -8760000}
  • id: 43906204
    {'hecke_orbit_code': 22517998304624920, 'n': 46, 'trace_an': 0}
  • id: 43906205
    {'hecke_orbit_code': 22517998304624920, 'n': 47, 'trace_an': -12175193}
  • id: 43906206
    {'hecke_orbit_code': 22517998304624920, 'n': 48, 'trace_an': 0}
  • id: 43906207
    {'hecke_orbit_code': 22517998304624920, 'n': 49, 'trace_an': 40353607}
  • id: 43906208
    {'hecke_orbit_code': 22517998304624920, 'n': 50, 'trace_an': 0}
  • id: 43906209
    {'hecke_orbit_code': 22517998304624920, 'n': 51, 'trace_an': 5214385}
  • id: 43906210
    {'hecke_orbit_code': 22517998304624920, 'n': 52, 'trace_an': 0}
  • id: 43906211
    {'hecke_orbit_code': 22517998304624920, 'n': 53, 'trace_an': 16864472}
  • id: 43906212
    {'hecke_orbit_code': 22517998304624920, 'n': 54, 'trace_an': 0}
  • id: 43906213
    {'hecke_orbit_code': 22517998304624920, 'n': 55, 'trace_an': -6904375}
  • id: 43906214
    {'hecke_orbit_code': 22517998304624920, 'n': 56, 'trace_an': 0}
  • id: 43906215
    {'hecke_orbit_code': 22517998304624920, 'n': 57, 'trace_an': 1070758}
  • id: 43906216
    {'hecke_orbit_code': 22517998304624920, 'n': 58, 'trace_an': 0}
  • id: 43906217
    {'hecke_orbit_code': 22517998304624920, 'n': 59, 'trace_an': -8940696}
  • id: 43906218
    {'hecke_orbit_code': 22517998304624920, 'n': 60, 'trace_an': 0}
  • id: 43906219
    {'hecke_orbit_code': 22517998304624920, 'n': 61, 'trace_an': -55810472}
  • id: 43906220
    {'hecke_orbit_code': 22517998304624920, 'n': 62, 'trace_an': 0}
  • id: 43906221
    {'hecke_orbit_code': 22517998304624920, 'n': 63, 'trace_an': -33652416}
  • id: 43906222
    {'hecke_orbit_code': 22517998304624920, 'n': 64, 'trace_an': 0}
  • id: 43906223
    {'hecke_orbit_code': 22517998304624920, 'n': 65, 'trace_an': -35180625}
  • id: 43906224
    {'hecke_orbit_code': 22517998304624920, 'n': 66, 'trace_an': 0}
  • id: 43906225
    {'hecke_orbit_code': 22517998304624920, 'n': 67, 'trace_an': -90088708}
  • id: 43906226
    {'hecke_orbit_code': 22517998304624920, 'n': 68, 'trace_an': 0}
  • id: 43906227
    {'hecke_orbit_code': 22517998304624920, 'n': 69, 'trace_an': -281308058}
  • id: 43906228
    {'hecke_orbit_code': 22517998304624920, 'n': 70, 'trace_an': 0}
  • id: 43906229
    {'hecke_orbit_code': 22517998304624920, 'n': 71, 'trace_an': -362468640}
  • id: 43906230
    {'hecke_orbit_code': 22517998304624920, 'n': 72, 'trace_an': 0}
  • id: 43906231
    {'hecke_orbit_code': 22517998304624920, 'n': 73, 'trace_an': -322945314}
  • id: 43906232
    {'hecke_orbit_code': 22517998304624920, 'n': 74, 'trace_an': 0}
  • id: 43906233
    {'hecke_orbit_code': 22517998304624920, 'n': 75, 'trace_an': 4296875}
  • id: 43906234
    {'hecke_orbit_code': 22517998304624920, 'n': 76, 'trace_an': 0}
  • id: 43906235
    {'hecke_orbit_code': 22517998304624920, 'n': 77, 'trace_an': -26523847}
  • id: 43906236
    {'hecke_orbit_code': 22517998304624920, 'n': 78, 'trace_an': 0}
  • id: 43906237
    {'hecke_orbit_code': 22517998304624920, 'n': 79, 'trace_an': -164282231}
  • id: 43906238
    {'hecke_orbit_code': 22517998304624920, 'n': 80, 'trace_an': 0}
  • id: 43906239
    {'hecke_orbit_code': 22517998304624920, 'n': 81, 'trace_an': -686179929}
  • id: 43906240
    {'hecke_orbit_code': 22517998304624920, 'n': 82, 'trace_an': 0}
  • id: 43906241
    {'hecke_orbit_code': 22517998304624920, 'n': 83, 'trace_an': 19127388}
  • id: 43906242
    {'hecke_orbit_code': 22517998304624920, 'n': 84, 'trace_an': 0}
  • id: 43906243
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