Newform data - 84.12.f.b

Formats: - HTML - YAML - JSON - 2024-04-25T16:27:39.127190

• 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
  conrey_indexes	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_polredabs	boolean
  is_rm	boolean
  is_self_dual	boolean
  is_self_twist	boolean
  is_twist_minimal	boolean
  label	text
  level	integer
  level_is_prime	boolean
  level_is_prime_power	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': 12096, 'analytic_conductor': 64.54082716700546, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 21, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 6, 'char_orbit_label': 'f', 'char_order': 2, 'char_parity': 1, 'char_values': [84, 2, [43, 29, 73], [2, 1, 1]], 'cm_discs': [], 'conrey_index': 41, 'conrey_indexes': [41], 'dim': 28, 'has_non_self_twist': 1, 'hecke_cutters': [[5, [-187143351008841550674679814343622708040790000000000, 0, 14624385544214849959068214812051903408300000000, 0, -3694808326206394403813021707706697000000, 0, 235676404561769902334244271410000, 0, -6069748623546529879380000, 0, 74805839010034200, 0, -441266100, 0, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503943426080852, 'inner_twist_count': 4, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 3, 2, -1, 2, 0], [1, 1, 7, 2, -1, 2, 0], [1, 1, 21, 3, 1, 2, 0]], 'is_cm': False, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '84.12.f.b', 'level': 84, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 7], 'level_radical': 42, 'minimal_twist': '84.12.f.b', 'prim_orbit_index': 3, 'related_objects': [], 'relative_dim': 28, 'rm_discs': [], 'sato_tate_group': '11.2.3.c2', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '84.12.f', 'trace_display': [0, 0, 0, 9632], 'traces': [28, 0, 0, 0, 0, 0, 9632, 0, 267660, 0, 0, 0, 0, 0, -3434160, 0, 0, 0, 0, 0, -18804156, 0, 0, 0, 397876900, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -2059460504, 0, 2276313936, 0, 0, 0, 607100560, 0, 0, 0, 0, 0, 1145242588, 0, 1424787216, 0, 0, 0, 0, 0, -32512522344, 0, 0, 0, 0, 0, 16390616256, 0, 0, 0, -48876957136, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1293110368, 0, 82706814108, 0, 0, 0, 197440859760, 0, 0, 0, 0, 0, -329206232880, 0, -243855044280, 0, 0, 0, 0, 0, -81383696064, 0, 0, 0, 0, 0, 69022793280, 0, 0, 0, -102396819032, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -866884922140, 0, -404565339984, 0, 0, 0, -1457871297760, 0, 0, 0, 0, 0, 2043472799592, 0, 766150010640, 0, 0, 0, 0, 0, 1961090708064, 0, 0, 0, 0, 0, -2125559794848, 0, 0, 0, 6005406301504, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -4679870817232, 0, 864189452880, 0, 0, 0, 6140684466124, 0, 0, 0, 0, 0, -2241255167200, 0, -4308048588192, 0, 0, 0, 0, 0, 5004798383280, 0, 0, 0, 0, 0, 9423086356404, 0, 0, 0, -23162896533992, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 14066816980080, 0, -775208677248, 0, 0, 0, 19718387940592, 0, 0, 0, 0, 0, 8555608251288, 0, -6525031122816, 0, 0, 0, 0, 0, -32041518403500, 0, 0, 0, 0, 0, 19222822445904, 0, 0, 0, 11157097191360, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -106733968813728, 0, 28024033744128, 0, 0, 0, -27291262362768, 0, 0, 0, 0, 0, 27938663246144, 0, -4110093324288, 0, 0, 0, 0, 0, 55105990281936, 0, 0, 0, 0, 0, -67216736102208, 0, 0, 0, -81666682384408, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 112097197386484, 0, -223756821818976, 0, 0, 0, -59842231801440, 0, 0, 0, 0, 0, 55636859899040, 0, 63112516112880, 0, 0, 0, 0, 0, 239565370990152, 0, 0, 0, 0, 0, 83188634155200, 0, 0, 0, 210286857253536, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -39971398264112, 0, 424452409752456, 0, 0, 0, 117935093706232, 0, 0, 0, 0, 0, -338175909029728, 0, -175746987251280, 0, 0, 0, 0, 0, -607366384283664, 0, 0, 0, 0, 0, -63503314127232, 0, 0, 0, 206358852806884, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 83324928811208, 0, 152474805595200, 0, 0, 0, 117003471353488, 0, 0, 0, 0, 0, 138912852350160, 0, 483817219510320, 0, 0, 0, 0, 0, -216222009198336, 0, 0, 0, 0, 0, 244499333374464, 0, 0, 0, -888588939736800, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 507615063710880, 0, -394264806658728, 0, 0, 0, -328508275372312, 0, 0, 0, 0, 0, -427076718313392, 0, 206637713466912, 0, 0, 0, 0, 0, 853372882020960, 0, 0, 0, 0, 0, -837731428100532, 0, 0, 0, 1002996271249200, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 488051040433432, 0, -1023575850979920, 0, 0, 0, -1452947917476064, 0, 0, 0, 0, 0, -925090093413920, 0, -1387274585878512, 0, 0, 0, 0, 0, 530458629383808, 0, 0, 0, 0, 0, -303603722149392, 0, 0, 0, 1311059160770560, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -2491527366904208, 0, -1441660658580480, 0, 0, 0, -1706931096631920, 0, 0, 0, 0, 0, 5040961784665632, 0, 3619076660518104, 0, 0, 0, 0, 0, -1184403519743760, 0, 0, 0, 0, 0, 2987196878271900, 0, 0, 0, -2748845059511596, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 3595287156417224, 0, 4112921121771984, 0, 0, 0, 7535119909526192, 0, 0, 0, 0, 0, -3326065389153248, 0, -2638256308413600, 0, 0, 0, 0, 0, -4495727392304688, 0, 0, 0, 0, 0, -627568727780736, 0, 0, 0, 360878080290512, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -5654709206214048, 0, -2408936654124000, 0, 0, 0, 11646441305663184, 0, 0, 0, 0, 0, -7331614950891840, 0, -2611408853762904, 0, 0, 0, 0, 0, 6107965024704336, 0, 0, 0, 0, 0, 3281546559346272, 0, 0, 0, 6971424441369032, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -11380781363746100, 0, -2867108374952064, 0, 0, 0, -17688773047682368, 0, 0, 0, 0, 0, 3646813730200704, 0, 77802676833888, 0, 0, 0, 0, 0, 4313186625950880, 0, 0, 0, 0, 0, -216309041849376, 0, 0, 0, 3488469374645280, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 14841662030598816, 0, -14839322574718008, 0, 0, 0, -5816120054803880, 0, 0, 0, 0, 0, 17359382504649024, 0, 9308247436542240, 0, 0, 0, 0, 0, -6871486974714000, 0, 0, 0, 0, 0, -2974167532234080, 0, 0, 0, 6946598546722704, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -36671995870618232, 0, -2560416669398880, 0, 0, 0, 6647558881299840, 0, 0, 0, 0, 0, -29309600523276360, 0, 15932257398973920, 0, 0, 0, 0, 0, 3325954869297900, 0, 0, 0, 0, 0, 11186526030323280, 0, 0, 0, 17974592796358064, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -6223105655074592, 0, -1715322145666944, 0, 0, 0, -1124782183189880, 0, 0, 0, 0, 0, -20670558589018240, 0, 4163564314836720, 0, 0, 0, 0, 0, -24595534564397136, 0, 0, 0, 0, 0, -2837137798390056, 0, 0, 0, -8617239922505040, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 87678666122800320, 0, -39419568536202720, 0, 0, 0, 51436482473339520, 0, 0, 0, 0, 0, -7727253781075920, 0, 32718368503951536, 0, 0, 0, 0, 0, -8629209900176664, 0, 0, 0, 0, 0, 74937874719961008, 0, 0, 0, 24309041432671616, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -59221176088152000, 0, -10102502717813016, 0, 0, 0, -8506711185751156, 0, 0, 0, 0, 0, -39883260481142624, 0, 28925999011403928, 0, 0, 0, 0, 0, -24088730347064160, 0, 0, 0, 0, 0, 11073432652358496, 0, 0, 0, 61636615363947600, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -78071609396969752, 0, -62515557519149904, 0, 0, 0, -105245754711887312, 0, 0, 0, 0, 0, -4561067228519648, 0, 51882372836202816, 0, 0, 0, 0, 0, 8752107275104032, 0, 0, 0, 0, 0, -46237949099961360, 0, 0, 0, 232580063808203344, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -126366404436346688, 0, -113298876686437704, 0, 0, 0, 93479395892805400, 0, 0, 0, 0, 0, -64432268549095104, 0, 64293407556303840, 0, 0, 0, 0, 0, -5006601211770912, 0, 0, 0, 0, 0, 52864946828396640, 0, 0, 0, 4330097877758400, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -119432836969065452, 0, -199395545733846720, 0, 0, 0, 38192914159339904, 0, 0, 0, 0, 0, -67932572127463512, 0, 105574659406674000, 0, 0, 0, 0, 0, 42127097391851976, 0, 0, 0, 0, 0, 150107943218026080, 0, 0, 0, 92494005724204192, 0, 0, 0, 0, 0, 0, 0, 0, 0], 'weight': 12, 'weight_parity': 1}
• label 84.12.f.b does not appear in mf_hecke_nf
• mf_newspaces •

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

  
  {'Nk2': 12096, 'analytic_conductor': 64.54082716700546, 'char_conductor': 21, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 6, 'char_orbit_label': 'f', 'char_order': 2, 'char_parity': 1, 'char_values': [84, 2, [43, 29, 73], [2, 1, 1]], 'conrey_index': 41, 'cusp_dim': 170, 'dim': 30, 'eis_dim': 12, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 343798710356, 'hecke_orbit_dims': [2, 28], 'label': '84.12.f', 'level': 84, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 7], 'level_radical': 42, 'mf_dim': 182, 'mf_new_dim': 30, 'num_forms': 2, 'prim_orbit_index': 3, 'relative_dim': 30, 'sturm_bound': 192, 'trace_bound': 1, 'trace_display': [0, 0, 0, 9900], 'traces': [30, 0, 0, 0, 0, 0, 9900, 0, -86634, 0, 0, 0, 0, 0, -3434160, 0, 0, 0, 0, 0, 18627078, 0, 0, 0, 300220650, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -493621044, 0, 25354392, 0, 0, 0, 3705967392, 0, 0, 0, 0, 0, -2809339074, 0, 1424787216, 0, 0, 0, 0, 0, -14769423420, 0, 0, 0, 0, 0, 16343140860, 0, 0, 0, -17959454640, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 64478554440, 0, 145468933326, 0, 0, 0, 197440859760, 0, 0, 0, 0, 0, -91391893896, 0, -77050550988, 0, 0, 0, 0, 0, -81383696064, 0, 0, 0, 0, 0, 69022793280, 0, 0, 0, 456627838452, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -296261580918, 0, -404565339984, 0, 0, 0, -668052156840, 0, 0, 0, 0, 0, 168910747428, 0, 766150010640, 0, 0, 0, 0, 0, 1961090708064, 0, 0, 0, 0, 0, -2115528224136, 0, 0, 0, 2246233311192, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -2589076894944, 0, 864189452880, 0, 0, 0, -4576165154346, 0, 0, 0, 0, 0, -2254341104700, 0, -4308048588192, 0, 0, 0, 0, 0, -5455693306392, 0, 0, 0, 0, 0, 2792255547006, 0, 0, 0, -12566327600364, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 14066816980080, 0, -775208677248, 0, 0, 0, 16505432447184, 0, 0, 0, 0, 0, -9067320786924, 0, 18198684201936, 0, 0, 0, 0, 0, -14742006684750, 0, 0, 0, 0, 0, 19222822445904, 0, 0, 0, 11157097191360, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 5994437151696, 0, 28024033744128, 0, 0, 0, -27291262362768, 0, 0, 0, 0, 0, 28148485733784, 0, -4110093324288, 0, 0, 0, 0, 0, 55105990281936, 0, 0, 0, 0, 0, -67518364681104, 0, 0, 0, -35836308906324, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 43553404771218, 0, -117529690288944, 0, 0, 0, -59842231801440, 0, 0, 0, 0, 0, 56052108054528, 0, 63112516112880, 0, 0, 0, 0, 0, 51281160220740, 0, 0, 0, 0, 0, 83188634155200, 0, 0, 0, 210286857253536, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -235971348097776, 0, 147068646931836, 0, 0, 0, -22470004500612, 0, 0, 0, 0, 0, -339765660482268, 0, -175746987251280, 0, 0, 0, 0, 0, -208615653942696, 0, 0, 0, 0, 0, -63503314127232, 0, 0, 0, -449237798151582, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -140515790864124, 0, 152474805595200, 0, 0, 0, 580565621612064, 0, 0, 0, 0, 0, 138912852350160, 0, -65137743177984, 0, 0, 0, 0, 0, -216222009198336, 0, 0, 0, 0, 0, 246876908630280, 0, 0, 0, 171181099150992, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 507615063710880, 0, -41402778603108, 0, 0, 0, -392706193248756, 0, 0, 0, 0, 0, 678076381065000, 0, 206637713466912, 0, 0, 0, 0, 0, 853372882020960, 0, 0, 0, 0, 0, -137189150422218, 0, 0, 0, 1002996271249200, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -395227952349108, 0, -1023575850979920, 0, 0, 0, 53958456845016, 0, 0, 0, 0, 0, -920947148079456, 0, 568559070720360, 0, 0, 0, 0, 0, 530458629383808, 0, 0, 0, 0, 0, -303603722149392, 0, 0, 0, -258792756226056, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -835951652702544, 0, -1441660658580480, 0, 0, 0, -1706931096631920, 0, 0, 0, 0, 0, 2428896173421360, 0, 475939915428276, 0, 0, 0, 0, 0, -1184403519743760, 0, 0, 0, 0, 0, 1159499905615650, 0, 0, 0, -843225543683742, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 3912289124535132, 0, 2909660551543896, 0, 0, 0, 3143034337892352, 0, 0, 0, 0, 0, -3317251986068976, 0, -2638256308413600, 0, 0, 0, 0, 0, -4495727392304688, 0, 0, 0, 0, 0, -619158603805524, 0, 0, 0, -2979890189648400, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -5654709206214048, 0, -2408936654124000, 0, 0, 0, 3292846196946552, 0, 0, 0, 0, 0, -7331614950891840, 0, 4626838033877292, 0, 0, 0, 0, 0, 631022210045424, 0, 0, 0, 0, 0, 3281546559346272, 0, 0, 0, 13711658441403492, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -6612409781714850, 0, -2867108374952064, 0, 0, 0, -10283624231688120, 0, 0, 0, 0, 0, 3710547973048416, 0, 77802676833888, 0, 0, 0, 0, 0, 4313186625950880, 0, 0, 0, 0, 0, -193957239748248, 0, 0, 0, 3488469374645280, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 14841662030598816, 0, -5210235464249124, 0, 0, 0, 8309217150498420, 0, 0, 0, 0, 0, 6136464201066672, 0, 9308247436542240, 0, 0, 0, 0, 0, 7411257865365336, 0, 0, 0, 0, 0, -2974167532234080, 0, 0, 0, 6946598546722704, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -17597798228507676, 0, -14211669775141656, 0, 0, 0, 6647558881299840, 0, 0, 0, 0, 0, -9417334913880828, 0, 7012057580507712, 0, 0, 0, 0, 0, -7792166263813146, 0, 0, 0, 0, 0, 11186526030323280, 0, 0, 0, 14530948148127696, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -30391044070552488, 0, -1715322145666944, 0, 0, 0, -22033575428321724, 0, 0, 0, 0, 0, -20595649284915384, 0, 4163564314836720, 0, 0, 0, 0, 0, -24595534564397136, 0, 0, 0, 0, 0, 26468513818456764, 0, 0, 0, -8617239922505040, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 21219331209423648, 0, -39419568536202720, 0, 0, 0, 51436482473339520, 0, 0, 0, 0, 0, -7727253781075920, 0, 32718368503951536, 0, 0, 0, 0, 0, -1000643453500044, 0, 0, 0, 0, 0, 32809778011962360, 0, 0, 0, 20527492670478024, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -59221176088152000, 0, -39651418291010940, 0, 0, 0, 15894308345660502, 0, 0, 0, 0, 0, -39806796953418876, 0, 13117207029312564, 0, 0, 0, 0, 0, -24088730347064160, 0, 0, 0, 0, 0, 11073432652358496, 0, 0, 0, 61636615363947600, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -51746423592854028, 0, -62515557519149904, 0, 0, 0, -41675796841398720, 0, 0, 0, 0, 0, -4455231463636368, 0, 51882372836202816, 0, 0, 0, 0, 0, 8752107275104032, 0, 0, 0, 0, 0, 11759255661753984, 0, 0, 0, 159309751103693184, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -51487295514634632, 0, -74500957478954556, 0, 0, 0, 17022391009992900, 0, 0, 0, 0, 0, -64934651179075056, 0, 64293407556303840, 0, 0, 0, 0, 0, 35769109063373952, 0, 0, 0, 0, 0, 52864946828396640, 0, 0, 0, 161408916523825152, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -147148793647223046, 0, -199395545733846720, 0, 0, 0, 84861979636792824, 0, 0, 0, 0, 0, -105212517996895332, 0, 215484793391049000, 0, 0, 0, 0, 0, -56902443607466172, 0, 0, 0, 0, 0, 150107943218026080, 0, 0, 0, 187740413515602264, 0, 0, 0, 0, 0, 0, 0, 0, 0], 'weight': 12, 'weight_parity': 1}
• mf_twists_nf •

  Column	Type
  conductor	integer
  degree	integer
  multiplicity	smallint
  order	integer
  parity	smallint
  self_twist_disc	integer
  source_char_orbit	smallint
  source_dim	integer
  source_hecke_orbit	integer
  source_is_minimal	boolean
  source_label	text
  source_level	integer
  target_char_orbit	smallint
  target_dim	integer
  target_hecke_orbit	integer
  target_is_minimal	boolean
  target_label	text
  target_level	integer
  twist_class_label	text
  twist_class_level	integer
  twisting_char_label	text
  twisting_char_orbit	smallint
  weight	smallint

  
  
  • id: 75191
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 6, 'source_dim': 28, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '84.12.f.b', 'source_level': 84, 'target_char_orbit': 6, 'target_dim': 28, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '84.12.f.b', 'target_level': 84, 'twist_class_label': '84.12.f.b', 'twist_class_level': 84, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 12}
  • id: 75192
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 6, 'source_dim': 28, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '84.12.f.b', 'source_level': 84, 'target_char_orbit': 6, 'target_dim': 28, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '84.12.f.b', 'target_level': 84, 'twist_class_label': '84.12.f.b', 'twist_class_level': 84, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 12}
  • id: 75193
    {'conductor': 7, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 6, 'source_dim': 28, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '84.12.f.b', 'source_level': 84, 'target_char_orbit': 6, 'target_dim': 28, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '84.12.f.b', 'target_level': 84, 'twist_class_label': '84.12.f.b', 'twist_class_level': 84, 'twisting_char_label': '7.b', 'twisting_char_orbit': 2, 'weight': 12}
  • id: 75194
    {'conductor': 21, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 6, 'source_dim': 28, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '84.12.f.b', 'source_level': 84, 'target_char_orbit': 6, 'target_dim': 28, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '84.12.f.b', 'target_level': 84, 'twist_class_label': '84.12.f.b', 'twist_class_level': 84, 'twisting_char_label': '21.c', 'twisting_char_orbit': 3, 'weight': 12}
• hecke_orbit_code 4503943426080852 does not appear in mf_hecke_charpolys
• mf_newform_portraits •

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

  
  {'char_orbit_index': 6, 'hecke_orbit': 2, 'label': '84.12.f.b', 'level': 84, 'portrait': 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', 'weight': 12}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 87666000
    {'hecke_orbit_code': 4503943426080852, 'n': 1, 'trace_an': 28}
  • id: 87666001
    {'hecke_orbit_code': 4503943426080852, 'n': 2, 'trace_an': 0}
  • id: 87666002
    {'hecke_orbit_code': 4503943426080852, 'n': 3, 'trace_an': 0}
  • id: 87666003
    {'hecke_orbit_code': 4503943426080852, 'n': 4, 'trace_an': 0}
  • id: 87666004
    {'hecke_orbit_code': 4503943426080852, 'n': 5, 'trace_an': 0}
  • id: 87666005
    {'hecke_orbit_code': 4503943426080852, 'n': 6, 'trace_an': 0}
  • id: 87666006
    {'hecke_orbit_code': 4503943426080852, 'n': 7, 'trace_an': 9632}
  • id: 87666007
    {'hecke_orbit_code': 4503943426080852, 'n': 8, 'trace_an': 0}
  • id: 87666008
    {'hecke_orbit_code': 4503943426080852, 'n': 9, 'trace_an': 267660}
  • id: 87666009
    {'hecke_orbit_code': 4503943426080852, 'n': 10, 'trace_an': 0}
  • id: 87666010
    {'hecke_orbit_code': 4503943426080852, 'n': 11, 'trace_an': 0}
  • id: 87666011
    {'hecke_orbit_code': 4503943426080852, 'n': 12, 'trace_an': 0}
  • id: 87666012
    {'hecke_orbit_code': 4503943426080852, 'n': 13, 'trace_an': 0}
  • id: 87666013
    {'hecke_orbit_code': 4503943426080852, 'n': 14, 'trace_an': 0}
  • id: 87666014
    {'hecke_orbit_code': 4503943426080852, 'n': 15, 'trace_an': -3434160}
  • id: 87666015
    {'hecke_orbit_code': 4503943426080852, 'n': 16, 'trace_an': 0}
  • id: 87666016
    {'hecke_orbit_code': 4503943426080852, 'n': 17, 'trace_an': 0}
  • id: 87666017
    {'hecke_orbit_code': 4503943426080852, 'n': 18, 'trace_an': 0}
  • id: 87666018
    {'hecke_orbit_code': 4503943426080852, 'n': 19, 'trace_an': 0}
  • id: 87666019
    {'hecke_orbit_code': 4503943426080852, 'n': 20, 'trace_an': 0}
  • id: 87666020
    {'hecke_orbit_code': 4503943426080852, 'n': 21, 'trace_an': -18804156}
  • id: 87666021
    {'hecke_orbit_code': 4503943426080852, 'n': 22, 'trace_an': 0}
  • id: 87666022
    {'hecke_orbit_code': 4503943426080852, 'n': 23, 'trace_an': 0}
  • id: 87666023
    {'hecke_orbit_code': 4503943426080852, 'n': 24, 'trace_an': 0}
  • id: 87666024
    {'hecke_orbit_code': 4503943426080852, 'n': 25, 'trace_an': 397876900}
  • id: 87666025
    {'hecke_orbit_code': 4503943426080852, 'n': 26, 'trace_an': 0}
  • id: 87666026
    {'hecke_orbit_code': 4503943426080852, 'n': 27, 'trace_an': 0}
  • id: 87666027
    {'hecke_orbit_code': 4503943426080852, 'n': 28, 'trace_an': 0}
  • id: 87666028
    {'hecke_orbit_code': 4503943426080852, 'n': 29, 'trace_an': 0}
  • id: 87666029
    {'hecke_orbit_code': 4503943426080852, 'n': 30, 'trace_an': 0}
  • id: 87666030
    {'hecke_orbit_code': 4503943426080852, 'n': 31, 'trace_an': 0}
  • id: 87666031
    {'hecke_orbit_code': 4503943426080852, 'n': 32, 'trace_an': 0}
  • id: 87666032
    {'hecke_orbit_code': 4503943426080852, 'n': 33, 'trace_an': 0}
  • id: 87666033
    {'hecke_orbit_code': 4503943426080852, 'n': 34, 'trace_an': 0}
  • id: 87666034
    {'hecke_orbit_code': 4503943426080852, 'n': 35, 'trace_an': 0}
  • id: 87666035
    {'hecke_orbit_code': 4503943426080852, 'n': 36, 'trace_an': 0}
  • id: 87666036
    {'hecke_orbit_code': 4503943426080852, 'n': 37, 'trace_an': -2059460504}
  • id: 87666037
    {'hecke_orbit_code': 4503943426080852, 'n': 38, 'trace_an': 0}
  • id: 87666038
    {'hecke_orbit_code': 4503943426080852, 'n': 39, 'trace_an': 2276313936}
  • id: 87666039
    {'hecke_orbit_code': 4503943426080852, 'n': 40, 'trace_an': 0}
  • id: 87666040
    {'hecke_orbit_code': 4503943426080852, 'n': 41, 'trace_an': 0}
  • id: 87666041
    {'hecke_orbit_code': 4503943426080852, 'n': 42, 'trace_an': 0}
  • id: 87666042
    {'hecke_orbit_code': 4503943426080852, 'n': 43, 'trace_an': 607100560}
  • id: 87666043
    {'hecke_orbit_code': 4503943426080852, 'n': 44, 'trace_an': 0}
  • id: 87666044
    {'hecke_orbit_code': 4503943426080852, 'n': 45, 'trace_an': 0}
  • id: 87666045
    {'hecke_orbit_code': 4503943426080852, 'n': 46, 'trace_an': 0}
  • id: 87666046
    {'hecke_orbit_code': 4503943426080852, 'n': 47, 'trace_an': 0}
  • id: 87666047
    {'hecke_orbit_code': 4503943426080852, 'n': 48, 'trace_an': 0}
  • id: 87666048
    {'hecke_orbit_code': 4503943426080852, 'n': 49, 'trace_an': 1145242588}
  • id: 87666049
    {'hecke_orbit_code': 4503943426080852, 'n': 50, 'trace_an': 0}
  • id: 87666050
    {'hecke_orbit_code': 4503943426080852, 'n': 51, 'trace_an': 1424787216}
  • id: 87666051
    {'hecke_orbit_code': 4503943426080852, 'n': 52, 'trace_an': 0}
  • id: 87666052
    {'hecke_orbit_code': 4503943426080852, 'n': 53, 'trace_an': 0}
  • id: 87666053
    {'hecke_orbit_code': 4503943426080852, 'n': 54, 'trace_an': 0}
  • id: 87666054
    {'hecke_orbit_code': 4503943426080852, 'n': 55, 'trace_an': 0}
  • id: 87666055
    {'hecke_orbit_code': 4503943426080852, 'n': 56, 'trace_an': 0}
  • id: 87666056
    {'hecke_orbit_code': 4503943426080852, 'n': 57, 'trace_an': -32512522344}
  • id: 87666057
    {'hecke_orbit_code': 4503943426080852, 'n': 58, 'trace_an': 0}
  • id: 87666058
    {'hecke_orbit_code': 4503943426080852, 'n': 59, 'trace_an': 0}
  • id: 87666059
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