Newform data - 48.28.a.g

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• 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': 37632, 'analytic_conductor': 221.69067592226438, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [3, -1]], 'atkin_lehner_string': '--', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': False, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [48, 1, [31, 37, 17], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 2, 'field_disc': 13546577521, 'field_disc_factorization': [[113, 1], [3779, 1], [31723, 1]], 'field_poly': [-3386644380, -1, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': 1, 'has_non_self_twist': 0, 'hecke_cutters': [[5, [-17817155436651169500, -291441036, 1]]], 'hecke_orbit': 7, 'hecke_orbit_code': 27021598233985072, 'hecke_ring_generator_nbound': 7, 'hecke_ring_index': 10368, 'hecke_ring_index_factorization': [[2, 7], [3, 4]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '48.28.a.g', 'level': 48, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'minimal_twist': '6.28.a.d', 'prim_orbit_index': 1, 'qexp_display': 'q+3^{13}q^{3}+(145720518-7\\beta )q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '27.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '48.28.a', 'trace_display': [0, 3188646, 291441036, -121646295328], 'trace_hash': 787724251420783567, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.036', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.980', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.175', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.957', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.750', 'prec': 17}, {'__RealLiteral__': 0, 'data': '71.342', 'prec': 20}], 'trace_zratio': 0, 'traces': [2, 0, 3188646, 0, 291441036, 0, -121646295328, 0, 5083731656658, 0, 231807361766376, 0, -1155759271611764, 0, 464651146838628, 0, -46125175777027452, 0, 268519854753239000, 0, -193943486506222944, 0, -1299561926005929936, 0, 20818087556919436046, 0, 8105110306037952534, 0, 60178362995785587900, 0, -203575085639304966544, 0, 369575808433453883448, 0, -2132849735738606710464, 0, 3022337597514982851388, 0, -1842653589193882415772, 0, -10870375798082518905516, 0, 1299568293415606314344, 0, 740804010381201908844, 0, 99372996476917699213632, 0, 1370785920275118717906, 0, -73538428620357738354996, 0, -35770850049954566775924, 0, -433229958906724722129552, 0, 428107380389748262197000, 0, -299672958231389705557080, 0, 2165599091776519863171724, 0, -309208561237060882746912, 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• mf_hecke_nf •

  Column	Type
  an	jsonb
  ap	jsonb
  char_orbit_index	smallint
  field_poly	numeric[]
  hecke_orbit_code	bigint
  hecke_ring_character_values	jsonb
  hecke_ring_cyclotomic_generator	integer
  hecke_ring_denominators	numeric[]
  hecke_ring_inverse_denominators	numeric[]
  hecke_ring_inverse_numerators	numeric[]
  hecke_ring_numerators	numeric[]
  hecke_ring_power_basis	boolean
  hecke_ring_rank	integer
  label	text
  level	integer
  maxp	integer
  weight	smallint

  
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7039245662364382009362180215303162525], [16377889558602358447877672538333932192487810014, 28974907725129794253864182126882009040], [-21714764051888455222544130185334852350212599504, 92780722259769472777505752330823744660], [48324143063924039902168054218317605114486810980, 83693720459144443738467715799066398170], [22795049596532858993760498015719261005729062938, -45864273004614238435691808764243977560], [-32423453413208061595296819738960112632718655826, 62517038155389446484583619366335999915], [-73437095900162884738617902262161596982380952628, -87092892147053440344473071995564403910], [-10954743038571957177276999479577152618708914710, 82499982476180954269207937153606620980], [77943277213396783311732655068363895535931750628, -6843217411507716904623260629493667690], [-67899331188165717520088255306412535495715343240, 164149788072583674793214497314640716830]], 'char_orbit_index': 1, 'field_poly': [-3386644380, -1, 1], 'hecke_orbit_code': 27021598233985072, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1], 'hecke_ring_inverse_denominators': [1, 10368], 'hecke_ring_inverse_numerators': [[1, 0], [5184, 1]], 'hecke_ring_numerators': [[1, 0], [-5184, 10368]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 2, 'label': '48.28.a.g', 'level': 48, 'maxp': 2999, 'weight': 28}
• mf_newspaces •

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

  
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-174138766155541378319432621357173413288648, 0, 11610426017899040961379053508193181511314, 0, 19161678276556383199146555882342635817048, 0, 45832109848368741737452692336003879336300, 0, -38878851348915560016466470354448879530240, 0, -19681087551430668309067850088804322003936, 0, 103502931983010764267101145538158419260856, 0, -50437458117171589617699628556592074294172, 0, 20031887143876754976497646579585919358944, 0, 45579009331254885917067798100853008372490, 0, 21268932319095500459492321743709684199414, 0], 'weight': 28, '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: 39704
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 7, 'source_is_minimal': False, 'source_label': '48.28.a.g', 'source_level': 48, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 4, 'target_is_minimal': True, 'target_label': '6.28.a.d', 'target_level': 6, 'twist_class_label': '6.28.a.d', 'twist_class_level': 6, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 28}
  • id: 39705
    {'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 7, 'source_is_minimal': False, 'source_label': '48.28.a.g', 'source_level': 48, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '18.28.a.g', 'target_level': 18, 'twist_class_label': '6.28.a.d', 'twist_class_level': 6, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 28}
  • id: 39706
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 7, 'source_is_minimal': False, 'source_label': '48.28.a.g', 'source_level': 48, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '48.28.a.g', 'target_level': 48, 'twist_class_label': '6.28.a.d', 'twist_class_level': 6, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 28}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 163300
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 27021598233985072, 'p': 2}
  • id: 163301
    {'charpoly_factorization': [[[-1594323, 1], 2]], 'hecke_orbit_code': 27021598233985072, 'p': 3}
  • id: 163302
    {'charpoly_factorization': [[[-17817155436651169500, -291441036, 1], 1]], 'hecke_orbit_code': 27021598233985072, 'p': 5}
  • id: 163303
    {'charpoly_factorization': [[[-58998844740158342184704, 121646295328, 1], 1]], 'hecke_orbit_code': 27021598233985072, 'p': 7}
  • id: 163304
    {'charpoly_factorization': [[[10377089024816626613538508944, -231807361766376, 1], 1]], 'hecke_orbit_code': 27021598233985072, 'p': 11}
  • id: 163305
    {'charpoly_factorization': [[[-1165332698154785107984999776476, 1155759271611764, 1], 1]], 'hecke_orbit_code': 27021598233985072, 'p': 13}
  • id: 163306
    {'charpoly_factorization': [[[-2060140471806570294786515374275324, 46125175777027452, 1], 1]], 'hecke_orbit_code': 27021598233985072, 'p': 17}
  • id: 163307
    {'charpoly_factorization': [[[-17827526567926531116233770143743600, -268519854753239000, 1], 1]], 'hecke_orbit_code': 27021598233985072, 'p': 19}
  • id: 163308
    {'charpoly_factorization': [[[-4113830751230884612403592162657533376, 1299561926005929936, 1], 1]], 'hecke_orbit_code': 27021598233985072, 'p': 23}
  • id: 163309
    {'charpoly_factorization': [[[-284699433182084426632979802151744415100, -60178362995785587900, 1], 1]], 'hecke_orbit_code': 27021598233985072, 'p': 29}
  • id: 163310
    {'charpoly_factorization': [[[9236721697979533359431473675793801579584, 203575085639304966544, 1], 1]], 'hecke_orbit_code': 27021598233985072, 'p': 31}
  • id: 163311
    {'charpoly_factorization': [[[1449824433385912748983269545850075864604036, -3022337597514982851388, 1], 1]], 'hecke_orbit_code': 27021598233985072, 'p': 37}
  • id: 163312
    {'charpoly_factorization': [[[8011191990920531735207011722285214773160164, 10870375798082518905516, 1], 1]], 'hecke_orbit_code': 27021598233985072, 'p': 41}
  • id: 163313
    {'charpoly_factorization': [[[-56201408512413274079888308404219816544924016, -1299568293415606314344, 1], 1]], 'hecke_orbit_code': 27021598233985072, 'p': 43}
  • id: 163314
    {'charpoly_factorization': [[[1915679259182223162321701855835884515148768256, -99372996476917699213632, 1], 1]], 'hecke_orbit_code': 27021598233985072, 'p': 47}
  • id: 163315
    {'charpoly_factorization': [[[-58821819763082285017550577646940652934189800156, 35770850049954566775924, 1], 1]], 'hecke_orbit_code': 27021598233985072, 'p': 53}
  • id: 163316
    {'charpoly_factorization': [[[-25084370671983713701203110444966467388393228400, 299672958231389705557080, 1], 1]], 'hecke_orbit_code': 27021598233985072, 'p': 59}
  • id: 163317
    {'charpoly_factorization': [[[199761510281025072705881503281575722751347748644, -2165599091776519863171724, 1], 1]], 'hecke_orbit_code': 27021598233985072, 'p': 61}
  • id: 163318
    {'charpoly_factorization': [[[43459147242058657193306228030400848483735067484816, 13568283837486181949525608, 1], 1]], 'hecke_orbit_code': 27021598233985072, 'p': 67}
  • id: 163319
    {'charpoly_factorization': [[[-122698336540986771212834357493076994088398577226176, -4319907418871433623040336, 1], 1]], 'hecke_orbit_code': 27021598233985072, 'p': 71}
  • id: 163320
    {'charpoly_factorization': [[[91212667283443573390896131367701532075625373173924, 20032895180752990538485964, 1], 1]], 'hecke_orbit_code': 27021598233985072, 'p': 73}
  • id: 163321
    {'charpoly_factorization': [[[-1007309897526100187420306913939420480223773288113600, 5633936436869082596599600, 1], 1]], 'hecke_orbit_code': 27021598233985072, 'p': 79}
  • id: 163322
    {'charpoly_factorization': [[[-295844223608161911083313195262024811977183516266096, -46762236922353070723154904, 1], 1]], 'hecke_orbit_code': 27021598233985072, 'p': 83}
  • id: 163323
    {'charpoly_factorization': [[[-81494137749912172065987177145063161188736997661583900, 191930414076503127699406380, 1], 1]], 'hecke_orbit_code': 27021598233985072, 'p': 89}
  • id: 163324
    {'charpoly_factorization': [[[69156240070879297836139771872209401843063125334321156, -544725669490755670759486468, 1], 1]], 'hecke_orbit_code': 27021598233985072, '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': 7, 'label': '48.28.a.g', 'level': 48, 'portrait': 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', 'weight': 28}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 47054275
    {'hecke_orbit_code': 27021598233985072, 'n': 1, 'trace_an': 2}
  • id: 47054276
    {'hecke_orbit_code': 27021598233985072, 'n': 2, 'trace_an': 0}
  • id: 47054277
    {'hecke_orbit_code': 27021598233985072, 'n': 3, 'trace_an': 3188646}
  • id: 47054278
    {'hecke_orbit_code': 27021598233985072, 'n': 4, 'trace_an': 0}
  • id: 47054279
    {'hecke_orbit_code': 27021598233985072, 'n': 5, 'trace_an': 291441036}
  • id: 47054280
    {'hecke_orbit_code': 27021598233985072, 'n': 6, 'trace_an': 0}
  • id: 47054281
    {'hecke_orbit_code': 27021598233985072, 'n': 7, 'trace_an': -121646295328}
  • id: 47054282
    {'hecke_orbit_code': 27021598233985072, 'n': 8, 'trace_an': 0}
  • id: 47054283
    {'hecke_orbit_code': 27021598233985072, 'n': 9, 'trace_an': 5083731656658}
  • id: 47054284
    {'hecke_orbit_code': 27021598233985072, 'n': 10, 'trace_an': 0}
  • id: 47054285
    {'hecke_orbit_code': 27021598233985072, 'n': 11, 'trace_an': 231807361766376}
  • id: 47054286
    {'hecke_orbit_code': 27021598233985072, 'n': 12, 'trace_an': 0}
  • id: 47054287
    {'hecke_orbit_code': 27021598233985072, 'n': 13, 'trace_an': -1155759271611764}
  • id: 47054288
    {'hecke_orbit_code': 27021598233985072, 'n': 14, 'trace_an': 0}
  • id: 47054289
    {'hecke_orbit_code': 27021598233985072, 'n': 15, 'trace_an': 464651146838628}
  • id: 47054290
    {'hecke_orbit_code': 27021598233985072, 'n': 16, 'trace_an': 0}
  • id: 47054291
    {'hecke_orbit_code': 27021598233985072, 'n': 17, 'trace_an': -46125175777027452}
  • id: 47054292
    {'hecke_orbit_code': 27021598233985072, 'n': 18, 'trace_an': 0}
  • id: 47054293
    {'hecke_orbit_code': 27021598233985072, 'n': 19, 'trace_an': 268519854753239000}
  • id: 47054294
    {'hecke_orbit_code': 27021598233985072, 'n': 20, 'trace_an': 0}
  • id: 47054295
    {'hecke_orbit_code': 27021598233985072, 'n': 21, 'trace_an': -193943486506222944}
  • id: 47054296
    {'hecke_orbit_code': 27021598233985072, 'n': 22, 'trace_an': 0}
  • id: 47054297
    {'hecke_orbit_code': 27021598233985072, 'n': 23, 'trace_an': -1299561926005929936}
  • id: 47054298
    {'hecke_orbit_code': 27021598233985072, 'n': 24, 'trace_an': 0}
  • id: 47054299
    {'hecke_orbit_code': 27021598233985072, 'n': 25, 'trace_an': 20818087556919436046}
  • id: 47054300
    {'hecke_orbit_code': 27021598233985072, 'n': 26, 'trace_an': 0}
  • id: 47054301
    {'hecke_orbit_code': 27021598233985072, 'n': 27, 'trace_an': 8105110306037952534}
  • id: 47054302
    {'hecke_orbit_code': 27021598233985072, 'n': 28, 'trace_an': 0}
  • id: 47054303
    {'hecke_orbit_code': 27021598233985072, 'n': 29, 'trace_an': 60178362995785587900}
  • id: 47054304
    {'hecke_orbit_code': 27021598233985072, 'n': 30, 'trace_an': 0}
  • id: 47054305
    {'hecke_orbit_code': 27021598233985072, 'n': 31, 'trace_an': -203575085639304966544}
  • id: 47054306
    {'hecke_orbit_code': 27021598233985072, 'n': 32, 'trace_an': 0}
  • id: 47054307
    {'hecke_orbit_code': 27021598233985072, 'n': 33, 'trace_an': 369575808433453883448}
  • id: 47054308
    {'hecke_orbit_code': 27021598233985072, 'n': 34, 'trace_an': 0}
  • id: 47054309
    {'hecke_orbit_code': 27021598233985072, 'n': 35, 'trace_an': -2132849735738606710464}
  • id: 47054310
    {'hecke_orbit_code': 27021598233985072, 'n': 36, 'trace_an': 0}
  • id: 47054311
    {'hecke_orbit_code': 27021598233985072, 'n': 37, 'trace_an': 3022337597514982851388}
  • id: 47054312
    {'hecke_orbit_code': 27021598233985072, 'n': 38, 'trace_an': 0}
  • id: 47054313
    {'hecke_orbit_code': 27021598233985072, 'n': 39, 'trace_an': -1842653589193882415772}
  • id: 47054314
    {'hecke_orbit_code': 27021598233985072, 'n': 40, 'trace_an': 0}
  • id: 47054315
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