Newform data - 10.18.a.a

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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': 3240, 'analytic_conductor': 18.322208734455966, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [5, -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': [10, 1, [7], [1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 1, 'field_disc': 1, 'field_disc_factorization': [], 'field_poly': [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': 0, 'hecke_cutters': [[3, [14976, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 301989898, 'hecke_ring_generator_nbound': 1, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], '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': '10.18.a.a', 'level': 10, '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': True, 'level_primes': [2, 5], 'level_radical': 10, 'minimal_twist': '10.18.a.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+2^{8}q^{2}-14976q^{3}+2^{16}q^{4}+5^{8}q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '17.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '10.18.a', 'trace_display': [256, -14976, 390625, 14808668], 'trace_hash': 688678981129330294, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.004', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.053', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '5.225', 'prec': 17}], 'trace_zratio': 0, 'traces': [1, 256, -14976, 65536, 390625, -3833856, 14808668, 16777216, 95140413, 100000000, -1085034588, -981467136, -4595303746, 3791019008, -5850000000, 4294967296, -16104698622, 24355945728, 48093117860, 25600000000, -221774611968, -277768854528, -571023069276, -251255586816, 152587890625, -1176397758976, 509180256000, 970500866048, -1726424788290, -1497600000000, -5623721940808, 1099511627776, 16249477989888, -4122802847232, 5784635937500, 6235122106368, -10013128639162, 12311838172160, 68819268900096, 6553600000000, -37505113176198, -56774300663808, 136226190448184, -71108826759168, 37164223828125, -146181905734656, -37681319902812, -64321430224896, -13333866052983, 39062500000000, 241183966563072, -301157826297856, -22543738268346, 130350145536000, -423841635937500, 248448221708288, -720242533071360, -441964745802240, 221363585667420, -383385600000000, 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307940924090896748426992, -810864351305971508822784, 1946972697224664382311168, -182723914768177145970688, -263431516767883300781250, -2575787765034949307301888, -2427418341013756793449972, -1141695043903134365646848, -909673246042155631782747, -975121573795264600000000, -2193881741591178427202448, 271118528241290862133248, -1252415348486944707701026, -2503620754826110488005632, 78003116409950550000000, -627846504397302373810176, -6689672645024079084041184, -913472501041976189382144, -1147144066855459115726140, -256336093162547200000000, 3309733210251349493314560, -85463740286676690720768, -4709134928364850757988156, 1412991556327728457187328, -1864651094966663378906250, -3095796654879434301876736, 2847562718850054148602672, 1145186224320409615466496, 2299255496836346225769984, -228515625000000000000000, 1639945479204888809516072, -161840036652691438436352, 6771192450526312844226048, 2030962251984971247191040, 396585086349319043750000, 494159879422542348288000, 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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

  
  {'an': [[1], [256], [-14976], [65536], [390625], [-3833856], [14808668], [16777216], [95140413], [100000000], [-1085034588], [-981467136], [-4595303746], [3791019008], [-5850000000], [4294967296], [-16104698622], [24355945728], [48093117860], [25600000000], [-221774611968], [-277768854528], [-571023069276], [-251255586816], [152587890625], [-1176397758976], [509180256000], [970500866048], [-1726424788290], [-1497600000000], [-5623721940808], [1099511627776], [16249477989888], [-4122802847232], [5784635937500], [6235122106368], [-10013128639162], [12311838172160], [68819268900096], [6553600000000], [-37505113176198], [-56774300663808], [136226190448184], [-71108826759168], [37164223828125], [-146181905734656], [-37681319902812], [-64321430224896], [-13333866052983], [39062500000000], [241183966563072], [-301157826297856], [-22543738268346], [130350145536000], [-423841635937500], [248448221708288], [-720242533071360], [-441964745802240], [221363585667420], [-383385600000000], [-276238009706818], [-1439672816846848], [1408902789499884], [281474976710656], [-1795040525781250], [4159866365411328], [6165400365120968], [-1055437528891392], [8551641485477376], [1480866800000000], [-129445634389248], [1596191259230208], [-9751215737952646], [-2563360931625472], [-2285156250000000], [3151830572072960], [-16067916982208784], [17617732838424576], [-25538259579681280], [1677721600000000], [-19911931956563319], [-9601308973106688], [29930106765986544], [-14534220969934848], [-6290897899218750], [34873904754735104], [25854937629431040], [-18203859650347008], [-24258364335352710], [9514041300000000], [-68050327533670328], [-37422567868071936], [84220859785540608], [-9646417895119872], [18786374164062500], [-16466286137573376], [123350176379809778], [-3413469709563648], [-103230638821604844], [10000000000000000]], 'ap': [[256], [-14976], [390625], [14808668], [-1085034588], [-4595303746], [-16104698622], [48093117860], [-571023069276], [-1726424788290], [-5623721940808], [-10013128639162], [-37505113176198], [136226190448184], [-37681319902812], [-22543738268346], [221363585667420], [-276238009706818], [6165400365120968], [-129445634389248], [-9751215737952646], [-25538259579681280], [29930106765986544], [-24258364335352710], [123350176379809778], [197889756439108422], [20794640280334244], [155264166691855488], [-174005582251128370], [67959746905088274], [-432908971175561452], [-330164766501211668], [-1770401932323885942], [1495476546208606700], [-4773506803114658250], [1015257821054256752], [2038538183815126718], [-5843860254303452656], [11013932890375647468], [-8936372893562822706], [7631235190765250100], [-2788145672121843658], [-38534464190136065208], [30277406640485060594], [-52995447631018646442], [42577572321427063880], [5719072932866561372], [95684278221690972764], [-21616470065680527192], [-38400024929512712410], [-129996530033870616966], [-137008850720398763520], [-130006189718527269118], [-452136248031938624748], [-408755069604850217502], [97763615501087551764], [-64407450074805506610], [-238017011708304565288], [575762873474525287478], [502358086722393633162], [-131863426089767694136], [398158154950486579494], [-194368449079194248392], [1017682363023129233952], [2328331030054964942234], [-1477165555373481881682], [-1132177747413772531948], [1926673588265438854898], [-4656160450069665230352], [1191633439303094386910], [522179432733434263554], [5079495436179922860840], [-9779768573539494093772], [-12092955683122790241706], [8559568834328700870860], [1653831315078081364284], [-9809678083924223000250], [5463130716251757687998], [1237735583374078270482], [22197670188978334871690], [9913885789238820099780], [-22875734166719190480058], [-13779856217063094352488], [34402787847214830796034], [-16498382532566057310280], [-46710636127551004681896], [1012113503695665487890], [-3226791919890806701942], [37927407075735145736622], [15403029161729133677804], [-36834443723967564415032], [-62016174699024058750320], [-9000396123715722332212], [-26446816246593756380988], [-19938682424897384676220], [-20670640044311691681516], [91633685370220842460350], [-76070028432285148624758], [95331150399503734000184], [75506611420879110526142], [223191987985439771328968], [163716719598635907964878], [-158800515579096954591216], [-3664905375794079986070], [-116823817195273709628508], [152164678697969442656258], [337707309375793848005328], [-167609368372714070148846], [-198640397358560810878680], [-57782738274905496138358], [-563222610740148364169452], [782481552185374487729174], [152049718570809743612538], [411397529120988493571420], [-1066121540029389259370608], [1066763602100500576472082], [-98405458749191448890416], [9332769507174792420588], [-857641550105008968533346], [1053192356520125928981780], [-1101708913352742175723498], [-1425715554444523317543406], [-515612556044375719858602], [-1881053758010776313837736], [-816767099954285990836468], [571078672431036293622942], [298368528937637577506150], [644700040853863618257120], [-2427418341013756793449972], [-1252415348486944707701026], [-1147144066855459115726140], [-4709134928364850757988156], [1639945479204888809516072], [-613170243528244233427402], [1327601054472973876944762], [6318293594533316486661410], [1945842317722617579663894], [-2094959299230595441166392], [-5410218584147956425459282], [-7698523796523405758481750], [-3001294313235699087608188], [-10957104968240297263844778], [2998816826042785777324964], [-1443957752458629552322512], [5537685002698971008473790], [-9127553870991375239170920], [-1078212494262756803331226], [-5207793833096356356118662], [4229810076500805031381340], [4422949289123448550479084], [4800286958069404494273518], [9960181497627816252283362], [9803503999805091140540144], [5979925918532832388095948], [12056908080682391561776688], [-4954708598949773109304728], [-16223468012641177208207800], [22279802252219983374124530], [-28624966489240247464916902], [-31721516796778023226437138], [17621919536104831638575928], [-14314254501328874550802566], [30800418483083348243664188], [-776760425690820669352908], [-8756527450371538846279422], [18233089042255374317785284], [48382697690253432676289432], [40922442773737955627838998]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 301989898, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '10.18.a.a', 'level': 10, 'maxp': 997, 'weight': 18}
• 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': [2, 2, 2, 1], 'ALdims_eis_new': [0, 0, 0, 0], 'ALdims_eis_old': [1, 1, 1, 1], 'ALdims_old': [3, 4, 4, 5], 'Nk2': 3240, 'analytic_conductor': 18.322208734455966, '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': [10, 1, [7], [1]], 'conrey_index': 1, 'cusp_dim': 23, 'dim': 7, 'eis_dim': 4, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 301989898, 'hecke_orbit_dims': [1, 2, 2, 2], 'label': '10.18.a', 'level': 10, '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': True, 'level_primes': [2, 5], 'level_radical': 10, 'mf_dim': 27, 'mf_new_dim': 7, 'num_forms': 4, 'plus_dim': 3, 'prim_orbit_index': 1, 'relative_dim': 7, 'sturm_bound': 27, 'trace_bound': 3, 'trace_display': [-256, -4964, -390625, 49640552], 'traces': [7, -256, -4964, 458752, 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• 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: 6862
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '10.18.a.a', 'source_level': 10, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '10.18.a.a', 'target_level': 10, 'twist_class_label': '10.18.a.a', 'twist_class_level': 10, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 18}
  • id: 6863
    {'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '10.18.a.a', 'source_level': 10, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '50.18.a.b', 'target_level': 50, 'twist_class_label': '10.18.a.a', 'twist_class_level': 10, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 18}
  • id: 6864
    {'conductor': 5, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '10.18.a.a', 'source_level': 10, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '50.18.b.a', 'target_level': 50, 'twist_class_label': '10.18.a.a', 'twist_class_level': 10, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 18}
  • id: 6865
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '10.18.a.a', 'source_level': 10, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '80.18.a.a', 'target_level': 80, 'twist_class_label': '10.18.a.a', 'twist_class_level': 10, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 18}
  • id: 6866
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '10.18.a.a', 'source_level': 10, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '90.18.a.b', 'target_level': 90, 'twist_class_label': '10.18.a.a', 'twist_class_level': 10, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 18}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 44650
    {'charpoly_factorization': [[[-256, 1], 1]], 'hecke_orbit_code': 301989898, 'p': 2}
  • id: 44651
    {'charpoly_factorization': [[[14976, 1], 1]], 'hecke_orbit_code': 301989898, 'p': 3}
  • id: 44652
    {'charpoly_factorization': [[[-390625, 1], 1]], 'hecke_orbit_code': 301989898, 'p': 5}
  • id: 44653
    {'charpoly_factorization': [[[-14808668, 1], 1]], 'hecke_orbit_code': 301989898, 'p': 7}
  • id: 44654
    {'charpoly_factorization': [[[1085034588, 1], 1]], 'hecke_orbit_code': 301989898, 'p': 11}
  • id: 44655
    {'charpoly_factorization': [[[4595303746, 1], 1]], 'hecke_orbit_code': 301989898, 'p': 13}
  • id: 44656
    {'charpoly_factorization': [[[16104698622, 1], 1]], 'hecke_orbit_code': 301989898, 'p': 17}
  • id: 44657
    {'charpoly_factorization': [[[-48093117860, 1], 1]], 'hecke_orbit_code': 301989898, 'p': 19}
  • id: 44658
    {'charpoly_factorization': [[[571023069276, 1], 1]], 'hecke_orbit_code': 301989898, 'p': 23}
  • id: 44659
    {'charpoly_factorization': [[[1726424788290, 1], 1]], 'hecke_orbit_code': 301989898, 'p': 29}
  • id: 44660
    {'charpoly_factorization': [[[5623721940808, 1], 1]], 'hecke_orbit_code': 301989898, 'p': 31}
  • id: 44661
    {'charpoly_factorization': [[[10013128639162, 1], 1]], 'hecke_orbit_code': 301989898, 'p': 37}
  • id: 44662
    {'charpoly_factorization': [[[37505113176198, 1], 1]], 'hecke_orbit_code': 301989898, 'p': 41}
  • id: 44663
    {'charpoly_factorization': [[[-136226190448184, 1], 1]], 'hecke_orbit_code': 301989898, 'p': 43}
  • id: 44664
    {'charpoly_factorization': [[[37681319902812, 1], 1]], 'hecke_orbit_code': 301989898, 'p': 47}
  • id: 44665
    {'charpoly_factorization': [[[22543738268346, 1], 1]], 'hecke_orbit_code': 301989898, 'p': 53}
  • id: 44666
    {'charpoly_factorization': [[[-221363585667420, 1], 1]], 'hecke_orbit_code': 301989898, 'p': 59}
  • id: 44667
    {'charpoly_factorization': [[[276238009706818, 1], 1]], 'hecke_orbit_code': 301989898, 'p': 61}
  • id: 44668
    {'charpoly_factorization': [[[-6165400365120968, 1], 1]], 'hecke_orbit_code': 301989898, 'p': 67}
  • id: 44669
    {'charpoly_factorization': [[[129445634389248, 1], 1]], 'hecke_orbit_code': 301989898, 'p': 71}
  • id: 44670
    {'charpoly_factorization': [[[9751215737952646, 1], 1]], 'hecke_orbit_code': 301989898, 'p': 73}
  • id: 44671
    {'charpoly_factorization': [[[25538259579681280, 1], 1]], 'hecke_orbit_code': 301989898, 'p': 79}
  • id: 44672
    {'charpoly_factorization': [[[-29930106765986544, 1], 1]], 'hecke_orbit_code': 301989898, 'p': 83}
  • id: 44673
    {'charpoly_factorization': [[[24258364335352710, 1], 1]], 'hecke_orbit_code': 301989898, 'p': 89}
  • id: 44674
    {'charpoly_factorization': [[[-123350176379809778, 1], 1]], 'hecke_orbit_code': 301989898, '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': 1, 'label': '10.18.a.a', 'level': 10, 'portrait': 'data:image/png;base64,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', 'weight': 18}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 3935016
    {'hecke_orbit_code': 301989898, 'n': 1, 'trace_an': 1}
  • id: 3935017
    {'hecke_orbit_code': 301989898, 'n': 2, 'trace_an': 256}
  • id: 3935018
    {'hecke_orbit_code': 301989898, 'n': 3, 'trace_an': -14976}
  • id: 3935019
    {'hecke_orbit_code': 301989898, 'n': 4, 'trace_an': 65536}
  • id: 3935020
    {'hecke_orbit_code': 301989898, 'n': 5, 'trace_an': 390625}
  • id: 3935021
    {'hecke_orbit_code': 301989898, 'n': 6, 'trace_an': -3833856}
  • id: 3935022
    {'hecke_orbit_code': 301989898, 'n': 7, 'trace_an': 14808668}
  • id: 3935023
    {'hecke_orbit_code': 301989898, 'n': 8, 'trace_an': 16777216}
  • id: 3935024
    {'hecke_orbit_code': 301989898, 'n': 9, 'trace_an': 95140413}
  • id: 3935025
    {'hecke_orbit_code': 301989898, 'n': 10, 'trace_an': 100000000}
  • id: 3935026
    {'hecke_orbit_code': 301989898, 'n': 11, 'trace_an': -1085034588}
  • id: 3935027
    {'hecke_orbit_code': 301989898, 'n': 12, 'trace_an': -981467136}
  • id: 3935028
    {'hecke_orbit_code': 301989898, 'n': 13, 'trace_an': -4595303746}
  • id: 3935029
    {'hecke_orbit_code': 301989898, 'n': 14, 'trace_an': 3791019008}
  • id: 3935030
    {'hecke_orbit_code': 301989898, 'n': 15, 'trace_an': -5850000000}
  • id: 3935031
    {'hecke_orbit_code': 301989898, 'n': 16, 'trace_an': 4294967296}
  • id: 3935032
    {'hecke_orbit_code': 301989898, 'n': 17, 'trace_an': -16104698622}
  • id: 3935033
    {'hecke_orbit_code': 301989898, 'n': 18, 'trace_an': 24355945728}
  • id: 3935034
    {'hecke_orbit_code': 301989898, 'n': 19, 'trace_an': 48093117860}
  • id: 3935035
    {'hecke_orbit_code': 301989898, 'n': 20, 'trace_an': 25600000000}
  • id: 3935036
    {'hecke_orbit_code': 301989898, 'n': 21, 'trace_an': -221774611968}
  • id: 3935037
    {'hecke_orbit_code': 301989898, 'n': 22, 'trace_an': -277768854528}
  • id: 3935038
    {'hecke_orbit_code': 301989898, 'n': 23, 'trace_an': -571023069276}
  • id: 3935039
    {'hecke_orbit_code': 301989898, 'n': 24, 'trace_an': -251255586816}
  • id: 3935040
    {'hecke_orbit_code': 301989898, 'n': 25, 'trace_an': 152587890625}
  • id: 3935041
    {'hecke_orbit_code': 301989898, 'n': 26, 'trace_an': -1176397758976}
  • id: 3935042
    {'hecke_orbit_code': 301989898, 'n': 27, 'trace_an': 509180256000}
  • id: 3935043
    {'hecke_orbit_code': 301989898, 'n': 28, 'trace_an': 970500866048}
  • id: 3935044
    {'hecke_orbit_code': 301989898, 'n': 29, 'trace_an': -1726424788290}
  • id: 3935045
    {'hecke_orbit_code': 301989898, 'n': 30, 'trace_an': -1497600000000}
  • id: 3935046
    {'hecke_orbit_code': 301989898, 'n': 31, 'trace_an': -5623721940808}
  • id: 3935047
    {'hecke_orbit_code': 301989898, 'n': 32, 'trace_an': 1099511627776}
  • id: 3935048
    {'hecke_orbit_code': 301989898, 'n': 33, 'trace_an': 16249477989888}
  • id: 3935049
    {'hecke_orbit_code': 301989898, 'n': 34, 'trace_an': -4122802847232}
  • id: 3935050
    {'hecke_orbit_code': 301989898, 'n': 35, 'trace_an': 5784635937500}
  • id: 3935051
    {'hecke_orbit_code': 301989898, 'n': 36, 'trace_an': 6235122106368}
  • id: 3935052
    {'hecke_orbit_code': 301989898, 'n': 37, 'trace_an': -10013128639162}
  • id: 3935053
    {'hecke_orbit_code': 301989898, 'n': 38, 'trace_an': 12311838172160}
  • id: 3935054
    {'hecke_orbit_code': 301989898, 'n': 39, 'trace_an': 68819268900096}
  • id: 3935055
    {'hecke_orbit_code': 301989898, 'n': 40, 'trace_an': 6553600000000}
  • id: 3935056
    {'hecke_orbit_code': 301989898, 'n': 41, 'trace_an': -37505113176198}
  • id: 3935057
    {'hecke_orbit_code': 301989898, 'n': 42, 'trace_an': -56774300663808}
  • id: 3935058
    {'hecke_orbit_code': 301989898, 'n': 43, 'trace_an': 136226190448184}
  • id: 3935059
    {'hecke_orbit_code': 301989898, 'n': 44, 'trace_an': -71108826759168}
  • id: 3935060
    {'hecke_orbit_code': 301989898, 'n': 45, 'trace_an': 37164223828125}
  • id: 3935061
    {'hecke_orbit_code': 301989898, 'n': 46, 'trace_an': -146181905734656}
  • id: 3935062
    {'hecke_orbit_code': 301989898, 'n': 47, 'trace_an': -37681319902812}
  • id: 3935063
    {'hecke_orbit_code': 301989898, 'n': 48, 'trace_an': -64321430224896}
  • id: 3935064
    {'hecke_orbit_code': 301989898, 'n': 49, 'trace_an': -13333866052983}
  • id: 3935065
    {'hecke_orbit_code': 301989898, 'n': 50, 'trace_an': 39062500000000}
  • id: 3935066
    {'hecke_orbit_code': 301989898, 'n': 51, 'trace_an': 241183966563072}
  • id: 3935067
    {'hecke_orbit_code': 301989898, 'n': 52, 'trace_an': -301157826297856}
  • id: 3935068
    {'hecke_orbit_code': 301989898, 'n': 53, 'trace_an': -22543738268346}
  • id: 3935069
    {'hecke_orbit_code': 301989898, 'n': 54, 'trace_an': 130350145536000}
  • id: 3935070
    {'hecke_orbit_code': 301989898, 'n': 55, 'trace_an': -423841635937500}
  • id: 3935071
    {'hecke_orbit_code': 301989898, 'n': 56, 'trace_an': 248448221708288}
  • id: 3935072
    {'hecke_orbit_code': 301989898, 'n': 57, 'trace_an': -720242533071360}
  • id: 3935073
    {'hecke_orbit_code': 301989898, 'n': 58, 'trace_an': -441964745802240}
  • id: 3935074
    {'hecke_orbit_code': 301989898, 'n': 59, 'trace_an': 221363585667420}
  • id: 3935075
    {'hecke_orbit_code': 301989898, 'n': 60, 'trace_an': -383385600000000}
  • id: 3935076
    {'hecke_orbit_code': 301989898, 'n': 61, 'trace_an': -276238009706818}
  • id: 3935077
    {'hecke_orbit_code': 301989898, 'n': 62, 'trace_an': -1439672816846848}
  • id: 3935078
    {'hecke_orbit_code': 301989898, 'n': 63, 'trace_an': 1408902789499884}
  • id: 3935079
    {'hecke_orbit_code': 301989898, 'n': 64, 'trace_an': 281474976710656}
  • id: 3935080
    {'hecke_orbit_code': 301989898, 'n': 65, 'trace_an': -1795040525781250}
  • id: 3935081
    {'hecke_orbit_code': 301989898, 'n': 66, 'trace_an': 4159866365411328}
  • id: 3935082
    {'hecke_orbit_code': 301989898, 'n': 67, 'trace_an': 6165400365120968}
  • id: 3935083
    {'hecke_orbit_code': 301989898, 'n': 68, 'trace_an': -1055437528891392}
  • id: 3935084
    {'hecke_orbit_code': 301989898, 'n': 69, 'trace_an': 8551641485477376}
  • id: 3935085
    {'hecke_orbit_code': 301989898, 'n': 70, 'trace_an': 1480866800000000}
  • id: 3935086
    {'hecke_orbit_code': 301989898, 'n': 71, 'trace_an': -129445634389248}
  • id: 3935087
    {'hecke_orbit_code': 301989898, 'n': 72, 'trace_an': 1596191259230208}
  • id: 3935088
    {'hecke_orbit_code': 301989898, 'n': 73, 'trace_an': -9751215737952646}
  • id: 3935089
    {'hecke_orbit_code': 301989898, 'n': 74, 'trace_an': -2563360931625472}
  • id: 3935090
    {'hecke_orbit_code': 301989898, 'n': 75, 'trace_an': -2285156250000000}
  • id: 3935091
    {'hecke_orbit_code': 301989898, 'n': 76, 'trace_an': 3151830572072960}
  • id: 3935092
    {'hecke_orbit_code': 301989898, 'n': 77, 'trace_an': -16067916982208784}
  • id: 3935093
    {'hecke_orbit_code': 301989898, 'n': 78, 'trace_an': 17617732838424576}
  • id: 3935094
    {'hecke_orbit_code': 301989898, 'n': 79, 'trace_an': -25538259579681280}
  • id: 3935095
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  • id: 3935271
    {'hecke_orbit_code': 301989898, 'n': 983, 'trace_an': 18233089042255374317785284}
  • id: 3935272
    {'hecke_orbit_code': 301989898, 'n': 991, 'trace_an': 48382697690253432676289432}
  • id: 3935273
    {'hecke_orbit_code': 301989898, 'n': 997, 'trace_an': 40922442773737955627838998}