Newform data - 68.9.d.c

Formats: - HTML - YAML - JSON - 2024-05-05T11:15:11.528228

• 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': 5508, 'analytic_conductor': 27.70174548415665, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 68, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 2, 'char_parity': -1, 'char_values': [68, 2, [35, 37], [1, 1]], 'cm_discs': [-4], 'conrey_index': 67, 'conrey_indexes': [67], 'dim': 2, 'field_disc': -4, 'field_disc_factorization': [[-1, 1], [2, 2]], 'field_poly': [1, 0, 1], 'field_poly_is_cyclotomic': True, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 4, 'has_non_self_twist': 1, 'hecke_cutters': [[3, [0, 1]]], 'hecke_orbit': 3, 'hecke_orbit_code': 9007405564166212, 'hecke_ring_generator_nbound': 5, 'hecke_ring_index': 672, 'hecke_ring_index_factorization': [[2, 5], [3, 1], [7, 1]], 'hecke_ring_index_proved': True, 'inner_twist_count': 4, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 4, 2, -1, 2, -4], [1, 1, 68, 4, -1, 2, 0], [1, 1, 17, 2, 1, 2, 0]], 'is_cm': True, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': True, 'is_twist_minimal': True, 'label': '68.9.d.c', 'level': 68, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 17], 'level_radical': 34, 'minimal_twist': '68.9.d.c', 'nf_label': '2.0.4.1', 'prim_orbit_index': 4, 'qexp_display': 'q-2^{4}q^{2}+2^{8}q^{4}+iq^{5}-2^{12}q^{8}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '8.2.1.d2', 'self_twist_discs': [-4], 'self_twist_type': 1, 'space_label': '68.9.d', 'trace_display': [-32, 0, 0, 0], 'trace_hash': 117097752000254081, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.862', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '21.876', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '287.067', 'prec': 24}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.762', 'prec': 17}, 'traces': [2, -32, 0, 512, 0, 0, 0, -8192, -13122, 0, 0, 0, 956, 0, 0, 131072, -63358, 209952, 0, 0, 0, 0, 0, 0, -121918, -15296, 0, 0, 0, 0, 0, -2097152, 0, 1013728, 0, -3359232, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -11529602, 1950688, 0, 244736, -19241276, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 33554432, 0, 0, 0, -16219648, 0, 0, 0, 53747712, 0, 0, 0, 0, 0, 0, 0, 0, 86093442, 0, 0, 0, -103864320, 0, 0, 0, 60531836, 0, 0, 0, 0, 0, 0, 0, 0, 184473632, 0, -31211008, -290788804, 0, 0, -3915776, 0, 307860416, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -6272316, 0, 0, 0, -428717762, 0, 0, 0, 0, 0, 0, -536870912, 0, 0, 0, 0, 0, 0, 0, 259514368, 1322981756, 0, 0, 0, 0, 0, 0, -859963392, -185149440, 0, 0, 0, 340190404, 0, 0, 0, 415691838, 0, 0, 0, -1598135996, 0, 0, 0, 0, -1377495072, 0, 0, 0, 0, 0, 0, -1631004474, 1661829120, 0, 0, 0, 0, 0, 0, 0, -968509376, 0, 0, 0, 0, 0, 0, 4881623040, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -2951578112, 0, 0, 0, 499376128, 0, 4652620864, 0, 0, 5879623680, 0, 0, 62652416, 0, 0, 0, -4925766656, 0, 0, 0, 0, 0, 0, 0, 0, -30285124, 0, 0, 0, 799903998, 0, 0, 0, -5373750724, 0, 0, 0, 0, 100357056, 0, 0, 0, 0, 0, 0, 0, 6859484192, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 8589934592, -15319142404, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -4152229888, 0, -21167708096, 0, 0, 0, 0, 0, 0, -18773973116, 0, 0, 0, 0, 0, 0, 13759414272, -9937278718, 2962391040, 0, 0, 17461502404, 0, 0, 0, 0, -5443046464, 0, 0, 0, 0, 0, 0, 24688097280, -6651069408, 0, 0, 0, 0, 0, 0, 0, 25570175936, 0, 0, 0, 0, 0, 0, 0, 0, 0, 22039921152, -58276804, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 26096071584, 0, -26589265920, 0, 0, 0, 0, 0, 0, 0, 0, -33349022396, 0, 0, 0, -57744468476, 0, 0, 15496150016, 0, 0, 0, 0, 33967126082, 0, 0, 0, 20465786880, 0, 0, 0, 0, -78105968640, 0, 0, 76252165436, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 40546943036, 0, 0, 47225249792, 0, 0, 0, 0, 0, 0, 0, -7990018048, 0, 0, 0, -74441933824, 0, 0, 0, 0, 41484167044, -94073978880, 0, 0, 0, 0, 0, -1002438656, 0, 0, 0, 0, -120910211524, 0, 0, 78812266496, 3862240322, 0, 0, 0, 0, 0, 0, 0, -28611521284, 0, 0, 0, 0, 0, 0, 0, 75645718722, 484561984, 0, 0, 0, 0, 0, 0, 0, -12798463968, 0, 0, 0, 0, 0, 0, -11336899204, 85980011584, 0, 0, -134112815036, 0, 0, 0, 0, 0, 0, -1605712896, 0, 0, 0, 0, 0, 0, 0, 0, 126242011836, 0, 0, 0, 0, 0, 0, -109751747072, 48256266240, 0, 0, 0, 0, 0, 0, 0, -21292185600, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -57810874556, 0, 0, -137438953472, 0, 245106278464, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -156621970562, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 66435678208, 274802411520, 0, 0, 338683329536, 0, 0, 0, 0, 0, 0, 0, 0, -138447259204, 0, 0, 0, 0, 300383569856, 0, 0, 222522531840, 0, 0, 0, -42437320316, 0, 0, 0, 0, 0, 0, -220150628352, -418990556164, 158996459488, 0, -47398256640, 0, 0, 0, 0, 0, -279384038464, 0, 0, 0, 0, 0, 0, -442397663996, 0, 0, 87088743424, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -395009556480, 0, 106417110528, 550127240644, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -345368000638, 0, 0, -409122814976, 561386649600, 0, 0, 0, 0, 0, 0, 0, -5511149756, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -352638738432, 0, 932428864, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -235532639036, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -417537145344, 0, 0, 0, 425428254720, 0, 0, 0, 0, 0, 0, 0, 0, -9197329928, 0, 0, 0, 0, 0, 0, 0, 676156723200, 533584358336, 0, 0, -49133448004, 0, 0, 0, 0, 923911495616, 0, 0, 0, 0, 0, -247938400256, 0, 0, 0, 0, 0, 0, 0, 0, 0, -543474017312, 0, 0, 0, 0, 0, 0, -564859072962, -327452590080, 0, 0, 958529398084, 0, 0, 0, 0, 0, 0, 1249695498240, 0, 0, 0, 0, 0, -1220034646976, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1167738465596, 0, 0, 0, -1313411583364, 0, 0, 0, 681453803520, 0, 0, 0, 1266447390716, 0, 0, 0, -747359156164, 0, 0, 0, 0, -648751088576, 0, 0, 0, 0, 0, -755603996672, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1611025356476, 0, 0, 127840288768, -397149375996, 0, 0, 0, 0, 0, 0, 1191070941184, 0, 0, 0, 0, 0, 0, 0, 0, 0, -663746672704, 0, 1505183662080, 0, 0, 0, 0, 0, 0, 0, 0, -1802604530876, 0, 0, 16039018496, 365246261758, 0, 0, 0, 0, 0, 0, 0, 962537190722, 1934563384384, 0, 0, 0, 0, 0, -1260996263936, 0, -61795845152, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -2262115215360, 457784340544, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1210331499552, 0, -7752991744, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 204775423488, 609544382404, 0, 0, 0, -1178132981760, 0, 0, 0, 1907865343044, 0, 0, 0, 0, 181390387264, 0, -1375680185344, 0, 0, 0, 0, 0, 2145805040576, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 25691406336, 1853002535044, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 3115127998076, -2019872189376, 0, 0, 0, 0, 0, 0, -1705782074882, 0, 0, 0, -3294585262080, 0, 0, 1756027953152, 0, -772100259840, 0, 0, 0, 0, 0, 0, 1886914940164, 0, 0, 0, 0, 0, 0, 0, -2186267166720, 340674969600, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0], 'weight': 9, 'weight_parity': -1}
• 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, 0], [-16, 0], [0, 0], [256, 0], [0, 1], [0, 0], [0, 0], [-4096, 0], [-6561, 0], [0, -16], [0, 0], [0, 0], [478, 0], [0, 0], [0, 0], [65536, 0], [-31679, 115], [104976, 0], [0, 0], [0, 256], [0, 0], [0, 0], [0, 0], [0, 0], [-60959, 0], [-7648, 0], [0, 0], [0, 0], [0, 205], [0, 0], [0, 0], [-1048576, 0], [0, 0], [506864, -1840], [0, 0], [-1679616, 0], [0, -5405], [0, 0], [0, 0], [0, -4096], [0, -6510], [0, 0], [0, 0], [0, 0], [0, -6561], [0, 0], [0, 0], [0, 0], [-5764801, 0], [975344, 0], [0, 0], [122368, 0], [-9620638, 0], [0, 0], [0, 0], [0, 0], [0, 0], [0, -3280], [0, 0], [0, 0], [0, -27335], [0, 0], [0, 0], [16777216, 0], [0, 478], [0, 0], [0, 0], [-8109824, 29440], [0, 0], [0, 0], [0, 0], [26873856, 0], [0, -22660], [0, 86480], [0, 0], [0, 0], [0, 0], [0, 0], [0, 0], [0, 65536], [43046721, 0], [0, 104160], [0, 0], [0, 0], [-51932160, -31679], [0, 0], [0, 0], [0, 0], [30265918, 0], [0, 104976], [0, 0], [0, 0], [0, 0], [0, 0], [0, 0], [0, 0], [0, -53430], [92236816, 0], [0, 0], [-15605504, 0]], 'ap': [[-16, 0], [0, 0], [0, 1], [0, 0], [0, 0], [478, 0], [-31679, 115], [0, 0], [0, 0], [0, 205], [0, 0], [0, -5405], [0, -6510], [0, 0], [0, 0], [-9620638, 0], [0, 0], [0, -27335], [0, 0], [0, 0], [0, -22660], [0, 0], [0, 0], [30265918, 0], [0, -53430], [-145394402, 0], [0, 0], [0, 0], [0, -304265], [0, -246380], [0, 0], [0, 0], [661490878, 0], [0, 0], [170095202, 0], [0, 0], [-799067998, 0], [0, 0], [0, 0], [0, 2504645], [0, 0], [0, 1304445], [0, 0], [0, 3647810], [0, 2420665], [0, 0], [0, 0], [0, 0], [0, 0], [-2686875362, 0], [0, 8382140], [0, 0], [0, -8742470], [0, 0], [-7659571202, 0], [0, 0], [0, -13420615], [0, 0], [0, -17346255], [-9386986558, 0], [0, 0], [8730751202, 0], [0, 0], [0, 0], [0, 8981050], [0, 24540725], [0, 0], [0, -31391400], [0, 0], [-16674511198, 0], [-28872234238, 0], [0, 0], [0, 0], [38126082718, 0], [0, 0], [0, 0], [20273471518, 0], [0, 47319025], [0, -29944190], [20742083522, 0], [0, 0], [-60455105762, 0], [0, 0], [-14305760642, 0], [0, 0], [0, 0], [0, -52417170], [-5668449602, 0], [-67056407518, 0], [0, 0], [0, 0], [0, 0], [0, 0], [0, 0], [0, 0], [0, 0], [-28905437278, 0], [0, -169173510], [0, 0], [0, 102502895], [0, 0], [-69223629602, 0], [0, 0], [-21218660158, 0], [0, 0], [-209495278082, 0], [0, 0], [-221198831998, 0], [0, 0], [0, -387275860], [0, 0], [275063620322, 0], [0, -272565640], [0, 0], [0, 0], [0, -479777450], [0, 0], [0, 0], [0, 488972055], [0, 0], [-117766319518, 0], [0, 395891870], [0, 189256275], [0, 0], [0, 0], [-24566724002, 0], [0, 749936165], [0, 0], [0, 0], [479264699042, 0], [0, 0], [0, 0], [0, 0], [583869232798, 0], [-656705791682, 0], [633223695358, 0], [-373679578082, 0], [0, 0], [-805512678238, 0], [0, -1259132930], [0, 0], [0, -1093803425], [0, 0], [0, 0], [-901302265438, 0], [0, 0], [0, 1300448865], [0, -1428210850], [0, 0], [0, 0], [0, 1757281535], [0, -1770634200], [0, 0], [0, 0], [0, 0], [0, 0], [0, 0], [0, -1172330930], [926501267522, 0], [0, 1088167145], [0, 0], [1557563999038, 0], [0, 0], [0, 0], [943457470082, 0], [0, 0], [0, 0], [0, 2938126525]], 'char_orbit_index': 4, 'field_poly': [1, 0, 1], 'hecke_orbit_code': 9007405564166212, 'hecke_ring_character_values': [[35, [-1, 0]], [37, [-1, 0]]], 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1], 'hecke_ring_inverse_denominators': [1, 672], 'hecke_ring_inverse_numerators': [[1, 0], [0, 1]], 'hecke_ring_numerators': [[1, 0], [0, 672]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 2, 'label': '68.9.d.c', 'level': 68, 'maxp': 997, 'weight': 9}
• 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': 5508, 'analytic_conductor': 27.70174548415665, 'char_conductor': 68, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 2, 'char_parity': -1, 'char_values': [68, 2, [35, 37], [1, 1]], 'conrey_index': 67, 'cusp_dim': 70, 'dim': 70, 'eis_dim': 4, 'eis_new_dim': 4, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 206309425220, 'hecke_orbit_dims': [1, 1, 2, 2, 64], 'label': '68.9.d', 'level': 68, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 17], 'level_radical': 34, 'mf_dim': 74, 'mf_new_dim': 74, 'num_forms': 5, 'prim_orbit_index': 4, 'relative_dim': 70, 'sturm_bound': 81, 'trace_bound': 9, 'trace_display': [-2, 0, 0, 0], 'traces': [70, -2, 0, -478, 0, 0, 0, -2, 148146, 0, 0, 0, -28564, 0, 0, -96766, 110374, -303486, 0, 0, -26248, 0, 0, 0, -3958394, 410852, 0, 0, 0, 1737696, 0, -896642, -2768008, -1864578, 0, -3408194, 0, 7686720, 0, 0, 0, 12196768, 0, 0, 0, 0, 0, 0, 47765490, -26565314, 0, -6783140, 1556108, 0, 0, 0, 0, 0, 0, 28836416, 0, 0, 0, -65151742, 0, -149372672, 0, -11867006, -835656, -3777824, 0, -10382270, 0, 0, 0, 18916928, -72753992, 0, 0, 0, 169322046, 0, 0, 191292320, -174197504, -56469024, 0, 0, 255434924, 0, 0, 0, 6756792, 352179104, 0, 0, 0, 226512642, 0, 313467874, 332892908, 259894176, 0, -758427196, 0, -554670340, 0, 0, 0, -361183392, 0, 0, 0, 0, 0, 0, -374141628, -642006048, 0, 497749376, 975908402, 0, 0, 0, 0, 0, 0, -1179128834, 0, 0, 0, -330993824, 0, -1399053312, 0, -804662466, -1569135700, 1428774496, 0, 1245129792, 0, 0, 0, 2810158014, 580618240, 0, 0, 0, -2478405940, 0, 0, -394409280, 1568067218, 913396960, 0, 0, 855512076, 0, 0, 0, -1211254664, 813205310, 0, 0, 0, 164809952, 0, 7312473472, 1072199122, -3819394752, 0, -3116303616, 0, -4209626656, 0, 0, 0, -1386211068, 0, 0, 0, 0, 0, 0, -3672807936, 5918012448, 0, -6528973248, -1909829584, 0, 0, 0, 0, 0, 0, 9643064574, 0, 0, 0, -5159724866, 0, 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-12127093636448, 0, 0, 0, -4109995896640, 0, 0, 0, 0, 0, 0], 'weight': 9, '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: 59019
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 4, 'source_dim': 2, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '68.9.d.c', 'source_level': 68, 'target_char_orbit': 4, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': True, 'target_label': '68.9.d.c', 'target_level': 68, 'twist_class_label': '68.9.d.c', 'twist_class_level': 68, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 9}
  • id: 59020
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': -4, 'source_char_orbit': 4, 'source_dim': 2, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '68.9.d.c', 'source_level': 68, 'target_char_orbit': 4, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': True, 'target_label': '68.9.d.c', 'target_level': 68, 'twist_class_label': '68.9.d.c', 'twist_class_level': 68, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 9}
  • id: 59021
    {'conductor': 17, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 4, 'source_dim': 2, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '68.9.d.c', 'source_level': 68, 'target_char_orbit': 4, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': True, 'target_label': '68.9.d.c', 'target_level': 68, 'twist_class_label': '68.9.d.c', 'twist_class_level': 68, 'twisting_char_label': '17.b', 'twisting_char_orbit': 2, 'weight': 9}
  • id: 59022
    {'conductor': 68, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 4, 'source_dim': 2, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '68.9.d.c', 'source_level': 68, 'target_char_orbit': 4, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': True, 'target_label': '68.9.d.c', 'target_level': 68, 'twist_class_label': '68.9.d.c', 'twist_class_level': 68, 'twisting_char_label': '68.d', 'twisting_char_orbit': 4, 'weight': 9}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 217900
    {'charpoly_factorization': [[[16, 1], 2]], 'hecke_orbit_code': 9007405564166212, 'p': 2}
  • id: 217901
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 9007405564166212, 'p': 3}
  • id: 217902
    {'charpoly_factorization': [[[451584, 0, 1], 1]], 'hecke_orbit_code': 9007405564166212, 'p': 5}
  • id: 217903
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 9007405564166212, 'p': 7}
  • id: 217904
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 9007405564166212, 'p': 11}
  • id: 217905
    {'charpoly_factorization': [[[-478, 1], 2]], 'hecke_orbit_code': 9007405564166212, 'p': 13}
  • id: 217906
    {'charpoly_factorization': [[[6975757441, 63358, 1], 1]], 'hecke_orbit_code': 9007405564166212, 'p': 17}
  • id: 217907
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 9007405564166212, 'p': 19}
  • id: 217908
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 9007405564166212, 'p': 23}
  • id: 217909
    {'charpoly_factorization': [[[18977817600, 0, 1], 1]], 'hecke_orbit_code': 9007405564166212, 'p': 29}
  • id: 217910
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 9007405564166212, 'p': 31}
  • id: 217911
    {'charpoly_factorization': [[[13192586265600, 0, 1], 1]], 'hecke_orbit_code': 9007405564166212, 'p': 37}
  • id: 217912
    {'charpoly_factorization': [[[19138175078400, 0, 1], 1]], 'hecke_orbit_code': 9007405564166212, 'p': 41}
  • id: 217913
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 9007405564166212, 'p': 43}
  • id: 217914
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 9007405564166212, 'p': 47}
  • id: 217915
    {'charpoly_factorization': [[[9620638, 1], 2]], 'hecke_orbit_code': 9007405564166212, 'p': 53}
  • id: 217916
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 9007405564166212, 'p': 59}
  • id: 217917
    {'charpoly_factorization': [[[337424569574400, 0, 1], 1]], 'hecke_orbit_code': 9007405564166212, 'p': 61}
  • id: 217918
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 9007405564166212, 'p': 67}
  • id: 217919
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 9007405564166212, 'p': 71}
  • id: 217920
    {'charpoly_factorization': [[[231877365350400, 0, 1], 1]], 'hecke_orbit_code': 9007405564166212, 'p': 73}
  • id: 217921
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 9007405564166212, 'p': 79}
  • id: 217922
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 9007405564166212, 'p': 83}
  • id: 217923
    {'charpoly_factorization': [[[-30265918, 1], 2]], 'hecke_orbit_code': 9007405564166212, 'p': 89}
  • id: 217924
    {'charpoly_factorization': [[[1289166152601600, 0, 1], 1]], 'hecke_orbit_code': 9007405564166212, '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': 4, 'hecke_orbit': 3, 'label': '68.9.d.c', 'level': 68, 'portrait': 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', 'weight': 9}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 117677000
    {'hecke_orbit_code': 9007405564166212, 'n': 1, 'trace_an': 2}
  • id: 117677001
    {'hecke_orbit_code': 9007405564166212, 'n': 2, 'trace_an': -32}
  • id: 117677002
    {'hecke_orbit_code': 9007405564166212, 'n': 3, 'trace_an': 0}
  • id: 117677003
    {'hecke_orbit_code': 9007405564166212, 'n': 4, 'trace_an': 512}
  • id: 117677004
    {'hecke_orbit_code': 9007405564166212, 'n': 5, 'trace_an': 0}
  • id: 117677005
    {'hecke_orbit_code': 9007405564166212, 'n': 6, 'trace_an': 0}
  • id: 117677006
    {'hecke_orbit_code': 9007405564166212, 'n': 7, 'trace_an': 0}
  • id: 117677007
    {'hecke_orbit_code': 9007405564166212, 'n': 8, 'trace_an': -8192}
  • id: 117677008
    {'hecke_orbit_code': 9007405564166212, 'n': 9, 'trace_an': -13122}
  • id: 117677009
    {'hecke_orbit_code': 9007405564166212, 'n': 10, 'trace_an': 0}
  • id: 117677010
    {'hecke_orbit_code': 9007405564166212, 'n': 11, 'trace_an': 0}
  • id: 117677011
    {'hecke_orbit_code': 9007405564166212, 'n': 12, 'trace_an': 0}
  • id: 117677012
    {'hecke_orbit_code': 9007405564166212, 'n': 13, 'trace_an': 956}
  • id: 117677013
    {'hecke_orbit_code': 9007405564166212, 'n': 14, 'trace_an': 0}
  • id: 117677014
    {'hecke_orbit_code': 9007405564166212, 'n': 15, 'trace_an': 0}
  • id: 117677015
    {'hecke_orbit_code': 9007405564166212, 'n': 16, 'trace_an': 131072}
  • id: 117677016
    {'hecke_orbit_code': 9007405564166212, 'n': 17, 'trace_an': -63358}
  • id: 117677017
    {'hecke_orbit_code': 9007405564166212, 'n': 18, 'trace_an': 209952}
  • id: 117677018
    {'hecke_orbit_code': 9007405564166212, 'n': 19, 'trace_an': 0}
  • id: 117677019
    {'hecke_orbit_code': 9007405564166212, 'n': 20, 'trace_an': 0}
  • id: 117677020
    {'hecke_orbit_code': 9007405564166212, 'n': 21, 'trace_an': 0}
  • id: 117677021
    {'hecke_orbit_code': 9007405564166212, 'n': 22, 'trace_an': 0}
  • id: 117677022
    {'hecke_orbit_code': 9007405564166212, 'n': 23, 'trace_an': 0}
  • id: 117677023
    {'hecke_orbit_code': 9007405564166212, 'n': 24, 'trace_an': 0}
  • id: 117677024
    {'hecke_orbit_code': 9007405564166212, 'n': 25, 'trace_an': -121918}
  • id: 117677025
    {'hecke_orbit_code': 9007405564166212, 'n': 26, 'trace_an': -15296}
  • id: 117677026
    {'hecke_orbit_code': 9007405564166212, 'n': 27, 'trace_an': 0}
  • id: 117677027
    {'hecke_orbit_code': 9007405564166212, 'n': 28, 'trace_an': 0}
  • id: 117677028
    {'hecke_orbit_code': 9007405564166212, 'n': 29, 'trace_an': 0}
  • id: 117677029
    {'hecke_orbit_code': 9007405564166212, 'n': 30, 'trace_an': 0}
  • id: 117677030
    {'hecke_orbit_code': 9007405564166212, 'n': 31, 'trace_an': 0}
  • id: 117677031
    {'hecke_orbit_code': 9007405564166212, 'n': 32, 'trace_an': -2097152}
  • id: 117677032
    {'hecke_orbit_code': 9007405564166212, 'n': 33, 'trace_an': 0}
  • id: 117677033
    {'hecke_orbit_code': 9007405564166212, 'n': 34, 'trace_an': 1013728}
  • id: 117677034
    {'hecke_orbit_code': 9007405564166212, 'n': 35, 'trace_an': 0}
  • id: 117677035
    {'hecke_orbit_code': 9007405564166212, 'n': 36, 'trace_an': -3359232}
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    {'hecke_orbit_code': 9007405564166212, 'n': 989, 'trace_an': 0}
  • id: 117677989
    {'hecke_orbit_code': 9007405564166212, 'n': 990, 'trace_an': 0}
  • id: 117677990
    {'hecke_orbit_code': 9007405564166212, 'n': 991, 'trace_an': 0}
  • id: 117677991
    {'hecke_orbit_code': 9007405564166212, 'n': 992, 'trace_an': 0}
  • id: 117677992
    {'hecke_orbit_code': 9007405564166212, 'n': 993, 'trace_an': 0}
  • id: 117677993
    {'hecke_orbit_code': 9007405564166212, 'n': 994, 'trace_an': 0}
  • id: 117677994
    {'hecke_orbit_code': 9007405564166212, 'n': 995, 'trace_an': 0}
  • id: 117677995
    {'hecke_orbit_code': 9007405564166212, 'n': 996, 'trace_an': 0}
  • id: 117677996
    {'hecke_orbit_code': 9007405564166212, 'n': 997, 'trace_an': 0}
  • id: 117677997
    {'hecke_orbit_code': 9007405564166212, 'n': 998, 'trace_an': 0}
  • id: 117677998
    {'hecke_orbit_code': 9007405564166212, 'n': 999, 'trace_an': 0}
  • id: 117677999
    {'hecke_orbit_code': 9007405564166212, 'n': 1000, 'trace_an': 0}