Newform data - 75.7.c.b

Formats: - HTML - YAML - JSON - 2025-12-30T12:27:26.949001

• 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': 3675, 'analytic_conductor': 17.254056271488825, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 3, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 2, 'char_parity': -1, 'char_values': [75, 2, [26, 52], [1, 2]], 'cm_discs': [-15], 'conrey_index': 26, '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': [[2, [121, 0, 1]], [7, [0, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503737183764555, 'hecke_ring_generator_nbound': 3, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 4, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 15, 4, -1, 2, -15], [1, 1, 3, 2, -1, 2, 0], [1, 1, 5, 2, 1, 2, 0]], 'is_cm': True, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': True, 'is_twist_minimal': False, 'label': '75.7.c.b', 'level': 75, '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': [3, 5], 'level_radical': 15, 'minimal_twist': '15.7.d.a', 'nf_label': '2.0.4.1', 'prim_orbit_index': 2, 'qexp_display': 'q+11 i q^{2}-27 i q^{3}-57 q^{4}+297 q^{6}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '6.2.1.d2', 'self_twist_discs': [-15], 'self_twist_type': 1, 'space_label': '75.7.c', 'trace_display': [0, 0, 0, 0], 'trace_hash': 1603122482929920065, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.897', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '22.535', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '296.563', 'prec': 24}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.761', 'prec': 17}, 'traces': [2, 0, 0, -114, 0, 594, 0, 0, -1458, 0, 0, 0, 0, 0, 0, -8990, 0, 0, -26356, 0, 0, 0, 0, 4158, 0, 0, 0, 0, 0, 0, -11516, 0, 0, 206668, 0, 83106, 0, 0, 0, 0, 0, 0, 0, 0, 0, 322388, 0, 0, -235298, 0, -507276, 0, 0, -433026, 0, 0, 0, 0, 0, 0, -651596, 0, 0, 404014, 0, 0, 0, 0, -791316, 0, 0, 0, 0, 0, 0, 1502292, 0, 0, 1787324, 0, 1062882, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1980748, 0, -2403918, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1950652, 0, 0, -1546996, 0, 0, 0, 0, -7827732, 0, 0, 0, 0, 0, 0, 3543122, 0, 0, 656412, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1446676, 0, 0, 5596844, 0, -4861836, 0, 0, 6553710, 0, 0, 0, 0, 0, 0, 5597284, 0, 0, 0, 0, 0, 0, 0, 4787964, 0, 0, 0, 0, 0, 0, -10330012, 0, 0, -9653618, 0, 19213524, 0, 0, 0, 0, 0, 0, 0, 0, 0, -20349356, 0, 0, 2256716, 0, -3420252, 0, 0, 0, 0, 0, 0, 0, 0, 0, 13411986, 0, 0, -28013476, 0, 0, 0, 0, 28914732, 0, 0, 0, 0, 0, 0, -1823756, 0, 0, -53894852, 0, -3031182, 0, 0, 0, 0, 0, 0, 0, 0, 0, 18712628, 0, 0, 47872364, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -51854396, 0, 0, 37140972, 0, 0, 0, 0, 25355484, 0, 0, 0, 0, 0, 0, 39651138, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 11568964, 0, 0, -26008532, 0, 45105012, 0, 0, 8395164, 0, 0, 0, 0, 0, 0, 0, 0, 0, -128219334, 0, 0, 0, 0, -69883506, 0, 0, 0, 0, 0, 0, 0, 0, 0, 118470220, 0, -150660972, 0, 0, 0, 0, 0, 0, 0, 0, 0, -101877468, 0, 0, 0, 0, 132287364, 0, 0, -60584274, 0, 0, 0, 0, 0, 0, -76566956, 0, 0, 107015788, 0, 0, 0, 0, -45930996, 0, 0, 0, 0, 0, 0, 223848548, 0, 0, 142565324, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 253227606, 0, 0, 0, 0, -193524012, 0, 0, 0, 0, 0, 0, 0, 0, 0, 13865236, 0, 0, 177547244, 0, 0, 0, 0, -33858594, 0, 0, 0, 0, 0, 0, -275319352, 0, 0, -192938372, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -136796836, 0, 63839124, 0, 0, -235020852, 0, 0, 0, 0, 0, 0, -203860076, 0, 0, -13654564, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 88178772, 0, 0, -237951076, 0, 171532242, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 402788188, 0, -54794124, 0, 0, 369804204, 0, 0, 0, 0, 0, 0, 120959828, 0, 0, 0, 0, 0, 0, 0, 530835228, 0, 0, 0, 0, 0, 0, 0, 0, 0, -201957954, 0, 315675954, 0, 0, 0, 0, 0, 0, 0, 0, 0, 51764420, 0, 0, -249209716, 0, -262675116, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 194880268, 0, 0, 0, 0, -549446436, 0, 0, 0, 0, 0, 0, -84294892, 0, 0, -133407654, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -612392396, 0, 0, -836385396, 0, 0, 0, 0, 475013484, 0, 0, 0, 0, 0, 0, -319020108, 0, 0, 0, 0, 0, 0, 0, 277124652, 0, 0, 0, 0, 0, 0, 608570644, 0, 0, 0, 0, -294526206, 0, 0, 0, 0, 0, 0, 0, 0, 0, 886831748, 0, 0, 151757848, 0, 473576004, 0, 0, 0, 0, 0, 0, 0, 0, 0, -496118876, 0, 0, -319045188, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 924541484, 0, 576869364, 0, 0, 0, 0, 0, 0, 0, 0, 0, 541611364, 0, 0, 835790428, 0, -272913948, 0, 0, 0, 0, 0, 0, 0, 0, 0, -2723470904, 0, 0, 0, 0, 0, 0, 0, -459457812, 0, 0, 0, 0, 0, 0, 1019877844, 0, 0, -72310084, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 550256226, 0, 0, 0, 0, -988661916, 0, 0, -1095170868, 0, 0, 0, 0, 0, 0, 833497204, 0, 0, -229877252, 0, 0, 0, 0, -296901396, 0, 0, 0, 0, 0, 0, 1800871028, 0, 0, -1420898836, 0, -1302959196, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1159913292, 0, 1052307234, 0, 0, -774840978, 0, 0, 0, 0, 0, 0, -1304704236, 0, 0, 1459312844, 0, 0, 0, 0, -23941764, 0, 0, 0, 0, 0, 0, -1080918716, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 460743668, 0, 0, 1664638844, 0, -478342476, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1057664510, 0, 0, 0, 0, 206905644, 0, 0, 0, 0, 0, 0, 1596768132, 0, 0, -1691558792, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1736477996, 0, 0, 0, 0, 2280205620, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1816957876, 0, 0, 0, 0, 1662262668, 0, 0, 0, 0, 0, 0, 1189646642, 0, 0, 103954092, 0, -1443965292, 0, 0, 0, 0, 0, 0, 0, 0, 0, -377263964, 0, 0, 944427884, 0, 0, 0, 0, 1752456222, 0, 0, 0, 0, 0, 0, 0, 0, 0, -4248429064, 0, 0, 0, 0, -2176768836, 0, 0, 0, 0, 0, 0, -3342004732, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1665856808, 0, 0, 130988396, 0, 1662393348, 0, 0, 0, 0, 0, 0, 0, 0, 0, -2728724748, 0, 0, 2203689884, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 3100757044, 0, 0, -4069002212, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -2051485596, 0, 0, 1422025308, 0, 0, 0, 0, 0, 0, -1708698234, 0, 0, 2955700572, 0, 0, 0, 0, 6684883128, 0, 0, 0, 0, 0, 0, 2928924020, 0, 0, 0, 0, 1127760084, 0, 0, 0, 0, 0, 0, 0, 0, 0, 3886565764, 0, 0, 0, 0, -1445262588, 0, 0, 0, 0], 'weight': 7, '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], [0, 11], [0, -27], [-57, 0], [0, 0], [297, 0], [0, 0], [0, 77], [-729, 0], [0, 0], [0, 0], [0, 1539], [0, 0], [0, 0], [0, 0], [-4495, 0], [0, -9394], [0, -8019], [-13178, 0], [0, 0], [0, 0], [0, 0], [0, -14654], [2079, 0], [0, 0], [0, 0], [0, 19683], [0, 0], [0, 0], [0, 0], [-5758, 0], [0, -44517], [0, 0], [103334, 0], [0, 0], [41553, 0], [0, 0], [0, -144958], [0, 0], [0, 0], [0, 0], [0, 0], [0, 0], [0, 0], [0, 0], [161194, 0], [0, -90034], [0, 121365], [-117649, 0], [0, 0], [-253638, 0], [0, 0], [0, 88666], [-216513, 0], [0, 0], [0, 0], [0, 355806], [0, 0], [0, 0], [0, 0], [-325798, 0], [0, -63338], [0, 0], [202007, 0], [0, 0], [0, 0], [0, 0], [0, 535458], [-395658, 0], [0, 0], [0, 0], [0, -56133], [0, 0], [0, 0], [0, 0], [751146, 0], [0, 0], [0, 0], [893662, 0], [0, 0], [531441, 0], [0, 0], [0, 469546], [0, 0], [0, 0], [0, 0], [0, 0], [0, 0], [0, 0], [0, 0], [0, 0], [0, 835278], [0, 155466], [990374, 0], [0, 0], [-1201959, 0], [0, 0], [0, -1294139], [0, 0], [0, 0]], 'ap': [[0, 11], [0, -27], [0, 0], [0, 0], [0, 0], [0, 0], [0, -9394], [-13178, 0], [0, -14654], [0, 0], [-5758, 0], [0, 0], [0, 0], [0, 0], [0, -90034], [0, 88666], [0, 0], [-325798, 0], [0, 0], [0, 0], [0, 0], [893662, 0], [0, 469546], [0, 0], [0, 0], [0, 0], [0, 0], [0, 2449766], [-773498, 0], [0, -850574], [0, 0], [0, 0], [0, 1182206], [2798422, 0], [0, 0], [2798642, 0], [0, 0], [0, 0], [0, -4864354], [0, -10174934], [0, 0], [-10174678, 0], [0, 0], [0, 0], [0, 8769926], [-14006738, 0], [-911878, 0], [0, 0], [0, -18308554], [23936182, 0], [0, -5498174], [0, 0], [-25927198, 0], [0, 0], [0, -8858194], [0, 3831586], [0, 0], [5784482, 0], [0, 0], [0, 0], [0, 0], [0, -40310534], [0, 0], [0, 0], [0, 0], [0, -37990474], [-38283478, 0], [0, 0], [0, 10448966], [71282662, 0], [0, -81857774], [0, 0], [0, 0], [0, 0], [88773622, 0], [0, -20942894], [0, 0], [0, 0], [0, 0], [-68398418, 0], [0, 0], [-101930038, 0], [0, 0], [0, 0], [-118975538, 0], [0, 151909306], [0, 0], [0, 0], [0, 0], [0, 0], [0, 184954646], [0, 0], [0, 0], [0, 0], [-124604858, 0], [0, 227634946], [0, 0], [0, 0], [0, 0], [-306196198, 0], [0, 0], [0, -340003114], [0, -142787414], [0, 0], [304285322, 0], [0, 0], [0, -259949914], [0, -355174094], [0, 0], [-248059438, 0], [0, 0], [0, 0], [0, -313731394], [462270742, 0], [270805682, 0], [0, 0], [0, 0], [0, 534718046], [0, -42589334], [0, 0], [509938922, 0], [0, 0], [0, -461931514], [0, 119718106], [416748602, 0], [0, 0], [-710449418, 0], [0, 0], [0, 0], [0, 0], [729656422, 0], [0, -715462814], [-540459358, 0], [0, 0], [0, 0], [832319422, 0], [0, -818071814], [0, 0], [0, 1010487926], [0, 0], [-868238998, 0], [0, 0], [0, 0], [0, -715054714], [-908478938, 0], [0, 0], [0, 0], [0, -953300194], [472213942, 0], [0, -591629294], [0, 0], [0, 0], [0, 0], [0, 862803326], [0, 0], [0, 0], [1101844942, 0], [0, 0], [0, 0], [0, 0], [0, -335184874], [0, -813575774], [0, 0], [0, 0], [0, 1695671246], [0, 1796212546], [1943282882, 0], [0, 0]], 'char_orbit_index': 3, 'field_poly': [1, 0, 1], 'hecke_orbit_code': 4503737183764555, 'hecke_ring_character_values': [[26, [-1, 0]], [52, [1, 0]]], 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 2, 'label': '75.7.c.b', 'level': 75, 'maxp': 997, 'weight': 7}
• 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

  
  {'Nk2': 3675, 'analytic_conductor': 17.254056271488825, 'char_conductor': 3, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 2, 'char_parity': -1, 'char_values': [75, 2, [26, 52], [1, 2]], 'conrey_index': 26, 'cusp_dim': 54, 'dim': 35, 'eis_dim': 12, 'eis_new_dim': 6, 'hecke_cutter_primes': [2, 7], 'hecke_orbit_code': 137556394059, 'hecke_orbit_dims': [1, 2, 8, 8, 8, 8], 'label': '75.7.c', 'level': 75, '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': [3, 5], 'level_radical': 15, 'mf_dim': 66, 'mf_new_dim': 41, 'num_forms': 6, 'prim_orbit_index': 2, 'relative_dim': 35, 'sturm_bound': 70, 'trace_bound': 3, 'trace_display': [0, 7, 0, 126], 'traces': [35, 0, 7, -1088, 0, -354, 126, 0, 651, 0, 0, -4492, 894, 0, 0, 31752, 0, 14920, -16338, 0, -22686, 40620, 0, 60702, 0, 0, -51497, -77196, 0, 0, 6550, 0, 55040, -3868, 0, -168054, 61566, 0, 7026, 0, 0, -1140, -197346, 0, 0, 440152, 0, 566612, 425897, 0, -137544, -133104, 0, -539724, 0, 0, 9046, -1227780, 0, 0, 712150, 0, 1300134, -1081896, 0, -1999290, 978606, 0, 499956, 0, 0, -1935720, -2397906, 0, 0, 4345052, 0, 4499000, -333858, 0, -4279785, 2395080, 0, 2621376, 0, 0, -2525000, -6660780, 0, 0, 1849108, 0, 4592454, -2256328, 0, -8047482, 3215406, 0, -885420, 0, 0, -2096480, -7505346, 0, 0, 11182912, 0, 8437652, 1253022, 0, -3211926, 2547276, 0, 2830902, 0, 0, -2366794, -1177860, 0, 0, 8310995, 0, 4165960, 6474464, 0, 3816240, -3337554, 0, -6870654, 0, 0, 5991340, 583788, 0, 0, -10587916, 0, -1569000, -11293218, 0, 1242636, -5832960, 0, -6157782, 0, 0, -4310131, -10284816, 0, 0, -14007290, 0, -2766200, 19426680, 0, -9150516, 11524686, 0, 17654796, 0, 0, 9056080, 14957454, 0, 0, 2990932, 0, -24843420, -10757743, 0, 13874250, -12409584, 0, -8685420, 0, 0, -10517800, 47691360, 0, 0, -5768090, 0, -12924626, -19610936, 0, 35481252, 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-234079860, 0, 0, 156123406, 172660560, 0, 0, -118222490, 0, 548766774, 2714011424, 0, -2816233800, -914530674, 0, 519524160, 0, 0, -526161280, 17911614, 0, 0, -1799870760, 0, 299759020, -719319258, 0, 600841716, 526319520, 0, 3295894836, 0, 0, -439301200, -1825346856, 0, 0, 2641154950, 0, -380396146, 22668752, 0, -2709975972, 1514850858, 0, -490559640, 0, 0, -1031882520, -1106540226, 0, 0, 243109484, 0, 1220651280, -1638545040, 0, -771825372, -810409464, 0, -961043928, 0, 0, 587972486, -636210120, 0, 0, 1563821230, 0, 1175124080, -2678136956, 0, 1013801040, -843743760, 0, -1503313614, 0, 0, -625600020, -578564466, 0, 0, 917891640, 0, 1793272960, 2892785812, 0, -728447724, 3677036040, 0, 91514874, 0, 0, 204365766, -629829696, 0, 0, -2004638570, 0, -43018320, 1215345572, 0, 585188340, -1945060080, 0, 1776100356, 0, 0, -1001613160, 273864828, 0, 0, 3652543072, 0, 2433549820, 681198462, 0, -2577088890, -1916940960, 0, -1109429760, 0, 0, 1091879600, -3575385960, 0, 0, -448590332, 0, 867092614, -3492253816, 0, -991408944, 1835784846, 0, -1903738569, 0, 0, -1220908744, 652671054, 0, 0, 3584292216, 0, 1031089240, 3457148742, 0, 1954040628, -604417080, 0, -442990476, 0, 0, 919179960, -944446920, 0, 0, 1182790150, 0, -379388400, -5057087040, 0, -3651261216, -1569284274, 0, -1759103160, 0, 0, -2550369100, -2245250052, 0, 0, -5056059008, 0, 98525572, 2648535102, 0, -1920218244, 7054071156, 0, 7992080460, 0, 0, 1232330532, -1921319340, 0, 0, 12651120, 0, 1126840360, 3056568784, 0, -2847358320, -2369632194, 0, -3481540284, 0, 0, -861814260, 2566597308, 0, 0, 2445541712, 0, 1162417080, -4709139688, 0, 2527649220, -5350800, 0, 1957389906, 0, 0, 662427200, 26412300, 0, 0, 2938839070, 0, -1456805786, 3600427680, 0, 5510135610, 992475852, 0, 135834852, 0, 0, -1686231600, -869578626, 0, 0, 1075187880, 0, -784605120, 3213895302, 0, -1062426126, -2300247264, 0, -614302158, 0, 0, 1658130966, 2866104180, 0, 0, -3360967525, 0, -733749480, -8387429596, 0, -2161788948, -2866943154, 0, 2926437246, 0, 0, -734989120, 1975412574, 0, 0, -5488223836, 0, 33555040, 3749065422, 0, -140427120, 7593899160, 0, -5569299492, 0, 0, 1589192183, 1900023288, 0, 0, 1368981748, 0, -4405950266, -4946401736, 0, 4276586034, -6326928594, 0, 63226836, 0, 0, -1463872840, 253958094, 0, 0, 4874452972, 0, -3927222000, 245959492, 0, 3874288140, -3050293524, 0, 2168027100, 0, 0, 3524760120, 1320916200, 0, 0, -7003641368, 0, -228305052, 5929066444, 0, 5048477712, 2950486446, 0, -6964580400, 0, 0, 2136031256, 7381454400, 0, 0, -9341517568, 0, -1380376400, 548906382, 0, -861769746, -5253470580, 0, 5528051880, 0, 0, 2280655366, 3926942460, 0, 0, -1714301302, 0, -6376256760, 2869743872, 0, 2410521780, -4369448034, 0, -3639677334, 0, 0, 341250160, -575702160, 0, 0, 6821937720, 0, -3772045656, -824670428, 0, 2638783116, 5776142760, 0, 3425455812, 0, 0, 3231424160, 3829107120, 0, 0, -4044536175, 0, 1624967880, 7294604564, 0, 6409480320, -2231680194, 0, 1189502292, 0, 0, -248707372, 3285488268, 0, 0, -17328215256, 0, -1656555800, -6178295160, 0, 4232554710, -2290855620, 0, -9460711830, 0, 0, 191170920, -6392496192, 0, 0, 1322467990, 0, -3671025666, -5547475440, 0, -13560729222, -219521874, 0, 2078585466, 0], 'weight': 7, '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: 64613
    {'conductor': 5, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '75.7.c.b', 'source_level': 75, 'target_char_orbit': 4, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '15.7.d.a', 'target_level': 15, 'twist_class_label': '15.7.d.a', 'twist_class_level': 15, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 7}
  • id: 64614
    {'conductor': 15, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '75.7.c.b', 'source_level': 75, 'target_char_orbit': 4, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '15.7.d.a', 'target_level': 15, 'twist_class_label': '15.7.d.a', 'twist_class_level': 15, 'twisting_char_label': '15.e', 'twisting_char_orbit': 5, 'weight': 7}
  • id: 64615
    {'conductor': 5, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '75.7.c.b', 'source_level': 75, 'target_char_orbit': 4, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '15.7.d.b', 'target_level': 15, 'twist_class_label': '15.7.d.a', 'twist_class_level': 15, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 7}
  • id: 64616
    {'conductor': 15, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '75.7.c.b', 'source_level': 75, 'target_char_orbit': 4, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '15.7.d.b', 'target_level': 15, 'twist_class_label': '15.7.d.a', 'twist_class_level': 15, 'twisting_char_label': '15.e', 'twisting_char_orbit': 5, 'weight': 7}
  • id: 64617
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '75.7.c.b', 'source_level': 75, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '75.7.c.b', 'target_level': 75, 'twist_class_label': '15.7.d.a', 'twist_class_level': 15, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 7}
  • id: 64618
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '75.7.c.b', 'source_level': 75, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '75.7.c.b', 'target_level': 75, 'twist_class_label': '15.7.d.a', 'twist_class_level': 15, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 7}
  • id: 64619
    {'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '75.7.c.b', 'source_level': 75, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '75.7.c.b', 'target_level': 75, 'twist_class_label': '15.7.d.a', 'twist_class_level': 15, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 7}
  • id: 64620
    {'conductor': 15, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': -15, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '75.7.c.b', 'source_level': 75, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '75.7.c.b', 'target_level': 75, 'twist_class_label': '15.7.d.a', 'twist_class_level': 15, 'twisting_char_label': '15.d', 'twisting_char_orbit': 4, 'weight': 7}
  • id: 64621
    {'conductor': 20, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '75.7.c.b', 'source_level': 75, 'target_char_orbit': 3, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '240.7.c.a', 'target_level': 240, 'twist_class_label': '15.7.d.a', 'twist_class_level': 15, 'twisting_char_label': '20.e', 'twisting_char_orbit': 5, 'weight': 7}
  • id: 64622
    {'conductor': 60, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '75.7.c.b', 'source_level': 75, 'target_char_orbit': 3, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '240.7.c.a', 'target_level': 240, 'twist_class_label': '15.7.d.a', 'twist_class_level': 15, 'twisting_char_label': '60.l', 'twisting_char_orbit': 12, 'weight': 7}
  • id: 64623
    {'conductor': 20, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '75.7.c.b', 'source_level': 75, 'target_char_orbit': 3, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '240.7.c.b', 'target_level': 240, 'twist_class_label': '15.7.d.a', 'twist_class_level': 15, 'twisting_char_label': '20.e', 'twisting_char_orbit': 5, 'weight': 7}
  • id: 64624
    {'conductor': 60, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '75.7.c.b', 'source_level': 75, 'target_char_orbit': 3, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '240.7.c.b', 'target_level': 240, 'twist_class_label': '15.7.d.a', 'twist_class_level': 15, 'twisting_char_label': '60.l', 'twisting_char_orbit': 12, 'weight': 7}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 233075
    {'charpoly_factorization': [[[121, 0, 1], 1]], 'hecke_orbit_code': 4503737183764555, 'p': 2}
  • id: 233076
    {'charpoly_factorization': [[[729, 0, 1], 1]], 'hecke_orbit_code': 4503737183764555, 'p': 3}
  • id: 233077
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 4503737183764555, 'p': 5}
  • id: 233078
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 4503737183764555, 'p': 7}
  • id: 233079
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 4503737183764555, 'p': 11}
  • id: 233080
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 4503737183764555, 'p': 13}
  • id: 233081
    {'charpoly_factorization': [[[88247236, 0, 1], 1]], 'hecke_orbit_code': 4503737183764555, 'p': 17}
  • id: 233082
    {'charpoly_factorization': [[[13178, 1], 2]], 'hecke_orbit_code': 4503737183764555, 'p': 19}
  • id: 233083
    {'charpoly_factorization': [[[214739716, 0, 1], 1]], 'hecke_orbit_code': 4503737183764555, 'p': 23}
  • id: 233084
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 4503737183764555, 'p': 29}
  • id: 233085
    {'charpoly_factorization': [[[5758, 1], 2]], 'hecke_orbit_code': 4503737183764555, 'p': 31}
  • id: 233086
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 4503737183764555, 'p': 37}
  • id: 233087
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 4503737183764555, 'p': 41}
  • id: 233088
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 4503737183764555, 'p': 43}
  • id: 233089
    {'charpoly_factorization': [[[8106121156, 0, 1], 1]], 'hecke_orbit_code': 4503737183764555, 'p': 47}
  • id: 233090
    {'charpoly_factorization': [[[7861659556, 0, 1], 1]], 'hecke_orbit_code': 4503737183764555, 'p': 53}
  • id: 233091
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 4503737183764555, 'p': 59}
  • id: 233092
    {'charpoly_factorization': [[[325798, 1], 2]], 'hecke_orbit_code': 4503737183764555, 'p': 61}
  • id: 233093
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 4503737183764555, 'p': 67}
  • id: 233094
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 4503737183764555, 'p': 71}
  • id: 233095
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 4503737183764555, 'p': 73}
  • id: 233096
    {'charpoly_factorization': [[[-893662, 1], 2]], 'hecke_orbit_code': 4503737183764555, 'p': 79}
  • id: 233097
    {'charpoly_factorization': [[[220473446116, 0, 1], 1]], 'hecke_orbit_code': 4503737183764555, 'p': 83}
  • id: 233098
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 4503737183764555, 'p': 89}
  • id: 233099
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 4503737183764555, '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': 3, 'hecke_orbit': 2, 'label': '75.7.c.b', 'level': 75, 'portrait': 'data:image/png;base64,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', 'weight': 7}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 21246535
    {'hecke_orbit_code': 4503737183764555, 'n': 1, 'trace_an': 2}
  • id: 21246536
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  • id: 21246541
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  • id: 21246550
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  • id: 21246552
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  • id: 21246558
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  • id: 21246638
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  • id: 21246733
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  • id: 21246789
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