Newform data - 27.10.a.b

Formats: - HTML - YAML - JSON - 2024-05-29T05:25:50.007062

• 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': 2700, 'analytic_conductor': 13.905967576424574, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, -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': [27, 1, [2], [1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 3, 'field_disc': 177113, 'field_disc_factorization': [[177113, 1]], 'field_poly': [136, -118, -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': [[2, [-3672, -1062, 3, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503599795142683, 'hecke_ring_generator_nbound': 2, 'hecke_ring_index': 162, 'hecke_ring_index_factorization': [[2, 1], [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': True, 'label': '27.10.a.b', 'level': 27, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3], 'level_radical': 3, 'minimal_twist': '27.10.a.b', 'nf_label': '3.3.177113.1', 'prim_orbit_index': 1, 'qexp_display': 'q+(-1-\\beta _{1})q^{2}+(199-2\\beta _{1}+\\beta _{2})q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 3, 'rm_discs': [], 'sato_tate_group': '9.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '27.10.a', 'trace_display': [-3, 0, 1983, -3693], 'trace_hash': 983522736462580277, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.944', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.583', 'prec': 17}, {'__RealLiteral__': 0, 'data': '23.839', 'prec': 20}, {'__RealLiteral__': 0, 'data': '16.777', 'prec': 20}, {'__RealLiteral__': 0, 'data': '295.174', 'prec': 24}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 'traces': [3, -3, 0, 597, 1983, 0, -3693, 4503, 0, -18981, 16863, 0, 116916, 503463, 0, -239919, 1014048, 0, -15222, 2548407, 0, 305721, 2927118, 0, 2133732, 4765116, 0, -3535725, 5768790, 0, -6575223, -2687697, 0, 17098128, -17340537, 0, -11686026, -50473374, 0, -4130811, -22213518, 0, 45384414, -57206991, 0, -95638590, 12392034, 0, 18933462, -82984044, 0, 182736492, 80579637, 0, -174735333, 21850521, 0, -102758922, 244026660, 0, 369729960, 166297341, 0, -420692127, 492225684, 0, -252614586, 162270144, 0, 935092377, 403193088, 0, -406626717, -641373558, 0, -39499590, 360443199, 0, 265451856, -1168359837, 0, -884408166, 121625871, 0, 316251216, -2368956570, 0, 219257739, 377904006, 0, 245059140, -1178754558, 0, 86583438, 536878770, 0, -438907539, -2592182286, 0, 1112759508, 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774465404856, 0, -5481472246146, 2905757359365, 0, 862494653664, -5824181953128, 0, 3348532567797, -1283070660048, 0, 4746885996534, -2545656337623, 0, 5408440600896, 4008930716538, 0, -5965795273851, 1525475354778, 0, -495008950107, -4483298502123, 0, -1417678932093, -1105977290289, 0, 2592140689116, -2734764194172, 0, -2623905850806, 1354413444126, 0, 880435276812, -1822469336460, 0, -3812662368336, -5606246680683, 0, 1831592992554, -271974573648, 0, 5034274259943, -5213239040529, 0, -6572271114186, -457225569768, 0, 3181441002615, 139101594882, 0, -159088466178, -4404284326962, 0, -229172427300, -1533808233969, 0, -5791794744096, -1717711847346, 0, 279336346584, 5415439078734, 0, 2497516812036, 2450351400276, 0, 4579778183520, -2286165185016, 0, 7891967638284, -2717683659441, 0, -8198003671512, 3310573067421, 0, -4656796176312, 3002093996817, 0, 5043853907514, 9140451477294, 0, 810227595744, -3183956563404, 0, -2173277242164, 1194646465020, 0, 1451784193758, 3782896519656, 0, 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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, 0, 0], [-1, -1, 0], [0, 0, 0], [199, -2, 1], [661, 7, 3], [0, 0, 0], [-1231, -233, -5], [1501, -32, -3], [0, 0, 0], [-6327, -1657, -22], [5621, -124, -84], [0, 0, 0], [38972, -2360, 208], [167821, 2227, 258], [0, 0, 0], [-79973, 444, -465], [338016, -8472, -96], [0, 0, 0], [-5074, 23682, 66], [849469, 5230, 231], [0, 0, 0], [101907, 22483, 544], [975706, 44248, -2208], [0, 0, 0], [711244, 37588, 1132], [1588372, -116564, 1320], [0, 0, 0], [-1178575, -129306, -957], [1922930, 44306, 3762], [0, 0, 0], [-2191741, -72215, -8483], [-895899, 255324, 3417], [0, 0, 0], [5699376, -330888, 8952], [-5780179, -428752, -6480], [0, 0, 0], [-3895342, 303456, 9624], [-16824458, 53746, -24012], [0, 0, 0], [-1376937, -63704, 4879], [-7404506, 420274, 16434], [0, 0, 0], [15128138, 1100902, -30674], [-19068997, -155386, 17805], [0, 0, 0], [-31879530, -94450, -33208], [4130678, -60952, 44328], [0, 0, 0], [6311154, 1186060, 67444], [-27661348, -982228, -43248], [0, 0, 0], [60912164, -1177224, 3468], [26859879, 1534761, -42939], [0, 0, 0], [-58245111, -764761, 42059], [7283507, -25144, 1995], [0, 0, 0], [-34252974, -3065330, -63116], [81342220, -2420336, -85632], [0, 0, 0], [123243320, -2098280, -32696], [55432447, 4850833, 114630], [0, 0, 0], [-140230709, 276180, -34329], [164075228, -2136700, 3852], [0, 0, 0], [-84204862, -235562, -227522], [54090048, -5389104, 335280], [0, 0, 0], [311697459, 6690643, 461152], [134397696, 3010488, -188880], [0, 0, 0], [-135542239, 2361348, 194220], [-213791186, 1543174, -351576], [0, 0, 0], [-13166530, 13000580, 32522], [120147733, 6239431, 42579], [0, 0, 0], [88483952, -4693196, -673892], [-389453279, -3145916, -78963], [0, 0, 0], [-294802722, 3094202, -502444], [40541957, -3456100, 296820], [0, 0, 0], [105417072, -12297840, 884568], [-789652190, -1426946, -947532], [0, 0, 0], [73085913, 1055648, -212167], [125968002, -20852538, 927582], [0, 0, 0], [81686380, -22455452, 304876], [-392918186, 20198716, 1390986], [0, 0, 0], [28861146, 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[3960155859104, 26703054192, 9050051928], [4683223863100, -13967409104, -8825495688], [3843514995599, 153504583861, 13747703929], [519206000546, 299416510800, -10663945056], [-8143613123216, -141748036976, -2085314496], [-4605211190167, -96922012268, 2505161548], [92189393130, 308269516794, 20659056330], [1985209586336, -24569239808, 20510492608], [-1027828377071, -240668631845, -18742375593], [-4864273779618, 539474870250, 8441246898], [-5550549406162, -133239037614, -21223283838], [9458332681010, 452449914050, -4064821230], [585954045047, -228669429539, -26850827375], [-2524683586848, 236398526448, -21210132912], [5641806562418, 153232668120, 20341290936], [6889661849096, 210976622000, -6289869096], [1095049566758, -493356848552, -1158703592], [-5899523957152, -153486279184, 7617101448], [10859051522216, -317000392952, -7128513128], [2055452929164, 265077725400, -18295005816], [-15128080710838, 402913081600, 16753555648], [472700970516, -590360067444, 11082250596], [2035654195790, -436615023102, -16954691694], [-18974419996196, 71233425616, -32837879928], [-24731194126426, -33814507406, -23076049646], [-8927498868442, 529897536176, 31608252624], [1093342925531, -101513760327, 16435960749], [-7736656902052, -333568603348, 16477770876], [9783379161371, -44674721016, -37943613528], [-4835226176111, -1000976810513, 21190383555], [-4959674763373, 17316997496, -39809671416], [-15560731506972, -136266235476, 790412460], [7646433309425, 1352215860715, -20104056905], [-22515695157123, 564145849044, 32716363356], [-15668615218118, 378474157726, -27820984650], [-23356798711402, 29528062328, 35379825720], [6783198586913, 418369415751, 39209610123], [46694832000788, -137565525632, -1483169672]], 'char_orbit_index': 1, 'field_poly': [136, -118, -1, 1], 'hecke_orbit_code': 4503599795142683, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1, 1], 'hecke_ring_inverse_denominators': [1, 3, 9], 'hecke_ring_inverse_numerators': [[1, 0, 0], [1, 1, 0], [711, -2, 1]], 'hecke_ring_numerators': [[1, 0, 0], [-1, 3, 0], [-713, 6, 9]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 3, 'label': '27.10.a.b', 'level': 27, 'maxp': 997, 'weight': 10}
• 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

  
  {'ALdims': [5, 7], 'Nk2': 2700, 'analytic_conductor': 13.905967576424574, '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': [27, 1, [2], [1]], 'conrey_index': 1, 'cusp_dim': 24, 'dim': 12, 'eis_dim': 6, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 167772187, 'hecke_orbit_dims': [2, 3, 3, 4], 'label': '27.10.a', 'level': 27, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3], 'level_radical': 3, 'mf_dim': 30, 'mf_new_dim': 12, 'num_forms': 4, 'plus_dim': 5, 'prim_orbit_index': 1, 'relative_dim': 12, 'sturm_bound': 30, 'trace_bound': 2, 'trace_display': [0, 0, 0, 2940], 'traces': [12, 0, 0, 3414, 0, 0, 2940, 0, 0, -101898, 0, 0, 267486, 0, 0, 1352874, 0, 0, -215274, 0, 0, 1530738, 0, 0, 3403146, 0, 0, 12734682, 0, 0, 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-91376567702238, 0, 0, 82589068404936, 0, 0, -27563778002094, 0, 0, -114926356972416, 0, 0, 85844308580370, 0, 0, 2171740467996, 0, 0, 50129599036320, 0, 0, 15329357519724, 0, 0, -136755080045202, 0, 0, 138393246016152, 0, 0, -11586199189770, 0, 0, 81266753190084, 0, 0, -138325615789782, 0, 0, 24046118185734, 0, 0, 15403510143438, 0, 0, -190278514885644, 0, 0, 93556478347596, 0, 0, -235654217186814, 0, 0, 169490344917588, 0, 0, 195928977852180, 0, 0, 116423796892392, 0, 0, 53415896666076, 0, 0, 70172210541054, 0, 0, -232378059722688, 0, 0, -148134052242504, 0, 0, -102159197170020, 0, 0, -111044528606862, 0, 0, 87706440389832, 0, 0, -59681676136800, 0, 0, -45186722567478, 0, 0, -13339499827002, 0, 0, 5021907080712, 0, 0, 100498813145820, 0, 0, -40141366181514, 0, 0, -225212372440398, 0, 0, -186809571049524, 0, 0, -818855287068, 0, 0, 284488666780320, 0, 0, 302450959739868, 0, 0, 208233934424118], 'weight': 10, '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: 22205
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '27.10.a.b', 'source_level': 27, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '27.10.a.b', 'target_level': 27, 'twist_class_label': '27.10.a.b', 'twist_class_level': 27, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 10}
  • id: 22206
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '27.10.a.b', 'source_level': 27, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 3, 'target_is_minimal': True, 'target_label': '27.10.a.c', 'target_level': 27, 'twist_class_label': '27.10.a.b', 'twist_class_level': 27, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 10}
  • id: 22207
    {'conductor': 9, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '27.10.a.b', 'source_level': 27, 'target_char_orbit': 3, 'target_dim': 6, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '81.10.c.g', 'target_level': 81, 'twist_class_label': '27.10.a.b', 'twist_class_level': 27, 'twisting_char_label': '9.d', 'twisting_char_orbit': 4, 'weight': 10}
  • id: 22208
    {'conductor': 9, 'degree': 2, 'multiplicity': 2, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '27.10.a.b', 'source_level': 27, 'target_char_orbit': 3, 'target_dim': 6, 'target_hecke_orbit': 8, 'target_is_minimal': False, 'target_label': '81.10.c.h', 'target_level': 81, 'twist_class_label': '27.10.a.b', 'twist_class_level': 27, 'twisting_char_label': '9.c', 'twisting_char_orbit': 3, 'weight': 10}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 103700
    {'charpoly_factorization': [[[-3672, -1062, 3, 1], 1]], 'hecke_orbit_code': 4503599795142683, 'p': 2}
  • id: 103701
    {'charpoly_factorization': [[[0, 1], 3]], 'hecke_orbit_code': 4503599795142683, 'p': 3}
  • id: 103702
    {'charpoly_factorization': [[[3825897975, -2030409, -1983, 1], 1]], 'hecke_orbit_code': 4503599795142683, 'p': 5}
  • id: 103703
    {'charpoly_factorization': [[[90362069875, -63178017, 3693, 1], 1]], 'hecke_orbit_code': 4503599795142683, 'p': 7}
  • id: 103704
    {'charpoly_factorization': [[[-30446445345165, -2495944917, -16863, 1], 1]], 'hecke_orbit_code': 4503599795142683, 'p': 11}
  • id: 103705
    {'charpoly_factorization': [[[955953747392320, -16773786384, -116916, 1], 1]], 'hecke_orbit_code': 4503599795142683, 'p': 13}
  • id: 103706
    {'charpoly_factorization': [[[-7875363087120384, 262405282752, -1014048, 1], 1]], 'hecke_orbit_code': 4503599795142683, 'p': 17}
  • id: 103707
    {'charpoly_factorization': [[[4462994708562664, -599886952548, 15222, 1], 1]], 'hecke_orbit_code': 4503599795142683, 'p': 19}
  • id: 103708
    {'charpoly_factorization': [[[4569487178132998872, -934856229204, -2927118, 1], 1]], 'hecke_orbit_code': 4503599795142683, 'p': 23}
  • id: 103709
    {'charpoly_factorization': [[[4293003942319875480, 3737351821212, -5768790, 1], 1]], 'hecke_orbit_code': 4503599795142683, 'p': 29}
  • id: 103710
    {'charpoly_factorization': [[[-62492650240019533631, -17750049491193, 6575223, 1], 1]], 'hecke_orbit_code': 4503599795142683, 'p': 31}
  • id: 103711
    {'charpoly_factorization': [[[-1047077879527633361480, -88280093334516, 11686026, 1], 1]], 'hecke_orbit_code': 4503599795142683, 'p': 37}
  • id: 103712
    {'charpoly_factorization': [[[-3654362317389671607480, -126697103716932, 22213518, 1], 1]], 'hecke_orbit_code': 4503599795142683, 'p': 41}
  • id: 103713
    {'charpoly_factorization': [[[45693288572826916191160, -922994517755364, -45384414, 1], 1]], 'hecke_orbit_code': 4503599795142683, 'p': 43}
  • id: 103714
    {'charpoly_factorization': [[[10277791691826528605160, -665782616655828, -12392034, 1], 1]], 'hecke_orbit_code': 4503599795142683, 'p': 47}
  • id: 103715
    {'charpoly_factorization': [[[132145602899448674029797, -969165886601457, -80579637, 1], 1]], 'hecke_orbit_code': 4503599795142683, 'p': 53}
  • id: 103716
    {'charpoly_factorization': [[[529092626093627389957440, 10798794175553712, -244026660, 1], 1]], 'hecke_orbit_code': 4503599795142683, 'p': 59}
  • id: 103717
    {'charpoly_factorization': [[[-1155782701281291575694848, 40441106001326016, -369729960, 1], 1]], 'hecke_orbit_code': 4503599795142683, 'p': 61}
  • id: 103718
    {'charpoly_factorization': [[[-1913537792585824549505000, 2341428465809532, 252614586, 1], 1]], 'hecke_orbit_code': 4503599795142683, 'p': 67}
  • id: 103719
    {'charpoly_factorization': [[[983330358019649001584640, 31952365891662528, -403193088, 1], 1]], 'hecke_orbit_code': 4503599795142683, 'p': 71}
  • id: 103720
    {'charpoly_factorization': [[[-649410779968170038515745, 35133728293146243, 406626717, 1], 1]], 'hecke_orbit_code': 4503599795142683, 'p': 73}
  • id: 103721
    {'charpoly_factorization': [[[8342441668663075578999808, -167392077475454016, -265451856, 1], 1]], 'hecke_orbit_code': 4503599795142683, 'p': 79}
  • id: 103722
    {'charpoly_factorization': [[[2140703035426209727264707, -39129315214744053, -121625871, 1], 1]], 'hecke_orbit_code': 4503599795142683, 'p': 83}
  • id: 103723
    {'charpoly_factorization': [[[-100155402365630652917073000, -715058944722112068, -377904006, 1], 1]], 'hecke_orbit_code': 4503599795142683, 'p': 89}
  • id: 103724
    {'charpoly_factorization': [[[-26018968522107461502988655, -130939166593400541, 438907539, 1], 1]], 'hecke_orbit_code': 4503599795142683, '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': 2, 'label': '27.10.a.b', 'level': 27, 'portrait': 'data:image/png;base64,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', 'weight': 10}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 19688304
    {'hecke_orbit_code': 4503599795142683, 'n': 1, 'trace_an': 3}
  • id: 19688305
    {'hecke_orbit_code': 4503599795142683, 'n': 2, 'trace_an': -3}
  • id: 19688306
    {'hecke_orbit_code': 4503599795142683, 'n': 3, 'trace_an': 0}
  • id: 19688307
    {'hecke_orbit_code': 4503599795142683, 'n': 4, 'trace_an': 597}
  • id: 19688308
    {'hecke_orbit_code': 4503599795142683, 'n': 5, 'trace_an': 1983}
  • id: 19688309
    {'hecke_orbit_code': 4503599795142683, 'n': 6, 'trace_an': 0}
  • id: 19688310
    {'hecke_orbit_code': 4503599795142683, 'n': 7, 'trace_an': -3693}
  • id: 19688311
    {'hecke_orbit_code': 4503599795142683, 'n': 8, 'trace_an': 4503}
  • id: 19688312
    {'hecke_orbit_code': 4503599795142683, 'n': 9, 'trace_an': 0}
  • id: 19688313
    {'hecke_orbit_code': 4503599795142683, 'n': 10, 'trace_an': -18981}
  • id: 19688314
    {'hecke_orbit_code': 4503599795142683, 'n': 11, 'trace_an': 16863}
  • id: 19688315
    {'hecke_orbit_code': 4503599795142683, 'n': 12, 'trace_an': 0}
  • id: 19688316
    {'hecke_orbit_code': 4503599795142683, 'n': 13, 'trace_an': 116916}
  • id: 19688317
    {'hecke_orbit_code': 4503599795142683, 'n': 14, 'trace_an': 503463}
  • id: 19688318
    {'hecke_orbit_code': 4503599795142683, 'n': 15, 'trace_an': 0}
  • id: 19688319
    {'hecke_orbit_code': 4503599795142683, 'n': 16, 'trace_an': -239919}
  • id: 19688320
    {'hecke_orbit_code': 4503599795142683, 'n': 17, 'trace_an': 1014048}
  • id: 19688321
    {'hecke_orbit_code': 4503599795142683, 'n': 18, 'trace_an': 0}
  • id: 19688322
    {'hecke_orbit_code': 4503599795142683, 'n': 19, 'trace_an': -15222}
  • id: 19688323
    {'hecke_orbit_code': 4503599795142683, 'n': 20, 'trace_an': 2548407}
  • id: 19688324
    {'hecke_orbit_code': 4503599795142683, 'n': 21, 'trace_an': 0}
  • id: 19688325
    {'hecke_orbit_code': 4503599795142683, 'n': 22, 'trace_an': 305721}
  • id: 19688326
    {'hecke_orbit_code': 4503599795142683, 'n': 23, 'trace_an': 2927118}
  • id: 19688327
    {'hecke_orbit_code': 4503599795142683, 'n': 24, 'trace_an': 0}
  • id: 19688328
    {'hecke_orbit_code': 4503599795142683, 'n': 25, 'trace_an': 2133732}
  • id: 19688329
    {'hecke_orbit_code': 4503599795142683, 'n': 26, 'trace_an': 4765116}
  • id: 19688330
    {'hecke_orbit_code': 4503599795142683, 'n': 27, 'trace_an': 0}
  • id: 19688331
    {'hecke_orbit_code': 4503599795142683, 'n': 28, 'trace_an': -3535725}
  • id: 19688332
    {'hecke_orbit_code': 4503599795142683, 'n': 29, 'trace_an': 5768790}
  • id: 19688333
    {'hecke_orbit_code': 4503599795142683, 'n': 30, 'trace_an': 0}
  • id: 19688334
    {'hecke_orbit_code': 4503599795142683, 'n': 31, 'trace_an': -6575223}
  • id: 19688335
    {'hecke_orbit_code': 4503599795142683, 'n': 32, 'trace_an': -2687697}
  • id: 19688336
    {'hecke_orbit_code': 4503599795142683, 'n': 33, 'trace_an': 0}
  • id: 19688337
    {'hecke_orbit_code': 4503599795142683, 'n': 34, 'trace_an': 17098128}
  • id: 19688338
    {'hecke_orbit_code': 4503599795142683, 'n': 35, 'trace_an': -17340537}
  • id: 19688339
    {'hecke_orbit_code': 4503599795142683, 'n': 36, 'trace_an': 0}
  • id: 19688340
    {'hecke_orbit_code': 4503599795142683, 'n': 37, 'trace_an': -11686026}
  • id: 19688341
    {'hecke_orbit_code': 4503599795142683, 'n': 38, 'trace_an': -50473374}
  • id: 19688342
    {'hecke_orbit_code': 4503599795142683, 'n': 39, 'trace_an': 0}
  • id: 19688343
    {'hecke_orbit_code': 4503599795142683, 'n': 40, 'trace_an': -4130811}
  • id: 19688344
    {'hecke_orbit_code': 4503599795142683, 'n': 41, 'trace_an': -22213518}
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  • id: 19688534
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  • id: 19688535
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  • id: 19688536
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  • id: 19688537
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  • id: 19688540
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  • id: 19688542
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  • id: 19688543
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  • id: 19688544
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  • id: 19688545
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  • id: 19688546
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  • id: 19688547
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  • id: 19688548
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  • id: 19688549
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  • id: 19688550
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  • id: 19688551
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  • id: 19688552
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  • id: 19688558
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  • id: 19688559
    {'hecke_orbit_code': 4503599795142683, 'n': 983, 'trace_an': -70070396134206}
  • id: 19688560
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  • id: 19688561
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