Newform data - 243.8.a.b

Formats: - HTML - YAML - JSON - 2026-01-12T03:53:15.456485

• 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': 15552, 'analytic_conductor': 75.90956119264159, 'analytic_rank': 1, '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': [243, 1, [2], [1]], 'cm_discs': [-3], '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': [[2, [0, 1]], [7, [508, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503599761588467, 'hecke_ring_generator_nbound': 1, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 3, 2, -1, 2, -3]], 'is_cm': True, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': True, 'is_twist_minimal': True, 'label': '243.8.a.b', 'level': 243, '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': '243.8.a.b', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q-2^{7}q^{4}-508q^{7}+2009q^{13}+2^{14}q^{16}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '7.2.1.d1', 'self_twist_discs': [-3], 'self_twist_type': 1, 'space_label': '243.8.a', 'trace_display': [0, 0, 0, -508], 'trace_hash': 1974500215276201529, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.013', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.019', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.035', 'prec': 17}, {'__RealLiteral__': 0, 'data': '3.087', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.139', 'prec': 17}, {'__RealLiteral__': 0, 'data': '10.309', 'prec': 20}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.509', 'prec': 17}, 'traces': [1, 0, 0, -128, 0, 0, -508, 0, 0, 0, 0, 0, 2009, 0, 0, 16384, 0, 0, 43091, 0, 0, 0, 0, 0, -78125, 0, 0, 65024, 0, 0, 152471, 0, 0, 0, 0, 0, 279710, 0, 0, 0, 0, 0, -409495, 0, 0, 0, 0, 0, -565479, 0, 0, -257152, 0, 0, 0, 0, 0, 0, 0, 0, 1537199, 0, 0, -2097152, 0, 0, -4058455, 0, 0, 0, 0, 0, 1236809, 0, 0, -5515648, 0, 0, -4517617, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1020572, 0, 0, 0, 0, 0, -17521555, 0, 0, 10000000, 0, 0, -21919729, 0, 0, 0, 0, 0, 26745749, 0, 0, -8323072, 0, 0, 0, 0, 0, 0, 0, 0, -19487171, 0, 0, -19516288, 0, 0, 14113763, 0, 0, 0, 0, 0, -21890228, 0, 0, 0, 0, 0, -55325104, 0, 0, 0, 0, 0, 0, 0, 0, -35802880, 0, 0, -8211439, 0, 0, 0, 0, 0, -85831225, 0, 0, 0, 0, 0, -87366376, 0, 0, 0, 0, 0, -58712436, 0, 0, 52415360, 0, 0, 39687500, 0, 0, 0, 0, 0, -39803374, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 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0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 233201165474, 0, 0, 0, 0, 0, 230792827955, 0, 0, 0, 0, 0, -79964978366, 0, 0, -840976366208, 0, 0, -648058963976, 0, 0, 0, 0, 0, 0, 0, 0, -586594385920, 0, 0, 1183168007336, 0, 0, 0, 0, 0, -1284621384727, 0, 0, 0, 0, 0, 1180707000956, 0, 0, 0, 0, 0, 1312098531971, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 107239698689, 0, 0, -371611702144, 0, 0, 0, 0, 0, 0, 0, 0, 608176161433, 0, 0, -134536216576, 0, 0, 0, 0, 0, 0, 0, 0, 1368871484375, 0, 0, 302247426560, 0, 0, 0, 0, 0, 0, 0, 0, 1183803846035, 0, 0, 0, 0, 0, 353172325912, 0, 0, 0, 0, 0, -688805581607, 0, 0, 907745378432, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1443967823753, 0, 0, 0, 0, 0, 1504162675994, 0, 0, 974252061056, 0, 0, -1135190448050, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -781250000000, 0, 0, 1087759532969, 0, 0, 0, 0, 0, -207312649649, 0, 0, -1406258790400, 0, 0, 0, 0, 0, 0, 0, 0, 1138469033591, 0, 0, 1497816708608, 0, 0, -489184971336, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -870963767848, 0, 0, 0, 0, 0, 0, 0, 0, 145414055808, 0, 0, 1664870678201, 0, 0, 0, 0, 0, -1306818152695, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 941267705980, 0, 0, -134330106880, 0, 0, 1712478828125, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 439011849157, 0, 0, 0, 0, 0, -1128679148089, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1431410704384, 0, 0, 994812348700, 0, 0, 0, 0, 0, 1803682042253, 0, 0, 0, 0, 0, -629475304505, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -2384014056464, 0, 0, -1050045689728, 0, 0, 180019816100, 0, 0, 0, 0, 0, 1068757957984, 0, 0, 0, 0, 0, 329473892963, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -125148010636, 0, 0, 0, 0, 0, -1753215818830, 0, 0, 0, 0, 0, -1829441497699, 0, 0, 0, 0, 0, -1375386740887, 0, 0, -1983226031488, 0, 0, 0, 0, 0, 0, 0, 0, 345947845390, 0, 0, -961944551424, 0, 0, 2008326260408, 0, 0, 0, 0, 0, -1032463128919, 0, 0, -1139321592320, 0, 0, 1981894435388, 0, 0, 0, 0, 0, -2089511640625, 0, 0, 0, 0, 0, 367659032537, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 501162345481, 0, 0, 0, 0, 0, -238786802773, 0, 0, 858773258240, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1897809977728, 0, 0, -898411237063, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -221382164804, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1908987230969, 0, 0, 0, 0, 0, -752223535555, 0, 0, 650240000000, 0, 0, -2327638200205, 0, 0, 0, 0, 0, -1174711139837, 0, 0, -1542781902080, 0, 0, 0, 0, 0, 0, 0, 0, -155607633412, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1829538330971, 0, 0, 2271018649472, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -2101566858373, 0, 0, 0, 0, 0, -1530268989082, 0, 0, 0, 0, 0, 1080653189464, 0, 0, 0, 0, 0, -353839117949, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1661917030225, 0, 0, -1425308458496, 0, 0, -2496891989245, 0, 0, 0, 0, 0, 0, 0, 0, -652138479616, 0, 0, 86411387251, 0, 0, 0, 0, 0, 0, 0, 0, 1026042000896, 0, 0, 0, 0, 0, 0, 0, 0, -1981649403685, 0, 0, 0, 0, 0, -1263622651070, 0, 0, 0, 0, 0, 0, 0, 0, -380170565248, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1136412124936, 0, 0, 0, 0, 0, 1824061896179, 0, 0, 2427496989824, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1695387743336, 0, 0, 0, 0, 0, 728738345713, 0, 0, 0, 0, 0, -3698553316475, 0, 0, 0, 0, 0, -869253753321, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0], 'weight': 8, '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], [-128], [0], [0], [-508], [0], [0], [0], [0], [0], [2009], [0], [0], [16384], [0], [0], [43091], [0], [0], [0], [0], [0], [-78125], [0], [0], [65024], [0], [0], [152471], [0], [0], [0], [0], [0], [279710], [0], [0], [0], [0], [0], [-409495], [0], [0], [0], [0], [0], [-565479], [0], [0], [-257152], [0], [0], [0], [0], [0], [0], [0], [0], [1537199], [0], [0], [-2097152], [0], [0], [-4058455], [0], [0], [0], [0], [0], [1236809], [0], [0], [-5515648], [0], [0], [-4517617], [0], [0], [0], [0], [0], [0], [0], [0], [0], [0], [0], [-1020572], [0], [0], [0], [0], [0], [-17521555], [0], [0], [10000000]], 'ap': [[0], [0], [0], [-508], [0], [2009], [0], [43091], [0], [0], [152471], [279710], [0], [-409495], [0], [0], [0], [1537199], [-4058455], [0], [1236809], [-4517617], [0], [0], [-17521555], [0], [-21919729], [0], [26745749], [0], [14113763], [0], [0], [-55325104], [0], [-8211439], [-85831225], [-87366376], [0], [0], [0], [-39803374], [0], [-103191961], [0], [218522573], [249458609], [43012139], [0], [362736857], [0], [0], [57587054], [0], [0], [0], [0], [-623847391], [609742193], [0], [758477909], [0], [-179002672], [0], [-1084883206], [0], [995522189], [1275706622], [0], [-695221114], [0], [0], [-1852889185], [-1958292025], [-2103854248], [0], [0], [435791663], [0], [-2127270058], [0], [-2237031742], [0], [-2204004565], [-3251541412], [0], [0], [-1744992103], [0], [-4102845559], [0], [0], [134432657], [0], [3551478368], [0], [0], [0], [4974471641], [-3687820966], [1141486163], [0], [0], [0], [6077201744], [-9218901373], [0], [0], [0], [2903216423], [-2361308020], [-7091760769], [0], [-7611344227], [-11701693036], [0], [1049453960], [0], [0], [0], [8203481951], [15493953371], [0], [0], [14826640451], [0], [-17742333199], [0], [-8015953132], [2970082541], [-18964820233], [0], [14595726548], [16165573733], [0], [-17999753137], [0], [-22342109107], [0], [0], [20948385761], [0], [-13519203469], [0], [-31043163763], [0], [35419116635], [0], [-18748577176], [0], [-36275909578], [0], [37334058245], [0], [6807804503], [0], [37771539572], [0], [-3585136438], [0], [0], [0], [53271099797], [0], [0], [0], [11003969279], [56143662110], [-57521540707], [0], [0], [-67996562746], [0], [70840448726], [49897047557], [0], [75034548581], [0], [-69152294521], [-27673681441], [34911323492], [0], [59933073794], [0], [0], [0], [-7151442415], [31894277216], [-1759810219], [0], [33178345145], [0], [90302808896], [0], [0], [0], [113913744779], [44791124549], [0], [0], [0], [-100228319149], [-22128346267], [47032005437], [0], [0], [98808015419], [0], [0], [4413109736], [-155685057742], [0], [-34885689355], [0], [0], [9698537591], [-168602468515], [0], [0], [0], [-180774495763], [-203036984068], [0], [160553958569], [0], [206387167883], [0], [0], [-218882089012], [0], [-42710083414], [118614299003], [243037754867], [0], [-158155779640], [0], [-213733316707], [0], [0], [0], [0], [164765206613], [49556144561], [-243200106061], [0], [0], [19435062815], [0], [300437142563], [0], [325477139450], [0], [0], [332407311749], [0], [0], [-70511348959], [129088823693], [0], [-335485949833], [-156166497895], [0], [164116971077], [-331810754266], [0], [361861459583], [0], [0], [420126117599], [0], [89280316406], [-209508132880], [93705760949], [215557383101], [378266174417], [128257978799], [0], [-453870014953], [40846679999], [0], [0], [488128532141], [0], [21742728803], [-166814226265], [0], [-558825625999], [0], [381013003403], [0], [0], [0], [0], [0], [457937737046], [0], [-592330038223], [0], [0], [-561409671613], [-620547893701], [0], [555858893861], [0], [-152350838728], [-733415815495], [0], [-585604243147], [0], [211544875511], [0], [0], [0], [553726637165], [0], [-656182596979], [0], [0], [-536076464539], [0], [-334062778231], [-668749773373], [0], [237577468679], [0], [865096817822], [701316188408], [-564446103976], [0], [0], [889821195533], [0], [660683389532], [0], [1003143627344], [0], [-1002036741973], [0], [556812663113], [-1138807018420], [728022582095], [0], [0], [115882766924], [0], [0], [233201165474], [230792827955], [0], [0], [1183168007336], [-1284621384727], [0], [1180707000956], [1312098531971], [0], [0], [0], [0], [0], [1183803846035], [0], [0], [0], [1443967823753], [1504162675994], [0], [1087759532969], [1138469033591], [0], [-870963767848], [0], [0], [1664870678201], [-1306818152695], [0], [0], [-1128679148089], [0], [1803682042253], [0], [0], [180019816100], [0], [329473892963], [0], [-125148010636], [-1753215818830], [-1829441497699], [0], [-1375386740887], [0], [0], [2008326260408], [0], [-1032463128919], [1981894435388], [0], [367659032537], [0], [-238786802773], [0], [-898411237063], [0], [0], [1908987230969], [-752223535555], [0], [-2327638200205], [0], [1829538330971], [0], [0], [-2101566858373], [-1530268989082], [0], [0], [-2496891989245], [0], [0], [0], [-1981649403685], [0], [0], [1824061896179], [0], [0], [0], [1695387743336], [0]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 4503599761588467, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '243.8.a.b', 'level': 243, 'maxp': 2999, 'weight': 8}
• 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': [44, 40], 'ALdims_eis_new': [0, 0], 'ALdims_eis_old': [9, 9], 'ALdims_old': [49, 47], 'Nk2': 15552, 'analytic_conductor': 75.90956119264159, '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': [243, 1, [2], [1]], 'conrey_index': 1, 'cusp_dim': 180, 'dim': 84, 'eis_dim': 18, 'eis_new_dim': 0, 'hecke_cutter_primes': [2, 7], 'hecke_orbit_code': 134217971, 'hecke_orbit_dims': [1, 1, 6, 6, 6, 6, 8, 8, 21, 21], 'label': '243.8.a', 'level': 243, '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': 198, 'mf_new_dim': 84, 'num_forms': 10, 'plus_dim': 44, 'prim_orbit_index': 1, 'relative_dim': 84, 'sturm_bound': 216, 'trace_bound': 7, 'trace_display': [0, 0, 0, 249], 'traces': [84, 0, 0, 5376, 0, 0, 249, 0, 0, 0, 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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: 194865
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '243.8.a.b', 'source_level': 243, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '243.8.a.b', 'target_level': 243, 'twist_class_label': '243.8.a.b', 'twist_class_level': 243, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 8}
  • id: 194866
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': -3, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '243.8.a.b', 'source_level': 243, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '243.8.a.b', 'target_level': 243, 'twist_class_label': '243.8.a.b', 'twist_class_level': 243, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 8}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 574300
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 4503599761588467, 'p': 2}
  • id: 574301
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 4503599761588467, 'p': 3}
  • id: 574302
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 4503599761588467, 'p': 5}
  • id: 574303
    {'charpoly_factorization': [[[508, 1], 1]], 'hecke_orbit_code': 4503599761588467, 'p': 7}
  • id: 574304
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 4503599761588467, 'p': 11}
  • id: 574305
    {'charpoly_factorization': [[[-2009, 1], 1]], 'hecke_orbit_code': 4503599761588467, 'p': 13}
  • id: 574306
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 4503599761588467, 'p': 17}
  • id: 574307
    {'charpoly_factorization': [[[-43091, 1], 1]], 'hecke_orbit_code': 4503599761588467, 'p': 19}
  • id: 574308
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 4503599761588467, 'p': 23}
  • id: 574309
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 4503599761588467, 'p': 29}
  • id: 574310
    {'charpoly_factorization': [[[-152471, 1], 1]], 'hecke_orbit_code': 4503599761588467, 'p': 31}
  • id: 574311
    {'charpoly_factorization': [[[-279710, 1], 1]], 'hecke_orbit_code': 4503599761588467, 'p': 37}
  • id: 574312
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 4503599761588467, 'p': 41}
  • id: 574313
    {'charpoly_factorization': [[[409495, 1], 1]], 'hecke_orbit_code': 4503599761588467, 'p': 43}
  • id: 574314
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 4503599761588467, 'p': 47}
  • id: 574315
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 4503599761588467, 'p': 53}
  • id: 574316
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 4503599761588467, 'p': 59}
  • id: 574317
    {'charpoly_factorization': [[[-1537199, 1], 1]], 'hecke_orbit_code': 4503599761588467, 'p': 61}
  • id: 574318
    {'charpoly_factorization': [[[4058455, 1], 1]], 'hecke_orbit_code': 4503599761588467, 'p': 67}
  • id: 574319
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 4503599761588467, 'p': 71}
  • id: 574320
    {'charpoly_factorization': [[[-1236809, 1], 1]], 'hecke_orbit_code': 4503599761588467, 'p': 73}
  • id: 574321
    {'charpoly_factorization': [[[4517617, 1], 1]], 'hecke_orbit_code': 4503599761588467, 'p': 79}
  • id: 574322
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 4503599761588467, 'p': 83}
  • id: 574323
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 4503599761588467, 'p': 89}
  • id: 574324
    {'charpoly_factorization': [[[17521555, 1], 1]], 'hecke_orbit_code': 4503599761588467, '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': '243.8.a.b', 'level': 243, 'portrait': 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', 'weight': 8}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 19584072
    {'hecke_orbit_code': 4503599761588467, 'n': 1, 'trace_an': 1}
  • id: 19584073
    {'hecke_orbit_code': 4503599761588467, 'n': 2, 'trace_an': 0}
  • id: 19584074
    {'hecke_orbit_code': 4503599761588467, 'n': 3, 'trace_an': 0}
  • id: 19584075
    {'hecke_orbit_code': 4503599761588467, 'n': 4, 'trace_an': -128}
  • id: 19584076
    {'hecke_orbit_code': 4503599761588467, 'n': 5, 'trace_an': 0}
  • id: 19584077
    {'hecke_orbit_code': 4503599761588467, 'n': 6, 'trace_an': 0}
  • id: 19584078
    {'hecke_orbit_code': 4503599761588467, 'n': 7, 'trace_an': -508}
  • id: 19584079
    {'hecke_orbit_code': 4503599761588467, 'n': 8, 'trace_an': 0}
  • id: 19584080
    {'hecke_orbit_code': 4503599761588467, 'n': 9, 'trace_an': 0}
  • id: 19584081
    {'hecke_orbit_code': 4503599761588467, 'n': 10, 'trace_an': 0}
  • id: 19584082
    {'hecke_orbit_code': 4503599761588467, 'n': 11, 'trace_an': 0}
  • id: 19584083
    {'hecke_orbit_code': 4503599761588467, 'n': 12, 'trace_an': 0}
  • id: 19584084
    {'hecke_orbit_code': 4503599761588467, 'n': 13, 'trace_an': 2009}
  • id: 19584085
    {'hecke_orbit_code': 4503599761588467, 'n': 14, 'trace_an': 0}
  • id: 19584086
    {'hecke_orbit_code': 4503599761588467, 'n': 15, 'trace_an': 0}
  • id: 19584087
    {'hecke_orbit_code': 4503599761588467, 'n': 16, 'trace_an': 16384}
  • id: 19584088
    {'hecke_orbit_code': 4503599761588467, 'n': 17, 'trace_an': 0}
  • id: 19584089
    {'hecke_orbit_code': 4503599761588467, 'n': 18, 'trace_an': 0}
  • id: 19584090
    {'hecke_orbit_code': 4503599761588467, 'n': 19, 'trace_an': 43091}
  • id: 19584091
    {'hecke_orbit_code': 4503599761588467, 'n': 20, 'trace_an': 0}
  • id: 19584092
    {'hecke_orbit_code': 4503599761588467, 'n': 21, 'trace_an': 0}
  • id: 19584093
    {'hecke_orbit_code': 4503599761588467, 'n': 22, 'trace_an': 0}
  • id: 19584094
    {'hecke_orbit_code': 4503599761588467, 'n': 23, 'trace_an': 0}
  • id: 19584095
    {'hecke_orbit_code': 4503599761588467, 'n': 24, 'trace_an': 0}
  • id: 19584096
    {'hecke_orbit_code': 4503599761588467, 'n': 25, 'trace_an': -78125}
  • id: 19584097
    {'hecke_orbit_code': 4503599761588467, 'n': 26, 'trace_an': 0}
  • id: 19584098
    {'hecke_orbit_code': 4503599761588467, 'n': 27, 'trace_an': 0}
  • id: 19584099
    {'hecke_orbit_code': 4503599761588467, 'n': 28, 'trace_an': 65024}
  • id: 19584100
    {'hecke_orbit_code': 4503599761588467, 'n': 29, 'trace_an': 0}
  • id: 19584101
    {'hecke_orbit_code': 4503599761588467, 'n': 30, 'trace_an': 0}
  • id: 19584102
    {'hecke_orbit_code': 4503599761588467, 'n': 31, 'trace_an': 152471}
  • id: 19584103
    {'hecke_orbit_code': 4503599761588467, 'n': 32, 'trace_an': 0}
  • id: 19584104
    {'hecke_orbit_code': 4503599761588467, 'n': 33, 'trace_an': 0}
  • id: 19584105
    {'hecke_orbit_code': 4503599761588467, 'n': 34, 'trace_an': 0}
  • id: 19584106
    {'hecke_orbit_code': 4503599761588467, 'n': 35, 'trace_an': 0}
  • id: 19584107
    {'hecke_orbit_code': 4503599761588467, 'n': 36, 'trace_an': 0}
  • id: 19584108
    {'hecke_orbit_code': 4503599761588467, 'n': 37, 'trace_an': 279710}
  • id: 19584109
    {'hecke_orbit_code': 4503599761588467, 'n': 38, 'trace_an': 0}
  • id: 19584110
    {'hecke_orbit_code': 4503599761588467, 'n': 39, 'trace_an': 0}
  • id: 19584111
    {'hecke_orbit_code': 4503599761588467, 'n': 40, 'trace_an': 0}
  • id: 19584112
    {'hecke_orbit_code': 4503599761588467, 'n': 41, 'trace_an': 0}
  • id: 19584113
    {'hecke_orbit_code': 4503599761588467, 'n': 42, 'trace_an': 0}
  • id: 19584114
    {'hecke_orbit_code': 4503599761588467, 'n': 43, 'trace_an': -409495}
  • id: 19584115
    {'hecke_orbit_code': 4503599761588467, 'n': 44, 'trace_an': 0}
  • id: 19584116
    {'hecke_orbit_code': 4503599761588467, 'n': 45, 'trace_an': 0}
  • id: 19584117
    {'hecke_orbit_code': 4503599761588467, 'n': 46, 'trace_an': 0}
  • id: 19584118
    {'hecke_orbit_code': 4503599761588467, 'n': 47, 'trace_an': 0}
  • id: 19584119
    {'hecke_orbit_code': 4503599761588467, 'n': 48, 'trace_an': 0}
  • id: 19584120
    {'hecke_orbit_code': 4503599761588467, 'n': 49, 'trace_an': -565479}
  • id: 19584121
    {'hecke_orbit_code': 4503599761588467, 'n': 50, 'trace_an': 0}
  • id: 19584122
    {'hecke_orbit_code': 4503599761588467, 'n': 51, 'trace_an': 0}
  • id: 19584123
    {'hecke_orbit_code': 4503599761588467, 'n': 52, 'trace_an': -257152}
  • id: 19584124
    {'hecke_orbit_code': 4503599761588467, 'n': 53, 'trace_an': 0}
  • id: 19584125
    {'hecke_orbit_code': 4503599761588467, 'n': 54, 'trace_an': 0}
  • id: 19584126
    {'hecke_orbit_code': 4503599761588467, 'n': 55, 'trace_an': 0}
  • id: 19584127
    {'hecke_orbit_code': 4503599761588467, 'n': 56, 'trace_an': 0}
  • id: 19584128
    {'hecke_orbit_code': 4503599761588467, 'n': 57, 'trace_an': 0}
  • id: 19584129
    {'hecke_orbit_code': 4503599761588467, 'n': 58, 'trace_an': 0}
  • id: 19584130
    {'hecke_orbit_code': 4503599761588467, 'n': 59, 'trace_an': 0}
  • id: 19584131
    {'hecke_orbit_code': 4503599761588467, 'n': 60, 'trace_an': 0}
  • id: 19584132
    {'hecke_orbit_code': 4503599761588467, 'n': 61, 'trace_an': 1537199}
  • id: 19584133
    {'hecke_orbit_code': 4503599761588467, 'n': 62, 'trace_an': 0}
  • id: 19584134
    {'hecke_orbit_code': 4503599761588467, 'n': 63, 'trace_an': 0}
  • id: 19584135
    {'hecke_orbit_code': 4503599761588467, 'n': 64, 'trace_an': -2097152}
  • id: 19584136
    {'hecke_orbit_code': 4503599761588467, 'n': 65, 'trace_an': 0}
  • id: 19584137
    {'hecke_orbit_code': 4503599761588467, 'n': 66, 'trace_an': 0}
  • id: 19584138
    {'hecke_orbit_code': 4503599761588467, 'n': 67, 'trace_an': -4058455}
  • id: 19584139
    {'hecke_orbit_code': 4503599761588467, 'n': 68, 'trace_an': 0}
  • id: 19584140
    {'hecke_orbit_code': 4503599761588467, 'n': 69, 'trace_an': 0}
  • id: 19584141
    {'hecke_orbit_code': 4503599761588467, 'n': 70, 'trace_an': 0}
  • id: 19584142
    {'hecke_orbit_code': 4503599761588467, 'n': 71, 'trace_an': 0}
  • id: 19584143
    {'hecke_orbit_code': 4503599761588467, 'n': 72, 'trace_an': 0}
  • id: 19584144
    {'hecke_orbit_code': 4503599761588467, 'n': 73, 'trace_an': 1236809}
  • id: 19584145
    {'hecke_orbit_code': 4503599761588467, 'n': 74, 'trace_an': 0}
  • id: 19584146
    {'hecke_orbit_code': 4503599761588467, 'n': 75, 'trace_an': 0}
  • id: 19584147
    {'hecke_orbit_code': 4503599761588467, 'n': 76, 'trace_an': -5515648}
  • id: 19584148
    {'hecke_orbit_code': 4503599761588467, 'n': 77, 'trace_an': 0}
  • id: 19584149
    {'hecke_orbit_code': 4503599761588467, 'n': 78, 'trace_an': 0}
  • id: 19584150
    {'hecke_orbit_code': 4503599761588467, 'n': 79, 'trace_an': -4517617}
  • id: 19584151
    {'hecke_orbit_code': 4503599761588467, 'n': 80, 'trace_an': 0}
  • id: 19584152
    {'hecke_orbit_code': 4503599761588467, 'n': 81, 'trace_an': 0}
  • id: 19584153
    {'hecke_orbit_code': 4503599761588467, 'n': 82, 'trace_an': 0}
  • id: 19584154
    {'hecke_orbit_code': 4503599761588467, 'n': 83, 'trace_an': 0}
  • id: 19584155
    {'hecke_orbit_code': 4503599761588467, 'n': 84, 'trace_an': 0}
  • id: 19584156
    {'hecke_orbit_code': 4503599761588467, 'n': 85, 'trace_an': 0}
  • id: 19584157
    {'hecke_orbit_code': 4503599761588467, 'n': 86, 'trace_an': 0}
  • id: 19584158
    {'hecke_orbit_code': 4503599761588467, 'n': 87, 'trace_an': 0}
  • id: 19584159
    {'hecke_orbit_code': 4503599761588467, 'n': 88, 'trace_an': 0}
  • id: 19584160
    {'hecke_orbit_code': 4503599761588467, 'n': 89, 'trace_an': 0}
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