Newform data - 256.12.a.l

Formats: - HTML - YAML - JSON - 2025-02-11T11:15:49.869167

• 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': 36864, 'analytic_conductor': 196.69585422325474, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1]], 'atkin_lehner_string': '-', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': False, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [256, 1, [255, 5], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 8, 'field_disc': 63165033366336862474046991160977010944, 'field_disc_factorization': [[2, 8], [3, 4], [55191967073771377, 2]], 'field_poly': [17099916310116, -1034018012664, -244021939416, 7141379724, 904265037, -119616, -59846, -4, 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': 1, 'hecke_cutters': [[3, [-7245913968, -120671424, -386472, 496, 1]], [5, [539199774781501901635584000000, 0, -172816621342660362240000, 0, 14409198549504000, 0, -233050752, 0, 1]], [7, [24148847943577292207005370038389571584, 0, -61153868756812705504407060480, 0, 46044286693002510336, 0, -11962624512, 0, 1]]], 'hecke_orbit': 12, 'hecke_orbit_code': 49539596102402304, 'hecke_ring_generator_nbound': 13, 'hecke_ring_index': 81064793292668928, 'hecke_ring_index_factorization': [[2, 53], [3, 2]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 8, 4, -1, 2, 0]], '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': False, 'label': '256.12.a.l', 'level': 256, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [2], 'level_radical': 2, 'minimal_twist': '64.12.b.c', 'prim_orbit_index': 1, 'qexp_display': 'q+(-124+\\beta _{1})q^{3}+\\beta _{3}q^{5}+(-\\beta _{3}+\\cdots)q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 8, 'rm_discs': [], 'sato_tate_group': '11.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '256.12.a', 'trace_display': [0, -992, 0, 0], 'trace_hash': 1190891525616606395, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '7.217', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '254.222', 'prec': 24}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '12653.609', 'prec': 30}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.507', 'prec': 17}, 'traces': [8, 0, -992, 0, 0, 0, 0, 0, 620744, 0, -789408, 0, 0, 0, 0, 0, -757680, 0, -4654304, 0, 0, 0, 0, 0, 75476504, 0, -318700352, 0, 0, 0, 0, 0, 364632288, 0, -434569728, 0, 0, 0, 0, 0, -2247301968, 0, -2061364640, 0, 0, 0, 0, 0, 8106635080, 0, 13152891456, 0, 0, 0, 0, 0, -16668532576, 0, -18124353696, 0, 0, 0, 0, 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

  
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'char_orbit_index': 1, 'field_poly': [17099916310116, -1034018012664, -244021939416, 7141379724, 904265037, -119616, -59846, -4, 1], 'hecke_orbit_code': 49539596102402304, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 72513668910189874525005, 72513668910189874525005, 11747214363450759673050810, 72513668910189874525005, 11747214363450759673050810, 217541006730569623575015, 1957869060575126612175135], 'hecke_ring_inverse_denominators': [1, 16384, 8192, 8192, 1024, 1024, 2048, 4096], 'hecke_ring_inverse_numerators': [[1, 0, 0, 0, 0, 0, 0, 0], [8192, 4096, 0, 0, 1, 0, 0, 0], [122580992, 17408, 512, 112, -7, 16, -16, 0], [1102913536, 60751360, 3328, -55608, 24249, -7944, -1272, -3456], [454626757120, 110960128, 1916800, 951472, -6373, 88528, -119248, -864], [6868491732992, 226760633024, 23948576, -340114415, 149568404, -48706265, -8826535, -12939696], [27159193882962944, 9351880057856, 114454817024, 80107589616, 1619026311, 7187776656, -10773547152, -206874432], [1146847010154512384, 27129650015526656, 4237635660416, -55556799896836, 24949688215429, -8016105574876, -1623189223460, -1544209195968]], 'hecke_ring_numerators': [[1, 0, 0, 0, 0, 0, 0, 0], [154031009306967957813222, 436760987706169512572712, -6076691518184755388034, -1035618262279216286002, -9484972946952452, 69178122788782986, 7198449043742, -1161742031108], [-17200282765855949852713137924, -22067504294867245980180048, 272552362448142484551348, 52969016655801298253332, 119557996801112263320, -3539639436738357364, -3024673706738284, 59911076412152], [272606013608805956202391661616, -23343275037519874505065327524, -1491731273923308386440582302, 105643477092517923182179524, 139006690515689043897639, -7017974681379231918892, -2993975817085108079, 117502379003839196], [-1224942989833616207311798272, -600909054219919419280146432, 24890128458484758069387264, 4241892402295669907464192, 38850449190717243392, -283353590942855110656, -29484847283167232, 4758495359418368], [-2565634002761762612302725807552, -90767985305831894401592373396, 22045198128540513579381011994, 1080211926108383861914257060, -1050870089375631486003897, -71903786313742372833308, 10552362709102148873, 1200816651051572764], [5358950510392000555090871256, -4611068129001618826829754264, 77153253874026983106814188, 29835733178716520443290624, 9954446123574586265284, -1983395462131741683192, -420867928155122304, 33183147447505456], [252750570140026785397423499712, 205529851015634079215261267904, -2862446089359581879936714544, -487149725686446280128738096, 2806916161127749667840, 31997945265557121032752, 3132599337410388752, -533415586048791456]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 8, 'label': '256.12.a.l', 'level': 256, 'maxp': 2999, 'weight': 12}
• 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': [44, 42], 'Nk2': 36864, 'analytic_conductor': 196.69585422325474, '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': [256, 1, [255, 5], [1, 1]], 'conrey_index': 1, 'cusp_dim': 340, 'dim': 86, 'eis_dim': 24, 'eis_new_dim': 4, 'hecke_cutter_primes': [3, 5, 7], 'hecke_orbit_code': 201326848, 'hecke_orbit_dims': [1, 1, 1, 1, 2, 2, 2, 4, 4, 6, 6, 8, 8, 8, 10, 10, 12], 'label': '256.12.a', 'level': 256, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [2], 'level_radical': 2, 'mf_dim': 364, 'mf_new_dim': 90, 'num_forms': 17, 'plus_dim': 44, 'prim_orbit_index': 1, 'relative_dim': 86, 'sturm_bound': 384, 'trace_bound': 7, 'trace_display': [0, 0, 0, 0], 'traces': [86, 0, 0, 0, 0, 0, 0, 0, 4842022, 0, 0, 0, 0, 0, 0, 0, -4, 0, 0, 0, 0, 0, 0, 0, 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0, 0, 0, 0, 0, 0, 0, 139119872205612, 0, 0, 0, 0, 0, 0, 0, 74555756380448, 0, 0, 0, 0, 0, 0, 0, 122756003668736, 0, 0, 0, 0, 0, 0, 0, 54937065894708, 0, 0, 0, 0, 0, 0, 0, 61685024717154, 0, 0, 0, 0, 0, 0, 0, 179828333468272, 0, 0, 0, 0, 0, 0, 0, 196978332941216, 0, 0, 0, 0, 0, 0, 0, -87466464837404, 0, 0, 0, 0, 0, 0, 0, -400633860922008, 0, 0, 0, 0, 0, 0, 0, -320448919770624, 0, 0, 0, 0, 0, 0, 0, 505103434677324, 0, 0, 0, 0, 0, 0, 0, -53841519532800, 0, 0, 0, 0, 0, 0, 0, -268540691998740, 0, 0, 0, 0, 0, 0, 0, -113771567352442, 0, 0, 0, 0, 0, 0, 0, -283637589882780, 0, 0, 0, 0, 0, 0, 0, 232192268145952, 0, 0, 0, 0, 0, 0, 0, 3492852225280, 0, 0, 0, 0, 0, 0, 0, 938510088565240, 0, 0, 0, 0, 0, 0, 0, -1891592470269956, 0, 0, 0, 0, 0, 0, 0, 1224925515041572, 0, 0, 0, 0, 0, 0, 0, 1107103106280808, 0, 0, 0, 0, 0, 0, 0, 1260813894594100, 0, 0, 0, 0, 0, 0, 0, 2518458013608252, 0, 0, 0, 0, 0, 0, 0, -468933607369578, 0, 0, 0, 0, 0, 0, 0, 796892738335068, 0, 0, 0, 0, 0, 0, 0, -2216065967800892, 0, 0, 0, 0, 0, 0, 0, -1830257599609856, 0, 0, 0, 0, 0, 0, 0, -243028384722632, 0, 0, 0, 0, 0, 0, 0, -3386846013586272, 0, 0, 0, 0, 0, 0, 0, -4040887519609352, 0, 0, 0, 0, 0, 0, 0, -4470662957299456, 0, 0, 0, 0, 0, 0, 0, -3341170241954400, 0, 0, 0, 0, 0, 0, 0, 403411526499664, 0, 0, 0, 0, 0, 0, 0, 3007983224879300, 0, 0, 0, 0, 0, 0, 0, 4909369439776550, 0, 0, 0, 0, 0, 0, 0, -9130252607391304, 0, 0, 0, 0, 0, 0, 0, 3012258616092576, 0, 0, 0, 0, 0, 0, 0, -2790445940324864, 0, 0, 0, 0, 0, 0, 0, 7572775745320656, 0, 0, 0, 0, 0, 0, 0, 1376371742740324, 0, 0, 0, 0, 0, 0, 0, -944377671040468, 0, 0, 0, 0, 0, 0, 0, -9947863408632416, 0, 0, 0, 0, 0, 0, 0, -13776645383447476, 0, 0, 0, 0, 0, 0, 0, 23315681214965556, 0, 0, 0, 0, 0, 0, 0, -15966117722597632, 0, 0, 0, 0, 0, 0, 0, 2585730087020820, 0, 0, 0, 0, 0, 0, 0, 517114904415398, 0, 0, 0, 0, 0, 0, 0, -2370781936431304, 0, 0, 0, 0, 0, 0, 0, -29136165506526244, 0, 0, 0, 0, 0, 0, 0, 6516806292212984, 0, 0, 0, 0, 0, 0, 0, 16754250788369908, 0, 0, 0, 0, 0, 0, 0, -26294037367755008, 0, 0, 0, 0, 0, 0, 0, 25005905188483100, 0, 0, 0, 0, 0, 0, 0, 29469120725234424, 0, 0, 0, 0, 0, 0, 0, 21655161487447840, 0, 0, 0, 0, 0, 0, 0, 1548197348263016, 0, 0, 0, 0, 0, 0, 0, 35511975265707520, 0, 0, 0, 0, 0, 0, 0, -4841305543388160, 0, 0, 0, 0, 0, 0, 0, -1223136112218880, 0, 0, 0, 0, 0, 0, 0, 58379147935512046, 0, 0, 0, 0, 0, 0, 0, -22445617705813400, 0, 0, 0, 0, 0, 0, 0, -31177737215229792, 0, 0, 0, 0, 0, 0, 0, -54462161663501272, 0, 0, 0, 0, 0, 0, 0, 13693678151402852, 0, 0, 0, 0, 0, 0, 0, -903742228053028, 0, 0, 0, 0, 0, 0, 0, 10451215643901696, 0, 0, 0, 0, 0, 0, 0, 41629150430838176, 0, 0, 0, 0, 0, 0, 0, -48223527787015776, 0, 0, 0, 0, 0, 0, 0, 82240223832950356, 0, 0, 0, 0, 0, 0, 0, 17245428131684356, 0, 0, 0, 0, 0, 0, 0, 43341519572109736, 0, 0, 0, 0, 0, 0, 0, 72591374928037816, 0, 0, 0, 0, 0, 0, 0, -8421085448493988, 0, 0, 0, 0, 0, 0, 0, -56045675583470030, 0, 0, 0, 0, 0, 0, 0, 35780155660226856, 0, 0, 0, 0, 0, 0, 0, -14608853304628444, 0, 0, 0, 0, 0, 0, 0, -169671056043964896, 0, 0, 0, 0, 0, 0, 0, -22094776804390788, 0, 0, 0, 0, 0, 0, 0, -32744357520571764, 0, 0, 0, 0, 0, 0, 0, -126612923316703232, 0, 0, 0, 0, 0, 0, 0, -102226972916180736, 0, 0, 0, 0, 0, 0, 0, 117571972520256160, 0, 0, 0, 0, 0, 0, 0, 69125727728302632, 0, 0, 0, 0, 0, 0, 0, 68304849472367416, 0, 0, 0, 0, 0, 0, 0, -23419452326666212, 0, 0, 0, 0, 0, 0, 0, -78479230848469740, 0, 0, 0, 0, 0, 0, 0, 351172707756231168, 0, 0, 0, 0, 0, 0, 0, 83695433623752548, 0, 0, 0, 0, 0, 0, 0, 76457857968439830, 0, 0, 0, 0, 0, 0, 0, -116131319956418960, 0, 0, 0, 0, 0, 0, 0, 25084628753247612, 0, 0, 0, 0, 0, 0, 0, -110339986596548832, 0, 0, 0, 0, 0, 0, 0, -53774296248961816, 0, 0, 0, 0, 0, 0, 0], 'weight': 12, '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: 206444
    {'conductor': 16, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 8, 'source_hecke_orbit': 12, 'source_is_minimal': False, 'source_label': '256.12.a.l', 'source_level': 256, 'target_char_orbit': 2, 'target_dim': 16, 'target_hecke_orbit': 3, 'target_is_minimal': True, 'target_label': '64.12.b.c', 'target_level': 64, 'twist_class_label': '64.12.b.c', 'twist_class_level': 64, 'twisting_char_label': '16.e', 'twisting_char_orbit': 5, 'weight': 12}
  • id: 206445
    {'conductor': 16, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 8, 'source_hecke_orbit': 12, 'source_is_minimal': False, 'source_label': '256.12.a.l', 'source_level': 256, 'target_char_orbit': 2, 'target_dim': 16, 'target_hecke_orbit': 3, 'target_is_minimal': True, 'target_label': '64.12.b.c', 'target_level': 64, 'twist_class_label': '64.12.b.c', 'twist_class_level': 64, 'twisting_char_label': '16.f', 'twisting_char_orbit': 6, 'weight': 12}
  • id: 206446
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 8, 'source_hecke_orbit': 12, 'source_is_minimal': False, 'source_label': '256.12.a.l', 'source_level': 256, 'target_char_orbit': 1, 'target_dim': 8, 'target_hecke_orbit': 12, 'target_is_minimal': False, 'target_label': '256.12.a.l', 'target_level': 256, 'twist_class_label': '64.12.b.c', 'twist_class_level': 64, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 12}
  • id: 206447
    {'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 8, 'source_hecke_orbit': 12, 'source_is_minimal': False, 'source_label': '256.12.a.l', 'source_level': 256, 'target_char_orbit': 1, 'target_dim': 8, 'target_hecke_orbit': 12, 'target_is_minimal': False, 'target_label': '256.12.a.l', 'target_level': 256, 'twist_class_label': '64.12.b.c', 'twist_class_level': 64, 'twisting_char_label': '8.d', 'twisting_char_orbit': 4, 'weight': 12}
  • id: 206448
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 8, 'source_hecke_orbit': 12, 'source_is_minimal': False, 'source_label': '256.12.a.l', 'source_level': 256, 'target_char_orbit': 1, 'target_dim': 8, 'target_hecke_orbit': 14, 'target_is_minimal': False, 'target_label': '256.12.a.n', 'target_level': 256, 'twist_class_label': '64.12.b.c', 'twist_class_level': 64, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 12}
  • id: 206449
    {'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 8, 'source_hecke_orbit': 12, 'source_is_minimal': False, 'source_label': '256.12.a.l', 'source_level': 256, 'target_char_orbit': 1, 'target_dim': 8, 'target_hecke_orbit': 14, 'target_is_minimal': False, 'target_label': '256.12.a.n', 'target_level': 256, 'twist_class_label': '64.12.b.c', 'twist_class_level': 64, 'twisting_char_label': '8.b', 'twisting_char_orbit': 2, 'weight': 12}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 600175
    {'charpoly_factorization': [[[0, 1], 8]], 'hecke_orbit_code': 49539596102402304, 'p': 2}
  • id: 600176
    {'charpoly_factorization': [[[-7245913968, -120671424, -386472, 496, 1], 2]], 'hecke_orbit_code': 49539596102402304, 'p': 3}
  • id: 600177
    {'charpoly_factorization': [[[539199774781501901635584000000, 0, -172816621342660362240000, 0, 14409198549504000, 0, -233050752, 0, 1], 1]], 'hecke_orbit_code': 49539596102402304, 'p': 5}
  • id: 600178
    {'charpoly_factorization': [[[24148847943577292207005370038389571584, 0, -61153868756812705504407060480, 0, 46044286693002510336, 0, -11962624512, 0, 1], 1]], 'hecke_orbit_code': 49539596102402304, 'p': 7}
  • id: 600179
    {'charpoly_factorization': [[[702660510611576817552, -18473887199734848, -679915842408, 394704, 1], 2]], 'hecke_orbit_code': 49539596102402304, 'p': 11}
  • id: 600180
    {'charpoly_factorization': [[[168695376517221331290778385344649489733340102656, 0, -3796278687530652311486624858461175808, 0, 8653108277947790446792704, 0, -5413319018112, 0, 1], 1]], 'hecke_orbit_code': 49539596102402304, 'p': 13}
  • id: 600181
    {'charpoly_factorization': [[[1099738256804235881424641808, -23427031771791476640, -68370601910184, 378840, 1], 2]], 'hecke_orbit_code': 49539596102402304, 'p': 17}
  • id: 600182
    {'charpoly_factorization': [[[1074776988498460722252882064, 319738102869961374016, -150745301572008, 2327152, 1], 2]], 'hecke_orbit_code': 49539596102402304, 'p': 19}
  • id: 600183
    {'charpoly_factorization': [[[370177585250289574636925081698495611179027741762817884160000, 0, -9801198289942036619259368415169394897426841600, 0, 13903686081885588108354682159104, 0, -6549934279039488, 0, 1], 1]], 'hecke_orbit_code': 49539596102402304, 'p': 23}
  • id: 600184
    {'charpoly_factorization': [[[134977949211473243710379500174082892597232760032749410058240000, 0, -939091794045031590759046609065635419774962892800, 0, 398679425260116704457078891515904, 0, -39090372227220096, 0, 1], 1]], 'hecke_orbit_code': 49539596102402304, 'p': 29}
  • id: 600185
    {'charpoly_factorization': [[[32830644185994244800734353972826926937690658559415013819285504, 0, -198615220549191883133114934472754179636356710400, 0, 188459369893225643576449277362176, 0, -40230510719311872, 0, 1], 1]], 'hecke_orbit_code': 49539596102402304, 'p': 31}
  • id: 600186
    {'charpoly_factorization': [[[55511183587322765525512519143683947292676480331853093074025016459264, 0, -5199416831858931093367509981412544074298154424467456, 0, 138635199015657563173548603472515072, 0, -819314996785468032, 0, 1], 1]], 'hecke_orbit_code': 49539596102402304, 'p': 37}
  • id: 600187
    {'charpoly_factorization': [[[1424891930505583573708991782462224, -58122205732422569044729440, 106299664103565144, 1123650984, 1], 2]], 'hecke_orbit_code': 49539596102402304, 'p': 41}
  • id: 600188
    {'charpoly_factorization': [[[12202124083733151282860507112625552, -97030822488555735553801280, -150143028378322152, 1030682320, 1], 2]], 'hecke_orbit_code': 49539596102402304, 'p': 43}
  • id: 600189
    {'charpoly_factorization': [[[4195575778157170835031816041524427945796214625455893220234482801124048896, 0, -24608735910626394101753045188961144058571702387435634688, 0, 28791482962825440566417998517218836480, 0, -10313691079139960832, 0, 1], 1]], 'hecke_orbit_code': 49539596102402304, 'p': 47}
  • id: 600190
    {'charpoly_factorization': [[[1571387653714023094829037785806191601772507368186574479234804639334400000000, 0, -1474604688828478055655585109741281744984424343597875200000, 0, 396112731159635219499437278023135105024, 0, -35324789243661569664, 0, 1], 1]], 'hecke_orbit_code': 49539596102402304, 'p': 53}
  • id: 600191
    {'charpoly_factorization': [[[245278099624173408918786261621811541904, -143654851421082093641059999296, -18459871926890439528, 9062176848, 1], 2]], 'hecke_orbit_code': 49539596102402304, 'p': 59}
  • id: 600192
    {'charpoly_factorization': [[[3076739111994535560377720310743151437471436300403043658747743046421936148054016, 0, -521820397614335474021534981487183880497298812997021700456448, 0, 22252701270064430531319952192678145986560, 0, -274984470630764614272, 0, 1], 1]], 'hecke_orbit_code': 49539596102402304, 'p': 61}
  • id: 600193
    {'charpoly_factorization': [[[654370808912163860441563895328677452432, -1328249527611557505216603424960, 420602197088206355928, -37256338960, 1], 2]], 'hecke_orbit_code': 49539596102402304, 'p': 67}
  • id: 600194
    {'charpoly_factorization': [[[5591894839881627410605585586710146604843967952832719944147911235482682020054695936, 0, -98476143104346633087631054281542195640585868724334841420578816, 0, 552232893245253697547916627550497053147136, 0, -1254688534781493225984, 0, 1], 1]], 'hecke_orbit_code': 49539596102402304, 'p': 71}
  • id: 600195
    {'charpoly_factorization': [[[96415837358193140973500832306178845545488, -12492197275667648188547808603616, -973615371745096850664, 12155457416, 1], 2]], 'hecke_orbit_code': 49539596102402304, 'p': 73}
  • id: 600196
    {'charpoly_factorization': [[[1185896559281029951920763975048660273565044238847465207681933561036739999409954095104, 0, -4749351738550689123597316702409202720937292494196591995165605888, 0, 6960941402340058848964598537280659823525888, 0, -4397933047011987154944, 0, 1], 1]], 'hecke_orbit_code': 49539596102402304, 'p': 79}
  • id: 600197
    {'charpoly_factorization': [[[676699063406393734354646798483707883091600, -27159425157896115072909404011200, -3337269948269950781736, -1084670352, 1], 2]], 'hecke_orbit_code': 49539596102402304, 'p': 83}
  • id: 600198
    {'charpoly_factorization': [[[-1713620551686043161199885496206881292086768, -162055892118669251893644782587104, -2561623395064101018216, 82475206728, 1], 2]], 'hecke_orbit_code': 49539596102402304, 'p': 89}
  • id: 600199
    {'charpoly_factorization': [[[-117517668647669195264965309118019981490928, 783029042074327866727719710429024, -12769138394673880746792, -42840597736, 1], 2]], 'hecke_orbit_code': 49539596102402304, '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': 12, 'label': '256.12.a.l', 'level': 256, 'portrait': 'data:image/png;base64,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', 'weight': 12}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 56793001
    {'hecke_orbit_code': 49539596102402304, 'n': 1, 'trace_an': 8}
  • id: 56793002
    {'hecke_orbit_code': 49539596102402304, 'n': 2, 'trace_an': 0}
  • id: 56793003
    {'hecke_orbit_code': 49539596102402304, 'n': 3, 'trace_an': -992}
  • id: 56793004
    {'hecke_orbit_code': 49539596102402304, 'n': 4, 'trace_an': 0}
  • id: 56793005
    {'hecke_orbit_code': 49539596102402304, 'n': 5, 'trace_an': 0}
  • id: 56793006
    {'hecke_orbit_code': 49539596102402304, 'n': 6, 'trace_an': 0}
  • id: 56793007
    {'hecke_orbit_code': 49539596102402304, 'n': 7, 'trace_an': 0}
  • id: 56793008
    {'hecke_orbit_code': 49539596102402304, 'n': 8, 'trace_an': 0}
  • id: 56793009
    {'hecke_orbit_code': 49539596102402304, 'n': 9, 'trace_an': 620744}
  • id: 56793010
    {'hecke_orbit_code': 49539596102402304, 'n': 10, 'trace_an': 0}
  • id: 56793011
    {'hecke_orbit_code': 49539596102402304, 'n': 11, 'trace_an': -789408}
  • id: 56793012
    {'hecke_orbit_code': 49539596102402304, 'n': 12, 'trace_an': 0}
  • id: 56793013
    {'hecke_orbit_code': 49539596102402304, 'n': 13, 'trace_an': 0}
  • id: 56793014
    {'hecke_orbit_code': 49539596102402304, 'n': 14, 'trace_an': 0}
  • id: 56793015
    {'hecke_orbit_code': 49539596102402304, 'n': 15, 'trace_an': 0}
  • id: 56793016
    {'hecke_orbit_code': 49539596102402304, 'n': 16, 'trace_an': 0}
  • id: 56793017
    {'hecke_orbit_code': 49539596102402304, 'n': 17, 'trace_an': -757680}
  • id: 56793018
    {'hecke_orbit_code': 49539596102402304, 'n': 18, 'trace_an': 0}
  • id: 56793019
    {'hecke_orbit_code': 49539596102402304, 'n': 19, 'trace_an': -4654304}
  • id: 56793020
    {'hecke_orbit_code': 49539596102402304, 'n': 20, 'trace_an': 0}
  • id: 56793021
    {'hecke_orbit_code': 49539596102402304, 'n': 21, 'trace_an': 0}
  • id: 56793022
    {'hecke_orbit_code': 49539596102402304, 'n': 22, 'trace_an': 0}
  • id: 56793023
    {'hecke_orbit_code': 49539596102402304, 'n': 23, 'trace_an': 0}
  • id: 56793024
    {'hecke_orbit_code': 49539596102402304, 'n': 24, 'trace_an': 0}
  • id: 56793025
    {'hecke_orbit_code': 49539596102402304, 'n': 25, 'trace_an': 75476504}
  • id: 56793026
    {'hecke_orbit_code': 49539596102402304, 'n': 26, 'trace_an': 0}
  • id: 56793027
    {'hecke_orbit_code': 49539596102402304, 'n': 27, 'trace_an': -318700352}
  • id: 56793028
    {'hecke_orbit_code': 49539596102402304, 'n': 28, 'trace_an': 0}
  • id: 56793029
    {'hecke_orbit_code': 49539596102402304, 'n': 29, 'trace_an': 0}
  • id: 56793030
    {'hecke_orbit_code': 49539596102402304, 'n': 30, 'trace_an': 0}
  • id: 56793031
    {'hecke_orbit_code': 49539596102402304, 'n': 31, 'trace_an': 0}
  • id: 56793032
    {'hecke_orbit_code': 49539596102402304, 'n': 32, 'trace_an': 0}
  • id: 56793033
    {'hecke_orbit_code': 49539596102402304, 'n': 33, 'trace_an': 364632288}
  • id: 56793034
    {'hecke_orbit_code': 49539596102402304, 'n': 34, 'trace_an': 0}
  • id: 56793035
    {'hecke_orbit_code': 49539596102402304, 'n': 35, 'trace_an': -434569728}
  • id: 56793036
    {'hecke_orbit_code': 49539596102402304, 'n': 36, 'trace_an': 0}
  • id: 56793037
    {'hecke_orbit_code': 49539596102402304, 'n': 37, 'trace_an': 0}
  • id: 56793038
    {'hecke_orbit_code': 49539596102402304, 'n': 38, 'trace_an': 0}
  • id: 56793039
    {'hecke_orbit_code': 49539596102402304, 'n': 39, 'trace_an': 0}
  • id: 56793040
    {'hecke_orbit_code': 49539596102402304, 'n': 40, 'trace_an': 0}
  • id: 56793041
    {'hecke_orbit_code': 49539596102402304, 'n': 41, 'trace_an': -2247301968}
  • id: 56793042
    {'hecke_orbit_code': 49539596102402304, 'n': 42, 'trace_an': 0}
  • id: 56793043
    {'hecke_orbit_code': 49539596102402304, 'n': 43, 'trace_an': -2061364640}
  • id: 56793044
    {'hecke_orbit_code': 49539596102402304, 'n': 44, 'trace_an': 0}
  • id: 56793045
    {'hecke_orbit_code': 49539596102402304, 'n': 45, 'trace_an': 0}
  • id: 56793046
    {'hecke_orbit_code': 49539596102402304, 'n': 46, 'trace_an': 0}
  • id: 56793047
    {'hecke_orbit_code': 49539596102402304, 'n': 47, 'trace_an': 0}
  • id: 56793048
    {'hecke_orbit_code': 49539596102402304, 'n': 48, 'trace_an': 0}
  • id: 56793049
    {'hecke_orbit_code': 49539596102402304, 'n': 49, 'trace_an': 8106635080}
  • id: 56793050
    {'hecke_orbit_code': 49539596102402304, 'n': 50, 'trace_an': 0}
  • id: 56793051
    {'hecke_orbit_code': 49539596102402304, 'n': 51, 'trace_an': 13152891456}
  • id: 56793052
    {'hecke_orbit_code': 49539596102402304, 'n': 52, 'trace_an': 0}
  • id: 56793053
    {'hecke_orbit_code': 49539596102402304, 'n': 53, 'trace_an': 0}
  • id: 56793054
    {'hecke_orbit_code': 49539596102402304, 'n': 54, 'trace_an': 0}
  • id: 56793055
    {'hecke_orbit_code': 49539596102402304, 'n': 55, 'trace_an': 0}
  • id: 56793056
    {'hecke_orbit_code': 49539596102402304, 'n': 56, 'trace_an': 0}
  • id: 56793057
    {'hecke_orbit_code': 49539596102402304, 'n': 57, 'trace_an': -16668532576}
  • id: 56793058
    {'hecke_orbit_code': 49539596102402304, 'n': 58, 'trace_an': 0}
  • id: 56793059
    {'hecke_orbit_code': 49539596102402304, 'n': 59, 'trace_an': -18124353696}
  • id: 56793060
    {'hecke_orbit_code': 49539596102402304, 'n': 60, 'trace_an': 0}
  • id: 56793061
    {'hecke_orbit_code': 49539596102402304, 'n': 61, 'trace_an': 0}
  • id: 56793062
    {'hecke_orbit_code': 49539596102402304, 'n': 62, 'trace_an': 0}
  • id: 56793063
    {'hecke_orbit_code': 49539596102402304, 'n': 63, 'trace_an': 0}
  • id: 56793064
    {'hecke_orbit_code': 49539596102402304, 'n': 64, 'trace_an': 0}
  • id: 56793065
    {'hecke_orbit_code': 49539596102402304, 'n': 65, 'trace_an': 58331328768}
  • id: 56793066
    {'hecke_orbit_code': 49539596102402304, 'n': 66, 'trace_an': 0}
  • id: 56793067
    {'hecke_orbit_code': 49539596102402304, 'n': 67, 'trace_an': 74512677920}
  • id: 56793068
    {'hecke_orbit_code': 49539596102402304, 'n': 68, 'trace_an': 0}
  • id: 56793069
    {'hecke_orbit_code': 49539596102402304, 'n': 69, 'trace_an': 0}
  • id: 56793070
    {'hecke_orbit_code': 49539596102402304, 'n': 70, 'trace_an': 0}
  • id: 56793071
    {'hecke_orbit_code': 49539596102402304, 'n': 71, 'trace_an': 0}
  • id: 56793072
    {'hecke_orbit_code': 49539596102402304, 'n': 72, 'trace_an': 0}
  • id: 56793073
    {'hecke_orbit_code': 49539596102402304, 'n': 73, 'trace_an': -24310914832}
  • id: 56793074
    {'hecke_orbit_code': 49539596102402304, 'n': 74, 'trace_an': 0}
  • id: 56793075
    {'hecke_orbit_code': 49539596102402304, 'n': 75, 'trace_an': -128791029152}
  • id: 56793076
    {'hecke_orbit_code': 49539596102402304, 'n': 76, 'trace_an': 0}
  • id: 56793077
    {'hecke_orbit_code': 49539596102402304, 'n': 77, 'trace_an': 0}
  • id: 56793078
    {'hecke_orbit_code': 49539596102402304, 'n': 78, 'trace_an': 0}
  • id: 56793079
    {'hecke_orbit_code': 49539596102402304, 'n': 79, 'trace_an': 0}
  • id: 56793080
    {'hecke_orbit_code': 49539596102402304, 'n': 80, 'trace_an': 0}
  • id: 56793081
    {'hecke_orbit_code': 49539596102402304, 'n': 81, 'trace_an': 226273871528}
  • id: 56793082
    {'hecke_orbit_code': 49539596102402304, 'n': 82, 'trace_an': 0}
  • id: 56793083
    {'hecke_orbit_code': 49539596102402304, 'n': 83, 'trace_an': 2169340704}
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