Embedded newform data - 22.12.c.a.9.4

Formats: - HTML - YAML - JSON - 2024-06-07T10:57:48.225521

• 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': 3168, 'analytic_conductor': 16.903549972310955, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 11, 'char_degree': 4, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 5, 'char_parity': 1, 'char_values': [22, 5, [13], [4]], 'cm_discs': [], 'conrey_index': 3, 'dim': 20, 'field_disc': 51986356930411129168224472389959141325922754226846914010344586032572416395875031215611781553850578067657470703125, 'field_disc_factorization': [[5, 15], [5144793769, 2], [253689030654959786049623153654717574428869, 2]], 'field_poly': [1158220182319374358886221767374591631314546790400, -118703222270772703791843925527006368174467110400, 40307167403308519805773510178453296556136973760, 644893842489460735970879339730837145914702280, 5115171268695044278298633768429412143699481, 21775725237124771428874092537573760059528, 90326787979451743483651549716111634592, 228128795234897755949671367783663114, 750967910898548932251904101148531, 1067427514312498593848752050628, 3316840467475291520075063190, -3879797201571793549516048, 41831014975562739810959, -27226928185171403384, 115759899998314350, -35915431412664, 220926638311, -38195378, 339028, -4, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'has_non_self_twist': 1, 'hecke_cutters': [[3, [2920119626886928650991860552065243179349432361801, -266915311332130774392775075127224659303744357015, 48263928314449974131134482159480091663120530822, -697479401324982002683177773062145523179943002, 5190532767958756587395156388991242116679447, -21481427434268660537018061773199447612840, 90929247647560650688911252402121987914, -241031525402216608979471303354606394, 770879547561108279600896832399528, -1023920009210338419400496069490, 3219659830077336080609974614, 2763483524373153941659854, 41016418072661189755845, 25839950593996468449, 114921626186731554, 24491794145604, 217940592502, 39041407, 341230, -56, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 137640280086, 'hecke_ring_generator_nbound': 11, 'hecke_ring_index': 1456519825462394880, 'hecke_ring_index_factorization': [[2, 24], [3, 4], [5, 1], [11, 8]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 11, 3, 1, 5, 0]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '22.12.c.a', 'level': 22, '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': True, 'level_primes': [2, 11], 'level_radical': 22, 'minimal_twist': '22.12.c.a', 'prim_orbit_index': 3, 'qexp_display': 'q+2^{5}\\beta _{2}q^{2}+(7+\\beta _{1}+7\\beta _{2}+9\\beta _{4}+\\cdots)q^{3}+\\cdots', 'related_objects': [], 'relative_dim': 5, 'rm_discs': [], 'sato_tate_group': '11.2.3.c5', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '22.12.c', 'trace_display': [-160, 56, -362, -167178], 'trace_hash': 1872773674587108108, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.076', 'prec': 17}, {'__RealLiteral__': 0, 'data': '17.916', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1109.784', 'prec': 27}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '132670.566', 'prec': 34}], 'trace_zratio': 0, 'traces': [20, -160, 56, -5120, -362, -3488, -167178, -163840, 206411, -354944, -449801, 108544, 3369596, -5349696, 12264628, -5242880, 1661262, -19177088, 49176291, -370688, -74218796, -5153632, -127653292, -3571712, 33758041, -99025728, -135657199, 156930048, 555960754, 392468096, -13977916, 671088640, -1768265081, -357119936, 584997860, -613666816, -161000626, -1456805888, 1145816470, 193593344, 772614122, -545038272, 3749722062, -50755584, 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53108701485858816], 'weight': 12, 'weight_parity': 1}
• mf_hecke_cc •

  Column	Type
  an_normalized	double precision[]
  angles	double precision[]
  char_orbit_index	smallint
  conrey_index	integer
  dual_conrey_index	integer
  dual_embedding_index	integer
  dual_embedding_m	integer
  embedding_index	integer
  embedding_m	integer
  embedding_root_imag	double precision
  embedding_root_real	double precision
  hecke_orbit	integer
  hecke_orbit_code	bigint
  label	text
  level	integer
  weight	smallint

  
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[-0.012043067622733605, 0.008749800795560385], [-0.6463931364252068, -0.46963210342368383], [0.2938112003242664, 0.9042578942756951], [-2.5422230533231737e-05, -7.824158039040139e-05], [0.02715875758395229, 0.019731992392529468], [0.35489893881932105, -0.25784917219620945], [0.6285148738638034, -1.9343698801604088], [-0.5974475561614526, 0.0], [0.043704721333713746, 0.42984949822868657], [0.18419100644212738, 0.0], [-0.0014690506580173762, 0.004521273025456552], [-0.08422655479734902, 0.06119417404764801], [0.7956874873314231, 0.5781007985480058], [-0.004015680884057564, -0.012358994947413332], [0.10711324700578277, 0.32966067692308415], [-0.5977801069275172, -0.43431267007843327], [-0.6526645096485655, 0.474188522779448], [-0.0001975738424982435, 0.0006080697624333004], [-0.422068300214626, 0.0], [0.23835114992841033, -0.26112971743523267], [-0.06735930066167843, 0.0], [0.44961254459117245, -1.3837651265957258], [0.49150814598577025, -0.3571015709197295], [0.40882815883254353, 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[0.08892227415421565, 0.27367461925261405], [0.7620700749424768, 0.5536763187659419], [0.10644872992537789, -0.07733952934294397], [0.49168118380770603, -1.5132390849438166], [0.0493428568058434, 0.0]], 'angles': [None, -0.30113635463448407, -0.42903167190589053, -0.14979109360294235, None, -0.4509081563974113, -0.0429441845902371, -0.4581938729983342, -0.2959831197475445, -0.2081702912783476, -0.43977844533462906, -0.2989660211533127, -0.24203969641742468, -0.16598561180139185, -0.23370139615474494, -0.36872501490771176, -0.48846803374660613, -0.05393430993425871, -0.2838780541464666, 0.0032308580288217697, -0.0369229460511867, -0.4182804433297864, -0.4710292425730155, -0.1786956234085392, 0.18416700169916686, -0.3759080369891108, -0.13825201770539677, -0.3059785078211869, -0.4015023898180105, -0.39080938989845904, -0.3781437910341657, -0.23727672187619447, 0.13023201584203964, -0.1677254058299399, -0.06489058958378535, -0.2188770193982363, -0.28688316297189986, -0.45548638003198716, 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0.15212523128464117, -0.027640346891421592, -0.3871174769092447, 0.12271708272473504, 0.2570678211642974, -0.29025129296946484, -0.1993527199916011, -0.05028014416509519, -0.43414878451943517, -0.09424075223853577, -0.3015176249557717, -0.1557457484046081, -0.45810800434707527, -0.40337243483199836, -0.004852422445787923, -0.2789087607680443, -0.45911357080058446, -0.38789615355864365, -0.26764100767694904, -0.4291212827479973, -0.3201084066735197, -0.31289616833632133, 0.3164381082726553, -0.1673390660447047, -0.0972462730514944, -0.3551983224145096, -0.09586126871157405, -0.054126024173454815, 0.1353184213787727, 0.1161457103581127, -0.1975373360865182, -0.1473284532095653, -0.28384156377679126, -0.3008774897584555, -0.4301125678841708, -0.0667817990663877, -0.2119727484040736, -0.07194925681433843], 'char_orbit_index': 3, 'conrey_index': 9, 'dual_conrey_index': 5, 'dual_embedding_index': 4, 'dual_embedding_m': 9, 'embedding_index': 4, 'embedding_m': 14, 'embedding_root_imag': -148.16562722660166, 'embedding_root_real': -203.932490549966, 'hecke_orbit': 1, 'hecke_orbit_code': 137640280086, 'label': '22.12.c.a.9.4', 'level': 22, '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

  
  {'Nk2': 3168, 'analytic_conductor': 16.903549972310955, 'char_conductor': 11, 'char_degree': 4, 'char_is_real': False, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 5, 'char_parity': 1, 'char_values': [22, 5, [13], [4]], 'conrey_index': 3, 'cusp_dim': 124, 'dim': 44, 'eis_dim': 16, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 137640280086, 'hecke_orbit_dims': [20, 24], 'label': '22.12.c', 'level': 22, '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': True, 'level_primes': [2, 11], 'level_radical': 22, 'mf_dim': 140, 'mf_new_dim': 44, 'num_forms': 2, 'prim_orbit_index': 3, 'relative_dim': 11, 'sturm_bound': 36, 'trace_bound': 1, 'trace_display': [32, 20, -12082, -146606], 'traces': [44, 32, 20, -11264, -12082, 34464, -146606, 32768, -594595, -636544, -8361, 2611200, 845764, -6008000, 8229374, -11534336, -3381530, -17351936, 39334763, 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• mf_twists_cc •

  Column	Type
  conductor	integer
  degree	integer
  order	integer
  parity	smallint
  source_conrey_index	integer
  source_dim	integer
  source_embedding_index	integer
  source_hecke_orbit_code	bigint
  source_is_minimal	boolean
  source_label	text
  source_level	integer
  target_conrey_index	integer
  target_dim	integer
  target_embedding_index	integer
  target_hecke_orbit_code	bigint
  target_is_minimal	boolean
  target_label	text
  target_level	integer
  twist_class_label	text
  twist_class_level	integer
  twisting_char_label	text
  twisting_conrey_index	integer
  weight	smallint

  
  
  • id: 1638161
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 9, 'source_dim': 20, 'source_embedding_index': 4, 'source_hecke_orbit_code': 137640280086, 'source_is_minimal': True, 'source_label': '22.12.c.a.9.4', 'source_level': 22, 'target_conrey_index': 9, 'target_dim': 20, 'target_embedding_index': 4, 'target_hecke_orbit_code': 137640280086, 'target_is_minimal': True, 'target_label': '22.12.c.a.9.4', 'target_level': 22, 'twist_class_label': '22.12.c.a.5.4', 'twist_class_level': 22, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 12}
  • id: 1638162
    {'conductor': 11, 'degree': 4, 'order': 5, 'parity': 1, 'source_conrey_index': 9, 'source_dim': 20, 'source_embedding_index': 4, 'source_hecke_orbit_code': 137640280086, 'source_is_minimal': True, 'source_label': '22.12.c.a.9.4', 'source_level': 22, 'target_conrey_index': 1, 'target_dim': 10, 'target_embedding_index': 4, 'target_hecke_orbit_code': 58546795357143282, 'target_is_minimal': False, 'target_label': '242.12.a.n.1.4', 'target_level': 242, 'twist_class_label': '22.12.c.a.5.4', 'twist_class_level': 22, 'twisting_char_label': '11.4', 'twisting_conrey_index': 4, 'weight': 12}
  • id: 1638163
    {'conductor': 11, 'degree': 4, 'order': 5, 'parity': 1, 'source_conrey_index': 9, 'source_dim': 20, 'source_embedding_index': 4, 'source_hecke_orbit_code': 137640280086, 'source_is_minimal': True, 'source_label': '22.12.c.a.9.4', 'source_level': 22, 'target_conrey_index': 5, 'target_dim': 20, 'target_embedding_index': 4, 'target_hecke_orbit_code': 137640280086, 'target_is_minimal': True, 'target_label': '22.12.c.a.5.4', 'target_level': 22, 'twist_class_label': '22.12.c.a.5.4', 'twist_class_level': 22, 'twisting_char_label': '11.5', 'twisting_conrey_index': 5, 'weight': 12}
  • id: 1638164
    {'conductor': 11, 'degree': 4, 'order': 10, 'parity': -1, 'source_conrey_index': 9, 'source_dim': 20, 'source_embedding_index': 4, 'source_hecke_orbit_code': 137640280086, 'source_is_minimal': True, 'source_label': '22.12.c.a.9.4', 'source_level': 22, 'target_conrey_index': 1, 'target_dim': 10, 'target_embedding_index': 4, 'target_hecke_orbit_code': 54043195729772786, 'target_is_minimal': False, 'target_label': '242.12.a.m.1.4', 'target_level': 242, 'twist_class_label': '22.12.c.a.5.4', 'twist_class_level': 22, 'twisting_char_label': '11.7', 'twisting_conrey_index': 7, 'weight': 12}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 86900
    {'charpoly_factorization': [[[1048576, 32768, 1024, 32, 1], 5]], 'hecke_orbit_code': 137640280086, 'p': 2}
  • id: 86901
    {'charpoly_factorization': [[[2920119626886928650991860552065243179349432361801, -266915311332130774392775075127224659303744357015, 48263928314449974131134482159480091663120530822, -697479401324982002683177773062145523179943002, 5190532767958756587395156388991242116679447, -21481427434268660537018061773199447612840, 90929247647560650688911252402121987914, -241031525402216608979471303354606394, 770879547561108279600896832399528, -1023920009210338419400496069490, 3219659830077336080609974614, 2763483524373153941659854, 41016418072661189755845, 25839950593996468449, 114921626186731554, 24491794145604, 217940592502, 39041407, 341230, -56, 1], 1]], 'hecke_orbit_code': 137640280086, 'p': 3}
  • id: 86902
    {'charpoly_factorization': [[[214201277059983645241706362771183624335141792413859016365236816406250000, 213898900703141877643035961884310807041052443488874510246582031250000, -13723080345500813416623926085959345473314922372759512011718750000, -361055262286252912677466349003259596622996207683472766113281250, 2021960846051957974403616467025457736959384335973289306640625, -3137589878275575993517770357416907648683606643152343750000, 2735546442309175049581774812731794065815881468984375000, -1137847668190077375840601442324478168506565898437500, 337630117046334912169680708678843174072101562500, -71222538141190478297538630713336791726562500, 12726226427425429797907226642108987718750, -1695290954692795012819035113544875000, 242102074598340420222171820548750, -20673299841267274362152557500, 2425297043167606103005300, -121195429964071917950, 15319600015644381, -620228108072, 105256814, 362, 1], 1]], 'hecke_orbit_code': 137640280086, 'p': 5}
  • id: 86903
    {'charpoly_factorization': [[[1562844603418045030863782232140804285651974487957034612901657774967485180148248158192400, -21838542922831161748966358374721422141742382467511085508148318878910361152443677651400, 117141333489955314179251103345365432900471410118597962051635051634366765454846903060, -13080991976653332168593706503806438241644382566603370121636733722136940521907730, 748268672767003884465224917891401194479059114412555300186467359425722850981, -16277259100254234307905305025790560197582924060556253349656964762913874, 1699581293324055982664693527358581469041727909105020349916713932398, 304197044134608402799962470688289771194088579107056365424452, 1735414956492648296634503934037076702538281911979908075846, 19156875890291543303334947908750810989622870593756496, 1054469115360861152600671456885520072621279203220, 15384549423365817910781375478412062662538466, 485265089659642897570513459375950429544, 7911220423185269158800205908611682, 199750755762180297061914545600, 3501806677771118226427258, 79189887762804087041, 1278321854243824, 18506477832, 167178, 1], 1]], 'hecke_orbit_code': 137640280086, 'p': 7}
  • id: 86904
    {'charpoly_factorization': [[[3574335935197503226412197580625705154978327969466895714094061686977589739390331653361877238387305580817715435470601, 5635030191876724500987829253039173374182247671007729309177926135851695002038034132177582813010576604903426891, 14539003775760255998750643725730661859192957639066756316415864997461632012855537649228913862008475458653, 45719864331171186300041384937236038110357423274746916701704558141188448038744287451459342342501233, 73794425620323979727804355505768919254569807134131960478357789391139749902719281215773722661, 184210603397533103026151172136393538375501704035010416438588568641033548935774319667500, 549640653853947361443911888609798630342759493640044464711148513009882697147538124, 878711651509462929349789633492033613116298134048123816548615015441847357652, 2005655588705359606937877073960926544216780048677781186920047186141162, 3786833416126895974218707393922849417671098508113143217896908874, 5365605939993002896893303996428000933135749658030774662798, 13272620107047584449709446848600260175745140536077134, 24638671344798710296212680905921730087071596122, 37834480478502999337599461733518449469692, 82947003322315422627357682069719564, 97435437921505651592997542500, 136806375283259663647501, 297076415983014723, 331114618813, 449801, 1], 1]], 'hecke_orbit_code': 137640280086, 'p': 11}
  • id: 86905
    {'charpoly_factorization': [[[2645581177373879149297112539917086673370340963911569901472005777340900885431054005878530275205511494656091440400, 109373098023057758077600335722515183667829255965244529781341968464022684112657455891682986482798393431164600, 11811776812792335616293224937863677925560749764385475976117104296785565392976424973335591630100747338640, 21870029936240749247364912300164414783114193282739202840538003400097813117307124657774177106556340, 1498673950167856352926574893522860865600758884967836255488578339887855745493643932208778709281, -15187962368427635752524836417536731902471197609661271312806009258378219447241372449782424, 44577779172121610131090103227541632808373907865743385421356298306735785069922898528, 345847699151874775134593724957451371946968417335380267414777730617486494594304, 333134211438778575324620681643702004922549765463928023442429522799344548, -3032786519997672814106380409715830620207495249006587022616162006344, 2677622065327603993970976283948563482950601501913448183769010, 19605088603809943272174427174177267708529601814349486640, 24563818361099503447581246386511662542927307656406, -35787661220200231864342409273667945845663000, 96830660049632286508007159538444245140, -74234599818414380024190235450076, 51922927869967287102284713, -25529528015612193544, 12834724445538, -3369596, 1], 1]], 'hecke_orbit_code': 137640280086, 'p': 13}
  • id: 86906
    {'charpoly_factorization': [[[563010352531937190921827221768731485279408713729546418913263958314324777383218759639435605549767469586433663880357529739415322025, 280933900223991708072895460473252009273503930691827574871105498456751807936390479528605290519158620552834858804121065335825, 2546742086547206113411940436932881791208466817274361422532942581101350932091470930986346956527100738571057353302369540, 2805026462886756747272146170809832243713881065855015321216635575612842100056114188765182343802361149843762512350, 5142725297189635146014859332552220278179573225114535222125078382270912915916119070425661479675286388817341, 3850089768816898803877645987093822846407282189058162789000697575454004951009846170583088603792101844, 2148006276742736821678621234912371995693907076536941589778695638720010526555051326066453000854, 880175877058781600234366861574118807684635148408067458330282919011873322953772091927174, 510523881903366017212559231768707893017656214459779657317933111787244773480801650, 113474163160070487612062710452327274816359623667722842259759902254817386694, 32308662135275398271239675874338867859840693698871078819270806623102, 7583243074170413639935637032488317193021877692496745832250612, 1859133227928726282185190263825569252734264609813028443, -406284217446781325664602893939087835479824685283, 64358288566584497725939809095392044198582, 13093145382242106688991282403938408, 2058373749622516022295628514, -244608239703487113027, 25320412390638, -1661262, 1], 1]], 'hecke_orbit_code': 137640280086, 'p': 17}
  • id: 86907
    {'charpoly_factorization': [[[6748662139235065078036672787692272083747869023068416937360431138012898030248390329107498040810410336637070803142612404782445186330225625, -10621878726168601895236857701230894243728862886147600377900138013511324409511896225999378564629516186616307765406869958072786685000, 14804610175267363538104027410969580122420649741246197909525952219726407414376923281879416559551177185220199009734681484336250, -14280383820196734407195058175283893226552630924794284164611720354505108566883591997037513850320629650429346480950163875, 11708868085771984935146796477975504152012293479671890903565641404388734353921957761681047360232491542351891012325, -7833739745938420543611004338994743210608496875893772731052060616970347269662966815036874266675440773867800, 3989952349302099869294054844928353710030088844611464696987457507937479731022951773473125178592710350, -1333870192833263130042300515495999010065868139128040259391237250846681945149319602331863836740, 272112217167712186768462266895872144453143895415631977046239622636537756955061222171686, -29655011555898306433200322850744946407645656299767738696827456404833826733831970, 2932496345337804301739724446488615112647090083342018890913386147938439278, -231577055986637834806592293651907601548110718093048552159911905322, 18116835230207790890210412680202286061484279759885440928339, -1226313198855909385477846092372965014114698136168572, 90909359952768834453207701332975417759859316, -6568553793010508594485542185583651599, 504978919163589083606032207602, -31069560160868936563594, 1529631253574016, -49176291, 1], 1]], 'hecke_orbit_code': 137640280086, 'p': 19}
  • id: 86908
    {'charpoly_factorization': [[[-1705800793103661800917613526737456731447850000302396890425066833530339721216, -345822605592917770278861016577247524254557481683193074549027466379264, -24253729870261806457846336540436616991972151514502298275282944, -465097414516800943320545582899598285958349626014064640, 21334556749293834772291068697059960953642724352, 1020971173351248608241374787442180877568, 2897930791448605202655888636288, -467994124206666614557680, -5411205484194156, 63826646, 1], 2]], 'hecke_orbit_code': 137640280086, 'p': 23}
  • id: 86909
    {'charpoly_factorization': [[[28200208545100886591012146536894315139914457204699818156645639490166916351246469365039566383150607014508356302804396942985133652811830153255858060288510250000, 3144334796496097665011904570922859675687868760688761808145508435288115827709275305671145809017119609394879231566808307758569703030374511024499019375000, 2205068443255310963439015525678881592142627517111390247559703764651259728761673855783789989846057264498178606050976202915973490324135571793737500, -172705278718165487433217074524626409135592799657190493077083178507209754711740834190528802386554535682055156710595819085941219701714581250, 5914784840034586684417080585136282522217165910293271987488782637479690580086953584554952981916120419770973624446173769806491940625, -106209479410809318462456480839636453244175117862893939912601694080182171795509612739185374432417377120769752602748894407500, 1228773497182098209940100714990014079839127952855405164378560728837360609545824449662272557101852318379966642457500, -13037699009193332978674379154045408735467056775804566952085875738658651450162075974500639011524387565986000, 199853990042386606477241705848189538945082821835670940065854115892567157501730981984744994158976000, -2920589395020286693017704460944353998668185031470515128660798638470848907439130180958747300, 38155463093201561969220877122244105107051627248100287626788451268687974656864713430, -442748441959032094931583407033657476631917224725113493243625496908445095040, 4716093003124328243040775750571389939697925772723057119028118426226, -40369199888493529670722246420273774432464425070315383965388, 319292219562215101303013113132622844652634939682752, -2028173845389122160176601732432698118689970, 11774833775686694644264884237723841, -54258844759993268412175660, 209262301515548418, -555960754, 1], 1]], 'hecke_orbit_code': 137640280086, 'p': 29}
  • id: 86910
    {'charpoly_factorization': [[[72410155210654262648968609200157620748211791886982534750209885227899310402031419902021784182679729946088025653393223991638422046869728277928173143431677330010000, -527075793716511862530859539492844304659094522427084484620845037854708035962999481716331484595036816600284877505944023380145517908322656584745415545315000, 331489091855981372523194926695611411729749228313209784748301634731007074454836035648011317990336549677173269736609568717338943317169537804786052500, -4934791609961064290015293944284964357057127980382394499066495505680047686803192592208877163828119885999585352447738835394320624426510028750, 598500942074486388735519835452748838183318477988448314426298971720713691315655249660370080335881709071846087036710311314527347599325, -6984433091068014291175305521256030405589383895182716251821237136935510950892976280422110715833331189231537533141776375659150, 56667017077362700976330390316842980968947189668027204735698592745536864637011365631226569632004846090174510770564350, -347803920824238552754688450476263013987763015783053334357132835380084609919279193900106511674898907428658710, 3129083797717513813773859173309424769975074598780484958385478737452209028798547085002926462685013966, -14613121601008361093083874606203035900089781811473890227504311101750307537517190847797903476, 87896106072740837817236923366839686614106750229303254207888856033269500675902933414, -433231880154499999674605037478931299940156065314420965432450560341181341920, 3742773272846608357162766361337193870009295615703032974017971411680, -13008707513593431199679177320611442683276798429198513879376, 97860605157036881959819553793344514806326157984956, -231937115179307236650461728762147728412684, 2034114454773143817452052634340935, -2964684216236037257053250, 26430918285449634, 13977916, 1], 1]], 'hecke_orbit_code': 137640280086, 'p': 31}
  • id: 86911
    {'charpoly_factorization': [[[599586688691137669018457295479367475344374871513963449900271090589836349071936033584957909019037677037100733069853248998791286498142712956992214088361814389060432400, 6740108233993478854781199602163787619033449034451689840842806748180472306346406131229772045647742370180088626155774133056685343028003571382163554816080380400, 1184557693434010418443924892237055644691885112435661038228784522287533301753350044891371662453957313607120337657063244673480002716406054478956105497360, -15048733961411637727598710061353865230601313472241289680561511490371573874362397817654871785598651490952882942735417976163405752021937393280790, 469027510027907247924146619681664948680541183444663731284388293482536396921321238715290184245558672642693132922498574723811379523694641, -3405695654334506032175383486762498000074830575412957621040437497304904354862622783255703919851586283613111547196783795673448200, 36837009738942077634336342400137551221027922147811566452763987313036627188973976260893998059857300343248350207264117056, -284110728905520474326543672103055777067290378113040783054644879074064350839199774631209722352765812337799822528, 2454322881527541208014799806365840658738992207816897094583385530160963990517477160461602201465744887924, 2254004921046263933457800364743688482037188324492741549163261222169456126701282739697088759284, 58395234145229454394407756302583502800700364919411514061191898293414181828541831208346, -418702958974189566793400526041530419451762266551568750055466678722352541341812, 2595749981668027597779384520154227452269721790915535911852517082023606, 8071732960799580526486163980441404649844581180452981599476432, 139078328383552864673393750740264554138617842297680724, 189418192091741136705047719792262295000206978, 251541895469643462523431647933016881, -80310667030853744642349788, -9422171289588166, 161000626, 1], 1]], 'hecke_orbit_code': 137640280086, 'p': 37}
  • id: 86912
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  • id: 86913
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  • id: 86922
    {'charpoly_factorization': [[[72134436350988555341570747757913302927081513892696033340922328717029616892064043041552538737660994192018533962359555659675643372792482293278104403119527097329541041116978276781685721444467518358068758149555564025, 413991629608562561152250816159999235431230888631781052006131567784448991744260474607266722493180220826896036759273628528941208519818716834972903578234495554557563318324918025357593742366471327285973350, 115774453970715248210612107680402113868697825137616800128697663829447464630991542506083788081889807568169645470725008740771561311702418174929273129128175406137372055311770879036409332983832760, -1319436720203768471624001616967804719583855583850707136788288006495070582672285734995167965092930918594263909659659083505461824289599180991937988924783566858830435369721471377213255, 191937034888557481529398276100489164213989563742715321429235084602479354178425683841373226813308048502164070732101814440563789977850718031539235205758622570937025077453721, -857982693423140470158899223402856946767006166345873880201876373790314057958157844120121392803751863041457399853668530356826090512231992994625251062575982203884, 351949042609776296494066306385738027807531661010062156932107726769734456862767630184221183719566383383404373574141114748930974369024164387627016010826, -3031368183363183876652631845726589194016362484190922829660561583072684685378676512717204014014473230943892381209331272587674139540172758828, 393670128032436345657651286915886853771007129636062586544746784146612494533850028099759672190314441117771851931639042491220222474, -4781774662553548690050642753476919299084197254174032474998651546241407294717811015158316241163450427729944591116727230, 290820900733467103777483724697539991827835126749481587420990188340081105447584911609029412814510706738030018, -4251466198210692952902375995608273165425228960220902367384410122541529855985092923904714626130966, 159533017157370831482962196275703050165702941011844691285174399469830543920045230201003, -2242299833488948886815507507942682925934514406626272832961739121600550851494, 84031648092105940914195496870986860115286728941022271967881923918, -1310978571293270198521350592040308602507401788342657915, 35365613534606613534754479695259080244451714, -512347268027573111042383428149652, 9218678712553260012826, -105219370951, 1], 1]], 'hecke_orbit_code': 137640280086, 'p': 83}
  • id: 86923
    {'charpoly_factorization': [[[11127690213318335887267302042765167742719146521772170030047937804163296907920932625299773289426552800000, -49909514668855409175429281230926797060131840853384687311471956146194052419158264484085115360000, 13687868136157780472657210524235845751425955143211298395253811010203680067537709689600, -277443043982801579069300039498724206211179237410046028870995227662710835200, -46707503004268851927656672339053831647132292499127161682653383200, 1476013414167745868876988427175246782640327378015724000, 22447952881251854314677831182645342830605536, -752823051725753410811131574622912, -6320338472287567911561, 113965187077, 1], 2]], 'hecke_orbit_code': 137640280086, 'p': 89}
  • id: 86924
    {'charpoly_factorization': [[[380688849454303386848839249233332835975673006281135776153792808469854580603750616550745668795607926639926835706456600437208620099941942266446333948286880098955105510261866494842457583157482190838032739256045065295096761, -9826155899220911168647956408448118658686277725310227269906348765665257916119237644056613387811706986019129924916466971878023425131333004404332264741895240328753413135125522777793561968072943151231851668870970, 168571456736292553583319800865109028954832888121039469018738970603848037429144800545557116614797675088416072114330477569661940322449933319826910359526190835675352328407914932367325092980722456380000, 1721453979663597544344628353442241076906559822451827663221888595336607301110196990167122265779015133921635360539447890161391739243339192262402646465333789980436955956179531956331137427575, 88043843513815330892792374257838795192977935117252807146611135214022346400450903729028384556076416112404824358603557278768465133406049183141952927902987403997249252062192175885, 2029934160671059274375823382002586075498972139185082192022934688652844733369374547045474788777697112896285371087694433907995304338968183862347204215451798372711571216, 62393683383027709451423241338873893670884744655753503893026378396137099530845563564426107471920393294822981150743606015451649173980613111186400863598795210, 931220699022872073158653323526389774875009715919056165971417246527632403656551219189974194782781619288660014529559014205561406498831931628466000, 15170411571704348251857293341623661196417820174591871229711505066305805843383459764031549810988132521933233930308887402651324067966250, 181343917580250806749691720397224881425809299064084026299367500836239510897717287253285885119792785177347544338053489640570, 2196347211107345607444720688370112443003097147891809779041634625245962685215386057725838259963199987255001745286, 19916396221247710267204386539421021436425653581198987721233045411412828586962325146629306637840912490, 197921111768745771700618659386303231544374843144763192601451046764851821188691742321289375, 1525872562623801847001638759344548627732647067966915287133940039304744517695650, 14600040779602742272348238787943583067569089709587497668193963532830, 106700391329988728579023117175430124315950988433180568611, 957794621844845363247421219880005209112910770, 6241781519070717470509826499721500, 49029834945843912298650, 200605898215, 1], 1]], 'hecke_orbit_code': 137640280086, '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': 1, 'label': '22.12.c.a', 'level': 22, 'portrait': 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', 'weight': 12}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 6194611
    {'hecke_orbit_code': 137640280086, 'n': 1, 'trace_an': 20}
  • id: 6194612
    {'hecke_orbit_code': 137640280086, 'n': 2, 'trace_an': -160}
  • id: 6194613
    {'hecke_orbit_code': 137640280086, 'n': 3, 'trace_an': 56}
  • id: 6194614
    {'hecke_orbit_code': 137640280086, 'n': 4, 'trace_an': -5120}
  • id: 6194615
    {'hecke_orbit_code': 137640280086, 'n': 5, 'trace_an': -362}
  • id: 6194616
    {'hecke_orbit_code': 137640280086, 'n': 6, 'trace_an': -3488}
  • id: 6194617
    {'hecke_orbit_code': 137640280086, 'n': 7, 'trace_an': -167178}
  • id: 6194618
    {'hecke_orbit_code': 137640280086, 'n': 8, 'trace_an': -163840}
  • id: 6194619
    {'hecke_orbit_code': 137640280086, 'n': 9, 'trace_an': 206411}
  • id: 6194620
    {'hecke_orbit_code': 137640280086, 'n': 10, 'trace_an': -354944}
  • id: 6194621
    {'hecke_orbit_code': 137640280086, 'n': 11, 'trace_an': -449801}
  • id: 6194622
    {'hecke_orbit_code': 137640280086, 'n': 12, 'trace_an': 108544}
  • id: 6194623
    {'hecke_orbit_code': 137640280086, 'n': 13, 'trace_an': 3369596}
  • id: 6194624
    {'hecke_orbit_code': 137640280086, 'n': 14, 'trace_an': -5349696}
  • id: 6194625
    {'hecke_orbit_code': 137640280086, 'n': 15, 'trace_an': 12264628}
  • id: 6194626
    {'hecke_orbit_code': 137640280086, 'n': 16, 'trace_an': -5242880}
  • id: 6194627
    {'hecke_orbit_code': 137640280086, 'n': 17, 'trace_an': 1661262}
  • id: 6194628
    {'hecke_orbit_code': 137640280086, 'n': 18, 'trace_an': -19177088}
  • id: 6194629
    {'hecke_orbit_code': 137640280086, 'n': 19, 'trace_an': 49176291}
  • id: 6194630
    {'hecke_orbit_code': 137640280086, 'n': 20, 'trace_an': -370688}
  • id: 6194631
    {'hecke_orbit_code': 137640280086, 'n': 21, 'trace_an': -74218796}
  • id: 6194632
    {'hecke_orbit_code': 137640280086, 'n': 22, 'trace_an': -5153632}
  • id: 6194633
    {'hecke_orbit_code': 137640280086, 'n': 23, 'trace_an': -127653292}
  • id: 6194634
    {'hecke_orbit_code': 137640280086, 'n': 24, 'trace_an': -3571712}
  • id: 6194635
    {'hecke_orbit_code': 137640280086, 'n': 25, 'trace_an': 33758041}
  • id: 6194636
    {'hecke_orbit_code': 137640280086, 'n': 26, 'trace_an': -99025728}
  • id: 6194637
    {'hecke_orbit_code': 137640280086, 'n': 27, 'trace_an': -135657199}
  • id: 6194638
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  • id: 6194831
    {'hecke_orbit_code': 137640280086, 'n': 751, 'trace_an': -17784192032083302}
  • id: 6194832
    {'hecke_orbit_code': 137640280086, 'n': 757, 'trace_an': 16655046963182874}
  • id: 6194833
    {'hecke_orbit_code': 137640280086, 'n': 761, 'trace_an': -9883112252340558}
  • id: 6194834
    {'hecke_orbit_code': 137640280086, 'n': 769, 'trace_an': 6855954481237664}
  • id: 6194835
    {'hecke_orbit_code': 137640280086, 'n': 773, 'trace_an': -2449939471859126}
  • id: 6194836
    {'hecke_orbit_code': 137640280086, 'n': 787, 'trace_an': -20275000935926772}
  • id: 6194837
    {'hecke_orbit_code': 137640280086, 'n': 797, 'trace_an': -2060940409080946}
  • id: 6194838
    {'hecke_orbit_code': 137640280086, 'n': 809, 'trace_an': 14376431383761654}
  • id: 6194839
    {'hecke_orbit_code': 137640280086, 'n': 811, 'trace_an': 9178503136849500}
  • id: 6194840
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  • id: 6194841
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  • id: 6194842
    {'hecke_orbit_code': 137640280086, 'n': 827, 'trace_an': -17037442416742132}
  • id: 6194843
    {'hecke_orbit_code': 137640280086, 'n': 829, 'trace_an': 29693992759275504}
  • id: 6194844
    {'hecke_orbit_code': 137640280086, 'n': 839, 'trace_an': -43558506455856230}
  • id: 6194845
    {'hecke_orbit_code': 137640280086, 'n': 841, 'trace_an': -48429694214319175}
  • id: 6194846
    {'hecke_orbit_code': 137640280086, 'n': 853, 'trace_an': -70302840419477356}
  • id: 6194847
    {'hecke_orbit_code': 137640280086, 'n': 857, 'trace_an': -98573693286559934}
  • id: 6194848
    {'hecke_orbit_code': 137640280086, 'n': 859, 'trace_an': -10640701657295218}
  • id: 6194849
    {'hecke_orbit_code': 137640280086, 'n': 863, 'trace_an': -47057940528943710}
  • id: 6194850
    {'hecke_orbit_code': 137640280086, 'n': 877, 'trace_an': -73709025756522512}
  • id: 6194851
    {'hecke_orbit_code': 137640280086, 'n': 881, 'trace_an': 66057144866683542}
  • id: 6194852
    {'hecke_orbit_code': 137640280086, 'n': 883, 'trace_an': 24423087740782748}
  • id: 6194853
    {'hecke_orbit_code': 137640280086, 'n': 887, 'trace_an': 1141718564042386}
  • id: 6194854
    {'hecke_orbit_code': 137640280086, 'n': 907, 'trace_an': -93296833644058396}
  • id: 6194855
    {'hecke_orbit_code': 137640280086, 'n': 911, 'trace_an': 86666914185670858}
  • id: 6194856
    {'hecke_orbit_code': 137640280086, 'n': 919, 'trace_an': 1781400579015778}
  • id: 6194857
    {'hecke_orbit_code': 137640280086, 'n': 929, 'trace_an': -72782183178322034}
  • id: 6194858
    {'hecke_orbit_code': 137640280086, 'n': 937, 'trace_an': 66759226925871378}
  • id: 6194859
    {'hecke_orbit_code': 137640280086, 'n': 941, 'trace_an': 128449804439605210}
  • id: 6194860
    {'hecke_orbit_code': 137640280086, 'n': 947, 'trace_an': -32376240769470354}
  • id: 6194861
    {'hecke_orbit_code': 137640280086, 'n': 953, 'trace_an': 22651534457617290}
  • id: 6194862
    {'hecke_orbit_code': 137640280086, 'n': 961, 'trace_an': 74375930046827943}
  • id: 6194863
    {'hecke_orbit_code': 137640280086, 'n': 967, 'trace_an': -72269137391273232}
  • id: 6194864
    {'hecke_orbit_code': 137640280086, 'n': 971, 'trace_an': 106871602246503356}
  • id: 6194865
    {'hecke_orbit_code': 137640280086, 'n': 977, 'trace_an': 234510533425482550}
  • id: 6194866
    {'hecke_orbit_code': 137640280086, 'n': 983, 'trace_an': 32034415228177590}
  • id: 6194867
    {'hecke_orbit_code': 137640280086, 'n': 991, 'trace_an': 247179987561963284}
  • id: 6194868
    {'hecke_orbit_code': 137640280086, 'n': 997, 'trace_an': 70301849135636406}