Newform data - 98.10.a.b

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• 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': 9800, 'analytic_conductor': 50.47351194405957, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [7, -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': [98, 1, [3], [1]], 'cm_discs': [], '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': [[3, [170, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503599795142754, 'hecke_ring_generator_nbound': 1, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '98.10.a.b', 'level': 98, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 7], 'level_radical': 14, 'minimal_twist': '14.10.a.b', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+2^{4}q^{2}-170q^{3}+2^{8}q^{4}-544q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '9.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '98.10.a', 'trace_display': [16, -170, -544, 0], 'trace_hash': 1510043836084932600, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.983', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.950', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.847', 'prec': 17}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 'traces': [1, 16, -170, 256, -544, -2720, 0, 4096, 9217, -8704, 48824, -43520, 15876, 0, 92480, 65536, 21418, 147472, 716410, -139264, 0, 781184, -2470000, -696320, -1657189, 254016, 1779220, 0, 5556826, 1479680, -5799348, 1048576, -8300080, 342688, 0, 2359552, -3894430, 11462560, -2698920, -2228224, 6360858, 0, -18701296, 12498944, -5014048, -39520000, -56539068, -11141120, 0, -26515024, -3641060, 4064256, -59894682, 28467520, -26560256, 0, -121789700, 88909216, -165629662, 23674880, -51419016, -92789568, 0, 16777216, -8636544, -132801280, 93546508, 5483008, 419900000, 0, -95633536, 37752832, -306496402, -62310880, 281722130, 183400960, 0, -43182720, 496474152, -35651584, -483885611, 101773728, 371486962, 0, -11651392, -299220736, -944660420, 199983104, 165482550, -80224768, 0, -632320000, 985889160, -904625088, -389727040, 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• mf_hecke_nf •

  Column	Type
  an	jsonb
  ap	jsonb
  char_orbit_index	smallint
  field_poly	numeric[]
  hecke_orbit_code	bigint
  hecke_ring_character_values	jsonb
  hecke_ring_cyclotomic_generator	integer
  hecke_ring_denominators	numeric[]
  hecke_ring_inverse_denominators	numeric[]
  hecke_ring_inverse_numerators	numeric[]
  hecke_ring_numerators	numeric[]
  hecke_ring_power_basis	boolean
  hecke_ring_rank	integer
  label	text
  level	integer
  maxp	integer
  weight	smallint

  
  {'an': [[1], [16], [-170], [256], [-544], [-2720], [0], [4096], [9217], [-8704], [48824], [-43520], [15876], [0], [92480], [65536], [21418], [147472], [716410], [-139264], [0], [781184], [-2470000], [-696320], [-1657189], [254016], [1779220], [0], [5556826], [1479680], [-5799348], [1048576], [-8300080], [342688], [0], [2359552], [-3894430], [11462560], [-2698920], [-2228224], [6360858], [0], [-18701296], [12498944], [-5014048], [-39520000], [-56539068], [-11141120], [0], [-26515024], [-3641060], [4064256], [-59894682], [28467520], [-26560256], [0], [-121789700], [88909216], [-165629662], [23674880], [-51419016], [-92789568], [0], [16777216], [-8636544], [-132801280], [93546508], [5483008], [419900000], [0], [-95633536], [37752832], [-306496402], [-62310880], [281722130], [183400960], [0], [-43182720], [496474152], [-35651584], [-483885611], [101773728], [371486962], [0], [-11651392], [-299220736], [-944660420], [199983104], [165482550], [-80224768], [0], [-632320000], [985889160], [-904625088], [-389727040], [-178257920], [-758016742], [0], [450010808], [-424240384]], 'ap': [[16], [-170], [-544], [0], [48824], [15876], [21418], [716410], [-2470000], [5556826], [-5799348], [-3894430], [6360858], [-18701296], [-56539068], [-59894682], [-165629662], [-51419016], [93546508], [-95633536], [-306496402], [496474152], [371486962], [165482550], [-758016742], [904211936], [-1981567796], [416378892], [-1269209054], [-2835276218], [5442824592], [644057066], [1673755474], [4173302294], [-464095794], [7319293288], [4430498980], [-13364528584], [12445637540], [-10454418868], [-4043907372], [-12473506836], [-3819470376], [-24119311378], [-12479824306], [2931272356], [33697816364], [38720841544], [-76901138358], [-43511409436], [-20704302886], [21622018056], [-67778873990], [-4878954570], [27502872462], [-22259484192], [-17301651124], [-48190053840], [80383379222], [-195595414054], [60280200818], [48674321640], [-275178093862], [-112321746616], [106139655722], [2313577062], [-216185416336], [50029059726], [-184606495536], [-274666259140], [158053442286], [340759279048], [610215582184], [434930487214], [-730676728472], [-211073768204], [7218571954], [699386620620], [640643691246], [13149974290], [579915416766], [166175089110], [757723233000], [1074848094418], [-170418482232], [1229368198820], [-72579192110], [-664171699850], [1215008828180], [293877819664], [-473112442990], [2059452977356], [-1222468367968], [198224577252], [-300744658292], [-330194392416], [63239868540], [1889939538618], [-895863406646], [1002212297862], [2734364299872], [-4223585069978], [3083105288086], [-274669372986], [2824990181208], [-3765850120930], [3008305339102], [-3647747944314], [4177784568600], [-4844454419882], [1584443386752], [-279203366814], [-5555757356602], [2704365937922], [-4731577374256], [1388653484462], [-3093980738618], [-2314526793756], [-810574796046], [457354558208], [-7945570983352], [-8928049414534], [8017304111532], [4147243603236], [6055796063242], [1885985371762], [-4762099916302], [-5348933079684], [-9082221151780], [12054698443944], [10812835589688], [6394329934008], [-2305799232696], [-6853159775838], [1555197087922], [1311476118050], [9820099867688], [4816584893538], [-7713435734004], [21286929478534], [-24505260902038], [-9728256485914], [-828744996248], [24284206907004], [-19556973814744], [7695769390876], [2798954335156], [5561412164754], [-3510516519242], [14383750261768], [-6342782203766], [28928223024918], [-7171542612652], [16801965695916], [-18792365773812], [-33949583280240], [10328682089704], [27976677058122], [-33164894568050], [-31930911688552], [35692053942544], [-30492274052854], [-34553250448624], [20670753114594], [178789067610], [14265650083116], [-27129633607840], [3867234062872], [22769891491454], [23075622988644], [-45258301359692], [-59929328342716], [-2187004674912], [-18208132127046], [-33568557278580], [-10052351627122], [5981783616300], [5446096810370], [41001620055760], [19682921399416], [-34110945719880], [20803394327254], [31748040928522], [-25690381690090], [45453941719024], [51648302101212], [54024133361022], [-27269024338838], [-37131340923342], [-71964216347676], [-108657567583234], [-28611870365580], [47858329770292], [128055595115044], [89131774388628], [-53561282302418], [48891969886094], [83220603547066], [36369564744198], [110971130465064], [40067622712830], [52033800657300], [-111236283302744], [-89309153628858], [133178007979674], [121012694773416], [228227988004], [47013702043944], [134032660995774], [-134403271435442], [48400744521758], [-121146478647376], [-51213061414296], [-166319742438862], [-104644512100536], [69903809415106], [10591583003056], [-112962547662302], [-42324265719016], [-90037257519550], [109377812196106], [153303800104280], [-89560764418350], [-39736433574104], [-204884105306790], [147404912403002], [200654252624422], [276195904255144], [-213819295820352], [26244721036680], [-157005322025070], [48387605824766], [232131445367152], [136620278217786], [12941136604186], [-85092381989568], [-42219958314070], [-64385930233794], [-91377721830204], [-66673066452160], [154068987625328], [-238238610768758], [176001001450048], [62920430649726], [-148497561005066], [284696941763460], [-156284997118992], [11848739609530], [-85909197012640], [-299290700182416], [111054243827494], [188219162188542], [-298440425873136], [-388447672916842], [-216605237993720], [-409580353597276], [281315470129322], [174097315867998], [129400184455136], [244768048063618], [108920459526808], [364843873841848], [-100084430020192], [-72788284589944], [-263829016157478], [-109046975424658], [-89203114637418], [-47152434002506], [378962974830652], [421129295087514], [-153709498539924], [-534815048214448], [-346756199558274], [-135081713436832], [-703154964894130], [111460024893744], [-602112199047472], [4787480581974], [285337084347454], [-281731056093534], [-58234104293976], [773170708168872], [-254003265885348], [679122249428728], [87699735673146], [-44384560628752], [-125828199330366], [241523468884910], [1063771401474556], [631168062806862], [513933053080782], [-81181029834270], [-60478227013002], [734527422032810], [234059503857566], [-312561545007252], [1145040239483296], [-616330705221924], [-982585625047962], [24390065446278], [547230188060978], [95378786479122], [1065880144493632], [278042538279480], [-884514444516928], [-341086321817638], [-640620009417536], [-1332008454219968], [818608864648784], [-1083173393757946], [-1139753355077832], [202031119079362], [642894810809866], [971082444568424], [-477586247548352], [-1387841105569130], [1160752957791798], [-341952669872192], [-75015061162202], [-653567668450590], [531451927543150], [-356691740031950], [790718061773640], [-621715436987720], [-1398670415732234], [919528109785042], [-1660866483394336], [-1706781330593638], [-78926905236208], [1766417428125674], [1452905101135382], [-436212970702510], [28717991229396], [1680077562594478], [617208648388156], [-1992281549520262], [358943007038562], [866810457063854], [-1288477070425370], [1414980140388068], [-2022227846069362], [-187397932248042], [-956368761686100], [-805492222262880], [-2794262244942078], [47256460197648], [1535175184183660], [-870588211144408], [-965359133712120], [-694577869752744], [1766005106792614], [2046469067966714], [-393716528221602], [-2153854438572300], [1634408651450350], [2539465442330782], [-981068663194996], [-2243188217990862], [876775211580050], [2898612338669504], [-376606576177634], [500700469577422], [1016673191532592], [-3338736035443012], [1016882776326170], [-577369798955146], [-456697671689364], [-710838464797056], [-2314395845067290], [-2973564055665820], [-3253756443906106], [-2304436921401840], [-525593479023170], [-2446630784915368], [15158170465990], [1614777936766986], [-1697495348438440], [839151708540710], [-2339842299050534], [3088741571815858], [850176988900860], [-948831878947706], [-1437993037382648], [-1353232812041454], [-1195827530539642], [-3800446716463336], [2252900274281768], [343188667047392], [1439664771164836], [4536277628640772], [4350353133927614], [-354434589034608], [-3458096196455524], [552608056556782], [178094089450360], [2002402815840930], [-527538840923908], [-1485465763417622], [3507141155685372], [2302868010646370], [2173432483427368], [-106100796400782], [-5846163171288560], [3568453653370706], [-3214012731027996], [2197120395616204], [-135749843928098], [-515715616883010], [-893622011013650], [489742247503798], [-5628789500660506], [-3744126188287990], [1940335919257976], [-1866509055055716], [-4849737482994934], [-5542296174634700], [-1252262387418904], [6263453641822844], [-812671519167270], [4469229931872512], [-23855266904974], [3052303139802856], [-7747634752949488], [-3707071184171250], [735838850034106], [-6368774401434496], [4930392611657008], [1892757386927850], [-2092829208091890], [307339191209524]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 4503599795142754, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '98.10.a.b', 'level': 98, 'maxp': 2999, 'weight': 10}
• 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': [7, 8, 9, 7], 'ALdims_eis_new': [0, 0, 0, 0], 'ALdims_eis_old': [4, 4, 4, 4], 'ALdims_old': [21, 23, 21, 22], 'Nk2': 9800, 'analytic_conductor': 50.47351194405957, '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': [98, 1, [3], [1]], 'conrey_index': 1, 'cusp_dim': 118, 'dim': 31, 'eis_dim': 16, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 167772258, 'hecke_orbit_dims': [1, 1, 1, 2, 2, 2, 3, 3, 3, 3, 4, 6], 'label': '98.10.a', 'level': 98, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 7], 'level_radical': 14, 'mf_dim': 134, 'mf_new_dim': 31, 'num_forms': 12, 'plus_dim': 14, 'prim_orbit_index': 1, 'relative_dim': 31, 'sturm_bound': 140, 'trace_bound': 3, 'trace_display': [16, 6, 756, 0], 'traces': [31, 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-227968548864], 'weight': 10, 'weight_parity': 1}
• mf_twists_nf •

  Column	Type
  conductor	integer
  degree	integer
  multiplicity	smallint
  order	integer
  parity	smallint
  self_twist_disc	integer
  source_char_orbit	smallint
  source_dim	integer
  source_hecke_orbit	integer
  source_is_minimal	boolean
  source_label	text
  source_level	integer
  target_char_orbit	smallint
  target_dim	integer
  target_hecke_orbit	integer
  target_is_minimal	boolean
  target_label	text
  target_level	integer
  twist_class_label	text
  twist_class_level	integer
  twisting_char_label	text
  twisting_char_orbit	smallint
  weight	smallint

  
  
  • id: 86126
    {'conductor': 7, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '98.10.a.b', 'source_level': 98, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '14.10.a.b', 'target_level': 14, 'twist_class_label': '14.10.a.b', 'twist_class_level': 14, 'twisting_char_label': '7.b', 'twisting_char_orbit': 2, 'weight': 10}
  • id: 86127
    {'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': False, 'source_label': '98.10.a.b', 'source_level': 98, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '98.10.a.b', 'target_level': 98, 'twist_class_label': '14.10.a.b', 'twist_class_level': 14, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 10}
  • id: 86128
    {'conductor': 7, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '98.10.a.b', 'source_level': 98, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '98.10.c.a', 'target_level': 98, 'twist_class_label': '14.10.a.b', 'twist_class_level': 14, 'twisting_char_label': '7.d', 'twisting_char_orbit': 4, 'weight': 10}
  • id: 86129
    {'conductor': 7, 'degree': 2, 'multiplicity': 2, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '98.10.a.b', 'source_level': 98, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '98.10.c.d', 'target_level': 98, 'twist_class_label': '14.10.a.b', 'twist_class_level': 14, 'twisting_char_label': '7.c', 'twisting_char_orbit': 3, 'weight': 10}
  • id: 86130
    {'conductor': 28, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '98.10.a.b', 'source_level': 98, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '112.10.a.a', 'target_level': 112, 'twist_class_label': '14.10.a.b', 'twist_class_level': 14, 'twisting_char_label': '28.d', 'twisting_char_orbit': 4, 'weight': 10}
  • id: 86131
    {'conductor': 21, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '98.10.a.b', 'source_level': 98, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '126.10.a.a', 'target_level': 126, 'twist_class_label': '14.10.a.b', 'twist_class_level': 14, 'twisting_char_label': '21.c', 'twisting_char_orbit': 3, 'weight': 10}
  • id: 86132
    {'conductor': 35, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '98.10.a.b', 'source_level': 98, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '350.10.a.a', 'target_level': 350, 'twist_class_label': '14.10.a.b', 'twist_class_level': 14, 'twisting_char_label': '35.c', 'twisting_char_orbit': 3, 'weight': 10}
  • id: 86133
    {'conductor': 35, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '98.10.a.b', 'source_level': 98, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '350.10.c.d', 'target_level': 350, 'twist_class_label': '14.10.a.b', 'twist_class_level': 14, 'twisting_char_label': '35.f', 'twisting_char_orbit': 6, 'weight': 10}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 290575
    {'charpoly_factorization': [[[-16, 1], 1]], 'hecke_orbit_code': 4503599795142754, 'p': 2}
  • id: 290576
    {'charpoly_factorization': [[[170, 1], 1]], 'hecke_orbit_code': 4503599795142754, 'p': 3}
  • id: 290577
    {'charpoly_factorization': [[[544, 1], 1]], 'hecke_orbit_code': 4503599795142754, 'p': 5}
  • id: 290578
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 4503599795142754, 'p': 7}
  • id: 290579
    {'charpoly_factorization': [[[-48824, 1], 1]], 'hecke_orbit_code': 4503599795142754, 'p': 11}
  • id: 290580
    {'charpoly_factorization': [[[-15876, 1], 1]], 'hecke_orbit_code': 4503599795142754, 'p': 13}
  • id: 290581
    {'charpoly_factorization': [[[-21418, 1], 1]], 'hecke_orbit_code': 4503599795142754, 'p': 17}
  • id: 290582
    {'charpoly_factorization': [[[-716410, 1], 1]], 'hecke_orbit_code': 4503599795142754, 'p': 19}
  • id: 290583
    {'charpoly_factorization': [[[2470000, 1], 1]], 'hecke_orbit_code': 4503599795142754, 'p': 23}
  • id: 290584
    {'charpoly_factorization': [[[-5556826, 1], 1]], 'hecke_orbit_code': 4503599795142754, 'p': 29}
  • id: 290585
    {'charpoly_factorization': [[[5799348, 1], 1]], 'hecke_orbit_code': 4503599795142754, 'p': 31}
  • id: 290586
    {'charpoly_factorization': [[[3894430, 1], 1]], 'hecke_orbit_code': 4503599795142754, 'p': 37}
  • id: 290587
    {'charpoly_factorization': [[[-6360858, 1], 1]], 'hecke_orbit_code': 4503599795142754, 'p': 41}
  • id: 290588
    {'charpoly_factorization': [[[18701296, 1], 1]], 'hecke_orbit_code': 4503599795142754, 'p': 43}
  • id: 290589
    {'charpoly_factorization': [[[56539068, 1], 1]], 'hecke_orbit_code': 4503599795142754, 'p': 47}
  • id: 290590
    {'charpoly_factorization': [[[59894682, 1], 1]], 'hecke_orbit_code': 4503599795142754, 'p': 53}
  • id: 290591
    {'charpoly_factorization': [[[165629662, 1], 1]], 'hecke_orbit_code': 4503599795142754, 'p': 59}
  • id: 290592
    {'charpoly_factorization': [[[51419016, 1], 1]], 'hecke_orbit_code': 4503599795142754, 'p': 61}
  • id: 290593
    {'charpoly_factorization': [[[-93546508, 1], 1]], 'hecke_orbit_code': 4503599795142754, 'p': 67}
  • id: 290594
    {'charpoly_factorization': [[[95633536, 1], 1]], 'hecke_orbit_code': 4503599795142754, 'p': 71}
  • id: 290595
    {'charpoly_factorization': [[[306496402, 1], 1]], 'hecke_orbit_code': 4503599795142754, 'p': 73}
  • id: 290596
    {'charpoly_factorization': [[[-496474152, 1], 1]], 'hecke_orbit_code': 4503599795142754, 'p': 79}
  • id: 290597
    {'charpoly_factorization': [[[-371486962, 1], 1]], 'hecke_orbit_code': 4503599795142754, 'p': 83}
  • id: 290598
    {'charpoly_factorization': [[[-165482550, 1], 1]], 'hecke_orbit_code': 4503599795142754, 'p': 89}
  • id: 290599
    {'charpoly_factorization': [[[758016742, 1], 1]], 'hecke_orbit_code': 4503599795142754, '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': '98.10.a.b', 'level': 98, 'portrait': 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', 'weight': 10}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 19706622
    {'hecke_orbit_code': 4503599795142754, 'n': 1, 'trace_an': 1}
  • id: 19706623
    {'hecke_orbit_code': 4503599795142754, 'n': 2, 'trace_an': 16}
  • id: 19706624
    {'hecke_orbit_code': 4503599795142754, 'n': 3, 'trace_an': -170}
  • id: 19706625
    {'hecke_orbit_code': 4503599795142754, 'n': 4, 'trace_an': 256}
  • id: 19706626
    {'hecke_orbit_code': 4503599795142754, 'n': 5, 'trace_an': -544}
  • id: 19706627
    {'hecke_orbit_code': 4503599795142754, 'n': 6, 'trace_an': -2720}
  • id: 19706628
    {'hecke_orbit_code': 4503599795142754, 'n': 7, 'trace_an': 0}
  • id: 19706629
    {'hecke_orbit_code': 4503599795142754, 'n': 8, 'trace_an': 4096}
  • id: 19706630
    {'hecke_orbit_code': 4503599795142754, 'n': 9, 'trace_an': 9217}
  • id: 19706631
    {'hecke_orbit_code': 4503599795142754, 'n': 10, 'trace_an': -8704}
  • id: 19706632
    {'hecke_orbit_code': 4503599795142754, 'n': 11, 'trace_an': 48824}
  • id: 19706633
    {'hecke_orbit_code': 4503599795142754, 'n': 12, 'trace_an': -43520}
  • id: 19706634
    {'hecke_orbit_code': 4503599795142754, 'n': 13, 'trace_an': 15876}
  • id: 19706635
    {'hecke_orbit_code': 4503599795142754, 'n': 14, 'trace_an': 0}
  • id: 19706636
    {'hecke_orbit_code': 4503599795142754, 'n': 15, 'trace_an': 92480}
  • id: 19706637
    {'hecke_orbit_code': 4503599795142754, 'n': 16, 'trace_an': 65536}
  • id: 19706638
    {'hecke_orbit_code': 4503599795142754, 'n': 17, 'trace_an': 21418}
  • id: 19706639
    {'hecke_orbit_code': 4503599795142754, 'n': 18, 'trace_an': 147472}
  • id: 19706640
    {'hecke_orbit_code': 4503599795142754, 'n': 19, 'trace_an': 716410}
  • id: 19706641
    {'hecke_orbit_code': 4503599795142754, 'n': 20, 'trace_an': -139264}
  • id: 19706642
    {'hecke_orbit_code': 4503599795142754, 'n': 21, 'trace_an': 0}
  • id: 19706643
    {'hecke_orbit_code': 4503599795142754, 'n': 22, 'trace_an': 781184}
  • id: 19706644
    {'hecke_orbit_code': 4503599795142754, 'n': 23, 'trace_an': -2470000}
  • id: 19706645
    {'hecke_orbit_code': 4503599795142754, 'n': 24, 'trace_an': -696320}
  • id: 19706646
    {'hecke_orbit_code': 4503599795142754, 'n': 25, 'trace_an': -1657189}
  • id: 19706647
    {'hecke_orbit_code': 4503599795142754, 'n': 26, 'trace_an': 254016}
  • id: 19706648
    {'hecke_orbit_code': 4503599795142754, 'n': 27, 'trace_an': 1779220}
  • id: 19706649
    {'hecke_orbit_code': 4503599795142754, 'n': 28, 'trace_an': 0}
  • id: 19706650
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  • id: 19706651
    {'hecke_orbit_code': 4503599795142754, 'n': 30, 'trace_an': 1479680}
  • id: 19706652
    {'hecke_orbit_code': 4503599795142754, 'n': 31, 'trace_an': -5799348}
  • id: 19706653
    {'hecke_orbit_code': 4503599795142754, 'n': 32, 'trace_an': 1048576}
  • id: 19706654
    {'hecke_orbit_code': 4503599795142754, 'n': 33, 'trace_an': -8300080}
  • id: 19706655
    {'hecke_orbit_code': 4503599795142754, 'n': 34, 'trace_an': 342688}
  • id: 19706656
    {'hecke_orbit_code': 4503599795142754, 'n': 35, 'trace_an': 0}
  • id: 19706657
    {'hecke_orbit_code': 4503599795142754, 'n': 36, 'trace_an': 2359552}
  • id: 19706658
    {'hecke_orbit_code': 4503599795142754, 'n': 37, 'trace_an': -3894430}
  • id: 19706659
    {'hecke_orbit_code': 4503599795142754, 'n': 38, 'trace_an': 11462560}
  • id: 19706660
    {'hecke_orbit_code': 4503599795142754, 'n': 39, 'trace_an': -2698920}
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    {'hecke_orbit_code': 4503599795142754, 'n': 40, 'trace_an': -2228224}
  • id: 19706662
    {'hecke_orbit_code': 4503599795142754, 'n': 41, 'trace_an': 6360858}
  • id: 19706663
    {'hecke_orbit_code': 4503599795142754, 'n': 42, 'trace_an': 0}
  • id: 19706664
    {'hecke_orbit_code': 4503599795142754, 'n': 43, 'trace_an': -18701296}
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    {'hecke_orbit_code': 4503599795142754, 'n': 44, 'trace_an': 12498944}
  • id: 19706666
    {'hecke_orbit_code': 4503599795142754, 'n': 45, 'trace_an': -5014048}
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    {'hecke_orbit_code': 4503599795142754, 'n': 46, 'trace_an': -39520000}
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    {'hecke_orbit_code': 4503599795142754, 'n': 47, 'trace_an': -56539068}
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    {'hecke_orbit_code': 4503599795142754, 'n': 48, 'trace_an': -11141120}
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    {'hecke_orbit_code': 4503599795142754, 'n': 49, 'trace_an': 0}
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    {'hecke_orbit_code': 4503599795142754, 'n': 50, 'trace_an': -26515024}
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    {'hecke_orbit_code': 4503599795142754, 'n': 51, 'trace_an': -3641060}
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    {'hecke_orbit_code': 4503599795142754, 'n': 52, 'trace_an': 4064256}
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    {'hecke_orbit_code': 4503599795142754, 'n': 53, 'trace_an': -59894682}
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    {'hecke_orbit_code': 4503599795142754, 'n': 54, 'trace_an': 28467520}
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    {'hecke_orbit_code': 4503599795142754, 'n': 55, 'trace_an': -26560256}
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    {'hecke_orbit_code': 4503599795142754, 'n': 56, 'trace_an': 0}
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    {'hecke_orbit_code': 4503599795142754, 'n': 57, 'trace_an': -121789700}
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    {'hecke_orbit_code': 4503599795142754, 'n': 58, 'trace_an': 88909216}
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    {'hecke_orbit_code': 4503599795142754, 'n': 59, 'trace_an': -165629662}
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    {'hecke_orbit_code': 4503599795142754, 'n': 60, 'trace_an': 23674880}
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    {'hecke_orbit_code': 4503599795142754, 'n': 78, 'trace_an': -43182720}
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    {'hecke_orbit_code': 4503599795142754, 'n': 91, 'trace_an': 0}
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    {'hecke_orbit_code': 4503599795142754, 'n': 92, 'trace_an': -632320000}
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    {'hecke_orbit_code': 4503599795142754, 'n': 93, 'trace_an': 985889160}
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    {'hecke_orbit_code': 4503599795142754, 'n': 125, 'trace_an': 1964010816}
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    {'hecke_orbit_code': 4503599795142754, 'n': 128, 'trace_an': 268435456}
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    {'hecke_orbit_code': 4503599795142754, 'n': 197, 'trace_an': -12479824306}
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    {'hecke_orbit_code': 4503599795142754, 'n': 227, 'trace_an': -76901138358}
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    {'hecke_orbit_code': 4503599795142754, 'n': 229, 'trace_an': -43511409436}
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    {'hecke_orbit_code': 4503599795142754, 'n': 241, 'trace_an': -67778873990}
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    {'hecke_orbit_code': 4503599795142754, 'n': 263, 'trace_an': -22259484192}
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    {'hecke_orbit_code': 4503599795142754, 'n': 283, 'trace_an': 60280200818}
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    {'hecke_orbit_code': 4503599795142754, 'n': 289, 'trace_an': -118129145773}
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    {'hecke_orbit_code': 4503599795142754, 'n': 307, 'trace_an': -275178093862}
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    {'hecke_orbit_code': 4503599795142754, 'n': 331, 'trace_an': -216185416336}
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    {'hecke_orbit_code': 4503599795142754, 'n': 683, 'trace_an': 4147243603236}
  • id: 19706833
    {'hecke_orbit_code': 4503599795142754, 'n': 691, 'trace_an': 6055796063242}
  • id: 19706834
    {'hecke_orbit_code': 4503599795142754, 'n': 701, 'trace_an': 1885985371762}
  • id: 19706835
    {'hecke_orbit_code': 4503599795142754, 'n': 709, 'trace_an': -4762099916302}
  • id: 19706836
    {'hecke_orbit_code': 4503599795142754, 'n': 719, 'trace_an': -5348933079684}
  • id: 19706837
    {'hecke_orbit_code': 4503599795142754, 'n': 727, 'trace_an': -9082221151780}
  • id: 19706838
    {'hecke_orbit_code': 4503599795142754, 'n': 729, 'trace_an': 1493492157613}
  • id: 19706839
    {'hecke_orbit_code': 4503599795142754, 'n': 733, 'trace_an': 12054698443944}
  • id: 19706840
    {'hecke_orbit_code': 4503599795142754, 'n': 739, 'trace_an': 10812835589688}
  • id: 19706841
    {'hecke_orbit_code': 4503599795142754, 'n': 743, 'trace_an': 6394329934008}
  • id: 19706842
    {'hecke_orbit_code': 4503599795142754, 'n': 751, 'trace_an': -2305799232696}
  • id: 19706843
    {'hecke_orbit_code': 4503599795142754, 'n': 757, 'trace_an': -6853159775838}
  • id: 19706844
    {'hecke_orbit_code': 4503599795142754, 'n': 761, 'trace_an': 1555197087922}
  • id: 19706845
    {'hecke_orbit_code': 4503599795142754, 'n': 769, 'trace_an': 1311476118050}
  • id: 19706846
    {'hecke_orbit_code': 4503599795142754, 'n': 773, 'trace_an': 9820099867688}
  • id: 19706847
    {'hecke_orbit_code': 4503599795142754, 'n': 787, 'trace_an': 4816584893538}
  • id: 19706848
    {'hecke_orbit_code': 4503599795142754, 'n': 797, 'trace_an': -7713435734004}
  • id: 19706849
    {'hecke_orbit_code': 4503599795142754, 'n': 809, 'trace_an': 21286929478534}
  • id: 19706850
    {'hecke_orbit_code': 4503599795142754, 'n': 811, 'trace_an': -24505260902038}
  • id: 19706851
    {'hecke_orbit_code': 4503599795142754, 'n': 821, 'trace_an': -9728256485914}
  • id: 19706852
    {'hecke_orbit_code': 4503599795142754, 'n': 823, 'trace_an': -828744996248}
  • id: 19706853
    {'hecke_orbit_code': 4503599795142754, 'n': 827, 'trace_an': 24284206907004}
  • id: 19706854
    {'hecke_orbit_code': 4503599795142754, 'n': 829, 'trace_an': -19556973814744}
  • id: 19706855
    {'hecke_orbit_code': 4503599795142754, 'n': 839, 'trace_an': 7695769390876}
  • id: 19706856
    {'hecke_orbit_code': 4503599795142754, 'n': 841, 'trace_an': 16371169218407}
  • id: 19706857
    {'hecke_orbit_code': 4503599795142754, 'n': 853, 'trace_an': 2798954335156}
  • id: 19706858
    {'hecke_orbit_code': 4503599795142754, 'n': 857, 'trace_an': 5561412164754}
  • id: 19706859
    {'hecke_orbit_code': 4503599795142754, 'n': 859, 'trace_an': -3510516519242}
  • id: 19706860
    {'hecke_orbit_code': 4503599795142754, 'n': 863, 'trace_an': 14383750261768}
  • id: 19706861
    {'hecke_orbit_code': 4503599795142754, 'n': 877, 'trace_an': -6342782203766}
  • id: 19706862
    {'hecke_orbit_code': 4503599795142754, 'n': 881, 'trace_an': 28928223024918}
  • id: 19706863
    {'hecke_orbit_code': 4503599795142754, 'n': 883, 'trace_an': -7171542612652}
  • id: 19706864
    {'hecke_orbit_code': 4503599795142754, 'n': 887, 'trace_an': 16801965695916}
  • id: 19706865
    {'hecke_orbit_code': 4503599795142754, 'n': 907, 'trace_an': -18792365773812}
  • id: 19706866
    {'hecke_orbit_code': 4503599795142754, 'n': 911, 'trace_an': -33949583280240}
  • id: 19706867
    {'hecke_orbit_code': 4503599795142754, 'n': 919, 'trace_an': 10328682089704}
  • id: 19706868
    {'hecke_orbit_code': 4503599795142754, 'n': 929, 'trace_an': 27976677058122}
  • id: 19706869
    {'hecke_orbit_code': 4503599795142754, 'n': 937, 'trace_an': -33164894568050}
  • id: 19706870
    {'hecke_orbit_code': 4503599795142754, 'n': 941, 'trace_an': -31930911688552}
  • id: 19706871
    {'hecke_orbit_code': 4503599795142754, 'n': 947, 'trace_an': 35692053942544}
  • id: 19706872
    {'hecke_orbit_code': 4503599795142754, 'n': 953, 'trace_an': -30492274052854}
  • id: 19706873
    {'hecke_orbit_code': 4503599795142754, 'n': 961, 'trace_an': 7192815064433}
  • id: 19706874
    {'hecke_orbit_code': 4503599795142754, 'n': 967, 'trace_an': -34553250448624}
  • id: 19706875
    {'hecke_orbit_code': 4503599795142754, 'n': 971, 'trace_an': 20670753114594}
  • id: 19706876
    {'hecke_orbit_code': 4503599795142754, 'n': 977, 'trace_an': 178789067610}
  • id: 19706877
    {'hecke_orbit_code': 4503599795142754, 'n': 983, 'trace_an': 14265650083116}
  • id: 19706878
    {'hecke_orbit_code': 4503599795142754, 'n': 991, 'trace_an': -27129633607840}
  • id: 19706879
    {'hecke_orbit_code': 4503599795142754, 'n': 997, 'trace_an': 3867234062872}