Newform data - 80.11.p.b

Formats: - HTML - YAML - JSON - 2026-07-22T01:54:08.286155

• 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': 9680, 'analytic_conductor': 50.82858021389793, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 5, 'char_degree': 2, 'char_is_minimal': False, 'char_is_real': False, 'char_orbit_index': 16, 'char_orbit_label': 'p', 'char_order': 4, 'char_parity': -1, 'char_values': [80, 4, [31, 21, 17], [4, 4, 1]], 'cm_discs': [], 'conrey_index': 17, 'dim': 2, 'field_disc': -4, 'field_disc_factorization': [[-1, 1], [2, 2]], 'field_poly': [1, 0, 1], 'field_poly_is_cyclotomic': True, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 4, 'has_non_self_twist': 1, 'hecke_cutters': [[3, [66978, -366, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4504630604070992, 'hecke_ring_generator_nbound': 5, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 5, 3, -1, 4, 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': False, 'label': '80.11.p.b', 'level': 80, '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, 5], 'level_radical': 10, 'minimal_twist': '10.11.c.a', 'nf_label': '2.0.4.1', 'prim_orbit_index': 3, 'qexp_display': 'q+(-183 i+183)q^{3}+(-2500 i-1875)q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '10.2.3.c4', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '80.11.p', 'trace_display': [0, 366, -3750, 16814], 'trace_hash': 1818098693758906612, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.976', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '12.270', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '107.433', 'prec': 24}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.247', 'prec': 17}, 'traces': [2, 0, 366, 0, -3750, 0, 16814, 0, 0, 0, 346796, 0, -465246, 0, -1601250, 0, 3760066, 0, 0, 0, 6153924, 0, 10456526, 0, -5468750, 0, 18709920, 0, 0, 0, 20131996, 0, 63463668, 0, 10508750, 0, 112775826, 0, 0, 0, -306007196, 0, -118744914, 0, -39645000, 0, -344678706, 0, 0, 0, 1376184156, 0, 392771234, 0, -650242500, 0, 403170960, 0, 0, 0, 1812371604, 0, 133318206, 0, 2035451250, 0, 1924147934, 0, 0, 0, 6241755196, 0, -1272678526, 0, 2430468750, 0, 2915513972, 0, 0, 0, 7784229762, 0, 10367644206, 0, 2350041250, 0, -9073447440, 0, 0, 0, -7822646244, 0, 3684155268, 0, 5507800000, 0, -1280722494, 0, 0, 0, 4048687604, 0, 3005049166, 0, -11538607500, 0, -2836232386, 0, 0, 0, 41275952316, 0, -35902179646, 0, -45747301250, 0, 3688935534, 0, 0, 0, 8258883606, 0, -55999316868, 0, 57128906250, 0, -26124212146, 0, 0, 0, 104044381196, 0, -18521629840, 0, 11693700000, 0, -32762905374, 0, 0, 0, -126152406396, 0, -80672725908, 0, -123954200000, 0, -51649902066, 0, 0, 0, -227736812804, 0, 29813563314, 0, -37747492500, 0, 20885561586, 0, 0, 0, 175816028164, 0, -95661099154, 0, -277653547500, 0, 23656260334, 0, 0, 0, 17468538480, 0, -232754732126, 0, -203607031250, 0, -254029224720, 0, 0, 0, 266000650804, 0, 331664003532, 0, 70484891250, 0, 651987924268, 0, 0, 0, -262087612004, 0, 425584976514, 0, 425700090000, 0, 158049242706, 0, 0, 0, 704238143844, 0, 416833183760, 0, 573763492500, 0, -82909794654, 0, 0, 0, -275989278004, 0, 1142241200868, 0, 519508998750, 0, 169249690372, 0, 0, 0, -1749355666236, 0, 252107384526, 0, 148668750000, 0, -230536414946, 0, 0, 0, 1067078113752, 0, -199589619006, 0, -215424191250, 0, 720286770240, 0, 0, 0, -1628541219196, 0, 319711980366, 0, -705599755000, 0, -512496383760, 0, 0, 0, -906342026004, 0, 1813140695348, 0, -2580345292500, 0, 2671577745986, 0, 0, 0, -393133140720, 0, 1824130351246, 0, -1718374148750, 0, 2844326280480, 0, 0, 0, -1438889914404, 0, -1431544262652, 0, -948270312500, 0, -1725152979054, 0, 0, 0, -1578599999196, 0, 1320490269806, 0, 251981850000, 0, -2572602496772, 0, 0, 0, -468744432804, 0, 358472794914, 0, -3470344600000, 0, 3244262708160, 0, 0, 0, -1996576983996, 0, 740909831532, 0, -3398196757500, 0, 2203106746014, 0, 0, 0, -10622769817604, 0, -1680156760446, 0, -583267151250, 0, -2332695565134, 0, 0, 0, -1038061053276, 0, -4141938302960, 0, -3089524218750, 0, -2273943169680, 0, 0, 0, 9640844145196, 0, 894199524354, 0, 1202592458750, 0, -7370995549374, 0, 0, 0, 3490847842408, 0, 7122329692800, 0, -9567721290000, 0, 10768996895294, 0, 0, 0, -8704715440320, 0, 10985474770434, 0, -11703290992500, 0, 11569580199492, 0, 0, 0, 9835263648402, 0, 1511375699898, 0, 5567968551250, 0, -3507197681266, 0, 0, 0, 6604055528476, 0, 8514344779874, 0, 6522949218750, 0, 11533839146640, 0, 0, 0, -9561461645436, 0, 13876636653006, 0, 1822196232500, 0, 941528423106, 0, 0, 0, 39317227890716, 0, 19040121758868, 0, 9839983200000, 0, -15892552748494, 0, 0, 0, 17621445713604, 0, -4683165305508, 0, -14595430803750, 0, 19555102676748, 0, 0, 0, -11991223366884, 0, 11670074820880, 0, -45358443401250, 0, 9570518671920, 0, 0, 0, -9370006856396, 0, -2732957459874, 0, -45532049218750, 0, 15236608074828, 0, 0, 0, -47825288484004, 0, -1483645350206, 0, -5670904650000, 0, 11518490780560, 0, 0, 0, -2237880182958, 0, 47781852837486, 0, 38856916400000, 0, 1578787189200, 0, 0, 0, -53061035772008, 0, -41675836743132, 0, 14667461707500, 0, 13770413245986, 0, 0, 0, -34407700181996, 0, 934383695246, 0, -16118179297500, 0, -32553610472866, 0, 0, 0, 7644115540476, 0, -20590130597772, 0, -20654250000000, 0, -3114283114386, 0, 0, 0, -52468501943196, 0, 32174333154012, 0, -800451558750, 0, -7832332905426, 0, 0, 0, 3338909524396, 0, 93215194595440, 0, -6874363710000, 0, 52474435932772, 0, 0, 0, 8658191282244, 0, -47100244298034, 0, -7591289257500, 0, 10845155202306, 0, 0, 0, -21398816736164, 0, 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-160711144441604, 0, -50506037874732, 0, -16327632591250, 0, 65655492722946, 0, 0, 0, 188695424209604, 0, -39784923765714, 0, 108651596310000, 0, -119457742618706, 0, 0, 0, 61945386676152, 0, -197414496423966, 0, -195083214742500, 0, 10091068032654, 0, 0, 0, -306274927184396, 0, -320132086921188, 0, 81032130550000, 0, -259226063021840, 0, 0, 0, 314261611390392, 0, -175071942222526, 0, -226565437500000, 0, 3189048622546, 0, 0, 0, -84376327870236, 0, 113159149055406, 0, -20476815858750, 0, -120459397483440, 0, 0, 0, -9971153735604, 0, 23117110283988, 0, 130744790600000, 0, -575303626717468, 0, 0, 0, -360606515257196, 0, -124229338888560, 0, 236535761992500, 0, 34037316686828, 0, 0, 0, 31208490717120, 0, 105255369802948, 0, 352943175847500, 0, 14479779078720, 0, 0, 0, 50526896677124, 0, -298023043112868, 0, 464828250000000, 0, -430627933878546, 0, 0, 0, -446488713804324, 0, -557573233965406, 0, -32281188791250, 0, 333643403459732, 0, 0, 0, -187573676456160, 0, -318094419353714, 0, 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0, 0, -941572513818552, 0, -297026294131954, 0, 1018301953051250, 0, 1849417859792814, 0, 0, 0, -895202129701764, 0, -10154848654926, 0, 660901855468750, 0, -77121721963854, 0, 0, 0, -822527935459196, 0, 1268231121841006, 0, -158768265450000, 0, -1430481490545426, 0, 0, 0, 1349769872271276, 0, 379684275381360, 0, 905054642200000, 0, 890268811857468, 0, 0, 0, 1476845762741444, 0, -365373588071268, 0, -498751220257500, 0, -925485647803586, 0, 0, 0, 482623071490396, 0, 1797728770031988, 0, -1451030015452500, 0, 874701112714772, 0, 0, 0, 806337069041124, 0, -1451975818959108, 0, -1365644767968750, 0, -23827034837214, 0, 0, 0, 310904186447120, 0, -1943966876621532, 0, 407492452667500, 0, -468430113554974, 0, 0, 0, -76105136095596, 0, -1599886100580548, 0, 786471487200000, 0, -25313341175906, 0, 0, 0, -853766576839044, 0, -1547087136570366, 0, 491414272507500, 0, -1573317639201120, 0, 0, 0, -1436607942489594, 0, -22488486588594, 0, -1861934272248750, 0, 1115807155937134, 0, 0, 0, -202174826750804, 0, -439668581829680, 0, -1596375337500000, 0, -1426732612211454, 0, 0, 0, -98525111433840, 0, 1029461205771406, 0, 98780776691250, 0, -1060563280571172, 0, 0, 0, -2267125027189604, 0, 1764274478570868, 0, -2263286454000000, 0, 1311369129394706, 0, 0, 0], 'weight': 11, 'weight_parity': -1}
• mf_hecke_nf •

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

  
  {'an': [[1, 0], [0, 0], [183, -183], [0, 0], [-1875, -2500], [0, 0], [8407, 8407], [0, 0], [0, -7929], [0, 0], [173398, 0], [0, 0], [-232623, 232623], [0, 0], [-800625, -114375], [0, 0], [1880033, 1880033], [0, 0], [0, 1101560], [0, 0], [3076962, 0], [0, 0], [5228263, -5228263], [0, 0], [-2734375, 9375000], [0, 0], [9354960, 9354960], [0, 0], [0, -24790840], [0, 0], [10065998, 0], [0, 0], [31731834, -31731834], [0, 0], [5254375, -36780625], [0, 0], [56387913, 56387913], [0, 0], [0, 85140018], [0, 0], [-153003598, 0], [0, 0], [-59372457, 59372457], [0, 0], [-19822500, 14866875], [0, 0], [-172339353, -172339353], [0, 0], [0, -141119951], [0, 0], [688092078, 0], [0, 0], [196385617, -196385617], [0, 0], [-325121250, -433495000], [0, 0], [201585480, 201585480], [0, 0], [0, -694068920], [0, 0], [906185802, 0], [0, 0], [66659103, -66659103], [0, 0], [1017725625, 145389375], [0, 0], [962073967, 962073967], [0, 0], [0, -1913544258], [0, 0], [3120877598, 0], [0, 0], [-636339263, 636339263], [0, 0], [1215234375, 2216015625], [0, 0], [1457756986, 1457756986], [0, 0], [0, 1967996640], [0, 0], [3892114881, 0], [0, 0], [5183822103, -5183822103], [0, 0], [1175020625, -8225144375], [0, 0], [-4536723720, -4536723720], [0, 0], [0, 7771383280], [0, 0], [-3911323122, 0], [0, 0], [1842077634, -1842077634], [0, 0], [2753900000, -2065425000], [0, 0], [-640361247, -640361247], [0, 0], [0, -1374872742], [0, 0]], 'ap': [[0, 0], [183, -183], [-1875, -2500], [8407, 8407], [173398, 0], [-232623, 232623], [1880033, 1880033], [0, 1101560], [5228263, -5228263], [0, -24790840], [10065998, 0], [56387913, 56387913], [-153003598, 0], [-59372457, 59372457], [-172339353, -172339353], [196385617, -196385617], [0, -694068920], [906185802, 0], [962073967, 962073967], [3120877598, 0], [-636339263, 636339263], [0, 1967996640], [5183822103, -5183822103], [0, 7771383280], [-640361247, -640361247], [2024343802, 0], [1502524583, -1502524583], [-1418116193, -1418116193], [0, -6212959480], [-17951089823, 17951089823], [-13062106073, -13062106073], [52022190598, 0], [-16381452687, -16381452687], [0, 26148958120], [0, 4313626200], [-113868406402, 0], [10442780793, 10442780793], [-47830549577, 47830549577], [11828130167, 11828130167], [-116377366063, 116377366063], [0, 181010928440], [133000325402, 0], [-131043806002, 0], [212792488257, -212792488257], [79024621353, 79024621353], [0, -452657290800], [-137994639002, 0], [126053692263, -126053692263], [-115268207473, -115268207473], [0, -329124036840], [-99794809503, 99794809503], [0, 39562237920], [-814270609598, 0], [-453171013002, 0], [1335788872993, 1335788872993], [912065175623, -912065175623], [0, 1043476578440], [-719444957202, 0], [-862576489527, -862576489527], [-789299999598, 0], [660245134903, -660245134903], [179236397457, -179236397457], [1101553373007, 1101553373007], [-5311384908802, 0], [-840078380223, 840078380223], [-1166347782567, -1166347782567], [4820422072598, 0], [-3685497774687, -3685497774687], [5384498447647, 5384498447647], [0, 8126579105800], [5492737385217, -5492737385217], [0, 5913045067280], [-1753598840633, -1753598840633], [4257172389937, -4257172389937], [0, 7209991060040], [6938318326503, -6938318326503], [0, 11251772045880], [-7946276374247, -7946276374247], [8810722856802, 0], [0, -10016009696880], [0, -14824395641640], [-4685003428198, 0], [-23912644242002, 0], [-741822675103, 741822675103], [0, -20970445584080], [23890926418743, -23890926418743], [0, -20453537970400], [6885206622993, 6885206622993], [-17203850090998, 0], [467191847623, -467191847623], [-16276805236433, -16276805236433], [0, 32675924919040], [-3916166452713, -3916166452713], [1669454762198, 0], [0, -26911278389000], [-23550122149017, 23550122149017], [0, -8636213892280], [-62732628945198, 0], [-1489512083337, 1489512083337], [-89711512202198, 0], [-33995478931953, -33995478931953], [9519145028793, 9519145028793], [-36365147631177, 36365147631177], [0, -28285933224560], [-2192009421002, 0], [-29757859348127, -29757859348127], [-46033254317313, -46033254317313], [-6177137322943, 6177137322943], [0, 58030996850800], [124750357414802, 0], [93418378294407, 93418378294407], [14280173155377, -14280173155377], [-4177403266767, -4177403266767], [0, -40797747527640], [-80355572220802, 0], [94347712104802, 0], [-19892461882857, 19892461882857], [-59728871309353, -59728871309353], [-98707248211983, 98707248211983], [0, -58068882437320], [-153137463592198, 0], [-87535971111263, 87535971111263], [1594524311273, 1594524311273], [56579574527703, -56579574527703], [-4985576867802, 0], [-180303257628598, 0], [0, -311542786085480], [0, 165068133312160], [-215313966939273, -215313966939273], [-278786616982703, 278786616982703], [0, 205170755975320], [-159047209676857, 159047209676857], [140007869581998, 0], [70788089995593, 70788089995593], [-284952799093198, 0], [0, -359991010845760], [140031716617137, -140031716617137], [-299888126528113, -299888126528113], [-214433006126247, -214433006126247], [0, 371569006907920], [-425888727868202, 0], [473944086862202, 0], [393378088647463, -393378088647463], [232821673186527, 232821673186527], [0, -97333684556440], [0, -382848375860080], [425917526760817, -425917526760817], [-358496526204207, -358496526204207], [0, 730888426844680], [-148513147065977, 148513147065977], [-38560860981927, -38560860981927], [-411263967729598, 0], [634115560920503, -634115560920503], [-715240745272713, -715240745272713], [-462742823901793, -462742823901793], [241311535745198, 0], [0, 374681845717360], [0, 447350621276960], [-234215056777487, -234215056777487], [-38052568047798, 0], [-12656670587953, -12656670587953], [-773543568285183, 773543568285183], [557903577968567, 557903577968567], [-101087413375402, 0], [-713366306105727, -713366306105727], [514730602885703, -514730602885703], [-1133562513594802, 0], [655684564697353, 655684564697353]], 'char_orbit_index': 16, 'field_poly': [1, 0, 1], 'hecke_orbit_code': 4504630604070992, 'hecke_ring_character_values': [[31, [1, 0]], [21, [1, 0]], [17, [0, 1]]], 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 2, 'label': '80.11.p.b', 'level': 80, 'maxp': 997, 'weight': 11}
• 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

  
  {'Nk2': 9680, 'analytic_conductor': 50.82858021389793, 'char_conductor': 5, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 16, 'char_orbit_label': 'p', 'char_order': 4, 'char_parity': -1, 'char_values': [80, 4, [31, 21, 17], [4, 4, 1]], 'conrey_index': 17, 'cusp_dim': 228, 'dim': 58, 'eis_dim': 24, 'eis_new_dim': 4, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 1030976700496, 'hecke_orbit_dims': [2, 2, 6, 8, 10, 14, 16], 'label': '80.11.p', 'level': 80, '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, 5], 'level_radical': 10, 'mf_dim': 252, 'mf_new_dim': 62, 'num_forms': 7, 'prim_orbit_index': 3, 'relative_dim': 29, 'sturm_bound': 132, 'trace_bound': 3, 'trace_display': [0, 2, -2, 2], 'traces': [58, 0, 2, 0, -2, 0, 2, 0, 0, 0, 4, 0, 145666, 0, -2076430, 0, 452882, 0, 0, 0, 5907276, 0, 16246034, 0, -738494, 0, -31101232, 0, 0, 0, -58368316, 0, 45212092, 0, 34205714, 0, -115197222, 0, 0, 0, 146547276, 0, 15904066, 0, -287129892, 0, -809409358, 0, 0, 0, -837310556, 0, 146769866, 0, 695258068, 0, -1248755536, 0, 0, 0, -1673280164, 0, -3169541982, 0, -2057629078, 0, 1481541746, 0, 0, 0, -3514702876, 0, -1713824550, 0, 372363538, 0, -564950500, 0, 0, 0, -19069766222, 0, -3336135086, 0, -5320742142, 0, -5069347664, 0, 0, 0, -25370032316, 0, 264102604, 0, 13740861360, 0, 9668205978, 0, 0, 0, 36355932276, 0, -48463835598, 0, -27570140484, 0, 30450551474, 0, 0, 0, 58591432644, 0, -30119299726, 0, -115306220030, 0, -46403241530, 0, 0, 0, 124670158894, 0, 229442186676, 0, 28040650702, 0, -98485792094, 0, 0, 0, -123615203516, 0, 61572177424, 0, 369138838608, 0, 4546955098, 0, 0, 0, 18701192716, 0, -246022170460, 0, 47214296576, 0, 265676663218, 0, 0, 0, 200008317284, 0, -655391222, 0, -208502475036, 0, 327877217842, 0, 0, 0, -71548824084, 0, 666897960130, 0, -137810473732, 0, -677942540174, 0, 0, 0, -397499543360, 0, -235557925782, 0, 1186586949906, 0, 198580982928, 0, 0, 0, -41553747324, 0, -1474267866716, 0, -99623397302, 0, 384687301828, 0, 0, 0, 768081403204, 0, 123443427154, 0, -1533577667200, 0, 165019406074, 0, 0, 0, 302230743756, 0, 1433213301840, 0, -1015127200516, 0, -2151323737298, 0, 0, 0, -1238221935516, 0, -1049800372372, 0, 847453483122, 0, -141129492500, 0, 0, 0, 228118565076, 0, -598676817630, 0, -966712323696, 0, 415074773186, 0, 0, 0, -1274810584952, 0, -730381579822, 0, 913751918786, 0, -1581929315648, 0, 0, 0, 127269198956, 0, -1642505967166, 0, 1131696085956, 0, 2781041487168, 0, 0, 0, 416350760484, 0, -1303540550564, 0, -664092671548, 0, 234241606066, 0, 0, 0, 2201793273360, 0, 3452327934914, 0, 518785718946, 0, -1037542327776, 0, 0, 0, -4904314056156, 0, -2921871168340, 0, 7833532914212, 0, 459637240722, 0, 0, 0, 3525491745356, 0, -5177698672174, 0, 7178252857264, 0, 1143378393044, 0, 0, 0, 12487933797764, 0, 9460078392162, 0, -6267569505360, 0, -4065927639360, 0, 0, 0, -1492790797684, 0, 4796100298196, 0, 6570859979596, 0, -9775285191246, 0, 0, 0, -1477811816956, 0, 3291739221362, 0, 18435174427282, 0, 2324804223762, 0, 0, 0, -6316774597044, 0, -20895860333888, 0, -10489547745302, 0, 11956789096832, 0, 0, 0, 26034981650244, 0, -8189107854718, 0, -30544104450110, 0, 7101756009658, 0, 0, 0, 9489147869752, 0, 17603160878352, 0, 3279537892944, 0, -6118581593886, 0, 0, 0, -10551881520160, 0, -6896065599494, 0, 8040257058884, 0, -22299707336820, 0, 0, 0, 6490183860298, 0, -17668746949066, 0, 15897770236914, 0, -798754968158, 0, 0, 0, -3869296477916, 0, -19594961632982, 0, 8715772333026, 0, -30040659532272, 0, 0, 0, -28177130411444, 0, -16900562557406, 0, 19386322754556, 0, -10455016425858, 0, 0, 0, -7111622701756, 0, 653274839132, 0, -27105139405184, 0, 31542141651034, 0, 0, 0, -31651964629964, 0, 14720989027716, 0, 25502869667102, 0, 1726544540100, 0, 0, 0, 889017644804, 0, -32575674329040, 0, 33655441781794, 0, 18834699627344, 0, 0, 0, 2773691137916, 0, -67001610929294, 0, -15457810616294, 0, 21510105298756, 0, 0, 0, 10332529053284, 0, -20450851775398, 0, -43537444418896, 0, -59568609224144, 0, 0, 0, 77344931304458, 0, 84821624133074, 0, 33963628483392, 0, -42439990550976, 0, 0, 0, -43542351137272, 0, 72343687772972, 0, 102507084822852, 0, -31827316062958, 0, 0, 0, -4040474289004, 0, -81620961468270, 0, 49410927030732, 0, -11259363311198, 0, 0, 0, 90589039354084, 0, 38347776880764, 0, -56101883031296, 0, 28952367251534, 0, 0, 0, -37915583457724, 0, 116021368622164, 0, -115019521372150, 0, -13128408328542, 0, 0, 0, 122389608858884, 0, -22218881559440, 0, 215517817516400, 0, 92562897524876, 0, 0, 0, 214383017453196, 0, -139098505705486, 0, -117850465049012, 0, 34901269069390, 0, 0, 0, -47715250475836, 0, -79083570398784, 0, -144951619771806, 0, -24600671706084, 0, 0, 0, 134246951603076, 0, 72576634762290, 0, 28413889043372, 0, 68169147776548, 0, 0, 0, -135460529213600, 0, 30297566059948, 0, 146478988172674, 0, -165663853008528, 0, 0, 0, -202152366554284, 0, -71789355463052, 0, 143247041356120, 0, -136934591419646, 0, 0, 0, -128825870478720, 0, 29815906732864, 0, -47520560693628, 0, 322079211814906, 0, 0, 0, -302926950107528, 0, 94430518566562, 0, -75262200867622, 0, 221112918987570, 0, 0, 0, -1190825951356, 0, -195422071550132, 0, -100016297519006, 0, 361782203785714, 0, 0, 0, 248614251076876, 0, 69439141019812, 0, -281304742391082, 0, -519278560313822, 0, 0, 0, -497564387313596, 0, -261640663286790, 0, 41670088573856, 0, -595859185718368, 0, 0, 0, 313920243957196, 0, -55384639602958, 0, 291537986894506, 0, 433373571746738, 0, 0, 0, 616079588649444, 0, 284704905662146, 0, -199368409006988, 0, -545495979488782, 0, 0, 0, -712040142448000, 0, 249738466987232, 0, 207877519601178, 0, -637330045482400, 0, 0, 0, -303539019253116, 0, 646173316554460, 0, 44051395023410, 0, 557144402951402, 0, 0, 0, -455370496499284, 0, -150814436390670, 0, -574037968098224, 0, 535692894187554, 0, 0, 0, 613074074921768, 0, -510308810677942, 0, -80590686914316, 0, 750323723809406, 0, 0, 0, 499428732271676, 0, 59775585823972, 0, -313909671542960, 0, -599221712993104, 0, 0, 0, -736811622531992, 0, -412062181662246, 0, -315865763518992, 0, -479939238096326, 0, 0, 0, 846748261992076, 0, 200882682417986, 0, 430114019406410, 0, 1550384137541264, 0, 0, 0, 1656158713305124, 0, 813967046888124, 0, 56482813871536, 0, -579510155523316, 0, 0, 0, -488457141305764, 0, -564139850353824, 0, 398782895433532, 0, -648982500851052, 0, 0, 0, -2069381806139200, 0, 687011432476268, 0, -406884658741468, 0, 891840263905664, 0, 0, 0, -1039062282308884, 0, 856634115920340, 0, -215125577409664, 0, 1619006218194242, 0, 0, 0, 647347918831524, 0, -177701008392342, 0, 1036634127027842, 0, 430112931052764, 0, 0, 0, 1003689113194720, 0, -415049448371614, 0, -188621637907928, 0, -1753824988567218, 0, 0, 0, -486214613309436, 0, 49887960888252, 0, -970645146797820, 0, -526275806906222, 0, 0, 0, 316636097734036, 0, 1098868902254688, 0, -92172787163870, 0, 1253900079605984, 0, 0, 0, 2328906717297444, 0, 752688072918018, 0, 1061187867175812, 0, -794391185776116, 0, 0, 0, -649520297080968, 0, -2257240155527936, 0, 450835123480226, 0, -1425305770193646, 0, 0, 0, -2056640515473436, 0, -186737430157636, 0, -3646876727021152, 0, 153838198945106, 0, 0, 0, -734067709944160, 0, 2752596832966084, 0, -275266278562980, 0, 2084230596732128, 0, 0, 0, 1977193649169124, 0, -481332332640948, 0, 2702184689807666, 0, 616046596345904, 0, 0, 0, 18145246485756, 0, -3815913649214894, 0, -795707907980356, 0, -2018296393588318, 0, 0, 0, -2955689945233436, 0, -823117158653242, 0, -3552775847687422, 0, -1980289133724928, 0, 0, 0, 212405262020938, 0, 5221627661371636, 0, 1611605288705076, 0, 2745915548485494, 0, 0, 0, 1564706906340964, 0, 841288931730498, 0, 4839522127148400, 0, -671733602810790, 0, 0, 0, -2784232182863208, 0, -3322917705688398, 0, 245030128859202, 0, -5118797442258750, 0, 0, 0, -5426139925620636, 0, -293643578152318, 0, -4388370285588702, 0, 1539701913787570, 0, 0, 0, -89079242050644, 0, 3587689480160162, 0, -1319392297374320, 0, 4372787476506722, 0, 0, 0, 8359612451344324, 0, -1259856262961200, 0, 4130141078538256, 0, 2103455871482580, 0, 0, 0, 2088709217765316, 0, -6386336710450892, 0, -1582174466661684, 0, -6179641038651470, 0, 0, 0, -8032048620571516, 0, 663790531272636, 0, -4155168908523164, 0, 1377010709601084, 0, 0, 0, 1313098013223116, 0, 4373653872405284, 0, -632536998857070, 0, 8951647595624398, 0, 0, 0, 8101036097494080, 0, -1751322732582804, 0, 5721351098723812, 0, -116205967007246, 0, 0, 0, 2691937321956196, 0, -4951945022154860, 0, 1367989901296576, 0, -8386357443483534, 0, 0, 0, -9704269989787036, 0, 1159178882749938, 0, -3819189286323100, 0, 1193307198082080, 0, 0, 0, -425657016668386, 0, 7688476660679218, 0, -299341972412934, 0, 9817944582034770, 0, 0, 0, 10933774097359524, 0, -629700010201744, 0, 8673040884104736, 0, -1946787396784166, 0, 0, 0, 748798278257880, 0, -5786761818246878, 0, 105970233790442, 0, -17321983637823340, 0, 0, 0, -9929479331808156, 0, 448928794472508, 0, -6407454246866784, 0, -214023395554254, 0, 0, 0], 'weight': 11, '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: 70846
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 16, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '80.11.p.b', 'source_level': 80, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '10.11.c.a', 'target_level': 10, 'twist_class_label': '10.11.c.a', 'twist_class_level': 10, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 11}
  • id: 70847
    {'conductor': 20, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 16, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '80.11.p.b', 'source_level': 80, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '10.11.c.a', 'target_level': 10, 'twist_class_label': '10.11.c.a', 'twist_class_level': 10, 'twisting_char_label': '20.e', 'twisting_char_orbit': 5, 'weight': 11}
  • id: 70848
    {'conductor': 20, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 16, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '80.11.p.b', 'source_level': 80, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '50.11.c.c', 'target_level': 50, 'twist_class_label': '10.11.c.a', 'twist_class_level': 10, 'twisting_char_label': '20.d', 'twisting_char_orbit': 4, 'weight': 11}
  • id: 70849
    {'conductor': 20, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 16, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '80.11.p.b', 'source_level': 80, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '50.11.c.c', 'target_level': 50, 'twist_class_label': '10.11.c.a', 'twist_class_level': 10, 'twisting_char_label': '20.e', 'twisting_char_orbit': 5, 'weight': 11}
  • id: 70850
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 16, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '80.11.p.b', 'source_level': 80, 'target_char_orbit': 16, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '80.11.p.b', 'target_level': 80, 'twist_class_label': '10.11.c.a', 'twist_class_level': 10, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 11}
  • id: 70851
    {'conductor': 5, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 16, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '80.11.p.b', 'source_level': 80, 'target_char_orbit': 16, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '80.11.p.b', 'target_level': 80, 'twist_class_label': '10.11.c.a', 'twist_class_level': 10, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 11}
  • id: 70852
    {'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 16, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '80.11.p.b', 'source_level': 80, 'target_char_orbit': 7, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '90.11.g.b', 'target_level': 90, 'twist_class_label': '10.11.c.a', 'twist_class_level': 10, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 11}
  • id: 70853
    {'conductor': 60, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 16, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '80.11.p.b', 'source_level': 80, 'target_char_orbit': 7, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '90.11.g.b', 'target_level': 90, 'twist_class_label': '10.11.c.a', 'twist_class_level': 10, 'twisting_char_label': '60.l', 'twisting_char_orbit': 12, 'weight': 11}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 249025
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 4504630604070992, 'p': 2}
  • id: 249026
    {'charpoly_factorization': [[[66978, -366, 1], 1]], 'hecke_orbit_code': 4504630604070992, 'p': 3}
  • id: 249027
    {'charpoly_factorization': [[[9765625, 3750, 1], 1]], 'hecke_orbit_code': 4504630604070992, 'p': 5}
  • id: 249028
    {'charpoly_factorization': [[[141355298, -16814, 1], 1]], 'hecke_orbit_code': 4504630604070992, 'p': 7}
  • id: 249029
    {'charpoly_factorization': [[[-173398, 1], 2]], 'hecke_orbit_code': 4504630604070992, 'p': 11}
  • id: 249030
    {'charpoly_factorization': [[[108226920258, 465246, 1], 1]], 'hecke_orbit_code': 4504630604070992, 'p': 13}
  • id: 249031
    {'charpoly_factorization': [[[7069048162178, -3760066, 1], 1]], 'hecke_orbit_code': 4504630604070992, 'p': 17}
  • id: 249032
    {'charpoly_factorization': [[[1213434433600, 0, 1], 1]], 'hecke_orbit_code': 4504630604070992, 'p': 19}
  • id: 249033
    {'charpoly_factorization': [[[54669467994338, -10456526, 1], 1]], 'hecke_orbit_code': 4504630604070992, 'p': 23}
  • id: 249034
    {'charpoly_factorization': [[[614585747905600, 0, 1], 1]], 'hecke_orbit_code': 4504630604070992, 'p': 29}
  • id: 249035
    {'charpoly_factorization': [[[-10065998, 1], 2]], 'hecke_orbit_code': 4504630604070992, 'p': 31}
  • id: 249036
    {'charpoly_factorization': [[[6359193464991138, -112775826, 1], 1]], 'hecke_orbit_code': 4504630604070992, 'p': 37}
  • id: 249037
    {'charpoly_factorization': [[[153003598, 1], 2]], 'hecke_orbit_code': 4504630604070992, 'p': 41}
  • id: 249038
    {'charpoly_factorization': [[[7050177300433698, 118744914, 1], 1]], 'hecke_orbit_code': 4504630604070992, 'p': 43}
  • id: 249039
    {'charpoly_factorization': [[[59401705184917218, 344678706, 1], 1]], 'hecke_orbit_code': 4504630604070992, 'p': 47}
  • id: 249040
    {'charpoly_factorization': [[[77134621128941378, -392771234, 1], 1]], 'hecke_orbit_code': 4504630604070992, 'p': 53}
  • id: 249041
    {'charpoly_factorization': [[[481731665709966400, 0, 1], 1]], 'hecke_orbit_code': 4504630604070992, 'p': 59}
  • id: 249042
    {'charpoly_factorization': [[[-906185802, 1], 2]], 'hecke_orbit_code': 4504630604070992, 'p': 61}
  • id: 249043
    {'charpoly_factorization': [[[1851172635958234178, -1924147934, 1], 1]], 'hecke_orbit_code': 4504630604070992, 'p': 67}
  • id: 249044
    {'charpoly_factorization': [[[-3120877598, 1], 2]], 'hecke_orbit_code': 4504630604070992, 'p': 71}
  • id: 249045
    {'charpoly_factorization': [[[809855315270766338, 1272678526, 1], 1]], 'hecke_orbit_code': 4504630604070992, 'p': 73}
  • id: 249046
    {'charpoly_factorization': [[[3873010775051289600, 0, 1], 1]], 'hecke_orbit_code': 4504630604070992, 'p': 79}
  • id: 249047
    {'charpoly_factorization': [[[53744023191102685218, -10367644206, 1], 1]], 'hecke_orbit_code': 4504630604070992, 'p': 83}
  • id: 249048
    {'charpoly_factorization': [[[60394398084663558400, 0, 1], 1]], 'hecke_orbit_code': 4504630604070992, 'p': 89}
  • id: 249049
    {'charpoly_factorization': [[[820125053318790018, 1280722494, 1], 1]], 'hecke_orbit_code': 4504630604070992, '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': 16, 'hecke_orbit': 2, 'label': '80.11.p.b', 'level': 80, 'portrait': 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', 'weight': 11}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  Showing the first 100 of 258 matching records in this table.
  • id: 24398263
    {'hecke_orbit_code': 4504630604070992, 'n': 1, 'trace_an': 2}
  • id: 24398264
    {'hecke_orbit_code': 4504630604070992, 'n': 2, 'trace_an': 0}
  • id: 24398265
    {'hecke_orbit_code': 4504630604070992, 'n': 3, 'trace_an': 366}
  • id: 24398266
    {'hecke_orbit_code': 4504630604070992, 'n': 4, 'trace_an': 0}
  • id: 24398267
    {'hecke_orbit_code': 4504630604070992, 'n': 5, 'trace_an': -3750}
  • id: 24398268
    {'hecke_orbit_code': 4504630604070992, 'n': 6, 'trace_an': 0}
  • id: 24398269
    {'hecke_orbit_code': 4504630604070992, 'n': 7, 'trace_an': 16814}
  • id: 24398270
    {'hecke_orbit_code': 4504630604070992, 'n': 8, 'trace_an': 0}
  • id: 24398271
    {'hecke_orbit_code': 4504630604070992, 'n': 9, 'trace_an': 0}
  • id: 24398272
    {'hecke_orbit_code': 4504630604070992, 'n': 10, 'trace_an': 0}
  • id: 24398273
    {'hecke_orbit_code': 4504630604070992, 'n': 11, 'trace_an': 346796}
  • id: 24398274
    {'hecke_orbit_code': 4504630604070992, 'n': 12, 'trace_an': 0}
  • id: 24398275
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