Newform data - 27.10.a.a

Formats: - HTML - YAML - JSON - 2025-04-30T19:29:57.301338

• 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': 2700, 'analytic_conductor': 13.905967576424574, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, 1]], 'atkin_lehner_string': '+', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [27, 1, [2], [1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 2, 'field_disc': 56, 'field_disc_factorization': [[2, 3], [7, 1]], 'field_poly': [-14, 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': 1, 'hecke_cutters': [[2, [-504, 0, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 167772187, 'hecke_ring_generator_nbound': 2, 'hecke_ring_index': 6, 'hecke_ring_index_factorization': [[2, 1], [3, 1]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 3, 2, -1, 2, 0]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '27.10.a.a', 'level': 27, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3], 'level_radical': 3, 'minimal_twist': '27.10.a.a', 'nf_label': '2.2.56.1', 'prim_orbit_index': 1, 'qexp_display': 'q+\\beta q^{2}-8q^{4}-22\\beta q^{5}-763q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '9.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '27.10.a', 'trace_display': [0, 0, 0, -1526], 'trace_hash': 1853757316730140178, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.835', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '13.681', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '129.794', 'prec': 24}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.509', 'prec': 17}, 'traces': [2, 0, 0, -16, 0, 0, -1526, 0, 0, -22176, 0, 0, -146030, 0, 0, -515968, 0, 0, -1196258, 0, 0, -2554272, 0, 0, -3418378, 0, 0, 12208, 0, 0, -3648200, 0, 0, 7553952, 0, 0, 28544350, 0, 0, 11531520, 0, 0, 15513808, 0, 0, 107777376, 0, 0, -79542876, 0, 0, 1168240, 0, 0, 56193984, 0, 0, -208954368, 0, 0, -305532986, 0, 0, 272497664, 0, 0, -641504138, 0, 0, 16920288, 0, 0, 132927970, 0, 0, 9570064, 0, 0, -230714906, 0, 0, 1339107840, 0, 0, -166186944, 0, 0, 1328221440, 0, 0, 111420890, 0, 0, 1391461344, 0, 0, -470613686, 0, 0, 27347024, 0, 0, 201598834, 0, 0, 444564288, 0, 0, -4534665980, 0, 0, 393683584, 0, 0, -2371102272, 0, 0, -5621904288, 0, 0, 1756629866, 0, 0, 29185600, 0, 0, -5223891416, 0, 0, 1619180640, 0, 0, 912744854, 0, 0, -3928055040, 0, 0, 13597949074, 0, 0, 4900900032, 0, 0, 4596996096, 0, 0, -228354800, 0, 0, 9918434542, 0, 0, 1948909536, 0, 0, 11381897884, 0, 0, -183085056, 0, 0, 15777637762, 0, 0, -27597213504, 0, 0, -10546618296, 0, 0, -124110464, 0, 0, 2608222414, 0, 0, -15167047392, 0, 0, 2340289210, 0, 0, -56044235520, 0, 0, -19141714368, 0, 0, 13264108704, 0, 0, -23479099250, 0, 0, 636343008, 0, 0, 46263075106, 0, 0, -41135915520, 0, 0, -29460372480, 0, 0, 37673403520, 0, 0, 51581321626, 0, 0, 67748226336, 0, 0, 2783576600, 0, 0, -449551872, 0, 0, -2006735864, 0, 0, 52066617120, 0, 0, 62181817492, 0, 0, 108656271360, 0, 0, -30612149568, 0, 0, -5763665376, 0, 0, -154678583678, 0, 0, 2444263888, 0, 0, 87344777870, 0, 0, 81215475264, 0, 0, -273107870784, 0, 0, -6440869888, 0, 0, -21779339050, 0, 0, -146771549568, 0, 0, -9780414336, 0, 0, 5132033104, 0, 0, -140677614914, 0, 0, -2545302816, 0, 0, -268654507340, 0, 0, -8798549760, 0, 0, 280575249664, 0, 0, 186500170080, 0, 0, -180566436706, 0, 0, -1063423760, 0, 0, 123681894336, 0, 0, 65531019456, 0, 0, -11837035504, 0, 0, 308615423872, 0, 0, 397064205472, 0, 0, 40451241600, 0, 0, -119195507354, 0, 0, 1845719248, 0, 0, 529490368512, 0, 0, -82234137888, 0, 0, 249592869670, 0, 0, -696336076800, 0, 0, 90096442978, 0, 0, 415327677408, 0, 0, -204960464006, 0, 0, 1329495552, 0, 0, 122270818670, 0, 0, -832558228992, 0, 0, -435918483122, 0, 0, -21088069632, 0, 0, -107819800704, 0, 0, -825848630208, 0, 0, 70141205724, 0, 0, -891367120, 0, 0, 650690073922, 0, 0, -316499752800, 0, 0, -1027798533842, 0, 0, -723559898880, 0, 0, 1298469398998, 0, 0, -465833509344, 0, 0, -42876009792, 0, 0, 3764909488, 0, 0, 807683655744, 0, 0, 1172617175520, 0, 0, -600329759684, 0, 0, 881886829952, 0, 0, 266373323000, 0, 0, 159432182784, 0, 0, 356893914226, 0, 0, -1612790672, 0, 0, 607138697088, 0, 0, 1527784157088, 0, 0, 340921979122, 0, 0, -231173429760, 0, 0, 233121668318, 0, 0, -172017103104, 0, 0, -1789215618236, 0, 0, 36277327840, 0, 0, 1632328458376, 0, 0, -551551805280, 0, 0, 333675042624, 0, 0, -207915717632, 0, 0, -3393299266560, 0, 0, 2370315326400, 0, 0, -2511303894356, 0, 0, 18968818176, 0, 0, -3764950691414, 0, 0, -1532577642624, 0, 0, 489467657294, 0, 0, 2923390229760, 0, 0, 2044631014762, 0, 0, -4052978830656, 0, 0, -2084165715250, 0, 0, -14053038928, 0, 0, 19331976730, 0, 0, 881971409088, 0, 0, -1565904033792, 0, 0, 941177228800, 0, 0, 1595292152512, 0, 0, 2034472035456, 0, 0, 904990141440, 0, 0, 41791131328, 0, 0, -101424041110, 0, 0, 6101311446720, 0, 0, -3525963045696, 0, 0, -841973932800, 0, 0, 1854923888038, 0, 0, 2162967412032, 0, 0, 7921467273746, 0, 0, -7301958832, 0, 0, -1490460979392, 0, 0, -6005109174624, 0, 0, 3990121180546, 0, 0, 62365427712, 0, 0, -299656236686, 0, 0, 4365733605408, 0, 0, 176035473278, 0, 0, -108783592592, 0, 0, -1132740691120, 0, 0, -5201710214400, 0, 0, -1145465576640, 0, 0, -2548468016640, 0, 0, -8466204785090, 0, 0, -1021739281920, 0, 0, 8467347750214, 0, 0, -36775968768, 0, 0, -1126525905792, 0, 0, -7181367655392, 0, 0, 2182094217800, 0, 0, -7363985590400, 0, 0, 126800638272, 0, 0, -7869365108640, 0, 0, -1474088715788, 0, 0, -79347476336, 0, 0, 3747781537402, 0, 0, 3387749748768, 0, 0, -3250801756778, 0, 0, -1013432958720, 0, 0, 5289781089982, 0, 0, -1009400009184, 0, 0, 4889779075442, 0, 0, -91055183072, 0, 0, -5071220132162, 0, 0, 13588682788800, 0, 0, 5807823091140, 0, 0, -2927714549760, 0, 0, -1195380959504, 0, 0, -4518237755808, 0, 0, 14245905465792, 0, 0, -126221102096, 0, 0, 3228974090496, 0, 0, -1061685005472, 0, 0, 17996384568694, 0, 0, 14350551022080, 0, 0, -22341818935296, 0, 0, 7112997882144, 0, 0, -7602984737114, 0, 0, 84372946368, 0, 0, 359078242418, 0, 0, 4659247555200, 0, 0, 55996661952, 0, 0, -4002314243072, 0, 0, 2284955052880, 0, 0, -8573497934400, 0, 0, 10035274152960, 0, 0, -20865779312, 0, 0, -17073203521150, 0, 0, -14068446864192, 0, 0, -20299307211230, 0, 0, 7886864643840, 0, 0, -4103003741760, 0, 0, 10685420538912, 0, 0, -153819910342, 0, 0, -18722313680, 0, 0, -22033877874152, 0, 0, -1473905331360, 0, 0, -3513438996764, 0, 0, 889810016256, 0, 0, -9058012475360, 0, 0, -339202551744, 0, 0, -1441682428032, 0, 0, 153133714944, 0, 0, -18584830550570, 0, 0, 15256803179520, 0, 0, 14570102418034, 0, 0, -6897336526080, 0, 0, 3459950142740, 0, 0, 25511784915456, 0, 0, 9259992928606, 0, 0, 187832794000, 0, 0, 6235463309800, 0, 0, -8340514420896, 0, 0, -12418880681088, 0, 0, 20520789321984, 0, 0, 7141572449518, 0, 0, 2558166877728, 0, 0, 22308490972790, 0, 0, -370104600848, 0, 0, 10427611311936, 0, 0, 27524091018816, 0, 0, 1809151033536, 0, 0, 21390676070400, 0, 0, -2090133896144, 0, 0, -36455016981600, 0, 0, -9279258465232, 0, 0, 235682979840, 0, 0, 14065955451742, 0, 0, 4289512971744, 0, 0, 4543096911178, 0, 0, -19896416936960, 0, 0, -9137208902976, 0, 0, 5091888568032, 0, 0, 14301112717190, 0, 0, -412650573008, 0, 0, -1340308587758, 0, 0, -12911131664928, 0, 0, -44020466967218, 0, 0, -35229077694720, 0, 0, 85361695114, 0, 0, -27210116898720, 0, 0, 18316281037824, 0, 0, -22268612800, 0, 0, 46839424636070, 0, 0, -64464774129504, 0, 0, -32809296772562, 0, 0, -14497148768256, 0, 0, -15517427673038, 0, 0, 11484370070208, 0, 0, 3985829150408, 0, 0, 16053886912, 0, 0, 18168669864576, 0, 0, -11902080901536, 0, 0, 3331564774272, 0, 0, -27074640902400, 0, 0, 34213828366678, 0, 0, -1235434828320, 0, 0, 69931339019136, 0, 0, -497454539936, 0, 0, -84198406983080, 0, 0, 67224243991968, 0, 0, -48787689032150, 0, 0, -1725127262208, 0, 0, 47576900879004, 0, 0, 6421512498912, 0, 0, 42021947884486, 0, 0, 244897196544, 0, 0, 143180088468480, 0, 0, -19813242693888, 0, 0, -9705735729550, 0, 0, 2997105995520, 0, 0, 10248337205568, 0, 0, 17006114696256, 0, 0, -46224562701342, 0, 0, 1237428669424, 0, 0, -2214119893946, 0, 0, 5218164550368, 0, 0, -10375235143462, 0, 0, 78822621860224, 0, 0, 38433298091328, 0, 0, -31017699532512, 0, 0, -25797577861440, 0, 0, -698758222960, 0, 0, 33827580583330, 0, 0, -3739386724416, 0, 0, -80132296076564, 0, 0, -42232047137280], 'weight': 10, '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, 1], [0, 0], [-8, 0], [0, -22], [0, 0], [-763, 0], [0, -520], [0, 0], [-11088, 0], [0, -2534], [0, 0], [-73015, 0], [0, -763], [0, 0], [-257984, 0], [0, 7494], [0, 0], [-598129, 0], [0, 176], [0, 0], [-1277136, 0], [0, 106922], [0, 0], [-1709189, 0], [0, -73015], [0, 0], [6104, 0], [0, -207296], [0, 0], [-1824100, 0], [0, 8256], [0, 0], [3776976, 0], [0, 16786], [0, 0], [14272175, 0], [0, -598129], [0, 0], [5765760, 0], [0, 1328480], [0, 0], [7756904, 0], [0, 20272], [0, 0], [53888688, 0], [0, 1380418], [0, 0], [-39771438, 0], [0, -1709189], [0, 0], [584120, 0], [0, 441036], [0, 0], [28096992, 0], [0, 396760], [0, 0], [-104477184, 0], [0, -5577286], [0, 0], [-152766493, 0], [0, -1824100], [0, 0], [136248832, 0], [0, 1606330], [0, 0], [-320752069, 0], [0, -59952], [0, 0], [8460144, 0], [0, 4862004], [0, 0], [66463985, 0], [0, 14272175], [0, 0], [4785032, 0], [0, 1933442], [0, 0], [-115357453, 0], [0, 5675648], [0, 0], [669553920, 0], [0, -27378188], [0, 0], [-83093472, 0], [0, 7756904], [0, 0], [664110720, 0], [0, -15046674], [0, 0], [55710445, 0], [0, -855376], [0, 0], [695730672, 0], [0, 13158838], [0, 0], [-235306843, 0], [0, -39771438], [0, 0], [13673512, 0]], 'ap': [[0, 1], [0, 0], [0, -22], [-763, 0], [0, -2534], [-73015, 0], [0, 7494], [-598129, 0], [0, 106922], [0, -207296], [-1824100, 0], [14272175, 0], [0, 1328480], [7756904, 0], [0, 1380418], [0, 441036], [0, -5577286], [-152766493, 0], [-320752069, 0], [0, 4862004], [66463985, 0], [-115357453, 0], [0, -27378188], [0, -15046674], [-235306843, 0], [0, -40809440], [100799417, 0], [0, 67210542], [-2267332990, 0], [0, 51653390], [-2611945708, 0], [0, -145606696], [0, -2525102], [6798974537, 0], [0, 65010932], [4959217271, 0], [5690948942, 0], [7888818881, 0], [0, 412031426], [0, -825950624], [0, -819294276], [1170144605, 0], [0, -462136418], [-11739549625, 0], [0, 1163310690], [23131537553, 0], [25790660813, 0], [-1003367932, 0], [0, 2351503300], [31090908746, 0], [0, -1520414328], [0, -4020812332], [-77339291839, 0], [0, 2018325432], [0, 6052888340], [0, 2145801004], [0, -5957449578], [-70338807457, 0], [-134327253670, 0], [0, -5160426800], [140287624832, 0], [0, -7124372674], [198532102736, 0], [0, -1001388898], [-59597753677, 0], [0, 13480836100], [45048221489, 0], [-102480232003, 0], [0, -8505454300], [-217959241561, 0], [0, -13956792524], [0, 10600615614], [325345036961, 0], [-513899266921, 0], [649234699499, 0], [0, 25309310432], [0, -8274319862], [-300164879842, 0], [0, 27305645852], [178446957113, 0], [0, 5051476754], [170460989561, 0], [0, -26994163590], [-894607809118, 0], [816164229188, 0], [0, 11393224276], [0, -11807619942], [-1255651947178, 0], [0, 66690718246], [-1882475345707, 0], [0, 6370548114], [0, 16871145532], [9665988365, 0], [0, -30771527314], [797646076256, 0], [0, 20990407002], [0, 93535887458], [0, -110955806934], [927461944019, 0], [1995060590273, 0], [-149828118343, 0], [0, 30099878214], [0, 55842318992], [0, 140385144790], [-4233102392545, 0], [4233673875107, 0], [0, -62251081706], [0, 28157349636], [0, -229600376320], [-737044357894, 0], [1873890768701, 0], [-1625400878389, 0], [0, -199802327254], [2644890544991, 0], [-2535610066081, 0], [0, -31713617180], [-597690479752, 0], [0, 173748489264], [0, 12188336252], [0, -86075362364], [8998192284347, 0], [-3801492368557, 0], [0, -111811009166], [0, -44667420216], [1142477526440, 0], [0, -235882499418], [-10149653605615, 0], [0, 256248569580], [-11016938937076, 0], [-1756719498382, 0], [-4529006237680, 0], [0, -100488085174], [-9292415275285, 0], [7285051209017, 0], [0, 124131161894], [4629996464303, 0], [0, -378535700604], [3570786224759, 0], [0, -403957990072], [0, -491772519972], [-1045066948072, 0], [0, 464671028866], [7032977725871, 0], [0, 753779725026], [2271548455589, 0], [0, -799365496868], [-22010233483609, 0], [0, 1042532895868], [42680847557, 0], [0, -1381380055758], [-16404648386281, 0], [0, -1005528352566], [-7758713836519, 0], [0, -197789137396], [17106914183339, 0], [0, 838468264840], [-42099203491540, 0], [0, 550956297532], [21010973942243, 0], [0, 668042638526], [0, 58277239606], [0, 1864999346070], [-1107059946973, 0], [0, -987193155474], [0, -978545689564], [0, 1813942489918], [16913790291665, 0], [-40066148038282, 0]], 'char_orbit_index': 1, 'field_poly': [-14, 0, 1], 'hecke_orbit_code': 167772187, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1], 'hecke_ring_inverse_denominators': [1, 6], 'hecke_ring_inverse_numerators': [[1, 0], [0, 1]], 'hecke_ring_numerators': [[1, 0], [0, 6]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 2, 'label': '27.10.a.a', 'level': 27, 'maxp': 997, 'weight': 10}
• mf_newspaces •

  Column	Type
  ALdims	integer[]
  Nk2	integer
  a4_dim	integer
  a5_dim	integer
  analytic_conductor	double precision
  char_conductor	integer
  char_degree	integer
  char_is_real	boolean
  char_orbit_index	smallint
  char_orbit_label	text
  char_order	integer
  char_parity	smallint
  char_values	jsonb
  conrey_index	integer
  cusp_dim	integer
  dihedral_dim	integer
  dim	integer
  eis_dim	integer
  eis_new_dim	integer
  hecke_cutter_primes	integer[]
  hecke_orbit_code	bigint
  hecke_orbit_dims	integer[]
  label	text
  level	integer
  level_is_powerful	boolean
  level_is_prime	boolean
  level_is_prime_power	boolean
  level_is_prime_square	boolean
  level_is_square	boolean
  level_is_squarefree	boolean
  level_primes	integer[]
  level_radical	integer
  mf_dim	integer
  mf_new_dim	integer
  num_forms	smallint
  plus_dim	integer
  prim_orbit_index	smallint
  relative_dim	integer
  s4_dim	integer
  sturm_bound	integer
  trace_bound	integer
  trace_display	numeric[]
  traces	numeric[]
  weight	smallint
  weight_parity	smallint

  
  {'ALdims': [5, 7], 'Nk2': 2700, 'analytic_conductor': 13.905967576424574, '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': [27, 1, [2], [1]], 'conrey_index': 1, 'cusp_dim': 24, 'dim': 12, 'eis_dim': 6, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 167772187, 'hecke_orbit_dims': [2, 3, 3, 4], 'label': '27.10.a', 'level': 27, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3], 'level_radical': 3, 'mf_dim': 30, 'mf_new_dim': 12, 'num_forms': 4, 'plus_dim': 5, 'prim_orbit_index': 1, 'relative_dim': 12, 'sturm_bound': 30, 'trace_bound': 2, 'trace_display': [0, 0, 0, 2940], 'traces': [12, 0, 0, 3414, 0, 0, 2940, 0, 0, -101898, 0, 0, 267486, 0, 0, 1352874, 0, 0, -215274, 0, 0, 1530738, 0, 0, 3403146, 0, 0, 12734682, 0, 0, -15909510, 0, 0, -1360800, 0, 0, 1367142, 0, 0, -130379382, 0, 0, 117867660, 0, 0, -70071804, 0, 0, -115298280, 0, 0, 322229364, 0, 0, 21445398, 0, 0, -822158100, 0, 0, 653809506, 0, 0, 950398770, 0, 0, -756172074, 0, 0, 1236623922, 0, 0, 517624044, 0, 0, -2190446688, 0, 0, 350003130, 0, 0, -2196835020, 0, 0, 836759808, 0, 0, 1113537942, 0, 0, 554521998, 0, 0, -2582298468, 0, 0, 587305752, 0, 0, -1718563380, 0, 0, 2057845686, 0, 0, -10576458846, 0, 0, 2258267064, 0, 0, 19014245718, 0, 0, -3452926644, 0, 0, 5923403640, 0, 0, 3746477298, 0, 0, -2151026094, 0, 0, -1825715838, 0, 0, 13650016968, 0, 0, -30971294250, 0, 0, -33928352064, 0, 0, 26662816518, 0, 0, 14929818912, 0, 0, 21018022236, 0, 0, -6054867912, 0, 0, -11689167972, 0, 0, -18384867594, 0, 0, -18166674468, 0, 0, -15998739462, 0, 0, -4836852282, 0, 0, -20153845710, 0, 0, -7712549910, 0, 0, 81340127772, 0, 0, -62848661862, 0, 0, 175125027132, 0, 0, 28517629038, 0, 0, -66149624916, 0, 0, -27222337440, 0, 0, -59803852932, 0, 0, -13509491016, 0, 0, 134562069756, 0, 0, 16039286952, 0, 0, -98978798070, 0, 0, 32643527796, 0, 0, -106866007968, 0, 0, -29165804598, 0, 0, 129512386026, 0, 0, 205250705130, 0, 0, -168196124970, 0, 0, -195170959272, 0, 0, -162776880396, 0, 0, 131831042640, 0, 0, -97836495084, 0, 0, 122421294324, 0, 0, -43430709600, 0, 0, -229966092822, 0, 0, -29440525980, 0, 0, 38323175106, 0, 0, 93892611402, 0, 0, 129208196844, 0, 0, 950388198690, 0, 0, -424205286090, 0, 0, -653162225094, 0, 0, 539470697346, 0, 0, 219415274088, 0, 0, 550444000488, 0, 0, -383852008404, 0, 0, -588454500756, 0, 0, -530278348842, 0, 0, 525674584428, 0, 0, 345644363160, 0, 0, 74606651220, 0, 0, 256945414758, 0, 0, -585691263864, 0, 0, 227703464118, 0, 0, -519193530708, 0, 0, -738189060852, 0, 0, 269665309536, 0, 0, 447636837510, 0, 0, 642183862416, 0, 0, -725076872868, 0, 0, -685459560996, 0, 0, 447645772620, 0, 0, 740121032562, 0, 0, -2216088633492, 0, 0, -631998267078, 0, 0, 553163487012, 0, 0, 701368306890, 0, 0, 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0, -2769350471142, 0, 0, -15294011241912, 0, 0, -109974037098, 0, 0, -12433854197124, 0, 0, 4327467187392, 0, 0, 15278659687626, 0, 0, 9055390662636, 0, 0, 9046332491904, 0, 0, -11045742994422, 0, 0, -4539844547526, 0, 0, -1447572756228, 0, 0, 7227442551096, 0, 0, -15484331268684, 0, 0, -3300146424936, 0, 0, -1812240083622, 0, 0, 15531443222868, 0, 0, 11945198103780, 0, 0, -22113435825312, 0, 0, -2941943490162, 0, 0, -6136013274948, 0, 0, 7749274191774, 0, 0, -38864692710720, 0, 0, 4381631164734, 0, 0, 12917681443080, 0, 0, 9822995681754, 0, 0, 31454236096044, 0, 0, -21818689183968, 0, 0, -5031773362800, 0, 0, 1351251550548, 0, 0, 31530380366016, 0, 0, -15786457954950, 0, 0, -8308109834820, 0, 0, 4755187803894, 0, 0, 28283314407156, 0, 0, 19243146619026, 0, 0, -12889585451628, 0, 0, -15497942087436, 0, 0, -20441892524772, 0, 0, 11449090465632, 0, 0, -22727301082704, 0, 0, -9478110140130, 0, 0, 2798627145558, 0, 0, 22067571252246, 0, 0, 23188164916464, 0, 0, -18752991960522, 0, 0, 8350846298442, 0, 0, -13502637725718, 0, 0, 30244256254404, 0, 0, -25057806849384, 0, 0, -16210206090048, 0, 0, 27062991672, 0, 0, 54962521792074, 0, 0, 9155532821148, 0, 0, -52699954488966, 0, 0, 19831557150600, 0, 0, -21222226898496, 0, 0, 10755553590792, 0, 0, -33058209721764, 0, 0, -23331177608130, 0, 0, -1929893059116, 0, 0, 24364213925334, 0, 0, 20893628798550, 0, 0, -20407672589256, 0, 0, -1300519172412, 0, 0, -47362989139680, 0, 0, -14452201905714, 0, 0, 17359526567496, 0, 0, -12774361015566, 0, 0, 48177740279916, 0, 0, 83900613656364, 0, 0, 22649741747592, 0, 0, -61665986897010, 0, 0, -4852859750208, 0, 0, -43017319156332, 0, 0, 22832126436198, 0, 0, -43296950294388, 0, 0, -30792186042546, 0, 0, 71128538206596, 0, 0, 31464830539944, 0, 0, 66217505558868, 0, 0, -681507001194, 0, 0, -11796475148436, 0, 0, -20889533463474, 0, 0, -11638674176634, 0, 0, -41041458181848, 0, 0, 37613867839884, 0, 0, 12401458357632, 0, 0, -22316736421098, 0, 0, -2405398631562, 0, 0, -46144305576576, 0, 0, 33386640907812, 0, 0, 7966719610128, 0, 0, 51317477774754, 0, 0, -13356247177260, 0, 0, -3149358562824, 0, 0, -31886496859536, 0, 0, -27698015775216, 0, 0, 90031977120966, 0, 0, -47909871957648, 0, 0, -43959421179450, 0, 0, -14560700076864, 0, 0, -22567914540540, 0, 0, 17830221556722, 0, 0, 51682924119600, 0, 0, 83556595489890, 0, 0, -102356321994930, 0, 0, 56507206773024, 0, 0, -21002814822312, 0, 0, -92215146402036, 0, 0, -87878789649162, 0, 0, -63554873968380, 0, 0, -2232550527228, 0, 0, 11188000999416, 0, 0, 42927038972748, 0, 0, 23185202369676, 0, 0, 62002513231272, 0, 0, 81069640009386, 0, 0, -48621667755288, 0, 0, -10228784054868, 0, 0, 16055153020728, 0, 0, -23011131744132, 0, 0, 60306193484520, 0, 0, -24018247452990, 0, 0, -889037622720, 0, 0, -81017033652786, 0, 0, 55625776576830, 0, 0, 40427336264550, 0, 0, 62914757287572, 0, 0, 62250760711134, 0, 0, 134162662329246, 0, 0, -39841781742870, 0, 0, -55115607239064, 0, 0, -33000799212282, 0, 0, -37588441040946, 0, 0, -91376567702238, 0, 0, 82589068404936, 0, 0, -27563778002094, 0, 0, -114926356972416, 0, 0, 85844308580370, 0, 0, 2171740467996, 0, 0, 50129599036320, 0, 0, 15329357519724, 0, 0, -136755080045202, 0, 0, 138393246016152, 0, 0, -11586199189770, 0, 0, 81266753190084, 0, 0, -138325615789782, 0, 0, 24046118185734, 0, 0, 15403510143438, 0, 0, -190278514885644, 0, 0, 93556478347596, 0, 0, -235654217186814, 0, 0, 169490344917588, 0, 0, 195928977852180, 0, 0, 116423796892392, 0, 0, 53415896666076, 0, 0, 70172210541054, 0, 0, -232378059722688, 0, 0, -148134052242504, 0, 0, -102159197170020, 0, 0, -111044528606862, 0, 0, 87706440389832, 0, 0, -59681676136800, 0, 0, -45186722567478, 0, 0, -13339499827002, 0, 0, 5021907080712, 0, 0, 100498813145820, 0, 0, -40141366181514, 0, 0, -225212372440398, 0, 0, -186809571049524, 0, 0, -818855287068, 0, 0, 284488666780320, 0, 0, 302450959739868, 0, 0, 208233934424118], '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: 22201
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '27.10.a.a', 'source_level': 27, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '27.10.a.a', 'target_level': 27, 'twist_class_label': '27.10.a.a', 'twist_class_level': 27, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 10}
  • id: 22202
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '27.10.a.a', 'source_level': 27, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '27.10.a.a', 'target_level': 27, 'twist_class_label': '27.10.a.a', 'twist_class_level': 27, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 10}
  • id: 22203
    {'conductor': 9, 'degree': 2, 'multiplicity': 2, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '27.10.a.a', 'source_level': 27, 'target_char_orbit': 3, 'target_dim': 4, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '81.10.c.f', 'target_level': 81, 'twist_class_label': '27.10.a.a', 'twist_class_level': 27, 'twisting_char_label': '9.c', 'twisting_char_orbit': 3, 'weight': 10}
  • id: 22204
    {'conductor': 9, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '27.10.a.a', 'source_level': 27, 'target_char_orbit': 3, 'target_dim': 4, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '81.10.c.f', 'target_level': 81, 'twist_class_label': '27.10.a.a', 'twist_class_level': 27, 'twisting_char_label': '9.d', 'twisting_char_orbit': 4, 'weight': 10}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 103650
    {'charpoly_factorization': [[[-504, 0, 1], 1]], 'hecke_orbit_code': 167772187, 'p': 2}
  • id: 103651
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 167772187, 'p': 3}
  • id: 103652
    {'charpoly_factorization': [[[-243936, 0, 1], 1]], 'hecke_orbit_code': 167772187, 'p': 5}
  • id: 103653
    {'charpoly_factorization': [[[763, 1], 2]], 'hecke_orbit_code': 167772187, 'p': 7}
  • id: 103654
    {'charpoly_factorization': [[[-3236262624, 0, 1], 1]], 'hecke_orbit_code': 167772187, 'p': 11}
  • id: 103655
    {'charpoly_factorization': [[[73015, 1], 2]], 'hecke_orbit_code': 167772187, 'p': 13}
  • id: 103656
    {'charpoly_factorization': [[[-28304658144, 0, 1], 1]], 'hecke_orbit_code': 167772187, 'p': 17}
  • id: 103657
    {'charpoly_factorization': [[[598129, 1], 2]], 'hecke_orbit_code': 167772187, 'p': 19}
  • id: 103658
    {'charpoly_factorization': [[[-5761886298336, 0, 1], 1]], 'hecke_orbit_code': 167772187, 'p': 23}
  • id: 103659
    {'charpoly_factorization': [[[-21657702334464, 0, 1], 1]], 'hecke_orbit_code': 167772187, 'p': 29}
  • id: 103660
    {'charpoly_factorization': [[[1824100, 1], 2]], 'hecke_orbit_code': 167772187, 'p': 31}
  • id: 103661
    {'charpoly_factorization': [[[-14272175, 1], 2]], 'hecke_orbit_code': 167772187, 'p': 37}
  • id: 103662
    {'charpoly_factorization': [[[-889488991641600, 0, 1], 1]], 'hecke_orbit_code': 167772187, 'p': 41}
  • id: 103663
    {'charpoly_factorization': [[[-7756904, 1], 2]], 'hecke_orbit_code': 167772187, 'p': 43}
  • id: 103664
    {'charpoly_factorization': [[[-960399142780896, 0, 1], 1]], 'hecke_orbit_code': 167772187, 'p': 47}
  • id: 103665
    {'charpoly_factorization': [[[-98034427661184, 0, 1], 1]], 'hecke_orbit_code': 167772187, 'p': 53}
  • id: 103666
    {'charpoly_factorization': [[[-15677484039401184, 0, 1], 1]], 'hecke_orbit_code': 167772187, 'p': 59}
  • id: 103667
    {'charpoly_factorization': [[[152766493, 1], 2]], 'hecke_orbit_code': 167772187, 'p': 61}
  • id: 103668
    {'charpoly_factorization': [[[320752069, 1], 2]], 'hecke_orbit_code': 167772187, 'p': 67}
  • id: 103669
    {'charpoly_factorization': [[[-11914097779592064, 0, 1], 1]], 'hecke_orbit_code': 167772187, 'p': 71}
  • id: 103670
    {'charpoly_factorization': [[[-66463985, 1], 2]], 'hecke_orbit_code': 167772187, 'p': 73}
  • id: 103671
    {'charpoly_factorization': [[[115357453, 1], 2]], 'hecke_orbit_code': 167772187, 'p': 79}
  • id: 103672
    {'charpoly_factorization': [[[-377780849794325376, 0, 1], 1]], 'hecke_orbit_code': 167772187, 'p': 83}
  • id: 103673
    {'charpoly_factorization': [[[-114106808824987104, 0, 1], 1]], 'hecke_orbit_code': 167772187, 'p': 89}
  • id: 103674
    {'charpoly_factorization': [[[235306843, 1], 2]], 'hecke_orbit_code': 167772187, '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': 1, 'label': '27.10.a.a', 'level': 27, 'portrait': 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', 'weight': 10}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 3672372
    {'hecke_orbit_code': 167772187, 'n': 1, 'trace_an': 2}
  • id: 3672373
    {'hecke_orbit_code': 167772187, 'n': 2, 'trace_an': 0}
  • id: 3672374
    {'hecke_orbit_code': 167772187, 'n': 3, 'trace_an': 0}
  • id: 3672375
    {'hecke_orbit_code': 167772187, 'n': 4, 'trace_an': -16}
  • id: 3672376
    {'hecke_orbit_code': 167772187, 'n': 5, 'trace_an': 0}
  • id: 3672377
    {'hecke_orbit_code': 167772187, 'n': 6, 'trace_an': 0}
  • id: 3672378
    {'hecke_orbit_code': 167772187, 'n': 7, 'trace_an': -1526}
  • id: 3672379
    {'hecke_orbit_code': 167772187, 'n': 8, 'trace_an': 0}
  • id: 3672380
    {'hecke_orbit_code': 167772187, 'n': 9, 'trace_an': 0}
  • id: 3672381
    {'hecke_orbit_code': 167772187, 'n': 10, 'trace_an': -22176}
  • id: 3672382
    {'hecke_orbit_code': 167772187, 'n': 11, 'trace_an': 0}
  • id: 3672383
    {'hecke_orbit_code': 167772187, 'n': 12, 'trace_an': 0}
  • id: 3672384
    {'hecke_orbit_code': 167772187, 'n': 13, 'trace_an': -146030}
  • id: 3672385
    {'hecke_orbit_code': 167772187, 'n': 14, 'trace_an': 0}
  • id: 3672386
    {'hecke_orbit_code': 167772187, 'n': 15, 'trace_an': 0}
  • id: 3672387
    {'hecke_orbit_code': 167772187, 'n': 16, 'trace_an': -515968}
  • id: 3672388
    {'hecke_orbit_code': 167772187, 'n': 17, 'trace_an': 0}
  • id: 3672389
    {'hecke_orbit_code': 167772187, 'n': 18, 'trace_an': 0}
  • id: 3672390
    {'hecke_orbit_code': 167772187, 'n': 19, 'trace_an': -1196258}
  • id: 3672391
    {'hecke_orbit_code': 167772187, 'n': 20, 'trace_an': 0}
  • id: 3672392
    {'hecke_orbit_code': 167772187, 'n': 21, 'trace_an': 0}
  • id: 3672393
    {'hecke_orbit_code': 167772187, 'n': 22, 'trace_an': -2554272}
  • id: 3672394
    {'hecke_orbit_code': 167772187, 'n': 23, 'trace_an': 0}
  • id: 3672395
    {'hecke_orbit_code': 167772187, 'n': 24, 'trace_an': 0}
  • id: 3672396
    {'hecke_orbit_code': 167772187, 'n': 25, 'trace_an': -3418378}
  • id: 3672397
    {'hecke_orbit_code': 167772187, 'n': 26, 'trace_an': 0}
  • id: 3672398
    {'hecke_orbit_code': 167772187, 'n': 27, 'trace_an': 0}
  • id: 3672399
    {'hecke_orbit_code': 167772187, 'n': 28, 'trace_an': 12208}
  • id: 3672400
    {'hecke_orbit_code': 167772187, 'n': 29, 'trace_an': 0}
  • id: 3672401
    {'hecke_orbit_code': 167772187, 'n': 30, 'trace_an': 0}
  • id: 3672402
    {'hecke_orbit_code': 167772187, 'n': 31, 'trace_an': -3648200}
  • id: 3672403
    {'hecke_orbit_code': 167772187, 'n': 32, 'trace_an': 0}
  • id: 3672404
    {'hecke_orbit_code': 167772187, 'n': 33, 'trace_an': 0}
  • id: 3672405
    {'hecke_orbit_code': 167772187, 'n': 34, 'trace_an': 7553952}
  • id: 3672406
    {'hecke_orbit_code': 167772187, 'n': 35, 'trace_an': 0}
  • id: 3672407
    {'hecke_orbit_code': 167772187, 'n': 36, 'trace_an': 0}
  • id: 3672408
    {'hecke_orbit_code': 167772187, 'n': 37, 'trace_an': 28544350}
  • id: 3672409
    {'hecke_orbit_code': 167772187, 'n': 38, 'trace_an': 0}
  • id: 3672410
    {'hecke_orbit_code': 167772187, 'n': 39, 'trace_an': 0}
  • id: 3672411
    {'hecke_orbit_code': 167772187, 'n': 40, 'trace_an': 11531520}
  • id: 3672412
    {'hecke_orbit_code': 167772187, 'n': 41, 'trace_an': 0}
  • id: 3672413
    {'hecke_orbit_code': 167772187, 'n': 42, 'trace_an': 0}
  • id: 3672414
    {'hecke_orbit_code': 167772187, 'n': 43, 'trace_an': 15513808}
  • id: 3672415
    {'hecke_orbit_code': 167772187, 'n': 44, 'trace_an': 0}
  • id: 3672416
    {'hecke_orbit_code': 167772187, 'n': 45, 'trace_an': 0}
  • id: 3672417
    {'hecke_orbit_code': 167772187, 'n': 46, 'trace_an': 107777376}
  • id: 3672418
    {'hecke_orbit_code': 167772187, 'n': 47, 'trace_an': 0}
  • id: 3672419
    {'hecke_orbit_code': 167772187, 'n': 48, 'trace_an': 0}
  • id: 3672420
    {'hecke_orbit_code': 167772187, 'n': 49, 'trace_an': -79542876}
  • id: 3672421
    {'hecke_orbit_code': 167772187, 'n': 50, 'trace_an': 0}
  • id: 3672422
    {'hecke_orbit_code': 167772187, 'n': 51, 'trace_an': 0}
  • id: 3672423
    {'hecke_orbit_code': 167772187, 'n': 52, 'trace_an': 1168240}
  • id: 3672424
    {'hecke_orbit_code': 167772187, 'n': 53, 'trace_an': 0}
  • id: 3672425
    {'hecke_orbit_code': 167772187, 'n': 54, 'trace_an': 0}
  • id: 3672426
    {'hecke_orbit_code': 167772187, 'n': 55, 'trace_an': 56193984}
  • id: 3672427
    {'hecke_orbit_code': 167772187, 'n': 56, 'trace_an': 0}
  • id: 3672428
    {'hecke_orbit_code': 167772187, 'n': 57, 'trace_an': 0}
  • id: 3672429
    {'hecke_orbit_code': 167772187, 'n': 58, 'trace_an': -208954368}
  • id: 3672430
    {'hecke_orbit_code': 167772187, 'n': 59, 'trace_an': 0}
  • id: 3672431
    {'hecke_orbit_code': 167772187, 'n': 60, 'trace_an': 0}
  • id: 3672432
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