Newform data - 23.13.b.a

Formats: - HTML - YAML - JSON - 2024-09-20T16:13:34.485827

• 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': 3887, 'analytic_conductor': 21.021857797354567, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 23, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': -1, 'char_values': [23, 2, [5], [1]], 'cm_discs': [-23], 'conrey_index': 22, '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, 'has_non_self_twist': 0, 'hecke_cutters': [[2, [79, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 68937580567, 'hecke_ring_generator_nbound': 1, '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, 23, 2, -1, 2, -23]], 'is_cm': True, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': True, 'is_twist_minimal': True, 'label': '23.13.b.a', 'level': 23, 'level_is_powerful': False, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [23], 'level_radical': 23, 'minimal_twist': '23.13.b.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 2, 'qexp_display': 'q-79q^{2}-14q^{3}+2145q^{4}+1106q^{6}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '12.2.1.d2', 'self_twist_discs': [-23], 'self_twist_type': 1, 'space_label': '23.13.b', 'trace_display': [-79, -14, 0, 0], 'trace_hash': 104647943142630647, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.964', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.746', 'prec': 17}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.508', 'prec': 17}, 'traces': [1, -79, -14, 2145, 0, 1106, 0, 154129, -531245, 0, 0, -30030, -8482894, 0, 0, -20962111, 0, 41968355, 0, 0, 0, 0, 148035889, -2157806, 244140625, 670148626, 14877604, 0, -244330126, 0, 1677025154, 1024694385, 0, 0, 0, -1139520525, 0, 0, 118760516, 0, -7596282526, 0, 0, 0, 0, -11694835231, 20606906306, 293469554, 13841287201, -19287109375, 0, -18195807630, 0, -1175330716, 0, 0, 0, 19302079954, -19874527918, 0, 0, -132484987166, 0, 4909950241, 0, 0, 0, 0, -2072502446, 0, 188893891874, -81880260605, 223017449186, 0, -3417968750, 0, 0, -9382080764, 0, 0, 282117087589, 600106319554, 0, 0, 0, 0, 3420621764, 0, 0, 0, 0, 317536981905, -23478352156, -1627945598174, 0, -14345721390, 0, -1093461688879, 0, 523681640625, -1867204637998, 0, 0, -1307459969326, 0, 0, 0, 31912460580, 0, 0, 0, 0, 0, 0, 0, -524088120270, 4506495023030, 1570087705522, 0, 0, 3138428376721, 0, 106347955364, 3597218955330, 0, 0, -1075272638974, -4585034269999, 0, 0, 924097527794, 0, 0, 0, 0, 0, 0, 163727693234, 12630441005714, 0, -288496688284, -14922617458046, 0, 11136016658195, 0, -17618378485694, -193778020814, 0, 0, 270019531250, 14602755542114, 0, 0, 0, 0, 254741306820, 0, 0, 0, 0, 0, -22287249919531, -1690538096014, -16294026018270, 0, 0, -6479197287262, 0, 48661405492755, 0, 0, 0, -49757594172622, -270229119356, 0, 0, 278243390852, 0, -50428302047566, 0, 0, 0, 0, 22816623535681, 0, 1854789820324, 0, 44201814026370, 0, 0, 0, -68739303374, -87431555909374, 0, 0, 29689561046145, 107534634644306, 0, 0, 37629150390625, 0, 147509166401842, 0, 0, 0, 0, -78643325851805, 177819365629234, 0, 0, -15282184067278, 0, -2644514486236, 0, 0, 2293070226916, 0, 0, -3122244288604, 0, 0, 0, -244403315005822, 0, -129698486328125, 0, 0, 0, 0, 0, 0, -37658357990254, -259017821014174, -356013106819370, 0, -42630862384110, 0, 0, 355364128654274, 0, 0, -247935841760959, -11856207973610, 0, 0, -8401488473756, 0, 258478209960866, 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0, 0, -50361065374620, 0, 0, 0, 3176121862037474, 2072626559864644, 0, 0, 0, 15053816945636, 0, 0, 64190479779986, 0, 6907092916840546, 0, 0, 0, 0, 0, 2133343755002929, -12937365389116, -8495236136900174, 0, 0, 2640238785096626, 0, 0, -5117702880859375, 0, 0, -14226026616715676, -4005153948505710, 0, 0, 0, 0, 3140759188451234, 0, 0, 0, 0, 6212822742292595, 0, -8692373850350190, -176826174079996, 0, 0, 0, 0, 1207292541314962, -10947315940530970, 0, 0, 208916644412644, 0, 0, 0, 0, 0, -311865986462044, 0, 0, 0, 0, 0, 246657298799716, -838010608761886, 0, -7353114619095245, 0, 5281300164231506, 0, 0, 19307861885459938, 0, 0, 8588589940569602, 10246180419921875, 0, 0, -204438577589596, 0, 0, 0, 0, 0, 0, 0, 15463098043626674, 0, -15847919881320382, 5121675221855986, 0, 20462407860119746, 0, 9666431824399350, 0, 0, 0, -3063241113473422, 0, 0, 0, 0, 0, -28073766163687646, 0, 0, 0, 0, 0, 6731928868066545, 0, 936640429915190, -2349788627735134, 0, 23667533344196, 0, 8364356746259474, 228116364255780, 0, 0, 0, -35153987427940094, 0, 0, -30876295525355086, 0, 90708762021668, 0, 0, 0, 0, 0, -681259676898570, -2306459810599230, 5359959247971314, 0, 0, -8246117170364111, 0, 3086498340359266, 0, 0, 0, 0, 696606318416708, 0, 0, -10254133465162730, 0, 1982189197118130, 0, 0, 0, 0, 21914624432020321, 0, 10558243583797910, 0, 64438459462110244, 0, 0, 0, 705996228665924, -53768724957192686, 0, 0, 49591621984697714, -61416436331540318, 0, 0, 0, 0, -37261694631474574, 0, 0, 0, 0, -319432729499534, 0, -49585770572146574, 0, 27092295957256530, 0, 70381987007001670, 0, 0, 0, 0, 0, -618825396369180, 0, 0, 0, 29114026660647746, 0, 0, 0, 0, 0, 0, 36141574462890625, -2608386515780045, -65690219520838654, -46027156741151119, 1224041782731236, 0, 0, 0, 0, 34373456425588994, 0, 0, 78108253966506386, -415653854646030, 0, 0, -1505484885020284, 0, -9505051713578302, 0, 0, 0, 0, 99206047612038514, -66009876973091998, -526808105468750, 94156745603463074, 0, 0, 31322910637834530, 0, -2065128329625788, 36235478043962498, 0, 0, 0, -174806201861729564, 0, 0, -70850991416956142, 0, 0, 0, 0, 0, 0, 2202419334329956, 90099606303636034, 0, -2489471118809276, 59604644775390625, 0, 0, 0, 0, 0, 0, 0, 213950576941892, -137198187643939502, 0, 0, -117414172149639694, 0, -100348935588603130, 0, 0, 0, 0, 0, 0, 0, -70124926900967134, 43482424593004981, 0, 163610504394531250, 0, -3626204215950030, -149915908197623374, 0, 0, 159234117497372386, -118476904792816570, 0, 0, 0, 0, -207780705975716366, 0, 0, 0, 0, -36169627411892014, -13897878181176990, 3421646410081508, 0, 0, 0, 82882726065627266, 0, 3632227539062500, 104378714781959475, 0, 0, 0, 0, 0, 0, 173218282401168146, 0, 0, 0, 0, 0, 0, 0, 171084596314722482, -106730039500274190, 0, 275785534300410418, 0, 527217011863556, 0, 278372295428760274, 3626249494198436, 0, 0, 9970205878772104, 0, 0, 0, -153441090645146654, 0, 596832073377540, 0, 0, 0, 0, 248259909547751906, 0, 0, -108168707892029070, -4975097801159836, 0, 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24950116139251016, 0, 0, 0, -294117572734293165, 0, 0, -32780284824311310, 0, 864837959301946630, 0, 0, 0, 0, 0, -5672483572976220, -365112638408469742, 0, 0, 0, -529615575895100254, 0, 802395405022932434, 0, 0, 0, -665592972597254014, 15244997281053540, 0, 0, -8156711321216654, 0, 0, 0, 0, 0, 0, 0, 0, -6697213999055580, -875030364365071822, 66202838092188994, 0, 0, 0, 580896054908524355, 925510598132258738, 0, 0, -417222712974288974, 958929451895549666, 0, 0, 0, 0, -524245110687488190, 0, 0, 0, 0, 17580818564158724, -678498605304998558, -409747767181989404, -278203253173828125, 0, 0, 0, 0, 0, 16150647629578084, 0, 0, 991943127913247510, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -12555871896675772, -1221584745446507246, -1602366862014603356, 0, 0, 1251985670624310178, 0, -250363708198542510, -575741119425176446, 0, 0, -555593226075403230, 15967018838619044, 0, 0, 694581571404590870, 0, 0, 0, 0, 0, 0, -1124522436831575614, 416612060289714898, 0, 0, 324904739603104946, 0, -1891833381595224284, 0, -24313602873609532, 0, 0, 0, 0, 762256055963417730, 0, 0, 0, 0, 2024750583360173955, 0, 0, 0, 0, 0, 1378456082979492386, 483722827275631009, 0, 0, 0, -25431566103393450, 0, 185633301591075586, 28994266601562500, 0, 0, -1869735134191484, 0, 0, 0, -660784182954498446, 0, 16391304012297956, 0, 0, 0, 0, 0, 0, 1576979643533374082, 1718438258807560290, -36821897261519356, 0, 0, 0, 727897154457794258, 2439227346503051794, 0, 0], 'weight': 13, '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], [-79], [-14], [2145], [0], [1106], [0], [154129], [-531245], [0], [0], [-30030], [-8482894], [0], [0], [-20962111], [0], [41968355], [0], [0], [0], [0], [148035889], [-2157806], [244140625], [670148626], [14877604], [0], [-244330126], [0], [1677025154], [1024694385], [0], [0], [0], [-1139520525], [0], [0], [118760516], [0], [-7596282526], [0], [0], [0], [0], [-11694835231], [20606906306], [293469554], [13841287201], [-19287109375], [0], [-18195807630], [0], [-1175330716], [0], [0], [0], [19302079954], [-19874527918], [0], [0], [-132484987166], [0], [4909950241], [0], [0], [0], [0], [-2072502446], [0], [188893891874], [-81880260605], [223017449186], [0], [-3417968750], [0], [0], [-9382080764], [0], [0], [282117087589], [600106319554], [0], [0], [0], [0], [3420621764], [0], [0], [0], [0], [317536981905], [-23478352156], [-1627945598174], [0], [-14345721390], [0], [-1093461688879], [0], [523681640625]], 'ap': [[-79], [-14], [0], [0], [0], [-8482894], [0], [0], [148035889], [-244330126], [1677025154], [0], [-7596282526], [0], [20606906306], [0], [-19874527918], [0], [0], [188893891874], [223017449186], [0], [0], [0], [0], [-1867204637998], [0], [0], [0], [0], [-1075272638974], [924097527794], [0], [12630441005714], [0], [14602755542114], [0], [-1690538096014], [-6479197287262], [-49757594172622], [-50428302047566], [0], [0], [-87431555909374], [107534634644306], [0], [-15282184067278], [-244403315005822], [0], [0], [-259017821014174], [355364128654274], [0], [0], [-39069599245054], [0], [680616771610034], [777423244703042], [627667981925906], [0], [0], [0], [896847992619698], [-1140501345615646], [0], [1736685919543538], [2630135518679954], [0], [-3490956130384942], [-3523699942136206], [1942292286647426], [0], [0], [0], [0], [0], [0], [2640238785096626], [0], [3140759188451234], [0], [0], [0], [0], [-838010608761886], [5281300164231506], [8588589940569602], [0], [15463098043626674], [-15847919881320382], [0], [0], [-2349788627735134], [8364356746259474], [-30876295525355086], [0], [5359959247971314], [0], [0], [49591621984697714], [-37261694631474574], [0], [0], [0], [0], [-65690219520838654], [78108253966506386], [-9505051713578302], [-66009876973091998], [94156745603463074], [36235478043962498], [0], [0], [0], [0], [0], [0], [-70124926900967134], [-149915908197623374], [0], [0], [82882726065627266], [0], [173218282401168146], [171084596314722482], [0], [0], [208599089968676162], [0], [0], [-309879758570125966], [0], [0], [0], [33296048782320674], [0], [0], [0], [0], [-480286914590639518], [545038805737692434], [-354019605744270958], [27648053639879906], [0], [593576194921997042], [0], [-365112638408469742], [-529615575895100254], [802395405022932434], [-665592972597254014], [-875030364365071822], [0], [925510598132258738], [958929451895549666], [0], [0], [0], [-575741119425176446], [0], [0], [324904739603104946], [0], [1378456082979492386], [0], [0], [0], [1576979643533374082], [727897154457794258]], 'char_orbit_index': 2, 'field_poly': [0, 1], 'hecke_orbit_code': 68937580567, 'hecke_ring_character_values': [[5, [-1]]], 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '23.13.b.a', 'level': 23, 'maxp': 997, 'weight': 13}
• mf_newspaces •

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

  
  {'Nk2': 3887, 'analytic_conductor': 21.021857797354567, 'char_conductor': 23, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': -1, 'char_values': [23, 2, [5], [1]], 'conrey_index': 22, 'cusp_dim': 23, 'dim': 23, 'eis_dim': 2, 'eis_new_dim': 2, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 68937580567, 'hecke_orbit_dims': [1, 2, 20], 'label': '23.13.b', 'level': 23, 'level_is_powerful': False, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [23], 'level_radical': 23, 'mf_dim': 25, 'mf_new_dim': 25, 'num_forms': 3, 'prim_orbit_index': 2, 'relative_dim': 23, 'sturm_bound': 26, 'trace_bound': 1, 'trace_display': [88, 318, 0, 0], 'traces': [23, 88, 318, 48360, 0, 45651, 0, 665411, 3565749, 0, 0, 2474859, 8049118, 0, 0, 132075280, 0, 159082899, 0, 0, 0, 0, 76917959, -364991808, -1091895337, -764362597, 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0, 438752034379116480, 213249021638559472, 0, 0, 202905554830909918, -1288934521265974821, 0, 0, -192678112744123908, 0, -201501721493053922, 0, 0, 0, 0, 266348925673904531, 304457283357789742, -1572277067564629152, -474033971236710722, 710390393649944640, 0, 460123739642627451, 0, 964490629866538758, 26017234413089518, 0, 0, 377451025422530688, -733752998478032980, 0, 0, -757187474704940704, 0, -215446362854534592, 0, 0, 0, 0, 261247341354916476, 794792962002751811, -716830228733297760, -1723319472528582429, 437722719118200455, 0, 873058948778776320, 0, 579911024247452784, 1194113054889216, 0, 0, 370065802763729436, -989834375608812976, 0, 0, -234951441044263922, 0, -129916915243427622, 0, 0, 0, 0, 605126754143556624, 1059491490431387040, -982515470900032224, -507500062922836802, 722541091005300675, 0, 1799092151119477355, 0, 942442560631334139, 64054728134490958, 0, 0, 162686139344556515, -1012098107065605606, 0, 0, -1219244445691945200, 0, -376293481372955389, 0, 0, 0, 0, 683267829911241358, 1487487204654902544, -1179788453320635444, -1697525108530851408, 443017875923799264, 0, 846271887505928638, 0, 790881701410668252, 117637607928522051, 0, 0, 185772472748470128, -2321569471033607616, 0, 0, -1114418902033001522, 0, -419886847347118368, 0, 0, 0, 0, 1604832791661532800, 910920553574919934, -2017904293402410336, -1156639482698689440, 179477254926900368, 0, 3708576145965103206, 0, 967799476867877771, -578888849401716804, 0, 0, 59259759586064169, -1446183233213980320, 0, 0, -282530536760862085, 0, -1385771871082370682, 0, 0, 0, 0, 824995563583066558, 2808763433802921600, -1360711798945155888, -1616560307942837685, 494585896132034796, 0, 1535666719151218030, 0, 968211210777463152, -624589435368532712, 0, 0, -802784559753615746, -2532412395779254989, 0, 0, -1054417175052722655, 0, -890071213836566880, 0, 0, 0, 0, 2022693173164583232, 1910940505864782480, -2030423345244824682, -466662808331047682, 956738342200459248, 0, 3202259186400743040, 0, 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• 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: 18072
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 2, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '23.13.b.a', 'source_level': 23, 'target_char_orbit': 2, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '23.13.b.a', 'target_level': 23, 'twist_class_label': '23.13.b.a', 'twist_class_level': 23, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 13}
  • id: 18073
    {'conductor': 23, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': -23, 'source_char_orbit': 2, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '23.13.b.a', 'source_level': 23, 'target_char_orbit': 2, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '23.13.b.a', 'target_level': 23, 'twist_class_label': '23.13.b.a', 'twist_class_level': 23, 'twisting_char_label': '23.b', 'twisting_char_orbit': 2, 'weight': 13}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 89225
    {'charpoly_factorization': [[[79, 1], 1]], 'hecke_orbit_code': 68937580567, 'p': 2}
  • id: 89226
    {'charpoly_factorization': [[[14, 1], 1]], 'hecke_orbit_code': 68937580567, 'p': 3}
  • id: 89227
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 68937580567, 'p': 5}
  • id: 89228
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 68937580567, 'p': 7}
  • id: 89229
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 68937580567, 'p': 11}
  • id: 89230
    {'charpoly_factorization': [[[8482894, 1], 1]], 'hecke_orbit_code': 68937580567, 'p': 13}
  • id: 89231
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 68937580567, 'p': 17}
  • id: 89232
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 68937580567, 'p': 19}
  • id: 89233
    {'charpoly_factorization': [[[-148035889, 1], 1]], 'hecke_orbit_code': 68937580567, 'p': 23}
  • id: 89234
    {'charpoly_factorization': [[[244330126, 1], 1]], 'hecke_orbit_code': 68937580567, 'p': 29}
  • id: 89235
    {'charpoly_factorization': [[[-1677025154, 1], 1]], 'hecke_orbit_code': 68937580567, 'p': 31}
  • id: 89236
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 68937580567, 'p': 37}
  • id: 89237
    {'charpoly_factorization': [[[7596282526, 1], 1]], 'hecke_orbit_code': 68937580567, 'p': 41}
  • id: 89238
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 68937580567, 'p': 43}
  • id: 89239
    {'charpoly_factorization': [[[-20606906306, 1], 1]], 'hecke_orbit_code': 68937580567, 'p': 47}
  • id: 89240
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 68937580567, 'p': 53}
  • id: 89241
    {'charpoly_factorization': [[[19874527918, 1], 1]], 'hecke_orbit_code': 68937580567, 'p': 59}
  • id: 89242
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 68937580567, 'p': 61}
  • id: 89243
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 68937580567, 'p': 67}
  • id: 89244
    {'charpoly_factorization': [[[-188893891874, 1], 1]], 'hecke_orbit_code': 68937580567, 'p': 71}
  • id: 89245
    {'charpoly_factorization': [[[-223017449186, 1], 1]], 'hecke_orbit_code': 68937580567, 'p': 73}
  • id: 89246
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 68937580567, 'p': 79}
  • id: 89247
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 68937580567, 'p': 83}
  • id: 89248
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 68937580567, 'p': 89}
  • id: 89249
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 68937580567, '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': 2, 'hecke_orbit': 1, 'label': '23.13.b.a', 'level': 23, 'portrait': 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', 'weight': 13}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 5154355
    {'hecke_orbit_code': 68937580567, 'n': 1, 'trace_an': 1}
  • id: 5154356
    {'hecke_orbit_code': 68937580567, 'n': 2, 'trace_an': -79}
  • id: 5154357
    {'hecke_orbit_code': 68937580567, 'n': 3, 'trace_an': -14}
  • id: 5154358
    {'hecke_orbit_code': 68937580567, 'n': 4, 'trace_an': 2145}
  • id: 5154359
    {'hecke_orbit_code': 68937580567, 'n': 5, 'trace_an': 0}
  • id: 5154360
    {'hecke_orbit_code': 68937580567, 'n': 6, 'trace_an': 1106}
  • id: 5154361
    {'hecke_orbit_code': 68937580567, 'n': 7, 'trace_an': 0}
  • id: 5154362
    {'hecke_orbit_code': 68937580567, 'n': 8, 'trace_an': 154129}
  • id: 5154363
    {'hecke_orbit_code': 68937580567, 'n': 9, 'trace_an': -531245}
  • id: 5154364
    {'hecke_orbit_code': 68937580567, 'n': 10, 'trace_an': 0}
  • id: 5154365
    {'hecke_orbit_code': 68937580567, 'n': 11, 'trace_an': 0}
  • id: 5154366
    {'hecke_orbit_code': 68937580567, 'n': 12, 'trace_an': -30030}
  • id: 5154367
    {'hecke_orbit_code': 68937580567, 'n': 13, 'trace_an': -8482894}
  • id: 5154368
    {'hecke_orbit_code': 68937580567, 'n': 14, 'trace_an': 0}
  • id: 5154369
    {'hecke_orbit_code': 68937580567, 'n': 15, 'trace_an': 0}
  • id: 5154370
    {'hecke_orbit_code': 68937580567, 'n': 16, 'trace_an': -20962111}
  • id: 5154371
    {'hecke_orbit_code': 68937580567, 'n': 17, 'trace_an': 0}
  • id: 5154372
    {'hecke_orbit_code': 68937580567, 'n': 18, 'trace_an': 41968355}
  • id: 5154373
    {'hecke_orbit_code': 68937580567, 'n': 19, 'trace_an': 0}
  • id: 5154374
    {'hecke_orbit_code': 68937580567, 'n': 20, 'trace_an': 0}
  • id: 5154375
    {'hecke_orbit_code': 68937580567, 'n': 21, 'trace_an': 0}
  • id: 5154376
    {'hecke_orbit_code': 68937580567, 'n': 22, 'trace_an': 0}
  • id: 5154377
    {'hecke_orbit_code': 68937580567, 'n': 23, 'trace_an': 148035889}
  • id: 5154378
    {'hecke_orbit_code': 68937580567, 'n': 24, 'trace_an': -2157806}
  • id: 5154379
    {'hecke_orbit_code': 68937580567, 'n': 25, 'trace_an': 244140625}
  • id: 5154380
    {'hecke_orbit_code': 68937580567, 'n': 26, 'trace_an': 670148626}
  • id: 5154381
    {'hecke_orbit_code': 68937580567, 'n': 27, 'trace_an': 14877604}
  • id: 5154382
    {'hecke_orbit_code': 68937580567, 'n': 28, 'trace_an': 0}
  • id: 5154383
    {'hecke_orbit_code': 68937580567, 'n': 29, 'trace_an': -244330126}
  • id: 5154384
    {'hecke_orbit_code': 68937580567, 'n': 30, 'trace_an': 0}
  • id: 5154385
    {'hecke_orbit_code': 68937580567, 'n': 31, 'trace_an': 1677025154}
  • id: 5154386
    {'hecke_orbit_code': 68937580567, 'n': 32, 'trace_an': 1024694385}
  • id: 5154387
    {'hecke_orbit_code': 68937580567, 'n': 33, 'trace_an': 0}
  • id: 5154388
    {'hecke_orbit_code': 68937580567, 'n': 34, 'trace_an': 0}
  • id: 5154389
    {'hecke_orbit_code': 68937580567, 'n': 35, 'trace_an': 0}
  • id: 5154390
    {'hecke_orbit_code': 68937580567, 'n': 36, 'trace_an': -1139520525}
  • id: 5154391
    {'hecke_orbit_code': 68937580567, 'n': 37, 'trace_an': 0}
  • id: 5154392
    {'hecke_orbit_code': 68937580567, 'n': 38, 'trace_an': 0}
  • id: 5154393
    {'hecke_orbit_code': 68937580567, 'n': 39, 'trace_an': 118760516}
  • id: 5154394
    {'hecke_orbit_code': 68937580567, 'n': 40, 'trace_an': 0}
  • id: 5154395
    {'hecke_orbit_code': 68937580567, 'n': 41, 'trace_an': -7596282526}
  • id: 5154396
    {'hecke_orbit_code': 68937580567, 'n': 42, 'trace_an': 0}
  • id: 5154397
    {'hecke_orbit_code': 68937580567, 'n': 43, 'trace_an': 0}
  • id: 5154398
    {'hecke_orbit_code': 68937580567, 'n': 44, 'trace_an': 0}
  • id: 5154399
    {'hecke_orbit_code': 68937580567, 'n': 45, 'trace_an': 0}
  • id: 5154400
    {'hecke_orbit_code': 68937580567, 'n': 46, 'trace_an': -11694835231}
  • id: 5154401
    {'hecke_orbit_code': 68937580567, 'n': 47, 'trace_an': 20606906306}
  • id: 5154402
    {'hecke_orbit_code': 68937580567, 'n': 48, 'trace_an': 293469554}
  • id: 5154403
    {'hecke_orbit_code': 68937580567, 'n': 49, 'trace_an': 13841287201}
  • id: 5154404
    {'hecke_orbit_code': 68937580567, 'n': 50, 'trace_an': -19287109375}
  • id: 5154405
    {'hecke_orbit_code': 68937580567, 'n': 51, 'trace_an': 0}
  • id: 5154406
    {'hecke_orbit_code': 68937580567, 'n': 52, 'trace_an': -18195807630}
  • id: 5154407
    {'hecke_orbit_code': 68937580567, 'n': 53, 'trace_an': 0}
  • id: 5154408
    {'hecke_orbit_code': 68937580567, 'n': 54, 'trace_an': -1175330716}
  • id: 5154409
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  • id: 5154607
    {'hecke_orbit_code': 68937580567, 'n': 967, 'trace_an': 1378456082979492386}
  • id: 5154608
    {'hecke_orbit_code': 68937580567, 'n': 971, 'trace_an': 0}
  • id: 5154609
    {'hecke_orbit_code': 68937580567, 'n': 977, 'trace_an': 0}
  • id: 5154610
    {'hecke_orbit_code': 68937580567, 'n': 983, 'trace_an': 0}
  • id: 5154611
    {'hecke_orbit_code': 68937580567, 'n': 991, 'trace_an': 1576979643533374082}
  • id: 5154612
    {'hecke_orbit_code': 68937580567, 'n': 997, 'trace_an': 727897154457794258}