Embedded newform data - 43.9.b.b.42.21

Formats: - HTML - YAML - JSON - 2024-05-06T00:48:47.915851

• 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
  conrey_indexes	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_polredabs	boolean
  is_rm	boolean
  is_self_dual	boolean
  is_self_twist	boolean
  is_twist_minimal	boolean
  label	text
  level	integer
  level_is_prime	boolean
  level_is_prime_power	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': 3483, 'analytic_conductor': 17.51728023262847, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 43, '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': [43, 2, [3], [1]], 'cm_discs': [], 'conrey_index': 42, 'conrey_indexes': [42], 'dim': 28, 'has_non_self_twist': 1, 'hecke_cutters': [[2, [4589656250832109407097350279659520, 0, 487691384518513936907376418357248, 0, 21440321272340317988382991974400, 0, 514494563926056326954111991808, 0, 7535990206380220611266281472, 0, 71594313801180088567242752, 0, 458100513656336236389376, 0, 2023287822371217013376, 0, 6259041724030541424, 0, 13625487616287392, 0, 20726995351168, 0, 21526859784, 0, 14522053, 0, 5726, 0, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503668497842219, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 43, 2, -1, 2, 0]], 'is_cm': False, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '43.9.b.b', 'level': 43, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [43], 'level_radical': 43, 'minimal_twist': '43.9.b.b', 'prim_orbit_index': 2, 'related_objects': [], 'relative_dim': 28, 'rm_discs': [], 'sato_tate_group': '8.2.3.c2', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '43.9.b', 'trace_display': [0, 0, 0, 0], 'traces': [28, 0, 0, -4284, 0, -1794, 0, 0, -80754, 24982, 4538, 0, 22086, 24732, 15388, 525812, -135136, 0, 0, 0, -261352, 0, -184432, 1770326, -2640434, 0, 0, 0, 0, 0, -110272, 0, 0, 0, 10947816, 11602066, 0, -7189158, 0, -21389338, 1301336, 0, 2473420, -8818480, 0, 0, 1983566, 0, -15560936, 0, 0, 12927876, 23942594, -13757972, 0, 34967256, 35225148, 22565734, -5554336, -44902072, 0, 0, 0, -170444572, 0, -48457584, -130953802, 150021122, 0, 0, 0, 0, 0, 205870278, 0, 0, 0, 267860612, 7380250, 0, -57601004, 0, -42603970, 251931292, 0, -45482652, -106687410, 0, 0, -255044692, 0, -409532014, 0, 0, 123322986, -692987086, -318744840, 0, -609707206, 674318858, 45434378, 1544623398, 194856884, 0, 0, 0, -715791832, 0, 1250959386, -861572928, 223058294, 0, 0, 0, 0, 0, 1476251030, 0, 0, 0, 461415402, -735376476, 0, -858040150, 0, -179367448, 275487980, 0, -1305766094, -2809350816, 0, 0, 1127067692, 0, -938530722, 0, 0, 4515362188, -1235075202, -6679055772, 0, 765509848, 520333894, -1100185466, 803922928, 3637303512, 0, 0, 0, -846046880, 0, 3191162070, -763849124, 3169433348, 0, 0, 0, 0, 0, 5589409338, 0, 0, 0, -866176858, 1579997684, 0, 1328936702, 0, -3893040014, 1852710684, 0, -7917458244, -4726475668, 0, 0, -1750302568, 0, 2344817048, 0, 0, 3658372024, 3097170204, -8565489464, 0, -5750614524, -9684904790, -5004395306, 14942212226, -2191789472, 0, 0, 0, 805679488, 0, 8391792320, 6869077084, 7753178984, 0, 0, 0, 0, 0, 10988675688, 0, 0, 0, -16960940662, 16969201876, 0, 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-11550444837774, 6489225159108, 0, 2819976599462, 25362380592964, 0, 0, 7309395168912, 0, 684800815812, 0, 0, 11304632526870, -4378373370110, 21310361834080], 'weight': 9, 'weight_parity': -1}
• mf_hecke_cc •

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

  
  {'an_normalized': [[1.0, 0.0], [0.0, 1.1106701441053162], [0.0, -1.8822410024140195], [-0.233588169006924, 0.0], [0.0, 1.2532301216288722], [2.090548885392114, 0.0], [0.0, -0.4781284301317863], [0.0, 0.851230738773099], [-2.542831191168533, 0.0], [-1.3919252797866626, 0.0], [1.4585792356156808, 0.0], [0.0, 0.43966922938364805], [0.5933853082678545, 0.0], [0.5310429723953197, 0.0], [2.358881120390172, 0.0], [-1.1790247363069166, 0.0], [1.2525240514674538, 0.0], [0.0, -2.8242466855306474], [0.0, -1.0945402335906387], [0.0, -0.29273972945561294], [-0.899952935613895, 0.0], [0.0, 1.6200004098102903], [1.3444447967847244, 0.0], [1.6022213990339043, 0.0], [-0.5705857377579179, 0.0], [0.0, 0.6590553458438355], [0.0, 2.903980127820675], [0.0, 0.11168514454463896], [0.0, -0.346550619184438], [0.0, 2.6199388339110623], [0.4047667220201286, 0.0], [0.0, -0.4582768350046367], [0.0, -2.7453976425455333], [0.0, 1.3911410687387316], [0.5992049506482803, 0.0], [0.5939752820387532, 0.0], [0.0, 0.92107095050302], [1.2156731589711811, 0.0], [0.0, -1.1168941574518385], [-1.0667880022868457, 0.0], [-1.2662067064407543, 0.0], [0.0, -0.9995508566862871], [0.9340838952908489, -0.35705360460059005], [-0.3407068529989857, 0.0], [0.0, -3.1867526429898305], [0.0, 1.4932346961865324], [1.4121921162242335, 0.0], [0.0, 2.219208701537256], [0.7713932042997136, 0.0], [0.0, -0.6337325435800248], [0.0, -2.357552126181769], [-0.13860778767389728, 0.0], [-0.4462880401642633, 0.0], [-3.225364027045564, 0.0], [0.0, 1.8279354328559871], [0.4069976168095025, 0.0], [-2.060188506456119, 0.0], [0.38490342614936635, 0.0], [-0.1281369961154346, 0.0], [-0.5510067218169418, 0.0], [0.0, 0.27934873659123094], [0.0, 0.4495623134751327], [0.0, 1.2157998855235508], [-0.6700303379321887, 0.0], [0.0, 0.7436483420533091], [3.049231195272443, 0.0], [-0.8820739294315897, 0.0], [-0.29257479981941675, 0.0], [0.0, -2.5305691219903923], [0.0, 0.6655190488851443], [0.0, 1.5457515906380204], [0.0, -2.16453607343367], 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-0.2629682941129843, 0.18250300692960003, -0.37065864786964514, -0.17092429629247075, 0.045483339052462206, -0.4476160186646312, -0.1838003393321256, -0.3797833899070375, 0.1622524797157464, 0.02710229728926856, 0.05667528876779046, -0.3640879283054515, -0.41064520963646156, 0.0879211933809822, -0.3514208275006311, -0.2226494008633544, -0.13400874443729802, -0.4196196375674112, -0.05593611923804731, -0.4376356766028819, 0.02357247445043528, 0.03211514671399144, -0.49744076647207475, -0.16102339414828168, -0.4755229839351054, 0.06827941687906162, -0.2021015178842162, -0.17629748484068447, -0.3465645546847511, -0.29061438582021, -0.4955313201587426, -0.28223299569576243, -0.38807994442543803, 0.056475985949230825, -0.22748997009893246, -0.36356177646100785, 0.026288377679219342, -0.29952278886453243, -0.34728164232831366, -0.4716820055992722, -0.311700748708368, -0.31794630459335754, -0.24124713523823127, 0.0847329842995152, -0.46194084649579686, -0.49513478948730727, -0.435639616041567, 0.06449589084059736, 0.0629088651489825, -0.4944539880701844, -0.2985527895725866, 0.014260774490804312, -0.2103536796471176, -0.18112610984086752, -0.21842997515654275, 0.0315138904968566, -0.301487468174949, -0.21883216982242815, -0.361588370965638, -0.4771687337691324, 0.11550460808874549, -0.2735644204783176, -0.10410070269379532, 0.06270861104912245, -0.49017106851628406, -0.21340330985099146, -0.21073161123645884, -0.3265164815004765, 0.05766853671564999, -0.2648747339204042, -0.36648178430312817, -0.2234379324301264, -0.37462280046654167, -0.3286272775582201, -0.20540844206939568, -0.26704650229220445, 0.008339349840096199, -0.15309739119055013, -0.13407166662072126, -0.23665411013300722, 0.0406611198803377, -0.41069940119105325, 0.07252665773637126], 'char_orbit_index': 2, 'conrey_index': 42, 'dual_conrey_index': 42, 'dual_embedding_index': 8, 'dual_embedding_m': 8, 'embedding_index': 21, 'embedding_m': 21, 'hecke_orbit': 2, 'hecke_orbit_code': 4503668497842219, 'label': '43.9.b.b.42.21', 'level': 43, 'weight': 9}
• mf_newspaces •

  Column	Type
  AL_dims	jsonb
  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_prime	boolean
  level_is_prime_power	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': 3483, 'analytic_conductor': 17.51728023262847, 'char_conductor': 43, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': -1, 'char_values': [43, 2, [3], [1]], 'conrey_index': 42, 'cusp_dim': 29, 'dim': 29, 'eis_dim': 2, 'eis_new_dim': 2, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 68870471723, 'hecke_orbit_dims': [1, 28], 'label': '43.9.b', 'level': 43, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [43], 'level_radical': 43, 'mf_dim': 31, 'mf_new_dim': 31, 'num_forms': 2, 'prim_orbit_index': 2, 'relative_dim': 29, 'sturm_bound': 33, 'trace_bound': 1, 'trace_display': [0, 0, 0, 0], 'traces': [29, 0, 0, -4028, 0, -1794, 0, 0, -74193, 24982, 14857, 0, -32635, 24732, 15388, 591348, -55169, 0, 0, 0, -261352, 0, 356287, 1770326, -2249809, 0, 0, 0, 0, 0, 479407, 0, 0, 0, 10947816, 13281682, 0, -7189158, 0, -21389338, -960905, 0, 5892221, -6176816, 0, 0, -5000240, 0, -9796135, 0, 0, -1080700, 10880833, -13757972, 0, 34967256, 35225148, 22565734, -13418942, -44902072, 0, 0, 0, -153667356, 0, -48457584, -170770235, 170492674, 0, 0, 0, 0, 0, 205870278, 0, 0, 0, 267860612, 80425884, 0, -14554283, 0, -135695411, 251931292, 0, -45482652, -106687410, 0, 0, -255044692, 0, -271107950, 0, 0, 123322986, -692987086, -156101641, 0, -542004247, 774318858, -138881783, 1544623398, 102995971, 0, 0, 0, -531305078, 0, 991673465, -861572928, 223058294, 0, 0, 0, 0, 0, 1117226549, 0, 0, 0, 353538282, -735376476, 0, -707082326, 0, -179367448, -32545541, 0, -1305766094, -2809350816, 0, 0, 1127067692, 0, -938530722, 0, 0, 4515362188, -1265526163, -6679055772, 0, 765509848, -44332105, -670203770, 803922928, 3637303512, 0, 0, 0, -846046880, 0, 3191162070, -239185637, 3169433348, 0, 0, 0, 0, 0, 5589409338, 0, 0, 0, -1445310554, 1579997684, 0, 608727469, 0, -1714382894, 1852710684, 0, -7042245188, -3256870514, 0, 0, -1074036584, 0, 2344817048, 0, 0, 3172694298, 3097170204, -8565489464, 0, -5750614524, -9684904790, -4179215833, 13154357890, -2191789472, 0, 0, 0, -107287713, 0, 8391792320, 8344866140, 4818659146, 0, 0, 0, 0, 0, 10988675688, 0, 0, 0, -13413283303, 13383006420, 0, -21767367400, 0, -6215910932, 22538799768, 0, 2830147674, -14519706796, 0, 0, -11596615964, 0, 8390712323, 0, 0, -21839912592, 26715935173, 1973156072, 0, -17898293436, -17142937271, -29306138610, 5493635084, -20172614602, 0, 0, 0, 10231034668, 0, -4391010512, 3511465540, 63230633960, 0, 0, 0, 0, 0, 26153709856, 0, 0, 0, -59158546032, 33951742933, 0, -11695161649, 0, -4900237734, 59563874660, 0, -26316631144, -1600189684, 0, 0, -18373015518, 0, 64516716092, 0, 0, -10829894812, 69551204188, -22616864663, 0, -14340210289, -95429111570, -42715767084, 2174876408, -7207060823, 0, 0, 0, -978172809, 0, -16592709473, 53362419342, 26585920389, 0, 0, 0, 0, 0, 29635829692, 0, 0, 0, -47897957126, 137160871590, 0, -44508682038, 0, -50220695650, 41222598407, 0, -3973595632, -69382528788, 0, 0, -8538012960, 0, 34875309157, 0, 0, 34507889728, 74194072273, -77519635816, 0, -35996652354, -121660971252, -130963216442, 50747088229, 18197762320, 0, 0, 0, 73331254920, 0, 108888743504, 80166581833, 42637544454, 0, 0, 0, 0, 0, 77977972912, 0, 0, 0, -250999016436, -3189926029, 0, -93337277916, 0, 22478334767, 59912740340, 0, -59479280964, -74671525690, 0, 0, -36837795366, 0, 126395149776, 0, 0, 86583870193, 6697614364, -133175348536, 0, -48618600808, -42286310506, -8872506341, 195576600752, -20602947221, 0, 0, 0, -65812682448, 0, 78871873592, -133848862250, 133734178113, 0, 0, 0, 0, 0, 144763026922, 0, 0, 0, -112916095615, 88521769122, 0, 6493078336, 0, -51628244466, 124058504884, 0, -51372831207, -95248196030, 0, 0, 85275497535, 0, -173978842570, 0, 0, 172704027548, 12682363070, -66610143408, 0, -30517130202, -112590798893, -161770698108, 77261877459, 270431374420, 0, 0, 0, -254277863362, 0, 138264504966, -16766128796, 190658878282, 0, 0, 0, 0, 0, 140174382628, 0, 0, 0, 87940818978, -65640964524, 0, -115506015467, 0, -50688225884, 214772721076, 0, -23264481396, 187024285075, 0, 0, -120358089312, 0, -124802602152, 0, 0, 183201170979, -278367080532, 53339876619, 0, -58476625814, 95692083846, -26758281920, 275002706352, -78012450810, 0, 0, 0, -390887075117, 0, 125413417612, -585793242918, -200340768876, 0, 0, 0, 0, 0, 165827673430, 0, 0, 0, 225224267050, 84393258088, 0, -396949682208, 0, -781916800524, -184783707536, 0, 263931122161, 19222395968, 0, 0, 395678193653, 0, -416154447581, 0, 0, 11610113040, 169520960164, 652521316236, 0, 746587880432, 45218741092, 11462309616, -172584097944, 231225631758, 0, 0, 0, 18411383100, 0, 312485934758, 209099139696, 37891275320, 0, 0, 0, 0, 0, -459230082724, 0, 0, 0, -152375062294, -358585410971, 0, -150615189756, 0, 149464447574, -764264717760, 0, 479264877834, 557223210762, 0, 0, 648236546972, 0, -299847988502, 0, 0, 242023849900, -738583968320, 301075152677, 0, 384616118708, -424121716716, -11916590606, -527405952356, 463816277219, 0, 0, 0, -307704349080, 0, -392653325291, -723241061410, -428952382771, 0, 0, 0, 0, 0, -48341574999, 0, 0, 0, -429744517728, -998585379640, 0, 635569238790, 0, 226561297616, -14179398851, 0, 509095332273, 2001185578788, 0, 0, 496791893161, 0, -409461259580, 0, 0, -335220159968, -363514910795, 2984872743378, 0, 1375166327768, -719312060980, -655617395024, -84332395457, 1000309404218, 0, 0, 0, 297411811356, 0, -191436487520, -85806396573, -1249871056116, 0, 0, 0, 0, 0, -1425527755944, 0, 0, 0, -1187347894320, -1284230775140, 0, -477707486044, 0, -349528934993, -2158213722100, 0, 563913112068, 2144645312093, 0, 0, 1875399473416, 0, 63942929874, 0, 0, 425079204710, -1510033227942, 953142973446, 0, 1466841537266, -551170730760, -547807422461, -363838294332, 169219831030, 0, 0, 0, -356355431940, 0, 336526418133, -126933568932, -1252761711928, 0, 0, 0, 0, 0, -1051986956906, 0, 0, 0, -332551872655, -342184477224, 0, -2231673889938, 0, -1425860764908, -415342216438, 0, 2163601411512, 2005452923484, 0, 0, 1342744466630, 0, -1585396097888, 0, 0, 1113619595212, 371048011216, 3860055976474, 0, 3572213293956, -568457278871, -2061754531896, -995458794607, 1638658643892, 0, 0, 0, -1495199084302, 0, -641254022864, -1229099194188, 123601645192, 0, 0, 0, 0, 0, 35113095844, 0, 0, 0, -582524803992, -1182368002628, 0, -1220770824959, 0, -1267003525820, -771014010600, 0, 2633312134916, 2306949650243, 0, 0, 2859392282692, 0, -1643530347294, 0, 0, 1004059496247, -2925833346186, 2690915934040, 0, 1078102044694, -1632847366860, -123434786064, 1099542356872, 1068887640366, 0, 0, 0, -2332818951471, 0, 1111990064262, -3404174566164, -674799550021, 0, 0, 0, 0, 0, 1391833044364, 0, 0, 0, -2225030603184, -883285088684, 0, -2846799701098, 0, -3897444814368, 737585609295, 0, 129583178521, 5640376939396, 0, 0, 2443091205492, 0, -2395834873921, 0, 0, 2865826245324, -1522024608884, 3297169786380, 0, 6393375221162, -2097087623836, -3880955272398, 1500988872645, 4073702029652, 0, 0, 0, -6684526188458, 0, 2746901793652, -1596014412996, 2075181065776, 0, 0, 0, 0, 0, 3438355627050, 0, 0, 0, -3902126624684, 717511544462, 0, -2404020200384, 0, -3607255948272, -77959187638, 0, 3004025247830, 2641234271249, 0, 0, 2341289320176, 0, -4591577255596, 0, 0, 3758951232646, -3051040635820, 3147738240810, 0, 2010296203214, -7164471717356, -5494890625856, 5116240422766, 3195318719952, 0, 0, 0, -3396844579952, 0, 2708501904322, -7666890783536, 2538394820004, 0, 0, 0, 0, 0, 1519149145368, 0, 0, 0, -3138956824604, -3617380058852, 0, -6975444925332, 0, -4989251889692, -101461581474, 0, 697271527570, 3849038862408, 0, 0, 4704034391569, 0, -1234298037271, 0, 0, 7499127707072, -2240807287934, 5107417896184, 0, 2057369101440, -5026742068540, -8295478810900, 6201334212667, 8416045146980, 0, 0, 0, -3376058014588, 0, 13779786713320, -2380532738297, -339456703062, 0, 0, 0, 0, 0, 5250845241940, 0, 0, 0, -17232245259848, -2304323730407, 0, -9597882008014, 0, -3477647647160, 3463203259788, 0, 3137492501610, 1840132765332, 0, 0, 11214145323348, 0, -3416594327772, 0, 0, 4012129473218, 1757815576638, 4885491494839, 0, 8091242713685, -12356866899858, -7251882366408, 7465018277976, 4792784377313, 0, 0, 0, -5153071708541, 0, 4435387505213, -4252024253320, 3631867377324, 0, 0, 0, 0, 0, 3882170059997, 0, 0, 0, -10663736750258, 5402514081072, 0, -11377514210356, 0, -16719020911492, -16119485485, 0, 1563155321692, 8750300789288, 0, 0, 5108823549785, 0, -692337784147, 0, 0, 13720278848452, -321096190285, 4562386009692, 0, 9799902825336, -9882494196060, -17213466332662, 2959869330983, 14015431649838, 0, 0, 0, -11294352337168, 0, 5679663557952, -5330757178515, 7680699637906, 0, 0, 0, 0, 0, 5838396241730, 0, 0, 0, -18500957869668, 3945586463360, 0, -4388360077175, 0, -8859167113475, 4076337466348, 0, 4338890529280, 6129112843201, 0, 0, 12315481607970, 0, -6870553924452, 0, 0, 6093685375412, 1419322235806, 11854671735784, 0, 8981444290896, -39011646358336, -13777016203740, 3678404355288, 12067867513578, 0, 0, 0, -2745051595997, 0, 7426312393522, -3421020718614, 5910666763273, 0, 0, 0, 0, 0, 3124779289816, 0, 0, 0, -20636754342787, 2040543500330, 0, -26930097047852, 0, -11550444837774, 6489225159108, 0, 4668587257381, 25362380592964, 0, 0, 7309395168912, 0, 684800815812, 0, 0, 11304632526870, -4378373370110, 21310361834080], 'weight': 9, 'weight_parity': -1}
• mf_twists_cc •

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

  
  
  • id: 34617222
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 42, 'source_dim': 28, 'source_embedding_index': 21, 'source_hecke_orbit_code': 4503668497842219, 'source_is_minimal': True, 'source_label': '43.9.b.b.42.21', 'source_level': 43, 'target_conrey_index': 42, 'target_dim': 28, 'target_embedding_index': 21, 'target_hecke_orbit_code': 4503668497842219, 'target_is_minimal': True, 'target_label': '43.9.b.b.42.21', 'target_level': 43, 'twist_class_label': '43.9.b.b.42.8', 'twist_class_level': 43, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 9}
  • id: 34617223
    {'conductor': 43, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 42, 'source_dim': 28, 'source_embedding_index': 21, 'source_hecke_orbit_code': 4503668497842219, 'source_is_minimal': True, 'source_label': '43.9.b.b.42.21', 'source_level': 43, 'target_conrey_index': 42, 'target_dim': 28, 'target_embedding_index': 8, 'target_hecke_orbit_code': 4503668497842219, 'target_is_minimal': True, 'target_label': '43.9.b.b.42.8', 'target_level': 43, 'twist_class_label': '43.9.b.b.42.8', 'twist_class_level': 43, 'twisting_char_label': '43.42', 'twisting_conrey_index': 42, 'weight': 9}
• hecke_orbit_code 4503668497842219 does not appear in mf_hecke_charpolys
• 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': 2, 'label': '43.9.b.b', 'level': 43, 'portrait': 'data:image/png;base64,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', 'weight': 9}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 80206000
    {'hecke_orbit_code': 4503668497842219, 'n': 1, 'trace_an': 28}
  • id: 80206001
    {'hecke_orbit_code': 4503668497842219, 'n': 2, 'trace_an': 0}
  • id: 80206002
    {'hecke_orbit_code': 4503668497842219, 'n': 3, 'trace_an': 0}
  • id: 80206003
    {'hecke_orbit_code': 4503668497842219, 'n': 4, 'trace_an': -4284}
  • id: 80206004
    {'hecke_orbit_code': 4503668497842219, 'n': 5, 'trace_an': 0}
  • id: 80206005
    {'hecke_orbit_code': 4503668497842219, 'n': 6, 'trace_an': -1794}
  • id: 80206006
    {'hecke_orbit_code': 4503668497842219, 'n': 7, 'trace_an': 0}
  • id: 80206007
    {'hecke_orbit_code': 4503668497842219, 'n': 8, 'trace_an': 0}
  • id: 80206008
    {'hecke_orbit_code': 4503668497842219, 'n': 9, 'trace_an': -80754}
  • id: 80206009
    {'hecke_orbit_code': 4503668497842219, 'n': 10, 'trace_an': 24982}
  • id: 80206010
    {'hecke_orbit_code': 4503668497842219, 'n': 11, 'trace_an': 4538}
  • id: 80206011
    {'hecke_orbit_code': 4503668497842219, 'n': 12, 'trace_an': 0}
  • id: 80206012
    {'hecke_orbit_code': 4503668497842219, 'n': 13, 'trace_an': 22086}
  • id: 80206013
    {'hecke_orbit_code': 4503668497842219, 'n': 14, 'trace_an': 24732}
  • id: 80206014
    {'hecke_orbit_code': 4503668497842219, 'n': 15, 'trace_an': 15388}
  • id: 80206015
    {'hecke_orbit_code': 4503668497842219, 'n': 16, 'trace_an': 525812}
  • id: 80206016
    {'hecke_orbit_code': 4503668497842219, 'n': 17, 'trace_an': -135136}
  • id: 80206017
    {'hecke_orbit_code': 4503668497842219, 'n': 18, 'trace_an': 0}
  • id: 80206018
    {'hecke_orbit_code': 4503668497842219, 'n': 19, 'trace_an': 0}
  • id: 80206019
    {'hecke_orbit_code': 4503668497842219, 'n': 20, 'trace_an': 0}
  • id: 80206020
    {'hecke_orbit_code': 4503668497842219, 'n': 21, 'trace_an': -261352}
  • id: 80206021
    {'hecke_orbit_code': 4503668497842219, 'n': 22, 'trace_an': 0}
  • id: 80206022
    {'hecke_orbit_code': 4503668497842219, 'n': 23, 'trace_an': -184432}
  • id: 80206023
    {'hecke_orbit_code': 4503668497842219, 'n': 24, 'trace_an': 1770326}
  • id: 80206024
    {'hecke_orbit_code': 4503668497842219, 'n': 25, 'trace_an': -2640434}
  • id: 80206025
    {'hecke_orbit_code': 4503668497842219, 'n': 26, 'trace_an': 0}
  • id: 80206026
    {'hecke_orbit_code': 4503668497842219, 'n': 27, 'trace_an': 0}
  • id: 80206027
    {'hecke_orbit_code': 4503668497842219, 'n': 28, 'trace_an': 0}
  • id: 80206028
    {'hecke_orbit_code': 4503668497842219, 'n': 29, 'trace_an': 0}
  • id: 80206029
    {'hecke_orbit_code': 4503668497842219, 'n': 30, 'trace_an': 0}
  • id: 80206030
    {'hecke_orbit_code': 4503668497842219, 'n': 31, 'trace_an': -110272}
  • id: 80206031
    {'hecke_orbit_code': 4503668497842219, 'n': 32, 'trace_an': 0}
  • id: 80206032
    {'hecke_orbit_code': 4503668497842219, 'n': 33, 'trace_an': 0}
  • id: 80206033
    {'hecke_orbit_code': 4503668497842219, 'n': 34, 'trace_an': 0}
  • id: 80206034
    {'hecke_orbit_code': 4503668497842219, 'n': 35, 'trace_an': 10947816}
  • id: 80206035
    {'hecke_orbit_code': 4503668497842219, 'n': 36, 'trace_an': 11602066}
  • id: 80206036
    {'hecke_orbit_code': 4503668497842219, 'n': 37, 'trace_an': 0}
  • id: 80206037
    {'hecke_orbit_code': 4503668497842219, 'n': 38, 'trace_an': -7189158}
  • id: 80206038
    {'hecke_orbit_code': 4503668497842219, 'n': 39, 'trace_an': 0}
  • id: 80206039
    {'hecke_orbit_code': 4503668497842219, 'n': 40, 'trace_an': -21389338}
  • id: 80206040
    {'hecke_orbit_code': 4503668497842219, 'n': 41, 'trace_an': 1301336}
  • id: 80206041
    {'hecke_orbit_code': 4503668497842219, 'n': 42, 'trace_an': 0}
  • id: 80206042
    {'hecke_orbit_code': 4503668497842219, 'n': 43, 'trace_an': 2473420}
  • id: 80206043
    {'hecke_orbit_code': 4503668497842219, 'n': 44, 'trace_an': -8818480}
  • id: 80206044
    {'hecke_orbit_code': 4503668497842219, 'n': 45, 'trace_an': 0}
  • id: 80206045
    {'hecke_orbit_code': 4503668497842219, 'n': 46, 'trace_an': 0}
  • id: 80206046
    {'hecke_orbit_code': 4503668497842219, 'n': 47, 'trace_an': 1983566}
  • id: 80206047
    {'hecke_orbit_code': 4503668497842219, 'n': 48, 'trace_an': 0}
  • id: 80206048
    {'hecke_orbit_code': 4503668497842219, 'n': 49, 'trace_an': -15560936}
  • id: 80206049
    {'hecke_orbit_code': 4503668497842219, 'n': 50, 'trace_an': 0}
  • id: 80206050
    {'hecke_orbit_code': 4503668497842219, 'n': 51, 'trace_an': 0}
  • id: 80206051
    {'hecke_orbit_code': 4503668497842219, 'n': 52, 'trace_an': 12927876}
  • id: 80206052
    {'hecke_orbit_code': 4503668497842219, 'n': 53, 'trace_an': 23942594}
  • id: 80206053
    {'hecke_orbit_code': 4503668497842219, 'n': 54, 'trace_an': -13757972}
  • id: 80206054
    {'hecke_orbit_code': 4503668497842219, 'n': 55, 'trace_an': 0}
  • id: 80206055
    {'hecke_orbit_code': 4503668497842219, 'n': 56, 'trace_an': 34967256}
  • id: 80206056
    {'hecke_orbit_code': 4503668497842219, 'n': 57, 'trace_an': 35225148}
  • id: 80206057
    {'hecke_orbit_code': 4503668497842219, 'n': 58, 'trace_an': 22565734}
  • id: 80206058
    {'hecke_orbit_code': 4503668497842219, 'n': 59, 'trace_an': -5554336}
  • id: 80206059
    {'hecke_orbit_code': 4503668497842219, 'n': 60, 'trace_an': -44902072}
  • id: 80206060
    {'hecke_orbit_code': 4503668497842219, 'n': 61, 'trace_an': 0}
  • id: 80206061
    {'hecke_orbit_code': 4503668497842219, 'n': 62, 'trace_an': 0}
  • id: 80206062
    {'hecke_orbit_code': 4503668497842219, 'n': 63, 'trace_an': 0}
  • id: 80206063
    {'hecke_orbit_code': 4503668497842219, 'n': 64, 'trace_an': -170444572}
  • id: 80206064
    {'hecke_orbit_code': 4503668497842219, 'n': 65, 'trace_an': 0}
  • id: 80206065
    {'hecke_orbit_code': 4503668497842219, 'n': 66, 'trace_an': -48457584}
  • id: 80206066
    {'hecke_orbit_code': 4503668497842219, 'n': 67, 'trace_an': -130953802}
  • id: 80206067
    {'hecke_orbit_code': 4503668497842219, 'n': 68, 'trace_an': 150021122}
  • id: 80206068
    {'hecke_orbit_code': 4503668497842219, 'n': 69, 'trace_an': 0}
  • id: 80206069
    {'hecke_orbit_code': 4503668497842219, 'n': 70, 'trace_an': 0}
  • id: 80206070
    {'hecke_orbit_code': 4503668497842219, 'n': 71, 'trace_an': 0}
  • id: 80206071
    {'hecke_orbit_code': 4503668497842219, 'n': 72, 'trace_an': 0}
  • id: 80206072
    {'hecke_orbit_code': 4503668497842219, 'n': 73, 'trace_an': 0}
  • id: 80206073
    {'hecke_orbit_code': 4503668497842219, 'n': 74, 'trace_an': 205870278}
  • id: 80206074
    {'hecke_orbit_code': 4503668497842219, 'n': 75, 'trace_an': 0}
  • id: 80206075
    {'hecke_orbit_code': 4503668497842219, 'n': 76, 'trace_an': 0}
  • id: 80206076
    {'hecke_orbit_code': 4503668497842219, 'n': 77, 'trace_an': 0}
  • id: 80206077
    {'hecke_orbit_code': 4503668497842219, 'n': 78, 'trace_an': 267860612}
  • id: 80206078
    {'hecke_orbit_code': 4503668497842219, 'n': 79, 'trace_an': 7380250}
  • id: 80206079
    {'hecke_orbit_code': 4503668497842219, 'n': 80, 'trace_an': 0}
  • id: 80206080
    {'hecke_orbit_code': 4503668497842219, 'n': 81, 'trace_an': -57601004}
  • id: 80206081
    {'hecke_orbit_code': 4503668497842219, 'n': 82, 'trace_an': 0}
  • id: 80206082
    {'hecke_orbit_code': 4503668497842219, 'n': 83, 'trace_an': -42603970}
  • id: 80206083
    {'hecke_orbit_code': 4503668497842219, 'n': 84, 'trace_an': 251931292}
  • id: 80206084
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