Newform data - 27.8.a.d

Formats: - HTML - YAML - JSON - 2025-04-22T12:12:26.940004

• 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': 1728, 'analytic_conductor': 8.434395688071287, 'analytic_rank': 0, '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': 168, 'field_disc_factorization': [[2, 3], [3, 1], [7, 1]], 'field_poly': [-42, 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, [-378, 0, 1]]], 'hecke_orbit': 4, 'hecke_orbit_code': 13510799016329243, 'hecke_ring_generator_nbound': 2, 'hecke_ring_index': 3, 'hecke_ring_index_factorization': [[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': '27.8.a.d', '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': '27.8.a.d', 'nf_label': '2.2.168.1', 'prim_orbit_index': 1, 'qexp_display': 'q+\\beta q^{2}+250q^{4}+20\\beta q^{5}-1261q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '7.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '27.8.a', 'trace_display': [0, 0, 0, -2522], 'trace_hash': 549056971265466249, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.017', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.933', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '15.349', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '152.470', 'prec': 24}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.509', 'prec': 17}, 'traces': [2, 0, 0, 500, 0, 0, -2522, 0, 0, 15120, 0, 0, 19162, 0, 0, 28232, 0, 0, -43862, 0, 0, 57456, 0, 0, 146150, 0, 0, -630500, 0, 0, -101816, 0, 0, -825552, 0, 0, 492934, 0, 0, 1844640, 0, 0, 631024, 0, 0, -3341520, 0, 0, 1533156, 0, 0, 4790500, 0, 0, 1149120, 0, 0, -1257984, 0, 0, -995906, 0, 0, -4747696, 0, 0, 2672722, 0, 0, -19066320, 0, 0, 6501586, 0, 0, -10965500, 0, 0, 12150970, 0, 0, 23756544, 0, 0, -16511040, 0, 0, 7009632, 0, 0, -24163282, 0, 0, 16532208, 0, 0, 13141258, 0, 0, 36537500, 0, 0, 825022, 0, 0, 4953312, 0, 0, 36932116, 0, 0, -35600552, 0, 0, -66830400, 0, 0, -37488528, 0, 0, -34607686, 0, 0, -25454000, 0, 0, -34041128, 0, 0, 144864720, 0, 0, 55309982, 0, 0, -100717344, 0, 0, -85918346, 0, 0, 35072352, 0, 0, -25159680, 0, 0, 123233500, 0, 0, 136089538, 0, 0, -72452016, 0, 0, -24735284, 0, 0, -22680000, 0, 0, 40637974, 0, 0, 318530016, 0, 0, 58094088, 0, 0, 157756000, 0, 0, -184295150, 0, 0, -507079440, 0, 0, 128755858, 0, 0, -407665440, 0, 0, -62741952, 0, 0, -331596720, 0, 0, 394049422, 0, 0, 383289000, 0, 0, -25348658, 0, 0, -535272192, 0, 0, 475130880, 0, 0, 270490792, 0, 0, -442686914, 0, 0, -394495920, 0, 0, 128389976, 0, 0, 287280000, 0, 0, -271913096, 0, 0, 798151536, 0, 0, 10270468, 0, 0, -153474048, 0, 0, 330644160, 0, 0, 1041021072, 0, 0, 359767330, 0, 0, -248976500, 0, 0, -420241822, 0, 0, -76356000, 0, 0, -253955520, 0, 0, -1041772000, 0, 0, -621589774, 0, 0, -155832768, 0, 0, 99066240, 0, 0, 668180500, 0, 0, -1136816798, 0, 0, 383168016, 0, 0, 498481252, 0, 0, -2326091040, 0, 0, 959337856, 0, 0, 550485936, 0, 0, 80825438, 0, 0, 1625396500, 0, 0, -749770560, 0, 0, 741224736, 0, 0, -795721264, 0, 0, -619155992, 0, 0, -217461920, 0, 0, -769728960, 0, 0, -1663454954, 0, 0, 3037742500, 0, 0, -95606784, 0, 0, 4213656720, 0, 0, 1400263150, 0, 0, 2898298368, 0, 0, -38213786, 0, 0, -3457124496, 0, 0, 1485359578, 0, 0, -4127760000, 0, 0, 143665730, 0, 0, -5060240640, 0, 0, 1643718310, 0, 0, -86184000, 0, 0, 701447040, 0, 0, 1592371872, 0, 0, -825805956, 0, 0, -6040820500, 0, 0, -1185909410, 0, 0, 3726581040, 0, 0, 1755971254, 0, 0, 2016929376, 0, 0, -303245150, 0, 0, -3878639856, 0, 0, -1449040320, 0, 0, 3285314500, 0, 0, 3648939840, 0, 0, -5695374384, 0, 0, -1609702484, 0, 0, 2063053400, 0, 0, -975499096, 0, 0, 1586317824, 0, 0, 323269570, 0, 0, 206255500, 0, 0, 6370600320, 0, 0, -1260067536, 0, 0, 4080518026, 0, 0, 604304064, 0, 0, 1255837466, 0, 0, 4770541440, 0, 0, -5562079484, 0, 0, 9233029000, 0, 0, 900661048, 0, 0, -7909613712, 0, 0, -10141588800, 0, 0, 5986844656, 0, 0, 1805497344, 0, 0, 2266252128, 0, 0, -4755951668, 0, 0, -16707600000, 0, 0, 3514105270, 0, 0, -198604224, 0, 0, -3370302442, 0, 0, -4573600416, 0, 0, -3205215650, 0, 0, 10339799904, 0, 0, 4722800654, 0, 0, -8651921500, 0, 0, 7627696726, 0, 0, 11590659360, 0, 0, 1373718528, 0, 0, -1437234656, 0, 0, -4082916032, 0, 0, -3631013568, 0, 0, -10705443840, 0, 0, -8510282000, 0, 0, -8198499946, 0, 0, 1820066976, 0, 0, 1256447808, 0, 0, 17673495840, 0, 0, 1953753394, 0, 0, 11299605408, 0, 0, 7959867506, 0, 0, 13827495500, 0, 0, -7889918400, 0, 0, 7050332016, 0, 0, -3256657430, 0, 0, 1238328000, 0, 0, 9437961958, 0, 0, 4198597200, 0, 0, -15322373170, 0, 0, -21479586500, 0, 0, 6045840944, 0, 0, 5131824768, 0, 0, 15963030720, 0, 0, 4278826944, 0, 0, -847358630, 0, 0, -29957001984, 0, 0, -10453825850, 0, 0, -6289920000, 0, 0, 376451712, 0, 0, -18536348880, 0, 0, 2232926696, 0, 0, 6958256344, 0, 0, 20820421440, 0, 0, -32015103120, 0, 0, -9960545900, 0, 0, 34022384500, 0, 0, 14185347526, 0, 0, -7529049360, 0, 0, 12544060126, 0, 0, -8839145952, 0, 0, -5909179718, 0, 0, -10815478128, 0, 0, -12945088750, 0, 0, -6183821000, 0, 0, -11621587406, 0, 0, 33298407072, 0, 0, 14689167636, 0, 0, -32989541760, 0, 0, 9497390032, 0, 0, 18105180912, 0, 0, -2849128128, 0, 0, 10159493500, 0, 0, -3116655360, 0, 0, -20847114288, 0, 0, 10521189406, 0, 0, 38860661952, 0, 0, 5560289280, 0, 0, 20205778320, 0, 0, 25891541350, 0, 0, 14523522000, 0, 0, -16571126338, 0, 0, -2924970048, 0, 0, 7663360320, 0, 0, 8907534784, 0, 0, -27339038480, 0, 0, -2280096, 0, 0, -25942146048, 0, 0, -46073787500, 0, 0, -10810535554, 0, 0, -311683680, 0, 0, 26797610554, 0, 0, -61863691680, 0, 0, 11009718720, 0, 0, -30224719728, 0, 0, -1040352742, 0, 0, 32188964500, 0, 0, -22293134552, 0, 0, 49151990160, 0, 0, 20430913204, 0, 0, 5012280000, 0, 0, -3514952480, 0, 0, -6246126432, 0, 0, 14824494720, 0, 0, -15685488000, 0, 0, -16305024374, 0, 0, -12052744704, 0, 0, -33067104278, 0, 0, -40454799840, 0, 0, -46571398276, 0, 0, 59888795904, 0, 0, -6499805858, 0, 0, 98512355500, 0, 0, -7440204200, 0, 0, -47273426928, 0, 0, 2665498752, 0, 0, 21642030096, 0, 0, -7178344550, 0, 0, 91861333200, 0, 0, -9541775386, 0, 0, -6337164500, 0, 0, -18053171136, 0, 0, -36960519456, 0, 0, 84273134400, 0, 0, -65303207424, 0, 0, 29256891664, 0, 0, 14161007952, 0, 0, -13838987344, 0, 0, 118782720000, 0, 0, 12840024466, 0, 0, 47273033808, 0, 0, 33138715666, 0, 0, -45487675376, 0, 0, -69142489920, 0, 0, 2587476528, 0, 0, -32406467242, 0, 0, -110671728500, 0, 0, 43640292046, 0, 0, -60327212400, 0, 0, 12553530262, 0, 0, -48128502240, 0, 0, -37656538946, 0, 0, 13203651888, 0, 0, -101204812800, 0, 0, 32097494000, 0, 0, 25607349482, 0, 0, 73282875120, 0, 0, 57031056550, 0, 0, 16220977920, 0, 0, 2958163078, 0, 0, -89822023200, 0, 0, 42925862408, 0, 0, -67978274000, 0, 0, 31847437440, 0, 0, -35218275120, 0, 0, -5409016704, 0, 0, 97374487392, 0, 0, 70450258498, 0, 0, -182674411920, 0, 0, 24208281216, 0, 0, 2567617000, 0, 0, 46959747304, 0, 0, -93604620816, 0, 0, 36021152050, 0, 0, 1886976000, 0, 0, -33623644236, 0, 0, -11986897104, 0, 0, 21361708246, 0, 0, 82661040000, 0, 0, -105003924480, 0, 0, 18128057472, 0, 0, 62291695466, 0, 0, 127004570784, 0, 0, -77572797120, 0, 0, 155000303136, 0, 0, -49841979294, 0, 0, 89941832500, 0, 0, 79349200138, 0, 0, 99347910480, 0, 0, 108343034306, 0, 0, -14058209096, 0, 0, -38538037440, 0, 0, -99429286320, 0, 0, -113907487680, 0, 0, -105060455500, 0, 0, -20375592674, 0, 0, -44226235872, 0, 0, 33152425468, 0, 0, -9315432000], 'weight': 8, '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], [250, 0], [0, 20], [0, 0], [-1261, 0], [0, 122], [0, 0], [7560, 0], [0, 76], [0, 0], [9581, 0], [0, -1261], [0, 0], [14116, 0], [0, -1092], [0, 0], [-21931, 0], [0, 5000], [0, 0], [28728, 0], [0, -4420], [0, 0], [73075, 0], [0, 9581], [0, 0], [-315250, 0], [0, -1664], [0, 0], [-50908, 0], [0, -1500], [0, 0], [-412776, 0], [0, -25220], [0, 0], [246467, 0], [0, -21931], [0, 0], [922320, 0], [0, 31424], [0, 0], [315512, 0], [0, 19000], [0, 0], [-1670760, 0], [0, 21868], [0, 0], [766578, 0], [0, 73075], [0, 0], [2395250, 0], [0, 6552], [0, 0], [574560, 0], [0, -153842], [0, 0], [-628992, 0], [0, -49588], [0, 0], [-497953, 0], [0, -50908], [0, 0], [-2373848, 0], [0, 191620], [0, 0], [1336361, 0], [0, -273000], [0, 0], [-9533160, 0], [0, 46392], [0, 0], [3250793, 0], [0, 246467], [0, 0], [-5482750, 0], [0, -95836], [0, 0], [6075485, 0], [0, 282320], [0, 0], [11878272, 0], [0, 421336], [0, 0], [-8255520, 0], [0, 315512], [0, 0], [3504816, 0], [0, -670740], [0, 0], [-12081641, 0], [0, -1105000], [0, 0], [8266104, 0], [0, -438620], [0, 0], [6570629, 0], [0, 766578], [0, 0], [18268750, 0]], 'ap': [[0, 1], [0, 0], [0, 20], [-1261, 0], [0, 76], [9581, 0], [0, -1092], [-21931, 0], [0, -4420], [0, -1664], [-50908, 0], [246467, 0], [0, 31424], [315512, 0], [0, 21868], [0, 6552], [0, -49588], [-497953, 0], [1336361, 0], [0, 46392], [3250793, 0], [6075485, 0], [0, 421336], [0, -670740], [6570629, 0], [0, -708032], [412511, 0], [0, -521820], [18466058, 0], [0, 1055756], [-17020564, 0], [0, -206128], [0, 506836], [-42959173, 0], [0, 980456], [68044769, 0], [-12367642, 0], [20318987, 0], [0, -4572916], [0, -6693440], [0, 2106312], [64377929, 0], [0, -5130476], [197024711, 0], [0, -7533564], [-12674329, 0], [-221343457, 0], [-135956548, 0], [0, 2997688], [5135234, 0], [0, -262704], [0, 13676984], [179883665, 0], [0, -4802928], [0, 2407496], [0, 14946568], [0, 9325836], [-568408399, 0], [249240626, 0], [0, 6788128], [479668928, 0], [0, -24518980], [-108730960, 0], [0, -14306188], [-831727477, 0], [0, 44045512], [-19106893, 0], [742679789, 0], [0, -3016], [821859155, 0], [0, -412280], [0, -39979788], [-592954705, 0], [877985627, 0], [-151622575, 0], [0, 79217984], [0, -62530988], [-804851242, 0], [0, -48889576], [161634785, 0], [0, 3422588], [2040259013, 0], [0, 17465148], [-2781039742, 0], [450330524, 0], [0, -118812200], [0, -46585020], [-2377975834, 0], [0, -123815636], [1757052635, 0], [0, -15855684], [0, 205026856], [3813848363, 0], [0, -131520220], [-2041458016, 0], [0, -81197220], [0, 47606948], [0, -4476732], [976876697, 0], [-1628328715, 0], [4718980979, 0], [0, -395732244], [0, 429240032], [0, 366761980], [-423679315, 0], [-5226912925, 0], [0, -226146476], [0, 112301352], [0, -39599872], [-4980272950, 0], [7092673763, 0], [6272030063, 0], [0, -528569020], [-2954589859, 0], [-5810793703, 0], [0, -79555736], [4748695016, 0], [0, 29102112], [0, 275430584], [0, -504178376], [5260594703, 0], [12945770675, 0], [0, 29772964], [0, -218418576], [-13669519240, 0], [0, 91675116], [13398805277, 0], [0, 82767048], [-11146567276, 0], [10215456602, 0], [-1757476240, 0], [0, 389507900], [-8152512187, 0], [-16533552139, 0], [0, 460193564], [-3249902929, 0], [0, 763681416], [-3589172275, 0], [0, -219906544], [0, -1149558696], [14628445832, 0], [0, -1304839292], [6420012233, 0], [0, -679459332], [16569357833, 0], [0, 993408040], [6276765131, 0], [0, -208770536], [-18828269473, 0], [0, 1596245580], [28515528275, 0], [0, -1008903324], [1479081539, 0], [0, -689728312], [35225129249, 0], [0, 1793587120], [23479873652, 0], [0, -716375336], [10680854123, 0], [0, 708926300], [0, 2193543604], [0, -549218436], [39674600069, 0], [0, -1456398684], [0, -277114264], [0, -1290990668], [-10187796337, 0], [16576212734, 0]], 'char_orbit_index': 1, 'field_poly': [-42, 0, 1], 'hecke_orbit_code': 13510799016329243, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1], 'hecke_ring_inverse_denominators': [1, 3], 'hecke_ring_inverse_numerators': [[1, 0], [0, 1]], 'hecke_ring_numerators': [[1, 0], [0, 3]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 2, 'label': '27.8.a.d', 'level': 27, 'maxp': 997, 'weight': 8}
• 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, 4], 'Nk2': 1728, 'analytic_conductor': 8.434395688071287, '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': 18, 'dim': 9, 'eis_dim': 6, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 134217755, 'hecke_orbit_dims': [1, 2, 2, 2, 2], 'label': '27.8.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': 24, 'mf_new_dim': 9, 'num_forms': 5, 'plus_dim': 5, 'prim_orbit_index': 1, 'relative_dim': 9, 'sturm_bound': 24, 'trace_bound': 4, 'trace_display': [0, 0, 0, -477], 'traces': [9, 0, 0, 486, 0, 0, -477, 0, 0, 10566, 0, 0, 3465, 0, 0, -14166, 0, 0, -62379, 0, 0, 276930, 0, 0, -116289, 0, 0, -306054, 0, 0, 459468, 0, 0, -1531440, 0, 0, -293553, 0, 0, 3203082, 0, 0, -1441656, 0, 0, -1755612, 0, 0, 4729986, 0, 0, -688860, 0, 0, -178056, 0, 0, 580140, 0, 0, -974637, 0, 0, -4297662, 0, 0, -1320615, 0, 0, -8772174, 0, 0, 6787089, 0, 0, -16525728, 0, 0, 30330405, 0, 0, 26821620, 0, 0, -34065792, 0, 0, 11245590, 0, 0, -33990489, 0, 0, -8233524, 0, 0, 20656197, 0, 0, 35870220, 0, 0, -21549609, 0, 0, 23871186, 0, 0, 15141402, 0, 0, -27050778, 0, 0, 1953360, 0, 0, 18967320, 0, 0, -6968727, 0, 0, -134546814, 0, 0, -53639100, 0, 0, 159201144, 0, 0, 65581371, 0, 0, -80603856, 0, 0, 95847579, 0, 0, -198678960, 0, 0, -162765576, 0, 0, 145007064, 0, 0, 64803249, 0, 0, 211379958, 0, 0, 57450798, 0, 0, -146831670, 0, 0, -115252965, 0, 0, 385808850, 0, 0, 261407376, 0, 0, 89846028, 0, 0, -452527839, 0, 0, -600416820, 0, 0, 29495493, 0, 0, -260524116, 0, 0, 298110240, 0, 0, -139652676, 0, 0, 296937639, 0, 0, 517465980, 0, 0, -134799561, 0, 0, -1079428230, 0, 0, 335317176, 0, 0, 990640080, 0, 0, -479869425, 0, 0, 317488410, 0, 0, -580449672, 0, 0, 507522870, 0, 0, 350962236, 0, 0, 78798132, 0, 0, -1003395294, 0, 0, -893195820, 0, 0, 1155549168, 0, 0, 194104080, 0, 0, 1097029773, 0, 0, -610045596, 0, 0, 736240905, 0, 0, -236596662, 0, 0, -643014360, 0, 0, -1247379102, 0, 0, -1919762487, 0, 0, 1144247130, 0, 0, 1327662252, 0, 0, 1174789080, 0, 0, -1245647871, 0, 0, 3061072476, 0, 0, -97547238, 0, 0, -2974634298, 0, 0, -722348784, 0, 0, -3001740408, 0, 0, 1976996007, 0, 0, 2158698438, 0, 0, 231288768, 0, 0, -1110958650, 0, 0, 2085534864, 0, 0, 550722636, 0, 0, -1525687632, 0, 0, -3326222538, 0, 0, -5800758885, 0, 0, 5411522268, 0, 0, -173006208, 0, 0, 8214498540, 0, 0, 214657659, 0, 0, 3680615340, 0, 0, -113955165, 0, 0, -5946523596, 0, 0, -1334662695, 0, 0, -4792852080, 0, 0, 7052648049, 0, 0, -3148613298, 0, 0, 3758333535, 0, 0, -4424471370, 0, 0, 1649114208, 0, 0, 5023545750, 0, 0, -3686946822, 0, 0, -13311471780, 0, 0, -5087026305, 0, 0, 7085610828, 0, 0, 312350751, 0, 0, 8480984292, 0, 0, 2270266209, 0, 0, 2300356440, 0, 0, 1880112564, 0, 0, -2463318846, 0, 0, -7335556128, 0, 0, -7342788942, 0, 0, 5851309662, 0, 0, 1649465856, 0, 0, 3426299460, 0, 0, -4585072572, 0, 0, 7994474289, 0, 0, 3120346332, 0, 0, 2060900856, 0, 0, -7379848620, 0, 0, -6446456703, 0, 0, 7709496894, 0, 0, 2465177517, 0, 0, 8095576068, 0, 0, -12074192514, 0, 0, 15159173868, 0, 0, -5024779884, 0, 0, -8072399520, 0, 0, -6893857080, 0, 0, -10410208146, 0, 0, 12676643568, 0, 0, 3836976552, 0, 0, -833168070, 0, 0, -14843678580, 0, 0, 10870318539, 0, 0, 1195646292, 0, 0, -10452875769, 0, 0, -1796033880, 0, 0, -9835812801, 0, 0, 14966829900, 0, 0, 12952237923, 0, 0, -2374256376, 0, 0, 1531350675, 0, 0, 20341737468, 0, 0, 7309794240, 0, 0, -285180822, 0, 0, -20431951344, 0, 0, -19462023360, 0, 0, -9923342148, 0, 0, -9766348470, 0, 0, -798435045, 0, 0, 4045299336, 0, 0, 9561468600, 0, 0, 8592849288, 0, 0, 4828619241, 0, 0, -6574479084, 0, 0, 14513394321, 0, 0, 9492849792, 0, 0, -12161466360, 0, 0, 7415613180, 0, 0, -14836800303, 0, 0, 2095742160, 0, 0, 16094353923, 0, 0, 1534356072, 0, 0, -6002256141, 0, 0, -10628307252, 0, 0, 22740862968, 0, 0, -2110723200, 0, 0, 21603761496, 0, 0, 11892875760, 0, 0, -25386779475, 0, 0, -20698388388, 0, 0, -34821369513, 0, 0, -5941906380, 0, 0, 19790953560, 0, 0, -1444710348, 0, 0, -973652868, 0, 0, 9930544668, 0, 0, 20537441568, 0, 0, -41311528560, 0, 0, 1347375150, 0, 0, 45349691094, 0, 0, 1893388347, 0, 0, -8725113648, 0, 0, -17372122389, 0, 0, -6287266854, 0, 0, -11589218307, 0, 0, -10803817980, 0, 0, -5333587767, 0, 0, -12518735904, 0, 0, -1893892599, 0, 0, 45070775370, 0, 0, 20514056850, 0, 0, -45869303718, 0, 0, 11418460200, 0, 0, -7037683488, 0, 0, 10889588304, 0, 0, 20285115660, 0, 0, -11425065912, 0, 0, 18553359780, 0, 0, 50630694795, 0, 0, 24516350118, 0, 0, -24740755200, 0, 0, 22422243924, 0, 0, -21337837821, 0, 0, 25662558798, 0, 0, -56149218225, 0, 0, -28990216350, 0, 0, -23056622424, 0, 0, 49119900156, 0, 0, 4938629112, 0, 0, -28173963042, 0, 0, 29403138240, 0, 0, -62652902220, 0, 0, 37801270359, 0, 0, -20754224820, 0, 0, 4025337129, 0, 0, -36872269740, 0, 0, 28317990816, 0, 0, 11387333700, 0, 0, -34780791231, 0, 0, -28523708820, 0, 0, -43728798852, 0, 0, 36605690982, 0, 0, 4453727850, 0, 0, -26796689460, 0, 0, 69474159504, 0, 0, 95269335030, 0, 0, 77830021764, 0, 0, -81362480400, 0, 0, -15452238123, 0, 0, -5873794128, 0, 0, -46993059207, 0, 0, -71766418572, 0, 0, -44129230146, 0, 0, 89914533120, 0, 0, 2894774175, 0, 0, 140259793878, 0, 0, 2479623372, 0, 0, -111086076330, 0, 0, -75533086656, 0, 0, 40435182468, 0, 0, -71407135107, 0, 0, 109929036240, 0, 0, 25387630335, 0, 0, 25004826414, 0, 0, 16538011488, 0, 0, -183631330440, 0, 0, 81635830920, 0, 0, -35580681450, 0, 0, 92286175896, 0, 0, -82328061276, 0, 0, -3366054072, 0, 0, 123063197580, 0, 0, -21856071015, 0, 0, 150624360936, 0, 0, -18802009827, 0, 0, -31286145960, 0, 0, -144349938576, 0, 0, 43372547640, 0, 0, -82787264109, 0, 0, -37161687960, 0, 0, 43670932047, 0, 0, 48859805664, 0, 0, 121436959815, 0, 0, -113521847490, 0, 0, -65669851377, 0, 0, 15561663300, 0, 0, -51626254140, 0, 0, -67752391554, 0, 0, -17832864771, 0, 0, 130382849736, 0, 0, 166765230063, 0, 0, 41065289694, 0, 0, 68971316931, 0, 0, -77455102968, 0, 0, -120593690064, 0, 0, -87644884608, 0, 0, -2116118952, 0, 0, -127472593860, 0, 0, -53534066400, 0, 0, 121743352044, 0, 0, 136332528417, 0, 0, -276264292536, 0, 0, 85991986980, 0, 0, 6218940852, 0, 0, 135563358204, 0, 0, 39409381350, 0, 0, -34299123867, 0, 0, 83603829780, 0, 0, 4069994346, 0, 0, -62758446462, 0, 0, -98243175357, 0, 0, 70844346180, 0, 0, -202647866400, 0, 0, -12433905396, 0, 0, -34423764543, 0, 0, 70012069200, 0, 0, -91248102144, 0, 0, 178541225100, 0, 0, 12391637517, 0, 0, 84980428200, 0, 0, 231969147957, 0, 0, 66357758106, 0, 0, 195495366861, 0, 0, 30954046248, 0, 0, -7148954160, 0, 0, -4454128890, 0, 0, -46948814244, 0, 0, -136832967540, 0, 0, -22787928513, 0, 0, -240184417104, 0, 0, -21838202010, 0, 0, -84058946874], 'weight': 8, '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: 22137
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 4, 'source_is_minimal': True, 'source_label': '27.8.a.d', 'source_level': 27, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 4, 'target_is_minimal': True, 'target_label': '27.8.a.d', 'target_level': 27, 'twist_class_label': '27.8.a.d', 'twist_class_level': 27, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 8}
  • id: 22138
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 4, 'source_is_minimal': True, 'source_label': '27.8.a.d', 'source_level': 27, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 4, 'target_is_minimal': True, 'target_label': '27.8.a.d', 'target_level': 27, 'twist_class_label': '27.8.a.d', 'twist_class_level': 27, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 8}
  • id: 22139
    {'conductor': 9, 'degree': 2, 'multiplicity': 2, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 4, 'source_is_minimal': True, 'source_label': '27.8.a.d', 'source_level': 27, 'target_char_orbit': 3, 'target_dim': 4, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '81.8.c.e', 'target_level': 81, 'twist_class_label': '27.8.a.d', 'twist_class_level': 27, 'twisting_char_label': '9.c', 'twisting_char_orbit': 3, 'weight': 8}
  • id: 22140
    {'conductor': 9, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 4, 'source_is_minimal': True, 'source_label': '27.8.a.d', 'source_level': 27, 'target_char_orbit': 3, 'target_dim': 4, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '81.8.c.e', 'target_level': 81, 'twist_class_label': '27.8.a.d', 'twist_class_level': 27, 'twisting_char_label': '9.d', 'twisting_char_orbit': 4, 'weight': 8}
  • id: 22141
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 4, 'source_is_minimal': True, 'source_label': '27.8.a.d', 'source_level': 27, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 15, 'target_is_minimal': False, 'target_label': '432.8.a.o', 'target_level': 432, 'twist_class_label': '27.8.a.d', 'twist_class_level': 27, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 8}
  • id: 22142
    {'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 4, 'source_is_minimal': True, 'source_label': '27.8.a.d', 'source_level': 27, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 15, 'target_is_minimal': False, 'target_label': '432.8.a.o', 'target_level': 432, 'twist_class_label': '27.8.a.d', 'twist_class_level': 27, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 8}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 103425
    {'charpoly_factorization': [[[-378, 0, 1], 1]], 'hecke_orbit_code': 13510799016329243, 'p': 2}
  • id: 103426
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 13510799016329243, 'p': 3}
  • id: 103427
    {'charpoly_factorization': [[[-151200, 0, 1], 1]], 'hecke_orbit_code': 13510799016329243, 'p': 5}
  • id: 103428
    {'charpoly_factorization': [[[1261, 1], 2]], 'hecke_orbit_code': 13510799016329243, 'p': 7}
  • id: 103429
    {'charpoly_factorization': [[[-2183328, 0, 1], 1]], 'hecke_orbit_code': 13510799016329243, 'p': 11}
  • id: 103430
    {'charpoly_factorization': [[[-9581, 1], 2]], 'hecke_orbit_code': 13510799016329243, 'p': 13}
  • id: 103431
    {'charpoly_factorization': [[[-450751392, 0, 1], 1]], 'hecke_orbit_code': 13510799016329243, 'p': 17}
  • id: 103432
    {'charpoly_factorization': [[[21931, 1], 2]], 'hecke_orbit_code': 13510799016329243, 'p': 19}
  • id: 103433
    {'charpoly_factorization': [[[-7384759200, 0, 1], 1]], 'hecke_orbit_code': 13510799016329243, 'p': 23}
  • id: 103434
    {'charpoly_factorization': [[[-1046642688, 0, 1], 1]], 'hecke_orbit_code': 13510799016329243, 'p': 29}
  • id: 103435
    {'charpoly_factorization': [[[50908, 1], 2]], 'hecke_orbit_code': 13510799016329243, 'p': 31}
  • id: 103436
    {'charpoly_factorization': [[[-246467, 1], 2]], 'hecke_orbit_code': 13510799016329243, 'p': 37}
  • id: 103437
    {'charpoly_factorization': [[[-373262819328, 0, 1], 1]], 'hecke_orbit_code': 13510799016329243, 'p': 41}
  • id: 103438
    {'charpoly_factorization': [[[-315512, 1], 2]], 'hecke_orbit_code': 13510799016329243, 'p': 43}
  • id: 103439
    {'charpoly_factorization': [[[-180763162272, 0, 1], 1]], 'hecke_orbit_code': 13510799016329243, 'p': 47}
  • id: 103440
    {'charpoly_factorization': [[[-16227050112, 0, 1], 1]], 'hecke_orbit_code': 13510799016329243, 'p': 53}
  • id: 103441
    {'charpoly_factorization': [[[-929490563232, 0, 1], 1]], 'hecke_orbit_code': 13510799016329243, 'p': 59}
  • id: 103442
    {'charpoly_factorization': [[[497953, 1], 2]], 'hecke_orbit_code': 13510799016329243, 'p': 61}
  • id: 103443
    {'charpoly_factorization': [[[-1336361, 1], 2]], 'hecke_orbit_code': 13510799016329243, 'p': 67}
  • id: 103444
    {'charpoly_factorization': [[[-813538276992, 0, 1], 1]], 'hecke_orbit_code': 13510799016329243, 'p': 71}
  • id: 103445
    {'charpoly_factorization': [[[-3250793, 1], 2]], 'hecke_orbit_code': 13510799016329243, 'p': 73}
  • id: 103446
    {'charpoly_factorization': [[[-6075485, 1], 2]], 'hecke_orbit_code': 13510799016329243, 'p': 79}
  • id: 103447
    {'charpoly_factorization': [[[-67104081410688, 0, 1], 1]], 'hecke_orbit_code': 13510799016329243, 'p': 83}
  • id: 103448
    {'charpoly_factorization': [[[-170059231792800, 0, 1], 1]], 'hecke_orbit_code': 13510799016329243, 'p': 89}
  • id: 103449
    {'charpoly_factorization': [[[-6570629, 1], 2]], 'hecke_orbit_code': 13510799016329243, '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': 4, 'label': '27.8.a.d', 'level': 27, 'portrait': 'data:image/png;base64,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', 'weight': 8}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 35328433
    {'hecke_orbit_code': 13510799016329243, 'n': 1, 'trace_an': 2}
  • id: 35328434
    {'hecke_orbit_code': 13510799016329243, 'n': 2, 'trace_an': 0}
  • id: 35328435
    {'hecke_orbit_code': 13510799016329243, 'n': 3, 'trace_an': 0}
  • id: 35328436
    {'hecke_orbit_code': 13510799016329243, 'n': 4, 'trace_an': 500}
  • id: 35328437
    {'hecke_orbit_code': 13510799016329243, 'n': 5, 'trace_an': 0}
  • id: 35328438
    {'hecke_orbit_code': 13510799016329243, 'n': 6, 'trace_an': 0}
  • id: 35328439
    {'hecke_orbit_code': 13510799016329243, 'n': 7, 'trace_an': -2522}
  • id: 35328440
    {'hecke_orbit_code': 13510799016329243, 'n': 8, 'trace_an': 0}
  • id: 35328441
    {'hecke_orbit_code': 13510799016329243, 'n': 9, 'trace_an': 0}
  • id: 35328442
    {'hecke_orbit_code': 13510799016329243, 'n': 10, 'trace_an': 15120}
  • id: 35328443
    {'hecke_orbit_code': 13510799016329243, 'n': 11, 'trace_an': 0}
  • id: 35328444
    {'hecke_orbit_code': 13510799016329243, 'n': 12, 'trace_an': 0}
  • id: 35328445
    {'hecke_orbit_code': 13510799016329243, 'n': 13, 'trace_an': 19162}
  • id: 35328446
    {'hecke_orbit_code': 13510799016329243, 'n': 14, 'trace_an': 0}
  • id: 35328447
    {'hecke_orbit_code': 13510799016329243, 'n': 15, 'trace_an': 0}
  • id: 35328448
    {'hecke_orbit_code': 13510799016329243, 'n': 16, 'trace_an': 28232}
  • id: 35328449
    {'hecke_orbit_code': 13510799016329243, 'n': 17, 'trace_an': 0}
  • id: 35328450
    {'hecke_orbit_code': 13510799016329243, 'n': 18, 'trace_an': 0}
  • id: 35328451
    {'hecke_orbit_code': 13510799016329243, 'n': 19, 'trace_an': -43862}
  • id: 35328452
    {'hecke_orbit_code': 13510799016329243, 'n': 20, 'trace_an': 0}
  • id: 35328453
    {'hecke_orbit_code': 13510799016329243, 'n': 21, 'trace_an': 0}
  • id: 35328454
    {'hecke_orbit_code': 13510799016329243, 'n': 22, 'trace_an': 57456}
  • id: 35328455
    {'hecke_orbit_code': 13510799016329243, 'n': 23, 'trace_an': 0}
  • id: 35328456
    {'hecke_orbit_code': 13510799016329243, 'n': 24, 'trace_an': 0}
  • id: 35328457
    {'hecke_orbit_code': 13510799016329243, 'n': 25, 'trace_an': 146150}
  • id: 35328458
    {'hecke_orbit_code': 13510799016329243, 'n': 26, 'trace_an': 0}
  • id: 35328459
    {'hecke_orbit_code': 13510799016329243, 'n': 27, 'trace_an': 0}
  • id: 35328460
    {'hecke_orbit_code': 13510799016329243, 'n': 28, 'trace_an': -630500}
  • id: 35328461
    {'hecke_orbit_code': 13510799016329243, 'n': 29, 'trace_an': 0}
  • id: 35328462
    {'hecke_orbit_code': 13510799016329243, 'n': 30, 'trace_an': 0}
  • id: 35328463
    {'hecke_orbit_code': 13510799016329243, 'n': 31, 'trace_an': -101816}
  • id: 35328464
    {'hecke_orbit_code': 13510799016329243, 'n': 32, 'trace_an': 0}
  • id: 35328465
    {'hecke_orbit_code': 13510799016329243, 'n': 33, 'trace_an': 0}
  • id: 35328466
    {'hecke_orbit_code': 13510799016329243, 'n': 34, 'trace_an': -825552}
  • id: 35328467
    {'hecke_orbit_code': 13510799016329243, 'n': 35, 'trace_an': 0}
  • id: 35328468
    {'hecke_orbit_code': 13510799016329243, 'n': 36, 'trace_an': 0}
  • id: 35328469
    {'hecke_orbit_code': 13510799016329243, 'n': 37, 'trace_an': 492934}
  • id: 35328470
    {'hecke_orbit_code': 13510799016329243, 'n': 38, 'trace_an': 0}
  • id: 35328471
    {'hecke_orbit_code': 13510799016329243, 'n': 39, 'trace_an': 0}
  • id: 35328472
    {'hecke_orbit_code': 13510799016329243, 'n': 40, 'trace_an': 1844640}
  • id: 35328473
    {'hecke_orbit_code': 13510799016329243, 'n': 41, 'trace_an': 0}
  • id: 35328474
    {'hecke_orbit_code': 13510799016329243, 'n': 42, 'trace_an': 0}
  • id: 35328475
    {'hecke_orbit_code': 13510799016329243, 'n': 43, 'trace_an': 631024}
  • id: 35328476
    {'hecke_orbit_code': 13510799016329243, 'n': 44, 'trace_an': 0}
  • id: 35328477
    {'hecke_orbit_code': 13510799016329243, 'n': 45, 'trace_an': 0}
  • id: 35328478
    {'hecke_orbit_code': 13510799016329243, 'n': 46, 'trace_an': -3341520}
  • id: 35328479
    {'hecke_orbit_code': 13510799016329243, 'n': 47, 'trace_an': 0}
  • id: 35328480
    {'hecke_orbit_code': 13510799016329243, 'n': 48, 'trace_an': 0}
  • id: 35328481
    {'hecke_orbit_code': 13510799016329243, 'n': 49, 'trace_an': 1533156}
  • id: 35328482
    {'hecke_orbit_code': 13510799016329243, 'n': 50, 'trace_an': 0}
  • id: 35328483
    {'hecke_orbit_code': 13510799016329243, 'n': 51, 'trace_an': 0}
  • id: 35328484
    {'hecke_orbit_code': 13510799016329243, 'n': 52, 'trace_an': 4790500}
  • id: 35328485
    {'hecke_orbit_code': 13510799016329243, 'n': 53, 'trace_an': 0}
  • id: 35328486
    {'hecke_orbit_code': 13510799016329243, 'n': 54, 'trace_an': 0}
  • id: 35328487
    {'hecke_orbit_code': 13510799016329243, 'n': 55, 'trace_an': 1149120}
  • id: 35328488
    {'hecke_orbit_code': 13510799016329243, 'n': 56, 'trace_an': 0}
  • id: 35328489
    {'hecke_orbit_code': 13510799016329243, 'n': 57, 'trace_an': 0}
  • id: 35328490
    {'hecke_orbit_code': 13510799016329243, 'n': 58, 'trace_an': -1257984}
  • id: 35328491
    {'hecke_orbit_code': 13510799016329243, 'n': 59, 'trace_an': 0}
  • id: 35328492
    {'hecke_orbit_code': 13510799016329243, 'n': 60, 'trace_an': 0}
  • id: 35328493
    {'hecke_orbit_code': 13510799016329243, 'n': 61, 'trace_an': -995906}
  • id: 35328494
    {'hecke_orbit_code': 13510799016329243, 'n': 62, 'trace_an': 0}
  • id: 35328495
    {'hecke_orbit_code': 13510799016329243, 'n': 63, 'trace_an': 0}
  • id: 35328496
    {'hecke_orbit_code': 13510799016329243, 'n': 64, 'trace_an': -4747696}
  • id: 35328497
    {'hecke_orbit_code': 13510799016329243, 'n': 65, 'trace_an': 0}
  • id: 35328498
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