Newform data - 27.7.b.b

Formats: - HTML - YAML - JSON - 2024-12-03T05:59:05.386361

• 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': 1323, 'analytic_conductor': 6.211460257735977, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 3, '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': [27, 2, [2], [1]], 'cm_discs': [], 'conrey_index': 26, 'dim': 2, 'field_disc': -4, 'field_disc_factorization': [[-1, 1], [2, 2]], 'field_poly': [1, 0, 1], 'field_poly_is_cyclotomic': True, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 4, 'has_non_self_twist': 1, 'hecke_cutters': [[2, [36, 0, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503668464287771, 'hecke_ring_generator_nbound': 2, 'hecke_ring_index': 6, 'hecke_ring_index_factorization': [[2, 1], [3, 1]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 3, 2, -1, 2, 0]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '27.7.b.b', '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': '27.7.b.b', 'nf_label': '2.0.4.1', 'prim_orbit_index': 2, 'qexp_display': 'q+\\beta q^{2}+28 q^{4}-40\\beta q^{5}+299 q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '6.2.3.c2', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '27.7.b', 'trace_display': [0, 0, 0, 598], 'trace_hash': 665990750186646181, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.024', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.951', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.004', 'prec': 17}, {'__RealLiteral__': 0, 'data': '15.446', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '153.765', 'prec': 24}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.509', 'prec': 17}, 'traces': [2, 0, 0, 56, 0, 0, 598, 0, 0, 2880, 0, 0, 4990, 0, 0, -3040, 0, 0, -5018, 0, 0, 7488, 0, 0, -83950, 0, 0, 16744, 0, 0, 10660, 0, 0, -22464, 0, 0, 65182, 0, 0, 264960, 0, 0, -141260, 0, 0, 172224, 0, 0, -56496, 0, 0, 139720, 0, 0, -299520, 0, 0, -284544, 0, 0, -123602, 0, 0, -509056, 0, 0, -860522, 0, 0, 861120, 0, 0, 503230, 0, 0, -140504, 0, 0, 1321654, 0, 0, -793728, 0, 0, 898560, 0, 0, 688896, 0, 0, 1492010, 0, 0, -47808, 0, 0, 441454, 0, 0, -2350600, 0, 0, -1188410, 0, 0, -2291328, 0, 0, 3022708, 0, 0, -908960, 0, 0, -6888960, 0, 0, -2848320, 0, 0, 2764370, 0, 0, 298480, 0, 0, 2822692, 0, 0, 7185600, 0, 0, -1500382, 0, 0, -2066688, 0, 0, -222458, 0, 0, 3020544, 0, 0, 11381760, 0, 0, 1825096, 0, 0, -7878650, 0, 0, 2238912, 0, 0, 862132, 0, 0, 12579840, 0, 0, -15887066, 0, 0, -9574272, 0, 0, 2796432, 0, 0, -3955280, 0, 0, -25101050, 0, 0, 3246912, 0, 0, -4654418, 0, 0, 15844608, 0, 0, 2336256, 0, 0, -7225920, 0, 0, -6951074, 0, 0, -1581888, 0, 0, 16861990, 0, 0, -3474432, 0, 0, 31749120, 0, 0, -7584800, 0, 0, 8200246, 0, 0, 23924160, 0, 0, 3187340, 0, 0, -8386560, 0, 0, -29072732, 0, 0, 19805760, 0, 0, 38339860, 0, 0, -26178048, 0, 0, 1912320, 0, 0, -6716736, 0, 0, -8459906, 0, 0, -3460856, 0, 0, -12519910, 0, 0, -75888000, 0, 0, -17911296, 0, 0, -34381312, 0, 0, 19489418, 0, 0, 3878784, 0, 0, 91653120, 0, 0, -24094616, 0, 0, -45494618, 0, 0, 25661376, 0, 0, -43552940, 0, 0, 79223040, 0, 0, -39557516, 0, 0, 18682560, 0, 0, 41266370, 0, 0, 14090440, 0, 0, 113932800, 0, 0, -41239296, 0, 0, -42236740, 0, 0, 7627360, 0, 0, 48680788, 0, 0, 15350400, 0, 0, -6357362, 0, 0, 37006312, 0, 0, 29592576, 0, 0, 51494976, 0, 0, -209455250, 0, 0, -73022976, 0, 0, 10934950, 0, 0, 42459840, 0, 0, -81843890, 0, 0, 25159680, 0, 0, -87246406, 0, 0, -21220992, 0, 0, 32177470, 0, 0, 32707584, 0, 0, -120821760, 0, 0, -45916416, 0, 0, -81501600, 0, 0, 41776280, 0, 0, 82678054, 0, 0, 93862080, 0, 0, 116676094, 0, 0, -4398336, 0, 0, 149813014, 0, 0, -61948224, 0, 0, -89556480, 0, 0, 12360712, 0, 0, 53733888, 0, 0, 88430400, 0, 0, -74028812, 0, 0, 127604000, 0, 0, 26596700, 0, 0, -85078656, 0, 0, 182105950, 0, 0, -33275480, 0, 0, 382970880, 0, 0, -18787392, 0, 0, -263179202, 0, 0, -210802176, 0, 0, -36956998, 0, 0, -203414400, 0, 0, 36787396, 0, 0, 84635824, 0, 0, -198122108, 0, 0, -56047680, 0, 0, -129876480, 0, 0, -152207744, 0, 0, 82547712, 0, 0, 70981632, 0, 0, 142529764, 0, 0, -192890880, 0, 0, -1107626, 0, 0, 88867584, 0, 0, -257296078, 0, 0, -262045440, 0, 0, 210630550, 0, 0, 178424064, 0, 0, 162629090, 0, 0, 77402360, 0, 0, 401016694, 0, 0, -81354240, 0, 0, -88777728, 0, 0, -16203200, 0, 0, 21334612, 0, 0, 159000192, 0, 0, 138977280, 0, 0, 79035376, 0, 0, 150465770, 0, 0, -386006400, 0, 0, 4972032, 0, 0, 661075200, 0, 0, -29390090, 0, 0, 349929216, 0, 0, -115888030, 0, 0, -42010696, 0, 0, -956966400, 0, 0, 221652288, 0, 0, -20714018, 0, 0, -98122752, 0, 0, 160639366, 0, 0, -314308800, 0, 0, 395174546, 0, 0, -6228824, 0, 0, -352443700, 0, 0, -362348928, 0, 0, -792230400, 0, 0, 277890048, 0, 0, -473938970, 0, 0, -237324672, 0, 0, 8180302, 0, 0, 318689280, 0, 0, 238298112, 0, 0, 239413824, 0, 0, -26745940, 0, 0, -99076640, 0, 0, 268669440, 0, 0, 429698880, 0, 0, 535713700, 0, 0, -220602200, 0, 0, -544305290, 0, 0, -177986880, 0, 0, -98276594, 0, 0, 205979904, 0, 0, -907146266, 0, 0, 637745472, 0, 0, 1723801250, 0, 0, 24139696, 0, 0, -106304666, 0, 0, 444682368, 0, 0, -140957520, 0, 0, 72069120, 0, 0, 305122324, 0, 0, 56362176, 0, 0, 296225280, 0, 0, -444837848, 0, 0, -155151360, 0, 0, -14294592, 0, 0, 96209230, 0, 0, -880833024, 0, 0, 680629248, 0, 0, -1239151680, 0, 0, 461305102, 0, 0, 78300096, 0, 0, 131994746, 0, 0, 39911040, 0, 0, -1026455040, 0, 0, 214715200, 0, 0, -217337900, 0, 0, -643758336, 0, 0, -247643136, 0, 0, -702829400, 0, 0, -163541638, 0, 0, -49335552, 0, 0, 337070110, 0, 0, 298715904, 0, 0, -747302400, 0, 0, -169795008, 0, 0, -355334590, 0, 0, -130323704, 0, 0, 1231849732, 0, 0, 724651200, 0, 0, 730085044, 0, 0, 752274432, 0, 0, -1421520620, 0, 0, -685107072, 0, 0, 1649571840, 0, 0, 65415168, 0, 0, -381250346, 0, 0, -709937280, 0, 0, 1254810046, 0, 0, -664784640, 0, 0, 903789692, 0, 0, 341332992, 0, 0, 1328949310, 0, 0, -194630072, 0, 0, -447453500, 0, 0, 733636800, 0, 0, -314136576, 0, 0, 85873920, 0, 0, -611179322, 0, 0, 1903181760, 0, 0, -308386990, 0, 0, 472135720, 0, 0, -14916096, 0, 0, 250523136, 0, 0, -2059799040, 0, 0, -319647744, 0, 0, -344248268, 0, 0, 244041408, 0, 0, 354421340, 0, 0, 888975360, 0, 0, -11780186, 0, 0, -851647680, 0, 0, -2126037938, 0, 0, -1270094720, 0, 0, -1698393600, 0, 0, -1382531904, 0, 0, 65128754, 0, 0, 229606888, 0, 0, 826546630, 0, 0, 942926400, 0, 0, -2041070018, 0, 0, 2201022720, 0, 0, 2071113430, 0, 0, -858651840, 0, 0, 848839680, 0, 0, 89245520, 0, 0, -2147002390, 0, 0, -432110016, 0, 0, -1809159170, 0, 0, 455270400, 0, 0, -170556026, 0, 0, 1624761216, 0, 0, 843984908, 0, 0, -814036496, 0, 0, 1836656640, 0, 0, -823137984, 0, 0, -714894336, 0, 0, 1822129920, 0, 0, 1724850454, 0, 0, 2148494400, 0, 0, 995724288, 0, 0, 1073516080, 0, 0, 1646479876, 0, 0, -1878712128, 0, 0, -2736014450, 0, 0, -1242888192, 0, 0, 141748464, 0, 0, 377687232, 0, 0, 1177113550, 0, 0, 53544960, 0, 0, 1898597376, 0, 0, -528877440, 0, 0, 1255558850, 0, 0, -617939712, 0, 0, 2477928960, 0, 0, -801406080, 0, 0, -1718189562, 0, 0, -236877368, 0, 0, -1926755402, 0, 0, 635693760, 0, 0, -66514942, 0, 0, 187875040, 0, 0, -337678848, 0, 0, -1034205120, 0, 0, -3537216000, 0, 0, -350557480, 0, 0, -2807687066, 0, 0, 903142656, 0, 0, 2662842388, 0, 0, -6981696000], 'weight': 7, '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], [28, 0], [0, -40], [0, 0], [299, 0], [0, 92], [0, 0], [1440, 0], [0, -104], [0, 0], [2495, 0], [0, 299], [0, 0], [-1520, 0], [0, 312], [0, 0], [-2509, 0], [0, -1120], [0, 0], [3744, 0], [0, -2392], [0, 0], [-41975, 0], [0, 2495], [0, 0], [8372, 0], [0, 3952], [0, 0], [5330, 0], [0, 4368], [0, 0], [-11232, 0], [0, -11960], [0, 0], [32591, 0], [0, -2509], [0, 0], [132480, 0], [0, 11024], [0, 0], [-70630, 0], [0, -2912], [0, 0], [86112, 0], [0, 664], [0, 0], [-28248, 0], [0, -41975], [0, 0], [69860, 0], [0, 31824], [0, 0], [-149760, 0], [0, 27508], [0, 0], [-142272, 0], [0, 39560], [0, 0], [-61801, 0], [0, 5330], [0, 0], [-254528, 0], [0, -99800], [0, 0], [-430261, 0], [0, 8736], [0, 0], [430560, 0], [0, -41952], [0, 0], [251615, 0], [0, 32591], [0, 0], [-70252, 0], [0, -31096], [0, 0], [660827, 0], [0, 60800], [0, 0], [-396864, 0], [0, 132976], [0, 0], [449280, 0], [0, -70630], [0, 0], [344448, 0], [0, -45096], [0, 0], [746005, 0], [0, -66976], [0, 0], [-23904, 0], [0, 100360], [0, 0], [220727, 0], [0, -28248], [0, 0], [-1175300, 0]], 'ap': [[0, 1], [0, 0], [0, -40], [299, 0], [0, -104], [2495, 0], [0, 312], [-2509, 0], [0, -2392], [0, 3952], [5330, 0], [32591, 0], [0, 11024], [-70630, 0], [0, 664], [0, 31824], [0, 39560], [-61801, 0], [-430261, 0], [0, -41952], [251615, 0], [660827, 0], [0, 132976], [0, -45096], [220727, 0], [0, 48256], [-594205, 0], [0, -332280], [1511354, 0], [0, -275080], [1411346, 0], [0, -53872], [0, -356408], [-111229, 0], [0, 572768], [-3939325, 0], [431066, 0], [-7943533, 0], [0, -589720], [0, 294736], [0, 637728], [-2327209, 0], [0, 860392], [-3475537, 0], [0, -1228200], [8430995, 0], [4100123, 0], [-14536366, 0], [0, -985856], [19169930, 0], [0, -1234272], [0, -2478112], [-4229953, 0], [0, -2208336], [0, 5361200], [0, -4860128], [0, -3078504], [-22747309, 0], [-21776470, 0], [0, 5032624], [-19778758, 0], [0, -3325192], [24340394, 0], [0, -8857576], [-3178681, 0], [0, -6176144], [5467475, 0], [-40921945, 0], [0, 8941088], [16088735, 0], [0, 685216], [0, 2358264], [41339027, 0], [58338047, 0], [74906507, 0], [0, -4740736], [0, -10189400], [-37014406, 0], [0, -3479488], [91052975, 0], [0, 19201832], [-131589601, 0], [0, 11925720], [18393698, 0], [-99061054, 0], [0, -22566128], [0, 11432472], [71264882, 0], [0, 26093224], [-553813, 0], [0, -5245656], [0, 11130640], [200508347, 0], [0, 14363960], [10667306, 0], [0, -17982120], [0, 25672232], [0, -30907032], [-14695045, 0], [-10357009, 0], [80319683, 0], [0, -6465576], [0, 40939184], [0, -5616728], [-236969485, 0], [4090151, 0], [0, -60792680], [0, -56382768], [0, -42089008], [267856850, 0], [-272152645, 0], [-49138297, 0], [0, 20780408], [-453573133, 0], [-53152333, 0], [0, 60906976], [152561162, 0], [0, -2049840], [0, -9534928], [0, 38348752], [48104615, 0], [230652551, 0], [0, 94041064], [0, -34227168], [-108668950, 0], [0, 18045144], [168535055, 0], [0, -101721360], [615924866, 0], [365042522, 0], [-710760310, 0], [0, -35232328], [-190625173, 0], [627405023, 0], [0, 13317368], [664474655, 0], [0, 1143312], [-305589661, 0], [0, 33574112], [0, 18588960], [-172124134, 0], [0, -143747240], [-5890093, 0], [0, -126769656], [-1063018969, 0], [0, -77832080], [-1020535009, 0], [0, -10524800], [1035556715, 0], [0, -76762440], [-904579585, 0], [0, 177845928], [-85278013, 0], [0, 40534832], [862425227, 0], [0, -191058608], [823239938, 0], [0, 121456192], [588556775, 0], [0, 162273800], [0, -65099384], [0, 7351032], [-963377701, 0], [0, 122701176], [0, -268161232], [0, 74496136], [-1403843533, 0], [1331421194, 0]], 'char_orbit_index': 2, 'field_poly': [1, 0, 1], 'hecke_orbit_code': 4503668464287771, 'hecke_ring_character_values': [[2, [-1, 0]]], 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1], 'hecke_ring_inverse_denominators': [1, 6], 'hecke_ring_inverse_numerators': [[1, 0], [0, 1]], 'hecke_ring_numerators': [[1, 0], [0, 6]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 2, 'label': '27.7.b.b', 'level': 27, 'maxp': 997, 'weight': 7}
• 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': 1323, 'analytic_conductor': 6.211460257735977, 'char_conductor': 3, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': -1, 'char_values': [27, 2, [2], [1]], 'conrey_index': 26, 'cusp_dim': 15, 'dim': 8, 'eis_dim': 6, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 68836917275, 'hecke_orbit_dims': [2, 2, 4], 'label': '27.7.b', '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': 21, 'mf_new_dim': 8, 'num_forms': 3, 'prim_orbit_index': 2, 'relative_dim': 8, 'sturm_bound': 21, 'trace_bound': 4, 'trace_display': [0, 0, 0, -884], 'traces': [8, 0, 0, -190, 0, 0, -884, 0, 0, 3618, 0, 0, -380, 0, 0, -2710, 0, 0, 7360, 0, 0, -22086, 0, 0, -70588, 0, 0, 190042, 0, 0, -44876, 0, 0, -138996, 0, 0, 242476, 0, 0, -168858, 0, 0, -136856, 0, 0, -145584, 0, 0, 154896, 0, 0, 117808, 0, 0, 152820, 0, 0, 329292, 0, 0, 590092, 0, 0, -711442, 0, 0, -1031672, 0, 0, -228150, 0, 0, -1683920, 0, 0, 3206788, 0, 0, 2362264, 0, 0, -3502872, 0, 0, -1833192, 0, 0, 1796958, 0, 0, 1892840, 0, 0, 1845612, 0, 0, -977960, 0, 0, -459100, 0, 0, -1754408, 0, 0, -4922694, 0, 0, 5192440, 0, 0, -2530766, 0, 0, -4644432, 0, 0, 6997644, 0, 0, -4798252, 0, 0, 1005946, 0, 0, 7705924, 0, 0, 9907380, 0, 0, 7000628, 0, 0, -9952308, 0, 0, -10722944, 0, 0, -23809140, 0, 0, 13483800, 0, 0, -2099468, 0, 0, 5887276, 0, 0, 4288194, 0, 0, 1505032, 0, 0, 19000170, 0, 0, -19474328, 0, 0, 12883158, 0, 0, -19432308, 0, 0, -4274732, 0, 0, -15895280, 0, 0, 32555196, 0, 0, -6286340, 0, 0, 47876616, 0, 0, 44803368, 0, 0, -77050008, 0, 0, -26319656, 0, 0, -50230128, 0, 0, 19188700, 0, 0, -5371974, 0, 0, 20001600, 0, 0, 1028068, 0, 0, 54024784, 0, 0, 34709634, 0, 0, -27028588, 0, 0, -74568870, 0, 0, -49720952, 0, 0, 126710136, 0, 0, 5450272, 0, 0, -8855676, 0, 0, 9199224, 0, 0, 47796156, 0, 0, -13033244, 0, 0, -49701260, 0, 0, -53471344, 0, 0, -79306182, 0, 0, 70561584, 0, 0, -102041182, 0, 0, -7436704, 0, 0, 45268686, 0, 0, 196449948, 0, 0, 112105816, 0, 0, -101760284, 0, 0, -161046036, 0, 0, -166490552, 0, 0, 248233950, 0, 0, -87602528, 0, 0, 33947316, 0, 0, -12877912, 0, 0, 214438426, 0, 0, 134940600, 0, 0, -155082870, 0, 0, -4004752, 0, 0, -201906776, 0, 0, 37827448, 0, 0, -178180938, 0, 0, -3154592, 0, 0, -92355320, 0, 0, 189687528, 0, 0, 318238416, 0, 0, -241616180, 0, 0, -77200344, 0, 0, -3744056, 0, 0, 19534500, 0, 0, 33965188, 0, 0, 159694740, 0, 0, -131203228, 0, 0, 226242990, 0, 0, 50239420, 0, 0, -223799598, 0, 0, -41533560, 0, 0, -297165186, 0, 0, 198653820, 0, 0, -22883584, 0, 0, 318284836, 0, 0, 91372320, 0, 0, 162918916, 0, 0, 25656156, 0, 0, -134795648, 0, 0, -400560444, 0, 0, -471981060, 0, 0, 324778534, 0, 0, -192281040, 0, 0, -52282422, 0, 0, 157073488, 0, 0, 106940168, 0, 0, 98271320, 0, 0, -172748484, 0, 0, 139250176, 0, 0, 54662992, 0, 0, 94625388, 0, 0, 373657752, 0, 0, -123415940, 0, 0, 397626246, 0, 0, -380979616, 0, 0, 18247140, 0, 0, 208333636, 0, 0, -262451072, 0, 0, -221622068, 0, 0, 78253776, 0, 0, -126525240, 0, 0, -314510330, 0, 0, 70269984, 0, 0, 243959148, 0, 0, -60435092, 0, 0, -429940440, 0, 0, -84117692, 0, 0, 47595924, 0, 0, 338682092, 0, 0, -174972852, 0, 0, 478002688, 0, 0, 251820144, 0, 0, -23676844, 0, 0, -248142700, 0, 0, 118304728, 0, 0, 430444368, 0, 0, -202203216, 0, 0, -777052370, 0, 0, -283509128, 0, 0, 53424036, 0, 0, -299116260, 0, 0, 399592114, 0, 0, 996152540, 0, 0, -131139108, 0, 0, 274033800, 0, 0, 897930900, 0, 0, -690823928, 0, 0, 771670584, 0, 0, -309570184, 0, 0, -1315432732, 0, 0, -1063166796, 0, 0, -1044275004, 0, 0, 928577212, 0, 0, 563412996, 0, 0, 1443221800, 0, 0, -542323080, 0, 0, -48266500, 0, 0, -192745892, 0, 0, -365243008, 0, 0, -972345276, 0, 0, -952589376, 0, 0, 1249617780, 0, 0, 218143528, 0, 0, 806845320, 0, 0, -475168556, 0, 0, 768288780, 0, 0, -335473164, 0, 0, 382142988, 0, 0, 395206232, 0, 0, -124711616, 0, 0, 1566426600, 0, 0, 391684680, 0, 0, -455128868, 0, 0, -47269046, 0, 0, -1010199656, 0, 0, -418510368, 0, 0, -437258828, 0, 0, -1910704842, 0, 0, -1141510664, 0, 0, 209921112, 0, 0, 782940032, 0, 0, 1684626640, 0, 0, -962930468, 0, 0, 619945758, 0, 0, -8760480, 0, 0, 1448337078, 0, 0, -560875376, 0, 0, -1704796632, 0, 0, 1935248328, 0, 0, -420513176, 0, 0, 1153300140, 0, 0, -497435364, 0, 0, 1394352412, 0, 0, -2881970550, 0, 0, -208390752, 0, 0, -2736245340, 0, 0, -849738296, 0, 0, 1392975114, 0, 0, 2122039508, 0, 0, 3522174894, 0, 0, -1404271512, 0, 0, 1076860276, 0, 0, 263191552, 0, 0, 1505194218, 0, 0, -1369112544, 0, 0, -1037446940, 0, 0, 536419616, 0, 0, -223717680, 0, 0, -1256961476, 0, 0, -1303859268, 0, 0, -751017960, 0, 0, 159352596, 0, 0, -778568836, 0, 0, -884864900, 0, 0, 1579755292, 0, 0, -1737953550, 0, 0, 2060044648, 0, 0, 2150458632, 0, 0, -3448837640, 0, 0, 1510345602, 0, 0, 1268637660, 0, 0, -830333916, 0, 0, -210594764, 0, 0, -1297736424, 0, 0, 1500010180, 0, 0, 1075420368, 0, 0, -552647920, 0, 0, -1403166348, 0, 0, 1787644024, 0, 0, 2286376558, 0, 0, -1678872512, 0, 0, -3343925646, 0, 0, -1525478184, 0, 0, 1284134928, 0, 0, 1651044544, 0, 0, 4040301492, 0, 0, -786355420, 0, 0, 1125496834, 0, 0, 160403328, 0, 0, 1169831376, 0, 0, -2039059440, 0, 0, -2479056138, 0, 0, 2106898144, 0, 0, -827833392, 0, 0, -420759832, 0, 0, -168180840, 0, 0, -449855588, 0, 0, -3377421252, 0, 0, -2116908524, 0, 0, -604313084, 0, 0, 1023430248, 0, 0, 1294899588, 0, 0, 1474927352, 0, 0, -1627261508, 0, 0, -356770208, 0, 0, 1424024712, 0, 0, 839685076, 0, 0, 2324200230, 0, 0, -163392176, 0, 0, 1299345300, 0, 0, 1784787588, 0, 0, -3204385438, 0, 0, -3036532144, 0, 0, 3038832072, 0, 0, -4642790780, 0, 0, 328900230, 0, 0, 1544980624, 0, 0, 4155510708, 0, 0, 238840772, 0, 0, -4117777220, 0, 0, 4016328300, 0, 0, 812516184, 0, 0, 2278008360, 0, 0, -1238979456, 0, 0, -305530832, 0, 0, 1682548740, 0, 0, 2940518484, 0, 0, -1065933236, 0, 0, 3067688716, 0, 0, -8296196634, 0, 0, -1957061540, 0, 0, 893086236, 0, 0, -4101037728, 0, 0, -6562966842, 0, 0, -2427919040, 0, 0, 1140030180, 0, 0, 600176736, 0, 0, -4004106156, 0, 0, 2361969068, 0, 0, 4187707452, 0, 0, 4453424280, 0, 0, 6851778444, 0, 0, 4186970268, 0, 0, 4271063488, 0, 0, -2476643636, 0, 0, 580313430, 0, 0, -118246252, 0, 0, -1358791040, 0, 0, -7571364840, 0, 0, -3643326, 0, 0, -8701646292, 0, 0, -1583972644, 0, 0, -7585083740, 0, 0, 13088630268, 0, 0, 9925701424, 0, 0, -13424689818], 'weight': 7, '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: 22093
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 2, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '27.7.b.b', 'source_level': 27, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '27.7.b.b', 'target_level': 27, 'twist_class_label': '27.7.b.b', 'twist_class_level': 27, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 7}
  • id: 22094
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '27.7.b.b', 'source_level': 27, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '27.7.b.b', 'target_level': 27, 'twist_class_label': '27.7.b.b', 'twist_class_level': 27, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 7}
  • id: 22095
    {'conductor': 9, 'degree': 2, 'multiplicity': 2, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '27.7.b.b', 'source_level': 27, 'target_char_orbit': 4, 'target_dim': 4, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '81.7.d.b', 'target_level': 81, 'twist_class_label': '27.7.b.b', 'twist_class_level': 27, 'twisting_char_label': '9.c', 'twisting_char_orbit': 3, 'weight': 7}
  • id: 22096
    {'conductor': 9, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '27.7.b.b', 'source_level': 27, 'target_char_orbit': 4, 'target_dim': 4, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '81.7.d.b', 'target_level': 81, 'twist_class_label': '27.7.b.b', 'twist_class_level': 27, 'twisting_char_label': '9.d', 'twisting_char_orbit': 4, 'weight': 7}
  • id: 22097
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '27.7.b.b', 'source_level': 27, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '432.7.e.d', 'target_level': 432, 'twist_class_label': '27.7.b.b', 'twist_class_level': 27, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 7}
  • id: 22098
    {'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '27.7.b.b', 'source_level': 27, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '432.7.e.d', 'target_level': 432, 'twist_class_label': '27.7.b.b', 'twist_class_level': 27, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 7}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 103225
    {'charpoly_factorization': [[[36, 0, 1], 1]], 'hecke_orbit_code': 4503668464287771, 'p': 2}
  • id: 103226
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 4503668464287771, 'p': 3}
  • id: 103227
    {'charpoly_factorization': [[[57600, 0, 1], 1]], 'hecke_orbit_code': 4503668464287771, 'p': 5}
  • id: 103228
    {'charpoly_factorization': [[[-299, 1], 2]], 'hecke_orbit_code': 4503668464287771, 'p': 7}
  • id: 103229
    {'charpoly_factorization': [[[389376, 0, 1], 1]], 'hecke_orbit_code': 4503668464287771, 'p': 11}
  • id: 103230
    {'charpoly_factorization': [[[-2495, 1], 2]], 'hecke_orbit_code': 4503668464287771, 'p': 13}
  • id: 103231
    {'charpoly_factorization': [[[3504384, 0, 1], 1]], 'hecke_orbit_code': 4503668464287771, 'p': 17}
  • id: 103232
    {'charpoly_factorization': [[[2509, 1], 2]], 'hecke_orbit_code': 4503668464287771, 'p': 19}
  • id: 103233
    {'charpoly_factorization': [[[205979904, 0, 1], 1]], 'hecke_orbit_code': 4503668464287771, 'p': 23}
  • id: 103234
    {'charpoly_factorization': [[[562258944, 0, 1], 1]], 'hecke_orbit_code': 4503668464287771, 'p': 29}
  • id: 103235
    {'charpoly_factorization': [[[-5330, 1], 2]], 'hecke_orbit_code': 4503668464287771, 'p': 31}
  • id: 103236
    {'charpoly_factorization': [[[-32591, 1], 2]], 'hecke_orbit_code': 4503668464287771, 'p': 37}
  • id: 103237
    {'charpoly_factorization': [[[4375028736, 0, 1], 1]], 'hecke_orbit_code': 4503668464287771, 'p': 41}
  • id: 103238
    {'charpoly_factorization': [[[70630, 1], 2]], 'hecke_orbit_code': 4503668464287771, 'p': 43}
  • id: 103239
    {'charpoly_factorization': [[[15872256, 0, 1], 1]], 'hecke_orbit_code': 4503668464287771, 'p': 47}
  • id: 103240
    {'charpoly_factorization': [[[36459611136, 0, 1], 1]], 'hecke_orbit_code': 4503668464287771, 'p': 53}
  • id: 103241
    {'charpoly_factorization': [[[56339769600, 0, 1], 1]], 'hecke_orbit_code': 4503668464287771, 'p': 59}
  • id: 103242
    {'charpoly_factorization': [[[61801, 1], 2]], 'hecke_orbit_code': 4503668464287771, 'p': 61}
  • id: 103243
    {'charpoly_factorization': [[[430261, 1], 2]], 'hecke_orbit_code': 4503668464287771, 'p': 67}
  • id: 103244
    {'charpoly_factorization': [[[63358930944, 0, 1], 1]], 'hecke_orbit_code': 4503668464287771, 'p': 71}
  • id: 103245
    {'charpoly_factorization': [[[-251615, 1], 2]], 'hecke_orbit_code': 4503668464287771, 'p': 73}
  • id: 103246
    {'charpoly_factorization': [[[-660827, 1], 2]], 'hecke_orbit_code': 4503668464287771, 'p': 79}
  • id: 103247
    {'charpoly_factorization': [[[636574196736, 0, 1], 1]], 'hecke_orbit_code': 4503668464287771, 'p': 83}
  • id: 103248
    {'charpoly_factorization': [[[73211371776, 0, 1], 1]], 'hecke_orbit_code': 4503668464287771, 'p': 89}
  • id: 103249
    {'charpoly_factorization': [[[-220727, 1], 2]], 'hecke_orbit_code': 4503668464287771, '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': 2, 'label': '27.7.b.b', 'level': 27, 'portrait': 'data:image/png;base64,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', 'weight': 7}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 20656230
    {'hecke_orbit_code': 4503668464287771, 'n': 1, 'trace_an': 2}
  • id: 20656231
    {'hecke_orbit_code': 4503668464287771, 'n': 2, 'trace_an': 0}
  • id: 20656232
    {'hecke_orbit_code': 4503668464287771, 'n': 3, 'trace_an': 0}
  • id: 20656233
    {'hecke_orbit_code': 4503668464287771, 'n': 4, 'trace_an': 56}
  • id: 20656234
    {'hecke_orbit_code': 4503668464287771, 'n': 5, 'trace_an': 0}
  • id: 20656235
    {'hecke_orbit_code': 4503668464287771, 'n': 6, 'trace_an': 0}
  • id: 20656236
    {'hecke_orbit_code': 4503668464287771, 'n': 7, 'trace_an': 598}
  • id: 20656237
    {'hecke_orbit_code': 4503668464287771, 'n': 8, 'trace_an': 0}
  • id: 20656238
    {'hecke_orbit_code': 4503668464287771, 'n': 9, 'trace_an': 0}
  • id: 20656239
    {'hecke_orbit_code': 4503668464287771, 'n': 10, 'trace_an': 2880}
  • id: 20656240
    {'hecke_orbit_code': 4503668464287771, 'n': 11, 'trace_an': 0}
  • id: 20656241
    {'hecke_orbit_code': 4503668464287771, 'n': 12, 'trace_an': 0}
  • id: 20656242
    {'hecke_orbit_code': 4503668464287771, 'n': 13, 'trace_an': 4990}
  • id: 20656243
    {'hecke_orbit_code': 4503668464287771, 'n': 14, 'trace_an': 0}
  • id: 20656244
    {'hecke_orbit_code': 4503668464287771, 'n': 15, 'trace_an': 0}
  • id: 20656245
    {'hecke_orbit_code': 4503668464287771, 'n': 16, 'trace_an': -3040}
  • id: 20656246
    {'hecke_orbit_code': 4503668464287771, 'n': 17, 'trace_an': 0}
  • id: 20656247
    {'hecke_orbit_code': 4503668464287771, 'n': 18, 'trace_an': 0}
  • id: 20656248
    {'hecke_orbit_code': 4503668464287771, 'n': 19, 'trace_an': -5018}
  • id: 20656249
    {'hecke_orbit_code': 4503668464287771, 'n': 20, 'trace_an': 0}
  • id: 20656250
    {'hecke_orbit_code': 4503668464287771, 'n': 21, 'trace_an': 0}
  • id: 20656251
    {'hecke_orbit_code': 4503668464287771, 'n': 22, 'trace_an': 7488}
  • id: 20656252
    {'hecke_orbit_code': 4503668464287771, 'n': 23, 'trace_an': 0}
  • id: 20656253
    {'hecke_orbit_code': 4503668464287771, 'n': 24, 'trace_an': 0}
  • id: 20656254
    {'hecke_orbit_code': 4503668464287771, 'n': 25, 'trace_an': -83950}
  • id: 20656255
    {'hecke_orbit_code': 4503668464287771, 'n': 26, 'trace_an': 0}
  • id: 20656256
    {'hecke_orbit_code': 4503668464287771, 'n': 27, 'trace_an': 0}
  • id: 20656257
    {'hecke_orbit_code': 4503668464287771, 'n': 28, 'trace_an': 16744}
  • id: 20656258
    {'hecke_orbit_code': 4503668464287771, 'n': 29, 'trace_an': 0}
  • id: 20656259
    {'hecke_orbit_code': 4503668464287771, 'n': 30, 'trace_an': 0}
  • id: 20656260
    {'hecke_orbit_code': 4503668464287771, 'n': 31, 'trace_an': 10660}
  • id: 20656261
    {'hecke_orbit_code': 4503668464287771, 'n': 32, 'trace_an': 0}
  • id: 20656262
    {'hecke_orbit_code': 4503668464287771, 'n': 33, 'trace_an': 0}
  • id: 20656263
    {'hecke_orbit_code': 4503668464287771, 'n': 34, 'trace_an': -22464}
  • id: 20656264
    {'hecke_orbit_code': 4503668464287771, 'n': 35, 'trace_an': 0}
  • id: 20656265
    {'hecke_orbit_code': 4503668464287771, 'n': 36, 'trace_an': 0}
  • id: 20656266
    {'hecke_orbit_code': 4503668464287771, 'n': 37, 'trace_an': 65182}
  • id: 20656267
    {'hecke_orbit_code': 4503668464287771, 'n': 38, 'trace_an': 0}
  • id: 20656268
    {'hecke_orbit_code': 4503668464287771, 'n': 39, 'trace_an': 0}
  • id: 20656269
    {'hecke_orbit_code': 4503668464287771, 'n': 40, 'trace_an': 264960}
  • id: 20656270
    {'hecke_orbit_code': 4503668464287771, 'n': 41, 'trace_an': 0}
  • id: 20656271
    {'hecke_orbit_code': 4503668464287771, 'n': 42, 'trace_an': 0}
  • id: 20656272
    {'hecke_orbit_code': 4503668464287771, 'n': 43, 'trace_an': -141260}
  • id: 20656273
    {'hecke_orbit_code': 4503668464287771, 'n': 44, 'trace_an': 0}
  • id: 20656274
    {'hecke_orbit_code': 4503668464287771, 'n': 45, 'trace_an': 0}
  • id: 20656275
    {'hecke_orbit_code': 4503668464287771, 'n': 46, 'trace_an': 172224}
  • id: 20656276
    {'hecke_orbit_code': 4503668464287771, 'n': 47, 'trace_an': 0}
  • id: 20656277
    {'hecke_orbit_code': 4503668464287771, 'n': 48, 'trace_an': 0}
  • id: 20656278
    {'hecke_orbit_code': 4503668464287771, 'n': 49, 'trace_an': -56496}
  • id: 20656279
    {'hecke_orbit_code': 4503668464287771, 'n': 50, 'trace_an': 0}
  • id: 20656280
    {'hecke_orbit_code': 4503668464287771, 'n': 51, 'trace_an': 0}
  • id: 20656281
    {'hecke_orbit_code': 4503668464287771, 'n': 52, 'trace_an': 139720}
  • id: 20656282
    {'hecke_orbit_code': 4503668464287771, 'n': 53, 'trace_an': 0}
  • id: 20656283
    {'hecke_orbit_code': 4503668464287771, 'n': 54, 'trace_an': 0}
  • id: 20656284
    {'hecke_orbit_code': 4503668464287771, 'n': 55, 'trace_an': -299520}
  • id: 20656285
    {'hecke_orbit_code': 4503668464287771, 'n': 56, 'trace_an': 0}
  • id: 20656286
    {'hecke_orbit_code': 4503668464287771, 'n': 57, 'trace_an': 0}
  • id: 20656287
    {'hecke_orbit_code': 4503668464287771, 'n': 58, 'trace_an': -284544}
  • id: 20656288
    {'hecke_orbit_code': 4503668464287771, 'n': 59, 'trace_an': 0}
  • id: 20656289
    {'hecke_orbit_code': 4503668464287771, 'n': 60, 'trace_an': 0}
  • id: 20656290
    {'hecke_orbit_code': 4503668464287771, 'n': 61, 'trace_an': -123602}
  • id: 20656291
    {'hecke_orbit_code': 4503668464287771, 'n': 62, 'trace_an': 0}
  • id: 20656292
    {'hecke_orbit_code': 4503668464287771, 'n': 63, 'trace_an': 0}
  • id: 20656293
    {'hecke_orbit_code': 4503668464287771, 'n': 64, 'trace_an': -509056}
  • id: 20656294
    {'hecke_orbit_code': 4503668464287771, 'n': 65, 'trace_an': 0}
  • id: 20656295
    {'hecke_orbit_code': 4503668464287771, 'n': 66, 'trace_an': 0}
  • id: 20656296
    {'hecke_orbit_code': 4503668464287771, 'n': 67, 'trace_an': -860522}
  • id: 20656297
    {'hecke_orbit_code': 4503668464287771, 'n': 68, 'trace_an': 0}
  • id: 20656298
    {'hecke_orbit_code': 4503668464287771, 'n': 69, 'trace_an': 0}
  • id: 20656299
    {'hecke_orbit_code': 4503668464287771, 'n': 70, 'trace_an': 861120}
  • id: 20656300
    {'hecke_orbit_code': 4503668464287771, 'n': 71, 'trace_an': 0}
  • id: 20656301
    {'hecke_orbit_code': 4503668464287771, 'n': 72, 'trace_an': 0}
  • id: 20656302
    {'hecke_orbit_code': 4503668464287771, 'n': 73, 'trace_an': 503230}
  • id: 20656303
    {'hecke_orbit_code': 4503668464287771, 'n': 74, 'trace_an': 0}
  • id: 20656304
    {'hecke_orbit_code': 4503668464287771, 'n': 75, 'trace_an': 0}
  • id: 20656305
    {'hecke_orbit_code': 4503668464287771, 'n': 76, 'trace_an': -140504}
  • id: 20656306
    {'hecke_orbit_code': 4503668464287771, 'n': 77, 'trace_an': 0}
  • id: 20656307
    {'hecke_orbit_code': 4503668464287771, 'n': 78, 'trace_an': 0}
  • id: 20656308
    {'hecke_orbit_code': 4503668464287771, 'n': 79, 'trace_an': 1321654}
  • id: 20656309
    {'hecke_orbit_code': 4503668464287771, 'n': 80, 'trace_an': 0}
  • id: 20656310
    {'hecke_orbit_code': 4503668464287771, 'n': 81, 'trace_an': 0}
  • id: 20656311
    {'hecke_orbit_code': 4503668464287771, 'n': 82, 'trace_an': -793728}
  • id: 20656312
    {'hecke_orbit_code': 4503668464287771, 'n': 83, 'trace_an': 0}
  • id: 20656313
    {'hecke_orbit_code': 4503668464287771, 'n': 84, 'trace_an': 0}
  • id: 20656314
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