Newform data - 294.6.e.m

Formats: - HTML - YAML - JSON - 2024-12-08T16:04:48.030422

• 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': 10584, 'analytic_conductor': 47.1528430250163, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 7, 'char_degree': 2, 'char_is_minimal': False, 'char_is_real': False, 'char_orbit_index': 5, 'char_orbit_label': 'e', 'char_order': 3, 'char_parity': 1, 'char_values': [294, 3, [197, 199], [3, 2]], 'cm_discs': [], 'conrey_index': 67, 'dim': 2, 'field_disc': -3, 'field_disc_factorization': [[-1, 1], [3, 1]], 'field_poly': [1, -1, 1], 'field_poly_is_cyclotomic': True, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 6, 'has_non_self_twist': 1, 'hecke_cutters': [[5, [7396, -86, 1]], [11, [1156, 34, 1]]], 'hecke_orbit': 13, 'hecke_orbit_code': 54043470507016486, 'hecke_ring_generator_nbound': 3, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 7, 3, 1, 3, 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': False, 'label': '294.6.e.m', 'level': 294, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 7], 'level_radical': 42, 'minimal_twist': '42.6.e.b', 'nf_label': '2.0.3.1', 'prim_orbit_index': 3, 'qexp_display': 'q+4\\zeta_{6}q^{2}+(-9+9\\zeta_{6})q^{3}+(-2^{4}+\\cdots)q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '5.2.3.c3', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '294.6.e', 'trace_display': [4, -9, 86, 0], 'trace_hash': 130647083185553823, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.004', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.928', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.027', 'prec': 17}, {'__RealLiteral__': 0, 'data': '10.971', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.981', 'prec': 17}, {'__RealLiteral__': 0, 'data': '94.411', 'prec': 20}], 'trace_zratio': 0, 'traces': [2, 4, -9, -16, 86, -72, 0, -128, -81, -344, -34, -144, 6, 0, -1548, -256, -1904, 324, -1489, -2752, 0, -272, 224, 576, -4271, 12, 1458, 0, -13016, -3096, 1731, 1024, -306, -15232, 0, 2592, 7633, 5956, -27, -5504, -30828, 0, 36982, -544, 6966, -896, 18462, 4608, 0, -34168, -17136, -48, 19956, 2916, -5848, 0, 26802, -26032, -31828, 12384, -57654, 13848, 0, 8192, 258, 1224, 60563, -30464, -4032, 0, -89668, 5184, 20821, -30532, -38439, 47648, 0, -216, 30531, 22016, -6561, -61656, -221204, 0, -327488, 73964, 58572, 2176, -58992, 55728, 0, -7168, 15579, -73848, 128054, 9216, 239692, 0, 5508, -68336, 100010, 68544, 121691, -384, 0, 159648, 48648, -11664, 152075, -11696, -137394, 0, -121772, 53604, -19264, 104128, -243, -254624, 0, 99072, 159895, 230616, 138726, 27696, -197112, 0, -303930, 16384, -166419, -1032, 235502, 9792, 0, 484504, 62694, 121856, -325508, -8064, -6422, 0, -332316, -179336, -102, -20736, -559688, 166568, 0, -244256, 151884, 153756, -76648, 95296, 308448, 0, 297732, -432, -389710, -122124, 179604, 176128, 0, -52488, 112372, 246624, 26316, -442408, -105100, 0, -742568, -654976, -120609, -295856, -135256, 468576, 0, 17408, -286452, 235968, -250638, 111456, -398466, 0, 1037772, -14336, -656438, -62316, -64736, -590784, 0, 1024432, 238770, -36864, -85691, 479384, -4644, 0, -142816, 11016, -711352, 273344, 545067, 800080, 0, 548352, -1325604, -486764, 18144, -768, 101252, 0, -520520, 319296, 403506, -194592, 1590226, -93312, 0, 1216600, 187389, 46784, -5712, -274788, -211312, 0, 691902, -243544, 654750, -214416, 557713, -154112, 0, 833024, 1247594, 972, -1587732, -509248, -549558, 0, -993852, 198144, -277618, -639580, -59049, 1844928, 0, 1109808, -4467, -110784, 995418, -394224, 616656, 0, -15232, -607860, 1473696, -65536, 408762, -1331352, 0, -8256, 527148, -942008, -1088124, 19584, 3432432, 0, 1061856, 969008, -668290, -250776, -830664, 974848, 0, -2604064, -145214, 32256, -925073, -12844, -280422, 0, 2672696, -664632, -992957, 717344, 1152486, -816, 0, -165888, -2205359, 2238752, -1078614, 333136, -1127088, 0, -5474416, -488512, -24786, -607536, 672, 1230048, 0, -613184, 900090, -381184, 4958244, 616896, -5654066, 0, -2190438, 595464, -1127314, 1728, -2360129, -3117680, 0, -976992, 2224200, -718416, 221272, 352256, -875664, 0, 5670112, -104976, -12813, -449488, 1368675, 1972992, 0, 210528, 3703039, 1769632, 618273, -210200, 10416836, 0, 2428650, -1485136, 547974, 2619904, 58854, -964872, 0, -2366848, -173376, 541024, 977904, 937152, -1022564, 0, 4374, 34816, 3027522, 1145808, -3855724, 1887744, 0, -2005104, -4594556, -445824, 258978, -796932, -2878110, 0, 3581212, 2075544, -1112731, 57344, 1248534, -5251504, 0, -498528, 2458949, 258944, 887004, -1181568, -39048, 0, -8202598, 2048864, 1367685, -955080, -2594132, -294912, 0, -685528, -1497771, -1917536, -2234066, -9288, -852992, 0, -4239036, -285632, -2625666, -44064, -2063997, -5690816, 0, 2186752, -1152828, -2180268, 5193, 1600160, -1128492, 0, -519044, 1096704, 5934125, 5302416, -2929572, -3894112, 0, 145152, -9511772, 3072, 28899, 202504, -1543332, 0, -5750838, -1041040, 1495422, -1277184, -8131984, 3228048, 0, -1556736, -918, -6360904, 137862, -186624, -3130510, 0, 10074384, 2433200, 333536, -749556, 4881576, 374272, 0, -45696, 1301516, 1099152, 5073312, -422624, -2733912, 0, -6262820, 1383804, 524076, 974176, -689832, 5238000, 0, -1715328, -6492685, -2230852, -1388016, -308224, -10694344, 0, 6745706, 1666048, -1339794, -4990376, 2234522, 7776, 0, -12701856, -3507390, 2036992, -628694, -1099116, 12719038, 0, -3232872, -1987704, -2521364, -792576, 22899, -2220944, 0, -5116640, 10306756, 236196, -1916717, 3689856, -2022696, 0, 11657496, 2219616, 12391232, 17868, 236844, -886272, 0, 7963344, 10004861, 1576896, 472950, 1233312, -2273316, 0, 17201720, -30464, 3341556, 2431440, 4019370, 11789568, 0, -524288, -1085481, -1635048, -10465426, -2662704, -1255416, 0, 2434608, -16512, -5520276, -2108592, 8944721, -7536064, 0, -8704992, 3295824, -78336, 6386167, 6864864, 5156136, 0, -92484, 2123712, -4183728, -3876032, -2255742, -5346320, 0, -2006208, -849057, 3322656, 1793097, 1949696, 26156900, 0, 17226792, -5208128, -4669974, 580856, 9690412, 258048, 0, -7400584, -5907942, 51376, -7798790, -560844, 110946, 0, 1165248, 5345392, 1072714, 2658528, -5236196, -7943656, 0, 5738752, 1015242, -4609944, 6780933, -1632, -4297860, 0, -1913408, -331776, -3305369, 8821436, -771219, 17910016, 0, -8628912, 678504, -1332544, 20898, -2254176, 23966656, 0, -5154918, -10948832, 642672, 1954048, -5310198, -198288, 0, -4860288, -6402168, -2688, -2422356, 2460096, 14213186, 0, -9811206, -1226368, -13750970, -3600360, 17919405, -3049472, 0, 39665952, 55386, -2467584, -13979010, -11308132, 23860872, 0, -10511884, -4380876, 1443013, -2381856, 163296, -9018512, 0, 13824, 4871059, 9440516, -455634, -6235360, -29066464, 0, 30344608, -1953984, 2342340, -8896800, -13068990, -5747328, 0, 1770176, 3631554, -1409024, 144848, -1751328, 54938, 0, -28624068, 11340224, 8557830, 419904, -1082152, -102504, 0, -3595904, -12503034, -5474700, -20253172, 3945984, -3373002, 0, 36094136, 421056, 3341443, -14812156, -51408, 14157056, 0, 4946184, -1457792, 840800, 950904, 20833672, 3920472, 0, -16941314, 4857300, -3113559, 5940544, 14655276, 4383792, 0, 20959232, 5892750, -235416, -19761612, -1929744, -55987376, 0, -10038834, -4733696, 59868, 693504, 13583237, 4328192, 0, 7823232, -276146, -3748608, 29348256, -2045128, -22456692, 0, -25983008, 8748, 11365537, -139264, -14289588, 24220176, 0, 9166464, -1908734, 15422896, 2473011, 3775488, 775488, 0, -17544, -4010208, 4472334, 18378224, -11119974, -3566592, 0, 2071824, -2498562, 3187728, 27795668, -5756220, -16748114, 0, 1062882, 7162424, -35206864, -8302176, 4644477, -8901848, 0, 458752, 2059142, -4994136, 11062329, -10503008, 80406, 0, 3944892, -997056, -13062024, -9835796, 8958762, 2071552, 0, 7096032, -15024639, 4726272, -2774952, -78096, -13183456, 0, -9448524, -16405196, 68544, -8195456, -8578352, 10941480, 0, -7640640, 13263264, 10376528, -95484, -589824, -35233502, 0, -7357716, -1371056, -1254202, 5991084, 7393101, -15340288, 0, -17872528, 22951446, 37152, 1524356, -1705984, -9488664, 0, -67030120, -8478072, 7091208, 1142528, -9793116, -21005328, 0, -352512, -172962, 8255988, -15445944, -11381632, 5432592, 0, -70303296, 4373504, -4778352, 4611312, 707914, -17442144, 0, 41544, -6014610, -6400640, 21873922, -2256984, 34470496, 0, 14951952, -1038088, -9663992, -4386816, -27533099, 47473000, 0, 42419328, 22619126, 11718288, -1626328, -7788224, 2613852, 0, -45660900, 290304, 25859317, 38047088, -8325657, 24576, 0, 231192, -4519300, -810016, 1261899, -3086664, 24612232, 0, 43685830, -11501676, -12027132, 4164160, -31930424, 11963376, 0, -10217472, -8936613, 32527936, -1709792, 6456096, 38283218, 0, -20744748, -3113472, -4755072, 3672, -9198760, -50887232, 0, 1102896, 17353186, 746496, 11632016, -6261020, 39696462, 0, -2076108, 20148768, 181689, -9732800, -9707526, 2668288, 0, -5996448, 35562182, -19526304, 5071896, 748544, 52611120, 0, 24078874, -91392, 24634872, -5206064, -133590, 8793216, 0, 40586496, -223074, 1690496, 27489918, -5467824, -43109736, 0, -12096, -12525640, -11265348, -5535216, 37996224, 4192608, 0, 7793408, -17134038, 2759328, 12747579, 10476000, -16201620, 0, 48650544, -3430656, 3760468, 25970740, 44624196, -17846816, 0, -11104128, 38480459, 1232896, 25443297, -21388688, -269004, 0, -65201086, 13491412, 9856971, -6664192, 39667806, -10718352, 0, -39923008, -10145826, -8938088, 5567296, 15552, -29685502, 0, 42482322, -25403712, 46706300, 14029560, -3452736, 16295936, 0, -5029552, -40237946, 4396464, 62463, 25438076, -40035600, 0, 49115768, -6465744, -20534220, 7950816, 1991448, -20170912, 0, -6340608, 25632790, -91596, 3940488, -4441888, -14738852, 0, 106862530, -10233280, -25515504, -41227024, -2814852, 1889568, 0, -15333736, -115317, -14759424, -25471278, -4045392, 4011456, 0, -24636150, 23314992, -2901348, -8878464, -6141088, 99129856, 0, 142944, 4141984, -947376, -2737835, -1772544, -66654702, 0, -122352544, 15926688, -27407905, -40019444, 5564457, 12615168], 'weight': 6, '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, 4], [-9, 9], [-16, 16], [0, 86], [-36, 0], [0, 0], [-64, 0], [0, -81], [-344, 344], [-34, 34], [0, -144], [3, 0], [0, 0], [-774, 0], [0, -256], [-1904, 1904], [324, -324], [0, -1489], [-1376, 0], [0, 0], [-136, 0], [0, 224], [576, -576], [-4271, 4271], [0, 12], [729, 0], [0, 0], [-6508, 0], [0, -3096], [1731, -1731], [1024, -1024], [0, -306], [-7616, 0], [0, 0], [1296, 0], [0, 7633], [5956, -5956], [-27, 27], [0, -5504], [-15414, 0], [0, 0], [18491, 0], [0, -544], [6966, -6966], [-896, 896], [0, 18462], [2304, 0], [0, 0], [-17084, 0], [0, -17136], [-48, 48], [19956, -19956], [0, 2916], [-2924, 0], [0, 0], [13401, 0], [0, -26032], [-31828, 31828], [12384, -12384], [0, -57654], [6924, 0], [0, 0], [4096, 0], [0, 258], [1224, -1224], [60563, -60563], [0, -30464], [-2016, 0], [0, 0], [-44834, 0], [0, 5184], [20821, -20821], [-30532, 30532], [0, -38439], [23824, 0], [0, 0], [-108, 0], [0, 30531], [22016, -22016], [-6561, 6561], [0, -61656], [-110602, 0], [0, 0], [-163744, 0], [0, 73964], [58572, -58572], [2176, -2176], [0, -58992], [27864, 0], [0, 0], [-3584, 0], [0, 15579], [-73848, 73848], [128054, -128054], [0, 9216], [119846, 0], [0, 0], [2754, 0], [0, -68336]], 'ap': [[0, 4], [-9, 9], [0, 86], [0, 0], [-34, 34], [3, 0], [-1904, 1904], [0, -1489], [0, 224], [-6508, 0], [1731, -1731], [0, 7633], [-15414, 0], [18491, 0], [0, 18462], [19956, -19956], [-31828, 31828], [0, -57654], [60563, -60563], [-44834, 0], [20821, -20821], [0, 30531], [-110602, 0], [0, -58992], [119846, 0], [100010, -100010], [0, 121691], [0, 48648], [152075, -152075], [-60886, 0], [-151965, 0], [0, 235502], [-325508, 325508], [-3211, 0], [0, 151884], [-76648, 76648], [-389710, 389710], [0, 112372], [-52550, 0], [0, -135256], [-250638, 250638], [-199233, 0], [0, 238770], [-85691, 85691], [-71408, 0], [-711352, 711352], [-260260, 0], [-105656, 0], [654750, -654750], [0, 557713], [0, 1247594], [-496926, 0], [-277618, 277618], [308328, 0], [0, 408762], [-1088124, 1088124], [-668290, 668290], [0, -830664], [-925073, 925073], [1336348, 0], [-992957, 992957], [-563544, 0], [-2827033, 0], [-1127314, 1127314], [0, -2360129], [0, 2224200], [0, 3703039], [1214325, 0], [977904, -977904], [-511282, 0], [3027522, -3027522], [0, -4594556], [-1112731, 1112731], [0, 2458949], [-4101299, 0], [0, -2594132], [-2234066, 2234066], [0, -2063997], [0, -1152828], [5934125, -5934125], [-771666, 0], [-2875419, 0], [137862, -137862], [-1565255, 0], [0, 4881576], [0, 1301516], [-3131410, 0], [0, -6492685], [-5347172, 0], [3372853, 0], [0, 2234522], [-2521364, 2521364], [-1916717, 1916717], [5828748, 0], [0, 10004861], [-1136658, 0], [0, 4019370], [-5520276, 5520276], [0, 8944721], [0, -849057], [8613396, 0], [-7798790, 7798790], [1072714, -1072714], [0, 1015242], [6780933, -6780933], [-3305369, 3305369], [11983328, 0], [0, -5310198], [-2422356, 2422356], [7106593, 0], [0, 17919405], [-13979010, 13979010], [-5255942, 0], [1443013, -1443013], [15172304, 0], [144848, -144848], [27469, 0], [8557830, -8557830], [0, -12503034], [18047068, 0], [3341443, -3341443], [-8470657, 0], [0, 14655276], [-19761612, 19761612], [0, 13583237], [-12991504, 0], [0, -1908734], [0, -11119974], [-8374057, 0], [0, 4644477], [11062329, -11062329], [1972446, 0], [0, -15024639], [-4724262, 0], [0, -8578352], [-17616751, 0], [-1254202, 1254202], [7091208, -7091208], [2716296, 0], [21873922, -21873922], [17235248, 0], [0, 22619126], [-1626328, 1626328], [-22830450, 0], [25859317, -25859317], [12306116, 0], [19141609, 0], [-4755072, 4755072], [0, -9198760], [0, 17353186], [0, 35562182], [26305560, 0], [12039437, 0], [0, -133590], [12747579, -12747579], [24325272, 0], [0, 38480459], [0, 39667806], [-14842751, 0], [46706300, -46706300], [0, -40237946], [24557884, 0], [53431265, 0], [0, -2814852], [-25471278, 25471278], [-2901348, 2901348], [-2737835, 2737835], [-27407905, 27407905]], 'char_orbit_index': 5, 'field_poly': [1, -1, 1], 'hecke_orbit_code': 54043470507016486, 'hecke_ring_character_values': [[197, [1, 0]], [199, [0, -1]]], 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 2, 'label': '294.6.e.m', 'level': 294, 'maxp': 997, 'weight': 6}
• 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': 10584, 'analytic_conductor': 47.1528430250163, 'char_conductor': 7, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 5, 'char_orbit_label': 'e', 'char_order': 3, 'char_parity': 1, 'char_values': [294, 3, [197, 199], [3, 2]], 'conrey_index': 67, 'cusp_dim': 528, 'dim': 68, 'eis_dim': 64, 'eis_new_dim': 0, 'hecke_cutter_primes': [5, 11], 'hecke_orbit_code': 274978570534, 'hecke_orbit_dims': [2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 4, 4, 4, 4, 4, 4, 4, 4], 'label': '294.6.e', 'level': 294, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 7], 'level_radical': 42, 'mf_dim': 592, 'mf_new_dim': 68, 'num_forms': 26, 'prim_orbit_index': 3, 'relative_dim': 34, 'sturm_bound': 336, 'trace_bound': 11, 'trace_display': [0, 0, 44, 0], 'traces': [68, 0, 0, -544, 44, 144, 0, 0, -2754, -648, -296, 0, 3312, 0, 396, -8704, 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29014452, -5858304, -41056768, 0, -194400644, -9309952, 4726620, -63808520, -49129992, 13870656, 0, -104970272, -3191724, -2654208, 108924356, 2667168, 13142568, 0, -85263984, 26956000, -18848580, 0, 11116194, -55980544, 0, 10841472, 30499852, -20809008, 81474, 6838272, -412128, 0, 176707136, -23641920, 20110908, 57543168, 10986192, 8393472, 0, 16638048, -7877252, 23779712, 4020588, 21437136, -3812136, 0, 97140908, 84184992, -763992, -12983584, 7660644, 25051968, 0, -27139584, 15165126, -29690520, -26226232, -1321920, -51504648, 0, -70900056, 1767424, -9258036, 17655408, -22448544, 7727360, 0, -103576704, 16241304, -8904960, -59429080, 14780704, 1889928, 0, -4693768, 3779136, 25509048, -1212416, -167292, 25617984, 0, -37836864, -37489764, 50792656, -11255922, 12152064, 72801144, 0, 231529752, 15467904, 17214012, -18276368, -15362184, -1824768, 0, 21355008, 2994588, -6052800, 66987320, 424656, 21911916, 0, 36137988, -61406224, -46057720, -5977728, 23669820, -20599392, 0, -12328960, 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-4369556, 17527104, 0, -23324672, 64058328, -319392, -1567680, 15457536, 103679568, 0, -92669832, -5005696, -42007260, 32792976, 67659600, 284032, 0, 384912000, 110585472, -1492992, -119572980, -14115840, -59662368, 0, 123581416, 7828344, 7124064, 15836672, -13866066, 33474624, 0, -99241344, -31789304, -70095184, 29365254, -15235584, 135914112, 0, -279179696, -13617792, -30602700, 38341304, 945804, 12114432, 0, 64629632, -1942056, 56969952, -268940848, -2612736, -139536864, 0, 292254048, 53434128, -9174696, -21472128, 118058196, -57259776, 0, 34317312, 49771864, 8902872, 52828572, -19179648, -11319264, 0, 74366504, -15648768, -1890222, -48140928, 75843000, -8375424, 0, 37791360, 96626880, 1467136, 147364344, 15800784, 155258160, 0, -218429992, -123586752, 14216472, -6031360, 37066716, -50621760, 0, -150165632, -12962448, -37162944, 226786692, -1140480, 30396156, 0, -319858056, 168593024, 60480380, -10301904, 9117696, 37425152, 0, -24036544, -13908368, 5223168, 211428964, -64654304, -96555996, 0, 129732648, 14190552, 47251896, 83115840, 15890292, -14633472, 0, 1622016, -88017424, -50300480, 11806560, 16949472, -28619144, 0, -189933628, -13362176, -13235760, 55709272, -7727256, 0, 0, 182344736, 22592052, 12183552, -145550804, -16505136, -17623176, 0, 36317808, -15194184, 82755576, -13236480, -72233340, 31646176, 0, 74838784, 109630104, 34145712, -136118354, -2314240, -75403656, 0, 253706800, -4120416, -41958792, -161438336, -17784684, 45997824], 'weight': 6, '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: 228599
    {'conductor': 7, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 2, 'source_hecke_orbit': 13, 'source_is_minimal': False, 'source_label': '294.6.e.m', 'source_level': 294, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '42.6.e.b', 'target_level': 42, 'twist_class_label': '42.6.e.b', 'twist_class_level': 42, 'twisting_char_label': '7.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 228600
    {'conductor': 7, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 2, 'source_hecke_orbit': 13, 'source_is_minimal': False, 'source_label': '294.6.e.m', 'source_level': 294, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '42.6.e.b', 'target_level': 42, 'twist_class_label': '42.6.e.b', 'twist_class_level': 42, 'twisting_char_label': '7.d', 'twisting_char_orbit': 4, 'weight': 6}
  • id: 228601
    {'conductor': 21, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 2, 'source_hecke_orbit': 13, 'source_is_minimal': False, 'source_label': '294.6.e.m', 'source_level': 294, 'target_char_orbit': 7, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '126.6.g.b', 'target_level': 126, 'twist_class_label': '42.6.e.b', 'twist_class_level': 42, 'twisting_char_label': '21.c', 'twisting_char_orbit': 3, 'weight': 6}
  • id: 228602
    {'conductor': 21, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 2, 'source_hecke_orbit': 13, 'source_is_minimal': False, 'source_label': '294.6.e.m', 'source_level': 294, 'target_char_orbit': 7, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '126.6.g.b', 'target_level': 126, 'twist_class_label': '42.6.e.b', 'twist_class_level': 42, 'twisting_char_label': '21.g', 'twisting_char_orbit': 7, 'weight': 6}
  • id: 228603
    {'conductor': 7, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 2, 'source_hecke_orbit': 13, 'source_is_minimal': False, 'source_label': '294.6.e.m', 'source_level': 294, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '294.6.a.d', 'target_level': 294, 'twist_class_label': '42.6.e.b', 'twist_class_level': 42, 'twisting_char_label': '7.d', 'twisting_char_orbit': 4, 'weight': 6}
  • id: 228604
    {'conductor': 7, 'degree': 2, 'multiplicity': 1, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 2, 'source_hecke_orbit': 13, 'source_is_minimal': False, 'source_label': '294.6.e.m', 'source_level': 294, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '294.6.a.e', 'target_level': 294, 'twist_class_label': '42.6.e.b', 'twist_class_level': 42, 'twisting_char_label': '7.c', 'twisting_char_orbit': 3, 'weight': 6}
  • id: 228605
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 5, 'source_dim': 2, 'source_hecke_orbit': 13, 'source_is_minimal': False, 'source_label': '294.6.e.m', 'source_level': 294, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 13, 'target_is_minimal': False, 'target_label': '294.6.e.m', 'target_level': 294, 'twist_class_label': '42.6.e.b', 'twist_class_level': 42, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 6}
  • id: 228606
    {'conductor': 7, 'degree': 2, 'multiplicity': 1, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 2, 'source_hecke_orbit': 13, 'source_is_minimal': False, 'source_label': '294.6.e.m', 'source_level': 294, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 13, 'target_is_minimal': False, 'target_label': '294.6.e.m', 'target_level': 294, 'twist_class_label': '42.6.e.b', 'twist_class_level': 42, 'twisting_char_label': '7.c', 'twisting_char_orbit': 3, 'weight': 6}
  • id: 228607
    {'conductor': 28, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 2, 'source_hecke_orbit': 13, 'source_is_minimal': False, 'source_label': '294.6.e.m', 'source_level': 294, 'target_char_orbit': 17, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '336.6.q.a', 'target_level': 336, 'twist_class_label': '42.6.e.b', 'twist_class_level': 42, 'twisting_char_label': '28.d', 'twisting_char_orbit': 4, 'weight': 6}
  • id: 228608
    {'conductor': 28, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 2, 'source_hecke_orbit': 13, 'source_is_minimal': False, 'source_label': '294.6.e.m', 'source_level': 294, 'target_char_orbit': 17, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '336.6.q.a', 'target_level': 336, 'twist_class_label': '42.6.e.b', 'twist_class_level': 42, 'twisting_char_label': '28.f', 'twisting_char_orbit': 6, 'weight': 6}
  • id: 228609
    {'conductor': 21, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 2, 'source_hecke_orbit': 13, 'source_is_minimal': False, 'source_label': '294.6.e.m', 'source_level': 294, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 13, 'target_is_minimal': False, 'target_label': '882.6.a.m', 'target_level': 882, 'twist_class_label': '42.6.e.b', 'twist_class_level': 42, 'twisting_char_label': '21.g', 'twisting_char_orbit': 7, 'weight': 6}
  • id: 228610
    {'conductor': 21, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 2, 'source_hecke_orbit': 13, 'source_is_minimal': False, 'source_label': '294.6.e.m', 'source_level': 294, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 25, 'target_is_minimal': False, 'target_label': '882.6.a.y', 'target_level': 882, 'twist_class_label': '42.6.e.b', 'twist_class_level': 42, 'twisting_char_label': '21.h', 'twisting_char_orbit': 8, 'weight': 6}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 659100
    {'charpoly_factorization': [[[16, -4, 1], 1]], 'hecke_orbit_code': 54043470507016486, 'p': 2}
  • id: 659101
    {'charpoly_factorization': [[[81, 9, 1], 1]], 'hecke_orbit_code': 54043470507016486, 'p': 3}
  • id: 659102
    {'charpoly_factorization': [[[7396, -86, 1], 1]], 'hecke_orbit_code': 54043470507016486, 'p': 5}
  • id: 659103
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 54043470507016486, 'p': 7}
  • id: 659104
    {'charpoly_factorization': [[[1156, 34, 1], 1]], 'hecke_orbit_code': 54043470507016486, 'p': 11}
  • id: 659105
    {'charpoly_factorization': [[[-3, 1], 2]], 'hecke_orbit_code': 54043470507016486, 'p': 13}
  • id: 659106
    {'charpoly_factorization': [[[3625216, 1904, 1], 1]], 'hecke_orbit_code': 54043470507016486, 'p': 17}
  • id: 659107
    {'charpoly_factorization': [[[2217121, 1489, 1], 1]], 'hecke_orbit_code': 54043470507016486, 'p': 19}
  • id: 659108
    {'charpoly_factorization': [[[50176, -224, 1], 1]], 'hecke_orbit_code': 54043470507016486, 'p': 23}
  • id: 659109
    {'charpoly_factorization': [[[6508, 1], 2]], 'hecke_orbit_code': 54043470507016486, 'p': 29}
  • id: 659110
    {'charpoly_factorization': [[[2996361, -1731, 1], 1]], 'hecke_orbit_code': 54043470507016486, 'p': 31}
  • id: 659111
    {'charpoly_factorization': [[[58262689, -7633, 1], 1]], 'hecke_orbit_code': 54043470507016486, 'p': 37}
  • id: 659112
    {'charpoly_factorization': [[[15414, 1], 2]], 'hecke_orbit_code': 54043470507016486, 'p': 41}
  • id: 659113
    {'charpoly_factorization': [[[-18491, 1], 2]], 'hecke_orbit_code': 54043470507016486, 'p': 43}
  • id: 659114
    {'charpoly_factorization': [[[340845444, -18462, 1], 1]], 'hecke_orbit_code': 54043470507016486, 'p': 47}
  • id: 659115
    {'charpoly_factorization': [[[398241936, -19956, 1], 1]], 'hecke_orbit_code': 54043470507016486, 'p': 53}
  • id: 659116
    {'charpoly_factorization': [[[1013021584, 31828, 1], 1]], 'hecke_orbit_code': 54043470507016486, 'p': 59}
  • id: 659117
    {'charpoly_factorization': [[[3323983716, 57654, 1], 1]], 'hecke_orbit_code': 54043470507016486, 'p': 61}
  • id: 659118
    {'charpoly_factorization': [[[3667876969, -60563, 1], 1]], 'hecke_orbit_code': 54043470507016486, 'p': 67}
  • id: 659119
    {'charpoly_factorization': [[[44834, 1], 2]], 'hecke_orbit_code': 54043470507016486, 'p': 71}
  • id: 659120
    {'charpoly_factorization': [[[433514041, -20821, 1], 1]], 'hecke_orbit_code': 54043470507016486, 'p': 73}
  • id: 659121
    {'charpoly_factorization': [[[932141961, -30531, 1], 1]], 'hecke_orbit_code': 54043470507016486, 'p': 79}
  • id: 659122
    {'charpoly_factorization': [[[110602, 1], 2]], 'hecke_orbit_code': 54043470507016486, 'p': 83}
  • id: 659123
    {'charpoly_factorization': [[[3480056064, 58992, 1], 1]], 'hecke_orbit_code': 54043470507016486, 'p': 89}
  • id: 659124
    {'charpoly_factorization': [[[-119846, 1], 2]], 'hecke_orbit_code': 54043470507016486, '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': 5, 'hecke_orbit': 13, 'label': '294.6.e.m', 'level': 294, 'portrait': 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', 'weight': 6}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 58152403
    {'hecke_orbit_code': 54043470507016486, 'n': 1, 'trace_an': 2}
  • id: 58152404
    {'hecke_orbit_code': 54043470507016486, 'n': 2, 'trace_an': 4}
  • id: 58152405
    {'hecke_orbit_code': 54043470507016486, 'n': 3, 'trace_an': -9}
  • id: 58152406
    {'hecke_orbit_code': 54043470507016486, 'n': 4, 'trace_an': -16}
  • id: 58152407
    {'hecke_orbit_code': 54043470507016486, 'n': 5, 'trace_an': 86}
  • id: 58152408
    {'hecke_orbit_code': 54043470507016486, 'n': 6, 'trace_an': -72}
  • id: 58152409
    {'hecke_orbit_code': 54043470507016486, 'n': 7, 'trace_an': 0}
  • id: 58152410
    {'hecke_orbit_code': 54043470507016486, 'n': 8, 'trace_an': -128}
  • id: 58152411
    {'hecke_orbit_code': 54043470507016486, 'n': 9, 'trace_an': -81}
  • id: 58152412
    {'hecke_orbit_code': 54043470507016486, 'n': 10, 'trace_an': -344}
  • id: 58152413
    {'hecke_orbit_code': 54043470507016486, 'n': 11, 'trace_an': -34}
  • id: 58152414
    {'hecke_orbit_code': 54043470507016486, 'n': 12, 'trace_an': -144}
  • id: 58152415
    {'hecke_orbit_code': 54043470507016486, 'n': 13, 'trace_an': 6}
  • id: 58152416
    {'hecke_orbit_code': 54043470507016486, 'n': 14, 'trace_an': 0}
  • id: 58152417
    {'hecke_orbit_code': 54043470507016486, 'n': 15, 'trace_an': -1548}
  • id: 58152418
    {'hecke_orbit_code': 54043470507016486, 'n': 16, 'trace_an': -256}
  • id: 58152419
    {'hecke_orbit_code': 54043470507016486, 'n': 17, 'trace_an': -1904}
  • id: 58152420
    {'hecke_orbit_code': 54043470507016486, 'n': 18, 'trace_an': 324}
  • id: 58152421
    {'hecke_orbit_code': 54043470507016486, 'n': 19, 'trace_an': -1489}
  • id: 58152422
    {'hecke_orbit_code': 54043470507016486, 'n': 20, 'trace_an': -2752}
  • id: 58152423
    {'hecke_orbit_code': 54043470507016486, 'n': 21, 'trace_an': 0}
  • id: 58152424
    {'hecke_orbit_code': 54043470507016486, 'n': 22, 'trace_an': -272}
  • id: 58152425
    {'hecke_orbit_code': 54043470507016486, 'n': 23, 'trace_an': 224}
  • id: 58152426
    {'hecke_orbit_code': 54043470507016486, 'n': 24, 'trace_an': 576}
  • id: 58152427
    {'hecke_orbit_code': 54043470507016486, 'n': 25, 'trace_an': -4271}
  • id: 58152428
    {'hecke_orbit_code': 54043470507016486, 'n': 26, 'trace_an': 12}
  • id: 58152429
    {'hecke_orbit_code': 54043470507016486, 'n': 27, 'trace_an': 1458}
  • id: 58152430
    {'hecke_orbit_code': 54043470507016486, 'n': 28, 'trace_an': 0}
  • id: 58152431
    {'hecke_orbit_code': 54043470507016486, 'n': 29, 'trace_an': -13016}
  • id: 58152432
    {'hecke_orbit_code': 54043470507016486, 'n': 30, 'trace_an': -3096}
  • id: 58152433
    {'hecke_orbit_code': 54043470507016486, 'n': 31, 'trace_an': 1731}
  • id: 58152434
    {'hecke_orbit_code': 54043470507016486, 'n': 32, 'trace_an': 1024}
  • id: 58152435
    {'hecke_orbit_code': 54043470507016486, 'n': 33, 'trace_an': -306}
  • id: 58152436
    {'hecke_orbit_code': 54043470507016486, 'n': 34, 'trace_an': -15232}
  • id: 58152437
    {'hecke_orbit_code': 54043470507016486, 'n': 35, 'trace_an': 0}
  • id: 58152438
    {'hecke_orbit_code': 54043470507016486, 'n': 36, 'trace_an': 2592}
  • id: 58152439
    {'hecke_orbit_code': 54043470507016486, 'n': 37, 'trace_an': 7633}
  • id: 58152440
    {'hecke_orbit_code': 54043470507016486, 'n': 38, 'trace_an': 5956}
  • id: 58152441
    {'hecke_orbit_code': 54043470507016486, 'n': 39, 'trace_an': -27}
  • id: 58152442
    {'hecke_orbit_code': 54043470507016486, 'n': 40, 'trace_an': -5504}
  • id: 58152443
    {'hecke_orbit_code': 54043470507016486, 'n': 41, 'trace_an': -30828}
  • id: 58152444
    {'hecke_orbit_code': 54043470507016486, 'n': 42, 'trace_an': 0}
  • id: 58152445
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    {'hecke_orbit_code': 54043470507016486, 'n': 797, 'trace_an': 5432592}
  • id: 58152630
    {'hecke_orbit_code': 54043470507016486, 'n': 809, 'trace_an': 21873922}
  • id: 58152631
    {'hecke_orbit_code': 54043470507016486, 'n': 811, 'trace_an': 34470496}
  • id: 58152632
    {'hecke_orbit_code': 54043470507016486, 'n': 821, 'trace_an': 22619126}
  • id: 58152633
    {'hecke_orbit_code': 54043470507016486, 'n': 823, 'trace_an': -1626328}
  • id: 58152634
    {'hecke_orbit_code': 54043470507016486, 'n': 827, 'trace_an': -45660900}
  • id: 58152635
    {'hecke_orbit_code': 54043470507016486, 'n': 829, 'trace_an': 25859317}
  • id: 58152636
    {'hecke_orbit_code': 54043470507016486, 'n': 839, 'trace_an': 24612232}
  • id: 58152637
    {'hecke_orbit_code': 54043470507016486, 'n': 841, 'trace_an': 43685830}
  • id: 58152638
    {'hecke_orbit_code': 54043470507016486, 'n': 853, 'trace_an': 38283218}
  • id: 58152639
    {'hecke_orbit_code': 54043470507016486, 'n': 857, 'trace_an': -4755072}
  • id: 58152640
    {'hecke_orbit_code': 54043470507016486, 'n': 859, 'trace_an': -9198760}
  • id: 58152641
    {'hecke_orbit_code': 54043470507016486, 'n': 863, 'trace_an': 17353186}
  • id: 58152642
    {'hecke_orbit_code': 54043470507016486, 'n': 877, 'trace_an': 35562182}
  • id: 58152643
    {'hecke_orbit_code': 54043470507016486, 'n': 881, 'trace_an': 52611120}
  • id: 58152644
    {'hecke_orbit_code': 54043470507016486, 'n': 883, 'trace_an': 24078874}
  • id: 58152645
    {'hecke_orbit_code': 54043470507016486, 'n': 887, 'trace_an': -133590}
  • id: 58152646
    {'hecke_orbit_code': 54043470507016486, 'n': 907, 'trace_an': 12747579}
  • id: 58152647
    {'hecke_orbit_code': 54043470507016486, 'n': 911, 'trace_an': 48650544}
  • id: 58152648
    {'hecke_orbit_code': 54043470507016486, 'n': 919, 'trace_an': 38480459}
  • id: 58152649
    {'hecke_orbit_code': 54043470507016486, 'n': 929, 'trace_an': 39667806}
  • id: 58152650
    {'hecke_orbit_code': 54043470507016486, 'n': 937, 'trace_an': -29685502}
  • id: 58152651
    {'hecke_orbit_code': 54043470507016486, 'n': 941, 'trace_an': 46706300}
  • id: 58152652
    {'hecke_orbit_code': 54043470507016486, 'n': 947, 'trace_an': -40237946}
  • id: 58152653
    {'hecke_orbit_code': 54043470507016486, 'n': 953, 'trace_an': 49115768}
  • id: 58152654
    {'hecke_orbit_code': 54043470507016486, 'n': 961, 'trace_an': 25632790}
  • id: 58152655
    {'hecke_orbit_code': 54043470507016486, 'n': 967, 'trace_an': 106862530}
  • id: 58152656
    {'hecke_orbit_code': 54043470507016486, 'n': 971, 'trace_an': -2814852}
  • id: 58152657
    {'hecke_orbit_code': 54043470507016486, 'n': 977, 'trace_an': -25471278}
  • id: 58152658
    {'hecke_orbit_code': 54043470507016486, 'n': 983, 'trace_an': -2901348}
  • id: 58152659
    {'hecke_orbit_code': 54043470507016486, 'n': 991, 'trace_an': -2737835}
  • id: 58152660
    {'hecke_orbit_code': 54043470507016486, 'n': 997, 'trace_an': -27407905}