Embedded newform data - 29.3.f.a.19.1

Formats: - HTML - YAML - JSON - 2024-05-01T13:33:51.552816

• mf_newforms •

  Column	Type
  Nk2	integer
  analytic_conductor	double precision
  analytic_rank	smallint
  analytic_rank_proved	boolean
  artin_degree	integer
  artin_field	numeric[]
  artin_field_label	text
  artin_image	text
  atkin_lehner_eigenvals	integer[]
  atkin_lehner_string	text
  char_conductor	integer
  char_degree	integer
  char_is_minimal	boolean
  char_is_real	boolean
  char_orbit_index	smallint
  char_orbit_label	text
  char_order	integer
  char_parity	smallint
  char_values	jsonb
  cm_discs	integer[]
  conrey_index	integer
  conrey_indexes	integer[]
  dim	integer
  embedded_related_objects	text[]
  field_disc	numeric
  field_disc_factorization	numeric[]
  field_poly	numeric[]
  field_poly_is_cyclotomic	boolean
  field_poly_is_real_cyclotomic	boolean
  field_poly_root_of_unity	integer
  fricke_eigenval	smallint
  has_non_self_twist	smallint
  hecke_cutters	jsonb
  hecke_orbit	integer
  hecke_orbit_code	bigint
  hecke_ring_generator_nbound	integer
  hecke_ring_index	numeric
  hecke_ring_index_factorization	numeric[]
  hecke_ring_index_proved	boolean
  inner_twist_count	integer
  inner_twists	integer[]
  is_cm	boolean
  is_polredabs	boolean
  is_rm	boolean
  is_self_dual	boolean
  is_self_twist	boolean
  is_twist_minimal	boolean
  label	text
  level	integer
  level_is_prime	boolean
  level_is_prime_power	boolean
  level_is_square	boolean
  level_is_squarefree	boolean
  level_primes	integer[]
  level_radical	integer
  minimal_twist	text
  nf_label	text
  prim_orbit_index	smallint
  projective_field	numeric[]
  projective_field_label	text
  projective_image	text
  projective_image_type	text
  qexp_display	text
  related_objects	text[]
  relative_dim	integer
  rm_discs	integer[]
  sato_tate_group	text
  self_twist_discs	integer[]
  self_twist_type	smallint
  space_label	text
  trace_display	numeric[]
  trace_hash	bigint
  trace_moments	numeric[]
  trace_zratio	numeric
  traces	numeric[]
  weight	smallint
  weight_parity	smallint

  
  {'Nk2': 261, 'analytic_conductor': 0.790192766644861, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 29, 'char_degree': 12, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 6, 'char_orbit_label': 'f', 'char_order': 28, 'char_parity': -1, 'char_values': [29, 28, [2], [1]], 'cm_discs': [], 'conrey_index': 2, 'conrey_indexes': [2, 3, 8, 10, 11, 14, 15, 18, 19, 21, 26, 27], 'dim': 48, 'has_non_self_twist': 1, 'hecke_cutters': [], 'hecke_orbit': 1, 'hecke_orbit_code': 343647715357, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 29, 6, -1, 28, 0]], 'is_cm': False, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '29.3.f.a', 'level': 29, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [29], 'level_radical': 29, 'minimal_twist': '29.3.f.a', 'prim_orbit_index': 6, 'related_objects': [], 'relative_dim': 4, 'rm_discs': [], 'sato_tate_group': '2.2.3.c28', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '29.3.f', 'trace_display': [-16, -12, -14, -10], 'traces': [48, -16, -12, -14, -14, -14, -10, 28, -14, -20, -8, -68, -14, 26, -4, 18, -26, -34, 2, 46, 218, 154, 56, 154, -34, 110, 126, 0, -170, 24, -88, -132, -224, -224, -210, -434, -56, -294, -232, -492, -34, -14, 176, 126, 114, 744, 208, 640, 506, 732, 322, 690, -14, -36, 284, 332, 0, -508, -44, -316, -30, -504, -686, -896, -554, -608, -574, -796, -806, -1066, 224, 748, -22, 820, 768, 514, 436, 282, 564, 1162, 670, -18, -126, 572, 38, 0, -118, -384, -160, -828, -434, -1022, -406, -2, -642, -1176, 604, -102, 316, -112, 292, 936, -366, -180, 1100, 712, 630, 1562, 616, 446, 226, 684, 254, 1382, 0, -528, -112, -852, -146, -1638, -686, -1330, -78, 380, -266, -1032, -398, 456, -1918, -38, -182, -1124, -490, -932, -1556, 252, -566, 28, 864, 1276, 110, 538, -502, 0, -126, 476, -248, -1518, 308, 1218, 826, 88, 472, 1498, 1710, 1672, -166, 2170, 328, -8, 1090, 162, 404, 672, 1098, -318, -308, -72, -714, 304, -568, 232, 0, 198, -620, -20, 970, 490, -378, 238, 36, -1876, 994, -198, -350, -1338, -532, -844, -936, -1154, -2364, -928, -824, -4430, -1936, -2520, -1462, -1100, -640, -1640, -1866, 0, 1424, -256, 2054, 1980, 2646, 1694, 1344, 1576, 3404, 728, 1066, 2436, 2318, 84, 468, 584, -184, 700, 1014, 178, 490, -1896, -574, -1454, 244, -386, -878, -572, 0, 2202, 836, 1384, 604, 2464, 1876, 1498, 206, 388, -2044, 384, -824, 938, -140, -4006, -2150, 1130, -354, -3884, -2276, -1062, -2064, -1092, -3654, -3142, -1104, 48, -2482, 0, 144, 480, 1204, 4096, 1470, 3150, 3640, 2744, -406, 5138, 50, 318, 2958, 2156, -1098, 470, -1082, -1312, -170, -248, 156, -2588, -616, -4358, -700, 314, -2060, -556, 0, -8, -1168, 158, -218, -476, 1204, 2534, -1108, -12, -98, -2702, 1014, -912, -1470, -856, -1692, -1790, -800, -2816, -3474, -3294, -1250, -6846, 358, 2322, 888, -1716, 374, 0, 852, 5672, 2126, 376, 4382, 1624, 4424, 2924, 4772, 4102, 4122, 3244, -756, 2464, 1850, 1290, 3204, 1724, 994, 2478, 2382, -1926, 2044, -122, -66, -3008, 1630, -32, 0, 2996, -2352, -1262, -202, -1554, -2548, -1288, -1566, -382, -1022, -2042, -1228, -886, -1106, -3830, -3036, -160, -6458, -1588, -1882, -5770, -1176, -1624, -2688, 2616, -840, -2022, -3378, 0, -4418, -3124, -786, -3496, -2604, 4550, -4900, 1680, -144, 868, 2124, 1046, 2330, -1988, 1630, 2634, -2068, 3786, 2590, -144, 2630, 3256, 2072, 4356, 166, 3402, 1290, 4358, 0, -1346, 5792, -1366, 1528, 1932, -2548, -1638, -154, -628, -1764, 2462, 674, -3384, 364, 632, 1162, 42, 1624, -618, 2378, 2194, -258, 1610, 3890, -2242, 2730, 738, 1334, 0, 7368, -4112, -522, -1494, 42, -2058, 2618, -4940, -238, -2562, 1278, 860, 2018, 448, 1334, 1066, -1182, -4026, 1636, 1562, 874, 2908, 1204, -2596, -796, 3528, 828, -1196, 0, -8070, -4984, 404, -3328, -4200, -3682, -5628, -1758, -3714, -3696, -3570, -4020, -576, -5600, 3736, -1790, -2624, 1316, 3622, -3118, 4148, 4198, 5740, 2186, 2818, -3546, 5290, 2664, 0, -482, 1764, -4330, 2778, -1722, -2170, -2926, 2834, -5038, 2156, -5964, -3386, -2432, 5936, 3336, -578, 5256, 7308, 3864, 6488, 1576, 2094, 1736, 9796, 298, -3084, 440, -496, 0, -1040, -1656, -236, -1362, -6398, 70, -5152, -1450, -3492, -4606, -222, -4496, -234, -1330, -1286, 9380, 502, -324, -3522, 2840, 386, 5124, 4774, 436, -4412, -300, -856, 4788, 0, -1224, -1632, 2528, -4692, -2590, -10262, -1204, -482, 2140, -8078, -466, -3746, -1412, 2254, 4182, -2872, -1794, 8822, 5942, 1820, 4286, 8450, 4018, 8090, 5786, 750, 2002, 5426, 0, 2042, 4448, -986, 1280, 2212, -1008, -2814, -5048, 1262, -3178, -306, 1722, -2978, -1876, 2778, -3338, 10086, -1206, 2094, -604, 4584, -2030, 1344, 3898, -6918, -1084, 6340, -4848, 0, -6330, -332, -4192, 404, -7756, -9632, -1708, -4142, -4678, -1848, -5116, -3748, -3926, -6244, -1278, 2064, -3850, -6854, 788, -2654, -2994, 1608, 2338, -6408, -3376, 708, -3758, -846, 0, -6044, -1100, -3606, -2580, -7392, 700, -3626, -4954, -2496, 2758, -938, 1308, 788, 4970, 2870, 3484, -2690, 8094, 2000, 10598, 1906, 10944, -3220, 2466, 14902, 1166, 1570, 7608, 0, 8086, 3688, -86, -4122, 7364, 9002, 770, 7550, 3438, 868, 8016, -4850, 3686, 1722, 266, 1836, 7420, 3314, -2426, 1204, 1894, -1442, 5012, 1264, 1876, 2654, 5384, 1918, 0, -1580, -4124, 2104, -4870, 4368, -2912, 1176, 5096, -2276, 3696, 2172, -6080, -1420, -154, -1256, -7600, -9570, -1822, 190, -5336, -1864, -4676, 3290, -4990, 3458, 818, -8276, -4450, 0, -11190, 84, -5310, -2642, -8330, 5264, -10766, -13080, 4538, -5292, -8450, 5846, -7662, -3444, -7382, 3792, -1312, -3562, -8716, -5014, -2018, -6096, -8764, 3818, -1638, 2760, 2368, 1004, 0, 3002, 5500, 1136, -254, 7588, -56, 9856, 1344, 6312, 2940, -7296, 10742, 3124, 2198, 6794, 2956, 5350, 6954, -3208, 7230, 1900, 2552, 182, -640, -2998, 1178, 2802, 2608, 0, 4100, -5616, 2274, 11864, 3612, 714, 6566, -7370, 136, 5180, 1332, 2322, 214, -8134, -424, -6984, -422, -10746, 608, 294, -6566, -4772, -8848, -8038, 3738, -8308, -1042, -15758, 0, 7398, -3272, -666, 3372, 1974, 2100, 6818, 9418, 5198, -602, 15340, 240, 5626, 588, -3916, 82, -8, 1622, 8178, -8058, 4240, 592, 3780, -3880, -3840, -906, -1438, 5726, 0, -4034, 14800, 2878, 8002, 280, -2702, -2100, 6464, -4682, 560, -4264, -5548, -426, 9702, -2974, -1324, -1584, 1086, -5672, -1392, -7216, -4816, -1134, -3740, -5350, -8956, -10462, -2128, 0, 4898, 668, 5288, 7594, -2702, 7686, 8498, 4856, -410, 8218, 4664, 626, 768, 12432, -8646, 8346, 2992, -5252, 2416, 3724, -5524, -3074, -14322, -3484, -12762, 9932, -8386, -3368, 0, 8398, -5516, 11486, -8830, 5810, 2254, 3388, 2018, -1912, -1106, -760, -1122, -1528, -7882, 1134, -18602, -722, 1914, -8428, -16174, -2502, -9032, -4984, -7102, -2052, -6626, 1360, -4518, 0, 2634, 5380, 7392, -1454, 16618, 4284, 6370, 1574, 4486, 3038, 6274, 1876, 8676, 644, 1642, 216, 4186, -2566, -1046, 4892, 1872, -8598, 3570, -1332, 8300, -8800, 1856, -9296, 0, -1264, -10960, -6488, 6, -3010, 8456, -3934, 7434, -10466, 658, -11136, 3610, 5476, -6594, -5212, 746, -6838, -6644, -10776, -12134, -10434, -8530, -5670, -10246, -6648, 12182, -2052, 11654, 0, 870, 3224, 3354, 11920, 10444, 13930, 5390, 8294, 14480, 15316, -2722, 14902, 19208, 3780, 440], 'weight': 3, 'weight_parity': -1}
• mf_hecke_cc •

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

  
  {'an_normalized': [[1.0, 0.0], [-0.8164089010060127, -1.2993073227366447], [0.17734085119934415, -0.5068110350043304], [-0.5877922861576639, 1.2205632589465587], [-0.887940461759251, -0.2026666160435255], [-0.803285938455992, 0.18334477352194778], [1.537645423051338, -0.7404910084670892], [0.5409036403336541, -0.060945203359065094], [0.556423834769977, 0.44373320116895637], [0.46159627824403293, 1.3191663733926549], [0.26377238749472687, 0.029720010363502164], [0.5143553441993555, 0.5143553441993555], [0.17300819457708705, -0.13796943123381594], [-2.2174727996922, -1.393330507515639], [-0.2601817947405687, 0.4140769542475797], [0.3238708871087659, 0.4061212469580275], [0.14410064524859753, -0.14410064524859753], [0.12227642618208953, -1.0852332981680637], [-1.682689652593092, 0.5887985751782967], [0.7692919793471182, -0.9646616301833222], [-0.102601666245906, -0.9106149740733345], [-0.1767306978931948, -0.3669850756063805], [0.40212420028753687, 1.761821236563208], [0.06503661040063695, -0.2849440080353231], [-0.15360436153172097, -0.07397196185181235], [-0.3205101223156211, -0.11215134238143114], [0.7782077318259297, -0.4889803266529921], [0.0, 2.312048411409865], [0.6442262965091662, -0.76483493571233], [0.7504279519362865, 0.0], [0.23880916468346564, 0.3800626083663473], [0.44304479817495757, -1.2661492893362483], [0.061840048933864064, -0.12841218477624905], [-0.3048760730042431, -0.06958597416091343], [-1.5154103938628865, 0.34588253342221076], [-0.8686660800336293, 0.41832753636322517], [-0.5324048612016651, 0.05998762092870217], [2.138793110353779, 1.7056305898321658], [-0.03924300975180669, -0.11215007853233838], [-0.4926417862939909, -0.05550739837938619], [-0.3714965920842264, -0.3714965920842264], [-1.0994037904259175, 0.8767452665011167], [0.036876311778290205, 0.02317092241784523], [-0.1913185273759924, 0.30448169206448594], [-0.4041413304724332, -0.5067771992226667], [1.9608494575948368, -1.9608494575948368], [-0.01825900346365802, 0.16205313786828798], [0.26326226830660243, -0.09211945187768865], [1.1925367115513876, -1.4953937374921484], [0.02929165627658707, 0.2599706398231489], [-0.04747686607647256, -0.09858672824999458], [0.06670753640727357, 0.292264813202267], [-0.13453686950191845, 0.5894445388258799], [-1.2706714381887785, -0.6119231134753752], [-0.22819092162225837, -0.07984745690493568], [0.7865886317742644, -0.4942463951161867], [0.0, 0.9572237249288624], [-1.5197077153880634, -0.21262989523796078], [-0.1606633949770037, 0.0], [-0.352474264783928, -0.5609595788895003], [-0.32083784103571367, 0.916901871081502], [0.29885220245939254, -0.6205729928196965], [1.1841630084346593, 0.2702774792894191], [-1.5003978484938691, 0.3424560179077465], [-0.1815827739265204, 0.08744565513567772], [-0.21733365839664548, 0.024487622230796504], [-0.6773154871174982, -0.5401410768541276], [0.09118270547346248, 0.26058520088839776], [0.9642234923620562, 0.10864189560518514], [1.6866022427088687, 1.6866022427088687], [-0.8624978593008864, 0.6878190907604967], [0.32801508797790324, 0.2061055400853071], [0.5585655754143581, -0.8889520208196972], [0.5126024227701229, 0.6427831071435434], [-0.06473013476938506, 0.06473013476938506], [0.2704060900088266, -2.399920426755103], [0.4275958048043128, -0.14962224331326468], [-0.1136790758189163, 0.14254905229907242], [0.12697689575187873, 1.1269511194475683], [-0.20527084622537548, -0.42624930427950203], [0.04855394206794583, 0.21272871961697243], [-0.1793951179957813, 0.7859813669377059], [0.5128359315976766, 0.24696876826995495], [1.171771648366752, 0.41002063329351696], [-0.1571571836240675, 0.09874840333962391], [0.0, -0.06683060923550066], [-0.27337914558789994, -0.46213747463703747], [0.14448673669083414, 0.0], [-0.3547102507970538, -0.564518130243866], [-0.32851474648387136, 0.9388412063756454], [0.1638601352698741, -0.34025907693313096], [-2.3867797731871785, -0.5447669080363756], [0.23497054445176413, -0.05363049344501582], [0.22546364165594765, -0.10857756728542023], [1.6134580418836586, -0.18179306098450831], [-0.5631284901707129, -0.4490799854326699], [-0.43180154079984645, -1.23401790579679], [-2.916573619585061, -0.32861892415375693], [0.1335814880188769, 0.1335814880188769], [0.18057491765703718, -0.14400369153111847], [-0.5893774304188684, -0.3703303843716923], [-0.089333921883163, 0.1421741222181043], [-0.5288907160314141, -0.6632079808614212], [0.08517218721042008, -0.08517218721042008], [-0.0934470844103471, 0.82936581306205], [0.8757067034184408, -0.3064230284249256], [0.22887650090553419, -0.2870020543585618], [0.13940691926479543, 1.2372706293843498], [0.4471113170699266, 0.9284362165453407], [0.08255071408269556, 0.3616783099857076], [-0.06401474301784897, 0.2804669145038724], [0.7987277189422319, 0.3846469967806122], [-0.2898419625202198, -0.10142008913871615], [1.2437277952973187, -0.7814859692860544], [0.0, -1.6458895132326734], [0.5548581740612154, 1.2358830233619], [0.15748750045805446, 0.0], 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-0.4597148649602225, -0.4636655677604135, -0.39368091400830557, -0.1476400906473106, -0.1396567101407089, 0.10487763106252573, -0.44585946746286226, -0.32048925197016886, -0.48784065179681874, -0.24346745445733575, -0.4711428780332012, -0.2010004797463867, -0.16220129601530026, -0.47570478819106776, 0.01503957823226081, -0.14926203280904066, -0.17974016093861206, -0.2351920184884314, -0.3616529344881256, -0.2621597008821312, -0.11878797419008125, -0.4433515038886203, -0.3048281749872135, -0.07971424770462793, -0.45950597190371933, -0.15179151923935671, -0.28775690465952464, -0.39794881414722794, -0.24460186407891574, -0.31920251756458906, -0.09337236880268018, -0.11271938215501154, -0.12705123887713463], 'char_orbit_index': 6, 'conrey_index': 19, 'dual_conrey_index': 26, 'dual_embedding_index': 1, 'dual_embedding_m': 41, 'embedding_index': 1, 'embedding_m': 33, 'hecke_orbit': 1, 'hecke_orbit_code': 343647715357, 'label': '29.3.f.a.19.1', 'level': 29, 'weight': 3}
• mf_newspaces •

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

  
  {'Nk2': 261, 'analytic_conductor': 0.790192766644861, 'char_conductor': 29, 'char_degree': 12, 'char_is_real': False, 'char_orbit_index': 6, 'char_orbit_label': 'f', 'char_order': 28, 'char_parity': -1, 'char_values': [29, 28, [2], [1]], 'conrey_index': 2, 'cusp_dim': 48, 'dim': 48, 'eis_dim': 24, 'eis_new_dim': 24, 'hecke_cutter_primes': [], 'hecke_orbit_code': 343647715357, 'hecke_orbit_dims': [48], 'label': '29.3.f', 'level': 29, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [29], 'level_radical': 29, 'mf_dim': 72, 'mf_new_dim': 72, 'num_forms': 1, 'prim_orbit_index': 6, 'relative_dim': 4, 'sturm_bound': 7, 'trace_bound': 0, 'trace_display': [-16, -12, -14, -10], 'traces': [48, -16, -12, -14, -14, -14, -10, 28, -14, -20, -8, -68, -14, 26, -4, 18, -26, -34, 2, 46, 218, 154, 56, 154, -34, 110, 126, 0, -170, 24, -88, -132, -224, -224, -210, -434, -56, -294, -232, -492, -34, -14, 176, 126, 114, 744, 208, 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2634, -2068, 3786, 2590, -144, 2630, 3256, 2072, 4356, 166, 3402, 1290, 4358, 0, -1346, 5792, -1366, 1528, 1932, -2548, -1638, -154, -628, -1764, 2462, 674, -3384, 364, 632, 1162, 42, 1624, -618, 2378, 2194, -258, 1610, 3890, -2242, 2730, 738, 1334, 0, 7368, -4112, -522, -1494, 42, -2058, 2618, -4940, -238, -2562, 1278, 860, 2018, 448, 1334, 1066, -1182, -4026, 1636, 1562, 874, 2908, 1204, -2596, -796, 3528, 828, -1196, 0, -8070, -4984, 404, -3328, -4200, -3682, -5628, -1758, -3714, -3696, -3570, -4020, -576, -5600, 3736, -1790, -2624, 1316, 3622, -3118, 4148, 4198, 5740, 2186, 2818, -3546, 5290, 2664, 0, -482, 1764, -4330, 2778, -1722, -2170, -2926, 2834, -5038, 2156, -5964, -3386, -2432, 5936, 3336, -578, 5256, 7308, 3864, 6488, 1576, 2094, 1736, 9796, 298, -3084, 440, -496, 0, -1040, -1656, -236, -1362, -6398, 70, -5152, -1450, -3492, -4606, -222, -4496, -234, -1330, -1286, 9380, 502, -324, -3522, 2840, 386, 5124, 4774, 436, -4412, -300, -856, 4788, 0, -1224, -1632, 2528, -4692, -2590, -10262, -1204, -482, 2140, -8078, -466, -3746, -1412, 2254, 4182, -2872, -1794, 8822, 5942, 1820, 4286, 8450, 4018, 8090, 5786, 750, 2002, 5426, 0, 2042, 4448, -986, 1280, 2212, -1008, -2814, -5048, 1262, -3178, -306, 1722, -2978, -1876, 2778, -3338, 10086, -1206, 2094, -604, 4584, -2030, 1344, 3898, -6918, -1084, 6340, -4848, 0, -6330, -332, -4192, 404, -7756, -9632, -1708, -4142, -4678, -1848, -5116, -3748, -3926, -6244, -1278, 2064, -3850, -6854, 788, -2654, -2994, 1608, 2338, -6408, -3376, 708, -3758, -846, 0, -6044, -1100, -3606, -2580, -7392, 700, -3626, -4954, -2496, 2758, -938, 1308, 788, 4970, 2870, 3484, -2690, 8094, 2000, 10598, 1906, 10944, -3220, 2466, 14902, 1166, 1570, 7608, 0, 8086, 3688, -86, -4122, 7364, 9002, 770, 7550, 3438, 868, 8016, -4850, 3686, 1722, 266, 1836, 7420, 3314, -2426, 1204, 1894, -1442, 5012, 1264, 1876, 2654, 5384, 1918, 0, -1580, -4124, 2104, -4870, 4368, -2912, 1176, 5096, -2276, 3696, 2172, -6080, -1420, -154, -1256, -7600, -9570, -1822, 190, -5336, -1864, -4676, 3290, -4990, 3458, 818, -8276, -4450, 0, -11190, 84, -5310, -2642, -8330, 5264, -10766, -13080, 4538, -5292, -8450, 5846, -7662, -3444, -7382, 3792, -1312, -3562, -8716, -5014, -2018, -6096, -8764, 3818, -1638, 2760, 2368, 1004, 0, 3002, 5500, 1136, -254, 7588, -56, 9856, 1344, 6312, 2940, -7296, 10742, 3124, 2198, 6794, 2956, 5350, 6954, -3208, 7230, 1900, 2552, 182, -640, -2998, 1178, 2802, 2608, 0, 4100, -5616, 2274, 11864, 3612, 714, 6566, -7370, 136, 5180, 1332, 2322, 214, -8134, -424, -6984, -422, -10746, 608, 294, -6566, -4772, -8848, -8038, 3738, -8308, -1042, -15758, 0, 7398, -3272, -666, 3372, 1974, 2100, 6818, 9418, 5198, -602, 15340, 240, 5626, 588, -3916, 82, -8, 1622, 8178, -8058, 4240, 592, 3780, -3880, -3840, -906, -1438, 5726, 0, -4034, 14800, 2878, 8002, 280, -2702, -2100, 6464, -4682, 560, -4264, -5548, -426, 9702, -2974, -1324, -1584, 1086, -5672, -1392, -7216, -4816, -1134, -3740, -5350, -8956, -10462, -2128, 0, 4898, 668, 5288, 7594, -2702, 7686, 8498, 4856, -410, 8218, 4664, 626, 768, 12432, -8646, 8346, 2992, -5252, 2416, 3724, -5524, -3074, -14322, -3484, -12762, 9932, -8386, -3368, 0, 8398, -5516, 11486, -8830, 5810, 2254, 3388, 2018, -1912, -1106, -760, -1122, -1528, -7882, 1134, -18602, -722, 1914, -8428, -16174, -2502, -9032, -4984, -7102, -2052, -6626, 1360, -4518, 0, 2634, 5380, 7392, -1454, 16618, 4284, 6370, 1574, 4486, 3038, 6274, 1876, 8676, 644, 1642, 216, 4186, -2566, -1046, 4892, 1872, -8598, 3570, -1332, 8300, -8800, 1856, -9296, 0, -1264, -10960, -6488, 6, -3010, 8456, -3934, 7434, -10466, 658, -11136, 3610, 5476, -6594, -5212, 746, -6838, -6644, -10776, -12134, -10434, -8530, -5670, -10246, -6648, 12182, -2052, 11654, 0, 870, 3224, 3354, 11920, 10444, 13930, 5390, 8294, 14480, 15316, -2722, 14902, 19208, 3780, 440], 'weight': 3, 'weight_parity': -1}
• mf_twists_cc •

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

  
  
  • id: 3409215
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 19, 'source_dim': 48, 'source_embedding_index': 1, 'source_hecke_orbit_code': 343647715357, 'source_is_minimal': True, 'source_label': '29.3.f.a.19.1', 'source_level': 29, 'target_conrey_index': 19, 'target_dim': 48, 'target_embedding_index': 1, 'target_hecke_orbit_code': 343647715357, 'target_is_minimal': True, 'target_label': '29.3.f.a.19.1', 'target_level': 29, 'twist_class_label': '29.3.f.a.19.1', 'twist_class_level': 29, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 3}
  • id: 3409216
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 19, 'source_dim': 48, 'source_embedding_index': 1, 'source_hecke_orbit_code': 343647715357, 'source_is_minimal': True, 'source_label': '29.3.f.a.19.1', 'source_level': 29, 'target_conrey_index': 19, 'target_dim': 48, 'target_embedding_index': 4, 'target_hecke_orbit_code': 1237000913157, 'target_is_minimal': False, 'target_label': '261.3.s.a.19.4', 'target_level': 261, 'twist_class_label': '29.3.f.a.19.1', 'twist_class_level': 29, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 3}
  • id: 3409217
    {'conductor': 29, 'degree': 12, 'order': 28, 'parity': -1, 'source_conrey_index': 19, 'source_dim': 48, 'source_embedding_index': 1, 'source_hecke_orbit_code': 343647715357, 'source_is_minimal': True, 'source_label': '29.3.f.a.19.1', 'source_level': 29, 'target_conrey_index': 26, 'target_dim': 48, 'target_embedding_index': 1, 'target_hecke_orbit_code': 343647715357, 'target_is_minimal': True, 'target_label': '29.3.f.a.26.1', 'target_level': 29, 'twist_class_label': '29.3.f.a.19.1', 'twist_class_level': 29, 'twisting_char_label': '29.26', 'twisting_conrey_index': 26, 'weight': 3}
  • id: 3409218
    {'conductor': 87, 'degree': 12, 'order': 28, 'parity': 1, 'source_conrey_index': 19, 'source_dim': 48, 'source_embedding_index': 1, 'source_hecke_orbit_code': 343647715357, 'source_is_minimal': True, 'source_label': '29.3.f.a.19.1', 'source_level': 29, 'target_conrey_index': 55, 'target_dim': 48, 'target_embedding_index': 4, 'target_hecke_orbit_code': 1237000913157, 'target_is_minimal': False, 'target_label': '261.3.s.a.55.4', 'target_level': 261, 'twist_class_label': '29.3.f.a.19.1', 'twist_class_level': 29, 'twisting_char_label': '87.26', 'twisting_conrey_index': 26, 'weight': 3}
• hecke_orbit_code 343647715357 does not appear in mf_hecke_charpolys
• mf_newform_portraits •

  Column	Type
  char_orbit_index	smallint
  hecke_orbit	integer
  label	text
  level	integer
  portrait	text
  weight	smallint

  
  {'char_orbit_index': 6, 'hecke_orbit': 1, 'label': '29.3.f.a', 'level': 29, 'portrait': 'data:image/png;base64,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', 'weight': 3}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 32206000
    {'hecke_orbit_code': 343647715357, 'n': 1, 'trace_an': 48}
  • id: 32206001
    {'hecke_orbit_code': 343647715357, 'n': 2, 'trace_an': -16}
  • id: 32206002
    {'hecke_orbit_code': 343647715357, 'n': 3, 'trace_an': -12}
  • id: 32206003
    {'hecke_orbit_code': 343647715357, 'n': 4, 'trace_an': -14}
  • id: 32206004
    {'hecke_orbit_code': 343647715357, 'n': 5, 'trace_an': -14}
  • id: 32206005
    {'hecke_orbit_code': 343647715357, 'n': 6, 'trace_an': -14}
  • id: 32206006
    {'hecke_orbit_code': 343647715357, 'n': 7, 'trace_an': -10}
  • id: 32206007
    {'hecke_orbit_code': 343647715357, 'n': 8, 'trace_an': 28}
  • id: 32206008
    {'hecke_orbit_code': 343647715357, 'n': 9, 'trace_an': -14}
  • id: 32206009
    {'hecke_orbit_code': 343647715357, 'n': 10, 'trace_an': -20}
  • id: 32206010
    {'hecke_orbit_code': 343647715357, 'n': 11, 'trace_an': -8}
  • id: 32206011
    {'hecke_orbit_code': 343647715357, 'n': 12, 'trace_an': -68}
  • id: 32206012
    {'hecke_orbit_code': 343647715357, 'n': 13, 'trace_an': -14}
  • id: 32206013
    {'hecke_orbit_code': 343647715357, 'n': 14, 'trace_an': 26}
  • id: 32206014
    {'hecke_orbit_code': 343647715357, 'n': 15, 'trace_an': -4}
  • id: 32206015
    {'hecke_orbit_code': 343647715357, 'n': 16, 'trace_an': 18}
  • id: 32206016
    {'hecke_orbit_code': 343647715357, 'n': 17, 'trace_an': -26}
  • id: 32206017
    {'hecke_orbit_code': 343647715357, 'n': 18, 'trace_an': -34}
  • id: 32206018
    {'hecke_orbit_code': 343647715357, 'n': 19, 'trace_an': 2}
  • id: 32206019
    {'hecke_orbit_code': 343647715357, 'n': 20, 'trace_an': 46}
  • id: 32206020
    {'hecke_orbit_code': 343647715357, 'n': 21, 'trace_an': 218}
  • id: 32206021
    {'hecke_orbit_code': 343647715357, 'n': 22, 'trace_an': 154}
  • id: 32206022
    {'hecke_orbit_code': 343647715357, 'n': 23, 'trace_an': 56}
  • id: 32206023
    {'hecke_orbit_code': 343647715357, 'n': 24, 'trace_an': 154}
  • id: 32206024
    {'hecke_orbit_code': 343647715357, 'n': 25, 'trace_an': -34}
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  • id: 32206135
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  • id: 32206232
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