Embedded newform data - 49.7.d.e.31.3

Formats: - HTML - YAML - JSON - 2026-01-13T05:57:16.465066

• 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': 2401, 'analytic_conductor': 11.272650097372699, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 7, 'char_degree': 2, 'char_is_minimal': False, 'char_is_real': False, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 6, 'char_parity': -1, 'char_values': [49, 6, [3], [5]], 'cm_discs': [], 'conrey_index': 19, 'dim': 24, 'has_non_self_twist': 1, 'hecke_cutters': [[2, [959512576, -2660466688, 7825342976, 1083993856, 422553156, 10939288, 9833974, 526388, 91407, 2330, 383, 10, 1]]], 'hecke_orbit': 5, 'hecke_orbit_code': 18014604785352753, 'inner_twist_count': 4, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 7, 2, -1, 2, 0], [1, 1, 7, 3, 1, 3, 0], [1, 1, 7, 4, -1, 6, 0]], 'is_cm': False, 'is_largest': True, 'is_maximal': False, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '49.7.d.e', 'level': 49, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [7], 'level_radical': 7, 'minimal_twist': '49.7.b.c', 'prim_orbit_index': 4, 'related_objects': [], 'relative_dim': 12, 'rm_discs': [], 'sato_tate_group': '6.2.3.c6', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '49.7.d', 'trace_display': [-20, 0, 0, 0], 'traces': [24, -20, 0, -564, 0, 0, 0, 1880, 1252, 0, 3872, 0, 0, 0, 44864, -37908, 0, 19436, 0, 0, 0, 159744, -40032, 0, 28860, 0, 0, 0, 68032, -21192, 0, 82060, 0, 0, 0, -563240, 169632, 0, -492128, 0, 0, 0, -241536, 404312, 0, 118872, 0, 0, 0, -2091048, 539424, 0, 15856, 0, 0, 0, 1853888, -971304, 0, 429912, 0, 0, 0, -11496, 267904, 0, -1508352, 0, 0, 0, 5037248, -2550364, 0, 3876024, 0, 0, 0, -135184, -232224, 0, -528204, 0, 0, 0, 1508256, 1560848, 0, -1812720, 0, 0, 0, 7305776, -164384, 0, -2305600, 0, 0, 0, -8949984, -2415732, 0, 3489664, 0, 0, 0, -21218928, 2332912, 0, -1119936, 0, 0, 0, 8683520, 8342296, 0, 3792480, 0, 0, 0, -15829904, 2188476, 0, -10803632, 0, 0, 0, -12465216, 15024884, 0, -11543784, 0, 0, 0, 15306624, -13466176, 0, 10462432, 0, 0, 0, 24990400, -24849984, 0, -2755116, 0, 0, 0, 19402560, 19282992, 0, 17145024, 0, 0, 0, -2710784, -37726472, 0, 27406720, 0, 0, 0, 73415704, -6228480, 0, 18518336, 0, 0, 0, -4670712, 17774656, 0, -39660552, 0, 0, 0, -38741424, -8789504, 0, -980496, 0, 0, 0, -44892672, 14751240, 0, -61112944, 0, 0, 0, 48125904, 708352, 0, 857088, 0, 0, 0, -68648112, 71337016, 0, 41317348, 0, 0, 0, -164249008, -4524744, 0, 10076672, 0, 0, 0, -80276736, 90057176, 0, 10959240, 0, 0, 0, 166205232, -116158864, 0, 27407688, 0, 0, 0, -62298008, -56195928, 0, -118590304, 0, 0, 0, 64560000, 74399200, 0, -68851968, 0, 0, 0, 147987328, -43730424, 0, 72681244, 0, 0, 0, -82567184, 9884448, 0, 134143744, 0, 0, 0, 132789696, -120015208, 0, 151942716, 0, 0, 0, 225415680, 114588416, 0, -105087968, 0, 0, 0, 3132704, -102492048, 0, -47565760, 0, 0, 0, -259770528, -69902080, 0, -20538216, 0, 0, 0, 169735040, -714528, 0, -46911264, 0, 0, 0, 247434280, 67588044, 0, -65217824, 0, 0, 0, -44594304, 32392528, 0, 29621016, 0, 0, 0, -779004880, -47190720, 0, -22992896, 0, 0, 0, 270797696, 263271936, 0, 246406328, 0, 0, 0, -320357280, 165995208, 0, -242745984, 0, 0, 0, -121395168, -32602756, 0, 126238544, 0, 0, 0, -48294112, -154280832, 0, -158705312, 0, 0, 0, 137410944, -83144284, 0, -113413944, 0, 0, 0, -176619008, 166125152, 0, -48048384, 0, 0, 0, -245429184, -45341760, 0, 37097112, 0, 0, 0, 540162480, -122109504, 0, 335871780, 0, 0, 0, -241108944, 81933352, 0, -352038312, 0, 0, 0, 611670304, 220278192, 0, 216450560, 0, 0, 0, 156050880, -336074424, 0, -10091328, 0, 0, 0, 561192272, -195557392, 0, 187600960, 0, 0, 0, 848092064, -269667480, 0, 476384768, 0, 0, 0, -37686264, -362359024, 0, -351413664, 0, 0, 0, -910209856, 574922352, 0, -372994384, 0, 0, 0, -314711856, -81761568, 0, 309400784, 0, 0, 0, 323869104, -757728368, 0, 450706536, 0, 0, 0, 960777232, 166066656, 0, -73745664, 0, 0, 0, -374529216, 848512944, 0, -840546424, 0, 0, 0, -329066304, 59803360, 0, 466897680, 0, 0, 0, -1367348928, 647716900, 0, -791701072, 0, 0, 0, -2646694448, 113068320, 0, 26171344, 0, 0, 0, -454357632, 404864832, 0, 285643776, 0, 0, 0, 2166559648, -758086528, 0, 105504688, 0, 0, 0, 338411296, 612732024, 0, -542240104, 0, 0, 0, -40959384, 567630504, 0, 136373280, 0, 0, 0, -1426649344, -964727680, 0, -206720584, 0, 0, 0, 351130416, 406748448, 0, -262428768, 0, 0, 0, 190701120, -695638272, 0, 223783608, 0, 0, 0, 346309032, 119555664, 0, -257411136, 0, 0, 0, 2959877824, -1513609440, 0, 2051988968, 0, 0, 0, 605647200, -576272448, 0, 478077036, 0, 0, 0, -201386080, 1157887448, 0, 1044832992, 0, 0, 0, 1152724384, -1159411728, 0, -122616256, 0, 0, 0, 141557184, 39227488, 0, -1828599792, 0, 0, 0, -1735792432, 977499744, 0, -263750696, 0, 0, 0, -1304759840, 540191136, 0, -1409536464, 0, 0, 0, 3487244160, -363741440, 0, 996255744, 0, 0, 0, 3224941376, -871010212, 0, 143076868, 0, 0, 0, -2577370208, 916901760, 0, -1214893792, 0, 0, 0, 825211584, -484965848, 0, 343159968, 0, 0, 0, -4961361648, -311194880, 0, -35626464, 0, 0, 0, -1567664064, 999824328, 0, 2573539496, 0, 0, 0, -4404234960, 2555737856, 0, -2892908640, 0, 0, 0, 120564576, -2144593216, 0, 2980694976, 0, 0, 0, 2665577712, -765350892, 0, 114613776, 0, 0, 0, 1287556416, 3264692032, 0, -878603784, 0, 0, 0, 2368889440, -1201161824, 0, -660733632, 0, 0, 0, -2430036992, -705416568, 0, -4175264004, 0, 0, 0, -5941882224, 1645569696, 0, 1659170496, 0, 0, 0, -1288773312, 986737024, 0, 18578544, 0, 0, 0, 3202837648, -1162194528, 0, 1041163424, 0, 0, 0, 1648389504, -496449000, 0, -501820596, 0, 0, 0, 6068305328, -798165840, 0, -444596704, 0, 0, 0, 2162980800, -2703584232, 0, 1423442800, 0, 0, 0, -4472977344, 223936384, 0, -1208494560, 0, 0, 0, -2483564672, 3103383472, 0, 3666783448, 0, 0, 0, -827286432, -1726035072, 0, 153614976, 0, 0, 0, 2585057664, -3639342792, 0, 1874815416, 0, 0, 0, 12625731656, 1546373840, 0, -1932223176, 0, 0, 0, 4403290552, 2474848800, 0, -482565832, 0, 0, 0, -5161682928, -154519584, 0, 1920337056, 0, 0, 0, -1760899008, -4487131792, 0, -1965154312, 0, 0, 0, -7973931104, 996347136, 0, 2657705232, 0, 0, 0, -169719936, -472833072, 0, -5875084344, 0, 0, 0, 6639321152, -4478556368, 0, 3035717216, 0, 0, 0, 1543920960, 2401064784, 0, -4891260968, 0, 0, 0, 8094998832, 6212250688, 0, 1099681536, 0, 0, 0, -8899726128, 369198064, 0, 5353693512, 0, 0, 0, -12948676656, -3218116776, 0, -2003527648, 0, 0, 0, -3759364608, 6499673228, 0, 1407980544, 0, 0, 0, -145127360, 405879296, 0, -3356501560, 0, 0, 0, -1921218368, -2128928928, 0, 783690456, 0, 0, 0, 8274432432, 749515320, 0, -291766656, 0, 0, 0, -3202068640, 6472366200, 0, -11942504, 0, 0, 0, -6913636800, -1410501792, 0, 2400609984, 0, 0, 0, -4241724744, -8244332696, 0, -2550862560, 0, 0, 0, -7907305680, 3022771168, 0, 810605024, 0, 0, 0, 6133513024, 3906079128, 0, -7488667424, 0, 0, 0, 3876058512, -2853412064, 0, 476721816, 0, 0, 0, 3452227776, 1634903264, 0, -5238767072, 0, 0, 0, 21593189632, -539727264, 0, 2847585216, 0, 0, 0, -2994809952, -5374663784, 0, 3172718400, 0, 0, 0, -11686749920, -2902436816, 0, 1354103104, 0, 0, 0, 1004128832, 6833743632, 0, 13488442628, 0, 0, 0, 2012463216, -545655544, 0, -1115189424, 0, 0, 0, 4101860160, -9151121136, 0, 1800756760, 0, 0, 0, 13942769616, 1784175072, 0, -2542600368, 0, 0, 0, 9365471856, 1341876720, 0, 2145693072, 0, 0, 0, -1404595008, -1455883264, 0, 2622618464, 0, 0, 0, -14742161440, -9314205264, 0, -4764015400, 0, 0, 0, -2735298096, 2157084672, 0, 7266928368, 0, 0, 0, -848610064, 1538700872, 0, -16490407144, 0, 0, 0, 8691385872, -737056524, 0, -1017305712, 0, 0, 0, 21193672128, -623133212, 0, 3772864368, 0, 0, 0, 2280034544, 633596992, 0, -7849382624, 0, 0, 0, -3832846592, 4755890064, 0, 7562687720, 0, 0, 0, -35046514608, -3428761824, 0, -6681586848, 0, 0, 0, -21071476096, 18140352720, 0, 11642320352, 0, 0], 'weight': 7, '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], [-0.8120175840410782, -1.406455712198478], [-1.4963010076823076, -0.8638897895740885], [-0.8187451135838187, 1.4181081351759255], [0.2133217193724427, -0.12316135210367361], [0.0, 2.805974799230827], [0.0, 0.0], [1.0353065482289263, 0.0], [0.9926111370607259, 1.7192529215478918], [-0.34644197437659957, -0.2000183671649152], [-0.5456913060518692, 0.9451650673304556], [2.450178276980867, -1.414611087777477], [0.0, -0.8531184378001221], [0.0, 0.0], [-0.42559133821001127, 0.0], [-0.021942008450941863, -0.038004673457136984], [-1.0837608454989096, -0.625709615885972], [1.6120353948166362, -2.7921272074217685], [-0.22309711809702532, 0.1288051811887473], [0.0, 0.4033510208690358], [0.0, 0.0], [1.7724437438898377, 0.0], [-0.39924910484374326, -0.6915197344657569], [-1.549130231375034, -0.8943907560941631], [-0.4696625626959899, 0.8134794210024577], [-1.1998733000258237, 0.692747172763354], [0.0, -1.7022469261489719], [0.0, 0.0], [1.6420885944408359, 0.0], [0.34558765024210275, 0.5985753686876648], [0.9347868136294974, 0.5396994184839029], [0.48201868073177767, -0.8348808452247604], [1.6330369022577729, -0.9428342951151177], [0.0, 2.0323488424119915], [0.0, 0.0], [-3.25078207262939, 0.0], [0.37285386729480274, 0.645801841953142], [0.3623175656873472, 0.20918414408171981], [-0.7370003077129226, 1.2765219781526786], [0.22085337294574334, -0.12750975432166173], [0.0, -0.5369562088777617], [0.0, 0.0], [-0.5576676319696208, 0.0], [-0.8935641807102802, -1.5476985608138631], [0.42349102885205886, 0.24450265950712777], [-0.6483945870915591, 1.1230523681952236], [-0.7094814466436722, 0.4096193042047693], [0.0, 0.07582190825406815], [0.0, 0.0], [1.5254970378997563, 0.0], [1.081088296804432, 1.8724998575333787], [1.20981419691293, 0.698486552257111], [0.389444293125265, -0.6745373024107059], [-2.3941349128545224, 1.3822544364128395], [0.0, 0.26883231633827115], [0.0, 0.0], [0.445093923492797, 0.0], [-1.3334048132392573, -2.3095248835872835], [-0.09709134826751378, -0.056055716058232785], [0.3484508285430451, -0.6035345389760257], [0.3989178426384606, -0.23031532383185999], [0.0, -1.7529816716226945], [0.0, 0.0], [-1.6095145952638272, 0.0], [-0.1050712203040368, -0.18198869197985437], [-2.652109360042566, -1.5311960529409017], [-0.0031415133537532358, 0.005441260741356704], [1.7746477930914006, -1.0245933810580954], [0.0, 1.3796289006844185], [0.0, 0.0], [-0.187234002959368, 0.0], [1.0276568100439296, 1.7799538077402448], [1.6539609743946975, 0.9549148137959143], [0.605527793042197, -1.0488049029441373], [1.405513131665329, -0.8114733849165316], [0.0, -0.42183445081026105], [0.0, 0.0], [2.393828837226314, 0.0], [0.2802538778340368, 0.485413955426753], [-0.009361413938479174, -0.005404814857376466], [-0.4779426017732484, 0.8278208693729251], [-0.7552051271765672, 0.4360178834687766], [0.0, 1.1806905019358411], [0.0, 0.0], [-0.30825296926714624, 0.0], [0.45283592320988053, 0.7843348264918717], [-2.4570588185654465, -1.4185835703135043], [-0.5649577824670954, 0.9785355833644546], [0.8638587262777772, -0.49874906815828185], [0.0, -0.7941618354583849], [0.0, 0.0], [1.3075330147741142, 0.0], [-0.9324816341346336, -1.6151055674460384], [1.1522228204511276, 0.6652361555538884], [-0.031727640546329566, 0.05495388543052518], [-1.4424900754013108, 0.8328220333363103], [0.0, 0.5957723905872109], [0.0, 0.0], [-2.166637071137194, 0.0], [-0.7690678564811912, -1.3320646018935127], [-0.10604545604213218, -0.06122537259226164], [1.7557254138124379, -3.0410056208630345], [-1.559260096925553, 0.90023923669661], [0.0, -0.8832391050692983], [0.0, 0.0], [-1.2649424560886526, 0.0], [0.724301563095262, 1.2545271072825486], [2.4139702140500696, 1.3937063528975462], [-0.3760318176900102, 0.651306213501575], [0.3781007469375097, -0.2182965680251698], [0.0, -1.288418595836769], [0.0, 0.0], [1.0894961130915153, 0.0], [-0.36142409242598544, -0.6260048911612767], [-0.17033701100635193, -0.09834411915747354], 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0.017318474835097793, -0.14216330293246024, 0.010187850462230873, -0.2806263065577113, -0.39873930044333206, -0.3821217967523482, -0.37866427631677796, -0.0035337868985206218, -0.3435764968730248, 0.03993234281206891, -0.23211644893805772, -0.12298265131204997, -0.19053437797030198, -0.09528015197272936, -0.36679424186939186, 0.21063804461615016, -0.026627041312879008, -0.39872544258970727, -0.15983489709281573], 'char_orbit_index': 4, 'conrey_index': 31, 'dual_conrey_index': 19, 'dual_embedding_index': 3, 'dual_embedding_m': 3, 'embedding_index': 3, 'embedding_m': 15, 'hecke_orbit': 5, 'hecke_orbit_code': 18014604785352753, 'label': '49.7.d.e.31.3', 'level': 49, 'weight': 7}
• mf_newspaces •

  Column	Type
  ALdims	integer[]
  ALdims_eis_new	integer[]
  ALdims_eis_old	integer[]
  ALdims_old	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': 2401, 'analytic_conductor': 11.272650097372699, 'char_conductor': 7, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 6, 'char_parity': -1, 'char_values': [49, 6, [3], [5]], 'conrey_index': 19, 'cusp_dim': 48, 'dim': 36, 'eis_dim': 16, 'eis_new_dim': 8, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 206275870769, 'hecke_orbit_dims': [2, 2, 4, 4, 24], 'label': '49.7.d', 'level': 49, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [7], 'level_radical': 7, 'mf_dim': 64, 'mf_new_dim': 44, 'num_forms': 5, 'prim_orbit_index': 4, 'relative_dim': 18, 'sturm_bound': 32, 'trace_bound': 2, 'trace_display': [-9, 3, -165, 0], 'traces': [36, -9, 3, -601, -165, 0, 0, 1770, 3187, -2580, 565, -5964, 0, 0, 32114, -21757, -8229, -1429, -29985, 0, 0, 103508, -18391, -28872, 6015, -33768, 0, 0, 43584, 888, 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• 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: 44267569
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 31, 'source_dim': 24, 'source_embedding_index': 3, 'source_hecke_orbit_code': 18014604785352753, 'source_is_minimal': False, 'source_label': '49.7.d.e.31.3', 'source_level': 49, 'target_conrey_index': 31, 'target_dim': 24, 'target_embedding_index': 3, 'target_hecke_orbit_code': 18014604785352753, 'target_is_minimal': False, 'target_label': '49.7.d.e.31.3', 'target_level': 49, 'twist_class_label': '49.7.b.c.48.9', 'twist_class_level': 49, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 7}
  • id: 44267570
    {'conductor': 7, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 31, 'source_dim': 24, 'source_embedding_index': 3, 'source_hecke_orbit_code': 18014604785352753, 'source_is_minimal': False, 'source_label': '49.7.d.e.31.3', 'source_level': 49, 'target_conrey_index': 19, 'target_dim': 24, 'target_embedding_index': 4, 'target_hecke_orbit_code': 18014604785352753, 'target_is_minimal': False, 'target_label': '49.7.d.e.19.4', 'target_level': 49, 'twist_class_label': '49.7.b.c.48.9', 'twist_class_level': 49, 'twisting_char_label': '7.2', 'twisting_conrey_index': 2, 'weight': 7}
  • id: 44267571
    {'conductor': 7, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 31, 'source_dim': 24, 'source_embedding_index': 3, 'source_hecke_orbit_code': 18014604785352753, 'source_is_minimal': False, 'source_label': '49.7.d.e.31.3', 'source_level': 49, 'target_conrey_index': 48, 'target_dim': 12, 'target_embedding_index': 9, 'target_hecke_orbit_code': 9007268091658289, 'target_is_minimal': True, 'target_label': '49.7.b.c.48.9', 'target_level': 49, 'twist_class_label': '49.7.b.c.48.9', 'twist_class_level': 49, 'twisting_char_label': '7.3', 'twisting_conrey_index': 3, 'weight': 7}
  • id: 44267572
    {'conductor': 7, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 31, 'source_dim': 24, 'source_embedding_index': 3, 'source_hecke_orbit_code': 18014604785352753, 'source_is_minimal': False, 'source_label': '49.7.d.e.31.3', 'source_level': 49, 'target_conrey_index': 48, 'target_dim': 12, 'target_embedding_index': 10, 'target_hecke_orbit_code': 9007268091658289, 'target_is_minimal': True, 'target_label': '49.7.b.c.48.10', 'target_level': 49, 'twist_class_label': '49.7.b.c.48.9', 'twist_class_level': 49, 'twisting_char_label': '7.4', 'twisting_conrey_index': 4, 'weight': 7}
  • id: 44267573
    {'conductor': 7, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 31, 'source_dim': 24, 'source_embedding_index': 3, 'source_hecke_orbit_code': 18014604785352753, 'source_is_minimal': False, 'source_label': '49.7.d.e.31.3', 'source_level': 49, 'target_conrey_index': 19, 'target_dim': 24, 'target_embedding_index': 3, 'target_hecke_orbit_code': 18014604785352753, 'target_is_minimal': False, 'target_label': '49.7.d.e.19.3', 'target_level': 49, 'twist_class_label': '49.7.b.c.48.9', 'twist_class_level': 49, 'twisting_char_label': '7.5', 'twisting_conrey_index': 5, 'weight': 7}
  • id: 44267574
    {'conductor': 7, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 31, 'source_dim': 24, 'source_embedding_index': 3, 'source_hecke_orbit_code': 18014604785352753, 'source_is_minimal': False, 'source_label': '49.7.d.e.31.3', 'source_level': 49, 'target_conrey_index': 31, 'target_dim': 24, 'target_embedding_index': 4, 'target_hecke_orbit_code': 18014604785352753, 'target_is_minimal': False, 'target_label': '49.7.d.e.31.4', 'target_level': 49, 'twist_class_label': '49.7.b.c.48.9', 'twist_class_level': 49, 'twisting_char_label': '7.6', 'twisting_conrey_index': 6, 'weight': 7}
  • id: 44267575
    {'conductor': 21, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 31, 'source_dim': 24, 'source_embedding_index': 3, 'source_hecke_orbit_code': 18014604785352753, 'source_is_minimal': False, 'source_label': '49.7.d.e.31.3', 'source_level': 49, 'target_conrey_index': 244, 'target_dim': 12, 'target_embedding_index': 3, 'target_hecke_orbit_code': 18014604785353145, 'target_is_minimal': False, 'target_label': '441.7.d.e.244.3', 'target_level': 441, 'twist_class_label': '49.7.b.c.48.9', 'twist_class_level': 49, 'twisting_char_label': '21.11', 'twisting_conrey_index': 11, 'weight': 7}
  • id: 44267576
    {'conductor': 21, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 31, 'source_dim': 24, 'source_embedding_index': 3, 'source_hecke_orbit_code': 18014604785352753, 'source_is_minimal': False, 'source_label': '49.7.d.e.31.3', 'source_level': 49, 'target_conrey_index': 244, 'target_dim': 12, 'target_embedding_index': 4, 'target_hecke_orbit_code': 18014604785353145, 'target_is_minimal': False, 'target_label': '441.7.d.e.244.4', 'target_level': 441, 'twist_class_label': '49.7.b.c.48.9', 'twist_class_level': 49, 'twisting_char_label': '21.17', 'twisting_conrey_index': 17, 'weight': 7}
• hecke_orbit_code 18014604785352753 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': 4, 'hecke_orbit': 5, 'label': '49.7.d.e', 'level': 49, '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: 40802161
    {'hecke_orbit_code': 18014604785352753, 'n': 1, 'trace_an': 24}
  • id: 40802162
    {'hecke_orbit_code': 18014604785352753, 'n': 2, 'trace_an': -20}
  • id: 40802163
    {'hecke_orbit_code': 18014604785352753, 'n': 3, 'trace_an': 0}
  • id: 40802164
    {'hecke_orbit_code': 18014604785352753, 'n': 4, 'trace_an': -564}
  • id: 40802165
    {'hecke_orbit_code': 18014604785352753, 'n': 5, 'trace_an': 0}
  • id: 40802166
    {'hecke_orbit_code': 18014604785352753, 'n': 6, 'trace_an': 0}
  • id: 40802167
    {'hecke_orbit_code': 18014604785352753, 'n': 7, 'trace_an': 0}
  • id: 40802168
    {'hecke_orbit_code': 18014604785352753, 'n': 8, 'trace_an': 1880}
  • id: 40802169
    {'hecke_orbit_code': 18014604785352753, 'n': 9, 'trace_an': 1252}
  • id: 40802170
    {'hecke_orbit_code': 18014604785352753, 'n': 10, 'trace_an': 0}
  • id: 40802171
    {'hecke_orbit_code': 18014604785352753, 'n': 11, 'trace_an': 3872}
  • id: 40802172
    {'hecke_orbit_code': 18014604785352753, 'n': 12, 'trace_an': 0}
  • id: 40802173
    {'hecke_orbit_code': 18014604785352753, 'n': 13, 'trace_an': 0}
  • id: 40802174
    {'hecke_orbit_code': 18014604785352753, 'n': 14, 'trace_an': 0}
  • id: 40802175
    {'hecke_orbit_code': 18014604785352753, 'n': 15, 'trace_an': 44864}
  • id: 40802176
    {'hecke_orbit_code': 18014604785352753, 'n': 16, 'trace_an': -37908}
  • id: 40802177
    {'hecke_orbit_code': 18014604785352753, 'n': 17, 'trace_an': 0}
  • id: 40802178
    {'hecke_orbit_code': 18014604785352753, 'n': 18, 'trace_an': 19436}
  • id: 40802179
    {'hecke_orbit_code': 18014604785352753, 'n': 19, 'trace_an': 0}
  • id: 40802180
    {'hecke_orbit_code': 18014604785352753, 'n': 20, 'trace_an': 0}
  • id: 40802181
    {'hecke_orbit_code': 18014604785352753, 'n': 21, 'trace_an': 0}
  • id: 40802182
    {'hecke_orbit_code': 18014604785352753, 'n': 22, 'trace_an': 159744}
  • id: 40802183
    {'hecke_orbit_code': 18014604785352753, 'n': 23, 'trace_an': -40032}
  • id: 40802184
    {'hecke_orbit_code': 18014604785352753, 'n': 24, 'trace_an': 0}
  • id: 40802185
    {'hecke_orbit_code': 18014604785352753, 'n': 25, 'trace_an': 28860}
  • id: 40802186
    {'hecke_orbit_code': 18014604785352753, 'n': 26, 'trace_an': 0}
  • id: 40802187
    {'hecke_orbit_code': 18014604785352753, 'n': 27, 'trace_an': 0}
  • id: 40802188
    {'hecke_orbit_code': 18014604785352753, 'n': 28, 'trace_an': 0}
  • id: 40802189
    {'hecke_orbit_code': 18014604785352753, 'n': 29, 'trace_an': 68032}
  • id: 40802190
    {'hecke_orbit_code': 18014604785352753, 'n': 30, 'trace_an': -21192}
  • id: 40802191
    {'hecke_orbit_code': 18014604785352753, 'n': 31, 'trace_an': 0}
  • id: 40802192
    {'hecke_orbit_code': 18014604785352753, 'n': 32, 'trace_an': 82060}
  • id: 40802193
    {'hecke_orbit_code': 18014604785352753, 'n': 33, 'trace_an': 0}
  • id: 40802194
    {'hecke_orbit_code': 18014604785352753, 'n': 34, 'trace_an': 0}
  • id: 40802195
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  • id: 40802388
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  • id: 40802390
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  • id: 40802391
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  • id: 40802392
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  • id: 40802394
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  • id: 40802395
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  • id: 40802396
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  • id: 40802397
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  • id: 40802398
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  • id: 40802399
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  • id: 40802400
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  • id: 40802401
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  • id: 40802402
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  • id: 40802403
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  • id: 40802404
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  • id: 40802405
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  • id: 40802406
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  • id: 40802407
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  • id: 40802408
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  • id: 40802409
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  • id: 40802410
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  • id: 40802411
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  • id: 40802412
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  • id: 40802413
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  • id: 40802414
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  • id: 40802415
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  • id: 40802416
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  • id: 40802417
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