Newform data - 70.6.a.d

Formats: - HTML - YAML - JSON - 2025-12-07T20:12:07.321357

• 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': 2520, 'analytic_conductor': 11.226867386908644, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [5, 1], [7, 1]], 'atkin_lehner_string': '+++', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [70, 1, [57, 31], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 1, 'field_disc': 1, 'field_disc_factorization': [], 'field_poly': [0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': 1, 'has_non_self_twist': 0, 'hecke_cutters': [[3, [-11, 1]]], 'hecke_orbit': 4, 'hecke_orbit_code': 13510798982774854, 'hecke_ring_generator_nbound': 1, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': True, 'is_maximal': True, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '70.6.a.d', 'level': 70, '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': True, 'level_primes': [2, 5, 7], 'level_radical': 70, 'minimal_twist': '70.6.a.d', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q-4q^{2}+11q^{3}+2^{4}q^{4}-5^{2}q^{5}-44q^{6}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '70.6.a', 'trace_display': [-4, 11, -25, -49], 'trace_hash': 661103717348789526, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.002', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.987', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.009', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.984', 'prec': 17}], 'trace_zratio': 0, 'traces': [1, -4, 11, 16, -25, -44, -49, -64, -122, 100, 83, 176, -83, 196, -275, 256, -177, 488, -2082, -400, -539, -332, -3170, -704, 625, 332, -4015, -784, -8681, 1100, 1636, -1024, 913, 708, 1225, -1952, 4298, 8328, -913, 1600, 2356, 2156, 8738, 1328, 3050, 12680, -3641, 2816, 2401, -2500, -1947, -1328, 33268, 16060, -2075, 3136, -22902, 34724, -30968, -4400, 4560, -6544, 5978, 4096, 2075, -3652, 37788, -2832, -34870, -4900, -59304, 7808, -8910, -17192, 6875, -33312, -4067, 3652, 27589, -6400, -14519, -9424, 67676, -8624, 4425, -34952, -95491, -5312, 10700, -12200, 4067, -50720, 17996, 14564, 52050, -11264, 65075, -9604, -10126, 10000, -149250, 7788, 194315, 5312, 13475, -133072, 40538, -64240, -87651, 8300, 47278, -12544, -76314, 91608, 79250, -138896, 10126, 123872, 8673, 17600, -154162, -18240, 25916, 26176, -15625, -23912, -183128, -16384, 96118, -8300, 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429800, -1630132, 287936, -1033164, 58764, -171875, 233024, 720523, -786940, 1256012, 832800, -2014408, 1818324, 3643220, -180224, 101675, 1595120, -1066036, 1041200, 3673681, -91300, 561090, -153664, 2378090, 3839104, -689725, -162016, -5643673, -1368096, 1122198, 160000, -4222487, -1662672, -135788, -2388000, 362975, -1701476, 356734, 124608, 606470, 235600, -1318284, 3109040, 1517432, -1546960, -1691900, 84992, 2852278, 691224, -726668, 215600, -149315, 1020172, 444202, -2129152, -110625, 2609376, -223440, 648608, -75779, 873800, -5708721, -1027840, -1660094, 320656, 2387275, -1402416, 6599940, 392040, -6069874, 132800, -292922, -58764, 6523306, 756448, -267500, 793524, -973698, -200704, 7479815, 305000, 195548, -1221024, 1265583, -2179868, -101675, 1465728, 6182232, 5823376, 710655, 1268000, -1019352, 178948, 1305128, -2222336, -449900, 262176, -2731299, 162016, -1851612, -364100, -3568070, 1981952, 725254, -1213916, -1301250, 138768, -4058696, 2484828, -322322, 281600, -356734, 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4884096, -7182300, -5062332, 37296806, 8719472, 18208500, 406700, 28331056, -5862912, 5617108, -24728928, -1254000, -23293504, -10593310, -2842620, -9273639, -5072000, -29521877, 4077408, 4922232, -715792, 2686250, -5220512, -23706430, 8889344, 13906812, 1799600, -4998882, -1048704, 280962, 10925196, 367275, -648064, -1939221, 7406448, -10735725, 1456400, -24407976, 14272280, -7468520, -7927808, -4918375, -2901016, 36592, 4855664, 739530, 5205000, -16009422, -555072, 27559792, 16234784, 11364525, -9939312, -7925753, 1289288, 5872356, -1126400, -25952655, 1426936, -4945636, 16442080, 9969500, -6834520, -14298434, 9866368, 4053654, 6507500, 22980144, 13054976, -12705602, 11498776, -570625, 1167360, -20739138, -10404680, 888100, -960400, 10693422, 23912668, 29532637, -1658624, 23994400, -6146148, 1962499, 2764896, -27699460, -1012600, -35688320, -1675264, -32800460, -11623584, -8550600, 11910976, 34893707, 19660292, -17256470, 1000000], '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], [-4], [11], [16], [-25], [-44], [-49], [-64], [-122], [100], [83], [176], [-83], [196], [-275], [256], [-177], [488], [-2082], [-400], [-539], [-332], [-3170], [-704], [625], [332], [-4015], [-784], [-8681], [1100], [1636], [-1024], [913], [708], [1225], [-1952], [4298], [8328], [-913], [1600], [2356], [2156], [8738], [1328], [3050], [12680], [-3641], [2816], [2401], [-2500], [-1947], [-1328], [33268], [16060], [-2075], [3136], [-22902], [34724], [-30968], [-4400], [4560], [-6544], [5978], [4096], [2075], [-3652], [37788], [-2832], [-34870], [-4900], [-59304], [7808], [-8910], [-17192], [6875], [-33312], [-4067], [3652], [27589], [-6400], [-14519], [-9424], [67676], [-8624], [4425], [-34952], [-95491], [-5312], [10700], [-12200], [4067], [-50720], [17996], [14564], [52050], [-11264], [65075], [-9604], [-10126], [10000]], 'ap': [[-4], [11], [-25], [-49], [83], [-83], [-177], [-2082], [-3170], [-8681], [1636], [4298], [2356], [8738], [-3641], [33268], [-30968], [4560], [37788], [-59304], [-8910], [27589], [67676], [10700], [65075], [-149250], [194315], [40538], [-87651], [-76314], [-183128], [216190], [-119844], [259298], [-88518], [115053], [-324370], [236470], [-332853], [-435681], [-727852], [287292], [-454581], [-398780], [-959776], [342024], [-255043], [-198381], [544967], [-1455844], [-65544], [-621207], [1027630], [1792750], [1158430], [-639534], [2196194], [1380632], [2122982], [1196987], [281449], [-2714661], [-2683807], [25542], [-975975], [-1455402], [-2981860], [-928698], [1754354], [-1786062], [1233075], [-1699136], [1829383], [-1033164], [1256012], [3643220], [3673681], [-5643673], [-4222487], [606470], [-726668], [-149315], [-5708721], [-1660094], [-6069874], [6523306], [7479815], [6182232], [-1019352], [1305128], [-2731299], [-322322], [-2874694], [-5978167], [-4915073], [6659349], [-1112398], [2317254], [269108], [-11314537], [-920240], [217416], [-7589708], [10652418], [-4604924], [10880173], [16120464], [5910613], [16605239], [6631438], [7318469], [-12654038], [-6392558], [-7708978], [11628007], [-11571870], [-4516885], [6717736], [-12652214], [-12032121], [-21414960], [-21809108], [-17185195], [2630848], [12991116], [-9036645], [14142287], [6273470], [-5205304], [-28048975], [-4423405], [-20824604], [21389909], [19973936], [15207846], [-17541722], [-20126067], [24171751], [-26701905], [21512361], [35093454], [-12632871], [15534756], [-38959726], [13509916], [-250486], [28722790], [16126930], [-40377276], [-25702472], [-17554078], [-21334976], [39544212], [-34274104], [37296806], [28331056], [-9273639], [13906812], [-1939221], [-24407976], [36592], [27559792], [-14298434], [22980144], [-20739138], [29532637], [-35688320], [34893707]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 13510798982774854, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '70.6.a.d', 'level': 70, 'maxp': 997, 'weight': 6}
• 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

  
  {'ALdims': [1, 1, 1, 1, 2, 1, 1, 2], 'ALdims_eis_new': [0, 0, 0, 0, 0, 0, 0, 0], 'ALdims_eis_old': [1, 1, 1, 1, 1, 1, 1, 1], 'ALdims_old': [4, 7, 7, 6, 5, 6, 7, 4], 'Nk2': 2520, 'analytic_conductor': 11.226867386908644, 'char_conductor': 1, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [70, 1, [57, 31], [1, 1]], 'conrey_index': 1, 'cusp_dim': 56, 'dim': 10, 'eis_dim': 8, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 100663366, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 2, 2], 'label': '70.6.a', 'level': 70, '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': True, 'level_primes': [2, 5, 7], 'level_radical': 70, 'mf_dim': 64, 'mf_new_dim': 10, 'num_forms': 8, 'plus_dim': 4, 'prim_orbit_index': 1, 'relative_dim': 10, 'sturm_bound': 72, 'trace_bound': 3, 'trace_display': [8, -44, 0, 0], 'traces': [10, 8, -44, 160, 0, 16, 0, 128, 986, 0, 1248, -704, -808, 0, -1100, 2560, -1980, 5800, 1220, 0, -980, -1856, -6024, 256, 6250, -2528, 15400, 0, -3412, 3600, 9928, 2048, -6208, -17072, 2450, 15776, -15508, 17040, -24504, 0, 28412, 7056, -21408, 19968, -11600, -32096, -84296, -11264, 24010, 5000, -4344, -12928, 46228, 61024, -27800, 0, -12000, 19344, -39324, -17600, -62800, -66400, -46256, 40960, 77500, 66240, 151304, -31680, -160624, 9800, -137080, 92800, -52436, -47888, -27500, 19520, 47432, -99296, -17240, 0, 121610, 34096, 302668, -15680, 46600, 2368, 216600, -29696, 216996, -142400, -86828, -96384, -336208, -29280, -109500, 4096, 108340, 19208, 627680, 100000, -199584, -121632, 348280, -40448, 44100, -112880, -124920, 246400, -230260, -87200, 472408, 0, 296724, -164992, -26600, -54592, -244760, 163728, 127792, 57600, 142426, 217792, -577368, 158848, 0, -316736, -571240, 32768, -778256, 138000, -345052, -99328, 79380, -284256, 7000, 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-1047336, 2619648, -7878384, -1012480, 762500, 2044672, -4749228, 15050624, -8671368, 921600, -17365376, -3970832, 16413824, 2278816, 6596600, 6086128, -6330520, 3484672, 19500224, 0, -6119992, -9237888, 9192248, 4029216, -8775800, 2541568, -5703208, 4585664, -6214760, 0, 37301336, 6385968, -27709600, -5067776, -7695300, 12927808, 4571628, -9139840, -1549288, -1456800, -3529960, 524288, 25930800, 17275184, 1339800, -12452096, -1142448, 9147712, 16118248, 2208000, 2454764, 3469008, 5721580, -5520832, -612500, -8426944, -26132592, -1589248, 23504506, -6397600, -4960876, 1270080, 23376624, -13501088, 581600, -4548096, 45144400, -15671264, 2996448, 112000, 6120788, -23248192, -15635848, -4370432, 9066600, 4906272, -27766880, 11014208, -1654160, -1160000, 22307800, -5083136, -3602088, -7626032, 9083800, -3923776, -14077900, -3173472, 25190768, 627200, -15194920, -12814768, -33708268, 2967424, 9539200, -5628560, -18763472, -7742976, -28407580, -10856000, 14734592, -4889344, -17901168, 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39702504, 32349344, 20990816, 4582400, 40226456, -52297216, 40617560, 13528384, -13939600, 0, 21255960, -5480448, -25482864, 31457600, -39528540, 22392448, -23041368, 18726144, -12554900, 16030208, -34092440, -9134560, -72717752, 0, -8556644, -57549440, -18213960, 5111808, -9547200, -2132624, -8579508, -23390720, 14302572, -22695200, 31400184, -1468160, 60341792, -17186848, -8256800, 6804352, -11219120, 35693952, 41836072, -2969600, 27034672, -2305752, -45364088, 8991616, -2132500, -36116464, 4611192, 1818880, 90256370, -3431200, 37110048, 34639232, -14120320, -29158336, -2641100, -8216576, 89496432, 61341040, 17619504, -13555200, -65980832, 11733344, -9743912, -3302400, 18743600, 2689296, 33566492, 4824576, 2268896, 2250000, 29612352, -21579776, 31678672, -16730880, 11203600, -2207744, -37915940, 21082752, -142271488, -480000, 70846332, 55147008, -20347544, 3726208, 15382000, -31503136, -9769288, -2883584, -10899892, 9486400, -30966872, -21913536, -41071456, -64722816, 6205000, -27528960, -16785832, -59888304, 6723880, 1110400, 23399392, -18135872, 158807280, 6146560, -12804700, 5567232, 140922460, -51392, 16731200, 25824800, 10729040, 29403136, -52538792, 85322976, 37481400, 30378880, -99068472, -27424320, 82977920, 1280000, -12135724, 32118672, -105947296, -56236544, -7771400, 34086144, 51372280, 15120384, -19391028, -42564800, -75773916, 8799616, -61854048, 42082752, 20601800, -1112064, -24216240, 18155760, 26071332, 880000, -20625292, -93033312, 12756144, 9683456, -3880000, 11952080, -78618472, -29630592, -68310208, 28868400, -35690120, -3309568, -4753980, -92341696, 1057800, 62500096, -170006320, -40497104, 47350008, 2822400, 54259854, 538608, 70540392, -44564352, -26912000, -34698144, -14858368, 11834368, -81257752, -10670000, 37222032, -7940608, 171212552, -23401616, -68047500, 21185024, 34771076, -69720192, -3001636, 15056000, 50217944, 73336128, -119262752, 15622144, -16564900, 21716816, -75355748, -5186944, 80328776, -51348000, -85133408, 3458304, -4250988, -58260480, 1531250, -21818240, 45691388, 35837888, 39973800, -7116800, -53656396, 13925800, -34398472, 39484288, 64224000, -32976224, -23299352, 12563968, 6630680, 16912000, 168642560, -92960000, 138628880, 134290784, 31660800, 0, 63894176, -7282160, -8244080, 9860000, 3136888, -4287232, -18109616, -14130944, 346900, 25343744, -19573336, 35063744, 141730464, 6624800, 20637888, -3072000, 3782320, -65994864, -46944200, -72200576, 4017412, -89258880, -126721208, -9638400, -18747832, -13006112, 76553616, -22328320, -9692500, 40027712, 18465816, 4952064, -38457780, 59683200, 2929220, 40928832, -152041648, 90252976, 32408800, -6848000, -88100628, -43982400, -51283704, -9648000, -25257136, 99334368, 42896112, -10066944, -11613000, 40964160, 130090288, 59818240, 87772752, 10650000, -154548424, 21525504, 57882420, 111036880, 47984200, -49522176, 266681040, -27831584, -21603120, -4505600, 21392906, -132430912, 6233832, 29447872, 58219200, 33276096, 17015096, 25793152, -214734560, 42742400, -23329340, 46146496, -24497844, -103448672, -15315000, -16076800, -50922108, 86706624, 75673760, 0, 145743028, -83943584, -84577048, -38433280, -18248600, -120021856, -23698752, 13237120, -113619104, -93887200, -69317032, -16998400, 52293232, -16183328, -82134600, 92301568, 39270304, -23732448, 22866352, 0], '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: 60118
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 4, 'source_is_minimal': True, 'source_label': '70.6.a.d', 'source_level': 70, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 4, 'target_is_minimal': True, 'target_label': '70.6.a.d', 'target_level': 70, 'twist_class_label': '70.6.a.d', 'twist_class_level': 70, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 6}
  • id: 60119
    {'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 4, 'source_is_minimal': True, 'source_label': '70.6.a.d', 'source_level': 70, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 8, 'target_is_minimal': False, 'target_label': '350.6.a.h', 'target_level': 350, 'twist_class_label': '70.6.a.d', 'twist_class_level': 70, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 60120
    {'conductor': 5, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 4, 'source_is_minimal': True, 'source_label': '70.6.a.d', 'source_level': 70, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '350.6.c.c', 'target_level': 350, 'twist_class_label': '70.6.a.d', 'twist_class_level': 70, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 6}
  • id: 60121
    {'conductor': 7, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 4, 'source_is_minimal': True, 'source_label': '70.6.a.d', 'source_level': 70, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '490.6.a.c', 'target_level': 490, 'twist_class_label': '70.6.a.d', 'twist_class_level': 70, 'twisting_char_label': '7.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 60122
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 4, 'source_is_minimal': True, 'source_label': '70.6.a.d', 'source_level': 70, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '560.6.a.a', 'target_level': 560, 'twist_class_label': '70.6.a.d', 'twist_class_level': 70, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 60123
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 4, 'source_is_minimal': True, 'source_label': '70.6.a.d', 'source_level': 70, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 12, 'target_is_minimal': False, 'target_label': '630.6.a.l', 'target_level': 630, 'twist_class_label': '70.6.a.d', 'twist_class_level': 70, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 6}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 221400
    {'charpoly_factorization': [[[4, 1], 1]], 'hecke_orbit_code': 13510798982774854, 'p': 2}
  • id: 221401
    {'charpoly_factorization': [[[-11, 1], 1]], 'hecke_orbit_code': 13510798982774854, 'p': 3}
  • id: 221402
    {'charpoly_factorization': [[[25, 1], 1]], 'hecke_orbit_code': 13510798982774854, 'p': 5}
  • id: 221403
    {'charpoly_factorization': [[[49, 1], 1]], 'hecke_orbit_code': 13510798982774854, 'p': 7}
  • id: 221404
    {'charpoly_factorization': [[[-83, 1], 1]], 'hecke_orbit_code': 13510798982774854, 'p': 11}
  • id: 221405
    {'charpoly_factorization': [[[83, 1], 1]], 'hecke_orbit_code': 13510798982774854, 'p': 13}
  • id: 221406
    {'charpoly_factorization': [[[177, 1], 1]], 'hecke_orbit_code': 13510798982774854, 'p': 17}
  • id: 221407
    {'charpoly_factorization': [[[2082, 1], 1]], 'hecke_orbit_code': 13510798982774854, 'p': 19}
  • id: 221408
    {'charpoly_factorization': [[[3170, 1], 1]], 'hecke_orbit_code': 13510798982774854, 'p': 23}
  • id: 221409
    {'charpoly_factorization': [[[8681, 1], 1]], 'hecke_orbit_code': 13510798982774854, 'p': 29}
  • id: 221410
    {'charpoly_factorization': [[[-1636, 1], 1]], 'hecke_orbit_code': 13510798982774854, 'p': 31}
  • id: 221411
    {'charpoly_factorization': [[[-4298, 1], 1]], 'hecke_orbit_code': 13510798982774854, 'p': 37}
  • id: 221412
    {'charpoly_factorization': [[[-2356, 1], 1]], 'hecke_orbit_code': 13510798982774854, 'p': 41}
  • id: 221413
    {'charpoly_factorization': [[[-8738, 1], 1]], 'hecke_orbit_code': 13510798982774854, 'p': 43}
  • id: 221414
    {'charpoly_factorization': [[[3641, 1], 1]], 'hecke_orbit_code': 13510798982774854, 'p': 47}
  • id: 221415
    {'charpoly_factorization': [[[-33268, 1], 1]], 'hecke_orbit_code': 13510798982774854, 'p': 53}
  • id: 221416
    {'charpoly_factorization': [[[30968, 1], 1]], 'hecke_orbit_code': 13510798982774854, 'p': 59}
  • id: 221417
    {'charpoly_factorization': [[[-4560, 1], 1]], 'hecke_orbit_code': 13510798982774854, 'p': 61}
  • id: 221418
    {'charpoly_factorization': [[[-37788, 1], 1]], 'hecke_orbit_code': 13510798982774854, 'p': 67}
  • id: 221419
    {'charpoly_factorization': [[[59304, 1], 1]], 'hecke_orbit_code': 13510798982774854, 'p': 71}
  • id: 221420
    {'charpoly_factorization': [[[8910, 1], 1]], 'hecke_orbit_code': 13510798982774854, 'p': 73}
  • id: 221421
    {'charpoly_factorization': [[[-27589, 1], 1]], 'hecke_orbit_code': 13510798982774854, 'p': 79}
  • id: 221422
    {'charpoly_factorization': [[[-67676, 1], 1]], 'hecke_orbit_code': 13510798982774854, 'p': 83}
  • id: 221423
    {'charpoly_factorization': [[[-10700, 1], 1]], 'hecke_orbit_code': 13510798982774854, 'p': 89}
  • id: 221424
    {'charpoly_factorization': [[[-65075, 1], 1]], 'hecke_orbit_code': 13510798982774854, 'p': 97}
• mf_newform_portraits •

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

  
  {'char_orbit_index': 1, 'hecke_orbit': 4, 'label': '70.6.a.d', 'level': 70, 'portrait': 'data:image/png;base64,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', 'weight': 6}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 35114809
    {'hecke_orbit_code': 13510798982774854, 'n': 1, 'trace_an': 1}
  • id: 35114810
    {'hecke_orbit_code': 13510798982774854, 'n': 2, 'trace_an': -4}
  • id: 35114811
    {'hecke_orbit_code': 13510798982774854, 'n': 3, 'trace_an': 11}
  • id: 35114812
    {'hecke_orbit_code': 13510798982774854, 'n': 4, 'trace_an': 16}
  • id: 35114813
    {'hecke_orbit_code': 13510798982774854, 'n': 5, 'trace_an': -25}
  • id: 35114814
    {'hecke_orbit_code': 13510798982774854, 'n': 6, 'trace_an': -44}
  • id: 35114815
    {'hecke_orbit_code': 13510798982774854, 'n': 7, 'trace_an': -49}
  • id: 35114816
    {'hecke_orbit_code': 13510798982774854, 'n': 8, 'trace_an': -64}
  • id: 35114817
    {'hecke_orbit_code': 13510798982774854, 'n': 9, 'trace_an': -122}
  • id: 35114818
    {'hecke_orbit_code': 13510798982774854, 'n': 10, 'trace_an': 100}
  • id: 35114819
    {'hecke_orbit_code': 13510798982774854, 'n': 11, 'trace_an': 83}
  • id: 35114820
    {'hecke_orbit_code': 13510798982774854, 'n': 12, 'trace_an': 176}
  • id: 35114821
    {'hecke_orbit_code': 13510798982774854, 'n': 13, 'trace_an': -83}
  • id: 35114822
    {'hecke_orbit_code': 13510798982774854, 'n': 14, 'trace_an': 196}
  • id: 35114823
    {'hecke_orbit_code': 13510798982774854, 'n': 15, 'trace_an': -275}
  • id: 35114824
    {'hecke_orbit_code': 13510798982774854, 'n': 16, 'trace_an': 256}
  • id: 35114825
    {'hecke_orbit_code': 13510798982774854, 'n': 17, 'trace_an': -177}
  • id: 35114826
    {'hecke_orbit_code': 13510798982774854, 'n': 18, 'trace_an': 488}
  • id: 35114827
    {'hecke_orbit_code': 13510798982774854, 'n': 19, 'trace_an': -2082}
  • id: 35114828
    {'hecke_orbit_code': 13510798982774854, 'n': 20, 'trace_an': -400}
  • id: 35114829
    {'hecke_orbit_code': 13510798982774854, 'n': 21, 'trace_an': -539}
  • id: 35114830
    {'hecke_orbit_code': 13510798982774854, 'n': 22, 'trace_an': -332}
  • id: 35114831
    {'hecke_orbit_code': 13510798982774854, 'n': 23, 'trace_an': -3170}
  • id: 35114832
    {'hecke_orbit_code': 13510798982774854, 'n': 24, 'trace_an': -704}
  • id: 35114833
    {'hecke_orbit_code': 13510798982774854, 'n': 25, 'trace_an': 625}
  • id: 35114834
    {'hecke_orbit_code': 13510798982774854, 'n': 26, 'trace_an': 332}
  • id: 35114835
    {'hecke_orbit_code': 13510798982774854, 'n': 27, 'trace_an': -4015}
  • id: 35114836
    {'hecke_orbit_code': 13510798982774854, 'n': 28, 'trace_an': -784}
  • id: 35114837
    {'hecke_orbit_code': 13510798982774854, 'n': 29, 'trace_an': -8681}
  • id: 35114838
    {'hecke_orbit_code': 13510798982774854, 'n': 30, 'trace_an': 1100}
  • id: 35114839
    {'hecke_orbit_code': 13510798982774854, 'n': 31, 'trace_an': 1636}
  • id: 35114840
    {'hecke_orbit_code': 13510798982774854, 'n': 32, 'trace_an': -1024}
  • id: 35114841
    {'hecke_orbit_code': 13510798982774854, 'n': 33, 'trace_an': 913}
  • id: 35114842
    {'hecke_orbit_code': 13510798982774854, 'n': 34, 'trace_an': 708}
  • id: 35114843
    {'hecke_orbit_code': 13510798982774854, 'n': 35, 'trace_an': 1225}
  • id: 35114844
    {'hecke_orbit_code': 13510798982774854, 'n': 36, 'trace_an': -1952}
  • id: 35114845
    {'hecke_orbit_code': 13510798982774854, 'n': 37, 'trace_an': 4298}
  • id: 35114846
    {'hecke_orbit_code': 13510798982774854, 'n': 38, 'trace_an': 8328}
  • id: 35114847
    {'hecke_orbit_code': 13510798982774854, 'n': 39, 'trace_an': -913}
  • id: 35114848
    {'hecke_orbit_code': 13510798982774854, 'n': 40, 'trace_an': 1600}
  • id: 35114849
    {'hecke_orbit_code': 13510798982774854, 'n': 41, 'trace_an': 2356}
  • id: 35114850
    {'hecke_orbit_code': 13510798982774854, 'n': 42, 'trace_an': 2156}
  • id: 35114851
    {'hecke_orbit_code': 13510798982774854, 'n': 43, 'trace_an': 8738}
  • id: 35114852
    {'hecke_orbit_code': 13510798982774854, 'n': 44, 'trace_an': 1328}
  • id: 35114853
    {'hecke_orbit_code': 13510798982774854, 'n': 45, 'trace_an': 3050}
  • id: 35114854
    {'hecke_orbit_code': 13510798982774854, 'n': 46, 'trace_an': 12680}
  • id: 35114855
    {'hecke_orbit_code': 13510798982774854, 'n': 47, 'trace_an': -3641}
  • id: 35114856
    {'hecke_orbit_code': 13510798982774854, 'n': 48, 'trace_an': 2816}
  • id: 35114857
    {'hecke_orbit_code': 13510798982774854, 'n': 49, 'trace_an': 2401}
  • id: 35114858
    {'hecke_orbit_code': 13510798982774854, 'n': 50, 'trace_an': -2500}
  • id: 35114859
    {'hecke_orbit_code': 13510798982774854, 'n': 51, 'trace_an': -1947}
  • id: 35114860
    {'hecke_orbit_code': 13510798982774854, 'n': 52, 'trace_an': -1328}
  • id: 35114861
    {'hecke_orbit_code': 13510798982774854, 'n': 53, 'trace_an': 33268}
  • id: 35114862
    {'hecke_orbit_code': 13510798982774854, 'n': 54, 'trace_an': 16060}
  • id: 35114863
    {'hecke_orbit_code': 13510798982774854, 'n': 55, 'trace_an': -2075}
  • id: 35114864
    {'hecke_orbit_code': 13510798982774854, 'n': 56, 'trace_an': 3136}
  • id: 35114865
    {'hecke_orbit_code': 13510798982774854, 'n': 57, 'trace_an': -22902}
  • id: 35114866
    {'hecke_orbit_code': 13510798982774854, 'n': 58, 'trace_an': 34724}
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  • id: 35115055
    {'hecke_orbit_code': 13510798982774854, 'n': 929, 'trace_an': 13906812}
  • id: 35115056
    {'hecke_orbit_code': 13510798982774854, 'n': 937, 'trace_an': -1939221}
  • id: 35115057
    {'hecke_orbit_code': 13510798982774854, 'n': 941, 'trace_an': -24407976}
  • id: 35115058
    {'hecke_orbit_code': 13510798982774854, 'n': 947, 'trace_an': 36592}
  • id: 35115059
    {'hecke_orbit_code': 13510798982774854, 'n': 953, 'trace_an': 27559792}
  • id: 35115060
    {'hecke_orbit_code': 13510798982774854, 'n': 961, 'trace_an': -25952655}
  • id: 35115061
    {'hecke_orbit_code': 13510798982774854, 'n': 967, 'trace_an': -14298434}
  • id: 35115062
    {'hecke_orbit_code': 13510798982774854, 'n': 971, 'trace_an': 22980144}
  • id: 35115063
    {'hecke_orbit_code': 13510798982774854, 'n': 977, 'trace_an': -20739138}
  • id: 35115064
    {'hecke_orbit_code': 13510798982774854, 'n': 983, 'trace_an': 29532637}
  • id: 35115065
    {'hecke_orbit_code': 13510798982774854, 'n': 991, 'trace_an': -35688320}
  • id: 35115066
    {'hecke_orbit_code': 13510798982774854, 'n': 997, 'trace_an': 34893707}