Embedded newform data - 70.6.a.f.1.1

Formats: - HTML - YAML - JSON - 2025-01-24T11:11:14.979749

• 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': 6, 'hecke_orbit_code': 22517998237515846, '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.f', '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.f', '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': 1258050690417981956, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.979', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.902', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.605', 'prec': 17}], 'trace_zratio': 0, 'traces': [1, 4, -11, 16, -25, -44, 49, 64, -122, -100, -267, -176, -1087, 196, 275, 256, -513, -488, -802, -400, -539, -1068, -1290, -704, 625, -4348, 4015, 784, 1779, 1100, -2584, 1024, 2937, -2052, -1225, -1952, 13862, -3208, 11957, -1600, -11904, -2156, -598, -4272, 3050, -5160, -17019, -2816, 2401, 2500, 5643, -17392, 27852, 16060, 6675, 3136, 8822, 7116, 30912, 4400, -1780, -10336, -5978, 4096, 27175, 11748, 25052, -8208, 14190, -4900, -51984, -7808, 47690, 55448, -6875, -12832, -13083, 47828, -102121, -6400, -14519, -47616, -83676, -8624, 12825, -2392, -19569, -17088, -32400, 12200, -53263, -20640, 28424, -68076, 20050, -11264, -148645, 9604, 32574, 10000, -41310, 22572, 108785, -69568, 13475, 111408, -106098, 64240, -124111, 26700, -152482, 12544, 192834, 35288, 32250, 28464, 132614, 123648, -25137, 17600, -89762, -7120, 130944, -41344, -15625, -23912, 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-10188864, -16214600, 14726976, -20067817, -384412, 55655930, -1000000], 'weight': 6, '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], [0.7071067811865476, 0.0], [-0.7056503290095426, 0.0], [0.5, 0.0], [-0.4472135954999579, 0.0], [-0.4989701327891659, 0.0], [0.37796447300922725, 0.0], [0.3535533905932738, 0.0], [-0.5020576131687243, 0.0], [-0.31622776601683794, 0.0], [-0.6653184215063048, 0.0], [-0.3528251645047713, 0.0], [-1.7839027020616096, 0.0], [0.2672612419124244, 0.0], [0.3155764208020858, 0.0], [0.25, 0.0], [-0.4305217150298921, 0.0], [-0.3550083428179374, 0.0], [-0.5096715195683948, 0.0], [-0.22360679774997896, 0.0], [-0.2667107547328796, 0.0], [-0.4704511674954379, 0.0], [-0.5084756032771767, 0.0], [-0.24948506639458295, 0.0], [0.2, 0.0], [-1.2614096976047695, 0.0], [1.0599274489237986, 0.0], [0.18898223650461363, 0.0], [0.39280856910460793, 0.0], [0.22314622713173435, 0.0], [-0.4829345478014426, 0.0], [0.1767766952966369, 0.0], [0.46948216303203355, 0.0], [-0.3044248241456991, 0.0], [-0.1690308509457033, 0.0], [-0.25102880658436216, 0.0], [1.664644822517796, 0.0], 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-0.32387514701750625, -0.20280949966519501, -0.4500877952729474, -0.2968141763076421, -0.15757742837845198, -0.25488245459270714, -0.14106973682377671, -0.38216826387390446, -0.30120835437194166, -0.2870561652870748, -0.12791929315812678, -0.31813049929828174, -0.2689790889674856, -0.343135329502798, -0.2012913424989731, -0.18555079646771125, -0.15659087250385173, -0.33980531301144395, -0.34578096527376595, -0.3065331690027116, -0.21942898039714975, -0.26216835947649014, -0.32856260208964866, -0.14705142898323903, -0.17544409219939913, -0.19900907266023202, -0.2932369525776267, -0.14618231406790227, -0.3532365063754546, -0.1137452039704904, -0.09765258211444655, -0.21754632784453368, -0.0859569076747116, -0.1952366608888897, -0.017255541045122603, -0.3607735556147305, -0.21293878554422455, -0.19889178937527707, -0.34450040446105773, -0.4254508223137437, -0.21881674545036894, -0.2672606954968149, -0.340683636954668, -0.18962079761478265, -0.41835555657499546, -0.38107975979037984, -0.2513749316808033, -0.2835659299815441, -0.1655686263788905, -0.23119143676910522, -0.2873211224722135, -0.18660539900233816, -0.053932467717319785, -0.45231836879831694, -0.3053560706564602, -0.3401799943887597, -0.18471721037175592, -0.12256067059878958, -0.24388016778928842, -0.27619149120615566, -0.17732309009171254, -0.2239235839138946, -0.13260930443552588, -0.09834209455274402, -0.09867033499355063, -0.382284688262122, -0.10741610385011602, -0.2188853333739139, -0.40182216098258833, -0.31809085700733664, -0.17933481364084652, -0.25261341809779747, -0.06680108736153981, -0.1984308791208996, -0.16496204171914525, -0.3283419659985865, -0.3694297021974621, -0.189021374713874, -0.2540064506987591, -0.23403008774594553, -0.18305213727203218, -0.3249590263941347, -0.2325187583566091, -0.2907183977199665, -0.24662638093393957, -0.1501481578802882, -0.34845689960360543, -0.32473604476904183, -0.2311288600193112, -0.19494674214730243, -0.27409705777277277, -0.28063692951025565, -0.39998343051054186, -0.11963601561299396, -0.36916091608016377, -0.23197780443282823, -0.26128560291995023, -0.140066134822552, -0.20507137453381927, -0.26108591057990865, -0.137462817966947, -0.20736156518663718, -0.06971198317309217, -0.29643874949191695, -0.37094826377265255, -0.18934752552222234, -0.3596746896119068, -0.4685133856699979, -0.4216404949089607, -0.3733765979957216, -0.19818869751211846, -0.27382941693741036, -0.19611155567842328, -0.23285091459795348, -0.33922712602663935, -0.2567172091868284, -0.2555957996411591, -0.38146368237351536, -0.3010924241991747, -0.30178977885377023], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 1, 'dual_embedding_m': 1, 'embedding_index': 1, 'embedding_m': 1, 'embedding_root_imag': 0.0, 'embedding_root_real': 0.0, 'hecke_orbit': 6, 'hecke_orbit_code': 22517998237515846, 'label': '70.6.a.f.1.1', 'level': 70, '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

  
  {'ALdims': [1, 1, 1, 1, 2, 1, 1, 2], '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, 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-2458748, -227360, 196600, -392064, -59448, 102688, 526840, 0, 155624, 503560, 1926320, 454592, -106200, 735280, 139272, 112896, -1194258, 286400, 845524, -342528, 1399528, 1001888, 0, 319488, -1461920, -91760, 425272, -185600, 561976, 113680, 2164952, -513536, -847200, -206400, 301536, -1348736, -137984, -30000, 232888, -180224, -1369596, -1720560, 69400, 384160, -3212, 1837696, 1898680, 80000, -3514784, 945024, 549976, -69504, 55000, 605216, -1851912, -206848, 3906256, 176400, -2785272, 739648, -496288, 1324064, 941000, 976384, -324184, 216144, -1363640, -444800, 2467768, 785248, -5810000, 0, 616250, -883184, 2191484, -192000, -4512536, -602400, -1395520, 309504, 2558052, -428000, -603000, -629184, 3738640, 1345344, -3095136, -281600, 1840492, 1612072, 2884156, -1004800, 0, -2402080, 827320, -1062400, 5768848, 0, 3166700, -740096, 2197952, -795808, 781800, 655360, -351156, -4106816, -18032, 1240000, -4161244, -3823856, -5080112, 1059840, -3373400, -516656, -1475160, 2420864, 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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, -9760800, -3765000, 4038656, 9062172, -1397224, -9968696, 1161600, -14791924, 44232288, -14587200, 9349888, -2221100, 26311104, 24045284, -1690304, -50067360, -9825200, 16978072, -3970048, 7703932, 1441920, -3895500, -1538368, -15519760, 6428224, -9889640, 160000, 7743300, 9447200, 35789800, 2660864, 7963200, 20039328, 21665504, 4362240, 1180704, 10335600, 14461808, -39339968, -9701620, 3636144, 525800, -3637760, 13814004, 1558144, -19968380, 3145600, -94719280, 9560832, -1274000, -6273024, 3906250, -8804208, -29680800, -951168, 22403688, 3969000, 18002600, 1643008, 35464032, -24366192, 3162600, 8429440, -1940008, -29204544, 18408456, 0, -42620268, 18541888, 8208628, 2489984, -16445600, -4293792, 30353016, 8056960, -607488, -1580000, 28683424, 30821120, -28779908, 36993952, -8018300, 7273472, -46800036, -3535840, 15181088, -1699200, 8257584, 2937984, 8178672, 11764480, 1298500, -6427408, 923120, 2228352, -1818792, -7176000, -38507952, 1806336, -37792780, 24477456, 9625000, -19108128, 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_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: 45072011
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 22517998237515846, 'source_is_minimal': True, 'source_label': '70.6.a.f.1.1', 'source_level': 70, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 22517998237515846, 'target_is_minimal': True, 'target_label': '70.6.a.f.1.1', 'target_level': 70, 'twist_class_label': '70.6.a.f.1.1', 'twist_class_level': 70, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 6}
  • id: 45072012
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 22517998237515846, 'source_is_minimal': True, 'source_label': '70.6.a.f.1.1', 'source_level': 70, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 18014398610145910, 'target_is_minimal': False, 'target_label': '630.6.a.e.1.1', 'target_level': 630, 'twist_class_label': '70.6.a.f.1.1', 'twist_class_level': 70, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 6}
  • id: 45072013
    {'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 22517998237515846, 'source_is_minimal': True, 'source_label': '70.6.a.f.1.1', 'source_level': 70, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 22517998237516336, 'target_is_minimal': False, 'target_label': '560.6.a.f.1.1', 'target_level': 560, 'twist_class_label': '70.6.a.f.1.1', 'twist_class_level': 70, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 6}
  • id: 45072014
    {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 22517998237515846, 'source_is_minimal': True, 'source_label': '70.6.a.f.1.1', 'source_level': 70, 'target_conrey_index': 99, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 4503737166987614, 'target_is_minimal': False, 'target_label': '350.6.c.b.99.2', 'target_level': 350, 'twist_class_label': '70.6.a.f.1.1', 'twist_class_level': 70, 'twisting_char_label': '5.2', 'twisting_conrey_index': 2, 'weight': 6}
  • id: 45072015
    {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 22517998237515846, 'source_is_minimal': True, 'source_label': '70.6.a.f.1.1', 'source_level': 70, 'target_conrey_index': 99, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503737166987614, 'target_is_minimal': False, 'target_label': '350.6.c.b.99.1', 'target_level': 350, 'twist_class_label': '70.6.a.f.1.1', 'twist_class_level': 70, 'twisting_char_label': '5.3', 'twisting_conrey_index': 3, 'weight': 6}
  • id: 45072016
    {'conductor': 5, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 22517998237515846, 'source_is_minimal': True, 'source_label': '70.6.a.f.1.1', 'source_level': 70, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 13510798982775134, 'target_is_minimal': False, 'target_label': '350.6.a.d.1.1', 'target_level': 350, 'twist_class_label': '70.6.a.f.1.1', 'twist_class_level': 70, 'twisting_char_label': '5.4', 'twisting_conrey_index': 4, 'weight': 6}
  • id: 45072017
    {'conductor': 7, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 22517998237515846, 'source_is_minimal': True, 'source_label': '70.6.a.f.1.1', 'source_level': 70, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 49539596001739242, 'target_is_minimal': False, 'target_label': '490.6.a.l.1.1', 'target_level': 490, 'twist_class_label': '70.6.a.f.1.1', 'twist_class_level': 70, 'twisting_char_label': '7.6', 'twisting_conrey_index': 6, 'weight': 6}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 221450
    {'charpoly_factorization': [[[-4, 1], 1]], 'hecke_orbit_code': 22517998237515846, 'p': 2}
  • id: 221451
    {'charpoly_factorization': [[[11, 1], 1]], 'hecke_orbit_code': 22517998237515846, 'p': 3}
  • id: 221452
    {'charpoly_factorization': [[[25, 1], 1]], 'hecke_orbit_code': 22517998237515846, 'p': 5}
  • id: 221453
    {'charpoly_factorization': [[[-49, 1], 1]], 'hecke_orbit_code': 22517998237515846, 'p': 7}
  • id: 221454
    {'charpoly_factorization': [[[267, 1], 1]], 'hecke_orbit_code': 22517998237515846, 'p': 11}
  • id: 221455
    {'charpoly_factorization': [[[1087, 1], 1]], 'hecke_orbit_code': 22517998237515846, 'p': 13}
  • id: 221456
    {'charpoly_factorization': [[[513, 1], 1]], 'hecke_orbit_code': 22517998237515846, 'p': 17}
  • id: 221457
    {'charpoly_factorization': [[[802, 1], 1]], 'hecke_orbit_code': 22517998237515846, 'p': 19}
  • id: 221458
    {'charpoly_factorization': [[[1290, 1], 1]], 'hecke_orbit_code': 22517998237515846, 'p': 23}
  • id: 221459
    {'charpoly_factorization': [[[-1779, 1], 1]], 'hecke_orbit_code': 22517998237515846, 'p': 29}
  • id: 221460
    {'charpoly_factorization': [[[2584, 1], 1]], 'hecke_orbit_code': 22517998237515846, 'p': 31}
  • id: 221461
    {'charpoly_factorization': [[[-13862, 1], 1]], 'hecke_orbit_code': 22517998237515846, 'p': 37}
  • id: 221462
    {'charpoly_factorization': [[[11904, 1], 1]], 'hecke_orbit_code': 22517998237515846, 'p': 41}
  • id: 221463
    {'charpoly_factorization': [[[598, 1], 1]], 'hecke_orbit_code': 22517998237515846, 'p': 43}
  • id: 221464
    {'charpoly_factorization': [[[17019, 1], 1]], 'hecke_orbit_code': 22517998237515846, 'p': 47}
  • id: 221465
    {'charpoly_factorization': [[[-27852, 1], 1]], 'hecke_orbit_code': 22517998237515846, 'p': 53}
  • id: 221466
    {'charpoly_factorization': [[[-30912, 1], 1]], 'hecke_orbit_code': 22517998237515846, 'p': 59}
  • id: 221467
    {'charpoly_factorization': [[[1780, 1], 1]], 'hecke_orbit_code': 22517998237515846, 'p': 61}
  • id: 221468
    {'charpoly_factorization': [[[-25052, 1], 1]], 'hecke_orbit_code': 22517998237515846, 'p': 67}
  • id: 221469
    {'charpoly_factorization': [[[51984, 1], 1]], 'hecke_orbit_code': 22517998237515846, 'p': 71}
  • id: 221470
    {'charpoly_factorization': [[[-47690, 1], 1]], 'hecke_orbit_code': 22517998237515846, 'p': 73}
  • id: 221471
    {'charpoly_factorization': [[[102121, 1], 1]], 'hecke_orbit_code': 22517998237515846, 'p': 79}
  • id: 221472
    {'charpoly_factorization': [[[83676, 1], 1]], 'hecke_orbit_code': 22517998237515846, 'p': 83}
  • id: 221473
    {'charpoly_factorization': [[[32400, 1], 1]], 'hecke_orbit_code': 22517998237515846, 'p': 89}
  • id: 221474
    {'charpoly_factorization': [[[148645, 1], 1]], 'hecke_orbit_code': 22517998237515846, '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': 6, 'label': '70.6.a.f', '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: 43707241
    {'hecke_orbit_code': 22517998237515846, 'n': 1, 'trace_an': 1}
  • id: 43707242
    {'hecke_orbit_code': 22517998237515846, 'n': 2, 'trace_an': 4}
  • id: 43707243
    {'hecke_orbit_code': 22517998237515846, 'n': 3, 'trace_an': -11}
  • id: 43707244
    {'hecke_orbit_code': 22517998237515846, 'n': 4, 'trace_an': 16}
  • id: 43707245
    {'hecke_orbit_code': 22517998237515846, 'n': 5, 'trace_an': -25}
  • id: 43707246
    {'hecke_orbit_code': 22517998237515846, 'n': 6, 'trace_an': -44}
  • id: 43707247
    {'hecke_orbit_code': 22517998237515846, 'n': 7, 'trace_an': 49}
  • id: 43707248
    {'hecke_orbit_code': 22517998237515846, 'n': 8, 'trace_an': 64}
  • id: 43707249
    {'hecke_orbit_code': 22517998237515846, 'n': 9, 'trace_an': -122}
  • id: 43707250
    {'hecke_orbit_code': 22517998237515846, 'n': 10, 'trace_an': -100}
  • id: 43707251
    {'hecke_orbit_code': 22517998237515846, 'n': 11, 'trace_an': -267}
  • id: 43707252
    {'hecke_orbit_code': 22517998237515846, 'n': 12, 'trace_an': -176}
  • id: 43707253
    {'hecke_orbit_code': 22517998237515846, 'n': 13, 'trace_an': -1087}
  • id: 43707254
    {'hecke_orbit_code': 22517998237515846, 'n': 14, 'trace_an': 196}
  • id: 43707255
    {'hecke_orbit_code': 22517998237515846, 'n': 15, 'trace_an': 275}
  • id: 43707256
    {'hecke_orbit_code': 22517998237515846, 'n': 16, 'trace_an': 256}
  • id: 43707257
    {'hecke_orbit_code': 22517998237515846, 'n': 17, 'trace_an': -513}
  • id: 43707258
    {'hecke_orbit_code': 22517998237515846, 'n': 18, 'trace_an': -488}
  • id: 43707259
    {'hecke_orbit_code': 22517998237515846, 'n': 19, 'trace_an': -802}
  • id: 43707260
    {'hecke_orbit_code': 22517998237515846, 'n': 20, 'trace_an': -400}
  • id: 43707261
    {'hecke_orbit_code': 22517998237515846, 'n': 21, 'trace_an': -539}
  • id: 43707262
    {'hecke_orbit_code': 22517998237515846, 'n': 22, 'trace_an': -1068}
  • id: 43707263
    {'hecke_orbit_code': 22517998237515846, 'n': 23, 'trace_an': -1290}
  • id: 43707264
    {'hecke_orbit_code': 22517998237515846, 'n': 24, 'trace_an': -704}
  • id: 43707265
    {'hecke_orbit_code': 22517998237515846, 'n': 25, 'trace_an': 625}
  • id: 43707266
    {'hecke_orbit_code': 22517998237515846, 'n': 26, 'trace_an': -4348}
  • id: 43707267
    {'hecke_orbit_code': 22517998237515846, 'n': 27, 'trace_an': 4015}
  • id: 43707268
    {'hecke_orbit_code': 22517998237515846, 'n': 28, 'trace_an': 784}
  • id: 43707269
    {'hecke_orbit_code': 22517998237515846, 'n': 29, 'trace_an': 1779}
  • id: 43707270
    {'hecke_orbit_code': 22517998237515846, 'n': 30, 'trace_an': 1100}
  • id: 43707271
    {'hecke_orbit_code': 22517998237515846, 'n': 31, 'trace_an': -2584}
  • id: 43707272
    {'hecke_orbit_code': 22517998237515846, 'n': 32, 'trace_an': 1024}
  • id: 43707273
    {'hecke_orbit_code': 22517998237515846, 'n': 33, 'trace_an': 2937}
  • id: 43707274
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  • id: 43707275
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  • id: 43707276
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  • id: 43707277
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  • id: 43707278
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  • id: 43707279
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  • id: 43707280
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  • id: 43707281
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  • id: 43707282
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  • id: 43707283
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  • id: 43707284
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  • id: 43707285
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  • id: 43707286
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  • id: 43707287
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  • id: 43707288
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  • id: 43707289
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  • id: 43707290
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  • id: 43707291
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  • id: 43707292
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  • id: 43707293
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  • id: 43707294
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  • id: 43707295
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  • id: 43707296
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  • id: 43707297
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  • id: 43707298
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  • id: 43707299
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  • id: 43707300
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  • id: 43707301
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  • id: 43707302
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  • id: 43707303
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  • id: 43707304
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  • id: 43707305
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  • id: 43707306
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  • id: 43707307
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  • id: 43707308
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  • id: 43707309
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  • id: 43707310
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  • id: 43707311
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  • id: 43707312
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  • id: 43707313
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  • id: 43707314
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  • id: 43707315
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  • id: 43707316
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  • id: 43707317
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  • id: 43707318
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  • id: 43707319
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  • id: 43707320
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  • id: 43707321
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  • id: 43707322
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  • id: 43707323
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  • id: 43707324
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  • id: 43707325
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  • id: 43707326
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  • id: 43707327
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  • id: 43707328
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  • id: 43707329
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  • id: 43707330
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  • id: 43707331
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  • id: 43707332
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  • id: 43707333
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  • id: 43707334
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  • id: 43707335
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  • id: 43707336
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  • id: 43707337
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  • id: 43707338
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  • id: 43707339
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  • id: 43707340
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  • id: 43707341
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  • id: 43707342
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  • id: 43707343
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  • id: 43707344
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  • id: 43707345
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  • id: 43707346
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  • id: 43707347
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  • id: 43707348
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  • id: 43707349
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  • id: 43707350
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  • id: 43707351
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  • id: 43707352
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  • id: 43707353
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  • id: 43707354
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  • id: 43707355
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  • id: 43707356
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  • id: 43707357
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  • id: 43707358
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  • id: 43707359
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  • id: 43707360
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  • id: 43707361
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  • id: 43707362
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  • id: 43707363
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  • id: 43707364
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  • id: 43707365
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  • id: 43707366
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  • id: 43707367
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  • id: 43707368
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  • id: 43707369
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  • id: 43707370
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  • id: 43707371
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  • id: 43707372
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  • id: 43707373
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  • id: 43707374
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  • id: 43707375
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  • id: 43707376
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  • id: 43707377
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  • id: 43707378
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  • id: 43707379
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  • id: 43707380
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  • id: 43707381
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  • id: 43707382
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  • id: 43707383
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  • id: 43707384
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  • id: 43707385
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  • id: 43707386
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  • id: 43707387
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  • id: 43707388
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  • id: 43707389
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  • id: 43707390
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  • id: 43707391
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  • id: 43707392
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  • id: 43707393
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  • id: 43707394
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  • id: 43707395
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  • id: 43707396
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  • id: 43707397
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  • id: 43707398
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  • id: 43707399
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  • id: 43707400
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  • id: 43707401
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  • id: 43707402
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  • id: 43707403
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  • id: 43707404
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  • id: 43707405
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  • id: 43707406
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  • id: 43707407
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  • id: 43707408
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  • id: 43707409
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  • id: 43707410
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  • id: 43707411
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  • id: 43707412
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  • id: 43707413
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  • id: 43707414
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  • id: 43707415
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  • id: 43707416
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  • id: 43707417
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  • id: 43707418
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  • id: 43707419
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  • id: 43707420
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  • id: 43707421
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  • id: 43707422
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  • id: 43707423
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  • id: 43707424
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  • id: 43707425
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  • id: 43707426
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  • id: 43707427
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  • id: 43707428
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  • id: 43707429
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  • id: 43707430
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  • id: 43707431
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  • id: 43707432
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  • id: 43707433
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  • id: 43707434
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  • id: 43707435
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  • id: 43707436
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  • id: 43707437
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  • id: 43707438
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  • id: 43707439
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  • id: 43707440
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  • id: 43707441
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  • id: 43707442
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  • id: 43707443
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  • id: 43707444
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  • id: 43707445
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  • id: 43707446
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  • id: 43707447
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  • id: 43707448
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  • id: 43707449
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  • id: 43707450
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  • id: 43707451
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  • id: 43707452
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  • id: 43707453
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  • id: 43707454
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  • id: 43707455
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  • id: 43707456
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  • id: 43707457
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  • id: 43707458
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  • id: 43707459
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  • id: 43707460
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  • id: 43707461
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  • id: 43707462
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  • id: 43707463
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  • id: 43707464
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  • id: 43707465
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  • id: 43707466
    {'hecke_orbit_code': 22517998237515846, 'n': 787, 'trace_an': 11782409}
  • id: 43707467
    {'hecke_orbit_code': 22517998237515846, 'n': 797, 'trace_an': -5409525}
  • id: 43707468
    {'hecke_orbit_code': 22517998237515846, 'n': 809, 'trace_an': -7122639}
  • id: 43707469
    {'hecke_orbit_code': 22517998237515846, 'n': 811, 'trace_an': -30304486}
  • id: 43707470
    {'hecke_orbit_code': 22517998237515846, 'n': 821, 'trace_an': 28218069}
  • id: 43707471
    {'hecke_orbit_code': 22517998237515846, 'n': 823, 'trace_an': -26453416}
  • id: 43707472
    {'hecke_orbit_code': 22517998237515846, 'n': 827, 'trace_an': 4444806}
  • id: 43707473
    {'hecke_orbit_code': 22517998237515846, 'n': 829, 'trace_an': -2803864}
  • id: 43707474
    {'hecke_orbit_code': 22517998237515846, 'n': 839, 'trace_an': 25980354}
  • id: 43707475
    {'hecke_orbit_code': 22517998237515846, 'n': 841, 'trace_an': -17346308}
  • id: 43707476
    {'hecke_orbit_code': 22517998237515846, 'n': 853, 'trace_an': 11839190}
  • id: 43707477
    {'hecke_orbit_code': 22517998237515846, 'n': 857, 'trace_an': -2992830}
  • id: 43707478
    {'hecke_orbit_code': 22517998237515846, 'n': 859, 'trace_an': 28098044}
  • id: 43707479
    {'hecke_orbit_code': 22517998237515846, 'n': 863, 'trace_an': 11583252}
  • id: 43707480
    {'hecke_orbit_code': 22517998237515846, 'n': 877, 'trace_an': 41253758}
  • id: 43707481
    {'hecke_orbit_code': 22517998237515846, 'n': 881, 'trace_an': -13254096}
  • id: 43707482
    {'hecke_orbit_code': 22517998237515846, 'n': 883, 'trace_an': -31920832}
  • id: 43707483
    {'hecke_orbit_code': 22517998237515846, 'n': 887, 'trace_an': 17430264}
  • id: 43707484
    {'hecke_orbit_code': 22517998237515846, 'n': 907, 'trace_an': -31506586}
  • id: 43707485
    {'hecke_orbit_code': 22517998237515846, 'n': 911, 'trace_an': -49121424}
  • id: 43707486
    {'hecke_orbit_code': 22517998237515846, 'n': 919, 'trace_an': -45123829}
  • id: 43707487
    {'hecke_orbit_code': 22517998237515846, 'n': 929, 'trace_an': -36819588}
  • id: 43707488
    {'hecke_orbit_code': 22517998237515846, 'n': 937, 'trace_an': 17190371}
  • id: 43707489
    {'hecke_orbit_code': 22517998237515846, 'n': 941, 'trace_an': -8103516}
  • id: 43707490
    {'hecke_orbit_code': 22517998237515846, 'n': 947, 'trace_an': 18333708}
  • id: 43707491
    {'hecke_orbit_code': 22517998237515846, 'n': 953, 'trace_an': 6030348}
  • id: 43707492
    {'hecke_orbit_code': 22517998237515846, 'n': 961, 'trace_an': -21952095}
  • id: 43707493
    {'hecke_orbit_code': 22517998237515846, 'n': 967, 'trace_an': -30922846}
  • id: 43707494
    {'hecke_orbit_code': 22517998237515846, 'n': 971, 'trace_an': -2479236}
  • id: 43707495
    {'hecke_orbit_code': 22517998237515846, 'n': 977, 'trace_an': -2097582}
  • id: 43707496
    {'hecke_orbit_code': 22517998237515846, 'n': 983, 'trace_an': -44549097}
  • id: 43707497
    {'hecke_orbit_code': 22517998237515846, 'n': 991, 'trace_an': -19510360}
  • id: 43707498
    {'hecke_orbit_code': 22517998237515846, 'n': 997, 'trace_an': -20067817}