Embedded newform data - 76.8.e.a.49.1

Formats: - HTML - YAML - JSON - 2024-05-04T20:36:56.018397

• mf_newforms •

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

  
  {'Nk2': 4864, 'analytic_conductor': 23.741261936793254, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 19, 'char_degree': 2, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 5, 'char_orbit_label': 'e', 'char_order': 3, 'char_parity': 1, 'char_values': [76, 3, [39, 21], [3, 1]], 'cm_discs': [], 'conrey_index': 45, 'conrey_indexes': [45, 49], 'dim': 22, 'has_non_self_twist': 1, 'hecke_cutters': [], 'hecke_orbit': 1, 'hecke_orbit_code': 275012124748, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 19, 3, 1, 3, 0]], 'is_cm': False, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '76.8.e.a', 'level': 76, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 19], 'level_radical': 38, 'minimal_twist': '76.8.e.a', 'prim_orbit_index': 3, 'related_objects': [], 'relative_dim': 11, 'rm_discs': [], 'sato_tate_group': '7.2.3.c3', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '76.8.e', 'trace_display': [0, 13, 1, 560], 'traces': [22, 0, 13, 0, 1, 0, 560, 0, -6002, 0, 472, 0, -567, 0, 2995, 0, 5589, 0, 80912, 0, 44412, 0, -15425, 0, -32806, 0, 50290, 0, -18919, 0, 150296, 0, 314618, 0, 92808, 0, 350100, 0, 948810, 0, 698891, 0, 402545, 0, 1477508, 0, -653621, 0, -1938490, 0, -1386401, 0, -106763, 0, 414508, 0, 1267563, 0, 3136737, 0, 2004581, 0, 1465000, 0, -7397638, 0, 4344391, 0, 1732238, 0, -133823, 0, -8349685, 0, -12136824, 0, 9147480, 0, -94679, 0, -838595, 0, -2884080, 0, -1421409, 0, -31740598, 0, -7039347, 0, 1520096, 0, -1993628, 0, 1707587, 0, 13308115, 0, 6011488, 0, 13465969, 0, -34187360, 0, 15744864, 0, -5181800, 0, 6537849, 0, -6459238, 0, -8315696, 0, -1251602, 0, 17579326, 0, 2543544, 0, 52186746, 0, -18618585, 0, 37404810, 0, -12597889, 0, 14408791, 0, 15074157, 0, 47085860, 0, -7480583, 0, -11942245, 0, -43853685, 0, 73269518, 0, -35957212, 0, 26155898, 0, 13861741, 0, 71067921, 0, 27850912, 0, -14126476, 0, -59342468, 0, 7790021, 0, -115772094, 0, 12926232, 0, 207341336, 0, 106276640, 0, -27872565, 0, -3011206, 0, -76119430, 0, -63532815, 0, 20997488, 0, 9813781, 0, -18998568, 0, -33397375, 0, -141556366, 0, -122747318, 0, 36021964, 0, -66205416, 0, -378710176, 0, -138522735, 0, -187092859, 0, -82588172, 0, 20760515, 0, 536676314, 0, -28641720, 0, 168081467, 0, 58670530, 0, 154543538, 0, -238809667, 0, 156184683, 0, -267943745, 0, -162404560, 0, 157884795, 0, -368450238, 0, 294747525, 0, 134578484, 0, -465526840, 0, -50317916, 0, -159940952, 0, -41667057, 0, -267579194, 0, -368834921, 0, 214913736, 0, -92214717, 0, 175852768, 0, 189724073, 0, 422459981, 0, 483609494, 0, 512383723, 0, 106515500, 0, 53487678, 0, 306912859, 0, 522178128, 0, 548031694, 0, -163348203, 0, -1347456398, 0, 986074978, 0, -258519567, 0, -55659515, 0, 993975760, 0, -750253936, 0, 541866780, 0, -837922848, 0, 541592651, 0, 861835877, 0, 1525657031, 0, 260855040, 0, 993184598, 0, -537694161, 0, -3565377300, 0, 1276735023, 0, -1084480780, 0, 1389389849, 0, 327866480, 0, -2192864214, 0, -940205854, 0, -713071559, 0, -582798508, 0, -1753952632, 0, -978945693, 0, 3711127584, 0, -713462295, 0, 1094975636, 0, 665896452, 0, 662744079, 0, 822719936, 0, 3707239111, 0, 122450880, 0, -616863528, 0, 831240260, 0, -2096424978, 0, 675451975, 0, 225265766, 0, -7631519888, 0, 59206000, 0, -3370025329, 0, -1657498375, 0, -150633660, 0, -1723131735, 0, 3706746480, 0, -189300545, 0, 2987153560, 0, 1085805741, 0, 3502659052, 0, -1097282015, 0, 1932120015, 0, -1497886445, 0, -5618357412, 0, 1180500864, 0, -5073790420, 0, 4530238413, 0, 2802423979, 0, -5474901336, 0, -2377097946, 0, -4815274783, 0, -1662590160, 0, -1643891340, 0, -4177488759, 0, 13490369974, 0, 730751325, 0, 3361029383, 0, 2798929365, 0, 5513605560, 0, -1105386661, 0, 6384331492, 0, -2259431167, 0, -1935767840, 0, 1918087631, 0, -5424353758, 0, 4631442180, 0, 4838423640, 0, -15201564326, 0, -5236496376, 0, -6175173083, 0, -2974945142, 0, -1521959472, 0, -4894905080, 0, 23124050288, 0, -2624546193, 0, 6831285345, 0, 7387464373, 0, 7316663135, 0, -1359539255, 0, 12648328814, 0, -4502277325, 0, -6899156574, 0, 3784065551, 0, -10277193448, 0, 10518930420, 0, 8321063512, 0, -21937610688, 0, 633191072, 0, -12883313675, 0, -3269477171, 0, -5600369800, 0, -8676832964, 0, 23808810680, 0, -3344248996, 0, 10960771027, 0, 6071854900, 0, 10184822524, 0, 2188981254, 0, 15588372779, 0, -978534590, 0, -20913993200, 0, 6185648731, 0, -12973375472, 0, 15733928822, 0, 3415634509, 0, -35194138734, 0, -2733710912, 0, -15496929480, 0, -6311796287, 0, -6449788074, 0, -11844935073, 0, 33327295498, 0, -5437641604, 0, 11949818589, 0, 8552292768, 0, 21257946930, 0, 966534432, 0, 24976030424, 0, -6925922205, 0, -21269926592, 0, 11417012287, 0, -21123053544, 0, 18474331596, 0, 3600212064, 0, -62881008796, 0, 529806970, 0, -23489493908, 0, -13880372834, 0, -11090373976, 0, -18451296955, 0, 45688684930, 0, -8418657081, 0, 19240692835, 0, 17548539926, 0, 24769214581, 0, 491244240, 0, 41725902430, 0, -9108268735, 0, -42538787726, 0, 23037710032, 0, -31658799144, 0, 31043617714, 0, 11710730320, 0, -63789702124, 0, -6285419512, 0, -33107287752, 0, -12603256012, 0, -2816805200, 0, -35004831365, 0, 54271055640, 0, -14678213268, 0, 35873905162, 0, 18711396045, 0, 29070938184, 0, 5058127634, 0, 49225661135, 0, -5650770624, 0, -38648891122, 0, 17518518399, 0, -23008633696, 0, 44293072082, 0, 18841062713, 0, -82053012592, 0, -4489393632, 0, -33533765779, 0, -13118122763, 0, -1498697042, 0, -25122233985, 0, 75612364392, 0, -21399706645, 0, 31470465480, 0, 26602711835, 0, 55210708548, 0, 3607041642, 0, 46907600939, 0, -19566968037, 0, -51590775378, 0, 18341742481, 0, -69645455532, 0, 48397423719, 0, 23053985433, 0, -134702631122, 0, 4290366208, 0, -48319908458, 0, -17062689944, 0, -29493648540, 0, -37574920653, 0, 152508854140, 0, -1543470185, 0, 35180203281, 0, 39186816321, 0, 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-38709294173, 0, -104922110472, 0, 49795961439, 0, -83858747664, 0, 72609187143, 0, 41243726297, 0, -178629252588, 0, -25260101618, 0, -115303913482, 0, -31289048220, 0, -57786616896, 0, -83492133001, 0, 167987900328, 0, -16362274921, 0, 85895163903, 0, 58949661212, 0, 78212867655, 0, -2562229904, 0, 109544621193, 0, -25993549397, 0, -129902093508, 0, 61367619139, 0, -108068188356, 0, 109711715594, 0, 46369900653, 0, -164432934714, 0, -15555600440, 0, -94385351627, 0, -45584943454, 0, -42802096902, 0, -87423283200, 0, 217720922640, 0, -50966503611, 0, 84969246214, 0, 61789443553, 0, 171656395816, 0, 32098977495, 0, 120369140319, 0, -59078562404, 0, -79308509976, 0, 71947839603, 0, -84341338768, 0, 111150330668, 0, 28194015161, 0, -321313280420, 0, 15236579808, 0, -73623009635, 0, -60799687654, 0, -26117678688, 0, -106227139165, 0, 248397827286, 0, -53926464805, 0, 79696545288, 0, 97879245484, 0, 87481607783, 0, 40346415372, 0, 181308000455, 0, -22933308340, 0, -143731489222, 0, 59932977280, 0, -24175156334, 0, 132958944625, 0, 54818918622, 0, -246256152384, 0, 11688671900, 0, -124877795935, 0, -29728330500, 0, -18626244080, 0, -95496401047, 0, 201671942834, 0, -41091657440, 0, 76118964080, 0, 56730076639, 0, 91340914504, 0, 33774761700, 0, 148492112820, 0, -4389827701, 0, -238115627406, 0, 76242112517, 0, -155542766010, 0, 113890924272, 0, 1743882081, 0, -320784584206, 0, -30258480198, 0, -59061394265, 0, -9396209920, 0, -10750176608, 0, -42469579320, 0, 169812692870, 0, -48528423960, 0, 105289176147, 0, 84130121185, 0, 87815218195, 0, -24256268687, 0, 123730433140, 0, -34752928100, 0, -93312363800, 0, 49999186252, 0, -49313860956, 0, 50267961345, 0, 55492975906, 0, -104816224880, 0, -16761337322, 0, -128681787855, 0, -53150408730, 0, -74795425066, 0, -64082035859, 0, 146324203124, 0], 'weight': 8, '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], [0.0, 0.0], [-0.8589950448520813, 1.4878230611337115], [0.0, 0.0], [-0.34967676911981876, 0.605657930342058], [0.0, 0.0], [-0.6476544756900539, 0.0], [0.0, 0.0], [-0.9757449741608586, -1.6900398704765884], [0.0, 0.0], [-1.4830119365766485, 0.0], [0.0, 0.0], [0.3550432924892136, 0.6149530214778556], [0.0, 0.0], [-0.6007412239476193, -1.0405143220783897], [0.0, 0.0], [-0.5555699987345989, 0.9622754649693022], [0.0, 0.0], [0.9999839137926112, 0.005672050423924391], [0.0, 0.0], [0.5563319853940291, -0.9635952645781249], [0.0, 0.0], [-0.7353759783835828, -1.2737085572260378], [0.0, 0.0], [0.2554523142758499, 0.44245638723682446], [0.0, 0.0], [1.6346503016698362, 0.0], [0.0, 0.0], [0.5660773678722498, 0.9804747621695947], [0.0, 0.0], [1.074244910235117, 0.0], [0.0, 0.0], [1.2738999049758302, -2.2064593591753026], [0.0, 0.0], [0.22646972456528824, -0.39225706932320875], [0.0, 0.0], [-0.36221687990431534, 0.0], [0.0, 0.0], [-1.2199217158248108, 0.0], [0.0, 0.0], [0.2541978805099369, -0.4402836442195332], [0.0, 0.0], [0.15033237843823516, -0.2603833174776953], [0.0, 0.0], [1.3647814001978804, 0.0], [0.0, 0.0], [-0.47142914297268496, -0.8165392277973427], [0.0, 0.0], [-0.5805436801186414, 0.0], [0.0, 0.0], [-0.9544637519629952, -1.6531797123827263], [0.0, 0.0], [0.6632107117347874, 1.1487146488485682], [0.0, 0.0], [0.518574822548248, -0.8981979401795802], [0.0, 0.0], [-0.8674202343042718, 1.4829268644950901], [0.0, 0.0], [0.7591562288797485, -1.314897159302112], [0.0, 0.0], [-0.006662284119286814, -0.011539414589064033], [0.0, 0.0], [0.6319455996473561, 1.0945618862088013], [0.0, 0.0], [-0.4966015656611642, 0.0], [0.0, 0.0], [0.08626619526876418, 0.14941743318115747], [0.0, 0.0], [2.526737286138996, 0.0], [0.0, 0.0], [0.2107398864735898, -0.3650121905535547], [0.0, 0.0], [-0.9045531052450152, 1.5667319364285641], [0.0, 0.0], [-0.8777290886358067, 0.0], [0.0, 0.0], [0.9604793182256407, 0.0], [0.0, 0.0], [-0.41017346410898775, 0.7104412797532962], [0.0, 0.0], [-0.42841153503949064, 0.7420305452369722], [0.0, 0.0], [-1.5442886535268876, 0.0], [0.0, 0.0], [-0.38853984435483274, -0.6729707511874738], [0.0, 0.0], [-1.9450306160206856, 0.0], [0.0, 0.0], [-0.746581246488721, -1.2931166508965684], [0.0, 0.0], [-0.2299453774443721, -0.398277076699255], [0.0, 0.0], [-0.9227710548495346, 1.5982863507533212], [0.0, 0.0], [-0.3531064664673415, 0.6036648033364612], [0.0, 0.0], [0.5869521887976409, -1.016631012611274], [0.0, 0.0], [1.4470414437352268, 2.5063493012072335], [0.0, 0.0], [-0.1221070074513283, -0.2114955408658921], [0.0, 0.0], [-0.49668258729831505, 0.0], [0.0, 0.0], [0.3890727424211966, 0.6738937577136713], [0.0, 0.0], [-0.50027301860186, 0.0], [0.0, 0.0], [0.6034886110885251, -1.0452729361945], [0.0, 0.0], [0.31114250499958834, -0.5389146270535404], [0.0, 0.0], [0.17637389700432707, 0.0], [0.0, 0.0], [1.0285755848379878, 0.0], [0.0, 0.0], [0.6928634165117479, -1.2000746401041043], [0.0, 0.0], 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'dual_conrey_index': 45, 'dual_embedding_index': 1, 'dual_embedding_m': 1, 'embedding_index': 1, 'embedding_m': 12, 'hecke_orbit': 1, 'hecke_orbit_code': 275012124748, 'label': '76.8.e.a.49.1', 'level': 76, 'weight': 8}
• mf_newspaces •

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

  
  {'Nk2': 4864, 'analytic_conductor': 23.741261936793254, 'char_conductor': 19, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 5, 'char_orbit_label': 'e', 'char_order': 3, 'char_parity': 1, 'char_values': [76, 3, [39, 21], [3, 1]], 'conrey_index': 45, 'cusp_dim': 134, 'dim': 22, 'eis_dim': 12, 'eis_new_dim': 0, 'hecke_orbit_code': 275012124748, 'hecke_orbit_dims': [22], 'label': '76.8.e', 'level': 76, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 19], 'level_radical': 38, 'mf_dim': 146, 'mf_new_dim': 22, 'num_forms': 1, 'prim_orbit_index': 3, 'relative_dim': 11, 'sturm_bound': 80, 'trace_bound': 0, 'trace_display': [0, 13, 1, 560], 'traces': [22, 0, 13, 0, 1, 0, 560, 0, -6002, 0, 472, 0, -567, 0, 2995, 0, 5589, 0, 80912, 0, 44412, 0, -15425, 0, -32806, 0, 50290, 0, -18919, 0, 150296, 0, 314618, 0, 92808, 0, 350100, 0, 948810, 0, 698891, 0, 402545, 0, 1477508, 0, -653621, 0, -1938490, 0, -1386401, 0, -106763, 0, 414508, 0, 1267563, 0, 3136737, 0, 2004581, 0, 1465000, 0, -7397638, 0, 4344391, 0, 1732238, 0, -133823, 0, -8349685, 0, -12136824, 0, 9147480, 0, -94679, 0, -838595, 0, -2884080, 0, -1421409, 0, -31740598, 0, -7039347, 0, 1520096, 0, -1993628, 0, 1707587, 0, 13308115, 0, 6011488, 0, 13465969, 0, -34187360, 0, 15744864, 0, -5181800, 0, 6537849, 0, -6459238, 0, -8315696, 0, -1251602, 0, 17579326, 0, 2543544, 0, 52186746, 0, -18618585, 0, 37404810, 0, -12597889, 0, 14408791, 0, 15074157, 0, 47085860, 0, -7480583, 0, -11942245, 0, -43853685, 0, 73269518, 0, -35957212, 0, 26155898, 0, 13861741, 0, 71067921, 0, 27850912, 0, -14126476, 0, -59342468, 0, 7790021, 0, -115772094, 0, 12926232, 0, 207341336, 0, 106276640, 0, -27872565, 0, -3011206, 0, -76119430, 0, -63532815, 0, 20997488, 0, 9813781, 0, -18998568, 0, -33397375, 0, -141556366, 0, -122747318, 0, 36021964, 0, -66205416, 0, -378710176, 0, -138522735, 0, -187092859, 0, -82588172, 0, 20760515, 0, 536676314, 0, 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49225661135, 0, -5650770624, 0, -38648891122, 0, 17518518399, 0, -23008633696, 0, 44293072082, 0, 18841062713, 0, -82053012592, 0, -4489393632, 0, -33533765779, 0, -13118122763, 0, -1498697042, 0, -25122233985, 0, 75612364392, 0, -21399706645, 0, 31470465480, 0, 26602711835, 0, 55210708548, 0, 3607041642, 0, 46907600939, 0, -19566968037, 0, -51590775378, 0, 18341742481, 0, -69645455532, 0, 48397423719, 0, 23053985433, 0, -134702631122, 0, 4290366208, 0, -48319908458, 0, -17062689944, 0, -29493648540, 0, -37574920653, 0, 152508854140, 0, -1543470185, 0, 35180203281, 0, 39186816321, 0, 45687729552, 0, 6719524745, 0, 75190819251, 0, -8754671764, 0, -46800303820, 0, 28950810876, 0, -28494234340, 0, 39680899384, 0, 35475168418, 0, -110188592944, 0, -27886037686, 0, -79812044246, 0, -28920914809, 0, -18271564840, 0, -58176952840, 0, 165404524278, 0, -8240535305, 0, 57478462455, 0, 39795821941, 0, 69862144720, 0, -17801703493, 0, 80623298520, 0, -43319828967, 0, -90295303020, 0, 33860454940, 0, -83371386904, 0, 79235685684, 0, 40915777205, 0, -154046905840, 0, -50574930334, 0, -71855013896, 0, -37108601459, 0, -70374927842, 0, -49856202189, 0, 145278986900, 0, -20988625693, 0, 71017650066, 0, 32616260017, 0, 69085764340, 0, -2653288835, 0, 100828384671, 0, -9397966280, 0, -77628630912, 0, 22722860215, 0, -107160699374, 0, 65089873976, 0, 41192098009, 0, -246104717832, 0, -30600846984, 0, -86550010640, 0, -46841161470, 0, 39346602018, 0, -55550111935, 0, 238479001690, 0, -17044392267, 0, 63715504080, 0, 50166120200, 0, 87535192015, 0, -14785331280, 0, 122482771265, 0, -38709294173, 0, -104922110472, 0, 49795961439, 0, -83858747664, 0, 72609187143, 0, 41243726297, 0, -178629252588, 0, -25260101618, 0, -115303913482, 0, -31289048220, 0, -57786616896, 0, -83492133001, 0, 167987900328, 0, -16362274921, 0, 85895163903, 0, 58949661212, 0, 78212867655, 0, -2562229904, 0, 109544621193, 0, -25993549397, 0, -129902093508, 0, 61367619139, 0, -108068188356, 0, 109711715594, 0, 46369900653, 0, -164432934714, 0, -15555600440, 0, -94385351627, 0, -45584943454, 0, -42802096902, 0, -87423283200, 0, 217720922640, 0, -50966503611, 0, 84969246214, 0, 61789443553, 0, 171656395816, 0, 32098977495, 0, 120369140319, 0, -59078562404, 0, -79308509976, 0, 71947839603, 0, -84341338768, 0, 111150330668, 0, 28194015161, 0, -321313280420, 0, 15236579808, 0, -73623009635, 0, -60799687654, 0, -26117678688, 0, -106227139165, 0, 248397827286, 0, -53926464805, 0, 79696545288, 0, 97879245484, 0, 87481607783, 0, 40346415372, 0, 181308000455, 0, -22933308340, 0, -143731489222, 0, 59932977280, 0, -24175156334, 0, 132958944625, 0, 54818918622, 0, -246256152384, 0, 11688671900, 0, -124877795935, 0, -29728330500, 0, -18626244080, 0, -95496401047, 0, 201671942834, 0, -41091657440, 0, 76118964080, 0, 56730076639, 0, 91340914504, 0, 33774761700, 0, 148492112820, 0, -4389827701, 0, -238115627406, 0, 76242112517, 0, -155542766010, 0, 113890924272, 0, 1743882081, 0, -320784584206, 0, -30258480198, 0, -59061394265, 0, -9396209920, 0, -10750176608, 0, -42469579320, 0, 169812692870, 0, -48528423960, 0, 105289176147, 0, 84130121185, 0, 87815218195, 0, -24256268687, 0, 123730433140, 0, -34752928100, 0, -93312363800, 0, 49999186252, 0, -49313860956, 0, 50267961345, 0, 55492975906, 0, -104816224880, 0, -16761337322, 0, -128681787855, 0, -53150408730, 0, -74795425066, 0, -64082035859, 0, 146324203124, 0], 'weight': 8, '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: 3052603
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 49, 'source_dim': 22, 'source_embedding_index': 1, 'source_hecke_orbit_code': 275012124748, 'source_is_minimal': True, 'source_label': '76.8.e.a.49.1', 'source_level': 76, 'target_conrey_index': 49, 'target_dim': 22, 'target_embedding_index': 1, 'target_hecke_orbit_code': 275012124748, 'target_is_minimal': True, 'target_label': '76.8.e.a.49.1', 'target_level': 76, 'twist_class_label': '76.8.e.a.45.1', 'twist_class_level': 76, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 8}
  • id: 3052604
    {'conductor': 19, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 49, 'source_dim': 22, 'source_embedding_index': 1, 'source_hecke_orbit_code': 275012124748, 'source_is_minimal': True, 'source_label': '76.8.e.a.49.1', 'source_level': 76, 'target_conrey_index': 45, 'target_dim': 22, 'target_embedding_index': 1, 'target_hecke_orbit_code': 275012124748, 'target_is_minimal': True, 'target_label': '76.8.e.a.45.1', 'target_level': 76, 'twist_class_label': '76.8.e.a.45.1', 'twist_class_level': 76, 'twisting_char_label': '19.7', 'twisting_conrey_index': 7, 'weight': 8}
• hecke_orbit_code 275012124748 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': 5, 'hecke_orbit': 1, 'label': '76.8.e.a', 'level': 76, 'portrait': 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', 'weight': 8}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 30664000
    {'hecke_orbit_code': 275012124748, 'n': 1, 'trace_an': 22}
  • id: 30664001
    {'hecke_orbit_code': 275012124748, 'n': 2, 'trace_an': 0}
  • id: 30664002
    {'hecke_orbit_code': 275012124748, 'n': 3, 'trace_an': 13}
  • id: 30664003
    {'hecke_orbit_code': 275012124748, 'n': 4, 'trace_an': 0}
  • id: 30664004
    {'hecke_orbit_code': 275012124748, 'n': 5, 'trace_an': 1}
  • id: 30664005
    {'hecke_orbit_code': 275012124748, 'n': 6, 'trace_an': 0}
  • id: 30664006
    {'hecke_orbit_code': 275012124748, 'n': 7, 'trace_an': 560}
  • id: 30664007
    {'hecke_orbit_code': 275012124748, 'n': 8, 'trace_an': 0}
  • id: 30664008
    {'hecke_orbit_code': 275012124748, 'n': 9, 'trace_an': -6002}
  • id: 30664009
    {'hecke_orbit_code': 275012124748, 'n': 10, 'trace_an': 0}
  • id: 30664010
    {'hecke_orbit_code': 275012124748, 'n': 11, 'trace_an': 472}
  • id: 30664011
    {'hecke_orbit_code': 275012124748, 'n': 12, 'trace_an': 0}
  • id: 30664012
    {'hecke_orbit_code': 275012124748, 'n': 13, 'trace_an': -567}
  • id: 30664013
    {'hecke_orbit_code': 275012124748, 'n': 14, 'trace_an': 0}
  • id: 30664014
    {'hecke_orbit_code': 275012124748, 'n': 15, 'trace_an': 2995}
  • id: 30664015
    {'hecke_orbit_code': 275012124748, 'n': 16, 'trace_an': 0}
  • id: 30664016
    {'hecke_orbit_code': 275012124748, 'n': 17, 'trace_an': 5589}
  • id: 30664017
    {'hecke_orbit_code': 275012124748, 'n': 18, 'trace_an': 0}
  • id: 30664018
    {'hecke_orbit_code': 275012124748, 'n': 19, 'trace_an': 80912}
  • id: 30664019
    {'hecke_orbit_code': 275012124748, 'n': 20, 'trace_an': 0}
  • id: 30664020
    {'hecke_orbit_code': 275012124748, 'n': 21, 'trace_an': 44412}
  • id: 30664021
    {'hecke_orbit_code': 275012124748, 'n': 22, 'trace_an': 0}
  • id: 30664022
    {'hecke_orbit_code': 275012124748, 'n': 23, 'trace_an': -15425}
  • id: 30664023
    {'hecke_orbit_code': 275012124748, 'n': 24, 'trace_an': 0}
  • id: 30664024
    {'hecke_orbit_code': 275012124748, 'n': 25, 'trace_an': -32806}
  • id: 30664025
    {'hecke_orbit_code': 275012124748, 'n': 26, 'trace_an': 0}
  • id: 30664026
    {'hecke_orbit_code': 275012124748, 'n': 27, 'trace_an': 50290}
  • id: 30664027
    {'hecke_orbit_code': 275012124748, 'n': 28, 'trace_an': 0}
  • id: 30664028
    {'hecke_orbit_code': 275012124748, 'n': 29, 'trace_an': -18919}
  • id: 30664029
    {'hecke_orbit_code': 275012124748, 'n': 30, 'trace_an': 0}
  • id: 30664030
    {'hecke_orbit_code': 275012124748, 'n': 31, 'trace_an': 150296}
  • id: 30664031
    {'hecke_orbit_code': 275012124748, 'n': 32, 'trace_an': 0}
  • id: 30664032
    {'hecke_orbit_code': 275012124748, 'n': 33, 'trace_an': 314618}
  • id: 30664033
    {'hecke_orbit_code': 275012124748, 'n': 34, 'trace_an': 0}
  • id: 30664034
    {'hecke_orbit_code': 275012124748, 'n': 35, 'trace_an': 92808}
  • id: 30664035
    {'hecke_orbit_code': 275012124748, 'n': 36, 'trace_an': 0}
  • id: 30664036
    {'hecke_orbit_code': 275012124748, 'n': 37, 'trace_an': 350100}
  • id: 30664037
    {'hecke_orbit_code': 275012124748, 'n': 38, 'trace_an': 0}
  • id: 30664038
    {'hecke_orbit_code': 275012124748, 'n': 39, 'trace_an': 948810}
  • id: 30664039
    {'hecke_orbit_code': 275012124748, 'n': 40, 'trace_an': 0}
  • id: 30664040
    {'hecke_orbit_code': 275012124748, 'n': 41, 'trace_an': 698891}
  • id: 30664041
    {'hecke_orbit_code': 275012124748, 'n': 42, 'trace_an': 0}
  • id: 30664042
    {'hecke_orbit_code': 275012124748, 'n': 43, 'trace_an': 402545}
  • id: 30664043
    {'hecke_orbit_code': 275012124748, 'n': 44, 'trace_an': 0}
  • id: 30664044
    {'hecke_orbit_code': 275012124748, 'n': 45, 'trace_an': 1477508}
  • id: 30664045
    {'hecke_orbit_code': 275012124748, 'n': 46, 'trace_an': 0}
  • id: 30664046
    {'hecke_orbit_code': 275012124748, 'n': 47, 'trace_an': -653621}
  • id: 30664047
    {'hecke_orbit_code': 275012124748, 'n': 48, 'trace_an': 0}
  • id: 30664048
    {'hecke_orbit_code': 275012124748, 'n': 49, 'trace_an': -1938490}
  • id: 30664049
    {'hecke_orbit_code': 275012124748, 'n': 50, 'trace_an': 0}
  • id: 30664050
    {'hecke_orbit_code': 275012124748, 'n': 51, 'trace_an': -1386401}
  • id: 30664051
    {'hecke_orbit_code': 275012124748, 'n': 52, 'trace_an': 0}
  • id: 30664052
    {'hecke_orbit_code': 275012124748, 'n': 53, 'trace_an': -106763}
  • id: 30664053
    {'hecke_orbit_code': 275012124748, 'n': 54, 'trace_an': 0}
  • id: 30664054
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  • id: 30664162
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