Embedded newform data - 2175.4.a.l.1.4

Formats: - HTML - YAML - JSON - 2025-01-23T07:35:07.714636

• 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': 34800, 'analytic_conductor': 128.32915426248584, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, -1], [5, 1], [29, 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': [2175, 1, [1451, 2002, 901], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 6, 'field_disc': 15384575200, 'field_disc_factorization': [[2, 5], [5, 2], [839, 1], [22921, 1]], 'field_poly': [-128, 32, 230, 9, -31, -1, 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': [[2, [-128, 32, 230, 9, -31, -1, 1]], [7, [103936, 116624, 20272, -5872, -280, 23, 1]]], 'hecke_orbit': 12, 'hecke_orbit_code': 49539595968186495, 'hecke_ring_generator_nbound': 11, 'hecke_ring_index': 16, 'hecke_ring_index_factorization': [[2, 4]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '2175.4.a.l', 'level': 2175, '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': False, 'level_primes': [3, 5, 29], 'level_radical': 435, 'minimal_twist': '435.4.a.g', 'prim_orbit_index': 1, 'qexp_display': 'q+\\beta _{1}q^{2}+3q^{3}+(2+\\beta _{1}+\\beta _{2}+\\beta _{4}+\\cdots)q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 6, 'rm_discs': [], 'sato_tate_group': '3.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '2175.4.a', 'trace_display': [1, 18, 0, -23], 'trace_hash': 143062447843001400, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '5.827', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '108.808', 'prec': 24}, {'__RealLiteral__': 0, 'data': '21.028', 'prec': 20}, {'__RealLiteral__': 0, 'data': '3325.195', 'prec': 27}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 'traces': [6, 1, 18, 15, 0, 3, -23, 51, 54, 0, -111, 45, 83, -102, 0, -37, 35, 9, -76, 0, -69, -66, -166, 153, 0, -282, 162, -368, -174, 0, -164, 259, -333, 512, 0, 135, 538, -6, 249, 0, -1250, -306, 80, -1004, 0, -1190, 491, -111, -969, 0, 105, 336, 356, 27, 0, -1260, -228, -29, -646, 0, -1476, 4, -207, -845, 0, -198, -87, 558, -498, 0, -1312, 459, 1142, -2270, 0, -1594, 2561, -846, -142, 0, 486, 1544, -346, -1104, 0, -2056, -522, -1400, -2827, 0, 1379, 1434, -492, 978, 0, 777, 4, 1903, -999, 0, -1223, 1536, -3256, -2876, 0, -1282, -814, 405, -1959, 0, 1614, -2236, 275, -18, 0, -435, 747, -6008, -2567, 0, 3271, 1964, 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• 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

  
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-0.3079624011926927, -0.07391340728734347, -0.3284185662729039, -0.10864012719643752, -0.3269066401626967, -0.1300820726577439, -0.21841872813664556, -0.2696422810842909, -0.361621263150247, -0.15318822828189357, -0.27685298706440153, -0.4218228129707699, -0.2879548140206872, -0.19422338485419793, -0.03156024707115123, -0.1550441025223336, -0.3325087301975454, -0.20608543452399758, -0.24672519755677144, -0.14320001533900403, -0.17876600445696808, -0.30431697860843143, -0.3511352303365175, -0.33193008564001264, -0.31064705257744546, -0.27804810957774173, -0.24937284349546548, -0.17375721467787136, -0.16475558321506104, -0.09867318281053697, -0.33674120061652607, -0.46372896800856217, -0.2620788678656048, -0.2839832444117777, -0.2937928473287499, -0.07611875503643971, -0.13129729662191297, -0.4279231252338636, -0.3315282037398407, -0.3259928133673229, -0.277633518218459, -0.1965312474210387, -0.04865753716853224, -0.20709057943391618, -0.21230172883188997, -0.20052496275275233, -0.30493425250480277, -0.31687868695133137, -0.16496725730376283, -0.2541784013707257, -0.2039499449723595, -0.15231606389668173, -0.07207400195390942, -0.31871099727060576, -0.21096053284895167, -0.3021085849251951, -0.3549858477643471, -0.2942800675359833, -0.31469774098261466, -0.3669225493024799, -0.1895220925339859, -0.30901292732558555, -0.11515992446174755, -0.2915838699590362, -0.2745477318935496, -0.06733283722336085, -0.19335746934075757, -0.2730181338012464, -0.23220227530140322, -0.14183541270708144, -0.25699721297148004, -0.24185903408062878, -0.4027532318113633, -0.054642012626324205, -0.2358362553600025, -0.22315287064964162, -0.2906059455289339, -0.12435480134834882, -0.3560910431115816, -0.2586577585068163, -0.4881926260037033, -0.13016626079195834, -0.16548884941334369, -0.3772127118723111, -0.2435829661920136, -0.32080226522452937, -0.1188168825977912, -0.2481644391117796, -0.299377959226882, -0.2362234040037626, -0.28464265444449327, -0.28886002262753224, -0.22365835314410076, -0.16422163802220732, -0.19190626529902802, -0.1944525555146002, -0.22577929926574197, -0.22212355929592392, -0.2643304198705016, -0.24137030854391375, -0.11275806387587063, -0.24019867762801553, -0.32440377711869345, -0.19667223932683872, -0.29746239519773926, -0.2745081187292787, -0.25097672048678105, -0.3301946763886996, -0.1332996822253818, -0.14637247920956986, -0.3348368161877405, -0.3353423528420267, -0.25738534298666127, -0.24399399543767822, -0.3087622533677072, -0.30510945957839136, -0.28357673508816933], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 4, 'dual_embedding_m': 4, 'embedding_index': 4, 'embedding_m': 4, 'embedding_root_imag': 0.0, 'embedding_root_real': 0.6916658146660013, 'hecke_orbit': 12, 'hecke_orbit_code': 49539595968186495, 'label': '2175.4.a.l.1.4', 'level': 2175, 'weight': 4}
• 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': [35, 26, 33, 39, 28, 37, 37, 31], 'Nk2': 34800, 'analytic_conductor': 128.32915426248584, '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': [2175, 1, [1451, 2002, 901], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 888, 'dim': 266, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_cutter_primes': [2, 7], 'hecke_orbit_code': 67111039, 'hecke_orbit_dims': [1, 1, 1, 2, 2, 2, 2, 5, 5, 5, 6, 6, 7, 7, 8, 10, 10, 10, 12, 12, 16, 16, 18, 18, 21, 21, 21, 21], 'label': '2175.4.a', 'level': 2175, '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': False, 'level_primes': [3, 5, 29], 'level_radical': 435, 'mf_dim': 912, 'mf_new_dim': 266, 'num_forms': 28, 'plus_dim': 148, 'prim_orbit_index': 1, 'relative_dim': 266, 'sturm_bound': 1200, 'trace_bound': 3, 'trace_display': [0, 0, 0, -24], 'traces': [266, 0, 0, 1052, 0, 12, -24, -84, 2394, 0, 40, -48, 44, -60, 0, 4252, 96, 0, -24, 0, -120, -62, -216, 414, 0, 652, 0, 414, 0, 0, -484, 288, 0, 1378, 0, 9468, 56, 1528, -816, 0, -848, -894, -176, 1996, 0, 1012, 792, -480, 12198, 0, 408, 154, -1160, 108, 0, 1392, 780, 116, -1012, 0, -3376, 944, -216, 19842, 0, 744, -1324, -380, -984, 0, -1944, -756, -1132, -1768, 0, 4488, -944, -1554, 924, 0, 21546, 4948, -980, 936, 0, -180, 522, -3304, 1768, 0, 3892, 2876, -2796, 7038, 0, 10764, -92, 2836, 360, 0, -1120, 3360, 4140, 2840, 0, 3132, -3580, -432, -1196, 0, -912, 9858, 1392, 3936, 0, 0, 396, 1680, 19912, 0, 48186, -4020, -732, 2564, 0, -540, 8572, -5200, -4716, 0, 16448, -4854, -1672, -6268, 0, 10380, 2440, 960, 3196, 0, 3456, 400, 7688, 38268, 0, 4784, 1584, -3704, 1240, 0, -836, 23900, 864, -102, 0, -7080, 4056, 19816, 3612, 0, 1968, 0, 7664, -16560, 0, -452, -2384, -12576, 40678, 0, -216, -12052, 9688, -1044, 0, 11916, -2268, 3426, 10092, 0, 692, -1772, 4788, -4360, 0, -1620, -12324, 7996, -1080, 0, -12112, -6696, -2732, 21320, 0, 85790, 13464, -558, -1276, 0, -4584, 1166, 0, -19350, 0, 36808, -1944, -1702, -6912, 0, -5568, 1428, 8832, -1800, 0, 3726, -6808, -1028, -12312, 0, -13440, 7776, 9796, 45948, 0, 2338, 3964, -888, -19856, 0, 1740, -2262, -20452, 5868, 0, 27596, -7212, 19814, -21736, 0, -10144, 14188, 0, -10268, 0, 23400, 1056, 22008, -3180, 0, 37728, 3726, -10000, 59920, 0, 126572, 18812, 20052, 23040, 0, 0, 30250, -6296, 20616, 0, 59840, 1080, -9466, -5040, 0, -18476, 19588, -20496, 41920, 0, -25188, -7604, 48908, -4356, 0, 21476, -696, 4192, -26080, 0, 87474, -2960, 2592, 73938, 0, 3744, -17336, 14016, -42, 0, 31744, 0, 6716, 25768, 0, 24016, 15136, 10416, -5096, 0, 12402, 8456, 77516, 30552, 0, 58064, -1176, -54824, 13640, 0, -4864, -31440, -12264, -4292, 0, -1932, -35652, -14336, 85212, 0, -15944, 456, 43224, -51200, 0, 11728, -31832, 504, -80700, 0, 768, -29748, -204, 15576, 0, -4152, 13752, -21720, 57216, 0, 96752, -18548, 4176, 29492, 0, -7344, -506, -25588, -22320, 0, 97460, -5232, 42216, -32280, 0, 38694, 35740, 16368, 113194, 0, -51828, -6316, 15440, -7632, 0, 40824, -22932, -8484, 105980, 0, -50188, -3712, -8046, 46544, 0, 21852, 8348, -42048, 81420, 0, 12748, -1584, -36492, 19456, 0, -5584, -50396, 6744, 3028, 0, 17964, -4964, -64988, -33804, 0, 50308, 10926, 75688, -29796, 0, -9106, 7704, 11400, 12252, 0, 22332, 48324, 8096, 9108, 0, 36964, -2976, -64952, -13452, 0, -17184, -27308, 7128, -58628, 0, -32244, -216, 8692, -9480, 0, 49968, -4320, 9620, -67076, 0, 27590, 38112, -48, 42736, 0, 109782, 4170, -39512, -5424, 0, -30316, 15396, 160940, -8384, 0, -15184, -84924, 1992, -31380, 0, 40392, -44312, -87564, 3672, 0, -79472, 5160, 16092, 12064, 0, -116660, 52280, 1386, 64672, 0, 19152, 36660, 39080, -71736, 0, 325468, -10440, 25168, 127200, 0, -17136, -14412, 23448, 246234, 0, 972, 33612, -38952, 39204, 0, 94040, 12912, 8700, 77568, 0, 154524, -34592, 12432, -76116, 0, 3528, -20934, 9632, 12528, 0, 21848, 4896, 58364, 17776, 0, 64640, -127436, 7020, 128128, 0, -143784, 53400, -50348, 6372, 0, -14756, 1044, -97836, 218516, 0, 93772, 27032, 18726, 283818, 0, -9108, -19464, 38176, 42936, 0, -106440, -17844, -38626, -46336, 0, 57848, -89100, -16056, 154190, 0, 123150, 11108, 116008, -30384, 0, -3480, 90756, 35776, -96788, 0, -1554, 62472, 8496, -39216, 0, 35688, 57568, -119272, 114990, 0, 68408, -1944, 180656, 96504, 0, -23120, -87236, 35448, -297988, 0, 178578, -84940, -17508, -7080, 0, -73296, 72132, -13584, -6596, 0, 29030, 52252, 40152, 14832, 0, 2340, 42464, 97524, 6696, 0, -105752, 41040, -3724, 75440, 0, 134964, -118676, -11916, 134236, 0, -27576, 117796, 189172, -4872, 0, -146856, -3420, -10684, -314180, 0, -184080, 18208, 14472, -54824, 0, -8856, -8874, -46328, -246168, 0, -156260, 6192, 109960, 61488, 0, -140576, 148048, -76740, -88698, 0, 96444, 32884, 11368, -17496, 0, -47944, -5388, 90436, -153588, 0, -18928, -62872, -6804, -174488, 0, -125472, 63932, 94528, 61302, 0, -572736, -10188, -101714, -22000, 0, -4428, -204696, -54156, -129748, 0, -15912, 10672, -92756, -21168, 0, -87912, -108402, -205880, -59820, 0, 19726, 89728, -34248, -25480, 0, 75492, -107336, -10580, 40392, 0, -308076, 6000, -240228, -43704, 0, -124540, 150788, -8496, -61228, 0, -12528, 124548, -7256, -88056, 0, 46056, -13986, -36084, -205344, 0, -301104, 91416, 4560, 60540, 0, 8316, -76560, 146160, -35760, 0, 140464, -2400, 281708, -227160, 0, 4020, -79456, -75312, -337558, 0, 51906, 35252, 30952, 193914, 0, 41056, -78504, -55880, -307344, 0, -8068, 106016, 44532, -94792, 0, -136008, -76272, 89000, -143628, 0, -308936, -8820, -98110, 184264, 0, -226044, -68292, -49872, -21866, 0, 8424, -9384, -87772, 35688, 0, -60228, -10404, -13372, -612600, 0, -189428, -71424, -64512, -65524, 0, -32472, -23932, 76816, -1620, 0, 124700, 72300, -100190, -19928, 0, 92016, -112032, 4698, 46778, 0, -54744, -70040, -19580, -51648, 0, 444424, -29736, 73200, -390608, 0, -160762, 37824, 105912, -97088, 0, 15912, -172940, -57752, -67608, 0, -72956, -28824, -43800, 179776, 0, 186212, -1160, -42420, -18400, 0, -119298, -89212, -449012, 35028, 0, -296288, -5064, -133748, 400528, 0, -95108, -24664, 25884, -268480, 0, -91176, 92968, -104016, 107802, 0, -323084, -25164, 162192, 360144, 0, 223706, 342788, 81120, -453448, 0, 63342, 1828, -141768, -131352, 0, -117632, 157536, -57664, -131416, 0, -121884, -56164, 85200, -207760, 0, 53112, -36764, 139816, 96876, 0, 63540, -93408, -340872, -13032, 0, 120300, 383112, -828, -63048, 0, -210372, 106692, -345820, 33720, 0, -20968, 25524, 20880, -182412, 0, -193966, 102200, 28032, 90464, 0, 3240, -278258, -99208, -291108, 0, -443084, 141984, -9838, -10788, 0, -105512, -324544, -37836, -85636, 0, -285264, 97672, -94624, -10080, 0, 189752, -167076, -46032, -377228, 0, -591664, -126848, 30240, 201520, 0, -48192, 188288, 35984, -59214, 0, 57860, 37260, -17980, 130788, 0, -262112, -233092, 48888, 59272, 0, 25560, -62584, 77548, -20904, 0, 36120, 3984, 161752, -42916, 0, -464068, -80072, -120252, 30264, 0, -174192, -262300, 42084, 28188, 0, -633764, 7656, -294800, -329792, 0, 532138, -294460, -32220, -336050, 0, -200784, 219556, -139804, 48120, 0, 100112, -3888, 80568, 2200, 0, -41996, -124420, -25764, 397404, 0, -10764, 104072, -41512, 279432, 0, 43848, 101388, -9440, 20048, 0, 223896, 256068, 36036, -398168, 0, 308748, 225152, -313500, -8208, 0], 'weight': 4, '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: 47358644
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 6, 'source_embedding_index': 4, 'source_hecke_orbit_code': 49539595968186495, 'source_is_minimal': False, 'source_label': '2175.4.a.l.1.4', 'source_level': 2175, 'target_conrey_index': 1, 'target_dim': 6, 'target_embedding_index': 4, 'target_hecke_orbit_code': 49539595968186495, 'target_is_minimal': False, 'target_label': '2175.4.a.l.1.4', 'target_level': 2175, 'twist_class_label': '435.4.a.g.1.3', 'twist_class_level': 435, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 4}
  • id: 47358645
    {'conductor': 5, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 6, 'source_embedding_index': 4, 'source_hecke_orbit_code': 49539595968186495, 'source_is_minimal': False, 'source_label': '2175.4.a.l.1.4', 'source_level': 2175, 'target_conrey_index': 1, 'target_dim': 6, 'target_embedding_index': 3, 'target_hecke_orbit_code': 27021597831332275, 'target_is_minimal': True, 'target_label': '435.4.a.g.1.3', 'target_level': 435, 'twist_class_label': '435.4.a.g.1.3', 'twist_class_level': 435, 'twisting_char_label': '5.4', 'twisting_conrey_index': 4, 'weight': 4}
  • id: 47358646
    {'conductor': 15, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 6, 'source_embedding_index': 4, 'source_hecke_orbit_code': 49539595968186495, 'source_is_minimal': False, 'source_label': '2175.4.a.l.1.4', 'source_level': 2175, 'target_conrey_index': 1, 'target_dim': 6, 'target_embedding_index': 4, 'target_hecke_orbit_code': 36028797086074137, 'target_is_minimal': False, 'target_label': '1305.4.a.i.1.4', 'target_level': 1305, 'twist_class_label': '435.4.a.g.1.3', 'twist_class_level': 435, 'twisting_char_label': '15.14', 'twisting_conrey_index': 14, 'weight': 4}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 2473025
    {'charpoly_factorization': [[[-128, 32, 230, 9, -31, -1, 1], 1]], 'hecke_orbit_code': 49539595968186495, 'p': 2}
  • id: 2473026
    {'charpoly_factorization': [[[-3, 1], 6]], 'hecke_orbit_code': 49539595968186495, 'p': 3}
  • id: 2473027
    {'charpoly_factorization': [[[0, 1], 6]], 'hecke_orbit_code': 49539595968186495, 'p': 5}
  • id: 2473028
    {'charpoly_factorization': [[[103936, 116624, 20272, -5872, -280, 23, 1], 1]], 'hecke_orbit_code': 49539595968186495, 'p': 7}
  • id: 2473029
    {'charpoly_factorization': [[[4447644416, 166880832, -5836560, -273708, 532, 111, 1], 1]], 'hecke_orbit_code': 49539595968186495, 'p': 11}
  • id: 2473030
    {'charpoly_factorization': [[[-755576576, -90684608, 3004688, 188580, -2788, -83, 1], 1]], 'hecke_orbit_code': 49539595968186495, 'p': 13}
  • id: 2473031
    {'charpoly_factorization': [[[35167804928, -2780123520, 35193912, 843020, -15074, -35, 1], 1]], 'hecke_orbit_code': 49539595968186495, 'p': 17}
  • id: 2473032
    {'charpoly_factorization': [[[70167660032, 9107724800, 98928672, -1696480, -20868, 76, 1], 1]], 'hecke_orbit_code': 49539595968186495, 'p': 19}
  • id: 2473033
    {'charpoly_factorization': [[[-17557826816, -1927193024, 169329856, -2273864, -21076, 166, 1], 1]], 'hecke_orbit_code': 49539595968186495, 'p': 23}
  • id: 2473034
    {'charpoly_factorization': [[[29, 1], 6]], 'hecke_orbit_code': 49539595968186495, 'p': 29}
  • id: 2473035
    {'charpoly_factorization': [[[679337811968, 32615727104, 92543104, -8480480, -60388, 164, 1], 1]], 'hecke_orbit_code': 49539595968186495, 'p': 31}
  • id: 2473036
    {'charpoly_factorization': [[[-11015322431488, 835217664640, -14132405376, 80068616, -71748, -538, 1], 1]], 'hecke_orbit_code': 49539595968186495, 'p': 37}
  • id: 2473037
    {'charpoly_factorization': [[[-2844920728576, 128502190336, 8155132896, 109117976, 563892, 1250, 1], 1]], 'hecke_orbit_code': 49539595968186495, 'p': 41}
  • id: 2473038
    {'charpoly_factorization': [[[1852550152192, -256418299904, 2883960832, 23815552, -169168, -80, 1], 1]], 'hecke_orbit_code': 49539595968186495, 'p': 43}
  • id: 2473039
    {'charpoly_factorization': [[[-36309886959616, -3020570984448, 7509465088, 78960768, -161352, -491, 1], 1]], 'hecke_orbit_code': 49539595968186495, 'p': 47}
  • id: 2473040
    {'charpoly_factorization': [[[3266858744148800, -32030421019200, 54451140720, 218139680, -522068, -356, 1], 1]], 'hecke_orbit_code': 49539595968186495, 'p': 53}
  • id: 2473041
    {'charpoly_factorization': [[[-31665006477574144, 113474266628096, 319526403072, -542123264, -1001448, 646, 1], 1]], 'hecke_orbit_code': 49539595968186495, 'p': 59}
  • id: 2473042
    {'charpoly_factorization': [[[-10960484720947200, -130657877867520, -550330713024, -866689376, 91412, 1476, 1], 1]], 'hecke_orbit_code': 49539595968186495, 'p': 61}
  • id: 2473043
    {'charpoly_factorization': [[[8229786015251264, 76247297256032, 171508833752, -221720852, -897822, 87, 1], 1]], 'hecke_orbit_code': 49539595968186495, 'p': 67}
  • id: 2473044
    {'charpoly_factorization': [[[-9940039576322048, 95375858925568, -4531867648, -736007168, -294656, 1312, 1], 1]], 'hecke_orbit_code': 49539595968186495, 'p': 71}
  • id: 2473045
    {'charpoly_factorization': [[[136347629123072, 875028248192, -40000717344, 158453272, 159252, -1142, 1], 1]], 'hecke_orbit_code': 49539595968186495, 'p': 73}
  • id: 2473046
    {'charpoly_factorization': [[[-859390658797568, 2558803409664, 47125740352, -29327784, -499500, 142, 1], 1]], 'hecke_orbit_code': 49539595968186495, 'p': 79}
  • id: 2473047
    {'charpoly_factorization': [[[-17383447572458752, 10709042795104, 301546688176, -102321984, -1346432, 346, 1], 1]], 'hecke_orbit_code': 49539595968186495, 'p': 83}
  • id: 2473048
    {'charpoly_factorization': [[[-34485528387186176, -317863243184000, -886840918064, -340280564, 2045876, 2827, 1], 1]], 'hecke_orbit_code': 49539595968186495, 'p': 89}
  • id: 2473049
    {'charpoly_factorization': [[[-45825131462878208, -31848795358976, 520796152304, 185642576, -1657472, -4, 1], 1]], 'hecke_orbit_code': 49539595968186495, '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': 12, 'label': '2175.4.a.l', 'level': 2175, 'portrait': 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', 'weight': 4}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 56691349
    {'hecke_orbit_code': 49539595968186495, 'n': 1, 'trace_an': 6}
  • id: 56691350
    {'hecke_orbit_code': 49539595968186495, 'n': 2, 'trace_an': 1}
  • id: 56691351
    {'hecke_orbit_code': 49539595968186495, 'n': 3, 'trace_an': 18}
  • id: 56691352
    {'hecke_orbit_code': 49539595968186495, 'n': 4, 'trace_an': 15}
  • id: 56691353
    {'hecke_orbit_code': 49539595968186495, 'n': 5, 'trace_an': 0}
  • id: 56691354
    {'hecke_orbit_code': 49539595968186495, 'n': 6, 'trace_an': 3}
  • id: 56691355
    {'hecke_orbit_code': 49539595968186495, 'n': 7, 'trace_an': -23}
  • id: 56691356
    {'hecke_orbit_code': 49539595968186495, 'n': 8, 'trace_an': 51}
  • id: 56691357
    {'hecke_orbit_code': 49539595968186495, 'n': 9, 'trace_an': 54}
  • id: 56691358
    {'hecke_orbit_code': 49539595968186495, 'n': 10, 'trace_an': 0}
  • id: 56691359
    {'hecke_orbit_code': 49539595968186495, 'n': 11, 'trace_an': -111}
  • id: 56691360
    {'hecke_orbit_code': 49539595968186495, 'n': 12, 'trace_an': 45}
  • id: 56691361
    {'hecke_orbit_code': 49539595968186495, 'n': 13, 'trace_an': 83}
  • id: 56691362
    {'hecke_orbit_code': 49539595968186495, 'n': 14, 'trace_an': -102}
  • id: 56691363
    {'hecke_orbit_code': 49539595968186495, 'n': 15, 'trace_an': 0}
  • id: 56691364
    {'hecke_orbit_code': 49539595968186495, 'n': 16, 'trace_an': -37}
  • id: 56691365
    {'hecke_orbit_code': 49539595968186495, 'n': 17, 'trace_an': 35}
  • id: 56691366
    {'hecke_orbit_code': 49539595968186495, 'n': 18, 'trace_an': 9}
  • id: 56691367
    {'hecke_orbit_code': 49539595968186495, 'n': 19, 'trace_an': -76}
  • id: 56691368
    {'hecke_orbit_code': 49539595968186495, 'n': 20, 'trace_an': 0}
  • id: 56691369
    {'hecke_orbit_code': 49539595968186495, 'n': 21, 'trace_an': -69}
  • id: 56691370
    {'hecke_orbit_code': 49539595968186495, 'n': 22, 'trace_an': -66}
  • id: 56691371
    {'hecke_orbit_code': 49539595968186495, 'n': 23, 'trace_an': -166}
  • id: 56691372
    {'hecke_orbit_code': 49539595968186495, 'n': 24, 'trace_an': 153}
  • id: 56691373
    {'hecke_orbit_code': 49539595968186495, 'n': 25, 'trace_an': 0}
  • id: 56691374
    {'hecke_orbit_code': 49539595968186495, 'n': 26, 'trace_an': -282}
  • id: 56691375
    {'hecke_orbit_code': 49539595968186495, 'n': 27, 'trace_an': 162}
  • id: 56691376
    {'hecke_orbit_code': 49539595968186495, 'n': 28, 'trace_an': -368}
  • id: 56691377
    {'hecke_orbit_code': 49539595968186495, 'n': 29, 'trace_an': -174}
  • id: 56691378
    {'hecke_orbit_code': 49539595968186495, 'n': 30, 'trace_an': 0}
  • id: 56691379
    {'hecke_orbit_code': 49539595968186495, 'n': 31, 'trace_an': -164}
  • id: 56691380
    {'hecke_orbit_code': 49539595968186495, 'n': 32, 'trace_an': 259}
  • id: 56691381
    {'hecke_orbit_code': 49539595968186495, 'n': 33, 'trace_an': -333}
  • id: 56691382
    {'hecke_orbit_code': 49539595968186495, 'n': 34, 'trace_an': 512}
  • id: 56691383
    {'hecke_orbit_code': 49539595968186495, 'n': 35, 'trace_an': 0}
  • id: 56691384
    {'hecke_orbit_code': 49539595968186495, 'n': 36, 'trace_an': 135}
  • id: 56691385
    {'hecke_orbit_code': 49539595968186495, 'n': 37, 'trace_an': 538}
  • id: 56691386
    {'hecke_orbit_code': 49539595968186495, 'n': 38, 'trace_an': -6}
  • id: 56691387
    {'hecke_orbit_code': 49539595968186495, 'n': 39, 'trace_an': 249}
  • id: 56691388
    {'hecke_orbit_code': 49539595968186495, 'n': 40, 'trace_an': 0}
  • id: 56691389
    {'hecke_orbit_code': 49539595968186495, 'n': 41, 'trace_an': -1250}
  • id: 56691390
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    {'hecke_orbit_code': 49539595968186495, 'n': 829, 'trace_an': -42600}
  • id: 56691582
    {'hecke_orbit_code': 49539595968186495, 'n': 839, 'trace_an': 77167}
  • id: 56691583
    {'hecke_orbit_code': 49539595968186495, 'n': 841, 'trace_an': 5046}
  • id: 56691584
    {'hecke_orbit_code': 49539595968186495, 'n': 853, 'trace_an': 45298}
  • id: 56691585
    {'hecke_orbit_code': 49539595968186495, 'n': 857, 'trace_an': -57118}
  • id: 56691586
    {'hecke_orbit_code': 49539595968186495, 'n': 859, 'trace_an': 107320}
  • id: 56691587
    {'hecke_orbit_code': 49539595968186495, 'n': 863, 'trace_an': 7086}
  • id: 56691588
    {'hecke_orbit_code': 49539595968186495, 'n': 877, 'trace_an': 15566}
  • id: 56691589
    {'hecke_orbit_code': 49539595968186495, 'n': 881, 'trace_an': 34749}
  • id: 56691590
    {'hecke_orbit_code': 49539595968186495, 'n': 883, 'trace_an': 21838}
  • id: 56691591
    {'hecke_orbit_code': 49539595968186495, 'n': 887, 'trace_an': 2077}
  • id: 56691592
    {'hecke_orbit_code': 49539595968186495, 'n': 907, 'trace_an': 19598}
  • id: 56691593
    {'hecke_orbit_code': 49539595968186495, 'n': 911, 'trace_an': -33337}
  • id: 56691594
    {'hecke_orbit_code': 49539595968186495, 'n': 919, 'trace_an': 122801}
  • id: 56691595
    {'hecke_orbit_code': 49539595968186495, 'n': 929, 'trace_an': -2120}
  • id: 56691596
    {'hecke_orbit_code': 49539595968186495, 'n': 937, 'trace_an': 30087}
  • id: 56691597
    {'hecke_orbit_code': 49539595968186495, 'n': 941, 'trace_an': -66858}
  • id: 56691598
    {'hecke_orbit_code': 49539595968186495, 'n': 947, 'trace_an': 49087}
  • id: 56691599
    {'hecke_orbit_code': 49539595968186495, 'n': 953, 'trace_an': 22576}
  • id: 56691600
    {'hecke_orbit_code': 49539595968186495, 'n': 961, 'trace_an': -31074}
  • id: 56691601
    {'hecke_orbit_code': 49539595968186495, 'n': 967, 'trace_an': -31950}
  • id: 56691602
    {'hecke_orbit_code': 49539595968186495, 'n': 971, 'trace_an': -185640}
  • id: 56691603
    {'hecke_orbit_code': 49539595968186495, 'n': 977, 'trace_an': -84164}
  • id: 56691604
    {'hecke_orbit_code': 49539595968186495, 'n': 983, 'trace_an': 81876}
  • id: 56691605
    {'hecke_orbit_code': 49539595968186495, 'n': 991, 'trace_an': -18493}
  • id: 56691606
    {'hecke_orbit_code': 49539595968186495, 'n': 997, 'trace_an': 74238}