Embedded newform data - 825.4.a.z.1.5

Formats: - HTML - YAML - JSON - 2025-10-01T14:57:48.719847

• 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': 13200, 'analytic_conductor': 48.67657575473601, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, -1], [5, 1], [11, -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': [825, 1, [551, 727, 376], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 5, 'field_disc': 579494991944, 'field_disc_factorization': [[2, 3], [11, 1], [59, 1], [109, 1], [1023973, 1]], 'field_poly': [-200, 294, 3, -41, -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, [-56, 178, 116, -35, -4, 1]], [7, [10623494, 106197, -55764, -1326, 38, 1]]], 'hecke_orbit': 26, 'hecke_orbit_code': 112589990751372089, 'hecke_ring_generator_nbound': 13, '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': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '825.4.a.z', 'level': 825, '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, 11], 'level_radical': 165, 'minimal_twist': '825.4.a.w', 'prim_orbit_index': 1, 'qexp_display': 'q+(1-\\beta _{1})q^{2}+3q^{3}+(9-\\beta _{1}+\\beta _{2}+\\cdots)q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 5, 'rm_discs': [], 'sato_tate_group': '3.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '825.4.a', 'trace_display': [4, 15, 0, -38], 'trace_hash': 548458176203235166, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.082', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.667', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.933', 'prec': 17}, {'__RealLiteral__': 0, 'data': '59.806', 'prec': 20}, {'__RealLiteral__': 0, 'data': '32.636', 'prec': 20}, {'__RealLiteral__': 0, 'data': '1242.575', 'prec': 27}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 'traces': [5, 4, 15, 46, 0, 12, -38, 72, 45, 0, 55, 138, 43, 55, 0, 634, 150, 36, -337, 0, -114, 44, -201, 216, 0, 359, 135, -441, -153, 0, 263, 280, 165, 517, 0, 414, -350, 786, 129, 0, -88, 165, 161, 506, 0, 436, 490, 1902, 2381, 0, 450, 289, 558, 108, 0, 211, -1011, -969, 410, 0, -1130, 463, -342, 3170, 0, 132, 1130, 3333, -603, 0, 1249, 648, -44, -2985, 0, -2556, -418, 1077, 2258, 0, 405, -3737, -957, -1323, 0, -1435, -459, 792, 347, 0, -612, -6006, 789, 907, 0, 840, -2355, 9417, 495, 0, -405, 1551, 2283, 9007, 0, 1644, 507, 1242, 911, 0, -1050, -13077, -68, 2358, 0, 497, 387, -5653, 6198, 0, 605, -3458, -264, 3101, 0, 495, 330, 4680, 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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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[-0.04577551450985895, 0.0], [0.0, 0.0], [-0.8628898917763375, 0.0], [-0.6633696178578298, 0.0], [-0.03639894169460153, 0.0], [-6.459973092120341, 0.0], [0.0, 0.0], [-0.20222181395269817, 0.0], [1.448345621125011, 0.0], [0.11543175479320773, 0.0], [-1.3635502164123232, 0.0], [0.0, 0.0], [0.5271121142535647, 0.0], [-2.2136143267747883, 0.0], [1.3005257938479784, 0.0], [-0.5125027016200995, 0.0], [0.0, 0.0], [4.514334721885912, 0.0], [0.13184343876379376, 0.0], [-0.4486628622233677, 0.0], [3.492393685381404, 0.0], [0.0, 0.0], [-0.9622690107168226, 0.0], [-4.863157563234812, 0.0], [-0.2601846301302707, 0.0], [-2.0447611555322127, 0.0], [0.0, 0.0], [0.4135297360383757, 0.0], [-0.0945074232890371, 0.0], [0.3394563334554555, 0.0], [0.19608420352713996, 0.0], [0.0, 0.0], [-0.3191046501913157, 0.0], [0.18555989891365543, 0.0], [-0.31458708961898174, 0.0], [-2.053663987637563, 0.0], [0.0, 0.0], [-7.25725226250995, 0.0], [-0.681721884381931, 0.0], [-0.3255357658518576, 0.0], [-0.19837520878133424, 0.0], [0.0, 0.0], [-0.30486264702803767, 0.0], [-1.6912399116727375, 0.0], [0.18695935731991042, 0.0], [0.40169505141175843, 0.0], [0.0, 0.0], [0.4766731311562025, 0.0], [-0.4408218336899344, 0.0], [4.68393052918716, 0.0], [0.0664068865952739, 0.0], [0.0, 0.0], [1.547984151485612, 0.0], [-0.9894847246707961, 0.0], [-0.311299741415231, 0.0], [-3.359527528122648, 0.0], [0.0, 0.0], [-0.9890914890808802, 0.0], [-1.3606163036837806, 0.0], [3.3839792704975062, 0.0], [-0.31189709703158885, 0.0], [0.0, 0.0]], 'angles': [-0.026198133809017848, None, None, -0.4397516695216705, None, -0.11248706602479785, -0.22450619564802524, -0.1606567612307765, -0.26557009829634715, -0.18818707947671628, -0.26548190402827004, -0.40035673131552296, -0.23515087356569855, -0.27718370547506865, -0.2170711083904838, -0.31370096426880045, -0.3783575415836223, -0.40052648001355684, -0.23370735239054832, -0.17425964011369674, -0.3239790723579077, -0.2444985738672898, -0.29784778944283624, -0.3033504260271887, -0.2152468125779899, -0.2847340719832394, -0.16071933840657085, -0.3138103689866409, -0.32559063817609374, -0.38743173538740194, -0.2178510512439835, -0.4264959442607914, -0.4444119666740434, -0.23651312655950565, -0.17777663706723107, -0.1482971871337501, -0.2970245073461941, -0.2728201827137185, -0.13137177868270883, -0.29516720438501065, -0.1948706136985336, -0.1953809286652482, -0.13621660700694618, -0.1978518730807309, -0.26167428446955937, -0.13162273098835509, -0.2903786142641333, -0.18725578372032944, -0.0874171947821457, -0.2802394654144294, -0.30383796389397844, -0.1075263819620993, -0.30749540489492594, -0.29953573273937456, -0.3668966006725286, -0.19874524379990355, -0.22109165177880422, -0.21718582290641286, -0.20265810115399255, -0.30090247501832545, -0.30998764328446365, -0.2659689589831224, -0.3568104478265245, -0.2747713113772401, -0.2563109947051498, -0.1745527658117492, -0.2934446617652542, -0.2672464276835367, -0.29262897367687296, 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-0.13732937192302186, -0.2575234634346139, -0.275502534814057, -0.3053592666478803, -0.23510049332715746, -0.10912850042304294, -0.36907702169568457], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 5, 'dual_embedding_m': 5, 'embedding_index': 5, 'embedding_m': 5, 'embedding_root_imag': 0.0, 'embedding_root_real': -4.5803889146848284, 'hecke_orbit': 26, 'hecke_orbit_code': 112589990751372089, 'label': '825.4.a.z.1.5', 'level': 825, 'weight': 4}
• mf_newspaces •

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

  
  {'ALdims': [12, 9, 12, 14, 11, 14, 12, 10], 'ALdims_eis_new': [0, 0, 0, 0, 0, 0, 0, 0], 'ALdims_eis_old': [3, 3, 3, 3, 3, 3, 3, 3], 'ALdims_old': [36, 30, 29, 32, 34, 28, 32, 33], 'Nk2': 13200, 'analytic_conductor': 48.67657575473601, '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': [825, 1, [551, 727, 376], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 348, 'dim': 94, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_cutter_primes': [2, 7], 'hecke_orbit_code': 67109689, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 3, 3, 3, 3, 3, 3, 4, 4, 4, 5, 5, 5, 5, 7, 7, 7, 7], 'label': '825.4.a', 'level': 825, '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, 11], 'level_radical': 165, 'mf_dim': 372, 'mf_new_dim': 94, 'num_forms': 30, 'plus_dim': 52, 'prim_orbit_index': 1, 'relative_dim': 94, 'sturm_bound': 480, 'trace_bound': 4, 'trace_display': [4, 0, 0, -32], 'traces': [94, 4, 0, 356, 0, 12, -32, -36, 846, 0, 0, -24, 172, 28, 0, 1388, -24, 36, 32, 0, -36, 44, -108, 324, 0, 1532, 0, 216, 480, 0, -480, -84, 66, 368, 0, 3204, -236, 592, -504, 0, 560, -468, 584, 616, 0, -296, 172, 240, 4526, 0, 864, -232, 776, 108, 0, 252, 84, 1248, 40, 0, -5460, 2096, -288, 7972, 0, -264, 1344, 136, -1140, 0, -396, -324, -3740, -5776, 0, -248, -176, -852, 3824, 0, 7614, -2040, 1912, 2400, 0, -2552, -504, 924, -6700, 0, -3960, 2460, -1824, 9576, 0, 10044, 812, 6316, 0, 0, 9752, -1704, -1296, 18668, 0, 312, 800, -216, 5684, 0, -2520, 1440, 6740, 2496, 0, 3296, 1548, 2632, 3048, 0, 11374, 11748, -3912, -4256, 0, 252, -4336, -6940, -3876, 0, -1080, 792, -1200, -2304, 0, 2112, -3988, 6072, -6728, 0, 3012, -5288, -1628, 12492, 0, -17208, 696, -1448, 424, 0, -2168, -1968, -216, -2816, 0, -2376, 2692, -18412, -396, 0, 1432, 324, -5824, 4752, 0, -8784, -10560, 5388, 2346, 0, 288, 20632, 1480, 1200, 0, 5808, 1296, -32, -360, 0, -15940, -7816, -2592, 12328, 0, -2760, 4136, -17964, -324, 0, 10700, -984, 16764, 2680, 0, 55628, -18464, 396, -12008, 0, -4080, -3608, -9944, -4848, 0, 51248, -972, -3408, -4004, 0, 7216, 16708, 7836, 38408, 0, 2916, -5392, 5452, -16128, 0, -50168, 15768, 2968, 3100, 0, -29240, 26736, 12888, 4124, 0, -2772, 42576, 13544, 13788, 0, -328, -12804, 1688, 13184, 0, 11628, 484, 0, -89608, 0, -6504, -30072, -3936, -7608, 0, 7816, 1944, -1760, -53852, 0, 52092, -7972, -240, 32256, 0, 4320, -4120, 12296, -3168, 0, -71464, -432, 15616, -19104, 0, -8080, -18256, -11160, 16760, 0, -34884, -1268, -36176, -4320, 0, -39048, 13944, 14328, 5260, 0, 7216, 54168, -756, 8346, 0, -12144, -61128, 13608, 25860, 0, -88192, 594, -30904, -4008, 0, 984, -70892, 10320, -77800, 0, 3312, -3144, -11044, 16680, 0, 16948, 13116, 7284, 5824, 0, 27256, -56, -14112, -11704, 0, 9888, 46336, -2144, 28836, 0, -72192, -18336, -9800, 28168, 0, -30592, -64648, -2124, -72920, 0, 9456, 11700, -3068, 3888, 0, 6336, 5328, -16336, -6568, 0, 44896, -9864, -11640, 33252, 0, -4536, 22836, 13820, -31536, 0, -22224, -3000, 27408, -59352, 0, 48902, -61632, 0, -98896, 0, -48396, 3352, 28444, 5040, 0, 19080, -2520, -19420, 27456, 0, -52248, 51656, -4212, 61608, 0, 8196, -71024, -4284, 68772, 0, 6880, 5256, -6360, -71656, 0, 16864, 113380, 15312, -6200, 0, 5544, 64052, 41640, -55824, 0, 98980, -41136, -10928, -15784, 0, -39856, 4136, -26232, 94444, 0, 23496, -24776, 50704, -2664, 0, 183964, -16332, -17160, -25592, 0, 68052, -8232, 1548, 11112, 0, -34776, -38288, 59216, -6072, 0, 60248, 2160, 16756, 7808, 0, -70040, 23848, 19296, 62856, 0, 40734, 34728, -33992, -58824, 0, -21168, -9096, 82744, 101820, 0, -4136, 117200, -26484, -9688, 0, 34368, -72060, -12288, 7776, 0, -97712, 16896, -29904, 112592, 0, -173280, -60576, -2088, -51880, 0, 12696, -89048, -5940, -113052, 0, 616, 6984, -22744, 4216, 0, -26856, 2256, 9912, 43076, 0, 972, -8184, 4020, 13224, 0, 101536, -76920, 1376, 70392, 0, -19712, -17112, 19464, 9960, 0, 21624, 46600, -50560, 2268, 0, 10868, 10536, -39496, -74304, 0, 9504, -82300, 756, -75400, 0, -66360, 12848, -40872, -38424, 0, -28780, 11232, 52248, -140472, 0, -84376, -32480, -1584, 2198, 0, 360, 89336, 70632, 42888, 0, -130880, -7824, 44952, 16544, 0, -91164, 97772, -3048, -384, 0, -21024, -97112, -3240, -49140, 0, 54712, 71880, -24032, -22740, 0, -124320, 105016, 18864, 22648, 0, -264, 65064, -42704, 66852, 0, 65968, -2592, -58056, 11120, 0, 10064, -4356, -34620, -281448, 0, 71748, 9124, -1964, 20568, 0, 134864, -10080, -1320, -342936, 0, -53912, -61688, -20928, 63288, 0, -12624, 13960, 45776, -2376, 0, -86752, -12600, -170200, 249132, 0, -26172, 112544, 12096, 94048, 0, 71304, 115008, -51712, -32712, 0, -32696, 1224, 740, -209352, 0, -69872, 52868, -15072, -5512, 0, -10260, -93608, -157520, -4344, 0, 2296, 10560, -37232, 4320, 0, -30072, -195116, -28332, 76824, 0, -53004, 27516, -4488, -3564, 0, 173884, 73392, 68464, 254216, 0, 112360, -44188, -2916, -1584, 0, -47208, -29568, 138768, -82020, 0, -91664, -33660, 130336, 42160, 0, 18844, -171240, 32376, 65712, 0, -51984, 54768, -173184, -9336, 0, -3916, 26124, -52964, 217016, 0, -96628, -55328, 31704, 96728, 0, 65904, 33616, 88696, -2232, 0, 80808, 93264, -66528, -120336, 0, 32320, -82672, -1584, 71672, 0, 181536, -12688, 73564, -36168, 0, -30288, -7668, 53280, 13816, 0, 241736, 38200, -83400, -130500, 0, 34416, -48800, -103968, 213696, 0, 144408, 65544, 73008, 155244, 0, 63616, 128084, 61632, -54816, 0, 1452, 97704, 108424, 68526, 0, 97632, -73128, -79428, -24144, 0, 103128, -11880, -18360, 70584, 0, -136152, 134264, 88360, -82728, 0, -234220, 17208, 20152, 129696, 0, -142648, -41980, 4224, 74896, 0, 21600, -42788, 187712, -20856, 0, -83488, -64140, 64864, 45780, 0, 48560, 115792, 123360, 17956, 0, -29856, 67272, -118216, -22968, 0, 252472, -40056, 46824, 313760, 0, -17160, -8728, -4536, 661236, 0, -70344, -24600, -46200, 86496, 0, 412064, 8316, 9968, -171208, 0, 12728, -183136, -65112, -25440, 0, -60300, -74160, 30448, 39120, 0, -108408, 53868, 51704, -77960, 0, 229600, 75224, -68316, -11880, 0, -122976, -13048, -9344, -35640, 0, 81704, -168120, 3608, 481984, 0, 334400, -8376, 22140, -287812, 0, -5976, -113976, -158520, 72432, 0, 44616, -16416, 92800, 184340, 0, -129966, 220488, 64848, -129856, 0, 86184, -3872, 35716, -138132, 0, 131768, 164196, 18644, 119456, 0, 94120, 59312, -528, -42192, 0, 4464, 108744, -75092, 90396, 0, 218472, 9600, -179872, 46376, 0, 170840, 199836, 7308, -38608, 0, -202080, -99116, -153436, -57456, 0, -200372, 56844, 107280, -588040, 0, 484856, -27352, 210120, -180008, 0, 0, -117728, 66200, 66312, 0, -475476, -36216, 211264, -14496, 0, 256160, -23496, 3720, -341352, 0, -21708, 177936, 27600, 87768, 0, 26844, 47304, 9240, 206544, 0, -110040, -148864, -15336, 260744, 0, -72828, -116640, -46760, -26796, 0, -85024, -11664, -53088, -53580, 0, 183352, 308256, 49020, 101472, 0, 168012, 121948, -44192, 74760, 0, -288648, -179688, 65776, -49480, 0, 58872, -91104, -105216, -33624, 0, -193284, 90936, -29824, 2808, 0, -16928, 9768, -69112, 133728, 0, 202350, -119896, 7200, -72984, 0, -284256, 77312, -4356, 51960, 0, 243352, -1944, 19920, -133736, 0, -851352, 164380, -122016, -23584, 0, 51156, -359248, 206852, -144072, 0, -642448, -154536, 168808, 59720, 0, -25096, -374416, 2352, 128064, 0, 481176, -198860, -161840, -22680, 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: 48591359
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 5, 'source_embedding_index': 5, 'source_hecke_orbit_code': 112589990751372089, 'source_is_minimal': True, 'source_label': '825.4.a.z.1.5', 'source_level': 825, 'target_conrey_index': 1, 'target_dim': 5, 'target_embedding_index': 5, 'target_hecke_orbit_code': 112589990751372089, 'target_is_minimal': True, 'target_label': '825.4.a.z.1.5', 'target_level': 825, 'twist_class_label': '825.4.a.w.1.1', 'twist_class_level': 825, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 4}
  • id: 48591360
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 5, 'source_embedding_index': 5, 'source_hecke_orbit_code': 112589990751372089, 'source_is_minimal': True, 'source_label': '825.4.a.z.1.5', 'source_level': 825, 'target_conrey_index': 1, 'target_dim': 5, 'target_embedding_index': 1, 'target_hecke_orbit_code': 139611588515596715, 'target_is_minimal': False, 'target_label': '2475.4.a.bf.1.1', 'target_level': 2475, 'twist_class_label': '825.4.a.w.1.1', 'twist_class_level': 825, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 4}
  • id: 48591361
    {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 5, 'source_embedding_index': 5, 'source_hecke_orbit_code': 112589990751372089, 'source_is_minimal': True, 'source_label': '825.4.a.z.1.5', 'source_level': 825, 'target_conrey_index': 199, 'target_dim': 10, 'target_embedding_index': 10, 'target_hecke_orbit_code': 76561331171361593, 'target_is_minimal': False, 'target_label': '825.4.c.r.199.10', 'target_level': 825, 'twist_class_label': '825.4.a.w.1.1', 'twist_class_level': 825, 'twisting_char_label': '5.2', 'twisting_conrey_index': 2, 'weight': 4}
  • id: 48591362
    {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 5, 'source_embedding_index': 5, 'source_hecke_orbit_code': 112589990751372089, 'source_is_minimal': True, 'source_label': '825.4.a.z.1.5', 'source_level': 825, 'target_conrey_index': 199, 'target_dim': 10, 'target_embedding_index': 1, 'target_hecke_orbit_code': 76561331171361593, 'target_is_minimal': False, 'target_label': '825.4.c.r.199.1', 'target_level': 825, 'twist_class_label': '825.4.a.w.1.1', 'twist_class_level': 825, 'twisting_char_label': '5.3', 'twisting_conrey_index': 3, 'weight': 4}
  • id: 48591363
    {'conductor': 5, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 5, 'source_embedding_index': 5, 'source_hecke_orbit_code': 112589990751372089, 'source_is_minimal': True, 'source_label': '825.4.a.z.1.5', 'source_level': 825, 'target_conrey_index': 1, 'target_dim': 5, 'target_embedding_index': 1, 'target_hecke_orbit_code': 99079191869260601, 'target_is_minimal': True, 'target_label': '825.4.a.w.1.1', 'target_level': 825, 'twist_class_label': '825.4.a.w.1.1', 'twist_class_level': 825, 'twisting_char_label': '5.4', 'twisting_conrey_index': 4, 'weight': 4}
  • id: 48591364
    {'conductor': 15, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 5, 'source_embedding_index': 5, 'source_hecke_orbit_code': 112589990751372089, 'source_is_minimal': True, 'source_label': '825.4.a.z.1.5', 'source_level': 825, 'target_conrey_index': 1, 'target_dim': 5, 'target_embedding_index': 5, 'target_hecke_orbit_code': 171136785907190187, 'target_is_minimal': False, 'target_label': '2475.4.a.bm.1.5', 'target_level': 2475, 'twist_class_label': '825.4.a.w.1.1', 'twist_class_level': 825, '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: 1377950
    {'charpoly_factorization': [[[-56, 178, 116, -35, -4, 1], 1]], 'hecke_orbit_code': 112589990751372089, 'p': 2}
  • id: 1377951
    {'charpoly_factorization': [[[-3, 1], 5]], 'hecke_orbit_code': 112589990751372089, 'p': 3}
  • id: 1377952
    {'charpoly_factorization': [[[0, 1], 5]], 'hecke_orbit_code': 112589990751372089, 'p': 5}
  • id: 1377953
    {'charpoly_factorization': [[[10623494, 106197, -55764, -1326, 38, 1], 1]], 'hecke_orbit_code': 112589990751372089, 'p': 7}
  • id: 1377954
    {'charpoly_factorization': [[[-11, 1], 5]], 'hecke_orbit_code': 112589990751372089, 'p': 11}
  • id: 1377955
    {'charpoly_factorization': [[[167445904, 10936016, 73447, -5661, -43, 1], 1]], 'hecke_orbit_code': 112589990751372089, 'p': 13}
  • id: 1377956
    {'charpoly_factorization': [[[243358192, -24067164, 672536, -855, -150, 1], 1]], 'hecke_orbit_code': 112589990751372089, 'p': 17}
  • id: 1377957
    {'charpoly_factorization': [[[-7593907635, -265804251, -1653086, 26522, 337, 1], 1]], 'hecke_orbit_code': 112589990751372089, 'p': 19}
  • id: 1377958
    {'charpoly_factorization': [[[188998876, -10758640, -1010297, -957, 201, 1], 1]], 'hecke_orbit_code': 112589990751372089, 'p': 23}
  • id: 1377959
    {'charpoly_factorization': [[[1390240880, 127607008, -1022464, -33404, 153, 1], 1]], 'hecke_orbit_code': 112589990751372089, 'p': 29}
  • id: 1377960
    {'charpoly_factorization': [[[-6663042216, -92461986, 3491159, -359, -263, 1], 1]], 'hecke_orbit_code': 112589990751372089, 'p': 31}
  • id: 1377961
    {'charpoly_factorization': [[[-6140614744, -405013996, -7759874, -23737, 350, 1], 1]], 'hecke_orbit_code': 112589990751372089, 'p': 37}
  • id: 1377962
    {'charpoly_factorization': [[[-314650458072, 7534342716, -13180202, -197779, 88, 1], 1]], 'hecke_orbit_code': 112589990751372089, 'p': 41}
  • id: 1377963
    {'charpoly_factorization': [[[11880158400, 26036340, -7438279, -91565, -161, 1], 1]], 'hecke_orbit_code': 112589990751372089, 'p': 43}
  • id: 1377964
    {'charpoly_factorization': [[[-1024222396544, 3252666976, 53815620, -103303, -490, 1], 1]], 'hecke_orbit_code': 112589990751372089, 'p': 47}
  • id: 1377965
    {'charpoly_factorization': [[[1753265144576, 27807998816, 74717912, -252780, -558, 1], 1]], 'hecke_orbit_code': 112589990751372089, 'p': 53}
  • id: 1377966
    {'charpoly_factorization': [[[-950084217280, 18173343584, 116327694, -564389, -410, 1], 1]], 'hecke_orbit_code': 112589990751372089, 'p': 59}
  • id: 1377967
    {'charpoly_factorization': [[[67775166628112, -85406044884, -804180580, -474707, 1130, 1], 1]], 'hecke_orbit_code': 112589990751372089, 'p': 61}
  • id: 1377968
    {'charpoly_factorization': [[[5123600366224, -82340959060, 348040188, -75403, -1130, 1], 1]], 'hecke_orbit_code': 112589990751372089, 'p': 67}
  • id: 1377969
    {'charpoly_factorization': [[[-246364319624144, 163264656328, 1225818909, -899677, -1249, 1], 1]], 'hecke_orbit_code': 112589990751372089, 'p': 71}
  • id: 1377970
    {'charpoly_factorization': [[[715542976576, 18710758672, -224794240, -745832, 44, 1], 1]], 'hecke_orbit_code': 112589990751372089, 'p': 73}
  • id: 1377971
    {'charpoly_factorization': [[[694623214400, -14014654352, -66146324, 1343769, -2258, 1], 1]], 'hecke_orbit_code': 112589990751372089, 'p': 79}
  • id: 1377972
    {'charpoly_factorization': [[[60161708395008, 162117142824, -503070068, -1033806, 957, 1], 1]], 'hecke_orbit_code': 112589990751372089, 'p': 83}
  • id: 1377973
    {'charpoly_factorization': [[[40747061333440, 191582702744, -66582356, -1003474, -347, 1], 1]], 'hecke_orbit_code': 112589990751372089, 'p': 89}
  • id: 1377974
    {'charpoly_factorization': [[[-10878747957581, -280431033023, -275423462, 1309630, 2355, 1], 1]], 'hecke_orbit_code': 112589990751372089, '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': 26, 'label': '825.4.a.z', 'level': 825, 'portrait': 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', 'weight': 4}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 67064755
    {'hecke_orbit_code': 112589990751372089, 'n': 1, 'trace_an': 5}
  • id: 67064756
    {'hecke_orbit_code': 112589990751372089, 'n': 2, 'trace_an': 4}
  • id: 67064757
    {'hecke_orbit_code': 112589990751372089, 'n': 3, 'trace_an': 15}
  • id: 67064758
    {'hecke_orbit_code': 112589990751372089, 'n': 4, 'trace_an': 46}
  • id: 67064759
    {'hecke_orbit_code': 112589990751372089, 'n': 5, 'trace_an': 0}
  • id: 67064760
    {'hecke_orbit_code': 112589990751372089, 'n': 6, 'trace_an': 12}
  • id: 67064761
    {'hecke_orbit_code': 112589990751372089, 'n': 7, 'trace_an': -38}
  • id: 67064762
    {'hecke_orbit_code': 112589990751372089, 'n': 8, 'trace_an': 72}
  • id: 67064763
    {'hecke_orbit_code': 112589990751372089, 'n': 9, 'trace_an': 45}
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  • id: 67064954
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  • id: 67064955
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  • id: 67064956
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  • id: 67064957
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  • id: 67064958
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  • id: 67064959
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  • id: 67064960
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  • id: 67064961
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  • id: 67064962
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  • id: 67064963
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  • id: 67064964
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  • id: 67064965
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  • id: 67064966
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  • id: 67064967
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  • id: 67064968
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  • id: 67064969
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  • id: 67064970
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  • id: 67064971
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  • id: 67064972
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  • id: 67064973
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  • id: 67064974
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  • id: 67064975
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  • id: 67064976
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  • id: 67064977
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  • id: 67064978
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  • id: 67064979
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  • id: 67064980
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  • id: 67064981
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  • id: 67064982
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  • id: 67064983
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  • id: 67064984
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  • id: 67064985
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  • id: 67064986
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  • id: 67064987
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  • id: 67064988
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  • id: 67064989
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  • id: 67064990
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  • id: 67064991
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  • id: 67064992
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  • id: 67064993
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  • id: 67064994
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  • id: 67064995
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  • id: 67064996
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  • id: 67064997
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  • id: 67064998
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  • id: 67064999
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  • id: 67065000
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  • id: 67065001
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  • id: 67065002
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  • id: 67065003
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  • id: 67065004
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  • id: 67065005
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  • id: 67065006
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  • id: 67065007
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  • id: 67065008
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  • id: 67065009
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  • id: 67065010
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  • id: 67065011
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  • id: 67065012
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