Embedded newform data - 722.4.a.k.1.2

Formats: - HTML - YAML - JSON - 2025-11-14T00:37:20.612171

• 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': 11552, 'analytic_conductor': 42.599379024144724, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [19, -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': [722, 1, [363], [1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 3, 'field_disc': 253788, 'field_disc_factorization': [[2, 2], [3, 1], [21149, 1]], 'field_poly': [15, -63, -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': [[3, [-107, -55, 5, 1]], [5, [1938, -356, -1, 1]]], 'hecke_orbit': 11, 'hecke_orbit_code': 45035996340814546, 'hecke_ring_generator_nbound': 5, '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': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '722.4.a.k', 'level': 722, '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': [2, 19], 'level_radical': 38, 'minimal_twist': '38.4.c.c', 'nf_label': '3.3.253788.1', 'prim_orbit_index': 1, 'qexp_display': 'q+2q^{2}+(-2+\\beta _{1})q^{3}+4q^{4}+(1-\\beta _{1}+\\cdots)q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 3, 'rm_discs': [], 'sato_tate_group': '3.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '722.4.a', 'trace_display': [6, -5, 1, 26], 'trace_hash': 1863457460083620518, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.096', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.817', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.219', 'prec': 17}, {'__RealLiteral__': 0, 'data': '20.375', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '217.988', 'prec': 24}], 'trace_zratio': 0, 'traces': [3, 6, -5, 12, 1, -10, 26, 24, 54, 2, 4, -20, 129, 52, -77, 48, 51, 108, 0, 4, -170, 8, -47, -40, 338, 258, -359, 104, -125, -154, 50, 96, 274, 102, 84, 216, 188, 0, -773, 8, 475, -340, 73, 16, 1594, -94, 241, -80, -677, 676, 69, 516, 29, -718, 1838, 208, 0, -250, -1065, -308, 981, 100, 872, 192, -293, 548, 877, 204, 763, 168, 2135, 432, -667, 376, -2292, 0, -246, -1546, 1671, 16, 1287, 950, 588, -680, 1929, 146, -3215, 32, 693, 3188, 1676, -188, 3138, 482, 0, -160, -985, -1354, 3184, 1352, -95, 138, -1736, 1032, -2160, 58, 1040, -1436, -1799, 3676, 12, 416, -2764, 0, 245, -500, 2766, -2130, 288, -616, 2645, 1962, 2803, 200, -4995, 1744, -1415, 384, 4839, -586, -903, 1096, 0, 1754, -8075, 408, 5141, 1526, 227, 336, -3065, 4270, -3068, 864, -1345, -1334, -1049, 752, -303, 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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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[-0.2838834154992093, 0.0], [-0.09928188728015377, 0.0], [0.14490049281543846, 0.0], [0.2167366000954654, 0.0], [0.0, 0.0], [0.5143440109569245, 0.0], [0.09638413339476448, 0.0], [0.5627242053030461, 0.0], [1.3843364619151737, 0.0], [-0.5527050959280225, 0.0], [-0.1467259427592367, 0.0], [-0.5597385553348015, 0.0], [1.2653700334661215, 0.0], [0.11302914343099954, 0.0], [1.1986224453724803, 0.0], [0.580979668908702, 0.0], [0.19046341334210776, 0.0], [-0.15401559649223026, 0.0], [-2.8557063745588356, 0.0], [0.18896837523110052, 0.0], [-0.09903575112613605, 0.0], [0.01585163823404463, 0.0], [1.1085788538944235, 0.0], [0.0, 0.0], [-1.2540854935935262, 0.0], [0.0026120361110341514, 0.0], [-1.6562144856576702, 0.0], [0.5900531977256487, 0.0], [-0.500182495001434, 0.0], [0.7892179641792958, 0.0], [0.7751701365226212, 0.0], [0.4856673560580812, 0.0], [-0.7492140031039554, 0.0], [-0.45577774954672773, 0.0], [-0.257860405044614, 0.0], [-0.20353718837272805, 0.0], [-1.6975901346034414, 0.0], [-0.10072196832527033, 0.0], [-0.09182763153475032, 0.0], [-0.20864025238945882, 0.0], [-1.138561471674289, 0.0], [-0.07967326213670359, 0.0], [0.0, 0.0], [-0.29962995807252274, 0.0], [2.764280065321056, 0.0], [0.04181964094866175, 0.0], [0.1578345620464856, 0.0], [1.0477546290930073, 0.0], [-0.2769082502936697, 0.0], [-1.075630569483336, 0.0], [-0.19403177485451567, 0.0], [-1.1017572957599133, 0.0], [-0.09577859950778382, 0.0], [-0.5267204572446729, 0.0], [-2.2391798081551877, 0.0], [0.47024381892137684, 0.0], [-0.26399960182297505, 0.0], [0.508716367815285, 0.0], [-0.7575676206122913, 0.0], [-0.8530473730904393, 0.0], [-1.058272387263136, 0.0], [0.0, 0.0], [0.5814556202757754, 0.0], [0.5095605500844099, 0.0], [0.4070423661860869, 0.0], [0.5145838970770856, 0.0], [-0.5751611036189499, 0.0], [-0.29939161676499465, 0.0], [-0.5499717595820479, 0.0], [0.22136220649754204, 0.0], [-0.03626442380409163, 0.0], [0.5252948877844676, 0.0], [0.8057962434563983, 0.0], [0.1367640571298825, 0.0], [2.0416510019141136, 0.0], [0.9975542694257237, 0.0], [-1.2626924366288683, 0.0], [0.0751885125061839, 0.0], [-0.7255730545118005, 0.0], [-0.2892491291186892, 0.0], [0.0, 0.0], [-0.8422668941821794, 0.0], [0.0022663312194187804, 0.0], [0.41165139528373473, 0.0], [-2.090480694652536, 0.0], [-0.43068629154681737, 0.0], [1.6677814130242312, 0.0], [-0.02406957262060818, 0.0], [0.29916015436825144, 0.0], [-0.5399322973180626, 0.0], [0.015426872162553874, 0.0], [0.05508352200195892, 0.0], [-0.3090241696003421, 0.0], [-0.10259992057314199, 0.0], [-0.5603503735333055, 0.0], [-0.719196406585874, 0.0], [1.5114105463980974, 0.0], [-0.28418702555338565, 0.0], [-0.021199928241739996, 0.0], [0.0, 0.0], [-0.3526286635430935, 0.0], [-0.11077187295323286, 0.0], [-0.11955658175081299, 0.0], [-0.18334994553254477, 0.0], [0.49145059785507444, 0.0], [-0.08207072970034832, 0.0], [0.24589130338374374, 0.0], [-0.011991312335508037, 0.0], [0.19502107741660568, 0.0], [0.07853941418891897, 0.0], [-0.5761435206008914, 0.0], [0.8174842958113383, 0.0], [-1.2873920276968538, 0.0], [0.4604207625699024, 0.0], [-0.04138195730749166, 0.0], [0.03835999030674484, 0.0], [-0.5069279302564897, 0.0], [0.6734006361245949, 0.0], [0.0, 0.0], [1.6407726694850753, 0.0], [-0.10797514907543806, 0.0], [-0.4329992004647403, 0.0], [-0.3597193227944711, 0.0], [-0.810586979606224, 0.0], [-1.13512475243479, 0.0], [0.16195784084559514, 0.0], [-1.311090657297171, 0.0], [-0.024853268198759233, 0.0], [-0.27148893848304534, 0.0], [0.7188209674772194, 0.0], [-0.03967631051147354, 0.0], [-0.5486553045518037, 0.0], [-0.722079911082248, 0.0], [-0.10964191961511509, 0.0], [0.25079796731370974, 0.0], [-0.19915934632490162, 0.0], [-0.0935651935311249, 0.0], [0.0, 0.0], [-0.2017223513563922, 0.0], [-1.975395637074226, 0.0], [-0.473749655335409, 0.0], [-0.11508916100668275, 0.0], [-0.49941006354296746, 0.0], [0.19584009793175144, 0.0], [-3.037684425212999, 0.0], [0.057863842266696254, 0.0], [0.9176587166364644, 0.0], [-0.3940146163027263, 0.0], [0.5369896736871255, 0.0], [-0.9371235808291127, 0.0]], 'angles': [None, -0.2771245963324583, -0.4384490023381053, -0.21198876038851946, -0.41235197423825914, -0.12918345907536039, -0.30370987795266297, None, -0.2770283280827668, -0.21589281299441812, -0.3027698918428239, -0.18102839394758252, -0.17444186647672585, -0.2017751703131729, -0.2029237494361043, -0.22659871195818537, -0.2828922161288442, -0.19750029212330245, -0.2557264033610885, -0.20272553681908234, -0.2512255609409343, -0.09192345102815366, -0.27728272859242664, -0.23731020729445748, -0.3577281242064295, -0.17960299925929196, -0.12356881257196574, -0.12036604855868333, -0.24643182895906457, -0.3837502761486575, -0.2654689997026558, -0.353977679406007, -0.21696229471418627, -0.312062837308235, -0.14263114215119066, -0.4683209346546619, -0.26831543114786127, -0.24175075077174651, -0.11024453033550997, -0.30243845224524923, -0.3840568788070054, -0.14669934096192208, -0.2711759639388207, -0.24822212492668463, -0.26078294762164655, -0.09699201237936979, -0.1698927555333651, -0.2626938474627034, -0.16506009606786223, -0.1639732051565059, -0.40938966094510004, -0.26307667030804777, -0.17384927257116364, -0.21355406519933756, -0.2937556976746199, -0.2344472865413136, -0.1854024913056505, -0.2178688131330841, -0.35277096098170846, -0.2492264311218857, -0.36111938113829767, -0.1180559876451357, -0.241488437985597, -0.25053167426102, -0.3226820258919281, -0.16300709928504195, -0.11832396503397836, -0.289338500512975, -0.37044097654286323, -0.2154479783420762, -0.07802069489836545, -0.2697756737927632, -0.35240471851606664, -0.23069107025966026, -0.23280228011631768, -0.3525538430363673, -0.2072750518373635, -0.24668423491268202, -0.33513628778944055, -0.2988524265831298, -0.12745093077611694, -0.12801320199863447, -0.31476544699955, -0.18262216395955422, -0.18150036711566978, -0.27298580568413555, -0.11720568147536523, -0.19133482246504577, -0.1894321467590642, 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-0.26481187722601063, -0.2335108173249482, -0.26245523385215996, -0.15498305614102492, -0.3338546998114787, -0.21134529082557021, -0.20752028682701112, -0.316172027274433, -0.26436439629668806, -0.17171799946892355, -0.3960356768154012, -0.23845907363903987, -0.24232702236040007, -0.1283278079171139, -0.14097639671102674, -0.4052910949646815, -0.186654670798767, -0.3111111811693609, -0.4113357086900741, -0.27106991244516315, -0.3387419707590025, -0.2943365908128637, -0.3090872920572582, -0.093054147081807, -0.24877235634569742, -0.11364713000586, -0.259519685910897, -0.2907849636661893, -0.2585965688170002, -0.36378059056617257, -0.30878910275477595, -0.28806156460341564, -0.1741344613902433], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 2, 'dual_embedding_m': 2, 'embedding_index': 2, 'embedding_m': 2, 'embedding_root_imag': 0.0, 'embedding_root_real': 0.23741296580352275, 'hecke_orbit': 11, 'hecke_orbit_code': 45035996340814546, 'label': '722.4.a.k.1.2', 'level': 722, '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': [22, 20, 18, 25], 'ALdims_eis_new': [0, 0, 0, 0], 'ALdims_eis_old': [10, 10, 10, 10], 'ALdims_old': [48, 43, 47, 42], 'Nk2': 11552, 'analytic_conductor': 42.599379024144724, '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': [722, 1, [363], [1]], 'conrey_index': 1, 'cusp_dim': 265, 'dim': 85, 'eis_dim': 40, 'eis_new_dim': 0, 'hecke_cutter_primes': [3, 5], 'hecke_orbit_code': 67109586, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 2, 2, 2, 2, 3, 3, 4, 4, 6, 6, 6, 6, 8, 8, 9, 9], 'label': '722.4.a', 'level': 722, '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': [2, 19], 'level_radical': 38, 'mf_dim': 305, 'mf_new_dim': 85, 'num_forms': 21, 'plus_dim': 47, 'prim_orbit_index': 1, 'relative_dim': 85, 'sturm_bound': 380, 'trace_bound': 3, 'trace_display': [2, -8, 16, -12], 'traces': [85, 2, -8, 340, 16, -20, -12, 8, 775, 20, -78, -32, 22, 88, 304, 1360, -2, -22, 0, 64, 48, 168, 168, -80, 1909, -112, -368, -48, 226, -8, -228, 32, -28, 196, -1136, 3100, -346, 0, 168, 80, 1098, 968, -486, -312, 1244, -600, -168, -128, 2945, -18, 1924, 88, 1254, -80, 732, 352, 0, -248, 416, 1216, 232, -392, -680, 5440, -272, 336, 572, -8, -2020, -264, -1248, -88, -458, -496, 84, 0, 1020, -2120, -756, 256, 8069, -2068, -1298, 192, -3100, -896, -2232, 672, 1706, 2588, 688, 672, 2288, 1536, 0, -320, -854, 3170, -434, 7636, 1524, -3040, 92, -448, 1128, 2008, -1104, -1472, -186, -1568, 852, -192, 334, 0, 2676, 904, -5270, 1132, 3296, -32, 14291, -2012, -464, -912, -1356, 6640, -488, 128, -7832, 7072, 838, -112, 0, -5516, 2500, 784, -6118, -1488, 1594, -4544, 2060, 2120, 3808, 12400, 1892, -1484, -7220, -1384, -3444, -6204, -4068, 0, 2310, -2624, -6328, 672, 3596, -3656, 2256, 320, 3332, -4846, 1558, 4392, -1492, 5768, -2460, 3872, 13817, 2400, 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3772, 5256, 0, 13184, -9246, -19032, 3692, -128, 72600, -9544, 1264, 57164, 25676, -4900, 2860, -8048, 26012, -4724, 18670, -1856, 45420, 0, 1992, -3648, 25120, -11648, 45694, -5424, 6660, -5728, 45884, 26560, 22654, -4864, -7648, -1952, -32174, -7744, 65688, 512, 0, 26772, 53196, -31328, -33736, 32944, -42984, 28288, -14474, 12248, -3480, 3352, 85164, 6144, -18588, -448, 79085, 36940, -9736, 0, -20056, 15608, -2408, -22064, -10108, 31304, -55482, 10000, 13152, 25272, 175776, 3136, -61056, -11376, -4628, -24472, -36524, -10504, 0, -5952, -26172, -19996, 22940, 6376, 61550, 29104, 15252, -18176, 18580, -8780, -21864, 8240, -4664, -8840, 57564, 8480, 58054, 0, -24382, 15232, -27456, -31096, 5992, 49600, 143002, 35430, 9988, 7568, -51988, -40104, 10064, -5936, 37036, 40356, -7006, -28880, 0, 27192, -15592, -5536, -33706, 20144, -70176, -13776, -51880, -33592, -48536, -24816, 59910, 43752, 11780, -16272, 27292, 25632, -36412, 0, -96396, 4984, 93184, 9240, 134728, 108, -85196, -10496, 55104, 28752, 9578, -25312, 4916, -27448, -22492, 2688, 71197, -11692, 0, 14384, 9680, -59760, 76324, -14624, 15140, 42648, 20724, 9024, 26098, 2768, -34692, 1280, 25022, 34016, -54434, 13328, 65044, 0, 51508, -19384, 27020, 77596, 233076, 6232, 21416, -5048, -528, 17568, 33646, -67952, -44600, -5968, -32434, -32860, 3808, 23072, 0, 20712, -40432, -9840, 41048, 25240, 9148, 15488, 7274, -33516, -53496, 55268, 77266, 41112, 130532, 9600, 54556, 6072, -22220, 0, 118138, 22232, 84664, -7776, -24760, 59920, 189770, 12696, -83632, -160, -54060, 28640, 4352, -64876, -36228, -5680, 20364, -25160, 0, -4992, -117604, -19116, 17292, 28528, -41308, 22800, -19560, -17264, 32612, -93808, -34384, 17504, -59184, 9096, -19580, 19904, 26716, 0, -212002, 49656, 71330, -250848, -70448, 17632, 114223, -26544, -140774, -36160, 226136, -8160, 108824, -9600, 74304, -280800, -51466, -35872, 0, 31864, 12212, -6688, -4584, 5768, -347456, -3824, -57128, -2160, -126600, -2688, 20896, -1480, 59452, 27984, 23316, -167072, 2352, 0, 111468, -42664, 7640, 20832, -100800, -14768, -56664, -2048, -135598, 20016, -117110, -42696, 25242, 1768, 5068, -11024, 346840, 12956, 0, 68784, -45052, -28808, 54680, 47120, 17336, -133644, -4588, -10000, -7596, -5056, -61048, -8736, -24328, -5836, -53716, -9888, -13442, 0, -9236, -288, 66782, 143192, -139814, 7680, 47528, 54440, 94988, 27760, -117282, -25036, 35980, -32016, 58236, -32528, -29104, 30784, 0, -26836, 131704, 14240, 5940, -172180, 307824, 24256, -2088, 7816, -23260, -16912, 80790, 61056, 5168, 1408, 76698, -17824, -43260, 0, 17164, 20016, -64528, -56192, 95229, -59440, -202110, 20128, 208622, 29040, 75988, 20064, -62676, 52636, 37864, -18736, -9812, 7880, 0, -1552, -53286, 11264, 100618, 43904, 38380, 31464, 616, -1280, 113232, -56496, -50380, -6608, 42696, 1576, 313332, 33984, 23710, 0, -28188, 16272, 5242, 39712, 53368, 11712, 49318, -31078, 8578, -14976, 24508, -17624, -66080, -4928, 14736, 187044, -119268, -16496, 0, -27232, 51516, 5632, -78268, -35348, 39096, 33340, 4360, -22744, -52616, -21104, -20296, -88848, 24708, -29872, 32716, -19216, 28896, 0, -44092, -8636, 22580, -272, -93900, 4564, 22880, -5408, 349472, 25196, 9320, -40784, -51354, -14048, -27868, -3968, 17314, -33440, 0, -29448, 20928, -21648, 22748, -31776, 219284, -44976, 43680, 18912, 32298, 53264, -89624, 6656, -163692, 23312, -45272, -45936, 57352, 0, 16168, -47456, -103786, 73816, 74348, -10464, -18292, -58688, 62868, 19456, 111989, 71576, 39168, 35528, -1308, 98328, 60736, 17128, 0, 24504, 70412, 28384, 276440, 71496, -10540, 3712, -78190, 52276, 45176, 84560, 175266, -49432, 63372, 4096, -33676, 199972, -240980, 0, -99788, -80, 8120, -6272, -695468, 39040, -655508, -18688, 63332, -31248, -683012, 55584], '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: 47133440
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 3, 'source_embedding_index': 2, 'source_hecke_orbit_code': 45035996340814546, 'source_is_minimal': False, 'source_label': '722.4.a.k.1.2', 'source_level': 722, 'target_conrey_index': 1, 'target_dim': 3, 'target_embedding_index': 2, 'target_hecke_orbit_code': 45035996340814546, 'target_is_minimal': False, 'target_label': '722.4.a.k.1.2', 'target_level': 722, 'twist_class_label': '38.4.c.c.7.2', 'twist_class_level': 38, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 4}
  • id: 47133441
    {'conductor': 19, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 3, 'source_embedding_index': 2, 'source_hecke_orbit_code': 45035996340814546, 'source_is_minimal': False, 'source_label': '722.4.a.k.1.2', 'source_level': 722, 'target_conrey_index': 7, 'target_dim': 6, 'target_embedding_index': 2, 'target_hecke_orbit_code': 9007336760803366, 'target_is_minimal': True, 'target_label': '38.4.c.c.7.2', 'target_level': 38, 'twist_class_label': '38.4.c.c.7.2', 'twist_class_level': 38, 'twisting_char_label': '19.8', 'twisting_conrey_index': 8, 'weight': 4}
  • id: 47133442
    {'conductor': 19, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 3, 'source_embedding_index': 2, 'source_hecke_orbit_code': 45035996340814546, 'source_is_minimal': False, 'source_label': '722.4.a.k.1.2', 'source_level': 722, 'target_conrey_index': 11, 'target_dim': 6, 'target_embedding_index': 2, 'target_hecke_orbit_code': 9007336760803366, 'target_is_minimal': True, 'target_label': '38.4.c.c.11.2', 'target_level': 38, 'twist_class_label': '38.4.c.c.7.2', 'twist_class_level': 38, 'twisting_char_label': '19.12', 'twisting_conrey_index': 12, 'weight': 4}
  • id: 47133443
    {'conductor': 19, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 3, 'source_embedding_index': 2, 'source_hecke_orbit_code': 45035996340814546, 'source_is_minimal': False, 'source_label': '722.4.a.k.1.2', 'source_level': 722, 'target_conrey_index': 1, 'target_dim': 3, 'target_embedding_index': 2, 'target_hecke_orbit_code': 40532396713444050, 'target_is_minimal': False, 'target_label': '722.4.a.j.1.2', 'target_level': 722, 'twist_class_label': '38.4.c.c.7.2', 'twist_class_level': 38, 'twisting_char_label': '19.18', 'twisting_conrey_index': 18, 'weight': 4}
  • id: 47133444
    {'conductor': 57, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 3, 'source_embedding_index': 2, 'source_hecke_orbit_code': 45035996340814546, 'source_is_minimal': False, 'source_label': '722.4.a.k.1.2', 'source_level': 722, 'target_conrey_index': 235, 'target_dim': 6, 'target_embedding_index': 1, 'target_hecke_orbit_code': 22518410520822102, 'target_is_minimal': False, 'target_label': '342.4.g.f.235.1', 'target_level': 342, 'twist_class_label': '38.4.c.c.7.2', 'twist_class_level': 38, 'twisting_char_label': '57.8', 'twisting_conrey_index': 8, 'weight': 4}
  • id: 47133445
    {'conductor': 57, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 3, 'source_embedding_index': 2, 'source_hecke_orbit_code': 45035996340814546, 'source_is_minimal': False, 'source_label': '722.4.a.k.1.2', 'source_level': 722, 'target_conrey_index': 163, 'target_dim': 6, 'target_embedding_index': 1, 'target_hecke_orbit_code': 22518410520822102, 'target_is_minimal': False, 'target_label': '342.4.g.f.163.1', 'target_level': 342, 'twist_class_label': '38.4.c.c.7.2', 'twist_class_level': 38, 'twisting_char_label': '57.50', 'twisting_conrey_index': 50, 'weight': 4}
  • id: 47133446
    {'conductor': 76, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 3, 'source_embedding_index': 2, 'source_hecke_orbit_code': 45035996340814546, 'source_is_minimal': False, 'source_label': '722.4.a.k.1.2', 'source_level': 722, 'target_conrey_index': 273, 'target_dim': 6, 'target_embedding_index': 2, 'target_hecke_orbit_code': 18014948332405040, 'target_is_minimal': False, 'target_label': '304.4.i.e.273.2', 'target_level': 304, 'twist_class_label': '38.4.c.c.7.2', 'twist_class_level': 38, 'twisting_char_label': '76.27', 'twisting_conrey_index': 27, 'weight': 4}
  • id: 47133447
    {'conductor': 76, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 3, 'source_embedding_index': 2, 'source_hecke_orbit_code': 45035996340814546, 'source_is_minimal': False, 'source_label': '722.4.a.k.1.2', 'source_level': 722, 'target_conrey_index': 49, 'target_dim': 6, 'target_embedding_index': 2, 'target_hecke_orbit_code': 18014948332405040, 'target_is_minimal': False, 'target_label': '304.4.i.e.49.2', 'target_level': 304, 'twist_class_label': '38.4.c.c.7.2', 'twist_class_level': 38, 'twisting_char_label': '76.31', 'twisting_conrey_index': 31, 'weight': 4}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 1250925
    {'charpoly_factorization': [[[-2, 1], 3]], 'hecke_orbit_code': 45035996340814546, 'p': 2}
  • id: 1250926
    {'charpoly_factorization': [[[-107, -55, 5, 1], 1]], 'hecke_orbit_code': 45035996340814546, 'p': 3}
  • id: 1250927
    {'charpoly_factorization': [[[1938, -356, -1, 1], 1]], 'hecke_orbit_code': 45035996340814546, 'p': 5}
  • id: 1250928
    {'charpoly_factorization': [[[-96, 162, -26, 1], 1]], 'hecke_orbit_code': 45035996340814546, 'p': 7}
  • id: 1250929
    {'charpoly_factorization': [[[49980, -3311, -4, 1], 1]], 'hecke_orbit_code': 45035996340814546, 'p': 11}
  • id: 1250930
    {'charpoly_factorization': [[[11372, 3984, -129, 1], 1]], 'hecke_orbit_code': 45035996340814546, 'p': 13}
  • id: 1250931
    {'charpoly_factorization': [[[106272, -2232, -51, 1], 1]], 'hecke_orbit_code': 45035996340814546, 'p': 17}
  • id: 1250932
    {'charpoly_factorization': [[[0, 1], 3]], 'hecke_orbit_code': 45035996340814546, 'p': 19}
  • id: 1250933
    {'charpoly_factorization': [[[-67494, -1448, 47, 1], 1]], 'hecke_orbit_code': 45035996340814546, 'p': 23}
  • id: 1250934
    {'charpoly_factorization': [[[2436750, -49400, 125, 1], 1]], 'hecke_orbit_code': 45035996340814546, 'p': 29}
  • id: 1250935
    {'charpoly_factorization': [[[-3809848, -52150, -50, 1], 1]], 'hecke_orbit_code': 45035996340814546, 'p': 31}
  • id: 1250936
    {'charpoly_factorization': [[[88004, -658, -188, 1], 1]], 'hecke_orbit_code': 45035996340814546, 'p': 37}
  • id: 1250937
    {'charpoly_factorization': [[[9010191, 18859, -475, 1], 1]], 'hecke_orbit_code': 45035996340814546, 'p': 41}
  • id: 1250938
    {'charpoly_factorization': [[[16102456, -111724, -73, 1], 1]], 'hecke_orbit_code': 45035996340814546, 'p': 43}
  • id: 1250939
    {'charpoly_factorization': [[[5066730, -16988, -241, 1], 1]], 'hecke_orbit_code': 45035996340814546, 'p': 47}
  • id: 1250940
    {'charpoly_factorization': [[[3295020, -38648, -29, 1], 1]], 'hecke_orbit_code': 45035996340814546, 'p': 53}
  • id: 1250941
    {'charpoly_factorization': [[[35876961, 356385, 1065, 1], 1]], 'hecke_orbit_code': 45035996340814546, 'p': 59}
  • id: 1250942
    {'charpoly_factorization': [[[-18873422, 268668, -981, 1], 1]], 'hecke_orbit_code': 45035996340814546, 'p': 61}
  • id: 1250943
    {'charpoly_factorization': [[[-981957, -61047, -877, 1], 1]], 'hecke_orbit_code': 45035996340814546, 'p': 67}
  • id: 1250944
    {'charpoly_factorization': [[[-260901996, 1370044, -2135, 1], 1]], 'hecke_orbit_code': 45035996340814546, 'p': 71}
  • id: 1250945
    {'charpoly_factorization': [[[844797, 94263, 667, 1], 1]], 'hecke_orbit_code': 45035996340814546, 'p': 73}
  • id: 1250946
    {'charpoly_factorization': [[[393755600, 247080, -1671, 1], 1]], 'hecke_orbit_code': 45035996340814546, 'p': 79}
  • id: 1250947
    {'charpoly_factorization': [[[-162474984, -848043, -588, 1], 1]], 'hecke_orbit_code': 45035996340814546, 'p': 83}
  • id: 1250948
    {'charpoly_factorization': [[[52321248, -316392, -693, 1], 1]], 'hecke_orbit_code': 45035996340814546, 'p': 89}
  • id: 1250949
    {'charpoly_factorization': [[[-2608119145, -2432737, 985, 1], 1]], 'hecke_orbit_code': 45035996340814546, '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': 11, 'label': '722.4.a.k', 'level': 722, 'portrait': 'data:image/png;base64,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', 'weight': 4}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 55169923
    {'hecke_orbit_code': 45035996340814546, 'n': 1, 'trace_an': 3}
  • id: 55169924
    {'hecke_orbit_code': 45035996340814546, 'n': 2, 'trace_an': 6}
  • id: 55169925
    {'hecke_orbit_code': 45035996340814546, 'n': 3, 'trace_an': -5}
  • id: 55169926
    {'hecke_orbit_code': 45035996340814546, 'n': 4, 'trace_an': 12}
  • id: 55169927
    {'hecke_orbit_code': 45035996340814546, 'n': 5, 'trace_an': 1}
  • id: 55169928
    {'hecke_orbit_code': 45035996340814546, 'n': 6, 'trace_an': -10}
  • id: 55169929
    {'hecke_orbit_code': 45035996340814546, 'n': 7, 'trace_an': 26}
  • id: 55169930
    {'hecke_orbit_code': 45035996340814546, 'n': 8, 'trace_an': 24}
  • id: 55169931
    {'hecke_orbit_code': 45035996340814546, 'n': 9, 'trace_an': 54}
  • id: 55169932
    {'hecke_orbit_code': 45035996340814546, 'n': 10, 'trace_an': 2}
  • id: 55169933
    {'hecke_orbit_code': 45035996340814546, 'n': 11, 'trace_an': 4}
  • id: 55169934
    {'hecke_orbit_code': 45035996340814546, 'n': 12, 'trace_an': -20}
  • id: 55169935
    {'hecke_orbit_code': 45035996340814546, 'n': 13, 'trace_an': 129}
  • id: 55169936
    {'hecke_orbit_code': 45035996340814546, 'n': 14, 'trace_an': 52}
  • id: 55169937
    {'hecke_orbit_code': 45035996340814546, 'n': 15, 'trace_an': -77}
  • id: 55169938
    {'hecke_orbit_code': 45035996340814546, 'n': 16, 'trace_an': 48}
  • id: 55169939
    {'hecke_orbit_code': 45035996340814546, 'n': 17, 'trace_an': 51}
  • id: 55169940
    {'hecke_orbit_code': 45035996340814546, 'n': 18, 'trace_an': 108}
  • id: 55169941
    {'hecke_orbit_code': 45035996340814546, 'n': 19, 'trace_an': 0}
  • id: 55169942
    {'hecke_orbit_code': 45035996340814546, 'n': 20, 'trace_an': 4}
  • id: 55169943
    {'hecke_orbit_code': 45035996340814546, 'n': 21, 'trace_an': -170}
  • id: 55169944
    {'hecke_orbit_code': 45035996340814546, 'n': 22, 'trace_an': 8}
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  • id: 55170139
    {'hecke_orbit_code': 45035996340814546, 'n': 729, 'trace_an': 12963}
  • id: 55170140
    {'hecke_orbit_code': 45035996340814546, 'n': 733, 'trace_an': -5032}
  • id: 55170141
    {'hecke_orbit_code': 45035996340814546, 'n': 739, 'trace_an': 12621}
  • id: 55170142
    {'hecke_orbit_code': 45035996340814546, 'n': 743, 'trace_an': -37555}
  • id: 55170143
    {'hecke_orbit_code': 45035996340814546, 'n': 751, 'trace_an': -36231}
  • id: 55170144
    {'hecke_orbit_code': 45035996340814546, 'n': 757, 'trace_an': 2983}
  • id: 55170145
    {'hecke_orbit_code': 45035996340814546, 'n': 761, 'trace_an': -37644}
  • id: 55170146
    {'hecke_orbit_code': 45035996340814546, 'n': 769, 'trace_an': 13027}
  • id: 55170147
    {'hecke_orbit_code': 45035996340814546, 'n': 773, 'trace_an': -3321}
  • id: 55170148
    {'hecke_orbit_code': 45035996340814546, 'n': 787, 'trace_an': -28792}
  • id: 55170149
    {'hecke_orbit_code': 45035996340814546, 'n': 797, 'trace_an': 77268}
  • id: 55170150
    {'hecke_orbit_code': 45035996340814546, 'n': 809, 'trace_an': -30372}
  • id: 55170151
    {'hecke_orbit_code': 45035996340814546, 'n': 811, 'trace_an': -29255}
  • id: 55170152
    {'hecke_orbit_code': 45035996340814546, 'n': 821, 'trace_an': -465}
  • id: 55170153
    {'hecke_orbit_code': 45035996340814546, 'n': 823, 'trace_an': -8733}
  • id: 55170154
    {'hecke_orbit_code': 45035996340814546, 'n': 827, 'trace_an': -22519}
  • id: 55170155
    {'hecke_orbit_code': 45035996340814546, 'n': 829, 'trace_an': 55666}
  • id: 55170156
    {'hecke_orbit_code': 45035996340814546, 'n': 839, 'trace_an': -42967}
  • id: 55170157
    {'hecke_orbit_code': 45035996340814546, 'n': 841, 'trace_an': 41258}
  • id: 55170158
    {'hecke_orbit_code': 45035996340814546, 'n': 853, 'trace_an': 72287}
  • id: 55170159
    {'hecke_orbit_code': 45035996340814546, 'n': 857, 'trace_an': -31377}
  • id: 55170160
    {'hecke_orbit_code': 45035996340814546, 'n': 859, 'trace_an': -13025}
  • id: 55170161
    {'hecke_orbit_code': 45035996340814546, 'n': 863, 'trace_an': 74322}
  • id: 55170162
    {'hecke_orbit_code': 45035996340814546, 'n': 877, 'trace_an': -40381}
  • id: 55170163
    {'hecke_orbit_code': 45035996340814546, 'n': 881, 'trace_an': -49884}
  • id: 55170164
    {'hecke_orbit_code': 45035996340814546, 'n': 883, 'trace_an': -32897}
  • id: 55170165
    {'hecke_orbit_code': 45035996340814546, 'n': 887, 'trace_an': -7643}
  • id: 55170166
    {'hecke_orbit_code': 45035996340814546, 'n': 907, 'trace_an': -1473}
  • id: 55170167
    {'hecke_orbit_code': 45035996340814546, 'n': 911, 'trace_an': -29562}
  • id: 55170168
    {'hecke_orbit_code': 45035996340814546, 'n': 919, 'trace_an': 7992}
  • id: 55170169
    {'hecke_orbit_code': 45035996340814546, 'n': 929, 'trace_an': -29927}
  • id: 55170170
    {'hecke_orbit_code': 45035996340814546, 'n': 937, 'trace_an': 111261}
  • id: 55170171
    {'hecke_orbit_code': 45035996340814546, 'n': 941, 'trace_an': 25597}
  • id: 55170172
    {'hecke_orbit_code': 45035996340814546, 'n': 947, 'trace_an': -21387}
  • id: 55170173
    {'hecke_orbit_code': 45035996340814546, 'n': 953, 'trace_an': -21337}
  • id: 55170174
    {'hecke_orbit_code': 45035996340814546, 'n': 961, 'trace_an': 17427}
  • id: 55170175
    {'hecke_orbit_code': 45035996340814546, 'n': 967, 'trace_an': -36511}
  • id: 55170176
    {'hecke_orbit_code': 45035996340814546, 'n': 971, 'trace_an': -21145}
  • id: 55170177
    {'hecke_orbit_code': 45035996340814546, 'n': 977, 'trace_an': -51100}
  • id: 55170178
    {'hecke_orbit_code': 45035996340814546, 'n': 983, 'trace_an': -47913}
  • id: 55170179
    {'hecke_orbit_code': 45035996340814546, 'n': 991, 'trace_an': -14761}
  • id: 55170180
    {'hecke_orbit_code': 45035996340814546, 'n': 997, 'trace_an': -38327}