Embedded newform data - 1150.4.a.s.1.3

Formats: - HTML - YAML - JSON - 2025-07-15T19:42:24.217539

• 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': 18400, 'analytic_conductor': 67.8521965066017, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [5, 1], [23, 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': [1150, 1, [277, 51], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 5, 'field_disc': 21802329549, 'field_disc_factorization': [[3, 3], [7, 3], [11, 1], [13, 1], [101, 1], [163, 1]], 'field_poly': [101, 202, 38, -38, -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, [-644, 42, 209, -1, -12, 1]], [7, [-2248, 3468, 52, -349, 24, 1]]], 'hecke_orbit': 19, 'hecke_orbit_code': 81064793359778942, 'hecke_ring_generator_nbound': 11, 'hecke_ring_index': 2, 'hecke_ring_index_factorization': [[2, 1]], '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': '1150.4.a.s', 'level': 1150, '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, 5, 23], 'level_radical': 230, 'minimal_twist': '1150.4.a.s', 'prim_orbit_index': 1, 'qexp_display': 'q-2q^{2}+(2+\\beta _{2})q^{3}+4q^{4}+(-4-2\\beta _{2}+\\cdots)q^{6}+\\cdots', 'related_objects': [], 'relative_dim': 5, 'rm_discs': [], 'sato_tate_group': '3.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '1150.4.a', 'trace_display': [-10, 12, 0, -24], 'trace_hash': 549738700070967451, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.100', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.533', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.025', 'prec': 17}, {'__RealLiteral__': 0, 'data': '59.307', 'prec': 20}, {'__RealLiteral__': 0, 'data': '24.940', 'prec': 20}, {'__RealLiteral__': 0, 'data': '1162.594', 'prec': 27}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 'traces': [5, -10, 12, 20, 0, -24, -24, -40, 11, 0, -54, 48, 36, 48, 0, 80, 132, -22, -50, 0, -158, 108, -115, -96, 0, -72, 489, -96, -104, 0, -342, -160, -348, -264, 0, 44, 380, 100, 193, 0, 2, 316, -114, -216, 0, 230, 966, 192, -441, 0, 1200, 144, 308, -978, 0, 192, 1410, 208, -277, 0, 482, 684, -222, 320, 0, 696, 2044, 528, -276, 0, 208, -88, 646, -760, 0, -200, 2124, -386, -3444, 0, 2933, -4, 1218, -632, 0, 228, 103, 432, 140, 0, 1976, -460, 473, -1932, 0, -384, 2816, 882, -1740, 0, 341, -2400, -370, -288, 0, -616, 2370, 1956, -2860, 0, -210, -384, 2702, -2820, 0, -416, 2754, 554, -4356, 0, 2723, -964, 1898, -1368, 0, 444, -1904, -640, -5294, 0, 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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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-0.10674161235069386, -0.13922122696763903, -0.20336029609109624, -0.33791794218359145, -0.14623393358666467, -0.39848433619022217, -0.23856315140253034, -0.1013440536753456, -0.21253733336476036, -0.3769059227054902, -0.4003171759985391, -0.3462669830400432, -0.29055279243533133, -0.4185343832733924, -0.14679982598526678, -0.3492811579277502, -0.2703877038831986, -0.3766394470243402, -0.2538585391375091, -0.26342007756250446, -0.3109239815515734, -0.07728054665494975, -0.30788114304005276, -0.1928998660647161, -0.33507403209882436, -0.2987176334645001, -0.257725660040235, -0.24422973390779085, -0.1222217401526285, -0.20486762233361644, -0.2335307609273306, -0.13343415823351906, -0.14186534587889235, -0.31887960834138385, -0.393076988497803, -0.339097292434458, -0.1835229907016621, -0.29217872601877626, -0.22410911788276108, -0.32126074762702733, -0.27415936015028974, -0.21018142215127208, -0.27823216980516113, -0.21316792092667688, -0.19674490887400617, -0.3492974281729697, -0.3454278683938869, -0.3111559826920822, -0.3273267600627438, -0.14303514447722562, -0.40682445924351984, -0.20009701137179625, -0.2928565006345377, -0.08697572651752761, -0.2925990617455279, -0.2726349920091278, -0.30774197673515274, -0.19625774377429728, -0.17101749669116742, -0.328075229008401, -0.18216567333017733, -0.13442959571467872, -0.20272521391239973, -0.19710658473802067, -0.3466131021365278, -0.34233582048135297, -0.3277286831004621, -0.28482315142999576, -0.1824942551594348, -0.2586038539508749, -0.22172532404359258, -0.02459649365080783, -0.23185531508282026, -0.31897307228168964, -0.2645877596350119, -0.27980963835145584, -0.14354953637622095, -0.20601560349085363, -0.10789549696205354, -0.24789710145352578, -0.14750344688513925, -0.2904381067557985, -0.23442110923815476, -0.11712787147543506, -0.30444799625884, -0.38929300379896903, -0.37930826324096, -0.21226251142219543, -0.24305808455975433, -0.15815030020868776, -0.24488026669333035, -0.26210210495941394, -0.3151805722811767, -0.37103396474298994, -0.14994393766673803, -0.3247564314231583, -0.26038727381950544, -0.41933763085724135, -0.29551588337665924, -0.06586970295924058, -0.05775811011290373, -0.23998621277332055, -0.17471894736159832, -0.12028038074292156, -0.23579706954678928, -0.3719027661491207, -0.21757142999640844, -0.30487040938669147, -0.061408247975270565], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 3, 'dual_embedding_m': 3, 'embedding_index': 3, 'embedding_m': 3, 'embedding_root_imag': 0.0, 'embedding_root_real': -5.7684216130185835, 'hecke_orbit': 19, 'hecke_orbit_code': 81064793359778942, 'label': '1150.4.a.s.1.3', 'level': 1150, '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, 11, 13, 15, 13, 14, 14, 12], 'ALdims_eis_new': [0, 0, 0, 0, 0, 0, 0, 0], 'ALdims_eis_old': [3, 3, 3, 3, 3, 3, 3, 3], 'ALdims_old': [60, 49, 48, 56, 56, 49, 48, 58], 'Nk2': 18400, 'analytic_conductor': 67.8521965066017, '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': [1150, 1, [277, 51], [1, 1]], 'conrey_index': 1, 'cusp_dim': 528, 'dim': 104, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_cutter_primes': [3, 7], 'hecke_orbit_code': 67110014, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 3, 4, 4, 4, 5, 5, 5, 5, 5, 5, 6, 6, 7, 7, 9, 9], 'label': '1150.4.a', 'level': 1150, '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, 5, 23], 'level_radical': 230, 'mf_dim': 552, 'mf_new_dim': 104, 'num_forms': 28, 'plus_dim': 55, 'prim_orbit_index': 1, 'relative_dim': 104, 'sturm_bound': 720, 'trace_bound': 3, 'trace_display': [4, -8, 0, -16], 'traces': [104, 4, -8, 416, 0, -32, -16, 16, 864, 0, -66, -32, -36, 40, 0, 1664, -96, 52, 182, 0, 380, 148, 0, -128, 0, 248, -428, -64, 256, 0, 76, 64, -716, 120, 0, 3456, -494, -484, -396, 0, -604, 64, -366, -264, 0, -92, -452, -128, 3344, 0, 1808, -144, 182, 568, 0, 160, -256, -64, 384, 0, -3098, 1136, 748, 6656, 0, 1016, -2006, -384, -276, 0, 2028, 208, 1040, -1460, 0, 728, 1496, 2800, -1308, 0, 9176, -656, 1090, 1520, 0, -980, 6212, 592, 44, 0, -2124, 0, 1828, -1328, 0, -512, 464, -28, -3746, 0, 1072, -1232, -2140, 992, 0, -3524, 8614, -1712, -1866, 0, -2540, -256, 44, -6632, 0, 1024, 2688, 4064, 216, 0, 14872, 2204, 3740, 304, 0, -328, 4548, 256, -9136, 0, -9652, -2864, -5328, 1772, 0, 480, -252, 552, -7024, 0, -2204, -288, 3968, 13824, 0, -7736, 1504, -1976, 6266, 0, -1108, -1936, -8092, 11136, 0, -1584, -5562, -3112, 5320, 0, 184, -4284, -2792, -2416, 0, 5836, 6768, 256, 26012, 0, 930, -1464, -2284, -2320, 0, -1056, 1264, -1304, -13164, 0, -3758, 2128, -17736, -368, 0, -6432, -14468, -1808, 14740, 0, 9200, -512, -8516, -22368, 0, 13376, 7768, 7476, -12744, 0, 1744, 6824, -812, 7232, 0, -1040, 5152, -576, 3168, 0, 10804, 728, -15004, -6180, 0, 2272, -13900, -2228, -9800, 0, 3436, 17152, -2512, 640, 0, 15104, -8042, -1024, 3814, 0, 24176, -256, 10380, 9080, 0, 1536, 11376, -2272, 28828, 0, -6124, 7468, 5556, -12392, 0, -16856, -19284, 4544, 44256, 0, -110, 2992, -1702, 15264, 0, 26624, 976, -4512, -47632, 0, 39052, -13472, 8056, 4064, 0, 14672, -6560, -8024, -27432, 0, -39056, -1536, 29796, 9944, 0, -1104, -5288, -2208, 27304, 0, 2468, 15344, -9458, 8112, 0, -12616, -21924, 832, 35700, 0, -19292, 4160, 21942, -41920, 0, -5840, -5300, -5836, -4232, 0, -43040, -18144, -4096, 2912, 0, 4304, 5636, 5984, 19612, 0, 15004, 11200, -17820, -26084, 0, -5232, 21300, 4784, -25320, 0, -10628, 1288, 28308, 36704, 0, 36352, 20200, -2624, -19652, 0, -23024, 4360, 39494, 288, 0, 6080, 30664, 3932, 53784, 0, 27812, -9220, 13912, -3920, 0, -43152, 9692, 24848, -34360, 0, -22476, 2368, -1044, 6784, 0, 176, 77368, -18504, 30468, 0, 58080, -16724, 44240, -8496, 0, 23312, -25848, 0, 46140, 0, 109528, 7312, -11462, -33056, 0, -5312, 8548, 13904, -44994, 0, 91212, -20920, -38768, -2048, 0, -32832, -12934, 1856, 82566, 0, 2760, -112, 64772, -9520, 0, -14984, 17084, -29528, 27528, 0, -49308, 32416, -47740, 4288, 0, -54384, 26144, -4928, -54384, 0, -64004, -8560, 3928, -4140, 0, 3968, -26236, -23000, -70154, 0, 19294, -29872, -40576, -14096, 0, 39792, -51728, 34456, -99556, 0, -30212, -6848, -37056, 13152, 0, -7464, 5474, -5248, -61500, 0, 43328, 10880, -47528, -10160, 0, -10864, -16624, -1024, -58728, 0, 20916, 176, -43476, 71260, 0, -26528, -34296, -31140, 43968, 0, -104480, -56512, 31888, 4096, 0, 9320, 15758, 10752, 49104, 0, 20496, 16256, 22868, -27344, 0, 864, -50594, -16752, 23612, 0, 9568, -4016, 644, 59488, 0, -30456, -19364, 8816, -15832, 0, -105432, 14960, -27156, -7144, 0, 1216, -49812, -1024, 57400, 0, -88736, -31012, 57324, -1312, 0, -7084, -78364, 18192, 16856, 0, -130540, 1024, -60760, -58784, 0, -36544, -23108, -74272, 67792, 0, 37576, 37616, -25038, -38608, 0, -112, -56596, -11456, 55016, 0, -60648, -21312, 10156, -116568, 0, 7088, -46380, 31120, -41002, 0, 99752, 14368, 75908, 1920, 0, -10176, -28676, -1008, -160098, 0, 17428, 2208, 102440, 10400, 0, -28096, 86666, 31200, -33180, 0, -108924, -1816, 27610, -8816, 0, -90476, 58888, -1152, 8244, 0, 28454, 15872, -45492, 23280, 0, 55296, -39848, 93836, -88216, 0, -10096, 16400, -45736, -30944, 0, -54260, 79092, 6016, -139320, 0, -36964, -7904, 56956, 48904, 0, 25064, -79844, 14536, -60792, 0, -11540, 22224, 18166, -4432, 0, -32752, 85920, -7744, 3700, 0, -39516, -32368, -70522, -83104, 0, 44544, 15960, -15760, -2202, 0, -12144, 3664, 94136, -6336, 0, 8848, 143744, -22248, 97844, 0, -86888, -12448, -100056, 17504, 0, 21280, 116604, -45960, -111904, 0, -204036, 28096, -105514, 736, 0, -89376, -136300, -17136, -42064, 0, 233620, -11168, -41972, 127168, 0, -9664, -60308, 135520, 102258, 0, 25702, -20000, -101100, 23344, 0, 155212, -11132, 27072, 55056, 0, 40512, 1024, -82920, 13168, 0, 104048, 18358, -63936, -112440, 0, -129908, 18848, 19620, 3720, 0, 90464, -40312, -5856, 64636, 0, -50212, -9136, 119896, 14368, 0, -9280, 96956, 44480, 59444, 0, -130550, 85152, 132056, -4224, 0, 32744, 51064, 5056, -175546, 0, -181164, -5216, 17112, 153008, 0, -52656, 27676, 36328, -27576, 0, -27512, 33100, -86876, -15032, 0, 82584, -41920, 8512, 135336, 0, 49012, -70944, 206746, 156648, 0, -1472, -115932, 105328, 50216, 0, -60928, -9280, -37908, -25728, 0, 113756, 20990, -57872, -146104, 0, -49832, -7232, -43052, -164192, 0, 58960, 46198, -88932, 33580, 0, 16512, -34592, -40104, 36800, 0, -12048, -52512, -2048, -14524, 0, 154308, -34064, 43218, 56124, 0, -89472, -88752, 27868, 18592, 0, 306876, 4048, 302980, 53504, 0, 65824, 43586, 31072, -44584, 0, 54288, 29904, 13908, -41736, 0, -50976, 17674, -20848, 115996, 0, 151840, 43136, 49768, 6976, 0, 9344, -120596, 27296, -81344, 0, 101940, -3248, -190080, 10336, 0, 28928, 103252, -71304, -76464, 0, 210480, 34384, 221164, -4160, 0, -73664, 38102, 20608, -9916, 0, -142956, -2304, 41856, 29112, 0, 12672, 76748, -11988, 258916, 0, 82028, -56300, -176732, 43216, 0, 336, 98408, 2912, 159920, 0, -598, -60016, 218944, -104176, 0, -24720, 67628, -124176, 83076, 0, 429380, 43000, -213868, 9088, 0, -53080, 30376, -55600, 67456, 0, -160280, -8912, -305996, 1196, 0, -39200, -38716, -51136, 5160, 0, 370284, -4748, -79104, 13744, 0, 163744, 2244, 68608, -19444, 0, 264470, -10048, -261168, 67616, 0, 2560, -10488, 152592, 111708, 0, -150124, -71752, -296056, 60416, 0, -48112, -23742, -32168, 183760, 0, 196420, -4096, -30108, -17256, 0, 15256, -255548, -202144, -21592, 0, -648476, -61008, -24316, 96704, 0, -64000, -32176, -1024, 32184, 0, -116594, 41520, 6284, -261564, 0, 36320, 45148, 144960, 35912, 0, 83238, 49104, 30084, 6144, 0, -139176, 41312, 45504, 133412, 0, 331680, -9088, -60132, -308660, 0, 115312, 33820, -59584, 222304, 0, -41852, -79528, 532134, -24496, 0, -34592, -135220, 29872, -173100, 0, -142190, 22224, -226300, -127408, 0, -49568, -131808, -216992, -29952, 0, 110262, 15192, -21148, -67424, 0, -161296, 205796, -77136, -7774, 0, -380128, 18176, -15380, 90720, 0, 177024, 76076, 37768, -48372, 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: 48219316
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 5, 'source_embedding_index': 3, 'source_hecke_orbit_code': 81064793359778942, 'source_is_minimal': True, 'source_label': '1150.4.a.s.1.3', 'source_level': 1150, 'target_conrey_index': 1, 'target_dim': 5, 'target_embedding_index': 3, 'target_hecke_orbit_code': 81064793359778942, 'target_is_minimal': True, 'target_label': '1150.4.a.s.1.3', 'target_level': 1150, 'twist_class_label': '1150.4.a.s.1.3', 'twist_class_level': 1150, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 4}
  • id: 48219317
    {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 5, 'source_embedding_index': 3, 'source_hecke_orbit_code': 81064793359778942, 'source_is_minimal': True, 'source_label': '1150.4.a.s.1.3', 'source_level': 1150, 'target_conrey_index': 599, 'target_dim': 10, 'target_embedding_index': 3, 'target_hecke_orbit_code': 67554063197144190, 'target_is_minimal': False, 'target_label': '1150.4.b.p.599.3', 'target_level': 1150, 'twist_class_label': '1150.4.a.s.1.3', 'twist_class_level': 1150, 'twisting_char_label': '5.2', 'twisting_conrey_index': 2, 'weight': 4}
  • id: 48219318
    {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 5, 'source_embedding_index': 3, 'source_hecke_orbit_code': 81064793359778942, 'source_is_minimal': True, 'source_label': '1150.4.a.s.1.3', 'source_level': 1150, 'target_conrey_index': 599, 'target_dim': 10, 'target_embedding_index': 8, 'target_hecke_orbit_code': 67554063197144190, 'target_is_minimal': False, 'target_label': '1150.4.b.p.599.8', 'target_level': 1150, 'twist_class_label': '1150.4.a.s.1.3', 'twist_class_level': 1150, 'twisting_char_label': '5.3', 'twisting_conrey_index': 3, 'weight': 4}
  • id: 48219319
    {'conductor': 5, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 5, 'source_embedding_index': 3, 'source_hecke_orbit_code': 81064793359778942, 'source_is_minimal': True, 'source_label': '1150.4.a.s.1.3', 'source_level': 1150, 'target_conrey_index': 1, 'target_dim': 5, 'target_embedding_index': 3, 'target_hecke_orbit_code': 85568392987149438, 'target_is_minimal': True, 'target_label': '1150.4.a.t.1.3', 'target_level': 1150, 'twist_class_label': '1150.4.a.s.1.3', 'twist_class_level': 1150, 'twisting_char_label': '5.4', 'twisting_conrey_index': 4, 'weight': 4}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 1721325
    {'charpoly_factorization': [[[2, 1], 5]], 'hecke_orbit_code': 81064793359778942, 'p': 2}
  • id: 1721326
    {'charpoly_factorization': [[[-644, 42, 209, -1, -12, 1], 1]], 'hecke_orbit_code': 81064793359778942, 'p': 3}
  • id: 1721327
    {'charpoly_factorization': [[[0, 1], 5]], 'hecke_orbit_code': 81064793359778942, 'p': 5}
  • id: 1721328
    {'charpoly_factorization': [[[-2248, 3468, 52, -349, 24, 1], 1]], 'hecke_orbit_code': 81064793359778942, 'p': 7}
  • id: 1721329
    {'charpoly_factorization': [[[65678040, 2871804, -143420, -3231, 54, 1], 1]], 'hecke_orbit_code': 81064793359778942, 'p': 11}
  • id: 1721330
    {'charpoly_factorization': [[[-97982647, 2788611, 150739, -4048, -36, 1], 1]], 'hecke_orbit_code': 81064793359778942, 'p': 13}
  • id: 1721331
    {'charpoly_factorization': [[[880467840, -72194976, 1720536, -8220, -132, 1], 1]], 'hecke_orbit_code': 81064793359778942, 'p': 17}
  • id: 1721332
    {'charpoly_factorization': [[[2606683072, 81754064, -530552, -20603, 50, 1], 1]], 'hecke_orbit_code': 81064793359778942, 'p': 19}
  • id: 1721333
    {'charpoly_factorization': [[[23, 1], 5]], 'hecke_orbit_code': 81064793359778942, 'p': 23}
  • id: 1721334
    {'charpoly_factorization': [[[24501628185, 391041659, -3380753, -39720, 104, 1], 1]], 'hecke_orbit_code': 81064793359778942, 'p': 29}
  • id: 1721335
    {'charpoly_factorization': [[[11316658220, -321453132, -6522851, 1181, 342, 1], 1]], 'hecke_orbit_code': 81064793359778942, 'p': 31}
  • id: 1721336
    {'charpoly_factorization': [[[-473407383904, 1074710000, 30976064, -73856, -380, 1], 1]], 'hecke_orbit_code': 81064793359778942, 'p': 37}
  • id: 1721337
    {'charpoly_factorization': [[[235392970113, 4015880715, 245799, -147750, -2, 1], 1]], 'hecke_orbit_code': 81064793359778942, 'p': 41}
  • id: 1721338
    {'charpoly_factorization': [[[-842722287576, 15427609860, -5289000, -273235, 114, 1], 1]], 'hecke_orbit_code': 81064793359778942, 'p': 43}
  • id: 1721339
    {'charpoly_factorization': [[[-13861936377828, -12859195734, 228721577, -62055, -966, 1], 1]], 'hecke_orbit_code': 81064793359778942, 'p': 47}
  • id: 1721340
    {'charpoly_factorization': [[[-1970528354784, 30088633696, 93259912, -445020, -308, 1], 1]], 'hecke_orbit_code': 81064793359778942, 'p': 53}
  • id: 1721341
    {'charpoly_factorization': [[[-433939150092, 30164519378, -51960721, -397443, 277, 1], 1]], 'hecke_orbit_code': 81064793359778942, 'p': 59}
  • id: 1721342
    {'charpoly_factorization': [[[-19500464743200, 71768565120, 175605408, -584040, -482, 1], 1]], 'hecke_orbit_code': 81064793359778942, 'p': 61}
  • id: 1721343
    {'charpoly_factorization': [[[-234780561408, 25105149952, -373302976, 1424160, -2044, 1], 1]], 'hecke_orbit_code': 81064793359778942, 'p': 67}
  • id: 1721344
    {'charpoly_factorization': [[[569270032548, -13217454656, -189463099, -615747, -208, 1], 1]], 'hecke_orbit_code': 81064793359778942, 'p': 71}
  • id: 1721345
    {'charpoly_factorization': [[[-8346922024119, 86428852027, 284791991, -841842, -646, 1], 1]], 'hecke_orbit_code': 81064793359778942, 'p': 73}
  • id: 1721346
    {'charpoly_factorization': [[[85004646248488, 810898318644, 2799276932, 4512959, 3444, 1], 1]], 'hecke_orbit_code': 81064793359778942, 'p': 79}
  • id: 1721347
    {'charpoly_factorization': [[[-5507631839808, 232218743568, 589494584, -647787, -1218, 1], 1]], 'hecke_orbit_code': 81064793359778942, 'p': 83}
  • id: 1721348
    {'charpoly_factorization': [[[-710453302020000, 1613933521200, 946138536, -2751000, -140, 1], 1]], 'hecke_orbit_code': 81064793359778942, 'p': 89}
  • id: 1721349
    {'charpoly_factorization': [[[416344669121248, -3108036494864, 3709685008, 767080, -2816, 1], 1]], 'hecke_orbit_code': 81064793359778942, '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': 19, 'label': '1150.4.a.s', 'level': 1150, 'portrait': 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', 'weight': 4}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 63424891
    {'hecke_orbit_code': 81064793359778942, 'n': 1, 'trace_an': 5}
  • id: 63424892
    {'hecke_orbit_code': 81064793359778942, 'n': 2, 'trace_an': -10}
  • id: 63424893
    {'hecke_orbit_code': 81064793359778942, 'n': 3, 'trace_an': 12}
  • id: 63424894
    {'hecke_orbit_code': 81064793359778942, 'n': 4, 'trace_an': 20}
  • id: 63424895
    {'hecke_orbit_code': 81064793359778942, 'n': 5, 'trace_an': 0}
  • id: 63424896
    {'hecke_orbit_code': 81064793359778942, 'n': 6, 'trace_an': -24}
  • id: 63424897
    {'hecke_orbit_code': 81064793359778942, 'n': 7, 'trace_an': -24}
  • id: 63424898
    {'hecke_orbit_code': 81064793359778942, 'n': 8, 'trace_an': -40}
  • id: 63424899
    {'hecke_orbit_code': 81064793359778942, 'n': 9, 'trace_an': 11}
  • id: 63424900
    {'hecke_orbit_code': 81064793359778942, 'n': 10, 'trace_an': 0}
  • id: 63424901
    {'hecke_orbit_code': 81064793359778942, 'n': 11, 'trace_an': -54}
  • id: 63424902
    {'hecke_orbit_code': 81064793359778942, 'n': 12, 'trace_an': 48}
  • id: 63424903
    {'hecke_orbit_code': 81064793359778942, 'n': 13, 'trace_an': 36}
  • id: 63424904
    {'hecke_orbit_code': 81064793359778942, 'n': 14, 'trace_an': 48}
  • id: 63424905
    {'hecke_orbit_code': 81064793359778942, 'n': 15, 'trace_an': 0}
  • id: 63424906
    {'hecke_orbit_code': 81064793359778942, 'n': 16, 'trace_an': 80}
  • id: 63424907
    {'hecke_orbit_code': 81064793359778942, 'n': 17, 'trace_an': 132}
  • id: 63424908
    {'hecke_orbit_code': 81064793359778942, 'n': 18, 'trace_an': -22}
  • id: 63424909
    {'hecke_orbit_code': 81064793359778942, 'n': 19, 'trace_an': -50}
  • id: 63424910
    {'hecke_orbit_code': 81064793359778942, 'n': 20, 'trace_an': 0}
  • id: 63424911
    {'hecke_orbit_code': 81064793359778942, 'n': 21, 'trace_an': -158}
  • id: 63424912
    {'hecke_orbit_code': 81064793359778942, 'n': 22, 'trace_an': 108}
  • id: 63424913
    {'hecke_orbit_code': 81064793359778942, 'n': 23, 'trace_an': -115}
  • id: 63424914
    {'hecke_orbit_code': 81064793359778942, 'n': 24, 'trace_an': -96}
  • id: 63424915
    {'hecke_orbit_code': 81064793359778942, 'n': 25, 'trace_an': 0}
  • id: 63424916
    {'hecke_orbit_code': 81064793359778942, 'n': 26, 'trace_an': -72}
  • id: 63424917
    {'hecke_orbit_code': 81064793359778942, 'n': 27, 'trace_an': 489}
  • id: 63424918
    {'hecke_orbit_code': 81064793359778942, 'n': 28, 'trace_an': -96}
  • id: 63424919
    {'hecke_orbit_code': 81064793359778942, 'n': 29, 'trace_an': -104}
  • id: 63424920
    {'hecke_orbit_code': 81064793359778942, 'n': 30, 'trace_an': 0}
  • id: 63424921
    {'hecke_orbit_code': 81064793359778942, 'n': 31, 'trace_an': -342}
  • id: 63424922
    {'hecke_orbit_code': 81064793359778942, 'n': 32, 'trace_an': -160}
  • id: 63424923
    {'hecke_orbit_code': 81064793359778942, 'n': 33, 'trace_an': -348}
  • id: 63424924
    {'hecke_orbit_code': 81064793359778942, 'n': 34, 'trace_an': -264}
  • id: 63424925
    {'hecke_orbit_code': 81064793359778942, 'n': 35, 'trace_an': 0}
  • id: 63424926
    {'hecke_orbit_code': 81064793359778942, 'n': 36, 'trace_an': 44}
  • id: 63424927
    {'hecke_orbit_code': 81064793359778942, 'n': 37, 'trace_an': 380}
  • id: 63424928
    {'hecke_orbit_code': 81064793359778942, 'n': 38, 'trace_an': 100}
  • id: 63424929
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  • id: 63425113
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  • id: 63425114
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  • id: 63425115
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  • id: 63425116
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  • id: 63425117
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  • id: 63425118
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  • id: 63425119
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  • id: 63425120
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  • id: 63425121
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  • id: 63425122
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  • id: 63425123
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  • id: 63425124
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  • id: 63425125
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  • id: 63425126
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  • id: 63425127
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  • id: 63425128
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  • id: 63425129
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  • id: 63425130
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  • id: 63425131
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  • id: 63425132
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  • id: 63425133
    {'hecke_orbit_code': 81064793359778942, 'n': 887, 'trace_an': -4778}
  • id: 63425134
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  • id: 63425135
    {'hecke_orbit_code': 81064793359778942, 'n': 911, 'trace_an': -44742}
  • id: 63425136
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  • id: 63425137
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  • id: 63425138
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  • id: 63425139
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  • id: 63425140
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  • id: 63425141
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  • id: 63425142
    {'hecke_orbit_code': 81064793359778942, 'n': 961, 'trace_an': -34353}
  • id: 63425143
    {'hecke_orbit_code': 81064793359778942, 'n': 967, 'trace_an': -42496}
  • id: 63425144
    {'hecke_orbit_code': 81064793359778942, 'n': 971, 'trace_an': -35152}
  • id: 63425145
    {'hecke_orbit_code': 81064793359778942, 'n': 977, 'trace_an': 46766}
  • id: 63425146
    {'hecke_orbit_code': 81064793359778942, 'n': 983, 'trace_an': -13054}
  • id: 63425147
    {'hecke_orbit_code': 81064793359778942, 'n': 991, 'trace_an': -42339}
  • id: 63425148
    {'hecke_orbit_code': 81064793359778942, 'n': 997, 'trace_an': -46047}