Newform data - 1080.6.a.g

Formats: - HTML - YAML - JSON - 2023-09-24T20:24:30.743378

• mf_newforms •

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

  
  {'Nk2': 38880, 'analytic_conductor': 173.21452539801908, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [3, -1], [5, -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': [1080, 1, [271, 541, 1001, 217], [1, 1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 3, 'field_disc': 15881, 'field_disc_factorization': [[15881, 1]], 'field_poly': [-55, -29, 0, 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': [[7, [936424, -20832, 30, 1]], [11, [-16969720, -114084, 660, 1]]], 'hecke_orbit': 7, 'hecke_orbit_code': 27021597864887352, 'hecke_ring_generator_nbound': 11, 'hecke_ring_index': 792, 'hecke_ring_index_factorization': [[2, 3], [3, 2], [11, 1]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '1080.6.a.g', 'level': 1080, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 5], 'level_radical': 30, 'minimal_twist': '1080.6.a.e', 'nf_label': '3.3.15881.1', 'prim_orbit_index': 1, 'qexp_display': 'q+5^{2}q^{5}+(-10+\\beta _{2})q^{7}+(-220+\\cdots)q^{11}+\\cdots', 'related_objects': [], 'relative_dim': 3, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '1080.6.a', 'trace_display': [0, 0, 75, -30], 'trace_hash': 1885869977073044009, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '3.068', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '23.344', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '263.986', 'prec': 24}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.002', 'prec': 17}, 'traces': [3, 0, 0, 0, 75, 0, -30, 0, 0, 0, -660, 0, -1278, 0, 0, 0, 1731, 0, 1011, 0, 0, 0, 2433, 0, 1875, 0, 0, 0, 3786, 0, 4131, 0, 0, 0, -750, 0, -7122, 0, 0, 0, 17352, 0, 11556, 0, 0, 0, -19548, 0, -7857, 0, 0, 0, -4965, 0, -16500, 0, 0, 0, -32106, 0, -16317, 0, 0, 0, -31950, 0, -51258, 0, 0, 0, -84072, 0, -161892, 0, 0, 0, 142968, 0, 36441, 0, 0, 0, -64581, 0, 43275, 0, 0, 0, -61584, 0, -123588, 0, 0, 0, 25275, 0, 14760, 0, 0, 0, -128196, 0, -149604, 0, 0, 0, 251052, 0, 311787, 0, 0, 0, 32754, 0, 60825, 0, 0, 0, -294006, 0, 180615, 0, 0, 0, 46875, 0, 74982, 0, 0, 0, -303282, 0, 30498, 0, 0, 0, -160623, 0, 158868, 0, 0, 0, -237408, 0, 94650, 0, 0, 0, -236112, 0, -21576, 0, 0, 0, 103275, 0, 527184, 0, 0, 0, -161346, 0, 319674, 0, 0, 0, -1088403, 0, 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0, 0, 0, -694692018, 0, -815218566, 0, 0, 0, 462072372, 0, 647983680, 0, 0, 0, -351350571, 0, 38015625, 0, 0, 0, -937308594, 0, -400271688, 0, 0, 0, -24106200, 0, 342440640, 0, 0, 0, 836495910, 0, 1062347496, 0, 0, 0, -1349959227, 0, 795095988, 0, 0, 0, -659845821, 0, 253466250, 0, 0, 0, -351574476, 0, -1189389600, 0, 0, 0, -205611900, 0, 2028382566, 0, 0, 0, -2330293038, 0, -1245477654, 0, 0, 0, -2007533853, 0, -867636360, 0, 0, 0, -993693768, 0, -162142275, 0, 0, 0, -619283526, 0, -78092703, 0, 0, 0, 302794875, 0, -1031547762, 0, 0, 0, 584994570, 0, -629637822, 0, 0, 0, 256920813, 0, 821176296, 0, 0, 0, -557322063, 0, 435651825, 0, 0, 0, 1067416986, 0, 856274289, 0, 0, 0, -183753750, 0, -46856394, 0, 0, 0, -1311314148, 0, -1088928216, 0, 0, 0, -635013912, 0, -192012993, 0, 0, 0, -474730128, 0, -313537350, 0, 0, 0, -1076779512, 0], 'weight': 6, 'weight_parity': 1}
• mf_hecke_nf •

  Column	Type
  an	jsonb
  ap	jsonb
  char_orbit_index	smallint
  field_poly	numeric[]
  hecke_orbit_code	bigint
  hecke_ring_character_values	jsonb
  hecke_ring_cyclotomic_generator	integer
  hecke_ring_denominators	numeric[]
  hecke_ring_inverse_denominators	numeric[]
  hecke_ring_inverse_numerators	numeric[]
  hecke_ring_numerators	numeric[]
  hecke_ring_power_basis	boolean
  hecke_ring_rank	integer
  label	text
  level	integer
  maxp	integer
  weight	smallint

  
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-548], [0, 0, 0], [12147, -135, 553], [0, 0, 0], [0, 0, 0], [0, 0, 0], [-21527, -497, 112], [0, 0, 0], [14425, -50, -175], [0, 0, 0], [0, 0, 0], [0, 0, 0], [-20528, 194, 637], [0, 0, 0], [-41196, 23, -98], [0, 0, 0], [0, 0, 0], [0, 0, 0], [8425, 225, 75], [0, 0, 0], [4920, -92, 284], [0, 0, 0], [0, 0, 0], [0, 0, 0]], 'ap': [[0, 0, 0], [0, 0, 0], [25, 0, 0], [-10, 0, 1], [-220, -1, 3], [-426, 1, -3], [577, -2, -7], [337, 9, 3], [811, -21, -8], [1262, 32, 3], [1377, 16, -11], [-2374, -32, -68], [5784, 12, -77], [3852, -44, -1], [-6516, 37, -6], [-1655, -103, -151], [-10702, 45, -153], [-5439, 142, 126], [-17086, 84, 250], [-28024, 127, 273], [-53964, -75, -175], [12147, -135, 553], [-21527, -497, 112], [-20528, 194, 637], [4920, -92, 284], [-42732, -222, 772], [-49868, -216, -588], [83684, -119, -704], [103929, -55, 392], [10918, 587, 1090], [24994, 1442, 414], [-101094, 132, -260], [-53541, 655, -537], [52956, 264, 600], [-78704, -1694, 761], [-7192, 1005, -1136], [175728, -1733, 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-56389, -366301], [38674320, -45578, -492555], [7041179, -723330, -545942], [56709879, 748131, 372688], [124717188, -527866, -826760], [-72212185, 610515, 508113], [156396460, -23724, -264984], [25851376, 1136772, -84168], [13831450, -491884, -1254528], [94362882, -6882, 419876], [-19270602, -548900, 271470], [366147, 759326, 639888], [-52544198, 854262, 183918], [-4326824, 589199, 724449], [88222033, 499774, 386177], [-150499444, -93993, -178311], [92653834, -92762, -750405], [-14579301, 470557, 1474654], [49691721, 366650, 946792], [-112725815, 340729, 312736], [143620024, -118525, -209713], [47194712, -785885, -277748], [19890437, 486829, -465167], [35584191, 767984, 1166138], [181117575, -496388, -770128], [-56665956, -510950, 517636], [-10856954, 585381, 746347], [-12532990, 823920, -475602], [49604442, -775482, 184496], [160885695, -421866, -443715], [152461744, -129892, -188848], [-51769360, 1029242, 410584], [-6597685, -63227, 769506], [34698338, 564970, 144900], [-5472874, -352082, 363026], [-27105784, -1478011, -49921], [154176612, -225000, 241458], [-4076743, -317475, -1052483], [-121717546, -56618, 179928], [-161798504, -1055490, 233100], [-126594970, 340252, 9067], [-121214088, -1254189, -187115], [37591865, 1021696, -152077], [194054272, -197318, 379336], [216542745, 686789, -366624], [-139324269, 422835, -163247], [-57310872, 855769, -416689], [98348420, 507967, -208860], [87367151, -375619, 61314], [-104532772, -606053, -666751], [63964208, 609147, 309603], [107353317, -430232, 2070610], [189961012, -67456, 459894], [80494328, -196316, 833390], [9088982, 203408, -1359339], [-44289679, -167169, 327588], [215309827, -743940, -373326], [-66735648, 257932, 781116], [-60265216, -389489, -1706887], [-19998970, 983003, 77811], [114185394, 128014, 1004544], [77689475, 343923, -1063761], [-184493096, 1373860, 1231330], [186779444, -435200, -1184266], [178344112, -197442, 1532718], [-191124991, -371521, 426055], [95045038, -1739233, -1628672], [-65071029, -857171, -37263], [-69201184, -1418838, -39050], [220181064, -832708, -644720], [41451991, 179297, 1222273], [59794722, -1456336, -1467708], [335289810, -442730, -638812], [-32419936, 1134113, 1945268], [324959188, -430095, -967054], [222108184, 22122, -141410], [-65432004, 1225347, -535544], [205188763, 362845, -829690], [86789449, -770884, -740403], [-148408322, -606327, -1172422], [231323132, -253244, 1017339], [214529912, 655002, -411118], [-130700747, -419164, 756387], [13660754, -260674, 1371671], [-186968121, 687728, 1678583], [-1505754, -129539, -2828674], [-82864736, 1461999, 2449109], [210157547, 84626, -753176], [-168882500, -754656, 312418], [148405164, -1100694, 1468650], [111135143, -471020, -1225445], [-273485444, 548883, -1431972], [-14861594, -1595122, 665446], [-124643578, -1131322, -640117], [31093896, 1591346, 1603462], [107014130, 1444011, 235330], [11264649, -681968, 161289], [-346302206, -20731, 569695], [159743670, -302663, -622039], [79991926, 132504, 1829214], [197730527, 376749, 1238182], [129013662, 557981, 107223], [217519286, 1893524, -1425534], [-220986104, 455701, -2607226], [-185166958, 322000, 552426], [-176910484, -752000, 718422], [-59762346, -1601099, 2195937], [-109307247, 2159565, 2621399], [43817366, 521424, -2475252], [138416370, -164440, 562964], [178607694, 705894, -988754], [-18128607, 2075432, 1143691], [207602785, -603095, 1531218], [-124577852, 1301204, -481037], [66820713, -1545342, 2077793], [16146312, -1785844, -2904546], [-46389606, 197124, -487724], [-56086038, 148442, -3862984], [259356532, 101977, 1069151], [272742358, -1078312, 897570], [-37586106, 1691966, 201210], [-61836676, -2081706, -1007526], [-155288169, 436681, -4019369], [388298950, -773002, -497701], [-293122147, -664340, -1139139], [-266687508, -1331766, -483346], [-61408660, 818831, 483014], [27523515, -1824647, 10871], [235975982, -1245767, 1182845], [-107626620, 1339362, -3891293], [140902560, 1180336, 911392], [175760762, 9659, -3240068], [-162781027, 141118, -5246411], [-418486814, 895970, 631908], [-204366998, 1726542, -951536], [309267638, 1418670, 642254], [-248641648, -3137073, 1774271], [-145590809, 1389196, 1900203], [85215022, -827254, -986017], [-181739457, 1176695, -1382851], [-172863844, 2316754, -478602], [90268914, 922560, 2471020], [44182030, 2646968, 1842734], [-146231070, -825410, -2711773], [-216841194, 183804, 235936], [191308558, -505912, -957427], [-216909035, -852250, -1322455], [202217438, 2610242, -1359568], [-20225090, -3460192, 821142], [-207403108, 590582, 1213274], [-406636958, -1383385, -801959], [-471531338, 257562, -424048], [-375024173, -678076, 1862493], [-360154777, 1114797, 1631034], [-164107647, -1062260, -908351], [-213487758, 1010302, -1262850], [-231564006, 91332, -6083761], [-312436198, -1674772, -2893270], [114146880, -2001668, -3402672], [-449986409, -869797, -64505], [-219948607, 741118, -2534636], [-117191492, 759206, -1806262], [676127522, 12014, 807786], [-669177951, -165266, 1311984], [-206427842, 1414206, 2574494], [-209879274, -2487096, -1287338], [85640271, -384195, 5302463], [-185774021, 580238, -3709810], [355805662, 2343638, -1722264], [285424763, 1444413, 621159], [-358926504, -519859, -1276061]], 'char_orbit_index': 1, 'field_poly': [-55, -29, 0, 1], 'hecke_orbit_code': 27021597864887352, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1, 1], 'hecke_ring_inverse_denominators': [1, 132, 12], 'hecke_ring_inverse_numerators': [[1, 0, 0], [0, -3, 2], [232, -1, 0]], 'hecke_ring_numerators': [[1, 0, 0], [232, 0, -12], [348, 66, -18]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 3, 'label': '1080.6.a.g', 'level': 1080, 'maxp': 2999, 'weight': 6}
• mf_newspaces •

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

  
  {'AL_dims': [[[[2, 1], [3, -1], [5, 1]], 11, 2], [[[2, -1], [3, -1], [5, -1]], 11, 2], [[[2, 1], [3, -1], [5, -1]], 10, 3], [[[2, -1], [3, 1], [5, 1]], 10, 3], [[[2, -1], [3, 1], [5, -1]], 9, 3], [[[2, 1], [3, 1], [5, -1]], 10, 2], [[[2, 1], [3, 1], [5, 1]], 9, 3], [[[2, -1], [3, -1], [5, 1]], 10, 2]], 'ALdims': [9, 10, 11, 10, 10, 9, 10, 11], 'Nk2': 38880, 'analytic_conductor': 173.21452539801908, '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': [1080, 1, [271, 541, 1001, 217], [1, 1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 1056, 'dim': 80, 'eis_dim': 48, 'eis_new_dim': 0, 'hecke_cutter_primes': [7, 11], 'hecke_orbit_code': 100664376, 'hecke_orbit_dims': [1, 1, 2, 2, 3, 3, 3, 3, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 6, 6], 'label': '1080.6.a', 'level': 1080, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 5], 'level_radical': 30, 'mf_dim': 1104, 'mf_new_dim': 80, 'num_forms': 20, 'plus_dim': 38, 'prim_orbit_index': 1, 'relative_dim': 80, 'sturm_bound': 1296, 'trace_bound': 7, 'trace_display': [0, 0, 0, 124], 'traces': [80, 0, 0, 0, 0, 0, 124, 0, 0, 0, 0, 0, -116, 0, 0, 0, 0, 0, -3236, 0, 0, 0, 0, 0, 50000, 0, 0, 0, 0, 0, -6252, 0, 0, 0, 0, 0, -2284, 0, 0, 0, 0, 0, -63160, 0, 0, 0, 0, 0, 161476, 0, 0, 0, 0, 0, -13900, 0, 0, 0, 0, 0, -16684, 0, 0, 0, 0, 0, -119164, 0, 0, 0, 0, 0, -10444, 0, 0, 0, 0, 0, 24472, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -138940, 0, 0, 0, 0, 0, 80508, 0, 0, 0, 0, 0, -195252, 0, 0, 0, 0, 0, 354480, 0, 0, 0, 0, 0, 360800, 0, 0, 0, 0, 0, 293156, 0, 0, 0, 0, 0, 255576, 0, 0, 0, 0, 0, -627908, 0, 0, 0, 0, 0, 1216628, 0, 0, 0, 0, 0, 149700, 0, 0, 0, 0, 0, -512000, 0, 0, 0, 0, 0, -910344, 0, 0, 0, 0, 0, 13564, 0, 0, 0, 0, 0, 1846808, 0, 0, 0, 0, 0, 77500, 0, 0, 0, 0, 0, 3172324, 0, 0, 0, 0, 0, 449528, 0, 0, 0, 0, 0, -124668, 0, 0, 0, 0, 0, -3603520, 0, 0, 0, 0, 0, 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221550000, 0, 0, 0, 0, 0, 172202616, 0, 0, 0, 0, 0, -1359446256, 0, 0, 0, 0, 0, 2720573084, 0, 0, 0, 0, 0, 3833675992, 0, 0, 0, 0, 0, 428366600, 0, 0, 0, 0, 0, 1725925924, 0, 0, 0, 0, 0, 3327598200, 0, 0, 0, 0, 0, -2322714448, 0, 0, 0, 0, 0, 2967649704, 0, 0, 0, 0, 0, 919258200, 0, 0, 0, 0, 0, -584568936, 0, 0, 0, 0, 0, 1533862436, 0, 0, 0, 0, 0, -919349348, 0, 0, 0, 0, 0, 3063177736, 0, 0, 0, 0, 0, -1602183000, 0, 0, 0, 0, 0, -3865740688, 0, 0, 0, 0, 0, 7388073640, 0, 0, 0, 0, 0, -2307651576, 0, 0, 0, 0, 0, -3179176504, 0, 0, 0, 0, 0, -446544600, 0, 0, 0, 0, 0, 729123260, 0, 0, 0, 0, 0, 3712137068, 0, 0, 0, 0, 0, 285522796, 0, 0, 0, 0, 0, 3132537852, 0, 0, 0, 0, 0, 225500000, 0, 0, 0, 0, 0, -4507770752, 0, 0, 0, 0, 0, 2322013036, 0, 0, 0, 0, 0, 1129048464, 0, 0, 0, 0, 0, -7343262136, 0, 0, 0, 0, 0, 1530713200, 0, 0, 0, 0, 0, -4611208992, 0, 0, 0, 0, 0, -482590440, 0, 0, 0, 0, 0, -3978772948, 0, 0, 0, 0, 0, -1411156692, 0, 0, 0, 0, 0, 260760400, 0, 0, 0, 0, 0, 68210056, 0, 0, 0, 0, 0, -431225916, 0, 0, 0, 0, 0, 4858663192, 0, 0, 0, 0, 0, 5605026332, 0, 0, 0, 0, 0, 1002776200, 0, 0, 0, 0, 0, 1435779920, 0, 0, 0, 0, 0, 9093577480, 0, 0, 0, 0, 0, 1793550264, 0, 0, 0, 0, 0, -1591949824, 0, 0, 0, 0, 0, -927985800, 0, 0, 0, 0, 0], 'weight': 6, 'weight_parity': 1}
• mf_twists_nf •

  Column	Type
  conductor	integer
  degree	integer
  multiplicity	smallint
  order	integer
  parity	smallint
  self_twist_disc	integer
  source_char_orbit	smallint
  source_dim	integer
  source_hecke_orbit	integer
  source_is_minimal	boolean
  source_label	text
  source_level	integer
  target_char_orbit	smallint
  target_dim	integer
  target_hecke_orbit	integer
  target_is_minimal	boolean
  target_label	text
  target_level	integer
  twist_class_label	text
  twist_class_level	integer
  twisting_char_label	text
  twisting_char_orbit	smallint
  weight	smallint

  
  
  • id: 640026
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 7, 'source_is_minimal': True, 'source_label': '1080.6.a.g', 'source_level': 1080, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 5, 'target_is_minimal': True, 'target_label': '1080.6.a.e', 'target_level': 1080, 'twist_class_label': '1080.6.a.e', 'twist_class_level': 1080, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 640027
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 7, 'source_is_minimal': True, 'source_label': '1080.6.a.g', 'source_level': 1080, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 7, 'target_is_minimal': True, 'target_label': '1080.6.a.g', 'target_level': 1080, 'twist_class_label': '1080.6.a.e', 'twist_class_level': 1080, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 6}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 1663450
    {'charpoly_factorization': [[[0, 1], 3]], 'hecke_orbit_code': 27021597864887352, 'p': 2}
  • id: 1663451
    {'charpoly_factorization': [[[0, 1], 3]], 'hecke_orbit_code': 27021597864887352, 'p': 3}
  • id: 1663452
    {'charpoly_factorization': [[[-25, 1], 3]], 'hecke_orbit_code': 27021597864887352, 'p': 5}
  • id: 1663453
    {'charpoly_factorization': [[[936424, -20832, 30, 1], 1]], 'hecke_orbit_code': 27021597864887352, 'p': 7}
  • id: 1663454
    {'charpoly_factorization': [[[-16969720, -114084, 660, 1], 1]], 'hecke_orbit_code': 27021597864887352, 'p': 11}
  • id: 1663455
    {'charpoly_factorization': [[[-62570968, 285144, 1278, 1], 1]], 'hecke_orbit_code': 27021597864887352, 'p': 13}
  • id: 1663456
    {'charpoly_factorization': [[[362051059, -64089, -1731, 1], 1]], 'hecke_orbit_code': 27021597864887352, 'p': 17}
  • id: 1663457
    {'charpoly_factorization': [[[1066478795, -2860737, -1011, 1], 1]], 'hecke_orbit_code': 27021597864887352, 'p': 19}
  • id: 1663458
    {'charpoly_factorization': [[[16297632125, -15572805, -2433, 1], 1]], 'hecke_orbit_code': 27021597864887352, 'p': 23}
  • id: 1663459
    {'charpoly_factorization': [[[100231188440, -35829792, -3786, 1], 1]], 'hecke_orbit_code': 27021597864887352, 'p': 29}
  • id: 1663460
    {'charpoly_factorization': [[[36775432739, -8888169, -4131, 1], 1]], 'hecke_orbit_code': 27021597864887352, 'p': 31}
  • id: 1663461
    {'charpoly_factorization': [[[-11280290472, -101306196, 7122, 1], 1]], 'hecke_orbit_code': 27021597864887352, 'p': 37}
  • id: 1663462
    {'charpoly_factorization': [[[19821902472, -39588876, -17352, 1], 1]], 'hecke_orbit_code': 27021597864887352, 'p': 41}
  • id: 1663463
    {'charpoly_factorization': [[[74089212824, -33238524, -11556, 1], 1]], 'hecke_orbit_code': 27021597864887352, 'p': 43}
  • id: 1663464
    {'charpoly_factorization': [[[48232251200, 69224352, 19548, 1], 1]], 'hecke_orbit_code': 27021597864887352, 'p': 47}
  • id: 1663465
    {'charpoly_factorization': [[[6200694992835, -752942241, 4965, 1], 1]], 'hecke_orbit_code': 27021597864887352, 'p': 53}
  • id: 1663466
    {'charpoly_factorization': [[[-9865368652616, -298756536, 32106, 1], 1]], 'hecke_orbit_code': 27021597864887352, 'p': 59}
  • id: 1663467
    {'charpoly_factorization': [[[-15693428262193, -889390029, 16317, 1], 1]], 'hecke_orbit_code': 27021597864887352, 'p': 61}
  • id: 1663468
    {'charpoly_factorization': [[[-20150295569000, -528696420, 51258, 1], 1]], 'hecke_orbit_code': 27021597864887352, 'p': 67}
  • id: 1663469
    {'charpoly_factorization': [[[-46987871536152, 462000924, 84072, 1], 1]], 'hecke_orbit_code': 27021597864887352, 'p': 71}
  • id: 1663470
    {'charpoly_factorization': [[[119813275420344, 7987787388, 161892, 1], 1]], 'hecke_orbit_code': 27021597864887352, 'p': 73}
  • id: 1663471
    {'charpoly_factorization': [[[306616858223481, -7470310041, -36441, 1], 1]], 'hecke_orbit_code': 27021597864887352, 'p': 79}
  • id: 1663472
    {'charpoly_factorization': [[[-623768894560265, -9379142397, 64581, 1], 1]], 'hecke_orbit_code': 27021597864887352, 'p': 83}
  • id: 1663473
    {'charpoly_factorization': [[[-152901460706184, -7646421276, 61584, 1], 1]], 'hecke_orbit_code': 27021597864887352, 'p': 89}
  • id: 1663474
    {'charpoly_factorization': [[[36671348002304, -2223679872, -14760, 1], 1]], 'hecke_orbit_code': 27021597864887352, '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': 7, 'label': '1080.6.a.g', 'level': 1080, 'portrait': 'data:image/png;base64,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', 'weight': 6}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 181735000
    {'hecke_orbit_code': 27021597864887352, 'n': 1, 'trace_an': 3}
  • id: 181735001
    {'hecke_orbit_code': 27021597864887352, 'n': 2, 'trace_an': 0}
  • id: 181735002
    {'hecke_orbit_code': 27021597864887352, 'n': 3, 'trace_an': 0}
  • id: 181735003
    {'hecke_orbit_code': 27021597864887352, 'n': 4, 'trace_an': 0}
  • id: 181735004
    {'hecke_orbit_code': 27021597864887352, 'n': 5, 'trace_an': 75}
  • id: 181735005
    {'hecke_orbit_code': 27021597864887352, 'n': 6, 'trace_an': 0}
  • id: 181735006
    {'hecke_orbit_code': 27021597864887352, 'n': 7, 'trace_an': -30}
  • id: 181735007
    {'hecke_orbit_code': 27021597864887352, 'n': 8, 'trace_an': 0}
  • id: 181735008
    {'hecke_orbit_code': 27021597864887352, 'n': 9, 'trace_an': 0}
  • id: 181735009
    {'hecke_orbit_code': 27021597864887352, 'n': 10, 'trace_an': 0}
  • id: 181735010
    {'hecke_orbit_code': 27021597864887352, 'n': 11, 'trace_an': -660}
  • id: 181735011
    {'hecke_orbit_code': 27021597864887352, 'n': 12, 'trace_an': 0}
  • id: 181735012
    {'hecke_orbit_code': 27021597864887352, 'n': 13, 'trace_an': -1278}
  • id: 181735013
    {'hecke_orbit_code': 27021597864887352, 'n': 14, 'trace_an': 0}
  • id: 181735014
    {'hecke_orbit_code': 27021597864887352, 'n': 15, 'trace_an': 0}
  • id: 181735015
    {'hecke_orbit_code': 27021597864887352, 'n': 16, 'trace_an': 0}
  • id: 181735016
    {'hecke_orbit_code': 27021597864887352, 'n': 17, 'trace_an': 1731}
  • id: 181735017
    {'hecke_orbit_code': 27021597864887352, 'n': 18, 'trace_an': 0}
  • id: 181735018
    {'hecke_orbit_code': 27021597864887352, 'n': 19, 'trace_an': 1011}
  • id: 181735019
    {'hecke_orbit_code': 27021597864887352, 'n': 20, 'trace_an': 0}
  • id: 181735020
    {'hecke_orbit_code': 27021597864887352, 'n': 21, 'trace_an': 0}
  • id: 181735021
    {'hecke_orbit_code': 27021597864887352, 'n': 22, 'trace_an': 0}
  • id: 181735022
    {'hecke_orbit_code': 27021597864887352, 'n': 23, 'trace_an': 2433}
  • id: 181735023
    {'hecke_orbit_code': 27021597864887352, 'n': 24, 'trace_an': 0}
  • id: 181735024
    {'hecke_orbit_code': 27021597864887352, 'n': 25, 'trace_an': 1875}
  • id: 181735025
    {'hecke_orbit_code': 27021597864887352, 'n': 26, 'trace_an': 0}
  • id: 181735026
    {'hecke_orbit_code': 27021597864887352, 'n': 27, 'trace_an': 0}
  • id: 181735027
    {'hecke_orbit_code': 27021597864887352, 'n': 28, 'trace_an': 0}
  • id: 181735028
    {'hecke_orbit_code': 27021597864887352, 'n': 29, 'trace_an': 3786}
  • id: 181735029
    {'hecke_orbit_code': 27021597864887352, 'n': 30, 'trace_an': 0}
  • id: 181735030
    {'hecke_orbit_code': 27021597864887352, 'n': 31, 'trace_an': 4131}
  • id: 181735031
    {'hecke_orbit_code': 27021597864887352, 'n': 32, 'trace_an': 0}
  • id: 181735032
    {'hecke_orbit_code': 27021597864887352, 'n': 33, 'trace_an': 0}
  • id: 181735033
    {'hecke_orbit_code': 27021597864887352, 'n': 34, 'trace_an': 0}
  • id: 181735034
    {'hecke_orbit_code': 27021597864887352, 'n': 35, 'trace_an': -750}
  • id: 181735035
    {'hecke_orbit_code': 27021597864887352, 'n': 36, 'trace_an': 0}
  • id: 181735036
    {'hecke_orbit_code': 27021597864887352, 'n': 37, 'trace_an': -7122}
  • id: 181735037
    {'hecke_orbit_code': 27021597864887352, 'n': 38, 'trace_an': 0}
  • id: 181735038
    {'hecke_orbit_code': 27021597864887352, 'n': 39, 'trace_an': 0}
  • id: 181735039
    {'hecke_orbit_code': 27021597864887352, 'n': 40, 'trace_an': 0}
  • id: 181735040
    {'hecke_orbit_code': 27021597864887352, 'n': 41, 'trace_an': 17352}
  • id: 181735041
    {'hecke_orbit_code': 27021597864887352, 'n': 42, 'trace_an': 0}
  • id: 181735042
    {'hecke_orbit_code': 27021597864887352, 'n': 43, 'trace_an': 11556}
  • id: 181735043
    {'hecke_orbit_code': 27021597864887352, 'n': 44, 'trace_an': 0}
  • id: 181735044
    {'hecke_orbit_code': 27021597864887352, 'n': 45, 'trace_an': 0}
  • id: 181735045
    {'hecke_orbit_code': 27021597864887352, 'n': 46, 'trace_an': 0}
  • id: 181735046
    {'hecke_orbit_code': 27021597864887352, 'n': 47, 'trace_an': -19548}
  • id: 181735047
    {'hecke_orbit_code': 27021597864887352, 'n': 48, 'trace_an': 0}
  • id: 181735048
    {'hecke_orbit_code': 27021597864887352, 'n': 49, 'trace_an': -7857}
  • id: 181735049
    {'hecke_orbit_code': 27021597864887352, 'n': 50, 'trace_an': 0}
  • id: 181735050
    {'hecke_orbit_code': 27021597864887352, 'n': 51, 'trace_an': 0}
  • id: 181735051
    {'hecke_orbit_code': 27021597864887352, 'n': 52, 'trace_an': 0}
  • id: 181735052
    {'hecke_orbit_code': 27021597864887352, 'n': 53, 'trace_an': -4965}
  • id: 181735053
    {'hecke_orbit_code': 27021597864887352, 'n': 54, 'trace_an': 0}
  • id: 181735054
    {'hecke_orbit_code': 27021597864887352, 'n': 55, 'trace_an': -16500}
  • id: 181735055
    {'hecke_orbit_code': 27021597864887352, 'n': 56, 'trace_an': 0}
  • id: 181735056
    {'hecke_orbit_code': 27021597864887352, 'n': 57, 'trace_an': 0}
  • id: 181735057
    {'hecke_orbit_code': 27021597864887352, 'n': 58, 'trace_an': 0}
  • id: 181735058
    {'hecke_orbit_code': 27021597864887352, 'n': 59, 'trace_an': -32106}
  • id: 181735059
    {'hecke_orbit_code': 27021597864887352, 'n': 60, 'trace_an': 0}
  • id: 181735060
    {'hecke_orbit_code': 27021597864887352, 'n': 61, 'trace_an': -16317}
  • id: 181735061
    {'hecke_orbit_code': 27021597864887352, 'n': 62, 'trace_an': 0}
  • id: 181735062
    {'hecke_orbit_code': 27021597864887352, 'n': 63, 'trace_an': 0}
  • id: 181735063
    {'hecke_orbit_code': 27021597864887352, 'n': 64, 'trace_an': 0}
  • id: 181735064
    {'hecke_orbit_code': 27021597864887352, 'n': 65, 'trace_an': -31950}
  • id: 181735065
    {'hecke_orbit_code': 27021597864887352, 'n': 66, 'trace_an': 0}
  • id: 181735066
    {'hecke_orbit_code': 27021597864887352, 'n': 67, 'trace_an': -51258}
  • id: 181735067
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